N u m b e r   o f   L a n g u a g e 	 7 5 	 F o r   C u s t o m e r   R e f e r e n c e   O n l y ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 E n u m   V a l u e 	 M o d u l e   N a m e 	 R e g i o n   I D 	 D e s c r i p t i o n 	 E n g l i s h 	 T r _ C h i n e s e 	 S i _ C h i n e s e 	 T h a i 	 S p a n i s h 	 F r e n c h 	 G e r m a n 	 R u s s i a n 	 I t a l i a n 	 A r a b i c 	 P o r t u g u e s e 	 T u r k i s h 	 V i e t n a m e s e 	 I n d o n e s i a n 	 M a l a y s i a n 	 H i n d i 	 D a n i s h 	 C z e c h 	 P o l i s h 	 H u n g a r i a n 	 F i n n i s h 	 N o r w e g i a n 	 S l o v a k 	 D u t c h 	 S w e d i s h 	 C r o a t i a n 	 R o m a n i a n 	 S l o v e n i a n 	 G r e e k 	 H e b r e w 	 B u l g a r i a n 	 M a r a t h i 	 P e r s i a n 	 U r d u 	 T a m i l 	 B e n g a l i 	 P u n j a b i 	 T e l u g u 	 U k r a i n i a n 	 G u j a r a t i 	 K a n n a d a 	 Z u l u 	 X h o s a 	 S w a h i l i 	 A f r i k a a n s 	 L i t h u a n i a n 	 L a t v i a n 	 E s t o n i a n 	 A r m e n i a n 	 G e o r g i a n 	 M o l d o v a n 	 M a l a y a l a m 	 O r i y a 	 A l b a n i a n 	 A s s a m e s e 	 A z e r b a i j a n i 	 C h i n e s e . C a n t o n e s e 	 C a t a l a n 	 C a n a d i a n . F r e n c h 	 I c e l a n d i c 	 L a t i n . A m . S p a n i s h 	 M a c e d o n i a n 	 B r a z i l .   P o r t u g u e s e 	 S e r b i a n 	 S e s o t h o 	 T a g a l o g 	 U K . E n g l i s h 	 H a u s a 	 Y o r u b a 	 K a z a k 	 B a s q u e 	 F i l i p i n o 	 G a l i c i a n 	 I g b o 	 I r i s h 
 
 D O   N O T   M O D I F Y 	 D O   N O T   M O D I F Y 	 D O   N O T   M O D I F Y 	 D O   N O T   M O D I F Y 	 * # 0 0 4 4 # 	 * # 0 8 8 6 # 	 * # 0 0 8 6 # 	 * # 0 0 6 6 # 	 * # 0 0 3 4 # 	 * # 0 0 3 3 # 	 * # 0 0 4 9 # 	 * # 0 0 0 7 # 	 * # 0 0 3 9 # 	 * # 0 9 6 6 # 	 * # 0 3 5 1 # 	 * # 0 0 9 0 # 	 * # 0 0 8 4 # 	 * # 0 0 6 2 # 	 * # 0 0 6 0 # 	 * # 0 0 9 1 # 	 * # 0 0 4 5 # 	 * # 0 4 2 0 # 	 * # 0 0 4 8 # 	 * # 0 0 3 6 # 	 * # 0 3 5 8 # 	 * # 0 0 4 7 # 	 * # 0 4 2 1 # 	 * # 0 0 3 1 # 	 * # 0 0 4 6 # 	 * # 0 3 8 5 # 	 * # 0 0 4 0 # 	 * # 0 3 8 6 # 	 * # 0 0 3 0 # 	 * # 0 9 7 2 # 	 * # 0 3 5 9 # 	 * # 9 1 2 2 # 	 * # 0 0 9 8 # 	 * # 0 0 9 2 # 	 * # 9 1 4 4 # 	 * # 9 1 3 3 # 	 * # 9 1 7 2 # 	 * # 9 1 4 0 # 	 * # 0 3 8 0 # 	 * # 9 1 2 7 # 	 * # 9 1 8 0 # 	 * # 0 2 6 8 # 	 * # 0 0 2 7 # 	 * # 0 2 5 5 # 	 * # 0 2 6 4 # 	 * # 0 3 7 0 # 	 * # 0 3 7 1 # 	 * # 0 3 7 2 # 	 * # 0 3 7 4 # 	 * # 0 9 9 5 # 	 * # 0 3 7 3 # 	 * # 9 1 7 1 # 	 * # 9 1 7 4 # 	 * # 0 3 5 5 # 	 * # 9 1 6 1 # 	 * # 0 9 9 4 # 	 * # 0 8 5 2 # 	 * # 0 3 7 6 # 	 * # 0 0 0 1 # 	 * # 0 3 5 4 # 	 * # 0 0 5 4 # 	 * # 0 3 8 9 # 	 * # 0 0 5 5 # 	 * # 0 3 8 1 # 	 * # 0 2 6 6 # 	 * # 0 6 3 1 # 	 * # 0 4 4 1 # 	 * # 2 3 4 2 # 	 * # 2 3 4 1 # 	 * # 0 0 7 1 # 	 * # 3 4 9 5 # 	 * # 0 0 6 3 # 	 * # 3 4 9 8 # 	 * # 2 3 4 3 # 	 * # 0 3 5 3 # 
 
 S T R _ G L O B A L _ O K 	 G L O B A L 	 T I T L E ,   L S K ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   P O P U P ,   P O P U P C O N F I R M ,   M E D P L Y _ L S K ,   P H O E D T _ S K ,   S N D R E C _ S K 	 G l o b a l   S t r i n g -   O K 	 O K 	 x[	 nx[	 %	 A c e p t a r 	 O K 	 O K 	 O K 	 O k 	 EH'AB	 O K 	 T A M A M 	 O k 	 B a i k 	 O K 	  	@			 O k 	 O k 	 O k 	 O k 	 O K 	 O k 	 O k 	 O K 	 O K 	 U   r e d u 	 O k 	 V   r e d u 	 	 	 	  	@		  	9	G		 *#JJ/	 'H	 	 				  
@

	 G	 0@074	 




	 	 O K 	 K U L U N G I L E 	 S a w a 	 O K 	 G e r a i 	 O K 	 O K 	 O K 	 O K 	 O K 	 6
0
?
	  ?M	 O K 	 				 O K 	 x	 D ' a c o r d 	 O K 	    l a g i 	 A c e p t a r 	 >  @54	 O K 	 U   r e d u 	 H o   l o k i l e 	 O K 	 O K 	 Y a y i 	    d  r a 	 O K 	 O n g i 	 O K 	 A c e p t a r 	 d m m a 	 O K 
 
 S T R _ G L O B A L _ B A C K 	 G L O B A L 	 M E D P L Y _ R S K ,   R S K ,   T E X T ,   S N D R E C _ S K ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   B a c k 	 B a c k 	 ԏV	 ԏV	 "I-%1	 A t r  s 	 R e t o u r 	 Z u r  c k 	 0704	 I n d i e t r o 	 1,H9	 V o l t a r 	 G e r i 	 T r   l i 	 K e m b a l i 	 U n d u r 	 *	@		G		 T i l b a g e 	 Z p t 	 W s t e c z 	 V i s s z a 	 T a k a i s i n 	 T i l b a k e 	 S p  e	 T e r u g 	 B a k  t 	 N a t r a g 	  n a p o i 	 N a z a j 	 	 	 0704	 .	>		G	  	 ('24*	 ~	 	 						 *
?

G
	 5F(A	 0704	 



  


	 	 E m u v a 	 B u y ' u m v a 	 N y u m a 	 T e r u g 	 A t g a l 	 A t p a k a <	 T a g a s i 	 @e	 	  n a p o i 	 *
?
(
M
(
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2
G

M

M
	 *A	 P r a p a 	 						 G e r i y Y	 ԏV	 E n r e r e 	 R e t o u r 	 T i l   b a k a 	 A t r  s 	 0704	 V o l t a r 	 N a z a d 	 M o r a o 	 B u m a l i k 	 B a c k 	 B a y a 	 P a d  	 @B0	 A t z e r a 	 B u m a l i k 	 V o l v e r 	 G a   a z 	 S i a r 
 
 S T R _ G L O B A L _ O P T I O N S 	 G L O B A L 	 T I T L E ,   L S K ,   M E D P L Y _ L S K ,   S N D R E C _ S K ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   O p t i o n s 	 O p t i o n s 	 x	 	y	 1'@%7-	 O p c i o n e s 	 O p t i o n s 	 O p t i o n e n 	 ?F88	 O p z i o n i 	 .J'1'*	 O p   e s 	 S e  e n e k l e r 	 C h n 	 p i l i h a n 	 P i l i h a n 	 5	?		2	M	*		 I n d s t i l l i n g 	 V o l b a 	 O p c j a 	 O p c i  k 	 V a l i n t a 	 V a l g 	 V o >b a 	 O p t i e s 	 A l t e r n a t i v 	 O p c i j a 	 O p ci u n i 	 M o ~n o s t 	 	 	 ?F8O	 *	0	M	/	>	/		 2JFG  G'	 '.*'1	 	 										  	 5
?

2
*
	 *M7(M	 ?FVO	 






	 	 I z i n k e t h o 	 O k u n y e 	 C h a g u z i 	 O p s i e s 	 P a s i r i n k t y s 	 O p c i j a s 	 V a l i k u d 	 8vavve	 	 O p ci u n i 	 

?


M

3
M

 	 ,?3M*A!?	 Z g j e d h j e 	 											 S e  i m l Yr 	 x	 O p c i o n s 	 O p t i o n s 	 V a l k o s t i r 	 O p c i o n e s 	 ?F88	 O p   e s 	 O p c i j e 	 D i k g e t h o 	 M g a   P a g p i p i l i a n 	 O p t i o n s 	 R a  a y i 	  c y  n 	 0@0<5B@;5@	 A u k e r a k 	 M g a   P a g p i p i l i a n 	 O p c i  n s 	 N h o 	 R o g h a n n a 
 
 S T R _ G L O B A L _ Y E S 	 G L O B A L 	 L S K ,   R S K ,   I C O N T E X T ,   P O P U P C O N F I R M ,   C 0 5 7 _ 1 ,   S N D R E C _ S K ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   Y e s 	 Y e s 	 /f	 /f	 C
H	 S  	 O u i 	 J a 	 0	 S  	 F9E	 S i m 	 E v e t 	 C  	 Y a 	 Y a 	 9	>			 J a 	 A n o 	 T a k 	 I g e n 	 K y l l  	 J a 	  n o 	 J a 	 J a 	 D a 	 D a 	 D a 	 	 	 0	 9	K	/		 (DG	 '	 	 						 9
>

	 5A(A	 "0:	 

	 	 Y e b o 	 E w e 	 N d i y o 	 J a 	 T a i p 	 J 	 J a h 	 1ux	 	 D a 	 
$
F
	 9	 P o 	 			 B Yl i 	 /f	 S  	 O u i 	 J  	 S  	 0	 S i m 	 D a 	 E e 	 O o 	 Y e s 	 H a k a   n e 	 B  n i 	 	 B a i 	 O o 	 S i 	 d m m a 	 D  a n    
 
 S T R _ G L O B A L _ N O 	 G L O B A L 	 R S K ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 ,   S N D R E C _ S K ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   N o 	 N o 	 &T	 &T	 D!HC
H	 N o 	 N o n 	 N e i n 	 5B	 N o 	 D'	 N  o 	 H a y 1r 	 K h  n g 	 T i d a k 	 T i d a k 	 (	9	@			 N e j 	 N e 	 N i e 	 N e m 	 E i 	 N e i 	 N i e 	 N e e 	 N e j 	 N e 	 N u 	 N e 	 	 	 5	 (	>	9	@		 .J1	 F	 	 			 (
9
@

	 5&M&A	 V	 

	 	 C h a 	 H a y i 	 H a p a n a 	 N e e 	 N e 	 N 	 E i 	 Hy	 	 N u 	 
2
M
2
	 (>9?	 J o 	 			  	 X e y r 	 &T	 N o 	 N o n 	 N e i 	 N o 	 5	 N  o 	 N e 	 T j h e 	 H i n d i 	 N o 	 B a   i   y i   b a 	 B  k 	 >	 E z 	 H i n d i 	 N o n 	 M b a 	 N    d  a n 
 
 S T R _ G L O B A L _ C L E A R 	 G L O B A L 	 R S K ,   I C O N T E X T ,   M E D P L Y _ R S K 	 G l o b a l   S t r i n g -   C l e a r 	 C l e a r 	 nd	 nd	 %	 B o r r a r 	 E f f a c e r 	 L  s c h e n 	 #40;. 	 C a n c e l l a 	 E3-	 L i m p a r 	 T e m i z l e 	 X  a 	 B e r s i h 	 K o s o n g k a n 	 9		>				 R y d 	 S m a z a t 	 K a s u j 	 T  r l  s 	 T y h j e n n  	 F j e r n 	 V y m a ~	 W i s s e n 	 R a d e r a 	 I z b r i ai 	 ^t e r g e r e 	 O 
i s t i 	 	 	 7G8AB8	 *	A	8	B	(	  	>		>		 ~'C  C1/F	 5'A  ,&	 	 				  						 8
>
+
	 M2?/0M	 G8AB8B8	 


  


	 	 S u l a 	 S u s a 	 T a n d u a 	 W i s 	 V a l y t i 	 N o t +r +t 	 T  h j e n d a 	 Dael	 	 ^t e r g e r e 	 
M
2
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j
	 >2?	 F s h i j 	 									 T Ym i z l Yy i b   b o _a l t 	 nd	 E s b o r r a 	 E f f a c e r 	 H r e i n s a 	 E l i m i n a r 	 71@8H8	 L i m p a r 	 O 
i s t i 	 T l o s a 	 B u r a h i n 	 C l e a r 	 F a n k o 	 K  a   k  r  	 "070;0C	 G a r b i t u 	 B u r a h i n 	 L i m p a r 	 H i c h a p 	 G l a n 
 
 S T R _ G L O B A L _ D O N E 	 G L O B A L 	 L S K ,   R S K ,   I C O N T E X T ,   P O P U P ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   D o n e 	 D o n e 	 [b	 [b	 @*#GA%I'	 H e c h o 	 E f f e c t u  	 F e r t i g 	 >B>2>	 F a t t o 	 *E	 C o n c l u  d o 	 B i t t i 	 X o n g 	 S e l e s a i 	 S e l e s a i 	 8		*	(	M	(		 U d f  r t 	 H o t o v o 	 W y k o n a n o 	 K  s z 	 V a l m i s 	 F e r d i g 	 H o t o v  	 G e r e e d 	 K l a r 	 G o t o v o 	 G a t a 	 K o n 
a n o 	 	 	 >B>2>	 	G	2	G		 'F,'E  4/	   H  '	 	 			  					 *
B
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	 *(?  /?&?	 8:>=0=>	 

  



	 	 K w e n z i w e 	 Y e n z i w e 	 G o t o k a 	 K l a a r 	 A t l i k t a 	 P a b e i g t s 	 V a l m i s 	 ?aa~an  g	 	 G a t a 	 
F
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	 0>/>?	 P e r f u n d u a r 	 								 E d i l d i 	 [b	 F e t 	 T e r m i n  	 L o k i  	 L i s t o 	 02@H5=>	 F e i t o 	 U r a e n o 	 E n t s w e 	 T a p o s   N a 	 D o n e 	 Y a y i 	 T i   ce    	 OB0;4K	 E g i n a 	 T a p o s   N a 	 F e i t o 	 O m e e l a 	 D  a n t a 
 
 S T R _ G L O B A L _ S A V E D 	 G L O B A L 	 H I N T ,   P O P U P 	 G l o b a l   S t r i n g -   S a v e d 	 S a v e d 	 ]2QX[	 ]OX[	 16A%I'	 G u a r d a d o 	 E n r e g i s t r  	 G e s p e i c h e r t 	 !>E@0=5=>	 S a l v a t o 	 *E  'D-A8	 G u a r d a d o 	 K a y d e d i l d i 	    l u   	 d i s i m p a n 	 D i s i m p a n 	 8	G	5	  	?	/	>	  	/	>		 G e m t 	 U l o ~e n o 	 Z a p i s a n o 	 E l m e n t v e 	 T a l l e n n e t t u 	 L a g r e t 	 U l o ~e n  	 O p g e s l a g e n 	 S p a r a t 	 S p r e m l j e n o 	 S a l v a t 	 S h r a n j e n o 	 	 	 0?075=>	 8	G	5	M	9	  	G	2	G		 0.J1G  4/	 E-AH8  H  '	 	 								  			  						 ,
q
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	 8G5M  /?&?	 15@565=>	 







	 	 K u g c i n i w e 	 I g c i n i w e 	 I m e h i f a d h i w a 	 G e b e r g 	 .r a ay t a 	 S a g l a b t s 	 S a l v e s t a t u d 	 Japzav~an  g	 	 S a l v a t 	 8
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A
	 8M_  9G2>	 R u a j t u r 	 									 S a x l a n 1l d 1	 ]2QX[	 S ' h a   d e s a t 	 S a u v  	 V i s t a  	 G u a r d a d o 	 0GC20=>	 S a l v o 	 S a 
u v a n o 	 E   b o l o k i l w e 	 N a i - s a v e 	 S a v e d 	 A j i y e   w a 	 T i   f i p a m 	 !0B0;4K	 G o r d e t a 	 N a - s a v e 	 G a r d a d o 	 C h e k w a a 	 S  b h  i l t e 
 
 S T R _ G L O B A L _ S A V E 	 G L O B A L 	 T I T L E ,   L S K ,   I C O N T E X T ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   S a v e 	 S a v e 	 2QX[	 OX[	 16	 G u a r d a r 	 E n r e g i s t r e r 	 S p e i c h e r n 	 !>E@0=. 	 S a l v a 	 -A8	 G u a r d a r 	 K a y d e t 	 L u   l i 	 s i m p a n 	 S i m p a n 	 8	G	5	  	0	G			 G e m 	 U l o ~i t 	 Z a p i s z 	 M e n t  s 	 T a l l e n n a 	 L a g r e 	 U l o ~i e	 O p s l a a n 	 S p a r a 	 S p r e m i 	 S a l v a r e 	 S h r a n i 	 	 	 0?078	 8	G	5	M	9		 0.J1G  C1/F	 E-AH8  ,&	 	 							  	 ,

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	 8G5M	 15@53B8	 




	 	 G c i n a 	 G c i n a 	 H i f a d h i 	 B e r g 	 .r a ay t i 	 S a g l a b t 	 S a l v e s t a 	 Japzavel	 	 S a l v a r e 	 8
G
5
M
	 8M_  0(M$A	 R u a j 	 							  				 S a x l a 	 2QX[	 D e s a 	 S a u v e r 	 V i s t a 	 G u a r d a r 	 0GC20X	 S a l v a r 	 S a 
u v a j 	 B o l o k a 	 I - s a v e 	 S a v e 	 A j i y e 	 F i p a m 	 !0B0C	 G o r d e   	 I - s a v e 	 G a r d a r 	 N d o k w a 	 S  b h  i l 
 
 S T R _ G L O B A L _ S A V E _ A S K 	 G L O B A L 	 P O P U P C O N F I R M 	 G l o b a l   S t r i n g   -   S a v e ? 	 S a v e ? 	 2QX[	 OX[	 16? 	  G u a r d a r ? 	 E n r e g i s t r e r   ? 	 S p e i c h e r n ? 	 !>E@0=8BL? 	 V u o i   s a l v a r e ? 	 -A8	 G u a r d a r ? 	 K a y d e t ? 	 L u   l i ? 	 S a v e ? 	 S i m p a n ? 	 8	G	5	  	0	G		? 	 S a v e ? 	 S a v e ? 	 S a v e ? 	 M e n t  s ? 	 S a v e ? 	 S a v e ? 	 S a v e ? 	 O p s l a a n ? 	 S a v e ? 	 S a v e ? 	 S a l v a ci ? 	 S a v e ? 	 S a v e ? 	 ? 	 S a v e ? 	 S a v e ? 	 0.J1G  4H/	 S a v e ? 	 S a v e ? 	 					  ? 	 S a v e ? 	 S a v e ? 	 S a v e ? 	 






  

? 	 ? 	 G c i n a ? 	 G c i n e ? 	 H i f a d h i ? 	 B e r g ? 	 .r a ay t i ? 	 S a g l a b t ? 	 S a l v e s t a n ? 	 Japzave^l	   ? 	 S a l v a ci ? 	 8
G
5
M
? 	 8M_  0?,G? 	 R u a j ? 	 							  						? 	 S a x l a m a q ? 	 2QX[? 	 V o l e u   d e s a r - h o ? 	 S a u v e r ? 	 V i s t a ? 	  G u a r d a r ? 	 0GC20X? 	 S a l v a r ? 	 S a 
u v a j ? 	 O   a   b o l o k a ? 	 I - s a v e ? 	 S a v e ? 	 A j i y e   k o ? 	 F i p a m   b  ? 	 !0B0C  :5@5:  ?5? 	 G o r d e ? 	 I - s a v e ? 	 G a r d a r ? 	     c h r   n d o k w a ? 	 S  b h  i l ? 
 
 S T R _ G L O B A L _ S A V I N G 	 G L O B A L 	 T I T L E ,   P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   S a v i n g 	 S a v i n g 	 2QX[-N	 ck(WOX[	 3%116	 G u a r d a n d o 	 E n r e g i s t r e m e n t   e n   c o u r s 	 W i r d   g e s p e i c h e r t 	 !>E@0=5=>	 S t o   s a l v a n d o 	 ,'1M  'D-A8	 A   g u a r d a r 	 K a y d e d i l i y o r 	 a n g   l u 	 M e n y i m p a n 	 M e n y i m p a n 	 8	G	5	  9	K	  0	9	>	  9	H		 G e m m e r 	 U k l  d  n  	 Z a p i s y w a n i e 	 M e n t  s   f o l y a m a t b a n 	 T a l l e n n e t a a n 	 L a g r e r 	 U l o ~e n i e 	 B e z i g   m e t   o p s l a a n 	 S p a r a r 	 S p r e m a n j e 	 S a l v a r e    n   c u r s 	 S h r a n j e v a n j e 	 	 	 0?0720=5	 8	G	5	M	9	  	0	$	  	9	K	$		 /1-'D  0.J1G  C1/F	   E-AH8    HF'  ,'1	 	 								  			  						 ,

>
	
#
>
	 8G5M  G/,!A$K&?	 15@565==O	 




  





  

	 	 U k u g c i n a 	 I y a g c i n a 	 I n a h i f a d h i 	 B e r g   t a n s 	 .r a ao m a 	 S a g l a b j u 	 S a l v e s t a m i n e 	 Japzavxt	 	 S a l v a r e    n   c u r s 	 8
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A
	 8M_  0A?	 D u k e   r u a j t u r 	 							  			  				 S a x l a n 1l m a 	 2QX[-N	 S  e s t    d e s a n t 	 S a u v e g a r d e   e n   c o u r s . . . 	 V i s t a 	 G u a r d a n d o 	 !5  70GC2C20	 S a l v a n d o 	 u v a n j e 	 E   a   b o l o k a 	 S i n e - s a v e 	 S a v i n g 	 A n a   a j i y e 	 N f i p a m 	 !0B0C40	 G o r d e t z e n 	 S i n e - s a v e 	 G a r d a n d o 	 N a - e d o k w a 	 A g   S  b h  i l 
 
 S T R _ G L O B A L _ U N F I N I S H E D 	 G L O B A L 	 P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   U n f i n i s h e d 	 U n f i n i s h e d 	 *g[b	 *g[b	 D!HA%I'@*#G	 S i n   f i n a l i z a r 	 N o n   t e r m i n  	 N i c h t   f e r t i g g e s t e l l t 	 570:>=G. 	 N o n   f i n i t o 	 DE  J*E	 N  o   t e r m i n a d o 	 B i t m e d i 	 K h  n g   h o  n   t h  n h 	 B e l u m   S e l e s a i 	 B e l u m   s e l e s a i 	 	'	B	0	>		 U f u l d e n d t 	 N e d o k o n 
e n o 	 N i e d o k o Dc z o n y 	 B e f e j e z e t l e n 	 K e s k e n 	 I k k e   f u l l f  r t 	 N e d o k o n 
e n  	 O n v o l t o o i d 	 E j   f  r d i g 	 N e d o v r ae n o 	 N e t e r m i n a t 	 N e d o k o n 
a n o 	   	   	 5702J@H5=>	 	*	B	0	M	#		 F'*E'E	 :1  EED	 	 								 
$
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  (
9
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	 *B0M$?  >2G&A	 5  7025@H5=5	 





	 	 A k u q e d i w e 	 A y i g q i t y w a n g a 	 H a i j a k a m i l i k a 	 O n v o l t o o i d 	 N e u ~b a i g t a 	 N e p a b e i g t s 	 L  p e t a m a t a 	 1va~a	 	 N e t e r m i n a t 	 
*
B
j
#

	 8.>*M$  (A9G	 P a   m b a r u a r 	 									 B i t i r i l m Ym i _	 *g[b	 N o   f i n a l i t z a t 	 N o n   t e r m i n  	  l o k i  	 S i n   f i n a l i z a r 	 5702@H5=>	 I n a c a b a d o 	 N e d o v r ae n o 	 H a   e   a   q e t w a 	 H i n d i   p a   t a p o s 	 U n f i n i s h e d 	 T u k u n a 	 K    t i   p a r  	 OB0;<00=	 B u k a t u   g a b e 	 H i n d i   T a p o s 	 N o n   r e m a t a d o 	 O m e c h a b e g h i 	 N e a m h c h r  o c h n a i t h e 
 
 S T R _ G L O B A L _ D E L E T E 	 G L O B A L 	 T I T L E ,   L S K ,   R S K ,   I C O N T E X T ,   P O P U P C O N F I R M ,   C A S C A D E 	 G l o b a l   S t r i n g -   D e l e t e 	 D e l e t e 	 *Rd	  Rd	 %	 E l i m i n a r 	 S u p p r i m e r 	 L  s c h e n 	 #40;8BL	 E l i m i n a 	 E3-	 E l i m i n a r 	 S i l 	 X  a 	 H a p u s 	 P a d a m 	 9		>				 S l e t 	 S m a z a t 	 S k a s u j 	 T  r l  s 	 P o i s t a 	 S l e t t 	 Z m a z a e	 V e r w i j d e r e n 	 T a   b o r t 	 I z b r i ai 	 ^t e r g e r e 	 Z b r i ai 	 	 	 7B@89	 *	A	8	B	(	  	>		>	  	 -0A	 Ey'&	 	 						 .
?

>
	
#
>
	 $J2?*A.A	 840;8B8	 



  



	 	 S u s a 	 C i m a 	 F u t a 	 S k r a p 	 `a l i n t i 	 D z s t 	 K u s t u t a 	 Kv{el	 	 ^t e r g e r e 	 (
@
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B
	 ,?2G>*  0(M$A	 F s h i j 	 				 P o z 	 *Rd	 S u p r i m e i x 	 S u p p r i m e r 	 E y  a 	 E l i m i n a r 	 71@8H8	 E x c l u i r 	 O b r i ai 	 P h u m u l a 	 T a n g g a l i n 	 D e l e t e 	 S h a r e   w a 	 P a a r 	 >N	 E z a b a t u 	 T a n g g a l i n 	 B o r r a r 	 K a c h a p 	 S c r i o s 
 
 S T R _ G L O B A L _ C A N C E L 	 G L O B A L 	 R S K ,   I C O N T E X T ,   P O P U P ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   C a n c e l 	 C a n c e l 	 Sm	 Sm	 "@%4	 C a n c e l a r 	 A n n u l e r 	 A b b r e c h e n 	 B<5=0	 A n n u l l a 	 'D:'!	 C a n c e l a r 	 0p t a l 	 H y   b 	 B a t a l 	 B a t a l 	 0	&	M	&		 A f b r y d 	 Z r u ai t 	 A n u l u j 	 M  g s e 	 P e r u u t a 	 A v b r y t 	 Z r u ai e	 A n n u l e r e n 	 A v b r y t 	 O d u s t a n i 	 R e v o c a r e 	 P r e k l i 
i 	 	 	 B:07	 0	&	M	&	  	0	>		 D:H	 EF3H.  ,&	 	 						 
q

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>
	 0&M&A	 V4<V=8B8	 

  


	 	 K h a n s e l a 	 R h o x i s a 	 G h a i r i 	 K a n s e l l e e r 	 A t aa u k t i 	 A t c e l t 	 L o o b u 	 Ieraoel	 	 A n u l a r e 	 1
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	 ,>$?2	 A n u l l o 	 						 L Yv   e t 	 Sm	 C a n c e l  l a 	 A n n u l e r 	 H  t t a   v i  	 C a n c e l a r 	 B:068	 C a n c e l a r 	 O t k a ~i 	 K h a n s e l a 	 K a n s e l a h i n 	 C a n c e l 	 G o g e   w a 	 F a g i   l e   e 	 >;4K@<0C	 E z e z t a t u 	 K a n s e l a h i n 	 C a n c e l a r 	 K a g b u o 	 C u i r   a r   c e a l 
 
 S T R _ G L O B A L _ C A N C E L L I N G 	 G L O B A L 	 T I T L E ,   P O P U P C O N F I R M ,   C 1 5 4 _ 1 	 G l o b a l   S t r i n g - C a n c e l l i n g 	 C a n c e l l i n g 	 Sm-N	 ck(WSm	 3%1"@%4	 C a n c e l a n d o 	 A n n u l a t i o n   e n   c o u r s 	 W i r d   a b g e b r o c h e n 	 B<5=0	 S t o   a n n u l l a n d o 	 ,'1M  'D'D:'!	 A   c a n c e l a r 	 0p t a l   E d i l i y o r 	 a n g   h y 	 C a n c e l l i n g 	 M e m b a t a l k a n 	 0	&	M	&	  9	K	  0	9	>	  9	H		 C a n c e l l i n g 	 C a n c e l l i n g 	 C a n c e l l i n g 	 V i s s z a v o n  s   f o l y a m a t b a n 	 C a n c e l l i n g 	 C a n c e l l i n g 	 C a n c e l l i n g 	 B e z i g   m e t   a n n u l e r e n 	 C a n c e l l i n g 	 C a n c e l l i n g 	 R e v o c a r e    n   c u r s 	 C a n c e l l i n g 	 C a n c e l l i n g 	 	 C a n c e l l i n g 	 C a n c e l l i n g 	 /1-'D  D:HC1/F	 C a n c e l l i n g 	 C a n c e l l i n g 	 					  			  						 C a n c e l l i n g 	 C a n c e l l i n g 	 C a n c e l l i n g 	 

  

  





  

	 	 K u y a k h a n s e l w a 	 I y a r h o x i s a 	 I n a g h a i r i 	 K a n s e l l e e r   t a n s 	 A t aa u k i a m a 	 A t c e <u 	 T  h i s t a m i n e 	 Ieraoxt	 	 A n u l a r e    n   c u r s 	 1
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 	 ,>$?2  0A?	 D u k e   a n u l l u a r 	 					  			  				 L Yv   e t m Y	 Sm-N	 S  e s t    c a n c e l  l a n t 	 A n n u l a t i o n   e n   c o u r s 	 H  t t i   v i  	 C a n c e l a n d o 	 !5  >B:06C20	 C a n c e l a n d o 	 O t k a z i v a n j e 	 E   a   k h a n s e l a 	 K i n a k a n s e l a 	 C a n c e l l i n g 	 A n a   g o g e   w a 	 N f a g i   l e   e 	 >;4K@<0C40	 E z e z t a t z e n 	 K i n a k a n s e l a 	 C a n c e l a n d o 	 N k a g b u 	 A g   c u r   a r   c e a l 
 
 S T R _ G L O B A L _ E M P T Y 	 G L O B A L 	 T E X T ,   H I N T ,   I C O N T E X T ,   P O P U P 	 G l o b a l   S t r i n g -   E m p t y 	 E m p t y 	 zz}v	 zz}v	 'H2	 V a c i a r 	 V i d e r 	 L e e r 	 CAB>	 V u o t a 	 .'DJ	 V a z i o 	 B o _a l t 	 T r n g 	 K o s o n g 	 K o s o n g 	 	>	2	@		 T o m 	 P r  z d n  	 S k a s u j 	  r e s 	 T y h j e n n  	 T o m 	 P r  z d n y 	 L e e g 	 T  m 	 P r a z n o 	 G o l i r e 	 P r a z e n 	   	 	 7?@07=8	 0	?		>	.	>		 .'D	 .'D	 	 					 
>
2
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	 >3@	 >G8AB8B8	 



	 	 N g e n a l u t h o 	 A k u k h o   n t o 	 W a z i 	 M a a k   l e e g 	 T u a
i a 	 T u k as 	 T  h i 	 4aao  g	 	 G o l 	 6
B
(
M
/

	 6B(M_	 B o s h a t i s 	 					 B o _a l t 	 zz}v	 B u i t 	 V i d e 	 T  m t 	 V a c  o 	 @07=>	 V a z i o 	 P r a z n o 	 H a   e   a   t s h e l a 	 W a l a n g   L a m a n 	 E m p t y 	 B a   k o m e 	 bo f o 	 >A	 H u t s i k 	 W a l a n g     L a m a n 	 B a l e i r o 	 G h e r e   o g h e 	 F o l a m h 
 
 S T R _ G L O B A L _ E D I T 	 G L O B A L 	 T I T L E ,   L S K ,   I C O N T E X T ,   S T E X T ,   C A S C A D E 	 G l o b a l   S t r i n g -   E d i t o r 	 E d i t 	 }/	 	 AID	 E d i t a r   	  d i t e r 	 B e a r b e i t e n 	  540:B. 	 M o d i f i c a 	 *9/JD	 E d i t a r 	 D  z e n l e 	 S a 	 U b a h 	 E d i t 	 8		*	>	&	?	$	  	0	G			 R e d i g  r 	 U p r a v i t 	 E d y t u j 	 S z e r k e s z t  s 	 M u o k k a a 	 E n d r e 	 U p r a v i e	 B e w e r k e n 	 R e d i g e r a 	 I z m i j e n i 	 E d i t a r e 	 U r e d i 	 	 	 E d i t 	 8		*	>	&	?	$	  	0	>		 H1'4	 'y  ,&	 	 								  					 8
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	 / 	 H l e l a 	 L u n g i s a 	 H a r i r i 	 W y s i g 	 T a i s y t i 	 R e d i #t 	 R e d i g e e r i 	 =tbacel	   	 E d i t a r e 	 
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	 8.M*>&(	 N d r y s h o 	 									 R e d a k t Y  e t 	 }/	 M o d i f i c a 	 M o d i f i e r 	 B r e y t a 	 E d i t a r 	 #@548	 E d i t a r 	 O b r i ai 	 E d i t a   	 I - e d i t 	 E d i t 	 Z a  a k e 	 b t  n k 	 45C	 A l d a t u 	 B a g u h i n 	 E d i t a r 	 D e z i e 	 C u i r   i n   e a g a r 
 
 S T R _ G L O B A L _ A C T I V A T E 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   P O P U P C O N F I R M ,   C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   A c t i v a t e 	 A c t i v a t e 	 _UR	 /TR	 @4C
I2	 A c t i v a r 	 A c t i v e r 	 A k t i v i e r e n 	 :B82. 	 A t t i v a 	 *F4J7	 A c t i v a r 	 E t k i n l e _t i r 	 K  c h   h o t 	 A k t i f k a n 	 A k t i f k a n 	 8		M	0	?	/		 A k t i v  r 	 A k t i v o v a t 	 U a k t y w n i a 	 A k t i v  l t 	 A k t i v o i 	 A k t i v e r 	 A k t i v o v a e	 A c t i v e r e n 	 A k t i v e r a 	 A k t i v i r a j 	 A c t i v a r e 	 A k t i v i r a j 	 	 	 :B828@09	 	M	0	?	/	>	6	@	2	  	0	>		 A9'D3'2	 A9'D  ,&	   	   						  				 
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 
 S T R _ G L O B A L _ D E A C T I V A T E 	 G L O B A L 	 I C O N T E X T ,   C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   D e a c t i v a t e 	 D e a c t i v a t e 	 ܕ	 sQ	 4C
I	 D e s a c t i v a r 	 D  s a c t i v e r 	 D e a k t i v i e r e n 	 B<5=8BL	 D i s a t t i v a 	 E:DB	 D e s a c t i v a r 	 E t k i n l i i   k a l d 1r 	 K h  n g   k  c h   h o t 	 N o n a k t i f k a n 	 N y a h a k t i f k a n 	 (	?	7	M		M	0	?	/	  	0	G			 D e a k t i v  r 	 D e a k t i v o v a t 	 W y Bc z 	 D e a k t i v  l t 	 D e a k t i v o i 	 D e a k t i v e r 	 D e a k t i v o v a e	 I n a c t i v e r e n 	 I n a k t i v e r a 	 D e a k t i v i r a j 	 D e z a c t i v a r e 	 D e a k t i v i r a j 	 	   	 50:B828@09	 		M	0	?	/	>	6	@	2	  	0	>		 :1A9'D3'2	 :1  A9'D  ,&	   	 										 
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 
 S T R _ G L O B A L _ I N P U T _ M E T H O D 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g - I n p u t   M e t h o d 	 I n p u t   m e t h o d 	 8eQl	 eQl	 '45C*HI-!9%	 M  t o d o   d e   e n t r a d a 	 M  t h o d e   d ' e n t r  e 	 E i n g a b e m e t h o d e 	 5B>4  22>40	 M e t o d o   d i   i n p u t 	 71JB)  'D'/.'D	 M  t o d o   d e   i n t r o d u   o 	 G i r i _  y  n t e m i 	 P h n g   t h c   n h p 	 c a r a   i n p u t 	 C a r a   i n p u t 	 	(	*	A		  5	?	'	?		 I n d t a s t n i n g s   M e t o d e 	 Z p os o b   v k l  d  n  	 M e t o d a   w e j [c i o w a 	 B e v i t e l i   m  d 	 S y  t t  m e n e t e l m  	 I n n f  r i n g s m e t o d e 	 S p  s o b   v k l a d a n i a 	 I n v o e r w i j z e 	 I n m a t n i n g s m e t o d 	 N a 
i n   u n o s a 	 M e t o d   d e   i n t r o d u c e r e 	 V h o d n a   m e t o d a 	   	   	 5B>4  =0  2J25640=5	 	(	*	A		  *	&	M	'	$		 1H4  H'1/FEH/F	 /'.D  1F  '71B	   	 								  				  							 (
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	   	 I n d l e l a   y o k u f a k a 	 I n d l e l a   y o k u f a k a 	 M b i n u   y a   k u i n g i z a 	 I n v o e r m e t o d e 	 .v e s t i e s   m e t o d a s 	 I e v a d e s   p a Fm i e n s 	 S i s e s t u s m e e t o d 	 Dxactav  eravao	     	 M e t o d   d e   i n t r a r e 	 
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	 (*A  *&M'$?	 M e t o d a   e   h y r j e s 	 					  							 G i r i _   s u l u 	 8eQl	 M  t o d e   d  e n t r a d a 	 M  t h o d e   d  e n t r  e 	 I n n s l  t t a r a  f e r  	 M  t o d o   d e   e n t r a d a 	 5B>4  =0  2=5AC20Z5	 M  t o d o   d e   e n t r a d a 	 M e t o d   u n o s a 	 M o k g w a   w a   h o   k e n y a 	 P a r a a n   n g   p a g p a s o k 	 I n p u t   m e t h o d 	 H a n y a   a i k i   w a 	  n    t  t   n k a n   s  i 	 =3V7C  4VAV	 S a r r e r a - e r a 	 P a r a a n   n g   p a g p a s o k 	 M  t o d o   d e   e n t r a d a 	 T i n y e   u s o r o 	 M o d h   i o n c h u i r 
 
 S T R _ G L O B A L _ U S E _ T E M P L A T E 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g - I n s e r t   T e m p l a t e 	 I n s e r t   t e m p l a t e s 	 ceQ{,g	 ceQ!jg	 C*H@!@%	 I n t r o d u c i r   p l a n t i l l a s 	 I n s  r e r   m o d  l e s 	 V o r l a g e n   e i n f  g e n 	 A?>;L7>20BL  H01;>=	 I n s e r i s c i   m o d e l l i 	 '/.'D  FE'0,	 I n s e r i r   m o d e l o s 	 ^a b l o n   k u l l a n 	 S   d n g   m u 	 G u n a k a n   t e m p l a t 	 G u n a k a n   t e m p l a t 	 	G	.	M	*	M	2	G		  !	>	2	G			 B r u g   S k a b e l o n 	 P o u ~ t   aa b l o n u 	 U |y j   s z a b l o n u 	 S a b l o n o k   b e s z  r  s a 	 K  y t    m a l l i n e t t a 	 B e n y t t   m a l 	 P o u ~i e  aa b l  n u 	 S j a b l o o n   i n v o e g e n 	 a n v  n d   m a l l a r 	 K o r i s t i   o b r a z a c 	 U t i l i z a r e   _a b l o n 	 U p o r a b i   v z o r e c   	   	   	 7?>;7209  <0:5B	 	G	.	M	*	M	2	G		  5	>	*	0	>		 H'1/  FEH/F  'DHG'	 yE~Dy  H  '3*9E'D  ,&	     	 								  							  					 8
>

>
  5
0
$
K
	 F*M2GM  5>!A.A	 8:>@8AB>2C20B8  H01;>=	 












  




  


	   	 S e b e n z i s a   i z i b o n i s i 	 S e b e n z i s a   i z i k h o k e l o 	 T u m i a   t e m p l e t i 	 V o e g   v o r m b r i e w e   i n 	 N a u d o t i   aa b l o n u s 	 L i e t o t   aa b l o n u s 	 K a s u t a   m a l l e 	 Ucacxnel  qavtxwve	   	 U t i l i z a r e   _a b l o a n e 	 
F

*
M
2
G
1
M
1
A

3
M

 	 G.M*2GA!?  ,M_,9>0  0(M$A	 P e r d o r   s h a b l l o n 	 								  							  				 Q o y m a   _a b l o n l a r 	 ceQ{,g	 I n s e r e i x   p l a n t i l l e s 	 I n s  r e r   d e s   m o d  l e s 	 S e t j a   i n n   s n i  m  t 	 I n s e r t a r   p l a n t i l l a s 	 <5B=8  >1@0AF8	 I n s e r i r   m o d e l o s 	 U n e s i   o b r a s c e 	 K e n y a   t h e m p l e i t e 	 I s i n g i t   a n g   m g a   t e m p l a t e 	 I n s e r t   t e m p l a t e s 	 S h i r i   a   s h i 	 F i   a w n    w  ce   s  i 	 V@VABV@C  ;3V;5@V	 P l a n t i l a k   s a r t u 	 I p a s o k   a n g   m g a   t e m p l a t e 	 I n s e r i r   m o d e l o 	 F a n y e   t e m p l e t i 	 I o n s  i g h   t e i m p l  i d 
 
 S T R _ G L O B A L _ S E N D 	 G L O B A L 	 T I T L E ,   L S K ,   I C O N T E X T ,   P O P U P C O N F I R M ,   C A S C A D E 	 G l o b a l   S t r i n g -   S e n d 	 S e n d 	 P	 S	 *H	 E n v i a r 	 E n v o y e r 	 S e n d e n 	 B?@02. 	 I n v i a 	 '13'D	 E n v i a r 	 G  n d e r 	 G i 	 K i r i m 	 H a n t a r 	 -	G		G			 S e n d 	 O d e s l a t 	 W y [l i j 	 K  l d  s 	 L  h e t  	 S e n d 	 P o s l a e	 Z e n d e n 	 S k i c k a 	 `a l j i 	 E x p e d i e r e 	 P o al j i 	 	 	 7?@0B8	 *	>	 	5	>		 A13*'/F	 (,	 	 						 -
G

#
>
	 **A.A	 04VA;0B8	 




	 	 T h u m e l a 	 T h u m e l a 	 T u m a 	 S t u u r 	 S i ss t i 	 S kt +t 	 S a a d a 	 Hraoel	 	 S e   e x p e d i a z 	 
/

M

B
	 * >(M$A	 D e r g o 	 								 G  n d Yr 	 P	 E n v i a 	 E n v o y e r 	 S e n d a 	 E n v i a r 	 A?@0B8	 E n v i a r 	 P o aa l j i 	 R o m e l a 	 I p a d a l a 	 S e n d 	 S a a k o 	 F i r a n c	 V15@C	 B i d a l i 	 I p a d a l a 	 E n v i a r 	 Z i g a 	 S e o l 
 
 S T R _ G L O B A L _ R E P L Y 	 G L O B A L 	 L S K ,   I C O N T E X T 	 G l o b a l   S t r i n g - R e p l y 	 R e p l y 	 V	 V
Y	 -#1	 R e s p o n d e r 	 R  p o n d r e 	 A n t w o r t e n 	 B25B	 R i s p o n d i 	 1/	 R e s p o n d e r 	 Y a n 1t l a 	 T r   l i 	 J a w a b 	 J a w a b 	 		$	M	$	0	  &	G			 S v a r 	 O d p o v d t 	 O d p o w i e d z 	 V  l a s z 	 V a s t a a 	 S v a r 	 O d p o v e d a e	 A n t w o o r d e n 	 S v a r a 	 O d g o v o r i 	 R s p u n s 	 O d g o v o r i 	 	 	 B3>2>@	 		$	M	$	0	&	M	/	>		 ~'3.	 ,H'(  /,&	 	 					  					  	 
5
>
,
	 0?+M2H	 V4?>2VAB8	 



  


	 	 P h e n d u l a 	 P h e n d u l a 	 J i b u 	 A n t w o o r d 	 A t s a k y t i 	 A t b i l d t 	 V a s t a 	 Jaa}mavel	 	 R s p u n s 	 .
1
A
*

?
	 *M0$M_A$M$0	 P e r g j i g j u 	 											  					 C a v a b   v e r 	 V	 R e s p o n 	 R  p o n d r e 	 S v a r a 	 R e s p o n d e r 	 43>2>@8	 R e s p o n d e r 	 O d g o v o r i 	 A r a b a 	 S a g u t a n 	 R e p l y 	 A m s a   w a 	 F  s  	 0C0?  15@C	 E r a n t z u n 	 S u m a g o t 	 R e s p o n d e r 	 Z a g h a c h i 	 F r e a g a i r 
 
 S T R _ G L O B A L _ O N 	 G L O B A L 	 L S K ,   R S K ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   P O P p   U P ,   C 0 5 7 _ 1 ,   C A M C O _ I T E M ,   B A R C O D E _ H I N T ,   B A R C O D E _ H I N T _ B R A C K E T 	 G l o b a l   S t r i n g - O n 	 O n 	 _U	 Sb _	 @4	 E n c e n d e r 	 A c t i v e r 	 E i n 	 :;. 	 A c c e s o 	 EA*H-	 A c t i v a r 	 A  1k 	 B t 	 H i d u p 	 H i d u p 	 	>	2	B		 T i l 	 Z a p n u t o 	 W Bc z 	 B e 	 P   l l e 	 P  	 Z a p n u t  	 A a n 	 P  	 U k l j u 
i 	 P o r n i t 	 V k l j u 
i 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 "F	 	   					 
>
2
B
	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
M

 	 (M	 N d e z u r 	 			 A  1q 	 	 A c t i u 	 M a r c h e 	 K v e i k t 	 A c t i v a r 	 :;CG5=>	 L i g . 	 U k l j u 
e n o 	 B u l e t s w e 	 O n 	 O n 	 B u d e   w a 	 T  n -  n 	 >AC;K	 P i z t u t a 	 I - o n 	 P r e n d i d o 	 G b a n y e 	 A r   s i  l 
 
 S T R _ G L O B A L _ O F F 	 G L O B A L 	 L S K ,   R S K ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 ,   C A M C O _ I T E M ,   B A R C O D E _ H I N T ,   B A R C O D E _ H I N T _ B R A C K E T 	 G l o b a l   S t r i n g - O f f 	 O f f 	 ܕ	 sQ	 4	 A p a g a r 	 D  s a c t i v e r 	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 K a p a l 1	 T t 	 M a t i 	 M a t i k a n 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
i 	 O p r i t 	 I z k l j u 
i 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A	 	   					 ,
p
&
	 +M	 8<:=CB8	 


	 	 C i s h i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 +M	 F i k u r 	 			 Q a p a l 1	 ܕ	 I n a c t i u 	 A r r  t 	 S l  k k t 	 D e s a c t i v a r 	 A:;CG5=>	 D e s l i g a r 	 I s k l j u 
e n o 	 T i m m e 	 O f f 	 O f f 	 K a s h e   w a 	 P a    	 HV@V;35=	 I t z a l i t a 	 I - o f f 	 A p a g a d o 	 G b a n y 	 A s 
 
 S T R _ G L O B A L _ E M P T Y _ L I S T 	 G L O B A L 	 U N L I M ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   P O P U P ,   C 0 7 3 _ 1 ,   C 0 8 9 _ 1 	 G l o b a l   S t r i n g -   < E m p t y > 	 < E m p t y > 	 < zz}v> 	 < zz}v> 	 < 'H2> 	 < V a c  o > 	 < V i d e > 	 < L e e r > 	 < CAB>> 	 < V u o t a > 	 <     .'DJ    > 	 < V a z i o > 	 < b o _> 	 < T r n g > 	 < K o s o n g > 	 < K o s o n g > 	 < 	>	2	@	> 	 < T o m > 	 < P r  z d n  > 	 < S k a s u j > 	 <  r e s > 	 < T y h j  > 	 < T o m > 	 < P r  z d n y > 	 < L e e g > 	 < T o m t > 	 < P r a z n o > 	 < G o l i r e > 	 < P r a z e n > 	 < > 	 < > 	 < 7?@07=8> 	 < 0	?		>	.	>	> 	 < .'DI> 	 < .'D> 	 < > 	 < 				> 	 < 
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i a > 	 < T u k as > 	 < T  h i > 	 < 4aao  g> 	 < > 	 < G o l > 	 < 6
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> 	 < 6B(M_> 	 < B o s h a t i s > 	 < 				> 	 < B o _> 	 < zz}v> 	 < B u i t > 	 < V i d e > 	 < T  m t > 	 < V a c  o > 	 < @07=>> 	 < V a z i o > 	 < P r a z n o > 	 < H a   e   a   t s h e l a > 	 < W a l a n g   L a m a n > 	 < E m p t y > 	 < B a   k o m e > 	 < bo f o > 	 < >A> 	 < H u t s i k > 	 < W a l a n g     L a m a n > 	 < B a l e i r o > 	 G h e r e   o g h e 	 < F o l a m h > 
 
 S T R _ G L O B A L _ A B O R T 	 G L O B A L 	 T I T L E ,   L S K ,   R S K ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   A b o r t 	 A b o r t 	 Sm	 Sm	 @%4%I!	 A b o r t a r 	 A n n u l e r 	 T e r m i n i e r e n 	 B<5=0	 A n n u l l a 	 .1H,	 A b o r t a r 	 D u r d u r 	 T   c h i 	 B a t a l 	 H e n t i 	 *	M	0	8	M	%	>	(		 A n n u l l  r 	 P Ye r u ai t 	 P r z e r w i j 	 M e g s z a k  t  s 	 K e s k e y t  	 A v b r y t 	 Z r u ai e	 A f b r e k e n 	 A v b r y t 	 P r e k i n i 	 R e n u n ca r e 	 P r e k l i 
i 	 	 	 @5:JA=8	 ,		&	  *	!	2	G	2	>		 *HBA	 1H  /,&	 	 							 8
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 
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 
 S T R _ G L O B A L _ D E L E T E _ A L L 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   D e l e t e   A l l 	 D e l e t e   a l l 	 hQ*Rd	 hQ Rd	 %1I+!	 E l i m i n a r   t o d o 	 E f f a c e r   T o u t 	 A l l e s   l  s c h e n 	 #40;8BL  2A5	 E l i m i n a   T u t t o 	 E3-  'D,EJ9	 E l i m i n a r   t u d o 	 T  m  n    s i l 	 X  a   h t 	 H a p u s   S e m u a 	 H a p u s   s e m u a 	 8	,	  9		>				 S l e t   A l t 	 S m a z a t   v ae 	 S k a s u j   w s z y s t k o 	  s s z e s   t  r l  s e 	 P o i s t a   k a i k k i 	 S l e t t   a l t 	 Z r u ai e  v ae t k o 	 A l l e s   v e r w i j d e r e n 	 R a d e r a   a l l a 	 I z b r i ai   s v e 	 ^t e r g e r e   t o t a l 	 Z b r i ai   v s e 	   	   	 7B@89  A8G:8	 8	0	M	5	*	A	8	B	(	  	>		>		 -0A  GEG	 3(  Ey'&	   	 					  					  				 8
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 
 S T R _ G L O B A L _ D I A L 	 G L O B A L 	 T I T L E ,   L S K ,   T E X T ,   I C O N T E X T ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   C a l l 	 C a l l 	 d_	 |TS	 +!8	 M a r c a d o 	 C o m p o s e r 	 E i n w  h l e n 	 K7>2	 C h i a m a 	 '*5'D	 M a r c a r 	  e v i r 	 Q u a y   s 	 P a n g g i l 	 D a i l 	 !	>	/	2	  	0	G			 K a l d   O p 	 V y t o 
i t 	 W y b i e r z 	 H  v  s 	 V a l i t s e   n u m e r o 	 R i n g 	 V y t o 
i e	 K i e z e n 	 R i n g   u p p 	 B i r a j   b r o j 	 A p e l a r e 	 P o k l i 
i 	 	 	 015@8	 !	>	/	2	  	0	>		 4E'1G  1	 '&D  	 	 						 !
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 
 S T R _ G L O B A L _ E R R O R 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   E r r o r 	 E r r o r 	 /	 	 4%2	 E r r o r 	 E r r e u r 	 F e h l e r 	 H81:0	 E r r o r e 	 .7#	 E r r o 	 H a t a 	 B  o   l i 	 S a l a h 	 R a l a t 	 $	M	0	A		?		 F e j l 	 C h y b a 	 B Bd . 	 H i b a 	 V i r h e 	 F e i l 	 C h y b a 	 P r o b l e e m 	 F e l 	 P o g r e ak a 	 E r o a r e 	 N a p a k a 	 	 	 @5H:0	 	B			 .7'	 :D7	 	 							 
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	 	 I p h u t h a 	 I m p a z a m o 	 H i t i l a f u   	 F o u t 	 K l a i d a 	 K <kd a 	 T  r g e 	 Mmal	 	 E r o a r e 	 $
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0
M

 	 $M0A?	 G a b i m 	 							 S Yh v 	 /	 E r r o r 	 E r r e u r 	 V i l l a 	 E r r o r 	 @5H:0	 E r r o 	 G r e ak a 	 P h o s o 	 M a l i 	 E r r o r 	 L a i f i 	  c ce 	 0B5	 A k a t s a 	 M a l i 	 E r r o 	 M m e j 	 E a r r  i d 
 
 S T R _ G L O B A L _ N O R M A L 	 G L O B A L 	 L S K ,   H I N T ,   C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   N o r m a l 	 N o r m a l 	 ck8^	 ck8^	 ##!2	 N o r m a l 	 N o r m a l 	 N o r m a l 	 >@<0;L=K9	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n e 	 N o r m a a l 	 N o r m a l 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;5=	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 
.
	 (>0M.2M	 >@<0;L=89	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l s 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
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>
0
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
	 8>.>(M_	 N o r m a l 	 							 N o r m a l 	  N,	 N o r m a l 	 N o r m a l 	 V e n j u l e g t 	 N o r m a l 	 >@<0;=>	 N o r m a l 	 N o r m a l n o 	 Y a   t l w a e l o 	 K a r a n i w a n 	 N o r m a l 	 D a i d a i 	 D   d  	 0;K?BK	 A r r u n t a 	 N o r m a l 	 N o r m a l 	 D m m a 	 N o r m  l t a 
 
 S T R _ G L O B A L _ N O N E 	 G L O B A L 	 H I N T ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 ,   C 0 7 3 _ 1 ,   C 3 5 4 _ 2 	 G l o b a l   S t r i n g -   N o n e 	 N o n e 	 !q	 e	 D!H!5	 N i n g u n o 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'    #-/	 N e n h u m 	 H i  b i r i 	 K h  n g   	 T a k   A d a 	 T i a d a 	 	K		  (	9	@			 I n g e n 	 } d n  	 {a d e n 	 N i n c s 	 E i   y h t   n 	 I n g e n 	 }i a d n y 	 G e e n 	 I n g e t 	 N i at a 	 N i c i u n u l ( a ) 	 N o b e n 	 	 	 O<0	 	>	9	@	9	@	  (	>	9	@		 G	   (  F	 	 							  			 
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	 &@>&A	 5<0T	 


  



	   	 L u t h o 	 A k u k h o   n a n y e 	 H a m n a 	 G e e n 	 N i e k o 	 N e v i e n s 	 P u u d u b 	 Hy  teoh	 	 N i c i u n a 	 
(
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.
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2
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2
	 ??(A9G	 A s g j e 	 			  				 H e    k i m 	 !q	 C a p 	 A u c u n 	 E k k e r t 	 N i n g u n o 	 8HB>	 n e n h u m 	 N i at a 	 H a   e y o 	 W a l a 	 N o n e 	 B a b u 	 K    s    n k a n k a n 	 >	 B a t   e r e   e z 	 W a l a 	 N i n g  n 	 E n w e g h i 	 D a d a 
 
 S T R _ G L O B A L _ S E L E C T 	 G L O B A L 	 T I T L E ,   L S K ,   R S K ,   I C O N T E X T ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   S e l e c t 	 S e l e c t 	 xd	 	b	 @%7-	 S e l e c c i o n a r 	 C h o i s i r 	 W  h l e n 	 K1>@	 S e l e z i o n a 	 '.*J'1	 S e l e c c i o n a r 	 S e  	 C h n 	 P i l i h 	 P i l i h 	 	/	(		 V  l g 	 Z v o l i t 	 W y b i e r z 	 K i v  l a s z t  s 	 V a l i t s e 	 V e l g 	 Z v o l i e	 S e l e c t e r e n 	 V  l j 	 O d a b e r i 	 S e l e c t a r e 	 I z b e r i 	 	 	 715@8	 (	?	5	!	>		 'F*.'(	 EF*.(  ,&	 	 									 
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	 AJ.M.A	 81@0B8	 



  


	 	 K h e t h a 	 K h e t h a 	 C h a g u a 	 K i e s 	 P a r i n k t i 	 I z v l t i e s 	 V a l i 	 8vel	 	 S e l e c t a r e 	 $
F
0

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	 _(  0(M$A	 Z g j i d h 	 					 S e  	 xd	 S e l e c c i o n a 	 S  l e c t i o n n e r 	 V e l d u 	 S e l e c c i o n a r 	 715@8	 S e l e c i o n a r 	 I z a b e r i 	 K g e t h a 	 P i l i i n 	 S e l e c t 	 z a  b a 	 Y  n -  n 	 "040C	 A u k e r a t u 	 P u m i l i 	 S e l e c c i o n a r 	 H r 	 R o g h n a i g h 
 
 S T R _ G L O B A L _ V I E W 	 G L O B A L 	 T I T L E ,   L S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   V i e w 	 V i e w 	 j	 gw	 A*	 V e r 	 A f f i c h e r 	 A n s i c h t 	 @>A<. 	 V i s u a l i z z a 	 916	 V e r 	 G  r  n  m 	 X e m   	 L i h a t 	 L i h a t 	 &	G		G			 S e 	 Z o b r a z i t 	 P o d g l d 	 N  z e t 	 K a t s o 	 S e 	 Z o b r a z i e	 B e k i j k e n 	 V i s a 	 P r e g l e d 	 V i z u a l i z a r e 	 P o g l e j 	 	 	 86	 *	9	>		 E4'G/G	 /	 	 					 
?
$
M
0
	 5M/B	 5@53;O=CB8	 


	 	 H l o l a 	 J o n g a 	 A n g a l i a 	 B e s i g t i g 	 P e r ~i kr t i 	 A p l kk o t 	 K u v a 	 4kel	   	 V i z u a l i z a r e 	 
>
#
B
	 &G(M$A	 S h i h 	 						 B a x 	 gw	 M o s t r a 	 A f f i c h a g e 	 S k o  a 	 V i s u a l i z a r 	 @53;54	 E x i b i r 	 P o g l e d a j 	 T j h e b o 	 T i n g n a n 	 V i e w 	 D u b a 	 W     	 @V=VA	 I k u s i 	 T i n g n a n 	 V e r 	 G o s i p t a 	 A m h a r c 
 
 S T R _ G L O B A L _ U N S U P P O R T E D _ F O R M A T 	 G L O B A L 	 H I N T ,   P O P U P 	 G l o b a l   S t r i n g -   u n s u p p o r t e d   f o r m a t   w a r n i n g   s t r i n g 	 U n s u p p o r t e d   f o r m a t 	 <h_
N/ec	 <h_
N/ec	 D!H#-#1#9A5I	 F o r m a t o   n o   c o m p a t i b l e 	 F o r m a t   n o n   p r i s   e n   c h a r g e 	 N i c h t   u n t e r s t  t z t e s   F o r m a t 	 5?>445@68205<K9  D>@<0B  	 F o r m a t o   n o n   s u p p o r t a t o 	 'D5J:)    D'    */9E	 F o r m a t o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   f o r m a t 	 K h  n g   h   t r   n h   d n g   n  y 	 F o r m a t   t a k   c o c o k 	 F o r m a t   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  +	I	0	M	.	G			 E j   U n d e r s t  t t e t   F o r m a t 	 N e p o d p o r o v a n    f o r m  t 	 N i e w Ba [c i w y   f o r m a t 	 N e m   t  m o g a t o t t   f o r m  t u m 	 T u k e m a t o n   e s i t y s t a p a 	 I k k e   s t  t t e t   f o r m a t 	 N e p o d p o r o v a n    f o r m  t 	 I n d e l i n g   n i e t   o n d e r s t e u n d 	 O t i l l g  n g l i g t   f o r m a t 	 N e p o d r ~a n i   f o r m a t 	 F o r m a t   n e a c c e p t a t 	 N e p o d p r t   F o r m a t 	       	     	 5?>44J@60=  $>@<0B	 +	I	0	M	.	G		  *	A	7	M		@	&	>		2	  (	>	9	@		 A1E*  ~4*J('FI  F4/G	 :1  -E'*  'A*  A'1Ey	     	 								  								 
8
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>
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	 .&M&$A  2G(?  +>0M.>M	 $>@<0B  =5  ?V4B@8<CTBLAO	 






  






	   	 I f o m a t h i   e n g a s e k e l i w e 	 U k u m i l a   o k u n g a x h a s w a n g a 	 F o m a t i   i s i o k u b a l i w a 	 F o r m a a t   n i e   o n d e r s t e u n   n i e 	 N e p a l a i k o m a s   f o r m a t a s 	 N e a t b a l s t +t s   f o r m t s 	 T o e t u s e t a   v o r m i n g 	 1vpataerelk  qaya	   	 F o r m a t   n e a c c e p t a t 	 *
?
(
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M
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  +
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.
>
1
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1
M
	 8.0M%?$  +0M.>  	 F o r m a t   i   p a m b e s h t e t u r 	 								  						 D Ys t Yk l Yn m Yy Yn   f o r m a t 	 
N/ecv<h_	 F o r m a t   n o   a d m  s 	 F o r m a t   n o n   p r i s   e n   c h a r g e 	  g i l t   s k r  a r s n i  	 F o r m a t o   n o   s o p o r t a d o 	 5?>44@60=  D>@<0B	 F o r m a t o   n  o   a c e i t o 	 F o r m a t   n i j e   p o d r ~a n 	 F o m a t e   h a   e   t s h e h e t s w e 	 H i n d i   s u p o r t a d o n g   f o r m a t 	 U n s u p p o r t e d   f o r m a t 	 R u b u t u m   b a   i   y i   b a 	 O r i ci   t i   k    n i    t  l y  n 	 >;40CAK7  ?VHV<45@	 E u s k a r r i r i k   g a b e k o   f o r m a t u a 	 H i n d i   s u p o r t a d o n g   f o r m a t 	 F o r m a t o   n o n   s o p o r t a d o 	 U s o r o   a k w a d o g h i 	 F o r m  i d   g a n   t a c  
 
 S T R _ G L O B A L _ N O T _ A V A I L A B L E 	 G L O B A L 	 H I N T ,   P O P U P 	 G l o b a l   S t r i n g -   N o t   A v a i l a b l e 	 N o t   a v a i l a b l e 	 !qlO(u	 elO(u	 D!H!5C+I	 N o   d i s p o n i b l e 	 N o n   d i s p o n i b l e 	 N i c h t   v e r f  g b a r 	 5B  40==KE	 N o n   d i s p o n i b i l e 	 :J1  EH,H/	 N  o   d i s p o n  v e l 	 M e v c u t   D e i l 	 K h  n g   t h   s   d n g 	 T a k   A d a 	 T i d a k   t e r s e d i a 	 	(	A	*	2	,	M	'		 E j   T i l g  n g e l i g 	 N e d o s t u p n  	 N i e d o s t p n y 	 N e m   e l  r h e t Q	 E i   s a a t a v i s s a 	 I k k e   t i l g j e n g e l i g 	 N e d o s t u p n  	 N i e t   b e s c h i k b a a r 	 O t i l l g  n g l i g t 	 N i j e   r a s p o l o ~i v o 	 I n d i s p o n i b i l 	 N i   N a   V o l j o 	   	   	 5  5  0;8G5=	 		*	2	,	M	'	  (	>	9	@		 EH,H/  FJ3*	 E'  F  	 	 					  						  			 	
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  


	 	 A k u t h o l a k a l i 	 A y i f u m a n e k i 	 H a i p a t i k a n i 	 N i e   b e s k i k b a a r   n i e 	 N r a 	 N a v   p i e e j a m s 	 P o l e   s a a d a v a l 	 1|oa  yg	     	 N e d i s p o n i b i l 	 2
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	 	*2,M'  (A9G	 N u k   e s h t e   m u n d e s i 	 						  				 M  v c u d   d e y i l 	 
NS(u	 N o   d i s p o n i b l e 	 N o n   d i s p o n i b l e 	 E k k i   t i l   s t a  a r 	 N o   d i s p o n i b l e 	 5  5  4>AB0?=>	 N  o   d i s p o n  v e l 	 N i j e   d o s t u p n o 	 H a   e   f u m a n e h e 	 H i n d i   m a k u k u h a 	 N o t   a v a i l a b l e 	 B a b u   s h i 	 K    s  	 0BK=0CAK7	 E s k u r a e z i n a 	 H i n d i   m a g a g a m i t 	 N o n   d i s p o  i b l e 	 d g h 	 N  l   f  i l   a i r 
 
 S T R _ G L O B A L _ I N V A L I D 	 G L O B A L 	 I C O N T E X T ,   P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d 	 I n v a l i d 	 !qHe	 eHe	 D!H9I-	 N o   v  l i d o 	 I n v a l i d e 	 U n g  l t i g 	 5459AB28B5;L=K9	 N o n   v a l i d o 	 :J1  5'D-	 I n v  l i d o 	 G e  e r s i z 	 V    h i u   l c 	 T a k   b e r l a k u 	 T i d a k   s a h 	 	5	H	'		 U g y l d i g 	 N e p l a t n  	 N i e p r a w i d Bo w y 	  r v  n y t e l e n 	 E p  k e l p o 	 U g y l d i g 	 N e p l a t n  	 O n g e l d i g 	 O g i l l t i g 	 N i j e   v a l j a n o 	 I n c o r e c t 	 N e u p o r a b e n 	 	   	 520;845=	 	5	H	'		 F'E9*(1	 :D7	 	 							 0
q
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	 F2M2&A	 52V@=>	 





	 	 A k u s e b e n z i 	 A y i s e b e n z i 	 B a t i l i 	 O n g e l d i g 	 N e g a l i o j a 	 N e d e r +g s 	 V i g a n e 	 1v~a~e	 	 N e v a l i d 	 
8
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	 .>(M_	 P a v l e f s h e m 	 							 Y a n l 1_	 !qHe	 N o   v  l i d 	 I n v a l i d e 	  g i l t 	 I n v  l i d o 	 520;84=>	 I n v  l i d o 	 N e v a ~e e 	 F o s a h e t s e 	 H i n d i   w a s t o 	 I n v a l i d 	 B a   a m f a n i   b a 	 K    w  l  	 @KA  5<5A	 B a l i o g a b e a 	 H i n d i   w a s t o 	 N o n   v  l i d o 	 A n a b a t a g h 	 N e a m h b h a i l  
 
 S T R _ G L O B A L _ I N V A L I D _ U R L 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   U R L 	 I n v a l i d   U R L 	 !qHev}@W	 eHevQ@W	 U R L   D!H9I-	 U R L   n o   v  l i d a 	 U R L   i n v a l i d e 	 U n g  l t i g e s   U R L 	 5459AB28B5;L=K9  U R L   	 U R L     n o n   v a l i d o 	 'D9FH'F  :J1  5'D-	 U R L   i n v  l i d o 	 G e  e r s i z   U R L 	 U R L   k h  n g   h p   l 	 U R L   s a l a h 	 U R L   t i d a k   s a h 	 	5	H	'	  U R L 	 U g y l d i g   U R L 	 N e p l a t n    U R L 	 N i e p r a w i d Bo w y   a d r e s   U R L 	  r v  n y t e l e n   U R L 	 V i r h e e l l i n e n   U R L 	 U g y l d i g   U R L 	 N e p l a t n    U R L 	 O n g e l d i g e   U R L 	 O g i l t i g   U R L 	 U R L   n i j e   v a l j a n 	 U R L   i n c o r e c t 	 N e v e l j a v e n   U R L 	   U R L 	   U R L     	 520;845=  U R L 	 	5	H	'	  /	B		0		2		 U R L   F'E9*(1	 :D7    U R L 	   U R L :   (     ) 	 						  							 /
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	 /A0M2M  F2M2&A	 52V@=0  U R L 	 





  U R L 	   . . 	 I - U R L   e n g a s e b e n z i 	 I - U R L   e n g a s e b e n z i y o 	 U R L   b a t i l i 	 O n g e l d i g e   U R L 	 N e g a l i o j a n t i s   U R L 	 N e d e r +g s   U R L 	 V i g a n e   U R L 	 1v~a~e  U R L 	   U R L 	 U R L   i n c o r e c t 	 U R L   
8
>
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A
	 .>(M_  U R L 	 U R L   e   g a b u a r 	 						  U R L 	 Y a n l 1_  U R L 	 !qHe}@W	 U R L   n o   v  l i d a 	 U R L   i n v a l i d e 	  g i l d   s l   	 U R L   i n v  l i d a 	 520;84=0  U R L 	 U R L   i n v  l i d o 	 N e v a ~e i   U R L 	 U R L   e   f o s a h e t s e 	 H i n d i   w a s t o n g   U R L 	 I n v a l i d   U R L 	 U R L   b a   a m f a n i   b a 	 U R L   t i   k    w  l  	 @KA  5<5A  U R L - <5:5=609K	 U R L   b a l i o g a b e a 	 H i n d i   w a s t o n g   U R L 	 U R L   n o n   v  l i d o 	 U R L   a n a b a t a g h 	 U R L   n e a m h b h a i l  
 
 S T R _ G L O B A L _ D R M _ P R O H I B I T E D 	 G L O B A L 	 P O P U P ,   P O P U P C O N F I R M ,   C 3 1 1 _ 1 	 G l o b a l   S t r i n g -   D R M   p r o h i b i t e d 	 L o c k e d 	 !q  D R M   
kP	 e  D R M   CgP	 %G-	 B l o q u e d a o 	 V e r r o u i l l  	 G e s p e r r t 	 0?@5I5=>  C?@02;.   F8D@.   ?@020<8	 B l o c c a t o 	 D R M   EEFH9	 B l o q u e a d o 	 K i l i t l i 	 K h  n g   c    q u y n   h n   D R M   	 L a r a n g a n   D R M 	 D i k u n c i 	 2	I		  	?	/	>	  	/	>		 D R M   U l o v l i g 	 D R M   z a k  z  n o 	 Z a b r o n i o n e   D R M 	 L e z  r v a 	 D i g i t a a l i o i k e u k s i e n   h a l l i n t a   k i e l l e t t y 	 D R M   f o r h i n d r e t 	 D R M   z a k  z a n  	 G e b l o k k e e r d 	 D R M - s k y d d 	 D R M   z a b r a n j e n 	 B l o c a t 	 D M R   Z a b r a n j e n 	   D R M 	 	 D R M   01@0=5=>	 !	@		0		.	  (	?	7	?	&	M	'	  	 BAD  4/G	 EEFH9D R M 	 D R M   	 					 !
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	 !?0M  (?7?&M'	 D R M   701>@>=5=89	 D R M   









	 . . .   	 I - D R M   a y i v u n y e l w e 	 I - D R M   i t h i n t e l w e 	 D R M   h a i r u h u s i w i 	 G e s l u i t 	 D r a u d ~i a m a   D R M 	 D R M   a i z l i e g u m s 	 D R M   k e e l a t u d 	 D R M - h  acel~an  g	   D R M 	 D R M   i n t e r z i s 	 D R M   (
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	 D R M   *M0$?,(M'?$	 N d a l o h e t   D R M - j a 	 D R M   							  			  					 K i l i d l Yn m i _	 ]
N	 B l o q u e j a t 	 V e r r o u i l l  	 L  s t 	 B l o q u e a d o 	 0:;CG5=>	 B l o q u e a d o 	 Z a k l j u 
a n o 	 E   n o t l e t s w e 	 N a k a - l o c k 	 L o c k e d 	 K u u l u 	 T i   t   p a 	 @A0C;K	 G i l t z a p e t u a 	 N a k a k a n d a d o 	 B l o q u e a d o 	 K p c h i e 	 G l a s  i l t e 
 
 S T R _ G L O B A L _ D R M _ P R O C E S S I N G 	 G L O B A L 	 T I T L E ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   D R M   p r o c e s s i n g 	 P r o c e s s i n g 	 
kPUt-N	 CgPYt-N	 3%1#0!'%%	 P r o c e s a n d o   	 T r a i t e m e n t 	 V e r a r b e i t u n g 	 1@01>B:0  D R M 	 E l a b o r a z i o n e   i n   c o r s o 	 ,'1M  E9'D,)  D R M 	 A   p r o c e s s a r 	 0_l e n i y o r 	 a n g   d  n g   D R M 	 M e m p r o s e s 	 M e m p r o s e s 	 *	M	0		M	0	?	/	>	  	>	0	@		 	 	 	 F e l d o l g o z  s 	 	 	 	 B e z i g   m e t   v e r w e r k e n 	 	 	 P r o c e s a r e 	 	 	 	 	 !	@		0		.	  *	M	0		M	0	?	/	>		 /1-'D  ~1/'24	   "1  'E  '9ED  ,'1	 D R M   	 												    	 !
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	 !?0M  *M0>8F8?M	 1@>1:0  D R M 	 D R M   








	 . . .   	 I - D R M   i y a s e b e n z a 	 I - D R M   i y a q h u b e k a 	 U c h a k a t a j i   D R M 	 V e r w e r k   t a n s 	 A p d o r o j a m a   D R M 	 D R M   a p s t r d e 	 D R M   t   t l e m i n e 	 D R M - k  ~ualvek  twaoxt	 D R M -   	 P r o c e s a r e   D R M 	 D R M   *
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	 D R M   *M0M0?_>0$	 D R M - j a   n e   p u n i m   e   s i p e r 	 D R M   												 E m a l 	 Ut-N	 S  e s t    p r o c e s s a n t 	 E n   c o u r s   d e   t r a i t e m e n t 	 M e  h  n d l a 	 P r o c e s a n d o 	 !5  >1@01>BC20	 P r o c e s s a n d o 	 O b r a d a 	 E   a   s e b e t s a 	 P i n o p r o s e s o 	 P r o c e s s i n g 	 A n a   a i k i 	 N ci c  l  r    r 	 45C	 P r o z e s a t z e n 	 P i n o p r o s e s o 	 P r o c e s a n d o 	 N h i g h a r 	 A g   p r  i s e  i l 
 
 S T R _ G L O B A L _ D R M _ N O N _ D R M 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   N o t   D R M   f i l e 	 N o t   D R M   f i l e 	 ^
kPR[jHh	 ^CgPR[eN	 D!HC
HD%L  D R M 	 N i n g  n   a r c h i v o   D R M 	 P a s   u n   f i c h i e r   G N D 	 K e i n e   D R M - D a t e i 	 5B  D09;0  D R M 	 N o n      u n   f i l e   D R M 	 EDA  D R M   :J1  EH,H/	 N  o      u m   f i c h e i r o   D R M 	 D R M   d o s y a s 1  d e i l   	 K h  n g   t h   s   d n g   D R M   v i   t p 	 B u k a n   f i l e   D R M 	 B u k a n   f a i l   D R M 	 D R M   +	>		2	  (	9	@			 	 	 	 N e m   D R M - f  j l 	 	 	 	 G e e n   D R M - b e s t a n d 	 	 	 F i _i e r u l   n u   e s t e   d e   t i p   D R M 	 	 	     D R M 	 	 !	@		0		.	  +	>		2	  (	>	9	@		 ~1HF/G  D R M   FJ3*	   "1  'E  A'&D  F	 D R M     	 						  				  			 !
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  D R M   



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	 . . .   	 H h a y i   i f a y e l a   l e - D R M 	 A y i y o   f a y l e   y e D R M 	 S i o   f a i l i   y a   D R M 	 N i e   D R M - l  e r   n i e 	 N e   D R M   f a i l a s 	 N a v   D R M   f a i l s 	 E i   o l e   D R M   f a i l 	 D R M   aul  yg	   D R M   	 N u   e x i s t   f i _i e r   D R M 	 D R M   +
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N/fxexHr
k{tjHh	 N o    s   u n   f i t x e r   D R M 	 F i c h i e r   n o n   D R M 	 E k k i   h  f u n d a r r  t t a r v a r i n   s k r  	 S i n   a r c h i v o   D R M 	 5<0  40B>B5:0  D R M 	 N  o   a r q u i v o   D R M 	 N i j e   D R M   f a j l 	 H a   h o   f a e l e   y a   D R M 	 H i n d i   D R M   n a   f i l e 	 N o t   a   D R M   f i l e 	 B a   s h a f i   D R M   b a 	 K     ce   f a i l i   D R M 	 D R M   D09;K  5<5A	 D R M   f i t x a t e g i r i k   e z 	 H i n d i   i s a n g   D R M   n a   f i l e 	 N o n      f i c h e i r o   D R M 	 b g h   D R M   f a l 	 N    c o m h a d   D R M    
 
 S T R _ G L O B A L _ D R M _ F S _ E R R O R 	 G L O B A L 	 T I T L E ,   P O P U P 	 G l o b a l   S t r i n g -   F i l e   a c c e s s   e r r o r 	 F i l e   a c c e s s   e r r o r 	 jHhUt/	 eNYt	 2#@I26D%L4%2	 E r r o r   d e   a c c e s o   a l   a r c h i v o 	 E r r e u r   d ' a c c  s   f i c h i e r 	 D a t e i a u f r u f f e h l e r 	 H81:0  4>ABC?0  :  D09;C	 E r r o r e   a c c e s s o   f i l e 	 .7#  AJ  E9'D,)  'DEDA	 E r r o   n o   a c e s s o   a o   f i c h e i r o 	 D o s y a   e r i _i m   h a t a s 1  	 G p   l i   k h i   x   l    t p 	 K e s a l a h a n   s a a t   m e n g a k s e s   f i l e 	 R a l a t   a k s e s   f a i l 	 +	>		2	  	-	?		.	(	  .	G		  $	M	0	A		?		 	 	 	 F  j l   e l  r  s i   h i b a 	 	 	 	 P r o b l e e m   m e t   b e s t a n d 	 	 	 E r o a r e   d e   a c c e s a r e   f i _i e r 	 	 	     	 	 +	>		2	  8	5	G	6	  	B			 .7'  /1  /3*13I  (G  ~1HF/G	 A'&D  '33  E  :D7	     	 				  						  							 +
>
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	 +H2M  />M8F8M  &K7	 ><8;:0  4>ABC?C  4>  D09;C	 



  








  


	     	 I p h u t h a   l o k u t h o l a   i f a y e l a 	 I m p a z a m o   y o f i k e l e l o   k w i f a y l e 	 H i t i l a f u   y a   k u f i k i a   f a i l i 	 L  e r t o e g a n g s f o u t 	 F a i l o   p r i e i g o s   k l a i d a 	 K <kd a   p i e k <u v   f a i l a m 	 T  r g e   f a i l i   a v a m i s e l 	 Vaul  tx  cxnelx  }mal	     	 E r o a r e   a c c e s   f i _i e r 	 +
/
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 	 +>2  *M0,G6  $M0A?	 G a b i m   t e k   h y r j a   e   d o k u m e n t i t 	 				  						  							 F a y l a   g i r i _d Y  s Yh v 	 X[SjHh|vu/	 E r r o r   d  a c c  s   a l   f i t x e r 	 E r r e u r   d  a c c  s   a u   f i c h i e r 	 V i l l a      s k r  a r a  g a n g i 	 E r r o r   d e   a c c e s o   a l   a r c h i v o 	 @5H:0  2>  ?@8AB0?  =0  40B>B5:0	 E r r o   n o   a c e s s o   d e   a r q u i v o 	 G r e ak a   u   p r i s t u p u   f a j l u 	 P h o s o   y a   p h i h l e l l o   y a   f a e l e : 	 E r r o r   s a   p a g k u h a   n g   f i l e 	 F i l e   a c c e s s   e r r o r 	 L a i f i   s h a f i   d a   r a t s a 	  c ce   w  w l    s    f a i l i 	 $09;0  0BK=0A  0B5AV	 F i t x a t e g i a   e z i n   i r i k i 	 E r r o r   s a   p a g k u h a   n g   f i l e 	 E r r o   d e   a c e s o   o   f i c h e i r o 	 F a l   a s e s i   m m e j 	 E a r r  i d   r o c h t a n a   c o m h a i d 
 
 S T R _ G L O B A L _ D R M _ I N V A L I D _ F O R M A T 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   F i l e   f o r m a t   e r r o r 	 F i l e   f o r m a t   e r r o r 	 jHh<h_/	 eN<h_	 #9AD%L4%2	 E r r o r   d e   f o r m a t o   d e   a r c h i v o 	 E r r e u r   f o r m a t   f i c h i e r 	 D a t e i f o r m a t f e h l e r 	 H81:0  D>@<0B0	 E r r o r e   d i   f o r m a t o   f i l e 	 .7#  AJ  5J:)  'DEDA	 E r r o   d e   f o r m a t o   d e   f i c h e i r o 	 D o s y a   f o r m a t   h a t a s 1  	 D n g   h  n h   t h c   t p   l i 	 K e s a l a h a n   p a d a   f o r m a t   f i l e 	 R a l a t   f o r m a t   f a i l 	 +	<	>		2	  *	M	0	>	0	B	*	  $	M	0	A		?	  	 	 	 	 F  j l f o r m  t u m   h i b a 	 	 	 	 F o r m a t t e r i n g s p r o b l e e m 	 	 	 E r o a r e   d e   f o r m a t   f i _i e r 	 	 	   	 	 +	I	0	M	.	G		  	0	0		 .7'  /1  A1E*  ~1HF/G	 A'1Ey  E  :D7	   	 				  								  							 0
>
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	 +>0M.>M  &K7	 ><8;:0  D>@<0BC	 





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	   	 I p h u t h a   l e f o m a t h i 	 I m p a z a m o   y o k u m i l a 	 H i t i l a f u   y a   f o m a t i 	 L  e r f o r m a a t f o u t 	 F o r m a t o   k l a i d a 	 F o r m t a   k <kd a 	 V o r m i n g u   t  r g e 	 Aayak  }mal	   	 E r o a r e   d e   f o r m a t 	 +
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 
 S T R _ G L O B A L _ F I L E N A M E 	 G L O B A L 	 T I T L E 	 G l o b a l   S t r i n g -   F i l e n a m e 	 F i l e n a m e 	 jHh
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7H-D%L	 N o m b r e   d e l   a r c h i v o 	 N o m   d e   f i c h i e r 	 D a t e i n a m e 	 <O  D09;0	 N o m e   d i   f i l e 	 '3E  'DEDA	 N o m e   d o   f i c h e i r o 	 D o s y a   a d 1	 T  n   t p 	 N a m a   F i l e 	 N a m a   f a i l 	 +	>		2	  (	>	.		 F i l n a v n 	 N  z e v   s o u b o r u 	 N a z w a   p l i k u 	 F  j l n  v 	 T i e d o s t o n i m i 	 F i l n a v n 	 N  z o v   s  b o r u 	 B e s t a n d s n a a m 	 F i l n a m n 	 I m e   d a t o t e k e 	 N u m e   f i _i e r 	 I m e   D a t o t e k e 	   	   	 <5  =0  D09;	 +	>		2		G	  (	>		5		 F'E  A'D	 A'&D  '  F'E	   	 								 +
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T1z	 N o m   d e l   f i t x e r 	 N o m   d u   f i c h i e r 	 S k r  a r h e i t i 	 N o m b r e   d e   a r c h i v o 	 <5  =0  40B>B5:0	 N o m e   d e   a r q u i v o 	 N a z i v   f a j l a 	 L e b i t s o   l a   f a e l e 	 F i l e n a m e 	 F i l e n a m e 	 S u n a   n   s h a f i 	 O r  k   f a i l i 	 $09;  0BK	 F i t x a t e g i - i z e n a 	 P a n g a l a n   n g   f i l e 	 N o m e   d o   f i c h e i r o 	 A h a f a l 	 C o m h a d a i n m 
 
 S T R _ G L O B A L _ O P E N 	 G L O B A L 	 L S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   O p e n 	 O p e n 	 _U	 Sb _	 @4	 A b r i r 	 O u v r i r 	  f f n e n 	 B:@. 	 A p r i 	 EA*H-	 A b r i r 	 A    	 M 	 B u k a 	 B u k a 	 	K	2	G			  b e n 	 O t e v Y t 	 O t w  r z 	 M e g n y i t  s 	 A v a a 	  p n e 	 O t v o r i e	 O p e n e n 	  p p n a 	 O t v o r i 	 D e s c h i d e r e 	 O d p r i 	 	 	 B2>@8	 			!	>		 ('2C1/F	 HD	 	 					 
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 
 S T R _ G L O B A L _ C L O S E 	 G L O B A L 	 R S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   C l o s e 	 C l o s e 	 ܕ	 sQ	 4	 C e r r a r 	 F e r m e r 	 S c h l i e  e n 	 B:;NG8BL	 C h i u d i 	 E:DB	 F e c h a r 	 K a p a t   	  n g 	 T u t u p 	 T u t u p 	 ,		&		 L u k 	 Z a v Y t 	 Z a m k n i j 	 B e z  r  s 	 S u l j e 	 L u k k 	 Z a v r i e e	 S l u i t e n 	 S t  n g 	 Z a t v o r i 	  n c h i d e r e 	 Z a p r i 	 	 	 0B2>@8	 ,		&	  	0	>		 (3*F	 (F/  ,&	 	 					 ,
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 
 S T R _ G L O B A L _ Q U I T 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   Q u i t 	 Q u i t 	 ▋	 y _	 +"8	 S a l i r 	 Q u i t t e r 	 B e e n d e n 	 KE>4	 L a s c i a 	 .1H,	 S a i r 	 0p t a l   e t   	 R a   k h i 	 K e l u a r 	 K e l u a r 	 ,	>	9	0	  				 L u k 	 O d e j  t 	 W y j d z	 K i l  p  s 	 P o i s t u 	 A v s l u t t 	 O d  s e	 A f s l u i t e n 	 A v s l u t a 	 I z a i 	 I e _i r e 	 P r e n e h a j 	 	 	 @5:@0B8	 ,	>	9	G	0	  /	>		 .1H,	 H  /,&	 	 								  				 
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 
 S T R _ G L O B A L _ F A S T 	 G L O B A L 	 C 0 5 7 _ 1 	 G l o b a l   S t r i n g   -   F a s t 	 F a s t 	 _	 _	 @#G'	 R  p i d o 	 R a p i d e 	 S c h n e l l 	 KAB@>	 V e l o c e 	 31J9	 R  p i d o 	 H 1z l 1	 N h a n h 	 F a s t 	 C e p a t 	 $	G		<		 F a s t 	 F a s t 	 F a s t 	 G y o r s 	 F a s t 	 F a s t 	 F a s t 	 S n e l 	 F a s t 	 F a s t 	 R e p e d e 	 F a s t 	 F a s t 	 	 F a s t 	 F a s t 	 31J9	 F a s t 	 F a s t 	 						 F a s t 	 F a s t 	 F a s t 	 



	 	 S h e s h a y o 	 K h a w u l e z a 	 H a r a k a 	 V i n n i g 	 G r e i t a s 	  t r i 	 K i i r e 	 1ac	 	 R a p i d 	 &
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 
 S T R _ G L O B A L _ S L O W 	 G L O B A L 	 C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   S l o w 	 S l o w 	 ba	 ba	 
I2	 L e n t o 	 L e n t 	 L a n g s a m 	 54;5=. 	 L e n t o 	 (7J&	 L e n t o 	 Y a v a _	 C h m 	 S l o w 	 P e r l a h a n 	 '	@	0	G		 S l o w 	 S l o w 	 S l o w 	 L a s s  	 S l o w 	 S l o w 	 S l o w 	 L a a n g z a a m 	 S l o w 	 S l o w 	  n c e t 	 S l o w 	 S l o w 	 	 S l o w 	 S l o w 	 "G3*G	 S l o w 	 S l o w 	 						 S l o w 	 S l o w 	 S l o w 	 




	 	 N e n s a y o 	 C o t h a 	 P o l e p o l e 	 S t a d i g 	 L t a s 	 L n i 	 A e g l a n e 	 4avdar	 	  n c e t 	 .
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 	 '@0	 N g a d a l e 	 						 Y a v a _	 ba	 L e n t 	 L e n t 	 H  g t 	 L e n t o 	 02=>	 L e n t o 	 S p o r o 	 B u t l e 	 M a b a g a l 	 S l o w 	 B a   s a u r i 	 L r a 	 0OC	 M o t e l a 	 M a b a g a l 	 L e n t o 	 N w a y 	 M a l l 
 
 S T R _ G L O B A L _ S E A R C H 	 G L O B A L 	 P O P U P C O N F I R M ,   L S K 	 G l o b a l   S t r i n g -   S e a r c h 	 S e a r c h 	 d\	 g~b	 I+2	 B u s c a r 	 C h e r c h e r 	 S u c h e n 	 >8A:	 C e r c a 	 (-+	 P r o c u r a r 	 A r a 	 T  m   	 C a r i 	 C a r i a n 	 8	0	M			 S  g 	 H l e d a t 	 S z u k a j 	 K e r e s  s 	 H a e 	 S  k 	 H >a d a e	 Z o e k e n 	 S  k 	 T r a ~i 	 C u t a r e 	 I a
i 	 	 	 "J@A8	 6	K	'	>		 ,3*,H	 *D'4  ,&	 	 										 
K

	 8F0MM	 (C:0B8	 



	 	 C i n g a 	 K h a n g e l a 	 T a f u t a 	 S o e k 	 I e ak o t i 	 M e k l t 	 O t s i n g 	 Hxvel	 	 C u t a r e 	 $
F
0
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2
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 	 8(M'>(  0(M$A	 K e r k o 	 							 A x t a r 	 d\	 C e r c a 	 R e c h e r c h e r 	 L e i t 	 B u s c a r 	 @510@0X	 P r o c u r a r 	 P r e t r a ~i 	 B a t l a 	 H a n a p i n 	 S e a r c h 	 N e m a 	 W    a   k i r i 	 745C	 B i l a k e t a 	 M a g h a n a p 	 P r o c u r a r 	 C h 	 C u a r d a i g h 
 
 S T R _ G L O B A L _ S E A R C H I N G 	 G L O B A L 	 T I T L E ,   P O P U P C O N F I R M ,   C 1 5 4 _ 1 	 G l o b a l   S t r i n g -   S e a r c h i n g 	 S e a r c h i n g 	 d\-N	 ck(Wd"}	 3%1I+2	 B u s c a n d o 	 R e c h e r c h e   e n   c o u r s 	 W i r d   g e s u c h t 	 >8A:	 R i c e r c a   i n   c o r s o 	 ,'1M  'D(-+	 A   p r o c u r a r 	 A r 1y o r 	 a n g   t  m 	 P e n c a r i a n 	 M e n c a r i 	 8	0	M		  	0	  0	9	>	  9	H		 S  g e r 	 H l e d  n  	 W y s z u k u j 	 K e r e s  s   f o l y a m a t b a n 	 H a e t a a n 	 S  k e r 	 H >a d a n i e 	 B e z i g   m e t   z o e k e n 	 S  k e r 	 T r a ~e n j e 	 C u t a r e    n   c u r s 	 I s k a n j e 	   	 	 "J@A5=5	 6	K	'	$	  	9	K	$		 /1  -'D  ,3*,H	 *D'4  ,'1	 	 				  			  						 
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	 	 U k u c i n g a 	 I y a k h a n g e l a 	 I n a t a f u t a 	 S o e k   t a n s 	 I e ak o m a 	 M e k l j u 	 O t s i n g 	 Hxvxt	 	 S e   c a u t 	 $
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 
 S T R _ G L O B A L _ A B O R T I N G 	 G L O B A L 	 P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   A b o r t i n g 	 A b o r t i n g 	 B}bk-N	 ck(W~bk	 3%1%I!@%4	 A b o r t a n d o 	 A n n u l a t i o n 	 W i r d   t e r m i n i e r t 	 B<5=0  >?5@0F88	 A n n u l l a m e n t o   i n   c o r s o 	 ,'1M  'D'F*G'!	 A   a b o r t a r 	 0p t a l   e d i l i y o r   	 a n g   k t   t h  c 	 M e m b a t a l k a n 	 M e n g h e n t i k a n 	 *	M	0	8	M	%	>	(	  	>	0	@		 A f b r y d e r 	 P Ye r u ae n  	 U s u w a n i e 	 M e g s z a k  t  s   f o l y a m a t b a n 	 K e s k e y t e t   n 	 A v b r y t e r 	 R u ae n i e 	 B e z i g   m e t   a f b r e k e n 	 A v b r y t e r 	 P r e k i d a n j e 	 A n u l a r e    n   c u r s 	 O n e m o g o 
i t i 	   	 	 @5:JA20=5	 ,		&	  *	!	2	G	2	>	  	9	K	$		 /1-'D  *HBA	 1HF'  ,'1  	   	 			  			  						 8
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	 	 U k u y e k a 	 I y a s i l e l a 	 I n a t o a 	 S t a a k   t a n s 	 N u t r a u k i a m a 	 P r i e k al a i c +g a   p r t r a u k aa n a 	 K a t k e s t a m i n e 	 8vdpaxt	     	  n   c u r s   d e   a b a n d o n a r e 	 
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 
 S T R _ G L O B A L _ P L E A S E _ W A I T 	 G L O B A L 	 T I T L E ,   P O P U P ,   P O P U P C O N F I R M ,   C 1 5 4 _ 1 	 G l o b a l   S t r i n g -   P l e a s e   w a i t 	 P l e a s e   w a i t 	 ˊ
zP	 
zP	 B##-	 P o r   f a v o r ,   e s p e r e 	 V e u i l l e z   p a t i e n t e r 	 B i t t e   w a r t e n 	 6840=85	 A s p e t t a   	 'F*71	 A g u a r d e 	 L  t f e n   B e k l e y i n 	 H  y   c h 	 S i l a h k a n   T u n g g u . . . . . . . 	 S i l a   t u n g g u 	 	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G		. . 	 V e n t   V e n l i g s t 	 e k e j t e   p r o s  m . . 	 P r o s z   c z e k a . . 	 K  r e m   v  r j o n ! 	 O d o t a 	 V e n n l i g s t   v e n t . . 	 a k a j t e   p r o s  m . . 	 E v e n   w a c h t e n 	 V  n t a . . . 	 P r i 
e k a j t e . 	 V   r u g m   s   a _t e p t a ci 	 P r o s i m   P o 
a k a j . . 	 . . 	   	 >;O,   7G0:09B5. . . 	 	C	*	/	>	  5	>		  ,	'	>		 D7A'K  5(1  CF/	 (1'&    E1('F  'F*8'1  ,&	   	 							  			  							  					 
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	   	 S i c e l a   u l i n d e 	 N c e d a   l i n d a 	 T a f a d h a l i   s u b i r i 	 W a g   a s s e b l i e f 	 P a l a u k i t e 	 L kd z u ,   u z g a i d i e t 	 O o t a 	 =vdxt  ev  }za}el	 ,   	 V   r u g m   s   a _t e p t a ci 	 &
/
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	 &_>0?  *GM7>  0(M$A	 J u   l u t e m   p r i s n i 	 							  			  							  				 L  t f Yn ,   g  z l Yy i n 	 ˊ
zP	 E s p e r e u 	 V e u i l l e z   p a t i e n t e r . . . 	 A u g n a b l i k 	 E s p e r e & 	 >G5:0XB5	 A g u a r d e 	 S a 
e k a j t e 	 K a   k o p o . e m a 	 P a k i h i n t a y 	 P l e a s e   w a i t 	 N n a   z u w a 	 J  w   d  r  	 BVV7	 I t x a r o n   m e s e d e z 	 P a k i h i n t a y 	 P o r   f a v o r   a g a r d e 	 B i k o   c h e r e 	 F a n   g o   f  i l l 
 
 S T R _ G L O B A L _ D O W N L O A D 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   D o w n l o a d 	 D o w n l o a d 	 N		 N}	 2'LB+%	 D e s c a r g a r 	 C h a r g e r 	 H e r u n t e r l a d e n 	 03@C7:0	 S c a r i c a 	 *-EJD	 T r a n s f e r i r 	 0n d i r 	 T i   v 	 U n d u h 	 M u a t   t u r u n 	 !	>			(	2	K	!	  	0	G			 D o w n l o a d 	 S t  h n o u t 	 P o b i e r a n i e 	 L e t  l t  s 	 L a t a a 	 L a s t   n e d 	 S t i a h n u e	 D o w n l o a d e n 	 L a d d a   n e r 	 P r e u z i m a n j e 	 D e s c r c a r e 	 D o w n l o a d 	 	 	 !20;5=>	 !	>			(	2	K	!		 ('1J1I	 '$F  DH  ,&	     	 								 	
$
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	 !L(M  2K!M	 020=B068B8	 






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	  	 L a n d a 	 K h u p h e l a 	 P a k u a 	 L a a i   a f 	 A t s i s i ss t i 	 L e j u p i e l d t 	 L a a d i   a l l a 	 Febe|vel	 	 D e s c r c a r e 	 !
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 
 S T R _ G L O B A L _ D O W N L O A D _ A S K 	 G L O B A L 	 T I T L E ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   D o w n l o a d ? 	 D o w n l o a d ? 	 N	U	 N}T	 2'LB+%? 	  D e s c a r g a r ? 	 C h a r g e r   ? 	 H e r u n t e r l a d e n ? 	 03@C78BL?   	 V u o i   s c a r i c a r e ?   	 *-EJD	 T r a n s f e r i r ? 	 0n d i r ? 	 T i   v ? 	 U n d u h ? 	 M u a t   t u r u n ? 	 !	>			(	2	K	!	  	0	G		? 	 D o w n l o a d ? 	 S t  h n o u t ? 	 P o b r a ? 	 L e t  l t  s ? 	 L a t a a ? 	 L a s t   n e d ? 	 S t i a h n u e? 	 D o w n l o a d e n ? 	 L a d d a   n e r ? 	 P r e u z e t i ? 	 D o r i ci   s   d e s c r c a ci ? 	 D o w n l o a d ? 	 ; 	 ? 	 !20;O=5? 	 !	>			(	2	K	!	? 	 ('1J1I  'F,'E  4H/	 '$F  DH  	     ? 	 							? 	 	
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 
 S T R _ G L O B A L _ D O W N L O A D I N G 	 G L O B A L 	 T I T L E ,   P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   D o w n l o a d i n g 	 D o w n l o a d i n g 	 N	-N	 ck(WN}	 3%12'LB+%	 D e s c a r g a n d o 	 T  l  c h a r g e m e n t 	 W i r d   h e r u n t e r g e l a d e n 	 03@C7:0	 S c a r i c a m e n t o   i n   c o r s o 	 ,'1M  'D*-EJD	 A   t r a n s f e r i r 	 Y  k l e n i y o r   	 a n g   t i   v 	 M e n - d o w n l o a d   i k o n 	 M e m u a t   t u r u n 	 !	>			(	2	K	!	  9	K	  0	9	>	  9	H		 	 	 	 L e t  l t  s   f o l y a m a t b a n 	 	 	 	 B e z i g   m e t   d o w n l o a d e n 	 	 	 D e s c r c a r e    n   c u r s 	 	 	 	 	 	 /1-'D  ('1J1I	 	     	 							  			  						 	 	 	 






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i a m a 	 L e j u p i e l d j u 	 A l l a l a a d i m i n e 	 Febe|vxt	 	 S e   d e s c a r c 	 !
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 
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 
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 
 S T R _ G L O B A L _ U S E R N A M E 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   U s e r   n a m e   m e n u 	 U s e r   n a m e 	 O(u
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I	 N o m b r e   d e   u s u a r i o 	 N o m   d ' u t i l i s a t e u r 	 B e n u t z e r n a m e 	 <O  ?>;L7>20B5;O	 N o m e   u t e n t e 	 %3E  'DE3*./E	 N o m e   d e   u t i l i z a d o r 	 K u l l a n 1c 1  a d 1	 T  n   n g i   d  n g 	 N a m a   P e n g g u n a 	 N a m a   p e n g g u n a 	 *	M	0	/	K		M	$	>	  (	>	.		 B r u g e r   N a v n 	 U ~i v a t e l s k    j m  n o 	 N a z w a   u |y t k o w n i k a 	 F e l h a s z n  l  n  v 	 K  y t t  j  n   n i m i 	 B r u k e r n a v n 	 M e n o   u ~ v a t e >a 	 G e b r u i k e r s n a a m 	 A n v  n d e r n a m n 	 K o r i s n i 
k o   i m e 	 N u m e   u t i l i z a t o r 	 U p o r a b n i ak o   I m e 	   	   	 >B@518B5;A:>  <5	 		*	/	K			0	M	$	M	/	>		G	  (	>		5		 F'E  C'1(1	 H21F'E	   	 												  				 5
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T1z	 N o m   d e   l ' u s u a r i 	 N o m   d  u t i l i s a t e u r 	 N o t a n d a n a f n 	 N o m b r e   d e   u s u a r i o 	 <5  =0  :>@8A=8:	 N o m e   d e   u s u  r i o 	 I m e   k o r i s n i k a 	 L e b i t s o   l a   m o s e b e d i s i 	 P a n g a l a n   n g   g a g a m i t 	 U s e r   n a m e 	 S u n a   m a i   a m a f a n i 	 O r  k   o l  m  l  	 0940;0=CHK  0BK	 E r a b i l t z a i l e - i z e n a 	 P a n g a l a n   n g   g u m a g a m i t 	 N o m e   d o   u s u a r i o 	 A h a   o n y e   j i   y a   a r   r 	 A i n m    s  i d e o r a 
 
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 
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 
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 
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IA%I'	 A c t i v a d o 	 A c t i v  	 A k t i v i e r t 	   0:B82. 	 A t t i v a t o 	 *E  *F4J7	 A c t i v a d o 	 E t k i n l e _t i r i l d i 	    k  c h   h o t 	 A k t i f k a n 	 D i a k t i f k a n 	 8		M	0	?	/	  	?	/	>	  	/	>		 A k t i v e r e t 	 A k t i v o v  n 	 W Bc z o n y 	 A k t i v  l t 	 A k t i v o i t u 	 A k t i v e r t 	 A k t i v o v a n  	 G e a c t i v e e r d 	 A k t i v e r a t 	 A k t i v i r a n 	 A c t i v a t 	 A k t i v i r a n 	 	 	 :B828@0=	 	M	0	?	/	>	6	@	2	  	0	>		 A9'D  4/	 A9'D  H'	 	 							 
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	 8M0?_  9G>?	 A k t i v i z u a r 	 						  			  					 F Ya l l a _d 1r 1l 1b 	 ]_UR	 A c t i v a t 	 A c t i v  	 K v e i k t 	 A c t i v a d o 	 :B828@0=>	 A t i v a d o 	 A k t i v i r a n o 	 E   k e n t s w e   t s h e b e t s o n g 	 G u m a g a n a 	 A c t i v a t e d 	 Y a y i   a i k i 	 T i   m  u   ci c	 5;A5=4V@V;35=	 A k t i b a t u r i k 	 P i n a g a n a 	 A c t i v a d o 	 E m e g o   k a     r   r 	 C u r t h a   i   n g n  o m h 
 
 S T R _ G L O B A L _ R E A D 	 G L O B A L 	 L S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   R e a d 	 R e a d 	 S	 S	 -H2	 L e e r 	 L i r e 	 L e s e n 	 !G8B. 	 L e g g i 	 B1'!)	 L e r 	 O k u 	 X e m 	 B a c a 	 B a c a 	 *	"	<	G			 	 	 	 B e o l v a s  s 	 	 	 	 L e z e n 	 	 	 C i t i ci 	 	 	 	 	 	 .H'F/F	 	 	 				 	 	 	 




	 	 F u n d a 	 F u n d a 	 S o m a 	 L e e s 	 S k a i t y t i 	 L a s +t 	 L o e 	 ?adal	 	 C i t i r e 	 5
>
/
?

M
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B
	 *"<(M$A	 L e x o 	 				 O x u 	 	 L l e g i t 	 L e c t u r e 	 L e s a 	 L e e r 	 @>G8B0X	 L e r 	 U 
i t a j 	 E   b a d i l w e n g 	 B a s a h i n 	 R e a d 	 K a r a n t a 	 T i   k     	 KK7	 I r a k u r r i 	 B a s a h i n 	 L e r 	 G 	 L  i t e 
 
 S T R _ G L O B A L _ A C C E P T 	 G L O B A L 	 L S K 	 G l o b a l   S t r i n g -   A c c e p t 	 A c c e p t 	 cS	 cS	 "-!#1	 A c e p t a r 	 A c c e p t e r 	 A k z e p t i e r e n 	 @8=OBL	 A c c e t t a 	 B(HD	 A c e i t a r 	 K a b u l   e t   	 N h n 	 T e r i m a 	 T e r i m a 	 8	M	5	@		>	0	  	0	G			 	 	 	 E l f o g a d  s 	 	 	 	 A c c e p t e r e n 	 	 	 A c c e p t a ci 	 	 	 	 	 	 ~014	 	 	 						 	 	 	 







	 	 Y a m u k e l a 	 Y a m k e l a 	 K u b a l i 	 A a n v a a r 	 P r i i m t i 	 A k c e p t t 	 A k t s e p t e e r i 	 8vdxvel	 	 A c c e p t a r e 	 8
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	 M09#  0(M$A	 P r a n o 	 						 Q Yb u l   e t 	 cS	 A c c e p t a 	 A c c e p t e r 	 S a m  y k k j a 	 A c e p t a r 	 @8D0B8	 A c e i t a r 	 P r i h v a t i 	 A m o h e l a 	 T a n g g a p i n 	 A c c e p t 	 Y a r d a 	 F a r a m 	 01K;40C	 O n a r t u 	 T a n g g a p i n 	 A c e p t a r 	 N a b a t a 	 G l a c   l e i s 
 
 S T R _ G L O B A L _ D I S C A R D 	 G L O B A L 	 R S K ,   H I N T 	 G l o b a l   S t r i n g -   D i s c a r d 	 D i s c a r d 	 Nh	 "N_	 4I	 D e s c a r t a r 	 R e j e t e r 	 A u s r a n g i e r e n 	 !1@>A8BL	 S c a r t a 	 'F(0	 R e j e i t a r 	 A t   	 B   	 B u a n g 	 B u a n g 	 	/	0	+	K	(	  2		>	  9	H		 	 	 	 E l v e t  s 	 	 	 	 V e r w i j d e r e n 	 	 	 ^t e r g e ci 	 	 	 	 	 	 CF'10'4*F	 	 	 									 	 	 	 



  



	 	 L a h l a 	 L a h l a 	 T u p a 	 G o o i   w e g 	 A t m e s t i 	 A t m e s t 	 L i k v i d e e r i 	 Izapzavel	 	 R e n u n ca r e 	 $
3
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	 *M0$M_>M_>(  0(M$A	 H i d h 	 									  1x a r 	 >eh	 R e b u t j a 	 R e j e t e r 	 F l e y g j a 	 D e s c a r t a r 	 418X	 D e s c a r t a r 	 O d b a c i 	 L a h l a 	 I t a p o n 	 D i s c a r d 	 S h a r e   w a 	 P a  t  	 ;K?  B0AB0C	 B a z t e r t u 	 I t a p o n 	 D e s c a r t a r 	 W e p 	 D  o b h 
 
 S T R _ G L O B A L _ E A R P H O N E _ I N 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   E a r p h o n e   p l u g g e d   i n 	 E a r p h o n e   p l u g g e d   i n 	 ceQ3_j	 ceQ3:g	 @*5"+91A%I'	 A u r i c u l a r   c o n e c t a d o 	  c o u t e u r   b r a n c h  	 O h r h  r e r   a n g e s c h l o s s e n 	 0CH=8:8    2:;. 	 A u r i c o l a r e   i n s e r i t o !   	 '/.D  'D3E'9)  'D'0F	 A u r i c u l a r   l i g a d o 	 K u l a k l 1k   t a k 1l d 1	 T a i   n g h e      c m 	 e a r p h o n e   d i p a s a n g 	 f o n   t e l i n g a   d i p l a g   m a s u k 	 	/	0	+	K	(	  2		>	  9	H		 H o v e d t e l e f o n   S a t   I ! 	 S l u c h  t k o   z a p o j e n o ! 	 S Bu c h a w k i   w Bc z o n e 	 F  l h a l l g a t    c s a t l a k o z t a t v a ! 	 K u u l o k e   k y t k e t t y ! 	  r e t e l e f o n   t i l k o b l e t 	 S l u c h  t k o   z a p o j e n  ! 	 O o r t e l e f o o n   a a n g e s l o t e n 	 H  r l u r e n    r   k o p p l a d 	 S l u aa l i c a   j e   u k l j u 
e n a ! 	 C _t i l e   s u n t   c o n e c t a t e 	 S l u aa l k e   V t a k n j e n e ! 	   	   	 !;CH0;:8  :;NG5=8! 	 		0	+	K	(	  *	M	2		  	(	  	G	2	>	  ! 	 H4I  E*5D  1/J/	 ! '&1  AHF  D'H'	   ( )     	 								  					  					! 	 
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	 /0M  +K(M  *M2M  *FM>0A	 02CH=8:8  ?V4' T4=0=>! 	 


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  	      	 O k w e n d l e b e   k u x h u n y i w e 	 I s i m a m e l i   s i f a k i w e 	 K i f a a   c h a   m a s i k i o   k i m e i n g i z w a 	 O o r f o o n   i n g e p r o p 	 A u s i n s   /j u n g t o s   	 A u s t i Fa   p i e v i e n o t a 	 K  r v a k l a p i d    h e n d a t u d 	 1oav{aoalh  tka~an  g	   	 C a s c   c o n e c t a t 	 
/
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/
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$
A
	 0+K(  *M2(M  9K?	 T e l e f o n i   i   v e s h i t   i   n d e z u r 	 							  							  			  					 Q u l a q c 1q   q o _u l u b 	 ]ceQ3_j	 A u r i c u l a r   c o n n e c t a t 	 O r e i l l e t t e   b r a n c h  e 	 E y r n a t  l   t e n g d 	 A u r i c u l a r e s   c o n e c t a d o s 	 !;CH0;:8B5  A5  2:;CG5=8	 F o n e   d e   o u v i d o   c o n e c t a d o 	 S l u aa l i c a   p r i k l j u 
e n a 	 S e m a m e d i   s a   t s e b e n g   s e   p o l a k i l w e 	 N a k a - p l u g   a n g   e a r p h o n e 	 E a r p h o n e   p l u g g e d   i n 	 H a d a   d a   i n a   k u n e 	 T i   s o   f   n     g b  s  t    p    m 	 ;00?  >AC;K	 K a s k o a k   e n t x u f a t u r i k 	 N a k a s a k s a k   a n g   e a r p h o n e 	 A u r i c u l a r   e n c h u f a d o 	 F o o n u   n t   a k w n y e r e   n ' k 	 C l u a s  n   p l u g  i l t e   i s t e a c h 
 
 S T R _ G L O B A L _ E A R P H O N E _ O U T 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   E a r p h o n e   p l u g g e d   o u t 	 E a r p h o n e   p l u g g e d   o u t 	 yd3_j	 bQ3:g	 -+91	 A u r i c u l a r   d e s c o n e c t a d o 	  c o u t e u r   d  b r a n c h  	 O h r h  r e r   a b g e s t e c k t 	 0CH=8:8    2K:;. 	 A u r i c o l a r e   d i s i n s e r i t o 	 '.1,  'D3E'9)  'D'0F	 A u r i c u l a r   d e s l i g a d o 	 K u l a k l 1k    1k a r t 1l d 1	 T a i   n g h e      r  t   r a 	 e a r p h o n e   d i c a b u t 	 f o n   t e l i n g a   d i c a b u t   k e l u a r 	 	/	0	+	K	(	  2		>	/	>	  	/	>		 H o v e d t e l e f o n   T a g e t   U d 	 S l u c h  t k o   o d p o j e n o ! 	 S Bu c h a w k i   w y Bc z o n e 	 F  l h a l l g a t    n i n c s   c s a t l a k o z t a t v a ! 	 K u u l o k e   i r r o t e t t u 	  r e t e l e f o n   f r a k o b l e t 	 S l u c h  t k o   o d p o j e n  ! 	 O o r t e l e f o o n   n i e t   a a n g e s l o t e n 	 H  r l u r e n    r   f r  n k o p p l a d 	 S l u aa l i c a   j e   i s k l j u 
e n a ! 	 C _t i l e   s u n t   d e c o n e c t a t e 	 S l u aa l k e   I z t a k n j e n e ! 	   	     	 !;CH0;:8  7:;NG5=8! 	 		0	+	K	(	  *	M	2		  				  	G	2	>	  ! 	 H4I  C4J/G  4/	 ! '&1  AHF  F'D'  H'	     	 							  					  				  				  						 
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  	    	 O k w e n d l e b e   k u k h i s h i w e 	 I s i m a m e l i   s i k h u t s h i w e 	 K i f a a   c h a   m a s i k i o   k i m e o n d o l e w a 	 O o r f o o n   u i t g e p r o p 	 A u s i n s   i aj u n g t o s 	 A u s t i Fa   a t v i e n o t a 	 K  r v a k l a p i d   l a h t i    h e n d a t u d 	 1oav{aoalh  av{a~an  g	   	 C a s c   d e c o n e c t a t 	 
/
j
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	 0+K(  *M2	M  9K?	 T e l e f o n i   i   v e s h i t   i   f i k u r 	 							  					  			  			  					 Q u l a q c 1q   q o _u l m a y 1b 	 ]bQ3_j	 A u r i c u l a r   d e s c o n n e c t a t 	 O r e i l l e t t e   d  b r a n c h  e 	 E y r n a t  l    t e n g d 	 A u r i c u l a r e s   d e s c o n e c t a d o s 	 !;CH0;:8B5  A5  8A:;CG5=8	 F o n e   d e   o u v i d o   d e s c o n e c t a d o 	 S l u aa l i c a   i s k l j u 
e n a 	 S e m a m e d i   s a   t s e b e n g   s e   p o l a k o l o t s w e 	 H i n d i   n a k a - p l u g   a n g   e a r p h o n e 	 E a r p h o n e   u n p l u g g e d 	 A   b o n   k u n e   y a   s h i r u 	 T i   y   f   n     g b  s  t    k  r  	 ;00?  >ACAK7	 K a s k o a k   e n t x u f a t u   g a b e 	 H i n d i   n a k a s a k s a k   a n g   e a r p h o n e 	 A u r i c u l a r   d e s e n c h u f a d o 	 F o o n u   n t   a k w n p t a   n ' k 	 C l u a s  n   p l u g  i l t e   a m a c h 
 
 S T R _ I D L E S C R E E N _ S U N D A Y 	 G U I 	 I D L E _ D A Y 	 S t r i n g   S u n d a y   s h o w n   i n   T e c h n o   I d l e s c r e e n   B a r 	 S u n d a y 	 fge	 fge	 -24"L	 D o m i n g o 	 D i m a n c h e 	 S o n n t a g 	 >A:@5A5=L5	 D o m e n i c a 	 'D'-/	 D o m i n g o 	 P a z a r 	 C h   n h t 	 S u n d a y 	 A h a d 	 0	5	?	5	>	0		 S u n d a y 	 S u n d a y 	 S u n d a y 	 V a s  r n a p 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 Z o n d a g 	 S u n d a y 	 S u n d a y 	 D u m i n i c 	 S u n d a y 	 S u n d a y 	 	 S u n d a y 	 0	5	?	5	>	0		 JC4F(G	 '*H'1	 	 							 
$
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	 &?5>0	 54V;O	 





	 	 i S o n t o 	 C a w e 	 J u m a p i l i 	 S o n d a g 	 S e k m a d i e n i s 	 S v t d i e n a 	 P  h a p  e v 	 ?kaok	 	 D u m i n i c 	 
>
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j
	 0,?,>0	 e   d i e l 	 							 B a z a r   g  n  	 fge	 D i u m e n g e 	 D i m a n c h e 	 S u n n u d a g u r 	 D o m i n g o 	 545;0	 D o m i n g o 	 N e d e l j a 	 S o n t a h a 	 L i n g g o 	 S u n d a y 	 L a a d i 	 j     k  	 5:A5=1V	 I g a n d e a 	 L i n g g o 	 D o m i n g o 	 b c h   k a 	 D    D o m h n a i g h 
 
 S T R _ I D L E S C R E E N _ M O N D A Y 	 G U I 	 I D L E _ D A Y 	 S t r i n g   S u n d a y   s h o w n   i n   T e c h n o   I d l e s c r e e n   B a r 	 M o n d a y 	 fg N	 fg N	 1#L	 L u n e s 	 L u n d i 	 M o n t a g 	 >=545;L=8:	 L u n e d  	 'D'+FJF	 S e g u n d a - f e i r a 	 P a z a r t e s i 	 T h   h a i 	 M o n d a y 	 I s n i n 	 8	K	.	5	>	0		 M o n d a y 	 M o n d a y 	 M o n d a y 	 H  t f Q	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M a a n d a g 	 M o n d a y 	 M o n d a y 	 L u n i 	 M o n d a y 	 M o n d a y 	 	 M o n d a y 	 8	K	.	5	>	0		 /H4F(G	 3HEH'1	 	 							 8
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	 	 u M s o m b u l u k o 	 M v u l o 	 J u m a t a t u 	 M a a n d a g 	 P i r m a d i e n i s 	 P i r m d i e n a 	 E s m a s p  e v 	 5oxwabik	 	 L u n i 	 $
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 	 8K.,>0	 e   h e n e 	 							 B a z a r   e r t Ys i 	 fg N	 D i l l u n s 	 L u n d i 	 M  n u d a g u r 	 L u n e s 	 >=545;=8:	 S e g u n d a - f e i r a 	 P o n e d e l j a k 	 M a n t a h a 	 L u n e s 	 M o n d a y 	 L i t i n i 	 j   a j  	 9A5=1V	 A s t e l e h e n a 	 L u n e s 	 L u n s 	 M n d e 	 D    L u a i n 
 
 S T R _ I D L E S C R E E N _ T U E S D A Y 	 G U I 	 I D L E _ D A Y 	 S t r i n g   S u n d a y   s h o w n   i n   T e c h n o   I d l e s c r e e n   B a r 	 T u e s d a y 	 fgN	 fgN	 -12#	 M a r t e s 	 M a r d i 	 D i e n s t a g 	 B>@=8:	 M a r t e d  	 'D+D'+'!	 T e r  a - f e i r a 	 S a l 1	 T h   b a 	 T u e s d a y 	 S e l a s a 	 .			2	5	>	0		 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 K e d d 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 D i n s d a g 	 T u e s d a y 	 T u e s d a y 	 M a r ci 	 T u e s d a y 	 T u e s d a y 	 	 T u e s d a y 	 .			3	5	>	0		 3G  4F(G	 EFD	 	 									 .
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	 .25>0	 V2B>@>:	 






	 	 u L w e s i b i l i 	 L w e s i B i n i 	 J u m a n n e 	 D i n s d a g 	 A n t r a d i e n i s 	 O t r d i e n a 	 T e i s i p  e v 	 5ewabik	 	 M a r ci 	 
J
5
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5
	 .M3,>0	 e   m a r t e 	 									  Yr _Yn b Y  a x _a m 1	 fgN	 D i m a r t s 	 M a r d i 	  r i  j u d a g u r 	 M a r t e s 	 B>@=8:	 T e r  a - f e i r a 	 U t o r a k 	 L a b o b e d i 	 M a r t e s 	 T u e s d a y 	 T a l a t a 	 j    cg u n 	 !59A5=1V	 A s t e a r t e a 	 M a r t e s 	 M a r t e s 	 T u u z d e e 	 D    M  i r t 
 
 S T R _ I D L E S C R E E N _ W E D N E S D A Y 	 G U I 	 I D L E _ D A Y 	 S t r i n g   S u n d a y   s h o w n   i n   T e c h n o   I d l e s c r e e n   B a r 	 W e d n e s d a y 	 fg	N	 fg	N	 '18	 M i  r c o l e s 	 M e r c r e d i 	 M i t t w o c h 	 !@540	 M e r c o l e d  	 'D#1(9'!	 Q u a r t a - f e i r a 	  a r _a m b a 	 T h   T 	 W e d n e s d a y 	 R a b u 	 ,	A	'	5	>	0		 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 S z e r d a 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W o e n s d a g 	 W e d n e s d a y 	 W e d n e s d a y 	 M i e r c u r i 	 W e d n e s d a y 	 W e d n e s d a y 	 	 W e d n e s d a y 	 ,	A	'	5	>	0		 G'14F(G	 (/	 	 							 ,
A
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	 ,A'5>0	 !5@540	 





	 	 u L w e s i t h a t h u 	 L w e s i T h a t h u 	 J u m a t a n o 	 W o e n s d a g 	 T r e 
i a d i e n i s 	 T r e ad i e n a 	 K o l m a p  e v 	 Ixewabik	 	 M i e r c u r i 	 ,
A
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	 ,A',>0	 e   m e r k u r e 	 							  Yr _Yn b Y	 fg	N	 D i m e c r e s 	 M e r c r e d i 	 M i  v i k u d a g u r 	 M i  r c o l e s 	 !@540	 Q u a r t a - f e i r a 	 S r e d a 	 L a b o r a r o 	 M i y e r k u l e s 	 W e d n e s d a y 	 L a r a b a 	 j r  	 !@A5=1V	 A s t e a z k e n a 	 M i y e r k u l e s 	 M  r c o r e s 	 W e n e z d e e 	 D    C  a d a o i n 
 
 S T R _ I D L E S C R E E N _ T H U R S D A Y 	 G U I 	 I D L E _ D A Y 	 S t r i n g   S u n d a y   s h o w n   i n   T e c h n o   I d l e s c r e e n   B a r 	 T h u r s d a y 	 fgV	 fgV	 $+1*5	 J u e v e s 	 J e u d i 	 D o n n e r s t a g 	 '5B25@3	 G i o v e d  	 'D.EJ3	 Q u i n t a - f e i r a 	 P e r _e m b e 	 T h   n m 	 T h u r s d a y 	 K h a m i s 	 ,	C	9	8	M	*	$	?	5	>	0		 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 C s  t  r t  k 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 D o n d e r d a g 	 T h u r s d a y 	 T h u r s d a y 	 J o i 	 T h u r s d a y 	 T h u r s d a y 	 	 T h u r s d a y 	 	A	0	A	5	>	0		 ~F,4F(G	 ,E91'*	 	 												 5
@
0
5
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0
	 A0A5>0	 '5B25@	 






	 	 u L w e s i n e 	 L w e s i n e 	 A l h a m i s i 	 D o n d e r d a g 	 K e t v i r t a d i e n i s 	 C e t u r t d i e n a 	 N e l j a p  e v 	 @kvcwabik	 	 J o i 	 5
M
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4

	 A0A,>0	 e   e n j t e 	 												 C  m Y  a x _a m 1	 fgV	 D i j o u s 	 J e u d i 	 F i m m t u d a g u r 	 J u e v e s 	 '5B2@B>:	 Q u i n t a - f e i r a 	 e t v r t a k 	 L a b o n e 	 H u w e b e s 	 T h u r s d a y 	 A l h a m i s 	 j b  	 59A5=1V	 O s t e g u n a 	 H u w e b e s 	 X o v e s 	 T z d e e 	 D  a r d a o i n 
 
 S T R _ I D L E S C R E E N _ F R I D A Y 	 G U I 	 I D L E _ D A Y 	 S t r i n g   S u n d a y   s h o w n   i n   T e c h n o   I d l e s c r e e n   B a r 	 F r i d a y 	 fgN	 fgN	 (8#L	 V i e r n e s 	 V e n d r e d i 	 F r e i t a g 	 OB=8F0	 V e n e r d  	 'D,E9)	 S e x t a - f e i r a 	 C u m a 	 T h   s  u 	 F r i d a y 	 J u m a a t 	 6	A		M	0	5	>	0		 F r i d a y 	 F r i d a y 	 F r i d a y 	 P  n t e k 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 V r i j d a g 	 F r i d a y 	 F r i d a y 	 V i n e r i 	 F r i d a y 	 F r i d a y 	 	 F r i d a y 	 6	A		M	0	5	>	0		 ,E9G	 ,E9	 	 									 6
A

0
5
>
0
	 6AM05>0	 ' OB=8FO	 







	 	 u L w e s i h l a n u 	 L w e s i H l a n u 	 I j u m a a 	 V r y d a g 	 P e n k t a d i e n i s 	 P i e k t d i e n a 	 R e e d e 	 Hbai	 	 V i n e r i 	 5
F
3
M
3
?
	 6AM0,>0	 e   p r e m t e 	 									 C  m Y	 fgN	 D i v e n d r e s 	 V e n d r e d i 	 F  s t u d a g u r 	 V i e r n e s 	 5B>:	 S e x t a - f e i r a 	 P e t a k 	 L a b o h l a n o 	 B i y e r n e s 	 F r i d a y 	 J u m a  a 	 t  	 <0	 O s t i r a l a 	 B i y e r n e s 	 V e n r e s 	 F r a i d e e 	 D    h A o i n e 
 
 S T R _ I D L E S C R E E N _ S A T U R D A Y 	 G U I 	 I D L E _ D A Y 	 S t r i n g   S u n d a y   s h o w n   i n   T e c h n o   I d l e s c r e e n   B a r 	 S a t u r d a y 	 fgmQ	 fgmQ	 @*2#L	 S  b a d o 	 S a m e d i 	 S a m s t a g 	 !C11>B0	 S a b a t o 	 'D3(*	 S  b a d o 	 C u m a r t e s i 	 T h   b y 	 S a t u r d a y 	 S a b t u 	 6	(	?	5	>	0		 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S z o m b a t 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 Z a t e r d a g 	 S a t u r d a y 	 S a t u r d a y 	 S  m b t 	 S a t u r d a y 	 S a t u r d a y 	 	 S a t u r d a y 	 6	(	?	5	>	0		 4F(G	 3F1	 	 							 6
(
@
5
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0
	 6(?5>0	 !C1>B0	 





	 	 u M g q i b e l o 	 M g q i b e l o 	 J u m a m o s i 	 S a t e r d a g 	 `e at a d i e n i s 	 S e s t d i e n a 	 L a u p  e v 	 Gabai	 	 S  m b t 	 6
(
?
	 6(?,>0	 e   s h t u n e 	 							 ^Yn b Y	 fgmQ	 D i s s a b t e 	 S a m e d i 	 L a u g a r d a g u r 	 S  b a d o 	 !01>B0	 S  b a d o 	 S u b o t a 	 M o q e b e l o 	 S a b a d o 	 S a t u r d a y 	 A s a b a r 	 j   a b a m t a 	 !5=1V	 L a r u n b a t a 	 S a b a d o 	 S  b a d o 	 S a t d e e 	 D    S a t h a i r n 
 
 S T R _ G U I _ T I M E _ A M 	 G U I 	 U N L I M 	 S t r i n g   f o r   A M 	 A M 	 e
N	 e
N	 A M 	 A M 	 A M 	 V o r m . 	 A M 	 A M 	 5('-'	 A M 	 a m 	 S  n g   	 A M 	 P g 	 *	B	0	M	5	>	.  	 A M 	 D O P . 	 P r z e d   p o Bu d n i e m 	 D e 	 a . m . 	 A M 	 D o p . 	 v . m . 	 f . m . 	 A M 	 A M 	 A M 	 	 A M 	 	 8		>	3		 5. 	 A M 	 	 					 
. 
.
. 	 	&/	 	 A M 	 	 A M 	 A M   	 A M 	 V M 	 i k i   p u s i a u d i e n i o 	 p r i e k ap u s d i e n 	 A M 	 A M 	 A M 	 A M 	 


	 *B0M,>9M(	 p a r a d i t e 	 				 G  n o r t a y a d Yk 	 
NHS	 A M 	 A M 	 f . h . 	 A M 	 ?@5B?;04=5	 A M 	 p r e   p o d n e 	 A M 	 A M 	 A M 	 S a f e 	 A M 	 "	 A M 	 A M 	 A M 	 O g e   t t 	 R . N . 
 
 S T R _ G U I _ T I M E _ P M 	 G U I 	 U N L I M 	 S t r i n g   f o r   P M 	 P M 	 NHS	 NHS	 P M 	 P M 	 P M 	 N a c h m . 	 P M 	 P M 	 E3'!	 P M 	 p m 	 C h i u 	 P M 	 P t g 	 	*	.  	 P M 	 O D P . 	 P o   p o Bu d n i u 	 D u 	 p . m . 	 P M 	 O d p . 	 n . m . 	 e . m . 	 P M 	 P M 	 P M 	 	 P M 	  	 8	>	/			>	3		 (. 8. 	 P M 	 	 								 *
@
. 
.
. 	 8/$M0	 	 P M 	 / 	 P M 	 P M 	 P M 	 N M 	 p o   p u s i a u d i e n i o 	 p c p u s d i e n 	 P M 	 P M 	 P M 	 P M 	 *
?


	 *0>9M(	 p a s d i t e 	 					 G  n o r t a d a n   s o n r a 	 NHS	 P M 	 P M 	 e . h . 	 P M 	 ?>?;04=5	 P M 	 p o s l e   p o d n e 	 P M 	 P M 	 P M 	 R a n a 	 P M 	 "	 P M 	 P M 	 P M 	 O g e   m g b e d e   n ' a b a l 	 I . N . 
 
 M A I N _ M E N U _ M E N U _ T E X T 	 M a i n m e n u 	 T I T L E ,   M A T R I X ,   B D T I T L E 	 M e n u 	 M e n u 	 Rh	 P[܃US	 @!9	 M e n  	 M e n u 	 M e n  	 5=N	 M e n u 	 B'&E)	 M e n u 	 m e n  	 C h n 	 D a f t a r 	 M e n u 	 .	G	(	M	/	B		 M e n u 	 M e n u 	 M e n u 	 M e n  	 V a l i k k o 	 M e n y 	 M e n u 	 M e n u 	 M e n y 	 I z b o r n i k 	 M e n i u 	 I z b i r n i k 	 	 	 5=N	 .	G	(	M	/	B		 EFH	 EFH	 	 					 .
@
(
B
	 .F(B	 5=N	 



	 	 I m e n y u 	 I m e n y u 	 M e n y u 	 K i e s l y s 	 M e n i u 	 I z v l n e 	 M e n   	 Devux	 	 M e n i u 	 .
F
(
A
	 .G(A	 M e n y 	 					 M e n y u 	 v	 M e n  	 M e n u 	 V a l m y n d 	 M e n  	 5=8	 M e n u 	 M e n i 	 M e n u 	 M e n u 	 M e n u 	 L i   s a f e 	  k  j    c y  n 	 7V@	 M e n u a 	 M e n u 	 M e n  	 N c h e k w a   n g h r 	 R o g h c h l  r 
 
 M A I N _ M E N U _ T I T L E _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 M a i n   M e n u 	 M a i n   m e n u 	 Rh	 ;N܃US	 @!9+%1	 M e n    p r i n c i p a l 	 M e n u   p r i n c i p a l 	 H a u p t m e n  	 ;02=>5  <5=N	 M e n u   p r i n c i p a l e 	 'DB'&E)  'D1&J3J)	 M e n u   p r i n c i p a l 	 a n a   m e n  	 T h c   n   c h  n h 	 M e n u   U t a m a 	 M e n u   u t a m a 	 .	A		M	/	  .	G	(	M	/	B		 H o v e d   M e n u 	 H l a v n    m e n u 	 M e n u   g B w n e 	 F Qm e n  	 P   v a l i k k o 	 H o v e d m e n y 	 H l a v n    m e n u 	 H o o f d m e n u 	 H u v u d m e n y 	 G l a v n i   i z b o r n i k 	 M e n i u   p r i n c i p a l 	 G l a v n i   I z b i r n i k 	   	   	 ;02=>  5=N	 .	A		M	/	  .	G	(	M	/	B		 EFHI  '5DI	 '5D  EFH	   	 						  					 *
0
.
  .
@
(
B
	 .F/?(M  .F(B	 >;>2=5  <5=N	 




  



	   	 I m e n y u   e n k u l u 	 E y o n a   m e n y u 	 M e n y   k u u 	 H o o f k i e s l y s 	 P a g r i n d i n i s   m e n i u 	 G a l v e n   i z v l n e 	 P e a m e n   	 3lma~x  tevux	   	 M e n i u   p r i n c i p a l 	 *
M
0
'
>
(
  .
F
(
A
	 .AM_  .G(A	 M e n y j a   k r y e s o r e 	 			  					 s a s   m e n y u 	 ;Nv	 M e n    p r i n c i p a l 	 M e n u   p r i n c i p a l 	 A  a l v a l m y n d 	 M e n    p r i n c i p a l 	 ;02=>  <5=8	 M e n u   p r i n c i p a l 	 G l a v n i   m e n i 	 M e n u   e   k g o l o 	 P a n g u n a h i n g   m e n u 	 M a i n   m e n u 	 S h i k a k e   n   s a f e 	  k  j    c y  n   g a n - a n 	 0ABK  <7V@	 M e n u   n a g u s i a 	 P a n g u n a h i n g   m e n u 	 M e n    p r i n c i p a l 	 I s i   n c h e k w a   n g h r 	 P r  o m h r o g h c h l  r 
 
 M A I N _ M E N U _ P H O N E B O O K _ T E X T 	 M a i n m e n u 	 T I T L E ,   M A T R I X ,   I C O N T E X T ,   T W O S T A T E ,   L I S T M A I N ,   B D I T E M ,   T E X T ,   H I N T 	 P h o n e   B o o k 	 P h o n e b o o k 	 q?|	 5u݋?|	 *!8B#(1L	 L i b r e t a   d e   t e l  f o n o s 	 R  p e r t o i r e   t  l  p h o n i q u e 	 T e l e f o n b u c h 	 >=B0:BK	 R u b r i c a   t e l e f o n i c a 	 /DJD  'DG'*A	 L i s t a   t e l e f  n i c a 	 T e l e f o n   D e f t e r i 	 D a n h   b 	 B u k u   T e l p o n 	 B u k u   t e l e f o n 	 +	K	(	  *	A	8	M	$	?		>		 T e l e f o n b o g 	 T e l e f o n n    s e z n a m 	 S p i s   t e l e f o n  w 	 T e l e f o n k  n y v 	 P u h e l i n l u e t t e l o 	 T e l e f o n b o k 	 T e l e f  n n y   z o z n a m 	 T e l e f o o n b o e k 	 T e l e f o n b o k 	 T e l e f o n s k i   i m e n i k 	 A g e n d 	 T e l e f o n s k i   I m e n i k 	   	   	 4@5A=0  =830	 +	K	(	  ,	A			 /A*1G  *DAF	 AHF  (	   	 			  				 
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	   	 I b h u k u   l e z i n g c i n g o 	 I n c w a d i   y e f o w n i 	 K i t a b u   c h a   s i m u 	 F o o n b o e k 	 T e l e f o n s  k n y g a 	 T e l e f o n u   g r m a t a 	 T e l e f o n i r a a m a t 	 @e|amx}ack	   	 A g e n d   t e l e f o n i c 	 +
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 
 M A I N _ M E N U _ M E S S A G E S _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 M e s s a g e s 	 M e s s a g i n g 	 
o`	 Oo`	 I-'2!	 M e n s a j e s 	 M e s s a g e s 	 M e s s a g i n g 	 !>>1I5=8O	 M e s s a g g i 	 'DE1'3D)	 M e n s a g e n s 	 0l e t i   y a z 1l 1y o r 	 T i n   n h n 	 P e s a n a n 	 M e n g h a n t a r   m e s e j 	 8		&	G	6		 B e s k e d e r 	 Z p r  v y 	 W i a d o m o [c i 	  z e n e t k e z e l  s 	 V i e s t i t 	 M e l d i n g e r 	 S p r  v y 	 S M S 	 M e d d e l a n d e n 	 P o r u k e 	 M e s a j e 	 S p o r o 
i l a 	 	 	 !J>1I5=8O	 .	G	8	G			 ~'E  13'F	 ~:'E'*	 	 							 8
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o`	 M i s s a t g e s 	 M e s s a g e s 	 S k i l a b o  	 M e n s a j e s 	 >@0:8	 M e n s a g e n s 	 P o r u k e 	 M e l a e t s a 	 M g a   M e n s a h e 	 M e s s a g e s 	 S a k o n e 	 A w n    f i r a n c	 %010@;0@	 M e z u a k 	 P a g m e m e n s a h e 	 M e n s a x e r  a 	 N a - e z i g a   o z i 	 C u r   t e a c h t a i r e a c h t a  
 
 M A I N _ M E N U _ F U N A N D G A M E S _ T E X T 	 m a i n m e n u 	 O t h e r s 	 A p p l i c a t i o n s 	 A p p l i c a t i o n s 	 a(u	 ^(u	 '2!*8  &   @!	 D i v e r s i  n   y   j u e g o s 	 	 	 @8;>65=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M A I N _ M E N U _ O R G A N I Z E R _ T E X T 	 m a i n m e n u 	 O t h e r s 	 O r g a n i z e r 	 T o o l s 	 ]wQ{	 ]wQ	 2#1#02	 O r g a n i z a d o r 	 O r g a n i s a t e u r 	 O r g a n i s a t o r 	 @30=0975@	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M A I N _ M E N U _ P R O F I L E S _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 U s e r   P r o f i l e s 	 U s e r   p r o f i l e s 	 `X!j_	 `of!j_	 B#D%L9IC
I	 P e r f i l e s   d e   u s u a r i o 	 P r o f i l s   d ' u t i l i s a t e u r 	 B e n u t z e r p r o f i l e 	 @>D8;8	 P r o f i l o   u t e n t e 	 'D'H6'9	 P e r f i s   d o   u t i l i z a d o r 	 k u l l a n 1c 1  p r o f i l l e r i 	 N g i   s   d n g   c  i   t 	 p r o f i l   p e n g g u n a 	 P r o f i l   p e n g g u n a 	 *	M	0	/	K		M	$	>	  *	M	0	K	+	>		2	M	8		 B r u g e r   P r o f i l e r 	 U ~i v a t e l s k    p r o f i l y 	 P r o f i l e   u |y t k o w n i k  w 	 F e l h a s z n  l  i   p r o f i l o k 	 K  y t t  j  p r o f i i l i t 	 B r u k e r p r o f i l e r 	 U ~ v a t e >s k    p r o f i l y 	 G e b r u i k e r s p r o f i e l e n 	 A n v  n d a r p r o f i l e r 	 K o r i s n i 
k i   p r o f i l i 	 P r o f i l e   u t i l i z a t o r 	 U p o r a b n i ak i   P r o f i l i 	   	   	 >B@518B5;A:8  @>D8;8	 		*	-	K		M	$	M	/	>		@	  .	>	9	?	$	@		 ~1HA'JDG'I  C'1(1I	 H21  ~1HA'&D	   	 											  									 5
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	    	 A m a p h r o f a y l i   a b a s e b e n z i s i 	 I i p r o f a y l e   z o m s e b e n z i s i 	 P r o f a i l i   z a   m t u m i a j i 	 G e b r u i k e r s p r o f i e l e 	 N a u d o t o j o   p r o f i l i a i 	 L i e t o t j u   p r o f i l i 	 K a s u t a j a p r o f i i l i d 	 Uc~xrk  zxklve	   	 P r o f i l u r i   u t i l i z a t o r 	 /
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 	 	*/K0M$M$>  *M0K+>2A!?	 P r o f i l e t   e   p e r d o r u e s i t 	 												  			' 					 0s t i f a d Y i   h a q q 1n d a   m Yl u m a t l a r 	 (u6bMn	 P e r f i l s   d  u s u a r i 	 P r o f i l s   d  u t i l i s a t e u r s 	 N o t a n d a s n i  	 P e r f i l e s 	 @>D8;8  =0  :>@8A=8:	 P e r f i s   d e   u s u  r i o 	 P r o f i l i   k o r i s n i k a 	 D i p r o f a e l e   t s a   m o s e b e d i s i 	 M g a   p r o f i l e   n g   g u m a g a m i t 	 U s e r   p r o f i l e s 	 P r o f i l e   d a   m a i   w a y a 	 A w n   p r o f a i l i   o l  m  l  	 0940;0=CHK  ?@>D09;K	 E r a b i l t z a i l e e n   p r o f i l a k 	 M g a   p r o f i l e   n g   g u m a g a m i t 	 P e r f i l   d o   u s u a r i o 	 P r o f a l 	 P r  i f  l     s  i d e o r a 
 
 M A I N _ M E N U _ S E T T I N G S _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 S e t t i n g s 	 S e t t i n g s 	 -[	 n	 H241I	 C o n f i g u r a c i  n 	 P a r a m  t r e s 	 E i n s t e l l u n g e n 	 0AB@>9:8	 I m p o s t a z i o n i 	 6(7	 D e f i n i   e s 	 A y a r l a r 	 C  i   t 	 P e n g a t u r a n 	 S e t i n g 	 8	G		?				 O p s  t n i n g 	 N a s t a v e n  	 U s t a w i e n i a 	 B e  l l  t  s o k 	 A s e t u k s e t 	 I n n s t i l l i n g e r 	 N a s t a v e n i e 	 I n s t e l l i n g e n 	 I n s t  l l n i n g a r 	 P o s t a v k e 	 S e t r i 	 N a s t a v i t v e 	 	 	 0AB@>9:8	 8	G		?			M	8		 *F8JEG'	 3yF2	 	 							 8
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	 8FM?A2A	 #AB0=>2:8	 







	  	 A m a s e t h i n g i 	 U s e t o 	 M i p a n g i l i o 	 S t e l l i n g s 	 N u o s t a t o s 	 I e s t a t +j u m i 	 S e a d e d 	 ?auavve	   	 S e t r i 	 
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 	 8G?A!?	 R e g j i s t r i m e t 	 							 Q u r a _d 1r m a l a r 	 -[	 C o n f i g u r a c i  	 P a r a m  t r e s 	 S t i l l i n g a r 	 C o n f i g u r a c i  n 	 >AB02:8	 C o n f i g u r a   e s 	 P o d e aa v a n j a 	 D i - s e t t i n g 	 M g a   S e t t i n g 	 S e t t i n g s 	 T s a r i 	  t  	 0@0<5B@;5@	 E z a r p e n a k 	 M g a   s e t t i n g 	 C o n f i g u r a c i  n 	 N t a l a     	 S o c r u i t h e 
 
 M A I N _ M E N U _ S H O R T C U T S _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 S h o r t c u t s 	 S h o r t c u t s 	 _wcR	 _wcR	 8H!%1	 A c c e s o s   d i r e c t o s 	 R a c c o u r c i s 	 A b k  r z u n g e n 	 /@;K:	 S c o r c i a t o i e 	 '.*5'1	 A t a l h o s 	 K 1s a y o l l a r 	 P h  m   t t 	 J a l a n   P i n t a s 	 J a l a n   p i n t a s 	 6	I	0	M					 G e n v e j e 	 Z k r a t k y 	 S k r  t y 	 G y o r s b i l l e n t y qk 	 P i k a n  p p  i m e t 	 S n a r v e i e r 	 S k r a t k y 	 S n e l k o p p e l i n g e n 	 G e n v  g a r 	 P r e 
a c i 	 C o m e n z i   r a p i d e 	 B l j i ~n i c e 	 	   	 (>@B:JB8	 6	I	0	M				M	8		 E'F(1G'	 '.*5'1	 	 								 
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	   	 I z i n q a m u l e l i 	 O o n d l e l a - m f u t s h a n e 	 N j i a   z a   m k a t o 	 K o r t p a a i e 	 N u o r o d o s 	 S a +s n e s 	 K i i r k l a h v i d 	 1ac  avxtve	     	 C o m e n z i   r a p i d e 	 
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 	 0MA!?	 P e r s h k u r t i m e 	 										 0x t i s a r l a r 	 __	 D r e c e r e s 	 R a c c o u r c i s 	 F l  t i l e i  i r 	 A c c e s o s   d i r e c t o s 	 @7  ?@8AB0?	 A t a l h o s 	 P r e 
i c e 	 D i k g a o l e t s o 	 M g a   S h o r t c u t 	 S h o r t c u t s 	 S a u k i 	 A w n    n     b  j  	 =45@	 L a s t e r b i d e a k 	 M g a   s h o r t c u t 	 A t a l l o s 	 z   m k p i r i s i 	 A i c e a r r a  
 
 M A I N _ M E N U _ S E R V I C E S _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 S e r v i c e s 	 B r o w s e r 	 phV	 OmȉhV	 #42#	 S e r v i c i o s 	 S e r v i c e s 	 D i e n s t e 	 @0C75@	 S e r v i z i 	 ./E'*	 S e r v i  o s 	 h i z m e t l e r 	 D c h   v 	 P e l a y a n a n 	 P e r k h i d m a t a n 	 8	G	5	>				 T j e n e s t e r 	 S l u ~b y 	 U s Bu g i   s i e c i o w e 	 S z o l g  l t a t  s o k 	 P a l v e l u t 	 T j e n e s t e r 	 S l u ~b y 	 D i e n s t e n 	 T j  n s t e r 	 U s l u g e 	 S e r v i c i i 	 P o m o 
i 	 	 	 #A;C38	 8	G	5	>	8	.	B	9		 ./E'*	 ./E'*	 	 								 8
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	 80M5?8F8M	 !;C618	 




	 	 A m a s e v i s i 	 I i n k o n z o 	 H u d u m a 	 D i e n s t e 	 P a s l a u g o s 	 P a k a l p o j u m i 	 T e e n u s e d 	 >a|auxiuxvve	 	 S e r v i c i i 	 8
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 	 8G,>A!?	 S h e r b i m e 	 									 X i d m Yt l Yr 	 
gR	 S e r v e i s 	 S e r v i c e s 	  j  n u s t a 	 S e r v i c i o s 	 #A;C38	 S e r v i  o s 	 U s l u g e 	 D i t s h e b e l e t s o 	 M g a   S e r b i s y o 	 S e r v i c e s 	 S a d a r w a 	 A w n   i c	 K7<5BB5@	 Z e r b i t z u a k 	 M g a   s e r b i s y o 	 S e r v i z o s 	 r 	 S e i r b h  s  
 
 M A I N _ M E N U _ C A L L _ H I S T O R Y _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 C a l l   H i s t o r y 	 C a l l s 	 q	 ݋	 162#B#	 H i s t o r i a l   d e   l l a m a d a s 	 J o u r n a l   d e s   a p p e l s 	 A n r u f p r o t o k o l l e 	 K7>2K	 R e g i s t r o   c h i a m a t e 	 3,D'*  'DEC'DE'*	 R e g .   c h a m . 	  a r 1  G e  m i _i 	 N h t   k    c u c   g i 	 C a t a t a n   P a n g g i l a n 	 L o g   p a n g g i l a n 	 	I	2	  2	I			 O p k a l d s   I n f o 	 V  p i s   h o v o r o	 S p i s   p o Bc z e D	 H  v  s n a p l  k 	 P u h e l u h i s t o r i a 	 A n r o p s l o g g 	 R e g i s t e r   h o v o r o v 	 G e s p r e k g e s c h i e d e n i s 	 S a m t a l s l i s t a 	 P o p i s   p o z i v a 	 R e g i s t r u   a p e l 	 Z g o d o v i n a   K l i c e v   	   	   	 >28:20=8O  AB>@8O	 	I	2	  9	?	8	M		M	0	@		 1./'/F'1  *E'3G'	 'D    *A5D	   	 		  			 
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  





	   	 U m l a n d o   w e z i n g c i n g o 	 I m b a l i   y o k u f o w n i 	 H i s t o r i a   y a   s i m u 	 O p r o e p l o g 	 S k a m b u 
i s  a r c h y v a s 	 Z v a n u   v s t u r e 	 K  n e d e   a j a l u g u 	 ?avyek  zatxiuxv	   	 I s t o r i c   a p e l u r i 	 
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	 2  $?,C$M$?	 H i s t o r i a   e   t e l e f o n a v e 	 		  							 Z Yn g   t a r i x i 	 q	 H i s t o r i a l   d e   t r u c a d e s 	 H i s t o r i q u e   d e s   a p p e l s 	 S   u s t u   s  m t  l 	 H i s t o r i a l   d e   l l a m a d a s 	 AB>@8X0  =0  ?>28F8	 H i s t  r i c o   d e   c h a m a d a s 	 I s t o r i j a   p o z i v a 	 H i s t o r i   y a   m e h a l a 	 K a s a y s a y a n   n g   t a w a g 	 C a l l   h i s t o r y 	 T a r i h i n   d a   k i r a 	  t  n    p  	 >K@0C  H0;C  6@=0;K	 E g i n d a k o   d e i a k 	 K a s a y s a y a n   n g   p a g t a w a g 	 H i s t o r i a l   d e   c h a m a d a s 	 N t a l a   o k u 	 T u a i r i s c   g h l a o n n a 
 
 M A I N _ M E N U _ M M E D I A _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 M u l t i m e d i a   m e n u   t i t l e 	 M u l t i m e d i a 	 YZԚ	 YZSO	 !1%4!5@5"	 M u l t i m e d i a 	 M u l t i m  d i a 	 M u l t i m e d i a 	 C;LB8<5480  	 M u l t i m e d i a 	 '9D'EJ	 M u l t i m  d i a 	  o k l u   o r t a m 	 a   p h n g   t i n 	 M u l t i m e d i a 	 M u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>		 M u l t i m e d i e 	 M u l t i m  d i a 	 M u l t i m e d i a 	 M u l t i m  d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m  d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m e d i j a 	 M u l t i m e d i a 	 M u l t i m e d i j i 	 	 	 C;B8<548O	 ,	9	A	*	M	0	8	>	0	.	>	'	M	/	.	G		 F/13'FG  '	 EDy  E'	 	 													 ,
9
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	 .2M@.@!?/>	 C;LB8<54V0	 










	 	 E z o k u x h u m a n a   o k u n h l o b o n h l o b o 	 M a l t i m i d i y a 	 M e d i a n u w a i 	 M u l t i m e d i a 	 M u l t i m e d i j a 	 M u l t i m e d i j i 	 M u l t i m e e d i a 	 Dxlktedka	 	 M u l t i m e d i a 	 .
3
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	 .2M?.?!?	 M u l t i m e d i a   	 													 M u l t i m e d y a 	 YZԚ	 M u l t i m  d i a 	 M u l t i m  d i a 	 M a r g m i  l u n 	 M u l t i m e d i a 	 C;B8<548X0	 M u l t i m  d i a 	 M u l t i m e d i j i 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 C;LB8<5480	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M l t i m i d i a 	 I l m h e  i n 
 
 M A I N _ M E N U _ E X T R A _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 E x t r a   m e n u   t i t l e 	 E x t r a 	 DRR	 DRR	 4@()	 E x t r a 	 S u p p l  m e n t 	 Z u s  t z l i c h 	 >?>;=8B5;L=K5	 E x t r a 	 '6'AI	 E x t r a 	 E k s t r a 	 C h c   n n g   p h 	 T a m b a h a n 	 T a m b a h a n 	 	$	?	0	?		M	$		 E k s t r a 	 E x t r a 	 D o d a t k i 	 E x t r  k 	 E k s t r a t 	 E k s t r a 	 E x t r a 	 E x t r a 	  v r i g t 	 D o d a t n o 	 E x t r a 	 D o d a t n o 	 	 	 >?J;=5=85	 	$	?	0	?		M	$		 '6'A'*	 E2/	 	 									 +
>
2
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	 &(	  V7=5	 







	 	 O k w e n g e z i w e 	 N g a p h e z u l u 	 Z i a d a 	 E k s t r a 	 P a p i l d o m a 	 P a p i l d u s 	 E k s t r a 	 <axky	 	 E x t r a 	 
(
?
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A

	 $?0?M$	 E k s t r a 	 									 l a v Y	 MY	 A c c e s s o r i s 	 E x t r a 	 A u k a 	 E x t r a 	 >?>;=8B5;=>	 E x t r a 	 D o d a t n o 	 T s a   t l a t s e t s o 	 E k s t r a 	 E x t r a 	 J a r a 	  f i k  n 	 >AK<H0	 G e h i a g o 	 E k s t r a 	 E x t r a s 	 N d   z   g a s 	 B r e i s e 
 
 M A I N _ M E N U _ F I L E _ M N G R _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 F i l e   M a n a g e r   m e n u   t i t l e 	 M y   f i l e s 	 bvej	 bvech	 1'12#@-*2#	 A d m i n i s t r a d o r   d e   a r c h i v o s 	 G e s t i o n n a i r e   d e   f i c h i e r s 	 D a t e i - M a n a g e r 	 >8  D09;K	 M a n a g e r   d e i   f i l e 	 '/'1)  'DEDA'*	 G e s t o r   d e   f i c h e i r o s 	 D o s y a   Y  n e t i c i s i 	 Q u n   l    t  i   l i u 	 P e n g a t u r a n   B e r k a s 	 P e n g u r u s   f a i l 	 +	>		2	  .	H	(	G		0	 	 H  n d t  r   F i l e r 	 S p r  v a   s o u b o r o	 M e n e d |e r   p l i k  w 	 F  j l k e z e l Q	 T i e d o s t o n h a l l i n t a 	 F i l b e h a n d l e r 	 S p r  v a   s  b o r o v 	 B e s t a n d s b e h e e r 	 F i l n a m n 	 U p r a v i t e l j   d a t o t e k a 	 A d m i n i s t r a t o r   f i _i e r e 	 U r e j e v a l e c   D a t o t e k 	   	   	 $09;>2  @30=0975@	 +	>		2	  .	E	(	G		0		 E/1  ~1HF/G	 A'&D  EF,1	   	 				  										 +
>
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  





	   	 U m p h a t h i   w a m a f a y e l a 	 U m l a w u l i   w e f a y l e 	 M e n e j a   y a   f a i l i 	 L  e r o r g a n i s e e r d e r 	 F a i l s  t v a r k y t u v 	 F a i l u   p r v a l d n i e k s 	 F a i l i h a l d u r 	 Vaulek  teve{e	   	 M a n a g e r   f i _i e r e 	 +
/
2
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	 +>2  *0?>3	 D r e j t u e s i   i   d o k u m e n t e v e 	 				  								 F a y l   m e n e c e r i 	 jHh{tT	 A d m i n i s t r a d o r   d e   f i t x e r s 	 G e s t i o n n a i r e   d e s   f i c h i e r s 	 S k r  a s t j  r n u n 	 A d m i n i s t r a d o r   d e   a r c h i v o s 	 #?@02C20G  =0  40B>B5:0	 G e r e n c i a d o r   d e   a r q u i v o s 	 F a j l   m e n a d ~e r 	 T a o l o   y a   f a e l e 	 T a g a p a m a h a l a   n g   f i l e 	 F i l e   m a n a g e r 	 M a n i j a n   s h a f i 	 O l  c k  s o   f a i l i 	 $09;  @5BB5CHV	 F i t x a t e g i - k u d e a k e t a 	 T a g a p a m a h a l a   n g   f i l e 	 X e s t o r   d e   f i c h e i r o s 	 O n y e   n c h k t a   f a l 	 B a i n i s t e o i r   c o m h a d 
 
 W G U I _ C A T E G O R Y _ A B C _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B D 	 	 A B C 	 A B C 	 A B C 	 A   b   c h 	 A B C 
 
 W G U I _ C A T E G O R Y _ a b c _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 a b c 	 a b c 	 a b c 	 A B C 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 A B C 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 012	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 A B C 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 A b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b d 	 01	 a b c 	 a b c 	 a b c 	 A   b   c h 	 a b c 
 
 W G U I _ C A T E G O R Y _ A b c _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 12	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b d 	 1	 A b c 	 A b c 	 A b c 	 A   b   c h 	 A b c 
 
 W G U I _ C A T E G O R Y _ 1 2 3 _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 1 2 3 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ O N _ S T R I N G _ I D 	 U n d e f i n e d 	 L S K 	 C a t e g o r y   s c r e e n s   s t r i n g 	 O n 	 SU	 Sb _	 @4	 E n c e n d e r 	 A c t i v  	 E i n 	 K1>@	 A c c e s o 	 EA*H-	 A c t i v a r 	 A  1k 	 B t 	 H i d u p 	 H i d u p 	 	>	2	B		 T i l 	 Z a p n u t o 	 W Bc z 	 B e 	 P   l l  	 P  	 Z a p n u t  	 A a n 	 P  	 U k l j u 
i 	 P o r n i t 	 V k l j u 
i 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 "F  	 	   					 
>
2
B
	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t s 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
M

 	 (M	 	 	 	 	 	 	 	 	 	 L i g a d o 	 	 	 	 	 	 	 	 A k t i b a t u r i k 	 I - o n 	 P r e n d i d o 	 G b a n y e 	 A r   s i  l 
 
 T E M P _ S U B L C D _ A N I M A T I O N _ S T R _ I D 	 I d l e 	 U N L I M 	 S t r i n g   a s s o c i a t e d   w i t h   T e m p   S c r   o f   S u b   L C D . 	 H e l l o 	 TV	 `O}Y	 *'1*5	 H o l a 	 B o n j o u r 	 H a l l o 	 @825B	 C i a o 	 E1-('	 O l  	 m e r h a b a 	 X i n   c h  o   	 H e l o 	 H e l o 	 .	G	(	M	/	B		 H e j 	 A h o j 	 W i t a j 	 H e l l o 	 T e r v e 	 H a l l o 	 A h o j 	 H a l l o 	 H e j 	 B o k 	 B u n 	 H a l o 	   	 	 4@0259! 	 9	E	2	K		 3D'E	 DH	 	 							 9
H
2
K
	 9F2M2K	 @82VB	 



	 	 H e l l o 	 M o l o 	 H a l o 	 H a l l o 	 S v e i k i 	 H a l l o 	 H a l l o o 	 Hr{xuv	 	 S a l u t 	 9
2
K
	 9G2K	 P e r s h e n d e t j e   	 					' 	 S a l a m 	 `}Y	 H o l a 	 B o n j o u r 	 H a l l  	 H o l a 	 4@02>	 O l  	 Z d r a v o 	 D u m e l a 	 K a m u s t a 	 H e l l o 	 H e l l o 	 B  w o   n i 	 !;5<	 K a i x o 	 K a m u s t a 	 O l a 	 H e l o o 	 D i a   D u i t 
 
 I D L E _ S C R E E N _ L S K _ T E X T 	 I d l e 	 L S K ,   R S K 	 T a k e   t h e   u s e r   t o   t h e   m a i n   m e n u 	 M e n u 	 Rh	 ܃US	 @!9	 M e n  	 M e n u 	 M e n  	 5=N	 M e n u 	 B'&E)	 M e n u 	 m e n  	 C h n 	 M e n u 	 M e n u 	 8	B		@		 M e n u 	 M e n u 	 M e n u 	 M e n  	 V a l i k k o 	 M e n y 	 M e n u 	 M e n u 	 M e n y 	 I z b o r n i k 	 M e n i u 	 I z b i r n i k 	 	 	 5=N	 .	G	(	M	/	B		 EFH	 EFH	 	 					 .
@
(
B
	 .F(B	 5=N	 



	 	 I m e n y u 	 I m e n y u 	 M e n y u 	 K i e s l y s 	 M e n i u 	 I z v l n e 	 M e n   	 Devux	 	 M e n i u 	 .
F
(
A
	 .G(A	 M e n y 	 					 M e n y u 	 v	 M e n  	 M e n u 	 V a l m y n d 	 M e n  	 5=8	 M e n u 	 M e n i 	 M e n u 	 M e n u 	 M e n u 	 L i   s a f e 	  k  j    c y  n 	 7V@	 M e n u a 	 M e n u 	 M e n  	 N c h e k w a   n g h r 	 R o g h c h l  r 
 
 I D L E _ S C R E E N _ R S K _ T E X T 	 I d l e 	 L S K ,   R S K 	 T a k e   t h e   u s e r   t o   t h e   p h o n e b o o k 	 N a m e s 	 q?|	 5u݋?|	 
7H-	 N o m b r e s 	 N o m s 	 N a m e n 	 <5=0  	 N o m i 	 '3E	 N o m e s 	 a d 1	 T  n   	 N a m a 	 N a m a 	 (	>	.		 N a v n 	 N  z e v 	 N a z w a 	 N e v e k 	 N i m i 	 N a v n 	 N  z o v 	 N a m e n 	 N a m n 	 I m e 	 N u m e 	 I m e   	   	 	 <5	 (	>		5		 F'EG'	 F'E	 	 				 (
>

	 *G0A	 <' O	 


	 	 N a m e s 	 N a m e s 	 N a m e s 	 N a m e 	 N a m e s 	 N a m e s 	 N a m e s 	 N a m e s 	 N a m e s 	 N a m e s 	 *
G
0
A

3
M

 	 (>.A!?	 E m r a 	 								 A d l a r 	 
TW[	 N o m s 	 N o m s 	 N  f n 	 N o m b r e s 	 <8Z0	 N o m e s 	 I m e n a 	 M a b i t s o 	 M g a   P a n g a l a n 	 N a m e s 	 S u n a n y e 	 A w n   o r  k 	 BB0@	 I z e n a k 	 M g a   p a n g a l a n 	 N o m e s 	 A h a   	 A i n m n e a c h a 
 
 K E Y P A D _ L O C K E D _ R S K _ T E X T 	 I d l e 	 L S K ,   R S K 	 U n l o c k   t h e   k e y p a d 	 U n l o c k 	 ㉖	 	 %%G-	 D e s b l o q u e a r 	 D  v e r r o u i l l e r 	 E n t r i e g e l n 	  071;>:. 	 S b l o c c a 	 A*-	 D e s b l o q u e a r 	 K i l i d i   a  	 M   k h  a 	 A k t i f k a n 	 B u k a   p a p a n   k u n c i 	 	K	2	G			 L  s   O p 	 O d e m k n o u t 	 O d b l o k u j 	 K i o l d 	 A v a a   l u k i t u s 	  p n e 	 O d o m k n  e	 D e b l o k k e r e n 	 L  s   u p p 	 O t k l j u 
a j 	 D e b l o c a r e 	 O d k l e n i 	 	 	 B:;NG8	 	(	2	I			 ('2  1/F  BAD	 D'  HD	   	 					 
K
2
K
	 (M  2>M	  >71;>:C20B8	 


  


  


	  	 V u l a   u k u k h i y a 	 V u l a 	 F u n g u a 	 S l u i t   o o p 	 A t r a k i n t i 	 A t b l o 7t 	 V a b a s t a 	 @avel  acelaaoxth	 	 D e b l o c a r e 	 
#
M

 2
K

M

M
	 (>,0G>'	 C e l 	 		  					 A  1n 	 ㉖	 D e s b l o q u e j a 	 D  v e r r o u i l l  	 O p n a 	 D e s b l o q u e a r 	 B:;CG8	 D e s b l o q u e a r 	 O t k l j u 
a j 	 N o t l o l l a 	 I - u n l o c k 	 U n l o c k 	 B u d e   w a 	 b i   s  l 	 0BB0<0C	 I r i k i 	 I - u n l o c k 	 D e s b l o q u e a r 	 K p p e e 	 D  g h l a s  i l 
 
 S T R _ I D _ E N T R Y _ W A P _ C O N F I R M 	 I d l e 	 P O P U P C O N F I R M 	 A s k   t h e   u s e r   w h e t h e r   i t   i s   a l l o w a b l e   t o   c o n e c t   t o   t h e   I n t e r n e t 	 C o n n e c t   t o   i n t e r n e t ? 	 #c}}	 ޏcQEQ~	 @
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	       	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 L e    s p o e d s k a k e l n o m m e r 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 N o   s p e e d   d i a l   n u m b e r   s a v e d 	 	 	 P a   n u m e r   t e   s h p e j t e   t e   r e n i e s 	 				  					  						 T e z   y 11l a n   n  m r Y  m  v c u d   d e y i l 	 !q_d_	 N o   h i   h a   c a p   n  m e r o   d e   m a r c a t g e   r  p i d 	 P a s   d e   n u m  r o   d e   c o m p o s i t i o n   a b r  g  e 	 E k k e r t   h r a  v a l s n  m e r 	 S i n   n  m e r o   d e   m a r c a d o   r  p i d o 	 5<0  1@7>  18@0Z5  1@>X	 N e n h u m   n  m e r o   d e   d i s c a g e m   r  p i d a 	 N e m a   b r o j a   z a   b r z o   p o z i v a n j e 	 H a   h o   n o m o r o   y a   h o   d a e l a   k a p e l e 	 W a l a n g   n u m e r o   n g   s p e e d   d i a l 	 N o   s p e e d   d i a l   n u m b e r 	 B a b u   l a m b a   k y a - k y a   d a   k i r a 	 K    s    n m b a   t  t    k   k     k a n k a n 	 K;40<  B5@C  =<V@V  6>	 S p e e d   d i a l   z e n b a k i r i k   e z 	 W a l a n g   n u m e r o n g   p a n g   s p e e d   d i a l 	 S e n   n  m e r o s   d e   m a r c a c i  n   r  p i d a 	 N m b a   a g a - a p   s   s   a d g h 	 N  l   u i m h i r   m h e a r d h i a i l i t h e   a n n 
 
 S T R _ D A T E _ T I M E _ U P D A T E _ R E M I N D E R 	 I d l e 	 P O P U P 	 T e l l   t h e   u s e r   t o   s e t   t h e   t i m e   a n d   d a t e   w h e n   t h e   h a n d s e t   b o o t s   u p   a t   t h e   f i r s t   t i m e 	 P l e a s e   s e t   d a t e   a n d   t i m e 	 ˊ͑-egBf	 ͑egNe	 B#1IH2'15HA%0@'%2	 P o r   f a v o r ,   d e f i n a   l a   f e c h a   l a   h o r a 	 V e u i l l e z   r  g l e r   l a   d a t e   e t   l ' h e u r e 	 B i t t e   D a t u m   u n d   U h r z e i t   e i n s t e l l e n 	 #AB0=>2:0  40BK  8  2@5<5=8	 I m p o s t a   d a t a   e   o r a r i o 	 '6(7  'D*'1J.  H  'DHB*	 D e f i n a   a   d a t a   e   a   h o r a 	 L  t f e n   T a r i h / S a a t   g i r i n 	 H  y   c  i   t   n g  y   &   g i 	 S i l a h k a n   T e n t u k a n   H a r i   d a n   W a k t u 	 S i l a   t e t a p k a n   t a r i k h   d a n   m a s a 	 	C	*	/	>	  $	>	0	@		  	5		  8	.	/	  8	G		  	0	G			 I n d s t i l   D a t o   o g   T i d 	 N a s t a v t e   d a t u m   a   
a s   p r o s  m 	 U s t a w   c z a s   i   d a t 	 K  r e m ,    l l  t s a   b e   a   d  t u m o t    s   a z   i d Qt 	 A s e t a   p  i v  m   r    j a   a i k a 	 V e n n l i g s t   s t i l l   i n n   d a t o   o g   t i d s p u n k t 	 N a s t a v t e   d  t u m   a   
a s   p r o s  m 	 S t e l   d e   d a t u m   e n   d e   t i j d   i n 	 S t  l l   i n   d a t u m   o c h   t i d 	 P o d e s i t e   d a t u m   i   v r i j e m e 	 S e t a ci   d a t a   _i   o r a 	 P r o s i m   N a s t a v i t e   D a t u m   I n   a s 	       	     	 >;O,   0AB@>9B5  0B0  8  '0A	 &	?	(	>			  5	  5	G	3	  8	G		  	0	>		 D7A'  *'1J.  H  3'9*  1'  *F8JE  CFJ/	 (1'&  E1  ('F  HB*  'H1  *'1.  3y  ,&	 ,     	 							  			  					  			  			  			  					 
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 S T R _ S C R _ P B O O K _ C A P T I O N 	 P h o n e B o o k 	 T I T L E 	 T i t l e   S t r i n g   f o r   P h o n e B o o k   m a i n   s c r e e n 	 P h o n e b o o k 	 q?|	 5u݋?|	 *!8B#(1L	 A g e n d a   t e l e f  n i c a 	 A n n u a i r e   t  l  p h o n i q u e 	 T e l e f o n b u c h 	 "5;.   :=830	 R u b r i c a   t e l e f o n i c a 	 /DJD  'DG'*A	 L i s t a   t e l e f  n i c a 	 T e l e f o n   D e f t e r i 	 D a n h   b 	 B u k u   T e l p o n 	 B u k u   t e l e f o n 	 +	K	(	  *	A	8	M	$	?		>		 T e l e f o n b o g 	 T e l e f o n n    s e z n a m 	 S p i s   t e l e f o n  w 	 T e l e f o n k  n y v 	 P u h e l i n l u e t t e l o 	 T e l e f o n b o k 	 T e l e f  n n y   z o z n a m 	 T e l e f o o n b o e k 	 T e l e f o n b o k 	 T e l e f o n s k i   i m e n i k 	 A g e n d 	 T e l e f o n s k i   I m e n i k 	   	   	 "5;5D>==0  =830	 +	K	(	  ,	A			 /A*1G  *DAF	 AHF  (	   	 			  				 
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	  	 I b h u k u   l e z i n g c i n g o 	 I n c w a d i   y e f o w n i 	 K i t a b u   c h a   s i m u 	 F o o n b o e k 	 T e l e f o n s  k n y g a 	 T e l e f o n u   g r m a t a 	 T e l e f o n i r a a m a t 	 @e|amx}ack	   	 A g e n d   t e l e f o n i c 	 +
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	 +K(,9?	 L i b r i   i   t e l e f o n a v e 	 												 T e l e f o n   k i t a b 1	 q?|	 A g e n d a 	 A n n u a i r e 	 S  m a s k r  	 A g e n d a 	 "5;5D>=A:8  8<5=8:	 A g e n d a   t e l e f  n i c a 	 T e l e f o n s k i   i m e n i k 	 B u k a   y a   d i n o m o r o 	 P h o n e b o o k 	 P h o n e b o o k 	 T a k a r d a   d a   w a y a 	  w  - f   n  	 "5;5D>=  0=KB0<0AK	 Z e n b a k i a k 	 P h o n e b o o k 	 A x e n d a 	 F o o n u b u k 	 L e a b h a i r   f  i n 
 
 S T R _ I D _ P H B _ O P T I O N _ I P _ D I A L 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s 	 I P   d i a l 	 I P d_	 I P bS	 B#  I P 	 M a r c a r   d i r e c c i  n   I P 	 N u m  r o t a t i o n   I P 	 I P - E i n w a h l 	 I P   A>548=5=85	 C o m p o n i   I P 	 '*5'D  9(1  I P 	 M a r c a r   I P 	 I P   a r a m a   	 I P   q u a y   s 	 S a m b u n g   I P 	 D a i l   I P 	 		  *	@	  !	>	/	2		 I P   O p k a l d 	 I P   v o l b a 	 P o Bc z e n i e   I P 	 I P   t  r c s  z  s 	 I P - v a l i n t a 	 I P - o p p r i n g i n g 	 I P   V o >b a 	 I P - k i e z e n 	 V I P - u p p r i n g n i n g 	 I P   b i r a n j e 	 A p e l a r e   I P 	 I P   K l i c 	   	   I P 	 I P   018@0=5	 	/	*	@	  !	>	/	2		 4E'1G  1  I P 	 "&  ~  '&D  ,&	   	 				  						 
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	 *?  !/2M	 01V@  I P 	 



  



	   	 U k u d a y e l a   i - I P 	 U d a y e l o   l w e - I P 	 U p i g a j i   I P 	 I P - s k a k e l 	 I P   r i n k i m a s 	 I P   z v a n s 	 I P - k  n e 	 I P   patapa~axt	 I P 	 A p e l a r e   I P 	 I P   !
/
2
M

 	 I P   !>_2	 R e n i a   e   I P - s e 	 I P   						 0P   t e l e f o n u 	 I P d_	 M a r c a t g e   I P 	 A p p e l   I P 	 I P - v a l 	 M a r c a d o   I P 	 8@0Z5  I P 	 D i s c a g e m   I P 	 I P   p o z i v a n j e 	 D a e l a   I P 	 I P   d i a l 	 I P   d i a l 	 K i r a   d a   I P 	 T  t    I P 	 I P   B5@C	 I P   d i a l a 	 I P   d i a l 	 M a r c a c i  n r   I P 	 P a   I P 	 D i a i l i g h   I P 
 
 S T R _ I D _ P H B _ O P T I O N _ S E N D _ S M S 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s 	 S e n d   t e x t   m e s s a g e 	 P!|
	 SwO	 *HI-'2!1'-1)#	 E n v i a r   S M S 	 E n v o y e r   S M S 	 T e x t n a c h r i c h t   s e n d e n 	 B?@028BL  S M S 	 I n v i a   S M S 	 '13'D  13D)  F5J)	 E n v i a r   S M S 	 S M S   g  n d e r   	 G i   t i n   n h n 	 K i r i m   p e s a n   t e k s 	 H a n t a r   m e s e j   t e k s 	   	G		M	8	M		  8		&	G	6	  -	G		G		 	 S e n d   S M S 	 O d e s l a t   S M S 	 W y [l i j   S M S 	 S M S    z e n e t   k  l d  s e 	 L  h e t    S M S 	 S e n d   S M S 	 O d o s l a e  S M S 	 S M S   v e r s t u r e n 	 S k i c k a   s m s - m e d d e l a n d e 	 P o aa l j i   S M S 	 E x p e d i e r e   S M S 	 P o al j i   S M S 	   S M S 	     S M S 	 7?@0B8  S M S 	 	8		.		8	  *	>	 	5	>		 A13*'/F  ~J'E  E*F	 '3  'E  '3  (,&	       	 		. 		. 		.   						 
8
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	 8M8M  **A.A	 04VA;0B8  S M S 	 S M S   




	     	 S e n d   S M S 	 S e n d   S M S 	 S e n d   S M S 	 S t u u r   t e k s b o o d s k a p 	 S e n d   S M S 	 S e n d   S M S 	 S e n d   S M S 	 S e n d   S M S 	 S e n d   S M S 	 S e n d   S M S 	 	 	 D e r g o   m e s a z h   t e k s t i 	 			  						  								 M Yt n   m e s a j 1n 1  g  n d Yr 	 PeW[
o`	 E n v i a   m i s s a t g e   d e   t e x t 	 E n v o y e r   u n   m e s s a g e   t e x t e 	 S e n d a   t e x t a s k i l a b o  	 E n v i a r   m e n s a j e   d e   t e x t o 	 A?@0B8  B5:ABC0;=0  ?>@0:0	 E n v i a r   m e n s a g e m   d e   t e x t o 	 P o aa l j i   t e k s t u a l n u   p o r u k u 	 R o m e l a   m o l a e t s a   w a   m o n g o l o 	 M a g p a d a l a   n g   m e n s a h e n g   t e x t 	 S e n d   t e x t   m e s s a g e 	 S a k  o 	 F i    r    r a n c  	 BV=  E010@K=  6V15@C	 M e z u a   b i d a l i 	 M a g p a d a l a   n g   m e n s a h e n g   t e k s t o 	 E n v i a r   m e n s a x e   d e   t e x t o 	 Z i p   o z i   e d e r e e d e 	 S e o l   t e a c h t a i r e a c h t   t  a c s 
 
 S T R _ M I T E M 1 0 1 	 P h o n e B o o k 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M e n u   i t e m   s t r i n g   f o r   S e a r c h   E n t r y 	 S e a r c h   c o n t a c t 	 d\oa}N	 g~bT|N	 #2"2#I+2	 B u s c a r   e n t r a d a 	 R e c h e r c h e r   l ' e n t r  e 	 E i n t r a g   s u c h e n 	 >8A:  :>=B0:B0	 C e r c a   c o n t a t t o 	 J-+  9F  'DE*5D	 P r o c u r a r   e n t r a d a 	 G i r i _i   a r a 	 T  m   t  n 	 E n t r i   P e n c a r i a n 	 E n t r i   c a r i a n 	 *	M	0	5	?	7	M		?	  	K		G			 S  g   P o s t 	 H l e d a t   z  z n a m 	 S z u k a j   p o z y c j i 	 B e j e g y z  s   k e r e s  s e 	 H a k u t i e t o 	 S  k   i   o p p f  r i n g e r 	 H >a d a e  z  z n a m 	 I n v o e r   z o e k e n 	 S  k   k o n t a k t 	 P r o n a i   u n o s 	 C u t a r e   i n t r a r e 	 I a
i   V n o s 	   	   	 "J@A8  0?8A	 	(	M		M	0	@	  6	K	'	>		 E/.D  ,3*,H	 'F/1',  *D'4  ,&	   	 							  									  					 *
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	 M0@22K  5F$AA.A	 (C:0B8  70?8A	 







  



  	   	 C i n g a   o x h u m a n a   n a y e 	 K h a n g e l a   u m q h a g a m s h e l w a 	 T a f u t a   j i n a 	 S o e k   i n   i n s k r y w i n g 	 I e ak o t i   k o n t a k t o 	 M e k l t   k o n t a k t u 	 K o n t a k t i   o t s i n g 	 Hxvel  oxvao	   	 C u t a r e   c o n t a c t 	 8
.
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	 8.M*0M  8(M'>(  0(M$A	 K e r k o   k o n t a k t i n 	 									  						  				 l a q Y  n  m r Ys i n i   a x t a r 	 d\oa}N	 C e r c a   c o n t a c t e 	 R e c h e r c h e   d e   c o n t a c t 	 L e i t a   a    t e n g i l i  	 B u s c a r   c o n t a c t o 	 @510@0X  :>=B0:B	 P r o c u r a r   c o n t a t o 	 T r a ~i   k o n t a k t 	 B a t l a   l e b i t s o 	 H a n a p i n   a n g   k o n t a k 	 S e a r c h   c o n t a c t 	 N i m a   s u n a n y e 	 W    o l  b  s  r    k i r i 	 AB5A  :VAV  V745C	 N o r b a i t   b i l a t u 	 H a n a p i n   a n g   k o n t a k 	 P r o c u r a r   c o n t a c t o 	 C h   a h a   n d i   a n a   k p 	 C u a r d a i g h   t e a g m h  l a  
 
 S T R _ I D _ P H B _ A D D _ N E W _ C O N T A C T 	 P h o n e B o o k 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M e n u   i t e m   s t r i n g   f o r   N e w   E n t r y 	 A d d   n e w   c o n t a c t 	 ReQoa}N	 mRT|N	 @4H!9I4H-C+!H	 A  a d i r   c o n t a c t o   n u e v o   	 A j o u t e r   n o u v e a u   c o n t a c t 	 N e u e n   K o n t a k t   h i n z u f  g e n 	 >1028BL  =>2K9  :>=B0:B	 A g g i u n g i   n u o v a   v o c e 	 '6'A)  'DE/.D  'D,/J/	 A d i c i o n a r   n o v o   c o n t a c t o 	 Y e n i   k i _i   e k l e 	 T h  m   t  n   	 T a m b a h   E n t r i   B a r u 	 T a m b a h   k e n a l a n   b a r u 	 (	/	>	  8		*	0	M		  	K	!	<	G			 T i l f  j   N y   P o s t 	 P Yi d a t   n o v    z  z n a m 	 D o d a j   n o w   p o z y c j 	  j   p a r t n e r   h o z z  a d  s a 	 L i s     u u s i   t i e t o 	 L e g g   t i l   n y   o p p f  r i n g 	 P r i d a e  n o v    z  z n a m 	 C o n t a c t   t o e v o e g e n 	 L  g g   t i l l   k o n t a k t 	 D o d a j   n o v i   u n o s 	 A d u g a r e   c o n t a c t   n o u 	 D o d a j   N o v   V n o s 	     	       	 >1028  >2  0?8A	 
	!	  (	M	/	B	  	(	M		M	0	@		 'A2H/F  E.'7(  ,/J/	 F'  'F/1',  ,&	     	 				  									  			  					 (
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  





  




	     	 N g e z a   o m u s h a   o x h u m a n a   n a y e 	 Y o n g e z a   u m q h a g a m s h e l w a   o m t s h a 	 O n g e z a   j i n a   j i p y a 	 V o e g   n u w e   k o n t a k   b y 	 P r i d t i   n a u j   k o n t a k t 	 P i e v i e n o t   j a u n u   k o n t a k t p e r s o n u 	 L i s a   u u s   k o n t a k t 	 1~elavel  vx  oxvao	     	 A d u g a r e   c o n t a c t   n o u 	 	 	 	 				  							  			  				 Y e n i   Yl a q Y  n  m r Ys i n i   Yl a v Y  e t 	 eXoa}N	 A f e g e i x   c o n t a c t e   n o u 	 A j o u t e r   u n   n o u v e a u   c o n t a c t 	 B  t a   v i    t e n g i l i  	 A g r e g a r   c o n t a c t o   n u e v o 	 >40X  =>2  :>=B0:B	 A d i c i o n a r   n o v o   c o n t a t o 	 D o d a j   n o v i   k o n t a k t 	 E k e t s a   l e b i t s o   l e   l e t j h a 	 M a g d a g d a g   n g   b a g o n g   k o n t a k 	 A d d   n e w   c o n t a c t 	 K a r a   s a b o n   s u n a n y e 	 F i   o l  b  s  r    t i t u n   k  n 	 00  VAB5A  :VAV  >AC	 I z e n   b e r r i a   g e h i t u 	 M a g d a g d a g   n g   b a g o n g   k o n t a k 	 E n g a d i r   n o v o   c o n t a c t o 	 G b a k w n y e   a h a   h r   n ' a h a   n d   a n a - a k p 	 C u i r   t e a g m h  l a    l e i s 
 
 S T R _ M I T E M 1 0 1 0 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s - > v i e w 	 V i e w 	 j	 gw	 A*	 V e r 	 V o i r 	 A n s i c h t 	 !<>B@. 	 V i s u a l i z z a 	 916	 V e r 	 G  r  n  m 	 X e m   	 L i h a t 	 L i h a t 	 &	G		G			 S e 	 Z o b r a z i t 	 P o d g l d 	 N  z e t 	 N  y t  	 S e 	 Z o b r a z i e	 B e k i j k e n 	 V i s a 	 P r e g l e d 	 V i z u a l i z a r e 	 P o g l e d 	 	 	 86	 *	9	>		 E4'G/G	 /&	 	 					 &
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>
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	 &(M$A	 	 						 B a x m a q 	 gw	 M o s t r a 	 A f f i c h e r 	 S k o  a 	 V i s u a l i z a r 	 @53;54	 E x i b i r 	 P o g l e d a j 	 T j h e b o 	 T i n g n a n 	 V i e w 	 D u b a 	 W     	 @V=VA	 I k u s i 	 T i n g n a n 	 V e r 	 G o s i p t a 	 A m h a r c 
 
 S T R _ M I T E M 1 0 1 3 	 P h o n e B o o k 	 I C O N T E X T ,   T I T L E 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s - > C o p y   E n t r y 	 C o p y   t o 	 0R	 
Y6R0R	 1%-	 C o p i a r 	 C o p i e r 	 K o p i e r e n 	 >?8@>20BL	 C o p i a 	 F3.	 C o p i a r 	 K o p y a l a 	 S a o   c h  p 	 S a l i n 	 S a l i n 	 	I	*	@	  	0	G		 	 K o p i  r 	 K o p  r o v a t 	 K o p i u j 	 M  s o l  s 	 K o p i o i 	 K o p i e r 	 K o p  r o v a e	 K o p i  r e n 	 K o p i e r a 	 K o p i r a n j e 	 C o p i e r e 	 K o p i r a j 	 	 	 >?8@09	 	I	*	@		 ~	 H~  ,&	   	 			  					 (

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	 >*@	 !:>?VN20B8	 


  


	 	 K o p i s h a 	 K h u p h e l a 	 N a k i l i 	 K o p i e e r 	 K o p i j u o t i 	 K o p t 	 K o p e e r i 	 Jasevel	   	 C o p i e r e 	 *

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	 *?  0(M$A	 	 										 S  r Yt i n i    1x a r 	 	 C o p i a 	 C o p i e r 	 A f r i t a 	 C o p i a r 	 >?8@0X	 C o p y 	 K o p i r a j 	 K o p i t s a 	 K o p y a h i n 	 C o p y 	 T a u k a 	 D   k 	 HV@C	 K o p i a t u 	 K o p y a h i n 	 C o p i a r 	 K p a 	 C  i p e  i l 
 
 S T R _ M I T E M 1 0 1 4 	 P h o n e B o o k 	 I C O N T E X T ,   T I T L E 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s - > M o v e 	 M o v e   t o 	 ,dy0R	 yR0R	 "I2"	 M o v e r 	 D  p l a c e r 	 V e r s c h i e b e n 	 5@5<5AB8BL	 S p o s t a 	 *-1JC	 M o v e r 	 T a _1	 D i   c h u y n 	 P i n d a h 	 P i n d a h 	 8	M	%	>	(	>		$	0	#	  	0	G		 	 F l y t 	 P Ye s u n o u t 	 P r z e n i e [	  t h e l y e z  s 	 S i i r r  	 F l y t t 	 P r e s u n  e	 V e r p l a a t s e n 	 F l y t t a 	 P r e m j e at a n j e 	 M u t a r e 	 P r e m a k n i 	 	 	 @5<5AB8	 	>		 'F*B'D	 EF*BD  ,&	 	 					 9
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	 .A5M	 5@5<VAB8B8	 




	 	 H a m b i s a 	 Y i s e 	 H a m i s h a 	 S k u i f 	 P e r k e l t i 	 P r c e l t 	 T e i s a l d a 	 Oeraxmel	 	 M u t a r e 	 

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	 (?(M$A	 	 		  					 K    r 	 yR	 D e s p l a  a 	 D  p l a c e r 	 F  r a 	 M o v e r 	 @5<5AB8	 M o v e r 	 P r e b a c i 	 T s a m a i s a 	 I l i p a t 	 M o v e 	 Z u k u  d a 	 G b    e 	 K;6KBC	 M u g i t u 	 I l i p a t 	 M o v e r 	 P a g h a a 	 A i s t r i g h 
 
 S T R _ M I T E M 1 0 1 0 _ S E A R C H 	 P h o n e B o o k 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S e a r c h   o p t i o n s - > s e a r c h 	 S e a r c h 	 d\	 g~b	 I+2	 B u s c a r 	 R e c h e r c h e r 	 S u c h e n 	 >8A:	 R i c e r c a 	 (-+	 P r o c u r a r 	 A r a 	 T  m   	 C a r i 	 C a r i 	 8	0	M			 S  g 	 H l e d a t 	 S z u k a j 	 K e r e s  s 	 H a e 	 S  k 	 H >a d a e	 Z o e k e n 	 S  k 	 T r a ~i 	 C u t a r e 	 I a
i   	 	 	 "J@A8	 6	K	'	>		 ,3*,H	 *D'4  ,&	 	 										 
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	 8F0MM	 (C:0B8	 



	 	 C i n g a 	 K h a n g e l a 	 T a f u t a 	 S o e k 	 I e ak o t i 	 M e k l t 	 O t s i n g 	 Hxvel	 	 C u t a r e 	 $
F
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	 8(M'>(  0(M$A	 	 							 A x t a r 1_	 d\	 C e r c a 	 R e c h e r c h e r 	 L e i t 	 B u s c a r 	 @510@0X	 P r o c u r a r 	 P r e t r a ~i 	 B a t l a 	 H a n a p i n 	 S e a r c h 	 N e m a 	 W    a   k i r i 	 745C	 	 	 	 	 
 
 S T R _ N O _ E N T R I E S _ M E S S A G E 	 P h o n e B o o k 	 P O P U P 	 N o   e n t r i e s   m e s s a g e 	 N o   c o n t a c t 	 !qoa}N	 eT|N	 D!H!5#2"
7H-	 N o   h a y   c o n t a c t o s 	 P a s   d e   c o n t a c t 	 K e i n   K o n t a k t 	 "5;.   :=830  -   ?CAB0O	 R u b r i c a   t e l e f o n i c a   v u o t a 	 D'  *H,/  ,G)  '*5'D	 L i s t a   t e l e f  n i c a   v a z i a 	 T e l e f o n   D e f t e r i   B o _	 K . c    s   l . l c 	 B u k u   T e l p o n   K o s o n g ! 	 T i a d a   h u b u n g a n 	 +	K	(	  *	A	8	M	$	?		>	  	>	2	@		 T e l e f o n b o g   T o m ! 	 T e l e f o n n    s e z n a m   j e   p r  z d n  ! 	 S k a s u j   s p i s   t e l e f o n  w ! 	 N i n c s   p a r t n e r 	 P u h e l i n l u e t t e l o   t y h j  ! 	 T e l e f o n b o k   t o m ! 	 T e l e f  n n y   z o z n a m   j e   p r  z d n y ! 	 G e e n   c o n t a c t e n 	 T e l e f o n b o k e n    r   t o m ! 	 T e l e f o n s k i   i m e n i k   j e   p r a z a n ! 	 A g e n d a   e s t e   g o a l 	 T e l e f o n s k i   I m e n i k   P r a z e n ! 	     ! 	     	 "5;5D>==0B0  =830  5  @07=0! 	 +	K	(	  ,	A		  0	?		M	$	  ! 	 /A*1G  *DAF  .'D3*	 ! AHF  (  .'D	       	 			  									  					  				 
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  	    	 I b h u k u   l e z i n g c i n g o   a l i n a l u t h o 	 I n c w a d i   y e f o w n i   a y i n a n t o 	 K i t a b u   c h a   s i m u   k i k o   w a z i 	 G e e n   k o n t a k 	 T e l e f o n s  k n y g a   t u a
i a 	 T e l e f o n u   g r m a t a   t u k aa 	 T e l e f o n i r a a m a t   t  h i 	 @e|amx}ackh  daao  g	     	 A g e n d   t e l e f o n i c   g o a l 	 +
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 
 S T R _ I D _ P H B _ N A M E _ N U M _ R E Q U I R E _ A L L 	 P h o n e B o o k 	 P O P U P 	 E r r o r   m e s s a g e 	 I n p u t   n a m e   a n d   n u m b e r 	 ˊ8eQY
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7H-A%0+!2"@%	 I n t r o d u z c a   s u   n o m b r e   y   n  m e r o 	 E n t r e r   u n   n o m   e t   u n   n u m  r o 	 N a m e   u n d   N u m m e r   e i n g e b e n 	 2548B5  8<O  8  =><5@	 I m m e t t i   n o m e   e   n u m e r o 	 #/.D  'D'3E  H  'D1BE	 I n t r o d u z i r   n o m e   e   n  m e r o 	 A d   v e   n u m a r a   g i r   	 H  y   n h p   v  o   t  n   v      s 	 M a s u k k a n   n a m a   d a n   n o m o r 	 M a s u k k a n   n a m a   d a n   n o m b o r 	 	(	*	A		  (	>	.	  	0	  (		,	0	   	 	 	 	 N  v    s   s z  m   m e g a d  s a 	 	 	 	 G e e f   n a a m   e n   n u m m e r   o p 	 	 	 I n t r o d u c e ci   u n   n u m e   _i   u n   n u m r   d e   t e l e f o n 	 	 	     	 	 	 F'E  H  4E'1G  1'  H'1/CFJ/	 	 	 			  	  					  								  					 	 	 	 	       	 F a k a   i g a m a   n e n o m b o l o 	 F a k a   i g a m a   n e n o m b o l o 	 I n g i z a   j i n a   n a   n a m b a 	 S l e u t e l   n a a m   e n   n o m m e r   i n 	 .v e s t i   v a r d   i r   n u m e r /	 I e v a d i e t   v r d u   u n   n u m u r u 	 S i s e s t a   n i m i   j a   n u m b e r 	 Dxace  avxvh    patah	       	 I n t r o d u c e ci   n u m e l e   _i   n u m r u l 	 *
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TW[S_x	 I n t r o d u  u   n o m   i   n  m e r o 	 E n t r e z   l e   n o m   e t   l e   n u m  r o 	 S e t j a   i n n   n a f n   o g   n  m e r 	 I n g r e s a r   e l   n o m b r e   y   n  m e r o 	 =5A8  8<5  8  1@>X	 I n s e r i r   n o m e   e   n  m e r o 	 U n e s i   i m e   i   b r o j 	 K e n y a   l e b i t s o   l e   n o m o r o 	 I p a s o k   a n g   p a n g a l a n   a t   n u m e r o 	 I n p u t   n a m e   a n d   n u m b e r 	 R u b u t a   s u n a   k u m a   l a m b a 	 T   o r  k   a t i   n m b a   s  i 	 BK=  6=5  =<V@V=  5=3V7VV7	 	 	 	 	 
 
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Tb_x	 eQY
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7H-+#7-+!2"@%	 I n t r o d u z c a   u n   n o m b r e   o   u n   n  m e r o 	 E n t r e r   n o m   o u   n u m  r o 	 E n t w e d e r   N a m e   o d e r   N u m m e r   e i n g e b e n 	 2548B5  8<O  8;8  =><5@  	 I n p u t   n o m e   o   n u m e r o 	 '/.D  'D'3E  #H  'D1BE	 I n t r o d u z i r   n o m e   o u   n  m e r o 	 A d 1  y a   d a   n u m a r a y 1  g i r i n 	 H  y   n h p   v  o   t  n   h o c   s 	 M a s u k a n   n a m a   a t o u   n o m o r 	 M a s u k k a n   s a m a   a d a   n a m a   a t o u   n o m b o r 	 	(	*	A		  (	>	.	  /	>	  (		,	0	  !	>	2	G			 T a s t   n a v n   e l l e r   n u m m e r 	 V l o ~t e   j m  n o   n e b o   
 s l o 	 W p r o w a d z  n a z w   a l b o   n u m e r 	 A d j a   m e g   a   n e v e t   v a g y   a   t e l e f o n s z  m o t 	 A n n a   j o k o   n i m i   t a i   n u m e r o 	 F  r   i n n   e n t e n   n a v n   e l l e r   n u m m e r 	 V l o ~t e   m e n o   a l e b o   
 s l o 	 G e e f   n a a m   o f   n u m m e r   o p 	 M a t a   i n   n u m m e r   e l l e r   n a m n 	 U n e s i t e   i m e   i l i   b r o j 	 I n t r o d u c e ci   n u m e l e   s a u   n u m r u l   d e   t e l e f o n 	 V n e s i   I m e   A l i   `t e v i l k o 	       	       	 J2548  8<5  8;8  =><5@	 (	>		5	  	?		5	>	  	M	0	.	>			  	(	M		0	  	0	>		 F'E  J'  4E'1G  1'  H'1/CFJ/	 F'E  '  FE(1D	         	 			  		  					  								  						 (
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	         	 F a k a   i g a m a   n o m a   i n o m b o l o 	 F a k a   n o k u b a   l i g a m a   o k a n y e   y i n o m b o l o 	 I n g i z a   a i d h a   j i n a   n a   n a m b a 	 S l e u t e l    f   n a a m    f   n o m m e r   i n 	 .v e s t i   v a r d   a r b a   n u m e r /	 I e v a d i e t   v r d u   v a i   n u m u r u 	 S i s e s t a   n i m i   v  i   n u m b e r 	 Dxace  avxvh  oat  patah	       	 I n t r o d u c e ci   n u m e l e   s a u   n u m r u l 	 *
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	 (>.  ?.M,>  (.M,0  (*A  0(M$A	 	 			  					  					  					  				 A d   v Y  y a   n  m r Yn i   d a x i l   e t 	 P8eQ
TW[b_x	 I n t r o d u  u   n o m   o   n  m e r o 	 E n t r e z   l e   n o m   o u   l e   n u m  r o 	 S e t j a   i n n   a n n a    h v o r t   n a f n   e  a   n  m e r 	 I n g r e s a r   e l   n o m b r e   o   n  m e r o 	 =5A8  8<5  8;8  1@>X	 I n s e r i r   n o m e   o u   n  m e r o 	 U n e s i   i m e   i l i   b r o j 	 K e n y a   l e b i t s o   k a p a   n o m o r o 	 I p a s o k   a n g   p a n g a l a n   o   n u m e r o 	 I n p u t   e i t h e r   n a m e   o r   n u m b e r 	 R u b u t a   s u n a   k o   l a m b a 	 T   y  l    o r  k   t a b i   n m b a   s  i 	 BK=40  6=5  =<V@V=45  5=3V7VV7	 	 	 	 	 
 
 S T R _ I D _ P H B _ N A M E _ R E Q U I R E 	 P h o n e B o o k 	 P O P U P 	 E r r o r   m e s s a g e 	 P l e a s e   e n t e r   n a m e 	 ˊ8eQY
T	 eQY
T	 B#C*H
7H-	 P o r   f a v o r ,   i n t r o d u z c a   u n   n o m b r e 	 V e u i l l e z   e n t r e r   u n   n o m 	 B i t t e   N a m e   e i n g e b e n 	 2548B5  8<O	 S c r i v i   n o m e 	 '/.D  'D'3E	 I n t r o d u z a   o   n o m e 	 L  t f e n   a d 1  g i r i n 	 H  y   n h p   v  o   t  n 	 M a s u k a n   n a m a 	 S i l a   m a s u k k a n   n a m a 	 	C	*	/	>	  (	>	.	   	 T a s t   v e n l i g s t   n a v n 	 V l o ~t e   j m  n o   p r o s  m 	 W p r o w a d z  n a z w 	 K  r e m ,   a d j a   m e g   a   n e v e t 	 A n n a   n i m i 	 V e n n l i g s t   f  r   i n n   n a v n 	 V l o ~t e   m e n o   p r o s  m 	 G e e f   n a a m   o p 	 V  n l i g e n   m a t a   i n   n a m n 	 U n e s i t e   i m e 	 V   r u g m   s   i n t r o d u c e ci   n u m e l e 	 P r o s i m   V n e s i   I m e 	   	   	 >;O,   2J2548  8<5	 (	>		5	  	(	M		0	  	0	>		 D7A'  F'E  1'  H'1/CFJ/	 (1'&      E1('F  F'E  D	       	 							  			  			  								  					 
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	     	 S i c e l a   u f a k e   i g a m a 	 N c e d a   f a k a   i g a m a 	 T a f a d h a l i   i n g i z a   j i n a 	 S l e u t e l   a s s e b l i e f   n a a m   i n 	 .v e s k i t e   v a r d 	 L kd z u ,   i e v a d i e t   v r d u 	 S i s e s t a   n i m i 	 =vdxt  ev  txacel  avxvh	 ,     	 I n t r o d u c e ci   n u m e l e 	 &
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TW[	 I n t r o d u  u   n o m 	 V e u i l l e z   s a i s i r   l e   n o m 	 S l   u   i n n   n a f n 	 I n g r e s a r   e l   n o m b r e 	 =5A5B5  8<5	 F a v o r   i n s e r i r   n o m e 	 U n e s i   i m e 	 K a   k o p o   k e n y a   l e b i t s o 	 P a k i p a s o k   a n g   p a n g a l a n 	 P l e a s e   e n t e r   n a m e 	 F a r a n t a   z u c i y a   r u b u t a   s u n a 	 J  w   t   o r  k   s  i 	 BK=  5=3V7VV7	 	 	 	 	 
 
 S T R _ I D _ P H B _ N U M _ R E Q U I R E 	 P h o n e B o o k 	 P O P U P 	 E r r o r   m e s s a g e 	 P l e a s e   e n t e r   n u m b e r 	 ˊ8eQ_x	 eQSx	 B#C*H@%+!2"	 P o r   f a v o r ,   i n t r o d u z c a   u n   n  m e r o 	 V e u i l l e z   e n t r e r   u n   n u m  r o 	 B i t t e   N u m m e r   e i n g e b e n 	 2548B5  =><5@	 S c r i v i   n u m e r o 	 '/.D  'D1BE	 I n t r o d u z a   o   n  m e r o 	 L  t f e n   n u m a r a y 1  g i r i n 	 H  y   n h p   v  o   s 	 M a s u k a n   n o m o r 	 S i l a   m a s u k k a n   n o m b o r 	 	C	*	/	>	  (		,	0	  *	M	0	5	?	7	M		  	0	G			 T a s t   v e n l i g s t   n u m m e r 	 V l o ~t e   
 s l o   p r o s  m 	 W p r o w a d z  n u m e r 	 K  r e m ,   a d j a   m e g   a   s z  m o t 	 A n n a   n u m e r o 	 V e n n l i g s t   f  r   i n n   n u m m e r 	 V l o ~t e   
 s l o   p r o s  m 	 G e e f   n u m m e r   o p 	 V  n l i g e n   m a t a   i n   n u m m e r 	 U n e s i t e   b r o j 	 V   r u g m   s   i n t r o d u c e ci   n u m r u l   d e   t e l e f o n 	 P r o s i m   V n e s i   `t e v i l k o 	   	   	 >;O,   2J2548  =><5@	 	M	0	.	>			  	(	M		0	  	0	>		 D7A'  4E'1G  1'  H'1/CFJ/	 (1'&    E1('F  FE(1D	       	 							  			  					  								  					 
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	     	 S i c e l a   u f a k e   i n o m b o l o 	 N c e d a   f a k a   i n o m b o l o 	 T a f a d h a l i   i n g i z a   n a m b a 	 S l e u t e l   a s s e b l i e f   n o m m e r   i n 	 .v e s k i t e   n u m e r /	 L kd z u ,   i e v a d i e t   n u m u r u 	 S i s e s t a   n u m b e r 	 =vdxt  ev  txacel  patah	 ,     	 I n t r o d u c e ci   n u m r u l 	 &
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 
 S T R _ D E L E T E _ Q U E R Y _ M S G 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 D e l e t e   q u e r y   m e s s a g e 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  E l i m i n a r ? 	 E f f a c e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a 	 E3-	 E l i m i n a r ? 	 S i l ? 	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			?  	 S l e t 	 S m a z a t 	 S k a s u j 	 T  r l  s ? 	 P o i s t a 	 S l e t t 	 Z r u ai e	 V e r w i j d e r e n ? 	 T a   b o r t 	 I z b r i ai 	 ^t e r g e ci ? 	 I z b r i ai 	 	 ? 	 7B@89	 *	A	8	B	(	  	>		>	  	 -0A	 Ey'&	 	 					  			?   	 .
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 S T R _ D E L E T E A L L _ Q U E R Y _ S I M _ M S G 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   A l l   S I M   m e s s a g e 	 D e l e t e   a l l   S I M   c o n t a c t s ? 	 *RdhQS I M aSoa}N	  RdhQS I M aST|N	 %4!1I+!	  B o r r a r   S I M ? 	 S u p p r i m e r   S I M   ? 	 S I M   l  s c h e n ? 	 #40;8BL  2A5  87  S I M 	 E l i m i n a   T U T T O   I L   S I M 	 E3-  ,EJ9  EF  'D(7'B)	 E l i m i n a r   d o   S I M ? 	 T  m   S I M ' i   s i l 	 X  a   h t   t r o n g   S I M 	 H a p u s   S E M U A   S I M ? 	 H a p u s   s e m u a   S I M 	 8	?	.	  8	G	  8	-	@	  9		>			 	 S l e t   A L T   S I M 	 S m a z a t   V `E   n a   S I M 	 S k a s u j   c a B  z a w a r t o [  k a r t y   S I M 	 T e l j e s   S I M   t  r l  s e 	 P o i s t a   K O K O   S I M 	 S l e t t   A L T   S I M 	 Z m a z a e  V `E T K O   n a   S I M 	 S I M   v e r w i j d e r e n ? 	 T a   b o r t   A L L A   S I M - k o n t a k t e r 	 I z b r i ai t e   S V E   n a   S I M   	 ^t e r g e r e   t o t a l   S I M 	 Z b i r i ai   V S E   S I M 	       S I M 	   S I M ? 	 7B@89  A8G:>  2  !- :0@B0B0	 8	0	M	5	  8	?	.	  *	A	8	B	(	  	>		>	  	 S I M   -0A  4H/	 3E  3  3(  Ey'&	     	 					  					  				  				  							? 	 8
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 S T R _ D E L E T E A L L _ Q U E R Y _ P H O N E _ M S G 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   A l l   P h o n e   m e s s a g e 	 D e l e t e   a l l   p h o n e   c o n t a c t s ? 	 *RdhQKb_joa}N	  RdhQKb:gT|N	 %B#(1L? 	  B o r r a r   t e l  f o n o ? 	 S u p p r i m e r   t  l  p h o n e   ? 	 T e l e f o n   l  s c h e n ? 	 #40;8BL  2A5  87  B5;5D>=0	 E l i m i n a   i l   t e l e f o n o ? 	 E3-  ,EJ9  EF  'DG'*A	 E l i m i n a r   d o   t e l e f o n e ? 	 T  m   t e l e f o n u   s i l 	 X  a   h t   t r o n g   m  y 	 H a p u s   S E M U A   T e l p o n ? 	 H a p u s   t e l e f o n ? 	 +	K	(	  8	G	  8	-	@	  9		>			? 	 S l e t   A L T   T e l e f o n 	 S m a z a t   V `E   n a   t e l e f o n u 	 S k a s u j   w s z y s t k i e   o p i s y   i   n u m e r y 	 T e l j e s   k  s z  l  k   t  r l  s e 	 P o i s t a   K O K O   p u h e l i n 	 S l e t t   A L T   t e l e f o n 	 Z m a z a e  V `E T K O   n a   t e l e f  n e 	 T e l e f o o n   v e r w i j d e r e n ? 	 T a   b o r t   A L L A   t e l e f o n k o n t a k t e r 	 I z b r i ai t e   S V E   n a   t e l e f o n u 	 ^t e r g e r e   t o t a l   t e l e f o n 	 Z b r i ai   V S E   t e l e f o n e 	         	   ? 	 7B@89  A8G:>  2  "5;5D>=0	 8	0	M	5	+	K	(	  *	A	8	B	(	  	>		>	  	 *DAF  -0A  4H/	 AHF  3  3(  Ey'  &	     	 					  					  				  				  						? 	 8
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	    	 I b h u k u   l e z i n g c i n g o   l i g c w e l e 	 I n c w a d i   y e f o w n i   i g c w e l e 	 K i t a b u   c h a   s i m u   k i m e j a a 	 G e k o s e   b e r g p l e k   v o l 	 T e l e f o n s  k n y g a   p i l n a 	 T e l e f o n u   g r m a t a   p i l n a 	 T e l e f o n i r a a m a t   t  i s 	 @e|amx}ackh  lkv  g	     	 A g e n d   t e l e f o n i c   p l i n 	 +
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 
 S T R _ S I M _ F U L L _ M S G 	 P h o n e B o o k 	 P O P U P 	 S I M   f u l l   m e s s a g e 	 S I M   s t o r a g e   f u l l 	 S I M aS]n	 S I M aS]n	 5H@G@G!	 A l m a c e n a m i e n t o   l l e n o .   	 E s p a c e   d e   s t o c k a g e   p l e i n 	 S p e i c h e r m e d i u m   v o l l 	 0<OBL  S I M   -   ?>;=0O	 M e m o r i a   S I M   p i e n a !   	 0'C1)  'D(7'B)  EED$)	 M e m  r i a   c h e i a 	 D e p o l a m a   d o l u 	 B   n h   S I M      y 	 S i m p a n a n   P e n u h ! 	 P e n y i m p a n a n   p e n u h 	 8	M		K	0	G		  +	A	2		 S I M   H u k o m m e l s e   F u l d ! 	 P a m e  S I M   j e   p l n  ! 	 P a m i   k a r t y   S I M   p e Bn a ! 	 A   S I M   k  r t y a   m e g t e l t ! 	 S I M : i n   m u i s t i   t  y n n  ! 	 S I M - m i n n e   f u l l t ! 	 P a m  e  S I M   j e   p l n  ! 	 O p s l a g   v o l 	 S I M - m i n n e t    r   f u l l t 	 N a   S I M   k a r t i c i   n e m a   m j e s t a 	 M e m o r i e   p l i n 	 S I M   S k l a d i a
e   P o l n o ! 	   S I M   ! 	   	 0<5BB0  =0  !- :0@B0B0  J;=0! 	 8	?	.	  8	M		K	0	G		  +	A	2	  ! 	 E-D  0.1G  ~1  '3*	 !     3E  E  E-AH8  1F    ,  ~1	     	 									  					  					! 	 8
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 
 S T R _ P H O N E _ F U L L _ M S G 	 P h o n e B o o k 	 P O P U P 	 P h o n e   f u l l   m e s s a g e 	 P h o n e   s t o r a g e   f u l l 	 Kb_j]n	 Kb:g]n	 5H@G@G!	 A l m a c e n a m i e n t o   l l e n o .   	 E s p a c e   d e   s t o c k a g e   p l e i n 	 S p e i c h e r m e d i u m   v o l l 	 0<OBL  B5;.   -   ?>;=0O	 M e m o r i a   t e l e f o n o   p i e n o !   	 0'C1)  'DG'*A  EED$)	 M e m  r i a   c h e i a 	 D e p o l a m a   d o l u 	 B   n h   t r o n g   m  y      y 	 S i m p a n a n   P e n u h ! 	 P e n y i m p a n a n   p e n u h 	 8	M		K	0	G		  +	A	2		 T e l e f o n   H u k o m m e l s e   F u l d ! 	 P a m e  t e l e f o n u   j e   p l n  ! 	 P a m i   t e l e f o n u   p e Bn a ! 	 A   k  s z  l  k   t  r h e l y e   m e g t e l t ! 	 P u h e l i m e n   m u i s t i   t  y n n  ! 	 T e l e f o n m i n n e   f u l l t ! 	 P a m  e  t e l e f  n u   j e   p l n  ! 	 O p s l a g   v o l 	 T e l e f o n m i n n e t    r   f u l l t 	 N a   t e l e f o n u   n e m a   m j e s t a ! 	 M e m o r i e   p l i n 	 T e l e f o n s k o   S k l a d i a
e   P o l n o ! 	     ! 	   	 "5;5D>==0B0  0<5B  J;=0! 	 +	K	(	  8	M		K	0	G		  +	A	2	  ! 	 E-D  0.1G  ~1  '3*	 ! AHF  E  E-AH8  1F    ,  ~1	     	 									  					  					! 	 
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	     	 I s i l o n d o l o z i   s e f o n i   s i g c w e l e 	 I n d a w o   y o k u g c i n a   i f o w n i   i g c w e l e 	 H i f a d h i   y a   s i m u   i m e j a a 	 B e r g p l e k   v o l 	 T e l e f o n o   a t m i n t i n   p i l n a 	 T e l e f o n a   a t m i Fa   p i l n a 	 T e l e f o n i   m  l u   t  i s 	 @e|amx}k  pkwxrxiuxvh  lkv  g	     	 S t o c a r e   t e l e f o n   p l i n 	 +
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 
 S T R _ I D _ P H B _ N O _ E N T R Y _ T O _ S E L E C T 	 P h o n e B o o k 	 P O P U P 	 N o   e n t r y   c a n   b e   s e l e c t e d   m e s s a g e 	 N o   c o n t a c t   a v a i l a b l e 	 !qS(uoa}N	 eS(uT|N	 D!H!5#2"
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IDI	 N o   h a y   c o n t a c t o s   d i s p o n i b l e s 	 P a s   d e   c o n t a c t   d i s p o n i b l e 	 K e i n   K o n t a k t   v e r f  g b a r 	 5B  :>=B0:B>2  4;O  2K1>@0	 N e s s u n   c o n t a t t o   d a   s e l e z i o n a r e !   	 D'  *H,/  ,G)  '*5'D  E*'-)	 n e n h u m   c o n t a c t o   d i s p o n  v e l 	 S e  i l e c e k   g i r i _  y o k 	 K . c    s n   s   l . l c 	 T a k   a d a   E n t r i   u n t u k   d i p i l i h 	 T i a d a   h u b u n g a n   d i d a p a t i 	 	K		  8		*	0	M		  		*	2	,	M	
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7H-	 E d i t a r   e n t r a d a 	  d i t e r   l ' e n t r  e 	 E i n t r a g   b e a r b e i t e n 	  540:B.   :>=B0:B	 M o d i f i c a   c o n t a t t o 	 *9/JD  'DE*5D	 E d i t a r   e n t r a d a 	 G i r i _i   d  z e n l e 	 S a   	 U b a h   E n t r i 	 E d i t   e n t r i 	 *	M	0	5	?	7	M		?	  8		*	>	&	?	$	  	0	G			 R e d i g  r   P o s t 	 U p r a v i t   z  z n a m 	 E d y t u j   p o z y c j 	 B e j e g y z  s   s z e r k e s z t  s e 	 M u o k k a a   t i e t o a 	 E n d r e   o p p f  r i n g 	 U p r a v i e  z  z n a m 	 I n v o e r   b e w e r k e n 	  n d r a   k o n t a k t 	 U r e d i t e   u n o s 	 E d i t a r e   i n t r a r e 	 U r e d i   V n o s 	   	   	  540:B8@0=5  0?8A	 	(	M		M	0	@	  8		*	>	&	?	$	  	0	>		 H1'4  E/.D	 'F/1',  H  'y  ,&	   	 							  								  					 8
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7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e 	 '3E	 N o m e 	 A d 1	 N h p   t  n   	 N a m a 	 N a m a 	 (	>	.		 N a v n 	 J m  n o 	 N a z w a 	 N  v 	 N i m i 	 N a v n 	 M e n o 	 N a a m 	 N a m n 	 I m e 	 N u m e 	 I m e 	     	 	 <5	 (	>		5		 F'E	 F'E	 	 				 (
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 
 S T R _ C H O O S E _ S T O R A G E _ C A P T I O N 	 P h o n e B o o k 	 T I T L E 	 S t o r a g e   m e n u   c a p t i o n   s t r i n g 	 C h o o s e   s t o r a g e 	 2QX[MOnxd	 X[PMOn	b	 5H@G	 A l m a c e n a m i e n t o 	 E s p a c e   d e   s t o c k a g e 	 S p e i c h e r m e d i u m 	 K15@8B5  ?0<OBL	 S c e g l i   l a   m e m o r i a 	 '.*J'1  0'C1)	 A r m a z e n a g e m 	 D e p o l a m a 	 C h n   n i   l u 	 P i l i h   P e n y i m p a n a n 	 P e n y i m p a n a n 	 8	M		K	0	G		  ( -		!	>	0	#	) 	 V  l g   H u k o m m e l s e 	 V y b r a t   p a m e	 W y b i e r z   p a m i 	 T  r h e l y   k i v  l a s z t  s a 	 V a l i t s e   m u i s t i 	 V e l g   m i n n e 	 Z v o l i e  p a m  e	 O p s l a g 	 S p a r a   i 	 O d a b e r i t e   s p r e m a n j e 	 M e m o r i e 	 I z b e r i   S k l a d i a
e 	   	 	 715@8  0<5B  70  !JE@0=5=85	 8	M		K	0	G		  (	?	5	!	>		 0.1G	 E-AH8  1F  ,  EF*.(  ,&	   	 									  					  									 
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	   	 K h e t h a   i s i l o n d o l o z i 	 K h e t h a   i n d a w o   y o k u g c i n a 	 C h a g u a   h i f a d h i 	 B e r g p l e k 	 P a s i r i n k t i   a t m i n t i n 	 I z v l i e t i e s   s a g l a b aa n a s   v i e t u 	 V a l i   s a l v e s t u s k o h t 	 8vel  pkwxrxiuav  }ah	     	 A l e g e r e   s t o c a r e 	 8
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 
 S T R _ S T O R A G E _ L O C A T I O N _ S I M 	 P h o n e B o o k 	 I C O N T E X T 	 S t o r a g e   l o c a t i o n   T o   S I M 	 T o   S I M 	 S I M aS	 S I M aS	 D4!	 H a c i a   S I M 	 V e r s   c a r t e   S I M 	 Z u   S I M 	 S I M 	 A l l a   S I M 	 'DJ  'D(7'B)	 P a r a   S I M 	 S I M ' e 	 T r  n   S I M 	 K e   S I M 	 P a d a   S I M 	 8	?	.	  .	G			 T i l   S I M 	 N a   S I M 	 D o   p a m i c i   k a r t y   S I M 	 A   S I M - b e 	 S I M : i i n 	 T i l   S I M 	 N a   S I M 	 N a a r   S I M 	 S I M - m i n n e t   	 N a   S I M   k a r t i c u 	  n   S I M 	 V   S I M 	   S I M 	   S I M 	   !- :0@B0B0	 8	?	.		!	G		 /1  S I M 	 3E    E	 	 					 8
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	  	 K u   S I M 	 K w i S I M 	 K w a   S I M 	 O p   S I M 	 .  S I M   k o r t e l 	 U z   S I M 	 S I M - i l e 	 4ezk  S I M 	 S I M   	 P e   S I M 	 S I M 2
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 
 S T R _ S T O R A G E _ L O C A T I O N _ P H O N E 	 P h o n e B o o k 	 I C O N T E X T 	 S t r o r a g e   l o c a t i o n   T o   P h o n e 	 T o   p h o n e 	 Kb_j	 Kb:g	 DB#(1L	 H a c i a   t e l  f o n o 	 V e r s   l e   t  l  p h o n e 	 Z u m   T e l e f o n 	 "5;5D>=	 A l   t e l e f o n o 	 'DJ  'DG'*A	 P a r a   t e l e f o n e 	 T e l e f o n ' a 	 T r  n   M  y 	 K e   T e l p o n 	 P a d a   t e l e f o n 	 +	K	(	  .	G			 T i l   T l f . 	 N a   t e l e f o n 	 D o   p a m i c i   t e l e f o n u 	 A   k  s z  l  k b e 	 P u h e l i m e e n 	 T i l   t e l e f o n 	 N a   t e l e f  n 	 N a a r   t e l e f o o n 	 T e l e f o n e n m i n n e t 	 U   t e l e f o n 	  n   t e l e f o n 	 V   T e l e f o n 	   	 	   "5;5D>=0	 +	K	(		!	G		 /1  *DAF	 AHF  E  	 	 					 
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	  	 K u f o n i 	 K w i f o w n i 	 K w a   s i m u 	 I n   f o o n 	 .  t e l e f o n 	 U z   t e l e f o n u 	 T e l e f o n i 	 4ezk  pe|amx}	 	  n   t e l e f o n 	 +
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 
 S T R _ I D _ P H B _ A D D E D 	 P h o n e B o o k 	 P O P U P 	 a d d e d 	 A d d e d 	 ]ReQ	 ]mR	 @4H!A%I'	 A g r e g a d o 	 A j o u t  	 H i n z u g e f  g t 	 >102;5=>	 A g g i u n t o 	 *E  '6'A)	 A d i c i o n a d o 	 E k l e n d i   	    t h  m   v  o 	 D i t a m b a h k a n 	 D i t a m b a h 	 	K	!	<	>	  	/	>		 	 	 	 H o z z  a d v a 	 	 	 	 T o e g e v o e g d 	 	 	 N u m e   a d u g a t 	 	 	 	 	 	 'A2H/G  4/	 	 	 								 	 	 	 







	 	 K w e n g e z i w e 	 Y o n g e z i w e 	 I m e o n g e z w a 	 B y g e v o e g 	 P r i d t a 	 P i e v i e n o t s 	 L i s a t u d 	 1~ela~an  g	 	 A d u g a t 	 
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	 /K!>2>	 	 			  			  					 l a v Y  o l u n d u 	 ]eX	 S  h a   a f e g i t 	 A j o u t  	 B  t t   v i  	 A g r e g a d o 	 >4045=>	 A d i c i o n a d o 	 D o d a t o 	 E   e k e d i t s w e 	 N a i d a g d a g 	 A d d e d 	 Y a y i   k a r a 	 T i   f i   k  n 	 >AK;0=
 
 S T R _ I D _ P H B _ A D D _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 a d d ? 	 A d d ? 	 ReQ	 mR	 @4H!? 	  A g r e g a r ? 	 A j o u t e r  ? 	 H i n z u f  g e n ? 	 >1028BL? 	 A g g i u n g e r e ? 	 '6'A)	 A d i c i o n a r ? 	 E k l e n s i n   m i ?   	 T h  m   v  o ? 	 T a m b a h k a n ? 	 T a m b a h ? 	 	K	!	<	G		?  	 	 	 	 H o z z  a d j a ? 	 	 	 	 T o e v o e g e n ? 	 	 	 A d u g a ci ? 	 	 	 ? 	 	 	 'A2H/F	 	 	 			  ? 	 	 	 	 






  

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 
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 
 S T R _ C H O O S E _ N U M B E R _ C A P T I O N 	 P h o n e B o o k 	 T I T L E 	 C h o o s e   N u m b e r   T i t l e 	 C h o o s e   n u m b e r 	 xd_x	 	bSx	 @%7-+!2"@%	 E l e g i r   n  m e r o 	 C h o i s i r   l e   N u m  r o 	 N u m m e r   w  h l e n 	 K15@8B5  =><5@	 S c e g l i   i l   n u m e r o 	 '.*1  'D1BE	 E s c o l h e r   n  m e r o 	 N u m a r a   s e  i n 	 C h n   s 	 P i l i h   N o m o r 	 P i l i h   n o m b o r 	 (		,	0	  	A	(	G			 V  l g   N u m m e r 	 V y b r a t   
 s l o 	 W y b i e r z   n u m e r 	 T e l e f o n s z  m   k i v  l a s z t  s a 	 V a l i t s e   n u m e r o 	 V e l g   n u m m e r 	 V y b r a e  
 s l o 	 N u m m e r   k i e z e n 	 V  l j   n u m m e r 	 O d a b e r i t e   b r o j : 	 A l e g e r e   n u m r 	 I z b e r i   `t e v i l k o 	   	   	 715@8  ><5@	 	M	0	.	>			  (	?	5	!	>		 'F*.'(  4E'1G	 FE(1  EF*.(  ,&	   	 					  									 
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	     	 K h e t h a   i n o m b o l o 	 K h e t h a   i n o m b o l o 	 C h a g u a   n a m b a 	 K i e s   n o m m e r 	 P a s i r i n k t i   n u m e r /	 I z v l i e t i e s   n u m u r u 	 E i   o l e   n u m b r i t ,   m i d a   v a l i d a 	 8vel  pata	   	 A l e g e r e   n u m r 	 (
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 
 S T R _ V I E W _ P I C T U R E _ C A P T I O N 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 V i e w   P i c t u r e   c a p t i o n 	 V i e w   p i c t u r e 	 jWGr	 gwVGr	 A*#9 2	 V e r   i m a g e n 	 V o i r   l ' i m a g e 	 B i l d   a n z e i g e n 	 0AB02:0	 V i s u a l i z z a   f o t o 	 916  'D5H1)	 V e r   i m a g e m 	 R e s i m   g  r  n t  l e 	 X e m   t r a n h 	 L i h a t   G a m b a r 	 L i h a t   g a m b a r 	 	?	$	M	0	  &	G		G			 S e   B i l l e d e 	 O t e v Y t   o b r  z e k 	 P o d g l d   z d j 	 K  p   m e g t e k i n t  s e 	 N  y t    k u v a 	 S e   b i l d e 	 O t v o r i e  o b r  z o k 	 B e e l d   b e k i j k e n 	 V i s a   b i l d 	 P o g l e d a j   s l i k u 	 V i z u a l i z a r e   i m a g i n e 	 P o g l e j   S l i k o 	   	   	 86  0@B8=0	 	?	$	M	0	  *	9	>		 E4'G/G  *5H1	 *5H1  /&	   	 			  						 &
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	   	 H l o l a   i s i t h o m b e 	 J o n g a   u m f a n e k i s o 	 A n g a l i a   p i c h a 	 B e k y k   f o t o 	 P e r ~i kr t i   p a v e i k s l l /	 A p l kk o t   a t t l u 	 K u v a   p i l t 	 4kel  voa	   	 V i z u a l i z a r e   i m a g i n e 	 
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 
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7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e 	 '3E	 N o m e 	 A d 1	 T  n 	 N a m a 	 N a m a 	 (	>	.		 N a v n 	 J m  n o 	 N a z w a 	 N  v 	 N i m i 	 N a v n 	 M e n o 	 N a a m 	 N a m n 	 I m e 	 N u m e 	 I m e 	 	 	 <5	 (	>		5		 F'E	 F'E	 	 				 (
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TW[	 N o m 	 N o m 	 N a f n 	 N o m b r e 	 <5	 N o m e 	 I m e 	 L e b i t s o 	 P a n g a l a n 	 N a m e 	 S u n a 	 O r  k 	 BK	 	 	 	 	 
 
 S T R _ I D _ P H B _ M O B I L E _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 M o b i l e   N u m b e r   S t r i n g 	 N u m b e r 	 q_x	 5u݋Sx	 +!2"@%	 N  m e r o 	 N u m  r o 	 N u m m e r 	 ><5@	 N u m e r o 	 1BE	 N  m e r o 	 N u m a r a s 1	 S   	 N o m o r 	 N o m b o r 	 (		,	0		 N u m m e r 	  s l o 	 N u m e r 	 T e l e f o n s z  m 	 N u m e r o 	 N u m m e r 	  s l o 	 N u m m e r 	 N u m m e r 	 B r o j 	 N u m r 	 `t e v i l k a 	     	 	 ><5@	 	M	0	.	>				 4E'1G	 FE(1	 	 						 (
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 
 S T R _ M I T E M 1 0 9 	 P h o n e B o o k 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M e n u   i t e m   s t r i n g   f o r   C a l l e r   G r o u p s   o p t i o n 	 C a l l e r   g r o u p s 	 OD}	 eg5u~	 %8H!9IB#	 G r u p o s   d e   l l a m a d a 	 G r o u p e s   a p p e l a n t 	 A n r u f e r g r u p p e n 	 @C??K	 G r u p p i   d i   c h i a m a t e 	 E,EH9)  'DE*5DJF	 G r u p o s   d e   c o n t a c t o s 	 A r a m a   G r u p l a r 1	 N h  m   n g i   g i 	 K e l o m p o k     P e m a n g g i l 	 K u m p u l a n   p e m a n g g i l   	 	I	2	0	  8	.	B	9	   	 O p k a l d s   G r u p p e 	 S k u p i n a   v o l a j  c  c h 	 G r u p y   o s  b 	 H  v  c s o p o r t o k 	 S o i t t a j a r y h m  	 O p p r i n g e r g r u p p e 	 S k u p i n a   v o l a j  c i c h 	 O p r o e p g r o e p e n 	 G r u p p 	 P o z i v n a   s k u p i n a 	 G r u p   d e   a p e l a r e 	 K l i c n a   S k u p i n a 	   	   	 @C?0  =0  718@0I8O	 	I	2		0	M	$	>	  8	.	B	9		 1HGG'I  *E'3	 'D1  1H~	   	 				  						 .
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	     	 A m a q o q o   a b a s h a y i   z i n g c i n g o 	 A m a q e l a   a b a f o w n i 	 V i k u n d i   v y a   m p i g a j i   s i m u 	 B e l l e r g r o e p e 	 S k a m b i n t o j s  g r u p s 	 Z v a n +t j u   g r u p a s 	 H e l i s t a j a g r u p i d 	 6avcapatav  mtbe	   	 G r u p u r i   d e   a p e l a n ci 	 
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3
M

 	 20  K7M @A!?	 	 				  								 A r a y a n l a r   q r u p l a r 1	 qD}	 G r u p   d e   t r u c a d a 	 G r o u p e s   d e   c o n t a c t s 	 V i  m  l e n d a h  p a r 	 G r u p o s   d e   l l a m a d a 	 @C?8  =0  ?>28:C20G>B	 G r u p o s   d e   c h a m a d o r e s 	 G r u p e   p o z i v a l a c a 	 D i h l o p h a   t s a   b a l e t s i 	 M g a   p a n g k a t   n g   t u m a t a w a g 	 C a l l e r   g r o u p s 	 K i r a   d a   a d a d i 	 g b   o l  p  	 >K@0C  H0;CHK  B>?B0@K	 	 	 	 	 
 
 S T R _ S C R _ C A L L E R _ G R O U P _ C A P T I O N 	 P h o n e B o o k 	 T I T L E 	 T i t l e   s t r i n g   f o r   C a l l e r   G r o u p s   s c r e e n 	 V i e w   g r o u p s 	 gwD}	 gw~	 %8H!9IB#	 G r u p o   d e   l l a m a d o r e s 	 G r o u p e   d ' a p p e l a n t 	 A n r u f e r g r u p p e 	 @C??K	 G r u p p i   d i   c h i a m a t e 	 E,EH9)  'DE*5DJF	 G r u p o   d e   c h a m a d o r 	 A r a y 1c 1  g r u b u 	 N h  m   n g i   g i 	 K e l o m p o k     P e m a n g g i l 	 K u m p u l a n   p e m a n g g i l 	 	I	2	0	  	M	0	A	*		 O p k a l d s   G r u p p e 	 S k u p i n a   v o l a j  c  c h 	 G r u p y   o s  b 	 H  v  c s o p o r t o k 	 S o i t t a j a r y h m  	 O p p r i n g e r g r u p p e 	 S k u p i n a   v o l a j  c i c h 	 G r o e p   v a n   o p r o e p e r s 	 G r u p p 	 P o z i v n a   s k u p i n a 	 G r u p   d e   a p e l a r e 	 K l i c n a   S k u p i n a 	   	   	 @C?0  =0  718@0I8O	 	I	2		0	M	$	>	  8	.	B	9		 1HG  *E'3  1F/G	 'D1  1H~	   	 				  						 .
A
2
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
>
$
@
  8
.
B
9
	 >20M  M0B*A	 @C?0	 



  






	     	 A m a q o q o   a b a s h a y i   z i n g c i n g o 	 A m a q e l a   a b a f o w n i 	 V i k u n d i   v y a   m p i g a j i   s i m u 	 B e l l e r g r o e p 	 S k a m b i n t o j s  g r u p s 	 Z v a n +t j u   g r u p a s 	 H e l i s t a j a g r u p i d 	 6avcapatav  mtbe	   	 G r u p u r i   d e   a p e l a n ci 	 
K
3
0
M

   
M
0
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M
*
A
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3
M

 	 20  K7M @A!?	 	 				  				 A r a y a n l a r   q r u p l a r 1	 qD}	 G r u p   d e   t r u c a d a 	 G r o u p e s   d e   c o n t a c t s 	 V i  m  l e n d a h  p a r 	 G r u p o s   d e   l l a m a d a 	 @C?8  =0  ?>28:C20G>B	 G r u p o s   d e   c h a m a d o r e s 	 G r u p e   p o z i v a l a c a 	 D i h l o p h a   t s a   b a l e t s i 	 M g a   p a n g k a t   n g   t u m a t a w a g 	 C a l l e r   g r o u p s 	 K i r a   d a   a d a d i 	 g b   o l  p  	 >K@0C  H0;CHK  B>?B0@K	 	 	 	 	 
 
 S T R _ S C R _ C G _ D E T A I L S _ C A P T I O N 	 P h o n e B o o k 	 T I T L E ,   T E X T ,   H I N T ,   T W O S T A T E 	 T i t l e   s t r i n g   f o r   C a l l e r   G r o u p s   D e t a i l s   s c r e e n 	 C a l l e r   g r o u p   d e t a i l s 	 D}f0}	 ~f~	 I-!9%%8H!9IB#	 D e t a l l e s   d e l   g r u p o   d e   l l a m a d a 	 D  t a i l s   g r o u p e   a p p e l a n t 	 D e t a i l s   d e r   A n r u f e r g r u p p e 	 5B0;8  3@C??K  :>=B0:B>2	 D e t t a g l i   g r u p p i   d i   c h i a m a t e 	 *A'5JD  E,EH9)  'DE*5DJF	 D e t a l h e s   d o   g r u p o   d e   c o n t a c t o s 	 A r a m a   G r u p l a r 1  a y r 1n t 1l a r 1	 C h i   t i t   n h  m   n g  i   g i 	 P e r i n c i a n   K e l o m p o k   P e m a n g g i l 	 B u t i r a n   k u m p u l a n   p e m a n g g i l 	 	I	2	0	  8	.	B	9	  5	?	5	0	#		 O p k a l d s   G r u p p e 	 D e t a i l y   s k u p i n y   v o l a j  c  c h 	 O p i s y   g r u p   o s  b 	 H  v  c s o p o r t   a d a t a i 	 S o i t t a j a r y h m  n   y k s i t y i s k o h d a t 	 O p p r i n g e r g r u p p e   d e t a l j e r 	 D e t a i l y   s k u p i n y   v o l a j  c i c h 	 D e t a i l s   v a n   o p r o e p g r o e p 	 G r u p p d e t a l j e r 	 D e t a l j i   P o z i v n e   s k u p i n e 	 D e t a l i i   g r u p   d e   a p e l a r e 	 P o d r o b n o s t i   K l i c n e   S k u p i n e 	     	     	 @C?0  =0  718@0I8O  5B09;8	 	I	2		0	M	$	>	  8	.	B	9	  8	5	?	8	M	$	0		 ,2&J'*  1HG  *E'3	 'D1  1H~    *A5D	     	 				  						  					  	 .
A
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.
B
9
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0
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>
	 >20M  M0B*M  5?50>2A	 5B0;V  3@C?8	 



  




  




	       	 I m i n i n i n g w a n e   y a b a s h a y i   z i n g c i n g o 	 N k c u k a c h a   z e q e l a   l a b a f o w n i 	 M a e l e z o   y a   k i k u n d i   c h a   m p i g a j i   s i m u 	 B e l l e r g r o e p b e s o n d e r h e d e 	 S k a m b i n t o j s  g r u p s   i as a m i a u 	 Z v a n +t j u   g r u p a s   d e t a <a s 	 H e l i s t a j a g r u p i    k s i k a s j a d 	 6avcapaxrk  mtbk  tavata}ve	     	 D e t a l i i   g r u p   d e   a p e l a n ci 	 
K
3
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M

   
M
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M
  5
?
6
&
>

6

M

3
M

 	 20  K7M @A!?  8,?6G7	 	 				  				  						 A r a y a n l a r   q r u p   h a q q 1n d a   m Yl u m a t   	 qD}s`	 D e t a l l s   d e l   g r u p   d e   t r u c a d a 	 D  t a i l s   d u   g r o u p e   d e   c o n t a c t s 	 U p p l  s i n g a r   u m   v i  m  l e n d a h  p 	 D e t a l l e s   d e l   g r u p o   d e   l l a m a d a 	 5B0;8  70  3@C?8  =0  ?>28:C20G>B	 D e t a l h e s   d e   g r u p o   c h a m a d o r 	 P o d a c i   o   g r u p i   p o z i v a l a c a 	 D i n t l h a   t s a   s e h l o p h a   s a   b a l e t s i 	 M g a   d e t a l y e   n g   p a n g k a t   n g   t u m a t a w a g 	 C a l l e r   g r o u p   d e t a i l s 	 L a b a r i n   a   k i r a   d a   a d a d i 	  l  y    g b   o l  p  	 >K@0C  H0;CHK  B>1K=K  53659- B53659;5@V	 	 	 	 	 
 
 S T R _ G R P _ N A M E _ C A P T I O N 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 G r o u p   N a m e   C a p t i o n 	 G r o u p   n a m e 	 D}
T1z	 ~
Ty	 
7H-%8H!	 N o m b r e   d e   g r u p o 	 N o m   d u   g r o u p e 	 G r u p p e n n a m e 	 <O  3@C??K	 N o m e   d e l   g r u p p o 	 '3E  'DE,EH9)	 N o m e   d o   g r u p o 	 G r u p   a d 1	 N h  m   t  n 	 N a m a   K e l o m p o k 	 N a m a   k u m p u l a n 	 8	.	B	9	  	>	  (	>	.		 G r u p p e   N a v n 	 N  z e v   s k u p i n y 	 T y t u B  g r u p y 	 C s o p o r t   n e v e 	 R y h m  n   n i m i 	 G r u p p e n a v n 	 N  z o v   s k u p i n y 	 g r o e p n a a m 	 G r u p p n a m n 	 N a z i v   s k u p i n e 	 N u m e   g r u p 	 I m e   S k u p i n e 	   	   	 <5  =0  @C?0	 8	.	B	9	>		G	  (	>		5		 F'E  1HG	 1H~    '  F'E	   	 							  				 8
.
B
9
  (
>
.
	 M0B*A  *G0A	 0720  3@C?8	 







  


  	   	 I g a m a   l e q o q o 	 I g a m a   l e q e l a 	 J i n a   l a   k i k u n d i 	 G r o e p n a a m 	 G r u p s   p a v a d i n i m a s 	 G r u p a s   n o s a u k u m s 	 G r u p i   n i m i 	 =tbk  avxv	   	 N u m e   g r u p 	 
M
0
B
*
M
*
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(
M
1
F
  *
G
0
M
	 K7M @  (>.	 	 				  				 Q r u p u n   a d 1	 D}
T1z	 N o m   d e l   g r u p 	 N o m   d u   g r o u p e 	 H e i t i   h  p s 	 N o m b r e   d e l   g r u p o 	 <5  =0  3@C?0	 N o m e   d o   g r u p o 	 I m e   g r u p e 	 L e b i t s o   l a   s e h l o p h a 	 P a n g a l a n   n g   p a n g k a t 	 G r o u p   n a m e 	 S u n a   d a   a d a d i 	 O r  k   g b 	 ">?  0BK	 	 	 	 	 
 
 S T R _ C G _ R E N A M E _ F A I L _ M S G 	 P h o n e B o o k 	 P O P U P 	 C G   r e n a m e   f a i l   m s g 	 N a m e   a l r e a d y   e x i s t s 	 
T1z]X[(W	 
Ty]X[(W	 !5
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T1z]X[(W	 E l   n o m   j a   e x i s t e i x 	 L e   n o m   e x i s t e   d  j  	 H e i t i    e r    e g a r   t i l 	 E l   n o m b r e   y a   e x i s t e 	 <5B>  25\5  ?>AB>8	 N o m e   j    e x i s t e 	 I m e   v e   p o s t o j i 	 L e b i t s o   l e   s e   l e   l e   t e n g 	 M a y r o o n   n a n g   g a n y a n g   p a n g a l a n 	 N a m e   a l r e a d y   e x i s t s 	 S u n a   a   k a s a n c e 	 O r  k   t i   w    t l  	 B  1@K==0=  10@	 	 	 	 	 
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 S T R _ C A L L E R _ G R O U P _ 3 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 C a l l e r   G r o u p   3 	 V I P 	 V I P 	 V I P 	 *31
	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 4.5J)  G'E)	 V I P 	 V I P 	 V I P 	 S a n g a t   P e n t i n g 	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 V I P 	 V a ~n e   o s o b e 	 V I P 	 V I P 	 V I P 	 " 	 	 5	M	9	@		/	*	@		 '4.'5  EGE	 V I P 	     	 							 5
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 S T R _ C A L L E R _ G R O U P _ 4 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 C a l l e r   G r o u p   4 	 B u s i n e s s 	 B u s i n e s s 	 B u s i n e s s 	 8#4	 E m p r e s a r i a l 	 A f f a i r e s 	 G e s c h  f t 	  01>B0	 A f f a r i 	 'D9ED	 T r a b a l h o 	 i _	 C   q u a n 	 B i s n i s 	 P e r n i a g a a n 	 5	M	/	5	8	>	/		 F o r r e t n i n g e r 	 Z a m s t n  n  	 B i z n e s 	  z l e t i 	 L i i k e y r i t y k s e t 	 F o r r e t n i n g e r 	 P r  c a 	 Z a k e n 	 B u s i n e s s 	 P o s l o v n i 	 A f a c e r i 	 S l u ~b a 	 	 	 >;538	 5	M	/	5	8	>	/		 ('21'FI	 *,'1*	 	 							 5
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	 ,M_,8>_	 	 									 0_	 FUR	 N e g o c i s 	 T r a v a i l 	 V i n n a 	 E m p r e s a 	 5;>2=8	 C o m e r c i a l 	 P o s a o 	 K g w e b o 	 N e g o s y o 	 B u s i n e s s 	 S h a g a l i 	  w  	 A:5@8	 	 	 	 	 
 
 S T R _ C A L L E R _ G R O U P _ 5 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 C a l l e r   G r o u p   5 	 O t h e r s 	 O t h e r s 	 O t h e r s 	 -7HF	 O t r o s 	 A u t r e s 	 W e i t e r e s 	 @C385	 A l t r i 	 #.1HF	 O u t r o s 	 D i e r 	 N h  m   k h  c 	 L a i n - l a i n 	 L a i n - l a i n 	 	(	M	/		 A n d e t 	 O s t a t n  	 I n n i 	 E g y  b 	 M u u t 	 A n d r e 	 I n  	 O v e r i g e 	  v r i g a 	 O s t a l o 	 A l t e l e 	 D r u g i 	 	 	 @C38	 	$	0		 /J1'F	 /1	 	 									 9
K
0
	 $0A2A	 =HV	 




	 	 A b a n y e 	 A b a n y e 	 W e n g i n e 	 A n d e r 	 K i t a 	 C i t i 	 M u u 	 1ulx	 	 A l ci i 	 .
1
M
1
A
3
M
3
5
0
M

 	 (M_>(M_	 	 								 D i q Yr 	 vQN	 A l t r e s 	 A u t r e s 	 A n n a  	 O t r o s 	 @C38	 O u t r o s 	 O s t a l i 	 T s e   d i n g 	 I b a   P a 	 O t h e r s 	 W a n c a n 	 A w n   e l  m  r  n 	 0A0;0@K	 	 	 	 	 
 
 S T R _ I D _ P H B _ C A L L E R G R O U P _ M E M B E R _ L I S T 	 P h o n e B o o k 	 T I T L E 	 C a l l e r   G r o u p   M e m b e r   L i s t 	 G r o u p   m e m b e r s 	 D}bT	 ~bXT	 *!2
4%8H!	 M i e m b r o s   d e   g r u p o   	 M e m b r e s   d u   g r o u p e 	 G r u p p e n m i t g l i e d e r 	 !?8A>:  CG0AB=8:>2	 M e m b r i   g r u p p o 	 B'&E)  'D'96'!	 M e m b r o s   d o   g r u p o 	  y e l e r i   g r u p l a 	 D a n h   s  c h   t h  n h   v i  n 	 D a f t e r   a n g g o t a 	 S e n a r a i   a h l i 	 8	.	B	9	  	G	  8	&	8	M	/		 M e d l e m s   L i s t e 	 S e z n a m   
l e n o	 L i s t a   c z Bo n k  w   g r u p y 	 C s o p o r t   t a g o k 	 J  s e n l u e t t e l o 	 M e d l e m s l i s t e 	 Z o z n a m   
l e n o v 	 G r o e p l e d e n 	 M e d l e m s l i s t a 	 P o p i s   
l a n o v a 	 M e m b r i   g r u p 	 S p i s e k   l a n o v 	   	   	 !?8AJ:  ';5=>25	 .	G		,	0	  2	?	8	M			 '96'  1HG	 A13*  EE(1'F	   	 				  						 8
&
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8
  8
B

@
	 8-M/A2  >,?$>	 !?8A>:  G;5=V2	 





  



	   	 U h l u   l w a m a l u n g u 	 U l u h l u   l w e l u n g u 	 O r o d h a   y a   w a n a c h a m a 	 G r o e p l e d e 	 N a r i s  s r a aa s 	 D a l +b n i e k u   s a r a k s t s 	 L i i k m e t e   l o e n d 	 1vdatvek  avo	   	 L i s t   m e m b r i 	 .
F

,
0
M

   *

M

?

	 8&8M_  $>2?>	 	 						  							 Q r u p    z v l Yr i 	 D}bT	 M e m b r e s   d e   g r u p 	 M e m b r e s   d u   g r o u p e 	 M e  l i m i r   h  p s 	 M i e m b r o s   d e l   g r u p o 	 ';5=>28  =0  3@C?0	 M e m b r o s   d e   g r u p o 	 l a n o v i   g r u p e 	 D i t h o   t s a   S e h l o p h a 	 M g a   m i y e m b r o   n g   p a n g k a t 	 G r o u p   m e m b e r s 	 Y a r o   d a   a d a d i 	 A w n   m - g b 	 ">?  <H5;5@V	 	 	 	 	 
 
 S T R _ P I C T U R E _ 1 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 P i c t u r e   T a g   1 	 P i c t u r e   1 	 WGr N	 VGr N	 #9 2  1 	 I m a g e n   1 	 i m a g e   1 	 B i l d   1 	 7>1@06.   1 	 F o t o   n .   1 	 5H1)  1 	 I m a g e m   1 	 r e s i m   1 	 n h   1 	 g a m b a r   1 	 G a m b a r   1 	 	?	$	M	0	  1 	 B i l l e d e   1 	 O b r  z e k   1 	 Z d j c i e   1 	 1 .   k  p 	 K u v a   1 	 B i l d e   1 	 O b r  z o k   1 	 F o t o   1 	 B i l d   1 	 S l i k a   1 	 I m a g i n e a   1 	 S l i k a   1 	   1 	   1 	 0@B8=0  1 	 *	?		M		0	  1 	 9C3  1 	 *5H1  1 	   1 	 						  		 
?
q
$
0
  1 	 *?M0M  1 	 0@B8=:0  1 	 




  1 	   1 	 I s i t h o m b e   1 	 U m f a n e k i s o -   1 	 P i c h a   1 	 F o t o   1 	 1   p a v e i k s l l i s 	 1 .   a t t l s 	 P i l t   1 	 Foa  1 	   1 	 I m a g i n e 	 
?
$
M
0

  1 	 ,?  1 	 	 					  1 	 1   s a y l 1  _Yk i l 	 WGr1 	 I m a t g e   1   	 I m a g e   1 	 M y n d   1 	 I m a g e n   1 	 !;8:0  1 	 I m a g e m   1 	 S l i k a   1 	 S e t s h w a n t s h o   1 	 L a r a w a n   1 	 P i c t u r e   1 	 A b i n   k a l l o   1 	 F t    1 	 1 - AC@5B	 1 .   a r g a z k i a 	 L i t r a t o   1 	 I m a x e   1 	 F o t o   m b 	 P i c t i  r   1 
 
 S T R _ P I C T U R E _ 2 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 P i c t u r e   T a g   2 	 P i c t u r e   2 	 WGrN	 VGrN	 #9 2  2 	 I m a g e n   2 	 i m a g e   2 	 B i l d   2 	 7>1@06.   2 	 F o t o   n .   2 	 5H1)  2 	 I m a g e m   2 	 r e s i m   2 	 n h   2 	 g a m b a r   2 	 G a m b a r   2 	 	?	$	M	0	  2 	 B i l l e d e   2 	 O b r  z e k   2 	 Z d j c i e   2 	 2 .   k  p 	 K u v a   2 	 B i l d e   2 	 O b r  z o k   2 	 F o t o   2 	 B i l d   2 	 S l i k a   2 	 I m a g i n e a   2 	 S l i k a   2 	   2 	   2 	 0@B8=0  2 	 *	?		M		0	  2 	 9C3  2 	 *5H1  2 	   2 	 						  		 
?
q
$
0
  2 	 *?M0M  2 	 0@B8=:0  2 	 




  2 	   2 	 I s i t h o m b e   2 	 U m f a n e k i s o -   2 	 P i c h a   2 	 F o t o   2 	 2   p a v e i k s l l i s 	 2 .   a t t l s 	 P i l t   2 	 Foa  2 	   2 	 I m a g i n e 	 
?
$
M
0

  2 	 ,?  2 	 	 					  2 	 2   s a y l 1  _Yk i l 	 WGr2 	 I m a t g e   2   	 I m a g e   2 	 M y n d   2 	 I m a g e n   2 	 !;8:0  2 	 I m a g e m   2 	 S l i k a   2 	 S e t s h w a n t s h o   2 	 L a r a w a n   2 	 P i c t u r e   2 	 A b i n   k a l l o   2 	 F t    2 	 2 - AC@5B
 
 S T R _ P I C T U R E _ 3 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 P i c t u r e   T a g   3 	 P i c t u r e   3 	 WGr	N	 VGr	N	 #9 2  3 	 I m a g e n   3 	 i m a g e   3 	 B i l d   3 	 7>1@06.   3 	 F o t o   n .   3 	 5H1)  3 	 I m a g e m   3 	 r e s i m   3 	 n h   3 	 g a m b a r   3 	 G a m b a r   3 	 	?	$	M	0	  3 	 B i l l e d e   3 	 O b r  z e k   3 	 Z d j c i e   3 	 3 .   k  p 	 K u v a   3 	 B i l d e   3 	 O b r  z o k   3 	 F o t o   3 	 B i l d   3 	 S l i k a   3 	 I m a g i n e a   3 	 S l i k a   3 	   3 	   3 	 0@B8=0  3 	 *	?		M		0	  3 	 9C3  3 	 *5H1  3   	   3 	 						  		 
?
q
$
0
  3 	 *?M0M  3 	 0@B8=:0  3 	 




  3 	   3 	 I s i t h o m b e   3 	 U m f a n e k i s o   - 3 	 P i c h a   3 	 F o t o   3 	 3   p a v e i k s l l i s 	 3 .   a t t l s 	 P i l t   3 	 Foa  3 	   3 	 I m a g i n e 	 
?
$
M
0

  3 	 ,?  3 	 	 					  3 	 3   s a y l 1  _Yk i l 	 WGr3 	 I m a t g e   3   	 I m a g e   3 	 M y n d   3 	 I m a g e n   3 	 !;8:0  3 	 I m a g e m   3 	 S l i k a   3 	 S e t s h w a n t s h o   3 	 L a r a w a n   3 	 P i c t u r e   3 	 A b i n   k a l l o   3 	 F t    3 	 3 - AC@5B
 
 S T R _ P I C T U R E _ 4 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 P i c t u r e   T a g   4 	 P i c t u r e   4 	 WGrV	 VGrV	 #9 2  4 	 I m a g e n   4 	 i m a g e   4 	 B i l d   4 	 7>1@06.   4 	 F o t o   n .   4 	 5H1)  4 	 I m a g e m   4 	 r e s i m   4 	 n h   4 	 g a m b a r   4 	 G a m b a r   4 	 	?	$	M	0	  4 	 B i l l e d e   4 	 O b r  z e k   4 	 Z d j c i e   4 	 4 .   k  p 	 K u v a   4 	 B i l d e   4 	 O b r  z o k   4 	 F o t o   4 	 B i l d   4 	 S l i k a   4 	 I m a g i n e a   4 	 S l i k a   4 	   4 	   4 	 0@B8=0  4 	 *	?		M		0	  4 	 9C3  4 	 *5H1  4 	   4 	 						  		 
?
q
$
0
  4 	 *?M0M  4 	 0@B8=:0  4 	 




  4 	   4 	 I s i t h o m b e   4 	 U m f a n e k i s o -   4 	 P i c h a   4 	 F o t o   4 	 4   p a v e i k s l l i s 	 4 .   a t t l s 	 P i l t   4 	 Foa  4 	   4 	 I m a g i n e 	 
?
$
M
0

  4 	 ,?  4 	 	 					  4 	 4   s a y l 1  _Yk i l 	 WGr4 	 I m a t g e   4   	 I m a g e   4 	 M y n d   4 	 I m a g e n   4 	 !;8:0  4 	 I m a g e m   4 	 S l i k a   4 	 S e t s h w a n t s h o   4 	 L a r a w a n   4 	 P i c t u r e   4 	 A b i n   k a l l o   4 	 F t    4 	 4 - AC@5B
 
 S T R _ P H B _ D U P L I C A T I N G 	 P h o n e B o o k 	 P O P U P 	 D u p l i c a t i n g 	 D u p l i c a t i n g 	 ^zoR,g-N	 ck(WR^oR,g	 3%13I3	 D u p l i c a n d o 	 C o p i e   e n   c o u r s 	 W i r d   d u p l i z i e r t 	 C1;8@>20=85	 D u p l i c a z i o n e   i n   c o r s o 	 ,'1M  'DF3.	 A   d u p l i c a r 	  o a l t 1l 1y o r 	 a n g   s a o   c h  p 	 D u p l i k a s i 	 M e n y a l i n 	 *	M	0	$	?	0	B	*	  9	K	  0	9	>	  9	H		 D u p l i k e r e r 	 D u p l i k a c e 	 P o w i e l a 	 D u p l i k  l  s 	 M o n i s t e t a a n 	 D u p l i s e r e r 	 D u p l i k o v a n i e 	 B e z i g   m e t   d u p l i c e r e n 	 K o p i e r a r 	 D u p l i c i r a n j e 	 D u p l i c a r e    n   c u r s 	 P o d v o j e v a n j e 	     	 	 C1;8@0=5	 !	A	*	M	2	?		G		?				 /1-'D  F3.G  (1/'1	 ~Dy  (F'F'  ,'1	     	 							  			  						 9
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	 !A*M2?GM  5A$K&?	 ;>=C20==O	 








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	   	 U k u p h i n d a   k a b i l i 	 I p h i n d a   k a b i n i 	 I n a d a b a l i 	 D u p l i s e e r   t a n s 	 D u b l i u o j a m a 	 D u b l i c 	 D u p l i t s e e r i m i n e 	 ?ovkvaoxt	 	 D u b l a r e    n   c u r s 	 !
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	 (2  0A?	 	 								  			  				 T Yk r a r l a m a 	 -N	 S  e s t    d u p l i c a n t 	 D u p l i c a t a   e n   c o u r s 	 B    t i l   a f r i t 	 D u p l i c a n d o 	 !5  C42>XC20	 D u p l i c a n d o 	 D u p l i r a n j e 	 E   a   d u p l i k e i t a 	 K i n o k o p y a 	 D u p l i c a t i n g 	 A n a   t a u k a   g a   b i y u 	 N ce    d  	 HV@C
 
 S T R _ P H B _ E R A S I N G 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 E r a s i n g 	 R e m o v i n g 	 yd-N	 ck(Wyd	 3%1%	 B o r r a n d o 	 E f f a c e m e n t   e n   c o u r s 	 W i r d   g e l  s c h t 	 !B8@0=85	 C a n c e l l a z i o n e   i n   c o r s o 	 ,'1M  'DE3-	 A   e l i m i n a r 	 s i l i y o r 	 a n g   x  a 	 M e n g h a p u s 	 M e m a d a m 	 .	?		>	  0	9	>	  9	H	 	 S l e t t e r 	 V  m a z 	 K a s o w a n i e 	 T  r l  s   f o l y a m a t b a n 	 P y y h i t   n 	 F j e r n e r 	 V  m a z 	 B e z i g   m e t   w i s s e n 	 R a d e r a r 	 B r i s a n j e 	 ^t e r g e r e    n   c u r s 	 Z r a d i r a n j e 	     	 	 7B@820=5	 	0	G		?				 /1  -'D  ~'  1/F	 .*E  1F'  ,'1	   	 				  				  						 .
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	 	 U k u s u s a 	 I y a c i m a 	 I n a f u t a 	 W i s   t a n s 	 T r i n a m a 	 D z au 	 K u s t u t a m i n e 	 Kv{xt	 	 ^t e r g e r e    n   c u r s 	 .
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 
 S T R _ I D _ P H B _ S O R T I N G _ E M A I L 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 P r o c e s s i n g   S t r i n g 	 S o r t i n g   E m a i l 	 E m a i l   c^-N	 E m a i l   c^-N	 3%11A"-5@!%	 O r d e n a n d o   c o r r e o   e l e c t r  n i c o 	 T r i a g e   d e s   e m a i l s 	 E - M a i l   w i r d   s o r t i e r t 	 !>@B8@>2:0  M;.   ?>GBK	 S t o   m e t t e n d o   i n   o r d i n e   l e   e m a i l 	 *5FJA  'D(1J/  'D'DC*1HFJ	 A   o r d e n a r   m e n s a g e n s   d e   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a l a r   d  z e n l e n i y o r 	 a n g   s p   x p   t h   i n   t 	 S o r t i n g   E m a i l 	 M e n y u s u n   E - m e l 	 	- .	G	2	  	I		G			 S o r t e r e r   E - m a i l s 	 T Y d n    e - m a i l o	 S o r t o w a n i e   e M a i l i   w e d Bu g 	 E - m a i l e k   s o r b a   r e n d e z  s e 	 L a j i t e l l a a n   s  h k  p o s t i a 	 S o r t e r e r   E - p o s t 	 T r i e d e n i e   e - m a i l o v 	 E - m a i l   w o r d t   g e s t o r t e e r d 	 S o r t e r a r   e - p o s t 	 S o r t i r a n j e   e - p o at e 	 S o r t a r e   e m a i l u r i    n   c u r s 	 U r e j e v a n j e   E m a i l a 	   e m a i l 	     	 !>@B8@0=5  =0  m a i l 	 8	I	0	M		?			  	.	G	2		 E1*(  3'2I  1'J'F'EG	 '  ED  H  'FyF','1	     	 				  													 
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	     	 U k u h l u n g a   i - I m e y l i 	 I h l e l a   i - i m e y l e 	 I n a c h a m b u a   b a r u a   p e p e 	 S o r t e e r   t a n s   E - p o s 	 R kai u o j a m a s   e l .   p a at a s 	 `7i r o j u   e - p a s t u 	 E - k i r j a d e   s o r t i m i n e 	 7l.   x}k  parxdacxiuav  zapzavxt	 E m a i l   -   	 S o r t a r e   e m a i l 	 
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 
 S T R _ N U M B E R _ T O O _ L O N G 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   T o o   L o n g ! 	 N u m b e r   t o o   l o n g .   M a x i m u m   =   4 0 	 _xNw   g'Y<P  =   4 0 	 SxǏ   g'Y<P  =   4 0 	 @%+!2""2'D!H@4  4 0 	 N o   g u a r d a d o ,   n  m e r o   d e m a s i a d o   l a r g o . 	 N o n   e n r e g i s t r  ,   n u m  r o   t r o p   l o n g . 	 N i c h t   g e s p e i c h e r t ,   N u m m e r   z u   l a n g . 	 ><5@  A;8H:><  4;8==K9.   0:A.   =   4 0   	 N u m e r o   t r o p p o   l u n g o !   M a s s i m o   =   4 0 	 'D1BE  7HJD    ,/'  #B5J  -/=   4 0 	 N  o   g u a r d a d o ,   n  m e r o   d e m a s i a d o   l o n g o . 	 K a y d e d i l m e d i ,   n u m a r a    o k   u z u n . 	 S   q u    d  i , g i    t r   l n   n h t   =   4 0 	 T a k   d i s i m p a n ,   N o m o r   l a m a ! 	 T i d a k   d i s i m p a n , n o m b o r   t e r l a l u   p a n j a n g . 	 8	A	0		M	7	?	$	  (	9	@		  	?	/	>	  	/	>	,   (		,	0	  	>	+	@	  2	.	M	,	>	d		 N u m m e r   F o r   L a n g t !   M a x .   =   4 0 	  s l o   j e   p Y l i a  d l o u h  !   M a x . = 4 0 . 	 N u m e r   z a   d Bu g i !   M a x i m u m   =   4 0 	 A   s z  m   t  l   h o s s z  !   M a x i m u m   =   4 0 	 N u m e r o   l i i a n   p i t k  !   M a k s i m i   =   4 0 	 N u m m e r   f o r   l a n g t !   M a k s i m a l t   =   4 0 	  s l o   j e   p r  l i a  d l h  !   M a x . = 4 0 . 	 N i e t   o p g e s l a g e n ,   n u m m e r   t e   l a n g . 	 N u m r e t    r   f  r   l  n g t !   M a x .   l  n g d   4 0   t e c k e n 	 B r o j   j e   p r e d u g a 
a k !   N a j v i ae   =   4 0 	 N u m r u l   n u   a   f o s t   s a l v a t ,   d e o a r e c e   e s t e   p r e a   l u n g . 	 `t e v i l k a   P r e d o l g a !   M a k s i m u m   =   4 0 	   !     = 4 0 	   ,       . 	 ><5@JB  5  ?@5:0;5=>  4J;J3,   0E. 4 0   A8<2>;0	 	M	0	.	>			  	'	?		  .	K	 	>	  !   	.	>	2	  =   4 0 	 0.1G  F4/  4E'1G  7HD'F  '3*. 	 FE(1  (*    DE('!   2'/  3  2'/  =   4 0 	     !     =   4 0 	 				  				, 							  				  					d		 
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a k .   M a k s i m u m   =   4 0 	 N o m o r o   e   t e l e l e   h a h o l o .   M o e d i   =   4 0 	 M a s y a d o n g   m a h a b a   a n g   m g a   n u m e r o .   P i n a k a m a r a m i = 4 0 	 N u m b e r   t o o   l o n g .   M a x i m u m   =   4 0 	 L a m b a   y a   y i   t s a w o .   T s a w o   b a   s u n   f i y e   =   4 0 	 N m b a   t i   g  n   j  .      p    j    =   4 0 	 <V@  BK<  7K=.     :?  A0=  4 0 
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 s l o   j e   p Y l i a  d l o u h  ! 	 N i e   z a p i s a n o ,   n u m e r   z a   d Bu g i ! 	 N i n c s   e l m e n t v e ,   a   s z  m   t  l   h o s s z  ! 	 E i   t a l l e n n e t t u .   N u m e r o   l i i a n   p i t k  ! 	 I k k e   l a g r e t ,   n u m m e r   f o r   l a n g t ! 	 N e u l o ~e n  .    s l o   j e   p r  l i a  d l h  ! 	 N i e t   o p g e s l a g e n ,   n u m m e r   t e   l a n g . 	 D e t   g i c k   i n t e   a t t   s p a r a   k o n t a k t e n   n u m r e t    r   f  r   l  n g t ! 	 N i j e   s p r e m l j e n o ,   b r o j   j e   p r e d u g a 
a k ! 	 N u   a   f o s t   s a l v a t ,   n u m r u l   e s t e   p r e a   l u n g 	 N i   S h r a n j e n o ,   `t e v i l k a   P r e d o l g a ! 	   ,       ! 	   ,       . 	 5  5  0?075=,   ><5@JB  5  ?@5:0;5=>  4J;J3! 	 8	G	5	M	9	  	G	2	G	  (	>	9	@	,   	M	0	.	>			  	'	?		  .	K	 	>	  ! 	 0.1G  F4/  4E'1G  7HD'F  '3*. 	 ! E-AH8  F  FE(1  (*  DE('	   ,       ! 	 				  				,   					  			  			d		 (
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	 .       	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N i e   g e b e r g   n i e , n o m m e r   t e   l a n k . 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 	 	 	 							  		' 	,   					  				  					 S a x l a n 1l m 1r ,   n  m r Y   o x   u z u n d u r 	 _x*Yw*g2QX[	 N o   s  h a   d e s a t ,   n  m e r o   m a s s a   l l a r g 	 N o n   s a u v  ,   n u m  r o   t r o p   l o n g 	 E k k i   v i s t a  ,   n  m e r   o f   l a n g t 	 N o   g u a r d a d o ,   n  m e r o   d e m a s i a d o   l a r g o 	 5  5  70GC20=,   1@>X>B  5  ?@5<=>3C  4>;3	 N  o   s a l v o ,   n  m e r o   m u i t o   l o n g o 	 N i j e   s a 
u v a n o ,   b r o j   s u v i ae   d u g a 
a k 	 H a   e   a   b o l o k w a ,   n o m o r o   e   t e l e l e   h a h o l o 	 H i n d i   n a i - s a v e ,   m a s y a d o n g   m a h a b a   a n g   n u m e r o 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 B a   a j i y e   b a ,   l a m b a   y a   y i   t s a w o 	 K    f i p a m   ,   n m b a   t i   g  n   j  	 !0B0;<04K,   =<V@  BK<  7K=
 
 S T R _ N O T _ M O V E D _ N U M B E R _ T O O _ L O N G 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   T o o   L o n g ! 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 _x*Yw!ql,dy	 Sx*YelyR	 D!HDI"I2"  +!2"@%"2'@4D	 N o   m o v i l i z a d o ,   n  m e r o   d e m a s i a d o   l a r g o . 	 N o n   d  p l a c  ,   n u m  r o   t r o p   l o n g . 	 N i c h t   v e r s c h o b e n ,   N u m m e r   z u   l a n g . 	 5  ?5@5<5I5=,   =><5@  A;8H:><  4;8==K9	 N o n   s p o s t a t o ,   n u m e r o   t r o p p o   l u n g o . 	 DE  J*E  'D*-1JC  'D1BE  7HJD  ,/'	 N  o   m o v i d o ,   n  m e r o   d e m a s i a d o   l o n g o . 	 T a _1n m a d 1,   n u m a r a    o k   u z u n 	 K h  n g   c h u y n   c , s   q u    d  i 	 T a k   d i p i n d a h ,   N o m o r   l a m a ! 	 T a k   d i p i n d a h k a n ,   n o m b o r   t e r l a l u   p a n j a n g 	 8	G	5	  (	9	@		  9	A		,   (		,	0	  ,	9	A	$	  2	.	M	,	>		 I k k e   F l y t t e t ,   N u m m e r   F o r   L a n g t ! 	 N e p Ye s u n u t o ,   
 s l o   j e   p Y l i a  d l o u h  ! 	 N i e   p r z e n i e s i o n o ,   n u m e r   z a   d Bu g i ! 	 N i n c s    t m o z g a t v a ,   a   s z  m   t  l   h o s s z  ! 	 E i   s i i r r e t t y .   N u m e r o   l i i a n   p i t k  ! 	 I k k e   f l y t t e t ,   n u m m e r   f o r   l a n g t ! 	 N e p r e s u n u t  .    s l o   j e   p r  l i a  d l h  ! 	 N i e t   v e r p l a a t s t ,   n u m m e r   t e   l a n g . 	 D e t   g i c k   i n t e   a t t   f l y t t a   k o n t a k t e n ,   n u m r e t    r   f  r   l  n g t ! 	 N i j e   p r e m j e at e n o ,   b r o j   j e   p r e d u g a 
a k ! 	 N u   a   f o s t   m u t a t ,   n u m r u l   e s t e   p r e a   l u n g 	 N i   P r e m a k n j e n o ,   `t e v i l k a   P r e d o l g a ! 	   ,       ! 	   ,       . 	 5  5  @5<5AB5=,   ><5@JB  5  ?@5:0;5=>  4J;J3! 	 .	A	5	M	9	  9	K	$	  (	>	9	@	,   	M	0	.	>			  	'	?		  .	K	 	>	  ! 	 'F*B'D  F'A*  4E'1G  7HD'F  '3*. 	 ! EF*BD  F  H'  FE(1  (*  DE('	   ,       ! 	 					  				,   					  			  			d		 (
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	 ,       	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N i e   g e s k u i f   n i e , n o m m e r   t e   l a n k . 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 	 	 	 		  				  		' 	,   					  				  					 K    r  l m  r ,   n  m r Y   o x   u z u n d u r 	 _x*Yw*gyR	 N o   s  h a   d e s p l a  a t ,   n  m e r o   m a s s a   l l a r g 	 N o n   d  p l a c  ,   n u m  r o   t r o p   l o n g 	 E k k i   f  r t ,   n  m e r   o f   l a n g t 	 N o   m o v i d o ,   n  m e r o   d e m a s i a d o   l a r g o 	 5  5  ?@5<5AB5=,   1@>X>B  5  ?@5<=>3C  4>;3	 N  o   m o v i d o ,   n  m e r o   m u i t o   l o n g o 	 N i j e   p r e b a 
e n o ,   b r o j   s u v i ae   d u g a 
a k 	 H a   e   a   t s a m a i s w a ,   n o m o r o   e   t e l e l e   h a h o l o 	 H i n d i   n a i - l i p a t ,   m a s y a d o n g   m a h a b a   a n g   n u m e r o 	 N o t   m o v e d ,   n u m b e r   t o o   l o n g 	 B a   z u k u  d a   b a ,   l a m b a   y a   y i   t s a w o 	 K    t i i   g b    l ,   n m b a   t i   g  n   j  	 K;6KBK;<04K,   =<V@  BK<  7K=
 
 S T R _ N O T _ C O P I E D _ N U M B E R _ T O O _ L O N G 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   T o o   L o n g ! 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 _x*Yw!ql	 Sx*Yel
Y6R	 +!2"@%"2'@4D	 E l   n  m e r o   e s   m u y   l a r g o   	 N u m  r o   t r o p   l o n g . 	 N u m m e r   z u   l a n g . 	 5  A:>?8@>20=,   =><5@  A;8H:><  4;8==K9  	 N u m e r o   t r o p p o   l u n g o 	 *E  J*E  'DF3.  'D1BE  7HJD  ,/'	 N  m e r o   d e m a s i a d o   l o n g o 	 N u m a r a    o k   u z u n 	 K h  n g   s a o   c h  p   c ,   s   q  a   d  i 	 T a k   d i s a l i n ,   N o m o r   l a m a 	 N o m b o r   t e r l a l u   p a n j a n g 	 (		,	0	  ,	9	A	$	  2		,	>	 	 I k k e   K o p i e r e t ,   N u m m e r   F o r   L a n g t ! 	 N e z k o p  r o v  n o ,   
 s l o   j e   p Y l i a  d l o u h  ! 	 N i e   s k o p i o w a n o ,   n u m e r   z a   d Bu g i ! 	 A   s z  m   t  l   h o s s z  	 E i   k o p i o i t u .   N u m e r o   l i i a n   p i t k  ! 	 I k k e   k o p i e r t ,   n u m m e r   f o r   l a n g t ! 	 N e s k o p  r o v a n  .    s l o   j e   p r  l i a  d l h  ! 	 N u m m e r   t e   l a n g 	 D e t   g i c k   i n t e   a t t   k o p i e r a   k o n t a k t e n ,   n u m r e t    r   f  r   l  n g t ! 	 N i j e   k o p i r a n o ,   b r o j   j e   p r e d u g a 
a k ! 	 N u   a   f o s t   c o p i a t ,   n u m r u l   e s t e   p r e a   l u n g 	 N i   K o p i r a n o ,   `t e v i l k a   P r e d o l g a ! 	   ,       ! 	     	 5  5  >?8@0=,   ><5@JB  5  ?@5:0;5=>  4J;J3! 	 	I	*	@	  9	K	$	  (	>	9	@	,   	M	0	.	>			  	'	?		  .	K	 	>	  ! 	 4E'1G  .JDI  (DF/  '3*	 ! H~  F  H'  FE(1  (*    DE('	     ,       ! 	 					  							  				 *
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	   ,       	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o m m e r   t e   l a n k 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 	 	 	 					  				  					 S  r Yt    1x a r 1l m 1r ,   n  m r Y   o x   u z u n d u r 	 _x*Yw*g	 N o   s  h a   c o p i a t ,   n  m e r o   m a s s a   l l a r g 	 N o n   c o p i  ,   n u m  r o   t r o p   l o n g 	 E k k i   a f r i t a  ,   n  m e r   o f   l a n g t 	 N o   c o p i a d o ,   n  m e r o   d e m a s i a d o   l a r g o 	 5  5  :>?8@0=,   1@>X>B  5  ?@5<=>3C  4>;3	 N  o   c o p i a d o ,   n  m e r o   m u i t o   l o n g o 	 N i j e   k o p i r a n o ,   b r o j   s u v i ae   d u g a 
a k 	 H a   e   a   k o p i t s w a ,   n o m o r o   e   t e l e l e   h a h o l o 	 H i n d i   n a - k o p y a ,   m a s y a d o n g   m a h a b a   a n g   n u m e r o 	 N o t   c o p i e d ,   n u m b e r   t o o   l o n g 	 B a   t a u k a   b a ,   l a m b a   y a   y i   t s a w o 	 K    d   k ,   n m b a   t i   g  n   j  	 HV@V;<54V,   =<V@  BK<  7K=
 
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 s l o   j e   p Y l i a  d l o u h  ! 	 N i e   p o w i e l o n o ,   n u m e r   z a   d Bu g i ! 	 N i n c s   d u p l i k  l v a ,   a   s z  m   t  l   h o s s z  ! 	 E i   m o n i s t e t t u .   N u m e r o   l i i a n   p i t k  ! 	 I k k e   d u p l i s e r t ,   n u m m e r   f o r   l a n g t ! 	 N e d u p l i k o v a n  .    s l o   j e   p r  l i a  d l h  ! 	 N i e t   g e d u p l i c e e r d ,   n u m m e r   t e   l a n g . 	 D e t   g i c k   i n t e   a t t   k o p i e r a   k o n t a k t e n ,   n u m r e t    r   f  r   l  n g t ! 	 N i j e   d u p l i c i r a n o ,   b r o j   j e   p r e d u g a 
a k ! 	 N u   a   f o s t   d u p l i c a t ,   n u m r u l   e s t e   p r e a   l u n g 	 N i   P o d v o j e n o ,   `t e v i l k a   P r e d o l g a ! 	   ,       ! 	   ,       . 	 5  5  C1;8@0=,   ><5@JB  5  ?@5:0;5=>  4J;J3! 	 !	A	*	M	2	?		G		  9	K	$	  (	>	9	@	,   	M	0	.	>			  	'	?		  .	K	 	>	  ! 	 *1'1  F4/.   4E'1G  7HD'F  '3*. 	 ! ~Dy  F  (F'  FE(1  (*  DE('	     ,       	 							  			  				  		,   					  				  				 9
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	   ,       	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N i e   g e d u p l i s e e r   n i e ,   n o m m e r   t e   l a n k . 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 	 	 	 								  			  		' 	,   					  				  					 T Yk r a r   o l u n m u r ,   n  m r Y   o x   u z u n d u r 	 _x*Yw*g	 N o   s  h a   d u p l i c a t ,   n  m e r o   m a s s a   l l a r g 	 N o n   d u p l i q u  ,   n u m  r o   t r o p   l o n g 	 E k k i   b  i    t i l   a f r i t ,   n  m e r   o f   l a n g t 	 N o   d u p l i c a d o ,   n  m e r o   d e m a s i a d o   l a r g o 	 5  5  C42>5=,   1@>X>B  5  ?@5<=>3C  4>;3	 N  o   d u p l i c a d o ,   n  m e r o   m u i t o   l o n g o 	 N i j e   d u p l i r a n o ,   b r o j   s u v i ae   d u g a 
a k 	 H a   e   a   d u p l i k e i t w a ,   n o m o r o   e   t e l e l e   h a h o l o 	 H i n d i   n a d o b l e ,   m a s y a d o n g   m a h a b a   a n g   n u m e r o 	 N o t   d u p l i c a t e d ,   n u m b e r   t o o   l o n g 	 B a   t a u k a   g a   b i y u   b a ,   l a m b a   y a   y i   t s a w o 	 K    t i i   ce    d    r ,   n m b a   t i   g  n   j  	 HV@V;<54V,   =<V@  BK<  7K=
 
 S T R _ C O P I E D _ N A M E _ M O D I F I E D 	 P h o n e B o o k 	 P O P U P 	 C o p i e d ,   N a m e   M o d i f i e d ! 	 C o p i e d ,   n a m e   m o d i f i e d 	 Y
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	   ,     " 	 C o p i e d ,   n a m e   m o d i f i e d 	 C o p i e d ,   n a m e   m o d i f i e d 	 C o p i e d ,   n a m e   m o d i f i e d 	 G e k o p i e e r ,   n a a m   g e w y s i g 	 C o p i e d ,   n a m e   m o d i f i e d 	 C o p i e d ,   n a m e   m o d i f i e d 	 C o p i e d ,   n a m e   m o d i f i e d 	 C o p i e d ,   n a m e   m o d i f i e d 	 C o p i e d ,   n a m e   m o d i f i e d 	 C o p i e d ,   n a m e   m o d i f i e d 	 	 	 	 									  	' 	,   			  						  			  	' 		 S  r Yt i    1x a r 1l d 1,   n  m r Y  d Yy i _i l i b 	 ]]O9e
TW[	 S  h a   c o p i a t ,   n o m   m o d i f i c a t 	 C o p i    e t   n o m   m o d i f i  	 A f r i t a  ,   n a f n i   b r e y t t 	 C o p i a d o ,   n o m b r e   m o d i f i c a d o 	 >?8@0=>,   8<5B>  5  87<5=5B>	 C o p i a d o ,   n o m e   m o d i f i c a d o 	 K o p i r a n o ,   i m e   m o d i f i k o v a n o 	 L e   k o p i d i t s w e ,   l e b i t s o   l e   f e t o t s w e 	 K i n o p y a ,   p i n a l i t a n   a n g   p a n g a l a n 	 C o p i e d ,   n a m e   m o d i f i e d 	 Y a y i   t a u k a ,   s u n a   a   c h a n j i n 	 T i   d   k ,   t i   t  n   o r  k   ce 	 HV@V;4V,   0BK  735@BV;4V
 
 S T R _ C O P I E D _ T O _ P H O N E _ D O N E 	 P h o n e B o o k 	 P O P U P 	 C o p i e d   T o   P h o n e ! 	 C o p i e d   t o   p h o n e 	 ]0RKb_j	 ]
Y6R0RKb:g	 1%-DB#(1LA%I'	 C o p i a d o   a l   t e l  f o n o 	 C o p i    s u r   l e   t  l  p h o n e 	 Z u m   T e l e f o n   k o p i e r t 	 !:>?8@>20=>  2  B5;5D>=	 C o p i a t o   n e l   t e l e f o n o 	 *E  F3.  'DJ  'DG'*A	 C o p i a d o   p a r a   o   t e l e f o n e 	 T e l e f o n a   k o p y a l a n d 1	    c h  p   v  o   M  y 	 s a l i n   k e   T e l p o n ! 	 D i s a l i n   p a d a   t e l e f o n 	 +	K	(	  .	G		  	I	*	@	  	?	/	>	  	/	>	 	 K o p i e r e t   T i l   T e l e f o n 	 Z k o p  r o v  n o   n a   t e l e f o n ! 	 S k o p i o w a n o   d o   p a m i c i   t e l e f o n u ! 	  t m  s o l v a   a   k  s z  l  k b e ! 	 K o p i o i t u   p u h e l i m e e n ! 	 K o p i e r t   t i l   t e l e f o n ! 	 S k o p  r o v a n    n a   t e l e f  n ! 	 G e k o p i e e r d   n a a r   t e l e f o o n 	 K o p i e r a t   t i l l   t e l e f o n m i n n e t 	 K o p i r a n o   u   t e l e f o n ! 	 C o p i a t    n   t e l e f o n 	 K o p i r a n o   V   T e l e f o n ! 	     ! 	   	 >?8@0=>  2  "5;5D>=0! 	 +	K	(	  .	'	M	/	G	  	I	*	@	  	G	2	@	  ! 	 /1  *DAF  ~  4/	 ! AHF  E  H~  H&	       ! 	 				  			  			  						 +
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	     	 K u k o p i s h e l w e   e f o n i n i 	 I k h u t s h e l w e   k w i f o w n i 	 I m e n a k i l i w a   k w a   s i m u 	 G e k o p i e e r   n a   f o o n 	 N u k o p i j u o t a   /  t e l e f o n 	 K o p t s   t e l e f o n 	 K o p e e r i t u d   t e l e f o n i 	 Jasev~an  g  pe|amx}xt	   	 C o p i a t    n   t e l e f o n 	 +
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 
 S T R _ C O P I E D _ T O _ S I M _ D O N E 	 P h o n e B o o k 	 P O P U P 	 C o p i e d   T o   S I M ! 	 C o p i e d   t o   S I M 	 ]0RS I M aS	 ]
Y6R0RS I M aS	 1%-D4!A%I'	 C o p i a d o   a l   S I M   	 C o p i    s u r   l a   c a r t e   S I M 	 Z u   S I M   k o p i e r t 	 !:>?8@>20=>  2  S I M 	 C o p i a t o   n e l l a   S I M 	 *E  'DF3.  'DJ  'D(7'B)	 C o p i a d o   p a r a   o   S I M 	 S I M ' e   k o p y a l a n d 1	    c h  p   v  o   S I M 	 s a l i n   k e   S I M ! 	 D i s a l i n   p a d a   S I M 	 8	?	.	  .	G		  	I	*	@	  	?	/	>	  	/	>	 	 K o p i e r e t   T i l   S I M ! 	 Z k o p  r o v  n o   n a   S I M ! 	 S k o p i o w a n o   d o   p a m i c i   k a r t y   S I M ! 	  t m  s o l v a   a   S I M - b e ! 	 K o p i o i t u   S I M : i i n ! 	 K o p i e r t   t i l   S I M ! 	 S k o p  r o v a n    n a   S I M ! 	 G e k o p i e e r d   n a a r   S I M 	 K o p i e r a t   t i l l   S I M - m i n n e t 	 K o p i r a n o   u   S I M ! 	 C o p i a t   p e   S I M 	 K o p i r a n o   v   S I M ! 	     S I M ! 	   - S I M 	 >?8@0=>  2  !- :0@B0B0! 	 8	?	.		!	G	  	I	*	@	  	G	2	@	  ! 	 /1  S I M   ~  4/	   ! 3E  E  H~  H&	       ! 	 				  			  			  						 8
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  	      	 K u k o p i s h e l w e   k u - S I M 	 I k h u t s h e l w e   k w i S I M 	 I m e n a k i l i w a   k w a   S I M 	 G e k o p i e e r   n a   S I M 	 N u k o p i j u o t a   /  S I M   k o r t e l 	 K o p t s   S I M 	 K o p e e r i t u d   S I M - i l e 	 Jasev~an  g  S I M   axt	   S I M   	 C o p i a t   p e   S I M 	 S I M 2
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 
 S T R _ M O V E D _ N A M E _ M O D I F I E D 	 P h o n e B o o k 	 P O P U P 	 M o v e d ,   N a m e   M o d i f i e d ! 	 M o v e d ,   n a m e   m o d i f i e d 	 Y
T]O9e	 Y
T]O9e	 "I2"A%I'  
7H-9AID	 M o v i d o ,   n o m b r e   m o d i f i c a d o 	 D  p l a c  ,   n o m   m o d i f i  	 V e r s c h o b e n ,   N a m e   m o d i f i z i e r t 	 5@5<5I5=>,   8<O  87<5=5=>	 S p o s t a t o ,   m o d i f i c a t o   n o m e !   	 *E  *-1JC  'D'3E	 M o v i d o ,   n o m e   m o d i f i c a d o 	 T a _1n d 1,   i s i m   d e i _t i r i l d i 	    d i   c h u y n , t  n      t h a y   i 	 T e r p i n d a h ,   N a m a   d i r u b a h ! 	 D i p i n d a h k a n ,   n a m a   d i u b a h   s u a i 	 8	M	%	>	(	>		$	0	?	$	,   (	>	.	  8		6	K	'	?	$		 F l y t t e t ,   N a v n    n d r e t 	 P Ye s u n u t o ,   j m  n o   z m n n o ! 	 P r z e n i e s i o n o ,   n a z w a   z m i e n i o n a ! 	  t h e l y e z v e ,    t n e v e z v e 	 S i i r r e t t y ,   n i m i   m u u t e t t u ! 	 F l y t t e t ,   n a v n   m o d i f i s e r t ! 	 P r e s u n u t  ,   m e n o   z m e n e n  ! 	 V e r p l a a t s t ,   n a a m   g e w i j z i g d 	 F l y t t a t ,   n a m n    n d r a t 	 P r e m j e at e n o ,   i m e   j e   i z m i j e n j e n o ! 	 N u m r u l   a   f o s t   m u t a t ,   d a r   n u m e l e   a   f o s t   m o d i f i c a t . 	 P r e m a k n j u e n o ,   I m e   S p r e m e n j e n o ! 	 ,       ! 	 ,     	 @5<5AB5=>,   <5B>  5  @><5=5=>! 	 	>	  	>	2	@	,   (	>		5	  8	A	'	>	0	?	$	  ! 	 'FB*'D  'A*  F'E  *:1  'A*	 ! EF*BD  'H1  F'E  *(/D  H'	   ,       	 					  					  					,   				  								  			  						 9
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	 .A5M  /?&?,   *G0A  .>0?&?	 5@5<VI5=>,   V<' O  7<V=5=>! 	 


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	 ,     	 M o v e d ,   n a m e   m o d i f i e d 	 M o v e d ,   n a m e   m o d i f i e d 	 M o v e d ,   n a m e   m o d i f i e d 	 G e s k u i f ,   n a a m   g e w y s i g 	 M o v e d ,   n a m e   m o d i f i e d 	 M o v e d ,   n a m e   m o d i f i e d 	 M o v e d ,   n a m e   m o d i f i e d 	 M o v e d ,   n a m e   m o d i f i e d 	 M o v e d ,   n a m e   m o d i f i e d 	 M o v e d ,   n a m e   m o d i f i e d 	 	 	 	 		  				  	' 	,   			  						  			  	' 		 K    r  l d  ,   n  m r Y  d Yy i _i l i b 	 ]yR]O9e
TW[	 S  h a   d e s p l a  a t ,   n o m   m o d i f i c a t 	 D  p l a c    e t   n o m   m o d i f i  	 F  r t ,   n a f n i   b r e y t t 	 M o v i d o ,   n o m b r e   m o d i f i c a d o 	 @5<5AB5=>,   8<5B>  5  87<5=5B>	 M o v i d o ,   n o m e   m o d i f i c a d o 	 P r e b a 
e n o ,   i m e   m o d i f i k o v a n o 	 L e   t s a m a i s i t s w e ,   l e b i t s o   l e   f e t o t s w e 	 N i l i p a t ,   p i n a l i t a n   a n g   p a n g a l a n 	 M o v e d ,   n a m e   m o d i f i e d 	 Y a y i   z u k u  d a ,   s u n a   a   c h a n j i n 	 T i   g b  e   l ,   t i   t  n   o r  k   ce 	 K;6KBK;4K,   0BK  735@BV;4V
 
 S T R _ M O V E D _ T O _ P H O N E _ D O N E 	 P h o n e B o o k 	 P O P U P 	 M o v e d   T o   P h o n e ! 	 M o v e d   t o   p h o n e 	 ],dyKb_j	 ]yR0RKb:g	 "I2"D"1B#(1LA%I'	 M o v i d o   a l   t e l  f o n o 	 D  p l a c    s u r   l e   t  l  p h o n e 	 Z u m   T e l e f o n   v e r s c h o b e n 	 5@5<5I5=>  2  B5;5D>=	 S p o s t a t o   n e l   t e l e f o n o 	 *E  *-1JC  'DJ  'DG'*A	 M o v i d o   p a r a   o   t e l e f o n e 	 T e l e f o n a   t a _1n d 1	    c h u y n   v  o   m  y 	 P i n d a h   K e   T e l p o n ! 	 D i p i n d a h k a n   k e   t e l e f o n 	 +	K	(	  .	G		  8	M	%	>	(	>		$	0	?	$		 F l y t t e t   T i l   T e l e f o n ! 	 P Ye s u n u t o   n a   t e l e f o n ! 	 P r z e n i e s i o n o   d o   p a m i c i   t e l e f o n u ! 	  t m o z g a t v a   a   k  s z  l  k b e ! 	 S i i r r e t t y   p u h e l i m e e n ! 	 F l y t t e t   t i l   t e l e f o n ! 	 P r e s u n u t    n a   t e l e f  n ! 	 V e r p l a a t s t   n a a r   t e l e f o o n 	 F l y t t a t   t i l l   t e l e f o n m i n n e t 	 P r e m j e at e n o   u   t e l e f o n ! 	 M u t a t    n   t e l e f o n 	 P r e m a k n j e n o   V   T e l e f o n ! 	     ! 	   	 @5<5AB5=>  2  B5;5D>=0! 	 +	K	(		!	G	  	>	  ! 	 (G  *DAF  'F*B'D  'A*	 ! AHF  E  EF*BD  H'	     !   	 				  					  						 +
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	 +K(M  A  .A5M  /?&?	 5@5<VI5=>  2  B5;5D>=! 	 





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	    	 K u h a n j i s w e   e f o n i n i 	 I s i w e   k w i f o w n i 	 I m e h a m i s h w a   k w a   s i m u 	 G e s k u i f   n a   f o o n 	 P e r k e l t a   /  t e l e f o n 	 P r c e l t s   u z   t e l e f o n u 	 T e i s a l d a t u d   t e l e f o n i 	 Oeraxm~an  g  dezk  pe|amx}	   	 M u t a t    n   t e l e f o n 	 +
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e n o   n a   t e l e f o n 	 L e   i s i t s w e   f o u n u n g 	 N i l i p a t   s a   t e l e p o n o 	 M o v e d   t o   p h o n e 	 Y a y i   z u k u  d a   g a   t e l i h o n 	 T i   g b  e   l   s    f   n  	 "5;5D>=0  6K;6KBK;4K
 
 S T R _ M O V E D _ T O _ S I M _ D O N E 	 P h o n e B o o k 	 P O P U P 	 M o v e d   T o   S I M ! 	 M o v e d   t o   S I M 	 ],dyS I M aS	 ]yR0RS I M aS	 "I2"D"14!A%I'	 M o v i d o   a l   S I M 	 D  p l a c    s u r   l a   c a r t e   S I M 	 Z u   S I M   v e r s c h o b e n 	 5@5<5I5=>  2  S I M 	 S p o s t a t o   n e l l a   S I M 	 *E  *-1JC  'DJ  'D(7'B)	 M o v i d o   p a r a   o   S I M 	 S I M ' e   t a _1n d 1	    s a o   c h  p   v  o   S I M 	 P i n d a h   K e   S I M ! 	 D i p i n d a h k a n   k e   S I M 	 8	?	.	  .	G		  8	M	%	>	(	>		$	0	?	$		 F l y t t e t   T i l   S I M ! 	 P Ye s u n u t o   n a   S I M ! 	 P r z e n i e s i o n o   d o   p a m i c i   k a r t y   S I M ! 	  t m o z g a t v a   a   S I M - b e ! 	 S i i r r e t t y   S I M : i i n ! 	 F l y t t e t   t i l   S I M ! 	 P r e s u n u t    n a   S I M ! 	 V e r p l a a t s t   n a a r   S I M 	 F l y t t a t   t i l l   S I M - m i n n e t 	 P r e m j e at e n o   u   S I M ! 	 M u t a t   p e   S I M 	 r e m a k n j e n o   V   S I M ! 	     S I M ! 	   - S I M 	 @5<5AB5=>  2  !- :0@B0B0! 	 8	?	.		!	G	  	>	  ! 	 (G  S I M   'F*B'D  'A*	 ! 3E  E  EF*BD  H'	     ! 	 				  					  						 8
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	    	 K u h a n j i s w e   k u - S I M 	 I s i w e   k w i S I M 	 I m e h a m i s h w a   k w a   S I M 	 G e s k u i f   n a   S I M 	 P e r k e l t a   /  S I M   k o r t e l 	 P r c e l t s   u z   S I M 	 T e i s a l d a t u d   S I M - i l e 	 Oeraxm~an  g  dezk  S I M   a	   S I M   	 M u t a t   p e   S I M 	 S I M 2
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	 S I M A  (?2>	 	 					  		  				  	' 		 S 0M - Y  k    r  l d  	 ]yRS I M aS	 S  h a   d e s p l a  a t   a   S I M 	 D  p l a c    v e r s   l a   c a r t e   S I M 	 F  r t      S I M - k o r t 	 M o v i d o   a   l a   S I M 	 @5<5AB5=>  2>    S I M   :0@B8G:0	 M o v i d o   a o   S I M 	 P r e b a 
e n o   n a   S I M 	 L e   i s i t s w e   h o   S I M 	 N i l i p a t   s a   S I M 	 M o v e d   t o   S I M 	 Y a y i   z u k u  d a   g a   S I M 	 T i   g b  e   l   s    S I M 	 S I M   - :0@B00  6K;6KBK;4K
 
 S T R _ I D _ P H B _ C O P I E D 	 P h o n e B o o k 	 P O P U P 	 C o p i e d ! 	 C o p i e d 	 ]	 ]
Y6R	 1%-A%I'	 C o p i a d o 	 C o p i  	 K o p i e r t 	 !:>?8@>20=>	 C o p i a t o 	 *E  'DF3.)	 C o p i a d o 	 K o p y a l a n d 1	    s a o   c h  p 	 D i s a l i n 	 D i s a l i n 	 	I	*	@	  	?	/	>	  	/	>		 	 	 	 M  s o l v a 	 	 	 	 G e k o p i e e r d 	 	 	 C o p i a t 	 	 	 	 	 	 1HFH4*  (1/'1I  4/	 	 	 				  					  						 	 	 	 


  


	   	 K u k o p i s h i w e 	 I k h u t s h e l w e 	 I m e n a k i l i w a 	 G e k o p i e e r 	 N u k o p i j u o t a 	 K o p t s 	 K o p e e r i t u d 	 Jasev~an  g	 	 C o p i a t 	 
K
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A
	 *?  9G2>	 	 									  			  	' 		 S u r Yt i    1x a r 1l d 1	 ]	 S  h a   c o p i a t 	 C o p i  	 A f r i t a  	 C o p i a d o 	 >?8@0=>	 C o p i a d o 	 K o p i r a n o 	 L e   k o p i d i t s w e 	 N a k o p y a   n a 	 C o p i e d 	 Y a y i   t a u k a 	 T i   d   k 	 HV@V;4V
 
 S T R _ E N T R Y _ C O P I E D 	 P h o n e B o o k 	 P O P U P 	 e n t r y   C o p i e d ! 	 c o n t a c t   c o p i e d 	 Poa}N]	 *NT|N]
Y6R	 1%-#2"
7H-A%I'	 c o n t a c t o   c o p i a d o 	 c o n t a c t   c o p i  	 K o n t a k t   k o p i e r t 	 0?8AL  A:>?8@>20=0	 c o n t a t t o   c o p i a t o 	 *E  'DF3.	 c o n t a c t o   c o p i a d o 	 k i _i   k o p y a l a n d 1  	    s a o   c h  p   m c 	 k o n t a k   d i s a l i n 	 k e n a l a n   d i s a l i n 	 8		*	0	M		  	I	*	@	  	?	/	>	  	/	>	 	 	 	 	 p a r t n e r   m  s o l v a 	 	 	 	 C o n t a c t p e r s o o n   g e k o p i e e r d 	 	 	 I n t r a r e   c o p i a t 	 	 	     	 	 	 E.'7(  1HFH4*  (1/'1I  4/	 	 	 					  				  					  						 	 	 	 







  


  


	     	 o x h u m a n a   n a y e   u k o p i s h i w e 	 u m q h a g a m s h e l w a   u k h u t s h e l w e 	 J i n a   l i m e n a k i l i w a 	 K o n t a k   g e k o p i e e r 	 k o n t a k t a s   n u k o p i j u o t a s 	 k o n t a k t s   k o p t s 	 k o n t a k t   k o p e e r i t u d 	 oxvaoh  zasev~an  g	   	 c o n t a c t   c o p i a t 	 8
.
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	 8.M*0M  *?  9G2>	 	 							  									  			  	' 		 Yl a q Y  n  m r Ys i n i n   s u r Yt i    1x a r 1l d 1	 ]oa}N	 c o n t a c t e   c o p i a t s 	 c o n t a c t   c o p i  	 t e n g i l i  u r   a f r i t a  u r 	 c o n t a c t o   c o p i a d o 	 :>=B0:B>B  5  :>?8@0=	 c o n t a t o   c o p i a d o 	 k o n t a k t   k o p i r a n 	 l e b i t s o   l e   k o p i d i t s w e 	 n a k o p y a   n a   a n g   k o n t a k 	 C o n t a c t   c o p i e d   ( E n t r y   c o p i e d ) 	 S u n a n y e   y a y i   t a u k a 	 t i   d a   o l  b  s  r    k 	 VAB5A  :VAV  :HV@V;4V
 
 S T R _ E N T R I E S _ C O P I E D 	 P h o n e B o o k 	 P O P U P 	 e n t r i e s   C o p i e d ! 	 c o n t a c t s   c o p i e d 	 Poa}N]	 *NT|N]
Y6R	 9I4H-1%-A%I'	 c o n t a c t o ( s )   c o p i a d o ( s ) 	 c o n t a c t ( s )   c o p i  	 K o n t a k t e   k o p i e r t 	 >=B0:BK  A:>?8@>20=K	 C o p i a t i   c o n t a t t i 	 *E  'DF3.	 c o n t a c t o ( s )   c o p i a d o ( s ) 	 K i _i l e r   k o p y a l a n d 1	    s a o   c h  p   m c 	 E n t r i   S u d a h   d i s a l i n ! 	 k e n a l a n   d i s a l i n 	 8		*	0	M		  	I	*	@	  	?	/	G	  	/	G	 	 P o s t e r   K o p i e r e t ! 	 Z  z n a m y   z k o p  r o v  n y ! 	 P o z y c j e   s k o p i o w a n e ! 	 p a r t n e r   m  s o l v a 	 T i e d o t   k o p i o i t u ! 	 O p p f  r i n g e r   k o p i e r t ! 	 Z  z n a m y   s k o p  r o v a n  ! 	 C o n t a c t p e r s o n e n   g e k o p i e e r d 	 K o n t a k t e r n a   k o p i e r a d e s 	 U n o s i   s u   k o p i r a n i ! 	 I n t r r i l e   a u   f o s t   c o p i a t e 	 V n o s i   K o p i r a n i ! 	     ! 	 /     / 	 0?8A8B5  >?8@0=8! 	 	(	M		M	0	@	  	I	*	@	  	G	2	@	  ! 	 E.'7(( G')   ~  4/	 ! *E'E  'F/1','*    H~    1  D  &	       ! 	 									  					  			  			  					  	 *
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! 	 M0@2A  >*@  /M/>/?	 0?8A8  A:>?V9>20=V! 	 








  


  


	     	 o x h u m a n a   n a b o   b a k o p i s h i w e 	 a b a q h a g a m s h e l w a   b a k h u t s h e l w e 	 M a j i n a   y a m e n a k i l i w a 	 k o n t a k ( t e )   g e k o p i e e r 	 k o n t a k t a i   n u k o p i j u o t i 	 k o n t a k t i   k o p t i 	 k o n t a k t i d   k o p e e r i t u d 	 oxvaoveh  zasev~an  ev	   	 c o n t a c t e   c o p i a t e 	 8
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	 8.M*0MA!?  *?  9G2>	 	 							( 				)   									  			  	' 		 Yl a q Y  n  m r Yl Yr i n i n   s u r Yt i    1x a r 1l 1b 	 ]oa}N	 c o n t a c t e s   c o p i a t s 	 c o n t a c t s   c o p i  s 	 t e n g i l i  i r   a f r i t a  i r 	 c o n t a c t o s   c o p i a d o s 	 :>=B0:B8B5  A5  :>?8@0=8	 c o n t a t o s   c o p i a d o s 	 k o n t a k t i   k o p i r a n i 	 m a b i t s o   a   k o p i d i t s w e 	 n a k o p y a   n a   a n g   m g a   k o n t a k 	 C o n t a c t   c o p i e d   ( E n t r y   c o p i e d ) 	 S u n a n y e   y a w a   y a y i   t a u k a 	 t i   d a   a w n   o l  b  s  r    k 	 VAB5A  :VAV;5@  :HV@V;4V
 
 S T R _ I D _ P H B _ E N T R Y _ D E L E T E D 	 P h o n e B o o k 	 P O P U P 	 e n t r y   D e l e t e d ! 	 c o n t a c t   d e l e t e d 	 Poa}]*Rd	 *NT|N] Rd	 #2"
7H-9%A%I'	 c o n t a c t o   e l i m i n a d o 	 c o n t a c t   s u p p r i m  	 K o n t a k t   g e l  s c h t 	 0?8AL  C40;5=0	 c o n t a t t o   e l i m i n a t o 	 *E  'DE3-	 c o n t a c t o   e l i m i n a d o 	 k i _i   s i l i n d i   	    x  a   m c 	 k o n t a k   t e r h a p u s 	 k e n a l a n   d i p a d a m 	 8		*	0	M		  9		>	  &	?	/	>	  	/	>		 	 	 	 p a r t n e r   t  r  l v e 	 	 	 	 C o n t a c t p e r s o o n   v e r w i j d e r d 	 	 	 I n t r a r e   _t e a r s 	 	 	     	 	 	 E.'7(  -0A  1/J/	 	 	 					  						  					  						 	 	 	 





  



  





	   	 o x h u m a n a   n a y e   u s u s i w e 	 u m q h a g a m s h e l w a   u c i n y i w e 	 J i n a   l i m e f u t w a 	 K o n t a k   g e s k r a p 	 k o n t a k t a s   p a aa l i n t a s 	 k o n t a k t s   d z s t s 	 k o n t a k t   k u s t u t a t u d 	 oxvaoh  {v{~an  g	   	 c o n t a c t   _t e r s 	 8
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	 8.M*0M  ,?2K*  9G2>	 	 							  			  	' 		 Yl a q Y  n  m r Ys i   p o z u l u b 	 ]*Rdoa}N	 c o n t a c t e   s u p r i m i t 	 c o n t a c t   s u p p r i m  	 t e n g i l i    e y t t 	 c o n t a c t o   e l i m i n a d o 	 :>=B0:B>B  5  871@8H0=	 c o n t a t o   e x c l u  d o 	 k o n t a k t   o b r i s a n 	 l e b i t s o   l e   p h u m u t s w e 	 t i n a n g g a l   a n g   k o n t a k 	 C o n t a c t   c o p i e d   ( E n t r y   c o p i e d ) 	 S u n a n y e   y a y i   s h a r e   w a 	 t i   p a   o l  b  s  r    r 	 VAB5A  :VAV  6>9K;4K
 
 S T R _ I D _ P H B _ E N T R I E S _ D E L E T E D 	 P h o n e B o o k 	 P O P U P 	 e n t r i e s   D e l e t e d ! 	 c o n t a c t s   d e l e t e d 	 Poa}]*Rd	 *NT|N] Rd	 5H4H-%A%I'	 c o n t a c t o ( s )   e l i m i n a d o ( s ) 	 c o n t a c t ( s )   s u p p r i m  	 K o n t a k t e   g e l  s c h t 	 >=B0:BK  C40;5=K	 E l i m i n a t i   c o n t a t t i 	 *E  'DE3-	 c o n t a c t o ( s )   e l i m i n a d o ( s ) 	 K i _i l e r   s i l i n d i 	 C  c   m c      b   x  a 	 E n t r i   S u d a h   d i h a p u s ! 	 k e n a l a n   d i h a p u s 	 8		*	0	M		  9		>	  &	?	/	G	  	/	G		 P o s t e r   S l e t t e t ! 	 Z  z n a m y   s m a z  n y ! 	 P o z y c j e   s k a s o w a n e ! 	 p a r t n e r   t  r  l v e 	 T i e d o t   p o i s t e t t u ! 	 O p p f  r i n g e r   s l e t t e t ! 	 Z  z n a m y   z r u ae n  ! 	 C o n t a c t p e r s o n e n   v e r w i j d e r d 	 K o n t a k t e r n a   r a d e r a d e s 	 U n o s i   s u   u k l o n j e n i ! 	 I n t r r i l e   a u   f o s t   _t e r s e 	 V n o s i   Z b r i s a n i ! 	     ! 	 /     / 	 0?8A8B5  7B@8B8! 	 	(	M		M	0	@	  *	A	8	B	(	  	>		2	G		 E.'7(( G')   -0A  4/	 ! *E'E  'F/1','*  Ey'/  &	     ! 	 									  					  				  				  						 *
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 
 S T R _ I D _ P H B _ E X T R A _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   E x t r a   N u m b e r s 	 S p e c i a l   n u m b e r s 	 yrk_x	 yrkSx	 +!2"@%4@()	 N  m e r o   a d i c i o n a l 	 N u m  r o   s u p p l  m e n t a i r e 	 Z u s  t z l i c h e   N u m m e r 	 !?5F80;L=K5  =><5@0	 N u m e r o   i n   p i  	 1BE  '6'AJ	 N  m e r o   e x t r a 	 E k s t r a   n u m a r a l a r 	 S   b   s u n g 	 N o m o r   e k s t r a 	 N o m b o r   e k s t r a 	 	$	?	0	?		M	$	  (		,	0		 E k s t r a   N u m m e r 	 E x t r a   
 s l o 	 D o d a t k o w y   n u m e r 	 E x t r a   t e l e f o n s z  m o k 	 L i s  n u m e r o 	 T i l l e g g s n u m m e r 	 E x t r a   
 s l o 	 E x t r a   n u m m e r 	 E x t r a   n u m m e r 	 D o d a t n i   b r o j 	 N u m e r e   s u p l i m e n t a r e 	 D o d a t n a   `t e v i l k a 	   	   	 >?J;=8B5;5=  ><5@	 	$	?	0	?		M	$	  	M	0	.	>				 4E'1G  '6'A	 E2/  FE(1	   	 								  						 +
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	   	 I z i n a m b a   e z e n g e z i w e 	 I n o m b o l o   e z i n g a p h e z u l u 	 N a m b a r i   z a   z i a d a 	 E k s t r a   n o m m e r 	 S p e c i a l ks   n u m e r i a i 	 P a p i l d u   n u m u r i 	 L i s a n u m b r i d 	 <axky  patave	   	 N u m e r e   s u p l i m e n t a r e 	 
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 
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	   	 I n a m b a   y o m n i k a z i 	 I n o m b o l o   y o m n i n i 	 N a m b a r i   y a   m m i l i k i 	 E i e n a a r   s e   n o m m e r 	 S a v i n i n k o   n u m e r i s 	 *p a an i e k a   n u m u r s 	 O m a n i k u   n u m b e r 	 Meaoavakx{  pata	   	 N u m r   p r o p r i e t a r 	 
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 
 S T R _ N O _ O W N E R _ N U M B E R _ M E S S A G E 	 P h o n e B o o k 	 P O P U P 	 N o   o w n e r   n u m b e r s   m e s s a g e 	 O w n e r   n u m b e r   l i s t   e m p t y 	 zz}v	 zz}v	 D!H!5#2"2#+!2"@%@I2-	 L i s t a   d e   n  m e r o s   d e   p r o p i e t a r i o   v a c  a 	 L a   L i s t e   d e   N u m  r o   d e   p r o p r i  t a i r e   V i d e   ! 	 B e s i t z e r n u m m e r n l i s t e   l e e r 	 !?8A>:  A>1AB2.   =><5@>2  ?CAB	 E l e n c o   n u m e r i   d i   p r o p r i e t a r i o   v u o t o !   	 B'&E)  #1B'EJ  .'DJ)	 L i s t a   d e   n  m e r o   d o   p r o p r i e t  r i o   v a z i a 	 T e l e f o n   S a h i b i   N u m a r a s 1  l i s t e s i   b o _	 D a n h   s  c h   s   c a   c h   m  y   t r n g 	 D a f t a r   n o m o r   p e m i l i k   k o s o n g ! 	 S e n a r a i   n o m b o r   p e m i l i k   k o s o n g 	 '	>	0		  	@	  (		,	0	  8	B		@	  	>	2	@		 E j e r s   N u m m e r   L i s t e   T o m ! 	 S e z n a m   
 s e l   v l a s t n  k a   j e   p r  z d n  ! 	 S k a s u j   l i s t   n u m e r  w   w Ba [c i c i e l a ! 	 A   s a j  t   t e l e f o n s z  m l i s t a    r e s ! 	 O m i s t a j a n   n u m e r o l u e t t e l o   t y h j  ! 	 E i e r n u m m e r l i s t e   t o m ! 	 Z o z n a m   
 s e l   v l a s t n  k a   j e   p r  z d n y 	 L i j s t   v a n   n u m m e r   v a n   e i g e n a a r   i s   l e e g 	 I n g a   e g n a   n u m m e r   	 P o p i s   b r o j e v a   v l a s n i k a   j e   p r a z a n ! 	 L i s t a   c u   n u m r u l   p r o p r i e t a r u l u i   e s t e   g o a l 	 L i s t   `t e v i l k e   L a s t n i k a   P r a z e n ! 	       ! 	       	 !?8AJ:JB  AJA  !>1AB25=8  ><5@0  5  @075=! 	 .	>	2		>		>	  	M	0	.	>			  2	?	8	M		  0	?		M	$	  ! 	 AG13*  4E'1G  G'I  /'1F/G  .'DJ3*	 ! E'D    FE(1  A13*  .'D  	         	 							  					  						  				! 	 .
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	       	 U h l u   l w e z i n a m b a   z o m n i k a z i   a l u n a l u t h i 	 U l u h l u   l w e n o m b o l o   y o m n i n i   a y i n a n t o 	 O r o d h a   y a   n a m b a r i   y a   m m i l i k i   i k o   w a z i 	 E i e n a a r   s e   l y s   n o m m e r s   l e e g 	 S a v i n i n k o   n u m e r i s  s r a aa s   t u a
i a s 	 *p a an i e k a   n u m u r u   s a r a k s t s   t u k as 	 O m a n i k u   n u m b r i t e   l o e n d   t  h i 	 Meaoavakx{  patavek  avoh  daao  g	       	 L i s t   d e   n u m e r e   p r o p r i e t a r i   g o a l 	 
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 
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7H-	 N o m b r e   	 N o m 	 N a m e 	 <O  2;045;LF0	 N o m e 	 '3E	 N o m e 	 0s i m     	 T  n   c h   m  y 	 N o m o r   p e m i l i k 	 N a m a   p e m i l i k 	 (	>	.		 E j e r s   N a v n 	 J m  n o   v l a s t n  k a 	 N a z w a   w Ba [c i c i e l a 	 N  v 	 O m i s t a j a n   n i m i 	 E i e r n a v n 	 M e n o   v l a s t n  k a 	 N a a m 	 A n v  n d e r n a m n 	 I m e   v l a s n i k a 	 N u m e 	 I m e   L a s t n i k a 	   	   	 <5  =0  !>1AB25=8:0	 .	>	2		>		G	  (	>		5		 F'E	 E'D  'F'E	   	 				 .
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	   	 I g a m a   l o m n i k a z i 	 I g a m a   l o m n i n i 	 J i n a   l a   m m i l i k i 	 N a a m 	 S a v i n i n k o   v a r d a s 	 *p a an i e k a   v r d s 	 O m a n i k u   n i m i 	 Meaoavakx{  avxv	   	 N u m e   p r o p r i e t a r 	 
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TW[	 N o m 	 N o m 	 N a f n 	 N o m b r e 	 <5	 N o m e 	 I m e 	 L e b i t s o 	 P a n g a l a n 	 N a m e 	 S u n a 	 O r  k 	 BK
 
 S T R _ E R A S E _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 O w n e r   n u m b e r   e r a s e   q u e r y 	 R e m o v e ? 	 yd	 yd	 %? 	  B o r r a r ? 	 E f f a c e r  ? 	 L  s c h e n ? 	 #40;8BL	 C a n c e l l a 	 E3-	 E l i m i n a r ? 	 s i l ? 	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			?  	 S l e t 	 V y m a z a t 	 U s u D	 T  r l  s ? 	 P y y h i 	 F j e r n 	 V y m a z a e	 W i s s e n ? 	 R a d e r a 	 I z b r i ai 	 ^t e r g e ci ? 	 Z r a d i r a j 	     	 ? 	 7B@89	 	K	!	B	(	  	>		>		 ~'  4H/	 .*E  ,&	 	 				  						? 	 .
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 
 S T R _ H O M E _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   H o m e   N u m b e r 	 H o m e   n u m b e r 	 OO[q	 [^5u݋	 +!2"@%5HI2	 N  m e r o   d e   c a s a 	 N u m  r o   m a i s o n 	 P r i v a t n u m m e r 	 ><0H=89  =><5@	 N u m e r o   d i   c a s a 	 1BE  'DEF2D	 N  m e r o   d e   c a s a 	 E v   n u m a r a s 1	 S   n h    r i  n g 	 N o m o r   R u m a h 	 N o m b o r   r u m a h 	 	0	  	>	  (		,	0		 H j e m m e   N u m m e r 	  s l o   d o m o	 N u m e r   d o m o w y 	 O t t h o n i   t e l e f o n s z  m 	 K o t i n u m e r o 	 H j e m m e n u m m e r 	  s l o   d o m o v 	 H u i s n u m m e r 	 H e m n u m m e r 	 K u n i   t e l e f o n 	 T e l e f o n   a c a s 	 D o m a 
a   `t e v i l k a 	   	   	 ><0H5=  =><5@	 9	K	.	  	M	0	.	>				 4E'1G  EF2D	 1  '  FE(1	   	 			  						 
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  



	   	 I n a m b a   y a s e k h a y a 	 I n o m b o l o   y a s e k h a y a 	 N a m b a r i   y a   n y u m b a n i 	 H u i s n o m m e r 	 N a m s  n u m e r i s 	 M j a s   n u m u r s 	 T e l e f o n i n u m b e r   k o d u s 	 Oav  pe|amx}apata	   	 N u m r   d e   a c a s 	 5
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 	 0  (.M,0	 	 				  						 E v i n   n  m r Ys i 	 [_x	 N  m e r o   d e   c a s a 	 T  l  p h o n e   d u   d o m i c i l e 	 H e i m a n  m e r 	 N  m e r o   p a r t i c u l a r 	 ><0H5=  1@>X	 N  m e r o   d e   c a s a 	 K u n i   b r o j 	 N o m o r o   y a   l a p e n g 	 N u m e r o   s a   b a h a y 	 H o m e   n u m b e r 	 L a m b a   d a   g i d a 	 N m b a   i l  	 9  =<V@V
 
 S T R _ C O M P N A Y _ N A M E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   C o m p a n y   N a m e 	 C o m p a n y   n a m e 	 lQS
T1z	 lQS
Ty	 
7H-#4)1	 N o m b r e   d e   l a   e m p r e s a 	 N o m   d ' e n t r e p r i s e 	 F i r m e n n a m e 	 0720=85  :><?0=88	 N o m e   d e l l a   s o c i e t  	 '3E  'D41C)	 N o m e   d a   e m p r e s a 	 ^i r k e t   a d 1	 T  n   c  n g   t y 	 N a m a   P e r u s a h a n 	 N a m a   s y a r i k a t 	 		*	(	@	  	>	  (	>	.		 F i r m a   N a v n 	 N  z e v   s p o l e 
n o s t i 	 N a z w a   f i r m y 	 C  g n  v 	 Y h t i  n   n i m i 	 S e l s k a p s n a v n 	 N  z o v   s p o l o 
n o s t i 	 B e d r i j f s n a a m 	 F  r e t a g s n a m n 	 I m e   t v r t k e 	 N u m e   f i r m 	 `t e v i l k a   P o d j e t j a 	   	   	 <5  =0  $8@<0B0	 		*	(	@		G	  (	>		5		 F'E  41C*	 E~F  '  F'E	   	 									  				 
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  


	   	 I g a m a   l e n k a m p a n i 	 I g a m a   l e n k a m p a n i 	 J i n a   l a   k a m p u n i 	 M a a t s k a p p y n a a m 	 B e n d r o v s   p a v a d i n i m a s 	 U z Fm u m a   n o s a u k u m s 	 E t t e v  t t e   n i m i 	 8voexiuav  avxv	   	 N u m e   c o m p a n i e 	 
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T1z	 N o m   d e   l  e m p r e s a 	 N o m   d e   l  e n t r e p r i s e 	 N a f n   f y r i r t  k i s 	 N o m b r e   d e   l a   e m p r e s a 	 <5  =0  :><?0=8X0	 N o m e   d a   e m p r e s a 	 I m e   k o m p a n i j e 	 L e b i t s o   l a   k h a m p a n i 	 P a n g a l a n   n g   k o m p a n y a 	 C o m p a n y   n a m e 	 S u n a   a   c o m p a n i n 	 N m b a   i l  - i c	 9K<  0BK
 
 S T R _ E M A I L _ A D R E S S 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   E m a i l   A d d r e s s 	 E m a i l   a d d r e s s 	 P[N0W@W	 5uP[N0W@W	 5H-"9H-5@!%	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A d r e s s e   e m a i l 	 E - M a i l a d r e s s e 	 4@5A  M;.   ?>GBK	 I n d i r i z z o   e m a i l 	 9FH'F  'D(1J/  'D'DC*1HFJ	 E n d e r e  o   d e   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a   a d r e s i 	 a   c h   t h   i n   t 	 A l a m a t   E m a i l 	 A l a m a t   e - m e l 	 	- .	G	2	  *	$	>		 E - m a i l   A d r e s s e 	 E - m a i l o v    a d r e s a 	 A d r e s   e M a i l 	 E - m a i l   c  m 	 S  h k  p o s t i o s o i t e 	 E - p o s t a d r e s s e 	 E - m a i l o v    a d r e s a 	 E - m a i l a d r e s 	 E - p o s t a d r e s s 	 A d r e s a   e - p o at e 	 A d r e s   d e   e m a i l 	 N a s l o v   E l e k t r o n s k e   P o at e 	   	     	 E - m a i l   04@5A	 	.	G	2	  *	$	M	$	>		 F4'FI  1'J'F'EG	 '  ED  ~*	   	 				  							 
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	 .F/?2M  !M08M	 E m a i l   04@5A0	 




  






	   	 I k h e l i   l e - i m e y l i 	 I d i l e s i   y e - i m e y l e   	 A n w a n i   y a   b a r u a   p e p e 	 E - p o s a d r e s 	 E l .   p a at o   a d r e s a s 	 E - p a s t a   a d r e s e 	 E - p o s t i   a a d r e s s 	 7l.   x}k  pa}e	 E m a i l   -   	 A d r e s   d e   e m a i l 	 
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	 .G2   ?#>	 	 					  						 E l e k t r o n   p o  t a s 1n 1n    n v a n 1	 0W@W	 A d r e  a   d e   c o r r e u   e l e c t r  n i c 	 A d r e s s e   d e   c o u r r i e l 	 N e t f a n g 	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 4@5A0  =0  5- ?>HB0	 E n d e r e  o   d e   e - m a i l 	 E - m a i l   a d r e s a 	 A t e r e s e   y a   i m e i l e 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 A d i r e s i   d a   e m a i l 	 A d i r s i   i m e e l i 	 -;5:B@>=4K  ?>HB0  <5:5=609K
 
 S T R _ O F F I C E _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   O f f i c e   N u m b e r 	 O f f i c e   n u m b e r 	 lQSq	 lQS5u݋	 +!2"@%5H32	 N  m e r o   d e   o f i c i n a 	 N u m  r o   b u r e a u 	 B  r o n u m m e r 	 ><5@  >D8A0	 N u m e r o   d e l l ' u f f i c i o 	 1BE  'DEC*(	 N  m e r o   d o   e s c r i t  r i o 	 O f i s   n u m a r a s 1	 S   v n   p h  n g 	 N o m o r   K a n t o r 	 N o m b o r   p e j a b a t 	 	>	0	M	/	>	2	/	  	>	  (		,	0		 K o n t o r   N u m m e r 	  s l o   d o   z a m s t n  n  	 N u m e r   s Bu |b o w y 	 M u n k a h e l y i   t e l e f o n s z  m 	 T y  n u m e r o 	 K o n t o r n u m m e r 	  s l o   d o   p r  c e 	 K a n t o o r n u m m e r 	 K o n t o r n u m m e r 	 B r o j   u   u r e d u 	 T e l e f o n   b i r o u 	 `t e v i l k a   P i s a r n e 	   	   	 D8A  ><5@	 	+	?	8		>	  	M	0	.	>				 4E'1G  /A*1	 "A3  '  FE(1	   	 				  						 &
+
	 +@8M  (,0M  2A	  >1>G89  =><5@	 



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	   	 I n a m b a   y a s e - o f i s i 	 I n o m b o l o   y e - o f i s i 	 N a m b a r i   y a   o f i s i 	 K a n t o o r n o m m e r 	 B i u r o   n u m e r i s 	 B i r o j a   n u m u r s 	 T e l e f o n i n u   t   l m b e r 	 1wmaavaukv  pata	   	 N u m r   d e   l a   b i r o u 	 
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 	 +?8M  (.M,0	 	 					  						 0_  n  m r Ys i 	 lQS_x	 N  m e r o   d e   l a   f e i n a 	 N u m  r o   p r o f e s s i o n n e l 	 V i n n u s  m i 	 N  m e r o   d e   l a   o f i c i n a 	 !;C615=  1@>X	 N  m e r o   c o m e r c i a l 	 B r o j   k a n c e l a r i j e 	 N o m o r o   y a   o f i s i n g 	 N u m e r o   s a   o p i s i n a 	 O f f i c e   n u m b e r 	 L a m b a   d a   o f i n c i 	 N m b a   i l  - i c	 5A5  =<V@V
 
 S T R _ F A X _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   F a x   N u m b e r 	 F a x   n u m b e r 	 Pw_x	  OwSx	 +!2"@%B#*2#	 N  m e r o   d e   F a x 	 N u m  r o   t  l  c o p i e 	 F a x n u m m e r 	 ><5@  D0:A0	 N u m e r o   d i   f a x   	 1BE  'DA'C3	 N  m e r o   d e   f a x 	 F a k s   N u m a r a s 1	 S   F a x 	 N o m o r   F a x 	 N o m b o r   f a k s 	 +	H		M	8	  	>	  (		,	0		 F a x   N u m m e r 	 F a x o v    
 s l o 	 N u m e r   f a k s u 	 F a x s z  m 	 T e l e k o p i o n u m e r o 	 F a k s n u m m e r 	 F a x o v    
 s l o 	 F a x n u m m e r 	 F a x n u m m e r 	 B r o j   f a k s a 	 F a x 	 `t e v i l k a   F a k s a 	   	   	 $0:A  ><5@	 +	E		M	8	  	M	0	.	>				 4E'1G  FE'(1	 A3  FE(1	   	 							  						 +
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  



	   	 I n a m b a   y e f e k s i 	 I n o m b o l o   y e f a k s i 	 N a m b a r i   y a   f a k s i 	 F a k s n o m m e r 	 F a k s o   n u m e r i s 	 F a k s a   n u m u r s 	 F a k s i n u m b e r 	 Va}k  pata	   	 N u m r   d e   f a x 	 +
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 
 S T R _ A S S O C I A T E _ L E D 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   A s s o c i a t e   L E D 	 C a l l e r   L E D 	 O
gRq	 eg5uop	 L E D   9IB#	 L E D   d e   q u i  n   l l a m a 	 D E L   a p p e l a n t 	 A n r u f e r - L E D 	 07=0G8BL  A83=0;  8=48:0B>@0	 L E D   c h i a m a n t e 	 6H!  'DH'1/)	 A s s o c i a r   L E D 	 A r a y a n   L E D ' i 	  n   L E D   c h o   c u c   g i   n 	 L E D   p e m a n g g i l 	 L E D   p e m a n g g i l 	 L E D   	I	2	0		 	 	 	 H  v    L E D 	 	 	 	 L e d   v a n   o p r o e p e r 	 	 	 A s o c i e r e   L E D   a p e l a n t 	 	 	   	 	 	 L E D   *E'3  1F/G	 	 	 				  						 	 	 	 





  L E D 	     	 I - L E D   e h a m b i s a n a y o 	 D i b a n i s a   n e L E D 	 L E D   s h i r i k i 	 B e l l e r - L E D 	 S u s i j s   av i e s o s   d i o d a s 	 P i e s a i s t +t   L E D 	 S e o t u d   L E D 	 ?azao~an  L E D 	   	 A s o c i e r e   L E D 	 
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  L E D 	 !?$  L E D 	 	 L E D   					  				 T e l e f o n   e d Yn Y  i _a r Y  e d Yn   i _1q 	 Oo:yq	 L E D   d e   q u i   t r u c a 	 D E L   d e   l  a p p e l a n t 	 L j  s   h r i n g i n g a r 	 L E D   d e   l l a m a d a 	 >28:C20G  L E D 	 L E D   d o   c h a m a d o r 	 L E D   p o z i v a o c a 	 L E D   y a   m o l e t s i 	 L E D   n g   t u m a t a w a g 	 C a l l e   L E D 	 L E D   d a   m a i   k i r a n y e 	 L E D   o l  p  	 >K@0C  H0;CHK  BAV
 
 S T R _ A S S O C I A T E _ A L E R T 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   A s s o c i a t e   A l e r t 	 C a l l e r   a l e r t 	 Oc:y	 eg5uTÔ	 2#@7-9IB#	 A l e r t a   d e   q u i  n   l l a m a 	 A l e r t e   a p p e l a n t 	 A n r u f e r - W a r n h i n w e i s 	 07=0G8BL  >?>25I5=85	 A v v i s o   c h i a m a n t e 	 '.*J'1  'DF:E'*	 A s s o c i a r   a l e r t a 	 A r a y a n   a l a r m 1	 C h n   n h c   c h u  n g 	 T a n d a   p e m a n g g i l 	 A m a r a n   p e m a n g g i l 	 	I	2	0	  	2	0	M			 	 	 	 H  v    j e l z  s e 	 	 	 	 W a a r s c h u w i n g   v a n   o p r o e p e r 	 	 	 A s o c i e r e   a l a r m a   a p e l a n t 	 	 	   	 	 	 G4/'1  *E'3  1F/G	 	 	 				    							 	 	 	 





  





  	   	 I s i q a p h e l i s i   e s i h a m b i s a n a y o 	 D i b a n i s a   n e s i p h a p h a m i s i 	 A r i f u   s h i r i k i 	 B e l l e r - a a n m a n i n g 	 S u s i j s   p e r s p j i m o   s i g n a l a s 	 P i e s a i s t +t   b r +d i n j u m u 	 S e o t u d   t e a t i s 	 ?azao~an  vamafcxwaxt	   	 A s o c i e r e   a l e r t 	 
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 
 S T R _ A S S O C I A T E _ P I C T U R E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   A s s o c i a t e   P i c t u r e 	 C a l l e r   p i c t u r e 	 OWGr	 eg5uVGr	  29IB#	 I m a g e n   d e   q u i  n   l l a m a 	 I m a g e   a p p e l a n t 	 A n r u f e r b i l d 	 7>1@065=85  	 F o t o   c h i a m a n t e 	 1'(7  'D5H1)	 A s s o c i a r   i m a g e m 	 A r a y a n   r e s m i 	 C h n   n h   	 g a m b a r   t e r h u b u n g 	 G a m b a r   p e m a n g g i l 	 	I	2	0	  	?	$	M	0		 T i l k n y t   B i l l e d e 	 P Yi p o j e n    o b r  z e k 	 D o s t o s u j   z d j c i e 	 H  v    k  p e 	 L i i t    k u v a 	 T i l h  r e n d e   b i l d e 	 P r i p o j i e  o b r  z o k 	 F o t o   v a n   o p r o e p e r 	 V i s n i n g s b i l d 	 O d a b e r i t e   s l i k u 	 A s o c i e r e   i m a g i n e   a p e l a n t 	 Z d r u ~i   S l i k o 	   	   	 A>F88@0=0  0@B8=:0	 8	.	M	,	(	M	'	?	$	  	?	$	M	0		 93  *E'3  1F/G	 *5H1  41  ,&	     	 						  				 8
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	   	 I s i t h o m b e   e s i h a m b i s a n a y o 	 D i b a n i s a   n o m f a n e k i s o 	 P i c h a   s h i r i k i 	 V e r w a n t e   f o t o 	 S u s i j s   p a v e i k s l l i s 	 P i e s a i s t +t   a t t l u 	 S e o t u d   p i l t 	 ?azao~an  voa	   	 A s o c i e r e   i m a g i n e 	 
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	 !?$  ,?	 	 					  					  				 T e l e f o n   e d Yn i n   _Yk l i 	 OWGr	 I m a t g e   d e   q u i   t r u c a 	 I m a g e   d e   l  a p p e l a n t 	 M y n d    e s s   s e m   h r i n g i r 	 I m a g e n   d e   l l a m a d a 	 !;8:0  =0  ?>28:C20G>B	 I m a g e m   d o   c h a m a d o r 	 S l i k a   p o z i v a o c a 	 S e t s h w a n t s h o   s a   m o l e t s i 	 L a r a w a n   n g   t u m a t a w a g 	 C a l l e r   p i c t u r e 	 A b i n   k a l l o   d a   m a i   k i r a n y e 	 F t    o l  p  	 >K@0C  H0;CHK  AC@5BV
 
 S T R _ A S S O C I A T E _ S O U N D 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   A s s o c i a t e   S o u n d 	 C a l l e r   r i n g t o n e 	 O4r	 eg5uÔX	 #4B9IB#	 S o n i d o   d e   q u i  n   l l a m a 	 S o n n e r i e   a p p e l a n t 	 A n r u f e r - K l i n g e l t o n 	 5;>48O	 S u o n o   c h i a m a n t e 	 1'(7  'D5H*	 A s s o c i a r   t o q u e 	 A r a y a n   z i l   s e s i 	 C h u  n g   r i  n g 	 S u a r a   t e r h u b u n g 	 N a d a   d e r i n g   p e m a n g g i l 	 	I	2	0	  0	?				K	(		 T i l k n y t   L y d 	 P Yi p o j e n    z v u k 	 D o s t o s u j   d zw i k 	 H  v    c s e n g Qh a n g j a 	 L i i t      n i 	 T i l h  r e n d e   l y d 	 P r i p o j i e  z v u k 	 B e l t o o n   v a n   o p r o e p e r 	 R i n g s i g n a l 	 O d a b e r i t e   z v u k 	 A s o c i e r e   s o n e r i e   a p e l a n t 	 Z d r u ~i   Z v o k 	   	   	 A>F88@0=  2C:	 8	.	M	,	(	M	'	?	$	  '	M	5	(	@		 2F'GF  *E'3  J1F/G	 "H'2  41  ,&	     	 				  							 8
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	 8K8?/GM  8L!M	 @87=0G8B8  472V=>:	 





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	   	 U m s i n d o   o h a m b i s a n a y o 	 D i b a n i s a   n e s a n d i 	 S a u t i   s h i r i k i 	 V e r w a n t e   k l a n k 	 S u s i j s   g a r s a s 	 P i e s a i s t +t   s k a Fu 	 S e o t u d   h e l i 	 ?azao~an  qauv	     	 A s o c i e r e   s u n e t 	 
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	 !?$  'M,$?	 	 					  					  				 T e l e f o n   e d Yn i n   z Yn g i n i n   s Ys i 	 O4r	 S o   d e   q u i   t r u c a 	 S o n n e r i e   d e   l  a p p e l a n t 	 H r i n g i t  n n    e s s   s e m   h r i n g i r 	 T o n o   d e   l l a m a d a 	 ">=  =0  U2>=5Z5  =0  ?>28:C20G>B	 T o q u e   d o   c h a m a d o r 	 Z v o n o   p o z i v a o c a 	 M o d u m o   o   l l a n g   w a   m o l e t s i 	 R i n g t o n e   n g   t u m a t a w a g 	 C a l l e r   r i n g t o n e 	 K u t a   a   k i r a   d a   m a i   k i r a n y e   	 O h  n   o r i n    p    o l  p  	 >K@0C  H0;CHK  >K@0CK
 
 S T R _ C A L L E R _ G R O U P 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   C a l l e r   G r o u p 	 C a l l e r   g r o u p 	 OD}	 eg5u~	 %8H!9IB#	 G r u p o s   d e   l l a m a d a 	 G r o u p e   a p p e l a n t 	 A n r u f e r g r u p p e 	 @C??K	 G r u p p o   d i   c h i a m a t e 	 E,EH9)  'DE*5DJF	 G r u p o s   d e   c o n t a c t o s 	  a r 1  G r u b u 	 N h  m   n g i   g i 	 K e l o m p o k   P e m a n g g i l 	 K u m p u l a n   p e m a n g g i l 	 	I	2	0	  8	.	B	9		 O p k a l d s   G r u p p e 	 S k u p i n a   v o l a j  c  c h 	 G r u p a   o s  b 	 H  v  c s o p o r t 	 S o i t t a j a r y h m  	 I n n r i n g e r g r u p p e 	 S k u p i n a   v o l a j  c i c h 	 O p r o e p g r o e p 	 G r u p p 	 P o z i v n a   s k u p i n a 	 G r u p   d e   a p e l a r e 	 K l i c n a   S k u p i n a 	   	   	 @C?0  =0  018@0I8O	 	I	2		0	M	$	>	  8	.	B	9		 1HG  *E'3	 'D1  1H~	   	 				  							 .
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	   	 I q e m b u   l o f o n a y o 	 I q e l a   l a b a f o w n i 	 K i k u n d i   c h a   m p i g a j i   s i m u 	 B e l l e r g r o e p 	 S k a m b i n t o j s  g r u p 	 Z v a n +t j a   g r u p a 	 H e l i s t a j a g r u p p 	 6avcapatav  mxtb	   	 G r u p   d e   a p e l a n ci 	 
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 
 S T R _ I D _ P H B _ B I R T H D A Y 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   b i r t h d a y 	 B i r t h d a y 	 ue	 ue	 '1@4	 C u m p l e a  o s 	 A n n i v e r s a i r e 	 G e b u r t s t a g 	 5=L  @>645=8O	 C o m p l e a n n o 	 9J/  'DEJD'/	 A n i v e r s  r i o 	 D o u m g  n  	 S i n h   n h t 	 U l a n g   t a h u n 	 H a r i   l a h i r 	 	(	M	.	&	?	(		 F  d s e l s d a g 	 N a r o z e n i n y 	 U r o d z i n y 	 S z  l e t  s n a p 	 S y n t y m  p  i v  	 F  d s e l s d a g 	 N a r o d e n i n y 	 V e r j a a r d a g 	 F  d e l s e d a g 	 R o e n d a n 	 Z i   d e   n a _t e r e 	 R o j s t n i   D a n 	 	   	  >645=  45=	 	(	M	.	$	>	0	@			 2'/1H2	 *'1.  ~/'&4	 	 								 
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  


	 	 U s u k u   l o k u z a l w a 	 U m h l a   w o k u z a l w a 	 S i k u   y a   k u z a l i w a 	 V e r j a a r d a g 	 G i m t a d i e n i s 	 D z i m aa n a s   d i e n a 	 S  n n i p  e v 	 >vvduav  	   	 Z i   d e   n a _t e r e 	 
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	 (M.&?(	 	 								 A d   g  n  	 ue	 A n i v e r s a r i 	 A n n i v e r s a i r e 	 F   i n g a r d a g u r 	 C u m p l e a  o s 	  >45=45=	 A n i v e r s  r i o 	 R o e n d a n 	 L e t s a t s i   l a   t s w a l o 	 K a a r a w a n 	 B i r t h d a y 	 R a n a   d a   h a i f u w a n 	 j -  b  	 "C0=  :=
 
 S T R _ I D _ P H B _ P R E F E R R E D _ N U M B E R 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 P r e f e r r e d   N u m b e r   T y p e 	 P r e f e r r e d   N u m b e r 	 OP}Y_x	 OP}YSx	 +!2"@%5H@%7-C
I	 N  m e r o   p r e f e r i d o 	 N u m  r o   p r  f  r  	 B e v o r z u g t e   N u m m e r 	 @54?>GB8B5;L=K9  =><5@	 N u m e r o   p r e f e r i t o 	 1BE  'DEA6D	 N  m e r o   p r e f e r i d o 	 T e r c i h   E d i l e n   N u m a r a 	 S   u   t i  n 	 N o m o r   P i l i h a n 	 N o m b o r   D i u t a m a k a n 	 	A	(	>	  	/	>	  (		,	0		 	 	 	 E l Qn y b e n   r  s z e s  t e t t   s z  m 	 	 	 	 V o o r k e u r s n u m m e r 	 	 	 N u m r   f a v o r i t 	 	 	   	 	 	 4E'1G  /D.H'G	 	 	 							  						 	 	 	 



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	   	 I n a m b a   e t h a n d w a y o 	 I n o m b o l o   e t h a n d w a y o 	 N a m b a r i   i n a y o p e n d e l e w a 	 V o o r k e u r n o m m e r 	 P a g e i d a u t i n a s   n u m e r i s 	 N u m u r a   p r e f e r e n c e 	 E e l i s t a t u d   n u m b e r 	 3eada}~xr  @ata	   	 N u m r   p r e f e r a t 	 *
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 
 S T R _ I D _ P H B _ E D I T _ D E T A I L 	 P h o n e B o o k 	 I C O N T E X T 	 S t r i n g   f o r   v i e w   o p t i o n   e d i t   d e t a i l 	 E d i t   d e t a i l s 	 }/s0}ǌe	 ~De	 AID#2"%0@-5"	 E d i t a r   d e t a l l e s 	  d i t e r   d  t a i l s 	 D e t a i l s   b e a r b e i t e n 	  540:B8@>20BL  40==K5	 D e t t a g l i   d i   m o d i f i c a 	 *9/JD  'D*A'5JD	 E d i t a r   d e t a l h e s 	 A y r 1n t 1l a r 1  d  z e n l e m e 	 S a   i   c h i   t i t   t  i   l i u 	 E d i t   r i n c i a n 	 E d i t   b u t i r a n 	 5	?	5	0	#	  8		*	>	&	(		 	 	 	 A d a t o k   s z e r k e s z t  s e 	 	 	 	 D e t a i l   b e w e r k e n 	 	 E d i t   D e t a i l 	 E d i t a r e   d e t a l i i 	 E d i t   D e t a i l 	 E d i t   D e t a i l 	   	  540:B8@09  5B09;8	 8	.	M	*	B	0	M	#	  8		*	>	&	?	$	  	0	>		 HJ1'J4  ,2&J'*	 *A5D  'y  ,&	   	 				  					  									 *
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	   	 H l e l a   u m n i n i n g w a n e 	 L u n g i s a   i n k c u k a c h a 	 H a r i r i   m a e l e z o 	 W y s i g   b e s o n d e r h e d e 	 R e d a g u o t i   d e t a l e s 	 R e d i #t   d e t a <a s 	 R e d i g e e r i    k s i k a s j u 	 =tbacel  ~ualh	     	 E d i t a r e   d e t a l i u 	 
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 
 S T R _ I D _ P H B _ E D I T _ S E R V I C E _ F I E L D 	 P h o n e B o o k 	 I C O N T E X T 	 S t r i n g   f o r   v i e w   o p t i o n   e d i t   s e r v i c e   f i e l d 	 E d i t   s e r v i c e   f i e l d 	 }/
gRkMO	 
gRW[k	 AID@I-!9%#42#	 E d i t a r   c a m p o   d e   s e r v i c i o 	 E d i t e r   l e   c h a m p   s e r v i c e 	 D i e n s t - F e l d   b e a r b e i t e n 	  540:B8@>20BL  ?>;5  A;C61K	 M o d i c a   c a m p o   s e r v i z i o 	 *9/JD  'DB79)  'D./E)	 E d i t a r   c a m p o   d e   s e r v i  o 	 S e r v i s   a l a n 1n 1  d  z e n l e   	 S a   i   p h m   v i   p h c   v 	 E d i t   k o l o m   l a y a n a n 	 M e d a n   p e r k h i d m a t a n   e d i t   	 8	G	5	>		M	7	G	$	M	0	  8		*	>	&	(		 	 	 	 S z o l g  l t a t  s i   m e z Q  s z e r k e s z t  s e 	 	 	 	 D i e n s t v e l d   b e w e r k e n 	 	 	 E d i t a r e   d o m e n i u   d e   a c t i v i t a t e 	 	 E d i t   S e r v i c e   F i e l d 	     	 E d i t   S e r v i c e   F i e l d 	 8	0	M	5	?	8	  +	?	2	M	!	  8		*	>	&	?	$	  	0	>		 HJ1'J4  B3E*  ./E'*	 31H3  AD  'y  ,&	     	 							  					  				  					 8
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	     	 H l e l a   i n d i m a   y e s e v i s i 	 L u n g i s a   u m m a n d l a   w e n k o n z o 	 H a r i r i   n a f a s i   y a   h u d u m a 	 W y s i g   d i e n s v e l d 	 R e d a g u o t i   p a s l a u g s  l a u k 	 R e d i #t   p a k a l p o j u m a   l a u k u 	 R e d i g e e r i   t e e n u s e   v  l j a 	 =tbacel  na|auxraoav  dawh	       	 E d i t a r e   c  m p   d e   s e r v i c i i 	 
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gRkMO	 M o d i f i c a   c a m p   d e   s e r v e i 	 M o d i f i e r   l e   c h a m p   d e   s e r v i c e 	 B r e y t a    j  n u s t u r e i t 	 E d i t a r   c a m p o   d e   s e r v i c i o 	 #@548  ?>;5  70  CA;C30  	 E d i t a r   c a m p o   d e   s e r v i  o 	 P r i k a ~i   p o l j e   u s l u g e 	 E d i t a   s e b a k a   s a   t s h e b e l e t s o 	 I - e d i t   a n g   f i e l d   n g   s e r b i s y o 	 E d i t   s e r v i c e   f i e l d 	 Z a  a k e   f i l i   d a   s a d a r w a 	 b t  n k     y    i c  	 K7<5B  @VAV=  45C
 
 S T R _ I D _ P H B _ T I T L E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   t i t l e 	 J o b   t i t l e 	 w1z	 Ly	 
7H-3A+H	 P u e s t o   d e   t r a b a j o 	 T i t r e   d e   l a   p o s i t i o n 	 B e r u f s b e z e i c h n u n g 	 >;6=>ABL	 T i t o l o 	 'D'3E  'DH8JAJ	 T  t u l o 	 0_  u n v a n 1	 C h c   d a n h 	 J a b a t a n 	 N a m a   j a w a t a n 	 	>	0	M	/	  	>	  6	@	0	M	7			 	 	 	 B e o s z t  s 	 	 	 	 F u n c t i e 	 	 J o b   T i t l e 	 P o s t 	 J o b   T i t l e 	 J o b   T i t l e 	 	 J o b   T i t l e 	 	I	,	  	>	/		2		 9FH'F  4:DI	 'E  '  9FH'F	   	 					  								 
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 
 S T R _ I D _ P H B _ U R L 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   u r l 	 U R L 	 }@W	 Q@W	 U R L   -@'G	 U R L   d e   w e b 	 U R L   W e b 	 W e b - U R L 	 51- A09B	 U R L   w e b 	 EHB9  'D'F*1F*	 U R L   d a   w e b 	 W e b   U R L 	 a   c h   M n g 	 U R L   W e b 	 U R L   W e b 	 5	G	,	  /	B		0		2		 	 	 	 W e b   U R L 	 	 	 	 W e b - U R L 	 	 W e b   U R L 	 U R L 	 W e b   U R L 	 W e b   U R L 	   U R L 	 W e b   U R L 	 5	G	,	  /	B		0		2		 U R L   H(	 H(  H  "1  'D	   	 				  							 5
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 
 S T R _ I D _ P H B _ A D D R E S S 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 P h o n e b o k   a d d r e s s 	 A d d r e s s 	 0W@W	 0W@W	 5H-"9H	 D i r e c c i  n 	 A d r e s s e 	 A d r e s s e 	 4@5A	 I n d i r i z z o 	 'D9FH'F	 E n d e r e  o 	 A d r e s 	 a   c h   	 A l a m a t 	 A l a m a t 	 *	$	>		 	 	 	 C  m 	 	 	 	 A d r e s 	 	 A d d r e s s 	 A d r e s 	 A d d r e s s 	 A d d r e s s 	 	 A d d r e s s 	 *	$	M	$	>		 F4'FI	 ~*	 	 							 *
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	 	 I k h e l i 	 I d i l e s i 	 A n w a n i 	 A d r e s 	 A d r e s a s 	 A d r e s e 	 A a d r e s s 	 @a}e	 	 A d r e s 	 5
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 
 S T R _ I D _ P H B _ A D R _ P O B O X 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 P . O .   B o x 	 P . O .   B o x 	 ?eO{	 ?eO{	 9ID#)5"L	 C  d i g o   p o s t a l 	 B o  t e   p o s t a l e 	 P o s t f a c h 	 / O	 C a s e l l a   p o s t a l e 	 5F/HB  'D(1J/	 A p a r t a d o 	 P o s t a   K u t u s u   N o 	 H  m   t h 	 P . O .   B o x 	 P e t i   S u r a t 	 *	@	.   	.   ,	I		M	8		 	 	 	 P o s t a f i  k 	 	 	 	 P o s t b u s 	 	 	 C s u c  p o _t a l 	 	 	   	 	 	 5F/HB  ~3*I	 	 	 		.   	.   						 	 	 	 

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e 	 P . O .   B o x 	 P . O .   B o x 	 P O   B o x 	 P . O . B o x 	 P . O .   B o x 	 >HB0  6HV3V
 
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 
 S T R _ I D _ P H B _ A D R _ S T R E E T 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r e e t 	 S t r e e t 	 / W	 / W	 	 C a l l e 	 R u e 	 S t r a  e 	 #;8F0	 V i a 	 4H'19	 R u a 	 S o k a k 	 n g 	 J a l a n 	 J a l a n 	 	2	@		 	 	 	 U t c a 	 	 	 	 S t r a a t 	 	 	 S t r a d a 	 	 	 	 	 	 .J'('F	 	 	 				 	 	 	 






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 
 S T R _ I D _ P H B _ A D R _ C I T Y 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 C i t y 	 C i t y 	 W^	 W^	 @!7-	 C i u d a d 	 V i l l e 	 S t a d t 	 >@>4	 C i t t  	 E/JF)	 C i d a d e 	 ^e h i r 	 T h  n h   p h 	 K o t a 	 B a n d a r 	 6	9	0		 	 	 	 V  r o s 	 	 	 	 W o o n p l a a t s 	 	 	 O r a _u l 	 	 	 	 	 	 4G1	 	 	 				 	 	 	 



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 
 S T R _ I D _ P H B _ A D R _ S T A T E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t a t e / P r o v i n c e 	 S t a t e / P r o v i n c e 	 ]/ w	 ]/ w	 #1/ 1+'1	 E s t a d o / P r o v i n c i a 	  t a t / P r o v i n c e 	 B u n d e s s t a a t / P r o v i n z 	 (B0B/ >1;0ABL	 P r o v i n c i a 	 HD'J)\ EB'79)	 E s t a d o / P r o v  n c i a 	 E y a l e t / 0l 	 Q u n / T n h 	 N e g a r a   b a g i a n / P r o v i n s i 	 N e g e r i / K a w a s a n 	 *	M	0	&	G	6	/ *	M	0	>		$		 	 	 	  l l a m / T a r t o m  n y 	 	 	 	 S t a a t / p r o v i n c i e 	 	 	 S t a t / P r o v i n c i e 	 	 	 / 	 	 	 'J'D*/ '3*'F	 	 	 					/ 								 	 	 	 




/ 





	 / 	 I s i t e y t h i / I s i f u n d a z w e 	 I s t e y i t s i / i P h o n d o 	 J I m b o / W i l a y a 	 S t a a t / P r o v i n s i e 	 V a l s t i j a   /   p r o v i n c i j a 	 `t a t s / P r o v i n c e 	 O s a r i i k / P r o v i n t s 	 Fapavc/ 3a~a|	 / 	 S t a t / P r o v i n c i e 	 8
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 
 S T R _ I D _ P H B _ A D R _ P O S T A L C O D E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 P o s t a l / Z I P   C o d e 	 P o s t a l / Z I P   c o d e 	 ^@S_	 ?ex	 #+1*D#)5"L	 C  d i g o   P o s t a l / Z I P 	 C o d e   p o s t a l / Z I P 	 P o s t l e i t z a h l / P L Z 	 =45:A	 C A P 	 'D1E2  'D(1J/J	 C  d i g o   p o s t a l 	 P o s t a / A l a n   K o d u 	 S   m    h  m   t h 	 K o d e   p o s 	 P o s k o d 	 *	K	8	M		2	/ 	?	<	*	  	K	!		 	 	 	 P o s t a i   i r  n y  t  s z  m 	 	 	 	 P o s t c o d e 	 	 	 C o d   p o _t a l / Z I P 	 	 	 	 	 	 C/~3*I	 	 	 					  				 	 	 	 





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	 / Z I P   	 I - P o s t a l / Z I P   C o d e 	 I k h o w u d i   y o k u P o s a / Z I P   K h o w u d i 	 M s i m b o   w a   P o s t a / Z I P 	 P o s k o d e 	 P a at o   i n d e k s a s 	 P a s t a   i n d e k s s 	 S i h t n u m b e r 	 Sx}aukv/ Z I P   ?xd	   	 C o d   p o _t a l / Z I P 	 *
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	 !>/ ?*M  K!	 	 							/ 			  				 P o  t   i n d e k s i 	 @S_x	 C o d i   p o s t a l 	 C o d e   p o s t a l 	 P  s t n  m e r 	 C  d i g o   p o s t a l / Z I P 	 >HB5=A:8  1@>X/   :>4	 C  d i g o   p o s t a l / C E P 	 P o at a n s k i   b r o j 	 Y a   p o s o / Z I P   k h o u t u 	 P o s t a l / Z I P   c o d e 	 P o s t a l / Z I P   c o d e 	 K o o d u   a   l e t t e r 	 K   d     f  w e r a n c/ Z I P 	 >HB0;K  8=45:A
 
 S T R _ I D _ P H B _ A D R _ C O U N T R Y 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 C o u n t r y / R e g i o n 	 C o u n t r y / R e g i o n 	 W[/ 0W@S	 V[/ 0W:S	 #0@(/  9!4 2	 P a  s / R e g i  n 	 P a y s / R  g i o n 	 L a n d / R e g i o n 	 !B@0=0/ @538>=	 P a e s e / R e g i o n e 	 'D/HD)\ EF7B)	 P a  s / R e g i  o 	  l k e / B  l g e 	 Q u c   g i a / K h u   v c 	 N e g a r a / W i l a y a h 	 N e g a r a / W i l a y a h 	 &	G	6	/ 	M	7	G	$	M	0		 	 	 	 O r s z  g / T  r s  g 	 	 	 	 L a n d / s t r e e k 	 	 	 ba r / R e g i u n e 	 	 	 / 	 	 	 4H1/ EF7BG	 	 	 			/ 						 	 	 	 


/ 





	 / 	 I z w e / i s i f u n d a 	 I l i z w e / I n g i n g q i 	 N c h i / E n e o 	 L a n d / S t r e e k 	 `a l i s   /   r e g i o n a s 	 V a l s t s / R e #i o n s 	 R i i k / R e g i o o n 	 G{av	 / 	 ba r / R e g i u n e 	 0
>

M
/

/ .
G

2
	 &G6/ M3	 	 							/ 						  l k Y/ R e g i o n 	 W[0W@S	 P a  s / R e g i  	 P a y s / R  g i o n 	 L a n d / s v   i 	 P a  s / R e g i  n 	 @6020/  538>=	 P a  s / R e g i  o 	 Z e m l j a / R e g i o n 	 N a h a / T i k o l o h o 	 B a n s a / R e h i y o n 	 C o u n t r y / R e g i o n 	 J e j i 	 O r  l  -  d  / A g b  g b  	 ;/ 9<0
 
 S T R _ I D _ P H B _ G E O _ L O N G I T U D E 	 P h o n e B o o k 	 I C O N T E X T 	 L o n g i t u d e 	 L o n g i t u d e 	 }^	 ~^	 %-49	 L o n g i t u d 	 L o n g i t u d e 	 G e o g r a f i s c h e   L  n g e 	 >;3>B0	 L o n g i t u d i n e 	 .7H7  'D7HD	 L o n g i t u d e 	 B o y l a m   	 K i n h   	 G a r i s   b u j u r 	 L o n g i t u d 	 &	G	6	>		$	0		 	 	 	 H o s s z  s  g i   f o k 	 	 	 	 G e o g r a f i s c h e   l e n g t e 	 	 	 L o n g i t u d i n e 	 	 	   	 	 	 7HD  J*'4F'.*I	 	 	 								 	 	 	 





	 	 I - L o n g i t u d e 	 I s i d e 	 L o n g i t u d o 	 L e n g t e g r a a d 	 I l g u m a 	 G a r u m a   g r d i 	 P i k k u s k r a a d 	 5oauvxiuxv	 	 L o n g i t u d i n e 	 0
G

>

6

	 &M0>?.>	 	 									 U z u n l u q   d a i r Ys i 	 }^	 L o n g i t u d 	 L o n g i t u d e 	 L e n g d a r g r   a 	 L o n g i t u d 	 5>3@0DA:0  4>;68=0	 L o n g i t u d e 	 D u ~i n a 	 L o n k i t j h u t e 	 L o n g h i t u d 	 L o n g i t u d e 	 L o n g i t u d e 	 L o n g i t u d e 	 >9;K
 
 S T R _ I D _ P H B _ G E O _ L A T I T U D E 	 P h o n e B o o k 	 I C O N T E X T 	 L a t i t u d e 	 L a t i t u d e 	 }^	 ~^	 %049	 L a t i t u d 	 L a t i t u d e 	 G e o g r a f i s c h e   B r e i t e 	 (8@>B0	 L a t i t u d i n e 	 .7H7  'D916	 L a t i t u d e 	 E n l e m 	 V )  	 G a r i s   l i n t a n g 	 L a t i t u d 	 		M	7	>		6		 	 	 	 S z  l e s s  g i   f o k 	 	 	 	 G e o g r a f i s c h e   b r e e d t e 	 	 	 L a t i t u d i n e 	 	 	   	 	 	 916  J*'4F'.*I	 	 	 									 	 	 	 






	 	 I - L a t i t u d e 	 I s i b a n z i 	 L a t i t u d o 	 B r e e d t e g r a a d 	 P l a t u m a 	 P l a t u m a   g r d i 	 L a i u s k r a a d 	 <auvxiuxv	 	 L a t i t u d i n e 	 

M
7
>

6

	 M7>6	 	 								 E n   d a i r Ys i 	 }^	 L a t i t u d 	 L a t i t u d e 	 B r e i d d a r g r   a 	 L a t i t u d 	 5>3@0DA:0  H8@8=0	 L a t i t u d e 	 `i r i n a 	 L a t i t j h u t e 	 L a t i t u d e 	 L a t i t u d e 	 L a t i t u d e 	 L a t i t u d e 	 =4V:
 
 S T R _ I D _ P H B _ N O T E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   n o t e 	 N o t e 	 N	 N	 +!2"@+8	 N o t a 	 R e m a r q u e 	 H i n w e i s 	 @8<5G0=85	 N o t a 	 ED'-8)	 N o t a 	 N o t 	 G h i   c h  p 	 C a t a t a n 	 N o t a 	 (	K			 	 	 	 M e g j e g y z  s 	 	 	 	 O p m e r k i n g 	 	 N o t e 	 N o t 	 N o t e 	 N o t e 	   	 N o t e 	 (	K			 '//'4*	 FHy	 	 				 (
K

	 (KM	 @8<VB:8	 



	 	 I n o t h i 	 I n q a k u 	 M a t i n i 	 N o t a 	 P a s t a b a 	 P i e z +m e 	 M  r k u s 	 Fwxt	 	 N o t 	 
A
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M
	 (K	 	 					 Q e y d 	 N	 N o t a 	 R e m a r q u e 	 M i n n i s m i  i 	 N o t a 	 5;5H:0	 N o t a 	 P a ~n j a 	 T e m o s o 	 T a l a 	 N o t e 	 J a w a b i 	  k  y  s i 	 A:5@V<
 
 S T R _ I D _ P H B _ I M P S _ I D 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   I M P S 	 I M P S   I D 	 sSBf
o`3^_	 sSeOo`^S	 #+1*  I M P S 	 I D   d e   I M P S 	 I D   I M P S 	 I M P S - I D 	 45=B8D8:0B>@  I M P S 	 I D   I M P S 	 I D   D'.('1  -'DJ)	 I D   I M P S 	 I M P S   I D 	 S   I M P S 	 I D   I M P S 	 I D   I M P S 	 I M P S   		!	@	 	 	 	 	 I M P S   I D 	 	 	 	 I M P S   I D 	 	 	 I D   I M P S 	 	 I M P S   I d 	   I M P S 	 I M P S   I d 	 	/		.	*	@		8	  	/	!	@		 4F'3G  I M P S 	 I M P S   "&  	   	 								  					 

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.
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8
  

!
@
	 *?8M  !?	 I M P S   I d 	 I M P S   



	       	 I - I M P S   I D 	 I - I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I D   I M P S 	 I M P S   I D 	 I M P S   I D 	 	 I M P S   					 0M P S   0D 	 I M P S   I D 	 I D   I M P S 	 I D   I M P S 	 I M P S - a u  k e n n i 	 I M P S   I D 	 @>X  70  845=B8D8:0F8X0  =0  I M P S   	 I D   I M P S 	 I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I M P S   I D 	 I M P S I D 	   m     d  n i m    I M P S 	 I M P S   :>4K
 
 S T R _ I D _ P H B _ V O I P _ I D 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   V O I P 	 V o I P 	 }q	 Q~5u݋	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 'D1BE  V O I P 	 V o I P 	 V o I P 	 T  i   k h o n   V O I P 	 V o I P 	 V o I P 	 V o I P 	 	 	 	 V o I P 	 	 	 	 V o I P 	 	 	 V o I P 	 	 V O I P   U R I 	 V o I P 	 V O I P   U R I 	 V O I P   U R I 	 V o I P 	 V O I P   U R I 	 V O I P   U R I 	 V o I P 	 V O I P   U R I 	 V O I P   U R I 	 V O I P   U R I 	 V o I P 	 	 I - V o I P 	 I - V o L P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 	 V o I P 	 V o 0P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 V o I P 	 
 
 S T R _ I D _ P H B _ A N R _ 1 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S t r i n g   f o r   v i e w   f i e l d   A N R   1 	 A d d i t i o n a l   n u m b e r   1 	 vQN_x1 	 vQ[Sx1 	 +!2"@%@4H!  1 	 N  m e r o   a d i c i o n a l   1 	 N u m  r o   1   a d d i t i o n n e l 	 Z u s a t z n u m m e r   1 	 >?>;=8B5;L=K9  =><5@  1 	 N u m e r o   a g g i u n t i v o   1 	 1BE  '6'AJ1 	 N  m e r o   a d i c i o n a l   1 	 E k   n u m a r a   1 	 S   d  n g   k h  c   1 	 N o m o r   t a m b a h a n   1 	 N o m b o r   t a m b a h a n   1 	 	$	?	0	?		M	$	  (		,	0	  1  	 	 	 	 1 .   t o v  b b i   s z  m 	 	 	 	 E x t r a   n u m m e r   1 	 	 	 N u m r   s u p l i m e n t a r   1 	 	 	     1 	 	 	$	?	0	?		M	$	  	M	0	.	>			  1 	 4E'1G  '6'AI  1 	 '4FD  FE(1  1 	     1 	 								  					  		 
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  1 	 &(*A  (,0A  1 	 >40B:>289  =><5@  1 	 






  



  1 	     1 	 I n a m b a   e y e n g e z i w e   1 	 I n o m b o l o   e s i s i h l o m e l o - 1 	 N a m b a r i   y a   z i a d a   1 	 B y k o m e n d e   n o m m e r   1 	 1   p a p i l d o m a s   n u m e r i s 	 1 .   p a p i l d u   n u m u r s 	 L i s a n u m b e r   1 	 <axky  pata  1 	     1 	 N u m r   s u p l i m e n t a r   1 	 
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   1 	 $?0?M$  (.M,0  1 	 	 								  					  1 	 1 - c i   Yl a v Y  n  m r Y	 DR_x1 	 N  m e r o   a d d i c i o n a l   1 	 N u m  r o   1   s u p p l  m e n t a i r e 	 V i  b  t a r n  m e r   1 	 N  m e r o   a d i c i o n a l   1 	 >?>;=8B5;5=  1@>X  1 	 N  m e r o   a d i c i o n a l   1 	 D o d a t n i   b r o j   1 	 N o m o r o   y a   t l a t s e t s o   1 	 D a g d a g   n a   n u m e r o   1 	 A d d i t i o n a l   n u m b e r   1 	 L a m b a   d a   j a r a   1 	 N m b a   s  w  j    s  i   1 	 1 - >AK<H0  =<V@
 
 S T R _ I D _ P H B _ A N R _ 2 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S t r i n g   f o r   v i e w   f i e l d   A N R   2 	 A d d i t i o n a l   n u m b e r   2 	 vQN_x2 	 vQ[Sx2 	 +!2"@%@4H!  2 	 N  m e r o   a d i c i o n a l   2 	 N u m  r o   2   a d d i t i o n n e l 	 Z u s a t z n u m m e r   2 	 >?>;=8B5;L=K9  =><5@  2 	 N u m e r o   a g g i u n t i v o   2 	 1BE  '6'AJ2 	 N  m e r o   a d i c i o n a l   2 	 E k   n u m a r a   2 	 S   d  n g   k h  c   2 	 N o m o r   t a m b a h a n   2 	 N o m b o r   t a m b a h a n   2 	 	$	?	0	?		M	$	  (		,	0	  2  	 	 	 	 2 .   t o v  b b i   s z  m 	 	 	 	 E x t r a   n u m m e r   2 	 	 	 N u m r   s u p l i m e n t a r   2 	 	 	     2 	 	 	$	?	0	?		M	$	  	M	0	.	>			  2 	 4E'1G  '6'AI  2 	 '4FD  FE(1  2 	     2 	 								  					  		 
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  



  2 	     2 	 I n a m b a   e y e n g e z i w e   2 	 I n o m b o l o   e s i s i h l o m e l o - 2 	 N a m b a r i   y a   z i a d a   2 	 B y k o m e n d e   n o m m e r   2 	 2   p a p i l d o m a s   n u m e r i s 	 2 .   p a p i l d u   n u m u r s 	 L i s a n u m b e r   2 	 <axky  pata  2 	     2 	 N u m r   s u p l i m e n t a r   2 	 
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 
 S T R _ I D _ P H B _ A N R _ 3 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S t r i n g   f o r   v i e w   f i e l d   A N R   3 	 A d d i t i o n a l   n u m b e r   3 	 vQN_x3 	 vQ[Sx3 	 +!2"@%@4H!  3 	 N  m e r o   a d i c i o n a l   3 	 N u m  r o   3   a d d i t i o n n e l 	 Z u s a t z n u m m e r   3 	 >?>;=8B5;L=K9  =><5@  3 	 N u m e r o   a g g i u n t i v o   3 	 1BE  '6'AJ3 	 N  m e r o   a d i c i o n a l   3 	 E k   n u m a r a   3 	 S   d  n g   k h  c   3 	 N o m o r   t a m b a h a n   3 	 N o m b o r   t a m b a h a n   3 	 	$	?	0	?		M	$	  (		,	0	  3  	 	 	 	 3 .   t o v  b b i   s z  m 	 	 	 	 E x t r a   n u m m e r   3 	 	 	 N u m r   s u p l i m e n t a r   3 	 	 	     3 	 	 	$	?	0	?		M	$	  	M	0	.	>			  3 	 4E'1G  '6'AI  3 	 '4FD  FE1  3 	     3 	 								  					  		 
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  3 	     3 	 I n a m b a   e y e n g e z i w e   3 	 I n o m b o l o   e s i s i h l o m e l o - 3 	 N a m b a r i   y a   z i a d a   3 	 B y k o m e n d e   n o m m e r   3 	 3   p a p i l d o m a s   n u m e r i s 	 3 .   p a p i l d u   n u m u r s 	 L i s a n u m b e r   3 	 <axky  pata  3 	     3 	 N u m r   s u p l i m e n t a r   3 	 
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   3 	 $?0?M$  (.M,0  3 	 	 								  					  3 	 3 - c    Yl a v Y  n  m r Y	 DR_x3 	 N  m e r o   a d d i c i o n a l   3 	 N u m  r o   3   s u p p l  m e n t a i r e 	 V i  b  t a r n  m e r   3 	 N  m e r o   a d i c i o n a l   3 	 >?>;=8B5;5=  1@>X  3 	 N  m e r o   a d i c i o n a l   3 	 D o d a t n i   b r o j   3 	 N o m o r o   y a   t l a t s e t s o   3 	 D a g d a g   n a   n u m e r o   3 	 A d d i t i o n a l   n u m b e r   3 	 L a m b a   d a   j a r a   3 	 N m b a   s  w  j    s  i   3 	 3 - >AK<H0  =<V@
 
 S T R _ I D _ P H B _ S N E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S t r i n g   f o r   v i e w   f i e l d   N i c k   N a m e 	 N i c k   n a m e 	 f1z	 5fy	 
7H-@%H	 A p o d o 	 P s e u d o n y m e 	 N i c k n a m e 	 A524>=8<	 S o p r a n n o m e 	 'D'3E  'DE3*9'1	 A l c u n h a 	 T a k m a   a d 	 T  n   t h  n   t h i n 	 N a m a   p a n g g i l a n 	 N a m a   b e r i a n 	 		*	  (	>	.	 	 	 	 	 B e c e n  v 	 	 	 	 B i j n a a m 	 	 	 S u p r a n u m e 	 	 	 	 	 		*	  (	>		5		 F'E  .H/E'FI	 91A  F'E	 / 	 			  				 
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	   	 I g a m a   l o k u d l a l a 	 I s i q h u l o 	 J i n a   l a   u t a n i 	 B y n a a m 	 S l a p y v a r d i s 	 N i k s 	 H   d n i m i 	 ?ernavxv	 	 P o r e c l 	 5
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 
 S T R _ I D _ P H B _ N O T _ S A V E D _ A N R _ F U L L 	 P h o n e B o o k 	 P O P U P 	 A d d i t i o n a l   N u m b e r   F u l l ! 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 vQN_x]n!ql2QX[	 vQ[Sx]nelOX[	 16D!HDI  @%+!2"@4H!@4!@G!A%I'! 	 N o   g u a r d a d o ,   n  m e r o   a d i c i o n a l   c o m p l e t o 	 P a s   e n r e g i s t r  ,   n u m  r o   a d d i t i o n n e l   p l e i n 	 N i c h t   g e s p e i c h e r t ,   Z u s a t z n u m m e r   v o l l 	 5  A>E@0=5=>.   !?8A>:  4>?>;=8B5;L=KE  =><5@>2  70?>;=5=. 	 N o n   s a l v a t o ,   n u m e r o   a g g i u n t i v o   p i e n o 	 DE  J*E  'D-A8'D1BE  'D'6'AJ  EED$	 N  o   g u a r d a d o ,   n  m e r o   a d i c i o n a l   c h e i o 	 K a y d e d i l e m e d i ,   e k   n u m a r a   d o l u 	 S   i n   t h o i   h i n      y ,   k h  n g   l u   c 	 T i d a k   t e r s i m p a n ,   n o m o r   t a m b a h a n   p e n u h 	 T i d a k   d i s i m p a n ,   n o m b o r   t a m b a h a n   p e n u h 	 8	G	5	  (	9	@		  	?	/	>	,   	$	?	0	?		M	$	  (		,	0	  *	0	?	*	B	0	M	#		 	 	 	 N i n c s   m e n t v e ,   t o v  b b i   s z  m   m e g t e l t 	 	 	 	 N i e t   o p g e s l a g e n ,   e x t r a   n u m m e r   i s   v o l 	 	 	 N u m r u l   n u   a   f o s t   s a l v a t ,   m e m o r i e   n u m e r e   s u p l i m e n t a r e   p l i n 	 	 	   ,         	 	 8	G	5	M	9	  	G	2	G	  (	>	9	@	,   	$	?	0	?		M	$	  	M	0	.	>			  *	B	0	M	#	  ! 	 0.J1G  F4/  ,'I  4E'1G  '6'AI  ~14/G	 ! E-AH7  F  H'  '4FD  FE(1  ~1	   ,       ! 	 								  					  					  					,   							  			  				  	 (
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   	 ,       	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N i e   g e b e r g   n i e ,   a d d i s i o n e l e   n o m m e r   v o l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 	 	 	 							  		' 	,   								  					  						 S a x l a n 1l m 1r ,   Yl a v Y  n  m r Y  t a m   d o u 	 DR_x]n*g2QX[	 N o   s  h a   d e s a t ,   n  m e r o   a d d i c i o n a l   p l e 	 N o n   s a u v  ,   n u m  r o   s u p p l  m e n t a i r e   p l e i n 	 E k k i   v i s t a  ,   v i  b  t a r n  m e r   f u l l t 	 N o   g u a r d a d o ,   n  m e r o s   a d i c i o n a l e s   c o m p l e t o s 	 5  5  70GC20=,   ?@>AB>@>B  70  4>?>;=8B5;=8  1@>528  5  ?>;=	 N  o   s a l v o ,   n  m e r o   a d i c i o n a l   c h e i o 	 N i j e   s a 
u v a n o ,   d o d a t n i   b r o j   p u n 	 H a   e   a   b o l o k w a ,   n o m o r o   y a   t l a t s e t s o   e   t l e t s e 	 H i n d i   n a - s a v e ,   d a g d a g   n a   n u m e r o   p u n o   n a 	 N o t   s a v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 B a   a j i y e   b a ,   l a m b a   d a   j a r a   a   c i k e 	 K    f i p a m ,   n m b a   s  w  j    s  i   t i   k  n 	 !0B0;<04K,   >AK<H0  =<V@  B>;K
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	   ,       	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N i e   g e s k u i f   n i e ,   a d d i s i o n e l e   n o m m e r   v o l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 N o t   c o p i e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 	 	 	 									  		' 	,   								  					  						 K    r  l m  r ,   Yl a v Y  n  m r Y  t a m   d o l u 	 DR_x]n*gyR	 N o   s  h a   d e s p l a  a t ,   n  m e r o   a d d i c i o n a l   p l e 	 N o n   d  p l a c  ,   n u m  r o   s u p p l  m e n t a i r e   p l e i n 	 E k k i   f  r t ,   v i  b  t a r n  m e r   f u l l t 	 N o   m o v i d o ,   n  m e r o s   a d i c i o n a l e s   c o m p l e t o s 	 5  5  ?@5<5AB5=,   ?@>AB>@>B  70  4>?>;=8B5;=8  1@>528  5  ?>;=	 N  o   m o v i d o ,   n  m e r o   a d i c i o n a l   c h e i o 	 N i j e   p r e b a 
e n o ,   d o d a t n i   b r o j   p u n 	 H a   e   a   t s a m a i s w a ,   n o m o r o   y a   t l a t s e t s o   e   t l e t s e 	 H i n d i   n a i l i p a t ,   d a g d a g   n a   n u m e r o   p u n o   n a 	 N o t   m o v e d ,   a d d i t i o n a l   n u m b e r   f u l l 	 B a   z u  k u d a   b a ,   l a m b a   d a   j a r a   a   c i k e 	 K    g b  e   l ,   n m b a   s  w  j    s  i   t i   k  n 	 K;6KBK;<04K,   >AK<H0  =<V@  B>;K
 
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Y6R	 1%-D!HDI  @%+!2"@4H!@4!@G!A%I'! 	 N o   c o p i a d o ,   n  m e r o   a d i c i o n a l   c o m p l e t o 	 N o n   c o p i  ,   n u m  r o   a d d i t i o n n e l   p l e i n 	 N i c h t   k o p i e r t ,   Z u s a t z n u m m e r   v o l l 	 5  ?5@5<5I5=>.   !?8A>:  4>?>;=8B5;L=KE  =><5@>2  70?>;=5=. 	 N o n   s p o s t a t o ,   n u m e r o   a g g i u n t i v o   p i e n o 	 DE  J*E  'D*-1JC'D1BE  'D'6'AJ  EED$	 N  o   c o p i a d o ,   n  m e r o   a d i c i o n a l   c h e i o 	 K o p y a l a n a m a d 1,   i l a v e   n u m a r a   d o l u 	 S   i n   t h o i   h i n      y ,   k h  n g   d i   c h u y n   c 	 T i d a k   d i s a l i n ,   n o m o r   t a m b a h a n   p e n u h 	 T i d a k   d i s a l i n ,   n o m b o r   t a m b a h a n   p e n u h 	 	I	*	@	  (	9	@		  	?	/	>	,   	$	?	0	?		M	$	  (		,	0	  *	0	?	*	B	0	M	#		 	 	 	 N i n c s   m  s o l v a ,   t o v  b b i   s z  m   m e g t e l t 	 	 	 	 N i e t   g e k o p i e e r d ,   e x t r a   n u m m e r   i s   v o l 	 	 	 N u m r u l   n u   a   f o s t   c o p i a t ,   m e m o r i e   n u m e r e   s u p l i m e n t a r e   p l i n 	 	 	   ,         	 	 	>	  9	K	$	  (	>	9	@	,   	$	?	0	?		M	$	  	M	0	.	>			  *	B	0	M	#	  ! 	 1HFH4*  F4/  ,'  4E'1G  '6'A  ~14/G	 ! FEF*BD  H'    '4FD  FE(1  ~1	   ,       ! 	 								  					  					  					  				,   			  		  		  	 (
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	 ,     	 N o t   s a v e d ,   E m a i l   f u l l 	 N o t   s a v e d ,   E m a i l   f u l l 	 N o t   s a v e d ,   E m a i l   f u l l 	 N i e   g e b e r g   n i e ,   E - p o s   v o l 	 N o t   s a v e d ,   E m a i l   f u l l 	 N o t   s a v e d ,   E m a i l   f u l l 	 N o t   s a v e d ,   E m a i l   f u l l 	 N o t   s a v e d ,   E m a i l   f u l l 	 N o t   s a v e d ,   E m a i l   f u l l 	 N o t   s a v e d ,   E m a i l   f u l l 	 	 	 	 							  		' 	,   					  						 S a x l a n 1l m 1r ,   e l e k t r o n   p o  t a s 1  t a m   d o l u 	 ]n*g2QX[	 N o   s  h a   d e s a t ,   c o r r e u   p l e 	 N o n   s a u v  ,   c o u r r i e l   p l e i n 	 E k k i   v i s t a  ,   t  l v u p  s t u r   f u l l u r 	 N o   g u a r d a d o ,   c o r r e o s   e l e c t r  n i c o s   c o m p l e t o s 	 5  5  70GC20=>,   5- ?>HB0B0  5  ?>;=0	 N  o   s a l v o ,   e - m a i l   c h e i o 	 N i j e   s a 
u v a n o ,   e - m a i l   p u n 	 H a   e   a   b o l o k w a ,   n o m o r o   y a   t l a t s e t s o   e   t l e t s e 	 H i n d i   n a - s a v e ,   p u n o   n a   a n g   E m a i l 	 N o t   s a v e d ,   E m a i l   f u l l 	 B a   a j i y e   b a ,   E m a i l   a   c i k e 	 K    f i p a m ,   I m e e l i   t i   k  n 	 !0B0;<04K,   M;5:B@>=4K  ?>HB0  B>;K	 	 	 	 	 
 
 S T R _ I D _ P H B _ N O T _ M O V E D _ E M A I L _ F U L L 	 P h o n e B o o k 	 P O P U P 	 E m a i l   F u l l ! 	 N o t   m o v e d ,   E m a i l   f u l l 	 P[O{]n!ql,dy	 5uP[O{]nelyR	 @%7H-"I2"D!HDI  -5@!%L@G!A%I'! 	 N o   m o v i d o ,   c o r r e o   e l e c t r  n i c o   c o m p l e t o 	 P a s   d  p l a c  ,   E m a i l   p l e i n 	 N i c h t   v e r s c h o b e n ,   E - M a i l   v o l l 	 5  ?5@5<5I5=>.   !?8A>:  04@5A>2  M;.   ?>GBK  70?>;=5=. 	 N o n   s p o s t a t o ,   e - m a i l   p i e n a 	 DE  J*E  'D*-1JC  'D(1J/  'D'DJC*1HFJ  EED$	 N  o   m o v i d o ,   c o r r e i o   e l e c t r  n i c o   c h e i o 	 T a _1n a m a d 1,   E - p o s t a   d o l u   	 T h   i n   t   h i n      y ,   k h  n g   d i   c h u y n   c 	 T i d a k   d i p i n d a h k a n ,   e m a i l   p e n u h 	 T i d a k   d i p i n d a h k a n ,   E - m e l   p e n u h 	 8	M	%	>	(	>		$	0	?	$	  (	9	@		  	?	/	>	,   	- .	G	2	  *	0	?	*	B	0	M	#		 	 	 	 N i n c s    t h e l y e z v e ,   e - m a i l   m e g t e l t 	 	 	 	 N i e t   v e r p l a a t s t ,   e - m a i l   i s   v o l 	 	 	 A d r e s a   n u   a   f o s t   m u t a t ,   m e m o r i e   e m a i l   p l i n 	 	 	   ,           	 	 	>	  9	K	$	  (	>	9	@	,   	.	G	2	  *	B	0	M	#	  ! 	 ,'(,'  F4/  A6'I  1'J'F'EG  ~14/G	 ! F  EF*BD  H'  '  ED  ~1	   ,     ! 	 				  					  					  				,   					  		  			 (
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	     	 N o t   m o v e d ,   E m a i l   f u l l 	 N o t   m o v e d ,   E m a i l   f u l l 	 N o t   m o v e d ,   E m a i l   f u l l 	 N i e   g e s k u i f   n i e ,   E - p o s   v o l 	 N o t   m o v e d ,   E m a i l   f u l l 	 N o t   m o v e d ,   E m a i l   f u l l 	 N o t   m o v e d ,   E m a i l   f u l l 	 N o t   m o v e d ,   E m a i l   f u l l 	 N o t   m o v e d ,   E m a i l   f u l l 	 N o t   m o v e d ,   E m a i l   f u l l 	 	 	 	 		  				  		' 	,   					  						 K    r  l m  r ,   e l e k t r o n   p o  t a s 1  t a m   d o l u 	 ]n*gyR	 N o   s  h a   d e s p l a  a t ,   c o r r e u   p l e 	 N o n   d  p l a c  ,   c o u r r i e l   p l e i n 	 E k k i   v i s t a  ,   t  l v u p  s t u r   f u l l u r 	 N o   m o v i d o ,   c o r r e o s   e l e c t r  n i c o s   c o m p l e t o s 	 5  5  ?@5<5AB5=>,   5- ?>HB0B0  5  ?>;=0	 N  o   m o v i d o ,   e - m a i l   c h e i o 	 N i j e   p r e b a 
e n o ,   e - m a i l   p u n 	 H a   e   a   t s a m a i s w a ,   I m e i l e   e   t l e t s e 	 H i n d i   n a i l i p a t ,   p u n o   n a   a n g   E m a i l 	 N o t   m o v e d ,   E m a i l   f u l l 	 B a   z u  k u d a   b a ,   E m a i l   a   c i k e 	 K    g b  e   l ,   I m e e l i   t i   k  n 	 K;6KBK;<04K,   M;5:B@>=4K  ?>HB0  B>;K	 	 	 	 	 
 
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Y6R	 @%7H-"I2"D!HDI  -5@!%L@G!A%I'! 	 N o   c o p i a d o ,   c o r r e o   e l e c t r  n i c o   c o m p l e t o 	 P a s   c o p i  ,   E m a i l   p l e i n 	 N i c h t   k o p i e r t ,   E - M a i l   v o l l 	 5  :>?8@>20=>.   !?8A>:  04@5A>2  M;.   ?>GBK  70?>;=5=. 	 N o n   c o p i a t o ,   e - m a i l   p i e n a 	 DE  J*E  'DF3.  'D(1J/  'D'DJC*1HFJ  EED$	 N  o   c o p i a d o ,   c o r r e i o   e l e c t r  n i c o   c h e i o 	 K o p y a l a n a m a d 1,   E - p o s t a   d o l u   	 T h   i n   t   h i n      y ,   k h  n g   t h   s a o   c h  p   c 	 T i d a k   d i s a l i n ,   e m a i l   p e n u h 	 T i d a k   d i s a l i n ,   E - m e l   p e n u h 	 	I	*	@	  (	9	@		  	?	/	>	,   	- .	G	2	  *	0	?	*	B	0	M	#		 	 	 	 N i n c s   m  s o l v a ,   e - m a i l   m e g t e l t 	 	 	 	 N i e t   g e k o p i e e r d ,   e - m a i l   i s   v o l 	 	 	 A d r e s a   n u   a   f o s t   c o p i a t ,   m e m o r i e   e m a i l   p l i n 	 	 	   ,           	 	 	I	*	@	  9	K	$	  (	>	9	@	,   	.	G	2	  *	B	0	M	#	  ! 	 C~I  F4/  A6'I  1'J'F'EG  ~14/G	 ! H~  F  H'    '  ED  ~1	     ,     ! 	 				  					  					  				,   			  			  		  		  	 (
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   	       	 N o t   c o p i e d ,   E m a i l   f u l l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 N i e   g e k o p i e e r   n i e ,   E - p o s   v o l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 	 	 	 									  		' 	,   					  						 S  r Yt i    1x a r 1l m 1r ,   e l e k t r o n   p o  t a s 1  t a m   d o l u 	 ]n*g	 N o   s  h a   c o p i a t ,   c o r r e u   p l e 	 N o n   c o p i  ,   c o u r r i e l   p l e i n 	 E k k i   a f r i t a  ,   t  l v u p  s t u r   f u l l u r 	 N o   c o p i a d o ,   c o r r e o s   e l e c t r  n i c o s   c o m p l e t o s 	 5  5  :>?8@0=>,   5- ?>HB0B0  5  ?>;=0	 N  o   c o p i a d o ,   e - m a i l   c h e i o 	 N i j e   k o p i r a n o ,   e - m a i l   p u n 	 H a   e   a   k o p i t s w a ,   I m e i l e   e   t l e t s e 	 H i n d i   n a k o p y a ,   p u n o   n a   a n g   E m a i l 	 N o t   c o p i e d ,   E m a i l   f u l l 	 B a   d a u k a   b a ,   E m a i l   a   c i k e 	 K    d   k ,   I m e e l i   t i   k  n 	 HV@V;<54V,   M;5:B@>=4K  ?>HB0  B>;K	 	 	 	 	 
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 
 S T R _ I D _ P H B _ N O T _ S A V E D _ S N E _ F U L L 	 P h o n e B o o k 	 P O P U P 	 N i c k   N a m e   F u l l ! 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 f1z]n!ql2QX[	 5fy]nelOX[	 16D!HDI  
7H-@%H@G!A%I'! 	 N o   g u a r d a d o ,   a p o d o   c o m p l e t o 	 P a s   e n r e g i s t r  ,   p s e u d o n y m e   p l e i n 	 N i c h t   g e s p e i c h e r t ,   N i c k n a m e   v o l l 	 5  A>E@0=5=>.   !?8A>:  ?A524>=8<>2  70?>;=5=. 	 N o n   s a l v a t o ,   s o p r a n n o m e   p i e n o 	 DE  J*E  'D-A8  'D'3E  'DE3*9'1  EED$	 N  o   g u a r d a d o ,   a l c u n h a   c h e i a 	 K a y d e d i l e m e d i ,   t a k m a   a d   d o l u   	 T  n   t h  n   t h i n   h i n      y ,   k h  n g   l u   c 	 T i d a k   t e r s i m p a n ,   n a m a   p a n g g i l a n   p e n u h 	 T i d a k   d i s i m p a n ,   n a m a   b e r i a n   p e n u h 	 8	G	5	  (	9	@		  	?	/	>	,   		*	  (	>	.	  	$	M	/	'	?		  ,	\	>	 	 	 	 	 N i n c s   m e n t v e ,   b e c e n  v   m e g t e l t 	 	 	 	 N i e t   o p g e s l a g e n ,   b i j n a a m   i s   v o l 	 	 	 S u p r a n u m e l e   n u   a   f o s t   s a l v a t ,   m e m o r i e   s u p r a n u m e   p l i n 	 	 	   ,       	 	 8	G	5	M	9	  	G	2	G	  (	>	9	@	,   		*	  (	>		5	  *	B	0	M	#	  ! 	 0.J1G  F4/  ,'I  F'E  .H/E'FI  ~14/G	 ! E-AH8  F  H'      91A  F'E  ~1	   ,     ! 	 			  			  					  					  				,   			  			  		  		  	 (
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   	 ,       	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N i e   g e b e r g   n i e ,   b y n a a m   v o l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 N o t   s a v e d ,   n i c k   n a m e   f u l l 	 	 	 	 							  		' 	,   					  						 S a x l a n 1l m 1r ,   n i k   a d 1  t a m   d o l u 	 f1z]n*g2QX[	 N o   s  h a   d e s a t ,   s o b r e n o m   p l e 	 N o n   e n r e g i s t r  ,   s u r n o m   p l e i n 	 E k k i   v i s t a  ,   g  l u n a f n   f u l l t 	 N o   g u a r d a d o ,   a p o d o s   c o m p l e t o s 	 5  5  70GC20=>,   ?@>AB>@>B  70  ?@5:0@8  5  ?>;=	 N  o   s a l v o ,   a p e l i d o   c h e i o 	 N i j e   s a 
u v a n o ,   n a d i m a k   p u n 	 H a   l e   a   b o l o k w a ,   l e b i t s o   l a   b o s w a s w i   l e   t l e t s e 	 H i n d i   n a - s a v e ,   p u n o   n a   a n g   p a l a y a w 	 N o t   s a v e d ,   n i c k n a m e   f u l l 	 B a   a j i y e   b a ,   l a k  a b i   a   c i k e 	 K    f i p a m ,   o r  k    n a g i j   t i   k  n 	 !0B0;<04K,   ;00?  0BK  B>;K	 	 	 	 	 
 
 S T R _ I D _ P H B _ N O T _ M O V E D _ S N E _ F U L L 	 P h o n e B o o k 	 P O P U P 	 N i c k   N a m e   F u l l ! 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 f1z]n!ql,dy	 5fy]nelyR	 @%7H-"I2"D!HDI  
7H-@%H@G!A%I'! 	 N o   m o v i d o ,   a p o d o   c o m p l e t o 	 P a s   d  p l a c  ,   p s e u d o n y m e   p l e i n 	 N i c h t   v e r s c h o b e n ,   N i c k n a m e   v o l l 	 5  ?5@5<5I5=>.   !?8A>:  ?A524>=8<>2  70?>;=5=. 	 N o n   s p o s t a t o ,   s o p r a n n o m e   p i e n o 	 DE  J*E  'D*-1JC'D'3E  'DE3*9'1  EED$	 N  o   m o v i d o ,   a l c u n h a   c h e i a 	 T a _1n a m a d 1,   t a k m a   a d   d o l u   	 T  n   t h  n   t h i n   h i n      y ,   k h  n g   d i   c h u y n   c 	 T i d a k   d i p i n d a h k a n ,   n a m a   p a n g g i l a n   p e n u h 	 T i d a k   d i p i n d a h k a n ,   n a m a   b e r i a n   p e n u h 	 8	M	%	>	(	>		$	0	#	  (	9	@		  	?	/	>	  	/	>	,   		*	  (	>	.	  	$	M	/	'	?		  ,	\	>	,    	 	 	 	 N i n c s    t h e l y e z v e ,   b e c e n  v   m e g t e l t 	 	 	 	 N i e t   v e r p l a a t s t ,   b i j n a a m   i s   v o l 	 	 	 S u p r a n u m e l e   n u   a   f o s t   m u t a t ,   m e m o r i e   s u p r a n u m e   p l i n 	 	 	   ,       	 	 .	A	5	M	9	  9	K	$	  (	>	9	@	,   		*	  (	>		5	  *	B	0	M	#	  ! 	 ,'(,'  F4/  ,'I  F'E  .H/E'FI  ~14/G	 ! F  EF*BD  H'  91A  F'E  ~1	   ,     ! 	 			  			  					  					  				,   					  		  			 (
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	 ,       	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N i e   g e s k u i f   n i e ,   b y n a a m   v o l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 N o t   m o v e d ,   n i c k   n a m e   f u l l 	 	 	 	 		  				  		' 	,   					  						 K    r  l m  r ,   n i k   a d 1  t a m   d o l u 	 f1z]n*gyR	 N o   s  h a   d e s p l a  a t ,   s o b r e n o m   p l e 	 N o n   d  p l a c  ,   s u r n o m   p l e i n 	 E k k i   f  r t ,   g  l u n a f n   f u l l t 	 N o   m o v i d o ,   a p o d o s   c o m p l e t o s 	 5  5  ?@5<5AB5=>,   ?@>AB>@>B  70  ?@5:0@8  5  ?>;=	 N  o   m o v i d o ,   a p e l i d o   c h e i o 	 N i j e   p r e b a 
e n o ,   n a d i m a k   p u n 	 H a   l e   a   t s a m a i s w a ,   l e b i t s o   l a   b o s w a s w i   l e   t l e t s e 	 H i n d i   n a i l i p a t ,   p u n o   n a   a n g   p a l a y a w 	 N o t   m o v e d ,   n i c k n a m e   f u l l 	 B a   z u  k u d a   b a ,   l a k  a b i   a   c i k e 	 K    g b  e   l ,   o r  k    n a g i j   t i   k  n 	 K;6KBK;<04K,   ;00?  0BK  B>;K	 	 	 	 	 
 
 S T R _ I D _ P H B _ N O T _ C O P I E D _ S N E _ F U L L 	 P h o n e B o o k 	 P O P U P 	 N i c k   N a m e   F u l l ! 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 f1z]n!ql	 5fy]nel
Y6R	 1%-D!HDI  
7H-@%H@G!A%I'! 	 N o   c o p i a d o ,   a p o d o   c o m p l e t o 	 P a s   c o p i  ,   p s e u d o n y m e   p l e i n 	 N i c h t   k o p i e r t ,   N i c k n a m e   v o l l 	 5  :>?8@>20=>.   !?8A>:  ?A524>=8<>2  70?>;=5=. 	 N o n   c o p i a t o ,   s o p r a n n o m e   p i e n o 	 DE  J*E  'DF3.  'D'3E  'DE3*9'1  EED$	 N  o   c o p i a d o ,   a l c u n h a   c h e i a 	 K o p y a l a n a m a d 1,   t a k m a   a d   d o l u   	 T  n   t h  n   t h i n   h i n      y ,   k h  n g   s a o   c h  p   c 	 T i d a k   d i s a l i n ,   n a m a   p a n g g i l a n   p e n u h 	 T i d a k   d i s a l i n ,   n a m a   b e r i a n   p e n u h 	 	I	*	@	  (	9	@		  ,	(	>		  		,   	K		>	  (	>	.	  	$	M	/	'	?		  ,	\	>	 	 	 	 	 N i n c s   m  s o l v a ,   b e c e n  v   m e g t e l t 	 	 	 	 N i e t   g e k o p i e e r d ,   b i j n a a m   i s   v o l 	 	 	 S u p r a n u m e l e   n u   a   f o s t   c o p i a t ,   m e m o r i e   s u p r a n u m e   p l i n 	 	 	   ,       	 	 	I	*	@	  9	K	$	  (	>	9	@	,   		*	  (	>		5	  *	B	0	M	#	  ! 	 C~I  F4/  ,'I  F'E  .H/E'FI  ~14/G	 ! H~  F  H'91A  F'E    ~1	     ,     ! 	 			  			  					  					  				,   			  			  		  			 (
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	   ,       	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N i e   g e k o p i e e r   n i e ,   b y n a a m   v o l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 N o t   c o p i e d ,   n i c k   n a m e   f u l l 	 	 	 	 									  		' 	,   					  						 S  r Yt i    1x a r 1l m 1r ,   n i k   a d 1  t a m   d o l u 	 f1z]n*g	 N o   s  h a   c o p i a t ,   s o b r e n o m   p l e 	 N o n   c o p i  ,   s u r n o m   p l e i n 	 E k k i   a f r i t a  ,   g  l u n a f n   f u l l t 	 N o   c o p i a d o ,   a p o d o s   c o m p l e t o s 	 5  5  :>?8@0=>,   ?@>AB>@>B  70  ?@5:0@8  5  ?>?>;=5B	 N  o   c o p i a d o ,   a p e l i d o   c h e i o 	 N i j e   k o p i r a n o ,   n a d i m a k   p u n 	 H a   l e   a   k o p i t s w a ,   l e b i t s o   l a   b o s w a s w i   l e   t l e t s e 	 H i n d i   n a k o p y a ,   p u n o   n a   a n g   p a l a y a w 	 N o t   c o p i e d ,   n i c k n a m e   f u l l 	 B a   d a u k a   b a ,   l a k  a b i   a   c i k e 	 K    d   k ,   o r  k    n a g i j   t i   k  n 	 HV@V;<54V,   ;00?  0BK  B>;K	 	 	 	 	 
 
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7H-@%H@G!A%I'! 	 N o   d u p l i c a d o ,   a p o d o   c o m p l e t o 	 P a s   d u p l i q u  ,   p s e u d o n y m e   p l e i n 	 N i c h t   d u p l i z i e r t ,   N i c k n a m e   v o l l 	 5  4C1;8@>20=>.   !?8A>:  ?A524>=8<>2  70?>;=5=. 	 N o n   d u p l i c a t o ,   s o p r a n n o m e   p i e n o 	 DE  J*E  'DF3.  'D'3E  'DE3*9'1  EED$	 N  o   c o p i a d o ,   a l c u n h a   c h e i a 	  o a l t 1l a m a d 1,   t a k m a   a d   d o l u   	 T  n   t h  n   t h i n   h i n      y ,   k h  n g   n h  n   b n   c 	 T i d a k   d i g a n d a k a n ,   n a m a   p a n g g i l a n   p e n u h 	 T i d a k   d i d u p l i k a s i k a n ,   n a m a   b e r i a n   p e n u h 	 *	M	0	$	?	2	?	*	?	  (	9	@		  ,	(	>		  		,   	K		>	  (	>	.	  	$	M	/	'	?		  ,	\	>	,    	 	 	 	 N i n c s   d u p l i k  l v a ,   b e c e n  v   m e g t e l t 	 	 	 	 N i e t   g e d u p l i c e e r d ,   b i j n a a m   i s   v o l 	 	 	 S u p r a n u m e l e   n u   a   f o s t   d u p l i c a t ,   m e m o r i e   s u p r a n u m e   p l i n 	 	 	   ,       	 	 !	A	*	M	2	?		G		  9	K	$	  (	>	9	@	,   		*	  (	>		5	  *	B	0	M	#	  ! 	 F3.G  (1/'1I  F4/  ,'I  F'E  .H/E'FI  ~14/G	 ! ~Dy  F  (F'91A  F'E    ~1	     ,     ! 	 			  			  					  					  				,   							  			  		  			 (
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 
 S T R _ I D _ P H B _ A S S O C I A T E _ S W F L A S H 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 A s s o c i a t e   S W F L A S H 	 C a l l e r   S W   F l a s h 	 OR+o	 eg5uR+o	 A%
  S W   9IB#	 A s o c i a r   S W   F l a s h 	 S W   F l a s h   a p p e l a n t 	 A n r u f e r - S W - F l a s h 	 @82O70BL  S W   F l a s h 	 S W   F l a s h   c h i a m a n t e 	 1'(7  (1F'E,  'DAD'4	 A s s o c i a r   S W   F l a s h 	 A r a y a n   S W   F l a _  	 K t   n i   n   h o t   h  n h 	 F l a s h   P L   p e m a n g g i l 	 S W   F l a s h   P e m a n g g i l 	 S W   +	M	2	H	6	  	I	2	0		 	 	 	 H  v    S W   f l a s h 	 	 	 	 S o f t w a r e f l a s h   v a n   o p r o e p e r 	 	 	 A s o c i e r e   a p e l a n t   S W   F l a s h 	 	 	 S W   F l a s h   	 	 8			>		@	  	8	!	,	M	2	M	/	B	  +	M	2	E	6		 S W   F l a s h   *E'3  1F/G	   '3  (DH  AD4  41  ,&	       	 				  									  								 8
9
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
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	 8K8?/GM  8M  !,M2M/A  +M2>7M	 @87=0G8B8  D;5H- 0=V<0FVN	 





  S W   



	       	 I - S W   F l a s h   e h a m b i s a n a y o 	 D i b a n i s a   i S W   F l e s h i 	 S h i r i k i s h a   M w e k a   y a   S W 	 B e l l e r   S W   F l a s h 	 S u s i j s   S W   F l a s h   a t m i n t u k a s 	 P i e s a i s t +t   S W   F l a s h 	 S e o t u d   S W   F l a s h 	 ?azao~an  S W   F l a s h 	   S W     	 A s o c i e r e   S W   F l a s h 	 
8
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  S W   +
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	 !?$  S W   +M2>8	 	 S W   					  					  				 A r a y a n 1n   S w f l e _i 	 O
rq	 S W   F l a s h   d e   q u i   t r u c a 	 S W   F l a s h   a p p e l a n t 	 S W   F l a s h    e s s   s e m   h r i n g i r 	 F l a s h   S W   d e   l l a m a d a 	 >28:C20G  S W   F l a s h 	 S W   F l a s h   d o   c h a m a d o r 	 S W   F l a s h   p o z i v a o c a 	 S W   F l a s h   y a   M o l e t s i 	 S W   F l a s h   n g   T u m a t a w a g 	 C a l l e r   S W   F l a s h 	 F l a s h   a   k i r a   d a   m a i 	 F l a s h   S W   o l  p  	 >K@0C  H0;CHK=K  S W   6K?K;KB0CK	 	 	 	 	 
 
 S T R _ I D _ P H B _ S W F L A S H _ A U D I O _ O N O F F 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S W F L A S H   a u d i o   s o u n d 	 S W   F l a s h   s o u n d 	 R+or	 R+oX	 @*5"A%
  S W 	 S o n i d o   S W   F l a s h 	 S o n   S W   F l a s h 	 S W - F l a s h s o u n d 	 2C:  S W   F l a s h 	 A u d i o   S W   F l a s h   	 5H*  (1F'E,  'DAD'4	 S o m   S W   F l a s h 	 S W   F l a _  s e s i 	  m   t h a n h   h o t   h  n h 	 S u a r a   F l a s h   P L 	 B u n y i   S W   F l a s h 	 S W   +	M	2	H	6	  '	M	5	(	?	 	 	 	 	 S W   F l a s h   h a n g 	 	 	 	 G e l u i d   v a n   S W - f l a s h 	 	 	 S u n e t   S W   F l a s h 	 	 	   S W   F l a s h 	 	 	8	!	,	M	2	M	/	B	  +	M	2	E	6	  '	M	5	(	@		 S W   F l a s h   5/'  	 '3  (DH  AD4  "H'2	       	 								  							  							 
8
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	 8M  !,M2M/A  +M2>7M  8L!M	 2C:  D;5H- 0=V<0FVW	 S W   




  





	       	 I - S W   F l a s h   s o u n d 	 I s a n d i   s e S W   F l e s h i 	 S a u t i   y a   M w e k a   y a   S W 	 S W   F l a s h - k l a n k 	 S W   F l a s h   a t m i n t u k o   g a r s a s 	 S W   F l a s h   s k a Fa 	 S W   F l a s h   h e l i 	 S W   F l a s h - k  qauv	 S W         	 S u n e t   S W   F l a s h 	 S W   +
M
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	 S W   +M2>8  'M,(?	 	 S W   					  						 S W F l e _i n   s Ys i 	 
rqr	 S o   S W   F l a s h 	 S o n   S W   F l a s h 	 S W   F l a s h - h l j   	 S o n i d o   d e   f l a s h   S W 	 2C:  =0  S W   F l a s h 	 S o m   d o   S W   F l a s h 	 S W   F l a s h   z v u k 	 M o d u m o   w a   S W   F l a s h   	 T u n o g   n g   S W   F l a s h 	 S W   F l a s h   s o u n d 	 K i k a   d a   f l a s h   a   S W 	 F l a s h   S W   o h  n 	 S W   F l a s h   4K1KAK	 	 	 	 	 
 
 S T R _ I D _ P H B _ W A T C H _ S W F L A S H 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S t r i n g   f o r   p l a y   S W   F l a s h 	 P l a y   S W   F l a s h 	 d>eR+o	 d>eR+o	 @%HA%
  S W 	 R e p r o d u c i r   S W   F l a s h 	 J o u e r   S W   F l a s h 	 S W - F l a s h   w i e d e r g e b e n 	 >A?@>8725AB8  S W   F l a s h 	 R i p r o d u c i   S W   F l a s h   	 *4:JD  (1F'E,  'DAD'4	 R e p r o d u z i r   S W   F l a s h 	 S W   F l a _  O y n a t 	 P h  t     h o t   h  n h 	 P u t a r   F l a s h   P L 	 M a i n k a n   S W   F l a s h 	 S W   +	M	2	H	6	  	2	>			   	 	 	 	 S W   F l a s h   l e j  t s z  s a 	 	 	 	 S W - f l a s h   a f s p e l e n 	 	 	 R e d a r e   S W   F l a s h 	 	 	   S W   F l a s h 	 	 *	M	2	G	  	8	!	,	M	2	M	/	B	  +	M	2	E	6	  	 ~.4  S W   F l a s h 	 '3  (DH  AD4  D'&	     	 								  							  					  	 
8
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	 8M  !,M2M/A  +M2>7M  *M2G  G/!?	 V4B2>@8B8  D;5H- 0=V<0FVN	 S W   




  




	         	 D l a l a   i - S W   F l a s h   	 K h a l i s a   i S W   F l e s h i 	 C h e z a   M w e k a     y a   S W 	 S p e e l   S W   F l a s h 	 L e i s t i   S W   F l a s h   a t m i n t u k 	 A t s k a Fo t   S W   F l a s h 	 S W   F l a s h   e s i t u s 	 F~acaoel  S W   f l a s h   pxlx~aoh	   S W       	 R e d a r e   S W   F l a s h 	 S W   +
M
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	 S W   +M2>8  3>(M$A	 	 S W   					  				  				 S W F l e _i   s Ys l Yn d i r 	 d>e
rq	 R e p r o d u e i x   S W   F l a s h 	 L i r e   S W   F l a s h 	 S p i l a   S W   F l a s h 	 R e p r o d u c i r   f l a s h   S W 	  5?@>4CF8@0X  S W   F l a s h 	 R e p r o d u z i r   S W   F l a s h 	 P u s t i   S W   F l a s h 	 B a p a l a   S W   F l a s h 	 P a t u g t u g i n   a n g   S W   F l a s h 	 P l a y   S W   F l a s h 	 W a s a   F l a s h   d a   S W 	 M    F l a s h   S W   ci c	 S W   F l a s h   >9=0BC	 	 	 	 	 
 
 S T R _ I D _ P H B _ S W F L A S H _ 1 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   1 	 R+o N	 R+o N	 A%
  S W   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 S W - F l a s h   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 (1F'E,  AD'41 	 S W   F l a s h   1 	 S W   F l a _  1 	 H o t   h  n h   1 	 F l a s h   P L   1 	 S W   F l a s h   1 	 S W   +	M	2	H	6	  1  	 	 	 	 1 .   S W   F l a s h 	 	 	 	 S W - f l a s h   1 	 	 	 S W   F l a s h   1 	 	 	 S W   F l a s h   1 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  1 	 S W   F l a s h   1 	 '3  (DH  AD4  1 	     1 	 								  							  		 
8
  !
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  2
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  1 	 8M  !,M2M/A  +M2>7M  1 	 $;5H- 0=V<0FVO  1 	 S W   




  1 	       1 	 I - S W   F l a s h   1 	 S W   F l e s h i - 1 	 M w e k a   y a   S W   1 	 S W   F l a s h   1 	 1   S W   F l a s h   a t m i n t u k a s 	 1 .   S W   F l a s h 	 S W   F l a s h   1 	 S W   F l a s h   1 	 S W       1 	 S W   F l a s h   1 	 S W   +
M
2
>
7
M
  1 	 S W   +M2>8  1 	 	 S W   					  1 	 S W   F l e _  1 	 
rq1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 F l a s h   S W   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 S W   F l a s h   1 	 F l a s h   d a   S W   1 	 F l a s h   S W   1 	 1 - HV  S W   F l a s h 	 	 	 	 	 
 
 S T R _ I D _ P H B _ S W F L A S H _ 2 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   2 	 R+oN	 R+oN	 A%
  S W   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 S W - F l a s h   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 (1F'E,  AD'42 	 S W   F l a s h   2 	 S W   F l a _  2 	 H o t   h  n h   2 	 F l a s h   P L   2 	 S W   F l a s h   2 	 S W   +	M	2	H	6	  2  	 	 	 	 2 .   S W   F l a s h 	 	 	 	 S W - f l a s h   2 	 	 	 S W   F l a s h   2 	 	 	 S W   F l a s h   2 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  2 	 S W   F l a s h   2 	 '3  (DH  AD4  2 	     2 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  2 	 8M  !,M2M/A  +M2>7M  2 	 $;5H- 0=V<0FVO  2 	 S W   




  2 	     2 	 I - S W   F l a s h   2 	 S W   F l e s h i - 2 	 M w e k a   y a   S W   2 	 S W   F l a s h   2 	 2   S W   F l a s h   a t m i n t u k a s 	 2 .   S W   F l a s h 	 S W   F l a s h   2 	 S W   F l a s h   2 	 S W       2 	 S W   F l a s h   2 	 S W   +
M
2
>
7
M
  2 	 S W   +M2>8  2 	 	 	 S W   F l e _  2 	 
rq2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 F l a s h   S W   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 S W   F l a s h   2 	 F l a s h   d a   S W   2 	 F l a s h   S W   2 	 2 - HV  S W   F l a s h 	 	 	 	 	 
 
 S T R _ I D _ P H B _ S W F L A S H _ 3 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   3 	 R+o	N	 R+o	N	 A%
  S W   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 S W - F l a s h   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 (1F'E,  AD'43 	 S W   F l a s h   3 	 S W   F l a _  3 	 H o t   h  n h   3 	 F l a s h   P L   3 	 S W   F l a s h   3 	 S W   +	M	2	H	6	  3 	 	 	 	 3 .   S W   F l a s h 	 	 	 	 S W - f l a s h   3 	 	 	 S W   F l a s h   3 	 	 	 S W   F l a s h   3 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  3 	 S W   F l a s h   3 	 '3  (DH  AD4  3 	     3 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  3 	 8M  !,M2M/A  +M2>7M  3 	 $;5H- 0=V<0FVO  3 	 S W   




  3 	       3 	 I - S W   F l a s h   3 	 S W   F l e s h i - 3 	 M w e k a   y a   S W   3 	 S W   F l a s h   3 	 3   S W   F l a s h   a t m i n t u k a s 	 3 .   S W   F l a s h 	 S W   F l a s h   3 	 S W   F l a s h   3 	 S W       3 	 S W   F l a s h   3 	 S W   +
M
2
>
7
M
  3 	 S W   +M2>8  3 	 	 	 S W   F l e _  3 	 
rq3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 F l a s h   S W   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 S W   F l a s h   3 	 F l a s h   d a   S W   3 	 F l a s h   S W   3 	 3 - HV  S W   F l a s h 	 	 	 	 	 
 
 S T R _ I D _ P H B _ S W F L A S H _ 4 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   4 	 R+oV	 R+oV	 A%
  S W   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W - F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 (1F'E,  AD'44 	 S W   F l a s h   4 	 S W   F l a _  4 	 H o t   h  n h   4 	 F l a s h   P L   4 	 S W   F l a s h   4 	 S W   +	M	2	H	6	  4 	 	 	 	 4 .   S W   F l a s h 	 	 	 	 S W - f l a s h   4 	 	 	 S W   F l a s h   4 	 	 	 S W   F l a s h   4 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  4 	 S W   F l a s h   4 	 '3  (DH  AD4  4 	     4 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  4 	 8M  !,M2M/A  +M2>7M  4 	 $;5H- 0=V<0FVO  4 	 S W   




  4 	       4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   +
M
2
>
7
M
  4 	 S W   +M2>8  4 	 	 	 S W   F l e _  4 	 
rq4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 F l a s h   S W   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 F l a s h   d a   S W   4 	 F l a s h   S W   4 	 4 - HV  S W   F l a s h 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   F l a s h   4 	 S W   f l a s h   n k e   a n 	 S W   F l a s h   4 
 
 S T R _ I D _ P H B _ S W F L A S H _ 5 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   5 	 R+oN	 R+oN	 A%
  S W   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W - F l a s h   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 (1F'E,  AD'45 	 S W   F l a s h   5 	 S W   F l a _  5 	 H o t   h  n h   5 	 F l a s h   P L   5 	 S W   F l a s h   5 	 S W   +	M	2	H	6	  5  	 	 	 	 5 .   S W   F l a s h 	 	 	 	 S W - f l a s h   5 	 	 	 S W   F l a s h   5 	 	 	 S W   F l a s h   5 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  5 	 S W   F l a s h   5 	 '3  (DH  AD4  5 	     5 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  5 	 8M  !,M2M/A  +M2>7M  5 	 $;5H- 0=V<0FVO  5 	 S W   




  5 	       5 	 I - S W   F l a s h   5 	 S W   F l e s h i - 5 	 M w e k a   y a   S W   5 	 S W   F l a s h   5 	 5   S W   F l a s h   a t m i n t u k a s 	 5 .   S W   F l a s h 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W       5 	 S W   F l a s h   5 	 S W   +
M
2
>
7
M
  5 	 S W   +M2>8  5 	 	 	 S W   F l e _  5 	 
rq5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 F l a s h   S W   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 F l a s h   d a   S W   5 	 F l a s h   S W   5 	 5 - HV  S W   F l a s h 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W   F l a s h   5 	 S W   f l a s h   n k e   i s e 	 S W   F l a s h   5 
 
 S T R _ I D _ P H B _ S W F L A S H _ 6 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   6 	 R+omQ	 R+omQ	 A%
  S W   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W - F l a s h   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 (1F'E,  AD'46 	 S W   F l a s h   6 	 S W   F l a _  6 	 H o t   h  n h   6 	 F l a s h   P L   6 	 S W   F l a s h   6 	 S W   +	M	2	H	6	  6  	 	 	 	 6 .   S W   F l a s h 	 	 	 	 S W - f l a s h   6 	 	 	 S W   F l a s h   6 	 	 	 S W   F l a s h   6 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  6 	 S W   F l a s h   6 	 '3  (DH  AD4  6 	     6 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  6 	 8M  !,M2M/A  +M2>7M  6 	 $;5H- 0=V<0FVO  6 	 S W   




  6 	       6 	 I - S W   F l a s h   6 	 S W   F l e s h i - 6 	 M w e k a   y a   S W   6 	 S W   F l a s h   6 	 6   S W   F l a s h   a t m i n t u k a s 	 6 .   S W   F l a s h 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W       6 	 S W   F l a s h   6 	 S W   +
M
2
>
7
M
  6 	 S W   +M2>8  6 	 	 	 S W   F l e _  6 	 
rq6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 F l a s h   S W   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 F l a s h   d a   S W   6 	 F l a s h   S W   6 	 6 - HV  S W   F l a s h 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W   F l a s h   6 	 S W   f l a s h i   n k e   i s i i 	 S W   F l a s h   6 
 
 S T R _ I D _ P H B _ S W F L A S H _ 7 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   7 	 R+oN	 R+oN	 A%
  S W   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W - F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 (1F'E,  AD'47 	 S W   F l a s h   7 	 S W   F l a _  7 	 H o t   h  n h   7 	 F l a s h   P L   7 	 S W   F l a s h   7 	 S W   +	M	2	H	6	  7 	 	 	 	 7 .   S W   F l a s h 	 	 	 	 S W - f l a s h   7 	 	 	 S W   F l a s h   7 	 	 	 S W   F l a s h   7 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  7 	 S W   F l a s h   7 	 '3  (DH  AD4  7 	     7 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  7 	 8M  !,M2M/A  +M2>7M  7 	 $;5H- 0=V<0FVO  7 	 S W   




  7 	       7 	 I - S W   F l a s h   7 	 S W   F l e s h i - 7 	 M w e k a   y a   S W   7 	 S W   F l a s h   7 	 7   S W   F l a s h   a t m i n t u k a s 	 7 .   S W   F l a s h 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W       7 	 S W   F l a s h   7 	 S W   +
M
2
>
7
M
  7 	 S W   +M2>8  7 	 	 	 S W   F l e _  7 	 
rq7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 F l a s h   S W   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 F l a s h   d a   S W   7 	 F l a s h   S W   7 	 7 - HV  S W   F l a s h 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   7 	 S W   F l a s h   n k e   a s a a 	 S W   F l a s h   7 
 
 S T R _ I D _ P H B _ S W F L A S H _ 8 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   8 	 R+okQ	 R+okQ	 A%
  S W   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 S W - F l a s h   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 (1F'E,  AD'48 	 S W   F l a s h   8 	 S W   F l a _  8 	 H o t   h  n h   8 	 F l a s h   P L   8 	 S W   F l a s h   8 	 S W   +	M	2	H	6	  8  	 	 	 	 8 .   S W   F l a s h 	 	 	 	 S W - f l a s h   8 	 	 	 S W   F l a s h   8 	 	 	 S W   F l a s h   8 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  8 	 S W   F l a s h   8 	 '3  (DH  AD4  8 	     8 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  8 	 8M  !,M2M/A  +M2>7M  8 	 $;5H- 0=V<0FVO  8 	 S W   




  8 	       8 	 I - S W   F l a s h   8 	 S W   F l e s h i - 8 	 M w e k a   y a   S W   8 	 S W   F l a s h   8 	 8   S W   F l a s h   a t m i n t u k a s 	 8 .   S W   F l a s h 	 S W   F l a s h   8 	 S W   F l a s h   8 	 S W       8 	 S W   F l a s h   8 	 S W   +
M
2
>
7
M
  8 	 S W   +M2>8  8 	 	 	 S W   F l e _  8 	 
rq8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 F l a s h   S W   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 S W   F l a s h   8 	 F l a s h   d a   S W   8 	 F l a s h   S W   8 	 8 - HV  S W   F l a s h 	 	 	 	 	 
 
 S T R _ I D _ P H B _ S W F L A S H _ 9 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   9 	 R+o]N	 R+o]N	 A%
  S W   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 S W - F l a s h   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 (1F'E,  AD'49 	 S W   F l a s h   9 	 S W   F l a _  9 	 H o t   h  n h   9 	 F l a s h   P L   9 	 S W   F l a s h   9 	 S W   +	M	2	H	6	  9 	 	 	 	 9 .   S W   F l a s h 	 	 	 	 S W - f l a s h   9 	 	 	 S W   F l a s h   9 	 	 	 S W   F l a s h   9 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  9 	 S W   F l a s h   9 	 '3  (DH  AD4  9 	     9 	 								  							  		 
8
  !
,
2
/
B
  2
?
6

  9 	 8M  !,M2M/A  +M2>7M  9 	 $;5H- 0=V<0FVO  9 	 S W   




  9 	       9 	 I - S W   F l a s h   9 	 S W   F l e s h i - 9 	 M w e k a   y a   S W   9 	 S W   F l a s h   9 	 9   S W   F l a s h   a t m i n t u k a s 	 9 .   S W   F l a s h 	 S W   F l a s h   9 	 S W   F l a s h   9 	 S W       9 	 S W   F l a s h   9 	 S W   +
M
2
>
7
M
  9 	 S W   +M2>8  9 	 	 	 S W   F l e _  9 	 
rq9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 F l a s h   S W   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 S W   F l a s h   9 	 F l a s h   d a   S W   9 	 F l a s h   S W   9 	 9 - HV  S W   F l a s h 	 	 	 	 	 
 
 S T R _ I D _ P H B _ S W F L A S H _ 1 0 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   S W F L A S H 	 S W   F l a s h   1 0 	 R+oAS	 R+oAS	 A%
  S W   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 S W - F l a s h   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 (1F'E,  AD'41 0 	 S W   F l a s h   1 0 	 S W   F l a _  1 0 	 H o t   h  n h   1 0 	 F l a s h   P L   1 0 	 S W   F l a s h   1 0 	 S W   +	M	2	H	6	  1 0  	 	 	 	 1 0 .   S W   F l a s h 	 	 	 	 S W - f l a s h   1 0 	 	 	 S W   F l a s h   1 0 	 	 	 S W   F l a s h   1 0 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  1 0 	 S W   F l a s h   1 0 	 '3  (DH  AD4  1 0 	     1 0 	 								  							  			 
8
  !
,
2
/
B
  2
?
6

  1 0 	 8M  !,M2M/A  +M2>7M  1 0 	 $;5H- 0=V<0FVO  1 0 	 S W   




  1 0 	       1 0 	 I - S W   F l a s h   1 0 	 S W   F l e s h i - 1 0 	 M w e k a   y a   S W   1 0 	 S W   F l a s h   1 0 	 1 0   S W   F l a s h   a t m i n t u k a s 	 1 0 .   S W   F l a s h 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 S W       1 0 	 S W   F l a s h   1 0 	 S W   +
M
2
>
7
M
  1 0 	 S W   +M2>8  1 0 	 	 	 S W   F l e _  1 0 	 
rq1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 F l a s h   S W   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 S W   F l a s h   1 0 	 F l a s h   d a   S W   1 0 	 F l a s h   S W   1 0 	 1 0 - HV  S W   F l a s h 	 	 	 	 	 
 
 S T R _ I D _ P H B _ C A L L E R _ V I D E O _ F R O M _ F I L E 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S e l e c t   V i d e o   F r o m   F i l e   M a n a g e r 	 F r o m   f i l e 	 _jHhx	 NeN		 2D%L	 D e s d e   a r c h i v o 	 D  u n   f i c h i e r 	 V o n   D a t e i 	 K1@0BL  D09;	 D a   f i l e 	 EF  'DEDA	 D o   f i c h e i r o 	 D o s y a d a n 	 C h n   t   t p 	 D a r i   f i l e 	 D a r i p a d a   f a i l 	 +	>		2	  8	G	 	 	 	 	 F  j l b  l 	 	 	 	 V a n   b e s t a n d 	 	 	 D i n   f i _i e r 	 	 	 	 	 +	>		2	  .	'	B	(		 '2  ~1HF/G  	   A'&D  3	   	 				  					 +
>

2
  5
?

K
	 +H2M  (A!?	   D09;C	 








	 
 	 K u v e l a   k w i f a y e l a 	 K w i f a y l e 	 K u t o k a   k w a   f a i l i 	 V a n a f   l  e r 	 I a  f a i l o 	 N o   f a i l a 	 F a i l i s t 	 Vaulk	 	 D i n   f i _i e r 	 +
/
2
?
2
M

   (
?
(
M
(
M
	 +>2A	 	 					  				 F a y l d a n 	 _jHh	 D e   f i t x e r 	 D u   f i c h i e r 	  r   s k r  	 D e s d e   a r c h i v o 	 4  40B>B5:0	 D o   a r q u i v o 	 I z   f a j l a 	 H o   t s w a   f a e l e n g 	 M u l a   s a   f i l e 	 F r o m   f i l e 	 D a g a   s h a f i 	 L a t i   f a i l i 	 $09;40=	 	 	 	 	 
 
 S T R _ I D _ P H B _ C A L L E R _ V I D E O _ F R O M _ S W F L A S H 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S e l e c t   S W   F l a s h   F r o m   F i l e   M a n a g e r 	 F r o m   S W   F l a s h 	 _R+ox	 NR+o		 2A%
  S W 	 D e s d e   S W   F l a s h 	 D e   S W   F l a s h 	 V o n   S W - F l a s h 	 K1@0BL  S W   F l a s h 	 D a   S W   F l a s h 	 EF  (1F'E,  'DAD'4	 D o   S W   F l a s h 	 S W   F l a _t a n 	 C h n   t     h o t   h  n h 	 D a r i   F l a s h   P L 	 D a r i p a d a   S W   F l a s h 	 S W   +	M	2	H	6	  8	G	 	 	 	 	 S W   F l a s h - b Ql 	 	 	 	 V a n   S W - f l a s h 	 	 	 D i n   S W   F l a s h 	 	 	 - S W   F l a s h 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  .		A	(		 '2  S W   F l a s h 	 '3  (DH  AD4  3	     	 								  							  					 
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	       	 K u v e l a   k w i - S W   F l a s h 	 K w i S W   F l e s h i 	 K u t o k a   k w a   M w e k a   y a   S W 	 V a n a f   S W   F l a s h 	 I a  S W   F l a s h   a t m i n t u k o 	 N o   S W   F l a s h 	 S W   F l a s h i l t 	 S W   F l a s h - k	 S W       	 D i n   S W   F l a s h 	 S W   +
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rq	 D e   S W   F l a s h 	 D e   l a   S W   F l a s h 	  r   S W   F l a s h - s k r  	 D e s d e   f l a s h   S W 	 4  S W   F l a s h 	 D o   S W   F l a s h 	 I z   S W   F l a s h - a 	 H o   t s w a   h o   S W   F l a s h 	 M u l a   s a   S W   F l a s h 	 F r o m   S W   F l a s h 	 D a g a   f l a s h   d a   S W 	 L a t i   F l a s h   S W 	 S W   6K?K;KB0CK=0=	 	 	 	 	 
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  S W   9@%7-	 S W   F l a s h   s e l e c c i o n a d o 	 S W   F l a s h   s  l e c t i o n n  	 S W - F l a s h   g e w  h l t 	  >;8:  S W   F l a s h   2K1@0=	 S W   F l a s h   s e l e z i o n a t o 	 *E  '.*J'1  'DAD'4	 S W   F l a s h   s e l e c c i o n a d o 	 S e  i l e n   S W   F l a _	 H o t   h  n h      c h n 	 F l a s h   P L   d i p i l i h 	 S W   F l a s h   d i p i l i h 	 S W   +	M	2	H	6	  	/	(	?	$	 	 	 	 	 S W   F l a s h   k i j e l  l v e 	 	 	 	 S W - f l a s h   g e s e l e c t e e r d 	 	 	 S W   F l a s h   s e l e c t a t 	 	 	 S W   F l a s h   	 	 	 S W   F l a s h   'F*.'(  4/	 	 	 S W   							  										 	 	 	 S W   




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 
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   	 I n a m b a   y e - S O S 	 I n o m b o l o   y e S O S 	 N a m b a r i   y a   S O S 	 N o o d n o m m e r 	 S O S   n u m e r i s 	 S O S   n u m u r s 	 S O S   n u m b e r 	 S O S   pata	   	 N u m r   S O S 	 S O S   (
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 	 S O S   (.M,0	 	 S O S   						 S O S   n  m r Ys i 	 BlQeq_x	 N  m e r o   S O S 	 N u m  r o   S O S 	 N e y  a r n  m e r 	 N  m e r o   S O S 	 @>X  70  8B=8  ?>28F8  	 N  m e r o   S O S 	 S O S   b r o j 	 N o m o r o   y a   S O S 	 S O S   n a   n u m e r o 	 S O S   n u m b e r 	 L a m b a   d a   S O S   	 N m b a   S O S 	 S O S   =<V@V	 	 	 	 	 
 
 S T R _ S O S L I S T _ N V R A M 	 P h o n e B o o k 	 H I N T 	 S T R _ S O S L I S T _ N V R A M 	 I n   p h o n e 	 Kb_j-N	 Kb:g-N	 CB#(1L	 e n   t e l  f o n o 	 D a n s   l e   t  l  p h o n e 	 I n   T e l e f o n 	 2  B5;5D>=	 N e l   t e l e f o n o 	 AJ  'DG'*A	 n o   t e l e f o n e 	 T e l e f o n d a 	 T r o n g   m  y   	 d i   T e l p o n 	 d a l a m   T e l e f o n 	 +	K	(	  .	G			 i   T e l e f o n 	 v   t e l e f o n u 	 W   t e l e f o n i e 	 a   k  s z  l  k b e n 	 P u h e l i m e s s a 	 i   t e l e f o n 	 v   t e l e f  n e 	 i n   t e l e f o o n 	 I   t e l e f o n e n m i n n e t 	 u   t e l e f o n u 	  n   t e l e f o n 	 v   T e l e f o n 	   	 	 2  "5;5D>=0	 +	K	(	  .	'	M	/	G		 /1  *DAF	 AHF  E  	 	 					 +
K
(
  5
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
	 +K(M  2K	 C  B5;5D>=	 


  

	  	 E f o n i n i 	 k w i f o w n i 	 k w a   S i m u 	 I n   f o o n 	 t e l e f o n e 	 t e l e f o n 	 T e l e f o n i s 	 @e|amx}xt	 	  n   t e l e f o n 	 +
K
#
?
2
M

 	 +K(0G	 	 					 T e l e f o n 	 qgQ	 A l   t e l  f o n 	 D a n s   l e   t  l  p h o n e 	    s  m a 	 E n   e l   t e l  f o n o 	 >  B5;5D>=	 N o   t e l e f o n e 	 U   t e l e f o n u 	 F o u n u n g 	 S a   t e l e p o n o 	 I n   p h o n e 	 A   c i k i n   w a y a 	 N i n u   f   n  	 "5;5D>=40	 	 	 	 	 
 
 S T R _ I D _ P H B _ S O S L I S T _ I N S I M 	 P h o n e B o o k 	 H I N T 	 i n   S I M 	 I n   S I M 	 S I M aS-N	 S I M aS-N	 C4!	 e n   S I M 	 s u r   S I M 	 i m   S I M 	 =0  S I M 	 n e l l a   S I M 	 AJ  'D(7'B)	 n o   c a r t  o   S I M 	 S I M ' d e 	 T r o n g   S I M 	 D i   S I M 	 d a l a m   S I M 	 8	?	.	  .	G			 	 	 	 S I M - e n 	 	 	 	 i n   S I M 	 	 	 p e   S I M 	 	 	   S I M 	 	 	 H1H/  3E  '1*  	 	 	 S I M - 		 	 	 	 


  

	  	 K w i - S I M 	 k w i S I M 	 k w a   S I M 	 O p   S I M 	 S I M   k o r t e l j e 	 S I M 	 S I M - i l 	 S I M   axt	 S I M   	 p e   S I M 	 S I M 2
M

 	 S I M 0G	 	 					 S 0M d Y	 S I M aSgQ	 A   S I M 	 D a n s   l a   c a r t e   S I M 	    S I M - k o r t i 	 E n   l a   S I M 	 0  S I M   :0@B8G:0	 N o   S I M 	 U   S I M 	 H o   S I M 	 S a   S I M 	 I n   S I M 	 A   c i k i n   S I M 	 N i n u   S I M 	 S I M - :0@B040	 	 	 	 	 
 
 S T R _ I D _ P H B _ S O S L I S T _ D I A L _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 C a l l _ q u e r y 	 C a l l ? 	 d_	 |TS	 B#? 	  L l a m a r ? 	 A p p e l e r  ? 	 A n r u f e n ? 	 >72>=8BL? 	 C h i a m a r e ? 	 '*5'D	 T e l e f o n a r ? 	 A r a n s 1n   m 1?   	 G i 	 H u b u n g i ? 	 P a n g g i l ? 	 	I	2	  	0	G		?  	 	 	 	 H  v j a ? 	 	 	 	 O p r o e p e n ? 	 	 	 A p e l a ci ? 	 	 	 ? 	 	 	 2F  2/G  4H/	 	 	 		  			  			  ? 	 	 	 	 


  



  

? 	   ? 	 U c i n g o ? 	 F o w n e ? 	 S i m u ? 	 S k a k e l ? 	 S k a m b i n t i ? 	 Z v a n +t ? 	 H e l i s t a n ? 	 ?aae^l  oavy	   ? 	 A p e l a ci ? 	 
K
3
M

   ? 	 2  0?,G? 	 	 		? 	 Z Yn g   e t m Yk ? 	 d_	 V o l e u   t r u c a r ? 	 A p p e l e r ? 	 H r i n g j a ? 	  L l a m a r ? 	 >28:0X? 	 L i g a r ? 	 P o z o v i ? 	 O   a   l e t s e t s a ? 	 T u m a w a g ? 	 C a l l ? 	 K i r a   k o ? 	  p    b  ? 	 >K@0C  H0;C  :5@5:  ?5? 	 	 	 	 	 
 
 S T R _ S D L _ M A I N _ M E N U 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S T R _ S D L _ M A I N _ M E N U 	 S e r v i c e   n u m b e r s 	 
gR_x	 
gRSx	 +!2"@%B##42#	 N  m e r o   d e   m a r c a d o   d e   s e r v i c i o 	 N u m  r o   d e   S e r v i c e 	 D i e n s t e i n w  h l n u m m e r 	 !5@28A=K5  =><5@0	 N u m e r o   c o m p o s i z i o n e   s e r v i z i o 	 #1B'E  ./E'*  'D'*5'D	 N  m e r o   d e   m a r c a   o   d e   s e r v i  o 	 S e r v i s   n u m a r a s 1   e v i r i l i y o r 	 Q u a y   s   d c h   v 	 L a y a n a n   N o m o r   P a n g g i l a n 	 N o m b o r   d a i l a n   p e r k h i d m a t a n 	 8	G	5	>	  !	>	/	2	  (		,	0		 S e r v i c e   O p k a l d s   N u m m e r 	 S e r v i s n    t e l e f o n n    
 s l o 	 N u m e r   t e l e f o n u   o b s Bu g i   k l i e n t a 	 S z o l g  l t a t    s z  m a 	 H u o l l o n   v a l i n t a n u m e r o 	 S e r v i c e n u m m e r 	 S e r v i s n    t e l e f  n n e   
 s l o 	 D i e n s t n u m m e r 	 T j  n s t e n u m m e r 	 B r o j   z a   u s l u g e 	 N u m r   d e   a p e l   s e r v i c i i 	 K l i c n a   `t e v i l k a   U s l u g e 	     	     	 !5@2875=  ><5@  70  018@0=5	 8	0	M	5	?	8	  !	>	/	2	  	M	0	.	>				 4E'1G  *E'3  ./E'*	 31H3  '&D  FE(1	     	 					  					  					 !
>
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	 80M5@8M  !/2M  (,0M	 ><5@  A;C618  ?V4B@8<:8	 



  






  



	     	 I n a m b a   y o k u d a y e l a   i s e v i s i 	 I n o m b o l o   y o k u d a y e l a   y e n k o n z o 	 N a m b a r i   y a   h u d u m a   y a   s i m u 	 D i e n s t e l .   n o . 	 A p t a r n a v i m o   r i n k i m o   n u m e r i s 	 S e r v i s a   i z s a u k u m a   n u m u r s 	 T e e n i n d u s e   o t s e n u m b e r 	 >a|auxraoav  pata	     	 N u m r   a p e l a r e   d e   s e r v i c i u 	 8
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 	 8G,>  !>_2?  (.M,0	 	 				  					  						 X i d m Yt i n   n  m r Ys i 	 
gRd_	 N  m e r o   d e   m a r c a t g e   d e   s e r v e i 	 S e r v i c e   d e   c o m p o s i t i o n   d e   n u m  r o 	  j  n u s t u n  m e r 	 N  m e r o   d e   m a r c a d o   d e   s e r v i c i o 	 #A;C30  70  18@0Z5  1@>X	 N  m e r o   d e   d i s c a g e m   d o   s e r v i  o 	 P o z i v a n j e   b r o j a 	 N o m o r o   y a   h o   d a e l a   y a   t s h e b e l e t s o 	 N u m e r o n g   i d a - d i a l   p a r a   s a   s e r b i s y o 	 S e r v i c e   d i a l i n g   n u m b e r 	 L a m b a   a   k i r a   d a   s a d a r w a 	 I c  t  t   n m b a 	 K7<5B  B5@C  =<V@V	 	 	 	 	 
 
 S T R _ I D _ P H B _ S P E A K _ N A M E 	 P h o n e B o o k 	 I C O N T E X T 	 H u m a n   V o i c e   P r o m p t   s t r i n g 	 H u m a n   v o i c e   p r o m p t 	 q?|1X
T	 5u݋?|b
T	 #-@*5"9	 C o n s u l t a   d e   v o z   h u m a n a 	 I n v i t e   v o i x   h u m a i n e 	 A u f f o r d e r u n g   m i t   m e n s c h l i c h e r   S t i m m e 	 >;>A>20O  :><0=40	 S o l l e c i t o   v o c e   u m a n a 	 EF(G  5H*  4.5J	 P r o m p t   t h e   v o z   h u m a n a 	 0n s a n   S e s i   K o m u t u 	 G h i   t  n   v  o   d a n h   b 	 H u m a n   V o i c e   P r o m p t 	 G e s a a n   s u a r a   m a n u s i a 	 .	>	(	5	  '	M	5	(	?	  *	M	0	I	.	M	*	M		 	 M e n n e s k e   S t e m m e   P r o m p t 	 N a v  d n    l i d s k  m   h l a s e m 	 G Bo s o w e   w y b i e r a n i e   n u m e r u 	 F i g y e l m e z t e t  s   e m b e r i   h a n g g a l 	 I h m i s   n i k e h o t e 	 M e n n e s k e l i g   t a l e k o m m a n d o 	 H l a s o v    v y t  
a n i e 	 B e s t u r i n g   m e t   m e n s e l i j k e   s t e m 	 R  s t u p p r i n g n i n g 	 K o m u n i k a c i j a   l j u d s k i m   g l a s o m 	 M e s a j   d e   s o l i c i t a r e   v o c e   u m a n 	 T a k o j ae n   l o v e ak i   G l a s 	     	   	 ;0A>2>  018@0=5	 9	M	/	A	.	(	  5	M	9	I		8	  *	M	0	I	.	M	*	M			 ~J'E  ('  "H'I  'F3'FI	 HEF  H'&3  ~1HEy	       	 							  					  								 .
(
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	 9M/B.(M2A  5>/?8M  *M0>*MM	 >;>A>20  ?V4:07:0	 





  



  








	     	 I s i f u n z e l e l i   s e z w i   l o m u n t u 	 L i z w i   l o m n t u   e l e n z i w e y o 	 U l i z o   l a   s a u t i   y a   m w a n a d a m u 	 S t e m p o l s i n g 	 }m o g a u s   b a l s o   r e i k a l a v i m a s 	 U z v e d n e   c i l v k a   b a l s +	 H   l j u h i s 	 @xwxt]  tadx  qauvx~	     	 S o l i c i t a r e   v o c e   u m a n 	 .
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	 .>(,?  8M,0  $M,0#	 	 						  					  						 0n s a n   s Ys i   i l Y  x a t 1r l a m a 	 wN|vrc:y	 O r d r e   d e   v e u 	 M e s s a g e   v o c a l 	 R a d d k v a  n i n g 	 A v i s o   d e   v o z   h u m a n a 	 E>  A>  G>25G:8  3;0A	 I n d i c a   o   p o r   v o z   h u m a n a 	 L j u d s k i   g l a s 	 T a t a i s o   y a   l e n t s w e   l a   m o t h o 	 B o s e s   n g   t a o   n a   p r o m p t 	 H u m a n   v o i c e   p r o m p t 	 K u t a   a   z a n c e   d a d   a n   a d a n 	 b c   o h  n   e n i y a n   l  t  	 40<  40CKAK<5=  H0K@C	 	 	 	 	 
 
 S T R _ I D _ P H B _ V C A R D 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   v C a r d 	 M y   V c a r d 	 bv
TGr	 bv
TGr	 +!2"@%-	1	 M i   v C a r d 	 M o n   n u m  r o 	 M e i n e   N u m m e r 	 B?@028BL  <>N  2878B:C	 L a   m i a   v C a r d 	 1BEJ	 O   m e u   n  m e r o 	 N u m a r a m 	 S   r i  n g 	 K a r t u - v   S a y a 	 N o m b o r   s a y a 	 .	G	0	>	  (		,	0		 M i t   v K o r t 	 M o j e   v i z i t k a 	 M o j a   w i z y t  w k a   w i r t u a l n a 	 S a j  t   s z  m 	 K  y n t i k o r t t i n i 	 M i t t   v K o r t 	 M o j a   v i z i t k a 	 M i j n   n u m m e r 	 M i t t   v i s i t k o r t 	 M o j a   v K a r t i c a 	 N u m r u l   m e u 	 M o j a   v K a r t i c a 	     	 - v C a r d   	 >O  878B:0/ v C a r d 	 .	>		>	  5	M	9	@		>	0	M	!		 4E'1G  EF	 E1'  H  '1	   	 				  						 .
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	 (>  5?>0M!M	 >O  :0@B:0	 




  






	   	 I - v C a r d   y a m i 	 I - v K h a d i   Y a m 	 v K a d i   Y a n g u 	 M y   n o m m e r 	 M a n o   v C a r d 	 M a n a   v C a r d 	 M i n u   v C a r d 	 ;t  ~Ta	   V   	 v C a r d - u l   m e u 	 
(
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 !
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	 .K  v C a r d 	 	 			  								 M Yn i m   v K a r t 1m 	 bvv C a r d 	 L a   m e v a   v C a r d 	 M a   v C a r d 	 v C a r d 	 M i   v C a r d 	 >X0    v C a r d   :0@B8G:0	 M e u   v C a r d 	 M o j a   v C a r d 	 v C a r d   y a   k a 	 A k i n g   v C a r d 	 M y   v C a r d 	 N a   v C a r d 	 v C a r d   m i 	 5=V  v C a r d 
 
 S T R _ I D _ P H B _ V C A R D _ E D I T _ M Y C A R D 	 P h o n e B o o k 	 I C O N T E X T 	 S u b   M e n u   i t e m   s t r i n g   f o r   v C a r d   - >   E d i t   M y   C a r d 	 E d i t   m y   n u m b e r 	 }/bv_x	 bvSx	 AID+!2"@%-	1	 E d i t a r   m i   v C a r d 	 E d i t e r   m o n   n u m  r o 	 M e i n e   N u m m e r   b e a r b e i t e n 	  540:B.   <>N  2878B:C	 M o d i f i c a   l a   m i a   v C a r d 	 *-1J1  1BEJ	 E d i t a r   o   m e u   n  m e r o 	 N u m a r a m 1  d  z e n l e 	 S a   s   r i  n g 	 U b a h   K a r t u   S a y a 	 E d i t   n o m b o r   s a y a 	 .	G	0	>	  (		,	0	  8		*	>	&	?	$	  	0	G		   	 R e d i g  r   M i t   K o r t 	 U p r a v i t   m o u   v i z i t k u 	 E d y t u j   m o j   w i z y t  w k 	 S a j  t   s z  m   s z e r k e s z t  s e 	 M u o k k a a   k  y n t i k o r t t i a n i 	 E n d r e   k o r t e t   m i t t 	 U p r a v i e  m o j u   v i z i t k u 	 M i j n   n u m m e r   b e w e r k e n 	  n d r a   m i t t   v i s i t k o r t 	 U r e d i   m o j u   k a r t i c u 	 E d i t a r e   n u m r u l   m e u 	 U r e d i   M o j o   K a r t i c o 	       	       	  540:B8@09  >OB0  878B:0	 .	>		>	  	>	0	M	!	  8		*	>	&	?	$	  	0	>		 H1'4  4E'1G  EF	 E1''1  'y  ,&	     	 				  					  								  					 .
G
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  
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	 (>  >0M!A  !?M  G/A.A	  5403C20B8  <>N  :0@B:C	 



  v C a r d   


  





  


	       	 H l e l a   i - v C a r d   y a m i 	 L u n g i s a   i - v K h a d i   y a m 	 H a r i r i   v K a d i   y a n g u 	 W y s i g   m y   n o m m e r 	 R e d a g u o t i   m a n o   v C a r d 	 R e d i #t   m a n u   v C a r d 	 R e d i g e e r i   m i n u   v C a r d ' i 	 =tbacel  kt  ~Tah	       V     	 E d i t a r e   v C a r d - u l   m e u 	 
(
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 !
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  
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  
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B
	 .K  v C a r d   8.M*>&(  0(M$A	 	 			  					  								  				 M Yn i m   v K a r t 1m 1  r e d a k t Y  e t 	 }/bvv C a r d 	 M o d i f i c a   l a   m e v a   v C a r d 	 M o d i f i e r   m a   v C a r d 	 B r e y t a   v C a r d 	 E d i t a r   m i   v C a r d 	 #@548  X0  <>X0B0  v C a r d   :0@B8G:0	 E d i t a r   m e u   v C a r d 	 P r i k a ~i   m o j u   v C a r d 	 E d i t a   v C a r d   y a   k a 	 I - e d i t   a n g   v C a r d   k o 	 E d i t   m y   v C a r d 	 Z a  a k e   n a   v C a r d 	 b t  n ce   v C a r d   m i 	 5=V  v C a r d   45C
 
 S T R _ I D _ P H B _ V C A R D _ S E N D _ M Y C A R D 	 P h o n e B o o k 	 I C O N T E X T 	 S u b   M e n u   i t e m   s t r i n g   f o r   v C a r d   - >   S e n d   M y   C a r d 	 S e n d   m y   n u m b e r 	 Pbv_x	 SbvSx	 *H  v C a r d   -	1	 E n v i a r   m i   v C a r d 	 E n v o y e r   m o n   n u m  r o 	 M e i n e   N u m m e r   s e n d e n 	 B>A;0BL  <>N  2878B:C	 I n v i a   l a   m i a   v C a r d 	 %13'D  1BEJ	 E n v i a r   o   m e u   n  m e r o 	 N u m a r a m 1  g  n d e r 	 G i   s   r i  n g 	 K i r i m   K a r t u   S a y a 	 H a n t a r   n o m b o r   s a y a 	 .	G	0	>	  (		,	0	  -	G		G		   	 S e n d   M i t   K o r t 	 O d e s l a t   m o u   v i z i t k u 	 W y [l i j   m o j   w i z y t  w k 	 S a j  t   s z  m   e l k  l d  s e 	 L  h e t    k  y n t i k o r t t i n i 	 S e n d   k o r t e t   m i t t 	 O d o s l a e  m o j u   v i z i t k u 	 M i j n   n u m m e r   v e r z e n d e n 	 S k i c k a   m i t t   v i s i t k o r t 	 P o aa l j i   m o j u   k a r t i c u 	 E x p e d i e r e   n u m r u l   m e u 	 P o al j i   M o j o   K a r t i c o 	       	       	 7?@0B8  >OB0  878B:0	 .	>	/	  	>	0	M	!	  *	>	 	5	>		 A13*'/F  4E'1G  EF	 E1'  '1  (,	     	 				  					  						 .
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 
 S T R _ I D _ P H B _ V C A R D _ S E N D _ E N T R Y 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S u b   M e n u   i t e m   s t r i n g   f o r   v C a r d   - >   S e n d   T h i s   C a r d 	 S e n d   c o n t a c t 	 P
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TGr	 *H9I4H-	 E n v i a r   v C a r d 	 E n v o y e r   v C a r d 	 K o n t a k t   s e n d e n 	 B?@028BL  2878B:C	 I n v i a   v C a r d 	 %13'D  ,G)  '*5'D	 E n v i a r   c o n t a c t o 	 K i _i   g  n d e r 	 G i   l i  n   l c 	 K i r i m   K a r t u - v 	 H a n t a r   k e n a l a n 	 8		*	0	M		  -	G		G			 S e n d   v K o r t 	 O d e s l a t   v i z i t k u 	 W y [l i j   w i z y t  w k 	 P a r t n e r   k  l d  s e 	 L  h e t    k  y n t i k o r t t i 	 S e n d   v K o r t 	 O d o s l a e  v i z i t k u 	 C o n t a c t   v e r z e n d e n 	 S k i c k a   v i s i t k o r t 	 P o aa l j i   v K a r t i c u 	 E x p e d i e r e   c o n t a c t 	 P o al j i   v K a r t i c o 	     	   v C a r d 	 7?@0B8  878B:0	 5	M	9	@		>	0	M	!	  *	>	 	5	>		 '13'D  E.'7(	   H  '1  (,	   	 											  					  						 5
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 
 S T R _ I D _ P H B _ A U D I O _ I D _ N O T _ E X I S T 	 P h o n e B o o k 	 P O P U P 	 A u d i o   F i l e   D o e s   N o t   E x i s t 	 A u d i o   f i l e   d o e s   n o t   e x i s t 	 jjHh
NX[(W	 PNeN
NX[(W	 D!H!5D%L@*5"	 E l   a r c h i v o   d e   a u d i o   n o   e x i s t e 	 L e   f i c h i e r   a u d i o   n ' e x i s t e   p a s 	 A u d i o d a t e i   e x i s t i e r t   n i c h t 	 2C:>2>9  D09;  =5  ACI5AB2C5B	 F i l e   a u d i o   n o n   e s i s t e n t e 	 EDA  'D5H*  :J1  EH,H/	 O   f i c h e i r o    u d i o   n  o   e x i s t e 	 S e s   d o s y a s 1  y o k 	 T p   t i n g   k h  n g   t n   t i 	 B e r k a s   A u d i o   t i d a k   a d a 	 F a i l   a u d i o   t i d a k   w u j u d 	 	!	?	/	K	  +	>		2	  .	L		B	&	  (	9	@			 L y d f i l   E k s i s t e r e r   E j 	 Z v u k o v    s o u b o r   n e e x i s t u j e 	 P l i k   d zw i k o w y   n i e   i s t n i e j e 	 A   h a n g f  j l   n e m   l  t e z i k 	   n i t i e d o s t o a   e i   o l e 	 A u d i o f i l   e k s i s t e r e r   i k k e 	 Z v u k o v    s  b o r   n e e x i s t u j e 	 A u d i o b e s t a n d   b e s t a a t   n i e t 	 L j u d f i l e n   e x i s t e r a r   i n t e 	 A u d i o   d a t o t e k a   n e   p o s t o j i 	 F i _i e r u l   a u d i o   n u   e x i s t 	 Z v o 
n a   D a t o t e k a   N e   O b s t a j a 	       	       	 C48>  $09;JB  5  !JI5AB2C20	 	!	?	/	K	  +	>		2	  		*	2	5	M	'	  (	>	9	@		 A'D  5H*  EH,H/  F3*	 "H  A'&D  EH,H/  F	     	 				  				  				 8
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	     	 I f a y e l a   l e - a u d i o   e l i k h o 	 f a y l e   y e - o d i y o   a y i k h o 	 F a i l i   y a   s a u t i   h a i k o 	 K l a n k l  e r   b e s t a a n   n i e 	 G a r s o   f a i l o   n r a 	 A u d i o   f a i l s   n e e k s i s t 	 H e l i f a i l i   p o l e   o l e m a s 	 1xdkx  aulh  cxuxiuxv  yxvk	       	 F i _i e r u l   a u d i o   n u   e x i s t 	 
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NX[(W	 E l   f i t x e r   d e   s o   n o   e x i s t e i x 	 L e   f i c h i e r   a u d i o   n  e x i s t e   p a s 	 H l j   s k r    e r   e k k i   t i l 	 E l   a r c h i v o   d e   a u d i o   n o   e x i s t e 	 5  ?>AB>8  0C48>  40B>B5:0	 A r q u i v o   d e    u d i o   n  o   e x i s t e 	 A u d i o   f a j l   n e   p o s t o j i 	 F a e l e   y a   m o d u m o   h a   e   t e n g 	 W a l a   a n g   a u d i o   f i l e 	 A u d i o   f i l e   d o e s   n o t   e x i s t 	 B a b u   s h a f i   d a   k u t a 	 F a i l i   o h  n   k    s  	 K1KA  D09;K  6>
 
 S T R _ I D _ P H B _ F M G R _ I M A G E _ S E L E C T _ F I L E 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S e l e c t   I m a g e   F r o m   F i l e   M a n a g e r 	 F r o m   f i l e 	 _jHhx	 NeN		 @%7-2D%L	 S e l e c c i o n a r   d e s d e   a r c h i v o 	 S  l e c t i o n n e r      p a r t i r   d u   f i c h i e r 	 V o n   D a t e i   w  h l e n 	 K1@0BL	 D a l   f i l e 	 EF  'DEDA	 S e l e c c i o n e   a   p a r t i r   d o   f i c h e i r o 	 D o s y a d a n   s e  	 C h n   t   t p   	 P i l i h   D a r i   B e r k a s 	 P i l i h   d a r i p a d a   f a i l 	 +	>		2	  8	G	  	A	(	G			 V  l g   F r a   F i l 	 V y b r a t   z e   s o u b o r u 	 W y b i e r z   z   p l i k u 	 K i v  l a s z t  s   f  j l b  l 	 V a l i t s e   t i e d o s t o s t a 	 V e l g   f r a   f i l 	 V y b r a e  z o   s  b o r u 	 V a n   b e s t a n d   s e l e c t e r e n 	 V  l j   f r  n   f i l 	 O d a b e r i   i z   d a t o t e k e 	 S e l e c t a r e   d i n   f i _i e r 	 I z b e r i   I z   D a t o t e k e 	       	   	 715@8  >B  $09;0	 +	>		2	  .	'	A	(		 'F*.'(  '2  A'D	 A'&D  3	   	 				  				  									 +
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	  	 K u s u k a   k w i f a y e l a 	 K w i f a y l e 	 K u t o k a   k w a   f a i l i 	 K i e s   u i t   l  e r 	 I a  f a i l o 	 N o   f a i l a 	 F a i l i s t 	 Vaulk	 	 D i n   f i _i e r 	 +
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 
 S T R _ I D _ P H B _ F M G R _ I M A G E _ D E L E T E _ R E F 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   i m a g e   r e f e r e n c e   f r o m   F i l e   M a n a g e r 	 D e l e t e   r e f e r e n c e 	 *Rdܕo	  RdsQT	 %I-!9%-I2-4	 E l i m i n a r   r e f e r e n c i a 	 E f f a c e r   l a   R  f  r e n c e 	 R e f e r e n z   l  s c h e n 	 #40;8BL  AAK;:C	 E l i m i n a   r e f e r e n z a 	 E3-  'D'4'1)	 E l i m i n a r   r e f e r  n c i a 	 R e f e r a n s 1  s i l 	 X  a   b   c h   d n 	 H a p u s   R e f e r e n s i 	 P a d a m   r u j u k a n 	 8		&	0	M	-	  9		>				 S l e t   R e f e r e n c e 	 S m a z a t   o d k a z 	 S k a s u j   r e f e r e n c j 	 H i v a t k o z  s   t  r l  s e 	 P o i s t a   v i i t e 	 S l e t t   r e f e r a n s e 	 Z r u ai e  o d k a z 	 R e f e r e n t i e   v e r w i j d e r e n 	 T a   b o r t   r e f e r e n s 	 I z b r i ai   r e f e r e n c e 	 ^t e r g e r e   r e f e r i n c	 I z b i ai   Z v e z o 	   	   	 7B@89  B<5B:0B0	 8		&	0	M	-	  *	A	8	B	(	  	>		>	  	 -0A  E1,9	 -H'D  Ey'&	   	 									  					  					 
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	   	 S u s a   i r e f e r e n s i 	 C i m a   i r e f r e n s i 	 F u t a   r e j e o 	 S k r a p   v e r w y s i n g 	 P a aa l i n t i   n u o r o d 	 D z s t   a t s a u c i 	 K u s t u t a   v i i d e 	 Kv{el  prxth	   	 ^t e r g e r e   r e f e r i n c	 1
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 
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	     	 A l i k h o   i f a y e l e   e l i k h e t h i w e 	 A k u k h o   f a y l e   e k h e t h i w e y o 	 H a k u n a   f a i l i   i l i o c h a g u l i w a 	 G e e n   a f b e e l d i n g   g e k i e s   n i e 	 N e p a r i n k t a s   f a i l a s 	 N a v   a t l a s +t s   f a i l s 	 F a i l i   e i   v a l i t u d 	 Vaulh  hv~an  yg	       	 N i c i u n   f i _i e r   s e l e c t a t 	 +
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 
 S T R _ I D _ P H B _ F M G R _ T O _ N E W _ E N T R Y 	 P h o n e B o o k 	 I C O N T E X T 	 F o r w a r d   i m a g e   t o   a   n e w   e n t r y 	 T o   n e w   c o n t a c t 	 eoa}N	 eT|N	 D"1#2"2#C+!H	 H a c i a   u n a   e n t r a d a   n u e v a   	 V e r s   u n e   n o u v e l l e   e n t r  e 	 Z u   n e u e m   E i n t r a g 	 >2><C  :>=B0:BC	 A l   n u o v o   c o n t a t t o 	 '/.'D  ,/J/	 P a r a   n o v a   e n t r a d a 	 Y e n i   g i r i _e 	 T i   m c   m i 	 K e   E n t r i   B a r u 	 K e   e n t r i   b a r u 	 (		  *	M	0	5	?	7	M		?	  	K		 T i l   N y   P o s t 	 N a   n o v    z  z n a m 	 D o   n o w e j   p o z y c j i 	  j   b e j e g y z  s b e 	 U u t e e n   t i e t o o n 	 I n g e n   n y   o p p f  r i n g 	 N a   n o v    z  z n a m 	 N a a r   n i e u w e   i n v o e r 	 T i l l   n y   k o n t a k t 	 Z a   n o v i   u n o s 	 L a   i n t r a r e   n o u 	 K   N o v e m u   V n o s u 	     	   	 J<  >2  0?8A	 (	5	M	/	>	  	(	M		M	0	@	  	!	G		 /1  E/.D  ,//	 F&  'F/1',  H  	   	 				  												  						 (
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	 20  K7M @A	 	 				  						 A r a y a n   q r u p u n a 	 qD}	 A   g r u p   d e   t r u c a d a 	 V e r s   l e   g r o u p e   d e   c o n t a c t s 	 T i l   v i  m  l e n d a h  p s 	 A l   g r u p o   d e   l l a m a d a 	 >  3@C?0  =0  ?>28:C20G>B	 A o   g r u p o   d o   c h a m a d o r 	 N a   g r u p u   p o z i v a o c a 	 S e h l o p h e n g   s a   b a l e t s i 	 P a p u n t a   s a   p a n g k a t   n g   t u m a t a w a g 	 T o   c a l l e r   g r o u p 	 G a   k i r a   d a   a d a d i 	 S    g b   o l  p  	 >K@0C  H0;CHK  B>1K=0
 
 S T R _ I D _ P H B _ F M G R _ I M A G E _ S E L E C T E D 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S e l e c t e d   I m a g e   F r o m   F i l e   M a n a g e r 	 F i l e   s e l e c t e d 	 jHh]x	 eN]		 @%7- 2A%I'	 I m a g e n   s e l e c c i o n a d a 	 i m a g e   s  l e c t i o n n  e 	 B i l d   g e w  h l t 	 K1@0==K9  D09;	 F i l e   S e l e z i o n a t o 	 *E  '.*J'1  'DEDA	 I m a g e m   s e l e c c i o n a d a 	 R e s i m   s e  i l d i 	 T p      c h n 	 F i l e   S e l e c t e d 	 I m e j   d i p i l i h 	 	.	G		  	A	(	@	  			 F i l   V a l g t 	 S o u b o r   v y b r  n 	 W y b r a n y   p l i k 	 F  j l   k i v  l a s z t v a 	 T i e d o s t o   v a l i t t u 	 V a l g t   f i l 	 S  b o r   v y b r a n  	 B e e l d   g e s e l e c t e e r d 	 F i l e n   h a r   m a r k e r a t s 	 D a t o t e k a   j e   o d a b r a n a 	 I m a g i n e   s e l e c t a t 	 D a t o t e k a   I z b r a n a 	   	   	 71@0=  $09;	 +	>		2		@	  (	?	5	!	  	G	2	@		 93  'F*.'(  4/	 A'&D  EF*.(  H'	   	 									  					 +
>
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	 +H2M  AK,!?&?	 $09;  281@0=89	 



  



  


	   	 I f a y e l a   l i k h e t h i w e 	 I f a y l e   i k h e t h i w e 	 F a i l i   i m e c h a g u l i w a 	 A f b e e l d i n g   g e k i e s 	 P a r i n k t a s   f a i l a s 	 F a i l s   a t l a s +t s 	 F a i l   o n   v a l i t u d 	 Vaulh  hv~an  g	   	 F i _i e r   s e l e c t a t 	 +
/
$
M
  $
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	 +>2  .(K(@$	 	 										  			  	' 		 F a y l   s e  i l i b d i r 	 ]xjHh	 F i t x e r   s e l e c c i o n a t 	 F i c h i e r   s  l e c t i o n n  	 S k r    v a l i n 	 A r c h i v o   s e l e c c i o n a d o 	 71@0=0  40B>B5:0	 A r q u i v o   s e l e c i o n a d o 	 F a j l   s e l e k t o v a n 	 F a e l e   e   k g e t h i l w e 	 N a p i l i   a n g   f i l e 	 F i l e   s e l e c t e d 	 S h a f i   c e   z a  b a  b b e 	 T i   y a n   f a i l i 	 $09;  B040;4K
 
 S T R _ I D _ P H B _ O P _ I M A G E _ F A I L 	 P h o n e B o o k 	 P O P U P 	 E n t r y   o p e r a t i o n   e r r o r   m e s s a g e 	 F a i l e d   t o   a d d   i m a g e 	 WGreX1YWe	 VGreX1Y%	  2	 I m a g e n 	 I m a g e 	 B i l d 	 7>1@065=85	 I m m a g i n e 	 5H1)	 I m a g e m 	 R e s i m   	 T r a n h 	 F o t o 	 I m e j 	 	.	G			 B i l l e d e 	 O b r a z 	 O b r a z e k 	 K  p 	 K u v a 	 B i l d e 	 O b r a z 	 B e e l d 	 B i l d 	 S l i k a 	 I m a g i n e 	 S l i k a 	 	 	 7>1@065=85	 	.	G			 *5HJ1	 'E,	 	 					 *
M
0
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	 .GM	 >1@065==O	 



	 	 U m f a n e k i s o 	 I - i m e y j i 	 T a s w i r a 	 A f b e e l d i n g 	 V a i z d a s   	 A t t l s 	 K u j u t i s 	 Jaoe	 	 I m a g i n e 	 
?
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
	 *M0$?,?	 	 										  	 T Ys v i r 	 WP	 I m a t g e 	 I m a g e 	 M y n d 	 I m a g e n 	 !;8:0	 I M A G E M 	 S l i k a 	 S e t s h w a n t s h o 	 I m a h e 	 I m a g e 	 K a m a n i 	  w  r  n 	 !C@5B
 
 S T R _ I D _ P H B _ O P _ V I D E O _ F A I L 	 P h o n e B o o k 	 P O P U P 	 E n t r y   o p e r a t i o n   e r r o r   m e s s a g e 	 F a i l e d   t o   a d d   v i d e o 	 q_GreX1YWe	 ƉeX1Y%	 '45B-	 V  d e o 	 V i d  o 	 V i d e o 	 845>	 V i d e o 	 AJ/JH	 V  d e o 	 V i d e o   	 V i d e o 	 	 V i d e o 	 5	@	!	?	/	K		 V i d e o 	 V i d e o 	 W i d e o 	 V i d e o 	 V i d e o 	 V i d e o 	 V i d e o 	 V i d e o 	 V i d e o k l i p p 	 V i d e o 	 F i _i e r   v i d e o 	 V i d e o 	 	 	 845>	 5	M	9	?	!	?	/	K		 ADE	 HH	   ( ) 	 						 +
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.
	 5?!?/K	 V45>	 





	 	 I v i d y o 	 I v i d i y o 	 V i d e o 	 V i d e o 	 V a i z d o   k l i p a s 	 V i d e o f a i l s 	 V i d e o 	 Nkdex	 	 V i d e o 	 5
@
!
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K
	 -?!?	 	 					' 	 V i d e o 	 q_Gr	 V  d e o 	 V i d  o 	 M y n d s k e i  	 V i d e o 	 845>  70?8A	 V  d e o 	 V i d e o 	 V i d e o 	 V i d e o 	 V i d e o 	 B i d i o 	 F i d i o 	 59=5
 
 S T R _ I D _ P H B _ D U P L I C A T E _ F A I L 	 P h o n e B o o k 	 P O P U P 	 E n t r y   o p e r a t i o n   e r r o r   m e s s a g e 	   d u p l i c a t e   f a i l 	 ^zoR,g1YWe	 R^oR,g1Y%	 3I3D!HDI	   d u p l i c a r   f a l l o 	    c h e c   d e   d u p l i c a t i o n 	   D u p l i z i e r e n   f e h l g e s c h l a g e n 	   =5  C40;>AL  4C1;8@>20BL	 E r r o r e   d u p l i c a z i o n e 	 A4D  AJ  'DF3.	   c  p i a   f a l h o u 	 K o p y a l a m a   b a _a r 1s 1z 	 K h  n g   n h  n   b n   c 	   p e n g g a n d a a n   g a g a l 	 D u p l i k a s i k a n   f a i l 	 *	M	0	$	?	2	?	*	?	  	8	+	2		   D u p l i k  r   M i s l y k k e t ! 	   D u p l i k a c e   s e l h a l a ! 	 B Bd   p o w i e l a n i a ! 	   D u p l i k  l  s   s i k e r t e l e n ! 	 M o n i s t u s   e p  o n n i s t u i ! 	 D u p l i s e r   f e i l ! 	   P o r u c h a   p r i   d u p l i k  c i i ! 	 p r o b l e e m   b i j   d u p l i c e r e n 	 D e t   g i c k   i n t e   a t t   k o p i e r a   f i l e n ! 	 D u p l i c i r a n j e   n e u s p j e an o ! 	 D u p l i c a r e a   n u   a   r e u _i t 	 P o d v o j i   N e u s p e h ! 	   ! 	     	 C1;8@0=5  5CA?5H=>! 	 !	A	*	M	2	?		G		  +	G	2	  ! 	   F3.G  (1/'1I  F'EHAB  (H/	 ! ~Dy  F''E	   ! 	 							  										 9
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! 	 !B*M2GM  5?+2.H&?	 ;>=C20B8  =5  240;>AO	 








  





	       	 U k u p h i n d a   k a b i l i   k u h l u l e k i l e 	 U k u p h i n d a   k a b i n i   k u p h a n z i l e 	 I m e s h i n d w a   k u d a b a l i 	 D u p l i s e r i n g   o n s u k s e s v o l 	   N e p a v y k o   d u b l i u o t i 	   D u b l i c t   n e i z d e v s 	   D u p l i t s e e r i   f a i l 	 ?ovkvaotav  qamxrxt	     	   E r o a r e   d u b l a r e 	 +
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	 (2  ,?+3	 	 								  					 t Yk r a r l a n m a   b a _  t u t m a d 1	 1YWe	   e r r o r   e n   d u p l i c a r 	   e r r e u r   d e   d u p l i c a t i o n 	   m i s t  k s t   a    b  a   t i l   a f r i t 	   f a l l a   a l   d u p l i c a r 	   C42>XC20Z5B>  5  =5CA?5H=>	   f a l h a   d e   d u p l i c a   o 	   d u p l i r a j   n i j e   u s p e l o 	   d u p l i k e i t a   e   h l o l e h i l e 	   h i n d i   m a t a g u m p a y   a n g   p a g d o b l e 	   D u p l i c a t e   f a i l 	 D a u k a   d a   b i y u   a   k a m f a 	   bi ce    d    k  n  	   ABAV7  :HV@<5
 
 S T R _ I D _ P H B _ O P _ C O M M A 	 P h o n e B o o k 	 P O P U P C O N F I R M ,   P O P U P 	 E n t r y   o p e r a t i o n   e r r o r   m e s s a g e 	 ,   	 	 	 ,   	 , 	 ,   	 ,   	 ,   	 , 	 	 , 	 , 	 , 	 , 	 ,   	  ,  	 , 	 ,   	 ,   	 , 	 ,   	 , 	 , 	 , 	 , 	 ,   	 , 	 , 	 ,   	 ,   	 , 	 ,   	 	 ,   	 ,   	 ,   	 ,   	 ,   	 , 	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 	 	 	 ,   	 ,   	 , 	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 	 ,   	 ,   
 
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i o j i   p a i e ak a 	  t r   m e k l aa n a 	 K i i r o t s i n g 	 1ac  xxvxt	   	 C u t a r e   r a p i d 	 &
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N@b	geg5u~De	 @%5H"  S I M   A%I',   %#2"
7H-%8H!9IB#C  S I M   1I+!+#7-D!H? 	  S I M   m o d i f i c a d a ,   e l i m i n a r   t o d o s   l o s   g r u p o s   d e   l l a m a d a   d e   S I M ? 	 S I M   c h a n g  e ,   s u p p r i m e r   t o u s   l e s   g r o u p e s   d  a p p e l a n t s   s u r   l a   S I M  ? 	 S I M   g e  n d e r t ,   g e s a m t e   A n r u f e r g r u p p e   i m   S I M   l  s c h e n ? 	 S I M   87<5=5=>,   C40;8BL  2A5  3@C??K  :>=B0:B>2  87  S I M ? 	 S I M   c a m b i a t a ,   v u o i   e l i m i n a r e   t u t t i   i   g r u p p i   d i   c h i a m a t e   n e l l a   S I M ? 	 *E  *:J1  'D(7'B)  'E3-  ,EJ9  E,EH9'*  'D'*5'D	 C a r t  o   S I M   a l t e r a d o ,   e l i m i n a r   t o d o s   o s   g r u p o s   d e   c o n t a c t o s   n o   c a r t  o   S I M ? 	 S I M   d e i _t i r i l d i ,   S I M ' d e k i   t  m    a r 1  g r u p l a r 1n 1  s i l ? 	 i   S I M ,   x  a   h t   n h  m   n g i   g i   t r  n   S I M 	 S I M   d i g a n t i ,   H a p u s   s e m u a   k e l o m p o k   p e m a n g g i l   d i   S I M 	 S I M   d i t u k a r ,   p a d a m   s e m u a   k u m p u l a n   p e m a n g g i l   d a l a m   S I M ? 	 8	?	.	  ,	&	2	  	/	>	,   8	?	.	  8	G	  8	>	0	G	  	I	2	0	  8	.	B	9	  9		>			?  	 S I M    n d r e t ,   S l e t   a l l e   o p k a l d s   g r u p p e r   p    S I M ? 	 S I M   z m n n a .   S m a z a t   c e l o u   s k u p i n u   v o l a j  c  c h   n a   S I M ? 	 K a r t a   S I M   z m i e n i o n a ,   w y k a s o w a   w s z y s t k i e   g r u p y   o s  b ? 	 A   S I M   m  d o s u l t ,   t  r l i   a z    s s z e s   c s o p o r t o t   a   S I M - r Ql ? 	 S I M   v a i h d e t t u .   P o i s t e t a a n k o   k a i k k i   s o i t t a j a r y h m  t   S I M : i s t  ? 	 S I M   e n d r e t ,   s l e t t   a l l e   o p p r i n g e r g r u p p e r   i   S I M ? 	 S I M   b o l a   z m e n e n  .   Z m a z a e  c e l    s k u p i n u   v o l a j  c i c h   n a   S I M ? 	 S I M   v e r v a n g e n ,   a l l e   o p r o e p g r o e p e n   o p   S I M   v e r w i j d e r e n ? 	 N y t t   S I M - k o r t ,   r a d e r a   a l l a   g r u p p e r   i   S I M - m i n n e t ? 	 S I M   i z m i j e n j e n a ,   u k l o n i t i   s v e   p o z i v n e   s k u p i n a   s a   S I M ? 	 C a r t e l a   S I M   a   f o s t   s c h i m b a t ,   _t e r g e ci   t o a t e   g r u p u r i l e   d e   a p e l a r e   d e   p e   S I M ? 	 S I M   S p r e m e n j e n ,   I z b r i ai   V s e   K l i c n e   S k u p i n e   v   S I M ? 	   S I M   ,               S I M ? 	   - S I M   ,               - S I M ? 	 !<5=5=0  !- :0@B0.   7B@820=5  =0  2A8G:8  3@C?8  2  !- :0@B0B0? 	 8	?	.	  ,	&	2	2	G	,   8	?	.	  .	'	B	(	  8	0	M	5	  	I	2		0	M	$	>	  8	.	B	9	  *	A	8	B	(	  	>			 3E  '1*  9H6  4/G  D  1HG  *E'3  1F/'F  1H  3E  '1*  -0A  4H/	   3E  (/D  '  3E  E  *E'E  'D1  1H~  H  Ey'&	   ,             ? 	 			  								,   					  					  				  					  						  					? 	 8
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?  	   ,            ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   g e w y s i g ,   s k r a p   a l l e   b e l l e r g r o e p e   o p   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   c a l l e r   g r o u p   i n   S I M ? 	 	 	 	 			  								  			  	' 	,   				  				  				  			  						? 	 S 0M   d Yy i _i l d i ,   b  t  n   a r a y a n   q r u p l a r 1  S 0M - d Y  p o z m a q ? 	 S I M aS]c*Rd@b	gS I M aSgQvqD}	 S  h a   c a n v i a t   e l   S I M ,   v o l e u   s u p r i m i r   t o t s   e l s   g r u p s   d e   t r u c a d a   d e l   S I M ? 	 C a r t e   S I M   c h a n g  e ,   s u p p r i m e r   t o u s   l e s   g r o u p e s   d e   c o n t a c t s   d a n s   l a   c a r t e   S I M ? 	 S I M - k o r t i   b r e y t t .   V i l t u   e y  a    l l u m   v i  m  l e n d a h  p u m      S I M - k o r t i ? 	 S I M   c a m b i a d a ,    e l i m i n a r   t o d o s   l o s   g r u p o s   d e   l l a m a d a   d e   l a   S I M ? 	 S I M   :0@B8G:0B0  5  87<5=5B0,   871@8H8  38  A8B5  3@C?8  =0  ?>28:C20G>B  2>  S I M   :0@B8G:0B0? 	 S I M   a l t e r a d o ,   e x c l u i r   t o d o   o   g r u p o   d o   c h a m a d o r   n o   S I M ? 	 S I M   p r o m e n j e n ,   o b r i ai   c e l u   g r u p u   p o z i v a o c a   n a   S I M ? 	 S I M   e   f e t o t s w e ,   o   p h u m u l a   d i h l o p h a   t s o h l e   t s a   b a l e t s i   h o   S I M ? 	 N a p a l i t a n   a n g   S I M ,   t a n g g a l i n   l a h a t   n g   p a n g k a t   n g   t u m a t a w a g   s a   S I M ? 	 S I M   c h a n g e d .   D e l e t e   a l l   c a l l e r   g r o u p s   i n   S I M ? 	 S I M   a   c h a n j i n ,   s h a r e   w a   d u k a n   k i r a   d a   a d a d i   a   c i k i n   S I M 	 T i   y    S I M   p a d  ,   p a   g b o g b o   g b   o l  p    n i n u   S I M   r   b  ? 	 S I M - :0@B0  735@4V,   S I M - :0@B040K  10@;K  >K@0C  H0;CHK  B>1K=  6>N  :5@5:  ?5? 
 
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 
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	   	 D l a l a   i v i d y o 	 K h a l i s a   i v i d i y o 	 C h e z a   v i d e o 	 S p e e l   v i d e o 	 L e i s t i   v a i z d o   k l i p 	 P a r d +t   v i d e o 	 E s i t a   v i d e o 	 F~acaoel  ~kdexv	       	 R e d a r e   v i d e o 	 5
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	 -?!?  3>(M$A	 	 					'   				  				 V i d e o n u   g  s t Yr 	 d>eq_Gr	 R e p r o d u e i x   v  d e o 	 L i r e   l a   v i d  o 	 S p i l a   m y n d s k e i  	 R e p r o d u c i r   v i d e o 	  5?@>4CF8@0X  2845>  70?8A	 R e p r d u z i r   v  d e o 	 P u s t i   v i d e o 	 B a p a l a   v i d e o 	 I - p l a y   a n g   v i d e o 	 P l a y   v i d e o 	 W a s a   v i d e o 	 M    f i d i o   ci c	 59=5=V  >9=0BC
 
 S T R _ I D _ P H B _ C A L L E R _ P I C 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 P e r s o n a l   I n c o m i n g   C a l l   S e t t i n g 	 C a l l e r   p i c t u r e 	 OWGr	 eg5uVGr	 #99I@#5"@I2	 I m a g e n   d e   l l a m a d a 	 I m a g e   d e   l  a p p e l a n t 	 A n r u f e r b i l d 	 7>1@065=85  4;O  01>=5=B0	 I m m a g i n e   c o n t a t t o 	 5H1)  'DE*5DJF	 I m a g e m   d o   a u t o r   d a   c h a m a d a 	 A r a y a n 1n   r e s m i     	 T r a n h   c h o   c u c   g i   n 	 F o t o   p e m a n g g i l 	 G a m b a r   p e m a n g g i l 	 	I	2		0	M	$	>	  	?	$	M	0		 O p k a l d e r s   B i l l e d e 	 O b r  z e k   v o l a j  c  h o 	 Z d j c i e   r o z m  w c y 	 H  v    f  n y k  p e 	 S o i t t a j a n   k u v a 	 O p p r i n g e r b i l d e 	 O b r  z o k   v o l a j  c e h o . 	 F o t o   v a n   o p r o e p e r 	 U p p r i n g a r e n s   v i s n i n g s b i l d 	 S l i k a   p o z i v a t e l j a 	 F o t o g r a f i e   a p e l a n t 	 S l i k a   K l i c a t e l j a 	   	   	 0@B8=0  =0  018@0I8O	 	I	2		0	M	$	>		G	  	?	$	M	0		 9C3  *E'3  J1F/G	 'D1  *5H1	   	 						  				 
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 
 S T R _ I D _ P H B _ C A L L E R _ R I N G 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 P e r s o n a l   I n c o m i n g   C a l l   S e t t i n g 	 C a l l e r   r i n g t o n e 	 O4r	 eg5uÔX	 @*5"9I@#5"@I2	 T o n o   d e   l l a m a d a 	 S o n n e r i e   d e   l  a p p e l a n t 	 A n r u f e r k l i n g e l t o n 	 5;>48O  4;O  01>=5=B0	 T o n o   c o n t a t t o 	 F:E)  1FJF  'DE*5DJF	 T o q u e   d o   a u t o r   d a   c h a m a d a 	 A r a y a n 1n   z i l   t o n u   	 C h u  n g   c h o   c u c   g i   n 	 N a d a   d e r i n g   p e m a n g g i l 	 N a d a   d e r i n g   p e m a n g g i l 	 	I	2	0	  0	?				K	(	 	 O p k a l d e r s   R i n g e   T o n e 	 V y z v  n c    t  n   v o l a j  c  h o 	 D zw i k   d z w o n k a   r o z m  w c y 	 H  v    c s e n g Qh a n g j a 	 S o i t t a j a n   s o i t t o   n i 	 O p p r i n g e r t o n e 	 V y z v  Ha c    t  n   v o l a j  c e h o . 	 R i n g t o n e   v a n   o p r o e p e r 	 U p p r i n g a r e n s   r i n g s i g n a l 	 Z v u k   z v o n a   p o z i v a t e l j a 	 S o n e r i e   a p e l a n t 	 K l i c a t e l j e v   Z v o k   Z v o n e n j a 	     	   	  8=3B>=  =0  018@0I8O	 	I	2		0	M	$	>		G	  0	?			  	K	(		 2F'GF  *E'3  J1F/G	 'D1  1F  yHF	     	 						  			  				 
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 	 I r i n g i t h o n i   y o f o n a y o 	 I t h o n i   y e f o w n i   y e q e l a 	 T o n i   y a   k u i t a   y a   m p i g a   s i m u 	 B e l l e r l u i t o o n 	 S k a m b i n t o j o   s k a m b u 
i o   m e l o d i j a   	 Z v a n +t j a   z v a n a   s i g n l s 	 H e l i s t a j a   h e l i n 	 6avcapaxrk  teredk	     	 T o n   d e   a p e l   a p e l a n t 	 
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 
 S T R _ I D _ P H B _ C A L L E R _ V I D E O 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 P e r s o n a l   I n c o m i n g   C a l l   S e t t i n g 	 C a l l e r   v i d e o 	 Oq_Gr	 eg5uƉ	 '45B-9I@#5"@I2	 V  d e o   d e   l l a m a d a 	 V i d  o   d e   l  a p p e l a n t 	 A n r u f e r v i d e o 	 845>  4;O  01>=5=B0	 V i d e o   c o n t a t t o 	 AJ/JH  'DE*5DJF	 V  d e o   d o   a u t o r   d a   c h a m a d a 	 A r a y a n 1n   g  r  n t  s    	 V i d e o   c h o   c u c   g i   n 	 V i d e o   p e m a n g g i l 	 V i d e o   p e m a n g g i l 	 	I	2	0	  5	@	!	?	/	K		 O p k a l d e r s   V i d e o 	 V i d e o   v o l a j  c  h o 	 O b r a z   w i d e o   r o z m  w c y 	 H  v    v i d e  j a 	 S o i t t a j a n   v i d e o 	 O p p r i n g e r v i d e o 	 V i d e o   v o l a j  c e h o . 	 V i d e o   v a n   o p r o e p e r 	 U p p r i n g a r e n s   v i d e o k l i p p 	 V i d e o   p o z i v a t e l j a 	 C l i p   v i d e o   a p e l a n t 	 K l i c a t e l j e v   V i d e o 	   	   	 845>  =0  018@0I8O	 	I	2		0	M	$	>		G	  5	M	9	?	!	?	/	K		 ADE  *E'3  1F/G	 'D1  HH	   	 				  						 
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	 20  -?!?	 	 				  					' 	 A r a y a n 1n   v i d e o s u 	 Oq_Gr	 V  d e o   d e   q u i   t r u c a 	 V i d  o   d e   l  a p p e l a n t 	 M y n d s k e i    v i  m  l a n d a 	 V i d e o   d e   l l a m a d a 	 845>  70?8A  =0  ?>28:C20G	 V  d e o   d o   c h a m a d o r 	 V i d e o   p o z i v a o c a 	 V i d e o   y a   m o l e t s i 	 V i d e o   n g   t u m a t a w a g 	 C a l l e r   v i d e o 	 V i d e o   d a   m a i   k i r a n y e 	 F i d i o   o l  p  	 >K@0C  H0;CHK=K  159=5AV
 
 S T R _ I D _ P H B _ V I D E O _ 1 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   d e f a u l t   V i d e o 	 V i d e o   1 	 q_Gr N	 Ɖ N	 '45B-  1 	 V  d e o   1 	 V i d  o   1 	 V i d e o   1 	 845>  1 	 V i d e o   1 	 AJ/JH  1 	 V  d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 5	@	!	?	/	K	  1  	 V i d e o   1 	 V i d e o   1 	 W i d e o   1 	 1 .   v i d e o 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o k l i p p   1 	 V i d e o   1 	 C l i p   v i d e o   1 	 V i d e o   1 	   1 	   1 	 845>  1 	 5	M	9	?	!	?	/	K	  1 	 ADE  1 	 HH  1 	   1 	 					  		 5
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  1 	   1 	 I v i d y o   1 	 I v i d i y o - 1 	 V i d e o   1 	 V i d e o   1 	 1   v a i z d o   k l i p a s 	 1 .   v i d e o 	 V i d e o   1 	 Nkdex  1 	   1 	 V i d e o   1 	 5
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  1 	 -?!?  1 	 	 					'   1 	 1 - c i   V i d e o 	 q_Gr1 	 V  d e o   1 	 V i d  o   1 	 M y n d s k e i    1 	 V i d e o   1 	 845>  70?8A  1 	 V  d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 F i d i o   1 	 1 - 159=5
 
 S T R _ I D _ P H B _ T H E M E _ T O N E _ N O T _ F O U N D 	 P h o n e B o o k 	 P O P U P 	 T h e m e   T o n e   N o t   F o u n d 	 T h e m e   t o n e   n o t   f o u n d 	 ;NL4r
NX[(W	 ;NÔX
NX[(W	 D!H@*5"5!	 T o n o   d e   t e m a   n o   e n c o n t r a d o 	 T o n   d e   t h  m e   p a s   t r o u v  	 T h e m e n t o n   n i c h t   g e f u n d e n 	 5;>48O  87  B5<K  =5  =0945=0	 T o n o   d e l   t e m a   n o n   t r o v a t o 	 EH6H9  'DF:E)  :J1  EH,H/G	 T o q u e   t e m  t i c o   n  o   e n c o n t r a d o 	 T e m a   t o n u   b u l u n a m a d 1	 K h  n g   t  m   t h y   c h     c h u  n g 	 N a d a   t e m a   t i d a k   d i t e m u k a n 	 N a d a   t e m a   t i d a k   d i t e m u i 	 %	@	.	  '	A	(	  	(	A	*	2	,	M	'		 	 	 	 A   t  m a   h a n g f  j l j a   n e m   t a l  l h a t  	 	 	 	 T h e m a t o o n   n i e t   g e v o n d e n 	 	 	 T e m a   d e   s u n e t   n u   a   f o s t   g s i t 	 	 	         	 	 %	@	.	  	K	(	    .	G	3	5	>	  (	>	9	@		   "GF  *E  'A*  F4/	 *E  yHF  ~''  F  '	     . 	 			  			  					  						 %
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	    	 I t h o n i   y e - t h e m e   a y i t h o l w a n g a 	 U m x h o l o   w e t h o n i   a w u f u n y a n w a n g a 	 T o n i   y a   m a n d h a r i   h a i p a t i k a n i 	 T e m a - t o o n   n i e   g e v i n d   n i e 	 T e m o s   t o n o   n e r a s t a 	 T m a s   s i g n l s   n a v   a t r a s t s 	 T e e m a   t o o n i   e i   l e i t u d 	 9etauk  teredkv  yk  pauvabe~el	       	 T o n   d e   t e m   n e g s i t 	 $
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N0R;NLr	 N o   s ' h a   t r o b a t   e l   t o   d e l   t e m a 	 T h  m e   d e   s o n n e r i e s   i n t r o u v a b l e 	  e m a t  n n   f i n n s t   e k k i 	 T o n o   d e   t e m a   n o   e n c o n t r a d o 	 5  5  ?@>=0X45=  B>=  =0  B5<0	 T o m   d e   t e m a   n  o   e n c o n t r a d o 	 T e m a t s k i   t o n   n i j e   p r o n a e n 	 T h o u n u   h a e   a   f u m a n w a 	 W a l a   a n g   t o n e   n g   t e m a 	 T h e m e   T o n e   n o t   f o u n d 	 K i k a   b a t a   c i y u   b a 	 K    r    o h  n   o r i n    k  r  	 "0K@K?  >K@0CK  B01K;<04K
 
 S T R _ I D _ P H B _ O P T I O N _ S E N D _ I M 	 P h o n e B o o k 	 I C O N T E X T 	 S e n d   I M 	 S e n d   I M 	 PsSBf
o`	 SsSeOo`	 *H  I M 	 E n v i a r   I M 	 E n v o y e r   I M 	 I M   s e n d e n 	 B?@028BL  <3=>25==>5  A>>1I5=85	 I n v i a   I M 	 '13'D  'D'.('1	 E n v i a r   I M 	 I M   g  n d e r 	 G i   t i n   n h n   t c   t h i 	 K i r i m   I M 	 H a n t a r   I M 	 			.	  -	G		G			 	 	 	 I M   k  l d  s e 	 	 	 	 I M   v e r z e n d e n 	 	 	 E x p e d i e r e   I M 	 	 	     	 	 	 '13'D  ~'E  319	 	 	 I M   						 	 	 	 I M   




	     	 T h u m e l a   i - I M 	 T h u m e l a   i - I M 	 T i m a   I M 	 S t u u r   I M 	 S i ss t i   I M 	 S kt +t   I M 	 S a a d a   I M 	 Hraoel  I M 	   I M 	 E x p e d i e r e   I M 	 I M   
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o`	 E n v i a   M I 	 E n v o y e r   u n   m e s s a g e   i n s t a n t a n  	 S e n d a   s p j a l l s k i l a b o  	 E n v i a r   I M 	 A?@0B8  I M 	 E n v i a r   m e n s a g e m   i n s t a n t  n e a 	 P o aa l j i   I M 	 R o m e l a   I M 	 I p a d a l a   a n g   I M 	 S e n d   I M 	 A i k a   I M 	 F i   I M   r a n c	 I M   6V15@C
 
 S T R _ I D _ P H B _ I M P S _ N O T _ L O G I N 	 P h o n e B o o k 	 P O P U P 	 P l e a s e   l o g i n   I M P S ! 	 P l e a s e   l o g i n   I M P S 	 ˊ{veQsSBf
o`	 {vU_sSeOo`	 B#%G--4  I M P S 	 P o r   f a v o r ,   i n i c i e   s e s i  n   e n   I M P S 	 V e u i l l e z   v o u s   c o n n e c t e r      I M P S 	 B i t t e   b e i   I M P S   a n m e l d e n 	 >948B5  2  :;85=B  I M P S 	 I n s e r i r e   I M P S 	 *3,D  'D/.HD  ('.('1  'D2EFJ	 I n i c i a r   s e s s  o   I M P S 	 L  t f e n   I M P S ' d e   o t u r u m   a  1n   	 H  y   n g   k    t i n   n h n   t c   t h i 	 L o g   i n   I M P S 	 S i l a   l o g   m a s u k   I P M S 	 	C	*	/	>	  I M P S   *	0	  2	I		?		(	  	0	G		 	 	 	 	 K  r e m   j e l e n t k e z z e n   b e   a z   I M P S - r e 	 	 	 	 M e l d   a a n   b i j   I M P S 	 	 	 V   r u g m   s   v   c o n e c t a ci   l a   I M P S 	 	 	     - I M P S 	 	 	 D7A'  H'1/  I M P S   4H/	 	 	 I M P S   		
 		  					 	 	 	 I M P S   




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	          	 S i c e l a   u l o g e   i n   i - I M P S 	 N c e d a   n g e n i s a   i - I M P S 	 T a f a d h a l i   i n g i a   k w a   I M P S 	 T e k e n   a s s e b l i e f   I M P S   i n 	 .s i r e g i s t r u o k i t e   I M P S 	 L kd z u ,   p i e s a k i e t i e s   I M P S 	 L o g i   s i s s e   I M P S - i 	 =vdxt  ev  tx  cxnel  I M P S 	 ,     I M P S - 	 F a c e ci   l o g i n   l a   I M P S 	 &
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	 &_>0?  I M P S   2(  0(M$A	 J u   l u t e m   h y n i   n e   I M P S 	 							  			  I M P S   				  				 L  t f Yn ,   0M P S - Y  l o q i n   v a s i t Ys i l Y  d a x i l   o l u n 	 ˊ{veQI M P S 	 I n i c i e u   s e s s i    a   I M P S 	 V e u i l l e z   v o u s   c o n n e c t e r      I M P S 	 S k r   u   i n n      I M P S 	 I n i c i a r   s e s i  n   e n   I M P S 	 @8X025B5  I M P S 	 F a z e r   l o g i n   n o   I M P S 	 U l o g u j   I M P S 	 K a   k o p o   k e n y a   I M P S 	 P a k i   l o g i n   a n g   I M P S 	 P l e a s e   l o g i n   I M P S 	 G a ,   d a m a   k a   s h i g a   I M P S 	 J  w   w l    s    I M P S 	 I M P S   :V@VV7
 
 S T R _ I D _ P H B _ I M P S _ N O _ U S E R _ I D 	 P h o n e B o o k 	 P O P U P 	 N o   u s e r   i d !   C a n n o t   S e n d   I M ! 	 N o   u s e r   I D .   C a n n o t   s e n d   I M 	 !qsSBf
o`3^_!qlP	 esSeOo`^SelS	 D!H!5+!2"@%9IC
I  D!H*2!2#*H  I M 	 N i n g  n   I D   d e   u s u a r i o .   N o   s e   p u e d e   e n v i a r   e l   I M . 	 P a s   d  I D   d  u t i l i s a t e u r .   N e   p e u t   p a s   e n v o y e r   I M 	 K e i n e   B e n u t z e r - I D .   K a n n   I M   n i c h t   s e n d e n 	 45=B8D8:0B>@  ?>;L7>20B5;O  =5  C:070=.   52>7<>6=>  >B?@028BL  A>>1I5=85. 	 N e s s u n   I D   u t e n t e .   I m p o s s i b i l e   i n v i a r e   I M 	 D'  JH,/  1BE  'D'.('1, D'  JECF  '13'D	 N  o   e x i s t e   I D   d e   u t i l i z a d o r .   N  o      p o s s  v e l   e n v i a r   I M 	 K u l l a n 1c 1  k i m l i i   y o k .   H 1z l 1  i l e t i   ( I M )   g  n d e r e m i y o r   	 K h  n g   c    t  i   k h o n   t i n   n h n   t c   t h i ,   k h  n g   g i   i   c 	 T i d a k   a d a   I D   p e n g g u n a .   T i d a k   d a p a t   m e n g i r i m   I M . 	 T i a d a   I D   p e n g g u n a .   T i d a k   d a p a t   h a n t a r   I M 	 /	B		<	0	  		!	@	  (	9	@		.   			.	  (	9	@		  -	G		  8		$	G		 	 	 	 N i n c s   f e l h a s z n  l  i   a z o n o s  t  .   I M   k  l d  s e   n e m   l e h e t s  g e s 	 	 	 	 G e e n   g e b r u i k e r s - I D ,   k a n   I M   n i e t   v e r z e n d e n 	 	 	 N u   s - a   g s i t   n u m e l e   d e   u t i l i z a t o r .   E x p e d i e r e   I M   i m p o s i b i l 	 	 	     .           	 	 	 4F'3G  '(1  '1'&G  F4/.   '13'D  ~'E  319  EEF  F3*	 	 	 			  											  I D   			  |   I M   						  				  			 	 	 	 


  









  



  



.   I M   

  




  




  



	     .       	 A y i k h o   i - I D   y o m s e b e n z i s i .   N g e k e   u k w a z i   u k u t h u m e l a   i - I M 	 A k u k h o   I D   y o m s e b e n z i s i .   A y i n a k u t h u m e l a   i - I M 	 H a k u n a   I D   y a   m t u m i a j i .   H a i w e z i   k u t u m a   I M 	 G e e n   g e b r u i k e r - I D   n i e .   K a n   n i e   I M   s t u u r   n i e 	 N r a   n a u d o t o j o   I D .   I M   s i ss t i   n e g a l i m a 	 N a v   l i e t o t j a   I D .   N e v a r   n o s kt +t   I M 	 K a s u t a j a   I D   p u u d u b .   E i   s a a   I M - i   s a a t a 	 Uc~xrk  I D - v  baaoauxt  g:   @vaa~x  yg  xraoel  I M 	       .     I M -   	 N i c i u n   I D   d e   u t i l i z a t o r .   I m p o s i b i l   d e   t r i m i s   I M 	 /
B
8
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   I D   
2
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2
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	 	*/K0M$M$>M  I D   (>9?  I M   * >  *>0?,  (>9?	 P a   I D   t e   p e r d o r u e s i t .   N u k   m u n d   t e   d e r g o j e   I M 	 				  											  				  			d	  I M   						  							 0s t i f a d 1c i n i n   0D - s i   m  v c u d   d e y i l .   0M   g  n d Yr i l m i r . 	 !q(u6b
T1z!qlPsSBf
o`	 N o   h i   h a   c a p   i d e n t i f i c a d o r   d  u s u a r i .   N o   e s   p o t   e n v i a r   M I . 	 P a s   d e   n o m   d  u t i l i s a t e u r .   I m p o s s i b l e   d  e n v o y e r   u n   m e s s a g e   i n s t a n t a n  	 E k k e r t   n o t e n d a a u  k e n n i .   M i s t  k s t   a    s e n d a   s p j a l l s k i l a b o  	 N i n g u n a   I D   d e   u s u a r i o .   N o   s e   p u e d e   e n v i a r   e l   I M 	 5<0  1@>X  70  845=B8D8:0F8X0  =0  :>@8A=8:.   5  <>65  40  8A?@0B8  I M 	 N e n h u m a   I D   d e   u s u  r i o .   N  o   p o d e   e n v i a r   m e n s a g e m   i n s t a n t  n e a 	 N e m a   i d e n t i f i k a c i j e   k o r i s n i k a .   N e   m o ~e   p o s l a t i   I M 	 H a   h o   I D   y a   m o s e b e d i s i .   E     k e   k e   y a   r o m e l a   I M 	 W a l a n g   I D   n g   g u m a g a m i t .   H i n d i   m a p a d a l a   a n g   I M 	 N o   u s e r   I D .   C a n n o t   s e n d   I M 	 B a b u   I D   m a i   a m f a n i .   B a   z a   a   i y a   a i k a t a   I M . 	 K    s      m     d  n i m    o l  m  l    k a n k a n .   K    l    f i   I M   r a n c	 0940;0=CHK  A0BKH  :>4K  6>.   I M   6V15@C  <<:V=  5<5A
 
 S T R _ I D _ P H B _ I M P S _ C A N T _ S E N D _ I M _ I N _ C A L L 	 P h o n e B o o k 	 P O P U P 	 I n   C a l l !   C a n n o t   S e n d   I M ! 	 I n   c a l l .   C a n n o t   s e n d   I M 	 q-N!qlPsSBf
o`	 5u݋-NelSsSeOo`	 3%1B#  D!H*2!2#*H  I M 	 L l a m a d a   e n   c u r s o .   N o   s e   p u e d e   e n v i a r   e l   I M . 	 A p p e l   e n   c o u r s .   N e   p e u t   p a s   e n v o y e r   I M 	 B e i m   T e l e f o n a n r u f .   K a n n   I M   n i c h t   s e n d e n 	 K?>;=O5BAO  2K7>2.   52>7<>6=>  >B?@028BL  A>>1I5=85. 	 I n   c h i a m a t a .   I m p o s s i b i l e   i n v i a r e   I M 	 'DEC'DE)  E4:HD), D'  JECF  '13'D  'D'.('1  'D-'DJ)	 C h a m a d a   e m   c u r s o .   N  o      p o s s  v e l   e n v i a r   I M 	 G  r  _m e d e .   H 1z l 1  i _l e t i   ( I M )   g  n d e r e m i y o r .   	 a n g    m   t h o i , k h  n g   g i   c   t i n   n h n   t c   t h i   	 S a a t   p a n g g i l a n   T i d a k   d a p a t   m e n g i r i m   I M 	 D a l a m   p a n g g i l a n .   T i d a k   d a p a t   h a n t a r   I M 	 	I	2	  .	G		d	  			.	  (	9	@		  -	G		  8		$	G		 	 	 	 H  v  s b a n .   I M   k  l d  s e   n e m   l e h e t s  g e s 	 	 	 	 I n   g e s p r e k ,   k a n   I M   n i e t   v e r z e n d e n 	 	 	 A p e l    n   c u r s .   E x p e d i e r e   I M   i m p o s i b i l 	 	 	 .           	 	 	 /1  -'D  *E'3.     '13'D  ~'E  319  EEF  F3*	 	 	 		  				  |     I M   						  				  			 	 	 	 





.   I M   




  




  



	   .       	 K u s o c i n g w e n i .   N g e k e   u k w a z i   u k u t h u m e l a   i - I M 	 S e f o w n i n i .   A y i n a k h o   u k u t h u m e l a   i - I M 	 S i m u   y a   n d a n i .   H a i w e z i   k u t u m a   I M 	 B e s i g   m e t   o p r o e p .   K a n   n i e   I M   s t u u r   n i e 	 S k a m b i n a m a .   I M   s i ss t i   n e g a l i m a 	 Z v a n a   l a i k .   N e v a r   n o s kt +t   I M 	 H  i v a t u d .   E i   s a a   I M - i   s a a t a 	 ?avyh  oaa~xt  g:   @vaa~x  yg  xraoel  I M 	 .     I M -     	  n   t i m p u l   a p e l u l u i .   I m p o s i b i l   d e   t r i m i s   I M 	 
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.   I M   
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2
	 20G  ?  d	  I M   * >  *>0?,  (>9?	 N e   t h i r r j e .   N u k   m u n d   t e   d e r g o j e   I M 	 			  			d	  I M   						  							  a 1r 1r !   0M   g  n d Yr i l m i r 	 q-N!qlPsSBf
o`	 T r u c a d a   e n   c u r s .   N o   e s   p o t   e n v i a r   M I 	 A p p e l   e n   c o u r s .   I m p o s s i b l e   d  e n v o y e r   u n   m e s s a g e   i n s t a n t a n  	    s  m t a l i .   M i s t  k s t   a    s e n d a   s p j a l l s k i l a b o  	 L l a m a d a   e n   c u r s o .   N o   s e   p u e d e   e n v i a r   e l   I M 	 >  ?>28:.   5  <>65  40  8A?@0B8  I M 	 E m   c h a m a d a .   N  o   p o d e   e n v i a r   m e n s a g e m   i n s t a n t  n e a 	 P o z i v .   N e   m o ~e   p o s l a t i   I M 	 H o   c a l l   E   k e   k e   y a   r o m e l a   I M 	 T u m a t a w a g .   H i n d i   m a p a d a l a   a n g   I M 	 B u s y .   C a n n o t   s e n d   I M 	 K i r a   n a   c i k i .   B a   z a   a   i y a   s h i g a r   a   I M   b a 	 N i n u    p  .   K    l    f i   I M   r a n c	 >K@0C  H0;K=C40.   I M   6V15@C  <<:V=  5<5A
 
 S T R _ I D _ P H B _ I M P S _ U S E R _ N O T _ A V A L I A B L E 	 P h o n e B o o k 	 P O P U P 	 U s e r   N o t   A v a i l a b l e 	 U s e r   n o t   a v a i l a b l e 	 O(u}	 O(uy~	 D!H!59IC
I	 E l   u s u a r i o   n o   e s t    d i s p o n i b l e 	 U t i l i s a t e u r   n o n   d i s p o n i b l e 	 B e n u t z e r   n i c h t   v e r f  g b a r 	 >;L7>20B5;L  =54>ABC?5=	 U t e n t e   n o n   d i s p o n i b i l e 	 'DE3*./E  AJ  'D.'1,	 U t i l i z a d o r   n  o   d i s p o n  v e l 	 K u l l a n 1c 1  b u l u n m u y o r   	 N g i   s   d n g      r i   M n g 	 P e n g g u n a   t i d a k   t e r s e d i a 	 P e n g g u n a   t i d a k   t e r s e d i a 	 *	M	0	/	K		M	$	>	  		*	2	,	M	'	  (	9	@		 	 	 	 	 F e l h a s z n  l    n e m   e l  r h e t Q	 	 	 	 G e b r u i k e r   n i e t   b e s c h i k b a a r 	 	 	 U t i l i z a t o r   i n d i s p o n i b i l 	 	 	     	 	 	 '1(1  /1  /3*13  F3*	 	 	 													  					  						  		d		 	 	 	 









  





  


	   	 U m s e b e n z i s i   a k a t h o l a k a l i 	 U m s e b e n z i s i   a k a f u m a n e k i 	 M t u m i a j i   h a p a t i k a n i 	 G e b r u i k e r   n i e   b e s k i k b a a r   n i e 	 N a u d o t o j o   n r a 	 L i e t o t j s   n a v   p i e e j a m s 	 K a s u t a j a   p o l e   k  t t e s a a d a v 	 Uc~xrh  a|oa  yg	     	 U t i l i z a t o r   n e d i s p o n i b i l 	 /
B
8
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2
	 	*/K0M$M$>  	*2,M'  (A9G	 P e r d o r u e s i   n u k   e s h t e   i   l i r e 	 											  						  				 0s t i f a d Y i   m  v c u d   d e y i l 	 (u6b(W_	 U s u a r i   n o   d i s p o n i b l e 	 U t i l i s a t e u r   n o n   d i s p o n i b l e 	 N o t a n d i   e k k i   v i  	 U s u a r i o   n o   d i s p o n i b l e 	 >@8A=8:>B  =5  5  4>AB0?5=	 U s u  r i o   n  o   d i s p o n  v e l 	 K o r i s n i k   n i j e   d o s t u p a n 	 M o s e b e d i s i   h a   a   f u m a n e h e 	 W a l a   a n g   g u m a g a m i t 	 U s e r   n o t   a v a i l a b l e 	 M a i   a m f a n i   b a y a   s a m u w a 	 K    s    o l  m  l  	 0940;0=CHK  0BK=0CAK7
 
 S T R _ I D _ P H B _ I M P S _ U S E R _ N O T _ I N _ L I S T 	 P h o n e B o o k 	 P O P U P 	 U s e r   N o t   I n   I M P S   L i s t 	 U s e r   n o t   i n   I M P S   l i s t 	 O(u*g(WsSBf
o`
TU	 O(u*g(WsSeOo`
TUS	 9IC
ID!HDI-"9HC#2"2#  I M P S 	 E l   u s u a r i o   n o   s e   e n c u e n t r a   e n   l a   l i s t a   I M P S 	 U t i l i s a t e u r   p a s   d a n s   l a   l i s t e   I M P S 	 B e n u t z e r   n i c h t   i n   I M P S - L i s t e 	 >;L7>20B5;O  =5B  2  A?8A:5  I M P S 	 U t e n t e   n o n   i n   e l e n c o   I M P S 	 'DE3*./E  DJ3  AJ  B'&E)  'D'.('1	 U t i l i z a d o r   n  o   c o n s t a   d a   l i s t a   I M P S 	 K u l l a n 1c 1  I M P S   l i s t e s i n d e   y o k     	 N g i   s   d n g   k h  n g     t r o n g   d a n h   s  c h   t i n   n h n   t c   t h i 	 P e n g g u n a   t i d a k   d a l a m   d a f t a r   I M P S 	 P e n g g u n a   t i d a k   d a l a m   s e n a r a i   I M P S 	 *	M	0	/	K		M	$	>	  I M P S   8	B		@	  .	G		  (	9	@		.  	 	 	 	 A   f e l h a s z n  l    n i n c s   a z   I M P S   l i s t  n 	 	 	 	 G e b r u i k e r   n i e t   i n   I M P S - l i j s t 	 	 	 U t i l i z a t o r u l   n u   e x i s t    n   l i s t a   I M P S 	 	 	         I M P S 	 	 	 F'E  '1(1  /1  AG13*  I M P S   B1'1  F/'1/	 	 	 											  I M P S   											  			 	 	 	 









  I M P S   






  


	         	 U m s e b e n z i s i   a k e k h o   o h l w i n i   l w e - I M P S 	 U m s e b e n z i s i   a k a k h o   k u l u h l u   l w e - I M P S 	 M t u m i a j i   h a y u k o   k w a   o r o d h a   y a   I M P S 	 G e b r u i k e r   n i e   i n   I M P S - l y s   n i e 	 N a u d o t o j o   n r a   I M P S   s r a ae 	 L i e t o t j s   n a v   I M P S   s a r a k s t 	 K a s u t a j a t   p o l e   I M P S - i   l o e n d i s 	 Uc~xrh  I M P S   avoxt  yg	         I M P S   	 U t i l i z a t o r u l   n u   s e   a f l    n   l i s t a   I M P S 	 /
B
8
0
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   I M P S   *

M

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
/
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2
M
2
	 I M P S   $>2?>0G  	*/K0M$M$>  (>9>(M$?	 P e r d o r u e s i   n u k   e s h t e   n e   l i s t e n   e   I M P S 	 I M P S   							  												  			  				 0M P S   s i y a h 1s 1n d a   i s t i f a d Y i   m  v c u d   d e y i l 	 (u6b
N(WI M P S nU	 L  u s u a r i   n o    s   a   l a   l l i s t a   d  I M P S 	 U t i l i s a t e u r   n o n   t r o u v    d a n s   l a   l i s t e   I M P S 	 N o t a n d i   e r   e k k i      I M P S - l i s t a 	 E l   u s u a r i o   n o   e s t    e n   l a   l i s t a   I M P S 	 >@8A=8:>B  =5  5  =0  A?8A>:>B    I M P S 	 U s u  r i o   n  o   n a   l i s t a   I M P S 	 K o r i s n i k   n i j e   n a   I M P S   l i s t i 	 M o s e b e d i s i   h a   a   l e n a n e n g   l a   I M P S 	 A n g   g u m a g a m i t   a y   w a l a   s a   l i s t a h a n   n g   I M P S 	 U s e r   n o t   i n   I M P S   l i s t 	 M a i   a m f a n i   b a y a   c i k i n   I M P S 	 K    s    o l  m  l    n i n u    k  j   I M P S 	 0940;0=CHK  I M P S   BV7V<V=45  5<5A
 
 S T R _ I D _ P H B _ I M P S _ U S E R _ N O T _ I N _ L I S T _ D E L E T E D 	 P h o n e B o o k 	 P O P U P 	 U s e r   N o t   I n   I M P S   L i s t   I D   d e l e t e d 	 U s e r   n o t   i n   I M P S   l i s t .   I D   d e l e t e d 	 O(u*g(WsSBf
o`
TU03^_*Rd	 O(u*g(WsSeOo`
TUS0^S Rd	 9IC
ID!HDI-"9HC#2"2#  I M P S   +!2"@%9%	 E l   u s u a r i o   n o   s e   e n c u e n t r a   e n   l a   l i s t a   I M P S .   I D   e l i m i n a d a 	 U t i l i s a t e u r   p a s   d a n s   l a   l i s t e   I M P S .   I P   s u p p r i m  	 B e n u t z e r   n i c h t   i n   I M P S - L i s t e .   I D   g e l  s c h t 	 >;L7>20B5;O  =5B  2  A?8A:5  I M P S .   45=B8D8:0B>@  C40;5=	 U t e n t e   n o n   i n   e l e n c o   I M P S .   I D   e l i m i n a t o 	 'DE3*./E  DJ3  AJ  B'&E)  'D'.('1. *E  E3-  'D1BE  'D4.5J	 U t i l i z a d o r   n  o   c o n s t a   d a   l i s t a   I M P S .   I D   e l i m i n a d a 	 K u l l a n 1c 1  I M P S   l i s t e s i n d e   y o k .   K i m l i k   s i l i n m i _	 N g i   s   d n g   k h  n g     t r o n g   d a n h   s  c h   t i n   n h n   t c   t h i . X  a   t  i   k h o n 	 P e n g g u n a   t i d a k   d a l a m   d a f t a r   I M P S .   I D   t e r h a p u s 	 P e n g g u n a   t i d a k   d a l a m   s e n a r a i   I M P S .   I D   d i p a d a m 	 *	M	0	/	K		M	$	>	  I M P S   8	B		@	  .	G		  (	9	@		.   		!	@	  9		>	  &	@	  		d		 	 	 	 A   f e l h a s z n  l    n i n c s   a z   I M P S   l i s t  n .   A z o n o s  t    t  r  l v e 	 	 	 	 G e b r u i k e r   n i e t   i n   I M P S - l i j s t ,   I D   v e r w i j d e r d 	 	 	 U t i l i z a t o r u l   n u   e x i s t    n   l i s t a   I M P S .   I D   _t e r s 	 	 	         I M P S .     	 	 	 F'E  '1(1  /1  AG13*  I M P S   B1'1  F/'1/.   4F'3G  -0A  4/	 	 	 											  I M P S   											  		  |   I D   						  					  						 	 	 	 









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	         .     	 U m s e b e n z i s i   a k e k h o   o h l w i n i   l w e - I M P S .   I - I D   i s u s i w e 	 U m s e b e n z i s i   a k a k h o   k u l u h l u   l w e - I M P S .   I - I D   i c i n y i w e 	 M t u m i a j i   h a y u k o   k w a   o r o d h a   y a   I M P S .   H a k u n a   I D   y a   m t u m i a j i . 	 G e b r u i k e r   n i e   i n   I M P S - l y s   n i e .   I D   g e s k r a p 	 N a u d o t o j o   n r a   I M P S   s r a ae .   I D   p a aa l i n t a s 	 L i e t o t j s   n a v   I M P S   s a r a k s t .   I D   d z s t s 	 K a s u t a j a t   p o l e   I M P S - i   l o e n d i s .   I D   k u s t u t a t u d 	 Uc~xrh  I M P S   avoxt  yg:   I D - v  {v{~an  g	         I M P S   .       . 	 U t i l i z a t o r u l   n u   s e   a f l    n   l i s t a   I M P S .   I D   _t e r s 	 /
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	 I M P S   $>2?>0G  	*/K0M$M$>  (>9>(M$?  d	  I D   ,?2K*  9K?	 P e r d o r u e s i   n u k   e s h t e   n e   l i s t e n   e   I M P S .   I D   I   f s h i r e 	 I M P S   							  												  			  			d	  				  			  	' 		 0M P S   s i y a h 1s 1n d a   i s t i f a d Y i   m  v c u d   d e y i l .   0D   p o z u l u b d u r 	 (u6b
N(WI M P S nU]*Rd
T1z	 L  u s u a r i   n o    s   a   l a   l l i s t a   d  I M P S .   I d e n t i f i c a d o r   s u p r i m i t 	 U t i l i s a t e u r   n o n   t r o u v    d a n s   l a   l i s t e   I M P S .   N o m   d  u t i l i s a t e u r   s u p p r i m  	 N o t a n d i   e r   e k k i      I M P S - l i s t a .   A u  k e n n i   e y t t 	 E l   u s u a r i o   n o   e s t    e n   l a   l i s t a   I M P S .   I D   e l i m i n a d a 	 >@8A=8:>B  =5  5  =0  A?8A>:>B    I M P S   @>X>B  70  845=B8D8:0F8X0  5  871@8H0=	 U s u  r i o   n  o   n a   l i s t a   I M P S .   I D   e x c l u  d a 	 K o r i s n i k   n i j e   n a   I M P S   l i s t i .   I d e n t i f i k a c i j a   o b r i s a n a 	 M o s e b e d i s i   h a   a   l e n a n e n g   l a   I M P S .   O   p h u m u t s w e   I D   e   p h u m u t s w e 	 A n g   g u m a g a m i t   a y   w a l a   s a   l i s t a h a n   n g   I M P S .   T i n a n g g a l   a n g   I D 	 U s e r   n o t   i n   I M P S   l i s t .   I D   d e l e t e d 	 M a i   a m f a n i   b a y a   c i k i n   I M P S .   I D   y a   s h a r e 	 K    s    o l  m  l    n i n u    k  j   I M P S .   T i   p a     m     d  n i m    r 	 0940;0=CHK  I M P S   BV7V<V=45  5<5A.   A0BKH  :>4K  6>9K;0=	 	 	 	 	 
 
 S T R _ I D _ P H B _ I M P S _ E R R _ C O N T _ N O T _ R E A D Y 	 P h o n e B o o k 	 P O P U P 	 C o n t a c t   D a t a   N o t   R e a d y   S t r i n g 	 C o n t a c t   d a t a   n o t   r e a d y 	 ǌe\*gS[b	 penc\*gS[b	 I-!9%4H-D!H#I-!	 D a t o s   d e   c o n t a c t o   n o   p r e p a r a d o s 	 D o n n  e s   d e   c o n n e x i o n s   p a s   p r  t e s 	 K o n t a k t d a t e n   n i c h t   b e r e i t 	 >=B0:B=K5  40==K5  =5  3>B>2K	 D a t i   d i   c o n t a t t o   n o n   p r o n t i 	 'D(J'F'*  'D'*5'D  :J1  E3*9/)	 D a d o s   d e   c o n t a c t o   n  o   e s t  o   p r o n t o s 	 0l e t i _i m   b i l g i l e r i   h a z 1r   d e i l   	 D   l i u   c h a   t r u y   c p   x o n g 	 D a t a   k o n t a k   b e l u m   s i a p 	 D a t a   k e n a l a n   t i d a k   s e d i a 	 8		*	0	M		  !	>		>	  $	H	/	>	0	  (	9	@		 	 	 	 	 A   p a r t n e r a d a t o k   n i n c s e n e k   k  s z e n 	 	 	 	 G e g e v e n s   v a n   c o n t a c t p e r s o o n   n i e t   g e r e e d 	 	 	 I n f o r m a ci i l e   d e s p r e   i n t r a r e   n u   s u n t   g a t a 	 	 	         	 	 	 /'/G  G'  *E'3  "E'/G  F3*	 	 	 					  				  				  				 	 	 	 





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	     	 I d a t h a   y o x h u m a n a   n a y e   a y i k a l u n g i 	 I - d a t a   y o m q h a g a m s h e l w a   a y i k a k u l u n g e l i 	 D a t a   y a   m a w a s i l i a n o   h a i k o   t a y a r i 	 K o n t a k d a t a   n i e   g e r e e d   n i e 	 K o n t a k t o   d u o m e n y s   n e p a r e n g t i 	 K o n t a k t a   d a t i   n a v   g a t a v i 	 K o n t a k t i   a n d m e d   p o l e   v a l m i s 	 ?xvaok  ~ualveh  zaa}  yev	         	 D a t e   d e   c o n t a c t   n e p r e g t i t e 	 8
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 
 S T R _ I D _ P H B _ I M P S _ F L I G H T _ M O D E _ N O T _ E D I T _ I M P S _ I D 	 P h o n e B o o k 	 P O P U P 	 N o t   e d i t   I M P S   I D   i n   f l i g h t   m o d e 	 C a n n o t   e d i t   I M P S   I D   i n   f l i g h t   m o d e 	 ۘ*!j_
NS}/sSBf
o`3^_	 ޘL!j_
NSsSeOo`^S	 D!H*2!2#AID+!2"@%  I M P S   CB+!@#7H-4	 N o   s e   p u e d e   e d i t a r   e l   I D   d e   I M P S   e n   e l   m o d o   d e   v u e l o 	 N e   p e u t   p a s    d i t e r   l  I D   d e   I M P S   e n   m o d e   V o l 	 K a n n   I M P S - I D   n i c h t   i m   F l u g m o d u s   b e a r b e i t e n 	 45=B8D8:0B>@  I M P S   =52>7<>6=>  87<5=8BL  2  @568<5  ?   A0<>;5B5? 	 I m p o s s i b i l e   m o d i f i c a r e   I D   I M P S   i n   m o d a l i t    v o l o 	 'D4CD  'D7'&1)  D'  JECF  *9/JD  'D'.('1  'D-'DJ)	 N  o      p o s s  v e l   e d i t a r   a   I D   I M P S   n o   m o d o   d e   v o o 	 I M P S   k i m l i i n i   u  u _  m o d u n d a   d  z e n l e y e m i y o r   	 K h  n g   t h   s a   m    t i n   n h n   t c   t h i   t i   c h     b a y 	 T i d a k   d a p a t   m e n g e d i t   I D   I M P S   d a l a m   m o d u s   p e n e r b a n g a n 	 T i d a k   d a p a t   I D   I M P S   d a l a m   m o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!	  .	G		  I M P S   		!	@	  8		*	>	&	(	  (	9	@		  	0	  8		$	G	 	 	 	 	 A z   I M P S   a z o n o s  t    n e m   m e n t h e t Q  r e p  l  s   m  d b a n 	 	 	 	 K a n   I M P S   I D   n i e t   i n   d e   v l u c h t s t a n d   b e w e r k e n 	 	 	 I D   I M P S   i m p o s i b i l   d e   e d i t a t    n   m o d   a v i o n 	 	 	         I M P S     	 	 	 'E'F  H1'4  4F'3G  I M P S   /1  -'D*  ~1H'2  H,H/  F/'1/	 	 	 					  				  I M P S   I D   							  			  				  			 	 	 	 





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	      .        	 N g e k e   i h l e l w e   i - I M P S   I D   k w i m o d i   y e n d i z a 	 A y i n a k u k w a z i   u k u l u n g i s a   i - I M P S   I D   k w i m o   y o b h a b h o 	 H a i w e z i   k u h a r i r i   I D   y a   I M P S   k a t i k a   m o d i   y a   a n g a n i 	 K a n   n i e   I M P S - I D   i n   v l u g m o d u s   w y s i g   n i e 	 N e g a l i m a   r e d a g u o t i   I M P S   I D   s k r y d ~i o   r e ~i m e 	 N e v a r   r e d i #t   I M P S   I D   l i d o j u m a   r e ~+m 	 E i   s a a   r e d i g e e r i d a   I M P S - i   I D - d   l e n n u r e ~i i m i s 	 @vaa~x  yg  mtbacel  I M P S   I D - v  i|kyk  |ejktxt	   I M P S -         	 I m p o s i b i l   d e   e d i t a t   I D   I M P S    n   m o d u l   a v i o n 	 +
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T1z	 N o   e s   p o t   m o d i f i c a r   i d e n t i f i c a d o r   d  I M P S   a   m o d e   v o l 	 I m p o s s i b l e   d e   m o d i f i e r   l  I D   d u   I M P S   e n   v o l 	 G e t   e k k i   b r e y t t   I M P S   a u  k e n n i      f l u g s t i l l i n g u 	 N o   s e   p u e d e   e d i t a r   l a   I D   d e   I M P S   e n   e l   m o d o   d e   v u e l o 	 5  <>65  40  C@548  I M P S   I D   2>  @568<  =0  ;5B0Z5	 N  o      p o s s  v e l   e d i t a r   I D   I M P S   n o   m o d o   v  o 	 N e   m o ~e   p r i k a z a t i   I M P S   i d e n t i f i k a c i j u   u   l e t   r e ~i m u 	 E   k e   k e   y a   e d i t a   I D   y a   I M P S   m o k g w e n g   w a   s e f o f a n e n g 	 H i n d i   m a - e d i t   a n g   I D   n g   I M P S   h a b a n g   n a s a   m o d a n g   f l i g h t 	 C a n n o t   e d i t   I M P S   I D   i n   f l i g h t   m o d e 	 B a y a   s h i r y a   I D   n a   I M P S   w u r i n   n a   t a s h i w a 	 K    l    c t  n ce     m     d  n i m    I M P S   n i   i p    f i f  	 I M P S   A0BKH  :>4K=  HC  :9V=45  45C  <<:V=  5<5A	 H e g a l d i - m o d u a n   e z   d a g o   I M P S   I D a   a l d a t z e r i k 	 H i n d i   m a b a g o   a n g   I M P S   I D   s a   f l i g h t   n a   m o d a 	 N o   p o d e   e d i t a r   I D   d e   I M P S   e n   m o d o   d e   v o o 	 E n w e g h i   i k e   i d e g h a r i   I M P S   I D   d   n a   f l a t   m o o d u 	 N    f  i d i r   I D   I M P S   a   c h u r   i n   e a g a r   s a   m h  d   e i t i l t e 
 
 S T R _ I D _ P H B _ U R I A G E N T _ N U M B E R _ T O O _ L O N G 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   t o o   l o n g 	 N u m b e r   t o o   l o n g 	 _x*Yw	 Sx*Y	 +!2"@%"2'@4D	 N  m e r o   d e m a s i a d o   l a r g o 	 N u m  r o   t r o p   l o n g 	 N u m m e r   z u   l a n g 	 !;8H:><  4;8==K9  =><5@	 N u m e r o   t r o p p o   l u n g o 	 1BE  7HJD  ,/'	 N  m e r o   m u i t o   l o n g o 	 N u m a r a    o k   u z u n   	 S   q u    d  i 	 N o m o r   t e r l a l u   p a n j a n g 	 N o m b o r   t e r l a l u   p a n j a n g 	 (		,	0	  ,	9	A	$	  ,	!	<	>		 	 	 	 A   s z  m   t  l   h o s s z  	 	 	 	 N u m m e r   t e   l a n g 	 	 	 N u m r   p r e a   l u n g 	 	 	     	 	 	 4E'1G  (4  '2  -/  7HD'F  '3*	 	 	 					  		
 	  						 	 	 	 	     	 I n a m b a   y i n d e   k a k h u l u 	 I n o m b o l o   i n d e   k a k h u l u 	 N a m b a r i   n i   n d e f u   s a n a 	 N o m m e r   t e   l a n k 	 P e r   i l g a s   n u m e r i s 	 N u m u r s   p a r   g a r u 	 N u m b e r   l i i g a   p i k k 	 @atah  yaafav  eoa  g	       	 N u m r   p r e a   l u n g 	 (
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a k 	 N o m o r o   e   t e l e l e   h a h o l o 	 M a s y a d o n g   m a h a b a   a n g   n u m e r o 	 N u m b e r   t o o   l o n g 	 L a m a b a   y a   y i   t s a w o 	 N m b a   t i   g  n   j  	 <V@  BK<  7K=	 Z e n b a k i   l u z e e g i a 	 M a s y a d o n g   m a h a b a   a n g   n u m e r o 	 N  m e r o   d e m a s i a d o   l o n g o 	 N m b a   t o r o   o k e   o g o l o g o 	 U i m h i r   r  f h a d a 
 
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7H-"2'@4D	 N o m b r e   d e m a s i a d o   l a r g o 	 N o m   t r o p   l o n g 	 N a m e   z u   l a n g 	 !;8H:><  4;8==>5  8<O	 N o m e   t r o p p o   l u n g o 	 '3E  7HJD  ,/'	 N o m e   m u i t o   l o n g o 	 0s i m    o k   u z u n 	 T  n   q u    d  i 	 N a m a   t e r l a l u   p a n j a n g 	 N a m a   t e r l a l u   p a n j a n g 	 (	>	.	  ,	9	A	$	  ,	!	<	>		 	 	 	 A   n  v   t  l   h o s s z  	 	 	 	 N a a m   t e   l a n g 	 	 	 N u m e   p r e a   l u n g 	 	 	     	 	 	 F'E  (4  '2  -/  7HD'F  '3*	 	 	 			  		
 	  						 	 	 	 	     	 I g a m a   l i d e   k a k h u l u 	 I g a m a   l i d e   k a k h u l u 	 J i n a   n i   n d e f u   s a n a 	 N a a m   t e   l a n k 	 N u m e r i s   p e r   i l g a s   	 V r d s   p a r   g a r u 	 N i m i   l i i g a   p i k k 	 1vxvh  yaafav  eoa  g	     	 N u m e   p r e a   l u n g 	 *
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	 (>.  ,9A$  2.M,>	 E m r i   s h u m e   I   g j a t e 	 					  				  					 A d    o x   u z u n d u r 	 
TW[*Yw	 N o m   m a s s a   l l a r g 	 N o m   t r o p   l o n g 	 N a f n i    e r   o f   l a n g t 	 N o m b r e   d e m a s i a d o   l a r g o 	 <5B>  5  ?@5<=>3C  4>;3>	 N o m e   m u i t o   l o n g o 	 I m e   s u v i ae   d u g a 
k o 	 L e b i t s o   l e   l e   l e l e l e   h a h o l o . 	 M a s y a d o n g   m a h a b a   a n g   p a n g a l a n 	 N a m e   t o o   l o n g 	 S u n a   y a   n a   d a   t s a w o 	 O r  k   t i   g  n   j  	 <V@  BK<  7K=	 I z e n   l u z e e g i a 	 M a s y a d o n g   m a h a b a   a n g   p a n g a l a n 	 N o m e   d e m a s i a d o   l o n g o 	 A h a   t o r o   o k e   o g o l o g o 	 A i n m   r  f h a d a 
 
 S T R _ I D _ P H B _ C O P Y _ N U M _ W I T H _ Q U E S T I O N _ M A R K 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 _x	g? 
NSN	 Sx̑	g? 
NSN
Y6R	 +!2"@%5H!5  ?   D!H*2!2#1%-DI	 E l   n  m e r o   c o n   ?   n o   s e   p u e d e   c o p i a r 	 L e s   n u m  r o s   a v e c  ?   n e   p e u v e n t   p a s    t r e   c o p i  s 	 N u m m e r   m i t   ?   k a n n   n i c h t   k o p i e r t   w e r d e n 	 52>7<>6=>  :>?8@>20BL  =><5@,   A>45@60I89  7=0:  2>?@>A0	 I m p o s s i b i l e   c o p i a r e   n u m e r o   c o n   ? 	 AJ  1BE  JH,/, D'  JECF  F3.	 N  m e r o   c o m   ?   n  o   p o d e   s e r   c o p i a d o 	 ? ' l 1  n u m a r a   k o p y a l a n a m 1y o r 	 K h  n g   t h   c h  p   s   c    d u   ' ? ' 	 N o m o r   d e n g a n   ?   t i d a k   d a p a t   d i s a l i n 	 N o m b o r   d e n g a n   ?   t i d a k   b o l e h   d i s a l i n 	 	G	  8	>	%	  (		,	0	?   	I	*	@	  (	9	@		  	?	/	>	  	>	  8		$	>	 	 	 	 	 ? - e t   t a r t a l m a z    s z  m   n e m   m  s o l h a t  	 	 	 	 N u m m e r   m e t   ?   k a n   n i e t   g e k o p i e e r d   w o r d e n 	 	 	 N u m e r e l e   c a r e   c o n ci n   ?   n u   p o t   f i   c o p i a t e 	 	 	               ? 	 	 	 4E'1G  '  G  /1  "F    H,H/  /'1/  1'  FE  *H'F  ~  1/	 	 	 							  				?   			  			  				  		d		 	 	 	 	 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N o m m e r   m e t   ?   k a n   n i e   g e k o p i e e r   w o r d   n i e 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   c o p i e d 	 ?   	
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 
 S T R _ I D _ P H B _ C O P Y _ N U M _ W I T H _ W 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   w i t h   w   c a n n o t   b e   c o p i e d   t o   S I M 	 N u m b e r   w i t h   w   c a n n o t   b e   c o p i e d   t o   S I M 	 _x	gw 
NSN0RS I M aS	 Sx̑	gw 
NSN
Y6R0RS I M aS	 +!2"@%5H!5  w   D!H*2!2#1%-D4!DI	 E l   n  m e r o   c o n   w   n o   s e   p u e d e   c o p i a r   a   l a   S I M 	 L e s   n u m  r o s   a v e c   w   n e   p e u v e n t   p a s    t r e   c o p i  s   s u r   l a   S I M 	 N u m m e r   m i t   w   k a n n   n i c h t   z u   S I M   k o p i e r t   w e r d e n 	 52>7<>6=>  :>?8@>20BL  =0  S I M - :0@BC  =><5@,   A>45@60I89  A8<2>;  w 	 I m p o s s i b i l e   c o p i a r e   n u m e r o   c o n   ?   s u l l a   S I M 	 AJ  1BE  JH,/w , D'  JECF  F3.	 N  m e r o   c o m   w   n  o   p o d e   s e r   c o p i a d o   p a r a   o   c a r t  o   S I M 	 w ' l u   n u m a r a   S I M ' e   k o p y a l a n a m 1y o r 	 K h  n g   t h   c h  p   s   c    c h   ' w '   s a n g   S I M 	 N o m o r   d e n g a n   w   t i d a k   d a p a t   d i s a l i n   k e   S I M 	 N o m b o r   d e n g a n   w   t i d a k   b o l e h   d i s a l i n   p a d a   S I M 	 	G	  8	>	%	  (		,	0	  8	?	.	  .	G		  	I	*	@	  (	9	@		  	?	/	>	  	>	  8		$	>		 	 	 	 w - t   t a r t a l m a z    s z  m   n e m   m  s o l h a t    a   S I M - r e 	 	 	 	 N u m m e r   m e t   w   k a n   n i e t   n a a r   S I M   g e k o p i e e r d   w o r d e n 	 	 	 N u m e r e l e   c a r e   c o n ci n   w   n u   p o t   f i   c o p i a t e   p e   S I M 	 	 	       - S I M           w 	 	 	 4E'1G  '  G  /1  "F  w   H,H/  /'1/  1'  FE  *H'F  1H  3E  '1*  ~  1/	 	 	 w   		  					  S I M - 	  				  				  			 	 	 	 	 	 I n a m b a   e n o   w   n g e k e   i k w a z i   u k u k o p i s h e l w a   k w i - S I M 	 I n o m b o l o   e n e   w   a y i n a k u k h u t s h e l w a 	 N a m b a r i   i l i o   n a   w   h a i w e z i   k u n a k i l i w a   k w a   S I M 	 N o m m e r   m e t   w   k a n   n i e   n a   S I M   g e k o p i e e r   w o r d   n i e 	 N e g a l i m a   n u k o p i j u o t i   n u m e r i o   s u   w   /  S I M   k o r t e l 	 N u m u r u   a r   w   n e v a r   k o p t   S I M 	 w - g a   n u m b r i t   e i   s a a   S I M - i l e   k o p e e r i d a 	 w   zaxvaoxr  patah  yk  oaxr  zasev~el  S I M   axt	   w -       S I M   	 N u m r u l   c u   w   n u   p o a t e   f i   c o p i a t   p e   S I M 	 w   	
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	 w   89  (.M,0  S I M A  *?  9K*>0?,  (>9?	 N u m r i   m e   w   n u k   m u n d   t e   k o p j o h e t   t e k   S I M 	 					  w   	  				  					  									  				  							 w   h Yr f i   i l Y  n  m r Yl Yr i n   S 0M - d Y  s u r Yt i    1x a r 1l m 1r 	 !ql	gw v_xS I M aS	 N o   e s   p o t   c o p i a r   n  m e r o   a m b   w   a   S I M 	 I m p o s s i b l e   d e   c o p i e r   v e r s   l a   c a r t e   S I M   l e s   n u m  r o s   i n t  g r a n t   u n   w 	  a    e r   e k k i   h  g t   a    a f r i t a   n  m e r   m e    w      S I M - k o r t 	 N o   e s   p o s i b l e   c o p i a r   a   l a   S I M   e l   n  m e r o   c o n   w 	 5  <>65  40  A5  :>?8@0  1@>X  A>  w   2>  S I M   :0@B8G:0	 N  m e r o   c o m   w   n  o   p o d e   s e r   c o p i a d o   a o   S I M 	 B r o j   s a   w   s e   n e   m o ~e   k o p i r a t i   n a   S I M 	 N o m o r o   l e   w   e   k e   k e   y a   k o p i l e t s w a   h o   S I M 	 A n g   n u m e r o n g   m a y   w   a y   h i n d i   m a k o p y a   s a   S I M 	 N u m b e r   w i t h   w   c a n n o t   b e   c o p i e d   t o   S I M 	 L a m b a   m a i   w   b a z a   a   j u y a   z u w a   k a t i   S I M   b a 	 K    l    d a   n m b a   p l u   w   k   s    S I M 	 w   1V@35  =<V@4V  S I M - :0@B00  :HV@C  <<:V=  5<5A	 W d u n   z e n b a k i r i k   e z   d a g o   S I M   t x a r t e l e r a   k o p i a t z e r i k 	 A n g   n u m e r o n g   m a y   w   a y   h i n d i   m a k o p y a   s a   S I M 	 N  m e r o   c o n   w   n o n   p o d e   c o p i a r s e   n a   t a r x e t a   S I M 	 N m b a   n w e r e   W   e n w e g h i   i k e   d e b a   n a   S I M 	 N    f  i d i r   u i m h i r   l e   w   a   c h  i p e  i l   g o   S I M 
 
 S T R _ I D _ P H B _ M O V E _ N U M _ W I T H _ Q U E S T I O N _ M A R K 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 _x	g? 
NSN,dy	 Sx̑	g? 
NSNyR	 +!2"@%5H!5  ?   D!H*2!2#"I2"DI	 E l   n  m e r o   c o n   ?   n o   s e   p u e d e   m o v e r 	 L e s   n u m  r o s   a v e c  ?   n e   p e u v e n t   p a s    t r e   d  p l a c  s 	 N u m m e r   m i t   ?   k a n n   n i c h t   v e r s c h o b e n   w e r d e n 	 52>7<>6=>  ?5@5<5AB8BL  =><5@,   A>45@60I89  7=0:  2>?@>A0	 I m p o s s i b i l e   s p o s t a r e   n u m e r o   c o n   ? 	 AJ  1BE  JH,/, D'  JECF  FBD	 N  m e r o   c o m   ?   n  o   p o d e   s e r   m o v i d o 	 ? ' l 1  n u m a r a   t a _1n a m 1y o r 	 K h  n g   t h   c h u y n   s   c    d u   ' ? ' 	 N o m o r   d e n g a n   ?   t i d a k   d a p a t   d i p i n d a h k a n 	 N o m b o r   d e n g a n   ?   t i d a k   b o l e h   d i p i n d a h k a n 	 	G	  8	>	%	  (		,	0	?   8	M	%	>	(	>		$	0	?	$	  (	9	@		  	?	/	>	  	>	  8		$	>	 	 	 	 	 ? - e t   t a r t a l m a z    s z  m   n e m   h e l y e z h e t Q   t 	 	 	 	 N u m m e r   m e t   ?   k a n   n i e t   v e r p l a a t s t   w o r d e n 	 	 	 N u m e r e l e   c a r e   c o n ci n   ?   n u   p o t   f i   m u t a t e 	 	 	               ? 	 	 	 4E'1G  '  G  /1  "F    H,H/  /'1/  1'  FE  *H'F  'F*B'D  /'/	 	 	 							  				?   						  				  			 	 	 	 	 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N o m m e r   m e t   ?   k a n   n i e   g e s k u i f   w o r d   n i e 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 ?   	
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	 ?   89  (.M,0  (?/>  *>0?,  (>9?	 N u m r i   m e   ?   n u k   m u n d   l e v i z e t 	 				  				  					  ?   		  			  							 ?   i _a r Ys i   o l a n   n  m r Y  k    r  l m  r 	 !qlyR	g? v_x	 N o   e s   p o t   d e s p l a  a r   n  m e r o   a m b   ? 	 I m p o s s i b l e   d e   d  p l a c e r   l e s   n u m  r o s   i n t  g r a n t   u n   ? 	  a    e r   e k k i   h  g t   a    f  r a   n  m e r   m e    ? 	 N o   e s   p o s i b l e   m o v e r   e l   n  m e r o   c o n   ? 	 5  <>65  40  A5  ?@5<5AB8  1@>X  A>?   	 N  m e r o   c o m   ?   n  o   p o d e   s e r   m o v i d o 	 B r o j   s a   ?   s e   n e   m o ~e   p r e b a c i t i 	 N o m o r o   l e   ?   e   k e   k e   y a   t s a m a i s w a 	 A n g   n u m e r o n g   m a y   ?   a y   h i n d i   m a i l i p a t 	 N u m b e r   w i t h   ?   c a n n o t   b e   m o v e d 	 L a m b a   m a i   ?   b a   z a   m a s a r   d a s h i   b a 	 K    l    g b    n m b a   p l u   ?   l 	 ?   1V@35  =<V@4V  6K;6KBC  <<:V=  5<5A	 ? d u n   z e n b a k i r i k   e z   d a g o   m u g i t z e r i k 	 A n g   n u m e r o n g   m a y   ?   a y   h i n d i   m a i l i p a t 	 N  m e r o   c o n   ?   n o n   p o d e   m o v e r s e 	 N m b a   n w e r e   ? E n w e g h i   i k e   g a f e 	 N    f  i d i r   u i m h i r   l e   ?   a   a i s t r i  
 
 S T R _ I D _ P H B _ M O V E _ N U M _ W I T H _ W 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   w i t h   w   c a n n o t   b e   m o v e d   t o   S I M 	 N u m b e r   w i t h   w   c a n n o t   b e   m o v e d   t o   S I M 	 _x	gw 
NSN,dyS I M aS	 Sx̑	gw 
NSNyR0RS I M aS	 +!2"@%5H!5  w   D!H*2!2#"I2"D4!DI	 E l   n  m e r o   c o n   w   n o   s e   p u e d e   m o v e r   a   l a   S I M 	 L e s   n u m  r o s   a v e c   w   n e   p e u v e n t   p a s    t r e   d  p l a c  s   s u r   l a   S I M 	 N u m m e r   m i t   w   k a n n   n i c h t   z u   S I M   v e r s c h o b e n   w e r d e n 	 52>7<>6=>  ?5@5<5AB8BL  =0  S I M - :0@BC  =><5@,   A>45@60I89  A8<2>;  w 	 I m p o s s i b i l e   s p o s t a r e   n u m e r o   c o n   ?   s u l l a   S I M 	 AJ  1BE  JH,/w , D'  JECF  FBD  'DJ  'D(7'B)	 N  m e r o   c o m   w   n  o   p o d e   s e r   m o v i d o   p a r a   o   c a r t  o   S I M 	 w ' l u   n u m a r a   S I M ' e   t a _1n a m 1y o r 	 K h  n g   t h   c h u y n   s   c    c h   ' w '   s a n g   S I M 	 N o m o r   d e n g a n   w   t i d a k   d a p a t   d i p i n d a h k a n   k e   S I M 	 N o m b o r   d e n g a n   w   t i d a k   b o l e h   d i p i n d a h k a n   p a d a   S I M 	 (		,	0	  	G	  8	>	%	  8	?	.	  .	G		  8	M	%	>	(	>		$	0	?	$	  (	9	@		  	?	/	>	  	>	  8		$	>	 	 	 	 	 w - t   t a r t a l m a z    s z  m   n e m   h e l y e z h e t Q   t   a   S I M - r e 	 	 	 	 N u m m e r   m e t   w   k a n   n i e t   n a a r   S I M   v e r p l a a t s t   w o r d e n 	 	 	 N u m e r e l e   c a r e   c o n ci n   w   n u   p o t   f i   m u t a t e   p e   S I M 	 	 	       - S I M           w 	 	 	 4E'1G  '  G  /1  "F  w   H,H/  /'1/  1'  FE  *H'F  (G  3E  '1*  'F*B'D  /'/	 	 	 w   		  					  S I M - 	  					  				  			 	 	 	 	 	 I n a m b a   e n o   w   n g e k e   i k w a z i   u k u y i s w a   k w i - S I M 	 I n o m b o l o   e n e   w   a y i n a k u s i w a   k w i S I M 	 N a m b a r i   i l i o   n a   w   h a i w e z i   k u h a m i s h w a   k w a   S I M 	 N o m m e r   m e t   w   k a n   n i e   n a   S I M   g e s k u i f   w o r d   n i e 	 N e g a l i m a   p e r k e l t i   n u m e r i o   s u   w   /  S I M   k o r t e l 	 N u m u r u   a r   w   n e v a r   p r c e l t   u z   S I M 	 w - g a   n u m b r i t   e i   s a a   S I M - i l e   t e i s a l d a d a 	 w   zaxvaoxr  patah  yk  oaxr  eraxm~el  S I M   a	   w -       S I M   	 N u m r u l   c u   w   n u   p o a t e   f i   m u t a t   p e   S I M 	 w   	
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	 w   89  (.M,0  S I M A  (?/>  *>0?,  (>9?	 N u m r i   m e   w   n u k   m u n d   l e v i z e t   t e k   S I M 	 					  w   	  				  					  		  			  							 w   h Yr f l i   n  m r Y  S 0M - Y  k    r  l m  r 	 !qlyR	gw v_xS I M aS	 N o   e s   p o t   d e s p l a  a r   n  m e r o   a m b   w   a   S I M 	 I m p o s s i b l e   d e   d  p l a c e r   v e r s   l a   c a r t e   S I M   l e s   n u m  r o s   i n t  g r a n t   u n   w 	  a    e r   e k k i   h  g t   a    f  r a   n  m e r   m e    w      S I M - k o r t 	 N o   e s   p o s i b l e   m o v e r   a   l a   S I M   e l   n  m e r o   c o n   w 	 5  <>65  40  A5  ?@5<5AB8  1@>X  A>  w   2>  S I M   :0@B8G:0	 N  m e r o   c o m   w   n  o   p o d e   s e r   m o v i d o   a o   S I M 	 B r o j   s a   w   s e   n e   m o ~e   p r e b a c i t i   n a   S I M 	 N o m o r o   l e   w   e   k e   k e   y a   i s w a   h o   S I M 	 A n g   n u m e r o n g   m a y   w   a y   h i n d i   m a i l i p a t   s a   S I M 	 N u m b e r   w i t h   w   c a n n o t   b e   m o v e d   t o   S I M 	 L a m b a   m a i   w   b a   z a   a   i y a   m a t s a w a   z u w a   k a t i   S I M   b a 	 K    l    g b    n m b a   p l u   w   l   s    S I M 	 w   1V@35  =<V@4V  S I M - :0@B00  6K;6KBC  <<:V=  5<5A	 W d u n   z e n b a k i r i k   e z   d a g o   S I M   t x a r t e l e r a   m u g i t z e r i k 	 A n g   n u m e r o n g   m a y   w   a y   h i n d i   m a i l i l i p a t   s a   S I M 	 N  m e r o   c o n   w   n o n   p o d e   m o v e r s e      t a r x e t a   S I M 	 N m b a   n w e r e   ' W '   e n w e g h i   i k e   g a f e   n a   S I M 	 N    f  i d i r   u i m h i r   l e   w   a   a i s t r i    g o   S I M 
 
 S T R _ I D _ P H B _ D U P _ N U M _ W I T H _ Q U E S T I O N _ M A R K 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 _x	g? 
NSN^zoR,g	 Sx̑	g? 
NSNR^oR,g	 +!2"@%5H!5  ?   D!H*2!2#I3DI	 E l   n  m e r o   c o n   ?   n o   s e   p u e d e   d u p l i c a r 	 L e s   n u m  r o s   a v e c  ?   n e   p e u v e n t   p a s    t r e   d u p l i q u  s 	 N u m m e r   m i t   ?   k a n n   n i c h t   d u p l i z i e r t   w e r d e n 	 52>7<>6=>  4C1;8@>20BL  =><5@,   A>45@60I89  7=0:  2>?@>A0	 I m p o s s i b i l e   d u p l i c a r e   n u m e r o   c o n   ? 	 AJ  1BE  JH,/w , D'  JECF  F3.	 N  m e r o   c o m   ?   n  o   p o d e   s e r   c o p i a d o 	 ? ' l 1  n u m a r a    o a l t 1l a m 1y o r 	 K h  n g   t h   s a o   l u   s   c    d u   ' ? ' 	 N o m o r   d e n g a n   ?   t i d a k   d a p a t   d i g a n d a k a n 	 N o m b o r   d e n g a n   ?   t i d a k   b o l e h   d i d u p l i k a s i k a n 	 	G	  8	>	%	  (		,	0	?     *	M	0	$	?	2	?	*	?	  (	9	@		  ,	(	>		  	>	  8		$	@	 	 	 	 	 ? - e t   t a r t a l m a z    s z  m   n e m   d u p l i k  l h a t  	 	 	 	 N u m m e r   m e t   ?   k a n   n i e t   g e d u p l i c e e r d   w o r d e n 	 	 	 N u m e r e l e   c a r e   c o n ci n   ?   n u   p o t   f i   d u p l i c a t e 	 	 	               ? 	 	 	 4E'1G  '  G  /1  "F    H,H/  /'1/  1'  FE  *H'F  *+1  1/	 	 	 							  				?   									  			  				  			 	 	 	 	 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N o m m e r   m e t   ?   k a n   n i e   g e d u p l i s e e r   w o r d   n i e 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 ?   	
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	 ?   89  (.M,0  (2  9K*>0?,  (>9?	 N u m r i   m e   ?   n u k   m u n d   t e   d u p l i k o h e t 	 				  				  					  ?   								  				  							 ?   i _a r Yl i   n  m r Y  t Yk r a r l a n m 1r 	 !ql	g? v_x	 N o   e s   p o t   d u p l i c a r   n  m e r o   a m b   ? 	 I m p o s s i b l e   d e   d u p l i q u e r   l e s   n u m  r o s   i n t  g r a n t   u n   ? 	  a    e r   e k k i   h  g t   a    b  a   t i l   a f r i t   a f   n  m e r i   m e    ? 	 N o   e s   p o s i b l e   d u p l i c a r   e l   n  m e r o   c o n   ? 	 5  <>65  40  A5  C42>8  1@>X  A>? 	 N  m e r o   c o m   ?   n  o   p o d e   s e r   d u p l i c a d o 	 B r o j   s a   ?   s e   n e   m o ~e   d u p l i r a t i 	 N o m o r o   l e   ?   e   k e   k e   y a   d u p l i k e i t w a 	 A n g   n u m e r o n g   m a y   ?   a y   h i n d i   m a d o b l e 	 N u m b e r   w i t h   ?   c a n n o t   b e   d u p l i c a t e d 	 L a m b a   m a i   ?   b a b u   k w a i k w a y a w a 	 K    l    ce    d    n m b a   p l u   ? 	 ?   1V@35  =<V@4V  :HV@C  <<:V=  5<5A	 ? d u n   z e n b a k i r i k   e z   d a g o   b i k o i z t e r i k 	 A n g   n u m e r o n g   m a y   ?   a y   h i n d i   m a d o d o b l e 	 N  m e r o   c o n   ?   n o n   p o d e   d u p l i c a r s e 	 N m b a   n w e r e   ? E n w e g h i   i k e   i d u p l i k e t i 	 N    f  i d i r   u i m h i r   l e   ?   a   d h  b a i l t 
 
 S T R _ P B A P _ Q U E S T I O N _ M A R K 	 P h o n e B o o k 	 U N L I M 	 q u e s t i o n   m a r k 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 A k a r a   a j j ? 	 ? 
 
 S T R _ P B A P _ C O N _ A U T H 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 A c c e p t   P B A P   c o n n e c t   r e q u e s t   s t r i n g 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 /f&TcSq?|X[S
gRˊBlO	 /f&TcS5u݋?|X[S
gRBleg	 "-!#13-  P B A P   2	 A c e p t a r   S o l i c i t u d   P B A P   d e 	 A c c e p t e r   l a   r e q u  t e   P B A P   d e 	 P B A P - A n f r a g e   a k z e p t i e r e n   v o n 	 @8=OBL  P B A P   70?@>A  >B  	 A c c e t t a   r i c h i e s t a   P B A P   d a 	 GD  B(HD  9DJ  7D(  'D./E)  'D*H5D  (B'&E)  'D/DJD  #E  D', EF	 A c e i t a r   p e d i d o   P B A P   d e 	 P B A P   t a l e b i n i   k a b u l   e t 	 C h p   n h n   y  u   c u   P B A P   t 	 T e r i m a   p e r m i n t a a n   P B A P   d a r i 	 T e r i m a   p e r m i n t a a n   P B A P   d a r i p a d a 	 8	G	  P B A P   	(	A	0	K	'	  8	M	5	@		>	0	  	0	G			 	 	 	 P B A P   k  r  s   f o g a d  s a   i n n e n 	 	 	 	 P B A P - v e r z o e k   o n t v a n g e n   v a n 	 	 	 A c c e p t a r e   c e r e r e   P B A P   d e   l a 	 	 	     P B A P     	 	 	 ~0J14  A1E  /1.H'3*  P B A P 	 	 	 							  						  			  					  					 	 	 	 	 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A a n v a a r   P B A P - v e r s o e k   v a n 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 (
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	 P B A P   (A0K'  +0M.  M09#  0(M$A	 P r a n o   k e r k e s e n   e   P B A P   n g a 	 				  			  P B A P   						  					  				 P B A P   s o r u s u n u   & q Yb u l   e t 	 cSOP B A P vBl	 A c c e p t a   s o l  l i c i t u d   P B A P   d e 	 A c c e p t e r   l a   r e q u  t e   P B A P   ( p r o f i l   d  a c c  s   d e   l  a n n u a i r e )   d e 	 S a m  y k k j a   P B A P - b e i  n i   f r  	 A c e p t a r   s o l i c i t u d   P B A P   d e s d e 	 @8D0B8  P B A P   10@0Z5  >4	 A c e i t a r   s o l i c i t a   o   P B A P   d e 	 P r i h v a t i   P B A P   z a h t e v   o d 	 A m o h e l a   k o p o   y a   P B A P   h o   t s w a   h o 	 T a n g g a p i n   a n g   P B A P   n a   h i l i n g   m u l a   s a 	 A c c e p t   P B A P   r e q u e s t   f r o m 	 K a r b a   P B A P   r o k a   d a g a 	 F a r a m    b   r    P B A P   l a t i 	 P B A P   A@0CK=  01K;40C	 H o n e n   P B A P   e s k a e r a - f o r m u l a r i o a   o n a r t u 	 T a n g g a p i n   a n g   P B A P   n a   h i l i n g   m u l a   s a 	 A c e p t a r   p e t i c i  n   P B A P   d e 	 N a b a t a   a r r   s i t e r e   n a   P B A P 	 G l a c   l e   h i a r r a t a s   P B A P    
 
 S T R _ I D _ S A V E _ C O N T A C T _ S A V E 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 s t r i n g   f o r   s a v e   n u m   t o   p h b ? 	 S a v e   	 2QX[	 OX[	 1@G	 G u a r d a r 	 E n r e g i s t r e r 	 S p e i c h e r n 	 !>E@0=8BL	 S a l v a r e 	 -A8	 G u a r d a r 	 K a y d e t   	 L u   	 S i m p a n 	 S i m p a n 	 8	G	5	  	0	G			 	 	 	 M e n t  s 	 	 	 	 O p s l a a n 	 	 	 S a l v a r e 	 	 	   	 	 	 0.J1G  C1/F  	 	 	 				  					 	 	 	 	 	 	 	 	 B e r g   	 	 	 	 	 	 	 	 	 R u a j 	 								 S a x l a   	 2QX[	 D e s a   	 S a u v e r   	 V i s t a   	 G u a r d a r   	 0GC20X  	 S a l v a r   	 S a 
u v a j   	 B o l o k a   	 I - s a v e   	 S a v e   	 A j i y e 	 F i p a m   	 "5;5D>=  0=KB0<0AK=0  	 G o r d e 	 I - s a v e   	 G a r d a r   	 N d o k w a 	 S  b h  i l   
 
 S T R _ I D _ S A V E _ C O N T A C T _ T O _ P H B 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 s t r i n g   f o r   s a v e   n u m   t o   p h b ? 	   t o   P h o n e b o o k ? 	 q?|	 5u݋?|	 D*!8B#(1L? 	  e n   e l   d i r e c t o r i o   t e l e f  n i c o ? 	   v e r s   r  p e r t o i r e    l e c t r o n i q u e ? 	   i m   T e l e f o n b u c h ? 	 2  B5;5D>==>9  :=835? 	 A l l a   R u b r i c a   t e l e f o n i c a ? 	 (3,D  'DG'*A? 	 n a   A g e n d a ? 	 T e l e f o n   d e f t e r i n e ? 	 v  o   D a n h   b ? 	   k e   B u k u   t e l e p o n ? 	 k e   b u k u   t e l e f o n ? 	 +	K	(	,	A		  .	G		? 	 	 	 	   a   t e l e f o n k  n y v b e ? 	 	 	 	 i n   t e l e f o o n b o e k 	 	 	    n   a g e n d ? 	 	 	     ? 	 	 	   /1  /A*1G  *DAF	 	 	 								? 	 	 	 	 	 	 	 	 	 n a   F o o n b o e k ? 	 	 	 	 	 	 	 	 	 n e   l i b r i n   e   t e l e f o n a v e ? 	 													? 	 T e l e f o n   k i t a b 1n a ? 	 q?|	   a   A g e n d a ? 	   v e r s   l  a n n u a i r e ? 	      S  m a s k r  ? 	    e n   l a   a g e n d a ? 	   2>  B5;5D>=A:8  8<5=8:? 	      a g e n d a   t e l e f  n i c a ? 	   u   t e l e f o n s k o m   i m e n i k u ? 	   B u k e n g   y a   d i n o m o r o ? 	   S a   P h o n e b o o k ? 	 T o   P h o n e b o o k ? 	 z u w a   t a k a r d a n   t e l i h o n 	   s     w  - f   n    b  ? 	   A0B0C  :5@5:  ?5  ? 	 Z e n b a k i e t a n ? 	   s a   P h o n e b o o k ? 	 n a   a x e n d a ? 	 N a   - f o o n u u b u k ? 	   g o   L e a b h a r   F  i n ? 
 
 S T R _ I D _ S A V E _ C O N T A C T _ U N S A V E D _ D A T A 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 s t r i n g   f o r   s a v e   n u m   t o   p h b ? 	 n e w   c o n t a c t s   t o   P h o n e b o o k ? 	 eoa}Nq?|	 eT|N5u݋?|	 9I4H-C+!HD"1B#(1L? 	  n u e v o s   c o n t a c t o s   e n   e l   d i r e c t o r i o   t e l e f  n i c o ? 	 n o u v e a u x   c o n t a c t s   d a n s   r  p e r t o i r e    l e c t r o n i q u e ? 	 n e u e   K o n t a k t e   i m   T e l e f o n b u c h ? 	 =>2K5  :>=B0:BK  2  B5;5D>==>9  :=835? 	 n u o v i   c o n t a t t i   n e l l a   r u b r i c a   d e l   t e l e f o n o ? 	 %6'A)  #3E'!  ,/J/)  %DI  3,D  'DG'*A	 n o v o s   c o n t a c t o s   n a   a g e n d a ? 	 Y e n i   k i _i l e r i   t e l e f o n   d e f t e r i n e ? 	 s   l i  n   l c   m i   v  o   D a n h   b ? 	 k o n t a k   b a r u   k e   B u k u   t e l e p o n ? 	 k e n a l a n   b a r u   k e   b u k u   t e l e f o n ? 	 (		  8		*	0	M		  +	K	(	,	A		  .	G		?   	 	 	 	 a z    j   p a r t n e r e k e t   a   t e l e f o n k  n y v b e ? 	 	 	 	 n i e u w e   c o n t a c t e n   i n   t e l e f o o n b o e k 	 	 	 c o n t a c t e   n o i    n   a g e n d ? 	 	 	         ? 	 	 	 E.'7('F  ,/J/  /1  /A*1G  *DAF	 	 	 								  				  									  					  			? 	 	 	 	 	 	 	 	 	 n u w e   k o n t a k t e   n a   F o o n b o e k ? 	 	 	 	 	 	 	 	 	 k o n t a k t e   t e   r e j a   n e   l i b r i n   e   t e l e f o n a v e ? 	 													  				  											? 	 Y e n i   Yl a q Y  n  m r Yl Yr i n i   t e l e f o n   k i t a b 1n d a   s a x l a m a q ? 	 eoa}Nq?|	 c o n t a c t e s   n o u s   a   A g e n d a ? 	 n o u v e a u x   c o n t a c t s   v e r s   l  a n n u a i r e ? 	 n  i r   t e n g i l i  i r      S  m a s k r  ? 	  n u e v o s   c o n t a c t o s   e n   l a   a g e n d a ? 	 =>28  :>=B0:B8  2>  B5;5D>=A:8>B  8<5=8:? 	 n o v o s   c o n t a t o s   p a r a   a g e n d a   t e l e f  n i c a ? 	 n o v i   k o n t a k t i   u   t e l e f o n s k o m   i m e n i k u ? 	 m a b i t s o   a   m a t j h a   a   y e   B u k e n g   y a   d i n o m o r o ? 	 m g a   b a g o n g   k o n t a k   s a   P h o n e b o o k ? 	 N e w   c o n t a c t s   t o   P h o n e b o o k ? 	 s a b o n   s u n a y e   z u w a   g a   t a k a r d a n   t e l i h o n 	 a w n   o l  b  s  r    t i t u n   s     w  - f   n    b  ? 	 600  VAB5A  :VAV;5@4V  B5;5D>=  0=KB0<0AK=0  ? 	 Z e n b a k i e t a k o   i z e n   b e r r i e t a r a ? 	 m g a   b a g o n g   k o n t a k   s a   P h o n e b o o k ? 	 n o v o s   c o n t a c t o s   n a   a x e n d a ? 	 N t i n y e   a h a   n d i   a n a - a k p   n a   f o o n u b u k ? 	 t e a g m h  l a i t h e   n u a   g o   L e a b h a r   F  i n ? 
 
 S T R _ I D _ S A V E _ C O N T A C T _ N E W _ C O N T A C T _ L I S T 	 P h o n e B o o k 	 T I T L E 	 N e w   c o n t a c t   l i s t 	 N e w   c o n t a c t   l i s t 	 eoa}NnU	 eT|NRh	 #2"2#9I4H-C+!H	 N u e v a   l i s t a   d e   c o n t a c t o s 	 N o u v e l l e   l i s t e   d e   c o n t a c t s 	 N e u e   K o n t a k t l i s t e 	 >2K9  A?8A>:  :>=B0:B>2	 N u o v o   e l e n c o   d i   c o n t a t t i 	 B'&E)  #3E'!  ,/J/)	 N o v a   l i s t a   d e   c o n t a c t o s 	 Y e n i   k i _i   l i s t e s i 	 D . s  c h   s   l i  n   l c   m i 	 D a f t a r   k o n t a k   b a r u 	 S e n a r a i   k e n a l a n   b a r u 	 (		  8		*	0	M		  8	B		@		 	 	 	  j   p a r t n e r l i s t a 	 	 	 	 N i e u w e   c o n t a c t l i j s t 	 	 	 L i s t   d e   c o n t a c t e   n o u 	 	 	       	 	 	 AG13*  ,/J/  E.'7('F	 	 	 				  									  							 	 	 	 	 	 	 	 	 N u w e   k o n t a k l y s 	 	 	 	 	 	 	 	 	 L i s t a   e   k o n t a k t e v e   t e   r e j a 	 				  							  							 Y e n i   Yl a q Y  n  m r Yl Yr i n i n   s i y a h 1s 1	 eoa}NnU	 L l i s t a   d e   c o n t a c t e s   n o v a 	 N o u v e l l e   l i s t e   d e   c o n t a c t s 	 N  r   t e n g i l i  a l i s t i 	 L i s t a   d e   c o n t a c t o s   n u e v a 	 !?8A>:  =0  =>28  :>=B0:B8	 N o v a   l i s t a   d e   c o n t a t o s 	 N o v a   k o n t a k t   l i s t a 	 L e n a n e   l e   l e t j h a   l a   m a b i t s o . 	 B a g o n g   l i s t a h a n   n g   k o n t a k 	 N e w   c o n t a c t   l i s t 	 S a b o n   t s a r i n   s u n a y e 	  k  j   o l  b  s  r   t i t u n 	 00  VAB5A  :VAV  BV7V<V	 I z e n   z e r r e n d a   b e r r i a 	 B a g o n g   l i s t a h a n   n g   k o n t a k 	 N o v a   l i s t a   d e   c o n t a c t o s 	 L i s t i   a h a   n d   a n a - a k p   h r 	 L i o s t a   t e a g m h  l a i t h e   n u a 
 
 S T R _ I D _ S A V E _ C O N T A C T _ R E P L A C E _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 R e p l a c e   q u e r y 	 R e p l a c e ? 	 fc	 fbc	 A5H? 	  R e e m p l a z a r ? 	 R e m p l a c e r ? 	 E r s e t z e n ? 	 5@5<5AB8BL? 	 S o s t i t u i r e ? 	 '3*(/'D	 S u b s t i t u i r ? 	  z e r i n e   y a z ? 	 T h a y   t h ? 	 G a n t i ? 	 G a n t i ? 	 *	M	0	$	?	8	M	%	>	*	?	$	  	0	G		? 	 	 	 	 K i c s e r  l i ? 	 	 	 	 V e r v a n g e n ? 	 	 	  n l o c u i ci ? 	 	 	 ? 	 	 	 ,'2F  4H/	 	 	 											  					? 	 	 	 	 	 	 	 	 	 V e r v a n g ? 	 	 	 	 	 	 	 	 	 Z e v e n d e s o ? 	 				  						? 	 v Yz   e t m Yk ? 	 SN	 V o l e u   s u b s t i t u i r - h o ? 	 R e m p l a c e r ? 	 S k i p t a    t ? 	  R e e m p l a z a r ? 	 0<5=8? 	 S u b s t i t u i r ? 	 Z a m e n i ? 	 O   a   l e   t l o s a ? 	 P a l i t a n ? 	 R e p l a c e ? 	 M a i d a s h i ? 	 D  p    r    b  ? 	 CKABK@C  :5@5:  ?5? 	 O r d e z k a t u ? 	 P a l i t a n ? 	 S u b s t i t u  r ? 	 N c h i t e ? 	 I o n a d a i g h ? 
 
 S T R _ I D _ P H B _ S A V E _ C O N T A C T _ N O T I F Y 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 s a v e   c o n t a c t   n o t i f y   s e t t i n g 	 S a v e   c o n t a c t   n o t i f y 	 2QX[oa}Nc:y	 OX[T|Nc:y	 AI@7-2#1@G9I4H-	 N o t i f i c a c i  n   d e   c o n t a c t o   a l m a c e n a d o   	 E n r e g i s t r e r   n o t i f i c a t i o n   d e   c o n t a c t 	 B e n a c h r i c h t u n g   v o m   S p e i c h e r n   d e s   K o n t a k t e s 	 #254><;5=85  >  A>E@0=5=88  :>=B0:B0	 S a l v a r e   n o t i f i c a   c o n t a t t o 	 'D%.7'1  (-A8  'D#3E'!	 G u a r d a r   n o t i f i c a   o   d e   c o n t a c t o 	 0l e t i _i m   b i l g i l e r i n i   k a y d e t 	 T h  n g   b  o   l u   s   l i  n   l c 	 S i m p a n   p e m b e r i t a h u a n   k o n t a k 	 S i m p a n   p e m b e r i t a h u a n   k e n a l a n 	 8		*	0	M		  	K	  8	B		?	$	  	0	(	>	  8	G	5	  	0	G			 	 	 	  r t e s  t  s   p a r t n e r   m e n t  s  r Ql 	 	 	 	 M e l d i n g   v a n   o p s l a a n   v a n   c o n t a c t 	 	 	 S a l v a r e   n o t i f i c a r e   c o n t a c t 	 	 	       	 	 	 '9D'E  0.J1G  E.'7(	 	 	 									  									  				  					 	 	 	 	 	 	 	 	 B e r g   k o n t a k   i n   k e n n i s   g e s t e l 	 	 	 	 	 	 	 	 	 R u a j   n j o f t u e s i n   e   k o n t a k t i t 	 							  								  							  				 l a q Y  n  m r Ys i n Y  g  n d Yr i l Yn   b i l d i r i _i   s a x l a 	 2QX[oa}Nw	 D e s a   n o t i f i c a c i    d e   c o n t a c t e 	 S a u v e r   l a   n o t i f i c a t i o n   d e   c o n t a c t 	 V i s t a   t i l k y n n i n g u   u m   t e n g i l i  	 G u a r d a r   n o t i f i c a c i  n   d e   c o n t a c t o 	 0GC20X  8725ABC20Z5  70  :>=B0:B	 S a l v a r   n o t i f i c a   o   d e   c o n t a t o 	 S a 
u v a j   k o n t a k t   o b a v e s t i 	 B o l o k a   t s e b i s o   y a   l e b i t s o 	 I - s a v e   a n g   p a g - a b i s o   n g   k o n t a k 	 S a v e   c o n t a c t   n o t i f y 	 S a n a d   d a   a j i y a n   s u n a y e 	 F i    w  f  n n i   o l  b  s  r    p a m 	 AB5A  :VAV  E010@;0=4K@CK=  A0B0C	 K o n t a k t u   o h a r t a r a z p e n a   g o r d e 	 I - s a v e   a n g   k o n t a k   p a r a   a b i s u h a n 	 G a r d a r   n o t i f i c a c i  n   d e   c o n t a c t o 	 O g o s i g o   n ' o d o k w a a l a   a h a   n d   a n a - a k p 	 S  b h  i l   f  g r a   t e a g m h  l a  
 
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	 +K(  8G*M	 R e g j i s t r i m i   i   t e l e f o n i t 	 			  						 T e l e f o n u n   t Yr t i b a t 1	 q-[	 C o n f i g u r a c i    d e   t e l  f o n 	 C o n f i g u r a t i o n   d u   t  l  p h o n e 	 U p p s e t n i n g   s  m a 	 C o n f i g u r a c i  n   d e l   t e l  f o n o 	 >AB02C20Z5  B5;5D>=	 C o n f i g u r a   o   d e   t e l e f o n e 	 P o d e aa v a n j e   t e l e f o n a 	 T s h e t o   y a   f o u n u 	 S e t u p   n g   t e l e p o n o 	 P h o n e   s e t u p 	 D a i d a i t a   n a   t e l i h o n 	  c t    f   n  	   "5;5D>=  >@=0BK<K	 T e l e f o n o - e z a r p e n a k 	 M g a   s e t t i n g   n g   t e l e p o n o 	 C o n f i g u r a c i  n   d o   t e l  f o n o 	 N h a z i   f o o n u 	 S o c r u i t h e   f  i n 
 
 S T R _ M E N U 9 1 4 1 _ T I M E _ A N D _ D A T E 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 T i m e   A n d   D a t e   S e l e c t i o n . 	 T i m e   a n d   d a t e 	 egBf	 egNe	 @'%2A%0'15H	 H o r a   y   f e c h a 	 D a t e   e t   h e u r e 	 U h r z e i t   u n d   D a t u m 	 @5<O  8  40B0	 O r a r i o   e   D a t a 	 'DHB*  H  'D*'1J.	 H o r a   e   d a t a 	 s a a t / t a r i h 	 T h i   g i a n   v    n g  y   t h  n g 	 W a k t u   d a n   T a n g g a l 	 M a s a   d a n   t a r i k h 	 8	.	/	  $	%	>	  &	?	(	>				 T i d   o g   D a t o 	 a s   a   d a t u m 	 C z a s   i   d a t a 	 D  t u m    s   i d Q	 A i k a   j a   p  i v  m   r  	 T i d   o g   d a t o 	 a s   a   d  t u m 	 T i j d   e n   d a t u m 	 D a t u m   o c h   t i d 	 V r i j e m e   i   d a t u m 	 O r   _i   d a t 	 a s   I n   D a t u m 	     	   	 '0A  8  0B0	 5	G	3	  	#	?	  $	>	0	@			 2E'F  H  *'1.	 HB*  'H1  *'1.      	     	 			  			  						 8
.
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  


  




	     	 I s i k h a t h i   n o s u k u 	 I x e s h a   n o m h l a 	 S a a   n a   t a r e h e 	 T y d   e n   d a t u m 	 L a i k a s   i r   d a t a 	 L a i k s   u n   d a t u m s 	 K e l l a a e g   j a   k u u p  e v 	 :atavao    at}aik~	     	 O r   _i   d a t 	 8
.
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	 8._  ,  $>0?	 O r a   d h e   d a t a 	 			  			  						 V a x t   v Y  t a r i x 	 BfSeg	 H o r a   i   d a t a 	 H e u r e   e t   d a t e 	 T  m i   o g   d a g s e t n i n g 	 F e c h a   y   h o r a 	 @5<5  8  40BC<	 H o r a   e   d a t a 	 V r e m e   i   d a t u m 	 N a k o   l e   l e t s a t s i 	 O r a s   a t   p e t s a 	 T i m e   a n d   d a t e 	 L o k a c i   d a   k w a n a 	 A a g o   a t i   j 	 #0KB  6=5  :=	 O r d u a   e t a   d a t a 	 P e t s a   a t   o r a s 	 H o r a   e   d a t a 	 O g e   n a   d e e t i 	 A m   a g u s   d  t a 
 
 S T R _ S E T T I M E _ U N F I N I S H E D 	 S e t t i n g 	 P O P U P 	 S e t   T i m e   U n f i n i s h 	 I n v a l i d   i n p u t 	 8eQ!qHe	 eQeHe	 I-I-!9%D!H9I-	 E n t r a d a   i n v  l i d a 	 E n t r  e   i n v a l i d e 	 U n g  l t i g e   E i n g a b e 	 525@=K9  22>4	 D a t o   i m m e s s o   i n v a l i d o 	 'D'/.'D  :J1  5'D-	 E n t r a d a   i n v  l i d a 	 G e  e r s i z   g i r d i 	 N h p   v  o   k h  n g   h p   l 	 M a s u k a n   S a l a h 	 I n p u t   t i d a k   s a h 	 	.	>	(	M	/	  	(	*	A			 U g y l d i g   I n d t a s t n i n g 	 N e p l a t n    z a d  n  	 N i e p r a w i d Bo w e   w e j [c i e 	  r v  n y t e l e n   a d a t 	 E p  k e l p o   s y  t e 	 U g y l d i g   i n n f  r i n g 	 N e p l a t n    z a d a n i e 	 O n g e l d i g e   i n v o e r 	 O g i l l t i g   i n m a t n i n g s u p p g i f t 	 U n o s   n i j e   v a l j a n 	 I n t r a r e   i n c o r e c t 	 N e v e l j e v e n   V n o s 	   	     	 520;84=>  J25640=5	 	5	H	'	  	(	*	A			 H1H/  E9*(1  F3*	 :D7  'F  ~y	   	 								  						 0
q
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  




	    	 I - i n p u t   e n g e n a m t h e t h o 	 U f a k o   o l u n g a s e b e n z i y o 	 I n g i z o   b a t i l i 	 O n g e l d i g e   i n v o e r 	 N e g a l i o j a n t i   /v e s t i s 	 N e d e r +g a   i e v a d e 	 V i g a n e   s i s e s t u s 	 1v~a~e  tx	   	 I n t r a r e   i n c o r e c t 	 
o
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8
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	 .>(M_  (*A	 R e g j i s t r i m   i   p a v l e f s h e m 	 						  						 Y a n l 1_  g i r i _	 !qHe8eQ	 E n t r a d a   n o   v  l i d a 	 E n t r  e   i n v a l i d e 	 I n n s l e g i    g i l d i   e r    g i l t 	 E n t r a d a   i n v  l i d a 	 520;845=  2;57	 E n t r a d a   i n v  l i d a 	 N e v a ~e i   u n o s 	 K e n y o   e   f o s a h e t s e 	 H i n d i   b a l i d o n g   i n p u t 	 I n v a l i d   i n p u t 	 R u b u t u m   w a n d a   b a b u   a m f a n i 	 T    o   t    s i    k    w  l  	 @KA  5<5A  5=3V7C	 S a r r e r a   b a l i o g a b e a 	 H i n d i   w a s t o n g   i p i n a s o k 	 E n t r a d a   n o n   v  l i d a 	 N t i n y e   a n a b a t a g h 	 I o n c h u r   n e a m h b h a i l  
 
 S T R _ M E N U 9 1 4 2 _ S E T H O M E C I T Y 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S e t   H o m e   C i t y   T i t l e . 	 S e t   h o m e   c i t y 	 -[,g0WW^	 n,g0WW^	 1IH2@!7-5H-"9H	 C o n f i g u r a r   c i u d a d   d e   i n i c i o 	 C h o i s i r   v i l l e   d ' o r i g i n e 	 H e i m a t s t a d t   e i n s t e l l e n 	 #:068B5  3>@>4	 I m p o s t a   C i t t    d i   C a s a 	 6(7  E/JF*C	 D e f i n i r   c i d a d e 	 ^e h i r   a y a r 1	 T h i t   l p   t h  n h   p h 	 A t u r   N a m a   K o t a 	 S e t k a n   n a m a   b a n d a r 	 	*	(	>	  6	9	0	  8	G		  	0	G			 I n d s t i l   H j e m b y 	 N a s t a v i t   d o m o v s k    m s t o 	 U s t a w   m i a s t o   z a m i e s z k a n i a 	 L a k h e l y   b e  l l  t  s a 	 A s e t a   k o t i k a u p u n k i 	 S t i l l   i n n   h j e m b y 	 N a s t a v i e  d o m o v s k    m e s t o 	 W o o n p l a a t s   i n s t e l l e n 	 H e m o r t 	 U n e s i   i m e   g r a d a 	 P r e c i z a ci   l o c a l i t a t e a   d e   d o m i c i l i u 	 N a s t a v i   D o m a 
e   M e s t o 	   	     	 0409  @04	 9	K	.	  8	?		@	  8	G		  	0	>		 *9F  4G1  3HF*	 "('&  41  3y  ,&	     	 							  			  			  					 
0
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  



  


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	       	 S e t h a   i d o l o b h a   l a s e k h a y a 	 S e t a   i s i x e k o   s a s e k h a y a 	 S e t i   m j i   w a   n y u m b a n i 	 S t e l   t u i s s t a d 	 N u s t a t y t i   s a v o   m i e s t 	 I e s t a t i e t   m j v i e t a s   p i l s t u 	 M   r a   k o d u l i n n 	 Fwavaoel  bvaoxiuav  arah	     	 S e t a r e   o r a _  d e   d o m i c i l i u 	 8
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/
A
	 0K  890  8GM  0(M$A	 R e g j i s t r o   q y t e t i n   e   v e n d n d o d h j e s 	 			  			  			  				 D o u l d u u n   _Yh Yr i   d a x i l   e t 	 -[W^	 E s t a b l e i x   c i u t a t   p r  p i a 	 D  f i n i r   l a   v i l l e   d u   d o m i c i l e 	 V e l j a   h e i m a b o r g 	 C i u d a d   d e   r e s i d e n c i a 	 >AB028  @>45=  3@04	 D e f i n i r   c i d a d e   d e   d o m i c  l i o 	 P o d e s i   s v o j   g r a d 	 S e t a   t o r o p o   y a   l e h a e 	 I - s e t   a n g   l u n g s o d   n g   t i r a h a n 	 S e t   H o m e   C i t y 	 D a i d a i t a   n a   g i d a   d a   b i r n i 	 b t     l    i l  	 7  0;0K74K  >@=0BKK7	 B i z i l e k u a   e z a r r i 	 I t a k d a   a n g   t a h a n a n g   l u n g s o d 	 E s t a b l e c e r   a   c i d a d e   d e   r e s i d e n c i a 	 H a z i e   l   s i t i 	 S o c r a i g h   c a t h a i r   b a i l e 
 
 S T R _ I D _ P H N S E T _ S E T _ D A T E A N D F O R M A T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S e t   D a t e   a n d   F o r m a t . 	 S e t   d a t e 	 eg-n	 egn	 1IH2'15HA%0#9A	 D e f i n i r   f e c h a   y   f o r m a t o 	 R  g l e r   l a   d a t e   e t   l e   f o r m a t 	 D a t u m   u n d   F o r m a t   e i n s t e l l e n 	 0409B5  40BC  8  D>@<0B	 I m p o s t a r e   d a t a   e   f o r m a t o 	 6(7  'D5J:)  H  'D*'1J.	 D e f i n i r   d a t a   e   f o r m a t o 	 T a r i h   v e   f o r m a t 1  a y a r l a 	 C  i   t   n g  y   t h  n g   v    n h   d n g 	 T e t a p k a n   t a n g g a l   d a n   f o r m a t 	 S e t k a n   t a r i k h   d a n   f o r m a t 	 &	?	(	>			  	0	  +	>	0	M	.	G		  8	G		  	0	G		 	 S e t   D a t e   a n d   F o r m a t 	 S e t   D a t e   a n d   F o r m a t 	 S e t   D a t e   a n d   F o r m a t 	 D  t u m    s   f o r m  t u m  n a k   b e  l l  t  s a 	 S e t   D a t e   a n d   F o r m a t 	 S e t   D a t e   a n d   F o r m a t 	 N a s t a v i e  d  t u m   a   f o r m  t 	 D a t u m   e n   w e e r g a v e   i n s t e l l e n 	 S t  l l   d a t u m   o c h   f o r m a t 	 P o d e s i t e   d a t u m   i   f o r m a t 	 P r e c i z a ci   d a t a   _i   f o r m a t u l 	 N a s t a v i   D a t u m   I n   F o r m a t 	       	     	 0409  0B0  8  $>@<0B	 $	>	0	@		  	#	?	  +	I	0	M	.	G		  8	G		  	0	>		 *F8JE  *'1J.  H  F-HG  FE'J4	 *'1.  'H1  A'1Ey  3y  ,&	       	 					  			  			  							  				  	 $
>
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	 $G&@  +>0M.>M  8FM  G/A.A	 AB0=>28B8  40BC  B0  D>@<0B	 




  


  






  


  


	         	 S e t h a   u s u k u   n e f o m e t h i 	 S e t a   u m h l a   n o k u m i l a 	 S e t i   t a r e h e   n a   f o m a t i 	 S t e l   d a t u m   e n   f o r m a a t 	 N u s t a t y t i   d a t   i r   f o r m a t 	 I e s t a t +t   d a t u m u   u n   f o r m t u 	 S e a 	 Fwavaoel  at}aik~h    qayah	       	 S e t a r e   d a t   _i   f o r m a t 	 $
@
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	 $>0?  ,  +0M.>  8GM  0(M$A	 R e g j i s t r o   d a t e n   d h e   f o r m a t i n 	 					  			  					  			  				 T a r i x   v Y  f o r m a t 1  d a x i l   e t 	 -[egS<h_	 E s t a b l e i x   d a t a   i   f o r m a t 	 D  f i n i r   l a   d a t e   e t   l e   f o r m a t 	 V e l j a   d a g   o g   s n i  	 E s t a b l e c e r   f e c h a   y   f o r m a t o 	 >AB028  40BC<  8  D>@<0B	 D e f i n i r   d a t a   e   f o r m a t o 	 P o d e s i   d a t u m   i   f o r m a t 	 S e t a   f o m a t e   y a   n a k o   l e   l e t s a t s i 	 I - s e t   a n g   p e t s a   a t   f o r m a t 	 S e t   D a t e   a n d   f o r m a t 	 D a i d a i t a   n a   k w a n a   d a   s h i r i n s a 	 b t    j   a t i   o r i ci 	 =  6=5  ?VHV<V=  >@=0BKK7	 D a t a   e t a   f o r m a t u a   e z a r r i 	 I t a k d a   a n g   p e t s a   a t   f o r m a t 	 E s t a b l e c e r   a   d a t a   e   o   f o r m a t o 	 H a z i e   d e e t i   n a   u s o r o 	 S o c r a i g h   d  t a   a g u s   f o r m  i d 
 
 S T R _ I D _ P H N S E T _ S E T _ T I M E A N D F O R M A T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S e t   T i m e   a n d   F o r m a t . 	 S e t   t i m e 	 Bf-n	 en	 1IH2@'%2A%0#9A	 D e f i n i r   h o r a   y   f o r m a t o 	 R  g l e r   l  h e u r e   e t   l e   f o r m a t 	 U h r z e i t   u n d   F o r m a t   e i n s t e l l e n 	 0409B5  2@5<O  8  D>@<0B	 I m p o s t a r e   o r a   e   f o r m a t o 	 6(7  'DHB*  H  'D5J:)	 D e f i n i r   h o r a   e   f o r m a t o 	 S a a t   v e   f o r m a t 1  a y a r l a   	 C  i   t   n g  y   t h  n g   v    n h   d n g 	 T e t a p k a n   w a k t u   d a n   f o r m a t 	 S e t k a n   m a s a   d a n   f o r m a t 	 8	.	/	  	0	  +	>	0	M	.	G		  8	G		  	0	G		 	 S e t   T i m e   a n d   F o r m a t 	 S e t   T i m e   a n d   F o r m a t 	 S e t   T i m e   a n d   F o r m a t 	 I d Q   s   f o r m  t u m  n a k   b e  l l  t  s a 	 S e t   T i m e   a n d   F o r m a t 	 S e t   T i m e   a n d   F o r m a t 	 N a s t a v i e  
a s   a   f o r m  t 	 T i j d   e n   w e e r g a v e   i n s t e l l e n 	 S t  l l   d a t u m   o c h   f o r m a t 	 P o d e s i t e   v r i j e m e   i   f o r m a t 	 P r e c i z a ci   o r a   _i   f o r m a t u l 	 N a s t a v i   a s   I n   F o r m a t 	   '     	     	 0409  '0A  8  $>@<0B	 5	G	3	  	#	?	  +	I	0	M	.	G		  8	G		  	0	>		 *F8JE  2E'F  H  F-HG  FE'J4	 HB*  'H1  A'1Ey  3y  ,&	       	 			  			  			  							  				  	 8
.
>
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	 +>0M.>M  8FM  G/A.A	 AB0=>28B8  G0A  B0  D>@<0B	 


  


  






  


  


	         	 S e t h a   i s i k h a t h i   n e f o m e t h i 	 S e t a   i x e s h a   n o k u m i l a 	 S e t   s a a   n a   f o m a t i 	 S t e l   t y d   e n   f o r m a a t 	 N u s t a t y t i   l a i k   i r   f o r m a t 	 I e s t a t +t   l a i k u   u n   f o r m t u 	 S e a   k e l l a a e g   j a   v o r m i n g 	 Fwavaoel  jatavaoh    qayah	       	 S e t a r e   o r   _i   f o r m a t 	 8
.
/
5
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
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1
M
1
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
  8
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A
	 8._  ,  +0M.>  8GM  0(M$A	 R e g j i s t r o   o r e n   d h e   f o r m a t i n 	 			  			  					  			  				 V a x t   v Y  f o r m a t 1  d a x i l   e t 	 -[BfS<h_	 E s t a b l e i x   h o r a   i   f o r m a t 	 D  f i n i r   l  h e u r e   e t   l e   f o r m a t 	 V e l j a   t  m a   o g   s n i  	 E s t a b l e c e r   h o r a   y   f o r m a t o 	 >AB028  2@5<5  8  D>@<0B	 D e f i n i r   h o r a   e   f o r m a t o 	 P o d e s i   v r e m e   i   f o r m a t 	 S e t a   n a k o   l e   f o m a t e 	 I - s e t   a n g   o r a s   a t   f o r m a t 	 S e t   T i m e   a n d   f o r m a t 	 D a i d a t a   n a   l o k a c i   d a   s h i r i n s a 	 b t    j   a t i   o r i ci 	 #0KB  6=5  ?VHV<V=  >@=0BKK7	 O r d u a   e t a   f o r m a t u a   e z a r r i 	 I t a k d a   a n g   o r a s   a t   f o r m a t 	 E s t a b l e c e r   a   h o r a   e   o   f o r m a t o 	 H a z i e   o g e   n a   u s o r o 	 S o c r a i g h   a m   a g u s   f o r m  i d 
 
 S T R _ I D _ P H N S E T _ S E T _ D T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S e t   T i m e   a n d   D a t e . 	 S e t   t i m e / d a t e 	 Bf/ eg-[	 e/ egn	 1I@'%2/ '15H	 C o n f i g u r a r   h o r a / f e c h a 	 R  g l e r   l ' h e u r e / l a   d a t e 	 U h r z e i t / D a t u m   e i n s t e l l e n 	 #:068B5  2@5<O/ 40BC	 I m p o s t a   O r a r i o / D a t a 	 6(7  'DHB*  H  'D*'1J.	 D e f i n i r   h o r a / d a t a 	 T a r i h / S a a t   a y a r 1	 C  i   t   g i /   n g  y 	 A t u r   W a k t u / T a n g g a l 	 S e t k a n   m a s a / t a r i k h 	 8	.	/	/ &	?	(	>			  8	G		  	0	G		 	 I n d s t i l   T i d / D a t o 	 N a s t a v i t   
a s / d a t u m 	 U s t a w   c z a s / d a t 	 D  t u m    s   i d Q  b e  l l  t  s a 	 A s e t a   a i k a / p  i v  m   r  	 S t i l l   i n n   t i d / d a t o 	 N a s t a v i e  
a s / d  t u m 	 T i j d   e n   d a t u m   i n s t e l l e n 	 S t  l l   d a t u m / f o r m a t 	 P o d e s i t e   v r i j e m e / d a t u m 	 P r e c i z a ci   o r a / d a t a 	 N a s t a v i   a s / D a t u m 	   / 	     	 0409  @5<5/ 0B0	 5	G	3	/ $	>	0	@		  8	G		  	0	>		 *F8E  2E'F/ *'1.	 HB*/   *'1.  3y  ,&	 /   	 			/ 					  			  					 8
.
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	 H.M/ $G&@  8FM  G/A.A	 AB0=>28B8  G0A/ 40BC	 


/ 




  


  


	 /     	 S e t h a   i s i k h a t h i / u s u k u 	 S e t a   i x e s h a / u m h l a 	 S e t i   s a a / t a r e h e 	 S t e l   t y d / d a t u m 	 N u s t a t y t i   l a i k   /   d a t 	 I e s t a t +t   l a i k u / d a t u m u 	 S e a   k e l l a a e g / k u u p  e v 	 Fwavaoel  jatavaoh/ at}aik~h	       	 S e t a r e   o r / d a t 	 8
.
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	 8._/ $>0?  8GM  0(M$A	 R e g j i s t r o   o r e n / d a t e n 	 			/ 					  			  				 V a x t / t a r i x i   d a x i l   e t 	 -[Bfeg	 E s t a b l e i x   h o r a / d a t a 	 D  f i n i r   l a   d a t e / l  h e u r e 	 V e l j a   t  m a / d a g s e t n i n g u 	 F e c h a / h o r a 	 >AB028  2@5<5/ 40BC<	 D e f i n i r   h o r a / d a t a 	 P o d e s i   v r e m e / d a t u m 	 S e t a   n a k o / l e t s a t s i 	 I - s e t   a n g   o r a s / p e t s a 	 S e t   t i m e / d a t e 	 D a i d a i t a   l o k a c i / k w a n a   	 b t    j / o r i ci 	 #0KB/ :=  >@=0BC	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ S E T _ D S T 	 S e t t i n g 	 I C O N T E X T 	 S e t   D a y   L i g h t   S a v i n g . 	 S e t   d a t e 	 eIQ{}	 YNe	 #1
I2@#G'+6H
1H'B!	 H o r a r i o   d e   v e r a n o 	 H e u r e   d '  t  	 Z e i t u m s t e l l u n g 	 5B=55  2@5<O	 R i s p a r m i o   o r a   s o l a r e 	 -A8  6H!  'DFG'1	 H o r a   d e   V e r  o 	 G  n   1_11  a y a r 1	  n h   s  n g   b a n   n g  y 	 A t u r   W a k t u / T a n g g a l 	 P e n j i m a t a n   m a s a   s i a n g 	 !	G	  2	>			  8	G	5	?				 S o m m e r t i d 	 L e t n    
a s 	 Z m i a n a   c z a s u 	 N y  r i   i d Qs z  m  t  s 	 K e s  a i k a 	 D a g s l y s s p a r i n g 	 L e t n    
a s 	 Z o m e r t i j d 	 S k  r m s l o c k a r e 	 S e z o n s k o   v r i j e m e 	 A d a p t a r e   l a   o r a   d e   v a r 	 S h r a n j e v a n j e   D n e v n e   S v e t l o b e 	   	   	 =52=0  A25B;8=0  0?><=O=5	 !	G	2	>			  8	G	5	M	9	  	0	$	  	 3'9*  *'(3*'FI	 /F    1H4F  E-AH8  1F'	     	 					  			  							  	 &
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  	 !H2HM  8G5?M  	 VB=V9  G0A	 





  


	   	 I - D a y l i g h t   s a v i n g 	 U g c i n o   l w a s e m i n i 	 U o k o a j i   m u d a   m c h a n a 	 D a g l i g b e s p a r i n g 	 V a s a r o s   l a i k a s 	 P r e j a   u z   v a s a r a s   l a i k u 	 S u v e a e g 	 1ta|aukv  jatavao	       	 O r   d e   v a r 	 *

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	 &?,>2K  8M_  0(M$A	 D i t a   e   s h k u r t e r 	 				  				  								 Y a y   v a x t 1n 1  q e y d   e t 	 eIQw	 H o r a r i   d ' e s t i u 	 H e u r e   d   t  	 S u m a r t  m i 	 H o r a r i o   d e   v e r a n o 	 0GC2C20Z5  ?>  ;5B=>  A<5B0Z5  =0  2@5<5B>	 H o r  r i o   d e   v e r  o 	 D n e v n o   
u v a n j e 	 P o l o k o   y a   m o t s h e h a r e 	 D a y l i g h t   s a v i n g 	 D a y l i g h t   s a v i n g   ( S u m m e r   T i m e ) 	 A j i y a n   h a s k e 	 F  f i   o j  m m   p a m 	 074K  A0B0C	 	 	 	 	 
 
 S T R _ M E N U 9 1 4 4 _ S E T T I M E A N D D A T E F O R M A T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S e t   T i m e   a n d   D a t e   F o r m a t . 	 S e t   f o r m a t 	 <h_-[	 <h_n	 1IH2#9A	 C o n f i g u r a r   f o r m a t o 	 R  g l e r   l e   f o r m a t 	 F o r m a t   e i n s t e l l e n 	 $>@<0B  2@5<5=8	 I m p o s t a   F o r m a t o 	 6(7  'D4(C)	 D e f i n i r   f o r m a t o 	 A y a r l a m a   f o r m a t 1	 C  i   n h   d n g 	 A t u r   F o r m a t 	 S e t k a n   f o r m a t 	 +	I	0	M	.	G		  8	G		  	0	G		 	 I n d s t i l   F o r m a t 	 N a s t a v i t   f o r m  t 	 U s t a w   f o r m a t 	 F o r m  t u m   m e g a d  s a 	 A s e t a   e s i t y s t a p a 	 S t i l l   i n n   f o r m a t 	 N a s t a v i e  f o r m  t 	 I n d e l i n g   i n s t e l l e n 	 S t  l l   f o r m a t 	 P o d e s i t e   f o r m a t 	 P r e c i z a ci   f o r m a t u l 	 N a s t a v i   F o r m a t 	   	   	 0409  $>@<0B	 +	I	0	M	.	G		  8	G		  	0	>		 *F8E  A1E*	 A'1Ey  3y  ,&	   	 								  			  					   
>
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	 +>0M.>M  8FM  G/A.A	 AB0=>2;5==O  D>@<0BC	 






  


  


	     	 S e t h a   i f o m e t h i 	 S e t a   u k u m i l a 	 S e t i   f o m a t i 	 S t e l   f o r m a a t 	 N u s t a t y t i   f o r m a t 	 I e s t a t +t   f o r m t u 	 S e a   v o r m i n g 	 Fwavaoel  qaya	     	 S e t a r e   f o r m a t 	 +
K
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	 +0M.>  8GM  0(M$A	 R e g j i s t r o   f o r m a t i n 	 					  			  				 F o r m a t 1  s e  	 -[<h_	 E s t a b l e i x   f o r m a t 	 D  f i n i r   l e   f o r m a t 	 S t i l l a   s n i  	 F o r m a t o 	 >AB028  D>@<0B	 D e f i n i r   f o r m a t o 	 P o d e s i   f o r m a t 	 S e t a   f o m a t e 	 I - s e t   a n g   f o r m a t 	 S e t   f o r m a t 	 D a i d a i t a   h a n y a n   s h i r y a w a 	 b t    o r i ci 	 VHV<  >@=0BC	 	 	 	 	 
 
 S T R _ E N T E R _ T I M E _ F O R M A T _ D I S P _ C A P T I O N 	 S e t t i n g 	 I C O N T E X T 	 D i s p l a y   T i m e   E n t r y   F o r m a t . 	 H H : M M 	 BfR	 eR	 

: 	 H H : M M 	 H H : M M 	 H H : M M 	 '': 	 O O :   M M 	 H H : M M 	 H H : M M 	 S S : D D 	 H H : M M 	 H H : M M 	 J J : M M 	 			>	: .	?	(			 T T : M M 	 H H : M M 	 G G : M M 	   : P P 	 h h . m m 	 T T : M M 	 H H : M M 	 U U : M M 	 T T : M M 	 S S : M M 	 H H : M M 	 H H : M M 	 : 	 H H : M M 	 GG: <<	 H H : M M 	 3'9*: /BJBG	 H H : M M 	 H H : M M 	 H H : M M 	 H H : M M 	 H H : M M 	 : %%	 



: 




	 : 	 H H : M M 	 H H : M M 	 H H : M M 	 H H : M M 	 H H : M M 	 S S : M M 	 H H : M M 	 ::: PP	 : 	 O O : M M 	 .
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	 #M>: .?(?M	 O O : M M 	 					: 						 S S : D D 	 BfR	 H H : M M 	 H H : M M 	 K K : M M 	 H H : M M 	 '0A: <8=CB8	 H H : M M 	 S S : M M 	 H H : M M 	 H H : M M 	 H H : M M 	 S S : M M 	 H H : M M 	 !!: 	 	 	 	 	 
 
 S T R _ E N T E R _ D A T E _ F O R M A T _ D I S P _ C A P T I O N 	 S e t t i n g 	 I C O N T E X T 	 D i s p l a y   D a t e   E n t r y   F o r m a t . 	 Y Y Y Y / M M / D D 	 t^/ g/ e	 t^/ g/ e	 / / ''	 A A A A / M M / D D 	 A A A A / M M / J J 	 J J J J / M M / T T 	 / / 	 G G / M M / A A A A 	 Y Y Y Y / M M / D D 	 A A A A / M M / D D 	 Y Y Y Y / A A / G G 	 Y Y Y Y / M M / D D 	 T T T T / B B / H H 	 T T T T / B B / H H 	 5	0	M	7	/ .	9	@	(	>	/ &	?	(	>				     / M M / D D 	 R R R R / M M / D D 	 R R R R / M M / D D 	     / H H / N N 	 v v v v - k k - p p 	     / M M / D D 	 R R R R / M M / D D 	 J J J J / M M / D D 	     / M M / D D 	 G G G G / M M / D D 	 A A A A / L L / Z Z 	 Y Y Y Y / M M / D D 	 / / 	 Y Y Y Y / M M / D D 	 3333/ <</ 44	 Y Y Y Y / M M / D D 	 11/ E  E/ 3  3  3  3	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	     / / 	 



/ 




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	 / / 	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	 J J J J / M M / D D 	 M M M M / M M / D D 	 G G G G / M M / D D 	 A A A A / K K / P P 	 OOOO/ 11/ UU	 / / 	 A A A A / L L / Z Z 	 5
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	 ,0M7/ .>8/ &?(	 D D / M M / V V V V 	 			/ 			/ 						 0000/ A A / G G 	 t^ge	 A A A A / M M / D D 	 A A A A / M M / J J 	     / M M / D D 	 A A A A / M M / D D 	 >48=0/ <5A5F/ 45=	 A A A A / M M / D D 	 G G G G / M M / D D 	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	 Y Y Y Y / M M / D D 	 S S S S / W W / K K 	 Y Y Y Y / M M / D D 	 / / 	 	 	 	 	 
 
 S T R _ T I M E _ F O R M A T _ C A P T I O N 	 S e t t i n g 	 I C O N T E X T 	 T i m e   f o r m a t   S r i n g 	 T i m e   f o r m a t : 	 Bf<h_-[	 e<h_n	 #9A@'%2	 F o r m a t o   d e   t i e m p o 	 F o r m a t   d e   l ' h e u r e 	 U h r z e i t f o r m a t 	 $>@<0B  2@5<5=8:   	 F o r m a t o   d e l l ' o r a r i o 	 5J:)  'DHB*  : 	 F o r m a t o   d a   h o r a 	 s a a t   b i  i m i : 	 n h   d a #n g   g i 	 F o r m a t   W a k t u 	 F o r m a t   m a s a : 	 8	.	/	  	>	  +	I	0	M	.	G			 T i d s f o r m a t : 	 F o r m  t   
a s u : 	 F o r m a t   c z a s u : 	 I d Qf o r m  t u m : 	 A j a n   e s i t y s t a p a : 	 T i d s f o r m a t : 	 F o r m  t   
a s u 	 T i j d i n d e l i n g 	 T i d f o r m a t 	 F o r m a t   v r e m e n a : 	 F o r m a t   o r : 	 F o r m a t   a s a : 	   : 	   	 $>@<0B  '0A0: 	 5	G	3	  +	I	0	M	.	G		: 	 A1E*  2E'F	 HB*  A'1Ey: 	   	 			  								: 	 8
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: 	   : 	 I f o m e t h i   y e s i k h a t h i : 	 U k u m i l a   k w e x e s h a : 	 F o m a t i   y a   s a a : 	 T y d f o r m a a t 	 L a i k o   f o r m a t a s : 	 L a i k a   f o r m t s : 	 K e l l a a j a   v o r m i n g : 	 :atavaok  qaya]	   : 	 F o r m a t   o r : 	 8
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 
 S T R _ D A T E _ F O R M A T _ C A P T I O N 	 S e t t i n g 	 I C O N T E X T 	 S e t   D a t e   F o r m a t   S t r i n g 	 D a t e   f o r m a t : 	 eg<h_-[	 eg<h_n	 #9A'15H	 F o r m a t o   d e   f e c h a 	 F o r m a t   d e   l a   d a t e 	 D a t u m s f o r m a t 	 $>@<0B  40BK:   	 F o r m a t o   d e l l a   D a t a 	 5J:)  'D*'1J.  : 	 F o r m a t o   d a   d a t a 	 t a r i h   b i  i m i : 	 n h   d n g   n g  y 	 F o r m a t   T a n g g a l 	 F o r m a t   t a r i k h : 	 &	?	(	>			  	>	  +	I	0	M	.	G			 D a t o f o r m a t : 	 F o r m  t   d a t a : 	 F o r m a t   d a t y : 	 D  t u m f o r m  t u m : 	 i  t    m u o d o s t u s 	 D a t o f o r m a t : 	 F o r m  t   d  t u m u 	 D a t u m i n d e l i n g 	 D a t u m f o r m a t 	 F o r m a t   d a t u m a : 	 F o r m a t   d a t : 	 F o r m a t   D a t u m a : 	     : 	   	 $>@<0B  =0  0B0: 	 $	>	0	@		  +	I	0	M	.	G			 A1E*  *'1.	 *'1.  A'1Ey: 	   	 					  								: 	 $
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: 	   : 	 U s u k u   l w e f o m e t h i : 	 U k u m i l a   k o m h l a : 	 F o m a t i   y a   t a r e h e : 	 D a t u m f o r m a a t 	 D a t o s   f o r m a t a s : 	 D a t u m a   f o r m t s : 	 K u u p  e v a   v o r m i n g : 	 1t}ai~k  qaya]	   : 	 F o r m a t   d a t : 	 $
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: 	 $>0?  +0M.>: 	 F o r m a t i   i   d a t e s : 	 					  						 T a r i x i n   f o r m a t 1: 	 eg<h_	 F o r m a t   d e   d a t a : 	 F o r m a t   d e   l a   d a t e  : 	 S n i    d a g s e t n i n g a r : 	 F o r m a t o   d e   f e c h a : 	 $>@<0B  70  40BC<: 	 F o r m a t o   d e   d a t a : 	 F o r m a t   d a t u m a : 	 F o m a t e   y a   l e t s a t s i : 	 F o r m a t   n g   p e t s a : 	 D a t e   f o r m a t : 	 H a n y a n   s h i r y w a n   k w a n a 	  l  n    j : 	 =- 09K  ?VHV<V: 	 	 	 	 	 
 
 S T R _ M E N U 9 1 4 6 _ W E L C O M E _ T E X T 	 S e t t i n g 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S e t   W e l c o m e   T e x t . 	 G r e e t i n g   t e x t 	 OUP	 P	 I-'2!12"	 T e x t o   d e   s a l u d o 	 T e x t e   d ' a c c u e i l 	 B e g r   u n g s t e x t 	 "5:AB  ?@825BAB28O	 T e s t o   d i   s a l u t o 	 13'D)  'D*1-J(	 T e x t o   d e   b o a s - v i n d a s 	 K a r _1l a m a   m e t n i 	 L i   c h  o   	 K a t a   S a m b u t a n 	 T e k s   a l u - a l u a n 	 	-	?	(		&	(	  	G		M	8	M			 V e l k o m s t   H i l s e n 	 P o z d r a v 	 T e k s t   p o w i t a l n y 	  d v  z l Qs z  v e g 	 T e r v e h d y s t e k s t i 	 V e l k o m s t t e k s t 	 O s o b n    u v  t a n i e 	 B e g r o e t i n g s t e k s t 	 H  l s n i n g 	 P o z d r a v n i   t e k s t 	 T e x t   d e    n t  m p i n a r e 	 P o z d r a v n o   B e s e d i l o 	   	   	 "5:AB  70  >74@02	 6	A	-	G		M		>	  8		&	G	6		 E*F  .H4'E/H	 *F&*  'DA'8	   	 									  							 .
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	   	 U m b h a l o   w e s i b i n g e l e l o 	 I g a m a   o k u b u l i s a 	 M a a n d i s h i   y a   s a l a m u 	 W e l k o m t e k s 	 P a s v e i k i n i m o   t e k s t a s 	 S v e i c i e n a   t e k s t s 	 T e r v i t u s t e k s t 	 Hr{xuvk  e}	   	 T e x t   f o r m u l   d e   s a l u t 	 
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 
 S T R _ I D _ D D _ M M _ Y Y Y Y _ S 	 S e t t i n g 	 C 0 5 7 _ 1 	 D a t e   F o r m a t 	 D D   M M   Y Y Y Y 	 egt^	 egt^	 ''    	 D D   M M   A A A A 	 J J   M M   A A A A 	 T T   M M   J J J J 	     	 G G   M M   A A A A 	 D D   M M   Y Y Y Y 	 D D   M M   A A A A 	 G G   A A   Y Y Y Y 	 D D   M M   Y Y Y Y 	 H H   B B   T T T T 	 H H   B B   T T T T 	 D D   M M   Y Y Y Y 	 	 	 	 N N   H H       	 	 	 	 D D   M M   J J J J 	 	 	 Z Z   L L   A A A A 	 	 	 D D   M M   Y Y Y Y 	 	 	 3  3  3  3  E  E  11	 	 	 D D   M M   Y Y Y Y 	 	 	 	 	 	 D D   M M   Y Y Y Y 	 D D   M M   Y Y Y Y 	 D D   M M   Y Y Y Y 	 D D   M M   J J J J 	 D D   M M   Y Y Y Y 	 D D   M M   Y Y Y Y 	 D D   M M   Y Y Y Y 	 D D   M M   Y Y Y Y 	 D D   M M   Y Y Y Y 	 D D   M M   Y Y Y Y 	 &
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 
 S T R _ I D _ M M _ D D _ Y Y Y Y _ S 	 S e t t i n g 	 C 0 5 7 _ 1 	 D a t e   F o r m a t 	 M M   D D   Y Y Y Y 	 get^	 get^	   ''  	 M M   D D   A A A A 	 M M   J J   A A A A 	 M M   T T   J J J J 	     	 M M   G G   A A A A 	 M M   D D   Y Y Y Y 	 M M   D D   A A A A 	 A A   G G   Y Y Y Y 	 M M   D D   Y Y Y Y 	 B B   H H   T T T T 	 B B   H H   T T T T 	 M M   D D   Y Y Y Y 	 	 	 	 H H   N N       	 	 	 	 M M   D D   J J J J 	 	 	 L L   Z Z   A A A A 	 	 	 M M   D D   Y Y Y Y 	 	 	 3  3  3  3  11  E  E	 	 	 M M   D D   Y Y Y Y 	 	 	 	 	 	 M M   D D   Y Y Y Y 	 M M   D D   Y Y Y Y 	 M M   D D   Y Y Y Y 	 M M   D D   J J J J 	 M M   D D   Y Y Y Y 	 M M   D D   Y Y Y Y 	 M M   D D   Y Y Y Y 	 M M   D D   Y Y Y Y 	 M M   D D   Y Y Y Y 	 M M   D D   Y Y Y Y 	 .
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 
 S T R _ I D _ Y Y Y Y _ M M _ D D _ S 	 S e t t i n g 	 C 0 5 7 _ 1 	 D a t e   F o r m a t 	 Y Y Y Y   M M   D D 	 t^ge	 t^ge	     ''	 A A A A   M M   D D 	 A A A A   M M   J J 	 J J J J   M M   T T 	     	 A A A A   M M   G G 	 Y Y Y Y   M M   D D 	 A A A A   M M   D D 	 Y Y Y Y   A A   G G 	 Y Y Y Y   M M   D D 	 T T T T   B B   H H 	 T T T T   B B   H H 	 Y Y Y Y   M M   D D 	 	 	 	       H H   N N 	 	 	 	 J J J J   M M   D D 	 	 	 A A A A   L L   Z Z 	 	 	 Y Y Y Y   M M   D D 	 	 	 11  E  E  3  3  3  3	 	 	 Y Y Y Y   M M   D D 	 	 	 	 	 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 J J J J   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 5
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	 ,0M7  .>8  &?(	 D D / M M / V V V V 	 			  			  						 0000  A A   G G 	 t^ge	 A A A A   M M   D D 	 A A A A   M M   J J 	       M M   D D 	 A A A A   M M   D D 	 >48=0  <5A5F  45=	 A A A A   M M   D D 	 G G G G   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 Y Y Y Y   M M   D D 	 S S S S   W W   K K 	 Y Y Y Y   M M   D D 	     
 
 S T R _ I D _ P H N S E T _ S E T _ D A T E _ S E P 	 S e t t i n g 	 I C O N T E X T 	 D a t e   s e p e r a t o r 	 D a t e   s e p a r a t o r 	 egR&{_  	 egR&{	 1'A"'15H	 S e p a r a d o r   d e   f e c h a 	 S  p a r a t e u r   d e   d a t e 	 D a t u m s t r e n n s y m b o l 	  0745;8B5;L  40BK	 S e p a r a t o r e   d i   d a t a 	 A'5D  'D*'1J.	 S e p a r a d o r   d e   d a t a 	 Z a m a n   a y r a c 1	 C h i a   n g  y 	 P e m i s a h   t a n g g a l 	 P e m i s a h   t a r i k h 	 $	>	0	@		  	2		  	0	(	G	  	>	  	?	9	M	(		 	 	 	 D  t u m - e l v  l a s z t  	 	 	 	 S c h e i d i n g s t e k e n   i n   d a t u m 	 	 	 S e p a r a t o r   d a t 	 	 	     	 	 	 ,/'CFF/G  *'1J.	 	 	 					  									 	 	 	 	 	 D a t e   s e p e r a t o r 	 D a t e   s e p e r a t o r 	 D a t e   s e p e r a t o r 	 D a t u m s k e i d i n g 	 D a t e   s e p e r a t o r 	 D a t e   s e p e r a t o r 	 D a t e   s e p e r a t o r 	 D a t e   s e p e r a t o r 	 D a t e   s e p e r a t o r 	 D a t e   s e p e r a t o r 	 	 	 N d a r e s i   I   d a t e s 	 					  							 T a r i x i n   y a z 1l 1_1n d a   i _a r Yl Yr 	 egR&{_	 S e p a r a d o r   d e   d a t a 	 S  p a r a t e u r   d e   d a t e 	 S k i l t  k n   f y r i r   d a g s e t n i n g u 	 S e p a r a d o r   d e   f e c h a 	  0745;C20G  =0  40BC<8	 S e p a r a d o r   d e   d a t a 	 S e p a r a t o r   d a t u m a 	 S e a r o d i   s a   l e t s a t s i 	 P a n g h i w a l a y   n g   p e t s a 	 D a t e   s e p a r a t o r 	 A b i n   r a b a   k w a n a 	 O l  p  n    g b    s t  	 =- 09K  1;3VHV
 
 S T R _ D T _ S E P _ D O T 	 S e t t i n g 	 C 0 5 7 _ 1 	 D a t e   s e p e r a t o r 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 	 . 	 . 	 . 	 . 	 . 	 . 	 	 	 	 . 	 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 	 	 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 
 
 S T R _ D T _ S E P _ C O L O N 	 S e t t i n g 	 C 0 5 7 _ 1 	 D a t e   s e p e r a t o r 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 
 
 S T R _ D T _ S E P _ S L O P E 	 S e t t i n g 	 C 0 5 7 _ 1 	 D a t e   s e p e r a t o r 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 	 	 	 / 	 	 	 	 / 	 	 	 / 	 	 	 / 	 	 	 / 	 	 	 / 	 	 	 	 	 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 
 
 S T R _ D T _ S E P _ L I N E 	 S e t t i n g 	 C 0 5 7 _ 1 	 D a t e   s e p e r a t o r 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 	 - 	 - 	 - 	 - 	 - 	 - 	 	 	 	 - 	 	 	 	 - 	 	 	 - 	 	 	 - 	 	 	 - 	 	 	 - 	 	 	 	 	 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 	 - 	 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 	 - 
 
 S T R _ 2 4 	 S e t t i n g 	 C 0 5 7 _ 1 	 T i m e   F o r m a t   2 4 . 	 2 4 	 2 4 	 2 4 	 2 4   
!. 	 2 4   h o r a s 	 2 4   h 	 2 4   S t d . 	 2 4 	 2 4   o r e 	 2 4 	 2 4   h 	 2 4 	 2 4 	 2 4 	 2 4   j a m 	 2 4   			G	  5	>	2	>		 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4   h r 	 2 4 	 2 4 	 2 4   o r e 	 2 4 	 2 4 	 2 4   	 2 4 	 2 4 	 2 4   3'9*	 2 4 	 2 4 	 		  						 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4   h 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 	 2 4   						 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 h r 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 	 2 4 
 
 S T R _ 1 2 	 S e t t i n g 	 C 0 5 7 _ 1 	 T i m e   F o r m a t   1 2 . 	 1 2 	 1 2 	 1 2 	 1 2   
!. 	 1 2   h o r a s 	 1 2   h 	 1 2   S t d . 	 1 2 	 1 2   o r e 	 1 2 	 1 2   h 	 1 2 	 1 2 	 1 2 	 1 2   j a m 	 1 2   			G	  5	>	2	>		 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2   h r 	 1 2 	 1 2 	 1 2   o r e 	 1 2 	 1 2 	 1 2   	 1 2 	 1 2 	 1 2   3'9*	 1 2 	 1 2 	 		  						 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2   h 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 	 1 2   						 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 h r 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 	 1 2 
 
 S T R _ M E N U 9 1 4 6 _ O N 	 S e t t i n g 	 I C O N T E X T 	 O n   O p t i o n . 	 G r e e t i n g   t e x t 	 OUP	 P	 I-'2!12"	 T e x t o   d e   b i e n v e n i d a 	 T e x t e   d e   s a l u t a t i o n 	 B e g r   u n g s t e x t 	 "5:AB  ?@825BAB28O	 T e s t o   d i   s a l u t o 	 CDE)  'D*1-J(	 M e n s a g e m   d e   s a u d a   o 	 K a r _1l a m a   m e t n i 	 L i   c h  o   	 T e s   S a m b u t a n 	 T e k s   a l u - a l u a n 	 	-	?	(		&	(	  	2	G			 V e l k o m s t   T e k s t 	 P o z d r a v 	 T e k s t   p o w i t a l n y 	  d v  z l Qs z  v e g 	 T e r v e h d y s t e k s t i 	 V e l k o m s t t e k s t 	 O s o b n    u v  t a n i e 	 B e g r o e t i n g s t e k s t 	 H  l s n i n g 	 P o z d r a v n i   t e k s t 	 T e x t   d e    n t  m p i n a r e 	 P o z d r a v n o   B e s e d i l o 	   	   	 "5:AB  70  >74@02	 6	A	-	G		M		>	  8		&	G	6		 E*F  .H4'E/HJI	 *F&*  'DA'8	   	 										  					 
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  




	   	 U m b h a l o   w e s i b i n g e l e l o 	 I g a m a   o k u b u l i s a 	 M a a n d i s h i   y a   s a l a m u 	 W e l k o m t e k s 	 P a s v e i k i n i m o   t e k s t a s 	 S v e i c i e n a   t e k s t s 	 T e r v i t u s t e k s t 	 Hr{xuvk  e}	   	 T e x t   f o r m u l   d e   s a l u t 	 
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	 -?((M&(  *> 	 	 								  				 S a l a m l a m a   m Yt n i 	 akΏ	 T e x t   d e   s a l u t a c i  	 T e x t e   d  a c c u e i l 	  v a r p 	 T e x t o   d e   s a l u d o 	 "5:AB  70  ?>74@02C20Z5	 T e x t o   d e   s a u d a   o 	 T e k s t   p o z d r a v a 	 M o n g o l o   w a   t u m e d i s o 	 T e x t   n g   p a g b a t i 	 G r e e t i n g   t e x t 	 r u b u t u n   g a i s u w a 	  r     k  n i 	 !;5<45AC  <BV=V
 
 S T R _ M E N U 9 1 4 6 _ O F F 	 S e t t i n g 	 I C O N T E X T 	 O f f   O p t i o n . 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o 	 S t a t u t 	 S t a t u s 	 !B0BCA	 S t a t o 	 'D-'D)	 E s t a d o 	 D u r u m 	 T r n g   t h  i 	 S t a t u s 	 S t a t u s 	 8	M	%	?	$	?		 S t a t u s 	 S t a v 	 S t a t u s 	  l l a p o t 	 T i l a 	 S t a t u s 	 S t a v 	 T o e s t a n d 	 S t a t u s 	 S t a t u s 	 S t a r e 	 S t a n j e 	     	 	 !B0BCA	 8	M		G		8		 H69J*	 '3yy3	 	   							 &
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	 	 I s i m o 	 I w o n g a 	 H a d h i 	 S t a t u s 	 B ks e n a 	 S t a t u s s 	 O l e k 	 ?aca~ksao	 	 S t a r e 	 (
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	 8M%?$?	 	 							 D u r u m 	 rKa	 E s t a t 	 S t a t u t 	 S t a  a 	 E s t a d o 	 !B0BCA	 S t a t u s 	 S t a t u s 	 B o e m o o 	 E s t a d o 	 S t a t u s 	 M a s a y i 	 I p  	 9
 
 S T R _ F D L _ N O T _ R E A D Y 	 S e t t i n g 	 P O P U P 	 F D N   n o t   R e a d y   T r y   A g a i n   M e s s a g e . 	 F D N   n o t   r e a d y 	 ˊ
zPQf	 
zPQՋ	 F D N   D!H#I-!	 F D N   n o   p r e p a r a d o 	 F D N   p a s   p r  t . 	 F D N   n i c h t   b e r e i t 	 ><5@  D8:A.   =01>@0  =5  3>B>2	 F D N   n o n   p r o n t o .   	 F D N   :J1  ,'G2	 F D N   n  o   e s t    p r o n t o 	 F D N   h a z 1r   d e i l 	 F D N   c h a   s n   s  n g 	 F D N   t i d a k   s i a p 	 F D N   t i d a k   s e d i a 	 F D N   $	H	/	>	0	  (	9	@		 	 F D N   i k k e   k l a r . 	 F D N   n e n    p Yi p r a v e n o . 	 F D N   ( F r e n c h   D a t a   N e t w o r k )   n i e   j e s t   g o t o w y . 	 F D N   n e m    l l   k  s z e n 	 F D N   e i   v a l m i s . 	 F D N   i k k e   k l a r . 	 F D N   n e p r i p r a v e n  	 F D N   n i e t   g e r e e d 	 F D N   i n t e   k l a r . 	 F D N   n i j e   s p r e m n o . 	 F D N   n u   e s t e   g a t a 	 F D N   N i   P r i p r a v l j e n 	 F D N       . 	 F D N     	 F D N   =5  5  3>B>2. 	 	+	!	@		(	  $	/	>	0	  (	>	9	@	. 	 F D N   "E'/G  FJ3*	 'A    'F  *'1  F	 F D N       	 						  								  			 
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	    	 I - F D N   a y i k a l u n g i 	 I - F D N   a y i k a l u n g i 	 F D N   h a i k o   t a y a r i 	 F D N   n i e   g e r e e d   n i e 	 F D N   n e p a r e n g t a 	 F D N   n a v   g a t a v s 	 F D N   p o l e   v a l m i s 	 F D N - h  zaa}  yg	 F D N       	 F D N   n e p r e g t i t 	 F D N   $
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	 F D N   *M08M$A$  (A9G	 	 F D N   				  				 F D N   h a z 1r   d e y i l 	 V[d_*gnP}Y	 F D N   n o   p r e p a r a t 	 N u m  r o s   d  a p p e l   f i x e s   p a s   p r  t 	 F D N   e k k i   t i l b  i  	 F D N   n o   l i s t o 	 F D N   =5  5  ?>43>B25=	 F D N   n  o   e s t    p r o n t o 	 F D N   n i j e   s p r e m a n 	 F D N   h a   e   e s o   l o k e 	 H i n d i   h a n d a   a n g   F D N 	 F D N   n o t   r e a d y 	 F D N   b a b u   s h i r i 	 F D N   k    t  i   ce t  n 	 F D N   409K=  5<5A
 
 S T R _ B D L _ N O T _ R E A D Y 	 S e t t i n g 	 P O P U P 	 P l e a s e   t r y   l a t e r . 	 P l e a s e   t r y   l a t e r 	 ˊ
zPQf	 
zPQՋ	 B#%--5#1I 2"+%1	 P o r   f a v o r ,   i n t  n t e l o   d e   n u e v o   m  s   t a r d e 	 V e u i l l e z   e s s a y e r   p l u s   t a r d 	 B i t t e   s p  t e r   w i e d e r h o l e n 	 >?@>1C9B5  ?>765	 P r o v a   p i    t a r d i .   	 'D1,'!  'DE-'HD)  E1)  #.1J	 V o l t e   a   t e n t a r   m a i s   t a r d e 	 L  t f e n   d a h a   s o n r a   t e k r a r   d e n e y i n 	 H  y   t h   l i   s a u 	 S i l a h k a n   c o b a   n a t i 	 S i l a   c u b a   k e m u d i a n 	 	C	*	/	>	  ,	>	&	  .	G		  	K	6	?	6	  	0	G			 P r  v   i g e n   s e n e r e . 	 Z k u s t e   t o   p o z d j i   p r o s  m . 	 P r o s z   s p r  b o w a   p  zn i e j . 	 K  r e m ,   p r  b  l k o z z o n   k  s Qb b 	 Y r i t    m y  h e m m i n . 	 V e n n l i g s t   p r  v   i g j e n   s e n e r e . 	 P r o s  m ,   s k  s t e   t o   n e s k  r 	 P r o b e e r   h e t   l a t e r   n o g   e e n s 	 F  r s  k   i g e n   s e n a r e . 	 P o k u aa j t e   k a s n i j e . 	 V   r u g m   s    n c e r c a ci   m a i   t  r z i u 	 P r o s i m   P o s k u s i   K a s n e j e . 	   . 	       	 >;O,   >?8B09B5  ?>- :JA=>. 	 (		$	0	  *	M	0	/	$	M	(	  	0	>	. 	 D7A'  (9/'  'E*-'F  CFJ/	 (1'&    E1('F  (9/  E  H44  ,&	       	 							  			  			  						  					 
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z_Qf	 T o r n e u - h o   a   p r o v a r   m  s   t a r d 	 V e u i l l e z   r  e s s a y e r   u l t  r i e u r e m e n t 	 R e y n d u   a f t u r   s   a r 	 I n t e n t a r   l u e g o 	 1845B5  A5  ?>2B>@=>  ?>4>F=0	 T e n t e   m a i s   t a r d e 	 P o k u aa j t e   k a s n i j e 	 K a   k o p o   l e k a   h a   m o r a o 	 P a k i s u b u k a n   m a m a y a 	 P l e a s e   t r y   l a t e r 	 G a   d a m a   s a k e   g w a d a w a 	 J  w   g b  y  n j    n  g b  m   	 59V=V@5:  09B0;0K7
 
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YQSn	 72#1IH22B#2	 R e s t a u r a r   c o n f i g u r a c i  n   d e   f  b r i c a 	 R e s t a u r e r   p a r a m  t r e s   d ' u s i n e 	 W e r k s e i t i g e   E i n s t e l l u n g e n   w i e d e r h e r s t e l l e n 	 !1@>A  =0AB@>5:	 R i p r i s t i n a   i m p o s t a z i o n i   d i   f a b b r i c a 	 '9'/)  6(7  'DE5F9	 R e s t a u r a r   d e f i n i   e s   d e   f  b r i c a 	 F a b r i k a   a y a r l a r 1n a   g e r i   d  n 	 K h  i   p h c   c  i   t   g c 	 K e m b a l i   k e   p e n g a t u r a n   a w a l 	 S i m p a n   s e t i n g   k i l a n g 	 .	B	2	  8	G		?			M	8	  0	?	8	M		K	0	  	0	G			 G e n d a n   F a b r i k s   I n d s t i l l i n g e r 	 O b n o v i t   v  c h o z    n a s t a v e n  	 P r z y w r    u s t a w i e n i a   f a b r y c z n e 	 G y  r i   b e  l l  t  s o k   v i s s z a  l l  t  s a 	 P a l a u t a   t e h d a s a s e t u k s e t 	 G j e n o p p r e t t   f a b r i k k i n n s t i l l i n g e r 	 O b n o v i e  p  v o d n    n a s t a v e n i a 	 F a b r i e k s i n s t e l l i n g e n   h e r s t e l l e n 	 T o t a l    t e r s t  l l n i n g 	 V r a a n j e   t v o r n i 
k i h   p o s t a v k i 	 R e i n i ci a l i z a r e   s e t r i   i m p l i c i t e 	 P o v r n i   T o v a r n i ak e   N a s t a v i t v e 	       	       	 J7AB0=>28  $01@8G=8B5  0AB@>9:8	 +	E		M		0	@	  8	G		?			  *	0	$	   	G	5	>		 ('2F4'FI  *F8JEG'I  '1.'FG  'I	 Ay1  3yF  (-'D  ,&	     	 									  					  										  					 
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   	 +M_>MM0@  8G?A!?  *A(7MK0  0(M$A	 	 							  						  									  				 Z a v o d   q u r a _d 1r m a l a r 1  b Yr p a   e d i n 	 V_S^-[	 R e s t a b l e i x   c o n f i g u r a c i    p r e d e f i n i d a 	 R e s t a u r e r   l e s   p a r a m  t r e s   p a r   d  f a u t 	 S t i l l i n g a r   f r a m l e i  a n d a 	 R e s t a u r a r   c o n f i g u r a c i  n   d e   f  b r i c a 	 1=>28  38  D01@8G:8B5  ?>AB02:8	 R e s t a u r a r   c o n f i g u r a   e s   d e   f  b r i c a 	 V r a t i   n a   f a b r i 
k a   p o d e aa v a n j a 	 K g u t l i s a   d i - s e t t i n g   t s a   f e m e n g 	 I b a l i k   a n g   f a c t o r y   s e t t i n g 	 R e s t o r e   f a c t o r y   s e t t i n g s 	 M a y a r d a   d a i d a i t a   m a s a n a    a n t a 	 M     t    i l  - i c  p a d    b    s    i p  	 0CKB  ?0@0<5B@;5@V=  0;?K=0  :5;BV@VV7
 
 S T R _ S E T T I N G _ C O D E _ V E R I F I E D 	 S e t t i n g 	 P O P U P 	 S t r i n g   a s s o c i a t e d   w i t h   C o d e   V e r i f i e d   S c r e e n . 	 C o d e   a c c e p t e d 	 [x]cS	 [x]cS	 #+1*9I-	 C  d i g o   a c e p t a d o 	 C o d e   a c c e p t  	 C o d e   a k z e p t i e r t 	 >4  ?@8=OB	 C o d i c e     A c c e t t a t o !   	 CH/  EB(HD	 C  d i g o   a c e i t e 	 K o d   k a b u l   e d i l d i 	 M       c   c h p   n h n 	 K o d e   d i t e r i m a ! 	 K o d   d i t e r i m a 	 	K	!	  8	M	5	@		C	$		 K o d e   A c c e p t e r e t ! 	 K  d   p Yi j a t ! 	 K o d   z a a k c e p t o w a n y ! 	 K  d   e l f o g a d v a ! 	 K o o d i   h y v  k s y t t y ! 	 K o d e   a k s e p t e r t ! 	 K  d   p r i j a t  ! 	 C o d e   g e a c c e p t e e r d 	 K o d e n   a c c e p t e r a t s ! 	 K o d   j e   p r i h v a e n ! 	 C o d u l   a   f o s t   a c c e p t a t 	 K o d a   S p r e j e t a ! 	   ! 	   	 >4JB  @85B! 	 	K	!	  8	M	5	@		C	$	  ! 	 1E2  ~0J1A*G  4/	 ! H  B(HD  1D'  '	     	 			  						 
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  	   	 I k h o d i   l a m u k e l w e 	 I k h o w u d i   y a m k e l w e 	 M s i m b o   u m e k u b a l i w a 	 K o d e   a a n v a a r 	 K o d a s   p r i i m t a s 	 K o d s   p i e Fe m t s 	 K o o d   a k t s e p t e e r i t u d 	 >anoackh  hvdxv~an  g	   	 C o d   a c c e p t a t 	 
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	 K!  M09#  9G2>	 	 			  					  			  					 K o d   q Yb u l   o l u n d u 	 ]cS[x	 C o d i   a c c e p t a t 	 C o d e   a c c e p t  	  r y g g i s l y k i l l   s a m  y k k t u r 	 C  d i g o   a c e p t a d o 	 >4>B  5  ?@8D0B5=	 C  d i g o   a c e i t o 	 K o d   p r i h v a e n 	 K h o u t u   e   a m o h e t s w e 	 T i n a n g g a p   n g   c o d e 	 C o d e   a c c e p t e d 	 R u b u t u n   a s i r i   y a   y i   d a i d a i 	 T i   f a r a m   k   d  	 >4  01K;40=4K	 	 	 	 	 
 
 S T R _ S E T T I N G _ R E S T O R E _ C O N F I R M 	 S e t t i n g 	 P O P U P C O N F I R M 	 R e s t o r e   f a c t o r y   c o n f i r m a t i o n   m e s s a g e . 	 R e s t o r e   s e t t i n g s   a n d   r e s t a r t   t h e   p h o n e ? 	 b`_-[&N͑e_j0|~~	 b`
Ynv^͑e _:g0~~	 9I72#1IH2  A%0@#4H!B#(1LC+!H+#7-D!H? 	  R e s t a u r a r   c o n f i g u r a c i  n   y   r e i n i c i a r   t e l ? 	 R e s t a u r e r   l e s   r  g l a g e s   &   r a l l u m e r   l e   t  l  p h o n e ? 	 E i n s t e l l u n g e n   w i e d e r h e r s t e l l e n   u n d   T e l e f o n   n e u   s t a r t e n ? 	 >AAB0=>28BL  8  ?5@5703@C78BL  CAB@>9AB2>? 	 R i p r i s t i n a r e   l e   i m p o s t a z i o n i   e   r i a v v i a r e   i l   t e l e f o n o ? 	 '9'/)  'D6(7  'DE3(B  H  'D*4:JD	 R e s t a u r a r   a s   d e f i n i   e s   e   r e i n i c i a r   o   t e l e f o n e ? 	 G e r i   a l ,   t e l e f o n u   y e n i d e n   b a _l a t ?   	 S a u   k h i   x  c   n h   t i n   h  n h   k h  i   p h c   v    b t   l i   m  y ? 	 A d a l a h   k a m u   y a k i n ? 	 P u l i h k a n ,   b u t   s e m u l a ? 	 8	G		?			M	8	  0	G	8	M		K	0	  	0	G		  	0	  +	K	(	  *	A	(		  6	A	0	B	  	0	G		? 	 J a   t i l   g e n d a n   o g   g e n s t a r t 	 A n o ,   o b n o v i t   a   r e s t a r t o v a t 	 Z g o d a   n a   p r z y w r  c e n i e   u s t a w i e D  i   r e s t a r t 	 V i s s z a  l l  t j a   a   b e  l l  t  s o k a t    s    j r a i n d  t j a   a   t e l e f o n t ? 	 K y l l  ,   p a l a u t a   j a   k  y n n i s t    u u d e l l e e n 	 J a   t i l      g j e n o p p r e t t e   o g   g j e n s t a r t e 	  n o ,   o b n o v i e  a   r e at a r t o v a e	 H e r s t e l l e n   e n   t e l e f o o n   h e r s t a r t e n ? 	  t e r s t  l l   o c h   s t a r t a   o m 	 D a   z a   v r a a n j e   i   p o k r e t a n j e 	 R e s t a b i l i ci   s e t r i l e   _i   r e p o r n i ci   t e l e f o n u l ? 	 D a   Z a   P o v r n i t e v   I n   	         	 ,     ? 	 0  70  2J7AB0=>2O20=5  8  ?@52:;NG20=5	 *	0	$	   	G	5	>	  	#	?	  0	?	,	K		  	0	#	M	/	>	8	>	 	@	  9	K	/	  	0	>		 *F8EG'  ('2'(  4/G  H  *DAF  E,//'  1'G  'F/'2  4H/	   (-'D  'H1  1(Hy  1F  D  '	 ,     ,   	 					  							  			  			  						  				  						? 	 .
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 
 S T R _ S E T T I N G _ R E S T O R E _ P R O C E S S I N G 	 S e t t i n g 	 P O P U P C O N F I R M 	 R e s t o r e   f a c t o r y   p r o c e s s i n g   m e s s a g e . 	 R e s t o r e   p r o c e s s i n g 	 b`_S^-[-N	 ck(Wb`
YQSn	 3%1#0!'%%	 P r o c e s a n d o 	 T r a i t e m e n t   e n   c o u r s 	 W i r d   v e r a r b e i t e t 	 >AAB0=>2;5=85  =0AB@>5:	 E l a b o r a z i o n e   i n   c o r s o 	 ,'1M  '9'/)  'D6(7  'DE3(B	 A   p r o c e s s a r 	 G e r i   Y  k l e m e   0_l e m i   Y a p 1l 1y o r 	 a n g   t i n   h  n h   k h  i   p h c 	 P e m r o s e s a n 	 M e m p r o s e s 	 *	M	0		M	0	?	/	>	   	2	  0	9	@	  9	H		 G e n d a n   a r b e j d e r 	 O b n o v i t   p r o c e s 	 P r z e t w a r z a n i e   p r z y w r  c o n y c h   u s t a w i e D	 V i s s z a  l l  t  s   f o l y a m a t b a n 	 P a l a u t a   k  s i t t e l y 	 G j e n o p p r e t t   b e h a n d l i n g 	 O b n o v i e  s p r a c o v a n i e 	 B e z i g   m e t   v e r w e r k e n 	  t e r s t  l l n i n g   p  g  r 	 V r a a n j e   j e   u   t i j e k u 	 R e i n i ci a l i z a r e    n   c u r s 	 P o v r n i   O b d e l a v o 	     	 	 J7AB0=>2O20=5  2  ?@>F5A	 *	M	0	K	8	G	8	?			  *	0	$	   	G	5	>		 /1  -'D  ~1/'24	 ~1H33F  (-'D  ,&	   	 										  																 .
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 S T R _ S E T T I N G _ W R O N G 	 S e t t i n g 	 P O P U P 	 W r o n g . 	 W r o n g   p a s s w o r d 	 [x/	 [x	 #+1*H24	 C o n t r a s e  a   i n c o r r e c t a 	 M o t   d e   p a s s e   i n c o r r e c t 	 F a l s c h e s   K e n n w o r t 	 5?@028;L=K9  ?0@>;L	 S b a g l i a t a   P a s s w o r d !   	 CDE)  'DE1H1  .7#	 S e n h a   e r r a d a 	 ^i f r e   y a n l 1_	 S a i   m t   k h u 	 S a l a h   S a n d i ! 	 K a t a   l a l u a n   s a l a h 	 	2	$	  *	>	8	5	0	M	!		 F o r k e r t   k o d e ! 	 N e s p r  v n    h e s l o ! 	 H a s Bo   n i e p r a w i d Bo w e ! 	 H i b  s   j e l s z  ! 	 V   r    s a l a s a n a ! 	 G a l t   p a s s o r d ! 	 C h y b n    h e s l o ! 	 O n j u i s t   w a c h t w o o r d 	 F e l   l  s e n o r d ! 	 P o g r e an a   l o z i n k a ! 	 P a r o l   i n c o r e c t 	 N a p a 
n o   G e s l o ! 	   p a s s w o r d ! 	   	 @5H=0  0@>;0! 	 	A		@		>	  *	>	8	5	0	M	!	  ! 	 01H'G  F'/13*  '3*	 ! :D7  ~'3  H1	   	 			  										 
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 	 I p h a s i w e d i   o k u n g e s i y o 	 I p a s w e d i   e n g a c h a n e k a n g a 	 N y w i l a   m b a y a 	 V e r k e e r d e   w a g w o o r d 	 K l a i d i n g a s   s l a p t a ~o d i s 	 N e p a r e i z a   p a r o l e 	 V a l e   p a r o o l 	 Mmal  carvaba|	   	 P a r o l   g r e _i t 	 $
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   	 I p h a s i w e d i   i v i n j i w e 	 I p a s w e d i   i v i n g c i w e 	 N y w i l a   i m e z u i l i w a 	 W a g w o o r d   g e b l o k 	 S l a p t a ~o d i s   u ~b l o k u o t a s 	 P a r o l e   b l o 7t a 	 P a r o o l   b l o k e e r i t u d 	 3arvaba|h  acelaao~an  g	   	 P a r o l   b l o c a t 	 *
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 
 S T R _ R E S T O R E _ P H O N E 	 S e t t i n g 	 C 1 1 1 _ 1 	 P h o n e   c o d e   c h e c k   p a s s w o r d . 	 I n p u t   p a s s w o r d 	 8eQ[x	 eQ[x	 #+1*H2: 	 C o n t r a s e  a : 	 M o t   d e   p a s s e 	 K e n n w o r t : 	 2548B5  ?0@>;L	 S c r i v i   p a s s w o r d 	 #/.D  CDE)  'DE1H1	 P a l a v r a - p a s s e : 	 P a r o l a : 	 N h p   m t   k h u 	 S a n d i : 	 K a t a   l a l u a n : 	 *	>	8	5	0	M	!	: 	 I n d t a s t   K o d e 	 V l o ~t e   h e s l o 	 W p r o w a d z  h a s Bo 	 A d j a   m e g   a   j e l s z  t 	 A n n a   s a l a s a n a 	 F  r   i n n   p a s s o r d 	 V l o ~t e   h e s l o 	 W a c h t w o o r d : 	 M a t a   i n   l  s e n o r d 	 U n e s i t e   l o z i n k u 	 P a r o l : 	 V n e s i   G e s l o 	   p a s s w o r d 	 : 	 J2548  0@>;0	 *	>	8	5	0	M	!	  	(	M		0	  	0	>		 1E29(H1: 	 ~'3  H1  /'.D  ,&	   	 									: 	 *
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     	 F a k a   i p h a s i w e d i 	 F a k a   i p a s w e d i 	 N y w i l a   y a   k i i n g i z o 	 W a g w o o r d : 	 .v e s t i e s   s l a p t a ~o d i s 	 I e v a d i e t   p a r o l i 	 S i s e s t a   p a r o o l 	 Dxace  carvaba|h	   	 I n t r o d u c e r e   p a r o l 	 *
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 
 S T R _ I D _ N E T S E T _ S E L E C T I O N _ M O D E _ C H O I C E 	 S e t t i n g 	 I C O N T E X T 	 S e l e c t i o n   M o d e 	 S e l e c t i o n   m o d e 	 xd!j_	 	b!j_	 B+!2#@%7-	 M o d o   d e   s e l e c c i  n 	 M o d e   d e   s  l e c t i o n 	 W a h l m o d u s 	  568<  2K1>@0	 M o d a l i t    d i   s e l e z i o n e 	 71JB)  'D'.*J'1	 M o d o   d e   s e l e c   o 	 S e  i m   m o d u 	 C h n   n h   d n g 	 M o d e   p i l i h a n 	 M o d   p e m i l i h a n 	 	/	(	  .	K	!		 V  l g e   T i l s t a n d 	 Z p os o b   v  b r u 	 S p i s   t r y b  w 	 K i v  l a s z t  s   m  d j a 	 V a l i n t a t a p a 	 V a l g m o d u s 	 R e ~i m   v o >b y 	 S e l e c t i e s t a n d 	 V a l l  g e 	 N a 
i n   o d a b i r a 	 M o d   d e   s e l e c t a r e 	 I z b i r a   N a 
i n a 	   	   	  568<  =0  718@0=5	 8	?	2	G		M	6	(	  .	K	!		 -'D*  'F*.'(	 EH  '  'F*.'(	   	 								  				 
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	 8F2M7(M  .K!M	  568<  281>@C	 





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	   	 I m o d i   y o k u k h e t h a 	 S e l e c t i o n   m o d e 	 M o d i   y a   u c h a g u z i 	 K i e s m o d u s 	 P a r i n k i m o   r e ~i m a s 	 A t l a s e s   r e ~+m s 	 V a l i k u r e ~i i m 	 8vxiuav  eravao	   	 M o d   d e   s e l e c t a r e 	 $
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	 .(K(@$  .K!	 	 			  					 S e  i m   r e j i m i 	 xd!j_	 M o d e   d e   s e l e c c i  	 M o d e   d e   s  l e c t i o n 	 V a l s t i l l i n g 	 M o d o   d e   s e l e c c i  n 	  568<  =0  8718@0Z5	 M o d o   d e   s e l e   o 	 R e ~i m   i z b o r a 	 M o k g w a   w a   k g e t h o 	 M o d a   n g   p a g p i p i l i a n 	 S e l e c t i o n   m o d e 	 Z a b i n   w u r i n 	 Y  y a n   i p  	 "040C  :9V	 A u k e r a k e t a - m o d u a 	 M o d a   n g   p a g p i l i 	 M o d o   d e   s e l e c c i  n 	 H r   m o o d u 	 R o g h n a i g h   m  d 
 
 S T R _ I D _ N E T S E T _ S E L E C T I O N _ N E W _ S E A R C H 	 S e t t i n g 	 I C O N T E X T 	 N e w   S e a r c h 	 N e w   s e a r c h 	 ͑ed\	 ͑ed"}	 I+2C+!H	 N u e v a   b  s q u e d a 	 N o u v e l l e   r e c h e r c h e 	 N e u e   S u c h e 	 >2K9  ?>8A:	 N u o v a   r i c e r c a 	 (-+  ,/J/	 N o v a   p r o c u r a 	 Y e n i   a r a m a 	 T  m   k i m   m i 	 P e n c a r i a n   b a r u 	 C a r i a n   b a r u 	 (		  	K			 N y   S  g n i n g 	 N o v    h l e d  n  	 N o w e   w y s z u k i w a n i e 	  j   k e r e s  s 	 U u s i   h a k u 	 N y t t   s  k 	 N o v    h >a d a n i e 	 O p n i e u w   z o e k e n 	 N y   s  k n i n g 	 N o v o   p r e t r a ~i v a n j e 	 C u t a r e   n o u 	 N o v o   I s k a n j e 	   	   	 >2>  "J@A5=5	 (	5	>	  6	K	'	>		 ,3*,H  ,//	 F&  *D'4	   	 				  										 (
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  


	   	 U k u c i n g a   o k u s h a 	 U k h a n g e l o   o l u t s h a 	 U t a f u t a j i   m p y a 	 N u w e   s o e k t o g 	 N a u j a   p a i e ak a 	 J a u n s   m e k l j u m s 	 U u s   o t s i n g 	 Fx  xxvxt	   	 C u t a r e   n o u 	 *
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 
 S T R _ I D _ N E T S E T _ S E L E C T I O N _ S E L E C T _ N E T W O R K 	 S e t t i n g 	 I C O N T E X T 	 S e l e c t   N e t w o r k 	 S e l e c t   n e t w o r k 	 xd}	 	bQ~	 @%7-@#7-H2"	 S e l e c c i o n e   u n a   r e d 	 C h o i s i r   l e   r  s e a u 	 N e t z w e r k   w  h l e n 	 K1@0BL  A5BL	 S e l e z i o n a   R e t e 	 '.*J'1  'D4(C)	 S e l e c c i o n a r   r e d e 	 A   s e  	 C h n   M n g 	 P i l i h   j a r i n g a n 	 P i l i h   r a n g k a i a n 	 (	G		5	0	M		  	A	(	G			 V  l g   N e t v  r k 	 Z v o l i t   s  e	 W y b  r   s i e c i 	 V  l a s s z o n   h  l  z a t o t 	 V a l i t a a n k o   v e r k k o 	 V e l g   n e t t v e r k 	 V y b r a e  s i e e? 	 N e t w e r k   s e l e c t e r e n 	 V  l j   n  t v e r k 	 O d a b i r   m r e ~e   ? 	 S e l e c t a r e   r e ce a 	 I z b e r i   O m r e ~j e ? 	   ; 	   	 71>@  =0  @560? 	 (	G		5	0	M		  (	?	5	!	>		 4(CG  1'  'F*.'(  CFJ/	 Fy  H1  EF*.(  ,&	   	 									  									 
A
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  



  


	      	 K h e t h a   i n e t h i w e k h i 	 K h e t h a   u t h u n g e l w a n o 	 C h a g u a   m t a n d a o 	 K i e s   n e t w e r k 	 P a r i n k t i   t i n k l 	 I z v l i e t i e s   t +k l u 	 V a l i   v  r k 	 8vel  av	   	 S e l e c t a r e   r e ce a 	 (
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	 (GM,>0M  _(  0(M$A	 	 							  					 ^Yb Yk Yn i   s e  	 xd}a}	 S e l e c c i o n e u   x a r x a 	 S  l e c t i o n n e r   l e   r  s e a u 	 V e l j a   s  m k e r f i 	 S e l e c c i o n a r   r e d 	 715@8  <@560	 S e l e c i o n a r   r e d e 	 I z a b e r i   m r e ~u 	 K g e t h a   n e t w e k e 	 P i l i i n   a n g   n e t w o r k 	 S e l e c t   n e t w o r k 	 Z a b i   n e t w o r k 	 Y a n   n t i w k i 	 5;V  B040K7	 S a r e a   a u k e r a t u 	 P i l i i n   a n g   n e t w o r k 	 S e l e c c i o n a r   r e d e 	 H r   n e t w k 	 R o g h n a i g h   l  o n r a 
 
 S T R _ I D _ N E T S E T _ M A N U A L _ M O D E _ T I T L E 	 S e t t i n g 	 C 0 3 3 _ 1 	 S e l e c t   N e t w o r k 	 S e l e c t   n e t w o r k 	 xd}	 	bQ~	 @%7-@#7-H2"	 S e l e c c i o n e   u n a   r e d 	 C h o i s i r   l e   r  s e a u 	 N e t z w e r k   w  h l e n 	 K1@0BL  A5BL	 S e l e z i o n a   R e t e 	 '.*J'1  'D4(C)	 S e l e c c i o n a r   r e d e 	 A   s e    	 C h n   M n g 	 P i l i h   j a r i n g a n 	 P i l i h   r a n g k a i a n 	 (	G		5	0	M		  	G	(	A			 V  l g   N e t v  r k 	 Z v o l i t   s  e	 W y b  r   s i e c i 	 V  l a s s z o n   h  l  z a t o t 	 V a l i t a a n k o   v e r k k o 	 V e l g   n e t t v e r k 	 V y b r a e  s i e e? 	 N e t w e r k   s e l e c t e r e n 	 V  l j   n  t v e r k 	 O d a b i r   m r e ~e   ? 	 S e l e c t a ci   r e ce a u a 	 I z b e r i   O m r e ~j e ? 	   ; 	   	 71>@  =0  @560? 	 (	G		5	0	M		  (	?	5	!	>		 4(CG  1'  'F*.'(  CFJ/	 Fy  H1  EF*.(  ,&	   	   									  									 
A
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	 (FM  50MM  AJ(A.A	 81@0B8  <5@56C	 








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 
 S T R _ I D _ N E T S E T _ M A N U A L _ M O D E _ S H O R T 	 S e t t i n g 	 C 0 3 3 _ 1 	 S e l .   N e t w o r k 	 S e l .   n e t w o r k 	 xd}	 	bQ~	 @%7-@#7-H2"	 S e l .   r e d 	 C h o i .   l e   r  s e a u 	 N e t z w .   w  h l e n 	 K1@.   A5BL	 S e l .   R e t e 	 '.*J'1  'D4(C)	 S e l e c c i o n a r   r e d e 	 A   s e    	 C h n   M n g 	 J a r i n g a n   s e l u l e r 	 P i l i h   r a n g k a i a n 	 (	G		5	0	M		  	/	(		 V  l g   N e t v  r k 	 Z v o l i t   s  e	 W y b  r   s i e c i 	 V  l a s s z o n   h  l  z a t o t 	 V a l i t a a n k o   v e r k k o 	 V e l g   n e t t v e r k 	 V y b r a e  s i e e? 	 N e t w e r k   s e l e c t e r e n 	 V  l j   n  t v e r k 	 O d a b i r   m r e ~e   ? 	 S e l e c t .   r e ce a 	 I z b e r i   O m r e ~j e ? 	   ; 	   	 71>@  =0  @560? 	 (	G		5	0	M		  (	?	5	!	>		 4C(G  1'  (12JFJ/	 Fy  H1  EF*.(  ,&	   	   									  									 
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 
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 S T R _ I D _ N E T S E T _ S C R 9 1 8 5 _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 T i t l e   s t r i n g   f o r   N e t w o r k   S e t u p   m e n u 	 N e t w o r k   s e t t i n g s 	 }-[	 Q~n	 1IH2@#7-H2"	 C o n f i g u r a c i  n   d e   r e d 	 C o n f i g u r a t i o n   r  s e a u 	 N e t z w e r k e i n s t e l l u n g e n 	 @>D8;L  A5B8	 C o n f i g u r a z i o n e   r e t e 	 %9/'/'*  'D4(C)	 D e f i n i   e s   d e   r e d e 	 A   a y a r l a r 1	 C  i   t   m n g 	 p e n g a t u r a n   J a r i n g a n 	 P e n g e s e t a n   r a n g k a i a n 	 (	G		5	0	M		  8	G			*		 N e t v  r k s   O p s  t n i n g 	 N a s t a v e n    s  t 	 u s Bu g i   s i e c i o w e 	 H  l  z a t i   b e  l l  t  s o k 	 V e r k o n   a s e t u s 	 N e t t v e r k s i n n s t i l l i n g e r 	 N a s t a v e n i e   s i e t e 	 N e t w e r k i n s t e l l i n g e n 	 N  t v e r k s i n s t  l l n i n g a r 	 P o s t a v k e   m r e ~e 	 S e t r i   r e ce a 	 N a s t a v i t v e   O m r e ~j a 	   	   	 0AB@>9:8  =0  @560	 (	G		5	0	M		  8	G			*		 *F8EG'  4(G	 Fy  H1  *1*(	   	 									  						 (
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 
 S T R _ I D _ N E T S E T _ S C R 9 1 8 6 _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 T i t l e   s t r i n g   f o r   S e l e c t i o n   M o d e   m e n u 	 N e t w o r k   s e l e c t i o n 	 }xd	 Q~	b	 @%7-@#7-H2"	 S e l e c c i  n   d e   r e d 	 S  l e c t i o n   d e   r  s e a u 	 N e t z w e r k w a h l 	 K1>@  A5B8	 S e l e z i o n e   d i   R e t e 	 '.*J'1  'D4(C)	 S e l e c c i o n a r   r e d e 	 A   s e  i m i 	 C h n   M n g 	 P i l i h a n   J a r i n g a n 	 P e m i l i h a n   r a n g k a i a n 	 (	G		5	0	M		  	/	(		 N e t v  r k s   V  l g e r 	 V  b r   s  t 	 W y b  r   s i e c i 	 H  l  z a t v  l a s z t  s 	 V e r k o n   v a l i n t a 	 N e t t v e r k s v a l g 	 V  b e r   s i e t e 	 N e t w e r t k s e l e c t i e 	 N  t v e r k s v a l 	 O d a b i r   m r e ~e 	 S e l e c t a r e   r e ce a 	 I z b i r a   O m r e ~j a 	   	   	 71>@  =0  @560	 (	G		5	0	M		  (	?	5	!	>		 'F*.'(  4(CG	 Fy  H1  '  'F*.'(	   	 									  									 (
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 
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 
 S T R _ I D _ N E T S E T _ S C R _ S E L E C T _ N E T W O R K _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 T i t l e   s t r i n g   f o r   S e l e c t   N e t w o r k   s c r e e n 	 N e t w o r k   l i s t 	 }nU	 Q~Rh	 #2"
7H-@#7-H2"	 L i s t a   d e   r e d e s 	 L i s t e   d e s   r  s e a u x 	 N e t z w e r k l i s t e 	 !?8A>:  A5B59	 E l e n c o   r e t i 	 B'&E)  'D4(C)	 L i s t a   d e   r e d e s 	 a 1  l i s t e s i 	 D a n h   s  c h   b n g   t n 	 D a f t a r   J a r i n g a n 	 S e n a r a i   r a n g k a i a n 	 (	G		5	0	M		  8	B		@		 N e t v  r k s   L i s t e 	 S e z n a m   s  t  	 L i s t a   s i e c i 	 H  l  z a t l i s t a 	 V e r k k o l u e t t e l o 	 N e t t v e r k s l i s t e 	 Z o z n a m   s i e t  	 N e t w e r k l i j s t 	 N  t l i s t a 	 P o p i s   m r e ~a 	 L i s t   r e ce l e 	 O m r e ~n i   S p i s e k 	   	   	 !?8AJ:  @568	 (	G		5	0	M		  2	?	8	M			 AG13*  4(CG  G'	 Fy  H1  A13*	   	 									  							 (
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	 (FM  50MM  >,?$>	 !?8A>:  <5@56	 






  



	    	 U h l u   l w e n e t h i w e k h i 	 L u h l u   l o t h u n g e l w a n o 	 O r o d h a   y a   m t a n d a o 	 N e t w e r k l y s 	 T i n k l s  s r a aa s 	 T +k l u   s a r a k s t s 	 V  r k u d e   l o e n d 	 Qavek  avo	   	 L i s t   r e ce l e 	 (
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	 (GM,>0M  $>2?>	 	 							  							 ^Yb Yk Yl Yr   s i y a h 1s 1	 }a}nU	 L l i s t a   d e   x a r x e s 	 L i s t e   d e s   r  s e a u x 	 S  m k e r f a l i s t i 	 L i s t a   d e   r e d 	 !?8A>:  =0  <@568	 L i s t a   d e   r e d e 	 L i s t a   m r e ~e 	 L e n a n e   l e   d i n e t w e k e 	 L i s t a h a n   n g   n e t w o r k 	 N e t w o r k   l i s t 	 T s a r i n   n e t w o r k 	  k  j   n t i w k i 	 5;V  BV7V<V	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ B A N D _ 9 0 0 	 S e t t i n g 	 C 0 5 7 _ 1 	 B a n d   S e l e c t i o n   s u b   m e n u   9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 9 0 0 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ B A N D _ 1 8 0 0 	 S e t t i n g 	 C 0 5 7 _ 1 	 B a n d   S e l e c t i o n   s u b   m e n u   1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 1 8 0 0 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ B A N D _ D U A L 	 S e t t i n g 	 C 0 5 7 _ 1 	 B a n d   S e l e c t i o n   s u b   m e n u   9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 *-AL	 B a n d a   d u a l 	 B a n d e   d o u b l e 	 D u a l b a n d 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 B a n d a   d u p l a 	  i f t   b a n t 	 9 0 0 / 1 8 0 0 	 F r e k u e n s i   r a n g k a p 	 D w i   l a j u r 	 !	M	/	A		2	  ,	H		!		 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 D u a l   b a n d 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 B a n d   d u b l 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 D u a l   b a n d 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 ('F/  /H*'	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 					  								 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 D u b b e l b a n d 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 	 9 0 0 / 1 8 0 0 	 	 					  						 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 B a n d a   d u a l 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 9 0 0 / 1 8 0 0 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ B A N D _ 8 5 0 	 S e t t i n g 	 C 0 5 7 _ 1 	 B a n d   S e l e c t i o n   s u b   m e n u   8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 8 5 0 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ B A N D _ 1 9 0 0 	 S e t t i n g 	 C 0 5 7 _ 1 	 B a n d   S e l e c t i o n   s u b   m e n u   1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 1 9 0 0 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ B A N D _ 8 5 0 _ 1 9 0 0 	 S e t t i n g 	 C 0 5 7 _ 1 	 B a n d   S e l e c t i o n   s u b   m e n u   8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 1 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1   9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 			/ 					 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 8 5 0 / 1 9 0 0 	 	 	 	 	 
 
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 
 S T R _ I D _ N E T S E T _ R E G I S T E R I N G _ N W 	 S e t t i n g 	 P O P U P C O N F I R M 	 R e g i s t e r i n g   N e t w o r k   M e s s a g e . 	 R e g i s t e r i n g 	 ;Q-N	 ck(WlQ	 3%1%0@5"	 R e g i s t r a n d o 	 E n r e g i s t r e m e n t   e n   c o u r s 	 W i r d   r e g i s t r i e r t 	  538AB@0F8O	 R e g i s t r a z i o n e   i n   c o r s o 	 ,'1M  *3,JD	 A   r e g i s t a r 	 K a y d e d i l i y o r 	 a n g   n g   k  	 M e n d a f t a r 	 M e n d a f t a r 	 &	0	M		  	?	/	>	  	>	  0	9	>	  9	H		 	 	 	 R e g i s z t r  l  s 	 	 	 	 B e z i g   m e t   r e g i s t r e r e n 	 	 	  n r e g i s t r a r e    n   c u r s 	 	 	 	 	 (	K		&	  	 /1  -'D  +(*	 1,3y14F  ,'1	 	 											  				  	 8
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	 (GM,>0M  /K!?,>0G  ,?+3  9G2>	 	 							  			  				  						 ^Yb Yk Yn i   Yl a v Y  e t m Yk   b a _  t u t m a d 1	 eX}a}1YWe	 N o   s  h a   p o g u t   a f e g i t   x a r x a 	  c h e c   d  a j o u t   d e   r  s e a u 	 M i s t  k s t   a    b  t a   v i    s  m k e r f i 	 F a l l a   a l   a g r e g a r   r e d 	 5  CA?50  40  4>4045  <@560	 F a l h o u   e m   a d i c i o n a r   r e d e 	 D o d a v a n j e   m r e ~e   n i j e   u s p e l o 	 E   h l o l e h i l e   h o   e k e t s a   n e t w e k e 	 H i n d i   n a g t a g u m p a y   s a   p a g d a g d a g   n g   n e t w o r k 	 F a i l e d   t o   a d d   n e t w o r k 	 A n   k a s a   k a r a   n e t w o r k 	 K  n    l a t i   f i   n t i w k i   k u n 	 5;V  >AC  ABAV7  0OB0;4K	 	 	 	 	 
 
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	     	 U h l u   l w e - P L M N 	 L u h l u   l w e P L M N 	 O r o d h a   y a   P L M N 	 P L M N - l y s 	 P L M N   s r a aa s 	 P L M N   s a r a k s t s 	 P L M N   l o e n d 	 P L M N   avo	 P L M N   	 L i s t   P L M N 	 P L M N   *

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 	 I - M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 I P S N / C R M 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 
 
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 
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 
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i o   n u s t a t y m a s 	 Z v a n a   i e s t a t +j u m s 	 K  n e   h   l e s t u s 	 ?avyek  oaca~xxt	     	 C o n f i g u r a r e   a p e l 	 
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I	 G r u p o   d e   u s u a r i o s   c e r r a d o 	 G r o u p e   f e r m    d ' u t i l i s a t e u r s 	 G e s c h l o s s e n e   B e n u t z e r g r u p p e 	 0:@KB0O  3@C??0  ?>;L7>20B5;59  	 G r u p p o   u t e n t i   c h i u s o 	 ':D'B  E,EH9)  'DE3*./EJF	 G r u p o   f e c h a d o   d e   u t i l i z a d o r e s 	 K a p a l 1  k u l l a n 1c 1  g r u b u 	 N h  m   n g i   s   d n g 	 T u t u p   K e l o m p o k   P e n g g u n a 	 K u m p u l a n   p e m a n g g i l   t e r t u t u p 	 ,		&	  	?	/	>	  	/	>	  *	M	0	/	K		M	$	>	  8	.	B	9	  	 L u k k e t   B r u g e r   G r u p p e 	 U z a v Ye n    s k u p i n a 	 Z a m k n i t a   g r u p a   u |y t k o w n i k  w 	 Z  r t   f e l h a s z n  l  i   c s o p o r t 	 S u l j e t t u   k  y t t  j  r y h m  	 L u k k e t   b r u k e r g r u p p e 	 U z a v r e t    s k u p i n a   u ~ v a t e >o v 	 G e s l o t e n   g e b r u i k e r s g r o e p 	 S l u t n a   g r u p p e r 	 Z a t v o r e n a   s k u p i n a   k o r i s n i k a 	 G r u p   u t i l i z a t o r    n c h i s 	 Z a p r t e   U p o r a b n i ak e   S k u p i n e 	     	     	 0B2>@5=0  >B@518B5;A:0  @C?0	 		*	-	K		M	$	M	/	>			>	  		  ,		&	  	G	2	>		 1HG  E-/H/  '1(1	 H211H~  (F/  H'	       	 				  				  												  						 5
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k a   g r u p a 	 S e h l o p h a   s a   b a l e t s i   s e   k w e t s w e n g 	 S a r a d o n g   g r u p o   n g   g u m a g a m i t 	 C l o s e d   u s e r   g r o u p 	 K u n g i y a n   m a s u   a m f a n i   m a f i   k u s a 	 g b   o l  p     y  n p  	 01K  ?0940;0=CHK  B>1K
 
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i o   t r u k m s   p r i m i n i m a s 	 Z v a n +aa n a s   l a i k a   a t g d i n j u m s 	 K  n e a j a   m e e l d e t u l e t u s 	 ?avyk  xrxiuav  pkwext	     	 M e m e n t o   o r   a p e l 	 
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 
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 
 S T R _ S E T T I N G _ C R _ P E R I O D 	 S e t t i n g 	 H I N T ,   T W O S T A T E 	 C a l l   T i m e   R e m i n d e r   P e r i o d i c . 	 P e r i o d i c 	 1g	 hTg	 @G
H'	 P e r i  d i c o 	 P  r i o d i q u e 	 P e r i o d i s c h 	 5@8>48G5A:89	 P e r i o d i c o 	 /H1J	 P e r i  d i c a 	 p e r i y o d i k 	 T h e o   g i a i   o n 	 B e r k a l a 	 B e r k a l a 	 	5	'	?			 P e r i o d i s k 	 P e r i o d i c k  	 O k r e s o w y 	 I s m  t l Qd Q	 J a k s o i t t a i n e n 	 P e r i o d i s k 	 P e r i o d i c k  	 P e r i o d i e k 	 u p p r e p a t 	 P e r i o d i 
k i 	 P e r i o d i c 	 P e r i o d i 
e n 	 	 	 5@8>48G=>	 *	?	0	@		!	?			 /H1G  '	 /H1	 	 								 .
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	 *@0?/>!?M	 5@V>48G=>	 





	 	 N g e z i k h a t h i   e z i t h i l e 	 N g a m a x e s h a 	 M u d a 	 P e r i o d i e k 	 P e r i o d i n i s 	 P e r i o d i s k s 	 P e r i o o d i l i n e 	 Jabeaoav	 	 P e r i o d i c 	 
(
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
	 *0M/>_	 	 												 P e r i o d i k 	 	 P e r i  d i c 	 P  r i o d i q u e 	 E n d u r t e k i n 	 P e r i  d i c a 	 >2@5<5=>	 P e r i  d i c o 	 P e r i o d i 
n o 	 K a   d i n a k o 	 P a n a - p a n a h o n 	 P e r i o d i c 	 L o k a c i   d a   l o k a c i 	 L a t i    g b    d e    g b  	 5@7V<4V
 
 S T R _ S E T T I N G _ C R _ R A N G E 1 	 S e t t i n g 	 C 0 6 9 _ 1 	 C a l l   T i m e   R e m i n d e r   P e r i o d i c   R a n g e . 	 3 0   -   6 0   ( s e c ) 	 3 0   -   6 0   ( y) 	 3 0   -   6 0   ( y) 	 3 0   -   6 0   ( '4) 	 3 0 - 6 0   s 	 3 0 - 6 0 ( s e c ) 	 3 0   - 6 0   ( S e k . ) 	 3 0   -   6 0   ( A)   	 3 0   -   6 0   ( s e c . )   	 6 0   -   3 0   ( +'FJG) 	 3 0 - 6 0   ( s e g ) 	 3 0   -   6 0   ( s a n i y e ) 	 3 0 - 6 0 ( g i  y ) 	 3 0 - 6 0 ( d e t . ) 	 3 0   -   6 0   ( s a a t ) 	  3 0   -   6 0   ( 8	G		G		!	)  	 3 0   -   6 0   ( s e k . ) 	 3 0   -   6 0   ( s e c . ) 	 3 0   -   6 0   ( s e k . ) 	 3 0   -   6 0   ( m p ) 	 3 0 . . .   6 0   ( s ) 	 3 0   -   6 0   ( s e k . ) 	 3 0   -   6 0   ( s e k . ) 	 3 0 - 6 0 ( s e c ) 	 3 0   -   6 0   ( s e k . ) 	 3 0   -   6 0   s 	 3 0   -   6 0   ( s e c . ) 	 3 0   -   6 0   ( s e c . ) 	 3 0 - 6 0   ( . ) 	 3 0 - 6 0 ( ) 	 3 0   -   6 0   !5:	 3 0 - 6 0   ( 8	G	. ) 	 3 0   *'  6 0   ( +'FG) 	 3 0 -   6 0   ( 3F) 	 3 0   -   6 0   ( ) 	 		  -   		  ( 							) 	 3 0 - 6 0   ( 8
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) 	 3 0 - 6 0   ( ) 	 3 0   -   6 0   ( s e c ) 	 3 0   -   6 0   ( i m z w ) 	 3 0   -   6 0   ( s e k ) 	 3 0 - 6 0 ( s e k ) 	 3 0   -   6 0   ( s e k . ) 	 3 0   -   6 0   ( s e k ) 	 3 0   -   6 0   ( s e k ) 	 3 0   -   6 0   ( ~o) 	 3 0   -   6 0   ( ) 	 3 0   -   6 0   ( s e c ) 	 3 0 - 6 0   ( 8
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) 	 3 0 - 6 0   ( 8GG#M!) 	 	 3 0 - 6 0 ( 							) 	 3 0   -   6 0   ( s ) 	 3 0      6 0   y		 3 0   -   6 0   ( s e g . ) 	 3 0   -   6 0   ( s e c ) 	 3 0   -   6 0   ( s e k . ) 	 3 0   -   6 0   ( s e g ) 	 3 0   -   6 0   ( A5:) 	 3 0   -   6 0   ( s e g ) 	 3 0   -   6 0   ( s e k ) 	 3 0   -   6 0   ( m e t s n ) 	 3 0   -   6 0   ( s e g ) 	 3 0   -   6 0   ( s e c ) 	 3 0 - 6 0   ( s e c ) 	 (  cj  -   y  )   3 0   -   6 0 	 3 0 / 6 0   ( A5:) 
 
 S T R _ S E T T I N G _ C R _ R A N G E 2 	 S e t t i n g 	 C 0 6 9 _ 1 	 C a l l   T i m e   R e m i n d e r   S i n g l e   R a n g e . 	 1   -   3 0 0 0   ( s e c ) 	 1   -   3 0 0 0   ( y) 	 1   -   3 0 0 0   ( y) 	 1   -   3 0 0 0   ( '4) 	 1 - 3 0 0 0   s 	 1 - 3 0 0 0 ( s e c ) 	 1   - 3 0 0 0   ( S e k . ) 	 1   -   3 0 0 0   ( A)   	 1   -   3 0 0 0   ( s e c . )   	 3 0 0 0   -   1   ( +'FJG) 	 1 - 3 0 0 0   ( s e g ) 	 1 -   3 0 0 0   ( s e c . ) 	 1 - 3 0 0 0 ( g i  y ) 	 1 - 3 0 0 0 ( d e t . ) 	 1   -   3 0 0 0   ( s a a t ) 	  1   -   3 0 0 0   ( 8	G		G		!	)  	 1   -   3 0 0 0   ( s e k . ) 	 1   -   3 0 0 0   ( s e c . ) 	 1   -   3 0 0 0   ( s e k . ) 	 1   -   3 0 0 0   ( m p ) 	 1 . . . 3   0 0 0   ( s ) 	 1   -   3 0 0 0   ( s e k . ) 	 1 -   3 0 0 0   ( s e k . ) 	 1 - 3 0 0 0 ( s e c ) 	 1   -   3 0 0 0   ( s e k . ) 	 1   - 3 0 0 0   s 	 1   -   3 0 0 0   ( s e c . ) 	 1   -   3 0 0 0   ( s e c . ) 	 1 - 3 0 0 0   ( . ) 	 1 - 3 0 0 0 ( ) 	 1   -   3 0 0 0   !5:	 1 - 3 0 0 0   ( 8	G	. ) 	 1   *'  3 0 0 0   ( +'FG) 	 1   -   3 0 0 0   >3F?	 1   -   3 0 0 0   ( ) 	 	  -   				  ( 							. ) 	 1 - 3 0 0 0   ( 8
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) 	 1   - 3 0 0 0   ( ) 	 1   -   3 0 0 0   ( s e c ) 	 1   -   3 0 0 0   ( i m z w ) 	 1   - 3 0 0 0   ( s e k ) 	 1 - 3 0 0 0 ( s e k ) 	 1   -   3 0 0 0   ( s e k . ) 	 1   -   3 0 0 0   ( s e k ) 	 1   -   3 0 0 0   ( s e k ) 	 1   -   3 0 0 0   ( ~o) 	 1 - 3 0 0 0   ( ) 	 1   -   3 0 0 0   ( s e c ) 	 1 - 3 0 0 0   ( 8
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) 	 1 - 3 0 0 0   ( 8GG#M!) 	 	 1 - 3 0 0 0 ( 							) 	 1   -   3 0 0 0   ( s ) 	 1      3 0 0 0   y		 1   -   3 0 0 0   ( s e g . ) 	 1   -   3 0 0 0   ( s e c ) 	 1   -   3 0 0 0   ( s e k . ) 	 1   -   3 0 0 0   ( s e g ) 	 1   -   3 0 0 0   ( A5:) 	 1   -   3 0 0 0   ( s e g ) 	 1   -   3 0 0 0   ( s e k ) 	 1   -   3 0 0 0   ( m e t s n ) 	 1   -   3 0 0 0   ( s e g ) 	 1   -   3 0 0 0   ( s e c ) 	 1 - 3 0 0 0   ( s e c ) 	 (  cj  -   y  )   1   -   3 0 0 0 	 1   -   3 0 0 0   ( A5:) 
 
 S T R _ M E N U _ S E T T I N G _ C A L L _ T I M E _ D I S P L A Y 	 S e t t i n g 	 I C O N T E X T 	 C a l l   T i m e   D i s p l a y   M e n u . 	 C a l l   t i m e   d i s p l a y 	 qBfo:y	 ݋e>f:y	 A*@'%25HB#	 V i s u a l i z a c i  n   d e   l a   h o r a   d e   l l a m a d a 	 A f f i c h a g e   d e   l a   d u r  e   d e   l ' a p p e l 	 A n r u f z e i t a n z e i g e 	 B>1@065=85  2@5<5=8  2K7>20	 D i s p l a y   o r a r i o   c h i a m a t a 	 916  HB*  'DEC'DE'*	 E c r    d e   h o r a   d e   a v i s o 	 A r a m a   s  r e s i   e k r a n 1	 H i n   t h   t h i   g i a n   g i 	 T a m p i l a n   W a k t u   P a n g g i l a n 	 P a p a r a n   m a s a   p a n g g i l a n 	 	I	2	  8	.	/	  &	0	M	6	>				 O p k a l d s   T i d   D i s p l a y 	 Z o b r a z i t   d o b u   v o l  n  	 W y [w i e t l a n i e   c z a s u   r o z m o w y 	 H  v  s   i d Qt a r t a m  n a k   k i j e l z  s e 	 S o i t t o a j a n   n  y t t  	 V i s n i n g   a v   s a m t a l e t i d 	 Z o b r a z e n i e   d o b y   v o l a n i a 	 W e e r g a v e   v a n   g e s p r e k s d u u r 	 S a m t a l s t i d 	 P r i k a z   v r e m e n a   p o z i v a 	 A f i _a r e   d u r a t   a p e l 	 Z a s l o n   K l i c n i h   a s o v 	     	     	 >:0720=5  @5<5B>  =0  >28:20=5	 	I	2	  	>		.	  *	M	0	&	0	M	6	(		 FE'4  2E'F  *E'3	 'D  y'&E  3~D	     	 		  				  									 
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	 >2M  H.M  !?8M  *M2G	 V4>1@065==O  G0AC  28:;8:C	 


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  







  	     	 I s i b o n i s i   s e s i k h a t h i   s o c i n g o 	 U m b o n i s o   w e x e s h a   l o k u f o w n a 	 K i z i n z a   c h a   m u d a   w a   s i m u 	 O p r o e p t y d - s k e r m 	 S k a m b u 
i o   t r u k m s   p a t e i k t i s 	 Z v a n +aa n a s   l a i k a   p a r d +aa n a 	 K  n e a j a   k u v a m i n e 	 ?avyk  xrxiuav  zaoext	       	 A f i _a r e   o r   a p e l 	 
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 
 S T R _ M E N U 9 1 4 0 _ A U T O _ R E D I A L 	 S e t t i n g 	 I C O N T E X T 	 A u t o   R e d i a l . 	 A u t o   r e d i a l 	 R͑ed_	 ꁨR͑b	 B#I3-1B!14	 V o l v e r   a   m a r c a r   a u t o m  t i c a m e n t e 	 R a p p e l   a u t o m a t i q u e 	 A u t o m .   W i e d e r w a h l 	 2B>4>72>=	 L ' a u t o m o b i l e   R i c o m p o n e 	 '9'/)  'D'*5'D  #DJ'	 R e m a r c a   o   a u t o m  t i c a 	 O t o m a t i k   Y e n i d e n    e v i r 	 T   n g   q u a y   l i   s 	 M e m a n g g i l   O t o m a t i s 	 D a i l   s e m u l a   a u t o m a t i k 	 		K	  0	@	!	>	/	2		 A u t o   G e n o p k a l d 	 A u t o m a t i c k    o p t o v n    v o l  n  	 P o n o w n e   w y b i e r a n i e   n u m e r u 	 A u t o m a t i k u s    j r a t  r c s  z  s 	 A u t o m a a t t i n e n   u u d e l l e e n v a l i n t a 	 A u t o - g j e n o p p r i n g i n g 	 A u t o m a t i c k    o p a k o v a n i e 	 A u t o m a t i c h   h e r h a l e n 	 A u t o m a t i s k   u p p r i n g n i n g 	 A u t o m a t s k o   b i r a n j e 	 R e a p e l a r e   a u t o m a t 	 A v t o m a s t k o   P o n o v n o   K l i c a n j e   	   	     	 2B><0B8G=>  >2B>@=>  018@0=5	 		K	  0	?	!	>	/	2		 4E'1G  1  E,//  .H'1	 .H/  (.H/  /H('1  '&D	   	 										  								 8
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 
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I	 G r u p o   d e   u s u a r i o s   c e r r a d o 	 G r o u p e   d ' u t i l i s a t e u r s   f e r m  	 G e s c h l o s s e n e   B e n u t z e r g r u p p e 	 0:@KB0O  3@C??0  ?>;L7>20B5;59	 G r u p p o   u t e n t i   c h i u s o 	 ':D'B  E,EH9)  'DE3*./EJF	 G r u p o   d e   u t i l i z a d o r   f e c h a d o 	 K a p a l 1  k u l l a n 1c 1  g r u b u 	 N h  m   n g i   s   d n g 	 K e l o m p o k   P e n g g u n a   D e k a t 	 K u m p u l a n   p e m a n g g i l   t e r t u t u p 	 *	M	0	/	K		M	$	>	  8	.	B	9	  ,		&	  	?	/	>	  	/	>		 L u k k e t   B r u g e r   G r u p p e 	 U z a v Ye n    s k u p i n a 	 Z a m k n i t a   g r u p a   u |y t k o w n i k  w 	 Z  r t   f e l h a s z n  l  i   c s o p o r t 	 S u l j e t t u   k  y t t  j  r y h m  	 S t e n g t   b r u k e r g r u p p e 	 U z a v r e t    s k u p i n a   u ~ v a t e >o v 	 G e s l o t e n   g e b r u i k e r s g r o e p 	 S l u t e n   g r u p p 	 Z a t v o r e n a   s k u p i n a   k o r i s n i k a 	 G r u p   u t i l i z a t o r    n c h i s 	 Z a p r t a   U p o r a b n i ak a   S k u p i n a 	     	     	 0B2>@5=0  >B@518B5;A:0  @C?0	 		*	-	K		M	$	M	/	>			>	  		  ,		&	  	G	2	>		 1HG  C'1(1I  (3*G  4/	 H211H~  (F/  H'	       	 												  						  							 ,
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k a   g r u p a 	 S e h l o p h a   s a   b a l e t s i   s e   k w e t s w e n g 	 S a r a d o n g   g r u p o   n g   g u m a g a m i t 	 C l o s e d   u s e r   g r o u p 	 K u n g i y a n   m a s u   a m f a n i   m a f i   k u s a 	 g b   o l  p     y  n p  	 01K  ?0940;0=CHK  B>1K
 
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gR  	 *3+#1#42#H2*2"B#(1L1I+!  	 p a r a   t o d o s   l o s   t e l e s e r v i c i o s 	 p o u r   t o u s   l e s   t  l  s e r v i c e s 	 f  r   a l l e   T e l e d i e n s t e   	 4;O  2A5E  A;C61  B5;. 	 P e r   T u t t i   i   t e l e s e r v i z i   	 ,EJ9  ./E'*  'D'3DCJ	 P a r a   t o d o s   o s   s e r v i  o s   t e l e f  n i c o s 	 T  m   t e l e f o n   h i z m e t l e r i   i  i n 	 C h o   t t   c   c  c   d c h   v   v i n   t h  n g   	 U n t u k   S e m u a   L a y a n a n   T e l p o n   	 u n t u k   s e m u a   p e r k h i d m a t a n   t e l e 	 8	-	@	  	G	2	@	8	G	5	>			  	G	  2	?		   	 T i l   A l l e   T e l e   T t j e n e s t e r   	 P r o   v ae c h n y   s l u ~b y 	 D l a   w s z y s t k i c h   t e l e s e r w i s  w 	  s s z e s   t e l e f o n o s   s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   t e l e p a l v e l u i l l e 	 F o r   a l l e   t e l e t j e n e s t e r 	 P r e   v ae t k y   t e l e f  n n e   s l u ~b y 	 v o o r   a l l e   t e l e d i e n s t e n 	 F  r   a l l a   t e l e f o n t j  n s t e r 	 Z a   s v e   t e l e u s l u g e 	 p e n t r u   t o a t e   t e l e s e r v i c i i l e 	 Z a   V s e   T e l e p o m o 
i 	       - 	   - t e l e s e r v i c e s   	 0  A8G:8  "5;5CA;C38	 8	0	M	5	  	G	2	?	8	0	M	5	?	8	G	8		0	?	$	>		 (1'  GEG  ./E'*  E.'(1'*	 *E'E  yD  ./E'*    D	   	 					  				  								  				  	 8
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	 (M(@  F2@80M5@8A2  J0A	 ;O  2AVE  B5;5?>A;C3	 


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	     	 o k w a w o   w o n k e   a m a t h e l e s e v i s i   	 y a z o   z o n k e   i i n k o n z o     z o m g a m a   	 K w a   h u d u m a   z o t e   z a   m a w a s i l i a n o 	 v i r   a l l e   t e l e d i e n s t e 	 v i s o m s   n u o t o l i n m s   p a s l a u g o m s   	 v i s i e m   t e l e p a k a l p o j u m i e m 	 k  i g i   t e l e t e e n u s t e   j a o k s   	 bxlx  pe|a- na|auxiuxvvek  pata	     	 p e n t r u   t o a t e   s e r v i c i i l e   d e   t e l e c o m u n i c a ci i   	 
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	 8.8M$  G2?8G,>A!?  *>	 	 				  									  					 b  t  n   t e l e x i d m Yt l Yr      n   	 @b	g

gR	 p e r   a   t o t s   e l s   t e l e s e r v e i s   	 p o u r   t o u s   l e s   t  l  s e r v i c e s   	 f y r i r   a l l a   s  m a  j  n u s t u   	 p a r a   t o d o s   l o s   t e l e s e r v i c i o s   	 70  A8B5  B5;5- CA;C38  	 p a r a   t o d o s   o s   t e l e s e r v i  o s   	 z a   s v e   t e l e f o n s k e   u s l u g e   	 y a   d i t s h e b e l e t s o   t s o h l e   t s a   m e h a l a   	 p a r a   s a   l a h a t   n g   m g a   t e l e s e r v i c e   	 f o r   a l l   t e l e s e r v i c e s   	 d o m i n   d u k a   d a t a   n a   h i d i m a   m a i   t e l i h o n 	 f u n   g b o g b o   i c- t l i   	 10@;K  B5;5  K7<5BB5@  HV=  
 
 S T R _ L 4 _ T E L E P H O N Y 	 S e t t i n g 	 U N L I M 	 F o r   T e l e p h o n y   . 	 f o r   t e l e p h o n y   	 q  	 ݋  	 *3+#1#0B#(1L  	 p a r a   t e l e f o n  a 	 p o u r   l a   t  l  p h o n i e 	 f  r   T e l e f o n i e   	 4;O  B5;5D>=88  	 P e r   l a   t e l e f o n i a   	 '13'D	 P a r a   a   t e l e f o n i a 	 T  m   t e l e f o n   i  i n 	 C h o   M n g   i n   t h o i     	 U n t u k   P e m a n g g i l a n   	 u n t u k   t e l e f o n i 	 	G	2	@	+	K	(	@	  	G	  2	?		   	 T i l   T e l e f o n i 	 P r o   t e l e f o n o v  n  	 D l a   t e l e f o n i i 	 t e l e f o n o s   h  v  s o k   s z  m  r a 	 P u h e l u i l l e 	 F o r   t e l e f o n i 	 P r e   t e l e f o n o v a n i e 	 v o o r   t e l e f o n i e 	 F  r   a l l   t e l e f o n i   	 Z a   t e l e f o n i j u 	 p e n t r u   t e l e f o n i e   	 Z a   T e l e f o n i j o 	   	   	 0  "5;5D>=8O	 	G	2	?	+	K	(	@		0	?	$	>		 (1'  *DAF  'F*1F*	 yD  AHF      D	   	 							  									  				  	 
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	   	 n g e t h e l e f o n i 	 y e e n k o n z o   z e f o w n i 	 K w a   s i m u 	 v i r   t e l e f o n i e 	 t e l e f o n i j a i   	 t e l e f o n i j a i 	 t e l e f o n i t e h n i k a   j a o k s   	 @e|amx}aoazk  pata	 	 p e n t r u   t e l e f o n i e   	 
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gR	 p e r   a   t e l e f o n i a   	 p o u r   l a   t  l  p h o n i e   	 f y r i r   s  m k e r f i   	 p a r a   t e l e f o n  a   	 70  B5;5D>=8X0  	 p a r a   t e l e f o n i a   	 z a   t e l e f o n i j u   	 b a k e n g   s a   d i f o u n u   	 p a r a   s a   t e l e p h o n y   	 f o r   t e l e p h o n y   	 d o m i n   t e l i h o n 	 f u n   f   n    	 B5;5D>=8O  HV=  
 
 S T R _ C A L L _ S E T U P _ P E R I O D 	 S e t t i n g 	 U N L I M 	 P e r i o d   S y m b o l   . 	 .   	 0  	 0	 . 	 . 	 . 	 .   	 .   	 . 	 0	 . 	 . 	 .   	 . 	 .   	 .   	 	 	 	 . 	 	 	 	 , 	 	 	 .   	 	 	 .   	 	 	 . 	 	 	 | 	 	 	 	 	 .   	 . 	 . 	 . 	 . 	 .   	 . 	 .   	 .   	 . 	 .   	 . 	 . 	 	 .   	 . 	 . 	 .   	 .   	 .   	 .   	 .   	 .   	 .   	 .   	 .   	 .   	 	 .   	 .   
 
 S T R _ L 4 _ A L L _ D A T A _ T E L E S E R V I C E S 	 S e t t i n g 	 U N L I M 	 F o r   A l l   D a t a   T e l e s e r v i c e s   . 	 f o r   a l l   d a t a   t e l e s e r v i c e s   	 @b	gxedq  	 @b	gpenc݋  	 *3+#1#42#I-!9%H2*2"B#(1L1I+!  	 p a r a   t o d o s   l o s   t e l e s e r v i c i o s   d e   d a t o s 	 P o u r   t o u t e s   l e s   d o n n  e s   d e   t  l  s e r v i c e s 	 f  r   a l l e   D a t e n - T e l e d i e n s t e   	 4;O  2A5E  40==KE  B5;. 	 P e r   t u t t i   i   t e l e s e r v i z i   d i   d a t i   	 CD  (J'F'*  'D'3DCJ	 p a r a   t o d o s   o s   s e r v i  o s   t e l e f  n i c o s   d e   d a d o s   	 T  m   b i l g i   s e r v i s l e r i   i  i n 	 C h o   t t   c   c  c   d   l i u   d c h   v   v i n   t h  n g 	 U n t u k   S e m u a   T e l e s e r v i c e s   	 u n t u k   s e m u a   p e r k h i d m a t a n   t e l e   d a t a 	 8	-	@	  !	>		>	  	G	2	@	8	G	5	>			  	G	  2	?		   	 T i l   A l l e   D a t a   T j e n e s t e r 	 P r o   v ae c h n y   d a t o v    s l u ~b y 	 D l a   w s z y s t k i c h   t e l e s e r w i s  w   d a n y c h 	  s s z e s   a d a t s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   d a t a t e l e p a l v e l u i l l e 	 F o r   a l l e   d a t a - t e l e t j e n e s t e r 	 P r e   v ae t k y   d  t o v    s l u ~b y 	 v o o r   a l l e   g e g e v e n s t e l e d i e n s t e n 	 F  r   a l l a   d a t a t e l e f o n t j  n s t e r   	 Z a   s v e   p o d a t k o v n e   t e l e u s l u g e 	 p e n t r u   t o a t e   t e l e s e r v i c i i l e   d e   d a t e   	 Z a   v s e   P o d a t k o v n e   T e l e p o m o 
i 	         	   - t e l e s e r v i c e s       	 0  A8G:8  "5;5CA;C38  0==8  	 8	0	M	5	  !	G		>	  	G	2	?	8	0	M	5	?	8	G	8		0	?	$	>		 (1'  GEG  ./E'*  /'/G  E.'(1'*	 *E'E  y'  yD  ./E'*    D	     	 					  				  				  								  				  	 8
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	       	 o k w a m a t h e l e s e v i s i   o n k e   e d a t h a   	 y e - d a t a   y o n k e   y e e n k o n z o   z o m g a m a 	 K w a   h u d u m a   z o t e   z a   m a w a s i l i a n o   y a   d a t a 	 v i r   a l l e   d a t a - t e l e d i e n s t e 	 v i s o m s   n u o t o l i n m s   d u o m e n s  p a s l a u g o m s   	 v i s i e m   d a t u   t e l e p a k a l p o j u m i e m 	 k  i g i   d a t a   t e l e t e e n u s t e   j a o k s   	 ~ualvek  bxlx  pe|a- na|auxiuxvvek  pata	       	 p e n t r u   t o a t e   s e r v i c i i l e   d e   t e l e c o m u n i c a ci i   d e   d a t e   	 
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	 8.8M$  !>>  G2?8G,>A!?  *>	 	 				  				  													  					 B  t  n   v e r i l Yn l Yr Y  d a i r   t e l e x i d m Yt l Yr      n   	 @b	gxed

gR	 p e r   a   t o t s   e l s   t e l e s e r v e i s   d e   d a d e s   	 p o u r   t o u s   l e s   t  l  s e r v i c e s   d e   d o n n  e s   	 f y r i r   a l l a   g a g n a s  m a  j  n u s t u   	 p a r a   t o d o s   l o s   t e l e s e r v i c i o s   d e   d a t o s   	 70  A8B5  ?>40B>F8  70  B5;5- CA;C38  	 p a r a   t o d o s   o s   t e l e s e r v i  o s   d e   d a d o s   	 z a   s v e   i n f o r m a t i v n e   t e l e f o n s k e   u s l u g e   	 y a   d i t s h e b e l e t s o   t s o h l e   t s a   d a t a   	 p a r a   s a   l a h a t   n g   m g a   t e l e s e r v i c e   n g   d a t o s   	 f o r   a l l   d a t a   t e l e s e r v i c e s   	 d o m i n   d u k a   d a t a   n a   h i d i m a   m a i   t e l i h o n 	 f u n   g b o g b o   d a t a   i c- t l i   	 10@;K  45@5:B5@  B5;5  K7<5BB5@V  HV=  
 
 S T R _ L 4 _ F A C S I M I L E _ S E R V I C E S 	 S e t t i n g 	 U N L I M 	 F o r   F a c s i m i l e   S e r v i c e s   . 	 f o r   f a c s i m i l e   s e r v i c e s   	 Pw
gR  	  Ow
gR  	 *3+#1#42#B#*2#	 p a r a   l o s   s e r v i c i o s   f a c s  m i l 	 P o u r   l e s   s e r v i c e s   d e   f a c - s i m i l  	 f  r   F a x d i e n s t e   	 4;O  D0:A0	 P e r   i   s e r v i z i   d i   f a x   	 ./E'*  'DA'C3	 p a r a   s e r v i  o s   d e   f a x 	 T  m   f a k s   s e r v i s l e r i   i  i n 	 C h o   d c h   v   t n g   t 	 U n t u k   L a y a n a n   f a k s i m i l i   	 u n t u k   p e r k h i d m a t a n   f a k s i m i l i 	 *	M	0	$	?		C	$	?	  8	G	5	>			  	G	  2	?		   	 T i l   F a x   T j e n e s t e r 	 P r o   f a x o v    s l u ~b y 	 D l a   u s Bu g   t r a n s m i s j i   f a k s u 	 f a x s z o l g  l t a t  s o k   s z  m  r a 	 T e l e k o p i o p a l v e l u i l l e 	 F o r   a l l e   f a k s t j e n e s t e r 	 P r e   v ae t k y   f a x o v    s l u ~b y 	 v o o r   f a c s i m i l e d i e n s t e n 	 F  r   a l l a   s m s - t j  n s t e r   	 Z a   u s l u g e   f a k s a 	 p e n t r u   s e r v i c i i l e   f a x   	 Z a   V s e   F a k s i m i l n e   P o m o 
i 	         	       	 0  $0:A  #A;C38	 +	G		M	8	?	.	>		2	  8	G	5	G		0	?	$	>		 (1'  ./E'*  A3	 H  (H  FBD    ./E'*    D	     	 								  									  				  	 8
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	     	 o k w a m a s e v i s i   e f e k s i 	 y e e n k o n z o   e z e n z i w e   z a f a n a   t w a t s e   	 K w a   h u d u m a   z a   f a k s i 	 v i r   f a k s d i e n s t e 	 f a k s i m i l s   p a s l a u g o m s   	 f a k s i m i l a   p a k a l p o j u m i e m 	 f a k s i t e e n u s t e   j a o k s   	 a}k  na|auxiuxvvek  pata	   	 p e n t r u   s e r v i c i i   d e   f a x   	 +
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gR	 p e r   a l s   s e r v e i s   d e   f a x   	 p o u r   l e s   s e r v i c e s   d e   t  l  c o p i e   	 f y r i r   f a x  j  n u s t u   	 p a r a   s e r v i c i o s   d e   f a c s  m i l   	 70  D0:A  CA;38  	 p a r a   s e r v i  o s   d e   f a x   	 z a   f a k s i m i l   u s l u g e 	 y a   d i t s h e b e l e t s o   t s a   f e k s e   	 p a r a   s a   s e r b i s y o n g   f a x   	 f o r   f a c s i m i l e   s e r v i c e s   	 d a g a   h i d i m o m i n   j u y e w a   d a i d a i 	 f u n   a w n   i c   d    	 D0:A8<8;L4V  K7<5BB5@  HV=  
 
 S T R _ S H O R T _ M E S S A G E _ S E R V I C E S 	 S e t t i n g 	 U N L I M 	 F o r   S M S   S e r v i c e s   . 	 f o r   S M S   	 !|

gR  	 wO
gR  	 *3+#1#42#  S M S 	 p a r a   s e r v i c i o s   S M S 	 P o u r   l e s   s e r v i c e s   S M S 	 f  r   S M S - D i e n s t e   	 4;O  S M S 	 P e r   i   s e r v i z i   d i   S M S   	 ./E'*  'D13'&D  'DF5J)	 p a r a   s e r v i  o s   d e   S M S 	 S M S   i  i n 	 D c h   v   t i n   n h n 	 U n t u k   L a y a n a n   S M S   	 u n t u k   S M S   	 S M S   	G	  2	?		   	 T i l   S M S   T j e n e s t e r 	 P r o   S M S   s l u ~b y 	 D l a   s e r w i s  w   S M S 	 S M S - s z o l g  l t a t  s o k   s z  m  r a 	 L y h y t s a n o m a p a l v e l u i l l e 	 F o r   a l l e   S M S - t j e n e s t e r 	 P r e   v ae t k y   S M S   s l u ~b y 	 v o o r   S M S - d i e n s t e n 	 F  r   a l l a   t e l e f o n t j  n s t e r   f  r u t o m   s m s - t j  n s t e n   	 Z a   S M S   u s l u g e 	 p e n t r u   s e r v i c i i l e   S M S 	 Z a   S M S   P o m o 
i 	         S M S 	   S M S   	 0  S M S   #A;C38	 	8		.		8	  8	G	5	G		0	?	$	>		 (1'  ./E'*  S M S 	 '3  'E  '3  ./E'*    D	       	 		  		  		  								  				  	 
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  	      	 k w a m a - S M S 	 y e S M S 	 k w a   S M S 	 v i r   S M S - d i e n s t e 	 S M S   	 p r i e k a  S M S 	 S M S - i   j a o k s   	 S M S - k  pata	 S M S - 	 p e n t r u   S M S   	 S M S - (
M
	 S M S   *>	 	 S M S   									  					 S M S      n 	 w
	 p e r   a   S M S   	 p o u r   l e s   S E M C   	 f y r i r   t e x t a s k i l a b o    	 p a r a   S M S   	 0  !!  ?>@0:8  	 p a r a   S M S   	 z a   S M S   	 y a   S M S   	 p a r a   s a   S M S   	 f o r   S M S   	 d o m i n   S M S 	 f u n   S M S   	 S M S   HV=  
 
 S T R _ L 4 _ A L L _ T E L E S E R V I C E S _ E X C E P T _ S M S 	 S e t t i n g 	 U N L I M 	 F o r   A l l   T e l e s e r v i c e s   E x c e p t   S M S   . 	 f o r   a l l   t e l e s e r v i c e s   e x c e p t   S M S   	 d
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gR  	 dwO  	 *3+#1#42#H2*2"B#(1L1I+!"@'I  S M S 	 p a r a   t o d o s   l o s   t e l e s e r v i c i o s   e x c e p t o   f a c s  m i l 	 P o u r   t o u s   l e s   t  l  s e r v i c e s   e x c e p t    l e   s e r v i c e   S M S 	 f  r   a l l e   T e l e d i e n s t e   a u  e r   S M S   	 4;O  2A5E  A;C61  B5;.   :@><5  S M S   	 P e r   t u t t i   i   t e l e s e r v i z i   e c c e t t o   S M S   	 ,EJ9  'D'3DCJ  'D'  'D13'&D  'DF5J)	 p a r a   t o d o s   o s   s e r v i  o s   t e l e f  n i c o s   e x c e p t o   S M S 	 S M S   d 1_1n d a   t  m   t e l e f 1n   s e r v i s l e r i   i  i n 	 C h o   t t   c   c  c   d c h   v   t r   t i n   n h n 	 U n t u k   S e m u a   L a y a n a n   K e c u a l i   S M S   	 U n t u k   s e m u a   p e r k h i d m a t a n   t e l e   k e c u a l i   S M S   	 S M S   	G	  	2	>	5	>	  8	-	@	  	G	2	@	8	G	5	>			  	G	  2	?		   	 T i l   A l l e   T e l e   T j e n e s t e r   U n d t a g e n   S M S 	 P r o   v ae c h n y   s l u ~b y   m i m o   S M S 	 D l a   w s z y s t k i c h   t e l e s e r w i s  w   z   w y j t k i e m   S M S 	  s s z e s   t e l e f o n o s   s z o l g  l t a t  s   s z  m  r a ,   k i v  v e   a z   S M S 	 K a i k i l l e   t e l e p a l v e l u i l l e ,   p a i t s i   l y h y t s a n o m i l l e 	 F o r   a l l e   t e l e t j e n e s t e r   u n n t a t t   S M S 	 P r e   v ae t k y   t e l e f  n n e   s l u ~b y   s   v  n i m k o u   S M S 	 v o o r   a l l e   t e l e d i e n s t e n   b e h a l v e   S M S 	 F  r   a l l a   t e l e f o n t j  n s t e r   f  r u t o m   s m s - t j  n s t e n   	 Z a   s v e   t e l e u s l u g e   o s i m   S M S 	 p e n t r u   t o a t e   t e l e s e r v i c i i l e   c u   e x c e p ci a   S M S   	 Z a   v s e   T e l e p o m o 
i   r a z e n   S M S 	           S M S 	   - t e l e s e r v i c e s     - S M S   	 0  A8G:8  "5;5CA;C38,   57  S M S 	 	8		.		8	  8	K	!	B	(	  8	0	M	5	  	G	2	?	8	0	M	5	?	8	G	8		0	?	$	>		 (1'  GEG  ./E'*  E.'(1'*  (,2  S M S 	 ~:'E      9D'H  *E'E  yD  ./E'*    D	           	 		  		  		  					  		  				  					  				    	 8
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	             	 o k w a w o   w o n k e   a m a t h e l e s e v i s i   n g a p h a n d l e   k w e - S M S 	 y a z o   z o n k e   i i n k o n z o   z o m g a m a   n g a p h a n d l e   k w e S M S 	 k w a   h u d u m a   z o t e   z a   m a w a s i l i a n o   i s i p o k u w a   S M S 	 v i r   a l l e   t e l e d i e n s t e   b u i t e n   S M S 	 v i s o m s   n u o t o l i n m s   p a s l a u g o m s ,   i as k y r u s   S M S   	 v i s i e m   t e l e p a k a l p o j u m i e m ,   i z Fe m o t   S M S 	 k  i g i   t e l e t e e n u s t e   j a o k s ,   v . a .   S M S   	 bxlx  pe|a- na|auxiuxvvek  pata,   baa|xiuatb  S M S - k	         S M S - 	 p e n t r u   t o a t e   s e r v i c i i l e   d e   t e l e c o m u n i c a ci i ,   e x c e p t  n d   S M S   	 S M S   
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dY		 p e r   a   t o t s   e l s   t e l e s e r v e i s   e x c e p t e   S M S   	 p o u r   t o u s   l e s   t  l  s e r v i c e s   h o r m i s   l e s   S E M C   	 f y r i r   a l l a   s  m a  j  n u s t u   n e m a   S M S   	 p a r a   t o d o s   l o s   t e l e s e r v i c i o s   e x c e p t o   S M S   	 70  A8B5  B5;5- CA;C38  >A25=  70  !!  	 p a r a   t o d o s   t e l e s e r v i  o s   e x c e t o   S M S   	 z a   s v e   t e l e f o n s k e   u s l u g e   o s i m   S M S   	 y a   d i t s h e b e l e t s o   t s o h l e   t s a   m e h a l a   n t l e   l e   S M S   	 p a r a   s a   l a h a t   n g   m g a   t e l e s e r v i c e   m a l i b a n   s a   S M S   	 f o r   a l l   t e l e s e r v i c e s   e x c e p t   S M S   	 d o m i n   d u k a   h i d i m a   m a i   t e l i h o n   s a i   S M S   k a w a i 	 f u n   g b o g b o   i c- t l i   y a t   s i   S M S   	 S M S   K7<5BV=5=  10A0  10@;K  B5;5  K7<5BB5@  HV=  
 
 S T R _ L 4 _ V O I C E _ G R O U P _ C A L L _ S E R V I C E 	 S e t t i n g 	 U N L I M 	 F o r   V o i c e   G r o u p   C a l l   S e r v i c e s   . 	 f o r   v o i c e   g r o u p   c a l l   s e r v i c e s   	 D}q
gR  	 ~݋
gR  	 *3+#1#42#B#%8H!*2  	 p a r a   l o s   s e r v i c i o s   d e   l l a m a d a s   d e   g r u p o   d e   v o z 	 P o u r   l e s   s e r v i c e s   d ' a p p e l   v o c a u x   d e   g r o u p e 	 f  r   V o i c e g r u p p e n - A n r u f d i e n s t e 	 4;O  3>;>A>2KE  2K7>2>2  3@C??	 P e r   i   s e r v i z i   d i   c h i a m a t a   d i   g r u p p o   d i   v o c e     	 ./E'*  '*5'D  'DE,EH9)  'D5H*J)	 p a r a   s e r v i  o s   d e   c h a m a d a   d e   g r u p o s   d e   v o z 	 T  m   s e s l i   a r a m a   h i z m e t l e r i   g r u p l a r 1  i  i n 	 C h o   n h  m   d c h   v    m   t h o i 	 U n t u k   K e l o m p o k   L a y a n a n   S u a r a   	 u n t u k   p e r k h i d m a t a n   p a n g g i l a n   k u m p u l a n   s u a r a 	 '	M	5	(	?	  8	.	B	9	  	I	2	  8	G	5	>			  	G	  2	?		   	 T i l   S t e m m e   G r u p p e   O p k a l d s   T j e n e s t e r 	 P r o   s l u ~b u   s k u p i n o v  h o   h o v o r u 	 D l a   s e r w i s  w   n a w i z y w a n i a   p o Bc z e D  z   u |y c i e m   z n a k  w   g Bo s o w y c h 	 c s o p o r t o s   h a n g h  v  s   s z o l g  l t a t  s   s z  m  r a 	   n i r y h m  p u h e l u p a l v e l u i l l e 	 F o r   t a l e g r u p p e s a m t a l e - t j e n e s t e r 	 P r e   s l u ~b u   s k u p i n o v  h o   h o v o r u 	 v o o r   s t e m g r o e p   o p r o e p d i e n s t e n 	 F  r   r  s t g r u p p r i g n i n g   	 Z a   g l a s o v n u   k o m u n i k a c i j u   s k u p i n e   k o r i s n i k a 	 p e n t r u   s e r v i c i i l e   d e   a p e l   v o c a l   s p r e   g r u p   	 Z a   G o v o r n e   S k u p i n e   K l i c n e   U s l u g e   	         	           	 0  #A;C38  ?>  ;0A>28  @C?>28  >28:20=8O	 '	M	5	(	@	  8	.	B	9	  	I	2	  8	G	5	G		0	?	$	>		 (1'  ./E'*  *E'3  1HG  5H*	 H'&3  1H~  'D  ./E'*    D	       	 				  					  		  					  				  	 8
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	         	 o k w a m a s e v i s i   o c i n g o   l e q e m b u   l e z w i 	 y e e n k o n z o   z e l i z w i   l e q e l a   l o k u f o w n a   	 k w a   h u d u m a   z a   s i m u   y a   k i k u n d i 	 v i r   s t e m - g r o e p b e l d i e n s t e 	 b a l s o   s k a m b u 
i o   g r u p e i   p a s l a u g o m s   	 g r u p a s   i z s a u k u m a   b a l s s   p a k a l p o j u m i e m 	 h e l i s t a j a g r u p i   k  n e t e e n u s t e   j a o k s   	 qauvaukv  mtbaoaukv  oavyk  na|auxiuxvvek  pata	       	 p e n t r u   s e r v i c i i   d e   a p e l a r e   v o c a l   d e   g r u p   	 5
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	 8M,0  K7M @  2  8G,>A!?  *>	 	 					  			  		  									  					 S Ys   q r u p l a r 1n a   d a i r   z Yn g e t m Y  x i d m Yt l Yr i      n   	 D}q
gR	 p e r   a   t o t s   e l s   s e r v e i s   d e   t r u c a d e s   d e   v e u   d e   g r u p   	 p o u r   l e s   s e r v i c e s   d  a p p e l s   v o c a u x   d e   g r o u p e s   	 f y r i r    j  n u s t u   v e g n a   s  m t a l s   v i    h  p   	 p a r a   l o s   s e r v i c i o s   d e   l l a m a d a   d e   g r u p o   p o r   v o z   	 70  CA;C38  70  3@C?=>  3;0A>2=>  18@0Z5  	 p a r a   s e r v i  o s   d e   c h a m a d a   d e   g r u p o   d e   v o z   	 z a   u s l u g e   g l a s o v n e   g r u p e   p o z i v a 	 b a k e n g   s a   d i t s h e b e l e t s o   t s a   m e h a l a   y a   s e h l o p h a   	 p a r a   s a   m g a   s e r b i s y o n g   b o s e s   n a   p a g t a w a g   s a   g r u p o   	 f o r   v o i c e   g r o u p   c a l l   s e r v i c e s   	 d o m i n   h i d i m o m i n   k i r a   n a   k u n g i y a   d a   m u r y a 	 f u n   a w n   i c  o h  n    p    g b   	 4K1KA  B>1K=K  >K@0C  H0;C  K7<5BB5@V  HV=  
 
 S T R _ L 4 _ V O I C E _ B R O A D C A S T _ S E R V I C E 	 S e t t i n g 	 U N L I M 	 F o r   V o i c e   B r o a d c a s t   S e r v i c e s   . 	 f o r   v o i c e   b r o a d c a s t   s e r v i c e s   	 ^d
gR  	 ^d
gR  	 *3+#1#42#*H#02"@*5"  	 p a r a   l o s   s e r v i c i o s   d e   d i f u s i  n   d e   v o z 	 P o u r   l e s   s e r v i c e s   d e   d i f f u s i o n   v o c a l e 	 f  r   V o i c e - B r o a d c a s t - D i e n s t e   	 4;O  A;C61  ?5@540G8  3>;>A0	 P e r   i   s e r v i z i   d i   t r a s m i s s i o n e   d i   v o c e     	 ./E'*  'D(+  'D5H*J	 p a r a   s e r v i  o s   d e   d i f u s  o   d e   v o z 	 T  m   s e s l i   y a y 1n   s e r v i s l e r i   i  i n 	 C h o   d c h   v   p h  t   t h a n h 	 U n t u k   L a y a n a n   S i a r a n   S u a r a   	 u n t u k   p e r k h i d m a t a n   s i a r a n   s u a r a 	 '	M	5	(	?	  *	M	0	8	>	0	#	  8	G	5	>			  	G	  2	?		   	 T i l   S t e m m e   U d g i v e l s e s   T j e n e s t e r 	 P r o   s l u ~b y   v y s  l  n    h l a s u 	 D l a   g Bo s o w y c h   s e r w i s  w   t r a n s m i s j i   r a d i o w e j 	 h a n g  t v i t e l i   s z o l g  l t a t  s   s z  m  r a 	   n i y l e i s l  h e t y s p a l v e l u i l l e 	 F o r   t a l e k r i n g k a s t i n g s t j e n e s t e r 	 P r e   s l u ~b y   v y s i e l a n i a   h l a s u 	 v o o r   s t e m   u i t z e n d d i e n s t e n 	 F  r   r  s t s  n d n i n g   	 Z a   u s l u g e   e m i t i r a n j a   g l a s o v n i h   p o r u k a 	 p e n t r u   s e r v i c i i l e   d e   d i f u z a r e   v o c a l   	 Z a   U s l u g e   G o v o r n e   O d d a j e   	       	       	 0  #A;C38  ?>  @54020=5  =0  ;0A	 '	M	5	(	@	  8		*	M	0		>	0	  8	G	5	G		0	?	$	>		 (1'  ./E'*  ~.4  5H*	 5H*  (1'  '3y  ./E'*    D	       	 				  									  					  				  	 8
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	       	 o k w a m a s e v i s i   o k u s a k a z a   n g e z w i 	 y e e n k o n z o   z e l i z w i   z o s a s a z o 	 k w a   h u d u m a   z a   m a t a n g a z o 	 v i r   s t e m - u i t s a a i d i e n s t e 	 b a l s o   p e r d a v i m o   p a s l a u g o m s   	 b a l s s   p r r a i d e s   p a k a l p o j u m i e m 	 k  n e   e d a s t u s t e e n u s e d   	 qauvk  pe|aqaotav  na|auxiuxvvek  pata	     	 p e n t r u   s e r v i c i i   d e   t r a n s m i s i e   d e   v o c e   	 5
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gR	 p e r   a l s   s e r v e i s   d e   t r a n s m i s s i    	 p o u r   l e s   s e r v i c e s   d e   d i f f u s i o n   v o c a l e   	 f y r i r   e n d u r v a r p a  j  n u s t u   	 p a r a   l o s   s e r v i c i o s   d e   t r a n s m i s i  n   p o r   v o z   	 70  CA;C38  70  3;0A>2=>  ?@5=5AC20Z5  	 p a r a   s e r v i  o s   d e   t r a n s m i s s  o   d e   v o z   	 z a   u s l u g e   g l a s o v n o g   p r e n o s a   	 b a k e n g   s a   d i t s h e b e l e t s o   t s a   k g a s o   y a   l e n t s w e   	 p a r a   s a   m g a   s e r b i s y o n g   p a g - b r o a d c a s t   n g   b o s e s   	 f o r   v o i c e   b r o a d c a s t   s e r v i c e s   	 d o m i n   h i d i m o m i n   w a t s a   d a   m u r y a 	 f u n   a w n   i c  t  t a n   o h  n   k   k i r i   	 4K1KA  E010@;0C  K7<5BB5@V  HV=  
 
 S T R _ L 4 _ A L L _ B E A R E R _ S E R V I C E S 	 S e t t i n g 	 U N L I M 	 F o r   A l l   B e a r e r   S e r v i c e s   . 	 f o r   a l l   b e a r e r   s e r v i c e s   	 @b	gP8
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gR  	 *3+#1#42##01I+!  	 p a r a   t o d o s   l o s   s e r v i c i o s   p o r t a d o r e s 	 P o u r   t o u s   l e s   s e r v i c e s   a u   p o r t e u r 	 f  r   a l l e   I n h a b e r d i e n s t e   	 4;O  2A5E  A;C61  ?5@540G8	 P e r   t u t t i   i   s e r v i z i   d i   P o r t a t o r e   	 -'ED  ,EJ9  'D./E'*	 p a r a   t o d o s   o s   s e r v i  o s   s u p o r t a d o s 	 T  m   d e s t e k   s e r v i s l e r i   i  i n 	 C h o   t t   c   c  c   d c h   v   c h u y n   	 U n t u k   S e m u a     L a y a n a n   	 u n t u k   s e m u a   p e r k h i d m a t a n   p e m b a w a   	 8	-	@	  ,	@	/	0	0	  8	G	5	>			  	G	  2	?		   	 T i l   A l l e   I h  n d e h a v e r   T j e n e s t e r 	 P r o   v ae c h n y   n o s n    s l u ~b y 	 D l a   w s z y s t k i c h   [w i a d c z c y c h   u s Bu g i   s i e c i o w e 	  s s z e s   h o r d o z    s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   k a n t a j a p a l v e l u i l l e 	 F o r   a l l e   o v e r f  r i n g s t j e n e s t e r 	 P r e   v ae t k y   n o s n    s l u ~b y 	 v o o r   a l l e   d r a a g g o l f d i e n s t e n 	 F  r   a l l a   s t  d t j  n s t e r   	 Z a   s v e   u s l u g e   p r i j e n o s a 	 p e n t r u   t o a t e   s e r v i c i i l e   p u r t t o a r e i   	 Z a   V s e   U s l u g e   N o s i l c e v 	         	       	 #A;C38  70  A8G:8  >A8B5;8	 8	0	M	5	  ,	?	/	0	0	  8	G	5	G		0	?	$	>		 (1'  GEG  ./E'*  -'ED	 *E'E  (11  ./E'*    D  	     	 		  							  					  				  	 8
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	       	 o k w a w o   w o n k e   a m a s e v i s i   a b a t h w a l i 	 y a z o   z o n k e   i i n k o n z o   z o m t h w a l i 	 k w a   h u d u m a   z o t e   z a   w a b e b a j i 	 v i r   a l l e   d r a e r d i e n s t e 	 v i s o m s   p e r d a v i m o   p a s l a u g o m s   	 v i s i e m   n e s j a   p a k a l p o j u m i e m 	 k  i g i   k a n d e t e e n u s t e   j a o k s   	 okyk  bxlx  na|auxiuxvvek  pata	     	 p e n t r u   t o a t e   s e r v i c i i l e   p u r t t o a r e   	 	 8.8M$  '>0  8G,>A!?  *>	 	 				  				  									  					 b  t  n   d a _1y 1c 1  x i d m Yt l Yr i      n 	 @b	gb	
gR	 p e r   a   t o t s   e l s   s e r v e i s   d e   p o r t a d o r   	 p o u r   t o u s   l e s   s e r v i c e s   s u p p o r t   	 f y r i r   a l l a   f l u t n i n g s  j  n u s t u   	 p a r a   t o d o s   l o s   s e r v i c i o s   d e l   p o r t a d o r   	 0  A8B5  CA;C38    =0  =>A8B5;>B  	 p a r a   t o d o s   o s   s e r v i  o s   d e   p o r t a d o r   	 z a   s v e   u s l u g e   n o s i o c a   	 y a   d i t s h e b e l e t s o   t s o h l e   t s a   s e j a r i   	 p a r a   s a   l a h a t   n g   m g a   s e r b i s y o n g   b e a r e r   	 f o r   a l l   b e a r e r   s e r v i c e s   	 d o m i n   m a s u   r i k e   h i d i m a 	 f u n   g b o g b o   o l  g b    a w n   i c  	 10@;K  45@5:B5@  B0ACHK  K7<5BB5@V  HV=  
 
 S T R _ L 4 _ A L L _ A S Y N C _ S E R V I C E S 	 S e t t i n g 	 U N L I M 	 F o r   A l l   A s y n c   S e r v i c e s   . 	 f o r   a l l   a s y n c   s e r v i c e s   	 @b	g^Tek
gR  	 @b	g_ek
gR  	 *3+#1#42#-04L1I+!  	 p a r a   t o d o s   l o s   s e r v i c i o s   a s i n c r  n i c o s 	 P o u r   t o u s   l e s   s e r v i c e s   a s y n c h r o n e 	 f  r   a l l e   A s y n c - D i e n s t e   	 4;O  2A5E  A;C61  0A8=E@>=870F88	 P e r   t u t t i   i   s e r v i z i   d i   a s y n c   	 ,EJ9  ./E'*  :J1  'DE*2'EF	 p a r a   t o d o s   o s   s e r v i  o s   a s s i n c r o n i z a d o s 	 T  m   e _z a m a n s 1z   s e r v i s l e r   i  i n 	 C h o   t t   c   c  c   d c h   v   b t   n g   b   	 U n t u k   S e m u a   L a y a n a n   P e m b e d a   	 u n t u k   s e m u a   p e r k h i d m a t a n   t a k   s e g e r a k 	 8	-	@	  	$	A	2	M	/		>	2	?		  8	G	5	>			  	G	  2	?		   	 T i l   A l l e   A s y n c   T j e n e s t e r 	 P r o   v ae c h n y   A s y n c   s l u ~b y 	 D l a   w s z y s t k i c h   n i e z s y n c h r o n i z o w a n y c h   s e r w i s  w 	  s s z e s   a s z i n k r o n   s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   a s y n k r o n i s i l l e   p a l v e l u i l l e 	 F o r   a l l e   a s y n k r o n t j e n e s t e r 	 P r e   v ae t k y   s l u ~b y   A s y n c 	 v o o r   a l l   a s y n c h r o n e   d i e n s t e n 	 F  r   a l l   o s y n k r o n i s e r i n g   	 Z a   s v e   a s i n k r o n e   u s l u g e 	 p e n t r u   t o a t e   s e r v i c i i l e   a s i n c r o n e   	 Z a   V s e   U s l u g e   A s y n c 	         A s y n c 	       	 0  A8G:8  !8=E@.   #A;C38	 8	0	M	5	  	8	?			  8	G	5	G		0	?	$	>		 (1'  GEG  ./E'*  F'GE'E  3'2	 *E'E  '3F  ./E'*    D	     	 		  					  					  				  	 8
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	       	 o k w a w o   w o n k e   a m a s e v i s i   e - a s y n c 	 y a z o   z o n k e   i i n k o n z o   z o k u n g a n g q a m . 	 k w a   h u d u m a   z o t e   z a   a s y n c 	 v i r   a l l e   a - s i n k r o n i e s e   d i e n s t e 	 v i s o m s   a s i n c h r o n i n m s   p a s l a u g o m s   	 v i s i e m   a s i n h r o n i e m   p a k a l p o j u m i e m 	 k  i g i   a s  n k r   t e e n u s t e   j a o k s   	 bxlx  a}kvxv  na|auxiuxvvek  pata	     	 p e n t r u   t o a t e   s e r v i c i i l e   d e   a s i n c r o n i z a r e   	 
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	 8.8M$  8?M  8G,>A!?  *>	 	 				  							'   									  					 B  t  n   a s i n x r o n   x i d m Yt l Yr i      n 	 @b	gpuek
gR	 p e r   a   t o t s   e l s   s e r v e i s   a s  n c r o n s   	 p o u r   t o u s   l e s   s e r v i c e s   a s y n c .   	 f y r i r   a l l a    s t i l l t a    j  n u s t u   	 p a r a   t o d o s   l o s   s e r v i c i o s   d e   a s i n c r o n i z a c i  n   	 70  A8B5  CA;C38  70  0A8=E@>=870F8X0  	 p a r a   t o d o s   o s   s e r v i  o s   d e   a s s i n c r o n i a   	 z a   s v e   a s i n h   u s l u g e   	 y a   d i t s h e b e l e t s o   t s o h l e   t s a   k a m a h a n y .   	 p a r a   s a   l a h a t   n g   m g a   s e r b i s y o n g   a s y n c   	 f o r   a l l   a s y n c   s e r v i c e s   	 d o m i n   d u k a   h i d i m o m i n   b a   a i k i   d a   a i k i   b a 	 f u n   g b o g b o   a w n   i c  t i   a   k  i   ce   p   	 10@;K  =45ABV@V;<535=  K7<5BB5@V  HV=  
 
 S T R _ L 4 _ A L L _ S Y N C _ S E R V I C E S 	 S e t t i n g 	 U N L I M 	 F o r   A l l   S y n c   S e r v i c e s   . 	 f o r   a l l   s y n c   s e r v i c e s   	 @b	gTek
gR  	 @b	gTek
gR  	 *3+#1#42#4L1I+!  	 p a r a   t o d o s   l o s   s e r v i c i o s   s i n c r  n i c o s 	 P o u r   t o u s   l e s   s e r v i c e s   s y n c h r o n e 	 f  r   a l l e   S y n c - D i e n s t e   	 4;O  2A5E  A;C61  A8=E@>=870F88	 P e r   t u t t i   i   s e r v i z i   d i   s y n c   	 ,EJ9  ./E'*  'DE*2'EF	 p a r a   t o d o s   o s   s e r v i  o s   s i n c r o n i z a d o s 	 T  m   e _z a m a n l 1  s e r v i s l e r   i  i n 	 C h o   t t   c   c  c   d c h   v   n g   b   	 U n t u k   S e m u a   L a y a n a n   P e n y e s u a i   	 u n t u k   s e m u a   p e r k h i d m a t a n   s e g e r a k 	 8	-	@	  $	A	2	M	/		>	2	?		  8	G	5	>			  	G	  2	?		   	 T i l   A l l e   S y n c   T j e n e s t e r 	 P r o   v ae c h n y   S y n c   s l u ~b y 	 D l a   w s z y s t k i c h   z s y n c h r o n i z o w a n y c h   s e r w i s  w 	  s s z e s   s z i n k r o n   s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   s y n k r o n i s i l l e   p a l v e l u i l l e 	 F o r   a l l e   s y n k r o n t j e n e s t e r 	 P r e   v ae t k y   s l u ~b y   S y n c 	 v o o r   a l l   s y n c h r o n e   d i e n s t e n 	 F  r   a l l   s y n k r o n i s e r i n g   	 Z a   s v e   s i n k r o n e   u s l u g e 	 p e n t r u   t o a t e   s e r v i c i i l e   s i n c r o n e   	 Z a   V s e   U s l u g e   A s y n c 	         S y n c 	       	 0  A8G:8  A8=E@.   #A;C38	 8	0	M	5	  8	?			  8	G	5	G		0	?	$	>		 (1'  GEG  ./E'*  GE'E  3'2	 *E'E  3F  ./E'*    D	     	 		  				  					  				  	 8
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	       	 o k w a w o   w o n k e   a m a s e v i s i   e - s y n c 	 y a z o   z o n k e   i i n k o n z o   z o n g q a m . 	 k w a   h u d u m a   z o t e   z a   s y n c 	 v i r   a l l e   s i n k r o n i e s e   d i e n s t e 	 v i s o m s   s i n c h r o n i n m s   p a s l a u g o m s   	 v i s i e m   s i n h r o n i e m   p a k a l p o j u m i e m 	 k  i g i   s  n k r   t e e n u s t e   j a o k s   	 bxlx  }kvxv  na|auxiuxvvek  pata	     	 p e n t r u   t o a t e   s e r v i c i i l e   d e   s i n c r o n i z a r e   	 
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gR	 p e r   a   t o t s   e l s   s e r v e i s   s  n c r o n s   	 p o u r   t o u s   l e s   s e r v i c e s   s y n c .   	 f y r i r   a l l a   s t i l l t a    j  n u s t u   	 p a r a   t o d o s   l o s   s e r v i c i o s   d e   s i n c r o n i z a c i  n   	 70  A8B5  CA;C38  70  A8=E@>=870F8X0  	 p a r a   t o d o s   o s   s e r v i  o s   d e   s i n c r o n i z a   o   	 z a   s v e   s i n h   u s l u g e   	 y a   d i t s h e b e l e t s o   t s o h l e   t s e   s e n g   t s a   k a m a h a n y .   	 p a r a   s a   l a h a t   n g   m g a   s e r b i s y o n g   s y n c   	 f o r   a l l   s y n c   s e r v i c e s   	 d o m i n   d u k a   h i d i m o m i n   k u m a   a i k i   d a   a i k i   	 f u n   g b o g b o   a w n   i c   m  ci cp    	 10@;K  =45ABV@V;35=  K7<5BB5@V  HV=  
 
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gR  	 *3+#14L'#I-!9%1I+!  	 p a r a   e l   s i n c r o n i s m o   d e   t o d o s   l o s   c i r c u i t o s   d e   d a t o s 	 P o u r   t o u s   l e s   c i r c u i t s   d e   d o n n  e s   s y n c h r o n e 	 f  r   g e s a m t e s   D a t e n s c h a l t k r e i s - S y n c   	 4;O  2A5E  40==KE  F8:;0  0A8=E@>=870F88  	 P e r   t u t t i   i   s y n c   c i r c u i t o   d a t i   	 ,EJ9  'D(J'F'*  'DE*2'EF)	 p a r a   t o d a s   s i n c r o n i z a   e s   d e   c i r c u i t o s   d e   d a d o s 	 T  m   v e r i   e _i t l e m e   d e v r e l e r i   i  i n 	 C h o   t t   c   c  c   d   l i u   m i   n g   b 	 U n t u k   S e m u a   R a n g k a i a n   P e n y e s u a i   D a t a   	 u n t u k   s e m u a   l i t a r   d a t a   s e g e r a k 	 8	-	@	  !	>		>	  8	0	M		?		  $	A	2	M	/		>	2	?		  	G	  2	?		   	 T i l   A l l e   D a t a   K r e d s l  b   S y n c 	 P r o   c e l    d a t o v    o k r u h   S y n c 	 D l a   s y n c h r o n i z a c j i   o b r o t u   w s z e l k i m i   d a n y m i 	  s s z e s   a d a t h  l  z a t i   s z i n k r o n   s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   d a t a p i i r i s y n k r o n i s i l l e 	 F o r   a l l e   s y n k r o n e   d a t a s a m b a n d 	 P r e   v ae t k y   s l u ~b y   d  t o v  h o   o k r u h u   S y n c 	 v o o r   a l l e   g e g e v e n s c i r c u i t   s y n c h r o o n 	 F  r   a l l   d a t a s y n k r o n i s e r i n g   	 Z a   s v e   s i n k r o n e   k r u g o v e   p o d a t a k a 	 p e n t r u   t o a t e   c i r c u i t e l e   d e   d a t e   s i n c r o n e   	 Z a   V s e   P o d a t k e   O b s e g a   S y n c   	       S y n c     	         	 0  A8G:8  0==8  @J3>2>  !8=E@. 	 8	0	M	5	  !	G		>	  8	0	M		?		  8	?			  8	G	5	G		0	?	$	>		 (1'  GEG  GE'E  3'2  G'  E/'1  /'/G	 *E'E    y'  31y  3F    D	         	 		  				  							  				  		  				  	 8
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	         	 o k w a y o   y o n k e   i - d a t a   c i r c u i t   s y n c   	 y a l o   l o n k e   u n g q a m .   l w e - d a t a   y e s e k e t h i 	 K w a   d a t a   z o t e   z a   m z u n g u k o   w a   s y n c 	 v i r   a l l e   d a t a b a a n - s i n k r o n i s a s i e 	 v i s i e m s   s i n c h r o n i n i a m s   d u o m e n s  k a n a l a m s   	 v i s a i   d a t u   7d e i   s i n h r o n i 	 k  i g i   a n d m e s i d e k o n t u u r i d e   j a o k s   	 bxlx  }kvxv  ~ualvek  xmavtav  oazxrkvek  pata	       	 p e n t r u   s i n c r o n i z a r e a   t u t u r o r   c i r c u i t e l o r   d e   d a t e   	 
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 
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gR  	 *3+#1-04L'#I-!9%1I+!	 p a r a   e l   a s i n c r o n i s m o   d e   t o d o s   l o s   c i r c u i t o s   d e   d a t o s 	 P o u r   t o u s   l e s   c i r c u i t s   d e   d o n n  e s   a s y n c h r o n e 	 f  r   g e s a m t e s   D a t e n s c h a l t k r e i s - A s y n c   	 4;O  2A5E  40==KE  F8:;0  0A8=E@>=870F88  	 P e r   t u t t i   g l i   A s y n c   C i r c u i t o   D a t i   	 ,EJ9  'D(J'F'*  :J1  'DE*2'EF)	 p a r a   t o d a s   a s s i n c r o n i z a   e s   d o   c i r c u i t o   d e   d a d o s 	 T  m   e _z a m a n s 1z   v e r i   d e v r e l e r i   i  i n 	 C h o   t t   c   c  c   d   l i u   m i   b t   n g   b 	 U n t u k   S e m u a   R a n g k a i a n   P e m b e d a   D a t a   	 u n t u k   s e m u a   l i t a r   d a t a   t a k   s e g e r a k 	 8	-	@	  !	>		>	  8	0	M		?		  	$	A	2	M	/		>	2	?		  	G	  2	?		   	 T i l   A l l e   D a t a   K r e d s l  b   A s y n c 	 P r o   c e l    d a t o v    o k r u h   A s y n c 	 D l a   a s y n c h r o n i z a c j i   o b r o t u     w s z e l k i m i   d a n y m i 	  s s z e s   a d a t h  l  z a t i   a s z i n k r o n   s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   d a t a p i i r i a s y n k r o n i s i l l e 	 F o r   a l l e   a s y n k r o n e   d a t a s a m b a n d 	 P r e   v ae t k y   s l u ~b y   d  t o v  h o   o k r u h u   A S y n c 	 v o o r   a l l e   g e g e v e n s c i r c u i t   a s y n c h r o o n 	 F  r   a l l   d a t a o s y n k r o n i s e r i n g   	 Z a   s v e   a s i n k r o n e   k r u g o v e   p o d a t a k a 	 p e n t r u   t o a t e   c i r c u i t e l e   d e   d a t e   a s i n c r o n e   	 Z a   V s e   P o d a t k e   O b s e g a   A s y n c   	       A s y n c     	         	 0  A8G:8  0==8  @J3>2>  A8=E@. 	 8	0	M	5	  !	G		>	  8	0	M		?		  	8	?			  8	G	5	G		0	?	$	>		 (1'  GEG  F'GE'E  3'2  G'  E/'1  /'/G	 *E'E  y'  31y  '  3F    D	         	 		  				  							  					  		  				  	 8
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 
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gR  	 *3+#1#42##0  G P R S   1I+!  	 p a r a   t o d o s   l o s   s e r v i c i o s   p o r t a d o r e s   G P R S 	 P o u r   t o u s   l e s   s e r v i c e s   G P R S   a u   p o r t e u r 	 f  r   a l l e   G P R S - I n h a b e r d i e n s t e   	 4;O  2A5E  A;C61  ?5@540G8  G P R S 	 P e r   t u t t i   i   s e r v i z i   d i   p o r t a t o r e   G P R S   	 -'ED  ./E'*  G P R S 	 p a r a   t o d o s   o s   s e r v i  o s   G P R S   s u p o r t a d o s 	 T  m   G P R S   d e s t e k   s e r v i s l e r i   i  i n 	 C h o   t t   c   c  c   d c h   v   c h u y n     G P R S 	 U n t u k   S e m u a   L a y a n a n   G P R S   	 u n t u k   s e m u a   p e r k h i d m a t a n   p e m b a w a   G P R S   	 8	-	@	  G P R S   ,	@	/	0	0	  8	G	5	>			  	G	  2	?		 	 T i l   A l l e   G P R S   I h  n d e h a v e r   T j e n e s t e r 	 P r o   v ae c h n y   n o s n    s l u ~b y   G P R S 	 D l a   w s z y s t k i c h   [w i a d c z c y c h   u s Bu g i   G P R S 	  s s z e s   G P R S - h o r d o z    s z o l g  l t a t  s   s z  m  r a 	 K a i k i l l e   G P R S - k a n t a j a p a l v e l u i l l e 	 F o r   a l l e   G P R S   o v e r f  r i n g s t j e n e s t e r 	 P r e   v ae t k y   n o s n    s l u ~b y   G P R S 	 v o o r   a l l e   G R P S - d r a a g g o l f d i e n s t e n 	 F  r   a l l a   G P R S - t j  n s t e r   	 Z a   s v e   u s l u g e   G P R S   p r i j e n o s a 	 p e n t r u   t o a t e   s e r v i c i i l e   p u r t t o a r e i   G P R S   	 Z a   V s e   G P R S   U s l u g e   N o s i l c e v 	           G P R S 	       G P R S   	 0  A8G:8  #A;C38  70  G P R S   >A8B5;8  	 8	0	M	5	  	@	*	@		0		8	  ,	?	/	0	0	  8	G	5	G		0	?	$	>		 (1'  GEG  ./E'*  -'ED  G P R S 	 *E'E  G P R S   (11  ./E'*    D	       	 		  		  		  		  		  							  					  				  	 8
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gR	 p e r   a   t o t s   e l s   s e r v e i s   d e   p o r t a d o r   d e   G P R S   	 p o u r   t o u s   l e s   s e r v i c e s   d e   s u p p o r t   G P R S   	 f y r i r   a l l a   G P R S - f l u t n i n g s  j  n u s t u   	 p a r a   t o d o s   l o s   s e r v i c i o s   d e l   p o r t a d o r   G P R S   	 70  A8B5  CA;C38  =0  =>A8B5;>B  =0  G P R S     	 p a r a   t o d o s   o s   s e r v i  o s   d e   p o r t a d o r   d e   G P R S   	 z a   s v e   G P R S   u s l u g e     n o s i o c a 	 y a   d i t s h e b e l e t s o   t s o h l e   t s a   s e j a r i   s a   G P R S   	 p a r a   s a   l a h a t   n g   m g a   s e r b i s y o n g   G P R S   b e a r e r   	 f o r   a l l   G P R S   b e a r e r   s e r v i c e s   	 d o m i n   d u k a n   m a s u   h i d i m o m i n   G P R S 	 f u n   g b o g b o   o l  g b    G P R S   a w n   i c  	 10@;K  G P R S   45@5:B5@  B0ACHK  K7<5BB5@V  HV=  
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gR	 p e r   a   t o t s   e l s   s e r v e i s   P D S   d e   d a d e s   	 p o u r   t o u s   l e s   s e r v i c e s   d e   d o n n  e s   P D S   	 f y r i r   a l l a   P D S - g a g n a  j  n u s t u   	 p a r a   t o d o s   l o s   s e r v i c i o s   P D S   d e   d a t o s   	 70  A8B5  CA;C38  70  ?>40B>F8  >4  P D S   	 p a r a   t o d o s   o s   s e r v i  o s   P D S   d e   d a d o s   	 z a   s v e   i n f o r m a t i v n e   P D S   u s l u g e   	 y a   d i t s h e b e l e t s o   t s o h l e   t s a   P D S   t s a   d a t a   	 p a r a   s a   l a h a t   n g   m g a   s e r b i s y o n g   d a t a   P D S   	 f o r   a l l   d a t a   P D S   s e r v i c e s   	 d o m i n   m a s u   h i d i m o m i n   d a t a   n a   P D S 	 f u n   g b o g b o   a w n   i c  d a t a   P D S   	 10@;K  45@5:B5@  P D S   K7<5BB5@V  HV=  
 
 S T R _ U N K N O W N _ C A U S E 	 S e t t i n g 	 U N L I M 	 U n k n o w n   C a u s e ! . 	 U n k n o w n   c a u s e 	 
NfSV	 
NfSV	 D!H#2*2@+8	 C a u s a   d e s c o n o c i d a 	 C a u s e   i n c o n n u e 	 U n b e k a n n t e   U r s a c h e 	 58725AB=0O  ?@8G8=0	 C a u s a   s c o n o s c i u t a 	 'D3((  :J1  E91HA	 C a u s a   d e s c o n h e c i d a 	 B i l i n m e y e n   n e d e n 	 K h  n g   r    n g u y  n   n h  n 	 S e b a b   t a k   d i k e n a l 	 S e b a b   t i d a k   d i k e t a h u i 	 		M		>	$	  	>	0	#		 U k e n d t   g r u n d ! 	 N e z n  m    p Y 
i n a ! 	 N i e z n a n a   p r z y c z y n a ! 	 I s m e r e t l e n   o k 	 T u n t e m a t o n   s y y ! 	 U k j e n t    r s a k ! 	 N e z n  m a   p r  
i n a ! 	 O n b e k e n d e   o o r z a a k 	 O k  n d   o r s a k ! 	 N e p o z n a t a   u z r o k ! 	 C a u z   n e c u n o s c u t 	 N e z n a n   V z r o k ! 	   ! 	     	 58725AB=0  @8G8=0! 	 	>	0	#	  .	>	9	?	$	  (	>	9	@	  ! 	 9D*  F'E9DHE  '3*	 ! F'  E9DHE  3((	   	 					  					 ,
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  



  	   	 I m b a n g e l a   e n g a z i w a 	 U n o b a n g e l a   u n g a z i w a y o 	 S a b a b u   i s i o j u l i k a n a 	 O n b e k e n d e   o o r s a a k 	 N e ~i n o m a   p r i e ~a s t i s 	 N e z i n m s   c l o n i s 	 T u n d m a t u   p  h j u s 	 1vpau  zasa|	   	 C a u z   n e c u n o s c u t 	 

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 
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a s   u p o z o r n n  ! 	 U s t a w   c z a s o m i e r z   s y g n a Bu   p r z y p o m i n a n i a 	 E m l  k e t e t  s i   i d Q  b e  l l  t  s a 	 A s e t a   m u i s t u t u s a j a s t i n 	 S t i l l   i n n   p  m i n n e r t i d t a k e r 	 N a s t a v i e  d o b u   u p o z o r n e n i a 	 H e r i n n e r i n g s t i j d   i n s t e l l e n 	 S t  l l   p  m i n e l l s e 	 P o d e s i t e   t i m e r   p o d s j e t n i k a 	 R e g l a r e   a l a r m   d u r a t   a p e l 	 N a s t a v i   T a j m e r   O p o m n i k a   	     	     	 0409  "09<5@  p d   0?><=O=5	 0	?	.	>			!	0	  8	.	/		  8	G		  	0	>		 *F8E  2E'F  '/"H1	 '/  /'F  1'F  H'D'  y'&E1  3y  ,&	     	 					  						  			  			  				  	 8
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 
 S T R _ S C R 8 0 9 4 _ M N G C A L L _ C A L W A I T _ M E N U _ C A P T I O N 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 C A L L   W A I T I N G   M E N U   C A P T I O N 	 C a l l   w a i t i n g 	 qI{_	 |TSI{_	 *2"@#5"I-	 L l a m a d a   e n   e s p e r a 	 A p p e l   e n   a t t e n t e 	 A n k l o p f e n 	 6840=85  2K7>20	 C h i a m a t a   i n   a t t e s a 	 'F*8'1  'DEC'DE'*	 C h a m a d a   e m   e s p e r a 	 A r a m a   B e k l i y o r 	 C h     c h   c u c   g i 	 M e n u n g g u   P a n g g i l a n 	 P a n g g i l a n   m e n u n g g u 	 	I	2	  *	M	0	$	@		M	7	>		 O p k a l d   v e n t e r 	 S l u ~b a   h o v o r o  n a   l i n c e 	 P o Bc z e n i e   o c z e k u j c e 	 H  v  s v  r a k o z t a t  s 	 K o p u t u s 	 S a m t a l e   v e n t e r 	 S l u ~b a   
a k a n i a   n a   h o v o r 	 G e s p r e k   i n   d e   w a c h t 	 S a m t a l   v  n t a r 	 P o z i v   n a   
e k a n j u 	 A p e l    n   a _t e p t a r e 	 K l i c   N a   a k a n j u 	     	   	 '0:0I>  >28:20=5	 	I	2	  *	M	0	$	?		M	7	G	$		 *E'3  /1  'F*8'1	 'D    '  'F*8'1	   	 	  										 
>
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  5
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	 >2M  5F/??M	 GV:C20==O  28:;8:C	 


  








	   	 U c i n g o   o l u l i n d i l e 	 I f o w n i   i l i n d i l e 	 M w i t o   w a   k u s u b i r i 	 O p r o e p - w a g f u n k s i e 	 S k a m b u 
i o   l a u k i m a s 	 Z v a n a   g a i d +aa n a 	 K  n e   o o t e l 	 6avck  }za}xt	   	 A p e l    n   a _t e p t a r e 	 
K
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
M
	 2  *GM7>0$	 	 		  										 Z Yn g i n   g  z l Yn i l m Ys i 	 O_c	 T r u c a d a   e n   e s p e r a 	 A p p e l   e n   a t t e n t e 	 S  m t  l      b i  	 L l a m a d a   e n   e s p e r a 	 >28:  =0  G5:0Z5	 C h a m a d a   e m   e s p e r a 	 P o z i v   n a   
e k a n j u 	 H o   t s h w a r i s a   m o h a l a 	 P a g h i h i n t a y   n g   t a w a g 	 C a l l   w a i t i n g 	 K i r a   n a   j i r a 	  p    n d  r  	 >K@0C  H0;C  :BC45	 D e i a   z a i n 	 N a g h i h i n t a y   n a   t a w a g 	 C h a m a d a   e n   e s p e r a 	 O k u   n a - e c h e 	 G l a o   a g   f e i t h e a m h 
 
 S T R _ S C R 8 0 9 4 _ M N G C A L L _ C A L W A I T _ M E N U _ Q U E R Y 	 S e t t i n g 	 I C O N T E X T 	 C A L L   W A I T I N G   Q U E R Y   O P T I O N 	 Q u e r y   s t a t u s 	 gb	 g	 *202#-C
I	 E s t a d o   d e   c o n s u l t a 	 S t a t u t   d e   l a   r e q u  t e 	 A b f r a g e s t a t u s 	 0?@>A  AB0BCA0	 S t a t o   d i   I n t e r r o g a z i o n e 	 'D3$'D  9F  'D-'D)	 E s t a d o   d a   c o n s u l t a 	 S o r d u   d u r u m u 	 X  c   n h   t r n g   t h  i 	 S t a t u s   P e r t a n y a a n 	 S t a t u s   p e r t a n y a a n 	 *	B		$	>		  8	M	%	?	$	?		 F o r e s p  r g s e l s   S t a t u s 	 O v Yi t   s t a v 	 S t a t u s   z a p y t a n i a 	 L e k  r d e z  s    l l a p o t a 	 K y s e l y   t i l a 	 A n m o d n i n g s t i l s t a n d 	 O v e r i e  s t a v 	 O p v r a a g t o e s t a n d 	 H  m t a   s t a t u s 	 S t a t u s   u p i t a 	 S t a r e   i n t e r o g a r e 	 S t a n j e   P o i z v e d b e 	     	   	 !B0BCA  =0  0O2:0B0	 *	M	0	6	M	(	>		@	  8	M	%	?	$	@		 '3*9D'E  H69J*	 3H'D  '  '3yy3	   	 									  										 8
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	 M5F0@  8MG8M	 !B0=  70?8BC	 





  





	   	 I s i m o   s o m b u z o 	 I w o n g a   l o m b u z o 	 H a d h i   y a   u l i z o 	 B e v r a a g t e k e n   s t a t u s 	 U ~k l a u s o s   b ks e n a 	 V a i c j u m a   s t a t u s s 	 P  r i n g u   o l e k 	 @atav  oaca~ksao	   	 I n t e r o g a r e   s t a r e 	 
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	 ?M>8>  8M%?$?	 	 							  							 S o r u   d u r u m u 	 I{PrKa	 E s t a t   d e   l a   c o n s u l t a 	 S t a t u t   d e   l a   r e q u  t e 	 S t a  a   b e i  n i 	 E s t a d o   d e   l a   s o l i c i t u d 	 !B0BCA  70  10@0Z5	 S t a t u s   d a   c o n s u l t a 	 S t a t u s   i s p i t i v a n j a 	 B o e m o   b a   p o t s o 	 E s t a d o   n g   p a g t a n o n g 	 Q u e r y   s t a t u s 	 M a s a y i n   t a m b a y a 	 I p     b   r  	 !@0C;0@  :9V	 G a l d e k i z u n a r e n   e g o e r a 	 E s t a d o   n g   q u e r y 	 E s t a d o   d a   c o n s u l t a 	 d   k w e r i 	 S t  d a s   a n   i a r r a t a i s 
 
 S T R _ S C R 8 0 9 6 _ M N G C A L L _ C A L L W A I T _ O N _ S U C C E S S _ C A P 	 S e t t i n g 	 U N L I M 	 C A L L   W A I T I N G   O N   S U C C E S S   S C R   C A P T I O N 	 S u c c e s s 	 [b	 [b	 *3@#G	  x i t o 	 R  u s s i t e 	 E r f o l g 	 6840=85  2K7>20	 S u c c e s s o .   	 F,'-	  x i t o 	 B a _a r 1l 1	 T h  n h   c  n g 	 S u k s e s 	 K e j a y a a n 	 8	+	2	$	>		 F u l d f  r t . 	  s p an . 	 W y k o n a n e   z   p o w o d z e n i e m . 	 K  s z ! 	 O n n i s t u i . 	 S u k s e s s . 	  s p e an e . 	 S u c c e s 	 L y c k a t s . . 	 U s p j e an o 	 O p e r a ci e   r e u _i t 	 U s p e ae n . 	 	 	 #A?5E. 	 		$	M	$	@	0	M	#		 EHAB  (H/	 'E'(	 . 	 				 8
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	 8FM8F8M	 #A?VH=>. 	 


	 	 I m p u m e l e l o 	 I m p u m e l e l o 	 I m e f a u l u 	 G e s l a a g 	 S k m i n g a i 	 V e i k s m +g i 	  n n e s t u s 	 @a{xr~e	 	 O p e r a ci e   r e u _i t 	 5
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
	 8+3$>	 	 				 U u r 	 bR	 C o r r e c t e 	 R  u s s i t e 	 T  k s t 	 E x i t o s o 	 #A?5H=>	 S u c e s s o 	 U s p e h 	 K a t l e h o 	 T a g u m p a y 	 S u c c e s s 	 C i n   g a b a 	 A ce y r  	 !BBV;V:	 A r r a k a s t a 	 T a g u m p a y 	  x i t o 	 A g a m n i i h u 	 D   i r i g h   l e i s 
 
 S T R _ S C R 8 0 9 6 _ M N G C A L L _ C A L L W A I T _ O N 	 U n d e f i n e d 	 U N L I M 	 C A L L   W A I T I N G   O N   s t r i n g 	 C a l l   w a i t i n g 	 qI{_	 |TSI{_	 *2"@#5"I-	 L l a m a d a   e n   e s p e r a 	 A p p e l   e n   a t t e n t e 	 A n k l o p f e n 	 6840=85  2K7>20	 C h i a m a t a   i n   A t t e s a 	 'F*8'1  'DEC'DE'*	 C h a m a d a   e m   e s p e r a 	 A r a m a   B e k l i y o r 	 C u c   g i   c h 	 M e n u n g g u   P a n g g i l a n 	 P a n g g i l a n   m e n u n g g u 	 	I	2	  *	M	0	$	@		M	7	>		 O p k a l d   V e n t e r 	 S l u ~b a   h o v o r o  n a   l i n c e 	 P o Bc z e n i e   o c z e k u j c e 	 H  v  s v  r a k o z t a t  s 	 K o p u t u s 	 S a m t a l e   v e n t e r 	 S l u ~b a   
a k a n i a   n a   h o v o r 	 G e s p r e k   i n   d e   w a c h t 	 S a m t a l   v  n t a r 	 P o z i v   n a   
e k a n j u 	 A p e l    n   a _t e p t a r e 	 K l i c   N a   a k a n j u 	     	   	 '0:0I>  >28:20=5	 	I	2	  *	M	0	$	?		M	7	G	$		 'F*8'1  E'DEG	 'D  '  'F*8'1	   	 	  										 
>
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  








	   	 U c i n g o   o l u l i n d i l e 	 I f o w n i   i l i n d i l e 	 M w i t o   w a   k u s u b i r i 	 O p r o e p - w a g f u n k s i e 	 S k a m b u 
i o   l a u k i m a s 	 Z v a n a   g a i d +aa n a 	 K  n e   o o t e l 	 ?avyk  }za}xt	   	 A p e l    n   a _t e p t a r e 	 
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
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	 2  *GM7>0$	 	 		  										 	 	 	 	 	 	 	 C h a m a d a   e m   e s p e r a 	 	 	 	 	 	 	 	 D e i a   z a i n 	 N a g h i h i n t a y   n a   t a w a g 	 C h a m a d a   e n   e s p e r a 	 O k u   n a - e c h e 	 G l a o   a g   f e i t h e a m h 
 
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i o   n u k r e i p i m a s 	 Z v a n a   p r a d r e s c i j a 	 K  n e   s u u n a m i n e 	 ?avyk  ~eapa}ea~xxt	   	 D e v i e r e   a p e l 	 
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 
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a s   n a   o d p o v 	 B r a k   c z a s u   n a   o d p o w i e d z 	 V  r a k o z  s i   i d Q	 E i   v a s t a u s a i k a a 	 I n g e n   s v a r t i d 	 }i a d n y   
a s   n a   o d p o v e 	 W a c h t t i j d 	 I n g e n   s v a r s t i d 	 N e m a   v r e m e n a   o d g o v o r a 	 F r   t i m p   d e   r s p u n s 	 N i   a s a   A n s 	       	     	 O<0  @5<5  70  B3>2>@	 		$	M	$	0	  5	G	3	  (	>	9	@		 2E'F  'F*8'1	 ,H'(  '  HB*  F	     	 					  		  						  			  	 
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e k a n j a 	 N a k o   y a   t s h w a r i s o 	 O r a s   n g   p a g h i h i n t a y 	 W a i t i n g   t i m e 	 L o k a c i n   j i r a 	  k  k    d  d  r  	 BC  C0KBK	 I t x o i t e n   a r i t u t a k o   d e n b o r a 	 O r a s   n g   p a g h i h i n t a y 	 T e m p o   d e   e s p e r a 	 O g e   n c h e r e 	 A m   f e i t h i m h 
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i u s 	 P r a d r e s t   v i s u s   b a l s s   z v a n u s 	 S u u n a   k  i k   h   l k  n e d 	 Neapa}ea~xel  bxlx  qauvaukv  oavyeh	       	 D e v i e r e   t o a t e   a p e l u r i l e   d e   v o c e 	 
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	 8.8M$  8M,0  2A!?  !>-0M  0(M$A	 	 				  					  			 B  t  n   s Ys l i   a r a m a l a r 1  y  n Yl t 	 Ic@b	gq	 D e s v i a   t o t e s   l e s   t r u c a d e s   d e   v e u 	 R e n v o y e r   t o u s   l e s   a p p e l s   v o c a u x 	 F l y t j a    l l   s  m t  l 	 D e s v i a r   t o d a s   l a s   l l a m a d a s   d e   v o z 	 @5=0A>G8  38  A8B5  3;0A>2=8  ?>28F8	 D e s v i a r   t o d a s   a s   c h a m a d a s   d e   v o z 	 P r e u s m e r i   s v e   g l a s o v n e   p o z i v e 	 K g e l o s a   m e h a l a   y o h l e   y a   l e n t s w e 	 I - d i v e r t   l a h a t   n g   m g a   b o s e s   n a   p a g t a w a g 	 D i v e r t   a l l   v o i c e   c a l l s 	 K a u c e   d u k a n   m u r y a n   k i r a 	 D a r    g b o g b o    p    o h  n 	 0@;K  40CKA  109;0=KAB0@K=0=  0CKBC	 D e i   g u z t i a k   d e s b i d e r a t u 	 I - d i v e r t   l a h a t   n g   m g a   b o s e s   n a   t a w a g 	 D e s v i a r   t o d a s   a s   c h a m a d a s   d e   v o z 	 D a i v a t i a   o k u   o l u   n i i l e 	 C u i r   c l a o n a d h   a r   g a c h   g l a o   g u t h a 
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i u s 	 P r a d r e s t   v i s u s   d a t u   z v a n u s 	 S u u n a   k  i k   a n d m e k  n e d 	 Neapa}ea~xel  bxlx  ~ualvek  oavyeh	       	 D e v i e r e   t o a t e   a p e l u r i l e   d e   d a t e 	 
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	     	 P h a m b u k i s a   u m a   k u n g a f i n y e l e l e k i 	 P h a m b u k i s a   u k u b a   a k a f u m a n e k i 	 C h e p u a   k a m a   h a p a t i k a n i 	 I n d i e n   o n b e r e i k b a a r 	 N u k r e i p t i ,   j e i   n e p a s i e k i a m a s 	 P r a d r e s t ,   j a   n a v   s a s n i e d z a m s 	 S u u n a ,   k u i   k  t t e s a a m a t u 	 Neapa}ea~xel  avpa}avelkxiuav  dezxt	 ,       	 D e v i e r e   d a c   e s t e   i n a c c e s i b i l 	 
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 S T R _ M E N U 8 2 3 9 _ C A L F W D _ V O I C E C A L L _ N O A N S W E R _ O P T I O N S 	 S e t t i n g 	 I C O N T E X T 	   C A L L   F O R W A R D   V O I C E   C A L L S   O P T I O N   N O   A N S W E R 	 D i v e r t   i f   n o   a n s w e r   o p t i o n s 	 !qNc}BfIcO	 e^T{ly	 B-*2"@!7H-D!H!51'@%7-2##1*2"	 D e s v i a r   s i   n o   h a y   o p c i o n e s   d e   r e s p u e s t a 	 R e n v o y e r   l ' a p p e l   s i   p a s   d ' o p t i o n s   d e   r  p o n s e 	 U m l e i t e n ,   w e n n   k e i n e   A n t w o r t o p t i o n e n 	 5@504@5A0F8O  2K7>20,   5A;8  =5B  >B25B0  	 D e v i a   s e   n o n   v i   s o n o   o p z i o n i   d i   r i s p o s t a 	 *-HJD  'DEC'DE'*  AJ  -'D)  9/E  'D1/	 D e s v i a r   s e   s e m   o p   e s   d e   r e s p o s t a 	 C e v a p l a n d 1r m a   a y a r l a r 1  y a p 1l m a m 1_s a   y  n l e n d i r 	 C h u y n   h n g   n u   k h  n g   t r   l i 	 A l i h k a n   J i k a   t a k   a d a   o p s i   j a w a b 	 A l i h k a n   j i k a   t i a d a   o p s y e n   j a w a p a n 	 	(	A	$	M	$	0	?	$	  5	?		2	M	*	  9	K	(	G	  *	0	  !	>		5	0	M		  	0	G			 V i d e r e s t i l   H v i s   I n t e t   S v a r   I n d s t i l l i n g e r 	 P Ye s m r o v a t ,   n e j s o u - l i   ~ d n    v o l b y   o d p o v d i 	 P r z e k a |  j e [l i   b r a k   o p c j i   o d p o w i a d a n i a 	  t i r  n y  t  s ,   h a   n e m   v  l a s z o l   -   b e  l l  t  s o k 	 S i i r r  ,   e l l e i   v a s t a u s v a l i n t o j a 	 O m l e d   d e r s o m   i n g e n   s v a r v a l g 	 P r e s m e r o v a e,   a k   n i e   s    ~i a d n e   v o >b y   o d p o v e d i 	 O p t i e s   v o o r   d o o r v e r b i n d e n   i n d i e n   g e e n   a n t w o o r d 	 V i d a r e k o p p l a   o m   d u   i n t e   k a n   s v a r a 	 P r e u s m j e r i   a k o   n e m a   o p c i j a   o d g o v o r a 	 R e d i r e c ci o n a r e   a p e l u r i   f r   r s p u n s   -   O p ci u n i 	 P r e u s m e r i   e   N i   M o ~n o s t i   O d g o v o r a 	               	         	 @5=0A>G8,   :>  O<0  B3>2>@  ?F888	 		$	M	$	0	>		>	  *	0	M	/	>	/	  (	8	G	2	  $	0	  !	>	/	5	0	M		  	0	>		 'F*B'D  /1  5H1*  F(H/  2FG  ~'3.H	 '1  ,H'(  '  '.*'1  F  H  *H  '&H1y  ,&	           	  			  			  					  		  				   					  								  					 
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	 /&?  ,M_8M$  %>  !>-0M  0(M$A	 	 			  							 M Y_u l d u r s a ,   y  n Yl t 	 _x-NIc	 D e s v i a   s i   e s t    o c u p a t 	 R e n v o y e r   s i   o c c u p  	 F l y t j a   e f      t a l i 	 D e s v i a r   s i   e s t    o c u p a d o 	 @5=0A>G8  4>:>;:C  5  70D0B5=>	 D e s v i a r   s e   o c u p a d o 	 P r e u s m e r i   u k o l i k o   j e   z a u z e t o 	 K g e l o s a   h a   e   p h a t h a h a n e 	 I - d i v e r t   k u n g   b u s y 	 D i v e r t   i f   b u s y 	 K a u c e   i d a n   y a n a   a i k i 	 D a r  ,   b i   o   b a   n ci c  l w 	 >A  1>;<0A0  0CKBC	 	 	 	 	 
 
 S T R _ M E N U 8 2 3 9 _ C A L F W D _ V O I C E C A L L _ U N C O N D I T I O N A L Y 	 S e t t i n g 	 I C O N T E X T 	   C A L L   F O R W A R D   V O I C E   C A L L S   O P T I O N   U N C O N D I T I O N A L 	 U n c o n d i t i o n a l 	 !qhN	 eagN	 D!H!5@7H-D	 I n c o n d i c i o n a l 	 S a n s   c o n d i t i o n 	 S t e t s   a k t i v i e r t 	 57CA;>2=0O	 S e n z a   r i s e r v e 	 :J1  E41H7	 I n c o n d i c i o n a l 	 k o _u l s u z 	 T  n h   t r n g   k h  n g   x  c   n h 	 T a k   b e r s y a r a t 	 T i d a k   b e r s y a r a t 	 	*	M	0	$	?	,		'	?	$		 U b e g r  n s e t 	 B e z p o d m  n e 
n 	 B e z w a r u n k o w o 	 F e l t  t e l   n  l k  l i 	 E h d o t o n 	 U b e t i n g e t 	 B e z p o d m i e n e 
n e 	 O n v o o r w a a r d e l i j k 	 A l l a   s a m t a l 	 B e z u v j e t n o 	 N e c o n d i ci o n a t 	 B r e z p o g o j n o 	   	   	 57CA;>2=>	 	(			!	?	6	(	2		 (/HF  417	 :1  E41H7	 	 				  							  			 ,
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 
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e   V s e   P r e u s m e r i t v e 	       	       	 B<5=8  A8G:8  @5=0A>G20=8O	 !	>	/	5	0	M		  	G	2	G	2	G	  8	0	M	5	  0	&	M	&	  	0	>		 D:H  GEG  'F*B'D  G'	 *E'E  '&H1y  EF3H.  ,&	     	 		  												  					  					 8
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 
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O	 ly@b	gƉeg5u	 B-*2"'45B-1I+!	 D e s v i a r   t o d a s   l a s   l l a m a d a s   d e   v  d e o 	 R e n v o y e r   t o u s   l e s   a p p e l s   v i d  o 	 A l l e   V i d e o a n r u f e   u m l e i t e n 	 B:;>=8BL  2A5  2845>2K7>2K	 D e v i a   t u t t e   l e   c h i a m a t e   v i d e o 	 *-HJD  ,EJ9  'DEC'DE'*  'DAJ/JH	 E n c a m i n h a r   t o d a s   a s   c h a m a d a s   d e   v  d e o 	 T  m   g  r  n t  l    a r a m a l a r 1  y  n l e n d i r 	 C h u y n   h n g   t t   c   c  c   c u c   g i   V i d e o   	 A l i h k a n   s e m u a   p a n g g i l a n   v i d e o 	 A l i h k a n   s e m u a   p a n g g i l a n   v i d e o 	 8	-	@	  5	@	!	?	/	K	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 M i n d e n   v i d e o h  v  s    t i r  n y  t  s a 	 	 	 	 A l l e   v i d e o - o p r o e p e n   d o o r v e r b i n d e n 	 	 	 R e d i r e c ci o n a r e a   t u t u r o r   a p e l u r i l o r   v i d e o 	 	 	         	 	 	 G/'J*  GEG  *E'3G'I  HJ/JHJI	 	 	 					  					  				  											  					 	 	 	 


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i u s 	 P r a d r e s t   v i s u s   v i d e o   z v a n u s 	 S u u n a   k  i k   v i d e o k  n e d 	 Neapa}ea~xel  bxlx  ~kdex  oavyeh	       	 D e v i e r e   t o a t e   a p e l u r i l e   v i d e o 	 
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	 8.8M$  -?!?  2A!?  !>-0M  0(M$A	 	 				  					'   		  								  				 B  t  n   v i d e o z Yn g l Yr i   y  n Yl t 	 Ic@b	gPq	 D e s v i a   t o t e s   l e s   t r u c a d e s   d e   v  d e o 	 R e n v o y e r   t o u s   l e s   a p p e l s   v i d  o s 	 F l y t j a    l l   m y n d s  m t  l 	 D e s v i a r   t o d a s   l a s   l l a m a d a s   d e   v i d e o 	 @5=0A>G8  38  A8B5  2845>  ?>28F8	 D e s v i a r   t o d a s   a s   c h a m a d a s   d e   v  d e o 	 P r e u s m e r i   s v e   v i d e o   p o z i v e 	 K g e l o s a   m e h a l a   y o h l e   y a   v i d e o 	 I - d i v e r t   l a h a t   n g   m g a   v i d e o   n a   p a g t a w a g 	 D i v e r t   a l l   v i d e o   c a l l s 	 K a u c e   d u k a n   k i r a n   n a   b i d i o 	 D a r    g b o g b o    p    f i d i o 	 0@;K  159=5  109;0=KAB0@K=0=  0CKBC
 
 S T R _ I D _ C A L L F W D _ V I D E O _ U N R E A C H A B L E 	 S e t t i n g 	 I C O N T E X T 	   C A L L   F O R W A R D   V I D E O   C A L L S   O P T I O N   U N R E A C H A B L E 	 D i v e r t   v i d e o   c a l l s   i f   u n r e a c h a b l e 	 !qlcBfIc
O	 T~
N0RlyƉeg5u	 B-*2"'45B-@!7H-4H-D!HDI	 D e s v i a r   t o d a s   l a s   l l a m a d a s   d e   v  d e o   s i   n o   c o n t e s t a 	 R e n v o y e r   l e s   a p p e l s   v i d  o   s i   n o n   d i s p o n i b l e 	 V i d e o a n r u f e   u m l e i t e n ,   w e n n   n i c h t   e r r e i c h b a r 	 B:;>=8BL  2845>2K7>2K,   5A;8  01>=5=B  =54>ABC?5=	 D e v i a   c h i a m a t e   v i d e o   s e   i r r a g g i u n g i b i l e 	 *-HJD  EC'DE'*  'DAJ/JH  '0'  D'  JECF  'DH5HD	 E n c a m i n h a r   c h a m a d a s   d e   v  d e o   s e   n  o   e s t i v e r   d i s p o n  v e l 	 G  r  n t  l    a r a m a l a r 1  u l a _1l a m a m a s 1  d u r u m u n d a   y  n l e n d i r   	 C h u y n   h n g     c u c   g i   V i d e o   n u   k h  n g   l i  n   l c   c 	 A l i h k a n   p a n g g i l a n   v i d e o   j i k a   t i d a k   t e r j a n g k a u 	 A l i h k a n   p a n g g i l a n   v i d e o   j i k a   t i d a k   d a p a t   d i h u b u n g i 	 *	9	A			  	G	  ,	>	9	0	  9	K	(	G	  *	0	  5	@	!	?	/	K	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 V i d e o h  v  s o k    t i r  n y  t  s a ,   h a   n e m   e l  r h e t Q	 	 	 	 V i d e o - o p r o e p e n   d o o r v e r b i n d e n   i n d i e n   o n b e r e i k b a a r 	 	 	 R e d i r e c ci o n a r e   a p e l u r i   v i d e o   c  n d   a b o n a t u l   n u   p o a t e   f i   c o n t a c t a t 	 	 	           	 	 	 G/'J*  *E'3G'I  HJ/JHJI  /15H1*  9/E  /3*13I	 	 	 								  			  					  				  											  					 	 	 	 

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i u s ,   j e i   n e p a s i e k i a m a s 	 P r a d r e s t   v i d e o   z v a n u s ,   j a   n a v   s a s n i e d z a m s 	 S u u n a   v i d e o k  n e d ,   k u i   k  t t e s a a m a t u 	 Neapa}ea~xel  ~kdex  oavyeh  avpa}avelkxiuav  dezxt	           	 D e v i e r e   a p e l u r i   v i d e o   d a c   e s t e   i n a c c e s i b i l 	 
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	 /&?  *9M  &B00G  %>(M$?  -?!?  2A!?  !>-0M  0(M$A	 	 					  										  						  				  					'   						  								  				 g Yr   b i r l Y_m Yk   m  m k  n   d e y i l ,   v i d e o z Yn g l Yr i   y  n Yl t 	 !qlcBfIcPq	 D e s v i a   t r u c a d e s   d e   v  d e o   s i    s   i n a c c e s s i b l e 	 R e n v o y e r   l e s   a p p e l s   v i d  o s   s i   i n a c c e s s i b l e 	 F l y t j a   m y n d s  m t  l   e f   e k k i   n  s t    	 D e s v i a r   l l a m a d a s   d e   v i d e o   s i   n o   s e   p u e d e   a c c e d e r 	 @5=0A>G8  38  2845>  ?>28F8B5  4>:>;:C  A5  =54>AB0?=8	 D e s v i a r   c h a m a d a s   d e   v  d e o   s e   f o r a   d e    r e a   	 P r e u s m e r i   v i d e o   p o z i v e   u k o l i k o   j e   n e d o s t u p n o 	 K g e l o s a   m e h a l a   y a   v i d e o   h a   o   s a   f i h l e l e h e 	 I - d i v e r t   a n g   m g a   v i d e o   n a   p a g t a w a g   k u n g   h i n d i   m a t a t a w a g a n 	 D i v e r t   v i d e o   c a l l s   i f   u n r e a c h a b l e 	 K a u c e   d u k a n   k i r a   n a   b i d i o   i d a b   b a i   k a i   b a 	 D a r    a w n    p    f i d i o   b    k    s    l a r w t o 	 >;  65B:VAV7  1>;A0  159=5  109;0=KAB0@K=0=  0CKBC
 
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O	 e^T{lyƉeg5u	 B-*2"'45B-@!7H-D!H#1*2"	 D e s v i a r   t o d a s   l a s   l l a m a d a s   d e   v  d e o   s i   n o   c o n t e s t a 	 R e n v o y e r   l e s   a p p e l s   v i d  o   s i   p a s   d e   r  p o n s e 	 V i d e o a n r u f e   u m l e i t e n ,   w e n n   k e i n e   A n t w o r t 	 B:;>=8BL  2845>2K7>2K,   5A;8  01>=5=B  =5  >B25G05B	 D e v i a   c h i a m a t e   v i d e o   s e   n e s s u n a   r i s p o s t a 	 *-HJD  'DEC'DE'*  'DAJ/JH  '0'  DE  J1/  9DJG'	 E n c a m i n h a r   c h a m a d a s   d e   v  d e o   s e   n  o   h o u v e r   r e s p o s t a 	 G  r  n t  l    a r a m a l a r 1  c e v a p   v e r i l m i y o r s a   y  n l e n d i r   	 C h u y n   h n g     c u c   g i   V i d e o   n u   k h  n g   t r   l i 	 A l i h k a n   p a n g g i l a n   v i d e o   j i k a   t i d a k   a d a   j a w a b a n 	 A l i h k a n   p a n g g i l a n   v i d e o   j i k a   t i a d a   j a w a p a n 	 	(	A	$	M	$	0	?	$	  9	K	(	G	  *	0	  5	@	!	?	/	K	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 V i d e o h  v  s o k   a t i r  n y  t  s a ,   h a   n i n c s   v  l a s z 	 	 	 	 V i d e o - o p r o e p e n   d o o r v e r b i n d e n   i n d i e n   o n b e a n t w o o r d 	 	 	 R e d i r e c ci o n a r e   a p e l u r i   v i d e o   f r   r s p u n s 	 	 	           	 	 	 G/'J*  *E'3G'I  HJ/JHJI  /15H1*  ~'3.  F/'/F	 	 	 					  		  				  					  				  											  					 	 	 	 

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     	 P h a m b u k i s a   i z i n g c i n g o   z e z w i   u m a   k u n g e n a m p e n d u l o 	 P h a m b u k i s a   i i f o w n i   z e v i d i y o   u k u b a   a k u k h o   m p e n d u l o 	 C h e p u a   s i m u   z a   v i d e o   k a m a   h a k u n a   j i b u 	 H e r l e i   v i d e o - o p r o e p e   i n d i e n   g e e n   a n t w o o r d   n i e 	 N u k r e i p t i   v a i z d o   s k a m b u 
i u s ,   j e i   n e a t s a k o m a 	 P r a d r e s t   v i d e o   z v a n u s ,   j a   n e a t b i l d 	 S u u n a   v i d e o k  n e d ,   k u i   e i   v a s t a 	 Neapa}ea~xel  ~kdex  oavyeh  yzaa}mavelx  dezxt	 D i v e r t   v i d e o   c a l l s   i f   n o   a n s w e r 	 D e v i e r e   a p e l u r i   v i d e o   d a c   n u   e x i s t   r s p u n s 	 .
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	 /&?  	$M$0  (&?(M$?  -?!?  2A!?  !>-0M  0(M$A	 	 			  					  						  					'   						  								  				 C a v a b   y o x d u r s a ,   v i d e o z Yn g l Yr i   y  n Yl t 	 !qaT{BfIcPq	 D e s v i a   t r u c a d e s   d e   v  d e o   s i   n o   r e s p o n 	 R e n v o y e r   l e s   a p p e l s   v i d  o s   s i   a p p e l   n o n   r  p o n d u 	 F l y t j a   m y n d s  m t  l   e f   e k k i   e r   s v a r a  	 D e s v i a r   l l a m a d a s   d e   v i d e o   s i   n o   e x i s t e   r e s p u e s t a 	 @5=0A>G8  38  2845>  ?>28F8B5  4>:>;:C  =5<0  >43>2>@	 D e s v i a r   c h a m a d a s   d e   v  d e o   s e   n  o   a t e n d e   	 P r e u s m e r i   v i d e o   p o z i v e   u k o l i k o   n e m a   o d g o v o r a 	 K g e l o s a   m e h a l a   y a   v i d e o   h a   h o   s a   k a r a b o 	 I - d i v e r t   a n g   m g a   v i d e o   n a   p a g t a w a g   k u n g   w a l a n g   s a g o t 	 D i v e r t   v i d e o   c a l l s   i f   n o   a n s w e r 	 K a u c e   d u k a n   k i r a   n a   b i d i o   i d a n   b a b u   a m s a 	 D a r    a w n    p    f i d i o   b    k    b    d  h  n 	 35@  60C0?  15@<5A5  159=5  109;0=KAB0@K=0=  0CKBC
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 S T R _ I D _ C A L L F W D _ V I D E O _ B U S Y 	 S e t t i n g 	 I C O N T E X T 	   C A L L   F O R W A R D   V I D E O   C A L L S   O P T I O N   I F   B U S Y 	 D i v e r t   v i d e o   c a l l s   i f   b u s y 	 _}BfIc
O	 G_lyƉeg5u	 B-*2"'45B-@!7H-*2"D!H'H2	 D e s v i a r   t o d a s   l a s   l l a m a d a s   d e   v  d e o   s i   e s t    o c u p a d o 	 R e n v o y e r   l e s   a p p e l s   v i d  o   s i   o c c u p  	 V i d e o a n r u f e   u m l e i t e n ,   w e n n   b e s e t z t 	 B:;>=8BL  2845>2K7>2K,   5A;8  =><5@  70=OB	 D e v i a   c h i a m a t e   v i d e o   s e   o c c u p a t o 	 *-HJD  'DEC'DE'*  'DAJ/JH  9F/  E4:HD)	 E n c a m i n h a r   c h a m a d a s   d e   v  d e o   s e   a   l i n h a   e s t i v e r   o c u p a d a 	 G  r  n t  l    a r a m a l a r 1  m e _g u l s e   y  n l e n d i r   	 C h u y n   h n g   c u c   g i   V i d e o   n u   m  y   b n 	 A l i h k a n   p a n g g i l a n   v i d e o   j i k a   s i b u k 	 A l i h k a n   p a n g g i l a n   v i d e o   j i k a   s i b u k 	 5	M	/	8	M	$	  9	K	  $	K	  5	@	!	?	/	K	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 V i d e o h  v  s o k    t i r  n y  t  s a ,   h a   f o g l a l t 	 	 	 	 V i d e o - o p r o e p e n   d o o r v e r b i n d e n   i n d i e n   b e z e t 	 	 	 R e d i r e c ci o n a r e   a p e l u r i   v i d e o   c  n d   s u n   o c u p a t 	 	 	         	 	 	 G/'J*  *E'3G'I  HJ/JHJI  /15H1*  '4:'DI	 	 	 				
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     	 P h a m b u k i s a   i z i n g c i n g o   z e v i d y o   u m a   k u b h i z i 	 P h a m b u k i s a   i i f o w n i   z e v i d i y o   u k u b a   i x a k e k i l e   	 C h e p u a   s i m u   z a   v i d e o   k a m a   k u n a   s h u g h u l i 	 H e r l e i   v i d e o - o p r o e p e   i n d i e n   b e s e t 	 N u k r e i p t i   v a i z d o   s k a m b u 
i u s ,   j e i   u ~i m t a 	 P r a d r e s t   v i d e o   z v a n u s ,   j a   a i z Fe m t s 	 S u u n a   v i d e o k  n e d ,   k u i   h  i v a t u d 	 Neapa}ea~xel  ~kdex  oavyeh  cknh  fbar~an  lkvelx  dezxt	     ,       	 D e v i e r e   a p e l u r i   v i d e o   d a c   e s t e   o c u p a t 	 $
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 S T R _ I D _ C A L L F W D _ V I D E O _ A L L _ C O N D 	 S e t t i n g 	 I C O N T E X T 	   C A L L   F O R W A R D   V I D E O   C A L L S   O P T I O N   A L L   C O N D I T I O N A L 	 D i v e r t   v i d e o   c a l l s   f o r   a l l   c o n d i t i o n a l 	 !qhNIc
O	 eagNlyƉeg5u	 B-*2"'45B-8@7H-D	 D e s v i a r   t o d a s   l a s   l l a m a d a s   d e   v  d e o   d e   t o d a s   l a s   c o n d i c i o n a d a s 	 R e n v o y e r   l e s   a p p e l s   v i d  o   p o u r   t o u t e s   l e s   c o n d i t i o n s 	 A l l e   b e d i n g t e n   V i d e o a n r u f e   u m l e i t e n 	 B:;>=8BL  2A5  2845>2K7>2K,   A>>B25BAB2CNI85  CA;>28O<	 D e v i a   c h i a m a t e   v i d e o   p e r   t u t t e   l e   p o s s i b i l i t  	 *-HJD  'DEC'DE'*  'DAJ/JH  (/HF  'D41H7	 E n c a m i n h a r   c h a m a d a s   d e   v  d e o   p a r a   t o d a s   a s   c o n d i   e s 	 T  m   k o _u l l u   g  r  n t  l    a r a m a l a r 1  y  n l e n d i r   	 C h u y n   h n g   c u c   g i   V i d e o   k h  n g   i u   k i n 	 A l i h k a n   p a n g g i l a n   v i d e o   u n t u k   s e m u a   k o n d i s i 	 A l i h k a n   p a n g g i l a n   v i d e o   b a g i   s e m u a   y a n g   b e r s y a r a t 	 8	-	@	  		!	@	6	(	2	M	8	  	G	  2	?		  5	@	!	?	/	K	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 M i d e n   f e l t  t e l e s   v i d e o h  v  s    t i r  n y  t  s a 	 	 	 	 V i d e o - o p r o e p e n   d o o r v e r b i n d e n   v o o r   a l l e s   v o o r w a a r d e l i j k 	 	 	 R e d i r e c ci o n a r e   c o n d i ci o n a t   p e n t r u   t o a t e   a p e l u r i l e   v i d e o 	 	 	         ,   	 	 	 G/'J*  *E'3G'I  HJ/JHJI  /1  GEG  41'J7	 	 	 		  							  					  				  											  					 	 	 	 


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i u s 	 P r a d r e s t   v i d e o   z v a n u s   p c   v i s i e m   n o s a c +j u m i e m 	 S u u n a   v i d e o k  n e d   k  i g i   t i n g i m u s l i k e   j a o k s 	 Neapa}ea~xel  ~kdex  oavyeh  bxlx  zautavaoavvek  pata	           	 D e v i e r e   a p e l u r i   v i d e o   p e n t r u   t o a t e   c o n d i ci o n a t 	 
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 
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N0Rlyeg5u	 B-*2"*2@!7H-4H-D!HDI	 D e s v i a r   l l a m a d a s   d e   v o z   s i   n o   t i e n e   c o n e x i  n 	 R e n v o y e r   l e s   a p p e l s   v o c a u x   s i   n o n   d i s p o n i b l e 	 V o i c e a n r u f e   u m l e i t e n ,   w e n n   n i c h t   e r r e i c h b a r 	 B:;>=8BL  3>;>A>2K5  2K7>2K,   5A;8  01>=5=B  =54>ABC?5=	 D e v i a   c h i a m a t e   v o c e   s e   i r r a g g i u n g i b i l e 	 *-HJD  'DEC'DE'*  'D5H*J)  '0'  D'  JECF  'DH5HD	 E n c a m i n h a r   c h a m a d a s   d e   v o z   s e   n  o   e s t i v e r   d i s p o n  v e l 	 S e s l i   a r a m a l a r 1  u l a _1l a m a m a s 1  d u r u m u n d a   y  n l e n d i r   	 C h u y n   h n g   c u c   g i   n g    m   n u   k h  n g   l i  n   l c   c 	 A l i h k a n   p a n g g i l a n   s u a r a   j i k a   t i d a k   t e r j a n g k a u 	 A l i h k a n   p a n g g i l a n   s u a r a   j i k a   t i d a k   d a p a t   d i h u b u n g i 	 *	9	A			  	G	  ,	>	9	0	  9	K	(	G	  *	0	  5	>	/	8	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 H a n g h  v  s o k    t i r  n y  t  s a ,   h a   n e m   e l  r h e t Q	 	 	 	 G e s p r e k s o p r o e p e n   d o o r v e r b i n d e n   i n d i e n   o n b e r e i k b a a r 	 	 	 R e d i r e c ci o n a r e   a p e l u r i   v o c a l e   c  n d   a b o n a t u l   n u   p o a t e   f i   c o n t a c t a t 	 	 	           	 	 	 G/'J*  GEG  *E'3G'I  "H'JI  /15H1*  9/E  /3*13I	 	 	 								  			  					  				  											  					 	 	 	 

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i u s ,   j e i   n e p a s i e k i a m a s 	 P r a d r e s t   b a l s s   z v a n u s ,   j a   n a v   s a s n i e d z a m s 	 S u u n a   h   l k  n e d ,   k u i   k  t t e s a a m a t u 	 Neapa}ea~xel  qauvaukv  oavyeh  avpa}avelkxiuav  dezxt	     ,       	 D e v i e r e   a p e l u r i   d e   v o c e   d a c   e s t e   i n a c c e s i b i l 	 
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 S T R _ I D _ C A L L F W D _ V O I C E _ N O A N S W E R 	 S e t t i n g 	 I C O N T E X T 	   C A L L   F O R W A R D   V O I C E   C A L L S   O P T I O N   N O   A N S W E R 	 D i v e r t   v o i c e   c a l l s   i f   n o   a n s w e r 	 !qNc}BfIcO	 e^T{lyeg5u	 B-*2"*2@!7H-D!H#1*2"	 D e s v i a r   l l a m a d a s   d e   v o z   s i   n o   c o n t e s t a 	 R e n v o y e r   l e s   a p p e l s   v o c a u x   s i   p a s   d e   r  p o n s e 	 V o i c e a n r u f e   u m l e i t e n ,   w e n n   k e i n e   A n t w o r t 	 B:;>=8BL  3>;>A>2K5  2K7>2K,   5A;8  01>=5=B  =5  >B25G05B	 D e v i a   c h i a m a t e   v o c e   s e   n e s s u n a   r i s p o s t a 	 *-HJD  'DEC'DE'*  'D5H*J)  '0'  DE  J1/  9DJG'	 E n c a m i n h a r   c h a m a d a s   d e   v o z   s e   n  o   h o u v e r   r e s p o s t a 	 S e s l i   a r a m a l a r 1  c e v a p   v e r i l m i y o r s a   y  n l e n d i r   	 C h u y n   h n g   c u c   g i   n g    m   n u   k h  n g   t r   l i 	 A l i h k a n   p a n g g i l a n   s u a r a   j i k a   t i d a k   a d a   j a w a b a n 	 A l i h k a n   p a n g g i l a n   s u a r a   j i k a   t i a d a   j a w a p a n 	 	(	A	$	M	$	0	?	$	  9	K	(	G	  *	0	  5	>	/	8	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 H a n g h  v  s o k    t i r  n y  t  s a ,   h a   n i n c s   v  l a s z 	 	 	 	 G e s p r e k s o p r o e p e n   d o o r v e r b i n d e n   i n d i e n   o n b e a n t w o o r d 	 	 	 R e d i r e c ci o n a r e   a p e l u r i   v o c a l e   f r   r s p u n s 	 	 	           	 	 	 G/'J*  *E'3G'I  "H'JI  /15H1*  ~'3.  F/'/F	 	 	 					  		  				  					  				  											  					 	 	 	 

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     	 P h a m b u k i s a   i z i n g c i n g o   z e z w i   u m a   k u n g e n a m p e n d u l o 	 P h a m b u k i s a   i i f o w n i   z e l i z w i   u k u b a   a k u k h o   m p e n d u l o 	 C h e p u a   s i m u   k a m a   h a k u n a   j i b u 	 H e r l e i   s t e m - o p r o e p e   i n d i e n   g e e n   a n t w o o r d   n i e 	 N u k r e i p t i   b a l s o   s k a m b u 
i u s ,   j e i   n e a t s a k o m a 	 P r a d r e s t   b a l s s   z v a n u s ,   j a   n e a t b i l d 	 S u u n a   h   l k  n e d ,   k u i   e i   v a s t a 	 Neapa}ea~xel  qauvaukv  oavyeh  yzaa}mavelx  dezxt	     ,         	 D e v i e r e   a p e l u r i   d e   v o c e   d a c   n u   e x i s t   r s p u n s 	 .
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i u s ,   j e i   u ~i m t a 	 P r a d r e s t   b a l s s   z v a n u s ,   j a   a i z Fe m t s 	 S u u n a   h   l k  n e d ,   k u i   h  i v a t u d 	 Neapa}ea~xel  qauvaukv  oavyeh  cknh  fbar~an  lkvelx  dezxt	     ,       	 D e v i e r e   a p e l u r i   d e   v o c e   d a c   e s t e   o c u p a t 	 $
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	 /&?  ,M_8M$  %>(M$?  8M,0  2A!?  !>-0M  0(M$A	 	 			  						  				  					  						  								  				 M Y_u l d u r s a ,   s Ys   z Yn g l Yr i n i   y  n Yl t 	 _x-NIcq	 D e s v i a   t r u c a d e s   d e   v e u   s i   e s t    o c u p a t 	 R e n v o y e r   l e s   a p p e l s   v i d  o s   s i   o c c u p  	 F l y t j a   m y n d s  m t  l   e f      t a l i 	 D e s v i a r   l l a m a d a s   d e   v o z   s i   e s t    o c u p a d o 	 @5=0A>G8  38  3;0A>2=8B5  ?>28F8  4>:>;:C  A5  70D0B5=8	 D e s v i a r   c h a m a d a s   d e   v o z   s e   o c u p a d o   	 P r e u s m e r i   g l a s o v n e   p o z i v e   u k o l i k o   j e   z a u z e t o 	 K g e l o s a   m e h a l a   y a   l e n t s w e   h a   o   p h a t h a h a n e 	 I - d i v e r t   a n g   m g a   b o s e s   n a   p a g t a w a g   k u n g   b u s y 	 D i v e r t   v o i c e   c a l l s   i f   b u s y 	 K a u c e   m u r y a   d u k a n   k i r a   i d a n   y a n a   a i k i 	 D a r    a w n    p    f i d i o   b    o   n ci c  l w 	 35@  1>A  1>;<0A0  40CKA  109;0=KAB0@K=0=  0CKBC
 
 S T R _ I D _ C A L L F W D _ V O I C E _ A L L _ C O N D 	 S e t t i n g 	 I C O N T E X T 	   C A L L   F O R W A R D   V O I C E   C A L L S   O P T I O N   A L L   C O N D I T I O N A L 	 D i v e r t   v o i c e   c a l l s   f o r   a l l   c o n d i t i o n a l 	 !qhNIcO	 eagNlyeg5u	 B-*2"*28@7H-D	 D e s v i a r   l l a m a d a s   d e   v o z   d e   t o d a s   l a s   c o n d i c i o n a d a s 	 R e n v o y e r   l e s   a p p e l s   v i d  o   p o u r   t o u t e s   l e s   c o n d i t i o n s 	 A l l e   b e d i n g t e n   V o i c e a n r u f e   u m l e i t e n 	 B:;>=8BL  2A5  3>;>A>2K5  2K7>2K,   A>>B25BAB2CNI85  CA;>28O<	 D e v i a   c h i a m a t e   v o c e   p e r   t u t t e   l e   p o s s i b i l i t  	 *-HJD  'DEC'E'*  'D5H*J)  (/HF  'D41H7	 E n c a m i n h a r   c h a m a d a s   d e   v o z   p a r a   t o d a s   a s   c o n d i   e s 	 T  m   k o _u l l u   s e s l i   a r a m a l a r 1  y  n l e n d i r   	 C h u y n   h n g   c u c   g i   n g    m   k h  n g   i u   k i n 	 A l i h k a n   p a n g g i l a n   s u a r a   u n t u k   s e m u a   k o n d i s i 	 A l i h k a n   p a n g g i l a n   s u a r a   b a g i   s e m u a   y a n g   b e r s y a r a t 	 8	-	@	  		!	@	6	(	2	M	8	  	G	  2	?		  5	>	/	8	  	I	2	M	8	  !	>		5	0	M		  	0	G			 	 	 	 M i n d e n   f e l t  t e l e s   h a n g h  v  s    t i r  n y  t  s a 	 	 	 	 G e s p r e k s o p r o e p e n   d o o r v e r b i n d e n   v o o r   a l l e s   v o o r w a a r d e l i j k 	 	 	 R e d i r e c ci o n a r e   c o n d i ci o n a t   p e n t r u   t o a t e   a p e l u r i l e   v o c a l e 	 	 	         ,   	 	 	 G/'J*  *E'3G'I  "H'JI  /1  GEG  41'J7	 	 	 		  							  					  				  											  					 	 	 	 


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	              	 P h a m b u k i s a   i z i n g c i n g o   z e z w i   k u z o   z o n k e   e z i n g u m b a n d e l a 	 P h a m b u k i s a   i i f o w n i   z e l i z w i   z a l o   l o n k e   u x h o m e k e k o 	 C h e p u a   s i m u   z a   s a u t i   k w a   m a s h a r t i   y o t e 	 H e r l e i   s t e m - o p r o e p e   v i r   a l l e   v o o r w a a r d e l i k e   o p r o e p e 	 N u k r e i p t i   v i s u s   s l y g i n i u s   b a l s o   s k a m b u 
i u s 	 P r a d r e s t   b a l s s   z v a n u s   p c   v i s i e m   n o s a c +j u m i e m 	 S u u n a   h   l k  n e d   k  i g i   t i n g i m u s l i k e   j a o k s 	 Neapa}ea~xel  qauvaukv  oavyeh  bxlx  zautavaoavvek  pata	           	 D e v i e r e   a p e l u r i   d e   v o c e   p e n t r u   t o a t e   c o n d i ci o n a t 	 
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 
 S T R _ 0 5 _ S E C O N D S 	 S e t t i n g 	 I C O N T E X T 	 5   S e c o n d s 	   5   s e c o n d s 	   5   y	   5   y	 5   '425	 5   s e g u n d o s 	 5   s e c o n d e s 	 5   S e k u n d e n 	 5   c 5:C=4  	 5   S e c o n d i 	 5   +H'FJ	 5   s e g u n d o s 	   5   s a n i y e 	 5   g i  y 	 5   D e t i k 	 5   s a a t 	    5   8	G		G		!	 	 5   s e k u n d e r 	   5   s e k u n d 	 5   S e k u n d 	   5   m  s o d p e r c 	 5   s e k u n t i a 	 5   s e k u n d e r 	   5   s e k  n d 	 5   s e c o n d e n 	 5   s e k u n d e r 	   5   s e k u n d i 	 5   s e c u n d e 	 5   S e k u n d 	 5   	 5   	 5   !5:C=48	 5   8	G			&		 5   +'FG	 3F2    5 	 5   	 	  								 5   8
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 S T R _ 1 0 _ S E C O N D S 	 S e t t i n g 	 I C O N T E X T 	 1 0   S e c o n d s 	   1 0   s e c o n d s 	   1 0   y	   1 0   y	 1 0   '425	 1 0   s e g u n d o s 	 1 0   s e c o n d e s 	 1 0   S e k u n d e n 	 1 0   c 5:C=4  	 1 0   S e c o n d i 	 1 0   +H'FJ	 1 0   s e g u n d o s 	   1 0   s a n i y e 	 1 0   g i  y 	 1 0   D e t i k 	 1 0   s a a t 	   1 0   8	G		G		!		 1 0   S e k u n d e r 	   1 0   s e k u n d 	 1 0   S e k u n d 	   1 0   m  s o d p e r c 	 1 0   s e k u n t i a 	 1 0   s e k u n d e r 	   1 0   s e k  n d 	 1 0   s e c o n d e n 	 1 0   s e k u n d e r 	   1 0   s e k u n d i 	 1 0   s e c u n d e 	 1 0   S e k u n d 	 1 0   	 1 0   	 1 0   !5:C=48	 1 0   8	G			&		 1 0   +'FG	 3F2  1 0 	 1 0   	 		  								 1 0   8
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	 1 0   8F(M2A	 1 0   A5:C=4	 1 0   






	   1 0   	 1 0   i m i z u z w a n a   	 I m i z u z w a n a   e l i - 1 0 	 S e k u n d e   1 0 	 1 0   s e k o n d e s 	   1 0   s e k u n d ~i s	   1 0   s e k u n d e s 	   1 0   s e k u n d i t 	 1 0   ~auouav	 1 0   	   1 0   s e c u n d e 	 1 0   8
F

M
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o
!
M
	 1 0   8GG#M!	 	 	   1 0   s a n i y Y	 1 0 y	   1 0   s e g o n s 	   1 0   s e c o n d e s 	   1 0   s e k  n d u r 	   1 0   s e g u n d o s 	   1 0   A5:C=48	   1 0   s e g u n d o s 	   1 0   s e k u n d i 	   M e t s o t s w a n a   e   1 0 	   1 0   s e g u n d o 	   1 0   s e c o n d s 	 1 0   s e k a n 	    cj  -   y    1 0 	   1 0   A5:C=4
 
 S T R _ 1 5 _ S E C O N D S 	 S e t t i n g 	 I C O N T E X T 	 1 5   S e c o n d s 	   1 5   s e c o n d s 	   1 5   y	   1 5   y	 1 5   '425	 1 5   s e g u n d o s 	 1 5   s e c o n d e s 	 1 5   S e k u n d e n 	 1 5   c 5:C=4  	 1 5   S e c o n d i 	 1 5   +H'FJ	 1 5   s e g u n d o s 	   1 5   s a n i y e 	 1 5   g i  y 	 1 5   D e t i k 	 1 5   s a a t 	 1 5   8	G		G		!	 	 1 5   S e k u n d e r 	   1 5   s e k u n d 	 1 5   S e k u n d 	   1 5   m  s o d p e r c 	 1 5   s e k u n t i a 	 1 5   s e k u n d e r 	   1 5   s e k  n d 	 1 5   s e c o n d e n 	 1 5   s e k u n d e r 	   1 5   s e k u n d i 	 1 5   s e c u n d e 	 1 5   S e k u n d 	 1 5   	 1 5   	 1 5   !5:C=48	 1 5   8	G			&		 1 5   +'FG	 3F2    1 5 	 1 5   	 		  								 1 5   8

?
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	 1 5   8F(M2A	 1 5   A5:C=4	 1 5   






	   1 5   	 1 5   i m i z u z w a n a   	 I m i z u z w a n a   e l i - 1 5 	 S e k u n d e   1 5 	 1 5   s e k o n d e s 	   1 5   s e k u n d ~i s	   1 5   s e k u n d e s 	   1 5   s e k u n d i t 	 1 5   ~auouav	 1 5   	   1 5   s e c u n d e 	 1 5   8
F

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
o
!
M
	 1 5   8GG#M!	 	 	   1 5   s a n i y Y	 1 5 y	   1 5   s e g o n s 	   1 5   s e c o n d e s 	   1 5   s e k  n d u r 	   1 5   s e g u n d o s 	   1 5   A5:C=48	   1 5   s e g u n d o s 	   1 5   s e k u n d i 	   M e t s o t s w a n a   e   1 5 	   1 5   s e g u n d o 	   1 5   s e c o n d s 	 1 5   s e k a n 	    cj  -   y    1 5 	   1 5   A5:C=4
 
 S T R _ 2 0 _ S E C O N D S 	 S e t t i n g 	 I C O N T E X T 	 2 0   S e c o n d s 	   2 0   s e c o n d s 	   2 0   y	   2 0   y	 2 0   '425	 2 0   s e g u n d o s 	 2 0   s e c o n d e s 	 2 0   S e k u n d e n 	 2 0   c 5:C=4  	 2 0   S e c o n d i 	 2 0   +'FJ)	 2 0   s e g u n d o s 	   2 0   s a n i y e 	 2 0   g i  y 	 2 0   D e t i k 	 2 0   s a a t 	  2 0   8	G		G		!	 	 2 0   S e k u n d e r 	   2 0   s e k u n d 	 2 0   S e k u n d 	   2 0   m  s o d p e r c 	 2 0   s e k u n t i a 	 2 0   s e k u n d e r 	   2 0   s e k  n d 	 2 0   s e c o n d e n 	 2 0   s e k u n d e r 	   2 0   s e k u n d i 	 2 0   s e c u n d e 	 2 0   S e k u n d 	 2 0   	 2 0   	 2 0   !5:C=48	 2 0   8	G			&		 2 0   +'FG	 3F2    2 0 	 2 0   	 		  								 2 0   8

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	 2 0   8F(M2A	 2 0   A5:C=4	 2 0   






	   2 0   	 2 0   i m i z u z w a n a 	 I m i z u z w a n a   e n g a m a - 2 0 	 S e k u n d e   2 0 	 2 0   s e k o n d e s 	   2 0   s e k u n d ~i s	   2 0   s e k u n d e s 	   2 0   s e k u n d i t 	 2 0   ~auouav	 2 0   	   2 0   s e c u n d e 	 2 0   8
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
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!
M
	 2 0   8GG#M!	 	 	   2 0   s a n i y Y	 2 0 y	   2 0   s e g o n s 	   2 0   s e c o n d e s 	   2 0   s e k  n d u r 	   2 0   s e g u n d o s 	   2 0   A5:C=48	   2 0   s e g u n d o s 	   2 0   s e k u n d i 	   M e t s o t s w a n a   e   2 0 	   2 0   s e g u n d o 	   2 0   s e c o n d s 	 2 0   s e k a n 	    cj  -   y    2 0 	   2 0   A5:C=4
 
 S T R _ 2 5 _ S E C O N D S 	 S e t t i n g 	 I C O N T E X T 	 2 5   S e c o n d s 	   2 5   s e c o n d s 	   2 5   y	   2 5   y	 2 5   '425	 2 5   s e g u n d o s 	 2 5   s e c o n d e s 	 2 5   S e k u n d e n 	 2 5   c 5:C=4  	 2 5   S e c o n d i 	 2 5   +'FJ)	 2 5   s e g u n d o s 	   2 5   s a n i y e 	 2 5   g i  y 	 2 5   D e t i k 	 2 5   s a a t 	   2 5   8	G		G		!		 2 5   S e k u n d e r 	   2 5   s e k u n d 	 2 5   S e k u n d 	   2 5   m  s o d p e r c 	 2 5   s e k u n t i a 	 2 5   s e k u n d e r 	   2 5   s e k  n d 	 2 5   s e c o n d e n 	 2 5   s e k u n d e r 	   2 5   s e k u n d i 	 2 5   s e c u n d e 	 2 5   S e k u n d 	 2 5   	 2 5   	 2 5   !5:C=48	 2 5   8	G			&		 2 5   +'FG	 3F2      2 5 	 2 5   	 		  								 2 5   8

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	 2 5   8F(M2A	 2 5   A5:C=4	 2 5   






	   2 5   	 2 5   i m i z u z w a n a 	 I m i z u z w a n a   e n g a m a - 2 5 	 S e k u n d e   2 5 	 2 5   s e k o n d e s 	   2 5   s e k u n d s 	   2 5   s e k u n d e s 	   2 5   s e k u n d i t 	 2 5   ~auouav	 2 5   	   2 5   s e c u n d e 	 2 5   8
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
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!
M
	 2 5   8GG#M!	 	 	   2 5   s a n i y Y	 2 5 y	   2 5   s e g o n s 	   2 5   s e c o n d e s 	   2 5   s e k  n d u r 	   2 5   s e g u n d o s 	   2 5   A5:C=48	   2 5   s e g u n d o s 	   2 5   s e k u n d i 	   M e t s o t s w a n a   e   2 5 	   2 5   s e g u n d o 	   2 5   s e c o n d s 	 2 5   s e k a n 	    cj  -   y    2 5 	   2 5   A5:C=4
 
 S T R _ 3 0 _ S E C O N D S 	 S e t t i n g 	 I C O N T E X T 	 3 0   S e c o n d s 	   3 0   s e c o n d s 	   3 0   y	   3 0   y	 3 0   '425	 3 0   s e g u n d o s 	 3 0   s e c o n d e s 	 3 0   S e k u n d e n 	 3 0   c 5:C=4  	 3 0   S e c o n d i 	 3 0   +'FJ)	 3 0   s e g u n d o s 	   3 0   s a n i y e 	 3 0   g i  y 	 3 0   D e t i k 	 3 0   s a a t 	   3 0   8	G		G		!		 3 0   S e k u n d e r 	   3 0   s e k u n d 	 3 0   S e k u n d 	   3 0   m  s o d p e r c 	 3 0   s e k u n t i a 	 3 0   s e k u n d e r 	   3 0   s e k  n d 	 3 0   s e c o n d e n 	 3 0   s e k u n d e r 	   3 0   s e k u n d i 	 3 0   s e c u n d e 	 3 0   S e k u n d 	 3 0   	 3 0   	 3 0   !5:C=48	 3 0   8	G			&		 3 0   +'FG	 3F2      3 0 	 3 0   	 		  								 3 0   8

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	 3 0   8F(M2A	 3 0   A5:C=4	 3 0   






	   3 0   	 3 0   i m i z u z w a n a 	 I m i z u z w a n a   e n g a m a - 3 0 	 S e k u n d e   3 0 	 3 0   s e k o n d e s 	   3 0   s e k u n d ~i s	   3 0   s e k u n d e s 	   3 0   s e k u n d i t 	 3 0   ~auouav	 3 0   	   3 0   s e c u n d e 	 3 0   8
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!
M
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 
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i o   n u k r e i p i m o   p a r i n k t y s 	 Z v a n u   p r a d r e s aa n a s   o p c i j a s 	 K  n e s u u n a m i s e   v a l i k u d 	 ?avyk  ~eapa}ea~xtav  hvavve	     	 O p ci u n i   d e v i e r e   a p e l 	 
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I	 E s t a d o   d e   c o n s u l t a 	 S t a t u t   d e   l a   r e q u  t e 	 A b f r a g e s t a t u s 	 0?@>A  AB0BCA0	 S t a t o   d i   I n t e r r o g a z i o n e   	 'D3$'D  9F  'D-'D)	 E s t a d o   d a   c o n s u l t a 	 s o r g u   d u r u m u 	 X  c   n h   t r n g   t h  i 	 S t a t u s   P e r t a n y a a n 	 S t a t u s   p e r t a n y a a n 	 *	B		$	>		  8	M	%	?	$	?		 F o r e s p  r g s e l s   S t a t u s 	 O v Yi t   s t a v 	 S t a t u s   z a p y t a n i a 	 L e k  r d e z  s    l l a p o t a 	 K y s e l y n   t i l a 	 A n m o d n i n g s t i l s t a n d 	 O v e r i e  s t a v 	 T o e s t a n d   v a n   a a n v r a a g 	 H  m t a   s t a t u s 	 S t a t u s   u p i t a 	 S t a r e   i n t e r o g a r e 	 S t a n j e   P o i z v e d b e 	     	   	 !B0BCA  =0  0O2:0B0	 *	M	0	6	M	(	>		@	  8	M	%	?	$	@		 '3*9D'E  H69J*	 3H'D  '  '3yy3	   	 									  										 8
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 s l o 	 N u m m e r   d o o r v e r b i n d e n 	 V i d a r e k o p p l a   n u m m e r 	 B r o j   z a   p r e u s m j e r a v a n j e 	 R e d i r e c ci o n a r e   n u m r 	 `t e v i l k a   P r e u s m e r i t v e 	   	   	 ><5@  70  @5=0A>G20=5	 5	3	5	?	#	G	  	M	0	.	>				 'F*B'D  4E'1G	 FE(1  '&H1y  ,&	   	 					  								  					 (
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 
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n    p Ye s m r o v  n    h o v o r o	 B e z w a r u n k o w e   p r z e n i e s i e n i e   p o Bc z e n i a   	 F e l t  t e l   n  l k  l i   h  v  s  t i r  n y  t  s 	 E h d o t o n   p u h e l u n   e n n a k k o s i i r t o 	 U b e t i n g e t   v i d e r e s e n d i n g   a v   a n r o p 	 B e z p o d m i e n e 
n    p r e s m e r o v a n i e   h o v o r o v 	 G e s p r e k   o n v o o r w a a r d e l i j k   d o o r v e r b i n d e n 	 V i d a r e k o p p l a   a l l a   s a m t a l 	 B e z u v j e t n o   p r o s l j e i v a n j e   p o z i v a 	 R e d i r e c ci o n a r e   n e c o n d i ci o n a t   a p e l u r i 	 P o s r e d o v a n j e   K l i c a   B r e z p o g o j n o 	       	         	 @5?@0I0=5  =0  ?>28:20=5  57CA;>2=>	 	I	2	  +	I	0	5	0	M	!	  	(			!	?	6	(	2		 G/'J*  *E'3  (7H1  :J1E41H7  	 'D  A'1H1  :1  E41H7	         	 		  								  											  		  	 
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	 ,M_8M$,G3G  2  !>-0M  0(M$A	 	 						  			  							  		  						  				 M Y_u l   o l a n d a   z Yn g i n   y  n Yl d i l m Ys i 	 _x-NIc	 D e s v i a m e n t   d e   t r u c a d e s   q u a n   e s t    o c u p a t 	 R e n v o i   d  a p p e l   s i   o c c u p  	 F l y t j a   s  m t  l    e g a r   s  m i n n   e r      t a l i 	 D e s v i a r   l l a m a d a   c u a n d o   e s t    o c u p a d o 	 @5=0A>G8  ?>28:  :>30  5  70D0B5=>	 D e s v i o   d e   c h a m a d a   q u a n d o   o c u p a d o 	 P r e u s m e r a v a n j e   p o z i v a   k a d a   j e   z a u z e t o 	 K g e l o s a   m o h a l a   h a   o   p h a t h a h a n e 	 P a g - d i v e r t   n g   t a w a g   p a g   b u s y 	 C a l l   d i v e r t   w h e n   b u s y 	 A   k a u c e   k i r a   i d a n   a k w a   a i k i   	 D  d a r     p    n i g b a t i   n ci c  l w 	 >A  5<5A  :57453V  >K@0C  H0;C  0CKBCK	 	 	 	 	 
 
 S T R _ L 4 _ C F N R Y 	 S e t t i n g 	 U N L I M 	 C a l l   F o r w a r d   W h e n   N o t   R e p l y 	 C a l l   d i v e r t   w h e n   n o   a n s w e r 	 !qNc}BfIc	 eNc,Telc	 B-*2"@!7H-D!H#1*2"	 D e s v  o   d e   l l a m a d a s   s i   n o   r e s p o n d e 	 R e n v o i   d ' a p p e l   s i   p a s   d e   r  p o n s e 	 R u f w e i t e r l e i t u n g ,   w e n n   k e i n e   A n t w o r t 	 5@504@5A0F8O  2K7>20,   5A;8  =5B  >B25B0	 I n o l t r o   c h i a m a t a   q u a n d o   n o n   c '    r i s p o s t a 	 *-HJD  AJ  -'D)  9/E  'D1/	 R e e n c a m i n h a r   c h a m a d a s   q u a n d o   n  o   a t e n d e r 	 C e v a p l a n d 1r 1l m a z s a   a r a m a l a r 1  a k t a r 	 C h u y n   c u c   g i   k h i   k h  n g   c    t r   l i 	 P e n e r u s a n   p a n g g i l a n   k e t i k a   t a k   d i b a l a s   	 K i r i m   s e m u l a   p a n g g i l a n   a p a b i l a   t i a d a   j a w a p a n 	 	(	A	$	M	$	0	?	$	  9	K	(	G	  *	0	  	I	2	  		M	0	G	7	?	$		 O m s t i l   O p k a l d   H v i s   I n t e t   S v a r 	 P Ye s m r o v  n    h o v o r o,   p o k u d   n e o d p o v  d  	 P r z e n i e s i e n i e   p o Bc z e D  p o d c z a s   t r y b u   B R A K   O D P O W I E D Z I 	 H  v  s  t i r  n y  t  s ,   h a   n i n c s   v  l a s z 	 P u h e l u n   e n n a k k o s i i r t o ,   k u n   e i   v a s t a u s t a 	 V i d e r e s e n d i n g   a v   a n r o p   n  r   i k k e   n o e   s v a r 	 P r e s m e r o v a n i e   h o v o r o v ,   a k   n e o d p o v e d  	 G e s p r e k   d o o r v e r b i n d e n   i n d i e n   o n b e a n t w o o r d 	 V i d a r e k o p p l a   v i d   i n g e t   s v a r 	 P r o s l j e i v a n j e   k a d a   n e m a   o d g o v o r a   n a   p o z i v 	 R e d i r e c ci o n a r e   a p e l u r i   f r   r s p u n s 	 P o s r e d o v a n j e   K l i c a   K o   N i   O d g o v o r a 	           	         	 @5?@0I0=5  =0  ?>28:20=5  ?@8  O<0  >B3>2>@	 		$	M	$	0	  /	G	$	  (	8	2	M	/	>	8	  	I	2	    +	I	0	5	0	M	!		 G/'J*  *E'3  /15H1*  (I  ~'3.  E'F/F  	 'D  A'1H1,(  H&  ,H'(  F  H	           	 					  		  				  		  								  					 
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 
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n    p Ye s m r o v  n    v ae c h   h o v o r o	 P r z e n i e s i e n i e   w a r u n k o w e   w s z y s t k i c h   p o Bc z e D. 	 M i n d e n   h  v  s   f e l t  t e l e s    t i r  n y  t  s a 	 E h d o l l i n e n   k a i k k i e n   p u h e l u i d e n   e n n a k k o s i i r t o 	 V i d e r e s e n d i n g   a v   a l l e   b e t i n g e d e   a n r o p 	 P r e s m e r o v a e  v ae t k y   p o d m i e n e 
n    h o v o r y 	 A l l e   v o o r w a a r d e l i j k e   g e s p r e k k e n   d o o r v e r b i n d e n 	 V i d a r e k o p p l a   a l l a   s a m t a l 	 U v j e t n o   p r o s l j e i v a n j e   s v i h   p o z i v a 	 R e d i r e c ci o n a r e   c o n d i ci o n a t   p e n t r u   t o a t e   a p e l u r i l e 	 V s i   P o g o j n i   K l i c i   P o s r e d o v a n i 	         	         	 @5?@0I0=5  =0  A8G:8  #A;>2=8  >28:20=8O	 8	0	M	5	  		!	?	6	(	2	  	I	2	    *	>	 	5	>		 G/'*  E41H7  GEG  *E'3  G'	 *E'E  E41H7  '  D  A'1H1	         	 								  		  		  								  					 8
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 
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4#42#5HD!H#9I1	 T i p o   d e   s e r v i c i o   d e s c o n o c i d o 	 T y p e   d e   s e r v i c e   i n c o n n u 	 U n b e k a n n t e r   D i e n s t t y p 	 58725AB=K9  B8?  A;C61K	 T i p o   d i   s e r v i z i o   s c o n o s c i u t o 	 FH9  'D./E)  :J1  E91HA	 T i p o   d e   s e r v i  o   d e s c o n h e c i d o 	 B i l i n m e y e n   s e r v i s   t i p i 	 K h  n g   x  c   n h   c   d c h   v 	 J e n i s   P e l a y a n a n   T a k   d i k e n a l   	 J e n i s   p e r k h i d m a t a n   t i d a k   d i k e t a h u i 	 		M		>	$	  *	M	0		>	0	  	@	  8	G	5	>		 U k e n d t   T j e n e s t e   T y p e 	 N e z n  m    t y p   s l u ~b y 	 N i e z n a n y   r o d z a j   u s Bu g   s i e c i o w y c h 	 I s m e r e t l e n   s z o l g  l t a t  s t  p u s 	 T u n t e m a t o n   p a l v e l u t y y p p i 	 U k j e n t   t j e n e s t e t y p e 	 N e z n  m y   t y p   s l u ~b y 	 O n b e k e n d   d i e n s t t y p e 	 O k  n d   t j  n s t 	 N e p o z n a t a   v r s t a   u s l u g e 	 T i p   d e   s e r v i c i u   n e c u n o s c u t 	 N e z n a n   T i p   U s l u g e 	     	         	 58725AB5=  "8?  #A;C30	 .	>	9	?	$	  (	8	2	G	2	>	  8	G	5	>	  *	M	0		>	0		 FH9  ./E'*  E4.5  F3*	 F'E9DHE  ./E*      B3E	     	 					  				  			  	 ,
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gR^W	 T i p u s   d e   s e r v e i   d e s c o n e g u t 	 T y p e   d e   s e r v i c e   i n c o n n u 	   e k k t    j  n u s t u g e r  	 T i p o   d e   s e r v i c i o   d e s c o n o c i d o 	 5?>7=0B  B8?  =0  CA;C30	 T i p o   d e   s e r v i  o   d e s c o n h e c i d o 	 N e p o z n a t   t i p   u s l u g e 	 M o f u t a   w a   t s h e b e l e t s o   h a   o   t s e j w e 	 H i n d i   k i l a l a n g   u r i   n g   s e r b i s y o 	 U n k n o w n   s e r v i c e   t y p e 	 W a n n a n   h i d i m a   b a b u   s a n i n s a 	 O r i ci   i c    m  	 5;3VAV7  K7<5B  B@V	 	 	 	 	 
 
 S T R _ M E N U _ C A L L _ B A R R I N G 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 S T R   M E N U   C A L L   B A R R I N G 	 C a l l   b a r r i n g 	 qP6R	 |TSP6R	 +I2!2#B#	 B l o q u e o   d e   l l a m a d a s 	 A p p e l   r e s t r e i n t 	 A n r u f s p e r r e 	 0?@5B  2K7>2>2	 C h i a m a t a   b l o c c a t a 	 -81  'DEC'DE)	 B a r r a m e n t o   d e   c h a m a d a 	 A r a m a   e n g e l l e n i y o r 	 C u c   g i   l o i   t r 	 T o l a k   P a n g g i l a n 	 S e k a t a n   p a n g g i l a n 	 	I	2	  0	K	'	(		 O p k a l d s   B l o k e r i n g 	 B l o k o v  n    h o v o r o	 Z a k a z   p o Bc z e n i a 	 H  v  s   k o r l  t o z  s 	 S o i t o n e s t o 	 A n r o p s s p e r r i n g 	 B l o k o v a n i e   h o v o r o v 	 G e s p r e k   b l o k k e r e n 	 S p  r r a   s a m t a l 	 O g r a n i 
e n j e   p o z i v a 	 R e s t r i c ci o n a r e   a p e l u r i 	 I z v z e t i   K l i c i 	   	   	 3@0=8G020=5  =0  >28:20=5	 	I	2	2	>	  *	M	0	$	?	,		'		 E-/H/*  *E'3	 'D  1HF'	   	 		  							( 					)   				 
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  	   	 U k u v a l e l w a   k o c i n g o 	 U k u t h i n t e l a   i f o w n i 	 U z u i a j i   s i m u 	 O p r o e p - b l o k k e r i n g 	 S k a m b u 
i s  d r a u d i m a s 	 Z v a n u   a i z l i e g u m s 	 K  n e p i i r a n g 	 ?avyk  acelaaoxt	   	 B a r a r e   a p e l u r i 	 
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i   V s e 	       	   	 B<5=8  A8G:8	 8	0	M	5	  0	&	M	&		 D:H  GEG	 3(  H  EF3H.  ,&	   	 		  					  					 8
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e n j e   P W : 	 S c h i m b a r e   p a r o l   r e s t r i c ci o n a r e 	 S p r e m e n i   I z v z e t   P W 	     P W 	     	 @><5=8  0@>;0B0  70  3@0=8G020=5	 ,	G	0	?			  *	@	!	,	M	2	M	/	B	  ,	&	2	>		 *:1  1E29(H1  E-/H/*	 ~  (DH  1HF  H'D'  (/D  /,&	     	 										( 					)   									  									 *
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 
 S T R _ M E N U _ B A R R I N G _ O U T G O I N G _ A L L C A L L S 	 S e t t i n g 	 I C O N T E X T 	 S t r i n g   f o r   b a r r i n g   a l l   c a l l s 	 A l l   c a l l s 	 @b	gq	 @b	g5u݋	 8*2"	 T o d a s   l a s   l l a m a d a s 	 T o u s   l e s   a p p e l s 	 A l l e   A n r u f e 	 A5  2K7>2K	 T u t t e   l e   c h i a m a t e 	 ,EJ9  'DEC'DE'*	 T o d a s   a s   c h a m a d a s 	 T  m   a r a m a l a r 	 T t   c   c  c   c u c   g i   	 S e m u a   P a n g g i l a n 	 S e m u a   p a n g g i l a n 	 8	-	@	  	I	2		 A l l e   O p k a l d 	 V ae c h n y   h o v o r y 	 W s z y s t k i e   p o Bc z e n i a 	 M i n d e n   h  v  s 	 K a i k k i   p u h e l u t 	 A l l e   a n r o p 	 V ae t k y   h o v o r y 	 A l l e   g e s p r e k k e n 	 A l l a   s a m t a l 	 S v i   p o z i v i 	 T o a t e   a p e l u r i l e 	 V s i   K l i c i 	     	   	 A8G:8  >28:20=8O	 8	0	M	5	  	I	2	M	8		 GEG  *E'3G'	 *E'E  'D	   	 					  			 8
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i a i 	 V i s i   z v a n i 	 K  i k   k  n e d 	 2xlx  oavyeh	   	 T o a t e   a p e l u r i l e 	 
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 
 S T R _ M E N U _ B A R R I N G _ O U T G O I N G _ I N T E R C A L L 	 S e t t i n g 	 I C O N T E X T 	 S t r i n g   f o r   b a r r i n g   i n t e r n a t i o n a l   c a l l s 	 I n t e r n a t i o n a l   c a l l s 	 Wq	 VE5u݋	 *2"#0+'H2#0@(	 L l a m a d a s   i n t e r n a c i o n a l e s 	 A p p e l s   i n t e r n a t i o n a u x 	 I n t e r n a t i o n a l e   A n r u f e 	 564C=0@>4=K5  2K7>2K	 C h i a m a t e   i n t e r n a z i o n a l i 	 'DEC'DE'*  'D/HDJ)	 C h a m a d a s   i n t e r n a c i o n a i s 	 U l u s l a r a r a s 1  a r a m a l a r 	 C u c   g i   q u c   t 	 P a n g g i l a n   I n t e r n a s i o n a l 	 P a n g g i l a n   a n t a r a b a n g s a 	 		$	0	M	0	>	7	M		M	0	@	/	  	I	2		 I n t e r n a t i o n a l e   O p k a l d 	 M e z i n  r o d n    h o v o r y 	 P o Bc z e n i a   m i d z y n a r o d o w e 	 N e m z e t k  z i   h  v  s o k 	 U l k o m a a n p u h e l u t 	 I n t e r n a s j o n a l e   a n r o p 	 M e d z i n  r o d n    h o v o r y 	 I n t e r n a t i o n a l e   g e s p r e k k e n 	 U t l  n d s k a   s a m t a l 	 M e u n a r o d n i   p o z i v i 	 A p e l u r i   i n t e r n a ci o n a l e 	 M e d n a r o d n i   K l i c i 	   	   	 564C=0@>4=8  >28:20=8O	 	(	M	$	0	0	>	7	M		M	0	@	/	  	I	2	M	8		 *E'3G'  (F  'DEDD	 (F  'D'BH'E  'D	     	 											  			 
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i a i 	 S t a r p t a u t i s k i e   z v a n i 	 R a h v u s v a h e l i s e d   k  n e d 	 Dk{afcaukv  oavye	   	 A p e l u r i   i n t e r n a ci o n a l e 	 
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 
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N+TVQ	 *2"#0+'H2#0@("@'IB#%1I2  P L M N 	 I n t e r n a c i o n a l e s   e x c e p t o   d o m  s t i c a s 	 I n t e r n a t i o n a l   e x c e p t       l a   m a i s o n 	 I n t e r n a t i o n a l   a u  e r   P r i v a t 	 AE>4OI85  <564C=0@>4=K5  2  @>C<8=35	 C h i a m a t e   i n t e r n a z i o n a l i   e c c e t t o   a   C a s a 	 'DEC'DE'*  'D/HDJ)  E'  9/'  'DE-DJ)	 I n t e r n a c i o n a i s   e x c e p t o   c a s a 	 P L M N   d 1_1n d a   u l u s l a r a r a s 1  a r a m a l a r 	 G i   q u c   t   t r   t r o n g   n u c 	 I n t e r n a s i o n a l   K e c u a l i   R u m a h 	 P a n g g i l a n   a n t a r a b a n g s a   k e c u a l i   k e   P L M N   r u m a h 	 9	K	.	  P L M N   	G	  	2	>	5	>	  		$	0	M	0	>	7	M		M	0	@	/	  	I	2	 	 I n t e r n a t i o n a l e   U n d t a g e n   H j e m 	 M e z i n  r o d n    h o v o r y   m i m o   
 s l a   d o m o	 M i d z y n a r o d o w e ,   o p r  c z   d o   w Ba s n e g o   k r a j u 	 N e m z e t k  z i   h  v  s o k ,   k i v  v e   s a j  t   P L M N 	 U l k o m a a n ,   p a i t s i   k o t i 	 I n t e r n a s j o n a l   u n n t a t t   h j e m 	 M e d z i n  r o d n    s   v  n i m k o u   
 s l a   d o m o v 	 I n t e r n a t i o n a a l   b e h a l v e   t h u i s 	 U t l  n d s k a   s a m t a l   v i d   r o a m i n g 	 M e u n a r o d n i   o s i m   o d   d o m a 	 A p e l u r i   i n t e r n a ci o n a l e   c u   e x c e p ci a   a p e l u r i l o r   c t r e   r e ce a u a   P L M N   d e   d o m i c i l i u 	 M e d n a r o d n i   R a z e n   D o m a 
i 	     	     	 564C=0@>4=8  >A25=  ><0H=8B5	 9	K	.	  8	K	!	B	(	  	(	M	$	0	0	>	7	M		M	0	@	/	    	 (F  'DEDD  (,2  .'F	 E'F  ~  'D  'E  'F    9D'H  (F  'D'BH'E  'D	         	 											  		,   			  								  						 
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	 9K.M  *?2M(M  5?!?  0M(G7(2M  >2M8M  A  50M$?8M$A&?	 V6=0@>4=V  28:;8:8	 P L M N   


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	          	 I z i n g c i n g o   z a m a z w e   o m h l a b a   n g a p h a n d l e   k w e - P L M N   y a s e k h a y a 	 I n t e r n a t i o n a l   c a l l s   e x c e p t   t o   h o m e   P L M N 	 S i m u   z a   k i m a t a i f a   i s i p o k u w a   k w a   P L M N   y a   n y u m b a n i 	 I n t e r n a s i o n a a l   b u i t e n   t u i s 	 T a r p t a u t i n i a i   s k a m b u 
i a i ,   i as k y r u s   n a m s  P L M N 	 S t a r p t a u t i s k i e   z v a n i ,   i z Fe m o t   u z   m j a s   P L M N 	 R a h v u s v a h e l i s e d   k  n e d ,   v . a .   k o d u p i i r k o n n a   P L M N - i 	 Dk{afcaukv  oavye,   baa|xiuatb  dezk  bvaoxiuav  eok  P L M N   av	         P L M N - 	 A p e l u r i   i n t e r n a ci o n a l e ,   e x c e p t  n d   c t r e   P L M N   a c a s 	 9
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 
 S T R _ M E N U _ B A R R I N G _ I N C O M I N G _ M A I N 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 S t r i n g   f o r   b a r r i n g   M T   c a l l s 	 I n c o m i n g   c a l l s 	 O	 P6Reg5u	 *2"@#5"@I2	 L l a m a d a s   r e c i b i d a s 	 A p p e l s   e n t r a n t s 	 E i n g e h e n d e   A n r u f e 	 E>4OI85  2K7>2K	 C h i a m a t e   i n   E n t r a t a 	 'DEC'DE'*  'DH'1/)	 C h a m a d a s   r e c e b i d a s 	 G e l e n   a r a m a l a r 	 C u c   g i   n 	 P a n g g i l a n   k e   d a l a m 	 P a n g g i l a n   m a s u k 	 	(	G	  5	>	2	@	  	I	2		 I n d g  e n d e   O p k a l d 	 P Y c h o z    h o v o r y 	 P o Bc z e n i a   p r z y c h o d z c e 	 B e j  v Q  h  v  s o k 	 T u l e v a t   p u h e l u t 	 I n n k o m m e n d e   a n r o p 	 P r i c h  d z a j  c e   h o v o r y 	 I n k o m e n d e   g e s p r e k k e n 	 I n k o m m a n d e   s a m t a l 	 D o l a z n i   p o z i v i 	 A p e l u r i   d e   i n t r a r e 	 D o h o d n i   K l i c i 	   	   	 E>4OI8  >28:20=8O	 /	G	#	>	0	G	  	I	2	M	8		 *E'3G'  H1H/	 "F  H'D  'D	   	 							  			 
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	    	 I z i n g c i n g o   e z i n g e n a y o 	 I i o w n i   e z i n g e n a y o 	 S i m u   z i n a z o i n g i a 	 I n k o m e n d e   o p r o e p e 	 .e i n a n t y s   s k a m b u 
i a i 	 I e n k o ai e   z v a n i 	 S i s e n e v   k  n e 	 Dxaukv  oavye	   	 A p e l u r i   p r i m i t e 	 
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 
 S T R _ M E N U _ B A R R I N G _ I N C O M I N G _ A L L C A L L S 	 S e t t i n g 	 I C O N T E X T 	 S t r i n g   f o r   b a r r i n g   a l l   M T   c a l l s 	 A l l   c a l l s 	 @b	gq	 @b	g5u݋	 8*2"	 T o d a s   l a s   l l a m a d a s 	 T o u s   l e s   a p p e l s 	 A l l e   A n r u f e 	 A5  2K7>2K	 T u t t e   l e   c h i a m a t e 	 ,EJ9  'DEC'DE'*	 T o d a s   a s   c h a m a d a s 	 T  m   a r a m a l a r 	 T t   c   c  c   c u c   g i   	 S e m u a   P a n g g i l a n 	 S e m u a   p a n g g i l a n 	 8	-	@	  	I	2		 A l l e   O p k a l d 	 V ae c h n y   h o v o r y 	 W s z y s t k i e   p o Bc z e n i a 	 M i n d e n   h  v  s 	 K a i k k i   p u h e l u t 	 A l l e   a n r o p 	 V ae t k y   h o v o r y 	 A l l e   g e s p r e k k e n 	 A l l a   s a m t a l 	 S v i   p o z i v i 	 T o a t e   a p e l u r i l e 	 V s i   K l i c i 	     	   	 A8G:8  >28:20=8O	 8	0	M	5	  	I	2	M	8		 GEG  *E'3G'	 *E'E  'D	   	 		  			 8
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	    	 Z o n k e   i z i n g c i n g o 	 Z o n k e   i i f o w n i 	 S i m u   z o t e 	 A l l e   o p r o e p e 	 V i s i   s k a m b u 
i a i 	 V i s i   z v a n i 	 K  i k   k  n e d 	 2xlx  oavyeh	   	 T o a t e   a p e l u r i l e 	 
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 
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a s   r o a m i n g u 	 B i j   r o a m i n g 	 V i d   r o a m i n g 	 Z a   v r i j e m e   r o a m i n g a 	  n   p e r i o a d a   d e   r o a m i n g 	 V   G o s t o v a n j u 	       	 	 @8   >C<8=3	 0	K	.	?			  	8	2	M	/	>	8		 GF'E  1HEF	 ,(  1HEF  E  H	 	 			  					- 	  					 
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 	 U m a   i z u l a 	 X a   u b h a d u l a 	 U n a p o   r a n d a r a n d a 	 W a n n e e r   s w e r f 	 J e i   t a r p t i n k l i n i s   r y ay s 	 V i e s a b o n aa n 	 R  n d l u s e   k o r r a l 	 Lxxtkvkck  jatavao	 	  n   r o a m i n g 	 1
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e n j e   p o z i v a 	 O p ci u n i   p e n t r u   r e s t r i c ci o n a r e a   a p e l u r i l o r 	 M o ~n o s t i   I z v z e t i h   K l i c e v 	     	     	 3@0=8G020=5  =0  >28:20=5  ?F88	 	I	2	2	>	  *	M	0	$	?	,		'	  *	0	M	/	>	/		 2FG  G'  E-/H/*  *E'3	 'D  1HF    '.*'1'*	       	 		  					  					 
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i o   d r a u d i m o   p a r i n k t y s 	 Z v a n u   a i z l i e g u m a   o p c i j a s 	 K  n e p i i r a n g u   v a l i k u d 	 ?avyk  acelaaotav  hvavve	     	 O p ci u n i   b a r a r e   a p e l u r i 	 
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 
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 
 S T R _ B A R R I N G _ O U T G O I N G _ C A L L _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 S t r i n g   f o r   n a r r i n g   M O   c a l l 	 O u t g o i n g   c a l l s 	 dQq	 P6RbQ	 *2"B#--	 L l a m a d a s   e n v i a d a s 	 A p p e l s   s o r t a n t s 	 A u s g e h e n d e   A n r u f e 	 AE>4OI85  2K7>2K	 C h i a m a t e   i n   U s c i t a 	 'DEC'DE'*  'D.'1,J)	 C h a m a d a s   e f e c t u a d a s 	 G i d e n   a r a m a l a r 	 C u c   g i   i 	 P a n g g i l a n   k e   l u a r 	 P a n g g i l a n   k e l u a r 	 ,	>	9	0	  	>	(	G	  5	>	2	@	  	I	2		 U d g  e n d e   O p k a l d 	 O d c h o z    h o v o r y 	 P o Bc z e n i a   w y c h o d z c e 	 K i m e n Q  h  v  s o k 	 L  h t e v  t   p u h e l u t 	 U t g  e n d e   a n r o p 	 O d c h  d z a j  c e   h o v o r y 	 U i t g a a n d e   g e s p r e k k e n 	 U t g  e n d e   s a m t a l 	 O d l a z n i   p o z i v i 	 A p e l u r i   e f e c t u a t e 	 O d h o d n i   K l i c i 	   	   	 7E>4OI8  >28:20=8O	 ,	>	9	G	0	  	>	#	>	0	G	  	I	2	M	8		 *E'3G'  .1H,	 ,'F  H'D  'D	   	 								  			 ,
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i a i 	 I z e j o ai e   z v a n i 	 V  l j u v a d   k  n e d 	 5laukv  oavye	   	 A p e l u r i   e f e c t u a t e 	 *
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 
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	 P a r o l   r e s t r i c ci o n a r e   a p e l u r i 	 B a r .   G e s l o 	 P a s s w o r d   	   :     	 0@>;0  3@0=8G020=5	 ,	>	0	.   *	>	8	5	0	M	!		 1E29(H1  E-/H/*: 	 1HF  H'D'  ~'3  H1	   	 			.   									:   	 ,
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i s  d r a u d i m o   s l a p t a ~o d i s 	 Z v a n u   a i z l i e g u m a   p a r o l e 	 K  n e p i i r a n g u   p a r o o l 	 ?avyek  acelaaotav  carvaba|	     	 P a r o l   b a r a r e   a p e l u r i 	 
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 
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[x	 e[x	 #+1*H2@4!	 C o n t r a s e  a   a n t e r i o r : 	 A n c i e n   m o t   d e   p a s s e : 	 A l t e s   K e n n w o r t : 	 !B0@K9  ?0@>;L  	 P a s s w o r d   v e c c h i a 	 CDE)  'DE1H1  B/JE)	 P a l a v r a - p a s s e   a n t e r i o r : 	 E s k i   ^i f r e 	 M t   k h u   c i	 S a n d i   l a m a : 	 K a t a   l a l u a n   l a m a 	 *	A	0	>	(	>	  *	>	8	5	0	M	!	   	 G a m m e l   K o d e 	 S t  v a j  c    h e s l o 	 S t a r e   h a s Bo 	 R  g i   j e l s z  	 V a n h a   s a l a s a n a 	 G a m m e l t   p a s s o r d 	 S t a r    h e s l o 	 O u d   w a c h t w o o r d : 	 G a m m a l t   l  s e n o r d 	 S t a r a   l o z i n k a   	 P a r o l a   v e c h e 	 S t a r o   G e s l o 	   P a s s w o r d 	   : 	 !B0@0  0@>;0	 	A	(	>	  *	>	8	5	0	M	!		 1E29(H1  B/E: 	 ~1'F'  ~'3  H1	   	 						  									: 	 *
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 	 I p h a s i w e d i   e n d a l a 	 I p a s w e d i   e n d a l a 	 N y w i l a   y a   z a m a n i 	 O u   w a g w o o r d : 	 S e n a s   s l a p t a ~o d i s 	 V e c   p a r o l e 	 V a n a   p a r o o l 	 @kv  carvaba|	   	 P a r o l   v e c h e 	 *
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[x	 C o n t r a s e n y a   a n t i g a 	 A n c i e n   m o t   d e   p a s s e 	 E l d r a   l y k i l o r  	 C o n t r a s e  a   a n t i g u a 	 !B0@0  ;>78=:0	 S e n h a   a n t i g a 	 S t a r a   l o z i n k a 	 P h a s e w e t e   y a   k g a l e 	 L u m a n g   p a s s w o r d 	 O l d   p a s s w o r d 	 S o h o n   k a l m a r   a s i r i 	  r     g b a n i w l     t i j 	 A:V  ?8O  A7	 P a s a h i t z   z a h a r r a 	 L u m a n g   p a s s w o r d 	 C o n t r a s i n a l   a n t i g o 	 P a s w d   o c h i e 	 S e a n - p h a s f h o c a l 
 
 S T R _ N E W _ B A R R I N G P A S S _ C A P 	 S e t t i n g 	 C 1 1 1 _ 1 	 S t r i n g   f o r   c a l l   b a r r i n g   n e w   p a s s w o r d 	 N e w   p a s s w o r d 	 e[x	 e[x	 #+1*H2C+!H	 N u e v a   c o n t r a s e  a : 	 N o u v e a u   m o t   d e   p a s s e : 	 N e u e s   K e n n w o r t : 	 >2K9  ?0@>;L  	 N u o v a   p a s s w o r d 	 CDE)  'DE1H1  ,/J/)	 N o v a   p a l a v r a - p a s s e : 	 Y e n i   ^i f r e 	 M t   k h u   m i 	 S a n d i   b a r u : 	 K a t a   l a l u a n   b a r u 	 (	/	>	  *	>	8	5	0	M	!		 N y   K o d e 	 N o v    h e s l o 	 N o w e   h a s Bo 	  j   j e l s z  	 U u s i   s a l a s a n a 	 N y t t   p a s s o r d 	 N o v    h e s l o 	 N i e u w   w a c h t w o o r d : 	 N y t t   l  s e n o r d 	 N o v a   l o z i n k a 	 P a r o l a   n o u 	 N o v o   G e s l o 	   P a s s w o r d 	   : 	 >20  0@>;0	 (	5	@	(	  *	>	8	5	0	M	!		 1E29(H1  ,//: 	 F'  ~'3  H1	   	 				  									: 	 (
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	   
 	 I p h a s i w e d i   e n t s h a 	 I p a s w e d i   e n t s h a 	 N y w i l a   m p y a 	 N u w e   w a g w o o r d : 	 N a u j a s   s l a p t a ~o d i s 	 J a u n   p a r o l e 	 U u s   p a r o o l 	 Fx  carvaba|	   	 P a r o l   n o u 	 *
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 
 S T R _ C O N F I R M _ B A R R I N G P A S S _ C A P 	 S e t t i n g 	 C 1 1 1 _ 1 	 S t r i n g   f o r   c a l l   b a r r i n g   n e w   p a s s w o r d   c o n f i r m 	 C o n f i r m   n e w   p a s s w o r d 	 e[xx	 e[xnx	 "7"1#+1*H2C+!H	 I n s e r t a r   d e   n u e v o : 	 E n t r e z      n o u v e a u 	 N o c h m a l s   e i n g e b e n : 	 >4B25@48B5  =>2K9  ?0@>;L  	 C o n f e r m a   l a   n u o v a   p a s s w o r d 	 *#CJ/  CDE)  'DE1H1  ,/J/)	 I n t r o d u z a   n o v a m e n t e : 	 Y e n i   ^i f r e y i   O n a y l a 	 X  c   n h n   m t   k h u 	 M a s u k a n   l a g i : 	 S a h k a n   k a t a   l a l u a n   b a r u 	 (		  *	>	8	5	0	M	!	  	@	  *	A	7	M		?	  	0	G		 	 B e k r  f t   N y   K o d e 	 P o t v r d i t   n o v    h e s l o 	 Z a t w i e r d z   n o w e   h a s Bo 	  j   j e l s z    m e g e r Qs  t  s e 	 V a h v i s t a   u u s i   s a l a s a n a 	 B e k r e f t   n y t t   p a s s o r d 	 P o t v r d i e  n o v    h e s l o 	 O p n i e u w   o p g e v e n : 	 B e k r  f t a   n y t t   l  s e n o r d 	 P o t v r d i   n o v u   l o z i n k u 	 C o n f i r m a ci   p a r o l a   n o u 	 P o t r d i   N o v o   G e s l o 	     P a s s w o r d 	   : 	 >B2J@48  >20B0  0@>;0	 (	5	@	(	  *	>	8	5	0	M	!	  (	?	6	M		?	$	  	0	>		 /H('1G  H'1/  F/: 	 F&  ~'3  H1    *5/B  ,&	       	 					  						  				: 	 *
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   	 Q i n i s e k i s a   i p h a s i w e d i   e n t s h a 	 Q i n i s e k i s a   i p a s w e d i   e n t s h a 	 T h i b i t i s h a   n y w i l a   m p y a 	 T i k   w e e r   i n : 	 P a t v i r t i n t i   n a u j   s l a p t a ~o d /	 A p s t i p r i n t   j a u n o   p a r o l i 	 K i n n i t a   u u s   p a r o o l 	 @a}ae  vx  carvaba|h	     	 C o n f i r m a r e   p a r o l   n o u 	 *
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 
 S T R _ C H A N G E _ P S W _ S U C C E S S _ T E X T 	 S e t t i n g 	 U N L I M 	 S t r i n g   f o r   c a l l   b a r r i n g   c h a n g e   p a s s w o r d   s u c c e s s f u l l y 	 B a r r i n g   p a s s w o r d   c h a n g e d   s u c c e s s f u l l y 	 [xfbR	 [xSfbR	 @%5H"#+1*2#+I2!B#*3@#G	 C o n t r a s e  a   d e   b l o q u e o   c a m b i a d a 	 M o t   d e   p a s s e   d e   r e s t r i c t i o n   c h a n g  	 G e s p e r r t e s   K e n n w o r t   g e  n d e r t 	 0@>;L  70?@5B0  CA?5H=>  A>E@0=5=	 P a s s w o r d   d i   e s c l u s i o n e   c a m b i a t a   c o n   s u c c e s s o 	 *E  *:J1  CDE)  'DE1H1	 P a l a v r a - p a s s e   d e   b a r r a m e n t o   m o d i f i c a d a 	 E n g e l l e m e   _i f r e s i   b a _a r 1y l a   d e i _t i r i l d i 	 i   m t   k h u   t h  n h   c  n g 	 S a n d i   P e n o l a k a n   d i g a n t i ! 	 K a t a   l a l u a n   s e k a t a n   b e r j a y a   d i t u k a r   	 0	K	'	(	  *	>	8	5	0	M	!	  8	+	2	$	>	*	B	0	M	5		  ,	&	2	  	/	>		 B l o k e r i n g s k o d e    n d r e t   F u l d f  r t ! ! 	 H e s l o   p r o   b l o k o v  n    h o v o r o  b y l o    s p an   z m n n o ! ! 	 H a s Bo   z a k a z u   p o Bc z e D  z m i e n i o n e   z   p o w o d z e n i e m   ! ! 	 H  v  s   k o r l  t o z  s   j e l s z a v a   s i k e r e s e n   m e g v  l t o z t a t v a ! 	 E s t o n   s a l a s a n a n   v a i h t o   o n n i s t u i ! 	 P a s s o r d   e n d r e t   ! ! 	 B l o k o v a c i e   h e s l o   b o l o    s p e an e   z m e n e n  ! ! 	 B l o k k e e r w a c h t w o o r d   v e r a n d e r d 	 S p  r r l  s e n o r d   f  r  n d r a t s ! ! 	 U s p j e an a   i z m j e n a   l o z i n k e   o g r a n i 
e n j a   ! ! 	 P a r o l a   d e   r e s t r i c ci o n a r e   a   f o s t   s c h i m b a t   c u   s u c c e s 	 I z v z e t o   G e s l o   S p r e m e n j e n o   U s p e an o   ! ! 	     P a s s w o r d   	     	 0@>;0B0  70  01@0=0  5  #A?5H=>  !<5=5=0! ! 	 ,	G	0	?			  *	>	8	5	0	M	!	  /	K		M	/	*	#	G	  ,	&	2	2	>		 1E29(H1  E-/H/*  *:1  'A*	 ! ! 1HF  H'D'  ~'3  H1  'E'(    3'*  (/D  /'  '  	         ! ! 	 					  									  								  	 0
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 S T R _ B O I C E X H C _ A 	 S e t t i n g 	 U N L I M 	 B a r r i n g   O u t g o i n g   I n t e r n a t i o n a l   C a l l s   E x c e p t   T o   H o m e   P L M N . 	 B a r r i n g   o u t g o i n g   i n t e r n a t i o n a l   c a l l s   e x c e p t   t o   h o m e   P L M N 	 Pd,gW	 Nb,gV	 +I2!*2"B#--H2#0@("@'IB#%1I2  P L M N 	 B l o q u e a r   l a s   l l a m a d a s   i n t e r n a c i o n a l e s   e x c e p t o   P L M N   d o m  s t i c a s 	 R e s t r e i n d r e   t o u s   l e s   a p p e l s   i n t e r n a t i o n a u x   s o r t a n t s   e x c e p t    s u r   l e   P L M N   d e   l a   m a i s o n 	 I n t e r n a t i o n a l   a u s g e h e n d e   A n r u f e   s p e r r e n ,   a u  e r   P r i v a t - P L M N 	 0?@5B  8AE>4OI8E  <564C=0@>4=KE  2K7>2>2,   :@><5  4><0H=8E  P L M N 	 E s c l u s i o n e   d e l l e   c h i a m a t e   i n t e r n a z i o n a l i   i n   u s c i t a   e c c e t t o   a   P L M N   d i   c a s a 	 -81  ,EJ9  'DEC'DE'*  'D/HDJ)  E'9/'  'DE-DJ)	 A   e f e c t u a r   b a r r a m e n t o   d e   c h a m a d a s   e f e c t u a d a s   i n t e r n a c i o n a i s   e x c e p t o   r e d e s   m  v e i s   t e r r e s t r e s   d o m  s t i c a s 	 P L M N   d 1_1n d a   t  m   g i d e n   u l u s l a r a r a s 1  a r a m a l a r   e n g e l l e n i y o r 	 C h   g i   i   t r o n g   n c 	 T o l a k   P a n g g i l a n   I n t e r n a s i o n a l   k e c u a l i   k e   r u m a h   P L M N   	 M e n y e k a t   p a n g g i l a n   a n t a r a b a n g s a   k e l u a r   k e c u a l i   k e   P L M N   r u m a h 	 9	K	.	  P L M N   	G	  	2	>	5	>	  	>	(	G	  5	>	2	@	  8	-	@	  		$	0	M	0	>	7	M		M	0	@	/	  	I	2	G		  0	K	'	?	$	   	0	(	>		 B l o k e r e r   I n t e r n a t i o n a l e   O p k a l d   U n d t a g e n   H j e m   	 B l o k o v  n    o d c h o z  c h   m e z i n  r o d n  c h   h o v o r o  m i m o   
 s l a   d o m o  P L M N 	 Z a k a z   w s z y s t k i c h   p o Bc z e D  w y c h o d z a c y c h   m i d z y n a r o d o w y c h ,   o p r  c z   d o   w Ba s n e g o   k r a j u   P L M N 	 K i m e n Q  n e m z e t k  z i   h  v  s o k   k o r l  t o z  s a ,   k i v  v e   s a j  t   P L M N 	 E s t e t   n   k a i k k i   l  h t e v  t   u l k o m a a n p u h e l u t ,   p a i t s i   k o t i - P L M N 	 S p e r r i n g   a v   i n t e r n a s j o n a l e   a n r o p   u n n t a t t   h j e m   P L M N 	 B l o k o v a n i e   v ae t k  c h   o d c h  d z a j  c i c h   m e d z i n  r o d n  c h   h o v o r o v   s   v  n i m k o u   
 s l a   d o m o v   P L M N 	 B l o k k e r e n   v a n   a l l e   u i t g a a n d e   i n t e r n a t i o n a l e   g e s p r e k k e n   b e h a l v e   n a a r   h u i s   P L M N 	 S p  r r a   a l l a   u t g  e n d e   u t l  n d s k a   s a m t a l   f  r u t o m   h e m 	 O g r a n i 
e n j e   m e u n a r o d n i h   o d l a z n i h   p o z i v a   o s i m   z a   d o m a i   P L M N 	 R e s t r i c ci o n a r e a   a p e l u r i l o r   i n t e r n a ci o n a l e   e f e c t u a t e   c u   e x c e p ci a   a p e l u r i l o r   c t r e   r e ce a u a   P L M N   d e   d o m i c i l i u 	 I z v z e t i   O d h o d n i   K l i c i   R a z e n   D o   H o   	           	           - P L M N     	 3@0=8G020=5  =0  A8G:8  7E>4OI8  564C=0@>4=8  >28:20=8O  >A25=  ><0H=8B5	 9	K	.	  *	@		2		.		(	  8	K	!	B	(	  ,	G	0	?			  					K				  			0	(	G	6	(	2	  	I	2	M		 /1  -'D  E-/H/  1/F  *E'3G'  (F  'DEDD  .1H,  (,2  P L M N   .'F	   1  ~  'D  'E  'F    9D'H  (F  'D'BH'E  ,'F  H'D  'DH  '1HF'  ,'1	                 	 											  								  		  					  			  		  		  		  		  		  					 8
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	 0  P L M N   ,M_$?$  	KM  (M$0M>$@_  2A!?	 	 			  P L M N   		  			  							  						  									  														  						  					  			  				  l k Yd a x i l i   P L M N - d Yn   b a _q a   b e y n Yl x a l q   z Yn g l Yr Y  q a d a a 	 d,g0W@SvP L M N YP6RdQvWq	 S  e x c l o u e n   t o t e s   l e s   t r u c a d e s   i n t e r n a c i o n a l s   s o r t i n t s   t r e t   d e   P L M N   p r o p i 	 I n t e r d i r e   l e s   a p p e l s   i n t e r n a t i o n a u x   s o r t a n t s   s a u f   v e r s   l e   d o m i c i l e   R M T P 	  t i l o k a    t h r i n g i n g a r   t i l    t l a n d a   f y r i r   u t a n   P L M N - n e t      h e i m a l a n d i 	 T o d a s   l a s   l l a m a d a s   i n t e r n a c i o n a l e s   e s t  n   b l o q u e a d a s   e x c e p t o   P L M N   l o c a l 	 01@0=0  70  <5SC=0@>4=8  ?>28:C20G:8  ?>28F8  >A25=  70  4><0H=0  P L M N 	 B a r r a m e n t o   d e   c h a m a d a s   i n t e r n a c i o n a i s   r e a l i z a d a s   e x c e t o   p a r a   P L M N   d e   c a s a 	 Z a b r a n a   o d l a z n i h   m e u n a r o d n i h   p o z i v a   o s i m   d o m a i h   P L M N 	 E   t h i b e l a   m e h a l a   y a   m a t j h a b a   e   t s w a n g   n t l e   l e   y a   l a p e n g   y a   P L M N 	 P a g h a r a n g   s a   l a h a t   n g   m g a   p a n d a i g d i g a n g   t a w a g   m a l i b a n   a n g   p a p u n t a   s a   t a h a n a n g   P L M N 	 B a r r i n g   o u t g o i n g   i n t e r n a t i o n a l   c a l l s   e x c e p t   t o   h o m e   P L M N 	 H a n a w a   k i r a n   m a s u   f i t a w a   z u w a   k a s a n   w a j e   s a i d a i   z u w a   g i d a n   P L M N 	 N d  n    a w n    p     k   r    t    n j  d e   y a t   s i   P L M N   i l  	 9  P L M N   10A0  HK0AK=  E0;K0@0;K  >K@0C;0@4K  10BB0C	 	 	 	 	 
 
 S T R _ B A I C _ A 	 S e t t i n g 	 U N L I M 	 B a r r i n g   A l l   I n c o m i n g   C a l l s . 	 B a r r i n g   a l l   i n c o m i n g   c a l l s 	 bc	 bc	 +I2!*2"@#5"@I21I+!	 B l o q u e a r   t o d a s   l a s   l l a m a d a s   r e c i b i d a s 	 R e s t r e i n d r e   t o u s   l e s   a p p e l s   e n t r a n t s 	 A l l e   e i n g e h e n d e n   A n r u f e   s p e r r e n 	 0?@5B  2A5E  2E>4OI8E  2K7>2>2	 E s c l u s i o n e   d i   t u t t e   l e   c h i a m a t e   i n   e n t r a t a 	 -81  ,EJ9  'DEC'DE'*  'DE-DJ)	 A   e f e c t u a r   b a r r a m e n t o   d e   t o d a s   a s   c h a m a d a s   r e c e b i d a s 	 T  m   g e l e n   a r a m a l a r   e n g e l l e n i y o r 	 L o i   t r   c  c   c u c   g i   n 	 T o l a k   S e m u a   P e n e r i m a a n   	 M e n y e k a t   s e m u a   p a n g g i l a n   m a s u k 	 	(	G	  5	>	2	@	  8	-	@	  	I	2	G		  0	K	'	?	$	  	0	(	>		 B l o k e r e r   A l l e   I n d g  e n d e   O p k a l d 	 B l o k o v  n    v ae c h   p Y c h o z  c h   h o v o r o	 Z a k a z   w s z y s t k i c h   p o Bc z e D  p r z y c h o d z c y c h 	 M i n d e n   b e j  v Q  h  v  s   k o r l  t o z  s a 	 E s t e t   n   k a i k k i   t u l e v a t   p u h e l u t 	 S p e r r i n g   a v   a l l e   i n n k o m m e n d e   a n r o p 	 B l o k o v a n i e   v ae t k  c h   p r i c h  d z a j  c i c h   h o v o r o v 	 B l o k k e r e n   v a n   a l l e   i n k o m e n d e   g e s p r e k k e n 	 S p  r r a   a l l a   i n k o m m a n d e   s a m t a l 	 O g r a n i 
e n j e   s v i h   d o l a z n i h   p o z i v a 	 R e s t r i c ci o n a r e a   t u t u r o r   a p e l u r i l o r   d e   i n t r a r e 	 I z v z e t i   V s i   D o h o d n i   K l i c i 	         	         	 3@0=8G020=5  =0  A8G:8  E>4OI8  >28:20=8O	 ,	G	0	?			  	2	  	(		.	?			  	I	2	M	8		 /1  -'D  E-/H/  1/F  GEG  *E'3G'  H1H/	 *E'E  "F  H'D  'D1HF'  ,'1	         	 		  							  				  				  						 8
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  	         	 K u v a l e l w e   z o n k e   i z i n g c i n g o   e z i n g e n a y o 	 I t h i n t e l a   z o n k e   i i f o w n i   e z i n g e n a y o 	 I n a z u i a   s i m u   z o t e   z i n a z o i n g i a 	 B l o k   t a n s   a l l e   i n k o m e n d e   o p r o e p e 	 D r a u d ~i a m i   v i s i   /e i n a n t y s   s k a m b u 
i a i 	 A i z l i e d z   v i s u s   i e n k o ao s   z v a n u s 	 K  i g i   s i s e n e v a t e   k  n e d e   p i i r a m i n e 	 2xlx  txaukv  oavyek  acelaaoxt	       	 B a r a r e   t o a t e   a p e l u r i l e   p r i m i t e 	 
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	 8.8M$  (.?  2A!?  ,M_>0?  0A?	 	 				  										  		  					  			  				 B  t  n   d a x i l   o l a n   z Yn g l Yr Y  q a d a a 	 P6R@b	gO	 S  e x c l o u e n   t o t e s   l e s   t r u c a d e s   e n t r a n t s 	 I n t e r d i r e   t o u s   l e s   a p p e l s   e n t r a n t s 	  t i l o k a   a l l a r   i n n h r i n g i n g a r 	 T o d a s   l a s   l l a m a d a s   e n t r a n t e s   e s t  n   b l o q u e a d a s 	 01@0=0  70  A8B5  ?@8<5=8  ?>28F8	 B a r r a m e n t o   d e   t o d a s   a s   c h a m a d a s   r e c e b i d a s 	 Z a b r a n a   s v i h   d o l a z n i h   p o z i v a 	 E   t h i b e l a   m e h a l a   y o h l e   e   k e n a n g 	 H a r a n g a n   a n g   l a h a t   n g   p a p a s o k   n a   t a w a g 	 B a r r i n g   a l l   i n c o m i n g   c a l l s 	 H a n a w a   d u k a   k i r a n   m a s u   z u w a 	 N d  n    g b o g b o    p    t i   n w l  	 0@;K  :V@5AV=  >K@0C;0@K=  10BB0C	 	 	 	 	 
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 S T R _ B A I C R O A M _ A 	 S e t t i n g 	 U N L I M 	 B a r r i n g   A l l   I n c o m i n g   C a l l s   W h e n   R o a m i n g . 	 B a r r i n g   a l l   i n c o m i n g   c a l l s   w h e n   r o a m i n g 	 +oJBfbc	 +o8nebc	 +I2!*2"@#5"@I21I+!0B#!!4	 B l o q u e a r   t o d a s   l a s   l l a m a d a s   e n t r a n t e s   e n   e s t a d o   d e   m o v i l i d a d 	 R e s t r e i n d r e   t o u s   l e s   a p p e l s   e n t r a n t s   l o r s q u e   e n   i t i n  r a n c e 	 A l l e   e i n g e h e n d e n   A n r u f e   b e i m   R o a m i n g   s p e r r e n 	 0?@5B  2A5E  2E>4OI8E  2K7>2>2  2  @>C<8=35	 E s c l u s i o n e   d i   t u t t e   l e   c h i a m a t e   i n   e n t r a t a   q u a n d o   s i   f a   r o a m i n g 	 -81  ,EJ9  'DEC'DE'*  'DH'1/)  9F/  'D*,H'D	 A   e f e c t u a r   b a r r a m e n t o   d e   t o d a s   a s   c h a m a d a s   r e c e b i d a s   q u a n d o   e m   r o a m i n g 	 G e z i c i   d u r u m d a   t  m   g e l e n   a r a m a l a r   e n g e l l e n i y o r 	 L o i   t r   c  c   c u c   g i   n   k h i   c h u y n   v  n g 	 T o l a k   P e n e r i m a a n   I n t e r n a t i o n a l   k e t i k a   r o a m i n g   	 M e n y e k a t   s e m u a   p a n g g i l a n   m a s u k   s e m a s a   m e r a y a u 	 0	K	.	?			  .	G		  	(	G	  5	>	2	@	  8	-	@	  	I	2	G		  0	K	'	?	$	   	0	(	>		 B l o k e r e r   A l l e   I n d g  e n d e   O p k a l d   H v i s   R o a m i n g 	 B l o k o v  n    v ae c h   p Y c h o z  c h   h o v o r o  p Yi   r o a m i n g u 	 Z a k a z   w s z y s t k i c h   p o Bc z e D  p r z y c h o d z c y c h   p o d c z a s   R o a m i n g u 	 M i n d e n   b e j  v Q  r o a m i n g   h  v  s   k o r l  t o z  s a 	 E s t e t   n   k a i k k i   t u l e v a t   p u h e l u t ,   k u n   v e r k k o v i e r a i l u l l a 	 S p e r r i n g   a v   a l l e   i n n k o m m e n d e   a n r o p   v e d   n e t t s t r e i f i n g 	 B l o k o v a n i e   v ae t k  c h   p r i c h  d z a j  c i c h   h o v o r o v   p o 
a s   r o a m i n g u 	 B l o k k e r e n   v a n   a l l e   i n k o m e n d e   g e s p r e k k e n   t i j d e n s   r o a m i n g 	 S p  r r a   a l l a   i n k o m m a n d e   s a m t a l   v i d   r o a m i n g 	 O g r a n i 
e n j e   s v i h   d o l a z n i h   p o z i v a   u   r o a m i n g u 	 R e s t r i c ci o n a r e a   t u t u r o r   a p e l u r i l o r   d e   i n t r a r e    n   p e r i o a d a   d e   r o a m i n g 	 I z v z e t i   V s i   D o h o d n i   K l i c i   V   G o s t o v a n j u 	                 	           	 3@0=8G020=5  =0  A8G:8  E>4OI8  >28:20=8O  ?@8   >C<8=3	 0	K	.	?			  	8	$	>		(	>	  ,	G	0	?			  	2	  	(		.	?			  	I	2	M	8		 /1  -'D  E-/H/  1/F  GEG  *E'3G'  H1H/  /1  GF'E  1HEF	 ,(  1HEF  ~1  H  '3  HB*  "F  H'D  'DH  '  1HF'  ,'1	 ,           	 					  							  		  							  		  						 8
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i a i ,   e s a n t   t a r p t i n k l i n i a m   r y ai u i 	 A i z l i e d z   v i s u s   i e n k o ao s   z v a n u s   v i e s a b o n aa n 	 K  i g i   s i s e n e v a t e   k  n e d e   p i i r a m i n e   r  n d l u s e   k o r r a l 	 2xlx  txaukv  oavyek  acelaaoxt  |xxtkvck  jatavao	         	 B a r a r e   t o a t e   a p e l u r i l e   p r i m i t e    n   r o a m i n g 	 1
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e n j e   s v i h   p o z i v a 	 R e s t r i c ci o n a r e a   t u t u r o r   a p e l u r i l o r 	 I z v z e t i   V s i   K l i c i 	       	       	 3@0=8G020=5  =0  A8G:8  >28:20=8O	 ,	G	0	?			  	2	  	I	2	M	8		 /1  -'D  E-/H/  1/F  GEG  *E'3G'	 *E'E  'DH  '    1HF'  ,'1	         	 		  		  						 8
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 
 S T R _ B I C _ A 	 S e t t i n g 	 U N L I M 	 B a r r i n g   I n c o m i n g   C a l l s . 	 B a r r i n g   i n c o m i n g   c a l l s 	 bc	 bc	 +I2!*2"B#@I2	 B l o q u e a r   l l a m a d a s   r e c i b i d a s 	 R e s t r e i n d r e   l e s   a p p e l s   e n t r a n t s 	 E i n g e h e n d e   A n r u f e   s p e r r e n 	 0?@5B  2E>4OI8E  2K7>2>2	 E s c l u s i o n e   d e l l e   c h i a m a t e   i n   e n t r a t a 	 -81  'DEC'DE'*  'DH'1/)	 A   e f e c t u a r   b a r r a m e n t o   d e   c h a m a d a s   r e c e b i d a s 	 T  m   g e l e n   a r a m a l a r   e n g e l l e n i y o r 	 L o i   t r   c  c   c u c   g i   n 	 T o l a k   P e n e r i m a a n   	 M e n y e k a t   p a n g g i l a n   m a s u k 	 	(	G	  5	>	2	@	  8	-	@	  	I	2	G		  0	K	'	?	$	  	0	(	>		 B l o k e r e r   I n d g  e n d e   O p k a l d 	 B l o k o v  n    p Y c h o z  c h   h o v o r o	 Z a k a z   p o Bc z e D  p r z y c h o d z c y c h 	 B e j  v Q  h  v  s o k   k o r l  t o z  s a 	 E s t e t   n   t u l e v a t   p u h e l u t 	 S p e r r i n g   a v   i n k o m m e n d e   a n r o p 	 B l o k o v a n i e   v ae t k  c h   p r i c h  d z a j  c i c h   h o v o r o v 	 B l o k k e r e n   v a n   i n k o m e n d e   g e s p r e k k e n 	 S p  r r a   i n k o m m a n d e   s a m t a l 	 O g r a n i 
e n j e   d o l a z n i h   p o z i v a 	 R e s t r i c ci o n a r e a   a p e l u r i l o r   d e   i n t r a r e 	 I z v z e t i   D o h o d n i   K l i c i 	     	       	 3@0=8G020=5  =0  E>4OI8  >28:20=8O	 ,	G	0	?			  	(		.	?			  	I	2	M	8		 /1  -'D  E-/H/  1/F  *E'3G'  H1H/	 "F  H'D  'DH    '1HF','1	       	 							  		  						 
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     	 K u v a l e l w e   i z i n g c i n g o   e z i n g e n a y o 	 I t h i n t e l a   z o n k e   i i f o w n i   e z i n g e n a y o 	 I n a z u i a   s i m u   z i n a z o i n g i a 	 B l o k   t a n s   i n k o m e n d e   o p r o e p e 	 D r a u d ~i a m i   /e i n a n t y s   s k a m b u 
i a i 	 A i z l i e d z   i e n k o ao s   z v a n u s 	 S i s e n e v a t e   k  n e d e   p i i r a m i n e 	 Dxaukv  oavyek  acelaaoxt	     	 B a r a r e   a p e l u r i   p r i m i t e 	 
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 
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4#42#2#+I2!B#5HD!H#9I1	 T i p o   d e   s e r v i c i o   d e   b l o q u e o   d e s c o n o c i d o 	 T y p e   d e   s e r v i c e   d e   r e s t r i c t i o n   i n c o n n u 	 U n b e k a n n t e r   S p e r r d i e n s t t y p 	 58725AB=K9  B8?  A;C61K  70?@5B0	 T i p o   d i   s e r v i z i o   d i   e s c l u s i o n e   s c o n o s c i u t o 	 -81  FH9  'D./E)  :J1  E91HA	 T i p o   d e   s e r v i  o   d e   b a r r a m e n t o   d e s c o n h e c i d o 	 S e r v i s   t i p i   b i l i n m i y o r 	 L o i   t r   c u c   g i   k h  n g   r    p h n g   t h c 	 J e n i s   L a y a n a n   P e n o l a k a n   T a k   d i k e n a l   	 J e n i s   p e r k h i d m a t a n   s e k a t a n   t i d a k   d i k e t a h u i 	 		M		>	$	  *	M	0		>	0	  	@	  0	K	'	(	  8	G	5	>		 U k e n d t   B l o k e r i n g s   T j e n e s t e   T y p e 	 N e z n  m    t y p   b l o k o v a c    s l u ~b y 	 N i e z n a n y   t r y b   s e r w i s u   z a k a z u   p o Bc z e D	 I s m e r e t l e n   k o r l  t o z    s z o l g  l t a t  s 	 T u n t e m a t o n   e s t o p a l v e l u t y y p p i 	 U k j e n t   s p e r r i n g s t j e n e s t e t y p e 	 N e z n  m y   t y p   b l o k o v a c e j   s l u ~b y 	 O n b e k e n d   b l o k k e e r s e r v i c e t y p e 	 O k  n d   s p  r r t j  n s t 	 N e p o z n a t a   v r s t a   u s l u g e   o g r a n i 
e n j a 	 T i p   d e   s e r v i c i u   d e   r e s t r i c ci o n a r e   n e c u n o s c u t 	 N e z n a n   I z v z e t i   T i p   U s l u g e 	       	           	 58725AB5=  84  #A;C30  70  3@0=8G020=5	 .	>	9	?	$	  (	8	2	G	2	>	  ,	G	0	?			  8	G	5	>	  *	M	0		>	0		 FH9  ./E'*  E-/H/*  E4.5  F3*	 F'E9DHE    1HF  H'D  ./E*    B3E	           	   					  					  				  				 0
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gR^W	 T i p u s   d e   s e r v e i   d  e x c l u s i    d e s c o n e g u t 	 T y p e   d e   s e r v i c e   d  i n t e r d i c t i o n   i n c o n n u 	   e k k t   g e r     t i l o k u n a r  j  n u s t u 	 T i p o   d e   s e r v i c i o   d e   b l o q u e o   d e s c o n o c i d o 	 5?>7=0B  B8?  =0  CA;C30  70  701@0=0	 T i p o   d e   s e r v i  o   d e   b a r r a m e n t o   d e s c o n h e c i d o 	 N e p o z n a t   t i p   u s l u g e   z a b r a n e 	 M o f u t a   w a   t s h e b e l e t s o   y a   t h i b e l o   h a   o   t s e j w e 	 H i n d i   k i l a l a n g   u r i   n g   s e r b i s y o n g   p a n g h a r a n g 	 U n k n o w n   b a r r i n g   s e r v i c e   t y p e 	 W a n n a n   h a n a w a n   h i d i m a   b a b u   s a i n s a 	 O r i ci   i c   d  n      m  	 5;3VAV7  10BB0C  K7<5B  B@V	 	 	 	 	 
 
 S T R _ A C T I V A T E D 	 S e t t i n g 	 U N L I M 	 A c t i v a t e d . 	   a c t i v a t e d   	 \ n ]_UR  	 \ n ]/TR  	   @4C
IA%I'\ n 	   a c t i v a d o 	 a c t i v  	   a k t i v i e r t   	   0:B82. 	 A t t i v a t o \ n 	 \ n *E  *F4J7	   a c t i v a d o 	 e t k i n \ n 	 \ n    k  c h   h o t 	 A k t i f k a n \ n 	 d i a k t i f k a n 	 8		M	0	?	/	  	?	/	>	  	/	>	 	   A k t i v e r e t \ n 	   A k t i v o v  n \ n 	 A k t y w n y \ n 	   a k t i v  l t 	 A k t i v o i t u \ n 	   A k t i v e r t \ n 	   A k t i v o v a n  \ n 	 g e a c t i v e e r d 	 A k t i v e r a d \ n 	   A k t i v i r a n j e d \ n 	 a c t i v a t 	   A k t i v i r a n \ n 	 	     	 :B828@0=>\ =5	 	M	0	?	/	>	6	@	2	  	0	>	\ n 	   A9'D  1/J/  	 A9'D\ n 	 \ n 	 							 
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  / n 	     	 k u c u s h i w e 	 y e n z i w e   y a s e b e n z a 	 I m e a m i l i s h w a 	 G e a k t i v e e r \ n 	   s u a k t y v i n t a   	   a k t i v t s 	   a k t i v e e r i t u d   	 aok~a~an  g	 	   a c t i v a t   	 8

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	 8M0?_  9K?	 	 						  			  					 C a n l a _d 1r 1l 1b 	 ]_UR	   a c t i v a t   	   a c t i v    	   v i r k t   	   a c t i v a d o   	   0:B828@0=>  	   a t i v a d o   	   a k t i v i r a n   	   e   t s h e b e t s o n g   	   g u m a g a n a   	   a c t i v a t e d   	 S a   s h i   y a   y i   a i k i 	   t i   m  u   ci c  	   15;A5=4V@V;35=  	 a k t i b a t u r i k 	   g u m a g a n a   	 a c t i v a d o   	 M e e   k a   r a   r 	   c u r t h a   i   n g n  o m h   
 
 S T R _ D E A C T I V A T E D 	 S e t t i n g 	 U N L I M 	 D e a c t i v a t e d . 	   d e a c t i v a t e d   	 \ n ]ܕ  	 \ n ]sQ  	   4C
IA%I'\ n 	   d e s a c t i v a d o 	 d  s a c t i v  	   d e a k t i v i e r t   	   >B:;.   	 D i s a t t i v a t o \ n 	 \ n A4D	   d e s a c t i v a d o   	 d e v r e   d 1_1	 \ n T t   	 N o n a k t i f k a n \ n 	 d i n y a h a k t i f k a n 	 (	9	@		  &	?	/	>	  	/	>		   D e a k t i v e r e t \ n 	   D e a k t i v o v  n \ n 	 D e z a k t y w o w a n y \ n 	   d e a k t i v  l t 	 D e a k t i v o i t u \ n 	   D e a k t i v e r t \ n 	   d e a k t i v o v a n  \ n 	 g e  n a c t i v e e r d 	 I n a k t i v e r a d \ n 	   D e a k t i v i r a n j e d \ n 	 d e z a c t i v a t 	   D e a k t i v i r a n \ n 	 	       	 50:B828@0=>\ =5	 		M	0	?	/	>	6	@	2	  	0	>	\ n 	   :J1A9'D  1/J/  	 :1  A9'D  \ n 	   \ n 	 									  	 
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  / n 	     	 k u y e k i s i w e   u k u c u p h a 	 y e n z i w e   a y a s e b e n z a 	 I m e l e m a z w a 	 G e d e a k t i v e e r \ n 	   d e a k t y v i n t a   	   d e a k t i v t s 	   d e a k t i v e e r i t u d   	 azaaok~a~an  g	 	   d e z a c t i v a t   	 (
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 
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  / n 	     	 a k u h l i n z e k i w e 	 a y i b o n e l e l w a n g a 	 H a i j a t o l e w a 	   n i e   v o o r s i e n   n i e 	   n e t e i k i a m a   	   n e t i e k   s n i e g t s 	   p u u d u b   	 yk  atad~el	     	   n e f u r n i z a t   	 (
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 
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 S T R _ M E N U _ C A L L E R _ I D 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 M e n u   I t e m   S t r i n g   f o r   C a l l e r   I d 	 C a l l e r   I D 	 ,g_j_x	 ,g:gSx	 +!2"@%9IB#	 I d e n t i f i c a d o r   d e l   l l a m a d o r 	 I D   d e   l ' a p p e l a n t 	 A n r u f e r - I D 	 B?@02;OBL  A2>9  =><5@	 I D   d i   c h i   c h i a m a 	 #1B'EJ	 I d e n t i f i c a   o   d o   c h a m a d o r 	 A r a y a n 1n   I D ' s i 	 S   c a   c h   m  y 	 I D   P e m a n g g i l 	 I D   P e m a n g g i l 	 	I	2	0	  		!	@		 O p k a l d e r s   I D 	 I D   v o l a j  c  h o 	 I D   r o z m  w c y 	 H  v  a z o n o s  t  	 S o i t t a j a n   t u n n i s t e 	 O p p r i n g e r - I D 	 I D   v o l a j  c e h o 	 I D   v a n   o p r o e p e r 	 U p p r i n g a r e n s   I D 	 I D   p o z i v a t e l j a 	 I d e n t i t a t e   a p e l a n t 	 I D   K l i c a t e l j a 	   	   	 018@0I  I D 	 	I	2		0	M	$	>	  	/	!	@		 4F'3G  *E'3  1F/G	 'D1  "&  	   	 				  					 
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 
 S T R _ C L I _ H I D E _ I D 	 S e t t i n g 	 I C O N T E X T ,   H I N T 	 S t r i n g   f o r   a l l o w i n g   u s e r   t o   s e t   C L I R 	 H i d e   I D 	 υ_x	 υSx	 H-#+1*	 O c u l t a r   i d e n t i f i c a d o r 	 M a s q u e r   l ' I D 	 I D   a u s b l e n d e n 	 !:@KBL	 N a s c o n d i   l ' I d 	 '.A'!  'DGHJ)	 O c u l t a r   i d e n t i f i c a   o 	 I D ' y i   g i z l e 	 n   s 	 S e m b u n y i k a n   I D 	 S e m b u n y i k a n   I D 	 		!	@	  	?	*	>	
		 S k j u l   I d 	 S k r  t   i d e n t i f i k a c i   v o l a j  c  h o 	 U k r y j   I D 	 H  v  s z  m k i j e l z  s   k i k a p c s o l  s a 	 P i i l o t a   t u n n i s t e 	 S k j u l   I d 	 S k r y e  I D 	 I D   v e r b e r g e n 	 D  l j   I D 	 S a k r i j   I d 	 A s c u n d e r e   i d e n t i t a t e 	 S k r i   i d 	   	   	 !:@89  I D 	 2	*	2	G	2	>	  	/	!	@		 ~FG'F  1/F  4F'3G	   ~'&I D 	   	 				  				  					 
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	 !?  9H!M  G/A.A	 @8E>20B8  V45=B8DV:0B>@	 



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	   	 F i h l a   i - I D 	 F i h l a   i - I D 	 F i c h a   I D 	 V e r b e r g   I D 	 S l p t i   I D 	 N o s l p t   I D 	 P e i d a   I D 	 9avel  I D - v	   	 A s c u n d e r e   I D 	 I D   .
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 
 S T R _ C L I _ S E N D _ I D 	 S e t t i n g 	 I C O N T E X T ,   H I N T 	 S t r i n g   f o r   a l l o w i n g   u s e r   t o   s e t   C L I P 	 S e n d   I D 	 P_x	 SSx	 *H#+1*	 E n v i a r   i d e n t i f i c a d o r 	 E n v o y e r   l ' I D 	 I D   s e n d e n 	 B?@02;OBL	 I n v i a   l ' I d 	 '13'D  'DGHJ)	 E n v i a r   i d e n t i f i c a   o 	 I D   g  n d e r 	 G i   s 	 K i r i m   I D 	 H a n t a r   I D 	 		!	@	  -	G		G			 S e n d   I d 	 O d e s l a t   i d e n t i f i k a c i   v o l a j  c  h o 	 W y [l i j   I D 	 H  v  s z  m k i j e l z  s   b e k a p c s o l  s a 	 L  h e t    t u n n i s t e 	 S e n d   I d 	 O d o s l a e  I D 	 I D   v e r z e n d e n 	 S k i c k a   I D 	 P o aa l j i   I d 	 E x p e d i e r e   i d e n t i t a t e 	 P o al j i   I d 	   	   	 7?@0B8  I D 	 *	>	 	5	?	2	G	2	>	  	/	!	@		 '13'D  4F'3G	   (,I D 	   	 				  						 
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	   	 T h u m e l a   i - I D 	 T h u m e l a   i - I D 	 T u m a   I D 	 S t u u r   I D 	 S i ss t i   I D 	 S kt +t   I D 	 S a a d a   I D 	 Hraoel  I D - v	   	 T r i m i t e r e   I D 	 I D   
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	 I D   * >(M$A	 	 				  								 0D - n i   g  n d Yr 	 POjX	 E n v i a   i d e n t i f i c a d o r 	 E n v o y e r   l  i d e n t i f i c a t i o n 	 S e n d a   n  m e r 	 E n v i a r   I D 	 A?@0B8  1@>X  70  845=B8D8:0F8X0	 E n v i a r   I D 	 P o aa l j i   i d e n t i f i k a c i j u 	 R o m e l a   I D 	 I p a d a l a   a n g   I D 	 S e n d   I D 	 A   a i k a   I D 	 F i     m     d  n i m    r a n c	 A0BKH  :>4K=  6V15@C	 N o r t a s u n a   b i d a l i 	 I p a d a l a   a n g   I D 	 E n v i a r   I D 	 Z i p   I D 	 S e o l   I D 
 
 S T R _ C L I P _ S T A T U S _ A C T _ T X T 	 S e t t i n g 	 U N L I M 	 M e s s a g e   T e x t   f o r   C L I P   S t a t u s 	 C a l l e r   I D   p r e s e n t a t i o n   p r o v i d e d 	 ]cOo:y_xR	 ]cO>f:ySxR	 C+I2#A*+!2"@%*2"	 P r e s e n t a c i  n   d e l   i d e n t i f i c a d o r   d e   l l a m a d a   p r o p o r c i o n a d a 	 P r  s e n t a t i o n   d e   l ' I D   d e   l ' a p p e l a n t   f o u r n i e 	  b e r m i t t l u n g   d e r   A n r u f - I D   b e r e i t g e s t e l l t 	 >:07  845=B.   2K7>20  @07@5H5=	 F o r n i t a   p r e s e n t a z i o n e   I D   d i   c h i   t e l e f o n a 	 ./E)  916  GHJ)  'DEC'DE)  EH,H/)	 A p r e s e n t a   o   d e   i d e n t i f i c a   o   d e   c h a m a d a   f o r n e c i d a 	 A r a y a n   K i _i n i n   I D ' s i n i n   g  s t e r i m i   d e s t e k l e n i y o r 	    c u n g   c p   t  n h   n n g   h i n   t h   s 	 P e n a m p i l a n   I D   P a n g g i l a n   T e r s e d i a 	 P e r s e m b a h a n   I D   P e m a n g g i l   d i s e d i a k a n 	 	I	2	  		!	@	  *	M	0	8	M	$	A	$	?	  &	@	  		 	 O p k a l d   I D   P r  s e n t a t i o n   G i v e t 	 I d e n t i f i k a c e   v o l a j  c  h o   d o s t u p n  	 P r e z e n t a c j a   I D   p o Bc z e n i a   d o s t a r c z o n a 	 H  v  s z  m   k i j e l z  s e   b e  l l  t h a t  	 P u h e l u n   t u n n i s t e e n   n  y t t    a n n e t t u 	 A n r o p s - I D   m e d   p r e s e n t a s j o n 	 I D   h o v o r u   d o s t u p n  	 I D - p r e s e n t a t i e   v a n   g e s p r e k   b e k e n d 	 S a m t a l   I D 	 P r e d s t a v l j a n j e   I D   p o z i v a 	 P r e z e n t a r e   i d e n t i t a t e   a p e l a n t   d i s p o n i b i l 	 P r e d s t a v i t e v   I D   K l i c a t e l j a   Z a g o t o v l j e n a     	       	         	 >:0720=5  ><5@  ?@8  >28:20=5  0;8G=>	 	I	2	  	/	!	@	  *	M	0	G		G	(	M		G	6	(	  *	M	0	&	>	(	  	G	2	>		 FE'4  4F'3G  *E'3  A1'GE  4/	 'D  I D   ~12Fy4F  E'  	         	 		  				  									  						  			  						 
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	       	 I s e t h u l o   s e - C a l l e r   I D   s i n i k e z i w e 	 U k u n i k e z w a   k w e - I D   y o m f o w n i   k u b o n e l e l w e 	 O n y e s h o   l a   I D   y a   m p i g a j i   s i m u   l i m e t o l e w a 	 O p r o e p - I D   a a n b i e d i n g   v e r s k a f 	 T e i k i a m a s   s k a m b i n t o j o   I D 	 N o d r o ai n t a   z v a n +t j a   I D   p a r d +aa n a 	 H e l i s t a j a   I D   l u b a t u d 	 6avcapaxrk  I D - k  veoauatav  na|auxiuxvh  atad~an  g	       	 P r e z e n t a r e   I D   a p e l a n t   f u r n i z a t 	 
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e n j e   p r e d s t a v l j a n j a   I D   p o z i v a   s t a l n o   a k t i v n o 	 R e s t r i c ci e   i d e n t i t a t e   a p e l a n t   a c t i v a t   p e r m a n e n t 	 O m e j i t e v   I D   K l i c a t e l j a   A k t i v i r a n a   P e r m a n e t n o 	         	         	 3@0=8G020=5  ><5@  ?@8  >28:20=5  >AB>O==>  :B828@0=>	 	I	2	  	/	!	@	  ,		'	(	  	>	/	.	8	M	5	0	B	*	@	  	M	0	?	/	>	6	@	2	  	G	2	>		 E-/H/*  4F'3G  *E'3  (G  7H1  /'&E  A9'D  4/	 'D  I D   13y14F  E4    D  A9'D  	           	 		  				  									  						  				  						  	 
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e n j e   i d e n t i f i k a c i j e   p o z i v a o c a   t r a j n o   a k t i v i r a n o 	 T h i b e l o   y a   I D   y a   m o l e t s i   e   s e b e t s a   n a k o   y o h l e 	 P e r m a n e n t e n g   g u m a g a n a   a n g   r e s t r i k s i y o n   n g   c a l l e r   I D 	 C a l l e r   I D   r e s t r i c t i o n   a c t i v a t e d   p e r m a n e n t l y 	 N u n a w a n   m a i   k i r a   a n   k u n t a t a s h i   b a   t a s h i 	 T i   m    h  h      m     d  n i m    o l  p    m   ci s   t  t    l a i 	 >K@0C  H0;CHK=K  A0BKH  :>4K=K  H5:B5CV=  <3V  15;A5=4V@C
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e n j a   I D   p o z i v a 	 R e s t r i c ci e   i d e n t i t a t e   a p e l a n t   a c t i v a t   i m p l i c i t 	 O m e j i t e v   I D   K l i c a t e l j a   A k t i v i r a n a   Z a r a d i   N a p a k e 	             	           	 3@0=8G020=5  ><5@  ?@8  >28:20=5  :B828@0=>  ?>  >4@0718@0=5	 	I	2	  	/	!	@	  ,		'	(	  	>	/	.	8	M	5	0	B	*	@	  		M		?	5	G		  ,	>	/	  !	?	+	I	2	M		  	G		 E-/H/*  4F'3G  *E'3  (G  7H1  ~4  A16  A9'D  4/	 'D  I D   13y14F  A'Dy    019  A9'D  '  '  	           	 								  							  				  				  									  						  				 
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N/TR	 2!H2@#4H!I  D!H@4322#H-+!2"@%9IB#	 R e s t r i c c i  n   d e l   i d e n t i f i c a d o r   d e   l l a m a d a   n o   a c t i v a d a   d e   f o r m a   p r e d e t e r m i n a d a 	 R e s t r i c t i o n   d e   l ' I D   d e   l ' a p p e l a n t   d  s a c t i v  e   p a r   d  f a u t 	 U n t e r d r  c k u n g   d e r   A n r u f - I D   p e r   S t a n d a r d   n i c h t   a k t i v i e r t 	 5  0:B.   >3@0=8G5=85  845=B.   2K7>20  ?>  C<>;G0=8N	 R e s t r i z i o n e   d i   I D   d i   c h i   c h i a m a   n o n   a t t i v a t a   p e r   p r e d e f i n i z i o n e 	 ./E)  '.A'!  GHJ)  'DEC'DE)  'DE6(H7)  E3(B'  D'  *9ED	 R e s t r i   o   d e   i d e n t i f i c a   o   d e   c h a m a d a   n  o   a c t i v a d a   p o r   p r  - d e f i n i   o 	 A r a y a n   I D   k 1s 1t l a m a s 1   n t a n 1m l 1  o l a r a k   d e v r e   d 1_1  b 1r a k 1l d 1	 K h  n g   k  c h   h o t   t  n h   n n g   n   s   t h e o   c h     m c   n h   	 P e m b a t a s a n   I D   P a n g g i l a n   s t a n d a r   t i d a h   d i a k t i f k a n 	 S e k a t a n   I D   P e m a n g g i l   t i d a k   d i a k t i f k a n   s e c a r a   l a l a i 	 	I	2	  		!	@	  *	M	0	$	?	,		'	  ,	>		  !	?	+	I	2	M		  8		M	0	?	/	  (	9	@			 O p k a l d   I D   B e g r  n s n i n g   I k k e   A k t i v e r e t   S o m   S t a n d a r d 	 O m e z e n    i d e n t i f i k a c e   v o l a j  c  h o   n e n    s t a n d a r d n   a k t i v o v  n o 	 O g r a n i c z e n i e   p o Bc z e n i a   I D   n i e   a k t y w n e   d o m y [l n i e 	 H  v  s z  m   e l r e j t  s e   a l a p  r t e l m e z  s   s z e r i n t   k i k a p c s o l v a 	 P u h e l u n   t u n n i s t e e n   e s t o a   e i   a k t i v o i t u   o l e t u s a r v o i s e s t i 	 A n r o p s - I D   b e g r e n s n i n g   d e a k t i v e r t   s o m   s t a n d a r d i n s t i l l i n g 	 O b m e d z e n i e   I D   at a n d a r d n e   n e a k t i v o v a n  	 I D - r e s t r i c t i e   v a n   g e s p r e k   n i e t   s t a n d a a r d   g e a c t i v e e r d 	 T j  n s t e n   S p  r r a   s a m t a l s - I D    r   i n a k t i v e r a d   s o m   s t a n d a r d 	 N i j e   z a d a n o   a k t i v i r a n j e   o g r a n i 
e n j a   I D   p o z i v a 	 R e s t r i c ci e   i d e n t i t a t e   a p e l a n t   n e a c t i v a t   i m p l i c i t 	 O m e j i t e v   I D   K l i c a t e l j a   N i   A k t i v i r a n a   Z a r a d i   N a p a k e 	               	             	 3@0=8G020=5  ><5@  ?@8  >28:20=5  =5  :B828@0=>  ?>  >4@0718@0=5	 	I	2	  	/	!	@	  ,		'	(	  	>	/	.	8	M	5	0	B	*	@	  		M		?	5	G		  ,	>	/	  !	?	+	I	2	M		  	G		 E-/H/*  4F'3G  *E'3  (G  7H1  ~4  A16  A9'D  F4/	 'D  I D   13y14F  A'Dy    019  A9'D  F  '  '  	           	 								  							  				  				  									  						  			 $
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NcOυSxR	 D!H*2!2#H-+!2"@%9IB#	 R e s t r i c c i  n   d e l   i d e n t i f i c a d o r   d e   l l a m a d a   n o   p r o p o r c i o n a d a 	 R e s t r i c t i o n   d e   l ' I D   d e   l ' a p p e l a n t   n o n   f o u r n i e 	 U n t e r d r  c k u n g   d e r   A n r u f - I D   n i c h t   b e r e i t g e s t e l l t 	 3@0=8G5=85  845=B.   2K7>20  =5  @07@5H5=>	 N o n   f o r n i t a   r e s t r i z i o n e   d i   I D   d i   c h i   c h i a m a 	 ./E)  '.A'!  GHJ)  'DEC'DE)  :J1  EH,H/)	 R e s t r i   o   d e   i d e n t i f i c a   o   d e   c h a m a d a   n  o   f o r n e c i d a 	 A r a y a n   I D   k 1s 1t l a m a s 1  d e s t e k l e n m i y o r 	 K h  n g   c u n g   c p   t  n h   n n g   n   s 	 P e m b a t a s a n   I D   P a n g g i l a n   t i d a k   t e r s e d i a 	 S e k a t a n   I D   P e m a n g g i l   t i d a k   d i s e d i a k a n 	 	I	2	  		!	@	  *	M	0	$	?	,		'	  		*	2	,	M	'	  (	9	@		  	0	>	/	>	  	/	>		 O p k a l d   I D   B e g r  n s n i n g   I k k e   G i v e t 	 O m e z e n    i d e n t i f i k a c e   v o l a j  c  h o   n e n    d o s t u p n  	 O g r a n i c z e n i e   p o Bc z e n i a   I D   n i e   d o s t a r c z o n e 	 H  v  s z  m   e l r e j t  s e   n e m    l l  t h a t    b e 	 P u h e l u n   t u n n i s t e e n   e s t o a   e i   a n n e t t u 	 A n r o p s - I D   u t e n   b e g r e n s n i n g 	 O b m e d z e n i e   I D   n e d o s t u p n  	 I D - r e s t r i c t i e   v a n   g e s p r e k   n i e t   b e k e n d 	 T j  n s t e n   S p  r r a   s a m t a l s - I D    r   o t i l l g  n g l i g 	 O g r a n i 
e n j e   p r e d s t a v l j a n j a   I D   p o z i v a   n i j e   o m o g u e n o 	 R e s t r i c ci e   i d e n t i t a t e   a p e l a n t   i n d i s p o n i b i l 	 O m e j i t e v   I D   K l i c a t e l j a   N i   Z a g o t o v l j e n a   	         	           	 3@0=8G020=5  ><5@  ?@8  >28:20=5  =5  0;8G=>	 	I	2	  	/	!	@	  ,		'	(	  *	M	0	&	>	(	  	G	2	>	  (	>	9	@		 E-/H/*  4F'3G  *E'3  A1'GE  F4/	 'D  I D   13y14F  E'  F	         	 				  				  									  						  			 
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NcOOjXP6R	 R e s t r i c c i    d  i d e n t i f i c a d o r   d e   q u i   t r u c a   n o   p r o p o r c i o n a d a 	 R e s t r i c t i o n   d e   l  i d e n t i f i c a t i o n   d e   l  a p p e l a n t   n o n   f o u r n i e 	 E n g i n   t a k m  r k u n      n  m e r a b i r t i n g u 	 R e s t r i c c i  n   d e   I D   d e   l l a m a d a   n o   p r o p o r c i o n a d a 	 5  5  >2>7<>65=>  >3@0=8GC20Z5  =0  1@>X>B  70  845=B8D8:0F8X0  =0  ?>28:C20G>B	 R e s t r i   o   d e   i d e n t i f i c a d o r   d e   c h a m a d a s   n  o   f o r n e c i d a 	 N i j e   o b e z b e e n o   o g r a n i 
e n j e   i d e n t i f i k a c i j e   p o z i v a o c a 	 T h i b e l o   y a   I D   y a   m o l e t s i   h a   e   a     f a n w a 	 H i n d i   n a k a l a a n   a n g   r e s t r i k s i y o n   n g   c a l l e r   I D 	 C a l l e r   I D   r e s t r i c t i o n   n o t   p r o v i d e d 	 B a  a   n u n a   k u n t a w a n   I D   m a i   k i r a   b a 	 K    p  s    h  h      m     d  n i m    o l  p      m 	 >K@0C  H0;CHK=K  A0BKH  :>4K=K  H5:B5CV  15@V;<535=
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7H-!H-	 P r e s e n t a c i  n   d e l   i d e n t i f i c a d o r   d e   l  n e a   c o n e c t a d a   p r o p o r c i o n a d a 	 P r  s e n t a t i o n   d e   l ' I D   d e   l a   l i g n e   c o n n e c t  e   f o u r n i e 	  b e r m i t t l u n g   d e r   V e r b i n d u n g s l e i t u n g s - I D   b e r e i t g e s t e l l t 	 >:07  845=B.   ;8=88  A2O78  @07@5H5=	 F o r n i t a   p r e s e n t a z i o n e   d i   I D   d i   l i n e a   c o l l e g a t a   	 ./E)  916  GHJ)  'DEC'DE)  'D".1J  EH,H/)	 A p r e s e n t a   o   d e   i d e n t i f i c a   o   d e   l i n h a   l i g a d a   f o r n e c i d a 	 B a l a n a n   H a t   I D ' s i n i n   g  s t e r i m i   d e s t e k l e n i y o r 	 H i n   t h   s   l i  n   l c   t h c   t 	 J a l u r   P e n a m p i l a n   I D   t e r s e d i a 	 P e r s e m b a h a n   I D   t a l i a n   d i s a m b u n g k a n   d i s e d i a k a n 	 	A	!	<	@	  2	>		(	  		!	@	  *	M	0	8	M	$	A	$	?	  &	@	  			 F o r b u n d e t   L i n e   I D   P r  s e n t a t i o n   G i v e t 	 I d e n t i f i k a c e   p Yi p o j e n    l i n k y   d o s t u p n  	 M o |l i w o [  p r e z e n t a c j i   I D   w y w o Bu j c e g o   a b o n e n t a   	 V e z e t  k e s   k  s z  l  k   f e l    a   h  v  s z  m   k i j e l z  s e   b e  l l  t h a t  	 K y t k e t y n   l i n j a n   t u n n i s t e e n   n  y t t    a n n e t t u 	 T i l k o p l e t   l i n j e   I D - p r e s e n t a s j o n   g i t t 	 Z o b r a z e n i e   I D   p r i p o j e n e j   l i n k y   d o s t u p n  	 I D - p r e s e n t a t i e   v a n   v e r b o n d e n   l i j n   b e k e n d 	 T j  n s t e n   V i s a   p  g  e n d e   s a m t a l s - I D    r   t i l l g  n g l i g 	 O m o g u e n o   p r e d s t a v l j a n j e   I D   s p o j e n e   l i n i j e 	 P r e z e n t a r e   i d e n t i t a t e   l i n i e   c o n e c t a t   d i s p o n i b i l 	 P o v e z a n a   L i n i j a   I D   P r e d s t a v i t v e   Z a g o t o v l j e n a 	           	           	 >:0720=5  =0  !2J@70=0  8=8O  I D   0;8G=>	 	(	G		M		G	!	  2	>		(	  	/	!	@	  *	M	0	G		G	(	M		G	6	(	  *	M	0	&	>	(	  	G	2	G		 FE'4  4F'3G  .7  H5D  4/G  A1'GE  4/	 E*5D  D'&F    I D   ~12Fy4F  E'	           	 							  				  				  									  							 
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7H-!H-	 R e s t r i c c i  n   d e l   i d e n t i f i c a d o r   d e   l  n e a   c o n e c t a d a   p r o p o r c i o n a d a 	 R e s t r i c t i o n   d ' I D   d e   l a   l i g n e   c o n n e c t  e   f o u r n i e 	 U n t e r d r  c k u n g   d e r   V e r b i n d u n g s l e i t u n g s - I D   b e r e i t g e s t e l l t 	 3@0=8G5=85  845=B.   ;8=88  A2O78  @07@5H5=>	 F o r n i t a   r e s t r i z i o n e   d i   I D   d i   l i n e a   c o l l e g a t a 	 ./E)  '.A'!  GHJ)  'DEC'DE)  'D".1J  EH,H/)	 R e s t r i   o   d e   i d e n t i f i c a   o   d e   l i n h a   l i g a d a   f o r n e c i d a 	 B a l a n a n   H a t   I D   k 1s 1t l a m a s 1  d e s t e k l e n i y o r 	 K h  n g   g i   s   l i  n   l c   t h c   t 	 J a l u r   R e s t r i k s i   I D   t e r s e d i a 	 S e k a t a n   I D   t a l i a n   d i s a m b u n g k a n   d i s e d i a k a n 	 	A	!	<	@	  2	>		(	  		!	@	  *	M	0	$	?	,		'	  		*	2	,	M	'	  	0	>	/	>	  	/	>		 F o r b u n d e t   L i n e   I D   B e g r  n s n i n g   G i v e t 	 O m e z e n    i d e n t i f i k a c e   p Yi p o j e n    l i n k y   d o s t u p n  	 M o |l i w o [  o g r a n i c z e n i a   p r e z e n t a c j i   I D   w y w o Bu j c e g o   a b o n e n t a 	 V e z e t  k e s   k  s z  l  k   f e l    a   h  v  s z  m   e l r e j t  s e   b e  l l  t h a t  	 K y t k e t y n   l i n j a n   t u n n i s t e e n   e s t o   a n n e t t u 	 T i l k o p l e t   l i n j e   I D - b e g r e n s n i n g   g i t t 	 O b m e d z e n i e   I D   p r i p o j e n e j   l i n k y   d o s t u p n  	 I D - r e s t r i c t i e   v a n   v e r b o n d e n   l i j n   b e k e n d 	 T j  n s t e n   V i s a   i n t e   p  g  e n d e   s a m t a l s - I D    r   t i l l g  n g l i g 	 O m o g u e n o   o g r a n i 
e n j e   I D   s p o j e n e   l i n i j e 	 R e s t r i c ci e   i d e n t i t a t e   l i n i e   c o n e c t a t   d i s p o n i b i l 	 P o v e z a n a   L i n i j a   I D   O m e j i t v e   Z a g o t o v l j e n a 	         	           	 3@0=8G020=5  =0  !2J@70=0  8=8O  I D   0;8G=>	 	(	G		M		G	!	  2	>		(	  	/	!	@	  ,		'	(	  *	M	0	&	>	(	  	G	2	G		 E-/H/*  4F'3G  .7  H5D  4/G  A1'GE  4/	 E*5D    D'&F    I D   13y14F  E'	           	 							  				  				  									  							 
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e n j a   i d e n t i f i k a c i j e   p o z i v a o c a 	 T l h a h i s o   y a   I D   y a   l a e n e   e   h o k e t s w e n g   e   f a n w e 	 N a k a l a a n   a n g   r e s t r i k s i y o n   n g   I D   n g   k o n e k t a d o n g   l i n y a 	 C o n n e c t e d   l i n e   I D   r e s t r i c t i o n   p r o v i d e d 	 I D   n a   m e   k i r a   d e n n a   n u n a 	 T i   p  s     f i h  n    l     s o p      m     d  n i m    	 >AK;0=  6>;4K  A0BKH  :>4K=K  H5:B5CV  15@V;35=
 
 S T R _ C O L P _ S T A T U S _ N A C T _ T X T 	 S e t t i n g 	 U N L I M 	 C O L P   S t a t u s   T i t l e 	 C o n n e c t e d   l i n e   I D   p r e s e n t a t i o n   n o t   p r o v i d e d 	 
No:y[c_x	 
N>f:y[EcSx	 D!HC+I2#A*+!2"@%*2"5H@
7H-!H-	 P r e s e n t a c i  n   d e l   i d e n t i f i c a d o r   d e   l  n e a   c o n e c t a d a   n o   p r o p o r c i o n a d a 	 P r  s e n t a t i o n   d ' I D   d e   l a   l i g n e   c o n n e c t  e   n o n   f o u r n i e 	  b e r m i t t l u n g   d e r   V e r b i n d u n g s l e i t u n g s - I D   n i c h t   b e r e i t g e s t e l l t 	 >:07  845=B.   ;8=88  A2O78  =5  @07@5H5=	 N o n   f o r n i t a   p r e s e n t a z i o n e   d i   I D   d i   l i n e a   c o l l e g a t a 	 ./E)  916  GHJ)  'DEC'DE)  'D".1J  :J1  EH,H/)	 A p r e s e n t a   o   d e   i d e n t i f i c a   o   d e   l i n h a   l i g a d a   n  o   f o r n e c i d a 	 B a l a n a n   H a t   I D   g  s t e r i m i   d e s t e k l e n m i y o r 	 K h  n g   h i n   t h   s   l i  n   l c   t h c   t 	 J a l u r   P e n a m p i l a n   I D   t a k   t e r s e d i a 	 P e r s e m b a h a n   I D   t a l i a n   d i s a m b u n g k a n   t i d a k   d i s e d i a k a n 	 	A	!	<	@	  2	>		(	  		!	@	  *	M	0	8	M	$	A	$	?	  (	9	@		  &	@	  			 F o r b u n d e t   L i n e   I D   P r  s e n t a t i o n   I k k e   G i v e t 	 I d e n t i f i k a c e   p Yi p o j e n    l i n k y   n e n    d o s t u p n  	 B r a k   m o |l i w o [c i   p r e z e n t a c j i   I D   w y w o Bu j c e g o   a b o n e n t a   	 V e z e t  k e s   k  s z  l  k   f e l    a   h  v  s z  m   k i j e l z  s e   n e m    l l  t h a t    b e 	 K y t k e t y n   l i n j a n   t u n n i s t e e n   n  y t t     e i   a n n e t t u 	 T i l k o p l e t   l i n j e   I D - p r e s e n t a s j o n   i k k e   g i t t 	 Z o b r a z e n i e   I D   p r i p o j e n e j   l i n k y   n e d o s t u p n  	 I D - p r e s e n t a t i e   v a n   v e r b o n d e n   l i j n   n i e t   b e k e n d 	 T j  n s t e n   V i s a   p  g  e n d e   s a m t a l s - I D    r   i n t e   t i l l g  n g l i g 	 N i j e   o m o g u e n o   p r e d s t a v l j a n j e   I D   s p o j e n e   l i n i j e 	 P r e z e n t a r e   i d e n t i t a t e   l i n i e   c o n e c t a t   i n d i s p o n i b i l 	 P o v e z a n a   L i n i j a   I D   P r e d s t a v i t v e   N i   Z a g o t o v l j e n a 	             	             	 >:0720=5  =0  !2J@70=0  8=8O  I D   =5  0;8G=>	 	(	G		M		G	!	  2	>		(	  	/	!	@	  *	M	0	G		G	(	M		G	6	(	  *	M	0	&	>	(	  	G	2	G	  (	>	9	@		 FE'4  4F'3G  .7  H5D  4/G  A1'GE  F4/	 E*5D    D'&F    I D   ~12Fy4F  E'  F	           	 							  				  				  									  						  			 
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	         	 I s e t h u l o   s e - I D   k a l a y i n i   o x h u n y i w e   a s i h l i n z e k w a n g a 	 U k u n i k e z w a   k w e l a y n i   y e - I D   e q h a g a m s h e l w e y o   a k u b o n e l e l w a n g a 	 O n y e s h o   l a   I D   y a   l a i n i   i l i o u n g a n i s h w a   h a i j a t o l e w a 	 A a n b i e d i n g   v a n   l y n v e r b i n d i n g - I D   n i e   v e r s k a f   n i e 	 N e t e i k i a m a   p r i j u n g t o s   l i n i j o s   I D   p a t e i k t i s 	 N a v   n o d r o ai n t a   p i e v i e n o t s   l +n i j a s   I D   p a r d +aa n a 	  h e n d a t u d   l i i n i   I D   p u u d u b 	 Dka~an  cnk  I D - k  veoauatav  na|auxiuxvh  atad~an  yg	           	 P r e z e n t a r e   I D   l i n i e   c o n e c t a t   n e f u r n i z a t 	 
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NcO#c}vOjX	 P r e s e n t a c i    d  i d e n t i f i c a d o r   d e   l  n i a   c o n n e c t a d a   n o   p r o p o r c i o n a d a 	 P r  s e n t a t i o n   d e   l  i d e n t i t    d e   l a   l i g n e   c o n n e c t  e   n o n   f o u r n i e 	 N  m e r a b i r t i n g      t e n g d r i   l  n u   e r   e k k i      b o  i 	 P r e s e n t a c i  n   d e   I D   d e   l a   l  n e a   c o n e c t a d a   n o   p r o p o r c i o n a d a 	 5  5  >2>7<>65=>  ?@8:06C20Z5  =0  1@>X  70  845=B8D8:0F8X0  =0  ;8=8X0  70  ?>2@7C20Z5	 A p r e s e n t a   o   n  o   f o r n e c i d a   d e   i d e n t i f i c a d o r   d e   l i n h a   c o n e c t a d a 	 N i j e   o b e z b e e n a   l i n i j a   d a v a n j a   i d e n t i f i k a c i j e   p o z i v a o c a 	 T l h a h i s o   y a   I D   y a   l a e n e   e   h o k e t s w e n g   h a   e   a   f a n w a 	 H i n d i   n a k a l a a n   a n g   p a g p a p a k i t a   n g   I D   n g   k o n e k t a d o n g   l i n y a 	 C o n n e c t e d   l i n e   I D   p r e s e n t a t i o n   n o t   p r o v i d e d 	 I D   n a   m e   k i r a   b a   n u n a   b a 	 K    p  s     f i h  n    l     s o p      m     d  n i m    	 >AK;0=  6>;4K  A0BKH  :>4K=K  :@A5BV;V<V  15@V;<535=
 
 S T R _ C O L R _ S T A T U S _ N A C T _ T X T 	 S e t t i n g 	 U N L I M 	 C O L R   S t a t u s   T i t l e 	 C o n n e c t e d   l i n e   I D   r e s t r i c t i o n   n o t   p r o v i d e d 	 |v[c_x	 S[EcSx	 D!HC+I2#31+!2"@%*2"5H@
7H-!H-	 R e s t r i c c i  n   d e l   i d e n t i f i c a d o r   d e   l  n e a   c o n e c t a d a   n o   p r o p o r c i o n a d a 	 R e s t r i c t i o n   d ' I D   d e   l a   l i g n e   c o n n e c t  e   n o n   f o u r n i e 	 U n t e r d r  c k u n g   d e r   V e r b i n d u n g s l e i t u n g s - I D   n i c h t   b e r e i t g e s t e l l t 	 3@0=8G5=85  845=B.   ;8=88  A2O78  =5  @07@5H5=>	 N o n   f o r n i t a   r e s t r i z i o n e   d i   I D   d i   l i n e a   c o l l e g a t a 	 ./E)  '.A'!  GHJ)  'DEC'DE)  'D".1J  :J1  EH,H/)	 R e s t r i   o   d e   i d e n t i f i c a   o   d e   l i n h a   l i g a d a   n  o   f o r n e c i d a 	 B a l a n a n   H a t   I D   k 1s 1t l a m a s 1  d e s t e k l e n m i y o r 	 G i   g i   s   l i  n   l c   t h c   t 	 J a l u r   R e s t r i k s i   I D   t a k   t e r s e d i a 	 S e k a t a n   I D   t a l i a n   d i s a m b u n g k a n   t i d a k   d i s e d i a k a n 	 	A	!	<	@	  2	>		(	  		!	@	  *	M	0	$	?	,		'	  		*	2	,	M	'	  (	9	@		  	0	>	/	>	  	/	>		 F o r b u n d e t   L i n e   I D   B e g r  n s n i n g   I k k e   G i v e t 	 O m e z e n    i d e n t i f i k a c e   p Yi p o j e n    l i n k y   n e n    d o s t u p n  	 B r a k   m o |l i w o [c i   o g r a n i c z e n i a   p r e z e n t a c j i   I D   w y w o Bu j c e g o   a b o n e n t a 	 V e z e t  k e s   k  s z  l  k   f e l    a   h  v  s z  m   e l r e j t  s e   n e m    l l  t h a t    b e 	 K y t k e t y n   l i n j a n   t u n n i s t e e n   e s t o a   e i   a n n e t t u 	 T i l k o p l e t   l i n j e   I D - b e g r e n s n i n g   i k k e   g i t t 	 O b m e d z e n i e   I D   p r i p o j e n e j   l i n k y   n e d o s t u p n  	 I D - r e s t r i c t i e   v a n   v e r b o n d e n   l i j n   n i e t   b e k e n d 	 T j  n s t e n   V i s a   i n t e   p  g  e n d e   s a m t a l s - I D    r   i n t e   t i l l g  n g l i g 	 N i j e   o m o g u e n o   o g r a n i 
e n j e   I D   s p o j e n e   l i n i j e 	 R e s t r i c ci e   i d e n t i t a t e   l i n i e   c o n e c t a t   i n d i s p o n i b i l 	 P o v e z a n a   L i n i j a   I D   O m e j i t v e   N i   Z a g o t o v l j e n a 	   I D         	             	 3@0=8G020=5  =0  !2J@70=0  8=8O  I D   =5  0;8G=>	 	(	G		M		G	!	  2	>		(	  	/	!	@	  ,		'	(	  *	M	0	&	>	(	  	G	2	G	  (	>	9	@		 E-/H/*  4F'3G  .7  H5D  4/G  A1'GE  F4/	 E*5D    D'&F  I D   13y14F  E'  F	           	 							  				  				  									  						  			 
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NcO#c}vOjXP6R	 R e s t r i c c i    d  i d e n t i f i c a d o r   d e   l  n i a   c o n n e c t a d a   n o   p r o p o r c i o n a d a 	 R e s t r i c t i o n   d e   l  i d e n t i t    d e   l a   l i g n e   c o n n e c t  e   n o n   f o u r n i e 	 T a k m  r k u n      n  m e r a b i r t i n g u        t e n g d r i   l  n u   e r   e k k i      b o  i 	 R e s t r i c c i  n   d e   I D   d e   l a   l  n e a   c o n e c t a d a   n o   p r o p o r c i o n a d a 	 5  5  >2>7<>65=>  >3@0=8GC20Z5  =0  1@>X  70  845=B8D8:0F8X0  =0  ;8=8X0  70  ?>2@7C20Z5	 R e s t r i   o   n  o   f o r n e c i d a   d e   i d e n t i f i c a d o r   d e   l i n h a   c o n e c t a d a 	 N i j e   o b e z b e e n a   l i n i j a   o g r a n i 
e n j a   i d e n t i f i k a c i j e   p o z i v a o c a 	 T h i b e l o   y a   I D   y a   l a e n e   e   h o k e t s w e n g   h a   e   a   f a n w a 	 H i n d i   n a k a l a a n   a n g   r e s t r i k s i y o n   n g   I D   n g   k o n e k t a d o n g   l i n y a 	 C o n n e c t e d   l i n e   I D   r e s t r i c t i o n   n o t   p r o v i d e d 	 I D   n a   m e   k i r a   b a   d e n n a   n u n a   b a   	 K    p  s     f i h  n    l     s o p      m     d  n i m    	 >AK;0=  6>;4K  A0BKH  :>4K=K  H5:B5CV  15@V;<535=
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	         	 I s e t h u l o   s o k u f o n e l a   i g a m a   a s i h l i n z e k i w e 	 U k u n i k e z w a   k o k u f o w n i e l a   i g a m a   a k u b o n e l e l w a n g a 	 O n y e s h o   l a   j i n a   l i n a l o p i g a   s i m u   h a l i j a t o l e w a 	 A a n b i e d i n g   v a n   b e l l e r n a a m   n i e   v e r s k a f   n i e 	 N e t e i k i a m a   s k a m b i n i m o   v a r d o   p a t e i k t i s 	 N a v   n o d r o ai n t a   z v a n +t j a   v r d a   p a r d +aa n a 	 H e l i s t a j a   n i m i   k e e l a t u d 	 6avcapaxrk  av~av  veoauatav  na|auxiuxvh  atad~an  yg	         	 P r e z e n t a r e   n u m e   d e   a p e l a r e   n e f u r n i z a t 	 5
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TW[	 P r e s e n t a c i    d e   n o m   d e   q u i   t r u c a   n o   p r o p o r c i o n a d a 	 P r  s e n t a t i o n   d u   n o m   d e   l  a p p e l a n t   n o n   f o u r n i e 	 N a f n b i r t i n g   v i  m  l a n d a   e r   e k k i      b o  i 	 P r e s e n t a c i  n   d e l   n o m b r e   d e   l l a m a d a   n o   p r o p o r c i o n a d a 	 5  5  >2>7<>65=>  ?@8:06C20Z5  =0  8<5B>  =0  ?>28:C20G>B	 A p r e s e n t a   o   d e   n o m e   d e   c h a m a d o r   n  o   f o r n e c i d a 	 N i j e   o b e z b e e n o   d a v a n j e   i m e n a   p o z i v a o c a 	 T l h a h i s o   y a   l e b i t s o   l e   l e t s a n g   h a   e   a   f a n w a 	 H i n d i   n a k a l a a n   a n g   p a g p a p a k i t a   n g   p a n g a l a n   n g   t u m a t a w a g 	 C a l l i n g   n a m e   p r e s e n t a t i o n   n o t   p r o v i d e d 	 K i r a n   s u n a   n a   m e   b a   n u n a   b a 	 K    p  s     f i h  n   p  p e   o r  k 	 >K@0C  H0;CHK=K  :@A5BV;V<V  15@V;<535=
 
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 
 S T R _ C C B S _ S T A T U S _ A C T _ T X T 	 S e t t i n g 	 U N L I M 	 C C B S   S t a t u s   T i t l e 	 C C B S   p r o v i d e d 	 ]cOC C B S R	 ]cOC C B S R	 !5  C C B S   C+I	 C C B S   p r o p o r c i o n a d a 	 C C B S   f o u r n i 	 C C B S   b e r e i t g e s t e l l t 	 C C B S   @07@5H5=	 C C B S   f o r n i t o 	 ./E)    C C B S   EH,H/)	 T r a n s f e r  n c i a   d e   c h a m a d a s   d e   s u b s c r i t o r   o c u p a d o   f o r n e c i d o 	 C C B S   d e s t e k l e n i y o r 	    c u n g   c p   t  n h   n n g   C C B S 	 C C B S   t e r s e d i a 	 C C B S   d i s e d i a k a n 	 C C B S   &	@	  			 C C B S   G i v e t 	 C C B S   d o s t u p n  	 M o |l i w o [  C C B S   -   O d d z w a n i a n i e   k i e d y   a b o n e n t   z a j t y 	 C C B S   b e  l l  t h a t  	 C C B S   a n n e t t u 	 C C B S   g i t t 	 C C B S   d o s t u p n  	 C C B S   b e k e n d 	 C C B S    r   t i l l g  n g l i g 	 C C B S   o m o g u e n o 	 C C B S   d i s p o n i b i l   ( f i n a l i z a r e a   a p e l u l u i   p e   a b o n a t   o c u p a t ) 	 C C B S   Z a g o t o v l j e n 	   C C B S 	 C C B S   	 C C B S   0;8G=>	 8	@	8	@	,	@		8	  *	M	0	&	>	(	  	G	2	G		 C C B S   A1'GE  4/	 3  3  (  '3  E'	     	 C C B S   							 8
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	   	 I - C C B S   i n i k e z i w e 	 I - C C B S   i b o n e l e l w e 	 C C B S   i m e t o l e w a 	 C C B S   v e r s k a f 	 C C B S   t e i k i a m a 	 C C B S   n o d r o ai n t s 	 C C B S   l u b a t u d 	 C C B S - h  atad~an  g	 C C B S   	 C C B S   f u r n i z a t 	 C C B S   (
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 
 S T R _ C C B S _ S T A T U S _ N A C T _ T X T 	 S e t t i n g 	 U N L I M 	 C C B S   S t a t u s   T i t l e 	 C C B S   n o t   p r o v i d e d 	 
NcOC C B S R	 
NcOC C B S R	 D!HDIC+I  C C B S 	 C C B S   n o   p r o p o r c i o n a d a 	 C C B S   n o n   f o u r n i 	 C C B S   n i c h t   b e r e i t g e s t e l l t 	 C C B S   =5  @07@5H5=  	 C C B S   n o n   f o r n i t o 	 ./E)    C C B S   :J1  EH,H/)	 T r a n s f e r  n c i a   d e   c h a m a d a s   d e   s u b s c r i t o r   o c u p a d o   n  o   f o r n e c i d o 	 C C B S   d e s t e k l e n m i y o r 	 K h  n g   c u n g   c p   t  n h   n n g   C C B S 	 C C B S   t a k   t e r s e d i a 	 C C B S   t a k   d i s e d i a k a n 	 C C B S   (	9	@		  &	@	  		 	 C C B S   I k k e   G i v e t 	 C C B S   n e n    d o s t u p n  	 B r a k   m o |l i w o [c i   C C B S   -   B r a k   o d d z w a n i a n i a   k i e d y   a b o n e n t   z a j t y 	 C C B S   n e m    l l  t h a t    b e 	 C C B S :     e i   a n n e t t u 	 C C B S   i k k e   g i t t 	 C C B S   n e d o s t u p n  	 C C B S   n i e t   b e k e n d 	 C C B S    r   o t i l l g  n g l i g 	 C C B S   o n e m o g u e n o 	 C C B S   i n d i s p o n i b i l 	 C C B S   N i   Z a g o t o v l j e n 	 C C B S     	 C C B S     	 C C B S   5  0;8G=>	 8	@	8	@	,	@		8	  *	M	0	&	>	(	  	G	2	G	  (	>	9	@		 C C B S   A1'GE  F4/	 3  3  (  E'  F	     	 C C B S   						  			 8
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	 8?8?,?8M  8.B0M  2G&A	 C C B S   28<:=5=>	 C C B S   




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	   	 I - C C B S   a y i n i k e z i w e 	 I - C C B S   a y i b o n e l e l w a n g a 	 C C B S   h a i j a t o l e w a 	 C C B S   n i e   v e r s k a f   n i e 	 C C B S   n e t e i k i a m a 	 C C B S   n a v   n o d r o ai n t s 	 C C B S   k e e l a t u d 	 C C B S - h  atad~an  yg	 C C B S       	 C C B S   n e f u r n i z a t 	 C C B S   (
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	 C C B S   *M0&$M$  (A9G	 	 C C B S   					  			  				 C C B S   t Ym i n   o l u n m a y 1b d 1r 	 
NcOC C B S 	 C C B S   n o   p r o p o r c i o n a t 	 C C B S   n o n   f o u r n i 	 C C B S   e r   e k k i      b o  i 	 C C B S   n o   p r o p o r c i o n a d o 	 5  5  >1571545=  AB0BCA  C C B S 	 C C B S   n  o   f o r n e c i d o 	 C C B S   n i j e   o m o g u e n 	 C C B S   h a   e   a   f a n w a 	 H i n d i   n a k a l a a n   n g   C C B S 	 C C B S   n o t   p r o v i d e d 	 C C B S   b a t a   c i y u   b a 	 K    p  s    C C B S 	 C C B S   >;40C  :@A5BV;<535=
 
 S T R _ L I N E _ S W I T C H 	 S e t t i n g 	 I C O N T E X T 	 S t r i n g   M e n u   I t e m   L i n e   S w i t c h i n g 	 L i n e   s w i t c h i n g 	 }Rc	 ~Rbc	 2#*%1*2"	 C o n m u t a c i  n   d e   l  n e a s 	 C h a n g e m e n t   d e   l i g n e   e n   c o u r s 	 L e i t u n g s w e c h s e l 	 5@5:;NG5=85  ;8=88	 S c a m b i o   l i n e a 	 *-HJD  'D.7	 C o m u t a   o   d e   l i n h a 	 H a t   d e i _t i r m e 	 i   t u y n 	 P e r u b a h a n   J a l u r 	 P e n u k a r a n   t a l i a n 	 2	>		(	  ,	&	2	G			 L i n j e   S k i f t 	 P Ye p  n  n    l i n e k 	 P r z e Bc z a n i e   p o Bc z e D	 H  v  s o k   v  l t  s a 	 L i n j a k y t k e n t  	 L i n j e b y t t e 	 P r e p  n a n i e   l i n i e k   	 L i j n   o m s c h a k e l e n 	 B y t   l i n j e 	 Z a m j e n a   l i n i j e 	 C o m u t a r e   l i n i e 	 V k l j u 
i t e v   L i n i j e 	   	   	 @5E2J@;O=5  =0  ;8=8O	 2	>		(	  ,	&	2	@	  	0	$	  	9	K	$		 *9H6  .7	 D'&F  (/DF'	     	 				  							 2
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  




	   	 K u s w i s h w a   u l a y i n i 	 U k u v u l a   i l a y n i 	 U b a d i l i s h a j i   l a i n i 	 L y n w i s s e l i n g 	 L i n i j o s   p e r j u n g i m a s 	 L +n i j a s   p r s l g aa n a 	 L i i n i    m b e r l  l i t u s 	 3nk  xmaoxt	   	 C o m u t a r e   l i n i e 	 2
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 
 S T R _ L S W _ L I N E 1 	 S e t t i n g 	 H I N T 	 L i n e   1   o p t i o n 	 L i n e   1 	 }1 	 ~1 	 *2"  1 	 L  n e a   1 	 L i g n e   1 	 L e i t u n g   1 	 8=8O  1 	 L i n e a   1 	 'D.7  1 	 L i n h a   1 	 H a t   1 	 T u y n   1 	 J a l u r   1 	 T a l i a n   1 	 2	>		(	  1  	 L i n j e   1 	 L i n k a   1 	 P o Bc z e n i e   1 	 1 .   v o n a l 	 L i n j a   1 	 L i n j e   1 	 L i n k a   1 	 L i j n   1 	 L i n j e   1 	 L i n i j a   1 	 L i n i a   1 	 L i n i j a   1 	   1 	   1 	 8=8O  1 	 2	>		(	  1 	 .7  1 	 D'&F  1 	   1 	 				  		 2
>
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  1 	 2H(M  1 	 V=VO  1 	 



  1 	   1 	 U l a y i n i   1 	 L a y n i - 1 	 L a i n i   y a   1 	 L y n   1 	 1   l i n i j a 	 1 .   l +n i j a 	 L i i n   1 	 3kn  1 	   1 	 L i n i a   1 	 2
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  1 	 2>(  1 	 	 				  1 	 1 - c i   x Yt t 	 }1 	 L  n i a   1 	 L i g n e   1 	 L  n a   1 	 L  n e a   1 	 8=8X0  1 	 L i n h a   1 	 L i n i j a   1 	 L a e n e   1 	 L i n y a   1 	 L i n e   1 	 L a y i n   1   	  l    1 	 1 - 6>;  
 
 S T R _ L S W _ L I N E 2 	 S e t t i n g 	 H I N T 	 L i n e   2   o p t i o n 	 L i n e   2 	 }2 	 ~2 	 *2"  2 	 L  n e a   2 	 L i g n e   2 	 L e i t u n g   2 	 8=8O  2 	 L i n e a   2 	 'D.7  2 	 L i n h a   2 	 H a t   2 	 T u y n   2 	 J a l u r   2 	 T a l i a n   2 	 2	>		(	  2 	 L i n j e   2 	 L i n k a   2 	 P o Bc z e n i e   2 	 2 .   v o n a l 	 L i n j a   2 	 L i n j e   2 	 L i n k a   2 	 L i j n   2 	 L i n j e   2 	 L i n i j a   2 	 L i n i a   2 	 L i n i j a   2 	   2 	   2 	 8=8O  2 	 2	>		(	  2 	 .7  2 	 D'&F  2 	   2 	 				  		 2
>
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  2 	   2 	 U l a y i n i   2 	 L a y n i - 2 	 L a i n i   y a   2 	 L y n   2 	 2   l i n i j a 	 2 .   l +n i j a 	 L i i n   2 	 3kn  2 	   2 	 L i n i a   2 	 2
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 
 S T R _ L I N E 1 _ S E T _ E R R 	 S e t t i n g 	 U N L I M 	 L i n e   1   F a i l u r e   M e s s a g e 	 U n k n o w n   e r r o r 	 
Nf/	 
Nf	 4%2B"D!H#2*2@+8	 E r r o r   d e s c o n o c i d o 	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0  	 E r r o r e   s c o n o s c i u t o 	 .7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a 	 L i   k h  n g   x  c   n h   c 	 K e s a l a h a n   t a k   d i k e n a l 	 R a l a t   t i d a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 U k e n d t   F e j l 	 N e z n  m    c h y b a 	 N i e z n a n y   b Bd 	 I s m e r e t l e n   h i b a 	 T u n t e m a t o n   v i r h e 	 U k j e n t   f e i l 	 N e z n  m a   c h y b a 	 O n b e k e n d e   f o u t 	 O k  n t   f e l 	 N e p o z n a t a   p o g r e ak a 	 E r o a r e   n e c u n o s c u t 	 N e z n a n a   N a p a k a 	   	     	 5?>7=0B0  3@5H:0	 		>	#	  	B			 .7'I  F'4F'.*G	 F'  E9DHE  :D7	   	 					  							 ,
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 	 #  $M0A?	 	 						  							 N a m Yl u m   s Yh v 	 !qlX%Rv/	 E r r o r   d e s c o n e g u t 	 E r r e u r   i n c o n n u e 	   e k k t   v i l l a 	 E r r o r   d e s c o n o c i d o 	 5?>7=0B0  3@5H:0	 E r r o   d e s c o n h e c i d o 	 N e p o z n a t a   g r e ak a 	 P h o s o   e   s a   t s e j w e n g 	 H i n d i   k i l a l a n g   e r r o r 	 U n k n o w n   e r r o r 	 B a  a   s a n   w a n n a n   k u s k u r i   b a 	  c ce     m  	 5;3VAV7  0B5	 A k a t s   e z e z a g u n a 	 H i n d i   k i l a l a n g   e r r o r 	 E r r o   d e s c o  e c i d o 	 M m e j   a m a g h i 	 E a r r  i d   a n a i t h n i d 
 
 S T R _ S E T T I N G _ L I N E _ S E L 	 S e t t i n g 	 L S K 	 L i n e   S e l e c t   M e s s a g e 	 S w i t c h 	 Rc	 Rbc	 *%1	 C o n m u t a r 	 P e r m u t e r 	 W e c h s e l n 	 7<5=8BL	 C a m b i a 	 '.*J'1	 C o m u t a r 	 D e i _t i r m e 	 T h a y   i 	 S e l 	 S u i s 	 	/	(		 V  l g 	 V  b 	 W y b 	 V  l t  s 	 V a l . 	 V a l g t 	 V  b . 	 S c h a k e l e n 	 V  l j 	 O d a b 	 C o m u t a r e 	 P r o d a t i 	 	 	 715@8  	 8	G	2		 *:1	 'F*.'(	 	 									 
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	 	 S w i s h a 	 V u l a 	 B a d i l i 	 K i e s 	 P e r j u n g t i 	 P r s l g t  	  m b e r l  l i t u s 	 Sxmaoel	 	 C o m u t a r e 	 .
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 
 S T R _ G R O U P L I S T _ I N V A L I D _ I N D E X 	 S e t t i n g 	 P O P U P 	 I n v a l i d   I n d e x 	 I n d e x   a l r e a d y   e x i s t s 	 v]X[(W	 vU_]X[(W	 !51
5-"9HA%I'	 E l    n d i c e   y a   e x i s t e 	 I n d e x   e x i s t e   d  j  	 I n d e x   b e r e i t s   v o r h a n d e n 	 525@=K9  8=45:A	 I n d i c e   g i    e s i s t e n t e 	 'D/DJD  EH,H/	 O    n d i c e   j    e x i s t e 	 0n d e k s   z a t e n   v a r 	 M c   k h  n g   h p   l 	 I n d e k s   S a l a h 	 I n d e k s   t i d a k   s a h 	 8	B			>			  *	9	2	G	  8	G	  9	@	  .	L		B	&	  9	H	  	 U g y l d i g t   I n d e k s 	 N e p l a t n    i n d e x 	 N i e p r a w i d Bo w y   i n d e k s 	 L  t e z Q  i n d e x 	 E p  k e l p o   h a k e m i s t o 	 U g y l d i g   i n d e k s 	 N e p l a t n    i n d e x 	 I n d e x   b e s t a a t   a l 	 O g i l t i g   f  r t e c k n i n g 	 I n d e k s   n i j e   v a l j a n 	 I n d e x u l   e x i s t   d e j a 	 N e v e l j a v e n   S e z n a m 	   	     	 520;845=  8=45:A	 	.	>	(	M	/	  		!	G		M	8		 FE'G  '2  ~4  EH,H/  '3*	 :D7  '4'1	   	   				  									  						 
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	   	 I - i n d e x   e n g e n a m t h e t h o 	 I s a l a t h i s o   e s i n g a s e b e n z i y o 	 K i a m b a t a n i s h o   b a t i l i 	 I n d e k s   b e s t a a n   r e e d s 	 N e g a l i o j a n t i   r o d y k l 	 N e d e r +g s   r d +t j s 	 K e h t e t u   r e g i s t e r 	 1v~a~e  kvde}	   	 I n d e x   i n c o r e c t 	 
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	 .>(M_  (AM0.#?>	 	 						  												 0n d e k s   a r t 1q   m  v c u d d u r 	 "}_]X[(W	 L   n d e x   j a   e x i s t e i x 	 L  i n d e x   e x i s t e   d  j  	 A t r i  a s k r    e r    e g a r   t i l 	 E l    n d i c e   y a   e x i s t e 	 =45:A>B  25\5  ?>AB>8	  n d i c e   j    e x i s t e 	 I n d e k s   v e   p o s t o j i 	 I n d e k s e   e   s e   n t s e   e   l e   t e n g 	 U m i i r a l   n a   a n g   i n d i s e 	 I n d e x   a l r e a d y   e x i s t s 	 F i h i r i n s a   y a n a   n a n 	 A t k a   t i   w    t l  	 @A5B:VH  1@K==0=  10@	 A u r k i b i d e a   d a g o e n e k o   b a d a 	 M a y r o o n   n a n g   i n d i s e 	  n d i c e   x a   e x i s t e 	 I n d e k s   a d r g o   a d r 	 T    a n   t - i n n  a c s   a n n   c h e a n a 
 
 M A I N _ M E N U _ G R O U P L I S T _ T E X T 	 S e t t i n g 	 I C O N T E X T 	 C l o s e d   U s e r   G r o u p   O p t i o n s 	 C l o s e d   u s e r   g r o u p   o p t i o n s 	 \D}	 \(u7b~	 1'@%7-%8H!@	20-9IC
I	 O p c i o n e s   d e   g r u p o   d e   u s u a r i o s   c e r r a d o 	 O p t i o n s   d e   g r o u p e   f e r m  	 G e s c h l o s s e n e   B e n u t z e r g r u p p e n o p t i o n e n 	 ?F88  70:@KB>9  3@C??K  ?>;L7>20B5;59	 O p z i o n i   d i   G r u p p o   d i   u t e n t i   c h i u s o 	 ':D'B  E,EH9)  'DE3*./E	 O p   e s   d e   g r u p o   f e c h a d o   d e   u t i l i z a d o r e s 	 K a p a l 1  k u l l a n 1c 1  g r u b u   s e  e n e k l e r i 	  n g   n h  m   n g i   s   d n g 	 O p s i   K e l o m p o k   P e n g g u n a   D e k a t 	 O p s y e n   k u m p u l a n   p e n g g u n a   t e r t u t u p 	 *	M	0	/	K		M	$	>	  8	.	B	9	  5	?		2	M	*	K		  	K	  ,		&	  	?	/	>	  	/	>	 	 L u k k e t   B r u g e r   G r u p p e   I n d s t i l l i n g e r 	 V o l b y   u z a v Ye n    s k u p i n y 	 O p c j e   z a m k n i t e j   g r u p y   u |y t k o w n i k  w . 	 Z  r t   f e l h a s z n  l  i   c s o p o r t   b e  l l  t  s a i 	 S u l j e t u n   k  y t t  j  r y h m  n   v a l i n n a t 	 S t e n g t   b r u k e r g r u p p e v a l g 	 V o >b y   u z a v r e t e j   s k u p i n y   v o l a j  c i c h 	 O p t i e s   v a n   g e s l o t e n   g e b r u i k e r s g r o e p 	 A l t e r n a t i v   f  r   s l u t n a   g r u p p e r   	 O p c i j e   z a t v o r e n e   s k u p i n e   k o r i s n i k a 	 O p ci u n i   g r u p   u t i l i z a t o r    n c h i s 	 O p c i j e   Z a p r t e   U p o r a b n i ak e   S k u p i n e 	       	       	 ?F88  70  0B2>@5=0  >B@518B5;A:0  @C?0	 		*	-	K		M	$	M	/	>			>	  		  ,		&	  	G	2	>	  *	0	M	/	>	/	  	 2FG  G'  1HG  E-/H/  '1(1	 H  21  1H~  '.*'1  (F/  H'	         	 												  					  				  					 ,
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 	 ,(M&  9K%?,>  	*/K0M$M$>  K7M @  ,?3M*A!?	 	 				  											  			  											 Q a p a l i   i s t f a d Y i l Yr i n   q r u p u n u n   s e  i m l Yr i 	 ܕ(u6bD}x	 O p c i o n s   d e   g r u p   t a n c a t   d ' u s u a r i s 	 O p t i o n s   d u   g r o u p e   d  u t i l i s a t e u r s   f e r m  	 V a l k o s t i r   f y r i r   l o k a  a n   n o t e n d a h  p 	 O p c i o n e s   d e l   g r u p o   d e   u s u a r i o s   c e r r a d o 	 ?F88  70  70B2>@5=0  :>@8A=8G:0  3@C?0	 O p   e s   d e   g r u p o   d e   u s u  r i o s   f e c h a d o 	 O p c i j e   z a t v o r e n e   g r u p e   p o z i v a o c a 	 D i k g e t h o   t s a   s e h l o p h a   s a   b a l e t s i   s e   k w e t s w e n g 	 M g a   p a g p i p i l i a n   n g   s a r a d o n g   g r u p o   n g   g u m a g a m i t 	 C l o s e d   u s e r   g r o u p   o p t i o n s 	 K u n g i y a n   m a i   a m f a n i   m a f i   k u s a 	  c y  n   g b   o l  p     y  n p  	 01K  ?0940;0=CHK  B>1K=K  ?0@0<5B@;5@V	 E r a b i l t z a i l e - t a l d e   i t x i a r e n   a u k e r a k 	 M g a   p a g p i p i l i a n   p a r a   s a   c l o s e d   u s e r   n a   p a n g k a t 	 O p c i  n s   d e   g r u p o   p e c h a d o   d e   u s u a r i o s 	 K p c h i e   o u t   n h r 	 R o g h a n n a   a n   g h r  p a    s  i d e o i r    d  n t a 
 
 S T R _ G R O U P L I S T _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 G r o u p L i s t 	 G r o u p   l i s t 	 D}nU	 ~Rh	 #2"2#%8H!	 L i s t a   d e   g r u p o s 	 L i s t e   d e   g r o u p e s 	 G r u p p e n l i s t e 	 !?8A>:  3@C??K	 E l e n c o   G r u p p i 	 B'&E)  'DE,EH9)	 L i s t a   d e   g r u p o 	 G r u p   l i s t e s i 	 D a n h   s  c h   n h  m 	 D a f t a r   K e l o m p o k 	 S e n a r a i   k u m p u l a n 	 8	.	B	9	  8	B		@		 G r u p p e   L i s t e 	 S e z n a m   s k u p i n y 	 S p i s   g r u p   o s  b 	 C s o p o r t l i s t a 	 R y h m  l u e t t e l o 	 G r u p p e l i s t e 	 S k u p i n o v    z o z n a m 	 G r o e p l i j s t 	 G r u p p l i s t a 	 P o p i s   s k u p i n e 	 L i s t   d e   g r u p u r i 	 I m e n i k   S k u p i n e 	   	   	 !?8AJ:  =0  3@C?0B0	 	M	0	A	*	  2	?	8	M			 D3*  1HG	 1H~  A13*	   	 					  							 8
.
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9
  8
B

@
	 M0B*M  >,?$>	 !?8A>:  3@C?	 






  



  	   	 U h l u   l w e q e m b u 	 U l u h l u   l w e q e l a 	 O r o d h a   y a   k i k u n d i 	 L y s   g r o e p e 	 G r u p s   s r a aa s 	 G r u p a s   s a r a k s t s 	 G r u p p i d e   l o e n d 	 =tbk  avo	   	 L i s t   g r u p 	 
M
0
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
	 K7M @  $>2?>	 	 			  							 Q r u p   s i y a h 1s 1	 D}nU	 L l i s t a   d e   g r u p s 	 L i s t e   d e s   g r o u p e s 	 H  p a l i s t i 	 L i s t a   d e l   g r u p o 	 !?8A>:  =0  3@C?0	 L i s t a   d e   g r u p o 	 L i s t a   g r u p e 	 L e n a n e   l a   s e h l o p h a 	 L i s t a h a n   n g   g r u p o 	 G r o u p   l i s t 	 T s a r i n   k u n g i y a 	  k  j   g b 	 ">?  BV7V<V	 T a l d e - z e r r e n d a 	 L i s t a h a n   n g   p a n g k a t 	 L i s t a   d e   g r u p o 	 L i s t i   o u t 	 L i o s t a   g r  p a 
 
 S T R _ G R O U P L I S T _ E D I T _ I N D E X 	 S e t t i n g 	 T I T L E 	 I n d e x 	 E d i t   i n d e x 	 }/v	 vU_	 AID1
5	 E d i t a r    n d i c e 	  d i t e r   i n d e x 	 I n d e x   b e a r b e i t e n 	  540:B.   8=45:A	 M o d i f i c a   I n d i c e 	 *9/JD  'DAG13	 E d i t a r    n d i c e 	 0n d e k s i   d  z e n l e 	 S a   m c   l c 	 U b a h   I n d e k s 	 E d i t   i n d e k s 	 8		*	>	&	(	  8	B		@		 R e d i g  r   I n d e k s 	 U p r a v i t   i n d e x 	 E d y t u j   i n d e k s 	 I n d e x   s z e r k e s z t  s e 	 M u o k k a a   h a k e m i s t o a 	 E n d r e   i n d e k s 	 U p r a v i e  i n d e x 	 I n d e x   b e w e r k e n 	  n d r a   f  r t e c k n i n g 	 I n d e k s   u r e i v a n j a 	 E d i t a r e   i n d e x 	 U r e d i   I m e n i k 	   	   	  540:B8@09  =45:A0	 		!	G		M	8	  8		*	>	&	?	$	  	0	>		 H1'4  AG13*  1'GFE'	 '4'1  'y  ,&	 /   	 				  								  					 
M
0
.
  8
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	 (M!FM8M  !?M  G/A.A	  5403C20B8  V=45:A	 










  





  


	     	 H l e l a   i - i n d e x 	 L u n g i s a   i s a l a t h i s o 	 H a r i r i   f a h a r a s a 	 W y s i g   i n d e k s 	 R e d a g u o t i   r o d y k l 	 R e d i #t   r d +t j u 	 R e d i g e e r i   r e g i s t r i t 	 =tbacel  kvde}h	     	 E d i t a r e   i n d e x 	 8
B



  
!
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1
M
1
M
	 (AM0.#?>  8.M*>&(	 	 											  								  				 0n d e k s i   r e d a k t Y  e l Y	 }/"}_	 M o d i f i c a    n d e x 	 M o d i f i e r   l  i n d e x 	 B r e y t a   a t r i  a s k r  	 E d i t a r    n d i c e 	 #@548  8=45:A	 E d i t a r    n d i c e 	 P r i k a ~i   i n d e k s 	 E d i t a   i n d e k s e 	 I - e d i t   a n g   i n d i s e 	 E d i t   i n d e x 	 S h i r y a   f i h i r i n s a 	 b t  n ce   a t k a 	 @A5B:VHBV  45C	 A u r k i b i d e a   a l d a t u 	 B a g u h i n   a n g   i n d i s e 	 E d i t a r    n d i c e 	 D e z i e   n d e k s 	 C u i r   i n n  a c s   i n   e a g a i r 
 
 S T R _ G R O U P L I S T _ A D D _ I N D E X 	 S e t t i n g 	 T I T L E 	 I n d e x 	 A d d   i n d e x 	 ReQv	 mRvU_	 @4H!1
5	 A g r e g a r    n d i c e 	 A j o u t e r   i n d e x 	 I n d e x   h i n z u f  g e n 	 >1028BL  8=45:A	 A g g i u n g i   I n d i c e 	 '6'A)  'DAG13	 A d i c i o n a r    n d i c e 	 0n d e k s   e k l e 	 T h  m   m c   	 T a m b a h   I n d e k s 	 T a m b a h   i n d e k s 	 8	B		@	  	K	!	<	G			 T i l f  j   I n d e k s 	 P Yi d a t   i n d e x 	 D o d a j   i n d e k s 	 I n d e x   h o z z  a d  s a 	 L i s     h a k e m i s t o 	 L e g g   t i l   i n d e k s 	 P r i d a e  i n d e x 	 I n d e x   t o e v o e g e n 	 L  g g   t i l l   f  r t e c k n i n g 	 D o d a j   i n d e k s 	 A d u g a r e   i n d e x 	 D o d a j   I m e n i k 	   	   	 >1028  =45:A	 		!	G		M	8	  .	?	3	5	>		 'A2H/F  AG13*  1'GFE'	 '4'1  ('&	 /   	 				  					  					 
M
0
.
  8
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
@
  
K
!
<
K
	 !FM8M  K!?A.A	 >40B8  V=45:A	 







  




	   	 E n g e z a   i - i n d e x 	 Y o n g e z a   i s a l a t h i s o 	 O n g e z a   f a h a r a s a 	 V o e g   i n d e k s   b y 	 P r i d t i   r o d y k l 	 P i e v i e n o t   r d +t j u 	 L i s a   r e g i s t e r 	 1~elavel  kvde}	   	 A d u g a r e   i n d e x 	 8
B



  
G
j

M

B
	 (AM0.#?>  /K!(M$A	 	 											  			  				 0n d e k s i   Yl a v Y  e t 	 eX"}_	 A f e g e i x    n d e x 	 A j o u t e r   l  i n d e x 	 B  t a   v i    a t r i  a s k r  	 A g r e g a r    n d i c e 	 >40X  8=45:A	 A d i c i o n a r    n d i c e 	 D o d a j   i n d e k s 	 E k e t s a   i n d e k s e 	 M a g d a g d a g   n g   i n d i s e 	 A d d   i n d e x 	 K a r a   f i h i r i n s a   	 F i   a t k a   k  n 	 @A5B:VH  >AC	 A u r k i b i d e a   g e h i t u 	 M a g d a g d a g   n g   i n d i s e 	 E n g a d i r    n d i c e 	 T i n y e   n d e k s 	 C u i r   i n n  a c s   l e i s 
 
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 
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IA%I'	 D e s a c t i v a d o 	 D  s a c t i v  	 D e a k t i v i e r t 	 B:;NG5=>	 D i s a t t i v a t o 	 A4D	 D e s a c t i v a d o 	 d e v r e   d 1_1	 T t 	   D i n o n a k t i f k a n 	 D i n y a h a k t i f k a n 	 (	?	7	M		M	0	?	/	  	?	/	>	  	/	>		 	 	 	 K i k a p c s o l v a 	 	 	 	 G e  n a c t i v e e r d 	 	 	 D e z a c t i v a t 	 	 	   	 	 	 :J1A9'D  1/J/	 	 	 D e a c t i v a t e d 	 	 	 	 








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 
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 
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i 	   	     	 5AB5=5  =0  70E@0=20=5	 *	I	5	0	  8	G	5	M	9	  	0	$	  	9	K	$		 51AG  ,HJI  /1  *H'F  ('*1I	 ~'H1  ('F'	   	 						  								 5
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	   	 U k o n g a   a m a n d l a 	 I g c i n a   a m a n d l a 	 K u h i f a d h i   n i s h a t i 	 K r a g b e s p a r i n g 	 M a i t i n i m o   t a u p y m a s 	 E n e r g o t a u p +aa n a 	 E n e r g i a   s   s t m i n e 	 =vauxraoav  |ejkt	   	 E c o n o m i s i r e   e n e r g i e 	 5
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 S T R _ S E T T I N G _ I P _ N U M B E R 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 I P   N u m b e r   M e n u . 	 I P   d i a l 	 I P d_	 I P bS	 +!2"@%  I P   	 N  m e r o   d e   d i r e c c i  n   I P 	 N u m  r o   I P 	 I P - N u m m e r 	 I P   A>548=5=85	 N u m e r o   I P 	 1BE  I P 	 N  m e r o   d e   I P 	 I P   N u m a r a s 1	 Q u a y   s   I P 	 I P   N u m b e r 	 N o m b o r   I P 	 		*	@	  (		,	0		 I P   N u m m e r 	  s l o   I P 	 N u m e r   I P   	 I P   t  r c s  z  s 	 I P - n u m e r o 	 I P - n u m m e r 	  s l o   I P 	 I P   N u m b e r 	 I P - n u m m e r 	 I P   b r o j 	 A p e l a r e   I P 	 I P   `t e v i l k a 	   	   I P 	 I P   ><5@	 	/	*	@	  	M	0	.	>				 4E'1G  I P 	 "&  ~  FE(1	   	 				  						 I P   (
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	   	 D a y e l a   i - I P 	 U d a y e l o   l w e - I P 	 P i g a   s i m u   k w a   I P 	 I P - n o m m e r 	 I P   r i n k i m a s 	 I P   z v a n s 	 I P - k  n e 	 I P   patapa~axt	 I P   	 A p e l a r e   I P 	 I P   !
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 
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\k^	 [k^	 -#2*L	 C o n t r a s t e 	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 EB'1F)	 C o n t r a s t e 	 Z 1t l 1k 	   t n g   p h n 	 K o n t r a s 	 K o n t r a s 	 	I	(	M		M	0	>	8	M			 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s z t 	 K o n t r a s t i 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 N a s p r o t j e 	 	 	 >=B@0AB	 8	M	*	7	M		$	>		 F*1'3*	   EH'2F	 	 											 
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\k	 C o n t r a s t 	 C o n t r a s t e 	 B i r t u s k i l 	 C o n t r a s t e 	 >=B@0AB	 C o n t r a s t e 	 K o n t r a s t 	 H o   h l a k a 	 C o n t r a s t 	 C o n t r a s t 	 G w a d a   h a s k e 	 M  m l  	 >=B@0AB	 	 	 	 	 
 
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a s u 	 A u t o r e g u l a c j a   d a t y   i   c z a s u 	 D  t u m    s   i d Q  a u t o m a t i k u s   f r i s s  t  s e 	 P  i v  m   r  n   j a   k e l l o n a j a n   a u t o m a a t t i n e n   p  i v i t y s 	 A u t o - o p p d a t e r i n g   a v   d a t o   o g   t i d 	 A u t o m a t i c k    a k t u a l i z  c i a   d  t u m u   a   
a s u 	 D a t u m   e n   t i j d   a u t o m a t i s c h   b i j w e r k e n 	 A u t o m a t i s k   u p p d a t e r i n g   a v   d a t u m   o c h   t i d 	 A u t o m a t s k o   o s v j e ~a v a n j e   d a t u m a   i   v r e m e n a 	 A c t u a l i z a r e   a u t o m a t   a   d a t e i   _i   a   o r e i 	 S a m o d e j n o   A ~u r i r a n j e   D a t u m a   I n   a s a 	         	         	 2B><0B8G=>  >1=>2O20=5  =0  40B0  8  G0A	 $	>	0	@		  	#	?	  5	G	3	  		K	  	*	!	G		  	 1H2"E/3'2  .H/'1  *'1.  H  2E'F	 .H/  (.H/  *'1.  'H1  HB*  '~  y	           	 														  					  			  			  					  	 8
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	          	 U k u v u s e l e l a   n g e - o t h o   u s u k u   n e s i k h a t h i 	 U h l a z i y o   o l u N g o k u z e n z e k e l a y o   l o m h l a   n e x e s h a 	 U s a s i s h a j i   t a r e h e   n a   s a a   k i o t o m a t i 	 O u t o m a t i e s e   b y w e r k i n g   v a n   d a t u m   e n   t y d 	 A u t o m a t i n i s   d a t o s   i r   l a i k o   a t n a u j i n i m a s 	 A u t o m t i s k a   d a t u m a   u n   l a i k a   a t j a u n i n aa n a 	 K u u p  e v a   j a   k e l l a a j a   a u t o m a a t n e   v  r s k e n d a m i n e 	 1t}ai~k    jatavaok  a~xta  oezx~  iataxt	         	 A c t u a l i z a r e   a u t o m a t   d a t   _i   o r 	 $
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 
 S T R _ M E N U _ S E T T I N G _ S C R E E N _ S V R 	 S e t t i n g 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O L I N E 	 S c r e e n   S a v e r   M e n u   C a p t i o n . 	 S c r e e n   s a v e r 	 U^Ow	 O\U^Ob	  21+I2-	 P r o t e c t o r   d e   p a n t a l l a 	 E c o n o m i s e u r   d '  c r a n 	 B i l d s c h i r m s c h o n e r 	 0AB02:0	 S a l v a s c h e r m o 	 'D4'4)  'DE$B*)	 P r o t e c   o   d e   e c r  	 E k r a n   k o r u y u c u s u 	 B o   h   m  n   h  n h 	 L a y a r   P e n g g a n t i 	 P e n y e l a m a t   s k r i n 	 8	M		M	0	@	(	  8	G	5	0		 S c r e e n   S a v e r 	 S p o Yi 
  d i s p l e j e 	 W y g a s z a c z   e k r a n u 	 K  p e r n y Qk  m  l Q	 N  y t  n s   s t  j  	 S k j e r m b e s k y t t e r 	 `e t r i 
  d i s p l e j a 	 S c h e r m b e v e i l i g i n g 	 S k  r m s l  c k a r e 	 u v a r   e k r a n a 	 E c o n o m i z o r   e c r a n 	 O h r a n j e v a l n i k   Z a s l o n a 	 S c r e e n   S a v e r 	   	 !:@89=A592J@	 8	M		M	0	@	(	  8	G	5	0		 E-'A8  5A-G	 '31F  3H1	   	 							  							 8
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  



	   	 I - S c r e e n   s a v e r 	 I s k r i n i s e y v a 	 K i l e z i 	 S k e r m s k u t 	 E k r a n o   u ~s k l a n d a 	 E k r n s a u d z t j s 	 E k r a a n i s   s t j a 	 7oavk  zapzavxt	   	 E c o n o m i z o r   e c r a n 	 8
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 
 S T R _ S E T T I N G _ W A L L P A P E R 	 S e t t i n g 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   C a p t i o n . 	 W a l l p a p e r 	 Lh^	 X~	  27I+%1	 P a p e l   t a p i z 	 I m a g e   d e   f o n d   d '  c r a n 	 H i n t e r g r u n d b i l d 	 1>8	 T a p p e z z e r i a 	 H1B  'D-'&7	 F u n d o 	 D u v a r   k a 1d 1	 H  n h   n n 	 L a y a r   D a s a r 	 K e r t a s   D i n d i n g 	 5	I	2	*	G	*	0		 B a g g r u n d 	 T a p e t a 	 T a p e t a 	 H  t t  r 	 T a u s t a k u v a 	 B a k g r u n n 	 T a p e t a 	 B e h a n g 	 S k r i v b o r d s u n d e r l  g g 	 P o z a d i n a 	 I m a g i n e   f u n d a l 	 O z a d j e 	 W a l l p a p e r 	 	 "0?5B	 5	>	2	*	G	*	0		 *5H1  2EFG	 H'D  ~~1	   	 										 5
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 	 I p h e p h a   l o d o n g a 	 I - w a l l p a p e r 	 P a z i a 	 M u u r p a p i e r 	 T a p e t a i 	 F o n a   a t t l s 	 T a u s t p i l t 	 Ja}a|	 	 T a p e t 	 5
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 
 S T R _ S E T T I N G _ W A L L P A P E R _ S U B 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 W a l l p a p e r   M e n u   C a p t i o n . 	 S u b   L C D   w a l l p a p e r 	 P[U^Lh^	 oRO\U^X~	  27I+%1  L C D   "H-"	 F o n d o   d e   p a n t a l l a   L C D 	 P a p i e r   p e i n t   s o u s   L C D 	 N e b e n - L C D - H i n t e r g r u n d b i l d 	 1>8  <8=8  L C D 	 T a p p e z z e r i a   L C D   s u b 	 H1B  'D-'&7  DD4'4)  'DA19J)	 P a d r  o   d e   f u n d o   d o   e c r    L C D   s e c u n d  r i o 	 A l t   L C D   d u v a r   k a 1d 1	 H  n h   n n   p h 	 L a y a r   D a s a r 	 P e n g h i a s   l a t a r   L C D   S u b 	 8	,	  L C D   5	I	2	*	G	*	0		 U n d e r   L C D   B a g g r u n d 	 T a p e t a   n a   v e d l e j a   d i s p l e j 	 T a p e t a   e k r a n u 	 M  s o d l a g o s   L C D   h  t t  r 	 N e s t e k i d e n  y t  n   a l a i n e n   t a u s t a k u v a 	 S u b   L C D   b a k g r u n n 	 T a p e t a   d r u h  h o   L C D 	 S u b - l c d - b e h a n g 	 S k r i v b o r d s u n d e r l  g g   f  r   a l t e r n a t i v   L C D - s k  r m 	 P o z a d i n a   p o m o n o g a   L C D 	 I m a g i n e   f u n d a l   L C D   s e c u n d a r 	 O z a d j e   P o d   L C D 	 S u b   L C D   W a l l p a p e r 	     	 A25B5=  "0?5B	 8	5	  	2	8	@	!	@	  5	2	*	G	*	0		 *5HJ1  2EJFG  FE'J41  A19I  	 3(  'D  3    H'D  ~~1	       	 		  		. 		. 		  										 
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  L C D   






	         	 I p h e p h a   l o d o n g a   l e - S u b   L C D 	 I - w a l l p a p e r   y e L C D   e n c i n c i 	 P a z i a   y a   L C D   n d o g o 	 S u b - L C D   m u u r p a p i e r 	 A n t r i n i a i   L C D   t a p e t a i 	 L C D   p a l +g e k r n a   e k r n s a u d z t j s 	 S i s e e k r a a n i   t a u s t p i l t 	 7oxdaoav  goavk  za}a|	   L C D -   	 T a p e t   L C D   s e c u n d a r 	 8
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 	 	*  L C D   M,>2*G*0	 	 		  L C D   									 M a y e   k r i s t a l i k   m o n i t o r u n   d i v a r   k a 1z 1	 !kU^Lh^	 E m p a p e r a t   s u b   L C D 	 P a p i e r   p e i n t   L C D   s e c o n d a i r e 	 V e g g f   u r      a u k a s k j  	 F o n d o   d e   l a   p a n t a l l a   L C D   s e c u n d a r i a 	 >4  L C D   ?>704=8=0	 P a p e l   d e   p a r e d e   s u b   L C D 	 P o d   L C D   t a p e t 	 W a l e p a m p i r i   y a   L C D   e   N y a n e 	 S u b   L C D   w a l l p a p e r 	 S u b   L C D   w a l l p a p e r 	 M a t a i m a k o n   z a n i n   b a n g o   n a   L C D 	  c c   g i r i   l  b   L C D 	 H:V  !  159=515B  BA007K	 	 	 	 	 
 
 S T R _ S E T T I N G _ S H O W _ D T _ T I M E 	 S e t t i n g 	 I C O N T E X T 	 S h o w   D a t e   a n d   T i m e   M e n u   C a p t i o n . 	 S h o w   d a t e   a n d   t i m e 	 o:yegBf	 >f:yege	 A*'15HA%0@'%2	 M o s t r a r   f e c h a   y   h o r a 	 A f f i c h e r   l a   d a t e   e t   l ' h e u r e 	 D a t u m   u n d   U h r z e i t   a n z e i g e n 	 >:07  40BK  8  2@5<5=8	 M o s t r a   D a t a   e   O r a r i o 	 916  'D*'1J.  H  'DHB*	 M o s t r a r   d a t a   e   h o r a 	 T a r i h / S a a t   g  s t e r 	 H i n   t h   n g  y   v    g i 	 M e n u n j u k a n   T a n g g a l   d a n   W a k t u 	 T u n j u k k a n   t a r i k h   d a n   m a s a 	 &	?	(	>			  $	%	>	  8	.	/	  &	0	M	6	>				 V i s   D a t o   o g   T i d 	 U k  z a t   d a t u m   a   
a s 	 P o k a |  d a t   i   c z a s 	 D  t u m    s   i d Q  m e g j e l e n  t  s e 	 N  y t    p  i v  m   r    j a   k e l l o n a i k a 	 V i s   d a t o   o g   t i d 	 U k  z a e  d  t u m   a   
a s 	 D a t u m   e n   t i j d   t o n e n 	 V i s a   d a t u m   o c h   t i d 	 P r i k a z   d a t u m a   i   v r e m e n a 	 A f i _a r e   d a t   _i   o r 	 P o k a ~i   D a t u m   i n   a s 	       	     	 >:0720=5  =0  0B0B0  8  '0A0	 $	>	0	@		  	#	?	  5	G	3	  &	>		5	>		 FE'4  *'1.  H  2E'F	 HB*  'H1  *'1.  /'&	       	 					  			  			  								  					 $
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 
 S T R _ O W N _ N O 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S h o w   O w n   N u m b e r   O p t i o n . 	 S h o w   o w n e r   n u m b e r 	 o:y,g_j_x	 >f:y,g:gSx	 A*+!2"@%@I2-	 M o s t r a r   n  m e r o   d e l   p r o p i e t a r i o 	 A f f i c h e r   l e   n u m  r o   d u   p r o p r i  t a i r e 	 B e s i t z e r n u m m e r   a n z e i g e n 	 !>1AB25==K9  =><5@	 M o s t r a   i l   N u m e r o   d e l   P r o p r i e t a r i o 	 916  #1B'EJ	 M o s t r a r   n  m e r o   d e   p r o p r i e t  r i o 	 T e l e f o n   s a h i b i n i n   n u m a r a s 1n 1  g  s t e r 	 H i n   t h    s   c a   c h   m  y 	 M e n u n j u k a n   N o m o r   P e m i l i k 	 T u n j u k k a n   n o m b o r   p e m i l i k 	 '	>	0		  	>	  (		,	0	  &	0	M	6	>				 V i s   E g e t   N u m m e r 	 U k  z a t   
 s l o   v l a s t n  k a 	 P o k a |  n u m e r   w Ba [c i c i e l a 	 S a j  t   s z  m   m e g j e l e n  t  s e 	 N  y t    o m i s t a j a n   n u m e r o 	 V i s   e i e r n u m m e r 	 U k  z a e  
 s l o   v l a s t n  k a 	 N u m m e r   v a n   e i g e n a a r   t o n e n 	 V i s a   e g e t   n u m m e r 	 P r i k a z   b r o j a   v l a s n i k a 	 A f i _a r e   n u m r   p r o p r i e t a r 	 P o k a ~i   `t e v i l k o   L a s t n i k a 	     	     	 >:068  ><5@0  =0  !>1AB25=8:0	 .	>	2		>		>	  	M	0	.	>			  &	>		5	>		 FE'4  4E'1G  E'D	 E'D  '  FE(1  /'&	     	 					  					  								  					 .
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	     	 K h o m b i s a   u m n i k a z i   n e n a m b a 	 B o n i s a   i n o m b o l o   y o m n i n i 	 O n e s h a   n a m b a r i   y a   m m i l i k i 	 W y s   e i e n a a r   s e   n o m m e r 	 R o d y t i   s a v i n i n k o   n u m e r /	 R d +t   +p a an i e k a   n u m u r u 	 K u v a   o m a n i k u   n u m b e r 	 Jaoeel  }eaoavakx{  patah	     	 A f i _a r e   n u m r   d e   p r o p r i e t a r 	 8
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 
 S T R _ O P N 	 S e t t i n g 	 I C O N T E X T 	 S h o w   O p e r a t o r   N a m e . 	 S h o w   o p e r a t o r   n a m e 	 o:y
gRmi
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7H-9I3@42#	 M o s t r a r   n o m b r e   d e   o p e r a d o r a 	 A f f i c h e r   l e   n o m   d e   l  o p  r a t e u r 	 B e t r e i b e r n a m e   a n z e i g e n 	 >:07K20BL  =0720=85  >?5@0B>@0	 M o s t r a   n o m e   o p e r a t o r e 	 916  '3E  'DE4:D	 M o s t r a r   n o m e   d o   o p e r a d o r 	 O p e r a t  r   a d 1n 1  g  s t e r 	 H i n   t h   M n g   c u n g   c p 	 M e n u n j u k a n   N a m a   O p e r a t o r 	 T u n j u k k a n   n a m a   o e r a t o r 	 	*	0	G		0	  	>	  (	>	.	  &	0	M	6	>				 V i s   O p e r a t  r   N a v n 	 U k  z a t   n  z e v   o p e r  t o r a 	 P o k a |  n a z w   o p e r a t o r a 	 S z o l g  l t a t    m e g j e l e n  t  s e 	 N  y t    o p e r a a t t o r i n   n i m i 	 V i s   o p e r a t  r n a v n 	 U k  z a e  n  z o v   o p e r  t o r a 	 N a a m   v a n   o p e r a t o r   t o n e n 	 V i s a   e g e t   n a m n 	 P o k a ~i   i m e   o p e r a t e r a 	 A f i _a r e   n u m e   o p e r a t o r 	 P o k a ~i   I m e   O p e r a t e r j a 	     	     	 >:068  <5B>  =0  ?5@0B>@0	 	*	0	G		0		G	  (	>		5	  &	>		5	>		 FE'J4  F'E  '~1'*H1	 "~1y1  '  F'E  /'&	     	 							- 		  			  									 8
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T1z	 M o s t r a   n o m   d  o p e r a d o r 	 A f f i c h e r   l e   n o m   d e   l  o p  r a t e u r 	 S  n a   h e i t i   s  m a f y r i r t  k i s 	 M o s t r a r   n o m b r e   d e l   o p e r a d o r 	 @8:068  8<5  =0  >?5@0B>@	 M o s t r a r   n o m e   d o   o p e r a d o r 	 P o k a ~i   i m e   o p e r a t e r a 	 B o n t s h a   l e b i t s o   l a   o p a r e i t a r a 	 I p a k i t a   a n g   p a n g a l a n   n g   o p e r a t o r 	 S h o w   o p e r a t o r   n a m e 	 N u n a   s u n a   m a i   o p e r a t o 	 F i   o r  k   o n  c-  r   h  n 	 <0;40KH  0BK=  :@A5BC	 O p e r a t z a i l e a r e n   i z e n a   e r a k u t s i 	 I p a k i t a   a n g   p a n g a l a n   n g   o p e r a t o r 	 M o s t r a r   o   n o m e   d o   o p e r a d o r 	 G o s i   a h a   o n y e   r 	 T a i s p e  i n   a i n m   a n   o i b r e o r a 
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n i   T i p   `i f r i r a n j a 	       	       	 A=>25=  >48@0I  "8?	 !	?	+	I	2	M		  	(		K	!	?			  	>		*		 /1-'D  1E20'1	 A'Dy  'FHF  y'&~  	         	   									 $
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 S T R _ D E F _ E N C O D I N G _ T Y P E _ B I G 5 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 D e f a u l t   E n c o d i n g   T y p e   S e l e c t i o n   I t e m s 	 B i g 5 	 B i g 5 	 B i g 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G   5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 		 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 I - B I G 5 	 I - B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 B I G 5 	 	 B I G 5 	 B i g 5 	 'Yx5 	 B i g 5 	 B i g 5 	 B i g 5 	 B i g 5 	 B i g 5 	 B i g 5 	 B i g 5 	 B i g 5 	 B i g 5 	 B i g 5 	 G i r m a n 5 	 B i g 5 	 ;:5=  5 	 B i g 5 	 B i g 5 	 B i g 5 	 N n u k w u   i s e 	 B i g 5 
 
 S T R _ D E F _ E N C O D I N G _ T Y P E _ G B 2 3 1 2 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 D e f a u l t   E n c o d i n g   T y p e   S e l e c t i o n   I t e m s 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B   2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 3 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 					 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 I - G B 2 3 1 2 	 I - G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 B G 2 3 1 2 	 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G b 2 3 1 2 	 G B 2 3 1 2 
 
 S T R _ D E F _ E N C O D I N G _ T Y P E _ U C S 2 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 D e f a u l t   E n c o d i n g   T y p e   S e l e c t i o n   I t e m s 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 3 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 		 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 I - U C S 2 	 I - U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U C S 2 	 U c s 2 	 U C S 2 
 
 S T R _ M A I N M E N U _ S T Y L E 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 M a i n M e n u   S t y l e   T i t l e 	 M a i n   m e n u   s t y l e 	 ;NxU<h	 ;N܃USΘ<h	 %1)0@!9+%1	 E s t i l o   d e l   m e n    p r i n c i p a l 	 S t y l e   d u   m e n u   p r i n c i p a l 	 H a u p t m e n  f o r m 	 !B8;L  3;02=>3>  <5=N	 S t i l e   d e l   M e n u   P r i n c i p a l e 	 #3DH(  'DB'&E)  'D1&J3J)	 E s t i l o   d o   m e n u   p r i n c i p a l 	 A n a   m e n    s t i l i 	 K i u   d  n g   t h c   n   c h  n h 	 G a y a   M e n u   U t a m a 	 G a y a   m e n u   u t a m a 	 .	A		M	/	  8	B		@	  6	H	2	@		 H o v e d   M e n u   S t i l 	 S t y l   h l a v n  h o   m e n u 	 S t y l   g B w n e g o   m e n u 	 F Qm e n    s t  l u s a 	 P   v a l i k o n   t y y l i 	 H o v e d m e n y s t i l 	 `t  l   h l a v n  h o   m e n u 	 S t i j l   v a n   h o o f d m e n u 	 H u v u d m e n y n s   u t s e e n d e 	 G l a v n i   I z b o r n i k   i z g l e d 	 S t i l   m e n i u   p r i n c i p a l 	 S t i l   G l a v n e g a   I z b i r n i k a 	     	     	 !B8;  ;02=>  5=N	 .	A		M	/	.	G	(	M	/	B	  6	H	2	@		 3(  EFH  '5D	 '5D  EFH  '  '3y'&D	       	 						  				  							 *
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	     	 I s t a y e l a   s e m e n y u   e n k u l u 	 U h l o b o   l w e y o n a   m e n y u 	 M t i n d o   w a   m e n y u   k u u 	 H o o f k i e s l y s - s t y l 	 P a g r i n d i n i o   m e n i u   s t i l i u s 	 G a l v e n s   i z v l n e s   s t i l s 	 P  h i m e n     l a a d 	 3lma~x  tevuxk  xs	     	 S t i l   m e n i u   p r i n c i p a l 	 *
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 
 S T R _ M A I N M E N U _ S T Y L E _ M A T R I X 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 M a i n M e n u   S t y l e   M a t r i x 	 M a t r i x 	 wc_xU	 w5_܃US	 A!#4L	 M a t r i z 	 M a t r i c e 	 M a t r i x 	 0B@8F0	 M a t r i c e 	 ,/HD	 M a t r i z 	 M a t r i s 	 M a   t r n 	 A c u a n 	 M a t r i k s 	 .	H		M	0	?		M	8		 M a t r i x 	 M a t r i x 	 S t r u k t u r a 	 M  t r i x 	 M a t r i i s i 	 M a t r i x 	 M a t r i x 	 M a t r i x 	 M a t r i x 	 M a t r i c a 	 M a t r i c e 	 M a t r i c a 	 	 	 0B@8F0	 .	G		M	0	?		M	8		 E'*13	 .'	 	 												  
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	 .GM0?M8	 	 										 M a t r i s 	 wc	 M a t r i u 	 M a t r i c e 	 F y l k i 	 M a t r i z 	 0B@8F0	 M a t r i z 	 M a t r i c a 	 M a t r i k s e 	 M a t r i x 	 M a t r i x 	 H a d a w a   t a r e 	 M a k i t i r i s i 	 0B@8F0	 M a t r i z e a 	 M a t r i x 	 M a t r i z 	 M a t r i k 	 M a i t r  s 
 
 S T R _ M A I N M E N U _ S T Y L E _ P A G E 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 M a i n M e n u   S t y l e   P a g e 	 P a g e 	 UxU	 USu܃US	 +I2	 P  g i n a 	 P a g e 	 S e i t e 	 !B@0=8F0  	 P a g i n a 	 5A-)	 P  g i n a 	 S a y f a 	 T r a n g 	 H a l a m a n 	 H a l a m a n 	 *	(	M	(	>		 S i d e 	 S t r a n a 	 S t r o n a 	 O l d a l 	 S i v u 	 S i d e 	 S t r  n k a 	 P a g i n a 	 W e b b l a y o u t 	 S t r a n i c a 	 P a g i n 	 S t r a n 	 	 	 !B@0=8F0	 *	C	7	M	 		 5A-G	 5A-	 	 							 *
p
(
>
	 *GM	 !B>@V=:0	 




	 	 I k h a s i 	 I p h e p h a 	 G o m b o 	 B l a d s y 	 P u s l a p i s 	 L a p p u s e 	 L e h e k  l g 	 7{	 	 P a g i n 	 *
G

M
	 *C7M >	 	 							 S Yh i f Y	 	 P  g i n a 	 P a g e 	 S   a 	 P  g i n a 	 !B@0=8F0	 P  g i n a 	 S t r a n i c a 	 L e q e p h e 	 P a h i n a 	 P a g e 	 S h a f i 	 O j  - e w  	 5B	 O r r i a l d e a 	 P a h i n a 	 P  x i n a 	 I h u   a k w k w 	 L e a t h a n a c h 
 
 S T R _ M A I N M E N U _ S T Y L E _ C I R C U L A R 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 M a i n M e n u   S t y l e   C i r c u l a r 	 C i r c u l a r 	 tWxU	 sW܃US	 @G'	 C i r c u l a r 	 C i r c u l a i r e 	 K r e i s f  r m i g 	 @C3>2>5	 C i r c o l a r e 	 *9EJE	 C i r c u l a r 	 D a i r e s e l 	 V  n g   q u a n h 	 P e r p u t a r a n 	 B u l a t a n 	 8		A	2	0		 C i r k u l  r 	 K r u h o v  	 O b i e g o w y 	 K  r k  r  s 	 Y m p y r  n m u o t o i n e n 	 R u n d 	 K r u h o v  	 R o n d 	 R u n d 	 K r u ~n o 	 C i r c u l a r 	 O b v e s t i l o 	 	 	 @J3>2	 8	0	M		A	2	0		 E/H1	 31HD1	 	 								 
A
.
>
	
#
>
	 80MM/A20M	 >;>	 






	 	 I - C i r c u l a r 	 I s a z i n g e 	 M v i r i n g o 	 I n   d i e   r o n d t e 	 }i e d i n i s 	 C i r k u l r a 	 R i n g - 	 G{avaq	 	 C i r c u l a r 	 8
j

M

A
2
j
	 ,C$M$?_	 	 									 D a i r Yv i 	 _t	 C i r c u l a r 	 C i r c u l a i r e 	 H r i n g l a g a 	 C i r c u l a r 	 @C6=>	 C i r c u l a r 	 K r u ~n o 	 K g i d i k w e 	 P a b i l o g 	 C i r c u l a r 	 M a d a u d a r i 	 B i   o b i r i k i t i 	 (515@;V	 B i r i b i l a 	 P a b i l o g 	 C i r c u l a r 	 O k i r i k i r i 	 C i o r c l a c h 
 
 S T R _ M A I N M E N U _ S T Y L E _ R O T A T E 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 M a i n M e n u   S t y l e   C i r c u l a r 	 R o t a t e 	 _txU	 _s܃US	 +!8	 G i r a r 	 T o u r n e r 	 D r e h e n 	 >25@=CBL	 R u o t a 	 /H1)	 R o d a r 	 D  n d  r 	 Q u a y   v  n g 	 R o t a t e 	 P u t a r k a n 	 	A	.	>				 R o t  r 	 R o t a 
n  	 O b r  	 E l f o r g a t  s 	 K i e r r  t  	 R o t e r 	 R o t a 
n  	 D r a a i e n 	 R o t e r a 	 O k r e i 	 R o t i r e 	 O b r a 
a t i 	 	 	 02J@B8	 0	K		G			 1/4I	 1Hyy  ,&	 	 										  					 
A
.
>
	
#
>
	 0JGM	 '5@3C20==O	 




	 	 J i k e l e z a 	 J i k e l e z a 	 M z u n g u k o 	 R o t e e r 	 S u k t i 	 R o t j i e t 	 P   r a 	 Jel	 	 R o t i r e 	 1
K

M

G
1
M
1
M
	 B0M#M#(	 	 							 D  n d  r m Yk 	 eI	 G i r a 	 R o t a t i f 	 S n  a 	 G i r a r 	  >B8@0X	 G i r a r 	 R o t i r a j 	 P o t o l o h i s a 	 I k u t i n 	 R o t a t e 	 J u y a w a 	 Y  i p o 	 @C  	 B i r a   e g i n 	 P i h i t i n 	 R o t a r 	 H i g h a r a 	 R o t h l a i g h 
 
 S T R _ M A I N M E N U _ S T Y L E _ L I S T 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 M a i n M e n u   S t y l e   L i s t 	 L i s t 	 RhxU	 Rh܃US	 #2"2#	 L i s t a 	 L i s t e 	 L i s t e 	 !?8A>:  	 E l e n c o 	 B'&E)	 L i s t a r 	 L i s t e 	 D a n h   s  c h 	 D a f t a r 	 S e n a r a i 	 8	B		@		 L i s t e 	 S e z n a m 	 S p i s 	 L i s t a 	 L i s t a a 	 L i s t e 	 Z o z n a m 	 L i j s t 	 L i s t a 	 P o p i s 	 L i s t 	 L i s t 	     	 	 !?8AJ:	 2	?	8	M			 D3*	 A13*	 	 							 8
B

@
	 2?8MM	 !?8A>:	 



	 	 U h l u 	 U l u h l u 	 O r o d h a 	 L y s 	 S r a aa s 	 S a r a k s t s 	 L o e n d 	 Qavo	 	 L i s t 	 *

M

?

	 $>2?>	 	 							 S i y a h 1	 nU	 L l i s t a 	 L i s t e 	 L i s t i 	 L i s t a 	 !?8A>:	 L i s t a 	 L i s t a 	 L e n a n e 	 I l i s t a 	 L i s t 	 T s a r i 	  k  j 	 "V7V<	 Z e r r e n d a 	 N a k a l i s t a 	 L i s t a 	 L i s t i 	 L i o s t a 
 
 S T R _ M A I N M E N U _ S T Y L E _ T A B 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 M a i n M e n u   S t y l e   L i s t 	 T a b 	 T a b 	 T a b 	 AG	 F i c h a 	 O n g l e 	 T a b 	 /@;K:	 T a b u l a 	 T a b 	 S e p a r a d o r 	 S e k m e 	 T a b 	 T a b 	 T a b 	 	H	,		 T a b 	 T a b u l k a 	 T a b 	 F  l 	 V  l i l e h t i 	 K a t e g o r i 	 T a b u >k a   	 T a b 	 T a b 	 P o l j e 	 F i l 	 V s t a v e k 	 	 	 "01C;0B>@	 T a b 	 (1G  'I	 y(	 T a b 	 						 T a b 	 T a b 	 :;04:0	 T a b 	 	 I t h e b h u 	 I t h e b h u 	 T a b o 	 T a b 	 S k i r t u k a s 	 T a b u l aa n a s   p i e t u r a 	 T a b 	 1rux}aoa~xxt	 	 F i l 	 
>
,
M
	 M_>,	 	 				 N i _a n 	 'Y\[	 T a b u l a d o r 	 O n g l e t 	 F l i p i 	 P e s t a  a 	 "01C;0B>@	 G u i a 	 T a b l i c a 	 T a b 	 T a b 	 T a b 	 t a b 	 T a a b u 	 >9K=4K	 	 	 	 	 
 
 S T R _ M E N U _ S E T T I N G _ S C H E D U L E _ P O W E R 	 S e t t i n g 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S c h e d u l e d   P o w e r   O n / O f f   M e n u . 	 S c h e d u l e   p o w e r   o n / o f f 	 [Bfܕ_j	 [e _sQ:g	 3+2#@4/ 4	 P r o g r a m a r   e n c e n d i d o   y   a p a g a d o 	 P l a n i f i c a t i o n   d e   l '  n e r g i e   O n / O f f 	 E i n / A u s s c h a l t e n   z e i t l i c h   f e s t l e g e n 	 -=5@3>@568<  2:;. \ 2K:;. 	 P i a n i f i c a   c o r r e n t e   a c c e s a / s p e n t a 	 HB*  'DE-//  E:DB\ EA*H-	 L i g a r / d e s l i g a r   d e   c a l e n d  r i o 	 K a p a t m a   /   A  m a   P l a n l a 	 n h   g i   t t / b t   	 J a d w a l   O n / O f f 	 J a d u a l k a n   k u a s a   n y a l a / p a d a m 	 (	?	0	M	'	>	0	?	$	  *	>	5	0	  	>	2	B	/ ,		&		 S k e m a l  g   S t r  m   T i l / F r a 	 P l  n o v a n    z a p n u t  / v y p n u t  	 P l a n o w a n i e   W Bc z / W y Bc z   z a s i l a n i a 	 B e - / k i k a p c s o l  s   i d Qz  t  s e 	 A j o i t a   v i r t a   p   l l e / p o i s 	 S y s t e m   s l    a v / p  	 N a s t a v i e  z a p n u t i e / v y p n u t i e 	 I n -   e n   u i t s c h a k e l e n   p l a n n e n 	 S t  l l   s l    p  / s t  n g   a v 	 P l a n   u k l j u 
i v a n j a   /   i s k l j u 
i v a n j a 	 P r o g r a m a r e   p o r n i r e / o p r i r e 	 R a z p o r e d   M o 
i   V k l j u 
e n o / I z k l j u 
e n o 	 /       	   / 	 0409  :;NG20=5/ 7:;NG20=5  =0  0E@0=20=5B>	 6	G	!	M	/	B	2	  *	>	5	0	  	(	/ 	+		 2E'F(F/  1H4F  '  .'EH4	 3y  '  H'  ~'H1  "F/   "A	     /       	 						  						  				/ 					 
>
0

  
M
0
.
  8
p
.
0
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>
  
>
2
B
/ ,
p
&
	 7F!M/B2M  *50M  (M/ +M	 2B><0B8G=5  C2V<:=. / 28<:. 	 



  



  



/ 


  

	   /     	 H l e l a   u k u v u l a / u k u v a l a   a m a n d l a 	 A m a n d l a   e s h e d y u l e   a v u l i w e / v a l i w e 	 P a n g i a   k u w a s h a   a u   k u z i m a   n i s h a t i 	 S k e d u l e e r   k r a g   a a n / a f 	 M a i t i n i m o   /j u n g i m o   /   i aj u n g i m o   t v a r k a r a at i s 	 P l n o j i e t   b a r o aa n a s   i e s l g aa n u / i z s l g aa n u 	 P l a n e e r i   t o i t e   s i s s e - / v  l j a l  l i t u m i n e 	 >aca~xel  }vxtav  tkaxth/ av{axth	 /   	 P l a n i f i c a r e   p o r n i r e / o p r i r e 	 5
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 / 
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	 (?0M&M'>0#  6M$?  (M/ +M	 	 							  					  		/ 			 Z a m a n   c Yd v Yl i n i n   a  i l i b   q a p a n m a s 1	 -[nܕ	 C a l e n d a r i   a c t i v a t / d e s a c t i v a t 	 P r o g r a m m e r   l a   m i s e   e n   m a r c h e / a r r  t 	   t l u n   h v e n  r   s l  k k t   e r   o g   k v e i k t 	 P r o g r a m a c i  n   d e   e n c e n d i d o / a p a g a d o 	 :;CGC20Z5/ 8A:;CGC20Z5  =0  @0A?>@54	 P r o g r a m a r   l i g a / d e s l i g a 	 R e d o v n a   e n e r g i j a   u k l j u 
e n a / i s k l j u 
e n a 	 H l o p h i s a   h o   t i m a / b o n e s a 	 I t a k d a   a n g   p a g   p o w e r   o n / o f f 	 S c h e d u l e   p o w e r   O n / O f f 	 S h i r i n   k u n n a w a / k a s h e w a 	 b t    a g b  r a   s    t  t  n / p  p a 	 >@5:BV  >AC/ HV@C  :5AB5AV	 	 	 	 	 
 
 S T R _ M E N U _ S E T T I N G _ S C H E D U L E _ P O W E R _ S E T 1 	 S e t t i n g 	 I C O N T E X T 	 S e t   1   O p t i o n . 	 S e t   1 	 -[1 	 n1 	 
8  1 	 C o n j u n t o 1 	 R  g l a g e   1 	 S e t   1 	 #AB0=>2:0  1 	 S e r i e   1 	 6(7  1 	 D e f i n i r   1 	 A y a r   1 	 C  i   t   1 	 P e n g a t u r a n   1 	 S e t   1 	 8	G		  1  	 I n d s t i l   1 	 N a s t a v e n    1 	 Z e s t a w   1 	 B e  l l  t  s   1 	 J o u k k o   1 	 S t i l l   i n n   1 	 N a s t a v e n i e   1 	 S t e l   1 	 S c h e m a   1 	 P o d e s i   1 	 S e t a r e   1 	 N a s t a v i   1 	   1 	   1 	 0AB@>9:8  1 	 8	G		  1 	 *F8E  1 	 3y  1 	   1 	 			  		 8
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  1 	 8FM  1 	 #AB0=>2:0  1 	 


  1 	   1 	 I s e t h i   1 	 I s e t i - 1 	 S e t i   1 	 S t e l   1 	 1   r i n k i n y s 	 1 .   k o m p l e k t s 	 K o m p l e k t   1 	 ?xtzleo  1 	   1 	 S e t a r e   1 	 8
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  1 	 8G  1 	 	 			  1 	 1 - c i   y 11m 	 -[1 	 G r u p   1 	 E n s e m b l e   1 	 V a l   1 	 C o n f i g u r a c i  n   1 	 >AB028  1 	 S  r i e   1 	 P o d e s i   1 	 S e t e   1 	 S e t   1 	 S e t   1 	 D a i d a i t a   1 	 b t    1 	 1 - >@=0BC	 	 	 	 	 
 
 S T R _ M E N U _ S E T T I N G _ S C H E D U L E _ P O W E R _ S E T 2 	 S e t t i n g 	 I C O N T E X T 	 S e t   2   O p t i o n . 	 S e t   2 	 -[2 	 n2 	 
8  2 	 C o n j u n t o 2 	 R  g l a g e   2 	 S e t   2 	 #AB0=>2:0  2 	 S e r i e   2 	 6(7  2 	 D e f i n i r   2 	 A y a r   2 	 C  i   t   2 	 P e n g a t u r a n   2 	 S e t   2 	 8	G		  2  	 I n d s t i l   2 	 N a s t a v e n    2 	 Z e s t a w   2 	 B e  l l  t  s   2 	 J o u k k o   2 	 S t i l l   i n n   2 	 N a s t a v e n i e   2 	 S t e l   2 	 S c h e m a   2 	 P o d e s i   2 	 S e t a r e   2 	 N a s t a v i   2 	   2 	   2 	 0AB@>9:8  2 	 8	G		  2 	 *F8E  2 	 3y  2 	   2 	 			  		 8
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  2 	 8FM  2 	 #AB0=>2:0  2 	 


  2 	   2 	 I s e t h i   2 	 I s e t i - 2 	 S e t i   2 	 S t e l   2 	 2   r i n k i n y s 	 2 .   k o m p l e k t s 	 K o m p l e k t   2 	 ?xtzleo  2 	   2 	 S e t a r e   2 	 8
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  2 	 8G  2 	 	 	 2 - c i   y 11m 	 -[2 	 G r u p   2 	 E n s e m b l e   2 	 V a l   2 	 C o n f i g u r a c i  n   2 	 >AB028  2 	 S  r i e   2 	 P o d e s i   2 	 S e t e   2 	 S e t   2 	 S e t   2 	 D a i d a i t a   2 	 b t    2 	 2 - >@=0BC	 	 	 	 	 
 
 S T R _ M E N U _ S E T T I N G _ S C H _ P O W _ S E T 1 _ P O W _ O N 	 S e t t i n g 	 I C O N T E X T ,   C 0 5 7 _ 1 	 O n   O p t i o n . 	 P o w e r   o n 	 _j	  _:g	 @4@#7H-	 E n c e n d e r 	 A l l u m  	 E i n s c h a l t e n 	 -=5@38O  2:;. 	 C o r r e n t e   a c c e s a 	 *4:JD	 L i g a d o 	 A  	 M   m  y 	 H i d u p k a n 	 K u a s a   d i n y a l a k a n 	 *	>	5	0	  	>	2	B		 S t r  m   T i l 	 Z a p n u t  	 Z a s i l a n i e   w Bc z o n e 	  r a m e l l  t  s   b e 	 V i r t a   p   l l  	 S l    p  	 Z a p n u t i e 	 I n s c h a k e l e n 	 P  s l a g e n 	 U k l j u 
i v a n j e   n a p a j a n j a 	 P o r n i r e 	 M o 
  V k l j u 
e n a   	 	 	 0E@0=20=5  :;NG5=>	 *	>	5	0	  	>	2	B		 1H4F  1/F	 ~'H1  "F	     	 						  					 ,
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  



	   	 A m a n d l a   a v u l i w e 	 A m a n d l a   a v u l i w e 	 W a s h a   n i s h a t i 	 F o o n   a a n 	 .j u n g t a s 	 I e s l g t   b a r o aa n u 	 T o i d e   s e e s 	 Mvxtav  tkaxt	 	 P o r n i r e 	 5
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 	 6M$?  (M	 	 					  			 A  m a q 	 n	 E n c  n   	 S o u s   t e n s i o n 	 K v e i k j a 	 E n c e n d i d o 	 :;CG5=>	 L i g a d o 	 U k l j u 
e n o 	 B u l e l a   m a t l a 	 I - p o w e r   o n 	 P o w e r   O n 	 K u n n a w a 	 A g b  r a   w    n    t  t  n 	 >@5:  >AC;K	 	 	 	 	 
 
 S T R _ M E N U _ S E T T I N G _ S C H _ P O W _ S E T 1 _ P O W _ O F F 	 S e t t i n g 	 I C O N T E X T ,   C 0 5 7 _ 1 	 O f f   O p t i o n . 	 P o w e r   o f f 	 ܕ_j	 sQ:g	 4@#7H-	 A p a g a r 	  t e i n t 	 A u s s c h a l t e n 	 -=5@38O  2K:;. 	 C o r r e n t e   s p e n t a 	 ':D'B	 D e s l i g a d o 	 K a p a t 	 T t   m  y 	 M a t i k a n 	 K u a s a   d i p a d a m k a n 	 *	>	5	0	  ,		&		 S t r  m   F r a 	 V y p n u t  	 Z a s i l a n i e   w y Bc z o n e 	  r a m e l l  t  s   k i 	 V i r t a   p o i s s a   p   l t  	 S l    a v 	 V y p n u t i e 	 U i t s c h a k e l e n 	 A v s t  n g d 	 I s k l j u 
i v a n j e   n a p a j a n j a 	 O p r i r e 	 M o 
  I z k l j u 
e n a 	   	 	 0E@0=20=5  7:;NG5=>	 *	>	5	0	  ,		&		 .'EH4  1/F	 ~'H1  "A	     	 						  					 ,
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  


	   	 A m a n d l a   a v a l i w e 	 A m a n d l a   a v a l i w e 	 Z i m a   n i s h a t i 	 F o o n   a f 	 I aj u n g t i   m a i t i n i m 	 I z s l g t   b a r o aa n u 	 L  l i t a   t o i d e   v  l j a 	 Mvxtav  av{axt	 	 O p r i r e 	 5
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	 6M$?  +M	 	 					  			 Q a p a t m a q 	 nܕ	 A p a g a 	 E x t i n c t i o n 	 S l  k k v a 	 A p a g a d o 	 A:;CG5=>	 D e s l i g a d o 	 I s k l j u 
e n o 	 T i m a   m a t l a 	 I - p o w e r   o f f 	 P o w e r   O f f 	 K a s h e w a 	 A g b  r a   w    n    p  p a 	 >@5:  HV@C;V	 	 	 	 	 
 
 S T R _ S E T T I N G _ S P E E D _ S T A T U S 	 S e t t i n g 	 I C O N T E X T 	 O f f   O p t i o n . 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o   	 E t a t 	 S t a t u s 	 :B82.   1KAB@K9  =01>@	 S t a t o 	 *4:JD  'D'*5'D  'D31J9	 E s t a d o 	 D u r u m 	 T r n g   t h  i 	 A k t i f k a n   P a n g g i l a n   C e p a t 	 D a y a k a n   d a i l   c e p a t 	 8	M	%	?	$	?		 A k t i v e r   H u r t i g   O p k a l d 	 P o v o l i t   z r y c h l e n o u   v o l b u 	 Z a s t o s u j   p r o s t e   w y b i e r a n i e 	  l l a p o t 	 O t a   k  y t t   n   l y h y t n u m e r o v a l i n t a 	 M u l i g g j  r   h u r t i g o p p r i n g i n g 	 P o v o l i e  r  c h l u   v o >b u 	 T o e s t a n d 	 A k t i v e r a   s n a b b u p p r i n g n i n g 	 O m o g u i   b r z o   b i r a n j e 	 S t a r e 	 O m o g o 
i   H i t r o   K l i c a n j e 	     	     	 0459AB209  J@7>  018@0=5	 6	@		M	0	  !	>	/	2	  8		M	0	?	/		 H69J*	 '3~  '&D  H  F'A0  ,&	       	 							 !
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 S T R _ S E T T I N G _ M A I N _ L C D 	 S e t t i n g 	 I C O N T E X T 	 M a i n   L C D   O p t i o n . 	 M a i n   L C D 	 ;NU^	 ;NO\U^	 L C D   +%1	 L C D   p r i n c i p a l 	 A f f i c h a g e   L C D   p r i n c i p a l 	 H a u p t - L C D 	 ;02=K9  L C D 	 L C D   p r i n c i p a l e 	 'D4'4)  'D1&J3J)	 L C D   p r i n c i p a l 	 A n a   L C D 	 M  n   h  n h   c h  n h 	 L C D   U t a m a 	 L C D   U t a m a 	 .	A		M	/	  L C D 	 H o v e d   L C D 	 H l a v n    L C D 	 G B w n y   w y [w i e t l a c z   L C D 	 F Q  L C D 	 P   n e s t e k i d e n  y t t  	 H o v e d - L C D 	 H l a v n    L C D 	 H o o f d - l c d 	 H u v u d   L C D - s k  r m 	 G l a v n i   L C D 	 L C D   p r i n c i p a l 	 G l a v n i   L C D 	   L C D 	   	 A=>25=  L C D - 48A?;59	 .	G	(	  	2	8	@	!	@		 FE'41  '5D	 M a i n   L C D 	   	 						  							 *
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 
 S T R _ S E T T I N G _ S U B _ L C D 	 S e t t i n g 	 I C O N T E X T 	 S u b   L C D   O p t i o n . 	 S u b   L C D 	 P[U^	 oRO\U^	 L C D   "H-"	 L C D   s e c u n d a r i a 	 A f f i c h a g e   L C D   s e c o n d a i r e 	 N e b e n - L C D 	 8=8  L C D 	 L C D   s e c o n d a r i o 	 'D4'4)    'DA19J)	 L C D   s e c u n d  r i o 	 A l t   L C D 	 M  n   h  n h   p h 	 S u b   L C D 	 L C D   s u b 	 8	,	  L C D 	 U n d e r   L C D 	 V e d l e j a   L C D 	 D o l n a   w a r s t w a   L C D 	 M  s o d l a g o s   L C D 	 A l a n e s t e k i d e n  y t t  	 S u b - L C D 	 D r u h    L C D 	 S u b - l c d 	 A l t e r n a t i v   L C D - s k  r m 	 P o m o n i   L C D 	 L C D   s e c u n d a r 	 P o m o ~n i   L C D 	   L C D 	   	 >4>A=>25=  L C D - 48A?;59	 8	,	  	2	8	@	!	@		 FE'41  A19	 S u b   L C D 	   	 									 
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  L C D 	    	 I - L C D   e n g a p h a n s i 	 I - L C D   e n c i n c i 	 L C D   n d o g o 	 S u b - L C D 	 A n t r i n i s   L C D 	 L C D   p a l +g e k r n s 	 L i s a e k r a a n 	 5oxdaoav  goav	   L C D 	 L C D   s e c u n d a r 	 	
*
  L C D 	 	*  L C D 	 	 		  L C D 	 K  m Yk  i   M K M 	 !kU^	 S u b   L C D 	 L C D   s e c o n d a i r e 	 A u k a s k j  r 	 L C D   s e c u n d a r i o 	 >4  L C D 	 S u b   L C D 	 P o d   L C D 	 L C D   e   N y a n e 	 S u b   L C D 	 S u b   L C D 	 M a i t a i m a k o n   L C D 	 L  b   L C D 	 H:V  !  159=515BV	 	 	 	 	 
 
 S T R _ P O W E R _ S A V E _ T I M E R _ C A P T I O N 	 S e t t i n g 	 I C O N T E X T 	 P o w e r   S a v e   T i m e r   C a p t i o n . 	 P o w e r   s a v e   t i m e r 	 w[Bf	 w5u[e	 1I@'%2#0+"1%12	 T e m p o r i z a d o r   d e   a h o r r o   d e   e n e r g  a 	 M i n u t e u r    c o n o m i e   d '  n e r g i e 	 E n e r g i e s p a r t i m e r 	 "09<5@  M:>=><88  M=5@388	 T i m e r   d i   r i s p a r m i o   c o r r e n t e   	 E$B*  EHA1  'D7'B)	 T e m p o r i z a d o r   d o   m o d o   d e   p o u p a n  a   d e   e n e r g i a 	 G     t a s a r r u f u   z a m a n l a y 1c 1	 H n   g i   t i t   k i m   i n 	 P e n e n t u   P e n g h e m a t a n   B a t e r a i 	 P e m a s a   j i m a t   k u a s a 	 *	>	5	0	  8	G	5	  	>		.	0	 	 S t r  m   S p a r e   T i m e r 	 a s o v a 
   s p o r y   e n e r g i e 	 L i c z n i k   o s z c z e d n o [c i   b a t e r i i 	 E n e r g i a t a k a r  k o s    z e m m  d   s z  m l  l  j a 	 V i r r a n s   s t  a j a s t i n 	 S t r  m s p a r e r - t i d t a k e r 	 a s o v a 
   s p o r y   e n e r g i e 	 T i m e r   v a n   e n e r g i e b e s p a r i n g 	 E n e r g i m  t a r e 	 T i m e r   u at e d e   e n e r g i j e 	 C o n t o r   p e n t r u   e c o n o m i s i r e   d e   e n e r g i e 	 `t e v e c   H r a n j e n j a   M o 
i 	     	       	 "09<5@  =0  !?5ABO20=5  =0  0E@0=20=5	 *	>	5	0	  8	G	5	M	9	  8	.	/			 *'JE1  51AG  ,HJI  /1  *H'F  ('*1I	 ~'H1  ('F  H'D'  y'&E1	       	 						  			  							 8
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	     	 I - P o w e r   s a v e   t i m e r 	 I s i j o n g i   x e s h a   s a m a n d l a 	 K i p i m a   s a a   c h a   k u o k o a   n i s h a t i 	 K r a g b e s p a r i n g - t y d m e t e r 	 M a i t i n i m o   t a u p y m o   l a i k m a t i s 	 E n e r g o t a u p +b a s   t a i m e r i s 	 E n e r g i a s   s t u   t a i m e r 	 =vauxraoav  |ejktk  iaute	     	 C r o n o m e t r u   e c o n o m i s i r e   e n e r g i e 	 5
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 
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 s l o ! 	 B r a k   n u m e r u ! 	 N i n c s   t  r c s  z h a t    s z  m 	 E i   v a l i t t a v a a   n u m e r o a ! 	 I n g e n   n u m m e r      r i n g e ! 	 }i a d n e   
 s l o   k   v y t  
a n i u ! 	 G e e n   n u m m e r   o m   t e   k i e z e n 	 I n g e t   n u m m e r   a t t   r i n g a   u p p ! 	 N e m a   b r o j a   z a   b i r a n j e ! 	 N u   a ci   s e l e c t a t   n i c i u n   n u m r 	 N i   `t e v i l k e   Z a   K l i c ! 	       ! 	     	 O<0  ><5@  70  018@0=5	 !	>	/	2	  	0	#	M	/	>	8	>	 	@	  	M	0	.	>			  (	>	9	@		 4E'1G  '  ,G*  4E'1G  1  EH,H/  F3*	 ! '&D  1F    D  H&  FE(1  F	   ! 	 			  					  				 !
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I	 D e f i n i d o   p o r   e l   u s u a r i o 	 D  f i n i t   p a r   l ' u t i l i s a t e u r 	 B e n u t z e r d e f i n i e r t 	 >;L7>20B5;LA:85	 D e f i n i t o   d a l l ' u t e n t e 	 *91JA  'DE3*./E	 D e f i n i d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a r a f 1n d a n   b e l i r l e n e n 	 N g i   d  n g   t 	 K e t e n t u a n   P e m a k a i 	 D i t e n t u k a n   p e n g g u n a 	 *	M	0	/	K		M	$	>	  (	?	0	M	'	>	0	#		 B r u g e r   D e f i n e r e t 	 U ~i v a t e l s k    d e f i n i c e 	 W y z n a c z e n i e   u |y t k o w n i k a 	 E g y  n i 	 K  y t t  j    m   r i t t e l e e 	 B r u k e r d e f i n e r 	 U ~ v a t e >s k    d e f i n  c i a 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 A n v  n d a r d e f .   i n s t  l l n i n g a r 	 D e f i n i r a n j e   k o r i s n i k a 	 D e f i n i t   d e   u t i l i z a t o r 	 D o l o 
i t e v   U p o r a b n i k a 	   	   	 >B@518B5;	 /	B		0	  !	?	+	>		(		 *91A  *H37  '1(1	 H21  A'&F	   	 											  													 *
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M

A
	 	*/K0M$M$>  ,0M#M#?$	 	 											  									 I s t i f a d Y i   t Yy i n   o l u n m u _d u r 	 ]-[(u6b	 D e f i n i t   p e r   l  u s u a r i 	 P e r s o n n a l i s  	 N o t a n d i   t i l g r e i n i r 	 D e f i n i d o   p o r   e l   u s u a r i o 	 >@8A=8:>B  5  45D8=8@0=	 D e f i n i d o   p e l o   u s u  r i o 	 K o r i s n i k   d e f i n i s a n 	 E   f a n w a . k e   m o b d s . 	 I t i n a k d a   n g   g u m a g a m i t 	 U s e r   d e f i n e d 	 B a y a n a n   m a i   a m f a n i 	 T i   s    s y    o l  m  l  	 0940;0=CHK  0=KB0;4K	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 0 	 S e t t i n g 	 H I N T ,   T W O S T A T E ,   C 1 2 9 _ 1 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 	 WGr1 	 VGr1 	  2  1 	 I m a g e n   1 	 I m a g e   1 	 B i l d   1 	 7>1@.   1   	 I m m a g i n e   n .   1 	 5H1)  1 	 I m a g e m   1 	 g  r  n t    1 	 H  n h   1 	 g a m b a r   1 	 I m e j   1 	 	.	G		  1  	 B i l l e d e   1 	 O b r a z   1 	 O b r a z e k   1 	 K  p   1 	 K u v a   1 	 B i l d e   1 	 O b r a z   1 	 F o t o   1 	 B i l d   1 	 S l i k a   1 	 I m a g i n e a   1 	 S l i k a   1 	 I m a g e   1 	   1 	 I m a g e   1 	 	.	G		  1 	 *5H1  1 	 'E,  1 	   1 	 				  		 *
M
0
$
@
0
B
*
  1 	 .GM  1 	 >1@065==O  1 	 



  1 	   1 	 U m f a n e k i s o   1 	 I - i m e y j i - 1 	 T a s w i r a   y a   1 	 A f b e e l d i n g   1 	 1   v a i z d a s 	 1 .   a t t l s 	 P i l t   1 	 Jaoe  1 	   1 	 I m a g i n e   1 	 
?
$
M
0

  1 	 *M0$?,?  1 	 	 										  1 	 1 - c i   t Ys v i r 	 WP1 	 I m a t g e   1 	 I m a g e   1 	 M y n d   1 	 I m a g e n   1 	 !;8:0  1 	 I m a g e m   1 	 S l i k a   1 	 S e t s h w a n t s h o   1 	 I m a h e   1 	 I m a g e   1 	 K a m a n i   1 	  w  r  n   1 	 1 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 1 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   2 	 WGr2 	 VGr2 	  2  2 	 I m a g e n   2 	 I m a g e   2 	 B i l d   2 	 7>1@.   2   	 I m m a g i n e   n .   2 	 5H1)  2 	 I m a g e m   2 	 g  r  n t    2 	 H  n h   2 	 g a m b a r   2 	 I m e j   2 	 	.	G		  2  	 B i l l e d e   2 	 O b r a z   2 	 O b r a z e k   2 	 K  p   2 	 K u v a   2 	 B i l d e   2 	 O b r a z   2 	 F o t o   2 	 B i l d   2 	 S l i k a   2 	 I m a g i n e a   2 	 S l i k a   2 	 I m a g e   2 	   2 	 I m a g e   2 	 	.	G		  2 	 *5H1  2 	 'E,  2 	   2 	 				  		 *
M
0
$
@
0
B
*
  2 	 .GM  2 	 >1@065==O  2 	 



  2 	   2 	 U m f a n e k i s o   2 	 I - i m e y j i - 2 	 T a s w i r a   y a   2 	 A f b e e l d i n g   2 	 2   v a i z d a s 	 2 .   a t t l s 	 P i l t   2 	 Jaoe  2 	   2 	 I m a g i n e   2 	 
?
$
M
0

  2 	 *M0$?,?  2 	 	 	 2 - c i   t Ys v i r 	 WP2 	 I m a t g e   2 	 I m a g e   2 	 M y n d   2 	 I m a g e n   2 	 !;8:0  2 	 I m a g e m   2 	 S l i k a   2 	 S e t s h w a n t s h o   2 	 I m a h e   2 	 I m a g e   2 	 K a m a n i   2 	  w  r  n   2 	 2 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 2 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   3 	 WGr3 	 VGr3 	  2  3 	 I m a g e n   3 	 I m a g e   3 	 B i l d   3 	 7>1@.   3   	 I m m a g i n e   n .   3 	 5H1)  3 	 I m a g e m   3 	 g  r  n t    3 	 H  n h   3 	 g a m b a r   3 	 I m e j   3 	 	.	G		  3 	 B i l l e d e   3 	 O b r a z   3 	 O b r a z e k   3 	 K  p   3 	 K u v a   3 	 B i l d e   3 	 O b r a z   3 	 F o t o   3 	 B i l d   3 	 S l i k a   3 	 I m a g i n e a   3 	 S l i k a   3 	 I m a g e   3 	   3 	 I m a g e   3 	 	.	G		  3 	 *5H1  3 	 'E,  3 	   3 	 				  		 *
M
0
$
@
0
B
*
  3 	 .GM  3 	 >1@065==O  3 	 



  3 	   3 	 U m f a n e k i s o   3 	 I - i m e y j i - 3 	 T a s w i r a   y a   3 	 A f b e e l d i n g   3 	 3   v a i z d a s 	 3 .   a t t l s 	 P i l t   3 	 Jaoe  3 	   3 	 I m a g i n e   3 	 
?
$
M
0

  3 	 *M0$?,?  3 	 	 	 3 - c    t Ys v i r 	 WP3 	 I m a t g e   3 	 I m a g e   3 	 M y n d   3 	 I m a g e n   3 	 !;8:0  3 	 I m a g e m   3 	 S l i k a   3 	 S e t s h w a n t s h o   3 	 I m a h e   3 	 I m a g e   3 	 K a m a n i   3 	  w  r  n   3 	 3 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 3 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   4 	 WGr4 	 VGr4 	  2  4 	 I m a g e n   4 	 I m a g e   4 	 B i l d   4 	 7>1@.   4   	 I m m a g i n e   n .   4 	 5H1)  4 	 I m a g e m   4 	 g  r  n t    4 	 H  n h   4 	 g a m b a r   4 	 I m e j   4 	 	.	G		  4  	 B i l l e d e   4 	 O b r a z   4 	 O b r a z e k   4 	 K  p   4 	 K u v a   4 	 B i l d e   4 	 O b r a z   4 	 F o t o   4 	 B i l d   4 	 S l i k a   4 	 I m a g i n e a   4 	 S l i k a   4 	 I m a g e   4 	   4 	 I m a g e   4 	 	.	G		  4 	 *5H1  4 	 'E,  4   	   4 	 				  		 *
M
0
$
@
0
B
*
  4 	 .GM  4 	 >1@065==O  4 	 



  4 	   4 	 U m f a n e k i s o   4 	 I - i m e y j i - 4 	 T a s w i r a   y a   4 	 A f b e e l d i n g   4 	 4   v a i z d a s 	 4 .   a t t l s 	 P i l t   4 	 Jaoe  4 	   4 	 I m a g i n e   4 	 
?
$
M
0

  4 	 *M0$?,?  4 	 	 	 4 - c    t Ys v i r 	 WP4 	 I m a t g e   4 	 I m a g e   4 	 M y n d   4 	 I m a g e n   4 	 !;8:0  4 	 I m a g e m   4 	 S l i k a   4 	 S e t s h w a n t s h o   4 	 I m a h e   4 	 I m a g e   4 	 K a m a n i   4 	  w  r  n   4 	 4 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 4 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   5 	 WGr5 	 VGr5 	  2  5 	 I m a g e n   5 	 I m a g e   5 	 B i l d   5 	 7>1@.   5   	 I m m a g i n e   n .   5 	 5H1)  5 	 I m a g e m   5 	 g  r  n t    5 	 H  n h   5 	 g a m b a r   5 	 I m e j   5 	 	.	G		  5  	 B i l l e d e   5 	 O b r a z   5 	 O b r a z e k   5 	 K  p   5 	 K u v a   5 	 B i l d e   5 	 O b r a z   5 	 F o t o   5 	 B i l d   5 	 S l i k a   5 	 I m a g i n e a   5 	 S l i k a   5 	 I m a g e   5 	   5 	 I m a g e   5 	 	.	G		  5 	 *5H1  5 	 'E,  5 	   5 	 				  		 *
M
0
$
@
0
B
*
  5 	 .GM  5 	 >1@065==O  5 	 



  5 	   5 	 U m f a n e k i s o   5 	 I - i m e y j i - 5 	 T a s w i r a   y a   5 	 A f b e e l d i n g   5 	 5   v a i z d a s 	 5 .   a t t l s 	 P i l t   5 	 Jaoe  5 	   5 	 I m a g i n e   5 	 
?
$
M
0

  5 	 *M0$?,?  5 	 	 	 5 - c i   t Ys v i r 	 WP5 	 I m a t g e   5 	 I m a g e   5 	 M y n d   5 	 I m a g e n   5 	 !;8:0  5 	 I m a g e m   5 	 S l i k a   5 	 S e t s h w a n t s h o   5 	 I m a h e   5 	 I m a g e   5 	 K a m a n i   5 	  w  r  n   5 	 5 - AC@5B	 5 .   I r u d i a 	 I m a h e   5 	 I m a x e   5 	 I m e j i   i s e 	  o m h    5 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 5 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   6 	 WGr6 	 VGr6 	  2  6 	 I m a g e n   6 	 I m a g e   6 	 B i l d   6 	 7>1@.   6   	 I m m a g i n e   n .   6 	 5H1)  6 	 I m a g e m   6 	 g  r  n t    6 	 H  n h   6 	 g a m b a r   6 	 I m e j   6 	 	.	G		  6  	 B i l l e d e   6 	 O b r a z   6 	 O b r a z e k   6 	 K  p   6 	 K u v a   6 	 B i l d e   6 	 O b r a z   6 	 F o t o   6 	 B i l d   6 	 S l i k a   6 	 I m a g i n e a   6 	 S l i k a   6 	 I m a g e   6 	   6 	 I m a g e   6 	 	.	G		  6 	 *5H1  6 	 'E,  6 	   6 	 				  		 *
M
0
$
@
0
B
*
  6 	 .GM  6 	 >1@065==O  6 	 



  6 	   6 	 U m f a n e k i s o   6 	 I - i m e y j i - 6 	 T a s w i r a   y a   6 	 A f b e e l d i n g   6 	 6   v a i z d a s 	 6 .   a t t l s 	 P i l t   6 	 Jaoe  6 	   6 	 I m a g i n e   6 	 
?
$
M
0

  6 	 *M0$?,?  6 	 	 	 6 - c 1  t Ys v i r 	 WP6 	 I m a t g e   6 	 I m a g e   6 	 M y n d   6 	 I m a g e n   6 	 !;8:0  6 	 I m a g e m   6 	 S l i k a   6 	 S e t s h w a n t s h o   6 	 I m a h e   6 	 I m a g e   6 	 K a m a n i   6 	  w  r  n   6 	 6 - AC@5B	 6 .   I r u d i a 	 I m a h e   6 	 I m a x e   6 	 I m e j i   i s i i 	  o m h    6 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 6 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   7 	 WGr7 	 VGr7 	  2  7 	 I m a g e n   7 	 I m a g e   7 	 B i l d   7 	 7>1@.   7   	 I m m a g i n e   n .   7 	 5H1)  7 	 I m a g e m   7 	 g  r  n t    7 	 H  n h   7 	 g a m b a r   7 	 I m e j   7 	 	.	G		  7  	 B i l l e d e   7 	 O b r a z   7 	 O b r a z e k   7 	 K  p   7 	 K u v a   7 	 B i l d e   7 	 O b r a z   7 	 F o t o   7 	 B i l d   7 	 S l i k a   7 	 I m a g i n e a   7 	 S l i k a   7 	 I m a g e   7 	   7 	 I m a g e   7 	 	.	G		  7 	 *5H1  7 	 'E,  7   	   7 	 				  		 *
M
0
$
@
0
B
*
  7 	 .GM  7 	 >1@065==O  7 	 



  7 	   7 	 U m f a n e k i s o   7 	 I - i m e y j i - 7 	 T a s w i r a   y a   7 	 A f b e e l d i n g   7 	 7   v a i z d a s 	 7 .   a t t l s 	 P i l t   7 	 Jaoe  7 	   7 	 I m a g i n e   7 	 
?
$
M
0

  7 	 *M0$?,?  7 	 	 	 7 - c i   t Ys v i r 	 WP7 	 I m a t g e   7 	 I m a g e   7 	 M y n d   7 	 I m a g e n   7 	 !;8:0  7 	 I m a g e m   7 	 S l i k a   7 	 S e t s h w a n t s h o   7 	 I m a h e   7 	 I m a g e   7 	 K a m a n i   7 	  w  r  n   7 	 7 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 7 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   8 	 WGr8 	 VGr8 	  2  8 	 I m a g e n   8 	 I m a g e   8 	 B i l d   8 	 7>1@.   8   	 I m m a g i n e   n .   8 	 5H1)  8 	 I m a g e m   8 	 g  r  n t    8 	 H  n h   8 	 g a m b a r   8 	 I m e j   8 	 	.	G		  8  	 B i l l e d e   8 	 O b r a z   8 	 O b r a z e k   8 	 K  p   8 	 K u v a   8 	 B i l d e   8 	 O b r a z   8 	 F o t o   8 	 B i l d   8 	 S l i k a   8 	 I m a g i n e a   8 	 S l i k a   8 	 I m a g e   8 	   8 	 I m a g e   8 	 	.	G		  8 	 *5H1  8 	 'E,  8   	   8 	 				  		 *
M
0
$
@
0
B
*
  8 	 .GM  8 	 >1@065==O  8 	 



  8 	   8 	 U m f a n e k i s o   8 	 I - i m e y j i - 8 	 T a s w i r a   y a   8 	 A f b e e l d i n g   8 	 8   v a i z d a s 	 8 .   a t t l s 	 P i l t   8 	 Jaoe  8 	   8 	 I m a g i n e   8 	 
?
$
M
0

  8 	 *M0$?,?  8 	 	 	 8 - c i   t Ys v i r 	 WP8 	 I m a t g e   8 	 I m a g e   8 	 M y n d   8 	 I m a g e n   8 	 !;8:0  8 	 I m a g e m   8 	 S l i k a   8 	 S e t s h w a n t s h o   8 	 I m a h e   8 	 I m a g e   8 	 K a m a n i   8 	  w  r  n   8 	 8 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 8 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   9 	 WGr9 	 VGr9 	  2  9 	 I m a g e n   9 	 I m a g e   9 	 B i l d   9 	 7>1@.   9   	 I m m a g i n e   n .   9 	 5H1)  9 	 I m a g e m   9 	 g  r  n t    9 	 H  n h   9 	 g a m b a r   9 	 I m e j   9 	 	.	G		  9  	 B i l l e d e   9 	 O b r a z   9 	 O b r a z e k   9 	 K  p   9 	 K u v a   9 	 B i l d e   9 	 O b r a z   9 	 F o t o   9 	 B i l d   9 	 S l i k a   9 	 I m a g i n e a   9 	 S l i k a   9 	 I m a g e   9 	   9 	 I m a g e   9 	 	.	G		  9 	 *5H1  9 	 'E,  9   	   9 	 				  		 *
M
0
$
@
0
B
*
  9 	 .GM  9 	 >1@065==O  9 	 



  9 	   9 	 U m f a n e k i s o   9 	 I - i m e y j i - 9 	 T a s w i r a   y a   9 	 A f b e e l d i n g   9 	 9   v a i z d a s 	 9 .   a t t l s 	 P i l t   9 	 Jaoe  9 	   9 	 I m a g i n e   9 	 
?
$
M
0

  9 	 *M0$?,?  9 	 	 	 9 - c u   t Ys v i r 	 WP9 	 I m a t g e   9 	 I m a g e   9 	 M y n d   9 	 I m a g e n   9 	 !;8:0  9 	 I m a g e m   9 	 S l i k a   9 	 S e t s h w a n t s h o   9 	 I m a h e   9 	 I m a g e   9 	 K a m a n i   9 	  w  r  n   9 	 9 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 9 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 0 	 q_P1 0 	 q_P1 0 	  2  1 0 	 I m a g e n   1 0 	 I m a g e   1 0 	 B i l d   1 0 	 7>1@.   1 0   	 I m m a g i n e   n .   1 0 	 5H1)  1 0 	 I m a g e m   1 0 	 g  r  n t    1 0 	 H  n h   1 0 	 g a m b a r   1 0 	 I m e j   1 0 	 	.	G		  1  0 	 B i l l e d e   1 0 	 O b r a z   1 0 	 O b r a z e k   1 0 	 K  p   1 0 	 K u v a   1 0 	 B i l d e   1 0 	 O b r a z   1 0 	 F o t o   1 0 	 B i l d   1 0 	 S l i k a   1 0 	 I m a g i n e a   1 0 	 S l i k a   1 0 	 I m a g e   1 0 	   1 0 	 I m a g e   1 0 	 	.	G		  1 0 	 *5H1  1 0 	 'E,  1 0   	   1 0 	 				  			 *
M
0
$
@
0
B
*
  1 0 	 .GM  1 0 	 >1@065==O  1 0 	 



  1 0 	   1 0 	 U m f a n e k i s o   1 0 	 I - i m e y j i - 1 0 	 T a s w i r a   y a   1 0 	 A f b e e l d i n g   1 0 	 1 0   v a i z d a s 	 1 0 .   a t t l s 	 P i l t   1 0 	 Jaoe  1 0 	   1 0 	 I m a g i n e   1 0 	 
?
$
M
0

  1 0 	 *M0$?,?  1 0 	 	 	 1 0 - c u   t Ys v i r 	 WP1 0 	 I m a t g e   1 0 	 I m a g e   1 0 	 M y n d   1 0 	 I m a g e n   1 0 	 !;8:0  1 0 	 I m a g e m   1 0 	 S l i k a   1 0 	 S e t s h w a n t s h o   1 0 	 I m a h e   1 0 	 I m a g e   1 0 	 K a m a n i   1 0 	  w  r  n   1 0 	 1 0 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 1 0 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 1 	 q_P1 1 	 q_P1 1 	  2  1 1 	 I m a g e n   1 1 	 I m a g e   1 1 	 B i l d   1 1 	 7>1@.   1 1   	 I m m a g i n e   n .   1 1 	 5H1)  1 1 	 I m a g e m   1 1 	 g  r  n t    1 1 	 H  n h   1 1 	 g a m b a r   1 1 	 I m e j   1 1 	 	.	G		  1  1 	 B i l l e d e   1 1 	 O b r a z   1 1 	 O b r a z e k   1 1 	 K  p   1 1 	 K u v a   1 1 	 B i l d e   1 1 	 O b r a z   1 1 	 F o t o   1 1 	 B i l d   1 1 	 S l i k a   1 1 	 I m a g i n e a   1 1 	 S l i k a   1 1 	 I m a g e   1 1 	   1 1 	 I m a g e   1 1 	 	.	G		  1 1 	 *5H1  1 1 	 'E,  1 1 	   1 1 	 				  			 *
M
0
$
@
0
B
*
  1 1 	 .GM  1 1 	 >1@065==O  1 1 	 



  1 1 	   1 1 	 U m f a n e k i s o   1 1 	 I - i m e y j i - 1 1 	 T a s w i r a   y a   1 1 	 A f b e e l d i n g   1 1 	 1 1   v a i z d a s 	 1 1 .   a t t l s 	 P i l t   1 1 	 Jaoe  1 1 	   1 1 	 I m a g i n e   1 1 	 
?
$
M
0

  1 1 	 *M0$?,?  1 1 	 	 	 1 1 - c i   t Ys v i r 	 WP1 1 	 I m a t g e   1 1 	 I m a g e   1 1 	 M y n d   1 1 	 I m a g e n   1 1 	 !;8:0  1 1 	 I m a g e m   1 1 	 S l i k a   1 1 	 S e t s h w a n t s h o   1 1 	 I m a h e   1 1 	 I m a g e   1 1 	 K a m a n i   1 1 	  w  r  n   1 1 	 1 1 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 1 1 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 2 	 q_P1 2 	 q_P1 2 	  2  1 2 	 I m a g e n   1 2 	 I m a g e   1 2 	 B i l d   1 2 	 7>1@.   1 2   	 I m m a g i n e   n .   1 2 	 5H1)  1 2 	 I m a g e m   1 2 	 g  r  n t    1 2 	 H  n h   1 2 	 g a m b a r   1 2 	 I m e j   1 2 	 	.	G		  1  2 	 B i l l e d e   1 2 	 O b r a z   1 2 	 O b r a z e k   1 2 	 K  p   1 2 	 K u v a   1 2 	 B i l d e   1 2 	 O b r a z   1 2 	 F o t o   1 2 	 B i l d   1 2 	 S l i k a   1 2 	 I m a g i n e a   1 2 	 S l i k a   1 2 	 I m a g e   1 2 	   1 2 	 I m a g e   1 2 	 	.	G		  1 2 	 *5H1  1 2 	 'E,  1 2 	   1 2 	 				  			 *
M
0
$
@
0
B
*
  1 2 	 .GM  1 2 	 >1@065==O  1 2 	 



  1 2 	   1 2 	 U m f a n e k i s o   1 2 	 I - i m e y j i - 1 2 	 T a s w i r a   y a   1 2 	 A f b e e l d i n g   1 2 	 1 2   v a i z d a s 	 1 2 .   a t t l s 	 P i l t   1 2 	 Jaoe  1 2 	   1 2 	 I m a g i n e   1 2 	 
?
$
M
0

  1 2 	 *M0$?,?  1 2 	 	 	 1 2 - c i   t Ys v i r 	 WP1 2 	 I m a t g e   1 2 	 I m a g e   1 2 	 M y n d   1 2 	 I m a g e n   1 2 	 !;8:0  1 2 	 I m a g e m   1 2 	 S l i k a   1 2 	 S e t s h w a n t s h o   1 2 	 I m a h e   1 2 	 I m a g e   1 2 	 K a m a n i   1 2 	  w  r  n   1 2 	 1 2 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 1 2 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 3 	 q_P1 3 	 q_P1 3 	  2  1 3 	 I m a g e n   1 3 	 I m a g e   1 3 	 B i l d   1 3 	 7>1@.   1 3   	 I m m a g i n e   n .   1 3 	 5H1)  1 3 	 I m a g e m   1 3 	 g  r  n t    1 3 	 H  n h   1 3 	 g a m b a r   1 3 	 I m e j   1 3 	 	.	G		  1  3 	 B i l l e d e   1 3 	 O b r a z   1 3 	 O b r a z e k   1 3 	 K  p   1 3 	 K u v a   1 3 	 B i l d e   1 3 	 O b r a z   1 3 	 F o t o   1 3 	 B i l d   1 3 	 S l i k a   1 3 	 I m a g i n e a   1 3 	 S l i k a   1 3 	 I m a g e   1 3 	   1 3 	 I m a g e   1 3 	 	.	G		  1 3 	 *5H1  1 3 	 'E,  1 3 	   1 3 	 				  			 *
M
0
$
@
0
B
*
  1 3 	 .GM  1 3 	 >1@065==O  1 3 	 



  1 3 	   1 3 	 U m f a n e k i s o   1 3 	 I - i m e y j i - 1 3 	 T a s w i r a   y a   1 3 	 A f b e e l d i n g   1 3 	 1 3   v a i z d a s 	 1 3 .   a t t l s 	 P i l t   1 3 	 Jaoe  1 3 	   1 3 	 I m a g i n e   1 3 	 
?
$
M
0

  1 3 	 *M0$?,?  1 3 	 	 	 1 3 - c    t Ys v i r 	 WP1 3 	 I m a t g e   1 3 	 I m a g e   1 3 	 M y n d   1 3 	 I m a g e n   1 3 	 !;8:0  1 3 	 I m a g e m   1 3 	 S l i k a   1 3 	 S e t s h w a n t s h o   1 3 	 I m a h e   1 3 	 I m a g e   1 3 	 K a m a n i   1 3 	  w  r  n   1 3 	 1 3 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 1 3 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 4 	 q_P1 4 	 q_P1 4 	  2  1 4 	 I m a g e n   1 4 	 I m a g e   1 4 	 B i l d   1 4 	 7>1@.   1 4   	 I m m a g i n e   n .   1 4 	 5H1)  1 4 	 I m a g e m   1 4 	 g  r  n t    1 4 	 H  n h   1 4 	 g a m b a r   1 4 	 I m e j   1 4 	 	.	G		  1  4 	 B i l l e d e   1 4 	 O b r a z   1 4 	 O b r a z e k   1 4 	 K  p   1 4 	 K u v a   1 4 	 B i l d e   1 4 	 O b r a z   1 4 	 F o t o   1 4 	 B i l d   1 4 	 S l i k a   1 4 	 I m a g i n e a   1 4 	 S l i k a   1 4 	 I m a g e   1 4 	   1 4 	 I m a g e   1 4 	 	.	G		  1 4 	 *5H1  1 4 	 'E,  1 4 	   1 4 	 				  			 *
M
0
$
@
0
B
*
  1 4 	 .GM  1 4 	 >1@065==O  1 4 	 



  1 4 	   1 4 	 U m f a n e k i s o   1 4 	 I - i m e y j i - 1 4 	 T a s w i r a   y a   1 4 	 A f b e e l d i n g   1 4 	 1 4   v a i z d a s 	 1 4 .   a t t l s 	 P i l t   1 4 	 Jaoe  1 4 	   1 4 	 I m a g i n e   1 4 	 
?
$
M
0

  1 4 	 *M0$?,?  1 4 	 	 	 1 4 - c    t Ys v i r 	 WP1 4 	 I m a t g e   1 4 	 I m a g e   1 4 	 M y n d   1 4 	 I m a g e n   1 4 	 !;8:0  1 4 	 I m a g e m   1 4 	 S l i k a   1 4 	 S e t s h w a n t s h o   1 4 	 I m a h e   1 4 	 I m a g e   1 4 	 K a m a n i   1 4 	  w  r  n   1 4 	 1 4 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 1 4 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 5 	 q_P1 5 	 q_P1 5 	  2  1 5 	 I m a g e n   1 5 	 I m a g e   1 5 	 B i l d   1 5 	 7>1@.   1 5   	 I m m a g i n e   n .   1 5 	 5H1)  1 5 	 I m a g e m   1 5 	 g  r  n t    1 5 	 H  n h   1 5 	 g a m b a r   1 5 	 I m e j   1 5 	 	.	G		  1  5 	 B i l l e d e   1 5 	 O b r a z   1 5 	 O b r a z e k   1 5 	 K  p   1 5 	 K u v a   1 5 	 B i l d e   1 5 	 O b r a z   1 5 	 F o t o   1 5 	 B i l d   1 5 	 S l i k a   1 5 	 I m a g i n e a   1 5 	 S l i k a   1 5 	 I m a g e   1 5 	   1 5 	 I m a g e   1 5 	 	.	G		  1 5 	 *5H1  1 5 	 'E,  1 5   	   1 5 	 				  			 *
M
0
$
@
0
B
*
  1 5 	 .GM  1 5 	 >1@065==O  1 5 	 



  1 5 	   1 5 	 U m f a n e k i s o   1 5 	 I - i m e y j i - 1 5 	 T a s w i r a   y a   1 5 	 A f b e e l d i n g   1 5 	 1 5   v a i z d a s 	 1 5 .   a t t l s 	 P i l t   1 5 	 Jaoe  1 5 	   1 5 	 I m a g i n e   1 5 	 
?
$
M
0

  1 5 	 *M0$?,?  1 5 	 	 	 1 5 - c i   t Ys v i r 	 WP1 5 	 I m a t g e   1 5 	 I m a g e   1 5 	 M y n d   1 5 	 I m a g e n   1 5 	 !;8:0  1 5 	 I m a g e m   1 5 	 S l i k a   1 5 	 S e t s h w a n t s h o   1 5 	 I m a h e   1 5 	 I m a g e   1 5 	 K a m a n i   1 5 	  w  r  n   1 5 	 1 5 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ I M G I D _ 1 5 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 W a l l p a p e r   M e n u   s t r i n g 	 I m a g e   1 6 	 q_P1 6 	 q_P1 6 	  2  1 6 	 I m a g e n   1 6 	 I m a g e   1 6 	 B i l d   1 6 	 7>1@.   1 6   	 I m m a g i n e   n .   1 6 	 5H1)  1 6 	 I m a g e m   1 6 	 g  r  n t    1 6 	 H  n h   1 6 	 g a m b a r   1 6 	 I m e j   1 6 	 	.	G		  1  6 	 B i l l e d e   1 6 	 O b r a z   1 6 	 O b r a z e k   1 5 	 K  p   1 6 	 K u v a   1 6 	 B i l d e   1 6 	 O b r a z   1 6 	 F o t o   1 6 	 B i l d   1 6 	 S l i k a   1 6 	 I m a g i n e a   1 6 	 S l i k a   1 6 	 I m a g e   1 6 	   1 6 	 I m a g e   1 6 	 	.	G		  1 6 	 *5H1  1 6 	 'E,  1 6 	   1 6 	 				  			 *
M
0
$
@
0
B
*
  1 6 	 .GM  1 6 	 >1@065==O  1 6 	 



  1 6 	   1 6 	 U m f a n e k i s o   1 6 	 I - i m e y j i - 1 6 	 T a s w i r a   y a   1 6 	 A f b e e l d i n g   1 6 	 1 6   v a i z d a s 	 1 6 .   a t t l s 	 P i l t   1 6 	 Jaoe  1 6 	   1 6 	 I m a g i n e   1 6 	 
?
$
M
0

  1 6 	 *M0$?,?  1 6 	 	 	 1 6 - c 1  t Ys v i r 	 WP1 6 	 I m a t g e   1 6 	 I m a g e   1 6 	 M y n d   1 6 	 I m a g e n   1 6 	 !;8:0  1 6 	 I m a g e m   1 6 	 S l i k a   1 6 	 S e t s h w a n t s h o   1 6 	 I m a h e   1 6 	 I m a g e   1 6 	 K a m a n i   1 6 	  w  r  n   1 6 	 1 6 - AC@5B	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 0 	 S e t t i n g 	 H I N T ,   T W O S T A T E ,   C 1 2 9 _ 1 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 	 Rku1 	 R;u1 	  2@%7H-D+'  1 	 A n i m a c i  n   1 	 A n i m a t i o n   1 	 A n i m a t i o n   1 	 =8<0F8O  1 	 A n i m a z i o n e   1 	 C'1*HF  1 	 A n i m a   o   1 	 A n i m a s y o n   1 	 H o t   h  n h   1 	 A n i m a s i   1 	 A n i m a s i   1 	 	(	@	.	G	6	(	  1  	 	 	 	 1 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 	 	 	 A n i m a ci e   1 	 	 A n i m a t i o n   1   	   1 	 A n i m a t i o n   1   	 	(	?	.	G	6	(	  1 	 ~HJ'FE'JI  1 	 'FE4F  1 	   1 	 							  		 
(
@
.
G
6
(
  1 	 (?.G7(M  1 	 =V<0FVO  1 	 






  1 	   1 	 I - A n i m a t i o n   1 	 U k u d l a m k a - 1 	 U h u i s h a j i   w a   1 	 A n i m a s i e   1 	 1   a n i m a c i j a 	 1 .   a n i m c i j a 	 A n i m a t s i o o n   1 	 1vktaka  1 	   1 	 A n i m a ci e   1 	 
(
?
.
G
7
o
  1 	 (?.G8(  1 	 	 										 1 - c i   a n i m a s i y a 	 Rku1 	 A n i m a c i    1 	 A n i m a t i o n   1 	 H r e y f i m y n d   1 	 A n i m a c i  n   1 	 =8<0F8X0  1 	 A n i m a   o   1 	 A n i m a c i j a   1 	 T s h w a n t s h i s o   1 	 A n i m a t i o n   1 	 A n i m a t i o n   1 	 A b u   m a i   m o t s i   1 	 O h u n    d  n i l  r a y    1 	 1 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 1 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   2 	 Rku2 	 R;u2 	  2@%7H-D+'  2 	 A n i m a c i  n   2 	 A n i m a t i o n   2 	 A n i m a t i o n   2 	 =8<0F8O  2 	 A n i m a z i o n e   2 	 C'1*HF  2 	 A n i m a   o   2 	 A n i m a s y o n   2 	 H o t   h  n h   2 	 A n i m a s i   2 	 A n i m a s i   2 	 	(	@	.	G	6	(	  2  	 	 	 	 2 .   a n i m  c i  	 	 	 	 A n i m a t i e   2 	 	 	 A n i m a ci e   2 	 	 A n i m a t i o n   2   	   2 	 A n i m a t i o n   2   	 	(	?	.	G	6	(	  2 	 ~HJ'FE'JI  2 	 'FE4F  2 	   2 	 							  		 
(
@
.
G
6
(
  2 	 (?.G7(M  2 	 =V<0FVO  2 	 






  2 	   2 	 I - A n i m a t i o n   2 	 U k u d l a m k a - 2 	 U h u i s h a j i   w a   2 	 A n i m a s i e   2 	 2   a n i m a c i j a 	 2 .   a n i m c i j a 	 A n i m a t s i o o n   2 	 1vktaka  2 	   2 	 A n i m a ci e   2 	 
(
?
.
G
7
o
  2 	 (?.G8(  2 	 	 	 2 - c i   a n i m a s i y a 	 Rku2 	 A n i m a c i    2 	 A n i m a t i o n   2 	 H r e y f i m y n d   2 	 A n i m a c i  n   2 	 =8<0F8X0  2 	 A n i m a   o   2 	 A n i m a c i j a   2 	 T s h w a n t s h i s o   2 	 A n i m a t i o n   2 	 A n i m a t i o n   2 	 A b u   m a i   m o t s i   2 	 O h u n    d  n i l  r a y    2 	 2 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 2 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   3 	 Rku3 	 R;u3 	  2@%7H-D+'  3 	 A n i m a c i  n   3 	 A n i m a t i o n   3 	 A n i m a t i o n   3 	 =8<0F8O  3 	 A n i m a z i o n e   3 	 C'1*HF  3 	 A n i m a   o   3 	 A n i m a s y o n   3 	 H o t   h  n h   3 	 A n i m a s i   3 	 A n i m a s i   3 	 	(	@	.	G	6	(	  3 	 	 	 	 3 .   a n i m  c i  	 	 	 	 A n i m a t i e   3 	 	 	 A n i m a ci e   3 	 	 A n i m a t i o n   3   	   3 	 A n i m a t i o n   3   	 	(	?	.	G	6	(	  3 	 ~HJ'FE'JI  3 	 'FE4F  3 	   3 	 							  		 
(
@
.
G
6
(
  3 	 (?.G7(M  3 	 =V<0FVO  3 	 






  3 	   3 	 I - A n i m a t i o n   3 	 U k u d l a m k a - 3 	 U h u i s h a j i   w a   3 	 A n i m a s i e   3 	 3   a n i m a c i j a 	 3 .   a n i m c i j a 	 A n i m a t s i o o n   3 	 1vktaka  3 	   3 	 A n i m a ci e   3 	 
(
?
.
G
7
o
  3 	 (?.G8(  3 	 	 	 3 - c    a n i m a s i y a 	 Rku3 	 A n i m a c i    3 	 A n i m a t i o n   3 	 H r e y f i m y n d   3 	 A n i m a c i  n   3 	 =8<0F8X0  3 	 A n i m a   o   3 	 A n i m a c i j a   3 	 T s h w a n t s h i s o   3 	 A n i m a t i o n   3 	 A n i m a t i o n   3 	 A b u   m a i   m o t s i   3 	 O h u n    d  n i l  r a y    3 	 3 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 3 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   4 	 Rku4 	 R;u4 	  2@%7H-D+'  4 	 A n i m a c i  n   4 	 A n i m a t i o n   4 	 A n i m a t i o n   4 	 =8<0F8O  4 	 A n i m a z i o n e   4 	 C'1*HF  4 	 A n i m a   o   4 	 A n i m a s y o n   4 	 H o t   h  n h   4 	 A n i m a s i   4 	 A n i m a s i   4 	 	(	@	.	G	6	(	  4 	 	 	 	 4 .   a n i m  c i  	 	 	 	 A n i m a t i e   4 	 	 	 A n i m a ci e   4 	 	 A n i m a t i o n   4   	   4 	 A n i m a t i o n   4   	 	(	?	.	G	6	(	  4 	 ~HJ'FE'JI  4 	 'FE4F  4 	   4 	 							  		 
(
@
.
G
6
(
  4 	 (?.G7(M  4 	 =V<0FVO  4 	 






  4 	   4 	 I - A n i m a t i o n   4 	 U k u d l a m k a - 4 	 U h u i s h a j i   w a   4 	 A n i m a s i e   4 	 4   a n i m a c i j a 	 4 .   a n i m c i j a 	 A n i m a t s i o o n   4 	 1vktaka  4 	   4 	 A n i m a ci e   4 	 
(
?
.
G
7
o
  4 	 (?.G8(  4 	 	 	 4 - c    a n i m a s i y a 	 Rku4 	 A n i m a c i    4 	 A n i m a t i o n   4 	 H r e y f i m y n d   4 	 A n i m a c i  n   4 	 =8<0F8X0  4 	 A n i m a   o   4 	 A n i m a c i j a   4 	 T s h w a n t s h i s o   4 	 A n i m a t i o n   4 	 A n i m a t i o n   4 	 A b u   m a i   m o t s i   4 	 O h u n    d  n i l  r a y    4 	 4 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 4 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   5 	 Rku5 	 R;u5 	  2@%7H-D+'  5 	 A n i m a c i  n   5 	 A n i m a t i o n   5 	 A n i m a t i o n   5 	 =8<0F8O  5 	 A n i m a z i o n e   5 	 C'1*HF  5 	 A n i m a   o   5 	 A n i m a s y o n   5 	 H o t   h  n h   5 	 A n i m a s i   5 	 A n i m a s i   5 	 	(	@	.	G	6	(	  5  	 	 	 	 5 .   a n i m  c i  	 	 	 	 A n i m a t i e   5 	 	 	 A n i m a ci e   5 	 	 A n i m a t i o n   5   	   5 	 A n i m a t i o n   5   	 	(	?	.	G	6	(	  5 	 ~HJ'FE'JI  5 	 'FE4F  5 	   5 	 							  		 
(
@
.
G
6
(
  5 	 (?.G7(M  5 	 =V<0FVO  5 	 






  5 	   5 	 I - A n i m a t i o n   5 	 U k u d l a m k a - 5 	 U h u i s h a j i   w a   5 	 A n i m a s i e   5 	 5   a n i m a c i j a 	 5 .   a n i m c i j a 	 A n i m a t s i o o n   5 	 1vktaka  5 	   5 	 A n i m a ci e   5 	 
(
?
.
G
7
o
  5 	 (?.G8(  5 	 	 	 5 - c i   a n i m a s i y a 	 Rku5 	 A n i m a c i    5 	 A n i m a t i o n   5 	 H r e y f i m y n d   5 	 A n i m a c i  n   5 	 =8<0F8X0  5 	 A n i m a   o   5 	 A n i m a c i j a   5 	 T s h w a n t s h i s o   5 	 A n i m a t i o n   5 	 A n i m a t i o n   5 	 A b u   m a i   m o t s i   5 	 O h u n    d  n i l  r a y    5 	 5 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 5 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   6 	 Rku6 	 R;u6 	  2@%7H-D+'  6 	 A n i m a c i  n   6 	 A n i m a t i o n   6 	 A n i m a t i o n   6 	 =8<0F8O  6 	 A n i m a z i o n e   6 	 C'1*HF  6 	 A n i m a   o   6 	 A n i m a s y o n   6 	 H o t   h  n h   6 	 A n i m a s i   6 	 A n i m a s i   6 	 	(	@	.	G	6	(	  6  	 	 	 	 6 .   a n i m  c i  	 	 	 	 A n i m a t i e   6 	 	 	 A n i m a ci e   6 	 	 A n i m a t i o n   6   	   6 	 A n i m a t i o n   6   	 	(	?	.	G	6	(	  6 	 ~HJ'FE'JI  6 	 'FE4F  6 	   6 	 							  		 
(
@
.
G
6
(
  6 	 (?.G7(M  6 	 =V<0FVO  6 	 






  6 	   6 	 I - A n i m a t i o n   6 	 U k u d l a m k a - 6 	 U h u i s h a j i   w a   6 	 A n i m a s i e   6 	 6   a n i m a c i j a 	 6 .   a n i m c i j a 	 A n i m a t s i o o n   6 	 1vktaka  6 	   6 	 A n i m a ci e   6 	 
(
?
.
G
7
o
  6 	 (?.G8(  6 	 	 	 6 - c 1  a n i m a s i y a 	 Rku6 	 A n i m a c i    6 	 A n i m a t i o n   6 	 H r e y f i m y n d   6 	 A n i m a c i  n   6 	 =8<0F8X0  6 	 A n i m a   o   6 	 A n i m a c i j a   6 	 T s h w a n t s h i s o   6 	 A n i m a t i o n   6 	 A n i m a t i o n   6 	 A b u   m a i   m o t s i   6 	 O h u n    d  n i l  r a y    6 	 6 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 6 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   7 	 Rku7 	 R;u7 	  2@%7H-D+'  7 	 A n i m a c i  n   7 	 A n i m a t i o n   7 	 A n i m a t i o n   7 	 =8<0F8O  7 	 A n i m a z i o n e   7 	 C'1*HF  7 	 A n i m a   o   7 	 A n i m a s y o n   7 	 H o t   h  n h   7 	 A n i m a s i   7 	 A n i m a s i   7 	 	(	@	.	G	6	(	  7  	 	 	 	 7 .   a n i m  c i  	 	 	 	 A n i m a t i e   7 	 	 	 A n i m a ci e   7 	 	 A n i m a t i o n   7   	   7 	 A n i m a t i o n   7   	 	(	?	.	G	6	(	  7 	 ~HJ'FE'JI  7 	 'FE4F  7 	   7 	 							  		 
(
@
.
G
6
(
  7 	 (?.G7(M  7 	 =V<0FVO  7 	 






  7 	   7 	 I - A n i m a t i o n   7 	 U k u d l a m k a - 7 	 U h u i s h a j i   w a   7 	 A n i m a s i e   7 	 7   a n i m a c i j a 	 7 .   a n i m c i j a 	 A n i m a t s i o o n   7 	 1vktaka  7 	   7 	 A n i m a ci e   7 	 
(
?
.
G
7
o
  7 	 (?.G8(  7 	 	 	 7 - c i   a n i m a s i y a 	 Rku7 	 A n i m a c i    7 	 A n i m a t i o n   7 	 H r e y f i m y n d   7 	 A n i m a c i  n   7 	 =8<0F8X0  7 	 A n i m a   o   7 	 A n i m a c i j a   7 	 T s h w a n t s h i s o   7 	 A n i m a t i o n   7 	 A n i m a t i o n   7 	 A b u   m a i   m o t s i   7 	 O h u n    d  n i l  r a y    7 	 7 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 7 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   8 	 Rku8 	 R;u8 	  2@%7H-D+'  8 	 A n i m a c i  n   8 	 A n i m a t i o n   8 	 A n i m a t i o n   8 	 =8<0F8O  8 	 A n i m a z i o n e   8 	 C'1*HF  8 	 A n i m a   o   8 	 A n i m a s y o n   8 	 H o t   h  n h   8 	 A n i m a s i   8 	 A n i m a s i   8 	 	(	@	.	G	6	(	  8  	 	 	 	 8 .   a n i m  c i  	 	 	 	 A n i m a t i e   8 	 	 	 A n i m a ci e   8 	 	 A n i m a t i o n   8   	   8 	 A n i m a t i o n   8   	 	(	?	.	G	6	(	  8 	 ~HJ'FE'JI  8 	 'FE4F  8 	   8 	 							  		 
(
@
.
G
6
(
  8 	 (?.G7(M  8 	 =V<0FVO  8 	 






  8 	   8 	 I - A n i m a t i o n   8 	 U k u d l a m k a - 8 	 U h u i s h a j i   w a   8 	 A n i m a s i e   8 	 8   a n i m a c i j a 	 8 .   a n i m c i j a 	 A n i m a t s i o o n   8 	 1vktaka  8 	   8 	 A n i m a ci e   8 	 
(
?
.
G
7
o
  8 	 (?.G8(  8 	 	 	 8 - c i   a n i m a s i y a 	 Rku8 	 A n i m a c i    8 	 A n i m a t i o n   8 	 H r e y f i m y n d   8 	 A n i m a c i  n   8 	 =8<0F8X0  8 	 A n i m a   o   8 	 A n i m a c i j a   8 	 T s h w a n t s h i s o   8 	 A n i m a t i o n   8 	 A n i m a t i o n   8 	 A b u   m a i   m o t s i   8 	 O h u n    d  n i l  r a y    8 	 8 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 8 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   9 	 Rku9 	 R;u9 	  2@%7H-D+'  9 	 A n i m a c i  n   9 	 A n i m a t i o n   9 	 A n i m a t i o n   9 	 =8<0F8O  9 	 A n i m a z i o n e   9 	 C'1*HF  9 	 A n i m a   o   9 	 A n i m a s y o n   9 	 H o t   h  n h   9 	 A n i m a s i   9 	 A n i m a s i   9 	 	(	@	.	G	6	(	  9  	 	 	 	 9 .   a n i m  c i  	 	 	 	 A n i m a t i e   9 	 	 	 A n i m a ci e   9 	 	 A n i m a t i o n   9   	   9 	 A n i m a t i o n   9   	 	(	?	.	G	6	(	  9 	 ~HJ'FE'JI  9 	 'FE4F  9 	   9 	 							  		 
(
@
.
G
6
(
  9 	 (?.G7(M  9 	 =V<0FVO  9 	 






  9 	   9 	 I - A n i m a t i o n   9 	 U k u d l a m k a - 9 	 U h u i s h a j i   w a   9 	 A n i m a s i e   9 	 9   a n i m a c i j a 	 9 .   a n i m c i j a 	 A n i m a t s i o o n   9 	 1vktaka  9 	   9 	 A n i m a ci e   9 	 
(
?
.
G
7
o
  9 	 (?.G8(  9 	 	 	 9 - c u   a n i m a s i y a 	 Rku9 	 A n i m a c i    9 	 A n i m a t i o n   9 	 H r e y f i m y n d   9 	 A n i m a c i  n   9 	 =8<0F8X0  9 	 A n i m a   o   9 	 A n i m a c i j a   9 	 T s h w a n t s h i s o   9 	 A n i m a t i o n   9 	 A n i m a t i o n   9 	 A b u   m a i   m o t s i   9 	 O h u n    d  n i l  r a y    9 	 9 - 0=8<0F8O	 9 .   A n i m a z i o a 	 A n i m a s y o n   9 	 A n i m a c i  n   9 	 N z u b a n d   i t o o l u   	 B e o c h a n   9 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 9 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 0 	 Rku1 0 	 R;u1 0 	  2@%7H-D+'  1 0   	 A n i m a c i  n   1 0 	 A n i m a t i o n   1 0 	 A n i m a t i o n   1 0 	 =8<0F8O  1 0 	 A n i m a z i o n e   1 0 	 C'1*HF  1 0 	 A n i m a   o   1 0 	 A n i m a s y o n   1 0 	 H o t   h  n h   1 0 	 A n i m a s i   1 0 	 A n i m a s i   1 0 	 	(	@	.	G	6	(	  1  0 	 	 	 	 1 0 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 0 	 	 	 A n i m a ci e   1 0 	 	 A n i m a t i o n   1 0 	   1 0 	 A n i m a t i o n   1 0 	 	(	?	.	G	6	(	  1 0 	 ~HJ'FE'JI  1 0 	 'FE4F  1 0 	   1 0 	 							  			 
(
@
.
G
6
(
  1 0 	 (?.G7(M  1 0 	 =V<0FVO  1 0 	 






  1 0 	   1 0 	 I - A n i m a t i o n   1 0 	 U k u d l a m k a - 1 0 	 U h u i s h a j i   w a   1 0 	 A n i m a s i e   1 0 	 1 0   a n i m a c i j a 	 1 0 .   a n i m c i j a 	 A n i m a t s i o o n   1 0 	 1vktaka  1 0 	   1 0 	 A n i m a ci e   1 0 	 
(
?
.
G
7
o
  1 0 	 (?.G8(  1 0 	 	 	 1 0 - c u   a n i m a s i y a 	 Rku1 0 	 A n i m a c i    1 0 	 A n i m a t i o n   1 0 	 H r e y f i m y n d   1 0 	 A n i m a c i  n   1 0 	 =8<0F8X0  1 0 	 A n i m a   o   1 0 	 A n i m a c i j a   1 0 	 T s h w a n t s h i s o   1 0 	 A n i m a t i o n   1 0 	 A n i m a t i o n   1 0 	 A b u   m a i   m o t s i   1 0 	 O h u n    d  n i l  r a y    1 0 	 1 0 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 1 0 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 1 	 Rku1 1 	 R;u1 1 	  2@%7H-D+'  1 1 	 A n i m a c i  n   1 1 	 A n i m a t i o n   1 1 	 A n i m a t i o n   1 1 	 =8<0F8O  1 1 	 A n i m a z i o n e   1 1 	 C'1*HF  1 1 	 A n i m a   o   1 1 	 A n i m a s y o n   1 1 	 H o t   h  n h   1 1 	 A n i m a s i   1 1 	 A n i m a s i   1 1 	 	(	@	.	G	6	(	  1  1 	 	 	 	 1 1 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 1 	 	 	 A n i m a ci e   1 1 	 	 A n i m a t i o n   1 1 	   1 1 	 A n i m a t i o n   1 1 	 	(	?	.	G	6	(	  1 1 	 ~HJ'FE'JI  1 1 	 'FE4F  1 1 	   1 1 	 							  			 
(
@
.
G
6
(
  1 1 	 (?.G7(M  1 1 	 =V<0FVO  1 1 	 






  1 1 	   1 1 	 I - A n i m a t i o n   1 1 	 U k u d l a m k a - 1 1 	 U h u i s h a j i   w a   1 1 	 A n i m a s i e   1 1 	 1 1   a n i m a c i j a 	 1 1 .   a n i m c i j a 	 A n i m a t s i o o n   1 1 	 1vktaka  1 1 	   1 1 	 A n i m a ci e   1 1 	 
(
?
.
G
7
o
  1 1 	 (?.G8(  1 1 	 	 	 1 1 - c i   a n i m a s i y a 	 Rku1 1 	 A n i m a c i    1 1 	 A n i m a t i o n   1 1 	 H r e y f i m y n d   1 1 	 A n i m a c i  n   1 1 	 =8<0F8X0  1 1 	 A n i m a   o   1 1 	 A n i m a c i j a   1 1 	 T s h w a n t s h i s o   1 1 	 A n i m a t i o n   1 1 	 A n i m a t i o n   1 1 	 A b u   m a i   m o t s i   1 1 	 O h u n    d  n i l  r a y    1 1 	 1 1 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 1 1 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 2 	 Rku1 2 	 R;u1 2 	  2@%7H-D+'  1 2 	 A n i m a c i  n   1 2 	 A n i m a t i o n   1 2 	 A n i m a t i o n   1 2 	 =8<0F8O  1 2 	 A n i m a z i o n e   1 2 	 C'1*HF  1 2 	 A n i m a   o   1 2 	 A n i m a s y o n   1 2 	 H o t   h  n h   1 2 	 A n i m a s i   1 2 	 A n i m a s i   1 2 	 	(	@	.	G	6	(	  1  2 	 	 	 	 1 2 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 2 	 	 	 A n i m a ci e   1 2 	 	 A n i m a t i o n   1 2 	   1 2 	 A n i m a t i o n   1 2 	 	(	?	.	G	6	(	  1 2 	 ~HJ'FE'JI  1 2 	 'FE4F  1 2 	   1 2 	 							  			 
(
@
.
G
6
(
  1 2 	 (?.G7(M  1 2 	 =V<0FVO  1 2 	 






  1 2 	   1 2 	 I - A n i m a t i o n   1 2 	 U k u d l a m k a - 1 2 	 U h u i s h a j i   w a   1 2 	 A n i m a s i e   1 2 	 1 2   a n i m a c i j a 	 1 2 .   a n i m c i j a 	 A n i m a t s i o o n   1 2 	 1vktaka  1 2 	   1 2 	 A n i m a ci e   1 2 	 
(
?
.
G
7
o
  1 2 	 (?.G8(  1 2 	 	 	 1 2 - c i   a n i m a s i y a 	 Rku1 2 	 A n i m a c i    1 2 	 A n i m a t i o n   1 2 	 H r e y f i m y n d   1 2 	 A n i m a c i  n   1 2 	 =8<0F8X0  1 2 	 A n i m a   o   1 2 	 A n i m a c i j a   1 2 	 T s h w a n t s h i s o   1 2 	 A n i m a t i o n   1 2 	 A n i m a t i o n   1 2 	 A b u   m a i   m o t s i   1 2 	 O h u n    d  n i l  r a y    1 2 	 1 2 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 1 2 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 3 	 Rku1 3 	 R;u1 3 	  2@%7H-D+'  1 3 	 A n i m a c i  n   1 3 	 A n i m a t i o n   1 3 	 A n i m a t i o n   1 3 	 =8<0F8O  1 3 	 A n i m a z i o n e   1 3 	 C'1*HF  1 3 	 A n i m a   o   1 3 	 A n i m a s y o n   1 3 	 H o t   h  n h   1 3 	 A n i m a s i   1 3 	 A n i m a s i   1 3 	 	(	@	.	G	6	(	  1  3 	 	 	 	 1 3 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 3 	 	 	 A n i m a ci e   1 3 	 	 A n i m a t i o n   1 3 	   1 3 	 A n i m a t i o n   1 3 	 	(	?	.	G	6	(	  1 3 	 ~HJ'FE'JI  1 3 	 'FE4F  1 3 	   1 3 	 							  			 
(
@
.
G
6
(
  1 3 	 (?.G7(M  1 3 	 =V<0FVO  1 3 	 






  1 3 	   1 3 	 I - A n i m a t i o n   1 3 	 U k u d l a m k a - 1 3 	 U h u i s h a j i   w a   1 3 	 A n i m a s i e   1 3 	 1 3   a n i m a c i j a 	 1 3 .   a n i m c i j a 	 A n i m a t s i o o n   1 3 	 1vktaka  1 3 	   1 3 	 A n i m a ci e   1 3 	 
(
?
.
G
7
o
  1 3 	 (?.G8(  1 3 	 	 	 1 3 - c    a n i m a s i y a 	 Rku1 3 	 A n i m a c i    1 3 	 A n i m a t i o n   1 3 	 H r e y f i m y n d   1 3 	 A n i m a c i  n   1 3 	 =8<0F8X0  1 3 	 A n i m a   o   1 3 	 A n i m a c i j a   1 3 	 T s h w a n t s h i s o   1 3 	 A n i m a t i o n   1 3 	 A n i m a t i o n   1 3 	 A b u   m a i   m o t s i   1 3 	 O h u n    d  n i l  r a y    1 3 	 1 3 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 1 3 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 4 	 Rku1 4 	 R;u1 4 	  2@%7H-D+'  1 4 	 A n i m a c i  n   1 4 	 A n i m a t i o n   1 4 	 A n i m a t i o n   1 4 	 =8<0F8O  1 4 	 A n i m a z i o n e   1 4 	 C'1*HF  1 4 	 A n i m a   o   1 4 	 A n i m a s y o n   1 4 	 H o t   h  n h   1 4 	 A n i m a s i   1 4 	 A n i m a s i   1 4 	 	(	@	.	G	6	(	  1  4 	 	 	 	 1 4 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 4 	 	 	 A n i m a ci e   1 4 	 	 A n i m a t i o n   1 4 	   1 4 	 A n i m a t i o n   1 4 	 	(	?	.	G	6	(	  1 4 	 ~HJ'FE'JI  1 4 	 'FE4F  1 4 	   1 4 	 							  			 
(
@
.
G
6
(
  1 4 	 (?.G7(M  1 4 	 =V<0FVO  1 4 	 






  1 4 	   1 4 	 I - A n i m a t i o n   1 4 	 U k u d l a m k a - 1 4 	 U h u i s h a j i   w a   1 4 	 A n i m a s i e   1 4 	 1 4   a n i m a c i j a 	 1 4 .   a n i m c i j a 	 A n i m a t s i o o n   1 4 	 1vktaka  1 4 	   1 4 	 A n i m a ci e   1 4 	 
(
?
.
G
7
o
  1 4 	 (?.G8(  1 4 	 	 	 1 4 - c    a n i m a s i y a 	 Rku1 4 	 A n i m a c i    1 4 	 A n i m a t i o n   1 4 	 H r e y f i m y n d   1 4 	 A n i m a c i  n   1 4 	 =8<0F8X0  1 4 	 A n i m a   o   1 4 	 A n i m a c i j a   1 4 	 T s h w a n t s h i s o   1 4 	 A n i m a t i o n   1 4 	 A n i m a t i o n   1 4 	 A b u   m a i   m o t s i   1 4 	 O h u n    d  n i l  r a y    1 4 	 1 4 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 1 4 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 5 	 Rku1 5 	 R;u1 5 	  2@%7H-D+'  1 5 	 A n i m a c i  n   1 5 	 A n i m a t i o n   1 5 	 A n i m a t i o n   1 5 	 =8<0F8O  1 5 	 A n i m a z i o n e   1 5 	 C'1*HF  1 5 	 A n i m a   o   1 5 	 A n i m a s y o n   1 5 	 H o t   h  n h   1 5 	 A n i m a s i   1 5 	 A n i m a s i   1 5 	 	(	@	.	G	6	(	  1  5 	 	 	 	 1 5 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 5 	 	 	 A n i m a ci e   1 5 	 	 A n i m a t i o n   1 5 	   1 5 	 A n i m a t i o n   1 5 	 	(	?	.	G	6	(	  1 5 	 ~HJ'FE'JI  1 5 	 'FE4F  1 5 	   1 5 	 							  			 
(
@
.
G
6
(
  1 5 	 (?.G7(M  1 5 	 =V<0FVO  1 5 	 






  1 5 	   1 5 	 I - A n i m a t i o n   1 5 	 U k u d l a m k a - 1 5 	 U h u i s h a j i   w a   1 5 	 A n i m a s i e   1 5 	 1 5   a n i m a c i j a 	 1 5 .   a n i m c i j a 	 A n i m a t s i o o n   1 5 	 1vktaka  1 5 	   1 5 	 A n i m a ci e   1 5 	 
(
?
.
G
7
o
  1 5 	 (?.G8(  1 5 	 	 	 1 5 - c i   a n i m a s i y a 	 Rku1 5 	 A n i m a c i    1 5 	 A n i m a t i o n   1 5 	 H r e y f i m y n d   1 5 	 A n i m a c i  n   1 5 	 =8<0F8X0  1 5 	 A n i m a   o   1 5 	 A n i m a c i j a   1 5 	 T s h w a n t s h i s o   1 5 	 A n i m a t i o n   1 5 	 A n i m a t i o n   1 5 	 A b u   m a i   m o t s i   1 5 	 O h u n    d  n i l  r a y    1 5 	 1 5 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ A N M I D _ 1 5 	 S e t t i n g 	 C 1 2 9 _ 1 ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   A n i m a t i o n 	 A n i m a t i o n   1 6 	 Rku1 6 	 R;u1 6 	  2@%7H-D+'  1 6 	 A n i m a c i  n   1 6 	 A n i m a t i o n   1 6 	 A n i m a t i o n   1 6 	 =8<0F8O  1 6 	 A n i m a z i o n e   1 6 	 C'1*HF  1 6 	 A n i m a   o   1 6 	 A n i m a s y o n   1 	 H o t   h  n h   1 6 	 A n i m a s i   1 6 	 A n i m a s i   1 6 	 	(	@	.	G	6	(	  1  6 	 	 	 	 1 6 .   a n i m  c i  	 	 	 	 A n i m a t i e   1 6 	 	 	 A n i m a ci e   1 6 	 	 A n i m a t i o n   1 6 	   1 6 	 A n i m a t i o n   1 6 	 	(	?	.	G	6	(	  1 6 	 ~HJ'FE'JI  1 6 	 'FE4F  1 6 	   1 6 	 							  			 
(
@
.
G
6
(
  1 6 	 (?.G7(M  1 6 	 =V<0FVO  1 6 	 






  1 6 	   1 6 	 I - A n i m a t i o n   1 6 	 U k u d l a m k a - 1 6 	 U h u i s h a j i   w a   1 6 	 A n i m a s i e   1 6 	 1 6   a n i m a c i j a 	 1 6 .   a n i m c i j a 	 A n i m a t s i o o n   1 6 	 1vktaka  1 6 	   1 6 	 A n i m a ci e   1 6 	 
(
?
.
G
7
o
  1 6 	 (?.G8(  1 6 	 	 	 1 6 - c 1  a n i m a s i y a 	 Rku1 6 	 A n i m a c i    1 6 	 A n i m a t i o n   1 6 	 H r e y f i m y n d   1 6 	 A n i m a c i  n   1 6 	 =8<0F8X0  1 6 	 A n i m a   o   1 6 	 A n i m a c i j a   1 6 	 T s h w a n t s h i s o   1 6 	 A n i m a t i o n   1 6 	 A n i m a t i o n   1 6 	 A b u   m a i   m o t s i   1 6 	 O h u n    d  n i l  r a y    1 6 	 1 6 - 0=8<0F8O	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 0 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 	 q_Gr1 	 Ɖ1 	 '45B-  1 	 V  d e o   1 	 V i d  o   1 	 V i d e o   1 	 845>  1 	 V i d e o   1 	 AJ/JH  1 	 V  d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 5	@	!	?	/	K	  1  	 	 	 	 1 .   v i d e  	 	 	 	 V i d e o   1 	 	 	 V i d e o   1 	 	 V i d e o   1   	   1 	 V i d e o   1   	 5	M	9	?	!	?	/	K	  1 	 AJDE  1 	 HH  1 	   1 	 					  		 +
?
2
.
  1 	 5@!?/K  1 	 V45>  1 	 





  1 	   1 	 I v i d y o   1 	 I v i d i y o - 1 	 V i d e o   1 	 V i d e o   1 	 1   v a i z d o   k l i p a s 	 1 .   v i d e o 	 V i d e o   1 	 Nkdex  1 	   1 	 V i d e o   1 	 5
@
!
?
/
K
  1 	 -?!?  1 	 	 					'   1 	 1 - c i   v i d e o 	 q_Gr1 	 V  d e o   1 	 V i d  o   1 	 M y n d s k e i    1 	 V i d e o   1 	 845>  70?8A  1 	 V  d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 V i d e o   1 	 B i d i o   1 	 F i d i o   1 	 1 - 159=5	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 1 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   2 	 q_Gr2 	 Ɖ2 	 '45B-  2 	 V  d e o   2 	 V i d  o   2 	 V i d e o   2 	 845>  2 	 V i d e o   2 	 AJ/JH  2 	 V  d e o   2 	 V i d e o   2 	 V i d e o   2 	 V i d e o   2 	 V i d e o   2 	 5	@	!	?	/	K	  2  	 	 	 	 2 .   v i d e  	 	 	 	 V i d e o   2 	 	 	 V i d e o   2 	 	 V i d e o   2   	   2 	 V i d e o   2   	 5	M	9	?	!	?	/	K	  2 	 AJDE  2 	 HH2 	   2 	 					  		 +
?
2
.
  2 	 5@!?/K  2 	 V45>  2 	 





  2 	   2 	 I v i d y o   2 	 I v i d i y o - 2 	 V i d e o   2 	 V i d e o   2 	 2   v a i z d o   k l i p a s 	 2 .   v i d e o 	 V i d e o   2 	 Nkdex  2 	   2 	 V i d e o   2 	 5
@
!
?
/
K
  2 	 -?!?  2 	 	 	 2 - c i   v i d e o 	 q_Gr2 	 V  d e o   2 	 V i d  o   2 	 M y n d s k e i    2 	 V i d e o   2 	 845>  70?8A  2 	 V  d e o   2 	 V i d e o   2 	 V i d e o   2 	 V i d e o   2 	 V i d e o   2 	 B i d i o   2 	 F i d i o   2 	 2 - 159=5	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 2 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   3 	 q_Gr3 	 Ɖ3 	 '45B-  3 	 V  d e o   3 	 V i d  o   3 	 V i d e o   3 	 845>  3 	 V i d e o   3 	 AJ/JH  3 	 V  d e o   3 	 V i d e o   3 	 V i d e o   3 	 V i d e o   3 	 V i d e o   3 	 5	@	!	?	/	K	  3  	 	 	 	 3 .   v i d e  	 	 	 	 V i d e o   3 	 	 	 V i d e o   3 	 	 V i d e o   3   	   3 	 V i d e o   3   	 5	M	9	?	!	?	/	K	  3 	 AJDE  3 	 HH  3 	   3 	 					  		 +
?
2
.
  3 	 5@!?/K  3 	 V45>  3 	 





  3 	   3 	 I v i d y o   3 	 I v i d i y o - 3 	 V i d e o   3 	 V i d e o   3 	 3   v a i z d o   k l i p a s 	 3 .   v i d e o 	 V i d e o   3 	 Nkdex  3 	   3 	 V i d e o   3 	 5
@
!
?
/
K
  3 	 -?!?  3 	 	 	 3 - c    v i d e o 	 q_Gr3 	 V  d e o   3 	 V i d  o   3 	 M y n d s k e i    3 	 V i d e o   3 	 845>  70?8A  3 	 V  d e o   3 	 V i d e o   3 	 V i d e o   3 	 V i d e o   3 	 V i d e o   3 	 B i d i o   3 	 F i d i o   3 	 3 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 3 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   4 	 q_Gr4 	 Ɖ4 	 '45B-  4 	 V  d e o   4 	 V i d  o   4 	 V i d e o   4 	 845>  4 	 V i d e o   4 	 AJ/JH  4 	 V  d e o   4 	 V i d e o   4 	 V i d e o   4 	 V i d e o   4 	 V i d e o   4 	 5	@	!	?	/	K	  4  	 	 	 	 4 .   v i d e  	 	 	 	 V i d e o   4 	 	 	 V i d e o   4 	 	 V i d e o   4   	   4 	 V i d e o   4   	 5	M	9	?	!	?	/	K	  4 	 AJDE  4 	 HH  4 	   4 	 					  		 +
?
2
.
  4 	 5@!?/K  4 	 V45>  4 	 





  4 	   4 	 I v i d y o   4 	 I v i d i y o - 4 	 V i d e o   4 	 V i d e o   4 	 4   v a i z d o   k l i p a s 	 4 .   v i d e o 	 V i d e o   4 	 Nkdex  4 	   4 	 V i d e o   4 	 5
@
!
?
/
K
  4 	 -?!?  4 	 	 	 4 - c    v i d e o 	 q_Gr4 	 V  d e o   4 	 V i d  o   4 	 M y n d s k e i    4 	 V i d e o   4 	 845>  70?8A  4 	 V  d e o   4 	 V i d e o   4 	 V i d e o   4 	 V i d e o   4 	 V i d e o   4 	 B i d i o   4 	 F i d i o   4 	 4 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 4 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   5 	 q_Gr5 	 Ɖ5 	 '45B-  5 	 V  d e o   5 	 V i d  o   5 	 V i d e o   5 	 845>  5 	 V i d e o   5 	 AJ/JH  5 	 V  d e o   5 	 V i d e o   5 	 V i d e o   5 	 V i d e o   5 	 V i d e o   5 	 5	@	!	?	/	K	  5  	 	 	 	 5 .   v i d e  	 	 	 	 V i d e o   5 	 	 	 V i d e o   5 	 	 V i d e o   5   	   5 	 V i d e o   5   	 5	M	9	?	!	?	/	K	  5 	 AJDE  5 	 HH5 	   5 	 					  		 +
?
2
.
  5 	 5@!?/K  5 	 V45>  5 	 





  5 	   5 	 I v i d y o   5 	 I v i d i y o - 5 	 V i d e o   5 	 V i d e o   5 	 5   v a i z d o   k l i p a s 	 5 .   v i d e o 	 V i d e o   5 	 Nkdex  5 	   5 	 V i d e o   5 	 5
@
!
?
/
K
  5 	 -?!?  5 	 	 	 5 - c i   v i d e o 	 q_Gr5 	 V  d e o   5 	 V i d  o   5 	 M y n d s k e i    5 	 V i d e o   5 	 845>  70?8A  5 	 V  d e o   5 	 V i d e o   5 	 V i d e o   5 	 V i d e o   5 	 V i d e o   5 	 B i d i o   5 	 F i d i o   5 	 5 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 5 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   6 	 q_Gr6 	 Ɖ6 	 '45B-  6 	 V  d e o   6 	 V i d  o   6 	 V i d e o   6 	 845>  6 	 V i d e o   6 	 AJ/JH  6 	 V  d e o   6 	 V i d e o   6 	 V i d e o   6 	 V i d e o   6 	 V i d e o   6 	 5	@	!	?	/	K	  6  	 	 	 	 6 .   v i d e  	 	 	 	 V i d e o   6 	 	 	 V i d e o   6 	 	 V i d e o   6   	   6 	 V i d e o   6   	 5	M	9	?	!	?	/	K	  6 	 AJDE  6 	 HH6 	   6 	 					  		 +
?
2
.
  6 	 5@!?/K  6 	 V45>  6 	 





  6 	   6 	 I v i d y o   6 	 I v i d i y o - 6 	 V i d e o   6 	 V i d e o   6 	 6   v a i z d o   k l i p a s 	 6 .   v i d e o 	 V i d e o   6 	 Nkdex  6 	   6 	 V i d e o   6 	 5
@
!
?
/
K
  6 	 -?!?  6 	 	 	 6 - c 1  v i d e o 	 q_Gr6 	 V  d e o   6 	 V i d  o   6 	 M y n d s k e i    6 	 V i d e o   6 	 845>  70?8A  6 	 V  d e o   6 	 V i d e o   6 	 V i d e o   6 	 V i d e o   6 	 V i d e o   6 	 B i d i o   6 	 F i d i o   6 	 6 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 6 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   7 	 q_Gr7 	 Ɖ7 	 '45B-  7 	 V  d e o   7 	 V i d  o   7 	 V i d e o   7 	 845>  7 	 V i d e o   7 	 AJ/JH  7 	 V  d e o   7 	 V i d e o   7 	 V i d e o   7 	 V i d e o   7 	 V i d e o   7 	 5	@	!	?	/	K	  7  	 	 	 	 7 .   v i d e  	 	 	 	 V i d e o   7 	 	 	 V i d e o   7 	 	 V i d e o   7   	   7 	 V i d e o   7   	 5	M	9	?	!	?	/	K	  7 	 AJDE  7 	 HH7 	   7 	 					  		 +
?
2
.
  7 	 5@!?/K  7 	 V45>  7 	 





  7 	   7 	 I v i d y o   7 	 I v i d i y o - 7 	 V i d e o   7 	 V i d e o   7 	 7   v a i z d o   k l i p a s 	 7 .   v i d e o 	 V i d e o   7 	 Nkdex  7 	   7 	 V i d e o   7 	 5
@
!
?
/
K
  7 	 -?!?  7 	 	 	 7 - c i   v i d e o 	 q_Gr7 	 V  d e o   7 	 V i d  o   7 	 M y n d s k e i    7 	 V i d e o   7 	 845>  70?8A  7 	 V  d e o   7 	 V i d e o   7 	 V i d e o   7 	 V i d e o   7 	 V i d e o   7 	 B i d i o   7 	 F i d i o   7 	 7 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 7 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   8 	 q_Gr8 	 Ɖ8 	 '45B-  8 	 V  d e o   8 	 V i d  o   8 	 V i d e o   8 	 845>  8 	 V i d e o   8 	 AJ/JH  8 	 V  d e o   8 	 V i d e o   8 	 V i d e o   8 	 V i d e o   8 	 V i d e o   8 	 5	@	!	?	/	K	  8  	 	 	 	 8 .   v i d e  	 	 	 	 V i d e o   8 	 	 	 V i d e o   8 	 	 V i d e o   8   	   8 	 V i d e o   8   	 5	M	9	?	!	?	/	K	  8 	 AJDE  8 	 HH8 	   8 	 					  		 +
?
2
.
  8 	 5@!?/K  8 	 V45>  8 	 





  8 	   8 	 I v i d y o   8 	 I v i d i y o - 8 	 V i d e o   8 	 V i d e o   8 	 8   v a i z d o   k l i p a s 	 8 .   v i d e o 	 V i d e o   8 	 Nkdex  8 	   8 	 V i d e o   8 	 5
@
!
?
/
K
  8 	 -?!?  8 	 	 	 8 - c i   v i d e o 	 q_Gr8 	 V  d e o   8 	 V i d  o   8 	 M y n d s k e i    8 	 V i d e o   8 	 845>  70?8A  8 	 V  d e o   8 	 V i d e o   8 	 V i d e o   8 	 V i d e o   8 	 V i d e o   8 	 B i d i o   8 	 F i d i o   8 	 8 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 8 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   9 	 q_Gr9 	 Ɖ9 	 '45B-  9 	 V  d e o   9 	 V i d  o   9 	 V i d e o   9 	 845>  9 	 V i d e o   9 	 AJ/JH  9 	 V  d e o   9 	 V i d e o   9 	 V i d e o   9 	 V i d e o   9 	 V i d e o   9 	 5	@	!	?	/	K	  9  	 	 	 	 9 .   v i d e  	 	 	 	 V i d e o   9 	 	 	 V i d e o   9 	 	 V i d e o   9   	   9 	 V i d e o   9   	 5	M	9	?	!	?	/	K	  9 	 AJDE  9 	 HH9 	   9 	 					  		 +
?
2
.
  9 	 5@!?/K  9 	 V45>  9 	 





  9 	   9 	 I v i d y o   9 	 I v i d i y o - 9 	 V i d e o   9 	 V i d e o   9 	 9   v a i z d o   k l i p a s 	 9 .   v i d e o 	 V i d e o   9 	 Nkdex  9 	   9 	 V i d e o   9 	 5
@
!
?
/
K
  9 	 -?!?  9 	 	 	 9 - c u   v i d e o 	 q_Gr9 	 V  d e o   9 	 V i d  o   9 	 M y n d s k e i    9 	 V i d e o   9 	 845>  70?8A  9 	 V  d e o   9 	 V i d e o   9 	 V i d e o   9 	 V i d e o   9 	 V i d e o   9 	 B i d i o   9 	 F i d i o   9 	 9 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 9 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 0 	 q_Gr1 0 	 Ɖ1 0 	 '45B-  1 0 	 V  d e o   1 0 	 V i d  o   1 0 	 V i d e o   1 0 	 845>  1 0 	 V i d e o   1 0 	 AJ/JH  1 0 	 V  d e o   1 0 	 V i d e o   1 0 	 V i d e o   1 0 	 V i d e o   1 0 	 V i d e o   1 0 	 5	@	!	?	/	K	  1  0 	 	 	 	 1 0 .   v i d e  	 	 	 	 V i d e o   1 0 	 	 	 V i d e o   1 0 	 	 V i d e o   1 0 	   1 0 	 V i d e o   1 0 	 5	M	9	?	!	?	/	K	  1 0 	 AJDE  1 0 	 HH1 0 	   1 0 	 					  			 +
?
2
.
  1 0 	 5@!?/K  1 0 	 V45>  1 0 	 





  1 0 	   1 0 	 I v i d y o   1 0 	 I v i d i y o - 1 0 	 V i d e o   1 0 	 V i d e o   1 0 	 1 0   v a i z d o   k l i p a s 	 1 0 .   v i d e o 	 V i d e o   1 0 	 Nkdex  1 0 	   1 0 	 V i d e o   1 0 	 5
@
!
?
/
K
  1 0 	 -?!?  1 0 	 	 	 1 0 - c u   v i d e o 	 q_Gr1 0 	 V  d e o   1 0 	 V i d  o   1 0 	 M y n d s k e i    1 0 	 V i d e o   1 0 	 845>  70?8A  1 0 	 V  d e o   1 0 	 V i d e o   1 0 	 V i d e o   1 0 	 V i d e o   1 0 	 V i d e o   1 0 	 B i d i o   1 0 	 F i d i o   1 0 	 1 0 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 1 0 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 1 	 q_Gr1 1 	 Ɖ1 1 	 '45B-  1 1 	 V  d e o   1 1 	 V i d  o   1 1 	 V i d e o   1 1 	 845>  1 1 	 V i d e o   1 1 	 AJ/JH  1 1 	 V  d e o   1 1 	 V i d e o   1 1 	 V i d e o   1 1 	 V i d e o   1 1 	 V i d e o   1 1 	 5	@	!	?	/	K	  1  1 	 	 	 	 1 1 .   v i d e  	 	 	 	 V i d e o   1 1 	 	 	 V i d e o   1 1 	 	 V i d e o   1 1 	   1 1 	 V i d e o   1 1 	 5	M	9	?	!	?	/	K	  1 1 	 AJDE  1 1 	 HH1 1 	   1 1 	 					  			 +
?
2
.
  1 1 	 5@!?/K  1 1 	 V45>  1 1 	 





  1 1 	   1 1 	 I v i d y o   1 1 	 I v i d i y o - 1 1 	 V i d e o   1 1 	 V i d e o   1 1 	 1 1   v a i z d o   k l i p a s 	 1 1 .   v i d e o 	 V i d e o   1 1 	 Nkdex  1 1 	   1 1 	 V i d e o   1 1 	 5
@
!
?
/
K
  1 1 	 -?!?  1 1 	 	 	 1 1 - c i   v i d e o 	 q_Gr1 1 	 V  d e o   1 1 	 V i d  o   1 1 	 M y n d s k e i    1 1 	 V i d e o   1 1 	 845>  70?8A  1 1 	 V  d e o   1 1 	 V i d e o   1 1 	 V i d e o   1 1 	 V i d e o   1 1 	 V i d e o   1 1 	 B i d i o   1 1 	 F i d i o   1 1 	 1 1 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 1 1 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 2 	 q_Gr1 2 	 Ɖ1 2 	 '45B-  1 2 	 V  d e o   1 2 	 V i d  o   1 2 	 V i d e o   1 2 	 845>  1 2 	 V i d e o   1 2 	 AJ/JH  1 2 	 V  d e o   1 2 	 V i d e o   1 2 	 V i d e o   1 2 	 V i d e o   1 2 	 V i d e o   1 2 	 5	@	!	?	/	K	  1  2 	 	 	 	 1 2 .   v i d e  	 	 	 	 V i d e o   1 2 	 	 	 V i d e o   1 2 	 	 V i d e o   1 2 	   1 2 	 V i d e o   1 2 	 5	M	9	?	!	?	/	K	  1 2 	 AJDE  1 2 	 HH1 2 	   1 2 	 					  			 +
?
2
.
  1 2 	 5@!?/K  1 2 	 V45>  1 2 	 





  1 2 	   1 2 	 I v i d y o   1 2 	 I v i d i y o - 1 2 	 V i d e o   1 2 	 V i d e o   1 2 	 1 2   v a i z d o   k l i p a s 	 1 2 .   v i d e o 	 V i d e o   1 2 	 Nkdex  1 2 	   1 2 	 V i d e o   1 2 	 5
@
!
?
/
K
  1 2 	 -?!?  1 2 	 	 	 1 2 - c i   v i d e o 	 q_Gr1 2 	 V  d e o   1 2 	 V i d  o   1 2 	 M y n d s k e i    1 2 	 V i d e o   1 2 	 845>  70?8A  1 2 	 V  d e o   1 2 	 V i d e o   1 2 	 V i d e o   1 2 	 V i d e o   1 2 	 V i d e o   1 2 	 B i d i o   1 2 	 F i d i o   1 2 	 1 2 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 1 2 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 3 	 q_Gr1 3 	 Ɖ1 3 	 '45B-  1 3 	 V  d e o   1 3 	 V i d  o   1 3 	 V i d e o   1 3 	 845>  1 3 	 V i d e o   1 3 	 AJ/JH  1 3 	 V  d e o   1 3 	 V i d e o   1 3 	 V i d e o   1 3 	 V i d e o   1 3 	 V i d e o   1 3 	 5	@	!	?	/	K	  1  3 	 	 	 	 1 3 .   v i d e  	 	 	 	 V i d e o   1 3 	 	 	 V i d e o   1 3 	 	 V i d e o   1 3 	   1 3 	 V i d e o   1 3 	 5	M	9	?	!	?	/	K	  1 3 	 AJDE  1 3 	 HH1 3 	   1 3 	 					  			 +
?
2
.
  1 3 	 5@!?/K  1 3 	 V45>  1 3 	 





  1 3 	   1 3 	 I v i d y o   1 3 	 I v i d i y o - 1 3 	 V i d e o   1 3 	 V i d e o   1 3 	 1 3   v a i z d o   k l i p a s 	 1 3 .   v i d e o 	 V i d e o   1 3 	 Nkdex  1 3 	   1 3 	 V i d e o   1 3 	 5
@
!
?
/
K
  1 3 	 -?!?  1 3 	 	 	 1 3 - c    v i d e o 	 q_Gr1 3 	 V  d e o   1 3 	 V i d  o   1 3 	 M y n d s k e i    1 3 	 V i d e o   1 3 	 845>  70?8A  1 3 	 V  d e o   1 3 	 V i d e o   1 3 	 V i d e o   1 3 	 V i d e o   1 3 	 V i d e o   1 3 	 B i d i o   1 3 	 F i d i o   1 3 	 1 3 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 1 3 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 4 	 q_Gr1 4 	 Ɖ1 4 	 '45B-  1 4 	 V  d e o   1 4 	 V i d  o   1 4 	 V i d e o   1 4 	 845>  1 4 	 V i d e o   1 4 	 AJ/JH  1 4 	 V  d e o   1 4 	 V i d e o   1 4 	 V i d e o   1 4 	 V i d e o   1 4 	 V i d e o   1 4 	 5	@	!	?	/	K	  1  4 	 	 	 	 1 4 .   v i d e  	 	 	 	 V i d e o   1 4 	 	 	 V i d e o   1 4 	 	 V i d e o   1 4 	   1 4 	 V i d e o   1 4 	 5	M	9	?	!	?	/	K	  1 4 	 AJDE  1 4 	 HH1 4 	   1 4 	 					  			 +
?
2
.
  1 4 	 5@!?/K  1 4 	 V45>  1 4 	 





  1 4 	   1 4 	 I v i d y o   1 4 	 I v i d i y o - 1 4 	 V i d e o   1 4 	 V i d e o   1 4 	 1 4   v a i z d o   k l i p a s 	 1 4 .   v i d e o 	 V i d e o   1 4 	 Nkdex  1 4 	   1 4 	 V i d e o   1 4 	 5
@
!
?
/
K
  1 4 	 -?!?  1 4 	 	 	 1 4 - c    v i d e o 	 q_Gr1 4 	 V  d e o   1 4 	 V i d  o   1 4 	 M y n d s k e i    1 4 	 V i d e o   1 4 	 845>  70?8A  1 4 	 V  d e o   1 4 	 V i d e o   1 4 	 V i d e o   1 4 	 V i d e o   1 4 	 V i d e o   1 4 	 B i d i o   1 4 	 F i d i o   1 4 	 1 4 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 1 4 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 5 	 q_Gr1 5 	 Ɖ1 5 	 '45B-  1 5 	 V  d e o   1 5 	 V i d  o   1 5 	 V i d e o   1 5 	 845>  1 5 	 V i d e o   1 5 	 AJ/JH  1 5 	 V  d e o   1 5 	 V i d e o   1 5 	 V i d e o   1 5 	 V i d e o   1 5 	 V i d e o   1 5 	 5	@	!	?	/	K	  1  5 	 	 	 	 1 5 .   v i d e  	 	 	 	 V i d e o   1 5 	 	 	 V i d e o   1 5 	 	 V i d e o   1 5 	   1 5 	 V i d e o   1 5 	 5	M	9	?	!	?	/	K	  1 5 	 AJDE  1 5 	 HH1 5 	   1 5 	 					  			 +
?
2
.
  1 5 	 5@!?/K  1 5 	 V45>  1 5 	 





  1 5 	   1 5 	 I v i d y o   1 5 	 I v i d i y o - 1 5 	 V i d e o   1 5 	 V i d e o   1 5 	 1 5   v a i z d o   k l i p a s 	 1 5 .   v i d e o 	 V i d e o   1 5 	 Nkdex  1 5 	   1 5 	 V i d e o   1 5 	 5
@
!
?
/
K
  1 5 	 -?!?  1 5 	 	 	 1 5 - c i   v i d e o 	 q_Gr1 5 	 V  d e o   1 5 	 V i d  o   1 5 	 M y n d s k e i    1 5 	 V i d e o   1 5 	 845>  70?8A  1 5 	 V  d e o   1 5 	 V i d e o   1 5 	 V i d e o   1 5 	 V i d e o   1 5 	 V i d e o   1 5 	 B i d i o   1 5 	 F i d i o   1 5 	 1 5 - 159=5
 
 S T R _ I D _ P H N S E T _ D I S P C H A R _ V D O I D _ 1 5 	 S e t t i n g 	 T I T L E ,   H I N T ,   T W O S T A T E 	 D i s p   C h a r .   V e d i o 	 V i d e o   1 6 	 q_Gr1 6 	 Ɖ1 6 	 '45B-  1 6 	 V  d e o   1 6 	 V i d  o   1 6 	 V i d e o   1 6 	 845>  1 6 	 V i d e o   1 6 	 AJ/JH  1 6 	 V  d e o   1 6 	 V i d e o   1 6 	 V i d e o   1 6 	 V i d e o   1 6 	 V i d e o   1 6 	 5	@	!	?	/	K	  1  6 	 	 	 	 1 6 .   v i d e  	 	 	 	 V i d e o   1 6 	 	 	 V i d e o   1 6 	 	 V i d e o   1 6 	   1 6 	 V i d e o   1 6 	 5	M	9	?	!	?	/	K	  1 6 	 AJDE  1 6 	 HH1 6 	   1 6 	 					  			 +
?
2
.
  1 6 	 5@!?/K  1 6 	 V45>  1 6 	 





  1 6 	   1 6 	 I v i d y o   1 6 	 I v i d i y o - 1 6 	 V i d e o   1 6 	 V i d e o   1 6 	 1 6   v a i z d o   k l i p a s 	 1 6 .   v i d e o 	 V i d e o   1 6 	 Nkdex  1 6 	   1 6 	 V i d e o   1 6 	 5
@
!
?
/
K
  1 6 	 -?!?  1 6 	 	 	 1 6 - c 1  v i d e o 	 q_Gr1 6 	 V  d e o   1 6 	 V i d  o   1 6 	 M y n d s k e i    1 6 	 V i d e o   1 6 	 845>  70?8A  1 6 	 V  d e o   1 6 	 V i d e o   1 6 	 V i d e o   1 6 	 V i d e o   1 6 	 V i d e o   1 6 	 B i d i o   1 6 	 F i d i o   1 6 	 1 6 - 159=5
 
 S T R _ I D _ D I S P C H A R _ S W F L A S H _ 0 	 S e t t i n g 	 H I N T ,   T W O S T A T E ,   C 2 2 9 _ 1 	 D i s p   C h a r .   S W F l a s h 	 S W F l a s h   1 	 R+o1 	 R+o1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W - F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 AD'41 	 S W F l a s h   1 	 S W F l a _  1 	  n   F l a s h   1 	 F l a s h   P L   1 	 S W F l a s h   1 	 S W +	M	2	H	6	  1  	 	 	 	 1 .   S W F l a s h 	 	 	 	 S W - f l a s h   1 	 	 	 S W F l a s h   1 	 	 	 S W F l a s h   1 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  1 	 S W F l a s h   1 	 '3  (DH  AD4  1 	   1 	 		. 						  							  		 
8
!
,
2
/
B
  2
?
6

  1 	 8M  !,M2M/B  +M2>7M  1 	 $;5H- 0=V<0FVO  1 	 S W F l a s h   1 	       1 	 I - S W F l a s h   1 	 I - S W F l e s h i - 1 	 M w e k a S W   y a   1 	 S W F l a s h   1 	 1   S W F l a s h   	 1 .   S W F l a s h 	 S W F l a s h   1 	 S W F l a s h   1 	 S W       1 	 S W F l a s h   1 	 S W +
M
3
>
7
M
  1 	 S W +M2>8  1 	 	 S W 					  1 	 1 - c i   S W f l e _	 
rq1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 F l a s h   S W   1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 S W F l a s h   1 	 1 -   S W F l a s h 
 
 S T R _ I D _ D I S P C H A R _ S W F L A S H _ 1 	 S e t t i n g 	 H I N T ,   T W O S T A T E ,   C 2 2 9 _ 1 	 D i s p   C h a r .   S W F l a s h 	 S W F l a s h   2 	 R+o2 	 R+o2 	 S W F l a s h   2 	 S W F l a s h   2 	 S W F l a s h   2 	 S W - F l a s h   2 	 S W F l a s h   2 	 S W F l a s h   2 	 AD'42 	 S W F l a s h   2 	 S W F l a _  2 	  n   F l a s h   2 	 F l a s h   P L   2 	 S W F l a s h   2 	 S W +	M	2	H	6	  2  	 	 	 	 2 .   S W F l a s h 	 	 	 	 S W - f l a s h   2 	 	 	 S W F l a s h   2 	 	 	 S W F l a s h   2 	 	 	8	  !	,	M	2	M	/	B	  +	M	2	E	6	  2 	 S W F l a s h   2 	 '3  (DH  AD4  2 	   2 	 		. 						  							  		 
8
!
,
2
/
B
  2
?
6

  2 	 8M  !,M2M/B  +M2>7M  2 	 $;5H- 0=V<0FVO  2 	 S W F l a s h   2 	       2 	 I - S W F l a s h   2 	 I - S W F l e s h i - 2 	 M w e k a S W   y a   2 	 S W F l a s h   2 	 2   S W F l a s h   	 2 .   S W F l a s h 	 S W F l a s h   2 	 S W F l a s h   2 	 S W       2 	 S W F l a s h   2 	 S W +
M
3
>
7
M
  2 	 S W +M2>8  2 	 	 	 2 - c i   S W f l e _	 
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42,42	 T i p o   d e   r e l o j 	 T y p e   d  h o r l o g e 	 U h r t y p 	 "8?  G0A>2	 T i p o   o r o l o g i o 	 FH9  'D3'9)	 T i p o   d e   r e l  g i o 	 S a a t   t  r  	 L o i   n g   h 	 J e n i s   j a m 	 J e n i s   j a m 	 	!	<	@	  	>	  *	M	0		>	0		 C l o c k   T y p e 	 C l o c k   T y p e 	 C l o c k   T y p e 	  r a   t  p u s a 	 C l o c k   T y p e 	 C l o c k   T y p e 	 T y p   h o d  n 	 K l o k t y p e 	 T y p   a v   k l o c k a 	 V r s t a   u r e 	 T i p   d e   c e a s 	 T i p   U r e 	   	   	 "8?  =0  '0A>2=8:0	 	M	2	I		  	>		*		 FH9  3'9*	       B3E	   	 					  				 
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 
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e n o 	 B u l e l a   p o n t s h o 	 D i s p l a y   n g   p a g - p o w e r   o n 	 P o w e r   O n   d i s p l a y 	 N u n a w a n   k u n n a w a 	 T  t  n   h  n 	 >@5:  >AC  159=515BV	 	 	 	 	 
 
 S T R _ S E T T I N G _ P O W E R _ O F F _ D I S P L A Y 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 P o w e r   O f f   D i s p l a y 	 P o w e r   o f f   d i s p l a y 	 ܕ_jq_Gr	 sQ:gR;u	  2A*@!7H-4@#7H-	 A p a g a r   p a n t a l l a 	 E t e i n d r e   l   c r a n 	 D i s p l a y   a u s s c h a l t e n 	 K:;NG8BL  M:@0=	 S p e g n i m e n t o   d i s p l a y 	 ':D'B  'D916	 D e s a c t i v a r   m o n i t o r 	 E k r a n 1  k a p a t   	 H i n   t h   k h i   t t   m  y 	 N o n a k t i f k a n   t a m p i l a n 	 P a p a r n   k u a s a   m a t i 	 *	>	5	0	  	+	  !	?	8	M	*	M	2	G		 D i s p l a y   S t r  m   F r a 	 V y p n o u t   d i s p l e j 	 Z a s i l a n i e   w y [w i e t l a c z a   w y Bc z o n e 	 K i j e l z Q  k i 	 V i r t a   p o i s s a   p   l t    - n  y t t  	 S l    a v   s k j e r m 	 N e a k t  v n y   d i s p l e j 	 W e e r g a v e   b i j   u i t s c h a k e l e n 	 S t  n g   a v   d i s p l a y e n 	 I s k l j u 
i v a n j e   z a s l o n a 	 S t i n g e r e   a f i _a j 	 M o 
  I z k l j u 
e n a   N a   Z a s l o n u 	     	   	 7:;NG5=>  70E@0=20=5  >:0720=5	 *	>	5	0	  	+	  *	M	0	&	0	M	6	(		 *5HJ1  GF'E  .'EH4  4/F	 3~D  '  ~'H1  "A  ,&	         	 						  		  								  	 ,
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e n o 	 T i m a   p o n t s h o 	 D i s p l a y   n g   p a g - p o w e r   o f f 	 P o w e r   O f f   d i s p l a y 	 N u n a w a n   k a s h e w a 	 P  p a   h  n 	 >@5:  HV@C  159=515BV	 	 	 	 	 
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I	 D e f i n i d o   p o r   u s u a r i o 	 U t i l i s a t e u r   d  f i n i 	 B e n u t z e r d e f i n i e r t 	 >;L7>20B5;LA:85	 D e f i n i t o   d a l l ' u t e n t e 	 *91JA  'DE3*./E	 D e f i n i   o   d o   u t i l i z a d o r 	 K u l l a n 1c 1  t a r a f 1n d a n   b e l i r l e n e n 	 N g i   d  n g   t 	 K e t e n t u a n   P e m a k a i 	 D i t e n t u k a n   p e n g g u n a 	 *	M	0	/	K		M	$	>	  (	?	0	M	'	>	0	?	$		 B r u g e r   D e f i n e r e t 	 U ~i v a t e l s k    d e f i n i c e 	 W y z n a c z e n i e   u |y t k o w n i k a 	 F e l h a s z n  l     l t a l   d e f i n i  l t 	 K  y t t  j    m   r i t t e l e e 	 B r u k e r d e f i n e r 	 U ~ v a t e >s k    d e f i n  c i a 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 A n v  n d a r d e f .   i n s t  l l n i n g a r 	 D e f i n i r a n j e   k o r i s n i k a 	 D e f i n i t   d e   u t i l i z a t o r 	 D o l o 
i t e v   U p o r a b n i k a 	   	       	 >B@518B5;	 /	B		0	  !	?	+	>		(		 *91JA  4/G  *H37  C'1(1	 H21  A'&F	   	 											  						  									  	 8
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 
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	   	 U s a y i z i   w e f o n t i 	 B u n g a k a n a n i   b e f o n t i 	 S a i z i   y a   f o n t i 	 L e t t e r g r o o t t e 	 `r i f t o   d y d i s 	 F o n t a   i z m r s 	 F o n d i   s u u r u s 	 Oa|ae}aok  ya}	   	 D i m e n s i u n e   f o n t 	 +
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	 M70  >0	 	 	' 			  					 ^r i f t    l   s  	 W[Ԛ'Y\	 M i d a   d e   l a   l l e t r a 	 T a i l l e   d e   l a   p o l i c e 	 L e t u r s t  r  	 T a m a  o   d e   f u e n t e 	 >;5<8=0  =0  D>=B	 T a m a n h o   d e   l e t r a 	 V e l i 
i n a   f o n t a 	 S a e s e   y a   f o n t o 	 L a k i   n g   f o n t 	 F o n t   s i z e 	 Y a w a n   g i r m a n   r u b u t u   	 T  t  b i   l t  	 0@V?  ;H5<V	 H i z k i - t a m a i n a 	 L a k i   n g   f o n t 	 T a m a  o   d o   t i p o   d e   l e t r a 	 F n t   s a i z i 	 M  i d   c l  
 
 S T R _ I D _ P H N S E T _ F O N T _ S I Z E _ T H E M E _ D E F A U L T 	 S e t t i n g 	 H I N T ,   T W O S T A T E 	 T h e m e   D e f a u l t   -   o p t i o n 	 T h e m e   d e f a u l t 	 ̀of;NL	 ̀of;N	 5!@#4H!I	 T e m a   p r e d e t e r m i n a d o 	 T h  m e   p a r   d  f a u t 	 T h e m e n s t a n d a r d 	 "5<0  ?>  C<>;G0=8N	 T e m a   P r e d e f i n i t o 	 'DEH6H9  'DE3(B	 T e m a   p r e d e f i n i d o 	  n t a n 1m l 1  t e m a 	 N n   m c   n h 	 S t a n d a r 	 T e m a   l a l a i 	 .	B	2	  %	@	.		 T e m a   S t a n d a r d 	 S t a n d a r d n    t  m a 	 T e m a t   d o m y [l n y 	 A l a p t  m a 	 	 T h e m e   D e f a u l t 	 T h e m e   D e f a u l t 	 T h e m a s t a n d a a r d 	 T h e m e   D e f a u l t 	 T h e m e   D e f a u l t 	 T e m   i m p l i c i t 	 T h e m e   D e f a u l t 	 T h e m e   D e f a u l t 	       	 T h e m e   D e f a u l t 	 5	?	7	/	  !	?	+	I	2	M			 ~J4  A16  (FE'JG	 *E  A'Dy	   	 			  							 5
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  







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	   	 I d i f o l t h i   y e n d i k i m b a 	 U k u s i l e l a   k o m x h o l o 	 M a n d h a r i   m s i n g i 	 T e m a - v e r s t e k 	 N u s t a t y t o j i   t e m a 	 N o k l u s j u m a   t m a 	 V a i k e t e e m a 	 <|eluauv  ieta	   	 T e m   i m p l i c i t 	 $
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 
 S T R _ I D _ P H N S E T _ F O N T _ S I Z E _ S M A L L 	 S e t t i n g 	 H I N T ,   T W O S T A T E 	 S m a l l   -   o p t i o n 	 S m a l l 	 \	 \	 @%G	 P e q u e  o 	 P e t i t 	 K l e i n 	 0;5=L:. 	 P i c c o l o 	 5:J1	 P e q u e n o 	 k    k 	 N h o 		 K e c i l 	 K e c i l 	 	K		>		 L i l l e 	 M a l  	 M a By 	 K i c s i 	 	 S m a l l 	 S m a l l 	 K l e i n 	 S m a l l 	 S m a l l 	 M i c 	 S m a l l 	 S m a l l 	 	 S m a l l 	 2	9	>	(		 CHC	 Hy'	 	 				 
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 
 S T R _ I D _ P H N S E T _ F O N T _ S I Z E _ L A R G E 	 S e t t i n g 	 H I N T ,   T W O S T A T E 	 L a r g e   -   o p t i o n 	 L a r g e 	 'Y	 'Y	 C+
H	 G r a n d e 	 G r a n d 	 G r o  	 >;LH. 	 G r a n d e 	 C(J1	 G r a n d e 	 b  y  k 	 L n 	 B e s a r 	 B e s a r 	 ,	!	<	>		 S t o r 	 V e l k  	 D u |y 	 N a g y 	 	 L a r g e 	 L a r g e 	 G r o o t 	 L a r g e 	 L a r g e 	 M a r e 	 L a r g e 	 L a r g e 	 	 L a r g e 	 .	K	 	>		 (21	 DE('	 	 				 5
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	 	 O k u k h u l u 	 N k u l u 	 K u b w a 	 G r o o t 	 D i d e l i s 	 L i e l s 	 S u u r 	 Den	 	 M a r e 	 5
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	 ,C9$	 	 						 0r i 	 'Y	 G r a n 	 G r a n d e 	 S t  r t 	 G r a n d e 	 >;5<>	 G r a n d e 	 V e l i k a 	 E   k g o l o 	 M a l a k i 	 L a r g e 	 B a b b a 	 N l  n l  	 ;:5=	 H a n d i a 	 M a l a k i 	 G r a n d e 	 I b u 	 M  r 
 
 S T R _ I D _ P H N S E T _ G P I O _ S E T T I N G 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 M i s c .   S e t t i n g ( i n   t h e   m e n u ) 	 M i s c .   s e t t i n g s 	 vQN-[	 vQ[n	 H241I-7HF	 C o n f i g u r a c i  n   m i s c . 	 R  g l a g e s   d i v e r s 	 U n t e r s c h .   E i n s t e l l u n g e n 	 @C385  =0AB@>9:8	 I m p o s t a z i o n i   v a r i e 	 6(7  #.1JF	 M i s c e l  n i a   d e   d e f i n i   e s 	 M i s c .   a y a r l a r 1  	 C  i   t   k h  c 	 P e n g a t u r a n   l a i n - l a i n 	 P e l b a g a i ,   s e t i n g 	 5	?	-	?	(	M	(	  8	G		?		M	8		 	 	 	 V e g y e s   b e  l l  t  s o k 	 	 M i s c   S e t t i n g 	 M i s c   S e t t i n g 	 D i v e r s e   i n s t e l l i n g e n 	 M i s c   S e t t i n g 	 M i s c   S e t t i n g 	 S e t r i   d i v e r s e 	 M i s c   S e t t i n g 	 M i s c   S e t t i n g 	   	 M i s c   S e t t i n g 	 	?	0		K	3	  8	G		?				 *F8E'*  E*A1BG	 E3  3yF	   	 							  						 .
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  







	    	 A m a s e t h i n g i   e - m i s c . 	 U s e t o   l w e z i n t o   n g e z i n t o 	 M i p a n g i l i o   y a   z i a d a 	 A l l e r l e i   i n s t e l l i n g s 	 .v a i r ks   n u s t a t y m a i 	 D a ~.   i e s t a t +j u m i 	 M i t m e s u g u s e d   s  t t e d 	 Oabe  oauavve	     	 S e t r i   d i v e r s e 	 *
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 
 S T R _ I D _ P H N S E T _ G P I O _ L E D 	 S e t t i n g 	 I C O N T E X T 	 S i g n a l   L E D ( i n   t h e   m e n u ) 	 S i g n a l   L E D 	 
_q	 OSop	 *1

2D  L E D 	 L E D   d e   s e  a l 	 D E L   d e   s i g n a l 	 S i g n a l - L E D 	 =48:0B>@	 L E D   s e g n a l e 	 '4'1)  L E D 	 L E D   d e   s i n a l 	 S i n y a l   L E D   	  n   t  n   h i u 	 L E D   s i n y a l 	 L E D   i s y a r a t 	 8	?		M	(	2	  L E D 	 	 	 	 J e l - L E D 	 	 S i g n a l   L E D 	 S i g n a l   L E D 	 S i g n a a l - l e d 	 S i g n a l   L E D 	 S i g n a l   L E D 	 L u m i n   L E D 	 S i g n a l   L E D 	 S i g n a l   L E D 	   	 S i g n a l   L E D 	 8	?		M	(	2	  2	@	!		 L E D   3F'D	 3FD  'D    '  	   	 						  						 8
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	 8?M(2M  2M    !?	 !83=0;L=89  V=48:0B>@	 





  L E D 	    	 I - S i g n a l   L E D 	 U m q o n d i s o   w e L E D 	 I s h a r a   y a   L E D 	 S e i n - L E D 	 `v i e s o s   d i o d o   s i g n a l a s 	 S i g n l a   L E D 	 S i g n a a l i   L E D 	 1fdavwavk  L E D 	   	 L E D   s e m n a l 	 8
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   L E D 	 8MG$  L E D 	 	 						  L E D 	 S i q n a l   i _1q   d i o d u 	 U N
rq	 L E D   d e   s e n y a l 	 D E L   d e   s i g n a l 	 M e r k i s v  s i r 	 L E D   d e   s e  a l 	 !83=0;  L E D 	 L E D   d e   s i n a l 	 S i g n a l n i   L E D 	 L E D   y a   l e t s h w a o 	 L E D   n g   s i g n a l 	 S i g n a l   L E D 	 A l a m a   L E D 	  w  n   a g b  r a   L E D 	 !83=0;  60@KK	 L E D   s e i n a l e a 	 S i g n a l   L E D 	 S i n a l   L E D 	 N r w a a m a   L E D 	 C o m h a r t h a   L E D 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 L C D   B a c k l i g h t   S e t t i n g ( i n   t h e   s e t t i n g   s c r e e n :   c a p t i o n ) 	 L C D   b a c k l i g h t 	 L C D ̀IQ	 L C D ̀IQ	 A*D  L C D 	 I l u m i n a c i  n   d e   p a n t a l l a   L C D 	 R  t r o  c l a i r a g e   d e   l '  c r a n   L C D 	 L C D - B e l e u c h t u n g 	 >4A25B:0  L C D 	 R e t r o i l l u m i n a z i o n e   L C D 	 6H!  'D4'4)  'D.DAJ)	 L u z   d e   f u n d o   d o   e c r    L C D 	 L C D   a r k a   p l a n   1_11	  n h   s  n g   n n   m  n   h  n h 	 L C D   L a m p u   b e l a k a n g 	 L C D   l a m p u   b e l a k a n g 	 L C D   ,	H		2	>				 L C D   b a g l y s 	 P o d s v  c e n    L C D 	 P o d [w i e t l a n y   L C D 	 L C D   h  t t  r v i l  g  t  s 	 	 L C D   B a c k l i g h t 	 L C D   B a c k l i g h t 	 l c d - v e r l i c h t i n g 	 L C D   B a c k l i g h t 	 L C D   B a c k l i g h t 	 L u m i n   d e   f u n d a l   L C D 	 L C D   B a c k l i g h t 	 L C D   B a c k l i g h t 	     	 L C D   B a c k l i g h t 	 	2	8	@	!	@	  ,	E		2	>				 FH1  ~3  2EFG  FE'41	 'D  3    (  D'&y	   	 						  										 
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	     	 I l a m b u   l a n g e m u v a   l e - L C D 	 S i b a n e   s a n g a s e m v a   s e L C D 	 T a a   y a   n y u m a   y a   L C D 	 L C D - s k e r m l i g 	 L C D   f o n o   a p av i e t i m a s 	 L C D   a i z m u g u r g a i s m o j u m s 	 L C D   t a u s t v a l g u s 	 7oavk  xvaukv  lx}a~xxiuxv	 L C D -     	 L u m i n   d e   f u n d a l   L C D 	 L C D   ,
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 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ L E V E L 	 S e t t i n g 	 T E X T 	 B a c k l i g h t   L e v e l ( i n   t h e   s e t t i n g   s c r e e n :   c a p t i o n ) 	 B r i g h t n e s s 	 N^	 N^	 #01'2!*'H2	 B r i l l o 	 L u m i n o s i t  	 H e l l i g k e i t 	 /@:>ABL	 L u m i n o s i t  	 'D37H9	 B r i l h o 	 p a r l a k l 1k 	   s  n g 	 K e c e r a h a n 	 K e c e r a h a n 	 	.			 L y s s t y r k e 	 J a s 	 J a s n o [	 F  n y e r Q	 	 B r i g h t n e s s 	 B r i g h t n e s s 	 H e l d e r h e i d 	 B r i g h t n e s s 	 B r i g h t n e s s 	 L u m i n o z i t a t e 	 B r i g h t n e s s 	 B r i g h t n e s s 	 	 B r i g h t n e s s 	 ,	M	0	>			(	G	8		 1H4F'	 ED'~F	 	   									  	 
.
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	 	 U k u q g a m a 	 U k u k h a n y a 	 K i w a n g o   c h a   M w a n g a z a 	 H e l d e r h e i d 	 R y ak u m a s 	 S p i l g t u m s 	 H e l e d u s 	 Jauna|xiuxv	 	 L u m i n o z i t a t e 	 $
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
	 M2M_$>	 	 										 P a r l a q l 1q 	 N^	 B r i l l a n t o r 	 L u m i n o s i t  	 B i r t u s t i g 	 B r i l l o 	 !25B;8=0	 B r i l h o 	 S v e t l o s t 	 H o   k g a n y a 	 P a g k a l i w a n a g 	 B r i g h t n e s s 	 H a s k e 	 M  m l  	 0@KBK	 A r g i t a s u n a 	 L i w a n a g 	 B r i l l o 	 I h e 	 G i l e 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ H F _ T I M E 	 S e t t i n g 	 T E X T 	 B a c k l i g h t   T i m e ( i n   t h e   s e t t i n g   s c r e e n :   c a p t i o n ) 	 T i m e   ( s e c ) 	 Bf  ( y) 	 e  ( y) 	 @'%2	 T i e m p o   ( s e g ) 	 D u r  e   ( s e c ) 	 Z e i t   ( S e k . ) 	 >4A25B:0	 O r a   ( s e c . ) 	 'DHB*	 H o r a   ( s e g ) 	 S  r e   ( s a n i y e )   	 T h i   g i a n   ( g i  y ) 	 W a k t u   ( d e t i k ) 	 M a s a   ( s a a t ) 	 8	.	/	  ( 8	G		G		!	)  	 	 	 	 I d Q  ( m p ) 	 	 T i m e 	 T i m e 	 T i j d   ( s e c ) 	 T i m e 	 T i m e 	 O r   ( s e c ) 	 T i m e 	 T i m e 	   ( ) 	 T i m e 	 5	G	3		 2E'F  ( +'FG) 	 HB*	 	 				 8
.
>
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	 H.M	 '0A	 


  ( 





) 	   ( ) 	 I s i k h a t h i   ( s e c ) 	 I x e s h a   ( i m z w ) 	 S a a   ( s e k ) 	 T y d   ( s e k . ) 	 L a i k a s   ( s e k . ) 	 L a i k s   ( s e k . ) 	 K e l l a a e g   ( s e k ) 	 :atavao  ( ~o) 	   ( ) 	 O r   ( s e c ) 	 8
.
/

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) 	 8._( 8GG#M!) 	 	 			  ( 							) 	 V a x t   ( s ) 	 Bfy		 T e m p s   ( s e g . ) 	 D u r  e   ( s ) 	 T  m i   ( s e k . ) 	 T i e m p o   ( s e g ) 	 @5<5  ( A5:) 	 T e m p o   ( s e g u n d o ) 	 V r e m e   ( s e k ) 	 N a k o   ( m e t s n . ) 	 O r a s   ( s e g ) 	 T i m e   ( s e c ) 	 L o k a c i   ( s e k ) 	  k  k    (  cj  -   y  ) 	 #0KB  ( A5:) 	 D e n b o r a   ( s e g ) 	 O r a s   ( s e g ) 	 T e m p o   ( s e g ) 	 O g e ( s e k ) 	 A m   ( s o i c ) 
 
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  	     	 I s e t h i n g i   y o k u v a l a   i k h a v a 	 G q u m a   u s e t o   l o k u v a l a 	 M p a n g i l i o   w a   k i f u n i k o   c h a   k u f u n g a 	 F l a p   t o e   s t e l l i n g 	 D a n g 
i o   u ~d a r y m o   n u s t a t y m a s 	 V c i Fa   a i z v r aa n a s   i e s t a t +j u m s 	 K l a p i   s u l g e m i s e   s  t e 	 >anok  Saotav  ?auavve	     	 S e t a r e    n c h i d e r e   c a p a c 	 
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N_ܕ-[	 C o n f i g u r a c i    e n   t a n c a r   t a p a 	 P a r a m  t r e s   f e r m e t u r e   d e   l a   f a  a d e 	 S t i l l i n g   f y r i r   l o k u n   s  m a 	 C o n f i g u r a c i  n   d e   c i e r r e   d e   l a   t a p a 	 >AB02:8  70  70B2>@0Z5  :0?0:	 C o n f i g u r a   o   d e   f e c h a m e n t o   d e   c o b e r t u r a 	 P r e k r i j   t a j n o   p o d e aa v a n j e 	 S e t t i n g   y a   h o   k w a l a   s e k w a h e l o 	 S e t t i n g   n g   p a g s a r a   n g   t a k i p 	 C o v e r   c l o s e   s e t t i n g 	 A   r u f e   d a i d a i t a   n a   m a f i   k u s a 	 P a    t    p  p a d    d  	 010  15BV=  601C  ?0@0<5B@V	 E s t a l k i a   i x t e a r e n   e z a r p e n a k 	 S e t t i n g   n g   p a g s a r a   n g   t a k i p 	 C o n f i g u r a c i  n   d e   c u b e r t a   p e c h a d a 	 K p u c h i e   n h a z i   m m e p e 	 S o c r    D  n   C l  d a c h 
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	 0?FMM  >2M	 V4E8;8B8  28:;8:	 




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	   	 A l a   u c i n g o 	 Y a l a   i f o w n i 	 K a t a a   s i m u 	 V e r w e r p   o p r o e p 	 A t m e s t i   s k a m b u t /	 N o r a i d +t   z v a n u 	 H  l g a   k  n e 	 Dejel  oavyh	   	 R e s p i n g e r e   a p e l 	 
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	 2  *M0$M_>M_>(  0(M$A	 	 		  				  				 Z Yn g i   r Yd d   e t 	 bv}O	 R e b u t j a   t r u c a d a 	 R e j e t e r   l  a p p e l 	 H a f n a   s  m t a l i 	 R e c h a z a r   l l a m a d a 	 418X  ?>28:	 R e j e i t a r   c h a m a d a 	 O d b i j   s v e 	 Q h e l a   m o h a l a 	 T a n g g i h a n   a n g   t a w a g 	 R e j e c t   c a l l 	 K i   k a r b a n   k i r a 	 K    p  	 >K@0C4K  01K;40<0C	 D e i a   u k a t u 	 T a n g g i h a n   a n g   t a w a g 	 R e x e i t a r   c h a m a d a 	 J   o k u 	 D i  l t a i g h   g l a o 
 
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N.v	 %G-D!HDI	 B l o q u e a r   t e c l a d o 	 V e r r o u i l l e r   l e s   b o u t o n s 	 T a s t e n f e l d   s p e r r e n 	 ;>:8@>2:0  :;0280BC@K	 B l o c c o   t a s t i e r a 	 ':D'B  DH-)  'DEA'*J-	 B l o q u e a r   t e c l a d o 	 T u _  t a k 1m 1n 1  k i l i t l e   	 K h  a   b  n   p h  m 	 K u n c i   t o m b o l 	 K u n c i   p a d   k e k u n c i 	 2	I		  	@	*	H	!		 	 	 	 B i l l e n t y qz  r   b e 	 	 L o c k   K e y p a d 	 L o c k   K e y p a d 	 T o e t s e n b o r d   b l o k k e r e n 	 L o c k   K e y p a d 	 L o c k   K e y p a d 	 B l o c a r e   t a s t a t u r 	 L o c k   K e y p a d 	 L o c k   K e y p a d 	     	 L o c k   K e y p a d 	 2	I		  	@	*	E	!		 BAD  1/F  5A-G  D/	   ~  D'  (F/  ,&	   	 							  		  					 
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N	 B l o q u e j a   t e c l a t 	 V e r r o u i l l e r   l e   c l a v i e r 	 L  s a   t a k k a b o r  i 	 B l o q u e o   d e l   t e c l a d o 	 0:;CG8  B0AB0BC@0	 B l o q u e a r   t e c l a d o 	 Z a k l j u 
a j   t a s t a t u r u 	 N o t l e l a   d i k o n o p o 	 I - l o c k   a n g   k e y p a d 	 L o c k   k e y p a d 	 B u d e w a n   k e y p a d 	 T i   b t  n    p a 	 !0=4K  ?5@=5B0B0=K  10BB0C	 	 	 	 	 
 
 S T R _ M E N U 9 1 0 1 _ S E C U R I T Y 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S e t t i n g s   S e c u r i t y . 	 S e c u r i t y   s e t t i n g s 	 [hQ-[	 [hQn	 1I#0'2!%- 1"	 C o n f i g u r a c i  n   d e   s e g u r i d a d 	 P a r a m  t r a g e   s  c u r i t  	 S i c h e r h e i t s e i n s t e l l u n g e n 	 57>?0A=>ABL	 C o n f i g u r a z i o n e   d i   s i c u r e z z a 	 %9/'/'*  'D-E'J)	 D e f i n i   e s   d e   s e g u r a n  a 	 G  v e n l i k   a y a r l a r 1	 C  i   t   b o   v 	 P e n g a t u r a n   p e n g a m a n a n 	 P e n g e s e t a n   k e s e l a m a t a n 	 8	A	0		M	7	>	  8	G			*		 S i k k e r h e d s   O p s  t n i n g 	 N a s t a v e n    z a b e z p e 
e n  	 Z a b e z p i e c z e n i a 	 B i z t o n s  g i   b e  l l  t  s o k 	 T u r v a - a s e t u s 	 S i k k e r h e t s i n n s t i l l i n g 	 O c h r a n n    n a s t a v e n i a 	 V e i l i g h e i d s i n s t e l l i n g e n 	 S  k e r h e t s i n s t  l l n i n g a r 	 S i g u r n o s n e   p o s t a v k e 	 S e t r i   s e c u r i t a t e 	 N a s t a v i t e v   V a r n o s t i 	   	   	 0AB@>9:0  =0  A83C@=>ABB0	 8	A	0		M	7	>	  8	G			*		 *F8EG'  'EF*	 -A'8*  *1*(	   	 									  						 8
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	     	 I s e t h a p h u   y o k u p h e p h a 	 U s e t o   l o k h u s e l e k o 	 U s a n i d i   w a   u s a l a m a 	 S e k u r i t e i t - i n s t e l l i n g s 	 S a u g o s   n u s t a t y m a i 	 D r o a+b a s   i e s t a t +j u m s 	 T u r v a l i s u s e   h   l e s t u s 	 1v~avcxiuav  oaca~xxt	     	 C o n f i g u r a r e   s e c u r i t a t e 	 8
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 
 S T R _ S C R 9 0 0 2 _ S E C U R I T Y _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 S e c u r i t y   S e t u p   C a p t i o n . 	 S e c u r i t y   s e t t i n g s 	 [hQ-[	 [hQn	 1I#0'2!%- 1"	 C o n f i g u r a c i  n   d e   s e g u r i d a d 	 P a r a m  t r a g e   s  c u r i t  	 S i c h e r h e i t s e i n s t e l l u n g e n 	 57>?0A=>ABL	 C o n f i g u r a z i o n e   d i   s i c u r e z z a 	 %9/'/'*  'D-E'J)	 C o n f i g u r a r   s e g u r a n  a 	 G  v e n l i k   a y a r l a r 1	 C  i   t   b o   v 	 P e n g a t u r a n   p e n g a m a n a n 	 P e n g e s e t a n   k e s e l a m a t a n 	 8	A	0		M	7	>	  8	G			*		 S i k k e r h e d s   O p s  t n i n g 	 N a s t a v e n    z a b e z p e 
e n  	 Z a b e z p i e c z e n i a 	 B i z t o n s  g i   b e  l l  t  s o k 	 T u r v a - a s e t u s 	 S i k k e r h e t s i n n s t i l l i n g 	 O c h r a n n    n a s t a v e n i a 	 V e i l i g h e i d s i n s t e l l i n g e n 	 D  k e r h e t s i n s t  l l n i n g a r 	 S i g u r n o s n e   p o s t a v k e 	 S e t r i   s e c u r i t a t e 	 N a s t a v i t e v   V a r n o s t i 	   	   	 0AB@>9:0  =0  A83C@=>ABB0	 8	A	0		M	7	>	  8	G			*		 *F8EG'  'EF*	 -A'8*  *1*(	   	 									  						 8
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 
 S T R _ M E N U 9 1 6 5 _ P H O N E _ L O C K 	 S e t t i n g 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 P h o n e   L o c k   M e n u . 	 P h o n e   l o c k 	 Kb_j	 Kb:g	 %G-@#7H-	 B l o q u e o   t e l e f  n i c o 	 V e r r o u i l l a g e   t  l  p h o n e 	 T e l e f o n s p e r r e 	 ;>:8@>2:0  B5;5D>=0	 B l o c c o   d e l   t e l e f o n o 	 BAD  'DG'*A	 B l o q u e a r   o   t e l e f o n e 	 T e l e f o n   k i l i d i 	 K h  a   m  y 	 K u n c i   T e l p o n 	 K u n c i   t e l e f o n 	 +	K	(	  2	I			 T e l e f o n   L  s 	 U z a m 
e n    t e l e f o n u 	 B l o k a d a   t e l e f o n u 	 K  s z  l  k   z  r o l  s a 	 P u h e l i m e n   l u k i t u s 	 T e l e f o n s p e r r e 	 Z a m k n u t i e   t e l e f  n u 	 T e l e f o o n   b l o k k e r e n 	 T e l e f o n l  s 	 Z a k l j u 
a v a n j e   t e l e f o n a 	 B l o c a r e   t e l e f o n 	 T e l e f o n   Z a k l e n j e n 	   	   	 0:;NG20=5  =0  B5;5D>=0	 +	K	(	  2	I			 BAD  *DAF	 AHF  D'  ,&	   	 			  			 +
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N	 B l o q u e i g   d e l   t e l  f o n 	 V e r r o u i l l a g e   d u   t  l  p h o n e 	 S  m a l  s 	 B l o q u e o   d e l   t e l  f o n o 	 0:;CG8  B5;5D>=	 B l o q u e i o   d e   t e l e f o n e 	 Z a k l j u 
a v a n j e   t e l e f o n a 	 S e n o t l o l o   s a   f o u n u 	 L o c k   n g   t e l e p o n o 	 P h o n e   l o c k 	 B u d e w a n   t e l i h o n 	 T i t i   f   n    p a 	 "5;5D>=4K  10BB0C	 	 	 	 	 
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a v a n j e   t i p k o v n i c e 	 B l o c a r e   a u t o m a t   a   t a s t a t u r i i 	 S a m o d e j n o   Z a k l e p a n j e   T i p k o v n i c e 	     	         	 2B><0B8G=>  70:;NG20=5  =0  :;0280BC@0B0	 		K	  	@	*	G	!	  2	I			 BAD  .H/C'1  5A-G  CDJ/	 .H/  (.H/    ~  D'  (F/	     	 										  							  			 
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a v a n j e   t a s t a t u r e 	 E   i n o t l e l a   d i k o n o p o 	 A w t o   n a   l o c k   n g   k e y p a d 	 A u t o   k e y p a d   l o c k 	 B u d e w a n   a n i n i n   b u g u   n a   a t o m a t i c 	 T i t i   f   n    p a   l   f w y  	 2B>  A0=4K  ?5@=5B0B0=K  10BB0C	 	 	 	 	 
 
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 s l a 	 U s t a l o n e   p o Bc z e n i e 	 M e g a d o t t   h  v  s z  m   h  v  s a 	 K i i n t e    n u m e r o v a l i n t a 	 F a s t s a t t   o p p r i n g i n g 	 P o v o l e n    
 s l a 	 V a s t   k i e z e n 	 F a s t   u p p r i n g n i n g 	 F i k s n o   b i r a n j e 	 A p e l a r e   f i x 	 F i k s n o   K l i c a n j e 	   	   	 $8:A8@0=>  018@0=5	 +	?		M	8	M	!	  !	>	/	2		 4E'1G  1  +'(*	 E*9F  '&D	   	 									  					 (
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 	 8M%?0?C$  !>_2	 	 									  						 N  m r Yy 1a n 1n   d i s k i   	 V[d_	 M a r c a t g e   f i x 	 N u m  r o t a t i o n   f i x e 	 F a s t   n  m e r a v a l 	 M a r c a d o   f i j o 	 $8:A=>  18@0Z5	 D i s c a g e m   f i x a 	 F i k s n o   p o z i v a n j e 	 H o   d a e l a   h o   s a   f e t o h e n g 	 N a k a p i r m i n g   p a g - d i a l 	 F i x e d   d i a l 	 K a f a   b u g u 	 T  t    t i   o   w a   t  t  	 "75BV;35=  B5@C	 	 	 	 	 
 
 S T R _ M E N U 9 1 6 8 _ B A R R E D _ D A I L 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 B a r r e d   D i a l   M e n u . 	 B a r r e d   d i a l 	 P6Rd_	 P6RbS	 @%5H+I2!B#--	 M a r c a c i  n   b l o q u e a d a 	 C o m p o s i t i o n   i n t e r d i t e 	 G e s p e r r t e   E i n w a h l 	 0?@5I5==K9  =01>@	 D i g i t a z i o n e   e s c l u s a 	 -81  'D'*5'D	 M a r c a   o   b a r r a d a 	 E n g e l l i   a r a m a 	 L o i   t r   q u a y   s 	 P a n g g i l a n   t e r t o l a k 	 D a i l   d i s e k a t 	 +	?		M	8	M	!	  !	>	/	2	 	 B l o k e r e t   O p k a l d 	 B l o k o v a n    
 s l a 	 Z a k a z   p o Bc z e n i a 	 T i l t o t t   s z  m o k   h  v  s a 	 E s t e t t y   n u m e r o v a l i n t a 	 S p e r r e t   o p p r i n g i n g 	 Z a k  z a n    
 s l a 	 G e b l o k k e e r d   k i e z e n 	 B e g r  n s a d   u p p r i n g n i n g 	 O g r a n i 
e n o   b i r a n j e 	 A p e l a r e   r e s t r i c ci o n a t 	 I z v z e t o   K l i c a n j e 	   	   	 3@0=8G5=>  018@0=5	 ,	>	0	M	!	  !	>	/	2		 4E'1G  J1I  E-/H/4/G	 1H  /&    '&D	   	 							  			  					  	 !
>
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  



	   	 U k u d a y e l a   o k u v a l e l w e 	 U d a y e l o   o l u t h i n t e l w e y o 	 U z u i a j i   s i m u 	 S k a k e l   g e b l o k d e   n o m m e r s 	 D r a u d ~i a m a s   r i n k i m a s 	 B l o 7t i   z v a n i 	 H e l i s t a m i s p i i r a n g 	 1celaao~an  patapa~axt	   	 A p e l a r e   b a r a t 	 ,
>
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 	 ,>0  9K%?,>  !>_2	 	 			  			  						 Q a d a a   o l u n m u _  z Yn g l Yr 	 ]P6Rd_	 M a r c a t g e   r e s t r i n g i t 	 I n t e r d i c t i o n   d  a p p e l s 	  t i l o k a    n  m e r a v a l 	 M a r c a d o   b l o q u e a d o 	 01@0=5B>  18@0Z5	 D i s c a g e m   b a r r a d a 	 Z a b r a n j e n o   p o z i v a n j e 	 H o   d a e l a   h o   t h i b e t s w e 	 N a k a h a r a n g   a n g   p a g - d i a l 	 B a r r e d   d i a l 	 H a n n a   b u g u 	 T i   d  n    t  t    t i   o   w a   t  t  	 0BB0C;K  B5@C	 	 	 	 	 
 
 S T R _ M E N U 9 1 6 9 _ S I M _ L O C K 	 S e t t i n g 	 I C O N T E X T 	 P I N   L o c k   M e n u . 	 S I M   l o c k 	 S I M 	 S I M 	 %G-4!	 B l o q u e o   d e   S I M 	 V e r r o u i l l a g e   S I M 	 S I M - S p e r r e 	 ;>:.   S I M 	 S e r r a t u r a   d i   S I M 	 BAD  'D(7'B)	 B l o q u e a r   c a r t  o   S I M 	 S I M   k i l i d i 	 K h  a   S I M 	 K u n c i   S I M 	 K u n c i   S I M 	 8	?	.	  2	I			 S I M   L  s 	 U z a m 
e n    S I M 	 B l o k a d a   k a r t y   S I M 	 S I M   z  r o l  s a 	 S I M : n   l u k i t u s 	 S I M - s p e r r e 	 Z a m k n u t i e   S I M 	 S I M - l o c k 	 S I M - k o r t l  s 	 Z a k l j u 
a v a n j e   S I M 	 B l o c a r e   S I M 	 S I M   Z a k l e n j e n 	   S I M 	   S I M 	 0:;NG20=5  =0  !- :0@B0B0	 8	?	.	  2	I			 BAD  3E  '1*	 3E  D'  	   	 			  			 8
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	 8?.M  2>M	 ;>:C20==O  S I M - :0@B8	 


  


  

	   	 I l o k h i   y e - S I M 	 I l o k h   y e S I M 	 K i f u l i   c h a   S I M 	 S I M - s l o t 	 S I M   k o r t e l s   u ~r a k i n i m a s 	 S I M   b l o 7aa n a 	 S I M - l u k k 	 S I M - k  acelaaoxt	 S I M     	 B l o c a r e   S I M 	 S I M   2
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	 S I M   ,0K'	 	 			  			 S 0M   k i l i d l Yn i b 	 S I M aS	 B l o q u e i g   S I M 	 V e r r o u i l l a g e   d e   l a   c a r t e   S I M 	 S I M - k o r t a l  s 	 B l o q u e o   d e   S I M 	 0:;CG5=0  S I M   :0@B8G:0	 B l o q u e i o   d e   S I M 	 S I M   z a k l j u 
a v a n j e 	 S e n o t l o l o   s a   S I M 	 L o c k   n g   S I M 	 S I M   l o c k 	 B u d e w a n   S I M 	 T i   S I M   p a 	 S I M - :0@B0=K  10BB0C	 	 	 	 	 
 
 S T R _ M E N U 9 1 7 0 _ C H A N G E _ P A S S W O R D 	 S e t t i n g 	 I C O N T E X T 	 C h a n g e   P a s s w o r d   M e n u . 	 C h a n g e   p a s s w o r d 	 f[x	 f9e[x	 @%5H"#+1*H2	 C a m b i a r   c o n t r a s e  a 	 M o d i f i e r   l e   m o t   d e   p a s s e     	 K e n n w o r t    n d e r n 	 0@>;L  87<5=5=8O	 C a m b i a   p a s s w o r d 	 *:J1  CDE)  'DE1H1	 A l t e r a r   s e n h a 	 ^i f r e   d e i _t i r 	 i   m t   k h u 	 G a n t i   S a n d i 	 T u k a r   k a t a   l a l u a n 	 *	>	8	5	0	M	!	  ,	&	2	G			 S k i f t   K o d e 	 Z m n i t   h e s l o 	 Z m i e D  h a s Bo 	 J e l s z    m e g v  l t o z t a t  s a 	 V a i h d a   s a l a s a n a 	 E n d r e   p a s s o r d 	 Z m e n i e  h e s l o 	 W a c h t w o o r d   v e r a n d e r e n 	  n d r a   l  s e n o r d 	 I z m j e n a   l o z i n k e 	 S c h i m b a r e   p a r o l 	 S p r e m e n i   G e s l o 	   P a s s w o r d 	   	 !<5=8  0@>;0B0	 *	>	8	5	0	M	!	  ,	&	2	>		 *:1  01H'G	 ~'3  H1  (/D	   	 									  						 *

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  



	    	 S h i n t s h a   i p h a s i w e d i 	 T s h i n t s h a   i p a s w e d i 	 B a d i l i s h a   n y w i l a 	 W y s i g   w a g w o o r d 	 P a k e i s t i   s l a p t a ~o d /	 M a i n +t   p a r o l i 	 M u u d a   p a r o o l 	 Sxmel  carvaba|h	   	 M o d i f i c a r e   p a r o l 	 *
>
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	 *>8M,>0M!  *0?,0M$M$(  0(M$A	 	 							  								  				 P a r o l u   d Yy i _	 O9e[x	 C a n v i a   c o n t r a s e n y a 	 M o d i f i e r   m o t   d e   p a s s e 	 B r e y t a   l y k i l o r  i 	 C a m b i a r   c o n t r a s e  a 	 7<5=8  ;>78=:0	 A l t e r a r   s e n h a 	 P r o m e n i   l o z i n k u 	 F e t o l a   p h a s e w e t e 	 B a g u h i n   a n g   p a s s w o r d 	 C h a n g e   p a s s w o r d 	 C h a n j a   k a l m a r   a s i r i 	 Y i    r     g b a n i w l    p a d  	 ?8O  A74V  735@BC	 	 	 	 	 
 
 S T R _ M E N U 9 1 7 3 _ C P _ P H O N E _ L O C K 	 S e t t i n g 	 I C O N T E X T 	 C h a n g e   P h o n e   L o c k   M e n u . 	 P h o n e   p a s s w o r d 	 Kb_j[x	 Kb:g[x	 %G-@#7H-	 B l o q u e o   d e l   t e l  f o n o 	 V e r r o u i l l e r   l e   t  l  p h o n e 	 T e l e f o n s p e r r e 	 7<5=8BL  ?0@>;L	 p a s s w o r d   d e l   t e l e f o n o 	 BAD  CDE)  'DE1H1  ('DG'*A	 B l o q u e i o   d o   t e l e f o n e 	 T e l e f o n   k i l i d i 	 M t   k h u   m  y 	 K u n c i   T e l p o n 	 P e n g u n c i   t e l e f o n 	 +	K	(	  2	I			 T e l e f o n   L  s   K o d e 	 H e s l o   p r o   u z a m 
e n    t e l e f o n u 	 H a s Bo   b l o k a d y   t e l e f o n u 	 K  s z  l  k z  r o l  s   j e l s z a v a 	 P u h e l i m e n   l u k i t u s s a l a s a n a 	 E n d r e   s p e r r i n g s p a s s o r d 	 H e s l o   z a m k n u t i a   t e l e f  n u 	 T e l e f o o n s l o t 	 T e l e f o n l  s   l  s e n o r d 	 L o z i n k a   z a   z a k l j u 
a v a n j e   t e l e f o n a 	 B l o c a r e   t e l e f o n 	 G e s l o   T e l e f o n s k e   K l j u 
a v n i c e 	 P a s s w o r d     	   	 0@>;0  =0  70:;NG20=5  =0  B5;5D>=0	 +	K	(	  2	I		  *	>	8	5	0	M	!		 BAD  *DAF	 AHF  (F/  1F  H'D'  ~'3  H1	     	 			  			 +
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	    	 I p h a s i w e d i   y e f o n i 	 I p a s w e d i   y e f o w n i 	 N y w i l a   y a   s i m u 	 F o o n s l o t 	 T e l e f o n o   s l a p t a ~o d i s 	 T e l e f o n a   p a r o l e 	 T e l e f o n i   p a r o o l 	 @e|amx}k  carvaba|	   	 P a r o l   t e l e f o n 	 +
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 
 S T R _ M E N U 9 1 7 4 _ C P _ P I N 1 	 S e t t i n g 	 I C O N T E X T 	 C h a n g e   S I M   L o c k   M e n u . 	 C h a n g e   P I N 	 O9eP I N x	 O9eP I N x	 P I N 	 P I N 	 P I N 	 P I N 	 7<5=8BL  P I N 	 P I N 	 P I N 	 C  d i g o   P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 *	?	(		 P I N 	 P I N 	 K o d   P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N - k o d 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 	 I - P I N 	 I - P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N   	 P I N 	 P I N 	 *?(M	 	 P I N 	 P 0N 	 [x	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N 	 P I N - :>4	 	 	 	 	 
 
 S T R _ M E N U 9 1 7 5 _ C P _ P I N 2 	 S e t t i n g 	 I C O N T E X T 	 C h a n g e   P I N 2   M e n u . 	 C h a n g e   P I N 2 	 O9eP I N 2 x	 O9eP I N 2 x	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 7<5=8BL  P I N 2 	 P I N 2 	 P I N 2 	 C  d i g o   P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 *	?	(	  2  	 P I N 2 	 P I N 2 	 K o d   P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 - k o d 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N   2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 		 P I N 2 	 P I N 2 	 P I N 2 	 


2 	   2 	 I - P I N 2 	 I - P I N - 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N   2   	 P I N 2 	 P I N 2 	 *?(M2 	 	 P I N 2 	 P 0N 2 	 [x2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 P I N 2 	 2 - HV  P I N   :>4
 
 S T R _ D I F F _ P I N 	 S e t t i n g 	 P O P U P 	 P i n   c o d e s   D i f f e r e n t   S t r i n g . 	 D i f f e r e n t   P I N   c o d e s 	 P I N x
NvT	 P I N x
NvT	 #+1*  P I N   D!H#1	 C  d i g o s   P i n   d i f e r e n t e s 	 C o d e s   P I N   d i f f  r e n t s 	 A n d e r e   P I N - C o d e s 	  07=K5  P I N - :>4K  	 C o d i c i   P I N   d i v e r s i !   	 P I N   E.*DA	 C  d i g o s   P I N   d i f e r e n t e s 	 F a r k l 1  P I N   k o d l a r 1! 	 K h  c   m    P I N 	 k o d e   P I N   b e d a ! 	 K o d   P I N   b e r l a i n a n 	 -	?	(	M	(	  *	?	(	  	K	!		 F o r s k e l l i g e   P I N   K o d e r ! 	 	 	 E l t  r Q  P I N - k  d o k 	 	 	 	 V e r s c h i l l e n d e   P I N - c o d e s 	 	 	 C o d u r i l e   P I N   n u   c o r e s p u n d 	 	 	   P I N   	 	 5	G		5	G		3	G	  *	?	(	  	K	!	  ! 	 1E2G'I  E.*DA  (1'I  P I N 	 ! E.*DA  ~F  H3	     	 							  			  				 
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  



  


  




	      	 A m a k h o d i   e - P I N   a h l u k e n e 	 I i P I N   k h o w u d i   e z o h l u k e n e y o 	 M i s i m b o   t o f a u t i   y a   P I N 	 V e r s k i l l e n d e   P I N - k o d e s 	 S k i r t i n g i   P I N   k o d a i 	 A t a7i r +g i   P I N   k o d i 	 E r i n e v a d   P I N - k o o d i d 	 Oabe  P I N   nanoace	   P I N   	 C o d u r i   P I N   d i f e r i t e 	 5
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NT[x	 C o d i s   P I N   d i f e r e n t s 	 D i f f  r e n t s   P I N   s a i s i s 	  l  k   P I N - n  m e r 	 C  d i g o s   P I N   d i f e r e n t e s 	  07;8G=8  P I N - :>4>28	 C  d i g o s   P I N   d i f e r e n t e s 	 R a z l i 
i t i   P I N   k o d o v i 	 D i - P I N   k h o u t u   d i   f a p a n e 	 M a g k a k a i b a n g   m g a   P I N   c o d e 	 D i f f e r e n t   P I N   c o d e s 	 A s i r i n   P I N   d a b a m d a b a m 	 K   d    P I N   t i   o   y  t  	 @B@;V  P I N   :>4B0@
 
 S T R _ I D _ P I N _ N O T _ S U P P O R T 	 S e t t i n g 	 P O P U P 	 F a i l u r e   m e s s a g e   S t r i n g . 	 P I N   n o t   s u p p o r t e d 	 P I N 
N/ec	 P I N 
N/ec	 D!H#-#1  P I N 	 P I N   n o   c o m p a t i b l e 	 P I N   n o n   s u p p o r t  	 P I N   n i c h t   u n t e r s t  t z t 	 P I N - :>4  =5  8A?>;L7C5BAO	 P I N   n o n   s u p p o r t a t o 	 P I N     D'  J/9E	 C  d i g o   P I N   n  o   s u p o r t a d o 	 P I N   d e s t e k l e n m i y o r   	 P I N   k h  n g   h   t r 	 P I N   t i d a k   d i d u k u n g 	 P I N   t i d a k   d i s o k o n g 	 *	?	(	  8	.	0	M	%	?	$	  (	9	@			 	 	 	 N e m   t  m o g a t o t t   P I N 	 	 	 	 P I N   n i e t   o n d e r s t e u n d 	 	 	 C o d u l   P I N   n u   e s t e   a c c e p t a t 	 	 	 P I N     	 	 *	?	(	  *	A	7	M		@	&	>		2	    	0	$	  (	>	9	@	  ! 	 P I N   ~4*J('FI  F4/G	 ! ~F  -E'*  'A*  F  	     P I N 	 			  							  		  	 *
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	   	 I - P I N   a y i s a p h o t h i w e 	 I - P I N   a y i x h a s w a n g a 	 P I N   h a i k u b a l i w i 	 P I N   n i e   o n d e r s t e u n   n i e 	 N e p a l a i k o m a s   P I N 	 P I N   n a v   a t b a l s t +t s 	 P I N   t o e t u s e t a 	 P I N - h  pataerelk  yg	 P I N           	 P I N   n e a c c e p t a t 	 P I N   *
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N/ec[x	 P I N   n o   a d m  s 	 P I N   n o n   p r i s   e n   c h a r g e 	 P I N   e k k i   s t u t t 	 P I N   n o   s o p o r t a d o 	 P I N - :>4>B  =5  5  ?>44@60=	 P I N   n  o   a c e i t o 	 P I N   n i j e   p o d r ~a n 	 P I N   h a   e   t s h e h e t s w e 	 H i n d i   s u p o r t a d o   a n g   P I N 	 P I N   n o t   s u p p o r t e d 	 B a  a   k a r f a f a   d a   P I N   b a 	 K    ce    t  l y  n   f u n   P I N 	 P I N   :>4K  >;40CAK7
 
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	 &_>0?  ?     8M_>  &M,>0>  ,&3>,G	 	 							  			  			  							  						  ?   				  				 L  t f Yn ,   ?   i _a r Ys i n i   r Yq Ym l Y  d Yy i _i n   	 ˊNxeW[SN? 	 S u b s t i t u  u   ?   p e r   u n   d  g i t 	 V e u i l l e z   r e m p l a c e r   l e   ?   p a r   u n   c h i f f r e 	 S k i p t u    t   ?   f y r i r   t  l u 	  R e e m p l a z a r ?   p o r   u n   d  g i t o 	   0<5=5B5  3>  ? A>  F8D@0	 S u b s t i t u i r   ?   p o r   u m   d  g i t o 	 Z a m e n i t e   ?   c i f r o m 	 K a   k o p o   t l o s a   ?   k a   d i j i t i 	 P a k i   p a l i t a n   a n g   ?   n g   i s a n g   n u m e r o 	 P l e a s e   r e p l a c e   ?   w i t h   a   d i g i t 	 G a   d a m a   a   m a y a r   d a   s h i ?   A d a d i   d a g a   s i f i r i   z u w a   t a r a 	 J  w   d  p    ?   p l u   o n  - n m b a   k a n 	 ?   15;3V=V  A0=<5=  0CKABK@KK7
 
 S T R _ M E N U 9 1 7 7 _ A K P L _ O F F 	 S e t t i n g 	 T W O S T A T E 	 O f f   O p t i o n   F o r   A u t o K e y P a d L o c k   O p t i o n . 	 N o n e 	 ܕ	 sQ	 D!H!5	 N i n g u n o 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'  JH,/	 N e n h u m 	 H i  b i r i 	 T t 	 T a k   a d a 	 T i a d a 	 	K		  (	9	@		 	 I n g e n 	 } d n  	 {a d e n 	 N i n c s 	 E i   m i k   n 	 I n g e n 	 }i a d n y 	 G e e n   n u m m e r 	 I n g e t 	 N i at a 	 N i c i o d a t 	 N o b e d e n 	 	 	 O<0	 	>	9	@	9	@	  (	>	9	@		 G	   (  F	 ,   	 						  			 
K

  (
9
@
	 &@>&A	 5<0T	 


  



	   	 L u t h o 	 A k u k h o   n a n y e 	 B i l a 	 G e e n 	 N i e k o 	 N e v i e n s 	 P u u d u b 	 Hy  teoh	 	 N i c i u n a 	 
(
M
(
A
.
?
2
M
2
	 ??(A9G	 	 			  				 H e    k i m 	 !q	 C a p 	 A u c u n 	 E k k e r t 	 N i n g u n o 	 8HB>	 n e n h u m 	 N i at a 	 H a   e y o 	 W a l a 	 N o n e 	 B a   w a n i 	 K    s    n k a n k a n 	 >
 
 S T R 9 1 7 8 _ A K P L _ T I M E _ 5 	 S e t t i n g 	 T W O S T A T E 	 T i m e   5   S e c   F o r   A u t o   K e y P a d   L o c k . 	 5   s e c 	 5 y	 5 y	 5   '425	 5   s e g 	 5   s e c 	 5   S e k . 	 5   A5:. 	 5   s e c .   	 5   +'FJ)	 5   s e g 	 5   s a n i y e 	 5   g i  y 	 5   d e t i k 	 5   s a a t 	  5   8	G		G		!	 	 5   s e k . 	 5   s e c . 	 5   s e k . 	 5   m p 	 5   s 	 5   s e k . 	 5   s e k . 	 5   s e c 	 5   s e k . 	 5   s e k u n d i 	 5   s e c . 	 5   s e k . 	 5   . 	 5   	 5   A5:	 5   8	G	. 	 5   +'FJG	 5   s e c . 	 5   	 	  								 5   8

?
p

	 5   8F(M2A	 5   A	 5   





	 5   	 5   s e c 	 I m z w   e m i - 5 	 S e k   5 	 5   s e k 	 5   s e k . 	 5   s e k . 	 5   s e k 	 5   ~o	 5   	 5   s e c 	 5   8
F
	 5   8GG#M!	 	 5   								 5   s 	 5 y	 5   s e g . 	 5   s e c o n d e s 	 5   s e k . 	 5   s e g 	 5   A5:C=48	 5   s e g u n d o s 	 5   s e k 	 M e t s n   e   5 	 5   s e g 	 5   s e c 	 s e k   5 	  cj  -   y    5 	 5   A5:
 
 S T R 9 1 7 8 _ A K P L _ T I M E _ 1 5 	 S e t t i n g 	 T W O S T A T E 	 T i m e   1 5   S e c   F o r   A u t o   K e y P a d   L o c k . 	 1 5   s e c 	 1 5 y	 1 5 y	 	 	 	 	 1 5   A5:	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R 9 1 7 8 _ A K P L _ T I M E _ 3 0 	 S e t t i n g 	 T W O S T A T E 	 T i m e   3 0   S e c   F o r   A u t o   K e y P a d   L o c k . 	 3 0   s e c 	 3 0 y	 3 0 y	 3 0   '425	 3 0   s e g 	 3 0   s e c 	 3 0   S e k . 	 3 0   A5:. 	 3 0   s e c .   	 3 0   +'FJ)	 3 0   s e g 	 3 0   s a n i y e 	 3 0   g i  y 	 3 0   d e t i k 	 3 0   s a a t 	  3 0   8	G		G		!	 	 3 0   s e k . 	 3 0   s e c . 	 3 0   s e k . 	 3 0   m p 	 3 0   s 	 3 0   s e k . 	 3 0   s e k . 	 3 0   s e c 	 3 0   s e k . 	 3 0   s e k u n d i 	 3 0   s e c . 	 3 0   s e k . 	 3 0   . 	 3 0   	 3 0   A5:. 	 3 0   8	G	. 	 3 0   +'FJG	 3 0   s e c . 	 3 0   	 		  								 3 0   8

?
p

	 3 0   8F(M2A	 3 0   A	 3 0   





	 3 0   	 3 0   s e c 	 I m z w   e l i - 3 0 	 S e k   3 0 	 3 0   s e k 	 3 0   s e k . 	 3 0   s e k . 	 3 0   s e k 	 3 0   ~o	 3 0   	 3 0   s e c 	 3 0   8
F
	 3 0   8GG#M!	 	 	 3 0   s 	 3 0 y	 3 0   s e g . 	 3 0   s e c o n d e s 	 3 0   s e k . 	 3 0   s e g 	 3 0   A5:C=48	 3 0   s e g u n d o s 	 3 0   s e k 	 M e t s n   e   3 0 	 3 0   s e g 	 3 0   s e c 	 s e k   3 0 	  cj  -   y    3 0 	 3 0   A5:
 
 S T R 9 1 7 8 _ A K P L _ T I M E _ 6 0 	 S e t t i n g 	 T W O S T A T E 	 T i m e   6 0   s e c   F o r   A u t o   K e y P a d   L o c k . 	 1   m i n 	 1 R	 1 R	 1   25	 1   m i n 	 1   m i n 	 1   M i n . 	 1   <8=. 	 1   m i n .   	 1   /BJB)	 1   m i n 	 1   D a k i k a 	 1   p h  t 	 1   m e n i t 	 1   m i n 	  1   .	?	(		 	 1   m i n . 	 1   m i n . 	 1   m i n . 	 1   p e r c 	 1   m i n 	 1   m i n . 	 1   m i n . 	 1   m i n 	 1   m i n . 	 1   m i n u t a 	 1   m i n . 	 1   m i n . 	 1   . 	 1   m i n 	 1   <8=. 	 1   .	?	. 	 1   /BBG	 1   m i n . 	 1   	 	  					  	 1   .
?
p

	 1   (?.?7	 1   E2. 	 1   




	 1   	 1   m i n 	 U m z   o - 1 	 D a k i k a   1 	 1   m i n 	 1   m i n . 	 1   m i n 	 1   m i n 	 1   xze	 1   	 1   m i n 	 1   .
?
	 1   .?(?M	 	 1   						 1   d Yq 	 1 R	 1   m i n . 	 1   m i n . 	 1   m  n . 	 1   m i n 	 1   <8=CB0	 1   m i n 	 1   m i n 	 M o t s   o   1 	 1   m i n 	 1   m i n 	 m i n   1 	  cj    1 	 1   <8=
 
 S T R 9 1 7 8 _ A K P L _ T I M E _ 2 	 S e t t i n g 	 T W O S T A T E 	 T i m e   5   M i n   F o r   A u t o   K e y P a d   L o c k . 	 5   m i n 	 5 R	 5 R	 5   25	 5   m i n 	 5   m i n 	 5   M i n . 	 5   <8=. 	 5   m i n .   	 5   /B'&B	 5   m i n 	 5   D a k i k a 	 5   p h  t 	 5   m e n i t 	 5   m i n 	  5   .	?	(		 	 5   m i n . 	 5   m i n . 	 5   m i n . 	 5   p e r c 	 5   m i n 	 5   m i n . 	 5   m i n . 	 5   m i n 	 5   m i n . 	 5   m i n u t a 	 5   m i n . 	 5   m i n . 	 5   . 	 5   m i n 	 5   <8=. 	 5   .	?	. 	 5   /BBG	 5   m i n . 	 5   	 	  					  	 5   .
?
p

	 5   (?.?7	 5   E2. 	 5   




	 5   	 5   m i n 	 I m i z   e m i - 5 	 D a k i k a   5 	 5   m i n 	 5   m i n . 	 5   m i n 	 5   m i n 	 5   xze	 5   	 5   m i n 	 5   .
?
	 5   .?(?M	 	 	 5   d Yq 	 5 R	 5   m i n . 	 5   m i n . 	 5   m  n . 	 5   m i n 	 5   <8=CB8	 5   m i n 	 5   m i n 	 M e t s   e   5 	 5   m i n 	 5   m i n 	 m i n   5 	  cj    5 	 5   <8=
 
 S T R _ E N A B L E _ P I N 	 S e t t i n g 	 P O P U P 	 E n a b l e   P I N   L o c k   S t r i n g . 	 S I M   l o c k   m u s t   b e   e n a b l e d 	 S I M __UR	 S I M _{o;m	 D!HDI@4C
I  P I N 	 P I N   n o   h a b i l i t a d o 	 P I N   n o n   a c t i v  	 P I N   n i c h t   a k t i v i e r t 	 5>1E>48<>  0:B82.   1;>:.   S I M 	 L a   S e r r a t u r a   d i   S I M   d e v e   e s s e r e   a t t i v a t a !   	 EF  'DD'2E  *F4J7  BAD  P I N 	 P I N   n  o   a c t i v a d o 	 P I N   e t k i n   d e i l 	 K h  a   P I N   p h i   c   k  c h   h o t 	 K u n c i   P I N   h a r u s   d i a k t i f k a n 	 P I N   t i d a k   d i d a y a k a n 	 *	?	(	  8	.	0	M	%	?	$	  (	9	@			 P I N   L  s   S k a l   V  r e   A k t i v e r e t 	 P I N   z  m e k   m u s    b  t   a k t i v o v  n ! 	 B l o k a d a   k o d u   P I N   m u s i   b y   u r u c h o m i o n a ! 	 E n g e d  l y e z n i   k e l l   a   S I M   z  r o l  s  t ! 	 P I N : n   l u k i t u k s e n   o n   o l t a v a   k  y t  s s  ! 	 P I N - s p e r r e   m    a k t i v e r e s 	 Z a m k n u t i e   P I N   m u s    b y e  a k t  v n e ! 	 P I N   n i e t   g e a c t i v e e r d 	 P I N - k o d l  s   m  s t e   a k t i v e r a s ! 	 M o r a   b i t i   o m o g u e n o   P I N   z a k l j u 
a v a n j e !   	 C o d u l   P I N   n u   a   f o s t   a c t i v a t 	 Z a k l e p a n j e   P I N   M o r a   B i t i   O m o g o 
e n o ! 	             P I N 	 P I N     	 "@O120  40  A5  70459AB20  70:;NG20=5B>  =0  P I N 	 *	?	(	  2	I		  8	.	0	M	%	  5	M	9	>	/	2	>		  *	>	9	?		G	  ! 	 P I N   A9'D  F4/G  '3*	 ~F  D'  61H1  F'A0  HF'  '	         	 			  						  			  					 *
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a v a n j e   s e   m o r a   a k t i v i r a t i 	 S e n o t l o l o   s a   S I M   s e   t l a m e h a   h o   b u l e l w a 	 D a p a t   a y   g u m a g a n a   a n g   l o c k   n g   S I M 	 S I M   l o c k   m u s t   b e   e n a b l e d 	 D o l e   S I M   y a   i y a   k u l l e w a 	 O   g b d    m    t  t i   S I M   p a   ci c	 S I M - :0@B0=K  10BB0C  >AK;C  065B
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 s e l 	 S p i s   u s t a l o n e g o   p o Bc z e n i a 	 M e g a d o t t   h  v  s z  m o k   l i s t  j a 	 K i i n t e    n u m e r o v a l i n t a l u e t t e l o 	 F a s t s a t t   o p p r i n g i n g s l i s t e 	 Z o z n a m   p o v o l e n  c h   
 s e l 	 V a s t e   k i e s l i j s t 	 F a s t   u p p r i n g n i n g s l i s t a 	 P o p i s   z a   f i k s n o   b i r a n j e 	 L i s t   a p e l a r e   f i x 	 I m e n i k   F i k s n i h   K l i c a n j 	     	     	 !?8AJ:  =0  D8:A8@0=8B5  =018@0=8O	 +	?		M	8	M	!	  !	>	/	2	  2	?	8	M			 AG13*  4E'1G  G'I  +'(*	 E*9F  '&D    A13*	     	 						  					  							 !
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	 8M%?0?C$  !>_2  $>2?>	 	 									  					  							 N  m r Yy 11l a n   d i s k i n   s i y a h 1s 1	 V[d_nU	 L l i s t a   m a r c a t g e   f i x 	 L i s t e   d e s   a p p e l s   f i x e s 	 L i s t i   f a s t s   n  m e r a v a l s 	 L i s t a   d e   m a r c a d o   f i j o 	 !?8A>:  70  D8:A=>  18@0Z5	 L i s t a   d e   d i s c a g e m   f i x a 	 L i s t a   f i s k n o g   p o z i v a n j a 	 L e n a n e   l a   h o   d a e l a   h o   s a   f e t o h e n g 	 N a k a p i r m i n g   l i s t a h a n   n g   p a g - d i a l 	 F i x e d   d i a l   l i s t 	 K a f a   t s a r i n   b u g u     	  k  j   t  t    t i   o   w a   t  t  	 "75BV;35=  B5@C  BV7V<V
 
 S T R _ S E T T I N G _ F D L _ M O D E 	 S e t t i n g 	 I C O N T E X T 	 F i x e d   D i a l   M o d e   O p t i o n . 	 M o d e 	 !j_	 !j_	 B+!	 M o d o 	 M o d e 	 M o d u s 	  568<	 M o d a l i t  	 'D4CD	 M o d o 	 M o d 	 C h   	 M o d e 	 M o d 	 .	K	!		 T i l s t a n d 	 R e ~i m 	 T r y b 	 M  d 	 K  y t t  t a p a 	 M o d u s 	 R e ~i m 	 M o d u s 	 L  g e 	 N a 
i n   r a d a 	 M o d 	 N a 
i n 	 	 	  568<	 .	K	!		 -'D*	 EH	 	 				 .
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	 .K!M	  568<	 

	 	 I m o d i 	 I m o 	 M o d i 	 M o d u s 	 R e ~i m a s 	 R e ~+m s 	 R e ~i i m 	 Lejkt	 	 M o d 	 .
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	 .K!	 	 				 R e j i m 	 !j_	 M o d e 	 M o d e 	 S t i l l i n g a r 	 M o d o 	  568<	 M o d o 	 R e ~i m 	 M o k g w a 	 M o d a 	 M o d e 	 W u r i n 	 I p  	 9
 
 S T R _ N O _ F D L 	 S e t t i n g 	 P O P U P 	 S I M   C a r d   N o t   S u p p o r t   M e s s a g e . 	 S I M   c a r d   n o t   s u p p o r t e d 	 S I M aS
N/ec	 S I M aS
N/ec	 D!H#-#1	 N o   a d m i t i d o 	 N o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t 	 5?>445@68205<0O  S I M - :0@B0	 S c h e d a   S I M   n o n   s u p p o r t a t a   !   	 'D(7'B)  D'  */9E	 N  o   s u p o r t a d o 	 D e s t e k l e n m i y o r 	 S I M   k h  n g   h   t r 	 K a r t u   S I M   t a k   d i d u k u n g ! 	 T i d a k   d i s o k o n g 	 8	.	0	M	%	?	$	  (	9	@			 S I M   K o r t   E j   U n d e r s t  t t e t 	 K a r t a   S I M   n e n    p o d p o r o v  n a ! 	 K a r t a   S I M   n i e   o b s Bu g i w a n a ! 	 N e m   t  m o g a t o t t   S I M   k  r t y a ! 	 S I M - k o r t t i   e i   t u e t t u ! 	 S I M - k o r t   i k k e   s t  t t e t ! 	 S I M   k a r t a   n e p o d p o r o v a n  ! 	 N i e t   o n d e r s t e u n d 	 S I M - k o r t   s t  d j e s   e j ! 	 S I M   k a r t i c a   n i j e   p o d r ~a n a ! 	 N e a c c e p t a t 	 S I M   K a r t i c a   N i   P o d p r t a ! 	         S I M 	   	  568<	 8	?	.	  	>	0	M	!	  8	*	K	0	M		  	0	$	  (	>	9	@	  ! 	 ~4*('F  F4/G  '3*	 ! 3E  '1  -E'*  F  11'	       	 							  			 8
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	     	 I - S I M   k h a d i   a y i s a p h o t h i w e 	 I - S I M   k h a d i   a y i x h a s w a n g a 	 S I M   k a d i   h a i k u b a l i w i 	 N i e   o n d e r s t e u n   n i e 	 S I M   k o r t e l   n e p a l a i k o m a 	 S I M   k a r t e   n a v   a t b a l s t +t a 	 S I M - k a a r t   t o e t u s e t a 	 S I M   ah  pataerelk  yg	 S I M         	 C a r t e l   S I M   n e a c c e p t a t 	 S I M   
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N/ecS I M aS	 T a r g e t a   S I M   n o   a d m e s a 	 C a r t e   S I M   n o n   p r i s e   e n   c h a r g e 	 S t y  u r   e k k i   S I M - k o r t 	 T a r j e t a   S I M   n o   s o p o r t a d a 	 S I M - :0@B8G:0B0  =5  5  ?>44@60=0	 C a r t  o   S I M   n  o   a c e i t o 	 S I M   k a r t i c a   n i j e   p o d r ~a n a 	 S I M   k a r e t e   h a   e   t s h e h e t s w e 	 H i n d i   s u p o r t a d o   a n g   S I M   c a r d 	 S I M   c a r d   n o t   s u p p o r t e d 	 B a a   m i n c e   d a   k a t i   S I M   b a 	 K    ce    t  l y  n   f u n   k   d    S I M 	 S I M - :0@B0  >;40CAK7
 
 S T R _ S E T T I N G _ B D L _ L I S T 	 S e t t i n g 	 I C O N T E X T 	 B a r r e d   D i a l   L i s t   o p t i o n . 	 B a r r e d   d i a l   l i s t 	 P6Rd_nU	 P6RbSRh	 #2"2#@%5H+I2!B#--	 L i s t a   d e   m a r c a c i  n   b l o q u e a d a 	 L i s t e   d e s   n u m  r o s   i n t e r d i t s 	 G e s p e r r t e   E i n w a h l l i s t e 	 0?@5I5==K9  A?8A>:  =01>@0	 E l e n c o   d e l l e   d i g i t a z i o n i   e s c l u s e 	 B'&E)  'D'1B'E  E-8H1)	 L i s t a   d e   m a r c a   o   b a r r a d 	 E n g e l l i   a r a m a   l i s t e s i 	 D a n h   s  c h   l o i   t r   q u a y   s 	 D a f t a r   P a n g g i l a n   T e r t o l a k 	 S e n a r a i   d a i l   d i h a l a n g 	 0	K	'	?	$	  !	>	/	2	  8	B		@		 B l o k e r e t   O p k a l d s   L i s t e 	 S e z n a m   b l o k o v a n  c h   
 s e l 	 S p i s   z a k a z a n y c h   p o Bc z e D	 T i l t o t t   s z  m o k   l i s t  j a 	 E s t e t t y   n u m e r o v a l i n t a l u e t t e l o 	 S p e r r e t   o p p r i n g i n g s l i s t e 	 Z o z n a m   b l o k o v a n  c h   
 s e l 	 G e b l o k k e e r d e   k i e s l i j s t 	 S p  r r a d   u p p r i n g n i n g s l i s t a 	 P o p i s   z a   o g r a n i 
e n o   b i r a n j e 	 L i s t   a p e l a r e   r e s t r i c ci o n a t 	 I m e n i k   I z v z e t i h   K l i c a n j 	     	     	 !?8AJ:  3@0=8G5=8  018@0=8O	 ,	>	0	M	!	  !	>	/	2	  2	?	8	M			 AG13*  4E'1G  J1I  E-/H/4/G	 EHBHA  '&D  A13*	     	 							  			  							  						  	 0
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	     	 U h l u   l o k u d a y e l a   o k u v a l e l w e 	 U l u h l u   l o d a y e l o   o l u t h i n t e l w e y o 	 O r o d h a   i l i o z u i l i w a   y a   s i m u 	 L y s   g e b l o k d e   n o m m e r s 	 D r a u d ~i a m o   r i n k i m o   s r a aa s 	 B l o 7t o   z v a n u   s a r a k s t s 	 P i i r a n g u g a   n u m b r i t e   l o e n d 	 1celaao~an  patapa~atav  avo	     	 L i s t   a p e l a r e   b a r a t 	 ,
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	 ,>0  9K%?,>  !>_2  $>2?>	 	 					  						  			  			  					 Q a d a a   o l u n m u _  t e l e f o n   s i y a h 1s 1	 P6Rd_nU	 L l i s t a   m a r c a t g e   r e s t r i n g i t 	 L i s t e   d e s   a p p e l s   i n t e r d i t s 	 L i s t i    t i l o k a  s   n  m e r a v a l s 	 L i s t a   d e   m a r c a d o   b l o q u e a d o 	 !?8A>:  =0  701@0=5B>  18@0Z5	 L i s t a   d e   d i s c a g e m   b a r r a d a 	 L i s t a   z a b r a n j e n o g   p o z i v a n j a 	 L e n a n e   l a   h o   d a e l a   h o   t h i b e t s w e n g 	 L i s t a h a n   n g   n a k a h a r a n g   s a   p a g - d i a l 	 B a r r e d   d i a l   l i s t 	 T s a r i n   b u g u n   d a   a n   h a n a 	 T i   d  n     k  j   t  t    t i   o   w    t  t  	 0BB0;0=  B5@C  BV7V<V
 
 S T R _ S E T T I N G _ B D L _ M O D E 	 S e t t i n g 	 I C O N T E X T 	 B a r r e d   D i a l   M o d e   O p t i o n . 	 M o d e 	 !j_	 !j_	 '45	 M o d o 	 M o d e 	 M o d u s 	  568<	 M o d a l i t  	 'D4CD	 M o d o 	 M o d 	 C h   	 M o d e 	 M o d 	 .	K	!		 T i l s t a n d 	 R e ~i m 	 T r y b 	 M  d 	 K  y t t  t a p a 	 M o d u s 	 R e ~i m 	 M o d u s 	 L  g e 	 N a 
i n   r a d a 	 M o d 	 N a 
i n 	 	 	  568<	 .	K	!		 -'D*	 EH	 	 				 .
K
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	 .K!M	  568<	 

	 	 I m o d i 	 I m o 	 M o d i 	 M o d u s 	 R e ~i m a s 	 R e ~+m s 	 R e ~i i m 	 Lejkt	 	 M o d 	 .
K
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M
	 .K!	 	 				 R e j i m 	 !j_	 M o d e 	 M o d e 	 S t i l l i n g a r 	 M o d o 	  568<	 M o d o 	 R e ~i m 	 M o k g w a 	 M o d a 	 M o d e 	 W u r i n 	 I p  	 9
 
 S T R _ S E T T I N G _ S O S 	 S e t t i n g 	 R S K 	 R S K   a s s o c i a t e d   w i t h   D r o p   e m e r g e n c y   C a l l . 	 S O S 	 }%`	 '}%`	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 7H'1&	 S O S 	 S O S 	 S O S 	 D a r u r a t 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 A l a r m 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 8	I	8		 /1.H'3*  CEC	 S O S 	 	 S O S 	 
8


8
	 8M8M	 S O S 	 S O S 	  	 I - S O S 	 I - S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	   	 S O S 	 S O S 	 S O S 	 	 S O S 	 S O S 	 BlQe_x	 S O S 	 S O S 	 S O S 	 S O S 	 !!	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 
 
 S T R _ S E T T I N G _ S I M _ L O C K 	 S e t t i n g 	 P O P U P 	 S I M   L o c k e d . 	 S I M   l o c k e d 	 S I M   aS]	 S I M   aS]	 4!9%G-	 S I M   b l o q u e a d a 	 S I M   v e r r o u i l l  	 S I M   g e s p e r r t 	 S I M   701;>:. 	 S I M   b l o c c a t o !   	 'D(7'B)  E:DB)	 C a r t  o   S I M   b l o q u e a d o 	 S I M   k i l i t l i 	 S I M      k h  a 	 S I M   T e r k u n c i ! 	 S I M   d i k u n c i 	 8	?	.	  ,		&	  	?	/	>	  	/	>		 S I M   L  s t ! 	 S I M   u z a m 
e n a ! 	 K a r t a   S I M   z a b l o k o w a n a ! 	 S I M   z  r o l v a ! 	 S I M   l u k i t t u 	 S I M   s p e r r e t ! 	 S I M   u z a m k n u t  ! 	 S I M   g e b l o k k e e r d 	 S I M - k o r t l  s ! 	 S I M   k a r t i c a   z a k l j u 
a n a ! 	 S I M   b l o c a t 	 S I M   Z a k l e n j e n ! 	 S I M   ! 	 S I M   	 !- :0@B0B0  5  70:;NG5=0! 	 8	?	.	  2	I		  	>	2	G	  ! 	 S I M   BAD  4/	 ! 3E  (F/	 S I M   	 			  		  			  					  	 8
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.
  8
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! 	 8?.M  2>M!M	 S I M   :0@B0  701;>:>20=0! 	 


  


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  	     	 I - S I M   i l o k h i w e 	 I - S I M   i t s h i x i w e 	 S I M   i m e f u n g w a 	 S I M   g e s l u i t 	 S I M   k o r t e l   u ~r a k i n t a 	 S I M   b l o 7t a 	 S I M   l u k u s t a t u d 	 S I M - h  acelaao~an  g	 S I M     	 S I M   b l o c a t 	 S I M   2
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	 S I M   ,0K'?$	 	 			  		  			  					 S 0M   k i l i d l Yn i b 	 S I M aS]
N	 S I M   b l o q u e j a t 	 C a r t e   S I M   v e r r o u i l l  e 	 S I M - k o r t i    e r   l  s t 	 S I M   b l o q u e a d a 	 0:;CG5=0  S I M   :0@B8G:0	 S I M   b l o q u e a d o 	 S I M   z a k l j u 
a n 	 S I M   e   n o t l e t s w e 	 N a k a - l o c k   a n g   S I M 	 S I M   l o c k e d 	 A n   k u l l e   S I M 	 T i   S I M   p a 	 S I M - :0@B0=K  10BB0C
 
 S T R _ S E T T I N G _ S I M _ U N L O C K 	 S e t t i n g 	 P O P U P 	 S I M   U n L o c k e d . 	 S I M   u n l o c k e d 	 S I M   aS]㉖	 S I M   aS]	 %%G-4!A%I'	 S I M   d e s b l o q u e a d a 	 S I M   d  v e r r o u i l l  	 S I M   e n t r i e g e l t 	 S I M   @071;>:. 	 S I M   s b l o c c a t o !   	 'D(7'B)  EA*H-)	 C a r t  o   S I M   b l o q u e a d o 	 S I M   k i l i t l i   d e i l 	 S I M      m   	 S I M   T e r b u k a ! 	 S I M   d i b u k a   k u n c i 	 8	?	.	  	K	2	>	  	/	>	   	 S I M   L  s t   O p ! 	 S I M   o d e m 
e n a ! 	 K a r t a   S I M   o d b l o k o w a n a ! 	 S I M   f e l o l d v a ! 	 S I M : n   l u k i t u s   a v a t t u ! 	 S I M    p n e t ! 	 S I M   o d o m k n u t  ! 	 S I M   g e d e b l o k k e e r d 	 S I M - k o r t    r   u p p l  s t ! 	 S I M   k a r t i c a   o t k l j u 
a n a ! 	 S I M   d e b l o c a t 	 S I M   N i   Z a k l e n j e n ! 	 S I M   ! 	 S I M   	 !- :0@B0B0  5  >B:;NG5=0! 	 8	?	.	  2	I		  	>	2	G	  (	>	9	@	  ! 	 S I M   BAD  4'JI  4/	 ! 3E  D'  H'	 S I M     	 			  				  			  					  	 8
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.
  
8
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! 	 8?(M  (M  2>M!M	 S I M   :0@B0  @>71;>:>20=0! 	 





  


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	      	 I - S I M   i v u l i w e 	 I - S I M   a y i t s h i x w a n g a 	 S I M   i m e f u n g u l i w a 	 S I M   o n t s l u i t 	 S I M   k o r t e l   a t r a k i n t a 	 S I M   a t b l o 7t a 	 S I M   v a b a s t a t u d 	 S I M - k  acelaaoxth  pav~an  g	 S I M     	 S I M   d e b l o c a t 	 S I M   
#
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  
/
?
	 S I M   (,0G>'?$	 	 				  		  							 S 0M   a  1l 1b 	 S I M aS]㉖	 S I M   d e s b l o q u e j a t 	 C a r t e   S I M   d  v e r r o u i l l  e 	 S I M - k o r t i    e r   o p i  	 S I M   d e s b l o q u e a d a 	 B:;CG5=0  S I M   :0@B8G:0	 S I M   d e s b l o q u e a d o 	 S I M   o t k l j u 
a n 	 S I M   e   n o t l o l o t s w e 	 H i n d i   n a k a - l o c k   a n g   S I M 	 S I M   u n l o c k e d 	 A n   b u d e   S I M 	 T i   c   S I M   s  l  	 S I M - :0@B0=K  0HC
 
 S T R _ S E T T I N G _ P H O N E _ L O C K 	 S e t t i n g 	 P O P U P 	 P h o n e   L o c k e d . 	 P h o n e   l o c k e d 	 Kb_j]	 Kb:g]	 @#7H-9%G-	 T e l  f o n o   b l o q u e a d o 	 T  l  p h o n e   v e r r o u i l l  	 T e l e f o n   g e s p e r r t 	 "5;.   701;>:. 	 T e l e f o n o   b l o c c a t o !   	 'DG'*A  E:DB	 T e l e f o n e   b l o q u e a d o 	 T e l e f o n   k i l i t l i 	 M  y      k h  a 	 T e l p o n   T e r k u n c i ! 	 T e l e f o n   d i k u n c i 	 +	K	(	  2	I		! 	 T e l e f o n   L  s t ! 	 T e l e f o n   u z a m 
e n ! 	 T e l e f o n   z a b l o k o w a n y ! 	 K  s z  l  k   z  r o l v a ! 	 P u h e l i n   l u k i t t u ! 	 T e l e f o n   s p e r r e t ! 	 T e l e f  n   u z a m k n u t  ! 	 T e l e f o o n   g e b l o k k e e r d 	 T e l e f o n l  s ! 	 T e l e f o n   z a k l j u 
a n ! 	 T e l e f o n   b l o c a t 	 T e l e f o n   Z a k l e n j e n ! 	   ! 	   	 "5;5D>=JB  5  70:;NG5=! 	 +	K	(	  2	I		  	>	2	>	  ! 	 *DAF  BAD  4/	 ! AHF  D'  (F/	     	 			  		  			  					  	 +
K
(
  8
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$
! 	 +K(M  2>M!M	 "5;5D>=  701;>:>20=89! 	 


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	     	 I f o n i   i l o k h i w e 	 I f o w n i   i t s h i x i w e 	 S i m u   i m e f u n g w a 	 F o o n   g e s l u i t 	 T e l e f o n a s   u ~r a k i n t a s 	 T e l e f o n s   b l o 7t s 	 T e l e f o n   l u k u s t a t u d 	 @e|amx}h  acelaao~an  g	   	 T e l e f o n   b l o c a t 	 +
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	 +K(  ,0K'?$	 	 			  		  			  					 T e l e f o n   k i l i d l Yn i b 	 q]
N	 T e l  f o n   b l o q u e j a t 	 T  l  p h o n e   v e r r o u i l l  	 S  m i n n   e r   l  s t u r 	 T e l  f o n o   b l o q u e a d o 	 "5;5D>=>B  5  70:;CG5=  	 T e l e f o n e   b l o q u e a d o 	 T e l e f o n   z a k l j u 
a n 	 F o u n u   e   n o t l e t s w e 	 N a k a - l o c k   a n g   t e l e p o n o 	 P h o n e   l o c k e d 	 A n   k u l l e   t e l i h o n   	 T i t i   f   n    p a 	 "5;5D>=  10BB0;0=
 
 S T R _ S E T T I N G _ P H O N E _ U N L O C K 	 S e t t i n g 	 P O P U P 	 P h o n e   U n L o c k e d . 	 P h o n e   u n l o c k e d 	 Kb_j]㉖	 Kb:g]	 %%G-@#7H-A%I'	 T e l  f o n o   d e s b l o q u e a d o 	 T  l  p h o n e   d  v e r r o u i l l  	 T e l e f o n   e n t r i e g e l t 	 "5;5D>=  @071;>:. 	 T e l e f o n o   s b l o c c a t o !   	 'DG'*A  EA*H-	 T e l e f o n e   d e s b l o q u e a d o 	 T e l e f o n   k i l i t l i   d e i l 	 M  y      m   	 T e l p o n   T e r b u k a ! 	 T e l e f o n   d i b u k a   k u n c i 	 +	K	(	  	K	2	>	  	/	>	 	 T e l e f o n   L  s t   O p ! 	 T e l e f o n   o d e m 
e n ! 	 T e l e f o n   o d b l o k o w a n y ! 	 K  s z  l  k   f e l o l d v a !   	 P u h e l i m e n   l u k i t u s   a v a t t u ! 	 T e l e f o n    p n e t ! 	 T e l e f  n   o d o m k n u t  ! 	 T e l e f o o n   g e d e b l o k k e e r d 	 T e l e f o n e n    r   u p p l  s t ! 	 T e l e f o n   o t k l j u 
a n ! 	 T e l e f o n   d e b l o c a t 	 T e l e f o n   N i   Z a k l e n j e n ! 	   ! 	   	 "5;5D>=JB  5  >B:;NG5=! 	 +	K	(	  2	I		  	>	2	>	  (	>	9	@	  ! 	 *DAF  BAD  4'JI  4/	 ! AHF  D'  (F/	       	 			  				  			  					  	 +
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   	 I f o n i   i v u l i w e 	 I f o w n i   a y i t s h i x w a n g a 	 S i m u   i m e f u n g u l i w a 	 F o o n   o n t s l u i t 	 T e l e f o n a s   a t r a k i n t a s 	 T e l e f o n s   a t b l o 7t s 	 T e l e f o n   v a b a s t a t u d 	 @e|amx}k  acelaaoxth  pav~an  g	   	 T e l e f o n   d e b l o c a t 	 +
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a n 	 F o u n u   e   n o t l o l o t s w e 	 H i n d i   n a k a - l o c k   a n g   t e l e p o n o 	 P h o n e   u n l o c k e d 	 A n   b u d e   t e l i h o n 	 T i   c   f   n    s  l  	 "5;5D>=4K  0HC
 
 S T R _ S E T T I N G _ O L D _ P I N 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   O l d   P I N . 	 I n p u t   o l d   P I N 	 8eQ
P I N x	 eQeP I N x	 4@4!: 	 N I P   a n t e r i o r : 	 A n c i e n   c o d e   P I N : 	 A l t e   P I N : 	 2548B5  AB0@K9  P I N 	 V e c c h i o   P I N : 	 #/.D  P I N     B/JE	 P I N   a n t e r i o r : 	 E s k i   P I N   k o d u n u   g i r i n 	 N h p   m    P I N   c i	 P I N   l a m a : 	 M a s u k k a n   P I N   l a m a 	 *	A	0	>	(	>	  *	?	(			 T a s t   G a m m e l   P I N 	 Z a d e j t e   s t  v a j  c    P I N 	 W p r o w a d z  s t a r y   k o d   P I N 	 A d j a   m e g   a   r  g i   P I N - t 	 A n n a   v a n h a   P I N 	 T a s t   i n n   g a m m e l   P I N 	 V l o ~t e   s t a r    P I N 	 O u d e   P I N : 	 M a t a   i n   g a m m a l   P I N - k o d 	 U n e s i t e   s t a r i   P I N 	 I n t r o d u c e ci   v e c h i u l   c o d   P I N 	 V n e s i   S t a r   P I N 	       P I N 	 P I N   : 	 J2548  !B0@8O  P I N 	 	A	(	>	  *	?	(	  	(	M		0	  	0	>		 P I N   B/E: 	 ~1'F'  P I N   /'.D  ,&	     	 						  			: 	 *
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	     	 F a k a   i - P I N   e n d a l a 	 F a k a   i P I N   e n d a l a 	 I n g i z a   P I N   y a   z a m a n i 	 O u   P I N : 	 .v e s t i   s e n   P I N   	 I e v a d i e t   v e c o   P I N 	 S i s e s t a   v a n a   P I N 	 Dxace  pkv  P I N   nanoackh	     P I N   	 I n t r o d u c e r e   P I N   v e c h i 	 *
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	 *A0>$(  *?(M  (*A  0(M$A	 	 					  P I N : 	 K  h n Y  P 0N - i   d a x i l   e t 	 8eQ
[x	 I n t r o d u  u   P I N   a n t e r i o r 	 E n t r e z   l  a n c i e n   P I N 	 S l   u   i n n   g a m l a   P I N - n  m e r i  	 I n g r e s a r   P I N   a n t i g u o 	 =5A8  AB0@  P I N 	 I n s e r i r   P I N   a n t i g o 	 U n e s i   s t a r i   P I N 	 K e n y a   P   I N   y a   k g a l e 	 I p a s o k   a n g   l u m a n g   P I N 	 I n p u t   o l d   P I N 	 S a k a   s o h o n   P I N 	 T   P I N    t i j   s  i 	 A:V  P I N   :>4K=  5=3V7C
 
 S T R _ S E T T I N G _ N E W _ P I N 	 S e t t i n g 	 C 1 1 1 _ 1 	 N e w   P I N . 	 N e w   P I N 	 eP I N x	 eP I N x	 P I N   C+!H	 P I N   n u e v o 	 N o u v e a u   P I N   	 N e u e   P I N 	 >2K9  P I N 	 P I N   n u o v o 	 P I N   ,/J/	 C  d i g o   P I N   n o v o 	 Y e n i   P I N 	 M    P I N   m i 	 P I N   B a r u 	 P I N   B a r u 	 (	/	>	  *	?	(		 N y   P I N 	 N o v    P I N 	 N o w y   k o d   P I N 	  j   P I N 	 U u s i   P I N 	 N y   P I N 	 N o v    P I N 	 N i e u w e   P I N 	 N y   P I N - k o d 	 N o v i   P I N 	 C o d   P I N   n o u 	 N o v   P I N 	   P I N 	 P I N   	 >2  P I N 	 (	5	>	  *	?	(		 P I N   ,/J/	 F'  P I N 	   	 				  				 (
5
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  


	   	 I - P I N   e n t s h a 	 I - P I N   e n t s h a 	 P I N   m p y a 	 N u w e   P I N 	 N a u j a s   P I N 	 J a u n a i s   P I N 	 U u s   P I N 	 Fx  P I N   nanoack	   P I N   	 P I N   n o u 	 *
A
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  P I N 	 (B$(  *?(M	 	 				  P I N 	 Y e n i   P 0N 	 e[x	 P I N   n o u 	 N o u v e a u   P I N 	 N  t t   P I N 	 N u e v o   P I N 	 >2  P I N 	 N o v o   P I N 	 N o v i   P I N 	 P I N   e   n t j h a 	 B a g o n g   P I N 	 N e w   P I N 	 S a b o n   P I N 	 P I N   t i t u n 	 00  P I N   :>4
 
 S T R _ S E T T I N G _ O L D _ P I N 2 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   O l d   P I N 2 . 	 I n p u t   o l d   P I N 2 	 8eQ
P I N 2 x	 eQeP I N 2 x	 42   @4!: 	 P I N 2   a n t e r i o r : 	 A n c i e n   c o d e   P I N 2 : 	 A l t e   P I N 2 : 	 2548B5  AB0@K9  P I N 2 	 V e c c h i o   P I N 2 : 	 #/.D  P I N 2     'DB/JE	 P I N 2   a n t e r i o r : 	 E s k i   P I N 2   k o d u n u   g i r i n 	 N h p   m    P I N 2   c i	 P I N 2   l a m a : 	 M a s u k k a n   P I N 2   l a m a 	 *	A	0	>	(	>	  *	?	(	2 : 	 T a s t   G a m m e l   P I N 2 	 Z a d e j t e   s t  v a j  c    P I N 2 	 W p r o w a d z  s t a r y   k o d   P I N 2 	 A d j a   m e g   a   r  g i   P I N 2 - t 	 A n n a   v a n h a   P I N 2 	 T a s t   i n n   g a m m e l   P I N 2 	 V l o ~t e   s t a r    P I N 2 	 O u d e   P I N 2 : 	 M a t a   i n   g a m m a l   P I N 2 - k o d 	 U n e s i t e   s t a r i   P I N 2 	 I n t r o d u c e ci   v e c h i u l   c o d   P I N 2 	 V n e s i   S t a r   P I N 2 	     P I N 2 	 P I N 2   : 	 J2548  !B0@8O  P I N 2 	 	A	(	>	  *	?	(	2   	(	M		0	  	0	>		 P I N 2   B/E: 	 ~1'F'  ~F  2   /'.D  ,&	   2   	 						  			  		: 	 *
A
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	 *>$  *?(M  2   0M  G/A.A	 254VBL  AB0@89  P I N 2 	 



  


2   



  


	   2   	 F a k a   i - P I N   e n t s h a 	 F a k a   e n d a l a   i P I N - 2 	 I n g i z a   P I N 2   y a   z a m a n i 	 O u   P I N 2 : 	 .v e s t i   s e n   P I N 2 	 I e v a d i e t   v e c o   P I N 2 	 S i s e s t a   v a n a   P I N 2 	 Dxace  pkv  P I N 2   nanoackh	     P I N 2   	 I n t r o d u c e r e   P I N 2   v e c h i 	 *
4
/
  P I N 2   
o
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M

M
  
F
/
M
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B
	 *A0>$(  *?(M2   (*A  0(M$A	 	 					  P I N 2 : 	 K  h n Y  P 0N 2   d a x i l   e t 	 8eQ
[x2 	 I n t r o d u  u   P I N 2   a n t e r i o r 	 E n t r e z   l  a n c i e n   P I N 2 	 S l   u   i n n   g a m l a   P I N 2 - n  m e r i  	 I n g r e s a r   P I N 2   a n t i g u o 	 =5A8  AB0@  P I N 2 	 I n s e r i r   P I N 2   a n t i g o 	 U n e s i   s t a r i   P I N 2 	 K e n y a   P I N 2   y a   k g a l e 	 I p a s o k   a n g   l u m a n g   P I N 2 	 I n p u t   o l d   P I N 2 	 S a k a   s o h o n   P I N 2 	 T   P I N 2    t i j   s  i 	 A:V  2 - HV  P I N   :>4K=  5=3V7C
 
 S T R _ S E T T I N G _ N E W _ P I N 2 	 S e t t i n g 	 C 1 1 1 _ 1 	 N e w   P I N 2 . 	 N e w   P I N 2 	 eP I N 2 x	 eP I N 2 x	 P I N 2   C+!H: 	 N u e v o   P I N 2 : 	 N o u v e a u   c o d e   P I N 2 : 	 N e u e   P I N 2 : 	 >2K9  P I N 2 	 P I N 2   n u o v o 	 P I N 2 ,/J/	 N o v o   P I N 2 : 	 Y e n i   P I N 2 : 	 M    P I N 2   m i 	 P I N 2   B a r u : 	 P I N   2   b a r u : 	 (	/	>	  *	?	(	2 : 	 N y   P I N 2 	 N o v    P I N 2 	 N o w y   k o d   P I N 2 	  j   P I N 2 	 U u s i   P I N 2 	 N y   P I N 2 	 N o v    P I N 2 	 N i e u w e   P I N 2 : 	 N y   P I N 2 - k o d 	 N o v i   P I N 2 	 N o u l   c o d   P I N 2 : 	 N o v   P I N 2 	   P I N 2 	 P I N 2   : 	 >2  P I N 2 	 (	5	>	  *	?	(	2 	 P I N 2   ,//: 	 F'P I N 2 	   2 	 				  			  		: 	 (
5
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  


2 	   2 	 I - P I N 2   e n t s h a 	 I - P I N - 2   e n t s h a 	 P I N 2   M p y a 	 N u w e   P I N 2 : 	 N a u j a s   P I N 2 	 J a u n a i s   P I N 2 	 U u s   P I N 2 	 Fx  P I N 2   nanoack	   P I N   2   	 P I N 2   n o u 	 *
A
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/
  P I N 2 	 (B$(  *?(M2 	 	 				  P I N 2 : 	 Y e n i   P 0N 2 	 e[x2 	 P I N 2   n o u 	 N o u v e a u   P I N 2 	 N  t t   P I N 2 	 P I N 2   n u e v o 	 >2  P I N 2 	 N o v o   P I N 2 	 N o v i   P I N 2 	 P I N 2   e   n t j h a 	 B a g o n g   P I N 2 	 N e w   P I N 2 	 S a b o n   P I N 2 	 P I N 2   t i t u n 	 00  2 - HV  P I N   :>4
 
 S T R _ D I F F _ P I N 2 	 S e t t i n g 	 P O P U P 	 D i f f e r e n t   P I N 2   C o d e s   M e s s a g e . 	 D i f f e r e n t   P I N 2   c o d e s 	 P I N 2 x
NvT	 P I N 2 x
NvT	 P I N 2   H21	 P I N 2   d i f e r e n t e 	 D i f f  r e n t   c o d e   P I N 2 : 	 A n d e r e   P I N 2 	  07=K5  :>4K  P I N 2   	 D i v e r s i   c o d i c i   P I N 2 !   	 P I N 2   E.*DA	 P I N 2   d i f e r e n t e 	 F a r k l 1  P I N 2 	 M    P I N 2   k h  n g   n g   n h t 	 P I N 2   b e d a ! 	 P I N 2   b e r b e z a 	 -	?	(	M	(	  *	?	(	2 	 F o r s k e l l i g e   P I N 2   K o d e r ! 	 O d l i an    k  d y   P I N 2 ! 	 R  |n i c a   p o m i d z y   k o d a m i   P I N 2 ! 	 A   P I N 2   k  d o k   n e m   e g y e z n e k ! 	 E r i   P I N 2 - k o o d i t ! 	 U l i k e   P I N 2 - k o d e r ! 	 O d l i an    P I N 2   k  d y ! 	 V e r s c h i l l e n d e   P I N 2 	 O l i k a   P I N 2 - k o d e r ! 	 R a z l i 
i t i   P I N 2   u n o s i ! 	 C o d u r i l e   P I N 2   n u   c o r e s p u n d 	 D r u g a 
n e   P I N 2   K o d e ! 	     P I N 2 ! 	 P I N 2   	  07;8G=8  P I N 2 - :>4>25! 	 5	G		5	G		3	G	  *	?	(	2   	K	!	M	8	  ! 	 P I N 2   E*A'H*  '3*	 E.*DA2   P I N   H  ! 	   2   ( 2 )   	 							  			  		: 	 
2
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  *
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!
8
! 	 5G0M5G0A  *?(M  2   K!M2A	 >48  P I N 2   2V4@V7=ONBLAO! 	 



  



  


2   




	   2    	 A m a k h o d i   e - P I N 2   a h l u k e n e 	 I i P I N - 2   k h o w u d i   e z o h l u k e n e y o 	 M i s i m b o   t o f a u t i   y a   P I N 2 	 A n d e r   P I N 2 	 S k i r t i n g i   P I N 2   k o d a i 	 A t a7i r +g i   P I N 2   k o d i 	 E r i n e v a d   P I N 2   k o o d i d 	 Oabe  P I N 2   nanoace	   P I N 2   	 C o d u r i   P I N 2   d i f e r i t e 	 5
M
/
$
M
/
8
M
$
  P I N   
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!
A

3
M

 	 -?(M(  *?(M2   G>!A!?	 	 				  P I N 2 	 M  x t Yl i f   P 0N 2   k o d l a r 1	 [x2 
NT	 C o d i s   P I N 2   d i f e r e n t s 	 D i f f  r e n t s   c o d e s   P I N 2 	 P I N 2 - n  m e r i n   p a s s a   e k k i 	 C  d i g o s   P I N 2   d i f e r e n t e s 	  07;8G=8  P I N 2   :>4>28	 C  d i g o s   P I N 2   d i f e r e n t e s 	 R a z l i 
i t i   P I N 2   k o d o v i 	 D i - P I N 2   k h o u t u   d i   f a p a n e 	 M a g k a i b a n g   m g a   c o d e   n g   P I N 2 	 D i f f e r e n t   P I N 2   c o d e s 	 A s i r i n   P I N 2   d a b a m d a b a m 	 K   d    P I N 2   y  t  	 @B@;V  2 - HV  P I N   :>4B0@
 
 S T R _ D I F F _ P H O N E 	 S e t t i n g 	 P O P U P 	 D i f f e r e n t   P h o n e L o c k   M e s s a g e . 	 D i f f e r e n t   p a s s w o r d s 	 [x
NvT	 [x
NvT	 #+1*H2H21	 C o n t r a s e  a s   d i f e r e n t e s 	 M o t s   d e   p a s s e   d i f f  r e n t s 	 U n t e r s c h i e d l i c h e   K e n n w  r t e r 	  07=K5  ?0@>;8	 P a s s w o r d   d i v e r s e !   	 CDE)  'DE1H1  E.*DA)	 S e n h a s   d i f e r e n t e s 	 F a r k l 1  _i f r e l e r 	 M t   k h u   k h  n g   n g   n h t 	 S a n d i   b e d a ! 	 K o d   l a l u a n   b e r l a i n a n 	 -	?	(	M	(	  *	>	8	5	0	M	!		 F o r s k e l l i g e   K o d e r ! 	 O d l i an    h e s l a ! 	 R  |n i c a   p o m i d z y   h a s Ba m i ! 	 A   j e l s z a v a k   n e m   e g y e z n e k ! 	 E r i   s a l a s a n a t ! 	 U l i k e   p a s s o r d ! 	 O d l i an    h e s l  ! 	 W a c h t w o o r d e n   z i j n   v e r s c h i l l e n d 	 O l i k a   l  s e n o r d ! 	 R a z l i 
i t e   l o z i n k e ! 	 P a r o l e   d i f e r i t e 	 D r u g a 
n a   G e s l a ! 	   P a s s w o r d s ! 	   	  07;8G=8  0@>;8! 	 5	G		5	G		3	G	  *	>	8	5	0	M	!	! 	 01H'G  G'    E*A'H*  G3*F/	 ! E.*DA  ~'3  H12	   	 							  										 
2
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! 	 5G0M5G0A  *>8M50M!M	 0@>;V  2V4@V7=ONBLAO! 	 



  



  







	     	 A m a p h a s i w e d i   a h l u k e n e 	 I i p a s w e d i   e z a h l u k e n e y o 	 N y w i l a   t o f a u t i 	 A n d e r   w a g w o o r d e 	 S k i r t i n g i   s l a p t a ~o d ~i a i 	 A t a7i r +g a s   p a r o l e s 	 E r i n e v a d   p a r o o l i d 	 Oabe  carvaba|e	   	 P a r o l e   d i f e r i t e 	 5
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 	 -?(M(  *>8M,>0M!A!?	 	 				  								 M  x t Yl i f   p a r o l l a r 	 [x
NT	 C o n t r a s e n y e s   d i f e r e n t s 	 D i f f  r e n t s   m o t s   d e   p a s s e 	 L y k i l o r  i n   p a s s a   e k k i 	 C o n t r a s e  a s   d i f e r e n t e s 	  07;8G=8  ;>78=:8	 S e n h a s   d i f e r e n t e s 	 R a z l i 
i t e   l o z i n k e 	 D i p h a s e w e t e   d i   f a p a n e 	 M a g k a i b a n g   m g a   p a s s w o r d 	 D i f f e r e n t   p a s s w o r d s 	 K a l m a r   a s i r i   d a b a m d a b a m 	  r     g b a n i w l    t i   o   y  t  	 @B@;V  ?8O  A745@
 
 S T R _ W R O N G _ P I N 	 S e t t i n g 	 P O P U P 	 W r o n g   P I N   C o d e   M e s s a g e . 	 W r o n g   P I N 	 P I N /	 P I N 	 #+1*H2D!H9I-	 P I N   i n c o r r e c t o 	 M a u v a i s   P I N 	 F a l s c h e   P I N 	 5?@028;L=K9  P I N ! 	 P I N   s b a g l i a t o !   	 .7#  AJ  P I N 	 C  d i g o   P I N   e r r a d o 	 Y a n l 1_  P I N   k o d u 	 S a i   m    P I N 	 P I N   s a l a h ! 	 P I N   s a l a h 	 	2	$	  *	?	(		 F o r k e r t   P I N   K o d e ! 	 N e s p r  v n    P I N   k  d ! 	 N i e p r a w i d Bo w y   k o d   P I N ! 	 H i b  s   P I N   k  d ! 	 V   r    P I N - k o o d i ! 	 G a l   P I N - k o d e ! 	 C h y b n    P I N   k  d ! 	 V e r k e e r d e   P I N 	 F e l   P I N - k o d ! 	 P o g r e aa n   u n o s   P I N   ! 	 C o d   P I N   i n c o r e c t 	 N a p a 
n a   P I N   K o d a ! 	     P I N ! 	 P I N   	 @5H5=  P I N   :>4! 	 	A		@		>	  *	?	(	  	K	!	! 	 P I N   F'/13*  '3*	 :D7P I N 	   P I N   	 			  				 
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! 	 0>M  *?(M	 5?@028;L=89  P I N ! 	 



  


	   	 I - P I N   o k u n g e s i y o 	 I - P I N   e n g a c h a n e k a n g a 	 P I N   m b a y a 	 V e r k e e r d e   P I N 	 K l a i d i n g a s   P I N 	 N e p a r e i z s   P I N 	 V a l e   P I N 	 Mmal  P I N   nanoack	   P I N   	 P I N   g r e _i t 	 $
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  P I N 	 -A2  *?(M	 	 			  P I N 	 Y a n l 1_  P 0N 	 [x/	 P I N   i n c o r r e c t e 	 M a u v a i s   P I N 	 R a n g t   P I N 	 P I N   i n c o r r e c t o 	 >3@5H5=  P I N 	 P I N   e r r a d a 	 P o g r e aa n   P I N 	 P I N   e   f o s a h e t s e 	 M a l i n g   P I N 	 W r o n g   P I N 	 P I N   b a   d a i d a i   b a 	 P I N   k    t 	 @KA  5<5A  P I N   :>4
 
 S T R _ P I N _ C H A N G E 	 S e t t i n g 	 P O P U P 	 P I N   c h a n g e d   s u c c e s s f u l l y   M e s s a g e . 	 P I N   c h a n g e d 	 P I N fbR	 P I N f9ebR	 @%5H"  P I N   A%I'	 P I N   m o d i f i c a d o 	 P I N   m o d i f i  	 P I N   g e  n d e r t 	 P I N   87<5=5=	 P I N   c a m b i a t o !   	 *E  'D*:J1  P I N 	 C  d i g o   P I N   a l t e r a d o 	 P I N   d e i _t i r i l d i 	 P I N   i   t h  n h   c  n g 	 P I N   d i g a n t i ! 	 P I N   d i t u k a r 	 *	?	(	  ,	&	2	  	/	>		 P I N    n d r e t ! 	 P I N   b y l    s p an   z m n n ! 	 K o d   P I N   z m i e n i o n y   p o m y [l n i e ! 	 P I N   s i k e r e s e n   m e g v  l t o z t a t v a ! 	 P I N : n   m u u t o s   o n n i s t u i ! 	 P I N   e n d r e t ! 	 P I N    s p e an e   z m e n e n  ! 	 P I N   v e r a n d e r d 	 P I N - k o d    r   f  r  n d r a d ! 	 P I N   j e   u s p j e an o   i z m i j e n j e n ! 	 C o d u l   P I N   a   f o s t   s c h i m b a t 	 P I N   S p r e m e n j e n   U s p e an o ! 	       P I N ! 	 P I N   	 P I N   :>4JB  5  A<5=5=  CA?5H=>	 *	?	(	  ,	&	2	2	>	  ! 	 P I N   *:JJ1  C1/G	 ! ~F  *(/D  H'	 P I N   	 			  										 *
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! 	 *?(M  .>0?&?	 P I N   7<V=5=>! 	 


  




	   	 I - P I N   i s h i n t s h i w e 	 I - P I N   i t s h i n t s h i w e 	 P I N   i m e b a d i l i s h w a 	 P I N   g e w y s i g 	 P I N   p a k e i s t a s 	 P I N   m a i n +t s 	 P I N   m u u d e t u d 	 P I N   nanoackh  xm~an  g	 P I N     	 P I N   m o d i f i c a t 	 P I N   .
>
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	 *?(M  *0?,0M$M$(  9K?	 	 P I N   								  			  					 P 0N   d Yy i _d i r i l i b d i r 	 ]O9e[x	 P I N   m o d i f i c a t 	 P I N   m o d i f i  	 P I N   b r e y t t 	 P I N   c a m b i a d o 	 7<5=5B  P I N 	 P I N   a l t e r a d o 	 P I N   p r o m e n j e n 	 P I N   e   f e t o t s w e 	 N a b a g o   a n g   P I N 	 P I N   c h a n g e d 	 A n   c h a n j a   P I N 	 T i   y    P I N   p a d  	 P I N - :>4  735@BV;4V
 
 S T R _ W R O N G _ P I N 2 	 S e t t i n g 	 P O P U P 	 W r o n g   P I N 2   C o d e   M e s s a g e . 	 W r o n g   P I N 2 	 P I N 2 
Nckx	 P I N 2 
Ncknx	 P I N 2   D!H9I-	 P I N 2   i n c o r r e c t o 	 M a u v a i s   P I N 2 	 F a l s c h e   P I N 2 	 5?@028;L=K9  :>4  P I N 2 	 S b a g l i a t o   P I N 2 !   	 .7#  AJP I N 2 	 C  d i g o   P I N   2   e r r a d o 	 Y a n l 1_  P I N 2   k o d u 	 S a i   m    P I N 2 	 P I N 2   s a l a h ! 	 P I N 2   s a l a h 	 	2	$	  *	?	(	2    	 F o r k e r t   P I N 2   K o d e ! 	 N e s p r  v n    P I N 2   k  d ! 	 N i e p r a w i d Bo w y   k o d   P I N 2 ! 	 H i b  s   P I N 2   k  d ! 	 V   r    P I N 2 - k o o d i ! 	 G a l   P I N 2 - k o d e ! 	 C h y b n    P I N 2   k  d ! 	 V e r k e e r d e   P I N 2 	 F e l   P I N 2 - k o d ! 	 P o g r e aa n   u n o s   P I N   2 ! 	 C o d   P I N 2   i n c o r e c t 	 N a p a 
n a   P I N 2   K o d a ! 	     P I N 2 ! 	 P I N 2   	 @5H5=  P I N 2   >4! 	 	A		@		>	  *	?	(	2   	K	!	  ! 	 P I N 2   F'/13*  '3*	 :D7P I N 2   H! 	   P I N 2   	 			  				  				 
2
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! 	 $*M*A  *?(M  2   K!M	 5?@028;L=89  :>4  P I N 2 ! 	 



  


2 	   2 	 I - P I N 2   o k u n g e s i y o 	 I - P I N - 2   e n g a c h a n e k a n g a 	 P I N 2   m b a y a 	 V e r k e e r d e   P I N 2 	 K l a i d i n g a s   P I N 2 	 N e p a r e i z s   P I N 2 	 V a l e   P I N 2 	 Mmal  P I N 2   nanoack	   P I N 2   	 P I N 2   g r e _i t 	 $
F
1
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1
>
/
  P I N 2 	 -A2  *?(M2 	 	 			  P I N 2 	 Y a n l 1_  P 0N 2 	 /v[x2 	 P I N 2   i n c o r r e c t e 	 M a u v a i s   P I N 2 	 R a n g t   P I N 2 - n  m e r 	 P I N 2   i n c o r r e c t o 	 >3@5H5=  P I N 2 	 P I N 2   e r r a d o 	 P o g r e aa n   P I N 2 	 P I N 2   e   f o s a h e t s e 	 M a l i n g   P I N 2 	 W r o n g   P I N 2 	 P I N 2   b a   d a i d a i   b a 	 P I N 2   k    t 	 @KA  5<5A  2 - HV  P I N   :>4
 
 S T R _ P I N 2 _ C H A N G E 	 S e t t i n g 	 P O P U P 	 P I N 2   c h a n g e d   s u c c e s s f u l l y   M e s s a g e . 	 P I N 2   c h a n g e d 	 P I N 2 fbR	 P I N 2 f9ebR	 @%5H"  P I N 2   A%I'	 P I N 2   m o d i f i c a d o 	 P I N 2   m o d i f i  	 P I N 2   g e  n d e r t 	 P I N 2   87<5=5=	 P I N 2   c a m b i a t o !   	 *E  'D*:J1  P I N 2 	 C  d i g o   P I N   2   a l t e r a d o 	 P I N 2   d e i _t i r i l d i 	 i   P I N 2   t h  n h   c  n g 	 P I N 2   d i g a n t i ! 	 P I N 2   d i t u k a r 	 *	?	(	2   ,	&	2	  	/	>		 P I N 2    n d r e t ! 	 P I N 2   b y l    s p an   z m n n ! 	 K o d   P I N 2   z m i e n i o n y   p o m y [l n i e ! 	 P I N 2   s i k e r e s e n   m e g v  l t o z t a t v a ! 	 P I N 2 : n   m u u t o s   o n n i s t u i ! 	 P I N 2   e n d r e t ! 	 P I N 2    s p e an e   z m e n e n  ! 	 P I N 2   v e r a n d e r d 	 P I N 2 - k o d e n    r   f  r  n d r a d ! 	 P I N 2   u s p j e an o     j e   i z m i j e n j e n ! 	 C o d u l   P I N 2   a   f o s t   s c h i m b a t 	 P I N 2   S p r e m e n j e n   U s p e an o ! 	       P I N 2 ! 	 P I N 2   	 P I N 2   :>4JB  5  A<5=5=  CA?5H=>	 *	?	(	2   ,	&	2	2	>	  ! 	 P I N 2   *:JJ1  C1/G	 ! ~F  2   *(/D  H'  	 P I N 2   	 				  									 *
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	 2   	 I - P I N 2   i s h i n t s h i w e 	 I - P I N - 2   i t s h i n t s h i w e 	 P I N 2   i m e b a d i l i s h w a 	 P I N 2   g e w y s i g 	 P I N 2   p a k e i s t a s 	 P I N 2   m a i n +t s 	 P I N 2   m u u d e t u d 	 P I N 2   nanoackh  xm~an  g	 P I N 2     	 P I N 2   m o d i f i c a t 	 P I N 2   .
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 
 S T R _ P H O N E _ C H A N G E 	 S e t t i n g 	 P O P U P 	 P a s s w o r d   c h a n g e d   s u c c e s s f u l l y   M e s s a g e . 	 P a s s w o r d   c h a n g e d 	 [xfbR	 [xf9ebR	 @%5H"#+1*H2A%I'	 C o n t r a s e  a   m o d i f i c a d a 	 M o t   d e   p a s s e   m o d i f i  	 K e n n w o r t   g e  n d e r t 	 0@>;L  87<5=5=	 P a s s w o r d   c a m b i a t a !   	 *E  *:J1  CDE)  'DE1H1	 A   s e n h a   f o i   a l t e r a d a 	 ^i f r e   d e i _t i r i l d i 	 M t   k h u      i 	 S a n d i   d i g a n t i ! 	 K a t a   l a l u a n   d i t u k a r 	 *	>	8	5	0	M	!	  ,	&	2	  	/	>		 K o d e    n d r e t ! 	 H e s l o   z m n n o ! 	 H a s Bo   z m i e n i o n e ! 	 J e l s z    m e g v  l t o z t a t v a ! 	 S a l a s a n a   m u u t e t t u ! 	 P a s s o r d   e n d r e t ! 	 H e s l o   z m e n e n  ! 	 W a c h t w o o r d   v e r a n d e r d 	 L  s e n o r d e t    r   f  r  n d r a t ! 	 L o z i n k a   i z m i j e n j e n a ! 	 P a r o l a   a   f o s t   s c h i m b a t 	 G e s l o   S p r e m e n j e n o ! 	   P a s s w o r d 	   	 0@>;0B0  5  A<5=5=0	 *	>	8	5	0	M	!	  ,	&	2	2	>	  ! 	 01H'G  *:JJ1C1/G	 ! ~'3  H1  (/D  '	   	 									  										 *
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	     	 I p h a s i w e d i   i s h i n t s h i w e 	 I p a s w e d i   i t s h i n t s h i w e 	 N y w i l a   i m e b a d i l i s h w a 	 W a g w o o r d   v e r a n d e r 	 S l a p t a ~o d i s   p a k e i s t a s 	 P a r o l e   m a i n +t a 	 P a r o o l   m u u d e t u d 	 3arvaba|h  xm~an  g	   	 P a r o l   m o d i f i c a t 	 *
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 
 S T R _ S E T T I N G _ E N T E R _ P U K 2 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   P U K 2   M e s s a g e . 	 I n p u t   P U K 2 	 8eQP U K 2 	 eQP U K 2 	 P U K 2 : 	 P U K 2 : 	 P U K 2 : 	 P U K 2 : 	 2548B5  P U K 2 	 I n p u t   d i   P U K 2 	 #/.DP U K 2 	 P U K 2 : 	 P U K 2 : 	 N h p   P U K 2 	 P U K 2 : 	 P U K 2 : 	 *	@	/	B		G	2 : 	 T a s t   P U K 2 	 Z a d e j t e   P U K 2 	 W p r o w a d z  k o d   P U K 2 	 A d j a   m e g   a   P U K 2 - t 	 A n n a   P U K 2 	 T a s t   i n n   P U K 2 	 V l o ~t e   P U K 2 	 P U K 2 : 	 M a t a   i n   P U K 2 - k o d 	 U n e s i t e   P U K 2 	 P U K 2 : 	 V n e s i   P U K 2 	   P U K 2 	 P U K 2 : 	 J2542   P U K 3 	 	(	M		0	  *	@	/	B		G	2 	 P U K 2 : 	 /'.D  ,&P U K 2 	 P U K 2   	 			  		  						  				: 	 *
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	 2   	 F a k a   i - P U K 2 	 F a k a   i P U K - 2 	 I n g i z a   P U K 2 	 P U K 2 : 	 .v e s t i   P U K 2 	 I e v a d i e t   P U K 2 	 S i s e s t a   P U K 2 	 Dxace  P U K 2   nanoackh	   P U K 2   	 I n t r o d u c e r e   P U K 2 	 
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 
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 
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 
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 
 S T R _ S C R 9 0 2 8 _ P I N 1 _ C A P T I O N 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   P I N 1   C a p t i o n   S t r i n g . 	 I n p u t   P I N 	 8eQP I N 	 eQP I N 	 C*H  P I N 	 I n t r o d u z c a   s u   c  d i g o   P I N 	 S a i s i r   P I N   	 P I N   e i n g e b e n 	 2548B5  P I N 	 I n p u t   i l   P I N 	 #/.D  P I N 	 I n t r o d u z i r   c  d i g o   P I N 	 P I N   k o d u n u   g i r i n 	 N h p   P I N 	 M a s u k a n   P I N 	 M a s u k k a n   P I N 	 *	?	(	  	(	*	A			 T a s t   P I N 	 Z a d e j t e   P I N 	 W p r o w a d z  k o d   P I N 	 A d j a   m e g   a   P I N - t 	 A n n a   P I N 	 T a s t   i n n   P I N 	 V l o ~t e   P I N 	 G e e f   P I N   o p 	 M a t a   i n   P I N - k o d 	 U n e s i t e   P I N 	 I n t r o d u c e ci   c o d u l   P I N 	 V n e s i   P I N   	   P I N 	   P I N 	 J2548  P I N 	 *	?	(	  	(	M		0	  	0	>		 P I N   1'  H'1/  CFJ/	     /'.D  ,&P I N 	 P I N   	 			  								  					 *
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	   	 F a k a   i - P I N 	 F a k a   i P I N 	 I n g i z a   P I N 	 S l e u t e l   P I N   i n 	 .v e s t i   P I N   	 I e v a d i e t   P I N 	 S i s e s t a   P I N 	 Dxace  P I N   nanoackh	   P I N     	 I n t r o d u c e r e   P I N 	 
o
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  P I N 	 *?(M  (*A  0(M$A	 	 P I N   					  				 P 0N   d a x i l   e t 	 8eQ[x	 I n t r o d u  u   P I N 	 E n t r e z   l e   P I N 	 S l   u   i n n   P I N - n  m e r 	 I n g r e s a r   P I N 	 =5A8  P I N 	 I n s e r i r   P I N 	 U n e s i   P I N 	 K e n y a   P I N   	 I p a s o k   a n g   P I N 	 I n p u t   P I N 	 S a k a   P I N 2 	 T   P U K   s  i 	 P I N   :>4  5=3V7C
 
 S T R _ S C R 9 0 2 9 _ C U R R E N T _ P W _ C A P T I O N 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   O l d   P a s s w o r d   S t r i n g . 	 I n p u t   o l d   p a s s w o r d 	 8eQ
[x	 eQe[x	 #+1*H2@4!: 	 C o n t r a s e  a   a n t e r i o r : 	 A n c i e n   m o t   d e   p a s s e : 	 A l t e s   K e n n w o r t : 	 2548B5  AB0@K9  ?0@>;L  	 I n p u t   l a   v e c c h i a   p a s s w o r d 	 #/.D  CDE)  'DE1H1  'DB/JE)	 P a l a v r a - p a s s e   a n t e r i o r : 	 E s k i   p a r o l a : 	 N h p   m t   k h u   c i	 S a n d i   l a m a : 	 K a t a   l a l u a n   l a m a : 	 *	A	0	>	(	>	  *	>	8	5	0	M	!	: 	 T a s t   G a m m e l   K o d e 	 Z a d e j t e   s t  v a j  c    h e s l o 	 W p r o w a d z  s t a r e   h a s Bo 	 A d j a   m e g   a   r  g i   j e l s z  t 	 A n n a   v a n h a   s a l a s a n a 	 T a s t   i n n   g a m m e l t   p a s s o r d 	 V l o ~t e   s t a r    h e s l o 	 O u d   w a c h t w o o r d : 	 M a t a   i n   d e t   g a m l a   l  s e n o r d e t 	 U n e s i t e   s t a r u   l o z i n k u 	 P a r o l   v e c h e : 	 V n e s i   S t a r o   G e s l o 	     P a s s w o r d 	   : 	 J2548  !B0@0B0  0@>;0	 	A	(	>	  *	>	8	5	0	M	!	  	(	M		0	  	0	>		 1E29(H1  B/E: 	 ~1'F'  ~'3  H1  'D	     	 						  									: 	 *
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	      	 F a k a   i p h a s i w e d i   e n d a l a 	 F a k a   i p a s w e d i   e n d a l a 	 I n g i z a   n y w i l a   y a   z a m a n i 	 O u   w a g w o o r d : 	 .v e s t i   s e n   s l a p t a ~o d /	 I e v a d i e t   v e c o   p a r o l i 	 S i s e s t a   v a n a   p a r o o l 	 Dxace  pkv  carvaba|h	     	 I n t r o d u c e r e   p a r o l   v e c h e 	 *
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	 *A0>$(  *>8M,>0M!  (*A  0(M$A	 	 					  				. : 	 K  h n Y  p a r o l u   d a x i l   e t 	 8eQ
[x	 I n t r o d u  u   c o n t r a s e n y a   a n t e r i o r 	 E n t r e z   l  a n c i e n   m o t   d e   p a s s e 	 S l   u   i n n   g a m l a   l y k i l o r  i  	 I n g r e s a r   c o n t r a s e  a   a n t i g u a 	 =5A8  70  AB0@0  ;>78=:0	 I n s e r i r   s e n h a   a n t i g a 	 U n e s i   s t a r u   l o z i n k u 	 K e n y a   p h a s e w e t e   y a   k g a l e 	 I p a s o k   a n g   l u m a n g   p a s s w o r d 	 I n p u t   o l d   p a s s w o r d 	 S a k a   s o h o n   k a l m a r   a s i r i 	 T    r     g b a n i w l     t i j   s  i 	 A:V  ?8O  A7  5=3V7C
 
 S T R _ N E W _ P I N 1 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   N e w   P I N 1   S t r i n g . 	 I n p u t   n e w   P I N 	 8eQeP I N x	 eQeP I N x	 C*H  P I N   C+!H	 I n t r o d u z c a   s u   P I N   n u e v o 	 S a i s i r   n o u v e a u   P I N   	 N e u e   P I N   e i n g e b e n 	 2548B5  =>2K9  P I N 	 I n p u t   i l   n u o v o   P I N 	 #/.D  CDE)  'D31  'D,/J/)	 I n t r o d u z i r   s e n h a   n o v a 	 Y e n i   P I N   k o d u n u   g i r i n 	 N h p   m    P I N   m i 	 M a s u k a n   P I N   B a r u 	 M a s u k k a n   P I N   b a r u 	 (	/	>	  *	?	(	  	(	*	A			 T a s t   N y   K o d e 	 Z a d e j t e   n o v    P I N 	 W p r o w a d z  n o w y   k o d   P I N 	 A d j a   m e g   a z    j   P I N - t 	 A n n a   u u s i   P I N 	 T a s t   i n n   n y   P I N 	 V l o ~t e   n o v    P I N 	 G e e f   n i e u w e   P I N   o p 	 M a t a   i n   e n   n y   P I N - k o d 	 U n e s i t e   n o v i   P I N 	 I n t r o d u c e ci   n o u l   c o d   P I N 	 V n e s i   N o v   P I N 	     P I N 	   P I N   	 J2548  >2  P I N 	 (	5	>	  *	?	(	  	(	M		0	  	0	>		 P I N   ,/J/  1'  H'1/  CFJ/	 F'  P I N /'.D  ,&	     	 				  			  								  					 (
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  	     	 F a k a   i - P I N   e n t s h a 	 F a k a   e n t s h a   i - P I N   	 I n g i z a   P I N   m p y a 	 S l e u t e l   n u w e   P I N   i n 	 .v e s t i   n a u j   P I N 	 I e v a d i e t   j a u n o   P I N 	 S i s e s t a   u u s   P I N 	 Dxace  vx  P I N   nanoackh	     P I N     	 I n t r o d u c e r e   P I N   n o u 	 *
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	 (B$(  *?(M  (*A  0(M$A	 	 				  P I N   					  				 Y e n i   P 0N   d a x i l   e t 	 8eQe[x	 I n t r o d u  u   P I N   n o u 	 E n t r e z   l e   n o u v e a u   P I N 	 S l   u   i n n   n  t t   P I N - n  m e r 	 I n g r e s a r   P I N   n u e v o 	 =5A8  =>2  P I N 	 I n s e r i r   n o v o   P I N 	 U n e s i   n o v i   P I N 	 K e n y a   P I N   e   n t j h a 	 I p a s o k   a n g   b a g o n g   P I N 	 I n p u t   n e w   P I N 	 S a k a   s a b o n   P I N 	 T   P I N   t i t u n   s  i 	 00  P I N   :>4  5=3V7C
 
 S T R _ S C R 9 0 3 0 _ N E W _ P W _ C A P T I O N 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   N e w   P a s s w o r d   S t r i n g . 	 N e w   p a s s w o r d 	 e[x	 e[x	 #+1*H2C+!H: 	 N u e v a   c o n t r a s e  a : 	 N o u v e a u   m o t   d e   p a s s e : 	 N e u e s   K e n n w o r t : 	 >2K9  ?0@>;L  	 P a s s w o r d   n u o v a 	 CDE)  'DE1H1  'D,/J/)	 N o v a   p a l a v r a - p a s s e : 	 Y e n i   p a r o l a : 	 M t   k h u   m i 	 S a n d i   B a r u : 	 K a t a   l a l u a n   b a r u : 	 (	/	>	  *	>	8	5	0	M	!	: 	 N y   K o d e 	 N o v    h e s l o 	 N o w e   h a s Bo 	  j   j e l s z  	 U u s i   s a l a s a n a 	 N y t t   p a s s o r d 	 N o v    h e s l o 	 N i e u w   w a c h t w o o r d : 	 N y t t   l  s e n o r d 	 N o v a   l o z i n k a 	 P a r o l   n o u : 	 N o v o   G e s l o 	   P a s s w o r d 	   : 	 >20  0@>;0	 (	5	>	  *	>	8	5	0	M	!		 1E29(H1  ,//: 	 F'  ~'3  H1	   	 				  									: 	 (
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	    	 I p h a s i w e d i   e n t s h a 	 I p a s w e d i   e n t s h a 	 N y w i l a   m p y a 	 N u w e   w a g w o o r d : 	 N a u j a s   s l a p t a ~o d i s 	 J a u n   p a r o l e 	 U u s   p a r o o l 	 Fx  carvaba|	   	 P a r o l   n o u 	 *
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 
 S T R _ S C R 9 0 3 1 _ C O N F I R M _ P W _ C A P T I O N 	 S e t t i n g 	 C 1 1 1 _ 1 	 E n t e r   C o n f i r m   P a s s w o r d   S t r i n g . 	 I n p u t   a g a i n 	 Q!k8eQ	 Q!keQ	 C*H-5#1I: 	 I n s e r t a r   d e   n u e v o : 	 E n t r e z   l e   e n c o r e : 	 N o c h m a l s   e i n g e b e n : 	 2548B5  A=>20  	 S c r i v i   d i   n u o v o 	 #/.D  E1)  #.1J	 I n t r o d u z a   n o v a m e n t e : 	 T e k r a r   g i r i n : 	 N h p   l i   	 M a s u k a n   l a g i : 	 M a s u k k a n   s e m u l a : 	 *	A	(		  -	0	G		: 	 T a s t   I g e n 	 Z a d e j t e   z n o v u 	 W p r o w a d z  p o n o w n i e 	 I s m  t 	 A n n a   u u d e s t a a n 	 T a s t   i n n   p    n y t t 	 V l o ~i e  z n o v a 	 O p n i e u w   o p g e v e n : 	 M a t a   i n   i g e n 	 U n e s i t e   p o n o v o 	 I n t r o d u c e ci   d i n   n o u : 	 V n e s i   P o n o v n o 	   	   : 	 J2548  B=>2>	 *	A	(	M	9	>	  	(	M		0	  	0	>		 /H('1G  H'1/  F/: 	 /H('1  'D	   	 				  						  				: 	 &
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	   	 F a k a   f u t h i 	 F a k a   k w a k h o n a 	 I n g i z a   t e n a 	 T i k   w e e r   i n : 	 .v e s t i   d a r   k a r t 	 I e v a d i e t   v l r e i z 	 S i s e s t a   u u e s t i 	 Dxace  ookv	   	 I n t r o d u c e ci   c o d u l   d i n   n o u 	 5
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 
 S T R _ S E T T I N G _ W R O N G _ P U K 2 	 S e t t i n g 	 P O P U P 	 W r o n g   P U K 2   S t r i n g . 	 W r o n g   P U K 2 	 P U K 2 
Nckx	 P U K 2 
Ncknx	 P U K 2   D!H9I-	 P U K 2   i n c o r r e c t o 	 M a u v a i s   P U K 2 	 F a l s c h e s   P U K 2 	 5?@028;L=K9  P U K 2 	 S b a g l i a t o   P U K 2 	 .7#  AJ  P U K 2 	 C  d i g o   P U K 2   e r r a d o 	 Y a n l 1_  P U K 2 	 S a i   P U K 2 	 P U K 2   s a l a h ! 	 P U K 2   s a l a h 	 	2	$	  *	A		2  	 F o r k e r t   P U K 2 	 N e s p r  v n    P U K 2 	 N i e r p r a w i d Bo w y   k o d   P U K 2 	 H i b  s   P U K 2 	 V   r    P U K 2 	 G a l   P U K 2 	 C h y b n    P U K 2 	 V e r k e e r d e   P U K 2 	 F e l   P U K 2 - k o d 	 P o g r e aa n   P U K 2 	 C o d u l   P U K 2   e s t e   i n c o r e c t 	 N a p a 
e n   P U K 2 	     P U K 2 	 P U K 2   	 @5H5=  P U K 2 	 	A		@		>	  *	@	/	B		G	2 	 P U K 2   F'/13*  '3*	 :D7  ~  H    2 	   P U K 2 	 			  		. 		. 		  		 
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  P U K 2 	   2 	 I - P U K 2   o k u n g e s i y o 	 I - P U K - 2   e n g a c h a n e k a n g a 	 P U K 2   m b a y a 	 V e r k e e r d e   P U K 2 	 K l a i d i n g a s   P U K 2 	 N e p a r e i z s   P U K 2 	 V a l e   P U K 2 	 Mmal  P U K 2   nanoack	   P U K 2   	 P U K 2   g r e _i t 	 P U K 2   $
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	 -A2M  P U K 2 	 	 			  P U K 2 	 Y a n l 1_  P U K 2 	 P U K 2 /	 P U K 2   i n c o r r e c t e 	 M a u v a i s   P U K 2 	 R a n g t   P U K 2 - n  m e r 	 P U K 2   i n c o r r e c t o 	 >3@5H5=  P U K 2 	 P U K 2   e r r a d o 	 P o g r e aa n   P U K 2 	 P U K 2   e   f o s a h e t s e 	 M a l i n g   P U K 2 	 W r o n g   P U K 2 	 P U K 2   b a   d a i d a i   b a 	 P U K 2   k    t 	 @KA  5<5A  P U K 2   :>4
 
 S T R _ S E T T I N G _ W R O N G _ P U K 	 S e t t i n g 	 P O P U P 	 W r o n g   P U K   S t r i n g . 	 W r o n g   P U K 	 P U K   
Nckx	 P U K   
Ncknx	 P U K   D!H9I-	 P U K   i n c o r r e c t o 	 M a u v a i s   P U K 	 F a l s c h e s   P U K 	 5?@028;L=K9  P U K 	 S b a g l i a t o   P U K 	 .7#  AJ  P U K 	 C  d i g o   P U K   e r r a d o 	 Y a n l 1_  P U K 	 S a i   P U K 	 P U K   s a l a h ! 	 P U K   s a l a h 	 	2	$	  *	A			 F o r k e r t   P U K 	 N e s p r  v n    P U K 	 N i e r p r a w i d Bo w y   k o d   P U K 	 H i b  s   P U K 	 V   r    P U K 2 	 G a l   P U K 	 C h y b n    P U K 	 V e r k e e r d e   P U K 	 F e l   P U K - k o d 	 P o g r e aa n   P U K 	 C o d u l   P U K   e s t e   i n c o r e c t 	 N a p a 
e n   P U K 	   P U K 	 P U K   	 @5H5=  P U K 	 	A		@		>	  *	@	/	B		G		 P U K   F'/13*  '3*	 :D7  ~  H    	   P U K 	 			  		. 		. 		  	 
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	 $*M*A  *?/AF	 5?@028;L=89  P U K 	 



  P U K 	   	 I - P U K   o k u n g e s i y o 	 I - P U K   e n g a c h a n e k a n g a 	 P U K   m b a y a 	 V e r k e e r d e   P U K 	 K l a i d i n g a s   P U K 	 N e p a r e i z s   P U K 	 V a l e   P U K 	 Mmal  P U K   nanoack	   P U K   	 P U K   g r e _i t 	 P U K   $
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	 -A2M  P U K 	 	 			  P U K 	 Y a n l 1_  P U K 	 P U K /	 P U K   i n c o r r e c t e 	 M a u v a i s   P U K 	 R a n g t   P U K - n  m e r 	 P U K   i n c o r r e c t o 	 >3@5H5=  P U K 	 P U K   e r r a d o 	 P o g r e aa n   P U K 	 P U K   e   f o s a h e t s e 	 M a l i n g   P U K 	 W r o n g   P U K 	 P U K   b a   d a i   d a i   b a 	 P U K   k    t 	 @KA  5<5A  P U K   :>4
 
 S T R _ S E T T I N G _ P I N 2 _ B L O C K _ T I T L E 	 S e t t i n g 	 P O P U P 	 P I N 2   B l o c k e d   T i t l e   S t r i n g . 	 P I N 2   b l o c k e d 	 P I N 2 ]OO	 P I N 2 ]OO	 P I N 2   9+I2!D'I	 P I N 2   b l o q u e a d o 	 P I N 2   B l o q u  	 P I N 2   b l o c k i e r t 	 P I N 2   701;>:. 	 P I N 2   B l o c c a t o 	 P I N 2   E:DB	 C  d i g o   P I N   2   b l o q u e a d o 	 P I N 2   b l o k e   o l d u 	 P I N 2      b   k h  a 	 P I N 2   t e r b l o k 	 P I N 2   d i h a l a n g 	 *	?	(	2   0	A		>	  9	A		  9	H	 	 P I N 2   B l o k e r e t 	 P I N 2   j e   b l o k o v  n 	 K o d   P I N 2   z a b l o k o w a n y 	 P I N 2   l e t i l t v a 	 P I N 2   e s t e t t y 	 P I N 2   b l o k k e r t 	 P I N 2   b l o k o v a n  	 P I N 2   g e b l o k k e e r d 	 P I N 2 - k o d   s p  r r a d 	 P I N   2   j e   b l o k i r a n 	 C o d u l   P I N 2   e s t e   b l o c a t 	 P I N 2   B l o k i r a n 	     P I N 2 	 P I N 2   	 P I N 2   :>4JB  5  1;>:8@0=	 *	?	(	2   ,	M	2	I		M	!		 P I N 2   E3/H/  4/G	 ~F  2   (F/  H'  	 P I N 2   	 			  	  				  			  						 *
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	 2     	 I - P I N 2   i v i n j i w e 	 I - P I N 2   i t h i n t e l w e 	 P I N 2   i m e z u i l i w a 	 P I N 2   g e b l o k k e e r 	 P I N 2   u ~b l o k u o t a s 	 P I N 2   b l o 7t s 	 P I N 2   b l o k e e r i t u d 	 P I N 2   nanoackh  acelaao~an  g	 P I N 2     	 P I N 2   b l o c a t 	 P I N 2   ,
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	 *?(M2   ,0K'?$	 P I N 2   e   b l l o k u a r 	 P I N 2   								 P 0N 2   k i l i d l Yn i b d i r 	 [x2 ]
N	 P I N 2   b l o q u e j a t 	 P I N 2   b l o q u  	 L o k a    f y r i r   P I N 2 - n  m e r 	 P I N 2   b l o q u e a d o 	 P I N 2   5  1;>:8@0=	 P I N 2   b l o q u e a d o 	 P I N 2   b l o k i r a n 	 P I N 2   e   t h i b i l w e 	 N a k a - b l o c k   a n g   P I N 2 	 P I N 2   b l o c k e d 	 A n   t a r e   P I N 2 	 T i   d  n    m   P I N 2 	 P I N 2   @A0C;0=0=
 
 S T R _ S E T T I N G _ P I N 2 _ B L O C K _ M S G 	 S e t t i n g 	 P O P U P 	 P I N 2   B l o c k e d   M e s s a g e   S t r i n g . 	 P l e a s e   c o n t a c t   s e r v i c e   p r o v i d e r 	 ˊoa}}FU	 T|
gRFU	 4H-9IC+I#42#	 P  n g a s e   e n   c o n t a c t o   c o n   e l   p r o v e e d o r   d e l   s e r v i c i o 	 C o n t a c t e r   l e   f o u r n i s s e u r   d ' a c c  s 	 D i e n s t a n b i e t e r   k o n t a k t i e r e n 	 !2O68B5AL  A  ?>AB02I8:><  CA;C3	 C o n t a t t a   i l   s e r v i c e   p r o v i d e r 	 EF  A6DC  '*5D  (./E)  'DEH29	 C o n t a c t e   o   f o r n e c e d o r   d e   s e r v i  o s 	 B a l a n t 1  s e r v i s   s a l a y 1c 1	 L i  n   l c   v i   n h    c in g   c p 	 H u b u n g i   J a s a   P e l a y a n a n 	 H u b u n g i   p e m b e k a l   k h i d m a t 	 8	G	5	>	  *	M	0	&	>	$	>	  8	G	  .	?	2	G			 K o n t a k t   V e n l i g s t   T j e n e s t e   U d b y d e r 	 O b r a et e   s e   p r o s  m   n a   p o s k y t o v a t e l e   s l u ~b y 	 P r o s z   s k o n t a k t o w a   s i   z   d o s t a w c   u s Bu g i 	 K  r e m ,   l  p j e n   k a p c s o l a t b a   a   s z o l g  l t a t  v a l 	 O t a   y h t e y t t    p a l v e l u n t a r j o a j a a n 	 V e n n l i g s t   k o n t a k t   t j e n e s t e l e v e r a n d  r 	 K o n t a k t u j t e   p r o s  m   p o s k y t o v a t e >a   s l u ~b y 	 C o n t a c t   o p n e m e n   m e t   s e r v i c e p r o v i d e r 	 K o n t a k t a   s e r v i c e l e v a r a n t  r e n 	 K o n t a k t i r a j t e   d a v a t e l j a   u s l u g e 	 V   r u g m   s   c o n t a c t a ci   f u r n i z o r u l   d e   s e r v i c i i 	 P r o s i m   K o n t a k t i r a j t e   P o n u d n i k a   U s l u g 	         	           	 !2J@65B5  A5  A  4>AB02G8:0	 8	G	5	>	  *	M	0	&	>	$	M	/	>	6	@	  8		*	0	M		  8	>	'	>		 ('  '1'&G  /GF/G  ./E'*  *E'3  (1/	 31H3  ~1HH'&1  3  1'(7  ,&	       	 															  					  							  					 
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	       	 S i c e l a   u x h u m a n e   n o m n i k e z e l i   w e s e v i s i 	 N c e d a   q h a g a m s h e l a   u m b o n e l e l i   w e n k o n z o 	 T a f a d h a l i   w a s i l i a n a   n a   m t o a   h u d u m a 	 K o n t a k   d i e n s v e r s k a f f e r 	 K r e i p k i t s   /  p a s l a u g o s   t e i k j 	 L kd z u ,   s a z i n i e t i e s   a r   s a v u   s e r v i s u 	 V  t a    h e n d u s t   t e e n u s e p a k k u j a g a 	 =vdxt  ev  dktel  na|auxiuxv  taxxr  hvoexiuavh	 ,       	 V   r u g m   s   c o n t a c t a ci   f u r n i z o r u l   d e   s e r v i c i i 	 &
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gROaFU	 P o s e u - v o s   e n   c o n t a c t e   a m b   e l   p r o v e  d o r   d e l   s e r v e i 	 V e u i l l e z   c o n t a c t e r   v o t r e   f o u r n i s s e u r   d e   s e r v i c e 	 H a f  u   s a m b a n d   v i     j  n u s t u v e i t u n a 	 C o n t a c t a r   a l   p r o v e e d o r   d e l   s e r v i c i o 	 >=B0:B8@0XB5  3>  A5@28A  F5=B0@>B	 F a v o r   c o n t a t a r   p r o v e d o r   d e   s e r v i  o s 	 K o n t a k t i r a j t e   s e r v i s e r a 	 K a   k o p o   i k o p a n y e   l e   m o f a n i   w a   t s h e b e l e t s o 	 M a n g y a r i n g   m a k i p a g - u g n a y a n   s a   t a g a p a g - b i g a y   s e r b i s y o 	 P l e a s e   c o n t a c t   s e r v i c e   p r o v i d e r 	 G a   d a m a   k a   s a n u   m a s u   b a k a   h i d i m a 	 J  w   k  n   s    o l  p  s    i c	 K7<5B  ?@>20945@V=5  E010@;0AKK7
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 S T R _ P A S S _ T R I A L S _ R E M A I N 	 S e t t i n g 	 U N L I M 	 P a s s w o r d   t r i a l s   r e m a i n   m e s s a g e . 	 T r i a l s   r e m a i n :   	 iR8eQ!kxe	 iRYOeQ!kpe	 3'#1I5H@+%7-:   	 I n t e n t o s   r e s t a n t e s : 	 E s s a i s   r e s t a n t s   : 	 V e r b l e i b e n d e   V e r s u c h e :   	 AB0;>AL  ?>?KB>::   	 R i m a n g o n o   l e   p r o v e : 	 *,1()  ('BJ)  : 	 T e n t a t i v a s   r e s t a n t e s : 	 G e r i y e   k a l a n   d e n e m e   s a y 1s 1: 	 T h   n g h i m   c  n : 	 C o b a   P e n g i n g a t a n   :   	 B a k i   p e r c u b a a n : 	 ,	>		@	  *	0	@		M	7	#	:    	 F o r s  g   T i l b a g e : 	 Z b  v a j  c    p o k u s y : 	 P r  b y   p o z o s t a j   w   s t a n i e : 	 L e h e t s  g e s   p r  b  l k o z  s o k   s z  m a 	 Y r i t y k s i    j  l j e l l  : 	 P r  v e r   g j e n s t  r : 	 O s t  v a j  c e   p o k u s y 	 R e s t e r e n d e   p o g i n g e n : 	 F  r s  k   k v a r : 	 O s t a l o   j o a  p o k u aa j a : 	 N u m r   d e    n c e r c r i   r m a s e :   	 P r o c e s   P r e o s t a n e : 	   : 	     :   	 AB020<  ?8B8: 	 *	A	(	M	9	  *	M	0	/	$	M	(	  	0	>		 /A9'*  ('BJE'F/G:   	 ('B  H44: 	     : 	 						  						  			  	 ,
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 
 S T R _ F D L _ I S _ O N 	 S e t t i n g 	 P O P U P 	 F D N   E n a b l e   M e s s a g e . 	 F D N   e n a b l e d 	 V[d_]_UR	 V[bS]o;m	 @4C
I2  F D N   A%I'	 F D N   h a b i l i t a d o 	 F D N   a c t i v  	 F D N   a k t i v i e r t 	 ><5@  D8:A.   =01>@0  2:;. 	 F D N   a t t i v a t o 	 'D'*5'D  'D+'(*  J9ED	 F D N   a c t i v a d o 	 F D N   e t k i n l e _t i r i l d i 	 K  c h   h o t   q u a y   s   c   n h 	 F D N   d i a k t i f k a n 	 F D N   d i d a y a k a n 	 F D N   8		M	0	?	/	 	 F D N   A k t i v e r e t 	 F D N   a k t i v n  	 F D N   u r u c h o m i o n e 	 F D N   e n g e d  l y e z v e 	 F D N   k  y t  s s  	 F D N   a k t i v e r t 	 F D N   p o v o l e n  	 F D N   g e a c t i v e e r d 	 F D N   a k t i e v e r a t 	 F D N   -   o m o g u e n o 	 F D N   a c t i v a t 	 F D N   O m o g o 
e n 	   F D N 	 F D N   	 F D N    07@5H5=	 	+	!	@		(	  	(	G	,	2		 F D N   A9'D  1/J/	 'A    'F  F'A0	       	 		. 		. 		  						 
+
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(
  8
.
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	 +M  !?(M  (G,A2M!M	 F D N   0:B82>20=>	 F D N   




  





  	 
   	 I - F D N   e n a b l e d 	 I - F D N   y e n z i w e   y a s e b e n z a 	 I m e w e z e s h w a   F D N 	 F D N   g e a k t i v e e r 	 F D N   l e i d ~i a m a s 	 F D N   i e s p j o t s 	 F D N - r e ~i i m   l u b a t u d 	 F D N - h  tka~an  g	 F D N   	 F D N   a c t i v a t 	 F D N   8
A
8
>
'
M
/

	 F D N   8M7.  9G2>	 F D N   e   a k t i v i z u a r 	 F D N   							 F D N   a  1l 1b 	 ]_URV[d_	 F D N   a c t i v a t 	 F D N   a c t i v  	 F a s t   n  m e r a v a l   v i r k t 	 F D N   a c t i v a d o 	 F D N   5  >2>7<>65=	 F D N   h a b i l i t a d o 	 F D N   u k l j u 
e n 	 F D N   e   b u l e t s w e 	 G u m a g a n a   a n g   F D N 	 F D N   e n a b l e d 	 F D N   y a   i y a 	 T i   m    F D N   ci c	 F D N   >AK;0=
 
 S T R _ F D L _ I S _ O F F 	 S e t t i n g 	 P O P U P 	 F D N   D i s a b l e d   M e s s a g e . 	 F D N   d i s a b l e d 	 V[d_]d	 V[bS]d	 4C
I2  F D N   A%I'	 F D N   d e s h a b i l i t a d o 	 F D N   d  s a c t i v  	 F D N   d e a k t i v i e r t 	 ><5@  D8:A.   =01>@0  2K:;. 	 F D N   d i s a t t i v a t o 	 'D'*5'D  'D+'(*  D'    J9ED	 F D N   d e s a c t i v a d o 	 F D N   d e v r e   d 1_1  b 1r a k 1l d 1	    h y   q u a y   s   c   n h 	 F D N   d i n o n a k t i f k a n 	 F D N   d i n y a h d a y a k a n 	 F D N   (	?	7	M		M	0	?	/		 F D N   D e a k t i v e r e t 	 F D N   n e a k t i v n  	 F D N   u n i e r u c h o m i o n e 	 F D N   t i l t v a 	 F D N   p o i s s a   k  y t  s t  	 F D N   d e a k t i v e r t 	 F D N   n e p o v o l e n  	 F D N   g e  n a c t i v e e r d 	 F D N   i n a k t i v e r a t 	 F D N   o n e m o g u e n o 	 F D N   d e z a c t i v a t 	 F D N   N i   O m o g o 
e n 	   F D N 	 F D N   	 F D N   01@0=5=	 	+	!	@		(	  !	?	8	G	,	2		 F D N   :J1A9'D  1/J/	 'A    'F  :1  F'A0	     	 		. 		. 		  						 
+
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	 +M  !?(M  !?8M  ,A2M!M	 F D N   450:B82>20=>	 F D N   




  





  	 
   	 I - F D N   d i s a b l e d 	 I - F D N   y e n z i w e   a y a s e b e n z a 	 I m e l e m a z w a   F D N 	 F D N   g e d e a k t i v e e r 	 F D N   n e l e i d ~i a m a s 	 F D N   a t s p j o t s 	 F D N - r e ~i i m   k e e l a t u d 	 F D N - h  av{a~an  g	 F D N   	 F D N   d e z a c t i v a t 	 F D N   
8
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M
/

	 F D N   M7.  9G2>	 F D N   e   c a k t i v i z u a r 	 F D N   										 F D N   b a l a n 1b 	 ]ܕV[d_	 F D N   d e s a c t i v a t 	 F D N   d  s a c t i v  	 F a s t   n  m e r a v a l    v i r k t 	 F D N   d e s a c t i v a d o 	 F D N   5  >=52>7<>65=	 F D N   d e s a b i l i t a d o 	 F D N   i s k l j u 
e n 	 F D N   e   k w e t s w e 	 H i n d i   g u m a g a n a   a n g   F D N 	 F D N   d i s a b l e d 	 F D N   b a   y a   i y a 	 T i   m    F D N   m a   ci c	 F D N   06K@0BK;0=
 
 S T R _ B D L _ I S _ O N 	 S e t t i n g 	 P O P U P 	 B D N   E n a b l e d   M e s s a g e . 	 B D N   e n a b l e d 	 P6Rd_]_UR	 P6RbS]o;m	 @4C
I2  B D N   A%I'	 B D N   h a b i l i t a d o 	 B D N   a c t i v  	 B D N   a k t i v i e r t 	 B D N   2:;. 	 B D N   a t t i v a t o 	 'D'*5'D  'DE-8H1  J9ED	 B D N   a c t i v a d o 	 B D N   e t k i n l e _t i r i l d i 	 K  c h   h o t   h n   c h   q u a y   s   	 B D L   d i a k t i f k a n 	 B D N   d i d a y a k a n 	 B D N   8		M	0	?	/	 	 B D N   A k t i v e r e t 	 B D N   a k t i v n  	 B D N   u r u c h o m i o n e 	 B D N   e n g e d  l y e z v e 	 B D N   k  y t  s s  	 B D N   a k t i v e r t 	 B D N   p o v o l e n  	 B D N   g e a c t i v e e r d 	 B D N   a k t i v e r a t 	 B D N   -   o m o g u e n o 	 B D N   a c t i v a t 	 B D N   O m o g o 
e n 	   B D N 	 B D N   	 B D N    07@5H5=	 ,	@	!	@		2	  	(	G	,	2		 B D N   (C'1'F/'.*G  4/	 (      'F  F'A0  	       	 		. 		. 		.   							 ,
@
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  8
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	 ,?!?2M  (G,A2M!M	 B D N   0:B82>20=>	 B D L   




  





  	 
   	 I - B D N   e n a b l e d 	 I - B D N   y e n z i w e   y a s e b e n z a 	 I m e w e z e s h w a   B D N 	 B D N   g e a k t i v e e r 	 B D N   l e i d ~i a m a s 	 B D N   i e s p j o t s 	 B D N   l u b a t u d 	 B D N - h  tka~an  g	 B D N   	 B D N   a c t i v a t 	 B D N   8
A
8
>
'
M
/

	 B D N   8M7.  9G2>	 B D N   e   a k t i v i z u a r 	 B D N   							 B D N   a  1l 1b 	 ]_URB D N 	 B D N   a c t i v a t 	 B D N   a c t i v  	  t i l o k a    n  m e r a v a l   v i r k t 	 B D N   a c t i v a d o 	 B D N   5  >2>7<>65=	 B D N   h a b i l i t a d o 	 B D N   u k l j u 
e n 	 B D N   e   b u l e t s w e 	 G u m a g a n a   a n g   B D N 	 B D N   e n a b l e d 	 B D N   y a   i y a 	 T i   m    B D N   ci c	 B D N   >AK;0=
 
 S T R _ B D L _ I S _ O F F 	 S e t t i n g 	 P O P U P 	 B D N   D i s a b l e d   M e s s a g e . 	 B D N   d i s a b l e d 	 P6Rd_]d	 P6RbS]d	 4C
I2  B D N   A%I'	 B D N   d e s h a b i l i t a d o 	 B D N   d  s a c t i v  	 B D N   d e a k t i v i e r t 	 B D N   2K:;. 	 B D N   d i s a t t i v a t o 	 'D'*5'D  'DE-8H1  D'  J9ED	 B D N   d e s a c t i v a d o 	 B D N   d e v r e   d 1_1  b 1r a k 1l d 1	    h y   h n   c h   q u a y   s   	 B D L   d i n o n a k t i f k a n 	 B D N   d i n y a h d a y a k a n 	 B D N   		M	7	.		 B D N   D e a k t i v e r e t 	 B D N   n e a k t i v n  	 B D N   u n i e m o z l i w i o n e 	 B D N   l e t i l t v a 	 B D N   p o i s s a   k  y t  s t  	 B D N   d e a k t i v e r t 	 B D N   n e p o v o l e n  	 B D N   g e  n a c t i v e e r d 	 B D N   i n a k t i v e r a t 	 B D N   o n e m o g u e n o 	 B D N   d e z a c t i v a t 	 B D N   N i   O m o g o 
e n 	   B D N 	 B D N   	 B D N   01@0=5=	 ,	@	!	@		2	  !	?	8	G	,	2		 B D N   '2C'1  'F/'.*G  4/	 (    'F  :1  F'A0	     	 		. 		. 		.   										 ,
@
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  
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	 ,?!?2M  !?8M  ,A2M!M	 B D N   450:B82>20=>	 B D L   




  





  	 
   	 I - B D N   d i s a b l e d 	 I - B D N   y e n z i w e   a y a s e b e n z a 	 I m e l e m a z w a   B D N 	 B D N   g e d e a k t i v e e r 	 B D N   n e l e i d ~i a m a s 	 B D N   a t s p j o t s 	 B D N   k e e l a t u d 	 B D N - h  av{a~an  g	 B D N   	 B D N   d e z a c t i v a t 	 B D N   
8
>
'
M
/

	 B D N   M7.  9G2>	 B D N   e   c a k t i v i z u a r 	 B D N   										 B D N   b a l a n 1b 	 ]ܕB D N 	 B D N   d e s a c t i v a t 	 B D N   d  s a c t i v  	  t i l o k a    n  m e r a v a l    v i r k t 	 B D N   d e s a c t i v a d o 	 B D N   5  >=52>7<>65=	 B D N   d e s a b i l i t a d o 	 B D N   i s k l j u 
e n 	 B D N   e   k w e t s w e 	 H i n d i   g u m a g a n a   a n g   B D N 	 B D N   d i s a b l e d 	 B D N   b a   y a   i y a 	 T i   m    B D N   m a   ci c	 B D N   06K@0BK;0=
 
 S T R _ S E T T I N G _ P I N _ B L K 	 S e t t i n g 	 P O P U P 	 W r o n g   P I N !   P I N   i s   b l o c k e d   M e s s a g e . 	 P I N   b l o c k e d 	 P I N ]OO	 P I N ]OO	 +I2!  P I N   A%I'	 P I N   b l o q u e a d o 	 P I N   b l o q u  	 P I N   b l o c k i e r t 	 P I N   701;>:. 	 P I N   b l o c c a t o .   	 P I N   EBAHD	 C  d i g o   P I N   b l o q u e a d o 	 P I N   b l o k e   o l d u 	 P I N      k h  a 	 P I N   t e r b l o k ! 	 P I N   d i h a l a n g 	 *	?	(	  0	A		>	  9	A		  9	H		 F o r k e r t   P I N !   P I N   B l o k e r e t 	 N e s p r  v n    P I N !   P I N   b l o k o v  n ! 	 N i e p r a w i d Bo w y   k o d   P I N !   K o d   P I N   j e s t   z a b l o k o w a n y . 	 H i b  s   P I N !   P I N   l e t i l t v a 	 V   r    P I N !   P I N   o n   e s t e t t y . 	 G a l   P I N !   P I N   e r   b l o k k e r t 	 C h y b n    P I N !   P I N   j e   b l o k o v a n  . 	 P I N   g e b l o k k e e r d 	 F e l   P I N - k o d !   P I N - k o d e n    r   s p  r r a d . 	 P o g r e aa n   P I N !   P I N   j e   b l o k i r a n . 	 C o d   P I N   b l o c a t 	 N a p a 
e n   P I N !   P I N   J e   B l o k i r a n . 	   P I N !       P I N   . 	 P I N   	 @5H5=  P I N !   P I N   5  ;>:8@0=. 	 	A		@		>	  *	?	(	  !   *	?	(	  ,	M	2	I		  	>	2	>		 P I N   E3/H/  4/	 ! ~F  (F/  H  '	   !       	 			  				  			  						 
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  	   	 I - P I N   i b h u l o k h i w e 	 I - P I N   i t h i n t e l w e 	 P I N   i m e z u i l i w a 	 P I N   g e b l o k k e e r 	 P I N   u ~b l o k u o t a s 	 P I N   b l o 7t s 	 P I N   b l o k e e r i t u d 	 P I N   nanoackh  acelaao~an  g	 P I N   	 P I N   b l o c a t 	 P I N   ,
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N	 P I N   b l o q u e j a t 	 P I N   b l o q u  	 L o k a    f y r i r   P I N - n  m e r 	 P I N   b l o q u e a d o 	 P I N   5  1;>:8@0=	 P I N   b l o q u e a d o 	 P I N   b l o k i r a n 	 P I N   e   t h i b i l w e 	 N a k a - b l o c k   a n g   P I N 	 P I N   b l o c k e d 	 A n   t a r e   P I N 	 T i   d  n    m   P I N 	 P I N   :>4  10BB0;0=
 
 S T R _ S E T T I N G _ P I N 2 _ B L K 	 S e t t i n g 	 P O P U P 	 W r o n g   P I N 2 !   P I N 2   i s   b l o c k e d   M e s s a g e . 	 P I N 2   b l o c k e d 	 P I N 2 ]OO	 P I N 2 ]OO	 P I N 2   9+I2!D'I	 P I N 2   b l o q u e a d o 	 P I N 2   b l o q u  	 P I N 2   b l o c k i e r t 	 P I N 2   701;>:. 	 P I N 2   b l o c c a t o .   	 .7#  AJ  P I N 2   .   P I N 2   E:DB	 C  d i g o   P I N   2   b l o q u e a d o 	 P I N 2   b l o k e   o l d u 	 P I N 2      k h  a 	 P I N 2   t e r b l o k ! 	 P I N 2   d i h a l a n g 	 P I N 2   0	A		>	  9	A		  9	H		 F o r k e r t   P I N 2 .   P I N 2   b l o k e r e t . 	 N e s p r  v n    P I N 2 !   P I N 2   b l o k o v  n ! 	 N i e p r a w i d Bo w y   k o d   P I N 2 !   K o d   P I N 2   j e s t   z a b l o k o w a n y . 	 H i b  s   P I N 2 !   P I N 2   l e t i l t v a 	 V   r    P I N 2 !   P I N 2   o n   e s t e t t y . 	 G a l   P I N 2 !   P I N 2   e r   b l o k k e r t 	 C h y b n    P I N 2 !   P I N 2   j e   b l o k o v a n  . 	 P I N 2   g e b l o k k e e r d 	 F e l   P I N 2 - k o d !   P I N 2 - k o d e n    r   s p  r r a d . 	 P o g r e aa n   P I N   2 !   P I N 2   j e   b l o k i r a n . 	 C o d   P I N 2   b l o c a t 	 N a p a 
e n   P I N 2 !   P I N 2   J e   B l o k i r a n . 	   P I N 2 !       P I N 2   . 	 P I N 2   	 @5H5=  P I N 2 !   P I N 2   5  ;>:8@0=. 	 	A		@		>	  *	?	(	  !   *	?	(	  ,	M	2	I		  	>	2	>		 P I N 2   E3/H/  4/	 :D7P I N 2 !   P I N 2 2   (F/  H'  	   2 !   2       	 			  	  				  			  						 
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	 2   	 I - P I N 2   i b h u l o k h i w e 	 I - P I N - 2   i t h i n t e l w e 	 P I N 2   i m e z u i l i w a 	 P I N 2   g e b l o k k e e r 	 P I N 2   u ~b l o k u o t a s 	 P I N 2   b l o 7t s 	 P I N 2   b l o k e e r i t u d 	 P I N 2   nanoackh  acelaao~an  g	 P I N 2   	 P I N 2   b l o c a t 	 P I N 2   ,
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N	 P I N 2   b l o q u e j a t 	 P I N 2   b l o q u  	 L o k a    P I N 2 - n  m e r 	 P I N 2   b l o q u e a d o 	 P I N 2   5  1;>:8@0=	 P I N 2   b l o q u e a d o 	 P I N 2   b l o k i r a n 	 P I N 2   e   t h i b i l w e 	 N a k a - b l o c k   a n g   P I N 2 	 P I N 2   b l o c k e d 	 A n   t a r e   P I N 2 	 T i   d  n    m   P I N 2 	 P I N 2   @A0C;0=0=
 
 S T R _ S E T T I N G _ P I N 2 _ B L K 2 	 S e t t i n g 	 P O P U P 	 P I N 2   i s   b l o c k e d   M e s s a g e . 	 P I N 2   b l o c k e d 	 P I N 2 ]OO	 P I N 2 ]OO	 P I N 2   9+I2!D'I	 P I N 2   b l o q u e a d o 	 P I N 2   B l o q u  	 P I N 2   b l o c k i e r t 	 P I N 2   701;>:. 	 P I N 2   b l o c c a t o .   	 P I N 2   E:DB. 	 C  d i g o   P I N   2   b l o q u e a d o 	 P I N 2   b l o k e   o l d u 	 P I N 2      k h  a 	 P I N 2   t e r b l o k 	 P I N 2   d i h a l a n g 	 P I N 2   0	A		>	  9	A		  9	H		 P I N 2   B l o k e r e t 	 P I N 2   j e   b l o k o v  n ! 	 K o d   P I N 2   j e s t   z a b l o k o w a n y . 	 P I N 2   l e t i l t v a 	 P I N 2   o n   e s t e t t y . 	 P I N 2   e r   b l o k k e r t . 	 P I N 2   j e   b l o k o v a n  . 	 P I N 2   g e b l o k k e e r d 	 P I N 2 - k o d e n    r   s p  r r a d . 	 P I N 2   j e   b l o k i r a n . 	 C o d   P I N 2   b l o c a t 	 P I N 2   J e   B l o k i r a n . 	     P I N 2   	 P I N 2   	 P I N 2   5  1;>:8@0=! 	 *	?	(	  ,	M	2	I		  	>	2	>		 P I N 2   E3/H/  4/	 P I N 2 !   P I N (F/  H'  	 2     	 			  	  				  			  						 *
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	 2   	 I - P I N 2   i b h u l o k h i w e 	 I - P I N - 2   i t h i n t e l w e 	 P I N 2   i m e z u i l i w a 	 P I N 2   g e b l o k k e e r 	 P I N 2   u ~b l o k u o t a s 	 P I N 2   b l o 7t s 	 P I N 2   b l o k e e r i t u d 	 P I N 2   nanoackh  acelaao~an  g	 P I N 2   	 P I N 2   b l o c a t 	 P I N 2   ,
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N	 P I N 2   b l o q u e j a t 	 P I N 2   b l o q u  	 L o k a    f y r i r   P I N 2 - n  m e r 	 P I N 2   b l o q u e a d o 	 P I N 2   5  1;>:8@0=	 P I N 2   b l o q u e a d o 	 P I N 2   b l o k i r a n 	 P I N 2   e   t h i b i l w e 	 N a k a - b l o c k   a n g   P I N 2 	 P I N 2   b l o c k e d 	 A n   t a r e   P I N 2 	 T i   d  n    m   P I N 2 	 P I N 2   @A0C;0=0=
 
 S T R _ I N V A L I D _ P I N P U K P L O C K _ L E N G T H 	 S e t t i n g 	 P O P U P 	 R u n n i n g   T e x t   o n   I n c o r r e c t   P I N / P U K   l e n g t h   M e s s a g e . 	 I n v a l i d   l e n g t h 	 w^
Nckx	 ^
Ncknx	 '2!"2'D!H9I-	 L o n g i t u d   n o   v  l i d a 	 L o n g u e u r   i n v a l i d e 	 U n g  l t i g e   L  n g e 	 5459AB28B5;L=0O  4;8=0	 L u n g h e z z a   n o n   v a l i d a !   	 'D7HD  :J1  5'D-	 C o m p r i m e n t o   i n v  l i d o 	 G e  e r s i z   u z u n l u k 	   d  i   k h  n g   h p   l 	 P a n j a n g   s a l a h ! 	 P a n j a n g   t a k   s a h 	 	5	H	'	  2		,	>		!  	 U g y l d i g   L  n g d e ! 	 N e p l a t n    d  l k a ! 	 D Bu g o [  n i e p r a w i d Bo w a ! 	  r v  n y t e l e n   h o s s z ! 	 E p  k e l p o   p i t u u s ! 	 U g y l d i g   l e n g d e ! 	 N e p l a t n    d :~k a ! 	 O n g e l d i g e   l e n g t e 	 O g i l t i g   l  n g d 	 D u ~i n a   n i j e   v a l j a n a ! 	 L u n g i m e   i n c o r e c t 	 N e v e l j a v n a   D o l ~i n a ! 	   ! 	     	 520;84=0  4J;68=0! 	 5	H	'	$	>	  2	G	(	M	%		 /1'2'I  1E2  F'/13*  '3*	 ! :D7  DE('&	   ! 	 				  								 0
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	     	 U b u d e   o b u n g e n a t h e t h o 	 U b u d e   o b u n g a s e b e n z i y o 	 U r e f u   b a t i l i 	 O n g e l d i g e   l e n g t e 	 N e g a l i o j a n t i s   i l g i s 	 N e d e r +g s   g a r u m s 	 S o b i m a t u   p i k k u s 	 1v~a~e  eoaxiuxv	   	 L u n g i m e   i n c o r e c t 	 
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 
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e   P o l n o   ! ! 	   ! 	   	 OAB>B>  70  70?8A  5  ?J;=>	 8	M		K		0	G			 -'A8G  ~1  '3*	 ! E-AH8  1F    ,  ~1	   ! 	 									  					  						 
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 
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7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e 	 'D'3E	 N o m e 	 A d 1	 T  n 	 N a m a 	 N a m a 	 (	>	.		 N a v n 	 J m  n o 	 N a z w a 	 N  v 	 N i m i 	 N a v n 	 M e n o 	 N a a m 	 N a m n 	 I m e 	 N u m e 	 I m e 	 	 	 <5	 (	>		5		 F'E	 F'E	 	 				 (
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TW[	 N o m 	 N o m 	 N a f n 	 N o m b r e 	 <5	 N o m e 	 I m e 	 L e b i t s o 	 P a n g a l a n 	 N a m e 	 S u n a 	 O r  k 	 BK
 
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 
 S T R _ S E T T I N G _ F D L _ E D I T _ E N T R Y 	 S e t t i n g 	 T I T L E 	 E D I T   E N T R Y   T E X T 	 E d i t   e n t r y 	 }/	 	 AID#2"2#	 E d i t a r   e n t r a d a 	  d i t e r   e n t r  e 	 E i n t r a g   b e a r b e i t e n 	  540:B.   70?8AL	 M o d i f i c a   v o c e 	 *9/JD  'D'/.'D	 E d i t a r   e n t r a d a 	 G i r i _i   d  z e n l e 	 B i  n   s o n 	 U b a h   M a s u k a n 	 E d i t   e n t r i 	 *	M	0	5	?	7	M		?	  8		*	>	&	?	$	  	0	G			 R e d i g  r   P o s t 	 U p r a v i t   z  z n a m 	 E d y t u j   p o z y c j 	 B e j e g y z  s   s z e r k e s z t  s e 	 M u o k k a a   t i e t o a 	 E n d r e   o p p f  r i n g 	 U p r a v i e  z  z n a m 	 I n v o e r   b e w e r k e n 	  n d r a   k o n t a k t 	 U r e d i t e   u n o s 	 E d i t a r e   i n t r a r e 	 U r e d i   V n o s 	   	   	  540:B8@09  0?8A	 	(	M		M	0	@	  8		*	>	&	?	$	  	0	>		 H1'4  E/.D	 'F/1',  'y  ,&	   	   						  								  					 8
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	     	 H l e l a   u h l u 	 L u n g i s a   u k u n g e n a 	 H a r i r i   k i i n g i l i o 	 W y s i g   i n s k r y w i n g 	 R e d a g u o t i   /r a a	 R e d i #t   i e r a k s t u 	 R e d i g e e r i   k i r j e t 	 =tbacel  ca|xth	       	 E d i t a r e   i n t r a r e 	 
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 
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   	 U h l u   l w e - F D N 	 U l u h l u   l w e F D N 	 O r o d h a   y a   F D N 	 F D N - l y s 	 F D N   s r a aa s 	 F D N   s a r a k s t s 	 F D N   l o e n d 	 F D N   avo	 F D N   	 L i s t   F D N 	 F D N   *

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 
 S T R _ M E N U _ L A N G U A G E 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 L a n g u a g e   M e n u   S t r i n g 	 L a n g u a g e 	  	  	  2)2	 I d i o m a 	 L a n g u e 	 S p r a c h e 	 /7K:	 L i n g u a 	 'DD:)	 I d i o m a 	 D i l l e r 	 N g  n   n g 	 B a h a s a 	 B a h a s a 	 -	>	7	>		 S p r o g 	 J a z y k 	 J z y k 	 N y e l v 	 K i e l i 	 S p r  k 	 J a z y k 	 T a a l 	 S p r  k 	 J e z i k 	 L i m b 	 J e z i k 	 	 	 78:	 -	>	7	>		 2('F	 2('F	 	 					 -
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i n   u n o s a 	 M e t o d e   d e   i n t r o d u c e r e   p r e f e r a t e 	 P r i v i l i g i r a n e V h o d n e   M e t o d e 	       	       	 @54?>G8B0=8  <5B>48  =0  2?8A20=5	 *	M	0	G	+	0	M	!	  	(	*	A		  *	&	M	'	$		 1H4  G'  H1H/  E7DH(	 *1,-'*  /'.D  1F    71B	       	 							  								  				  							 *
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	 *8(M&?$  (*A  *&M'$?	 M e t o d a t   e   p r e f .   t e   r e g j i s t r i m i t 	 																	  					  											  s t  n l  k   v e r i l Yn   g i r i _   s u l l a r 1	 *QHQv8eQl	 M  t o d e s   d  e n t r a d a   p r e f e r i t s 	 P r  f .   m  t h o d e s   d  e n t r  e 	 K j  r i n n   i n n s l  t t a r a  f e r  	 M  t o d o s   d e   e n t r a d a   f a v . 	 @5B?>G8B0=8  <5B>48  70  2=5AC20Z5	 M  t o d o s   d e   e n t r a d a   p r e f e r i d o s 	 O m i l j .   m e t o d i   u n o s a 	 M e k g w a   y a   k e n y o   e   b a t l w a n g 	 G u s t o n g   p a r a a n   n g   p a g p a s o k 	 P r e f .   i n p u t   m e t h o d s 	 I r i n   s a k a w a n   d a   k a   f i s o 	 A w n    n    t  t    s  i   t       f 	 AK=K;0=  5=3V7C  4VAB5@V
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ A B C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   1 	 A B C 	 'Y[e	 'YQe	 A B C 	 A B C 	 A B C 	 A B C 	 M u l t i t a p   A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C 	 A B C   m u l t i t a p 	 A B C 	 A B C 	 M u l t i t a p   A B C 	 M u l t i t a p   A B C 	 T r a d y c y j n e   w p i s y w a n i e   A B C 	 A B C 	 M o n i n a p a u t u s - A B C 	 M u l t i t a p   A B C 	 M u l t i p a p   A B C 	 A B C 	 M u l t i t a p   A B C 	 V i ae s t r u k i   u n o s   A B C 	 A B C 	 M u l t i t a p   A B C 	     A B C 	 A B C 	 =>3>C40@=>  2J2. 3;02=8  A B C 	 .	2	M		@		E	*	  A B C 	 A B C 	 EDy  y~  A B C 	   	 A B C 	 .
2

@

H
*
  
,
@
8
@
	 .2M@M/>*M  ,?8?	 28G09=89  	 







  A B C 	   A B C 	 I - M u l t i t a p   A B C 	 M n o m b o   e m i n i n z i   A B C 	 G u s a   A B C   m a r a   k a d h a a 	 A B C 	 M u l t i t a p   A B C 	 M u l t i t a p   A B C 	 M u l t i t a p   A B C 	 ?ovaok  pzxtx~  A B C 	   A B C 	 A B C   a t i n g e r i   m u l t i p l e 	 .
3
M

 
M

?

>
*
M
*
M
  A B C 	 .2M?M_>*  A B C 	 M u l t i t a p   A B C 	 									  A B C 	 	 	 	 	 	 	 	 A B C 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ A B C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   2 	 a b c 	 \[e	 \Qe	 a b c 	 a b c 	 a b c 	 a b c 	 M u l t i t a p   a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c 	 a b c   m u l t i t a p 	 a b c 	 a b c 	 M u l t i t a p   a b c 	 M u l t i t a p   a b c 	 T r a d y c y j n e   w p i s y w a n i e   A B C 	 a b c 	 M o n i n a p a u t u s - a b c 	 M u l t i t a p   a b c 	 M u l t i p a p   a b c 	 a b c 	 M u l t i t a p   a b c 	 V i ae s t r u k i   u n o s   a b c 	 a b c 	 M u l t i t a p   a b c 	     a b c 	 a b c 	 =>3>C40@=>  2J2. <0;:8  a b c 	 .	2	M		@		E	*	  a b c 	 a b c 	 EDy  y~  a b c 	   	 a b c 	 .
2

@

H
*
  
,
@
8
@
	 .2M@M/>*M  ,?8?	 28G09=89  012	 







  a b c 	   a b c 	 I - M U L T I T A P   A B C 	 M n o m b o   e m i n i n z i   a b c 	 G u s a   a b c   m a r a   k a d h a a 	 a b c 	 M u l t i t a p   a b c 	 M u l t i t a p   a b c 	 M u l t i t a p   a b c 	 ?ovaok  pzxtx~  a b c 	   a b c 	 a b c   a t i n g e r i   m u l t i p l e 	 .
3
M

 
M

?

>
*
M
*
M
  a b c 	 .2M?M_>*  a b c 	 M u l t i t a p   a b c 	 									  a b c 	 	 	 	 	 	 	 	 a b c 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ A B C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   3 	 S m a r t   A B C 	 zfgae'Y[	 zfe'YQ	 S m a r t   A B C 	 A B C   i n t e l i g e n t e 	 A B C   i n t e l l i g e n t 	 S m a r t - A B C 	 S m a r t   A B C 	 A B C   i n t e l l i g e n t e 	 B'EH3  A B C 	 A B C   i n t e l i g e n t e 	 A k 1l l 1  A B C 	 A B C   t h  n g   m i n h 	 A B C   p i n t a r 	 A B C   p i n t a r 	 8	.	>	0	M		  A B C 	 S m a r t   A B C 	 S m a r t   A B C 	 M e t o d a   s Bo w n i k o w a   A B C 	 I n t e l l i g e n s   A B C 	  l y k  s   A B C 	 S m a r t   A B C 	 S m a r t   A B C 	 S m a r t   A B C 	 S m a r t   A B C 	 I n t e l i g e n t n i   A B C 	 A B C   i n t e l i g e n t 	 S m a r t   A B C 	   A B C 	 S m a r t   A B C 	 J@7>  2J25640=5  A B C 	 8	M	.	>	0	M		  A B C 	 A B C   GH4EF/	 '3E'1y  A B C 	   A B C 	 							  						 
A
8
$
  A B C 	 8M.>0MM  A B C 	 =B5;5:BC0;L=89  	 






  A B C 	   A B C 	 I - S m a r t   A B C 	 E s e m g a n g a t h w e n i   A B C 	 A B C   m a r i d a d i 	 S l i m   A B C 	 I n t e l e k t u a l u s i s   A B C 	 S m a r t   A B C 	 S m a r t   A B C 	 =elak  veanxt  A B C 	   A B C 	 S m a r t   A B C 	 8
M
.
>
j

M

M
  A B C 	 8M.>0M  A B C 	 S m a r t   A B C 	 							  A B C 	 	 	 	 	 	 	 	 A B C   i n t e l i g e n t e 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ A B C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   4 	 S m a r t   a b c 	 zfgae\[	 zfe\Q	 S m a r t   a b c 	 a b c   i n t e l i g e n t e 	 a b c   i n t e l l i g e n t 	 S m a r t - a b c 	 S m a r t   a b c 	 A b c   i n t e l l i g e n t e 	 B'EH3  a b c 	 a b c   i n t e l i g e n t e 	 A k 1l l 1  a b c 	 a b c   t h  n g   m i n h 	 a b c   p i n t a r 	 a b c   p i n t a r 	 8	.	>	0	M		  a b c 	 S m a r t   a b c 	 S m a r t   a b c 	 M e t o d a   s Bo w n i k o w a   a b c 	 I n t e l l i g e n s   a b c 	  l y k  s   a b c 	 S m a r t   a b c 	 S m a r t   a b c 	 S m a r t   a b c 	 S m a r t   a b c 	 I n t e l i g e n t n i   a b c 	 a b c   i n t e l i g e n t 	 S m a r t   a b c 	   a b c 	 S m a r t   a b c 	 J@7>  2J25640=5  a b c 	 8	M	.	>	0	M		  a b c 	   a b c   GH4EF/	 '3E'1ya b c 	   a b c 	 							  						 
A
8
$
  a b c 	 8M.>0MM  a b c 	 =B5;5:BC0;L=89  012	 






  a b c 	   a b c 	 I - S m a r t   a b c 	 E s e m g a n g a t h w e n i   a b c 	 a b c   m a r i d a d i 	 S l i m   a b c 	 I n t e l e k t u a l u s i s   a b c 	 S m a r t   a b c 	 S m a r t   a b c 	 =elak  veanxt  a b c 	   a b c 	 S m a r t   a b c 	 8
M
.
>
j

M

M
  a b c 	 8M.>0M  a b c 	 S m a r t   A b c 	 							  a b c 	 	 	 	 	 	 	 	 A b c   i n t e l i g e n t e 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ A B C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   3 	 S m a r t   A b c 	 zfgaeW['Y[	 zfeW['YQ	 S m a r t   A b c 	 A b c   i n t e l i g e n t e 	 A b c   i n t e l l i g e n t 	 S m a r t - A b c 	 S m a r t   A b c 	 A b c   i n t e l l i g e n t e 	 B'EH3  A b c 	 A b c   i n t e l i g e n t e 	 A k 1l l 1  A b c 	 A b c   t h  n g   m i n h 	 A b c   p i n t a r 	 A b c   p i n t a r 	 8	.	>	0	M		  A b c 	 S m a r t   A b c 	 S m a r t   A b c 	 M e t o d a   s Bo w n i k o w a   A b c 	 I n t e l l i g e n s   A b c 	  l y k  s   A b c 	 S m a r t   A b c 	 S m a r t   A b c 	 S m a r t   A b c 	 S m a r t   A b c 	 I n t e l i g e n t n i   A b c 	 A b c   i n t e l i g e n t 	 S m a r t   A b c 	   A b c 	 S m a r t   A b c 	 J@7>  2J25640=5  A b c 	 8	M	.	>	0	M		  A b c 	 A b c GH4EF/  	 '3E'1yA b c 	   A b c 	 							  						 
A
8
$
  A b c 	 8M.>0MM  A b c 	 =B5;5:BC0;L=89  12	 






  A b c 	   A b c 	 I - S m a r t   A b c 	 E s e m g a n g a t h w e n i   A b c 	 A b c   m a r i d a d i 	 S l i m   A b c 	 I n t e l e k t u a l u s i s   A b c 	 S m a r t   a b c 	 S m a r t   A b c 	 =elak  veanxt  A B C 	   A b c 	 S m a r t   A b c 	 8
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  A b c 	 8M.>0M  A b c 	 S m a r t   A b c 	 							  A b c 	 	 	 	 	 	 	 	 A B C   i n t e l i g e n t e 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ N U M E R I C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   5 	 N u m e r i c 	 xeW[	 peW[eQ	 1'@%	 N u m  r i c o 	 N u m  r i q u e 	 N u m e r i s c h 	 '8A;>2>9	 N u m e r i c o 	 1BE	 N u m  r i c o 	 S a y 1s a l 	 S 	 N u m e r i k 	 A n g k a 	 (	M	/	B	.	G	0	?			 N u m e r i s k 	  s e l n  	 C y f r o w y 	 N u m e r i k u s 	 N u m e e r i n e n 	 N u m e r i s k 	 N u m e r i c k  	 N u m e r i e k 	 N u m e r i s k 	 B r o j 
a n i 	 N u m e r i c 	 `t e v i l 
n o 	 	 	 &8D@>2	 (	M	/	B	.	G	0	?			 9//	 9//	 	 							 
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 
 S T R _ I N P U T _ M E T H O D _ B P M F 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   6 	 S m a r t   B o P o M o 	 zfga111	 zf111	 S m a r t   B o P o M o 	 B o P o M o   i n t e l i g e n t e 	 B o P o M o   i n t e l l i g e n t 	 S m a r t - B o P o M o 	 S m a r t   B o P o M o 	 B o P o M o   i n t e l l i g e n t e 	 B'EH3  5JFJ  B o P o M o 	 B o P o M o   i n t e l i g e n t e 	 A k 1l l 1  B o P o M o 	 B o P o M o   t h  n g   m i n h h 	 B o P o M o   p i n t a r 	 B o P o M o   p i n t a r 	 8	M	.	>	0	M		  B o P o M o  	 S m a r t   B o P o M o 	 S m a r t   B o P o M o 	 M e t o d a   s Bo w n i k o w a   B o P o M o 	 I n t e l l i g e n s   B o P o M o 	  l y k  s   B o P o M o 	 S m a r t   B o P o M o 	 S m a r t   B o P o M o 	 S m a r t   B o P o M o 	 S m a r t   B o P o M o 	 I n t e l i g e n t n i   B o P o M o 	 B o P o M o   i n t e l i g e n t 	 S m a r t   B o P o M o 	   B o P o M o 	 S m a r t   B o P o M o 	 =B5;835=B=>  B o P o M o 	 8	M	.	>	0	M		  ,	@		*	@			.			 B o P o M o GH4EF/  	 '3E'1y  B o P o M o 	     	 						  										 
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  B o P o M o 	   B o P o M o 	 I - S m a r t   B o P o M o 	 E s e m g a n g a t h w e n i   i B o P o M o   	 B o P o M o   M a r i d a d i 	 S l i m   B o P o M o 	 I n t e l e k t u a l u s i s   B o P o M o 	 S m a r t   B o P o M o 	 S m a r t   B o P o M o 	 =elak  veanxt  B o P o M o 	     B o P o M o 	 S m a r t   B o P o M o 	 8
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 
 S T R _ I N P U T _ M E T H O D _ T R _ S T R O K E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   7 	 T r a d i t i o n a l   C h i n e s e   s t r o k e 	 A~ԚF{R	 A~SO{R	 51'@G!	 P u l s a c i  n   e n   c h i n o   t r a d i c i o n a l 	 F r a p p e   C h i n o i s   t r a d i t i o n n e l 	 T r a d i t i o n e l l e s   C h i n e s i s c h 	 "@048F8>==K5  8B09A:89  =01>@	 T r a t t o   t r a d i z i o n a l e   C i n e s e 	 -1HA  'D5JFJ)  'D*BDJ/J)	 C h i n  s   t r a d i c i o n a l 	 K l a s i k    i n c e 	  n h   n  t   c h   t i n g   t r u n g   p h n   t h 	 P e n e k a n a n   C h i n a   t r a d i s i o n a l 	 S t r o k   C h i n a   T r a d i s i o n a l 	 *	>	0		*	0	?		  	@	(	@	  	K		 	 T r a d i t i o n e l   K i n e s i s k   S t r e g 	 Z n a k y   t r a d i 
n    
 n at i n y 	 T r a d y c y j n y   C h i Ds k i 	 H a g y o m  n y o s   k  n a i 	 P e r i n t e i s e n   k i i n a n   l y  n t i 	 T r a d i s j o n e l t   k i n e s i s k   t e g n 	 Z n a k y   t r a d i 
n e j   
 n at i n y 	 T r a d i t i o n e e l   C h i n e e s 	 T r a d i t i o n e l l a   k i n e s i s k a   t e c k e n 	 T r a d i c i o n a l n i   k i n e s k i   u n o s 	 C a r a c t e r e   c h i n e z e _t i   t r a d i ci o n a l e 	 T r a d i c i o n a l n i   K i t a j s k i   S t r o k e 	       	 T r a d i t i o n a l   C h i n e s e   s t r o k e 	 "@048F8>==>  8B09A:8  J25640=5	 	M	0	G	!	?	6	(	2	  	>		(	@		  8	M		M	0	K			 FH4*F  (G  F  3F*	 1H'*  F  2('F  '3y1H	       	 											  						  								 0
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	     	 I - T r a d i t i o n a l   C h i n e s e   s t r o k e 	 U m g c a   w e s i t h e t h e   w a m a C h i n a 	 M g u s o   w a   K i c h i n a   c h a   J a d i 	 T r a d i s i o n e l e   S j i n e s e   s t r e e p 	 T r a d i c i n i a i   k i n i ak i   r a am e n y s 	 T r a d i c i o n l   7+n i e au   v i l c i e n 	 T r a d i t s i o o n i l i n e   h i i n a 	 1~avdaoav  ykvaoav  wajxt	     	 T r s t u r   c h i n e z   t r a d i ci o n a l 	 
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 
 S T R _ I N P U T _ M E T H O D _ P I N Y I N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   8 	 S m a r t   P i n Y i n 	 zfgab	 zfb	 S m a r t   P i n Y i n 	 P i n Y i n   i n t e l i g e n t e 	 P i n Y i n   i n t e l l i g e n t 	 S m a r t - P i n Y i n 	 S m a r t   P i n Y i n 	 P i n Y i n   i n t e l l i g e n t e 	 B'EH3  5JFJ    P i n Y i n 	 P i n Y i n   i n t e l i g e n t e 	 A k 1l l 1  P i n Y i n 	 P h i  n    m   t h  n g   m i n h 	 P i n Y i n   p i n t a r 	 P i n Y i n   p i n t a r 	 8	M	.	>	0	M		  *	?	(	/	?	(		 S m a r t   P i n Y i n 	 S m a r t   P i n Y i n 	 M e t o d a   s Bo w n i k o w a   P i n Y i n 	 I n t e l l i g e n s   P i n Y i n 	  l y k  s   p i n y i n 	 S m a r t   P i n Y i n 	 S m a r t   P i n Y i n 	 S m a r t   P i n Y i n 	 S m a r t   P i n Y i n 	 I n t e l i g e n t n i   P i n Y i n 	 P i n Y i n   i n t e l i g e n t 	 S m a r t   P i n Y i n 	   P i n Y i n 	 S m a r t   P i n Y i n 	 =B5;835=B=>  P i n Y i n 	 8	M	.	>	0	M		  *	?	(	  /	?	(		 P i n Y i n GH4EF/  	 '3E'1y  ~F  F	     	 							  			. 		  	 
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	   P i n Y i n 	 I - S m a r t   P i n Y i n 	 E s e m g a n g a t h w e n i   i P i n   Y i n 	 P i n Y i n   M a r i d a d i 	 S l i m   P i n J i n 	 I n t e l e k t u a l u s i s   P i n Y i n 	 S m a r t   P i n Y i n 	 S m a r t   P i n Y i n 	 =elak  veanxt  P i n Y i n 	   P i n Y i n 	 S m a r t   P i n Y i n 	 8
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  P i n Y i n 	 8M.>0M  *?((M	 S m a r t   P i n   Y i n 	 							  P i n Y i n 	 	 	 	 	 	 	 	 P i n Y i n   i n t e l i g e n t e 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M _ S T R O K E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   9 	 S i m p l i f i e d   C h i n e s e   s t r o k e 	 !|ԚF{R	 {ReQ	 51'"H-	 P u l s a c i  n   e n   c h i n o   s i m p l i f i c a d o 	 F r a p p e   C h i n o i s   s i m p l i f i  	 V e r e i n f a c h t e s   C h i n e s i s c h 	 #?@>I5==K9  :8B09A:89  =01>@	 T r a t t o   s e m p l i f i c a t o   C i n e s e 	 -1HA  'D5JFJ)  'D(3J7)	 C h i n  s   s i m p l i f i c a d o 	 B a s i t l e _t i r i l m i _   i n c e 	  n h   n  t   c h   t i n g   t r u n g   p h   t h  n g 	 P e n e k a n a n   C h i n a   s e d e r h a n a 	 S t r o k   C h i n a   m u d a h 	 8	0	2	@		C	$	  	@	(	@	  8	M		M	0	K			 S i m p e l   K i n e s i s k   S t r e g 	 Z n a k y   z j e d n o d u ae n    
 n at i n y 	 U p r o s z c z o n y   C h i Ds k i 	 E g y s z e r qs  t e t t   k  n a i 	 Y k s i n k e r t a i s t e t u n   k i i n a n   l y  n t i 	 F o r e n k l e t   k i n e s i s k   t e g n 	 Z n a k y   z j e d n o d u ae n e j   
 n at i n y 	 V e r e e n v o u d i g d   C h i n e e s 	 F  r e n k l a d e   k i n e s i s k a   t e c k e n 	 J e d n o s t a v n i   k i n e s k i   u n o s 	 C a r a c t e r e   c h i n e z e _t i   s i m p l i f i c a t e 	 P o e n o s t a v l j e n i   K i t a j s k i   S t r o k e 	       	 S i m p l i f i e d   C h i n e s e   s t r o k e 	 ?@>AB5=>  8B09A:8  J25640=5	 8	?	.	M	*	2	?	+	>	/	!	  	>		(	@		  8	M		M	0	K			 FH4*F  (G  F  3'/G	 "3'F  F  2('F  '3y1H	       	 			  						  								 8
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	     	 I - S i m p l i f i e d   C h i n e s e   s t r o k e 	 U m g c a   w a m a C h i n a   o w e n z i w e   w a l u l a 	 M g u s o   w a   K i c h i n a   R a h i s i 	 V e r e e n v o u d i g d e   S j i n e s e   s t r e e p 	 S u p a p r a s t i n t i   k i n i ak i   r a am e n y s 	 V i e n k r ao t   7+n i e au   v i l c i e n 	 L i h t s u s t a t u d   h i i n a 	 @a}aao  ykvaoav  wajxt	     	 T r s t u r   c h i n e z   s i m p l i f i c a t 	 8
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 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ B P M F 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   6 	 B o P o M o 	 111	 111	 B o P o M o 	 B o P o M o 	 B o P o M o 	 B o P o M o 	 M u l t i t a p   B o P o M o 	 B o P o M o 	 B o P o M o 	 B o P o M o 	 B o P o M o 	 B o P o M o 	 B o P o M o   m u l t i t a p 	 B o P o M o 	 B o P o M o 	 M u l t i t a p   B o P o M o 	 M u l t i t a p   B o P o M o 	 T r a d y c y j n e   w p i s y w a n i e   B o P o M o 	 B o P o M o 	 M o n i n a p a u t u s - B o P o M o 	 M u l t i t a p   B o P o M o 	 M u l t i p a p   B o P o M o 	 B o P o M o 	 M u l t i t a p   B o P o M o 	 V i ae s t r u k i   B o P o M o 	 B o P o M o 	 M u l t i t a p   B o P o M o 	     B o P o M o 	 B o P o M o 	 =>3>C40@=>  2J2. B o P o M o 	 .	2	M		@		E	*	  ,	@		*	@			.			 B o P o M o 	 EDy  y~  (H~HEH	     	 B o P o M o 	 .
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  B o P o M o 	   B o P o M o 	 I - M u l t i t a p   B o P o M o 	 M n o m b o   e m i n i n z i   y e B o P o M o 	 G u s a   B o P o M o   m a r a   k a d h a a 	 B o P o M o 	 M u l t i t a p   B o P o M o 	 M u l t i t a p   B o P o M o 	 M u l t i t a p   B o P o M o 	 ?ovaok  pzxtx~  B o P o M o 	   B o P o M o 	 B o P o M o   a t i n g e r i   m u l t i p l e 	 .
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 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ P I N Y I N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   9 	 P i n Y i n 	 b	 b󗓏eQ	 P i n Y i n 	 P i n Y i n 	 P i n Y i n 	 P i n Y i n 	 M u l t i t a p   P i n Y i n 	 P i n Y i n 	 P i n Y i n 	 P i n Y i n 	 P i n Y i n 	 P i n Y i n 	 P i n Y i n   m u l t i t a p 	 P i n Y i n 	 P i n Y i n 	 M u l t i t a p   P i n Y i n 	 M u l t i t a p   P i n Y i n 	 T r a d y c y j n e   w p i s y w a n i e   P i n Y i n 	 P i n Y i n 	 M o n i n a p a u t u s - p i n y i n 	 M u l t i t a p   P i n Y i n 	 M u l t i p a p   P i n Y i n 	 P i n Y i n 	 M u l t i t a p   P i n Y i n 	 V i ae s t r u k i   P i n Y i n 	 P i n Y i n 	 M u l t i t a p   P i n Y i n 	     P i n Y i n 	 P i n Y i n 	 =>3>C40@=>  2J2. P i n Y i n 	 .	2	M		@		E	*	  *	?	(	  /	?	(		 P i n Y i n 	 EDy  y~  ~F  F	     	 P i n Y i n 	 .
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  





	   P i n Y i n 	 I - M u l t i t a p   P i n Y i n 	 M n o m b o   e m i n i n z i   y e P i n   Y i n 	 G U s a   P i n Y i n   m a r a   k a d h a a 	 P i n Y i n 	 M u l t i t a p   P i n Y i n 	 M u l t i t a p   P i n Y i n 	 M u l t i t a p   P i n Y i n 	 ?ovaok  pzxtx~  P i n Y i n 	   P i n Y i n 	 P i n Y i n   a t i n g e r i   m u l t i p l e 	 .
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 
 S T R _ S C R 3 0 0 0 _ F U N A N D G A M E S _ C A P T I O N 	 U n d e f i n e d 	 T I T L E 	 M e n u   T h e m e   S t r i n g 	 F u n   &   G a m e s 	 ZjTJ2b	 1ZPNT8nb	 @!	 J u e g o s 	 D i v e r t i s s e m e n t   &   J e u x 	 S p i e l e 	  072;.   8  83@K  	 D i v e r t i m e n t o   e   G i o c h i 	 'DD9(  H  'DDGH	 J o g o s 	 O y u n l a r 	 G i i   t r  	 H i b u r a n   &   P e r m a i n a n 	 P e r m a i n a n a 	 	G	.	M	8		 S p i l   o g   S j o v 	 Z  b a v a   a   h r y 	 R o z r y w k a   &   G r y 	 S z  r a k o z  s    s   j  t  k o k 	 H a u s k a a   &   p e l e j  	 S p i l l   o g   m o r o 	 Z  b a v a   a   h r y 	 S p e l l e n 	 U n d e r h  l l n i n g   &   s p e l 	 Z a b a v a   i   i g r e 	 J o c u r i 	 Z a b a v a   &   I g r e 	     &   	 	  072;5G5=8O  8  83@8	 		.	$	  5	  	G	3	8	.	B	9		 ('2  G'	 *A1-  'H1  D	   &   	 						 .

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	     	 E z e n t o k o z o   n e m i d l a l o 	 U l o n w a b o   &   M i d l a l o 	 B u r u d a n i   n a   M i c h e z o 	 S p e l e t j i e s 	 P r a m o g o s   i r   ~a i d i m a i 	 I z k l a i d e   u n   s p l e s 	 F u n   &   G a m e s 	 6~asav    =are	     	 D i v e r t i s m e n t   _i   J o c u r i 	 $
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	 +(    G.M8	 	 											 	 	 	 	 	 	 	 J o g o s 	 	 	 	 	 	 	 
 
 S T R _ M E N U 3 1 0 1 _ T H E M E S 	 T h e m e 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M e n u   T h e m e   S t r i n g 	 T h e m e s 	 ;NL	 ;N	 5!	 T e m a s 	 T h  m e s 	 T h e m e n 	 "5<K	 T e m i 	 'DEH6H9'*	 T e m a s 	 T e m a l a r 	 C h   	 D e s a i n 	 T e m a 	 %	@	.	M	8		 T e m a e r 	 T  m a t a 	 T e m a t y 	 T  m  k 	 T e e m a t 	 T e m e a r 	 T  m y 	 T h e m a ' s 	 T e m a n 	 T e m e 	 T e m e 	 T e m e 	 	   	 "5<8	 5	?	7	/	  8	.	B	9		 (FE'JG  G'	 *E	 	 				 5
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	  	 I z i n d i k i m b a 	 I m i x h o l o 	 M a n d h a r i 	 T e m a s 	 T e m o s 	 T m a s 	 T e e m a d 	 9etave	 	 T e m e 	 $
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 	 %?.A!?	 T e m a t 	 														 	 	 	 	 	 	 	 T e m a s 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ U P D A T E _ M O N T H L Y 	 T h e m e 	 H I N T ,   T W O S T A T E 	 S T R _ M E N U _ U P D A T E _ M O N T H L Y 	 M o n t h l y 	 kg	 kg	 #2"@7-	 M e n s u a l m e n t e 	 M e n s u e l l e m e n t 	 M o n a t l i c h 	 65<5AOG=>	 M e n s i l m e n t e 	 CD  4G1	 M e n s a l m e n t e 	 H e r   a y 	 H  n g   t h  n g 	 B u l a n a n 	 B u l a n a n 	 .	>	8	?			 M  n e d l i g 	 M s  
n 	 M i e s i e c z n y 	 H a v o n t a 	 K u u k a u s i t t a i n 	 M  n e d l i g 	 M e s a 
n e 	 M a a n d e l i j k s 	 V a r j e   m  n a d 	 M j e s e 
n o 	 L u n a r 	 M e s e 
n o 	 	 	 5A5G=>	 .	9	@	(	>		 E'G'FG	 E''F	 	 						 .
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 
 S T R _ M E N U _ U P D A T E _ S E A S O N A L L Y 	 T h e m e 	 H I N T ,   T W O S T A T E 	 S T R _ M E N U _ U P D A T E _ S E A S O N A L L Y 	 S e a s o n a l l y 	 kc[	 kc[	 2!$92%	 P o r   e s t a c i o n e s 	 S a i s o n n i  r e m e n t 	 S a i s o n a l 	 !57>==>	 S t a g i o n a l m e n t e 	 /H1J	 S a z o n a l m e n t e 	 H e r   s e z o n 	 T h e o   m  a 	 T i a p   K a l i 	 S e t i a p   m u s i m 	 .	L	8	.	@		  r s t i d 	 S e z  n n 	 S e z o n o w y 	  v s z a k o n k  n t 	 K a u s i t t a i n 	 S e s o n g b a s e r t 	 S e z  n n e 	 D r i e m a a n d e l i j k s 	 V a r j e    r s t i d 	 S e z o n s k i 	 S e z o n i e r 	 S e z o n s k o 	 	 	 !57>==>	 8	$	M	0	>	$		 A5D	 EH3E    '9*('1  3	 	 			  								 .
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 
 S T R _ M E N U 3 2 0 1 _ U P D A T E _ P E R I O D 	 T h e m e 	 T I T L E ,   I C O N T E X T 	 S T R _ M E N U 3 2 0 1 _ U P D A T E _ P E R I O D 	 U p d a t e   p e r i o d 	 fe;s	 fes	 
H'-1@	 P e r  o d o   d e   a c t u a l i z a c i  n 	 P  r i o d e   d e   m i s e      j o u r 	 Z e i t s p a n n e   a k t u a l i s i e r e n 	 5@8>4  >1=>2;5=8O	 A g g i o r n a   i l   P e r i o d o 	 *,/J/  'DE/)	 P e r  o d o   d e   a c t u a l i z a   o 	 G  n c e l l e m e   d  n e m i 	 C p   n h t   c h u   k 	 P e m b a r u a n   P e r i o d i k 	 T e m p o h   k e m a s   k i n i 	 	*	!	G		  	5	'	?		 O p d a t e r i n g s   P e r i o d e 	 A k t u a l i z o v a t   o b d o b  	 O k r e s o w a   a k t u a l z a c j a 	 F r i s s  t  s i   i d Qs z a k 	 P  i v i t    j a k s o 	 O p p d a t e r i n g s p e r i o d e 	 A k t u a l i z o v a e  o b d o b i e 	 B i j w e r k p e r i o d e 	 U p p d a t e r a 	 P e r i o d   a ~u r i r a n j a 	 A c t u a l i z a r e   p e r i o a d 	 A ~u r i r a j   O b d o b j e 	   	   	 :BC0;878@09  ?5@8>40	 	*	!	G		  	0	>	  8	.	/		 E/*  1H2"E/3'2	 E/*  H  '~  y  ,&	     	 							  							 
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   	 I s i k h a t h i   s o k u v u s e l e l a 	 H l a z i y a   i x e s h a 	 M u d a   w a   k u s a s i s h a 	 O p d a t e r i n g s t y d p e r k 	 A t n a u j i m o   l a i k o t a r p i s 	 A t j a u n i n aa n a s   p e r i o d s 	 V  r s k e n d a   p e r i o o d 	 9atatav  jatavaoapa~an	   	 A c t u a l i z a r e   p e r i o a d 	 
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 
 S T R _ M E N U 3 2 0 2 _ S E T _ O R D E R 	 T h e m e 	 T I T L E ,   I C O N T E X T 	 S T R _ M E N U 3 2 0 2 _ S E T _ O R D E R 	 S e t   o r d e r 	 -[^	 nz^	 1@#5"	 E s t a b l e c e r   o r d e n 	 R  g l e r   l ' o r d r e 	 R e i h e n f o l g e   e i n s t e l l e n 	 >@O4>:  CAB0=>2:8	 I m p o s t a   l ' O r d i n e 	 6(7  'D*5FJA	 D e f i n i r   o r d e m 	 S 1k l 11  a y a r l a y 1n 	 t   t h   t 	 A t u r   U r u t a n 	 S e t k a n   u r u t a n 	 	M	0	.	  8	G		  	0	G		 	 I n d s t i l   R  k k e f  l g e 	 N a s t a v i t   p o Ya d  	 U s t a w   p o l e c e n i e 	 S o r r e n d   b e  l l  t  s a 	 A s e t a   j  r j e s t y s 	 S t i l l   i n n   r e k k e f  l g e 	 N a s t a v i e  p o r a d i e 	 V o l g o r d e   i n s t e l l e n 	 S t  l l   i   b o k s t a v s o r d n i n g 	 P o d e s i t e   r e d o s l j e d 	 S t a b i l i r e   o r d i n e 	 N a s t a v i   R e d 	   	   	 0409  @54	 8	G		  	0	M	!	0		 *F8E  *1*(	 *1*(  3y  ,&	   	 			  							 8
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	     	 S e t h a   i - o d a 	 S e t a   u k u l a n d e l e l a n a 	 S e t i   a g i z o 	 S t e l   v o l g o r d e 	 N u s t a t y t i   t v a r k 	 I e s t a t +t   k r t +b u 	 M   r a   j  r j e s t u s 	 Fwavaoel  peiaoavxiuxv	   	 S e t a r e   o r d i n e 	 
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 
 S T R _ M E N U 3 3 0 2 _ U P D A T E _ H O U R L Y 	 T h e m e 	 H I N T ,   T W O S T A T E 	 S T R _ S C R 3 0 1 7 _ V I E W _ P I C T U R E 1 1 	 H o u r l y 	 k\Bf	 k\e	 #2"
1H'B!	 C a d a   h o r a 	 T o u t e   l e s   h e u r e s 	 S t  n d l i c h 	 65G0A=>	 O g n i   o r a 	 AJ  CD  3'9)	 H o r a   a   h o r a 	 H e r   s a a t 	 T h e o   g i 	 T i a p   J a m 	 S e t a p   j a m 	 *	M	0	$	?	  			>		 I   T i m e n 	 H o d i n u   c o   h o d i n u 	 G o d z i n n y 	  r  n k  n t 	 T u n n e i t t a i n 	 H v e r   t i m e 	 o   h o d i n u 	 E l k   u u r 	 T i m v i s 	 S v a k i   s a t 	 D i n   o r    n   o r 	 N a   U r o 	 	   	 >G0A>2>	 9	0	M	2	@		 3'9*	 Fy    '9*('1  3	 	 							 
q

G
  5

K

	 A	 )>3>48=8	 

  




	 	 M a h o r a   o n k e 	 N g e y u r e 	 K i l a   s a a 	 U u r l i k s 	 K a s   v a l a n d 	 I k   s t u n d u 	 I g a   t u n d 	 1tev  jat	 	 O r a r 	 .
#
?

M

B
1
?
2
M

 	 #M>*M0$?	 P e r   o r e 	 						  						 	 	 	 	 	 	 	 P o r   h o r a 	 	 	 	 	 	 	 	 O r d u r o 	 K a d a   o r a s 	 C a d a   h o r a 	 K w a   a w a 	 D e   r  i r   n a   h u a i r e 
 
 S T R _ M E N U 3 3 0 3 _ U P D A T E _ D A I L Y 	 T h e m e 	 H I N T ,   T W O S T A T E 	 S T R _ S C R 3 0 1 7 _ V I E W _ P I C T U R E 1 1 	 D a i l y 	 ke	 k)Y	 #2"'1	 D i a r i a m e n t e 	 Q u o t i d i e n n e m e n t 	 T  g l i c h 	 654=52=>	 Q u o t i d i a n a m e n t e 	 CD  JHE	 D i a r i a m e n t e 	 H e r   g  n 	 H  n g   n g  y 	 T i a p   H a r i 	 S e t i a p   h a r i 	 &	H	(	?			 D a g l i g t 	 D e n n 	 D z i e n n y 	 N a p o n t a 	 P  i v i t t  i n 	 D a g l i g 	 D e n n e 	 D a g e l i j k s 	 D a g l i g e n 	 S v a k i   d a n 	 Z i l n i c 	 D n e v n o 	 	 	 =52=>	 &	H	(	?			 1H2'FG	 1H2'F	 	 						 0
K

<
	 0KB	 )>4=O	 




	 	 N s u k u   z o n k e 	 N g o s u k u 	 K i l a   s i k u 	 D a a g l i k s 	 K a s d i e n 	 I k   d i e n u 	 I g a p  e v a s e l t 	 1tev  	 	 Z i l n i c 	 &
?
5
8
5
A

	 &H(?	 P e r d i t e 	 						 	 	 	 	 	 	 	 D i a r i a m e n t e 	 	 	 	 	 	 	 	 E g u n e r o 	 K a d a   a r a w 	 C a d a   d  a 	 K w a   b c h 	 L a e t h  i l 
 
 S T R _ M E N U 3 3 0 4 _ U P D A T E _ W E E K L Y 	 T h e m e 	 H I N T ,   T W O S T A T E 	 S T R _ S C R 3 0 1 7 _ V I E W _ P I C T U R E 1 1 	 W e e k l y 	 k1	 khT	 #2"*12+L	 S e m a n a l m e n t e 	 H e b d o m a d a i r e m e n t 	 W  c h e n t l i c h 	 65=545;L=>	 S e t t i m a n a l m e n t e 	 CD  #3(H9	 S e m a n a l m e n t e 	 H e r   h a f t a 	 H  n g   t u n 	 T i a p   M i n g g u 	 S e t i a p   m i n g g u 	 8	>	*	M	$	>	9	?			 U g e n t l i g t 	 T  d n 	 T y g o d n i o w y 	 H e t e n t e 	 V i i k o i t t a i n 	 U k e n t l i g 	 T  ~d e n n e 	 W e k e l i j k s 	 V a r j e   v e c k a 	 T j e d n o 	 S p t m  n a l 	 T e d e n s k o 	 	 	 !54<8G=>	 8	>	*	M	$	>	9	?			 GA*	 A*  E	 	 										 9
+
$
G
  5

K

	 5>0>(??	 )>B86=O	 






	 	 M a v i k i   o n k e 	 N g e v e k i 	 K i l a   w i k i 	 W e e k l i k s 	 K a s   s a v a i t 	 I k   n e d <u 	 I g a   n  d a l 	 1tev  wabai	 	 S p t m  n a l 	 
4
M

/
?
2
M

 	 8>*M$>9?	 P e r j a v s h e m 	 										 	 	 	 	 	 	 	 S e m a n a l m e n t e 	 	 	 	 	 	 	 	 A s t e r o 	 K a d a   L i n g g o 	 C a d a   s e m a n a 	 K w a   k a 	 S e a c h t a i n i  i l 
 
 S T R _ T H E M E _ D E F A U L T 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ D E F A U L T 	 T h e m e   1 	 ;NL N	 ;N N	 5!  1 	 T e m a 1 	 T h  m e 1 	 T h e m a   1 	 "5<0  1 	 A r a n c i o n e 	 EH6H9  1 	 T e m a   1 	 T e m a 1 	 C h     1 	 B i r u   	 T e m a   1 	 %	@	.	  1 	 T e m a 1 	 T  m a 1 	 T e m a t 1 	 1 .   t  m a 	 T e e m a   1 	 T e m a 1 	 T  m a 1 	 T h e m a   1 	 T e m a 1 	 T e m a 1 	 T e m a   1 	 T e m a 1 	   1 	   	 "5<0  1 	 5	?	7	/	1 	 (FE'G    1 	 *E1 	 1 	 			  		 5
?
6
>
1 	 %@.M  1 	 "5<01 	 


1 	 1 	 I - T h e m e 1 	 M x h o l o - 1 	 M a n d h a r i   y a   1 	 T e m a   1 	 1   t e m a 	 1 .   t m a 	 T e e m a 1 	 9eta1 	   1 	 T e m 1 	 $
@

1 	 %?.M1 	 T e m a 1 	 					 	 	 	 	 	 	 	 L a r a n j a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 2 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 2 	 T h e m e   2 	 ;NLN	 ;NN	 5!  2 	 T e m a 2 	 T h  m e 2 	 T h e m a   2 	 "5<0  2 	 B l u 	 EH6H9  2 	 T e m a   2 	 T e m a 2 	 C h     2 	 H i j a u 	 T e m a   2 	 %	@	.	  2 	 T e m a 2 	 T  m a 2 	 T e m a t 2 	 2 .   t  m a 	 T e e m a   2 	 T e m a 2 	 T  m a 2 	 T h e m a   2 	 T e m a 2 	 T e m a 2 	 T e m a   2 	 T e m a 2 	   2 	 	 "5<0  2 	 5	?	7	/	2 	 (FE'G    2 	 *E2 	 2 	 			  		 5
?
6
>
2 	 %@.M  2 	 "5<02 	 


2 	 2 	 I - T h e m e 2 	 M x h o l o - 2 	 M a n d h a r i   y a   2 	 T e m a   2 	 2   t e m a 	 2 .   t m a 	 T e e m a 2 	 9eta2 	   2 	 T e m 2 	 $
@

2 	 %?.M2 	 T e m a 2 	 					 	 	 	 	 	 	 	 A z u l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 3 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 3 	 T h e m e   3 	 ;NL	N	 ;N	N	 5!  3 	 T e m a 3 	 T h  m e 3 	 T h e m a   3 	 "5<0  3 	 G r i g i o 	 EH6H9  3 	 T e m a   3 	 T e m a 3 	 C h     3 	 O r a n y e 	 T e m a   3 	 %	@	.	  3 	 T e m a 3 	 T  m a 3 	 T e m a t 3 	 3 .   t  m a 	 T e e m a   3 	 T e m a 3 	 T  m a 3 	 T h e m a   3 	 T e m a 3 	 T e m a 3 	 T e m a   3 	 T e m a 3 	   3 	 	 "5<0  3 	 5	?	7	/	3 	 (FE'G    3 	 *E3 	 3 	 			  		 5
?
6
>
3 	 %@.M  3 	 "5<03 	 


3 	 3 	 I - T h e m e 3 	 M x h o l o - 3 	 M a n d h a r i   y a   3 	 T e m a   3 	 3   t e m a 	 3 .   t m a 	 T e e m a 3 	 9eta3 	   3 	 T e m 3 	 $
@

3 	 %?.M3 	 T e m a 3 	 					  							 	 	 	 	 	 	 	 C i n z a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 4 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 4 	 T h e m e   4 	 ;NLV	 ;NV	 5!  4 	 T e m a 4 	 T h  m e 4 	 T h e m a   4 	 "5<0  4 	 T e m a 4 	 EH6H9  4 	 T e m a   4 	 T e m a 4 	 C h     4 	 D e s a i n 4 	 T e m a   4 	 %	@	.	  4 	 T e m a 4 	 T  m a 4 	 T e m a t 4 	 4 .   t  m a 	 T e e m a   4 	 T e m a 3 	 T  m a 4 	 T h e m a   4 	 T e m a 4 	 T e m a 4 	 T e m a   4 	 T e m a 4 	   4 	     4 	 "5<0  4 	 5	?	7	/	4 	 (FE'G    4 	 *E  4 	 4 	 			  		 5
?
6
>
4 	 %@.M  4 	 "5<04 	 


4 	 4 	 I - T h e m e 4 	 M x h o l o - 4 	 M a n d h a r i   y a   4 	 T e m a   4 	 4   t e m a 	 4 .   t m a 	 T e e m a 4 	 9eta4 	   4 	 T e m 4 	 $
@

4 	 %?.M4 	 T e m a 4 	 									4 	 	 	 	 	 	 	 	 T e m a 4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 5 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 5 	 T h e m e   5 	 ;NLN	 ;NN	 5!  5 	 T e m a 5 	 T h  m e 5 	 T h e m a   5 	 "5<0  5 	 T e m a 5 	 EH6H9  5 	 T e m a   5 	 T e m a 5 	 C h     5 	 D e s a i n 5 	 T e m a   5 	 %	@	.	  5 	 T e m a 5 	 T  m a 5 	 T e m a t 5 	 5 .   t  m a 	 T e e m a   5 	 T e m a 5 	 T  m a 5 	 T h e m a   5 	 T e m a 5 	 T e m a 5 	 T e m a   5 	 T e m a 5 	   5 	     5 	 "5<0  5 	 5	?	7	/	5 	 (FE'G    5 	 *E  5 	 5 	 			  		 5
?
6
>
5 	 %@.M  5 	 "5<05 	 


5 	 5 	 I - T h e m e 5 	 M x h o l o - 5 	 M a n d h a r i   y a   5 	 T e m a   5 	 5   t e m a 	 5 .   t m a 	 T e e m a 5 	 9eta5 	   5 	 T e m 5 	 $
@

5 	 %?.M5 	 T e m a 5 	 	 	 	 	 	 	 	 	 T e m a 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 6 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 6 	 T h e m e   6 	 ;NLmQ	 ;NmQ	 5!  6 	 T e m a 6 	 T h  m e 6 	 T h e m a   6 	 "5<0  6 	 T e m a 6 	 EH6H9  6 	 T e m a   6 	 T e m a 6 	 C h     6 	 D e s a i n 6 	 T e m a   6 	 %	@	.	  6 	 T e m a 6 	 T  m a 6 	 T e m a t 6 	 6 .   t  m a 	 T e e m a   6 	 T e m a 6 	 T  m a 6 	 T h e m a   6 	 T e m a   6 	 T e m a 6 	 T e m a   6 	 T e m a 6 	   6 	     6 	 "5<0  6 	 5	?	7	/	6 	 (FE'G    6 	 *E6 	 6 	 			  		 5
?
6
>
6 	 %@.M  6 	 "5<06 	 


6 	 6 	 I - T h e m e 6 	 M x h o l o - 6 	 M a n d h a r i   y a   6 	 T e m a   6 	 6   t e m a 	 6 .   t m a 	 T e e m a 6 	 9eta6 	   6 	 T e m 6 	 $
@

6 	 %?.M6 	 T e m a 6 	 	 	 	 	 	 	 	 	 T e m a 6 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 7 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 7 	 T h e m e   7 	 ;NLN	 ;NN	 5!  7 	 T e m a 7 	 T h  m e 7 	 T h e m a   7 	 "5<0  7 	 T e m a 7 	 EH6H9  7 	 T e m a   7 	 T e m a 7 	 C h     7 	 D e s a i n 7 	 T e m a   7 	 %	@	.	  7  	 T e m a 7 	 T  m a 7 	 T e m a t 7 	 7 .   t  m a 	 T e e m a   7 	 T e m a 7 	 T  m a 7 	 T h e m a   7 	 T e m a   7 	 T e m a 7 	 T e m a   7 	 T e m a 7 	   7 	     7 	 "5<0  7 	 5	?	7	/	7 	 (FE'G    7 	 *E  7 	 7 	 			  		 5
?
6
>
7 	 %@.M  7 	 "5<07 	 


7 	 7 	 I - T h e m e 7 	 M x h o l o - 7 	 M a n d h a r i   y a   7 	 T e m a   7 	 7   t e m a 	 7 .   t m a 	 T e e m a 7 	 9eta7 	   7 	 T e m 7 	 $
@

7 	 %?.M7 	 T e m a 7 	 	 	 	 	 	 	 	 	 T e m a 7 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 8 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 8 	 T h e m e   8 	 ;NLkQ	 ;NkQ	 5!  8 	 T e m a 8 	 T h  m e 8 	 T h e m a   8 	 "5<0  8 	 T e m a 8 	 EH6H9  8 	 T e m a   8 	 T e m a 8 	 C h     8 	 D e s a i n 8 	 T e m a   8 	 %	@	.	  8  	 T e m a 8 	 T  m a 8 	 T e m a t 8 	 8 .   t  m a 	 T e e m a   8 	 T e m a 8 	 T  m a 8 	 T h e m a   8 	 T e m a   8 	 T e m a 8 	 T e m a   8 	 T e m a 8 	   8 	     8 	 "5<0  8 	 5	?	7	/	8 	 (FE'G    8 	 *E  8 	 8 	 			  		 5
?
6
>
8 	 %@.M  8 	 "5<08 	 


8 	 8 	 I - T h e m e 8 	 M x h o l o - 8 	 M a n d h a r i   y a   8 	 T e m a   8 	 8   t e m a 	 8 .   t m a 	 T e e m a 8 	 9eta8 	   8 	 T e m 8 	 $
@

8 	 %?.M8 	 T e m a 8 	 	 	 	 	 	 	 	 	 T e m a 8 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 9 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 9 	 T h e m e   9 	 ;NL]N	 ;N]N	 5!  9 	 T e m a 9 	 T h  m e 9 	 T h e m a   9 	 "5<0  9 	 T e m a 9 	 EH6H9  9 	 T e m a   9 	 T e m a 9 	 C h     9 	 D e s a i n 9 	 T e m a   9 	 %	@	.	  9 	 T e m a 9 	 T  m a 9 	 T e m a t 9 	 9 .   t  m a 	 T e e m a   9 	 T e m a 9 	 T  m a 9 	 T h e m a   9 	 T e m a   9 	 T e m a 9 	 T e m a   9 	 T e m a 9 	   9 	     9 	 "5<0  9 	 5	?	7	/	9 	 (FE'G    9 	 *E  9 	 9 	 			  		 5
?
6
>
9 	 %@.M  9 	 "5<09 	 


9 	 9 	 I - T h e m e 9 	 M x h o l o - 9 	 M a n d h a r i   y a   9 	 T e m a   9 	 9   t e m a 	 9 .   t m a 	 T e e m a 9 	 9eta9 	   9 	 T e m 9 	 $
@

9 	 %?.M9 	 T e m a 9 	 	 	 	 	 	 	 	 	 T e m a 9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T H E M E _ T H E M E 1 0 	 T h e m e 	 C 0 5 7 _ 1 ,   C 0 7 3 _ 1 	 S T R _ T H E M E _ T H E M E 1 0 	 T h e m e   1 0 	 ;NLAS	 ;NAS	 5!  1 0 	 T e m a 1 0 	 T h  m e 1 0 	 T h e m a   1 0 	 "5<0  1 0 	 T e m a 1 0 	 EH6H9  1 0 	 T e m a   1 0 	 T e m a 1 0 	 C h     1 0 	 D e s a i n 1 0 	 T e m a   1 0 	 %	@	.	  1  0 	 T e m a 1 0 	 T  m a 1 0 	 T e m a t 1 0 	 1 0 .   t  m a 	 T e e m a   1 0 	 T e m a 1 0 	 T  m a 1 0 	 T h e m a   1 0 	 T e m a   1 0 	 T e m a 1 0 	 T e m a   1 0 	 T e m a 1 0 	   1 0 	     1 0 	 "5<0  1 0 	 5	?	7	/	1 0 	 (FE'G    1 0 	 *E  1 0 	 1 0 	 			  			 5
?
6
>
1 0 	 %@.M  1 0 	 "5<01 0 	 


1 0 	 1 0 	 I - T h e m e 1 0 	 M x h o l o - 1 0 	 M a n d h a r i   y a   1 0 	 T e m a   1 0 	 1 0   t e m a 	 1 0 .   t m a 	 T e e m a 1 0 	 9eta1 0 	   1 0 	 T e m 1 0 	 $
@

1 0 	 %?.M1 0 	 T e m a 1 0 	 	 	 	 	 	 	 	 	 T e m a 1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D O W N L O A D _ T H E M E _ U N S U P P O R T E D 	 T h e m e 	 P O P U P 	 S T R _ D O W N L O A D _ T H E M E _ U N S U P P O R T E D 	 U n s u p p o r t e d   c o n t e n t 	 f
N/ec	 f
N/ec	 D!H#-#1@7I-+2	 C o n t e n i d o   n o   c o m p a t i b l e 	 C o n t e n u   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   I n h a l t 	 !>45@68<>5  =5  ?>445@68205BAO	 C o n t e n u t o   n o n   s u p p o r t a t o 	 'DE-*HJ'*  D'  */9E	 C o n t e  d o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   i  e r i k   	 T m   t h i   k h  n g   h   t r 	 K o n t e n   t i d a k   d i d u k u n g 	 K a n d u n g a n   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  5	?	7	/	- 5	8	M	$	A		 	 	 	 N e m   t  m o g a t o t t   t a r t a l o m 	 	 	 	 I n h o u d   n o t   o n d e r s t e u n d 	 	 	 C o n ci n u t u l   n u   e s t e   a c c e p t a t 	 	 	     	 	 	I	(	M		G	(	M		  *	A	7	M		@	&	>		2	  (	>	9	@		 E-*H'I  EH1/F81  ~4*J('FI  F4/G	 :1  -E'*  'A*  E4*ED'*  	     	 								  					 
8
.
0
%
  5
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  5
8
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B
	 .&M&$A2G(?  FM	 5  ?V4B@8<CTBLAO	 






  



- 




	   	 O k u q u k e t h w e   o k u n g a s a p h o t h i w e 	 I s i q u l a t h o   e s i n g a x h a s w a n g a 	 Y a l i y o m o   y a s i o k u b a l i w a 	 I n h o u d   n i e   o n d e r s t e u n   n i e 	 N e p a l a i k o m a s   t u r i n y s 	 S a t u r s   n e t i e k   a t b a l s t +t s 	 T o e t u s e t a   s i s u 	 1vpataerelk  zaxvaoxiuxv	   	 C o n ci n u t   n e a c c e p t a t 	 *
?
(
M
$
A
#
/
M

M

>
$
M
$
  	
3
M
3


M


	 8.0M%?$  8B@	 P e r m b a j t j e   e   p a m b e s h t e t u r 	 								  								 	 	 	 	 	 	 	 C o n t e  d o   n  o   a c e i t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D O W N L O A D _ T H E M E _ F I L E _ N A M E 	 T h e m e 	 U N L I M 	 S t r i n g   i d   f o r   t h e m e   f i l e   i n f o 	 N a m e : 	 jHh
T1z: 	 eN
Ty: 	 
7H-: 	 N o m b r e : 	 N o m   : 	 N a m e : 	 <O: 	 N o m e : 	 '3E  : 	 N o m e : 	 A d :   	 T  n   t p : 	 N a m a : 	 N a m a : 	 (	>	.		 	 	 	 N  v : 	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 : 	 	 (	>		5		 F'E: 	 F'E	 	 			: 	 (
>

	 *G0A	 0720	 


: 	 : 	 I g a m a : 	 I g a m a : 	 J i n a : 	 N a a m : 	 V a r d a s : 	 N o s a u k u m s : 	 N i m i : 	 1v~avxt]	 : 	 N u m e : 	 *
G
0
M
: 	 (>.: 	 E m r i : 	 			: 	 	 	 	 	 	 	 	 N o m e : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D O W N L O A D _ T H E M E _ F I L E _ S I Z E 	 T h e m e 	 U N L I M 	 S t r i n g   i d   f o r   t h e m e   f i l e   s i z e   i n f o 	 S i z e : 	 jHh'Y\: 	 eN'Y\: 	 2D%L: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@: 	 D i m e n s i o n e : 	 -,E  : 	 T a m a n h o : 	 B o y u t :   	 C   t p : 	 U k u r a n : 	 S a i z : 	 		>	0			 	 	 	 M  r e t : 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 		>	0		 'F/'2G: 	 3'&2: 	 	 						 

>
0
: 	 8HA	  >7<V@: 	 

: 	 : 	 U s a y i z i : 	 U b u n g a k a n a n i :     	 S a i z i : 	 G r o o t t e : 	 D y d i s : 	 A p j o m s : 	 M a h t : 	 Ia}]	 : 	 D i m e n s i u n e : 	 5
2
?
*
M
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 
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 
 S T R _ T H E M E _ N O T _ A V A I L A B L E 	 T h e m e 	 P O P U P 	 s t r i n g   i d   f o r   t h e m e   n o t   a v a i l a b l e 	 T h e m e   i s   n o t   a v a i l a b l e 	 !qlS_;NL	 elS_;N	 D!H!55!C+I	 E l   t e m a   n o   e s t    d i s p o n i b l e 	 T h  m e   p a s   d i s p o n i b l e 	 T h e m a   i s t   n i c h t   v e r f  g b a r 	 "5<0  =54>ABC?=0	 T e m a   n o n   d i s p o n i b i l e 	 'DEH6H9  :J1  EH,H/	 T e m a   n  o   d i s p o n  v e l 	 K o n u   y o k   	 K h  n g   l y   c   c h   	 T e m a   t i d a k   t e r s e d i a 	 T e m a   t a k   t e r s e d i a 	 %	@	.	  		*	2	,	M	'	  (	9	@		  9	H		 	 	 	 A   t  m a   n e m   e l  r h e t Q	 	 	 	 T h e m a   i s   n i e t   b e s c h i k b a a r 	 	 	 T e m a   n u   e s t e   d i s p o n i b i l 	 	 	       	 	 5	?	7	/	  		*	2	,	M	'	$	>	  (	>	9	@		 (FE'JG  /1/3*13  FEJ('4/	 *E  EH,H/  F	   	 			  													  			 5
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 
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I25!-"9HA%I'	 E l   t e m a   y a   e s t    a c t i v o 	 T h  m e   d  j    a c t i f 	 T h e m a   i s t   b e r e i t s   a k t i v 	 -B0  B5<0  C65  0:B828@>20=0	 T e m a   g i    a t t i v o 	 *E  *4:JD  'DEH6H9	 T e m a   a c t i v a d o 	 K o n u   z a t e n   e t k i n 	 C h        k  c h   h o t 	 T e m a   t e l a h   a k t i f 	 T e m a   t e l a h   s e d i a   a k t i f 	 %	@	.	  *	9	2	G	  8	G	  9	@	  8		M	0	?	/	  9	H	 	 	 	 	 A   t  m a   m  r   a k t  v 	 	 	 	 T h e m a   i s   a l   a c t i e f 	 	 	 T e m a   e s t e   d e j a   a c t i v 	 	 	       	 	 5	?	7	/	  	M	0	?	/	>	6	@	2	  	9	G		 (FE'JG  ~J4*1  A9'D  1/J/G	 *E  ~D  3  A9'D	       	 			  			  					  							 5
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 
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Nf	 I-4%2D!H#2*2@+8	 E r r o r   d e s c o n o c i d o 	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o 	 'D.7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a 	 L i   k h  n g   x  c   n h   	 K e s a l a h a n   t i d a k   d i k e t a h u i 	 R a l a t   t a k   d i k e t a h u i 	 		M		>	$	  Z	2	$	@		 	 	 	 I s m e r e t l e n   h i b a 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 E r o a r e   n e c u n o s c u t 	 	 	     	 	 .	>	9	?	$	  (	8	2	G	2	>	  	B			 .7'I  F'4F'.*G	 F'E9DHE  :D7	   	 					  							 
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 
 S T R _ D O W N L O A D _ E N T E R _ A D D R E S S 	 T h e m e 	 T I T L E ,   I C O N T E X T 	 E n t e r   A d d r e s s 	 I n p u t   a d d r e s s 	 8eQ0W@W	 eQ0W@W	 C*H5H-"9H	 I n t r o d u z c a   l a   d i r e c c i  n 	 E n t r e r   l  a d r e s s e 	 A d r e s s e   e i n g e b e n 	 2548B5  04@5A	 I n s e r i r e   i n d i r i z z o 	 #/.D  'D9FH'F	 I n t r o d u z i r   e n d e r e  o 	 G i r d i   a d r e s i   	 N h p   a   c h 	 M a s u k k a n   a l a m a t 	 M a s u k k a n   a l a m a t 	 *	$	>	  	(	*	A			 	 	 	 C  m   m e g a d  s a 	 	 	 	 A d r e s   i n v o e r e n 	 	 	 I n t r o d u c e ci   a d r e s a 	 	 	   	 	 *	$	M	$	>	  *	M	0	5	G	6	  	0	>		 F4'FI  1'  H'1/  F/	 ~*  /'.D  ,&	     	 						  								  					 *
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	   	 I k h e l i   l e - i n p u t 	 I d i l e s i   y o k u f a k a 	 I n g i z a   a n w a n i 	 S l e u t e l   a d r e s   i n 	 .v e s t i   a d r e s 	 I e v a d e s   a d r e s e 	 S i s e s t a   a a d r e s s 	 Dxace  pa}ev	   	 I n t r o d u c e r e   a d r e s 	 
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 
 S T R _ I D _ D L T _ T H M _ P R O G R E S S 	 T h e m e 	 P O P U P C O N F I R M 	 s t r i n g   f o r   t h e m e   a c t i v a t i o n 	 A c t i v a t i n g   t h e m e 	 _UR;NL-N	 ck(W/TR;N	 3%1@4325!	 A c t i v a n d o   t e m a 	 A c t i v a t i o n   d u   t h  m e 	 T h e m a   w i r d   a k t i v i e r t 	 ?5@0F8O  2K?>;=O5BAO	 A t t i v a z i o n e   t e m a 	 ,'1M  *F4J7	 A   a c t i v a r   o   t e m a 	 T e m a   e t k i n l e _t i r i l i y o r 	 a n g   t i   v 	 M e n g a k t i f k a n   t e m a 	 M e n g a k t i f k a n   t e m a 	 5	?	7	/	  8		M	0	?	/	  9	K	  0	9	>	  9	H		 	 	 	 T  m a   a k t i v  l  s a 	 	 	 	 T h e m a   w o r d t   g e a c t i v e e r d 	 	 	 A c t i v a r e   t e m 	 	 	 	 	 *	M	0		$	?	  .	'	M	/	G		 /1-'D  A9'D3'2  (FE'G	 ,'1  	   	 											  				 5
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	 	 K u y a q h u t s h w a 	 I q h u b e l a   p h a m b i l i   	 I n a e n d e l e a 	 A k t i v e e r   t a n s   t e m a 	 V y k d o m a 	 N o t i e k 	 P o o l e l i 	 8viaxt  g	 	  n   d e s f _u r a r e 	 *
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 
 S T R _ T H E M E S _ A L A R M _ A C T I V A T I O N 	 T h e m e 	 P O P U P 	 s t r i n g   i d   f o r   t h e m e   a c t i v a t i o n   d u r i n g   a l a r m 	 T h e m e   u p d a t e d 	 ;NL]fe	 ;N]fe	 #1#85!A%I'	 T e m a   a c t u a l i z a d o 	 T h  m e   m i s      j o u r 	 T h e m a   a k t u a l i s i e r t 	 "5<0  >1=>2;5=0	 T e m a   a g g i o r n a t o 	 *E  *-/J+  'DEH6H9	 T e m a   a c t u a l i z a d o 	 T e m a   g  n c e l l e n d i   	 C h        t h a y   i 	 T e m a   d i p e r b a r u i 	 T e m a   d i k e m a s   k i n i k a n 	 %	@	.	  (	5	@	(	$	.	  	0	  &	@	  			 	 	 	 T  m a   f r i s s  t v e 	 	 	 	 T h e m a   b i j g e w e r k t 	 	 	 T e m   a c t u a l i z a t 	 	 	     	 	 5	?	7	/	  	*	!	G		  	>	2	>		 (FE'JG  (GF'E  1/J/	 *E  '~  y  H'  	   	 			  						 5
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	      	 I - T h e m e   i v u s e l e l w e 	 U m x h o l o   u h l a z i y w e 	 M a n d h a r i   i m e s a s i s h w a 	 T e m a   o p g e d a t e e r 	 T e m a   a t n a u j i n t a 	 T m a   a t j a u n i n t a 	 T e e m a   v  r s k e n d a t u d 	 9etav  iata~an  g	   	 T e m   a c t u a l i z a t 	 $
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 
 S T R _ S C R 3 0 0 1 _ T H E M E S _ C A P T I O N 	 T h e m e 	 T I T L E 	 S T R _ S C R 3 0 0 1 _ T H E M E S _ C A P T I O N 	 T h e m e s 	 ;NL	 ;N	 5!	 T e m a s 	 T h  m e s 	 T h e m e n 	 "5<K	 T e m i 	 'DEH6H9'*	 T e m a s 	 T e m a l a r 	 C h   	 D e s a i n 	 T e m a 	 %	@	.	M	8		 T e m a e r 	 T  m a t a 	 T e m a t y 	 T  m  k 	 T e e m a t 	 T e m a e r 	 T  m y 	 T h e m a ' s 	 T e m a n 	 T e m e 	 T e m e 	 T e m e 	 	   	 "5<8	 5	?	7	/	8	.	B	9		 E6EHF  G'	 *E	 	 				 5
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 
 S E R V I C E S _ D A T A _ C O N N E C T _ G S M _ S T R I N G _ I D 	 U n d e f i n e d 	 I C O N T E X T ,   T I T L E 	 G S M   D a t a 	 C S D   d a t a 	 C S D MneN	 C S D MneN	 I-!9%  G S M 	 D a t o s   G S M 	 D o n n  e s   G S M 	 G S M - D a t e n 	 G S M - 40==K5	 D a t i   d i   G S M 	 G S M   (J'F'*	 D a d o s   G S M 	 G S M   V e r i s i 	 D   l i u   G M S 	 D a t a   G S M 	 D a t a   G S M 	 G S M   !	>		>		 G S M   D a t a 	 D a t a   G S M 	 D a n e   G S M   	 G S M   a d a t o k 	 G S M - d a t a 	 G S M - d a t a 	 G S M   d  t a 	 G S M - g e g e v e n s 	 G S M - d a t a 	 G S M   p o d a c i 	 D a t e   G S M 	 G S M   P o d a t k i 	   G S M 	   G S M 	 0==8  =0  G S M - 0	 	@		8		.	  !	G		>		 /'/G  G S M 	 ,  '3  'E  y'	 G S M   	 						  					 
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	       	 I d a t h a   y e - G S M 	 I - d a t a   y e G S M 	 D a t a   y a   G S M 	 G S M - d a t a 	 G S M   d u o m e n y s 	 G S M   d a t i 	 G S M   a n d m e d 	 G S M   ~ualve	 G S N   	 D a t e   G S M 	 G S M   !
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 
 S E R V I C E S _ V I E W _ D A T A _ C O N N E C T _ G S M _ S T R I N G _ I D 	 U n d e f i n e d 	 T I T L E 	 V i e w   G S M 	 V i e w   G S M   d a t a 	 jG S M ǌe	 gwG S M penc	 9I-!9%  G S M 	 V e r   d a t o s   G S M   	 V o i r   l e s   d o n n  e s   G S M 	 G S M - D a t e n   a n z e i g e n 	 17>@  40==KE  G S M 	 V i s u a l i z z a z i o n e   d a t i   G S M 	 916  (J'F'*  G S M 	 V e r   d a d o s   G S M 	 G S M   v e r i s i n i   g  r  n t  l e 	 X e m   d   l i u   G S M 	 L i h a t   d a t a   G S M 	 L i h a t   d a t a   G S M 	 G S M   !	>		>	  &	G		G			 	 	 	 G D M   a d a t o k   m e g j e l e n  t  s e 	 	 	 	 G S M - g e g e v e n s   b e k i j k e n 	 	 	 V i z u a l i z a r e   d a t e   G S M 	 	 	     G S M 	 	 	 E4'G/G  /'/G  G'I  G S M 	 	 	 						  				  					  	 	 	 	 	 	 	 	 	 B e k y k   G S M - d a t a 	 	 	 	 	 	 	 	 	 	 G S M   				  					  				 	 	 	 	 	 	 	 V e r   d a d o s   G S M 	 	 	 	 	 	 	 	 G S M   i n f o r m a z i o a   i k u s i 	 T i n g n a n   a n g   d a t a   n g   G S M 	 V e r   d a t o s   G S M 	 G o s i p t a   d a t a   G S M 	 A m h a r c   a r   s h o n r a    G S M 
 
 S E R V I C E S _ V I E W _ D A T A _ C O N N E C T _ G P R S _ S T R I N G _ I D 	 U n d e f i n e d 	 T I T L E 	 V i e w   p a c k e t   d a t a 	 V i e w   p a c k e t   d a t a 	 jRD}ǌe	 gwR~penc	 9I-!9%A@G	 V e r   p a q u e t e   d e   d a t o s 	 A f f i c h e r   p a q u e t   d e   d o n n  e s 	 P a k e t d a t e n   a n z e i g e n 	 17>@  40==KE  G P R S 	 V i s u a l i z z a   d a t i   p a c c h e t t o 	 916  -2E  'D(J'F'*	 V e r   d a d o s   d e   p a c o t e s 	 P a k e t   v e r i l e r i n i   g  r  n t  l e 	 X e m   d   l i u   g  i 	 L i h a t   d a t a   p a k e t 	 L i h a t   d a t a   p a k e t 	 *	H		G		  !	G		>	  &	G		G			 	 	 	 A d a t c s o m a g o k   m e g j e l e n  t  s e 	 	 	 	 P a k k e t g e g e v e n s   b e k i j k e n 	 	 	 V i z u a l i z a r e   p a c h e t   d e   d a t e 	 	 	     	 	 	 E4'G/G  /'/G  G'  (3*G  '	 	 	 							  				  					  	 	 	 	 	 	 	 	 	 B e s i g t i g   p a k k e t d a t a 	 	 	 	 	 	 	 	 	 	 G P R S   					  				 	 	 	 	 	 	 	 V e r   d a d o s   d o   p a c o t e 	 	 	 	 	 	 	 	 G P R S   i k u s i 	 T i n g n a n   a n g   G P R S 	 V e r   G P R S 	 G o s i p t a   G P R S 	 A m h a r c   a r   G P R S 
 
 S T R _ I D _ N E T S E T _ M I T E M 9 1 8 9 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 G P R S   C o n n e c t i o n 	 G P R S   c o n n e c t i o n 	 G P R S #P}	 G P R S ޏc	 2#@
7H-!H-  G P R S 	 C o n e x i  n   G P R S 	 C o n n e x i o n   G P R S 	 G P R S - V e r b i n d u n g 	 G P R S   A2O7L	 C o l l e g a m e n t o   G P R S 	 G P R S   *H5JD	 L i g a   o   G P R S 	 G P R S   b a l a n t 1s 1	 K t   n i   G P R S 	 K o n e k s i   G P R S 	 S a m b u n g a n   G P R S 	 	@	*	@		0		8	  	(	G		M	6	(		 G P R S   F o r b i n d e l s e 	 P Yi p o j e n    G P R S 	 P o Bc z e n i e   G P R S   	 G P R S   k a p c s o l a t 	 G P R S - y h t e y s 	 G P R S - t i l k o b l i n g 	 P r i p o j e n i e   G P R S 	 G P R S - v e r b i n d i n g 	 G P R S - a n s l u t n i n g 	 G P R S   v e z a 	 C o n e x i u n e   G P R S 	 G P R S   P o v e z a v a 	   G P R S 	   G P R S 	 G P R S   2@J7:0	 	@	*	@		0		8	  8		*	0	M			 '*5'D  G P R S 	 ,  ~  "1  '3  F4F	 G P R S   	 								  								 
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	    	 U k u x h u m a n a   k w e - G P R S 	 U q h a g a m s h e l w a n o   l w e G P R S 	 U n g a n i s h o   l a   G P R S 	 G P R S - v e r b i n d i n g 	 G P R S   r y ay s 	 G P R S   s a v i e n o j u m s 	 G P R S -  h e n d u s 	 G P R S   tkaxt	 G P R S   	 C o n e x i u n e   G P R S 	 G P R S   
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 
 S T R _ I D _ N E T S E T _ C H A N G E 	 S e t t i n g 	 L S K 	 C h a n g e 	 C h a n g e 	 f	 f9e	 @%5H"A%	 C a m b i a r 	 M o d i f i e r     	  n d e r n 	 7<5=. 	 C a m b i a 	 *:J1	 A l t e r a r 	 D e i _t i r 	 i 	 U b a h 	 T u k a r 	 ,	&	2	G			 S k i f t 	 Z m n i t 	 Z m i e D	 C s e r e 	 V a i h d a 	 E n d r e 	 Z m e n i e	 V e r a n d e r e n 	 R e d i g e r a 	 P r o m i j e n i 	 S c h i m b a r e 	 S p r e m e n i 	 	 	 @><5=8	 ,	&	2	>		 *:1	 *(/D  ,&	 	 									 ,
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 
 S T R _ I D _ N E T S E T _ G P R S _ C O N N E C T I O N _ M O D E _ A L W A Y S 	 S e t t i n g 	 H I N T 	 A l w a y s 	 A l w a y s 	 8lEN	 8lEN	 %-@'%2	 S i e m p r e 	 T o u j o u r s 	 I m m e r 	 A5340	 S e m p r e 	 /'&E'	 S e m p r e 	 h e r   z a m a n 	 L u  n   l u  n 	 S e l a l u 	 S e n t i a s a 	 9	.	G	6	>		 A l t i d 	 V ~d y 	 Z a w s z e 	 M i n d i g 	 A i n a 	 A l l t i d 	 V ~d y 	 A l t i j d 	 A l l t i d 	 U v i j e k 	  n t o t d e a u n a 	 V e d n o 	 	 	 8=038	 8	0	M	5	&	>		 GE4G	 E4	 	 							 9
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 
 S T R _ I D _ N E T S E T _ G P R S _ C O N N E C T I O N _ M O D E _ W H E N N E E D E D 	 S e t t i n g 	 H I N T 	 W h e n   N e e d e d 	 W h e n   n e e d e d 	  Bf	  e	 @!7H-3@G	 C u a n d o   s e a   n e c e s a r i o 	 L o r s q u e   n  c e s s a i r e 	 B e i   B e d a r f 	 >340  =5>1E>48<>	 Q u a n d o   c '    b i s o g n o   	 9F/  'D-',)	 Q u a n d o   n e c e s s  r i o 	 g e r e k t i i   z a m a n 	 K h i   c n   n 	 J i k a   D i p e r l u k a n 	 A p a b i l a   d i p e r l u k a n 	 	,	  	>	9	?			 H v i s   B e h o v 	 P o d l e   p o t Ye b y 	 K i e d y   p o t r z e b n y 	 S z  k s  g   e s e t  n 	 T a r v i t t a e s s a 	 E t t e r   b e h o v 	 P o d >a   p o t r e b y 	 I n d i e n   n o d i g 	 V i d   b e h o v 	 P o   p o t r e b i 	 C  n d   e s t e   n e v o i e 	 K o   J e   P o t r e b n o 	   	   	 >30B>  5  5>1E>48<>	 	G	5	M	9	>	  	5	6	M	/		  9	K	/		 /1  5H1*  D2HE	 ,(  61H1*  H	 	 			  								 
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 	 ,6M_@_,G3G	 K u r   n e v o j i t e t 	 						  								 	 	 	 	 	 	 	 Q u a n d o   n e c e s s  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G A M E _ S E T T I N G 	 G A M E 	 T I T L E ,   I C O N T E X T 	 F N G   g a m e   s e t t i n g 	 G a m e s   s e t t i n g s 	 J2b-[	 8nbn	 H241I@!	 C o n f i g u r a c i  n   d e   j u e g o s 	 P a r a m  t r a g e   d e s   j e u x 	 G a m e - E i n s t e l l u n g e n 	 0AB@>9:8  83@K	 I m p o s t a z i o n e   G i o c o 	 6(7  'D'D9'(	 D e f i n i   e s   d o s   j o g o s 	 O y u n   A y a r l a r 1	 C  i   t   t r    c h i 	 P e n g a t u r a n   P e r m a i n a n 	 S e t i n g   p e r m a i n a n 	 	G	.	  8	G		?			M	8	 	 S p i l   O p s  t n i n g 	 N a s t a v e n    h e r 	 U s t a w i e n i a   g r y 	 J  t  k b e  l l  t  s o k 	 P e l i n   a s e t u s 	 S p i l l i n s t i l l i n g 	 N a s t a v e n i e   h r y 	 S p e l i n s t e l l i n g e n 	 S p e l i n s t  l l n i n g a r 	 P o s t a v k e   i g r e 	 S e t r i   j o c 	 N a s t a v i t e v   I g r e 	   	     	 0AB@>9:8  =0  83@8B5	 	G	.	  8	G		?				 *F8JEG'I  ('2JG'	 E  3yF	   	 			  						 
G
2
  8
H

?
p

	 G.M  8FM?M	 #AB0=>2:8  3@8	 






  







	    	 A m a s e t h i n g i   e m i d l a l o 	 U s e t o   l w e m i d l a l o 	 M i p a n g i l i o   y a   m i c h e z o 	 S p e l e t j i e - i n s t e l l i n g s 	 }a i d i m s  n u o s t a t o s 	 S p <u   i e s t a t +j u m i 	 M  n g u   s  t t e d 	 =arek  oauavve	   	 S e t r i   j o c u r i 	 
F
/
?
.
A

3
M

   8
F
1
M
1
M
  
F
/
M
/
2
M

 	 G.M8  8G?A!?	 R e g j i s t r i m e t   e   l o j r a v e 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   j o g o s 	 	 	 	 	 	 	 	 J o l a s e n   e z a r p e n a k 	 M g a   s e t t i n g   n g   m g a   l a r o 	 C o n f i g u r a c i  n   d o s   x o g o s 	   N h a z i   e g w u r e g w u 	 S o c r u i t h e   c l u i c h  
 
 S T R _ I D _ G A M E _ S E T T I N G _ A U D 	 G A M E 	 I C O N T E X T 	 G a m e   a u d i o 	 A u d i o 	 J2bHe	 8nbHe	 @*5"	 A u d i o 	 A u d i o     	 A u d i o 	 C48>	 A u d i o 	 5H*  'D'D9'(	  u d i o 	 S e s 	  m   t h a n h   t r    c h i 	 S u a r a   P e r m a i n a n 	 A u d i o 	 	!	?	/	K		 S p i l   L y d 	 Z v u k y   h r y 	 G r a   :   D zw i k 	 A u d i o 	 P e l i n   a u d i o 	 S p i l l a u d i o 	 Z v u k   h r y 	 A u d i o 	 S p e l l j u d 	 Z v u k   i g r e 	 A u d i o 	 A v d i o   I g r e 	   	 	 2C:  =0  83@8B5	 	G	.	  	!	?	/	K		 5/'	 "H  E	   	 					 
G
!
  
!
@

	 G.M  !?/K	 C4V>  3@0	 




	 	 I - A u d i o 	 I - o d i y o 	 S a u t i 	 O u d i o 	 G a r s a s 	 A u d i o 	 A u d i o 	 1xdkx	 	 A u d i o 	 
!
?
/
K
	 !?	 A u d i o 	 				' 	 	 	 	 	 	 	 	  u d i o 	 	 	 	 	 	 	 	 A u d i o a 	 A u d i o 	 A u d i o 	 M k p   e g w u 	 F u a i m 
 
 S T R _ I D _ G A M E _ S E T T I N G _ M U L T I C H A N N E L _ B A C K G R O U N D _ M U S I C 	 G A M E 	 I C O N T E X T 	 G a m e   a u d i o 	 B G M 	 ̀ofHe	 ̀ofHe	 B G M 	 B G M 	 B G M 	 B G M 	 $>=>20O  <C7K:0	 B G M 	 'D5H*  'D.DAJ)	 B G M 	 B G M   	 B G M 	 B G M 	 B G M 	 ,	@		@		.		 	 	 	 B G M 	 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 5	@		@		.		 B G M 	 (  ,  'E	 	 		. 		. 			 ,
@

@

.
	 ,??.M	 B G M 	 B G M 	 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 	 	 	 	 	 	 	 B G M 	 	 	 	 	 	 	 	 B G M 	 B G M 	 M  s i c a   f o n d o 	 B g m 	 C e o l   c  l r a 
 
 S T R _ I D _ G A M E _ S E T T I N G _ M U L T I C H A N N E L _ S O U N D _ E F F E C T 	 G A M E 	 I C O N T E X T 	 S o u n d   E f f e c t 	 S o u n d   e f f e c t 	 He	 He	 @-@GL@*5"	 E f e c t o   d e   s o n i d o 	 E f f e t   s o n o r e 	 S o u n d e f f e k t 	 2C:>2K5  MDD5:BK	 E f f e t t o   a u d i o 	 E$+1  'D5H*	 E f e i t o s   s o n o r o s 	 S e s   e f e k t i   	 H i u   n g    m   t h a n h 	 E f e k   s u a r a 	 K e s a n   b u n y i 	 '	M	5	(	?	  *	M	0	-	>	5		 	 	 	 H a n g h a t  s 	 	 S o u n d   E f f e c t 	 S o u n d   E f f e c t 	 G e l u i d s e f f e c t 	 L j u d e f f e k t 	 S o u n d   E f f e c t 	 E f e c t e   s o n o r e 	 S o u n d   E f f e c t 	 S o u n d   E f f e c t 	   	 S o u n d   E f f e c t 	 8	>				!	  *	M	0	-	>	5		 ,DHG  5/'	 3'$F  'Ay	 	 						  							 
5
>

<
  
8
0
	 8L!M  +FMM	 2C:>289  5D5:B	 







  


	   	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 K l a n k e f f e k 	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 6
,
M
&
  
+

M

M
	 'M,(?  *M0->,	 E f e k t i   I   z e r i t 	 					  							 	 	 	 	 	 	 	 E f e i t o   s o n o r o 	 	 	 	 	 	 	 	 S o i n u - e f e k t u a k 	 S o u n d   e f f e c t 	 E f e c t o s   d e   s o n 	 d a   m p t a r a 	 M a i s  o c h t   f u a i m e 
 
 S T R _ I D _ G A M E _ S E T T I N G _ V I B 	 G A M E 	 I C O N T E X T 	 G a m e   v i b r a t i o n 	 V i b r a t i o n 	 J2bR	 8nb/cR	 2#*1H*0@7-	 V i b r a c i  n 	 V i b r a t i o n 	 V i b r a t i o n 	 81@0F8O	 V i b r a z i o n e 	 'G*2'2  'D'D9'(	 V i b r a   o 	 T i t r e _i m 	 R u n g   t r o n g   t r    c h i 	 G e t a r   P e r m a i n a n 	 G e t a r a n 	 		*	(		 S p i l   V i b r a t i o n 	 V i b r a c e   h r y 	 G r a   :   W i b r a c j e 	 R e z g  s e k 	 P e l i n   v  r i n  	 S p i l l v i b r a s j o n 	 V i b r  c i e   h r y 	 T r i l l i n g 	 S p e l - v i b r e r i n g 	 V i b r a c i j a   i g r e 	 V i b r a ci e 	 V i b r a c i j a   I g r e 	   	 	 81@0F8O  =0  83@8B5	 	G	.	  		*	(		 D124	 E  H'&(14F	   	 										 
G
!
  
.
(
@
	 G.M  5H,M0G7(M	 V1@0FVO  3@8	 








	 	 I - V i b r a t i o n 	 U n g c a n g c e z e l o 	 M t e t e m o 	 V i b r a s i e 	 V i b r a c i j a 	 V i b r c i j a 	 V  r i n 	 9i|xt	 	 V i b r a ci e 	 5
H
,
M
0
G
7
o
	 .M*(	 V i b r i m i 	 						 	 	 	 	 	 	 	 V i b r a   o 	 	 	 	 	 	 	 	 D a r d a r a 	 P a g - v i b r a t e 	 V i b r a c i  n 	 M m a j i j i j i 	 C r i t h 
 
 S T R _ I D _ 3 D _ G A M E 	 3 D   G A M E 	 T I T L E ,   I C O N T E X T 	 3 D   G a m e s 	 3 D   g a m e s 	 3 D J2b	 3 D 8nb	 @!  3 D 	 J u e g o s   3 D 	 J e u x   3 D 	 3 D - G a m e 	 3 D - 83@K	 G i o c h i   3 D 	 3 D   'D"D9'(	 J o g o s   3 D 	 3   B o y u t l u   o y u n l a r   	 T r    c h i   3 D 	 P e r m a i n a n   3 D 	 P e r m a i n a n   3 D 	  3 !	@	  	G	.		 	 	 	 3 D   j  t  k o k 	 	 	 	 3 D - s p e l l e n 	 	 	 J o c u r i   3 D 	 	 	   - 	 	 3 !	@	  	G	.		 ('2JG'I  3G  (9/I	 3   E	   	 			  				  	 3 !
@
  
G
!
	 G.M	 3 D   3@0	 3 D   



	 3   	 I m i d l a l o   y e - 3 D 	 I m i d l a l o   y e - 3 D 	 M i c h e z o   y a   3 D 	 3 D - s p e l e t j i e s 	 T r i m a 
i a i   ~a i d i m a i 	 3 D   s p l e s 	 3 D   m  n g u d 	 3 D   mare	   	 J o c u r i   3 D 	 3 D   
F
/
?
.
A

3
M

 	 3 D   G.M8	 L o j r a   3 D 	 3 D   											 	 	 	 	 	 	 	 J o g o s   3 D 	 	 	 	 	 	 	 	 3 D   j o l a s a k 	 M g a   3 D   n a   l a r o 	 X o g o s   3 D 	 E g w u r e g w u   3 D 	 C l u i c h    3 T 
 
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 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ V I B 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   c o n f i g   J a v a   v i b r a t i o n   e n a b l e   o r   n o t . 	 J a v a   v i b r a t i o n 	 J a v a /cR	 J a v a /cR	 2#*1H2'2	 V i b r a c i  n   J a v a 	 V i b r a t i o n   J a v a 	 J a v a - V i b r a t i o n 	 J a v a   281@0F8O	 V i b r a z i o n e   J a v a 	 'G*2'2  'D,'A'	 V i b r a   o   J a v a 	 J a v a   t i t r e _i m 	   r u n g   t r o n g   J a v a 	 G e t a r a n   J a v a 	 G e t a r a n   J a v a 	 	>	5	>	  		*	(		 J a v a   V i b r a t i o n 	 J a v a   v i b r a c e 	 J a v a   :   W i b r a c j e 	 J a v a   r e z g  s e k 	 J a v a n   v  r i n  	 J a v a v i b r a s j o n 	 V i b r  c i e   J a v a 	 J a v a - t r i l l i n g 	 V i b r e r i n g   i   J a v a 	 J a v a   v i b r a c i j a 	 V i b r a ci i   J a v a 	 J a v a   V i b r a c i j e 	     J a v a 	   J a v a 	 J a v a   81@0F8O	 	5	M	9	>	  5	M	9	>		,	M	0	G	6	(		 D124  J a v a 	 ,'H'  H'&(14F	   	 				  						 
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	   	 J a v a   v i b r a t i o n 	 J a v a   v i b r a t i o n 	 J a v a   v i b r a t i o n 	 J a v a - v i b r a s i e 	 J a v a   v i b r a t i o n 	 J a v a   v i b r a t i o n 	 J a v a   v i b r a t i o n 	 J a v a   v i b r a t i o n 	 J a v a   v i b r a t i o n 	 J a v a   v i b r a t i o n 	 	 	 V i b r i m i   J a v a 	 J a v a   						 	 	 	 	 	 	 	 V i b r a   o   d e   J a v a 	 	 	 	 	 	 	 	 J a v a   d a r d a r a 	 V i b r a t i o n   n g   J a v a 	 V i b r a c i  n   d e   J a v a 	 J a v a   n a - a m a j i j i j i 	 C r i t h   J a v a 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ N E T _ I C O N 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   c o n f i g   J a v a   n e t w o r k   i c o n   t u r n   o n   o r   n o t . 	 J a v a   n e t   i c o n 	 J a v a }\W	 J a v a Q~\V	 D--2'2@G	 I c o n o   d e   r e d   J a v a 	 I c  n e   n e t   J a v a 	 J a v a - N e t z s y m b o l 	 =0G>:  J a v a   2  A5B8	 I c o n a   r e t e   J a v a 	 'D5H1)  ,'A'	  c o n e   d e   r e d e   J a v a 	 J a v a   a   i k o n u   	 H  n h   n h   M n g   J a v a 	 I k o n   J a v a   n e t 	 I k o n   r a n g k a i a n   J a v a 	 	>	5	>	  (	G		  			I	(		 	 	 	 J a v a   n e t   i k o n 	 	 	 	 J a v a - n e t p i c t o g r a m 	 	 	 P i c t o g r a m   J a v a 	 	 	     J a v a 	 	 	 4CDC  4(CG  ,'H'	 	 	 J a v a   n e t   												 	 	 	 



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 
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 
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	    	 J a v a   n e t w o r k 	 J a v a   n e t w o r k 	 J a v a   n e t w o r k 	 J a v a - n e t w e r k 	 J a v a   n e t w o r k 	 J a v a   n e t w o r k 	 J a v a   n e t w o r k 	 J a v a   n e t w o r k 	 J a v a   n e t w o r k 	 J a v a   n e t w o r k 	 	 	 R r j e t i   J a v a 	 J a v a   								 	 	 	 	 	 	 	 R e d e   J a v a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ P R O F 1 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   c o n f i g   J a v a   n e t w o r k   p r o f i l e   o n   S I M 1   c a r d . 	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M aS1 -[D}	 J a v a   S I M aS1 n~	 B#D%L2'2  4!1 	 P e r f i l   S I M 1   d e   J a v a 	 R  s e a u   J a v a 	 J a v a - S I M 1 - P r o f i l 	 @>D8;L  J a v a   4;O  S I M 1 	 P r o f i l o   S I M 1   J a v a 	 E,EH9)  (7'B)1   ,'A'	 P e r f i l   J a v a   S I M 1 	 J a v a   S I M 1   p r o f i l i   	 C  i   t   S I M 1   J a v a 	 P r o f i l   J a v a   S I M 1 	 P r o f i l   S I M 1   J a v a 	 	>	5	>	  8	?	.	1   *	M	0	K	+	>		2		 	 	 	 J a v a   S I M 1   p r o f i l 	 	 	 	 J a v a   S I M 1 - p r o f i e l 	 	 	 P r o f i l   S I M 1   J a v a 	 	 	   S I M 1   - J a v a 	 	 	 ~1HA'JD  S I M 1   ,'H'	 	 	 J a v a   S I M 	  								 	 	 	 



  


1   







	   1   	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M 1   P r o f i l e 	 J a v a - S I M 1 - p r o f i e l 	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M 1   P r o f i l e 	 J a v a   S I M 1   P r o f i l e 	 	 	 P r o f i l i   i   S I M 1   J a v a 	 J a v a   			1   			' 					 	 	 	 	 	 	 	 P r o f i l e   S I M 1   d e   J a v a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ P R O F 2 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   c o n f i g   J a v a   n e t w o r k   p r o f i l e   o n   S I M 2   c a r d . 	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M aS2 -[D}	 J a v a   S I M aS2 n~	 B#D%L2'2  4!2 	 P e r f i l   S I M 2   d e   J a v a 	 P r o f i l   J a v a   S I M 1 	 J a v a - S I M 2 - P r o f i l 	 @>D8;L  J a v a   4;O  S I M 2 	 P r o f i l o   S I M 2   J a v a 	 E,EH9)  (7')2   ,'A'	 P e r f i l   J a v a   S I M 2 	 J a v a   S I M 2   p r o f i l i   	 C  i   t   S I M 2   J a v a 	 P r o f i l   J a v a   S I M 2 	 P r o f i l   S I M 2   J a v a 	 	>	5	>	  8	?	.	2 +	>		2		 	 	 	 J a v a   S I M 2   p r o f i l 	 	 	 	 J a v a   S I M 2 - p r o f i e l 	 	 	 P r o f i l   S I M 2   J a v a 	 	 	   S I M 2   - J a v a 	 	 	 ~1HA'JD  S I M 2   ,'H'	 	 	 J a v a   S I M 	  								 	 	 	 



  


2   







	   2   	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M 2   P r o f i l e 	 J a v a - S I M 2 - p r o f i e l 	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M 2   P r o f i l e 	 J a v a   S I M 2   P r o f i l e 	 	 	 P r o f i l i   i   S I M 2   J a v a 	 J a v a   			2   			' 					 	 	 	 	 	 	 	 P r o f i l e   S I M 2   d e   J a v a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ S T O R A G E 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   t o   s h o w   h o w   m a n y   f r e e   s p a c e   t h a t   c a n   i n s t a l l   J a v a . 	 F r e e   d a t a   s p a c e 	 S(uǌezz	 S(uDezz	 7I5H@GI-!9%5H'H2	 E s p a c i o   d e   d a t o s   l i b r e 	 P r o f i l   J a v a   S I M 2 	 F r e i e r   D a t e n p l a t z 	 !2>1>4=0O  ?0<OBL	 S p a z i o   l i b e r o   d a t i 	 E3'-)  'DE9DHE'*	 E s p a  o   l i v r e   p a r a   d a d o s 	 B o _  v e r i   a l a n 1	 B   n h   c  n   t r n g 	 R u a n g   D a t a   k o s o n g 	 R u a n g   d a t a   b e b a s 	 !	>		>	  		9	  	>	2	@		 F r i   D a t a   P l a d s 	 V o l n    d a t o v    m  s t o 	 W o l n e   m i e j s c e   n a   d a n e 	 S z a b a d   t  r h e l y 	 V a p a a   d a t a t i l a 	 L e d i g   d a t a p l a s s 	 V o >n    d  t o v    m i e s t o 	 V r i j e   g e h e u g e n r u i m t e 	 F r e e   D a t a S p a c e 	 F r a j   p o d a c i   d u l j i n a 	 S p a ci u   d e   d a t e   l i b e r 	 P r o s t   N o v i c e   P r o s t o r 	 F r e e   D a t a   S p a c e 	     	 B >=;>  40==8  <OABo 	 +	M	0	@	  !	G		>	  8	M	*	G	8		 A6'I  .'DI  /'/G  'I	 EA*  y'  '3~3	       	 				  				  						 
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  





  




  	     	 F r e e   d a t a   s p a c e 	 F r e e   d a t a   s p a c e 	 F r e e   d a t a   s p a c e 	 B e v r y   d a t a - r u i m t e 	 F r e e   d a t a   s p a c e 	 F r e e   d a t a   s p a c e 	 F r e e   d a t a   s p a c e 	 F r e e   d a t a   s p a c e 	 F r e e   d a t a   s p a c e 	 F r e e   d a t a   s p a c e 	 	 	 V e n d   I   l i r e   t e   d h e n a s h 	 				  					  					  				 	 	 	 	 	 	 	 E s p a  o   l i v r e   p a r a   d a d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ H E A P 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   t o   s h o w   t h e   s i z e   o f   J a v a   h e a p . 	 H e a p   s i z e 	 WLaԚ'Y\	 gbLQX['Y\	 2*0*!	 T a m a  o   d e   p i l a 	 E s p a c e   l i b r e   p o u r   l e s   d o n n  e s 	 H e a p - G r   e 	 >ABC?=0O  ?0<OBL	 D i m e n s i o n e   h e a p 	 -,E  'D-4/	 T a m a n h o   d a   p i l h a   d e   r e c e p   o 	 Y 11n   b o y u t u 	 C   b   n h   t h c   h i n 	 P e r b e s a r   U k u r a n 	 S a i z   t i m b u n a n 	 "	<	G	0	  	>	  		>	0		 B u n k e   S t  r r e l s e 	 V e l i k o s t   h e a p 	 R o z m i a r   s t o s u 	 C s o m a g   m  r e t e 	 P i n o n   k o k o 	 M e n g d e s t  r r e l s e 	 V e >k o s e  h e a p 	 G r o o t t e   v a n   d e   h e a p 	 X X X L 	 V e l i 
i n a   p r o s t o r a 	 D i m e n s i u n e   m e m o r i e   h e a p 	 V e l i k o s t   K u p a 	     	   H e a p 	 y ?  p a 7<5p 	 9	@	*	  8	>				 'F/'2G  -'A8G  ~4*G  'I	 ~  3'&2	   	 			  					 
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  

	   	 H e a p   s i z e 	 H e a p   s i z e 	 H e a p   s i z e 	 H o o p g r o o t t e 	 H e a p   s i z e 	 H e a p   s i z e 	 H e a p   s i z e 	 H e a p   s i z e 	 H e a p   s i z e 	 H e a p   s i z e 	 	 	 M a d h e s i a   e   s t i v e s 	 			  					 	 	 	 	 	 	 	 T a m a n h o   d a   p i l h a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E C U R I T Y _ J A V A 	 J a v a 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m ,   c o n f i g   J a v a   d e f a u l t   s e c u r i t y   s e t t i n g . 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a -[hQ'`	 J a v a ؞[hQ'`	 #0'2!%- 1"@#4H!I2'2	 S e g u r i d a d   p r e d e t e r m i n a d a   d e   J a v a 	 T a i l l e   d e   t a s 	 J a v a - S t a n d a r d s i c h e r h e i t 	 !B0=40@B=K5  =0AB@>9:8  157>?0A=>AB8  J a v a 	 S i c u r e z z a   p r e d e f i n i t a   J a v a 	 6(7  'D,'A'  'D'EF  'DE3(B	 S e g u r a n  a   J a v a   p r e d e f i n i d a 	 J a v a   v a r s a y 1l a n   g  v e n l i k   	 M c   n h   a n   t o  n   t r o n g   J a v a 	 K e a m a n a n   d e f a u l t   J a v a 	 K e s e l a m a t a n   l a l a i   J a v a 	 *	B	0	M	5	(	?	/	$	  	>	5	>	  8	A	0		M	7	>		 	 	 	 J a v a   a l a p  r t e l m e z e t t   b i z t o n s  g 	 	 	 	 S t a n d a a r d v e i l i g h e i d   v a n   J a v a 	 	 	 S e c u r i t a t e   i m p l i c i t   J a v a 	 	 	         J a v a 	 	 	>	5	M	9	>	  !	?	+	I	2	M		  8	A	0		M	7	>		 'EFJ*  ~J4  A16  ,'H'	 ,'H'  A'Dy  3H1y  	     	 				  						  								 
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  






	     	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a - v e r s t e k s e k u r i t e i t 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a   d e f a u l t   s e c u r i t y 	 J a v a   d e f a u l t   s e c u r i t y 	 	 	 S i g u r i a   s t a n d a r d e   J a v a 	 J a v a   			' 			  										 	 	 	 	 	 	 	 S e g u r a n  a   p a d r  o   J a v a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E C U R I T Y _ J A V A _ R E S T O R E 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   t o   r e s t o r e   a l l   s e c u r i t y   s e t t i n g s . 	 R e s t o r e   d e f a u l t 	 b`_-<P	 b`
Y؞<P	 9I7H2@#4H!I	 R e s t a u r a r   v a l o r e s   p r e d e t e r m i n a d o s   	 R e s t a u r e r   d  f a u t 	 S t a n d a r d w e r t e   w i e d e r h e r s t e l l e n 	 >AAB0=>28BL  =0AB@>9:8	 R i p r i s t i n a   i m p .   p r e d e f i n i t e 	 '3*9'/)  'D'A*1'6J	 R e s t a u r a r   p r e d e f i n i   e s 	 A y a r l a r 1  g e r i   y  k l e   	 K h  i   p h c   c  i   t 	 K e m b a l i   k e   d e f a u l t 	 P u l i h k a n   l a l a i 	 !	?	+	I	2	M		  ,	9	>	2	  	0	G			 	 	 	 A l a p  r t e l m e z  s   v i s s z a  l l  t  s a 	 	 	 	 I n s t e l l i n g e n   h e r s t e l l e n 	 	 	 R e s t a b i l i r e   s e t r i   i m p l i c i t e 	 	 	   	 	 8	G		?			  *	0	$	   	G	5	>		 ('2J'(  ~J4  A16	 3yF  (-'D  ,&	     	 						  							  			  	 8
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	      	 R e s t o r e   s e t t i n g s 	 R e s t o r e   s e t t i n g s 	 R e s t o r e   s e t t i n g s 	 H e r s t e l   v e r s t e k 	 R e s t o r e   s e t t i n g s 	 R e s t o r e   s e t t i n g s 	 R e s t o r e   s e t t i n g s 	 R e s t o r e   s e t t i n g s 	 R e s t o r e   s e t t i n g s 	 R e s t o r e   s e t t i n g s 	 	 	 R i v e n d o s   r e g j i s t r i m e t 	 						  									  				 	 	 	 	 	 	 	 R e s t a u r a r   p a d r  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E C U R I T Y _ J A V A _ R E S T O R E _ D E F A U L T _ C O N F I R M 	 J a v a 	 P O P U P C O N F I R M 	 P o p u p   Q u e s t i o n   m e s s a g e ,   a s k   u s e r   c o n s e n t   t o   r e s t o r e   s e t t i n g s . 	 R e s t o r e   d e f a u l t   s e t t i n g s ? 	 b`_-<P	 b`
Y؞<P	 9I72#1IH2@#4H!I? 	  R e s t a u r a r   v a l o r e s   p r e d e t e r m i n a d o s ? 	 R e s t a u r e r   l e s   r  g l a g e s   p a r   d  f a u t ? 	 S t a n d a r d e i n s t e l l u n g e n   w i e d e r h e r s t e l l e n ? 	 >AAB0=>28BL  AB0=40@B=K5  =0AB@>9:8? 	 R i p r i s t i n a r e   i m p .   p r e d e f i n i t e ? 	 '3*9'/)  'D'A*1'6J	 R e s t a u r a r   p r e d e f i n i   e s ? 	 V a r s a y 1l a n   g e r i   y  k l e n s i n   m i ?   	 P . h i   c  c   c . t   m c   n h ? 	 K e m b a l i   k e   p e n g a t u r a n   d e f a u l t ? 	 P u l i h k a n   p e n g e s e t a n   l a l a i ? 	 !	?	+	I	2	M		  8	G		?			  ,	9	>	2	  	0	G		?  	 	 	 	 V i s s z a  l l  t j a   a z   a l a p b e  l l  t  s o k a t ? 	 	 	 	 S t a n d a a r d i n s t e l l i n g e n   h e r s t e l l e n ? 	 	 	 R e s t a b i l i ci   s e t r i l e   i m p l i c i t e ? 	 	 	       ? 	 	 	 *F8EG'  ~J4  A16  ('2'(  4HF/	 	 	 						  					  							  				 	 	 	 









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 
 S T R _ I D _ F N G _ J A V A _ E U R E K A 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   s t r i n g   o f   E u r e k a C l i e n t ,   a   J a v a   g a m e 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 R e s t a u r e r   l e s   r  g l a g e s   p a r   d  f a u t s  ? 	 E u r e k a - C l i e n t 	 E u r e k a   C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 C l i e n t e   E u r e k a 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 P e r b e s a r   U k u r a n 	 E u r e k a C l i e n t 	 /	B	0	G		>	  	M	2	>					 B u n k e   S t  r r e l s e 	 V e l i k o s t   h e a p 	 R o z m i a r   s t o s u 	 E u r e k a K l i e n s 	 P i n o n   k o k o 	 M e n g d e s t  r r e l s e 	 V e >k o s e  h e a p 	 E u r e k a C l i e n t 	 X X X L 	 V e l i 
i n a   p r o s t o r a 	 E u r e k a C l i e n t 	 V e l i k o s t   K u p a 	     	 E u r e k a C l i e n t 	 y ?  p a 7<5p 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 H1'  D'&Fy	 E u r e k a C l i e n t 	 						  									 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 





  







	   	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a p r o g r a m 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 E u r e k a C l i e n t 	 	 	 K l i e n t i E u r e k a 	 																 	 	 	 	 	 	 	 E u r e k a C l i e n t 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G A M E _ N E W 	 G A M E 	 I C O N T E X T 	 S t a r t   g a m e   ( M e n u   S t r i n g ) 	 S t a r t   g a m e 	 YJ2b	 e8nb	 @#4H!@!	 I n i c i a r   p a r t i d a 	 C o m m e n c e r   l e   J e u 	 S p i e l   s t a r t e n 	 0G0BL  83@C	 C o m i n c i a   i l   G i o c o 	 '(/#  'DD9(	 I n i c i a r   j o g o 	 O y u n a   b a _l a 	 B t   u   c h i 	 M u l a i   p e r m a i n a n 	 M u l a k a n   p e r m a i n a n 	 	G	.	  6	A	0	B	   	0	G			 S t a r t   S p i l 	 S p u s t i t   h r u 	 R o z p o c z n i j   g r 	 J  t  k   i n d  t  s a 	 A l o i t a   p e l i 	 S t a r t   s p i l l 	 S p u s t i e  h r u 	 S p e l   s t a r t e n 	 S p e l a   i n 	 P o 
e t a k   i g r e 	 P o r n i r e   j o c 	 Z a 
n i   I g r o 	   	   	 !B0@B8@09  3@0	 	G	.	  *	M	0	>	0		-		 41H9  ('2	 '3E'1y  E	   	 			  					 
G
!
  6
0
B
	 G.M  *M0>0-?A.A	 >G0B8  3@C	 


  


  


	   	 Q a l a   u m d l a l o 	 Q a l i s a   u m d l a l o 	 A n z a   m c h e z o 	 B e g i n   s p e l e t j i e 	 P r a d t i   ~a i d i m 	 S t a r t t   s p l i 	 K  i v i t a   m  n g 	 Mo}el  marh	   	 P o r n i r e   j o c 	 
F
/
?

  $
A


M

B
	 G.  0.M-  0(M$A	 	 						  					  				 	 	 	 	 	 	 	 I n i c i a r   j o g o 	 	 	 	 	 	 	 	 J o l a s a   h a s i 	 S i m u l a n   a n g   l a r o 	 C o m e z a r   x o g o 	 B i d o   e g w u r e g w u 	 T o s a i g h   a n   c l u i c h e 
 
 S T R _ G A M E _ L E V E L 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G a m e   L e v e l   ( M e n u   S t r i n g ) 	 G a m e   l e v e l 	 J2bܕaS	 8nb!j_	 #01@!	 N i v e l   d e   l a   p a r t i d a 	 N i v e a u   d e   j e u 	 S p i e l g r a d 	 #@>25=L  83@K	 L i v e l l o   d i   g i o c o 	 E3*HJ  'DD9(	 N  v e l   d o   j o g o 	 O y u n   s e v i y e s i 	 M c   c h i 	 T i n g k a t a n   P e r m a i n a n 	 T a h a p   p e r m a i n a n 	 	G	.	  8	M	$	0	 	 S p i l   N i v e a u 	  r o v e H  h r y 	 P o z i o m   g r y 	 N e h  z s  g i   f o k o z a t 	 P e l i n   t a s o 	 S p i l l n i v  	  r o v e H  h r y 	 S p e l n i v e a u 	 S p e l n i v  	 R a z i n a   i g r e 	 N i v e l   j o c 	 N i v o   I g r e 	   	   	 82>  =0  3@0B0	 	G	.	  8	M	$	0		 37-  ('2	 E  DHD	   	 			  					 
G
!
  *
'
0
>
	 G.M  8M%>/?	  V25=L  3@8	 





  



	   	 I z i n g a   l o m d l a l o 	 U m g a n g a t h o   w o m d l a l o 	 K i w a n g o   c h a   m c h e z o 	 S p e l v l a k 	 }a i d i m o   l y g i s 	 S p l e s   l +m e n i s 	 M  n g u   t a s e 	 =ark  taoadao	   	 N i v e l   j o c 	 
F
/
?

  $
2

	 G.  8M$0	 	 							  					 	 	 	 	 	 	 	 N  v e l   d o   j o g o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G A M E _ G R A D E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G a m e   B e s t   G r a d e s   ( M e n u - C a p t i o n   S t r i n g ) 	 B e s t   g r a d e s 	  gsOcL	  gsOcL	 0A*9*8	 M e j o r e s   c a l i f i c a c i o n e s 	 M e i l l e u r s   s c o r e s 	 B e s t e   E r g e b n i s s e 	  5:>@4K	 R i s u l t a t i   m i g l i o r i 	 /1,'*  :'DJ)	 M e l h o r e s   p o n t u a   e s 	 E n   i y i   d e r e c e l e r 	 i m   c a o   n h t 	 N i l a i   T e r b a i k 	 G r e d   t e r b a i k 	 8	0	M	5	K	$	M	$	.	  	M	0	G	!		 B e d s t e   T r i n 	 N e j l e p a   v  s l e d k y 	 N a j l e p s z e   w y n i k i 	 L e g j o b b   p o n t s z  m o k 	 P a r h a a t   t u l o k s e t 	 B e s t e   r e s u l t a t e r 	 N a j l e p ai e   v  s l e d k y 	 B e s t e   r e s u l t a t e n 	 B  s t a   r e s u l t a t 	 N a j b o l j i   r e z u l t a t i 	 C e l e   m a i   b u n e   s c o r u r i 	 N a j b o l j ai   D o s e ~k i 	   	   	 09- 4>1@8   57C;B0B8	 ,	G	8	M		  	M	0	G	!		 (G*1F  'E*'2'*	 3(  3  '  13	   	 					  						 8
q
-
  $
L

  5
'
?

  *
&
5
@
	 ,F8MM  M0G!M8M	 @0IV  @57C;LB0B8	 




  





	     (  ) 	 A m a - g r a d e   a m a h l e 	 I i n d i d i   e z i n g c o n o 	 G r e d i   b o r a 	 B e s t e   p u n t e 	 G e r i a u s i   /v e r t i n i m a i 	 L a b k i e   r e z u l t t i 	 P a r i m a d   h i n d e d 	 <a~acxuv  aduxvve	   	 C e l e   m a i   b u n e   n o t e 	 .
?


M

  
M
0
G
!
A

3
M

 	 80M,K$M$.  M0G!	 	 											  										 	 	 	 	 	 	 	 M e l h o r e s   n o t a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G A M E _ H E L P 	 G A M E 	 T I T L E ,   I C O N T E X T 	 H e l p   ( M e n u - C a p t i o n   S t r i n g ) 	 H e l p 	 J2bf	 8nb.^R	 '45C
I	 A y u d a   d e l   j u e g o 	 A i d e   d u   j e u 	 S p i e l h i l f e 	 !?@02:0	 G u i d a 	 '14/'*  'DD9(	 A j u d a   d o   j o g o 	 Y a r d 1m 	 G i i   t h  c h   t r    c h i 	 B a n t u a n   P e r m a i n a n 	 B a n t u a n 	 .	&	&		 S p i l   H j  l p 	 H e r n    n  p o v d a 	 G r a   :   P o m o c 	 S  g  	 P e l i n   o p a s t u s 	 S p i l l h j e l p 	 H e r n    n  p o v e d a 	 H u l p   b i j   s p e l 	 S p e l h j  l p 	 P o m o   z a   i g r u 	 A j u t o r 	 P o m o 
  I g r i 	   	   	 ><>I  70  3@0B0	 	G	.	  9	G	2	M	*		 1'GFE'  ('2	 E    D  E//	   	 			  								 
G
!
  .
&
q
&
	 G.M  9F2M*M	 >?><>30  3@8	 


	 	 U s i z o 	 U U n c e d o 	 M s a a d a 	 S p e l h u l p 	 P a g a l b a 	 P a l +d z +b a 	 S p i k k e r 	 Ucvxiuxv	 	 A j u t o r 	 8
9
>
/

	 89>_$>	 	 						  					 	 	 	 	 	 	 	 A j u d a   d o   j o g o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G A M E _ R E S U M E 	 G A M E 	 I C O N T E X T 	 R e s u m e   G a m e   ( M e n u   S t r i n g ) 	 C o n t i n u e 	 |~~	 ~~	 H-	 R e a n u d a r 	 R e p r e n d r e 	 W i e d e r   a u f n e h m e n 	 @>4>;68BL	 C o n t i n u a 	 %3*&F'A	 C o n t i n u a r 	 D e v a m 	 T i p   t c   	 M u l a i   l a g i 	 T e r u s k a n 	 	>	0	@	  0		G		   	 F o r t s  t 	 S o u h r n 	 R o z p o c z n i j   p o n o w n i e 	 F o l y t a t  s 	 J a t k a 	 F o r t s e t t 	 S  h r n 	 H e r v a t t e n 	 F o r t s  t t 	 N a s t a v i 	 C o n t i n u a r e 	 P o v z e m i 	 	   	 B=0G0;>	 0	?		M	/	B	.		 '/'EG  /'/F	 /H('1  41H9  ,&	   	 						  						 &
K
9
0
>
(
>
	 0F8M/B.M	 V4=>28B8	 



  



	 	 Q h u b e k a 	 Q h u b e k a 	 E n d e l e a 	 H e r v a t 	 T s t i 	 T u r p i n t 	 J  t k a 	 Gaxvaoel	 	 C o n t i n u a r e 	 $
A

0
A
	 >0?0(M$A	 	 									  				 	 	 	 	 	 	 	 C o n t i n u a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G A M E _ S C O R E 	 G A M E 	 C 1 5 0 _ 1 	 S c o r e 	 S c o r e 	 Rxe	 Rpe	 0A	 P u n t u a c i  n 	 S c o r e 	 P u n k t e s t a n d 	 !G5B  	 P u n t e g g i o 	 'DF*J,)	 P o n t u a   o 	 S k o r 	 i m 	 N i l a i 	 S k o r 	 8	M		K	0		 R e s u l t a t 	 S k  r e 	 W y n i k 	 P o n t s z  m 	 P i s t e e t 	 P o e n g 	 S k  r e 	 S c o r e 	 P o  n g 	 R e z u l t a t 	 S c o r 	 R e z u l t a t 	 	 	  57C;B0B	 8	M		K	0		 'E*'2	 '3H1	 	 						 
G
!
  5
?

  ,
#
>

  (
p
,
0
	 8MK0M	  57C;LB0B	 


	 	 I s k o 	 I s k o r a 	 A l a m a 	 T e l l i n g 	 R e z u l t a t a s 	 R e z u l t t s 	 T u l e m u s 	 @awk~	 	 S c o r 	 8
M

K
j
	 8MK0	 	 			' 		 	 	 	 	 	 	 	 P o n t u a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U 3 1 0 5 _ G A M E S 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G a m e s   m e n u 	 G a m e s 	 J2b	 8nb	 @!	 J u e g o s 	 J e u x 	 S p i e l e 	 3@K  	 G i o c h i 	 'D'D9'(	 J o g o s 	 O y u n l a r 	 T r    c h i 	 P e r m a i n a n 	 P e r m a i n a n 	 	G	.	M	8		 S p i l 	 H r y 	 G r y 	 J  t  k o k 	 P e l i t 	 S p i l l 	 H r y 	 S p e l l e n 	 S p e l 	 I g r e 	 J o c u r i 	 I g r e 	 	 	 3@8	 	G	4	8	.	B	9		 ('2  G'	 E2	 	 				 %
G
!
>
	 G.M8M	 3@8	 



	 	 I m i d l a l o 	 I m i d l a l o     	 M i c h e z o 	 S p e l e t j i e s 	 }a i d i m a i 	 S p l e s 	 M  n g u d 	 =are	 	 J o c u r i 	 
F
/
?
.
A

3
M

 	 G.A!?	 	 											 	 	 	 	 	 	 	 J o g o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ F 1 R A C E _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 C a p t i o n   S t r i n g 	 F 1   r a c e 	 F 1   ʎ	 F 1   [f	 @!#AH  F 1 	 C a r r e r a   d e   F 1 	 C o u r s e   d e   F 1 	 F 1   R e n n e n 	 >=:8  F 1 	 C o r s e   d i   F 1 	 3('B  F 1 	 C o r r i d a   F 1 	 F 1   y a r 1_1	 u a   x e   F 1 	 B a l a p   F 1 	 P e r l u m b a a n   F 1 	 F 1   0	G	8	 	 F 1   R a c e 	 F 1   R a c e 	 W y [c i g   F 1   	 F 1   a u t  v e r s e n y 	 F 1 - k i s a 	 F 1 - r a c e 	 F o r m u l a   1 	 F 1 - r a c e 	 F 1   R a c e 	 F 1   U t r k a 	 C u r s   F 1 	 D i r k a   F 1 	   F 1 	     1 	 $>@<C;0  1 	 	+	- 1   0	G	8		 E3'(BG  F 1 	 'A  1   13  	 F 1     	 F 	  				 
+
1   &
K
!
<
	 +M  1   0G8M	 5@53>=8  F 1 	 F 1   


	 1   	 I - F 1   r a c e 	 U m d y a r h o   w e F 1 	 M b i o   z a   m a g a r i   y a   F 1 	 F 1 - r e s i e s 	 F 1   l e n k t y n s 	 F 1   s a c +k s t e s 	 F 1   v  i d u s  i t 	 F 1   ta~af	   - 1   	 C u r s   F 1 	 F 1   1
G
8
M
	 F 1   0G8	 	 F 1   				 	 	 	 	 	 	 	 C o r r i d a   d e   F 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ F 1 R A C E _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 F 1   r a c e   h e l p 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) MQd0ROTʎ0\ n ( 2 ) O(u	cu2 4 6 8 Oc6RʎO(u	cu5 O󍍎0\ n ( 3 ) bR NʎgXR󍍎KNϑ0	 ( 1 ) MQd0RMRbegvf0\ n ( 2 ) O(u	c.2 4 6 8 egc6R[fO(u	c.5 egÍ0\ n ( 3 ) bR NfOXRÍKNϑ0	 ( 1 ) @%5H"D!HC+I
1#1-7H\ n ( 2 )   C
I8H!  2 , 4 , 6 , 8   @7H-11#  A%08H!  5   @7H-#0B\ n ( 3 ) @!7H-#0BI2!#DI+6H1  0@4H!%1C2##0B	 ( 1 ) E v i t e   g o l p e a r   a   l o s   o t r o s   v e h  c u l o s . \ n ( 2 ) U t i l i c e   l a s   t e c l a s   2 ,   4 ,   6 ,   8   p a r a   c o n t r o l a r   e l   v e h  c u l o   y   e l   5   p a r a   v o l a r . \ n ( 3 ) V o l a r   s o b r e   u n   v e h  c u l o   d e s c a r g a r    l a   p o t e n c i a   d e   v u e l o . 	 ( 1 )    v i t e z   d e   r e n t r e r   e n   c o l l i s i o n   a v e c   d ' a u t r e s   v o i t u r e s .   \ n ( 2 )   U t i l i s e z   l e s   b o u t o n s   2 , 4 , 6 , 8   p o u r   c o n t r  l e r   l a   v o i t u r e ,   e t   l e   b o u t o n   5   p o u r   v o l e r .   \ n ( 3 )   V o l e r   a u - d e s s u s   d ' u n e   a u t r e   v o i t u r e   d  c h a r g e r a   v o t r e   c a p a c i t       v o l e r .   	 ( 1 ) V e r m e i d e n ,   a n d e r e   F a h r z e u g e   a n z u s t o  e n . \ n ( 2 ) M i t   T a s t e   2 , 4 , 6 , 8   F a h r z e u g   s t e u e r n   u n d   m i t   5   f l i e g e n . \ n ( 3 ) E i n   F a h r z e u g    b e r f l i e g e n   e n t l  d t   d i e   F l u g e n e r g i e . 	 ( 1 ) 5  AB0;:8209B5AL  A  4@C38<8  02B><>18;O<8. \ n ( 2 ) A?>;L7.   :=>?:8  2 , 4 , 6 , 8 ,   GB>1K  C?@02;OBL  02B><>18;5<  8  5 ,   GB>1K  27;5B0BL\ n ( 3 ) 13>=  02B><>18;O  ?@8405B  <>I=>AB8  4;O  27;5B0.   	 ( 1 )   N o n   c o l p i r e   l e   a l t r e   a u t o m o b i l i .   \ n ( 2 ) U s a   i l   p u l s a n t e   2 , 4 , 6 , 8   p e r   c o n t r o l l a r e   l ' a u t o m o b i l e   e   5   p e r   v o l a r e .   \ n ( 3 ) I n v e s t e n d o   u n ' a u t o m o b i l e   s i   c a r i c a   l a   p o t e n z a   d i   v o l o .   	 ( 1 )   '(*9/  9F  'D3J'1'*. \ n ( 2 )   '3*./E  EA'*J-  2 4 , 6 , 8   DD*-CE  AJ  'D3J'1)  HEA*'-  5   DD7J1'F. \ n ( 3 )   D'-8  #F  'D7J1'F  AHB  'D3J'1)  J$/J  D.A6  'D7'B). 	 1 ) E v i t e   a t i n g i r   o u t r o s   c a r r o s . \ n ( 2 ) T e c l a s   2 , 4 , 6 , 8   p /   c o n t r o l a r   e   t e c l a   5   p /   v o a r . \ n ( 3 ) A o   v o a r   d e s c a r r e g a r    a   p o t  n c i a   d e   v o o . 	 ( 1 ) D i e r   a r a  l a r a    a r p m a y 1n . \ n ( 2 ) A r a b a y 1  k o n t r o l   e t m e k   i  i n   2 , 4 , 6 , 8   t u _l a r 1n 1  v e   u  m a k   i  i n   5   t u _u n u   k u l l a n 1n . \ n ( 3 )   B i r   a r a b a n 1n    z e r i n d e n   u  a r s a n 1z   u  m a   g  c  n  z   d o l d u r u l a c a k t 1r . 	 ( 1 ) T r  n h   n g   v  o   x e   k h  c . \ n ( 2 ) D  n g   p h  m   2 , 4 , 6 , 8     i u   k h i n   x e   v    p h  m   5     b a y . \ n ( 3 ) V t   q u a   m t   x e   s   n p   t h  m   s c   b a y . 	 ( 1 ) H i n d a r i   t a b r a k a n   d e n g a n   m o b i l   l a i n . \ n ( 2 ) G u n a k a n   t o m b o l   2 ,   4 ,   6 ,   8   u n t u k   m e n g o n t r o l   m o b i l   d a n   5   u n t u k   t e r b a n g . \ n ( 3 ) M e l i n d a s   m o b i l   l a i n   a k a n   m e n g h i l a n g k a n   k e m a m p u a n   t e r b a n g . 	 ( 1 ) E l a k   d a r i   m e l a n g g a r   k e r e t a   l a i n . \ n ( 2 ) G u n a k a n   b u t a n g   2 , 4 , 6 , 8   u n t u k   m e n g a w a l   k e r e t a   d a n     5   u n t u k   t e r b a n g . \ n ( 3 ) T e r b a n g   m e l a n g k a u i   k e r e t a   a k a n   m e n g e c a s   k u a s a   t e r b a n g . 	  ( 1 ) &	B	8	0	@	  	>	0	K		  	K	  		M		0	  .	>	0	(	G	  8	G	  ,		G		\ n ( 2 ) ,		(	  2 , 4 , 6 , 8   	>	  *	M	0	/	K		  	>	0	  	K	  (	?	/		$	M	0	?	$	  	0	(	G	  	G	  2	?		  $	%	>	  5   	>	  		!	<	(	G	  	G	  2	?		  	0	G		\ n ( 3 ) 	?	8	@	  	>	0	  	G	  
	*	0	  8	G	  		!	<	(	G	  *	0	,   		!	<	(	G	  	@	  6		M	$	?	  	.	  9	K	  	>			@	d	 	 ( 1 ) U n d g    a t   r a m m e   b i l e r n e . \ n ( 2 )   B r u g   2 , 4 , 6 , 8   t i l   a t   s t y r e   b i l e n   o g   5   t i l   f l y v e . \ n ( 3 )   A t   k  r e   o v e r   e n   b i l   v i l   o p l a d e   f l y v e   e f f e k t e n 	 ( 1 ) Z a b r a Ht e   s t Ye t u   s   o s t a t n  m i   a u t y . \ n ( 2 ) K   o v l  d  n    a u t o m o b i l u   p o u ~ v e j t e   t l a 
 t k a   2 ,   4 ,   6 ,   8 ,     t l a 
 t k o   5   p o u ~ v e j t e   k   l e t u . \ n ( 3 ) P Ye d j  ~d n  m   z  s k  t e   m o c   l  t a t . 	 ( 1 ) U n i k a n i e   z d e r z a n i a   z   i n n y m i   p o j a z d a m i . \ n ( 2 ) U |y j   p r z y c i s k   2 , 4 , 6 , 8   a b y   k o n t r o l o w a   p o j a z d   o r a z   5   a b y   l a t a . \ n ( 3 ) N a j a z d   n a   p o j a z d   p o w o d u j e     u m i e j t n o [  l a t a n i a . 	 ( 1 )   K e r  l j e   e l   a z    t k  z  s t   a   t  b b i   k o c s i v a l . \ n ( 2 ) A   2 ,   4 ,   6 ,   8 - a s   g o m b b a l   l e h e t   i r  n y  t a n i   a   k o c s i t    s   a z   5 -  s   g o m b b a l   l e h e t   r e p  l n i . \ n ( 3 ) A   k o c s i n    t u g r a t v a   c s  k k e n   a   r e p  l  s i   e n e r g i a . 	 1 .   V  l t    o s u m i s t a   t o i s i i n   a u t o i h i n . \ n   2 .   K  y t    n  p p  i m i    2 ,   6 ,   4   j a   8   a u t o n   h a l l i t s e m i s e k s i   j a   n  p p  i n t    5   l e n t   k s e s i . \ n     3 .   A u t o n   y l i   a j a m i n e n   l a t a a   l e n t o v o i m a n . 	 ( 1 ) U n n g       t r e f f   a n d r e   b i l e r . \ n ( 2 ) B r u k   t a s t   2 , 4 , 6 , 8   t i l      s t y r e   b i l e n   o g   5   f o r      f l y . \ n ( 3 )    k j  r e   o v e r   e n   b i l   v i l   l a d e   o p p   f l y k r a f t e n . 	 ( 1 ) Z a b r  Ht e   k o l  z i i   s   o s t a t n  m i   a u t a m i .   \ n ( 2 ) K   o v l  d a n i u   a u t o m o b i l u   p o u ~ v a j t e   t l a 
i d l a   2 ,   4 ,   6 ,   8 ,   t l a 
i d l o   5   p o u ~ v a j t e   k   l e t u . \ n ( 3 ) P r e d s t i h o m   a u t a   z  s k a t e   m o ~n o s e  l i e t a e. 	 ( 1 ) P r o b e e r   a n d e r e   a u t o ' s   n i e t   t e   r a k e n . \ n ( 2 ) D r u k   o p   2 , 4 , 6 , 8   o m   d e   a u t o   t e   b e s t u r e n   e n   o p   5   o m   t e   v l i e g e n . \ n ( 3 ) D o o r   o v e r   e e n   a u t o   t e   v l i e g e n   w o r d t   h e t   v l i e g v e r m o g e n   o n t l a d e n . 	 ( 1 ) U n d v i k   a t t   k r o c k a   m e d   a n d r a   b i l a r . \ n ( 2 )   S t y r   b i l e n   m e d   k n a p p a r n a   2 , 4 , 6 , 8 ,   t r y c k   p    5   f  r   a t t   f l y g a . \ n   ( 3 )   D u   f  r l o r a r   f l y g s t y r k a   o m   d u   k r o c k a r   m e d   e n   a n n a n   b i l . 	 ( 1 ) I z b j e g a v a j t e   s u d a r   s a   o s t a l i   a u t i m a .   \ n   ( 2 ) K o r i s t i t e   g u m b e   2 , 4 , 6   z a   u p r a v l j a n j e   a u t o m o b i l i m a   i   5   z a   z a   l e t e n j e .   \ n P r i j e l a z   p r e k o   a u t o m o b i l a   n a p u n i t   e   a u t o m o b i l   s n a g o m . 	 ( 1 ) E v i t a ci   l o v i r e a   a l t o r   m a _i n i . \ n ( 2 )   U t i l i z a ci   t a s t e l e   2 ,   4 ,   6 ,   8   p e n t r u   a   c o n t r o l a   m a _i n a   _i   t a s t a   5   p e n t r u   a   z b u r a . \ n ( 3 ) T r e c e r e a   p e s t e   o   m a _i n   v a    n c r c a   p u t e r e a   d e   z b o r . 	 ( 1 ) I z o g n i   S e   T r 
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. 	 ( 1 )          .   \ n ( 2 )       2 , 4 , 6 , 8 ,              .   \ n ( 3 )       ,         	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) V e r m y   d i t   o m   a n d e r   m o t o r s   t e   t r e f . \ n ( 2 ) G e b r u i k   t o e t s e   2 , 4 , 6 , 8   o m   d i e   m o t o r   t e   b e h e e r   e n   5   o m   t e   v l i e g . \ n ( 3 ) A s   j y   o o r   ' n   m o t o r   v l i e g   s a l   d i e   v l i e g k r a g   a f l o o p . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 ( 1 ) A v o i d   t o   h i t   o t h e r   c a r s . \ n ( 2 ) U s e   b u t t o n   2 , 4 , 6 , 8   t o   c o n t r o l   t h e   c a r   a n d   5   t o   f l y . \ n ( 3 ) R u n   o v e r   a   c a r   w i l l   c h a r g e   t h e   f l y   p o w e r . 	 	 	 	 ( 1 ) 				  				  					  										  			  			  								\ n ( 2 ) 						  									  						  2 , 4 , 6 , 8   					  			  5   						  							  				\ n ( 3 ) 							  						  			  	' 		  				  						  					  	' 			 	 	 	 	 	 	 	 ( 1 ) E v i t e   b a t e r   e m   o u t r o s   c a r r o s \ n ( 2 ) U s e   a s   t e c l a s   2 , 4 , 6 , 8   p a r a   c o n t r o l a r   o   c a r r o   e   5   p a r a   v o a r . \ n ( 3 ) V o a r   s o b r e   u m   c a r r o   d e s c a r r e g a r    a   e n e r g i a   d e   v o o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 T i t l e   d i s p l a y e d   i n   G a m e s   M e n u 	 H a n o i   t o w e r 	 lgQTX	 lQTX	 6.2-"	 T o r r e s   d e   H a n o i 	 L a   t o u r   d e   H a n o  	 H a n o i - T u r m 	 0H=O  %0=>O	 T o r r e   d i   H a n o i 	 (1,  G'FHJ	 T o r r e   H a n o i 	 H a n o i   k u l e s i 	 T h  p   H    n i 	 M e n a r a   H a n o i 	 M e n a r a   H a n o i 	 9	(	K		  	I	5	0		 H a n o i   T  r n 	 H a n o i   T o w e r 	 W i e |a   H a n o i   	 H a n o i   t o r o n y 	 H a n o i n   t o r n i 	 H a n o i - t  r n 	 H a n o j s k    v e ~	 T o r e n   v a n   H a n o i 	 H a n o i t o r n e t 	 T o r a n j   H a n o i 	 T u r n u r i l e   d i n   H a n o i 	 H a n o i   S t o l p 	   	   	 H a n o i   T o w e r 	 9	H	(	K		  	>	5	0		 (1,  G'FH	 FH&  y'H1	   	 				  						  	 9
(
K

  
>
5
0
	 9(K/M  50M	 0HB0  %0=>9	 



  



	   	 I - H a n o i   t o w e r 	 I - H a n o i   t h a w a 	 M n a r a   w a   H a n o i 	 H a n o i - t o r i n g 	 H a n o j a u s   b o k at a s 	 H a n o j a s   t o r n i s 	 H a n o i   t o r n 	 @avxuk  awaao	   	 T u r n u l   H a n o i 	 9
(
K
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?
  
5
0
M

 	 9>(K  >M,>0	 	 			' 	  						 	 	 	 	 	 	 	 T o r r e   d e   H a n o i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ T I T L E 	 G A M E 	 T E X T 	 S t r i n g   d i s p l a y e d   i n   H a n i o   T i t l e   B a r 	 H a n o i 	 lgQTX	 lQTX	 .2-"	 H a n o i 	 H a n o  	 H a n o i 	 %0=>9	 H a n o i 	 (1,  G'FHJ	 H a n o i 	 H a n o i 	 H    n i 	 H a n o i 	 H a n o i 	 9	(	K			 H a n o i 	 H a n o i 	 H a n o i 	 H a n o i 	 H a n o i 	 H a n o i 	 H a n o j   	 H a n o i 	 H a n o i 	 H a n o i 	 H a n o i 	 H a n o i 	 	 	 H a n o i 	 9	H	(	K			 G'FHI	 FH&  y'H1	   	 				  	 9
(
K

	 9(K/M	 %0=>9	 



	 	 I - H a n o i 	 I - H a n o i 	 H a n o i 	 H a n o i 	 H a n o j u s 	 H a n o j a 	 H a n o i 	 @avxu	 	 H a n o i 	 9
(
K
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?
	 9>(K	 	 			' 		 	 	 	 	 	 	 	 H a n o i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ L E V E L 	 G A M E 	 T E X T 	 S t r i n g   d i s p l a y e d   i n   L e v e l   B a r 	 L e v e l 	 L e v e l 	 L e v e l 	 #01	 N i v e l 	 N i v e a u 	 N i v e a u 	 #@>25=L	 L i v e l l o 	 E3*HJ	 N  v e l 	 S e v i y e 	 M c   	 T i n g k a t a n 	 T a h a p 	 8	M	$	0		 N i v e a u 	  r o v e H	 P o z i o m 	 S z i n t 	 T a s o 	 N i v  	  r o v e H	 N i v e a u 	 N i v  	 R a z i n a : 	 N i v e l 	 N i v o 	 	 	 L e v e l 	 8	M	$	0		 E1-DG	 DHD	 	 					 8
%
?
0
	 2F52M  	  V25=L	 



	 	 I z i n g a 	 U m g a n g a t h o     	 K i w a n g o 	 V l a k 	 L y g i s 	 L +m e n i s 	 T a s e 	 Daoadao	 	 N i v e l 	 $
2

	 8M$0	 	 					 	 	 	 	 	 	 	 N  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ S E C 	 G A M E 	 T E X T 	 S t r i n g   d i s p l a y e d   i n   T i m e   B a r   f o r   s e c o n d s 	 s e c 	 s e c 	 s e c 	 '4	 s e g 	 s e c 	 S e k . 	 !5:C=4	 s e c 	 +'FJ)	 s e g 	 s a n i y e 	 g i  y 	 B e r s a m b u n g 	 s a a t 	 &	B	8	0	>		 s e k 	 s e c . 	 s e k 	 m p 	 s 	 s e k 	 s e k . 	 s e c 	 s e k . 	 s 	 s e c 	 s e k 	 . 	 	 s e c 	 8	G	. 	 +'FJG	 DHD	 	 							  	 8

?
p

	 8FM8F	 A	 





	 	 s e c 	 m z w 	 s e k 	 s e k 	 s e k . 	 s e k . 	 s e k 	 ~o	 	 s e c 	 8
F

M

	 8GG#M!	 	 								 	 	 	 	 	 	 	 s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ L E V E L 1 	 G A M E 	 C 1 5 0 _ 1 ,   T W O S T A T E 	 S t r i n g   d i s p l a y e d   i n   L e v e l   1 	 L e v e l   1 	 ,{ Nܕ	 ,{ NsQ	 #01  1 	 N i v e l   1 	 N i v e a u   1 	 S c h w i e r i g k e i t s g r a d   1 	 #@>25=L  1 	 P i a n o   1 	 E3*HJ  'D'HD	 N  v e l   1 	 S e v i y e   1 	 M c   1 	 T i n g k a t a n   1 	 T a h a p   1 	 8	M	$	0	  1  	 N i v e a u   1 	  r o v e H  1 	 P o z i o m   1 	 1 .   s z i n t 	 T a s o   1 	 N i v    1 	  r o v e H  1 	 N i v e a u   1 	 N i v    1 	 R a z i n a   1 	 N i v e l   1 	 N i v o   1 	   1 	   1 	 L e v e l   1 	 8	M	$	0	  1 	 E1-DG  1 	 DHD1 	   1 	 				  		 8
%
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0
1 	 2F52M  1 	  V25=L  1 	 



  1 	   1 	 I z i n g a   1 	 U m g a n g a t h o - 1 	 K i w a n g o   c h a   1 	 V l a k   1 	 1   l y g i s 	 1 .   l +m e n i s 	 T a s e   1 	 Daoadao  1 	   1 	 N i v e l   1 	 $
2

  1 	 8M$0  1 	 	 				  1 	 	 	 	 	 	 	 	 N  v e l   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ L E V E L 2 	 G A M E 	 C 1 5 0 _ 1 ,   T W O S T A T E 	 S t r i n g   d i s p l a y e d   i n   L e v e l   2 	 L e v e l   2 	 ,{Nܕ	 ,{NsQ	 #01  2 	 N i v e l   2 	 N i v e a u   2 	 S c h w i e r i g k e i t s g r a d   2 	 #@>25=L  2 	 P i a n o   2 	 E3*HJ  'D+'FJ	 N  v e l   2 	 S e v i y e   2 	 M c   2 	 T i n g k a t a n   2 	 T a h a p   2 	 8	M	$	0	  2 	 N i v e a u   2 	  r o v e H  2 	 P o z i o m   2 	 2 .   s z i n t 	 T a s o   2 	 N i v    2 	  r o v e H  2 	 N i v e a u   2 	 N i v    2 	 R a z i n a   2 	 N i v e l   2 	 N i v o   2 	   2 	   2 	 L e v e l   2 	 8	M	$	0	  2 	 E1-DG  2 	 DHD2 	   2 	 				  		 8
%
?
0
2 	 2F52M  2 	  V25=L  2 	 



  2 	   2 	 I z i n g a   2 	 U m g a n g a t h o - 2 	 K i w a n g o   c h a   2 	 V l a k   2 	 2   l y g i s 	 2 .   l +m e n i s 	 T a s e   2 	 Daoadao  2 	   2 	 N i v e l   2 	 $
2

  2 	 8M$0  2 	 	 	 	 	 	 	 	 	 	 N  v e l   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ L E V E L 3 	 G A M E 	 C 1 5 0 _ 1 ,   T W O S T A T E 	 S t r i n g   d i s p l a y e d   i n   L e v e l   3 	 L e v e l   3 	 ,{	Nܕ	 ,{	NsQ	 #01  3 	 N i v e l   3 	 N i v e a u   3 	 S c h w i e r i g k e i t s g r a d   3 	 #@>25=L  3 	 P i a n o   3 	 E3*HJ  'D+'D+	 N  v e l   3 	 S e v i y e   3 	 M c   3 	 T i n g k a t a n   3 	 T a h a p   3 	 8	M	$	0	  3 	 N i v e a u   3 	  r o v e H  3 	 P o z i o m   3 	 3 .   s z i n t 	 T a s o   3 	 N i v    3 	  r o v e H  3 	 N i v e a u   3 	 N i v    3 	 R a z i n a   3 	 N i v e l   3 	 N i v o   3 	   3 	   3 	 L e v e l   3 	 8	M	$	0	  3 	 E1-DG  3 	 DHD3 	   3 	 				  		 8
%
?
0
3 	 2F52M  3 	  V25=L  3 	 



  3 	   3 	 I z i n g a   3 	 U m g a n g a t h o - 3 	 K i w a n g o   c h a   3 	 V l a k   3 	 3   l y g i s 	 3 .   l +m e n i s 	 T a s e   3 	 Daoadao  3 	   3 	 N i v e l   3 	 $
2

  3 	 8M$0  3 	 	 	 	 	 	 	 	 	 	 N  v e l   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ L E V E L 4 	 G A M E 	 C 1 5 0 _ 1 ,   T W O S T A T E 	 S t r i n g   d i s p l a y e d   i n   L e v e l   4 	 L e v e l   4 	 ,{Vܕ	 ,{VsQ	 #01  4 	 N i v e l   4 	 N i v e a u   4 	 S c h w i e r i g k e i t s g r a d   4 	 #@>25=L  4 	 P i a n o   4 	 E3*HJ  'D1'(9	 N  v e l   4 	 S e v i y e   4 	 M c   4 	 T i n g k a t a n   4 	 T a h a p   4 	 8	M	$	0	  4 	 N i v e a u   4 	  r o v e H  4 	 P o z i o m   4 	 4 .   s z i n t 	 T a s o   4 	 N i v    4 	  r o v e H  4 	 N i v e a u   4 	 N i v    4 	 R a z i n a   4 	 N i v e l   4 	 N i v o   4 	   4 	   4 	 L e v e l   4 	 8	M	$	0	  4 	 E1-DG  4 	 DHD4 	   4 	 				  		 8
%
?
0
4 	 2F52M  4 	  V25=L  4 	 



  4 	   4 	 I z i n g a   4 	 U m g a n g a t h o - 4 	 K i w a n g o   c h a   4 	 V l a k   4 	 4   l y g i s 	 4 .   l +m e n i s 	 T a s e   4 	 Daoadao  4 	   4 	 N i v e l   4 	 $
2

  4 	 8M$0  4 	 	 	 	 	 	 	 	 	 	 N  v e l   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ T O H _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 S t r i n g   f o r   H e l p   I n   H a n i o   G a m e 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 \@b	gvxJX_ g]vTXy0R-NvTX0\ n ( 1 ) S	gk\vxJXu(W'YvxJX
N0\ n ( 2 ) O(ueTub	cu2 4 6 8 	OyRxJX0	 \xWWN g]vTXy0R gSvTX0\ n ( 1 ) S	gk\vxWWS(W'YvxWW
N0\ n ( 2 ) O(ueT.b	c.2 4 6 8 	egyRxWW0	 M o v e   a l l   t h e   b r i c k s   f r o m   f i r s t   t o w e r   t o   o t h e r   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   k e y   2 , 4 , 6 , 8   t o   m o v e   b r i c k s . 	 M u e v a   t o d o s   l o s   b l o q u e s   d e   l a   p r i m e r a   t o r r e   a   o t r a   t o r r e . \ n ( 1 ) E l   b l o q u e   p e q u e  o   s e   p o n d r    e n   u n   b l o q u e   g r a n d e . \ n ( 2 ) U s e   l a s   t e c l a s   2 ,   4 ,   6   y   8   p a r a   m o v e r   b l o q u e s . 	 D  p l a c e z   t o u t e s   l e s   b r i q u e s   d e   l a   t o u r      l a   p l u s      g a u c h e   v e r s   c e l l e   l e   p l u s      d r o i t e . \ n   L e s   p e t i t e s   b r i q u e s   p e u v e n t    t r e   p l a c  s   s u r   l e s   g r o s s e s   b r i q u e s . \ n   U t i l i s e z   l e s   t o u c h e s   d e   d i r e c t i o n   ( o u   l e s   t o u c h e s   2 , 4 , 6 , 8 )   p o u r   d  p l a c e r   d e s   b r i q u e s . 	 S c h i e b e n   S i e   a l l e   Z i e g e l   v o m   e r s t e n   T u r m   z u m   a n d e r e n   T u r m . \ n ( 1 ) E i n   k l e i n e r   Z i e g e l   k o m m t   a u f   e i n e n   g r o  e n   Z i e g e l . \ n ( 2 ) M i t   T a s t e   2 , 4 , 6 , 8   v e r s c h i e b e n   S i e   d i e   Z i e g e l . 	 5@5<5AB8B5  2A5  :8@?8G8  A  10H=8  ?>  ;52><C  :@0N  =0  10H=N  A?@020\ n ( 1 ) 0;5=L:85  :8@?8G8  =C6=>  :;0ABL  =0  1>;LHK5\ n ( 2 ) ;O  ?5@5<5I5=8O  :8@?8G59  8A?>;L7C9B5  :;028H8  2 , 4 , 6 , 8 .   	 S p o s t a   t u t t i   i   m a t t o n i   d a l l a   p r i m a   t o r r e   a   s i n i s t r a   a l l ' u l t i m a   t o r r e   a   d e s t r a .   \ n ( 1 ) I l   m a t t o n e   p i c c o l o   s a r    m e s s o   s u l   m a t t o n e   g r a n d e .   \ n ( 2 ) U s a   i   t a s t i   d i   d i r e z i o n e   2 . 4 . 6 . 8   p e r   s p o s t a r e   i   m a t t o n i 	 -1C  CD  'D'-,'1M  EF  'D(1,  'D'HD  'DJ  'D+'FJ. \ n   ( 1 )   H69  'D5:J1  AHB  'DC(J1. \ n   ( 2 )   '3*./'E  EA*'-  2 , 4 , 6 , 8   D*-1C  'D'-,'1M	 M o v a   t o d o s   o s   t i j o l o s   d a   p r i m e i r a   t o r r e   p a r a   a   o u t r a   t o r r e . \ n ( 1 ) o s   t i j o l o s   p e q u e n o s   d e v e r  o   s e r   c o l o c a d o s   e m   c i m a   d o s   t i j o l o s   g r a n d e s . \ n u t i l i z e   a s   t e c l a s   2 ,   4 ,   6   e   8   p a r a   m o v e r   o s   t i j o l o s . 	 T  m   t u l a l a r 1  i l k   k a l e d e n   d i e r   k a l e y e   t a _1y 1n . \ n ( 1 ) k    k   t u l a   b  y  k   t u l a n 1n    z e r i n e   k o n u l m a l 1. \ ( 2 ) t u l a l a r 1  t a _1m a k   i  i n   2 , 4 , 6 , 8   t u _l a r 1n 1  k u l l a n 1n . 	 C h u y n   g c h   t   n g o  i   c  n g   p h  a   b  n   t r  i   s a n g   n g o  i   c  n g   p h  a   b  n   p h i   c a   t h  p . \ n   ( 1 ) C h   n h n g   v i  n   g c h   n h   m i   t   c   l  n   t r  n   v i  n   g c h   t o . \ n   ( 2 )   S   d n g   p h  m   2 , 4 , 6 , 8     d i   c h u y n   g c h . 	 P i n d a h k a n   s e m u a   b a t u   b a t a   d a r i   m e n a r a   p e r t a m a   k e   m e n a r a   l a i n . \ n ( 1 ) B a t a   k e c i l   h a r u s   d i a t a s   b a t a   y a n g   l e b i h   b e s a r . \ n ( 2 ) G u n a k a n   t o m b o l   2 , 4 , 6 , 8   u n t u k   m e m i n d a h k a n   b a t u   b a t a . 	 P i n d a h k a n   s e m u a   b a t a   d a r i   m e n a r a   p e r t a m a   k e   m e n a r a   l a i n . \ n ( 1 ) b a t a   k e c i l   p e r l u   d i l e t a k   d i   a t a s   b a t a   b e s a r . \ n ( 2 ) g u n a k a n   k e k u n c i   2 , 4 , 6 , 8   u n t u k   m e n g g e r a k k a n   b a t a . 	 8	-	@	  			K		  	K	  *	9	2	G	  	I	5	0	  8	G	  &	B	8	0	G	  	I	5	0	  *	0	  2	G	  	>	
	d	\ n ( 1 ) 	K		@	  			G		  ,	!	<	@	  			K		  *	0	  0		@	  	>			@		\ n ( 2 ) 2 , 4 , 6 , 8   	A			@	  	>	  *	M	0	/	K		  			K		  	K	  9	?	2	>	(	G	  9	G	$	A	  	0	G			 F l y t   a l l e   b r i k k e r n e   f r a   f  r s t e   t  r n   t i l   d e t   a n d e t . \ n ( 1 ) L i l l e   b r i k   s k a l   l  g g e s   o v e n p    s t o r   b r i k . \ n ( 2 )   B r u g   2 , 4 , 6 , 8   t i l   a t   f l y t t e   b r i k k e r n e 	 P Ye s u Ht e   v ae c h n y   c i h l y   z   p r v n    v ~e   n a   d r u h o u   v ~. \ n ( 1 ) M a l o u   c i h l u   p o l o ~t e   n a   v e l k o u . \ n ( 2 ) K   p Ye s o u v  n    c i h e l   p o u ~ v e j t e   k l  v e s y   2 ,   4 ,   6 ,   8 	 P r z e s u D  w s z y s t k i e   c e g By   z   p i e r w s z e j   w i e |y   d o   i n n e j   w i e |y \ n ( 1 ) M a Be   c e g By   p o w i n n y   b y   k Ba d z o n e   n a   d u |e j   c e g l e . \ n ( 2 ) U |y j   k l a w i s z   2 , 4 , 6 , 8   a b y   p r z e s u n   c e g By . 	 M o z g a s s a    t   a z    s s z e s   t  g l  t   a   b a l   o l d a l i   t o r o n y r  l   a   j o b b   o l d a l i   t o r o n y r a . \ n ( 1 ) A   k i s   t  g l  k a t   a   n a g y o k r a   k e l l   h e l y e z n i . \ n ( 2 ) A   t  g l  k   m o z g a t  s  h o z   a   n y i l a k a t   ( v a g y   a   2 , 4 , 6 , 8   b i l l e n t y qk e t )   h a s z n  l j a . 	 S i i r r    k a i k k i   t i i l e t   e n s i m m  i s e s t    t o r n i s t a   t o i s e e n . \ n   1 .   P i e n i   t i i l i   o n   l a i t e t t a v a   s u u r e n   p   l l e . \ n   2 .   K  y t    n  p p  i m i    2 ,   4 ,   6   j a   8   t i i l t e n   s i i r t  m i s e e n . 	 F l y t t   a l l e   k l o s s e n e   f r a   d e t   f  r s t e   t  r n e t   t i l   d e t   a n d r e . \ n ( 1 ) L i t e n   k l o s s   s k a l   p l a s s e r e s   p    s t o r   k l o s s . \ n ( 2 ) B r u k   t a s t   2 , 4 , 6 , 8   t i l      f l y t t e   k l o s s e r . 	 P r e s u Ht e   d v e   t e h l y   z   p r v e j   v e ~e   n a   d r u h    v e ~u .   \ n ( 1 )   M a l    t e h l a   p a t r    n a   v e >k  .   \ ( n ) 2   P r e   p o s  v a n i e   t e h  l   p o u ~i t e   t l a 
i d l    2 ,   4 ,   6 ,   8 . 	 V e r p l a a t s   d e   s t e n e n   v a n   d e   e e r s t e   t o r e n   n a a r   d e   a n d e r e   t o r e n . \ n ( 1 ) L e g   k l e i n e r e   s t e n e n   o p   e e n   g r o t e r e   s t e e n . \ n ( 2 ) V e r p l a a t s   d e   s t e n e n   m e t   d e   t o e t s e n   2 , 4 , 6 , 8 . 	 F l y t t a   a l l a   b r i c k o r   f r  n   d e t   e n a   t o r n e t   t i l l   d e t   a n d r a .   \ n ( 1 )   P l a c e r a   s m    b r i c k o r   p    s t o r a .   \ n ( 2 )   T r y c k   p    2 ,   4 ,   6 ,   8   f  r   a t t   f l y t t a   b r i c k o r n a . 	 P r e s e l i t e   s v e   o p e k e   s a   p r v o g a   t o r n j a   n a   d r u g i   t o r a n j . \ n ( 1 ) M a l a   o p e k a   m o r a   s e   p o s t a v i t i   n a   v e l i k u . \ n ( 2 ) Z a   p o m i c a n j e   o p e k a ,   k o r i s t i t e   t i p k e   2 , 4 , 6 , 8 . 	 M u t a ci   t o a t e   c r m i z i l e   d e   l a   p r i m u l   t u r n   l a   c e l l a l t   t u r n . \ n ( 1 ) C r m i z i l e   m i c i   t r e b u i e   p l a s a t e   p e   c r m i z i   m a r i . \ n ( 2 ) U t i l i z a ci   t a s t e l e   2 , 4 , 6 , 8   p e n t r u   m u t a r e a   c r m i z i l o r . 	 P r e m a k n i   v s e   o p e k e   o d   p r v e g a   s t o l p a   k   d r u g e m u   s t o l p u . \ n ( 1 ) M a j h n a   o p e k a   m o r a   b i t i   p o s t a v l j e n a   n a   v e l i k o   o p e k o . \ n ( 2 ) U p o r a b i   t i p k e   2 , 4 , 6 , 8   z a   p r e m i k a n j e   o p e k . 	                     . /     ( 1 )               . /   ( 2 )       2 ,   4 ,   6 ,   8           . 	               . \ n ( 1 )             . \ n ( 2 )     2 , 4 , 6 , 8       . 	 M o v e   a l l   t h e   b r i c k s   f r o m   f i r s t   t o w e r   t o   o t h e r   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   k e y   2 , 4 , 6 , 8   t o   m o v e   b r i c k s . 	 5	?		>	  		>	  	>	5	0	5	0	A	(	  &	A	8	1	M	/	>	5	0	  (	G	#	M	/	>	8	>	 	@	  9	2	5	>	.   ( 1 ) 	 GEG  ",1G'  1'  '2  'HDF  (1,  *'  (1,  /1  ,'(,'  F/. \ n ( 1 ) ",1  H  ('/  1H  ",1  (21  0'4*G  4H/. \ n ( 2 )   '2  D/G'  2 4 6 8   (1'  ,'(,'  ",1G'  '3*A'/G  F/. 	 *E'E  'FyH  H  ~D  y'H1  3  /H31  y'H1  ~1  EF*BD  ,&. \   1 n Hy  'FyH  H(  'FyH  ~1  1F''. \ 2 n     FE(1  2 4 6 8 'FyH  H  EF*BD  1F    D  '3*9E'D  ,&  . 	             .   \ n   ( 1 )             .   \ n ( 2 )       2 , 4 , 6 , 8   . 	 			  								  		  						  			  				  							  				  			. \ n ( 	)   			  				  			  				  			  					  			. \ n ( 	)   		  				  						  				  	, 	, 	, 	  							  		  							  				. 	 8
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. "  	               .   \ n ( 1 )             .   \ n ( 2 )           (   2 , 4 , 6 , 8   )   . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 S k u i f   a l   d i e   b a k s t e n e   v a n   d i e   e e r s t e   t o r i n g   n a   d i e   a n d e r . \ n ( 1 ) k l e i n   b a k s t e n e   h o o r t   o p   g r o o t   b a k s t e n e . \ n ( 2 ) g e b r u i k   t o e t s e   2 , 4 , 6 , 8   o m   b a k s t e n e   t e   s k u i f . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 M o v e   a l l   t h e   b r i c k s   f r o m   l e f t m o s t   t o w e r   t o   r i g h t m o s t   t o w e r . \ n ( 1 ) S m a l l   b r i c k   s h a l l   b e   p u t   o n   b i g   b r i c k . \ n ( 2 ) U s e   d i r e c t i o n   k e y ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   b r i c k s . 	 	 	 	 							  						  			  				  							  				  			  		  				. \ n ( 1 )   				  				  				  			  			  					  						\ n ( 2 )   2 , 4 , 6 , 8   		  							  		  					  							  					 	 	 	 	 	 	 	 M o v a   t o d o s   o s   t i j o l o s   d a   p r i m e i r a   t o r r e   p a r a   a   o u t r a   t o r r e . \ n ( 1 ) t i j o l o   p e q u e n o   p o d e   s e r   c o l o c a d o   s o b r e   u m   t i j o l o   g r a n d e . \ n ( 2 ) u s e   a s   t e c l a s   2 , 4 , 6 , 8   p a r a   m o v e r   t i j o l o s . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ R I C H E S _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 C a p t i o n   S t r i n g 	 R i c h e s 	 'Y[	 'Y[	 @!@(#)5	 R i q u e z a s 	 R i c h e s s e s 	 R e i c h t u m 	 R i c h e s 	 R i c c h e z z e 	 :FJ	 R i c h e s   ( R i q u e z a s ) 	 Z e n g i n 	 T r    l  m   g i  u 	 R i c h e s 	 K e k a y a a n 	 0	?		G	8		 R i g d o m m e 	 R i c h e s 	 B o g a c t w a 	 R i c h e s 	 R i k k a u d e t 	 R i k d o m 	 R i c h e s 	 R i j k e n 	 S k a t t e r 	 O b i l n o 	 R i c h e s 	 D o s e ~k i 	 	 	 >30BAB20	 0	?		G	8		 EF'(9	 1,	   ( ) 	 						 0
@

8
	 0?F8M	 !:0@18	 





	 	 I - r i c h e s 	 B u t y e b i 	 U t a j i r i 	 S k a t t e j a g 	 T u r 
i a i 	 B a g t +b a s 	 J  u k u s 	 3avqe	 	 B o g ci i 	 1
?

M

8
M
	 0?G8M	 	 								 	 	 	 	 	 	 	 R i q u e z a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ R I C H E S _ E A S Y 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 R i c h e s   L e v e l   E a s y 	 E a s y 	 !|U	 {US	 H2"	 F  c i l 	 F a c i l e 	 L e i c h t 	 53:89  	 F a c i l e 	 3GD	 F  c i l 	 K o l a y 	 D 	 M u d a h 	 M u d a h 	 	8	>	(		 N e m 	 J e d n o d u c h  	 Aa t w y 	 K  n n y q	 H e l p p o 	 E n k e l t 	 J e d n o d u c h  	 G e m a k k e l i j k 	 N y b  r j a r e 	 L a g a n o 	 U _o r 	 L a h k o 	 	 	 5A=>	 8	A	2	-		 3'/G	 "3'F	 	 				 
8
>
(
	 @	 53:>	 





	 	 O k u l u l a 	 L u l a 	 R a h i s i 	 M a k l i k 	 L e n g v a s 	 V i e g l a 	 L i h t n e 	 @ew	 	 U _o r 	 2
3
?
$

	 89	 	 				 	 	 	 	 	 	 	 F  c i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ R I C H E S _ N O R M A L 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 R i c h e s   L e v e l   N o r m a l 	 N o r m a l 	 ck8^	 ck8^	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 !@54=89	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l t 	 N o r m  l n a 	 N o r m a a l 	 N o r m a l t 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 8
'
>
0
(
	 (>0M.2M	 >@<0;L=>	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 	 							 	 	 	 	 	 	 	 N o r m a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ R I C H E S _ H A R D 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 R i c h e s   L e v e l   H a r d 	 H a r d 	 V	 V	 "2	 D i f  c i l 	 D i f f i c i l e 	 S c h w e r 	 !;>6=K9  	 D i f f i c i l e 	 59(	 D i f  c i l 	 Z o r 	 K h  	 S u l i t 	 S u k a r 	 	 	K	0		 S v  r 	 O b t  ~n  	 T r u d n y 	 N e h  z 	 V a i k e a 	 V a n s k e l i g 	 N  r o 
n  	 M o e i l i j k 	 S v  r t 	 T e ak o 	 D i f i c i l 	 T e ~k o 	 	 	 "@C4=>	 &	A	0	M	2	-		 3.*	 3.*	 	 					 .
A
6

?
2
	 9>0M!M	 !:;04=>	 




	   ( ) 	 O k u n z i m a 	 N z i m a 	 N g u m u 	 M o e i l i k 	 S u n k u s 	 G r kt a 	 R a s k e 	 2ad	 	 D i f i c i l 	 
 
?
(

	  ?(	 	 					 	 	 	 	 	 	 	 D i f  c i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ R I C H E S _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P   D e t a i l s 	 U s e   t h e   b o x   t o   c a t c h   o b j e c t s ,   c a t c h   c o r r e c t   f a l l i n g   o b j e c t s   t o   a d d   s c o r e   o r   p o w e r ,   o t h e r w i s e   w i l l   l o s e   s c o r e   o r   p o w e r , i f   p o w e r   e q u a l   0 , t h e   g a m e   o v e r . \ n U s e   l e f t   o r   r i g h t   d i r e c t i o n   k e y ( o r   k e y   4   a n d   6 )   t o   m o v e   t h e   b o x   l e f t   a n d   r i g h t . 	 (uZ[v6eƖirT6eƖ}YvirTXRRxebϑ6eƖ0R/virTgMNORxebϑϑp0 GRJ2bP}_g0\ n O(u]SeTub	cu4 6 	Oc6RZ[vv]SyR0	 (uZ[v6eƖirT6eƖcknxvirTXRRpebϑ6eƖvirTOMNORpebϑϑ:N0 R8nb~_g0\ n O(u]SeT.b	c.4 6 	egc6RZ[vv]SyR0	 1'185H%!2C+I9I-  D!H@
H1I80@*5"0A+#7-%1\ n C
I8H!  4   A%0  6   @7H-@%7H-%H-D2I2"A%0'2	 A t r a p e   l o s   o b j e t o s   q u e   c a e n   c o r r e c t o s ,   d e   l o   c o n t r a r i o   p e r d e r    p u n t o s   y   p o t e n c i a . \ n   T e c l a   4   y   6   p a r a   m o v e r   e l   c u a d r o   a   l a   i z q u i e r d a   y   a   l a   d e r e c h a .   	 A t t r a p e z   l e s   b o n s   o b j e t s   t o m b a n t s ,   s i n o n   v o u s   p e r d r e z   d e s   p o i n t s   e t   d e   l '  n e r g i e . \ n   U t i l i s e z   l e s   t o u c h e s   4   e t   6   p o u r   d  p l a c e r   l a   b o  t e      g a u c h e   e t      d r o i t e . 	 R i c h t i g   f a l l e n d e   O b j e k t e   a u f f a n g e n ,   d e n n   s o n s t   v e r l i e r t   m a n   P u n k t e   u n d   E n e r g i e . \ n F e l d   m i t   T a s t e   4   u n d   6   n a c h   l i n k s   u n d   r e c h t s   s c h i e b e n . 	 >28B5  =C6=K5  ?040NI85  >1J5:BK  8=0G5  2K  ?>B5@O5B5  >G:8  8  A8;C.   \ n   5@5428309B5  :>@>1:C  2?@02>  8  2;52>  :;028H0<8  4   8  6 .   	 P e r   n o n   p e r d e r e   p u n t i   e   p o t e n z a ,   c a t t u r a   g l i   o g g e t t i   c a d e n t i   c o r r e t t i . \ n U s a   i l   T a s t o   4   e   6   p e r   s p o s t a r e   l a   s c a t o l a   a   s i n i s t r a   e   d e s t r a . 	 'D*B7  'D#4J'!  'D3'B7)  'D5'D-),   H%D'  3HA  *AB/  'D/1,'*  H'D7'B). \ n '3*./E  EA*'-  4   H6   D*-1JC  'D5F/HB  J3'1K'  HJEJFK'. 	 A p a n h e   o s   o b j e c t o s   c o r r e c t o s ,   o u   p e r d e r    p o n t o s   e   p o t  n c i a . \ n T e c l a   4   e   t e c l a   6   p /   m o v e r   a   c a i x a   p /   a   e s q u e r d a / d i r e i t a . 	 D  _e n   d o r u   n e s n e l e r i   y a k a l a y 1n ,   a k s i   t a k d i r   p u a n   v e   g     k a y b e d e r s i n i z . \ n   K u t u y u   s o l a   v e   s a a   t a _1m a k   i  i n   4   v e   6   t u _l a r 1n 1  k u l l a n 1n . 	 C h p    n g   v t   r i ,   n u   k h  n g   s   b   m t   i m   s   v    n n g   l n g . \ n D  n g   p h  m   4   v    6     c h u y n   h p   s a n g   t r  i   v    p h i . 	 A m b i l   b e n d a   j a t u h   y a n g   b e n a r ,   j i k a   t i d a k   A n d a   a k a n   k e h i l a n g a n   s k o r   d a n   k e m a m p u a n . \ n G u n a k a n   t o m b o l   4   d a n   6   u n t u k   m e m i n d a h k a n   k o t a k   k e   k i r i   d a n   k a n a n . 	 T a n g k a p   o b j e k   m e n j a t u h   y a n g   b e t u l   a t a u   a n d a   a k a n   k e h i l a n g a n   m a t a   d a n   k u a s a . \ n   G u n a k a n   k e k u n c i   4   d a n   6   u n t u k   m e n g g e r a k k a n   k o t a k   k e   k i r i   d a n   k a n a n . 	 	?	0	$	@	  9	A		  8	9	@	  5	8	M	$	A			  	K	  2	*		G		,   	(	M	/	%	>	  	*	  8	M		K	0	  	0	  6		M	$	?	  	K	  &	G			G	. \ n ,	I		M	8	  	K	  ,	>			  	0	  &	>			  	?	8		>	(	G	  	G	  2	?		  	A			@	  4   	0	  6   	8	M	$	G	.	>	2	  	0	G		. 	 F a n g   d e   r i g t i g e   f a l d e n d e   t i n g ,   e l l e r s   m i s t e s   p o i n t   o g   l i v . \ n B r u g   4   o g   6   f o r   a t   f l y t t e   k a s s e n   t i l   v e n s t r e   o g   h  j r e 	 C h y t e j t e   s p r  v n    p a d a j  c    o b j e k t y ,   j i n a k   z t r a t  t e   b o d y   i   s  l u . . \ n K   p o h y b u   k r a b i c e   z   j e d n    s t r a n y   n a   d r u h o u   p o u ~ v e j t e   k l  v e s y   4   a   6 . 	 Z Ba p   p o p r a w n i e   s p a d a j c e   p r z e d m i o t y ,   i n a c z e j   s t r a c i s z   p u n k t y   i   m o c . \ n U |y j   k l a w i s z   4   i   6   a b y   p r z e s u n   p u d e Bk o   w   l e w o   i   w   p r a w o . 	 K a p j a   e l   a   m e g f e l e l Q  l e h u l l    t  r g y a t ,   e l l e n k e z Q  e s e t b e n   p o n t o k a t   v a g y   e n e r g i  t   v e s z  t . \ n H a s z n  l j a   a   4 - e s   v a g y   6 - o s   g o m b o t   a   k o s  r   b a l r a   v a g y   j o b b r a   m o z g a t  s  h o z . 	 O t a   k i i n n i   o i k e a t   p u t o a v a t   e s i n e e t ,   m u u t e n   m e n e t  t   p i s t e i t    j a   v o i m a a . \ n   K  y t    n  p p  i m i    4   j a   6   l a a t i k o n   s i i r t  m i s e k s i   v a s e m m a l l e   j a   o i k e a l l e . 	 F a n g   r i k t i g e   f a l l e n d e   o b j e k t e r ,   e l l e r s   v i l   p o e n g   o g   s t y r k e   g    t a p t . \ n B r u k   t a s t   4   o g   6   t i l      f l y t t e   b o k s e n   t i l   h  y r e   o g   v e n s t r e . 	 C h y t a j t e   s p r  v n e   p a d a j  c e   o b j e k t y ,   i n a k   s t r a t  t e   b o d y   i   s i l u .   \ n K   p o h y b u   k r a b i c e   z   j e d n e j   s t r a n y   n a   o p a 
n    p o u ~ v a j t e   t l a 
i d l a   4 ,   6 . 	 V a n g   d e   v a l l e n d e   v o o r w e r p e n ,   a n d e r s   v e r l i e s   j e   p u n t e n   e n   v e r m o g e n . \ n D r u k   o p   4   e n   6   o m   d e   b o x   h e e n   e n   w e e r   t e   b e w e g e n . 	 F  n g a   r  t t   f a l l a n d e   f  r e m  l   a n n a r s   f  r l o r a r   d u   p o  n g   o c h   e n e r g i . \ n ( 2 )   F l y t t a   l  d a n   t i l l   h  g e r   e l l e r   v  n s t e r   m e d   4   o c h   6 . 	 P a d a j u e   p r e d m e t e   u h v a t i t e   k a k o   t r e b a ,   i n a 
e   g u b i t e   r e z u l t a t   i   s n a g u .   \ n P o m o u   t i p k i   4   i   6   p o m i 
i t e   k u t i j u   l i j e v o   i   d e s n o 	 P r i n d e ci   o b i e c t e l e   c a r e   c a d   c o r e c t ;    n   c a z   c o n t r a r ,   v e ci   p i e r d e   p u n c t e   _i   e n e r g i e . \ n U t i l i z a ci   t a s t e l e   4   _i   6   p e n t r u   a   d e p l a s a   c u t i a   l a   s t  n g a   _i   l a   d r e a p t a . 	 U j e m i   P r a v i l n o   P a d a j o 
e   P r e d m e t e ,   D r u g a 
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 b o x   t o   c a t c h   o b j e c t s ,   c a t c h   c o r r e c t   f a l l i n g   o b j e c t s   t o   a d d   s c o r e   o r   p o w e r ,   o t h e r w i s e   w i l l   l o s e   s c o r e   o r   p o w e r , i f   p o w e r   e q u a l   0 , t h e   g a m e   o v e r . \ n U s e   l e f t   o r   r i g h t   d i r e c t i o n   k e y ( o r   k e y   4   a n d   6 )   t o   m o v e   t h e   b o x   l e f t   a n d   r i g h t . 	 U s e   t h e   b o x   t o   c a t c h   o b j e c t s ,   c a t c h   c o r r e c t   f a l l i n g   o b j e c t s   t o   a d d   s c o r e   o r   p o w e r ,   o t h e r w i s e   w i l l   l o s e   s c o r e   o r   p o w e r , i f   p o w e r   e q u a l   0 , t h e   g a m e   o v e r . \ n U s e   l e f t   o r   r i g h t   d i r e c t i o n   k e y ( o r   k e y   4   a n d   6 )   t o   m o v e   t h e   b o x   l e f t   a n d   r i g h t . 	 U s e   t h e   b o x   t o   c a t c h   o b j e c t s ,   c a t c h   c o r r e c t   f a l l i n g   o b j e c t s   t o   a d d   s c o r e   o r   p o w e r ,   o t h e r w i s e   w i l l   l o s e   s c o r e   o r   p o w e r , i f   p o w e r   e q u a l   0 , t h e   g a m e   o v e r . \ n U s e   l e f t   o r   r i g h t   d i r e c t i o n   k e y ( o r   k e y   4   a n d   6 )   t o   m o v e   t h e   b o x   l e f t   a n d   r i g h t . 	 U s e   t h e   b o x   t o   c a t c h   o b j e c t s ,   c a t c h   c o r r e c t   f a l l i n g   o b j e c t s   t o   a d d   s c o r e   o r   p o w e r ,   o t h e r w i s e   w i l l   l o s e   s c o r e   o r   p o w e r , i f   p o w e r   e q u a l   0 , t h e   g a m e   o v e r . \ n U s e   l e f t   o r   r i g h t   d i r e c t i o n   k e y ( o r   k e y   4   a n d   6 )   t o   m o v e   t h e   b o x   l e f t   a n d   r i g h t . 	 U s e   t h e   b o x   t o   c a t c h   o b j e c t s ,   c a t c h   c o r r e c t   f a l l i n g   o b j e c t s   t o   a d d   s c o r e   o r   p o w e r ,   o t h e r w i s e   w i l l   l o s e   s c o r e   o r   p o w e r , i f   p o w e r   e q u a l   0 , t h e   g a m e   o v e r . \ n U s e   l e f t   o r   r i g h t   d i r e c t i o n   k e y ( o r   k e y   4   a n d   6 )   t o   m o v e   t h e   b o x   l e f t   a n d   r i g h t . 	 U s e   t h e   b o x   t o   c a t c h   o b j e c t s ,   c a t c h   c o r r e c t   f a l l i n g   o b j e c t s   t o   a d d   s c o r e   o r   p o w e r ,   o t h e r w i s e   w i l l   l o s e   s c o r e   o r   p o w e r , i f   p o w e r   e q u a l   0 , t h e   g a m e   o v e r . \ n U s e   l e f t   o r   r i g h t   d i r e c t i o n   k e y ( o r   k e y   4   a n d   6 )   t o   m o v e   t h e   b o x   l e f t   a n d   r i g h t . 	 	 	 	 			  			  				  											  			,   		' 		  			' 	  			  						  								\ n   				  				  			  							  					  4   			  6   		  							  					 	 	 	 	 	 	 	 A g a r r e   o b j e t o s   q u e   c a e m   c o r r e t o s ,   s e n  o   v o c    p e r d e r    p o n t o s   e   f o r  a . \ n U s e   a s   t e c l a s   4   e   6   p a r a   m o v e r   a   c a i x a   p a r a   e s q u e r d a   e   d i r e i t a . 	 	 	 	 	 	 	 	 E r a b i l   e z a z u   k u t x a   g a u z a k   h a r r a p a t z e k o .   E r o r t z e n   a r i   d i r e n   g a u z a   z u z e n a k   h a r r a p a t u z   g e r o   p u n t u a k   i r a b a z i   e d o   i n d a r r a   j a s o k o   d u z u ,   b e s t e l a   p u n t u a k   e d o   i n d a r r a   g a l d u k o   d i t u z u .   I n d a r - m a i l a   0 r a   i r i t s i z   g e r o   j o l a s a   a m a i t u k o   d a .   K u t x a   e z k e r - e s k u i n   m u g i t z e k o   g e z i a k   ( e d o   4   e t a   6   t e k l a k )   e r a b i l   i t z a z u . 	 G a m i t i n   a n g   k a h o n   u p a n g   s u m a l o   n g   m g a   b a g a y ,   s u m a l o   n g   m g a   t a m a n g   n a l a l a g l a g   n a   m g a   b a g a y   u p a n g   m a g d a g d a g   n g   i s k o r   o   l a k a s ,   k u n g   h i n d i   a y   m a w a w a l a n   k a   n g   i s k o r   o   l a k a s , k u n g   a n g   p o w e r   a y   0 , m a t a t a p o s   a n g   g a m e . \ n G a m i t i n   a n g   k a l i w a   o   k a n a n g   k e y   n g   d i r e k s y o n ( o   k e y   4   a t   6 )   u p a n g   i g a l a w   a n g   k a h o n   p a k a l i w a   o   p a k a n a n . 	 U s a   a   c a i x a   p a r a   a t r a p a r   o b x e c t o s ,   a t r a p a r   o b x e c t o s   c o r r e c t o   q u e   c a i a n   p a r a   e n g a d i r   p u n t o s   o u   e n e r x  a ,   d o u t r a   v o l t a   p e r d e r  s   p u n t o s   o u   e n e r x  a ,   s e   a   e n e r x  a      0 ,   a c a b o u   o   x o g o .   U s a   o   b o t  n   d e   d i r e c c i  n   d a   e s q u e r d a   o u   d a   d e r e i t a   ( o u   a   t e c l a   4   e   6 )   p a r a   m o v e r   a   c a i x a      e s q u e r d a   e   d e r e i t a . 	 J i r i   i g b e   a h   w e e   j i d e   b j e e k t , j i d e   e z i g b o   b j e e k t   n a - a d a   a d a   t i n y e   n a   m a a k   m a     b   i k e , e m e g h   e t u a   m a a k   m a     b   i k e   g   g a   - e h i c h a p , b r   n a   i k e   r u e   0 , e g w u r e g w u   a g a f e e l a . \ n j i r i   i g o d o   n g o s   z   a k a   e k p e   m a     b   a k a   n r i ( m a     b   4   n a   6 ) w e e     b u g h a r a   i g b e   n ' a k a   e k p e   m a       b   n ' n r i     	 B a i n    s  i d   a s   a n   b o s c a   l e   g r e i m   a   f h  i l   a r   n i t h e ,   b a i n   g r e i m   a r   n a   n i t h e   c e a r t a   a t    a g   t i t i m   l e   s c  r   n    c u m h a c h t   a   f h  i l ,   n    c a i l l f i d h   t    s c  r   n    c u m h a c h t .   M    t h  a n n   d o   c h u m h a c h t   s  o s   g o   0 ,   t    a n   c l u i c h e   t h a r t . \ n   B a i n    s  i d   a s   a n   e o c h a i r   c l    n    d e i s   ( n    e o c h a i r   4   a g u s   6 )   c h u n   a n   b o s c a   a   b h o g a d h   a r   c h l    a g u s   a r   d h e i s . 
 
 S T R _ G X _ C O L O R B A L L S _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 C a p t i o n   S t r i n g 	 C o l o r   b a l l 	 i_rt	 i_rt	 %9-%*5	 B o l a s   d e   c o l o r e s 	 B a l l e s   d e   c o u l e u r 	 F a r b k u g e l n 	 &25B=>9  <OG	 P a l l a   c o l o r a t a 	 'DCH1)  'DEDHF)	 C o l o r b a l l s   ( B o l a s   d e   C o r ) 	 R e n k l i   T o p 	 T r    b  n g   m  u 	 B o l a   W a r n a 	 B o l a   w a r n a 	 0			@	(	  	G		&		 F a r v e   B o l d e 	 C o l o r B a l l s 	 K o l o r o w e   p i Bk i 	 C o l o r B a l l s 	 V  r i p a l l o t 	 F a r g e b a l l e r 	 F a r e b n    g u > 
k y 	 K l e u r b a l l e n 	 F  r g b o l l a r 	 K u g l e   u   b o j i 	 M i n g i   c o l o r a t e 	 B a r v e }o g e 	 C o l o r B a l l s 	   	 C o l o r B a l l s 	 	2	0	,	2	M	8		 *H~  G'  1F	 D1  ('D	 	 													 0
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	   	 I - c o l o r   b a l l 	 U m b a l a   w e b h o l a 	 M p i r a   w e n y e   r a n g i 	 K l e u r b a l l e 	 S p a l v o t i   k a m u o l i a i 	 K r s u   b u m b a 	 V  r v i l i n e   p a l l 	 3xva~x  cvdko	   	 C o l o r a ci   m i n g e a 	 
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 	 0M  ,2	 	 											 	 	 	 	 	 	 	 B o l a s   c o l o r i d a s 	 	 	 	 	 	 	 	 M a r g o - b o l a 	 K u l a y   n g   b o l a 	 P e l o t a   d e   c o r 	 K l   b l 	 D a t h   n a   l i a t h r  i d e 
 
 S T R _ G X _ C O L O R B A L L S _ E A S Y 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 C o l o r B a l l   L e v e l   E a s y 	 E a s y 	 !|U	 {US	 H2"	 F  c i l 	 F a c i l e 	 L e i c h t 	 53:89  	 F a c i l e 	 3GD	 F  c i l 	 K o l a y 	 D 	 M u d a h 	 M u d a h 	 	8	>	(		 N e m 	 J e d n o d u c h  	 Aa t w y 	 K  n n y q	 H e l p p o 	 L e t t 	 J e d n o d u c h  	 G e m a k k e l i j k 	 L  t t 	 L a g a n o 	 U _o r 	 L a h k o 	 	 	 5A=>	 8	A	2	-		 3'/G	 "3'F	 	 				 
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 
 S T R _ G X _ C O L O R B A L L S _ N O R M A L 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 C o l o r B a l l   L e v e l   N o r m a l 	 N o r m a l 	 nf	 nf	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 !@54=89	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l t 	 N o r m  l n a 	 N o r m a a l 	 N o r m a l 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 8
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0
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	 (>0M.2M	 >@<0;L=>	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 	 							 	 	 	 	 	 	 	 N o r m a l 	 	 	 	 	 	 	 	 E r t a i n a 	 N o r m a l 	 N o r m a l 	 D m m a 	 N o r m  l t a 
 
 S T R _ G X _ C O L O R B A L L S _ H A R D 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 C o l o r B a l l   L e v e l   H a r d 	 H a r d 	 V	 V	 "2	 D i f  c i l 	 D i f f i c i l e 	 S c h w e r 	 !;>6=K9	 D i f f i c i l e 	 59(	 D i f  c i l 	 Z o r 	 K h  	 S u l i t 	 S u k a r 	 	 	K	0		 S v  r 	 O b t  ~n  	 T r u d n y 	 N e h  z 	 V a i k e a 	 V a n s k e l i g 	 N  r o 
n  	 M o e i l i j k 	 S v  r 	 T e ak o 	 D i f i c i l 	 T e ~k o 	 	 	 "@C4=>	 &	A	0	M	2	-		 3.*	 3.*	 	 					 .
A
6

?
2
	 9>0M!M	 !:;04=>	 




	 	 O k u n z i m a 	 N z i m a 	 N g u m u 	 M o e i l i k 	 S u n k u s 	 G r kt a 	 R a s k e 	 2ad	 	 D i f i c i l 	 
 
?
(

	  ?(	 	 					 	 	 	 	 	 	 	 D i f  c i l 	 	 	 	 	 	 	 	 Z a i l a 	 M a h i r a p 	 D i f  c i l 	 I h e   s i r i   i k e 	 C r u a 
 
 S T R _ G X _ C O L O R B A L L S _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 C o l o r B a l l   H e l p   s t r i n g 	 H i t   t h e   f a l l i n g   b a l l s   b y   u s i n g   b u l l e t s   w i t h   s a m e   c o l o r . \ n ( 1 ) U s e   k e y   4   a n d   6   t o   m o v e   l a u n c h e r . \ n ( 2 ) U s e   k e y   2   t o   f i r e   b u l l e t   a n d   k e y   5   t o   c h a n g e   c o l o r   o f   b u l l e t . 	 O(uvTOrvP[H_O\dc=-Nvt0\ n ( 1 ) O(u	cu4 6 OyR|v\S0\ n ( 2 ) O(u	cu2 |v\P[H_	cu5 9eP[H_vOr0	 O(uvTrvP[9_eg\Qc=-Nvt0\ n ( 1 ) O(u	c.4 6 egyRS\S0\ n ( 2 ) O(u	c.2 S\P[9_	c.5 9eSP[9_vr0	 "4%9-%5H3%1+%H%B"C
I#0*8*5@5"'1\ n ( 1 ) C
I8H!  4   A%0  6   @7H-"I2"@#7H-"4\ n ( 2 ) C
I8H!  2   @7H-"4#0*8  A%08H!  5   @7H-@%5H"*5%9#0*8	 G o l p e e   l a s   b o l a s   q u e   c a e n   u s a n d o   b a l a s   c o n   e l   m i s m o 	 F r a p p e z   l e s   b a l l e s   t o m b a n t s   e n   u t i l i s a n t   l e s   b a l l e s   d e   l a   m  m e   c o u l e u r . 	 S c h i e  e n   S i e   d i e   f a l l e n d e n   K u g e l n   m i t   K u g e l n   d e r s e l b e n   F a r b e   a b 	 #=8GB>609B5  ?040NI85  H0@K,   8A?>;L7CO  ?C;8  B>3>  65  F25B0. \ n   ( 1 ) A?>;L7C9B5  :;028H8  4   8  6 ,   GB>1K  ?5@5<5I0BL  ?CA:>2CN  CAB0=>2:C. \ n ( 2 ) A?>;L7C9B5  :;028HC  2 ,   GB>1K  2K?CA:0BL  ?C;8,   0  :;028HC  5 ,   GB>1K  87<5=OBL  F25B  ?C;8.   	 C o l p i r e   l e   p a l l e   c a d e n t i   u s a n d o   p a l l o t t o l e   d e l l o   s t e s s o   c o l o r e .   \ n ( 1 ) U s a r e   l a   c h i a v e   4   e   6   p e r   s p o s t a r e   i l   l a n c i a t o r e .   \ n ( 2 ) U s a r e   i l   t a s t o   2   p e r   l a n c i a r e   l a   p a l l o t t o l a   e   i l   t a s t o   5   p e r   c a m b i a r e   i l   c o l o r e   d e l l a   p a l l o t t o l a .   	 '3*./'E  FA3  DHF  'D15'5  D61*  'DC1)  . \ n ( 1 )   '3*./'E  1BE4 , 6   D*-1C  EC'F  'D'7D'B. \ n ( 2 )     '3*./'E2   D'7D'B  'D15'5  H  1BE  5   D*:J1  DHF  'D15'5. 	 A t i n j a   a s   b o l a s   q u e   c a i e m ,   u t i l i z a n d o   b a l a s   c o m   a   m e s m a   	 A y n 1  r e n k t e n   k u r _u n l a r 1  k u l l a n a r a k   d  _e n   t o p l a r 1  v u r u n . \ n   F 1r l a y 1c 1y 1  h a r e k e t   e t t i r m e k   i  i n   4   v e   6   t u _l a r 1n 1  k u l l a n 1n . \ n   K u r _u n u   a t e _l e m e k   i  i n   2   v e   k u r _u n u n   r e n g i n i   d e i _t i r m e k   i  i n   5   t u _l a r 1n a   b a s 1n . 	 B n   n h n g   q u   b  n g   r i   x u n g   b n g   v i  n   n   c  n g   m  u . \ n   ( 1 ) S   d n g   p h  m   4 , 6     d i   c h u y n   b   p h  n g . \ n ( 2 ) S   d n g   p h  m   2     b n ,   p h  m   5     i   m  u   n . 	 P u k u l   b o l a   j a t u h   d e n g a n   b u l l e t   y a n g   s a m a   w a r n a n y a . \ n ( 1 ) G u n a k a n   t o m b o l   4   d a n   6   u n t u k   m e m i n d a h k a n   p e m a t u k . \ n ( 2 ) G u n a k a n   t o m b o l   2   u n t u k   m e n e m b a k   b u l l e t   d a n   t o m b o l   5   u n t u k   m e n g u b a h   w a r n a   b u l l e t .   	 T e m b a k   b o l a   j a t u h   d e n g a n   m e n g g u n a k a n   p e l u r u   y a n g   s a m a   w a r n a . \ n ( 1 ) G u n a k a n   k e k u n c i   4   d a n   6   u n t u k   m e n g g e r a k k a n   p e l a n c a r . \ n ( 2 ) G u n a k a n   k e k u n c i   2   u n t u k   m e n e m b a k   p e l u r u   d a n   k e k u n c i   5   u n t u k   m e n u k a r   w a r n a   p e l u r u . 	 8	.	>	(	  0			  	@	  	?	0	$	@	  	G		&	K		  	K	  .	>	0	(	G	  9	G	$	A	  	K	2	@	  	>	  *	M	0	/	K		  	0	G		  	 R a m   d e   f a l d e n d e   b o l d e   v e d   a t   b r u g e   k u g l e r   a f   s a m m e   f a r v e . \ n ( 1 ) B r u g     4   o g   6   f o r   a t   f l y t t e   r a m p e n . \ n ( 2 ) B r u g   2   t i l   a t   a f f y r e   k u g l e   o g     5   t i l   a t    n d r e   f a r v e n 	 D o   p a d a j  c  c h   m  
k o  s e   s t r e f u j t e   k u l i 
k a m i   s t e j n    b a r v y   . \ n ( 1 ) K   p o s o u v  n    o d p a l o v a c  h o   z a Y z e n    p o u ~ v e j t e   k l  v e s y   4   a   6 . \ n ( 2 ) K l  v e s o u   2   k u l i 
k u   v y s t Ye l  t e ,   k l  v e s o u   5   z m n  t e   j e j    b a r v u . 	 U d e r z a j   s p a d a j c e   p i l k i   u |y w a j c   p i Be c z e k   o   t y m   s a m y m   k o l o r z e . \ n ( 1 ) U |y j   k l a w i s z   4   i   6   a b y   p o r u s z a   w y r z u t n i   p i Be k . \ n ( 2 ) U |y j   k l a w i s z   2   a b y   p o d p a l i   p i Be c z k   i   k l a w i s z     5   a b y   z m i e n i   k o l o r   p i Be c z k i . 	 T a l  l j a   e l   a   z u h a n    l a b d  k a t   a z   a z o n o s   s z  n q  l  v e d  k e k k e l . \ n ( 1 ) A   k i l  v Q l l  s   m o z g a t  s  h o z   h a s z n  l j a   a   4 , 6   b i l l e n t y qk e t . \ n ( 2 ) A   2 - e s   g o m b b a l   i n d  t h a t j a   e l   a   l  v e d  k e t ,   a z   5 -  s s e l   p e d i g   m e g v  l t o z t a t h a t j a   a n n a k   s z  n  t . 	 O s u   p u t o a v i i n   p a l l o i h i n   s a m a n v  r i s i l l    l u o d e i l l a . \ n   1 .   K  y t    n  p p  i m i    4   j a   6   l a u k a i s i m e n   l i i k u t t a m i s e e n . \ n   2 .   K  y t    n  p p  i n t    2   l u o d i n   l a u k a i s e m i s e e n   j a   n  p p  i n t    5   l u o d i n   v  r i n   v a i h t a m i s e e n . 	 T r e f f   d e   f a l l e n d e   b a l l e n e   v e d      b r u k e   k u l e r   m e d   s a m m e   f a r g e . \ n ( 1 ) B r u k   t a s t   4   o g   6   f o r      f l y t t e   u t s k y t e r e n . \ n ( 2 ) B r u k   t a s t   2   t i l      s k y t e   k u l e n   o g   t a s t   5   t i l      e n d r e   k u l e n s   f a r g e . 	 T r a f t e   s a   d o   g u > 
o k   s t r e l a m i   t e j   i s t e j   f a r b y .   \ ( n ) K   P r e   p o h y b   o d p a >o v a c i e h o   z a r i a d e n i a   p o u ~ v a j t e   t l a 
i d l    4   a   6 . \ n ( 2 )   T l a 
i d l o   2   p o u ~ v a j t e   p r e   v y s t r e l e n i e   g u > 
k y .   T l a 
i d l o   5   p r e   z m e n u   f a r b y . 	 R a a k   d e   v a l l e n d e   b a l l e n   m e t   k o g e l s   m e t   d e z e l f d e 	 T r  f f a   d e   f a l l a n d e   b o l l a r n a   g e n o m   a t t   s k j u t a   k u l o r   m e d   s a m m a   f  r g . \ n ( 1 )   T r y c k   p    4   o c h   6   f  r   a t t   f l y t t a   u t s k j u t n i n g s r  r e t . \ n ( 2 )   T r y c k   p    2   f  r   a t t   s k j u t a   o c h   p    5   f  r   a t t   b y t a   k u l a n s   f  r g . 	 G a a j t e   p a d a j u e   k u g l e   m e c i m a   i s t e   b o j e . \ n ( 1 )   T i p k a m a   4   i   6   p o m i 
i t e   l a n s e r . \ n ( 2 ) i p k o m   2   i s p a l j u j e t e   m e t k e ,   a   t i p k o m   5   m i j e n j a t e   b o j u   m e t k a . 	 L o v i ci   m i n g i l e   c a r e   c a d   c u   a j u t o r u l   g l o a n ce l o r   d e   a c e e a _i   c u l o a r e . \ n ( 1 ) U t i l i z a ci   t a s t e l e   4   _i   6   p e n t r u   a   m u t a   l a n s a t o r u l . \ n ( 2 ) U t i l i z a ci   t a s t a   2   p e n t r u   l a n s a r e a   g l o n cu l u i   _i   t a s t a   5   p e n t r u   a   s c h i m b a   c u l o a r e a   a c e s t u i a . 	 Z a d e n i   p a d a j o 
e   ~o g e   z   u p o r a b o   n a b o j e v   i s t e   b a r v e . \ n ( 1 ) U p o r a b i   t i p k i   4   i n   6   z a   p r e m i k a n j e   i z s t r e l j e v a l c a . \ n ( 2 ) U p o r a b i   t i p k o   2   z a   s t r e l j a n j e   n a b o j e v   i n   t i p k o   5   z a   s p r e m e m b o   b a r v e   n a b o j e v . 	                 . /     ( 1 )         4     6           . /   ( 2 )         2                 5               . 	             	 H i t   t h e   f a l l i n g   b a l l s   b y   u s i n g   b u l l e t s   w i t h   s a m e   c o l o r . \ n ( 1 ) U s e   k e y   4   a n d   6   t o   m o v e   l a u n c h e r . \ n ( 2 ) U s e   k e y   2   t o   f i r e   b u l l e t   a n d   k e y   5   t o   c h a n g e   c o l o r   o f   b u l l e t . 	 $	M	/	>		  0			>		M	/	>	  ,	A	2	G	0		>	  5	>	*	0	  	0	$	  	G		!	A	2	>	  .	>	0	>	\ ( 1 )   	 ('  '3*A'/G  '2  A4F  G'  3'F  *H~  G'  /1  -'D  'A*'/F  1'  (2F/	 1*  H('D  H  '3  D1    (HDy    019  F4'F  D'&. \ 1 n D'F1  H  -1*  /F    D    FE(1  4 'H1  6   '3*9E'D  ,&  . / 2 n (HDy  H  A'&1  1F    D    2   'H1  (HDy  '  D1  *(/D  1F    D    5   '3*9E'D  ,&  . 	               . \ n ( 1 )         4     6   .   \ n   ( 2 )       2               5   . 	 			  						  					  							  			  				  					  				  								  				  				d		 !
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i u s   k a m u o l i u s   t o s   p a 
i o s   s p a l v o s   k u l k o m i s . \ n ( 1 )   L e i d i m o   /r e n g i n i u i   j u d i n t i   n a u d o k i t e   4   i r   6   m y g t u k u s . \ n ( 2 )   K u l k a i   i aaa u t i   n a u d o k i t e   2   m y g t u k ,   o   k u l k o s   s p a l v a i   p a k e i s t i      5   m y g u k . 	 T r p i e t   k r +t o am   b u m b m   a r   t d a s   p a aa s   k r s a s   l o d i . \ n ( 1 ) I z m a n t o j i e t   t a u s t i Fu   4   u n   6   p a l a i d j a   p r v i e t o aa n a i . \ n ( 2 ) I z m a n t o j i e t   t a u s t i Fu   2   l o d e s   i z aa u aa n a i   u n   t a u s t i Fu   5   l o d e s   k r s a s   m a i Fa i . 	 T a b a   k u k k u v a t   p a l l i ,   k a s u t a d e s   s a m a v  r v i l i s i   k u u l e . \ n ( 1 ) K a s u t a   k l a h v e   4   j a   6 ,   e t   n i h u t a d a   k  i v i t i t . \ n ( 2 ) K a s u t a   k l a h v i   2   k u u l i   t u l i s t a m i s e k s   j a   k l a h v i   5   k u u l i   v  r v i   m u u t m i s e k s . 	 @a~ane  hvovxr  cvdkovekv  tkvxuv  cxuvk  cvdaovex~: \ n ( 1 ) Ucacxne  4     6   }erveh]  pafevh  wajelx  pata: \ n ( 2 )   Ucacxne  2   }ervh  oaoelx  pata    5   }ervh]  cvdaok  cxuvh  xmelx  pata	           .   \ n ( 1 )       4     6     .   \ n ( 2 )       2           5       . 	 L o v i ci   m i n g i l e   c a r e   c a d   u t i l i z  n d   g l o a n ce   d e   a c e e a _i   c u l o a r e . \ n ( 1 ) U t i l i z a ci   t a s t e l e   4   _i   6   p e n t r u   m u t a r e a   l a n s a t o r u l u i . \ n ( 2 ) U t i l i z a ci   t a s t a   2   p e n t r u   a   t r a g e   g l o a n ce   _i   t a s t a   5   p e n t r u   m o d i f i c a r e a   c u l o r i i   g l o a n ce l o r . 	 
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 S T R _ G X _ S N A K E _ H A R D 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 M e n u   s t r i n g 	 H a r d 	 V	 V	 "2	 D i f  c i l 	 D i f f i c i l e 	 S c h w e r 	 !;>6=K9	 D i f f i c i l e 	 59(	 D i f  c i l 	 Z o r 	 K h  	 S u l i t 	 S u k a r 	 	 	K	0		 S v  r 	 O b t  ~n  	 T r u d n y 	 N e h  z 	 V a i k e a 	 V a n s k e l i g 	 N  r o 
n  	 M o e i l i j k 	 S v  r 	 T e ak o 	 D i f i c i l 	 T e ~k o 	 	 	 "@C4=>	 &	A	0	M	2	-		 /4H'1	 3.*	 	 					 .
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
	  ?(	 	 					 	 	 	 	 	 	 	 D i f  c i l 	 	 	 	 	 	 	 	 Z a i l a 	 M a h i r a p 	 D i f  c i l 	 I h e   s i r i   i k e 	 C r u a 
 
 S T R _ G X _ S N A K E _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 S n a k e   H E L P   D e t a i l s 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 c6RǆyRveTSTߘirT0RߘirGRgXRǆvw^0MQx0RFrXT]&TGRJ2bsSP}_g0\ n O(u	cu2 4 6 8 Oc6RǆyRvaveT0	 c6RǆyRveTSTߘirT0RߘirROXRǆv^0MQx0RXXT]&TR8nb1\O~_g0\ n O(u	c.2 4 6 8 egc6RǆyRv^veT0	 M a k e   s n a k e   g r o w   l o n g e r   b y   t a k i n g   f o o d . \ n ( 1 ) U s e   k e y   2 , 4 , 6 , 8   t o   m o v e   t h e   s n a k e . \ n ( 2 ) D o   n o t   h i t   w a l l s   o r   s n a k e ' s   t a i l . 	 H a g a   c r e c e r   a   l a   s e r p i e n t e   a l i m e n t  n d o l a . \ n ( 1 ) U s e   l a s   t e c l a s   2 ,   4 ,   6   y   8   p a r a   m o v e r   l a   s e r p i e n t e . \ n ( 2 ) N o   g o l p e e   l a s   p a r e d e s   n i   l a   c o l a   d e   l a   s e r p i e n t e . 	 L e   s e r p e n t   g r a n d i t   l o r s q u ' i l   m a n g e   d e   l a   n o u r r i t u r e . \ n ( 1 ) U t i l i s e z   l e s   t o u c h e s   2 , 4 , 6 , 8   p o u r   d  p l a c e r   l e   s e r p e n t . \ n ( 2 )   N e   r e n t r e z   p a s   d a n s   l e   s e r p e n t   o u   d a n s   l a   q u e u e   d u   s e r p e n t . 	 M a c h e n   S i e   d i e   S c h l a n g e   g r   e r   d u r c h   F  t t e r n . \ n ( 1 ) M i t   T a s t e   2 , 4 , 6 , 8   b e w e g e n   S i e   d i e   S c h l a n g e . \ n ( 2 ) N i c h t   a n   W  n d e   o d e r   d e n   S c h w a n z   d e r   S c h l a n g e   a n s t o  e n . 	 0?@02;O9B5  7<59:C  2  AB>@>=C  ?8I8,   GB>1K  >=0  @>A;0.   AB5@5309B5AL  C40@0  2  AB5=K  8;8  A0<C  7<59:C,   8=0G5  83@0  1C45B  >:>=G5=0.   \ n A?>;L7C9B5  :;028H8    2 , 4 , 6 , 8   4;O  =0?@02;5=8O  7<59:8. 	 C o n t r o l l a r e   l a   d i r e z i o n e   d e l   s e r p e n t e   c h e   m a n g i a .   I l   s e r p e n t e   d i v e n t a   p i    l u n g o   m a n g i a n d o   i l   c i b o .   \ n ( 1 )   U s a r e   i l   t a s t o   2 . 4 . 6 . 8   p e r   s p o s t a r e   i l   s e r p e n t e   n e l l a   d i r e z i o n e   c o r r i s p o n d e n t e   \ n ( 2 )   N o n   c o l p i r e   i l   m u r o   o   i l   s e r p e n t e ,   p e r c h    i l   g i o c o   f i n i s c e .   	 ',9D  'D+9('F  JFEH    #7HD  9F  71JB  #.0  'D79'E. \ n ( 1 )   '3*./'E  'DEA*'-2 , 4 , 6 , 8   D*-1JC  'D+9('F. \ n ( 2 )   D'  *5J(  'D-'&7  #H  0JD  'D+9('F. 	 F a  a   a   c o b r a   c r e s c e r   c a d a   v e z   m a i s   a o   a p a n h a r   c o m i d a . \ n ( 1 ) u t i l i z e   a s   t e c l a s   2 ,   4 ,   6   e   8   p a r a   m o v e r   a   c o b r a . \ n ( 2 ) n  o   a t i n j a   a s   p a r e d e s ,   n e m   a   c a u d a   d a   c o b r a . 	 Y 1l a n 1n   y i y e c e k   y i y e r e k   u z a m a s 1n 1  s a l a y 1n . \ n ( 1 ) y 1l a n 1  h a r e k e t   e t t i r m e k   i  i n   2 , 4 , 6 , 8   t u _l a r 1n 1  k u l l a n 1n . \ n ( 2 ) d u v a r l a r a   y a   d a   y 1l a n 1n   k u y r u u n a    a r p m a y 1n . 	 i u   k h i n   r n   d i   c h u y n     n   t h c   n ,   n   c   t h c   n     d  i   c a   t h  n   r n   s   t n g   t h  m .   T r  n h   c h o   r n   k h i    m   v  o   t n g   h o c   c h  n h   t h  n   r n , n u   k h  n g   t r    c h i   s   k t   t h  c . \ n S   d n g   p h  m   2 , 4 , 6 , 8     i u   k h i n   r n   t h e o   c  c   p h n g   h n g   t n g   n g . 	 B u a t   a g a r   u l a r   l e b i h   p a n j a n g   d e n g a n   m e m a k a n   m a k a n a n . \ n ( 1 ) G u n a k a n   t m b o l   2 , 4 , 6 , 8   u n t u k   m e n g g e r a k k a n   u l a r . \ n ( 2 ) J a n g a n   m e n y e n t u h   t e m b o k   a t a u   e k o r   u l a r . 	 T a m b a h   k e p a n j a n g a n   u l a r   d e n g a n   m e m b a w a   m a k a n a n . \ n ( 1 ) g u n a k a n   k e k u n c i   2 , 4 , 6 , 8   u n t u k   m e n g g e r a k k a n   u l a r . \ n ( 2 ) j a n g a n   l a n g g a r   d i n d i n g   a t a u   e k o r   u l a r . 	 8	0	M	*	  	K	  	>	(	>	  	?	2	>		0	  2		,	>	  	0	G		d	\ n ( 1 )   	A			@	  2 , 4 , 6 , 8   	>	  *	M	0	/	K		  8	0	M	*	  	K	  8	0		>	(	G	  9	G	$	A	  	0	G		d	\ n ( 2 ) &	@	5	>	0	  /	>	  8	0	M	*	  	@	  *	B			  8	G	  (	  		0	>			d		 L a d   s l a n g e   v o k s e   s i g   s t o r   v e d   a t   t a g e   m a d . \ n ( 1 ) B r u g   2 , 4 , 6 , 8   f o r   a t   f l y t t e   s l a n g e n . \ n ( 2 ) R a m   i k k e   v  g g e n e   e l . s l a n g e n s   h a l e 	 P r o d l u ~u j t e   h a d a   p o m o c    j  d l a . \ n ( 1 ) P r o   p o h y b   h a d a   p o u ~ v e j t e   k l  v e s y   2 ,   4 ,   6 ,   8 . . \ n ( 2 ) N e d o t k n t e   s e   s t n   n e b o   h a d o v a   o c a s u . 	 W |  w y d Bu |a   s i   p o p r z e z   z b i e r a n i e   p o z y w i e n i a . \ n ( 1 ) U |y j   k l a w i s z   2 , 4 , 6 , 8   a b y   p o r u s z a   w |e m . \ n ( 2 ) N i e   u d e r z a j   w   s c i a n y   a n i   w   o g o n   w |a . 	 H i z l a l j a   f e l   a   k  g y  t   a   t  p l  l  k o k   e l f o g y a s z t  s  v a l .   K e r  l j e   e l   a   f a l a t ,   i l l e t v e   a   k  g y    t  b b i   r  s z  t ,   m e r t   e z   a   j  t  k   v  g  t   j e l e n t e n  . \ n A   k  g y    m o z g a t  s  h o z   h a s z n  l j a   a   2 , 4 , 6 , 8   b i l l e n t y qk e t 	 K a s v a t a   k   r m e t t    p i t e m m  k s i   o t t a m a l l a   r u o k a a . \ n   1 .   K  y t    n  p p  i m i    2 ,   4 ,   6   j a   8   k   r m e e n   l i i k u t t e l e m i s e e n . \ n   2 .    l    o s u   s e i n i i n    l  k    k   r m e e n   p y r s t   n . 	 F    s l a n g e n   t i l      v o k s e   l e n g r e   v e d      t a   m a t . \ n ( 1 ) B r u k   t a s t   2 , 4 , 6 , 8   f o r      f l y t t e   s l a n g e n . \ n ( 2 ) T r e f f   i k k e   v e g g e n e   e l l e r   s l a n g e n s   h a l e . 	 P r e d l ~u j t e   h a d a   p r  j m o m   p o t r a v y .   \ n ( 1 )   P r e   p o h y b   h a d a   p o u ~ v a j t e   t l a 
i d l    2 ,   4 ,   6 ,   8 .   \ ( n ) 2   N e d o t  k a j t e   s a   s t i e n   a n i   c h v o s t u   h a d a ! 	 D e   s l a n g   w o r d t   l a n g e r   d o o r   t e   e t e n . \ n ( 1 ) D r u k   o p   2 , 4 , 6 , 8   o m   d e   s l a n g   t e   v e r p l a a t s e n . \ n ( 2 ) R a a k   g e n e   m u r e n   o f   d e   s t a a r t   v a n   d e   s l a n g . 	 F    o r m e n   a t t   v  x a   g e n o m   a t t   m a t a   d e n . \ n ( 1 )   T r y c k   p    2 ,   4 ,   6 ,   8   f  r   a t t   s t y r a   o r m e n . \ n ( 2 )   D u   f  r   i n t e   t r  f f a   v  g g a r   e l l e r   o r m e n s   s v a n s . 	 H r a n i t e   z m i j u   d a   n a r s t e   d u ~a . \ n ( 1 ) T i p k a m a   2 , 4 , 6 , 8   p o m i 
i t e   z m i j u . \ n ( 2 ) N e   u d a r a j t e   u   z i d   i   r e p   z m i j e . 	 L u n g i ci   _a r p e l e   l u  n d   m  n c a r e . \ n ( 1 ) U t i l i z a ci   t a s t e l e   2 , 4 , 6 , 8   p e n t r u   d e p l a s a r e a   _a r p e l u i . \ n ( 2 ) N u   l o v i ci   p e r e ci i   s a u   c o a d a   _a r p e l u i . 	 N a r e d i   k a 
o   d a l j ao   z   j e m a n j e m   h r a n e . \ n ( 1 ) U p o r a b i   t i p k e   2 , 4 , 6 , 8   z a   p r e m i k a n j e   k a 
e . \ n ( 2 ) N e   u d a r i   s t e n   a l i   r e p a   k a 
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. 	           ,           .             ,         .   \ n             2 , 4 , 6 , 8     . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 l a a t   s l a n g   l a n g e r   w o r d   d e u r   k o s   t e   e e t . \ n ( 1 ) g e b r u i k   t o e t s e   2 , 4 , 6 , 8   o m   d i e   s l a n g   t e   b e w e e g . \ n ( 2 ) m o e n i e   a a n   d i e   s l a n g   s e   s t e r t   o f   a a n   m u r e   r a a k   n i e . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 C o n t r o l   t h e   d i r e c t i o n   o f   s n a k e   t o   e a t   f o o d ,   a n d   t h e   s n a k e   w i l l   g r o w   l o n g e r   i f   e a t   t h e   f o o d .   P l e a s e   a v o i d   h i t   t h e   w a l l   a n d   t h e   s n a k e ,   e l s e   t h e   g a m e   w i l l   b e   o v e r .   \ n U s e   k e y   2 , 4 , 6 , 8   t o   m a k e   t h e   s n a k e   m o v e   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 	 	 	 					  					  						  				  				\ n ( 1 )   					  		  					  2 , 4 , 6 , 8   		  							  				\ n ( 2 )   			  						  		  						  							  													 	 	 	 	 	 	 	 F a  a   a   c o b r a   c r e s c e r   m a i s   d a n d o   c o m i d a \ n ( 1 ) u s e   a   t e c l a   2 , 4 , 6 , 8   p a r a   m o v e r   a   c o b r a . \ n ( 2 ) n  o   a t i n j a   p a r e d e s   o u   o   r a b o   d a   c o b r a . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ S M A S H _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 S m a s h   G a m e   N a m e 	 S m a s h 	 Sb0W 	 Sb0W 	 58J2	 S m a s h 	  c r a s e r 	 S c h m e t t e r n 	 #40@	 F r a n t u m a 	 '57/'E	 S m a s h 	 S m a s h 	 T r    p   v 	 S m a s h 	 S m a s h 	 8	M	.	H	6		 S m a s h 	 S m a s h 	 Z d e r z a n i e 	 S m a s h 	 I s k u 	 S m a s h 	 S m a s h 	 S m a s h 	 S m a s h 	 S m a s h 	 S m a s h 	 R a z b i j 	 S m a s h 	 	  071820=5/ S m a s h 	 8	M	.	G	6		 CH(F/G	 '3E4	   	 							  	 8
.
H
6
	 8M.>7M	 VB:=5==O	 




	 	 I - s m a s h 	 I - S m a s h 	 S m a s h 	 S l a a n 	 S u s i d kr i m a s 	 S i t i e n s 	 S m a s h 	 Kam{amxt	   	 Z d r o b i r e 	 8
M
.
>
7
M
	 -7M.	 	 							 	 	 	 	 	 	 	 E s m a g a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ S M A S H _ T I M E _ S E C 	 G A M E 	 T E X T 	 s e c ,   n e e d ' t   t o   t r a n s l a t e 	 s e c 	 s e c 	 s e c 	 '4	 s 	 s e c 	 S e k . 	 !5:C=4K	 s e c 	 +'FJ)	 s e g 	 s a n i y e 	 g i  y 	 B e r s a m b u n g 	 s a a t 	 8	G		G		 s e k 	 s e c . 	 s e k 	 m p 	 s 	 s e k 	 s e k . 	 s e c 	 s e k 	 s 	 s e c 	 s e k 	 . 	 	 A5:	 8	G	. 	 +'FG	 3F	 	 								 8

?
p

	 8F(A	 A	 





	 	 s e c 	 s e c 	 s e c 	 s e k 	 s e c 	 s e c 	 s e c 	 s e c 	 s e c 	 s e c 	 	 	 	 								 	 	 	 	 	 	 	 s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ S M A S H _ N O R M A L 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 N o r m a l   m o d e 	 N o r m a l 	  N,!j_	  N,!j_	 4	 N o r m a l 	 F a c i l e 	 N o r m a l 	 >@<0;L=K9  	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n a 	 N o r m a a l 	 n o r m a l t 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 9'/	 F'1ED	 ( ) 	 							 8
'
>
0
(
	 (>0M.2M	 >@<0;L=>	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 	 							 	 	 	 	 	 	 	 N o r m a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ S M A S H _ S P E E D Y 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 f a s t   m o d e 	 S p e e d y 	 _!j_	 _!j_	 #'@#G'	 R  p i d o 	 N o r m a l 	 S c h n e l l 	 KAB@K9  	 V e l o c e 	 31J9	 J o g o   d e   v e l o c i d a d e 	 H 1z l 1	 T c   	 K e c e p a t a n 	 L a j u 	 $	G			 H u r t i g 	 R y c h l  	 S z y b k i 	 G y o r s 	 N o p e a 	 H a s t i g h e t 	 R  c h l a 	 S n e l 	 s n a b b t 	 B r z o 	 R a p i d 	 H i t r o 	 	 	 J@7>	 6	@		M	0	$	>		 319	 *2	 ( ) 	 									 $
G

	 5G>	 (284:>	 



	 	 O k u s h e s h a y o 	 N g o k u k h a w u l e z a 	 H a r a k a 	 V i n n i g 	 G r e i t a s 	  t r a 	 K i i r e 	 1ac	 	 V i t e z 	 8
M
*
@
!
?
	 &M0A$$.	 	 										 	 	 	 	 	 	 	 R  p i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ S M A S H _ A C C U R A C Y 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 A c c u r a c y   m o d e 	 A c c u r a c y 	 |n!j_	 |Q!j_	 A!H"3	 P r e c i s i  n 	 D i f f i c i l e 	 G e n a u i g k e i t 	 ">G=K9	 P r e c i s i o n e 	 /BG	 J o g o   d e   p r e c i s  o 	 D o r u l u k 	 C h  n h   x  c 	 K e t e p a t a n 	 T e p a t 	 8		@		$	>		 N  j a g t i g h e d 	 P Ye s n  	 D o k l a d n y 	 P o n t o s 	 T a r k k u u s 	 N  y a k t i g h e t 	 P r e s n  	 N a u w k e u r i g 	 p r e c i s i o n 	 T o 
n o 	 P r e c i z i e 	 N a t a n 
n o s t 	 	 	 @5F87=>AB	 		M	/	B	0	G	8	@		 /B*	 /13*	   ( ) 	 							 8
9
@
	 8B?>	 ">G=VABL	 





	 	 O k u n g e n a p h u t h a 	 U k u c h a n e k a 	 U s a h i h i 	 A k k u r a a t h e i d 	 T i k s l u m a s 	 P r e c +z a 	 T  p s u s 	 Cwcxiuxv	 	 P r e c i z i e 	 

M
5
1
8
?
	 8 ?	 	 							 	 	 	 	 	 	 	 P r e c i s  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ S M A S H _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 a c t u a l   h e l p   s t r i n g   f o r   s m a s h   g a m e 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 O(uxeW[uOcRP[reSb
\aMOnv0W 0Sb0W S+T	NP\J2b0\ n 1 	nf!j_: vϑreSbRirFOSb0Rq-gcbR0\ n 2 	_!j_: _reSbQsRir0\ n 3 	|n!j_: reSbc[vRir0[ Yg/ecuv] 	cxeW[ureSb
\aMOnvRir0	 O(upeW[.eg%cR$P[reSb[^MOnv0W 0Sb0W S+T	N*N\8nb0\ n 1 	 N,!j_: =\ϑreSbRirFOSb0R4YOcbR0\ n 2 	_!j_: _reSbQsRir0\ n 3 	|Q!j_: reSbc[vRir0[ Yg/ec.v] 	cpeW[.reSb[^MOnvRir0	 T h e   S m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . 	 E l   k i t   S m a s h   c o n t i e n e   3   m i n i j u e g o s . \ n ( 1 ) J u e g o   n o r m a l .   A n o t e   l o s   a n i m a l e s ,   p e r o   n o   e l   e s q u e l e t o . \ n ( 2 ) J u e g o   r  p i d o .   A n o t e   t a n   r  p i d o   c o m o   p u e d a . \ n ( 3 ) J u e g o   d e   p r e c i s i  n .   A n o t e   l o s   d e s i g n a d o s . 	 S m a s h   c o n t i e n t   3   m i n i - j e u x . \ n ( 1 ) J e u   n o r m a l .   F r a p p e z   l e s   a n i m a u x ,   m a i s   p a s   l e s   s q u e l e t t e s . \ n ( 2 ) J e u   r a p i d e .     F r a p p e z   a u s s i   v i t e   q u e   v o u s   l e   p o u v e z . \ n ( 3 ) j e u   d e   p r  c i s i o n .   F r a p p e z   c e u x   q u i   s o n t   d  s i g n  s . 	 S c h m e t t e r n   e n t h  l t   3   M i n i s p i e l e . \ n ( 1 ) N o r m a l e s   S p i e l .   T r e f f e n   S i e   d i e   T i e r e ,   a b e r   n i c h t   d a s   S k e l e t t . \ n ( 2 ) S c h n e l l e s   S p i e l .   T r e f f e n   S i e   s o   s c h n e l l   S i e   k  n n e n . \ n ( 3 ) G e n a u i g k e i t s s p i e l .   T r e f f e n   S i e   d i e   b e z e i c h n e t e n . 	 06<8B5  G8A;>2CN  :;028HC,   GB>1K  27<0E=CBL  <>;>B><  8  C40@8BL  682>B=>5  2  >?@545;5==>5  <5AB>.   #40@  A>45@68B  B@8  <8=8  83@K. \ n ( 1 ) >@<0;L=0O  83@0.   >@0609B5  682>B=KE,   =>  =5  A:5;5B. \ n   ( 2 ) KAB@0O  83@0.   #40@O9B5  :0:  <>6=>  1KAB@55. \ n ( 3 ) ">G=0O  83@0.   >@0609B5  >?@545	 P r e m i   i l   t a s t o   d e l   n u m e r o   p e r   b r a n d i r e   i l   m a r t e l l o   e   c o l p i r e   g l i   a n i m a l i   n e l l a   z o n a   c o r r i s p o n d e n t e .   I l   F r a n t u m a   c o n t i e n e   3   m i n i   g i o c h i .   \ n ( 1 )   G i o c o   N o r m a l e .   N o n   c o l p i s c i   g l i   a n i m a l i ,   m a   l o   s c h e l e t r o .   \ n ( 2 )   G i o c o   V e l o c e .   C o l p i s c i   n e l   m o d o   p i u '   v e l o c e   c h e   p u o i .   \ n ( 3 )   G i o c o   d i   P r e c i s i o n e .   C o l p i s c i   q u e l l i   d e s i g n a t i . \ n [ S e   c o n   l a   t a s t i e r a ] p r e m i   i l   t a s t o   d e l   n u m e r o   p e r   c o l p i r e   l ' a n i m a l e   c o r r i s p o n d e n t e .     	 'D*5'/E  J-*HJ  9DJ  3   'D'D9'(  5:J1). \ n   ( 1 )   'DD9()  'D9'/J).   GJ  '5'()  'D-JH'F'*,   H  DJ3  'DGJ'CD\ n   ( 2 )   'DD9()  'D31J9).   GJ  '5'()  #319  E'  *3*7J9. \ n   ( 3 )   'DD9()  'D/BJB).   GJ  '5'()  4J&  E9JF. 	 O   j o g o   S m a s h   c o n t  m   3   m i n i   j o g o s . \ n ( 1 ) j o g o   n o r m a l .   A t i n j a   o s   a n i m a i s ,   m a s   n  o   a t i n j a   o   e s q u e l e t o . \ n ( 2 ) j o g o   d e   v e l o c i d a d e .   A t i n j a   o s   i t e n s   o   m a i s   r  p i d o   p o s s  v e l . \ n ( 3 ) j o g o   d e   p r e c i s  o .   A t i n j a   o s   i t e n s   d e s i g n a d o s . 	 S m a s h   3   m i n i   o y u n   i  e r i r . \ n ( 1 ) n o r m a l   o y u n .   H a y v a n l a r a   v u r u n ,   a m a   i s k e l e t e   v u r m a y 1n . \ n ( 2 ) h 1z l 1  o y u n .   V u r a b i l d i i n i z   k a d a r   h 1z l 1  v u r u n . \ n ( 3 ) d o r u l u k   o y u n u .   0_a r e t   e d i l e n l e r e   v u r u n . 	 T r    p   v   g m   3   t r    n h   . \ n ( 1 )   T r    n   g i n :   p   v  o   u   c o n   v t   n h n g   t r   c  i   s    u   l  u   r a . \ n   ( 2 )   T r    t c   : p   c  n g   n h a n h   c  n g   t t . \ n   ( 3 )   T r    c h  n h   x  c :   p   n h n g   c  i      c   x  c   n h . 	 T h e   S m a s h   b e r i s i   3   P e r m a i n a n   M i n i . \ n ( 1 ) P e r m a i n a n   N o r m a l .   P u k u l   b i n a t a n g ,   t e t a p i   t i d a k   p a d a   p u n g g u n g n y a . \ n ( 2 ) P e r m a i n a n   C e p a t .   P u k u l   s e d a p a t n y a . \ n ( 3 ) P e r m a i n a n   K e t e p a t a n .   P u k u l   d e n g a n   t e p a t . 	 S m a s h   m e n g a n d u n g i   3   p e r m a i n a n   m i n i . \ n ( 1 ) p e r m a i n a n   n o r m a l .   P u k u l   h a i w a n   t e t a p i   b u k a n   r a n g k a . \ n ( 2 ) p e r m a i n a n   l a j u .   P u k u l   s e l a j u   y a n g   a n d a   b o l e h . \ n ( 3 ) p e r m a i n a n   t e p a t .   P u k u l   y a n g   d i t e n t u k a n . 	 8	M	.	H	6	  .	G		  3   .	?	(	@	  	G	.	M	8	  9	K	$	G	  9	H		d	\ n ( 1 ) 8	>	.	>	(	M	/	  	G	2	  d	  	>	(	5	0	K		  *	0	  *	M	0	9	>	0	  	0	G		  2	G		?	(	  			>	2	  *	0	  (	9	@		d	\ n ( 2 ) $	G		  	G	2	  d	  	?	$	(	@	  $	G		  9	K	  8		G	,   .	>	0	G		\ n ( 3 ) 8		@		  	G	2	  d	  &	0	M	6	>		  9	A		  	K	  .	>	0	G		  d		 S m a s h   i n d e h o l d e r   3   m i n i   s p i l . \ n ( 1 ) N o r m a l t   s p i l .   R a m   d y r e n e ,   m e n   i k k e   s k e l e t t e t . \ n ( 2 ) H u r t i g t   s p i l .   R a m   s    h u r t i g t   d u   k a n . \ n ( 3 ) N  j a g t i g h e d s s p i l .   R a m   d e   u d v a l g t e . 	 T h e   S m a s h   s e   s k l  d    z   3   m i n i h e r . \ n ( 1 ) N o r m  l n    h r a .   Z a s  h n t e   z v  Ya t a ,   a l e   n e   k o s t l i v c e . . \ n ( 2 ) R y c h l    h r a .   U d e Yt e   t a k   r y c h l e ,   j a k   d o v e d e t e . \ n ( 3 ) P Ye s n    h r a .   T r e f u j t e   s e   j e n   d o   u r 
e n  c h . 	 S m a s h   z a w i e r a   3   m i n i g r y \ n ( 1 ) N o r m a l n a   G r a .   U d e r z a   w   z w i e r z t a ,   a l e   n i e   w   s z k i e l e t . \ n ( 2 ) S z y b k a   G r a .   U d e r z a   t a k   s z y b k o   j a k   p o t r a f i s z . \ n ( 3 ) D o k Ba d n a   G r a .   U d e r z a   w   w y b r a n e   z w i e r z t a . 	 A   j  t  k   s o r  n   a   s z  m b i l l e n t y qz e t t e l   h a s z n  l h a t j a   a   k a l a p  c s o t .   A   S m a s h   3   a l j  t  k o t   t a r t a l m a z . \ n ( 1 ) N o r m  l   j  t  k .   T a l  l j a   e l   a z    l l a t o k a t ,   d e   n e   a   c s o n t v  z a t . \ n ( 2 ) G y o r s   j  t  k .    s s  n   o l y a n   g y o r s a n ,   a m e n n y i r e   c s a k   t u d . \ n ( 3 ) P o n t o s   j  t  k .   C s a k   a   k i j e l  l t    l l a t o k a t   t a l  l j a   e l . \ n [ B i l l e n t y qz e t   h a s z n  l a t   e s e t  n ]   N y o m j a   m e g   a z    l l a t n a k   m e g f e l e l Q  s z  m o t . 	 I s k u   s i s  l t     k o l m e   m i n i p e l i  . / n   1 .   N o r m a a l i   p e l i .   O s u   e l  i m i i n ,   m u t t a    l    l u u r a n k o o n . \ n   2 .   N o p e a   p e l i .   I s k e   n i i n   n o p e a s t i   k u i n   v o i t . \ n   3 .   T a r k k u u s p e l i .   I s k e   o s o i t e t t u i h i n   k o h t e i s i i n . 	 S m a s h   i n n e h o l d e r   3   m i n i s p i l l . \ n ( 1 ) N o r m a l t   s p i l l .   T r e f f   d y r e n e ,   m e n   i k k e   s k j e l e t t e t . \ n ( 2 ) H a s t i g h e t s s p i l l .   T r e f f   s    f o r t   s o m   d u   k a n . \ n ( 3 ) N  y a k t i g h e t s s p i l l .   T r e f f   d e   a n v i s t e   m  l e n e . 	 T h e   S m a s h   o b s a h u j e   3   m i n i h r y .   \ n ( 1 ) N o r m  l n a   h r a .   T r a f t e   z v i e r a t  ,   n i e   k o s t r y . .   \ n ( 2 )   R  c h l a   h r a .   U d r i t e   t a k   r  c h l o ,   a k o   m  ~e t e .   \ n ( 3 )   P r e s n    h r a .   T r a f t e   s a   l e n   d o   u r 
e n  c h ! 	 D e   s m a s h   b e s t a a t   u i t   3   m i n i s p e l l e n . \ n ( 1 ) N o r m a a l   s p e l .   R a a k   d e   d i e r e n ,   m a a r   n i e t   h e t   s k e l e t . \ n ( 2 ) S n e l   s p e l .   R a a k   z o   s n e l   a l s   j e   k u n t . \ n ( 3 ) N a u w k e u r i g   s p e l .   R a a k   d e   a a n g e w e z e n   d o e l e n . 	 S m a s h   i n n e h  l l e r   3   m i n i s p e l .   \ n   ( 1 )   N o r m a l t   s p e l .   S l    d j u r e n ,   u n d v i k   s k e l l e t e n .   . \ n ( 2 )     S n a b b t   s p e l .   S l    s    s n a b b t   s o m   m  j l i g t . \ n ( 3 )   P r e c i s i o n s p e l .   S l    e n d a s t   d e   u t v a l d a . 	 S m a s h   s a d r ~i   3   m i n i   i g r e .   \ n ( 1 ) N o r m a l n a   i g r a .   G a a j t e   ~i v o t i n j e ,   a l i   n e   i   k o s t u r .   \ n ( 2 ) B r z i n s k a   i g r a .   U d a r a j t e   at o   b r ~e   m o ~e t e . \ n I g r a   t o 
n o s t i .   U d a r a j t e   d o k   n e   p o g o d i t e . 	 S m a s h   c o n ci n e   3   m i n i   j o c u r i . \ n ( 1 ) J o c   n o r m a l .   L o v i ci   a n i m a l e l e ,   d a r   n u   _i   s c h e l e t u l . \ n ( 2 ) J o c   r a p i d .   L o v i ci   c  t   d e   r e p e d e   p u t e ci . \ n ( 3 ) J o c   d e   p r e c i z i e .   L o v i ci   ci n t e l e   d e s e m n a t e . 	 R a z b i t j e   v s e b u j e   3   M i n i   I g r e . \ n ( 1 ) N o r m a l n a   I g r e . 	   S m a s h     3     . \   ( 1 )     .       ,         . /   ( 2 )     .             .   / ( 3 )     .         	       3     . \ n ( 1 )   .     ,       . \ n ( 2 )   .         . \ n ( 3 )   .       . 	  071820=5  AJ4J@60  B@8  <8=8  83@8.   ( 1 ) >@<0;=0  83@0	 8	M	.	E	6	.	'	M	/	G	  $	@	(	  	G	3	  	9	K	$	.   \ n ( 1 ) 8	>	'	>	  	G	3	  	(	>		5	0	>	8		 /1  GE  H(/F  4'ED  3   ('2  H  E  4H/. \ n ( 1 ) ('2  9'/.   ('  -H'F'*  H  FG  '3D*  G'  (1.H1/  F/. \ n ( 2 ) ('2  319  .   ('  -/'+1  319*  EEF  (1.H1/  F/. \ n ( 3 ) ('2  /B*  .   ('  EH'1/  E4.5  4/G  (1.H1/  F/.   	 '3E4  E  *F  Hy  E2  \ 1 n F'1ED  E    ,'FH1  H  y1  E'1  DF  ~F,1  H  F  \   2 n   *2  E  ,*F  *2  "~  E'1  3*    E'1  \ n   ?3 >/13*  E  3  '  (F'F  H'D  HE'1  y1  E'1	     3       \ n ( 1 )     .       .   ,     \ n ( 2 )   .         .   \ n ( 3 )     .       	 									  			  				  			  			d	\ n   ( 	)   						  			d	  											  				  				  					  												  		d	\ n ( 	)   					  			,   		  										  					  				  				d	\ n ( 	)   						  			,   						  							  				  				d		 8
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. "  	 ( )                   .      3     .   \ n ( 1 )   .     ,     .   \ n ( 2 )     .       .   \ n ( 3 )   .         .   \ n [   ]             . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 S l a a n   b e v a t   3   m i n i s p e l e t j i e s . \ n ( 1 ) n o r m a l e   s p e l e t j i e .   S l a a n   d i e   d a a r ,   m a a r   n i e   d i e   g e r a a m t e   n i e . \ n ( 2 ) S p o e d s p e l e t j i e .   S l a a n   s o   v i n n i g   a s   w a t   j y   k a n . \ n ( 3 ) A k k u r a a t h e i d s p e l e t j i e .   S l a a n   d i e   a a n g e d u i d e   f i g u r e . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 P r e s s   n u m b e r   k e y   t o   w a v e   t h e   h a m m e r   a n d   h i t   a n i m a l s   i n   c o r r e s p o n d i n g   a r e a .   T h e   s m a s h   c o n t a i n s   3   m i n i   g a m e s . \ n ( 1 ) N o r m a l   g a m e .   H i t   t h e   a n i m a l s ,   b u t   n o t   t h e   s k e l e t o n . \ n ( 2 ) S p e e d y   g a m e .   H i t   a s   f a s t   a s   y o u   c a n . \ n ( 3 ) A c c u r a c y   g a m e .   H i t   t h e   d e s i g n a t e   o n e s . \ n [ I f   w i t h   k e y p a d ] p r e s s   t h e   n u m b e r   k e y   t o   h i t   t h e   c o r r e s p o n d i n g   a n i m a l . 	 	 	 	 						 	  3   		  			  						  				\ n ( 1 ) 						  							  			- 									  										,   						  							  												\ n ( 2 ) 							  							  					  					  				  					  						  											( 3 ) 						  							  			  						  												 	 	 	 	 	 	 	 O   j o g o   d e   e s m a g a r   c o n t  m   3   m i n i j o g o s . \ n ( 1 ) j o g o   n o r m a l .   A t i n j a   o s   a n i m a i s ,   m a s   n  o   o   e s q u e l e t o . \ n ( 2 ) j o g o   r  p i d o .   A t i n j a   o   m a i s   r  p i d o   q u e   p u d e r . \ n ( 3 ) j o g o   d e   p r e c i s  o .   A t i n j a   a q u e l e s   d e s i g n a d o s . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G X _ D O L L _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 D o l l   G a m e   t i t l e 	 D o l l 	 >YZZ	 9YZZ	 @!8J2	 M u  e c a 	 P o u p  e 	 P u p p e 	 C:;0  	 B a m b o l a 	 /HEJG	 D o l l   ( B o n e c a ) 	 D o l l 	 T r    b  p   b  	 B o n e k a 	 P a t u n g 	 !	I	2		 D u k k e 	 D o l l 	 L a l k a 	 B a b a 	 N u k k e 	 D u k k e 	 B  b i k a 	 P o p 	 D o c k a n 	 L u t k a 	 P p u _	 L u t k a 	 D o l l 	 	 D o l l 	 !	>	2		 91H3	 '  	 	 						 
A
q
!
@
	 ,J.M.	 O;L:0	 





	 	 U d o l i 	 U n o p o p i 	 D o l l 	 P o p 	 L l 	 L e l l e 	 N u k k 	 Okovko	 	 P p u _a 	 !
K
3
M

 	 !2	 	 	' 		 	 	 	 	 	 	 	 D o l l 
 
 S T R _ G X _ D O L L _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 D o l l   G a m e   h e l p 	 U s e   d i r e c t i o n   k e y   t o   m o v e   c l a w   a n d   c a t c h   d o l l . \ n ( 1 )   P r e s s   r i g h t   a r r o w   ( o r   k e y   6 )   t o   m o v e   t h e   c l a w   t o   t h e   r i g h t . \ n ( 2 ) P r e s s   d o w n   a r r o w   ( o r   k e y   8 )   t o   e x t e n d   t h e   c l a w   . \ n ( 3 ) P r e s s   d o w n   a r r o w   ( o r   k e y   8 )   a g a i n   t o   c a t c h   t h e   d o l l . 	 O(ueTuOyR>YP[>YSZZ0\ n 1 	  	cSeTub	cu6 	yR>YP[TS0\ n 2 		cNeTub	cu8 	O>YP[TN^8O0\ n 3 	Q	c N!kNeTub	cu8 	>YSZZ0	 O(ueT.egyR9YP[9YSZZ0\ n 1 	  	cSeT.b	c.6 	yR9YP[TS0\ n 2 		cNeT.b	c.8 	O9YP[TN^8O0\ n 3 	Q	c N!kNeT.b	c.8 	9YSZZ0	 ( 1 )   8H!  6   @7H-@%7H-#@%GD2'2    	 ( 1 ) P r e s i o n e   l a   f l e c h a   d e r e c h a   ( o   l a   t e c l a   6 )   p a r a   m o v e r   l a   g a r r a 	 ( 1 )   A p p u y e z   s u r   l a   f l  c h e   d r o i t e   ( o u   l a   t o u c h e   6 ) ,   p o u r   d  p l a c e r   l a   m  c h o i r e . 	 ( 1 ) M i t   P f e i l - N a c h - r e c h t s   ( o d e r   T a s t e   6 )   b e w e g e n   S i e   d i e   K l a u e   	 A?>;L7C9B5  :;028H8  =0?@02;5=8O,   GB>1K  ?5@5<5I0BL  :;5H=N  8  AE20B8BL  :C:;C. \ n ( 1 )   06<8B5  ?@02CN  AB@5;:C  ( 8;8  :;028HC  6 ) ,   GB>1K  ?5@5<5AB8BL  :;5H=N  2?@02>. \ n ( 2 )   06<8B5  AB@5;:C  2=87  ( 8;8  :;028HC  8 ) ,   GB>1K  >B:@KBL  :;5H=N. \ n ( 3 )   06<8B5  AB@5;:C  2=87  ( 8;8  :;028H	 U s a   i l   t a s t o   d i   d i r e z i o n e   p e r   s p o s t a r e   l ' a r t i g l i o   e   c a t t u r a r e   l a   b a m b o l a .   ( 1 )   P r e m e   l a   f r e c c i a   d e s t r a   ( o   l a   c h i a v e   6 )   p e r   m u o v e r e   l ' a r t i g l i o   v e r s o   d e s t r a .   \ n ( 2 )   P r e m i   l a   f r e c c i a   g i u '   ( o   l a   c h i a v e   8 )   p e r   e s t e n d e r e   l ' a r t i g l i o   . \ n ( 3 )   P r e m i   d i   n u o v o   l a   f r e c c i a   g i u '   ( o   l a   c h i a v e   8 )   p e r   p r e n d e r e   l a   b a m b o l a .   	 ( 1 )   '6:7  9DJ  'D3GE  'D'JEF( #H  'DEA*'-  1BE  6 )   D*-1JC  'DE.D(  'DJ  'DJEJF. \ n ( 2 )   '6:7  9DJ  'D3GE  'D'3AD( #H  'DEA*'-  1BE  8 )   DE/  'DE.D(. \ n   ( 3 )   '6:7  9DJ  'D3GE  'D'3AD( #H  'DEA*'-  1BE8 )   D'9'/)  5J/  'D/HEJ). 	 ( 1 ) p r e s s i o n e   a   s e t a   d i r e i t a   ( o u   t e c l a   6 )   p a r a   m o v e r   a   g a r r a   	 ( 1 ) k 1s k a c 1  h a r e k e t   e t t i r m e k   i  i n   s a   o k a   ( Y a   d a   6   t u _u n a )   b a s 1n   	 ( 1 )   n   n  t   m ii   t  n   b  n   p h i   ( h o c   p h  m   6 )     d i   c h u y n   c  i   c  n g   s a n g   p h i . \ n ( 2 )   n   n  t   m ii   t  n   x u n g   ( h o c   p h  m   8 )     m   c  n g   . \ n ( 3 )   n   n  t   m ii   t  n   x u n g   (   h o c   p h  m   8 )   l n   n a     g p   b  p   b  . 	 ( 1 ) T e k a n   p a n a h   k a n a n   ( a t a u   t o m b o l   6 )   u n t u k   m e m i n d a h k a n   k a k i   k e k a n a n . \ n ( 2 ) T e k a n   p a n a h   k e b a w a h   ( a t a u   t o m b o l   8 )   u n t u k   m e n g a n g k a t   k a k i . \ n ( 3 ) T e k a n   p a n a h   p a n a h   b a w a h   ( a t a u   t o m b o l   8 )   l a g i   u n t u k   m e n a n g k a p   b o n e k a .   	 ( 1 ) t e k a n   a n a k   p a n a h   k a n a n   ( A t a u   k e k u n c i   6 )   u n t u k   m e n g g e r a k k a n   p e n y e p i t   	 ( 1 ) *			G	  	K	  8	0		>	(	G	  9	G	$	A	  &	>	9	?	(	G	  $	@	0	  ( /	>	  	A			@	  6 )   &	,	>			  	 ( 1 ) T r y k   h  j r e   p i l   ( e l l e r   6 )   f o r   a t   f l y t t e   k l o e n   m o d   h  j r e . \ n ( 2 ) T r y k   p i l   n e d   ( e l l e r   8 )   f o r   a t   f o r l  n g e   k l o e n . \ n ( 3 ) T r y k   p i l   n e d   ( e l l e r   8 )   i g e n   f o r   a t   g r i b e   d u k k e n . 	 ( 1 ) S t i s k e m   p r a v    ai p k y   ( 
i   k l  v e s y   6 )   p o h n e t e   p a Y t e m   d o p r a v a . \ n ( 2 ) S t i s k e m   ai p k y   d o l o  ( 
i   k l  v e s y   8 )   p a Y t   p r o d l o u ~ t e   . \ n ( 3 ) O p t o v n  m   s t i s k e m   ai p k y   d o l o  ( 
i   k l  v e s y   8 )   u c h o p  t e   p a n e n k u . 	 ( 1 ) N a c i s n i j   n a   p r a w a   s t r z a Bk e   ( l u b   k l a w i s z   6 )   a b y   p r z e s u n   s z p o n y   w   p r a w o . \ n ( 2 ) N a c i s n i j   n a   d o l n   s t r z a Bk e   ( l u b   k l a w i s z   8 )   a b y   r o z s z e r z y   s z p o n y   . \ n ( 3 ) N a c i [n i j   n a   d o l n   s t r z a Bk e   ( l u b   k l a w i s z   8 )   p o n o w n i e   a b y   z Ba p a   l a l k . . 	 ( 1 ) A   m a r k o l    j o b b r a   m o z g a t  s  h o z   n y o m j a   m e g   a   j o b b r a   n y i l a t   ( v a g y   a   6 - o s   b i l l e n t y qt ) . \ n ( 2 ) A   m a r k o l    k i n y  j t  s  h o z   n y o m j a   m e g   a   l e f e l    n y i l a t   ( v a g y   a   8 - a s   b i l l e n t y qt ) . \ n ( 3 ) A   b a b a   f e l m a r k o l  s  h o z   n y o m j a   m e g    j b  l   a   l e f e l    n y i l a t   ( v a g y   a   8 - a s   b i l l e n t y qt ) . 	 1 .   P a i n a   o i k e a a   n u o l i n  p p  i n t    ( t a i   n  p p  i n t    6 )   s i i r t   k s e s i   k y n t t    o i k e a l l e . \ n   2 .   P a i n a   n u o l i n  p p  i n t    ( t a i   n  p p  i n t    8 )   k y n n e n   p i d e n t  m i s e k s i . \ n   3 .   P a i n a   n u o l i n  p p  i n t    ( t a i   n  p p  i n t    8 )   u u d e s t a a n   n u k e n   k i i n n i o t t a m i s e k s i . 	 ( 1 ) T r y k k   h  y r e   p i l t a s t   ( e l l e r   t a s t   6 )   f o r      f l y t t e   k l o e n   t i l   h  y r e . \ n ( 2 ) T r y k k   n e d p i l t a s t e n   ( e l l e r   t a s t   8 )   f o r      u t v i d e   k l o e n   . \ n ( 3 ) T r y k k   n e d p i l t a s t e n   ( e l l e r   t a s t   8 )   i g j e n   f o r      f a n g e   d u k k e n . 	 ( 1 )   S t l a 
t e   p r a v    a p k u   ( a l e b o   t l a 
i d l o   6 )   p r e   p o h y b   d r  p u   v p r a v o .   \ ( n ) 2   S t l a 
t e   d o l n    a p k u   ( a l e b o   t l a 
i d l o   8 )   p r e   p r e d :~e n i e   d r  p u .   \ n ( 3 )   O p  t o v n  m   s t l a 
e n  m   d o l n e j   a p k y   ( a l e b o   k l  v e s y   8 )   u c h o p  t e   b  b i k u . 	 ( 1 )   D r u k   o p   d e   p i j l   n a a r   r e c h t s   ( o f   d e   t o e t s   6 )   o m   d e   k l a u w   t e   v e r p l a a t s e n 	 ( 1 )   T r y c k   p    h  g e r p i l   ( e l l e r   6 )   f  r   a t t   f l y t t a   k l o n   t i l l   h  g e r . \ n ( 2 ) T r y c k   p    n e r p i l   ( e l l e r   8 )   f  r   a t t   r  c k a   f r a m   k l o n . \ n ( 3 )   T r y c k   p    n e r p i l e n   i g e n   f  r   a t t   f  n g a   d o c k a n . 	 ( 1 ) P r i t i s n i t e   t i p k u   s a   d e s n o m   s t r e l i c o m   ( i l i   t i p k u   6 )   z a   p o m i c a n j e   aa p e   u d e s n o . \ n ( 2 ) P r i t i s n i t e   s t r e l i c u   d o l j e   ( i l i   t i p k u   8 )   d a   p r o d u ~i t e   aa p u . \ n ( 3 ) P r i t i s n i t e   s t r e l i c u   d o l j e   ( i l i   t i p k u   8 )   j o a  j e d n o m ,   d a   u h v a t i t e   l u t k u . 	 ( 1 ) A p s a ci   t a s t a   s g e a t   d r e a p t a   ( s a u   t a s t a   6 )   p e n t r u   a   d e p l a s a   g h e a r a   	 ( 1 ) P r i t i s n i   d e s n o   p u a
i c o   ( a l i   t i p k o   6 )   z a   p r e m i k a n j e   aa p e   v   d e s n o . \ n ( 2 ) P r i t i s n i   s p o d n j o   p u a
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i c o   ( a l i   t i p k o   8 )   p o n o v n o   d a   p r i m e a  l u t k o . 	 ( 1 )           (     6 )               . / ( 2 )           (     8 )           . .   ( 3 )           (     8 )             . 	 ( 1 )       (       6 )           	 ( 1 ) P r e s s   r i g h t   a r r o w   ( o r   k e y   6 )   t o   m o v e   t h e   c l a w   t o   t h e   r i g h t . \ n ( 2 ) P r e s s   d o w n   a r r o w   ( o r   k e y   8 )   t o   e x t e n d   t h e   c l a w   . \ n ( 3 ) P r e s s   d o w n   a r r o w   ( o r   k e y   8 )   a g a i n   t o   c a t c h   t h e   d o l l . 	 ( 1 )   (		M	/	>	  			5	@		!	G	  9	2	5	?	#	M	/	>	8	>	 	@	  			5	>	  ,	>	#	  &	>	,	>	  ( 	?			 ( 1 ) AD4  1'3*( '  D/  6 )   1'  (1'  -1*  /'/F  F'D  A4'1  /G/	 /'&  *1  H  '?  FE(16 H  D'$  H  /'&  ,'F(  EF*BD  1F    D  /('&. \ n   ?2 >  D'$  H  ('F    D  *1  '    8   H  /('&.   / n ?3 >  '  H  /H('1  ~F    D  *1  '    FE(1  8 H  /('&. 	 ( 1 )               (     6 )   . \ n ( 2 )           (     8 )   . \ n ( 3 )   ,           (     8 )   . 	 ( 	)   			  		  			- 				  							  						  				  				  			  ( 				  	  							  		)   					d		 ( 1 )   *
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 z e   u b a m b e   u n o p o p i . \ n ( 1 )   C o f a   u t o l o   l a s e k u n e n e   ( o k a n y e   i q h o s h a   l e s i - 6 )   u k u s u s a   u z i p h o   l w e s i l w a n y a n a   n g a s e k u n e n e . \ n ( 2 ) C o f e l a   e z a n t s i   u t o l o   ( o k a n y e   i q h o s h a   l e s i - 8 )   u k w a n d i s a   u z i p h o   l w e s i l w a n y a n a . \ n ( 3 ) C o f e l a   e z a n t s i   u t o l o   ( o k a n y e   i q h o s h a   l e s i - 8 )   k w a k h o n a   u k u b a m b a   u n o p o p i . 	 T u m i a   k i t u f e   c h a   k u e l e k e z a   i l i   u s o n g e s h e   m a k u c h a   n a   u s h i k e   s e s e r e . \ n ( 1 )   B o n y e z a   m s h a l e   w a   k u l i a   ( a u   k i t u f e   c h a   6 )   i l i   k u s o n g e s h a   m a k u c h a   k u l i a . \ n ( 2 ) B o n y e z a   m s h a l e   c h i n i   ( a u   k i t u f e   c h a   8 )   i l i   k u o n g e z a   m a k u c h a .   \ n ( 3 ) B o n y e z a   m s h l a e   w a   c h i n i   ( a u   k i t u f e   c h a   8 )   t e n a   i l i   k u k a m a t a   s e s e r e . 	 ( 1 ) d r u k   r e g t e r p y l t j i e   ( O f   t o e t s   6 )   o m   d i e   k l o u   t e   b e w e e g 	 }n y p l m s   j u d i n t i   i r   l l e i   s u g r i e b t i   n a u d o k i t e   k r y p t i e s   m y g t u k . \ n ( 1 )   }n y p l m s   n u k r e i p t i   /  d e ai n   n a u d o k i t e   d e ai n   r o d y k l   ( a r b a   6   m y g t u k ) . \ n ( 2 ) }n y p l m s   p a i l g i n t i   s p a u s k i t e   r o d y k l   ~e m y n   ( a r b a   8   m y g t u k ) . \ n ( 3 ) L l e i   s u g r i e b t i   d a r   k a r t   s p a u s k i t e   r o d y k l   ~e m y n   ( a r b a   8   m y g t u k ) . 	 I z m a n t o j i e t   v i r z i e n a   t a u s t i Fu ,   l a i   p r v i e t o t u   s p +l i   u n   7e r t u   l e l l i . \ n ( 1 )   S p i e d i e t   l a b o   b u l t u   ( v a i   t a u s t i Fu   6 ) ,   l a i   p r v i e t o t u   s p +l i   p a   l a b i . \ n ( 2 ) S p i e d i e t   b u l t u   l e j u p   ( v a i   t a u s t i Fu   8 ) ,   l a i   i z s t i e p t u   s p +l i   . \ n ( 3 ) S p i e d i e t   b u l t u   l e j u p   ( v a i   t a u s t i Fu   8 )   v l r e i z ,   l a i   s a t v e r t u   l e l l i . 	 K a s u t a   n o o l e k l a h v i ,   e t   l i i g u t a d a   k  p p a   j a   n u k k   k i n n i   p   d a . \ n ( 1 )   V a j u t a   p a r e m n o o l e   k l a h v i   ( v  i   k l a h v i   6 ) ,   e t   k  p p a   p a r e m a l e   l i i g u t a d a . \ n ( 2 ) V a j u t a   a l l a n o o l e   k l a h v i   ( v  i   k l a h v i   8 ) ,   e t   k  p p a   v  l j a   s i r u t a d a . \ n ( 3 ) V a j u t a   u u e s t i   a l l a n o o l e   k l a h v i   ( v  i   k l a h v i   8 ) ,   e t   n u k k   k i n n i   p   d a . 	 Ucacxne  xrrxiuav  }erveh]  savoh  wajelx    kovkokv  b|velx  pata: \ n ( 1 )   Merte  a{  }lah  ( oat  6   }ervh)   savoh  dezk  a{  eraxmelx  pata: \ n ( 2 ) Merte  vek  }lah  ( oat  8   }ervh)   savoh  eoaavelx  pata: \ n ( 3 )   ?okv  }erte  vek  }lah  ( oat  8   }ervh)   kovkokv  b|velx  pata: 	               .   \ n   ( 1 )                       (     6 - )       .   \ n   ( 2 )           (     8 - )     .   \ n   ( 3 )           (     8 - )       . 	 U t i l i z a ci   t a s t a   d e   d i r e c ci e   p e n t r u   a   d e p l a s a   g h e a r a   _i   a   p r i n d e   p p u _a . \ n ( 1 )   A p s a ci   p e   s g e a t  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 S T R _ G X _ M A J U N G _ L E V E L _ N O R M A L 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 M a j u n g   n o r m a l   m o d e 	 N o r m a l 	 nf	 nf	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 !@54=89	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n a 	 N o r m a a l 	 N o r m a l t 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 8
'
>
0
(
	 (>0M.2M	 >@<0;L=>	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 	 							 	 	 	 	 	 	 	 N o r m a l 
 
 S T R _ G X _ M A J U N G _ L E V E L _ H A R D 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 M a j u n g   h a r d   m o d e 	 H a r d 	 V	 V	 "2	 D i f  c i l 	 D i f f i c i l e 	 S c h w e r 	 !;>6=K9	 D i f f i c i l e 	 59(	 D i f  c i l 	 Z o r 	 K h  	 S u l i t 	 S u k a r 	 	 	K	0		 S v  r 	 O b t  ~n  	 T r u d n y 	 N e h  z 	 V a i k e a 	 V a n s k e l i g 	 N  r o 
n  	 M o e i l i j k 	 s v  r t 	 T e ak o 	 D i f i c i l 	 T e ~k o 	 	 	 "@C4=>	 &	A	0	M	2	-		 3.*	 3.*	 	 					 .
A
6

?
2
	 9>0M!M	 !:;04=>	 




	 	 O k u n z i m a 	 N z i m a 	 N g u m u 	 M o e i l i k 	 S u n k u s 	 G r kt a 	 R a s k e 	 2ad	 	 D i f i c i l 	 
 
?
(

	  ?(	 	 					 	 	 	 	 	 	 	 D i f  c i l 
 
 S T R _ G X _ M A J U N G _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 M a j u n g   H e l p   D e s c r i p t i o n 	 S e l e c t   t w o   b r i c k s   w i t h   t h e   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   w i l l   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 xdvTviQP\傃[P(WiQ!kIN_KNgQv#1\SNmc0\ n [ Yg	guv] \ n 1 	O(ueTub	cu2 4 6 8 	OyR0\ n 2 	O(u	cu5 xS0\ n [ Yg	g/ecx_U^] \ n (uxF{ޞ N#jvLrmS[P0	 	bvTv$N*N\傃[N(W$N!kl/_KNQvޏ1\SNmc0\ n [ Yg	g.v] \ n 1 	O(ueT.b	c.2 4 6 8 	egyR0\ n 2 	O(u	c.5 	S0\ n [ Yg/ecxdO\] \ n (uxd{p N7hvLrmS[N0	 @%7--4*-I-5H!5#9A@5"'1  I2-4*-I-*2!2#@
7H-!H-1B"2#+!8I-"'H2*-#1I  -40+2"DA%09IC
I0DI@'%24@()\ n [ I2C
I8H!] \ n ( 1 ) C
I8H!%9(#  ( +#7-8H!  2 , 4 , 6 , 8 )   @7H-"I2"*4H5H@%7-\ n ( 2 ) C
I8H!  5   @7H-@%7-\ n [ I2!51
*#5] \ n 319HB"2#*1!1*-4	 S e l e c c i o n e   d o s   l a d r i l l o s   c o n   e l   m i s m o   p a t r  n   S i   s e   p u e d e n   c o n e c t a r   l o s   d o s   l a d r i l l o s   r e a l i z a n d o   m e n o s   d e   d o s   g i r o s ,   d e s a p a r e c e r  n   y   e l   u s u a r i o   g a n a r    t i e m p o   a d i c i o n a l .   \ n [ S i   j u e g a   c o n   e l   t e c l a d o ] \ n ( 1 ) U t i l i c e   l a s   t e c l a s   d e   d i r e c c i  n   ( o   2 ,   4 ,   6 ,   8 )   p a r a   m o v e r   l a   s e l e c c i  n . \ n ( 2 ) U t i l i c e   l a   t e c l a   5   p a r a   s e l e c c i o n a r . \ n [ S i   j u e g a   c o n   l a   p a n t a l l a   t  c t i l ] \ n H a g a   d e s a p a r e c e r   l a   p a r e j a   t o c  n d o l a . 	 S  l e c t i o n n e z   d e u x   b r i q u e s   d u   m  m e   m o t i f .   S i   l e s   d e u x   b r i s q u e s   p e u v e n t    t r e   a t t a c h  s   e n s e m b l e s   e n   m o i n s   d e   d e u x   t o u r s ,   e l l e s   d i s p a r a  t r o n t   e t   l ' u t i l i s a t e u r   g a g n e r a   d u   t e m p s   s u p p l  m e n t a i r e .   \ n [ S i   a v e c   l e   c l a v i e r ] \ n ( 1 ) U t i l i s e z   l e s   f l  c h e s   ( o u   l e s   b o u t o n s   2 , 4 , 6 , 8 )   p o u r   d  p l a c e r   l a   s  l e c t i o n . \ n ( 2 ) U t i l i s e z   l e   b o u t o n   5   p o u r   s  l e c t i o n n e r . \ n [ A v e c   l e   s u p p o r t    c r a n   t a c t i l e ] \ n T o u c h e z   l e s   p a i r e s   p o u r   l e s   e n l e v e r . 	 W  h l e n   S i e   z w e i   S t e i n e   m i t   d e m s e l b e n   M u s t e r .   K  n n e n   d i e   z w e i   S t e i n e   m i t   w e n i g e r   a l s   z w e i   D r e h u n g e n   v e r b u n d e n   w e r d e n ,   v e r s c h w i n d e n   s i e   u n d   d e r   S p i e l e r   g e w i n n t   z u s  t z l i c h e   Z e i t .   \ n [ M i t   d e m   T a s t e n f e l d ] \ n ( 1 ) V e r s c h i e b e n   S i e   d a s   G e w  h l t e   m i t   d e n   P f e i l t a s t e n   ( o d e r   T a s t e   2 , 4 , 6 , 8 ) . \ n ( 2 ) W  h l e n   S i e   m i t   T a s t e   5   a u s . \ n [ B e i   T o u c h s c r e e n - U n t e r s t  t z u n g ] \ n E n t f e r n e n   S i e   d a s   P a a r   d u r c h   B e r  h r e n . 	 K15@8B5  420  :8@?8G0  A  >48=0:>2K<  @8AC=:><.   A;8  8E  <>6=>  A>548=8BL  ;8=859,   A45;02  =5  1>;55  42CE  ?>2>@>B>2,   :8@?8G8  8AG57=CB,   0  83@>:C  <>65B  1KBL  4>102;5=>  2@5<O.   \ n @8  C?@02;5=88  A  :;0280BC@K: \ n ( 1 ) ;O  ?5@5<5I5=8O  ?>  :8@?8G0<  8A?>;L7C9B5  :=>?:8  A>  AB@5;:0	 S e l e z i o n a r e   d u e   m a t t o n i   c o n   l o   s t e s s o   m o t i v o .     S e   i   m a t t o n i   p o s s o n o   e s s e r e   c o l l e g a t i   f a c e n d o   m e n o   d i   d u e   g i r i ,   s p a r i r a n n o   e   l ' u t e n t e   p o t r    a v e r e   p i    t e m p o   a   d i s p o s i z i o n e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s a r e   l e   f r e c c e   ( o   i l   t a s t o   2 , 4 , 6 , 8 )   p e r   s p o s t a r e   l a   s e l e z i o n e . \ n ( 2 ) U s a r e   i l   t a s t o   5   p e r   s e l e z i o n a r e . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R i m u o v e r e   l a   c o p p i a   t o c c a n d o l i . 	 '.*1  B'D(JF  EF  FA3  'D4CD.   H%0'  #ECF  *H5JD  'DB'D(JF  AJ  #BD  EF  DA*JF,   A%FGE'  J.*AJ'F  HJ-5D  'DE3*./E  9DI  HB*  %6'AJ. \ n [ AJ  -'D)  '3*./'E  DH-)  'DEA*'-] \ n ( 1 )   '3*./E  EA'*J-  'D#3GE  ( #H  EA'*J-  2 , 4 , 6 , 8 )   D*-1JC  'D'.*J'1'*. \ n ( 2 )   '3*./'E  EA*'-  5   DD'.*J'1. \ n [ AJ  -'D)  '3*./'E  4'4)  DE3J)] \ n BE  (%2'D)  2H,J  'DBH'D(  (DE3GE'. 	 S e l e c c i o n e   d u a s   p e  a s   c o m   o   m e s m o   p a d r  o .   S e   f o r   p o s s  v e l   l i g a r   a s   d u a s   p e  a s   e m   m e n o s   d e   d u a s   j o g a d a s ,   e s t a s   d e s a p a r e c e m   e   o   u t i l i z a d o r   g a n h a   t e m p o   e x t r a .   \ n [ C o m   o   t e c l a d o ] \ n ( 1 ) U t i l i z e   a s   t e c l a s   d e   s e t a   ( o u   a s   t e c l a s   2 , 4 , 6 , 8 )   p a r a   m o v e r   a   s e l e c   o . \ n ( 2 ) U t i l i z e   a   t e c l a   5   p a r a   s e l e c c i o n a r . \ n [ C o m   o   e c r    t  c t i l ] \ n R e m o v a   o   p a r   d e   p e  a s   t o c a n d o   n a s   m e s m a s . 	 A y n 1  d e s e n l i   i k i   t u l a   s e  i n .   0k i   t u l a   i k i d e n   a z   d  n  _  y a p 1l a r a k   b a l a n 1r s a ,   y o k   o l u r l a r   v e   k u l l a n 1c 1  e k s t r a   s  r e   k a z a n 1r .   \ n [ T u _  t a k 1m 1  k u l l a n 1l 1y o r   i s e ] \ n ( 1 ) S e  i m i   h a r e k e t   e t t i r m e k   i  i n   o k   t u _l a r 1n 1  ( v e y a   2 ,   4 ,   6 ,   8   t u _l a r 1)   k u l l a n 1n . \ n ( 2 ) S e  m e k   i  i n   5   t u _u n u   k u l l a n 1n . \ n [ D o k u n m a t i k   e k r a n   d e s t e i   k u l l a n 1l 1y o r   i s e ] \ n D o k u n a r a k    i f t i   k a l d 1r 1n . 	 C h n   h a i   v i  n   g c h   g i n g   n h a u .   N u   c    t h   l i  n   k t   d i   h a i   l n ,   c h  n g   s   m t   i   v    n g i   d  n g   s   c    t h  m   t h i   g i a n .   \ n [ N u   d  n g   b  n   p h  m ] \ n ( 1 ) D  n g   c  c   p h  m   m ii   t  n   ( h o c   p h  m   2 , 4 , 6 , 8 )     c h u y n   v i  n   g c h   c   c h n . \ n ( 2 ) D  n g   p h  m   5     c h n . \ n [ N u   h   t r   m  n   h  n h   c m   n g ] \ n X  a   h a i   v i  n   g c h   b n g   c  c h   c h m   v  o   c h  n g . 	 P i l i h   d u a   k o t a k   d e n g a n   b e n t u k   y a n g   s a m a .   J i k a   d u a   k o t a k   d a p a t   d i h u b u n g k a n   d e n g a n   k u r a n g   d a r i   d u a   l a n g k a h ,   m a k a   a k a n   m e n g h i l a n g   d a n   d i p e r o l e h   w a k t u   e k s t r a .   G u n a k a n   t o m b o l   p a n a h   ( a t a u   t o m b o l   2 , 4 , 6 , 8 )   u n t u k   m e m i n d a h k a n . \ n ( 2 ) G u n a k a n   t o m b o l   5   u n t u k   m e m i l i h . 	 P i l i h   d u a   b a t a   d e n g a n   c o r a k   y a n g   s a m a .   J i k a   k e d u a   b a t a   t e r s e b u t   b o l e h   d i s a m b u n g k a n   d e n g a n   m e m b u a t   k u r a n g   d a r i p a d a   d u a   p u s i n g a n ,   i a   a k a n   h i l a n g   d a n   p e n g g u n a   a k a n   m e n d a p a t   m a s a   t a m b a h a n .   \ n [ J i k a   d e n g a n   p a d   k e k u n c i ] \ n ( 1 ) G u n a k a n   k e k u n c i   a n a k   p a n a h   ( a t a u   k e k u n c i   2 , 4 , 6 , 8 )   u n t u k   m e n g a l i h k a n   p e m i l i h a n . \ n ( 2 ) G u n a k a n   k e k u n c i   5   u n t u k   m e m i l i h . \ n [ J i k a   d e n g a n   s o k o n g a n   s k r i n   s e n t u h ] \ n K e l u a r k a n   k e d u a - d u a n y a   d e n g a n   m e n y e n t u h n y a . 	 		  9	@	  *	H		0	M	(	  5	>	2	@	  &	K	  			K		  	K	  	A	(	G		.   /	&	?	  &	K	  8	G	  	.	  .	K	!	<	K		  &	M	5	>	0	>	  &	K	  			K		  	K	  	K	\	>	  	>	  8		$	>	  9	H	,   $	K	  5	G	  	>	/	,	  9	K	  	>				@	  	0	  /	B	[	0	  	K	  	$	?	0	?		M	$	  8	.	/	  .	?	2	  8		$	>	  9	H	.   \ n   [ /	&	?	   	@	*	H	!	  	8	M	$	G	.	>	2	  	?	/	>	  	>	  0	9	>	  9	K	] \ n   ( 1 ) 	A	(	>	5	  	K	  9	?	2	>	(	G	  	G	  2	?		  	0	K	  	A			@	  ( 	%	5	>	  2 , 4 , 6 , 8   	A			@	)   	>	  		*	/	K		  	0	G		d	\ n ( 2 ) 	A	(	>	5	  	K	  9	?	2	>	(	G	  	G	  2	?		  5   	A			@	  	>	  	8	M	$	G	.	>	2	  	0	G		. [ 		  8	M		M	0	@	(	  	@	  8	A	5	?	'	>	   9	K	  $	K	]   \ n   	K	\	G	  	K	  8	M	*	0	M	6	  	0	  	G	  9		>	  &	G		.  	 	 	 	 V  l a s s z a   k i   a z   e g y e z Q  k  v e k e t .   H a   k  t   k  v e t   k e v e s e b b   m i n t   k  t   f o r d u l    a l a t t    s s z e   l e h e t   k  t n i ,   e l   f o g n a k   t qn n i    s   a   f e l h a s z n  l    t  b b   i d Qt   k a p .   \ n [ H a   b i l l e n t y qz e t   s e g  t s  g  v e l   j  t s z i k ] \ n ( 1 ) h a s z n  l j a   a   n y  l g o m b o k a t   ( v a g y   a   2 ,   4 ,   6 ,   8 - a s   g o m b o t )   a   k i v  l a s z t  s    t h e l y e z  s  h e z . \ n ( 2 ) H a s z n  l j a   a z   5 -  s   b i l l e n t y qt   a   k i v  l a s z t  s  h o z . \ n [ H a    r i n t Qk  p e r n y Qs   t  m o g a t  s s a l   j  t s z i k ] \ n T  v o l  t s a   e l   a   p  r t   a   m e g  r i n t  s  k k e l . 	 	 	 	 K i e s   t w e e   s t e n e n   m e t   h e t z e l f d e   p a t r o o n .   K u n n e n   d e   t w e e   s t e n e n   v e r b o n d e n   w o r d e n   i n   m i n d e r   d a n   t w e e   b e u r t e n ,   d a n   v e r d w i j n e n   z e   e n   k r i j g   j e   e x t r a   t i j d .   \ n [ m e t   t o e t s e n b o r d ] \ n ( 1 ) D r u k   o p   d e   p i j l t j e s   ( o f   2 ,   4 ,   6 ,   8 )   o m   d e   s e l e c t i e   t e   v e r p l a a t s e n . \ n ( 2 ) D r u k   o p   5   o m   t e   s e l e c t e r e n . \ n [ M e t   a a n r a a k s c h e r m ] \ n V e r w i j d e r   h e t   p a a r   d o o r   d e   s t e n e n   a a n   t e   r a k e n . 	 	 	 A l e g e ci   d o u   c r m i z i   c u   a c e l a _i   m o d e l .   D a c   c e l e   d o u   c r m i z i   p o t   f i   u n i t e   p r i n   m a i   p u ci n   d e   d o u   m i _c r i ,   v o r   d i s p r e a ,   i a r   u t i l i z a t o r u l   v a   m a i   c  _t i g a   t i m p .   \ n [ D a c   f o l o s i ci   t a s t a t u r a ] \ n ( 1 ) F o l o s i ci   s g e ci l e   ( s a u   t a s t e l e   2 ,   4 ,   6 ,   8 )   p e n t r u   a   m u t a   c r m i z i l e   s e l e c t a t e . \ n ( 2 ) F o l o s i ci   t a s t a   5   p e n t r u   s e l e c t a r e . \ n [ D a c   f o l o s i ci   e c r a n u l   t a c t i l ] \ n  n l t u r a ci   p e r e c h e a   p r i n   a t i n g e r e . 	 	 	           .                     ,           .           (   2 , 4 , 6 , 8 )         . \ n ( 2 )   5     . 	 	 	6	>		  *	&	M	'	$	@	(	G	  &	K	(	  5	?		>	  (	?	5	!	>	.   &	K	(	  5	?		>	  &	K	(	  5	3	#	>	*		 /H  EG1G  ('  'DHG'  GE'FF/  1'  (12JFJ/.   '1  /H  EG1G  /1  CE*1  '2  /H  /3*  ('2  (G  GE  E1(H7  4HF/  F'~/J/  4/G  H  ('2JCF  EJ*H'F/  JC  -1C*  '6'A  C3(  CF/.   / n [ '1  '2  5A-G  CDJ/  '3*A'/G  EJCFJ/] ( 1 ) / n '2  CDJ/G'I  ,G*  FE'  ( J'  CDJ/  2 4 6 8 )   (1'I  ,'(,'JI  2JF1  '3*A'/G  CFJ/. ( 2 ) / n (1'I  (12J/F  CDJ/  5   1'  (2FJ/. / n [ '1  /'1'I  ~4*J('FI  5A-G  DE3I  G3*J/] / n EG1G  G'I  ,A*  1'  ('  DE3  C1/F4'F  -0A  CFJ/. 	 '  71-  3  /H  'Fy  H  EF*.(  1  '1  /H  ('1  3  E  E  /H  'FyH  H  ,H  /'  ,'&  /H  :'&(  H  ,'&  'H1  '3*9E'D  1F  H'D  H  E2/  HB*  ED  ,'&  '  ?  ~    3'*>  3D4F  H  E'F    D'1H  (yF  '3*9E'D  1?'      (yF  '  '3*9E'D  1/ 'H1?>  EF*.(  1F    D  (yF    H  '3*9E'D  1?'1  y  '31F  3~H1y    3'*>'F  H  H  1  ,H  H  .*E  1  /	         .           ,       ,       .   ,         .     [   ] .     ,       (     2 , 4 , 6 , 8 )     \ n ( 2 )   ,     5       [     ]         . 	 			  					  				  		  								  					  			  				  				  				  					  				  					  							  				  					  					  		  						  			  				  			  											  								  			  						  \ n [ 			  		  							  								  					]   \ n ( 	) 			  		  							  				  ( 		  	,   	,   	,   	  		  							  				)   							  					\ n ( 	)     	  		  								  				  				,   [ 			  									  						  					  		]   \ n   						  			  						  						  						 
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. "  	           .             ,     ,         .     \ n [   ]   \ n ( 1 )       (   2 , 4 , 6 , 8 ,   )     .   \ n ( 2 )       5   .   [       ]   \ n           . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 K i e s   t w e e   b a k s t e n e   m e t   d i e s e l f d e   p a t r o o n .   I n d i e n   d i e   t w e e   b a k s t e n e   g e l a s   k a n   w o r d   d e u r   m i n d e r   a s   t w e e   d r a a i e   t e   m a a k ,   s a l   h u l l e   v e r d w y n   e n   d i e   g e b r u i k e r   s a l   e k s t r a   t y d   w e n .   \ n [ I n d i e n   m e t   t o e t s b o r d ] \ n ( 1 ) G e b r u i k   p y l t j i e - t o e t s e   ( o f   t o e t s e   2 , 4 , 6 , 8 )   o m   s e l e k s i e   t e   s k u i f . \ n ( 2 ) G e b r u i k   t o e t s   5   o m   t e   k i e s . \ n [ I n d i e n   m e t   a a n r a a k s k e r m - o n d e r s t e u n i n g ] \ n V e r w y d e r   d i e   p a a r   d e u r   d a a r a a n   t e   r a a k . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 S e l e c t   t w o   b r i c k s   w i t h   s a m e   p a t t e r n .   I f   t h e   t w o   b r i c k s   c a n   b e   c o n n e c t e d   b y   m a k i n g   l e s s   t h a n   t w o   t u r n s ,   t h e y   w i l l   d i s a p p e a r   a n d   u s e r   m a y   g a i n   e x t r a   t i m e .   \ n [ I f   w i t h   k e y p a d ] \ n ( 1 ) U s e   a r r o w   k e y s   ( o r   k e y   2 , 4 , 6 , 8 )   t o   m o v e   s e l e c t i o n . \ n ( 2 ) U s e   k e y   5   t o   s e l e c t . \ n [ I f   w i t h   t o u c h   s c r e e n   s u p p o r t ] \ n R e m o v e   t h e   p a i r   b y   t o u c h i n g   t h e m . 	 	 	 	 					  						  				  			  					  			  							  		  				  		  				  			  					  		,   						  			  				  											  	' 	  			  													  								  			  				  					  				- 					  						  				  						  ( 		  		  2 , 4 , 6 , 8 )   							  				\ n ( 2 )   					  						  		  5   							  					 	 	 	 	 	 	 	 S e l e c i o n e   d o i s   t i j o l o s   c o m   o   m e s m o   m o d e l o .   S e   d o i s   t i j o l o s   p u d e r e m   s e r   c o n e c t a d o s   e m   m e n o s   d e   d u a s   j o g a d a s ,   e l e s   d e s a p a r e c e r  o   e   o   u s u  r i o   p o d e   g a n h a r   m a i s   t e m p o .   U s e   a s   t e c l a s   d e   s e t a   ( o u   t e c l a   2 , 4 , 6 , 8 )   p a r a   m o v e r   a   s e l e   o . \ n ( 2 ) u s e   a   t e c l a   5   p a r a   s e l e c i o n a r . 
 
 S T R _ I D _ G X _ C O P T E R _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 C o p t e r   G a m e   N a m e 	 C o p t e r 	 vf_j	 vGS:g	 @.%4-@-#L	 H e l i c  p t e r o 	 H  l i c o 	 H e l i k o p t e r 	 5@B>;5B	 E l i c o t t e r o 	 7'&1)  E1H-J)	 H e l i c  p t e r o 	 C o p t e r 	 M  y   b a y   l  n   t h n g 	 H e l i k o p t e r 	 H e l i k o p t e r 	 	I	*	M		0		 K o p t e r 	 C o p t e r 	 H e l i k o p t e r 	 H e l i k o p t e r 	 K o p t e r i 	 H e l i k o p t e r 	 H e l i k o p t  r a 	 C o p t e r 	 H e l i k o p t e r 	 H e l i 	 E l i c o p t e r u l 	 H e l i k o p t e r 	 C o p t e r 	 	 C o p t e r 	 	I	*	M		0		 1.('D	 H~y1	 	 							 
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	 	 I - C o p t e r 	 C o p t e r 	 C o p t e r 	 H e l i k o p t e r 	 S r a i g t a s p a r n i s 	 H e l i k o p t e r s 	 H e l i k o p t e r 	 Hrraik|	 	 E l i c o p t e r 	 
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 
 S T R _ I D _ G X _ C O P T E R _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 C o p t e r   H e l p   D e s c r i p t i o n 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n U s e   k e y   5   t o   m a k e   i t   g o   u p w a r d . 	 ՙۙvf_jNMQTyirxdXk0\ n O(u	cu5 vf_j
NGS0	 ~vvGS:gNMQTxirxd`Wk0\ n O(u	c.5 vGS:g
NGS0	 1@.%4-@-#LA%0#0'1D!HC+I
*4H5'2\ n C
I8H!  5   @7H-46I	 C o n d u z c a   e l   h e l i c  p t e r o   y   e v i t e   q u e   s e   e s t r e l l e   c o n t r a   e l   o b s t  c u l o . \ n U t i l i c e   l a   t e c l a   5   p a r a   h a c e r l o   s u b i r . 	 P i l o t e z   l ' h  l i c o p t  r e   e t    v i t e z   d e   v o u s    c r a s e r   s u r   l e s   o b s t a c l e s . \ n U t i l i s e z   l a   t o u c h e   5   p o u r   l e   f a i r e   m o n t e r . 	 F l i e g e n   S i e   d e n   H e l i k o p t e r   u n d   p r a l l e n   S i e   n i c h t   i n   e i n   H i n d e r n i s . \ n M i t   T a s t e   5   f l i e g e n   S i e   n a c h   o b e n . 	 548B5  25@B>;5B  8  ?@54>B2@0B8B5  53>  AB>;:=>25=85  A  ?@5?OBAB285<. \ n A?>;L7C9B5  :;028HC  5 ,   GB>1K  >=  ?>4=O;AO  225@E.   	 G u i d a   l ' e l i c o t t e r o   e d   e v i t a   d i   s c o n t r a r t i   c o n   l ' o s t a c o l o .   \ n U s a   l a   c h i a v e   5   p e r   f a r l o   a n d a r e   i n   s a l i t a .   	 BE  (BJ'/)  'DE1H-J)  H*,F(  *-7EG'  #E'E  'D9B('*. \ n '3*./E  EA*'-  5   DD*-1C  D#9DJ. 	 E v i t e   b a t e r   c o m   o   h e l i c  p t e r o   n o s   o b s t  c u l o s . \ n U s e   a   t e c l a   5   p a r a   o   f a z e r   s u b i r . 	 H e l i k o p t e r i   k u l l a n 1n   v e   e n g e l l e r e    a r p m a s 1n 1  e n g e l l e y i n .   \ n   Y u k a r 1  k a l d 1r m a k   i  i n   5   t u _u n u   k u l l a n 1n . 	 L  i   m  y   b a y   t r  n h    m   v  o   c h n g   n g i   v t . \ n D  n g   p h  m   5     l  i   m  y   b a y   l  n   c a o . 	 K e m u d i k a n   h e l i k o p t e r   d a n   j a g a   a g a r   t i d a k   m e n a b r a k . \ n ( 1 ) G u n a k a n   t o m b o l   5   u n t u k   l e b i h   t i n g g i   l a g i . 	 P a n d u   k o p t e r   d a n   e l a k k a n n y a   d a r i p a d a   m e l a n g g a r   h a l a n g a n . \ n G u n a k a n   k e k u n c i   5   u n t u k   m e n a i k k a n n y a . 	 	I	*	M		0	  	K	  !	M	0	>		5	  	0	G		  $	%	>	  		8	G	  0	B		>	5		K		  8	G	  		0	>	(	G	  8	G	  ,		>			d	\ n   	A			@	  5   8	G	  		8	G	  
	*	0	  		 	>			d	 	 S t y r   c o p t e r e n   o g   u n d g    a t   s t y r e   i n d   i   f o r h i n d r i n g e r n e . \ n ( 1 ) B r u g   t a s t   5   t i l   a t   s t y r e   o p a d . 	 O v l  d e j t e   h e l i k o p t  r u   z a b r a Ht e   s t Ye t u   s   p Ye k  ~k o u . . \ n ( 1 ) K l  v e s u   5   p o u ~ v e j t e   p r o   p o h y b   v z h or u . 	 K i e r u j   h e l i k o p t e r e m   i   u w a |a j ,   a b y   s i   n i e   r o z b i B  n a   p r z e s z k o d z i e . \ n ( 1 ) U |y j   k l a w i s z   5   a b y   k i e r o w a B  s i   w   g  r . 	 V e z e s s e   e l   a   h e l i k o p t e r t ,    s   k e r  l j e   k i   a z   a k a d  l y o k a t . \ n A z   5 -  s   g o m b b a l   e m e l h e t i   f e l   a   g  p e t . 	 O h j a a   k o p t e r i a   j a   e s t    s i t    t  r m   m  s t    e s t e e s e e n . \ n   1 .   N o s t a   s i t    n  p p  i m e l l    5 . 	 K j  r   h e l i k o p t e r e t   o g   u n n g    a t   d e t   k r a s j e r   i n n   i   h i n d r i n g e n . \ n ( 1 ) B r u k   t a s t   5   f o r      b e v e g e   d e t   o p p o v e r . 	 P i l o t u j t e   h e l i k o p t  r u   a   z a b r  Ht e   k o l  z i i   s   p r e k  ~k o u .   \ ( n ) S t l a 
e n  m   t l a 
i d l a   5   v z l i e t n e t e . 	 B e s t u u r   d e   c o p t e r   z o n d e r   d a t   h i j   t e g e n   e e n   o b s t a k e l   k o m t . \ n M e t   k n o p   5   g a a t   h i j   o m h o o g . 	 S t y r   h e l i k o p t e r n   u t a n   a t t   k r a s c h a   i   h i n d e r . \ ( 1 )   T r y c k   p    5   f  r   a t t   f l y g a   u p p . 	 V o z i t e   h e l i   i   p a z i t e   d a   n j i m e   n e   u d a r i t e   p r e p r e k u . \ n ( 1 ) P o m o u   t i p k e   5   g a   p o d i ~e t e . 	 P i l o t a ci   e l i c o p t e r u l   _i   a s i g u r a ci - v   c   n u   s e   i z b e _t e   d e   o b s t a c o l . \ n U t i l i z a ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s . 	 V o z i   h e l i k o p t e r   i n   p r e p r e 
i   t r k   v   o v i r e . \ n ( 1 ) U p o r a b i   t i p k o   5   z a   p r e m i k a n j e   n a v z g o r . 	                       . \ n ( 1 )         5             . 	           . \ n   5       . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   k e y   5   t o   m a k e   i t   g o   u p w a r d . 	 	I	*	M		0	  	>	2	5	>	  	#	?	  $	G	  	!	%	3	/	>	5	0	  	&	3	#	M	/	>	*	>	8	B	(	  5	>		5	>	.   	 ('  1.('D  ~1H'2  C1/G  H  '2  *5'/E  "F  ('  E'F9G'  ,DHJ1  CFJ/. / n (1'  ('D'1A*F  1.('D  '2  CDJ/  5   '3*A'/G  CFJ/. 	 D  '~y1  H  D'&  'H1'3  1'Hy  3  y1'F  3  1H  / 1 n '3  H  'H~1  D  ,'F  D  (yF  5   '3*9E'D  ,&	             .   \ n ( 1 ) 	 										  					  			  					  				  					  				  						  				  								  				  			  				  							  \ n   		  	  							  				    				  						 
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*4H5'2\ n C
I22A05H+I2-  @7H-C+I@.%4-@-#L46I  \ n +#7-C
I8H!  5   @7H-@%7H-6I  ( +2!58H!1'@%) 	 C o n d u z c a   e l   h e l i c  p t e r o   y   e v i t e   q u e   s e   e s t r e l l e   c o n t r a   e l   o b s t  c u l o . \ n U t i l i c e   e l   l  p i z   t  c t i l   p a r a   p u l s a r   l a   p a n t a l l a   y   h a c e r l o   s u b i r . \ n U t i l i c e   l a   t e c l a   5   p a r a   h a c e r l o   s u b i r   ( s i   j u e g a   c o n   e l   t e c l a d o ) . 	 C o n d u i s e z   l  h  l i c o p t  r e   e t   f a i t e s   a t t e n t i o n      n e   p a s   l   c r a s e r   d a n s   l e s   o b s t a c l e s . \ n U t i l i s e z   l e   s t y l e t   p o u r   t o u c h e r   l   c r a n   e t   a l l e r   v e r s   l e   h a u t . \ n O u   u t i l i s e z   l e   b o u t o n   5   p o u r   a l l e r   v e r s   l e   h a u t   ( a v e c   l e   c l a v i e r ) . 	 F l i e g e n   S i e   d e n   H e l i k o p t e r   u n d   p r a l l e n   S i e   n i c h t   i n   e i n   H i n d e r n i s . \ n T i p p e n   S i e   m i t   d e m   T o u c h p e n   a u f   d e n   B i l d s c h i r m ,   u m   n a c h   o b e n   z u   f l i e g e n . \ n O d e r   f l i e g e n   S i e   m i t   T a s t e   5   ( a u f   d e m   T a s t e n f e l d )   n a c h   o b e n . 	 @>2548B5  25@B>;5B  B0:,   GB>1K  >=  =5  AB>;:=C;AO  A  ?@5?OBAB285<. \ n 'B>1K  =0?@028BL  25@B>;5B  225@E,   8A?>;L7C9B5  AB8;CA  8;8  =068<09B5  :=>?:C  5   ( 5A;8  2K  C?@02;O5B5  25@B>;5B><  A  :;0280BC@K) . 	 G u i d a r e   l ' e l i c o t t e r o   e v i t a n d o   c h e   s i   s c h i a n t i   s u l l ' o s t a c o l o . \ n U s a r e   i l   p e n n i n o   p e r   c l i c c a r e   s u l l i o   s c h e r m o   e   f a r l o   a n d a r e   i n   a l t o . \ n O p p u r e   u s a r e   i l   t a s t o   5   p e r   e f f e t t u a r e   t a l e   o p e r a z i o n e   ( S e   s i   h a   l a   t a s t i e r a ) . 	 *,F(  9F/  BJ'/)  'DE1H-J)  EF9  *-7EG'  'DJ  'D9B('*. \ n '3*./E  'DBDE    'DDE3    D6:7  9DJ  'D4'4G  DD0G'(  D'9DJ. 	 P i l o t e   o   h e l i c  p t e r o   e   e v i t e   q u e   e s t e   s e   d e s p e n h e   c o n t r a   o   o b s t  c u l o . \ n U s e   a   c a n e t a   p a r a   t o c a r   n o   e c r    e   f a z e r   o   h e l i c  p t e r o   i r   p a r a   c i m a . \ n O u   u s e   a   t e c l a   5   p a r a   o   m e s m o   e f e i t o   ( s e   t i v e r   t e c l a d o ) . 	 C o p t e r i   s  r   v e   e n g e l e   t a k 1l m a s 1n 1   n l e . \ n D  z e l t m e   k a l e m i n i   k u l l a n a r a k   y u k a r 1   1k m a s 1  i  i n   e k r a n a   t 1k l a . \ n V e y a   y u k a r 1   1k m a s 1  i  i n   5   t u _u n u   k u l l a n   ( K l a v y e   v a r   i s e ) . 	 L  i   m  y   b a y   t r  n h    m   v  o   c  c   c h n g   n g i   v t . \ n   ( 1 )   S   d n g   b  t   t i p   x  c   i m   v  o   m  n   h  n h     m  y   b a y   t i n   v   n g   t r c . 	 K e m u d i k a n   h e l i k o p t e r   d a n   h i n d a r i   d a r i   t a b r a k a n   d e n g a n   p e n g h a l a n g . \ n G u n a k a n   p e n a   s e n t u h   a g a r   d a p a t   m e n g k l i k   l a y a r   u n t u k   m e n a m b a h   k e t i n g g i a n . \ n A t a u   g u n a k a n   t o m b o l   5   u n t u k   m e n a m b a h   k e t i n g g i a n   ( j i k a   m e m i l i k i   k e y p a d ) . 	 P a n d u   k o p t e r   d a n   e l a k k a n n y a   d a r i p a d a   m e l a n g g a r   h a l a n g a n . \ n G u n a k a n   p e n   s e n t u h   k l i k   s k r i n   u n t u k   m e n a i k k a n n y a . \ n A t a u   g u n a k a n   k e k u n c i   5   u n t u k   m e n a i k k a n n y a   ( J i k a   a d a   p a d   k e k u n c i ) . 	 	I	*	M		0	  	K	  	2	>			  	0	  ,	>	'	>	  *	0	  		0	>	  	>	(	G	  8	G	  ,		>			.   \ n   
	*	0	  		 	>	(	G	   	G	  2	?		  		  *	G	(	  	>	  	8	M	$	G	.	>	2	  	0	  	G	  8	M		M	0	@	(	  *	0	  	M	2	?		  	0	G		d	  \ n   /	>	   	8	G	  
	*	0	  		 	>	(	G	  	G	  2	?		  	@	- 5   	>	  		*	/	K		  	0	G		d	  ( /	&	?	  	@	- *	H	!	  9	K	)  	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 V e z e s s e   e l   a   h e l i k o p t e r t ,    s   k e r  l j e   k i   a z   a k a d  l y o k a t . \ n A   s t  l u s s a l   k a t t i n t s o n   a   k  p e r n y Qr e ,   h o g y   f e l e m e l j e   a   g  p e t . \ n V a g y   h a s z n  l j a   a z   5 -  s   g o m b o t ,   h o g y   f e l e m e l j e   a   g  p e t   ( H a   v a n   b i l l e n t y qz e t e ) . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . 	 P i l o t u j t e   h e l i k o p t  r u   a   z a b r  Ht e   k o l  z i i   s   p r e k  ~k o u . \ n ( 1 )   K l i k n u t  m   d o t y k o v  h o   p e r a   n a   d i s p l e j   v z l i e t n e t e . 	 B e s t u u r   d e   c o p t e r   z o n d e r   d a t   h i j   t e g e n   e e n   o b s t a k e l   k o m t . \ n K l i k   m e t   d e   p e n   o p   h e t   s c h e r m   o m   h e m   o m h o o g   t e   l a t e n   g a a n . \ n O f   d r u k   o p   k n o p   5   o m   h e m   o m h o o g   t e   l a t e n   g a a n   ( m e t   g e b r u i k   v a n   t o e t s e n b o r d ) . 	 S t y r   h e l i k o p t e r n   u t a n   a t t   k r a s c h a   i   h i n d e r . \ ( 1 )   A n v  n d   p e k p e n n a n   f  r   a t t   k l i c k a   p    s k  r m e n   o c h   f l y g a   u p p . 	 V o z i t e   h e l i   i   p a z i t e   d a   n j i m e   n e   u d a r i t e   p r e p r e k u . \ n ( 1 ) P o m o u   p o m o u   d o d i r n o g a   p e r a   d o t a k n i t e   z a s l o n   d a   p o d i g n e t e   h e l i . . 	 P i l o t a ci   e l i c o p t e r u l   _i   a s i g u r a ci - v   c   n u   s e   i z b e _t e   d e   o b s t a c o l . \ n U t i l i z a ci   u n   s t y l u s   p e n t r u   a   a t i n g e   e c r a n u l   _i   a   d e p l a s a   e l i c o p t e r u l    n   s u s . \ n S a u   f o l o s i ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s   ( d a c   u t i l i z a ci   t a s t a t u r a ) . 	 V o z i   h e l i k o p t e r   i n   p r e p r e 
i   t r k   v   o v i r e . \ n ( 1 ) U p o r a b i   d o t i 
n o   p i s a l o   t l e s k n i   z a s l o n   z a   p r e m i k   n a v z g o r . 	                       . \ n   ( 1 )                               . 	           . \ n               . \ n ,         5   (       ) . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . 	 !	M	0	>		5	M	9	  	I	*	M		0	  	#	?	  $	G	  	!	%	3	/	>	2	>	  '	!		#	M	/	>	*	>	8	B	(	  %	>		,		 GD  H~*1  1'  G/'*  F/  H  '2  (1.H1/  "F  ('  EH'F9  ,DH1  F/. \ n   '2  D/  5   (1'  -1*  (G  ('D'  '3*A'/G  F/.   ('  '3*A'/G  '2  D  BDE  FH1  1H  5A-G  "F  1'  (G  3E*  ('D'  -1*  /G/. \ n   '  '2  D/  5   (1'  -1*  (G  ('D'  '3*A'/G  F/  ( '1  5A-G  D/  /'1/) . 	 D  '~y1  H  D'&  'H1'3  1'Hy  3  y1'F  3  1H  / 1 n   y  ~F  '  '3*9E'D  ,&  'H1  '3  H  'H~1  D  ,'F    D  '31F  H  D  ,&	       ,             .     	   						  					  			  								  						  					    				  							\ 		  			  					  								  						  			  				  				  \ 		  		  		  	  							  				  				  				  ( 			  							  				) 		 
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*4H5'2\ n C
I8H!  5   @7H-6IDI2	 C o n d u z c a   e l   s u b m a r i n o   y   e v i t e   q u e   s e   e s t r e l l e   c o n t r a   e l   o b s t  c u l o . \ n U t i l i c e   l a   t e c l a   5   p a r a   h a c e r l o   s u b i r . 	 C o n d u i s e z   l e   s o u s - m a r i n   e t   f a i t e s   a t t e n t i o n      n e   p a s   l   c r a s e r   d a n s   l e s   o b s t a c l e s . \ n U t i l i s e z   l e   b o u t o n   5   p o u r   a l l e r   v e r s   l e   h a u t . 	 S t e u e r n   S i e   d a s   U - B o o t   u n d   p r a l l e n   S i e   n i c h t   i n   e i n   H i n d e r n i s . \ n M i t   T a s t e   5   s c h w i m m t   e s   n a c h   o b e n . 	 @>2548B5  ?>42>4=CN  ;>4:C  B0:,   GB>1K  >=0  =5  AB>;:=C;0AL  A  ?@5?OBAB285<. \ n 'B>1K  =0?@028BL  ;>4:C  225@E,   8A?>;L7C9B5  :=>?:C  5 . 	 G u i d a r e   i l   s o t t o m a r i n o   e v i t a n d o   c h e   s i   s c h i a n t i   s u l l ' o s t a c o l o . \ n U s a r e   i l   p e n n i n o   p e r   c l i c c a r e   s u l l i o   s c h e r m o   e   f a r l o   a n d a r e   i n   a l t o . \ n O p p u r e   u s a r e   i l   t a s t o   5   p e r   e f f e t t u a r e   t a l e   o p e r a z i o n e . 	 *,F(  9F/  BJ'/)  'D:H'5)  EF9  *-7EG'  'DJ  'D9B('*. \ n '3*./E  EA*'-  5   DD0G'(  D'9DJ	 C o n d u z a   o   s u b m a r i n o   e   e v i t e   q u e   e s t e   b a t a   c o n t r a   o   o b s t  c u l o . \ n U s e   a   t e c l a   5   p a r a   f a z e r   o   s u b m a r i n o   i r   p a r a   c i m a . 	 D e n i z a l t 1n 1  s  r   v e   b i r   e n g e l e   t a k 1l m a s 1n 1   n l e . \ n Y u k a r 1   1k m a s 1  i  i n   5   t u _u n u   k u l l a n . 	 L  i   t  u   n g m   t r  n h    m   v  o   c  c   c h n g   n g i   v t . \ n   ( 1 )   S   d n g   p h  m   5     t  u   n g m   t i n   v   n g   t r c . 	 K e m u d i k a n   k a p a l   s e l a m   d a n   h i n d a r i   t a b r a k a n   d e n g a n   p e n g h a l a n g . \ n G u n a k a n   t o m b o l   5   u n t u k   m e m b u a t n y a   n a i k . 	 K e m u d i k a n   k a p a l   s e l a m   d a n   e l a k k a n n y a   d a r i p a d a   m e l a n g g a r   h a l a n g a n . \ n G u n a k a n   k e k u n c i   5   u n t u k   m e n a i k k a n n y a . 	 *	(	!	A	,	M	,	@	  	K	  	2	>			  	0	  		8	G	  ,	>	'	>	  *	0	  		0	>	(	G	  8	G	  ,		>			. \ n   	A			@	  5   	>	  	8	M	$	G	.	>	2	  	0	  	G	  		8	G	  
	*	0	  2	G	  	>			.  	 S t y r   u - b  d e n   o g   u n d g    a t   s t y r e   i n d   i   f o r h i n d r i n g e r n e . \ n ( 1 ) B r u g   t a s t   5   t i l   a t   s t y r e   o p a d . 	 O v l  d e j t e   p o n o r k u   a   z a b r a Ht e   s t Ye t u   s   p Ye k  ~k o u . . \ n ( 1 ) K l  v e s u   5   p o u ~ v e j t e   p r o   p o h y b   v z h or u . 	 K i e r u j   o k r t e m   p o d w o d n y m   i   u w a |a j ,   a b y   s i   n i e   r o z b i l   n a   p r z e s z k o d z i e . \ n ( 1 ) U |y j   k l a w i s z   5   a b y   k i e r o w a B  s i   w   g  r . 	 V e z e s s e   e l   a   t e n g e r a l a t t j  r  t ,    s   k e r  l j e   k i   a z   a k a d  l y o k a t . \ n ( 1 ) A z   5 -  s   g o m b b a l   e m e l h e t i   f e l   a   g  p e t . 	 O h j a a   s u k e l l u s v e n e t t    j a   e s t    s i t    t  r m   m  s t    e s t e e s e e n . \ n   1 .   N o s t a   s i t    n  p p  i m e l l    5 . 	 K j  r   u - b  t e n   o g   u n n g    a t   d e n   k r a s j e r   i n n   i   h i n d r i n g e n . \ n ( 1 ) B r u k   t a s t   5   f o r      b e v e g e   d e n   o p p o v e r . 	 K o r m i d l u j t e   p o n o r k u   a   z a b r  Ht e   k o l  z i i   s   p r e k  ~k o u .   \ n ( 1 ) T l a 
i d l o m   5   s a   d o s t a n e t e   h o r e . 	 B e s t u u r   d e   o n d e r z e e  r   z o n d e r   d a t   h i j   t e g e n   e e n   o b s t a k e l   k o m t . \ n M e t   k n o p   5   g a a t   h i j   o m h o o g . 	 S t y r   U - b  t e n   u t a n   a t t   t r  f f a   h i n d e r . \ n ( 1 )   T r y c k   p    5   f  r   a t t   g    u p p . 	 V o z i t e   p o d m o r n i c u   i   p a z i t e   d a   n j o m e   n e   u d a r i t e   p r e p r e k u . \ n ( 1 ) P o m o u   t i p k e   5   j e   p o d i ~e t e . 	 C o n d u c e ci   s u b m a r i n u l   _i   a s i g u r a ci - v   c   n u   s e   i z b e _t e   d e   o b s t a c o l . \ n U t i l i z a ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s . 	 V o z i   p o d m o r n i c o   i n   p r e p r e 
i   t r k   v   o v i r e . \ n ( 1 ) U p o r a b i   t i p k o   5   z a   p r e m i k a n j e   n a v z g o r . 	                       .   \ n   ( 1 )         5             . 	           . \ n   5       . 	 D r i v e   t h e   s u b m a r i n e   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   k e y   5   t o   m a k e   i t   g o   u p w a r d . 	 *	>	(	*	A	!	@	2	>	  	>	2	5	>	  	#	?	  $	?	2	>	  	!	%	3	/	>	5	0	  	&	3	#	M	/	>	*	>	8	B	(	  5	>		 21/1'  1'  G/'*  F/  H  '2  (1.H1/  "F  ('  EH'F9  ,DH1  F/. \ n   '2  D/  5   (1'  -1*  (G  ('D'  '3*A'/G  F/. 	 (-1  D'H  HD'&  'H1'3  1'Hy  3  y1'F  3  1H  / 1 n '3  H  'H~1  D  ,'F  D  (yF  5   '3*9E'D  ,&	               . \ n ( 1 )       ,     5     .     	 										  					  			  								  						  					    				  							  \ 		  				  				  	  		  							 8
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  	    ,       .     \ n         5   . 	 S h a y e l a   i - s u b m a r i n e   u y i v i m b e l e   u k u t h i   i n g a s h a y i s i   i z i t h i y o . \ n S e b e n z i s a   i k h i   5   u k u y e n z a   i y e   p h e z u l u . 	 Q h u b a   i n k w i l i   z e   u t h i n t e l e   u k u b e t h e k a   k w i s i t h i n t e l o . \ n S e b e n z i s a   i q h o s h a - 5   u k u y e n z a   i n y u k e . 	 E n d e s h a   c o p t e r   n a   u z u i e   k u i g o n g a n i s h a   n a   k i s i k i . \ n T u m i a   k i t u f e   c h a   5   k u i f a n y a   i e n d e   j u u . 	 S t u u r   d i e   d u i k b o o t   e n   k e e r   d a t   d i t   i n   d i e   h i n d e r n i s   v a s v a a r . \ n G e b r u i k   t o e t s   5   o m   d i t   o p   t e   l a a t   g a a n . 	 V a l d y k i t e   p o v a n d e n i n /  l a i v   i r   s a u g o k i t e ,   k a d   n e a t s i t r e n k t s  /  k l i kt i s . \ n V e s k i t e   /  p r i e k /  5   m y g t u k u . 	 V a d i e t   z e m kd e n i   u n   i z v a i r i e t i e s   n o   s a d u r s m e s   a r   a7r s l i . \ n I z m a n t o j i e t   t a u s t i Fu   5 ,   l a i   p a c e l t o s   a u g s t k . 	 J u h i   a l l v e e l a e v a   j a   v  l d i   s e l l e   k o k k u p  r g e t   t a k i s t u s e g a . \ n K a s u t a   k l a h v i   5 ,   e t   a l l v e e l a e v a    l e s p o o l e   j u h t i d a . 	 Nae  }xfava~h    mx}ae  acelvek  tx  auv  ~iak  eviaoelx: \ n   Ne  xrrelx  pata  }erte  5   }ervh: 	             .   \ n         5         . 	 C o n d u c e ci   s u b m a r i n u l   _i   e v i t a ci   c i o c n i r e a   c u   o b s t a c o l u l . \ n U t i l i z a ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s . 	 .
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. 	 8,M .M_>0?(M  K?A  3>(M$A    ,>'>,?*$M$?  .'M_A  8.M.A@(  9G	%?,>0A  9>A  0M7>  0(M$Ad	\ n 9>A  	0M&M'M5.A@  .(  *M08M$A$  0?,>  2>?  @  5   	*/K  0(M$Ad		 	 										  					  			  													  				  					  					  			  				  						\ n 				  													  						  		  5   							  					 	 	 	 	 	 	 	 G u i e   o   s u b m a r i n o   e   e v i t e   q u e   e l e   b a t a   n o   o b s t  c u l o . \ n U s e   a   c h a v e   5   p a r a   f a z  - l o   s u b i r . 
 
 S T R _ I D _ G X _ C O P T E R _ H E L P _ D E S C R I P T I O N _ S U B M A R I N E _ T P 	 G A M E 	 U N L I M 	 S u b m a r i n e   H e l p   D e s c r i p t i o n 	 D r i v e   t h e   s u b m a r i n e   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . \ n O r   u s e   k e y   5   t o   m a k e   i t   g o   u p w a r d   ( I f   h a v e   t h e   k e y p a d ) . 	 ՙۙ[o4lGNMQTyirxdXk0\ n O(uxF{ޞitU^[o4lG
NGS0\ n bO(u	cu5 [o4lG
NGSY	guv	0	 ~v\o4lGNMQTxirxd`Wk0\ n O(u扰x{p批U^\o4lG
NGS0\ n bO(u	c.5 \o4lG
NGSY	g.v	0	 1@#7-3I3A%0#0'1D!HC+I
*4H5'2\ n C
I22A05H+I2-  @7H-6IDI2	 C o n d u z c a   e l   s u b m a r i n o   y   e v i t e   q u e   s e   e s t r e l l e   c o n t r a   e l   o b s t  c u l o . \ n U t i l i c e   e l   l  p i z   t  c t i l   p a r a   p u l s a r   l a   p a n t a l l a   y   h a c e r l o   s u b i r . \ n U t i l i c e   l a   t e c l a   5   p a r a   h a c e r l o   s u b i r   ( s i   j u e g a   c o n   e l   t e c l a d o ) . 	 C o n d u i s e z   l e   s o u s - m a r i n   e t   f a i t e s   a t t e n t i o n      n e   p a s   l   c r a s e r   d a n s   l e s   o b s t a c l e s . \ n U t i l i s e z   l e   s t y l e t   p o u r   t o u c h e r   l   c r a n   e t   a l l e r   v e r s   l e   h a u t . \ n O u   u t i l i s e z   l e   b o u t o n   5   p o u r   a l l e r   v e r s   l e   h a u t   ( a v e c   l e   c l a v i e r ) . 	 S t e u e r n   S i e   d a s   U - B o o t   u n d   p r a l l e n   S i e   n i c h t   i n   e i n   H i n d e r n i s . \ n T i p p e n   S i e   m i t   d e m   T o u c h p e n   a u f   d e n   B i l d s c h i r m ,   u m   n a c h   o b e n   z u   s c h w i m m e n . \ n O d e r   s c h w i m m e n   S i e   m i t   T a s t e   5   ( a u f   d e m   T a s t e n f e l d )   n a c h   o b e n . 	 @>2548B5  ?>42>4=CN  ;>4:C  B0:,   GB>1K  >=0  =5  AB>;:=C;0AL  A  ?@5?OBAB285<. \ n 'B>1K  =0?@028BL  ;>4:C  225@E,   8A?>;L7C9B5  AB8;CA  8;8  =068<09B5  :=>?:C  5   ( 5A;8  2K  C?@02;O5B5  ;>4:>9  A  :;0280BC@K) . 	 G u i d a r e   i l   s o t t o m a r i n o   e v i t a n d o   c h e   s i   s c h i a n t i   s u l l ' o s t a c o l o . \ n U s a r e   i l   p e n n i n o   p e r   c l i c c a r e   s u l l i o   s c h e r m o   e   f a r l o   a n d a r e   i n   a l t o . \ n O p p u r e   u s a r e   i l   t a s t o   5   p e r   e f f e t t u a r e   t a l e   o p e r a z i o n e   ( S e   s i   h a   l a   t a s t i e r a ) . 	 *,F(  9F/  BJ'/)  'D:H'5)  EF9  *-7EG'  'DJ  'D9B('*\ n '3*./E  'DBDE  'DDE3  D6:7  9DJ  'D4'4)    DD0G'(  D'9DJ. 	 C o n d u z a   o   s u b m a r i n o   e   e v i t e   q u e   e s t e   b a t a   c o n t r a   o   o b s t  c u l o . \ n U s e   a   c a n e t a   p a r a   t o c a r   n o   e c r    e   f a z e r   o   s u b m a r i n o   i r   p a r a   c i m a . \ n O u   u s e   a   t e c l a   5   p a r a   o   m e s m o   e f e i t o   ( s e   t i v e r   t e c l a d o ) . 	 D e n i z a l t 1n 1  s  r   v e   b i r   e n g e l e   t a k 1l m a s 1n 1   n l e . \ n D  z e l t m e   k a l e m i n i   k u l l a n a r a k   y u k a r 1   1k m a s 1  i  i n   e k r a n a   t 1k l a . \ n V e y a   y u k a r 1   1k m a s 1  i  i n   5   t u _u n u   k u l l a n   ( T u _  t a k 1m 1  v a r   i s e ) 	 L  i   t  u   n g m   t r  n h    m   v  o   c  c   c h n g   n g i   v t . \ n   ( 1 )   S   d n g   b  t   t i p   x  c   i m   v  o   m  n   h  n h     t  u   n g m   t i n   v   n g   t r c . 	 K e m u d i k a n   k a p a l   s e l a m   d a n   h i n d a r i   d a r i   t a b r a k a n   d e n g a n   p e n g h a l a n g . \ n G u n a k a n   p e n a   s e n t u h   a g a r   d a p a t   m e n g k l i k   l a y a r   u n t u k   m e m b u a t n y a   n a i k . \ n A t a u   g u n a k a n   t o m b o l   5   u n t u k   m e m b u a t n y a   n a i k   ( j i k a   m e m i l i k i   k e y p a d ) . 	 K e m u d i k a n   k a p a l   s e l a m   d a n   e l a k k a n n y a   d a r i p a d a   m e l a n g g a r   h a l a n g a n . \ n G u n a k a n   p e n   s e n t u h   k l i k   s k r i n   u n t u k   m e n a i k k a n n y a . \ n A t a u   g u n a k a n   k e k u n c i   5   u n t u k   m e n a i k k a n n y a   ( J i k a   a d a   p a d   k e k u n c i ) . 	 *	(	!	A	,	M	,	@	  	K	  	2	>			  	0	  		8	G	  ,	>	'	>	  *	0	  		0	>	(	G	  8	G	  ,		>			. \ n 		  *	G	(	  	>	  	8	M	$	G	.	>	2	  	0	  	G	  8	M		M	0	@	(	  *	0	  	M	2	?		  	0	G		  	0	  		8	G	  
	*	0	  2	G	  	>			.   \ n   /	>	  	8	G	  
	*	0	  2	G	  	>	(	G	  	G	  2	?		  	@	- 5   	>	  		*	/	K		  	0	G		    ( /	&	?	  	@	- *	H	!	  	>	  	8	M	$	G	.	>	2	  	0	  0	9	G	  9	K		) d		 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 V e z e s s e   e l   a   t e n g e r a l a t t j  r  t ,    s   k e r  l j e   k i   a z   a k a d  l y o k a t . \ n A   s t  l u s s a l   k a t t i n t s o n   a   k  p e r n y Qr e ,   h o g y   f e l e m e l j e   a   g  p e t . \ n V a g y   h a s z n  l j a   a z   5 -  s   g o m b o t ,   h o g y   f e l e m e l j e   a   g  p e t   ( H a   v a n   b i l l e n t y qz e t e ) . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . 	 P i l o t u j t e   h e l i k o p t  r u   a   z a b r  Ht e   k o l  z i i   s   p r e k  ~k o u . \ n ( 1 )   K l i k n u t  m   d o t y k o v  h o   p e r a   n a   d i s p l e j   v z l i e t n e t e . 	 B e s t u u r   d e   o n d e r z e e  r   z o n d e r   d a t   h i j   t e g e n   e e n   o b s t a k e l   k o m t . \ n K l i k   m e t   d e   p e n   o p   h e t   s c h e r m   o m   h e m   o m h o o g   t e   l a t e n   g a a n . \ n O f   d r u k   o p   k n o p   5   o m   h e m   o m h o o g   t e   l a t e n   g a a n   ( m e t   g e b r u i k   v a n   t o e t s e n b o r d ) . 	 S t y r   h e l i k o p t e r n   u t a n   a t t   k r a s c h a   i   h i n d e r . \ ( 1 )   A n v  n d   p e k p e n n a n   f  r   a t t   k l i c k a   p    s k  r m e n   o c h   f l y g a   u p p . 	 V o z i t e   h e l i   i   p a z i t e   d a   n j i m e   n e   u d a r i t e   p r e p r e k u . \ n ( 1 ) P o m o u   p o m o u   d o d i r n o g a   p e r a   d o t a k n i t e   z a s l o n   d a   p o d i g n e t e   h e l i . . 	 C o n d u c e ci   s u b m a r i n u l   _i   a s i g u r a ci - v   c   n u   s e   i z b e _t e   d e   o b s t a c o l . \ n U t i l i z a ci   u n   s t y l u s   p e n t r u   a   a t i n g e   e c r a n u l   _i   a   d e p l a s a   s u b m a r i n u l    n   s u s . \ n S a u   f o l o s i ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s   ( d a c   u t i l i z a ci   t a s t a t u r a ) . 	 V o z i   h e l i k o p t e r   i n   p r e p r e 
i   t r k   v   o v i r e . \ n ( 1 ) U p o r a b i   d o t i 
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 S T R _ I D _ G X _ C O P T E R _ G A M E _ N A M E _ J E T 	 G A M E 	 T I T L E ,   I C O N T E X T 	 J e t   G a m e   N a m e 	 J e t 	 tV\_j	 U\:g	 @#7H-4D-H	 J e t 	 A v i o n 	 J e t 	 !0<>;5B	 J e t 	 7'&1)  FA'+)	 A v i  o 	 J e t   	 M  y   p h u n 	 	 J e t 	 	G			 J e t 	 J e t 	 O d r z u t o w i e c 	 R e p  l Qg  p 	 S u i h k u k o n e 	 J e t 	 P r  d o v    l i e t a d l o 	 S t r a a l 	 J e t 	 M l a ~n j a k 	 A v i o n u l   c u   r e a c ci e 	 L e t a l o 	 J e t 	   	 J e t 	 	G			 ,*	 ,y	 	 				 
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NGS0	 1@#7H-4D-HA%0#0'1D!HC+I
*4H5'2\ n ( 1 ) C
I8H!  5   @7H-46I	 C o n d u z c a   e l   j e t   y   e v i t e   q u e   s e   e s t r e l l e   c o n t r a   e l   o b s t  c u l o . \ n U t i l i c e   l a   t e c l a   5   p a r a   h a c e r l o   s u b i r . 	 C o n d u i s e z   l  a v i o n   e t   f a i t e s   a t t e n t i o n      n e   p a s   l   c r a s e r   d a n s   l e s   o b s t a c l e s . \ n U t i l i s e z   l e   b o u t o n   5   p o u r   a l l e r   v e r s   l e   h a u t . 	 F l i e g e n   S i e   d e n   J e t   u n d   p r a l l e n   S i e   n i c h t   i n   e i n   H i n d e r n i s . \ n M i t   T a s t e   5   f l i e g e n   S i e   n a c h   o b e n . 	 @>2548B5  A0<>;5B  B0:,   GB>1K  >=  =5  AB>;:=C;AO  A  ?@5?OBAB285<. \ n 'B>1K  =0?@028BL  A0<>;5B  225@E,   8A?>;L7C9B5  :=>?:C  5 . 	 G u i d a r e   i l   j e t   e v i t a n d o   c h e   s i   s c h i a n t i   s u l l ' o s t a c o l o . \ n U s a r e   i l   p e n n i n o   p e r   c l i c c a r e   s u l l i o   s c h e r m o   e   f a r l o   a n d a r e   i n   a l t o . \ n O p p u r e   u s a r e   i l   t a s t o   5   p e r   e f f e t t u a r e   t a l e   o p e r a z i o n e . 	 *,F(  9F/  BJ'/)  'D7'&1)  'DFA'+)  EF9  *-7EG'  'DJ  'D9B('*. \ n   '3*./E  EA*'-  5     DD0G'(  D'9DJ	 P i l o t e   o   a v i  o   e   e v i t e   q u e   e s t e   s e   d e s p e n h e   c o n t r a   o   o b s t  c u l o . \ n U s e   a   t e c l a   5   p a r a   f a z e r   o   a v i  o   i r   p a r a   c i m a . 	 J e t i   s  r   v e   b i r   e n g e l e   t a k 1l m a s 1n 1   n l e . \ n Y u k a r 1   1k m a s 1  i  i n   5   t u _u n u   k u l l a n . 	 i u   k h i n   m  y   p h u n     t r  n h    m   v  o   c h n g   n g i   v t   v    r i   v   t a n . \ n ( 1 )   S   d n g   p h  m   5     i u   k h i n   m  y   p h u n   t i n   l  n   t r  n . 	 	 P a n d u   j e t   d a n   e l a k k a n n y a   d a r i p a d a   m e l a n g g a r   h a l a n g a n . \ n G u n a k a n   k e k u n c i   5   u n t u k   m e n a i k k a n n y a . 	 	G		  	K	  	2	>			  	0	  		8	G	  ,	>	'	>	  *	0	  		0	>	  	>	(	G	  8	G	  ,		>			. \ n   	A			@	  5   	>	  	8	M	$	G	.	>	2	  	0	  	G	  		8	G	  
	*	0	  2	G	  	>			.  	 S t y r   j e t t e n   o g   u n d g    a t   s t y r e   i n d   i   f o r h i n d r i n g e r n e . \ n ( 1 ) B r u g   t a s t   5   t i l   a t   s t y r e   o p a d . 	 P i l o t u j t e   l e t a d l o   a   z a b r a Ht e   s t Ye t u   s   p Ye k  ~k o u . . \ n ( 1 ) K l  v e s u   5   p o u ~ v e j t e   p r o   p o h y b   v z h or u . 	 K i e r u j   o d r z u t o w c e m   i   u w a |a j ,   a b y   s i   n i e   r o z b i B  n a   p r z e s z k o d z i e . \ n ( 1 ) U |y j   k l a w i s z   5   a b y   k i e r o w a B  s i   w   g  r . 	 V e z e s s e   e l   a   r e p  l Qg  p e t ,    s   k e r  l j e   k i   a z   a k a d  l y o k a t . \ n A z   5 -  s   g o m b b a l   e m e l h e t i   f e l   a   g  p e t . 	 O h j a a   s u i h k u k o n e t t a   j a   e s t    s i t    t  r m   m  s t    e s t e e s e e n . \ n   1 .   N o s t a   s i t    n  p p  i m e l l    5 . 	 K j  r   j e t f l y e t   o g   u n n g    a t   d e t   k r a s j e r   i n n   i   h i n d r i n g e n . \ n ( 1 ) B r u k   t a s t   5   f o r      b e v e g e   d e t   o p p o v e r . 	 P i l o t u j t e   p r  d o v    l i e t a d l o   a   z a b r  Ht e   k o l  z i i   s   p r e k  ~k o u .   \ n ( 1 )   T l a 
i d l o m   5   v z l i e t n e   p r  d o v    l i e t a d l o   n a h o r . 	 B e s t u u r   d e   s t r a a l   z o n d e r   d a t   h i j   t e g e n   e e n   o b s t a k e l   k o m t . \ n M e t   k n o p   5   g a a t   h i j   o m h o o g . 	 S t y r   j e t p l a n e t   u t a n   a t t   k r a s c h a . \ n ( 1 )   T r y c k   p    5   f  r   a t t   g    u p p . 	 V o z i t e   m l a ~n j a k   i   p a z i t e   d a   n j o m e   n e   u d a r i t e   p r e p r e k u . \ n ( 1 ) P o m o u   t i p k e   5   g a   p o d i ~e t e . 	 P i l o t a ci   a v i o n u l   c u   r e a c ci e   _i   a s i g u r a ci - v   c   n u   s e   i z b e _t e   d e   o b s t a c o l . \ n U t i l i z a ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s . 	 V o z i   l e t a l o   i n   p r e p r e 
i   t r k   v   o v i r e . \ n ( 1 ) U p o r a b i   t i p k o   5   z a   p r e m i k a n j e   n a v z g o r . 	                       .   \ n   ( 1 )         5             . 	             . \ n   5       . 	 D r i v e   t h e   j e t   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   k e y   5   t o   m a k e   i t   g o   u p w a r d . 	 	G		2	>	  	>	2	5	>	  	#	?	  $	M	/	>	2	>	  	!	%	3	/	>	5	0	  	&	3	#	M	/	>	*	>	8	B	(	  5	>		5		 ,*  1'  G/'*  F/  H  '2  (1.H1/  "F  ('  EH'F9  ,DH1  F/. \ n   '2  D/  5   (1'  -1*  (G  ('D'  '3*A'/G  F/. 	 ,y  H  D'&  'H1'3  1'Hy  3  y1'F  3  1H  / 1 n '3  H  'H~1  D  ,'F  D  (yF  5   '3*9E'D  ,&	             . \ n ( 1 )       ,     5       	 			  					  					  			  								  						  					      				  							  \ 		  		  	  							  				  				  						 
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. 	 GM  K?  3>(M$A    ,>'>,?*$M$?  .'M_A  8.M.A@(  9G	%?,>0A  9>A  0M7>  0(M$A.   \ n 9>A  	0M&M'M5.A@  .(  *M08M$A$  0?,>  2>?  @  5   	*/K  0(M$A    	 	 					  					  			  													  				  					  					  			  				  						\ n 				  													  						  		  5   							  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ G X _ C O P T E R _ H E L P _ D E S C R I P T I O N _ J E T _ T P 	 G A M E 	 U N L I M 	 J e t   H e l p   D e s c r i p t i o n 	 D r i v e   t h e   j e t   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . \ n O r   u s e   k e y   5   t o   m a k e   i t   g o   u p w a r d   ( I f   h a v e   t h e   k e y p a d ) . 	 ՙۙtV\_jNMQTyirxdXk0\ n ( 1 ) O(uxF{ޞitU^tV\_j
NGS0\ n bO(u	cu5 tV\_j
NGSY	guv	0	 ~vU\:gNMQTxirxd`Wk0\ n ( 1 ) O(u扰x{p批U^U\:g
NGS0\ n bO(u	c.5 U\:g
NGSY	g.v	0	 1@#7H-4D-H  A%0#0'1D!HC+I
*4H5'2\ n ( 1 ) C
I22A05H+I2-  @7H-46I  \ n +#7-C
I8H!  5   @7H-@%7H-6I  ( +2!58H!1'@%) 	 C o n d u z c a   e l   j e t   y   e v i t e   q u e   s e   e s t r e l l e   c o n t r a   e l   o b s t  c u l o . \ n U t i l i c e   e l   l  p i z   t  c t i l   p a r a   p u l s a r   l a   p a n t a l l a   y   h a c e r l o   s u b i r . \ n U t i l i c e   l a   t e c l a   5   p a r a   h a c e r l o   s u b i r   ( s i   j u e g a   c o n   e l   t e c l a d o ) . 	 C o n d u i s e z   l  a v i o n   e t   f a i t e s   a t t e n t i o n      n e   p a s   l   c r a s e r   d a n s   l e s   o b s t a c l e s . \ n ( 1 ) U t i l i s e z   l e   s t y l e t   p o u r   t o u c h e r   l   c r a n   e t   a l l e r   v e r s   l e   h a u t . \ n O u   u t i l i s e z   l e   b o u t o n   5   p o u r   a l l e r   v e r s   l e   h a u t   ( a v e c   l e   c l a v i e r ) . 	 F l i e g e n   S i e   d e n   J e t   u n d   p r a l l e n   S i e   n i c h t   i n   e i n   H i n d e r n i s . \ n ( 1 ) T i p p e n   S i e   m i t   d e m   T o u c h p e n   a u f   d e n   B i l d s c h i r m ,   u m   n a c h   o b e n   z u   f l i e g e n . \ n O d e r   f l i e g e n   S i e   m i t   T a s t e   5   ( a u f   d e m   T a s t e n f e l d )   n a c h   o b e n . 	 @>2548B5  A0<>;5B  B0:,   GB>1K  >=  =5  AB>;:=C;AO  A  ?@5?OBAB285<. \ n 'B>1K  =0?@028BL  A0<>;5B  225@E,   8A?>;L7C9B5  AB8;CA  8;8  =068<09B5  :=>?:C  5   ( 5A;8  2K  C?@02;O5B5  A0<>;5B><  A  :;0280BC@K) . 	 G u i d a r e   i l   j e t   e v i t a n d o   c h e   s i   s c h i a n t i   s u l l ' o s t a c o l o . \ n U s a r e   i l   p e n n i n o   p e r   c l i c c a r e   s u l l i o   s c h e r m o   e   f a r l o   a n d a r e   i n   a l t o . \ n O p p u r e   u s a r e   i l   t a s t o   5   p e r   e f f e t t u a r e   t a l e   o p e r a z i o n e   ( S e   s i   h a   l a   t a s t i e r a ) . 	 *,F(  9F/  BJ'/G  'D7'&1G  'DFA'+)  'D'57/'E  E9  'D'.1JF  '3*./E  1BE  H  'DE3  'D4'4G  D'1*A'9  'D7'&1G  'DFA'3G	 P i l o t e   o   a v i  o   e   e v i t e   q u e   e s t e   s e   d e s p e n h e   c o n t r a   o   o b s t  c u l o . \ n U s e   a   c a n e t a   p a r a   t o c a r   n o   e c r    e   f a z e r   o   a v i  o   i r   p a r a   c i m a . \ n O u   u s e   a   t e c l a   5   p a r a   o   m e s m o   e f e i t o   ( s e   t i v e r   t e c l a d o ) . 	 J e t i   s  r   v e   e n g e l e   t a k 1l m a s 1n 1   n l e . \ n ( 1 ) Y u k a r 1   1k m a s 1  i  i n   d  z e l t m e   k a l e m i n i   k u l l a n a r a k   e k r a n a   t 1k l a . \ n V e y a   y u k a r 1   1k m a s 1  i  i n   5   t u _u n u   k u l l a n   ( k l a v y e   v a r   i s e ) . 	 i u   k h i n   m  y   p h u n     t r  n h    m   v  o   c h n g   n g i   v t   v    r i   v   t a n . \ n ( 1 )   S   d n g   b  t   t i p   x  c   i m   v  o   m  n   h  n h     i u   k h i n   m  y   p h u n   t i n   l  n   t r  n . 	 	 P a n d u   j e t   d a n   e l a k k a n n y a   d a r i p a d a   m e l a n g g a r   h a l a n g a n . \ n G u n a k a n   p e n   s e n t u h   k l i k   s k r i n   u n t u k   m e n a i k k a n n y a . \ n A t a u   g u n a k a n   k e k u n c i   5   u n t u k   m e n a i k k a n n y a   ( J i k a   a d a   p a d   k e k u n c i ) . 	 	G		  	K	  	2	>			  	0	  		8	G	  ,	>	'	>	  *	0	  		0	>	  	>	(	G	  8	G	  ,		>			. \ n ( 1 ) 		  *	G	(	  	>	  	8	M	$	G	.	>	2	  	0	  	G	  8	M		M	0	@	(	  *	0	  	M	2	?		  	0	G		  	0	  		8	G	  
	*	0	  2	G	  	>			.   \ n   /	>	  	8	G	  
	*	0	  2	G	  	>	(	G	  	G	  2	?		  	@	- 5   	>	  		*	/	K		   	0	G		  ( /	&	?	  	@	- *	H	!	  	>	  	8	M	$	G	.	>	2	  	0	  0	9	G	  9	K		) d		 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t 	 V e z e s s e   e l   a   r e p  l Qg  p e t    s   k e r  l j e   k i   a z   a k a d  l y o k a t . \ n A   s t  l u s s a l   k a t t i n t s o n   a   k  p e r n y Qr e ,   h o g y   f e l e m e l j e   a   g  p e t . \ n V a g y   h a s z n  l j a   a z   5 -  s   g o m b o t ,   h o g y   f e l e m e l j e   a   g  p e t   ( H a   v a n   b i l l e n t y qz e t e ) . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . 	 D r i v e   t h e   c o p t e r   a n d   p r e v e n t   i t   f r o m   c r a s h i n g   i n t o   t h e   o b s t a c l e . \ n ( 1 ) U s e   t o u c h   p e n   c l i c k   t h e   s c r e e n   t o   m a k e   i t   g o   u p w a r d . 	 P i l o t u j t e   h e l i k o p t  r u   a   z a b r  Ht e   k o l  z i i   s   p r e k  ~k o u . \ n ( 1 )   K l i k n u t  m   d o t y k o v  h o   p e r a   n a   d i s p l e j   v z l i e t n e t e . 	 B e s t u u r   d e   s t r a a l   z o n d e r   d a t   h i j   t e g e n   e e n   o b s t a k e l   k o m t . \ n K l i k   m e t   d e   p e n   o p   h e t   s c h e r m   o m   h e m   o m h o o g   t e   l a t e n   g a a n . \ n O f   d r u k   o p   k n o p   5   o m   h e m   o m h o o g   t e   l a t e n   g a a n   ( m e t   g e b r u i k   v a n   t o e t s e n b o r d ) . 	 S t y r   h e l i k o p t e r n   u t a n   a t t   k r a s c h a   i   h i n d e r . \ ( 1 )   A n v  n d   p e k p e n n a n   f  r   a t t   k l i c k a   p    s k  r m e n   o c h   f l y g a   u p p . 	 V o z i t e   h e l i   i   p a z i t e   d a   n j i m e   n e   u d a r i t e   p r e p r e k u . \ n ( 1 ) P o m o u   p o m o u   d o d i r n o g a   p e r a   d o t a k n i t e   z a s l o n   d a   p o d i g n e t e   h e l i . . 	 P i l o t a ci   a v i o n u l   c u   r e a c ci e   _i   a s i g u r a ci - v   c   n u   s e   i z b e _t e   d e   o b s t a c o l . \ n U t i l i z a ci   u n   s t y l u s   p e n t r u   a   a t i n g e   e c r a n u l   _i   a   d e p l a s a   a v i o n u l    n   s u s . \ n S a u   f o l o s i ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s   ( d a c   u t i l i z a ci   t a s t a t u r a ) . 	 V o z i   h e l i k o p t e r   i n   p r e p r e 
i   t r k   v   o v i r e . \ n ( 1 ) U p o r a b i   d o t i 
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) . 	           .   \ n ( 1 )                 .   \ n     5           (   ) . 	 S h a y e l a   i - j e t   u y i v i m b e l e   u k u t h i   i n g a s h a y i s i   i z i t h i y o . \ n ( 1 ) S e b e n z i s a   i p h e n i   l o k u t h i n t a   k l i k h e   i s i k r i n i   u k u y e n z a   i y e   p h e z u l u . \ n N o m a   s e b e n z i s a   i k h i   5   u k u y e n z a   i y e   p h e z u l u   ( U m a   u n e k h i p h e d i ) . 	 Q h u b a   i - j e t   z e   u t h i n t e l e   u k u b e t h e k a   k w i s i t h i n t e l o . n \ ( 1 ) S e b e n z i s a   i p e n i   y o k u c h u k u m i s a   c o f a   i s k r i n i   u k u y e n z a   i n y u k e . \ n O k a n y e   s e b e n z i s a   i q h o s h a   l e s i - 5   u k u y e n z a   i n y u k e .   ( U k u b a   i n a y o   i k h i p e d i ) 	 E n d e s h a   c o p t e r   n a   u i z u i e   i s i g o n g e   k i s i k i . \ n ( 1 ) T u m i a   k a l a m u   y a   k u g u s a   i l i   u b o n y e z a   s k r i n i   i l i   u i f a n y e   i e n d e   j u u . \ n A u   t u m i a   k i t u f e   c h a   5   k u i f a n y a   i e n d e   j u u   ( k a m a   u n a   v i t u f e ) . 	 S t u u r   d i e   s t r a l e r   e n   k e e r   d a t   d i t   i n   d i e   h i n d e r n i s   v a s v l i e g . \ n ( 1 ) T i k   d i e   s k e r m   m e t   d i e   r a a k p e n   o m   d i t   h o  r   t e   l a a t   g a a n . \ n O f   g e b r u i k   t o e t s   5   o m   d i t   h o  r   t e   l a a t   g a a n   ( i n d i e n   d i t   ' n   t o e t s b l a d   h e t ) . 	 V a l d y k i t e   r e a k t y v i n /  l k t u v   i r   s a u g o k i t e ,   k a d   n e a t s i t r e n k t s  /  k l i kt i s . \ n ( 1 ) V e s k i t e   /  p r i e k /  p r i s i l i e t i m u i   j a u t r a u s   e k r a n o   p i e at u k u . \ n A r b a   v e s k i t e   /  p r i e k /  5   m y g t u k u   ( j e i   y r a   k l a v i a t kr a ) . 	 V a d i e t   r e a k t +v o   l i d m a a+n u   u n   i z v a i r i e t i e s   n o   s a d u r s m e s   a r   a7r s l i . \ n I z m a n t o j i e t   s k r i e n z +m u <a   k l i k a7i ,   l a i   p a c e l t o s   a u g s t k . \ n V a i   i z m a n t o j i e t   t a u s t i Fu   5 ,   l a i   p a c e l t o s   a u g s t k   ( j a   i r   t a u s t i Fi ) . 	 J u h i   r e a k t i i v l e n n u k i t   j a   v  l d i   s e l l e   k o k k u p  r g e t   t a k i s t u s e g a . \ n K a s u t a   p u u t e p l i i a t s i t ,   e t   r e a k t i i v l e n n u k i t    l e s p o o l e   j u h t i d a . \ n V  i   k a s u t a   k l a h v i   5 ,   e t   r e a k t i i v l e n n u k i t    l e s p o o l e   j u h t i d a   ( K l a v i a t u u r i l ) . 	 Nae  |eaok~  kvvaik|h    mx}ae  acelvek  tx  auv  ~iak  eviaoelx: \ n   Ne  xrrelx  pata  iei  }erte  goavkv,   cacxnelx~  }ev}xaukv  goavk  ckyh: \ n ?at  ~e  xrrelx  pata  }erte  5   }ervh  ( }ervawak  a|oauxiuav  dezxt) : 	           .   \ n   ( 1 )             ;   A       5       (   ) 	 C o n d u c e ci   a v i o n u l   _i   e v i t a ci   c i o c n i r e a   c u   o b s t a c o l u l . \ n ( 1 ) U t i l i z a ci   c r e i o n u l   c u   a t i n g e r e   _i   f a c e ci   c l i c   p e   e c r a n   p e n t r u   a - l   d e p l a s a    n   s u s . \ n S a u   u t i l i z a ci   t a s t a   5   p e n t r u   a - l   d e p l a s a    n   s u s   ( d a c   a v e ci   t a s t a t u r ) . 	 
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 S T R _ I D _ G X _ P U Z Z L E _ H E L P _ D E S C R I P T I O N _ 1 2 8 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N _ 1 2 8 x 1 2 8 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 yR\JXvbWO[b`_b\W
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Ny	cu4 ( bT]u) SObW]y	cu8 ( bTNu) SObWNy	cu6 ( bTSu) SObWSy0\ n ( 2 ) 	cu5 SNwSWNSJ2bvܕǌ
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I8H!  2   ( +#7-8H!%9(#6I)   @7H-@%7H- 2DI2  C
I8H!  4   ( +#7-8H!%9(#I2")   @7H-@%7H- 2D2I2"  C
I8H!  6   ( +#7-8H!%9(#'2)   @7H-@%7H- 2D2'2  A%0C
I8H!  8   ( +#7-8H!%9(#%)   @7H-@%7H- 2DI2%H2\ n ( 2 )   C
I8H!  5   @7H-9 2I	1  A%09I-!9%2#@%H@!	 M u e v a   l a   i m a g e n   p e q u e  a   p a r a   c r e a r   l a   i m a g e n   o r i g i n a l . \ n ( 1 ) U t i l i c e   l a   t e c l a   2   ( o   l a   t e c l a   d e   f l e c h a   a r r i b a )   p a r a   h a c e r   q u e   l a   i m a g e n   s u b a ,   l a   t e c l a   4   ( o   l a   t e c l a   d e   f l e c h a   a   l a   i z q u i e r d a )   p a r a   m o v e r   u n a   i m a g e n   h a c i a   l a   i z q u i e r d a ,   l a   t e c l a   6   ( o   l a   t e c l a   d e   f l e c h a   a   l a   d e r e c h a )   p a r a   m o v e r   u n a   i m a g e n   h a c i a   l a   d e r e c h a ,   y   l a   t e c l a   8   ( o   l a   t e c l a   d e   f l e c h a   a b a j o )   p a r a   b a j a r   u n a   i m a g e n . \ n ( 2 ) U t i l i c e   l a   t e c l a   5   p a r a   v e r   l a   i m a g e n   o r i g i n a l   y   l a   i n f o r m a c i  n   d e l   j u e g o . 	 D  p l a c e z   l a   p e t i t e   i m a g e   p o u r   l a   f a i r e   d e v e n i r   l  i m a g e   o r i g i n a l e . \ n ( 1 ) U t i l i s e z   l e   b o u t o n   2   ( o u   l a   f l  c h e   v e r s   l e   h a u t )   p o u r   d  p l a c e r   u n e   i m a g e   v e r s   l e   h a u t ,   l e   b o u t o n   4   ( o u   l a   f l  c h e   v e r s   l a   g a u c h e )   p o u r   d  p l a c e r   l  i m a g e   v e r s   l a   g a u c h e ,   l e   b o u t o n   6   ( o u   l a   f l  c h e   v e r s   l a   d r o i t e )   p o u r   d  p l a c e r   u n e   i m a g e   v e r s   l a   d r o i t e ,   e t   l e   b o u t o n   8   ( o u   l a   f l  c h e   v e r s   l e   b a s )   p o u r   d  p l a c e r   u n e   i m a g e   v e r s   l e   b a s . \ n ( 2 ) U t i l i s e z   l e   b o u t o n   5   p o u r   v o i r   l  i m a g e   o r i g i n a l e   e t   l e s   i n f o r m a t i o n s   d e   j o u a b i l i t  . 	 S c h i e b e n   S i e   d i e   k l e i n e n   B i l d e r   z u m   O r i g i n a l b i l d   z u s a m m e n . \ n ( 1 ) M i t   T a s t e   2   ( o d e r   N a c h - o b e n - T a s t e )   e i n   B i l d   n a c h   o b e n   s c h i e b e n ,   m i t   T a s t e   4   ( o d e r   L i n k s - P f e i l t a s t e )   e i n   B i l d   n a c h   l i n k s   s c h i e b e n ,   m i t   T a s t e   6   ( o d e r   R e c h t s - P f e i l t a s t e )   e i n   B i l d   n a c h   r e c h t s   s c h i e b e n   u n d   m i t   T a s t e   8   ( o d e r   N a c h - u n t e n - T a s t e )   e i n   B i l d   n a c h   u n t e n   s c h i e b e n . \ n ( 2 ) M i t   T a s t e   5   ( o d e r   M i t t e - T a s t e ,   f a l l s   v o r h a n d e n )   d a s   O r i g i n a l b i l d   u n d   d i e   S p i e l a n l e i t u n g   a n z e i g e n . 	 S p o s t a r e   l e   p i c c o l e   i m m a g i n i   p e r   f o r m a r e   l ' i m m a g i n e   o r i g i n a l e . \ n ( 1 ) u s a r e   i l   t a s t o   2   p e r   f a r   c r e s c e r e   l ' i m m a g i n e   i n   a l t o ,   i l   4   p e r   s p o s t a r e   u n ' i m m a g i n e   a   s i n i s t r a ,   i l   6   p e r   s p o s t a r e   u n ' i m m a g i n e   v e r s o   d e s t r a ,   e   l ' 8   p e r   f a r l a   a n d a r e   i n   b a s s o . \ n ( 2 ) p r e m e r e   5   p 	 S p o s t a r e   l  i m m a g i n e   p i c c o l a   p e r   f a r l a   d i v e n t a r e   l  o r i g i n a l e . \ n ( 1 ) U s a r e   i l   t a s t o   2   ( o   l a   f r e c c i a   i n   a l t o )   p e r   m a n d a r e   l  i m m a g i n e   i n   a l t o ,   i l   t a s t o   4   ( o   l a   f r e c c i a   a   s i n i s t r a )   p e r   s p o s t a r e   l  i m m a g i n e   a   s i n i s t r a ,   i l   t a s t o   6   ( o   l a   f r e c c i a   a   d e s t r a )   p e r   s p o s t a r e   l  i m m a g i n e   a   d e s t r a   e   i l   t a s t o   8   ( o   l a   f r e c c i a   i n   b a s s o )   p e r   s p o s t a r e   l  i m m a g i n e   i n   b a s s o . \ n ( 2 ) U s a r e   i l   t a s t o   5   p e r   v e d e r e   l  i m m a g i n e   o r i g i n a l e   e   l e   i n f o r m a z i o n i   s u l   g i o c o . 	 -1C  'D5H1  'D5:J1)  -*I  *5(-  EC'F  'D5H1)  'D#5DJ). \ n ( 1 )   '3*./E  EA*'-  2   ( #H  EA*'-  'D3GE  'D9DHJ)   D*-1JC  'D5H1)  D#9DI  H'3*./E  EA*'-  4   ( #H  EA*'-  'D3GE  'D#J31)   D*-1JC  'D5H1)  DDJ3'1  H'3*./E  EA*'-  6   ( #H  EA*'-  'D3GE  'D#JEF)   D*-1JC  'D5H1)  DDJEJF  H'3*./E  EA*'-  8   ( #H  EA*'-  'D3GE  'D3ADJ)   D*-1JC  'D5H1)  D#3AD. \ n ( 2 )   '3*./E  EA*'-  5   D1$J)  'D5H1)  'D#5DJ)  HE9DHE'*  EE'13)  'DD9(). 	 M o v a   a s   i m a g e n s   p e q u e n a s   p a r a   f o r m a r   a   i m a g e m   o r i g i n a l . \ n ( 1 ) U t i l i z e   a   t e c l a   2 ( o u   t e c l a   d e   s e t a   p a r a   c i m a )   p a r a   q u e   a   i m a g e m   v    p a r a   c i m a ,   t e c l a   4 ( o u   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a )   p a r a   q u e   a   i m a g e m   v    p a r a   a   e s q u e r d a ,   t e c l a   6 ( o u   t e c l a   d e   s e t a   p a r a   a   d i r e i t a )   p a r a   q u e   a   i m a g e m   v    p a r a   a   d i r e i t a   e   t e c l a   8 ( o u   t e c l a   d e   s e t a   p a r a   b a i x o )   p a r a   q u e   a   i m a g e m   v    p a r a   b a i x o . \ n ( 2 ) U t i l i z e   a   t e c l a   5   p a r a   v e r   a   i m a g e m   o r i g i n a l   e   i n f o r m a   o   s o b r e   o   j o g o . 	 O r i j i n a l   r e s m i   e l d e   e t m e k   i  i n   k    k   r e s i m l e r i   h a r e k e t   e t t i r i n . \ n ( 1 ) R e s m i   y u k a r 1  h a r e k e t   e t t i r m e k   i  i n   2   t u _u n u ( y a   d a    s t   o k   t u _u n u ) ,   r e s m i   s o l a   d o r u   h a r e k e t   e t t i r m e k   i  i n   4   t u _u n u   ( y a   d a   s o l   o k   t u _u n u ) ,   r e s m i   s a a   d o r u   h a r e k e t   e t t i r m e k   i  i n   6   t u _u n u   ( y a   d a   s a   o k   t u _u n u )   v e   r e s m i   a _a 1y a   d o r u   h a r e k e t   e t t i r m e k   i  i n   8   t u _u n u   ( y a   d a   a l t   o k   t u _u n u )   k u l l a n 1n . \ n ( 2 ) O r i j i n a l   r e s m i   v e   o y u n   b i l g i l e r i n i   g  r m e k   i  i n   5   t u _u n a   b a s 1n . 	 D i   c h u y n   c  c   n h   n h     t o   t h  n h   n h   g c . \ n ( 1 ) D  n g   p h  m   2   ( h o c   p h  m   m ii   t  n   l  n )     c h u y n   n h   l  n ,   p h  m   4   ( h o c   p h  m   m ii   t  n   t r  i )     c h u y n   n h   s a n g   t r  i ,   p h  m   6   ( h o c   p h  m   m ii   t  n   p h i )     c h u y n   n h   s a n g   p h i ,   v    p h  m   8   ( h o c   p h  m   m ii   t  n   x u n g )     c h u y n   n h   x u n g . \ n ( 2 ) B m   p h  m   5     x e m   n h   g c   v    t h  n g   t i n   v   t r    c h i . 	 P i n d a h k a n   g a m b a r   k e c i l   a g a r   m e n j a d i   g a m b a r   a s l i . \ n ( 1 ) G u n a k a n   t o m b o l   2 ( a t a u   p a n a h   a t a s )   u n t u k   m e n g g e s e r   g a m b a r   k e a t a s ,   t o m b o l   4 ( a t a u   t o m b o l   p a n a h   k i r i )   u n t u k   m e n g g e s e r   g a m b a r   k e k i r i ,   t o m b o l   6 ( a t a u   t o m b o l   p a n a h   k a n a n )   u n t u k   m e n g g e s e r   g a m b a r   k e k a n a n ,   d a n   t o m b o l   8 ( a t a u   t o m b o l   b a w a h )   u n t u k   m e n g g e s e r   g a m b a r   k e b a w a h . \ n ( 2 ) G u n a k a n   t o m b o l   5   u n t u k   m e l i h a t   g a m b a r   a s l i   d a n   i n f o r m a s i   j a l a n n y a   p e r m a i n a n . 	 A l i h k a n   g a m b a r - g a m b a r   k e c i l   s u p a y a   m e n j a d i   i m e j   a s a l n y a . \ n ( 1 ) G u n a k a n   k e k u n c i   2 ( a t a u   a n a k   p a n a h   a t a s )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   a t a s ,   k e k u n c i   4 ( a t a u   a n a k   p a n a h   k i r i )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   k i r i ,   k e k u n c i   6 ( a t a u   a n a k   p a n a h   k a n a n )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   k a n a n ,   d a n   k e k u n c i   8 ( a t a u   a n a k   p a n a h   b a w a h )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   b a w a h . \ n ( 2 ) G u n a k a n   k e k u n c i   5   u n t u k   m e l i h a t   i m e j   a s a l   d a n   m a k l u m a t   m e m a i n   p e r m a i n a n . 	 	K		G	  	?	$	M	0	K		  	K	  .	B	2	  	.	G		  ,	(	>	(	G	  	G	  2	?		  	2	>			d	  \ n ( 1 )   	?	$	M	0	  	K	  
	*	0	  	0	(	G	  	G	  2	?		  	A			@	  2   ( /	>	  	*	  	0	K	  	A			@	)   	>	  	8	M	$	G	.	>	2	  	0	G		,   ,	>			  	0	(	G	  	G	  2	?		  	A			@	  4   ( /	>	  2	G	+	M		  	0	K	) ,   &	>			  	0	(	G	   	G	  2	?		  	A			@	  6   ( /	>	  0	>			  	0	K	)   	0	  (	@		G	  	0	(	G	  	G	  2	?		  	@	  8   ( !	>			(	  	0	K	)   	>	  	8	M	$	G	.	>	2	  	0	G		. \ n ( 2 ) .	B	2	  	.	G		  	0	  	G	2	  	G	  &	L	0	>	(	  8	M	%	?	$	?	  &	G		(	G	  	G	  2	?		  	A			@	  5   	>	  	8	M	$	G	.	>	2	  	0	G		.  	 F l y t   d e   s m    b i l l e d e r   f o r   a t   g  r e   d e t   t i l   o r i g i n a l e n . \ n ( 1 ) B r u g   2   e l l e r   ( p i l   o p )   f o r   a t   f l y t t e   b i l l e d e t   o p ,   4   ( e l l e r   v e n s t r e   p i l )   f o r   a t   f l y t t e   d e t   m o d   v e n s t r e ,   6   ( e l l e r   h  j r e   p i l )   f o r   a t   f l y t t e   d e t   m o d   h  j r e ,   o g   8   ( e l l e r   p i l   n e d )   f o r   a t   f l y t t e   d e t   n e d . \ n ( 2 ) B r u g   5   f o r   a t   s e   d e t   o r i g i n a l e   b i l l e d e   o g   g a m e p l a y   i n f o r m a t i o n . 	 P Ye s o u v e j t e   o b r  z k y   t a k ,   a ~  z  s k  t e   p ov o d n    o b r a z . \ n ( 1 ) K l  v e s o u   2   ( 
i   ai p k o u   n a h o r u )   p o h n e t e   o b r  z k e m   v z h or u ,   k l  v e s o u   4   ( 
i   ai p k o u   v l e v o )   p o h n e t e   o b r  z k e m   d o l e v a ,   k l  v e s o u   6   ( 
i   ai p k o u   d o p r a v a )   p o h n e t e   o b r  z k e m   d o p r a v a ,   a   k l  v e s o u   8   ( n e b o   ai p k o u   d o l o)     p 	 P r z e s u w a j   o b r a z k i   t a k ,   a b y   p o w s t a B  z   n i c h   o r y g i n a l y   o b r a z . \ n ( 1 ) U |y j   k l a w i s z a   2 ( l u b   k l a w i s z   g  r n e j   s t r z a Bk i ) ,   a b y   s k i e r o w a   w   g  r   o b r a z e k ,   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i )   a b y   o b r a z e k   k i e r o w a B  s i   w   l e w   s t r o n ,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i ) ,   a b y   o b r a z e k   k i e r o w a B  s i   w   p r a w   s t r o n   o r a z   k l a w i s z   8 ( l u b   k l a w i s z   d o l n e j   s t r z a Bk i ) ,   a b y   o b r a z e k   s k i e r o w a B  s i   w   d  B. \ n ( 2 ) U |y j   k l a w i s z   5   a b y   o b e j r z e   o r y g i n a l n y   o b r a z e k   o r a z   i n f o r m a c j e   o   u r u c h o m i e n i u   g r y . 	 M o z g a s s a    g y   a   k i s   k  p e k e t ,   h o g y   a z o k   a z   e r e d e t i t   a d j  k   k i . \ n ( 1 ) E g y   e l e m   f e l f e l    m o z g a t  s  h o z   h a s z n  l j a   a   2 - e s   g o m b o t   ( v a g y   a   f e l f e l    n y i l a t ) ,   b a l r a   m o z g a t  s  h o z   a   4 - e s t   ( v a g y   a   b a l r a   n y i l a t ) ,   j o b b r a   m o z g a t  s  h o z   a   6 - o s t   ( v a g y   a   j o b b r a   n y i l a t ) ,   l e f e l    m o z g a t  s  h o z   p e d i g   a   8 - a s t   ( v a g y   a   l e f e l    n y i l a t ) . \ n ( 2 ) A z   5 -  s   g o m b b a l   a z   e r e d e t i   k  p    s   a   j  t  k i n f o .   h  v h a t  k   e l Q. 	 S i i r r    p i e n i    k u v i a   p a l a u t t a a k s e s i   a l k u p e r  i s e n   k u v a n . \ n   1 .   K  y t    n  p p  i n t    2   ( t a i   y l  n u o l i n  p p  i n t  )   s i i r t   k s e s i   k u v a a   y l  s p  i n ,   n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   k u v a a   v a s e m m a l l e ,   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   s i t    o i k e a l l e   j a   n  p p  i n t    8   ( t a i   a l a n u o l i n  p p  i n t  )   s i i r t   k s e s i   s i t    a l a s p  i n . \ n   2 .   K  y t    n  p p  i n t    5   n  h d  k s e s i   a l k u p e r  i s e n   k u v a n   j a   p e l i t i e d o t . 	 F l y t t   d e   s m    b i l d e n e   f o r      l a g e   d e t   o p p r i n n e l i g e   b i l d e t . \ n ( 1 ) B r u k   t a s t   2   ( e l l e r   o p p - p i l e n )   f o r      f l y t t e   b i l d e t   o p p o v e r ,   t a s t   4   ( e l l e r   v e n s t r e   p i l t a s t )   f o r      f l y t t e   b i l d e t   t i l   v e n s t r e ,   t a s t   6   ( e l l e r   h  y r e   p i l t a s t )   f o r      f l y t t e   b i l d e t   t i l   h  y r e ,   o g   t a s t   8   ( e l l e r   n e d - p i l e n )   f o r      f l y t t e   b i l d e t   n e d o v e r . \ n ( 2 ) B r u k   t a s t   5   f o r      s e   d e t   o p p r i n n e l i g e   b i l d e t   o g   s p i l l i n f o r m a s j o n . 	 P r e s  v a j t e   o b r  z k y   t a k ,   a b y   s t e   z  s k a l i   p  v o d n    o b r a z .   \ n ( 1 )   T l a 
i d l o m   2   ( l e b o   a p k o u   h o r e )   p o h n e t e   o b r  z k o m   h o r e .   T l a 
i d l o m   4   ( l e b o   a p k o u   v >a v o )   p o h n e t e   o b r  z k o m   v >a v o .   T l a 
i d l o m   6   ( l e b o   a p k o u   v p r a v o )   p o h n e t e   o b r  z k o m   v p r a v o .   T l a 
i d l o m   8   ( l e b o   a p k o u   d o l u )   p o h n e t e   o b r  z k o m   d o l e . 	 V e r p l a a t s   d e   k l e i n e   p l a a t j e s   z o d a t   h e t   o o r s p r o n k e l i j k e   b e e l d   o n t s t a a t . \ n ( 1 ) D r u k   o p   2   ( o f   p i j l t j e   o m h o o g )   o m   e e n   p l a a t j e   n a a r   b o v e n   t e   s c h u i v e n ,   o p   4   ( o f   p i j l t j e   n a a r   l i n k s )   o m   h e t   n a a r   l i n k s   t e   s c h u i v e n ,   o p   6   ( o f   p i j l t j e   n a a r   r e c h t s )   o m   h e t   n a a r   r e c h t s   t e   s c h u i v e n   e n   o p   8   ( o f   p i j l t j e   o m l a a g )   o m   h e t   n a a r   b e n e d e n   t e   s c h u i v e n . \ n ( 2 )   D r u k   o p   5   o m   h e t   o o r s p r o n k e l i j k e   b e e l d   e n   i n f o r m a t i e   o v e r   h e t   s p e l   t e   t o n e n .   	 F l y t t a   p    d e   s m    b i l d e r n a   f  r   a t t   s k a p a   o r i g i n a l b i l d e n . \ n ( 1 ) A n v  n d   2 ( e l l e r   u p p i l e n )   f  r   a t t   f l y t t a   b i l d e n   u p p  t ,   4   ( e l l e r   v  n s t e r p i l )   f  r   a t t   f l y t t a   b i l d e n   t i l l   v  n s t e r ,     6   ( e l l e r   h  g e r p i l )   f  r   a t t   f l y t t a   b i l d e n   t i l l   h  g e r   o c h     8   ( e l l e r   n e r p i l )   f  r   a t t   f l y t t a   b i l d e n   n e r  t . \ n ( 2 ) T r y c k   p    5   f  r   a t t   v i s a   o r i g i n a l b i l d e n   o c h   i n f o r m a t i o n   o m   s p e l e t . 	 P o m i 
i t e   s l i 
i c e   t a k o   d a   p o s t a n u   i z v o r n a   s l i k a . \ n ( 1 ) d o t a k n i t e   m a l u   s l i k u   u   c r n o m   o k v i r u   k a k o   b i s t e   j e   p o m a k n u l i   p r e m a   p r a z n o m e   b l o k u . 	 M u t a ci   i m a g i n i l e   m i c i   p e n t r u   a   r e c o n s t i t u i   i m a g i n e a   o r i g i n a l . \ n ( 1 ) U t i l i z a ci   t a s t a   2   ( s a u   t a s t a   s g e a t   s u s )   p e n t r u   d e p l a s a r e a   u n e i   i m a g i n i    n   s u s ,   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   d e p l a s a r e   l a   s t  n g a ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   d e p l a s a r e   l a   d r e a p t a   _i   t a s t a   8   ( s a u   t a s t a   s g e a t   j o s )   p e n t r u   d e p l a s a r e    n   j o s . \ n ( 2 ) U t i l i z a ci   t a s t a   5   p e n t r u   a   v i z u a l i z a   i m a g i n e a   o r i g i n a l   _i   i n f o r m a ci i l e   d e s p r e   j o c . 	 P r e m a k n i   m a l e   s l i k e   d a   u s t v a r i a  o r i g i n a l n o   s l i k o . \ n ( 1 ) U p o r a b i   t i p k o   2 ( a l i   t i p k o   z g o r n j a - p u a
i c a )   z a   p r e m i k a n j e   s l i k e   n a v z g o r ,   t i p k o   4 ( a l i   t i p k o   l e v a - p u a
i c a )   z a   p r e m i k a n j e   s l i k e   v   l e v o ,   t i p k o   6 ( a l i   t i p k o   d e s n a - p u a
i c a )   z a   p r e m i k a n j e   s l i k e   v   d e s n o ,   i n   t i p k o   8 ( a l i   t i p k o   s p o d n j a - p u a
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.   	     ,           .   \ n ( 1 )   2     (     )           ,     4   (     )               6   (     )         8   (     )           .   \ n ( 2 )     5   ,                 . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 S k u i f   d i e   k l e i n   p r e n t j i e s   o m   d i e   o o r s p r o n k l i k e   a f b e e l d i n g   t e   v o r m . \ n ( 1 ) G e b r u i k   t o e t s   2   ( o f   p y l t j i e t o e t s   n a   b o )   o m   ' n   p r e n t   o p   t e   s k u i f ,   t o e t s   4   ( o f   p y l t j i e t o e t s   n a   l i n k s )   o m   ' n   p r e n t   l i n k s   t e   s k u i f ,   t o e t s   6   ( o f   p y l t j i e t o e t s   n a   r e g s )   o m   ' n   p r e n t   r e g s   t e   s k u i f   e n   t o e t s   8   ( o f   p y l t j i e t o e t s   n a   o n d e r )   o m   ' n   p r e n t   a f   t e   s k u i f . \ n ( 2 ) D r u k   t o e t s   5   o m   d i e   o o r s p r o n k l i k e   a f b e e l d i n g   e n   d i e   s p e l e t j i e - i n l i g t i n g   t e   s i e n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . \ n ( 2 ) U s e   k e y   5   t o   s e e   t h e   o r i g i n a l   i m a g e   a n d   t h e   g a m e p l a y   i n f o r m a t i o n . 	 	 	 	 			  												  								  						  			  									  		  					\ n ( 1 ) 							  													  						  		  2 ,   							  								  						  		  4 ,   							  							  						  		  6   			  							  												  						  		  8   							  				\ n 			  										  					  			  								  							  				  			  					  		  		  5   							 	 	 	 	 	 	 	 M o v a   a s   p e q u e n a s   i m a g e n s   p a r a   q u e   s e   t o r n e m   a   i m a g e m   o r i g i n a l . \ n ( 1 ) U s e   a   t e c l a   2   p a r a   f a z e r   a   i m a g e m   s u b i r ,   a   t e c l a   4   p a r a   f a z e r   u m a   i m a g e m   i r   p a r a   a   e s q u e r d a ,   a   t e c l a   6   p a r a   f a z e r   a   i m a g e m   i r   p a r a   a   d i r e i t a   e   a   t e c l a   8   p a r a   f a z e r   u m a   i m a g e m   d e s c e r . \ n ( 2 ) P r e s s i o n e   a   t e c l a   5   p a r a   v e r   a   i m a g e m   o r i g i n a l   e   a s   i n f o r m a   e s   d o   j o g o . 
 
 S T R _ I D _ G X _ P U Z Z L E _ H E L P _ D E S C R I P T I O N _ T P 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N _ P A N E L 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n T o u c h   t h e   s m a l l   p i c t u r e s   a r o u n d   t h e   b l a n k   b l o c k   t o   m a k e   i t   m o v e   t o w a r d s   t h e   b l a n k   b l o c k . 	 yR\JXvbWO[b`_b\W
NvWW0\ n xzz}vWHh
N0N0]0SVPeTvWHhOvQ_zz}vWHheTyR0	 yR\WWvbVO[b`
Yb\V
NvVb_0\ n 扰xzz}vVHh
N0N0]0SV*NeTvVHhOvQ_zz}vVHheTyR0	 3 2@%G!21@#5"@7H-3C+I%2"@G 25H9I-\ n A0 2@%G#-F  5H'H2@7H-"I2"D"1
H-'H2	 M u e v a   l a s   i m  g e n e s   p e q u e  a s   p a r a   c r e a r   l a   i m a g e n   o r i g i n a l . \ n T o q u e   l a s   i m  g e n e s   p e q u e  a   a l r e d e d o r   d e l   b l o q u e   v a c  o   p a r a   m o v e r l a   h a c i a   e l   b l o q u e   v a c  o . 	 D  p l a c e z   l a   p e t i t e   i m a g e   p o u r   l a   f a i r e   d e v e n i r   l  i m a g e   o r i g i n a l e . \ n T o u c h e z   l e s   p e t i t e s   i m a g e s   a u t o u r   d u   b l o c   v i d e   p o u r   l a   d  p l a c e r   v e r s   l e   b l o c   v i d e . 	 S c h i e b e n   S i e   d i e   k l e i n e n   B i l d e r   z u m   O r i g i n a l b i l d   z u s a m m e n . \ n B e r  h r e n   S i e   d i e   k l e i n e n   B i l d   u m   d e n   l e e r e n   B l o c k ,   d a m i t   s i e   s i c h   z u m   l e e r e n   B l o c k   h i n   b e w e g e n . 	 !>AB02LB5  8AE>4=>5  87>1@065=85,   ?5@5<5I0O  D@03<5=BK. \ n >A=8B5AL  D@03<5=B0,   @0A?>;>65==>3>  @O4><  A  ?CAB>9  :;5B:>9     D@03<5=B  ?5@5<5AB8BAO  =0  =55. 	 S p o s t a r e   l  i m m a g i n e   p i c c o l a   p e r   f a r l a   d i v e n t a r e   l  o r i g i n a l e . \ n T o c c a r e   l  i m m a g i n e   p i c c o l a   i n t o r n o   a l   b l o c c o   v u o t o   p e r   m u o v e r l a   v e r s o   t a l e   b l o c c o . 	 -1C  'D5H1  'D5:J1)  -*I  *5(-  EC'F  'D5H1)  'D#5DJ). \ n 'DE3  'D5H1  'D5:J1)  'DEH,H/)  -HD  'DC*D)  'DA'1:)  D*,9DG'  **-1C  F-H  'DC*D)  'DA'1:). 	 M o v a   a s   i m a g e n s   p e q u e n a s   p a r a   f o r m a r   a   i m a g e m   o r i g i n a l . \ n T o q u e   n a s   i m a g e n s   p e q u e n a s      v o l t a   d o   b l o c o   v a z i o   p a r a   a s   m o v e r   n e s s a   d i r e c   o . 	 O r i j i n a l   g  r  n t    o l m a s 1  i  i n   k    k   r e s i m l e r i   h a r e k e t   e t t i r i n . \ n B o _  b l o u n   e t r a f 1n d a k i   k    k   r e s m e   d o k u n u n   v e   b o _  b l o a   d o r u   i l e r l e m e s i n i   s a l a y 1n . 	 D i   c h u y n   c  c   n h   n h     t o   t h  n h   n h   g c . \ n C h m   v  o   c  c   n h   n h   q u a n h   k h o n g   t r n g     d i   c h u y n   c h  n g   v   p h  a   k h o n g   t r n g . 	 P i n d a h k a n   g a m b a r   k e c i l   a g a r   m e n j a d i   g a m b a r   s e b e n a r n y a . \ n S e n t u h   g a m b a r   k e c i l   d i   s e k i t a r   r u a n g   k o s o n g   a g a r   b e r g e r a k   k e   a r a h   r u a n g   k o s o n g . 	 A l i h k a n   g a m b a r - g a m b a r   k e c i l   s u p a y a   m e n j a d i   i m e j   a s a l n y a . \ n S e n t u h   g a m b a r - g a m b a r   k e c i l   d i   s e k i t a r   b l o k   k o s o n g   u n t u k   m e n g a l i h k a n n y a   k e   a r a h   b l o k   k o s o n g   t e r s e b u t . 	 	K		G	  	?	$	M	0	K		  	K	  .	B	2	  	.	G		  ,	(	>	(	G	  	G	  2	?		  	2	>			d	\ n 	>	2	@	  ,	M	2	I		  	G	  8	>	%	  8		G	  9	A		  	K		G	  	?	$	M	0	  	K	  8	M	*	0	M	6	  	0	  	G	  		8	G	  		8	  	>	2	@	  ,	M	2	I		  	@	  	0	  2	G	  	>			.  	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) t o u c h   t h e   s m a l l   p i c t u r e   a r o u n d   t h e   b l a n k   b l o c k   t o   m a k e   i t   m o v e   t o w a r d   t o   t h e   b l a n k   b l o c k . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) t o u c h   t h e   s m a l l   p i c t u r e   a r o u n d   t h e   b l a n k   b l o c k   t o   m a k e   i t   m o v e   t o w a r d   t o   t h e   b l a n k   b l o c k . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) t o u c h   t h e   s m a l l   p i c t u r e   a r o u n d   t h e   b l a n k   b l o c k   t o   m a k e   i t   m o v e   t o w a r d   t o   t h e   b l a n k   b l o c k . 	 M o z g a s s a    g y   a   k i s   k  p e k e t ,   h o g y   a z o k   a z   e r e d e t i t   a d j  k   k i . \ n  r i n t s e   m e g   a z    r e s   n  g y z e t   k  r  l   l  v Q  k i s   k  p e k e t ,   h o g y   a z    r e s   h e l y   f e l    m o z o g j o n . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) t o u c h   t h e   s m a l l   p i c t u r e   a r o u n d   t h e   b l a n k   b l o c k   t o   m a k e   i t   m o v e   t o w a r d   t o   t h e   b l a n k   b l o c k . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n ( 1 ) t o u c h   t h e   s m a l l   p i c t u r e   a r o u n d   t h e   b l a n k   b l o c k   t o   m a k e   i t   m o v e   t o w a r d   t o   t h e   b l a n k   b l o c k . 	 P r e s  v a j t e   o b r  z k y   t a k ,   k  m   n e z  s k a t e   p  v o d n    o b r a z .   \ n ( 1 )   D o t k n i t e   s a   o b r  z k u   d o t y k o v  m   p e r o m   v   p r  z d n o m   p o l i   a   o b r  z o k   s a   p r e s u n e . 	 V e r p l a a t s   d e   k l e i n e   p l a a t j e s   z o d a t   h e t   o o r s p r o n k e l i j k e   b e e l d   o n t s t a a t . \ n R a a k   d e   k l e i n e   p l a t a j e s   r o n d o m   h e t   l e g e   b l o k   a a n   o m   z e   n a a r   h e t   l e g e   b l o k   t e   v e r p l a a t s e n .   	 F l y t t a   p    d e   s m    b i l d e r n a   f  r   a t t   s k a p a   o r i g i n a l b i l d e n . \ n ( 1 ) P e k   p    d e   s m    b i l d e r n a   r u n t   d e n   t o m m a   r u t a n   f  r   a t t   f l y t t a   d e m   m o t   d e n   t o m m a   r u t a n . 	 P o m i 
i t e   m a l e   s l i k e   t a k o   d a   p o s t a n u   i z v o r n a   s l i k a . \ n ( 1 ) P o m o u   t i p k e   2   ( i l i   s t r e l i c e   g o r e )   p o m i 
i t e   s l i k u   p r e m a   g o r e ,   t i p k o m   4   ( s t r e l i c o m   l i j e v o ) ,   t i p k o m   6   ( i l i   s t r e l i c o m   u d e s n o )   p o m i 
i t e   s l i k u   u d e s n o ,   i   t i p k o m   8   ( s t r e l i c o m   d o l j e )   p o m i 
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i   l a u k e l /. 	 P r v i e t o j i e t   m a z o s   a t t l u s ,   l a i   s a v k t u   o r i #i n l o   a t t l u . \ n P i e s k a r i e t i e s   m a z a j a m   a t t l a m   p i e   t u k a  l a u k u m a ,   l a i   t a s   v i r z +t o s   u z   t u k ao   l a u k u m u . 	 T e i s a l d a   v  i k s e i d   p i l t e ,   e t   p a n n a   k o k k u   e s i a l g n e   s u u r   p i l t . \ n K o p u t a   v  i k e s t   p i l t i   t  h j a   k l o t s i   j u u r e s ,   e t   p a n n a   s e e   l i i k u m a   t  h j a   k l o t s i   p o o l e . 	 Gaje  xko  zaoeveh]  davk  atbxr{aoav  voah  oaftelx  pata: \ n   Merte  daao  pa~ank  wx{  cv~xr  x  zaoeh]  auv  dezk  daao  pa~an  eraxmelx  pata: 	           .   \ n                     . 	 M u t a ci   i m a g i n i l e   m i c i   p e n t r u   a   l e   t r a n s f o r m a    n   i m a g i n e a   o r i g i n a l . \ n A t i n g e ci   i m a g i n e a   m i c   d i n   j u r u l   b l o c u l u i   g o l   p e n t r u   a   o   d e p l a s a   c t r e   b l o c u l   g o l . 	 
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. 	 K  ,?A!?A  3(  0(M$A  /G*0?  9>  .B3  *M0$?,??A  +G0?8Gd	\ n   6B(M_  ,M3*A  9>A  3(  0?,>  8>6G  6B(M_  ,M3M 0  >0?*>0G  K  ,??  8M*0M6  0(M$Ad		 	 			  												  								  						  			  									  		  					\ n 				  				  				  				  			  			  							  				  					  					  		  					  						  					 	 	 	 	 	 	 	 M o v a   a s   p e q u e n a s   i m a g e n s   p a r a   q u e   s e   t o r n e m   a   i m a g e m   o r i g i n a l . \ n T o q u e   a s   p e q u e n a s   i m a g e n s   e m   t o r n o   d o   b l o c o   v a z i o   p a r a   m o v  - l a s   e m   d i r e   o   a o   b l o c o   v a z i o . 
 
 S T R _ I D _ G X _ P U Z Z L E _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N _ 1 2 8 x 1 6 0 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 yR\JXvbWO[b`_b\W
NvWW0\ n O(u	cu2 ( bT
Nu) SObW
Ny	cu4 ( bT]u) SObW]y	cu8 ( bTNu) SObWNy	cu6 ( bTSu) SObWSy0	 yR\WWvbVO[b`
Yb\V
NvVb_0\ n O(u	c.2 ( bT
N.) SObV
Ny	c.4 ( bT].) SObV]y	c.8 ( bTN.) SObVNy	c.6 ( bTS.) SObVSy0	 3 2@%G!21@#5"@7H-3C+I%2"@G 25H9I-\ n C
I8H!  2   ( +#7-8H!%9(#6I)   @7H-@%7H- 2DI2  C
I8H!  4   ( +#7-8H!%9(#I2")   @7H-@%7H- 2D2I2"    C
I8H!  6   ( +#7-8H!%9(#'2)   @7H-@%7H- 2D2'2  A%0C
I8H!  8   ( +#7-8H!%9(#%)   @7H-@%7H- 2DI2%H2	 M u e v a   l a s   i m  g e n e s   p e q u e  a s   p a r a   c r e a r   l a   i m a g e n   o r i g i n a l . \ n U t i l i c e   l a   t e c l a   2   ( o   l a   t e c l a   d e   f l e c h a   a r r i b a )   p a r a   h a c e r   q u e   l a   i m a g e n   s u b a ,   l a   t e c l a   4   ( o   l a   t e c l a   d e   f l e c h a   a   l a   i z q u i e r d a ) ,   p a r a   m o v e r   l a   i m a g e n   h a c i a   l a   i z q u i e r d a ,   l a   t e c l a   6   ( o   l a   t e c l a   d e   f l e c h a   a   l a   d e r e c h a )   p a r a   m o v e r   l a   i m a g e n   h a c i a   l a   d e r e c h a ,   y   l a   t e c l a   8   ( o   l a   t e c l a   d e   f l e c h a   a b a j o )   h a c e r   q u e   l a   i m a g e n   b a j e 	 D  p l a c e z   l a   p e t i t e   i m a g e   p o u r   l a   f a i r e   d e v e n i r   l  i m a g e   o r i g i n a l e . \ n U t i l i s e z   l e   b o u t o n   2   ( o u   l a   f l  c h e   v e r s   l e   h a u t )   p o u r   d  p l a c e r   u n e   i m a g e   v e r s   l e   h a u t ,   l e   b o u t o n   4   ( o u   l a   f l  c h e   v e r s   l a   g a u c h e )   p o u r   d  p l a c e r   l  i m a g e   v e r s   l a   g a u c h e ,   l e   b o u t o n   6   ( o u   l a   f l  c h e   v e r s   l a   d r o i t e )   p o u r   d  p l a c e r   u n e   i m a g e   v e r s   l a   d r o i t e ,   e t   l e   b o u t o n   8   ( o u   l a   f l  c h e   v e r s   l e   b a s )   p o u r   d  p l a c e r   u n e   i m a g e   v e r s   l e   b a s . 	 S c h i e b e n   S i e   d i e   k l e i n e n   B i l d e r   z u m   O r i g i n a l b i l d   z u s a m m e n . \ n ( 1 ) M i t   T a s t e   2   ( o d e r   N a c h - o b e n - T a s t e )   e i n   B i l d   n a c h   o b e n   s c h i e b e n ,   m i t   T a s t e   4   ( o d e r   L i n k s - P f e i l t a s t e )   e i n   B i l d   n a c h   l i n k s   s c h i e b e n ,   m i t   T a s t e   6   ( o d e r   R e c h t s - P f e i l t a s t e )   e i n   B i l d   n a c h   r e c h t s   s c h i e b e n   u n d   m i t   T a s t e   8   ( o d e r   N a c h - u n t e n - T a s t e )   e i n   B i l d   n a c h   u n t e n   s c h i e b e n . 	 5@5<5I09B5  <0;5=L:85  :0@B8=:8,   GB>1K  A;>68BL  87>1@065=85. \ n A?>;L7C9B5  :;028HC  2   ( 8;8  :;028HC  A>  AB@5;:>9  225@E) ,   GB>1K  ?5@5<5AB8BL  :0@B8=:C  225@E,   :;028HC  4   ( 8;8  :;028HC  A>  AB@5;:>9  2;52>) ,   GB>1K  ?5@5<5AB8BL  :0@B8=:C  2;52>,   :;028HC  6   ( 8;8  :;028HC  A>  AB@	 S p o s t a r e   l  i m m a g i n e   p i c c o l a   p e r   f a r l a   d i v e n t a r e   l  o r i g i n a l e . \ n  U s a r e   i l   t a s t o   2   ( o   l a   f r e c c i a   i n   a l t o )   p e r   m a n d a r e   l  i m m a g i n e   i n   a l t o ,   i l   t a s t o   4   ( o   l a   f r e c c i a   a   s i n i s t r a )   p e r   s p o s t a r e   l  i m m a g i n e   a   s i n i s t r a ,   i l   t a s t o   6   ( o   l a   f r e c c i a   a   d e s t r a )   p e r   s p o s t a r e   l  i m m a g i n e   a   d e s t r a   e   i l   t a s t o   8   ( o   l a   f r e c c i a   i n   b a s s o )   p e r   s p o s t a r e   l  i m m a g i n e   i n   b a s s o . 	 -1C  'D5H1  'D5:J1)  -*I  *5(-  EC'F  'D5H1)  'D#5DJ). \ n '3*./E  EA*'-  2   ( #H  EA*'-  'D3GE  'D9DHJ)   D*-1JC  'D5H1)  D#9DI  H'3*./E  EA*'-  4   ( #H  EA*'-  'D3GE  'D#J31)   D*-1JC  'D5H1)  DDJ3'1  H'3*./E  EA*'-  6   ( #H  EA*'-  'D3GE  'D#JEF)   D*-1JC  'D5H1)  DDJEJF  H'3*./E  EA*'-  8   ( #H  EA*'-  'D3GE  'D3ADJ)   D*-1JC  'D5H1)  D#3AD. 	 M o v a   a s   i m a g e n s   p e q u e n a   p a r a   f o r m a r   a   i m a g e m   o r i g i n a l . \ n ( 1 ) U t i l i z e   a   t e c l a   2 ( o u   t e c l a   d e   s e t a   p a r a   c i m a )   p a r a   q u e   a   i m a g e m   v    p a r a   c i m a ,   t e c l a   4 ( o u   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a )   p a r a   q u e   a   i m a g e m   v    p a r a   a   e s q u e r d a ,   t e c l a   6 ( o u   t e c l a   d e   s e t a   p a r a   a   d i r e i t a )   p a r a   q u e   a   i m a g e m   v    p a r a   a   d i r e i t a   e   t e c l a   8 ( o u   t e c l a   d e   s e t a   p a r a   b a i x o )   p a r a   q u e   a   i m a g e m   v    p a r a   b a i x o . 	 O r i j i n a l   r e s m i   e l d e   e t m e k   i  i n   k    k   r e s i m l e r i   h a r e k e t   e t t i r i n . \ n R e s m i   y u k a r 1  h a r e k e t   e t t i r m e k   i  i n   2   t u _u n u ( y a   d a    s t   o k   t u _u n u ) ,   r e s m i   s o l a   d o r u   h a r e k e t   e t t i r m e k   i  i n   4   t u _u n u   ( y a   d a   s o l   o k   t u _u n u ) ,   r e s m i   s a a   d o r u   h a r e k e t   e t t i r m e k   i  i n   6   t u _u n u   ( y a   d a   s a   o k   t u _u n u )   v e   r e s m i   a _a 1y a   d o r u   h a r e k e t   e t t i r m e k   i  i n   8   t u _u n u   ( y a   d a   a l t   o k   t u _u n u )   k u l l a n 1n . 	 D i   c h u y n   c  c   n h   n h     t o   t h  n h   n h   g c . \ n D  n g   p h  m   2   ( h o c   p h  m   m ii   t  n   l  n )     c h u y n   n h   l  n ,   p h  m   4   ( h o c   p h  m   m ii   t  n   t r  i )     c h u y n   n h   s a n g   t r  i ,   p h  m   6   ( h o c   p h  m   m ii   t  n   p h i )     c h u y n   n h   s a n g   p h i ,   v    p h  m   8   ( h o c   p h  m   m ii   t  n   x u n g )     c h u y n   n h   x u n g . 	 P i n d a h k a n   g a m b a r   k e c i l   a g a r   m e n j a d i   g a m b a r   a s l i . \ n ( 1 ) G u n a k a n   t o m b o l   2 ( a t a u   p a n a h   a t a s )   u n t u k   m e n g g e s e r   g a m b a r   k e a t a s ,   t o m b o l   4 ( a t a u   t o m b o l   p a n a h   k i r i )   u n t u k   m e n g g e s e r   g a m b a r   k e k i r i ,   t o m b o l   6 ( a t a u   t o m b o l   p a n a h   k a n a n )   u n t u k   m e n g g e s e r   g a m b a r   k e k a n a n ,   d a n   t o m b o l   8 ( a t a u   t o m b o l   b a w a h )   u n t u k   m e n g g e s e r   g a m b a r   k e b a w a h . \ n 	 A l i h k a n   g a m b a r - g a m b a r   k e c i l   s u p a y a   m e n j a d i   i m e j   a s a l n y a . \ n ( 1 ) G u n a k a n   k e k u n c i   2 ( a t a u   a n a k   p a n a h   a t a s )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   a t a s ,   k e k u n c i   4 ( a t a u   a n a k   p a n a h   k i r i )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   k i r i ,   k e k u n c i   6 ( a t a u   a n a k   p a n a h   k a n a n )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   k a n a n ,   d a n   k e k u n c i   8 ( a t a u   a n a k   p a n a h   b a w a h )   u n t u k   m e n g a l i h k a n   g a m b a r   k e   b a w a h . . 	 	K		G	  	?	$	M	0	K		  	K	  .	B	2	  	.	G		  ,	(	>	(	G	  	G	  2	?		  	2	>			d	  \ n ( 1 )   	?	$	M	0	  	K	  
	*	0	  	0	(	G	  	G	  2	?		  	A			@	  2   ( /	>	  	*	  	0	K	  	A			@	)   	>	  	8	M	$	G	.	>	2	  	0	G		,   ,	>			  	0	(	G	  	G	  2	?		  	A			@	  4   ( /	>	  2	G	+	M		  	0	K	) ,   &	>			  	0	(	G	   	G	  2	?		  	A			@	  6   ( /	>	  0	>			  	0	K	)   	0	  (	@		G	  	0	(	G	  	G	  2	?		  	@	  8   ( !	>			(	  	0	K	)   	>	  	8	M	$	G	.	>	2	  	0	G		.   S T R _ I D _ G X _ V S M J _ H E L P _ D E S C R I P T I O N   G A M E   U N L I M   H E L P _ D E S C R I P T I O N   T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e .   G e t   5   s e t s   o f   l i n k s   ( e . g .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e . g .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e . g .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k 	 F l y t   d e   s m    b i l l e d e r     f o r   a t   g  r e   d e t   t i l   o r i g i n a l e n . \ n ( 1 ) B r u g   2   e l l e r   ( p i l   o p )   f o r   a t   f l y t t e   b i l l e d e t   o p ,   4   ( e l l e r   v e n s t r e   p i l )   f o r   a t   f l y t t e   d e t   m o d   v e n s t r e ,   6   ( e l l e r   h  j r e   p i l )   f o r   a t   f l y t t e   d e t   m o d   h  j r e ,   o g   8   ( e l l e r   p i l   n e d )   f o r   a t   f l y t t e   d e t   n e d . 	 P Ye s o u v e j t e   o b r  z k y   t a k ,   a ~  z  s k  t e   p ov o d n    o b r a z . \ n ( 1 ) K l  v e s o u   2   ( 
i   ai p k o u   n a h o r u )   p o h n e t e   o b r  z k e m   v z h or u ,   k l  v e s o u   4   ( 
i   ai p k o u   v l e v o )   p o h n e t e   o b r  z k e m   d o l e v a ,   k l  v e s o u   6   ( 
i   ai p k o u   d o p r a v a )   p o h n e t e   o b r  z k e m   d o p r a v a ,   a   k l  v e s o u   8   ( n e b o   ai p k o u   d o l o)     p 	 P r z e s u w a j   o b r a z k i   t a k ,   a b y   p o w s t a B  z   n i c h   o r y g i n a l y   o b r a z . \ n ( 1 ) U |y j   k l a w i s z a   2 ( l u b   k l a w i s z   g  r n e j   s t r z a Bk i ) ,   a b y   s k i e r o w a   w   g  r   o b r a z e k ,   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i )   a b y   o b r a z e k   k i e r o w a B  s i   w   l e w   s t r o n ,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i ) ,   a b y   o b r a z e k   k i e r o w a B  s i e   w   p r a w a   s t r o n   o r a z   k l a w i s z   8 ( l u b   k l a w i s z   d o l n e j   s t r z a Bk i ) ,   a b y   o b r a z e k   s k i e r o w a B  s i   w   d  B. 	 M o z g a s s a    g y   a   k i s   k  p e k e t ,   h o g y   a z o k   a z   e r e d e t i t   a d j  k   k i . \ n E g y   e l e m   f e l f e l    m o z g a t  s  h o z   h a s z n  l j a   a   2 - e s   g o m b o t   ( v a g y   a   f e l f e l    n y i l a t ) ,   b a l r a   m o z g a t  s  h o z   a   4 - e s t   ( v a g y   a   b a l r a   n y i l a t ) ,   j o b b r a   m o z g a t  s  h o z   a   6 - o s t   ( v a g y   a   j o b b r a   n y i l a t ) ,   l e f e l    m o z g a t  s  h o z   p e d i g   a   8 - a s t   ( v a g y   a   l e f e l    n y i l a t ) . 	 S i i r r    p i e n i    k u v i a   p a l a u t t a a k s e s i   a l k u p e r  i s e n   k u v a n . \ n   1 .   K  y t    n  p p  i n t    2   ( t a i   y l  n u o l i n  p p  i n t  )   s i i r t   k s e s i   k u v a a   y l  s p  i n ,   n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   k u v a a   v a s e m m a l l e ,   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   s i t    o i k e a l l e   j a   n  p p  i n t    8   ( t a i   a l a n u o l i n  p p  i n t  )   s i i r t   k s e s i   s i t    a l a s p  i n . 	 F l y t t   d e   s m    b i l d e n e   f o r      l a g e   d e t   o p p r i n n e l i g e   b i l d e t . \ n ( 1 ) B r u k   t a s t   2 ( e l l e r   o p p - p i l e n )   f o r      f l y t t e   b i l d e t   o p p o v e r ,   t a s t   4   ( e l l e r   v e n s t r e   p i l t a s t )   f o r      f l y t t e   b i l d e t   t i l   v e n s t r e ,   t a s t   6   ( e l l e r   h  y r e   p i l t a s t )   f o r      f l y t t e   b i l d e t   t i l   h  y r e ,   o g   t a s t   8   ( e l l e r   n e d - p i l e n )   f o r      f l y t t e   b i l d e t   n e d o v e r . 	 P r e s  v a j t e   o b r  z k y   t a k ,   k  m   n e z  s k a t e   p  v o d n    o b r a z .   \ n ( 1 )   T l a 
i d l o m   2   ( l e b o   a p k o u   h o r e )   p o h n e t e   o b r  z k o m   h o r e .   T l a 
i d l o m   4   ( l e b o   a p k o u   v >a v o )   p o h n e t e   o b r  z k o m   v >a v o .   T l a 
i d l o m   6   ( l e b o   a p k o u   v p r a v o )   p o h n e t e   o b r  z k o m   v p r a v o .   T l a 
i d l o m   8   ( l e b o   a p k o u   d o l u )   p o h n e t e   o b r  z k o m   d o l e . 	 V e r p l a a t s   d e   k l e i n e   p l a a t j e s   z o d a t   h e t   o o r s p r o n k e l i j k e   b e e l d   o n t s t a a t . \ n D r u k   o p   2   ( o f   p i j l t j e   o m h o o g )   o m   e e n   p l a a t j e   n a a r   b o v e n   t e   s c h u i v e n ,   o p   4   ( o f   p i j l t j e   n a a r   l i n k s )   o m   h e t   n a a r   l i n k s   t e   s c h u i v e n ,   o p   6   ( o f   p i j l t j e   n a a r   r e c h t s )   o m   h e t   n a a r   r e c h t s   t e   s c h u i v e n   e n   o p   8   ( o f   p i j l t j e   o m l a a g )   o m   h e t   n a a r   b e n e d e n   t e   s c h u i v e n .   	 K a s t a   o m   p u s s e l b i t a r n a   f  r   a t t   p u s s l a   i h o p   o r i g i n a l b i l d e n .   \ n ( 1 ) A n v  n d   t a n g e n t   2 ( e l l e r   u p p p i l e n )   f  r   a t t   f l y t t a   b i l d e n   u p p  t ,   t a n g e n t   4 ( e l l e r   v  n s t e r p i l e n )   f  r   a t t   f l y t t a   b i l d e n   t i l l   v  n s t e r ,   t a n g e n t   6 ( e l l e r   h  g e r p i l e n )   f  r   a t t   f l y t t a   b i l d e n   t i l l   h  g e r ,   o c h   t a n g e n t   8 ( e l l e r   n e r p i l e n )   f  r   a t t   f l y t t a   b i l d e n   n e r  t . 	 P o m i 
i t e   s l i 
i c e   t a k o   d a   p o s t a n u   i z v o r n a   s l i k a . \ n ( 1 )   T i p k o m   2   ( i l i   s t r e l i c a   g o r e )   p o m i 
i t e   s l i 
i c u   p r e m a   g o r e   t i p k o m   4   ( i l i   s t r e l i c o m   l i j e v o )   p o m i 
i t e   s l i 
i c u   u l i j e v o ,   t i p k o m   6   ( i l i   s t r e l i c o m   d e s n o )   p o m i 
i t e   s l i 
i c u   u d e s n o ,   t i p k o m   8   ( i l i   s t r e l i c o m   d o l j e )   p o m i 
i t e   s l i 
i c u   d o l j e .   	 M u t a ci   i m a g i n i l e   m i c i   p e n t r u   a   r e c o n s t i t u i   i m a g i n e a   o r i g i n a l . \ n U t i l i z a ci   t a s t a   2   ( s a u   t a s t a   s g e a t   s u s )   p e n t r u   a   m u t a   i m a g i n e a    n   s u s ,   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   a   m u t a   i m a g i n e a   l a   s t  n g a ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   a   m u t a   i m a g i n e a   l a   d r e a p t a   _i   t a s t a   8   ( s a u   t a s t a   s g e a t   j o s )   p e n t r u   a   m u t a   i m a g i n e a    n   j o s . 	 P r e m a k n i   M a j h n e   S l i k e   D a   J o h   N a r e d i a  D a   P o s t a n e j o   O r i 	                         . \ n   ( 1 )         2   (           )               ,       4   (             )                 ,       6   (             )                 ,         8   (                 )                   . 	               . \ n ( 1 )   2       ,     4           ,     6           ,     8           . 	 @5<5AB8  <0;:8B5  :0@B8=:8,   70  40  AB0=0B  2  >@83. 	 .	B	3	  *	M	0	$	?	.	>	  $	/	>	0	  	0	#	M	/	>	8	>	 	@	  	K		@	  	>	/	>		?	$	M	0	G	  9	2	5	>		 ('  ,'(,'  C1/F  9C3G'I  CHC  9C3  '5DI  1'  (/3*  (J'H1J/. / n '2  CDJ/  2   ( J'  CDJ/  ~JC'F/'1  ('D')   (1'I  ('D'(1/F  9C3  CDJ/  4   ( J'  CDJ/  ~JC'F/'1  ~)   (1'I  ~  (1/F  9C3  CDJ/  6   ( J'  CDJ/  ~JC'F/'1  1'3*)   (1'I  1'3*  (1/F  9C3  H  CDJ/  8   ( CDJ/  ~JC'F/'1  ~'JJF)   (1'I  ~'JJF  (1/F  9C3  '3*A'/G  CFJ/. 	 *E'E  'FyH  H  ~D  y'H1  3  /H31  y'H1  ~1  EF*BD  ,&\ 1 n   Hy  'FyH  H(  'FyH  ~1  1F''. \ 2 n     FE(1  2 4 6 8 'FyH  H  EF*BD  1F    D  '3*9E'D  ,&  . 	             . \ n ( 1 )             2   (   -   ) ,                 4   (     -   ) ,                 6   (     -   ) ,             8   (     -   )   . 	 			  											  			  			  				  				  					  				  					\ n ( 	)   	  		  ( 		  					  			  		)   							  			  									  				  				  			,   	  		  (   		  			  			  		) 							  			  									  			  				  				  			,       									  			  				  				  			  	  		  				( 		  			  			  		)   			  					  				  				  			  	  		  ( 		  					  			  		)   							  					 
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 i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 S k u i f   d i e   k l e i n   p r e n t j i e s   o m   d i e   o o r s p r o n k l i k e   a f b e e l d i n g   t e   v o r m . \ n G e b r u i k   t o e t s   2   ( o f   p y l t j i e t o e t s   n a   b o )   o m   ' n   p r e n t   o p   t e   s k u i f ,   t o e t s   4   ( o f   p y l t j i e t o e t s   n a   l i n k s )   o m   ' n   p r e n t   l i n k s   t e   s k u i f ,   t o e t s   6   ( o f   p y l t j i e t o e t s   n a   r e g s )   o m   ' n   p r e n t   r e g s   t e   s k u i f   e n   t o e t s   8   ( o f   p y l t j i e t o e t s   n a   o n d e r )   o m   ' n   p r e n t   a f   t e   s k u i f . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 M o v e   t h e   s m a l l   p i c t u r e s   t o   m a k e   i t   b e c o m e   t h e   o r i g i n a l   i m a g e . \ n U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   r i g h t w a r d ,   a n d   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m a k e   a   p i c t u r e   g o   d o w n w a r d . 	 	 	 	 			  												  								  						  			  									  		  					\ n ( 1 ) 							  													  						  		  2 ,   							  								  						  		  4 ,   							  							  						  		  6   			  							  												  						  		  8   							  					 	 	 	 	 	 	 	 M o v a   a s   p e q u e n a s   i m a g e n s   p a r a   q u e   s e   t o r n e m   a   i m a g e m   o r i g i n a l . \ n ( 1 ) U s e   a   t e c l a   2   p a r a   f a z e r   a   i m a g e m   s u b i r ,   a   t e c l a   4   p a r a   f a z e r   u m a   i m a g e m   i r   p a r a   a   e s q u e r d a ,   a   t e c l a   6   p a r a   f a z e r   a   i m a g e m   i r   p a r a   a   d i r e i t a   e   a   t e c l a   8   p a r a   f a z e r   u m a   i m a g e m   d e s c e r . 
 
 S T R _ I D _ G X _ P U Z Z L E _ L E V E L _ E A S Y 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 P u z z l e   L e v e l   E A S Y 	 E a s y 	 !|U	 {US	 H2"	 F  c i l 	 F a c i l e   	 L e i c h t 	 53:89  	 F a c i l e 	 3GD	 F  c i l 	 K o l a y 	 D 	 M u d a h 	 M u d a h 	 8	0	2		 N e m 	 J e d n o d u c h  	 Aa t w y 	 K  n n y q	 H e l p p o 	 L e t t 	 J e d n o d u c h  	 G e m a k k e l i j k 	 L  t t 	 L a g a n o 	 U _o r 	 L a h k o 	 	 	 5A=>	 8	A	2	-		 "3'F	 "3'F	 	 				 
8
>
(
	 @	 53:>	 





	 	 O k u l u l a 	 L u l a 	 R a h i s i 	 M a k l i k 	 L e n g v a s 	 V i e g l a 	 L i h t n e 	 @ew	 	 U _o r 	 2
3
?
$

	 89	 	 				 	 	 	 	 	 	 	 F  c i l 
 
 S T R _ I D _ G X _ P U Z Z L E _ L E V E L _ N O R M A L 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 P u z z l e   L e v e l N O R M A L 	 N o r m a l 	 nf	 nf	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 !@54=89  	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	'	>	0	#		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n a 	 N o r m a a l 	 N o r m a l 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=o 	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 8
'
>
0
(
	 (>0M.2M	 >@<0;L=>	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 	 							 	 	 	 	 	 	 	 N o r m a l 
 
 S T R _ I D _ G X _ P U Z Z L E _ L E V E L _ H A R D 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 P u z z l e   L e v e l H A R D 	 H a r d 	 V	 V	 "2	 D i f  c i l 	 D i f f i c i l e 	 S c h w e r 	 !;>6=K9	 D i f f i c i l e 	 59(	 D i f  c i l 	 Z o r 	 K h  	 S u l i t 	 S u k a r 	 	 	?	(		 S v  r 	 O b t  ~n  	 T r u d n y 	 N e h  z 	 V a i k e a 	 V a n s k e l i g 	 N  r o 
n  	 M o e i l i j k 	 S v  r 	 T e ak o 	 D i f i c i l 	 T e ~k o 	 	 	 "@C4=o 	 &	A	0	M	2	-		 3.*	 3.*	 	 					 .
A
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2
	 9>0M!M	 !:;04=>	 




	 	 O k u n z i m a 	 N z i m a 	 N g u m u 	 M o e i l i k 	 S u n k u s 	 G r kt a 	 R a s k e 	 2ad	 	 D i f i c i l 	 
 
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	  ?(	 	 					 	 	 	 	 	 	 	 D i f  c i l 
 
 S T R _ I D _ G X _ P A N D A _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E 	 P a n d a 	 q	 q+s	 @!+!5AI2	 P a n d a 	 P a n d a 	 P a n d a 	 0=40	 P a n d a 	 ('F/'	 P a n d a 	 P a n d a 	 T r    g u   t r  c 	 P a n d a 	 P a n d a 	 *	>	(	M	!	>		 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 	 P a n d a 	 *	>	#	M	!	>		 ~'F/'	 ~F'	 	 							 *
>
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	 *>!>	 0=40	 




	 	 I - P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 P a n d a 	 Javda	 	 U r s u l   p a n d a 	 *
>
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	 *#M!>  	 	 							 	 	 	 	 	 	 	 P a n d a 
 
 S T R _ I D _ G X _ P A N D A _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 c6RzP[
NvqueNb;edueNT0RBf[irSN^wJ2biRBf0\ n 1 	O(u	cu2 b
NeTu	SOq_
N,r	cu4 b]eTu	SOqT]yR	cu8 bNeTu	SOqTN,r	cu6 bSeTu	SOqTSyR	cu5 SOqNn;edueN0	 c6RzP[
Nvq+sꕲLeNb;eQLeNT0Re[irSN^8nbiRYOe0\ n 1 	O(u	c.2 b
NeT.	SOq+s_
N,r	c.4 b]eT.	SOq+sT]yR	c.8 bNeT.	SOq+sTN,r	c.6 bSeT.	SOq+sTSyR	c.5 SOq+sNn;eQLeN0	 '8!C+I+!5AI2B!5(1#9  +#7-D!HC+I*1!1*'!1  I2DI2,42  @'%2@%H0@4H!6I"\ n ( 1 )   C
I8H!  2   ( +#7-%9(#6I)   @7H-@%7H-6II2  8H!  4   ( +#7-8H!%9(#I2")   @7H-@%7H-DI2I2"  8H!  8   ( +#7-8H!%9(#%)   @7H-@%7H-%I2%H2  8H!  6   ( +#7-%9(#'2)   @7H-@%7H-DI2'2  A%08H!  5   @7H-9HB!(1#9	 C o n t r o l e   a l   p a n d a   p a r a   q u e   a t a q u e   a   l o s   e n e m i g o s   o   i m p i d a   q u e   l o s   t o q u e .   P a r a   o b t e n e r   e l   r e l o j   p u e d e   e x t e n d e r   e l   t i e m p o   d e   j u e g o . \ n ( 1 ) U s e   l a   t e c l a   2   ( o   l a   t e c l a   d e   f l e c h a   a r r i b a )   p a r a   m o v e r s e   h a c i a   a r r i b a ,   l a   t e c l a   4   ( o   t e c l a   d e   f l e c h a   i z q u i e r d a )   p a r a   m o v e r s e   h a c i a   l a   i z q u i e r d a ,   l a   t e c l a   8   ( o   t e c l a   d e   f l e c h a   a b a j o )   p a r a   m o v e r s e   h a c i a   a b a j o ) ,   l a   t e c l a   6   ( o   t e c l a   d e   f l e c h a   d e r e c h a )   p a r a   m o v e r s e   h a c i a   l a   d e r e c h a   y   l a   t e c l a   5   p a r a   a t a c a r   a   l o s   e n e m i g o s . 	 C o n t r  l e z   l e   p a n d a   p o u r   a t t a q u e r   l e s   e n n e m i s   o u   l e s    v i t e r .   O b t e n e z   l  h o r l o g e   p o u r   a u g m e n t e r   l a   d u r  e   d u   j e u . \ n ( 1 ) U t i l i s e z   l e   b o u t o n   2   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l e   h a u t )   p o u r   a l l e r   v e r s   l e   h a u t ,   l e   b o u t o n   4   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   g a u c h e )   p o u r   a l l e r   v e r s   l a   g a u c h e ,   l e   b o u t o n   8   ( o u   l e   b o u t o n   d e   n a v i g a t i o n   v e r s   l e   b a s )   p o u r   a l l e r   v e r s   l e   b a s ,   l e   b o u t o n   6   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   d r o i t e )   p o u r   a l l e r   v e r s   l a   d r o i t e ,   e t   l e   b o u t o n   5   p o u r   a t t a q u e r   l e s   e n n e m i s . 	 S t e u e r n   S i e   d e n   P a n d a ,   u m   F e i n d e   a n z u g r e i f e n   o d e r   u m   s i e   n i c h t   z u   b e r  h r e n .   B e i m   G e w i n n   d e r   U h r   v e r l  n g e r t   s i c h   d i e   S p i e l z e i t . \ n ( 1 ) M i t   T a s t e   2   ( o d e r   N a c h - o b e n - P f e i l )   g e h e n   S i e   n a c h   o b e n ,   m i t   T a s t e   4   ( o d e r   N a c h - l i n k s - P f e i l )   n a c h   l i n k s ,   m i t   T a s t e   8   ( o d e r   N a c h - u n t e n - P f e i l )   n a c h   u n t e n ,   m i t   T a s t e   6   ( o d e r   N a c h - r e c h t s - P f e i l )   n a c h   r e c h t s   u n d   m i t   T a s t e   5   g r e i f e n   S i e   F e i n d e   a n . 	 #?@02;O9B5  ?0=4>9,   GB>1K  0B0:>20BL  2@03>2  8;8  ?@54>B2@0B8BL  AB>;:=>25=85  A  =8<8.   0E20B  G0A>2  <>65B  ?@>4;8BL  2@5<O  83@K. \ n ( 1 ) A?>;L7C9B5  :;028HC  2   ( 8;8  :;028HC  A>  AB@5;:>9  225@E) ,   GB>1K  ?5@5<5AB8BL  225@E,   :;028HC  4   ( 8;8  :;028HC  A>A  AB@5;:>9  2;52>) ,   GB>1K  	 C o n t r o l l a r e   i l   p a n d a   p e r c h e '   a t t a c c h i   i   n e m i c i   o   e v i t i   d i   t o c c a r l i .   P r e n d e n d o   l ' O R O L O G I O   s i   p u    e s t e n d e r e   i l   t e m p o   d i   d u r a t a   d e l   g i o c o .   \ n ( 1 ) U s a r e   i l   t a s t o   2   ( o   i l   t a s t o   d e l l a   f r e c c i a   s u )   p e r   s p o s t a r e   i n   s a l i t a ,   i l   t a s t o   4   ( o   i l   t a s t o   d e l l a   f r e c c i a   s i n i s t r a )   p e r   s p o s t a r e   a   s i n i s t r a ,   i l   t a s t o   8   ( o   i l   t a s t o   d e l l a   f r e c c i a   g i  )   p e r   s p o s t a r e   i n   g i  ,   i l   t a s t o   6   ( o   i l   t a s t o   d e l l a   f r e c c i a   d e s t r a )   p e r   s p o s t a r e   v e r s o   d e s t r a ,   e   i l   t a s t o   5   p e r   a t t a c c a r e   i   n e m i c i .   	 3J71  9DJ  'D(F/'  'DJ  'DG,HE  'D'9/'!  #H  EF9  DE3GE.   D-5HD  9DJ  'D3'9)  JECF  E/    'DHB*  'D*4:JD. \ n ( 1 )   '3*./E  'DEA*'-  1BE2   (   #H  'D3GE  'D'9DJ)     D*-1JC  'DJ  'D'9DJ, 'DEA*'-  1BE  4   ( #H  'D3GE  'D'J31)   D*-1JC  'DJ    'DJ3'1, 'DEA*'-  1BE  8   ( #H  'D3GE  'D'3AD)     D*-1JC  'DJ  'D'3AD, 'DEA*'-  1BE  6   ( #H  'D3GE  'D'JEF) 	 C o n t r o l e   o   p a n d a   d e   f o r m a   q u e   e s t e   a t a q u e   o s   i n i m i g o s   o u   e v i t a r   t o c a r   n e l e s .   O b t e r   o   r e l  g i o   p o d e   a l a r g a r   o   t e m p o   d e   j o g o . \ n ( 1 ) u t i l i z e   a   t e c l a   2   ( o u   a   t e c l a   s e t a   p a r a   c i m a )   p a r a   m o v e r   p a r a   c i m a ,   a   t e c l a   4   ( o u   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a )   p a r a   m o v e r   p a r a   a   e s q u e r d a ,   a   t e c l a   8   ( o u   a   s e t a   p a r a   b a i x o )   p a r a   m o v e r   p a r a   b a i x o ,   a   t e c l a   6   ( o u   s e t a   p a r a   a   d i r e i t a )   p a r a   m o v e r   p a r a   a   d i r e i t a   e   a   t e c l a   5   p a r a   a t a c a r   o s   i n i m i g o s . 	 D  _m a n l a r a   s a l d 1r m a k   y a   d a   o n l a r a   d o k u n m a s 1n 1  e n g e l l e m e k   i  i n   p a n d a y 1  k o n t r o l   e d i n .   S a a t l e r i n   t o p l a n m a s 1  o y u n   s  r e s i n i   a r t t 1r a c a k t 1r . \ n ( 1 ) Y u k a r 1  h a r e k e t   e t m e k   i  i n   2   t u _u n u   ( y a   d a   y u k a r 1  o k   t u _u n u ) ,   s o l a   g i t m e k   i  i n   4   t u _u n u   ( y a   d a   s o l   o k   t u _u n u ) ,   a _a 1  d o r u   g i t m e k   i  i n   8   t u _u n u   ( y a   d a   a l t   o k   t u _u n u )   v e   s a a   g i t m e k   i  i n   6   t u _u n u   y a   d a   s a   o k   t u _u n u   k u l l a n 1n . D  _m a n l a r a   s a l d 1r m a k   i  i n   5   t u _u n u   k u l l a n 1n . 	 i u   k h i n   G u   t r  c     t n   c  n g   k   c h   h o c   t r  n h   c h m   v  o   c h  n g ,     l y   c   n g   h   v    c    t h   m   t n g   t h i   g i a n   c h i . \ n ( 1 ) S   d n g   p h  m   2   ( h a y   p h  m   m ii   t  n   l  n )     c h u y n   l  n ,   p h  m   4 (   h a y   m ii   t  n   t r  i )     c h u y n   v   b  n   t r  i ,   p h  m   6   (   h a y   m ii   t  n   p h i )     c h u y n   v   b  n   p h i ,   v    p h  m   8   (   h a y   p h  m   m ii   t  n   x u n g   )   c h u y n   x u n g   d i   v    p h  m   5     t n   c  n g   q u  n   c h . 	 K e n d a l i k a n   p a n d a   u n t u k   m e n y e r a n g   m u s u h   a t a u   m e n g u s i r n y a .   U n t u k   m e m p e r o l e h   J A M   d a p a t   m e m p e r p a n j a n g   w a k t u   p e r m a i n a n . \ n ( 1 ) G u n a k a n   t o m b o l   2 ( t o m b o l   p a n a h   a t a s )   u n t u k   p i n d a h   k e   a t a s ,   t o m b o l   4 ( a t a u   t o m b o l   k i r i )   u n t u k   p i n d a h   k e   k i r i ,   t o m b o l   8   ( a t a u   t o m b o l   p a n a h   b a w a h )   u n t u k   p i n d a h   k e   b a w a h ,   t o m b o l   6 ( a t a u   t o m b o l   p a n a h   k a n a n )   u n t u k   m e m i n d a h k a n   k e k a n a n ,   d a n   t o m b o l   5   u n t u k   m e l a w a n   m u s u h . 	 K a w a l   p a n d a   s u p a y a   m e n y e r a n g   m u s u h   a t a u   e l a k k a n n y a   d a r i p a d a   m e n y e n t u h   m u s u h n y a .   M e n d a p a t k a n   j a m   a k a n   m e l a n j u t k a n   m a s a   p e r m a i n a n . \ n ( 1 ) G u n a k a n   k e k u n c i   2 ( a t a u   k e k u n c i   a n a k   p a n a h   a t a s )   u n t u k   b e r g e r a k   k e   a t a s ,   k e k u n c i   4 ( a t a u   k e k u n c i   a n a k   p a n a h   k i r i )   u n t u k   b e r g e r a k   k e   k i r i ,   k e k u n c i   8 ( a t a u   k e k u n c i   a n a k   p a n a h   b a w a h )   u n t u k   b e r g e r a k   k e   b a w a h ,   k e k u n c i   6 ( a t a u   k e k u n c i   a n a k   p a n a h   k a n a n )   u n t u k   b e r g e r a k   k e   k a n a n ,   d a n   k e k u n c i   5   u n t u k   m e n y e r a n g   m u s u h . 	 6	$	M	0	A			  *	0	  5	>	0	  	0	(	G	  	%	5	>	  		(	M	9	G		  	B	(	G	  8	G	  ,		(	G	  	G	  2	?		  *	>		!	>	  	K	  (	?	/		$	M	0	?	$	  	0	G		.   	M	2	I		  ,		K	0	(	G	  *	0	  	G	2	  	>	  8	.	/	  ,	]	>	/	>	  	>	  8		$	>	  9	H	. \ n ( 1 )   *	>		!	<	>	  	K	  
	*	0	  	0	(	G	  	G	  2	?		  	@	  2   ( 	*	   	0	K	  	@	)   	>	  	8	M	$	G	.	>	2	  	0	G		,   ,	>			  	0	(	G	  	G	  2	?		  	@	  4   ( 2	G	^	M		  	0	K	  	@	) ,   (	@		G	  	0	(	G	  	G	  2	?		  	@	  8   ( !	>			(	  	0	K	  	@	) ,   &	>			  	0	(	G	  	G	  2	?		  	@	  6   ( 0	>			  	0	K	  	@	)   	0	  6	$	M	0	A			  *	0	  5	>	0	  	0	(	G	  	G	   2	?		  5   	>	  	8	M	$	G	.	>	2	  	0	G		.  	 K o n t r o l l e r   p a n d a e n   t i l   a t   a n g r i b e   f j e n d e r   e l l e r   u n d g    b e r  r i n g .   A t   f    C L O C K   v i l   u d v i d e   s p i l l e t i d e n . \ n ( 1 ) B r u g   2   ( e l l e r   p i l   o p )   t i l   a t   b e v  g e   d e n   o p ,   b r u g   4   ( e l .   v e n s t r e   p i l )   t i l   a t   b e v  g e   d e n   m o d   v e n s t r e ,   b r u g   8   ( e l .   p i l   n e d )   f o r   a t   b e v  g e   d e n   n e d ,   b r u g   6   ( e l .   h  j r e   p i l )   f o r   a t   b e v  g e   d e n   m o d   h  j r e ,   o g   b r u g   5   t i l   a t   a n g r i b e   f j e n d e r . 	 O v l  d e j t e   p a n d u   t a k ,   a b y    t o 
i l a   n a   n e p Y t e l e   
i   a b y   s e   j i c h   n e d o t  k a l a .   Z  s k  n  m   H O D I N   m o~e t e   p r o d l o u ~i t   d o b u   h r y . \ n ( 1 ) K   p o h y b u   v z h or u   p o u ~ v e j t e   k l  v e s u   2   ( n e b o   ai p k u   n a h o r u ) ,   k l  v e s u   4   ( 
i   l e v o u   ai p k u )   k   p o h y b u   d o l e v a ,   k l  v e s u   8   ( 
i   ai p k u   d o l o)   k   p o h y b 	 K i e r u j   P a n d ,   a b y   a t a k o w a   w r o g  w   l u b   u n i e m o |l i w i a   d o t k n i c i e   i c h .   Z d o b y c i e   Z E G A R A   u m o |l i w i a   w y d Bu |e n i e   c z a s u   g r y . \ n ( 1 ) U |y j   k l a w i s z   2 ( l u b   k l a w i s z   g  r n e j   s t r z a Bk i )   a b y   p r z e s u n   w   g  r ,   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i )   a b y   p r z e s u n   w   l e w o ,   k l a w i s z   8 ( l u b   k l a w i s z   d o l n e j   s t r z a Bk i )   a b y   p r z e s u n   w   d  B,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i )   a b y   p r z e s u n   w   p r a w o ,   o r a z   k l a w i s z   5   a b y   a t a k o w a   w r o g  w . 	 I r  n y  t s a   a   p a n d  t    g y ,   h o g y   k  z b e n   e l k e r  l i   a z   e l l e n s  g e k e t    s   m e g t  m a d j a   Qk e t .   H a   e l  r i   a z    R  T ,   i d Qb  n u s z h o z   j u t h a t . \ n ( 1 ) A   f e l f e l    m o z g a t  s h o z   h a s z n  l j a   a   2 - e s   g o m b o t   ( v a g y   a   f e l f e l    n y i l a t ) ,   a   b a l r a   m o z g a t  s h o z   a   4 - e s   g o m b o t   ( v a g y   a   b a l r a   n y i l a t ) ,   a   j o b b r a   m o z g a t  s h o z   a   6 - o s   g o m b o t   ( v a g y   a   j o b b r a   n y i l a t ) ,   a   l e f e l    m o z g a t  s h o z   a   8 - a s   g o m b o t   ( v a g y   a   l e f e l    n y i l a t ) ,   a z   e l l e n s  g   m e g t  m a d  s  h o z   p e d i g   a z   5 -  s   g o m b o t . 	 O h j a a   p a n d a a   h y  k  t  k s e s i   v i h o l l i s i a   v a s t a a n   t a i   v  l t t   k s e s i   k o s k e t t a m a s t a   n i i t  .   K E L L O N   s a a m i n e n   v o i   l i s  t    p e l i a i k a a . \ n   1 .   K  y t    n  p p  i n t    2   ( t a i   y l  n u o l i n  p p  i n t  )   s i i r t y  k s e s i   y l  s p  i n ,   n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t y  k s e s i   v a s e m m a l l e ,   n  p p  i n t    8   ( t a i   a l a n u o l i n  p p  i n t  )   s i i r t y  k s e s i   a l a s p  i n ,   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t y  k s e s i   o i k e a l l e   j a   n  p p  i n t    5   h y  k  t  k s e s i   v i h o l l i s i a   v a s t a a n . 	 S t y r   p a n d a e n   f o r      a n g r i p e   f i e n d e r   e l l e r   u n n g       b e r  r e   d e m .   H v i s   d u   f  r   K L O K K E N ,   k a n   d e t t e   u t v i d e   s p i l l e t i d e n . \ n ( 1 ) B r u k   t a s t   2 ( e l l e r   o p p - p i l e n )   t i l      b e v e g e   d e n   o p p o v e r ,   t a s t   4 ( e l l e r   v e n s t r e   p i l t a s t )   f o r      f l y t t e   d e n   t i l   v e n s t r e ,   t a s t   8 ( e l l e r   n e d - p i l )   f o r      f l y t t e   d e n   n e d o v e r ,   t a s t   6 ( e l l e r   h  y r e   p i l t a s t )   f o r      f l y t t e   m o t   h  y r e ,   o g   t a s t   5   f o r      a n g r i p e   f i e n d e r . 	 O v l  d a j t e   p a n d u   t a k ,   a b y    t o 
i l a   n a   p r o t i v n  k o v ,   a l e b o   z a b r  Ht e   t o m u ,   a b y   s a   p r o t i v n  k o v   d o t  k a l a .   A k   z  s k a t e   H O D I N Y ,   m  ~e t e   p r e d :~i e  h r a c i u   d o b u .   \ n ( 1 )   T l a 
i d l o   2   ( l e b o   a p k u   h o r e )   p o u ~ v a j t e   p r e   p o h y b   h o r e ,   t l a 
i d l o   4   ( a l e b o   a p k u   v >a v o )   p o u ~ v a j t e   p r e   p o h y b   d o >a v a ,   t l a 
i d l o   8   ( l e b o   a p k u   d o l e )   p o u ~ v a j t e   p r e   p o h y b   d o l e ,   t l a 
i d l o   6   ( l e b o   a p k u   v p r a v o )   p o u ~ v a j t e   p o h y b   d o p r a v a .   T l a 
i d l o m   5   n a p a d n e t e   p r o t i v n  k o v . 	 B e d i e n   d e   p a n d a   o m   v i j a n d e n   a a n   t e   v a l l e n   e n   v e r h i n d e r   d a t   z e   w o r d e n   a a n g e r a a k t .   M e t   d e   k l o k   v e r l e n g   j e   d e   s p e e l t i j d . \ n ( 1 ) D r u k   o p   2   ( o f   p i j l t j e   o m h o o g )   o m   n a a r   b o v e n   t e   g a a n ,   o p   4   ( o f   p i j l t j e   n a a r   l i n k s )   o m   n a a r   l i n k s   t e   g a a n ,   o p   8   ( o f   p i j l t j e   o m l a a g )   o m   n a a r   b e n e d e n   t e   g a a n ,   o p   6   ( o f   p i j l t j e   n a a r   r e c h t s )   o m   n a a r   r e c h t s   t e   a a n   e n   o p   5   o m   v i j a n d e n   a a n   t e   v a l l e n . 	 S t y r   p a n d a n   o c h   a n g r i p   f i e n d e r n a   e l l e r   u n d v i k   a t t   n u d d a   d e m .   K L O C K A N   f  r l  n g e r   s p e l t i d e n . \ n ( 1 )   T r y c k   p    2   ( e l l e r   u p p i l )     f  r   a t t   g    u p p ,   4   ( e l l e r   v  n s t e r p i l )   f  r   a t t   g    t i l l   v  n s t e r ,   8   ( e l l e r   n e r p i l )   f  r   a t t   g    n e r  t ,   6   ( e l l e r   h  g e r p i l )   f  r   a t t   g    t i l l   h  g e r ,   o c h   5   f  r   a t t   a n g r i p a   f i e n d e r n a . 	 U p r a v l j a j t e   p a n d o m   t a k o   d a   n a p a d a   n e p r i j a t e l j a   i l i   s p r i j e 
i t e   d o d i r   s   n j i m a     A k o   d o h v a t i t e   U R U   p r o d u ~i t   e t e   v r i j e m e   i g r e . \ n ( 1 ) T i p k o m   2   ( i l i   s t r e l i c o m   g o r e )   p o m i 
i t e   p r e m a   g o r e ,   t i p k o m   4   ( i l i   s t r e l i c o m   l i j e v o )   p o m i 
i t e   s e   u l i j e v o ,   t i p k o m   8   ( i l i   s t r e l i c o m   d o l j e )   p o m i 
i t e   s e   p r e m a   d o l j e ,   t i p k o m   6   ( i l i   s t r e l i c o m   d e s n o )   p o m i 
i t e   s e   u d e s n o ,   a   t i p k o m   5   n a p a d a j t e   n e p r i j a t e l j e . 	 C o n t r o l a ci   u r s u l   p a n d a   p e n t r u   a t a c a r e a   i n a m i c i l o r   s a u   e v i t a ci   a t i n g e r e a   l o r .   D a c   o b ci n e ci   c e a s u l ,   v   p u t e ci   m r i   d u r a t a   d e   j o c .   \ n ( 1 ) U t i l i z a ci   t a s t a   2 ( s a u   t a s t a   s g e a t   s u s )   p e n t r u   d e p l a s a r e a    n   s u s ,   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   d e p l a s a r e a   l a   s t  n g a ,   t a s t a   8   ( s a u   t a s t a   s g e a t   j o s )   p e n t r u   d e p l a s a r e a    n   j o s ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   d e p l a s a r e a   l a   d r e a p t a   _i   t a s t a   5   p e n t r u   a t a c a r e a   i n a m i c i l o r . 	 K o n t r o l i r a j   p a n d o   d a   n a p a d e   s o v r a ~n i k a   a l i   p r e p r e 
i   d a   s e   j i h   d o t i k a .   D a   d o b i a  U R O   l a h k o   p o d a l j aa a  
a s   i g r e . \ n ( 1 ) U p o r a b i   t i p k o   2 ( a l i   t i p k o   z g o r n j a - p u a
i c a )   z a   p r e m i k a n j e   n a v z g o r ,   t i p k o   4 ( a l i   t i p k o   l e v a - p u a
i c a )   z a   p r e m i k a n j e   v   l e v o ,   t i p k o     8 ( a l i   t i p k o   s p o d n j a - p u a
i c a )   z a   p r e m i k a n j e   n a v z d o l ,   t i p k o   6 ( a l i   t i p k o   d e s n a - p u a
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 t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 B e h e e r   d i e   p a n d a   o m   v y a n d e   a a n   t e   v a l   o f   v e r m y   h u l l e .   V a n g   d i e   h o r l o s i e   o m   s p e e l t y d   t e   v e r l e n g . \ n ( 1 ) G e b r u i k   t o e t s   2 ( o f   o p - p y l t j i e t o e t s )   o m   b o o n t o e   t e   b e w e e g ,   t o e t s   4 ( o f   l i n k e r k a n t s t e   p y l t j i e t o e t s )   o m   s k a k e l s   t e   b e w e e g ,   t o e t s   8 ( o f   a f - p y l t j i e t o e t s )   o m   a f   t e   b e w e e g ,   t o e t s   6 ( o f   r e g t e r k a n t s t e   p y l t j i e t o e t s )   o m   r e g s   t e   b e w e e g ,   e n   t o e t s   5   o m   v y a n d e   a a n   t e   v a l . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   p a n d a   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 	 	 	 						  							  			  					  						  							  					  		  							  						  				  			  						  					  							  			  						  						  					  							  					  				, \ n ( 1 )   													  						  		  2 ( 		  										- 				  		) ,     								  						  		  4   ( 		  				- 				  		) ,   												  						  		  8 ( 		  												- 				  		) ,   							  						  		  6 ( 		  			- 				  		)   			  									  						  						  		  5   							  					 	 	 	 	 	 	 	 C o n t r o l e   o   p a n d a   p a r a   a t a c a r   i n i m i g o s   o u   e v i t a r   t o c  - l o s .   C o n s e g u i r   o   r e l  g i o   p o d e   p r o l o n g a r   o   t e m p o   d e   j o g o \ n ( 1 ) U s e   a   t e c l a   2 ( o u   a   t e c l a   d e   s e t a   p a r a   c i m a )   p a r a   m o v e r   p a r a   c i m a ,   a   t e c l a   4 ( o u   a   s e t a   p a r a   a   e s q u e r d a )   p a r a   m o v e r   p a r a   a   e s q u e r d a ,   a   t e c l a   8 ( o u   a   s e t a   p a r a   b a i x o )   p a r a   m o v e r   p a r a   b a i x o ,   t e c l a   6   ( o u   a   t e l a   p a r a   a   d i r e i t a )   p a r a   m o v e   p a r a   a   d i r e i t a   e     a   t e c l a   5   p a r a   a t a c a r   i n i m i g o s . 
 
 S T R _ I D _ G X _ P A N D A _ G A M E _ N A M E _ M O N K E Y 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E 	 M o n k e y 	 4sP[	 4sP[	 %4	 M o n o 	 S i n g e 	 A f f e 	 157LO=0	 S c i m m i a 	 B1/	 M a c a c o 	 M a y m u n   	 C o n   k h 	 K e r a 	 M o n y e t 	 ,		&	0		 A b e 	 O p i c e 	 M a Bp a 	 M a j o m 	 A p i n a 	 A p e k a t t 	 O p i c a 	 A a p 	 A p a 	 M a j m u n 	 M a i m u c	 O p i c a 	 	 	 09<C=:0	 5	>	(	0		 EEHF	 (F/1	 	 					 ,
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	 	 I - M o n k e y 	 I n k a w u 	 M o n k e y 	 A p i e 	 B e ~d ~i o n 	 P r t i 7i s 	 A h v 	 ?azko	 	 M a i m u ca 	 
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 
 S T R _ I D _ G X _ P A N D A _ H E L P _ D E S C R I P T I O N _ M O N K E Y 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 c6R9j
Nv4sP[ueNb;edueNT0RBf[irSN^wJ2biRBf0\ n 1 	O(u	cu2 b
NeTu	SO4sP[_
N,r	cu4 b]eTu	SO4sP[T]yR	cu8 bNeTu	SO4sP[TN,r	cu6 bSeTu	SO4sP[TSyR	cu5 SO4sP[Nn;edueN0	 c6Rh
Nv4sP[ꕲLeNb;eQLeNT0Re[irSN^8nbiRYOe0\ n 1 	O(u	c.2 b
NeT.	SO4sP[_
N,r	c.4 b]eT.	SO4sP[T]yR	c.8 TNeT.	SO4sP[TN,r	c.6 bSeT.	SO4sP[TSyR	c.5 SO4sP[Nn;eQLeN0	 '8!%4C+IB!5(1#9A%0I-12#*1!1*1(1#9  I2DI2,42@'%22#@%H@4H!6I  \ n ( 1 )   8H!  2   ( +#7-8H!) @7H-@%7H-DI2  8H!  4   ( +#7-8H!I2") @7H-@%7H-D2I2"  8H!  8 ( +#7-8H!%)   @7H-@%7H-DI2%H2  8H!  6   ( +#7-8H!'2)   @7H-@%7H-D2'2  A%08H!  5   @7H-B!5(1#9	 C o n t r o l e   e l   m o n o   p a r a   a t a c a r   a   l o s   e n e m i g o s   o   e v i t a r   t o c a r l o s .   C o n s e g u i r   e l   r e l o j   p u e d e   a m p l i a r   e l   t i e m p o   d e   j u e g o . \ n ( 1 ) U t i l i c e   l a   t e c l a   2   ( o   l a   t e c l a   d e   f l e c h a   a r r i b a )   p a r a   m o v e r s e   h a c i a   a r r i b a ,   l a   t e c l a   4   ( o   l a   t e c l a   d e   f l e c h a   a   l a   i z q u i e r d a )   p a r a   m o v e r s e   a   l a   i z q u i e r d a ,   l a   t e c l a   8   ( o   l a   t e c l a   d e   f l e c h a   a b a j o )   p a r a   m o v e r s e   h a c i a   a b a j o ,   y   l a   t e c l a   6   ( o   l a   t e c l a   d e   f l e c h a   a   l a   d e r e c h a )   p a r a   m o v e r s e   a   l a   d e r e c h a .   P u l s e   l a   t e c l a   5   p a r a   a t a c a r   a   l o s   e n e m i g o s . 	 C o n t r  l e z   l e   s i n g e   p o u r   a t t a q u e r   l e s   e n n e m i s   o u   l e s    v i t e r .   O b t e n e z   l  h o r l o g e   p o u r   a u g m e n t e r   l a   d u r  e   d u   j e u . \ n ( 1 ) U t i l i s e z   l e   b o u t o n   2   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l e   h a u t )   p o u r   a l l e r   v e r s   l e   h a u t ,   l e   b o u t o n   4   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   g a u c h e )   p o u r   a l l e r   v e r s   l a   g a u c h e ,   l e   b o u t o n   8   ( o u   l e   b o u t o n   d e   n a v i g a t i o n   v e r s   l e   b a s )   p o u r   a l l e r   v e r s   l e   b a s ,   l e   b o u t o n   6   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   d r o i t e )   p o u r   a l l e r   v e r s   l a   d r o i t e ,   e t   l e   b o u t o n   5   p o u r   a t t a q u e r   l e s   e n n e m i s . 	 S t e u e r n   S i e   d e n   A f f e n ,   u m   F e i n d e   a n z u g r e i f e n   o d e r   u m   s i e   n i c h t   z u   b e r  h r e n .   B e i m   G e w i n n   d e r   U h r   v e r l  n g e r t   s i c h   d i e   S p i e l z e i t . \ n ( 1 ) M i t   T a s t e   2   ( o d e r   N a c h - o b e n - P f e i l )   g e h e n   S i e   n a c h   o b e n ,   m i t   T a s t e   4   ( o d e r   N a c h - l i n k s - P f e i l )   n a c h   l i n k s ,   m i t   T a s t e   8   ( o d e r   N a c h - u n t e n - P f e i l )   n a c h   u n t e n ,   m i t   T a s t e   6   ( o d e r   N a c h - r e c h t s - P f e i l )   n a c h   r e c h t s   u n d   m i t   T a s t e   5   g r e i f e n   S i e   F e i n d e   a n . 	 #?@02;OO  >157LO=>9,   =0?0409B5  =0  2@03>2,   =>  AB0@09B5AL  8E  =5  :0A0BLAO.   >1KBK5  G0AK  C25;8G820NB  2@5<O  83@K. \ n ( 1 ) 'B>1K  ?5@5<5AB8BLAO  225@E,   =06<8B5  :=>?:C  2   ( 8;8  :=>?:C  A>  AB@5;:>9  225@E) ;   GB>1K  ?5@5<5AB8BLAO  2;52>,   \ e m d a s h     :=>?:C  4   ( 8;8  :=>?:C  A>  AB@5;:>	 C o n t r o l l a r e   l a   s c i m m i a   i n   m o d o   c h e   a t t a c c h i   i   n e m i c i   o   e v i t i   d i   t o c c a r l i .   P r e n d e n d o   l ' o r o l o g i o      p o s s i b i l e   a l l u n g a r e   i l   t e m p o   d i   g i o c o . \ n ( 1 ) U s a r e   i l   t a s t o   2   ( o   l a   f r e c c i a   i n   a l t o )   p e r   s p o s t a r e   l a   s c i m m i a   i n   a l t o ,   i l   t a s t o   4   ( o   l a   f r e c c i a   a   s i n i s t r a )   p e r   s p o s t a r l a   a   s i n i s t r a ,   i l   t a s t o   8   ( o   l a   f r e c c i a   i n   b a s s o )   p e r   s p o s t a r l a   i n   b a s s o ,   i l   t a s t o   6   ( o   l a   f r e c c i a   a   d e s t r a )   p e r   s p o s t a r l a   a   d e s t r a ,   e   i l   t a s t o   5   p e r   a t t a c c a r e   i   n e m i c i . 	 3J71  9DJ  'DB1/  'DJ  'DG,HE  'D'9/'!  #H  EF9  DE3GE.   D-5HD  9DJ  'D3'9)  JECF  E/    'DHB*  'D*4:JD. \ n ( 1 )   '3*./E  'DEA*'-  1BE2   (   #H  'D3GE  'D'9DJ)     D*-1JC  'DJ  'D'9DJ, 'DEA*'-  1BE  4   ( #H  'D3GE  'D'J31)   D*-1JC  'DJ    'DJ3'1, 'DEA*'-  1BE  8   ( #H  'D3GE  'D'3AD)     D*-1JC  'DJ  'D'3AD, 'DEA*'-  1BE  6   ( #H  'D3GE  'D'JEF) 	 C o n t r o l e   o   m a c a c o   d e   f o r m a   a   a t a c a r   o s   i n i m i g o s   o u   e v i t e   t o c a r   n e l e s .   A p a n h e   o   r e l  g i o   p a r a   t e r   m a i s   t e m p o . \ n ( 1 ) U s e   a   t e c l a   2 ( o u   t e c l a   d e   s e t a   p a r a   c i m a )   p a r a   s e   m o v e r   p a r a   c i m a ,   t e c l a   4 ( o u   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a )   p a r a   s e   m o v e r   p a r a   a   e s q u e r d a ,   t e c l a   8 ( o u   t e c l a   d e   s e t a   p a r a   b a i x o )   p a r a   s e   m o v e r   p a r a   b a i x o ,   t e c l a   6 ( o u   t e c l a   d e   s e t a   p a r a   a   d i r e i t a )   p a r a   s e   m o v e r   p a r a   a   d i r e i t a   e   t e c l a   5   p a r a   a t a c a r   o s   i n i m i g o s . 	 M a y m u n u   d  _m a n l a r a   s a l d 1r m a k   v e y a   o n l a r a   d o k u n m a s 1n 1   n l e m e k   i  i n   k o n t r o l   e t .   S a a t i n   o y n a m a   s  r e s i n i   u z a t m a s 1  i  i n . \ n ( 1 ) Y u k a r 1  d o r u   h a r e k e t   e t m e k   i  i n     2 ( v e y a    s t   o k )   t u _u n u ,   s o l a   h a r e k e t   e t m e k   i  i n   4   ( v e y a   s o l   o k ) ,   a _a 1  d o r u   h a r e k e t   e t m e k   i  i n   8 ( v e y a   a l t   o k ) , s a a   d o r u   h a r e k e t   e t m e k   i  i n   6 ( v e y a   s a   o k )   t u _u n u   v e   d  _m a n l a r a   s a l d 1r m a k   i  i n   5   t u _u n u   k u l l a n . 	 i u   k h i n   K h   n   n p   k   c h   t r  n   c  y   h o c   t n   c  n g   k   c h , n   c h o   n   k h i   b  u   v t   b  o   g i   c    t h   k  o   d  i   t h i   g i a n   t h a . \ n ( 1 ) D  n g   p h  m   2 ( h a y   p h  m   m ii   t  n   l  n )   d i   c h u y n   K h   t r  o   l  n   p h  a   t r  n , d  n g   p h  m   4 ( h a y   m ii   t  n   t r  i )   d i   c h u y n   K h   v   p h  a   b  n   t r  i , d  n g   p h  m   8 ( h a y   m ii   t  n   x u n g )   i u   k h i n   K h   d i   c h u y n   x u n g   d i , d  n g   p h  m   6 ( h a y   m ii   t  n   p h i )   i u   k h i n   K h   d i   c h u y n   v   p h  a   p h i , d  n g   p h  m   5     i u   k h i n   K h   t r t   x u n g   t n   c  n g   c h . 	 K e n d a l i k a n   k e r a   u n t u k   m e n y e r a n g   m u s u h   a t a u   m e n c e g a h   s a l i n g   b e r s e n t u h a n .   D a p a t k a n   j a m   u n t u k   m e m p e r p a n j a n g   w a k t u   b e r m a i n . \ n ( 1 ) G u n a k a n   t o m b o l   2   ( a t a u   t o m b o l   t a n d a   p a n a h   a t a s )   u n t u k   b e r g e r a k   k e   a t a s ,   t o m b o l   4   ( a t a u   t o m b o l   t a n d a   p a n a h   k i r i )   u n t u k   b e r g e r a k   k e   k i r i ,   t o m b o l   8   ( a t a u   t o m b o l   t a n d a   p a n a h   b a w a h )   u n t u k   b e r g e r a k   k e   b a w a h ,   t o m b o l   6   ( a t a u   t o m b o l   t a n d a   p a n a h   k a n a n )   u n t u k   b e r g e r a k   k e   k a n a n ,   d a n   t o m b o l   5   u n t u k   m e n y e r a n g   m u s u h . 	 K a w a l   m o n y e t   s u p a y a   m e n y e r a n g   m u s u h   a t a u   e l a k k a n n y a   d a r i p a d a   m e n y e n t u h   m u s u h n y a .   M e n d a p a t k a n   j a m   a k a n   m e l a n j u t k a n   m a s a   p e r m a i n a n . \ n ( 1 ) G u n a k a n   k e k u n c i   2 ( a t a u   k e k u n c i   a n a k   p a n a h   a t a s )   u n t u k   b e r g e r a k   k e   a t a s ,   k e k u n c i   4 ( a t a u   k e k u n c i   a n a k   p a n a h   k i r i )   u n t u k   b e r g e r a k   k e   k i r i ,   k e k u n c i   8 ( a t a u   k e k u n c i   a n a k   p a n a h   b a w a h )   u n t u k   b e r g e r a k   k e   b a w a h ,   k e k u n c i   6 ( a t a u   k e k u n c i   a n a k   p a n a h   k a n a n )   u n t u k   b e r g e r a k   k e   k a n a n ,   d a n   k e k u n c i   5   u n t u k   m e n y e r a n g   m u s u h . 	 6	$	M	0	A			  *	0	  5	>	0	  	0	(	G	  	%	5	>	  		(	M	9	G		  	B	(	G	  8	G	  ,		(	G	  	G	  2	?		  ,		&	0	  	K	  (	?	/		$	M	0	?	$	  	0	G		.   	M	2	I		  ,		K	0	(	G	  *	0	  	G	2	  	>	  8	.	/	  ,	]	>	/	>	  	>	  8		$	>	  9	H	. \ n ( 1 )   *	H		!	>	  	K	  
	*	0	  	0	(	G	  	G	  2	?		  	@	  2   ( 	*	  	0	K	   	@	)   	>	  	8	M	$	G	.	>	2	  	0	G		,   ,	>			  	0	(	G	  	G	  2	?		  	@	  4   ( 2	G	^	M		  	0	K	  	@	) ,   (	@		G	  	0	(	G	  	G	  2	?		  	@	  8   ( !	>			(	  	0	K	  	@	) ,   &	>			  	0	(	G	  	G	  2	?		  	@	  6   ( 0	>			  	0	K	  	@	)   	0	  6	$	M	0	A			  *	0	  5	>	0	  	0	(	G	  	G	  2	?		   	>	  	8	M	$	G	.	>	2	  	0	G		.  	 K o n t r o l l e r   a b e n   t i l   a t   a n g r i b e   f j e n d e r   e l l e r   u n d g    b e r  r i n g .   A t   f    C L O C K   v i l   u d v i d e   s p i l l e t i d e n . \ n ( 1 ) B r u g   2   ( e l l e r   p i l   o p )   t i l   a t   b e v  g e   d e n   o p ,   b r u g   4   ( e l l e r   v e n s t r e   p i l )   t i l   a t   b e v  g e   d e n   m o d   v e n s t r e ,   b r u g   8   ( e l l e r   p i l   n e d )   f o r   a t   b e v  g e   d e n   n e d ,   b r u g   6   ( e l l e r   h  j r e   p i l )   f o r   a t   b e v  g e   d e n   m o d   h  j r e ,   o g   b r u g   5   t i l   a t   a n g r i b e   f j e n d e r . 	 O v l  d e j t e   o p i c i   t a k ,   a b y    t o 
i l a   n a   n e p Y t e l e   
i   a b y   s e   j i c h   n e d o t  k a l a .   Z  s k  n  m   H O D I N   m o~e t e   p r o d l o u ~i t   d o b u   h r y . \ n ( 1 ) K   p o h y b u   v z h or u   p o u ~ v e j t e   k l  v e s u   2   ( n e b o   ai p k u   n a h o r u ) ,   k l  v e s u   4   ( 
i   l e v o u   ai p k u )   k   p o h y b u   d o l e v a ,   k l  v e s u   8   ( 
i   ai p k u   d o l o)   k   p o h y b 	 K i e r u j   M a Bp ,   a b y   a t a k o w a   w r o g  w   l u b   u n i e m o |l i w i a   d o t k n i c i e   i c h .   Z d o b y c i e   Z E G A R A   u m o |l i w i a   w y d Bu |e n i e   c z a s u   g r y . \ n ( 1 ) U |y j   k l a w i s z   2 ( l u b   k l a w i s z   g  r n e j   s t r z a Bk i )   a b y   p r z e s u n   w   g  r ,   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i )   a b y   p r z e s u n   w   l e w o ,   k l a w i s z   8 ( l u b   k l a w i s z   d o l n e j   s t r z a Bk i )   a b y   p r z e s u n   w   d  B,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i )   a b y   p r z e s u n   w   p r a w o ,   o r a z   k l a w i s z   5   a b y   a t a k o w a   w r o g  w . 	 I r  n y  t s a   a   m a j m o t    g y ,   h o g y   k  z b e n   e l k e r  l i   a z   e l l e n s  g e k e t    s   m e g t  m a d j a   Qk e t .   H a   e l  r i   a z    R  T ,   i d Qb  n u s z h o z   j u t h a t . \ n ( 1 ) A   f e l f e l    m o z g a t  s h o z   h a s z n  l j a   a   2 - e s   g o m b o t   ( v a g y   a   f e l f e l    n y i l a t ) ,   a   b a l r a   m o z g a t  s h o z   a   4 - e s   g o m b o t   ( v a g y   a   b a l r a   n y i l a t ) ,   a   j o b b r a   m o z g a t  s h o z   a   6 - o s   g o m b o t   ( v a g y   a   j o b b r a   n y i l a t ) ,   a   l e f e l    m o z g a t  s h o z   a   8 - a s   g o m b o t   ( v a g y   a   l e f e l    n y i l a t ) ,   a z   e l l e n s  g   m e g t  m a d  s  h o z   p e d i g   a z   5 -  s   g o m b o t . 	 O h j a a   a p i n a a   h y  k  t  k s e s i   v i h o l l i s i a   v a s t a a n   t a i   v  l t t   k s e s i   k o s k e t t a m a s t a   n i i t  .   K E L L O N   s a a m i n e n   v o i   l i s  t    p e l i a i k a a . \ n   1 .   K  y t    n  p p  i n t    2   ( t a i   y l  n u o l i n  p p  i n t  )   s i i r t y  k s e s i   y l  s p  i n ,   n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t y  k s e s i   v a s e m m a l l e ,   n  p p  i n t    8   ( t a i   a l a n u o l i n  p p  i n t  )   s i i r t y  k s e s i   a l a s p  i n ,   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t y  k s e s i   o i k e a l l e   j a   n  p p  i n t    5   h y  k  t  k s e s i   v i h o l l i s i a   v a s t a a n . 	 S t y r   a p e n   f o r      a n g r i p e   f i e n d e r   e l l e r   u n n g       b e r  r e   d e m .   H v i s   d u   f  r   K L O K K E N ,   k a n   d e t t e   u t v i d e   s p i l l e t i d e n . \ n ( 1 ) B r u k   t a s t   2 ( e l l e r   o p p - p i l e n )   t i l      b e v e g e   d e n   o p p o v e r ,   t a s t   4 ( e l l e r   v e n s t r e   p i l t a s t )   f o r      f l y t t e   d e n   t i l   v e n s t r e ,   t a s t   8 ( e l l e r   n e d - p i l )   f o r      f l y t t e   d e n   n e d o v e r ,   t a s t   6 ( e l l e r   h  y r e   p i l t a s t )   f o r      f l y t t e   m o t   h  y r e ,   o g   t a s t   5   f o r      a n g r i p e   f i e n d e r . 	 O v l  d a j t e   o p i c u   t a k ,   a b y    t o 
i l a   n a   p r o t i v n  k o v   
i   z a b r  Ht e   t o m u ,   a b y   s a   p r o t i v n  k o v   d o t  k a l a .   A k   z  s k a t e   H O D I N Y ,   m  ~e t e   p r e d :~i e  h r a c    d o b u .   \ n ( 1 )   T l a 
i d l o   2   ( l e b o   a p k u   h o r e )   p o u ~ v a j t e   p r e   p o h y b   h o r e ,   t l a 
i d l o   4   ( a l e b o   a p k u   v >a v o )   p o u ~ v a j t e   p r e   >a v    p o h y b ,   t l a 
i d l o   8   ( l e b o   a p k u   d o l e )   p o u ~ v a j t e   p r e   p o h y b   d o l e ,   t l a 
i d l o   6   ( l e b o   a p k u   v p r a v o )   p o u ~ v a j t e   p r e   p r a v    p o h y b .   T l a 
i d l o m   5   n a p a d n e t e   p r o t i v n  k o v . 	 B e d i e n   d e   a a p   o m   v i j a n d e n   a a n   t e   v a l l e n   e n   v e r h i n d e r   d a t   z e   w o r d e n   a a n g e r a a k t .   M e t   d e   k l o k   v e r l e n g   j e   d e   s p e e l t i j d . \ n ( 1 ) D r u k   o p   2 ( o f   p i j l t j e   o m h o o g )   o m   n a a r   b o v e n   t e   g a a n ,   o p   4 ( o f   p i j l t j e   n a a r   l i n k s )   o m   n a a r   l i n k s   t e   g a a n ,   o p   8 ( o f   p i j l t j e   o m l a a g )   o m   n a a r   b e n e d e n   t e   g a a n ,   o p   6 ( o f   p i j l t j e   n a a r   r e c h t s )   o m   n a a r   r e c h t s   t e   a a n   e n   o p   5   o m   v i j a n d e n   a a n   t e   v a l l e n . 	 S t y r   a p a n   f  r   a t t   a t t a c k e r a   f i e n d e r n a   e l l e r   f  r   a t t   u n d v i k a   d e m .   D u   k a n   f  r l  n g a   t i d e n   g e n o m   a t t   g    t i l l   K L O C K A N . \ n ( 1 )   A n v  n d   k n a p p   2   ( e l l e r   u p p - p i l e n )   f  r   a t t   g    u p p  t ,   k n a p p   4 ( e l l e r   v  n s t e r p i l e n )   f  r   a t t   g    t i l l   v  n s t e r ,   k n a p p   8 ( e l l e r   n e r - p i l e n )   f  r   a t t   g    n e r  t ,   k n a p p   6 ( e l l e r   h  g e r p i l e n )   f  r   a t t   g    t i l l   h  g e r ,   o c h   k n a p p   5   f  r   a t t   a t t a c k e r a   f i e n d e r n a . 	 U p r a v l j a j t e   m a j m u n o m   t a k o   d a   n a p a d a   n e p r i j a t e l j a   i l i   s p r i j e 
i t e   n a p a d e .   P o m o u   U R E   d o b i t     e t e   p r o d u ~e n o   v r i j e m e .   \ n ( 1 )   P o m o u   t i p k e   2   ( i l i   s t r e l i c a   g o r e )   k r e i t e   s e   g o r e ,   t i p k e   4   ( i l i   s t r e l i c e   l i j e v o )   k r e i t e   s e   u l i j e v o ,   t i p k e   8   ( i l i   s t r e l i c e   d o l j e )   k r e i t e   s e   d o l j e   i l i   t i p k e   6   ( i l i   s t r e l i c e   d e s n o )   k r e i t e   s e   u d e s n o ,   a   p o m o u   t i p k e   5   n a p a d a j t e   n e p r i j a t e l j e . 	 C o n t r o l a ci   m a i m u ca   p e n t r u   a t a c a r e a   i n a m i c i l o r   s a u   e v i t a ci   a t i n g e r e a   l o r .   D a c   o b ci n e ci   c e a s u l ,   v   p u t e ci   m r i   d u r a t a   d e   j o c .   \ n ( 1 ) U t i l i z a ci   t a s t a   2   ( s a u   t a s t a   s g e a t   s u s )   p e n t r u   d e p l a s a r e a    n   s u s ,   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   d e p l a s a r e a   l a   s t  n g a ,   t a s t a   8   ( s a u   t a s t a   s g e a t   j o s )   p e n t r u   d e p l a s a r e a    n   j o s ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   d e p l a s a r e a   l a   d r e a p t a   _i   t a s t a   5   p e n t r u   a t a c a r e a   i n a m i c i l o r . 	 K o n t r o l i r a j   o p i c o   d a   n a p a d e   s o v r a ~n i k a   a l i   p r e p r e 
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	           ( )           .         .   \ n ( 1 )     2     (     )           ,     4   (     )   ,               8   (     )       ,     6   (     )           5         . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 B e h e e r   d i e   a p i e   o m   v y a n d e   a a n   t e   v a l   o f   v e r m y   o m   h u l l e   a a n   t e   r a a k .   V a n g   d i e   h o r l o s i e   o m   d a l k   d i e   s p e e l t y d   t e   v e r l e n g . \ n ( 1 ) G e b r u i k   t o e t s   2   ( o f   b o o n s t e   p y l t j i e t o e t s )   o m   o p   t e   b e w e e g ,   t o e t s   4   ( o f   l i n k e r k a n t s t e   p y l t j i e t o e t s )   o m   l i n k s   t e   b e w e e g ,   t o e t s   8   ( o f   o n d e r s t e   p y l t j i e t o e t s )   o m   a f   t e   b e w e e g ,   t o e t s   6   ( o f   r e g t e r k a n t s t e   p y l t j i e t o e t s )   o m   r e g s   t e   b e w e e g   e n   t o e t s   5   o m   v y a n d e   a a n   t e   v a l . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 C o n t r o l   t h e   m o n k e y   t o   a t t a c k   e n e m i e s   o r   p r e v e n t   t o u c h i n g   t h e m .   T o   g e t   t h e   c l o c k   c a n   e x t e n d   t h e   p l a y i n g   t i m e . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d ,   a n d   k e y   5   t o   a t t a c k   e n e m i e s . 	 	 	 	 						  							  			  					  						  						  					  		  							  						  				  			  						  					  							  			  						  						  					  							  					  				, \ n ( 1 )   													  						  		  2 ( 		  										- 				  		) ,     								  						  		  4   ( 		  				- 				  		) ,   												  						  		  8 ( 		  												- 				  		) ,   							  						  		  6 ( 		  			- 				  		)   			  									  						  						  		  5   							  					 	 	 	 	 	 	 	 C o n t r o l e   o   m a c a c o   p a r a   a t a c a r   i n i m i g o s   o u   e v i t a r   t o c  - l o s .   C o n s e g u i r   o   r e l  g i o   p o d e   p r o l o n g a r   o   t e m p o   d e   j o g o \ n ( 1 ) U s e   a   t e c l a   2 ( o u   a   t e c l a   d e   s e t a   p a r a   c i m a )   p a r a   m o v e r   p a r a   c i m a ,   a   t e c l a   4 ( o u   a   s e t a   p a r a   a   e s q u e r d a )   p a r a   m o v e r   p a r a   a   e s q u e r d a ,   a   t e c l a   8 ( o u   a   s e t a   p a r a   b a i x o )   p a r a   m o v e r   p a r a   b a i x o ,   t e c l a   6   ( o u   a   t e l a   p a r a   a   d i r e i t a )   p a r a   m o v e   p a r a   a   d i r e i t a   e     a   t e c l a   5   p a r a   a t a c a r   i n i m i g o s . 
 
 S T R _ I D _ G X _ S T A I R _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E ,   f r o g   d o w n   s t a i r 	 F r o g 	 RنNj	 RنN|i	 @!	 E s c a l e r a 	 G r e n o u i l l e 	 T r e p p e 	 010	 R a n a 	 6A/9	 S t a i r   ( E s c a d a ) 	 K u r b a a 	 T r    C u   t h a n g 	 T a n g g a 	 K a t a k 	 .	G		"			 F r  	 } b a 	 {a b a 	 B  k a 	 S a m m a k k o 	 F r o s k 	 }a b a 	 T r a p 	 G r o d a n 	 }a b a 	 B r o a s c 	 }a b a 	 F r o g 	 	 F r o g 	 +	M	0			 ~DG	 EF	 	 						 !
q
!
B
	 *M*	 010	 




	 	 F r o g 	 F r o g 	 F r o g 	 T r a p 	 F r o g 	 F r o g 	 F r o g 	 F r o g 	 F r o g 	 F r o g 	 	 	 	 								 	 	 	 	 	 	 	 E s c a d a 
 
 S T R _ I D _ G X _ S T A I R _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 c6RRنMQx0R
Nev\:R( T6^	g\:Rvh) bX=Qkub0\ n ( 1 ) O(u	cu4 ( bT]u) ORنT]p	cu6 ( bTSu) ORنTSp	cu5 ORنT
Nۘ0	 c6RRنMQx0R
Nev\:R( T&^	g\:Rv6h) bX=Q;ub0\ n ( 1 ) O(u	c.4 ( bT].) ORنT]p	c.6 ( bTS.) ORنTSp	c.5 ORنT
Nޘ0	 '8!1'@%HD!HC+I*1!1*1+2!( A%01D+2!)     +#7-%!2\ n ( 1 )   C
I8H!  4   ( +#7-8H!%9(#I2")   @7H-11D2I2"  C
I8H!  6   ( +#7-8H!%9(#'2)   @7H-11D2'2  A%0C
I8H!  5   @7H-#0B6II2	 C o n t r o l e   l a   r e p r e s e n t a c i  n   p a r a   q u e   n o   t o q u e   l a   e s p i n a   ( y   l a   e s c a l e r a   d e   e s p i n a s )   o   n o   s e   c a i g a . \ n ( 1 ) U s e   l a   t e c l a   4   ( o   t e c l a   d e   f l e c h a   i z q u i e r d a )   p a r a   q u e   l a   r e p r e s e n t a c i  n   d e s p l a c e   h a c i a   l a   i z q u i e r d a ,   l a   t e c l a   6   ( o   t e c l a   d e   f l e c h a   d e r e c h a )   p a r a   q u e   l a   r e p r e s e n t a c i  n   s e   d e s p l a c e   h a c i a   l a   d e r e c h a   y   l a   t e c l a   5   p a r a   q u e   l a   r e p r e s e n t a c i  n   v u e l e . 	 C o n t r  l e z   l e   r  l e   p o u r    v i t e r   l e s    p i n e s   ( e t   l e s   e s c a l i e r s   d   p i n e s )   e t   d e   t o m b e r . \ n ( 1 ) U t i l i s e z   l e   b o u t o n   4   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   g a u c h e )   p o u r   f a i r e   b o u g e r   l e   r  l e   v e r s   l a   g a u c h e ,   l e   b o u t o n   6   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   d r o i t e )   p o u r   f a i r e   b o u g e r   l e   r  l e   v e r s   l a   d r o i t e ,   e t   l e   b o u t o n   5   p o u r   f a i r e   v o l e r   l e   r  l e . 	 S t e u e r n   S i e   d e n   D a r s t e l l e r ,   d a m i t   e r   n i c h t   d e n   D o r n   ( u n d   D o r n e n t r e p p e )   b e r  h r t   o d e r   h e r u n t e r f  l l t . \ n ( 1 ) M i t   T a s t e   4   ( o d e r   N a c h - l i n k s - P f e i l )   g e h t   d e r   D a r s t e l l e r   n a c h   l i n k s ,   m i t   T a s t e   6   ( o d e r   N a c h - r e c h t s - P f e i l )   g e h t   e r   n a c h   r e c h t s   u n d   m i t   T a s t e   5   f l i e g t   d e r   D a r s t e l l e r . 	 #?@02;O9B5  601>9,   GB>1K  =5  :0A0BLAO  B5@=8O  8  =5  C?0ABL. \ n ( 1 ) A?>;L7C9B5  :;028HC  4   ( 8;8  :;028HC  A>  AB@5;:>9  2=87) ,   GB>1K  ?5@5<5AB8BL  601C  2;52>,   :;028HC  6   ( 8;8  :;028HC  A>  AB@5;:>9  2?@02>) ,   GB>1K  ?5@5<5AB8BL  :;028HC  2?@02>  8  :;028HC  5 ,   GB>1K  6010  27;5B5;0. 	 C o n t r o l l a r e   l a   r a n a   c h e   n o n   t o c c h i   l a   s p i n a   ( e   l a   s c a l a   d i   s p i n e )   e   n o n   c a d a . \ n ( 1 ) U s a r e   i l   t a s t o   4 ( o   i l   t a s t o   d e l l a   f r e c c i a   s i n i s t r a )   p e r   f a r   a n d a r e   a   s i n i s t r a   l a   r a n a ,   i l   t a s t o   6 ( o   i l   t a s t o   d e l l a   f r e c c i a   d e s t r a )   p e r   f a r   a n d a r e   a   d e s t r a   l a   r a n a ,   e   i l   t a s t o   5   p e r   f a r   v o l a r e   l a   r a n a . 	 3J71  9DJ  'D6A/9    D'  *,9DG  JDE3  'D4HC)( H  /1,)  'D4HC))   #H  'D3BH7  'D'3AD. \ n ( 1 )   '3*./E  'DEA*'-    4   ( #H  'D3GE  'D'J31)   D*,9D  'D6A/9    J0G(  'DJ  'DJ3'1  ,   'DEA*'-  1BE  6   ( #H  'D3GE  'D'JEF)   *,9D  'D6A/9    J0G(  'DJ  'DJEJF,   H  'DEA*'-  5   D*,9D  'D6A/9  J7J1. 	 C o n t r o l e   o   p e r s o n a g e m   p a r a   q u e   e s t e   n  o   t o q u e   n o   e s p i n h o   ( e   e s p i n h o / e s c a d a )   o u   c a i a . \ n ( 1 ) u t i l i z e   a   t e c l a   4   ( o u   s e t a   p a r a   a   e s q u e r d a )   p a r a   f a z e r   c o m   q u e   o   p e r s o n a g e m   s e   m o v a   p a r a   a   e s q u e r d a ,   a   t e c l a   6   ( o u   t e c l a   s e t a   p a r a   a   d i r e i t a )   p a r a   f a z e r   c o m   q u e   o   p e r s o n a g e m   s e   m o v a   p a r a   a   d i r e i t a   e   a   t e c l a   5   p a r a   f a z e r   c o m   q u e   e l e   v o e . 	 D i k e n l e r e   d o k u n m a m a s 1  y a   d a   d  _m e m e s i   i  i n   k u r b a a y 1  k o n t r o l   e d i n . \ n ( 1 )   K u r b a a y 1  s o l a   d o r u   h a r e k e t   e t t i r m e k   i  i n   4   t u _u n u   y a   d a   s o l   o k   t u _u n u ,   s a a   h a r e k e t   e t t i r m e k   i  i n   6   t u _u n u   y a   d a   s a   o k   t u _u n u   v e   k u r b a a y 1  z 1p l a t m a k   i  i n   5   t u _u n u   k u l l a n 1n . 	 i u   k h i n   n h  n   v t     k h  n g   c h m   v  o   b i   c  y   h o c   l    n g    x u n g . \ n ( 1 ) S   d n g   p h  m   4 (   h o c   p h  m   m ii   t  n   t r  i   )     d i   c h u y n   s a n g   t r  i ,   p h  m   6   (   h o c   m ii   t  n   p h i )     d i   c h u y n   s a n g   p h i ,   p h  m   5     n h  n   v t   b a y . 	 K e n d a l i k a n   p e l a g a   u n t u k   t i d a k   m e n y e n t u h   s i s i   ( d a n   s i s i   t a n g g a )   a t a u   j a t u h . \ n ( 1 ) G u n a k a n   t o m b o l   4 ( a t a u   p a n a h   k i r i )   u n t u k   b e r p u t a r   k e   k i r i ,   t o m b o l   6 ( a t a u   p a n a h   k a n a n )   u n t u k   b e r p u t a r   k e   k a n a n ,   d a n   t o m b o l   5   u n t u k   t e r b a n g . 	 K a w a l   k a t a k   s u p a y a   t i d a k   m e n y e n t u h   d u r i   ( D a n   t a n g g a   d u r i )   a t a u   d a r i p a d a   t e r j a t u h . \ n ( 1 ) G u n a k a n   k e k u n c i   4 ( a t a u   k e k u n c i   a n a k   p a n a h   k i r i )   s u p a y a   k a t a k   b e r g e r a k   k e   k i r i ,   k e k u n c i   6 ( a t a u   k e k u n c i   a n a k   p a n a h   k a n a n )   s u p a y a   k a t a k   b e r g e r a k   k e   k a n a n ,   d a n   k e k u n c i   5   s u p a y a   k a t a k   t e r b a n g . 	 0	I	2	  	K	  	>			G	  ( $	%	>	  			@	2	@	  8	@	"	<	@	)   	K	  (	  	B	(	G	  &	G	(	G	  /	>	  (	@		G	  (	  	?	0	(	G	  &	G	(	G	  	G	  2	?		  (	?	/		$	M	0	?	$	  	0	G		\ n ( 1 ) 	A			@	  4 ( /	>	  2	G	+	M		- 	0	K	  	A			@	)   	>	  		*	/	K		  0	I	2	  	K	  ,	>			  	>	(	G	  9	G	$	A	,   	A			@	  6 ( /	>	  0	>			- 	0	K	   	A			@	)     	>	  		*	/	K		  0	I	2	  	K	  &	>	9	?	(	G	  	>	(	G	  9	G	$	A	,   $	%	>	  	A			@	  5   	>	  		*	/	K		  0	I	2	  	K	  		!	<	>	(	G	  9	G	$	A	  	0	G		d		 K o n t r o l l e r   f r  e n   s    d e n   i k k e   r a m m e r   t o r n e n e   ( e l l e r   t o r n e t r a p p e n )   e l l e r   f a l d e r   n e d ) . \ n ( 1 ) B r u g   4   ( e l l e r   v e n s t r e   p i l )   t i l   a t   b e v  g e   f r  e n   m o d   v e n s t r e ,   b r u g   6   ( e l l e r   h  j r e   p i l )   f o r   a t   b e v  g e   f r  e n   m o d   h  j r e ,   o g   b r u g   5   t i l   a t   f l y v e . 	 O v l  d e j t e   ~ b u   t a k ,   a b y   s e   n e d o t k l a   t r n u   ( 
i   t r n o v  h o   s c h o d u )   a   a b y   n e s p a d l a . \ n ( 1 ) K l  v e s o u   4   ( n e b o   ai p k o u   v l e v o )   p o h n e t e   ~ b o u   d o l e v a ,   k l  v e s o u   6   ( n e b o   p r a v o u   ai p k o u )   p o h n e t e   ~ b o u   d o p r a v a ,   k l  v e s o u   5   v y v o l  t e   l e t   ~ b y . 	 K i e r u j   {a b   t a k ,   a b y   n i e   d o t y k a Ba   k o l c a   ( o r a z   s c h o d k a   k o l c z a s t e g o )   l u b   n i e   u p a d Ba . \ n ( 1 ) U |y j   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i )   a b y   |a b a   k i e r o w a Ba   s i   w   l e w o ,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i )     a b y   |a b a   k i e r o w a Ba   s i   w   p r a w o   i   k l a w i s z   5   a b y   |a b a   l a t a Ba . 	 I r  n y  t s a   a   b  k  t    g y ,   h o g y   k  z b e n   n e m   e s i k   l e    s   n e m    r   h o z z    a   t  s k  k h e z . \ n ( 1 ) A   b  k  t   a   4 - e s   g o m b b a l   ( v a g y   a   b a l r a   n y  l l a l )   m o z g a t h a t j a   b a l r a ,   a   6 - o s   g o m b b a l   ( v a g y   a   j o b b r a   n y  l l a l )   j o b b r a ,   i l l e t v e   a z   5 -  s   g o m b b a l   e m e l h e t i   f e l   a   l e v e g Qb e . 	 O h j a a   s a m m a k k o a ,   j o t t e i   s e   k o s k e t a   p i i k k i p e n s a s t a   ( j a   p i i k k i p o r t a i k k o a )   t a i   p u t o a . \ n   1 .   K  y t    n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   s a m m a k k o a   v a s e m m a l l e ,   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   s i t    o i k e a l l e   j a   n  p p  i n t    5   s a m m a k o n   l e n n  t t  m i s e k s i . 	 S t y r   f r o s k e n   f o r      i k k e   b e r  r e   t o r n e n   ( o g   t o r n e t r a p p e n )   e l l e r   f a l l e   n e d . \ n ( 1 ) B r u k   t a s t   4 ( e l l e r   v e n s t r e   p i l t a s t )   f o r      b e v e g e   f r o s k e n   t i l   v e n s t r e ,   t a s t   6   ( e l l e r   h  r e   p i l t a s t )   f o r      b e v e g e   f r o s k e n   t i l   h  y r e ,   o g   t a s t   5   f o r      f    f r o s k e n   t i l      f l y . 	 O v l  d a j t e   ~a b u   t a k ,   a b y   s a   n e d o t k l a   t UHa   ( a l e b o   t UHo v  h o   s c h o d u ) .   \ n ( 1 )   T l a 
i d l o   4   p o u ~ v a j t e   p r e   p o h y b   d o >a v a ,   t l a 
i d l o   6   p o u ~ v a j t e   p r e   p o h y b   d o p r a v a .   S t i s k o m   t l a 
i d l a   5   ~a b a   v z l i e t n e . 	 Z o r g   e r v o o r   d a t   d e   r o l   n i e t   t e g e n   d e   d o o r n   k o m t   ( e n   d e   d o o r n t r a p )   o f   o m l a a g   v a l t . \ n ( 1 )   D r u k   o p   4   ( o f   p i j l t j e   n a a r   l i n k s )   o m   d e   r o l   n a a r   l i n k s   t e   s c h u i v e n ,   e n   o p   6   ( o f   p i j l t j e   n a a r   r e c h t s )   o m   h e m   n a a r   r e c h t s   t e   s c h u i v e n .   D r u k   o p   5   o m   d e   r o l   t e   l a t e n   v l i e g e n . 	 S t y r   g r o d a n   s    a t t   d e n   i n t e   n u d d a r   t a g g a r   ( o c h   t a g g t r a p p o r )   e l l e r   r a m l a r . \ n ( 1 ) T r y c k   p    4   ( e l l e r   v  n s t e r p i l )   f  r   a t t   f    g r o d a n   a t t   g    t i l l   v  n s t e r ,   6   ( e l l e r   h  g e r p i l )   f  r   a t t   f    g r o d a n   a t t   g    t i l l   h  g e r ,   o c h   5   f  r   a t t   f    g r o d a n   a t t   f l y g a 	 U p r a v l j a j t e   ~a b o m   t a k o   d a   s e   n e   d o t a k n e   t r n a     /   t r n o v i t i h   s t u b a )   i l i   d a   n e   p a d n e   d o l j e . \ n ( 1 ) T i p k o m   4   ( i l i   s t r e l i c o m   l i j e v o )   p o m i 
i t e   ~a b u   u l i j e v o ,   t i p k o m   6   ( i l i   s t r e l i c o m   d e s n o )   p o m i 
i t e   ~a b u   u d e s n o ,   a   p o m o u   t i p k e   5   ~a b a   e   p o l e t j e t i . 	 C o n t r o l a ci   b r o a s c a ,   a s t f e l    n c  t   s   n u   a t i n g   g h i m p e l e   ( _i   t r e p t e l e   c u   g h i m p i )   s a u   s   c a d . \ n ( 1 ) U t i l i z a ci   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   d e p l a s a r e a   b r o a _t e i   l a   s t  n g a ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   d e p l a s a r e a   b r o a _t e i   l a   d r e a p t a   _i   t a s t a   5   p e n t r u   a   f a c e   b r o a s c a   s   z b o a r e . 	 K o n t r o l i r a j   ~a b o   d a   s e   n e   d o t a k n e   t r n a   ( i n   t r n a - s t o p n i c e )   a l i   d a   n e   p a d e . \ n ( 1 ) U p o r a b i   t i p k o   4 ( a l i   t i p k o   l e v a - p u a
i c a )   z a   p r e m i k a n j e   ~a b e   v   l e v o ,   t i p k o   6 ( a l i   t i p k o   d e s n a - p u a
i c a )   z a   p r e m i k a n j e   ~a b e   v   d e s n o ,   i n   t i p k o   5 ,   d a   ~a b a   p o l e t i . 	                   (           )       . \ n   ( 1 )         4   (             )                 ,       6   (             )                 ,         5               . 	           (     )       . \ n ( 1 )   4 (     )           ,     6 (     )           ,     5         . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 ,	G	!		>		>	  	>		/	>	2	>	  ( 	#	?	  	>		/	>		G	  8	?	!	@	5	0	)   8	M	*	0	M	6	  9	K	#	>		 A1E'F  1'  F*1D  F/  *'  (G  .'1  ( H  ~DG  .'1/'1)   (1.H1/  FF/  '  2EF  F.H1/. \ n ( 1 ) '2  D/  4   ( '  D/  AD4  /'1  3E*  ~)   (1'  -1*  (G  3E*  ~  '2  D/  6   ( '  D/  AD4  /'1  1'3*)   (1'  -1*  (G  3E*  1'3*  H  '2  D/  5   (1'  ~14  '3*A'/G  F/. 	 *1HF    ?'H1*1HF  2F>    'H1  F  1F  3EF  H  B'(H  E  1/ 1 n   EF  H'H~1  ,'F    D(yF  4   ?'  1'&y  '1H  (yF  >  EF  H('&  ,'F(  D  ,'F  D(yF6 ?'  1'&y'1H  (yF>  'H1  EF  H  ''F    D(yF  5   '  '3*9E'D  ,&	   (   - )     ,   ,         ,         . \ n ( 1 )           4     (       ) ,         6     (       ) ,         5       	 				  					  ( 			  						  					)   						  				  		  				  		  				  				  		  			( 	) 						  			  									  				d	    	  		  ( 		  								  			  							  				)   			  				  				,   	  		  ( 		  			  					  					  							  				)   							  				,   					  				  	  		  						 !
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. 	       (     )             .   \ n ( 1 )     4     (     )         ,               6   (     )           5   (     )   . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 B e h e e r   d i e   r o l   o m   n i e   a a n   d i e   d o r i n g   ( e n   d i e   d o r i n g t r a p )   t e   r a a k   n i e ,   o f   v a l   p l a t . \ n ( 1 ) g e b r u i k   t o e t s   4 ( O f   l i n k e r k a n t s t e   p y l t j i e t o e t s )   o m   d i e   r o l   s k a k e l s   t e   s k u i f ,   t o e t s   6 ( o f   r e g t e r k a n t s t e   p y l t j i e t o e t s )   o m   d i e   r o l   r e g s   t e   s k u i f ,   e n   t o e t s   5   o m   d i e   r o l   t e   l a a t   v l i e g . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 C o n t r o l   t h e   f r o g   n o t   t o   t o u c h   t h e   t h o r n   ( A n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   f r o g   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   f r o g   f l y . 	 	 	 	 								  ( 			  							- 				)   						  						  		  				  			  						  				  									  				\ n ( 1 )     			  								  		  					  		  4 ( 		  				- 				  		,   			  							  		  					  		  6 ( 		  			- 				  		)   			  			  						  					  		  5   							  					 	 	 	 	 	 	 	 C o n t r o l e   o   r o l o   p a r a   n  o   t o c a r   n o   e s p i n h o   ( e   e s c a d a   c o m   e s p i n h o s )   o u   c a i r . \ n ( 1 ) u s e   a   t e c l a   4 ( o u   a   s e t a   p a r a   a   e s q u e r d a )   p a r a   f a z e r   o   r o l o   i r   p a r a   a   e s q u e r d a ,   a   t e c l a   6   ( o u   a   t e c l a   d a   s e t a   p a r a   a   d i r e i t a )   p a r a   f a z e r   o   r o l o   i r   p a r a   a   d i r e i t a   e   a   t e c l a   5   p a r a   f a z e r   o   r o l o   v o a r . 
 
 S T R _ I D _ G X _ S T A I R _ G A M E _ N A M E _ C H I C K E N 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E ,   c h i c k e n   d o w n   s t a i r 	 C h i c k e n 	 \ޖNj	 \!N|i	 @!DH	 G a l l o 	 P o u l e 	 H u h n 	 &K?;5=>:	 P o l l o 	 'D/,',	 G a l i n h a 	 T a v u k   	 C o n   g  	 A y a m 	 A y a m 	 .	A	0	M		>		 K y l l i n g 	 K u Ye 	 K u r c z a k 	 C s i r k e 	 K a n a 	 K y l l i n g 	 K u r 
a 	 K i p 	 K y c k l i n g 	 P i l e 	 P u i   d e   g i n 	 K o k o a	 C h i c k e n 	 	 8;5	 	K		,	!	@		G	  *	?	2	M	2	B		 ,H,G	 E1:	 	 						 
B

>
	 K!?  *?2M2	 C@G0	 



	 	 C h i c k e n 	 C h i c k e n 	 C h i c k e n 	 H o e n d e r 	 C h i c k e n 	 C h i c k e n 	 C h i c k e n 	 C h i c k e n 	 C h i c k e n 	 C h i c k e n 	 	 	 	 						 	 	 	 	 	 	 	 G a l i n h a 
 
 S T R _ I D _ G X _ S T A I R _ H E L P _ D E S C R I P T I O N _ C H I C K E N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 c6R\ޖMQx0R
Nev\:RT6^	g\:Rvh	bX=Qkub0\ n 1 	O(u	cu4 b]eTu	O\ޖT]p	cu6 bSeTu	O\ޖTSp	cu5 O\ޖT
Nۘ0	 c6R\!MQx0R
Nev\:RT&^	g\:Rv6h	bX=Q;ub0\ n 1 	O(u	c.4 b]eT.	O\!T]p	c.6 bSeT.	O\!TSp	c.5 O\!T
Nޘ0	 '8!DHD!HC+I*1!1*1+2!( A%01D+2!)     #0'1D!HC+IDH1D  \ n ( 1 )   8H!  4   ( +#7-8H!I2") @7H-'8!DHD2I2"  8H!  6   ( +#7-8H!'2)   @7H-'8!DHD2'2  A%08H!  5   @7H-46II2	 C o n t r o l e   e l   g a l l o   p a r a   n o   t o c a r   e l   a g u i j  n   ( y   l a   e s c a l e r a   d e   a g u i j o n e s )   o   c a e r s e . \ n ( 1 ) U t i l i c e   l a   t e c l a   4   ( o   l a   t e c l a   d e   f l e c h a   a   l a   i z q u i e r d a )   p a r a   h a c e r   q u e   e l   g a l l o   a v a n c e   a   l a   i z q u i e r d a ,   l a   t e c l a   6   ( o   l a   t e c l a   d e   f l e c h a   a   l a   d e r e c h a )   p a r a   h a c e r   q u e   e l   g a l l o   a v a n c e   a   l a   d e r e c h a ,   y   l a   t e c l a   5   p a r a   h a c e r   q u e   e l   g a l l o   v u e l e . 	 C o n t r  l e z   l a   p o u l e   p o u r    v i t e r   l e s    p i n e s   ( e t   l e s   e s c a l i e r s   d   p i n e s )   e t   d e   t o m b e r . \ n ( 1 ) U t i l i s e z   l e   b o u t o n   4   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   g a u c h e )   p o u r   f a i r e   b o u g e r   l a   p o u l e   v e r s   l a   g a u c h e ,   l e   b o u t o n   6   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   d r o i t e )   p o u r   f a i r e   b o u g e r   l a   p o u l e   v e r s   l a   d r o i t e ,   e t   l e   b o u t o n   5   p o u r   f a i r e   v o l e r   l a   p o u l e . 	 S t e u e r n   S i e   d a s   H u h n ,   d a m i t   e s   n i c h t   d e n   D o r n   ( u n d   D o r n e n t r e p p e )   b e r  h r t   o d e r   h e r u n t e r f  l l t . \ n ( 1 ) M i t   T a s t e   4   ( o d e r   N a c h - l i n k s - P f e i l )   g e h t   d a s   H u h n   n a c h   l i n k s ,   m i t   T a s t e   6   ( o d e r   N a c h - r e c h t s - P f e i l )   g e h t   e s   n a c h   r e c h t s   u n d   m i t   T a s t e   5   f l i e g t   d a s   H u h n . 	 @>2548B5  FK?;5=:0  B0:,   GB>1K  =5  :>A=CBLAO  :>;NG5:  ( 8  :>;NG8E  ;5AB=8F)   8  =5  A20;8BLAO. \ n ( 1 ) 'B>1K  =0?@028BL  FK?;5=:0  2;52>,   =06<8B5  :=>?:C  4   ( 8;8  :=>?:C  A>  AB@5;:>9  2;52>) ;   GB>1K  =0?@028BL  2?@02>?    :=>?:C  6   ( 8;8  :=>?:C  A>  AB@5;:>9  2?@02>) .   'B>1K  ?5@5;5B5BL	 C o n t r o l l a r e   l a   g a l l i n a   i n   m o d o   c h e   n o n   t o c c h i   i   r o v i   ( e   l a   s c a l a   d i   r o v i )   e   c h e   n o n   c a d a   d a   e s s a .   U s a r e   i l   t a s t o   4   ( o   l a   f r e c c i a   a   s i n i s t r a )   p e r   s p o s t a r e   l a   g a l l i n a   a   s i n i s t r a ,   i l   t a s t o   6   ( o   l a   f r e c c i a   a   d e s t r a )   p e r   s p o s t a r l a   a   d e s t r a ,   e   i l   t a s t o   5   p e r   f a r l a   v o l a r e . 	 3J71  9DJ  'D/,',    D'  *,9DG  JDE3  'D4HC)( H  /1,)  'D4HC))   #H  'D3BH7  'D'3AD. \ n ( 1 )   '3*./E  'DEA*'-    4   ( #H  'D3GE  'D'J31)   D*,9D  'D/,',    J0G(  'DJ  'DJ3'1  ,   'DEA*'-  1BE  6   ( #H  'D3GE  'D'JEF)   *,9D  'D/,',    J0G(  'DJ  'DJEJF,   H  'DEA*'-  5   D*,9D  'D/,',    J7J1. 	 C o n t r o l e   a   g a l i n h a   d e   f o r m a   a   q u e   e s t a   n  o   t o q u e   n o s   e s p i n h o s   ( e   n a   e s c a d a   d e   e s p i n h o s )   o u   c a i a . \ n ( 1 ) U s e   a   t e c l a   4 ( o u   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a )   p a r a   m o v e r   a   g a l i n h a   p a r a   a   e s q u e r d a ,   t e c l a   6 ( o u   t e c l a   d e   s e t a   p a r a   a   d i r e i t a )   p a r a   m o v e r   a   g a l i n h a   p a r a   a   d i r e i t a   e   t e c l a   5   p a r a   f a z e r   a   g a l i n h a   v o a r . 	 T a v u u   d i k e n l e r e   ( v e   d i k e n l i   m e r d i v e n e )   d o k u n m a m a s 1  v e y a   d  _m e m e s i   i  i n   k o n t r o l   e d i n . \ n ( 1 ) T a v u u n   s o l a   d o r u   h a r e k e t   e t m e s i   i  i n   4   t u _u n u   ( v e y a   s o l   o k   t u _u n u ) ,   s a a   d o r u   h a r e k e t   e t m e s i   i  i n   6   t u _u n u   ( v e y a   s a   o k   t u _u n u )   v e   t a v u u n   u  m a s 1  i  i n   5   t u _u n u   k u l l a n 1n .   	 i u   k h i n   G    t r  n h   c h m   p h i   v t   n h n   p h  a   t r  n ( h a y   n h n g   n c   t h a n g   c    c h a   v t   n h n ) h o c   r i   r a   m t   t r a n h . \ n ( 1 )   D  n g   p h  m   4 ( h a y   m ii   t  n   t r  i ) i u   k h i n   G    d i   c h u y n   v   p h  a   t r  i , d  n g   p h  m   6 ( h a y   m ii   t  n   p h i ) i u   k h i n   G    d i   c h u y n   G    v   p h  a   b  n   p h i , d  n g   p h  m   5   i u   k h i n   G    b a y   l  n   t r  n . 	 K e n d a l i k a n   a y a m   a g a r   t i d a k   m e n y e n t u h   d u r i   ( d a n   t a n g g a   b e r d u r i )   a t a u   t e r j a t u h . \ n ( 1 ) G u n a k a n   t o m b o l   4   ( a t a u   t o m b o l   t a n d a   p a n a h   k i r i )   a g a r   a y a m   b e r j a l a n   k e   k i r i ,   t o m b o l   6   ( a t a u   t o m b o l   t a n d a   p a n a h   k a n a n )   a g a r   a y a m   b e r j a l a n   k e   k a n a n ,   d a n   t o m b o l   5   a g a r   a y a m   t e r b a n g . 	 K a w a l   a y a m   s u p a y a   t i d a k   m e n y e n t u h   d u r i   ( D a n   t a n g g a   d u r i )   a t a u   d a r i p a d a   t e r j a t u h . \ n ( 1 ) G u n a k a n   k e k u n c i   4 ( a t a u   k e k u n c i   a n a k   p a n a h   k i r i )   s u p a y a   a y a m   b e r g e r a k   k e   k i r i ,   k e k u n c i   6 ( a t a u   k e k u n c i   a n a k   p a n a h   k a n a n )   s u p a y a   a y a m   b e r g e r a k   k e   k a n a n ,   d a n   k e k u n c i   5   s u p a y a   a y a m   t e r b a n g . 	 	>			G	  ( 	0	  	>			K		  	@	  8	@	]	@	)   	K	  	B	(	G	  /	>	  	?	0	(	G	  (	  &	G	(	G	  	G	  2	?		  .	A	0	M		G	  	K	  (	?	/		$	M	0	?	$	  	0	G		. \ n ( 1 ) .	A	0	M		G	  	K	  ,	>			  2	G	  	>	(	G	  	G	  2	?		  	@	  4   ( 	%	5	>	  ,	>	/	>		  	0	K	  	@	) ,   &	>	/	>		  2	G	  	>	(	G	  	G	  2	?		  	@	  6   ( 	%	5	>	   &	>	/	>		  	0	K	  	@	)   	8	M	$	G	.	>	2	  	0	G		,   	0	  .	A	0	M		G	  	K	  		\	>	(	G	  	G	  2	?		  	@	  5   	>	  	8	M	$	G	.	>	2	  	0	G		.  	 K o n t r o l l e r   k y l l i n g e n   s    d e n   i k k e   r a m m e r   t o r n e n e   ( e l l e r   t o r n e t r a p p e n )   e l l e r   f a l d e r   n e d ) . \ n ( 1 ) B r u g   4   ( e l l e r   v e n s t r e   p i l )   t i l   a t   b e v  g e   f r  e n   m o d   v e n s t r e ,   b r u g   6   ( e l l e r   h  j r e   p i l )   f o r   a t   b e v  g e   f r  e n   m o d   h  j r e ,   o g   b r u g   5   t i l   a t   f l y v e . 	 O v l  d e j t e   k u Ye   t a k ,   a b y   s e   n e d o t k l o   t r n u   ( 
i   t r n o v  h o   s c h o d u )   a   a b y   n e s p a d l o . \ n ( 1 ) K l  v e s o u   4   ( n e b o   ai p k o u   v l e v o )   p o h n e t e   k u Ye t e m   d o l e v a ,   k l  v e s o u   6   ( n e b o   p r a v o u   ai p k o u )   p o h n e t e   k u Ye t e m   d o p r a v a ,   k l  v e s o u   5   v y v o l  t e   l e t   k u Ye t e . 	 K i e r u j   k u r c z a k i e m   t a k ,   a b y   n i e   d o t y k a B  k o l c a   ( o r a z   s c h o d k a   k o l c z a s t e g o )   l u b   n i e   u p a d B. \ n ( 1 ) U |y j   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i ) ,   a b y   k u r c z a k   k i e r o w a B  s i   w   l e w o ,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i ) ,   a b y   k u r c z a k   k i e r o w a B  s i   w   p r a w o   i   k l a w i s z   5 ,   a b y   k u r c z a k   l a t a B. 	 I r  n y  t s a   a   c s i r k  t    g y ,   h o g y   k  z b e n   n e m   e s i k   l e    s   n e m    r   h o z z    a   t  s k  k h e z . \ n ( 1 ) A   c s i r k  t   a   4 - e s   g o m b b a l   ( v a g y   a   b a l r a   n y  l l a l )   m o z g a t h a t j a   b a l r a ,   a   6 - o s   g o m b b a l   ( v a g y   a   j o b b r a   n y  l l a l )   j o b b r a ,   i l l e t v e   a z   5 -  s   g o m b b a l   e m e l h e t i   f e l   a   l e v e g Qb e . 	 O h j a a   k a n a a ,   j o t t e i   s e   k o s k e t a   p i i k k i p e n s a s t a   ( j a   p i i k k i p o r t a i k k o a )   t a i   p u t o a . \ n   1 .   K  y t    n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   k a n a a   v a s e m m a l l e ,   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   s i t    o i k e a l l e   j a   n  p p  i n t    5   k a n a n   l e n n  t t  m i s e k s i . 	 S t y r   k y l l i n g e n   f o r      i k k e   b e r  r e   t o r n e n   ( o g   t o r n e t r a p p e n )   e l l e r   f a l l e   n e d . \ n ( 1 ) B r u k   t a s t   4 ( e l l e r   v e n s t r e   p i l t a s t )   f o r      b e v e g e   k y l l i n g e n   t i l   v e n s t r e ,   t a s t   6   ( e l l e r   h  r e   p i l t a s t )   f o r      b e v e g e   k y l l i n g e n   t i l   h  y r e ,   o g   t a s t   5   f o r      f    k y l l i n g e n   t i l      f l y . 	 O v l  d a j t e   k u r 
a   t a k ,   a b y   s a   n e d o t k l o   t UHa   ( a l e b o   t UHo v  h o   s c h o d u ) .   \ n ( 1 )   T l a 
i d l o   4   p o u ~ v a j t e   p r e   >a v    p o h y b ,   t l a 
i d l o   6   p o u ~ v a j t e   p r e   p r a v    p o h y b .   S t i s k o m   t l a 
i d l a   5   k u r 
a   v z l i e t n e . 	 B e d i e n   d e   k i p   o m   d e   d o o r n   ( e n   d e   d o o r n t r a p )   n i e t   a a n   t e   r a k e n   o f   n a a r   b e n e d e n   t e   v a l l e n . \ n ( 1 ) D r u k   o p   4 ( o f   p i j l   n a a r   l i n k s )   o m   t e   k i p   n a a r   l i n k s   t e   l a t e n   g a a n ,   o p   6 ( o f   p i j l t j e   n a a r   r e c h t s )   o m   d e   k i p   n a a r   r e c h t s   t e   l a t e n   g a a n   e n   o p   5   o m   d e   k i p   t e   l a t e n   v l i e g e n . 	 S e   t i l l   a t t   k y c k l i n g e n   i n t e   n u d d a r   t a g g a r n a   ( o c h   t a g s t e g e n )   e l l e r   r a m l a r . \ n ( 1 ) A n v  n d   k n a p p   4 ( e l l e r   v  n s t e r p i l e n )   f  r   a t t   g    t i l l   v  n s t e r ,   k n a p p   6   ( e l l e r   h  g e r p i l e n )   f  r   a t t   s t y r a   k y c k l i n g e n   t i l l   h  g e r ,   o c h   k n a p p   5   f  r   a t t   f    k y c k l i n g e n   a t t   f l y g a . 	 U p r a v l j a t e   p i l e t o m   d a   n e   d o d i r n e   t r n   ( i l i   t r n o v i t e   s t e p e n i c e )   i l i   d a   n e   p a d n e   d o l j e .   \ n ( 1 ) P o m o u   t i p k e   4   ( s t r e l i c a   l i j e v o )   p o m i 
i t e   p i l e   l i j e v o ,   p o m o u   t i p k e   6   ( s t r e l i c a   d e s n o )   p o m i 
i t e   p i l e   d e s n o ,   p o m o u   t i p k e   5   p i l e   e   l e t j e t i . 	 C o n t r o l a ci   p u i u l ,   a s t f e l    n c  t   s   n u   a t i n g   g h i m p e l e   ( _i   t r e p t e l e   c u   g h i m p i )   s a u   s   c a d . \ n ( 1 ) U t i l i z a ci   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   d e p l a s a r e a   p u i u l u i   l a   s t  n g a ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   d e p l a s a r e a   p u i u l u i   l a   d r e a p t a   _i   t a s t a   5   p e n t r u   a   f a c e   p u i u l   s   z b o a r e . 	 K o n t r o l i r a j   k o k o a  d a   s e   n e   d o t a k n e   t r n a   ( i n   t 	                   (           )     . /   ( 1 )         4   (             )                 ,       6   (             )                 ,         5               . 	           (     )       . \ n ( 1 )   4 (     )           ,     6 (     )           ,     5         . 	 >=B@>;8@09  ?8;5B>  40  =5  4>:>A20  1>48;0. . . 	 	K		,	!	@		M	/	>	  *	?	2	M	2	>	2	>	  	>		/	>		>	  8	M	*	0	M	6	  9	K	#	>	0	  (	>	9	@	  ( 		 E1:  1'  CF*1D  CFJ/  *'  (G  .'1G'  ( H  ~DG  .'1/'1)   F.H1/G  J'  ~'JJF  FJA*/. ( 1 ) / n '2  CDJ/  4   ( J'  CDJ/  ~JC'F/'1  ~)   (1'I  -1C*  /'/F  E1:  (G  3E*  ~  CDJ/  6   ( J'  CDJ/  ~JC'F/'1  1'3*)   (1'I  -1C*  /'/F  E1:  (G  3E*  1'3*  H  CDJ/  5   (1'I  ~1'F/F  E1:  '3*A'/G  CFJ/. 	 F  H  *1HF    ?  'H1  *1HF  2F  >  H  HF    '  1F  3  B'(H  E  1  \ 1 n   4   '  DAy  '1H    F  H  ('&  ,'F(  D  ,'F    D  /('&      6   '  1'&*  '1H    F  H  /'&  ,'F(  D  ,'F    D  /('&    'H1    5   F  H  ''F    D	   (   -   )   ,         .   . \ n ( 1 )             4   (     -   ) ,               6   (     -   ) ,             5   . 	 									  									  				  				    					  ( 			  						  						)   						  		  			  		  				  				  		  				  \ 		( 	)     	  		  ( 		  								  			  		)   							  				  			  				  				,   	  		  ( 		  			  					  			  				)   							  				  			  				  				,   					  				  	  		  							 
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. 	       (     )           .   \ n ( 1 )     4       (     )       ,                 6   (     )             5   (     )   . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 B e h e e r   d i e   h o e n d e r   o m   n i e   a a n   d i e   d o r i n g   ( e n   d o r i n g t r a p )   t e   r a a k   o f   o m   t e   v a l   n i e . \ n ( 1 ) G e b r u i k   t o e t s   4 ( o f   l i n k e r k a n t s t e   p y l t j i e t o e t s )   o m   d i e   h o e n d e r   l i n k s   t e   l a a t   b e w e e g ,   t o e t s   6 ( o f   r e g t e r k a n t s t e   p y l t j i e t o e t s )   o m   d i e   h o e n d e r   r e g s   t e   l a a t   b e w e e g   e n   t o e t s   5   o m   d i e   h o e n d e r   t e   l a a t   v l i e g . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 C o n t r o l   t h e   c h i c k e n   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   c h i c k e n   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   c h i c k e n   f l y . 	 	 	 	 								  ( 			  							- 				)   						  						  		  				  			  						  									  									  				\ n ( 1 )     									  								  		  					  		  4 ( 		  				- 				  		,   									  							  		  					  		  6 ( 		  			- 				  		)   			  								  						  					  		  5   							  					 	 	 	 	 	 	 	 C o n t r o l e   a   g a l i n h a   p a r a   n  o   t o c a r   n o   e s p i n h o   ( e   e s c a d a   c o m   e s p i n h o s )   o u   c a i r . \ n ( 1 ) u s e   a   t e c l a   4 ( o u   a   s e t a   p a r a   a   e s q u e r d a )   p a r a   f a z e r   a   g a l i n h a   i r   p a r a   a   e s q u e r d a ,   a   t e c l a   6   ( o u   a   t e c l a   d a   s e t a   p a r a   a   d i r e i t a )   p a r a   f a z e r   a   g a l i n h a   i r   p a r a   a   d i r e i t a   e   a   t e c l a   5   p a r a   f a z e r   a   g a l i n h a   v o a r . 
 
 S T R _ I D _ G X _ S T A I R _ G A M E _ N A M E _ R O B O T 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E ,   r o b o t   d o w n   s t a i r 	 R o b o t 	 _jhVNNj	 :ghVNN|i	 @!+8H"L	 R o b o t 	 R o b o t 	 R o b o t e r 	  >1>B	 R o b o t 	 'D'F3'F  'D'DJ	 R o b o t 	 R o b o t   	 T r    n g i   m  y 	 R o b o t 	 R o b o t 	 0	K	,	K			 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t t i 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t e n 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 	 R o b o t 	 0	K	,	K			 1H('*	 1H(Hy	 	 					 0
K
,
K

	 0K,K	  >1>B	 




	 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 R o b o t 	 	 	 	 				 	 	 	 	 	 	 	 R o b  
 
 S T R _ I D _ G X _ S T A I R _ H E L P _ D E S C R I P T I O N _ R O B O T 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 c6R_jhVNMQx0R
Nev\:RT6^	g\:Rvh	bX=Qkub0\ n 1 	O(u	cu4 b]eTu	O_jhVNT]p	cu6 bSeTu	O_jhVNTSp	cu5 O_jhVNT
Nۘ0	 c6R:ghVNMQx0R
Nev\:RT&^	g\:Rv6h	b`W=Q;ub0\ n 1 	O(u	c.4 b]eT.	O:ghVNT]p	c.6 bSeT.	O:ghVNTSp	c.5 O:ghVNT
Nޘ0	 '8!+8H"LD!HC+I*1!1*1+2!( A%01D+2!)     #0'1D!HC+I+8H"L1D  \ n ( 1 )   8H!  4   ( +#7-8H!I2") @7H-'8!+8H"LD2I2"  8H!  6   ( +#7-8H!'2)   @7H-'8!+8H"LD2'2  A%08H!  5   @7H-#0B6II2	 C o n t r o l e   e l   r o b o t   p a r a   n o   t o c a r   e l   a g u i j  n   ( y   l a   e s c a l e r a   d e   a g u i j o n e s )   o   c a e r s e . \ n ( 1 ) U t i l i c e   l a   t e c l a   4   ( o   l a   t e c l a   d e   f l e c h a   a   l a   i z q u i e r d a )   p a r a   h a c e r   q u e   e l   r o b o t   a v a n c e   a   l a   i z q u i e r d a ,   l a   t e c l a   6   ( o   l a   t e c l a   d e   f l e c h a   a   l a   d e r e c h a )   p a r a   h a c e r   q u e   e l   r o b o t   a v a n c e   a   l a   d e r e c h a ,   y   l a   t e c l a   5   p a r a   h a c e r   q u e   e l   r o b o t   v u e l e . 	 C o n t r  l e z   l e   r o b o t   p o u r    v i t e r   l e s    p i n e s   ( e t   l e s   e s c a l i e r s   d   p i n e s )   e t   d e   t o m b e r . \ n ( 1 ) U t i l i s e z   l e   b o u t o n   4   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   g a u c h e )   p o u r   f a i r e   b o u g e r   l e   r o b o t   v e r s   l a   g a u c h e ,   l e   b o u t o n   6   ( o u   l e   b o u t o n   d e   d i r e c t i o n   v e r s   l a   d r o i t e )   p o u r   f a i r e   b o u g e r   l e   r o b o t   v e r s   l a   d r o i t e ,   e t   l e   b o u t o n   5   p o u r   f a i r e   v o l e r   l e   r o b o t . 	 S t e u e r n   S i e   d e n   R o b o t e r ,   d a m i t   e r   n i c h t   d e n   D o r n   ( u n d   D o r n e n t r e p p e )   b e r  h r t   o d e r   h e r u n t e r f  l l t . \ n ( 1 ) M i t   T a s t e   4   ( o d e r   N a c h - l i n k s - P f e i l )   g e h t   d e r   R o b o t e r   n a c h   l i n k s ,   m i t   T a s t e   6   ( o d e r   N a c h - r e c h t s - P f e i l )   g e h t   e r   n a c h   r e c h t s   u n d   m i t   T a s t e   5   f l i e g t   d e r   R o b o t e r . 	 @>2548B5  @>1>B0  B0:,   GB>1K  =5  :>A=CBLAO  :>;NG5:  ( 8  :>;NG8E  ;5AB=8F)   8  =5  A20;8BLAO. \ n ( 1 ) 'B>1K  =0?@028BL  @>1>B0  2;52>,   =06<8B5  :=>?:C  4   ( 8;8  :=>?:C  A>  AB@5;:>9  2;52>) ;   GB>1K  =0?@028BL  2?@02>?    :=>?:C  6   ( 8;8  :=>?:C  A>  AB@5;:>9  2?@02>) .   'B>1K  ?5@5;5B5BL  ?@5	 C o n t r o l l a r e   i l   r o b o t   i n   m o d o   c h e   n o n   t o c c h i   i   r o v i   ( e   l a   s c a l a   d i   r o v i )   e   c h e   n o n   c a d a   d a   e s s a .   U s a r e   i l   t a s t o   4   ( o   l a   f r e c c i a   a   s i n i s t r a )   p e r   s p o s t a r e   i l   r o b o t   a   s i n i s t r a ,   i l   t a s t o   6   ( o   l a   f r e c c i a   a   d e s t r a )   p e r   s p o s t a r l o   a   d e s t r a ,   e   i l   t a s t o   5   p e r   f a r l o   v o l a r e . 	 3J71  9DJ  'D'F3'F  'D'DJ  D'  *,9DG  JDE3  'D4HC)( H  /1,)  'D4HC))   #H  'D3BH7  'D'3AD. \ n ( 1 )   '3*./E  'DEA*'-    4   ( #H  'D3GE  'D'J31)   D*,9D  'D'F3'F  'D'DJ    J0G(  'DJ  'DJ3'1  ,   'DEA*'-  1BE  6   ( #H  'D3GE  'D'JEF)   *,9D  'D'F3'F  'D'DJ    J0G(  'DJ  'DJEJF,   H  'DEA*'-  5   D*,9D  'D'F3'F  'D'DJ  J7J1. 	 C o n t r o l e   o   r o b o t   d e   f o r m a   a   q u e   e s t e   n  o   t o q u e   n o s   e s p i n h o s   ( e   n a   e s c a d a   d e   e s p i n h o s )   o u   c a i a . \ n ( 1 ) U s e   a   t e c l a   4 ( o u   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a )   p a r a   m o v e r   o   r o b o t   p a r a   a   e s q u e r d a ,   t e c l a   6 ( o u   t e c l a   d e   s e t a   p a r a   a   d i r e i t a )   p a r a   m o v e r   o   r o b o t   p a r a   a   d i r e i t a   e   t e c l a   5   p a r a   f a z e r   o   r o b o t   v o a r . 	 R o b o t u   d i k e n l e r e   ( v e   d i k e n l i   m e r d i v e n e )   d o k u n m a m a s 1  v e y a   d  _m e m e s i   i  i n   k o n t r o l   e d i n . \ n ( 1 ) R o b o t u n   s o l a   d o r u   h a r e k e t   e t m e s i   i  i n   4   t u _u n u   ( v e y a   s o l   o k   t u _u n u ) ,   s a a   d o r u   h a r e k e t   e t m e s i   i  i n   6   t u _u n u   ( v e y a   s a   o k   t u _u n u )   v e   t a v u u n   u  m a s 1  i  i n   5   t u _u n u   k u l l a n 1n .   	 i u   k h i n   n g i   m  y     t r  n h    m   v  o   v t   n h n   p h  a   t r  n ( v    b c   t h a n g   c    c h a   v t   n h n )   h o c   r i   r a   k h i   m t   t r a n h . \ n ( 1 ) S   d n g   p h  m   4 ( h o c   p h  m   t r  i )   n g i   m  y   i   v   b  n   t r  i , p h  m   6 ( h o c   p h  m   p h i )   n g i   m  y   i   v   b  n   p h i , p h  m   5     i u   k h i n   n g i   m  y   b a y   l  n   t r  n . 	 K e n d a l i k a n   r o b o t   a g a r   t i d a k   m e n y e n t u h   d u r i   ( d a n   t a n g g a   b e r d u r i )   a t a u   t e r j a t u h . \ n ( 1 ) G u n a k a n   t o m b o l   4   ( a t a u   t o m b o l   t a n d a   p a n a h   k i r i )   a g a r   r o b o t   b e r j a l a n   k e   k i r i ,   t o m b o l   6   ( a t a u   t o m b o l   t a n d a   p a n a h   k a n a n )   a g a r   r o b o t   b e r j a l a n   k e   k a n a n ,   d a n   t o m b o l   5   a g a r   r o b o t   t e r b a n g . 	 K a w a l   r o b o t   s u p a y a   t i d a k   m e n y e n t u h   d u r i   ( D a n   t a n g g a   d u r i )   a t a u   d a r i p a d a   t e r j a t u h . \ n ( 1 ) G u n a k a n   k e k u n c i   4 ( a t a u   k e k u n c i   a n a k   p a n a h   k i r i )   s u p a y a   r o b o t   b e r g e r a k   k e   k i r i ,   k e k u n c i   6 ( a t a u   k e k u n c i   a n a k   p a n a h   k a n a n )   s u p a y a   r o b o t   b e r g e r a k   k e   k a n a n ,   d a n   k e k u n c i   5   s u p a y a   r o b o t   t e r b a n g . 	 	>			G	  ( 	0	  	>			K		  	@	  8	@	]	@	)   	K	  	B	(	G	  /	>	  	?	0	(	G	  (	  &	G	(	G	  	G	  2	?		  0	K	,	K		  	K	  (	?	/		$	M	0	?	$	  	0	G		. \ n ( 1 ) 0	K	,	K		  	K	  ,	>			  2	G	  	>	(	G	  	G	  2	?		  	@	  4   ( 	%	5	>	  ,	>	/	>		  	0	K	  	@	) ,   &	>	/	>		  2	G	  	>	(	G	  	G	  2	?		  	@	  6     ( 	%	5	>	  &	>	/	>		  	0	K	  	@	)   	8	M	$	G	.	>	2	  	0	G		,   	0	  0	K	,	K		  	K	  		\	>	(	G	  	G	  2	?		  	@	  5   	>	  	8	M	$	G	.	>	2	  	0	G		.  	 K o n t r o l l e r   r o b o t t e n   s    d e n   i k k e   r a m m e r   t o r n e n e   ( e l l e r   t o r n e t r a p p e n )   e l l e r   f a l d e r   n e d ) . \ n ( 1 ) B r u g   4   ( e l l e r   v e n s t r e   p i l )   t i l   a t   b e v  g e   f r  e n   m o d   v e n s t r e ,   b r u g   6   ( e l l e r   h  j r e   p i l )   f o r   a t   b e v  g e   f r  e n   m o d   h  j r e ,   o g   b r u g   5   t i l   a t   f l y v e . 	 O v l  d e j t e   r o b o t a   t a k ,   a b y   s e   n e d o t k n u l   t r n u   ( 
i   t r n o v  h o   s c h o d u )   a   a b y   n e s p a d l . \ n ( 1 ) K l  v e s o u   4   ( n e b o   ai p k o u   v l e v o )   p o h n e t e   r o b o t e m   d o l e v a ,   k l  v e s o u   6   ( n e b o   p r a v o u   ai p k o u )   p o h n e t e   r o b o t e m   d o p r a v a ,   k l  v e s o u   5   v y v o l  t e   l e t   r o b o t a . 	 K i e r u j   r o b o t e m   t a k ,   a b y   n i e   d o t y k a B  k o l c a   ( o r a z   s c h o d k a   k o l c z a s t e g o )   l u b   n i e   u p a d B. \ n ( 1 ) U |y j   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i ) ,   a b y   r o b o t   k i e r o w a B  s i   w   l e w o ,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i ) ,   a b y   r o b o t   k i e r o w a B  s i   w   p r a w o   i   k l a w i s z   5 ,   a b y   r o b o t   l a t a B. 	 I r  n y  t s a   a   r o b o t o t    g y ,   h o g y   k  z b e n   n e m   e s i k   l e    s   n e m    r   h o z z    a   t  s k  k h e z . \ n ( 1 ) A   r o b o t o t   a   4 - e s   g o m b b a l   ( v a g y   a   b a l r a   n y  l l a l )   m o z g a t h a t j a   b a l r a ,   a   6 - o s   g o m b b a l   ( v a g y   a   j o b b r a   n y  l l a l )   j o b b r a ,   i l l e t v e   a z   5 -  s   g o m b b a l   e m e l h e t i   f e l   a   l e v e g Qb e . 	 O h j a a   r o b o t t i a ,   j o t t e i   s e   k o s k e t a   p i i k k i p e n s a s t a   ( j a   p i i k k i p o r t a i k k o a )   t a i   p u t o a . \ n   1 .   K  y t    n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   r o b o t t i a   v a s e m m a l l e ,   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t   k s e s i   s i t    o i k e a l l e   j a   n  p p  i n t    5   r o b o t i n   l e n n  t t  m i s e k s i . 	 S t y r   r o b o t e n   f o r      i k k e   b e r  r e   t o r n e n   ( o g   t o r n e t r a p p e n )   e l l e r   f a l l e   n e d . \ n ( 1 ) B r u k   t a s t   4 ( e l l e r   v e n s t r e   p i l t a s t )   f o r      b e v e g e   r o b o t e n   t i l   v e n s t r e ,   t a s t   6   ( e l l e r   h  r e   p i l t a s t )   f o r      b e v e g e   r o b o t e n   t i l   h  y r e ,   o g   t a s t   5   f o r      f    r o b o t e n   t i l      f l y . 	 O v l  d a j t e   r o b o t a   t a k ,   a b y   s a   n e d o t k o l   t UHa   ( a l e b o   t UHo v  h o   s c h o d u ) .   \ n ( 1 )   T l a 
i d l o   4   p o u ~ v a j t e   p r e   p o h y b   d o >a v a ,   t l a 
i d l o   6   p o u ~ v a j t e   p r e   p o h y b   d o p r a v a .   S t i s k o m   t l a 
i d l a   5   r o b o t   v z l i e t n e . 	 B e d i e n   d e   r o b o t   o m   d e   d o o r n   ( e n   d e   d o o r n t r a p )   n i e t   a a n   t e   r a k e n   o f   n a a r   b e n e d e n   t e   v a l l e n . \ n ( 1 ) D r u k   o p   4 ( o f   p i j l   n a a r   l i n k s )   o m   t e   r o b o t   n a a r   l i n k s   t e   l a t e n   g a a n ,   o p   6 ( o f   p i j l t j e   n a a r   r e c h t s )   o m   d e   r o b o t   n a a r   r e c h t s   t e   l a t e n   g a a n   e n   o p   5   o m   d e   r o b o t   t e   l a t e n   v l i e g e n . 	 S t y r   r o b o t e n   s    a t t   d e n   i n t e   n u d d a r   t a g g a r   ( o c h   t a g g t r a p p o r )   e l l e r   r a m l a r . \ n ( 1 ) T r y c k   p    4   ( e l l e r   v  n s t e r p i l )   f  r   a t t   f    r o b o t e n   a t t   g    t i l l   v  n s t e r ,   6   ( e l l e r   h  g e r p i l )   f  r   a t t   f    r o b o t e n   a t t   g    t i l l   h  g e r ,   o c h   5   f  r   a t t   f    r o b o t e n   a t t   f l y g a 	 U p r a v l j a j t e   r o b o t o m   t a k o   d a   s e   n e   d o t a k n e   t r n a     ( t r n o v i t i h   s t u b a )   i l i   d a   n e   p a d n e   d o l j e . \ n ( 1 ) T i p k o m   4   ( i l i   s t r l i c o m   l i j e v o )   p o m i 
i t e   r o b o t a   u l i j e v o ,   t i p k o m   6   ( i l i   s t r e l i c o m   d e s n o )   p o m i 
i t e   r o b o t a   u d e s n o ,   a   p o m o u   t i p k e   5   r o b o t   e   p o l e t j e t i . 	 C o n t r o l a ci   r o b o t u l ,   a s t f e l    n c  t   s   n u   a t i n g   g h i m p e l e   ( _i   t r e p t e l e   c u   g h i m p i )   s a u   s   c a d . \ n ( 1 ) U t i l i z a ci   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   d e p l a s a r e a   r o b o t u l u i   l a   s t  n g a ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   d e p l a s a r e a   r o b o t u l u i   l a   d r e a p t a   _i   t a s t a   5   p e n t r u   a   f a c e   r o b o t u l   s   z b o a r e . 	 K o n t r o l i r a j   r o b o t a   d a   s e   n e   d o t a k n e   t r n a   ( i n   t r n a - s t o p n i c e )   a l i   d a   n e   p a d e . \ n ( 1 ) U p o r a b i   t i p k o   4 ( a l i   t i p k o   l e v a - p u a
i c a )   z a   p r e m i k a n j e   r o b o t a   v   l e v o ,   t i p k o   6 ( a l i   t i p k o   d e s n a - p u a
i c a )   z a   p r e m i k a n j e   r o b o t a   v   d e s n o ,   i n   t i p k o   5 ,   d a   r o b o t   p o l e t i . 	                   (           )     . /   ( 1 )         4   (             )                 ,       6   (             )                 ,         5               . 	           (     )       . \ n ( 1 )   4 (     )           ,     6 (     )           ,     5         . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 0	K	,	K		2	>	  	>		/	>		>	  8	M	*	0	M	6	  9	K	#	>	0	  (	>	9	@	  ( 	#	?	  	>	!	/	>		M	/	>		 "/E  "GFI  1'  CF*1D  CFJ/  *'  (G  .'1G'  ( H  ~DG  .'1/'1)   F.H1/G  J'  ~'JJF  FJA*/. ( 1 ) / n '2  CDJ/  4   ( J'  CDJ/  ~JC'F/'1  ~)   (1'I  -1C*  /'/F  "/E  "GFI  (G  3E*  ~  CDJ/  6   ( J'  CDJ/  ~JC'F/'1  1'3*)   (1'I  -1C*  /'/F  "/E  "GFI  (G  3E*  1'3*  H  CDJ/  5   (1'I  ~1'F/F  "/E  "GFI  '3*A'/G  CFJ/. 	 *1HF    ?'H1*1HF  2F>    H  HF  'H1    F  1F  3  1H(Hy  H  B'(H  E  1/ 1 n   1H(Hy  H'H~1  ,'F    D(yF  4   ?'  /'&  '1H  (yF  >  1H(Hy  H('&  ,'F(  D  ,'F  D(yF6 ?'  /'&'1H  (yF>  'H11H(Hy  H  ''F    D(yF  5     '  '3*9E'D  ,&	   (   - )     ,   ,         ,         . \ n ( 1 )           4     (       ) ,         6     (       ) ,   )         5       . 	   								  									  				  				    					  ( 			  						  						)   						  		  			  		  				  				  		  				  \ 		( 	)     	  		  ( 		  								  			  		)   							  				  			  				  				,   	  		  ( 		  			  					  			  				)   							  				  			  				  				,   					  				  	  		  							 !
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. 	       (     )           . \ n ( 1 )     4     (     )       ,                 6   (     )             5   (     )   . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 B e h e e r   d i e   r o b o t   o m   n i e   a a n   d i e   d o r i n g   ( e n   d o r i n g t r a p )   t e   r a a k   o f   o m   t e   v a l   n i e . \ n ( 1 ) G e b r u i k   t o e t s   4 ( o f   l i n k e r k a n t s t e   p y l t j i e t o e t s )   o m   d i e   r o b o t   l i n k s   t e   l a a t   b e w e e g ,   t o e t s   6 ( o f   r e g t e r k a n t s t e   p y l t j i e t o e t s )   o m   d i e   r o b o t   r e g s   t e   l a a t   b e w e e g   e n   t o e t s   5   o m   d i e   r o b o t   t e   l a a t   v l i e g . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 C o n t r o l   t h e   r o b o t   n o t   t o   t o u c h   t h e   t h o r n   ( a n d   t h o r n - s t a i r )   o r   f a l l   d o w n . \ n ( 1 ) U s e   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   l e f t w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m a k e   t h e   r o b o t   g o   r i g h t w a r d ,   a n d   k e y   5   t o   m a k e   t h e   r o b o t   f l y . 	 	 	 	 								  ( 			  							- 				)   						  						  		  				  			  						  					  									  				\ n ( 1 )     					  								  		  					  		  4 ( 		  				- 				  		,   					  							  		  					  		  6 ( 		  			- 				  		)   			  					  						  					  		  5   							  					 	 	 	 	 	 	 	 C o n t r o l e   o   r o b    p a r a   n  o   t o c a r   n o   e s p i n h o   ( e   e s c a d a   c o m   e s p i n h o s )   o u   c a i r . \ n ( 1 ) u s e   a   t e c l a   4 ( o u   a   s e t a   p a r a   a   e s q u e r d a )   p a r a   f a z e r   o   r o b    i r   p a r a   a   e s q u e r d a ,   a   t e c l a   6   ( o u   a   t e c l a   d a   s e t a   p a r a   a   d i r e i t a )   p a r a   f a z e r   o   r o b    i r   p a r a   a   d i r e i t a   e   a   t e c l a   5   p a r a   f a z e r   o   r o b    v o a r . 
 
 S T R _ I D _ G X _ S T A I R _ L E V E L _ E A S Y 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 E A S Y   m o d e 	 E a s y 	 !|U	 {US	 H2"	 F  c i l 	 F a c i l e   	 L e i c h t 	 53:89  	 F a c i l e 	 3GD	 F  c i l 	 K o l a y 	 D 	 M u d a h 	 M u d a h 	 	8	>	(		 N e m 	 J e d n o d u c h  	 Aa t w y 	 K  n n y q	 H e l p p o 	 L e t t 	 J e d n o d u c h  	 G e m a k k e l i j k 	 N y b  r j a r e 	 L a g a n o 	 U _o r 	 L a h k o 	 	 	 5A=>	 8	K	*	>	  	8	G		 "3'F	 "3'F	 	 				 
8
>
(
	 @	 53:>	 





	 	 O k u l u l a 	 L u l a 	 R a h i s i 	 M a k l i k 	 L e n g v a s 	 V i e g l a 	 L i h t n e 	 @ew	 	 U _o r 	 2
3
?
$

	 89	 	 				 	 	 	 	 	 	 	 F  c i l 
 
 S T R _ I D _ G X _ S T A I R _ L E V E L _ N O R M A L 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 N O R M A L   m o d e 	 N o r m a l 	 nf	 nf	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 !@54=89	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n a 	 N o r m a a l 	 N o r m a l t 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 9'/	 F'1ED	 	 							 8
'
>
0
(
	 (>0M.2M	 >@<0;L=>	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 	 							 	 	 	 	 	 	 	 N o r m a l 
 
 S T R _ I D _ G X _ S T A I R _ L E V E L _ H A R D 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 H A R D   m o d e 	 H a r d 	 V	 V	 "2	 D i f  c i l 	 D i f f i c i l e 	 S c h w e r 	 !;>6=K9	 D i f f i c i l e 	 59(	 D i f  c i l 	 Z o r 	 K h  	 S u l i t 	 S u k a r 	 	 	K	0		 S v  r 	 O b t  ~n  	 T r u d n y 	 N e h  z 	 V a i k e a 	 V a n s k e l i g 	 N  r o 
n  	 M o e i l i j k 	 S v  r t 	 T e ak o 	 D i f i c i l 	 T e ~k o 	 	 	 "@C4=>	 	 	@	#		 3.*	 3.*	 	 					 .
A
6

?
2
	 9>0M!M	 !:;04=>	 




	 	 O k u n z i m a 	 N z i m a 	 N g u m u 	 M o e i l i k 	 S u n k u s 	 G r kt a 	 R a s k e 	 2ad	 	 D i f i c i l 	 
 
?
(

	  ?(	 	 					 	 	 	 	 	 	 	 D i f  c i l 
 
 S T R _ I D _ G X _ U F O _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E 	 U F O 	 }^nmeQO	 }^nmeQO	 @!24	 U F O 	 O V N I 	 U F O 	 	 U F O 	 'D,3E  'D:1J(  'D:2H	 U F O   ( O V N I ) 	 U F O 	 T r    )a   b a y 	 U F O 	 U F O 	 U F O 	 U F O 	 U F O 	 U F O 	 U F O 	 U F O 	 U F O 	 U F O 	 U F O 	 U f o 	 N L O 	 O Z N 	 N L P 	 U F O 	 " 	 	 /	B		+			 (4B'(  ~1F/G	 U F O 	   	 							 /
B
. 
+
. 
. 	 /A+M	 	 U F O 	     	 I - U F O 	 U F O 	 U F O 	 V V V 	 U f o n a u t a i 	 N L O 	 U F O 	 I9U	   	 O Z N 	 U F O 	 U F O 	 	 					' 	 	 	 	 	 	 	 	 O V N I 
 
 S T R _ I D _ G X _ U F O _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 d1~0b_j\d}^nmb[Pv;ed0\ n ( 1 ) O(u	cu2 ( bT
Nu) SO0b_j_
NyR	cu4 ( bT]u) SO0b_jT]yR	cu8 ( bTNu) SO0b_jTNyR	cu6 ( bTSu) SO0b_jTSyR0	 d~b:g\Q}^nmb _[Nv;eQ0\ n ( 1 ) O(u	c.2 ( bT
N.) SOb:g_
NyR	c.4 ( bT].) SOb:gT]yR	c.8 ( bTN.) SOb:gTNyR	c.6 ( bTS.) SOb:gTSyR0	 '8!"2C+I"424A%0#0'1D!HC+I9"4\ n ( 1 )   C
I8H!  2   ( +#7-8H!%9(#6I)   @7H-@%7H-6II2  8H!  4   ( +#7-8H!%9(#I2")   @7H-@%7H-D2I2"  8H!  8   ( 8H!%9(#%)   @7H-@%7H-%  8H!  6   ( 8H!%9(#'2)   @7H-@%7H-DI2'2	 C o n t r o l e   e l   l u c h a d o r   p a r a   q u e   d i s p a r e   a   l o s   O V N I S   e   i m p i d a   q u e   e s t o s   l e   a t a q u e n . \ n ( 1 ) U s e   l a   t e c l a   2   ( o   l a   t e c l a   d e   f l e c h a   a r r i b a )   p a r a   m o v e r s e   h a c i a   a r r i b a ,   l a   t e c l a   4   ( o   t e c l a   d e   f l e c h a   i z q u i e r d a )   p a r a   m o v e r s e   h a c i a   l a   i z q u i e r d a ,   l a   t e c l a   8   ( o   t e c l a   d e   f l e c h a   a b a j o )   p a r a   m o v e r s e   h a c i a   a b a j o ) ,   l a   t e c l a   6   ( o   t e c l a   d e   f l e c h a   d e r e c h a )   p a r a   m o v e r s e   h a c i a   l a   d e r e c h a . 	 C o n t r  l e z   l e   s o l d a t   p o u r   t i r e r   s u r   l e s   O V N I s   e t   l ' e m p  c h e r   d e   s e   f a i r e   a t t a q u e r   p a r   e u x . \ n ( 1 ) U t i l i s e z   l a   t o u c h e   2 ( o u   h a u t )   p o u r   v o u s   d  p l a c e r   v e r s   l e   h a u t ,   l a   t o u c h e   4 ( o u   f l  c h e   g a u c h e )   p o u r   v o u s   d  p l a c e r   v e r s   l a   g a u c h e ,   t o u c h e   8 ( o u   f l  c h e   b a s )   p o u r   v o u s   d  p l a c e r   v e r s   l e   b a s ,   t o u c h e   6   ( o u   f l  c h e   d r o i t e )   p o u r   v o u s   d  p l a c e r   v e r s   l a   g a u c h e . 	 S t e u e r n   S i e   d e n   J  g e r ,   u m   U F O s   a b z u s c h i e  e n   u n d   n i c h t   v o n   i h n e n   a n g e g r i f f e n   z u   w e r d e n . \ n ( 1 ) M i t   T a s t e   2   ( o d e r   N a c h - o b e n - P f e i l )   g e h e n   S i e   n a c h   o b e n ,   m i t   T a s t e   4   ( o d e r   N a c h - l i n k s - P f e i l )   n a c h   l i n k s ,   m i t   T a s t e   8   ( o d e r   N a c h - u n t e n - P f e i l )   n a c h   u n t e n ,   m i t   T a s t e   6   ( o d e r   N a c h - r e c h t s - P f e i l )   n a c h   r e c h t s . 	 #?@02;O9B5  8AB@518B5;5<,   GB>1K  C=8GB>60BL    8  ?@54>B2@0I0BL  8E  0B0:C. \ n   ( 1 ) A?>;L7C9B5  :;028HC  2   ( 8;8  :;028HC  A>  AB@5;:>9  225@E)   GB>1K  42830BLAO  225@E,   :;028HC  4   ( 8;8  :;028HC  A>  AB@5;:>9  2;52>) ,   GB>1K  42830BLAO  2;52>,   :;028HC  8   ( 8;8  :;028HC  A>  AB@5;:>9  	 C o n t r o l l a r e   i l   c o m b a t t e n t e   c h e   s p a r i   a g l i   U F O   e d   e v i t i   d i   e s s e r e   a t t a c c a t o   d a   l o r o .   \ n ( 1 )   U s a r e   i l   t a s t o   2   ( o   i l   t a s t o   d e l l a   f r e c c i a   s u )   p e r   f a r   s a l i r e ,   i l   t a s t o   4   ( o   i l   t a s t o   d e l l a   f r e c c i a   s i n i s t r a )   p e r   s p o s t a r e   a   s i n i s t r a ,   i l   t a s t o   8   ( o   i l   t a s t o   d e l l a   f r e c c i a   g i  )   p e r   s p o s t a r e   i n   g i  ,   l a   c h i a v e   6   ( o   l a   c h i a v e   d i   g i u s t o - f r e c c i a )   d i   m u o v e r e   v e r s o   d e s t r a .   	 '7D'B  'DF'1  9DJ  'D,3E  'D:1J(  EF  'D7'&1)  'DEB'*D), H(9/  *,F(  G,HE  G0'  'D,3E  'D:1J(. \ n ( 1 )   '3*./E  EA*'-2   ( #H  EA*'-  'D3GE  'D'3AD  )   D*-1JC  'DJ  'D'9DJ, 'DEA*'-    4   ( #H  EA*'-  'D3GE  'D'J31  )   D*-1JC  'DJ  'DJ3'1,   'DEA*'-  8   ( #H  EA*'-  'D'3AD  )   D*-1JC  'DJ  'D'3AD,   'DEA*'-  6   ( #H  EA*'-  'D3GE  'D'JEF  )   D*-1JC  'DJ    'DJEJF. 	 C o n t r o l e   o   a v i  o   d e   c a  a   p a r a   a b a t e r    v n i s   e   e v i t a r   s e r   a t a c a d o   p o r   e l e s . \ n ( 1 ) u t i l i z e   a   t e c l a   2   ( o u   a   t e c l a   s e t a   p a r a   c i m a )   p a r a   m o v e r   p a r a   c i m a ,   a   t e c l a   4   ( o u   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a )   p a r a   m o v e r   p a r a   a   e s q u e r d a ,   a   t e c l a   8   ( o u   a   s e t a   p a r a   b a i x o )   p a r a   m o v e r   p a r a   b a i x o ,   a   t e c l a   6   ( o u   s e t a   p a r a   a   d i r e i t a )   p a r a   m o v e r   p a r a   a   d i r e i t a . 	 S a v a _ 1n 1n   U F O l a r a   a t e _  e t m e s i   v e   o n l a r d a n   k o r u n m a s 1  i  i n   s a v a _ 1y 1  k o n t r o l   e d i n . \ n ( 1 ) Y u k a r 1  h a r e k e t   e t m e k   i  i n   2   t u _u n u   y a   d a   y u k a r 1  o k   t u _u n u ,   s o l a   g i t m e k   i  i n   4   t u _u n u   y a   d a   s o l a   o k   t u _u n u , a _a 1y a   d o r u   h a r e k e t   e t m e k   i  i n   8   t u _u n u   y a   d a   a l t   o k   t u _u n u ,   s a a   g i t m e k   i  i n   6   t u _u n u   y a   d a   s a   o k   t u _u n u   k u l l a n 1n . 	 i u   k h i n   m  y   b a y   c h i n   u     b n   )a   b a y   v    t r  n h   b   t n   c  n g   b i   )a   b a y . \ n ( 1 )   S   d n g   p h  m   2   (   h o c   p h  m   m ii   t  n   l  n )     d i   c h u y n   l  n ,   p h  m   4   (   h o c   m ii   t  n   t r  i )     d i   c h u y n   s a n g   t r  i ,   p h  m   8   (   h o c   m ii   t  n   x u n g )     d i   c h u y  n   x u n g   d i ,   p h  m   6 ( h o c   m ii   t  n   p h i )   d i   c h u y n   s a n g   p h i . 	 K e n d a l i k a n   p e t a r u n g   u n t u k   m e n e m b a k   U F O   d a n   j a n g a n   s a m p a i   d i s e r a n g   m u s u h . \ n ( 1 ) G u n a k a n   t o m b o l   2 ( a t a u   t o m b o l   p a n a h   a t a s )   u n t u k   b e r g e r a k   k e a t a s ,   t o m b o l   4 ( a t a u   t o m b o l   p a n a h   k i r i )   u n t u k   b e r g e r a k   k e   k i r i ,   t o m b o l   8 ( a t a u   t o m b o l   p a n a h   b a w a h )   u n t u k   b e r g e r a k   k e   b a w a h 	 K a w a l   p e j u a n g   s u p a y a   m e n e m b a k   U F O   d a n   e l a k k a n   d a r i p a d a   d i s e r a n g   o l e h n y a . \ n ( 1 ) G u n a k a n   k e k u n c i   2 ( a t a u   k e k u n c i   a n a k   p a n a h   a t a s )   u n t u k   b e r g e r a k   k e   a t a s ,   k e k u n c i   4 ( a t a u   k e k u n c i   a n a k   p a n a h   k i r i )   u n t u k   b e r g e r a k   k e   k i r i ,   k e k u n c i   8 ( a t a u   k e k u n c i   a n a k   p a n a h   b a w a h )   u n t u k   b e r g e r a k   k e   b a w a h ,   k e k u n c i   6 ( a t a u   k e k u n c i   a n a k   p a n a h   k a n a n )   u n t u k   b e r g e r a k   k e   k a n a n . 	 /	K	&	M	'	>	  	K	  /	B		+		  	K	  .	>	0	  	?	0	>	(	G	  $	%	>	  		(		G	  9	.	2	G	  8	G	  ,		(	G	  9	G	$	A	  (	?	/		$	M	0	?	$	  	0	G		d	\ n ( 1 ) 	A			@	  2 ( /	>	  	*	- 	0	K	  	A			@	)     	>	  		*	/	K		  
	*	0	  	>	(	G	  9	G	$	A	,   	A			@	  4 ( /	>	  2	G	+	M		- 	0	K	  	A			@	)   	>	  		*	/	K		  ,	>			   	>	(	G	  9	G	$	A	, 	A			@	  8 ( /	>	  !	>	
	(	- 	0	K	  	A			@	)   	>	  		*	/	K		  (	@		G	  	>	(	G	  9	G	$	A	,   	A			@	  6 ( /	>	  0	>			- 	0	K	  	A			@	)   	>	  		*	/	K		  &	>	/	G		  	>	(	G	  	G	  2	?		  	0	G			 K o n t r o l l e r   k r i g e r e n   t i l   a t   s k y d e   U F O e r   o g   u n d g    a t   b l i v e   a n g r e b e t . \ n ( 1 ) B r u g   2   ( e l l e r   p i l   o p )   t i l   a t   g    o p ,   b r u g   4   ( e l l e r   v e n s t r e   p i l )   t i l   a t   g    m o d   v e n s t r e ,   b r u g   8   ( e l l e r   p i l   n e d )   t i l   a t   g    n e d ,   b r u g   6   ( e l l e r   h  j r e   p i l )   t i l   a t   g    m o d   v e n s t r e . 	 P i l o t u j t e   s t  h a 
k u   t a k ,   a b y s t e   s e s t Ye l i l i   t a l  Ye   U F O   a   z a b r a Ht e   t o m u ,   a b y   n a   v  s    t o 
i l y . \ n ( 1 ) K l  v e s o u   2   ( 
i   ai p k o u   n a h o r u )   s e   p o h n e t e   v z h or u ,   k l  v e s o u   4   ( 
i   l e v o u   ai p k o u )   s e   p o h n e t e   d o l e v a ,   k l  v e s o u   8   ( 
i   ai p k o u   d o l o)   s e   p o h n e t e   d o l o,   k l  v e s o u   6   ( 
i   p r a v 	 K i e r u j   w o j o w n i k i e m   t a k ,   a b y   z e s t r z e l i B  U F O   i   a b y   n i e   z o s t a B  p r z e z   n i e   z a a t a k o w a n y . \ n ( 1 ) U |y j   k l a w i s z   2 ( l u b   k l a w i s z   g  r n e j   s t r z a Bk i ) ,   a b y   p r z e s u n   w   g  r ,   k l a w i s z   4 ( l u b   k l a w i s z   l e w e j   s t r z a Bk i ) ,   a b y   p r z e s u n   w   l e w o ,   k l a w i s z   8 ( l u b   k l a w i s z   d o l n e j   s t r z a Bk i ) ,   a b y   p r z e s u n   w   d  B,   k l a w i s z   6 ( l u b   k l a w i s z   p r a w e j   s t r z a Bk i ) ,   a b y   p r z e s u n   w   p r a w o . 	 I r  n y  t s a   a   l  g v  d e l m e t    g y ,   h o g y   k  z b e n   e l k e r  l i   a z   U F O - k a t    s   m e g t  m a d j a   Qk e t . \ n ( 1 ) A   f e l f e l    m o z g a t  s h o z   h a s z n  l j a   a   2 - e s   g o m b o t   ( v a g y   a   f e l f e l    n y i l a t ) ,   a   b a l r a   m o z g a t  s h o z   a   4 - e s   g o m b o t   ( v a g y   a   b a l r a   n y i l a t ) ,   a   j o b b r a   m o z g a t  s h o z   a   6 - o s   g o m b o t   ( v a g y   a   j o b b r a   n y i l a t ) ,   a   l e f e l    m o z g a t  s h o z   p e d i g   a   8 - a s   g o m b o t   ( v a g y   a   l e f e l    n y i l a t ) . 	 O h j a a   h  v i t t  j     a m p u a k s e s i   U F O : j a   j a   v  l t t   k s e s i   n i i d e n   h y  k k  y s t  .   \ n   1 .   K  y t    n  p p  i n t    2   ( t a i   y l  n u o l i n  p p  i n t  )   s i i r t y  k s e s i   y l  s p  i n ,   n  p p  i n t    4   ( t a i   v a s e n t a   n u o l i n  p p  i n t  )   s i i r t y  k s e s i   v a s e m m a l l e ,   n  p p  i n t    8   ( t a i   a l a n u o l i n  p p  i n t  )   s i i r t y  k s e s i   a l a s p  i n   j a   n  p p  i n t    6   ( t a i   o i k e a a   n u o l i n  p p  i n t  )   s i i r t y  k s e s i . 	 S t y r   j a g e r f l y e t   f o r      s k y t e   U F O e r   o g   u n n g       b l i   a n g r e p e t   a v   d e m . \ n ( 1 ) B r u k   t a s t   2 ( e l l e r   o p p - p i l e n )   f o r      b e v e g e   d e t   o p p o v e r ,   t a s t   4 ( e l l e r   v e n s t r e   p i l t a s t )   f o r      b e v e g e   d e t   t i l   v e n s t r e ,   t a s t   8 ( e l l e r   n e d - p i l )   f o r      b e v e g e   d e n   n e d o v e r ,   t a s t   6 ( e l l e r   h  y r e   p i l t a s t )   f o r      b e v e g e   d e t   t i l   h  y r e . 	 O v l  d a j t e   t a n i e r   U F O   a   z a b r  Ht e    t o k u .   \ n ( 1 )   T l a 
i d l o   2   ( l e b o   a p k u   h o r e )   p o u ~ v a j t e   p r e   p o h y b   h o r e ,   t l a 
i d l o   4   ( a l e b o   a p k u   v >a v o )   p o u ~ v a j t e   p r e   >a v    p o h y b ,   t l a 
i d l o   8   ( l e b o   a p k u   d o l e )   p o u ~ v a j t e   p r e   p o h y b   d o l e ,   t l a 
i d l o   6   ( l e b o   a p k u   v p r a v o )   p o u ~ v a j t e   p r e   p r a v    p o h y b . 	 B e d i e n   d e   v e c h t e r   z o d a t   h i j   u o ' s   a f s c h i e t   e n   p a s   o p   d a t   z e   j e   n i e t   a a n v a l l e n . \ n ( 1 )   D r u k   o p   2 ( o f   p i j l t j e   o m h o o g )   o m   n a a r   b o v e n   t e   g a a n ,   o p   4   ( o f   p i j l t j e   n a a r   l i n k s )   o m   n a a r   l i n k s   t e   g a a n ,   o p   8   ( o f   p i j l t j e   o m l a a g )   o m   n a a r   b e n e d e n   t e   g a a n   e n   o p   6   ( o f   p i j l t j e   n a a r   r e c h t s )   o m   n a a r   r e c h t s   t e   g a a n . 	 F    k r i g a r e n   a t t   s k j u t a   u f o : s   o c h   u n d v i k a   d e m . \ n ( 1 ) A n v  n d   2 ( e l l e r   u p p - p i l e n )   f  r   a t t   g    u p p  t ,   k n a p p   4 ( e l l e r   v  n s t e r p i l e n )   f  r   a t t   g    t i l l   v  n s t e r ,   k n a p p   8 ( e l l e r   n e r - p i l e n )   f  r   a t t   g    n e r  t ,   k n a p p   6 ( e l l e r   h  g e r p i l e n )   f  r   a t t   g    t i l l   h  g e r . 	 U p r a v l j a j t e   l o v c e m   d a   p o g o d i   N L O   i   s p r i j e 
i t e   n e j g o v e   n a p a d e .   \ n P o m o u   t i p k e   2   ( s t r e l i c a   g o r e )   p o m i 
i t e   s e   g o r e ,   p o m o u   t i p k e   4   ( s t r e l i c a   l i j e v o )   p o m i 
i t e   s e   u l i j e v o ,   p o m o u   t u i p k e   8   ( s t r e l i c a   d o l j e )   p o m i 
i t e   s e   d o l j e ,   p o m o u   t i p k e   6   ( s t r e l i c a   d e s n o )   p o m i 
i t e   s e   u d e s n o . 	 C o n t r o l a ci   l u p t t o r u l   p e n t r u   a    m p u _c a   O Z N - u r i l e   _i   a   p r e v e n i   a t a c u l   a c e s t o r a . \ n ( 1 ) U t i l i z a ci   t a s t a   2   ( s a u   t a s t a   s g e a t   s u s )   p e n t r u   d e p l a s a r e a    n   s u s ,   t a s t a   4   ( s a u   t a s t a   s g e a t   s t  n g a )   p e n t r u   d e p l a s a r e a   l a   s t  n g a ,   t a s t a   8   ( s a u   t a s t a   s g e a t   j o s )   p e n t r u   d e p l a s a r e a    n   j o s ,   t a s t a   6   ( s a u   t a s t a   s g e a t   d r e a p t a )   p e n t r u   d e p l a s a r e a   l a   d r e a p t a . 	 K o n t r o l i r a j   l o v c a   d a   s t r e l j a   N L P - j e   i n   p r e p r e 
i   z 	                 U F O                       . \ n ( 1 )         2   (             )             ,       4   (             )               ,       8   (                 )             ,       6   (             )             	         "       . \ n ( 1 )   2   (     )       ,     4 (     )       ,     8 (     )       ,     6 (     )       . 	 >=B@>;8@09  AB@5;10B0  ?>    8  A5  ?078  40  =5. . 	 /	B		+		2	>	  .	>	0	#	M	/	>	8	>	 	@	  +	>	/		0	2	>	  (	?	/		$	M	0	?	$	  	0	>	  	#	?	  $	M		 ,FF/G  1'  (1'  *1  'F/'.*F  (G  (4B'(  ~1F/G  G'  H  ,DH1  '2  -ED'*  "FG'  F*1D  F/. \ n ( 1 ) '2  D/  2   ( '  D/  AD4  /'1  ('D')   (1'  -1*  (G  3E*  ('D'  '2  D/  4   ( '  D/  AD4  /'1  3E*  ~)   (1'  -1*  (G  3E*  ~  '2  D/  8   ( '  D/  AD4/'1  ~'F)   (1'  -1*  (G  3E*  ~'F  H  '2  D/  6   ( '  D/  AD4  /'1  3E*  1'3*)   (1'  -1*  (G  3E*  1'3*  '3*A'/G  F/. 	 H  'A  'H3  H  4Hy  1F  3  A'&y1  H  ('&  'H1  'F    019  -ED  '  F4'F  (FF  3  (  / 1 n     2 '  '~  '1H    'H~1  ,'F    D  '3*9E'D  ,&.     4   '  DAy  '1H    ('&  ,'F(  ,'F    D  '3*9E'D  ,&    8   '  '$F  '1H  F  ,'F    D    6   '  1'&y  '1H    /'&  ,'F(  ,'F    D  '3*9E'D  ,&  . 	                 	 											  			  				  				  			  					  						  				  					  						  				  								  										  					. \ n ( 	) 					  				  					  				  	    		  ( 				  		- 			  		) ,   			  				  						  				  	  		  ( 				  					- 			  		) ,   					  				  					  				  	  		  ( 				  				- 			  		) ,   			  				  						  				  	  		  ( 				  				- 			  		)   							  				. 	 /
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	                    . \ n ( 1 )     2     (     )       ,     4   (     )   ,     8   (   )     ,         6   (     )       . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 B e h e e r   d i e   v e g v l i e g t u i g   o m   V V V ' s   t e   s k i e t   e n   o m   a a n v a l l e   d e u r   h u l l e   t e   v e r m y . \ n ( 1 ) G e b r u i k   t o e t s   2 ( o f   o p - p y l t j i e t o e t s )   o m   o p   t e   b e w e e g ,   t o e t s   4 ( o f   l i n k e r k a n t s t e   p y l t j i e t o e t s )   o m   s k a k e l s   t e   b e w e e g ,   t o e t s   8 ( o f   a f - p y l t j i e t o e t s )   o m   a f   t e   b e w e e g ,   t o e t s   6 ( o f   r e g t e r k a n t s t e   p y l t j i e t o e t s )   o m   r e g s   t e   b e w e e g . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 C o n t r o l   t h e   f i g h t e r   t o   s h o o t   U F O s   a n d   p r e v e n t   b e i n g   a t t a c k e d   b y   t h e m . \ n ( 1 ) U s e   k e y   2 ( o r   u p - a r r o w   k e y )   t o   m o v e   u p w a r d ,   k e y   4 ( o r   l e f t - a r r o w   k e y )   t o   m o v e   l e f t w a r d ,   k e y   8 ( o r   d o w n - a r r o w   k e y )   t o   m o v e   d o w n w a r d ,   k e y   6 ( o r   r i g h t - a r r o w   k e y )   t o   m o v e   r i g h t w a r d . 	 	 	 	 					' 	  								  			  									  									  			  			  							  						  				  			  					  				\ n ( 1 )   													  						  		  2 ( 		  						- 				  		) ,     								  						  		  4   ( 		  				- 			  		) ,   												  						  		  8 ( 		  												- 				  		) ,   							  						  		  6 ( 		  			- 				  		)   							  					 	 	 	 	 	 	 	 C o n t r o l e   o   a v i  o   d e   c a  a   p a r a   a t i r a r   e m   O V N I s   e   e v i t a r   s e r   a t a c a d o   p o r   e l e s \ n ( 1 ) U s e   a   t e c l a   2 ( o u   a   t e c l a   d e   s e t a   p a r a   c i m a )   p a r a   m o v e r   p a r a   c i m a ,   a   t e c l a   4 ( o u   a   s e t a   p a r a   a   e s q u e r d a )   p a r a   m o v e r   p a r a   a   e s q u e r d a ,   a   t e c l a   8 ( o u   a   s e t a   p a r a   b a i x o )   p a r a   m o v e r   p a r a   b a i x o ,   t e c l a   6   ( o u   a   t e l a   p a r a   a   d i r e i t a )   p a r a   m o v e   p a r a   a   d i r e i t a . 
 
 S T R _ I D _ G X _ D A N C E _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E ,   d a n c e 	 D a n c e 	 KbH	 KbH	 @!@I	 B a i l e 	 D a n s e 	 T a n z 	 "0=5F	 D a n z a 	 1B5	 D a n  a 	 D a n s 	 C h    k h i  u   v i	 D a n s a 	 T a r i a n 	 (	>			 D a n s 	 T a n e c 	 T a n i e c 	 T  n c 	 T a n s s i 	 D a n s 	 T a n e c 	 D a n s e n 	 D a n s 	 P l e s 	 D a n s 	 P l e s 	 D a n c e 	 	 D a n c e 	 !	>	(	M	8		 1B5	 1B5	 	 						 (
>

	 !>(M8M	 "0=5FL. 	 




	 	 D a n c e 	 D a n c e 	 D a n c e 	 D a n s 	 D a n c e 	 D a n c e 	 D a n c e 	 D a n c e 	 D a n c e 	 D a n c e 	 	 	 	 						 	 	 	 	 	 	 	 D a n  a 
 
 S T R _ I D _ G X _ D A N C E _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 N_!jN\i[vR\O0O(u	cu1 GRKb_]
Nc	cu3 GRKb_S
Nc	cu7 GRKb_]Nc	cu9 GRKb_SNc0	 N_{!jN\i[vR\O0O(u	c.1 OKb_]
N%c	c.3 OKb_S
N%c	c.7 OKb_]N%c	c.9 OKb_SN%c0	 C+IAH@I2!A5H@G@I  8H!  1 , 3 , 7 , 9   @7H-@I@%5"A	 E l   h o m b r e   v i e j o   d e b e   i m i t a r   a l   j o v e n .   P r e s i o n e   l a   t e c l a   1   p a r a   m o v e r   e l   b r a z o   d e l   h o m b r e   v i e j o   h a c i a   l a   e s q u i n a   s u p e r i o r   i z q u i e r d a ,   l a   t e c l a   3   p a r a   m o v e r l o   a   l a   e s q u i n a   s u p e r i o r   d e r e c h a ,   l a   t e c l a   7   p a r a   m o v e r l o   a   l a   e s q u i n a   i n f e r i o r   i z q u i e r d a ,   l a   t e c l a   9   p a r a   m o v e r l o   a   l a   e s q u i n a   i n f e r i o r   d e r e c h a . 	 L e   v i e i l   h o m m e   d o i t   i m i t e r   l e s   g e s t e s   d e s   e n f a n t s .   A p p u y e z   s u r   l a   t o u c h e   1   p o u r   q u e   l e   b r a s   d u   v i e i l   h o m m e   m o n t e   d a n s   l e   c o i n   g a u c h e ,   l a   t o u c h e   3   p o u r   l e   c o i n   s u p  r i e u r   d r o i t ,   l a   t o u c h e   7   p o u r   f a i r e   d e s c e n d r e   s o n   b r a s   d a n s   l e   c o i n   g a u c h e ,   l a   t o u c h e   9   p o u r   l e   c o i n   i n f  r i e u r   d r o i t . 	 E i n   a l t e r   M a n n   m u s s   H a n d l u n g   e i n e s   K i n d e s   n a c h a h m e n .   M i t   T a s t e   1   w i n k t   d e r   A r m   d e s   a l t e n   M a n n e s   i n   d i e   E c k e   l i n k s   o b e n ,   m i t   T a s t e   3   i n   d i e   E c k e   r e c h t s   o b e n ,   m i t   T a s t e   7   i n   d i e   E c k e   l i n k s   u n t e n ,   m i t   T a s t e   9   i n   d i e   E c k e   r e c h t s   u n t e n . 	 !B0@8:  4>;65=  ?>4@060BL  459AB28O<  @515=:0.   06<8B5  :;028HC  1 ,   GB>1K  >=  27<0E=C;  @C:>9  2  ;52K9  25@E=89  C3>;,   :;028HC  3   -   2  ?@02K9  25@E=89  C3>;,   :;028HC  7   -   2  ;52K9  =86=89  C3>;,   :;028HC  9   2  ?@02K9  =86=89  C3>;. 	 I l   v e c c h i o   d e v e   m i m a r e   l e   a z i o n i   d e l   b a m b i n o .   P r e m e r e   i l   t a s t i   1 , 3 , 7 , 9   p e r   f a r e   l e   a z i o n i . 	 'D1,D  'D9,H2  JBD/  -1C'*  'D'7A'D  , '3*./E  EA*'-1 , 3 , 7 , 9   D*-CE. 	 O   h o m e m   d e   i d a d e   t e m   d e   i m i t a r   a s   a c   e s   d a   c r i a n  a .   P r i m a   a   t e c l a   1   p a r a   f a z e r   c o m   q u e   o   b r a  o   d o   h o m e m   s e   l e v a n t e   e m   d i r e c   o   a o   c a n t o   s u p e r i o r   e s q u e r d o ,   t e c l a   3   p a r a   o   h o m e m   l e v a n t a r   o   b r a  o   e m   d i r e c   o   a o   c a n t o   s u p e r i o r   d i r e i t o ,   t e c l a   7   p a r a   b a i x a r   o   b r a  o   e m   d i r e c   o   a o   c a n t o   i n f e r i o r   e s q u e r d o ,   t e c l a   9   p a r a   b a i x a r   o   b r a  o   e m   d i r e c   o   a o   c a n t o   i n f e r i o r   d i r e i t o . 	 Y a _l 1  a d a m    o c u u n   h a r e k e t l e r i n i   t a k l i t   e t m e k   z o r u n d a d 1r .   Y a _l 1  a d a m 1n   k o l u n u   s o l a   k a l d 1r m a s 1  i  i n   1   t u _u n u ,   s a a   k a l d 1r m a s 1  i  i n   3   t u _u n u ,   s o l   a l t   k  _e y e   i n d i r m e s i   i  i n   7   t u _u n u ,   s a   a l t   k  _e y e   i n d i r m e s i   i  i n   9   t u _u n u   k u l l a n 1n . 	 M t    n g   g i    p h i   b t   c h c   n h n g   h  n h   n g   c a   a   t r .   n   p h  m   1 , 3 , 7 , 9     b t   c h c   h  n h   n g    	 O r a n g   t u a   b e r g a y a   a n a k - a n a k .   T e k a n   t o m b o l   1 , 3 , 7 , 9   u n t u k   b e r a k s i . 	 O r a n g   t u a   t e r p a k s a   m e m b u a t   a k s i   s e p e r t i   k a n a k - k a n a k .   T e k a n   k e k u n c i   1   s u p a y a   l e n g a n   o r a n g   t u a   m e l a m b a i   k e   s u d u t   k i r i   a t a s ,   k e k u n c i   3   k e   s u d u t   k a n a n   a t a s ,   k e k u n c i   7   k e   s u d u t   k i r i   b a w a h ,   k e k u n c i   9   k e   s u d u t   k a n a n   b a w a h . 	 ,	B	"	<	G	  5	M	/		M	$	?	  	K	  ,		M		G	  	@	  	M	0	?	/	>			  	@	  (		2	  	0	(	@	  9	H		d	  ,	B	"	<	G	  	G	  9	>	%	  	K	  ,	>			  
	*	0	@	  	?	(	>	0	G	  *	0	  5	G	5	  	0	(	G	  	G	  2	?		  	@	  1   &	,	>			,   &	>			  
	*	0	@	  	?	(	>	0	G	  	G	  2	?		  	@	- 3 ,   ,	>			  (	?		2	G	  	?	(	>	0	G	  	G	   2	?		  	@	- 7   &	>	9	?	(	G	  (	?		2	G	  	?	(	>	0	G	  	G	  2	?		  	@	- 9 .  	 D e n   g a m l e   m a n d   s k a l   e f t e r l i g n e   b a r n e t s   h a n d l i n g e r .   B r u g   1 , 3 , 7 , 9   f o r   a t   f o r   a t   u d g  r e   h a n d l i n g e r . 	 S t a Ye c   m u s    i m i t o v a t   
i n y   d  t t e .   S t i s k e m   k l  v e s   1 , 3 , 7 , 9   t y t o   
i n y   p r o v  d j t e . 	 S t a r u s z e k   m u s i   n a [l a d o w a   c z y n n o [c i   d z i e c k a .   N a c i [n i j   k l a w i s z   1 , 3 , 7 , 9 ,   a b y   w y k o n a   c z y n n o [c i . 	 A z   i d Qs   e m b e r r e l   k e l l   u t  n o z n i   a   g y e r e k   m o z g  s  t .   A z   1 - e s ,   3 - a s ,   7 - e s    s   9 - e s   g o m b o k k a l   a   g o m b   i r  n y  n a k   m e g f e l e l Q  s a r o k   f e l e   t u d   i n t e g e t n i . 	 V a n h a n   m i e h e n   o n   j  l j i t e l t  v    l a p s e n   l i i k k e i t  .   P a i n a   n  p p  i m i    1 ,   3 ,   7   j a   9   t e h d  k s e s i   l i i k k e i t  . 	 G a m m e l   m a n n   m    e t t e r l i g n e   e t   b a r n s   h a n d l i n g e r .   T r y k k   t a s t   1 , 3 , 7 , 9   f o r      u t f  r e   h a n d l i n g e n e . 	 S t a r    m u ~  m u s    n a p o d o b o v a e  m i m i k u   d i e ea ea .   K l i k n i t e   n a   o d p o v e d a j  c e   m i e s t o   o k o l o   s t a r c o v  c h    d o v .   	 D e   o u d e   m a n   m o e t   h e t   k i n d   n a d o e n .   D r u k   o p   1   o m   m e t   d e   a r m   n a a r   d e   l i n k e r b o v e n h o e k   t e   z w a a i e n ,   o p   3   v o o r   d e   r e c h t e r b o v e n h o e k ,   7   v o o r   d e   l i n k e r o n d e r h o e k   e n   9   v o o r   d e   r e c h t e r o n d e r h o e k . 	 D e n   g a m l e   m a n n e n   m  s t e   h  r m a   b a r n e n s   r  r e l s e r .   T r y c k   p    1 ,   3 ,   7 ,   9   f  r   a t t   r  r a   s i g . . 	 S t a r a c   m o r a   o p o n a aa t i   d j e 
j e   a k t i v n o s t i .   P r i t i s n i t e   t i p k e   1 , 3 , 7 , 9   d a   t o   u 
i n i t e . 	 B t r  n u l   t r e b u i e   s   m i m e z e   a c ci u n i l e   e f e c t u a t e   d e   c o p i l .   A p s a ci   t a s t a   1   p e n t r u   c a   b t r  n u l   s   r i d i c e   m  n a    n   c o l cu l   d i n   s t  n g a   s u s ,   t a s t a   3   p e n t r u   c o l cu l   d i n   d r e a p t a   s u s ,   t a s t a   7   p e n t r u   c o l cu l   d i n   s t  n g a   j o s   _i   t a s t a   9   p e n t r u   c o l cu l   d i n   d r e a p t a   j o s . 	 S t a r e c   m o r a   o p o n a aa t i   o t r o ak a   d e j a n j a .   P r i t i s n i   t i p k e 1 , 3 , 7 , 9   z a   a k t i v i r a n j e   d e j a n j . 	                   .           1 , 3 , 7 , 9           . 	           .     1                 ,     3               ,     7           ,     9           . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1 , 3 , 7 , 9   t o   d o   a c t i o n s . 	 5	C	&	M	'	  5	M	/		M	$	@	(	G	  .	A	2	>		@	  (		M		2	  	0	#	M	/	>	8	>	 	@	  1 , 3 , 7 , 9   	 ~J1E1/  ('J/  -1C'*  (G  1'  *BDJ/  FE'J/.   (1'I  "FCG  ('2HI  ~J1E1/  (3HI  H4G  ~- ('D'  -1C*  CF/  CDJ/  1   1'  A4'1  /GJ/  CDJ/  3   (1'I  H4G  1'3*- ('D'  CDJ/  7   (1'I  H4G  ~- ~'JJF  CDJ/  9   (1'I  H4G  1'3*- ~'JJF. 	 (H  "/E  H  (    -1*H    FB'D  1F    -1*H  H  'F,'E  /F    D    7 3 1     9   (yF  ~13  ,&	             .         ,   1 , 3 , 7 , 9       . 	 					  											  									  									  			  				  				  		  	  					  					  								  			  			  					  					  				  					, 	  		  					  		  			  					  					  				  					, 	  					  		  			  					  					  				  					,   	  					  		  			  					  					  				  							 ,
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.  	         .               1     ,             3 ,           7             9   . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O u   m a n   m o e t   k i n d   s e   a k s i e s   n a - a a p .   D r u k   t o e t s   1   o m   d i e   o u   m a n   s e   a r m   l i n k s   b o o n t o e   t e   l a a t   s w a a i ,   t o e t s   3   r e g s   b o o n t o e ,   t o e t s   7   l i n k s   o n d e r t o e   e n   t o e t s   9   r e g s   o n d e r t o e . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   P r e s s   k e y   1   t o   m a k e   t h e   o l d   m a n ' s   a r m   w a v e   t o   l e f t - u p   c o r n e r ,   k e y   3   t o   r i g h t - u p   c o r n e r ,   k e y   7   t o   l e f t - d o w n   c o r n e r ,   k e y   9   t o   r i g h t - d o w n   c o r n e r . 	 	 	 	 					  								  					  			  							  				  					  								  						  				- 			  				  			  			  									  		  1 ,   			- 			  				  									  		  3 ,   				- 					  				  									  		  7 ,   			  					  				  									  		  9   							 	 	 	 	 	 	 	 O   a n c i  o   p r e c i s a   i m i t a r   a s   a   e s   d a   c r i a n  a .   P r e s s i o n e   a   t e c l a   1   p a r a   f a z e r   o   b r a  o   d o   a n c i  o   a c e n a r   p a r a   p a r a   o   c a n t o   s u p e r i o r   e s q u e r d o ,   a   t e c l a   3   p a r a   o   c a n t o   s u p e r i o r   d i r e i t o ,   a   t e c l a   7   p a r a   o   c a n t o   i n f e r i o r   e s q u e r d o   e   a   t e c l a   9   p a r a   o   c a n t o   i n f e r i o r   d i r e i t o . 
 
 S T R _ I D _ G X _ D A N C E _ H E L P _ D E S C R I P T I O N _ T P 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 N_!jN\i[vR\O0tePO\U^s^GWRb4 P@SW]
N]NS
NSN	O(uxF{ޞva@SWONKbcR
\aeT0	 N_{!jN\i[vR\O0te*NO\U^s^GWRb4 *N:SW]
N]NS
NSN	O(uxd{pQv^:SWONKb%cR0R[^eT0	 C+IAH@I2!A5H@G@I  +I2-1I+!09AH@G  4   *H'  C+IC
I22A0C7I5H5H9I-  @7H-CAH@I*-%I-14(2	 E l   h o m b r e   v i e j o   d e b e   i m i t a r   a l   j o v e n .   L a   p a n t a l l a   s e   d i v i d e   e n   c u a t r o    r e a s   ( s u p e r i o r   i z q u i e r d a ,   i n f e r i o r   i z q u i e r d a ,   s u p e r i o r   d e r e c h a   e   i n f e r i o r   d e r e c h a ) .   H a g a   c l i c   e n   e l    r e a   c o r r e s p o n d i e n t e   p a r a   q u e   e l   h o m b r e   v i e j o   m u e v a   e l   b r a z o   e n   l a   d i r e c c i  n   c o r r e s p o n d i e n t e . 	 L e   v i e i l   h o m m e   d o i t   c o p i e r   l e s   a c t i o n s   d e   l  e n f a n t .   L   c r a n   e n t i e r   e s t   d i v i s    e n   q u a t r e   p a r t i e s   ( h a u t - g a u c h e ,   b a s - g a u c h e ,   h a u t - d r o i t e ,   b a s - d r o i t e ) .   C l i q u e z   s u r   l a   z o n e   c o r r e s p o n d a n t e   p o u r   f a i r e   b o u g e r   l e   b r a s   d u   v i e i l   h o m m e   d a n s   l a   d i r e c t i o n   c o r r e s p o n d a n t e . 	 E i n   a l t e r   M a n n   m u s s   H a n d l u n g   e i n e s   K i n d e s   n a c h a h m e n .   D e r   g e s a m t e   B i l d s c h i r m   i s t   i n   d u r c h s c h n i t t l i c h   v i e r   B e r e i c h e   u n t e r t e i l t   ( l i n k s   o b e n ,   l i n k s   u n t e n ,   r e c h t s   o b e n ,   r e c h t s   u n t e n ) .   K l i c k e n   S i e   i n   d e n   e n t s p r e c h e n d e n   B e r e i c h ,   d a m i t   d e r   A r m   d e s   a l t e n   M a n n e s   i n   d i e   e n t s p r e c h e n d e   R i c h t u n g   w i n k t . 	 54CH:0  4>;65=  ?>2B>@OBL  42865=8O  @515=:0.   -:@0=  CA;>2=>  @0745;5=  =0  G5BK@5  G0AB8  ( ;520O  25@E=OO,   ;520O  =86=OO,   ?@020O  25@E=OO,   ?@020O  =86=OO) .   A;8  :>A=CBLAO  B>9  8;8  8=>9  G0AB8  M:@0=0,   454CH:0  <0E=5B  @C:>9  2  A>>B25BAB2CNICN  AB>@>=C. 	 I l   v e c c h i o   d e v e   m i m a r e   l e   a z i o n i   d e l   b a m b i n o .   L o   s c h e r m o      i n t e r a m e n t e   d i v i s o   i n   q u a t t r o   a r e e   ( s i n i s t r a   i n   a l t o ,   s i n i s t r a   i n   b a s s o ,   d e s t r a   i n   a l t o ,   d e s t r a   i n   b a s s o ) .   F a r e   c l i c   s u l l ' a r e a   c o r r i s p o n d e n t e   p e r   f a r   m u o v e r e   i l   b r a c c i o   d e l   v e c c h i o   n e l l a   d i r e z i o n e   c o r r i s p o n d e n t e . 	 'D1,D  'D9,H2  JBD/  -1C'*  'D'7A'D  , '3*./E  'DBDE  D*DE3  1,D  'D9,H2	 O   h o m e m   d e   i d a d e   t e m   d e   i m i t a r   a s   a c   e s   d a   c r i a n  a .   O   e c r       d i v i d i d o   e m   q u a r t o    r e a s   ( c a n t o   s u p e r i o r   e s q u e r d o ,   c a n t o   i n f e r i o r   e s q u e r d o ,   c a n t o   s u p e r i o r   d i r e i t o   e   c a n t o   i n f e r i o r   d i r e i t o ) .   C l i q u e   n a    r e a   c o r r e s p o n d e n t e   p a r a   q u e   o   h o m e m   l e v a n t e   o   b r a  o   n e s s a   d i r e c   o . 	 Y a _l 1  a d a m    o c u u n   h a r e k e t l e r i n i   t a k l i t   e t m e k   z o r u n d a d 1r .   E k r a n 1n   t a m a m 1  o r t a l a m a   4   a l a n a   b  l  n  r ( s o l    s t ,   s o l   a l t ,   s a    s t ,   s a   a l t ) .   Y a _l 1  a d a m 1n   i l g i l i   y  n e   d o r u   k o l u n u   s a l l a m a s 1  i  i n   i l g i l i   y e r e   t 1k l a y 1n . 	  n g   g i    l  m   n g   t  c   t h e o   h n g   a   t r   d i   n g . D  n g   b  t   i m   v  o   v   t r    t n g   n g   v i   c  n h   t a y    n g   g i  . 	 O r a n g   t u a   h a r u s   m e n i r u   p e r i l a k u   a n a k - a n a k .   S e l u r u h   l a y a r   t e r b a g i   r a t a   d a l a m   e m p a t   b i d a n g   ( k i r i   a t a s ,   k i r i   b a w a h ,   k a n a n   a t a s ,   d a n   k a n a n   b a w a h ) .   K l i k   b i d a n g   t e r k a i t   a g a r   o r a n g   t u a   m e l a m b a i k a n   t a n g a n   k e   a r a h   y a n g   d i i n g i n k a n . 	 O r a n g   t u a   t e r p a k s a   m e m b u a t   a k s i   s e p e r t i   k a n a k - k a n a k .   S e l u r u h   s k r i n   d i b a h a g i k a n   k e p a d a   e m p a t   k a w a s a n   p a d a   p u r a t a n y a ( k i r i   a t a s ,   k i r i   b a w a h ,   k a n a n   a t a s ,   k a n a n   b a w a h ) .   K l i k   k a w a s a n   y a n g   s e p a d a n   s u p a y a   o r a n g   t u a   m e l a m b a i   l e n g a n n y a   k e   a r a h   y a n g   s e p a d a n . 	 ,	B	]	G	  	&	.	@	  	K	  ,		M		G	  	@	  9	0		$	K		  	@	  (		2	  	0	(	@	  9	H	.   *	B	0	@	  8	M		M	0	@	(	  	8	$	(	  	>	0	  	M	7	G	$	M	0	K		  .	G		  ,			>	  9	A		  9	H	d	  ,	>	/	>		- 
	*	0	@	,   ,	>	/	>		- (	?		2	>	,   ,	B	"	<	G	  	&	.	@	  	G	  9	>	%	  	K	  	?	8	@	  -	@	  &	?	6	>	  .	G		  5	G	5	  	0	>	(	G	   	G	  2	?		,   		8	@	  	M	7	G	$	M	0	  *	0	  	M	2	?		  	0	G		.  	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   C l i c k   t h e   c 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   C l i c k   t h e   c 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   C l i c k   t h e   c 	 A z   i d Qs   e m b e r r e l   k e l l   u t  n o z n i   a   g y e r e k   m o z g  s  t .   A   k  p e r n y Q  n  g y   r  s z r e   v a n   f e l o s z t v a   ( b a l   f e l s Q,   b a l   a l s  ,   j o b b   f e l s Q,   j o b b   a l s  ) .   K a t t i n t s o n   a   m e g f e l e l Q  t e r  l e t r e ,   h o g y   a z   i d Qs   e m b e r   a   m e g f e l e l Q  i r  n y b a   i n t e g e s s e n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   C l i c k   t h e   c o r r e s p o n d i n g   p l a c e   a r o u n d   t h e   o l d   m a n ' s   l i m b s . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   C l i c k   t h e   c o r r e s p o n d i n g   p l a c e   a r o u n d   t h e   o l d   m a n ' s   l i m b s . 	 S t a r    m u ~  m u s    n a p o d o b o v a e  m i m i k u   d i e ea ea .   K i k n e t e   n a   o d p o v e d a j  c e   m i e s t o   o k o l o   s t a r c o v  c h    d o v .   	 D e   o u d e   m a n   m o e t   h e t   k i n d   n a d o e n .   H e t   s c h e r m   i s   r u w w e g   i n   v i e r e n   v e r d e e l d   ( l i n k s b o v e n ,   l i n k s o n d e r ,   r e c h t s b o v e n ,   r e c h t s o n d e r ) .   K l i k   o p   h e t   j u i s t e   g e b i e d   o m   d e   o u d e   m a n   i n   d e   g e w e n s t e   r i c h t i n g   t e   l a t e n   z w a a i e n . 	 D e n   g a m l a   g u b b e n   m  s t e   h  r m a   b a r n e n s   r  r e l s e r .   K l i c k a   p    m o t s v a r a n d e   a r m / b e n . 	 S t a r a c   m o r a   o p o n a aa t i   d j e 
j e   a k t i v n o s t i .   P r i t i s n i t e   n a   o d r e e n o   m j e s t o   o k o   u d o v a   s t a r c a . 	 B t r  n u l   t r e b u i e   s   m i m e z e   a c ci u n i l e   e f e c t u a t e   d e   c o p i l .   E c r a n u l   e s t e    m p r ci t    n   p a t r u   z o n e   ( s t  n g a   s u s ,   s t  n g a   j o s ,   d r e a p t a   s u s ,   d r e a p t a   j o s ) .   F a c e ci   c l i c   p e   u n a   d i n t r e   z o n e   p e n t r u   c a   b t r  n u l   s   r i d i c e   m  n a    n   d i r e c ci a   c o r e s p u n z t o a r e . 	 S t a r e c   m o r a   o p o n a aa t i   o t r o ak e   a k c i j e .   P r i t i s n i   c 	                   .                           . 	           .             ( - ,   - ,   - ,   - ) .                       . 	 !B0@5FJB  B@O120  40  8<8B8@0  459AB28OB0  =0  45B5B>.   ;8:=8. . . 	 5	C	&	M	'	  5	M	/		M	$	@	(	G	  .	A	2	>		@	  (		M		2	  	0	#	M	/	>	8	>	 	@	  $	M	/	>		>	  	"		 ~1E1/  ('/  '/'  '/'  1'  *BD/  F/.   D  5A-G  (G  G'1  B3E*  *B3E  4/G  '3*  ( ('D'- 1'3*  ('D'- ~  ~'F- 1'3*  H  ~'F- ~) .   (1  1H  EF7BG  E*F'81  D  F/  *'  ('2HG'  E1/  /1  "F  ,G*  -1*  F/. 	 (H  "/E  H  (  H  -1*H    FB'D  1F    (H  "/E    '96'!    '1/  1/  3  E*5D  ,  ~1  D  ,&	   . \ n ( 1 )       2   (   -   ) ,           4   (     -   ) ,           8   (   -   ) ,           6   (     -   )   .           .     ,             	 					  											  									  									  			  				  				  				  											  			  					  						  			  			  					  ( 			- 			,   			- 			,   			- 			,   			- 			) 	  					  						  					  			  					  						  						  					  				  			  						  	 ,

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.  	         .           . (   ,     ,     ,     ) .                     . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O u   m a n   m o e t   k i n d   s e   a k s i e s   n a - a a p .   D i e   h e l e   s k e r m   i s   i n   g e m i d d e l d   v i e r   d e l e   v e r d e e l   ( l i n k s   b o ,   l i n k s   o n d e r ,   r e g s   b o ,   r e g s   o n d e r ) .   K l i e k   o p   d i e   o o r e e n s t e m m e n d e   a r e a   o m   d i e   o u   m a n   s e   a r m   i n   d i e   o o r e e n s t e m m e n d e   r i g t i n g   t e   l a a t   w a a i . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 O l d   m a n   h a s   t o   m i m i c   c h i l d ' s   a c t i o n s .   T h e   w h o l e   s c r e e n   i s   d i v i d e d   i n t o   f o u r   a r e a s   o n   a v e r a g e ( l e f t - u p ,   l e f t - d o w n ,   r i g h t - u p ,   r i g h t - d o w n ) .   C l i c k   t h e   c o r r e s p o n d i n g   a r e a   t o   m a k e   o l d   m a n   w a v e   a r m   t o   t h e   c o r r e s p o n d i n g   d i r e c t i o n . 	 	 	 	 					  								  					  			  							  				  					  									  						  						  								  			  			  				  ( 				- 			,   				- 					,   			- 			,   			- 					) 	  					  								  						  							  				  									  							  			  					  										  					  					 	 	 	 	 	 	 	 O   a n c i  o   p r e c i s a   i m i t a r   a s   a   e s   d a   c r i a n  a .   A   t e l a   t o d a      d i v i d i d a   e m   q u a t r o    r e a s   e m   m  d i a   ( s u p e r i o r   e s q u e r d a ,   i n f e r i o r   d i r e i t a ,   s u p e r i o r   d i r e i t a ,   i n f e r i o r   d i r e i t a ) .   C l i q u e   n a    r e a   c o r r e s p o n d e n t e   p a r a   f a z e r   o   a n c i  o   a c e n a r   o   b r a  o   n a   d i r e   o   c o r r e s p o n d e n t e . 
 
 S T R _ I D _ G X _ M A G I C S U S H I _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E ,   m a g i c   s u s h i 	 M a g i c   S u s h i 	 TlXS	 Tl[S	 @!9
4'4@()	 S u s h i   m  g i c o 	 S u s h i   m a g i q u e 	 M a g i s c h e s   S u s h i 	 >;H51=>5  ACH8	 M a g i c   S u s h i 	 3-1  3H4J	 S u s h i   m  g i c o 	 S i h i r l i   S u _i   	 P h  p   m a   t h u t   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 .	H		?		  8	B	6	@		 M a g i c s u s h i 	 M a g i c s u s h i 	 M a g i c s u s h i 	 M a g i c S u s h i 	 M a g i c s u s h i 	 M a g i c s u s h i 	 M a g i c k    s u s h i 	 M a g i s c h e   s u s h i 	 M a g i s k   s u s h i 	 M a g i 
n i   s u s h i 	 M a g i c   S u s h i 	 M a g i 
n i   s u ai 	 M a g i c s u s h i 	   	 J;H51=>  ACH8	 .	E		?		8	A	6	@		 3H4  3-1"E2	 E,  4H3	 	 							  					 .
H

?

  8
A
6
@
	 .G?M  8A7@	 '0@V2=V  ACHV	 




  



	   	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 T o w e r s o e s j i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 	 	 	 					  					 	 	 	 	 	 	 	 S u s h i   M  g i c o 
 
 S T R _ I D _ G X _ M A G I C S U S H I _ T I T L E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E ,   m a g i c   s u s h i 	 M a g i c   S u s h i 	 TlXS	 Tl[S	 @!9
4'4@()	 S u s h i   m  g i c o 	 S u s h i   m a g i q u e 	 M a g i s c h e s   S u s h i 	 >;H51=>5  ACH8	 M a g i c   S u s h i 	 3-1  3H4J	 S u s h i   m  g i c o 	 S i h i r l i   S u _i   	 P h  p   m a   t h u t   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 .	H		?		  8	B	6	@		 M a g i c S u s h i 	 M a g i c S u s h i 	 M a g i c S u s h i 	 M a g i c S u s h i 	 M a g i c S u s h i 	 M a g i c S u s h i 	 M a g i c k    s u s h i 	 M a g i s c h e   s u s h i 	 M a g i s k   s u s h i 	 M a g i 
n i   s u s h i 	 M a g i c   S u s h i 	 M a g i 
n i   s u ai 	 M a g i c s u s h i 	   	 J;H51=>  ACH8	 .	E		?		8	A	6	@		 3H4  3-1  "E2	 E,  4H3	 	 							  					 .
H

?

  8
A
6
@
	 .G?M  8A7@	 '0@V2=V  ACHV	 




  



	   	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 T o w e r s o e s j i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 M a g i c   S u s h i 	 	 	 	 					  					 	 	 	 	 	 	 	 S u s h i   M  g i c o 
 
 S T R _ I D _ G X _ M A G I C S U S H I _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 S t r i n g   f o r   H e l p   I n   M a g i c s u s h i   G a m e 	 R e m o v e   s u s h i   b e f o r e   t i m e   r u n s   o u t   b y   t h e   f o l l o w i n g   w a y s : \ n ( 1 ) M a k e   t h r e e   o r   m o r e   s a m e   s u s h i   a l i g n   t o g e t h e r   v e r t i c a l l y   o r   h o r i z o n t a l l y   b y   s w a p p i n g   o n e   s u s h i   w i t h   a n y   n e i g h b o r i n g   o n e . \ n ( 2 ) S t a r   b l o c k :   R a n d o m l y   r e m o v e   s u s h i   w i t h   a   c e r t a i n   p a t t e r n . \ n ( 3 ) C r o s s   b l o c k :   R e m o v e   t h e   w h o l e   r o w   a n d   w h o l e   c o l u m n   i n   w h i c h   i t   r e s i d e s . \ n ( 4 ) B a l l   b l o c k :   R e m o v e   s u s h i   s u r r o u n d i n g   i t . 	 (WJ2bBfgQ)R(uNNV.ze_mSXS\ n 1 	\XS
NNb]SNc	g	NPb	NPN
N N#jvXS(WT NLbT NRsSSmS0\ n 2 	ffb_WHh_jmSg N.zXS0\ n 3 	ASW[b_WHhmS NPWHh@b(Wv NteLS NteR0\ n 4 	\tb_WHhmS NPWHhhT
WvXS0	 (W8nbeQ)R(uNNVye_mS[S\ n 1 	\[S
NNb]SNbc	g	N*Nb	N*NN
N N7hv[S(WT NLbT NRsSSmS0\ n 2 	ffb_VHh:gmSg Ny[S0\ n 3 	ASW[b_VHhmSُ N*NVHh@b(Wv NteLS NteR0\ n 4 	\tb_VHhmSُ N*NVHhhTVv[S0	 3C+I9
4+2"DH-@'%2+!  B"C
I'452#@+%H25I: \ n ( 1 )   *%13A+H9
4I2  %H2  I2"  '2  I2!59
4@+!7-1  3   -16IDCA'-+#7-A'1I  9
4G0+2"D\ n ( 2 ) #92':   *8H!C+I9
4ACA+6H+2"D1I+!  \ n ( 3 )   #922:   3C+I9
4CA'-+#7-A'1I1I+!+2"D\ n ( 4 ) #9%9-%  3C+I9
4#-F  +2"D1I+!	 Q u i t e   e l   s u s h i   a n t e s   d e   q u e   e l   t i e m p o   s e   a g o t e   d e   l a s   s i g u i e n t e s   m a n e r a s : \ n ( 1 )   H a g a   t r e s   o   m  s   s u s h i s   i g u a l e s   a l i n e  n d o l o s   v e r t i c a l   u   h o r i z o n t a l m e n t e ,   c a m b i a n d o   u n   s u s h i   p o r   c u a l q u i e r   v e c i n o . \ n ( 2 ) B l o q u e   d e   e s t r e l l a :   q u i t a   a l e a t o r i a m e n t e   l o s   s u s h i   c o n   u n   d e t e r m i n a d o   p a t r  n . \ n ( 3 ) B l o q u e   c r u z a d o :   q u i t a   l a   f i l a   y   l a   c o l u m n a   e n t e r a   e n   l a   q u e   s e   e n c u e n t r a . \ n ( 4 ) B l o q u e   d e   b o l a :   Q u i t e   l o s   s u s h i s   q u e   l o   r o d e a n . 	 E n l e v e z   l e s   s u s h i s   a v a n t   l a   f i n   d u   t e m p s   i m p a r t i   e n   u t i l i s a n t   l  u n e   d e s   m a n i  r e s   s u i v a n t e s   : \ n ( 1 )   A l i g n e z   e n s e m b l e ,   v e r t i c a l e m e n t   o u   h o r i z o n t a l e m e n t ,   t r o i s   o u   p l u s   d e   t r o i s   s u s h i s   e n   c h a n g e a n t   u n   s u s h i   a v e c   u n   s u s h i   a d j a c e n t . \ n ( 2 ) B l o c    t o i l e   :   E n l  v e   t o u s   l e s   s u s h i s   a v e c   u n e   c e r t a i n e   f o r m e . \ n ( 3 ) B l o c   c r o i x   :   E n l  v e   l a   l i g n e   e n t i  r e   e t   l a   c o l o n n e   e n t i  r e   o    e l l e   r  s i d e . \ n ( 4 ) B l o c   b a l l e  :     E n l  v e   l e s   s u s h i s   a u t o u r . 	 E n t n e h m e n   S i e   S u s h i   a u f   f o l g e n d e   W e i s e n ,   b e v o r   d i e   Z e i t   a b l  u f t : \ n ( 1 )   S e t z e n   S i e   d r e i   o d e r   m e h r   g l e i c h e   S u s h i   d u r c h   A u s t a u s c h   m i t   b e n a c h b a r t e n   S u s h i s   v e r t i k a l   o d e r   h o r i z o n t a l   z u s a m m e n . \ n ( 2 )   S t e r n b l o c k :   E n t f e r n t   z u f  l l i g   S u s h i s   m i t   e i n e m   b e s t i m m t e n   M u s t e r . \ n ( 3 )   K r e u z b l o c k :   E n t f e r n t   d i e   g e s a m t e   R e i h e / S p a l t e ,   i n   d e r   e r   s i c h   b e f i n d e t . \ n ( 4 )   K u g e l b l o c k :   E n t f e r n t   d i e   u m g e b e n d e n   S u s h i s . 	 #15@8B5  2A5  ACH8  70  CAB0=>2;5==>5  2@5<O,   8A?>;L7CO  A;54CNI85  ?@85<K: \ n ( 1 )   #40;O9B5  25@B8:0;L=K5  8;8  3>@87>=B0;L=K5  ?>A;54>20B5;L=>AB8  87  B@5E  8;8  1>;55  ?>@F89  ACH8,   <5=OO  A>A54=85  ?>@F88  <5AB0<8. \ n ( 2 ) 2574>G:0:   A;CG09=K<  >1@07><  C40;ONBAO  ACH8,   @07;>65=K	 R i m u o v e r e   S u s h i   p r i m a   d e l l o   s c a d e r e   d e l   t e m p o   i n   u n o   d e i   s e g u e n t i   m o d i : \ n ( 1 ) F a r e   t r e   o   p i    a l l i n e a m e n t i   S u s h i   i n s i e m e   i n   v e r t i c a l e   o   i n   o r i z z o n t a l e   s c a m b i a n d o   u n   S u s h i   c o n   q u e l l o   v i c i n o . \ n ( 2 ) B l o c c o   a   s t e l l a :   r i m u o v e r e   a   c a s o   i l   S u s h i   s e g u e n d o   u n   c e r t o   p e r c o r s o . \ n ( 3 ) B l o c c o   a   c r o c e :   r i m u o v e r e   t u t t a   l a   f i l a   e   t u t t a   l a   c o l o n n a   i n   c u i   s i   t r o v a . \ n ( 4 ) B l o c c o   a   s f e r a :   r i m u o v e r e   i l   S u s h i   c h e   l o   c i r c o n d a . 	 '2'D  'D3H4J  B(D  E1H1  'DHB*  9F  71JB  'D71B  'DE**'(9): \ n ( 1 )   *,9D  #C+1  EF  +D'+)  3H4J  E9  FA3  'D'FE'7  'DE57A)  (4CD  9'E  #H  #ABJ'  9F  71JB  *(/JD  H'-/)  3H4J  E9  #J  H'-/)  E,'H1). \ n ( 2 ) 5H1)  (4CD  'DF,E: '2'D  3H4J  H'-/)  E9FJ'  94H'&J). \ n   3 	3H1)  (4CD  'DEB'79: '2'D  'D'FE'7  'DE57A)  H  #ABJ'  AJG'  G0G  5H1). \ n ( 4 ) 5H1)  (4CD  /'&1)  'D5:J1): '2'D  'D3H4J  E,'HDG'. 	 R e m o v a   o   s u s h i   a n t e s   q u e   o   t e m p o   s e   e s g o t e ,   d a   s e g u i n t e   f o r m a : \ n ( 1 )   A l i n h e   t r  s   o u   m a i s   s u s h i   n a   v e r t i c a l   o u   n a   h o r i z o n t a l   t r o c a n d o   u m   s u s h i   p o r   o u t r o   q u e   e s t e j a   p e r t o . \ n ( 2 ) B l o c o   e s t r e l a :   R e m o   o   d e   s u s h i   s e g u n d o   u m   d e t e r m i n a d o   p a d r  o . \ n ( 3 ) B l o c o   c r u z :   R e m o   o   d e   s u s h i   p o r   f i l a s   e   c o l u n a s   i n t e i r a s . \ n ( 4 ) B l o c o   b o l a :   R e m o   o   d e   s u s h i      s u a   v o l t a . 	 S u _i y i   s  r e   b i t m e d e n   a _a 1d a k i   y o l l a r d a n    1k a r t 1n : \ n ( 1 )       v e y a   d a h a   f a z l a   a y n 1  s u _i y i   d i k e y   o l a r a k   v e y a   b i r   s u _i y i   y a n 1n d a k i   b i r i y l e   d e i _t i r e r e k   y a t a y   o l a r a k   a y n 1  h i z a d a   d i z i n . \ n ( 2 ) Y 1l d 1z   b l o k :   B e l l i   b i r   d e s e n d e k i   s u _i y i   r a s t g e l e   k a l d 1r 1n . \ n ( 3 )  a p r a z   b l o k :   O t u r d u u   t  m   s 1r a y 1  v e   t  m   s  t u n u   k a l d 1r 1n . \ n ( 4 ) T o p   b l o k :    e v r e s i n d e k i   8   s u _i y i   k a l d 1r 1n . 	 T r o n g   t h i   g i a n   c h i , d  n g   4   l o i   p h n g   t h c   s a u     l  m   c h o   s u s h i   m t   i : \ n ( 1 ) H o  n   i   s u s h i   t r  n   d i   h o c   t r  i   p h i , n u   c    3   s u s h i ( t r   l  n ) c  n g   h  n g   h o c   c  n g   c t   t h    c    t h   l  m   c h o   n    m t   i \ n ( 2 ) T r a n h   h  n h   n g  i   s a o : t  y   l y   i   m t   l o i   s u s h i   \ n ( 3 )   T r a n h   h  n h   c h   t h p : l  m   m t   i   t o  n   b   h  n g   h o c   t o  n   b   c t   c    c h a   t r a n h   n  y \ n ( 4 )   T r a n h   h  n h   t r  i   b  n g : l  m   m t   i   8   s u s h i   x u n g   q u a n h   t r a n h   n  y . 	 H i l a n g k a n   s u s h i   s e b e l u m   k e h a b i s a n   w a k t u   d e n g a n   c a r a   b e r i k u t : \ n ( 1 )   S e j a j a r k a n   t i g a   s u s h i   a t a u   l e b i h   s e c a r a   v e r t i k a l   a t a u   h o r i z o n t a l   d e n g a n   m e n u k a r   s a t u   s u s h i   d e n g a n   y a n g   b e r a d a   d i   s e b e l a h n y a . \ n ( 2 ) B l o k a d e   b i n t a n g :   S e c a r a   a c a k   m e n g h i l a n g k a n   s u s h i   d e n g a n   p o l a   t e r t e n t u . \ n ( 3 )   B l o k a d e   s i l a n g :   H i l a n g k a n   s e l u r u h   b a r i s   d a n   k o l o m   t e m p a t n y a   b e r a d a . \ n ( 4 )   B l o k a d e   b o l a :   H i l a n g k a n   s u s h i   d i   s e k i t a r n y a . 	 K e l u a r k a n   s u s h i   s e b e l u m   m a s a   h a b i s   d e n g a n   c a r a   b e r i k u t : \ n ( 1 )   J a j a r k a n   t i g a   a t a u   l e b i h   s u s h i   s e c a r a   m e n e g a k   a t a u   m e n d a t a r   d e n g a n   m e n u k a r   s e k e p i n g   s u s h i   d e n g a n   s e b a r a n g   s u s h i   d i s e b e l a h n n y a . \ n ( 2 ) H a l a n g   b i n t a n g :   K e l u a r k a n   s u s h i   s e c a r a   r a w a k   d e n g a n   c o r a k   t e r t e n t u . \ n ( 3 ) H a l a n g   s i l a n g :   K e l u a r k a n   k e s e l u r u h a n   b a r i s   d a n   l a j u r   t e m p a t   i a   t e r l e t a k . \ n ( 4 ) H a l a n g   b o l a :   K e l u a r k a n   s u s h i   y a n g   m e n g e l i l i n g i n y a . 	 8	.	/	  8	.	>	*	M	$	  9	K	(	G	  8	G	  *	9	2	G	  (	?	.	M	(	2	?		?	$	  5	?	'	?	/	K		  &	M	5	>	0	>	  8	B	6	@	  	K	  9		>			: \ n ( 1 )   	?	8	@	  		  8	B	6	@	  	K	  		8		G	  8	>	%	  8		G	  8	B	6	@	  	G	  8	>	%	  8	M	%	>	(	  *	0	?	5	0	M	$	(	  	0	$	G	  9	A		  2		,	5	$	  /	>	  	M	7	H	$	?		  0	B	*	  .	G		  2		>	$	G	   9	A		  $	@	(	  /	>	  		8	8	G	  	'	?		  8	B	6	?	/	K		  	>	  *	H		0	M	(	  ,	(	>			. \ n ( 2 ) 8	M		>	0	  ,	M	2	I		:   	?	8	@	  (	?	0	M	'	>	0	?	$	  *	H		0	M	(	  &	M	5	>	0	>	  /	>	&	C		M		?		  $	L	0	  *	0	  	?	8	@	  8	B	6	@	  	K	  9		>			. \ n ( 3 ) 	M	0	I	8	  ,	M	2	I		:   	9	>		  /	9	  .	L		B	&	  9	H	   		8		@	  *	B	0	@	  *			M	$	?	  	0	  *	B	0	G	  	I	2	.	  	K	  9		>			.   \ n ( 4 ) ,	I	2	  ,	M	2	I		:   	8		G	  	8	*	>	8	  	@	  8	B	6	@	  9		>			.  	 R e m o v e   s u s h i   b e f o r e   t i m e   r u n s   o u t   b y   t h e   f o l l o w i n 	 R e m o v e   s u s h i   b e f o r e   t i m e   r u n s   o u t   b y   t h e   f o l l o w i n 	 R e m o v e   s u s h i   b e f o r e   t i m e   r u n s   o u t   b y   t h e   f o l l o w i n 	 T  v o l  t s a   e l   a   s u s h i t ,   m i e l Qt t   l e j  r   a z   i d Q  a   k  v e t k e z Q  m  d o k   v a l a m e l y i k  n : \ n ( 1 )   H  r o m   v a g y   t  b b   s u s h i t   i l l e s s z e n   e g y m  s h o z   f  g g Ql e g e s e n   v a g y   v  z s z i n t e s e n    g y ,   h o g y   f e l c s e r  l i   a   s u s h i t   v a l a m e l y i k   s z o m s z  d j  v a l . \ n ( 2 ) C s i l l a g b l o k k :   V  l e t l e n   s o r r e n d b e n   t  v o l  t s a   e l   a   s u s h i t   a d o t t   m i n t  z a t   s z e r i n t . \ n ( 3 ) K e r e s z t b l o k k :   T  v o l  t s a   e l   a   t e l j e s   s o r t    s   a z   e g  s z   o s z l o p o t ,   a m e l y b e n   t a l  l h a t  . \ n ( 4 ) L a b d a b l o k k :   T  v o l  t s a   e l   a   k  r  l  t t e   l  v Q  s u s h i k a t . 	 R e m o v e   s u s h i   b e f o r e   t i m e   r u n s   o u t   b y   t h e   f o l l o w i n g   w a y s : \ n ( 1 )   M a k e   t h r e e   o r   m o r e   s u s h i   w i t h   t h e   s a m e   p a t t e r n   a l i g n   t o g e t h e r   v e r t i c a l l y   o r   h o r i z o n t a l l y   b y   s w a p p i n g   o n e   s u s h i   w i t h   a n y   n e i g h b o r i n g   o n e . \ n ( 2 ) C l i c k   o n   t h e   f o l l o w i n g   t h r e e   s p e c i a l   b l o c k s : \ n S t a r   b l o c k :   R a n d o m l y   r e m o v e   s u s h i   w i t h   a   c e r t a i n   p a t t e r n \ n C r o s s   b l o c k :   R e m o v e   t h e   w h o l e   r o w   a n d   w h o l e   c o l u m n   i t   r e s i d e s \ n B a l l   b l o c k :   R e m o v e   8   s u s h i   s u r r o u n d i n g   i t . 	 R e m o v e   s u s h i   b e f o r e   t i m e   r u n s   o u t   b y   t h e   f o l l o w i n g   w a y s : \ n ( 1 )   M a k e   t h r e e   o r   m o r e   s u s h i   w i t h   t h e   s a m e   p a t t e r n   a l i g n   t o g e t h e r   v e r t i c a l l y   o r   h o r i z o n t a l l y   b y   s w a p p i n g   o n e   s u s h i   w i t h   a n y   n e i g h b o r i n g   o n e . \ n ( 2 ) C l i c k   o n   t h e   f o l l o w i n g   t h r e e   s p e c i a l   b l o c k s : \ n S t a r   b l o c k :   R a n d o m l y   r e m o v e   s u s h i   w i t h   a   c e r t a i n   p a t t e r n \ n C r o s s   b l o c k :   R e m o v e   t h e   w h o l e   r o w   a n d   w h o l e   c o l u m n   i t   r e s i d e s \ n B a l l   b l o c k :   R e m o v e   8   s u s h i   s u r r o u n d i n g   i t . 	 O d s t r  Ht e   s u s h i   n a s l e d u j  c i m i   s p  s o b y   n e ~  v y p r a   
a s : \ n ( 1 )     V y r o v n a j t e   t r i   a l e b o   v i a c   s u s h i   s   t  m   i s t  m   v z o r o m   v e r t i k  l n e   a l e b o   h o r i z o n t  l n e   t a k ,   ~e   v y m e n  t e   j e d n o   s u s h i   s   n i e k t o r  m   v e d >a j a m .   \ n ( 2 ) K l i k n e t e   n a   n a s l e d u j  c e   t r i   z v l  at n e   b l o k y : \ n H v e z d n    b l o k :   N  h o d n e   o d s t r  n i   s u s h i   s   d a n  m i   v z o r m i .   \ n K r  ~o v    b l o k :   O d s t r  n i   c e l    r a d u   a   c e l    s t :p e c   \ n B a l  n o v    b l o k :   O d s t r  n i   8   s u s h i ,   k t o r    h o   o b k l o p u j  .   	 V e r w i j d e r   d e   s u s h i   o p   d e   v o l g e n d e   m a n i e r e n   v o o r d a t   d e   t i j d   o m   i s : \ n ( 1 )   L e g   d r i e   o f   m e e r   d e z e l f d e   s u s h i   v e r t i c a a l   o f   h o r i z o n t a a l   o p   e e n   r i j   d o o r   e e n   s u s h i   m e t   e e n   n a a s t g e l e g e n   s u s h i   t e   v e r w i s s e l e n . \ n ( 2 ) S t e r b l o k :   V e r w i j d e r   e e n   w i l l e k e u r i g e   s u s h i   m e t   e e n   z e k e r   p a t r o o n . \ n ( 3 ) K r u i s b l o k :   V e r w i j d e r   d e   h e l e   r i j   e n   d e   h e l e   k o l o m   w a a r i n   h i j   l i g t . \ n ( 4 ) B a l b l o k :   V e r w i j d e r   d e   o m r i n g e n d e   s u s h i . 	 F    s u s h i n   a t t   f  r s v i n n a   i n n a n   t i d e n   t a r   s l u t   p    f  l j a n d e   s  t t :   : \ n ( 1 )   R a d a   u p p   3   e l l e r   f l e r   s u s h i b i t a r   m e d   s a m m a   m  n s t e r   l o d r  t t   e l l e r   v  g r  t t   g e n o m   a t t   k a s t a   o m   n  r l i g g a n d e   s u s h i b i t a r . \ n ( 2 ) K l i c k a   p    f  r l j a n d e   s p e c i e l l a   b l o c k a r : \ n   S t j  r n b l o c k :   S l u m p m  s s i g t   t a r   b o r t   s u s h i b i t a r   m e d   e t t   v i s s t   m  n s t e r \ n   K o r s b l o c k :   T a r   b o r t   r a d e n   o c h   s p a l t e n   d e n   l i g g e r   p  \ n   B o l l b l o c k :   T a r   b o r t   d e   8   o m k r i n g l i g g a n d e   s u s h i b i t a r n a . 	 U k l o n i t e   s u s h i   p r i j e   n e g o   i s t e k n e   v r i j e m e ,   n a   o v e   n a 
i n e :   \ n ( 1 )   N a p r a v i t e   t r i   i l i   v i ae   s u ai j a   i s t o g a   o b l i k a   t a k o   d a   i h   p o r a v n a t e   v e r t i k a l n o   i l i   v o d o r a v n o .   \ n ( 2 )   P r i t i s n i t e   n a   o v a   t r i   p o s e b n a   b l o k a :   \ n Z v j e z d a n i   b l o k :   S l u 
a j n o   u k l a n j a   s u ai   i z   o b l i k a \ n K r i ~n i   b l o k :   U k l a n j a   c i j e l i   r e d   i   c i j e l i   s t u p a c   u   k o j e m u   s e   n a l a z i \ n L o p t a s t i   b l o k :   U k l a n j a   8   s u ai j a   k o j i   g a   o k r u ~u j u . 	  n a i n t e   d e   e x p i r a r e a   t i m p u l u i ,    n d e p r t a ci   s u s h i   d u p   c u m   u r m e a z : \ n ( 1 )   A l i n i a ci   v e r t i c a l   s a u   o r i z o n t a l   t r e i   s a u   m a i   m u l t e   s u s h i   c u   a c e l a _i   m o d e l   p r i n   s c h i m b a r e a   p o z i ci e i   a   d o u   s u s h i   v e c i n e . \ n ( 2 ) B l o c u l   s t e a :    n d e p r t a ci   a l e a t o r i u   s u s h i   c u   u n   m o d e l   a n u m e . \ n ( 3 )   B l o c u l   c r u c e :    n d e p r t a ci    n t r e g u l   r  n d   _i    n t r e a g a   c o l o a n    n   c a r e   s e   a f l   s u s h i - u l . \ n ( 4 ) B l o c u l   m i n g e :    n d e p r t a ci   c e l e   8   s u s h i   d i n   j u r . 	 U m a k n i   s u ai   p r e d e n   s e   i z t e 
e   
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	               :   \ n ( 1 )                                 .   \ n ( 2 )       :             .   \ n ( 3 )   :           . \ n ( 4 )   :         8     . 	 K h i p h a   i - s u s h i   n g a p h a m b i   k o k u t h i   i s i k h a t h i   s i p h e l e   n g o k u l a n d e l a   i z i n d l e l a   e z i l a n d e l a y o : \ n ( 1 )   Y e n z a   i s u s h i   e n t a t h u   n o m a   e f a n a y o   u y i h l a n g a n i s e   n d a w o n y e   i b h e k e   p h e z u l u   n o m a   e c e l e n i   n g o k u s h i n t s h a n i s a   n e w u m a k h e l w a n e . \ n ( 2 ) I - S t a r   b l o c k :   K h i p h a   i s u s h i   n g o k u n g a c a b a n g i   n g e p h e t h i n i   e t h i l e . \ n ( 3 ) I - C r o s s   b l o c k :   K h i p h a   u m u g q a   w o n k e   n e k h o l a m u   y o n k e   e h l a l a   k u y o . \ n ( 4 ) I - B a l l   b l o c k :   K h i p h a   a m a s u s h i   a y i   8   a y i k a k i l e . 	 S u s a   i - s u s h i   p h a m b i   k o k u b a   i x e s h a   l i p h e l e   n g o k u l a n d e l a   i i n d l e l a : \ n ( 1 ) E n z a   z i b e   n t a t h u   n a n g a p h e z u l u   i z i l u n g e l e l a n i s i   z e - s u s h i   e z i f a n a y o   k u n y e   n g o k u n y u k a   o k a n y e   n g o k u t h e   t y a b a   n g o k u t s h i n t s h a   e n y e   i - s u s h i   n g e n y e   n a y i p h i n a   e s e b u m e l w a n e n i . \ n ( 2 ) I s i t h i n t e l i - n k w e n k w e z i :   N g o k u n g a k h e t h i y o   s i s u s a   i - s u s h i   e n o m f u z i s e l o   o t h i e l . \ n ( 3 ) I s i t h i n t e l i - m n q a m l e z o :   S i s u s a   u k r o z o   l o n k e   n o m h l a t h i   w o n k e   e w u h l a l a y o . \ n ( 4 ) I s i t h i n t e l i - b h o l a :   S u s a   i i - s u s h i   e z i - 8   e z i y i j i k e l e z i l e y o .   	 O n d o a   s u s h i   k a b l a   y a   m u d a   k u i s h a   k w a   k u f u a t a   n j i a   z i f u a t a z o : \ n ( 1 )   F a n y a   s u s h i   t a t u   a u   z a i d i   z i l i n g a n e   p a m o j a   k w a   w i m a   a u   m l a l o   k w a   k u b a d i l i s h a   s u s h i   m o j a   n a   y o y o t e   i l i o   k a r i b u . \ n ( 2 ) T o f a l i   y a   n y o t a :   B i l a   m p a n g i l i o   t o a   s u s h i   k w a   m t i n d o   f u l a n i . \ n ( 3 ) T o f a l i   y a   K i n g a m a :   O n d o a   m s t a r i   w o t e   n a   s a f u   i n a y o k a a . \ n ( 4 ) T o f a l i   y a   m p i r a :   O n d o a   s u s h i   8   z i n a z o i z u n g u k a . 	 V e r w y d e r   s o e s j i   o p   d i e   v o l g e n d e   m a n i e r e   v o o r   d i e   t y d   v e r s t r y k : \ n ( 1 ) R a n g s k i k   d r i e   o f   m e e r   v a n   d i e s e l f d e   s o e s j i - s t u k k i e s   h o r i s o n t a a l   o f   v e r t i k a a l   i n   ' n   r y   d e u r   s t u k k i e s   w a t   l a n g s   m e k a a r   l    o m   t e   r u i l . \ n ( 2 ) S t e r b l o k :   V e r w y d e r   s o e s j i - s t u k k i e s   m e t   ' n   v a s g e s t e l d e   p a t r o o n   l u k r a a k . \ n ( 3 ) K r u i s b l o k :   V e r w y d e r   d i e   h e l e   r y   e n   h e l e   k o l o m   w a a r   d i t   v o o r k o m . \ n ( 4 ) B a l b l o k :   V e r w y d e r   s o e s j i - s t u k k i e s   r o n d o m   d i t . 	 P e r   n u s t a t y t   l a i k o   t a r p   n u r i n k i t e   s u ai   ai a i s   b kd a i s : \ n ( 1 )   I ar i k i u o k i t e   t r i s   a r   d a u g i a u   t o k i u s   p a 
i u s   s u ai   v e r t i k a l i a i   a r b a   h o r i z o n t a l i a i ,   s u k e i s d a m i   g r e t a   e s a n 
i u s   s u ai . \ n ( 2 ) }v a i g ~d :   P a s i r i n k t i n a i   n u r e n k a   s u ai   s u   t a m   t i k r u   p a v e i k s l l i u . \ n ( 3 ) K r y ~i u s :     N u r e n k a   v i s   e i l u t   i r   v i s   s t u l p e l /,   k u r i a m e   y r a   p a s i r i n k t a s . \ n ( 4 ) R u t u l y s :   N u r e n k a   8   s u ai ,   e s a n 
i u s   a p l i n k   p a s i r i n k t . 	 N o v c i e t   s u ai ,   p i r m s   b e i d z i e s   l a i k s ,   ad i : \ \ n ( 1 )   S a l g o j i e t   t r +s   v a i   v a i r k   s u ai   v e r t i k l i   v a i   h o r i z o n t l i ,   a p m a i n o t   v i e n u   s u ai   a r   j e b k u r u   b l a k u s e s o ao .   \ n ( 2 ) Z v a i g z n e s   b l o k s :   I z k l a i d u s   n o v c i e t   s u ai   a r   n o t e i k t u   z +m j u m u . \ n ( 3 ) K r u s t a   b l o k s :   N o v c i e t   v i s u   r i n d u   u n   a i l i ,   k u r   t a s   a t r o d a s . \ n ( 4 ) L o d e s   b l o k s :   N o v c i e t   8   s u ai ,   k a s   t o   i e t v e r . 	 E e m a l d a   s u s h i ,   e n n e   k u i   a e g   s a a b   o t s a ,   t o i m i d e s    h e l   v i i s i l   j  r g m i s t e s t : \ n ( 1 )   J o o n d a   k a k s   v  i   k o l m   s a m a s u g u s t   s u s h i t   v e r t i k a a l s e l t   v  i   h o r i s o n t a a l s e l t ,   v a h e t a d e s    h e   s u s h i   k  r v a l o l e v a g a . \ n ( 2 ) T  h e g a   k l o t s :   e e m a l d a   s u v a l i s e l t   k o n k r e e t s e   m u s t r i g a   s u s h i . \ n ( 3 ) R i s t i g a   k l o t s :   e e m a l d a   k o g u   r i d a   j a   k o g u   s e e   v e e r g . \ n ( 4 ) P a l l i g a   k l o t s :   e e m a l d a   8   s u s h i t   s e l l e    m b e r t . 	 @e|ae  }xwkveh  tkvy  jatavaok  }za|~elh  peual  eravaovex~]\ n ( 1 )   4a}a~xe  ee  oat  a~elk  tkavtav  }xwkve  tkvxuv  xrrapaua  oat  pxkfxvaoav  cnk  ~a]  xmavaoelx~  eox  paav  ~avdaovext  cv~xr  }xwkveh: \ n ( 2 ) 1}raukv  blxo]  zaapaoavxev  pe|ae  xxwaok  fadavoax~  }xwkveh: \ n ( 3 ) =ay~xr  blxo]  pe|ae  atbxr{  wah    atbxr{  }uxvaoh,   xxv  maytav  oext  auv  cv~xt  g: \ n   ( 4 ) G{avaq  blxo]  pe|ae  w{azaxr  8   }xwkveh	             :   \ n ( 1 )                                 .   \ n ( 2 )     :                 \ n ( 3 )     :           ,     .   \ n ( 4 )     8   ,       . 	  n d e p r t a ci   s u s h i - u l    n a i n t e   d e   e x p i r a r e a   t i m p u l u i    n   u r m t o a r e l e   m o d u r i : \ n ( 1 )   A l i n i a ci   t r e i   s a u   m a i   m u l ci   s u s h i   i d e n t i c i   v e r t i c a l   s a u   o r i z o n t a l   s c h i m b  n d   u n   s u s h i   c u   o r i c a r e   a l t u l   d e   l  n g   e l . \ n ( 2 ) B l o c   s t e a :    n d e p r t a ci   a l e a t o r i u   s u s h i   c u   u n   a n u m i t   m o d e l . \ n ( 3 ) B l o c   c r u c e :    n d e p r t a ci    n t r e g u l   r  n d   _i    n t r e a g a   c o l o a n   u n d e   s e   g s e _t e . \ n ( 4 ) B l o c   m i n g e :    n d e p r t a ci   8   s u s h i    n c o n j u r  n d u - i . 	 8
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 
 S T R _ I D _ G X _ F R U I T _ G A M E _ N A M E 	 G A M E 	 T I T L E ,   I C O N T E X T 	 G A M E _ N A M E 	 F r u i t 	 4lg	 4lg	 %D!I	 F r u t a 	 F r u i t 	 O b s t 	 $@C:BK	 F r u t t a 	 'DAH'CG	 F r u t a 	 M e y v e   	 H o a   q u 	 B u a h 	 B u a h a n 	 +	2		 	 	 	 G y  m  l c s 	 	 	 	 F r u i t 	 	 	 F r u c t e 	 	 	 	 	 +	3		 EJHG	 ~D	 	 			 +
2
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	 	 I - F r u i t 	 I s i q h a m o 	 F r u i t 	 V r u g t e 	 V a i s i a i 	 A u g <i 	 P u u v i l i 	 Dkc	 	 F r u c t e 	 *
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 
 S T R _ I D _ G X _ F R U I T _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 [ H o w   t o   p l a y ] C o n t r o l   t h e   c h e f   t o   c u t   a l l   t h e   f r u i t s   &   a v o i d   f r u i t s   n o t   b e i n g   i n   p i e c e s   o r   r o c k s   r e a c h i n g   s h a k e r s .   T h e   g a m e   i s   o v e r   w h e n   a n y   o n e   o f   t h e   s h a k e r s   i s   b r o k e n . \ n [ C h e f ' s   m a i n   c o n t r o l ]   4 ( L e f t ) :   C h e f   w a l k s   l e f t w a r d .   6 ( R i g h t ) :   C h e f   w a l k s   r i g h t w a r d .   2 ( U p ) :   C h e f   p r e p a r e s   t o   c u t   i n   c u r r e n t   d i r e c t i o n .   8 ( D o w n ) :   C h e f   p r e p a r e s   t o   k i c k   i n   c u r r e n t   d i r e c t i o n .   7 :   C h e f   p r e p a r e s   a   l e f t   k i c k .   9 :   C h e f   p r e p a r e s   a   r i g h t   k i c k .   1 :   C h e f   p r e p a r e s   a   l e f t   c u t .   3 :   C h e f   p r e p a r e s   a   r i g h t   c u t . 	 c6R^+^SRd4lgb/fdSw-NOwgAl_jvuN NSgAl_jXcBfJ2b\P}_g04 ^+^T]p\ n 6 ^+^TSp2 ^+^nPTvMRveTR8 ^+^nPTvMRveT"7 ^+^nPT]"9 ^+^nPTS"1 ^+^nPT]R3 ^+^nPTSR0	 c6RS^SRd4lgb/fdSw4YNObSbAl:gS_N NSSbAl:gOWce8nb\~_g04 S^T]p\ n 6 S^TSp2 S^QYTvMRveTR8 S^QYTvMRveT"7 S^QYT]"9 S^QYTS"1 S^QYT]R3 S^QYTSR0	 [ '45@%H]   '8!H-#1'C+I+1H%D!IA%0#0'1D!HC+II-+4%DC@#7H-1H%D!I  @!0%  I2!5@#7H-1H-1C-1+6H1\ n [ 2#'8!H-#1']     4   ( I2") :   H-#1'@4D2I2"    6   ( '2) :   H-#1'@4D2'2    2   ( 6I) :   H-#1'@#5"!+1HC4(5H-"9H181    8   ( %) :   H-#1'@#5"!@0C4(5H-"9H181    7 :   H-#1'@#5"!@02I2"    9 :   H-#1'@#5"!@02'2    1 :   H-#1'@#5"!+1H2I2"    3 :   H-#1'@#5"!+1H2'2	 "  [ C  m o   j u g a r ] C o n t r o l a   a l   C h e f   p a r a   q u e   c o n s i g a   c o r t a r   t o d a s   l a s   f r u t a s   e   i n t r o d u c i r l a s   e n   l a    c o c t e l e r a ,   e v i t a n d o   q u e   s e   r o m p a n   o   c a i g a n   a l   s u e l o .   E l   j u e g o   t e r m i n a r    s i   a l g u n a   d e   l a s    c o c t e l e r a s   s e   r o m p e . \ n [ C o n t r o l e s   p r i n c i p a l e s   d e l   C h e f ]   4   ( I z q u i e r d a ) :   E l   C h e f   s e   m u e v e    h a c i a   l a   i z q u i e r d a .   6   ( D e r e c h a ) :   E l   C h e f   s e   m u e v e   h a c i a   l a   d e r e c h a .   2   ( A r r i b a ) :   E l   C h e f   s e    p r e p a r a   p a r a   c o r t a r   e n   l a   d i r e c c i  n   a c t u a l .   8   ( A b a j o ) :   E l   C h e f   s e   p r e p a r a   p a r a   g o l p e a r   e n   l a    d i r e c c i  n   a c t u a l .   7 :   E l   C h e f   s e   p r e p a r a   	 [ C o m m e n t   f a i r e   p o u r   j o u e r ] C o n t r  l e z   l e   c h e f   p o u r   c o u p e r   t o u s   l e s   f r u i t s   &    v i t e r   q u e   d e s   f r u i t s   q u i   n  o n t   p a s    t    c o u p  s   o u   d e s   c a i l l o u x   n  e n t r e n t   d a n s   l e   m  l a n g e u r .   L e   j e u   s  a r r  t e   l o r s q u e   l  u n   d e s   m  l a n g e u r   e s t   a b  m  . \ n [ C o n t r  l e   p r i n c i p a l   d u   c h e f ]   4 ( G a u c h e )   :   l e   c h e f   s e   d  p l a c e   v e r s   l a   g a u c h e .   6 ( D r o i t e )   :   l e   c h e f   s e   d  p l a c e   v e r s   l a   d r o i t e .   2 ( H a u t )   :   l e   c h e f   s e   p r  p a r e      c o u p e r   d a n s   l a   p r  s e n t e   d i r e c t i o n .   8 ( B a s )   :   l e   c h e f   s e   p r  p a r e      d o n n e r   u n   c o u p   d e   p i e d   d a n s   l a   p r  s e n t e   d i r e c t i o n .   7 :   L e   c h 	 [ S p i e l w e i s e ] S t e u e r n   S i e   d e n   K o c h ,   u m   a l l e   F r  c h t e   z u   s c h n e i d e n   &   u n g e s c h n i t t e n e   F r  c h t e   o d e r   S t e i n e   d  r f e n   n i c h t   d i e   M i x b e c h e r   e r r e i c h e n .   D a s   S p i e l   i s t   v o r b e i ,   w e n n   e i n e r   d e r   M i x b e c h e r   z e r b r o c h e n   i s t . \ n [ H a u p t s t e u e r u n g   d e s   K o c h s ]   4 ( L i n k s ) :   K o c h   g e h t   n a c h   l i n k s .   6 ( R e c h t s ) :   K o c h   g e h t   n a c h   r e c h t s .   2 ( O b e n ) :   K o c h   s c h n e i d e t   i n   a k t u e l l e r   R i c h t u n g .   8 ( D o w n ) :   K o c h   s c h l  g t   i n   a k t u e l l e r   R i c h t u n g .   7 :   K o c h   s c h l  g t   n a c h   l i n k s .   9 :   K o c h   s c h l  g t   n a c h   r e c h t s .       1 :   K o c h   s c h n e i d e t   l i n k s .   3 :   K o c h   s c h n e i d e t   r e c h t s . 	 [ =AB@C:F88]   K  C?@02;O5B5  ?>20@><,   :>B>@K9  @565B  D@C:BK.   C6=>,   GB>1K  F5;K5  D@C:BK  8  :0<=8  =5  ?>?040;8  2  H59:5@.   3@0  70:>=G8BAO,   :0:  B>;L:>  A;><05BAO  ;N1>9  87  H59:5@>2. \ n [ #?@02;5=85  ?>20@><]   4   ( AB@5;:0  2;52>) :   ?>20@  845B  2;52>.   6   ( AB@5;:0  2?@02>) :   ?>20@  845B  2?@02>.   2   ( AB@5;:0  225@E) :   ?>20@  3>B>28BAO  @570BL  2  2K1@0==><  =0?@02;5=88.   8   ( AB@5;:0  2=87) :   ?>20@  3>B>28BAO  18BL  2  2K1@0==><  =0?@02;5=88.   7 :   ?>20@  3>B>28BAO  18BL  2;52>.   9 :   ?>20@  3>B>28BAO  18BL  2?@02>.   1 :   ?>20@  3>B>28BAO  >B@570BL  A;520.   3 	 [ I s t r u z i o n i ] V e r i f i c a r e   c h e   l o   c h e f   t a g l i   t u t t a   l a   f r u t t a   e v i t a n d o   c h e   d e i   p e z z i   r a g g i u n g a n o   i l   f r u l l a t o r e .   I l   g i o c o   t e r m i n a   q u a n d o   u n o   d e i   f r u l l a t o r i   s i   r o m p e .           [ C o m a n d i   d e l l o   c h e f ]       4 ( s i n i s t r a ) :   l o   c h e f   c a m m i n a   v e r s o   s i n i s t r a .       6 ( D e s t r a ) :   l o   c h e f   c a m m i n a   v e r s o   d e s t r a .       2 ( S u ) :   l o   c h e f   c o m i n c i a   a   t a g l i a r e   n e l l a   d i r e z i o n e   a t t u a l e .       8 ( G i  ) :   l o   c h e f   c o m i n c i a   a   c a l c i a r e   n e l l a   d i r e z i o n e   a t t u a l e .       7 :   l o   c h e f   c o m i n c i a   a   c a l c i a r e   v e r s o   s i n i s t r a .       9 :   l o   c h e f   c o m i n c i a   a   c a l c i a r e   v e r s o   d e s t r a .       1 	 [ 71JB)  'DD9(]   H,G  'D7'GJ  D*B7J9  CD  'DAH'CG  H'D-JDHD)  /HF  H5HD  'DAH'CG  :J1  'DEB79)  #H  'D5.H1  %DI  'D1,Q','*.   9DEK'  (#F  'DD9()  *F*GJ  9F/E'  *FC31  %-/I  'D1,','*. \ n [ 9F51  'D*-CE  'D1&J3J  DD7'GJ]   4 ( J3'1) :   J3J1  'D7'GJ  J3'1K'.   6 ( JEJF) :   J3J1  'D7'GJ  JEJFK'.   2 ( #9DI) :   J3*9/  'D7'GJ  DDB79  AJ  'D'*,'G  'D-'DJ.   8 ( #3AD) :   J3*9/  'D7'GJ  DD1CD  AJ  'D'*,'G  'D-'DJ.   7 :   J3*9/  'D7'GJ  DD1CD  ('DB/E  J31I.   9 :   J3*9/  'D7'GJ  DD1CD  ('DB/E  'DJEFI.   1 :   J3*9/  'D7'GJ  DDB79  ('DJ/  'DJ31I.   3 :   J3*9/  'D7'GJ  DDB79  ('DJ/  'DJEFI. 	 [ C o m o   j o g a r ]   C o n t r o l e   o   c h e f e   d e   c o z i n h a   p a r a   c o r t a r   t o d a s   a s   f r u t a s   e v i t a n d o   a s   f r u t a s   q u e   n  o   e s t e j a m   c o r t a d a s   o u   q u e   a s   p e d r a s   a t i n j a m   o s   s h a k e r s .   O   j o g o   t e r m i n a   q u a n d o   u m   d o s   s h a k e r s   s e   p a r t i r . \ n [ C o n t r o l o   d o   c h e f e ]   4   ( E s q u e r d a ) :   O   c h e f e   c a m i n h a   p a r a   a   e s q u e r d a .   6   ( D i r e i t a ) :   O   c h e f e   c a m i n h a   p a r a   a   d i r e i t a .   2   ( P a r a   c i m a ) :   O   c h e f e   p r e p a r a - s e   p a r a   c o r t a r   n a   d i r e c   o   c o r r e s p o n d e n t e .   8   ( P a r a   b a i x o ) :   O   c h e f e   p r e p a r a - s e   p a r a   p o n t a p e a r   n a   d i r e c   o   c o r r e s p o n d e .   7 :   O   c h e f e   p r e p a r a   u m   p o n t a p    p a r a   a   e s 	 [ C u m   s e   j o a c ] C o n t r o l a ci   b u c t a r u l   p e n t r u   a   t i a   t o a t e   f r u c t e l e   _i   e v i t a ci   c a   f r u c t e l e   n e t i a t e   s   a j u n g    n   s h a k e r .   J o c u l   s e   t e r m i n   c  n d   u n u l   d i n t r e   s h a k e r e   s - a   s t r i c a t . [ C o n t r o l   d e   b a z   b u c t a r ]   4 ( s t  n g a ) :   m e r g e   l a   s t  n g a .   6 ( d r e a p t a ) :   m e r g e   l a   d r e a p t a .   2 ( s u s ) : s e   p r e g t e _t e   s   t a i e    n   d i r e c ci a   c u r e n t . 8 ( j o s ) : s e   p r e g t e _t e   s   l o v e a s c    n   d i r e c ci a   c u r e n t .   7 :   s e   p r e g t e _t e   s   l o v e a s c   l a   s t  n g a .   9 :   s e   p r e g t e _t e   s   l o v e a s c   l a   d r e a p t a .   1 :   s e   p r e g t e _t e   s   t a i e   l a   s t  n g a .   3 :   s e   p r e g t e _t e   s   t a i e 	 [ C  c h   c h i ] i u   k h i n   b p   t r n g   c t   m i   t r  i   c  y   &   t r  n h   k h  n g     t r  i   c  y   b   v   v n   h o c      c u i   t i p   c n   m  y   t r n   s i n h   t .   T r    c h i   k t   t h  c   k h i   c    b t   c   m  y   t r n   s i n h   t   n  o   b   v . \ n [ i u   k h i n   c h  n h   c a   b p   t r n g ]   4 ( T r  i ) :   B p   t r n g   b c   s a n g   t r  i .   6 ( P h i ) :   B p   t r n g   b c   s a n g   p h i .   2 ( L  n ) :   B p   t r n g   c h u n   b   t h  i   t h e o   h n g   h i n   h  n h .   8 ( X u n g ) :   B p   t r n g   c h u n   b   t h  i   t h e o   h n g   h i n   h  n h .   7 :   B p   t r n g   c h u n   b      s a n g   t r  i .   9 :   B p   t r n g   c h u n   b      s a n g   p h i .   1 :   B p   t r n g   c h u n   	 [ C a r a   b e r m a i n ] K e n d a l i k a n   k o k i   u n t u k   m e m o t o n g   s e m u a   b u a h ,   d a n   h i n d a r i   b u a h   t e r p o t o n g   k e c i l   a t a u   b a t u   m e n d e k a t i   p e n g o c o k .   P e r m a i n a n   a k a n   b e r a k h i r   b i l a   s a l a h   s a t u   p e n g o c o k   p e c a h . \ n [ K e n d a l i   u t a m a   k o k i ]   4   ( k i r i ) :   K o k i   b e r j a l a n   k e   k i r i .   6   ( k a n a n ) :   K o k i   b e r j a l a n   k e   k a n a n .   2 ( A t a s ) :   K o k i   b e r s i a p   m e m o t o n g   d e n g a n   a r a h   s a a t   i n i .   8 ( B a w a h ) :   K o k i   b e r s i a p   m e n e n d a n g   d e n g a n   a r a h   s a a t   i n i .   7 :   K o k i   m e n y i a p k a n   t e n d a n g a n   k i r i .   9 :   K o k i   m e n y i a p k a n   t e n d a n g a n   k a n a n .       1 :   K o k i   m e n y i a p k a n   p o t o n g a n   k i r i .   3 :   K o k i   m e n y i a p k a n 	 [   ]     ,                         .             . \ n [       ]   4 ( ) :       .   6 ( ) :       .   2 ( ) :             .   8 ( ) :             .   7 :         .   9 :         .       1 :         .   3 :         . 	 [ 	H	8	G	  	G	2	G		]   8	-	@	  +	2	K		  	K	  	>		(	G	  8	G	  6	G	+	<	  	K	  (	?	/		$	M	0	?	$	  	0	G		  	0	  +	2	K		  	K	  	A		!	<	G	  9	K	(	G	  8	G	  	%	5	>	  0	I		M	8	  	K	  6	G		0	M	8	  *	0	  *	9	A			(	G	  8	G	  0	K		G		.   	,	  	K		  -	@	  		  6	G		0	  	B		  	>	$	>	  9	H	  $	K	  	G	2	  8	.	>	*	M	$	  9	K	  	>	$	>	  9	H	. \ n [ 6	G	+	<	  	>	  .	A		M	/	  			M	0	K	2	]   4 ( ,	>	/	>		) :   6	G	+	<	  ,	>			  $	0	+	  	2	$	>	  9	H	.   6 ( &	>	/	>		) :   6	G	+	<	  &	>			  $	0	+	  	2	$	>	  9	H	.   2 ( 
	*	0	) :   6	G	+	<	  .	L		B	&	>	  &	?	6	>	  .	G		  	>		(	G	  	G	  2	?		  $	H	/	>	0	  9	K	$	>	  9	H	.   8 ( (	@		G	) :   6	G	+	<	  .	L		B	&	>	  &	?	6	>	  .	G		   	K		0	  .	>	0	(	G	  	G	  2	?		  $	H	/	>	0	  9	K	$	>	  9	H	.   7 :   6	G	+	<	  ,	>			  $	0	+	   	K		0	  .	>	0	(	G	  	G	  2	?		  $	H	/	>	0	  9	K	$	>	  9	H	.   9 :   6	G	+	<	  &	>			  $	0	+	   	K		0	  .	>	0	(	G	  	G	  2	?		  $	H	/	>	0	  9	K	$	>	  9	H	.   1 :   6	G	+	  	 	 	 	 [ H o g y a n   k e l l   j  t s z a n i ? ] I r  n y  t s a   a   s z a k  c s o t ,   h o g y   f e l s z e l e t e l j e   a z    s s z e s   g y  m  l c s  t    s   h o g y   e l k e r  l j e   a   m  g   e g y b e n   l  v Q  g y  m  l c s  k e t ,   m  s k  l  n b e n   a   s  s z  r  k r a   k  v e k   f o g n a k   e s n i .   A   j  t  k   v  g e t    r ,   h a   b  r m e l y i k   s  s z  r    e l t  r i k . \ n [ S z a k  c s   e l s Qd l e g e s   v e z  r l Qj e ]   4 ( b a l ) :   A   s z a k  c s   b a l r a   s  t  l .   6 ( J o b b ) :   A   s z a k  c s   j o b b r a   s  t  l .   2 ( F e l ) :   a   s z a k  c s   f e l k  s z  l   a   v  g  s r a   a z   a k t u  l i s   i r  n y b a n .   8 ( L e ) :   a   s z a k  c s   f e l k  s z  l   a z   a k t u  l i s   i r  n y b a   r  g  s r a .   7 :   A   s z a k  c s   b a l   r  g  s r a   k  s z  l   f e l .   9 :   a   s z a k  c s   j o b b   r  g " 	 	 	 [ C o m o   j o g a r ] C o n t r o l e   o   c h e f   d e   c o z i n h a   d e   m a n e i r a   a   q u e   e s t e   c o r t e   t o d a s   a s   f r u t a s   e v i t a n d o   a s   f r u t a s   q u e   n ? o   e s t e j a m   c o r t a d a s   o u   q u e   a s   p e d r a s   a t i n j a m   o s   s h a k e r s .   O   j o g o   t e r m i n a   q u a n d o   u m   d o s   s h a k e r s   s e   p a r t e .                   [ C o n t r o l o   d o   c h e f   d e   c o z i n h a ]               	 [ @028;0  3@8] 5@C9B5  H5D- :CE0@5<,   @V6B5  2AV  D@C:B8  B0  =5  4>?CA:09B5  ?>B@0?;O==O  FV;8E  D@C:BV2  G8  =5?>4@V1=5=>3>  ;L>4C  C  H59:5@.   @0  7025@HCTBLAO,   :>;8  >48=  7  H59:5@V2  @>71820TBLAO.                   [ 5@C20==O  H5D- :CE0@5<]               4 ( ;V2>@CG) :   H5D- :CE0@  @CE0TBLAO  ;V2>@CG.       6 ( ?@02>@CG) :   H5D- :CE0@  @CE0TBLAO  ?@02>@CG.       2 ( 23>@C) : H5D- :CE0@  3>B>289  =0@V70B8  C  ?>B>G=><C  =0?@O<:C.       8 ( 2=87) : H5D- :CE0@  3>B>289  :840B8  C  ?>B>G=><C  =0?@O<:C      7 : H5D- :CE0@  3>B>289  :840B8  ;V2>@CG.       9 : H5D- :CE0@  3>B>289  :840B8  ?@02>@CG. 	 	 	 [ I n d l e l a   y o k u d l a l a ] L a w u l a   u m p h e k i   u k u t h i   a q o b e   z o n k e   i z i t h e l o   &   g w e m a   i z i t h e l o   e z i n g a q o t s h i w e   u k u t h i   z i f i k e   k u m a - s h a k e r s .   U m d l a l o   u y a p h e l a   u m a   k u k h o n a   o y e d w a   w a m a - s h a k e r s   o h l e p h u k i l e .                   [ I s i l a w u l i   e s i k h u l u   s o m p h e k i ]               4 ( I s i n x e l e ) :   u m p h e k i   u h a m b a   a y e   e s i n x e l e n i .       6 ( I s i d l a ) :   u m p h e k i   u y a   e s i d l e n i .       2 ( P h e z u l u ) : u m p h e k i   u l u n g i s e l e l a   u k u s i k a   e n d l e l e n i   y a m a n j e .       8 ( P h a n s i ) : u m p h e k i   u l u n g i s e l e l a   u k u k h a h l e l a   n g e n d l e l a   y a m a n j e       7 : u m p h e k i   u l u n g i s e l e l a   u k u k h a h l e l a   e s y i d i n i   l e s i n x e l e .       9 : u m p h e k i 	 	 	 [ H o e   o m   t e   s p e e l ] B e h e e r   d i e   s j e f   o m   a l   d i e   v r u g t e   t e   s n y   &   v e r m y   h e e l   v r u g t e   o f   d a t   k l i p p e   d i e   s k u d d e r s   t r e f .   D i e   s p e l   i s   v e r b y   a s   e n i g e   v a n   d i e   s k u d d e r s   g e b r e e k   w o r d . \ n [ S j e f   s e   h o o f k o n t r o l e ]   4 ( L i n k s ) :   S j e f   l o o p   n a   l i n k s .   6 ( R e g s ) :   S j e f   l o o p   n a   r e g s .   2 ( O p ) :   S j e f   m a a k   g e r e e d   o m   i n   h u i d i g e   r i g t i n g   t e   s n y .   8 ( A f ) :   S j e f   m a a k   g e r e e d   o m   i n   h u i d i g e   r i g t i n g   t e   s k o p .   7 :   S j e f   m a a k   g e r e e d   v i r   s k o p   n a   l i n k s .   9 :   S j e f   m a a k   g e r e e d   v i r   s k o p   n a   r e g s .       1 :   S j e f   m a a k   g e r e e d   o m   n a   l i n k s   t e   s n y .   3 :   S j e f   m a a k   g e r e e d   o 	 	 [ 	8	G	  	>	2	5	>	5	G	]   8	M	5	/		*	>		@	  (	?	/		$	M	0	?	$	  	0	>	  	#	?	  8	0	M	5	  +	3		 [ K u i d a s   m  n g i d a ] K o n t r o l l i   k o k a   t e g e v u s t ,   k e s   p e a b   v i i l u t a m a   k  i k   p u u v i l j a d   j a   v  l t i m a   t  k e l d a m a t a   p u u v i l j a d e   n i n g   k i v i d e   s a t t u m i s t   s e g i s t i s s e .   M  n g   o n   l  b i ,   k u i    k s   s e g i s t i t e s t   l  h e b   r i v i s t   v  l j a .                   [ K o k a   j u h t k l a h v ]               4   ( v a s a k ) :   k o k k   l i i g u b   v a s a k u l e .       6   ( p a r e m ) :   k o k k   l i i g u b   p a r e m a l e .       2   (  l e s ) :   k o k k   v a l m i s t u b   v i i l u t a m i s e k s   p r a e g u s e s   s u u n a s .       8   ( a l l a ) :   k o k k   v a l m i s t u b   l   g i k s   p r a e g u s e s   s u u n a s       7 :   k o k k   v a l m i s t u b   l   g i k s   v a s a k u l t .       9 :   k o k k   v a l m i s t u b   l   g i k s   p a r e m a l t .       1 :   k o k k   v a l m i s 	 3  D]   .'F3'E'  H  *E'E  ~DH    'yF  'H1  'F  H  yH  E  *(/D  HF  3  ('&  '  y'FH  H  41  3  ~D'  E  '3  HB*  .*E  H'  ,(  H&  41  yHy  ,'&  '[   .'F3'E'  '  '5D  Fy1HD]   4   ?('&>  : .'F3'E'  ('&  ,'F(    D*'  6 ?/'&>: .'F3'E'  /'&  ,'F(  D*'  2   ( u p ) : .'F3'E'  EH,H/  1.  E  'FyF    *'1  1*'  8   ( d o w n ) : .'F3'E'  EH,H/  1.  E    E'1F    *'1  E  7 : .'F3'E'  /'&  ,'F(      *'1  E  9 : .'F3'E'  /'&  ,'F(      *'1  E  1 : .'F3'E'  ('&  ,'F(  'FyF    *'1  E  	 [   ]               ,                 .   [       ]     4 ( ) :             .       6 ( ) :             2 ( ) :               .       8 ( ) :               7 :       	 [ C u m   s e   j o a c ] C o n t r o l a ci   b u c t a r u l   s   t a i e   t o a t e   f r u c t e l e   _i   e v i t a ci   c a   f r u c t e l e   n e t i a t e   s a u   s  m b u r i i   s   a j u n g    n   a p a r a t e l e   d e   a m e s t e c a t .   J o c u l   s e   t e r m i n   c  n d   o r i c a r e   d i n   a p a r a t e l e   d e   a m e s t e c a t   s e   s t r i c .                   [ C o m a n d a   p r i n c i p a l   a   b u c t a r u l u i ]               4   ( S t  n g a ) :   b u c t a r u l   m e r g e   s p r e   s t  n g a .       6   ( D r e a p t a ) :   b u c t a r u l   m e r g e   s p r e   d r e a p t a .       2   ( S u s ) :   b u c t a r u l   s e   p r e g t e _t e   s   t a i e    n   d i r e c ci a   c u r e n t .       8   ( J o s ) :   b u c t a r u l   s e   p r e g t e _t e   s   l o v e a s c    n   d i r e c ci a   c u r e n t       7 :   b u c t a r u l   s e   p r e g t e 	 ( 
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 [ I s i l a w u l i   e s i k h u l u   s o m p h e k i ]               4 ( I s i n x e l e ) :   u m p h e k i   u h a m b a   a y e   e s i n x e l e n i .       6 ( I s i d l a ) :   u m p h e k i   u y a   e s i d l e n i .       2 ( P h e z u l u ) : u m p h e k i   u l u n g i s e l e l a   u k u s i k a   e n d l e l e n i   y a m a n j e .       8 ( P h a n s i ) : u m p h e k i   u l u n g i s e l e l a   u k u k h a h l e l a   n g e n d l e l a   y a m a n j e       7 : u m p h e k i   u l u n g i s e l e l a   u k u k h a h l e l a   e s y i d i n i   l e s i n x e l e .       9 : u m p h e k i 	 [ U d l a l a   n j a n i ] l a w u l a   u m p h e k i   a s i k e   z o n k e   i z i q h a m o   &   a z i p h e p h e   i z i q h a m o   e z i n g e n g o m a q h e k e z a   o k a n y e   a m a t y e   e z i f i k e l e l a   k w i z i h l u k u h l i .   U m d l a l o   u p h e l i l e   x a   e n y e   y e z i h l u k u h l i   y a p h u k i l e .   [ U l a w u l o   o l u y i n t l o k o   l o m p h e k i ]   L e s i - 4   ( e k h o h l o ) :   u m p h e k i   u h a m b a   e k h o h l o .   l e s i - 6 ( e k u n e n e ) :   u m p h e k i   u h a m b a   e k u n e n e .   L e s i - 2 ( P h e z u l u ) :   u m p h e k i   u l u n g i s e l e l a   u k u s i k e l a   k w i s a l a t h i s o   s a n g o k u .   L e s i - 8 ( P h a n t s i ) :   u m p h e k i   u l u n g i s e l e l a   u k u k h a b e l a   k w i s a l a t h i s o   s a n g o k u .   L e s i - 7 :   u m p h e k i   u l u n g i s e l e l a   u k u k h a b e l a   k w i c a l a   l a s e k h o h l o .   L e s i 	 [ J i n s i   y a   k u c h e z a ] D h i b i t i   m p i s h i   a k a t e   m a t u n d a   y o t e   n a   a e p u k e   m a t u n d a   y a s i o   k a t i k a   v i p a n d e   a u   m t i k i s o   u l i o j a a   m a w e .   M c h e z o   u n a i s h a   w a k a t i   m o j a   y a   v i t i k i s o   i k i v u n j i k a .                   [ V i d h i b i t i   v i k u u   v y a   m p i s h i ]               4 ( K u s h o t o ) :   m p i s h i   k u t e m b e a   k u s h o t o .       6 ( K u l i a ) :   m p i s h i   k u t e m b e a   k u l i a .       2 ( U p ) : m p i s h i   k u a n d a a   k u k a t a   k w a   m w e l e k e o   w a   s a s a .       8 ( C h i n i ) : m p i s h i   k u a n d a a   k u k o n g a   k w a   m w e l e k e o   w a   s a s a .     7 : m p i s h i   k u a n d a a   k u k o n g a   k w a   u p a n d e   w a   k u s h o t o .       9 : m p i s h i   k u a n d a a   k u k o n g a   k w a   u p a n d e   w a   k u l i a .       1 : m p i s h i   k 	 [ H o e   o m   t e   s p e e l ] B e h e e r   d i e   s j e f   o m   a l   d i e   v r u g t e   t e   s n y   &   v e r m y   h e e l   v r u g t e   o f   d a t   k l i p p e   d i e   s k u d d e r s   t r e f .   D i e   s p e l   i s   v e r b y   a s   e n i g e   v a n   d i e   s k u d d e r s   g e b r e e k   w o r d . \ n [ S j e f   s e   h o o f k o n t r o l e ]   4 ( L i n k s ) :   S j e f   l o o p   n a   l i n k s .   6 ( R e g s ) :   S j e f   l o o p   n a   r e g s .   2 ( O p ) :   S j e f   m a a k   g e r e e d   o m   i n   h u i d i g e   r i g t i n g   t e   s n y .   8 ( A f ) :   S j e f   m a a k   g e r e e d   o m   i n   h u i d i g e   r i g t i n g   t e   s k o p .   7 :   S j e f   m a a k   g e r e e d   v i r   s k o p   n a   l i n k s .   9 :   S j e f   m a a k   g e r e e d   v i r   s k o p   n a   r e g s .       1 :   S j e f   m a a k   g e r e e d   o m   n a   l i n k s   t e   s n y .   3 :   S j e f   m a a k   g e r e e d   o 	 [ K a i p   ~a i s t i ] V a l d y k i t e   v i r j a   i r   p j a u s t y k i t e   v i s u s   v a i s i u s ;   s t e n k i t s ,   k a d   n e s u p j a u s t y t i   v a i s i a i   a r   a k m e n y s   n e p a s i e k t s  p l a k t u v i s.   }a i d i m a s   b a i g t a s ,   k a i   v i e n a   i a  p l a k t u v i s  s u g e n d a .                   [ V i r j o   v a l d y m a s ]               4 ( k a i r ) :   v i r j a s   e i n a   /  k a i r       6 ( d e ai n ) :   v i r j a s   e i n a   /  d e ai n       2 ( a u k at y n ) : v i r j a s   p j a u n a   ai a   k r y p t i m i .       8 ( ~e m y n ) : v i r j a s   s p i r i a   ai a   k r y p t i m i               7 : v i r j a s   s p i r i a   /  k a i r .       9 : v i r j a s   s p i r i a   /  d e ai n .       1 : v i r j a s   p j a u n a   /  d e ai n .       3 : v i r j a s   p j a u n a   /  d e ai n . 	 [ K   s p l t ] V a d i e t   p a v r u ,   l a i   t a s   s a g r i e ~  v i s u s   a u g <u s ,   i z v a i r i e t i e s   n o   a u g <i e m ,   k a s   n a v   v i e n   g a b a l   v a i   a k m e Fi e m ,   k a s   s a s n i e d z   ae i k e r u s .   S p l e   b e i d z a s ,   k a d   k d s   n o   ae i k e r i e m   i r   s a s i s t s .                   [ P a v r a   g a l v e n a i s   v a d +b a s   e l e m e n t s ]               4 ( P a   k r e i s i ) :   p a v r s   i e t   p a   k r e i s i .       6 ( P a   l a b i ) :   p a v r s   i e t   p a   l a b i .       2 ( A u g au p ) : p a v r s   g a t a v o j a s   g r i e z t   p a ar e i z j   v i r z i e n .       8 ( L e j u p ) : p a v r s   g a t a v o j a s   s i s t   p a ar e i z j   v i r z i e n       7 : p a v r s   g a t a v o   k r e i s s   p u s e s   s i t i e n u .       9 : p a v r s   g a t a v o   l a b s   p u s e s   s i t i e n u .     	 [ K u i d a s   m  n g i d a ] K o n t r o l l i   k o k a   t e g e v u s t ,   k e s   p e a b   v i i l u t a m a   k  i k   p u u v i l j a d   j a   v  l t i m a   t  k e l d a m a t a   p u u v i l j a d e   n i n g   k i v i d e   s a t t u m i s t   s e g i s t i s s e .   M  n g   o n   l  b i ,   k u i    k s   s e g i s t i t e s t   l  h e b   r i v i s t   v  l j a .                   [ K o k a   j u h t k l a h v ]               4   ( v a s a k ) :   k o k k   l i i g u b   v a s a k u l e .       6   ( p a r e m ) :   k o k k   l i i g u b   p a r e m a l e .       2   (  l e s ) :   k o k k   v a l m i s t u b   v i i l u t a m i s e k s   p r a e g u s e s   s u u n a s .       8   ( a l l a ) :   k o k k   v a l m i s t u b   l   g i k s   p r a e g u s e s   s u u n a s       7 :   k o k k   v a l m i s t u b   l   g i k s   v a s a k u l t .       9 :   k o k k   v a l m i s t u b   l   g i k s   p a r e m a l t .       1 :   k o k k   v a l m i s 	 [ ;vyze}  maral]   ?a|a~ee  mxpaakv]  xze}fk  va  oak  bxlx  tceh    pek,   x  yoa~an  tceh  yhvovev  oxoeul  zaa}elx  }ak  te{:   =arh  a~a~xt  g,   eb  oxoeul  zaa}elx  }aek  xg  teoh  {ad~xt  g:   [ =xpaak  oa|a~atav  pktvaoav  }erveh]   4   ( qam) ]  mxpaah  aulxt  g  dezk  qam:   6   ( a{) ]  mxpaah  aulxt  g  dezk  a{:   2 ( ~e) ]  mxpaah  zaa}~xt  g  oael  hviako  xrrxiuatb:   8 ( ve) ]  mxpaah  zaa}~xt  g  pa~anel  hviako  xrrxiuatb:   7 `   mxpaah  zaa}~xt  g  pa~anel  qam:   9 `   mxpaah  z	 (   )     ,           .                   .     ,       .   (     )   4   ( ) :       .   6   ( ) :       .   2   ( )           .   8   ( ) :             .   7 :           .   9 :             .   	 [ C u m   s e   j o a c ] C o n t r o l a ci   b u c t a r u l   s   t a i e   t o a t e   f r u c t e l e   _i   e v i t a ci   c a   f r u c t e l e   n e t i a t e   s a u   s  m b u r i i   s   a j u n g    n   a p a r a t e l e   d e   a m e s t e c a t .   J o c u l   s e   t e r m i n   c  n d   o r i c a r e   d i n   a p a r a t e l e   d e   a m e s t e c a t   s e   s t r i c .                   [ C o m a n d a   p r i n c i p a l   a   b u c t a r u l u i ]               4   ( S t  n g a ) :   b u c t a r u l   m e r g e   s p r e   s t  n g a .       6   ( D r e a p t a ) :   b u c t a r u l   m e r g e   s p r e   d r e a p t a .       2   ( S u s ) :   b u c t a r u l   s e   p r e g t e _t e   s   t a i e    n   d i r e c ci a   c u r e n t .       8   ( J o s ) :   b u c t a r u l   s e   p r e g t e _t e   s   l o v e a s c    n   d i r e c ci a   c u r e n t       7 :   b u c t a r u l   s e   p r e g t e 	 [ 
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 
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 
 S T R _ I D _ G X _ F R U I T _ L E V E L _ H A R D 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 F r u i t   L e v e l   H A R D 	 H a r d 	 V	 V	 "2	 D i f  c i l 	 D i f f i c i l e 	 S c h w e r 	 !;>6=K9	 D i f f i c i l e 	 59(	 D i f  c i l 	 Z o r 	 K h  	 S u l i t 	 S u k a r 	 	 	K	0		 	 	 	 N e h  z 	 	 	 	 M o e i l i j k 	 H a r d 	 H a r d 	 D i f i c i l 	 H a r d 	 H a r d 	 	 "@C4=o 	 &	A	0	M	2	-		 3.*	 3.*	 	 					 .
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\0b\	 [b\	 @!DH#0-	 V S M J 	 V S M J 	 V S M J 	 V S M J 	 V S M J 	 E',J'F:	 V S M J 	 V S M J   	 C h i   m t   c h c   v i   m  y 	 V S M J 	 V S M J 	 V S M J 	 	 	 	 V S M J 	 	 	 	 V S M J 	 	 	 V S M J 	 	 	 V S M J 	 	 5	M	9	@		8		.		G		 V S M J 	 H3E,	 	 									 5
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 
 S T R _ I D _ G X _ V S M J _ H E L P _ D E S C R I P T I O N 	 G A M E 	 U N L I M 	 H E L P _ D E S C R I P T I O N 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e .   G e t   5   s e t s   o f   l i n k s   ( e . g .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e . g .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e . g .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y s   t o   c h a n g e   h i g h l i g h t e d   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 cp1 6 5_\/f NPW
TvJ2bOKb-NvLr1u5 PP[Y3 04 05 R{	b;RP[Y3 5_qg	T\LrY N
\8 ,	D}bsSSLr0O(u-NuOxd\&NNeTuOyR0	 S~n1 6  _\/f N*NW
Tv8nbOKb-NvLr1u5 *NzP[Y3 04 05 R{	b;RP[Y3  _N	T\LrY N[8 N	~bsSSLr0O(ueT.egyRؚNyvO(u-N.eg	b0	 DH#0-DI+'1  1 6   C@G@!5H#9I115  @#5"DHC+IDI  5   %8H!A@#5"  ( @
H  3 t o n g   4 t o n g   5 t o n g )   +#7--  3   C  ( @
H  e a s t   e a s t   e a s t )   A%09H  ( @
H  8 w a n   8 w a n )   @7H-
0@!  C
I8H!4(2@7H-@%5H"2#D.D%LDH  C
I8H!%2@7H-@%7-DH	 E l   j u e g o   t a i w a n  s   m a h j o n g   1 6 - c h u n g   e s   u n   f a m o s o   j u e g o .   O b t e n g a   5   c o n j u n t o s   d e   e n l a c e s   ( p .   e j .   3   t o n g   4   t o n g   5   t o n g )   o   t r i p l e s   ( p .   e j .   e s t e   e s t e   e s t e )   y   u n a   p a r e j a   ( p .   e j .   8   w a n   8   w a n )   p a r a   g a n a r   e l   j u e g o .   U t i l i c e   l a   t e c l a   d e   d i r e c c i  n   p a r a   c a m b i a r   e l   e l e m e n t o   m a r c a d o .   U t i l i c e   l a   t e c l a   c e n t r a l   p a r a   s e l e c c i o n a r   e l   e l e m e n t o . 	 L e   M a h - j o n g   1 6 - c h u n g   d e   T a i w a n   e s t   u n   j e u   b i e n   c o n n u  ;   f a i t e s   5   g r o u p e s   d e   l i e n s   ( p a r   e x .       3 t o n g   4 t o n g   5 t o n g )   o u   d e s   t r i p l e s   ( p a r   e x .   e a s t   e a s t   e a s t )   e t   u n e   p a i r e   ( p a r   e x .   8 w a n   8 w a n )   p o u r   g a g n e r   l e   j e u .   U t i l i s e z   l e s   b o u t o n s   d e   d i r e c t i o n   p o u r   c h a n g e r   l '  l  m e n t   s  l e c t i o n n    e t   u t i l i s e z   l e   b o u t o n   a u   c e n t r e   p o u r   s  l e c t i o n n e r   u n    l  m e n t . 	 D a s   T a i w a n - 1 6 - K a c h e l n - M a h j o n g   i s t   e i n   p o p u l  r e s   S p i e l .   Z u m   G e w i n n e n   b r a u c h e n   S i e   5   S  t z e   m i t   V e r k n  p f u n g e n   ( z .   B .   3 t o n g   4 t o n g   5 t o n g )   o d e r   D r i l l i n g e n   ( z .   B .   e a s t   e a s t   e a s t )   s o w i e   e i n   P a a r   ( z .   B .   8 w a n   8 w a n ) .   M i t   d e n   R i c h t u n g s t a s t e n    n d e r n   S i e   d a s   h e r v o r g e h o b e n e   E l e m e n t ,   m i t   d e r   M i t t e - T a s t e   w  h l e n   S i e   e i n   E l e m e n t   a u s . 	 "0920=LA:89  1 6 - G0=3>2K9  <046>=3  H8@>:>  8725AB5=,   A>AB02LB5  5   =01>@>2  A2O759  ( =0?@8<5@,   3   B>G:8,   4   B>G:8,   5   B>G5:)   8;8  B@>5:  ( =0?@8<5@,   2>AB>:,   2>AB>:,   2>AB>:)   8  ?0@  ( =0?@8<5@,   8 - >9  A8<2>;,   8 - >9  A8<2>;) .   ;O  ?5@5E>40  >B  >4=>9  D8H:8  :  4@C3>9  8A?>;L7C9B5  :=>	 I l   M a h j o n g   1 6 - c h u n g   d i   T a i w a n      u n   g i o c o   f a m o s o .   F a r e   5   s e r i e   d i   c o l l e g a m e n t i   ( e s .   3 t o n g   4 t o n g   5 t o n g )   o p p u r e   d e l l e   t r i p l e t t e   ( e s .   e a s t   e a s t   e a s t )   e   u n a   c o p p i a   ( e s .   8 w a n   8 w a n )   p e r   v i n c e r e   i l   g i o c o .   U s a r e   i   t a s t i   d i   d i r e z i o n e   p e r   m o d i f i c a r e   l a   v o c e   e v i d e n z i a t a ;   u s a r e   i l   t a s t o   c e n t r a l e   p e r   s e l e z i o n a r l a . 	 *9/  4'F:  E'G,HF:  1 6   D9()  *'JH'FJ)  E91HA).   CHF  5   E,EH9'*  E*5D)  ( E+D'  3 t o n g   4 t o n g   5 t o n g )   #H  +D'+)  E6'9A'*  ( E+D'K  e a s t   e a s t   e a s t )   H2H,  ( E+D'  8 w a n   8 w a n )   -*I  *AH2  ('DD9().   '3*./E  EA'*J-  'D'*,'G'*  D*-1JC  'D9F51  'DE-//,   H'3*./E  EA*'-  'DH37  D'.*J'1  'D9F51. 	 O   T a i w a n   1 6 - c h u n g   m a h j o n g      u m   j o g o   m u i t o   c o n h e c i d o .   F a  a   5   c o n j u n t o s   d e   l i g a   e s   ( p o r   e x .   3 t o n g   4 t o n g   5 t o n g )   o u   t r i p l o s   ( e x .   e a s t   e a s t   e a s t )   e   u m   p a r   ( p o r   e x .   8 w a n   8 w a n )   p a r a   g a n h a r   o   j o g o .   U t i l i z e   a s   t e c l a s   d e   d i r e c   o   p a r a   a l t e r a r   o   i t e m   s e l e c c i o n a d o   e   u t i l i z e   a   t e c l a   c e n t r a l   p a r a   s e l e c c i o n a r   o   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i y i   b i l i n e n   b i r   o y u n d u r .   O y u n u   k a z a n m a k   i  i n   5  l i   l i n k   s e t i   (  r n :   3 t o n g   4   t o n g   5   t o n g )   v e y a     l    (  r n :   d o u   d o u   d o u )   v e   b i r    i f t l i   (  r n :   8 w a n   8 w a n )   y a p 1n .   V u r g u l a m a    e s i n i   s e  m e k   i  i n   y  n   t u _l a r 1n 1,    e y i   s e  m e k   i  i n   o r t a d a k i   t u _u   k u l l a n 1n . 	 M t   t r t   1 6   q u  n   c a    i   L o a n   l    t r    c h i   n i   t i n g .   G h  p   5   b   l i  n   k t   ( v d : 3 t o n g   4 t o n g   5 t o n g   )   h o c   b   b a   ( v d :   e a s t   e a s t   e a s t )   v    b    i   ( v d :   8 w a n   8 w a n )     t h n g   i m .   D  n g   c  c   p h  m   c h u y n   h n g     i   m c   c   c h n ,   d  n g   p h  m   g i a     c h n   m c . 	 M a h j o n g   T a i w a n   1 6 - c h u n g   a d a l a h   p e r m a i n a n   t e r k e n a l .   D a p a t k a n   5   r a n g k a i a n   l i n k   ( m i s a l n y a ,   3 t o n g   4 t o n g   5 t o n g )   a t a u   t i g a   k a l i   ( m i s a l n y a ,   e a s t   e a s t   e a s t )   d a n   s e p a s a n g   ( m i s a l n y a ,   8 w a n   8 w a n )   u n t u k   m e m e n a n g k a n   p e r m a i n a n .   G u n a k a n   t o m b o l   a r a h   u n t u k   m e n g u b a h   i t e m   y a n g   d i s o r o t ,   g u n a k a n   t o m b o l   t e n g a h   u n t u k   m e m i l i h   i t e m . 	 M a h j o n g   1 6 - c h u n g   T a i w a n   a d a l a h   s e b u a h   p e r m a i n a n   y a n g   t e r k e n a l .   D a p a t k a n   5   s e t   p a u t a n   ( c t h .   3 t o n g   4 t o n g   5 t o n g )   a t a u   g a n d a a n   t i g a   ( c t h .   e a s t   e a s t   e a s t )   d a n   s a t u   p a s a n g   ( c t h .   8 w a n   8 w a n )   u n t u k   m e m e n a n g i   p e r m a i n a n .   G u n a k a n   k e k u n c i   a r a h   u n t u k   m e n u k a r   i t e m   y a n g   d i s e r l a h k a n ,   g u n a k a n   k e k u n c i   t e n g a h   u n t u k   m e m i l i h   i t e m . 	 $	>		5	>	(	  1 6 - 	A			  .	>	9	M		I			  		  *	M	0	8	?	&	M	'	  	G	2	  9	H	.   	G	2	  	@	$	(	G	  	G	  2	?		  2	?			  	G	  5   8	G		  ( /	%	>	  3 	I	(	M		  4 	I		(	M		  5 	I		(	M		)   	%	5	>	  $	?		\	@	  ( /	%	>	  *	B	0	M	5	  *	B	0	M	5	  *	B	0	M	5	)   	0	  		  	K	\	>	  ( /	%	>	  8 5	>	(	    8 5	>	(	)   ,	(	>			.   9	>		2	>			  	?		  		  			.	  	K	  ,	&	2	(	G	  	G	  2	?		  !	>	/	0	G		M	6	(	  	A			@	  	>	  *	M	0	/	K		  	0	G		,   			.	  	A	(	(	G	  	G	  2	?		  ,	@		  	@	  	A			@	  	>	  		*	/	K		  	0	G		.  	 	 	 	 A   T a j v a n   1 6 - c h u n g   m a h j o n g   n  p s z e r q  j  t  k .   K  s z  t s e n   5   k a p c s o l a t o t   ( p l .   3 t o n g   4 t o n g   5 t o n g )   v a g y   t r i p l  k a t   ( p l .   e a s t   e a s t   e a s t )    s   p  r t   ( p l .   8 w a n   8 w a n )   a   j  t  k   m e g n y e r  s  h e z .   H a s z n  l j a   a z   i r  n y g o m b o k a t ,   h o g y   k i e m e l j e   a   k  v  n t   e l e m e t ,   m a j d   a   k  z  p s Q  g o m b o t   h o g y   k i v  l a s s z a . 	 	 	 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   e e n   b e k e n d   s p e l .   M a a k   5   c o m b i n a t i e s   ( b i j v .   3 t o n g   4 t o n g   5 t o n g )   o f   d r i e t a l l e n   ( b i j v .   e a s t   e a s t   e a s t )   e n   e e n   p a a r   ( b i j v .   8 w a n   8 w a n )   o m   h e t   s p e l   t e   w i n n e n .   G e b r u i k   d e   p i j l t j e s t o e t s e n   o m   e e n   o b j e c t   t e   m a r k e r e n   e n   d e   m i d d e l s t e   k n o p   o m   t e   s e l e c t e r e n . 	 	 	 M a h j o n g   T a i w a n   1 6 - c h u n g   e s t e   u n   j o c   f o a r t e   c u n o s c u t .   A l c t u i ci   5   s e t u r i   d e   l e g t u r i   ( d e   e x . ,   3 t o n g   4 t o n g   5 t o n g )   s a u   l e g t u r i   t r i p l e   ( d e   e x . ,   e a s t   e a s t   e a s t )   _i   o   p e r e c h e   ( d e   e x . ,   8 w a n   8 w a n )   p e n t r u   a   c  _t i g a   j o c u l .   F o l o s i ci   t a s t a   m u l t i f u n c ci o n a l   p e n t r u   a   s c h i m b a   e l e m e n t u l   s e l e c t a t ,   f o l o s i ci   t a s t a   c e n t r a l   p e n t r u   a   s e l e c t a   u n   e l e m e n t . 	 	 	 T a i w a n   1 6 - c h u n g   m a h j o n g       .     5       (   3 t o n g   4 t o n g   5 t o n g )       (       )     (  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.  	   1 6 -    ,       ,       5          ( :   3 ,   4     )       ( : )         ( :   8   8 ) .             ,             . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   ' n   b e k e n d e   s p e l e t j i e .   M a a k   5   s t e l l e   s k a k e l s   ( b v .   3 t o n g   4 t o n g   5 t o n g )   o f   d r i e t a l l e   ( b v .   e a s t   e a s t   e a s t )   e n   ' n   p a a r   ( b v .   8 w a n   8 w a n )   o m   d i e   s p e l e t j i e   t e   w e n .   G e b r u i k   r i g t i n g t o e t s e   o m   d i e   g e s e l e k t e e r d e   i t e m   t e   v e r a n d e r ,   g e b r u i k   m i d d e l s t e   t o e t s   o m   i t e m   t e   k i e s . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 T a i w a n   1 6 - c h u n g   m a h j o n g   i s   a   w e l l - k n o w n   g a m e ,   m a k e   5   s e t s   o f   l i n k s   ( e x .   3 t o n g   4 t o n g   5 t o n g )   o r   t r i p l e s   ( e x .   e a s t   e a s t   e a s t )   a n d   a   p a i r   ( e x .   8 w a n   8 w a n )   t o   w i n   t h e   g a m e .   U s e   d i r e c t i o n   k e y   t o   c h a n g e   h i g h l i g h t   i t e m ,   u s e   c e n t e r   k e y   t o   s e l e c t   i t e m . 	 	 	 	 						  1 6 - c h u n g   m a h j o n g   			  						  					  						,   		  								  							  					  						  			  ( 													  3 				  4 				  5 				)   		  							  ( 													  								  								  								)   			  			  				  ( 						  							  8 			  8 			)   				  						  											  					  								  					  				  								  		  							  			,   					  					  						  							  		  							  					 	 	 	 	 	 	 	 T a i w a n   1 6 - c h u n g   m a h j o n g      u m   j o g o   b e m   c o n h e c i d o .   O b t e n h a   5   g r u p o s   d e   c o m b i n a   e s   ( p o r   e x e m p l o ,   3 t o n g   4 t o n g   5 t o n g )   o u   t r i p l a s   ( p o r   e x e m p l o ,   l e s t e   l e s t e   l e s t e )   e   u m   p a r   ( p o r   e x e m p l o ,   8 w a n   8 w a n )   p a r a   g a n h a r   o   j o g o .   U s e   a s   t e c l a s   d e   d i r e   o   p a r a   m u d a r   u m   i t e m   e m   d e s t a q u e   e   u s e   a   t e c l a   c e n t r a l   p a r a   s e l e c i o n a r   o   i t e m . 
 
 S T R _ I D _ G X _ V S M J _ L E V E L 1 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 4   g a m e s   p l a y 	 4   g a m e s   p l a y 	 4 @\0b	 4 @\b	 @%H  4   @!	 J u e g o   d e   4   p a r t i d a s 	 J e u   4 - p a r t i e s 	 4   S p i e l e 	 4   83@	 G i o c o   d a   4   t u r n i 	 'DD9()4 	 4   j o g o s   p a r a   j o g a r 	 4   o y u n   o y n a 	 4   v  n 	 4   p e r m a i n a n 	 M a i n   4   p e r m a i n a n 	  4   	G	2	  	@	  *	>	0	@	 	 	 	 	 4   j  t  k 	 	 	 	 4   s p e l l e n 	 	 	 S e t   d e   4   j o c u r i 	 	 	 4   	 	 4   	G	3	  	>	2	B	  	0	>		 ('2I  4   /3*G	   E3  D    4 	 4     	 	  				  					 4   
G
.
>

  &
@
  
G
!
	 4   G.M8M  *M2G	 4 - V3@>25  @>7B0HC20==O	 4   



  


	 4     	 U k u d l a l a   4   i m i d l a l o   	 D l a l i s a   i m i d l a l o   e m i - 4   	 M c h e z o   w a   m i c h e z o   4 	 S p e e l   4   s p e l e t j i e s 	 4   ~a i d i m a i 	 4   g e i m u   s p l e 	 4 - g e i m i l i n e   m  n g 	 =aral  4   mar	 4   	 4   j o c u r i 	 4   
F
/
?

8
M
  *
M
2
G
	 4   G.M8  G3	 	 4   		  						  					 	 	 	 	 	 	 	 4   g a m e s   p l a y 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G X _ V S M J _ L E V E L 2 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 8   g a m e s   p l a y 	 8   g a m e s   p l a y 	 8 @\0b	 8 @\b	 @%H  8   @!	 J u e g o   d e   8   p a r t i d a s 	 J e u   8 - p a r t i e s 	 8   S p i e l e 	 8   83@	 G i o c o   d a   8   t u r n i 	 'DD9()8 	 8   j o g o s   p a r a   j o g a r 	 8   o y u n   o y n a 	 8   v  n 	 8   p e r m a i n a n 	 M a i n   8   p e r m a i n a n 	  8   	G	2	  	@	  *	>	0	@	 	 	 	 	 8   j  t  k 	 	 	 	 8   s p e l l e n 	 	 	 S e t   d e   8   j o c u r i 	 	 	 8   	 	 8   	G	3	  	>	2	B	  	0	>		 ('2I  8   /3*G	 E3  D      8 	 8     	 	  				  					 8   
G
.
>

  &
@
  
G
!
	 8   G.M8M  *M2G	 8 - V3@>25  @>7B0HC20==O	 8   



  


	 8     	 U k u d l a l a   8   i m i d l a l o   	 I m i d l a l o   e d l a l w a   n g a b a n t u   a b a - 8 	 M c h e z o   w a   m i c h e z o   8 	 S p e e l   8   s p e l e t j i e s 	 8   ~a i d i m a i 	 8   g e i m u   s p l e 	 8 - g e i m i l i n e   m  n g 	 =aral  8   mar	 8   	 8   j o c u r i 	 8   
F
/
?

8
M
  *
M
2
G
	 8   G.M8  G3	 	 8   		  						  					 	 	 	 	 	 	 	 8   j o g a d a s 	 	 	 	 	 	 	 	 8   j o k a l d i k o   j o l a s a 	 8   l a r o   a n g   l a l a r u i n 	 X o g o   8   p a r t i d a s 	 E g w u r e g w u   a s a t 	 I m i r   8   g c l u i c h e 
 
 S T R _ I D _ G X _ V S M J _ L E V E L 3 	 G A M E 	 T W O S T A T E ,   C 1 5 0 _ 1 	 1 6 g a m e s   p l a y 	 1 6   g a m e s   p l a y 	 1 6 @\0b	 1 6 @\b	 @%H  1 6   @!	 J u e g o   d e   1 6   p a r t i d a s 	 J e u   1 6 - p a r t i e s 	 1 6   S p i e l e 	 1 6   83@	 G i o c o   d a   1 6   t u r n i 	 'DD9()1 6 	 1 6   j o g o s   p a r a   j o g a r 	 1 6   o y u n   o y n a   	 1 6   v  n 	 1 6   p e r m a i n a n 	 M a i n   1 6   p e r m a i n a n 	  1 6   	G	2	  	@	  *	>	0	@	 	 	 	 	 1 6   j  t  k 	 	 	 	 1 6   s p e l l e n 	 	 	 S e t   d e   1 6   j o c u r i 	 	 	 1 6   	 	 1 6   	G	3	  	>	2	B	  	0	>		 ('2I  1 6   /3*G	 E3  D  1 6 	 1 6     	 		  				  					 1 6   
G
.
>

  &
@
  
G
!
	 1 6   G.M8M  *M2G	 1 6 - V3@>25  @>7B0HC20==O	 1 6   



  


	 1 6     	 U k u d l a l a   1 6   i m i d l a l o   	 I m i d l a l o   e d l a l w a   n g a b a n t u   a b a l i - 1 6 	 M c h e z o   w a   m i c h e z o   1 6 	 S p e e l   1 6   s p e l e t j i e s 	 1 6   ~a i d i m a i 	 1 6   g e i m u   s p l e 	 1 6 - g e i m i l i n e   m  n g 	 =aral  1 6   mar	 1 6   	 1 6   j o c u r i 	 1 6   
F
/
?

8
M
  *
M
2
G
	 1 6   G.M8  G3	 	 1 6   		  						  					 	 	 	 	 	 	 	 1 6   j o g a d a s 	 	 	 	 	 	 	 	 1 6   j o k a l d i k o   j o l a s a 	 1 6   l a r o   a n g   l a l a r u i n 	 X o g o   1 6   p a r t i d a s 	 E g w u r e g w u   i r i   n a   i s i i 	 I m i r   1 6   c h l u i c h e 
 
 S T R _ I D _ G X _ V S M J _ C U R _ G A M E 	 G A M E 	 T E X T 	 g a m e s 	 G a m e s 	 @\xe	 @\pe	 3'@!	 J u e g o s 	 J e u x 	 S p i e l e 	 3@K	 G i o c h i 	 'D'D9'(	 J o g o s 	 O y u n l a r 	 S   v  n 	 P e r m a i n a n 	 P e r m a i n a n 	 	G	.	M	8		 	 	 	 J  t  k o k 	 	 	 	 S p e l l e n 	 	 	 J o c u r i   	 	 	 	 	 	G	3		 ('2  G'	 E3  	 	 									 
G
!
>
	 G.M8M	 3@8	 



	 	 I m i d l a l o 	 I m i d l a l o 	 M i c h e z o 	 S p e l e t j i e s 	 }a i d i m a i 	 S p l e s 	 M  n g u d 	 =are	 	 J o c u r i 	 
F
/
?
.
A

3
M

 	 G.M8	 	 											 	 	 	 	 	 	 	 J o g o s 	 	 	 	 	 	 	 	 J o l a s a k 	 M g a   l a r o 	 X o g o s 	 E g w u r e g w u 	 C l u i c h  
 
 S T R _ I D _ M O T I O N _ A P P 	 M O T I O N 	 T I T L E ,   I C O N T E X T 	 M o t i o n   S t r i n g 	 M o t i o n   g a m e s 	 RaJ2b	 Ra8nb	 @!@%7H-D+'	 J u e g o s   d e   m o v i m i e n t o 	 J e u x   d e   d  p l a c e m e n t 	 B e w e g u n g s s p i e l e 	 3@K  A  ?5@5<5I5=85<	 G i o c h i   d ' a z i o n e 	 D9()  'D-1C)	 J o g o s   d e   a c   o 	 H a r e k e t l i   o y u n l a r 	 C h    t r i   c h u y n   n g 	 P e r m a i n a n   g e r a k a n 	 P e r m a i n a n   g e r a k a n 	 	>	2	  /	>	  	$	?	  	>	  	G	2		 	 	 	 M o z g    j  t  k o k 	 	 	 	 B e w e g i n g s s p e l l e n 	 	 	 J o c u r i   d e   m i _c a r e 	 	 	   	 	 .	K	6	(	  	G	3		 ('2JG'I  -1C*I	 EH4F  E	   	 					  					 .
K
6
(
  
G
.
	 .K7(M  G.M	  CE;82V  V3@8	 



  




	   	 I m i d l a l o   y e - m o t i o n 	 I m i d l a l o   y e n t s h u k u m o 	 M i c h e z o   y a   m w e n d o 	 S p e l e t j i e s   m e t   b e w e g i n g 	 J u d e s i o   ~a i d i m a i 	 K u s t +b u   s p l e s 	 L i i k u m i s m  n g u d 	 Gajtav  mare	   	 J o c u r i   d e   m i _c a r e 	 
2
?

M

A
(
M
(
  
F
/
?
.
A

3
M

 	 >3(>  G.M8	 	 							  							 	 	 	 	 	 	 	 J o g o s   d e   m o v i m e n t o 	 	 	 	 	 	 	 	 M u g i m e n d u - j o l a s a k 	 L a r o n g   g u m a g a l a w 	 X o g o s   d e   m o v e m e n t o 	 E g w u r e g w u   m o s h o n 	 C l u i c h    g l u a i s n e 
 
 S T R _ I D _ M O T I O N _ D J _ A P P 	 M O T I O N 	 T I T L E ,   I C O N T E X T 	 H E L P _ D E S C R I P T I O N 	 M u s i c   D J 	 RaD J 	 RaD J 	 5@@%	 D J   d e   m  s i c a 	 D J   d e   m u s i q u e 	 M u s i k - D J 	 M u s i c   D J 	 D J   m u s i c a 	 EH3JBJ  D J 	 D J 	 M  z i k   D J   	 N h c   D J 	 M u s i c   D J 	 D J   M u z i k 	 .	M	/	B		?		  !	@		G		 	 	 	 M u s i c   D J 	 	 	 	 M u z i e k - d j 	 	 	 M u s i c   D J 	 	 	   '   	 	 .	M	/	B		?		  !	@		G		 /I  ,I  EH3JBI	 M u s i c   D J 	   D J 	 						  		. 			 .
?
	

<
?

  !
@

G
	 .M/B?M  !?. F. 	 C78G=89  D J 	 






  D J 	   	 I - M u s i c   D J 	 U - D J   w o m c u l o 	 D J   w a   M u z i k i 	 P l a t e j o g g i e 	 M u z i k o s   D J 	 M kz i k a s   d +d ~e j s 	 D J 	 5ajwaoav  D J 	   - 	 D J   d e   m u z i c 	 .
M
/
B
8
?

M
  D J 	 8M@$  !@G	 	 						  					 	 	 	 	 	 	 	 D J   d e   m  s i c a 	 	 	 	 	 	 	 	 M u s i k a   D J 	 D J   n g   m u s i k a 	 D J   M  s i c a 	 E g w u   D J 	 D J   C e o i l 
 
 S T R _ I D _ M O T I O N _ D J _ S T A R T 	 M O T I O N 	 I C O N T E X T 	 S t a r t   G a m e   M e n u   S t r i n g 	 S t a r t 	 Y	  _Y	 @#4H!	 I n i c i a r 	 C o m m e n c e r 	 S t a r t 	 !B0@B	 A v v i o 	 '(/#	 I n i c i a r 	 B a _l a n g 1 	 B t   u 	 M u l a i 	 M u l a 	 6	A	0	B	  	0	G			 	 	 	 S t a r t 	 	 	 	 S t a r t 	 	 	 S t a r t 	 	 	 	 	 	>	2	B	  	0	>		 41H9	 41H9  ,&	 	 				  				 
>
2
B
	 8M>0MM	 0?CAB8B8	 


  


	 	 Q a l a 	 Q a l i s a     	 K u a n z a 	 B e g i n 	 P r a d t i 	 S t a r t s 	 K  i v i t a 	 Mo}el	     	 S t a r t 	 $
A


M

A

	 0.M-	 	 						 	 	 	 	 	 	 	 I n i c i a r 	 	 	 	 	 	 	 	 H a s i 	 M a g s i m u l a 	 C o m e z a r 	 B i d o 	 T o s a i g h 
 
 S T R _ I D _ M O T I O N _ D J _ S E T T I N G 	 M O T I O N 	 T I T L E ,   I C O N T E X T 	 G a m e   S e t t i n g   M e n u   S t r i n g 	 M u s i c   s e t t i n g s 	 j-[	 PNn	 2#1IH2@%	 C o n f i g u r a c i  n   d e   m  s i c a 	 R  g l a g e s   d e   m u s i q u e 	 M u s i k e i n s t e l l u n g e n 	 0AB@>9:8  <C7K:8	 I m p o s t a z i o n i   m u s i c a 	 6(7  'DEH3JBJ	 D e f i n i   e s   d e   m  s i c a 	 M  z i k   a y a r l a r 1	 C  i   t   n h c 	 P e n g a t u r a n   m u s i k 	 S e t i n g   m u z i k 	 .	M	/	B		?		  8	G		?			M	8		 	 	 	 Z e n e i   b e  l l  t  s o k 	 	 	 	 M u z i e k i n s t e l l i n g e n 	 	 	 S e t r i   m e l o d i e 	 	 	   	 	 .	M	/	B		?		  8	G		?				 *F8JEG'I  EH3JBI	 EH3B    3yF	   	 						  						 .
?
	

<
?

  8
H

?
p

	 .M/B?M  8FM?M	 0;0HBC20==O  <C78:8	 






  







	    	 A m a s e t h i n g i   o m c u l o 	 U s e t o   l o m c u l o 	 M i p a n g i l i o   y a   m u z i k i 	 M u s i e k i n s t e l l i n g s 	 M u z i k o s   n u o s t a t o s 	 M kz i k a s   i e s t a t +j u m i 	 M u u s i k a   s  t t e d 	 5ajwxiuav  oauavve	   	 S e t r i   d e   m u z i c 	 .
M
/
B
8
?

M
  
M
0
.
@

0
#

M

3
M

 	 8M@$  8G?A!?	 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   m  s i c a 	 	 	 	 	 	 	 	 M u s i k a - e z a r p e n a k 	 M g a   s e t t i n g   n g   m u s i k a 	 C o n f i g u r a c i  n   d e   m  s i c a 	 N h a z i   e g w u 	 S o c r u i t h e   c e o i l 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ T I T L E _ 1 	 M O T I O N 	 C 0 7 3 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 I n s t r u m e n t   s e t t i n g   1 	 jhV-[ N	 PNhVn N	 2#1IH2@#7H-#5  1 	 C o n f i g u r a c i  n   d e   i n s t r u m e n t o   1 	 R  g l a g e   d  i n s t r u m e n t   1 	 I n s t r u m e n t e n e i n s t e l l u n g   1 	 0AB@>9:8  8=AB@C<5=B0  1 	 I m p o s t a z i o n i   s t r u m e n t o   1 	 6(7  'D'D)  'DEH3JBJ)1 	 D e f i n i   o   d e   i n s t r u m e n t o   1 	 C i h a z   a y a r 1  1   	 C  i   t   n h c   c   1 	 P e n g a t u r a n   i n s t r u m e n   1 	 S e t i n g   a l a t   1 	 		*		0	#	  8	G		?			  1  	 	 	 	 1 .   h a n g s z e r b e  l l  t  s 	 	 	 	 I n s t r u m e n t i n s t e l l i n g   1 	 	 	 S e t a r e   i n s t r u m e n t   1 	 	 	     1 	 	 		8	M		M	0	A	.	G			  1 	 *F8JE  3'2  1 	 'F3y1HEFy  1 	   1 	 											  					  		 8
>
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  1 	 (M  8MM0A.KM  1 	 =AB@C<5=B  1 	 



  1 	   1 	 I - I n s t r u m e n t   s e t t i n g   1 	 U s e t o   l w e s i x h o b o - 1 	 M p a n g i l i o   w a   c h o m b o   1 	 I n s t r u m e n t - i n s t e l l i n g   1 	 1   i n s t r u m e n t o   n u s t a t y m a s 	 1 .   i n s t r u m e n t u   i e s t a t +j u m s 	 I n s t r u m e n d i   s  t e   1 	 3xnkk  oauav  1 	     1 	 S e t r i   i n s t r u m e n t   1 	 
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
  1 	 	*0#  8G?  1 	 	 											  					  1 	 	 	 	 	 	 	 	 C o n f i g u r a   o   1   d e   i n s t r u m e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ T I T L E _ 2 	 M O T I O N 	 C 0 7 3 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 I n s t r u m e n t   s e t t i n g   2 	 jhV-[N	 PNhVnN	 2#1IH2@#7H-#5  2 	 C o n f i g u r a c i  n   d e   i n s t r u m e n t o   2 	 R  g l a g e   d  i n s t r u m e n t   2 	 I n s t r u m e n t e n e i n s t e l l u n g   2 	 0AB@>9:8  8=AB@C<5=B0  2 	 I m p o s t a z i o n i   s t r u m e n t o   2 	 6(7  'D'D)  'DEH3JBJ)2 	 D e f i n i   o   d e   i n s t r u m e n t o   2 	 C i h a z   a y a r 1  2 	 C  i   t   n h c   c   2 	 P e n g a t u r a n   i n s t r u m e n   2 	 S e t i n g   a l a t   2 	 		*		0	#	  8	G		?			  2  	 	 	 	 2 .   h a n g s z e r b e  l l  t  s 	 	 	 	 I n s t r u m e n t i n s t e l l i n g   2 	 	 	 S e t a r e   i n s t r u m e n t   2 	 	 	     2 	 	 		8	M		M	0	A	.	G			  2 	 *F8JE  3'2  2 	 'F3y1HEFy  2 	   2 	 											  					  		 8
>
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  2 	 (M  8MM0A.KM  2 	 =AB@C<5=B  2 	 



  2 	   2 	 I - I n s t r u m e n t   s e t t i n g   2 	 U s e t o   l w e s i x h o b o - 2 	 M p a n g i l i o   w a   c h o m b o   2 	 I n s t r u m e n t - i n s t e l l i n g   2 	 2   i n s t r u m e n t o   n u s t a t y m a s 	 2 .   i n s t r u m e n t u   i e s t a t +j u m s 	 I n s t r u m e n d i   s  t e   2 	 3xnkk  oauav  2 	     2 	 S e t r i   i n s t r u m e n t   2 	 
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
  2 	 	*0#  8G?  2 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   o   2   d e   i n s t r u m e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ T I T L E _ 3 	 M O T I O N 	 C 0 7 3 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 I n s t r u m e n t   s e t t i n g   3 	 jhV-[	N	 PNhVn	N	 2#1IH2@#7H-#5  3 	 C o n f i g u r a c i  n   d e   i n s t r u m e n t o   3 	 R  g l a g e   d  i n s t r u m e n t   3 	 I n s t r u m e n t e n e i n s t e l l u n g   3 	 0AB@>9:8  8=AB@C<5=B0  3 	 I m p o s t a z i o n i   s t r u m e n t o   3 	 6(7  'D'D)  'DEH3JBJ)3 	 D e f i n i   o   d e   i n s t r u m e n t o   3 	 C i h a z   a y a r 1  3 	 C  i   t   n h c   c   3 	 P e n g a t u r a n   i n s t r u m e n   3 	 S e t i n g   a l a t   3 	 		*		0	#	  8	G		?			  3 	 	 	 	 3 .   h a n g s z e r b e  l l  t  s 	 	 	 	 I n s t r u m e n t i n s t e l l i n g   3 	 	 	 S e t a r e   i n s t r u m e n t   3 	 	 	     3 	 	 		8	M		M	0	A	.	G			  2 	 *F8JE  3'2  3 	 'F3y1HEFy  3 	   3 	 											  					  		 8
>
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  3 	 (M  8MM0A.KM  3 	 =AB@C<5=B  3 	 



  3 	   3 	 I - I n s t r u m e n t   s e t t i n g   3 	 U s e t o   l w e s i x h o b o - 3 	 M p a n g i l i o   w a   c h o m b o   3 	 I n s t r u m e n t - i n s t e l l i n g   3 	 3   i n s t r u m e n t o   n u s t a t y m a s 	 3 .   i n s t r u m e n t u   i e s t a t +j u m s 	 I n s t r u m e n d i   s  t e   3 	 3xnkk  oauav  3 	     3 	 S e t r i   i n s t r u m e n t   3 	 
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
  3 	 	*0#  8G?  3 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   o   3   d e   i n s t r u m e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ T I T L E _ 1 	 M O T I O N 	 C 0 7 3 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 V o x   s e t t i n g   1 	 Nr-[ N	 NXn N	 2#1IH2  V o x   1 	 C o n f i g u r a c i  n   d e   v o z   1 	 R  g l a g e   V o x   1 	 V o x - E i n s t e l l u n g   1 	 0AB@>9:8  3>;>A0  1 	 I m p o s t a z i o n i   V o x   1 	 6(7  'D5H*1 	 D e f i n i   o   d e   v o z   1 	 S e s   a y a r 1  1 	 C  i   t    m   t h a n h   1 	 P e n g a t u r a n   v o x   1 	 S e t i n g   V o k s   1 	 5	I		M	8	  8	G		?			  1 	 	 	 	 1 .   h a n g b e  l l  t  s 	 	 	 	 S t e m i n s t e l l i n g   1 	 	 	 S e t a r e   V O X   1 	 	 	     1 	 	 5	M	9	K		2	  1 	 *F8JE  5/'I  1 	 HHD  1 	   1 	 				  					  		 
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  1 	   1 	 I - V o x   s e t t i n g   1 	 U s e t o   l w e V o x - 1 	 M p a n g i l i o   w a   v o x   1 	 S t e m - i n s t e l l i n g   1 	 1   b a l s o   n u s t a t y m a s 	 1 .   b a l s s   i e s t a t +j u m s 	 V o k s l i   s  t e   1 	 Aauvaukv  oauav  1 	 V o x -     1 	 S e t r i   v o c e   1 	 V o x   
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
  1 	 -KM8  8G?  1 	 	 				  					  1 	 	 	 	 	 	 	 	 C o n f i g u r a   o   1   d e   v o z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ T I T L E _ 2 	 M O T I O N 	 C 0 7 3 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 V o x   s e t t i n g   2 	 Nr-[N	 NXnN	 2#1IH2  V o x   2 	 C o n f i g u r a c i  n   d e   v o z   2 	 R  g l a g e   V o x   2 	 V o x - E i n s t e l l u n g   2 	 0AB@>9:8  3>;>A0  2 	 I m p o s t a z i o n i   V o x   2 	 6(7  'D5H*2 	 D e f i n i   o   d e   v o z   2 	 S e s   a y a r 1  2 	 C  i   t    m   t h a n h   2 	 P e n g a t u r a n   v o x   2 	 S e t i n g   V o k s   2 	 5	I		M	8	  8	G		?			  2 	 	 	 	 2 .   h a n g b e  l l  t  s 	 	 	 	 S t e m i n s t e l l i n g   2 	 	 	 S e t a r e   V O X   2 	 	 	     2 	 	 5	M	9	K		2	  2 	 *F8JE  5/'I  2 	 HHD  2 	   2 	 				  					  		 
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  2 	 5K2M  2 	 >:0;  2 	 



  2 	 2 	 I - V o x   s e t t i n g   2 	 U s e t o   l w e V o x - 2 	 M p a n g i l i o   w a   v o x   2 	 S t e m - i n s t e l l i n g   2 	 2   b a l s o   n u s t a t y m a s 	 2 .   b a l s s   i e s t a t +j u m s 	 V o k s l i   s  t e   2 	 Aauvaukv  oauav  2 	 V o x -     2 	 S e t r i   v o c e   2 	 V o x   
M
0
.
@

0
#

  2 	 -KM8  8G?  2 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   o   2   d e   v o z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ T I T L E _ 3 	 M O T I O N 	 C 0 7 3 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 V o x   s e t t i n g   3 	 Nr-[	N	 NXn	N	 2#1IH2  V o x   3 	 C o n f i g u r a c i  n   d e   v o z   3 	 R  g l a g e   V o x   3 	 V o x - E i n s t e l l u n g   3 	 0AB@>9:8  3>;>A0  3 	 I m p o s t a z i o n i   V o x   3 	 6(7  'D5H*3 	 D e f i n i   o   d e   v o z   3 	 S e s   a y a r 1  3 	 C  i   t    m   t h a n h   3 	 P e n g a t u r a n   v o x   3 	 S e t i n g   V o k s   3 	 5	I		M	8	  8	G		?			  3 	 	 	 	 3 .   h a n g b e  l l  t  s 	 	 	 	 S t e m i n s t e l l i n g   3 	 	 	 S e t a r e   V O X   3 	 	 	     3 	 	 5	M	9	K		2	  3 	 *F8JE  5/'I  3 	 HHD  3 	   3 	 				  					  		 
<
,
>
(
@
  3 	 5K2M  3 	 >:0;  3 	 



  3 	   3 	 I - V o x   s e t t i n g   3 	 U s e t o   l w e V o x - 3 	 M p a n g i l i o   w a   v o x   3 	 S t e m - i n s t e l l i n g   3 	 3   b a l s o   n u s t a t y m a s 	 3 .   b a l s s   i e s t a t +j u m s 	 V o k s l i   s  t e   3 	 Aauvaukv  oauav  3 	 V o x -     3 	 S e t r i   v o c e   3 	 V o x   
M
0
.
@

0
#

  3 	 -KM8  8G?  3 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   o   3   d e   v o z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 0 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   1 	 jhV N	 PNhV N	 @#7H-#5  1 	 I n s t r u m e n t o   1 	 I n s t r u m e n t   1 	 I n s t r u m e n t   1 	 =AB@C<5=B  1 	 S t r u m e n t o   1 	 #D)  EH3JBJ)1 	 I n s t r u m e n t o   1 	 C i h a z   1 	 N h c   c   1 	 I n s   1 	 A l a t   1 	 		*		0	#	  1 	 	 	 	 1 .   b e i l l . 	 	 	 	 I n s t r u m e n t   1 	 	 	 I n s t r u m e n t   1 	 	 	   1 	 	 		8	  1 	 3'2  1 	 I n s   1 	   1 	 						  		 8
>
'
(
  1 	 (M8M  1 	 =A  1 	 1   



  


	   1 	 I - I n s t r u m e n t   1 	 I s i x h o b o - 1 	 C h o m b o   1 	 I n s t r   1 	 1   i n s t r u m e n t a s 	 1 .   i n s t r u m e n t s 	 I n s t r u m e n t   1 	 3xnk  1 	   1 	 I n s t r u m e n t   1 	 	 	 	 											  1 	 	 	 	 	 	 	 	 I n s   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 1 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   2 	 jhVN	 PNhVN	 @#7H-#5  2 	 I n s t r u m e n t o   2 	 I n s t r u m e n t   2 	 I n s t r u m e n t   2 	 =AB@C<5=B  2 	 S t r u m e n t o   2 	 #D)  EH3JBJ)2 	 I n s t r u m e n t o   2 	 C i h a z   2 	 N h c   c   2 	 I n s   2 	 A l a t   2 	 		*		0	#	  2 	 	 	 	 2 .   b e i l l . 	 	 	 	 I n s t r u m e n t   2 	 	 	 I n s t r u m e n t   2 	 	 	   2 	 	 		8	  2 	 3'2  2 	 I n s   2 	   2 	 						  		 8
>
'
(
  2 	 (M8M  2 	 =A  2 	 2   



  


	   2 	 I - I n s t r u m e n t   2 	 I s i x h o b o - 2 	 C h o m b o   2 	 I n s t r   2 	 2   i n s t r u m e n t a s 	 2 .   i n s t r u m e n t s 	 I n s t r u m e n t   2 	 3xnk  2 	   2 	 I n s t r u m e n t   2 	 	 	 	 	 	 	 	 	 	 	 	 I n s   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 2 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   3 	 jhV	N	 PNhV	N	 @#7H-#5  3 	 I n s t r u m e n t o   3 	 I n s t r u m e n t   3 	 I n s t r u m e n t   3 	 =AB@C<5=B  3 	 S t r u m e n t o   3 	 #D)  EH3JBJ)3 	 I n s t r u m e n t o   3 	 C i h a z   3 	 N h c   c   3 	 I n s   3 	 A l a t   3 	 		*		0	#	  3 	 	 	 	 3 .   b e i l l . 	 	 	 	 I n s t r u m e n t   3 	 	 	 I n s t r u m e n t   3 	 	 	   3 	 	 		8	  3 	 3'2  3 	 I n s   3 	   3 	 						  		 8
>
'
(
  3 	 (M8M  3 	 =A  3 	 3   



  


	   3 	 I - I n s t r u m e n t   3 	 I s i x h o b o - 3 	 C h o m b o   3 	 I n s t r   3 	 3   i n s t r u m e n t a s 	 3 .   i n s t r u m e n t s 	 I n s t r u m e n t   3 	 3xnk  3 	   3 	 I n s t r u m e n t   3 	 	 	 	 	 	 	 	 	 	 	 	 I n s   3 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 3 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   4 	 jhVV	 PNhVV	 @#7H-#5  4 	 I n s t r u m e n t o   4 	 I n s t r u m e n t   4 	 I n s t r u m e n t   4 	 =AB@C<5=B  4 	 S t r u m e n t o   4 	 #D)  EH3JBJ)4 	 I n s t r u m e n t o   4 	 C i h a z   4 	 N h c   c   4 	 I n s   4 	 A l a t   4 	 		*		0	#	  4 	 	 	 	 4 .   b e i l l . 	 	 	 	 I n s t r u m e n t   4 	 	 	 I n s t r u m e n t   4 	 	 	   4 	 	 		8	  4 	 3'2  4 	 I n s   4 	   4 	 						  		 8
>
'
(
  4 	 (M8M  4 	 =A  4 	 4   



  


	   4 	 I - I n s t r u m e n t   4 	 I s i x h o b o - 4 	 C h o m b o   4 	 I n s t r   4 	 4   i n s t r u m e n t a s 	 4 .   i n s t r u m e n t s 	 I n s t r u m e n t   4 	 3xnk  4 	   4 	 I n s t r u m e n t   4 	 	 	 	 	 	 	 	 	 	 	 	 I n s   4 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 4 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   5 	 jhVN	 PNhVN	 @#7H-#5  5 	 I n s t r u m e n t o   5 	 I n s t r u m e n t   5 	 I n s t r u m e n t   5 	 =AB@C<5=B  5 	 S t r u m e n t o   5 	 #D)  EH3JBJ)5 	 I n s t r u m e n t o   5 	 C i h a z   5 	 N h c   c   5 	 I n s   5 	 A l a t   5 	 		*		0	#	  5 	 	 	 	 5 .   b e i l l . 	 	 	 	 I n s t r u m e n t   5 	 	 	 I n s t r u m e n t   5 	 	 	   5 	 	 		8	  5 	 3'2  5 	 I n s   5 	   5 	 						  		 8
>
'
(
  5 	 (M8M  5 	 =A  5 	 5   



  


	   5 	 I - I n s t r u m e n t   5 	 I s i x h o b o - 5 	 C h o m b o   5 	 I n s t r   5 	 5   i n s t r u m e n t a s 	 5 .   i n s t r u m e n t s 	 I n s t r u m e n t   5 	 3xnk  5 	   5 	 I n s t r u m e n t   5 	 	 	 	 	 	 	 	 	 	 	 	 I n s   5 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 5 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   6 	 jhVmQ	 PNhVmQ	 @#7H-#5  6 	 I n s t r u m e n t o   6 	 I n s t r u m e n t   6 	 I n s t r u m e n t   6 	 =AB@C<5=B  6 	 S t r u m e n t o   6 	 #D)  EH3JBJ)6 	 I n s t r u m e n t o   6 	 C i h a z   6 	 N h c   c   6 	 I n s   6 	 A l a t   6 	 		*		0	#	  6 	 	 	 	 6 .   b e i l l . 	 	 	 	 I n s t r u m e n t   6 	 	 	 I n s t r u m e n t   6 	 	 	   6 	 	 		8	  6 	 3'2  6 	 I n s   6 	   6 	 						  		 8
>
'
(
  6 	 (M8M  6 	 =A  6 	 6   



  


	   6 	 I - I n s t r u m e n t   6 	 I s i x h o b o - 6 	 C h o m b o   6 	 I n s t r   6 	 6   i n s t r u m e n t a s 	 6 .   i n s t r u m e n t s 	 I n s t r u m e n t   6 	 3xnk  6 	   6 	 I n s t r u m e n t   6 	 	 	 	 	 	 	 	 	 	 	 	 I n s   6 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 6 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   7 	 jhVN	 PNhVN	 @#7H-#5  7 	 I n s t r u m e n t o   7 	 I n s t r u m e n t   7 	 I n s t r u m e n t   7 	 =AB@C<5=B  7 	 S t r u m e n t o   7 	 #D)  EH3HBJ)7 	 I n s t r u m e n t o   7 	 C i h a z   7 	 N h c   c   7 	 I n s   7 	 A l a t   7 	 		*		0	#	  7 	 	 	 	 7 .   b e i l l . 	 	 	 	 I n s t r u m e n t   7 	 	 	 I n s t r u m e n t   7 	 	 	   7 	 	 		8	  7 	 3'2  7 	 I n s   7 	   7 	 						  		 8
>
'
(
  7 	 (M8M  7 	 =A  7 	 7   



  


	   7 	 I - I n s t r u m e n t   7 	 I s i x h o b o - 7 	 C h o m b o   7 	 I n s t r   7 	 7   i n s t r u m e n t a s 	 7 .   i n s t r u m e n t s 	 I n s t r u m e n t   7 	 3xnk  7 	   7 	 I n s t r u m e n t   7 	 	 	 	 	 	 	 	 	 	 	 	 I n s   7 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 7 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   8 	 jhVkQ	 PNhVkQ	 @#7H-#5  8 	 I n s t r u m e n t o   8 	 I n s t r u m e n t   8 	 I n s t r u m e n t   8 	 =AB@C<5=B  8 	 S t r u m e n t o   8 	 #D)  EH3JBJ)8 	 I n s t r u m e n t o   8 	 C i h a z   8 	 N h c   c   8 	 I n s   8 	 A l a t   8 	 		*		0	#	  8 	 	 	 	 8 .   b e i l l . 	 	 	 	 I n s t r u m e n t   8 	 	 	 I n s t r u m e n t   8 	 	 	   8 	 	 		8	  8 	 3'2  8 	 I n s   8 	   8 	 						  		 8
>
'
(
  8 	 (M8M  8 	 =A  8 	 8   



  


	   8 	 I - I n s t r u m e n t   8 	 I s i x h o b o - 8 	 C h o m b o   8 	 I n s t r   8 	 8   i n s t r u m e n t a s 	 8 .   i n s t r u m e n t s 	 I n s t r u m e n t   8 	 3xnk  8 	   8 	 I n s t r u m e n t   8 	 	 	 	 	 	 	 	 	 	 	 	 I n s   8 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 8 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   9 	 jhV]N	 PNhV]N	 @#7H-#5  9 	 I n s t r u m e n t o   9 	 I n s t r u m e n t   9 	 I n s t r u m e n t   9 	 =AB@C<5=B  9 	 S t r u m e n t o   9 	 #D)  EH3JBJ)9 	 I n s t r u m e n t o   9 	 C i h a z   9 	 N h c   c   9 	 I n s   9 	 A l a t   9 	 		*		0	#	  9 	 	 	 	 9 .   b e i l l . 	 	 	 	 I n s t r u m e n t   9 	 	 	 I n s t r u m e n t   9 	 	 	   9 	 	 		8	  9 	 3'2  9 	 I n s   9 	   9 	 						  		 8
>
'
(
  9 	 (M8M  9 	 =A  9 	 9   



  


	   9 	 I - I n s t r u m e n t   9 	 I s i x h o b o - 9 	 C h o m b o   9 	 I n s t r   9 	 9   i n s t r u m e n t a s 	 9 .   i n s t r u m e n t s 	 I n s t r u m e n t   9 	 3xnk  9 	   9 	 I n s t r u m e n t   9 	 	 	 	 	 	 	 	 	 	 	 	 I n s   9 
 
 S T R _ I D _ M O T I O N _ D J _ I N S T R U M E N T _ 9 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 I n s   1 0 	 jhVAS	 PNhVAS	 @#7H-#5  1 0 	 I n s t r u m e n t o   1 0 	 I n s t r u m e n t   1 0 	 I n s t r u m e n t   1 0 	 =AB@C<5=B  1 0 	 S t r u m e n t o   1 0 	 #D)  EH3JBJ)1 0 	 I n s t r u m e n t o   1 0 	 C i h a z   1 0 	 N h c   c   1 0 	 I n s   1 0 	 A l a t   1 0 	 		*		0	#	  1  0 	 	 	 	 1 0 .   b e i l l . 	 	 	 	 I n s t r u m e n t   1 0 	 	 	 I n s t r u m e n t   1 0 	 	 	   1 0 	 	 		8	  1 0 	 3'2  1 0 	 I n s   1 0 	   1 0 	 						  			 8
>
'
(
  1 0 	 (M8M  1 0 	 =A  1 0 	 1 0   



  


	   1 0 	 I - I n s t r u m e n t   1 0 	 I s i x h o b o - 1 0 	 C h o m b o   1 0 	 I n s t r   1 0 	 1 0   i n s t r u m e n t a s 	 1 0 .   i n s t r u m e n t s 	 I n s t r u m e n t   1 0 	 3xnk  1 0 	   1 0 	 I n s t r u m e n t   1 0 	 	 	 	 	 	 	 	 	 	 	 	 I n s   1 0 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 0 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   1 	 Nr N	 NX N	 '-L  1 	 V o z   1 	 V o x   1 	 V o x   1 	 >;>A  1 	 V o x   1 	 5H*  1 	 V o z   1 	 S e s   1 	  m   t h a n h   1 	 V o x   1 	 V o k s   1 	 5	I		M	8	  1 	 	 	 	 1 .   h a n g 	 	 	 	 S t e m   1 	 	 	 V o c e   1 	 	 	   1 	 	 5	M	9		M	8	  1 	 5/'I  1 	 V o x   1 	   1 	 				  		 5
>

8
  1 	 5KM8M  1 	 >:  1 	 V o x   1 	   1 	 I - V o x   1 	 V o x   1 	 V o x   1 	 S t e m   1 	 1   b a l s a s 	 1 .   b a l s s 	 V o k s e l   1 	 Aauv  1 	   1 	 V o c e   1 	 V o x   1 	 -KM8  1 	 	 				  1 	 	 	 	 	 	 	 	 V o z   1 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 1 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   2 	 NrN	 NXN	 '-L  2 	 V o z   2 	 V o x   2 	 V o x   2 	 >;>A  2 	 V o x   2 	 5H*  2 	 V o z   2 	 S e s   2 	  m   t h a n h   2 	 V o x   2 	 V o k s   2 	 5	I		M	8	  2 	 	 	 	 2 .   h a n g 	 	 	 	 S t e m   2 	 	 	 V o c e   2 	 	 	   2 	 	 5	M	9		M	8	  2 	 5/'I  2 	 V o x   2 	   2 	 				  		 5
>

8
  2 	 5KM8M  2 	 >:  2 	 V o x   2 	   2 	 I - V o x   2 	 V o x   2 	 V o x   2 	 S t e m   2 	 2   b a l s a s 	 2 .   b a l s s 	 V o k s e l   2 	 Aauv  2 	   2 	 V o c e   2 	 V o x   2 	 -KM8  2 	 	 	 	 	 	 	 	 	 	 V o z   2 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 2 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   3 	 Nr	N	 NX	N	 '-L  3 	 V o z   3 	 V o x   3 	 V o x   3 	 >;>A  3 	 V o x   3 	 5H*  3 	 V o z   3 	 S e s   3 	  m   t h a n h   3 	 V o x   3 	 V o k s   3 	 5	I		M	8	  3 	 	 	 	 3 .   h a n g 	 	 	 	 S t e m   3 	 	 	 V o c e   3 	 	 	   3 	 	 5	M	9		M	8	  3 	 5/'I  3 	 V o x   3 	   3 	 				  		 5
>

8
  3 	 5KM8M  3 	 >:  3 	 V o x   3 	   3 	 I - V o x   3 	 V o x   3 	 V o x   3 	 S t e m   3 	 3   b a l s a s 	 3 .   b a l s s 	 V o k s e l   3 	 Aauv  3 	   3 	 V o c e   3 	 V o x   3 	 -KM8  3 	 	 	 	 	 	 	 	 	 	 V o z   3 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 3 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   4 	 NrV	 NXV	 '-L  4 	 V o z   4 	 V o x   4 	 V o x   4 	 >;>A  4 	 V o x   4 	 5H*  4 	 V o z   4 	 S e s   4 	  m   t h a n h   4 	 V o x   4 	 V o k s   4 	 5	I		M	8	  4 	 	 	 	 4 .   h a n g 	 	 	 	 S t e m   4 	 	 	 V o c e   4 	 	 	   4 	 	 5	M	9		M	8	  4 	 5/'I  4 	 V o x   4 	   4 	 				  		 5
>

8
  4 	 5KM8M  4 	 >:  4 	 V o x   4 	   4 	 I - V o x   4 	 V o x   4   	 V o x   4 	 S t e m   4 	 4   b a l s a s 	 4 .   b a l s s 	 V o k s e l   4 	 Aauv  4 	   4 	 V o c e   4 	 V o x   4 	 -KM8  4 	 	 	 	 	 	 	 	 	 	 V o z   4 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 4 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   5 	 NrN	 NXN	 '-L  5 	 V o z   5 	 V o x   5 	 V o x   5 	 >;>A  5 	 V o x   5 	 5H*  5 	 V o z   5 	 S e s   5 	  m   t h a n h   5 	 V o x   5 	 V o k s   5 	 5	I		M	8	  5 	 	 	 	 5 .   h a n g 	 	 	 	 S t e m   5 	 	 	 V o c e   5 	 	 	   5 	 	 5	M	9		M	8	  5 	 5/'I  5 	 V o x   5 	   5 	 				  		 5
>

8
  5 	 5KM8M  5 	 >:  5 	 V o x   5 	   5 	 I - V o x   5 	 V o x   5 	 V o x   5 	 S t e m   5 	 5   b a l s a s 	 5 .   b a l s s 	 V o k s e l   5 	 Aauv  5 	   5 	 V o c e   5 	 V o x   5 	 -KM8  5 	 	 	 	 	 	 	 	 	 	 V o z   5 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 5 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   6 	 NrmQ	 NXmQ	 '-L  6 	 V o z   6 	 V o x   6 	 V o x   6 	 >;>A  6 	 V o x   6 	 5H*  6 	 V o z   6 	 S e s   6 	  m   t h a n h   6 	 V o x   6 	 V o k s   6 	 5	I		M	8	  6 	 	 	 	 6 .   h a n g 	 	 	 	 S t e m   6 	 	 	 V o c e   6 	 	 	   6 	 	 5	M	9		M	8	  6 	 5/'I  6 	 V o x   6 	   6 	 				  		 5
>

8
  6 	 5KM8M  6 	 >:  6 	 V o x   6 	   6 	 I - V o x   6 	 V o x   6 	 V o x   6 	 S t e m   6 	 6   b a l s a s 	 6 .   b a l s s 	 V o k s e l   6 	 Aauv  6 	   6 	 V o c e   6 	 V o x   6 	 -KM8  6 	 	 	 	 	 	 	 	 	 	 V o z   6 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 6 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   7 	 NrN	 NXN	 '-L  7 	 V o z   7 	 V o x   7 	 V o x   7 	 >;>A  7 	 V o x   7 	 5H*  7 	 V o z   7 	 S e s   7 	  m   t h a n h   7 	 V o x   7 	 V o k s   7 	 5	I		M	8	  7 	 	 	 	 7 .   h a n g 	 	 	 	 S t e m   7 	 	 	 V o c e   7 	 	 	   7 	 	 5	M	9		M	8	  7 	 5/'I  7 	 V o x   7 	   7 	 				  		 5
>

8
  7 	 5KM8M  7 	 >:  7 	 V o x   7 	   7 	 I - V o x   7 	 V o x   7 	 V o x   7 	 S t e m   7 	 7   b a l s a s 	 7 .   b a l s s 	 V o k s e l   7 	 Aauv  7 	   7 	 V o c e   7 	 V o x   7 	 -KM8  7 	 	 	 	 	 	 	 	 	 	 V o z   7 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 7 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   8 	 NrkQ	 NXkQ	 '-L  8 	 V o z   8 	 V o x   8 	 V o x   8 	 >;>A  8 	 V o x   8 	 5H*  8 	 V o z   8 	 S e s   8 	  m   t h a n h   8 	 V o x   8 	 V o k s   8 	 5	I		M	8	  8 	 	 	 	 8 .   h a n g 	 	 	 	 S t e m   8 	 	 	 V o c e   8 	 	 	   8 	 	 5	M	9		M	8	  8 	 5/'I  8 	 V o x   8 	   8 	 				  		 5
>

8
  8 	 5KM8M  8 	 >:  8 	 V o x   8 	   8 	 I - V o x   8 	 V o x   8 	 V o x   8 	 S t e m   8 	 8   b a l s a s 	 8 .   b a l s s 	 V o k s e l   8 	 Aauv  8 	   8 	 V o c e   8 	 V o x   8 	 -KM8  8 	 	 	 	 	 	 	 	 	 	 V o z   8 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 8 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   9 	 Nr]N	 NX]N	 '-L  9 	 V o z   9 	 V o x   9 	 V o x   9 	 >;>A  9 	 V o x   9 	 5H*  9 	 V o z   9 	 S e s   9 	  m   t h a n h   9 	 V o x   9 	 V o k s   9 	 5	I		M	8	  9 	 	 	 	 9 .   h a n g 	 	 	 	 S t e m   9 	 	 	 V o c e   9 	 	 	   9 	 	 5	M	9		M	8	  9 	 5/'I  9 	 V o x   9 	   9 	 				  		 5
>

8
  9 	 5KM8M  9 	 >:  9 	 V o x   9 	   9 	 I - V o x   9 	 V o x   9 	 V o x   9 	 S t e m   9 	 9   b a l s a s 	 9 .   b a l s s 	 V o k s e l   9 	 Aauv  9 	   9 	 V o c e   9 	 V o x   9 	 -KM8  9 	 	 	 	 	 	 	 	 	 	 V o z   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ V O C A L _ 9 	 M O T I O N 	 C 0 5 7 _ 1 ,   D J I T E M 	 G a m e   S e t t i n g   S t r i n g 	 V o x   1 0 	 NrAS	 NXAS	 '-L  1 0 	 V o z   1 0 	 V o x   1 0 	 V o x   1 0 	 >;>A  1 0 	 V o x   1 0 	 5H*  1 0 	 V o z   1 0 	 S e s   1 0 	  m   t h a n h   1 0 	 V o x   1 0 	 V o k s   1 0 	 5	I		M	8	  1 0 	 	 	 	 1 0 .   h a n g 	 	 	 	 S t e m   1 0 	 	 	 V o c e   1 0 	 	 	   1 0 	 	 5	M	9		M	8	  1 0 	 5/'I  1 0 	 V o x   1 0 	   1 0 	 				  			 5
>

8
  1 0 	 5KM8M  1 0 	 >:  1 0 	 V o x   1 0 	   1 0 	 I - V o x   1 0 	 V o x   1 0 	 V o x   1 0 	 S t e m   1 0 	 1 0   b a l s a s 	 1 0 .   b a l s s 	 V o k s e l   1 0 	 Aauv  1 0 	   1 0 	 V o c e   1 0 	 V o x   1 0 	 -KM8  1 0 	 	 	 	 	 	 	 	 	 	 V o z   1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 0 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   0 	 	cu  0 	 	c.  0 	 8H!  0 	 T e c l a   0 	 B o u t o n   0 	 T a s t e   0 	 =>?:0  0 	 T a s t o   0 	 EA*'-  0 	 T e c l a   0 	 T u _  0 	 P h  m   0 	 T o m b o l   0 	 K e k u n c i   0 	 	A			@	  0  	 	 	 	 0 .   g o m b 	 	 	 	 T o e t s   0 	 	 	 T a s t a   0 	 	 	   0 	 	 	@	  0 	 CDJ/  0 	   0 	   0 	 		  		 
>
,
@
  0 	 @  0 	 =>?:0  0 	 

  0 	   0 	 I - K e y   0 	 I q h o s h a   - 0 	 K i t u f e   0 	 T o e t s   0 	 0   m y g t u k a s 	 T a u s t i Fa  0 	 K l a h v   0 	 Merv  0 	   0 	 T a s t a   0 	 
@
  0 	 @  0 	 	 		  0 	 	 	 	 	 	 	 	 T e c l a   0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 1 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   1 	 	cu  1 	 	c.  1 	 8H!  1 	 T e c l a   1 	 B o u t o n   1 	 T a s t e   1 	 =>?:0  1 	 T a s t o   1 	 EA*'-  1 	 T e c l a   1 	 T u _  1 	 P h  m   1 	 T o m b o l   1 	 K e k u n c i   1 	 	A			@	  1 	 	 	 	 1 .   g o m b 	 	 	 	 T o e t s   1 	 	 	 T a s t a   1 	 	 	   1 	 	 	@	  1 	 CDJ/  1 	   1 	   1 	 		  		 
>
,
@
  1 	 @  1 	 =>?:0  1 	 

  1 	   1 	 I - K e y   1 	 I q h o s h a - 1 	 K i t u f e   1 	 T o e t s   1 	 1   m y g t u k a s 	 T a u s t i Fa  1 	 K l a h v   1 	 Merv  1 	   1 	 T a s t a   1 	 
@
  1 	 @  1 	 	 	 	 	 	 	 	 	 	 T e c l a   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 2 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   2 	 	cu  2 	 	c.  2 	 8H!  2 	 T e c l a   2 	 B o u t o n   2 	 T a s t e   2 	 =>?:0  2 	 T a s t o   2 	 EA*'-  2 	 T e c l a   2 	 T u _  2 	 P h  m   2 	 T o m b o l   2 	 K e k u n c i   2 	 	A			@	  2  	 	 	 	 2 .   g o m b 	 	 	 	 T o e t s   2 	 	 	 T a s t a   2 	 	 	   2 	 	 	@	  2 	 CDJ/  2 	 2 	   2 	 		  		 
>
,
@
  2 	 @  2 	 =>?:0  2 	 

  2 	   2 	 I - K e y   2 	 I q h o s h a - 2 	 K i t u f e   2 	 T o e t s   2 	 2   m y g t u k a s 	 T a u s t i Fa  2 	 K l a h v   2 	 Merv  2 	   2 	 T a s t a   2 	 
@
  2 	 @  2 	 	 	 	 	 	 	 	 	 	 T e c l a   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 3 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   3 	 	cu  3 	 	c.  3 	 8H!  3 	 T e c l a   3 	 B o u t o n   3 	 T a s t e   3 	 =>?:0  3 	 T a s t o   3 	 EA*'-  3 	 T e c l a   3 	 T u _  3 	 P h  m   3 	 T o m b o l   3 	 K e k u n c i   3 	 	A			@	  3  	 	 	 	 3 .   g o m b 	 	 	 	 T o e t s   3 	 	 	 T a s t a   3 	 	 	   3 	 	 	@	  3 	 CDJ/  3 	 3 	   3 	 		  		 
>
,
@
  3 	 @  3 	 =>?:0  3 	 

  3 	   3 	 I - K e y   3 	 I q h o s h a - 3 	 K i t u f e   3 	 T o e t s   3 	 3   m y g t u k a s 	 T a u s t i Fa  3 	 K l a h v   3 	 Merv  3 	   3 	 T a s t a   3 	 
@
  3 	 @  3 	 	 	 	 	 	 	 	 	 	 T e c l a   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 4 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   4 	 	cu  4 	 	c.  4 	 8H!  4 	 T e c l a   4 	 B o u t o n   4 	 T a s t e   4 	 =>?:0  4 	 T a s t o   4 	 EA*'-  4 	 T e c l a   4 	 T u _  4 	 P h  m   4 	 T o m b o l   4 	 K e k u n c i   4 	 	A			@	  4  	 	 	 	 4 .   g o m b 	 	 	 	 T o e t s   4 	 	 	 T a s t a   4 	 	 	   4 	 	 	@	  4 	 CDJ/  4 	 4 	   4 	 		  		 
>
,
@
  4 	 @  4 	 =>?:0  4 	 

  4 	   4 	 I - K e y   4 	 I q h o s h a - 4 	 K i t u f e   4 	 T o e t s   4 	 4   m y g t u k a s 	 T a u s t i Fa  4 	 K l a h v   4 	 Merv  4 	   4 	 T a s t a   4 	 
@
  4 	 @  4 	 	 	 	 	 	 	 	 	 	 T e c l a   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 5 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   5 	 	cu  5 	 	c.  5 	 8H!  5 	 T e c l a   5 	 B o u t o n   5 	 T a s t e   5 	 =>?:0  5 	 T a s t o   5 	 EA*'-  5 	 T e c l a   5 	 T u _  5 	 P h  m   5 	 T o m b o l   5 	 K e k u n c i   5 	 	A			@	  5 	 	 	 	 5 .   g o m b 	 	 	 	 T o e t s   5 	 	 	 T a s t a   5 	 	 	   5 	 	 	@	  5 	 CDJ/  5 	 5 	   5 	 		  		 
>
,
@
  5 	 @  5 	 =>?:0  5 	 

  5 	   5 	 I - K e y   5 	 I q h o s h a - 5 	 K i t u f e   5 	 T o e t s   5 	 5   m y g t u k a s 	 T a u s t i Fa  5 	 K l a h v   5 	 Merv  5 	   5 	 T a s t a   5 	 
@
  5 	 @  5 	 	 	 	 	 	 	 	 	 	 T e c l a   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 6 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   6 	 	cu  6 	 	c.  6 	 8H!  6 	 T e c l a   6 	 B o u t o n   6 	 T a s t e   6 	 =>?:0  6 	 T a s t o   6 	 EA*'-  6 	 T e c l a   6 	 T u _  6 	 P h  m   6 	 T o m b o l   6 	 K e k u n c i   6 	 	A			@	  6 	 	 	 	 6 .   g o m b 	 	 	 	 T o e t s   6 	 	 	 T a s t a   6 	 	 	   6 	 	 	@	  6 	 CDJ/  6 	 6 	   6 	 		  		 
>
,
@
  6 	 @  6 	 =>?:0  6 	 

  6 	   6 	 I - K e y   6 	 I q h o s h a - 6 	 K i t u f e   6 	 T o e t s   6 	 6   m y g t u k a s 	 T a u s t i Fa  6 	 K l a h v   6 	 Merv  6 	   6 	 T a s t a   6 	 
@
  6 	 @  6 	 	 	 	 	 	 	 	 	 	 T e c l a   6 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 7 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   7 	 	cu  7 	 	c.  7 	 8H!  7 	 T e c l a   7 	 B o u t o n   7 	 T a s t e   7 	 =>?:0  7 	 T a s t o   7 	 EA*'-  7 	 T e c l a   7 	 T u _  7 	 P h  m   7 	 T o m b o l   7 	 K e k u n c i   7 	 	A			@	  7 	 	 	 	 7 .   g o m b 	 	 	 	 T o e t s   7 	 	 	 T a s t a   7 	 	 	   7 	 	 	@	  7 	 CDJ/  7 	 7 	   7 	 		  		 
>
,
@
  7 	 @  7 	 =>?:0  7 	 

  7 	   7 	 I - K e y   7 	 I q h o s h a - 7 	 K i t u f e   7 	 T o e t s   7 	 7   m y g t u k a s 	 T a u s t i Fa  7 	 K l a h v   7 	 Merv  7 	   7 	 T a s t a   7 	 
@
  7 	 @  7 	 	 	 	 	 	 	 	 	 	 T e c l a   7 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 8 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   8 	 	cu  8 	 	c.  8 	 8H!  8 	 T e c l a   8 	 B o u t o n   8 	 T a s t e   8 	 =>?:0  8 	 T a s t o   8 	 EA*'-  8 	 T e c l a   8 	 T u _  8 	 P h  m   8 	 T o m b o l   8 	 K e k u n c i   8 	 	A			@	  8 	 	 	 	 8 .   g o m b 	 	 	 	 T o e t s   8 	 	 	 T a s t a   8 	 	 	   8 	 	 	@	  8 	 CDJ/  8 	 8 	   8 	 		  		 
>
,
@
  8 	 @  8 	 =>?:0  8 	 

  8 	   8 	 I - K e y   8 	 I q h o s h a - 8 	 K i t u f e   8 	 T o e t s   8 	 8   m y g t u k a s 	 T a u s t i Fa  8 	 K l a h v   8 	 Merv  8 	   8 	 T a s t a   8 	 
@
  8 	 @  8 	 	 	 	 	 	 	 	 	 	 T e c l a   8 	 	 	 	 	 	 	 	 S a k a   e z a z u   8 	 K e y   8 	 T e c l a   8 	 I g o d o   n k e   a s a t 	 E o c h a i r   8 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ 9 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   9 	 	cu  9 	 	c.  9 	 8H!  9 	 T e c l a   9 	 B o u t o n   9 	 T a s t e   9 	 =>?:0  9 	 T a s t o   9 	 EA*'-  9 	 T e c l a   9 	 T u _  9 	 P h  m   9 	 T o m b o l   9 	 K e k u n c i   9 	 	A			@	  9 	 	 	 	 9 .   g o m b 	 	 	 	 T o e t s   9 	 	 	 T a s t a   9 	 	 	   9 	 	 	@	  9 	 CDJ/  9 	 9 	   9 	 		  		 
>
,
@
  9 	 @  9 	 =>?:0  9 	 

  9 	   9 	 I - K e y   9 	 I q h o s h a - 9 	 K i t u f e   9 	 T o e t s   9 	 9   m y g t u k a s 	 T a u s t i Fa  9 	 K l a h v   9 	 Merv  9 	   9 	 T a s t a   9 	 
@
  9 	 @  9 	 	 	 	 	 	 	 	 	 	 T e c l a   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ S T A R 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   * 	 	cu  * 	 	c.  * 	 8H!  * 	 T e c l a   * 	 B o u t o n   * 	 T a s t e   * 	 =>?:0  * 	 T a s t o   * 	 EA*'-  * 	 T e c l a   * 	 *   T u _u 	 P h  m   * 	 T o m b o l   * 	 K e k u n c i   * 	 	A			@	  * 	 	 	 	 *   g o m b 	 	 	 	 T o e t s   * 	 	 	 T a s t a   * 	 	 	   * 	 	 	@	  * 	 D/  * 	 * 	   * 	 		  * 	 
>
,
@
  * 	 @  * 	 =>?:0  * 	 

  * 	   * 	 I - K e y   * 	 I q h o s h a   * 	 K i t u f e   * 	 T o e t s   * 	 M y g t u k a s   * 	 T a u s t i Fa  * 	 * - k l a h v 	 Merv  * 	   * 	 T a s t a   * 	 
@
  * 	 @  * 	 	 		  * 	 	 	 	 	 	 	 	 T e c l a   * 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ K E Y _ P O U N D 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y   # 	 	cu  # 	 	c.  # 	 8H!  # 	 T e c l a   # 	 B o u t o n   # 	 T a s t e   # 	 =>?:0  # 	 T a s t o   # 	 EA*'-  # 	 T e c l a   # 	 #   T u _u 	 P h  m   # 	 T o m b o l   # 	 K e k u n c i   # 	 	A			@	  #  	 	 	 	 #   g o m b 	 	 	 	 T o e t s   # 	 	 	 T a s t a   # 	 	 	   # 	 	 	@	  # 	 D/  # 	   #   	   # 	 		  # 	 
>
,
@
  # 	 @  # 	 =>?:0  # 	 

  # 	   # 	 I - K e y   # 	 I q h o s h a   # 	 K i t u f e   # 	 T o e t s   # 	 M y g t u k a s   # 	 T a u s t i Fa  # 	 # - k l a h v 	 Merv  # 	   # 	 T a s t a   # 	 
@
  # 	 @  # 	 	 		  # 	 	 	 	 	 	 	 	 T e c l a   # 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ E D I T _ A U D I O 	 M O T I O N 	 I C O N T E X T 	 G a m e   S e t t i n g   S t r i n g 	 A u d i o 	 He	 He	 @*5"	 A u d i o 	 A u d i o 	 A u d i o 	 2C:	 A u d i o 	 E$+1  'D5H*J	  u d i o 	 0_i t s e l 	  m   t h a n h 	 A u d i o 	 A u d i o 	 	!	?	/	K		 	 	 	 A u d i  	 	 	 	 A u d i o 	 	 	 A u d i o 	 	 	 	 	 	!	?	/	K		 5/'	 "H  E	 	 					 
!
@

	 !?/K  	 C4V>	 




	 	 I - a u d i o 	 I - o d i y o 	 S a u t i 	 O u d i o 	 G a r s a s 	 A u d i o 	 A u d i o 	 1xdkx	 	 A u d i o 	 
!
?
/
K
	 !?	 	 				' 	 	 	 	 	 	 	 	  u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ E D I T _ T R I G G E R 	 M O T I O N 	 I C O N T E X T 	 G a m e   S e t t i n g   S t r i n g 	 T r i g g e r 	 |ve_	 Se_	 #4@-#L	 A c t i v a d o r 	 D  c l e n c h e u r 	 A u s l  s e r 	 "@8335@	 G r i l l e t t o 	 71JB)  *-1JC	 A c c i o n a d o r 	 T e t i k 	 P h n g   t h c   p h n   n g   d o   b   k h u y   n g 	 P e m i c u 	 C e t u s 	 	M	0	?		0		 	 	 	 R a v a s z 	 	 	 	 T r e k k e r 	 	 	 D e c l a n _a r e 	 	 	 	 	 	M	0	@		0		 E'4G	 y1  1	 	 								 
0
?

0
	 M0?M0M	 "@835@	 





	 	 I - T r i g g e r 	 T r i g g e r 	 K i f y a t u a j i 	 S n e l l e r 	 P a l e i d i k l i s 	 T r i g e r i s 	 P   s t i k 	 Okce	 	 T r i g g e r 	 
M
0
?

0
M
	 M0?0	 	 								 	 	 	 	 	 	 	 A c i o n a d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ E D I T _ K E Y 	 M O T I O N 	 I C O N T E X T 	 G a m e   S e t t i n g   S t r i n g 	 K e y 	 	cu	 	c.	 5"L	 T e c l a 	 B o u t o n 	 T a s t e 	 =>?:0	 T a s t o 	 EA*'-	 T e c l a 	 T u _	 P h  m 	 T o m b o l 	 K e k u n c i 	 	A			@	   	 	 	 	 G o m b 	 	 	 	 T o e t s 	 	 	 T a s t 	 	 	 	 	 	@		 D/	 	 	 			 
>
,
@
	 @	 =>?:0	 

	 	 I k h i 	 I q h o s h a 	 K i t u f e   	 T o e t s 	 M y g t u k a s   	 T a u s t i Fa	 K l a h v 	 Merv	 	 T a s t 	 
@
	 @	 	 			 	 	 	 	 	 	 	 T e c l a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ E D I T _ T R I G G E R _ A U T O 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k 	 T   n g 	 O t o m a t i s 	 A u t o 	 		K		 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o 	 	 	 	 	 8	M	5	/			 .H/'1	 .H/  (.H/	 	 											 
$
.
	 K	 2B><0B8G=>	 







	 	 I - o t h o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

M

K
	 8M,$	 	 						 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ E D I T _ T R I G G E R _ S H A K E 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 S h a k e 	 dCf	 GdCf	 @"H2	 S a c u d i r 	 T r e m b l e m e n t 	 S c h  t t e l n 	 #40@	 S c o s s a 	 G2	 A g i t a r 	 S a l l a 	 L a y   n g 	 G o y a n g 	 G o n c a n g a n 	 6	G			 	 	 	 R  z  s 	 	 	 	 S c h u d d e n 	 	 	 M i x a r e 	 	 	 	 	 6	G			 D12'F/F	 D'&	 	 						 9
?
2
>

	 7GM	 V1@>	 




	 	 X u k u z a 	 H l u k u h l a 	 T i k i s a 	 S k u d 	 P a k r a t y m a s 	 S h a k e 	 V  r i n 	 9aapael	 	 S c u t u r a r e 	 7
G

M

M
	 %0?,>	 	 							 	 	 	 	 	 	 	 S a c u d i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ E D I T _ T R I G G E R _ K E Y _ P R E S S 	 M O T I O N 	 C 0 5 7 _ 1 	 G a m e   S e t t i n g   S t r i n g 	 K e y 	 	cu	 	c.	 8H!	 T e c l a 	 B o u t o n 	 T a s t e 	 =>?:0	 T a s t o 	 EA*'-	 T e c l a 	 T u _	 P h  m 	 T o m b o l 	 K e k u n c i 	 	A			@		 	 	 	 G o m b 	 	 	 	 T o e t s 	 	 	 T a s t 	 	 	 	 	 	@	  *	M	0	G	8		 D/	   /('&	   	 		  						 
>
,
@
  &
>
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>

	 @  *M0F8M	 0B8A=5==O  :=>?:8	 

	 	 I k h i 	 I q h o s h a 	 K i t u f e   	 T o e t s 	 M y g t u k a s   	 T a u s t i Fa	 K l a h v 	 Merv	 	 T a s t 	 
@
	 @	 	 			 	 	 	 	 	 	 	 T e c l a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ N O T I F Y _ H A S _ A U T O 	 M O T I O N 	 P O P U P 	 E r r o r   S t r i n g 	 A l r e a d y   h a s   [ A u t o ]   t r i g g e r 	 ]	g[ R] |v	 ]	g[ ꁨR] S	 !5#4@-#L  [ -1B!14]   A%I'	 Y a   t i e n e   u n   a c t i v a d o r   [ A u t o ] 	 P o s s  d e   d  j    u n   d  c l e n c h e u r   [ A u t o ] 	 H a t   b e r e i t s   [ A u t o m . ] - A u s l  s e r 	 "@8335@  [ 2B>]   C65  =0AB@>5=	 G i    h a   g r i l l e t t o   [ A u t o ] 	 'DEA*'-  [ 'D'DJ]   EH,H/	 J    t e m   a c c i o n a d o r   [ A u t o ] 	 [ O t o m a t i k ]   t e t i i   z a t e n   v a r 	    c  [ T   n g ] p h n   n g 	 T e l a h   m e m i l i k i   p e m i c u   [ O t o m a t i s ] 	 T e l a h   a d a   p e n c e t u s   [ A u t o ] 	  [ 		K	]   	M	0	?		0	  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 M  r   r e n d e l k e z i k   [ A u t o ]   r a v a s s z a l 	 	 	 	 H e e f t   a l   t r e k k e r   [ A u t o ] 	 	 	 A ci   a c t i v a t   d e j a   d e c l a n _a r e   [ A u t o ] 	 	 	       [ ] 	 	 /	>	  	'	@		  ( 		K	)   	M	0	?		0	  	9	G	. 	 '2~J4  E'4G  [ .H/C'1]   /'1/	 ~D  3  ?"yH>  y1  1  	   [ ]     	 									  [ 										]   							  				 *
9
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
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  ( 
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.
)   
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
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  9
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	 K  M0?M0M  *M*?G  	&?	 02648  7  [ 2B><0B8G=8<]   B@835@><	 






  [   




  ]   





  

	       [ ] 	 I v e l e   i n e -   [ A u t o ]   t r i g g e r 	 S e l e   i n e   [ N g o k u z e n z e k e l a y o ]   t r i g g e r 	 T a y a r i   i n a   k i f y a t u a j i   [ O t o m a t i ] 	 H e t   r e e d s   [ O u t o ] - s n e l l e r 	 J a u   y r a   [ a u t o m a t i n i s ]   p a l e i d i k l i s 	 J a u   i r   [ A u t o ]   t r i g e r i s 	 [ A u t o m a a t n e ]   p   s t i k   j u b a   o l e m a s 	 1dev  xvk  [ 1~x]   qcav	     ( )     	 D e j a   a r e   t r i g g e r   [ A u t o m a t ]   	 
M
0
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  [ 

M

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]   	
#
M

M
	 *B0M,0A  [ 8M,$]   M0?0  09??	 	 								  [ 					]   							  			  					 	 	 	 	 	 	 	 J    p o s s u i   a c i o n a d o r   [ a u t o m  t i c o ] 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ N O T I F Y _ H A S _ S H A K E 	 M O T I O N 	 P O P U P 	 E r r o r   S t r i n g 	 A l r e a d y   h a s   [ S h a k e ]   t r i g g e r 	 ]	g[ dCf] |v	 ]	g[ GdCf] S	 !5#4@-#L  [ @"H2]   A%I'	 Y a   t i e n e   u n   a c t i v a d o r   [ S a c u d i r ] 	 P o s s  d e   d  j    u n   d  c l e n c h e u r   [ T r e m b l e m e n t ] 	 H a t   b e r e i t s   [ S c h  t t e l n ] - A u s l  s e r 	 "@8335@  [ #40@]   C65  =0AB@>5=	 G i    h a   g r i l l e t t o   [ S c o s s a ] 	 'DEA*'-  [   'DG2  ]   EH,H/	 J    t e m   a c c i o n a d o r   [ A g i t a r ] 	 [ S a l l a ]   t e t i i   z a t e n   v a r   	    c  [ L u n g   l a y ] p h n   n g 	 T e l a h   m e m i l i k i   p e m i c u   [ G o y a n g ] 	 T e l a h   a d a   p e n c e t u s   [ G o n c a n g ] 	  [ 6	G		]   	M	0	?		0	  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 M  r   r e n d e l k e z i k   [ R  z  s ]   r a v a s s z a l 	 	 	 	 H e e f t   a l   t r e k k e r   [ S c h u d d e n ] 	 	 	 A ci   a c t i v a t   d e j a   d e c l a n _a r e     [ M i x a r e ] 	 	 	       [ ] 	 	 /	>	  	'	@		  ( 6	G		)   	M	0	?		0	  	9	G	. 	 '2~J4  E'4G  [ D12'FF/G]   /'1/	 ~D  3  ?4  >  y11  	   [ ]     	 									  [ 					]   							  				 *
9
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
  9
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  ( 6
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)   
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  9
H
	 ( 7GM)   M0?M0M  *M*?G  	&?	 02648  7  [ V1@>]   B@835@><	 






  [   






  ]   





  

	   [ ]   	 I v e l e   i n e -   [ S h a k e ]   t r i g g e r 	 S e l e   i n e   [ H l u k u h l a ]   t r i g g e r 	 T a y a r i   i n a   k i f y a t u a j i   [ T i k i s a ] 	 H e t   r e e d s   [ S k u d ] - s n e l l e r 	 J a u   y r a   [ p a k r a t y m o ]   p a l e i d i k l i s 	 J a u   i r   [ S h a k e ]   t r i g e r i s 	 [ V  r i n a ]   p   s t i k   j u b a   o l e m a s 	 1dev  xvk  [ 9aapatav]   qcav	     ( )     	 D e j a   a r e   t r i g g e r   [ S c u t u r a r e ] 	 
M
0
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
0
M
  (
G
0
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M
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G
  [ 7
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
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
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]   	
#
M

M
	 *B0M,0A  [ %0?,>]   M0?0  09??	 	 								  [ 					]   							  			  					 	 	 	 	 	 	 	 J    p o s s u i   a c i o n a d o r   [ d e   s a c u d i d a ] 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D J _ N O T I F Y _ H A S _ S H A K E _ S A M E _ K E Y 	 M O T I O N 	 P O P U P 	 E r r o r   S t r i n g 	 A l r e a d y   h a s   [ S h a k e ]   t r i g g e r   w i t h   s a m e   k e y 	 ]	gT	cuv[ dCf] |v	 ]	gT	c.v[ GdCf] S	 !5#4@-#L  [ @"H2]   C8H!@5"'1A%I'	 Y a   t i e n e   u n   a c t i v a d o r   [ S a c u d i r ]   c o n   l a   m i s m a   t e c l a 	 P o s s  d e   d  j    u n   d  c l e n c h e u r   [ T r e m b l e m e n t ] 	 H a t   b e r e i t s   [ S c h  t t e l n ] - A u s l  s e r   m i t   d e r s e l b e n   T a s t e 	 "@8335@  [ #40@]   4;O  MB>9  :=>?:8  C65  =0AB@>5=	 G i    h a   g r i l l e t t o   [ S c o s s a ]   c o n   l o   s t e s s o   t a s t o 	 FA3  'DEA*'-  [   'DG2]   EH,H/	 J    t e m   a c c i o n a d o r   [ A g i t a r ]   c o m   a   m e s m a   t e c l a 	 A y n 1  t u _  i l e   [ S a l l a ]   t e t i i   z a t e n   v a r   	    c    p h n   n g   g i n g   p h  m [ l u n g   l a y ] 	 T e l a h   m e m i l i k i   p e m i c u   [ G o y a n g ]   d e n g a n   t o m b o l   y a n g   s a m a 	 T e l a h   a d a   p e n c e t u s   [ G o n c a n g ]   d e n g a n   k e k u n c i   s a m a 	 		8	@	  	A			@	  8	9	?	$	  [ 6	G		]   	M	0	?		0	  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 M  r   r e n d e l k e z i k   [ R  z  s ]   r a v a s s z a l   u g y a n a r r a   a   g o m b r a 	 	 	 	 H e e f t   a l   t r e k k e r   [ S c h u d d e n ]   m e t   d e z e l f d e   t o e t s 	 	 	 A ci   a c t i v a t   d e j a   d e c l a n _a r e   [ M i x a r e ]   c u   a c e e a _i   t a s t 	 	 	       [ ]     	 	 $	6	>		  ,		#	>		G	  ( 6	G		)   	M	0	?		0	  	'	@	*	>	8	B	(		  	9	G		 '2~J4  ('  GE'F  CDJ/  E'4G  [ D12'FF/G]   /'1/	 '3      3'*  ~D  3  4  ?  y11  	       [ ]     	 									  [ 					]   							  			  			  								  			  	 *
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	       [ ]     	 I v e l e   i n e -   [ S h a k e ]   t r i g g e r   e n e k h i   e f a n a y o 	 S e l e   i n e   [ H l u k u h l a ]   t r i g g e r   e n e q h o s h a   e l i n y e 	 T a y a r i   i n a   k i f y a t u a j i   [ T i k i s a ]   k w a   k i t u f e   k i m o j a 	 H e t   r e e d s   [ S k u d ] - s n e l l e r   m e t   d i e s e l f d e   t o e t s 	 J a u   y r a   [ p a k r a t y m o ]   p a l e i d i k l i s   s u   t u o   p a 
i u   m y g t u k u 	 J a u   i r   [ S h a k e ]   t r i g e r i s   a r   t o   p a au   t a u s t i Fu 	 [ V  r i n a ]   p   s t i k   s a m a   k l a h v i   a l l   j u b a   o l e m a s 	 1dev  xvk  [ 9aapatav]   qcav  vxuv  }ervx~	     ( )       	 D e j a   a r e   t r i g g e r   [ S c u t u r a r e ]   c u   a c e e a _i   t a s t 	 
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 
 S T R _ I D _ M O T I O N _ D J _ N O T I F Y _ H A S _ P R E S S _ S A M E _ K E Y 	 M O T I O N 	 P O P U P 	 E r r o r   S t r i n g 	 A l r e a d y   h a s   [ K e y   p r e s s ]   t r i g g e r   w i t h   s a m e   k e y 	 ]	gT	cuv[ 	cu] |v	 ]	gT	c.v[ 	c.] S	 !5#4@-#L  [ 8H!]   C8H!@5"'1A%I'	 Y a   t i e n e   u n   a c t i v a d o r   d e   [ p u l s a c i  n   d e   t e c l a ]   c o n   l a   m i s m a   t e c l a 	 P o s s  d e   d  j    u n   d  c l e n c h e u r   [ T r e m b l e m e n t ] 	 H a t   b e r e i t s   [ T a s t e n d r u c k ] - A u s l  s e r   m i t   d e r s e l b e n   T a s t e 	 "@8335@  [ 060B85]   4;O  MB>9  :=>?:8  C65  =0AB@>5=	 G i    h a   g r i l l e t t o   [ P r e m i   t a s t o ]   c o n   l o   s t e s s o   t a s t o 	 FA3  'DEA*'-  [   'DEA*'-  'D6:7  ]   EH,H/	 J    t e m   a c c i o n a d o r   [ P r e m i r   t e c l a ]   c o m   a   m e s m a   t e c l a 	 A y n 1  t u _  i l e   [ T u _a   B a s ]   t e t i i   z a t e n   v a r   	    c    p h n   n g   g i n g   p h  m [ n   p h  m ] 	 T e l a h   m e m i l i k i   p e m i c u   [ T e k a n   t o m b o l ]   d e n g a n   t o m b o l   y a n g   s a m a 	 T e l a h   a d a   p e n c e t u s   [ t e k a n a n   k e k u n c i ]   d e n g a n   k e k u n c i   s a m a 	 		8	@	  	A			@	  8	9	?	$	  [ 	@	  *	M	0	G	8	]   	M	0	?		0	  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 M  r   r e n d e l k e z i k   [ G o m b n y o m  s ]   r a v a s s z a l   u g y a n a r r a   a   g o m b r a 	 	 	 	 H e e f t   a l   t r e k k e r   [ T o e t s   i n d r u k k e n ]   m e t   d e z e l f d e   t o e t s 	 	 	 A ci   a c t i v a t   d e j a   d e c l a n _a r e   [ A p s a r e   t a s t ]   c u   a c e e a _i   t a s t 	 	 	       [     ]     	 	 $	6	>		  ,		#	>		G	  ( 	@	  *	M	0	G	8	  	M	0	?		0	  	'	@	*	>	8	B	(		  	9	G		 '2~J4  ('  GE'F  CDJ/  E'4G  [ A4'1  CDJ/]   /'1/	 '3      3'*  ~D  3  ?  ~13>  y1  1    	       [   ]     	 									  [ 		  					]   							  			  			  								  			  	 *
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	       [   ]     	 I v e l e   i n e -   [ K e y   p r e s s ]   t r i g g e r   e n e k h i   e f a n a y o 	 S e l e   i n e   [ C o f a   i q h o s h a ]   t r i g g e r   e n e q h o s h a   e l i n y e 	 T a y a r i   i n a   k i f y a t u a j i   [ k u b o n y e z a   k i t u f e ]   k w a   k i t u f e   k i m o j a 	 H e t   r e e d s   [ D r u k   t o e t s ] - s n e l l e r   m e t   d i e s e l f d e   t o e t s 	 J a u   y r a   [ m y g t u k o   p a s p a u d i m o ]   p a l e i d i k l i s   s u   t u o   p a 
i u   m y g t u k u 	 J a u   i r   [ K e y   p r e s s ]   t r i g e r i s   a r   t o   p a au   t a u s t i Fu 	 [ K l a h v i v a j u t u s e ]   p   s t i k   s a m a   k l a h v i   a l l   j u b a   o l e m a s 	 1dev  xvk  [ Mervk  }ertxtx~]   qcav  vxuv  }ervx~	     (   )       	 D e j a   a r e   t r i g g e r   [ A p s a r e   t a s t ]   c u   a c e e a _i   t a s t 	 
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 
 S T R _ I D _ M O T I O N _ D J _ N O T I F Y _ E M P T Y _ T R I G G E R 	 M O T I O N 	 P O P U P 	 E r r o r   S t r i n g 	 P l e a s e   s e t   t r i g g e r   f i r s t 	 ˊHQ-[|v	 HQnSe_	 B#1IH2#4@-#LH-	 P o r   f a v o r ,   d e f i n a   p r i m e r o   e l   a c t i v a d o r 	 V e u i l l e z   r  g l e r   l e   d  c l e n c h e u r   e n   p r e m i e r 	 B i t t e   e r s t   A u s l  s e r   e i n s t e l l e n 	 !=0G0;0  =0AB@>9B5  B@8335@	 I m p o s t a r e   p r i m a   g r i l l e t t o 	 '6(7  71JB)  'D2F'/  #HD'	 D e f i n a   p r i m e i r o   o   a c c i o n a d o r 	 L  t f e n    n c e   t e t i i   a y a r l a y 1n   	 H  y   c h n   c  i   t   m    h  n h   p h n   n g 	 T e t a p k a n   d u l u   p e m i c u 	 S i l a   s e t k a n   p e n c e t u s   d a h u l u 	 	C	*	/	>	  *	9	2	G	  	M	0	?		0	  8	G		  	0	G			 	 	 	 K  r j  k    l l  t s a   b e   a   r a v a s z t 	 	 	 	 S t e l   e e r s t   d e   t r e k k e r   i n 	 	 	 S t a b i l i ci   m a i    n t  i   m o d u l   d e   d e c l a n _a r e 	 	 	       	 	 	C	*	/	>	  *	M	0	%	.	  	M	0	?		0	  8	G		  	0	>		 D7A'  '(*/'  E'4G  1'  *9JJF  FE'JJ/	 ~D  y1  1  H  3y  ,&	         	 			  			  						  							  			  					 
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 
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 
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 
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 	 -G#M  8G?A<!?	 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   e v e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ D I C E _ C O U N T 	 M O T I O N 	 I C O N T E X T 	 D i c e   n u m b e r 	 D i c e   n u m b e r 	 P[xe	 P[pe	 +!2"@%%9@K2	 N  m e r o   d e   d a d o 	 N u m  r o   d u   d  	 W  r f e l n u m m e r 	 >;8G5AB2>  :>AB59	 N u m e r o   d a d i 	 9//  'DF1/	 N  m e r o   d o   d a d o 	 Z a r   s a y 1s 1  	 S   s  c   x c 	 A n g k a   d a d u 	 N o m b o r   d a d u 	 *	>	8	>	  (		,	0		 	 	 	 D o b  k o c k  k   s z  m a 	 	 	 	 D o b b e l s t e e n n u m m e r 	 	 	 N u m r   z a r 	 	 	   	 	 !	>	/	8	  (	.	M	,	0		 4E'1G  *'3	 '&3  FE(1	   	 					  						 *
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	   	 I n a m b a   y e d a y i s i 	 I n o m b o l o   y e d a y i s i 	 N a m b a r i   y a   d a d u 	 D o b b e l s t e e n n o m m e r 	 K a u l i u k o   n u m e r i s 	 M e t a m   k a u l i Fa   c i p a r s 	 T  r i n g u   n u m b e r 	 6a|k  ik~h	   	 N u m r   z a r 	 !
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	 !>8  (.M,0	 	 				  						 	 	 	 	 	 	 	 N  m e r o   d o   d a d o 	 	 	 	 	 	 	 	 D a d o a r e n   z e n b a k i a 	 N u m e r o   n g   d i c e 	 N  m e r o   d o   d a d o 	 N m b a   d a i s i 	 U i m h i r   a n   d  s l e 
 
 S T R _ I D _ M O T I O N _ D I C E _ S H O W _ E V E N T 	 M O T I O N 	 I C O N T E X T 	 S h o w   e v e n t s 	 S h o w   e v e n t 	 o:yNN	 >f:yNN	 A*@+82#L	 M o s t r a r   e v e n t o 	 A f f i c h e r   l   v  n e m e n t 	 E r e i g n i s   a n z e i g e n 	 >:070BL  A>1KB85	 M o s t r a   e v e n t o 	 916  'D-/+	 M o s t r a r   e v e n t o 	 O l a y 1  g  s t e r 	 H i n   t h   s   k i n 	 T a m p i l k a n   a k t i v i t a s 	 T u n j u k k a n   p e r i s t i w a 	 	5	G			  &	?		>				 	 	 	 A z   e s e m  n y   m e g j e l e n  t  s e 	 	 	 	 G e b e u r t e n i s   t o n e n 	 	 	 A r a t   a r u n c a r e 	 	 	   	 	 	5	G			  &	>		5	>		 F4'F  /'/F  1HJ/'/	 'HFy  /'&	   	 				  							 6
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	 5FM  *M0&0M6?A.A	 >:070B8  ?>4VN	 





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	   	 K h o m b i s a   i s i g a m e k o 	 U m s i t h o   w o m b o n i s o 	 O n y e s h a   t u k i o 	 W y s   g e l e e n t h e i d 	 R o d y t i   r u n g t /	 P a r d +t   n o t i k u m u 	 K u v a   s  n d m u s 	 Qxadel  kadaqxiuxvh	   	 A f i _a r e   e v e n i m e n t 	 
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	 -G#M  &G>(M$A	 	 						  									 	 	 	 	 	 	 	 M o s t r a r   e v e n t o 	 	 	 	 	 	 	 	 G e r t a k a r i a   i k u s i 	 I p a k i t a   a n g   k a g a n a p a n 	 M o s t r a r   e v e n t o 	 G o s i   i v e n t 	 T a i s p e  i n   i m e a c h t 
 
 S T R _ I D _ M O T I O N _ D I C E _ O P T I O N _ A D D 	 M O T I O N 	 T I T L E ,   I C O N T E X T 	 A d d   e v e n t 	 A d d   e v e n t 	 ReQNN	 mRNN	 @4H!@+82#L	 A g r e g a r   e v e n t o 	 A j o u t e r   u n    v  n e m e n t 	 E r e i g n i s   h i n z u f  g e n 	 >1028BL  A>1KB85	 A g g i u n g i   e v e n t o 	 '6'A)  'D'-/'+	 A d i c i o n a r   e v e n t o 	 O l a y   e k l e 	 T h  m   s   k i n   	 T a m b a h k a n   a k t i v i t a s 	 T a m b a h   p e r i s t i w a 	 	5	G			  	K	\	G			 	 	 	 E s e m  n y   h o z z  a d  s a 	 	 	 	 G e b e u r t e n i s   t o e v o e g e n 	 	 	 A d u g a ci   a r u n c a r e 	 	 	   	 	 	5	G			  	K	!		 'A2H/F  1H/'/	 'HFy  ('&	   	 				  					  					 
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  




	   	 E n g e z a   i s i g a m e k o 	 Y o n g e z a   u m s i t h o 	 O n g e z a   t u k i o 	 V o e g   g e l e e n t h e i d   b y 	 P r i d t i   r u n g t /	 P i e l i k t   n o t i k u m u 	 L i s a   s  n d m u s 	 1~elavel  kadaqxiuxv	   	 A d u g a r e   e v e n i m e n t 	 
5
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	 -G#M  /K!(M$A	 	 						  			  				 	 	 	 	 	 	 	 A d i c i o n a r   e v e n t o 	 	 	 	 	 	 	 	 G e r t a k a r i a   g e h i t u 	 M a g d a g d a g   n g   k a g a n a p a n 	 E n g a d i r   e v e n t o 	 G b a k w n y e   i v e n t 	 C u i r   i m e a c h t   l e i s 
 
 S T R _ I D _ M O T I O N _ D I C E _ O P T I O N _ R E M O V E 	 M O T I O N 	 I C O N T E X T 	 D e l e t e   e v e n t 	 D e l e t e   e v e n t 	 *RdNN	  RdNN	 %@+82#L	 E l i m i n a r   e v e n t o 	 S u p p r i m e r   l '  v  n e m e n t 	 E r e i g n i s   l  s c h e n 	 #40;8BL  A>1KB85	 R i m u o v i   e v e n t o 	 -0A  'D-/+	 E l i m i n a r   e v e n t o 	 E t k i n l i i   s i l 	 X  a   s   k i n 	 H a p u s   a k t i v i t a s 	 P a d a m   p e r i s t i w a 	 	5	G			  9		>				 	 	 	 E s e m  n y   t  r l  s e 	 	 	 	 G e b e u r t e n i s   v e r w i j d e r e n 	 	 	 ^t e r g e ci   a r u n c a r e 	 	 	   	 	 	5	G			  *	A	8	B	(	  	>		>		 -0A  1H/'/	 'HFy  y'&	   	 				  				  						 
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

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	 5FM  $@8G/A.A	 840;8B8  ?>4VN	 







  


  


	   	 K h i p h a   i s i g a m e k o 	 S u s a   u m s i t h o 	 O n d o a   t u k i o 	 S k r a p   g e l e e n t h e i d 	 P a aa l i n t i   r u n g t /	 A t Fe m t   n o t i k u m u 	 E e m a l d a   s  n d m u s 	 @e|avel  kadaqxiuxv	   	 E l i m i n a r e   e v e n i m e n t 	 
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 
 S T R _ I D _ M O T I O N _ D I C E _ E V E N T _ E D I T 	 M O T I O N 	 T I T L E ,   I C O N T E X T 	 E d i t   e v e n t 	 E d i t   e v e n t 	 }/NN	 NN	 AID@+82#L	 E d i t a r   e v e n t o 	 E d i t e r   u n    v  n e m e n t 	 E r e i g n i s   b e a r b e i t e n 	 7<5=8BL  A>1KB85	 M o d i f i c a   e v e n t o 	 *9/JD  'D'-/'+	 E d i t a r   e v e n t o 	 O l a y 1  d  z e n l e   	 B i  n   s o n   s   k i n 	 E d i t   a k t i v i t a s 	 E d i t   p e r i s t i w a 	 	5	G			  8	.	M	*	>	&	?	$	  	0	G			 	 	 	 A z   e s e m  n y   s z e r k e s z t  s e 	 	 	 	 G e b e u r t e n i s   b e w e r k e n 	 	 	 E d i t a ci   a r u n c a r e 	 	 	   	 	 	!	?		  	5	G				 H1'4  1H/'/	 'HFy  'y  ,&	   	 				  							  				 
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  





  


	     	 H l e l a   i s i g a m e k o 	 L u n g i s a   u m s i t h o 	 H a r i r i   t u k i o 	 W y s i g   g e l e e n t h e i d 	 R e d a g u o t i   r u n g t /	 R e d i #t   n o t i k u m u 	 R e d i g e e r i   s  n d m u s t 	 =tbacel  kadaqxiuxvh	     	 E d i t a r e   e v e n i m e n t 	 
5
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 
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o   n u m e r i s 	 S a l g o t   n u m u r u 	 V a s t e n d a   n u m b e r 	 @atazaa}mavevel  patah	   	 P o t r i v i r e   n u m r 	 (
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	 *>   8.M*>&	 	 			  								 	 	 	 	 	 	 	 E d i t o r   d e   t e x t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ E V E N T _ P L A Y _ V I D E O 	 M O T I O N 	 T I T L E ,   I C O N T E X T 	 P l a y   v i d e o 	 P l a y   v i d e o 	 d>eq_Gr	 d>eƉ	 @%H'45B-	 R e p r o d u c i r   v  d e o 	 J o u e r   l a   v i d  o 	 V i d e o   w i e d e r g e b e n 	 >A?@>872545=85  2845>	 R i p r o d u c i   v i d e o 	 *4:JD  'DAJ/JH	 R e p r o d u z i r   v  d e o 	 V i d e o y u   o y n a t   	 P h  t   V i d e o 	 P u t a r   v i d e o 	 M a i n k a n   v i d e o 	 5	@	!	?	/	K	  	>	2	B	  	0	G			 	 	 	 V i d e    l e j  t s z  s a 	 	 	 	 V i d e o   a f s p e l e n 	 	 	 R e d a r e   f i _i e r   v i d e o 	 	 	   	 	 *	M	2	G	  5	M	9	?	!	?	/	K		 ~.4  AJDE	 HH  D'&	     	 					  						 5
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	     	 D l a l a   i v i d y o 	 K h a l i s a   i v i d i y o 	 C h e z a   v i d e o 	 S p e e l   v i d e o 	 L e i s t i   v a i z d o   k l i p 	 P a r d +t   v i d e o 	 E s i t a   v i d e o 	 F~acaoel  ~kdex  aulh	   	 R e d a r e   v i d e o 	 *
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 
 S T R _ I D _ M O T I O N _ D I C E _ E V E N T _ P L A Y _ A U D I O 	 M O T I O N 	 I C O N T E X T 	 P l a y   a u d i o 	 P l a y   s o u n d 	 d>er	 d>eX	 @%H@*5"	 R e p r o d u c i r   a u d i o 	 J o u e r   l ' a u d i o 	 A u d i o   w i e d e r g e b e n 	 >A?@>872545=85  72C:0	 R i p r o d u c i   a u d i o 	 *4:JD  'D5H*	 R e p r o d u z i r    u d i o 	 S e s i   o y n a t   	 P h  t    m   t h a n h 	 P u t a r   s u a r a 	 M a i n k a n   a u d i o 	 	!	?	/	K	  	>	2	B	  	0	G			 	 	 	 H a n g   l e j  t s z  s a 	 	 	 	 A u d i o   a f s p e l e n 	 	 	 R e d a r e   f i _i e r   a u d i o 	 	 	   	 	 	!	?	/	K	  	>	2	B	  	0	>		 ~.4  5/'	 "H  D'&	     	 				  						 
	
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 
 S T R _ I D _ M O T I O N _ D I C E _ E V E N T _ V I E W _ I M A G E 	 M O T I O N 	 T I T L E ,   I C O N T E X T 	 V i e w   i m a g e 	 V i e w   p i c t u r e 	 jWGr	 gwVGr	 A* 2	 V e r   i m a g e n 	 V i s u a l i s e r   l ' i m a g e 	 B i l d   a n z e i g e n 	 @>A<>B@  87>1@065=8O	 V i s u a l i z z a   i m m a g i n e 	 916  'D5H1)	 V e r   i m a g e m 	 R e s m i   g  r  n t  l e 	 X e m   n h 	 L i h a t   g a m b a r 	 L i h a t   p e r i s t i w a 	 	?	$	M	0	  &	G		G			 	 	 	 K  p   m e g t e k i n t  s e 	 	 	 	 F o t o   b e k i j k e n 	 	 	 V i z u a l i z a r e   i m a g i n e 	 	 	   	 	 5	M	9	M	/	B	  	.	G			 E4'G/G  *5H1	 'E,  /	   	 			  						 *
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 
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 
 S T R _ I D _ M O T I O N _ D I C E _ E V E N T _ R E M O V E D 	 M O T I O N 	 P O P U P 	 E v e n t   d e l e t e d 	 E v e n t   d e l e t e d 	 NN]*Rd	 NN] Rd	 @+82#L%A%I'	 E v e n t o   e l i m i n a d o 	 E v  n e m e n t   s u p p r i m  	 E r e i g n i s   g e l  s c h t 	 !>1KB85  C40;5=>	 E v e n t o   r i m o s s o 	 *E  -0A  'D-/+	 E v e n t o   e l i m i n a d o 	 E t k i n l i k   s i l i n d i 	    x  a   s   k i n 	 A k t i v i t a s   t e r h a p u s 	 P e r i s t i w a   d i p a d a m 	 	5	G			  9		>	/	>	  	/	>		 	 	 	 E s e m  n y   t  r  l v e 	 	 	 	 G e b e u r t e n i s   v e r w i j d e r d 	 	 	 A r u n c a r e   _t e a r s 	 	 	   	 	 	5	G			  	>	"	2	G		 1H/'/  -0A  1//	 'HFy  y'/'  '	     	 				  				  				  						 
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 
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IDI	 N  m e r o   v  l i d o 	 N u m  r o   v a l i d e 	 G  l t i g e   N u m m e r 	 @028;L=K9  =><5@	 N u m e r o   v a l i d o 	 1BE  'D5-J-	 N  m e r o   v  l i d o 	 G e  e r l i   n u m a r a   	 S   c    h i u   l c 	 A n g k a   y a n g   v a l i d 	 N o m b o r   s a h 	 5	H	'	  (		,	0		 	 	 	  r v  n y e s   s z  m 	 	 	 	 G e l d i g   n u m m e r 	 	 	 N u m r   c o r e c t 	 	 	   	 	 5	H	'	  (		,	0		 4E'1G  E9*(1  '3*	 5--  FE(1	   	 			  						 *
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	     	 I n a m b a   e s e m t h e t h w e n i 	 I n o m b o l o   e s e b e n z a y o 	 N a m b a r i   h a l a l i 	 G e l d i g e   n o m m e r 	 G a l i o j a n t i s   n u m e r i s 	 D e r +g s   n u m u r s 	 K e h t i v   n u m b e r 	 Na~e  pata	   	 N u m r   c o r e c t 	 8
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 
 S T R _ I D _ M O T I O N _ D I C E _ D U P _ N U M B E R 	 M O T I O N 	 P O P U P 	 N u m b e r   d u p l i c a t e d 	 N u m b e r   d u p l i c a t e d 	 ޞxe͑	 ppe͑
Y	 1'@%I3	 N  m e r o   d u p l i c a d o 	 N u m  r o   d u p l i q u  	 N u m m e r   d u p l i z i e r t 	 ><5@  ?>2B>@O5BAO	 N u m e r o   d u p l i c a t o 	 1BE  EF3H.	 N  m e r o   e m   d u p l i c a d o 	 N u m a r a    o a l t 1l d 1	 N h  n   b n   s 	 A n g k a   d i g a n d a k a n 	 N o m b o r   d i d u p l i k a s i k a n 	 (		,	0	  (		2	  	?	/	>	  	/	>		 	 	 	 D u p l i k  l t   s z  m 	 	 	 	 N u m m e r   g e d u p l i c e e r d 	 	 	 N u m r   d u p l i c a t 	 	 	   	 	 !	A	*	M	2	?		G		  	M	0	.	>				 4E'1G  *C1'1I  '3*	 FE(1  '  ~Dy  *'1  H'	         	 					  			  			  						 &
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 
 S T R _ I D _ M O T I O N _ D I C E _ E V E N T _ F U L L 	 M O T I O N 	 P O P U P 	 E v e n t s   f u l l 	 E v e n t s   f u l l 	 NN]n	 NN]n	 @+82#L@G!	 E v e n t o s   c o m p l e t o s 	 E v  n e m e n t s   p l e i n s 	 E r e i g n i s s e   v o l l 	 !?8A>:  A>1KB89  70?>;=5=	 E v e n t i   p i e n i 	 'D'-/'+  EED$)	 L i s t a   d e   e v e n t o s   c h e i a 	 O l a y l a r   d o l u   	 S   k i n      y 	 A k t i v i t a s   p e n u h 	 P e r i s t i w a   p e n u h 	 	5	G			  *	B	0	G	  9	A			 	 	 	 A z   e s e m  n y e k   m e g t e l t e k 	 	 	 	 G e b e u r t e n i s s e n   v o l 	 	 	 M e m o r i e   a r u n c r i   p l i n 	 	 	   	 	 	5	G			  *	B	0	M	#		 1HJ/'/G'  ~14/G  'F/	 'HFy  ~1	     	 				  						 

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	    	 I z e h l a k a l o   z i g c w e l e 	 I m i s i t h o   i g c w e l e 	 M a t u k i o   y a m e j a a 	 G e l e e n t h e d e   v o l 	 R u n g t y s   u ~p i l d y t o s 	 N o t i k u m i   a i z p i l d +t i 	 S  n d m u s e d   t  i s 	 ;adaqxiuxvvek  avoh  lkv  g	   	 E v e n i m e n t e   p l i n 	 
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 
 S T R _ I D _ M O T I O N _ D I C E _ 1 	 M O T I O N 	 C 0 5 7 _ 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 	 	 	 1 	 	 	 	 1 	 	 	 1 	 	 	 1 	 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 	 	 	 	 	 	 	 	 	 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ 2 	 M O T I O N 	 C 0 5 7 _ 1 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 	 	 	 2 	 	 	 	 2 	 	 	 2 	 	 	 2 	 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 	 	 	 	 	 	 	 	 	 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ 3 	 M O T I O N 	 C 0 5 7 _ 1 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 	 	 	 3 	 	 	 	 3 	 	 	 3 	 	 	 3 	 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 	 	 	 	 	 	 	 	 	 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ 4 	 M O T I O N 	 C 0 5 7 _ 1 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 	 	 	 4 	 	 	 	 4 	 	 	 4 	 	 	 4 	 	 4 	 4 	 4 	 4 	 8 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 4 	 	 	 	 	 	 	 	 	 	 4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ 5 	 M O T I O N 	 C 0 5 7 _ 1 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 	 	 	 5 	 	 	 	 5 	 	 	 5 	 	 	 5 	 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 5 	 	 	 	 	 	 	 	 	 	 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A V A T A R _ A P P _ N A M E 	 A V A T A R 	 T I T L E ,   I C O N T E X T 	 A p p l i c a t i o n   n a m e :   3 D   A v a t a r 	 3 D   A v a t a r 	 3 D [dN	 3 D ZbN	 3 D   A v a t a r 	 A v a t a r   3 D 	 A v a t a r   3 D 	 3 D - A v a t a r 	 3 D - 020B0@	 A v a t a r   3 D 	 3 D E2JA	 A v a t a r   3 D 	 3 D   A v a t a r 	 3 D   n g i   g i   n h 	 A v a t a r   3 D 	 A v a t a r   3 D 	  3 !	@	  	5	$	>	0		 	 	 	 3 D   A v a t a r 	 	 	 	 3 D   a v a t a r a 	 	 	 A v a t a r   3 D 	 	 	     	 	 3 !	@	  	5	$	>	0		 "H'*'1  3G  (9/I	 D 'H*'13 	 3 D   	 			  						 3   !
@
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	 3 !?  5$>0M	 3 D   20B0@	 3 D   




	 3   	 I - 3 D   A v a t a r 	 3 D   A v a t a r 	 U h u i s h a j i   w a   3 D 	 3 D   S k y n b e e l d 	 T r i m a t i s   a v a t a r a s 	 3 D   A v a t a r s 	 3 D   A v a t a r 	 3 D   A v a t a r 	 -   	 A v a t a r   3 D 	 3 D   
5
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	 3 D   ,$>0	 	 3 D   						 	 	 	 	 	 	 	 A v a t a r   3 D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A V A T A R _ O P T I O N _ M E N U _ N E W 	 A V A T A R 	 I C O N T E X T 	 C r e a t e   a   n e w   a v a t a r 	 N e w 	 eX	 e^	 C+!H	 N u e v o 	 N o u v e a u 	 N e u 	 !>740BL	 N u o v o 	 ,/J/	 N o v o 	 Y e n i 	 M i 	 B a r u 	 B a r u 	 (	/	>		 	 	 	  j 	 	 	 	 N i e u w 	 	 	 N o u 	 	 	 	 	 (	5	>		 ,/J/	 F'	 	 					 (
5
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	 	 O k u s h a 	 E n t s h a 	 M p y a 	 N u u t 	 N a u j a s 	 J a u n s 	 U u s 	 Fx	 	 N o u 	 *
A
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 
 S T R _ I D _ A V A T A R _ E M P T Y _ A V A T A R _ N A M E 	 A V A T A R 	 P O P U P 	 N o t i f y   u s e r   t h a t   t h e   a v a t a r ' s   n a m e   i s   e m p t y   s t r i n g 	 E m p t y   n a m e 	 zz}v
T1z	 zz}v
Ty	 I-'2!'H2	 N o m b r e   v a c  o 	 N o m   v i d e 	 L e e r e r   N a m e 	 CAB0O  AB@>:0	 S t r i n g a   V u o t a 	 'D*3D3D  .'DJ	 N o m e   v a z i o 	 K a y d e t m e d e n    1k ? 	 N i   d u n g   t r n g 	 E m p t y   S t r i n g ! 	 R e n t e t a n   k o s o n g 	 0	?		M	$	  8	M		M	0	?				 T o m   S t r e n g ! 	 P r  z d n    v l  k n o ! 	 S k a s u j   c i g   z n a k  w ! 	  r e s   n  v 	 T y h j    m e r k k i j o n o ! 	 T o m   s t r e n g ! 	 P r  z d n e   v l  k n o ! 	 L e g e   n a a m 	 T o m t !   	 N i z   j e   p r a z a n ! 	 ^i r   g o l 	 I z p r a z n i   V r v i c o ! 	   	   	 E m p t y   S t r i n g ! 	 0	?		>	.	@	  8	M		M	0	?				 F'E  .'DI  '3*	 .'D  '3y1F	   ! 	 			  			  	 
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	 >3@  8MM0?M	 >@>6=V9  @O4>:! 	 







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	       	 Q R   c o d e   r e a d e r 	 Q R   c o d e   r e a d e r 	 Q R   c o d e   r e a d e r 	 Q R - k o d e   l e s e r 	 Q R   c o d e   r e a d e r 	 Q R   c o d e   r e a d e r 	 Q R   c o d e   r e a d e r 	 Q R   c o d e   r e a d e r 	 Q R   c o d e   r e a d e r 	 Q R   c o d e   r e a d e r 	 	 	 	 Q R   			  						 	 	 	 	 	 	 	 L e i t o r   d e   c  d i g o   d e   r e s p o s t a   r  p i d a 	 	 	 	 	 	 	 	 Q R   k o d e - i r a k u r l e a 	 Q R   p a m b a s a   n g   c o d e 	 L e c t o r   d e   c  d i g o   Q R 	 g   k o o d u   Q R 	 L  i t h e o i r   c  d   Q R 
 
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\&q!j_	 [&q!j_	 B+!B1*	 M o d o   d e   e n f o q u e 	 M o d e   d e   m i s e   a u   p o i n t 	 F o k u s m o d u s 	  568<  D>:CA8@>2:8	 M o d a l i t    f u o c o 	 4CD  'D*1CJ2	 M o d o   d e   f o c a g e m 	 O d a k l a n m a   m o d u   	 M    h  n h   i   t i  u   c 	 M o d e   f o k u s 	 M o d   f o k u s 	 +	K		8	  .	K	!		 	 	 	 F  k u s z   m  d 	 	 	 	 F o c u s m o d u s 	 	 	 M o d   f o c a l i z a r e 	 	 	   	 	 +	K		8	  .	K	!		 -'D*  AHCH3	 AH3  EH	   	 					  				 +
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	 L E D   9>2>	 	 L E D   												 	 	 	 	 	 	 	 D e s t a q u e   d e   L E D 	 	 	 	 	 	 	 	 L E D   a r g i a 	 L E D   n a   h i g h l i g h t 	 R e a l c e   L E D 	 L E D   h a i l a i t 	 A i b h s i    L E D 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 e x p o s a l   v a l u e 	 E V 	 fIQ܈Q	 fIQeP	 E V 	 E V 	 E V 	 E V 	 -:A?>:>@@5:F8O	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 	5	@		 	 	 	 E V 	 	 	 	 B e l i c h t i n g s w a a r d e 	 	 	 V a l o a r e   e x p u n e r e   ( E V ) 	 	 	 E V 	 	 	5	@		 E V 	 '  H	   	 				 
5
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	 5?	 E V 	 E V 	 	 I - E V 	 I - E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 	 E V 	 	 	 	 	 	 	 	 E V 	 	 	 	 	 	 	 	 E V 	 E V 	 E V 	 E v 	 E V 
 
 S T R _ I D _ B A R C O D E R E A D E R _ B A N D I N G 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 a v o i d   b a n d i n g 	 A n t i - f l i c k e r 	 MQ
r	 MQp	 I-12#0#4	 A n t i - p a r p a d e o 	 A n t i - s c i n t i l l e m e n t 	 A n t i - F l a c k e r n 	 >;>AK	 A n t i - s f a r f a l l i o 	 -'D)	 A n t i - c i n t i l a   o 	 T i t r e _i m   E n g e l l e y i c i 	 D i   t n 	 A n t i k e d i p 	 A n t i k e r l i p 	 			@	  +	M	2	?		0		 	 	 	 V i l l  d z  s g  t l  	 	 	 	 A n t i f l i k k e r 	 	 	 A n t i i n t e r f e r e n c	 	 	   	 	 ,	G	(	M	!	?				 6/3H3H2/F	 (FF	 	 					  								 ,
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	 ,M/>!?M	 V0?07>=	 




  

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  

	 	 K u y a g o t s h w a 	 I - b a n d i n g 	 B e n d i 	 T e e n f l i k k e r 	 J u o s t o s 	 B a n d i n g 	 S a g e d u s a l a 	 Gea~xxt	 	 B a n d 	 ,
>
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	 ,#M!?	 	 									 	 	 	 	 	 	 	 A n t i c i n t i l a   o 	 	 	 	 	 	 	 	 D i r d i r   a u r k a k o a 	 A n t i - f l i c k e r 	 A n t i - p e s t a n e x o 	 A n t i - f l i k a 	 F r i t h - c h a o c h a  l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ B A N D I N G _ 5 0 H Z 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ I n l i n e - B a n d i n g   5 0 H z ] ,   n e e d ' t   t o   t r a n s l a t e 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 ? F	 5 0   H z 	 5 0 H z 	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	  5 0 9	0	M				 	 	 	 5 0   H z 	 	 	 	 5 0 H z 	 	 	 5 0   H z 	 	 	 5 0 H z 	 	 5 0 H z 	 5 0   G1*2	 5 0 H z 	 5 0 H z 	 		H z 	 5 0 H z 	 5 0 H z 	 5 0 F	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 	 	 	 5 0 H z 	 	 	 	 	 	 	 	 5 0 H z 	 	 	 	 	 	 	 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 
 
 S T R _ I D _ B A R C O D E R E A D E R _ B A N D I N G _ 6 0 H Z 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ I n l i n e - B a n d i n g   6 0 H z ] ,   n e e d ' t   t o   t r a n s l a t e 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 ? F	 6 0   H z 	 6 0 H z 	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	  6 0 9	0	M				 	 	 	 6 0   H z 	 	 	 	 6 0 H z 	 	 	 6 0   H z 	 	 	 6 0 H z 	 	 6 0 H z 	 6 0 G1*2	 6 0 H z 	 6 0 H z 	 		H z 	 6 0 H z 	 6 0 H z 	 6 0 F	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 	 	 	 6 0 H z 	 	 	 	 	 	 	 	 6 0 H z 
 
 S T R _ I D _ B A R C O D E R E A D E R _ S E T T I N G 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ M e n u - S e t t i n g ] 	 S e t t i n g s 	 v_j-[	 v:g[	 2#1IH2	 C o n f i g u r a c i  n 	 R  g l a g e s 	 E i n s t e l l u n g e n 	 0AB@>9:8	 I m p o s t a z i o n i 	 6(7  C'EJ1'	 D e f i n i   e s 	 A y a r l a r 	 C  i   t   m  y   n h 	 P e n g a t u r a n 	 S e t i n g 	 8	G		?		M	8		 	 	 	 B e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n 	 	 	 S e t r i 	 	 	 	 	 	 *F8JEG'	 	 	 								 8
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	 	 	 







	  	 A m a s e t h i n g i 	 U s e t o 	 M i p a n g i l i o 	 I n s t e l l i n g s 	 N u o s t a t o s 	 I e s t a t +j u m i 	 S e a d e d 	 ?auavve	   	 S e t r i 	 
M
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 	 8G?A!?	 	 							 	 	 	 	 	 	 	 C o n f i g u r a   e s 
 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ N O _ M E M O R Y _ C A R D 	 B A R C O D E R E A D E R 	 P O P U P 	 S t o r a g e   n o t   r e a d y 	 S t o r a g e   n o t   r e a d y 	 2QX[zz*g1\}	 X[Pzz*g1\~	 5H@GD!H#I-!	 A l m a c e n a m i e n t o   n o   p r e p a r a d o 	 S t o c k a g e   p a s   p r  t . 	 S p e i c h e r m e d i u m   n i c h t   b e r e i t 	 0<OBL  =5  3>B>20	 A r c h i v i a z i o n e   n o n   p r o n t a 	 0'C1)  'D(7'B)  :J1  C'AJ)	 O   a r m a z e n a m e n t o   n  o   e s t    p r o n t o 	 D e p o l a m a   h a z 1r   d e i l   	 T h   n h   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 S t o r a n   t i d a k   t e r s e d i a 	 	K		  8	M	.	C	$	?	  	>	0	M	!	  (	9	@			 	 	 	 A   h  t t  r t  r   n i n c s   k  s z 	 	 	 	 O p s l a g   n i e t   g e r e e d 	 	 	 M e m o r i a   d e   s t o c a r e   n u   e s t e   p r e g t i t 	 	 	       	 	 8	M		K	0	G		  $	H	/	>	0	  (	>	9	@		 -'A8G  "E'/G  FJ3*	 E-AH8  1F    ,  *'1  F	     	 									  					  				  				 .
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
	 8MJ0GM  8?&M'>  2G&A	 5<0T  :0@B8  ?0<' OBV	 










  




  


	   	 I s i l o n d i   a s i k a l u n g i 	 I n d a w o   y o k u g c i n a   a y i k a l u n g i 	 H i f a d h i   h a i k o   t a y a r i 	 B e r g p l e k   n i e   g e r e e d   n i e 	 A t m i n t i n   n e p a r e n g t a 	 K r t u v e   n a v   g a t a v a 	 M  l u   p o l e   v a l m i s 	 @kwxrxiuav  }ah  zaa}  yg	         	 L o c a ci a   d e   m e m o r a r e   n u   e s t e   p r e g t i t 	 8
M
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	 7MK0G  *M08M$A$  (A9G	 	 							  				  				 	 	 	 	 	 	 	 A r m a z e n a m e n t o   n  o   e s t    p r o n t o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ C A P T U R E _ A N D _ D E C O D E 	 B A R C O D E R E A D E R 	 B A R C O D E _ H I N T 	 [ N o t i f y - D e c o d i n g ] 	 D e c o d i n g 	 ㉼x-N	 ck(Wx	 3%1-#+1*	 D e c o d i f i c a n d o 	 D  c o d a g e 	 E n t s c h l  s s e l u n g 	 5:>48@>20=85	 D e c o d i f i c a   i n   c o r s o 	 ,'1M  AC  'DCH/	 D e s c o d i f i c a   o 	 ^i f r e y i     z  y o r 	 a n g   g i i   m  	 M e n d e k o d e 	 M e n y a h k o d 	 !	@		K	!	  	?	/	>	  	>	  0	9	>	  9	H	. . .  	 	 	 	 V i s s z a f e j t  s 	 	 	 	 B e z i g   m e t   d e c o d e r e n 	 	 	 D e c o d a r e 	 	 	 	 	 !	@		K	!	?			. . 	 /1  -'D  1E24'	 HF. . . 	     . . . 	 					  				  	 !
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. . . 	 !?K!?M	 5H8D@C20==O. . . 	 







	   	 K u h u m u s h w a   i k h o d i 	 I g u q u l a   i b e y i k h o w u d i 	 I n a s i m b u a 	 D e k o d e e r   t a n s 	 I ak o d u o j a m a 	 D e k o d 	 D e k o d e e r i m i n e 	 Nenavxt	 	 D e c o d a r e 	 !
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	 !?K!?M	 	 			' 				 	 	 	 	 	 	 	 D e c o d i f i c a   o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ S E N D _ T O 	 B A R C O D E R E A D E R 	 U N L I M 	 [ N o t i f y - S E N D   T O ] 	 S e n d   t o : 	 P0R	 S0R	 *HD5H: 	 E n v i a r   a : 	 E n v o y e r      : 	 S e n d e n   a n : 	 B?@028BL: 	 I n v i a   a : 	 '13'D  'DJ: 	 E n v i a r   p a r a : 	 K i m e :   	 G i   n : 	 K i r i m   k e : 	 H a n t a r   k e p a d a : 	 	K	  -	G		G		:  	 	 	 	 K  l d  s   i d e : 	 	 	 	 V e r z e n d e n   n a a r : 	 	 	 E x p e d i e r e   c t r e : 	 	 	   : 	 	 *	>	 	5	>		 A13*'/F  (G: 	 '13'D  (./E*: 	 	 							 -
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 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ C O N T E N T 	 B A R C O D E R E A D E R 	 U N L I M 	 [ N o t i f y - C O N T E N T ] 	 C o n t e n t : 	 gQ[	 Q[	 @7I-+2: 	  n d i c e : 	 C o n t e n u   : 	 I n h a l t : 	 !>45@68<>5: 	 C o n t e n u t o : 	 'DE-*HJ  : 	 C o n t e  d o : 	 0 e r i k :   	 N i   d u n g : 	 K o n t e n : 	 K a n d u n g a n : 	 5	?	7	/	- 5	8	M	$	A	:  	 	 	 	 T a r t a l o m : 	 	 	 	 I n h o u d : 	 	 	 C o n ci n u t : 	 	 	 : 	 	 5	?	7	/	  	 E-*H': 	 E4*ED'*: 	 : 	 									: 	 .

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 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ W R O N G _ S E R I E S 	 B A R C O D E R E A D E R 	 P O P U P 	 [ H e l p - W r o n g   S e r i e s ] 	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 /vhx|R	 vagx|R	 %312#LB4%2	 S e r i e   i n c o r r e c t a   d e   c  d i g o   d e   b a r r a s , 	 S  r i e   d e   c o d e      b a r r e s   i n c o r r e c t e ,   	 F a l s c h e   B a r c o d e s e r i e n ,   	 525@=0O  ?>A;54>20B5;L=>ABL  HB@8E- :>4>2,   	 S e r i e   e r r a t a   d i   c o d i c i   a   b a r r e , 	 .7#  AJ  'D*4AJ1, 	 S  r i e   d e   c  d i g o   d e   b a r r a s   e r r a d a , 	 Y a n l 1_  b a r k o d   s e r i s i 	 D  y   b i  n   m    l i , 	 R a n g k a i a n   k o d e   b a r i s   y a n g   s a l a h , 	 S i r i   k o d   b a r   s a l a h , 	 ,	>	0		K	!	  	@	  	2	$	  6	M	0	C			2	>		 	 	 	 H e l y t e l e n   v o n a l k  d   s o r o z a t , 	 	 	 	 V e r k e e r d e   s e r i e   v a n   s t r e e p j e s c o d e 	 	 	 S e r i e   c o d u r i   d e   b a r e   g r e _i t , 	 	 	     ,     	 	 	A		@		>	  ,	>	0		K	!	  8	@	0	?	/	8	  	0	>		 14*G  G'I  1E2JFG  F'/13*  G3*F/  	 ('1  H    :D7  3D3D	     ( )   	 								  					  			, 	 ,
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	      ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 V e r k e e r d e   s t r e p i e s k o d e - r e e k s , 	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 W r o n g   s e r i e s   o f   b a r c o d e ,   	 	 	 	 							  			  							 	 	 	 	 	 	 	 S  r i e   e r r a d a   d e   c  d i g o   d e   b a r r a s , 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ D U P L I C A T E D _ C O D E 	 B A R C O D E R E A D E R 	 P O P U P 	 [ H e l p - D u p l i c a t e d   C o d e ] 	 D u p l i c a t e d   c o d e ,   	 ͑vhx	 ͑
Yvagx	 2#LBI3I-	 C  d i g o   d u p l i c a d o , 	 C o d e   d u p l i q u  ,   	 D u p l i z i e r t e r   C o d e ,   	 >4  ?>2B>@O5BAO,   	 C o d i c e   d o p p i o 	 4A1)  EF3H.), 	 C  d i g o   e m   d u p l i c a d o , 	  o a l t 1l m 1_  k o d ,   	 N h  n   b n   m  , 	 K o d e   y a n g   d i g a n d a k a n , 	 K o d   d i d u p l i k a s i k a n , 	 (		2	  	?	/	>	  	/	>	  	K	!	,  	 	 	 	 D u p l i k  l t   k  d , 	 	 	 	 G e d u p l i c e e r d e   c o d e 	 	 	 C o d   d u p l i c a t , 	 	 	   ,     	 	 !	A	*	M	2	?		G		  	K	!		 1E2  *C1'1I  '3*  	 ~Dy  H	   	 										  			, 	 9
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, 	     ,   	 D u p l i c a t e d   c o d e ,   	 D u p l i c a t e d   c o d e ,   	 D u p l i c a t e d   c o d e ,   	 G e d u p l i s e e r d e   k o d e ,   	 D u p l i c a t e d   c o d e ,   	 D u p l i c a t e d   c o d e ,   	 D u p l i c a t e d   c o d e ,   	 D u p l i c a t e d   c o d e ,   	 D u p l i c a t e d   c o d e ,   	 D u p l i c a t e d   c o d e ,   	 	 	 	 								  			  				 	 	 	 	 	 	 	 C  d i g o   d u p l i c a d o ,   
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ D E C O D E _ N E X T 	 B A R C O D E R E A D E R 	 P O P U P C O N F I R M 	 [ H e l p   -   D e c o d e   n e x t   o n e ] 	 D e c o d e   n e x t   b a r c o d e ? 	 N NPhx	 N N*Nagx	 -#+1*2#LBI1D? 	  D e c o d i f i c a r   c  d i g o   d e   b a r r a s   s i g u i e n t e ? 	 D  c o d e r   l e   c o d e      b a r r e s   s u i v a n t s  ? 	 N  c h s t e n   B a r c o d e   e n t s c h l  s s e l n ? 	  0AH8D@>20BL  4@C3>9  :>4? 	 D e c o d i f i c a r e   c o d i c e   a   b a r r e   s u c c e s s i v o ? 	 AC  'D*4AJ1  'D*'DJ  	 D e s c o d i f i c a r   c  d i g o   d e   b a r r a s   s e g u i n t e ? 	 B i r   s o n r a k i   b a r k o d u n   _i f r e s i     z  l s  n   m  ?   	 G i i   m    t i p   t h e o ? 	 D e k o d e k a n   k o d e   b a r i s   b e r i k u t n y a ? 	 N y a h k o d   k o d   b a r   s e t e r u s n y a ? 	 		2	>	  ,	>	0		K	!	  !	@		K	!	  	0	G		?  	 	 	 	 K  v e t k e z Q  v o n a l k  d   v i s s z a f e j t  s e ? 	 	 	 	 V o l g e n d e   s t r e e p j e s c o d e   d e c o d e r e n ? 	 	 	 D e c o d a ci   u r m t o r u l   c o d   d e   b a r e ? 	 	 	       ? 	 	 *	A	!	@	2	  ,	>	0		K	!	  !	@		K	!	  	0	>	/		>	? 	 1E2JFG  (9/I  1E24'JI  4H/	   'D  ('1H  H  H  ,&	   ( )     ? 	 							  						  					  			  			? 	 !
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 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ A P P E N D _ B A R C O D E 	 B A R C O D E R E A D E R 	 P O P U P C O N F I R M 	 [ H e l p   -   D e c o d e   n e x t   o n e ] 	 A p p e n d   s t r u c t u r e   b a r c o d e , 	 RrRxedhx	 RrRpencagx	 B#*#I2@4H!@4!2#LB	 A n e x a r   c  d i g o   d e   b a r r a s   d e   e s t r u c t u r a . 	 M o d i f i e r   l a   s t r u c t u r e   d e   c o d e      b a r r e s , 	 S t r u k t u r b a r c o d e   a n h  n g e n , 	 >1028BL  HB@8E- :>4, 	 A g g i u n g e r e   c o d i c e   a   b a r r e   d e l l a   s t r u t t u r a , 	 EA5D  'D(J'F'*  'D*4AJ1, 	 A n e x a r   c  d i g o   d e   b a r r a s   d e   e s t r u t u r a , 	 Y a p 1  b a r k o d u   e k l e ,   	 P h  n   c h i a   s   l i u   b i  n   m  , 	 T a m b a h k a n   k o d e   b a r i s   s t r u k t u r , 	 L a m p i r k a n   k o d   b a r   s t r u k t u r 	 ,	>	0		K	!	  	@	  0		(	>	  	K	\	@	  	>		,  	 	 	 	 V o n a l k  d - s z e r k e z e t   h o z z  f qz  s e , 	 	 	 	 S t r u c t u u r s t r e e p j e s c o d e   t o e v o e g e n 	 	 	 A d u g a r e   s t r u c t u r   c o d   d e   b a r e , 	 	 	     ,   	 	 8	M		M	0		M		0	  ,	>	0		K	!	  	K	!	>		 ~JH3*  FEH/F  3'.*'1  1E2JFG	   ('1H  .'  H  EF3D  ,&	     	 								  										  				  					  	 
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	 -     	 H l e l a   i - i m e y l i 	 L u n g i s a   i - i m e y l e 	 H a r i r i   B a r u a   p e p e 	 W y s i g   E - p o s 	 R e d a g u o t i   e l .   p a at 	 R e d i #t   e - p a s t u 	 R e d i g e e r i   e - k i r j a 	 =tbacel  gl.   x}k  parxdacxiuxv	     E m a i l   - 	 E d i t a r e   e m a i l 	 
.
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	 .G2  8.M*>&(  0(M$A	 	 					  								  				 	 	 	 	 	 	 	 E d i t a r   e - m a i l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ E D I T _ B Y _ S M S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   E D I T S M S ] 	 E d i t   t e x t   m e s s a g e 	 }/!|
	 wO	 AIDI-'2!1'-1)#	 E d i t a r   S M S 	 E d i t e r   S M S 	 T e x t m i t t e i l u n g   b e a r b e i t e n 	  540:B8@>20BL  S M S 	 M o d i f i c a   m e s s a g g i o   d i   t e s t o 	 *9/JD  13'D)  'DF5	 E d i t a r   m e n s a g e m   d e   t e x t o 	 S M S   d  z e n l e 	 S o n   t i n   n h n 	 E d i t   p e s a n   t e k s 	 E d i t   m e s e j   t e k s 	 *	>	 	  8		&	G	6	  8		*	>	&	?	$	  	0	G		  	 	 	 	 S z  v e g e s    z e n e t   s z e r k e s z t  s e 	 	 	 	 S M S   b e w e r k e n 	 	 	 E d i t a r e   m e s a j   t e x t 	 	 	   S M S 	 	 	8		.		8	  8		*	>	&	?	$	  	0	>		 H1'4  ~'E  E*F	   'y  ,&S M S 	 ( )   	 						  									 
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	 8M8M  !?M	  5403C20B8  S M S 	 S M S   


  





  


	       	 H l e l a   i - S M S 	 L u n g i s a   i S M S 	 H a r i r i   S M S 	 W y s i g   S M S 	 R e d a g u o t i   S M S   	 R e d i #t   S M S 	 R e d i g e e r i   S M S - i 	 =tbacel  S M S 	     S M S   - 	 E d i t a r e   S M S 	 S M S   
!
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	 S M S   8.M*>&(  0(M$A	 	 S M S   								  				 	 	 	 	 	 	 	 E d i t a r   m e n s a g e m   d e   t e x t o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ E D I T _ B Y _ M M S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   E D I T S M S ] 	 E d i t   m u l t i m e d i a   m e s s a g e 	 }/YZԚ
o`	 i_O	 AIDI-'2!!1%4!5@5"	 E d i t a r   M M S 	 E d i t e r   M M S 	 M u l t i m e d i a m i t t e i l u n g   b e a r b e i t e n 	  540:B8@>20BL  M M S 	 M o d i f i c a   m e s s a g g i o   m u l t i m e d i a l e 	 *9/JD  13'D)  'DH3'&7	 E d i t a r   m e n s a g e m   m u l t i m  d i a 	 M M S   d  z e n l e 	 S o n   M M S 	 E d i t   p e s a n   m u l t i m e d i a 	 E d i t   m e s e j   m u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6	  8		*	>	&	?	$	  	0	G		  	 	 	 	 M u l t i m  d i a    z e n e t   s z e r k e s z t  s e 	 	 	 	 M M S   b e w e r k e n 	 	 	 E d i t a r e   m e s a j   m u l t i m e d i a 	 	 	   M M S 	 	 	.		.		8	  8		*	>	&	?	$	  	0	>		 H1'4  ~'E  F/13'FG  '	   'y  ,&M M S 	   ( )   	 M M S   									 
.
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	       	 H l e l a   i - M M S 	 L u n g i s a   i M M S 	 H a r i r i   M M S 	 W y s i g   m u l t i m e d i a b o o d s k a p 	 R e d a g u o t i   M M S   	 R e d i #t   M M S 	 R e d i g e e r i   M M S - i 	 =tbacel  M M S 	     M M S   - 	 E d i t a r e   M M S 	 M M S   
!
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	 S M S   8.M*>&(  0(M$A	 	 M M S   								  				 	 	 	 	 	 	 	 E d i t a r   m e n s a g e m   m u l t i m  d i a 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O R D E R 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   O R D E R ] 	 O r d e r 	 	 -	 3*1H	 O r d e n 	 O r d r e 	 R e i h e n f o l g e 	 0:07	 O r d i n a 	 '4*1'C	 O r d e n a r 	 S i p a r i _  v e r   	 t   m u a 	 U r u t a n 	 P e s a n a n 	 	0	M	!	0		 	 	 	 S o r r e n d 	 	 	 	 V o l g o r d e 	 	 	 C o m a n d 	 	 	 	 	 	0	M	!	0		 *1*(	 *1*(	 	 							 
&
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	 0M!0M	 ?>@O4>:	 




	 	 I - o d a 	 U c w a n g c i s o 	 A g i z a 	 R a n g s k i k 	 T v a r k y t i 	 K r t +b a  	 T e l l i m u s 	 ?ac	 	 O r d i n e 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S A V E _ U R L 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   S A V E U R L ] 	 S a v e   U R L 	 2QX[}@W	 OX[Q@W	 16  U R L 	 G u a r d a r   U R L 	 E n r e g i s t r e r   U R L 	 U R L   s p e i c h e r n 	 !>E@0=8BL  U R L 	 S a l v a   U R L 	 -A8  U R L 	 G u a r d a r   U R L 	 U R L ' y i   k a y d e t 	 L u   a   c h   M n g 	 S i m p a n   U R L 	 S i m p a n   U R L 	 /	B		0		2	  8	G	5	  	0	G			 	 	 	 U R L   m e n t  s e 	 	 	 	 U R L   o p s l a a n 	 	 	 S a l v a r e   U R L 	 	 	     U R L 	 	 8	G	5	M	9	  /	B		0		2		 0.J1G  C1/F  U R L 	   E-AH8  ,&U R L 	 :   	 						    							  			  	 /
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  




	    	 G c i n a   i - U R L 	 G c i n a   i - U R L 	 H i f a d h i   U R L 	 B e r g   U R L 	 .r a ay t i   U R L 	 S a g l a b t   U R L 	 S a l v e s t a   U R L 	 Japzavel  U R L 	   U R L   	 S a l v a r e   U R L 	 8
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  U R L 	 U R L   8M_  0(M$A	 	 U R L   							  				 	 	 	 	 	 	 	 S a l v a r   U R L 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O P E N _ U R L 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   O P E N   U R L ] 	 O p e n   U R L 	 _U}@W	 Sb _Q@W	 @4  U R L 	 A b r i r   U R L 	 O u v r i r   U R L 	 U R L    f f n e n 	 B:@KBL  251- AB@0=8FC	 A p r i   U R L 	 A*-    U R L 	 A b r i r   U R L 	 U R L ' y i   a    	 M   a   c h   M n g 	 B u k a   U R L 	 B u k a   U R L 	 	A	2	>	  /	B		0		2		 	 	 	 U R L   m e g n y i t  s a 	 	 	 	 U R L   o p e n e n 	 	 	 D e s c h i d e r e   U R L 	 	 	     U R L 	 	 	*	(	  /	B		0		2		 ('1C1/F  U R L 	   HDU R L 	   	 						  				  	 /
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	 /B0M2M  *F(M  G/A.A	 V4:@8B8  U R L 	 U R L   



	    	 V u l a   i - U R L 	 V u l a   i - U R L 	 F u n g u a   U R L 	 M a a k   U R L   o o p 	 A t i d a r y t i   U R L 	 A t v r t   U R L 	 A v a   U R L 	 2ael  U R L 	   U R L   	 D e s c h i d e r e   U R L 	 U R L   $
A
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	 U R L   K2(M$A	 	 U R L   					 	 	 	 	 	 	 	 A b r i r   U R L 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S E N D _ B Y _ E M A I L 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   S E N D E M A I L ] 	 S e n d   a s   e m a i l 	 PP[N	 S5uP[N	 *H@G-5@!%	 E n v i a r   p o r   c o r r e o   e l e c t r  n i c o 	 E n v o y e r   p a r   E m a i l 	 A l s   e M a i l   s e n d e n 	 B?@028BL  ?>  M;.   ?>GB5	 I n v i a   c o m e   e - m a i l 	 '13'D  (1J/  'DC*1HFJ	 E n v i a r   c o m o   e - m a i l 	 E - p o s t a   i l e   g  n d e r 	 G i   t h   i n   t 	 K i r i m   s e b a g a i   e m a i l 	 H a n t a r   s e b a g a i   e - m e l 	 	.	G	2	  	G	  0	B	*	  .	G		  -	G		G			 	 	 	 K  l d  s   e - m a i l k  n t 	 	 	 	 P e r   e - m a i l   v e r z e n d e n 	 	 	 T r i m i t e r e   c a   e - m a i l 	 	 	     	 	 	.	G	2	  *	>	 	5	>		 A13*'/F  (9FH'F  1'J'F'EG	 '  ED  (,	     	 						  							  							 
- .
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	 .F/?2M  **A.A	 04VA;0B8  E m a i l 	 




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	 -     	 T h u m e l a   n g e - i m e y l i 	 T h u m e l a   n g e - I m e y l 	 T u m a   k w a   B a r u a   p e p e 	 S t u u r   p e r   e - p o s 	 S i ss t i   e l .   p a at u 	 S kt +t   a r   e - p a s t u 	 S a a d a   e - p o s t i g a 	 Hraoel  gl.   x}x~	   E m a i l   - 	 E x p e d i e r e   p r i n   e m a i l 	 
.
F
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  
/
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	 .G2  &M,>0>  * >(M$A	 	 						  						  								 	 	 	 	 	 	 	 E n v i a r   c o m o   e - m a i l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S E N D _ B Y _ S M S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   S E N D S M S ] 	 S e n d   a s   t e x t   m e s s a g e 	 P!|
	 SwO	 *H@GI-'2!1'-1)#	 E n v i a r   p o r   S M S 	 E n v o y e r   p a r   S M S 	 A l s   T e x t m i t t e i l u n g   s e n d e n 	 B?@028BL  G5@57  S M S 	 I n v i a   c o m e   m e s s a g g i o   d i   t e s t o 	 '13'D  13'D)  'DF5	 E n v i a r   c o m o   m e n s a g e m   d e   t e x t o 	 S M S   i l e   g  n d e r 	 G i   t i n   n h n 	 K i r i m   s e b a g a i   p e s a n   t e k s 	 H a n t a r   s e b a g a i   m e s e j   t e k s 	 *	>	 	  8		&	G	6	  	G	  0	B	*	  .	G		  -	G		G			 	 	 	 K  l d  s   s z  v e g e s    z e n e t k  n t 	 	 	 	 P e r   S M S   v e r z e n d e n 	 	 	 T r i m i t e r e   c a   m e s a j   t e x t 	 	 	     S M S 	 	 	8		.		8	  *	>	 	5	>		 A13*'/F  (9FH'F  ~J'E  E*F	   (,S M S 	 ( )     	 						- 		  							  							 
8
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	 8M8M  **A.A	 04VA;0B8  S M S 	 S M S   





  




	       	 T h u m e l a   n g e - S M S 	 T h u m e l a   n g e S M S 	 T u m a   k w a   S M S 	 S t u u r   p e r   t e k s b o o d s k a p 	 S i ss t i   S M S 	 S kt +t   a r   S M S 	 S a a d a   S M S - i g a 	 Hraoel  S M S - x~	   S M S - 	 E x p e d i e r e   p r i n   S M S 	 S M S 2
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  
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	 S M S   &M,>0>  * >(M$A	 	 S M S 	  						  								 	 	 	 	 	 	 	 E n v i a r   c o m o   m e n s a g e m   d e   t e x t o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S A V E _ S M S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   S A V E S M S ] 	 S a v e   a s   t e x t   m e s s a g e 	 2QX[b!|
	 OX[bwO	 *H@GI-'2!1'-1)#	 G u a r d a r   c o m o   S M S 	 E n r e g i s t r e r   c o m m e   S M S 	 A l s   T e x t m i t t e i l u n g   s p e i c h e r n 	 !>E@0=8BL  :0:  S M S 	 S a l v a   c o m e   m e s s a g g i o   d i   t e s t o 	 -A8  (13'&D  'DF5	 G u a r d a r   c o m o   m e n s a g e m   d e   t e x t o 	 S M S   o l a r a k   k a y d e t 	 L u   t h  n h   t i n   n h n 	 S i m p a n   s e b a g a i   p e s a n   t e k s 	 S i m p a n   s e b a g a i   m e s e j   t e k s 	 *	>	 	  8		&	G	6	  	G	  0	B	*	  .	G		  8	9	G		G			 	 	 	 M e n t  s   s z  v e g e s    z e n e t k  n t 	 	 	 	 A l s   S M S   o p s l a a n 	 	 	 T r i m i t e r e   c a   m e s a j   t e x t 	 	 	   - S M S 	 	 8	G	5	M	9	  		  	8		.		8		 0.1G  (9FH'F  ~'E  E*F	     E-AH8  ,&S M S   7H1  ~1	 ( )   	 						  						  							  						 
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  




	       	 G c i n a   n j e n g e - S M S 	 G c i n a   n j e n g e S M S 	 H i f a d h i   k a m a   S M S 	 B e r g   a s   t e k s b o o d s k a p 	 .r a ay t i   k a i p   S M S 	 S a g l a b t   k   S M S 	 S a l v e s t a   S M S - i n a 	 Japzavel  xze}  S M S 	 ,     S M S   	 S a l v a r e   c a   S M S 	 S M S   
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	 S M S   *0?  8M_  0(M$A	 	 S M S   				  							  				 	 	 	 	 	 	 	 S a l v a r   c o m o   m e n s a g e m   d e   t e x t o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S A V E _ E M A I L 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 [ F U N C   S A V E E M A I L ] 	 S a v e   a s   e m a i l 	 2QX[bN	 OX[bN	 16@G-5@!%	 G u a r d a r   c o m o   c o r r e o   e l e c t r  n i c o 	 E n r e g i s t r e r   c o m m e   E m a i l 	 A l s   E - M a i l   s p e i c h e r n 	 !>E@0=8BL  :0:  A>>1I5=85  M;5:B@>==>9  ?>GBK	 S a l v a   c o m e   e - m a i l 	 -A8  ('D(1J/  'D'DC*1HFJ	 G u a r d a r   c o m o   m e n s a g e m   d e   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a   o l a r a k   k a y d e t   	 L u   t h  n h   t h   i n   t 	 S i m p a n   s e b a g a i   e m a i l 	 S i m p a n   s e b a g a i   E - m e l 	 	.	G	2	  	G	  0	B	*	  .	G		  8	G	5	  	0	G		 	 	 	 	 M e n t  s   e - m a i l k  n t 	 	 	 	 A l s   e - m a i l   o p s l a a n 	 	 	 S a l v a r e   c a   e m a i l 	 	 	     	 	 8	G	5	M	9	  		  	.	G	2	  	 0.J1G  C1/F  (9FH'F  1'J'F'EG	 '  ED    7H1  ~1  E-AH8  ,&	   	 				  						  							  						 
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  




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	 -     	 G c i n a   n j e n g e - i m e y l i 	 G c i n a   n j e n g e - I m e y l 	 H i f a d h i   k a m a   B a r u a   p e p e 	 B e r g   a s   E - p o s 	 .r a ay t i   k a i p   e l .   p a at 	 S a g l a b t   k   e - p a s t u 	 S a l v e s t a   e - k i r j a n a 	 Japzavel  xze}  gl.   x}k  parxdacxiuxv	 ,     E m a i l   	 S a l v a r e   c a   e m a i l 	 
.
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	 .G2  *0?  8M_  0(M$A	 	 					  				  								 	 	 	 	 	 	 	 S a l v a r   c o m o   e - m a i l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O R D E R _ C O N F I R M 	 B A R C O D E R E A D E R 	 U N L I M 	 [ F U N C   C O N F I R M ] 	 T h i s   o p e r a t i o n   w i l l   s e n d   a   t e x t   m e s s a g e ,   a n d   m a y   c h a r g e   f e e 	 dkd\O\g|v!|
&NS6e	 dkyd\O\SwOv^S6e9	 2#3@42#5I0*HI-'2!1'-1)#  A%0-2I-@*5"H2C
IH2"	 E s t a   o p e r a c i  n   e n v i a r    u n   m e n s a j e   S M S ,   y   p o d r  a   c o s t a r   u n a   c a n t i d a d 	 C e t t e   a c t i o n   v a   e n v o y e r   u n   m e s s a g e   S M S   ;   i l   p e u t   y   a v o i r   u n   c o  t . 	 D i e s e   A k t i o n   s e n d e t   e i n e   T e x t m i t t e i l u n g ;   m  g l i c h e   G e b  h r e n 	 B?@02:0  S M S - A>>1I5=8O  <>65B  1KBL  ?;0B=>9	 Q u e s t a   o p e r a z i o n e   i n v i e r    u n   m e s s a g g i o   d i   t e s t o   e   p o t r e b b e   e s s e r e   a   p a g a m e n t o 	 3HA  *13D  'D13'D)  9F  71JB  G0G  'D9EDJ)  ,   H  1(E'  /A9  CDA)  0'&/. 	 E s t a   o p e r a   o   i r    e n v i a r   u m a   m e n s a g e m   d e   t e x t o   e   e s t a   p o d e   s e r   c o b r a d a 	 B u   i _l e m   b i r   S M S   g  n d e r e c e k t i r   v e    c r e t   i s t e y e b i l i r 	 T h a o   t  c   n  y   s   g i   i   t i n   n h n ,   v    c    t h   t h u   p h  	 P e n g o p e r a s i a n   i n i   a k a n   m e n g i r i m   p e s a n   t e k s ,   n a m u n   m u n g k i n   a k a n   d i k e n a k a n   b i a y a 	 O p e r a s i   i n i   a k a n   m e n g h a n t a r   m e s e j   t e k s ,   d a n   m u n g k i n   m e n g e n a k a n   b a y a r a n 	 /	9	  	*	0	G	6	(	  		  *	>	 	  8		&	G	6	  -	G		G		>	  	0	  6	A	2	M		  2	G		>		 	 	 	 A   m qv e l e t t e l   S M S    z e n e t e t   f o g   k  l d e n i ,   d  j   k e r  l h e t   f e l s z  m  t  s r a 	 	 	 	 H i e r d o o r   w o r d t   e r   e e n   S M S   v e r z o n d e n ,   w a a r a a n   k o s t e n   v e r b o n d e n   k u n n e n   z i j n 	 	 	 P r i n   a c e a s t   o p e r a ci e ,   v e ci   e x p e d i a   u n   m e s a j   t e x t   _i   e s t e   p o s i b i l   s   v i   s e   p e r c e a p   o   t a x 	 	 	             S M S ,         	 	 9	G	  	*	0	G	6	(	  	8		.		8	8		&	G	6	  *	>	 	5	?	2	, $	G	  5	?	(	>	.	B	2	M	/	  	8	G	2	. 	 'JF  9EDC1/  JC  ~J'EC  EJA13*F/  CG  EJ*H'F/  G2JFG  (1  ('4/	   3HD*  '  '3  'E  '3  ~:'E  (,  '  '3    A3  D  3*  	   ,     ( )     ,         	 		  								  				  						  						  						  				,   			  					  					  					 
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
	 8@.	 	 					 	 	 	 	 	 	 	 I n f i n i t o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F O C U S _ M O D E _ M A N U A L 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 ,   B A R C O D E _ H I N T 	 [ F O C U S   M D O E   M A N U A L ] 	 M a n u a l 	 KbR
\&q	 KbR[&q	 A!'%	 M a n u a l 	 M a n u e l 	 M a n u e l l 	 @CG=CN	 M a n u a l e 	 *1CJ2  J/HJ	 M a n u a l 	 M a n  e l   	 D  n g   t a y   i u   c h n h 	 M a n u a l 	 M a n u a l 	 .	H	(	M	/	A		2		 	 	 	 K  z i 	 	 	 	 H a n d m a t i g 	 	 	 M a n u a l 	 	 	 	 	 .	G	(	M	/	A		2		 /3*I	 EFHD	 	 										 *
A
8
$
?

>

	 .M/>(A52M	  CG=89	 







	 	 I m a n u w a l i 	 N g e s a n d l a 	 W e w e   m w e n y e w e 	 P e r   h a n d 	 R a n k i n i s 	 M a n u l i 	 K  s i t s i 	 Ae|x~	 	 M a n u a l 	 .
>
(
M
5
$
M
	 .>(A2	 	 								 	 	 	 	 	 	 	 M a n u a l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ N 4 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   - 2 ] ,   l i g h t     e x p i a t i o n 	 E V   - 2 	 ܈Q  - 2 	 eP  - 2 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 B K   - 4 	 -  - 4 	 E V - 4 	 'D*9HJ6  - 2 	 E V   - 4 	 E V   - 4 	 E V - 2 	 E V   - 2 	 E V   - 4 	 E V   - 4 	 	 	 	 E V   - 4 	 	 	 	 E V   - 4 	 	 	 E V   - 4 	 	 	 E V   - 4 	 	 	5	@	- 4 	 E V   - 4 	 E V   - 4 	   - 4 	 			- 		 
5
@
- 4 	 5?- 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 	 	 	 E V   - 4 	 	 	 	 	 	 	 	 E V   - 2 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ N 3 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   - 1 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   - 1 . 5 	 ܈Q  - 1 . 5 	 eP  - 1 . 5 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 B K   - 3 	 -  - 3 	 E V - 3 	 'D*9HJ6  - 1 . 5 	 E V   - 3 	 E V   - 3 	 E V - 1 . 5 	 E V   - 1 , 5 	 E V   - 3 	 E V   - 3 	 	 	 	 E V   - 3 	 	 	 	 E V   - 3 	 	 	 E V   - 3 	 	 	 E V   - 3 	 	 	5	@	- 3 	 E V   - 3 	 E V   - 3 	   - 3 	 			- 		 
5
@
- 3 	 5?- 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 	 	 	 	 	 	 	 	 	 	 	 E V   - 1 , 5 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ N 2 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   - 1 ] ,   l i g h t     e x p i a t i o n 	 E V   - 1 	 ܈Q  - 1 	 eP  - 1 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 B K   - 2 	 -  - 2 	 E V - 2 	 'D*9HJ6  - 1 	 E V   - 2 	 E V   - 2 	 E V - 1 	 E V   - 1 	 E V   - 2 	 E V   - 2 	 	 	 	 E V   - 2 	 	 	 	 E V   - 2 	 	 	 E V   - 2 	 	 	 E V   - 2 	 	 	5	@	- 2 	 E V   - 2 	 E V   - 2 	   - 2 	 			- 		 
5
@
- 2 	 5?- 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 	 	 	 	 	 	 	 	 	 	 	 E V   - 1 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ N 1 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   - 0 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   - 0 . 5 	 ܈Q  - 0 . 5 	 eP  - 0 . 5 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 B K   - 1 	 -  - 1 	 E V - 1 	 'D*9HJ6  - 0 . 5 	 E V   - 1 	 E V   - 1 	 E V - 0 . 5 	 E V   - 0 , 5 	 E V   - 1 	 E V   - 1 	 	 	 	 E V   - 1 	 	 	 	 E V   - 1 	 	 	 E V   - 1 	 	 	 E V   - 1 	 	 	5	@	- 1 	 E V   - 1 	 E V   - 1 	   - 1 	 			- 		 
5
@
- 1 	 5?- 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 	 	 	 	 	 	 	 	 	 	 	 E V   - 0 , 5 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ 0 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   0 ] ,   l i g h t     e x p i a t i o n 	 E V   0 	 ܈Q  0 	 eP  0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 -  0 	 E V   0 	 'D*9HJ6  0 	 E V 0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 	 	 	 E V   0 	 	 	 	 E V   0 	 	 	 E V   0 	 	 	 E V   0 	 	 	5	@	  0 	 E V   0 	 E V   0 	   0 	 			- 		 
5
@
- 0 	 5?0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 	 	 	 E V   0 	 	 	 	 	 	 	 	 E V   0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ P 1 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   + 0 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   + 0 . 5 	 ܈Q  + 0 . 5 	 eP  + 0 . 5 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 B K   + 1 	 -  + 1 	 E V + 1 	 'D*9HJ6  + 0 . 5 	 E V   + 1 	 E V   + 1 	 E V + 0 . 5 	 E V   + 0 , 5 	 E V   + 1 	 E V   + 1 	 	 	 	 E V   + 1 	 	 	 	 E V   + 1 	 	 	 E V   + 1 	 	 	 E V   + 1 	 	 	5	@	  +   1 	 E V   + 1 	 E V   + 1 	   + 1 	 			+ 		 
5
@
  + 1 	 5?+ 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 	 	 	 E V   + 1 	 	 	 	 	 	 	 	 E V   + 0 , 5 	 	 	 	 	 	 	 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 , 5 	 E v   +   0 . 5 	 E V   + 0 . 5 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ P 2 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   + 1 ] ,   l i g h t     e x p i a t i o n 	 E V   + 1 	 ܈Q  + 1 	 eP  + 1 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 B K   + 2 	 -  + 2 	 E V + 2 	 'D*9HJ6  + 1 	 E V   + 2 	 E V   + 2 	 E V + 1 	 E V   + 1 	 E V   + 2 	 E V   + 2 	 	 	 	 E V   + 2 	 	 	 	 E V   + 2 	 	 	 E V   + 2 	 	 	 E V   + 2 	 	 	5	@	  +   2 	 E V   + 2 	 E V   + 2 	   + 2 	 			+ 		 
5
@
  + 2 	 5?+ 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 	 	 	 	 	 	 	 	 	 	 	 E V   + 1 	 	 	 	 	 	 	 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E v + 1 	 E V   + 1 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ P 3 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   + 1 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   + 1 . 5 	 ܈Q  + 1 . 5 	 eP  + 1 . 5 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 B K   + 3 	 -  + 3 	 E V + 3 	 'D*9HJ6  + 1 . 5 	 E V   + 3 	 E V   + 3 	 E V + 1 . 5 	 E V   + 1 , 5 	 E V   + 3 	 E V   + 3 	 	 	 	 E V   + 3 	 	 	 	 E V   + 3 	 	 	 E V   + 3 	 	 	 E V   + 3 	 	 	5	@	  +   3 	 E V   + 3 	 E V   + 3 	   + 3 	 			+ 		 
5
@
  + 3 	 5?+ 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 	 	 	 	 	 	 	 	 	 	 	 E V   + 1 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E V _ P 4 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 [ e v   + 2 ] ,   l i g h t     e x p i a t i o n 	 E V   + 2 	 ܈Q  + 2 	 eP  + 2 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 B K   + 4 	 -  + 4 	 E V + 4 	 'D*9HJ6  + 2 	 E V   + 4 	 E V   + 4 	 E V + 2 	 E V   + 2 	 E V   + 4 	 E V   + 4 	 	 	 	 E V   + 4 	 	 	 	 E V   + 4 	 	 	 E V   + 4 	 	 	 E V   + 4 	 	 	5	@	  +   4 	 E V   + 4 	 E V   + 4 	   + 4 	 			+ 		 
5
@
  + 4 	 5?+ 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 	 	 	 	 	 	 	 	 	 	 	 E V   + 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ C O N T I N U E 	 C A M E R A 	 L S K ,   R S K 	 [ M e n u - R e s u m e ] 	 C o n t i n u e 	 |~~	 ~~	 3H-	 C o n t i n u a r 	 C o n t i n u e r 	 F o r t s e t z e n 	 @>4>;68BL	 C o n t i n u a 	 *3*E1	 C o n t i n u a r 	 D e v a m 	 T i p   t c 	 L a n j u t 	 T e r u s k a n 	 	>	0	@	  0		G			 	 	 	 T o v  b b 	 	 	 	 D o o r g a a n 	 	 	 C o n t i n u a r e 	 	 	 	 	 	 '/'EG	 	 	 						 	 	 	 



  



	 	 Q h u b e k a 	 Q h u b e k a 	 E n d e l e a 	 G a a n   v o o r t 	 T s t i 	 T u r p i n t 	 J  t k a 	 Gaxvaoel	 	 C o n t i n u a r e 	 $
A

0
A

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 
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 
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 	 +KA!?	 F o t o t 	 								 	 	 	 	 	 	 	 F o t o s 	 	 	 	 	 	 	 	 A r g a z k i a k 	 M g a   l a r a w a n 	 F o t o s 	 F o t o   g a   s 	 G r i a n g h r a i f 
 
 S T R _ I D _ C A M E R A _ C A M E R A _ S E T T I N G 	 C A M E R A 	 T I T L E ,   I C O N T E X T 	 [ M e n u - C a m e r a   S e t t i n g ] 	 C a m e r a   s e t t i n g s 	 v_j-[	 v:gn	 H241I%I-H2"#9	 C o n f i g u r a c i  n   d e   c  m a r a 	 R  g l a g e s   d e   c a m  r a 	 K a m e r a e i n s t e l l u n g e n 	 0AB@>9:8  :0<5@K	 I m p o s t a z i o n i   d e l l a   m a c c h i n a   f o t o g r a f i c a 	 6(7  'DC'EJ1'	 D e f i n i   e s   d a   c  m a r a 	 K a m e r a   A y a r l a r 1	 C  i   t   m  y   n h 	 P e n g a t u r a n   K a m e r a 	 S e t i n g   k a m e r a 	 	H	.	0	>	  8	G		?				 K a m e r a   O p s  t n i n g 	 N a s t a v e n    f o t o a p a r  t u 	 U s t a w i e n i a   k a m e r y 	 F  n y k  p e z Qg  p   b e  l l  t  s a i 	 K a m e r a n   a s e t u k s e t 	 K a m e r a i n n s t i l l i n g 	 N a s t a v e n i e   f o t o a p a r  t u 	 C a m e r a - i n s t e l l i n g e n 	 K a m e r a i n s t  l l n i n g a r 	 P o d e aa v a n j e   k a m e r e 	 S e t r i   c a m e r 	 N a s t a v i t v e   K a m e r e 	   	   	 0AB@>9:8  =0  0<5@0B0	 	H	.	0	>	  8	G		?				 *F8JEG'I  /H1(F	 E1'  3yF	   	 								  									  	 
H
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	 F.F0>  8FM?A2A	 #AB0=>2:8  :0<5@8	 





  







	    	 A m a s e t h i n g i   e k h a m e r a 	 U s e t o   l w e k h a m e r a 	 M i p a n g i l i o   y a   k a m e r a 	 K a m e r a i n s t e l l i n g s 	 F o t o a p a r a t o   n u o s t a t o s 	 K a m e r a s   i e s t a t +j u m i 	 K a a m e r a   s e a d e d 	 =kok  oauavve	     	 S e t r i   c a m e r 	 
M
/
>
.
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  
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
M

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M

 	 M_>.G0>  8G?A!?	 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d a   c  m e r a 	 	 	 	 	 	 	 	 A r g a z k i m a k i n a - e z a r p e n a k 	 M g a   s e t t i n g   n g   k a m e r a 	 C o n f i g u r a c i  n   d a   c  m a r a 	 K a m e r a 	 S o c r u i t h e   c e a m a r a 
 
 S T R _ I D _ C A M E R A _ I M A G E _ S E T T I N G 	 C A M E R A 	 T I T L E ,   I C O N T E X T 	 [ M e n u - I m a g e   S e t t i n g ] 	 I m a g e   s e t t i n g s 	 gqGr-[	 gqGrn	 H241I 2	 C o n f i g u r a c i  n   d e   i m a g e n 	 R  g l a g e s   d ' i m a g e 	 B i l d e i n s t e l l u n g e n 	 7>1@065=85	 I m p o s t a z i o n i   d e l l ' i m m a g i n e 	 6(7  'D5H1	 D e f i n i   e s   d e   i m a g e m 	 G  r  n t    A y a r l a r 1	 C  i   t   n h 	 P e n g a t u r a n   G a m b a r 	 S e t i n g   i m e j 	 	?	$	M	0	  8	G		?				 B i l l e d e   O p s  t n i n g 	 N a s t a v e n    o b r a z u 	 U s t a w i e n i a   o b r a z u 	 K  p   b e  l l  t  s a i 	 K u v a n   a s e t u k s e t 	 B i l d e i n n s t i l l i n g 	 N a s t a v e n i e   o b r a z u 	 F o t o - i n s t e l l i n g e n 	 B i l d i n s t  l l n i n g a r 	 P o d e aa v a n j e   s l i k e 	 S e t r i   i m a g i n e 	 N a s t a v i t v e   S l i k e 	   	   	 O 1p a 7  =0  0AB@>9:8	 	.	G		  8	G		?				 *F8JEG'I  *5HJ1	 'E,  3yF	   	 				  										 *
M
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	 .GM  8FM?A2A	 #AB0=>2:8  7>1@065==O	 



  







	    	 A m a s e t h i n g i   o m f a n e k i s o 	 U s e t o   l w e - i m e y j i 	 M i p a n g i l i o   y a   t a s w i r a 	 A f b e e l d i n g i n s t e l l i n g s 	 V a i z d o   n u o s t a t o s 	 A t t l a   i e s t a t +j u m i 	 P i l d i   h   l e s t u s 	 Jaoek  oauavve	   	 S e t r i   i m a g i n i 	 
?
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
  
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
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
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 	 *M0$?,?  8G?A!?	 	 										  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   i m a g e m 	 	 	 	 	 	 	 	 I r u d i - e z a r p e n a k 	 M g a   s e t t i n g   n g   i m a h e 	 C o n f i g u r a c i  n   d a s   i m a x e s 	 N h a z i   i m e j i 	 S o c r u i t h e    o m h  
 
 S T R _ I D _ C A M E R A _ E F F E C T _ S E T T I N G 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - E f f e c t   S e t t i n g ] 	 E f f e c t   s e t t i n g s 	 yrHe-[	 yrHen	 H241I@-@L	 C o n f i g u r a c i  n   d e   e f e c t o 	 R  g l a g e s   d  e f f e t 	 E f f e k t e i n s t e l l u n g e n 	 -DD5:BK	 I m p o s t a z i o n e   E f f e t t o 	 6(7  'DE#+1'*  'D.'5)	 D e f i n i   o   d o   e f e i t o 	 E f e k t   A y a r l a r 1	 C  i   t   h i u   n g 	 P e n g a t u r a n   E f e k 	 S e t i n g   k e s a n 	 8	G		?			  *	M	0	-	>	5	 	 E f f e k t   O p s  t n i n g 	 N a s t a v e n    e f e k t o	 U s t a w i e n i a   e f e k t  w 	 E f f e k t u s o k   b e  l l  t  s a i 	 T e h o s t e i d e n   a s e t u k s e t 	 E f f e k t i n n s t i l l i n g 	 N a s t a v e n i e   e f e k t o v 	 E f f e c t i n s t e l l i n g e n 	 E f f e k t i n s t  l l n i n g a r 	 P o d e aa v a n j e   e f e k t a 	 S e t r i   e f e c t e 	 N a s t a v i t v e   U 
i n k o v   	   	   	 0AB@>9:8  =0  D5:B8B5	 	+	G		M		  8	G		?				 *F8JEG'I  ,DHG  G'	 'Ay  3yF	   	 						  										 
8
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  8
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	 +FMM  8FM?A2A	 #AB0=>2:8  5D5:BV2	 





  







	    	 A m a s e t h i n g i   o m p h u m e l a 	 P h u m e z a   u s e t o 	 M i p a n g i l i o   y a   a t h a r i 	 E f f e k i n s t e l l i n g s 	 E f e k t s  n u s t a t y m a i 	 E f e k t u   i e s t a t +j u m i 	 E f e k t i d e   h   l e s t u s 	 7eok  oauavve	   	 S e t r i   e f e c t e 	 
+

M

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  
M
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.
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
M

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M

 	 *M0->,  8G?A!?	 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   e f e i t o 	 	 	 	 	 	 	 	 E f e k t u - e z a r p e n a k 	 M g a   s e t t i n g   n g   e f f e c t 	 C o n f i g u r a c i  n   d o s   e f e c t o s 	 N h a z i   m p t a r a 	 S o c r u i t h e   m a i s  o c h t a  
 
 S T R _ I D _ C A M E R A _ S H O T _ M O D E 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - S c e n e   M o d e ] 	 S c e n e   m o d e 	 `X!j_	 `X!j_	 B+!	2	 M o d o   d e   e s c e n a 	 M o d e   d e   s c  n e 	 S z e n e n m o d u s 	 !N65B=K9  @568<	 M o d a l i t    s c e n a 	 'D'H6'9	 M o d o   d e   c e n  r i o 	 S a h n e   m o d u   	 i u   c h n h   t h e o   b i   c n h 	 M o d u s   p e m a n d a n g a n 	 M o d   p e m a n d a n g a n 	 8	@	(	  .	K	!		 S c e n e   M o d e 	 S c e n e   M o d e 	 S c e n e   M o d e 	 L  t v  n y    z e m m  d 	 S c e n e   M o d e 	 S c e n e   M o d e 	 N a s t a v e n i e   s c  n y 	 S c  n e s t a n d 	 S c e n l  g e 	 I z g l e d   p r i z o r a 	 M o d   s c e n 	 N a 
i n   P r i z o r a 	   	   	  568<  =0  @0<:8@0=5	 8	@	(	  .	K	!		 -'D*  9C3(1/'1I  '2  EF81G	 EF81  3FyF	   	   					  			  	 &
M
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  .
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	 8@(M  .K!M	  568<  AN65BV2	 




  

	   	 I m o d i   y e - s c e n e 	 I m o   y o m b o n i s o 	 M o d i   y a   m a n d h a r i 	 T o n e e l m o d u s 	 S c e n o s   r e ~i m a s 	 A i n a s   r e ~+m s 	 V  t t e r e ~i i m 	 Oe}aavk  |ejkt	   	 M o d   s c e n 	 8
@
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M
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M
	 8?(  .K!	 	 					  				 	 	 	 	 	 	 	 M o d o   d e   c e n a 	 	 	 	 	 	 	 	 E s k e n a - m o d u a 	 S c e n e   n a   m o d a 	 M o d o   e s c e n a 	 E b e   m o o d u 	 M  d   r a d h a i r c 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E 	 C A M E R A 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   F r a m e ] 	 S e t   f r a m e 	 -[WFh	 nVFh	 1IH2@#!	 A g r e g a r   f o t o g r a m a 	 A j o u t e r   c a d r e 	 R a h m e n   h i n z u f  g e n 	 >1028BL  @0<:C	 A g g i u n g i   C o r n i c e 	 '6'A)    '7'1	 A d i c i o n a r   m o l d u r a 	  e r  e v e   e k l e 	 K h u n g   n h 	 T a m b a h   B i n g k a i 	 T a m b a h   B i n g k a i 	 5	>	2	*	G	*	0	  "	>			>		 T i l f  j   R a m m e 	 P Yi d a t   r  m 	 D o d a j   r a m k e 	 K e r e t   b e  l l  t  s a 	 L i s     k e h y s 	 L e g g   t i l   r a m m e 	 P r i d a e  r  m e c 	 K a d e r   t o e v o e g e n 	 L  g g   t i l l   b i l d r u t a 	 D o d a v a n j e   s l i 
i c e 	 A d u g a r e   c a d r u 	 D o d a j   O k v i r 	   	   	 >1028   0<:0	 +	M	0	G	.	  .	?	3	5	>		 *9JJF  B'(	 A1E  '6'A  ,&	   	 					  			  					 "
>


>
  .
?
2
>

	 +M0G.M  K!?A.A	 >40B8  @0<:C	 




  




	   	 E n g e z a   i f r e m u 	 Y o n g e z a   i f r e y i m i 	 O n g e z a   f r e m u 	 S t e l   r a a m   i n 	 P r i d t i   r m e l /	 U z l i k t   r m i 	 L i s a   k a a d e r 	 1~elavel  oad	   	 A d u g a r e   c a d r u 	 	 	 	 					  			  				 	 	 	 	 	 	 	 D e f i n i r   m o l d u r a 	 	 	 	 	 	 	 	 M a r k o a   e z a r r i 	 I t a k d a   a n g   f r a m e 	 C o n f i g u r a r   m a r c o 	 H a z i e   f r a m e 	 S o c r a i g h   f r  m a 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ N O R M A L 	 C A M E R A 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   F r a m e ] 	 W a l l p a p e r   f r a m e 	 Lh^WFh	 X~VFh	 @#! 27I+%1	 E n c u a d r a r   f o n d o   d e   p a n t a l l a 	 C a d r e   p a p i e r   p e i n t 	 H i n t e r g r u n d b i l d r a h m e n 	  0<:0  >1>52	 A g g i u n g i   C o r n i c e 	 '7'1  H1B  'D-'&7	 M o l d u r a   d o   p a d r  o   d e   f u n d o 	 D u v a r k a 1d 1   e r  e v e s i 	 N n   k h u n g   n h 	 T a m b a h   B i n g k a i 	 B i n g k a i   P e n g h i a s   l a t a r 	 	>		2	6	I		  "	>			>		 T i l f  j   R a m m e 	 P Yi d a t   r  m 	 D o d a j   r a m k e 	 K  p e r n y Qk  m  l Q  k  p 	 L i s     k e h y s 	 L e g g   t i l   r a m m e 	 P r i d a e  r  m e c 	 B e h a n g k a d e r 	 L  g g   t i l l   b i l d r u t a 	 D o d a v a n j e   s l i 
i c e 	 A d u g a r e   i m a g i n e   f u n d a l 	 D o d a j   O k v i r 	   	   	 	 5	>	2	  *	G	*	0	  +	M	0	G	.		 B'(  3(C  C':0/JH'1I	 H'D  ~~1  A1E	   	 									  						 5
>
2
*
G
*
0
  "
>


>
	 5>2M  *G*0M  +M0G.M	  0<:0  D>=C	 






  




	    	 I f r e m u   l e p h e p h a   l o d o n g a 	 I f r e y i m i   y e - w a l l p a p e r 	 F r e m u   y a   p a z i a 	 M u u r p a p i e r - r a a m 	 T a p e t s  r m e l i s 	 T a p e au   r m i s 	 T a u s t a p i l d i   k a a d e r 	 Ja}a|k  w{avao	   	 C a d r u   t a p e t 	 5
>
3
M

 *
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0
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  +
M
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/
?

	 M,>2*G*0  +M0G.	 	 								  						 	 	 	 	 	 	 	 Q u a d r o   d e   p a p e l   d e   p a r e d e 	 	 	 	 	 	 	 	 H o r m a p a p e r a r e n   m a r k o a 	 W a l l p a p e r   n a   f r a m e 	 M a r c o   d e   i m a x e   d e   f o n d o 	 A k w k w a h a j a 	 F r  m a   c  l b h r a i t 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ T I L E S H O T 	 C A M E R A 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   F r a m e ] 	 T i l e s h o t   f r a m e 	 RrRgqWFh	 RrRgqVFh	 @#! 2"H-"	 E n c u a d r a r   e n   m o s a i c o 	 C a d r e   m o s a  q u e 	 T i l e s h o t - R a h m e n 	 >708G=0O  @0<:0	 A g g i u n g i   C o r n i c e 	 *B3JE  'D'7'1	 M o l d u r a   e m   m o s a i c o 	 D i z g i    e r  e v e s i 	 C h i a   k h u n g   n h 	 T a m b a h   B i n g k a i 	 B i n g k a i   T a n g k a p a n   j u b i n 	 +	K		K	+	M	0	G	(	  "	>			>		 T i l f  j   R a m m e 	 P Yi d a t   r  m 	 D o d a j   r a m k e 	 M o z a i k   k  p 	 L i s     k e h y s 	 L e g g   t i l   r a m m e 	 P r i d a e  r  m e c 	 T e g e l s c h o t k a d e r 	 L  g g   t i l l   b i l d r u t a 	 D o d a v a n j e   s l i 
i c e 	 C a d r u   i m a g i n e   m r i t 	 D o d a j   O k v i r 	   	   	 	 	>		2	6	I		  +	M	0	G	.		 B'(  3(C  C'4JC'1I	 y'&D  4'y  A1E	   	 						  						 +
>

2
6
K

  "
>


>
	 F2M  7>M  +M0G.M	  0<:0  7=V<:0	 








  




	    	 I f r e m u   y e - t i l e s h o t 	 I f r e y i m i   y e - t i l e s h o t 	 F r e m u   y a   k i g a e 	 T e  l s k o o t - r a a m 	 R m e l i s   s u   d a u g   l a n g e l i s	 T i l e s h o t   f r a m e 	 T i l e s h o t   k a a d e r 	 =savoak  w{avao	     	  m p r ci r e   c a d r u 	 
H
$
M
7
K

M

M
  +
M
0
F
/
?

	 >28  +M0G.	 	 							' 	  						 	 	 	 	 	 	 	 Q u a d r o   l a d o   a   l a d o 	 	 	 	 	 	 	 	 T i l e s h o t   m a r k o a 	 T i l e s h o t   n a   f r a m e 	 M a r c o   m o s a i c o 	 F o t o   f r a m e 	 F r  m a   s e a t   t  l e 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ C O L O R _ I D X 	 C A M E R A 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   F r a m e ] 	 P h o t o   f r a m e 	 gqGrWFh	 gqGrVFh	 @#!#9H2"	 E n c u a d r a r   f o t o 	 C a d r e   p h o t o 	 F o t o r a h m e n 	 $>B>  @0<:0	 A g g i u n g i   C o r n i c e 	 '7'1  'D5H1)	 M o l d u r a 	 F o t o r a f    e r  e v e s i 	 K h u n g   n h 	 T a m b a h   B i n g k a i 	 B i n g k a i   f o t o 	 "	>			>	  	K	!	<	G			 T i l f  j   R a m m e 	 P Yi d a t   r  m 	 D o d a j   r a m k e 	 F  n y k  p   f e l v  t e l 	 L i s     k e h y s 	 L e g g   t i l   r a m m e 	 P r i d a e  r  m e c 	 F o t o k a d e r 	 L  g g   t i l l   b i l d r u t a 	 D o d a v a n j e   s l i 
i c e 	 C a d r u   f o t o g r a f i e 	 D o d a j   O k v i r 	   	   	 	 +	K		K	  +	M	0	G	.		 B'(  9C3	 AHyH  A1E	   	 			  						 $
8
5
@
0
  "
>


>
	 +KM0K  +M0G.M	 $>B>@0<:0	 



  




	   	 I f r e m u   l e f o t h o 	 I f r e y i m i   y e f o t o 	 F r e m u   y a   p i c h a 	 F o t o - r a a m 	 N u o t r a u k o s   r m e l i s 	 F o t o   r m i s 	 F o t o k a a d e r 	 <x}avoak  w{avao	   	 C a d r u   f o t o g r a f i e 	 +
K

M

K
  +
M
0
F
/
?

	 +K  +M0G.	 	 			  						 	 	 	 	 	 	 	 Q u a d r o   d e   f o t o 	 	 	 	 	 	 	 	 A r g a z k i - m a r k o a 	 F r a m e   n g   l i t r a t o 	 M a r c o   f o t o 	 F o t o   f r a m e 	 F r  m a   g r i a n g h r a i f 
 
 S T R _ I D _ C A M E R A _ C O N T _ S H O T 	 C A M E R A 	 I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - C o n t   S h o t ] 	 C o n t .   s h o t 	 #b-[	 ޏbn	 H2"H-@7H-	 D i s p a r o   c o n t i n u o 	 P r i s e   c o n t . 	 F o r t l .   A u f n a h m e 	 @>4>;6.   AJ5<:0	 S c a t t o   C o n t . 	 6(7  'D*B'7  E3*E1	 C a p t u r a   c o n t  n u a 	  e k m e y e   d e v a m   e t 	 C h p   l i  n   t c 	 M e m b i d i k   B e r l a n j u t 	 T a n g k a p a n   b e r t e r u s a n 	 .	>	0	  	>	0	@		 K o n t i n u e r l i g 	 N e p Ye t r ~i t    z  b r 	 K o n t y n u a c j a   z d j 	 F o l y a m a t o s   e x p o n  l  s 	 J a t k a   k u v a a m i s t a 	 F o r t s .   b i l d e 	 N e p r e t r ~i t    z  b e r 	 C o n t i n u   o p n e m e n 	 F o t a 	 N a s t a v i   s n i m a n j e 	 F o t o g r a f i e r e   c o n t i n u 	 K o n t   P o s n e t e k 	   	   	 @>4J;68B5;5=  04J@	 	I	(	M		  6	I			 9C3(1/'1I  ~JH3*G	 HFy  4'y	   	 				  			 2
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 
 S T R _ I D _ C A M E R A _ D E L A Y _ T I M E R 	 C A M E R A 	 I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - D e l a y   T i m e r ] 	 D e l a y   t i m e r 	 ^rbe	 ^ߏbDd	 @'%2
0%-	 T e m p o r i z a d o r 	 R e t a r d a t e u r 	 V e r z  g e r u n g s t i m e r 	 @5<O  7045@6:8	 T i m e r   d e l   R i t a r d o 	 'D*B'7  'D*#.J1	 T e m p o r i z a d o r 	 G e c i k m e   s a a t i 	 H n   g i   c h p   t r 	 W a k t u   T u n d a 	 P e m a s a   t u n d a 	 	>		.	0	  5	?	2		,		 F o r s i n k e l s e s   T i m e r 	 Z p o ~o v a 
	 O p  zn i e n i e 	  n k i o l d  	 V i i v e a j a s t i n 	 U t s e t t   t i d t a k e r 	 O n e s k o r e n i e 	 V e r t r a g i n g s t i m e r 	 F  r d r  j n i n s t i d 	 T i m e r   z a   k a an j e n j e 	 C o n t o r   d e    n t  r z i e r e 	 Z a k a s n i t v e n i   `t e v e c 	   	   	 01028  "09<5@	 !	@	2	G	  	>		.	0		 2E'F  3F,  *#.J1I	 y'&E1  H  *'.1  1  F  H'D'	   	 								  							 &
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i o   d e l s a 	 A i z t u r e s   t a i m e r i s 	 V i i v i t u s t a i m e r 	 @eaqctav  iaute	   	 C r o n o m e t r u    n t  r z i e r e 	 !
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	   	 I - W h i t e   b a l a n c e 	 I b h a l a n s i   e m h l o p h e 	 U l i n g a n i s .   m w e u p e 	 W i t b a l a n s 	 B a l t o s   s p a l v o s   b a l a n s a s 	 B a l t s   k r s a s   b a l a n s s 	 V a l g e   t a s a k a a l u s t u s 	 Mzkaok  balav}	   	 B a l a n c  d e   a l b 	 5
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	 F l a s h 	 F l a s h 	 B l i t z 	 $;5H	 F l a s h 	 AD'4	 F l a s h 	 f l a _	  n   F l a s h 	 K i l a t 	 F l a s h 	 +	M	2	H	6		 B l i t z 	 B l e s k 	 L a m p a   b By s k o w a 	 V a k u 	 S a l a m a 	 B l i n k i n g 	 B l e s k 	 F l i t s e r 	 B l i x t 	 B l j e s k . 	 B l i c	 B l i s k a v i c a 	 	 	 !25B:028F0	 +	M	2	G	6		 AD'4	 AD4	 	 								 2
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a v a n j e 	 I l u m i n a r e   L E D 	 L E D   O s v e t l i t e v 	   L E D 	   L E D 	 L E D   A25BO20=5	 2	@	!	  9	>		2	>				 (1,3*G  3'2I  L E D 	 L E D   H i g h l i g h t 	   	 					  								 
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1@-#L	 S o n i d o   d e   d i s p a r o 	 S o n   d ' o b t u r a t e u r 	 V e r s c h l u s s t o n 	 2C:  D>B>>1J5:B820	 S u o n o   O t t u r a t o r e 	 C'*E  'D5H*	 S o m   d o   o b t u r a d o r 	 S e s i   k a p a t 	 C a   c h p    m   t h a n h 	 S u a r a   K e j u t 	 B u n y i   p e n g a t u p 	 6		0	  '	M	5	(	?		 L u k k e   L y d 	 Z v u k   z  v r k y 	 D zw i k   m i g a w k i 	 E x p o n  l    h a n g 	 S u l k i m e n     n i 	 L u k k e r l y d 	 Z v u k   u z  v i e r k y 	 G e l u i d   v a n   s l u i t e r 	 S l u t a r e l j u d 	 Z v u k   o k i d a 
a 	 S u n e t   o b t u r a t o r 	 Z v o k   O k n i c e 	   	   	 ;5=40  2C:	 6	A		0	  8	>	
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 
 S T R _ I D _ C A M E R A _ E V 	 C A M E R A 	 I C O N T E X T 	 [ M e n u - E V ] 	 E V 	 fIQ܈Q	 fIQeP	 E V 	 E V 	 E V 	 E V 	 -	 E V 	 'D*916  'D*9HJ6'*	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 B e l i c h t i n g s w a a r d e 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 V 	 	5	@		 E V 	 E V 	 	 				 
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n    r e ~i m 	 T r y b   n o c n y 	  j s z a k a i    z e m m  d 	 Y  m o o d i 	 N a t t m o d u s 	 N o 
n    r e ~i m 	 N a c h t m o d u s 	 M  r k e r l  g e 	 N o n i   n a 
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	 0>$M0@  .K!	 	 			  				 	 	 	 	 	 	 	 M o d o   N o i t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ C L O S E U P 	 C A M E R A 	 I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - C l o s e u p   M o d e ] 	 C l o s e u p   m o d e 	 яb!j_	 яb!j_	 B+!#0"0C%I	 M o d o   d e   m a c r o 	 M o d e   G r o s   p l a n 	 N a h a u f n a h m e m o d u s 	 0:@KBK9  @568<	 M o d a l i t    P r i m o   P i a n o 	 4CD  'D*B7  5H1)    B1J(	 M o d o   d e   g r a n d e   p l a n o 	 K a p a t m a   K i p i 	 C h     c n   c n h 	 M o d e   D e k a t 	 M o d   d e k a t 	 	M	2	K	!	- 	*	  .	K	!		 N  r b i l l e d e   T i l s t a n d 	 D e t a i l n    z  b r 	 Z b l i |e n i e 	 M a k r  	 S u l k e m i s m o o d i 	 N  r m o d u s 	 D e t a i l n    z  b e r 	 C l o s e - u p m o d u s 	 N  r b i l d 	 I z b l i z a 	 M o d   p l a n   a p r o p i a t 	 N a 
i n   V e l i k i   K a d e r 	   C l o s e u p 	     	  568<  4J@  ?;0=	 	2	K			*	  .	K	!		 -'D*  9C3(1/'1I  FE'I  F2/JC	 DH2'~  EH	   	 					  		  				 (
G
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	 M2K*M  .K!M	 0:@>- 79><:0	 




- 

  

	 -   	 I m o d i   y e - c l o s e u p 	 I m o   e v a l i w e y o 	 M o d i   y a   p i c h a   y a   k a r i b u 	 N a b y s k o o t m o d u s 	 A r t i m a s   r e ~i m a s 	 T u v p l n a   r e ~+m s 	 L  h i v  t t e r e ~i i m 	 Dxkok  voaapavelx  |ejkt	     	 M o d   p r i m - p l a n 	 
M
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	 M2K*  .K!	 	 							  				 	 	 	 	 	 	 	 M o d o   C l o s e u p 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ B A N D I N G 	 C A M E R A 	 I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - B a n d i n g ] 	 A n t i - f l i c k e r 	 MQ
r	 MQp	 I-12#0#4	 A n t i - p a r p a d e o 	 A n t i - s c i n t i l l e m e n t 	 A n t i - F l a c k e r n 	 !53<5=B0F8O	 A n t i - s f a r f a l l i o 	 *,F(  'DDE9'F	 A n t i - c i n t i l a   o 	 T i t r e _i m   E n g e l l e y i c i 	 D i   t n 	 M e m i t a k a n 	 A n t i k e r l i p 	 			@	  +	M	2	?		0		 S t r i m m e l 	 P r o u ~k o v  n  	 P a s k o w a n i e 	 V i l l  d z  s g  t l  	 R a i d o i t u s 	 S a m m e n k o b l i n g 	 P  s k o v a n i e 	 A n t i f l i k k e r i n g 	 B a n d n i n g 	 V e z a n j e 	 A n t i i n t e r f e r e n c	 P o v e z a v a 	     	 	 !2J@720=5	 ,	H		!	?				 6/3H3H2/F	 (FF	 	 					  								 ,
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	 ,M/>!?M	 V0?07>=	 




  

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  

	 	 K u y a g o t s h w a 	 I - b a n d i n g 	 B e n d i 	 T e e n f l i k k e r 	 J u o s t o s 	 B a n d i n g 	 S a g e d u s a l a 	 Gea~xxt	 	 B a n d 	 ,
>
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 
 S T R _ I D _ C A M E R A _ A E _ M E T E R 	 C A M E R A 	 I C O N T E X T ,   C A M E R A _ H I N T 	 [ I n l i n e - A E   M e t e r ] 	 A E   m e t e r 	 ,nIQ!j_	 KmIQ!j_	 1''1  A E 	 M e d i d o r   A E 	 M e s u r e   A E 	 A E - M e t e r 	 -:A?>70<5@	 C o n t a t o r e   A E 	 FE7  'DBJ'3	 M e d i   o   d a   e x p o s i   o   a u t o m  t i c a 	 A E   m e t r e   	 C h     o     s  n g 	 I n d i k a t o r   A E 	 M e t e r   A E 	 A E   .	@		0	 	 A E   M e t e r 	 A E   M e t e r 	 A E   M e t e r 	 A u t o m a t i k u s   m e g v i l  g  t  s - m  r  s 	 A E   M e t e r 	 A E   M e t e r 	 A E   M e t e r 	 B e l i c h t i n g s m e t e r 	 A E - m  t a r e 	 A E   m j e r a 
	 M s u r a r e   A E 	 A E   M e t e r 	   	   A E 	 A E   5BJ@	 		  .	@		0		 A E   3F,	 '  '  Ey1	   	 A E   						 

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@

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	   .@0M	 8<V@N20==O  A E 	 A E   



	   	 I - A E   m e t e r 	 I m i t h a   y e - A E 	 M i t a   y a   A E 	 A E - m e t e r 	 A E   m a t u o k l i s 	 A E   m e t e r 	 A u t o m a a t s  r i t u s 	 A E   paw~ky	 A E   	 D o z a r e   A E 	 A E   .
@
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	 A E   .?0	 	 A E   						 	 	 	 	 	 	 	 M e d i d o r   A E 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ I S O 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ I n l i n e - I S O ] 	 I S O 	 aIQ^	 aIQ^	 I S O 	 I S O 	 I S O 	 I S O 	 'C2AB28B5;L=>ABL	 I S O 	 'D-3'3JG	 I S O 	 I S O 	   c m   q u a n g 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 			8			 I S O 	 I S O 	 	 						 

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8
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	 8M	 !2VB;>GCB;82VABL	 I S O 	  	 I - I S O 	 I - I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 	 I S O 	 	 	 	 	 	 	 	 I S O 
 
 S T R _ I D _ C A M E R A _ I S O _ 4 0 0 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ I n l i n e - I S O ] 	 H i g h 	 ؚ	 ؚ	 *9	 A l t o 	 H a u t 	 H o c h 	 KA>:89	 A l t o 	 #9DJ	 A l t a 	 Y  k s e k   	 C a o 	 T i n g g i 	 T i n g g i 	 
			>		 	 	 	 M a g a s 	 	 	 	 H o o f 	 	 	  n a l t 	 	 	 	 	 	'	?			 2'/	 'HF'	 	 					 ,
9
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  
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	 MA5	 8A>:0	 




	 	 P h a k e m e 	 P h e z u l u 	 J u u 	 H o o g 	 A u k at a s 	 A u g s t a 	 K  r g e 	 2aq	 	 R i d i c a t 	 	
/
0
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	 	M	 	 					 	 	 	 	 	 	 	 A l t o 
 
 S T R _ I D _ C A M E R A _ I S O _ 2 0 0 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ I n l i n e - I S O ] 	 M e d i u m 	 -N	 -N	 %2	 M e d i a n o 	 M o y e n 	 M i t t e l 	 !@54=89	 M e d i o 	 E*H37	 M  d i a 	 O r t a   	 T r u n g   b  n h 	 S e d a n g 	 S e d e r h a n a 	 .	'	M	/	.		 	 	 	 K  z e p e s 	 	 	 	 M i d d e l 	 	 	 M e d i u 	 	 	 	 	 .	'	M	/	.		 E*H37	 E*H37	 	 						 &
0
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>
	 .&M/8M%	 !5@54=O	 




	 	 P h a k a t h i   n e n d a w o 	 P h a k a t h i 	 W a s t a n i 	 M e d i u m 	 V i d u t i n i s 	 V i d j a 	 K e s k m i n e 	 Dk{kv	 	 M e d i e 	 

$
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$
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
	 .'M_.	 	 						 	 	 	 	 	 	 	 M  d i o 
 
 S T R _ I D _ C A M E R A _ I S O _ 1 0 0 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ I n l i n e - I S O ] 	 L o w 	 NO	 NO	 H3	 B a j o 	 B a s 	 N i e d r i g 	 87:89	 B a s s o 	 EF.A6	 B a i x a 	 D  _ k   	 T h p 	 R e n d a h 	 R e n d a h 	 	.		 	 	 	 A l a c s o n y 	 	 	 	 L a a g 	 	 	 R e d u s 	 	 	 	 	 9	3	B		 E	 E	 	 						 
q

	 $MA5	 87L:0	 




	 	 P h a n s i 	 P h a n t s i 	 C h i n i 	 L a a g 	 }e m a s 	 Z e m a 	 M a d a l 	 Qan	 	 S c z u t 	 
A
1

M

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M
	 (?.M(	 	 						 	 	 	 	 	 	 	 B a i x o 
 
 S T R _ I D _ C A M E R A _ I M A G E _ S I Z E 	 C A M E R A 	 I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - I m a g e   S i z e ] 	 I m a g e   s i z e 	 gqGr'Y\	 gqGr'Y\	 2 2	 T a m a  o   d e   i m a g e n 	 T a i l l e   d e   l ' i m a g e 	 B i l d g r   e 	  07<5@  87>1@. 	 D i m e n s i o n e   I m m a g i n e 	 -,E  'D5H1)	 T a m a n h o   d a   i m a g e m 	 G  r  n t    b o y u t u 	 C   n h 	 U k u r a n   G a m b a r 	 S a i z   i m e j 	 	.	G		  		>	0		 B i l l e d e   S t  r r e l s e 	 V e l i k o s t   o b r a z u 	 R o z m i a r   o b r a z u 	 K  p m  r e t 	 K u v a n   k o k o 	 B i l d e s t  r r e l s e 	 V e >k o s e  o b r a z u 	 B e e l d g r o o t t e 	 B i l d s t o r l e k 	 V e l i 
i n a   s l i k e 	 D i m e n s i u n e   i m a g i n e 	 V e l i k o s t   S l i k e 	   	   	  07<5@  =0  7>1@065=85B>	 	.	G		  8	>				 'F/'2G  *5HJ1	 'E,  3'&2	   	 				  					 *
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	 .GM  8HA	  >7<V@  7>1@065==O	 






  

	   	 U s a y i z i   w o m f a n e k i s o 	 U b u n g a k a n a n i   b e - i m e y j i 	 S a i z i   y a   t a s w i r a 	 A f b e e l d i n g g r o o t t e 	 V a i z d o   d y d i s 	 A t t l a   i z m r s 	 P i l d i   s u u r u s 	 Jaoek  ya}	   	 D i m e n s i u n e   i m a g i n e 	 
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	 *M0$?,?  >0	 	 											  					 	 	 	 	 	 	 	 T a m a n h o   d a   i m a g e m 
 
 S T R _ I D _ C A M E R A _ I M A G E _ Q T Y 	 C A M E R A 	 I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - I m a g e   Q u a l i t y ] 	 I m a g e   q u a l i t y 	 gqGrT	 gqGrT(	 8 2 2	 C a l i d a d   d e   i m a g e n 	 Q u a l i t    d e   l  i m a g e 	 B i l d q u a l i t  t 	 0G5AB2>  87>1@. 	 Q u a l i t    I m m a g i n e 	 ,H/)  'D5H1)	 Q u a l i d a d e   d a   i m a g e m 	 G  r  n t    k a l i t e s i 	 C h t   l n g   n h 	 K u a l i t a s   G a m b a r 	 K u a l i t i   i m e j 	 	.	G		  	A	#		 B i l l e d k   v a l i t e t 	 K v a l i t a   o b r a z u 	 J a k o [  o b r a z u 	 K  p m i n Qs  g 	 K u v a n   l a a t u 	 B i l d e k v a l i t e t 	 K v a l i t a   o b r a z u 	 B e e l d k w a l i t e i t 	 B i l d k v a l i t e t 	 K v a l i t e t a   s l i k e 	 C a l i t a t e   i m a g i n e 	 K v a l i t e t a   S l i k e 	   	   	 a G5AB2>  =0  O 1p a 7	 	.	G		  	M	5	5	>	2	?		@		 CJAJ*  *5HJ1	 'E,  FH9*	   	 						  									 *
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  







	   	 I k h w a l i t h i   y o m f a n e k i s o 	 U b u l u n g a   b e - i m e y j i 	 U b o r a   w a   t a s w i r a 	 A f b e e l d i n g g e h a l t e 	 V a i z d o   k o k y b 	 A t t l a   k v a l i t t e 	 P i l d i   k v a l i t e e t 	 Jaoek  xao	   	 C a l i t a t e   i m a g i n e 	 
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	 *M0$?,?  A#,$M$>	 	 											  							 	 	 	 	 	 	 	 Q u a l i d a d e   d a   i m a g e m 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ N O R M A L 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - N o r m a l ] 	 N o r m a l 	 ck8^	 ck8^	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 >@<0;L=K9	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l 	 N o r m a a l 	 N o r m a l 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 8
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ G R A Y S C A L E 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - G r a y s c a l e ] 	 G r a y s c a l e 	 pp	 pp6	 2'3	 E s c a l a   d e   g r i s e s 	 G r i s 	 G r a u s t u f e 	 !5@K9	 S c a l a   d e l   g r i g i o 	 /1,'*  'D1E'/J	 E s c a l a   d e   c i n z e n t o s 	 G r i   T o n l a m a 	 M  u   x  m 	 S k a l a   A b u 	 S k a l a   k e l a b u 	 	M	0	G	  8	M		G	2		 G r  t o n e 	 `e d    s t u p n i c e 	 S k a l a   s z a r o [c i 	 S z  r k e  r n y a l a t o s 	 H a r m a a s k a a l a 	 G r  s k a l a 	 S i v    s t u p n i c a 	 G r i j s s c h a a l 	 G r  s k a l a 	 S i v i   t o n 	 T o n u r i   d e   g r i 	 S i v a   S k a l a 	     	   	 !:0;0  =0  A82>B>	 	M	0	G	8	M		G	2		 3'JG  .'C3*1I	 1  '3D	 	 										 8
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  




	 	 I - G r a y s c a l e 	 I - G r a y s c a l e 	 K i j i v u 	 S w a r t - e n - w i t 	 P u s t o n i s  s k a l 	 P e l k   s k a l a 	 H a l l i s k a a l a 	 3xw  eavcvek  }avdrao	 - 	 T o n u r i   d e   g r i 	 
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	 M0G8MG2	 	 										 	 	 	 	 	 	 	 E s c a l a   d e   c i n z a 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ S E P I A 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - S e p i a ] 	 S e p i a 	 _S	 
YS	 5@5"	 S e p i a 	 S  p i a 	 S e p i a 	 !5?8O	 S e p p i a 	 #3DH(  'DB/JE	 S  p i a 	 S e p i a 	 M  u   n  u   	 S e p i a 	 S e p i a 	 	9	0	>		 S e p i a 	 S e p i a 	 S e p i a 	 S z  p i a 	 S e e p i a 	 S e p i a 	 S  p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 	 	 !5?8O	 8	@	*	?	/	>		 3H('	 1'	 	 							 8
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	 8F*?/>	 !5?VO	 





	 	 I - S e p i a 	 N t s u n d u 	 S e p i a 	 S e p i a 	 T a m s i a i   r u s v a 	 S p i j a 	 S e e p i a 	 Mezka	 S e p i a 	 S e p i a 	 8
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	 8G*?	 	 					  							 	 	 	 	 	 	 	 S  p i a 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ S E P I A _ G R E E N 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - S e p i a   G r e e n ] 	 S e p i a   g r e e n 	 _S}	 
YS~	 5@5"@5"'	 S e p i a   v e r d e 	 S  p i a   v e r t 	 S e p i a   g r  n 	 !5?8O- A5@K9	 V e r d e   S e p p i a 	 #3DH(  '.61	 S  p i a   v e r d e 	 s e p i a   Y e _i l 	 M  u   n  u   x a n h   l    c  y 	 S e p i a   H i j a u 	 S e p i a   h i j a u 	 	9	0	>	  9	0	>		 S e p i a   G r  n 	 S e p i a   G r e e n   -   z e l e n  	 Z i e l o n a   s e p i a 	 Z  l d   s z  p i a 	 S e e p i a n   v i h r e  	 S e p i a g r  n n 	 S  p i a   z e l e n  	 S e p i a g r o e n 	 S e p i a g r  n t 	 S e p i a   z e l e n o 	 S e p i a   v e r d e 	 S e p i a   S i v 	   	   	 !5?8O  5;5=>	 8	@	*	?	/	>	  	M	0	@	(		 3~J'I  3(2	 1'  1'	     ( ) 	 						  					 8
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  



	   	 I - S e p i a   g r e e n 	 N t s u n d u   ( o k w e n g c a ) 	 S e p i a   k i j a n i 	 S e p i a - g r o e n 	 }a l s v a   t a m s i a i   r u s v a 	 S p i j a   z a <a 	 S e e p i a ,   r o h e l i n e 	 Mezka  oavay	 S e p i a   	 S e p i a   v e r d e 	 8
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  
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	 8G*?  8,A	 	 					  						  								 	 	 	 	 	 	 	 V e r d e   s  p i a 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ S E P I A _ B L U E 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - S e p i a   B l u e ] 	 S e p i a   b l u e 	 _Sͅ	 
YS݄	 5@5"I3@4	 S e p i a   a z u l 	 S  p i a   b l e u 	 S e p i a   b l a u 	 !5?8O- A8=89	 B l u   S e p p i a 	 #3DH(  '21B	 S  p i a   a z u l 	 s e p i a   m a v i 	 M  u   n  u   x a n h   d a   t r i 	 S e p i a   B i r u 	 S e p i a   b i r u 	 	9	0	>	  (	@	2	>		 S e p i a   B l  	 S e p i a   B l u e   -   m o d r  	 N i e b i e s k a   s e p i a   	 K  k   s z  p i a 	 S e e p i a n   s i n i n e n 	 S e p i a b l  	 S  p i a   m o d r  	 S e p i a b l a u w 	 S e p i a b l  t t 	 S e p i a   p l a v o 	 S e p i a   a l b a s t r u 	 S e p i a   M o d e r 	   	   	 !5?8O  !8=L>	 8	@	*	?	/	>	  ,	M	2	B		 3~J'I  "(I	 1'  FD'	     ( ) 	 						  				 8
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 S T R _ I D _ C A M E R A _ E F F E C T _ B L A C K B O A R D 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - B l a c k b o a r d ] 	 B l a c k b o a r d 	 ўg	 ўg	 #023	 F o n d o   n e g r o 	 T a b l e a u   n o i r 	 S c h w a r z w a n d t a f e l 	 '5@=K9  D>=	 L a v a g n a 	 3(H1)	 Q u a d r o   n e g r o 	 K a r a   T a h t a 	 B n g   e n 	 P a p a n   H i t a m 	 P a p a n   h i t a m 	 6	M	/	>	.	*			 T a v l e 	 e r n    t a b u l e 	 B l a c k b o a r d 	 T  b l a 	 L i i t u t a u l u 	 S v a r t   t a v l e 	 i e r n a   t a b u >a 	 S c h o o l b o r d 	 S v a r t   t a v l a 	 C r n a   p o z a d i n a 	 T a b l   n e a g r 	 r n a   T a b l a 	 	   	 '5@5=  D>=	 ,	M	2	G		,	K	0	M	!		 *.*G  3J'G	 (D  (H1	 	 													 
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 S T R _ I D _ C A M E R A _ E F F E C T _ W H I T E B O A R D 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - W h i t e b o a r d ] 	 W h i t e b o a r d 	 }vg	 }vg	 #022'	 F o n d o   b l a n c o 	 T a b l e a u   b l a n c 	 W e i  w a n d t a f e l 	 5;K9  D>=	 L a v a g n a   b i a n c a 	 DH-)  (J6'!	 Q u a d r o   b r a n c o 	 B e y a z   T a h t a 	 B n g   t r n g 	 P a p a n   P u t i h 	 P a p a n   p u t i h 	 6	M	5	G	$	*			 H v i d   T a v l e 	 B  l    t a b u l e 	 W h i t e b a i t 	 F e h  r   t  b l a 	 P i i r t o t a u l u 	 H v i t   t a v l e 	 B i e l a   t a b u >a 	 W h i t e b o a r d 	 V i t   t a v l a 	 B i j e l a   p o z a d i n a 	 T a b l   a l b 	 B e l a   T a b l a 	   	 	 O;  D>=	 5	M	9	>			,	K	0	M	!		 *.*G  3AJ/	 3A/  (H1	 	 						  						 
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 S T R _ I D _ C A M E R A _ E F F E C T _ C O P P E R _ C A R V I N G 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - C o p p e r   C a r v i n g ] 	 C o p p e r   c a r v i n g 	 HrՖ;R	 ܔHrՖ;R	  2A0*%1-A	 R e l i e v e   e n   c o b r e 	 G r a v u r e   c u i v r e 	 K u p f e r g r a v u r 	 54=0O  @57L10	 S c u l t u r a   i n   r a m e 	 F-*  F-'3J	 R e l e v o   e m   c o b r e 	 R  l y e f 	 K h c   n g 	 T e k s t u r   T e m b a g a 	 U k i r a n   t e m b a g a 	 $	>		,	G	  *	0	  	>	0	M	5	?				 K o b b e r s t i k 	 M d n    r y t i n a 	 R z e zb i o n e   w   m i e d z i 	 R  z k a r c 	 K u p a r i k a i v e r r u s 	 K o p p e r i n n s k j  r i n g 	 M e d e n    r y t i n a 	 K o p e r g r a v u r e 	 K o p p a r s k u l p t u r 	 B a k r o r e z 	 S c u l p t u r   c u p r u 	 B a k r e n o   R e z a n j e 	 	   	 545=   5;5D	 	I	*	0	  	>	0	M	5	?				 CF/G  C'1I  E3I	 H~1  '1HF	     	 				  								 $
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  







	   	 I - C o p p e r   c a r v i n g 	 U m f a n e k i s o   o q i n g q i w e y o   w o b h e d u 	 U c h o n g a j i   S h a b a 	 K o p e r g r a v e r i n g 	 V a r i o   r a i ~i n i a i 	 V a r a   g r a v +r a 	 C o p p e r   C a r v i n g 	 Sxacxiuxv  zrvqk  ~a	   	 D e c u p a r e   c u p r u 	 
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ B L U E _ C A R V I N G 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - B l u e   C a r v i n g ] 	 B l u e   c a r v i n g 	 ͅrՖ;R	 ݄rՖ;R	  2A0*%1*5I3@4	 R e l i e v e   e n   a z u l 	 G r a v u r e   b l e u e 	 B l a u e   G r a v u r 	 !8=OO  @57L10	 S c u l t u r a   b l u 	 F-*  #21B	 R e l e v o   e m   a z u l 	 M a v i   k a b a r t m a 	 K h c   m  u   x a n h 	 T e k s t u r   B i r u 	 U k i r a n   b i r u 	 (	@	2	@	  	>	0	M	5	?				 B l  s t i k 	 M o d r    r y t i n a 	 R z e zb i o n e   w   n i e b i e s k i m 	 K  k   k a r c 	 S i n i k a i v e r r u s 	 B l    i n n s k j  r i n g 	 M o d r    r y t i n a 	 B l a u w d r u k 	 B l  s k u l p t u r 	 R e z b a r i j a   p l a v o 	 S c u l p t u r   a l b a s t r 	 M o d r o   R e z a n j e 	   	   	 !8=   5;5D	 ,	M	2	B	  	>	0	M	5	?				 CF/G  C'1I  "(I	 FD'  '1HF	   	 				  								 (
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	   	 I - B l u e   c a r v i n g 	 U m f a n e k i s o   o q i n g q i w e y o   o l u h l a z a 	 U c h o n g a j i   b l u u 	 B l o u   g r a v e r i n g 	 M l y n i   r a i ~i n i a i 	 Z i l a   g r a v +r a 	 B l u e   C a r v i n g 	 ?azxu  xacxiuxv	   	 D e c u p a r e   a l b a s t r u 	 ,
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ E M B O S S M E N T 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - E m b o s s m e n t ] 	 E m b o s s m e n t 	 nmՖ	 nmՖ	 A%2"9	 G r a b a d o 	 R e l i e f 	 P r  g u n g 	  5;L5D=>5  87>1@. 	 R i l i e v o 	 F-*  ('12	 R e l e v o 	 K a b a r t m a 	 L  m   n i 	 P e n g k a b u r a n 	 P e n c e t a k a n   t i m b u l 	 	.	M	,	I	8	.	G				 R e l i e f 	 R e l i  f 	 W y t Ba c z a n i e 	 D o m b o r m q	 P a k o t u s t y  	 O p p h  y n i n g 	 R e l i  f 	 R e l i  f 	 R e l i e f 	 I s p u p 
e n j e 	 R e l i e f 	 R e l i j e f 	 	 	  5;5D	 	.	M	,	K	8	.	H	(	M			 (1,3*G  C'1I	 FB'4	 	 													 (
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	 	 I - E m b o s s m e n t 	 U k u h o m b i s a   n g e z i n t o   e z i q i n g q w e y o 	 U t u n i s h a j i 	 R e l i  f w e r k 	 R e l j e f a s 	 R e l j e f s 	 R e l j e e f i m i n e 	 2aqaavdao	 	 R e l i e f 	 
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ C O N T R A S T 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - C o n t r a s t ] 	 C o n t r a s t 	 
\k	 [k	 -#2*L	 C o n t r a s t e 	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 *('JF	 C o n t r a s t e 	 K o n t r a s t 	 T n g   p h n 	 K o n t r a s 	 K o n t r a s 	 	I	(	M		M	0	>	8	M			 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s z t 	 K o n t r a s t i 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 N a s p r o t j e 	 	 	 >=B@0AB	 8	M	*	7	M		$	>		 3'JG  1H4FI	 EH'2F	 	 											 
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ J E A N 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - J e a n ] 	 J e a n 	 [rN	 [rN	 "5*L	 J e a n 	 J e a n 	 J e a n 	 68=A	 J e a n 	 ,JF	 J e a n s 	 J e a n 	 C h     J e a n 	 J e a n 	 J e a n 	 	@	(		 J e a n 	 J e a n 	 J e a n s 	 S z  v e t 	 F a r k k u 	 J e a n 	 J e a n 	 J e a n 	 J e a n 	 T r a p e r 	 G r a d e l 	 P l a t n o 	 	 ' 	 ;JB5=	 	@	(		 ,JF	 ,F	 	 				 
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	 	 I - J e a n 	 I - J e a n 	 J i n z i 	 D e n i m 	 D ~i n s a i 	 D ~i n s u   a u d u m s 	 J e a n 	 Kkv}	 	 J e a n 	 
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ S K E T C H 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - S k e t c h ] 	 S k e t c h 	  }c	  }c	  2@*J
L	 B o c e t o 	 D e s s i n 	 S k i z z e 	 !:5BG	 S c h i z z o 	 13E    *.7J7J	 E s b o  o 	 S k e  	 P h  c   h a 	 S k e t s a 	 S k e t s a 	 8	M		H			 S k i t s e 	 S k i c a 	 S z k i c 	 V  z l a t r a j z 	 L u o n n o s 	 S k i s s e 	 S k i c a 	 S c h e t s 	 S k i s s s 	 S k i c a 	 S c h i c	 S k i c a 	 	 	 !:8F0	 8	M		H			 1*G  C4I	 .'	 ( )   	 						 
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	 ?$M0	 	 							 	 	 	 	 	 	 	 E s b o  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ O I L 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ M e n u - O i l ] 	 O i l 	 lku	 l;u	 *53!1	 A c e i t e 	 H u i l e 	  l 	 0A;>	 O l i o 	 2J*	  l e o 	 Y a l 1  b o y a 	 S n   d u 	 M i n y a k 	 M i n y a k 	 $	G	2		 O l i e 	 O l e j 	 O l e j 	 O l a j f e s t m  n y 	  l j y 	 O l j e 	 O l e j 	 O l i e 	 O l j a 	 U l j e 	 U l e i 	 O l j e 	 	 	 0A;5=	 	/	2		 1F  1H:F	 "&D	 ( )   	   			  	 $
G
2
	 /?2M	 0A;>	 


	 	 I - O i l 	 O l i 	 M a f u t a 	 O l i e 	 A l i e j i n i a i   d a ~a i 	 E <<a s   g l e z n a 	  l i 	 Exr	 	 U l e i 	 
/
?
$
M
	 $H3	 	 				 	 	 	 	 	 	 	  l e o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ 1 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - C u s t o m   F X 1 ] 	 C u s t o m   F X 1 	 yrHe N	 ꁢyrHe N	 3+@-  F X 1 	 F X 1   p e r s o n a l i z a d o 	 F X 1   a l  a t o i r e 	 D e f i n i e r t   F X 1 	 >;L7>2.   F X 1 	 F X 1   p e r s o n a l i z z a t o 	 6(7  0'*J  F X 1 	 P e r s o n a l i z a r   F X 1 	  z e l   F X 1 	 T  y   c h n h   F X 1 	 U b a h a n   F X 1 	 F X 1   T e r s u a i 	 	8	M		.	  F X   1  	 S p e c i a l   F X 1 	 U ~i v a t e l s k    F X 1 	 Z w y c z a j n y   F X 1 	 E g y  n i   e f f e k t u s   1 	 M u k a u t e t t u   F X 1 	 E g e n d e f i n e r t   F X 1 	 U ~ v a t e >s k    F X 1 	 E i g e n   i n s t e l l i n g   F X 1 	 A n v  n d a r a n p a s s a t   F X 1 	 P r i l a g o e n o   F X 1 	 P a r t i c u l a r i z a r e   F X 1 	 N a v a d a   F X 1 	 C u s t o m   F X 1 	     1 	 >B@518B5;A:8  F X 1 	 	8	M		.	  	+			M	8	  1 	 ,DHG  3A'14I  1 	 3yE  F X 1 	   1 	 						  								 
q
8

.
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8
1 	 8M.M  +M  X   1 	 ;0A=5  F X 1 	 




  F X 1 	   F X 1 	 I - C u s t o m   F X 1 	 S i q h e l o   F X 1 	 K a i d a   F X 1 	 P a s m a a k   F X 1 	 P a s i r e n k a m a s   F X 1 	 S p e c e f e k t s   F X 1 	 K o h a n d a t u d   F X 1 	 @atae~an  F X 1 	   F X 1 	 E f e c t   s p e c i a l   p a r t i c u l a r i z a t 1 	 
8
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
  F X 1 	 7M.  F X 1 	 	 						  F X 1 	 	 	 	 	 	 	 	 F X 1   p e r s o n a l i z a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ 2 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - C u s t o m   F X 2 ] 	 C u s t o m   F X 2 	 yrHeN	 ꁢyrHeN	 3+@-  F X 2 	 F X 2   p e r s o n a l i z a d o 	 F X 2   a l  a t o i r e 	 D e f i n i e r t   F X 2 	 >;L7>2.   F X 2 	 F X 2   p e r s o n a l i z z a t o 	 6(7  0'*J  F X 2 	 P e r s o n a l i z a r   F X 2 	  z e l   F X 2 	 T  y   c h n h   F X 2 	 U b a h a n   F X 2 	 F X 2   t e r s u a i 	 	8	M		.	  F X   2  	 S p e c i a l   F X 2 	 U ~i v a t e l s k    F X 2 	 Z w y c z a j n y   F X 2 	 E g y  n i   e f f e k t u s   2 	 M u k a u t e t t u   F X 2 	 E g e n d e f i n e r t   F X 2 	 U ~ v a t e >s k    F X 2 	 E i g e n   i n s t e l l i n g   F X 2 	 A n v a n d a r a n p a s s a t   F X 2 	 P r i l a g o e n o   F X 2 	 P a r t i c u l a r i z a r e   F X 2 	 N a v a d a   F X 2 	 C u s t o m   F X 2 	     2 	 >B@518B5;A:8  F X 2 	 	8	M		.	  	+			M	8	  2 	 ,DHG  3A'14I  2 	 3yE  F X 2 	   2 	 						  								 
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2 	 8M.M  +M  X   2 	 ;0A=5  F X 2 	 




  F X 2 	   F X 2 	 I - C u s t o m   F X 2 	 S i q h e l o   F X 2 	 K a i d a   F X 2 	 P a s m a a k   F X 2 	 P a s i r e n k a m a s   F X 2 	 S p e c e f e k t s   F X 2 	 K o h a n d a t u d   F X 2 	 @atae~an  F X 2 	   F X 1 	 E f e c t   s p e c i a l   p a r t i c u l a r i z a t 2 	 
8
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
  F X 2 	 7M.  F X 2 	 	 						  F X 2 	 	 	 	 	 	 	 	 F X 2   p e r s o n a l i z a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ 3 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - C u s t o m   F X 3 ] 	 C u s t o m   F X 3 	 yrHe	N	 ꁢyrHe	N	 3+@-  F X 3 	 F X 3   p e r s o n a l i z a d o 	 F X 3   a l  a t o i r e 	 D e f i n i e r t   F X 3 	 >;L7>2.   F X 3 	 F X 3   p e r s o n a l i z z a t o 	 6(7  0'*J  F X 3 	 P e r s o n a l i z a r   F X 3 	  z e l   F X 3 	 T  y   c h n h   F X 3 	 U b a h a n   F X 3 	 F X 3   T e r s u a i 	 	8	M		.	  F X   3  	 S p e c i a l   F X 3 	 U ~i v a t e l s k    F X 3 	 Z w y c z a j n y   F X 3 	 E g y  n i   e f f e k t u s   3 	 M u k a u t e t t u   F X 3 	 E g e n d e f i n e r t   F X 3 	 U ~ v a t e >s k    F X 3 	 E i g e n   i n s t e l l i n g   F X 3 	 A n v a n d a r a n p a s s a t   F X 3 	 P r i l a g o e n o   F X 3 	 P a r t i c u l a r i z a r e   F X 3 	 N a v a d a   F X 3 	 C u s t o m   F X 3 	     3 	 >B@518B5;A:8  F X 3 	 	8	M		.	  	+			M	8	  3 	 ,DHG  3A'14I  3 	 3yE  F X 3 	   3 	 						  								 
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.
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3 	 8M.M  +M  X   3 	 ;0A=5  F X 3 	 




  F X 3 	   F X 3 	 I - C u s t o m   F X 3 	 S i q h e l o   F X 3 	 K a i d a   F X 3 	 P a s m a a k   F X 3 	 P a s i r e n k a m a s   F X 3 	 S p e c e f e k t s   F X 3 	 K o h a n d a t u d   F X 3 	 @atae~an  F X 3 	   F X 1 	 E f e c t   s p e c i a l   p a r t i c u l a r i z a t 3 	 
8
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
  F X 3 	 7M.  F X 3 	 	 						  F X 3 	 	 	 	 	 	 	 	 F X 3   p e r s o n a l i z a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ S E T 	 C A M E R A 	 L S K ,   R S K 	 [ M e n u - S e t ] 	 S e t 	 -[	 [	 1IH2	 D e f i n i r 	 R  g l e r 	 E i n s t e l l e n 	 0AB@>9:0	 I m p o s t a 	 6(7	 D e f i n i r 	 A y a r l a 	 t 	 A t u r 	 S e t 	 8	G			 I n d s t i l 	 N a s t a v i t 	 U s t a w 	 B e  l l  t  s 	 A s e t a 	 S t i l l   i n n 	 N a s t a v i e	 I n s t e l l i n g 	 S t  l l a   i n 	 P o d e s i t e 	 S e t a r e 	 N a s t a v i 	 	 	 0409	 8	G		  	0	>		 *F8E	 3y  ,&	 	 			  	 8
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	 8FM	 AB0=>28B8	 


  


	   	 S e t h a 	 S e t a     	 S e t i 	 S t e l 	 N u s t a t y m a s 	 I e s t a t +t 	 M   r a 	 ?aca~xel	 	 S e t a r e 	 8
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	 8GM  0(M$A	 	 				 	 	 	 	 	 	 	 A j u s t a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ E D I T _ E F F E C T 	 C A M E R A 	 T I T L E ,   I C O N T E X T 	 [ M e n u - E d i t   E f f e c t ] 	 E d i t   e f f e c t 	 }/yrHe	 yrHe	 AID@-@L	 E d i t a r   e f e c t o 	 E d i t e r   e f f e t 	 E f f e k t   b e a r b e i t e n 	  540:B.   MDD5:B	 M o d i f i c a   E f f e t t o 	 *-1J1  'DE#+1'*	 E d i t a r   e f e i t o 	 E f e k t l e r i   d  z e n l e 	 B i  n   s o n   h i u   n g 	 U b a h   E f e k 	 K e s a n   e d i t 	 8		*	>	&	(	  *	M	0	-	>	5	   	 R e d i g  r   E f f e k t 	 U p r a v i t   e f e k t 	 E d y t u j   e f e k t y 	 E f f e k t u s   b e  l l  t  s a i 	 V a i k u t u k s e n   e d i t o i n t i 	 E n d r e   e f f e k t 	 U p r a v i e  e f e k t 	 E f f e c t   b e w e r k e n 	  n d r a   e f f e k t 	 E f e k t   u r e i v a n j a 	 E d i t a r e   e f e c t e 	 U r e d i   U 
i n e k 	   	   	  540:B8@09  D5:B0	 *	M	0	-	>	5	  8		*	>	&	?	$	  	0	>		 HJ1'J4  ,DHG	 'Ay  3yF	   	 						  									 
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	 !?M  +FMM	  5403C20B8  5D5:B	 








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	     	 H l e l a   u m p h u m e l a 	 L u n g i s a   u p h u m e z o 	 H a r i r i   a t h a r i 	 W y s i g   e f f e k 	 R e d a g u o t i   e f e k t 	 R e d i #t   e f e k t u 	 R e d i g e e r i   e f e k t i 	 =tbacel  geoh	     	 E d i t a r e   e f e c t 	 
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ E D I T _ R E S T O R E _ D E F A U L T 	 C A M E R A 	 L S K ,   R S K 	 [ M e n u - R e s t o r e   D e f a u l t ] 	 R e s t o r e   d e f a u l t 	 S-<P	 ؏S؞<P	 7H2@#4H!I	 R e s t a u r a r   v a l o r e s   p r e d e t e r m i n a d o s 	 R e s t a u r e r   d  f a u t s 	 S t a n d a r d   w i e d e r h e r s t e l l e n 	 >AAB0=>2;5=85  8AE>4=KE  ?0@0<5B@>2	 R i p r i s t i n a   P r e d e f i n i t o 	 6(7  'DE3(B	 R e s t a u r a r   p r e d e f i n i   e s 	 G e r i   Y  k l e 	 K h  i   p h c   m c   n h 	 P e n g a t u r a n   s e m u l a 	 S i m p a n   s e m u l a   l a l a i 	 .	B	2	  0	?	8	M		K	0	  	0	G			 R e s t o r e   D e f a u l t 	 R e s t o r e   D e f a u l t 	 R e s t o r e   D e f a u l t 	 A l a p  r t e l m e z e t t   b e  l l  t  s o k   v i s s z a  l l  t  s a 	 P a l a u t a   o l e t u s a r v o 	 G j e n o p p r e t t   s t a n d a r d i n n s t . 	 R e s t o r e   D e f a u l t 	 S t a n d a a r d   h e r s t e l l e n 	 R e s t o r e   D e f a u l t 	 V r a a n j e   z a d a n o g a 	 R e i n i ci a l i z a r e   l a   s e t r i l e   i m p l i c i t e 	 R e s t o r e   D e f a u l t 	     	       	 R e s t o r e   D e f a u l t 	 !	?	+	I	2	M		  *	0	$	   	G	5	>		 ('2J'(I  ~J4  A16	 A'Dy  (-'D  ,&	   	   						  						  				 !
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	     	 G c i n a   i d i f o l t h i 	 B u y i s e l a   u s i l e l o 	 R e j e s h a   m s i n g i 	 H e r s t e l   v e r s t e k 	 A t s t a t y t i   n u m a t y t s i a s   n u o s t a t a s 	 A t j a u n o t   n o k l u s j u m u 	 T a a s t a   v a i k e s  t t e d 	 Neaoavcvel  l|eluauv  oauavveh	     	 R e s t a b i l i r e   s e t r i   i m p l i c i t e 	 !
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ B R I G H T N E S S 	 C A M E R A 	 T I T L E 	 [ O p t i o n - B r i g h t n e s s ] 	 B r i g h t n e s s 	 N^	 N^	 #01'2!*'H2	 B r i l l o 	 L u m i n o s i t  	 H e l l i g k e i t 	 /@:>ABL	 L u m i n o s i t  	 'D37H9	 B r i l h o 	 p a r l a k l 1k 	   s  n g 	 K e c e r a h a n 	 K e c e r a h a n 	 	.			 L y s s t y r k e 	 J a s 	 J a s n o [	 F  n y e r Qs s  g 	 K i r k k a u s 	 L y s s t y r k e 	 J a s 	 H e l d e r h e i d 	 L j u s s t y r k a 	 S v j e t l i n a 	 L u m i n o z i t a t e 	 S v e t l o b a 	 	 	 /@:>AB	 ,	M	0	>			(	G	8		 1H4F'&	 ED'~F	 	 										 
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ S A T U R A T I O N 	 C A M E R A 	 T I T L E 	 [ O p t i o n - S a t u r a t i o n ] 	 S a t u r a t i o n 	 T^	 qT^	 '2!-4H!1'-*5	 S a t u r a c i  n 	 S a t u r a t i o n 	 S  t t i g u n g 	 0AKI5==>ABL	 S a t u r a z i o n e 	 /1,)  'D'4('9	 S a t u r a   o 	 d o y g u n l u k 	   b  o   h  a 	 S a t u r a s i 	 T e p u a n 	 *	0	?	*	B	0	M	#	$	>		 M  t n i n g 	 S y t o s t 	 N a s y c e n i e 	 S z  n t e l  t e t t s  g 	 K y l l  s t y s 	 S k a r p h e t 	 S  t o s e	 V e r z a d i g i n g 	 F  r g m  t t n a d 	 Z a s i e n j e 	 S a t u r a ci e 	 N a s i 
e n o s t 	   	 	 0A8B5=>AB	 8	G		A	0	G	6	(		 3J1I  1F	 ~'  ~F	 	 											 
.
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>
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 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ C O N T R A S T 	 C A M E R A 	 T I T L E 	 [ O p t i o n - C o n t r a s t ] 	 C o n t r a s t 	 
\k	 [k	 -#2*L	 C o n t r a s t e 	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 'DEB'1F)	 C o n t r a s t e 	 k o n t r a s t 	   t n g   p h n 	 K o n t r a s 	 K o n t r a s 	 	I	(	M		M	0	>	8	M			 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s z t 	 K o n t r a s t i 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 N a s p r o t j e 	 	 	 >=B@0AB	 8	M	*	7	M		$	>		 F3(*  3'JG  1H4FI	 EH'2F	 	 											 
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	 	 I - C o n t r a s t 	 T h e l e k i s a 	 L i n g a n i s h a 	 K o n t r a s 	 K o n t r a s t a s 	 K o n t r a s t s 	 K o n t r a s t s u s 	 Qaueavcxiuxv	 	 C o n t r a s t 	 
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	 #MM0>7M	 	 										 	 	 	 	 	 	 	 C o n t r a s t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E F F E C T _ C U S T O M _ F X _ H U E 	 C A M E R A 	 T I T L E 	 [ O p t i o n - H u e ] 	 H u e 	 rv	 rv	 @	*5	 M a t i z 	 T e i n t e 	 F a r b t o n 	 BB5=>:	 S f u m a t u r a 	 'D4CD	 T o n a l i d a d e 	 r e n k    z  	 C h     m  u   s c 	 K e d a l a m a n 	 R o n a 	 0				 G l  d 	 O d s t  n 	 O d c i e D	 S z  n  r n y a l a t 	 V  r i 	 F a r g e 	 O d t i e H	 T i n t 	 F  r g   	 N i j a n s a 	 N u a n c	 K u p 	 	 	 N0=A	 9	M	/	B		 1FE'JG	 1F  	   	 				 9
/
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	 9M/B	 ">=	 



	 	 I - H u e 	 H u e 	 R a n g i 	 S k a k e r i n g 	 A t s p a l v i s 	 N o k r s a 	 T o o n 	 5avc	 	 N u a n c	 9
M
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 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ O F F 	 C A M E R A 	 H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   O f f ] 	 O f f 	 !q	 e	 4	 A p a g a r 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 T t 	 M a t i 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A  	 	   						 ,
p
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	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
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	 +M	 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 1 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   1 ] 	 F r a m e   1 	 WFh N	 VFh N	 @#!  1 	 F o t o g r a m a   1 	 C a d r e   1 	 R a h m e n   1 	  0<:0  1 	 C o r n i c e   1 	 '7'1  1 	 M o l d u r a   1 	  e r  e v e   1 	 K h u n g   n h   1 	 B i n g k a i   1 	 B i n g k a i   1 	 +	M	0	H	.	  1  	 R a m m e   1 	 R  m   1 	 R a m k a   1 	 1 .   k  p 	 K e h y s   1 	 R a m m e   1 	 R  m   1 	 K a d e r   1 	 B i l d r u t a   1 	 S l i 
i c a   1 	 C a d r u l   1 	 O k v i r   1 	   1 	   1 	 04J@  1 	 +	M	0	G	.	  1 	 B'(  1 	 A1E  1 	   1 	 					  		 "
>


>
  1 	 +M0G.M  1 	  0<:0  1 	 




  1 	   1 	 I f r e m u   1 	 F r e y i m i - 1 	 F r e m u   1 	 R a a m   1 	 1   r m e l i s 	 1 .   r m i s 	 K a a d e r   1 	 G{avao  1 	   1 	 C a d r u   1 	 +
M
0
F
/
?

  1 	 +M0G.  1 	 	 					  1 	 	 	 	 	 	 	 	 Q u a d r o   1 	 	 	 	 	 	 	 	 1 . m a r k o a 	 F r a m e   1 	 M a r c o   1 	 F r a m e   1 	 F r  m a   1 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 2 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   2 ] 	 F r a m e   2 	 WFhN	 VFhN	 @#!  2 	 F o t o g r a m a   2 	 C a d r e   2 	 R a h m e n   2 	  0<:0  2 	 C o r n i c e   2 	 '7'1  2 	 M o l d u r a   2 	  e r  e v e   2 	 K h u n g   n h   2 	 B i n g k a i   2 	 B i n g k a i   2 	 +	M	0	H	.	  2 	 R a m m e   2 	 R  m   2 	 R a m k a   2 	 2 .   k  p 	 K e h y s   2 	 R a m m e   2 	 R  m   2 	 K a d e r   2 	 B i l d r u t a   2 	 S l i 
i c a   2 	 C a d r u l   2 	 O k v i r   2 	   2 	   2 	 04J@  2 	 +	M	0	G	.	  2 	 B'(  2 	 A1E  2 	   2 	 					  		 "
>


>
  2 	 +M0G.M  2 	  0<:0  2 	 




  2 	   2 	 I f r e m u   2 	 F r e y i m i - 2 	 F r e m u   2 	 R a a m   2 	 2   r m e l i s 	 2 .   r m i s 	 K a a d e r   2 	 G{avao  2 	   2 	 C a d r u   2 	 +
M
0
F
/
?

  2 	 +M0G.  2 	 	 	 	 	 	 	 	 	 	 Q u a d r o   2 	 	 	 	 	 	 	 	 2 . m a r k o a 	 F r a m e   2 	 M a r c o   2 	 F r a m e   2 	 F r  m a   2 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 3 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   3 ] 	 F r a m e   3 	 WFh	N	 VFh	N	 @#!  3 	 F o t o g r a m a   3 	 C a d r e   3 	 R a h m e n   3 	  0<:0  3 	 C o r n i c e   3 	 '7'1  3 	 M o l d u r a   3 	  e r  e v e   3 	 K h u n g   n h   3 	 B i n g k a i   3 	 B i n g k a i   3 	 +	M	0	H	.	  3  	 R a m m e   3 	 R  m   3 	 R a m k a   3 	 3 .   k  p 	 K e h y s   3 	 R a m m e   3 	 R  m   3 	 K a d e r   3 	 B i l d r u t a   3 	 S l i 
i c a   3 	 C a d r u l   3 	 O k v i r   3 	   3 	   3 	 04J@  3 	 +	M	0	G	.	  3 	 B'(  3 	 A1E  3   	   3 	 					  		 "
>


>
  3 	 +M0G.M  3 	  0<:0  3 	 




  3 	   3 	 I f r e m u   3 	 F r e y i m i - 3 	 F r e m u   3 	 R a a m   3 	 3   r m e l i s 	 3 .   r m i s 	 K a a d e r   3 	 G{avao  3 	   3 	 C a d r u   3 	 +
M
0
F
/
?

  3 	 +M0G.  3 	 	 	 	 	 	 	 	 	 	 Q u a d r o   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 4 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   4 ] 	 F r a m e   4 	 WFhV	 VFhV	 @#!  4 	 F o t o g r a m a   4 	 C a d r e   4 	 R a h m e n   4 	  0<:0  4 	 C o r n i c e   4 	 '7'1  4 	 M o l d u r a   4 	  e r  e v e   4 	 K h u n g   n h   4 	 B i n g k a i   4 	 B i n g k a i   4 	 +	M	0	H	.	  4 	 R a m m e   4 	 R  m   4 	 R a m k a   4 	 4 .   k  p 	 K e h y s   4 	 R a m m e   4 	 R  m   4 	 K a d e r   4 	 B i l d r u t a   4 	 S l i 
i c a   4 	 C a d r u l   4 	 O k v i r   4 	   4 	   4 	 04J@  4 	 +	M	0	G	.	  4 	 B'(  4 	 A1E  4   	   4 	 					  		 "
>


>
  4 	 +M0G.M  4 	  0<:0  4 	 




  4 	   4 	 I f r e m u   4 	 F r e y i m i - 4 	 F r e m u   4 	 R a a m   4 	 4   r m e l i s 	 4 .   r m i s 	 K a a d e r   4 	 G{avao  4 	   4 	 C a d r u   4 	 +
M
0
F
/
?

  4 	 +M0G.  4 	 	 	 	 	 	 	 	 	 	 Q u a d r o   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 5 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   5 ] 	 F r a m e   5 	 WFhN	 VFhN	 @#!  5 	 F o t o g r a m a   5 	 C a d r e   5 	 R a h m e n   5 	  0<:0  5 	 C o r n i c e   5 	 '7'1  5 	 M o l d u r a   5 	  e r  e v e   5 	 K h u n g   n h   5 	 B i n g k a i   5 	 B i n g k a i   5 	 +	M	0	H	.	  5  	 R a m m e   5 	 R  m   5 	 R a m k a   5 	 5 .   k  p 	 K e h y s   5 	 R a m m e   5 	 R  m   5 	 K a d e r   5 	 B i l d r u t a   5 	 S l i 
i c a   5 	 C a d r u l   5 	 O k v i r   5 	   5 	   5 	 04J@  5 	 +	M	0	G	.	  5 	 B'(  5 	 A1E  5 	   5 	 					  		 "
>


>
  5 	 +M0G.M  5 	  0<:0  5 	 




  5 	   5 	 I f r e m u   5 	 F r e y i m i - 5 	 F r e m u   5 	 R a a m   5 	 5   r m e l i s 	 5 .   r m i s 	 K a a d e r   5 	 G{avao  5 	   5 	 C a d r u   5 	 +
M
0
F
/
?

  5 	 +M0G.  5 	 	 	 	 	 	 	 	 	 	 Q u a d r o   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 6 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   6 ] 	 F r a m e   6 	 WFhmQ	 VFhmQ	 @#!  6 	 F o t o g r a m a   6 	 C a d r e   6 	 R a h m e n   6 	  0<:0  6 	 C o r n i c e   6 	 '7'1  6 	 M o l d u r a   6 	  e r  e v e   6 	 K h u n g   n h   6 	 B i n g k a i   6 	 B i n g k a i   6 	 +	M	0	H	.	  6  	 R a m m e   6 	 R  m   6 	 R a m k a   6 	 6 .   k  p 	 K e h y s   6 	 R a m m e   6 	 R  m   6 	 K a d e r   6 	 B i l d r u t a   6 	 S l i 
i c a   6 	 C a d r u l   6 	 O k v i r   6 	   6 	   6 	 04J@  6 	 +	M	0	G	.	  6 	 B'(  6 	 A1E  6 	   6 	 					  		 "
>


>
  6 	 +M0G.M  6 	  0<:0  6 	 




  6 	   6 	 I f r e m u   6 	 F r e y i m i - 6 	 F r e m u   6 	 R a a m   6 	 6   r m e l i s 	 6 .   r m i s 	 K a a d e r   6 	 G{avao  6 	   6 	 C a d r u   6 	 +
M
0
F
/
?

  6 	 +M0G.  6 	 	 	 	 	 	 	 	 	 	 Q u a d r o   6 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 7 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   7 ] 	 F r a m e   7 	 WFhN	 VFhN	 @#!  7 	 F o t o g r a m a   7 	 C a d r e   7 	 R a h m e n   7 	  0<:0  7 	 C o r n i c e   7 	 '7'1  7 	 M o l d u r a   7 	  e r  e v e   7 	 K h u n g   n h   7 	 B i n g k a i   7 	 B i n g k a i   7 	 +	M	0	H	.	  7  	 R a m m e   7 	 R  m   7 	 R a m k a   7 	 7 .   k  p 	 K e h y s   7 	 R a m m e   7 	 R  m   7 	 K a d e r   7 	 B i l d r u t a   7 	 S l i 
i c a   7 	 C a d r u l   7 	 O k v i r   7 	   7 	   7 	 04J@  7 	 +	M	0	G	.	  7 	 B'(  7 	 A1E  7 	   7 	 					  		 "
>


>
  7 	 +M0G.M  7 	  0<:0  7 	 




  7 	   7 	 I f r e m u   7 	 F r e y i m i - 7 	 F r e m u   7 	 R a a m   7 	 7   r m e l i s 	 7 .   r m i s 	 K a a d e r   7 	 G{avao  7 	   7 	 C a d r u   7 	 +
M
0
F
/
?

  7 	 +M0G.  7 	 	 	 	 	 	 	 	 	 	 Q u a d r o   7 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 8 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   8 ] 	 F r a m e   8 	 WFhkQ	 VFhkQ	 @#!  8 	 F o t o g r a m a   8 	 C a d r e   8 	 R a h m e n   8 	  0<:0  8 	 C o r n i c e   8 	 '7'1  8 	 M o l d u r a   8 	  e r  e v e   8 	 K h u n g   n h   8 	 B i n g k a i   8 	 B i n g k a i   8 	 +	M	0	H	.	  8  	 R a m m e   8 	 R  m   8 	 R a m k a   8 	 8 .   k  p 	 K e h y s   8 	 R a m m e   8 	 R  m   8 	 K a d e r   8 	 B i l d r u t a   8 	 S l i 
i c a   8 	 C a d r u l   8 	 O k v i r   8 	   8 	   8 	 04J@  8 	 +	M	0	G	.	  8 	 B'(  8 	 A1E  8   	   8 	 					  		 "
>


>
  8 	 +M0G.M  8 	  0<:0  8 	 




  8 	   8 	 I f r e m u   8 	 F r e y i m i - 8 	 F r e m u   8 	 R a a m   8 	 8   r m e l i s 	 8 .   r m i s 	 K a a d e r   8 	 G{avao  8 	   8 	 C a d r u   8 	 +
M
0
F
/
?

  8 	 +M0G.  8 	 	 	 	 	 	 	 	 	 	 Q u a d r o   8 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 9 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   9 ] 	 F r a m e   9 	 WFh]N	 VFh]N	 @#!  9 	 F o t o g r a m a   9 	 C a d r e   9 	 R a h m e n   9 	  0<:0  9 	 C o r n i c e   9 	 '7'1  9 	 M o l d u r a   9 	  e r  e v e   9 	 K h u n g   n h   9 	 B i n g k a i   9 	 B i n g k a i   9 	 +	M	0	H	.	  9 	 R a m m e   9 	 R  m   9 	 R a m k a   9 	 9 .   k  p 	 K e h y s   9 	 R a m m e   9 	 R  m   9 	 K a d e r   9 	 B i l d r u t a   9 	 S l i 
i c a   9 	 C a d r u l   9 	 O k v i r   9 	   9 	   9 	 04J@  9 	 +	M	0	G	.	  9 	 B'(  9 	 A1E  9 	   9 	 					  		 "
>


>
  9 	 +M0G.M  9 	  0<:0  9 	 




  9 	   9 	 I f r e m u   9 	 F r e y i m i - 9 	 F r e m u   9 	 R a a m   9 	 9   r m e l i s 	 9 .   r m i s 	 K a a d e r   9 	 G{avao  9 	   9 	 C a d r u   9 	 +
M
0
F
/
?

  9 	 +M0G.  9 	 	 	 	 	 	 	 	 	 	 Q u a d r o   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ 1 0 	 C A M E R A 	 T I T L E ,   H I N T ,   T W O S T A T E 	 [ M e n u - F r a m e   1 0 ] 	 F r a m e   1 0 	 WFhAS	 VFhAS	 @#!  1 0 	 F o t o g r a m a   1 0 	 C a d r e   1 0 	 R a h m e n   1 0 	  0<:0  1 0 	 C o r n i c e   1 0 	 '7'1  1 0 	 M o l d u r a   1 0 	  e r  e v e   1 0 	 K h u n g   n h   1 0 	 B i n g k a i   1 0 	 B i n g k a i   1 0 	 +	M	0	H	.	  1 0  	 R a m m e   1 0 	 R  m   1 0 	 R a m k a   1 0 	 1 0 .   k  p 	 K e h y s   1 0 	 R a m m e   1 0 	 R  m   1 0 	 K a d e r   1 0 	 B i l d r u t a   1 0 	 S l i 
i c a   1 0 	 C a d r u l   1 0 	 O k v i r   1 0 	   1 0 	   1 0 	 04J@  1 0 	 +	M	0	G	.	  1 0 	 B'(  1 0 	 A1E  1 0 	   1 0 	 					  			 "
>


>
  1 0 	 +M0G.M  1 0 	  0<:0  1 0 	 




  1 0 	   1 0 	 I f r e m u   1 0 	 F r e y i m i - 1 0 	 F r e m u   1 0 	 R a a m   1 0 	 1 0   r m e l i s 	 1 0 .   r m i s 	 K a a d e r   1 0 	 G{avao  1 0 	   1 0 	 C a d r u   1 0 	 +
M
0
F
/
?

  1 0 	 +M0G.  1 0 	 	 	 	 	 	 	 	 	 	 Q u a d r o   1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A D D _ F R A M E _ S E T 	 C A M E R A 	 L S K 	 [ M e n u - S e t ] 	 S e t 	 -[	 n	 1IH2	 D e f i n i r 	 R  g l e r 	 E i n s t e l l e n 	 0AB@>9:0	 I m p o s t a 	 6(7	 D e f i n i r 	 A y a r l a 	 C  i   t 	 A t u r 	 S e t 	 8	G			 I n d s t i l 	 N a s t a v i t 	 U s t a w 	 B e  l l  t  s 	 A s e t a 	 S t i l l   i n n 	 N a s t a v i e	 I n s t e l l e n 	 S t  l l a   i n 	 P o d e s i t e 	 S e t a r e 	 N a s t a v i 	 	 	 0409	 8	H			 *F8E	 3y  ,&	 	 			  	 8
%
?
$
	 8FM	 AB0=>28B8	 


  


	   	 S e t h a 	 S e t a 	 S e t i 	 S t e l   i n 	 N u s t a t y m a s 	 I e s t a t +t 	 M   r a 	 ?aca~xel	 	 S e t a r e 	 8
F
1
M
1
M
	 8GM  0(M$A	 	 			  				 	 	 	 	 	 	 	 A j u s t a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ C O N T _ S H O T _ O F F 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - O f f ] 	 O f f 	 ܕ	 sQ	 4	 A p a g a r 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 T t 	 M a t i 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A  	 	 					 ,
p
&
	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 +M	 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ C O N T _ S H O T _ 1 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - A   S h o t ] 	 1   s h o t 	 U5_#b	 US _ޏb	  2@5"'	 1   d i s p a r o 	 1   p h o t o 	 1   A u f n a h m e 	 1   !=8<>:	 1   C o l p o 	 DB7)  1 	 1   i m a g e m 	 1    e k i m 	 1   H i  n h   	 1   B i d i k a n 	 1   t a n g k a p a n 	  1   6	I		 	 1   s k u d 	 1   z  b r 	 1   Z d j c i e 	 1   e x p o n  l  s 	 1   K u v a 	 1   b i l d e 	 Z  b e r   1 	 1   o p n a m e 	 1    g o n b l i c k s b i l d 	 1   s n i m k a 	 1   f o t o g r a f i e 	 1   P o s n e t e k 	 1   	   1 	 1   :04J@	 1   6	I			 1   9C3	 1 4'y	 1   	 	  			 1   6
K

	 1   7>M	 1   :04@	 1   


	 1   	 1   s h o t 	 I s i t h o n g a   s o k u - 1 	 P i c h a   1 	 1 - s k o o t 	 1   m o m e n t i n   n u o t r a u k a 	 1 .   u z Fm u m s 	 V  t e   1 	 1   voaapavxt	 1   	 1   c a d r u 	 1   7
K

M

M
	 1   8	 	 1   					 	 	 	 	 	 	 	 1   d i s p a r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ C O N T _ S H O T _ 2 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - B   S h o t ] 	 3   s h o t s 	 	N#b	 	Nޏb	 H-@7H-  3    2	 3   d i s p a r o s 	 3   p h o t o s 	 3   A u f n a h m e n 	 3   !=8<:0	 3   c o l p i 	 DB7)  3 	 3   i m a g e n s 	 3    e k i m 	 3   H i  n h 	 3   B i d i k a n 	 3   t a n g k a p a n 	  3   6	I		 	 3   s k u d 	 3   z  b r 	 3   Z d j c i a 	 3   e x p o n  l  s 	 3   K u v a a 	 3   b i l d e 	 Z  b e r   3 	 3   o p n a m e 	 3    g o n b l i c k s b i l d 	 3   s n i m k e 	 3   f o t o g r a f i i 	 3   P o s n e t e k 	 3   	   3 	 3   :04J@	 3   6	I			 3   9C3	 2 4'y	 3   	 	  			 3   6
K

	 2   7>M	 3   :04@8	 3   


	 2   	 3   s h o t 	 I s i t h o n g a   s e s i - 3 	 P i c h a   3 	 3 - s k o o t 	 3   m o m e n t i n   n u o t r a u k a 	 3 .   u z Fm u m s 	 V  t e   3 	 3   voaapavxt	 3   	 3   c a d r e 	 3   7
K

M

M
	 3   8	 	 	 	 	 	 	 	 	 	 3   d i s p a r o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ C O N T _ S H O T _ 3 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - C   S h o t ] 	 5   s h o t s 	 N#b	 Nޏb	 H-@7H-  5    2	 5   d i s p a r o s 	 5   p h o t o s 	 5   A u f n a h m e n 	 5   !=8<:>2	 5   c o l p i 	 DB7)  5 	 5   i m a g e n s 	 5    e k i m 	 5   H i  n h 	 5   B i d i k a n 	 5   t a n g k a p a n 	  5   6	I		 	 5   s k u d 	 5   z  b r 	 5   Z d j 	 5   e x p o n  l  s 	 5   K u v a a 	 5   b i l d e 	 Z  b e r   5 	 4   o p n a m e 	 5    g o n b l i c k s b i l d 	 5   s n i m k i 	 5   f o t o g r a f i i 	 5   P o s n e t e k 	 5   	   5 	 5   :04J@	 5   6	I			 5   9C3	 3 4'y	 5   	 	  			 5   6
K

	 3   7>M	 5   :04@V2	 5   


	 5   	 5   s h o t 	 I s i t h o n g a   s e s i - 5 	 P i c h a   5 	 5 - s k o o t 	 5   m o m e n t i n   n u o t r a u k a 	 5 .   u z Fm u m s 	 V  t e   5 	 5   voaapavxt	 5   	 5   c a d r e 	 5   7
K

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	 5   8	 	 	 	 	 	 	 	 	 	 5   d i s p a r o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ C O N T _ S H O T _ B U R S T 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - B u r s t   S h o t ] 	 B u r s t   s h o t s 	 _#b	 _ޏb	 H-@7H--"H2@#G'	 D i s p a r o   e n   r  f a g a 	 P h o t o s   r a f a l e 	 M e h r f a c h a u f n a h m e n 	 !=8<>:  A>  2A?KH:>9	 R a f f i c a   d i   f u c i l e r i a 	 DB7)  31J9)	 C a p t u r a   c o n t  n u a 	 T e k i l    e k i m 	 C h p   n h a n h   l i  n   t c 	 B u r s t   S h o t 	 T a n g k a p a n   l e d a k a n 	 ,	0	M	8	M		  6	I			 B r i s t e   S k u d 	 K o n t i n u  l n    f o c e n  	 I m p u l s o w e   Z d j c i e 	 S o r o z a t k  p 	 K u v i e n   p e r  k k  i n o t t o 	 S p r e n g e b i l d e 	 K o n t i n u  l n e   f o t o g r a f o v a n i e 	 B u r s t o p n a m e 	 S e k v e n s t a g n i n g 	 U z a s t o p n e   s n i m k e 	 F o t o g r a f i e r e    n   r a f a l e 	 E k s p l o z i v n i   P o s n e t e k 	 B u r s t   S h o t 	   	 >A;54>20B5;=8  04@8	 ,	0	M	8	M		  6	I			 9C3(1/'1I  ~4*  31GE	 (13y  4'y	   	 						  			 ,
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  


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 
 S T R _ I D _ C A M E R A _ C O N T _ S H O T _ T I L E 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - T i l e   S h o t ] 	 T i l e   s h o t 	 V<hbe	 V<hbDd	  2"H-"	 D i s p a r o   e n   m o s a i c o 	 P h o t o   m o s a  q u e 	 T i l e - A u f n a h m e 	 >708G=K9  A=8<>:	 S p a r o   d i   m a t t o n e l l e 	 E,EH9  'DDB7'*	 C a p t u r a   e m   m o s a i c o 	 A r d a r d a    e k i m 	 C h p   b n      	 T i l e   S h o t 	 T a n g k a p a n   j u b i n 	 	>		2	  6	I			 T e g l   S k u d 	 D l a ~d i c o v    z  b r 	 K a f e l k o w e   Z d j c i e 	 M o z a i k k  p 	 V i e r e k k  i n k u v a u s 	 F l i s e b i l d e 	 D l a ~d i c o v    z  b e r 	 T e g e l o p n a m e 	 S i d a - v i d - s i d a    g o n b l c k d b i l d e r 	 Z e m l j a n a   p o s u d a 	 F o t o g r a f i e r e   i m a g i n i   m r i t e 	 O p e 
n i   P o s n e t e k 	 T i l e   S h o t 	   	 0@8@0=  :04J@	 	>		2	  6	I			 9C3(1/'1I  J/E'FI	 y'&D  4'y	   	 				  			 
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 
 S T R _ I D _ C A M E R A _ D E L A Y _ T I M E R _ O F F 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - O f f ] 	 O f f 	 ܕ	 sQ	 4	 A p a g a r 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 T t 	 M a t i 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A	 	 					 ,
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 
 S T R _ I D _ C A M E R A _ D E L A Y _ T I M E R _ 1 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - A   s e c ] 	 5   s e c 	 5   y	 5   y	 5   '4	 5   s e g s 	 5   s e c s 	 5   S e k . 	 5   A	 5   s e c 	 5   +'FJ)	 5   s e g 	 5   s a n i y e   	 5   g i  y 	 5   d e t i k 	 5   s a a t 	  5   8	G		G		!		 	 	 	 5   m p 	 	 	 	 5   s e c o n d e n 	 	 	 5   s e c 	 	 	 5   	 	 	 5   +'FJG	 	 5   	 	  								 	 	 	 5   






	 5   	 5   i m i z u z w a n a 	 i m z w   e m i - 5 	 S e k   5 	 5   s e k . 	 5   s e k . 	 5   s e k . 	 5   s e k u n d i t 	 5   ~o	 5   	 5   s e c 	 5   8
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	 5   8GG#M!	 	 5   								 	 	 	 	 	 	 	 5   s e g u n d o s 
 
 S T R _ I D _ C A M E R A _ D E L A Y _ T I M E R _ 2 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - B   s e c ] 	 1 0   s e c 	 1 0   y	 1 0   y	 1 0   '4	 1 0   s e g s 	 1 0   s e c s 	 1 0   S e k . 	 1 0   A	 1 0   s e c 	 1 0   +'FJ)	 1 0   s e g 	 1 0   s a n i y e   	 1 0   g i  y 	 1 0   d e t i k 	 1 0   s a a t 	  1 0   8	G		G		!		 	 	 	 1 0   m p 	 	 	 	 1 0   s e c o n d e n 	 	 	 1 0   s e c 	 	 	 1 0   	 	 	 1 0   +'FJG	 	 1 0   	 		  								 	 	 	 1 0   







	 1 0   	 1 0   i m i z u z w a n a 	 i m z w   e l i - 1 0 	 S e k   1 0 	 1 0   s e k . 	 1 0   s e k . 	 1 0   s e k . 	 1 0   s e k u n d i t 	 1 0   ~o	 1 0   	 1 0   s e c 	 1 0   8
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	 1 0   8GG#M!	 	 	 	 	 	 	 	 	 	 1 0   s e g u n d o s 
 
 S T R _ I D _ C A M E R A _ D E L A Y _ T I M E R _ 3 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ M e n u - C   s e c ] 	 1 5   s e c 	 1 5   y	 1 5   y	 1 5   '4	 1 5   s e g s 	 1 5   s e c s 	 1 5   S e k . 	 1 5   A	 1 5   s e c 	 1 5   +'FJ)	 1 5   s e g 	 1 5   s a n i y e   	 1 5   g i  y 	 1 5   d e t i k 	 1 5   s a a t 	  1 5   8	G		G		!		 	 	 	 1 5   m p 	 	 	 	 1 5   s e c o n d e n 	 	 	 1 5   s e c 	 	 	 1 5   	 	 	 1 5   +'FJG	 	 1 5   	 		  								 	 	 	 1 5   





	 1 5   	 1 5   i m i z u z w a n a 	 i m z w   e l i - 1 5 	 S e k   1 5 	 1 5   s e k . 	 1 5   s e k . 	 1 5   s e k . 	 1 5   s e k u n d i t 	 1 5   ~o	 1 5   	 1 5   s e c 	 1 5   8
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	 1 5   8GG#M!	 	 	 	 	 	 	 	 	 	 1 5   s e g u n d o s 
 
 S T R _ I D _ C A M E R A _ W B _ A U T O 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ I n l i n e - W B   A u t o ] 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o m a t i c o 	 #DJ	 A u t o 	 O t o m a t i k 	 T #   #n g 	 O t o m a t i s 	 A u t o 	 		K		 A u t o 	 A u t o 	 A u t o 	 A u t o m a t i k u s 	 A u t o m a a t t i n e n 	 A u t o 	 A u t o 	 A u t o m a t i s c h 	 A u t o m a t i s k t 	 A u t o m a t s k i 	 A u t o m a t 	 A v t o 	   	 	 2B>	 8	M	5	/			 .H/'1	 .H(.H/	 	 											 
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	 K	 2B><0B8G=>	 







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n  	 Zw i a t Bo   F l u o r e s e n c y j n e 	 F l u o r e s z k  l  	 F l u o r e s o i v a 	 F l u o r e s c e r e n d e 	 F l u o r e s k u j  c i 	 T L 	 F l u o r e s c e r a n d e   	 F l u o r e s c e n t n a   	 F l u o r e s c e n t 	 F l o r e s c e n t n o 	 	 	 $;C>@5AF5=B=>  >A25B;5=85	 +	M	2	K	0	G	8	H	(	M			 EG*'(I	 ADH13Fy	 	 												 +
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n o 	 	 	 1;0G=>	 	M	2	>			!		 '(1	 ('/D	 	 						 ,
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 S T R _ I D _ C A M E R A _ L E D _ H I G H L I G H T _ W H I T E 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   W h i t e ] 	 W h i t e 	 }vIQ	 }vIQ	 2'	 B l a n c o 	 B l a n c 	 W e i  	 5;K9	 B i a n c o 	 '(J6	 B r a n c o 	 b e y a z 	 M a  u   t r n g 	 P u t i h 	 P u t i h 	 8	+	G	&		 H v i d 	 B  l  	 B i a By 	 F e h  r 	 V a l k o i n e n 	 H v i t 	 B i e l a 	 W i t 	 V i t t 	 B i j e l o 	 A l b 	 B e l a 	 	 	 O;	 *	>		"	0	>		 3AJ/	 3A/	 	 					 
?
q

>
	 $F2A*A	 V;89	 




	 	 M h l o p h e 	 M h l o p h e 	 N y e u p e 	 W i t 	 B a l t a 	 B a l t s 	 V a l g e 	 Mzkao	 	 A l b 	 5
F
3
M
3
	 '3>	 	 				 	 	 	 	 	 	 	 B r a n c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ L E D _ H I G H L I G H T _ R E D 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   R e d ] 	 R e d 	 }IQ	 ~IQ	 A	 R o j o 	 R o u g e 	 R o t 	 @0A=K9	 R o s s o 	 #-E1	 V e r m e l h o 	 K 1r m 1z 1	 M a  u   o 		 M e r a h 	 M e r a h 	 2	>	2		 R  d 	 e r v e n  	 C z e r w o n y 	 V  r  s 	 P u n a i n e n 	 R  d 	 e r v e n  	 R o o d 	 R  t t 	 C r v e n o 	 R o _u 	 R d e 
a 	 	 	 '5@25=	 2	>	2		 31.	 31.	 	 				 2
>
2
	 0A*A	 '5@2>=89	 


	 	 B o m v u 	 B o m v u 	 N y e k u n d u 	 R o o i 	 R a u d o n a 	 S a r k a n s 	 P u n a n e 	 ?atk	 	 R o _u 	 
A

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M
*
M
	 2>2	 	 				 	 	 	 	 	 	 	 V e r m e l h o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ L E D _ H I G H L I G H T _ G R E E N 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   G r e e n ] 	 G r e e n 	 }IQ	 ~IQ	 @5"'	 V e r d e 	 V e r t 	 G r  n 	 5;5=K9	 V e r d e 	 #.61	 V e r d e 	 Y e _i l 	 M a  u   x a n h   l a   c  y 	 H i j a u 	 H i j a u 	 9	0	>		 G r  n 	 Z e l e n  	 Z i e l o n y 	 Z  l d 	 V i h r e  	 G r  n n 	 Z e l e n  	 G r o e n 	 G r  n t 	 Z e l e n o 	 V e r d e 	 Z e l e n a 	 	 	 5;5=	 	?	0	5	>		 3(2	 1'	 	 					 9
0
>
	 A*M	 5;5=89	 



	 	 L u h l a z a 	 L u h l a z a   ( o k w e n g c a ) 	 K i j a n i 	 G r o e n 	 }a l i a 	 Z a <a	 R o h e l i n e 	 ?avay	 	 V e r d e 	 *

M

	 8,A	 	 								 	 	 	 	 	 	 	 V e r d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ L E D _ H I G H L I G H T _ B L U E 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   B l u e ] 	 B l u e 	 ͅIQ	 ݄IQ	 I3@4	 A z u l 	 B l e u 	 B l a u 	 !8=89	 B l u 	 #21B	 A z u l 	 m a v i 	 M a  u   x a n h   d a   t r  i 	 B i r u 	 B i r u 	 (	@	2	>		 B l  	 M o d r  	 N i e b i e s k i 	 K  k 	 S i n i n e n 	 B l  	 M o d r  	 B l a u w 	 B l  t t 	 P l a v o 	 A l b a s t r u 	 M o d r a 	 	 	 !8=	 (	?	3	>		 "(I	 FD'	 	 				 (
@
2
>
	 (@2	 !8=V9	 




	 	 N j e n g e s i b h a k a b h a k a 	 L u h l a z a   ( o k w s i b h a k a b h a k a ) 	 S a m a w a t i 	 B l o u 	 M l y n a 	 Z i l s 	 S i n i n e 	 ?azxu	 	 A l b a s t r u 	 (
@
2
	 (@3	 	 					 	 	 	 	 	 	 	 A z u l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ L E D _ H I G H L I G H T _ Y E L L O W 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   Y e l l o w ] 	 Y e l l o w 	 ÞIQ	 ĞIQ	 @+%7-	 A m a r i l l o 	 J a u n e 	 G e l b 	 5;BK9	 G i a l l o 	 #5A1	 A m a r e l o 	 S a r 1	 M a  u   v a  n g 	 K u n i n g 	 K u n i n g 	 *	@	2	>		 G u l 	 }l u t  	 { Bt y 	 S  r g a 	 K e l t a i n e n 	 G u l 	 }l t  	 G e e l 	 G u l t 	 }u t o 	 G a l b e n 	 R u m e n a 	 	 	 J;B	 *	?	5	3	>		 21/	 21/	 	 					 *
@
2
>
	 *8A*A	 >2B89	 



	 	 Q a n d a 	 M t h u b i 	 M a n j a n o 	 G e e l 	 G e l t o n a 	 D z e l t e n s 	 K o l l a n e 	 4erkv	 	 G a l b e n 	 .

M

	 93&?	 e   v e r d h e 	 								 	 	 	 	 	 	 	 A m a r e l o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ L E D _ H I G H L I G H T _ P U R P L E 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   P u r p l e ] 	 P u r p l e 	 +}IQ	 +}IQ	 !H'	 P  r p u r a 	 V i o l e t 	 V i o l e t t 	 $8>;5B>2K9	 V i o l a 	 'D'1,H'F	 R o x o 	 M o r 	 M a  u   t i a 	 U n g u 	 U n g u 	 ,	H			(	@		 L i l l a 	 N a c h o v  	 P u r p u r o w y 	 L i l a 	 P u r p p u r a 	 L i l l a 	 F i a l o v  	 P a a r s 	 L i l a 	 P u r p u r n o 	 R o _u    n c h i s 	 V i j o l i 
a s t a 	 	 	 8>;5B>2	 *	0	M	*	2		 '1:H'FI	 '1:H'F	 	 							 
>
.
(
@
	 50A	 $V>;5B>289	 





	 	 P h e p h u l i 	 M f u s a 	 Z a m b a r a u 	 P e r s 	 P u r p u r i n 	 P u r p u r k r s a s 	 P u n a k a s l i l l a 	 >kavacxuv	 	 V i o l e t 	 *
0
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 	 ,>#?	 v j o l l c e 	 									 	 	 	 	 	 	 	 R o x o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ L E D _ H I G H L I G H T _ C Y A N 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   C Y A N ] 	 C y a n 	 R}IQ	 R~IQ	 I3@4-!@5"'	 C i  n 	 C y a n 	 Z y a n 	 >;C1>9	 C i a n o 	 3E'HJ	 C i  o 	 C a m g  b e i 	 M a  u   l u #c   l a m 	 C y a n 	 S i a n 	 8	?	/	>	(		 C y a n 	 M o d r o z e l e n  	 N i e b i e s k o - z i e l o n y 	 C i  n 	 S y a a n i 	 C y a n 	 Z e l e n o m o d r  	 C y a a n 	 C y a n 	 C y a n 	 A l b a s t r u   d e s c h i s 	 T e m n o   M o d r a 	 	 	 &80=	 8	M	/	>	(		 "3E'FI	 3'F	 	 						 8
?

(
	 8?/>(M	 ;0:8B=89	 



	 	 I - C y a n 	 L u h l a z a   b u m d a k a 	 M c h u j o 	 S i a a n b l o u 	 }a l s v a i   m l y n a 	 C i n a 	 T s  a a n 	 5ovacxuv	 	 B l e u 	 8
?
/
>
(
M
	 8?(	 g u r k a l i 	 								 	 	 	 	 	 	 	 C i a n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ S H U T T E R _ S O U N D _ O F F 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - S h u t t e r   S o u n d   O f f ] 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 T t 	 M a t i 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A	 	 					 ,
p
&
	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 +M	 F i k u r 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ S H U T T E R _ S O U N D _ 1 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - S h u t t e r   S o u n d   1 ] 	 S o u n d   1 	 He N	 He N	 @*5"  1 	 S o n i d o   1 	 S o n   1 	 S o u n d   1 	 2C:  1 	 S u o n o   1 	 5H*  1 	 S o m   1 	 s e s   1 	  m   t h a n h   1 	 S u a r a   1 	 B u n y i   1 	 '	M	5	(	?	  1 	 L y d   1 	 Z v u k   1 	 D zw i k   1 	 1 .   h a n g 	   n i   1 	 L y d   1 	 Z v u k   1 	 G e l u i d   1 	 L j u d   1 	 Z v u k   1 	 S u n e t   1 	 Z v o k   1 	   1 	   1 	 2C:  1 	 8	>	
	#	M	!	  1 	 5/'1 	 "H'2  1 	   1 	 						  		 
5
>

<
  1 	 8L!M  2 	 2C:  1 	 





  1 	   1 	 U m s i n d o   1 	 S a n d i - 1 	 S a u t i   1 	 K l a n k   1 	 1   g a r s a s 	 1 .   s k a Fa 	 H e l i   1 	 Aauv  1 	     1 	 S u n e t   1 	 6
,
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&

  1 	 'M,(?  1 	 Z e r i   1 	 					  1 	 	 	 	 	 	 	 	 S o m   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ S H U T T E R _ S O U N D _ 2 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - S h u t t e r   S o u n d   2 ] 	 S o u n d   2 	 HeN	 HeN	 @*5"  2 	 S o n i d o   2 	 S o n   2 	 S o u n d   2 	 2C:  2 	 S u o n o   2 	 5H*  2 	 S o m   2 	 s e s   2 	  m   t h a n h   2 	 S u a r a   2 	 B u n y i   2 	 '	M	5	(	?	  2 	 L y d   2 	 Z v u k   2 	 D zw i k   2 	 2 .   h a n g 	   n i   2 	 L y d   2 	 Z v u k   2 	 G e l u i d   2 	 L j u d   2 	 Z v u k   2 	 S u n e t   2 	 Z v o k   2 	   2 	   2 	 2C:  2 	 8	>	
	#	M	!	  2 	 5/'2 	 "H'2  2 	   2 	 						  		 
5
>

<
  2 	 8L!M  3 	 2C:  2 	 





  2 	   2 	 U m s i n d o   2 	 S a n d i - 2 	 S a u t i   2 	 K l a n k   2 	 2   g a r s a s 	 2 .   s k a Fa 	 H e l i   2 	 Aauv  2 	     2 	 S u n e t   2 	 6
,
M
&

  2 	 'M,(?  2 	 Z e r i   2 	 	 	 	 	 	 	 	 	 S o m   2 	 	 	 	 	 	 	 	 2 . s o i n u a 	 T u n o g   2 	 S o n   2 	 d a   a b 	 F u a i m   2 
 
 S T R _ I D _ C A M E R A _ S H U T T E R _ S O U N D _ 3 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - S h u t t e r   S o u n d   3 ] 	 S o u n d   3 	 He	N	 He	N	 @*5"  3 	 S o n i d o   3 	 S o n   3 	 S o u n d   3 	 2C:  3 	 S u o n o   3 	 5H*  3 	 S o m   3 	 s e s   3 	  m   t h a n h   3 	 S u a r a   3 	 B u n y i   3 	 '	M	5	(	?	  3 	 L y d   3 	 Z v u k   3 	 D zw i k   3 	 3 .   h a n g 	   n i   3 	 L y d   3 	 Z v u k   3 	 G e l u i d   3 	 L j u d   3 	 Z v u k   3 	 S u n e t   3 	 Z v o k   3 	   3 	   3 	 2C:  3 	 8	>	
	#	M	!	  3 	 5/'3 	 "H'2  3 	   3 	 						  		 
5
>

<
  3 	 +K8M  K(M	 2C:  3 	 





  3 	   3 	 U m s i n d o   3 	 S a n d i - 3 	 S a u t i   3 	 K l a n k   3 	 3   g a r s a s 	 3 .   s k a Fa 	 H e l i   3 	 Aauv  3 	     3 	 S u n e t   3 	 6
,
M
&

  3 	 'M,(?  3 	 Z e r i   3 	 	 	 	 	 	 	 	 	 S o m   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ M E T E R I N G 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ A F   M E T E R I N G ] 	 F o c u s   z o n e 	 
\&q@SW	 [&q:SW	 8B1*	 Z o n a   d e   e n f o q u e 	 Z o n e   d e   m i s e   a u   p o i n t 	 F o k u s z o n e 	 >=0  D>:CA8@>2:8	 Z o n a   f u o c o 	 EF7B)  'D*1CJ2	 Z o n a   d e   f o c a g e m 	 O d a k   b  l g e s i   	 K h u   v c   c h n h   t i  u   c 	 Z o n a   f o k u s 	 Z o n   f o k u s 	 +	K		8	  	K	(		 	 	 	 F  k u s z m e z Q	 	 	 	 I n s t e l b e r e i k 	 	 	 Z o n   d e   f o c a l i z a r e 	 	 	   	 	 +	K		8	  	I	(		 -H2G  AHCH3	 AH3  2HF	   	 					  				 +
K
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8
  
K
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	 (M  K(M	 ">G:8  D>:CAC20==O	 



  






	   	 I - F o c u s   z o n e 	 N d a w o   y o q w a l a s e l o 	 E n e o   l a   f o k a s i 	 F o k u s s o n e 	 F o k u s a v i m o   s r i t i s 	 F o k u s a   z o n a 	 F o o k u s t s o o n 	 Vxox}k  cxk	   	 Z o n   f o c a l i z a r e 	 +
K
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8
M
  8
K
#
M
	 +K8  K(	 Z o n a   e   f o k u s i t 	 	' 			  	' 		 	 	 	 	 	 	 	 Z o n a   d e   f o c o 	 	 	 	 	 	 	 	 F o k u   e s p a r r u a 	 Z o n e   n g   p a g - f o c u s 	 Z o n a   d e   e n f o q u e 	 N c h e   n ' i h u   z o o n u 	 C r i o s   f  c a i s 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ 1 _ Z O N E 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ A F   M E T E R I N G   1 ] 	 O n e   z o n e 	 Uޞ
\&q	 USp[&q	 B1*8@5"'	 U n a   z o n a 	 U n e   z o n e 	 E i n e   Z o n e 	 4=0  7>=0	 Z o n a   s i n g o l a 	 EF7B)  H'-/)	 U m a   z o n a 	 B i r   b  l g e 	 C h n h   t i  u   c   n 	 S a t u   z o n a 	 S a t u   z o n 	 		  	K	(		 	 	 	 E g y   m e z Q	 	 	 	 E e n   z o n e 	 	 	 Z o n a   1 	 	 	   	 	 5	(	  	I	(		 JC  -H2G	 '  2HF	   	 				  				 
q

  
K
(
	 3   K(M	 4=>B>G:>25	 

  






  	   	 I - o n e   z o n e 	 N d a w o   e n y e 	 E n e o   m o j a 	 E n k e l s o n e 	 V i e n a   s r i t i s 	 V i e n a   z o n a 	 T s o o n   1 	 Deo  cxk	   	 O   z o n 	 5
#
M
  8
K
#
M
	   K(	 N j e   z o n e 	 			  	' 		 	 	 	 	 	 	 	 U m a   z o n a 	 	 	 	 	 	 	 	 E s p a r r u   b a t 	 I s a n g   z o n e 	 U n h a   z o n a 	 O u t   z o o n u 	 C r i o s   a m h  i n 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ 3 _ Z O N E 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ A F   M E T E R I N G   2 ] 	 3   z o n e 	 3 ޞ
\&q	 3 p[&q	 B1*  3   8	 3   z o n a s 	 3   z o n e s 	 3   Z o n e n 	 3   7>=	 3   z o n e 	 EF7B)  3 	 3   z o n a s 	 3   b  l g e 	 C h n h   t i  u   c   3   i m 	 3   z o n a 	 3   z o n 	 3   	K	(	 	 	 	 	 3   m e z Q	 	 	 	 3   z o n e 	 	 	 Z o n a   3 	 	 	 3   	 	 3   	I	(		 3   -H2G	 3 2HF	 3   	 	  				 3   
K
(
	 4   K(M	 3 - B>G:>25	 3   






	 3   	 3   i z o n i 	 N d a w o   e z i - 3 	 M a e n e o   3 	 3 - s o n e 	 3   s r i t i s 	 3   z o n a s 	 T s o o n   3 	 3   cxk	 3   	 3   z o n e 	 3   8
K
#
M
	 3   K(	 z o n a   3 	 3   	' 		 	 	 	 	 	 	 	 3   z o n a s 	 	 	 	 	 	 	 	 3   e s p a r r u a 	 3   z o n e 	 3   z o n a s 	 Z o o n u   3 	 3   C h r i o s 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ 5 _ Z O N E 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ A F   M E T E R I N G   3 ] 	 5   z o n e 	 5 ޞ
\&q	 5 p[&q	 B1*  5   8	 5   z o n a s 	 5   z o n e s 	 5   Z o n e n 	 5   7>=	 5   z o n e 	 EF7B)  5 	 5   z o n a s 	 5   b  l g e 	 C h n h   t i  u   c   5   i m 	 5   z o n a 	 5   z o n 	  5   	K	(	 	 	 	 	 5   m e z Q	 	 	 	 5   z o n e 	 	 	 Z o n a   5 	 	 	 5   	 	 5   	I	(		 5   -H2G	 5 2HF	 5   	 	  				 5   
K
(
	 5   K(M	 5 - B>G:>25	 5   






	 5   	 5   i z o n i 	 N d a w o   e z i - 5 	 M a e n e o   5 	 5 - s o n e 	 5   s r i t i s 	 5   z o n a s 	 T s o o n   5 	 5   cxk	 5   	 5   z o n e 	 5   8
K
#
M
	 5   K(	 z o n a   5 	 	 	 	 	 	 	 	 	 5   z o n a s 	 	 	 	 	 	 	 	 5   e s p a r r u a 	 5   z o n e 	 5   z o n a s 	 Z o o n u   5 	 5   C h r i o s 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ M O D E 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ A F   M O D E ] 	 F o c u s   m o d e 	 
\&q!j_	 [&q!j_	 B+!B1*	 M o d o   d e   e n f o q u e 	 M o d e   d e   m i s e   a u   p o i n t 	 F o k u s m o d u s 	  568<  D>:CA8@>2:8	 M o d a l i t    f u o c o 	 4CD  'D*1CJ2	 M o d o   d e   f o c a g e m 	 O d a k   m o d u 	 M    h  n h   c h n h   t i  u   c 	 M o d e   f o k u s 	 M o d   f o k u s 	 +	K		8	  .	K	!		 	 	 	 F  k u s z   m  d 	 	 	 	 F o c u s m o d u s 	 	 	 M o d   d e   f o c a l i z a r e 	 	 	   	 	 +	K		8	  .	K	!		 FH9  AHCH3	 AH3  EH	   	 					  				 +
K

8
  .
K
!
<
	 +K8M  .K!M	  568<  D>:CAC20==O	 



  

	   	 I m o d i   y e - f o c u s 	 I m o   y o q w a l a s e l o 	 M o d i   y a   f o k a s i 	 F o k u s m o d u s 	 F o k u s a v i m o   r e ~i m a s 	 F o k u s a   r e ~+m s 	 F o o k u s e   r e ~i i m 	 Vxox}k  |ejkt	   	 M o d   f o c a l i z a r e 	 +
K

M

8
M
  .
K
!
M
	 +K8  .K!	 M e n y r a   e   f o k u s i t 	 	' 			  				 	 	 	 	 	 	 	 M o d o   d e   f o c o 	 	 	 	 	 	 	 	 F o k u - m o d u a 	 F o c u s   n a   m o d a 	 M o d o   d e   e n f o q u e 	 N c h e   n ' i h u   m o o d u 	 M  d   f  c a i s 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ M O D E _ A U T O 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ A F   M O D E   1 ] 	 A u t o 	 R
\&q	 ꁨR[&q	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 		K		 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 	 	 8	M	5	/			 .H/'1	 .H/  (.H/	 	 											 
$
.
	 K	 2B><0B8G=>	 







	 	 I - A u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

M

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	 8M,$	 A u t o 	 						 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 A u t o m a t i k o a 	 A w t o 	 A u t o m  t i c o 	 t 	 U a t h 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ M O D E _ M A C R O 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ A F   M O D E   2 ] 	 M a c r o 	 яb	 яb	 !2B#	 M a c r o 	 M a c r o 	 M a k r o 	 0:@>	 M a c r o 	 E'C1H	 M a c r o 	 M a k r o 	 C h p   g n 	 M a k r o 	 M a k r o 	 .	H		M	0	K		 	 	 	 M a k r o 	 	 	 	 M a c r o 	 	 	 M a c r o 	 	 	 	 	 .	H		M	0	K		 E'C1H	 E1H	 	   									 .
H
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	 .>M0K	 0:@>	 





	 	 I - M a c r o 	 N k u l u 	 M a k r o 	 M a k r o 	 M a k r o k o m a n d a 	 M a k r o 	 M a k r o 	 Daox	 	 M a c r o 	 .
>
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	 .>M0K	 M a k r o 	 					' 	 	 	 	 	 	 	 	 M a c r o 	 	 	 	 	 	 	 	 M a k r o 	 M a c r o 	 M a c r o 	 M a k r o 	 M a c r a 
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ M O D E _ I N F I N I T E 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ A F   M O D E   3 ] 	 I n f i n i t e 	 !qz`	 ewz܏	 -4445I	 I n f i n i t o 	 I n f i n i 	 U n e n d l i c h 	 5A:>=5G=>ABL	 I n f i n i t o 	 'D'2D	 I n f i n i t o 	 S o n s u z 	 K h  n g   g i i   h n 	 T i d a k   t e r h i n g g a 	 T a k   t e r h i n g g a 	 	8			M	/		 	 	 	 V  g t e l e n 	 	 	 	 O n e i n d i g 	 	 	 I n f i n i t 	 	 	 	 	 	(	+	>		(			 (JFG'J*	 D'E-/H/	 	 					 
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	 ($	 57<56=89	 



	 	 I - I n f i n i t e 	 N g e n a s i p h e l o 	 K i d u c h u 	 O n e i n d i g 	 N e a p i b r ~t a s 	 B e z g a l +g s 	 P i i r a m a t u 	 1v}aptav	 	 I n f i n i t 	 
(
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	 8@.	 I n f i n i t 	 					 	 	 	 	 	 	 	 I n f i n i t o 	 	 	 	 	 	 	 	 I n f i n i t o a 	 W a l a n g   k a t a p u s a n 	 I n f i n i t o 	 E n w e g h i   n j e d e b e 	  i g r  o c h t a   
 
 S T R _ I D _ C A M E R A _ A U T O F O C U S _ M O D E _ M A N U A L 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ A F   M O D E   4 ] 	 M a n u a l 	 KbR
\&q	 KbR[&q	 A!'%	 M a n u a l 	 M a n u e l 	 M a n u e l l 	 @CG=CN	 M a n u a l e 	 J/HJ	 M a n u a l 	 M a n  e l 	 D  n g   t a y   i u   c h n h 	 M a n u a l 	 M a n u a l 	 .	H	(	M	/	A		2		 	 	 	 K  z i 	 	 	 	 H a n d m a t i g 	 	 	 M a n u a l 	 	 	 	 	 .	G	(	M	/	A		2		 /3*I	 EFHD	 	 										 *
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>
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	 .>(A2	 U d h e r r e f y e s i 	 								 	 	 	 	 	 	 	 M a n u a l 	 	 	 	 	 	 	 	 E s k u z 	 M a n o - m a n o 	 M a n u a l 	 A k w k w   n k w a 	 D e   l  i m h 
 
 S T R _ I D _ C A M E R A _ D S C _ M O D E 	 C A M E R A 	 T I T L E ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ D S C   M O D E ] 	 S c e n e   m o d e 	 `X!j_	 `X!j_	 B+!	2	 M o d o   d e   e s c e n a 	 M o d e   d e   s c  n e 	 S z e n e n m o d u s 	 !N65B=K9  @568<	 M o d a l i t    s c e n a 	 'D'H6'9	 M o d o   d e   c e n  r i o 	 S a h n e   m o d u   	 n h   d n g   b i   c n h 	 M o d u s   p e m a n d a n g a n 	 M o d   p e m a n d a n g a n 	 8	@	(	  .	K	!		 	 	 	 J e l e n e t   m  d 	 	 	 	 S c  n e m o d u s 	 	 	 M o d   s c e n 	 	 	   	 	 8	@	(	  .	K	!		 -'D*  9C3(1/'1I  '2  EF81G	 EF81  EH	   	 			  				 &
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  

	   	 I - S c e n e   m o d e 	 I m o   y o m b o n i s o 	 M o d i   y a   m a n d h a r i 	 T o n e e l m o d u s 	 S c e n o s   r e ~i m a s 	 A i n a s   r e ~+m s 	 V  t t e r e ~i i m 	 Oe}aavk  |ejkt	   	 M o d   s c e n 	 8
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	 8?(  .K!	 M e n y r a   e   s k e n e s 	 							  				 	 	 	 	 	 	 	 M o d o   d e   c e n a 	 	 	 	 	 	 	 	 E s k e n a - m o d u a 	 S c e n e   n a   m o d a 	 M o d o   e s c e n a 	 M o o d u   a h r 	 M  d   r a d h a i r c 
 
 S T R _ I D _ C A M E R A _ D S C _ M O D E _ A U T O 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   1 ] 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k 	 T   n g 	 O t o m a t i s 	 A u t o 	 		K		 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 	 	 8	M	5	/			 .H/'1	 .H/  (.H/	 	 											 
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	 K	 2B><0B8G=>	 







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	 8M,$	 A u t o 	 						 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 A u t o m a t i k o a 	 A w t o 	 A u t o m  t i c o 	 O n w e 	 U a t h 
 
 S T R _ I D _ C A M E R A _ D S C _ M O D E _ S H U T T E R _ P R I 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   2 ] 	 S h u t t e r   P r i 	 _HQzl	 _HQQ	 %G-'2!D'
1@-#L	 P r i   d e   d i s p a r o 	 D  c l e n c h e u r   P r i 	 A u s l  s e r - P r i 	 @8>@8B5B  2K45@6:8	 P r i o r .   o t t u r a t o r e 	 C'*E  'D5H*  #HD'	 P r i o r i d a d e   d o   o b t u r a d o r 	 O t o m a t i k   	 M  n g   n g n   u   t i  n 	 P r i o r i t a s   R a n a 	 P e n g a t u p   u t a m a 	 6		0	  *	M	0	@		 	 	 	 Z  r   e l Qv  l a s z t  s 	 	 	 	 S l u i t e r   p r i 	 	 	 P r i o r i t a t e   o b t u r a t o r 	 	 	   P r i 	 	 6	>		0	  *	M	0	>			 'DHJ*  ('  4'*1	 4y1  ~1	     ( )   	 					  							 6

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	 7M0M  *M0?	 @V>@8B5B  70B2>@C	 


  



	   	 I - S h u t t e r   P r i 	 I s i v a l o   s e - P r i 	 K i l a g o   P r i 	 S l u i t e r   P r i 	 U ~r a k t a s   P r i 	 S l d ~a   p r i o r i t t e 	 S h u t t e r   P r i 	 Saoavaok  a|a{vxiuxv	   P r i 	 P r i o r i t a t e   o b t u r a t o r 	 7

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. 	 80  *M0?	 D i a f r a g m e   p r i 	 									  					 	 	 	 	 	 	 	 P r i .   o b t u r a d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ D S C _ M O D E _ A P E R T U R E _ P R I 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   3 ] 	 A p e r t u r e   P r i 	 IQWHQzl	 IQWHQQ	 %G-
H-#1A*	 P r i   d e   a p e r t u r a 	 O u v e r t u r e   P r i 	 B l e n d e - P r i 	 @8>@8B5B  480D@03<K	 P r i o r .   a p e r t u r a 	 A*-  'DEFA0  #HD'	 P r i o r i d a d e   p a r a   a   a b e r t u r a 	 D i y a f r a m   a  1k l 11  P r i   	 K h u     u   t i  n 	 P r i o r i t a s   A p e r t u r 	 A p e r t u r   u t a m a 	 	*	0	M		0	  *	M	0	@		 	 	 	 R e k e s z   e l Qv  l a s z t  s 	 	 	 	 D i a f r a g m a   p r i 	 	 	 P r i o r i t a t e   c a d r u   d e   d e l i m i t a r e 	 	 	   P r i 	 	 	*	0		0	  *	M	0	>			 'DHJ*  ('  /J'A1'E	 '~1y1  ~1	   	 								  							 
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  	   	 I - A p e r t u r e   P r i 	 I n t u n j a   y e - P r i 	 M f i n y u   P r i 	 L e n s o p e n i n g   P r i 	 D i a f r a g m a   P r i 	 D i a f r a g m a s   p r i o r i t t e 	 A p e r t u r e   P r i 	 2a~ank  a|a{vxiuxv	   P r i 	 P r i o r i t a t e   d e s c h i d e r e 	 
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 
 S T R _ I D _ C A M E R A _ D S C _ M O D E _ P O R T R A I T 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   4 ] 	 P o r t r a i t 	 NP!j_	 NP!j_	 A'1I	 R e t r a t o 	 P o r t r a i t 	 H o c h f o r m a t 	 >@B@5B	 R i t r a t t o 	 4.5J	 R e t r a t o 	 D i k e y 	 n h   c h  n   d u n g 	 P o t r e t 	 P o t r e t 	 *	K	0	M		M	0	G			 	 	 	 P o r t r  	 	 	 	 V e r t i c a a l 	 	 	 P o r t r e t   	 	 	 	 	 *	K	0	M		M	0	G			 9EH/I	 ~Hy1y	   	 										 
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	  	 I - P o r t r a i t 	 U m f a n e k i s o   o z o t y i w e y o 	 P i c h a 	 P o r t r e t 	 P o r t r e t a s   	 P o r t r e t s 	 V e r t i k a a l p a i g u t u s 	 3k  |ejkt	 	 P o r t r e t 	 *
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 
 S T R _ I D _ C A M E R A _ D S C _ M O D E _ L A N D S C A P E 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   5 ] 	 L a n d s c a p e 	 of!j_	 Θof!j_	 A'-	 A p a i s a d o 	 P a y s a g e 	 Q u e r f o r m a t 	 59706	 P a n o r a m a 	 7(J9J)	 P a i s a g e m 	 Y a t a y   	 n h   p h o n g   c n h 	 L a n s k a p 	 L a n d s k a p 	 2	H		!	8	M		G	*		 	 	 	 T  j k  p 	 	 	 	 H o r i z o n t a a l 	 	 	 P e i s a j 	 	 	 	 	 2	H	#	M	!	8	M		G	*		 'ABI	 DF  '3~	   	 													 
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 
 S T R _ I D _ C A M E R A _ D S C _ M O D E _ S P O R T 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   6 ] 	 S p o r t 	 KR!j_	 ЏR!j_	 5,2	 D e p o r t e s 	 S p o r t 	 S p o r t 	 !?>@B	 S p o r t 	 1J'6)	 D e s p o r t o 	 S p o r 	 n h   t h   t h a o 	 O l a h r a g a 	 S u k a n 	 8	M	*	K	0	M			 	 	 	 S p o r t 	 	 	 	 S p o r t 	 	 	 S p o r t 	 	 	 	 	 	G	3		 H124I	 D	 	 								 
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 S T R _ I D _ C A M E R A _ D S C _ M O D E _ F L O W E R 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   7 ] 	 C l o s e - u p 	 yr[!j_	 yrQ!j_	 #0"0C%I	 M a c r o 	 G r o s   p l a n 	 N a h a u f n a h m e 	 0:@>AJ5<:0	 R a v v i c i n a t o 	 .'5J	 G r a n d e   p l a n o 	 Y a k 1n    e k i m 	 C h     c n   c n h 	 C l o s e - u p 	 J a r a k   d e k a t 	 	M	2	K		- 	*		 	 	 	 K  z e l i 	 	 	 	 C l o s e - u p 	 	 	 P l a n   a p r o p i a t 	 	 	 	 	 	M	2	K		- 	*		 FE'I  F2/JC	 DH2  '~	 	 					  			 (
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	   	 I - C l o s e - u p 	 V a l a 	 P i c h a   y a   k a r i b u 	 N a b y s k o o t 	 I a  a r t i   	 T u v p l n s 	 L  h i v  t e 	 =xwx  zlav	 	 P r i m - p l a n 	 
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 S T R _ I D _ C A M E R A _ D S C _ M O D E _ N I G H T 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   8 ] 	 N i g h t 	 Yb!j_	 Yb!j_	 %27	 N o c t u r n o 	 N u i t 	 N a c h t 	 >GL	 N o t t e 	 DJDJ	 N o i t e 	 G e c e 	 C h     c h p    m 	 M a l a m 	 M a l a m 	 0	>	$		 	 	 	  j s z a k a i 	 	 	 	 N a c h t m o d u s 	 	 	 N o a p t e 	 	 	 	 	 (	>				 9C3(1/'1I  /1  4(	 1'*	 	 				 0
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	 	 U b u s u k u 	 B u s u k u 	 U s i k u 	 N a g 	 N a k t i n i s 	 N a k t s 	   	 3kwe	 	 N o a p t e 	 0
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	 0>$M0@	 N a t e 	 				 	 	 	 	 	 	 	 N o i t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ D S C _ M O D E _ I S O 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ D S C   M O D E   9 ] 	 I S O 	 aIQ^HQzl	 aIQ^HQQ	 I S O 	 I S O 	 I S O 	 I S O 	 'C2AB28B5;L=>ABL	 I S O 	 'D-3'3J)	 I S O 	 I S O 	 u   t i  n   c m   q u a n g 	 I S O 	 I S O 	 I S O 	 	 	 	 I S O 	 	 	 	 I S O 	 	 	 I S O 	 	 	 I S O 	 	 			8			 I S O 	 I s o 	 	 						 
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	 8M	 !2VB;>GCB;82VABL	 I S O 	  	 I - I S O 	 I - I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 	 	 	 	 	 	 	 I S O 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ N 4 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 4 ] 	 E V   - 2 	 ܈Q  - 2 	 eP  - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 -  - 4 	 E V   - 2 	 'D*9HJ6  - 2 	 E V - 2 	 E V   - 2 	 E V   - 2 	 E V - 4 	 E V   - 2 	 E V   - 2 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 2 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 2 	 E V   - 4 	 E V   - 4 	 E V   - 2 	 E V   - 4 	 E V   - 4 	 E V   - 2 	 04045=0  AB>9=>AB  - 4 	 	5	@	- 4 	 E V   - 2 	 E V   - 4 	   - 4 	 			- 		 
5
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  - 4 	 5?- 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 I - E V   - 4 	 I - E V   - 4 	 E V   - 4 	 E V   - 2 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 4 	 E V   - 2 	 E V   - 4 	 	 	 	 	 	 	 	 E V   - 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ N 3 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 3 ] 	 E V   - 1 . 5 	 ܈Q  - 1 . 5 	 eP  - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 , 5 	 E V   - 1 , 5 	 -  - 3 	 E V   - 1 . 5 	 'D*9HJ6  - 1 . 5 	 E V - 1 , 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V - 3 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 1 , 5 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 1 , 5 	 E V   - 3 	 E V   - 3 	 E V   - 1 . 5 	 E V   - 3 	 E V   - 3 	 E V   - 1 . 5 	 04045=0  AB>9=>AB  - 3 	 	5	@	- 3 	 E V   - 1 . 5 	 E V   - 3 	   - 3 	 			- 	. 		 
5
@
  - 3 	 5?- 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 I - E V   - 3 	 I - E V   - 3 	 E V   - 3 	 E V   - 1 . 5 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 3 	 E V   - 1 . 5 	 	 	 	 	 	 	 	 	 E V   - 1 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ N 2 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 2 ] 	 E V   - 1 	 ܈Q  - 1 	 eP  - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 -  - 2 	 E V   - 1 	 'D*9HJ6  - 1 	 E V - 1 	 E V   - 1 	 E V   - 1 	 E V - 2 	 E V   - 1 	 E V   - 1 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 1 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 1 	 E V   - 2 	 E V   - 2 	 E V   - 1 	 E V   - 2 	 E V   - 2 	 E V   - 1 	 04045=0  AB>9=>AB  - 2 	 	5	@	- 2 	 E V   - 1 	 E V   - 2 	   - 2 	 			- 		 
5
@
  - 2 	 5?- 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 I - E V   - 2 	 I - E V   - 2 	 E V   - 2 	 E V   - 1 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 1 	 	 	 	 	 	 	 	 	 E V   - 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ N 1 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 1 ] 	 E V   - 0 . 5 	 ܈Q  - 0 . 5 	 eP  - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 , 5 	 E V   - 0 , 5 	 -  - 1 	 E V   - 0 . 5 	 'D*9HJ6  - 0 . 5 	 E V - 0 , 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V - 1 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 0 , 5 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 0 , 5 	 E V   - 1 	 E V   - 1 	 E V   - 0 . 5 	 E V   - 1 	 E V   - 1 	 E V   - 0 , 5 	 04045=0  AB>9=>AB  - 1 	 	5	@	- 1 	 E V   - 0 . 5 	 E V   - 1 	   - 1 	 			- 	. 		 
5
@
  - 1 	 5?- 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 I - E V   - 1 	 I - E V   - 1 	 E V   - 1 	 E V   - 0 . 5 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 0 . 5 	 	 	 	 	 	 	 	 	 E V   - 0 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ 0 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   0 ] 	 E V   0 	 ܈Q    0 	 eP  0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 -  0 	 E V   0 	 'D*9HJ6  0 	 E V 0 	 E V   0 	 E V   0 	 E V - 0 	 E V - 0 	 E V   0  	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 04045=0  AB>9=>AB  1 	 	5	@	  0 	 E V   0 	 E V   0 	   0 	 			- 		 
5
@
  0 	 5?0 	 E V   0 	 E V   0 	 E V   0 	 I - E V   0 	 I - E V   - 0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   - 0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 	 	 	 	 	 	 	 E V   0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ P 1 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 1 ] 	 E V   + 0 . 5 	 ܈Q  + 0 . 5 	 eP  + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 , 5 	 E V   + 0 , 5 	 -  + 1 	 E V   + 0 . 5 	 'D*9HJ6  + 0 . 5 	 E V + 0 , 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V + 1 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 0 , 5 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 0 , 5 	 E V   + 1 	 E V   + 1 	 E V   + 0 . 5 	 E V   + 1 	 E V   + 1 	 E V   + 0 , . 5 	 04045=0  AB>9=>AB  + 1 	 	5	@	  + 1 	 E V   + 0 . 5 	 E V   + 1 	   + 1 	 			+ 	. 		 
5
@
  + 1 	 5?+ 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 I - E V   + 1 	 I - E V   + 1 	 E V   + 1 	 E V   + 0 . 5 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 0 . 5 	 E V   + 1 	 	 	 	 	 	 	 	 E V   + 0 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ P 2 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 2 ] 	 E V   + 1 	 ܈Q  + 1 	 eP  + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 -  + 2 	 E V   + 1 	 'D*9HJ6  + 1 	 E V + 1 	 E V   + 1 	 E V   + 1 	 E V + 2 	 E V   + 1 	 E V   + 1 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 1 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 1 	 E V   + 2 	 E V   + 2 	 E V   + 1 	 E V   + 2 	 E V   + 2 	 E V   + 1 	 04045=0  AB>9=>AB  + 2 	 	5	@	  + 2 	 E V   + 1 	 E V   + 2 	   + 2 	 			+ 		 
5
@
  + 2 	 5?+ 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 I - E V   + 2 	 I - E V   + 2 	 E V   + 2 	 E V   + 1 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 1 	 	 	 	 	 	 	 	 	 E V   + 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ P 3 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 3 ] 	 E V   + 1 . 5 	 ܈Q  + 1 . 5 	 eP  + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 , 5 	 E V   + 1 , 5 	 -  + 3 	 E V   + 1 . 5 	 'D*9HJ6  + 1 . 5 	 E V + 1 , 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V + 3 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 1 , 5 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 1 , 5 	 E V   + 3 	 E V   + 3 	 E V   + 1 . 5 	 E V   + 3 	 E V   + 3 	 E V   + 1 , 5 	 04045=0  AB>9=>AB  + 3 	 	5	@	  + 3 	 E V   + 1 . 5 	 E V   + 3 	   + 3 	 			+ 	. 		 
5
@
  + 3 	 5?+ 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 I - E V   + 3 	 I - E V   + 3 	 E V   + 3 	 E V   + 1 . 5 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 3 	 E V   + 1 . 5 	 	 	 	 	 	 	 	 	 E V   + 1 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ E V _ P 4 	 C A M E R A 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 4 ] 	 E V   + 2 	 ܈Q  + 2 	 eP  + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 -  + 4 	 E V   + 2 	 'D*9HJ6  + 2 	 E V + 2 	 E V   + 2 	 E V   + 2 	 E V + 4 	 E V   + 2 	 E V   + 2 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 2 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 2 	 E V   + 4 	 E V   + 4 	 E V   + 2 	 E V   + 4 	 E V   + 4 	 E V   + 2 	 04045=0  AB>9=>AB  + 4 	 	5	@	  + 4 	 E V   + 2 	 E V   + 4 	   + 4 	 			+ 		 
5
@
  + 4 	 5?+ 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 I - E V   + 4 	 I - E V   + 4 	 E V   + 4 	 E V   + 2 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 4 	 E V   + 2 	 	 	 	 	 	 	 	 	 E V   + 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ N I G H T _ O F F 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - N i g h t   O f f ] 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 T t 	 M a t i 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t   	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A  	 	 					 ,
p
&
	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 +M	 F i k u r 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ N I G H T _ O N 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - N i g h t   O n ] 	 O n 	 _U	 Sb _	 @4	 E n c e n d e r 	 A c t i v  	 E i n 	 :;. 	 A c c e s o 	 EA*H-	 A c t i v a r 	 A  1k 	 B  #t 	 O n 	 H i d u p 	 	>	2	B		 T i l 	 Z a p n u t o 	 W Bc z o n y 	 B e 	 P   l l a 	 P  	 Z a p n u t  	 A a n 	 P  	 U k l j u 
e n o 	 P o r n i t 	 V k l j u 
e n o 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 "F	 	 					 
>
2
B
	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
M
	 (M	 N d e z u r 	 			 	 	 	 	 	 	 	 L i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ B A N D I N G _ 5 0 H Z 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - B a n d i n g   5 0 H z ] 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 F	 5 0 H z 	 5 0 H z 	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 9	0	M				 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0   H z 	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0   H z 	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 G1*2	 5 0 H z 	 5 0 H z 	 		H z 	 5 0 H z 	 5 0 H z 	 5 0 F	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z . 	 5 0   H z 	 5 0 H z 	 5 0   @	 5 0   	 5 0   H z 	 5 0 H z 	 5 0 90M	 5 0 H z 	 5 0 H z 	 	 	 	 	 	 	 	 5 0 H z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ B A N D I N G _ 6 0 H Z 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - B a n d i n g   6 0 H z ] 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 F	 6 0 H z 	 6 0 H z 	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 9	0	M				 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0   H z 	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0   H z 	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 G1*2	 6 0 H z 	 6 0 H z 	 		H z 	 6 0 H z 	 6 0 H z 	 6 0 F	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z . 	 6 0   H z 	 6 0 H z 	 6 0   @	 6 0   	 6 0   H z 	 6 0 H z 	 6 0 90M	 6 0 H z 	 	 	 	 	 	 	 	 	 6 0 H z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ I M A G E _ Q T Y _ F I N E 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - I m a g e   Q t y   F i n e 	 F i n e 	 uisO	 gsO	 %0@-5"	 F i n a 	 F i n 	 F e i n 	 ">G=>5	 F i n e 	 ,J/	 E x c e l e n t e 	 0y i 	 T i   u 	 B a i k 	 H a l u s 	 6	M	0	G	7	M	 		 F i n 	 D o b r  	 D o k Ba d n y 	 F i n o m 	 H i e n o 	 F i n 	 D o b r  	 F i j n 	 F i n t 	 F i n a 	 F o a r t e   b u n 	 F i n o 	 	 	 $8=>	 +	>		(		 9'DI	 9E/	 	   					  	  
@

	 +H(M	 V4<V==0	 


	 	 O k u h l e 	 I n t l e 	 B o r a 	 F y n 	 T i k s l u s 	 S m a l k a 	 F i n e 	 3eafav	 	 F i n 	 +
H
(
M
	 	$M$.	 N e   r r e g u l l 	 						 	 	 	 	 	 	 	 F i n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ I M A G E _ Q T Y _ H I G H 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - I m a g e   Q t y   H i g h 	 G o o d 	 ؚ	 ؚ	 5	 B u e n a 	 H a u t 	 G u t 	 KA>:>5	 A l t o 	 ,J/)	 B o a 	 0y i 	 C a o 	 T i n g g i 	 B a i k 	 
			>		 H  j 	 V y s o k  	 W y s o k i 	 J  	 S u u r i 	 H  y 	 V y s o k  	 G o e d 	 H  g t 	 V i s o k a 	 R i d i c a t 	 V i s o k o 	 	 	 8A>:>	 9	>			 .H(	 'HF'	 	 						 
?

&
>
	 MA5	 8A>:0	 




	 	 P h a k e m e 	 P h e z u l u 	 J u u 	 G o e d 	 A u k at a s 	 A u g s t a 	 K  r g e 	 2aq	 	 R i d i c a t 	 	
/
0
M
(
M
(
$
M
	 	M	 L a r t 	 					 	 	 	 	 	 	 	 B o m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ I M A G E _ Q T Y _ N O R M A L 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - I m a g e   Q t y   N o r m a l 	 N o r m a l 	 -N	 -N	 %2	 N o r m a l 	 N o r m a l 	 N o r m a l 	 >@<0;L=>5	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B i  n h   t h  n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n a 	 N o r m a a l 	 N o r m a l t   	 N o r m a l n a 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 8
>
'
>
0
(
	 (>0M.2M	 >@<0;L=0	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 N o r m a l 	 							 	 	 	 	 	 	 	 N o r m a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ I M A G E _ Q T Y _ L O W 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - I m a g e   Q t y   L o w 	 L o w 	 NO	 NO	 H3	 B a j a 	 B a s 	 N i e d r i g 	 87:>5	 B a s s o 	 EF.A6	 B a i x a 	 D  _ k 	 T h  p 	 R e n d a h 	 R e n d a h 	 (	@		>		 L a v 	 N  z k  	 N i s k i 	 A l a c s o n y 	 P i e n i 	 L a v 	 N  z k a 	 L a a g 	 L  g t 	 N i s k a 	 S c z u t 	 N i z k o 	 	 	 8A:>	 9	3	B		 E	 E	 	 			 
q

	 $MA5	 87L:0	 




	 	 P h a n s i 	 P h a n t s i 	 C h i n i 	 L a a g 	 }e m a s 	 Z e m a 	 M a d a l 	 Qan	 	 S c z u t 	 $
>
4
M
(
M
(
$
M
	 (?.M(	 P o s h t e 	 						 	 	 	 	 	 	 	 B a i x o 	 	 	 	 	 	 	 	 B a x u a 	 M a b a b a 	 B a i x o 	 I h e   d i   a l a 	  s e a l 
 
 S T R _ I D _ C A M E R A _ F L A S H _ O F F 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - f l a s h   O f f ] 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 O f f 	 E:DB	 D e s a c t i v a r 	 K a p a l 1  	 T t 	 T i d a k   a k t i f 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t   	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A	 	 					 ,
p
&
	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 +M	 F i k u r 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 I t z a l i a 	 I - o f f 	 A p a g a d o 	 G b a n y 	 A s 
 
 S T R _ I D _ C A M E R A _ F L A S H _ O N 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - f l a s h   O n ] 	 O n 	 _U	 Sb _	 @4	 E n c e n d e r 	 A c t i v  	 E i n 	 :;. 	 O n 	 EA*H-	 A c t i v a r 	 A  1k   	 B t 	 A k t i f 	 H i d u p 	 	>	2	B		 T i l 	 Z a p n u t o 	 W Bc z o n y 	 B e 	 P   l l a 	 P  	 Z a p n u t  	 A a n 	 P  	 U k l j u 
e n o 	 P o r n i t 	 V k l j u 
e n o 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 "F	 	   					 
>
2
B
	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
M
	 (M	 N d e z u r 	 	 	 	 	 	 	 	 	 L i g a d o 	 	 	 	 	 	 	 	 P i z t u a 	 I - o n 	 P r e n d i d o 	 G b a n y e 	 A r   s i  l 
 
 S T R _ I D _ C A M E R A _ F L A S H _ A U T O 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - f l a s h   a u t o ] 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 8	M	5	$			 A u t o 	 A u t o m a t i c k y 	 A u t o m a t y c z n y 	 A u t o m a t i k u s 	 A u t o m a a t t i n e n 	 A u t o 	 A u t o m a t i c k  	 A u t o m a t i s c h 	 A u t o m a t i s k t 	 A u t o m a t s k i 	 A u t o m a t 	 A v t o 	   	 	 2B>	 8	M	5	/			 .H/'1	   .H/  (.H/	 	 											 
$
.
	 K	 2B><0B8G=>	 







	 	 I - a u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

M

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	 8M,$	 A u t o 	 						 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 A u t o m a t i k o a 	 A w t o 	 A u t o m  t i c o 	 t 	 U a t h 
 
 S T R _ I D _ C A M E R A _ F L A S H _ R E D E Y E 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - f l a s h   R e d e y e ] 	 R e d   e y e   r e d u c t i o n 	 2}<w	 2~<w	 %2A	 R e d u c c i  n   d e   o j o s   r o j o s 	 R  d u c t i o n   y e u x   r o u g e s 	 R o t e - A u g e n - R e d u z i e r u n g 	 >402;5=85  MDD5:B0  :@0A=KE  3;07	 R i d u z i o n e   o c c h i   r o s s i 	 *.AJ6  'D9JF  'D-E1'!	 R e d u   o   d o   e f e i t o   d e   o l h o s   v e r m e l h o s 	 K 1r m 1z 1  g  z   a z a l t m a   	 P h  n g   n g a   x u t   h i n   m t   	 P e n g u r a n g a n   m a t a   m e r a h 	 P e n g u r a n g a n   m a t a   m e r a h 	 0	G	!	  		  	.	  	0	(	>		 R e d   E y e   R e d u c t i o n 	 R e d   E y e   R e d u c t i o n 	 R e d   E y e   R e d u c t i o n 	 V  r  s s z e m   c s  k k e n t  s 	 R e d   E y e   R e d u c t i o n 	 R e d   E y e   R e d u c t i o n 	 Z n  ~e n i e   e f e k t u   
e r v e n  c h   o 
 	 R o d e   o g e n   v e r m i n d e r e n 	 R e d   E y e   R e d u c t i o n 	 S m a n j i v a n j e   e f e k t a   c r v e n i h   o 
i j u 	 R e d u c e r e   e f e c t   o c h i   r o _i i 	 Z m a n j ae v a n j e   R d e 
i h   O 
i 	     r e d - e y e 	     	 @5<0E20=5  5D5:B0  '5@25=8  >G8	 0	G	!	  		  0	@	!		M	6	(		 C'G4  31.I  4E	 31.  "&  *.AA	     	 			  		  						 0
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	 0F!M  0?!M7(M	 <5=H5==O  5D5:BC  G5@2>=8E  >G59	 


  


  





	     	 I - R e d   e y e   r e d u c t i o n 	 U c u t h o   l w e m e h l o   e l i b o m v u 	 U p u n g u z a j i   j i c h o   n y e k u n d u 	 R o o i - o o g r e d u k s i e 	  R a u d o n s  a k i s   e f e k t o   m a ~i n i m a s 	 S a r k a n o   a c u   n o v r aa n a 	 P u n a s i l m s u s e   v  h e n d a m i n e 	 ?atk  ayk  geok  v~afext	       	 R e d u c e r e   e f e c t   d e   o c h i   r o _i i 	 1
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	 2>2  ?  9M0>8	 Z v o g e l i m i   i   s y r i t   t e   k u q 	 			  			  									 	 	 	 	 	 	 	 R e d u   o   d e   o l h o s   v e r m e l h o s 	 	 	 	 	 	 	 	 B e g i   g o r r i   e z a b a k e t a 	 P a n t a n g g a l   n g   p u l a n g   m a t a 	 R e d u c i  n   d e   o l l o s   v e r m e l l o s 	 W e t u l a t a   a n y a   b a r a   b a r a 	 L a g h d    d e a r g s h  i l e a c h 
 
 S T R _ I D _ C A M E R A _ A E _ M E T E R _ A U T O 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - A E   M e t e r   A u t o ] 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 		K		 A u t o 	 A u t o 	 A u t o 	 A u t o m a t i k u s 	 A u t o 	 A u t o 	 A u t o m a t i c k  	 A u t o m a t i s c h 	 A u t o m a t i s k t 	 A u t o m a t s k i 	 A u t o m a t 	 a v t o 	   	 	 2B>	 8	M	5	/			 .H/'1	 .H/  (.H/	 	 											 
$
.
	 K	 2B><0B8G=>	 







	 	 I - a u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

M

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	 8M,$	 A u t o 	 						 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 A u t o m a t i k o a 	 A w t o 	 A u t o m  t i c o 	 t 	 U a t h 
 
 S T R _ I D _ C A M E R A _ A E _ M E T E R _ S P O T 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - A E   M e t e r   S p o t ] 	 S p o t 	 ޞ,nIQ	 pKmIQ	 @	208	 F o c o 	 P o i n t 	 E i n z e l p u n k t 	 ">G5G=K9	 S p o t 	 EHB9	 P o n t u a l 	 S p o t   	 i m   o    n h   s  n g 	 T i t i k 	 T i t i k 	 8	M	*	I			 S p o t 	 S p o t 	 S p o t 	 S p o t 	 S p o t 	 S p o t 	 S p o t 	 S p o t 	 F l  c k 	 T o 
k a s t o 	 P u n c t 	 K r a j 	 	 	 5B=>	 8	M	*	I			 FB7G  'I	 ,	 	 					 
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	 8M*>M	 VAF5	 





  




	 	 I - s p o t 	 C h a p h a z a 	 P a p o   h a p o 	 K o l 	 V i e t o s 	 P u n k t s 	 P u n k t k o h t 	 ?e	 	 P u n c t 	 8
M
*
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M
	 &>	 P o z i t a 	 					 	 	 	 	 	 	 	 P o n t o 	 	 	 	 	 	 	 	 S p o t 	 G i t n a 	 F o c o 	 S p t 	 S p o t a 
 
 S T R _ I D _ C A M E R A _ A E _ M E T E R _ C E N T E R 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - A E   M e t e r   W e i g h t ] 	 W e i g h t 	 ͑ޞ,nIQ	 ͑pKmIQ	 I3+1	 P e s o 	 P o i d s 	 G e w i c h t 	 725H5==K9	 P e s o 	 +BD	 P e s o 	 A 1r l 1k   	 o    n h   s  n g   t r n g   i m 	 B e r a t 	 B e r a t 	 -	>	0		 W e i g h t 	 W e i g h t 	 W e i g h t 	 S  l y o z o t t 	 W e i g h t 	 W e i g h t 	 V y v  ~e n i e 	 G e w i c h t 	 V i k t 	 T e ~i n s k i 	 G r e u t a t e 	 T e ~a 	 	 	 "53;>	 5	H			 H2F	 H2F	 	   				 -
>
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	 	 I s i s i n d o 	 B u n z i m a 	 U z a n i 	 G e w i g 	 S v o r i s 	 S v r t s 	 K a a l 	 Taw	 	 G r e u t a t e 	 -
>
0

	 (	 P e s h a 	 				 	 	 	 	 	 	 	 P e s o 	 	 	 	 	 	 	 	 P i s u a 	 B i g a t 	 P e s o 	 A l 	 M e  c h a n 
 
 S T R _ I D _ C A M E R A _ A E _ M E T E R _ A V E R A G E 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ I n l i n e - A E   M e t e r   A v e r a g e ] 	 A v e r a g e 	 s^GW,nIQ	 s^GWKmIQ	 @	%5H"	 P r o m e d i o 	 M o y e n n e 	 D u r c h s c h n i t t 	 #A@54=5==K9	 M e d i o 	 E9/D	 M  d i a 	 O r t a l a m a   	 o    n h   s  n g   t r u n g   b  n h 	 R a t a - r a t a 	 P u r a t a 	 	8	$		 A v e r a g e 	 A v e r a g e 	 A v e r a g e 	  t l a g 	 A v e r a g e 	 A v e r a g e 	 P r i e m e r 	 G e m i d d e l d 	 G e n o m s n i t t l i g t 	 P r o s j e 
n o 	 M e d i e 	 P o v p r e 
j e 	   	 	 !@54=>	 	5	0	G			 E'FF	 'H37	 	 				 
8
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	 />50GM	 !5@54=V9	 





	 	 O k u j w a y e l e k i l e 	 I - a v a r e j i 	 W a s t a n i 	 G e m i d d e l d 	 V i d u t i n i s 	 V i d j a i s 	 K e s k m i n e 	 Dk{kv	 	 M e d i e 	 6
0
>
6
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	 9>0>9>0?	 M e s a t a r i s h t 	 			 	 	 	 	 	 	 	 M  d i a 	 	 	 	 	 	 	 	 B a t a z b e s t e k o a 	 P a n g k a r a n i w a n 	 M e d i a 	 N d n a o k e 	 M e  n a c h 
 
 S T R _ I D _ C A M E R A _ I S O _ A U T O 	 C A M E R A 	 H I N T ,   T W O S T A T E ,   C A M E R A _ H I N T 	 [ I n l i n e - I S O   A u t o ] 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 	<		K		 A u t o 	 A u t o 	 A u t o 	 A u t o m a t i k u s 	 A u t o 	 A u t o 	 A u t o m a t i c k  	 A u t o m a t i s c h 	 A u t o m a t i s k t 	 A u t o m a t s k i 	 A u t o m a t 	 A v t o 	   	 	 2B>	 8	M	5	/			 .H/'1	 .H/  (.H/	 	 											 
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	 	 I - a u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

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 
 S T R _ I D _ C A M E R A _ N O T I F Y _ X E N O N _ L O W _ B A T T E R Y 	 C A M E R A 	 P O P U P 	 [ N o t i f y - B T   i s   W o r k i n g ] 	 L o w   b a t t e r y .   T u r n   f l a s h   o f f 	 NOϑܕcIQc	 NO5uϑsQcIQop	 A@-#5HH3  4A%
	 B a t e r  a   b a j a .   A p a g a r   f l a s h . 	 B a t t e r i e   f a i b l e .   E t e i n d r e   l e   f l a s h 	 S c h w a c h e   B a t t e r i e .   B l i t z   a u s s c h a l t e n 	 0B0@5O  @07@O605BAO.   B:;NG8B5  2A?KH:C. 	 B a t t e r i a   s c a r i c a .   S p e g n e r e   f l a s h 	 'D(7'1J)  EF.A6)  ':D'B  AD'4	 B a t e r i a   f r a c a .   D e s l i g u e   o   f l a s h 	 D  _ k   p i l .   F l a _1  k a p a t   	 P i n   y  u , t t    n   F l a s h   i 	 B a t e r a i   l e m a h .   N o n a k t i f k a n   l a m p u   k i l a t 	 B a t e r i   l e m a h .   M a t i k a n   f l a s h 	 ,	H		0	@	  	M	7	@	#	d	  +	M	2	H	6	  ,		&	  	0	G			 	 	 	 G y e n g e   a k k u m u l  t o r .   K a p c s o l j a   k i   a   v a k u t 	 	 	 	 B a t t e r i j   b i j n a   l e e g ,   z e t   f l i t s e r   u i t 	 	 	 A c u m u l a t o r   d e s c r c a t .   D e z a c t i v a ci   b l i cu l . 	 	 	   .       	 	 	 4'1  ('*1  E  '3*.   AD'4  1'  .'EH4  F/	 	     ( ) !     	 								  		!   							  				  					 ,
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 
 S T R _ I D _ C A M E R A _ N O T I F Y _ X E N O N _ T I M E O U T 	 C A M E R A 	 P O P U P 	 [ N o t i f y - T i m e o u t ] 	 C h a r g i n g   t i m e o u t .   T u r n   f l a s h   o f f 	 EQ>BfܕcIQq	 EQ5u>esQcIQop	 2#
2#LD!L@-2L  4A%
	 T i e m p o   d e   c a r g a   e x p i r a d o .   A p a g a r   f l a s h . 	 D u r  e   d e   c h a r g e m e n t .   E t e i n d r e   l e   f l a s h 	 L a d e v o r g a n g - A u s z e i t .   B l i t z   a u s s c h a l t e n 	 @5<O  70@O4:8  8AB5:;>.   B:;NG8B5  2A?KH:C. 	 C a r i c a   e s a u r i t a .   S p e g n e r e 	 *,'H2  HB*  'D4-F, ':D'B  AD'4	 T e m p o   l i m i t e   d o   c a r r e g a m e n t o .   D e s l i g u e   o   f l a s h 	 ^a r j   s  r e s i   d o l d u .   F l a _1  k a p a t   	 N p   i n   q u    g i , t t  n   F l a s h   i 	 W a k t u   p e n g i s i a n   d a y a   h a b i s .   N o n a k t i f k a n   l a m p u   k i l a t 	 T a m a t   m a s a   p e n g e c a s a n .   M a t i k a n n y a 	 	>	0	M		?			  8	.	/	  8	.	>	*	M	$	d	  +	M	2	H	6	  ,		&	  	0	G			 	 	 	 T  l t  s i   i d Qt  l l  p  s .   K a p c s o l j a   k i   a   v a k u t 	 	 	 	 T i m e o u t   b i j   l a d e n ,   z e t   f l i t s e r   u i t 	 	 	 T i m p   d e    n c r c a r e   e x p i r a t .   D e z a c t i v a ci   b l i cu l . 	 	 	     .       	 	 	 EGD*  4'1  AD'4  *E'E  4/.   AD'4  1'  .'EH4  CFJ/	 	     !       	 							- 		  			  				  							  				  					 
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	     .       	 U k u s h a j a   k u p e l e l w e   i s i k h a t h i .   V a l a   i - f l a s h 	 U k u t s h a j a   k u p h e l e l w e   l i x e s h a .   C i m a   i f l e s h i 	 M u d a   w a   k u c h a j i   u m e i s h a .   Z i m a   f l a s h i 	 L a a i t y d   v e r s t r e k e .   S k a k e l   f l i t s   a f 	 S k i r t a s i s   k r o v i m o   l a i k a s   I aj u n k i t e   b l y k s t 	 U z l d e s   l a i k s   b e i d z i e s .   I z s l d z i e t   z i b s p u l d z i 	 L a a d i m i s e   a j a l  p p .   L  l i t a   v  l k l a m p   v  l j a 	 <ka~xtav  jatavaok  }za|xt:   1v{ae  b|voxth	   .       	 E x p i r a r e   t i m p    n c r c a r e .   D e z a c t i v a ci   b l i cu l 	 
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 S T R _ I D _ C A M E R A _ N O T I F Y _ B T _ I S _ W O R K I N G 	 C A M E R A 	 P O P U P 	 [ N o t i f y - B T   i s   W o r k i n g ] 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f 	 ͅYr#}-NˊHQܕ	 ݄Yrޏ~-NHQsQ	 B l u e t o o t h   D!H'H2  B#42#32H-	 L a   c o m u n i c a c i  n   B l u e t o o t h   e s t    a c t i v a .   A p  g u e l a . 	 B l u e t o o t h   a c t i v  .   L e   d  s a c t i v e r 	 B l u e t o o t h   i s t   i n   B e t r i e b .   A u s s c h a l t e n 	 :;NG5=  B l u e t o o t h .   B:;NG8B5  53>. 	 I l   B l u e t o o t h      i n   f u n z i o n e .   S p e g n e r l o 	 ,'1M  H5D  'D(DH*H+, 'D1,'!  ':D'B	 B l u e t o o t h   a   f u n c i o n a r .   D e s a c t i v e   e s t a   f u n   o 	 B l u e t o o t h    a l 1_1y o r .   K a p a t   	 B T   a n g   l  m   v i c .   H  y   t t   i 	 B l u e t o o t h   s e d a n g   b e r f u n g s i .   N o n a k t i f k a n 	 B l u e t o o t h   b e r o p e r a s i .   M a t i k a n n y a 	 ,	M	2	B		B	%	  	>	2	B	  9	H	d	  	8	G	  ,		&	  	0	G		 	 	 	 	 A   B l u e t o o t h   m qk  d i k .   K a p c s o l j a   k i 	 	 	 	 B l u e t o o t h   i s   a c t i e f ,   s c h a k e l   h e t   u i t 	 	 	 A p l i c a ci e   B l u e t o o t h   a c t i v a t .   D e z a c t i v a ci   a p l i c a ci a .   	 	 	 B l u e t o o t h   .     	 	 ,	@		@	  	>	2	B	  	9	G	!   $	G	  ,		&	  	0	>		 (DH*H+  /'1/  C'1  EJCF/.   "F1'  .'EH4  CFJ/	 (  y  'E  11'  !   '3  H  (F/  ,&	     !     	   							  				  			!   				  			  				 ,
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7H-!H-	 G P R S / C S D   e n   p r o c e s o .   D e s c o n  c t e l o . 	 G P R S / C S D   e n   c o u r s .   V e u i l l e z   l e   d  c o n n e c t e r . 	 G P R S / C S D   i s t   i n   B e t r i e b .   V e r b i n d u n g   b i t t e   t r e n n e n . 	 :;NG5=  @568<  G P R S / C S D .   B:;NG8B5  53>. 	 G P R S / C S D   i n   f u n z i o n e .   S c o l l e g a r l o . 	 ,'1M  '*5'DG P R S / C S D   , 1,'!  ':D'B	 G P R S / C S D   e m   e x e c u   o .   D e s a c t i v e   e s t a   f u n   o . 	 G P R S / C S D    a l 1_1y o r .   L  t f e n   b a l a n t 1y 1  k e s i n 	 a n g   k t   n i   G P R S / C S D , h  y   n g t   k t   n i   t r c 	 G P R S / C S D   s e d a n g   b e r j a l a n .   P u t u s k a n   s a m b u n g a n . 	 G P R S / C S D   b e r o p e r a s i .   S i l a   p u t u s k a n   s a m b u n g a n n y a . 	 G P R S / C S D   	2	  0	9	>	  9	H	d	  	C	*	/	>	  	8	G	  !	?	8	M		(	G		M		  	0	G		d	 	 	 	 	 A   G P R S / C S D   f u t .   S z  n t e s s e   m e g   a   k a p c s o l a t o t . 	 	 	 	 G P R S / C S D   i s   a c t i e f .   V e r b r e e k   d e   v e r b i n d i n g . 	 	 	 G P R S / C S D   f u n c ci o n e a z .   V   r u g m   s   d e c o n e c t a ci   a p l i c a ci a . 	 	 	 G P R S / C S D   .     . 	 	 	 G P R S / C S D   A9'D  '3*.   D7A'  "F1'  B79  CFJ/. 	 	 	 G P R S / C S D   				  |   				  										  					 	 	 	 G P R S / C S D   



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 S T R _ I D _ C A M E R A _ N O T I F Y _ N O _ M E M O R Y _ C A R D 	 C A M E R A 	 P O P U P 	 [ N o t i f y - N o   M e m o r y   C a r d ] 	 S t o r a g e   n o t   r e a d y 	 2QX[MOn*g1\}	 X[PMOn*g1\~	 5H@GD!H#I-!	 A l m a c e n a m i e n t o   n o   p r e p a r a d o 	 S t o c k a g e   p a s   p r  t . 	 S p e i c h e r m e d i u m   n i c h t   b e r e i t 	 0<OBL  =5  3>B>20	 A r c h i v i a z i o n e   n o n   p r o n t a 	 0'C1)  'D(7'B)  :J1  EH,H/)	 O   a r m a z e n a m e n t o   n  o   e s t    p r o n t o 	 D i s k   d o l u   	 T h e 	  n h   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 P e n y i m p a n a n   t i d a k   b e r s e d i a 	 8	M		K	0	G		  $	H	/	>	0	  (	9	@		  9	H	d		 	 	 	 A   h  t t  r t  r   n i n c s   k  s z 	 	 	 	 O p s l a g   n i e t   g e r e e d 	 	 	 M e m o r i a   d e   s t o c a r e   n u   e s t e   p r e g t i t 	 	 	       	 	 8	M		K	0	G		  $	H	/	>	0	  (	>	9	@		 -'A8G  "E'/G  FJ3*	 E-AH8  1F    ,  *'1  F	     	 								  					  				 8
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	   	 I s i l o n d i   a s i k a l u n g i 	 I n d a w o   y o k u g c i n a   a y i k a l u n g i 	 H i f a d h i   h a i k o   t a y a r i 	 B e r g p l e k   n i e   g e r e e d   n i e 	 A t m i n t i n   n e p a r e n g t a 	 K r t u v e   n a v   g a t a v a 	 M  l u   p o l e   v a l m i s 	 @kwxrxiuav  }ah  zaa}  yg	         	 L o c a ci a   d e   m e m o r a r e   n u   e s t e   p r e g t i t 	 8
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 S T R _ I D _ C A M E R A _ N O T I F Y _ W R I T E _ P R O T E C T I O N 	 C A M E R A 	 P O P U P 	 [ N o t i f y - W r i t e   P r o t e c t i o n ] 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 aaSOO\ n !ql[eQ	 X[PaSOO\ n elQeQ	 2#L+H'"'2!3%G-\ n D!H*2!2#@5"	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e a d a . \ n N o   s e   p u e d e   e s c r i b i r   e n 	 C a r t e   d e   m  m o i r e   p r o t  g  e . \ n N e   p e u t   p a s   e n r e g i s t r e r   d e s s u s 	 S p e i c h e r k a r t e   i s t   g e s p e r r t . \ n K a n n   n i c h t   b e s c h r i e b e n   w e r d e n 	 0@B0  ?0<OB8  701;>:8@>20=0. \ n 52>7<>6=>  70?8A0BL. 	 S c h e d a   d i   m e m o r i a   b l o c c a t a \   n I m p o s s i b i l e   s c r i v e r c i   d e n t r o 	 0'C1)  'D(7'B)  E:DB)\ n   D'  JECF  'DC*'()	 C a r t  o   d e   m e m  r i a   b l o q u e a d o . \ n N  o      p o s s  v e l   g u a r d a r   i n f o r m a   o   n o   m e s m o 	 H a f 1z a   k a r t 1  k i l i t l i .   \ n   Y a z 1l a m 1y o r . 	 T h e 	  n h   b i #  k h o a . \ n   K h  n g   v i t   v  o   #c 	 K a r t u   m e m o r i   t e r k u n c i . \ n T a k   b i s a   d i i s i 	 K a d   m e m o r i   t e r k u n c i . \ n T a k   b o l e h   t u l i s   k e   d a l a m n y a 	 8	M	.	C	$	?	  	>	0	M	!	  2	I		  9	H	d	\ n (	9	@		  2	?		  8		$	G		 H u k o m m e l s e   K o r t   l  s t . \ n K a n   e j   s k r i v e 	 P a m eo v    k a r t a   u z a m 
e n a . \ n Z  p i s   n e n    m o ~n  	 K a r t a   p a m i c i o w a   j e s t   z a b l o k o w a n a . \ n Z a p i s   n a   k a r c i e   n i e   m o |l i w y 	 A   m e m  r i a k  r t y a   z  r o l v a   v a n . \ n N e m    r h a t  :   	 M u i s t i k o r t t i   l u k i t t u . \ n   E i   v o i   k i r j o i t t a a 	 M i n n e k o r t   e r   s p e r r e t . \ n K a n   i k k e   s k r i v e   i 	 P a m  eo v    k a r t a   z a m k n u t  .   \ n Z  p i s   n e m o ~n  . 	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n N i e t   b e s c h r i j f b a a r 	 M i n n e s k o r t e t    r   l  s t / s k r i v s k y d d a t 	 M e m o r i j s k a   k a r t i c a   j e   z a k l j u 
a n a .   \ n N i j e   m o g u   u p i s   n a   n j u 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I n f o r m a ci i l e   n u   p o t   f i   s c r i s e 	 S p o m i n s k a   k a r t i c a   j e   z a k l e n j e n a . \ n N e   m o r e m   v p i s a t i 	     \         	     . \ n         	 0@B0B0  A  ?0<5BB0  5  70:;NG5=0. \ =5  5  <>65  40  A5  2?8H5. 	 .	G	.	0	@	  	>	0	M	!	  2	I		M	!	. \ n   0	>			  	0	>	  	8	.	0	M	%		 C'1*  -'A8G  BAD  '3*. / n FEJ*H'F  J2I  /1  "F  FH4*	 EEH1  '1  (F/  H'  \ n   '3  E  D'  F  ,'  3*'  	     . \ n       	 								  					  		  			  				\ 		  				    							 8
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	 .G.K0@  >0M!  ,0K'  ?d	\ n 2?(  0?*>0?,  (>9?	 K a r t a   e   m e m o r j e s   e s h t e   e   k y c u r ,   n u k   m u n d   t a   m b i s h k r u a n i . 	 						  					  		  			  				\ n 				  				  				  							 	 	 	 	 	 	 	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r   n e l e 	 	 	 	 	 	 	 	 M e m o r i t x a r t e l a   g i l t z a p e t u a   d a g o ,   e z i n   d a   b e r t a n   i d a t z i 	 A n g   k a r d   n g   m e m o r y a   a y   n a k a - l o c k . \ n H i n d i   m a s u l a t a n 	 A   t a r x e t a   d e   m e m o r i a   e s t    b l o q u e a d a . \ n N o n   s e   p o d e   e s c r i b i r   n e l a 	 M e m o r i   k a a d   a k p c h i e l a . / n   e n w e g h i   i k e   i d e b a n y e   i h e 	 T    a n   c  r t a   c u i m h n e   g l a s  i l t e . \ n N    f  i d i r   s c r  o b h   a n n 
 
 S T R _ I D _ C A M E R A _ N O T I F Y _ H W _ N O T _ R E A D Y 	 C A M E R A 	 P O P U P 	 [ N o t i f y - H W   N o t   R e a d y ] 	 C a m e r a   m o d u l e   n o t   r e a d y 	 ݈n*g1\}	 ňn*g1\~	 D!9%%I-D!H#I-!	 M  d u l o   d e   c  m a r a   n o   p r e p a r a d o 	 M o d u l e   d e   c a m  r a   p a s   p r  t 	 K a m e r a m o d u l   n i c h t   b e r e i t 	 >4C;L  :0<5@K  =5  3>B>2. 	 M o d l u l o   d e l l a   m a c c h i n a   f o t o g r a f i c a   n o n   p r o n t o 	 'DC'EJ1'  DJ3  E3*9/  'D'F	 O   m  d u l o   d e   c  m a r a   n  o   e s t    p r o n t o 	 K a m e r a   h a z 1r   d e i l 	 M  y   n h   c h a   s n   s  n g 	 M o d u l   k a m e r a   t i d a k   s i a p 	 M o d u l   k a m e r a   t i d a k   b e r s e d i a 	 	H	.	0	>	  .	I	!	M	/	B	2	  $	H	/	>	0	  (	9	@		 	 K a m e r a   m o d u l   i k k e   k l a r 	 M o d u l   f o t o a p a r  t u   n e n    p Yi p r a v e n 	 M o d u B  k a m e r y   n i e   j e s t   g o t o w y 	 A   k a m e r a m o d u l   n e m    l l   k  s z e n 	 K a m e r a m o d u u l i   e i   o l e   v a l m i s 	 K a m e r a   i k k e   k l a r t 	 M o d u l   f o t o a p a r  t u   n e p r i p r a v e n  . 	 V a m e r a m o d u l e   n i e t   g e r e e d 	 K a m e r a m o d u l e n    r   i n t e   k l a r   	 M o d u l   s a   k a m e r o m   n i j e   s p r e m a n . 	 M o d u l   c a m e r   n u   e s t e   p r e g t i t   d e   f u n c ci o n a r e 	 M o d e l   k a m e r e   n i   p r i p r a v l j e n 	         	       	 >4C;JB  =0  :0<5@0B0  =5  5  3>B>2. 	 	H	.	0	>	  .	I	!	K	2	  $	H	/	>	0	  (	>	9	@		 ~H/E'F  /H1(JF  "E'/G  FJ3*	 E1'  EHHD  *'  1  F	       	 								  					  								  			 
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 
 S T R _ I D _ C A M E R A _ N O T I F Y _ E R R O R 	 C A M E R A 	 P O P U P 	 [ N o t i f y - C a m e r a   E r r o r ] 	 C a m e r a   e r r o r 	 v_j/	 v:g	 %I-H2"#94%2	 E r r o r   d e   c  m a r a 	 E r r e u r   d e   c a m  r a 	 K a m e r a f e h l e r 	 H81:0  :0<5@K	 E r r o r e   d i   m a c c h i n a   f o t o g r a f i c a 	 .7#  AJ  'DC'EJ1'	 E r r o   d a   c  m a r a 	 K a m e r a   h a t a s 1	 M  y   n h   l i 	 C a m e r a   E r r o r 	 R a l a t   k a m e r a 	 	H	*	M		0	  	8	+	2		 K a m e r a   F e j l 	 C h y b a   f o t o a p a r  t u 	 B Bd   k a m e r y 	 F  n y k  p e z Qg  p - h i b a 	 K a m e r a v i r h e 	 K a m e r a f e i l 	 C h y b a   f o t o a p a r  t u 	 C a m e r a f o u t 	 K a m e r a f e l 	 P o g r e ak a   k a m e r e 	 E r o a r e   c a m e r 	 K a m e r a   n a p a k a 	   	   	 @5H:0  =0  0<5@0B0	 	H	.	0	>	  	B			 .7'I  /H1(JF	 E1'  E  :D7	   	 									  							 
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 
 S T R _ I D _ C A M E R A _ N O T I F Y _ S E L F _ C A P T U R E _ O N 	 C A M E R A 	 P O P U P 	 [ N o t i f y - S e l f   C a p t u r e   O n ] 	 S w i t c h   p r e v i e w   t o   S u b L C D 	 RcoRU^	 RbcoRO\U^	 *%12#A*1'-"H2D5H  L C D   "H-"	 C a m b i e   l a   v i s t a   p r e v i a   a   S u b L C D 	 C h a n g e r   p r  v i s u a l i s a t i o n      L C D   s e c . 	 V o r s c h a u   z u m   N e b e n - L C D   s c h a l t e n 	 :;.   ?@>A<>B@  =0  <8=8  L C D 	 G i r a   a n t e p r i m a   s u   S u b L C D 	 *-HJD  'DJ  4'4)  A19J)	 M u d a r   p r  - v i s u a l i z a   o   p a r a   e c r    L C D   s e c u n d  r i o 	 A l t   L C D ' d e    n i z l e m e 	 X e m   t r c   	  m a  n   h i  n h   p h u #	 P i n d a h   k e   t a m p i l a n   S u   b L C D 	 A l i h k a n   p r a t o n t o n   k e   L C D   S u b 	 *	B	0	M	5	&	C	6	M	/	  8	G	  S u b L C D   *	0	  	>			 	 S k i f t   S e   t i l   U n d e r L C D 	 P Ye p n i   n  h l e d   n a   v e d l e j a   L C D 	 P r z e Bc z   p o d g l d   d o   p o d w y [w i e t l a c z a   S u b L C D 	 E l Qn  z e t   v  l t  s a   a   m  s o d l a g o s   L C D - r e 	 V a i h d a   e s i k a t s e l u   S u b L C D : h e n 	 B y t t   f o r h  n d s v i s n i n g   t i l   S u b L C D 	 P r e p n  e  n  h >a d   n a   d r u h    L C D . 	 V o o r b e s c h o u w i n g   o m s c h a k e l e n   n a a r   s u b - l c d 	 S t  l l   f  r h a n d s v i s n i n g   f  r   a l t e r n a t i v   L C D - s k  r m 	 P r e b a c i t e   p r e g l e d   n a   P o m L C D 	 C o m u t a r e   v i z u a l i z a r e   l a   L C D   s e c u n d a r 	 V k l j u 
i   p r e d o g l e d   d o   P o d L C D 	       S u b L C D 	           	 @52:;NG8  70  ?@53;54  =0  >4>A=>2=8O  L C D - 48A?;59	 8	5		2	8	@	!	@	  	!	G	  8	M	5	@		  	/	K			 /J/F  ~J4  FE'  /1  FE'J41  A19I	 ~4  E4'/  H  S u b L C D E  'D  /	       	 											  							  				  					 8
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i   p r e d o g l e d   d o   G l a v n i L C D 	       M a i n L C D 	           	 @52:;NG8  70  ?@53;54  =0  A=>2=8O  L C D - 48A?;59	 .	A		M	/		2	8	@	!	@	  	!	G	  8	M	5	@		  	/	K			 /J/F  ~J4  FE'  /1  FE'J41  '5DI	 ~4  E4'/  HM a i n L C D   E  'D  /	       	 						. 								  							  				  					 .
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 S T R _ I D _ C A M E R A _ N O F I T Y _ S E L F _ C A P T U R E _ S U B L C D _ P R E V I E W 	 C A M E R A 	 P O P U P 	 [ N o t i f y - P r e s s   *   B a c k ] 	 P r e s s   *   s w i t c h   t o   M a i n L C D 	 	c* uRc;NU^	 	c* .Rbc;NO\U^	   *   @7H-*%1D5H-  L C D   +%1	 P u l s e   *   p a r a   c a m b i a r   a   M a i n L C D 	 A p p u y e z   s u r   *   p o u r   c h a n g e r      L C D   p r i n c . 	 M i t   *   z u m   H a u p t - L C D   s c h a l t e n 	 06<8B5  *   2:;.   3;02=K9  L C D 	 P r e m e r e   *   l ' i n t e r r u t t o r e   s u   M a i n L C D 	 '6:7*     *-HJD  'DJ  'D4'4)  'D1&J3J)	 P r i m a   *   p a r a   m u d a r   p a r a   o   e c r    L C D   p r i n c i p a l 	 A n a   L C D ' y e   g e  m e k   i  i n   *   t u _u n a   b a s 1n . 	  n   *    	  c h u y  	n   r a   m a  n   h i  n h   c h i n h 	 T e k a n   *   u n t u k   p i n d a h   k e   L C D   U t a m a 	 T e k a n   *   a l i h k a n   k e   L C D   U t a m a 	   *   &	,	>		0	  .	A		M	/	  	2	8	@	!	@	  	K	  	>	
		 T r y k   *   f o r   s k i f t   t i l   H o v e d L C D 	 S t i s k e m   *   p Ye p n i   n a   h l a v n    L C D 	 N a c i [n i j   n a   *   a b y   p r z e Bc z y   d o   g B w n e g o   w y [w i e t l a c z a   M a i n L C D 	 A   f Q  L C D - r e   v a l    v  l t  s h o z   n y o m j a   m e g   a   * - o t 	 P a i n a   *   M a i n L C D : h e n   v a i h t a m i s e k s i 	 T r y k k   *   s k i f t e r   t i l   H o v e d L C D 	 S t l a 
  *   P r e p n  e  n a   h l a v n    L C D 	 D r u k   o p   *   o m   o m   t e   s c h a k e l e n   n a a r   h o o f d - l c d 	 T r y c k   * k n a p p   f  r   h u v u d   L C D - s k  r m 	 P r i t i s n i t e   s k l o p k u   *   z a   G l a v L C D 	 A p s a ci   *   p e n t r u   c o m u t a r e   l a   L C D   p r i n c i p a l 	 P r r i t i s n i     *   s t i k a l o   d o   G l a v n i L C D 	   *         M a i n L C D 	   *         	 0B8A=8  *   70  ?@52:;NG20=5  =0  A=>2=8O  L C D - 48A?;59	 .	A		M	/		2	8	@	!	@	  8	M	5	@		  	0	#	M	/	>	8	>	 	@	  *   &	,	>		 (1'I  1A*F  (G  FE'J41  '5DI  CDJ/  *   1'  (2FJ/	 EF  'D  3    E  ,'F    D*   ~13  ,&	 *         	 						. 								  				  ' * '   						 .
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 
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 S T R _ I D _ C A M E R A _ N O T I F Y _ C H A N G E _ S I Z E _ F O R _ A D D _ F R A M E 	 C A M E R A 	 P O P U P 	 [ N o t i f y - L C D   S i z e   s u p p o r t   a d d   f r a m e ] 	 O n l y   m a i n   L C D   s i z e   s u p p o r t   a d d   f r a m e 	 S	g;NU^gqGr'Y\/ecRWFh	 S	g;NO\U^gqGr'Y\/ecRVFh	 @	202-  L C D   +%15H#-#12#@4H!@#!	 S  l o   e l   L C D   p r i n c i p a l   p e r m i t e   a g r e g a r   u n   m a r c o 	 S e u l e m e n t   l a   t a i l l e   L C D   p r i n c .   s u p p o r t e   l  a j o u t   d  u n   c a d r e 	 N u r   H a u p t - L C D - G r   e   u n t e r s t  t z t   H i n z u f  g e n   v o n   R a h m e n 	 >102;5=85  @0<:8  ?>445@68205BAO  B>;L:>  =0  >A=>2=><  M:@0=5	 C o r n i c e   a g g i u n t i v a   d i   s u p p o r t o   s o l o   d e l l a   d i m e n s i o n e   p r i n c i p a l e   d e l   d i s p l a y 	 -,E  'D4'4)  'D1&J3J)  */9E  '7'1  'D'6'AJ  AB7	 A p e n a s   o   e c r    L C D   p r i n c i p a l   p e r m i t e   a d i c i o n a r   m o l d u r a 	 Y a l n 1z c a   a n a   L C D   b o y u t u    e r  e v e   e k l e m e y i   d e s t e k l i y o r   	 C h   c    c     m  n   h  n h   c h  n h   m i   c    t h   t h  m   v  o   k h u n g   n h 	 H a n y a   u k u r a n   L C D   u t a m a   y a n g   m e n d u k u n g   b i n g k a i   t a m b a h a n 	 H a n y a   s a i z   L C D   u t a m a   m e n y o k o n g   t a m b a h   b i n g k a i 	 	G	5	2	  .	A		M	/	  	2	8	@	!	@	  	>	  		>	0	  9	@	  +	M	0	G	.	  	K	\	(	>	  8	.	0	M	%	?	$	  	0	$	>	  9	H		 K u n   H o v e d   L C D   o p t a g e   s t  r r e l s e   u n d e r s t  t t e r   t i l f  j   r a m m e 	 P o u z e   v e l i k o s t   z  b r u   h l a v n  h o   L C D   p o d p o r u j e   p Yi d  n    r  m u 	 J e d y n i e   r o z m i a r   u c h w y c a n i a   g B w n e g o   w y [w i e t l a c z a   L C D   z e z w a l a   n a   d o d a n i e   r a m k i 	 C s a k   a   f Q  L C D   m  r e t e   t  m o g a t j a   a   k  p k o c k a   h o z z  a d  s t 	 V a i n   p   - L C D : n   s i i r t o k o k o   t u k e e   k e h y k s e n   l i s   m i s t  	 K u n   h o v e d - L C D   b i l d e s t  r r e l s e   s t  t t e r   v e d l a g t   r a m m e 	 I b a   v e >k o s e  z  b e r u   n a   h l a v n o m   L C D   p o d p o r u j e   p r i d a n i e   r  m u 	 A l l e e n   h e t   h o o f d - l c d   o n d e r s t e u n t   h e t   t o e v o e g e n   v a n   e e n   k a d e r 	 E n d a s t   h u v u d   L C D - s k  r m   c a p t u r e - s t o r l e k   k a n   l  g g a   t i l l   b i l d   r u t a 	 S a m o   v e l i 
i n a   G l a v n o g a   L C D   p o d r ~a v a   d o d a t n u   s l i 
i c u 	 N u m a i   d i m e n s i u n e a   d e   c a p t u r a r e   a   L C D - u l u i   p r i n c i p a l   a c c e p t   a d u g a r e a   d e   c a d r e 	 S a m o   G l a v n i   L C D   v e l i k o s t   p o s n e t k a   p o d p i r a   d o d a n i   o k v i r 	             M a i n L C D 	           	 !0<>  04J@  A  @07<5@  =0  A=>2=8OB  L C D - 48A?;59  ?>44J@60  4>102O=5  =0  @0<:0	 	G	5	3	  .	A		M	/	  	2	8	@	!	@	  		>	0	  *	A	7	M		@	&	>		2	  
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 S T R _ I D _ C A M E R A _ N O T I F Y _ S C R E E N _ C A P T U R E D 	 C A M E R A 	 P O P U P 	 [ N o t i f y - S n a p s h o t ] 	 S n a p s h o t 	 dSU^	 dSO\U^	 2#H2" 2-"H2#'@#G'	 I n s t a n t  n e a 	 C l i c h  	 A u f n a h m e 	 !=8<>:  M:@0=0  A45;0=	 S c a t t o 	 'B*5'5	 F o t o g r a f i a 	 A n l 1k   g  r  n t  	 n h   c h p   n h a n h 	 B i d i k a n 	 G a m b a r 	 8	M	(	H	*	6	I			 	 dSU^	 ? ? ? ? 	 P i l l a n a t k  p 	 dSU^	 ? ? ? ? 	 dSU^	 M o m e n t o p n a m e 	 dSU^	 dSU^	 I n s t a n t a n e u 	 dSU^	 dSU^	   	 dSU^	 8	M	(	G	*	6	I			 *5HJ1  D-8G  'I	 '3F~  4'y	 	 									  	 8
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	  	 I - S n a p s h o t 	 F o t o   o l u k h a w u l e z i l e y o 	 P i c h a 	 S t i l f o t o 	 M o m e n t i n i s   v a i z d a s 	 M o m e n t u z Fm u m s 	 H e t k v  t e 	 1oviaiaukv  voa	   	 I n s t a n t a n e u 	 8
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 
 S T R _ I D _ C A M E R A _ R S K _ C A P T U R E 	 C A M E R A 	 R S K 	 [ R S K - C a p t u r e ] 	 C a p t u r e 	 bgq	 bgq	 H2" 2	 C a p t u r a r 	 C a p t u r e r 	 A u f z e i c h n u n g 	 0E20B	 A c q u i s i s c i 	 'D*B'7	 C a p t u r a r 	 Y a k a l a   	 C h p   n h 	 A m b i l 	 T a n g k a p 	 	H	*	M		0		 T a g   B i l l e d e 	 Z a b r a t 	 U c h w y c a n i e 	 E x p o n  l  s 	 S i i r t o 	 B i l d e 	 Z  b e r 	 O p n a m e   m a k e n 	 C a p t u r e 	 S n i m a n j e 	 C a p t a r e 	 U j e m a n j e 	 	 	 04J@	 	H	*		0		 (11A*	 B/  ,&	 	 			  					 
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 
 S T R _ I D _ I M G V I E W _ N A M E 	 I M G V I E W 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   B D I T E M 	 [ I m a g e V i e w e r   A p p   N a m e ] 	 I m a g e   v i e w e r 	 v?|	 vQ	 -1%1I! 2	 V i s o r   d e   i m  g e n e s 	 V i s u a l i s e u r   d ' i m a g e 	 B i l d b e t r a c h t e r 	 @>A<>B@  87>1@065=89	 V i s u a l i z z a t o r e   i m m a g i n e 	 E916  'D5H1	 V i s u a l i z a d o r   d e   i m a g e m 	 G  r  n t  l e y i c i 	 S   n h 	 P e n a m p i l   f o t o 	 P e m a n d a n g   i m e j 	 	.	G		  5	M	/	B		0		 	 	 	 K  p m e g j e l e n  t Q	 	 	 	 B e e l d v i e w e r 	 	 	 A p l i c a ci e   v i z u a l i z a r e   i m a g i n i 	 	 	   	 	 	.	G		  5	M	/	B	5	0		 FE'J4  /GF/G  *5HJ1I	 'E,  /F  H'D'	   	 				  							 *
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	   	 U m h l o l i   w o m f a n e k i s o 	 U m j o n g i   w e - i m e y j i 	 K i a n g a l i a   t a s w i r a 	 A f b e e l d i n g k y k e r 	 V a i z d s  ~i kr y k l 	 A t t l u   s k a t +t j s 	 P i l d i v a a t u r 	 Jaoek  dkaoky	   	 V i z u a l i z a t o r   i m a g i n i 	 
.
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 
 S T R _ I D _ I M G V I E W _ N O T I F Y _ N O _ M E M O R Y _ C A R D 	 I M G V I E W 	 P O P U P 	 [ N o t i f y - N o   m e m o r y   c a r d ] 	 S t o r a g e   n o t   r e a d y 	 2QX[zz*g1\}	 X[Pzz*g1\~	 5H@GD!H#I-!	 A l m a c e n a m i e n t o   n o   p r e p a r a d o 	 S t o c k a g e   p a s   p r  t 	 S p e i c h e r m e d i u m   n i c h t   b e r e i t 	 0<OBL  =5  3>B>20	 A r c h i v i a z i o n e   n o n   p r o n t a 	 0'C1)  'D(7'B)  :J1  EH,H/)	 O   a r m a z e n a m e n t o   n  o   e s t    p r o n t o 	 B e l l e k   h a z 1r   d e i l 	 T h e 	  n h   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 P e n y i m p a n a n   t a k   b e r s e d i a 	 	K		  8	M	.	C	$	?	  	>	0	M	!	  (	9	@			 	 	 	 A   h  t t  r t  r   n i n c s   k  s z 	 	 	 	 O p s l a g   n i e t   g e r e e d 	 	 	 M e m o r i a   d e   s t o c a r e   n u   e s t e   p r e g t i t 	 	 	       	 	 8	M		K	0	G		  $	H	/	>	0	  (	>	9	@		 -'A8G  "E'/G  FJ3*	 E-AH8  1F    ,  *'1  F	     	   							  				  			 .
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	   	 I s i l o n d i   a s i k a l u n g i 	 I n d a w o   y o k u g c i n a   a y i k a l u n g i 	 H i f a d h i   h a i k o   t a y a r i 	 B e r g p l e k   n i e   g e r e e d   n i e 	 A t m i n t i n   n e p a r e n g t a 	 K r t u v e   n a v   g a t a v a 	 M  l u   p o l e   v a l m i s 	 @kwxrxiuav  }ah  zaa}  yg	         	 L o c a ci a   d e   m e m o r a r e   n u   e s t e   p r e g t i t 	 8
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 
 S T R _ I D _ I M G V I E W _ N O T I F Y _ W R I T E _ P R O T E C T I O N 	 I M G V I E W 	 P O P U P 	 [ N o t i f y - C a r d   l o c k e d ,   c a n t   c r e a t e   f o l d e r ] 	 M e m o r y   c a r d   i s   l o c k e d ,   c a n ' t   c r e a t e   P h o t o s   f o l d e r 	 aaSOO\ n !ql^zgqGrv	 _aSOO\ n el^zgqGrvU_	 2#L+H'"'2!3%G-  D!H*2!2#*#I2AI!I-!9%#9H2"DI	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e a d a .   N o   s e   p u e d e   c r e a r   l a   c a r p e t a   P h o t o s . 	 C a r t e   m  m o i r e   p r o t  g  e ,   n e   p e u t   p a s   c r  e r   l e   d o s s i e r   P h o t o s 	 S p e i c h e r k a r t e   i s t   g e s p e r r t ,   F o t o o r d n e r   k a n n   n i c h t   e r s t e l l t   w e r d e n 	 0@B0  ?0<OB8  701;>:. ,   =52>7<>6=>  A>740BL  ?0?:C  $>B>	 S c h e d a   d i   m e m o r i a   b l o c c a t a ,   i m p o s s i b i l e   c r e a r e   c a r t e l l a   f o t o 	 0'C1)  'D(7'B)  E:DB),   D'  JECF  'F4'!  EDA  'D5H1	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o ,   n  o      p o s s  v e l   c r i a r   a   p a s t a   F o t o s 	 H a f 1z a   k a r t 1  k i l i t l i ,   R e s i m l e r i m   d o s y a s 1  o l u _t u r u l a m 1y o r . 	 T h e 	  n h   b i #  k h o a \ n   K h  n g   t h  	  t a #o   t h   m u #c   a 	n h   #c 	 K a r t u   m e m o r i   t e r k u n c i ,   f o l d e r   F o t o   t a k   b i s a   d i b u a t 	 K a d   m e m o r i   d i k u n c i ,   t a k   d a p a t   m e m b u a t   f o l d e r   F o t o 	 .	G	.	K	0	@	  	>	0	M	!	  2	I		  9	H	,   	?	$	M	0	  	>	  +	K	2	M	!	0	  (	9	@		  ,	(	>	  8		$	G		 H u k o m m e l s e   K o r t   e r   l  s t ,   k a n   e j   o p r e t t e   F o t o m a p p e 	 P a m eo v    k a r t a   j e   u z a m 
e n a ,   n e n    m o ~n    v y t v o Yi t   s l o ~k u   F o t o g r a f i e 	 K a r t a   p a m i c i o w a   j e s t   z a b l o k o w a n a . \ N i e   m o |n a   u t w o r z y   f o l d e r u   z e   z d j c i a m i 	 A   m e m  r i a k  r t y a   z  r o l v a   v a n ,   a   K  p e k   k  n y v t  r   n e m   h o z h a t    l  t r e 	 M u i s t i k o r t t i   o n   l u k i t t u ,   e i   v o i d a   l u o d a   k u v a t i e d o s t o a 	 M i n n e k o r t   e r   s p e r r e t ,   k a n   i k k e   o p p r e t t e   f o t o g r a f i m a p p e 	 P a m  eo v    k a r t a   z a m k n u t  ,   v y t v o r e n i e   z l o ~k y   F o t o g r a f i e   n e m o ~n  	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n D e   m a p   F o t o ' s   k a n   n i e t   g e m a a k t   w o r d e n 	 M i n n e s k o r t e t    r   l  s t ,   d e t   g i c k   i n t e   a t t   s k a p a   b i l d m a p p 	 M e m o r i j s k a   k a r t i c a   j e   z a k l j u 
a n a ,   n e   m o g u   s t v o r i t i   D i r e k t o r i j   S l i k e 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t ,   n u   p u t e ci   c r e a   u n   f o l d e r   p e n t r u   f o t o g r a f i i 	 S p o m i n s k a   k a r t i c a   j e   z a k l e n j e n a ,   n i   m o ~n o   k r e i r a t i   m a p e   F o t o g r a f i j 	         ,             	     ,             P h o t o s 	 0@B0B0  A  ?0<5BB0  5  70:;NG5=0.   5  <>65  40  A5  =0?@028  0?:0  70  !=8<:8	 .	G	.	0	@	  	>	0	M	!	  2	I		  	>	2	G	,   +	K		K	  +	K	2	M	!	0	  $	/	>	0	  	0	$	>	  /	G	$	  	 C'1*  -'A8G  BAD  4/G  '3*  FEJ*H'F  ~1HF/G  9C3G'  1'  'J,'/  C1/	 EEH1  '1  (F/  H'      AHyH  AHD1  F  (F'  3*'	     .         	 								  					  		  			  			,   			  							  						  				  						  			 8
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N/ecM u l t i p a r t   O D F 	 I V   D!H*1*1  O D F   +%2"*H'	 I V   n o   a d m i t e   O D F   m  l t i p l e 	 I V   n e   s u p p o r t e   p a s   O D F   m u l t i p a r t i e 	 I V   u n t e r s t  t z t   k e i n   M u l t i p a r t - O D F 	 !>AB02=K5  O D F   =5  ?>445@6820NBAO	 I V   n o n   s u p p o r t a   O D F   m u l t i p a r t e 	 M u l t i p a r t   O D F   :J1  E/9E	 O   I V   n  o   s u p o r t a   o   O D F 	 I V    o k   t a r a f l 1  O D F ' y i   d e s t e k l e m i y o r 	 K h  n g   h   t r     M u l t i p a r t   O D F 	 I V   t i d a k   m e n d u k u n g   O D F   b e b e r a p a   b a g i a n 	 I V   t i d a k   m e n y o k o n g   b e r b i l a n g   b a h a g i a n   O D F 	 I V   .	2	M		@	*	>	0	M		    O D F   8	*	K	0	M		  (	9	@		  	0	$	>	 	 	 	 	 A   I V   n e m   t  m o g a t j a   a   t  b b r  s z e s   O D F - e t 	 	 	 	 I V   o n d e r s t e u n t   g e e n   m e e r d e l i g e   O D F 	 	 	 I V   n u   a c c e p t   s t a n d a r d u l   O D F   m u l t i p l u 	 	 	 I V       - O D F     	 	 	 I V   '2  O D F   F/(.4I  ~4*J('FI  FEJCF/	 	 M u l t i p a r t   O D F -   I V   	 I V - 	  			
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	 ,       	 I - I V   a y i y i s a p h o t h i   i - m u l t i p a r t   O D F 	 I - I V   a y i y i x h a s i   i - O D F   e n e e n d a w o   e z i n i n z i 	 I V   h a i k u b a l i a   s e h e u   z a   O D F 	 I V   s t e u n   n i e   v e e l d e l i g e   O D F   n i e 	 I V   n e p a l a i k o   d a u g y b i n i o   O D F 	 I V   n e a t b a l s t a   v a i r k d a <u   O D F 	 I V   e i   t o e t a   m i t m e o s a l i s t   O D F - i 	 I V   pataerelk  yg  baftata}  O D F - k  pe	 I V         O D F - 	 I V   n u   a c c e p t   O D F   c u   p r ci   m u l t i p l e 	 I V   .
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 
 S T R _ I D _ I M G V I E W _ V I E W _ S T Y L E 	 I M G V I E W 	 T I T L E ,   I C O N T E X T 	 [ M e n u - B r o w s e   S t y l e ] 	 B r o w s e   s t y l e 	 p!j_	 Omȉ!j_	 #9A2#@#5"9	 E s t i l o   d e   b  s q u e d a 	 S t y l e   d u   n a v i g a t e u r 	 D u r c h s u c h f o r m 	 !B8;L  ?@>A<>B@0	 S t i l e   b r o w s e r 	 #3DH(  'D*5A-	 E s t i l o   d e   p e s q u i s a 	 T a r z a   g  z   a t   	 C h     x e m 	 G a y a   p e n e l u s u r a n 	 G a y a   s e m a k   i m b a s 	 ,	M	0	I			[	  8	M		>		2		 G e n n e m s e   S t i l 	 S t y l   p r o c h  z e n  	 W y b i e r z   s t y l 	 S t  l u s   b  n g  s z  s e 	 S e l a u s t a p a 	 B l a   g j e n n o m   s t i l e r 	 `t  l   h >a d a n i a 	 B l a d e r s t i j l 	 B l  d d r a   i   s t i l a l t e r n a t i v 	 P r e g l e d n i k   s l i k a 	 S t i l   r s f o i r e 	 S t i l   I s k a n j e 	   	   	 "J@A8  !B8;	 ,	M	0	I				  6	H	2	@		 712  E1H1	 (1'$2  '3y'&D	   	 						  							 8
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 S T R _ I D _ I M G V I E W _ V I E W _ S T Y L E _ L I S T 	 I M G V I E W 	 H I N T ,   T W O S T A T E 	 [ M z e n u - L i s t   S t y l e ] 	 L i s t   s t y l e 	 nU!j_	 Rh!j_	 #9A#2"2#	 E s t i l o   d e   l i s t a 	 S t y l e   d e   l a   l i s t e 	 L i s t e n f o r m 	 !?8A>:	 S t i l e   e l e n c o 	 #3DH(  'DB'&E)	 L i s t a 	 T a r z 1  l i s t e l e   	 K i u   d a n h   s  c h 	 G a y a   d a f t a r 	 G a y a   s e n a r a i 	 8	B		@	  8	M		>		2	 	 L i s t e   S t i l 	 S t y l   s e z n a m u 	 L i s t a   s t y l 	 S t  l u s   l i s t  z  s a 	 L u e t t e l o i n t i t a p a 	 L i s t   o p p   s t i l e r 	 `t  l   z o z n a m u 	 L i j s t s t i j l 	 S t i l l i s t a 	 P o p i s   s l i k a 	 S t i l   l i s t 	 S t i l   L i s t a n j e 	   	   	 !B8;  =0  !?8AJF8B5	 8	B		@	  6	H	2	@		 712  E1H1  AG13*  H'1	 A13*  '3y'&D	   	 					  							 8
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	     	 I s i t a y e l a   s o h l u 	 U h l o b o   l o l u h l u 	 M t i n d o   w a   o r o d h a 	 L y s - s t y l 	 S t i l i s  s r a aa s 	 S a r a k s t a   s t i l s 	 L o e n d i   l a a d 	 Qavok  xs	 	 S t i l   l i s t 	 6
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 
 S T R _ I D _ I M G V I E W _ V I E W _ S T Y L E _ M A T R I X 	 I M G V I E W 	 H I N T ,   T W O S T A T E 	 [ M e n u - M a t r i x   S t y l e ] 	 M a t r i x   s t y l e 	 wc!j_	 w5!j_	 #9AA!#4L	 E s t i l o   d e   m a t r i z 	 S t y l e   d e   m a t r i c e 	 M a t r i x f o r m 	 "01;8F0	 S t i l e   m a t r i c e 	 #3DH(  'D'7'1	 M a t r i z 	 N a t r i k s   t a r z 1  	 K i u   m a   t r n 	 G a y a   m a t r i k s 	 G a y a   m a t r i k s 	 .	G		M	0	?		M	8	  8	M		>		2		 M a t r i x   S t i l 	 S t y l   M a t r i x 	   S t r u k t u r y   S t y l 	 M  t r i x   s t  l u s 	 M a t r i i s i n   t y y l i 	 M a t r i x - s t i l 	 `t  l   m a t r i x 	 M a t r i x s t i j l 	 M a t r i s s t i l 	 M a t r i 
n i   i z g l e d 	 S t i l   m a t r i c e 	 S t i l   M a t r i c e 	   	   	 !B8;  =0  0B@8F0B0	 .	H		M	0	@		M	8	  6	H	2	@		 712  E1H1  ,/HD  H'1	 E'1y3  '3y'&D	   	 									  							 .
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	   	 I s i t a y e l a   s e - M a t r i x 	 U h l o b o   l w e s i b u m b e l o 	 M t i n d o   w a   m a t r i k i 	 M a t r i k s - s t y l 	 M a t r i c o s   s t i l i u s 	 M a t r i c e s   s t i l s 	 M a a t r i k s i   l a a d 	 Dakauk  xs	   	 S t i l   m a t r i c e 	 .
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 
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4 2D!H*1*8	 E l   t i p o   d e   i m a g e n   n o   e s   c o m p a t i b l e 	 T y p e   d  i m a g e   n o n   s u p p o r t  	 B i l d t y p   w i r d   n i c h t   u n t e r s t  t z t 	 7>1@065=8O  MB>3>  B8?0  =5  ?>445@6820NBAO	 T i p o   d i   i m m a g i n e   n o n   s u p p o r t a t o 	 FH9  'D5H1)  :J1  E/9HE	 T i p o   d e   i m a g e m   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   r e s i m   t  r  	 K i u   n h   k h  n g   h   t r 	 J e n i s   f o t o   t i d a k   d i d u k u n g 	 J e n i s   i m e j   t i d a k   d i s o k o n g 	 	?	$	M	0	  	>	  *	M	0		>	0	  8	.	0	M	%	?	$	  (	9	@		  9	H		 	 	 	 N e m   t  m o g a t o t t   k  p t  p u s 	 	 	 	 B e e l d t y p e   i s   n i e t   o n d e r s t e u n d 	 	 	 T i p u l   d e   i m a g i n e   n u   e s t e   a c c e p t a t 	 	 	       	 	 	.	G		  	>		*	  8	*	K	0	M		  (	>	9	@		 'F  FH9  *5H1  ~4*('F  F4/G	 'E,  B3E  -E'*  F	       	 						  			  								  			 *
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	     	 U h l o b o   l o m f a n e k i s o   a l u s a p h o t h i w e 	 U h l o b o   l w e - i m e y j i   a l u x h a s w a n g a 	 A i n a   y a   t a s w i r a   h a i k u b a l i w i 	 A f b e e l d i n g t i p e   w o r d   n i e   o n d e r s t e u n   n i e 	 V a i z d o   t i p a s   n e p a l a i k o m a s 	 A t t l a   v e i d s   n e t i e k   a t b a l s t +t s 	 P i l t i d e   l a a d i   e i   t e o t a t a 	 Jaoek  e}aoh  pataerelk  yg	         	 T i p u l   d e   i m a g i n e   n u   e s t e   a c c e p t a t 	 
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	 *M0$?,?  8.0M%?$  (A9G	 L l o j i   I   i m a z h i t   n u k   e s h t e   i   m b e s h t e t u r . 	 											  						  							  				 	 	 	 	 	 	 	 T i p o   d e   i m a g e m   n  o   a c e i t a 
 
 S T R _ I D _ I M G V I E W _ C O N F I R M _ P R I N T 	 I M G V I E W 	 U N L I M 	 [ P R I N T - C O N F I R M ] 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   b e c a u s e   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ fJT]   1uel	g(WKb_j
NbR㉼xRpSP}gS
Nckx|~~RpS	 [ fJT]   1uNl	g(WKb:g
NbRxSbpS~gS
Ncknx~~SbpS	 [ 3@7-]   %%1L2#4!L-2D!H9I-  @7H-2-#+1*D!H*3@#GB#(1L,   32#4!LH-+#7-D!H? 	 [ A d v e r t e n c i a ]   L a   i m p r e s i  n   p o d r  a   r e a l i z a r s e   d e   f o r m a   i n c o r r e c t a   d e b i d o   a   q u e   n o   s e   h a   d e c o d i f i c a d o   e l   t e l  f o n o   c o n    x i t o .    D e s e a   c o n t i n u a r   i m p r i m i e n d o ? 	 [ A t t e n t i o n ]   L e   r  s u l t a t   d e   l  i m p r e s s i o n   p e u t    t r e   i n c o r r e c t   c a r   i l   n  a   p a s    t    c o r r e c t e m e n t   d  c o d    s u r   l e   t  l  p h o n e   ;   c o n t i n u e r   l  i m p r e s s i o n   ? 	 [ W a r n u n g ]   D e r   A u s d r u c k   i s t   e v e n t u e l l   n i c h t   k o r r e k t ,   d a   k e i n e   e r f o l g r e i c h e   D e k o d i e r u n g   i m   T e l e f o n   m  g l i c h   w a r .   A u s d r u c k   f o r t s e t z e n ? 	 [ @54C?@5645=85]   0?5G0B0==>5  87>1@065=85  <>65B  2K3;O45BL  =5?@028;L=>  87- 70  A1>O  45:>48@>20=8O.   @>4>;68BL? 	 [ A t t e n z i o n e ]   L a   s t a m p a   p o t r e b b e   n o n   e s s e r e   c o r r e t t a   p e r c h    n o n   d e c o d i f i c a t a   c o n   s u c c e s s o   s u l   t e l e f o n o ,   c o n t i n u a r e ? 	 *-0J1  (3((  DE  JAC  'DCH/  AJ  'D,H'D, 'DF*J,)  'D7('9)  :J1  5-J-), *3*E1  7('9)	 [ A v i s o ]   O   r e s u l t a d o   d a   i m p r e s s  o   p o d e   s e r   i n c o r r e c t o   d e v i d o   a   f a l h a   n a   d e s c o d i f i c a   o   n o   t e l e f o n e ,   c o n t i n u a r   c o m   a   i m p r e s s  o ? 	 [ U y a r 1]   T e l e f o n d a   b a _a r 1l 1  b i r   _e k i l d e   _i f r e s i     z  l m e d i i n d e n   y a z d 1r m a   s o n u c u   h a t a l 1  o l a b i l i r ,   y a z d 1r m a y a   d e v a m   e d i l s i n   m i ? 	 [ C h     ]   d o   c h a   g i i   m    t h  n h   c  n g   t r  n   m  y , k t   q u   i n   c    t h   k h  n g   c h  n h   x  c ,   t i p   t c   i n ? 	 [ P e r i n g a t a n ]   H a s i l   c e t a k   m u n g k i n   s a l a h   k a r e n a   t i d a k   b e r h a s i l   d i d e k o d e k a n   d i   t e l e p o n ,   l a n j u t k a n   p e n c e t a k a n ? 	 [ A m a r a n ]   H a s i l   c e t a k a n   m u n g k i n   t i d a k   b e t u l   k e r a n a   i a   t i d a k   d i n y a h k o d   d e n g a n   b e t u l   p a d a   t e l e f o n ,   t e r u s k a n   m e n c e t a k ? 	 [ 	G	$	>	5	(	@	]   *	M	0	?			  *	0	?	#	>	.	  	2	$	  9	K	  8		$	>	  9	H	  	M	/	K			?	  /	9	  +	K	(	  *	0	  8	+	2	$	>	*	B	0	M	5		  !	?		K	!	  (	9	@		  	?	/	>	  	/	>	,   .	A	&	M	0	#	  	>	0	@	  0		G		? 	 	 	 	 [ F i g y e l m e z t e t  s ]   A   n y o m t a t  s   e r e d m  n y e   h i b  s   l e h e t ,   m e r t   v i s s z a f e j t  s e   n e m   s i k e r  l t   a   t e l e f o n o n ,   f o l y t a t j a   a   n y o m t a t  s t ? 	 	 	 	 [ W a a r s c h u w i n g ]   A f d r u k r e s u l t a a t   k a n   s l e c h t   z i j n   d o o r   e e n   s l e c h t e   d e c o d e r i n g   v a n   d e   t e l e f o o n .   T o c h   a f d r u k k e n ? 	 	 	 [ A t e n ci e ]   E s t e   p o s i b i l   c a   i m p r i m a r e a   s   n u   s e   r e a l i z e z e   c o r e c t ,   d e o a r e c e   i m a g i n e a   n u   a   f o s t   d e c o d a t   c o r e c t    n   t e l e f o n .   C o n t i n u a ci   i m p r i m a r e a ?   	 	 	 [ ]                     .       ? 	 	 	 [ G4/'1]   4'J/  CJAJ*  '~  -'5DG  (.'71  "FCG  ('  EHABJ*  /1  *DAF  1E24'J  F4/G  .H(  F('4/  '~  C1/F  '/'EG  J'(/	 	 	 [ 									]   						  					  			  			  				  				  				  				  							  					  			  				  |   						  				  					  ? 	 	 	 	 [   





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? 	 [ ]            ,       ,     ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a a r s k u w i n g ]   D r u k r e s u l t a a t   k a n   v e r k e e r d   w e e s   w e e n s   o n s u k s e s v o l l e   d e k o d e r i n g   o p   f o o n ,   g a a n   v o o r t   o m   t e   d r u k ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 [ W a r n i n g ]   P r i n t   r e s u l t   m a y   b e   i n c o r r e c t   d u e   t o   i t   w a s   n o t   d e c o d e d   s u c c e s s f u l l y   o n   p h o n e ,   c o n t i n u e   p r i n t i n g ? 	 	 	 [ P a r a l a j m e r i m ]   R e z u l t a t i   I   s h t y p i t   m u n d   t e   j e t e   I   p a s a k t e   s e p s e   n u k   u   d e s h i f r u a   s u k s e s s h e m   n e   t e l e f o n ,   v a z h d o   s h t y p j e n ? 	 [ 						]   				  							  					  					  				  								  					  			  	' 		  				,   							  							  							? 	 	 	 	 	 	 	 	 [ A v i s o ]   O   r e s u l t a d o   d a   i m p r e s s  o   p o d e   s e r   i n c o r r e c t o   d e v i d o   a   f a l h a   n a   d e s c o d i f i c a   o   n o   t e l e f o n e ,   c o n t i n u a r   c o m   a   i m p r e s s  o ? 
 
 S T R _ I D _ V D O P L Y _ A P P _ N A M E 	 V I D E O 	 T I T L E ,   I C O N T E X T ,   B D I T E M 	 [ M e n u - V i d e o   P l a y e r ] 	 V i d e o   p l a y e r 	 q_Grd>ehV	 Ɖd>ehV	 @#7H-@%H'45B-	 R e p r o d u c t o r   d e   v  d e o 	 L e c t e u r   v i d  o 	 V i d e o p l a y e r 	 845>- ?;55@	 V i d e o   P l a y e r 	 E4:D  'DAJ/JH	 L e i t o r   d e   v  d e o 	 V i d e o   O y n a t 1c 1	 P h  t   V i d e o 	 V i d e o   P l a y e r 	 P e m a i n   v i d e o 	 5	@	!	?	/	K	  *	M	2	G	/	0		 V i d e o   A f s p i l l e r 	 V i d e o p Ye h r  v a 
	 O d t w a r z a c z   w i d e o 	 V i d e o l e j  t s z  	 V i d e o s o i t i n 	 V i d e o s p i l l e r 	 V i d e o p r e h r  v a 
	 V i d e o s p e l e r 	 V i d e o s p e l a r e 	 V i d e o   p l a y e r 	 A p l i c a ci e   d e   r e d a r e   c l i p u r i   v i d e o 	 V i d e o   P r e d v a j a l e c 	 V i d e o   P l a y e r 	   	 845>  ;5J@	 5	?	!	?	/	K	  *	M	2	G	/	0		 ~.4  FF/G  AJDE	 HH  ~D&1	   	 					  								 5
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  





	   	 I s i d l a l i   s a m a v i d y o 	 I s i d l a l i   s e v i d i y o 	 K i c h e z a   v i d e o 	 V i d e o s p e l e r 	 V a i z d o   k l i p s  l e i s t u v a s 	 V i d e o   a t s k a Fo t j s 	 V i d e o p l e i e r 	 Nkdex  v~acaoky	   	 A p l i c a ci e   d e   r e d a r e   c l i p u r i   v i d e o 	 5
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 
 S T R _ I D _ V D O P L Y _ N E T W O R K _ P R O F I L E 	 V I D E O 	 T I T L E ,   I C O N T E X T 	 [ M e n u - N e t w o r k   p r o f i l e ] 	 N e t w o r k   p r o f i l e s 	 }-[j	 Q~nch	 B#D%L@#7-H2"	 P e r f i l e s   d e   r e d 	 P r o f i l s   d e   r  s e a u 	 N e t z w e r k p r o f i l e 	 !5B52K5  ?@>D8;8	 P r o f i l i   d i   r e t e 	 6(7  'D4(C)	 P e r f i s   d e   r e d e 	 A   p r o f i l l e r i 	 C  i   t   M n g 	 P r o f i l   j a r i n g a n 	 P r o f i l   r a n g k a i a n 	 (	G		5	0	M		  *	M	0	K	+	>		2		 	 	 	 H  l  z a t i   p r o f i l o k 	 	 	 	 N e t w e r k p r o f i e l e n 	 	 	 P r o f i l u r i   r e ce a 	 	 	   	 	 (	G		5	0	M		  8	G		?			M	8		 ~1HA'JDG'I  4(CG	 Fy  H1  3yF	   	 									  						 (
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  









	     	 A m a p h r o f a y l i   e n e t h i w e k h i 	 I i p r o f a y l e   z o t h u n g e l w a n o 	 P r o f a i l i   z a   m t a n d a o 	 N e t w e r k p r o f i e l e 	 T i n k l o   p r o f i l i a i 	 T +k l a   p r o f i l i 	 V  r g u p r o f i i l i d 	 Qavk  zxklve	   	 P r o f i l u r i   d e   r e ce a 	 (
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 S T R _ I D _ V D O P L Y _ N E T W O R K _ A C T I V E _ P R O F I L E 	 V I D E O   	 I C O N T E X T 	 [ M e n u - A c t i v a t e   p r o f i l e ] 	 A c t i v a t e   p r o f i l e 	 _UR-[j	 /TRnch	 @432B#D%L	 A c t i v a r   p e r f i l 	 A c t i v e r   l e   p r o f i l 	 P r o f i l   a k t i v i e r e n 	 :B828@>20BL  ?@>D8;L	 A t t i v a   p r o f i l o 	 *F4J7  E6(7	 A c t i v a r   p e r f i l 	 P r o f i l i   e t k i n l e _t i r 	 K  c h   h o t   c  i   t 	 A k t i f k a n   p r o f i l 	 A k t i f k a n   p r o f i i l 	 *	M	0	K	+	>		2	  8		M	0	?	/	  	0	G			 	 	 	 P r o f i l   a k t i v  l  s a 	 	 	 	 P r o f i e l   a c t i v e r e n 	 	 	 A c t i v a r e   p r o f i l 	 	 	   	 	 	 A9'D3'2I  ~1HA'JD	 	 	 							  						  					 	 	 	 







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	 *M0K+>2  8M0?_  0(M$A	 A k t i v i z o   p r o f i l i n 	 			' 				  						  				 	 	 	 	 	 	 	 A t i v a r   p e r f i l 
 
 S T R _ I D _ V D O P L Y _ N E T W O R K _ E D I T _ P R O F I L E 	 V I D E O   	 T I T L E ,   I C O N T E X T 	 [ M e n u - E d i t   p r o f i l e ] 	 E d i t   p r o f i l e 	 }/-[j	 nch	 AIDB#D%L	 E d i t a r   p e r f i l 	 E d i t e r   l e   p r o f i l 	 P r o f i l   b e a r b e i t e n 	  540:B8@>20BL  ?@>D8;L	 M o d i f i c a   p r o f i l o 	 *9/JD  E6(7	 E d i t a r   p e r f i l 	 P r o f i l i   d  z e n l e 	 S a   c  i   t 	 E d i t   p r o f i l 	 E d i t   p r o f i l 	 *	M	0	K	+	>		2	  8		*	>	&	?	$	  	0	G			 	 	 	 P r o f i l   s z e r k e s z t  s e 	 	 	 	 P r o f i e l   b e w e r k e n 	 	 	 E d i t a r e   p r o f i l 	 	 	   	 	 	 H1'4  ~1HA'D	 	 	 							  								  					 	 	 	 










  





  


	     	 H l e l a   i p h r o f a y l i 	 L u n g i s a   i p r o f a y l e 	 H a r i r i   m f u m o 	 W y s i g   p r o f i e l 	 R e d a g u o t i   p r o f i l /	 R e d i #t   p r o f i l u 	 R e d i g e e r i   p r o f i i l i 	 =tbacel  zxklh	     	 E d i t a r e   p r o f i l 	 *
M
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	 *M0K+>2  8.M*>&(  0(M$A	 N d r y s h o   p r o f i l i n 	 			' 				  								  				 	 	 	 	 	 	 	 E d i t a r   p e r f i l 
 
 S T R _ I D _ V D O P L Y _ N E T W O R K _ P R O F I L E _ N A M E 	 V I D E O   	 I C O N T E X T 	 [ M e n u - P r o f i l e   n a m e ] 	 P r o f i l e   n a m e 	 -[j
T1z	 nch
Ty	 
7H-B#D%L	 N o m b r e   d e   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 0720=85  ?@>D8;O	 N o m e   p r o f i l o 	 '3E  'DE6(7	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1  	 T  n   c  i   t 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	>		2	  	>	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 	 F'E  ~1HA'D	 	 	 								  				 	 	 	 










  


	   	 I g a m a   l e p h r o f a y l i 	 I g a m a   l e p r o f a y l e 	 J i n a   l a   p r o f a i l i 	 P r o f i e l n a a m 	 P r o f i l i o   p a v a d i n i m a s 	 P r o f i l a   n o s a u k u m s 	 P r o f i i l i   n i m i 	 Jxklk  avxv	   	 N u m e   p r o f i l 	 *
M
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	 *M0K+>2  (>.	 E m r i   I   p r o f i l i t 	 			' 				  				 	 	 	 	 	 	 	 N o m e   d e   p e r f i l 
 
 S T R _ I D _ V D O P L Y _ N E T W O R K _ R E N A M E _ P R O F I L E 	 V I D E O   	 T I T L E 	 [ M e n u - P r o f i l e   n a m e ] 	 R e n a m e   p r o f i l e 	 f9e-[j
T1z	 f9ench
Ty	 @%5H"
7H-B#D%L	 C a m b i a r   n o m b r e   d e   p e r f i l 	 R e n o m m e r   l e   p r o f i l 	 P r o f i l   u m b e n e n n e n 	 5@58<5=>20BL  ?@>D8;L	 R i n o m i n a   p r o f i l o 	 *:J1  E,EH9)  'DE6(7	 M u d a r   o   n o m e   d o   p e r f i l 	 P r o f i l i   y e n i d e n   a d l a n d 1r   	 i   t  n   c  i   t 	 U b a h   n a m a   p r o f i l 	 N a m a k a n   s e m u l a   p r o f i l 	 *	M	0	K	+	>		2	  	>	    0	@	(	G	.	  	0	G		 	 	 	 	 P r o f i l    t n e v e z  s e 	 	 	 	 P r o f i e l   h e r n o e m e n 	 	 	 R e d e n u m i r e   p r o f i l 	 	 	     	 	 	 *:1  F'E  ~1HA'D	 	 	 								  											 	 	 	 









  


  


  


	     	 Q a m b a   k a b u s h a   i p h r o f a y l i 	 T h i y a   k w a k h o n a   i p r o f a y l e 	 B a d i l i s h   p r o f a i l i 	 H e r b e n o e m   p r o f i e l 	 P e r v a d i n t i   p r o f i l /	 P r d v t   p r o f i l u 	 N i m e t a   p r o f i i l    m b e r 	 Neav~avel  zxklh	       	 R e d e n u m i r e   p r o f i l 	 *
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	 *M0K+>2  *A((>.  &?(M$A	 R i e m e r t o   p r o f i l i n 	 			' 				  										  				 	 	 	 	 	 	 	 R e n o m e a r   p e r f i l 
 
 S T R _ I D _ V D O P L Y _ N E T W O R K _ U D P _ P O R T 	 V I D E O 	 I C O N T E X T 	 [ M e n u - U D P   P o r t ] 	 U D P   p o r t 	 U D P #cW	 U D P zS	 -#L  U D P 	 P u e r t o   U D P 	 P o r t   U D P 	 U D P - P o r t 	 >@B  U D P 	 P o r t a   U D P 	 EHB9  U D P 	 P o r t a   U D P 	 U D P   p o r t u 	 C n g   U D P 	 P o r t   U D P 	 P o r t   U D P 	 /	B	!	@	*	@	  *	K	0	M			 	 	 	 U D P   p o r t 	 	 	 	 U D P - p o r t 	 	 	 P o r t   U D P 	 	 	   U D P 	 	 /	B	!	@	*	@	  *	K	0	M			 ~H1*  U D P 	 U D P   P o r t 	   	 						  						 /
B
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	 /A!?*?  *K0MM	 >@B  U D P 	 U D P   




	   	 I - U D P   p o r t 	 I z i b u k o   l e - U D P 	 P o r t i   y a   U D P 	 U D P - p o o r t 	 U D P   p r i e v a d a s 	 U D P   p o r t s 	 U D P   p o r t 	 U D P   zx|	 U D P   	 P o r t   U D P 	 U D P   *
K
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	 U D P   *K0M	 	 U D P   					 	 	 	 	 	 	 	 P o r t a   U D P 
 
 S T R _ I D _ V D O P L Y _ P R O X Y _ U S E _ P R O X Y 	 V I D E O 	 I C O N T E X T 	 [ M e n u - U s e   P r o x y ] 	 U s e   p r o x y 	 O(uNt:O
ghV	 O(uNt
gRhV	 C
I#G-5	 U t i l i z a r   p r o x y 	 U t i l i s e r   p r o x y 	 P r o x y   v e r w e n d e n 	 A?>;L7>20BL  ?@>:A8	 U s a   p r o x y 	 '3*./E  'DHCJD	 U t i l i z a r   p r o x y 	 P r o x y   k u l l a n 	 S   d n g   i   l    p h c   v 	 G u n a k a n   p r o x y 	 G u n a k a n   p r o k s i 	 *	M	0	I		M	8	@	  	8	M	$	G	.	>	2	  	0	G			 	 	 	 P r o x y   h a s z n  l a t a 	 	 	 	 P r o x y   g e b r u i k e n 	 	 	 U t i l i z a r e   s e r v e r   p r o x y 	 	 	   - P r o x y 	 	 *	M	0	/	K		>	$	M	.		  *	M	0	>		M	8	@	  	 '3*A'/G  '2  ~1H3	 ~1H3  '  '3*9E'D  ,&	   	 								  							  					 *
M
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	 *M0>M8@  5>!A.A	 8:>@8AB>2C20B8  ?@>:AV	 









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	   	 S e b e n z i s a   i - p r o x y 	 S e b e n z i s a   u m m e l i 	 T u m i a   p r o k s i 	 G e b r u i k   v o l m a g 	 N a u d o t i   /g a l i o t j /  s e r v e r /	 I z m a n t o t   s t a r p n i e k s e r v e r i 	 K a s u t a   p u h v r i t 	 Ucacxnel  zx}k	   	 U t i l i z a r e   p r o x y 	 *
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	 *M0KM8?  ,M_,9>0  0(M$A	 	 							  							  				 	 	 	 	 	 	 	 U s a r   p r o x y 
 
 S T R _ I D _ V D O P L Y _ P R O X Y _ A D D R 	 V I D E O 	 I C O N T E X T 	 [ M e n u - P r o x y   S e r v e r ] 	 P r o x y   s e r v e r 	 Nt:O
ghV0W@W	 Nt
gRhV0W@W	 #G-5@4#L@'-#L	 S e r v i d o r   p r o x y 	 S e r v e u r   p r o x y 	 P r o x y - S e r v e r 	 @>:A8- A5@25@	 S e r v e r   p r o x y 	 E3*./E  'DHCJD	 S e r v i d o r   p r o x y 	 P r o x y   s u n u c u s u 	 M  y   c h     P r o x y 	 S e r v e r   p r o x y 	 P e l a y a n   p r o k s i 	 *	M	0	I		M	8	@	  8	0	M	5	0		 	 	 	 P r o x y - k i s z o l g  l  	 	 	 	 P r o x y s e r v e r 	 	 	 S e r v e r   p r o x y 	 	 	   P r o x y 	 	 *	M	0	>		M	8	@	  8	0	5	0		 31H1  ~1H3	 ~1H3  31H1	   	 								  								 *
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	 *M0>M8@  80M50M	 @>:AV  A5@25@	 







  




	   	 I s e v a   y e - p r o x y 	 I s e v a   y o m m e l i 	 S e v a   y a   p r o k s i 	 V o l m a g b e d i e n e r 	 .g a l i o t a s i s   s e r v e r i s 	 S t a r p n i e k s e r v e r i s 	 P u h v e r s e r v e r 	 Jx}k  }e~e	   	 S e r v e r   p r o x y 	 *
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 
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 S T R _ I D _ V D O P L Y _ I N P U T _ U R L 	 V I D E O 	 T I T L E ,   I C O N T E X T 	 [ M e n u - I n p u t   U R L ] 	 I n p u t   U R L 	 8eQ}@W	 eQQ@W	 U R L   3@I2	 U R L   d e   e n t r a d a 	 E n t r e r   l  U R L 	 U R L   e i n g e b e n 	 2>4  U R L - 04@5A0	 I n s e r i r e   U R L 	 #/.D  U R L 	 I n t r o d u z i r   U R L 	 G i r d i   U R L ' s i 	 N h p   a   c h   M n g 	 M a s u k k a n   U R L 	 U R L   i n p u t 	 	(	*	A		  /	B		0		2		 	 	 	 U R L   m e g a d  s a 	 	 	 	 I n v o e r   v a n   U R L 	 	 	 I n t r o d u c e r e   U R L 	 	 	   U R L 	 	 	(	*	A		  /	B	0	2		 U R L   1'  H'1/  CFJ/	 U R L /'.D  ,&	     	 					  							 
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 S T R _ I D _ V D O P L Y _ P R E D E F I N E D _ U R L 	 V I D E O 	 T I T L E ,   I C O N T E X T 	 [ M e n u - P r e d e f i n e d   U R L ] 	 P r e d e f i n e d 	 gQ^}@W	 Q^Q@W	 3+%H'+I2	 P r e d e f i n i d o 	 P r  d  f i n i 	 V o r d e f i n i e r t 	 >B>2K9	 P r e d e f i n i t o 	 *#3J3	 P r e d e f i n i d o 	  n c e d e n   t a n 1m l a n m 1_	 a   c h     M n g     x  c   n h   t r c 	 T e l a h   d i t e n t u k a n 	 P r a t e n t u k a n 	 *	B	0	M	5	(	?	0	M	'	>	0	?	$		 	 	 	 E l Qr e   m e g a d o t t 	 	 	 	 V o o r g e d e f i n i e e r d 	 	 	 P r e d e f i n i t 	 	 	   	 	 *	B	0	M	5	5	M	/	>		M	/	?	$		 '2~J4  *91JA  4/G	 ~D  3  A'&F  '  H'	   	 			  				  										 *
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	 	 O k u c h a z w e   n g a p h a m b i l i n i 	 I c h a z w e   k w a n g a p h a m b i l i 	 I l i o a i n i s h w a   m a p e m a 	 V o o r a f   i n g e s t e l 	 I a  a n k s t o   n u s t a t y t a s 	 I e p r i e k a  n o t e i k t s 	 E e l m   r a t u d 	 Famaze}  xxw~an	   	 P r e d e f i n i t 	 *
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 S T R _ I D _ V D O P L Y _ H I S T O R Y _ U R L 	 V I D E O 	 T I T L E ,   I C O N T E X T 	 [ M e n u - H i s t o r y ] 	 H i s t o r y 	 wkS}@W	 SSQ@W	 #0'14	 H i s t o r i a l 	 H i s t o r i q u e 	 V e r l a u f 	 AB>@8O	 S t o r i a 	 *'1J.	 H i s t  r i c o 	 G e  m i _	 N h n g   t r a n g   g n    y 	 R i w a y a t 	 S e j a r a h 	 9	?	8	M		M	0	@		 	 	 	 E l Qz m  n y e k 	 	 	 	 G e s c h i e d e n i s 	 	 	 I s t o r i c 	 	 	 	 	 	$	?	9	>	8		 *'1J.G	 *A5D	 	 							 
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 
 S T R _ I D _ V D O P L Y _ O P T I O N _ V I D E O _ S E T T I N G 	 V I D E O 	 T I T L E ,   I C O N T E X T 	 [ M e n u - V i d e o   S e t t i n g s ] 	 V i d e o   s e t t i n g s   	 q_Gr-[	 Ɖn	 H241I'45B-	 C o n f i g u r a c i  n   d e   v  d e o 	 R  g l a g e s   v i d  o   	 V i d e o e i n s t e l l u n g e n 	 0AB@>9:8  2845>  	 I m p o s t a z i o n i   v i d e o 	 6(7  'DAJ/JH	 D e f i n i   e s   d e   v  d e o 	 V i d e o   a y a r l a r 1	 C  i   t   V i d e o 	 P e n g a t u r a n   v i d e o 	 S e t i n g   v i d e o 	 5	@	!	?	/	K	  8	G		?			M	8		 	 	 	 V i d e    b e  l l  t  s o k 	 	 	 	 V i d e o - i n s t e l l i n g e n 	 	 	 S e t r i   v i d e o 	 	 	     	 	 5	M	9	?	!	?	/	K	  8	G		?			M	8		 *F8JEG'JI  HJ/JH&I  	 HH  3yF2	     	 					  										 5
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 
 S T R _ I D _ V D O P L Y _ O P T I O N _ S A V E _ C O N N E C T I O N 	 V I D E O 	 I C O N T E X T 	 [ M e n u - S a v e   C o n n e c t i n g ] 	 S a v e   c o n n e c t i o n 	 2QX[#P}	 OX[ޏc	 162#@
7H-!H-	 G u a r d a r   c o n e x i  n 	 E n r e g i s t r e r   l a   c o n n e x i o n 	 V e r b i n d u n g   s p e i c h e r n 	 !>E@0=8BL  ?>4:;NG5=85	 S a l v a   c o n n e s s i o n e 	 6(7  'D'*5'D	 G u a r d a r   l i g a   o 	 B a l a n t 1y 1  k a y d e t   	 K t   n i   l u   t r 	 S i m p a n   s a m b u n g a n 	 S i m p a n   s a m b u n g a n 	 	(	H		M	6	(	  8	G	5	  	0	G			 	 	 	 K a p c s o l a t   m e n t  s e 	 	 	 	 V e r b i n d i n g   o p s l a a n 	 	 	 S a l v a r e   c o n e x i u n e 	 	 	   	 	 	(	G		M	6	(	  8	G	5	M	9	  	0	>		 0.J1G  C1/F  '1*('7	 '*5'D  E-AH8  ,&	   	 					  							  				 
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	   	 G c i n a   u k u x h u m a n a 	 G c i n a   u q h a g a m s h e l w a n o 	 H i f a d h i   u n g a n i s h o 	 B e r g   v e r b i n d i n g 	 .r a ay t i   j u n g t /    	 S a g l a b t   s a v i e n o j u m u 	 S a l v e s t a    h e n d u s 	 Japzavel  tkaxth	   	 S a l v a r e   c o n e x i u n e 	 
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 
 S T R _ I D _ V D O P L Y _ E D I T _ F I L E N A M E 	 V I D E O 	 T I T L E ,   I C O N T E X T 	 [ T i t l e - E d i t   F i l e n a m e ] 	 E d i t   f i l e n a m e 	 }/jHh
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7H-D%L	 E d i t a r   n o m b r e   d e   a r c h i v o 	 E d i t e r   l e   n o m   d u   f i c h i e r 	 D a t e i n a m e   b e a r b e i t e n 	 7<5=8BL  8<O  D09;0	 M o d i f i c a   n o m e   f i l e 	 *9/JD  '3E  'DEDB	 E d i t a r   n o m e   d o   f i c h e i r o 	 D o s y a   a d 1n 1  d  z e n l e 	 S o n   t  n   t p 	 E d i t   n a m a   f i l e 	 E d i t   n a m a   f a i l 	 +	>		2	  	>	  (	>	.	  8	.	M	*	>	&	?	$	  	0	G			 	 	 	 F  j l n  v   s z e r k e s z t  s e 	 	 	 	 B e s t a n d s n a a m   b e w e r k e n 	 	 	 E d i t a r e   n u m e   f i _i e r 	 	 	     	 	 	!	?		  +	>		2	  (	>		5		 HJ1'J4  F'E  ~1HF/G	 A'&D  F'E  'y  ,&	   	 							  							  				 +
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 S T R _ I D _ V D O P L Y _ N O T I F Y _ S T O R A G E _ N O T _ R E A D Y 	 V I D E O 	 P O P U P 	 [ N o t i f y - S t o r a g e   n o t   r e a d y ] 	 S t o r a g e   n o t   r e a d y 	 2QX[zz*g1\}	 X[Pzz*g1\~	 5H@GD!H#I-!	 A l m a c e n a m i e n t o   n o   p r e p a r a d o 	 S t o c k a g e   p a s   p r  t 	 S p e i c h e r m e d i u m   n i c h t   b e r e i t 	 0<OBL  =5  3>B>20	 A r c h i v i a z i o n e   n o n   p r o n t a 	 'D0'C1)  :J1  E3*9/)	 O   a r m a z e n a m e n t o   n  o   e s t    p r o n t o 	 B e l l e k   h a z 1r   d e i l 	 B   n h   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 P e n y i m p a n a n   t a k   b e r s e d i a 	 8	M		K	0	G		  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   h  t t  r t  r   n i n c s   k  s z 	 	 	 	 O p s l a g   n i e t   g e r e e d 	 	 	 L o c a ci a   d e   s t o c a r e   n u   e s t e   p r e g t i t 	 	 	       	 	 8	M		K	0	G		  $	H	/	>	0	  (	>	9	@		 -'A8G  "E'/G  FJ3*	 E-AH8  1F    ,  *'1  F	       	 							  								  			 8

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 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ I N V A L I D _ V I D E O _ F I L E 	 V I D E O 	 P O P U P 	 [ N o t i f y - I n v a l i d   V i d e o   F i l e ] 	 I n v a l i d   f i l e 	 !qHevjHh	 eHeveN	 D%LD!H9I-	 A r c h i v o   n o   v  l i d o 	 F i c h i e r   v i d  o   i n v a l i d e 	 U n g  l t i g e   D a t e i 	 5459AB28B5;L=K9  2845>- D09;	 F i l e   V i d e o   n o n   v a l i d o 	 EDA  :J1  5'D-	 F i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a 	 T p   t i n   k h  n g   h p   l 	 I n v a l i d   V i d e o   F i l e 	 F a i l   t a k   s a h   	 	5	H	'	    5	@	!	?	/	K	  +	>		2	 	 U g y l d i g   V i d e o   F i l 	 N e p l a t n    v i d e o   s o u b o r 	 U s z k o d z o n y   p l i k   w i d e o 	  r v  n y t e l e n   f  j l 	 E p  k e l p o   v i d e o t i e d o s t o 	 U g y l d i g   v i d e o f i l 	 N e p l a t n    v i d e o   s  b o r 	 O n g e l d i g   b e s t a n d 	 O g i l t i g   v i d e o f i l 	 N e v a l j a n a   v i d e o   d a t o t e k a 	 F i _i e r   n e v a l i d 	 N e v e l j a v n a   V i d e o   D a t o t e k a 	     	     	 520;845=  2845>  D09;	 	(	5	G	2	?	!	  5	?	!	?	/	K	  +	>		2		 ~1HF/G  F'E9*(1  '3*	 :D7  HH  A'&D	     	 				  					  					 
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 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ W R I T E _ P R O T E C T I O N 	 V I D E O 	 P O P U P 	 [ N o t i f y - C a r d   l o c k e d   c a n t   c r e a t e   f o l d e r r ] 	 M e m o r y   c a r d   i s   l o c k e d ,   c a n ' t   c r e a t e   V i d e o   f o l d e r 	 aaSOO\ n !ql^zq_Grv	 X[PaSOO\ n el^zƉvU_	 2#L+H'"'2!39%G-  D!H*2!2#*#I2B%@-#L'45B-	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e a d a .   N o   s e   p u e d e   c r e a r   l a   c a r p e t a   d e   V i d e o . 	 C a r t e   m  m o i r e   p r o t  g  e ,   c r  a t i o n   d ' u n   d o s s i e r   V i d  o   i m p o s s i b l e 	 S p e i c h e r k a r t e   i s t   g e s p e r r t ,   V i d e o o r d n e r   k a n n   n i c h t   e r s t e l l t   w e r d e n 	 0@B0  ?0<OB8  701;>:. ,   =52>7<>6=>  A>740BL  ?0?:C  2845>	 S c h e d a   d i   m e m o r i a   b l o c c a t a ,   i m p o s s i b i l e   c r e a r e   c a r t e l l a   d e i   V i d e o 	 0'C1)  'D(7'B)  E:DB),   D'  JECF  'F4'!  EDB  'DAJ/JH	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o ,   n  o      p o s s  v e l   c r i a r   a   p a s t a   V  d e o 	 H a f 1z a   k a r t 1  k i l i t l i ,   V i d e o   k l a s  r    o l u _t u r u l a m 1y o r 	 T h   n h   b   k h  a , k h  n g   t h   t o   m c   l c   V i d e o 	 M e m o r y   c a r d   i s   l o c k e d ,   c a n ' t   c r e a t e   V i d e o   f o l d e r 	 K a d   m e m o r y   d i k u n c i ,   t a k   d a p a t   m e m b u a t   f o l d e r   V i d e o 	 8	M	.	C	$	?	  	>	0	M	!	  ,		&	  9	H	,   5	@	!	?	/	K	  +	K	2	M	!	0	  (	9	@		  ,	(	  8		$	>		 H u k o m m e l s e   K o r t e t   e r   l  s t ,   k a n   e j   o p r e t t e   v i d e o m a p p e 	 P a m eo v    k a r t a   j e   u z a m 
e n a ,   n e n    m o ~n    v y t v o Yi t   s l o ~k u   V i d e o 	 K a r t a   p a m i c i o w a   j e s t   z a b l o k o w a n a . \ N i e   m o |n a   u t w o r z y   f o l d e r u   z   f i l m a m i   w i d e o 	  A   m e m  r i a k  r t y a   z  r o l v a ,   n e m   h o z h a t    l  t r e   a   V i d e  k   m a p p a  	 M u i s t i k o r t t i   o n   l u k i t t u ,   e i   v o i d a   l u o d a   v i d e o t i e d o s t o a 	 M i n n e k o r t   e r   s p e r r e t ,   k a n   i k k e   o p p r e t t e   v i d e o m a p p e 	 P a m  eo v    k a r t a   z a m k n u t  ,   v y t v o r e n i e   z l o ~k y   V i d e o   n e m o ~n  	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d ,   d e   m a p   V i d e o   k a n   n i e t   g e m a a k t   w o r d e n 	 M i n n e s k o r t e t   a r   l  s t ,   d e t   g i c k   i n t e   a t t   s k a p a   v i d e o m a p p 	 M e m o r i j s k a   k a r t i c a   j e   z a k l j u 
a n a ,   n e   m o g u   s t v o r i t i   V i d e o   d i r e k t o r i j   	  C a r d u l   d e   m e m o r i e   e s t e   b l o c a t ,   n u   p u t e ci   c r e a   u n   f o l d e r   v i d e o  	 S p o m i n s k a   k a r t i c a   j e   z a k l e n j e n a ,   n i   m o ~n o   k r e i r a t i   m a p e   V i d e o 	         ,             	     ,             V i d e o 	 0@B0B0  A  ?0<5BB0  5  70:;NG5=0.   5  <>65  40  A5  =0?@028  0?:0  70  845>. 	 .	G	.	0	@	  	>	0	M	!	  2	I		  	>	2	G	,   5	M	9	?	!	?	/	K	  +	K	2	M	!	0	  $	/	>	0	  	0	$	>	  	 C'1*  -'A8G  BAD  4/G  '3*  FEJ*H'F  ~H4G  HJ/JHJ  1'  'J,'/  FEH/	 EEH1  '1  (F/    D  F  3*'	       ,         	 							  					  								,   					  							  				  			  				  			 .
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i o s   n u o s t a t o s   	 N e d e r +g i   i e s t a t +j u m i   	 V i g a s e d   s  t t e d   	 1v~a~e  oauavve	     	 S e t r i   i n c o r e c t e   	 
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 S T R _ I D _ V D O P L Y _ N O T I F Y _ O V E R W R I T E _ F I L E 	 V I D E O 	 P O P U P C O N F I R M 	 [ N o t i f y - O v e r w r i t e   e x i s t i n g   f i l e ? ] 	 O v e r w r i t e   e x i s t i n g   f i l e ? 	 jHh]X[(W  /f&TSN	 eN]X[(W  /f&TSN	 @5"1D%L5H!5-"9HA%I'? 	  D e s e a   r e e m p l a z a r   e l   a r c h i v o   e x i s t e n t e ? 	 E c r a s e r   l e   f i c h i e r   e x i s t a n t   ? 	 V o r h a n d e n e   D a t e i    b e r s c h r e i b e n ? 	 0<5=8BL  ACI5AB2CNI89  D09;? 	 S o v r a s c r i v e r e   f i l e   e s i s t e n t e ? 	 'DEDA  EH,H/,   GD  *1J/  *(/JD  	 S u b s t i t u i r   f i c h e i r o   e x i s t e n t e ? 	 M e v c u t   d o s y a n 1n    z e r i n e   y a z 1l s 1n   m 1? 	 T p      t n   t i , v i t      l  n ? 	 T i m p a   f i l e   y a n g   a d a ? 	 T u l i s   g a n t i   f a i l   s e d i a   a d a ? 	 .	L		B	&	>	  +	>		2	  *	0	  9	@	  2	?		>	  	>		?  	 	 	 	 F e l  l  r j a   a   m e g l  v Q  f  j l t ? 	 	 	 	 B e s t a n d   b e s t a n d   o v e r s c h r i j v e n ? 	 	 	  n l o c u i ci   f i _i e r u l   e x i s t e n t ? 	 	 	         ? 	 	 5	0	M	$	.	>	(	  +	>		2	  	5	M	9	0	0	>			  	0	>	? 	 ~1HF/G  CFHFI  (1FH4*G  4H/	   EH,H/  A'&D  ~1  /H('1  D	       ? 	 							  						  								  			? 	 .
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 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ P L A Y _ F A I L E D 	 V I D E O 	 P O P U P 	 [ N o t i f y - P l a y   F a i l e d ] 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 @%HD!HDI	 E r r o r   a l   r e p r o d u c i r 	 E c h e c   d e   l e c t u r e 	 W i e d e r g a b e   f e h l g e s c h l a g e n 	 !1>9  2>A?@>872545=8O	 I m p o s s i b i l e   r i p r o d u r r e 	 A4D  AJ  'D*4:JD	 R e p r o d u   o   f a l h o u 	  a l a m a d 1	 P h  t   t h t   b i 	 G a g a l   d i p u t a r 	 G a g a l   m e m a i n k a n 	 	2	>	(	>	  	8	+	2		 	 	 	 S i k e r t e l e n   l e j  t s z  s 	 	 	 	 A f s p e l e n   m i s l u k t 	 	 	 R e d a r e a   f i _i e r u l u i   n u   a   r e u _i t 	 	 	   	 	 	>	2	B	  	5	H	'		 ~.4  F'EHAB  (H/	 D'F'  F''E	   	 						  					 
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 
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 
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7H-!H-D!HDI	 E r r o r   a l   c o n e c t a r 	 E c h e c   d e   c o n n e x i o n 	 V e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  ?>4:;NG5=8O	 I m p o s s i b i l e   c o l l e g a r s i 	 A4D  AJ  'D'*5'D	 F a l h a   n a   l i g a   o 	 B a l a n a m a d 1  	 K t   n i   t h t   b i 	 G a g a l   t e r s a m b u n g 	 G a g a l   m e n y a m b u n g 	 	(	G		M		  (	9	@		  	?	/	>	  	>	  8		>		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s 	 	 	 	 V e r b i n d i n g   m i s l u k t 	 	 	 C o n e c t a r e a   n u   a   r e u _i t 	 	 	   	 	 8		*	0	M		  	8	.	0	M	%		 '1*('7  F'EHAB  (H/	 '*5'D  F''E	   	 					  					 
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 S T R _ I D _ V D O P L Y _ N O T I F Y _ R E M O V E _ U R L _ C O N F I R M 	 V I D E O 	 P O P U P C O N F I R M 	 [ C o n f i r m - R e m o v e   h i s t o r y ? ] 	 R e m o v e   t h i s   h i s t o r y ? 	 yddkF{ǌe	 yddk{De	 %#0'145I? 	  E l i m i n a r   e s t e   h i s t o r i a l ? 	 E f f a c e r   c e t t e   h i s t o r i q u e  ? 	 D i e s e n   V e r l a u f   e n t f e r n e n ? 	 #40;8BL  87  8AB>@88? 	 R i m u o v e r e   q u e s t o   s t o r i c o ? 	 '2'D)    *'1J.  'DEDA  	 R e m o v e r   e s t e   h i s t  r i c o ? 	 B u   g e  m i _  s i l i n s i n   m i ?   	 D i   c h u y n   d   l i u   n  y ? 	 H a p u s   r i w a y a t   i n i ? 	 K e l u a r k a n   s e j a r a h   i n i ? 	 	8	  9	?	8	M		M	0	@	  	K	  9		>	/	>	  	>		?  	 	 	 	 E l t  v o l  t j a   a z   e l Qz m  n y e k e t ? 	 	 	 	 D e z e   g e s c h i e d e n i s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   i s t o r i c u l ? 	 	 	       ? 	 	 	>	"	B	(	  9	?	8	M		M	0	@	? 	 *'1J.G  ~'C  4H/	 	     ? 	 		  								  					  				? 	 
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 S T R _ I D _ V D O P L Y _ N O T I F Y _ B T _ I S _ W O R K I N G 	 V I D E O 	 P O P U P 	 [ N o t i f y - B T   i s   w o r k i n g ,   t u r n   i t   o f f ] 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f 	 ͅYr#}-N0ˊHQܕ	 ݄Yrޏ~-N0HQsQ	 %993%132  42#32	 L a   c o m u n i c a c i  n   B l u e t o o t h   e s t    a c t i v a .   A p  g u e l a . 	 B l u e t o o t h   a c t i v  .   L e   d  s a c t i v e r 	 B l u e t o o t h   i s t   i n   B e t r i e b .   A u s s c h a l t e n 	 :;NG5=  B l u e t o o t h .   B:;NG8B5  53>. 	 I l   B l u e t o o t h      i n   f u n z i o n e .   S p e g n e r e 	 'D(DH*H+  J9ED    *:DB  'HD'	 B l u e t o o t h   a   f u n c i o n a r .   D e s a c t i v e   e s t a   f u n   o 	 B l u e t o o t h    a l 1_1y o r .   K a p a t 	 B l u e t o o t h     a n g   l  m   v i c .   H  y   t t   i 	 B l u e t o o t h   s e d a n g   b e r f u n g s i .   N o n a k t i f k a n 	 B l u e t o o t h   s e d a n g   b e r j a l a n .   M a t i k a n n y a 	 ,	M	2	B		B	%	  	>	2	B	  9	H	!   	8	G	  ,		&	  	0	G		 	 	 	 	 A   B l u e t o o t h   m qk  d i k .   K a p c s o l j a   k i 	 	 	 	 B l u e t o o t h   i s   a c t i e f ,   s c h a k e l   h e t   u i t 	 	 	 A p l i c a ci e   B l u e t o o t h   a c t i v a t .   D e z a c t i v a ci   a p l i c a ci a . 	 	 	 B l u e t o o t h   .     	 	 ,	@		@	  	>	2	B	  	9	G	!   $	G	  ,		&	  	0	>		 (DH*H+  /'1/  C'1  EJCF/.   "F1'  .'EH4  CFJ/	 (  y  'E  11'  !   '3  H  (F/  1/	     !     	   							    			  				!   					  				  				 ,
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 S T R _ I D _ V D O P L Y _ N O T I F Y _ V A L I D _ P R O X Y _ P O R T 	 V I D E O 	 P O P U P 	 [ N o t i f y - V a i l d   p r o x y   r a n g e   0 ~ 6 5 5 3 5 ] 	 V a l i d   p r o x y   p o r t \ n 0   ~   6 5 5 3 5 	 	gHe:O
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IDI\ n 0   ~   6 5 5 3 5 	 P u e r t o   p r o x y   v  l i d o \ n 0   ~   6 5 5 3 5 	 P o r t   p r o x y   v a l i d e \ n 0   ~   6 5 5 3 5 	 G  l t i g e r   P r o x y - P o r t \ n 0   ~   6 5 5 3 5 	 >?CAB8<K9  =><5@  ?>@B0  ?@>:A8: \ n 0   ~   6 5 5 3 5 	 P o r t a   p r o x y   v a l i d a \ n 0   ~   6 5 5 3 5 	 EHB9  E9/'*  'D./E)  (5'D-	 P o r t a   d e   s e r v i d o r   p r o x y   v  l i d a \ n 0   ~   6 5 5 3 5 	 G e  e r l i   p r o x y   p o r t u \ n 0   ~   6 5 5 3 5 	 C n g   m  y   p h c   v   c    h i u   l c \ n 0   ~   6 5 5 3 5 	 P o r t   p r o x y   v a l i d \ n 0   ~   6 5 5 3 5 	 P o r t   p r o k s i   s a h \ n 0   ~   6 5 5 3 5 	 5	H	'	  *	M	0	I		M	8	@	  *	K	0	M		\ n 0   ~   6 5 5 3 5  	 	 	 	  r v  n y e s   p r o x y   p o r t \ n 0      6 5 5 3 5 	 	 	 	 G e l d i g e   p r o x y p o r t \ n 0   ~   6 5 5 3 5 	 	 	 P o r t   p r o x y   v a l i d \ n 0   ~   6 5 5 3 5 	 	 	   p r o x y   \ n 0   ~   6 5 5 3 5 	 	 	 /1'GG'JC  E9*(1  ~1HC3J0   ~   6 5 5 3 5 / n 	 	 	 			  p r o x y   p o r t \ n 	  ~   						 	 	 	 




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  \ n 0   ~   6 5 5 3 5 	         \ n 0   ~   6 5 5 3 5 	 I p r o x y   p o r t   e n o m t h e t h o \ n 0   ~   6 5 5 3 5 	 I z i b u k o   l o m m e l i   e l i s e b e n z a y o \ n 0   ~   6 5 5 3 5 	 P o r t i   h a l a l i   y a   p r o k s i \ n 0   ~   6 5 5 3 5 	 G e l d i g e   v o l m a g - p o o r t \ n 0   ~   6 5 5 3 5 	 G a l i o j a n t i s   /g a l i o t a s i s   p r i e v a d a s \ n 0   ~   6 5 5 3 5 	 D e r +g s   s t a r p n i e k s e r v e r a   p o r t s \ n 0   ~   6 5 5 3 5 	 S o b i v    h e n d u s p o r t \ n 0   ~   6 5 5 3 5 	 Na~e  zx}k  zx|\ n   0   ~   6 5 5 3 5 	     \ n 0   ~   6 5 5 3 5 	 P o r t   p r o x y   c o r e c t \ n 0   ~   6 5 5 3 5 	 8
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 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ V A L I D _ H I G H E S T _ U D P _ P O R T 	 V I D E O 	 P O P U P 	 [ N o t i f y - V a l i d   h i g h e s t   U D P   p o r t ,   6 0 0 3 ~ 6 5 5 3 5 ] 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 	gHe gؚU D P #cW\ n 6 0 0 3   ~   6 5 5 3 5 	 	gHe gؚU D P zS\ n 6 0 0 3   ~   6 5 5 3 5 	 -#L  U D P   *9*85HC
IDI\ n 6 0 0 3   ~   6 5 5 3 5 	 P u e r t o   U D P   v  l i d o   m  s   a l t o \ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t   U D P   v a l i d e   m a x . \ n 6 0 0 3   ~   6 5 5 3 5 	 G  l t i g e r   h  c h s t e r   U D P - P o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 >?CAB8<K9  =><5@  2KAH53>  ?>@B0  U D P : \ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t a   U D P   s u p e r i o r e   v a l i d a \ n 6 0 0 3   ~   6 5 5 3 5 	 EHB9  '9DJU D P 	 P o r t a   U S D   s u p e r i o r   v  l i d a \ n 0   ~   6 5 5 3 5 	 E n   y  k s e k   g e  e r l i   U D P   p o r t u \ n 6 0 0 3   ~   6 5 5 3 5 	 C n g   U D P c    h i u   l c   c a o   n h t \ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t   U D P   t e r t i n g g i   y a n g   v a l i d \ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t   U D P   t e r t i n g g i   y a n g   s a h \ n 6 0 0 3   ~   6 5 5 3 5 	 5	H	'	  			M		$	.	  U D P   *	K	0	M		\ n 6 0 0 3   ~   6 5 5 3 5  	 	 	 	  r v  n y e s   l e g m a g a s a b b   p r o x y   p o r t \ n 6 0 0 3      6 5 5 3 5 	 	 	 	 G e l d i g e   h o o g s t e   U D P - p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 C e l   m a i   a p r o p i a t   p o r t   U D P   v a l i d \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	   U D P     \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 ('D'*1JF  /1'GG'I  E9*(1  6 0 0 3   ~   6 5 5 3 5 / n U D P 	 	 	 			  								  U D P   p o r t \ n 				  ~   						 	 	 	 




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  \ n 6 0 0 3   ~   6 5 5 3 5 	             \ n   6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 G e l d i g e   h o o g s t e   U D P - p o o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 	 					  								  U D P   				\ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   a l t a   v  l i d a \ n 6 0 0 3   a   6 5 5 3 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ V A L I D _ L O W E S T _ U D P _ P O R T 	 V I D E O 	 P O P U P 	 [ N o t i f y - L o w e s t   U D P   p o r t ,   6 0 0 0 ~ 6 5 5 3 2 ] 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 	gHe gNOU D P #cW\ n 6 0 0 0   ~   6 5 5 3 2 	 	gHe gNOU D P zS\ n 6 0 0 0   ~   6 5 5 3 2 	 -#L  U D P   H3*85HC
IDI\ n 6 0 0 0   ~   6 5 5 3 2 	 P u e r t o   U D P   v  l i d o   m  s   b a j o \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t   U D P   v a l i d e   m i n . \ n 6 0 0 0   ~   6 5 5 3 2 	 G  l t i g e r   n i e d r i g s t e r   U D P - P o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 >?CAB8<K9  =><5@  =87H53>  ?>@B0  U D P : \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t a   U D P   i n f e r i o r e   v a l i d a \ n 6 0 0 0   ~   6 5 5 3 2 	 EHB9  '3ADU D P 	 P o r t a   U S D   i n f e r i o r   v  l i d a \ n 0   ~   6 5 5 3 2 	 E n   d  _ k   g e  e r l i   U D P   p o r t u \ n 6 0 0 0   ~   6 5 5 3 2 	 C n g   U D P   c    h i u   l c   c a o   n h t \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t   U D P   t e r e n d a h   y a n g   v a l i d \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t   U D P   t e r e n d a h   y a n g   s a h \ n 6 0 0 0   ~   6 5 5 3 2 	 5	H	'	  (	M	/	B	(	$	.	  U D P   *	K	0	M		  \ n 6 0 0 0   ~   6 5 5 3 2  	 	 	 	  r v  n y e s   l e g a l a c s o n y a b b   p r o x y   p o r t \ n 6 0 0 0      6 5 5 3 2 	 	 	 	 G e l d i g e   l a a g s t e   U D P - p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 C e l   m a i    n d e p r t a t   p o r t   U D P   v a l i d \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	   U D P     \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 ~'JJF  *1JF  /1'GG'I  E9*(1  6 0 0 0   ~   6 5 5 3 2 / n U D P 	 	 	 			  									  U D P   p o r t \ n 				  ~   						 	 	 	 




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  \ n 6 0 0 0   ~   6 5 5 3 2 	           \ n   6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 G e l d i g e   l a a g s t e   U D P - p o o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 	 					  									  U D P   				\ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   b a i x a   v  l i d a \ n 6 0 0 3   a   6 5 5 3 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ I N V A L I D _ U D P _ P O R T 	 V I D E O 	 P O P U P 	 [ N o t i f y - I n v a l i d   U D P   P o r t ] 	 I n v a l i d   U D P   p o r t 	 !qHevU D P #cW	 eHevU D P zS	 -#L  U D P   D!H9I-	 P u e r t o   U D P   n o   v  l i d o 	 P o r t   U D P   i n v a l i d e 	 U n g  l t i g e r   U D P - P o r t 	 54>?CAB8<K9  ?>@B  U D P 	 P o r t a   U D P   n o n   v a l i d a 	 EHB9U D P   :J1  5-J-	 P o r t a   U D P   i n v  l i d a 	 G e  e r s i z   U D P   p o r t u   	 C n g   U D P   v    h i u   l c 	 P o r t   U D P   t i d a k   v a l i d 	 P o r t   U D P   t a k   s a h 	 5	H	'	  U D P   *	K	0	M			 	 	 	  r v  n y t e l e n   U D P   p o r t 	 	 	 	 O n g e l d i g e   U D P - p o r t 	 	 	 P o r t   U D P   i n v a l i d 	 	 	   U D P     	 	 	 /1'G  U D P   F'E9*(1  '3*	 	 	 				  U D P   p o r t 	 	 	 	 





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	     	 I n v a l i d   U D P   p o r t 	 I - U D P   y e z i b u k o   e l i n g a s e b e n z i y o 	 P o r t i   b a t i l i   y a   U D P 	 O n g e l d i g e   U D P - p o o r t 	 N e g a l i o j a n t i s   U D P   p r i e v a d a s 	 N e d e r +g s   U D P   p o r t s 	 S o b i m a t u   U D P   p o r t 	 1v~a~e  U D P   zx|	   U D P   	 P o r t   U D P   i n c o r e c t 	 
8
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	 .>(M_  U D P   *K0M	 	 						  U D P   					 	 	 	 	 	 	 	 P o r t a   U D P   i n v  l i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ F I L E _ T O O _ L A R G E 	 V I D E O 	 P O P U P 	 [ N o t i f y - F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n ] 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 jHhN'Y!ql_U	 eNǏ'Yel _/T	 D%LC+
H@4D  D!H*2!2#@4DI	 A r c h i v o   d e m a s i a d o   g r a n d e ,   n o   s e   p u e d e   a b r i r . 	 F i c h i e r   t r o p   g r o s ,   i m p o s s i b l e   d e   l ' o u v r i r 	 D a t e i   z u   g r o  ,   k a n n   n i c h t   g e  f f n e t   w e r d e n 	 !;8H:><  1>;LH>9  D09;.   B:@KBL  =5  C40;>AL. 	 F i l e   t r o p p o   g r a n d e ,   i m p o s s i b i l e   a p r i r e 	 'DEDA  C(J1  ,/',   D'  JECF  A*-	 F i c h e i r o   d e m a s i a d o   g r a n d e ,   n  o      p o s s  v e l   a b r i r 	 D o s y a    o k   b  y  k ,   a  a m 1y o r 	 T p   q u    l n ,   k h  n g   m   c 	 F i l e   t e r l a l u   b e s a r ,   t i d a k   d a p a t   d i b u k a 	 F a i l   t e r l a l u   b e s a r ,   t i d a k   d a p a t   d i b u k a 	 +	>		2	  ,	9	A	$	  2		,	@	  9	H	,   	K	2	(	G	  .	G		  	8	.	0	M	%		 	 	 	  A   f  j l   t  l   n a g y .   N e m   l e h e t   m e g n y i t n i  	 	 	 	 B e s t a n d   t e   g r o o t ,   k a n   n i e t   g e o p e n d   w o r d e n 	 	 	  D i m e n s i u n e a   f i _i e r u l u i   e s t e   p r e a   m a r e ,   f i _i e r u l   n u   p o a t e   f i   d e s c h i s  	 	 	     ,       	 	 	 ~1HF/G  (3J'1  (21  '3*  FEJ*H'F  "F1'  ('2C1/	 	 	 				  								  		,   				  				  			 	 	 	 



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	     ,     	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 L  e r   t e   g r o o t ,   k a n   n i e   o o p m a a k   n i e 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 	 	 	 			  				,   				  						 	 	 	 	 	 	 	 F i c h e i r o   d e m a s i a d o   g r a n d e ,   n  o      p o s s  v e l   a b r i r 	 	 	 	 	 	 	 	 F i t x a   h a n d i e g i a ,   e z i n   d a   i r i k i 	 M a s y a d o n g   m a l a k i   a n g   f i l e ,   h i n d i   m a b u k s a n 	 F i c h e i r o   d e m a s i a d o   g r a n d e ,   n o n      p o s i b l e   a b r i l o 	 F a l   t o r o o k e   o g o l o g , o n w e g h i   i k e   i m e p e 	 T    a n   c o m h a d   r  m h  r ,   n    f  i d i r      a   o s c a i l t 
 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ F L I G H T _ M O D E 	 V I D E O 	 P O P U P 	 [ N o t i f y - C a n   n o t   p l a y   s t r e a m i n g   v i d e o   i n   f l i g h t   m o d e ] 	 C a n n o t   p l a y   s t r e a m i n g   v i d e o   i n   f l i g h t   m o d e 	 
N(Wۘ*!j_d>e2NAm	 
N(WޘL!j_d>eAmZSO	 D!H*2!2#@%H2#*#5!'45B-CB+!@#7H-4	 N o   s e   p u e d e   r e p r o d u c i r   e l   v  d e o   e n   e l   m o d o   d e   v u e l o 	 N e   p e u t   p a s   j o u e r   l a   v i d  o   e n   t r a n s i t   e n   m o d e   V o l 	 V i d e o d a t e n s t r o m   k a n n   n i c h t   i m   F l u g m o d u s   w i e d e r g e g e b e n   w e r d e n 	 >B>:>2>5  2845>  =52>7<>6=>  2>A?@>8725AB8  2  @568<5  ?   A0<>;5B5? 	 I m p o s s i b i l e   r i p r o d u r r e   s t r e a m i n g   v i d e o   i n   m o d a l i t    v o l o 	 D'  JECF  *4:JD  'DH3'&D  'D'9D'E  'D3'&D	 N  o      p o s s  v e l   r e p r o d u z i r   f i c h e i r o   d e   v  d e o   n o   m o d o   d e   v o o 	 D u r a k s 1z   v i d e o y u   u  u _  m o d u n d a   o y n a t a m 1y o r 	 K h  n g   t h   p h  t   l u   t r u y n   p h n g   t i n   t i   c h     b a y 	 T i d a k   d a p a t   m e m u t a r   v i d e o   s t r e a m i n g   d a l a m   m o d u s   p e n e r b a n g a n 	 T a k   b o l e h   m a i n k a n   v i d e o   d i s t r i m   d a l a m   m o d   p e n e r b a n g a n 	 +	M	2	>			  .	K		  .	G		  8	M		M	0	@	.	?			  5	@	!	?	/	K	  (	9	@		  	2	>	  8		$	G		 	 	 	 S t r e a m i n g   v i d e o   n e m   j  t s z h a t    l e   r e p  l  s   m  d b a n 	 	 	 	 S t r e a m i n g   v i d e o   k a n   n i e t   i n   d e   v l u c h t s t a n d   w o r d e n   a f g e s p e e l d 	 	 	 N u   s e   p o a t e   r e d a   f i _i e r   v i d e o    n   f l u x    n   m o d u l   a v i o n 	 	 	             	 	 	 FEJ*H'F  HJ/JHI  ,'1I  1'  /1  -'D*  ~1H'2  ~.4  FEH/	 	 	 					  							  							  					  						  				  			 	 	 	 





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 S T R _ I D _ V D O P L Y _ B R I G H T N E S S 	 V I D E O 	 I C O N T E X T 	 [ M e n u - B r i g h t n e s s ] 	 B r i g h t n e s s 	 N^	 N^	 #01'2!*'H2	 B r i l l o 	 L u m i n o s i t  	 H e l l i g k e i t 	 /@:>ABL	 L u m i n o s i t  	 'D37H9	 B r i l h o 	 P a r l a k l 1k   	   s  n g 	 K e c e r a h a n 	 K e c e r a h a n 	 ,	M	0	>			(	G	8		 	 	 	 F  n y e r Q	 	 	 	 H e l d e r h e i d 	 	 	 L u m i n o z i t a t e 	 	 	 	 	 ,	M	0	>			(	G	8		 1H4F'&	 ED'~F	 	 										 
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	 	 U k u g q a m a 	 U k u k h a n y a 	 K i w a n g o   c h a   M w a n g a z a 	 H e l d e r h e i d 	 R y ak u m a s 	 S p i l g t u m s 	 H e l e d u s 	 Jauna|xiuxv	 	 L u m i n o z i t a t e 	 ,
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 
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\k	 [k	 -#2*L	 C o n t r a s t e 	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 'DEB'1F)	 C o n t r a s t e 	 K a r _1t l 1k 	   t n g   p h n 	 K o n t r a s 	 K o n t r a s 	 	I			M	0	>	8	M			 	 	 	 K o n t r a s z t 	 	 	 	 C o n t r a s t 	 	 	 C o n t r a s t 	 	 	 	 	 8	M	*	7	M		$	>		 F3(*  3'JG  1H4FI	 EH'2F	 	 											 
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 
 S T R _ I D _ V D O P L Y _ A U T O _ R E P E A T 	 V I D E O 	 I C O N T E X T 	 [ M e n u - A u t o   R e p e a t ] 	 A u t o   r e p e a t 	 ͑d>e	 ͑
Yd>e	 @%HI3-1B!14	 R e p e t i c i  n   a u t o m  t i c a 	 R  p  t i t i o n   a u t o 	 A u t o m .   W i e d e r h o l u n g 	 2B>?>2B>@	 R i p e t i z i o n e   a u t o m a t i c a 	 '9'/)    #DJ'	 R e p e t i   o   a u t o m  t i c a 	 O t o m a t i k   t e k r a r l a m a   	 T   n g   l p   l i 	 P e n g u l a n g a n   o t o m a t i s 	 A u t o   u l a n g 	 		K	  0	?	*	@		 	 	 	 	 A u t o m a t a   i s m  t l  s 	 	 	 	 A u t o m a t i s c h   h e r h a l e n 	 	 	 R e p e t a r e   a u t o m a t 	 	 	   	 	 8	M	5	/		  *	A	(	M	9	>	  	0	>		 *C1'1  .H/C'1	 .H/  (.H/  /1'&	   	 										  												 
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 
 S T R _ I D _ V D O R E C _ A P P _ N A M E 	 V D O R E C 	 T I T L E ,   I C O N T E X T ,   B D I T E M 	 [ A p p   N a m e ] 	 V i d e o   r e c o r d e r 	 q_Grq_hV	 ƉU_PhV	 @#7H-16'45B-	 G r a b a c i  n   d e   v  d e o 	 E n r e g i s t r e u r   v i d  o 	 V i d e o r e k o r d e r 	 845>:0<5@0	 V i d e o   R e g i s t r a t o r e 	 E3,D  AJ/JH	 V i d e o g r a v a d o r 	 V i d e o   K a y 1t   C i h a z 1	 Q u a y   V i d e o 	 V i d e o   R e c o r d e r 	 P e r a k a m   v i d e o 	 5	@	!	?	/	K	  0	G		I	0	M	!	0		 V i d e o   O p t a g e r 	 V i d e o r e k o r d  r 	 N a g r y w a r k a   w i d e o 	 V i d e o f e l v e v Q	 V i d e o n a u h o i t i n 	 V i d e o o p p t a k e r 	 V i d e o r e k o r d  r 	 V i d e o r e c o r d e r 	 V i d e o i n s p e l a r e 	 V i d e o   s n i m a n j e 	 A p l i c a ci e   d e    n r e g i s t r a r e   c l i p u r i   v i d e o 	 V i d e o   R e k o r d e r 	   	   	 845>   5:>@4J@	 5	M	9	?	!	?	/	K	  0	@		I	0	M	!	0		 6(7  CFF/G  AJDE	 HH  1'11	   	 					  									 +
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	 D o   o d t w a r z a c z a 	 U g r  s   a   l e j  t s z  r a 	 N a u h o i t t i m e e n 	 T i l   s p i l l e r 	 N a   p r e h r  v a 
	 N a a r   s p e l e r 	 T i l l   s p e l a r e n 	 N a   p l a y e r 	 L a   a p l i c a ci a   d e   r e d a r e 	 K   P r e d v a j a l c u 	     P l a y e r 	 	 J<  ;59J@0	 *	M	2	G	/	0	  	!	G		 (G  ~.4  CFF/G	 ~D&1  H	 	 									  						 
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 
 S T R _ I D _ V D O R E C _ C A M C O D E R _ S E T T I N G 	 V D O R E C 	 T I T L E ,   I C O N T E X T 	 [ M e n u - C a m C o d e r   S e t t i n g ] 	 C a m c o r d e r   s e t t i n g s 	 q_hV-[	 U_PhVn	 H241I%I-'45B-	 C o n f i g u r a c i  n   d e   v i d e o c  m a r a 	 R  g l a g e s   d u   c a m  s c o p e 	 C a m c o r d e r - E i n s t e l l u n g e n 	 0AB@>9:0  ?>@B0B82=>9  2845>:0<5@K	 I m p o s t a z i o n e   C a m c o d e r   	 6(7  'DC'EJ1'	 D e f i n i   e s   d a   c a m c o r d e r 	 K a m e r a   K a y 1t   C i h a z 1  A y a r l a r 1	 C  i   t   m  y   g h i   h  n h 	 C a m c o d e r   S e t t i n g 	 S e t i n g   P e r a k a m   K a m e r a 	 	H	.		K	!	0	  8	G		?			M	8		 K a m e r a K o d e r   O p s  t n i n g 	 N a s t a v e n    k a m k o r d  r u 	 U s t a w i e n i a   C a m C o d e r ' a 	 C a m C o d e r   b e  l l  t  s a 	 C a m C o d e r - a s e t u s 	 V i d e o k a m e r a i n n s t . 	 N a s t a v e n i e   k a m k o r d  r a 	 C a m c o r d e r i n s t e l l i n g e n 	 V i d e o k a m e r a i n s t  l l n i n g a r 	 P o s t a v k e   C a m C o d e r a 	 S e t r i   C a m C o d e r 	 N a s t a v i t v e   K a m e r e 	   C a m C o d e r 	   	 0AB>9:8  =0  0<>45@0	 	H	.		I	0	M	!	0	  8	G		?				 *F7JEG'I  /H1(JF  AJDE(1/'1I	 E1'  H11  3yF	   	 										  										 
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	 >.M  >!0M  8FM?M	 0;0HBC20==O  :0<:>45@0	 






  







	    	 A m a s e t h i n g i   e - c a m c o r d e r 	 U s e t o   l w e - c a m c o r d e r 	 M i p a n g i l i o   y a   k a m k o d a 	 V i d e o k a m e r a - i n s t e l l i n g s 	 P o r t a t y v i n s   v a i z d o   k a m e r o s   n u o s t a t o s 	 V i d e o k a m e r a s   i e s t a t +j u m i 	 V i d e o k a a m e r a   s  t t e d 	 Oe}amkok  oauavve	   /   ( C o m c o r d e r )     	 S e t r i   C a m c o r d e r 	 
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 
 S T R _ I D _ V D O R E C _ V I D E O _ S E T T I N G 	 V D O R E C 	 T I T L E ,   I C O N T E X T 	 [ M e n u - V i d e o   S e t t i n g ] 	 V i d e o   s e t t i n g s 	 q_Gr-[	 Ɖn	 H241I'45B-	 C o n f i g u r a c i  n   d e   v  d e o 	 R  g l a g e s   v i d  o 	 V i d e o e i n s t e l l u n g e n 	 0AB@>9:8  2845>	 I m p o s t a z i o n e   V i d e o 	 6(7  'DAJ/JH	 D e f i n i   e s   d e   v  d e o 	 V i d e o   A y a r l a r 1	 C  i   t   V i d e o 	 V i d e o   S e t t i n g 	 S e t i n g   v i d e o 	 5	@	!	?	/	K	  8	G		?			M	8		 V i d e o   O p s  t n i n g 	 N a s t a v e n    v i d e a 	 U s t a w i e n i a   w i d e o 	 V i d e o   b e  l l  t  s o k 	 V i d e o a s e t u s 	 V i d e o i n n s t . 	 N a s t a v e n i e   v i d e a 	 V i d e o - i n s t e l l i n g e n 	 V i d e o i n s t  l l n i n g a r 	 V i d e o   p o s t a v k e 	 S e t r i   v i d e o 	 V i d e o   N a s t a v i t v e 	   	   	 0AB@>9:8  =0  845>B>	 5	?	!	?	/	K	  8	G		?				 *F8JEG'I  HJ/JH&I	 HH  3yF	   	 					  										 +
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	    	 A m a s e t h i n g i   e v i d y o 	 U s e t o   l w e v i d i y o 	 M i p a n g i l i o   y a   v i d e o 	 V i d e o - i n s t e l l i n g s 	 V a i z d o   n u o s t a t o s 	 V i d e o   i e s t a t +j u m i 	 V i d e o   s  t t e d 	 Nkdex  oauavve	     	 S e t r i   v i d e o 	 5
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ S E T T I N G 	 V D O R E C 	 T I T L E ,   I C O N T E X T ,   V D O R E C _ O S D _ H I N T 	 [ M e n u - E f f e c t   S e t t i n g ] 	 E f f e c t   s e t t i n g s 	 yrHe-[	 yrHen	 H241I@-@L	 C o n f i g u r a c i  n   d e   e f e c t o 	 R  g l a g e s   d  e f f e t 	 E f f e k t e i n s t e l l u n g e n 	 -DD5:BK	 I m p o s t a z i o n e   E f f e t t o 	 6(7  'DA'9DJ)	 D e f i n i   o   d o   e f e i t o 	 E f e k t   A y a r l a r 1	 C  i   t   h i u   n g 	 E f f e c t   S e t t i n g 	 S e t t i n g   k e s a n 	 *	M	0	-	>	5	  8	G		?			M	8		 E f f e k t   O p s  t n i n g 	 N a s t a v e n    e f e k t o	 U s t a w i e n i a   e f e k t  w 	 E f f e k t u s o k   b e  l l  t  s a i 	 T e h o s t e a s e t u s 	 E f f e k t i n n s t . 	 N a s t a v e n i e   e f e k t u 	 E f f e c t i n s t e l l i n g e n 	 E f f e k t i n s t a l l n i n g a r 	 P o d e aa v a n j e   e f e k t a 	 S e t r i   e f e c t e 	 N a s t a v i t v e   U 
i n k o v 	   	   	 0AB@>9:8  =0  D5:B8B5	 	+	G		M		  8	G		?				 *F8JEG'I  ,DHG  G'	 'Ay  3yF	   	 						  										 
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	    	 A m a s e t h i n g i   o m p h u m e l a 	 P h u m e z a   u s e t o 	 M i p a n g i l i o   y a   a t h a r i 	 E f f e k i n s t e l l i n g s 	 E f e k t s  n u s t a t y m a i 	 E f e k t u   i e s t a t +j u m i 	 E f e k t i d e   h   l e s t u s 	 7eok  oauavve	   	 S e t r i   e f e c t e 	 
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 
 S T R _ I D _ V D O R E C _ R E S T O R E _ D E F A U L T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - R e s t o r e   t h e   s e t t i n g   t o   D e f a u l t   v a l u e ] 	 R e s t o r e   d e f a u l t 	 b`_-<P	 b`
Y؞<P	 9I7H2@#4H!I	 R e s t a u r a r   v a l o r e s   p r e d e t e r m i n a d o s 	 R e s t a u r e r   d  f a u t s 	 S t a n d a r d   w i e d e r h e r s t e l l e n 	 >AAB0=>28BL  8AE>4=K5  ?0@0<5B@K	 R i p r i s t i n a   P r e d e f i n i t o 	 6(7  'DE3(B	 R e s t a u r a r   p r e d e f i n i   e s 	 G e r i   Y  k l e 	 K h  i   p h c   m c   n h 	 R e s t o r e   D e f a u l t 	 P u l i h k a n   l a l a i 	 .	B	2	  0	G	8	M		K	0	  	0	G		 	 G e n d a n   S t a n d a r d 	 O b n o v i t   s t a n d a r d n  	 P r z y w r  c i   d o m y [l n e ? 	 A l a p  r t e l m e z e t t   b e  l l  t  s o k   v i s s z a  l l  t  s a 	 P a l a u t u s   o l e t u s a r v o 	 G j e n o p p r e t t   s t a n d a r d i n n s t . 	 O b n o v i e  at a n d a r d n  	 S t a n d a a r d   h e r s t e l l e n 	  t e r s t  l l   s t a n d a r d 	 V r a a n j e   z a d a n o g a 	 R e i n i ci a l i z a r e   s e t r i   i m p l i c i t e 	 P o n a s t a v i   N a p a k o 	       	       	 J7AB0=>28  $01@8G=8B5  0AB@>9:8	 !	@	+	I	2	M		  *	0	$	   	G	5	>		 ('2J'(I  ~J4  A16	 A'Dy  H    (-'D  ,&	   	 						  						  				  	 !
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a v a n j e 	 L u m i n   L E D 	 L E D   O s v e t l i t e v 	   L E D 	   L E D 	 L E D   !8;=>  >A25B5=	 2	@	!	  9	>		2	>				 (1,3*G  3'2I  L E D 	 'D  '    '&  D'&y	   	 					  								 
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 S T R _ I D _ V D O R E C _ V I D E O _ S I Z E 	 V D O R E C 	 I C O N T E X T 	 [ M e n u -   s e t t i n g   s i z e   o f   t h e   v i d e o ] 	 V i d e o   s i z e 	 q_Gr'Y\	 Ɖ'Y\	 2'45B-	 T a m a  o   d e   v  d e o 	 T a i l l e   v i d  o 	 V i d e o g r   e 	  07<5@	 D i m e n s i o n e   v i d e o 	 -,E  'DAJ/JH	 T a m a n h o   d o   v  d e o 	 V i d e o   b o y u t u   	 C   V i d e o 	 U k u r a n   v i d e o 	 S a i z   v i d e o 	 5	@	!	?	/	K	  	>	  		>	0		 	 	 	 V i d e    m  r e t 	 	 	 V i d e o   S i z e 	 V i d e o g r o o t t e 	 V i d e o   S i z e 	 V i d e o   S i z e 	 D i m e n s i u n e   f i _i e r   v i d e o 	 V i d e o   S i z e 	 V i d e o   S i z e 	   	 V i d e o   S i z e 	 5	?	!	?	/	K	  8	>				 'F/'2G  AJDE	 HH  3'&2	   	 					  					 +
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	   	 U s a y i z i   w e v i d y o 	 U b u n g a k a n a n i   b e v i d i y o 	 S a i z i   y a   v i d e o 	 V i d e o g r o o t t e 	 V a i z d o   k l i p o   d y d i s 	 V i d e o   i z m r s 	 V i d e o   s u u r u s 	 Nkdexk  ya}	   	 D i m e n s i u n e   v i d e o 	 5
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 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - s e l e c t   V i d e o   Q u a l i t y ] 	 V i d e o   q u a l i t y 	 q_GrT	 ƉT(	 8 2'45B-	 C a l i d a d   d e   v  d e o 	 Q u a l i t    v i d  o 	 V i d e o q u a l i t  t 	 0G5AB2>	 Q u a l i t    d e l   V i d e o 	 ,H/)  'DAJ/JH	 Q u a l i d a d e   d o   v  d e o 	 V i d e o   K a l i t e s i 	 C h t   l n g   V i d e o 	 V i d e o   Q u a l i t y 	 K u a l i t i   v i d e o 	 5	@	!	?	/	K	  	A	#	 	 V i d e o   K v a l i t e t 	 K v a l i t a   v i d e a 	 J a k o [  w i d e o 	 V i d e o   m i n Qs  g e 	 V i d e o n   l a a t u 	 V i d e o k v a l i t e t 	 K v a l i t a   v i d e a 	 V i d e o k w a l i t e i t 	 V i d e o k v a l i t e t 	 K v a l i t e t a   v i d e a 	 C a l i t a t e   f i _i e r   v i d e o 	 K l a v i t e t a   V i d e a 	   	   	 0G5AB2>  =0  >1@070	 5	?	!	?	/	K	  	M	5	5	>	2	?		@		 CJAJ*  AJDE	 HH    B3E	   	 					  							 +
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  







	   	 I k h w a l i t h i   y e v i d y o 	 U b u l u n g a   b e v i d i y o 	 U b o r a   w a   v i d e o 	 V i d e o g e h a l t e 	 V a i z d o   k l i p o   k o k y b 	 V i d e o   k v a l i t t e 	 V i d e o   k v a l i t e e t 	 Nkdexk  xao	   	 C a l i t a t e   v i d e o 	 5
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 
 S T R _ I D _ V D O R E C _ S I Z E _ L I M I T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - r e c o r d   F i l e   S i z e   L i m i t ] 	 S i z e   l i m i t   r e a c h e d 	 T0RjHh'Y\P6R	 0ReN'Y\P6R  	 65312	 T a m a  o   d e   a r c h i v o   a l c a n z a d o 	 L i m i t e   d e   t a i l l e   d e   f i c h i e r 	 G r   e n b e g r e n z u n g   e r r e i c h t 	 3@0=8G5=85  @07<5@0  D09;0	 L i m i t e   D i m e n s i o n e   F i l e 	 *E  'DH5HD  %DI  -/  'D-,E  'D#B5I	 L i m i t e   d e   t a m a n h o   a t i n g i d o 	 B o y u t   s 1n 1r 1n a   u l a _1l d 1	 H t   c   t i   a 	 F i l e   S i z e   L i m i t 	 H a d   s a i z   t e r c a p a i 	 +	>		2	  	G	  		>	0	  	@	  8	@	.	>		 F i l   S t  r r e l s e   G r  n s e 	 O m e z e n    v e l i k o s t i   s o u b o r u 	 O g r a n i c z e n i e   r o z m i a r u   p l i k u 	 M  r e t k o r l  t   e l  r v e 	 T i e d o s t o n   k o k o r a j a 	 F i l s t  r r e l s e g r e n s e 	 V e >k o s t n    l i m i t   s  b o r u 	 M a x i m a l e   g r o o t t e   b e r e i k t 	 S t o r l e k s b e g r  n s n i n g   f  r   f i l 	 s t r o j   o b r o k   d o h v a t 	 L i m i t   d i m e n s i u n e   f i _i e r 	 O m e j i t e v   V e l i k o s t i   D a t o t e k e 	     	     	 D09;0  >15<0  8<8B	 +	>		2	  8	>			  2	?	.	?			 (G  E-/H/J*  'F/'2G  13/G  '/	 A'&D  3'&2    -/	     	 						  			  					  				    					 +
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	     	 U m k h a w u k o   k a s a y i z i   w e f a y e l a 	 U k u n y i n w a   b o b u n g a k a n a n i   b e f a y l e 	 U p e o   w a   s a i z i   y a   f a i l i 	 L  e r g r o o t t e - p e r k   b e r e i k 	 F a i l o   d y d ~i o   l i m i t a s 	 F a i l a   i z m r a   i e r o b e ~o j u m s 	 F a i l i s u u r u s e   p i i r a n g 	 Vaulk  ya}k  }aptavaya	     	 L i m i t   d i m e n s i u n e   f i _i e r 	 +
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 
 S T R _ I D _ V D O R E C _ T I M E _ L I M I T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - R e c o r d   T i m e   L i m i t ] 	 T i m e   l i m i t   r e a c h e d 	 T0RjHhBfP6R	 0ReNeP6R	 6531@'%2	 T i e m p o   l  m i t e   a l c a n z a d o 	 L i m i t e   d e   d u r  e   d  e n r . 	 Z e i t b e g r e n z u n g   e r r e i c h t 	 3@0=8G5=85  2@5<5=8  70?8A8	 L i m i t e   T e m p o   d i   R e g 	 *E  'DH5HD  %DI  -/  'DHB*  'D#B5I	 L i m i t e   d e   t e m p o   a t i n g i d o 	 Z a m a n   s 1n 1r 1n a   u l a _1l d 1	 H t   t h i   g i a n   t i   a 	 R e c o r d   T i m e   L i m i t 	 H a d   m a s a   t e r c a p a i 	 0	?		I	0	M	!	  	G	  8	.	/	  	@	  8	@	.	>		 O p t a g e   T i d s   G r  n s e 	 O m e z e n    d o b y   z  z n a m u 	 O g r a n i c z e n i e   c z a s u   n a g r y w a n i a 	 I d Qk o r l  t   e l  r v e 	 N a u h o i t u s a j a n   r a j a 	 O p p t a k s t i d g r e n s e 	 a s o v    l i m i t   n a h r  v a n i a 	 M a x i m a l e   d u u r   b e r e i k t 	 B e g r  n s n i n g   i   i n s p e l n i n g s t i d 	 s n i m a k   v r e m e n a   r o k 	 L i m i t   t i m p   d e    n r e g i s t r a r e 	 O m e j i t e v   a s a   S n e m a n j a 	 R e c   T i m e   L i m i t 	     	 R e c   '0A  8<8B	 0	@		I	0	M	!	  	>		.	  2	?	.	?			 (G  E-/H/*  2E'F  13/G  '/	 1'11  y'&E    -/	     	 			  			  					  				  					 0
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	     	 U m k h a w u k o   w e s i k h a t h i   s o k u r e k h o d a 	 S h i c i l e l a   i x e s h a   l o k u n y i n a 	 U p e o   w a   m u d a   w a   k u r e k o d i 	 O p n e e m t y d - p e r k   b e r e i k 	 .r a ay m o   l a i k o   l i m i t a s 	 I e r a k s t a   l a i k a   l i m i t s 	 S a l v e s t u s a j a   p i i r a n g 	 Aauvactav  jatavaok  }aptavaya	     	 L i m i t   d u r a t    n r e g . 	 1
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 
 S T R _ I D _ V D O R E C _ R E C O R D _ A U D 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - R e c o r d   A u d i o   o r   n o t ] 	 R e c o r d   a u d i o 	 6eHe	 6eU_He	 16@*5"	 G r a b a r   a u d i o 	 E n r e g i s t r e r   a u d i o 	 A u d i o   a u f n e h m e n 	 0?8AL  72C:0  	 R e g i s t r a   A u d i o 	 *3,JD  'DAJ/JH	 G r a v a r    u d i o 	 S e s   K a y d e t 	 T h u    m   t h a n h 	 R e c o r d   A u d i o 	 R a k a m   a u d i o 	 	!	?	/	K	  0	G		I	0	M	!		 O p t a g   L y d 	 N a h r  t   z v u k 	 N a g r a n i e   A u d i o 	 H a n g f e l v  t e l 	   n i t y s 	 T a   o p p   a u d i o 	 N a h r  v a e  a u d i o 	 A u d i o   o p n e m e n 	 S p e l a   i n   l j u d 	 S n i m a n j e   z v u k a 	  n r e g i s t r a r e   a u d i o 	 P o s n e m i   A v d i o 	   	   	 0?8A  2C:	 0	@		I	0	M	!	  	!	?	/	K		 6(7  5/'	 "H  H  1'1  ,&	   	 				  						  			 0
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 
 S T R _ I D _ V D O R E C _ V I D E O _ F O R M A T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - s e l e c t   V i d e o   F o r m a t   o f   r e c o r d i n g ] 	 E n c o d e   f o r m a t 	 X.~<h_	 S)<h_	 #9A2#@I2#+1*	 F o r m a t o   d e   c o d i f i c a c i  n 	 F o r m a t   d e   c o d a g e 	 F o r m a t   v e r s c h l  s s e l n 	 $>@<0B  H8D@>20=8O	 F o r m a t o   d i   C o d i f i c a 	 5J:)  'D*4AJ1	 F o r m a t o   d e   c o d i f i c a   o 	 K o d l a m a   B i  i m i 	 D n g   n  n   n h 	 E n c o d e   F o r m a t 	 K o d k a n   f o r m a t 	 	(	M		K	!	  +	I	0	M	.	G			 I n d k o d n i n g s   F o r m a t 	 Z a k  d o v a t   f o r m  t 	 F o r m a t   k o d o w a n i a 	 K  d o l  s   f o r m  t u m a 	 K o o d i k i e l e n   m u o t o 	 K o d i n g s f o r m a t 	 K  d o v a e  f o r m  t 	 C o d e r i n g s i n d e l i n g 	 K o d f o r m a t   	 F o r m a t   k o d i r a n j a 	 C o d a r e   f o r m a t 	 `i f r i r a j   F o r m a t 	   	   	 >48@09  $>@<0B	 	(		K	!	  +	I	0	M	.	G			 A1E*  1E20'1I	   A'1Ey  H  'F  H  ,&	   	 							  					  			 
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 S T R _ I D _ V D O R E C _ E F F E C T _ N O R M A L 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T 	 [ M e n u -   r e c o r d   p o s t   e f f e c t   - N o r m a l ] 	 N o r m a l 	 ck8^	 ck8^	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 >@<0;L=K9	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n e 	 N o r m a a l 	 N o r m a l t 	 N o r m a l n a 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 E9EHDI	 F'1ED	 	 							 8
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ G R A Y S C A L E 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u -   r e c o r d   p o s t   e f f e c t   - G r a y s c a l e ] 	 G r a y s c a l e 	 pp	 pp6	 @#"L*@%	 E s c a l a   d e   g r i s e s 	 G r i s 	 G r a u s t u f e 	 !5@K9	 S c a l a   d e l   G r i g i o 	 /1,'*  'D1E'/J	 E s c a l a   d e   c i n z e n t o s 	 S i y a h   B e y a z 	 M  u   x  m 	 G r a y s c a l e 	 S k a l a   k e l a b u 	 	M	0	G	  8	M		G	2		 G r  t o n e 	 `e d    s t u p n i c e 	 S k a l a   s z a r o [c i 	 S z  r k e  r n y a l a t o s 	 H a r m a a s k a a l a 	 G r  s k a l a 	 S i v    s t u p n i c a 	 G r i j s s c h a a l 	 G r  s k a l a 	 S i v i   t o n 	 T o n u r i   d e   g r i 	 S i v a   S k a l a 	     	   	 !:0;0  =0  A82>B>	 	M	0	G	8	M		G	2		 3'JG  .'C3*1I	 1  '3D	 	 										 8
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	 	 I - G r a y s c a l e 	 I - G r a y s c a l e 	 K i j i v u 	 S w a r t - e n - w i t 	 P u s t o n i s  s k a l 	 P e l k   s k a l a 	 H a l l i s k a a l a 	 3xw  eavcvek  }avdrao	 - 	 T o n u r i   d e   g r i 	 
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ S E P I A 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u -   r e c o r d   p o s t   e f f e c t   - S e p i a ] 	 S e p i a 	 _S	 
YS	 5@5"	 S e p i a 	 S  p i a 	 S e p i a 	 !5?8O	 S e p p i a 	 'DB/JE	 S  p i a 	 S e p i a 	 M u   n  u   	 S e p i a 	 S e p i a 	 	9	0	>		 S e p i a 	 S e p i a 	 S e p i a 	 S z  p i a 	 S e e p i a 	 S e p i a 	 S  p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 	 	 !5?80	 8	@	*	?	/	>		 3H('	 1'	 	 							 8
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	 8G*?	 	 					  							 	 	 	 	 	 	 	 S  p i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ E F F E C T _ S E P I A _ G R E E N 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u -   r e c o r d   p o s t   e f f e c t   - S e p i a   G r e e n ] 	 S e p i a   g r e e n 	 _S}	 
YS~	 5@5"@5"'	 S e p i a   v e r d e 	 S  p i a   v e r t 	 S e p i a   g r  n 	 !5?8O- 75;5=K9	 V e r d e   S e p p i a 	 #.61	 S  p i a   v e r d e 	 S e p i a   Y e _i l 	 M  u   n  u   x a n h   l    c  y 	 S e p i a   G r e e n 	 S e p i a   h i j a u 	 	9	0	>	  9	0	>		 S e p i a   G r  n 	 S e p i a   G r e e n   -   z e l e n  	 Z i e l o n a   s e p i a 	 S z  p i a   z  l d 	 S e e p i a n   v i h r e  	 S e p i a g r  n n 	 S  p i a   z e l e n  	 S e p i a g r o e n 	 S e p i a g r  n t 	 S e p i a   z e l e n o 	 S e p i a   v e r d e 	 S e p i a   S i v a 	   	   	 !5?80- 75;5=>	 8	@	*	?	/	>	  	M	0	@	(		 3~J'I  3(2	 1'  1'	     ( ) 	 						  					 8
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 S T R _ I D _ V D O R E C _ E F F E C T _ S E P I A _ B L U E 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u -   r e c o r d   p o s t   e f f e c t   - S e p i a   B l u e ] 	 S e p i a   b l u e 	 _Sͅ	 
YS݄	 5@5"I3@4	 S e p i a   a z u l 	 S  p i a   b l e u 	 S e p i a   b l a u 	 !5?8O- A8=89	 B l u   S e p p i a 	 #21B	 S  p i a   a z u l 	 S e p i a   M a v i 	 M  u   n  u   x a n h   d a   t r i 	 S e p i a   B l u e 	 S e p i a   b i r u 	 	9	0	>	  (	@	2	>		 S e p i a   B l  	 S e p i a   B l u e   -   m o d r  	 N i e b i e s k a   s e p i a   	 S z  p i a   k  k 	 S e e p i a n   s i n i n e n 	 S e p i a b l  	 S  p i a   m o d r  	 S e p i a b l a u w 	 S e p i a b l  t t 	 S e p i a   p l a v o 	 S e p i a   a l b a s t r u 	 S e p i a   M o d r a 	   	   	 !5?80- A8=L>	 8	@	*	?	/	>	  ,	M	2	B		 3~J'I  "(I	 1'  FD'	     ( ) 	 						  				 8
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	 	 I - W h i t e b o a r d 	 I b h o d i   e m h l o p h e 	 B a o   n y e u p e 	 W i t b o r d 	 B a l t o j i   l e n t a 	 B a l t   t f e l e 	 W h i t e b o a r d 	 Mzkao  caamao	   	 T a b l   a l b 	 5
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ C O P P E R _ C A R V I N G 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u - r e c o r d   p o s t   e f f e c t   - C o p p e r   C a r v i n g ] 	 C o p p e r   c a r v i n g 	 HrՖ;R	 ܔHrՖ;R	 A0*%1-A	 R e l i e v e   e n   c o b r e 	 G r a v u r e   c u i v r e 	 K u p f e r g r a v u r 	 54=0O  @57L10	 S c u l t u r a   i n   r a m e 	 F-*  F-'3J	 R e l e v o   e m   c o b r e 	 B a k 1r   0_l e m e 	 K h c   n g 	 C o p p e r   C a r v i n g 	 U k i r a n   t e m b a g a 	 $	>		,	G	  *	0	  	>	0	M	5	?				 K o b b e r s t i k 	 M d n    r y t i n a 	 R z e zb i o n e   w   m i e d z i 	 R  z k a r c 	 K u p a r i k a i v e r r u s 	 K o p p e r i n n s k j  r i n g 	 M e d e n    r y t i n a 	 K o p e r g r a v u r e 	 K o p p a r s k u l p t u r 	 B a k r o r e z 	 S c u l p t u r   c u p r u 	 B a k r e n o   R e z a n j e 	 	   	 545=   5;5D	 	I	*	0	  	>	0	M	5	?				 CF/G  C'1I  E3I	 H~1  '1HF	   	 				  								 $
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	   	 I - C o p p e r   c a r v i n g 	 U m f a n e k i s o   w o b h e d u   o q i n g q i w e y o 	 U c h o n g a j i   S h a b a 	 K o p e r g r a v e r i n g 	 V a r i o   r a i ~i n i a i 	 V a r a   g r a v +r a 	 C o p p e r   C a r v i n g 	 Sxacxiuxv  zrvqk  ~a	   	 D e c u p a r e   c u p r u 	 
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ B L U E _ C A R V I N G 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u - r e c o r d   p o s t   e f f e c t   - B l u e   C a r v i n g ] 	 B l u e   c a r v i n g 	 ͅrՖ;R	 ݄rՖ;R	 A0*%1*5I3@4	 R e l i e v e   e n   a z u l 	 G r a v u r e   b l e u e 	 B l a u e   G r a v u r 	 !8=OO  @57L10	 S c u l t u r a   B l u 	 F-*  #21B	 R e l e v o   e m   a z u l 	 M a v i   0_l e m e 	 K h c   m  u   x a n h 	 B l u e   C a r v i n g 	 U k i r a n   b i r u 	 (	@	2	@	  	>	0	M	5	?				 B l  s t i k 	 M o d r    r y t i n a 	 R z e zb i o n e   w   n i e b i e s k i m 	 K  k   k a r c 	 S i n i k a i v e r r u s 	 B l    i n n s k j  r i n g 	 M o d r    r y t i n a 	 B l a u w d r u k 	 B l  s k u l p t u r 	 R e z b a r i j a   p l a v o 	 S c u l p t u r   a l b a s t r 	 M o d r o   R e z a n j e 	   	   	 !8=   5;5D	 ,	M	2	B	  	>	0	M	5	?				 CF/G  C'1I  "(I	 FD'  '1HF	   	 				  								 (
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	   	 I - B l u e   c a r v i n g 	 U m f a n e k i s o   o q i n g q i w e y o   o l u h l a z a 	 U c h o n g a j i   b l u u 	 B l o u g r a v e r i n g 	 M l y n i   r a i ~i n i a i 	 Z i l a   g r a v +r a 	 B l u e   C a r v i n g 	 ?azxu  xacxiuxv	   	 D e c u p a r e   a l b a s t r u 	 ,
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ E M B O S S M E N T 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u - r e c o r d   p o s t   e f f e c t   - E m b o s s m e n t ] 	 E m b o s s m e n t 	 nmՖ	 nmՖ	  2%2"9	 G r a b a d o 	 R e l i e f 	 P r  g u n g 	  5;L5D=>5  87>1@. 	 R i l i e v o 	 F-*  ('12	 R e l e v o 	 K a b a r t m a 	 L  m   n i 	 E m b o s s m e n t 	 P e n c e k a t a n   t i m b u l 	 	.	M	,	I	8	.	G				 R e l i e f 	 R e l i  f 	 U w y p u k l e n i e 	 D o m b o r m q	 P a k o t u s t y  	 O p p h  y n i n g 	 R e l i  f 	 R e l i  f 	 R e l i e f 	 I s p u p 
e n j e 	 R e l i e f 	 R e l i j e f 	 	 	  5;5D	 	.	M	,	K	8	.	H	(	M			 (1,3*G  C'1I	 FB'4	 	 													 (
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	 	 I - E m b o s s m e n t 	 U k u h o m b i s a   n g e z i n t o   e z i q i n g q w e y o 	 U t u n i s h a j i 	 R e l i  f w e r k 	 R e l j e f a s 	 R e l j e f s 	 R e l j e e f i m i n e 	 2aqaavdao	 	 R e l i e f 	 
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ C O N T R A S T 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u - r e c o r d   p o s t   e f f e c t   - C o n t r a s t ] 	 C o n t r a s t 	 
\k	 [k	 -#2*L	 C o n t r a s t e 	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 'DEB'1F)	 C o n t r a s t e 	 K o n t r a s t 	 T n g   p h n 	 C o n t r a s t 	 K o n t r a s 	 	I	(	M		M	0	>	8	M			 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 K o n t r a s z t 	 K o n t r a s t i 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 K o n t r a s t 	 K o n t r a s t 	 C o n t r a s t 	 N a s p r o t j e 	 	 	 >=B@0AB	 8	M	*	7	M		$	>		 F3(*  3'JG  1H4FI	 EH'2F	 	 											 
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	 	 I - C o n t r a s t 	 T h e l e k i s a 	 L i n g a n i s h a 	 K o n t r a s 	 K o n t r a s t a s 	 K o n t r a s t s 	 K o n t r a s t s u s 	 Qaueavcxiuxv	 	 C o n t r a s t 	 
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 
 S T R _ I D _ V D O R E C _ E F F E C T _ J E A N 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u - r e c o r d   p o s t   e f f e c t   - J e a n ] 	 J e a n 	 [rN	 [rN	 "5	 J e a n 	 J e a n 	 J e a n 	 68=A	 I n c a n d e s c e n z a 	 ,JF	 J e a n s 	 J e a n 	 C h     J e a n 	 J e a n 	 J e a n 	 	@	(		 J e a n 	 J e a n 	 J e a n s 	 S z  v e t 	 F a r k k u 	 J e a n 	 J e a n 	 J e a n 	 J e a n 	 T r a p e r 	 G r a d e l 	 P l a t n o 	 	 ' 	 ;JB5=	 	@	(		 ,JF	 ,F	 	 				 
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	 	 I - J e a n 	 I - J e a n 	 J i n z i 	 D e n i m 	 D ~i n s a i 	 D ~i n s i 	 J e a n 	 Kkv}	 	 J e a n 	 
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	 ?(M	 X h i n s 	 				 	 	 	 	 	 	 	 J e a n 	 	 	 	 	 	 	 	 J e a n 	 J e a n 	 J e a n 	 J e a n 	 G  i n e 
 
 S T R _ I D _ V D O R E C _ E F F E C T _ S K E T C H 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u - r e c o r d   p o s t   e f f e c t   - S k e t c h ] 	 S k e t c h 	  }c	  }c	  2*@J
L	 B o c e t o 	 D e s s i n 	 S k i z z e 	 !:5BG	 S p e n t o 	 13E  *.7J7J	 E s b o  o 	 S k e  	 P h  c   h a 	 S k e t c h 	 S k e t s a 	 8	M		G			 S k i t s e 	 S k i c a   	 S z k i c 	 V  z l a t r a j z 	 L u o n n o s 	 S k i s s e 	 S k i c a 	 S c h e t s 	 S k i s s   	 S k i c a 	 S c h i c	 S k i c a 	 	 	 !:8F8@0=5	 8	M		H			 1*G  C4I	 .'	 ( ) 	 						 
>

>
	 8MGM	 A:V7	 




	 	 I - S k e t c h 	 Z o b a 	 M c h o r o 	 S k e t s 	 E s k i z a s 	 U z m e t u m s 	 S k e t a	 H~avoa	 	 S c h i c	 8
M

F

M

M
	 ?$M0	 S k e c 	 							 	 	 	 	 	 	 	 E s b o  o 	 	 	 	 	 	 	 	 S k e t c h 	 P a g g u h i t 	 B o s q u e x o 	 S e e 	 S c e i t s e  i l 
 
 S T R _ I D _ V D O R E C _ E F F E C T _ O I L 	 V D O R E C 	 T W O S T A T E ,   V D O R E C _ O S D _ H I N T ,   H I N T 	 [ M e n u - r e c o r d   p o s t   e f f e c t   - O i l ] 	 O i l 	 lku	 l;u	 I3!1	 A c e i t e 	 H u i l e 	  l 	 0A;>	 A c c e s o 	 2J*	  l e o 	 Y a l 1  b o y a 	 S n   d u 	 O i l 	 M i n y a k 	 $	G	2		 O l i e 	 O l e j 	 O l e j 	 O l a j f e s t m  n y 	  l j y 	 O l j e 	 O l e j 	 O l i e 	 O l j a 	 U l j e 	 U l e i 	 O l j e 	 	 	 0A;5=	 	/	2		 1F  1H:F	 "&D	 ( ) 	 					 $
G
2
	 /?2M	 0A;>	 


	 	 I - O i l 	 O l i 	 M a f u t a 	 O l i e 	 A l i e j i n i a i   d a ~a i 	 E <<a s   g l e z n a 	  l i 	 Exr	 	 U l e i 	 
/
?
$
M
	 $H3	 V a j 	 				 	 	 	 	 	 	 	  l e o 	 	 	 	 	 	 	 	 O l i o a 	 O i l 	  l e o 	 M m a n 	 O l a 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E 	 V D O R E C 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   F r a m e   f o r   r e c o r d i n g ] 	 A d d   f r a m e 	 WFh	 VFh	 @4H!@#!	 A g r e g a r   f o t o g r a m a 	 A j o u t e r   c a d r e 	 R a h m e n   h i n z u f  g e n 	 >1028BL  @0<:C	 A g g i u n g i   C o r n i c e 	 '7'1	 A d i c i o n a r   m o l d u r a 	  e r  e v e   e k l e 	 T h  m   k h u n g   n h 	 T a m b a h   B i n g k a i 	 T a m b a h   b i n g k a i 	 +	M	0	G	.	  	K	!	<	G		 	 T i l f  j   R a m m e 	 P Yi d a t   r  m 	 D o d a j   r a m k e 	 K  p k o c k a   h o z z  a d  s a 	 L i s     k e h y s 	 L e g g   t i l   r a m m e 	 P r i d a e  r  m e c 	 K a d e r   t o e v o e g e n 	 L  g g   t i l l   b i l d r u t a 	 D o d a v a n j e   s l i 
i c e 	 A d u g a r e   c a d r u 	 D o d a j   O k v i r 	   	   	 >1028   0<:0	 +	M	0	G	.	  .	?	3	5	>		 'A2H/F  B'(	 A1E  ('&	   	 					  					  				 "
>


>
  
K
!
<
K
	 +M0G.M  K!?A.A	 >40B8  @0<:C	 




  




	   	 E n g e z a   i f r e m u 	 Y o n g e z a   i f r e y i m i 	 O n g e z a   f r e m u 	 V o e g   r a a m   b y 	 P r i d t i   r m e l /	 U z l i k t   r m i 	 L i s a   k a a d e r 	 1~elavel  w{avao	   	 A d u g a r e   c a d r u 	 +
M
0
F
/
?

  
G
0
M

M

B
	 +M0G.  /K!(M$A	 S h t o   k o r n i z e n 	 					  			  				 	 	 	 	 	 	 	 A d i c i o n a r   q u a d r o 	 	 	 	 	 	 	 	 M a r k o a   g e h i t u 	 I d a g d a g   a n g   f r a m e 	 E n g a d i r   m a r c o 	 T i n y e   f r a m e 	 C u i r   f r  m a   l e i s 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ O F F 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u -   n o   f r a m e ] 	 O f f 	 !q	 e	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 T t 	 M a t i 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A  	 	 					 ,
p
&
	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 +M	 F i k u r 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 I t z a l i a 	 I - o f f 	 A p a g a d o 	 G b a n y 	 A s 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 1 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   1 ] 	 F r a m e   1 	 WFh N	 VFh N	 @#!  1 	 F o t o g r a m a   1 	 C a d r e   1 	 R a h m e n   1 	  0<:0  1 	 C o r n i c e   1 	 '7'1  1 	 M o l d u r a   1 	  e r  e v e   1 	 K h u n g   n h   1 	 B i n g k a i   1 	 B i n g k a i   1 	 +	M	0	G	.	  1  	 R a m m e   1 	 R  m   1 	 R a m k a   1 	 1 .   k  p 	 K e h y s   1 	 R a m m e   1 	 R  m   1 	 K a d e r   1 	 B i l d r u t a   1 	 S l i 
i c a   1 	 C a d r u l   1 	 O k v i r   1 	   1 	   1 	 04J@  1 	 +	M	0	G	.	  1 	 B'(  1 	 A1E  1 	   1 	 					  		 "
>


>
  1 	 +M0G.M  1 	  0<:0  1 	 




  1 	   1 	 I f r e m u   1 	 F r e y i m i - 1 	 F r e m u   1 	 R a a m   1 	 1   r m e l i s 	 1 .   r m i s 	 K a a d e r   1 	 G{avao  1 	   1 	 C a d r u   1 	 +
M
0
F
/
?

  1 	 +M0G.  1 	 K o r n i z a   1 	 					  1 	 	 	 	 	 	 	 	 Q u a d r o   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 2 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   2 ] 	 F r a m e   2 	 WFhN	 VFhN	 @#!  2 	 F o t o g r a m a   2 	 C a d r e   2 	 R a h m e n   2 	  0<:0  2 	 C o r n i c e   2 	 '7'1  2 	 M o l d u r a   2 	  e r  e v e   2 	 K h u n g   n h   2 	 B i n g k a i   2 	 B i n g k a i   2 	 +	M	0	G	.	  2  	 R a m m e   2 	 R  m   2 	 R a m k a   2 	 2 .   k  p 	 K e h y s   2 	 R a m m e   2 	 R  m   2 	 K a d e r   2 	 B i l d r u t a   2 	 S l i 
i c a   2 	 C a d r u l   2 	 O k v i r   2 	   2 	   2 	 04J@  2 	 +	M	0	G	.	  2 	 B'(  2 	 A1E  2 	   2 	 					  		 "
>


>
  2 	 +M0G.M  2 	  0<:0  2 	 




  2 	   2 	 I f r e m u   2 	 F r e y i m i - 2 	 F r e m u   2 	 R a a m   2 	 2   r m e l i s 	 2 .   r m i s 	 K a a d e r   2 	 G{avao  2 	   2 	 C a d r u   2 	 +
M
0
F
/
?

  2 	 +M0G.  2 	 K o r n i z a   2 	 	 	 	 	 	 	 	 	 Q u a d r o   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 3 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   3 ] 	 F r a m e   3 	 WFh	N	 VFh	N	 @#!  3 	 F o t o g r a m a   3 	 C a d r e   3 	 R a h m e n   3 	  0<:0  3 	 C o r n i c e   3 	 '7'1  3 	 M o l d u r a   3 	  e r  e v e   3 	 K h u n g   n h   3 	 B i n g k a i   3 	 B i n g k a i   3 	 +	M	0	G	.	  3 	 R a m m e   3 	 R  m   3 	 R a m k a   3 	 3 .   k  p 	 K e h y s   3 	 R a m m e   3 	 R  m   3 	 K a d e r   3 	 B i l d r u t a   3 	 S l i 
i c a   3 	 C a d r u l   3 	 O k v i r   3 	   3 	   3 	 04J@  3 	 +	M	0	G	.	  3 	 B'(  3 	 A1E  3   	   3 	 					  		 "
>


>
  3 	 +M0G.M  3 	  0<:0  3 	 




  3 	   3 	 I f r e m u   3 	 F r e y i m i - 3 	 F r e m u   3 	 R a a m   3 	 3   r m e l i s 	 3 .   r m i s 	 K a a d e r   3 	 G{avao  3 	   3 	 C a d r u   3 	 +
M
0
F
/
?

  3 	 +M0G.  3 	 K o r n i z a   3 	 	 	 	 	 	 	 	 	 Q u a d r o   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 4 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   4 ] 	 F r a m e   4 	 WFhV	 VFhV	 @#!  4 	 F o t o g r a m a   4 	 C a d r e   4 	 R a h m e n   4 	  0<:0  4 	 C o r n i c e   4 	 '7'1  4 	 M o l d u r a   4 	  e r  e v e   4 	 K h u n g   n h   4 	 B i n g k a i   4 	 B i n g k a i   4 	 +	M	0	G	.	  4  	 R a m m e   4 	 R  m   4 	 R a m k a   4 	 4 .   k  p 	 K e h y s   4 	 R a m m e   4 	 R  m   4 	 K a d e r   4 	 B i l d r u t a   4 	 S l i 
i c a   4 	 C a d r u l   4 	 O k v i r   4 	   4 	   4 	 04J@  4 	 +	M	0	G	.	  4 	 B'(  4 	 A1E  4 	   4 	 					  		 "
>


>
  4 	 +M0G.M  4 	  0<:0  4 	 




  4 	   4 	 I f r e m u   4 	 F r e y i m i - 4 	 F r e m u   4 	 R a a m   4 	 4   r m e l i s 	 4 .   r m i s 	 K a a d e r   4 	 G{avao  4 	   4 	 C a d r u   4 	 +
M
0
F
/
?

  4 	 +M0G.  4 	 K o r n i z a   4 	 	 	 	 	 	 	 	 	 Q u a d r o   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 5 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   5 ] 	 F r a m e   5 	 WFhN	 VFhN	 @#!  5 	 F o t o g r a m a   5 	 C a d r e   5 	 R a h m e n   5 	  0<:0  5 	 C o r n i c e   5 	 '7'1  5 	 M o l d u r a   5 	  e r  e v e   5 	 K h u n g   n h   5 	 B i n g k a i   5 	 B i n g k a i   5 	 +	M	0	G	.	  5  	 R a m m e   5 	 R  m   5 	 R a m k a   5 	 5 .   k  p 	 K e h y s   5 	 R a m m e   5 	 R  m   5 	 K a d e r   5 	 B i l d r u t a   5 	 S l i 
i c a   5 	 C a d r u l   5 	 O k v i r   5 	   5 	   5 	 04J@  5 	 +	M	0	G	.	  5 	 B'(  5 	 A1E  5 	   5 	 					  		 "
>


>
  5 	 +M0G.M  5 	  0<:0  5 	 




  5 	   5 	 I f r e m u   5 	 F r e y i m i - 5 	 F r e m u   5 	 R a a m   5 	 5   r m e l i s 	 5 .   r m i s 	 K a a d e r   5 	 G{avao  5 	   5 	 C a d r u   5 	 +
M
0
F
/
?

  5 	 +M0G.  5 	 K o r n i z a   5 	 	 	 	 	 	 	 	 	 Q u a d r o   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 6 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   6 ] 	 F r a m e   6 	 WFhmQ	 VFhmQ	 @#!  6 	 F o t o g r a m a   6 	 C a d r e   6 	 R a h m e n   6 	  0<:0  6 	 C o r n i c e   6 	 '7'1  6 	 M o l d u r a   6 	  e r  e v e   6 	 K h u n g   n h   6 	 B i n g k a i   6 	 B i n g k a i   6 	 +	M	0	G	.	  6  	 R a m m e   6 	 R  m   6 	 R a m k a   6 	 6 .   k  p 	 K e h y s   6 	 R a m m e   6 	 R  m   6 	 K a d e r   6 	 B i l d r u t a   6 	 S l i 
i c a   6 	 C a d r u l   6 	 O k v i r   6 	   6 	   6 	 04J@  6 	 +	M	0	G	.	  6 	 B'(  6 	 A1E  6 	   6 	 					  		 "
>


>
  6 	 +M0G.M  6 	  0<:0  6 	 




  6 	   6 	 I f r e m u   6 	 F r e y i m i - 6 	 F r e m u   6 	 R a a m   6 	 6   r m e l i s 	 6 .   r m i s 	 K a a d e r   6 	 G{avao  6 	   6 	 C a d r u   6 	 +
M
0
F
/
?

  6 	 +M0G.  6 	 K o r n i z a   6 	 	 	 	 	 	 	 	 	 Q u a d r o   6 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 7 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   7 ] 	 F r a m e   7 	 WFhN	 VFhN	 @#!  7 	 F o t o g r a m a   7 	 C a d r e   7 	 R a h m e n   7 	  0<:0  7 	 C o r n i c e   7 	 '7'1  7 	 M o l d u r a   7 	  e r  e v e   7 	 K h u n g   n h   7 	 B i n g k a i   7 	 B i n g k a i   7 	 +	M	0	G	.	7  	 R a m m e   7 	 R  m   7 	 R a m k a   7 	 7 .   k  p 	 K e h y s   7 	 R a m m e   7 	 R  m   7 	 K a d e r   7 	 B i l d r u t a   7 	 S l i 
i c a   7 	 C a d r u l   7 	 O k v i r   7 	   7 	   7 	 04J@  7 	 +	M	0	G	.	  7 	 B'(  7 	 A1E  7 	   7 	 					  		 "
>


>
  7 	 +M0G.M  7 	  0<:0  7 	 




  7 	   7 	 I f r e m u   7 	 F r e y i m i - 7 	 F r e m u   7 	 R a a m   7 	 7   r m e l i s 	 7 .   r m i s 	 K a a d e r   7 	 G{avao  7 	   7 	 C a d r u   7 	 +
M
0
F
/
?

  7 	 +M0G.  7 	 K o r n i z a   7 	 	 	 	 	 	 	 	 	 Q u a d r o   7 	 	 	 	 	 	 	 	 7 . m a r k o a 	 F r a m e   7 	 M a r c o   7 	 F r a m e   a s a s s 	 F r  m a   7 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 8 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   8 ] 	 F r a m e   8 	 WFhkQ	 VFhkQ	 @#!  8 	 F o t o g r a m a   8 	 C a d r e   8 	 R a h m e n   8 	  0<:0  8 	 C o r n i c e   8 	 '7'1  8 	 M o l d u r a   8 	  e r  e v e   8 	 K h u n g   n h   8 	 B i n g k a i   8 	 B i n g k a i   8 	 +	M	0	G	.	  8  	 R a m m e   8 	 R  m   8 	 R a m k a   8 	 8 .   k  p 	 K e h y s   8 	 R a m m e   8 	 R  m   8 	 K a d e r   8 	 B i l d r u t a   8 	 S l i 
i c a   8 	 C a d r u l   8 	 O k v i r   8 	   8 	   8 	 04J@  8 	 +	M	0	G	.	  8 	 B'(  8 	 A1E  8   	   8 	 					  		 "
>


>
  8 	 +M0G.M  8 	  0<:0  8 	 




  8 	   8 	 I f r e m u   8 	 F r e y i m i - 8 	 F r e m u   8 	 R a a m   8 	 8   r m e l i s 	 8 .   r m i s 	 K a a d e r   8 	 G{avao  8 	   8 	 C a d r u   8 	 +
M
0
F
/
?

  8 	 +M0G.  8 	 K o r n i z a   8 	 	 	 	 	 	 	 	 	 Q u a d r o   8 	 	 	 	 	 	 	 	 8 . m a r k o a 	 F r a m e   8 	 M a r c o   8 	 F r a m e   a s a t 	 F r  m a   8 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 9 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   9 ] 	 F r a m e   9 	 WFh]N	 VFh]N	 @#!  9 	 F o t o g r a m a   9 	 C a d r e   9 	 R a h m e n   9 	  0<:0  9 	 C o r n i c e   9 	 '7'1  9 	 M o l d u r a   9 	  e r  e v e   9 	 K h u n g   n h   9 	 B i n g k a i   9 	 B i n g k a i   9 	 +	M	0	G	.	  9  	 R a m m e   9 	 R  m   9 	 R a m k a   9 	 9 .   k  p 	 K e h y s   9 	 R a m m e   9 	 R  m   9 	 K a d e r   9 	 B i l d r u t a   9 	 S l i 
i c a   9 	 C a d r u l   9 	 O k v i r   9 	   9 	   9 	 04J@  9 	 +	M	0	G	.	  9 	 B'(  9 	 A1E  9 	   9 	 					  		 "
>


>
  9 	 +M0G.M  9 	  0<:0  9 	 




  9 	   9 	 I f r e m u   9 	 F r e y i m i - 9 	 F r e m u   9 	 R a a m   9 	 9   r m e l i s 	 9 .   r m i s 	 K a a d e r   9 	 G{avao  9 	   9 	 C a d r u   9 	 +
M
0
F
/
?

  9 	 +M0G.  9 	 K o r n i z a   9 	 	 	 	 	 	 	 	 	 Q u a d r o   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ 1 0 	 V D O R E C 	 T I T L E ,   T W O S T A T E ,   H I N T 	 [ M e n u - F r a m e   1 0 ] 	 F r a m e   1 0 	 WFhAS	 VFhAS	 @#!  1 0 	 F o t o g r a m a   1 0 	 C a d r e   1 0 	 R a h m e n   1 0 	  0<:0  1 0 	 C o r n i c e   1 0 	 '7'1  1 0 	 M o l d u r a   1 0 	  e r  e v e   1 0 	 K h u n g   n h   1 0 	 B i n g k a i   1 0 	 B i n g k a i   1 0 	 +	M	0	G	.	  1 0  	 R a m m e   1 0 	 R  m   1 0 	 R a m k a   1 0 	 1 0 .   k  p 	 K e h y s   1 0 	 R a m m e   1 0 	 R  m   1 0 	 K a d e r   1 0 	 B i l d r u t a   1 0 	 S l i 
i c a   1 0 	 C a d r u l   1 0 	 O k v i r   1 0 	   1 0 	   1 0 	 04J@  1 0 	 +	M	0	G	.	  1 0 	 B'(  1 0 	 A1E  1 0 	   1 0 	 					  			 "
>


>
  1 0 	 +M0G.M  1 0 	  0<:0  1 0 	 




  1 0 	   1 0 	 I f r e m u   1 0 	 F r e y i m i - 1 0 	 F r e m u   1 0 	 R a a m   1 0 	 1 0   r m e l i s 	 1 0 .   r m i s 	 K a a d e r   1 0 	 G{avao  1 0 	   1 0 	 C a d r u   1 0 	 +
M
0
F
/
?

  1 0 	 +M0G.  1 0 	 K o r n i z a   1 0 	 	 	 	 	 	 	 	 	 Q u a d r o   1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ C O L O R _ I D X _ F R A M E _ S E T 	 V D O R E C 	 L S K 	 [ M e n u -   s e t   t o   t h i s   f r a m e ] 	 S e t 	 -[	 [	 1IH2	 D e f i n i r 	 R  g l e r 	 E i n s t e l l e n 	 0AB@>9:0	 I m p o s t a 	 6(7	 D e f i n i r 	 A y a r l a 	 t 	 A t u r 	 S e t k a n 	 8	G		  	0	G		 	 I n d s t i l 	 N a s t a v i t 	 U s t a w 	 B e  l l  t  s 	 A s e t a 	 S t i l l   i n n 	 N a s t a v i e	 I n s t e l l e n 	 S t  l l a   i n 	 P o d e s i t e 	 S e t a r e 	 N a s t a v i 	 	 	 0409	 8	G			 *F8E	 3y  ,&	 	 				 8
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 
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 S T R _ I D _ V D O R E C _ W B _ D A Y L I G H T 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - v i d e o   c a m e r a   W h i t e   b a l a n c e   D a y l i g h t ] 	 D a y l i g h t 	 *Y}IQ	 *Y3IQ	 A*%2'1	 L u z   d i u r n a 	 S o l e i l 	 T a g e s l i c h t 	 =52=>5  2@5<O	 L u c e   d i u r n a 	 6H!  'DFG'1	 L u z   d o   d i a 	 G  n   1_11	  n h   s  n g   b a n   n g  y 	 D a y l i g h t 	 S i a n g 	 &	?	(	  	@	  0	L	6	(	@		 D a g s l y s 	 D e n n    s v t l o 	 Zw i a t Bo   d z i e n n e 	 N a p f  n y 	 P  i v  n v a l o 	 D a g s l y s 	 D e n n    s v e t l o 	 D a g l i c h t 	 D a g s l j u s 	 D n e v n o   s v j e t l o 	 L u m i n   n a t u r a l 	 D n e v n a   S v e t l o b a 	     	   	 =52=0  A25B;8=0	 !	G	2	>				 1H2	 /F  '  HB*	 	 					  				 &
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n  	 Zw i a t Bo   F l u o r e s e n c y j n e 	 F l u o r e s z k  l  	 F l u o r e s o i v a 	 F l u o r e s c e r e n d e 	 F l u o r e s k u j  c i 	 T L 	 F l u o r e s c e r a n d e 	 F l u o r e s c e n t n a   	 F l u o r e s c e n t 	 F l o r e s c e n t n o 	 	 	 $;C>@5AF5=B5=	 +	M	2	K	0	G	8	H	(	M			 ADH&H13F*	 ADH13Fy	 	 												 +
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	 (M  @	 0<?0  @>760@N20==O	 







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	  	 I - I n c a n d e s c e n c e 	 G q a n g a z e l o 	 I n c a n d e s c e n c e 	 G l o e i e n d 	 K a i t r i n 	 K v l e 	 H   g v a l g u s 	 Gkoatav  latz	 	 I n c a n d e s c e n c	 '
5
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M
0
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>
6

	 $>*&@*M$?	 I n k a d e s h e n c e   - s h n d r r i t j e 	 									 	 	 	 	 	 	 	 I n c a n d e s c e n t e 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ O N 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   O n ] 	 O n 	 _U	 Sb _	 @4	 E n c e n d e r 	 A c t i v  	 E i n 	 :;. 	 O n 	 E9*H-	 A c t i v a r 	 A  1k 	 B t 	 A k t i f 	 H i d u p 	 	>	2	B		 	 	 	 B e 	 	 	 	 A a n 	 O n 	 O n 	 P o r n i t 	 O n 	 O n 	 	 O n 	 	>	2	B		 1H4F	 "F  	 	 			 
>
2
B
	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
M
	 (M	 N d e z u r 	 			 	 	 	 	 	 	 	 L i g a d o 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ O F F 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   O f f ] 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 K a p a l 1	 T t 	 O f f 	 M a t i 	 ,		&		 F r a 	 V y p n o u t 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A	 	 			 ,
p
&
	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 +M	 F i k u r 	 	 	 	 	 	 	 	 	 D e s l i g a d o 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ W H I T E 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   W h i t e ] 	 W h i t e 	 }vIQ	 }vIQ	 2'	 B l a n c o 	 B l a n c 	 W e i  	 5;K9	 B i a n c o 	 #(J6	 B r a n c o 	 B e y a z 	 M  u   t r n g 	 W h i t e 	 P u t i h 	 8	+	G	&		 H v i d 	 B  l  	 B i a By 	 F e h  r 	 V a l k o i n e n 	 H v i t 	 B i e l a 	 W i t b a l a n s 	 V i t t 	 B i j e l o 	 A l b 	 B e l a 	 	 	 O;	 *	>		"	0	>		 3A/	 3A/	 	 					 
?
q

>
	 $F2A*A	 V;89	 




	 	 O k u m h l o p h e 	 M h l o p h e 	 N y e u p e 	 W i t 	 B a l t a 	 B a l t s 	 V a l g e 	 Mzkao	 	 A l b 	 5
F
3
M
3
	 '3>	 e   b a r d h e 	 				 	 	 	 	 	 	 	 B r a n c o 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ R E D 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   R e d ] 	 R e d 	 }IQ	 ~IQ	 A	 R o j o 	 R o u g e 	 R o t 	 @0A=K9	 R o s s o 	 #-E1	 V e r m e l h o 	 K 1r m 1z 1	 M  u   	 R e d 	 M e r a h 	 2	>	2		 R  d 	 e r v e n  	 C z e r w o n y 	 V  r  s 	 P u n a i n e n 	 R  d 	 e r v e n  	 R o o d 	 R  t t 	 C r v e n o 	 R o _u 	 R d e 
a 	 	 	 '5@25=	 2	>	2		 B1E2	 31.	 	 				 2
>
2
	 0A*A	 '5@2>=89	 


	 	 O k u b o m v u 	 B o m v u 	 N y e k u n d u 	 R o o i 	 R a u d o n a 	 S a r k a n s 	 P u n a n e 	 ?atk	   	 R o _u 	 
A
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*
M
*
M
	 2>2	 e   k u q e 	 				 	 	 	 	 	 	 	 V e r m e l h o 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ G R E E N 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   G r e e n ] 	 G r e e n 	 }IQ	 ~IQ	 @5"'	 V e r d e 	 V e r t 	 G r  n 	 5;5=K9	 V e r d e 	 #.61	 V e r d e 	 Y e _i l 	 M  u   x a n h   l    c  y 	 G r e e n 	 H i j a u 	 9	0	>		 G r  n 	 Z e l e n  	 Z i e l o n y 	 Z  l d 	 V i h r e  	 G r  n n 	 Z e l e n  	 G r o e n 	 G r  n t 	 Z e l e n o 	 V e r d e 	 S i v a 	 	 	 5;5=	 9	?	0	5	>		 3(2	 1'	 	 					 9
0
>
	 A*M	 5;5=89	 



	 	 O k u l u h l a z a 	 L u h l a z a   ( o k w e n g c a ) 	 K i j a n i 	 G r o e n 	 }a l i a 	 Z a <a	 R o h e l i n e 	 ?avay	 	 V e r d e 	 *

M

	 8,A	 j e s h i l e 	 								 	 	 	 	 	 	 	 V e r d e 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ B L U E 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   B l u e ] 	 B l u e 	 ͅIQ	 ݄IQ	 I3@4	 A z u l 	 B l e u 	 B l a u 	 !8=89	 B l u 	 #21B	 A z u l 	 M a v i 	 M  u   x a n h   d a   t r i 	 B l u e 	 B i r u 	 (	@	2	>		 B l  	 M o d r  	 N i e b i e s k i 	 K  k 	 S i n i n e n 	 B l  	 M o d r  	 B l a u w 	 B l  t t 	 P l a v o 	 A l b a s t r u 	 M o d r a 	 	 	 !8=	 (	?	3	>		 "(	 FD'	 	 				 (
@
2
>
	 (@2	 !8=V9	 




	 	 O k u - B l u e 	 L u h l a z a   ( o k w e s i b h a k a b h a k a ) 	 S a m a w a t i 	 B l o u 	 M l y n a 	 Z i l s 	 S i n i n e 	 ?azxu	 	 A l b a s t r u 	 (
@
2
	 (@3	 b l u 	 					 	 	 	 	 	 	 	 A z u l 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ Y E L L O W 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   Y e l l o w ] 	 Y e l l o w 	 ÞIQ	 ĞIQ	 @+%7-	 A m a r i l l o 	 J a u n e 	 G e l b 	 5;BK9	 G i a l l o 	 #5A1	 A m a r e l o 	 S a r 1	 M  u   v  n g 	 Y e l l o w 	 K u n i n g 	 *	@	2	>		 G u l 	 }l u t  	 { Bt y 	 S  r g a 	 K e l t a i n e n 	 G u l 	 }l t  	 G e e l 	 G u l t 	 }u t o 	 G a l b e n 	 R u m e n a 	 	 	 J;B	 *	?	5	3	>		 21/	 21/	 	 					 *
@
2
>
	 *8A*A	 >2B89	 



	 	 O k u q a n d a 	 M t h u b i 	 M a n j a n o 	 G e e l 	 G e l t o n a 	 D z e l t e n s 	 K o l l a n e 	 4erkv	 	 G a l b e n 	 .

M

	 93&?	 e   v e r d h e 	 								 	 	 	 	 	 	 	 A m a r e l o 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ P U R P L E 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   P u r p l e ] 	 P u r p l e 	 +}IQ	 +}IQ	 !H'	 P  r p u r a 	 V i o l e t 	 V i o l e t t 	 $8>;5B>2K9	 V i o l a 	 'D'1,H'F	 R o x o 	 M o r 	 M  u   t  a 	 P u r p l e 	 U n g u 	 ,	H			(	@		 L i l l a 	 N a c h o v  	 P u r p u r o w y 	 L i l a 	 P u r p p u r a 	 L i l l a 	 F i a l o v  	 P a a r s 	 L i l a 	 P u r p u r n o 	 R o _u    n c h i s 	 V i j o l i 
a s t a 	 	 	 8>;5B>2	 *	0	M	*	2		 '1:H'F	 '1:H'F	 	 							 
>
.
(
@
	 50A	 $V>;5B>289	 





	 	 O k u p h e p h u l i 	 M f u s a 	 Z a m b a r a u 	 P e r s 	 P u r p u r i n 	 P u r p u r k r s a s 	 P u n a k a s l i l l a 	 >kavacxuv	 	 V i o l e t 	 *
0
M
*
M
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3
M

 	 ,>#?	 v j o l l c e 	 									 	 	 	 	 	 	 	 R o x o 
 
 S T R _ I D _ V D O R E C _ L E D _ H I G H L I G H T _ C Y A N 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - L e d   H i g h l i g h t   C y a n ] 	 C y a n 	 R}IQ	 R~IQ	 I3@4-!@5"'	 C i  n 	 C y a n 	 Z y a n 	 >;C1>9	 C i a n o 	 3E'HJ	 C i  o 	 C a m g  b e i 	 M  u   l c   l a m 	 C y a n 	 S i a n 	 	M	/	>	(		 C y a n 	 M o d r o z e l e n  	 N i e b i e s k o - z i e l o n y 	 C i  n 	 S y a a n i 	 C y a n 	 Z e l e n o m o d r  	 C y a a n 	 C y a n 	 C y a n 	 A l b a s t r u   d e s c h i s 	 T e m n o   M o d r a 	 	 	 &80=	 8	M	/	>	(		 A1H2G  '	 3'F	 	 							 .
?

(
	 8?/>(M	 ;0:8B=89	 



	 	 O k u - C y a n 	 L u h l a z a   o m d a k a 	 M c h u j o 	 S i a a n b l o u 	 }a l s v a i   m l y n a 	 C i n a 	 T s  a a n 	 5ovacxuv	 	 B l e u 	 8
?
/
>
(
M
	 8?(	 g u r k a l i 	 								 	 	 	 	 	 	 	 C i a n o 
 
 S T R _ I D _ V D O R E C _ E V _ N 4 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 2 ] 	 E V   - 2 	 ܈Q  - 2 	 eP  - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 -  - 4 	 E V   - 2 	 E9H6  - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 04045=0  AB>9=>AB  - 2 	 	5	@	- 2 	 E V   - 2 	 E V   - 2 	   - 2 	 			- 		 
5
@
  - 2 	 5?- 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 I - E V   - 2 	 I - E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 	 	 	 	 	 	 	 E V   - 2 
 
 S T R _ I D _ V D O R E C _ E V _ N 3 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 1 . 5 ] 	 E V   - 1 . 5 	 ܈Q  - 1 . 5 	 eP  - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 , 5 	 E V   - 1 , 5 	 -  - 3 	 E V   - 1 . 5 	 E9H6  - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 , 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 , 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 , 5 	 04045=0  AB>9=>AB  - 1 . 5 	 	5	@	- 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	   - 1 . 5 	 			- 	. 		 
5
@
  - 1 . 5 	 5?- 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 I - E V   - 1 . 5 	 I - E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 . 5 	 	 	 	 	 	 	 	 E V   - 1 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ E V _ N 2 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 1 ] 	 E V   - 1 	 ܈Q  - 1 	 eP  - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 -  - 2 	 E V   - 1 	 E9H6  - 1 	 E V - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 04045=0  AB>9=>AB  - 1 	 	5	@	- 1 	 E V   - 1 	 E V   - 1 	   - 1 	 			- 		 
5
@
  - 1 	 5?- 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 I - E V   - 1 	 I - E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 	 	 	 	 	 	 	 E V   - 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ E V _ N 1 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   - 0 . 5 ] 	 E V   - 0 . 5 	 ܈Q  - 0 . 5 	 eP  - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 , 5 	 E V   - 0 , 5 	 -  - 1 	 E V   - 0 . 5 	 E9H6  - 0 . 5 	 E V - 0 , 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 , 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 , 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 , 5 	 04045=0  AB>9=>AB  - 0 . 5 	 	5	@	- 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	   - 0 . 5 	 			- 	. 		 
5
@
  - 0 . 5 	 5?- 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 I - E V   - 0 . 5 	 I - E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 . 5 	 	 	 	 	 	 	 	 E V   - 0 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ E V _ 0 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   0 ] 	 E V   0 	 ܈Q    0 	 eP  0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 -  0 	 E V   0 	 E9H6  0 	 E V 0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 04045=0  AB>9=>AB  0 	 	5	@	  0 	 E V   0 	 E V   0 	   0 	 			- 		 
5
@
  - 0 	 5?0 	 E V   0 	 E V   0 	 E V   0 	 I - E V   + 0 	 I - E V   + 0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 E V   0 	 	 	 	 	 	 	 	 E V   0 	 	 	 	 	 	 	 	 E V   0 	 E V   0 	 E V   0 	 E   v   o 	 E V   0 
 
 S T R _ I D _ V D O R E C _ E V _ P 1 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 0 . 5 ] 	 E V   + 0 . 5 	 ܈Q  + 0 . 5 	 eP  + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 , 5 	 E V   + 0 , 5 	 -  + 1 	 E V   + 0 . 5 	 E9H6  + 0 . 5 	 E V + 0 , 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 , 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 , 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 04045=0  AB>9=>AB  + 0 . 5 	 	5	@	  + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	   + 0 . 5 	 			+ 	. 		 
5
@
  + 0 . 5 	 5?+ 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 I - E V   + 0 . 5 	 I - E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 . 5 	 	 	 	 	 	 	 	 E V   + 0 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ E V _ P 2 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 1 ] 	 E V   + 1 	 ܈Q  + 1 	 eP  + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 -  + 2 	 E V   + 1 	 E9H6  + 1 	 E V + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 04045=0  AB>9=>AB  + 1 	 	5	@	  + 1 	 E V   + 1 	 E V   + 1 	   + 1 	 			+ 		 
5
@
  + 1 	 5?+ 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 I - E V   + 1 	 I - E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 	 	 	 	 	 	 	 E V   + 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ E V _ P 3 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 1 . 5 ] 	 E V   + 1 . 5 	 ܈Q  + 1 . 5 	 eP  + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 , 5 	 E V   + 1 , 5 	 -  + 3 	 E V   + 1 . 5 	 E9H6  + 1 . 5 	 E V + 1 , 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 , 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 , 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 , 5 	 04045=0  AB>9=>AB  + 1 . 5 	 	5	@	  + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	   + 1 . 5 	 			+ 	. 		 
5
@
  + 1 . 5 	 5?+ 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 I - E V   + 1 . 5 	 I - E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 . 5 	 	 	 	 	 	 	 	 E V   + 1 , 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ E V _ P 4 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - E V   + 2 ] 	 E V   + 2 	 ܈Q  + 2 	 eP  + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 -  + 4 	 E V   + 2 	 E9H6  + 2 	 E V + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 04045=0  AB>9=>AB  + 2 	 	5	@	  + 2 	 E V   + 2 	 E V   + 2 	   + 2 	 			+ 		 
5
@
  + 2 	 5?+ 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 I - E V   + 2 	 I - E V   + 2 	 E V   + 4 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 	 	 	 	 	 	 	 E V   + 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ N I G H T _ O F F 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - N i g h t m o d e   O f f ] 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 K a p a l 1	 T t 	 O f f 	 P a d a m 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A  	 	 			 ,
p
&
	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
M
	 (M	 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ N I G H T _ O N 	 V D O R E C 	 C 0 5 7 _ 1 ,   V D O R E C _ O S D _ H I N T 	 [ I n l i n e - N i g h t m o d e   O n ] 	 O n 	 _U	 Sb _	 @4	 E n c e n d e r 	 A c t i v  	 E i n 	 :;. 	 A c c e s o 	 EA*H-	 A c t i v a r 	 A  1k 	 B t 	 O n 	 N y a l a 	 	>	2	B		 T i l 	 Z a p n u t o 	 W Bc z o n y 	 B e 	 P   l l a 	 P  	 Z a p n u t  	 A a n 	 P  	 U k l j u 
e n o 	 P o r n i t 	 V k l j u 
e n o 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 "F	 	 			 
>
2
B
	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
M
	 +M	 	 	 	 	 	 	 	 	 	 L i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ B A N D I N G _ 5 0 H Z 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - l i g h t   B a n d i n g   5 0 H z ] 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0   F	 5 0 H z 	 5 0 H z 	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	  5 0 9	0	M				 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0   H z 	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0   H z 	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 %F	 5 0 H z 	 5 0   G1*2	 5 0 H z 	 5 0 H z 	 		H z 	 5 0 H z 	 5 0 H z 	 5 0 F	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z . 	 5 0 H z 	 5 0 H z 	 5 0   @	 5 0   	 5 0   H z 	 5 0 H z 	 5 0 90M	 	 5 0 H z 	 	 	 	 	 	 	 	 5 0 H z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ B A N D I N G _ 6 0 H Z 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - l i g h t   B a n d i n g   6 0 H z ] 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0   F	 6 0 H z 	 6 0 H z 	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 9	0	M				 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0   H z 	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0   H z 	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 %F	 6 0 H z 	 6 0   G1*2	 6 0 H z 	 6 0 H z 	 		H z 	 6 0 H z 	 6 0 H z 	 6 0 F	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z . 	 6 0   H z 	 6 0 H z 	 6 0   @	 6 0   	 6 0   H z 	 6 0 H z 	 6 0 90M	 	 	 	 	 	 	 	 	 	 6 0 H z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y _ F I N E 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   F i n e ] 	 F i n e 	 uisO	 gsO	 %0@-5"	 F i n a 	 F i n 	 F e i n 	 ">G=>5	 G i u s t a 	 ,J/	 E x c e l e n t e 	 0y i 	 T i   u 	 F i n e 	 H a l u s 	 +	>		(		 F i n 	 D o b r  	 D o k Ba d n y 	 F i n o m 	 H i e n o 	 F i n 	 D o b r  	 F i j n 	 F i n t 	 F i n o 	 F o a r e   b u n 	 F i n o 	 	 	 $8=>	 +	>		(		 .H(	 9E/	 	 					  
@

	 +H(M	 V4<V==0	 


	 	 O k u h l e 	 I n t l e 	 B o r a 	 F y n 	 T i k s l u s 	 S m a l k a 	 F i n e 	 3eafav	   	 F i n 	 +
H
(
M
	 	$M$.	 	 						 	 	 	 	 	 	 	 F i n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y _ H I G H 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   H i g h ] 	 G o o d 	 }Y	 }Y	 5	 B u e n a 	 H a u t 	 G u t 	 KA>:>5	 A l t a 	 ,J/)	 B o a 	 0y i 	 C a o 	 H i g h 	 B a i k 	 		M		>		 H  j 	 V y s o k  	 W y s o k i 	 J  	 S u u r i 	 H  y 	 V y s o k  	 G o e d 	 H  g t 	 V i s o k a 	 R i d i c a t 	 V i s o k o 	 	 	 8A>:>	 9	>			 .H(	 'HF'	 	 						 
?

&
>
	 MA5	 8A>:0	 




	 	 P h e z u l u 	 P h e z u l u 	 J u u 	 G o e d 	 A u k at a s 	 A u g s t a 	 K  r g e 	 2aq	 	 R i d i c a t 	 	
/
0
M
(
M
(
$
M
	 	M	 	 					 	 	 	 	 	 	 	 B o m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y _ N O R M A L 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   N o r m a l ] 	 N o r m a l 	 -N	 -N	 %2	 N o r m a l 	 N o r m a l 	 N o r m a l 	 >@<0;L=>5	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l 	 N o r m a a l 	 N o r m a l t   	 N o r m a l n a 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 F1E'D	 F'1ED	 	 							 8
'
>
0
#
	 (>0M.2M	 >@<0;L=>	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l a 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
'
>
0
#

	 8>.>(M_	 	 							 	 	 	 	 	 	 	 N o r m a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y _ L O W 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   L o w ] 	 L o w 	 NO	 NO	 H3	 B a j a 	 B a s 	 N i e d r i g 	 87:>5	 B a s s a 	 EF.A6	 B a i x a 	 D  _ k 	 T h p 	 L o w 	 R e n d a h 	 (	@		>		 L a v 	 N  z k  	 N i s k i 	 A l a c s o n y 	 P i e n i 	 L a v 	 N  z k a 	 L a a g 	 L  g t 	 N i s k a 	 S l a b 	 N i z k o 	 	 	 8A:>	 9	3	B		 ~'F	 E	 	 			 
q

	 $MA5	 87L:0	 




	 	 P h a n s i 	 P h a n t s i 	 C h i n i 	 L a a g 	 }e m a s 	 Z e m a 	 M a d a l 	 Qan	 	 S c z u t 	 $
>
4
M
(
M
(
$
M
	 (?.M(	 	 						 	 	 	 	 	 	 	 B a i x o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ S I Z E _ L I M I T _ N O _ L I M I T 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e -   r e c o r d   f i l e   s i z e   l i m i t a t i o n - N o   L i m i t ] 	 N o   l i m i t 	 !qP6R	 eP6R	 D!H31	 S i n   l  m i t e 	 A u c u n e   l i m i t e 	 K e i n e   G r e n z e 	 57  >3@0=8G5=8O	 S e n z a   L i m i t i 	 :J1  E-//	 S e m   l i m i t e s 	 S 1n 1r s 1z 	 K h  n g   g i i   h n 	 N o   L i m i t 	 T i a d a   h a d 	 	8	@	.	?	$		 I n g e n   G r  n s e 	 B e z   o m e z e n  	 B e z   o g r a n i c z e D	 K o r l  t l a n 	 E i   r a j a a 	 I n g e n   g r e n s e 	 B e z   l i m i t u 	 G e e n   g r e n s 	 O b e g r  n s a t   	 N e m a   o g r a n i 
e n j a 	 F r   l i m i t 	 B r e z   O m e j i t e v 	 	   	 57  >3@0=8G5=85	 (	K	  2	?	.	?			 (/HF  E-/H/*	 H&  -/  F	   	 								 
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  






  



	   	 A k u n a m k h a w u l o 	 A k u k h o   k u n y i n w a 	 H a k u n a   u p e o 	 G e e n   p e r k 	 B e   l i m i t o 	 N a v   l i m i t a 	 P i i r a n g u t a 	 1|av  }aptavaaotav	   	 N i c i o   l i m i t 	 *
0
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	 8@.>  (>9?	 	 				  				  				 	 	 	 	 	 	 	 S e m   l i m i t e 	 	 	 	 	 	 	 	 M u g a r i k   e z 	 W a l a n g   l i m i t a s y o n 	 S e n   l  m i t e 	 E n w e g h i   n j e d e b e 	 G a n   t e o r a i n n 
 
 S T R _ I D _ V D O R E C _ S I Z E _ L I M I T _ 1 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   f i l e   s i z e   l i m i t a t i o n - A A A k ] 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5   :1	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 	 	 	 9 5 K 	 	 	 	 9 5 K 	 	 	 9 5 K 	 	 	 9 5 K 	 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 		K 	 9 5 K 	 9 5 K 	 9 5 :	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 	 9 5 K 	 9 5 K 	 9 5 K 	 	 9 5 K 	 	 	 	 	 	 	 	 9 5 K 	 	 	 	 	 	 	 	 9 5 K 	 9 5 K 	 9 5 K 	 9 5 k 	 9 5 K 
 
 S T R _ I D _ V D O R E C _ S I Z E _ L I M I T _ 2 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   f i l e   s i z e   l i m i t a t i o n - B B B k ] 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5   :1	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 	 	 	 1 9 5 K 	 	 	 	 1 9 5 K 	 	 	 1 9 5 K 	 	 	 1 9 5 K 	 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 			K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 :	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 1 9 5 	 1 9 5 K 	 1 9 5 K 	 1 9 5 K 	 	 	 	 	 	 	 	 	 	 1 9 5 K 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ S I Z E _ L I M I T _ 3 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   f i l e   s i z e   l i m i t a t i o n - C C C k ] 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5   :1	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 	 	 	 2 9 5 K 	 	 	 	 2 9 5 K 	 	 	 2 9 5 K 	 	 	 2 9 5 K 	 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 			K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 :	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 2 9 5 	 2 9 5 K 	 2 9 5 K 	 2 9 5 K 	 	 	 	 	 	 	 	 	 	 2 9 5 K 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ T I M E _ L I M I T _ N O _ L I M I T 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   t i m e   l i m i t a t i o n - N o   L i m i t ] 	 N o   l i m i t 	 !qP6R	 eP6R	 D!H31	 S i n   l  m i t e 	 A u c u n e   l i m i t e 	 K e i n e   G r e n z e 	 57  >3@0=8G5=8O	 S e n z a   L i m i t i 	 :J1  E-//	 S e m   l i m i t e s 	 S 1n 1r s 1z 	 K h  n g   g i i   h n 	 N o   L i m i t 	 T i a d a   h a d 	 	8	@	.	?	$		 I n g e n   G r  n s e 	 B e z   o m e z e n  	 B e z   o g r a n i c z e D	 K o r l  t l a n 	 E i   r a j a a 	 I n g e n   g r e n s e 	 B e z   l i m i t u 	 G e e n   g r e n s 	 O b e g r  n s a t 	 N e m a   o g r a n i 
e n j a 	 F r   l i m i t 	 B r e z   O m e j i t e v 	 	   	 57  >3@0=8G5=85	 (	K	  2	?	.	?			 (/HF  E-/H/*	 H&  -/  F	   	 								 
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  






  



	   	 A k u n a m k h a w u l o 	 A k u k h o   k u n y i n w a 	 H a k u n a   u p e o 	 G e e n   p e r k 	 B e   l i m i t o 	 N a v   l i m i t a 	 P i i r a n g u t a 	 1|av  }aptavaaotav	   	 N i c i o   l i m i t 	 *
0
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	 8@.>  (>9?	 	 				  				  				 	 	 	 	 	 	 	 S e m   l i m i t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ T I M E _ L I M I T _ 1 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   t i m e   l i m i t a t i o n - A   s e c ] 	 1 5   s e c 	 1 5   y	 1 5   y	 1 5   '4	 1 5   s e g 	 1 5   s e c 	 1 5   S e k . 	 1 5   A	 1 5   s e c 	 1 5   +H'FJ	 1 5   s e g 	 1 5   s n 	 1 5   g i  y 	 1 5   s e c 	 1 5   s a a t 	  1 5   8	G		G		!	 	 1 5   s e k 	 1 5   s e c . 	 1 5   s e k 	 1 5   m p 	 1 5   s 	 1 5   s e k 	 1 5   s e k . 	 1 5   s e c 	 1 5   s e k 	 1 5   s e k u n d i 	 1 5   s e c 	 1 5   s e c 	 1 5   	 1 5   	 1 5   A5:	 1 5   8	G	. 	 1 5   +'FG	 1 5 3F	 1 5   	 		  								 1 5   .

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	 1 5   8F(M2A	 1 5   A	 1 5   





	 1 5   	 1 5   s e c 	 i m z w   e l i - 1 5 	 S e k   1 5 	 1 5   s e k 	 1 5   s e k . 	 1 5   s e k . 	 1 5   s e k 	 1 5   ~o	 1 5   	 1 5   s e c 	 1 5   8
F

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
	 1 5   8GG#M!	 	 1 5   								 	 	 	 	 	 	 	 1 5   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ T I M E _ L I M I T _ 2 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   t i m e   l i m i t a t i o n - B   s e c ] 	 3 0   s e c 	 3 0   y	 3 0   y	 3 0   '4	 3 0   s e g 	 3 0   s e c 	 3 0   S e k . 	 3 0   A	 3 0   s e c 	 3 0   +H'FJ	 3 0   s e g 	 3 0   s n 	 3 0   g i  y 	 3 0   s e c 	 3 0   s a a t 	  3 0   8	G		G		!	 	 3 0   s e k 	 3 0   s e c . 	 3 0   s e k 	 3 0   m p 	 3 0   s 	 3 0   s e k 	 3 0   s e k . 	 3 0   s e c 	 3 0   s e k 	 3 0   s e k u n d i 	 3 0   s e c 	 3 0   s e k 	 3 0   	 3 0   	 3 0   A5:	 3 0   8	G	. 	 3 0   +'FG	 3 0 3F	 3 0     	 		  								 3 0   8

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	 3 0   8F(M2A	 3 0   A	 3 0   





	 3 0   	 3 0   s e c 	 i m z w   e n g a m a - 3 0 	 S e k   3 0 	 3 0   s e k 	 3 0   s e k . 	 3 0   s e k . 	 3 0   s e k 	 3 0   ~o	 3 0   	 3 0   s e c 	 3 0   8
F

M

	 3 0   8GG#M!	 	 	 	 	 	 	 	 	 	 3 0   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ T I M E _ L I M I T _ 3 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   t i m e   l i m i t a t i o n - C   s e c ] 	 6 0   s e c 	 6 0   y	 6 0   y	 6 0   '4	 6 0   s e g 	 6 0   s e c 	 6 0   S e k . 	 6 0   A	 6 0   s e c 	 6 0   +H'FJ	 6 0   s e g 	 6 0   s n 	 6 0   g i  y 	 6 0   s e c 	 6 0   s a a t 	  6 0   8	G		G		!	 	 6 0   s e k 	 6 0   s e c . 	 6 0   s e k 	 6 0   m p 	 6 0   s 	 6 0   s e k 	 6 0   s e k . 	 6 0   s e c 	 6 0   s e k 	 6 0   s e k u n d i 	 6 0   s e c 	 6 0   s e k 	 6 0   	 6 0   	 6 0   A5:	 6 0   8	G	. 	 6 0   +'FG	 6 0 3F	 6 0   	 		  								 6 0   8

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p

	 6 0   8F(M2A	 6 0   A	 6   






	 6 0   	 6 0   s e c 	 i m z w   e n g a m a - 6 0 	 S e k   6 0 	 6 0   s e k 	 6 0   s e k . 	 6 0   s e k . 	 6 0   s e k 	 6 0   ~o	 6 0   	 6 0   s e c 	 6 0   8
F

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
	 6 0   8GG#M!	 	 	 	 	 	 	 	 	 	 6 0   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ R E C O R D _ A U D _ O F F 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e -   r e c o r d   a u d i o   - O f f ] 	 O f f 	 ܕ	 U_sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 K a p a l 1	 T t 	 O f f 	 P a d a m 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 "A	 	 					 ,
p
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	 +M	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
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	 +M	 	 	 	 	 	 	 	 	 	 D e s l i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ R E C O R D _ A U D _ O N 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   a u d i o   - O n ] 	 O n 	 󗋕_U	 U_Sb _	 @4	 E n c e n d e r 	 A c t i v  	 E i n 	 :;. 	 A c c e s o 	 EA*H-	 A c t i v a r 	 A  1k 	 B t 	 O n 	 N y a l a 	 	>	2	B		 T i l 	 Z a p n u t o 	 W Bc z o n y 	 B e 	 P   l l a 	 P  	 Z a p n u t  	 A a n 	 P  	 U k l j u 
e n o 	 P o r n i t 	 V k l j u 
e n o 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 "F	 	 					 
>
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	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
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	 (M	 	 	 	 	 	 	 	 	 	 L i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ F O R M A T _ 3 G P 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   c o d e c   f o r m a t - H . 2 6 3 ] 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H .   2 6 3  	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H   2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 . 2 6 4 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 				 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 H . 2 6 3 	 	 H . 2 6 3 	 	 	 	 	 	 	 	 H . 2 6 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ F O R M A T _ M P 4 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - r e c o r d   c o d e c   f o r m a t - M p e g 4 ] 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M p e g 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 		 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 	 M P E G 4 	 	 	 	 	 	 	 	 M P E G 4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ N O T I F Y _ D I S K _ F U L L 	 V D O R E C 	 P O P U P 	 [ N o t i f y - D i s k   F u l l ] 	 D i s k   f u l l 	 aԚ]n	 X[P]n	 4*L@G!	 D i s c o   c o m p l e t o 	 D i s q u e   p l e i n 	 F e s t p l a t t e   v o l l 	 8A:  ?>;=K9	 D i s c o   P i e n o 	 'DB15  EED$	 D i s c o   c h e i o 	 D i s k   D o l u 	 )a   y 	 D i s k   F u l l 	 C a k e r a   p e n u h 	 !	?	8	M		  *	B	0	M	#		 D i s k   F u l d 	 P l n    d i s k 	 D y s k   p e Bn y 	 M e g t e l t   a   l e m e z 	 L e v y   t  y s i 	 D i s k   f u l l 	 P l n    d i s k 	 S c h i j f   v o l 	 D i s k e n   f u l l 	 D i s k   j e   p u n 	 M e m o r i e   p l i n 	 D i s k   P o l n 	   	   	 8A:JB  5  ?J;5=	 !	?	8	M		  +	A	2		 /J3C  ~14/G	 3  ~1	   	 					  						 !
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  

	   	 I d i s k i   i g c w e l e 	 I c w e c w e   l i g c w e l e 	 D i s k i   i m e j a a 	 S k y f   v o l 	 D i s k a s   p i l n a s 	 D i s k s   p i l n s 	 K e t a s   t  i s 	 Moa~a|aoh  lkv  g	   	 D i s c   p l i n 	 !
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	 !?8M  *B0M#M#	 	 					  						 	 	 	 	 	 	 	 D i s c o   c h e i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ N O T I F Y _ S T O R A G E _ N O T _ R E A D Y 	 V D O R E C 	 P O P U P 	 [ N o t i f y - S t o r a g e   n o t   r e a d y ] 	 S t o r a g e   n o t   r e a d y 	 2QX[MOn*g1\}	 X[PMOn*g1\~	 5H@GD!H#I-!	 A l m a c e n a m i e n t o   n o   p r e p a r a d o 	 S t o c k a g e   p a s   p r  t 	 S p e i c h e r m e d i u m   n i c h t   b e r e i t 	 0<OBL  =5  3>B>20	 A r c h i v i a z i o n e   n o n   p r o n t a 	 'D0'C1)  :J1  E3*9/)	 O   a r m a z e n a m e n t o   n  o   e s t    p r o n t o 	 B e l l e k   h a z 1r   d e i l 	 B   n h   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 P e n y i m p a n a n   t i d a k   b e r s e d i a 	 8	M		K	0	G		  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   h  t t  r t  r   n i n c s   k  s z 	 	 	 	 O p s l a g   n i e t   g e r e e d 	 	 	 L o c a ci a   d e   s t o c a r e   n u   e s t e   p r e g t i t 	 	 	       	 	 8		0		M	7	#	  $	/	>	0	  (	>	9	@		 -'A8G  "E'/G  FJ3*	 E-AH8  1F    ,  *'1  F	       	 							  								  			 8

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	 8MJ0GM  8?&M'>  2G&A	 0<' OBL  =5  3>B>20	 










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	   	 I s i l o n d i   a s i k a l u n g i 	 I n d a w o   y o k u g c i n a   a y i k a l u n g i 	 H i f a d h i   h a i k o   t a y a r i 	 B e r g p l e k   n i e   g e r e e d   n i e 	 A t m i n t i n   n e p a r e n g t a 	 K r t u v e   n a v   g a t a v a 	 M  l u   p o l e   v a l m i s 	 @kwxrxiuav  }ah  zaa}  yg	         	 L o c a ci a   d e   m e m o r a r e   n u   e s t e   p r e g t i t 	 8
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 S T R _ I D _ V D O R E C _ N O T I F Y _ W R I T E _ P R O T E C T I O N 	 V D O R E C 	 P O P U P 	 [ N o t i f y -   t h e   s t o r a g e   i s   W r i t e   P r o t e c t i o n ] 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 aaSOO\ n !ql[eQ	 X[PaSOO\ n elQeQ	 2#L+H'"'2!39%G-\ n D!H*2!2#@5"DI	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e a d a . \ n N o   s e   p u e d e   e s c r i b i r   e n 	 C a r t e   d e   m  m o i r e   p r o t  g  e . \ n N e   p e u t   p a s   e n r e g i s t r e r   d e s s u s 	 S p e i c h e r k a r t e   i s t   g e s p e r r t . \ n K a n n   n i c h t   b e s c h r i e b e n   w e r d e n 	 0@B0  ?0<OB8  701;>:8@>20=0. \ n 52>7<>6=>  >ACI5AB28BL  70?8AL. 	 S c h e d a   d i   m e m o r i a   b l o c c a t a . \ n I m p o s s i b i l e   s c r i v e r c i   d e n t r o 	 (7'B)  'D0'C1)  E:DB/   D'  JECF  'DC*'()	 C a r t  o   d e   m e m  r i a   b l o q u e a d o . \ n N  o      p o s s  v e l   g u a r d a r   i n f o r m a   o   n o   m e s m o 	 H a f 1z a   k a r t 1  k i l i t l i . \ n Y a z 1l a m 1y o r . 	 T h   n h   b   k h  a \ n   K h  n g   g h i   v  o   c 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n . 	 K a d   i n g a t a n   d i k u n c i . \ n T a k   b o l e h   t u l i s   k e   d a l a m n y a . 	 8	M	.	C	$	?	  	>	0	M	!	  2	I		  9	H	d	\ n (	9	@		  2	?		  8		$	G		 H u k o m m e l e s   K o r t   e r   l  s t . \ n K a n   e j   s k r i v e . 	 P a m eo v    k a r t a   u z a m 
e n a . \ n Z  p i s   n e n    m o ~n  	 K a r t a   p a m i c i o w a   j e s t   z a b l o k o w a n a . n \ Z a p i s   n a   k a r c i e   n i e   m o |l i w y 	 A   m e m  r i a k  r t y a   z  r o l v a   v a n . \ n N e m    r h a t  :   	 M u i s t i k o r t t i   o n   l u k i t t u . \ n   E i   v o i   k i r j o i t t a a . 	 M i n n e k o r t   e r   s p e r r e t . \ n K a n   i k k e   s k r i v e . 	 P a m  eo v    k a r t a   z a m k n u t  .   \ n Z  p i s   n e m o ~n  . 	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n N i e t   b e s c h r i j f b a a r 	 M i n n e s k o r t e t   a r   l  s t \ n   s k r i v a r s k y d d a t 	 M e m o r i j s k a   k a r t i c a   j e   z a k l j u 
a n a .   \ n N i j e   m o g u   u p i s   n a   n j u 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I n f o r m a ci i l e   n u   p o t   f i   s c r i s e 	 S p o m i n s k a   k a r t i c a   j e   z a k l e n j e n a . \ n N i   m o ~n o   v p i s a t i . 	     \         	     . \ n         	 	 .	G	.	0	@	  	>	0	M	!	  2	I		M	!	\ n   0	>			  	0	#	M	/	>	$	  	8	.	0	M	%		 C'1*  -'A8G  BAD  '3*. / n FEJ*H'F  J2I  /1  "F  FH4*	 EEH1  '1  (F/  \ n   D  F  3*'. 	       , \ n       	 					  					  								. \ n   		  					  				  				  		. 	 .
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I2@4D+#7-D!H'H2\ n B#%8 2%	 A l m a c e n a m i e n t o   d e m a s i a d o   l e n t o   u   o c u p a d o . \ n P o r   f a v o r ,   r e d u z c a   l a   c a l i d a d . 	 S t o c k a g e   t r o p   l e n t   o u   o c c u p  . \ n V e u i l l e z   r  d u i r e   l a   q u a l i t  	 S p e i c h e r m e d i u m   z u   l a n g s a m   o d e r   a u s g e l a s t e t . \ n Q u a l i t  t   b i t t e   r e d u z i e r e n 	 0<OBL  70=OB0  8;8  @01>B05B  A;8H:><  <54;5==>. \ n K15@8B5  1>;55  =87:>5  :0G5AB2>. 	 A r c h i v i a z i o n e   t r o p p o   l e n t a   o   o c c u p a t a . \ n R i d u r r e   l a   q u a l i t  	 'D0'C1)  (7J&)  'H  E4:HD). \ n   *.AJ6  FH9J)  'DC'1*HF	 A r m a z e n a m e n t o   m u i t o   l e n t o   o u   o c u p a d o . \ n R e d u z a   a   q u a l i d a d e 	 B e l l e k    o k   y a v a _  v e y a   m e _g u l .   \ L  t f e n   k a l i t e y i   d  _ r  n   	 B   n h   q  a   c h m   h o c   q u    b n . \ n H  y   g i m   c h t   l n g   n h 	 P e n y i m p a n a n   t e r l a l u   l a m b a t .   K u r a n g i   k u a l i t a s 	 S t o r a n   t e r l a l u   p e r l a h a n   a t a u   s i b u k . \ n S i l a   k u r a n g k a n   k u a l i t i 	 8	M		K	0	G		  ,	9	A	$	  '	@	.	>	  	%	5	>	  5	M	/	8	M	$	  9	H	. \ n 	C	*	/	>	  	M	5	>	2	?		@	  	.	  	0	G		.  	 	 	 	 A   h  t t  r t  r   t  l   l a s s    v a g y   e l f o g l a l t . \ n K  r j  k   c s  k k e n t s e   a   m i n Qs  g e t 	 	 	 	 O p s l a g   t e   l a n g z a a m   o f   b e z i g . \ n V e r m i n d e r   d e   k w a l i t e i t 	 	 	 S t o c a r e a   e s t e   p r e a   l e n t   s a u   d i s p o z i t i v u l   d e   s t o c a r e   e s t e   o c u p a t . \ n R e d u c e ci   c a l i t a t e a   i m a g i n i i 	 	 	           . \ n     	 	 	$	(	  	M	0	?	/	>	  	B	*	  .		&	  	?		5	>	  5	M	/	8	M	$	  	9	G	. \ n   	C	*	/	>	  &	0	M		>	  	.	@	  	0	>		 H'37  0.J1G  3'2I  (3J'1  CF/  J'  E4:HD  '3*. / n D7A'  CJAJ*  1'  C'G4  /GJ/	 '3yH1,  (*  /E'  '  E4:HD\ n   H'Dy  E  ,&	             . \ n       	 							  							  						  				  						. \ n   			  			  								  					 8

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 S T R _ I D _ V D O R E C _ N O T I F Y _ B E A R E R _ I S _ A C T I V E 	 V D O R E C 	 P O P U P 	 [ N o t i f y - G P R S   i s   w o r k i n g ,   p l e a s e   t u r n   G P R S   o f f ] 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S / C S D #}-NˊHQ\vQe}	 G P R S / C S D ޏ~-NHQ\vQe~	 G P R S   3%132\ n 42#32	 G P R S   e n   f u n c i o n a m i e n t o . \ n A p  g u e l o . 	 G P R S   a c t i v  . \ n D  s a c t i v e z - l e . 	 G P R S   i s t   i n   B e t r i e b . \ n A u s s c h a l t e n . 	 :;NG5=  @568<  G P R S . \ n K:;NG8B5  53>. 	 G P R S   i n   f u n z i o n e . \ n D i s a t t i v a r l o . 	 **,'H2  'DJ  -/  'D*7(JB'*	 G P R S   a   f u n c i o n a r . \ n D e s a c t i v e   e s t a   o p   o . 	 G P R S    a l 1_1y o r .   \ K a p a t 	 G P R S   a n g   l  m   v i c . \ n H  y   t t   i . 	 G P R S   a k t i f . \ n N o n a k t i f k a n . 	 G P R S   b e r f u n g s i . \ n M a t i k a n n y a . 	 G P R S   	>	.	  	0	  0	9	>	  9	H	d	\ n 	8	G	  ,		&	  	0	G		d		 	 	 	 A   G P R S   m qk  d i k . \ n K a p c s o l j a   k i . 	 	 	 	 G P R S   i s   a c t i e f . \ n Z e t   h e t   u i t . 	 	 	 G P R S   f u n c ci o n e a z . \ n  n c h i d e ci   a p l i c a ci a . 	 	 	 G P R S   . \ n   . 	 	 	 G P R S   /'1/  C'1  EJCF/. / n "F1'  .'EH4  CFJ/. 	 	 	 G P R S   			  				  |   \ n 				  			  				 	 	 	 G P R S   


  


  

\ n   



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 	    .   \ n     . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   w e r k   t a n s . \ n S k a k e l   d i t   a f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 G P R S   i s   w o r k i n g . \ n T u r n   i t   o f f . 	 	 	 	 G P R S - 	  			  			  				\ n 				  					  		  					 	 	 	 	 	 	 	 O   G P R S   e s t    f u n c i o n a n d o . \ n D e s l i g u e - o . 	 	 	 	 	 	 	 	 G P R S   b a d a b i l .   I t z a l i . 	 A n g   G P R S   a y   g u m a g a n a . \ n I - o f f   i t o . 	 G P R S   e s t    f u n c i o n a n d o . \ n   A p  g u e o . 	 G P R S   n a - a r . / n   G b a n y 	 T    G P R S   a r   s i  l . \ n C a s   a s    . 
 
 S T R _ I D _ V D O R E C _ R S K _ R E C O R D 	 V D O R E C 	 R S K 	 [ K E Y - R S K - R E C O R D   v i d e o ] 	 R e c 	 q_	 U_P	 16	 G r a b a r 	 E n r 	 A u f n 	 0?8AL	 R e g . 	 'D*3,JD	 G r a v a r 	 K a y 1t   	 G h i   h  n h 	 R e k 	 R a k a m 	 0	?		I	0	M	!		 O p t a g e r 	 R e c 	 N a g r y w a n i e 	 F e l v  t e l 	 T y  n u m e r o 	 R e c 	 N a h r  v a n i e 	 O p n a m e 	 S p e l a   i n 	 S n i m 	  n r e g i s t r a r e 	 S n e m a n j e 	 	 	 0?8A	 0	?		>	0	M	!		 6(7	 1'11	 	 									 
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	 0FM  H.M  2?.?M	 0?8A	 






  


	 	 R e k h o d a 	 S h i c i l e l . 	 R e k 	 N e e m   o p 	 U ~r a ay t i 	 I e r . 	 R e c 	 Aauvacxt	 	  n r e g . 	 1
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 
 S T R _ I D _ P H O E D T _ A P P _ N A M E 	 P H O E D T 	 T I T L E ,   I C O N T E X T ,   H I N T ,   T W O S T A T E ,   T E X T 	 [ M e n u - P h o t o   E d i t o r ] 	 P h o t o   e d i t o r 	 gqGr}/hV    	 gqGrhV	 2#AID 2	 E d i t o r   d e   f o t o g r a f  a s . 	 E d i t e u r   d e   p h o t o 	 F o t o e d i t o r 	 $>B>  @540:B>@	 P h o t o   E d i t o r 	 E-11  'D5H1)	 E d i t o r   d e   f o t o s 	 F o t o r a f   E d i t  r  	 S a   n h 	 P h o t o   E d i t o r 	 E d i t o   f o t o 	 +	K		K	  	!	?		0		 B i l l e d e   R e d i g e r i n g 	 F o t o e d i t o r 	 E d y t o r   z d j 	 K  p s z e r k e s z t Q	 T e l e k o p i o n u m e r o 	 F o t o r e d i g e r i n g 	 P h o t o   E d i t o r 	 F o t o b e w e r k e r 	 P h o t o   E d i t o r 	 F o t o   u r e i v a n j e 	 E d i t o r   f o t o g r a f i i 	 U r e j e v a l e c   F o t o g r a f i j 	 P h o t o   E d i t o r 	   	  540:B>@  70  !=8<:8	 	!	?		0	  8		*	>	&	?	$	  	0	>		 HJ1'J41  *5'HJ1	 AHyH  'y1	   	 			  						 +
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	   	 U m h l e l i   w e f o t h o 	 U m l u n g i s i   w e f o t o 	 K i h a r i r i   p i c h a 	 F o t o - r e d i g e e r d e r 	 N u o t r a u k s  r e d a k t o r i u s 	 F o t o g r f i j u   r e d a k t o r s 	 P i l d i r e d a k t o r 	 <x}avoa  mtbacxr  nack	   	 E d i t o r   f o t o g r a f i i 	 +
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	 +K  8.M*>&	 	 			  								 	 	 	 	 	 	 	 E d i t o r   d e   f o t o s 	 	 	 	 	 	 	 	 A r g a z k i - a l d a t z a i l e a 	 E d i t o r   n g   l i t r a t o 	 E d i t o r   d e   f o t o s 	 F o t o   e d i t 	 E a g a r t h  i r   g r i a n g h r a f 
 
 S T R _ I D _ P H O A R T _ A P P 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - P h o t o   A r t i s t ] 	 P h o t o   a r t i s t 	 gqGr݅S[	 gqGrz/g[	 2#AH 2	 A r t i s t a   f o t o g r  f i c o . 	 A r t i s t e   d e   p h o t o 	 F o t o k  n s t l e r 	 $>B>  EC4>6=8:	 P h o t o   A r t i s t 	 5H1)  AFJ)	 A r t i s t a   f o t o g r  f i c o 	 F o t o r a f   s a n a t  1s 1	 n h   n g h   t h u t 	 P h o t o   A r t i s t 	 A r t i s   f o t o 	 +	K		K	  	0	M		?	8	M			 B i l l e d e   K u n s t n e r 	 F o t o a r t i s t a 	 F o t o A r t y s t a 	 F o t  d e s i g n 	 L i i t    k u v a 	 F o t o k u n s t n e r 	 P h o t o   A r t i s t 	 F o t o a r t i e s t 	 P h o t o   A r t i s t 	 P h o t o   A r t i s t 	 A r t i s t   f o t o g r a f 	 F o t o g r a f s k i   U m e t n i k 	 P h o t o   A r t i s t 	   	 $>B>  09AB>@	 +	K	(	  	0	M		?	8	M			 GF1.'FG  9C'3I	 AHyH  (F'F  H'D'	   	 			  									 +
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	   	 I - a t h i s t i   y e f o t h o 	 U m z o b i   w e f o t o 	 M s a n i i   w a   p i c h a 	 F o t o - k u n s t e n a a r 	 N u o t r a u k s  m e i s t r a s 	 F o t o m k s l i n i e k s 	 F o t o k u n s t n i k 	 <x}avoaky	   	 A r t i s t   f o t o 	 +
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	 +K  3>>0	 	 			  									 	 	 	 	 	 	 	 F o t o   a r t  s t i c a 	 	 	 	 	 	 	 	 A r g a z k i - a r t i s t a 	 A r t i s t   n g   l i t r a t o 	 A r t i s t a   d e   f o t o s 	 F o t o   o n y e   n k a 	 E a l a  o n t  i r   g r i a n g h r a f 
 
 S T R _ I D _ P H O A R T _ A U T O _ R E S I Z E 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - A u t o   R e s i z e ] 	 A u t o   r e s i z e 	 R9e'Y\	 ꁨR9eS'Y\	 #12-1B!14	 R e d i m e n s i o n a r   a u t o m  t i c a m e n t e 	 R e d i m e n s .   a u t o 	 G r   e   a u t o m .    n d e r n 	 2B>  87<5=5=85  @07<5@0	 A u t o r i d i m e n s i o n a 	 *:J1  'D-,E  #DJ'	 R e d i m e n s i o n a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   y e n i d e n   b o y u t l a n d 1r 	 T   n g   i   k  c h   c 	 A u t o   R e s i z e 	 S a i z   s e m u l a   a u t o 	 		K	  *	A	(		  0	@	8	>			<	   	 A u t o   N y   S t  r r e l s e 	 A u t o m a t i c k    z m n a   v e l i k o s t i 	 A u t o m a t y c z n a   z m i a n a   r o z m i a r u 	 A u t o m a t i k u s    t m  r e t e z  s 	 S o i t t a j a r y h m  	 A u t o - e n d r e   s t  r r e l s e 	 A u t o m a t i c k     p r a v a   v e >k o s t i 	 A u t o m a t i s c h   g r o o t t e   v e r a n d e r e n 	  n d r a   s t o r l e k   a u t o m a t i s k t 	 A u t o m a t s k a   i z m j e n a   v e l i 
i n e 	 R e d i m e n s i o n a r e   a u t o m a t 	 A v t o   S p r e m e m b a   V e l i k o s t i 	     	     	 2B><0B8G=>  @5>@07<5@O20=5	 		K	  0	@	8	>				 *:JJ1  'F/'2G  .H/C'1	 .H/  (.H/  /H('1  3'&2  /F'	   	 											 
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  	   	 S a y i z a   k a b u s h a   n g e - a u t o 	 T s h i n t s h a   u b u n g a k a n a n i   n g o k u z e n z e k e l a y o 	 B a d i l i   s a i z i   k i o t o m a t i 	 O u t o m a t i e s e   v e r s t e l g r o o t t e 	 A u t o m a t i n i s   d y d ~i o   k e i t i m a s 	 A u t o m t i s k i   m a i n +t   i z m r u 	 S u u r u s e   a u t o m a a t n e   m u u t m i n e 	 Ia}ek  xxmxt  a~xta  oezx~	     	 R e d i m e n s i o n a r e   a u t o m a t 	 

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 S T R _ I D _ P H O A R T _ M A I N L C D _ C L I P 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 [ M e n u - M a i n L C D   C l i p ] 	 M a i n   L C D   c l i p 	 ;NU^'Y\R	 ;NO\U^'Y\R	 %4  L C D   +%1  	 C l i p   d e   L C D   p r i n c i p a l 	 C l i p   L C D   p r i n c . 	 H a u p t - L C D - C l i p 	 ;8?  3;02=>3>  L C D 	 S e q u e n z a   M a i n L C D 	 CDJ(  'D4'4)  'D1&3J)	 C l i p   L C D   p r i n c i p a l 	 A n a   L C D   K l i b i 	 C t   s a   k  c h   c   m  n   h  n h   c h  n h 	 M a i n L C D   C l i p 	 K l i p   L C D   u t a m a 	 .	A		M	/	  L C D   	M	2	?	*		 H o v e d L C D   k l i p 	 K l i p   n a   h l a v n  m   L C D 	 W i d e o k l i p   M a i n L C D 	 F Q  L C D   v  g  s a 	 P   L C D - l e i k e 	 H o v e d L C D - k l i p p 	 K l i p   h l a v n  h o   L C D 	 C l i p   o p   h o o f d - l c d 	 K l i p p   -   h u v u d   L C D - s k  r m   	 I s j e 
a k   n a   G l a v L C D 	 S e c v e n c  L C D   p r i n c i p a l 	 G l a v n a   L C D   S p o n k a 	   M a i n L C D 	     	 845>:;8?  =0  A=>2=8O  L C D - 48A?;59	 .	H	(	  	2	  8	@	  !	@	  	M	2	?	*		 CDJ~  FE'J41  '5DI	 EF  'D  3    D~	   	 						  		  		  		  						 .
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a k   n a   P o m L C D 	 S e c v e n c  L C D   s e c u n d a r 	 P o d L C D   S p o n k a 	   S u b L C D 	     	 845>:;8?  =0  >4>A=>2=8O  L C D - 48A?;59	 8	,		2	  8	@	  !	@	  	M	2	?	*		 CDJ~  FE'J41  A19I	 3(  'D  3    D~	   	 		  		  		  		  						 8
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	   	 G c i n a   n j e n g e 	 G c i n a   n j e n g e 	 H i f a d h i   k a m a 	 B e r g   a s 	 .r a ay t i   k a i p 	 S a g l a b t   k 	 S a l v e s t a   n i m e g a 	 Japzavel  xze}	 ,   	 S a l v a r e   c a 	 8
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  
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	 9?*0?  8M_  0(M$A	 	 		  				  							  				 	 	 	 	 	 	 	 S a l v a r   c o m o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ A D D _ E F F E C T 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   E f f e c t ] 	 A d d   e f f e c t 	 ReQyrHe	 mRyrHe	 @4H!@-@L	 A g r e g a r   e f e c t o 	 A j o u t e r   e f f e t 	 E f f e k t   h i n z u f  g e n 	 >1028BL  MDD5:B	 A g g i u n g i   E f f e t t o 	 '6'A)  A9'DJ)	 A d i c i o n a r   e f e i t o 	 E f e k t   e k l e 	 T h  m   h i u   n g 	 A d d   E f f e c t 	 T a m b a h   k e s a n 	 	+	H		M		  	K	\	G			 T i l f  j   E f f e k t 	 P Yi d a t   e f e k t 	 D o d a j   e f e k t 	 E f f e k t u s   h o z z  a d  s a 	 L i s     t e h o s t e 	 L e g g   t i l   e f f e k t 	 P r i d a e  e f e k t 	 E f f e c t   t o e v o e g e n 	 L  g g   t i l l   e f f e k t 	 D o d a j   e f e k t 	 A d u g a r e   e f e c t 	 D o d a j   U 
i n e k 	   	   	 >1028  D5:B	 	+	G		M		  .	?	3	5	>		 'A2H/F  ,DHG	 'Ay  '6'A  ,&	   	 						  									 
8
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  




	   	 E n g e z a   u m p h u m e l a 	 Y o n g e z a   i m p e m b e l e l o 	 O n g e z a   a t h a r i 	 V o e g   e f f e k   b y 	 P r i d t i   e f e k t 	 P i e v i e n o t   e f e k t u 	 L i s a   e f e k t 	 1~elavel  geo	   	 A d u g a r e   e f e c t 	 
+
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	 *M0->,  /K!(M$A	 	 						  			  				 	 	 	 	 	 	 	 A d i c i o n a r   e f e i t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ A D D _ F R A M E 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   F r a m e ] 	 A d d   f r a m e 	 ReQWFh	 mRVFh	 @4H!@#!	 A g r e g a r   m a r c o 	 A j o u t e r   c a d r e 	 R a h m e n   h i n z u f  g e n 	 >1028BL  @0<:C	 A g g i u n g i   C o r n i c e 	 '6'A)  '7'1	 A d i c i o n a r   m o l d u r a 	  e r  e v e   e k l e 	 T h  m   k h u n g   n h 	 A d d   F r a m e 	 T a m b a h   b i n g k a i 	 +	M	0	G	.	  	K	\	G			 T i l f  j   R a m m e 	 P Yi d a t   r  m 	 D o d a j   r a m k 	 K  p   h o z z  a d  s a 	 L i s     k e h y s 	 L e g g   t i l   r a m m e 	 P r i d a e  r  m 	 K a d e r   t o e v o e g e n 	 L  g g   t i l l   b i l d r u t a 	 D o d a v a n j e   s l i 
i c e 	 A d u g a r e   c a d r u 	 D o d a j   O k v i r 	   	   	 >1028   0<:0	 +	M	0	G	.	  .	?	3	5	>		 'A2H/F  B'(	 A1E  	   	 					  									 ,
(
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  




	   	 E n g e z a   i f r e m u 	 Y o n g e z a   i f r e y i m i 	 O n g e z a   f r e m u 	 V o e g   r a a m   b y 	 P r i d t i   r m e l /	 U z l i k t   r m i 	 L i s a   k a a d e r 	 1~elavel  w{avao	   	 A d u g a r e   c a d r u 	 +
M
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	 +M0G.  /K!(M$A	 	 					  			  				 	 	 	 	 	 	 	 A d i c i o n a r   q u a d r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ A D D _ I C O N 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d d   I c o n ] 	 A d d   i c o n 	 ReQ\3bz	 mR\3bz	 @4H!D--	 A g r e g a r   i c o n o 	 A j o u t e r   i c  n e 	 S y m b o l   h i n z u f  g e n 	 >1028BL  :0@B8=:C	 A g g i u n g o   I c o n a 	 '6'A)  .'*E	 A d i c i o n a r    c o n e 	 0k o n   e k l e 	 T h  m   h  n h   t n g 	 A d d   I c o n 	 T a m b a h   i k o n 	 			K	(	  	K	\	G			 T i l f  j   I k o n 	 P Yi d a t   i k o n u 	 D o d a j   i k o n 	 I k o n   h o z z  a d  s a 	 L i s     i k o n i 	 L e g g   t i l   i k o n 	 P r i d a e  i k o n u 	 P i c t o g r a m   t o e v o e g e n 	 L  g g   t i l l   i k o n 	 D o d a v a n j e   i k o n e 	 A d u g a r e   p i c t o g r a m 	 D o d a j   I k o n o 	   	   	 >1028  :>=0	 			I	(	  .	?	3	5	>		 'A2H/F  4CDC	 "&F  '6'A  ,&	   	 				  									 

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  
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  




	   	 E n g e z a   i - i c o n 	 Y o n g e z a   i - a y k h o n 	 O n g e z a   i k o n i 	 V o e g   i k o o n   b y 	 P r i d t i   s i m b o l /	 U z l i k t   i k o n u 	 L i s a   i k o o n 	 1~elavel  zaoeao	   	 A d u g a r e   p i c t o g r a m 	 

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	 +M0G.  /K!(M$A	 	 				  			  				 	 	 	 	 	 	 	 A d i c i o n a r    c o n e 
 
 S T R _ I D _ P H O A R T _ A D D _ T E X T 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - A d d   T e x t ] 	 A d d   t e x t 	 ReQeW[	 mReW[	 @4H!I-'2!	 A g r e g a r   t e x t o 	 A j o u t e r   t e x t e 	 T e x t   h i n z u f  g e n 	 >1028BL  B5:AB	 A g g i u n g i   T e s t o 	 '6'A)  F5	 A d i c i o n a r   t e x t o 	 M e t i n   e k l e 	 T h  m   k    t 	 A d d   T e x t 	 T a m b a h   t e k s 	 	2	G		  	K	\	G			 T i l f  j   T e k s t 	 P Yi d a t   t e x t 	 D o d a j   t e k s t 	 S z  v e g   h o z z  a d  s a 	 L i s     t e k s t i 	 L e g g   t i l   t e k s t 	 P r i d a e  t e x t 	 T e k s t   t o e v o e g e n 	 L a g g   t i l l   t e x t 	 D o d a v a n j e   t e k s t a 	 A d u g a r e   t e x t 	 D o d a j   B e s e d i l o 	   	   	 >1028  "5:AB	 	G		M	8		  .	?	3	5	>		 'A2H/F  E*F	 y3y  '6'A  ,&	   	 						  									 .
B
2
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	 FM8MM  K!?A.A	 >40B8  B5:AB	 




  




	   	 E n g e z a   u m b h a l o 	 Y o n g e z a   I g a m a 	 O n g e z a   m a a n d i s h i 	 V o e g   t e k s   b y 	 P r i d t i   t e k s t 	 U z l i k t   t e k s t u 	 L i s a   t e k s t 	 1~elavel  e}	   	 A d u g a r e   t e x t 	 
F
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8
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	 *>   /K!(M$A	 	 			  			  				 	 	 	 	 	 	 	 A d i c i o n a r   t e x t o 
 
 S T R _ I D _ P H O A R T _ A D J U S T 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 [ M e n u - A d j u s t ] 	 A d j u s t 	 te	 te	 #1	 A j u s t a r 	 A j u s t e r 	 E i n s t e l l e n 	  53C;8@>2:0	 R e g o l a 	 '5D'-	 A j u s t a r 	 A y a r l a m a 	 i u   c h n h 	 A d j u s t m e n t 	 P e l a r a s a n 	 	!		8	M		M	.	G				 J u s t  r 	 P Yi z p os o b e n  	 R e g u l o w a n i e 	 S z e r k e s z t  s 	 S   t  	 J u s t e r i n g 	 P r i s p  s o b e n i e 	 I n s t e l l e n 	 J u s t e r i n g   	 U g a a n j e 	 R e g l a r e 	 P r i l a g o d i t e v 	 	 	  53C;8@0=5	 	!		G	8	M		.	G	(	M			 '5D'-	 ',3yEFy	 	 									 

8
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	 !M8MM  .FM	 8@V2=N20==O	 





  


	  	 A d j u s t 	 A d j u s t 	 A d j u s t 	 V e r s t e l 	 A d j u s t 	 A d j u s t 	 A d j u s t 	 A d j u s t 	 A d j u s t 	 A d j u s t 	 
M
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	 !7M	 	 									  						 	 	 	 	 	 	 	 A j u s t a r 
 
 S T R _ I D _ P H O A R T _ E X P A N D _ C A N V A S 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - E x p a n d   C a n v a s ] 	 E x p a n d   c a n v a s 	 dU\ku^	 ibU\;u^	 "2"2	 E x p a n d i r   l i e n z o 	 A g r a n d i r   c a n e v a s 	 L e i n w a n d   a u s d e h n e n 	  0AH8@5=85  ?>;>B=0	 E s p a n d i   T e l a 	 *H3J9  'DBE'4	 E x p a n d i r   t e l a 	 K a n v a s 1  b  y  t 	 M   r n g   n h 	 E x p a n d   C a n v a s 	 K e m b a n g k a n   k a n v a s 	 	H	(	5	8	  	>	  		>	0	  ,	]	>				 U d v i d   L  r r e d 	 Z v t ai t   p l o c h u 	 P o s z e r z   P B t n o 	 R a j z f e l  l e t   m e g n  v e l  s e 	 L a a j e n n a   k a n g a s t a 	 U t v i d   l e r r e t 	 Z v  
ai e  p l o c h u 	 D o e k   u i t b r e i d e n 	 U t v i d g a 	 `i r o k o   p l a t n o 	 E x t i n d e r e   s u p r a f a c  d e   d e s e n a r e 	 R a z ai r i   P l a t n o 	   	     	  07H8@8  ;0B=>B>	 		M	8	*	G	(	M	!	  	G	(	M	5	8		 3*14  (HE	 FH3  ('&	   ( )   	 					  								 
H
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5
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
	 G(M58M  M8M  *>!M  G/A.A	 1V;LH8B8  ?>;>B=>	 








  






  


	   	 K h u l i s a   i - c a n v a s 	 Y a n d i s a   u m f a n e k i s o   o z o t y w e   p h e z u   k w e l a p h u 	 P a n u a   c h a n d a l u a 	 V e r g r o o t   d o e k 	 I ap l s t i   p a v e i k s l u s 	 P a p l a ai n t   a u d e k l u 	 E x p a n d   c a n v a s 	 <auvavel  oa~h	   	 E x t i n d e r e   p a l e t 	 
M
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	 >(->8  ,C&M'?  0(M$A	 	 						  							  				 	 	 	 	 	 	 	 E x p a n d i r   t e l a 
 
 S T R _ I D _ P H O A R T _ A D D _ E F F E C T _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - A d d   E f f e c t ] 	 [   A d d   e f f e c t   ] 	 [   ReQyrHe  ] 	 [   mRyrHe  ] 	 [ @4H!@-@L] 	 [   A g r e g a r   e f e c t o   ] 	 [   A j o u t e r   e f f e t   ] 	 [   E f f e k t   h i n z u f  g e n   ] 	 [   >1028BL  MDD5:B  ] 	 [   A g g i u n g i   E f f e t t o   ] 	 [   '6'A)  A9'DJ)  ] 	 [   A d i c i o n a r   e f e i t o   ] 	 [   E f e k t   e k l e   ] 	 [ T h  m   h i u   n g ] 	 [   A d d   E f f e c t   ] 	 [   T a m b a h   k e s a n   ] 	 	!	  	+	H		M		  	 [   T i l f  j   E f f e k t   ] 	 [   P Yi d a t   e f e k t   ] 	 [   D o d a j   e f e k t   ] 	 [   E f f e k t u s   h o z z  a d  s a   ] 	 [ L i s     t e h o s t e ] 	 [   L e g g   t i l   e f f e k t   ] 	 [   P r i d a e  e f e k t   ] 	 [   E f f e c t   t o e v o e g e n   ] 	 [   L  g g   t i l l   e f f e k t   ] 	 [ D o d a j   e f e k t ] 	 [   A d u g a r e   e f e c t   ] 	 [   D o d a j   U 
i n e k   ] 	 [   ] 	 [       ] 	 [ >1028  D5:B] 	 [ 	+	G		M		  .	?	3	5	>	] 	 [   'A2H/F  ,DHG  ] 	 [   'Ay  '  '6'A  ,&] 	 [       ] 	 [ 						  								] 	 [ 
8
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  




  ] 	 [   ] 	 [ E n g e z a   u m p h u m e l a ] 	 [ Y o n g e z a   i m p e m b e l e l o ] 	 [   O n g e z a   a t h a r i   ] 	 [   V o e g   e f f e k   b y   ] 	 [   P r i d t i   e f e k t   ] 	 [ P i e v i e n o t   e f e k t u ] 	 [   L i s a   e f e k t   ] 	 [   1~elavel  geo  ] 	 (   ) 	 [   A d u g a r e   e f e c t   ] 	 [   
+

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  
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  ] 	 [   *M0->,  /K!(M$A  ] 	 	 [ 						  			  			] 	 	 	 	 	 	 	 	 [ A d i c i o n a r   e f e i t o ] 
 
 S T R _ I D _ P H O A R T _ A D D _ F R A M E _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - A d d   F r a m e ] 	 [   A d d   f r a m e   ] 	 [   ReQWFh  ] 	 [   mRVFh  ] 	 [ @4H!@#!] 	 [   A g r e g a r   m a r c o   ] 	 [   A j o u t e r   c a d r e   ] 	 [   R a h m e n   h i n z u f  g e n   ] 	 [   >1028BL  @0<:C  ] 	 [   A g g i u n g i   C o r n i c e   ] 	 [   '6'A)  '7'1  ] 	 [   A d i c i o n a r   m o l d u r a   ] 	 [    e r  e v e   e k l e   ] 	 [ T h  m   k h u n g   n h ] 	 [   A d d   F r a m e   ] 	 [   T a m b a h   b i n g k a i   ] 	 +	M	0	H	.	  6	>	.	?	2	  	0	G			 [   T i l f  j   R a m m e   ] 	 [   P Yi d a t   r  m   ] 	 [   D o d a j   r a m k   ] 	 [   K  p   h o z z  a d  s a   ] 	 [ L i s     k e h y s ] 	 [   L e g g   t i l   r a m m e   ] 	 [   P r i d a e  r  m   ] 	 [   K a d e r   t o e v o e g e n   ] 	 [   L  g g   t i l l   b i l d r u t a   ] 	 [ D o d a j   s l i 
i c u ] 	 [   A d u g a r e   c a d r u   ] 	 [   D o d a j   O k v i r   ] 	 [   ] 	 [       ] 	 [ >1028   0<:0] 	 [   +	M	0	G	.	  .	?	3	5	>	  ] 	 [   'A2H/F  B'(  ] 	 [ A1E  '  '6'A  ,&] 	 [       ] 	 [ 					  								] 	 [ "
>

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>
  
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!
<
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  




  ] 	 [   ] 	 [ E n g e z a   i f r e m u ] 	 [ Y o n g e z a   i f r e y i m i ] 	 [   O n g e z a   f r e m u   ] 	 [   V o e g   r a a m   b y   ] 	 [   P r i d t i   r m e l /  ] 	 [ U z l i k t   r m i ] 	 [   L i s a   k a a d e r   ] 	 [   1~elavel  w{avao  ] 	 (   ) 	 [   A d u g a r e   c a d r u   ] 	 [   +
M
0
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/
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
  
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0
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
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
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  ] 	 [   +M0G.  /K!(M$A  ] 	 	 [ 					  			  			] 	 	 	 	 	 	 	 	 [ A d i c i o n a r   q u a d r o ] 
 
 S T R _ I D _ P H O A R T _ A D D _ I C O N _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - A d d   I c o n ] 	 [   A d d   i c o n   ] 	 [   ReQ\3bz  ] 	 [   mR\3bz  ] 	 [ @4H!D--] 	 [   A g r e g a r   i c o n o   ] 	 [   A j o u t e r   i c  n e   ] 	 [   S y m b o l   h i n z u f  g e n   ] 	 [   >1028BL  :0@B8=:C  ] 	 [   A g g i u n g i   I c o n a   ] 	 [   '6'A)  .'*E  ] 	 [   A d i c i o n a r    c o n e   ] 	 [   0k o n   e k l e   ] 	 [ T h  m     h  n h   t n g ] 	 [   A d d   I c o n   ] 	 [   T a m b a h   i k o n   ] 	 			K	(	  6	>	.	?	2	  	0	G		 	 [   T i l f  j   I k o n   ] 	 [   P Yi d a t   i k o n u   ] 	 [   D o d a j   i k o n   ] 	 [   I k o n   h o z z  a d  s a   ] 	 [ L i s     i k o n i ] 	 [   L e g g   t i l   i k o n   ] 	 [   P r i d a e  i k o n u   ] 	 [   P i c t o g r a m   t o e v o e g e n   ] 	 [   L  g g   t i l l   i k o n   ] 	 [ D o d a j   i k o n u ] 	 [   A d u g a r e   p i c t o g r a m   ] 	 [   D o d a j   I k o n o   ] 	 [   ] 	 [       ] 	 [ >1028  :>=0] 	 [   			I	(	  .	?	3	5	>	  ] 	 [   'A2H/F  4CDC  ] 	 [ "&F  '6'A  ,&] 	 [       ] 	 [ 				  								] 	 [ 


>
q
(
  
K
!
<
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] 	 ( (M  K!?A.A) 	 [   >40B8  V:>=:C  ] 	 [   




  




  ] 	 [   ] 	 [ E n g e z a   i - i c o n ] 	 [ Y o n g e z a   i - a y k h o n ] 	 [   O n g e z a   i k o n i   ] 	 [   V o e g   i k o o n   b y   ] 	 [   P r i d t i   s i m b o l /  ] 	 [ U z l i k t   i k o n u ] 	 [   L i s a   i k o o n   ] 	 [   1~elavel  zaoeao  ] 	 (   ) 	 [   A d u g a r e   p i c t o g r a m   ] 	 [   

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
#
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  
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
M
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  ] 	 [   (  /K!(M$A  ] 	 	 [ 				  			  			] 	 	 	 	 	 	 	 	 [ A d i c i o n a r    c o n e ] 
 
 S T R _ I D _ P H O A R T _ A D D _ T E X T _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - A d d   T e x t ] 	 [   A d d   t e x t   ] 	 [   ReQeW[  ] 	 [   mReW[  ] 	 [ @4H!I-'2!] 	 [   A g r e g a r   t e x t o   ] 	 [   A j o u t e r   t e x t e   ] 	 [   T e x t   h i n z u f  g e n   ] 	 [   >1028BL  B5:AB  ] 	 [   A g g i u n g i   T e s t o   ] 	 [   '6'A)    F5  ] 	 [   A d i c i o n a r   t e x t o   ] 	 [   M e t i n   e k l e   ] 	 [ T h  m   k    t ] 	 [   A d d   T e x t   ] 	 [   T a m b a h   t e k s   ] 	 	2	G		  6	>	.	?	2	  	0	G			 [   T i l f  j   T e k s t   ] 	 [   P Yi d a t   t e x t   ] 	 [   D o d a j   t e k s t   ] 	 [   S z  v e g   h o z z  a d  s a   ] 	 [ L i s     t e k s t i ] 	 [   L e g g   t i l   t e k s t   ] 	 [   P r i d a e  t e x t   ] 	 [   T e x t   t o e v o e g e n   ] 	 [   L  g g   t i l l   t e x t   ] 	 [   D o d a j   t e k s t   ] 	 [   A d u g a r e   t e x t   ] 	 [   D o d a j   B e s e d i l o   ] 	 [   ] 	 [       ] 	 [ >1028  "5:AB] 	 [ 	G		M	8		  .	?	3	5	>	] 	 [   'A2H/F  E*F  ] 	 [ y3y  '  '6'A  ,&] 	 [       ] 	 [ 						  								] 	 [ .
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  




  ] 	 [   ] 	 [ E n g e z a   u m b h a l o ] 	 [ Y o n g e z a   I g a m a ] 	 [   O n g e z a   m a a n d i s h i   ] 	 [   V o e g   t e k s   b y   ] 	 [   P r i d t i   t e k s t   ] 	 [ U z l i k t   t e k s t u ] 	 [   L i s a   t e k s t   ] 	 [   1~elavel  e}  ] 	 (   ) 	 [   A d u g a r e   t e x t   ] 	 [   
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  ] 	 [   *>   /K!(M$A  ] 	 	 [ 			  			  			] 	 	 	 	 	 	 	 	 [ A d i c i o n a r   t e x t o ] 
 
 S T R _ I D _ P H O A R T _ A D J U S T _ B R I G H T _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - B r i g h t n e s s ] 	 [   B r i g h t n e s s   ] 	 [   fNte  ] 	 [   fNte  ] 	 [ #01A*] 	 [   B r i l l o   ] 	 [   L u m i n o s i t    ] 	 [   H e l l i g k e i t   ] 	 [   /@:>ABL  ] 	 [   L u m i n o s i t    ] 	 [   37H9  ] 	 [   B r i l h o   ] 	 [   P a r l a k l 1k ] 	 [ i u   c h n h     s  n g ] 	 [   B r i g h t n e s s   ] 	 [   K e c e r a h a n   ] 	 	.			 [   L y s s t y r k e   ] 	 [   J a s   ] 	 [   J a s n o [  ] 	 [   F  n y e r Qs s  g   ] 	 [ K i r k k a u s ] 	 [   L y s s t y r k e   ] 	 [   J a s   ] 	 [   H e l d e r h e i d   ] 	 [   L j u s s t y r k a   ] 	 [ S v j e t l i n a ] 	 [   L u m i n o z i t a t e   ] 	 [   S v e t l o b a   ] 	 [ ] 	 [     ] 	 [ /@:>AB] 	 [   ,	M	0	>			(	G	8	  ] 	 [   1H4F'&  ] 	 [ ED'~F] 	 [     ] 	 [ 									] 	 [ 
.
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] 	 ( ,M0HM  (F8M) 	 [   /A:@02VABL  ] 	 [   






  ] 	 [ ] 	 [ U k u g q a m a ] 	 [ U k u k h a n y a ] 	 [   K i w a n g o   c h a   M w a n g a z a   ] 	 [   H e l d e r h e i d   ] 	 [   R y ak u m a s   ] 	 [ S p i l g t u m s ] 	 [   H e l e d u s   ] 	 [   Jauna|xiuxv  ] 	 ( ) 	 [   L u m i n o z i t a t e   ] 	 [   ,
M
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 
 S T R _ I D _ P H O A R T _ A D J U S T _ C O N T R A S T _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - C o n t r a s t ] 	 [   C o n t r a s t   ] 	 [   
\kte  ] 	 [   [kte  ] 	 [ -#2*L] 	 [   C o n t r a s t e   ] 	 [   C o n t r a s t e   ] 	 [   K o n t r a s t   ] 	 [   >=B@0AB  ] 	 [   C o n t r a s t o   ] 	 [   EB'1F)  ] 	 [   C o n t r a s t e   ] 	 [   K o n t r a s t   ] 	 [ i u   c h n h     t n g   p h n ] 	 [   C o n t r a s t   ] 	 [   K o n t r a s   ] 	 			M	0	>	8	M			 [   K o n t r a s t   ] 	 [   K o n t r a s t   ] 	 [   K o n t r a s t   ] 	 [   K o n t r a s z t   ] 	 [ K o n t r a s t i ] 	 [   K o n t r a s t   ] 	 [   K o n t r a s t   ] 	 [   C o n t r a s t   ] 	 [   K o n t r a s t   ] 	 [ K o n t r a s t ] 	 [   C o n t r a s t   ] 	 [   N a s p r o t j e   ] 	 [ ] 	 [     ] 	 [ >=B@0AB] 	 [   8	M	*	7	M		$	>	  ] 	 [   F3(*  3'JG  1H4FI  ] 	 [ EH'2F] 	 [     ] 	 [ 										] 	 [ 
p

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  ] 	 [ ] 	 [ I - C o n t r a s t ] 	 [ T h e l e k i s a ] 	 [   L i n g a n i s h a   ] 	 [   K o n t r a s   ] 	 [   K o n t r a s t a s   ] 	 [ K o n t r a s t s ] 	 [   K o n t r a s t s u s   ] 	 [   Qaueavcxiuxv  ] 	 ( ) 	 [   C o n t r a s t   ] 	 [   
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 
 S T R _ I D _ P H O A R T _ A D J U S T _ S A T U R A T I O N _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - S a t u r a t i o n ] 	 [   S a t u r a t i o n   ] 	 [   Tte  ] 	 [   qTte  ] 	 [ '2!-4H!1'] 	 [   S a t u r a c i  n   ] 	 [   S a t u r a t i o n   ] 	 [   S  t t i g u n g   ] 	 [   0AKI5==>ABL  ] 	 [   S a t u r a z i o n e   ] 	 [   'D'4('9  ] 	 [   S a t u r a   o   ] 	 [   D o y g u n l u k   ] 	 [ i u   c h n h     b  o   h  a ] 	 [   S a t u r a t i o n   ] 	 [   T e p u a n   ] 	 8	G		A	0	G	6	(		 [   M  t n i n g   ] 	 [   S y t o s t   ] 	 [   N a s y c e n i e   ] 	 [   S z  n t e l  t e t t s  g   ] 	 [ S a t u r a a t i o ] 	 [   S k a r p h e t   ] 	 [   S  t o s e  ] 	 [   V e r z a d i g i n g   ] 	 [   F  r g m  t t n a d   ] 	 [ Z a s i e n j e ] 	 [   S a t u r a ci e   ] 	 [   N a s i 
e n o s t   ] 	 [ ] 	 [     ] 	 [ 0A8B5=>AB] 	 [   8		A	0	G	6	(	  ] 	 [   3J1I  1F  ] 	 [ ~'  ~F] 	 [     ] 	 [ 										] 	 [ *
0
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] 	 ( 8>M/A0G7(M) 	 [   0A8G5=VABL  ] 	 [   







  ]   	 [ ] 	 [ I - S a t u r a t i o n ] 	 [ Z a l i s a   k a n y e ] 	 [   U k i f i s h w a j   ] i 	 [   V e r s a d i g i n g   ] 	 [   G r y n i s   ] 	 [ P i e s t i n j u m s ] 	 [   K  l l a s t u s   ] 	 [   @aceanxiuxv  ] 	 ( ) 	 [   S a t u r a ci e   ] 	 [   8
>
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  ] 	 [   8M$@0#  ] 	 	 [ 					] 	 	 	 	 	 	 	 	 [ S a t u r a   o ] 
 
 S T R _ I D _ P H O A R T _ A D J U S T _ H U E _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - H u e ] 	 [   H u e   ] 	 [   rvte  ] 	 [   rvte  ] 	 [ @	*5] 	 [   M a t i z   ] 	 [   T e i n t e   ] 	 [   F a r b t o n   ] 	 [   BB5=>:  ] 	 [   S f u m a t u r a   ] 	 [   4CD  ] 	 [   T o n a l i d a d e   ] 	 [   R e n k    z    ] 	 [ i u   c h n h   m  u ] 	 [   H u e   ] 	 [   R o n a ] 	 0				 [   G l  d   ] 	 [   O d s t  n   ] 	 [   O d c i e D  ] 	 [   S z  n  r n y a l a t   ] 	 [ S  v y ] 	 [   F a r g e   ] 	 [   O d t i e H  ] 	 [   T i n t   ] 	 [   F  r g   ] 	 [ N i j a n s a ] 	 [   N u a n c  ] 	 [   O d t e n e k   ] 	 [ ] 	 [     ] 	 [ BAO=:0] 	 [   9	M	/	B	  ] 	 [   1FE'JG  ] 	 [ 1F] 	 [       ] 	 [ 			] 	 [ 9
/
B
] 	 ( 9B) 	 [   ">=  ] 	 [   



  ] 	 [ ] 	 [ I - H u e ] 	 [ H u e ] 	 [   R a n g i   ] 	 [   S k a k e r i n g   ] 	 [   A t s p a l v i s   ] 	 [ N o k r s a ] 	 [   T o o n   ] 	 [   5avc  ] 	 ( ) 	 [   N u a n c  ] 	 [   9
M
/
B
  ] 	 [   9M_A  ] 	 	 [ 			] 	 	 	 	 	 	 	 	 [ M a t i z ] 
 
 S T R _ I D _ P H O A R T _ A D J U S T _ C O L O R _ R _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - C o l o r   R ] 	 [   C o l o r   R   ] 	 [   }rte  ] 	 [   ~rte  ] 	 [ A]   	 [   C o l o r   R   ] 	 [   C o u l e u r   R   ] 	 [   F a r b e   R   ] 	 [   &25B  R   ] 	 [   C o l o r e   R   ] 	 [   #-E1  ] 	 [   C o r   R   ] 	 [   R e n k   R   ] 	 i u   c h n h   m  u   ] 	 [   C o l o r   R   ] 	 [   W a r n a   R   ] 	 0			  	0		 [   F a r v e   R   ] 	 [   B a r v a   R   ] 	 [   K o l o r   R   ] 	 [   V  r  s   s z  n   ] 	 [ V  r i   R ] 	 [   F a r g e   R   ] 	 [   F a r b a   R   ] 	 [   K l e u r   R   ] 	 [   F  r g   R   ] 	 [   B o j a   C ] 	 [   C u l o a r e   R   ] 	 [   B a r v a   R   ] 	 [   R ] 	 [       ] 	 [ &2OB  '5@25=] 	 [   	2	0	  	0	  ] 	 [   1F  B1E2  ] 	 [ 1F  "1] 	 [         ] 	 [ 					] 	 [ 0
p
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  
0
] 	 ( 20M  0M) 	 [   >;V@  R   ] 	 [   


  R   ] 	 [   ] 	 [ U m b a l a   R ] 	 [ M b a l a   R ] 	 [   R a n g i   R   ] 	 [   K l e u r   R   ] 	 [   R   s p a l v a   ] 	 [ S a r k a n   k r s a ] 	 [   P u n a n e   v  r v   ] 	 [   R   3xuv  ] 	 (   R ) 	 [   C u l o a r e   R   ] 	 [   (
?
1

  R   ] 	 [   0M  2>2  ] 	 	 [ 		  R ] 	 	 	 	 	 	 	 	 [ C o r   R ] 
 
 S T R _ I D _ P H O A R T _ A D J U S T _ C O L O R _ G _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - C o l o r   G ] 	 [   C o l o r   G   ] 	 [   }rte  ] 	 [   ~rte  ] 	 [ @5"'] 	 [   C o l o r   G   ] 	 [   C o u l e u r   V   ] 	 [   F a r b e   G   ] 	 [   &25B  G   ] 	 [   C o l o r e   G   ] 	 [   #.61  ] 	 [   C o r   G   ] 	 [   R e n k   G   ] 	 [ C h n h   m  u   x a n h   l    c  y ] 	 [   C o l o r   G   ] 	 [   W a r n a   G   ] 	 0			  	@		 [   F a r v e   G   ] 	 [   B a r v a   G   ] 	 [   K o l o r   G   ] 	 [   Z  l d   s z  n   ] 	 [ V  r i   G ] 	 [   F a r g e   G   ] 	 [   F a r b a   G   ] 	 [   K l e u r   G   ] 	 [   F  r g   G   ] 	 [   B o j a   Z ] 	 [   C u l o a r e   V   ] 	 [   B a r v a   G   ] 	 [   G   ] 	 [       ] 	 [ &2OB  5;5=] 	 [   	2	0	  	@	  ] 	 [   1F  3(2  ] 	 [ 1F  ,] 	 [         ] 	 [ 					  		] 	 [ 0
p
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  
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] 	 ( 20M  ?) 	 [   >;V@  G   ] 	 [   


  G   ] 	 [   ] 	 [ U m b a l a   G ] 	 [ M b a l a   G ] 	 [   R a n g i   G   ] 	 [   K l e u r   G   ] 	 [   G   s p a l v a   ] 	 [ Z a <  k r s a ] 	 [   R o h e l i n e   v  r v   ] 	 [   G   3xuv  ] 	 (   G ) 	 [   C u l o a r e   G   ] 	 [   (
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1

  G   ] 	 [   0M  8,A  ] 	 	 [ 		  G ] 	 	 	 	 	 	 	 	 [ C o r   G ] 
 
 S T R _ I D _ P H O A R T _ A D J U S T _ C O L O R _ B _ T I T L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [ T i t l e - C o l o r   B ] 	 [   C o l o r   B   ] 	 [   ͅrte  ] 	 [   ݄rte  ] 	 [ I3@4] 	 [   C o l o r   B   ] 	 [   C o u l e u r   B   ] 	 [   F a r b e   B   ] 	 [   &25B  B   ] 	 [   C o l o r e   B   ] 	 [   #21B  ] 	 [   C o r   B   ] 	 [   R e n k   B   ] 	 [ C h n h   m  u   x a n h   d a   t r i ] 	 [   C o l o r   B   ] 	 [   W a r n a   B   ] 	 0			  ,	@		 [   F a r v e   B   ] 	 [   B a r v a   B   ] 	 [   K o l o r   B   ] 	 [   K  k   s z  n   ] 	 [ V  r i   B ] 	 [ F a r g e   B   ] 	 [   F a r b a   B   ] 	 [   K l e u r   B   ] 	 [   F  r g   B   ] 	 [   B o j a   P   ] 	 [   C u l o a r e   A   ] 	 [   B a r v a   B   ] 	 [   ] 	 [       ] 	 [ &2OB  !8=] 	 [   	2	0	  ,	@	  ] 	 [   1F  "(I  ] 	 [ 1F  (] 	 [         ] 	 [ 					  		] 	 [ 0
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  ,
@
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  B   ] 	 [   ] 	 [ U m b a l a   B ] 	 [ M b a l a   B ] 	 [   R a n g i   B   ] 	 [   K l e u r   B   ] 	 [   B   s p a l v a   ] 	 [ B   k r s a ] 	 [   S i n i n e   v  r v   ] 	 [   B   3xuv  ] 	 (   B ) 	 [   C u l o a r e   B   ] 	 [   (
?
1

  B   ] 	 [   0M  (@3  ] 	 	 [ 		  B ] 	 	 	 	 	 	 	 	 [ C o r   B ] 
 
 S T R _ I D _ P H O A R T _ E D I T _ F I L E N A M E 	 P H O E D T 	 T I T L E 	 [ T i t l e - E d i t   F i l e n a m e ] 	 E d i t   f i l e n a m e 	 }/jHh
T1z	 eN
T	 AID
7H-D%L	 E d i t a r   n o m b r e   d e   a r c h i v o 	 E d i t e r   l e   n o m   d u   f i c h i e r 	 D a t e i n a m e   b e a r b e i t e n 	  540:B.   8<O  D09;0	 M o d i f i c a   N o m e   d i   f i l e 	 *9/JD  '3E  'DEDB	 E d i t a r   n o m e   d o   f i c h e i r o 	 D o s y a   a d 1n 1  d  z e n l e 	 B i  n   t p   t  n   t p 	 E d i t   F i l e n a m e 	 E d i t   N a m a   f a i l 	 +	>		2	  	>	  (	>	.	  8		*	>	&	?	$	  	0	G			 R e d i g  r   F i l n a v n 	 U p r a v i t   n  z e v   s o u b o r u 	 E d y t u j   n a z w   p l i k u 	 F  j l n  v   s z e r k e s z t  s e 	 M u o k k a a   t i e d o s t o n i m i 	 E n d r e   f i l n a v n 	 U p r a v i e  n  z o v   s  b o r u 	 B e s t a n d s n a a m   b e w e r k e n 	 R e d i g e r a   f i l n a m n 	 U r e d i   i m e   d a t o t e k e 	 E d i t a r e   n u m e   f i _i e r 	 U r e d i   I m e   D a t o t e k e 	     	     	  540:B8@09  <5B>  =0  $09;0	 +	>		2	(	>		5	  8		*	>	&	?	$	  	0	>		 HJ1'J4  F'E  ~1HF/G	 A'&D    F'E  E  'y  ,&	   	 [ 						  			  								] 	 +
>
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	 +H2M  (G.M  !?M  G/A.A	  5403C20B8  V<' O  D09;C	 









  





  


	       	 H l e l a   i g a m a   l e f a y e l a 	 L u n g i s a   i g a m a   l e f a y l e 	 H a r i r i   j i n a   l a   f a i l i 	 W y s i g   l  e r n a a m 	 R e d a g u o t i   f a i l o   p a v a d i n i m 	 R e d i #t   f a i l a   n o s a u k u m u 	 R e d i g e e r i   f a i l i n i m e 	 =tbacel  aulk  avxvh	       	 E d i t a r e   n u m e   f i _i e r 	 +
/
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	 +>2  (>.  8.M*>&(  0(M$A	 	 					  			  								  				 	 	 	 	 	 	 	 E d i t a r   n o m e   d e   a r q u i v o 
 
 S T R _ I D _ P H O A R T _ E F F E C T _ G R A Y S C A L E 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - G r a y s c a l e ] 	 G r a y s c a l e 	 pp	 pp6	 2'3	 E s c a l a   d e   g r i s e s 	 G r i s 	 G r a u s t u f e 	 !5@0O  30<<0	 S c a l a   d e l   G r i g i o 	 /1,'*  'D1E'/J	 E s c a l a   d e   c i n z e n t o s 	 S i y a h   B e y a z 	 M  u   x  m 	 G r a y s c a l e 	 S k a l a   k e l a b u 	 	M	0	G	8	M		G	2		 G r  t o n e 	 `e d    s t u p n i c e 	 S k a l a   s z a r o [c i 	 S z  r k e  r n y a l a t o s 	 H a r m a a s k a a l a 	 G r  s k a l a 	 S i v    s t u p n i c a 	 G r i j s s c h a a l 	 G r  s k a l a 	 S i v i   t o n 	 T o n u r i   d e   g r i 	 S i v a   S k a l a 	     	   	 !:0;0  =0  A82>B>	 	M	0	G	8	M		G	2		 3'JG  .'C3*1I	 1  '3D	 	 										 8
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  




	   	 I - G r a y s c a l e 	 I - G r a y s c a l e 	 K i j i v u 	 S w a r t - e n - w i t 	 P u s t o n i s  s k a l 	 P e l k   s k a l a 	 H a l l i s k a a l a 	 3xw  eavcvek  }avdrao	 - 	 T o n u r i   d e   g r i 	 
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	 M0G8MG2	 	 				  						 	 	 	 	 	 	 	 E s c a l a   d e   c i n z a 
 
 S T R _ I D _ P H O A R T _ E F F E C T _ S E P I A 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - S e p i a ] 	 S e p i a 	 _S	 
YS	 5@5"	 S e p i a 	 S  p i a 	 S e p i a 	 !5?8O	 S e p p i a 	 'DB/JE	 S  p i a 	 S e p i a 	 M  u   n  u   	 S e p i a 	 S e p i a 	 	9	0	>		 S e p i a 	 S e p i a 	 S e p i a 	 S z  p i a 	 S e e p i a 	 S e p i a 	 S  p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 S e p i a 	 	 	 !5?8O	 8	?	*	?	/	>		 3H('	 3~'	 	 							 8
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	 	 I - S e p i a 	 N t s u n d u 	 S e p i a 	 S e p i a 	 T a m s i a i   r u s v a 	 S p i j a 	 S e e p i a 	 Mezka	 S e p i a 	 S e p i a 	 8
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	 8G*?	 	 					  							 	 	 	 	 	 	 	 S  p i a 
 
 S T R _ I D _ P H O A R T _ E F F E C T _ S E P I A _ G R E E N 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - S e p i a   G r e e n ] 	 S e p i a   g r e e n 	 _S}	 
YS~	 5@5"@5"'	 S e p i a   v e r d e 	 S  p i a   v e r t 	 S e p i a   g r  n 	 !5?8O- 75;5=K9	 V e r d e   S e p p i a 	 #.61	 S  p i a   v e r d e 	 S e p i a   Y e _i l 	 M  u   x a n h   l    c  y 	 S e p i a   G r e e n 	 S e p i a   h i j a u 	 	9	0	>	  9	0	>		 S e p i a   G r  n 	 S e p i a   G r e e n   -   z e l e n  	 Z i e l o n a   s e p i a 	 S z  p i a   z  l d 	 S e e p i a n   v i h r e  	 S e p i a g r  n n 	 S  p i a   z e l e n  	 S e p i a g r o e n 	 S e p i a g r  n t 	 S e p i a   z e l e n o 	 S e p i a   v e r d e 	 S e p i a   S i v a 	   	   	 !5?8O  5;5=>	 8	?	*	?	/	>	  	M	0	@	(		 3~J'I  3(2	 3~'  1'	     ( ) 	 						  					 8
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  



	   	 I - S e p i a   g r e e n 	 N t s u n d u   o k w e n g c a 	 S e p i a   k i j a n i 	 S e p i a - g r o e n 	 }a l s v a   t a m s i a i   r u s v a 	 S p i j a   z a <a 	 S e e p i a ,   r o h e l i n e 	 Mezka  oavay	 S e p i a   	 S e p i a   v e r d e 	 8
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 
 S T R _ I D _ P H O A R T _ E F F E C T _ S E P I A _ B L U E 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - S e p i a   B l u e ] 	 S e p i a   b l u e 	 _Sͅ	 
YS݄	 5@5"I3@4	 S e p i a   a z u l 	 S  p i a   b l e u 	 S e p i a   b l a u 	 !5?8O- A8=89	 B l u   S e p p i a 	 #21B	 S  p i a   a z u l 	 S e p i a   M a v i 	 M  u   x a n h   d a   t r i 	 S e p i a   B l u e 	 S e p i a   b i r u 	 	9	0	>	  (	@	2	>		 S e p i a   B l  	 S e p i a   B l u e   -   m o d r  	 N i e b i e s k a   s e p i a   	 S z  p i a   k  k 	 S e e p i a n   s i n i n e n 	 S e p i a b l  	 S  p i a   m o d r  	 S e p i a b l a u w 	 S e p i a b l  t t 	 S e p i a   p l a v o 	 S e p i a   a l b a s t r u 	 S e p i a   M o d r a 	   	   	 !5?8O  !8=L>	 8	?	*	?	/	>	  ,	M	2	B		 3~J'I  "(I	 3~'  FD'	     ( ) 	 						  				 8
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  	   	 I - S e p i a   b l u e 	 N t s u n d u   o k w e s i b h a k a b h a k a 	 S e p i a   b l u u 	 S e p i a - b l o u 	 M l y n a   t a m s i a i   r u s v a 	 S p i j a   z i l a 	 S e e p i a ,   s i n i n e 	 Mezka  oazxu	 S e p i a   	 S e p i a   a l b a s t r u 	 8
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 
 S T R _ I D _ P H O A R T _ E F F E C T _ C O L O R _ I N V E R T 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - C o l o r   I n v e r t ] 	 C o l o r   i n v e r t 	 i_rGr	 i_rGr	 *5"I-%1	 I n v e r t i r   c o l o r 	 I n v e r s e r   c o u l e u r 	 F a r b i n v e r t i e r u n g 	 1@0I5=85  F25B>2	 I n v e r t i   C o l o r e 	 *:J1  'DDF	 I n v e r s  o   d e   c o r e s 	 R e n k   D  n  _t  r 	 C h      m   b n   m  u 	 C o l o r   I n v e r t 	 W a r n a   t e r b a l i k 	 	2	0	  	(	5	0	M			 F a r v e   n e g a t i v 	 I n v e r t o v a t   b a r v y 	 N e g a t y w 	 N e g a t  v 	 V  r i n   i n v e r t o i n t i 	 F a r g e n e g a t i v 	 I n v e r t o v a e  f a r b y 	 O m g e k e e r d e   k l e u r e n 	 I n v e r t e r a   f  r g 	 I n v e r z i j a   b o j a 	 I n v e r s a r e   c u l o a r e 	 B a r v n o   O b r n j e n o 	   	   	 =25@B8@0=5  =0  F2OB	 	2	0	  	(	5	0	M			 1FG'I  H'1HFG	 1F  (/D  /	   	 					  								 0
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	       	 I - C o l o r   i n v e r t 	 G q w e t h a   u m b a l a 	 K i b a d i l i   r a n g i 	 K l e u r n e g a t i e f 	 S p a l v s  p e r s t a t y m a s 	 K r s u   i n v e r s i j a 	 V  r v i d e   p   r a m i n e 	 3xuvek  w{xt	   	 I n v e r s a r e   c u l o r i 	 
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 
 S T R _ I D _ P H O A R T _ E F F E C T _ G R A Y _ I N V E R T 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - G r a y   I n v e r t ] 	 G r a y   i n v e r t 	 ppGr	 pp6Gr	 2'3"I-%1	 I n v e r t i r   g r i s 	 I n v e r s e r   g r i s 	 G r a u i n v e r t i e r u n g 	 1@0I5=85  A5@>3>	 I n v e r t i   g r i g i o 	 *:J1  'DDF  'D1E'/J	 I n v e r s  o   d o   c i n z e n t o 	 G r i   D  n  _t  r 	 C h      m   b n   x  m 	 G r a y   I n v e r t 	 K e l a b u   t e r b a l i k 	 	M	0	G	  	(	5	0	M		   	 G r  t   N e g a t i v 	 I n v e r t o v a t   ae d o u 	 O d w r  c e n i e   s z a r o [c i 	 S z  r k e   n e g a t  v 	 H a r m a a i n v e r t o i n t i 	 G r  n e g a t i v 	 I n v e r t o v a e  ae d  	 O m g e k e e r d   g r i j s 	 I n v e r t e r a   g r  t t 	 I n v e r z i j a   s i v o g a 	 I n v e r s a r e   t o n u r i   d e   g r i 	 S i v o   O b r n j e n o 	   	   	 =25@B  =0  !82>	 	M	0	G	  	(	5	0	M			 .'C3*1I  H'1HFG	 (H1'  ~F  (/D  /	   (   )   	 				  								 8
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	       	 I - G r a y   i n v e r t 	 G q w e t h a   o n g w e v u 	 K i b a d i l i   k i j i v u 	 G r y s n e g a t i e f 	 P i l k o s   s p .   p e r s t a t y m a s 	 P e l k s   i n v e r s i j a 	 H a l l i   p   r a m i n e 	 3xwk  w{xt	   	 I n v e r s a r e   t o n u r i   d e   g r i 	 
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 
 S T R _ I D _ P H O A R T _ E F F E C T _ W A T E R _ C O L O R 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - W a t e r   C o l o r ] 	 W a t e r   c o l o r 	 4li_ku	 4li_;u	 *5I3	 A c u a r e l a 	 A q u a r e l l e 	 W a s s e r f a r b e 	 >4=K9  F25B	 A c q u e r e l l o 	 E'!  EDHF	 A g u a r e l a 	 S u l u b o y a 	 T h u c   n c 	 W a t e r   C o l o r 	 W a r n a   a i r 	 5	>		0	  	2	0		 A k v a r e l 	 V o d o v    b a r v a 	 K o l o r   w o d n y 	 V  z f e s t  k 	 V e s i v  r i 	 V a n n f a r g e 	 A k v a r e l 	 W a t e r v e r f 	 V a t t e n f  r g   	 B o j a   v o d e 	 C u l o a r e a   a p e i 	 V o d n a   B a r v a 	 	   	 :20@5;	 5	>		0	  	2	0		 "(1F	 ~'F  '1F	   	 		  			 *
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	   	 I - W a t e r   c o l o r 	 M b a l a   w a m a n z i 	 R a n g i   y a   m a j i 	 W a t e r v e r f 	 V a n d e n s   s p a l v a 	 A k v a r e l i s 	 V e s i v  r v 	 Kaveo	   	 C u l o a r e   a p 	 
2
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	 *>#?  0M	 	 				  			 	 	 	 	 	 	 	 A q u a r e l a 
 
 S T R _ I D _ P H O A R T _ E F F E C T _ L I G H T _ B L U R 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - L i g h t   B l u r ] 	 L i g h t   b l u r 	 g	 {g	 I2-H-	 D e s e n f o q u e   l i g e r o 	 F l o u   l  g e r 	 L e i c h t   u n s c h a r f 	 !25B;>- A8=55	 A z z u r r o 	 3E'HJ	 D e s f o c a g e m   s u a v e 	 A  1k   m a v i 	 M m   m i 	 L i g h t   B l u e 	 K a b u r   s e d i k i t 	 9	2	M		>	  (	@	2	>		 L y s   B l  	 S v t l e   m o d r  	 J a s n y   n i e b i e s k i 	 V i l  g o s k  k 	 V a a l e a n   s i n i n e n 	 L y s e b l  	 S v e t l    m o d r  	 L i c h t   w a z i g 	 L j u s b l  t t 	 S v i j e t l o   p l a v o 	 A l b a s t r u   d e s c h i s 	 S v e t l o   M o d r a 	   	   	 !25B;>  !8=L>	 2	>			  ,	M	2	M	/	B		 E-HC1/F  .AJA	 D'  FD'	   	 						  				 9
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  




	 	 I - L i g h t   b l u r 	 M f i l i b a   o k h a p h u k h a p h u 	 U k u n g u   m w e p e s i 	 L i g t e   w a a s 	 N e d i d e l i s   b l a n k i n i m a s 	 V i e g l i   m i g l a i n s 	 K e r g e   h  g u s t a m i n e 	 9ei  arxxiuxv	   	 P a t   d e   l u m i n 	 2
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 
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 
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n o   Z a t e m n j e n o 	   	   	 !8;=>   07<070=>	 8	M		M	0	I			  ,	M	2	>	0		 E-HC1/F  BHI	 *2  D'	   	 						  						 $
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 
 S T R _ I D _ P H O A R T _ E F F E C T _ S H A R P E N 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - S h a r p e n ] 	 S h a r p e n 	 )R	 )R	 !
1	 A u m e n t a r   n i t i d e z 	 D u r 	 S c h  r f e n 	  57:>5	 R e n d i   N i t i d o 	 -'/	 A c e n t u a r 	 K e s k i n l e _t i r 	 S c   s o 	 S h a r p e n 	 T a j a m k a n 	 6	>	0	M	*	  	0	G		 	 S k  r p 	 Z a o s t Yi t 	 O s t r o [	  l e s  t  s 	 T a r k e n n a 	 S k j e r p 	 O s t r i e	 V e r s c h e r p t 	 S k  r p a 	 I z o at r i 	 A c c e n t u a r e   c l a r i t a t e 	 Z j a s n i 	 	 	 7>AB@5=>	 6	0	M	*	(		 *J2C1/F	 H'6-	 	 								 $
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 
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16I	 M  s   n i t i d e z 	 P l u s   d u r 	 S c h  r f e r 	 G5=L  @57:>5	 A n c o r a   p i u '   n i t i d o 	 -'/  ,/'	 A c e n t u a r   m a i s 	 D a h a   f a z l a   k e s k i n l e _t i r 	 R t   s c   s o 	 M o r e   S h a r p e n 	 T a j a m k a n   l a g i 	 	'	?		  6	>	0	M	*	(		 M e r e   S k  r p n i n g 	 Z a o s t Yi t   v  c e 	 W i c e j   o s t r o [c i 	 T  b b    l e s  t  s 	 T a r k e n n a   e n e m m  n 	 S k j e r p   y t t e r l i g e r e 	 V i a c   o s t r i e	 N o g   m e e r   v e r s c h e r p t 	 S k  r p a   m e r 	 J o a  i z o at r i 	 A c c e n t u a r e   s u p l i m e n t a r   c l a r i t a t e 	 B o l j   Z j a s n i 	 	   	 >- 70A8;5=>	 .	K	0	  6	0	M	*	(		 *J2C1/F  (J4*1	 2'/  H'6-	   	 			  								 
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	   	 C i j i s a   k a k h u l u 	 L o l a   n g a p h e z u l u 	 S a f i   z a i d i 	 V e r s k e r p   m e e r 	 L a b i a u   p a r y ak i n t i 	 V l   a s k u 	 L i s a   t e r a v u s t 	 1~elk  p}ao	   	 C o n t u r a r e   s u p e r i o a r 	 
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	 '?  $@M7M(	 	 				  				  				 	 	 	 	 	 	 	 M a i s   a c e n t u a d o 
 
 S T R _ I D _ P H O A R T _ E F F E C T _ M E D I A N 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - M e d i a n ] 	 M e d i a n 	 Seޞ	 Sep	 H2%2	 M e d i a n a 	 M  d i a n e 	 M i t t e l w e r t 	 !@54=55	 M e d i a n o 	 E*H37	 M  d i a 	 O r t a l a 	 B   i   v t   c h m 	 M e d i a n 	 M e d i a n 	 .	@	!	?	/	(		 M i d t e r 	 S t Ye d n    h o d n o t a 	 Zr o d k o w y 	 M e d i  n 	 K e s k i v e r t o 	 M i d d e l s 	 P r o s t r e d n  	 M e d i a a n 	 M e l l a n 	 U m j e r e n o 	 M e d i a n 	 S r e d i n s k i 	 	 	 !@54=>	 .	G	!	?	/	(		 EJ'FG	 E&F	 	 								 5
?


>
0
2
>
	 .@!?/(M	 54V0=0	 






	 	 I - M e d i a n 	 M b i n d i 	 W a s t a n i 	 M e d i a a n 	 V i d u r i n i s 	 V i d j s 	 K e s k v   r t u s 	 Dk{vackn	 	 M e d i a n 	 .
@
!
?
/
(
M
	 .G!?(	 	 					 	 	 	 	 	 	 	 M e d i a n o 
 
 S T R _ I D _ P H O A R T _ E F F E C T _ D I L A T I O N 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - D i l a t i o n ] 	 D i l a t i o n 	 dce	 ibce	 2#"2" 2	 D i l a c i  n 	 D i l a t a t i o n 	 A u s d e h n u n g 	  0AH8@5==>5	 D i l a t a z i o n e 	 *H3J9	 D i l a t a   o 	 G e n i _l e t 	 M   r n g 	 D i l a t i o n 	 P e n d i l a t a n 	 !	>		2	G	6	(		 U d v i d e l s e 	 R o z t a ~e n  	 R o z s z e r z e n i e 	 T  g  t  s 	 L a a j e n n u s 	 F o r s t  r r e l s e 	 R o z t i a h n u t i e 	 V e r d u n n i n g 	 U t v i d g n i n g 	 P r o ai r e n j e 	 D i l a t a r e 	 `i r j e n j e 	 	 	  07<820=5	 !	>	/	2	G	6	(		 C4J/I	 ~D'  F'	 	 								 +
H
2
>
	
#
>
	 !H2G7(M	  >7H8@5==O	 






	 	 I - D i l a t i o n 	 K w a n d i s a 	 U t a n u a j i 	 U i t s e t t i n g 	 I as p l t i m a s 	 I z p l e aa n a 	 L a i e n d a m i n e 	 8vdaqaoxt	       	 D i l a t a r e 	 !
/
2
@
7
(
M
	 !>2G8(	 	 								 	 	 	 	 	 	 	 D i l a t a   o 
 
 S T R _ I D _ P H O A R T _ E F F E C T _ E R O S I O N 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ T I T L E 	 [ M e n u - E r o s i o n ] 	 E r o s i o n 	 PU	 P	 2#"H- 2	 E r o s i  n 	 E r o s i o n 	 E r o s i o n 	  07<KB>5	 E r o s i o n e 	 *#CD	 E r o s  o 	 A _1n d 1r m a 	 n   m  n 	 E r o s i o n 	 H a k i s a n 	 	0	K		<	(		 U d h u l i n g 	 R o z r u ae n  	 E r o z j a 	 E r  z i  	 S y  v y t y s 	 E r o s j o n 	 R o z r u ae n i e 	 E r o s i e 	 E r o s i o n 	 E r o z i j a 	 E r o z i u n e 	 E r o z i j a 	 	 	 !JAB0@O20=5	 	0	I	8	?	/	(		 A13H/I	 3F'	 	 						 "
>
9
	 0K(M	 2C65==O	 




	 	 I - E r o s i o n 	 K h u k u l i s e k o 	 U m o m o n y o a j i 	 E r o s i e 	 I ag r a u ~i m a s 	 E r o z i j a 	 E r o s i o o n 	 7xfka	 	 E r o d a r e 	 
1
K
7
(
M
	 0G(	 	 					  				 	 	 	 	 	 	 	 E r o s  o 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 1 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   1 ] 	 F r a m e   1 	 WFh N	 VFh N	 @#!  1 	 M a r c o   1 	 C a d r e   1 	 R a h m e n   1 	  0<:0  1 	 C o r n i c e   1 	 '7'1  1 	 M o l d u r a   1 	  e r  e v e   1 	 K h u n g   n h   1 	 F r a m e   1 	 B i n g k a i   1 	 +	M	0	H	.	  1  	 R a m m e   1 	 R  m   1 	 R a m k a   1 	 1 .   k  p 	 K e h y s   1 	 R a m m e   1 	 R  m   1 	 K a d e r   1 	 B i l d r u t a   1 	 S l i 
i c a   1 	 C a d r u l   1 	 O k v i r   1 	   1 	   1 	  0<:0  1 	 +	M	0	G	.	  1 	 B'(  1 	 A1E  1 	   1 	 					  		 "
>


>
  1 	 +M0G.M  1 	  0<:0  1 	 




  1 	   1 	 I f r e m u   1 	 I f r e y i m i - 1 	 F r e m u   1 	 R a a m   1 	 1   r m e l i s 	 1 .   r m i s 	 K a a d e r   1 	 G{avao  1 	   1 	 C a d r u   1 	 +
M
0
F
/
?

  1 	 +M0G.  1 	 	 					  1 	 	 	 	 	 	 	 	 Q u a d r o   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 2 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   2 ] 	 F r a m e   2 	 WFhN	 VFhN	 @#!  2 	 M a r c o   2 	 C a d r e   2 	 R a h m e n   2 	  0<:0  2 	 F r a m e   2 	 '7'1  2 	 M o l d u r a   2 	  e r  e v e   2 	 K h u n g   n h   2 	 F r a m e   2 	 B i n g k a i   2 	 +	M	0	H	.	  2  	 R a m m e   2 	 R  m   2 	 R a m k a   2 	 2 .   k  p 	 K e h y s   2 	 R a m m e   2 	 R  m   2 	 K a d e r   2 	 B i l d r u t a   2 	 S l i 
i c a   2 	 C a d r u l   2 	 O k v i r   2 	   2 	   2 	  0<:0  2 	 +	M	0	G	.	  2 	 B'(  2 	 A1E  2 	   2 	 					  		 "
>


>
  2 	 +M0G.M  2 	  0<:0  2 	 




  2 	   2 	 I f r e m u   2 	 I f r e y i m i - 2 	 F r e m u   2 	 R a a m   2 	 2   r m e l i s 	 2 .   r m i s 	 K a a d e r   2 	 G{avao  2 	   2 	 C a d r u   2 	 +
M
0
F
/
?

  2 	 +M0G.  2 	 	 	 	 	 	 	 	 	 	 Q u a d r o   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 3 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   3 ] 	 F r a m e   3 	 WFh	N	 VFh	N	 @#!  3 	 M a r c o   3 	 C a d r e   3 	 R a h m e n   3 	  0<:0  3 	 C o r n i c e   3 	 '7'1  3 	 M o l d u r a   3 	  e r  e v e   3 	 K h u n g   n h   3 	 F r a m e   3 	 B i n g k a i   3 	 +	M	0	H	.	  3 	 R a m m e   3 	 R  m   3 	 R a m k a   3 	 3 .   k  p 	 K e h y s   3 	 R a m m e   3 	 R  m   3 	 K a d e r   3 	 B i l d r u t a   3 	 S l i 
i c a   3 	 C a d r u l   3 	 O k v i r   3 	   3 	   3 	  0<:0  3 	 +	M	0	G	.	  3 	 B'(  3 	 A1E  3   	   3 	 					  		 "
>


>
  3 	 +M0G.M  3 	  0<:0  3 	 




  3 	   3 	 I f r e m u   3 	 I f r e y i m i - 3 	 F r e m u   3 	 R a a m   3 	 3   r m e l i s 	 3 .   r m i s 	 K a a d e r   3 	 G{avao  3 	   3 	 C a d r u   3 	 +
M
0
F
/
?

  3 	 +M0G.  3 	 	 	 	 	 	 	 	 	 	 Q u a d r o   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 4 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   4 ] 	 F r a m e   4 	 WFhV	 VFhV	 @#!  4 	 M a r c o   4 	 C a d r e   4 	 R a h m e n   4 	  0<:0  4 	 C o r n i c e   4 	 '7'1  4 	 M o l d u r a   4 	  e r  e v e   4 	 K h u n g   n h   4 	 F r a m e   4 	 B i n g k a i   4 	 +	M	0	H	.	  4 	 R a m m e   4 	 R  m   4 	 R a m k a   4 	 4 .   k  p 	 K e h y s   4 	 R a m m e   4 	 R  m   4 	 K a d e r   4 	 B i l d r u t a   4 	 S l i 
i c a   4 	 C a d r u l   4 	 O k v i r   4 	   4 	   4 	  0<:0  4 	 +	M	0	G	.	  4 	 B'(  4 	 A1E  4   	   4 	 					  		 "
>


>
  4 	 +M0G.M  4 	  0<:0  4 	 




  4 	   4 	 I f r e m u   4 	 I f r e y i m i - 4 	 F r e m u   4 	 R a a m   4 	 4   r m e l i s 	 4 .   r m i s 	 K a a d e r   4 	 G{avao  4 	   4 	 C a d r u   4 	 +
M
0
F
/
?

  4 	 +M0G.  4 	 	 	 	 	 	 	 	 	 	 Q u a d r o   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 5 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   5 ] 	 F r a m e   5 	 WFhN	 VFhN	 @#!  5 	 M a r c o   5 	 C a d r e   5 	 R a h m e n   5 	  0<:0  5 	 C o r n i c e   5 	 '7'1  5 	 M o l d u r a   5 	  e r  e v e   5 	 K h u n g   n h   5 	 F r a m e   5 	 B i n g k a i   5 	 +	M	0	H	.	  5  	 R a m m e   5 	 R  m   5 	 R a m k a   5 	 5 .   k  p 	 K e h y s   5 	 R a m m e   5 	 R  m   5 	 K a d e r   5 	 B i l d r u t a   5 	 S l i 
i c a   5 	 C a d r u l   5 	 O k v i r   5 	   5 	   5 	  0<:0  5 	 +	M	0	G	.	  5 	 B'(  5 	 A1E  5 	   5 	 					  		 "
>


>
  5 	 +M0G.M  5 	  0<:0  5 	 




  5 	   5 	 I f r e m u   5 	 I f r e y i m i - 5 	 F r e m u   5 	 R a a m   5 	 5   r m e l i s 	 5 .   r m i s 	 K a a d e r   5 	 G{avao  5 	   5 	 C a d r u   5 	 +
M
0
F
/
?

  5 	 +M0G.  5 	 	 	 	 	 	 	 	 	 	 Q u a d r o   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 6 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   6 ] 	 F r a m e   6 	 WFhmQ	 VFhmQ	 @#!  6 	 M a r c o   6 	 C a d r e   6 	 R a h m e n   6 	  0<:0  6 	 C o r n i c e   6 	 '7'1  6 	 M o l d u r a   6 	  e r  e v e   6 	 K h u n g   n h   6 	 F r a m e   6 	 B i n g k a i   6 	 +	M	0	H	.	  6 	 R a m m e   6 	 R  m   6 	 R a m k a   6 	 6 .   k  p 	 K e h y s   6 	 R a m m e   6 	 R  m   6 	 K a d e r   6 	 B i l d r u t a   6 	 S l i 
i c a   6 	 C a d r u l   6 	 O k v i r   6 	   6 	   6 	  0<:0  6 	 +	M	0	G	.	  6 	 B'(  6 	 A1E  6 	   6 	 					  		 "
>


>
  6 	 +M0G.M  6 	  0<:0  6 	 




  6 	   6 	 I f r e m u   6 	 I f r e y i m i - 6 	 F r e m u   6 	 R a a m   6 	 6   r m e l i s 	 6 .   r m i s 	 K a a d e r   6 	 G{avao  6 	   6 	 C a d r u   6 	 +
M
0
F
/
?

  6 	 +M0G.  6 	 	 	 	 	 	 	 	 	 	 Q u a d r o   6 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 7 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   7 ] 	 F r a m e   7 	 WFhN	 VFhN	 @#!  7 	 M a r c o   7 	 C a d r e   7 	 R a h m e n   7 	  0<:0  7 	 C o r n i c e   7 	 '7'1  7 	 M o l d u r a   7 	  e r  e v e   7 	 K h u n g   n h   7 	 F r a m e   7 	 B i n g k a i   7 	 +	M	0	H	.	  7  	 R a m m e   7 	 R  m   7 	 R a m k a   7 	 7 .   k  p 	 K e h y s   7 	 R a m m e   7 	 R  m   7 	 K a d e r   7 	 B i l d r u t a   7 	 S l i 
i c a   7 	 C a d r u l   7 	 O k v i r   7 	   7 	   7 	  0<:0  7 	 +	M	0	G	.	  7 	 B'(  7 	 A1E  7 	   7 	 					  		 "
>


>
  7 	 +M0G.M  7 	  0<:0  7 	 




  7 	   7 	 I f r e m u   7 	 I f r e y i m i - 7 	 F r e m u   7 	 R a a m   7 	 7   r m e l i s 	 7 .   r m i s 	 K a a d e r   7 	 G{avao  7 	   7 	 C a d r u   7 	 +
M
0
F
/
?

  7 	 +M0G.  7 	 	 	 	 	 	 	 	 	 	 Q u a d r o   7 	 	 	 	 	 	 	 	 7 . m a r k o a 	 F r a m e   7 	 M a r c o   7 	 F r a m e   a s a a 	 F r  m a   7 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 8 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   8 ] 	 F r a m e   8 	 WFhkQ	 VFhkQ	 @#!  8 	 M a r c o   8 	 C a d r e   8 	 R a h m e n   8 	  0<:0  8 	 C o r n i c e   8 	 '7'1  8 	 M o l d u r a   8 	  e r  e v e   8 	 K h u n g   n h   8 	 F r a m e   8 	 B i n g k a i   8 	 +	M	0	H	.	  8  	 R a m m e   8 	 R  m   8 	 R a m k a   8 	 8 .   k  p 	 K e h y s   8 	 R a m m e   8 	 R  m   8 	 K a d e r   8 	 B i l d r u t a   8 	 S l i 
i c a   8 	 C a d r u l   8 	 O k v i r   8 	   8 	   8 	  0<:0  8 	 +	M	0	G	.	  8 	 B'(  8 	 A1E  8   	   8 	 					  		 "
>


>
  8 	 +M0G.M  8 	  0<:0  8 	 




  8 	   8 	 I f r e m u   8 	 I f r e y i m i - 8 	 F r e m u   8 	 R a a m   8 	 8   r m e l i s 	 8 .   r m i s 	 K a a d e r   8 	 G{avao  8 	   8 	 C a d r u   8 	 +
M
0
F
/
?

  8 	 +M0G.  8 	 	 	 	 	 	 	 	 	 	 Q u a d r o   8 	 	 	 	 	 	 	 	 8 . m a r k o a 	 F r a m e   8 	 M a r c o   8 	 F r a m e   a s a t 	 F r  m a   8 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 9 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   9 ] 	 F r a m e   9 	 WFh]N	 VFh]N	 @#!  9 	 M a r c o   9 	 C a d r e   9 	 R a h m e n   9 	  0<:0  9 	 C o r n i c e   9 	 '7'1  9 	 M o l d u r a   9 	  e r  e v e   9 	 K h u n g   n h   9 	 F r a m e   9 	 B i n g k a i   9 	 +	M	0	H	.	  9 	 R a m m e   9 	 R  m   9 	 R a m k a   9 	 9 .   k  p 	 K e h y s   9 	 R a m m e   9 	 R  m   9 	 K a d e r   9 	 B i l d r u t a   9 	 S l i 
i c a   9 	 C a d r u l   9 	 O k v i r   9 	   9 	   9 	  0<:0  9 	 +	M	0	G	.	  9 	 B'(  9 	 A1E  9 	   9 	 					  		 "
>


>
  9 	 +M0G.M  9 	  0<:0  9 	 




  9 	   9 	 I f r e m u   9 	 I f r e y i m i - 9 	 F r e m u   9 	 R a a m   9 	 9   r m e l i s 	 9 .   r m i s 	 K a a d e r   9 	 G{avao  9 	   9 	 C a d r u   9 	 +
M
0
F
/
?

  9 	 +M0G.  9 	 	 	 	 	 	 	 	 	 	 Q u a d r o   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 1 0 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 [ M e n u - F r a m e   1 0 ] 	 F r a m e   1 0 	 WFhAS	 VFhAS	 @#!  1 0 	 M a r c o   1 0 	 C a d r e   1 0 	 R a h m e n   1 0 	  0<:0  1 0 	 C o r n i c e   1 0 	 '7'1  1 0 	 M o l d u r a   1 0 	  e r  e v e   1 0 	 K h u n g   n h   1 0 	 F r a m e   1 0 	 B i n g k a i   1 0   	 +	M	0	H	.	  1  0 	 R a m m e   1 0 	 R  m   1 0 	 R a m k a   1 0 	 1 0 .   k  p 	 K e h y s   1 0 	 R a m m e   1 0 	 R  m   1 0 	 K a d e r   1 0 	 B i l d r u t a   1 0 	 S l i 
i c a   1 0 	 C a d r u l   1 0 	 O k v i r   1 0 	   1 0 	   1 0 	  0<:0  1 0 	 +	M	0	G	.	  1 0 	 B'(  1 0 	 A1E  1 0 	   1 0 	 					  			 "
>


>
  1 0 	 +M0G.M  1 0 	  0<:0  1 0 	 




  1 0 	   1 0 	 I f r e m u   1 0 	 I f r e y i m i - 1 0 	 F r e m u   1 0 	 R a a m   1 0 	 1 0   r m e l i s 	 1 0 .   r m i s 	 K a a d e r   1 0 	 G{avao  1 0 	   1 0 	 C a d r u   1 0 	 +
M
0
F
/
?

  1 0 	 +M0G.  1 0 	 	 	 	 	 	 	 	 	 	 Q u a d r o   1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ T E X T _ E D I T O R 	 P H O E D T 	 T I T L E 	 [ T i t l e - E d i t   T e x t ] 	 E d i t   t e x t 	 }/eW[	 eW[	 AIDI-'2!	 E d i t a r   t e x t o 	 E d i t e r   l e   t e x t e 	 T e x t   b e a r b e i t e n 	  540:B.   B5:AB	 M o d i f i c a   T e s t o 	 *9/JD  'DF5	 E d i t a r   t e x t o 	 M e t n i   d  z e n l e 	 S a   k    t 	 E d i t   T e x t 	 E d i t   T e k s 	 	2	G		  8		*	>	&	?	$	  	0	G			 R e d i g  r   T e k s t 	 U p r a v i t   t e x t 	 E d y t u j   t e k s t 	 S z  v e g   s z e r k e s z t  s e 	 E d i t o i   t e k s t i  	 E n d r e   t e k s t 	 U p r a v i e  t e x t 	 T e k s t   b e w e r k e n 	  n d r a   t e x t 	 U r e i v a n j e   t e k s t a 	 E d i t a r e   t e x t 	 U r e d i   B e s e d i l o 	   	   	  540:B8@09  "5:AB	 	G		M	8	M		  8		*	>	&	?	$	  	0	>		 H1'4  E*F	 y3y  'y  ,&	   	 						  									 .
B
2
  8
p
*
>
&
(
	 FM8MM  !?M  G/A.A	  5403C20B8  B5:AB	 







  





  


	     	 H l e l a   u m b h a l o 	 L u n g i s a   I g a m a 	 H a r i r i   m a a n d i s h i 	 W y s i g   t e k s 	 R e d a g u o t i   t e k s t 	 R e d i #t   t e k s t u 	 R e d i g e e r i   t e k s t i 	 =tbacel  e}h	     	 E d i t a r e   t e x t 	 
F

M
8
M
1
M
1
M
  
!
?
1
M
1
M
  
F
/
M
/
B
	 *>   8.M*>&(  0(M$A	 	 			  								  				 	 	 	 	 	 	 	 E d i t a r   t e x t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ T E X T _ T E X T _ C O L O R 	 P H O E D T 	 I C O N T E X T 	 [ I n l i n e -   c o l o r   o f   t e x t ] 	 T e x t   c o l o r 	 eW[Or	 eW[r	 *5I-'2!	 C o l o r   d e   t e x t o 	 C o u l e u r   d u   t e x t e 	 T e x t f a r b e 	 &25B  B5:AB0	 C o l o r e   T e s t o 	 DHF  'DF5	 C o r   d o   t e x t o 	 M e t i n   r e n g i 	 K    t   m  u 	 T e x t   C o l o r 	 W a r n a   t e k s 	 	2	G		  0				 T e k s t   F a r v e 	 B a r v a   t e x t u 	 K o l o r o w y   t e k s t 	 S z  v e g   s z  n e 	 T e k s t i n   v  r i 	 T e k s t f a r g e 	 F a r b a   t e x t u 	 T e k s t k l e u r 	 T e x t f  r g 	 B o j a   t e k s t a 	 C u l o a r e   t e x t 	 B a r v a   B e s e d i l a 	   	   	 &2OB  =0  "5:AB	 	G		M	8	M		  	2	0	  	0	>		 1F  E*F	 y3y  '  1F	   	 						  		  	 .
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	   	 U m b a l a   w o m b h a l o 	 U m b a l a   w I g a m a 	 R a n g i   y a   m a a n d i s h i 	 T e k s k l e u r 	 T e k s t o   s p a l v a 	 T e k s t a   k r s a 	 T e x t i   v  r v 	 Oe}k  cxuv	   	 C u l o a r e   t e x t 	 
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 S T R _ I D _ P H O A R T _ T E X T _ B O R D E R _ C O L O R 	 P H O E D T 	 I C O N T E X T 	 [ I n l i n e - B o r d e r   C o l o r ] 	 B o r d e r   c o l o r 	 FhOr	 Fhr	 *5-	 C o l o r   d e   b o r d e 	 C o u l e u r   d u   c a d r e 	 G r e n z f a r b e 	 &25B  3@0=8FK	 C o l o r e   d e l   B o r d o 	 DHF  'D'7'1	 C o r   d a s   m a r g e n s 	 K e n a r   r e n g i 	 M  u   s c   n g   v i n 	 B o r d e r   C o l o r 	 W a r n a   J i d a r 	 ,	K	0	M	!	0	  	2	0		 G r  n s e   F a r v e 	 B a r v a   o k r a j e 	 K o l o r   o b r a m o w a n i a 	 K e r e t   s z  n e 	 R e u n a v i i v a n   v  r i 	 K a n t f a r g e 	 F a r b a   o k r a j a 	 R a n d k l e u r 	 F  r g   p    k a n t l i n j e n 	 B o j a   r u b a 	 C u l o a r e   p e n t r u   b o r d u r i 	 B a r v a   R o b a 	   	   	 &2OB  =0   0<:0B0	 ,	I	0	M	!	0	  	2	0		 1F  CF'1G	 -'4  '  1F	   	 						  			 
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 S T R _ I D _ P H O A R T _ T E X T _ S H A D O W _ C O L O R 	 P H O E D T 	 I C O N T E X T 	 [ I n l i n e - S h a d o w   C o l o r ] 	 S h a d o w   c o l o r 	 pq_Or	 4q_r	 *5@2	 C o l o r   d e   s o m b r a 	 C o u l e u r   d e s   o m b r e s 	 S c h a t t e n f a r b e 	 &25B  B5=8	 C o l o r e   d e l l ' O m b r a 	 DHF  'D8D	 C o r   d o   s o m b r e a d o 	 G  l g e   r e n g i 	 M  u   n n 	 S h a d o w   C o l o r 	 W a r n a   B a y a n g 	 6	H	!	K	  	2	0		 S k y g g e   F a r v e 	 B a r v a   s t  n u 	 K o l o r   c i e n i a 	  r n y  k   s z  n e 	 V a r j o s t u k s e n   v  r i 	 S k y g g e f a r g e 	 F a r b a   t i e Ha   	 S c h a d u w k l e u r 	 S k u g g s f  r g 	 B o j a   s j e n e 	 C u l o a r e   p e n t r u   u m b r i r e 	 B a r v a   S e n c 	   	   	 &2OB  =0  AO=:0B0	 6	G	!	K	  	2	0		 1F  3'JG	 3'  '  1F	   	 						  			 *
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i n a   f o n t a 	 D i m e n s i u n e   f o n t 	 V e l i k o s t   r k 	   	   	 >;5<8=0  =0  H@8DB0	 +	I	(	M		  8	>				 'F/'2G  BDE	 -1HA  '  3'&2	   	 						  					 +
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 S T R _ I D _ P H O A R T _ T E X T _ I T A L I C 	 P H O E D T 	 I C O N T E X T 	 [ I n l i n e - I t a l i c ] 	 I t a l i c 	 eԚ	 eSO	 1'@-5"	 C u r s i v a 	 I t a l i q u e 	 K u r s i v 	 C@A82	 C o r s i v o 	 E'&D	 I t  l i c o 	 Y a n a   y a t 1k 	 D n g   c h   n g h i  n g 	 I t a l i c 	 I t a l i k 	 		G	2	?			 K u r s i v 	 K u r z  v a 	 I t a l i c 	 D Ql t 	 V i i s t o u s 	 K u r s i v 	 K u r z  v a 	 C u r s i e f 	 K u r s i v 	 U k o ae n o 	 C u r s i v 	 I t a l i c 	   	 	 0:;>=5=  H@8DB	 		>	2	?			 E'JD	 *1'	 	 									 "
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	   	 I s i t a y e l a   s o m b h a l o 	 U h l o b o   l w I g a m a 	 M t i n d o   w a   m a a n d i s h i 	 T e k s s t y l 	 T e k s t o   s t i l i u s 	 T e k s t a   s t i l s 	 T e k s t i l a a d 	 Oe}aukv  xs	   	 S t i l   t e x t 	 
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	 *>   7M>2	 	 			  					 	 	 	 	 	 	 	 E s t i l o   d e   t e x t o 
 
 S T R _ I D _ P H O A R T _ T E X T _ S I Z E _ S M A L L 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - S m a l l   F o n t ] 	 S m a l l 	 \	 \	 2@%G	 P e q u e  a 	 P e t i t 	 K l e i n 	 0;5=L:89  H@8DB	 P i c c o l o 	 5:J1	 P e q u e n o 	 K    k 	 D n g   c h   n h 	 S m a l l   F o n t 	 K e c i l 	 	K		>		 L i l l e   F o n t 	 M a l    p  s m o 	 M a Ba   c z c i o n k a 	 K i c s i 	 P i e n i   k i r j a s i n k o k o 	 L i t e n   f o n t 	 M a l    p  s m o 	 K l e i n   	 S m    t e c k e n s n i t t 	 M a l i   f o n t 	 F o n t   m i c 	 M a l e   r k e 	   	   	 0;J:  H@8DB	 2	9	>	(	  +	I	(	M			 CHC	 Hy  -1HA	   	 			  	 
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	   	 I f o n t i   e n c a n e 	 I f o n t i   e n c i n c i 	 F o n t i   n d o g o 	 K l e i n 	 S m u l k u s   ar i f t a s 	 M a z s   f o n t s 	 V  i k e   f o n t 	 Sx  a|ae}ao	   	 C a r a c t e r e   m i c i 	 
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 S T R _ I D _ P H O A R T _ T E X T _ S I Z E _ M E D I U M 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - M e d i u m     F o n t ] 	 M e d i u m 	 -N	 -N	 2%2	 M e d i a n a 	 M o y e n 	 M i t t e l 	 !@54=89  H@8DB	 M e d i o 	 E*H37	 M  d i o 	 N o r m a l 	 D n g   c h   t r u n g   b  n h 	 M e d i u m     F o n t 	 S e d e r h a n a 	 .	'	M	/	.	  	 M e l l e m   F o n t 	 S t Ye d n    p  s m o 	 Zr e d n i a   c z c i o n k a 	 K  z e p e s 	 K e s k i m   r  i n e n   k i r j a s i n k o k o 	 M e d i u m   f o n t 	 S t r e d n    p  s m o 	 M i d d e l g r o o t   	 M e l l a n   t e c k e n s n i t t 	 S r e d n j i   f o n t 	 F o n t   m e d i u 	 S r e d n j e   r k e 	   	   	 !@545=  H@8DB	 .	'	M	/	.	  +	I	(	M			 E*H37	 E*H37  -1HA	   	 							 .
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 
 S T R _ I D _ P H O A R T _ T E X T _ S I Z E _ L A R G E 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - L a r g e   F o n t ] 	 L a r g e 	 'Y	 'Y	 2C+
H	 G r a n d e 	 G r a n d 	 G r o  	 >;LH>9  H@8DB	 G r a n d e 	 C(J1	 G r a n d e 	 B  y  k 	 D n g   c h   t o 	 L a r g e   F o n t 	 B e s a r 	 ,	!	<	>		 S t o r   F o n t 	 V e l k    p  s m o 	 S z e r o k a   c z c i o n k a 	 N a g y 	 S u u r i   k i r j a s i n k o k o 	 S t o r   f o n t 	 V e >k    p  s m o 	 G r o o t   	 S t o r t   t e c k e n s n i t t 	 V e l i k i   f o n t 	 F o n t   m a r e 	 V e l i k e   r k e 	   	   	 >;O<  H@8DB	 .	K	 	>	  +	I	(	M			 (21	 (  -1HA	   	 				 5
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 
 S T R _ I D _ P H O A R T _ A D J U S T _ I M A G E 	 P H O E D T 	 I C O N T E X T 	 [ M e n u -   I m a g e ] 	 I m a g e 	 q_P	 q_P	  2	 I m a g e n 	 I m a g e 	 B i l d 	 >@@5:F.   87>1@. 	 I m m a g i n e 	 '5D'-  'D5H1)	 I m a g e m 	 G  r  n t  y    a y a r l a 	 n h 	 A d j u s t   I m a g e 	 L a r a s k a n   I m e j 	 	?	$	M	0	  	K	  	!		8	M		  	0	G		 	 J u s t  r   B i l l e d e 	 U p r a v i t   o b r a z 	 P o p r a w   o b r a z 	 K  p 	 S   d    k u v a a 	 J u s t e r   b i l d e 	 P r i s p  s o b i e  o b r a z 	 B e e l d 	 J u s t e r a   b i l d 	 P r i l a g o d i t e   s l i k u 	 R e g l a r e   i m a g i n e 	 P r i l a g o d i   S l i k o 	   	 	  53C;8@0=5  =0  7>1@065=85	 	.	G		  8	.	>	/	K		(	  	0	>		 *5H1	 'E,    *5--  ,&	   	 				  									 
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 
 S T R _ I D _ P H O A R T _ A D J U S T _ C O L O R 	 P H O E D T 	 I C O N T E X T 	 [ M e n u -   C o l o r ] 	 C o l o r 	 Or	 r	 *5	 C o l o r 	 C o u l e u r 	 F a r b e 	 >@@5:F.   F25B0	 C o l o r e 	 '5D'-  'DDF	 C o r 	 R e n g i   a y a r l a 	 M  u   s c 	 A d j u s t   C o l o r 	 L a r a s k a n   W a r n a 	 0			  	!		8	M		  	0	G		 	 J u s t  r   F a r v e 	 U p r a v i t   b a r v u 	 P o p r a w   k o l o r 	 S z  n k e z e l  s 	 S   d    v  r i  	 J u s t e r   f a r g e 	 P r i s p  s o b i e  f a r b u 	 K l e u r 	 F  r g b a l a n s 	 P r i l a g o d i   b o j u 	 R e g l a r e   c u l o a r e 	 P r i l a g o d i   B a r v o 	   	 	  53C;8@0=5  =0  &2OB	 	2	0	  8	.	>	/	K		(	  	0	>		 1F  	 1F  *5--  ,&	   	 		  									 
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  	     	 C o l o r 	 C o l o r 	 C o l o r 	 K l e u r 	 C o l o r 	 C o l o r 	 C o l o r 	 C o l o r 	 C o l o r 	 C o l o r 	 (
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 
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i a   e i l u t 	 T u k aa   v i r k n e 	 T  h i   s t r i n g 	 4aao  xr	   	 ^i r   g o l 	 
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 S T R _ I D _ I M G T I L E _ A P P 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 [ M e n u - I m a g e   T i l e ] 	 I m a g e   t i l e s 	 WGrb^	 VGrb^	  2"H-"	 M o s a i c o s   d e   i m a g e n 	 I m a g e   m i n i a t u r e 	 B i l d k a c h e l n 	 $@03<5=B  87>1@06. 	 A f f i a n c a   I m m a g i n e 	 H1B  'D5H1)	 M o s a i c o s   d e   i m a g e n s 	 G  r  n t    D  _e m e 	    n h 	 I m a g e   T i l e 	 J u b i n   i m e j 	 	.	G		  	>		2	8	   	 I m a g e   T i l e 	 I m a g e   T i l e 	 I m a g e   T i l e 	 M o z a i k l a p o k 	 I m a g e   T i l e 	 I m a g e   T i l e 	 I m a g e   T i l e 	 M i n i a f b e e l d i n g e n 	 I m a g e   T i l e 	 I m a g e   T i l e 	 S e t   d e   i m a g i n i 	 I m a g e   T i l e 	 I m a g e   T i l e 	   	 	 	.	G		  	>		2	  	 *5HJ1  J/E'FI	 'E,  y'&D  	   	 				  					 *
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.
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 
 S T R _ I D _ I M G T I L E _ T I L E _ 2 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - 2   i m a g e   t i l e s ] 	 2   i m a g e   t i l e s 	 N5_	 N _	 2    2	 M o s a i c o s   d e   2   i m  g e n e s 	 2   i m a g e s   m i n i a t u r e s 	 2   B i l d k a c h e l n 	 2   D@03<5=B0	 2   i m m a g i n i   a f f i a n c a t e 	 2   H1B  'D5H1)	 2   m o s a i c o s   d e   i m a g e n s 	 2   d  _e n m i _  g  r  n t  	 2    	 2   T i l e 	 2   j u b i n   i m e j 	  2   	.	G		  	>		2	8		 2   T i l e 	 2   T i l e 	 2   T i l e 	 2   k  p e s   m o z a i k l a p 	 2   T i l e 	 2   T i l e 	 2   T i l e 	 2   m i n i a f b e e l d i n g e n 	 2   T i l e 	 2   T i l e 	 2   s e t u r i 	 2   T i l e 	 2   T i l e 	 2     	 	 2   	.	G		  	>		2		 2   *5HJ1  J/E'FI	 'E,  y'&D  2 	 2     	 	  				  					   2   *
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  





	 2      	 2   a m a t h a y i l i   o m f a n e k i s o 	 2   i - i m e y j i   z e e t h a y l e 	 V i g a e   2   v y a   t a s w i r a 	 2   B e e l d t e  l s 	 2   v a i z d s  l a n g e l i a i 	 2   a t t l u   n o s a u k u m i 	 2   p i l d i p a a n i 	 2   zaoek  msavoa	 2     	 2   c a d r e   i m a g i n e 	 2   
.
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 	 2   *M0$?,?  >2A!?	 2   p l l a k a   i m a z h i 	 2   		  											  							 	 	 	 	 	 	 	 2   l a d r i l h o s   d e   i m a g e m 
 
 S T R _ I D _ I M G T I L E _ T I L E _ 4 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - 4     i m a g e   t i l e s ] 	 4   i m a g e   t i l e s 	 V5_	 V _	 4    2	 M o s a i c o s   d e   4   i m  g e n e s 	 4   i m a g e s   m i n i a t u r e s 	 4   B i l d k a c h e l n 	 4   D@03<5=B0	 4   i m m a g i n i   a f f i a n c a t e 	 4   H1B  'D5H1)	 4   m o s a i c o s   d e   i m a g e n s 	 4   d  _e n m i _  g  r  n t  	 4    	 4   T i l e 	 4   j u b i n   i m e j 	  4   	.	G		  	>		2	8		 4   T i l e 	 4   T i l e 	 4   T i l e 	 4   k  p e s   m o z a i k l a p 	 4   T i l e 	 4   T i l e 	 4   T i l e 	 4   m i n i a f b e e l d i n g e n 	 4   T i l e 	 4   T i l e 	 4   s e t u r i 	 4   T i l e 	 4   T i l e 	 4     	 	 4   	.	G		  	>		2		 4   *5HJ1  J/E'FI	 'E,  y'&D  4 	 4     	 	  				  					   4   *
M
0
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  
>

2
	 4   .GM  H2M	 0<>AB:0  7  4   7>1@065=L	 4   



  





	 4      	 4   a m a t h a y i l i   o m f a n e k i s o 	 4   i - i m e y j i   z e e t h a y i l e 	 V i g a e   4   v y a   t a s w i r a 	 4   B e e l d t e  l s 	 4   v a i z d s  l a n g e l i a i 	 4   a t t l u   n o s a u k u m i 	 4   p i l d i p a a n i 	 4   zaoek  msavoa	 4     	 4   c a d r e   i m a g i n e 	 4   
.
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  
H
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 	 4   *M0$?,?  >2A!?	 4   p l l a k a   i m a z h i 	 	 	 	 	 	 	 	 	 4   l a d r i l h o s   d e   i m a g e m 
 
 S T R _ I D _ I M G T I L E _ T I L E _ 9 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - 9   i m a g e   t i l e s ] 	 9   i m a g e   t i l e s 	 ]N5_	 ]N _	 9    2	 M o s a i c o s   d e   9   i m  g e n e s 	 9   i m a g e s   m i n i a t u r e s 	 9   B i l d k a c h e l n 	 9   D@03<5=B>2	 9   i m m a g i n i   a f f i a n c a t e 	 9   H1B  'D5H1)	 9   m o s a i c o s   d e   i m a g e n s 	 9   d  _e n m i _  g  r  n t  	 9    	 9   T i l e 	 9   j u b i n   i m e j 	  9   	.	G		  	>		2	8	   	 9   T i l e 	 9   T i l e 	 9   T i l e 	 9   k  p e s   m o z a i k l a p 	 9   T i l e 	 9   T i l e 	 9   T i l e 	 9   m i n i a f b e e l d i n g e n 	 9   T i l e 	 9   T i l e 	 9   s e t u r i 	 9   T i l e 	 9   T i l e 	 9     	 	 9   	.	G		  	>		2		 9   *5HJ1  J/E'FI	 'E,  y'&D  9 	 9     	 	  				  					   9   *
M
0
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  
>

2
	 9   .GM  H2M	 0<>AB:0  7  9   7>1@065=L	 9   



  





	 9      	 9   a m a t h a y i l i   o m f a n e k i s o 	 9   i - i m e y j i   z e e t h a y l e 	 V i g a e   9   v y a   t a s w i r a 	 9   B e e l d t e  l s 	 9   v a i z d s  l a n g e l i a i 	 9   a t t l u   n o s a u k u m i 	 9   p i l d i p a a n i 	 9   zaoek  msavoa	 9     	 9   c a d r e   i m a g i n e 	 9   
.
G

M
  
H
2
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 	 9   *M0$?,?  >2A!?	 9   p l l a k a   i m a z h i 	 	 	 	 	 	 	 	 	 9   l a d r i l h o s   d e   i m a g e m 
 
 S T R _ I D _ I M G T I L E _ C L I P 	 P H O E D T 	 T I T L E 	 [ M e n u - C l i p ] 	 C l i p 	 R	 R	 1AH	 C l i p 	 C l i p 	 B e s c h n e i d e n 	 ;8?	 S e q u e n z a   d i   f i l m a t o 	 CDJ(	 C o r t a r 	 K l i p 	 C t 	 C l i p 	 K l i p 	 	M	2	?	*		 C l i p 	 C l i p 	 C l i p 	 K l i p 	 C l i p 	 C l i p 	 C l i p 	 B i j s n i j d e n 	 C l i p 	 C l i p 	 S e c v e n c	 C l i p 	 C l i p 	 	 	 	M	2	?	*	  	 CDJ~	 D~	 	 						 
2
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	 M2?*M	 @8:@V?8B8	 




	 	 I s i f a s o 	 I k l i p 	 P o g o a 	 G r e e p 	 K l i p a s 	 A p g r a i z +t 	 K l i p p 	 ?el	 	 D e c u p a r e 	 
M
2
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*
M
	 M2?*	 P r i t 	 						 	 	 	 	 	 	 	 C l i p e 
 
 S T R _ I D _ I M G T I L E _ C L I P _ I M A G E 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 [ M e n u -   C l i p   i m a g e ] 	 C l i p   i m a g e 	 WGrR	 VGrR	 1AH 2	 R e c o r t a r   i m a g e n 	 I m a g e   c l i p 	 B i l d   b e s c h n e i d e n 	 $@03<5=B  :;8?0	 A f f i a n c a   S e q u e n z a 	 CDJ(  'D5H1)	 C o r t a r   i m a g e m 	 D  _e m e l i   k l i p 	 C t   n h 	 T i l e   C l i p 	 I m e j   k l i p 	 	M	2	?	*	  	.	G			 T i l e   C l i p 	 T i l e   C l i p 	 T i l e   C l i p 	 K l i p - k  p 	 T i l e   C l i p 	 T i l e   C l i p 	 T i l e   C l i p 	 B e e l d   b i j s n i j d e n 	 T i l e   C l i p 	 T i l e   C l i p 	 S e t   d e   s e c v e n ce 	 T i l e   C l i p 	 T i l e   C l i p 	   	 	 	M	2	?	*	  	.	G		  	 CDJ~  *5HJ1I	 D~  'E,	   	 					  					   
2
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  *
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	 .GM  M2?*M  G/A.A	 @8:@V?8B8  7>1@065==O	 




  



	     	 U m f a n e k i s o   w e s i f a s o 	 I - i m e y j i   y e k l i p 	 P o g o a   t a s w i r a 	 G r e e p b e e l d 	 K l i p o   v a i z d a s 	 A p g r a i z +t   a t t l u 	 L  i k a   p i l t i 	 ?el  zaoeh	   	 D e c u p a r e   i m a g i n e 	 
M
2
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M
  
.
G

M
	 M2?*  *M0$?,?	 P r i t   i m a z h i n 	 										  					  				 	 	 	 	 	 	 	 I m a g e m   d e   c l i p e 
 
 S T R _ I D _ I M G T I L E _ A U T O _ R E S I Z E 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - A u t o   R e s i z e ] 	 A u t o   r e s i z e 	 R9e'Y\	 ꁨR9eS'Y\	 #12-1B!14	 R e d i m e n s i o n a r   a u t o m  t i c a m e n t e 	 R e d i m e n s .   a u t o 	 G r   e   a u t o m .    n d e r n 	 2B>  87<5=5=85  @07<5@0	 A u t o r i d i m e n s i o n a 	 *:J1  #DJ	 R e d i m e n s i o n a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   y e n i d e n   b o y u t l a n d 1r 	 T   n g   b i n   i   c 	 A u t o   R e s i z e 	 S a i z k a n   s e m u l a   s e c a r a   a u t o m a t i k 	 		K	  0	@	8	>				 A u t o   N y   S t  r r e l s e 	 A u t o m a t i c k    z m n a   v e l i k o s t i 	 A u t o m a t y c z n a   z m i a n a   r o z m i a r u 	 A u t o m a t i k u s    t m  r e t e z  s 	 S o i t t a j a r y h m  	 A u t o - e n d r e   s t  r r e l s e 	 A u t o m a t i c k     p r a v a   v e >k o s t i 	 A u t o m a t i s c h   g r o o t t e   v e r a n d e r e n 	  n d r a   s t o r l e k   a u t o m a t i s k t 	 A u t o m a t s k a   i z m j e n a   v e l i 
i n e 	 R e d i m e n s i o n a r e   a u t o m a t 	 A v t o   S p r e m e m b a   V e l i k o s t i 	     	     	 	 		K	  0	@	8	>				 *:JJ1  'F/'2G  .H/C'1	 .H/  (.H/  /H('1  3'&2      	   	 										  									 
$
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  




  




  


	     	 S a y i z a   k a b u s h a   n g e - a u t o 	 T s h i n t s h a   u b u n g a k a n a n i   n g o k u z e n z e k e l a y o 	 B a d i l i   s a i z i   k i o t o m a t i 	 O u t o m a t i e s e   v e r s t e l g r o o t t e 	 A u t o m a t i n i s   d y d ~i o   k e i t i m a s 	 A u t o m t i s k i   m a i n +t   i z m r u 	 S u u r u s e   a u t o m a a t n e   m u u t m i n e 	 Ia}ek  xxmxt  a~xta  oezx~	     	 R e d i m e n s i o n a r e   a u t o m a t 	 

M

K
  1
@
8
H
8
M
	 8M,$  *A(>0	 R i m a d h e s i a   a u t o m a t i k e : 	 					  								  					 	 	 	 	 	 	 	 R e d i m e n s i o n a m e n t o   a u t o m  t i c o 
 
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7H-D%L	 E d i t a r   n o m b r e   d e   a r c h i v o 	 E d i t e r   l e   n o m   d u   f i c h i e r 	 D a t e i n a m e   b e a r b e i t e n 	  540:B.   8<O  D09;0	 M o d i f i c a   n o m e   d i   f i l e 	 *9/JD  '3E  'DEDB	 E d i t a r   n o m e   d o   f i c h e i r o 	 D o s y a   a d 1n 1  d  z e n l e 	 S a   t  n   t p 	 E d i t   F i l e n a m e 	 E d i t   N a m a   f a i l 	 +	>		2	  (	>	.	  8		*	>	&	?	$	  	0	G			 R e d i g  r   F i l n a v n 	 U p r a v i t   n  z e v   s o u b o r u 	 E d y t u j   n a z w   p l i k u 	 F  j l n  v   s z e r k e s z t  s e 	 M u o k k a a   t i e d o s t o n i m i 	 E n d r e   f i l n a v n 	 U p r a v i e  n  z o v   s  b o r u 	 B e s t a n d s n a a m   b e w e r k e n 	 R e d i g e r a   f i l n a m n 	 U r e d i   i m e   d a t o t e k e 	 E d i t a r e   n u m e   d e   f i _i e r 	 U r e d i   I m e   D a t o t e k e 	     	     	 	 +	>		2	(	>		5	  8		*	>	&	?	$	  	0	>		 HJ1'J4  F'E  ~1HF/G	 A'&D  F'E  'y  ,&	   	 							  								  				 +
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 S T R _ I D _ I M G T I L E _ S E L E C T _ I M A G E 	 P H O E D T 	 I C O N T E X T 	 [ I n l i n e - S e l e c t   I m a g e ] 	 S e l e c t   i m a g e 	 xdWGr	 	bVGr	 @%7- 2	 S e l e c c i o n a r   i m a g e n 	 S  l e c t i o n n e r   u n e   i m a g e 	 B i l d   w  h l e n 	 K1@0BL  87>1@. 	 S e l e z i o n a   I m m a g i n e 	 '.*1  'D5H1)	 S e l e c c i o n a r   i m a g e m 	 G  r  n t    s e  	 C h n   n h 	 S e l e c t   I m a g e 	 P i l i h   i m e j 	 	.	G		  	A	(	G			 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	 F o t o   s e l e c t e r e n 	 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	 S e l e c t a r e   i m a g i n e 	 S e l e c t   I m a g e 	 S e l e c t   I m a g e 	   	 	 	.	G		  (	?	5	!	>		 'F*.'(  *5HJ1	 'E,  EF*.(  ,&	   	 				  								  				 
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 S T R _ I D _ I M G T I L E _ N O T I F Y _ I M A G E _ T O O _ W I D E 	 P H O E D T 	 P O P U P 	 [ N o t i f y - U n a b l e   t o   c l i p ] 	 U n a b l e   t o   c l i p 	 !qlR	 elR	 D!H*2!2#1AH	 N o   s e   p u e d e   r e c o r t a r 	 N e   p e u t   p a s   c l i p p e r 	 B e s c h n e i d e n   n i c h t   m  g l i c h 	 5  C405BAO  ?@8:@5?8BL	 I m p o s s i b i l e   a g g a n c i a r e 	 'DCDJ(  :J1  ,'G2	 N  o      p o s s  v e l   c o r t a r 	 0l i _t i r e m e d i   	 K h  n g   t h   c t   b 	 T i d a k   d a p a t   m e m b u a t   k l i p 	 T i d a k   d a p a t   k l i p 	 	M	2	?	*	  	0	(	G	  .	G		  	8	+	2		 	 	 	 A   l e v  g  s   n e m   l e h e t s  g e s 	 	 I m a g e   t o o   w i d e .   U n a b l e   t o   c l i p 	 I m a g e   t o o   w i d e .   U n a b l e   t o   c l i p 	 B i j s n i j d e n   n i e t   m o g e l i j k 	 I m a g e   t o o   w i d e .   U n a b l e   t o   c l i p 	 I m a g e   t o o   w i d e .   U n a b l e   t o   c l i p 	 S e c v e n c  i m p o s i b i l   d e   r e a l i z a t 	 I m a g e   t o o   w i d e .   U n a b l e   t o   c l i p 	 I m a g e   t o o   w i d e .   U n a b l e   t o   c l i p 	     	 	 	M	2	?	*	  .	'	M	/	G	  	8	M	.	0	M	%		 'EC'F  (1J/G  (1/'1I  FJ3*	 D~  1F    B'(D  F	   	 					  				  							 
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 
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i a   e i l u t 	 T u k aa   v i r k n e 	 T  h i   s t r i n g 	 4aao  xr	   	 ^i r   g o l 	 
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 
 S T R _ I D _ S L I D S H O W _ T Y P E _ O F _ P L A Y 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - T y p e   O f   P l a y ] 	 T y p e   o f   p l a y 	 d>ee_	 d>ee_	 
42#@%H	 T i p o   d e   r e p r o d u c c i  n 	 T y p e   d e   l e c t u r e 	 W i e d e r g a b e t y p 	 "8?  83@K	 T i p o   d i   E s e c u z i o n e 	 FH9  'D*4:JD	 T i p o   d e   r e p r o d u   o 	 O y n a t m a   T i p i 	 C h     p h  t 	 T y p e   O f   P l a y 	 J e n i s   m a i n a n 	 	G	2	  	G	  *	M	0		>	0		 T y p e   O f   P l a y 	 T y p e   O f   P l a y 	 T y p e   O f   P l a y 	 L e j  t s z  s   t  p u s a 	 T y p e   O f   P l a y 	 T y p e   O f   P l a y 	 T y p e   O f   P l a y 	 T y p e   v a n   a f s p e l e n 	 T y p e   O f   P l a y 	 T y p e   O f   P l a y 	 T i p   d e   r e d a r e 	 T y p e   O f   P l a y 	 T y p e   O f   P l a y 	   	 	 	>	2	A	  	0	#	M	/	>		>	  *	M	0		>	0		 FH9  ~.4	 ~D    B3E	   	 					  				 
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	 *M2G  0	 "8?  ?5@53;O4C	 







  





	   	 U h l o b o   l o m d l a l o 	 U h l o b o   l o k h a l i s o 	 A i n a   y a   m c h e z o 	 T i p e   s p e e l a k s i e 	 L e i d i m o   t i p a s 	 P a r d +aa n a s   v e i d s 	 E s i t u s e   t   p 	 F~acaotav  e}ao	   	 T i p   d e   r e d a r e 	 *
M
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  $
0

	 >3(>0  *M0>0	 L l o j i   I   l u a j t j e s 	 					  							 	 	 	 	 	 	 	 T i p o   d e   r e p r o d u   o 
 
 S T R _ I D _ S L I D S H O W _ S P E E D 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - S p e e d ] 	 S p e e d 	 ^	 ^	 '2!@#G'	 V e l o c i d a d 	 V i t e s s e 	 G e s c h w i n d i g k e i t 	 !:>@>ABL  	 V e l o c i t  	 'D319)	 V e l o c i d a d e 	 H 1z l 1	 T c   	 K e c e p a t a n 	 K e l a j u a n 	 	$	?		 H a s t i g h e d 	 R y c h l o s t 	 S z y b k o [	 S e b e s s  g 	 N o p e u s 	 H a s t i g h e t 	 R  c h l o s e	 S n e l h e i d 	 H a s t i g h e t 	 B r z i n a 	 V i t e z 	 H i t r o s t 	 	 	 	 	$	@		 319*	 1A*'1	 	 				 
$
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	 8M*@!A	 (284:VABL	 


	 	 S p e e d 	 S p e e d 	 S p e e d 	 S p o e d 	 S p e e d 	 S p e e d 	 S p e e d 	 S p e e d 	 S p e e d 	 S p e e d 	 5
G
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$
	 &M0A$	 S h p e j t e s i a 	 							 	 	 	 	 	 	 	 V e l o c i d a d e 
 
 S T R _ I D _ S L I D S H O W _ E F F E C T 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - E f f e c t ] 	 E f f e c t 	 yrHe	 yrHe	 @-@L	 E f e c t o 	 E f f e t 	 E f f e k t 	 -DD5:B	 E f f e t t o 	 'DA9'DJ)	 E f e i t o 	 E f e k t 	 H i u   n g 	 E f f e c t 	 K e s a n 	 *	M	0	-	>	5		 E f f e c t 	 E f f e c t 	 E f f e c t 	 H a t  s 	 E f f e c t 	 E f f e c t 	 E f f e c t 	 E f f e c t   	 E f f e c t 	 E f f e c t 	 E f e c t e 	 E f f e c t 	 E f f e c t 	 	 	 *	0	?	#	>	.		 ,DHG	 'Ay	 	 							 
8
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	 +FMM  	 D5:B	 


  	 	 U m p h u m e l a 	 I m p e m b e l e l o 	 A t h a r i 	 E f f e k 	 E f e k t a s 	 E f e k t s 	 E f e k t 	 7eo	 	 E f e c t 	 
+
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	 *M0->,	 E f e k t i 	 							 	 	 	 	 	 	 	 E f e i t o 
 
 S T R _ I D _ S L I D S H O W _ B G M 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - b a c k g r o u n d   m u s i c ] 	 B G M 	 ̀ofj	 ̀ofPN	 B G M 	 B G M 	 B G M 	 B G M 	 C7K:0	 B G M 	 5H*  .DAJ)	 B G M 	 B G M   	 B G M 	 B G M 	 B G M 	 ,	@		@		.		 	 	 	 B G M 	 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 B G M 	 	 ,	@		@		.		 B G M 	 (  ,  'E	 	 							 ,
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 
 S T R _ I D _ S L I D S H O W _ S O U N D _ E F F E C T 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - S o u n d   E f f e c t ] 	 S o u n d 	 r	 X	 @*5"	 E f e c t o   d e   s o n i d o 	 E f f e t   s o n o r e 	 S o u n d e f f e k t 	 2C:>2>9  MDD5:B  	 S u o n o 	 A9'DJ)  'D5H*	 S o m 	 S e s   e f e k t i 	  m   t h a n h 	 E f e k   S u a r a 	 E f e k   b u n y i 	 '	M	5	(	?	  *	M	0	-	>	5	   	 L y d   E f f e k t e r 	 Z v u k o v    e f e k t y 	 E f e k t y   d zw i k o w e 	 H a n g 	   n i t e h o s t e 	 L y d e f f e k t e r 	 Z v u k o v    e f e k t 	 G e l u i d 	 L j u d e f f e k t 	 Z v u 
n i   e f e k t 	 E f e c t e   s o n o r e 	 Z v o 
n i   U 
i n k i 	   	 	 	 '	M	5	(	?	  *	0	?	#	>	.		 5/'	 3'$F  'Ay	 	 					 
5
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  


	   	 S o u n d 	 S o u n d 	 S o u n d 	 K l a n k 	 S o u n d 	 S o u n d 	 S o u n d 	 S o u n d 	 S o u n d 	 S o u n d 	 6
,
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	 'M,(?	 Z e r i 	 						 	 	 	 	 	 	 	 S o m 
 
 S T R _ I D _ S L I D S H O W _ H O R I Z O N T A L _ D I S P L A Y 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - H o r i z o n t a l   D i s p l a y ] 	 H o r i z o n t a l   v i e w 	 4ls^d>e	 4ls^d>e	 A*CA'-	 V i s t a   h o r i z o n t a l 	 V u e   h o r i z o n t a l e 	 H o r i z o n t a l a n s i c h t 	 >@87>=B0;L=K9  284	 V i s u a l i z z a z i o n e   O r i z z o n t a l e 	 916  #ABJ	 V i s t a   h o r i z o n t a l 	 Y a t a y   g  r  n t  l e m e 	 C h y   n g a n g 	 H o r i z o n t a l   V i e w 	 P a m e r a n   m e n d a t a r 	 8	.	$	2	  &	C	6	M	/	 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a a l   b e e l d 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	 V i z u a l i z a r e   p e   o r i z o n t a l 	 H o r i z o n t a l   V i e w 	 H o r i z o n t a l   V i e w 	   	 	 9	E	0	?		K	(		2	  *	M	0	&	0	M	6	(		 FE'J4  'ABI	 'AB  F81	   	 									  						 8
.
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	   	 I - H o r i z o n t a l   v i e w 	 U k u j o n g a   o k u m t y a b a 	 M u o n e k a n o   w a   m l a l o 	 H o r i s o n t a l e   a a n s i g 	 H o r i z o n t a l u s   v a i z d a s 	 H o r i z o n t l s   s k a t s 	 H o r i s o n t a a l v a a d e 	 @xkfxvaoav  dkxt	   	 V i z u a l i z a r e   o r i z o n t a l 	 $
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 
 S T R _ I D _ S L I D S H O W _ A U T O _ O N C E 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - A u t o   O n c e ] 	 A u t o   ( O n c e ) 	 R(  N!k) 	 ꁨR(  N!k) 	 -1B!14  ( 1 #1I) 	 A u t o   ( u n a   v e z ) 	 A u t o   ( u n e   f o i s ) 	 A u t o m .   ( e i n m a l ) 	 2B>  ( 48=  @07) 	 A u t o   ( u n a   v o l t a ) 	 #DJ( E1)  H'-/)) 	 A u t o   ( u m a   v e z ) 	 O t o m a t i k   ( B i r   d e f a ) 	 T   n g   ( m t   l n ) 	 A u t o   O n c e 	 A u t o   ( S e k a l i ) 	 		K	  ( 		  ,	>	0	)  	 A u t o   O n c e 	 A u t o   O n c e 	 A u t o   O n c e 	 A u t o .   ( e g y s z e r ) 	 A u t o   O n c e 	 A u t o   O n c e 	 A u t o   O n c e 	 A u t o   ( e e n   k e e r ) 	 A u t o   O n c e 	 A u t o   O n c e 	 A u t o m a t   ( o   d a t ) 	 A u t o   O n c e 	 A u t o   O n c e 	   (   ) 	 	 8	M	5	/		  ( 		&	>	) 	 .H/C'1  ( JC('1) 	 ( .H/  (.H/  ?'  ('1	   ( ) 	 										  ( 					) 	 8
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) 	 K  ( 8>0?) 	 2B><0B8G=>  ( >48=  @07) 	 







  ( 




) 	 ( ) 	 I - A u t o   ( K a n y e ) 	 N g o k u z e n z e k e l a y o   ( K a n y e ) 	 O t o m a t i   ( m a r a   m o j a ) 	 O u t o   ( E e n   k e e r ) 	 A u t o m a t i n i s   ( v i e n   k a r t ) 	 A u t o m t i s k i   ( V i e n r e i z ) 	 A u t o m a t n e   (  k s   k o r d ) 	 1~x  ( Deo  avcat) 	   ( ) 	 A u t o m a t   ( O   d a t ) 	 

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 
 S T R _ I D _ S L I D S H O W _ A U T O _ R E P E A T 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - A u t o   R e p e a t ] 	 A u t o   ( R e p e a t ) 	 R( ͑) 	 ꁨR( ͑
Y) 	 -1B!14  ( 3I3) 	 A u t o   ( r e p e t i r ) 	 A u t o   ( R  p  t i t i o n ) 	 A u t o m .   ( w i e d e r h o l e n ) 	 2B>  ( >2B>@OBL) 	 A u t o r i p e t i 	 #DJ  ( '9'/)) 	 A u t o   ( r e p e t i r ) 	 O t o m a t i k   ( D e v a m l 1) 	 T   n g   ( l p   l i ) 	 A u t o   R e p e a t 	 A u t o   ( U l a n g ) 	 		K	  ( ,	>	0		,	>	0	)  	 A u t o   R e p e a t 	 A u t o   R e p e a t 	 A u t o   R e p e a t 	 A u t o .   ( i s m  t l  s ) 	 A u t o   R e p e a t 	 A u t o   R e p e a t 	 A u t o   R e p e a t 	 A u t o   ( h e r h a a l d ) 	 A u t o   R e p e a t 	 A u t o   R e p e a t 	 A u t o m a t   ( r e p e t a r e ) 	 A u t o   R e p e a t 	 A u t o   R e p e a t 	   ( ) 	 	 8	M	5	/		  ( *	A	(	M	9	>	  	0	>	) 	 .H/C'1  ( *C1'1) 	 .H/  (.H/  /H('1    	   ( ) 	 										  ( 						) 	 8
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  ( 









) 	 ( ) 	 I - A u t o   ( P h i n d a ) 	 N g o k u z e n z e k e l a y o   ( P h i n d a ) 	 O t o m a t i   ( R u d i a ) 	 O u t o   ( H e r h a a l ) 	 A u t o m a t i n i s   ( p a k a r t o j i m a s ) 	 A u t o m t i s k i   ( A t k r t o t ) 	 A u t o m a a t n e   ( K o r d u s ) 	 1~x  ( ?ovel) 	   ( ) 	 A u t o m a t   ( R e p e t a r e ) 	 

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 
 S T R _ I D _ S L I D S H O W _ L O W 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - L o w ] 	 S l o w 	 ba	 ba	 
I2	 L e n t o 	 L e n t 	 L a n g s a m 	 54;5==>	 L e n t o 	 EF.A6	 L e n t o 	 D  _ k 	 C h m 	 r e n d a h 	 P e r l a h a n 	 '	@	.	>		 L a v 	 N  z k  	 N i s k i 	 L a s s  	 P i e n i 	 L a v 	 N  z k a 	 L a n g z a a m 	 L  g 	 N i s k o 	  n c e t 	 N i z e k 	 	 	 	 9	3	B		 "G3*G	 E	 	 			 
q

	 $MA5	 87L:0	 




	 	 N e n s a 	 C o t h a 	 P o l e p o l e 	 S t a d i g 	 L t a s 	 L n i 	 A e g l a n e 	 4avdar	 	  n c e t 	 .
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 
 S T R _ I D _ S L I D S H O W _ M E D I U M 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - M e d i u m ] 	 M e d i u m 	 -N	 -N	 2%2	 M e d i a n o 	 M o y e n 	 M i t t e l 	 !@54=5	 M e d i o 	 E*H37	 M  d i o 	 O r t a 	 T r u n g   b i  n h 	 M e d i u m 	 S e d e r h a n a 	 .	'	M	/	.	M		 M e d i u m 	 S t Ye d n  	 Zr e d n i 	 K  z e p e s 	 	 M e d i u m 	 M e d i u m 	 M i d d e l m a t i g 	 M e d i u m 	 M e d i u m 	 M e d i u 	 M e d i u m 	 M e d i u m 	 	 	 .	'	M	/	.		 E*H37	 E*H37	 	 						 &
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 
 S T R _ I D _ S L I D S H O W _ F A S T 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - F a s t ] 	 F a s t 	 _	 _	 @#G'	 R  p i d o 	 R a p i d e 	 S c h n e l l 	 KAB@>  	 V e l o c e 	 31J9	 R  p i d o 	 H 1z l 1	 N h a n h 	 C e p a t 	 C e p a t 	 $	G			 H u r t i g 	 R y c h l e 	 S z y b k i 	 G y o r s 	 N o p e a 	 H u r t i g 	 R  c h l o 	 S n e l 	 S n a b b t 	 B r z o 	 R a p i d 	 H i t r o 	 	 	 	 $	G			 *F/	 *2  	 	   					  	 $
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	 +>8MM	 (284:0	 



	 	 S h e s h a 	 K h a w u l e z a 	 H a r a k a 	 V i n n i g 	 G r e i t a s 	  t r i 	 K i i r e 	 1ac	 	 R a p i d 	 5
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 
 S T R _ I D _ S L I D S H O W _ N O R M A L 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - N o r m a l ] 	 N o   e f f e c t 	 !qyrHe	 eyrHe	 D!H!5@-@L	 S i n   e f e c t o 	 P a s   d ' e f f e t 	 K e i n   E f f e k t 	 57  MDD5:B0	 N o r m a l e 	 9'/I	 S e m   e f e i t o 	 N o r m a l 	 K h  n g   h i u   n g 	 N o r m a l 	 T i a d a   k e s a n 	 *	M	0	-	>	5	  (	9	@			 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N i n c s   h a t  s 	 N o r m a a l i 	 N o r m a l 	 N o r m  l 	 G e e n   e f f e c t 	 N o r m a l t 	 N o r m a l n a 	 F r   e f e c t e 	 N o r m a l n o 	 	   	 	 8	0	M	5	8	>	.	>	(	M	/		 (/HF  ,DHG	 F'1ED	 	   			  						  				 8
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  


  


	   	 A k u n a m p h u m e l a 	 A y i n a m p e m b e l e l o 	 H a k u n a   a t h a r i 	 G e e n   e f f e k   n i e 	 B e   e f e k t s	 B e z   e f e k t a 	 E f e k t i d e t a 	 1|av  geok	   	 N i c i u n   e f e c t 	 
+
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 
 S T R _ I D _ S L I D S H O W _ F A D E _ I N 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - F a d e   I n ] 	 F a d e   i n 	 8o2	 nۏ	 H-"F  
16I	 F u s i  n   d e   e n t r a d a 	 F o n d u 	 E i n b l e n d e n 	 !  2>7@0AB0=85<	 D i s s o l v e n z a 	 */1J,J'	 A t e n u a r 	 B e l i r s i z 	 T i n   d n 	 F a d e   I n 	 P e n d a m   m a s u k 	 +	G	!	  	(		 F a d e   I n 	 F a d e   I n 	 F a d e   I n 	  t t qn  s   b e 	 F a d e   I n 	 F a d e   I n 	 F a d e   I n 	 I n f a d e n 	 F a d e   I n 	 F a d e   I n 	 A p a r i ci e   g r a d u a l 	 F a d e   I n 	 F a d e   I n 	   	 	 +	G	!	  	(	  	0	>		 (1"J4	 A  'F	 	 			  			 +
G
!
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  

	   	 F i p h a l a 	 M b a t s h i s a 	 F i f i s h a 	 D o o f   o p 	 S t i p r i n t i   r y ak u m 	 P a k p e n i s k i   a t k l t 	 H a j u m i n e 	 4avdar  pauv~el	 	 A p a r i ci e   g r a d u a l 	 +
F
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M
!
M
  
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M
	 +G!  (M	 N e   z b e h j e 	 			  			 	 	 	 	 	 	 	 A p a r e c i m e n t o   g r a d u a l 
 
 S T R _ I D _ S L I D S H O W _ S P L I T 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - S p l i t ] 	 S p l i t 	 RrR	 RrR	 A"--	 D i v i d i r 	 D i v i s e r 	 T r e n n e n 	  0A:>;  	 D i v i s i o n e 	 *B3JE	 D i v i d i r 	 b  l m e 	 P h  n   c  c h 	 B a g i 	 B a g i 	 $	K	!	<	G			 D e l 	 R o z d l i t 	 P o d z i e l 	 F e l b o n t  s 	 J a a 	 D e l   o p p 	 R o z d e l i e  	 S p l i t s e n 	 F  r a   e n   p r i v a t   k o n v e r s a t i o n 	 R a z d v o j i 	 D i v i z a r e 	 R a z c e p i 	 	 	 	 8	M	2	?			 ,/'  C1/F	 '3~Dy  	 	 						  				 &
A
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!
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	 8M*M2?M	  >74V;L=>	 





  


	 	 H l u k a n i s a 	 H l u l a 	 G a w a 	 V e r d e e l 	 S u s k a l d y t i 	 S a d a l +t 	 T  k e l d a 	 Oxpxt	 	 S c i n d a r e 	 8
M
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	 8M*M2?	 N d a j 	 						  				 	 	 	 	 	 	 	 S p l i t 
 
 S T R _ I D _ S L I D S H O W _ W I P E 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - W i p e ] 	 W i p e 	 ۘQ	 ޘQ	 %5H	 B a r r e r 	 E f f e t   d e   v o l e t 	 W i s c h e n 	 KB5A=5=85	 P a s s a   s o p r a 	 '2'D)	 L i m p a r 	 T e m i z l e 	 B a y   r a 	 W i p e 	 L a p 	 5	>		*		 W i p e 	 W i p e 	 W i p e 	 B e  s z t a t  s 	 W i p e 	 W i p e 	 W i p e 	 V e g e n 	 W i p e 	 W i p e 	 ^t e r g e r e 	 W i p e 	 W i p e 	 	 	 5	>		*		 2/H/F	 H'&~	 	 					 *
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	 $A!??  5G/A.A	 8BVA=5==O	 



	 	 S u l a 	 S u l a 	 P a n g u z a 	 W i s 	 N u t r i n t i 	 N o s l a u c +t 	 P  h i 	 4x}  trxt	 	 ^t e r g e r e 	 5
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	 M,>*	 F s h i j 	 					 	 	 	 	 	 	 	 L i m p a r 
 
 S T R _ I D _ S L I D S H O W _ R A N D O M 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - R a n d o m ] 	 R a n d o m 	 _j	 :g	 A*8H!	 A l e a t o r i o 	 A l  a t o i r e 	 W i l l k  r l i c h 	 !;CG09=K9	 C a s u a l e 	 94H'&J	 A l e a t  r i o 	 R a s g e l e 	 N g u   n h i  n 	 R a n d o m 	 R a w a k 	 0	H		!	.		 R a n d o m 	 R a n d o m 	 R a n d o m 	 V  l e t l e n s z e r q	 R a n d o m 	 R a n d o m 	 R a n d o m 	 W i l l e k e u r i g 	 R a n d o m 	 R a n d o m 	 A l e a t o r i u 	 R a n d o m 	 R a n d o m 	 	 	 5	>		G	2	  $	8	G		 *5'/AI	 1FE	 	 								 ,
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	 	 N g a p h a n d l e   k o k u c a b a n g a 	 N g o k u n g a k h e t h i y o 	 B i l a   m p a n g i l i o 	 L u k r a a k 	 A t s i t i k t i n i s 	 N e j a u ai n t i 	 J u h u s l i k 	 Jaapaoav	 	 A l e a t o r i u 	 1
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 
 S T R _ I D _ S L I D S H O W _ S E L E C T _ B G M 	 P H O E D T 	 I C O N T E X T ,   C 0 5 7 _ 1 	 [ I n l i n e - S e l e c t   B G M   f r o m   f i l e ] 	 S e l e c t   f r o m   f i l e 	 _jHhxd	 NeN	b	 @%7-2D%L	 S e l e c c i o n a r   d e s d e   a r c h i v o 	 C h o i s i r      p a r t i r   d ' u n   f i c h i e r 	 V o n   D a t e i   w  h l e n 	 K1@0BL  87  D09;0  	 S e l e z i o n a   d a l   f i l e 	 #.*1  EF  'DEDA	 S e l e c c i o n a r   n o   f i c h e i r o 	 D o s y a d a n   s e  	 C h n   t   t p 	 P i l i h   D a r i   B e r k a s 	 P i l i h   d a r i p a d a   f a i l 	 +	>		2	  8	G	  	A	(	G			 V  l g   F r a   F i l 	 V y b r a t   z e   s o u b o r u 	 W y b i e r z   z   p l i k u 	 K i v  l a s z t  s   f  j l b  l 	 V a l i t s e   t i e d o s t o s t a 	 V e l g   f r a   f i l 	 Z v o l i e  z o   s  b o r u 	 S e l e c t e r e n   v a n   b e s t a n d 	 V  l j   f r  n   f i l 	 O d a b e r i   i z   d a t o t e k e 	 S e l e c t a r e   d i n   f i _i e r 	 I z b e r i   I z   D a t o t e k e 	     	   	 	 +	>		2	  .	'	A	(	  (	?	5	!	>		 'F*.'(  '2  A'D	 A'&D  3  EF*.(  ,&	       	 				  				  								  				 +
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	 +H2M  (A!?  8F2FMM  G/A.A	 81@0B8  7  D09;0	 








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	      	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 K i e s   u i t   l  e r 	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 +
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 
 S T R _ I D _ S L I D S H O W _ A U D 1 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - A u d 1 ] 	 M u s i c   1 	 j N	 PN N	 #5  1 	 M  s i c a   1 	 M u s i q u e   1 	 M u s i k   1 	 2C:  1 	 A u d i o 	 5H*1 	 M  s i c a   1 	 M  z i k   1 	  m   t h a n h   1 	 A u d i o 	 M u z i k   1 	 8			@	$	  1  	 A u d i o 	 A u d i o 	 A u d i o 	 1 .   z e n e 	 A u d i o 	 A u d i o 	 A u d i o 	 M u z i e k   1 	 L j u d l i s t a   t o m 	 A u d i o 	 F i _i e r   a u d i o   1 	 A v d i o 	 	   1 	 	 	!	?	/	K	1 	 EH3B  1 	 "H  1 	 1 	 						  		 
!
@

1 	 K1 	 A u d 1 	 




  1 	   1 	 U m c u l o   1 	 M c u l o - 1 	 M u z i k i   1 	 M u s i e k   1 	 1   m u z i k a 	 1 .   m kz i k a 	 M u u s i k a   1 	 5ajwxiuxv  1 	   1 	 M u z i c   1 	 8

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@
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
  1 	 8M@$  1 	 M u z i k a   1 	 					  1 	 	 	 	 	 	 	 	 M  s i c a   1 
 
 S T R _ I D _ S L I D S H O W _ A U D 2 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - A u d 2 ] 	 M u s i c   2 	 jN	 PNN	 #5  2 	 M  s i c a   2 	 M u s i q u e   2 	 M u s i k   2 	 2C:  2 	 A u d i o 	 5H*2 	 M  s i c a   2 	 M  z i k   2 	  m   t h a n h   2 	 A u d i o 	 M u z i k   2 	 8			@	$	  2  	 A u d i o 	 A u d i o 	 A u d i o 	 2 .   z e n e 	 A u d i o 	 A u d i o 	 A u d i o 	 M u z i e k   2 	 L j u d l i s t a   t o m 	 A u d i o 	 F i _i e r   a u d i o   2 	 A v d i o 	 	   2 	 	 	!	?	/	K	2 	 EH3B  2 	 "H2 	 2 	 						  		 
!
@

2 	 K2 	 A u d 2 	 




  2 	   2 	 U m c u l o   2 	 M c u l o - 2 	 M u z i k i   2 	 M u s i e k   2 	 2   m u z i k a 	 2 .   m kz i k a 	 M u u s i k a   2 	 5ajwxiuxv  2 	   2 	 M u z i c   2 	 8

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
  2 	 8M@$  2 	 M u z i k a   2 	 	 	 	 	 	 	 	 	 M  s i c a   2 
 
 S T R _ I D _ S L I D S H O W _ A U D 3 	 P H O E D T 	 C 0 5 7 _ 1 	 [ I n l i n e - A u d 3 ] 	 M u s i c   3 	 j	N	 PN	N	 #5  3 	 M  s i c a   3 	 M u s i q u e   3 	 M u s i k   3 	 2C:  3 	 A u d i o 	 5H*3 	 M  s i c a   3 	 M  z i k   3 	  m   t h a n h   3 	 A u d i o 	 M u z i k   3 	 8			@	$	  3  	 A u d i o 	 A u d i o 	 A u d i o 	 3 .   z e n e 	 A u d i o 	 A u d i o 	 A u d i o 	 M u z i e k   3 	 L j u d l i s t a   t o m 	 A u d i o 	 F i _i e r   a u d i o   3 	 A v d i o 	 	   3 	 	 	!	?	/	K	3 	 EH3B  3 	 "H  3 	 3 	 						  		 
!
@

3 	 K3 	 A u d 3 	 




  3 	   3 	 U m c u l o   3 	 M c u l o - 3 	 M u z i k i   3 	 M u s i e k   3 	 3   m u z i k a 	 3 .   m kz i k a 	 M u u s i k a   3 	 5ajwxiuxv  3 	   3 	 M u z i c   3 	 8

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
  3 	 8M@$  3 	 M u z i k a   3 	 	 	 	 	 	 	 	 	 M  s i c a   3 
 
 S T R _ I D _ S L I D S H O W _ P L A Y _ A U D I O 	 P H O E D T 	 I C O N T E X T 	 [ M e n u - P l a y   A u d i o ] 	 P l a y   m u s i c 	 d>ej	 d>ePN	 @%H@%	 R e p r o d u c i r   m  s i c a 	 J o u e r   m u s i q u e 	 M u s i k   w i e d e r g e b e n 	 >A?@>8725AB8  <C7K:C	 R i p r o d u c i   m u s i c a 	 *4:JD  EH3JBJ	 R e p r o d u z i r   m  s i c a 	 M  z i k    a l   	 P h  t   n h c 	   P u t a r   m u s i k 	 M a i n k a n   m u z i k 	 8			@	$	  	2	>				 	 	 	 Z e n e   l e j  t s z  s a 	 	 	 	 M u z i e k   a f s p e l e n 	 	 	 R e d a r e   f i _i e r   a u d i o 	 	 	   	 	 	!	?	/	K	  	>	2	B	  	0	>		 ~.4  EH3B	 "H  D'&	     	 						  				  				 
	
!
@

  
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	 !?/K  *M2G  G/A.A	 @>A;CE0B8  0C4V>	 




  




	     	 D l a l a   u m c u l o 	 K h a l i s a   u m c u l o 	 C h e z a   m u z i k i 	 S p e e l   m u s i e k 	 L e i s t i   m u z i k 	 A t s k a Fo t   m kz i k u 	 E s i t a   m u u s i k a t 	 F~acaoel  eajwxiuxv	   	 R e d a r e   m u z i c 	 8

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
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	 8M@$  3>(M$A	 F i l l o   m u z i k e n 	 					  				  				 	 	 	 	 	 	 	 R e p r o d u z i r   m  s i c a 
 
 S T R _ S I M _ I N V A L I D _ S I M _ T I T L E 	 I d l e 	 C 0 3 3 _ 1 ,   C 4 3 3 _ 1 ,   T I T L E 	 T h e   S I M   c a r d   i s   i n v a l i d 	 I n v a l i d   S I M 	 !qHevS I M aS	 eHevS I M aS	 4!D!H9I-	 T a r j e t a   S I M   n o   v  l i d a 	 S I M   i n v a l i d e 	 U n g  l t i g e s   S I M 	 5459AB28B5;L=0O  S I M 	 S I M     n o n   v a l i d o 	 (7'B)  :J1  5'D-)	 S I M   i n v  l i d o 	 g e  e r s i z   S I M 	 S I M   k h  n g   h i u   l c 	 S I M   S a l a h 	 S I M   t i d a k   s a h 	 	5	H	'	  8	?	.	 	 U g y l d i g t   S I M 	 N e p l a t n    S I M 	 N i e p r a w i d Bo w a   k a r t a   S I M 	  r v  n y t e l e n   S I M 	 E p  k e l p o   S I M 	 U g y l d i g   S I M 	 N e p l a t n    S I M 	 O n g e l d i g e   S I M 	 S  t t   i   r  t t   S I M - k o r t 	 S I M   n i j e   v a l j a n 	 S I M   i n v a l i d 	 N e v e l j a v e n   S I M 	   S I M 	   S I M     	 520;84=0  S I M 	 	5	H	'	  8	?	.		 S I M   E9*(1  F3*	 :D7  3E    D  ','2*  F	   	 								  				 0
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  8
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.
	 F2M2(?  8?.M	 5?@028;L=0  S I M   :0@B0	 





  


	   	 I - S I M   e n g e n a m t h e t h o 	 I - S I M   e n g a s e b e n z i y o 	 S I M   b a t i l i 	 O n g e l d i g e   S I M 	 N e g a l i o j a n t i   S I M   k o r t e l 	 N e d e r +g a   S I M 	 S o b i m a t u   S I M 	 1v~a~e  S I M 	   S I M 	 S I M   i n c o r e c t 	 S I M   
8
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'
A
	 .(M_  S I M 	 S I M   i   g a b u a r 	 						  				 	 	 	 	 	 	 	 S I M   i n v  l i d o 
 
 S T R _ S I M _ I N V A L I D _ S I M _ T X T 	 I d l e 	 U N L I M 	 T h e   S I M   c a r d   c a n n o t   b e   u s e d   t o   r e g i s t e r   t h e   n e t w o r k   s u c c e s s f u l l y 	 F a i l e d   t o   r e g i s t e r   S I M   c a r d 	 S I M aS;Q1YWe	 S I M aSlQ1Y%	 %0@5"4!2#LD!HDI	 E r r o r   a l   r e g i s t r a r   t a r j e t a   S I M 	  c h e c   d e   l ' e n r e g i s t r e m e n t   d e   l a   c a r t e   S I M 	 S I M - K a r t e n r e g i s t r i e r u n g   f e h l g e s c h l a g e n 	  538AB@0F8O  S I M - :0@BK  =5  C40;0AL.   	 R e g i s t r a z i o n e   s c h e d a   S I M   n o n   r i u s c i t a .   	 A4D  AJJ  *3,JD  'D(7'B)	 R e g i s t o   d o   c a r t  o   S I M   f a l h o u 	 S I M   k a r t   k a y d 1  b a _a r 1s 1z 	 K h  n g   n g   k y   #c   t h e 	  S I M 	 R e g i s t r a s i   K a r t u   S I M   g a g a l 	 P e n d a f t a r a n   k a d   S I M   g a g a l 	 8	?	.	  	>	0	M	!	  *			@		0	#	  	8	+	2		 S I M   k o r t   r e g i s t r e r i n g   m i s l y k k e t 	 R e g i s t r a c e   S I M   k a r t y   s e l h a l a . 	 R e j e s t r a c j a   k a r t y   S I M   n i e p o w i o d Ba   s i . 	 S I M   k  r t y a   s i k e r t e l e n   r e g i s z t r  c i  j a 	 S I M - k o r t i n   r e k i s t e r  i n t i   e p  o n n i s t u i 	 R e g i s t r e r i n g   a v   S I M - k o r t   m i s l y k k e t 	 R e g i s t r  c i a   S I M   k a r t y   z l y h a l a . 	 R e g i s t r a t i e   v a n   S I M - k a a r t   m i s l u k t 	 O k  n t   S I M - k o r t 	 R e g i s t r a c i j a   S I M   k a r t i c e   n i j e   u s p j e l a . 	  n r e g i s t r a r e a   c a r t e l e i   S I M   n u   a   r e u _i t 	 R e g i s t r a c i j a   S I M   k a r t i c e   n e u s p e an a . 	     S I M   . 	   S I M   	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d . 	 8	?	.	  	>	0	M	!		@	  (	K		&	#	@	  +	G	2	M	!		 +(*  3JE  C'1*  F'EHAB  (H/	 3E  '1  1,3y14F  F''E	       	 			  					  							  				  						  	 8
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. 	 8?.M  >0M!M  0??8MM0G7(M  5?+2.H&?	 5  240;>AO  70@5TAB@C20B8  S I M   :0@BC. 	 


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	       	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   r e g .   o n s u k s e s v o l 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 S I M   c a r d   r e g i s t r a t i o n   f a i l e d 	 	 	 D e s h t o i   p e r   t e   r e g j i s t r u a r   k a r t e n   S I M 	 				  							  				 	 	 	 	 	 	 	 R e g .   S I M   f a l h o u 
 
 S T R _ S I M _ I N S E R T I O N _ M S G 	 I d l e 	 C 0 3 3 _ 1 ,   C 4 3 3 _ 1 ,   P O P U P C O N F I R M ,   P O P U P 	 T e l l   t h e   u s e r   t o   i n s e r t   t h e   S I M   c a r d   i n t o   t h e   h a n d s e t 	 I n s e r t   S I M 	 ceQS I M aS	 ceQS I M aS	 C*H4!	 I n s e r t a r   t a r j e t a   S I M 	 S I M   i n t r o d u i t e 	 S I M   e i n f  g e n 	 AB02LB5  S I M   	 I n s e r i s c i   S I M 	 #/.D  'D(7'B)	 I n s e r i r   S I M 	 S I M ' i   t a k 1n 	 L p   S I M 	 M a s u k a n   S I M 	 M a s u k k a n   S I M 	 8	?	.	  !	>	2	G			 I s  t   S I M 	 V l o ~t e   S I M 	 W p r o w a d z  k a r t   S I M 	 H e l y e z z e   b e   a   S I M - e t 	 L i s     S I M 	 S e t t   i n n   S I M 	 V l o ~t e   S I M 	 S t e e k   S I M   i n 	 S  t t   i   S I M - k o r t 	 U m e t n i t e   S I M 	 I n t r o d u c e r e   S I M 	 V s t a v i   S I M 	   S I M 	     S I M 	 <J:=8  S I M 	 8	?	.	  8	.	>	5	?	7	M		  	0	>		 S I M   1'  B1'1  /G/	   /'.D  ,&S I M 	 S I M -   	 			  						  					 8
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	 8?.M  (M80MM  G/A.A	 AB02B5  S I M   :0@BC	 


  



  


	   	 F a k a   i - S I M 	 F a k a   i S I M 	 I n g i z a   S I M 	 S i t   S I M   i n 	 .d k i t e   S I M   k o r t e l 	 I e l i e c i e t   S I M 	 S i s e s t a   S I M 	 Oerade  S I M   ah	   S I M   	 I n t r o d u c e r e   S I M 	 S I M   

B
	 S I M   8(M(?,G6  0(M$A	 F u t n i   S I M 	 			  										  				 	 	 	 	 	 	 	 I n s e r i r   S I M 
 
 S T R _ S I M _ A C C E S S _ E R R O R _ M S G 	 I d l e 	 C 0 3 3 _ 1 ,   C 4 3 3 _ 1 ,   P O P U P C O N F I R M ,   P O P U P 	 T h e   h a n d s e t   f a i l s   t o   a c c e s s   t h e   S I M   c a r d 	 S I M   a c c e s s   e r r o r 	 S I M aSS/	 S I M aSS	 2#@I264!4%2	 E r r o r   e n   l a   t a r j e t a   S I M 	 E r r e u r   S I M 	 S I M - F e h l e r 	 H81:0  4>ABC?0  S I M 	 E r r o r e   d i   A c c e s s o   a l   S I M 	 .7#  AJ  B1'!)  'D(7'B)	 E r r o   d o   c a r t  o   S I M 	 S I M   e r i _i m i   h a t a s 1	 T r u y   c  #p   S I M   l  i 	 A k s e s   S I M   S a l a h 	 R a l a t   a k s e s   S I M 	 8	?	.	  		M	8	G	8	  	0	(	G	  .	G		  $	M	0	A		?	 	 S I M   A d g a n g s   F e j l 	 P Y s t u p   S I M   c h y b n  	 B Bd   d o s t e p u   d o   k a r t y   S I M 	 S I M   h o z z  f  r  s i   h i b a 	 S I M : i i n   p   s y v i r h e 	 F e i l   i   S I M - t i l g a n g 	 C h y b a   p r  s t u p u   k   S I M 	 S I M - f o u t 	 D e t   g i c k   i n t e   a t t   l  s a   S I M - k o r t e t 	 S I M   p o g r e ak a   p r i s t u p a 	 E r o a r e   l a   a c c e s a r e a   S I M 	 N a p a k a   V   D o s t o p u   S I M 	     S I M 	   S I M 	 S I M   A c c e s s   E r r o r 	 8	?	.	  *	M	0	5	G	6	  	B			 .7'  S I M 	 :D7S I M   '33  E	 S I M     	 				  							 8
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.
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	 8?.M  />M8F8M  &K7	 ><8;:0  4>ABC?C  4>  S I M   :0@B8	 


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	     	 I p h u t h a   e k u n g e n e n i   k w i - S I M 	 I m p a z a m o   y o f i k e l e l o   k w i S I M 	 H i t i l a f u   y a   u f i k i a j i   S I M 	 S I M - f o u t 	 S I M   k o r t e l s   p r i e i g o s   k l a i d a 	 S I M   p i e k <u v e s   k <kd a 	 T  r g e   S I M - i   k a s u t a m i s e l 	 S I M   ak  txk  }mal	 S I M       	 E r o a r e   a c c e s   S I M 	 S I M   
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 	 S I M   *M0,G8  $M0A?	 H y r j a   e   S I M   e   g a b u a r 	 			  							 	 	 	 	 	 	 	 E r r o   d o   S I M 
 
 S T R _ S I M _ B L O C K _ M S G 	 I d l e 	 C 0 3 3 _ 1 ,   C 4 3 3 _ 1 ,   P O P U P C O N F I R M ,   P O P U P 	 T h e   S I M   c a r d   i s   b l o c k e d 	 S I M   b l o c k e d 	 S I M aS]OO	 S I M aS]OO	 4!9%G-	 T a r j e t a   S I M   b l o q u e a d a 	 S I M   b l o q u  e 	 S I M   b l o c k i e r t 	 S I M   701;>:. 	 S I M   B l o c c a t o 	 'D(7'B)  E:DB)	 S I M   b l o q u e a d o 	 S I M   b l o k e   o l d u 	 S I M   b i #  k h o a 	 S I M   t e r b l o k 	 S I M   d i h a l a n g 	 8	?	.	  0	K		>		 S I M   B l o k e r e t 	 S I M   b l o k o v  n a 	 S I M   Z a b l o k o w a n y 	 S I M   l e t i l t v a 	 S I M   e s t e t t y 	 S I M   b l o k k e r t 	 S I M   b l o k o v a n  	 S I M   g e b l o k k e e r d 	 S I M - k o r t   l  s t 	 S I M   b l o k i r a n 	 S I M   b l o c a t 	 S I M   j e   B l o k i r a n 	   S I M   	   S I M   	 S I M   5  ;>:8@0=	 8	?	.	  ,	M	2	I		M	!		 S I M   E3/H/  4/	 3E  (F/  H  '	 S I M   	 			  					 8
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	     	 I - S I M   i b h u l o k h i w e 	 I - S I M   i t h i n t e l w e 	 S I M   i m e f u n g w a 	 S I M   g e b l o k k e e r 	 S I M   k o r t e l   u ~b l o k u o t a 	 S I M   b l o 7t a 	 S I M   b l o k e e r i t u d 	 S I M   ah  acelaao~an  g	 S I M     	 S I M   b l o c a t 	 S I M   ,
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 S T R _ S I M _ D I S C O N N E C T E D _ M S G 	 I d l e 	 C 0 3 3 _ 1 ,   C 4 3 3 _ 1 ,   P O P U P C O N F I R M ,   P O P U P 	 S t r i n g   f o r   i d l e   s c r e e n   i n   S I M   d i s c o n n e c t e d   m o d e . 	 S I M   d i s c o n n e c t e d 	 S I M aS]-Ne#}	 S I M aS]e _ޏc	 4!12#@
7H-!H-A%I'	 S I M   d e s o n e c t a d o   	 S I M   d  c o n n e c t  e 	 S I M   g e t r e n n t 	 S I M   @07J548=5=0	 S I M   s c o l l e g a t o 	 *E  B79  '*5'D  (7'B)  S I M 	 S I M   d e s l i g a d o 	 S I M   t a k 1l 1  d e i l 	 t   k t   n i   v i   S I M 	 S I M   t e r p u t u s 	 S I M   d i n y a h s a m b u n g k a n 	 8	?	.	  8	.	M	*	0	M		  	B		  	/	>		 	 	 	 S I M   l e v  l a s z t v a 	 	 	 	 S I M   n i e t   v e r b o n d e n 	 	 	 S I M   d e c o n e c t a t 	 	 	 S I M   	 	 	 B79  '1*('7  ('  S I M 	 	 	 			  						  										 	 	 	 	 	 	 	 	 S I M - v e r b i n d i n g   v e r b r e e k 	 	 	 	 	 	 	 	 	 S I M   I   s h k e p u t u r 	 			  								  			  					 	 	 	 	 	 	 	 S I M   d e s c o n e c t a d o 
 
 S T R _ E N T E R _ P I N _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   e n t e r   t h e   P I N 	 I n p u t   P I N 	 8eQP I N 	 eQP I N 	 I-4	 P I N : 	 P I N : 	 P I N : 	 2548B5  P I N 	 I n p u t   i l   P I N 	 #/.D  P I N   : 	 P I N : 	 P I N   k o d u n u   g i r i n 	 N h  #p   P I N 	 P I N : 	 M a s u k k a n   P I N 	 	(	*	A		  *	?	(		 T a s t   P I N : 	 V l o ~t e   P I N : 	 W p r o w a d z  k o d   P I N : 	 A d j a   m e g   a   P I N - t : 	 A n n a   P I N : 	 T a s t   i n n   P I N : 	 Z a d a j t e   P I N : 	 P I N : 	 A n g e   P I N - k o d : 	 U n e s i t e   P I N : 	 I n t r o d u c e ci   c o d u l   P I N 	 V n e s i   P I N : 	   P I N : 	 P I N : 	 J2548  P I N : 	 *	?	(	  &	>		2	  	0	>	: 	 P I N : 	   /'.D  ,&P I N : 	 P I N   : 	 			  						  				: 	 *
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 
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 
 S T R _ I N C O R R E C T _ P I N 	 B o o t u p 	 P O P U P 	 T h e   i n p u t   P I N   i s   i n c o r r e c t 	 W r o n g   P I N 	 P I N /	 P I N 	 4D!H9I-	 P I N   e r r  n e o 	 M a u v a i s   P I N 	 F a l s c h e   P I N 	 5?@028;L=K9  P I N 	 P I N   e r r a t o 	 .7#  AJ  P I N 	 P I N   e r r a d o 	 Y a n l 1_  P I N ! 	 S a i   P I N 	 S a l a h   P I N ! 	 P I N   s a l a h 	 	2	$	  *	?	(	 	 F o r k e r t   P I N ! 	 N e s p r  v n    P I N ! 	 N i e r p r a w i d Bo w y   P I N ! 	 H i b  s   P I N ! 	 V   r    P I N ! 	 G a l   P I N ! 	 C h y b n    P I N ! 	 V e r k e e r d e   P I N 	 F e l   P I N - k o d ! 	 P o g r e aa n   P I N ! 	 C o d   P I N   i n c o r e c t 	 N a p a 
e n   P I N ! 	   P I N : 	 P I N   	 @5H5=  P I N ! 	 	A		@		>	  *	?	(	  ! 	 P I N   '4*('G  '3*	 :D7P I N ! 	   P I N ! 	 						  				 
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	 -A2  *?(M	 P I N   I   g a b u a r 	 			  P I N 	 	 	 	 	 	 	 	 P I N   e r r a d a 
 
 S T R _ I N C O R R E C T _ P U K 	 B o o t u p 	 P O P U P 	 T h e   i n p u t   P U K   i s   i n c o r r e c t 	 W r o n g   P U K 	 P U K /	 P U K 	 8D!H9I-	 P U K   e r r  n e o 	 M a u v a i s   P U K 	 F a l s c h e s   P U K 	 5?@028;L=K9  P U K 	 P U K   e r r a t o 	 .7#  AJ  P U K 	 P U K   e r r a d o 	 Y a n l 1_  P U K ! 	 S a i   P U K 	 S a l a h   P U K ! 	   P U K   s a l a h 	 *	?	(	  0	B		>		 F o r k e r t   P U K ! 	 N e s p r  v n    P U K ! 	 N i e r p r a w i d Bo w y   P U K ! 	 H i b  s   P U K ! 	 V   r    P U K ! 	 G a l   P U K ! 	 C h y b n    P U K ! 	 V e r k e e r d e   P U K 	 F e l   P U K - k o d ! 	 P o g r e aa n   P U K ! 	 C o d   P U K   i n c o r e c t 	 N a p a 
e n   P U K ! 	   P U K : 	 P U K   	 @5H5=  P U K ! 	 	A		@		>	  *	E		! 	 P U K   '4*('G  '3*	 :D7  P U K ! 	   P U K ! 	 						  				 
2
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! 	 0>M  *?/AF	 52V@=89  P U K ! 	 



  P U K 	   	 I - P U K   e n g a l u n g i l e 	 I - P U K   e n g a c h a n e k a n g a 	 P U K   m b a y a 	 V e r k e e r d e   P U K 	 K l a i d i n g a s   P U K 	 N e p a r e i z s   P U K 	 V a l e   P U K 	 Mmal  P U K   nanoack	   P U K   	 P U K   g r e _i t 	 P U K   $
F
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	 -A2  P U K 	 P U K   I   g a b u a r 	 			  P U K 	 	 	 	 	 	 	 	 P U K   e r r a d o 
 
 S T R _ P I N _ B L O C K E D _ P U K 	 B o o t u p 	 P O P U P C O N F I R M ,   P O P U P 	 T h e   P I N   o f   t h e   S I M   c a r d   i s   b l o c k e d 	 P I N   b l o c k e d 	 S I M aS]OO	 S I M aS]OO	 49%G-	 P I N   b l o q u e a d o 	 P I N   b l o q u  	 P I N   b l o c k i e r t 	 P I N   701;>:. 	 P I N   b l o c c a t o 	 P I N   E:DB	 P I N   b l o q u e a d o 	 P I N   b l o k e   o l d u 	 P I N   b i #  k h o a 	 P I N   T e r b l o k ! 	 P I N   d i h a l a n g 	 (		  *	?	(	  	(	*	A			 P I N   b l o k e r e t ! 	 P I N   b l o k o v  n ! 	 P I N   z a b l o k o w a n y ! 	 P I N   l e t i l t v a ! 	 P I N   e s t e t t y ! 	 P I N   b l o k k e r t ! 	 P I N   j e   b l o k o v a n  	 P I N   g e b l o k k e e r d 	 P I N - k o d e n   s p  r r a d ! 	 P I N   b l o k i r a n ! 	 C o d   P I N   b l o c a t 	 P I N   j e   B l o k i r a n ! 	   P I N   ! 	 P I N   	 P I N   5  ;>:8@0=! 	 *	?	(	  ,	M	2	I		M	!	  ! 	 P I N   E3/H/  4/	 ~F  (F/  1/'  '  ! 	 P I N   	 			  											  						 *
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! 	 *?(M  ,M2>M  !M	 P I N   701;>:>20=89! 	 


  






	     	 I - P I N   i b h u l o k h i w e 	 I - P I N   e t h i n t e l w e y o 	 P I N   i m e z u i l i w a 	 P I N   g e b l o k k e e r 	 P I N   u ~b l o k u o t a s 	 P I N   b l o 7t s 	 P I N   b l o k e e r i t u d 	 P I N   nanoackh  acelaao~an  g	 P I N     	 P I N   b l o c a t 	 P I N   ,
M
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	 *?(M  ,0K'?$	 P I N   I   b l l o k u a r 	 P I N   								 	 	 	 	 	 	 	 P I N   b l o q u e a d o 
 
 S T R _ E N T E R _ N E W _ P I N _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   e n t e r   t h e   n e w   P I N 	 I n p u t   n e w   P I N   c o d e 	 8eQeP I N x	 eQeP I N x	 I-#+1*4C+!H	 I n t r o d u z c a   s u   P I N   n u e v o 	 S a i s i r   n o u v e a u   P I N 	 N e u e n   P I N - C o d e   e i n g e b e n 	 2548B5  =>2K9  P I N - :>4	 S c r i v i   i l   P I N   N u o v o 	 #/.DP I N   ,/J/  : 	 I n t r o d u z i r   n o v o   c  d i g o   P I N 	 Y e n i   P I N   k o d u n u   g i r i n 	 N h  #p   m    P I N   m i 	 P I N   B a r u : 	 M a s u k k a n   P I N   b a r u 	 (		  *	?	(	  !	>	2	G		: 	 T a s t   N y   P I N : 	 V l o ~t e   n o v    P I N : 	 W p r o w a d z  n o w y   P I N : 	  j   P I N - k  d   m e g a d  s a 	 A n n a   u u s i   P I N : 	 T a s t   i n n   n y   P I N : 	 V l o ~t e   n o v    P I N : 	 G e e f   n i e u w e   P I N   o p 	 A n g e   n y   P I N - k o d : 	 U n e s i t e   n o v i   P I N : 	 I n t r o d u c e r e   c o d   P I N   n o u 	 V n e s i   N o v   P I N : 	     P I N : 	 P I N   : 	 J2548  >2  P I N : 	 (	5	>	  *	?	(	  &	>		2	  	0	>		 1E2  ,/J/  P I N   1'  H'1/  FE'JJ/	 F'  P I N   /'.D    ,&: 	   P I N   : 	 				  			  				  						  				  	 (
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: 	 0M  (M/B  *?(M	 254VBL  =>289  P I N : 	 


  


  



  


  	     	 I n p u t   n e w   P I N 	 I n p u t   n e w   P I N 	 I n p u t   n e w   P I N 	 N u w e   P I N : 	 I n p u t   n e w   P I N 	 I n p u t   n e w   P I N 	 I n p u t   n e w   P I N 	 I n p u t   n e w   P I N 	 I n p u t   n e w   P I N 	 I n p u t   n e w   P I N 	 	 	 V e n d o s   k o d i n   e   r i   P I N 	 				  P I N : 	 	 	 	 	 	 	 	 N o v o   P I N : 
 
 S T R _ E N T E R _ P I N _ A G A I N _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   i n p u t   a g a i n   f o r   c o n f i r m a t i o n 	 C o n f i r m   n e w   P I N   c o d e 	 xeP I N x	 nxeP I N x	 "7"1#+1*4C+!H	 I n t r o d  z c a l o   d e   P I N   n u e v o 	 C o n f i r m e r   n o u v e a u   P I N 	 N e u e n   P I N - C o d e   b e s t  t i g e n 	 >4B25@645=85  =>2K9  P I N - :>4	 C o n f e r m a   i l   n u o v o   c o d i c e   P I N 	 E1)    #.1J  : 	 C o n f i r m a r   n o v o   c  d i g o   P I N 	 T e k r a r   g i r i n 	 N h  #p   l a #i   m    P I N   m i 	 M a s u k a n   L a g i : 	 M a s u k k a n   l a g i 	 *	A	(		  	(	*	A			 T a s t   I g e n : 	 V l o ~t e   z n o v u : 	 W p r o w a d z  p o n o w n i e : 	  j   P I N - k  d   m e g e r Qs  t  s e 	 A n n a   u u d e s t a a n : 	 T a s t   i n n   p    n y t t : 	 V l o ~t e   z n o v u : 	 G e e f   n i e u w e   P I N   o p n i e u w   o p 	 A n g e   P I N - k o d e n   i g e n : 	 U n e s i t e   p o n o v o : 	 I n t r o d u c e ci   c o d u l   P I N   d i n   n o u 	 V n e s i   P o n o v n o 	   : 	   : 	 J2548  B=>2>: 	 *	A	(	M	9	>	  	(	M		0	  	0	>		 1E2  ,/J/  P I N   1'  *#JJ/  FE'JJ/	 /H('1  /'.D  ,&: 	   : 	 				  			  				  							  					 &
A
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: 	 0M  F/?(M	 254VBL  I5  @07: 	 




  




  


	   	 I n p u t   a g a i n 	 I n p u t   a g a i n 	 I n p u t   a g a i n 	 T i k   w e e r   i n : 	 I n p u t   a g a i n 	 I n p u t   a g a i n 	 I n p u t   a g a i n 	 I n p u t   a g a i n 	 I n p u t   a g a i n 	 I n p u t   a g a i n 	 	 	 K o n f i r m o   k o d i n   e   r i   P I N 	 				  								  			: 	 	 	 	 	 	 	 	 I n s i r a   n o v a m e n t e : 
 
 S T R _ P I N _ D O N O T _ M A T C H 	 B o o t u p 	 P O P U P 	 T h e   P I N s   e n t e r e d   a t   t h e   f i r s t   a n d   s e c o n d   t i m e s   a r e   d i f f e r e n t 	 C o d e s   d o   n o t   m a t c h 	 P I N x
NvT	 P I N x
NvT	 #+1*D!H#	 C  d i g o s   P I N   d i f e r e n t e s 	 L e s   c o d e s   s o n t   d i f f  r e n t s 	 C o d e s   s t i m m e n   n i c h t    b e r e i n 	  07;8G=K5  P I N - :>4K	 C o d i c e   P I N   d i v e r s o 	 P I N   E.*DA	 C  d i g o s   n  o   c o i n c i d e m 	 F a r k l 1  P I N   k o d u 	 M    P I N   k h  n g   t n g   n g 	 P I N   b e d a ! 	 K o d   P I N   b e r b e z a 	 -	?	(	M	(	  *	?	(	  	K	!	!  	 F o r s k e l l i g   P I N   k o d e ! 	 O d l i an    P I N   k  d ! 	 K o d   P I N   o d m i e n n y ! 	 A   k  d o k   n e m   e g y e z n e k 	 E r i   P I N - k o o d i ! 	 U l i k   P I N - k o d e ! 	 O d l i an    P I N   k  d ! 	 C o d e s   k o m e n   n i e t   o v e r e e n 	 P I N - k o d e r n a   m a t c h a r   i n t e ! 	 R a z l i 
i t i   P I N   k o d o v i ! 	 C o d u r i l e   P I N   n u   c o r e s p u n d 	 D r u g a 
n a   P I N   k o d a ! 	     P I N ! 	 P I N   	  07;8G=8  P I N   :>4! 	 5	G		5	G		3	G	  *	?	(	  	K	!	  ! 	 1E2G'  JC3'F  FJ3*F/	 E.*DA  P I N   H  ! 	   P I N   ! 	 			  				  					  		  	 
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e n    t e l e f o n u : 	 W p r o w a d z  k o d   b l o k a d y   t e l e f o n u : 	 A d j a   m e g   a   k  s z  l  k   z  r o l  s i   k  d j  t : 	 A n n a   p u h e l i m e n   l u k i t u s k o o d i : 	 T a s t   i n n   t e l e f o n s p e r r i n g s k o d e : 	 V l o ~t e   k  d   t e l e f  n n e h o   z  m k u 	 T e l e f o o n   b l o k k e r e n : 	 A n g e   t e l e f o n l  s k o d e n : 	 U n e s i t e   k o d   z a k l j u 
a v a n j a   t e l e f o n a : 	 I n t r o d u c e r e   c o d   d e   b l o c a r e   a   t e l e f o n u l u i 	 V n e s i   K o d o   Z a k l e p a n j a   T e l e f o n a : 	       : 	   : 	 J2548  "5;5D>=  ;8=  >4: 	 +	K	(	  2	I		  	K	!	  	(	M		0	  	0	>	: 	 BAD  *DAF: 	 AHF  D'  1F  H'D'  H  /'.D  ,&: 	       : 	 			  		: 	 
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n o   g e s l o ! 	   P a s s w o r d ! 	   	 @5H=0  0@>;0! 	 	A		@		>	  *	>	8	5	0	M	!	  ! 	 1E29(H1  '4*('G  '3*	 :D7  ~'3  H1! 	   ! 	 						  										 
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 S T R _ R S K _ S O S 	 B o o t u p 	 R S K 	 D i a l   t h e   S O S   n u m b e r 	 S O S 	 }%`	 '}%`	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 7H'1&	 E m e r g  n c i a 	 A c i l   D u r u m 	 S O S 	 S O S 	 S O S 	 	8			8		 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 A l a r m 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 S O S 	 8	I	8		 S O S 	 S O S 	 	 						 
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 
 S T R _ N A N D _ C H E C K 	 B o o t u p 	 C 1 6 5 _ 1 	 A s k   t h e   u s e r   w h e t h e r   i t   i s   a l l o w a b l e   t o   c h e c k   t h e   d i s k 	 P r o c e e d   d i s k   c h e c k ? 	 2QX[݈njg	 PX[ňnhg	 #'*-4*L? 	  P r o c e d e r   c o n   l a   c o m p r o b a c i  n   d e l   d i s c o ? 	 C o n t i n u e r   a v e c   l a   v  r i f i c a t i o n   d u   d i s q u e  ? 	 F e s t p l a t t e n p r  f u n g   d u r c h f  h r e n ? 	 @>25@8BL  48A:? 	 P r o c e d e r e   c o n   v e r i f i c a   d e l   d i s c o ? 	 A-5  'D0'C1)  	 P r o s s e g u i r   c o m   v e r i f i c a   o   d o   d i s c o ? 	 D i k   k o n t r o l  n e   g e  i l s i n   m i ?   	 K i  	m   t r a   c  i   t   )a   n h ? 	 L a n j u t k a n   p e m e r i k s a a n   d i s k ? 	 T e r u s k a n   p e m e r i k s a a n   c a k e r a ? 	 !	?	8	M		  	G		  	>	2	B	  	?	/	>	  	>		?  	 	 	 	 F o l y t a t j a   a   l e m e z e l l e n Qr z  s t ? 	 	 	 	 D o o r g a a n   m e t   s c h i j f c o n t r o l e ? 	 	 	  n c e p e ci   v e r i f i c a r e a   d i s c u l u i ? 	 	 	     ? 	 	 *	M	0	K	8	?	!	  !	?	8	M		  	G		  	G	2	@	? 	 (113I  /J3C  ~JJ1I  4H/	   3    ~1H33  .*E	     ? 	 					  			  				  								  							? 	 !
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NP	 4*L@4B'I2	 L a   c u o t a   e x c e d e   e l   d i s c o 	 Q u o t a   s u r   d i s q u e 	 Q u o t e n    b e r   F e s t p l a t t e 	 2>B0  ?@52KH05B  >1J5<  48A:0	 S u p e r a m e n t o   s p a z i o   s u   d i s c o 	 Q u t o a   *,'H2  'DJ  'D-/  'D'B5J	 C a p a c i d a d e   d o   d i s c o   u l t r a p a s s a d a 	 D i s k i   a _a n   k o t a   	 Q u o t a   v t   q u    g i i   h n   )a   n h 	 K u o t a   m e l a m p a u i   k a p a s i t a s   d i s k 	 K u o t a   m e l a l u i   c a k e r a 	 	K		>	  	5	0	  !	?	8	M			 	 	 	 A   k v  t a   m e g h a l a d j a   a   l e m e z k a p a c i t  s t 	 	 	 	 S c h i j f q u o t u m   o v e r s c h r e d e n 	 	 	 A ci   d e p _i t   l i m i t a   d e   c o t   d i s c 	 	 	         	 	 	 A6'I  /J3C  3GEJG  (F/I  4/G	 	 	 					  				  							  					 	 	 	 





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 S T R _ I D _ N A N D _ Q U O T A _ U S A G E _ W A R N I N G 	 B o o t u p 	 C 1 6 5 _ 1 	 T h e   q u o t a   s e t t i n g   i s   w r o n g .   A p p l i c a t i o n s   m i g h t   f a i l s   t o   w r i t e   d a t a   o n   t h e   d i s k 	 Q u o t a   u s a g e   w a r n i n g 	 |q}zz
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N	 3@7-2#C
IB'I2	 A d v e r t e n c i a   d e   c u o t a   d e   u s o 	 A v e r t i s s e m e n t   d e   q u o t a   u t i l i s  	 Q u o t e n n u t z u n g s w a r n u n g 	 2>B0  7040=0  =525@=>	 A v v i s o   u t i l i z z o   q u o t a 	 'DE3'-)  Q u t o a   :J1  C'AJ)	 A v i s o   d e   c a p a c i d a d e 	 K o t a   k u l l a n 1m   u y a r 1s 1  	 B   n h   h   t h n g   k h  n g   	 P e r i n g a t a n   p e n g g u n a a n   k u o t a 	 A m a r a n   p e n g g u n a a n   k u o t a 	 	K		>	  		*	/	K		  	G	$	>	5	(	@		 	 	 	 K v  t a - h a s z n  l a t i   f i g y e l m e z t e t  s 	 	 	 	 W a a r s c h u w i n g   v o o r   o v e r s c h r i j d e n   v a n   q u o t u m 	 	 	 A v e r t i z a r e   u t i l i z a r e   c o t   d i s c 	 	 	     	 	 	 G4/'1  EJ2'F  E51A  3GEJG	 	 	 							  							  								 	 	 	 





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 S T R _ I D _ N A N D _ U S E R _ D R I V E _ C O R R U P T 	 B o o t u p 	 C 1 6 5 _ 1 	 A s k   t h e   u s e r   w h e t h e r   i t   i s   a l l o w a b l e   t o   f o r m a t   t h e   d i s k   w h e n   t h e   u s e r   d r i v e   i s   c o r r u p t e d 	 U s e r   d r i v e   i s   c o r r u p t .   F o r m a t ? 	 qQ(uxx]
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 
 S T R _ I D _ N A N D _ S Y S T E M _ D R I V E _ C O R R U P T 	 B o o t u p 	 C 1 6 5 _ 1 	 A s k   t h e   u s e r   w h e t h e r   i t   i s   a l l o w a b l e   t o   f o r m a t   t h e   d i s k   w h e n   t h e   s y s t e m   d r i v e   i s   c o r r u p t e d 	 S y s t e m   d r i v e   i s   c o r r u p t .   F o r m a t ? 	 |q}xx]k
d0  /f&T<h_S	 |~xv]k_c0  /f&T<h_S	 D#L#0@*5"  -#LA!? 	 L a   u n i d a d   d e   s i s t e m a   e s t    c o r r u p t a .    D e s e a   f o r m a t e a r l a ? 	 L e   d i s q u e   s y s t  m e   e s t   c o r r o m p u .   F o r m a t e r  ? 	 S y s t e m l a u f w e r k   i s t   v e r f  l s c h t .   F o r m a t i e r e n ? 	 !8AB5<=K9  48A:  ?>2@5645=.   $>@<0B8@>20BL? 	 U n i t    d e l   s i s t e m a   c o r r o t t a .   F o r m a t t a r e ? 	 ,G'2  'DF8'E  1/J&    'D*GJ&)  	 A   u n i d a d e   d o   s i s t e m a   e s t    c o r r o m p i d a .   F o r m a t a r ? 	 S i s t e m   s  r  c  s    b o z u l d u .   F o r m a t ?   	 )a   t   t r o n g   h   t h n g   b   t n   h i . n h   d n g   l i ? 	 D r i v e   s i s t e m   r u s a k .   F o r m a t ? 	 P e m a c u   s i s t e m   r o s a k .   F o r m a t k a n ? 	 8	?	8	M		.	  !	M	0	>		5	  	0	>	,	  9	H	d	  +	I	0	M	.	G		  	0	G		?  	 	 	 	 S  r  l t   a   r e n d s z e r m e g h a j t  .   F o r m  z n i   a k a r j a ? 	 	 	 	 S y s t e e m s c h i j f   i s   c o r r u p t .   F o r m a t t e r e n ? 	 	 	 U n i t a t e a   d e   s i s t e m   e s t e   d e t e r i o r a t .   F o r m a t a ci ? 	 	 	     .     ? 	 	 	 1/HFG  3J3*E  .1'(  '3*.   1/HFG  A1E*  4H/	 	 	 						  						  					  			  				|   						  						  ? 	 	 	 	 





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i t   t  s Ho v o u   l i n k u 	 W y b i e r z   n u m e r   S O S 	 S O S   s z  m   t  r c s  z  s a 	 V a l i t s e   h  t  n u m e r o 	 R i n g   S O S - n u m m e r 	 V y t o 
t e   t i e s Ho v    l i n k u 	 A l a r m n u m m e r   k i e z e n ? 	 R i n g a   e t t   n  d s a m t a l 	 B i r a j t e   S O S   b r o j 	 A p e l a ci   n u m r u l   S O S ? 	 K l i 
i   S O S   `t e v i l k o 	     S O S 	       ? 	 015@8  S O S   =><5p 	 8	I	8	  	M	0	.	>			  !	>	/	2	  	0	>		 4E'1G  S O S   1A*G  4H/	 '&D  ,&  S O S FE(1	     	 					  					  					  					? 	 !
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2	 N o   p e r m i t i d o 	 N o n   a u t o r i s  	 N i c h t   z u g e l a s s e n 	 5  @07@5H5=>	 N o n   C o n s e n t i t o 	 :J1  E3EH-	 N  o   p e r m i t i d o 	 0z i n   v e r i l m i y o r 	 K h  n g   c h o   p h e p 	 T i d a k   d i b o l e h k a n ! 	 T i d a k   d i b e n a r k a n 	 	(	A	.	$	  (	9	@			 I k k e   T i l l a d t ! 	 N e p o v o l e n o ! 	 N i e   d o z w o l o n y ! 	 N e m   e n g e d  l y e z e t t ! 	 E i   s a l l i t t u ! 	 I k k e   t i l l a t t ! 	 N e p o v o l e n  	 N i e t   t o e g e s t a a n 	 E j   t i l l  t e t ! 	 N i j e   d o z v o l j e n o ! 	 I n t e r z i s 	 N i   d o v o l j e n o ! 	   	 	 5@07@5H5=! 	 .	>	(	M	/	  (	>	9	@	  ! 	 E,'2  F3*	 ','2*  F! 	   	 						  				 
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 
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 
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gR	 D!H!5#42#	 N o   h a y   s e r v i c i o 	 P a s   d e   s e r v i c e   d i s p o n i b l e 	 K e i n   D i e n s t 	 !;C610  >BACBAB2C5B	 N e s s u n   S e r v i z i o 	 D'  JH,/  ./E)	 S e m   s e r v i  o 	 S e r v i s   y o k 	 K h  n g   c o   d i #c h   v u #	 L a y a n a n   t a k   a d a 	 T i a d a   p e r k h i d m a t a n 	 	K		  8	G	5	>	  (	9	@			 I n g e n   T j e n e s t e 	 } d n    s l u ~b a 	 B r a k   u s Bu g i 	 A   s z o l g  l t a t  s   n e m    r h e t Q  e l 	 E i   p a l v e l u a 	 I n g e n   t j e n e s t e 	 }i a d n a   s l u ~b a 	 G e e n   d i e n s t 	 I n g e n   t  c k n i n g ! 	 N e m a   u s l u g e 	 S e r v i c i u   i n e x i s t e n t 	 N i   U s l u g e 	     	   	 O<a   #A;C38	 8	G	5	>	  (	>	9	@		 ./E'*  /1  /3*13  F3*	   H&  31H3    F	   	 				  				  				 8
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	   	 O k u k h e t h w a y o   k w e m e n y u 	 O k u n y e   k w e m e n y u 	 C h a g u z i   z a   m e n y u 	 K i e s l y s - o p s i e s 	 M e n i u   p a r i n k t y s 	 I z v l n e s   o p c i j a s 	 M e n   v a l i k u d 	 Devuxk  hvavve	   	 O p ci u n i   m e n i u 	 .
F
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  

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
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
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 	 .G(A  ,?3M*A!?	 M u n d e s i t e   e   m e n y s e 	 				  											 	 	 	 	 	 	 	 O p   e s   d e   m e n u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E N T E R _ N P _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   e n t e r   N P   c o d e 	 I n p u t   N P   c o d e 	 8eQN P x	 eQN P x	 I-#+1*  N P 	 I n t r o d u z c a   e l   c  d i g o   N P : 	 S a i s i r   l e   c o d e   N P 	 N P - C o d e   e i n g e b e n 	 2548B5  :>4  N P :   	 S c r i v i   i l   C o d i c e   N P 	 #/.D  'D1E2  N P   : 	 I n t r o d u z i r   c  d i g o   N P 	 N P   k o d u n u   g i r i n : 	 N h  #p   m a   N P 	 M a s u k a n   K o d e   N P : 	 M a s u k k a n   k o d   N P : 	 	(	*	@	  	K	!	  !	>	2	G		:  	 T a s t   N P   K o d e : 	 V l o ~i t   k  d   N P : 	 W p r o w a d z  K o d   N P : 	 N P   k  d   m e g a d  s a 	 N P - k o o d i n   n  p p  i l y 	 T a s t   i n n   N P - k o d e : 	 V l o ~t e   k  d   N P . 	 G e e f   N P - c o d e   o p : 	 M a t a   i n   N P - k o d : 	 U n e s i t e   N P   k o d : 	 I n t r o d u c e ci   c o d   N P 	 V n e s i   N P   K o d o : 	     : 	   N P : 	 J2548  N P   >4: 	 	(	*	@	  	K	!	  			0	  	0	>	: 	 1E2  N P : 	 /'.D  ,&N P   C o d e : 	 N P     : 	 		. 		.   			  						  				      	 
(
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: 	 (M  *?  K!M  0M  G/!?	 254VBL  :>4  N P 	 N P   


  



  


: 	       : 	 E n t e r   N P   c o d e : 	 E n t e r   N P   c o d e : 	 E n t e r   N P   c o d e : 	 N P - k o d e : 	 E n t e r   N P   c o d e : 	 E n t e r   N P   c o d e : 	 E n t e r   N P   c o d e : 	 E n t e r   N P   c o d e : 	 E n t e r   N P   c o d e : 	 E n t e r   N P   c o d e : 	 N P   
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	 N P   K!  (*A  0(M$A	 K o d i   I   h y r j e s   N P 	 N P   			: 	 	 	 	 	 	 	 	 C  d i g o   N P : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E N T E R _ N S P _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   e n t e r   N S P   c o d e 	 I n p u t   N S P   c o d e 	 8eQN S P x	 eQN S P x	 I-#+1*  N S P 	 I n t r o d u z c a   e l   c  d i g o   N S P : 	 S a i s i r   l e   c o d e   N S P 	 N S P - C o d e   e i n g e b e n 	 2548B5  :>4  N S P :   	 S c r i v i   i l   C o d i c e   N S P 	 #/.D  'D1E2  N S P   : 	 I n t r o d u z i r   c  d i g o   N S P 	 N S P   k o d u n u   g i r i n : 	 N h  #p   m a   N S P 	 M a s u k a n   K o d e   N S P : 	 M a s u k k a n   k o d   N S P : 	 	(		8	*	@	  	K	!	  !	>	2	G		:  	 T a s t   N S P   K o d e : 	 V l o ~i t   k  d   N S P : 	 W p r o w a d z  K o d   N S P   ( D o s t a w c a   u s Bu g   s i e c i o w y c h ) : 	 N S P   k  d   m e g a d  s a 	 N S P - k o o d i n   n  p p  i l y 	 T a s t   i n n   N S P - k o d e : 	 V l o ~t e   k  d   N S P : 	 G e e f   N S P - c o d e   o p : 	 M a t a   i n   N S P - k o d 	 U n e s i t e   N S P   k o d : 	 I n t r o d u c e ci   c o d   N S P 	 V n e s i   N S P   K o d o : 	       N S P : 	   N S P : 	 J2548  N S P   >4: 	 	(		8	*	@	  	K	!	  			0	  	0	>	: 	 1E2  N S P : 	   /'.D  ,&N S P   C o d e : 	 N S P     : 	 		. 		. 		.   			  						  				  	 
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: 	 (M8M*?  K!M  0M  G/!?	 254VBL  :>4  N S P 	 N S P   


  



  


: 	         : 	 E n t e r   N S P   c o d e : 	 E n t e r   N S P   c o d e : 	 E n t e r   N S P   c o d e : 	 N S P - k o d e : 	 E n t e r   N S P   c o d e : 	 E n t e r   N S P   c o d e : 	 E n t e r   N S P   c o d e : 	 E n t e r   N S P   c o d e : 	 E n t e r   N S P   c o d e : 	 E n t e r   N S P   c o d e : 	 N S P   
K
!
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  
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	 N S P   K!  (*A  0(M$A	 K o d i   I   h y r j e s   N S P 	 N S P   			: 	 	 	 	 	 	 	 	 C  d i g o   N S P : 	 	 	 	 	 	 	 	 N S P   k o d e a   s a r t u 	 I p a s o k   a n g   N S P   c o d e 	 I n s i r a   c  d i g o   N S P 	 T i n y e   k o o d u   N S P 	 I o n c h u r   c  d   N S P 
 
 S T R _ E N T E R _ C P _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   e n t e r   C P   c o d e 	 I n p u t   C P   c o d e 	 8eQC P x	 eQC P x	 I-#+1*  C P 	 I n t r o d u z c a   e l   c  d i g o   C P : 	 S a i s i r   l e   c o d e   C P 	 C P - C o d e   e i n g e b e n 	 2548B5  :>4  C P :   	 S c r i v i   i l   C o d i c e   C P 	 #/.D  'D1E2  C P   : 	 I n t r o d u z i r   c  d i g o   C P 	 C P   k o d u n u   g i r i n : 	 N h  #p   m a   C P 	 M a s u k a n   K o d e   C P : 	 M a s u k k a n   k o d   C P : 	 8	@	*	@	  	K	!	  !	>	2	G		:  	 T a s t   C P   K o d e : 	 V l o ~i t   k  d   C P : 	 W p r o w a d z  K o d   C P   : 	 C P   k  d   m e g a d  s a 	 C P - k o o d i n   n  p p  i l y 	 T a s t   i n n   C P - k o d e : 	 V l o ~t e   k  d   C P : 	 G e e f   C P - c o d e   o p : 	 M a t a   i n   C P - k o d : 	 U n e s i t e   C P   k o d : 	 I n t r o d u c e ci   c o d   C P 	 V n e s i   C P   K o d o : 	     C P : 	   C P : 	 J2548  C P   >4: 	 8	@	*	@	  	K	!	  			0	  	0	>	: 	 1E2  C P : 	   /'.D  ,&C P   C o d e : 	 C P     : 	   		. 		.   			  						  				  	 8
@
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: 	 8?*?  K!M  0M  G/!?	 254VBL  :>4  C P 	 C P   


  



  


: 	       : 	 E n t e r   C P   c o d e : 	 E n t e r   C P   c o d e : 	 E n t e r   C P   c o d e : 	 C P - k o d e : 	 E n t e r   C P   c o d e : 	 E n t e r   C P   c o d e : 	 E n t e r   C P   c o d e : 	 E n t e r   C P   c o d e : 	 E n t e r   C P   c o d e : 	 E n t e r   C P   c o d e : 	 C P   
K
!
M
  
(
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A

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  
F
/
M
/
B
	 C P   K!  (*A  0(M$A	 K o d i   I   h y r j e s   C P 	 C P   			: 	 	 	 	 	 	 	 	 C  d i g o   C P : 	 	 	 	 	 	 	 	 C P   k o d e a   s a r t u 	 I p a s o k   a g   C P   c o d e 	 I n s i r a   c  d i g o   C P 	 T i n y e   k o o d u   C P 	 I o n c h u r   c  d   C P 
 
 S T R _ E N T E R _ S I M P _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   e n t e r   S I M P   c o d e 	 I n p u t   S I M P   c o d e 	 8eQS I M P x	 eQS I M P x	 I-#+1*  S I M P 	 I n t r o d u z c a   e l   c  d i g o   S I M P : 	 S a i s i r   l e   c o d e   S I M P 	 S I M P - C o d e   e i n g e b e n 	 2548B5  :>4  S I M P :   	 S c r i v i   i l   C o d i c e   S I M P 	 #/.D  'D1E2  S I M P   : 	 I n t r o d u z i r   c  d i g o   S I M P 	 S I M P   k o d u n u   g i r i n : 	 N h  #p   m a   S I M P 	 M a s u k a n   K o d e   S I M P : 	 M a s u k k a n   k o d   S I M P : 	 	8				.	*	@	  	K	!	  !	>	2	G		:  	 T a s t   S I M P   K o d e : 	 V l o ~i t   k  d   S I M P : 	 W p r o w a d z  K o d   S I M P   : 	 S I M P   k  d   m e g a d  s a 	 S I M P - k o o d i n   n  p p  i l y 	 T a s t   i n n   S I M P - k o d e : 	 V l o ~t e   k  d   S I M P : 	 G e e f   S I M P - c o d e   o p : 	 M a t a   i n   S I M P - k o d 	 U n e s i t e   S I M P   k o d : 	 I n t r o d u c e ci   c o d   S I M P 	 V n e s i   S I M P   K o d o : 	     S I M P : 	   S I M P : 	 J2548  S I M P   >4: 	 8	?	.	M	*	  	K	!	  			0	  	0	>	: 	 1E2  S I M P : 	   /'.D  ,&S I M P   C o d e : 	 S I M P     : 	   		. 		. 		. 		.   			  						  				  	 
8
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: 	 8M*?  K!M  0M  G/!?	 254VBL  :>4  S I M P 	 S I M P   


  



  


: 	       : 	 E n t e r   S I M P   c o d e : 	 E n t e r   S I M P   c o d e : 	 E n t e r   S I M P   c o d e : 	 S I M P - k o d e : 	 E n t e r   S I M P   c o d e : 	 E n t e r   S I M P   c o d e : 	 E n t e r   S I M P   c o d e : 	 E n t e r   S I M P   c o d e : 	 E n t e r   S I M P   c o d e : 	 E n t e r   S I M P   c o d e : 	 S I M P   
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	 S I M P   K!  (*A  0(M$A	 K o d i   I   h y r j e s   S I M P 	 S I M P   			: 	 	 	 	 	 	 	 	 C  d i g o   S I M P : 	 	 	 	 	 	 	 	 S I M P   k o d e a   s a r t u 	 I p a s o k   a n g   S I M P   c o d e 	 I n s i r a   c  d i g o   S I M P 	 T i n y e   k o o d u   S I M P 	 I o n c h u r   c  d   S I M P 
 
 S T R _ E N T E R _ S P _ M S G 	 B o o t u p 	 C 1 1 1 _ 1 	 T e l l   t h e   u s e r   t o   e n t e r   S P   c o d e 	 I n p u t   S P   c o d e 	 8eQS P x	 eQS P x	 I-#+1*  S P 	 I n t r o d u z c a   e l   c  d i g o   S P : 	 S a i s i r   l e   c o d e   S P 	 S P - C o d e   e i n g e b e n : 	 2548B5  :>4  S P :   	 S c r i v i   i l   C o d i c e   S P 	 #/.D  'D1E2  S P   : 	 I n t r o d u z i r   c  d i g o   S P 	 S P   k o d u n u   g i r i n : 	 N h  #p   m a   S P 	 M a s u k a n   K o d e   S P : 	 M a s u k k a n   k o d   S P : 	 	8	*	@	  	K	!	  !	>	2	G		:  	 T a s t   S P   K o d e : 	 V l o ~i t   k  d   S P : 	 W p r o w a d z  k o d   S P : 	 S P   k  d   m e g a d  s a 	 S P - k o o d i n   n  p p  i l y 	 T a s t   i n n   S P - k o d e : 	 V l o ~t e   k  d   S P : 	 G e e f   S P - c o d e   o p : 	 M a t a   i n   S P - k o d 	 U n e s i t e   S P   k o d : 	 I n t r o d u c e ci   c o d   S P 	 V n e s i   S P   K o d o : 	     S P : 	   S P : 	 J2548  S P   >4: 	 	8	*	@	  	K	!	  			0	  	0	>	: 	 1E2  S P : 	   /'.D  ,&S P   C o d e : 	 S P     : 	   		. 		.   			  						  				  	 
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	 8M  *?  K!M  0M  G/!?	 254VBL  :>4  S P 	 S P   


  



  


: 	       : 	 E n t e r   S P   c o d e : 	 E n t e r   S P   c o d e : 	 E n t e r   S P   c o d e : 	 S P - k o d e : 	 E n t e r   S P   c o d e : 	 E n t e r   S P   c o d e : 	 E n t e r   S P   c o d e : 	 E n t e r   S P   c o d e : 	 E n t e r   S P   c o d e : 	 E n t e r   S P   c o d e : 	 S P   
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	 S P   K!  (*A  0(M$A	 K o d i   I   h y r j e s   S P 	 S P   			: 	 	 	 	 	 	 	 	 C  d i g o   S P : 	 	 	 	 	 	 	 	 S P   k o d e a   s a r t u 	 I p a s o k   a n g   S P   c o d e 	 I n s i r a   c  d i g o   S P 	 T i n y e   k o o d u   S P 	 I o n c h u r   c  d   S P 
 
 S T R _ W R O N G _ S P _ M S G 	 B o o t u p 	 P O P U P 	 T h e   i n p u t   S P   i s   w r o n g 	 W r o n g   S P   c o d e 	 S P x/	 S P x	 #+1*  S P   4	 C  d i g o   S P   i n c o r r e c t o 	 M a u v a i s   c o d e   S P 	 F a l s c h e r   S P - C o d e 	 5?@028;L=K9  :>4  S P 	 C o d i c e   S P   e r r a t o 	 .7#  AJ  'D1E2  S P 	 C  d i g o   S P   e r r a d o 	 Y a n l 1_  S P   k o d u 	 M a   S P   s a i 	 K o d e   S P   S a l a h ! 	 K o d   S P   s a l a h 	 	2	$	  	8	*	@	  	K	!		 F o r k e r t   S P   K o d e ! 	 N e s p r  v n    k  d   S P ! 	 N i e p r a w i d Bo w y   k o d   S P   ! 	 H i b  s   S P   k  d ! 	 V   r    S P - k o o d i ! 	 G a l   S P - k o d e ! 	 C h y b n    k  d   S P ! 	 V e r k e e r d e   S P - c o d e 	 F e l   S P - k o d ! 	 P o g r e aa n   S P   k o d   ! 	 C o d   S P   i n c o r e c t 	 N a p a 
n a   S P   K o d a ! 	     S P ! 	   S P   	 @5H5=  S P   >4! 	 	A		@		>	  	8	*	@	  	K	!	  ! 	 /  S P   F'/13*	 :D7  S P   C o d e ! 	   S P   ! 	 			  		. 		  			  	 
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! 	 8M  *?  K!M  $*M*A	 5?@028;L=89  :>4  S P ! 	 



  S P   


	       	 I k h o d i   l e - S P   e l i n g a l u n g i l e 	 I k h o w u d i   e n g a c h a n e k a n g a   y e S P 	 M s i m b o   m b a y a   w a   S P 	 V e r k e e r d e   S P - k o d e 	 K l a i d i n g a s   S P   k o d a s 	 N e p a r e i z s   S P   k o d s 	 V a l e   S P   k o o d 	 Mmal  S P   nanoack	   N P   	 C o d   S P   g r e _i t 	 S P   
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	 -A2  S P   K!	 K o d i   S P   I   g a b u a r 	 			  S P   				 	 	 	 	 	 	 	 C  d i g o   S P   e r r a d o 	 	 	 	 	 	 	 	 S P   k o d e   o k e r r a 	 M a l i n g   S P   c o d e 	 C  d i g o   S P   i n c o r r e c t o 	 S P   k o o d u   a b g h   y a 	 C  d   S P   m  c h e a r t 
 
 S T R _ W R O N G _ C P _ M S G 	 B o o t u p 	 P O P U P 	 T h e   i n p u t   C P   i s   w r o n g 	 W r o n g   C P   c o d e 	 C P x/	 C P x	 #+1*  C P   4	 C  d i g o   C P   i n c o r r e c t o 	 M a u v a i s   c o d e   C P 	 F a l s c h e r   C P - C o d e 	 5?@028;L=K9  :>4  C P 	 C o d i c e   C P   e r r a t o 	 .7#  AJ  'D1E2  C P 	 C  d i g o   C P   e r r a d o 	 Y a n l 1_  C P   k o d u 	 M a   C P   s a i 	 K o d e   C P   S a l a h ! 	 K o d   C P   s a l a h 	 	2	$	  8	@	*	@	  	K	!	     	 F o r k e r t   C P   K o d e ! 	 N e s p r  v n    k  d   C P ! 	 N i e p r a w i d Bo w y   k o d   C P   ! 	 H i b  s   C P   k  d ! 	 V   r    C P - k o o d i ! 	 G a l   C P - k o d e ! 	 C h y b n    k  d   C P ! 	 V e r k e e r d e   C P - c o d e 	 F e l   C P - k o d ! 	 P o g r e aa n   C P   k o d ! 	 C o d   C P   i n c o r e c t 	 N a p a 
n a   C P   K o d a ! 	     C P ! 	   C P   	 @5H5=  C P   >4! 	 	A		@		>	  8	@	*	@	  	K	!	  ! 	 /  C P   F'/13*	 :D7C P   C o d e ! 	   C P   ! 	 			  		. 		  				 
2
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! 	 8?*?  K!M  $*M*A	 5?@028;L=89  :>4  C P ! 	 



  C P   


	         	 I k h o d i   l e - C P   e l i n g a l u n g i l e 	 I k h o w u d i   e n g a c h a n e k a n g a   y e C P 	 M s i m b o   m b a y a   w a   C P 	 V e r k e e r d e   C P - k o d e 	 K l a i d i n g a s   C P   k o d a s 	 N e p a r e i z s   C P   k o d s 	 V a l e   C P   k o o d 	 Mmal  C P   nanoack	   C P   	 C o d   C P   g r e _i t 	 C P   
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  $
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	 -A2  C P   K!	 K o d i   C P   I   g a b u a r 	 			  C P   				 	 	 	 	 	 	 	 C  d i g o   C P   e r r a d o 	 	 	 	 	 	 	 	 C P   k o d e   o k e r r a 	 M a l i n g   C P   c o d e 	 C  d i g o   C P   i n c o r r e c t o 	 C P   k o o d u   a b g h   y a 	 C  d   C P   m  c h e a r t 
 
 S T R _ W R O N G _ N S P _ M S G 	 B o o t u p 	 P O P U P 	 T h e   i n p u t   N S P   i s   w r o n g 	 W r o n g   N S P   c o d e 	 N S P x/	 N S P x	 #+1*  N S P   4	 C  d i g o   N S P   i n c o r r e c t o 	 M a u v a i s   c o d e   N S P 	 F a l s c h e r   N S P - C o d e 	 5?@028;L=K9  :>4  N S P 	 C o d i c e   N S P   e r r a t o 	 .7#  AJ  'D1E2  N S P 	 C  d i g o   N S P   e r r a d o 	 Y a n l 1_  N S P   k o d u 	 M a   N S P   s a i 	 K o d e   N S P   S a l a h ! 	 K o d   N S P   s a l a h 	 	2	$	  	(		8	*	@	  	K	!		 F o r k e r t   N S P   K o d e ! 	 N e s p r  v n    k  d   N S P ! 	 N i e p r a w i d Bo w y   k o d   N S P ! 	 H i b  s   N S P   k  d ! 	 V   r    N S P - k o o d i ! 	 G a l   N S P - k o d e ! 	 C h y b n    k  d   N S P ! 	 V e r k e e r d e   N S P - c o d e 	 F e l   N S P - k o d ! 	 P o g r e aa n   N S P   k o d ! 	 C o d   N S P   i n c o r e c t 	 N a p a 
n a   N S P   K o d a ! 	     N S P ! 	   N S P   	 @5H5=  N S P   >4! 	 	A		@		>	  	(		8	*	@	  	K	!	  ! 	 /  N S P   F'/13*	 :D7  N S P   H! 	   N S P   ! 	 			  		. 		. 		  				 
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! 	 (M8M*?  K!M  $*M*A	 5?@028;L=89  :>4  N S P ! 	 



  N S P   


	         	 I k h o d i   l e - N S P   e l i n g a l u n g i l e 	 I k h o w u d i   e n g a c h a n e k a n g a   y e N S P 	 M s i m b o   m b a y a   w a   N S P 	 V e r k e e r d e   N S P - k o d e 	 K l a i d i n g a s   N S P   k o d a s 	 N e p a r e i z s   N S P   k o d s 	 V a l e   N S P   k o o d 	 Mmal  N S P   nanoack	   N S P   	 C o d   N S P   g r e _i t 	 N S P   
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 
 S T R _ W R O N G _ N P _ M S G 	 B o o t u p 	 P O P U P 	 T h e   i n p u t   N P   i s   w r o n g 	 W r o n g   N P   c o d e 	 N P x/	 N P x	 #+1*  N P   4	 C  d i g o   N P   i n c o r r e c t o 	 M a u v a i s   c o d e   N P 	 F a l s c h e r   N P - C o d e 	 5?@028;L=K9  :>4  N P 	 C o d i c e   N P   e r r a t o 	 .7#  AJ  'D1E2  N P 	 C  d i g o   N P   e r r a d o 	 Y a n l 1_  N P   k o d u 	 M a   N P   s a i 	 K o d e   N P   S a l a h ! 	 K o d   N P   s a l a h 	 	2	$	  	(	*	@	  	K	!		 F o r k e r t   N P   K o d e ! 	 N e s p r  v n    k  d   N P ! 	 N i e p r a w i d Bo w y   k o d   N P ! 	 H i b  s   N P   k  d ! 	 V   r    N P - k o o d i ! 	 G a l   N P - k o d e ! 	 C h y b n    k  d   N P ! 	 V e r k e e r d e   N P - c o d e 	 F e l   N P - k o d ! 	 P o g r e aa n   N P   k o d   ! 	 C o d   N P   i n c o r e c t 	 N a p a 
n a   N P   K o d a ! 	     ! 	   N P   	 @5H5=  N P   >4! 	 	A		@		>	  	(	*	@	  	K	!	  ! 	 /  N P   F'/13*	 :D7N P H! 	   N P   ! 	 			  		. 		  				 
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 
 S T R _ W R O N G _ S I M P _ M S G 	 B o o t u p 	 P O P U P 	 T h e   i n p u t   S I M P   i s   w r o n g 	 W r o n g   S I M P   c o d e 	 S I M P x/	 S I M P x	 #+1*  S I M P   4	 C  d i g o   S I M P   i n c o r r e c t o 	 M a u v a i s   c o d e   S I M P 	 F a l s c h e r   S I M P - C o d e 	 5?@028;L=K9  :>4  S I M P 	 C o d i c e   S I M P   e r r a t o 	 .7#  AJ  'D1E2  S I M P 	 C  d i g o   S I M P   e r r a d o 	 Y a n l 1_  S I M P   k o d u 	 M a   S I M P   s a i 	 K o d e   S I M P   S a l a h 	 K O d   S I M P   s a l a h 	 	2	$	  	8				.	*	@	  	K	!	!    	 F o r k e r t   S I M P   K o d e ! 	 N e s p r  v n    S I M P   k  d ! 	 N i e p r a w i d Bo w y   k o d   S I M P ! 	 H i b  s   S I M P ! 	 V   r    S I M P - k o o d i ! 	 G a l   S I M P - k o d e ! 	 C h y b n    k  d   S I M P ! 	 V e r k e e r d e   S I M P - c o d e 	 F e l   S I M P - k o d 	 P o g r e aa n   S I M P   k o d   ! 	 C o d   S I M P   i n c o r e c t 	 N a p a 
n a   S I M P   K o d a ! 	     S I M P ! 	   S I M P   	 @5H5=  S I M P   >4! 	 	A		@		>	  8	?	.	M	*	  	K	!	  ! 	 1E2  S I M P   F'/13*  '3*	 :D7  S I M P   H! 	   S I M P   ! 	 			  		. 		. 		. 		  				 
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 
 S T R _ O V E R _ V O L T A G E _ B A T T E R Y 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   A s s o c i a t e d   w i t h   O v e r   V o l t a g e   S c r e e n 	 O v e r   b a t t e r y   v o l t a g e 	 XNؚˊyd`l	 5uSǏؚSQ5u`l	 A#1DI2A@-#5H*9@4D	 V o l t a j e   d e   b a t e r  a   s u p e r a d o 	 S u r t e n s i o n   b a t t e r i e 	 B a t t e r i e -  b e r s p a n n u n g 	 @54C?@5645=85!   @52KH5=>  =0?@O65=85  10B0@58! !   	 S u p e r a t o   V o l t a g g i o   B a t t e r i a 	 #-01    E3*HJ  'D7'B)  9'DJ	 S o b r e v o l t a g e m   d a   b a t e r i a ! 	 B a t a r y a   v o l t a j 1n 1n    z e r i n e ! 	   i  #n    p   p i n   c a o 	 A w a s !   B a t e r a i   k e l e b i h a n   t e g a n g a n ! ! 	 V o l t a n   b a t e r i   t e r l e b i h 	 	M	/	>	&	>	  ,	H		M	0	@	  5	K	2	M		G			 A d v a r s e l !   O v e r   B a t t e r i   S p  n d i n g ! ! 	 V a r o v  n  !   P Y l i an    n a p t    b a t e r i e ! ! 	 O s t r z e |e n i e !   B a t e r i a   m a   z a   w y s o k i e   n a p i c i e ! ! 	 A k k u m u l  t o r - t  l f e s z  l t s  g 	 V a r o i t u s !   A k u n   y l i l a t a u s t i l a ! 	 A d v a r s e l !   F o r   h  y   b a t t e r i s p e n n i n g ! 	 V a r o v a n i e !   P r  l i a  v e >k    n a p  t i e   b a t  r i e ! ! 	 B a t t e r i j s p a n n i n g   t e   h o o g 	 V a r n i n g !   F  r   h  g   b a t t e r i s p  n n i n g ! ! 	 U p o z o r e n j e !   N a p o n   b a t e r i j e   p r e v i s o k   ! ! 	 S u p r a t e n s i u n e   b a t e r i e ! 	 O p o z o r i l o ! P r e k o r a 
e n a   B a t e r i j s k a   E l e k t r i 
n a   N a p e t o s t ! ! 	 !       ! ! 	     	 =8<0=85!   8A>:  >;B06  =0  0B5@8OB0! ! 	 	6	>	0	>	!   ,	E		0	@	  5	M	9	K	2	M		G		  	$	?	0	?		M	$	! ! 	 H1H/  HD*'  ('D'  (G  ('*1	 'F*('!   2'/  (y1  HHDy,! ! 	 !       ( )     ( )     	 									  							  					 
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e n a   T e m p e r a t u r a   B a t e r i j e ! ! 	 !       ! ! 	     	 =8<0=85!   8A>:0  "5<?5@0BC@0  =0  0B5@8OB0! ! 	 	6	>	0	>	!   ,	E		0	@		G	  $	>	*	.	>	(	  	$	?	0	?		M	$	  	>	2	G	! ! 	 /E'J  ('*1  ('D'  1A*G	 'F*('!   2'/  (y1  -1'1*  ! ! 	 !       ( )   ! ! 	 							!   									  									  				  	 
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N	 5uϑǏNO	 A@-#5HH3	 B a t e r  a   b a j a 	 B a t t e r i e   f a i b l e 	 B a t t e r i e   s c h w a c h 	 87:89  70@O4  10B0@58	 B a t t e r i a   B a s s a 	 'D(7'1J)  69JA)	 B a t e r i a   f r a c a 	 D  _ k   p i l 	 P i n   y  u 	 B a t e r a i   l e m a h 	 B a t e r i   l e m a h 	 ,	H		M	0	@	  	.		 B a t t e r i   L a v t 	 S l a b    b a t e r i e 	 B a t e r i a   r o z Ba d o w a n a 	 A z   a k k u f e s z  l t s  g   a l a c s o n y 	 A k k u   l  h e s   t y h j  	 L a v t   b a t t e r i 	 S l a b    b a t  r i a 	 B a t t e r i j   b i j n a   l e e g 	 L  g t   b a t t e r i 	 P r a z n a   b a t e r i j a 	 B a t e r i a   e s t e   d e s c r c a t 	 B a t e r i j a   P r a z n a 	   	     . 	 0B5@8O  7B>I5=0	 ,	E		0	@	  2	K		 ('*1  69A  '3*	 (y1  E  '1,	   ( )     	 								  			 ,
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! 	 !     	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 O n g e l d i g e   b a t t e r y 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 W a r n i n g !   I n v a l i d   b a t t e r y ! 	 .
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 S T R _ O V E R _ C U R R E N T _ B A T T E R Y 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   A s s o c i a t e d   w i t h   O v e r   C h a r g e r   c u r r e n t   S c r e e n 	 O v e r   c h a r g e   c u r r e n t 	 EQAmNؚ	 EQ5u5uAmǏؚ	 #0A*D
2#L@4	 C o r r i e n t e   d e   c a r g a   s u p e r a d a 	 S u r i n t e n s i t    d e   c h a r g e 	  b e r l a d e s t r o m 	 @54C?@5645=85!   @52KH5=0  25;8G8=0  B>:0!   	 S o v r a c c a r i c o   d i   c o r r e n t e   	 #-01    'D*J'1  9'DJ	 P i c o   d e   c o r r e n t e   d o   c a r r e g a m e n t o ! 	 A _1r 1  _a r j   a k 1m 1! 	   N g u   n   i  #n   c a o 	 A w a s !   A r u s   p e n g i s i a n   b e r l e b i h ! 	 A r u s   p e n g e c a s a n   t e r l e b i h 	 ,	?		2	@	  	5	0	  	>	0	M		  	 A d v a r s e l !   O v e r   L a d e   S t  m s t y r k e 	 V a r o v  n  !   P Y l i an    d o b  j e c    p r o u d ! ! 	 O s t r z e |e n i e !   P r d   o   n a d m i e r n y m   Ba d u n k u ! 	 T  l l  p t e   a   t  l t Q r a m o t 	 V a r o i t u s !   Y l i l a t a u s v i r t a ! 	 A d v a r s e l !   F o r   h  y   l a d i n g s s t r  m ! 	 V a r o v a n i e !   P r  l i a  v e >k    p r  d   d o b  j a n i a . 	 T e   h o g e   l a a d s t r o o m 	 V a r n i n g !   F  r   k r a f t i g   l a d d n i n g ! 	 U p o z o r e n j e !   P r e v e l i k a   s t r u j a   p u n j e n j a ! 	 S u p r a c u r e n t   a l i m e n t a r e ! 	 O p o z o r i l o !   T r e n u t n o   P r e n a p o l n j e n a   B a t e r i j a ! 	 !         	       	 =8<0=85!   @570@5640=5! 	 	6	>	0	>	!   	>	0	M		  	0			  	$	?	0	?		M	$	! 	 4'1  (J4  '2  'F/'2G  *H37  ,1J'F	 'F*('!   'H1  '1,  1Fy! 	 !       ! 	 								  								  						 
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! 	 !       ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 L a a i s t r o o m   o o r s k r y 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 W a r n i n g !   O v e r   c h a r g e   c u r r e n t ! 	 .
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 
 S T R _ C H A R G E R _ C O N N E C T E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   C h a r g e r   C o n n e c t e d . 	 C h a r g e r   c o n n e c t e d 	 EQhV]#P}	 EQ5uhV]ޏc	 @
7H-!H-@#7H-
2#LA%I'	 C a r g a d o r   c o n e c t a d o 	 C h a r g e u r   c o n n e c t  	 L a d e g e r  t   a n g e s c h l o s s e n 	 0@O4=>5  CAB@>9AB2>  ?>4:;NG5=>	 C a r i c a t o r e   C o l l e g a t o 	 'D4'-F  E*5D	 C a r r e g a d o r   l i g a d o 	 ^a r j   c i h a z 1  b a l a n d 1	    k t   n i   n a #p   i  #n   	 P e n g i s i a n   t e r h u b u n g ! 	 P e n g e c a s   d i s a m b u n g k a n 	 	>	0	M		0	  	A	!	<	>	  9	A			 O p l a d e r   T i l s l u t t e t ! 	 N a b  j e 
k a   z a p o j e n a ! 	 Aa d o w a r k a   p o d Bc z o n a ! 	 H  l  z a t i   t  l t Q  c s a t l a k o z t a t v a ! 	 L a t u r i   k i i n n i t e t t y ! 	 L a d e r   t i l k o p l e t ! 	 N a b  j a 
k a   p r i p o j e n  ! 	 L a d e r   a a n g e s l o t e n 	 L a d d a r e n    r   a n s l u t e n ! 	 P u n j a 
  s p o j e n ! 	  n c r c t o r u l   e s t e   c o n e c t a t 	 P o l n i l n i k   V k l o p l j e n 	     ! 	   	 0@O4=>  !2J@70=>! 	 	>	0	M		0	  2	>	5	2	G	! 	 4'11  H5D  4/	 ! '1,1  ,'  	     ! 	 									  					  				  				 
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	   	 C h a r g e r   c o n n e c t e d 	 C h a r g e r   c o n n e c t e d 	 C h a r g e r   c o n n e c t e d 	 L a a i e r   g e k o p p e l 	 C h a r g e r   c o n n e c t e d 	 C h a r g e r   c o n n e c t e d 	 C h a r g e r   c o n n e c t e d 	 C h a r g e r   c o n n e c t e d 	 C h a r g e r   c o n n e c t e d 	 C h a r g e r   c o n n e c t e d 	 
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 
 S T R _ C H A R G E R _ R E M O V E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   C h a r g e r   R e m o v e d . 	 C h a r g e r   r e m o v e d 	 EQhV]yd	 EQ5uhV]yd	 -@#7H-
2#LA%I'	 C a r g a d o r   r e t i r a d o 	 C h a r g e u r   d  c o n n e c t  	 L a d e g e r  t   e n t f e r n t 	 0@O4=>5  CAB@>9AB2>  >B:;NG5=>	 C a r i c a t o r e   T o l t o 	 *E  *(/JD  'D4'-F	 C a r r e g a d o r   d e s l i g a d o 	 ^a r j   c i h a z 1  k a l d 1r 1l d 1	 N a #p   i  #n   a   r u t   r a 	 P e n g i s i a n   T e r p u t u s ! 	 P e n g e c a s   d i k e l u a r k a n 	 	>	0	M		0	  9		>	  &	?	/	>	 	 O p l a d e r   F j e r n e t ! 	 N a b  j e 
k a   o d e b r  n a ! 	 Aa d o w a r k a   O d Bc z o n a ! 	 H  l  z a t i   t  l t Q  e l t  v o l  t v a ! 	 L a t u r i   p o i s t e t t u ! 	 L a d e r   f j e r n e t ! 	 N a b  j a 
k a   o d p o j e n  ! 	 L a d e r   n i e t   a a n g e s l o t e n 	 L a d d a r e n    r   f r  n k o p p l a d ! 	 P u n j a 
  u k l o n j e n ! 	  n c r c t o r u l   e s t e   d e c o n e c t a t 	 P o l n i l n i k   I z k l o p l j e n 	     ! 	   	 0@O4=>  @5<0E=0B>! 	 	>	0	M		0	  	>	"	2	G	! 	 4'11  ,/'  4/	 ! '1,1  y'  /'  '	     ! 	 							  					  						 
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	   	 C h a r g e r   r e m o v e d 	 C h a r g e r   r e m o v e d 	 C h a r g e r   r e m o v e d 	 L a a i e r   v e r w y d e r 	 C h a r g e r   r e m o v e d 	 C h a r g e r   r e m o v e d 	 C h a r g e r   r e m o v e d 	 C h a r g e r   r e m o v e d 	 C h a r g e r   r e m o v e d 	 C h a r g e r   r e m o v e d 	 
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	 >0M0  K2>2>	 	 							  							  	' 		 	 	 	 	 	 	 	 C a r r e g a d o r   r e m o v i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C H A R G I N G _ T I M E O U T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   C h a r g i n g   T i m e o u t . 	 C h a r g i n g   f a i l 	 EQ1YWe	 EQ5u1Y%	 2#
2#L%I!@+%'	 E r r o r   d u r a n t e   l a   c a r g a 	  c h e c   c h a r g e m e n t 	 L a d e v o r g a n g   f e h l g e s c h l a g e n 	 @54C?@5645=85!   0@O4:0  =5  C40;0AL!   	 C a r i c a m e n t o   n o n   r i u s c i t o   	 #-01    'D4-F  A'4D	 F a l h a   n o   c a r r e g a m e n t o ! 	 ^a r j   i _l e m i   b a _a r 1s 1z ! 	 N a #p   i n   t h t   b i 	 A w a s !   P e n g i s i a n   G a g a l ! 	 P e n g e c a s a n   g a g a l 	 	>	0	M		  	0	(	>	  	8	+	2		 A d v a r s e l !   O p l a d e   F e j l ! 	 V a r o v  n  !   D o b  j e n    s e l h a l o ! 	 O s t r z e |e n i e !   Aa d o w a n i e   n i e p o w i o d Bo   s i ! 	 S i k e r t e l e n   t  l t  s 	 V a r o i t u s !   L a t a u s v i r h e ! 	 A d v a r s e l !   L a d i n g s f e i l ! 	 V a r o v a n i e !   N a b  j a n i e   z l y h a l o ! 	 L a d e n   m i s l u k t 	 V a r n i n g !   L a d d n i n g e n   m i s s l y c k a t s ! 	 U p o z o r e n j e !   P u n j e n j e   n i j e   u s p j e l o ! 	  n c r c a r e   n e r e u _i t ! 	 O p o z o r i l o !   P o l n j e n j e   N e u s p e an o ! 	 !         ! 	   	 =8<0=85!   5CA?5H=>  0@5640=5! 	 	6	>	0	>	!   	>	0	M		  	>	2	G	  (	>	9	@	! 	 4'1  F'EHAB  (H/	 ! 'F*('!   '1,F  F''E	 !     ! 	 					  				  						  						 
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! 	 !     ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 L a a i - a k s i e   o n s u k s e s v o l 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 W a r n i n g !   C h a r g i n g   f a i l ! 	 .
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! 	 G$>,(@!   >0M  0?,>  ,?+3! 	 	 							  					 	 	 	 	 	 	 	 F a l h a   d e   c a r r e g a m e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U S B _ C H A R G E R _ C O N N E C T E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   U S B   C o n n e c t e d . 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   ]#P}	 U S B   ]ޏc	 @
7H-!H-@#7H-
2#L  U S B   A%I'	 C a r g a d o r   U S B   c o n e c t a d o 	 C h a r g e u r   U S B   c o n n e c t  	 U S B - L a d e g e r  t   a n g e s c h l o s s e n 	 0@O4=>5  CAB@>9AB2>  U S B   ?@8A>548=5=>!   	 C a r i c a t o r e   U S B   C o l l e g a t o 	 U S B     E1*(7	 C a r r e g a d o r   U S B   l i g a d o 	 U S B   _a r j   c i h a z 1  b a l a n d 1! 	    k t   n i     U S B   	 P e n g i s i   U S B   t e r h u b u n g ! 	 P e n g e c a s   U S B   d i s a m b u n g k a n 	 U S B   	>	0	M		0	  	A	!	<	>	 	 U S B - o p l a d e r   T i l s l u t t e t ! 	 U S B   n a b  j e 
k a   p Yi p o j e n a ! 	 Aa d o w a r k a   U S B   p o d Bc z o n a ! 	 U S B   t  l t Q  c s a t l a k o z t a t v a ! 	 U S B - l a t u r i   k i i n n i t e t t y ! 	 U S B - l a d e r   t i l k o p l e t ! 	 N a b  j a 
k a   U S B   p r i p o j e n  ! 	 U s b - l a d e r   a a n g e s l o t e n 	 U S B - l a d d a r e   a n s l u t e n ! 	 U S B   p u n j a 
  s p o j e n ! 	  n c r c t o r u l   U S B   e s t e   c o n e c t a t 	 U S B   P o l n i l n i k   P r i k l o p l j e n 	   U S B   ! 	   U S B   	 U S B   0@O4=>  !2J@70=>! 	 /	B		8	,	@	  	>	0	M		0	  2	>	5	2	G	! 	 4'11  U S B   H5D  4/	 !   '1,1  ,  'U S B 	       ! 	 						  							  								 /
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	      	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B - l a a i e r   g e k o p p e l 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   c h a r g e r   c o n n e c t e d 	 U S B   
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 
 S T R _ U S B _ C H A R G E R _ R E M O V E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   U S B   R e m o v e d . 	 U S B   r e m o v e d 	 U S B   ]yd	 U S B   ]yd	 -  U S B   A%I'	 U S B   q u i t a d o 	 U S B   d  c o n n e c t  	 U S B   e n t f e r n t 	 U S B   C40;5=!   	 U S B   T o l t o 	 U S B     EA5D	 U S B   d e s l i g a d o 	 U S B   k a l d 1r 1l d 1	 U S B   a   r u t   r a 	 U S B   T e r p u t u s ! 	 U S B   d i k e l u a r k a n 	 U S B   9		>	 	 U S B   F j e r n e t ! 	 U S B   o d e b r  n o ! 	 P o Bc z e n i e   U S B   u s u n i t e ! 	 U S B   e l t  v o l  t v a ! 	 U S B   p o i s t e t t u ! 	 U S B   f j e r n e t ! 	 U S B   o d p o j e n  ! 	 U S B - v e r w i j d e r d 	 U S B - l a d d a r e   f r  n k o p p l a d ! 	 U S B   u k l o n j e n ! 	 U S B   d e c o n e c t a t 	 U S B   I z k l o p l j e n 	     U S B   ! 	   U S B   	 U S B   @5<0E=0B! 	 /	B		8	,	@	  	>	"	>	! 	 U S B   ,/'  4/	 !   y'  /'  'U S B 	     ! 	 						  					  				  						 /
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  





	    	 U S B   r e m o v e d 	 U S B   r e m o v e d 	 U S B   r e m o v e d 	 U S B   v e r w y d e r 	 U S B   r e m o v e d 	 U S B   r e m o v e d 	 U S B   r e m o v e d 	 U S B   r e m o v e d 	 U S B   r e m o v e d 	 U S B   r e m o v e d 	 U S B   (
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 
 S T R _ I N V A L I D _ C H A R G E R 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   I n v a l i d   C h a r g e r . 	 I n v a l i d   c h a r g e r 	 EQ!qHe	 EQ5ueHe	 @#7H-
2#LD!H9I-	 C a r g a d o r   n o   v  l i d o 	 C h a r g e u r   i n v a l i d e 	 U n g  l t i g e s   L a d e g e r  t 	 @54C?@5645=85!   5459AB28B5;L=K9  70@O4!   	 C a r i c a t o r e   n o n   v a l i d o   	 #-01    'D4-F  :J1  5'D-	 C a r r e g a d o r   i n v  l i d o ! 	 G e  e r s i z   _a r j   c i h a z 1! 	 N a #p   i n   t h t   b i 	 A w a s !   P e n g i s i   S a l a h ! 	 P e n g e c a s   t a k   s a h 	 	.	>	(	M	/	  	>	0	M		0		 A d v a r s e l !   U g y l d i g   O p l a d e r ! 	 V a r o v  n  !   N e s p r  v n    n a b  j e 
k a ! 	 O s t r z e |e n i e !   N i e w Ba [c i w a   Ba d o w a r k a ! 	  r v  n y t e l e n   t  l t Q	 V a r o i t u s !   V   r    l a t u r i ! 	 A d v a r s e l !   U g y l d i g   l a d e r ! 	 V a r o v a n i e !   N e s p r  v n a   n a b  j a 
k a ! 	 O n j u i s t e   l a d e r 	 V a r n i n g !   F e l   l a d d a r e ! 	 U p o z o r e n j e !   N e o d g o v a r a j u i   p u n j a 
! 	  n c r c t o r   n e c o r e s p u n z t o r ! 	 O p o z o r i l o !   N e v e l j a v e n   P o l n i l n i k ! 	 !       ! 	     	 =8<0=85!   520;84=>  0@O4=>! 	 	6	>	0	>	!   	5	H	'	  	>	0	M		0	! 	 4'11  F'E9*(1  '3*	 ! 'F*('!   :D7  '1,1	 !     ! 	 								  								 
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 S T R _ L O W _ T E M P _ B A T T E R Y 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   L o w   T e m p e r a t u r e . 	 L o w   b a t t e r y   t e m p e r a t u r e 	 `ln^NNO	 5u`l)n^ǏNO	 -8+ 9!4A@-#5HH3@4D	 T e m p e r a t u r a   d e   b a t e r  a   m u y   b a j a 	 F a i b l e   t e m p  r a t u r e   b a t t e r i e   	 N i e d r i g e   B a t t e r i e t e m p e r a t u r 	 @54C?@5645=85!   87:0O  B5<?5@0BC@0  10B0@58!   	 T e m p e r a t u r a   d e l l a   B a t t e r i a   b a s s a   	 #-01    -1'1)  'D(7'1J)  EF.A6)	 B a t e r i a   c o m   t e m p e r a t u r a   b a i x a ! 	 D  _ k   b a t a r y a   s 1c a k l 11! 	   N h i  #t    #  p i n   t h  p 	 A w a s   s u h u   b a t e r a i   r e n d a h ! 	 S u h u   b a t e r i   r e n d a h 	 ,	H		M	0	@	  $	>	*	.	>	(	  	.		 A d v a r s e l !   L a v   B a t t e r i   T e m p e r a t u r ! 	 V a r o v  n  !   N  z k    t e p l o t a   b a t e r i e ! 	 O s t r z e |e n i e !   B a t e r i a   m a   z a   n i s k   t e m p e r a t u r ! 	 A l a c s o n y   a k k u m u l  t o r - h Qm  r s  k l e t 	 V a r o i t u s !   M a t a l a   a k u n   l  m p  t i l a ! 	 A d v a r s e l !   F o r   l a v   b a t t e r i t e m p e r a t u r ! 	 V a r o v a n i e !   N  z k a   t e p l o t a   b a t  r i e ! 	 B a t t e r i j t e m p e r a t u u r   t e   l a a g 	 V a r n i n g !   F  r   l  g   b a t t e r i t e m p e r a t u r ! 	 U p o z o r e n j e !   P r e n i s k a   t e m p e r a t u r a   b a t e r i j e ! ! 	 S u p r a r c i r e   b a t e r i e ! 	 O p o z o r i l o !   N i z k a   T e m p e r a t u r a   B a t e r i j e ! 	 !         ! 	       	 =8<0=85!   8A:0  "5<?5@0BC@0  =0  0B5@8OB0! 	 	6	>	0	>	!   ,	E		0	@		G	  $	>	*	.	>	(	  	.	@	! 	 /E'  ('*1  ~'JJF  'A*'/G	 ! 'F*('!   DH  (y1  -1'1*	 !       ( )   ! 	 							!   								  									  			 
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 S T R _ L O W _ B A T T E R Y _ S H U T D O W N 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   L o w   b a t t e r y   s h u t d o w n . 	 L o w   b a t t e r y   s h u t d o w n 	 NOϑRܕ_j	 NO5uϑꁨRsQ:g	 A@-#5HH3  4@#7H-	 A p a g a n d o   p o r   b a t e r  a   b a j a 	 B a t t e r i e   f a i b l e ,   e x t i n c t i o n . 	 A u s s c h a l t e n   B a t t e r i e   s c h w a c h 	 87:89  >AB0=>2  10B0@58!   	 S p e g n i m e n t o   d i   B a t t e r i a   b a s s a 	 ':D'B    'D(7'1J)  69JA)	 E n c e r r a m e n t o   d e v i d o   a   b a t e r i a   f r a c a 	 D  _ k   P i l .   K a p a t 1l 1y o r ! 	 P i n   y  u   t t   m a y 	 B a t e r a i   l e m a h   M a t i k a n ! 	 P e m a t i a n   b a t e r i   l e m a h 	 	.	  ,	H		M	0	@	  6		  !	>			(		 L u k k e r   N e d   L a v t   B a t t e r i ! 	 U k o n 
e n  :   s l a b    b a t e r i e ! 	 B a t e r i a   r o z Ba d o w a n a ,   w y Bc z e n i e   t e l e f o n u ! 	 A k k u f e s z  l t s  g   a l a c s o n y ,   a   k  s z  l  k   l e  l l ! 	 S u l k e m i n e n   a k u n   m a t a l a n   l a t a u k s e n   t a k i a ! 	 A v s t e n g i n g   p g a   l a v t   b a t t e r i ! 	 S l a b    b a t  r i a .   V y p n u t i e ! 	 A f g e s l o t e n   w e g e n s   b i j n a   l e g e   b a t t e r i j 	 L  g   b a t t e r i ,   s t  n g e r   a v   a u t o m a t i s k t ! 	 I s k l j u 
e n j e   z b o g   p r a z n e   b a t e r i j e ! ! 	  n c h i d e r e   c a u z a t   d e   d e s c r c a r e a   b a t e r i e i 	 P r a z n a   B a t e r i j a   U g a s n i ! 	     ! 	     -     	 7B>I5=0  0B5@8O  030AO=5! 	 2	K	  ,	E		0	@	  ,		&	! 	 .'EH4  4/F  /1  '+1  ('*1  69A	 ! DH  (y1  4y  '$F	     ( )   ! 	 		  								  							! 	 
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	     .     	 L o w   b a t t e r y   s h u t d o w n 	 L o w   b a t t e r y   s h u t d o w n 	 L o w   b a t t e r y   s h u t d o w n 	 P a p   b a t t e r y   a f s k a k e l i n g 	 L o w   b a t t e r y   s h u t d o w n 	 L o w   b a t t e r y   s h u t d o w n 	 L o w   b a t t e r y   s h u t d o w n 	 L o w   b a t t e r y   s h u t d o w n 	 L o w   b a t t e r y   s h u t d o w n 	 L o w   b a t t e r y   s h u t d o w n 	 ,
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	 (?.M(  ,M_>G0@  8!>	(	 	 		  						  								 	 	 	 	 	 	 	 D e s l i g a m e n t o   d e   b a t e r i a   b a i x a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L O W _ C U R R E N T _ B A T T E R Y 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   c h a r g e   c u r r e n t   i s   l o w . 	 L o w   c h a r g e   c u r r e n t 	 `lϑNNO	 5u`l5uϑǏNO	 #0A*D
2#LH3	 C o r r i e n t e   d e   c a r g a   m u y   b a j a 	 F a i b l e   i n t e n s i t    d e   c h a r g e 	 N i e d e r l a d e s t r o m 	 @54C?@5645=85!   87:0O  25;8G8=0  B>:0!   	 B a s s a   c a r i c a   d i   C o r r e n t e   	 #-01    *J'1  'D4-F  69JA	 C o r r e n t e   d e   c a r r e g a m e n t o   f r a c a ! 	 D  _ k   b a t a r y a   a k 1m 1! 	   N g u   n   i  #n   t h  p 	 A w a s !   A r u s   l e m a h ! 	 A r u s   p e n g e c a s a n   l e m a h 	 	.	  ,	H		M	0	@	  	0				 A d v a r s e l !   L a v   L a d e   S t r  m s t y r k e 	 V a r o v  n  !   N  z k    d o b  j e c    p r o u d ! 	 O s t r z e |e n i e !   P r d   o   z b y t   n i s k i m   Ba d u n k u ! 	 A l a c s o n y   t  l t Q r a m 	 V a r o i t u s !   P i e n i   l a t a u s v i r t a ! 	 A d v a r s e l !   L a v   l a d i n g s s t r  m ! 	 V a r o v a n i e !   N  z k y   p r  d   n a b  j a n i a . 	 T e   l a g e   l a a d s t r o o m 	 V a r n i n g !   O t i l l r  c k l i g   l a d d n i n g ! 	 U p o z o r e n j e !   P r e n i s k a   s t r u j a   p u n j e n j a ! 	 C u r e n t   s l a b   a l i m e n t a r e ! 	 O p o z o r i l o !   T r e n u t n o   S l a b o   P o l n j e n j e ! 	 !       ! 	       	 =8<0=85!   !;01>  0@5640=5! 	 	6	>	0	>	!   2	K	  	>	0	M		  	0			! 	 4/*  ,1J'F  4'1  CE  '3*	 ! 'F*('!   E  '1,  1Fy	 !       ! 	 							  							  			 
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! 	 !         ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 L a a i s t r o o m   l a a g 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 W a r n i n g !   L o w   c h a r g e   c u r r e n t ! 	 .
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 
 S T R _ C H A R G E _ B A D _ C O N T A C T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   c h a r g e r   b a d   c o n t a c t . 	 B a d   c o n t a c t   o f   c h a r g e r 	 EQhVc
No	 EQ5uhVc
No	 +I2*1!1*@#7H-
2#LD!H5	 C o n t a c t o   d e l   c a r g a d o r   i n c o r r e c t o 	 M a u v a i s   c o n t a c t   d u   c h a r g e u r 	 S c h l e c h t e r   K o n t a k t   d e s   L a d e g e r  t s 	 @54C?@5645=85!   ;>E>9  :>=B0:B  A  70@O4=K<  CAB@>9AB2><!   	 C a t t i v o   c o n t a t t o   d e l   C a r i c a t o r e   	 #-01    H5D)  'D4-F  DJ3  ,J/)	 M a u   c o n t a c t o   d o   c a r r e g a d o r ! 	 ^a r j   c i h a z 1  y a n l 1_  t a k 1l d 1! 	 T i  p   x u c   n a #p   i  #n   k e m 	 A w a s   K o n t a k - P e n g i s i   J e l e k 	 S e n t u h a n   p e n g e c a s   t i d a k   b a g u s 	 	>	0	M		0	  	>	  	0	>	,	  8		*	0	M			 A d v a r s e l !   D  r l i g   K o n t a k t   T i l   L a d e r ! 	 V a r o v  n  !   V a d n    k o n t a k t   n a b  j e 
k y ! 	 O s t r z e |e n i e !   Aa d o w a r k a   zl e   p o d Bc z o n a ! 	 R o s s z   t  l t Q   r i n t k e z  s 	 V a r o i t u s !   L a t u r i n   h u o n o   k o n t a k t i ! 	 A d v a r s e l !   D  r l i g   k o n t a k t   - l a d e r ! 	 V a r o v a n i e !   Z l    k o n t a k t   -   n a b  j a 
k a ! 	 L a d e r   m a a k t   s l e c h t   c o n t a c t 	 V a r n i n g !   D  l i g   k o n t a k t   - l a d d a r e ! 	 U p o z o r e n j e !   L o a  k o n t a k t   s a   p u n j a 
o m ! 	 C o n t a c t   p r o s t   -    n c r c t o r ! 	 O p o z o r i l o !   S l a b   K o n t a k t - P o l n i l e c ! 	 !         ! 	       	 =8<0=85!   >H  >=B0:B  - 0@O4=>! 	 	6	>	0	>	!   ,	A	0	>	  8		*	0	M		  	>	0	M		0	! 	 '*5'D  4'11  /13*  (1B1'1  F4/G	 ! 'F*('!   (  HFyy  '1,1	 !       ! 	 									  				  					  						 
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! 	 9FM0?!   F!A  >>MM- >0M0M	 >?5@5465==O!   >30=89  :>=B0:B  - 0@O4=89  ?@8AB@V9! 	 





!   







  



  





! 	 !     ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 S w a k   k o n t a k   - l a a i e r 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 W a r n i n g !   B a d   c o n t a c t   o f   c h a r g e r ! 	 .
A
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	 G$>,(@!   >0M0  0>*  8.M*0M! 	 	 				  					  - 								 	 	 	 	 	 	 	 C o n t a t o   r u i m   d o   c a r r e g a d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B A T T E R Y _ B A D _ C O N T A C T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   b a t t e r y   b a d   c o n t a c t . 	 B a d   c o n t a c t   o f   b a t t e r y 	 `lc
No	 5u`lc
No	 +I2*1!1*A@-#5HD!H5	 C o n t a c t o   d e   b a t e r  a   i n c o r r e c t o 	 M a u v a i s   c o n t a c t   d e   l a   b a t t e r i e 	 S c h l e c h t e r   K o n t a k t   d e r   B a t t e r i e 	 @54C?@5645=85!   ;>E>9  :>=B0:B  A  10B0@559!   	 C a t t i v o   c o n t a t t o   d e l l a   B a t t e r i a 	 #-01    'D(7'1J)  DJ3  ,J/)	 M a u   c o n t a c t o   d a   b a t e r i a ! 	 B a t a r y a   y a n l 1_  t a k 1l d 1! 	 T i  p   x u c   p i n   k e m 	 A w a s   K o n t a k - B a t e r a i   J e l e k 	 S e n t u h a n   b a t e r i   t i d a k   b a g u s 	 ,	H		M	0	@	  	>	  	0	>	,	  8		*	0	M			 A d v a r s e l !   D  r l i g   K o n t a k t   T i l   B a t t e r i ! 	 V a r o v  n  !   V a d n    k o n t a k t   b a t e r i e ! 	 O s t r z e |e n i e !   B a t e r i a   zl e   p o d Bc z o n a ! 	 R o s s z   a k k u m u l  t o r    r i n t k e z  s 	 V a r o i t u s !   A k u n   h u o n o   k o n t a k t i ! 	 A d v a r s e l !   D  r l i g   k o n t a k t   - b a t t e r i ! 	 V a r o v a n i e !   Z l    k o n t a k t   -   b a t  r i a ! 	 B a t t e r i j   m a a k t   s l e c h t   c o n t a c t 	 V a r n i n g !   D  l i g   k o n t a k t   - b a t t e r i ! 	 U p o z o r e n j e !   L o a  k o n t a k t   s a   b a t e r i j o m ! 	 C o n t a c t   p r o s t   -   b a t e r i e ! 	 O p o z o r i l o !   S l a b   K o n t a k t - B a t e r i j a ! 	 !         ! 	       	 =8<0=85!   >H  >=B0:B  - 0B5@8O! 	 	6	>	0	>	!   ,	A	0	>	  8		*	0	M		  ,	E		0	@	! 	 '*5'D  ('*1  /13*  (1B1'1  F4/G	 'F*('!   (  HFyy  (y1! 	 !         ( ) ! 	 									  				  					  						 
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! 	 !     ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 S w a k   k o n t a k   - b a t t e r y 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 W a r n i n g !   B a d   c o n t a c t   o f   b a t t e r y ! 	 .
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 S T R _ L O W _ B A T T E R Y _ M T _ P R O H I B I T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   D i s p l y e d   w h e n   b a t t e r y   l o w ,   n o t   a b l e   t o   M T . 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 ϑ
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NbS	 A@-#5HH3  D!H*2!2#B#--	 C a r g a   b a j a   d e   l a   b a t e r  a 	 B a t t e r i e   f a i b l e 	 B a t t e r i e   s c h w a c h 	 87:89  70@O4  10B0@58.   52>7<>6=>  >ACI5AB28BL  =01>@	 B a t t e r i a   B a s s a .   I m p o s s i b i l e   f a r e   i l   n u m e r o 	 'D(7'1J)  69JA)    D'  JECF  'D'*5'D	 B a t e r i a   f r a c a 	 D  _ k   p i l .   A r a n a m 1y o r 	 P i n   y  u ,   k h  n g   u 	     	  q u a y   s  	 B a t e r a i   l e m a h !   T a k   b i s a   m e m a n g g i l 	 B a t e r i   l e m a h .   T i d a k   d a p a t   d a i l 	 ,	H		M	0	@	  	.	.   !	>	/	2	  	0	(	G	  .	G		  	8	.	0	M	%		 B a t t e r i   L a v t   -   U m u l i g t   a t   K a l d e   O p ! 	 S l a b    b a t e r i e !   N e n    m o ~n o   v y t  
e t ! 	 B a t e r i a   r o z Ba d o w a n a !   P o Bc z e n i e   n i e m o |l i w e ! 	 A z   a k k u f e s z  l t s  g   a l a c s o n y ,   a   t  r c s  z  s   s i k e r t e l e n ! 	 A k u n   l a t a u s   m a t a l a !   E i   v o i d a   v a l i t a   n u m e r o a ! 	 L a v t   b a t t e r i !   I k k e   i   s t a n d   t i l      r i n g e ! 	 S l a b    b a t  r i a !   V o l a n i e   n e m o ~n  ! 	 B a t t e r i j   b i j n a   l e e g 	 L  g t   b a t t e r i !   U p p r i n g n i n g   o m  j l i g l ! 	 P r a z n a   b a t e r i j a !   N i j e   m o g u e   b i r a n j e ! 	 B a t e r i a   e s t e   d e s c r c a t .   N u   p u t e ci   f o r m a   n u m r u l 	 B a t e r i j a   P r a z n a !   K l i c a n j e   N i   M o ~n o ! 	   !             ! 	     . 	 7B>I5=0  0B5@8O!   52J7<>6=>  40  =018@0! 	 ,	E		0	@	  2	K	!   !	I	/	2	  	0	#	M	/	>	8	  8		M	7	.	  (	>	9	@	! 	 ('*1  69A  '3*	 (y1  E  '1,!   '&D  F  13*'! 	     ( )   !     ! 	 								  		!   					  			  				  		! 	 ,
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	     .       	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   p a p 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 	 	 	 						  						 	 	 	 	 	 	 	 B a t e r i a   f r a c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ I N S E R T _ S Y M B O L S 	 C o m m o n S c r e e n 	 I C O N T E X T 	 I n p u t   m e t h o d s   l i s t   O p t i o n   1 2 	 I n s e r t   s y m b o l 	 ceQ&{_	 hp&{S	 C*H*1
%1)L	 I n s e r t a r   s  m b o l o s 	 I n s  r e r   d e s   s y m b o l e s 	 S y m b o l e   e i n f  g e n 	 AB028BL  A8<2>;	 I n s e r i s c i   s i m b o l o 	 '/.'D  1EH2	 I n s e r i r   s  m b o l o s 	 S e m b o l   e k l e 	 N h  #p   d u   d  n g   t r o n g   c  u 	 M a s u k a n   S i m b o l 	 M a s u k k a n   s i m b o l 	 	?	(	M	9	  !	>	2	G			 I n d s  t   S y m b o l e r 	 V l o ~i t   s y m b o l y 	 W p r o w a d z  s y m b o l e 	 S z i m b  l u m o k   b e i l l e s z t  s e 	 L i s     s y m b o l e j a 	 S e t t   i n n   s y m b o l e r 	 V l o ~i e  s y m b o l y 	 S y m b o l e n   i n v o e g e n 	 I n f o g a   s y m b o l e r 	 U m e t a n j e   s i m b o l a . 	 I n t r o d u c e r e   s i m b o l u r i 	 V s t a v i   S i m b o l e 	   	   	 <J:=8  !8<2>;8	 	?	(	M	9	G	  	>		>		 /1,  FE'/G'	 9D'E'*  /'.D    ,&	   	 						  					  					 
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	   	 F a k a   u p h a w u 	 F a k a   u m q o n d i s o 	 I n g i z a   a l a m a 	 V o e g   s i m b o l e   i n 	 .t e r p t i   s i m b o l /	 I e v a d +t   s i m b o l u 	 S i s e s t a   s  m b o l 	 Dxacel  zautavavwav	   	 I n t r o d u c e r e   s i m b o l 	 8
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	 8MG$  8(M(?,G6  0(M$A	 	 					  										  				 	 	 	 	 	 	 	 I n s e r i r   s  m b o l o s 	 	 	 	 	 	 	 	 S i n b o l o a   t x e r t a t u 	 I p a s o k   a n g   s i m b o l o 	 I n s e r i r   s  m b o l o 	 F a n y e   s i m b l 	 C u i r   i s t e a c h   s i o m b a i l 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ S E L E C T _ S Y M B O L 	 C o m m o n S c r e e n 	 T I T L E 	 T i t l e   f o r   t h e   s y m b o l   p i c k e r   s c r e e n 	 S e l e c t   s y m b o l 	 xd&{_	 	b&{S	 *1
%1)L	 S  m b o l o 	 S y m b o l e 	 S y m b o l 	 K1@0BL  A8<2>;  	 S e l e z i o n a   s i m b o l o 	 '.*J'1  1EH2	 S  m b o l o 	 S e m b o l 	 C h n   d u 	 P i l i h   S i m b o l 	 S i m b o l 	 	?	(	M	9		 V  l g   S y m b o l 	 Z v o l i t   s y m b o l 	 W y b i e r z   s y m b o l 	 S z i m b  l u m   k i v  l a s z t  s a 	 V a l i t s e   s y m b o l i 	 V e l g   s y m b o l 	 Z v o l i e  s y m b o l 	 S y m b o o l 	 V  l j   s y m b o l 	 O d a b e r i t e   s i m b o l 	 S i m b o l 	 I z b e r i   S i m b o l e 	   	 	 715@8  !8<2>;	 	?	(	M	9	G	  (	?	5	!	>		 FE'/	 9D'E*  EF*.(  ,&	   	 							 
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  



  


	     	 K h e t h a   u p h a w u 	 K h e t h a   u m q o n d i s o 	 C h a g u a   a l a m a 	 S i m b o o l 	 P a s i r i n k t i   s i m b o l /	 I z v l t i e s   s i m b o l u 	 V a l i   s  m b o l 	 8vel  zautavavwav	   	 S e l e c t a r e   s i m b o l 	 8
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	 8MG$  _(  0(M$A	 	 						 	 	 	 	 	 	 	 S  m b o l o 	 	 	 	 	 	 	 	 S i n b o l o a   a u k e r a t u 	 P u m i l i   n g   s i m b o l o 	 S e l e c c i o n a r   s  m b o l o 	 H r   s i m b l 	 R o g h n a i g h   s i o m b a i l 
 
 S T R _ C M _ R E D I A L 	 U n d e f i n e d 	 U N L I M 	 R e d i a l   S t r i n g 	 R e d i a l i n g : 	 R͑d	 ꁨR͑b	 3%1B#I3: 	 V o l v e r   a   m a r c a r : 	 R e c o m p o s e r   : 	 W a h l w i e d e r h o l u n g : 	 >2B>@=K9  =01>@: 	 R i c o m p o s i z i o n e   d e l   n u m e r o : 	 %9'/)  'D'*5'D	 A   r e m a r c a r : 	 Y e n i d e n    e v r i l i y o r : 	 T   n g   q u a y   l i   s 	 P a n g g i l   u l a n g : 	 M e n d a i l   s e m u l a : 	 *	A	(	0	M	!	>	/	2	:  	 G e n o p k a l d e r : 	 O p t o v n    v y t o 
e n  : 	 P o n o w n e   w y b i e r a n i e   n u m e r u : 	  j r a t  r c s  z  s : 	 S o i t t a a   u u d e l l e e n : 	 G j e n o p p r i n g i n g : 	 O p  t o v n    v y t  
a n i e : 	 O p n i e u w   k i e z e n : 	  t e r u p p r i n g n i n g : 	 P o n o v o   B i r a n j e 	 R e a p e l a r e : 	 P o n o v n o   K l i c a n j e : 	   : 	   : 	 @5=018@0=5: 	 0	?	!	>	/	2	?			: 	 /1  -'D  4E'1G  1  E,//: 	 /H('1  '&D  H  1  : 	 : 	 						  					  				 &
A
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: 	 .3M3@  !/2M  5A$A&?	 >2B>@=89  =01V@	 




  



  

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  

: 	     : 	 K u d a y e l w a   k a b u s h a : 	 I y a d a y e l a   k w a k h o n a : 	 I n a p i g a   t e n a : 	 S k a k e l   t a n s   w e e r : 	 R e n k a m a   p a k a r t o t i n a i : 	 A t k r t o t s   z v a n s : 	 K o r d u s v a l i m i n e : 	 @atak  ookv  pa~axt]	   : 	 R e a p e l a r e : 	 1
@
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: 	 *A(!>_2  0A?: 	 	 				  					: 	 	 	 	 	 	 	 	 R e d i s c a g e m : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C M _ R E D I A L _ T I M E S 	 U n d e f i n e d 	 U N L I M 	 N u m b e r   o f   t i m e s 	 t i m e ( s ) , \ n 	 !k\ n 	 !k\ n 	 #1I\ n 	 v e c e s ,   \ n 	 f o i s \ n 	 m a l \ n 	 >;8G5AB2>  @07\ n   	 N u m e r o   d i   v o l t e \ n 	 E1'*  \ n 	 v e z ( e s ) \ n 	 s a a t \ n 	 l n \ n 	 w a k t u \ n 	 k a l i , \ n 	 8	.	/	\ n 	 a n t a l \ n 	 p o 
e t \ n 	 c z a s y \ n 	 i d Q( k ) \ n 	 a j a t \ n 	 g a n g e r \ n 	 d o b y \ n 	 k e e r \ n 	 g  n g e r \ n 	 p u t a \ n 	 n u m r   r e a p e l r i , \ n 	 
a s i \ n 	 \ n 	 / \ n 	 ?JB8	 5	G	3	\ n 	 /A9'*\ n 	 'HB'*/ n 	 \ n 	 			  \ 			 8
.
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\ n 	 H.M8M	 @07V2\ n 	 


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) , \ n 	 ( ) ,   \ n 	 t i m e ( s ) , \ n 	 t i m e ( s ) , \ n 	 t i m e ( s ) , \ n 	 k e e r ( k e r e ) \ n 	 t i m e ( s ) , \ n 	 t i m e ( s ) , \ n 	 t i m e ( s ) , \ n 	 t i m e ( s ) , \ n 	 t i m e ( s ) , \ n 	 t i m e ( s ) , \ n 	 	 	 	 			\ n 	 d Yf Y  ( d Yf Yl Yr ) \ n 	 !k\ n 	 i n t e n t s 	 f o i s \ n 	 t  m i / t  m a r \ n 	 r e i n t e n t o ( s ) \ n 	 t i m e ( s ) \ n 	 v e z ( e s ) \ n 	 v r e m e ( n a ) \ n 	 ( d i ) n a k o \ n 	 ( m g a )   b e s e s \ n 	 t i m e ( s ) \ n 	 l o k a c i ( s ) 	 ( a w n )  k  k  \ n 	 C0KB\   n 	 	 	 	 	 
 
 S T R _ C M _ R E D I A L _ N E X T _ A T T E M P T 	 U n d e f i n e d 	 U N L I M 	 N e x t   a t t e m p t   r e m i n d e r 	 n e x t   a t t e m p t   i n 	 N!k͑d	 N!k͑b	 "2"2!#1IH-D	 S i g u i e n t e   i n t e n t o   e n 	 P r o c h a i n   e s s a i   d a n s 	 n  c h s t e r   V e r s u c h   i n 	 !;54CNI0O  ?>?KB:0  G5@57	 I l   p r o s s i m o   T e n t a t i v o   i n 	 'DE-'HD)  'D+'FJ)	 N o v a   t e n t a t i v a   e m 	 s o n r a   t e k r a r   d e n e n e c e k 	 L n   g i   l i   t i p   s a u 	 P e n g e r j a a n   b e r i k u t n y a   p a d a 	 c u b a a n   b e r i k u t   d a l a m 	 		2	>	  *	M	0	/	>	8	. . .   .	G			 N  s t e   F o r s  g   o m 	 N  s l e d n    p o k u s   v 	 N a s t p n a   p r  b a   p o Bc z e n i a   z a : 	 K  v e t k e z Q  p r  b  l k o z  s : 	 S e u r a a v a   y r i t y s 	 N e s t e   f o r s  k   o m 	 a l a   p o k u s   v 	 V o l g e n   p o g i n g   o v e r 	 F  r s  k e r   i g e n   o m 	 S l j e d e i   p o k u aa j   u   	 u r m t o a r e a    n c e r c a r e    n 	 N a s l e d n j i   P o i z k u s   v 	     	       	 !;5420I  ?8B  2: 	 (		$	0		>	  		G		.	M			 *D'4  (9/  /1	 'D  H44  E	     	 							  										 
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	 (FMM8M  F.MM  (M	 0ABC?=0  A?@>10  G5@57	 


  




  






	   	 u m z a m o   o l a n d e l a y o   k u 	 i l i n g e   e l i l a n d e l a y o   k w i 	 j a r i b i o   l i f u a t a l o 	 V o l g e n d e   p o g i n g   b i n n e 	 k i t a s   m g i n i m a s , 	 n k a m a i s   m #i n j u m s   p c 	 j  r g m i n e   k a t s e : 	 pa{xd  xqh  . . . - k	   	 u r m t o a r e a    n c e r c a r e    n 	 

A
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
	 %?0G  *0,0M$M$@  	&M_.	 	 							  							 	 	 	 	 	 	 	 p r  x i m a   t e n t a t i v a   e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C M _ R E D I A L _ S E C 	 U n d e f i n e d 	 U N L I M 	 S e c o n d 	 s e c 	 y	 y	 '4	 s e g 	 s e c ( s ) 	 S e k . 	 A	 S e c .   	 +'FJ)  ( +H'F) 	 s e g 	 s a n i y e 	 g i  y 	 d e t . 	 s a a t 	 8	G		G		!		 s e k . 	 s e c . 	 s e k . 	 m p 	 s   	 s e k . 	 s e k . 	 s 	 s e k 	 s 	 s e c . 	 s e k . 	 . 	   ( ) 	 A5:. 	 8	G	. 	 +'FG	 3F	 	 								 8

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p

	 8F	 A	 





	 	 s e c 	 m z w 	 s e k 	 s e k . 	 s e k . 	 s e k . 	 s e k 	 ~o	 	 s e c 	 8
F
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	 8GG#M!	 	 								 s a n i y Y  ( s a n i y Yl Yr ) 	 y	 s e g o n ( s ) 	 s 	 s e k . 	 s e g u n d o ( s ) 	 A5:C=40( 8) 	 s e g u n d o ( s ) 	 s e k ( i ) 	 m ( o ) e t s n 	 ( m g a )   s e g 	 s e c ( s ) 	 s e k ( s ) 	 ( a w n )  cj  -   y  	 A5:	 	 	 	 	 
 
 S T R _ C M _ R E D I A L _ M I N 	 U n d e f i n e d 	 U N L I M 	 M i n u t e 	 m i n 	 R	 R	 25	 m i n 	 m i n ( s ) 	 M i n . 	 <8=. 	 M i n .   	 /BJB)  ( /B'&B) 	 m i n 	 D a k i k a 	 p h  t 	 m n t . 	 m i n 	 .	?	(			 m i n . 	 m i n . 	 m i n . 	 p e r c 	 m i n 	 m i n . 	 m i n . 	 m i n 	 m i n 	 m i n u t a 	 m i n . 	 m i n . 	 . 	 / 	 <8=. 	 .	?	. 	 /BBG	 EFy	 	 						 .
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	 	 m i n 	 m z   	 d a k 	 m i n . 	 m i n . 	 m i n 	 m i n   p  r a s t 	 xze	 	 m i n 	 .
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	 .?(?M	 	 						 d Yq i q Y  ( d Yq i q Yl Yr ) 	 R	 m i n ( s ) 	 m i n ( s ) 	 m  n . 	 m i n ( s ) 	 <8=CB0( 8) 	 m i n ( s ) 	 m i n ( a ) 	 m ( o ) e t s 	 ( m g a )   m i n 	 m i n ( s ) 	 m i n ( s ) 	 ( a w n ) i cj  	 <8=	 	 	 	 	 
 
 S T R _ T I T L E _ S C R _ U S S N _ M S G 	 U n d e f i n e d 	 T I T L E 	 T i t l e   S t r i n g   f o r   U S S N   M s g   D i s p l a y 	 I n f o r m a t i o n 	 ǌ
	 Oo`	 I-!9%	 I n f o r m a c i  n 	 I n f o r m a t i o n 	 I n f o r m a t i o n 	 =D>@<0F8O	 I n f o r m a z i o n i 	 E9DHE'*	 I n f o r m a   o 	 B i l g i 	 T h  n g   t i n   l i  n   q u a n 	 I n f o r m a s i 	 M a k l u m a t 	 8	B		(	>		 I n f o r m a t i o n 	 I n f o r m a c e 	 I n f o r m a c j a 	 I n f o r m  c i  	 T i e t o j a 	 I n f o r m a s j o n 	 I n f o r m  c i e 	 I n f o r m a t i e 	 I n f o r m a t i o n 	 I n f o r m a c i j e 	 I n f o r m a ci i 	 I n f o r m a c i j a 	 	 	 =D>@<0F8O	 8	B		(	>		 '7D'9'*	 E9DHE'*	 	 					 
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	 	 U l w a z i 	 U l w a z i 	 M a e l e z o 	 I n l i g t i n g 	 I n f o r m a c i j a 	 I n f o r m c i j a 	 T e a v e 	 Oereoxiuxv	 	 I n f o r m a ci i 	 5
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 
 S T R _ T I T L E _ S C R _ U S S D _ M S G 	 U n d e f i n e d 	 T I T L E 	 T i t l e   S t r i n g   f o r   U S S D   M s g   D i s p l a y 	 I n f o r m a t i o n 	 ǌ
	 Oo`	 I-!9%	 I n f o r m a c i  n 	 I n f o r m a t i o n 	 I n f o r m a t i o n 	 =D>@<0F8O	 I n f o r m a z i o n i 	 E9DHE'*	 I n f o r m a   o 	 B i l g i 	 T h  n g   t i n   l i  n   q u a n 	 I n f o r m a s i 	 M a k l u m a t 	 8	B		(	>		 I n f o r m a t i o n 	 I n f o r m a c e 	 I n f o r m a c j a 	 I n f o r m  c i  	 T i e t o j a 	 I n f o r m a s j o n 	 I n f o r m  c i e 	 I n f o r m a t i e 	 I n f o r m a t i o n 	 I n f o r m a c i j e 	 I n f o r m a ci i 	 I n f o r m a c i j a 	 	 	 =D>@<0F8O	 8	B		(	>		 '7D'9'*	 E9DHE'*	 	 					 
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	 	 U l w a z i 	 U l w a z i 	 M a e l e z o 	 I n l i g t i n g 	 I n f o r m a c i j a 	 I n f o r m c i j a 	 T e a v e 	 Oereoxiuxv	 	 I n f o r m a ci i 	 5
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 
 S T R _ T I T L E _ S C R _ U S S R _ M S G 	 U n d e f i n e d 	 T I T L E 	 T i t l e   S t r i n g   f o r   U S S R   M s g   D i s p l a y 	 I n f o r m a t i o n 	 ǌ
	 Oo`	 I-!9%	 I n f o r m a c i  n 	 I n f o r m a t i o n 	 I n f o r m a t i o n 	 =D>@<0F8O	 I n f o r m a z i o n i 	 E9DHE'*	 I n f o r m a   o 	 B i l g i 	 T h  n g   t i n   l i  n   q u a n 	 I n f o r m a s i 	 M a k l u m a t 	 8	B		(	>		 I n f o r m a t i o n 	 I n f o r m a c e 	 I n f o r m a c j a 	 I n f o r m  c i  	 T i e t o j a 	 I n f o r m a s j o n 	 I n f o r m  c i e 	 I n f o r m a t i e 	 I n f o r m a t i o n 	 I n f o r m a c i j e 	 I n f o r m a ci i 	 I n f o r m a c i j a 	 	 	 =D>@<0F8O	 8	B		(	>		 '7D'9'*	 E9DHE'*	 	 					 
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	 	 U l w a z i 	 U l w a z i 	 M a e l e z o 	 I n l i g t i n g 	 I n f o r m a c i j a 	 I n f o r m c i j a 	 T e a v e 	 Oereoxiuxv	 	 I n f o r m a ci i 	 5
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 
 S T R _ T I T L E _ S C R _ U S S R _ E D I T _ M S G 	 U n d e f i n e d 	 T I T L E 	 T i t l e   S t r i n g   f o r   U S S R   M s g   E d i t 	 U S S D   e d i t o r 	 }/U S S D 	 U S S D 	 1'AID  U S S R   	 E d i t o r   U S S R 	 E d i t e u r   U S S R . 	 U S S R - E d i t o r 	  540:B.   U S S R 	 U R S S   E d i t o r 	 E-11  U S S R 	 E d i t o r   U S S R 	 U S S R   D  z e n l e y i c i 	 T r  n h   s a   U S S R 	 E d i t o r   U S S R 	 E d i t o r   U S S R 	  U S S R   	!	?		0		 U S S R - R e d i g  r 	  p r a v a   U S S R 	 U S S R - E d y t u j 	 U S S R - s z e r k e s z t  s 	 U S S R - e d i t o i n t i 	 U S S R - r e d i g e r i n g 	 U p r a v i e  U S S R 	 U S S R - e d i t o r 	 U S S R -  n d r a 	 U S S R   U r e d i 	 E d i t o r   U S S R 	 U S S R - U r e j a n j e 	     U S S R 	   U S S R 	 U S S R -  540:B8@0=5	 /	B		8		8		0	-   8		*	>	&	?	$	  	0	>		 H1'41  U S S R 	 U S S R - E d i t 	 U S S R   - 	 								  								 /
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	     	 U m h l e l i   w e - U S S R 	 U m l u n g i s i   w e - U S S R 	 K i h a r i r i   U S S R 	 U s s r - w y s i g 	 U S S R   r e d a k t o r i u s 	 U S S R   r e d a k t o r s 	 U S S R   r e d a k t o r 	 U S S R   mtbacxr  nack	 U S S R   	 E d i t o r   U S S R 	 U S S R   
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 
 S T R _ U S S D _ R E Q _ C A P T I O N 	 U n d e f i n e d 	 T I T L E 	 D i s p l a y   C a p t i o n   f o r   U S S D   r e q   s c r e e n 	 S e n d i n g   r e q u e s t 	 PˊBl-N	 SBl-N	 3%1*H3-	 S o l i c i t u d   d e   e n v  o 	 R e q u  t e   e n   c o u r s   d ' e n v o i 	 A n f r a g e   s e n d e n 	 B?@02:0  70?@>A0	 R i c h i e s t a   d ' i n v i o 	 ,'1M  'D7D(	 A   e n v i a r   p e d i d o 	 0s t e k   g  n d e r i l i y o r 	 N g  y 	 K i r i m   p e r m i n t a a n 	 M e n g h a n t a r   p e r m i n t a a n 	 	(	A	0	K	'	  -	G		>	  	>	  0	9	>	  9	H		 S e n d e r   F o r e s p  r g s e l 	 O d e s  l  m   ~ d o s t 	 W y s y Ba n i e   z a p y t a n i a 	 P a r a n c s   k  l d  s e 	 L  h e t e t   n   p y y n t   	 S e n d e r   a n m o d n i n g 	 P o s i e l a n i e   ~i a d o s t i 	 V e r z o e k   w o r d t   v e r z o n d e n 	 S k i c k a r   f  r f r  g a n 	 S l a n j e   z a h t j e v a 	 E x p e d i e r e   s o l i c i t a r e    n   c u r s 	 P o ai l j a n j e   Z a h t e v e 	   	   	 7?@0I0=5  =0  0O2:0	 5	?	(		$	@	  *	>	 	5	>		 /1  -'D  '13'D  /1.H'3*	 /1.H'3*  (,F'  ,'1	   	 						  						 ,
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i a m a   u ~k l a u s a 	 S kt a   p i e p r a s +j u m u 	 P  r i n g u   s a a t m i n e 	 @atav  xraoxt	   	 T r i m i t e r e   s o l i c i t a r e 	 
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	 (A0K'  * >	?	 	 							  						  				 	 	 	 	 	 	 	 E n v i a n d o   s o l i c i t a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M I T E M _ C T M _ M E N U 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S t r i n g   f o r   C T M 	 T e x t   p h o n e 	 eW[q	 eW[݋	 B#A4!LI-'2!	 T e l  f o n o   d e   t e x t o 	 T  l  p h o n e   t e x t e 	 T e x t t e l e f o n 	 "5:AB  B5;. 	 T e s t o   d e l   t e l e f o n o 	 'DEC'DE)  'DF5J)	 T e l e f o n e   d e   t e x t o 	 M e t i n   t e l e f o n u 	 G G L I V E 	 D T M F 	 T e l e f o n   t e k s 	 	G		M	8	M		  +	K	(		 D T M F 	 D T M F 	 D T M F 	 S z  v e g   t e l e f o n 	 D T M F 	 D T M F 	 D T M F 	 T e k s t t e l e f o o n 	 D T M F 	 D T M F 	 T e l e f o n   t e x t 	 D T M F 	 D T M F 	   	 T e x t   P h o n e 	 	G		M	8	M		  +	K	(		 H4  E*F	 y3y  AHF	   	 					  				 .
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	 FM8MM  +K(M	 "5:AB>289  B5;5D>=	 




  


	   	 I f o n i   y o m b h a l o 	 I g a m a   e f o w n i 	 S i m u   y a   m a a n d i s h i 	 T e k s f o o n 	 T e k s t i n i s   t e l e f o n a s 	 T e k s t a   t e l e f o n s 	 T e k s t i t e l e f o n 	 Oe}aukv  pe|amx}	 - 	 T e l e f o n   t e x t 	 
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	 *>   +K(	 	 			  				 	 	 	 	 	 	 	 F o n e   c o m   t e x t o 	 	 	 	 	 	 	 	 T e s t u - t e l e f o n o a 	 T e l e p o n o n g   p a n g   t e k s 	 T e l  f o n o   d e   t e x t o 	 Z i g a   o z i   e d e r e d e   n a   f o o n u 	 T  a c s f  n 
 
 S T R _ M I T E M _ C T M _ M O D E 	 U n d e f i n e d 	 I C O N T E X T 	 S t r i n g   f o r   C T M   m o d e 	 M o d e 	 !j_	 !j_	 B+!	 M o d o 	 M o d e 	 M o d u s 	  568<	 M o d a l i t  	 4CD	 M o d o 	 M o d 	 G G L I V E 	 D T M F 	 M o d 	 .	K	!		 D T M F 	 D T M F 	 D T M F 	 M  d 	 D T M F 	 D T M F 	 D T M F 	 M o d u s 	 D T M F 	 D T M F 	 M o d 	 D T M F 	 D T M F 	 	 M o d e 	 .	K	!		 -'D*	 EH	 	 				 .
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	 .K!M	  568<	 

	 	 I m o d i 	 I m o 	 M o d i 	 M o d u s 	 R e ~i m a s 	 R e ~+m s 	 R e ~i i m 	 Lejkt	 	 M o d 	 .
K
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	 .K!	 	 				 	 	 	 	 	 	 	 M o d o 	 	 	 	 	 	 	 	 M o d u a 	 M o d a 	 M o d o 	 M o o d u 	 M  d 
 
 S T R _ M I T E M _ C T M _ A U T O 	 U n d e f i n e d 	 T W O S T A T E 	 S t r i n g   f o r   C T M   a u t o   c o n n e c t   o p t i o n 	 A u t o   c o n n e c t 	 R#P}	 ꁨRޏc	 @
7H-!H--1B!14	 C o n e x i  n   a u t o m  t i c a 	 C o n n e x i o n   a u t o 	 A u t o m .   V e r b i n d u n g 	 2B>  A>548=5=85	 C o l l e g a m e n t o   a u t o m a t i c o 	 '*5'D  #DJ	 L i g a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   b a l a n 	 K t   n i   t   n g 	 D T M F 	 S a m b u n g   a u t o 	 		K	  8		*	0	M			 D T M F 	 D T M F 	 D T M F 	 A u t o .   c s a t l a k o z  s 	 D T M F 	 D T M F 	 D T M F 	 A u t o m a t i s c h   v e r b i n d i n g   m a k e n 	 D T M F 	 D T M F 	 C o n e c t a r e   a u t o m a t 	 D T M F 	 D T M F 	   	 A u t o   C o n n e c t 	 8	M	5	/		  8		*	0	M			 '1*('7  .H/'1	 .H/  (.H/  1'(7	   	 										  						 8
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  




	   	 X h u m a   n g e - a u t o 	 U q h a g a m s h e l o   n g o k u z e n z e k e l a y o 	 U n g a n i s h a   k i o t o m a t i 	 O u t o m a t i e s e   v e r b i n d i n g 	 A u t o m a t i n i s   j u n g i m a s 	 A u t o m t i s k a   s a v i e n o aa n a 	 A u t o m a a t n e    h e n d u s 	 Dkaxt  a~xta  oezx~	   	 C o n e c t a r e   a u t o m a t 	 

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	 8M,$  8/K	 	 					  						 	 	 	 	 	 	 	 C o n e x  o   a u t o m  t i c a 	 	 	 	 	 	 	 	 A u t o m a t i k o k i   k o n e k t a t u 	 A w t o   n a   p a g k o n e k t a 	 C o n e c t a r   a u t o m a t i c a m e n t e 	 t   n j i k 	 U a t h n a s c 
 
 S T R _ M I T E M _ C T M _ M A N U A L 	 U n d e f i n e d 	 T W O S T A T E 	 S t r i n g   f o r   m a n u a l   c o n n e c t   o p t i o n 	 M a n u a l   c o n n e c t 	 KbR#P}	 KbRޏc	 @
7H-!H-B"9IC
I	 C o n e x i  n   m a n u a l 	 C o n n e x i o n   m a n u e l l e 	 M a n u e l l e   V e r b i n d u n g 	  CG=>5  A>548=5=85	 C o l l e g a m e n t o   m a n u a l e 	 '*5'D  J/HJ	 L i g a r   m a n u a l m e n t e 	 M a n  e l   b a l a n 	 K t   n i   k h  n g   t   n g 	 D T M F 	 S a m b u n g   m a n u a l 	 .	G	(	M	/	A		2	  8		*	0	M			 D T M F 	 D T M F 	 D T M F 	 K  z i   c s a t l a k o z  s 	 D T M F 	 D T M F 	 D T M F 	 H a n d m a t i g   v e r b i n d i n g   m a k e n 	 D T M F 	 D T M F 	 C o n e c t a r e   m a n u a l 	 D T M F 	 D T M F 	   	 M a n u a l   C o n n e c t 	 .	G	(	M	/	A		2	  8		*	0	M			 '1*('7  /3*	 EFHD  1'(7	   	 									  						 9
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  




	   	 X h u m a   n g e m a n u w a l i 	 U q h a g a m s h e l o   o l w e n z i w e   n g e s a n d l a 	 U n g a n i s h a   w e w e   m w e n y e w e 	 K o p p e l   p e r   h a n d 	 R a n k i n i s   j u n g i m a s 	 M a n u l a   s a v i e n o aa n a 	  h e n d u s e   l o o m i n e   k  s i t s i 	 Dkaxt  qe|x~	   	 C o n e c t a r e   m a n u a l 	 .
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	 .>(A2  8/K	 	 							  						 	 	 	 	 	 	 	 C o n e x  o   m a n u a l 	 	 	 	 	 	 	 	 E s k u z   k o n e k t a t u 	 M a n o - m a n o n g   p a g k o n e k t a 	 C o n e c t a r   m a n u a l m e n t e 	 J i r i   a k a   g   j i k 	 C e a n g a i l   d e   l  i m h 
 
 S T R _ M I T E M _ C T M _ B A U D O T 	 U n d e f i n e d 	 T W O S T A T E 	 S t r i n g   f o r   T T Y   d e v i c e 	 T T Y   d e v i c e 	 T T Y   ݈n	 T T Y   ňn	 -8#L  T T Y 	 D i s p o s i t i v o   T T Y 	 A p p a r e i l   T T Y 	 T T Y - G e r  t 	 #AB@>9AB2>  B5;5B09?	 D i s p o s i t i v o   T T Y 	 T T Y   '/')	 D i s p o s i t i v o   T T Y 	 T T Y   c i h a z 1	 T h i t   b   T T Y 	 D T M F 	 P e r a n t i   T T Y 	 T T Y   		*		0	#		 D T M F 	 D T M F 	 D T M F 	 T T Y   e s z k  z 	 D T M F 	 D T M F 	 D T M F 	 T T Y - a p p a r a a t 	 D T M F 	 D T M F 	 D i s p o z i t i v   T T Y 	 D T M F 	 D T M F 	   T T Y 	 T T Y   D e v i c e 	 	@		@	5	>		  !	?	5	M	9	>		8		 '(2'1  T T Y   	 T T Y   D e v i c e 	   	 		. 		. 				  							 
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	   	 I d i v a y s i   y e - T T Y 	 I s i x h o b o   s e T T Y 	 K i f a a   c h a   T T Y 	 T T Y - t o e s t e l 	 T T Y   /r e n g i n y s 	 T T Y   i e r +c e 	 T T Y   s e a d e 	 T T Y   }a	 T T Y   	 D i s p o z i t i v   T T Y 	 T T Y   	
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	 T T Y   !?->8	 	 T T Y   							 	 	 	 	 	 	 	 D i s p o s i t i v o   d e   t e l e t i p o 	 	 	 	 	 	 	 	 T T Y   g a i l u a 	 T T Y   n a   a p a r a t o 	 D i s p o s i t i v o   T T Y 	 N g w a   T T Y 	 G l  a s   T T Y 
 
 S T R _ C T M _ O N _ S E L E C T E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C T M   m o d e   o n 	 C T M   m o d e   o n 	 eW[q_U	 eW[݋Sb _	 B+!  C T M   @4	 M o d o   C T M   a c t i v a d o 	 M o d e   C T M   a c t i v  	 C T M - M o d u s   e i n 	  568<  !"  2:;. 	 M o d a l i t    C T M   a b i l i t a t a 	 4CD  C T M   EA*H-	 M o d o   C T M   a c t i v a d o 	 C T M   M o d u   a  1k 	 B t   c h     C T M 	 D T M F 	 M o d   D T M   n y a l a 	 C T M   .	K	!	  	>	2	B	 	 D T M F 	 D T M F 	 D T M F 	 C T M   m  d   b e 	 D T M F 	 D T M F 	 D T M F 	 C T M - m o d u s   a a n 	 D T M F 	 D T M F 	 M o d   C T M   a c t i v a t 	 D T M F 	 D T M F 	   C T M   	 C T M   m o d e   o n ! 	 8	@		@		.	  .	K	!	  	>	2	B	  ! 	 -'D*  C T M   1H4F	 C T M   m o d e   o n ! 	     	   		. 		. 		  			  				! 	 8
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! 	 8??.M  .K!M  (M  2K  	&?	 #2V<:=CB8  @568<  C T M ! 	 C T M   

  



  

	       	 I m o d i   y e - C T M   i v u l i w e 	 I m o   y e C T M   i v u l i w e 	 M o d i   y a   C T M   i m e w a s h w a 	 C T M - m o d u s   a a n 	 .j u n g t a s   C T M   r e ~i m a s 	 C T M   r e ~+m s   i e s l g t s 	 C T M   r e ~i i m   s e e s 	 C T M   |ejkth  tka~an  g	 C T M     	 M o d   C T M   p o r n i t 	 C T M   .
K
!
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  
#
M
	 C T M   .K!  (M	 	 C T M   			  			 	 	 	 	 	 	 	 M o d o   C T M   l i g a d o 	 	 	 	 	 	 	 	 C T M   m o d u a   k o n e k t a t u r i k 	 C T M   m o d a   n a k a - o n 	 M o d o   C T M   p r e n d i d o 	 C T M   m o o d u   m e r e   n g b a n y e 	 M  d   C T M   a r   s i  l 
 
 S T R _ C T M _ O F F _ S E L E C T E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C T M   m o d e   o f f 	 C T M   m o d e   o f f 	 eW[qܕ	 eW[݋sQ	 B+!  C T M   4	 M o d o   C T M   d e s a c t i v a d o 	 M o d e   C T M   d  s a c t i v  	 C T M - M o d u s   a u s 	  568<  !"  2K:;. 	 M o d a l i t    C T M   d i s a b i l i t a t a 	 4CD  C T M   E:DB	 M o d o   C T M   d e s a c t i v a d o 	 C T M   M o d u   k a p a l 1	 T t   c h     C T M 	 D T M F 	 M o d   D T M   p a d a m 	 C T M   .	K	!	  ,		&	 	 D T M F 	 D T M F 	 D T M F 	 C T M   m  d   k i 	 D T M F 	 D T M F 	 D T M F 	 C T M - m o d u s   u i t 	 D T M F 	 D T M F 	 M o d   C T M   d e z a c t i v a t 	 D T M F 	 D T M F 	   C T M   	 C T M   m o d e   o f f ! 	 8	@		@		.	  .	K	!	  ,		&	  ! 	 -'D*  C T M   .'EH4	 C T M   m o d e   o f f ! 	     	   		. 		. 		  			  				! 	 8
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! 	 8??.M  .K!M  +M  2K  	&?	 8<:=CB8  @568<  C T M ! 	 C T M   

  


  

	       	 I m o d i   y e - C T M   i v a l i w e 	 I m o   y e C T M   i v a l i w e 	 M o d i   y a   C T M   i m e z i m w a 	 C T M - m o d u s   a f 	 I aj u n g t a s   C T M   r e ~i m a s 	 C T M   r e ~+m s   i z s l g t s 	 C T M   r e ~i i m   v  l j a s 	 C T M   |ejkth  av{a~an  g	 C T M     	 M o d   C T M   o p r i t 	 C T M   .
K
!
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  
+
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	 C T M   .K!  +M	 	 C T M   			  			 	 	 	 	 	 	 	 M o d o   d e   C T M   d e s l i g a d o 	 	 	 	 	 	 	 	 C T M   m o d u a   i t z a l i a 	 C T M   m o d a   n a k a - o f f 	 M o d o   C T M   a p a g a d o 	 C T M   m o o d u   n y r   a n y 	 M  d   C T M   a s 
 
 S T R _ M I T E M _ C T M _ H C O 	 U n d e f i n e d 	 T W O S T A T E 	 S t r i n g   f o r   C T M   H C O   s e t t i n g 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 H C O   T T Y 	 T T Y   H C O 	 T T Y   H C O 	 "5;5B09?  4;O  ;8F  A  45D5:B0<8  @5G8	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 D T M F 	 T T Y   H C O 	 T T Y   H C O 	 D T M F 	 D T M F 	 D T M F 	 T T Y   H C O 	 D T M F 	 D T M F 	 D T M F 	 T T Y   H C O 	 D T M F 	 D T M F 	 T T Y   H C O 	 D T M F 	 D T M F 	 T T Y   H C O 	 C T M   m o d e   o f f ! 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 I - T T Y   H C O 	 I - T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 H C O   T T Y 	 T T Y   H C O 	 T T Y   H C O 	 	 T T Y   H C O 	 	 	 	 	 	 	 	 H C O   d e   t e l e t i p o 	 	 	 	 	 	 	 	 T T Y   H C O 	 T T Y   H C O 	 T T Y   H C O 	 T t y   h c o 	 T T Y   H C O 
 
 S T R _ M I T E M _ C T M _ V C O 	 U n d e f i n e d 	 T W O S T A T E 	 S t r i n g   f o r   C T M   V C O   s e t t i n g 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 V C O   T T Y 	 T T Y   V C O 	 T T Y   V C O 	 "5;5B09?  4;O  ;8F  A  45D5:B0<8  7@5=8O	 T T Y   V C O 	 T T Y   H C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 D T M F 	 T T Y   V C O 	 T T Y   V C O 	 D T M F 	 D T M F 	 D T M F 	 T T Y   V C O 	 D T M F 	 D T M F 	 D T M F 	 T T Y   V C O 	 D T M F 	 D T M F 	 T T Y   V C O 	 D T M F 	 D T M F 	 T T Y   V C O 	 C T M   m o d e   o f f ! 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 I - T T Y   V C O 	 I - T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 V C O   T T Y 	 T T Y   V C O 	 T T Y   V C O 	 	 T T Y   V C O 	 	 	 	 	 	 	 	 V C O   d o   t e l e t i p o 	 	 	 	 	 	 	 	 T T Y   V C O 	 T T Y   V C O 	 T T Y   V C O 	 T t y   v c o 	 T T Y   V C O 
 
 S T R _ C T M _ T T Y _ T O _ H E A D S E T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   t r a n s f e r   T T Y   d e i v e   t o   e a r p h o n e 	 T T Y   t o   e a r p h o n e 	 T T Y Ip3_j	 T T Y l:N3:g	 T T Y   D"1+91	 T T Y   a   a u r i c u l a r 	 T T Y      c a s q u e 	 T T Y   z u m   O h r h  r e r 	 "5;5B09?  :  =0CH=8:C	 T T Y   a l l ' a u r i c o l a r e 	 *-HJD  T T Y   'DJ  3E'9)  'D'0F	 T T Y   p a r a   a u r i c u l a r 	 T T Y ' d e n   K u l a k l 1a 	 T T Y   c h u y n   t h  n h   t a i   n g h e 	 D T M F 	 T T Y   k e p a d a   f o n   t e l i n g a 	 T T Y   8	G	  	/	0	+	K	(	  	K		 D T M F 	 D T M F 	 D T M F 	 T T Y   f  l h a l l g a t  h o z 	 D T M F 	 D T M F 	 D T M F 	 T T Y   n a a r   o o r t e l e f o o n 	 D T M F 	 D T M F 	 D e   l a   T T Y   l a   c a s c 	 D T M F 	 D T M F 	 T T Y   	 C T M   m o d e   o f f ! 	 	/	0	+	K	(	  	!	G	  	@		@	5	>		  ! 	 /H1FHJ3  (G  H4I	 T T Y   t o   e a r p h o n e ! 	   /   ! 	 		. 		. 				  				  								! 	 
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! 	 .0M  +K(M  A  ??5H	 T T Y   4>  =02CH=8:V2! 	 T T Y   

  





	       	 I - T T Y   k u y a   k w i - e a r p h o n e 	 I - T T Y   k w i s i m a m e l i 	 T T Y   k w a   s i m u   y a   m a s i k i o 	 T T Y   n a   o o r f o n e 	 T T Y   /  a u s i n e s 	 T T Y   u z   a u s t i Fu 	 T T Y   k  r v a k l a p p i d e s s e 	 T T Y - k  dezk  aoav{aoal	 T T Y   	 T T Y   l a   c a s c 	 T T Y   
/
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	 T T Y   0A  0  +K(	 	 T T Y   			  								 	 	 	 	 	 	 	 T T Y   a o   f o n e   d e   o u v i d o 	 	 	 	 	 	 	 	 T T Y t i k   k a s k o e t a r a 	 T T Y   p a p u n t a   s a   e a r p h o n e 	 T T Y   a o s   a u r i c u l a r e s 	 T i n y e   T T Y   n a   f o o n u n t 	 T T Y   g o   c l u a s  n 
 
 S T R _ C T M _ H E A D S E T _ T O _ T T Y 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   t r a n s f e r   e a r p h o n e   t o   T T Y   d e i v e   	 E a r p h o n e   t o   T T Y 	 3_jIpT T Y 	 3:gl:NT T Y 	 +91D"1  T T Y 	 A u r i c u l a r   a   T T Y 	 C a s q u e      T T Y 	 O h r h  r e r   z u m   T T Y 	 0CH=8:  :  B5;5B09?C	 A u r i c o l a r e   a l   T T Y 	 *-HJD  3E'9)  'D'0F  'DJ  T T Y 	 A u r i c u l a r   p a r a   T T Y 	 K u l a k l 1k t a n   T T Y ' y e 	 T a i   n g h e   c h u y n   t h  n h   T T Y 	 D T M F 	 F o n   t e l i n g a   k e p a d a   T T Y 	 	/	0	+	K	(	  8	G	  T T Y   	K	 	 D T M F 	 D T M F 	 D T M F 	 F  l h a l l g a t    T T Y - h o z 	 D T M F 	 D T M F 	 D T M F 	 O o r t e l e f o o n   n a a r   T T Y 	 D T M F 	 D T M F 	 D e   l a   c a s c   l a   T T Y 	 D T M F 	 D T M F 	   - T T Y 	 C T M   m o d e   o f f ! 	 	@		@	5	>		  	!	G	  	/	0	+	K	(	  ! 	 H4I  (G  /H1FHJ3	 E a r p h o n e   t o   T T Y ! 	 /     ! 	 							  				  		. 		. 				-   		 
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	     	 I - E a r p h o n e   k u y a   k w i - T T Y 	 I s i m a m e l i   k w i T T Y 	 S i m u   y a   m a s i k i o   k w a   T T Y 	 O o r f o n e   n a   T T Y 	 A u s i n e s   /  T T Y 	 N o   a u s t i Fa s   u z   T T Y 	 K  r v a k l a p i d   T T Y - s s e 	 1oav{aoalk  dezk  T T Y 	   T T Y - 	 C a s c   l a   T T Y 	 
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 
 S T R _ C T M _ T T Y _ P L U G _ I N 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   T T Y   d e v i c e   i s   p l u g g e d   i n 	 T T Y   p l u g   i n 	 ceQT T Y 	 ceQT T Y 	 @*5"  T T Y 	 C o n e c t o r   d e   e n t r a d a   d e   T T Y 	 P r i s e   d  e n t r  e   T T Y 	 T T Y   a n s c h l i e  e n 	 >4:;NG8BL  B5;5B09?	 A t t i v a   T T Y 	 *H5JD  T T Y 	 L i g a r   T T Y 	 T T Y   t a k 1l d 1	 C m   T T Y   v  o 	 D T M F 	 T T Y   p l a g   m a s u k 	 T T Y   *	M	2		  	(	!  	 D T M F 	 D T M F 	 D T M F 	 T T Y   c s a t l a k o z t a t  s a 	 D T M F 	 D T M F 	 D T M F 	 T T Y   a a n s l u i t e n 	 D T M F 	 D T M F 	 T T Y   c o n e c t a t 	 D T M F 	 D T M F 	 T T Y   	 C T M   m o d e   o f f ! 	 	@		@	5	>		  *	M	2	E		  	(	  ! 	 /H1FHJ3  E*5D  4/	 T T Y   p l u g   i n ! 	     ! 	 		. 		. 				  						  						 
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	     	 I - T T Y   p l u g   i n 	 I - T T Y   i f a k i w e 	 I n g i z o   l a   T T Y 	 T T Y   p r o p   i n 	 T T Y   p r i j u n g t a s 	 T T Y   p i e s l g t s 	 T T Y    h e n d a m i n e 	 T T Y   }ah  tka~an  g	 T T Y   	 C o n e c t a r e   T T Y 	 T T Y   *
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 S T R _ C T M _ T T Y _ P L U G _ O U T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   T T Y   d e v i c e   i s   p l u g g e d   o u t 	 T T Y   p l u g   o u t 	 ydT T Y 	 bQT T Y 	 -*2"  T T Y 	 C o n e c t o r   d e   s a l i d a   d e   T T Y 	 P r i s e   d e   s o r t i e   T T Y 	 T T Y   a b t r e n n e n 	 B:;NG8BL  B5;5B09?	 D i s a t t i v a   T T Y 	 A5D  T T Y 	 D e s l i g a r   T T Y 	 T T Y   k a l d 1r 1l d 1	 R  t   T T Y   r a 	 D T M F 	 T T Y   p l a g   k e l u a r 	 T T Y   *	M	2		  				!  	 D T M F 	 D T M F 	 D T M F 	 T T Y   l e v  l a s z t  s a 	 D T M F 	 D T M F 	 D T M F 	 T T Y   v e r b r e k e n 	 D T M F 	 D T M F 	 T T Y   d e c o n e c t a t 	 D T M F 	 D T M F 	 T T Y   	 C T M   m o d e   o f f ! 	 	@		@	5	>		  *	M	2	E		  				  ! 	 /H1FHJ3  C4J/G  4/	 T T Y   p l u g   o u t ! 	   ! 	 		. 		. 				  					  				  									  					 
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	     	 I - T T Y   p l u g   o u t 	 I - T T Y   i k h u t s h i w e 	 O n d o a   T T Y 	 T T Y   p r o p   u i t 	 T T Y   a t j u n g t a s 	 T T Y   a t s l g t s 	 T T Y   l a h t i  h e n d a m i n e 	 T T Y   }ah  av{a~an  g	 T T Y   	 D e c o n e c t a r e   T T Y 	 T T Y   *
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 
 S T R _ S E T T I N G _ B L A C K _ L I S T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 T i t l e   s t r i n g   f o r   b l a c k l i s t   s c r e e n 	 B l a c k   L i s t 	 ў
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
53	 L i s t a   n e g r a 	 L i s t e   n o i r e 	 S c h w a r z e   L i s t e 	 '5@=K9  A?8A>:	 B l a c k   l i s t 	 'DD'&-)  'D3H/'!	 L i s t a   n e g r a 	 K a r a   l i s t e 	 D . s  c h   e n 	 D a f t a r   h i t a m 	 S e n a r a i   h i t a m 	 ,	M	2	H		  2	?	8	M			 	 	 	 F e k e t e l i s t a 	 	 	 	 Z w a r t e   l i j s t 	 	 	 L i s t a   n e a g r 	 	 	   	 	 	 DJ3*  3J'G	 	 	 												  	 	 	 	 





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  	   	 F a k a   e n c w a d i n i   e m n y a m a 	 U l u h l u   l w e e n o m b o l o   z e s e l i   o n g a z i t h e m b a n g a   	 O r o d h a   i l i o z u i l i w a 	 S w a r t l y s 	 J u o d a s i s   s r a aa s 	 M e l n a i s   s a r a k s t s 	 M u s t   n i m e k i r i 	 M  xao	   	 L i s t   n e a g r 	 ,
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 
 S T R _ S E T T I N G _ B L A C K _ L I S T _ M O D E 	 S e t t i n g 	 I C O N T E X T 	 T i t l e   s t r i n g   f o r   b l a c k l i s t   m o d e 	 M o d e 	 !j_	 !j_	 B+!	 M o d o 	 M o d e   d e   l i s t e   n o i r e 	 M o d u s 	  568<	 E l i m i n a   d a l l a   l i s t a 	 'DH69	 M o d o 	 M o d 	 C h   	 M o d e 	 M o d 	 8	B		@	  8	G	  0	?		G		M		  	0	G			 	 	 	 M  d 	 	 	 	 S t a n d 	 	 	 M o d 	 	 	 	 	 	 -'D*	 	 	 					 	 	 	 

	 	 I m o d i 	 I m o 	 M o d i 	 M o d u s 	 R e ~i m a s 	 R e ~+m s 	 R e ~i i m 	 Lejkt	 	 M o d 	 .
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 
 S T R _ S E T T I N G _ B L A C K _ L I S T _ N U M 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 T i t l e   s t r i n g   f o r   b l a c k l i s t   n u m b e r 	 B l a c k l i s t   n u m b e r s 	 ў
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i d l    o d o m k n u t  	 T o e t s e n b o r d   g e d e b l o k k e e r d 	 K n a p p s a t s e n    r   l  s t ! 	 T i p k o v n i c a   j e   o t k l j u 
a n a ! 	 T a s t a t u r   d e b l o c a t 	 T i p k o v n i c a   o d k l e n j e n a ! 	   ! 	     	 K e y p a d   U n l o c k e d ! 	 	@	*	E	!	  	(	2	I		  ! 	 BAD  5A-G  D/  ('2  4/	 ~  :1  EBAD  	       ! 	 					  					 
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a t e   t i p k o v n i c u 	 A p s a ci   #   p e n t r u   d e b l o c a r e a   t a s t a t u r i i 	 P r i t i s n i   #   d a   O d k l e n e a  T i p k o v n i c o 	   #       	   #       	 P r e s s   #   t o   U n l o c k   K e y p a d 	 	@	*	E	!	  	(	2	I		  	0	#	M	/	>	8	>	 	@	  #   &	>	,	>		 (1'  ('2  1/F  BAD  #   1'  A4'1  /G/	 /('&#   ~  HDF    D	       #   	 					  				  				  				  #   						 
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a v a n j e   t a s t a t u r e 	 T o b e t s a   #   h o   n o t l o l l a   d i k o n o p o 	 P i n d u t i n   a n g   #   u p a n g   t a n g g a l i n   a n g   l o c k   n g   k e y p a d 	 P r e s s   #   t o   u n l o c k   k e y p a d 	 D a n n a # d o m i n   b u d e w a n   a n i n i n   b u g u 	 T   #   l a t i   c   b t  n    s  l  	 !0=4K  ?5@=5B0B0=K  10BB0C  HV=  #   B9<5HV3V=  10AKK7	 T e k l a t u a   a s k a t z e k o   #   s a k a t u 	 P i n d u t i n   a n g   #   u p a n g   m a - u n l o c k   a n g   k e y p a d 	 P r e m a   #   p a r a   d e s b l o q u e a r   o   t e c l a d o   n u m  r i c o 	 P a   #   w e r e   g b a p e e   m k p c h i   i g o d o 	 B r  i g h   #   c h u n   a n   t - e o c h a i r c h e a p   a   d h  g h l a s  i l   
 
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i d i e l   s t l a 
t e   * 	 D r u k   o p   *   o m   h e t   t o e t s e n b o r d   t e   d e b l o k k e r e n 	 T r y c k   p    *   f  r   a t t   l  s a   u p p   k n a p p s a t s e n 	 P r i t i s n i t e   *   d a   o t k l j u 
a t e   t i p k o v n i c u 	 A p s a ci   *   p e n t r u   d e b l o c a r e a   t a s t a t u r i i 	 P r i t i s n i   *   d a   O d k l e n e p   T i p k o v n i c o 	   *       	   *           	 P r e s s   *   t o   U n l o c k   K e y p a d 	 	@	*	E	!	  	(	2	I		  	0	#	M	/	>	8	>	 	@	  *   &	>	,	>		 (1'  ('2  4/F  5A-G    D/  *   1'  A4'1  /G/	 ~  H  HDF    D*   H  /('&	         *   	 							  				  				  				  *   						 
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a v a n j e   t a s t a t u r e 	 T o b e t s a   *   h o   n o t l o l l a   d i k o n o p o 	 P i n d u t i n   a n g   *   u p a n g   t a n g g a l i n   a n g   l o c k   n g   k e y p a d 	 P r e s s   *   t o   u n l o c k   k e y p a d 	 D a n n a   *   d o m i n   b u d e w a n   a n i n i n   b u g u 	 T   *   l a t i   c   b t  n    s  l  	 !0=4K  ?5@=5B0B0=K  10BK=  0HC  HV=  *     B9<5HV3V=  10AKK7	 T e k l a t u a   g i l t z a p e t z e k o   *   s a k a t u 	 P i n d u t i n   a n g   *   u p a n g   m a - u n l o c k   a n g   k e y p a d 	 P r e m a   *   p a r a   d e s b l o q u e a r   o   t e c l a d o   n u m  r i c o 	 P a   *   w e r   g b a p e e   n k p c h i   i g o d o 	 B r  i g h   *   c h u n   a n   t - e o c h a i r c h e a p   a   d h  g h l a s  i l   
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 K P A D _ S C R _ U N L O C K E D _ F I R S T _ H E L P _ M E S S A G E _ R U N N I N G _ S T R 	 I d l e 	 P O P U P 	 T e l l   t h e   u s e r   t o   p r e s s   t h e   R S K   t o   u n l o c k   t h e   p h o n e 	 P r e s s   U n l o c k   a n d   t h e n   # 	 HQ	c㉖uQ	c# u	 HQ	c.Q	c# .	   R S K   @7H-%%G-8H!	 P r e s i o n e   R S K   p a r a   d e s b l o q u e a r   e l   t e c l a d o 	 A p p u y e z   s u r   R S K   p o u r   d  v e r r o u i l l e r   l e   c l a v i e r 	 M i t   R S K   T a s t e n f e l d   e n t r i e g e l n 	 06<8B5  R S K ,   GB>1K  @071;>:.   :;0280BC@C  	 P r e m e r e   R S K   p e r   s b l o c c a r e   l a   t a s t i e r a 	 '6:7  EA*'-  'D'JEF  +E  '6:7  #   DA*-  DH-)  'DEA'*J-	 P r i m a   R S K   p a r a   d e s b l o q u e a r   o   t e c l a d o 	 T u _  t a k 1m 1n 1  a  m a k   i  i n   R S K   t u _u n a   b a s 1n ! 	 n   m   k h  a   b  n   p h  m   t r c   r i   n   # 	 T e k a n   #   u n t u k   m e n g a k t i f k a n 	 T e k a n   R S K   u n t u k   m e m b u k a   k u n c i   p a d   k e k u n c i 	 	A			@	*		2	  	K	2	(	G	  9	G	$	A	  R S K   &	,	>				 T a s t   R S K   f o r   a t   L  s e   T a s t a t u r   O p 	 O d e m k n t e   k l  v e s n i c i   s t i s k n u t  m   R S K 	 N a c i [n i j   R S K   a b y   o d b l o k o w a   k l a w i a t u r 	 B i l l e n t y qz  r   k i o l d  s  h o z   n y o m j o n   R S K - t 	 P a i n a   R S K   n  p p  i m i s t  n   a v a a m i s e k s i 	 T r y k k   R S K   f o r       p n e   t a s t a t u r 	 K   o d o m k n u t i u   t l a 
i d i e l   s t l a 
t e   R S K 	 D r u k   o p   R S K   o m   h e t   t o e t s e n b o r d   t e   d e b l o k k e r e n 	 T r y c k   p    R S K   f  r   a t t   l  s a   u p p   k n a p p s a t s e n 	 P r i t i s n i t e   R S K     d a   o t k l j u 
a t e   t i p k o v n i c u 	 A p s a ci   R S K   p e n t r u   d e b l o c a r e a   t a s t a t u r i i 	 P r i t i s n i   R S K   d a   O d k l e n e a  T i p k o v n i c o 	   R S K       	   R S K           	 P r e s s   R S K   t o   U n l o c k   K e y p a d 	 	@	*	E	!	  	(	2	I		  	0	#	M	/	>	8	>	 	@	  	0		8		G	  &	>	,	>		 (1'  ('2  4/F  5A-G    D/  R S K   1'  A4'1  /G/	 "1  '3    /('&  ~  H  HDF    D	       R S K   	 							  				  				  				  						  						 
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a v a n j e   a   z a t i m   # 	 T o b e t s a   n o t l o l l a   e b e   o   t o b e t s a   # 	 P i n d u t i n   a n g   u n l o c k   m a t a p o s   a y   a n g   # 	 P r e s s   u n l o c k   a n d   t h e n   # 	 D a n n a   b u d e w a   d a   k u m a   # 	 T   c i   s  l    k    o   s    t   # 	 0BBK  0HC4K  10AKK7  6=5  >40=  :59V=  #   B9<5HV3V	 L e h e n i k   A s k a t u   s a k a t u   e t a   g e r o   # 	 P i n d u t i n g   a n g   U n l o c k   m a t a p o s   a y   a n g   # 	 P r e m a   D e s b l o q u e a r   e   e n t  n   # 	 P a   k p g h e e   n a k w a   # 	 B r  i g h   D  g h l a s  i l   a g u s   a n s i n   # 
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t e   L S K 	 D r u k   o p   L S K   o m   h e t   t o e t s e n b o r d   t e   d e b l o k k e r e n 	 T r y c k   p    L S K   f  r   a t t   l  s a   u p p   k n a p p s a t s e n 	 P r i t i s n i t e   L S K   d a   o t k l j u 
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a v a n j e   a   z a t i m   * 	 T o b e t s a   n o t l o l l a   e b e   o   t o b e t s a   * 	 P i n d u t i n   a n g   u n l o c k   m a t a p o s   a y   a n g   * 	 P r e s s   u n l o c k   a n d   t h e n   * 	 D a n n a   b u d e w a   d a   k u m a   * 	 T   c i   s  l    k    o   s    t   * 	 0BBK  0HC4K  10AKK7  6=5  >40=  :59V=  *   B9<5HV3V	 L e h e n i k   A s k a t u   s a k a t u   e t a   g e r o   * 	 P i n d u t i n g   a n g   U n l o c k   m a t a p o s   a y   a n g   * 	 P r e m a   D e s b l o q u e a r   e   e n t  n   * 	 P a   k p g h e e   n a k w a   * 	 B r  i g h   D  g h l a s  i l   a g u s   a n s i n   * 
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a t e 	 F a c e ci   c l i c   a i c i   p e n t r u   d e b l o c a r e 	 P r i t i s n i   T u k a j   d a   O d k l e n e a	         	           	 C l i c k   H e r e   t o   U n l o c k 	 	(	2	I		  	0	#	M	/	>	8	>	 	@	  /	G	%	G	  	M	2	?		  	0	>		 (1'I  BAD  4'JI  'JF,'  1'  A4'1  /GJ/	 HDF    D  '  D  ,&	           	 				  				    				  					  					  					 2
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i a 	 U z k l i k a7i n i e t   ae i t ,   l a i   a t b l o 7t u 	 K l  p s a   s i i a   l u k u s t u s e   v a b a s t a m i s e k s 	 1celaaoxth  pavelx  pata  }erte  au}er	     	 F a c e ci   c l i c   a i c i   p e n t r u   d e b l o c a r e 	 
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a v a n j e 	 T l e l i k a   m o n a   h o   n o t l o l l a 	 M a g - c l i c k   d i t o   u p a n g   t a n g g a l i n   a n g   l o c k 	 C l i c k   h e r e   t o   u n l o c k 	 T a b a   n a n   d o m i n   y a   b u d e 	 T   i b i y i   l a t i   c i   s  l  	 0BBK  0HC  HV=  <=40  10AKK7	 A s k a t z e k o   s a k a t u   h e m e n 	 M a g - c l i c k   d i t o   u p a n g   m a - u n l o c k 	 P r e m a   a q u    p a r a   d e s b l o q u e a r 	 P a   e b e   a   w e e   g b a p e e 	 C l i c e  i l   a n s e o   l e   d  g h l a s  i l 
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t e   k l  v e s u   O D O S L A d	 D r u k   o p   d e   v e r z e n d k n o p   o m   t e   d e b l o k k e r e n 	 T r y c k   p    S K I C K A - k n a p p e n   f  r   a t t   l  s a   u p p 	 P r i t i s n i t e   t i p k u   S E N D   d a   o t k l j u 
a t e 	 A p s a ci   t a s t a   e x p e d i e r e   p e n t r u   d e b l o c a r e 	 P r i t i s n i   t i p k o   P O `L J I   d a   O d k l e n e a	       S E N D     	   S e n d         	 P r e s s   S E N D   k e y   t o   U n l o c k 	 	(	2	I		  	0	#	M	/	>	8	>	 	@	  8	G		!	  ,		#	  &	>	,	>		 (1'  ('2  4/F  5A-G    D/  /EG  '13'D  1'  A4'1  /G/	 '3  '  'F    /('&  HDF    D	       S E N D     	 				  				    				  					  		  						 2
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o`	 agOo`	 I-'2!	 m s j 	 M e s s a g e ( s ) 	 M i t t l g ( n ) 	 !>>1I5=85  ( O) 	 M e s s a g g i 	 13'D)  B5J1)	 m s g ( s ) 	 m s g 	 T i n   n h n 	 p s n 	 m s j 	 8		&	G	6		 b e s k ( e r ) 	 z p r  v a ( y ) 	 w i a d o m o [( i ) 	  z . 	 v i e s t i ( t ) 	 m l d ( e r ) 	 s p r  v a ( y ) 	 b e r i c h t ( e n ) 	  m n e : 	 p o r u k a 	 m s j 	 m s g ( s ) 	 ( ) 	 / 	 m s g ( s ) 	 8		&	G	6		 ~'E	 ~:'E'*	 ( ) 	 						( 				) 	 8
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i l a 	 	 	 M e s s a g e s 	 8		&	G	6		 ~'E  13'F	 ~:'E'*	 	 						  							 8
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	 	 I m i b i k o 	 I m i y a l e z o 	 U j u m b e 	 B o o d s k a p v e r s e n d i n g 	 P r a n e ai m a i 	 Z i Fo j u m i 	 S  n u m i d 	 @arxdacxiuxvve	 ( ) 	 M e s a j e 	 8
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o`-N	 M i s s a t g e r i a 	 M e s s a g e r i e 	 S k i l a b o  	 M e n s a j e r  a 	 A?@0\0Z5  ?>@0:0	 M e n s a g e n s 	 S l a n j e   p o r u k e 	 H o   e t s a   m e l a e t s a 	 P a g m e m e n s a h e 	 M e s s a g i n g 	 S a k o n i 	 F  f i r a n c	 %010@  0;<0AC	 M e z u a k 	 P a g m e m e n s a h e 	 M e n s a x e r  a 	 N a   e z i   o z i 	 C u r   t e a c h t a i r e a c h t a  
 
 S T R _ C B _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 C e l l   B r o a d c a s t   m e n u   i t e m   s t r i n g 	 B r o a d c a s t   m e s s a g e 	 ^d
o`	 \:S^d	 I-'2!---22(	 D i f u n d i r   m e n s a j e 	 M e s s a g e   d e   d i f f u s i o n 	 B r o a d c a s t - M i t t e i l u n g 	 =D>  A>>1I5=8O	 T r a s m e t t i   M e s s a g g i o 	 13'&D  '9D'EJ)	 T r a n s m i t i r   m e n s a g e m 	 M e s a j 1  y a y 1n l a 	 P h  t   t  n   t i n   n h n 	 P a n c a r k a n   P e s a n 	 S i a r k a n   m e s e j 	 *	M	0	8	>	0	#	  8		&	G	6	   	 U d g i v   B e s k e d 	 V y s  l a t   z p r  v u 	 N a d a w a n i e   w i a d o m o [c i 	 H  l  z a t i    z e n e t 	 L  h e t e t t  v    v i e s t i 	 S e n d   u t   m e l d i n g 	 S p r  v a   o   v y s i e l a n  	 U i t g e z o n d e n   b e r i c h t 	 S  n d n i n g   a v   m e d d e l a n d e 	 E m i t i r a n j e   p o r u k e 	 D i f u z a r e   m e s a j 	 O d d a j a   S p o r o 
i l a 	   	   	 B r o a d c a s t   M e s s a g e 	 ,	M	0	I	!		>	8	M		  8		&	G	6		 ~.4  ~'E	 ~:'E  H  F41  ,&	   	 						  										 *
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o`	 M i s s a t g e   d  i n f o r m a c i    d e   c e l  l a 	 M e s s a g e   d e   d i f f u s i o n 	 E n d u r v a r p s s k i l a b o  	 M e n s a j e   d e   d i f u s i  n 	 <8BC20Z5  ?>@0:0	 T r a n s m i t i r   m e n s a g e m 	 P r e n o s   p o r u k e 	 M o l a e t s a   w a   k g a s o 	 I - b r o a d c a s t   a n g   m e n s a h e 	 B r o a d c a s t   m e s s a g e 	 W a t s a   s a k o 	 T a n    f i r a n c  k   k i r i 	 5  B0@0BK;0BK=  E010@	 M e z u a   z a b a l d u 	 I p a s a h i m p a p a w i d   a n d   m e n s a h e 	 E m i t i r   m e n s a x e 	 G b a s a a   o z i 	 T e a c h t a i r e a c h t   c h r a o l t a 
 
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o`	 i_O	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 13'&D  'DH3'&7	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 	.		.		8		 M M S 	 M M S 	 W i a d o m o [  M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S - m e d d e l a n d e 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 	.		.		8		 ~'E  F/13'FG  '	 M M S 	 	 		. 		. 			 
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o`	 M M S 	 M M S 	 M a r g m i  l u n a r s k i l a b o  	 M M S 	 M M S   ?>@0:0	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M m s 	 M M S 
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e n o 	 D o s t a r c z o n y 	 K  z b e s  t v e 	 J a e l t u 	 L e v e r t 	 D o r u 
e n  	 A f l e v e r i n g s v e r s l a g 	 L e v e r e r a t 	 I s p o r u 
e n o 	 R a p o r t   d e   r e m i t e r e 	 D o s t a v l j e n o 	 	   	 >AB025=8	 *	K		$	G	  	G	2	G		 2'14  *-HJD	 (,  /'  '  	   	 								  										 *
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	 ,?$0#  0?*K0M	 	 								  							  a t d 1r 1l m a   h a q q 1n d a   m Yr u z Y	 6e|v1XJT	 I n f o r m e   d e   l l i u r a m e n t 	 R a p p o r t   d e   l i v r a i s o n 	 S k i l a t i l k y n n i n g 	 I n f o r m e   d e   e n t r e g a 	 725HB0X  70  8A?>@0:0	 R e l a t  r i o   d e   e n t r e g a 	 I z v e at a j   o   i s p o r u c i 	 T l a l e h o   y a   p h i n y e l l o 	 U l a t   s a   p a g p a p a d a l a 	 D e l i v e r y   r e p o r t 	 R a h o t o   n a   b a d a   s a k o 	  j  b     f i j  c	 5B:V7C  5A51V	 	 	 	 	 
 
 S T R _ S R _ P E N D I N G _ I D 	 S M S 	 U N L I M 	 S M S   P e n d i n g   S t r i n g 	 P e n d i n g 	 Ut-N	 Yt-N	 I2-"9H	 P e n d i e n t e 	 E n   a t t e n t e 	 A u s s t e h e h e n d 	 6840NI89	 I n   s o s p e s o 	 ('F*8'1	 P e n d e n t e 	 B e k l i y o r 	 a n g   x   l  	 T u n d a 	 B e l u a m   s e l e s a i 	 ,	>		@		 B e h a n d l e r 	 N e v y Y z e n o 	 O c z e k u j c y 	 F  g g Qb e n 	 V i r e i l l  	 V e n t e r 	 N e v y r i a d e n  	 I n   a f w a c h t i n g 	 P  g  r 	 N a   
e k a n j u 	  n   a _t e p t a r e 	 a k a j o 
e 	   	 	 '0:0I>	 *	M	0	2		,	?	$	  	8	2	G	2	G		 /1/3*  'F,'E	 ~FF	   	 					 

9
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  (
9
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  *
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?

	 *F!?M	   >GV:C20==V	 



	   	 K u s a l i n d i l e 	 I x h o m e k e k i l e 	 I n a s u b i r i 	 H a n g e n d e 	 L a u k i a m a 	 N e n o k r t o t s 	 O o t e l 	 8viaxt  g	   	  n   a _t e p t a r e 	 *
F
0
M
!
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
M
	 *!?09??	 	 						  		  				 G  z l Yn i l Yn 	 I{_-N	 P e n d e n t 	 E n   a t t e n t e 	    b i  	 P e n d i e n t e 	 !5  G5:0	 P e n d e n t e 	 N a   
e k a n j u 	 E   s a   l e b e l e t s w e 	 N a k a b i n b i n 	 P e n d i n g 	 Y a n a   j i r a 	 T i      w    n  l  	 BC45	 	 	 	 	 
 
 S T R _ I N B O X _ R E P O R T _ I D 	 S M S 	 I C O N T E X T ,   U N L I M 	 S M S   R e p o r t   S t r i n g 	 R e p o r t 	 1XJT	 bJT	 #2"2	 I n f o r m e 	 R a p p o r t 	 B e r i c h t 	 BG5B	 R e l a z i o n e 	 *B1J1	 R e l a t  r i o 	 R a p o r 	 B  o   c  o 	 L a p o r a n 	 L a p o r a n 	 0	?	*	K	0	M			 R a p p o r t 	 Z p r  v a 	 R a p o r t 	 J e l e n t  s 	 R a p o r t t i 	 R a p p o r t 	 S p r  v a 	 V e r s l a g 	 S t a t u s r a p p o r t 	 I z v j e at a j 	 R a p o r t 	 P o r o 
i l o 	 	 	 !2545=8O	 0	?	*	K	0	M			 2'14  	 1~H1y	 	   										 8
B

(
>
	 0?*K0MM	 2VB	 





	 	 I r i p h o t h i   	 I n g x e l o 	 R i p o t i 	 V e r s l a g 	 A t a s k a i t a 	 A t s k a i t e 	 A r u a n n e 	 6eoxu	 	 R a p o r t 	 1
?
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	 0?*K0M	 	 										 M Yr u z Y	 1XJT	 I n f o r m e 	 R a p p o r t 	 T i l k y n n a 	 I n f o r m e 	 725HB0X	 R e l a t  r i o 	 I z v e at a j 	 T l a l e h o 	 U l a t 	 R e p o r t 	 R a h o t o 	  j  b  	 A5?  15@C	 	 	 	 	 
 
 S T R _ M E S S A G E S _ S E N D _ B Y _ E M S _ I D 	 S M S 	 I C O N T E X T 	 S M S   V i e w   S t r i n g 	 S e n d   b y   E M S 	 E M S P	 E M S S	 *HB"  E M S 	 E n v i a r   p o r   E M S 	 E n v o y e r   p a r   E M S 	 P e r   E M S   s e n d e n 	 >A;0BL  ?>  M;5:B@>==>9  ?>GB5	 i n v i a   p e r   E M S 	 '13'D  9(1  E M S 	 E n v i a r   p o r   S M S 	 E M S   i l e   g  n d e r 	 G i   b n g   t i n   n h n 	 K i r i m   d e n g a n   E M S 	 H a n t a r   m e l a l u i   E M S 	 		.		8	  8	G	  -	G		G			 S e n d   V i a   E M S 	 O d e s l a t   p r o s t Ye d n i c t v    E M S 	 W y [l i j   p r z e z   E M S 	 K  l d  s   E M S - b e n 	 L  h e t    E M S : l l  	 S e n d   m e d   E M S 	 O d o s l a e  p r o s t r e d n  c t v o m   E M S 	 V e r z e n d e n   m e t   E M S 	 S k i c k a   v i a   E M S 	 P o aa l j i   p u t e m   E M S 	 E x p e d i e r e   p r i n   E M S   ( s e r v i c i u   d e   c u r i e r a t   r a p i d ) 	 P o s l a n o   Z   E M S 	     E M S 	     E M S 	 7?@0B8  ?>  E M S 	 		.		8	(	@	  *	>	 	5	>	  	 '13'D  ('  ~'E  HG	 '  'E  '3  3  (,	 E M S     	 	. 		. 		  						  						 

.
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8
  $
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
  -
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	 8M  &M5>0>  **A.A	 0;VA;0B8  G5@57  E M S 	 E M S   





  




	      	 T h u m e l a   n g e - E M S 	 T h u m e l a   n g e - E M S 	 T u m a   k w a   E M S 	 S t u u r   p e r   E M S 	 S i ss t i   E M S 	 S kt +t   a r   S M S 	 S a a d a   E M S - i g a 	 Hraoel  E M S - k  tk{xx~	   E M S - 	 E x p e d i e r e   p r i n   E M S 	 E M S   
/
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  
/

M

B
	 E M S   &M,>0>  * >(M$A	 	 E M S - 	  						  								 E M S   t Yr Yf i n d Yn   g  n d Yr i l i b d i r 	 1uku
o`P	 E n v i a   p e r   E M S 	 E n v o y e r   p a r   E M S 	 S e n d a      s k i l a b o  u m 	 E n v i a r   p o r   E M S 	 A?@0B8  A>  ?><>H  =0  E M S 	 E n v i a r   p o r   E M S 	 P o aa l j i   E M S - o m 	 R o m e l a   k a   E M S 	 I p a d a l a   g a m i t   a n g   E M S 	 S e n d   b y   E M S 	 A i k o w a   d a g a   E M S 	 F i r a n c  n i p a s   E M S 	 E M S   0@K;K  6V15@C	 	 	 	 	 
 
 S T R _ O U T B O X _ L I S T _ M E S S A G E 	 S M S 	 I C O N T E X T ,   U N L I M 	 D i s p l a y   s t r   w h e n   t h e r e   i s   n o   n u m b e r   i n   t h e   o u t b o x   S t r i n g 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 S i n   n  m e r o 	 P a s   d e   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   N u m e r o 	 (/HF  1BE	 S e m   n  m e r o 	 N u m a r a   Y o k 	 K h  n g   c    s 	 T a k   a d a   N o m o r 	 T i a d a   n o m b o r 	 (		,	0	  (	9	@			 I n t e t   N u m m e r 	 } d n    
 s l o 	 B r a k   n u m e r u 	 N i n c s   s z  m 	 E i   n u m e r o a 	 I k k e   n o e   n u m m e r 	 }i a d n e   
 s l o 	 G e e n   n u m m e r 	 I n g e t   n u m m e r 	 N e m a   b r o j a 	 N u m r   i n e x i s t e n t 	 N i   `t e v i l k e 	     	   	 O<0  ><5@	 	M	0	.	>			  (	>	9	@		 (/HF  4E'1G	 H&  FE(1  F	   	 			  					  				 
K

  (
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,
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  (
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	 (,0M  2G&A	 5<0T  =><5@0	 


  



  



	   	 A k u k h o   n a m b a 	 A k u k h o   n o m b o l o 	 H a k u n a   n a m b a r i 	 G e e n   n o m m e r   n i e 	 N r a   n u m e r i o 	 N a v   n u m u r a 	 N u m b r i t   p o l e 	 @ata  yoa	       	 N i c i u n   n u m r 	 (
(
M
*
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  
2
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2
	 (.M,0  (>9?	 	 				  					  				 N  m r Y  m  v c u d   d e y i l 	 !q_x	 C a p   n  m e r o 	 A u c u n   n u m  r o 	 E k k e r t   n  m e r 	 S i n   n  m e r o 	 5<0  1@>X	 N e n h u m   n  m e r o 	 N e m a   b r o j a 	 H a   h o   n o m o r o 	 W a l a n g   n u m e r o 	 N o   n u m b e r 	 B a   l a m b a 	 K    s    n m b a 	 <V@AV7
 
 S T R _ W M E S S A G E _ M E N U E N T R Y 	 S M S 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 W r i t e   M e s s a g e   S M S   m e n u   i t e m   S t r i n g 	 W r i t e   m e s s a g e 	 [
o`	 QOo`	 @5"I-'2!	 E s c r i b i r   m e n s a j e 	  c r i r e   u n   m e s s a g e 	 M i t t e i l u n g   s c h r e i b e n 	 0?8A0BL  A>>1I5=85	 S c r i v i   i l   M e s s a g g i o 	 C*'()  13'D)	 E s c r e v e r   m e n s a g e m 	 M e s a j   y a z 	 S o n   t i n   n h n 	 T u l i s   P e s a n 	 T u l i s   m e s e j 	 8		&	G	6	  2	?		G			 S k r i v   B e s k e d 	 N a p s a t   z p r  v u 	 W p i s z   w i a d o m o [	  z e n e t    r  s a 	 K i r j o i t a   v i e s t i 	 S k r i v   m e l d i n g 	 N a p  s a e  s p r  v u 	 B e r i c h t   s c h r i j v e n 	 S k r i v   n y t t   m e d d e l a n d e 	 U p i ai   p o r u k u 	 S c r i e ci   u n   m e s a j 	 N a p i ai   S p o r o 
i l o 	   	   	 0?8H8  !J>1I5=85	 8		&	G	6	  2	?	9	>		 FH4*F  ~J'E	 ~:'E  D	   	 						  						 8
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  


	   	 B h a l a   u m b i k o 	 B h a l a   u m y a l e z o 	 A n d i k a   u j u m b e 	 S k r y f   b o o d s k a p 	 R a ay t i   p r a n e ai m 	 R a k s t +t   z i Fo j u m u 	 K i r j u t a   s  n u m 	 ?aftel  parxdacxiuxv	   	 S c r i e r e   m e s a j 	 8
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o`	 E s c r i v i u   m i s s a t g e 	  c r i r e   u n   m e s s a g e 	 S k r i f a   s k i l a b o  	 E s c r i b i r   m e n s a j e 	 0?8H8  ?>@0:0	 E s c r e v e r   m e n s a g e m 	 N a p i ai   p o r u k u 	 N g o l a   m o l a e t s a 	 M a g s u l a t   n g   m e n s a h e 	 W r i t e   m e s s a g e 	 R u b u t a   s a k o 	 K    f i r a n c	 %010@  607C
 
 S T R _ D R A F T B O X _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 D r a f t s 	 D r a f t s 	 I?z	 I?z{	 I-'2!#H2	 B o r r a d o r e s 	 B r o u i l l o n s 	 E n t w  r f e 	 '5@=>28:8	 A b b o z z i 	 5F/HB  'DE3H/'*	 R a s c u n h o s 	 T a s l a k l a r 	 H p   t h   n h  p 	 K o n s e p 	 D r a f 	 !	M	0	>	+	M			 U d k a s t 	 K o n c e p t y 	 R o b o c z e 	 P i s z k o z a t 	 L u o n n o k s e t 	 U t k a s t 	 K o n c e p t y 	 C o n c e p t e n 	 U t k a s t 	 S k i c e 	 S c h i ce 	 B e l e ~k e 	 	 	 '5@=>28	 !	M	0	>	+	M			 ~J4FHJ3G'	 1'Ay3	 	 									 "
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 
 S T R _ E N T E R _ P H O N E _ N U M B E R _ C A P T I O N 	 S M S 	 T I T L E 	 P r o m p t   f o r   p h o n e   n u m b e r   c a p t i o n 	 E n t e r   n u m b e r 	 8eQ_x	 eQSx	 AID+!2"@%	 E d i t a r   n  m e r o   	 E d i t e r   n u m  r o 	 N u m m e r   b e a r b e i t e n 	 ><5@  B5;5D>=0	 M o d i f i c a   n u m e r o 	 *-1J1  'D1BE	 E d i t a r   n  m e r o 	 N u m a r a y 1  d  z e n l e 	 S a   s 	 N o m o r   T e l p o n 	 E d i t   n o m b o r 	 (		,	0	  &	0	M		  	0	G			 T e l e f o n   N u m m e r 	 T e l e f o n n    
 s l o 	 N u m e r   t e l e f o n u 	 S z  m   s z e r k e s z t  s e 	 P u h e l i n n u m e r o 	 T e l e f o n n u m m e r 	  s l o   t e l e f  n u 	 N u m m e r   b e w e r k e n 	 N u m m e r 	 B r o j   t e l e f o n a 	 E d i t a r e   n u m r   d e   t e l e f o n 	 T e l e f o n s k a   `t e v i l k a 	   	     ' 	 "5;5D>=5=  ><5@	 +	K	(	  	M	0	.	>				 H1'4  4E'1G	 AHF  FE(1	   	 					  						  					 +
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 S T R _ O P T _ I N S _ O B J E C T _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 I n s e r t   O b j e c t   m e n u   S t r i n g 	 I n s e r t   o b j e c t 	 ceQirN	 ceQ[a	 A#--@GL	 I n s e r t a r   o b j e t o 	 I n s  r e r   u n   o b j e t 	 O b j e k t   e i n f  g e n 	 AB028BL  >1J5:B	 I n s e r i s c i   l ' O g g e t t o 	 '/.'D  'D'4J'!	 I n t r o d u z i r   o b j e c t o 	 N e s n e   e k l e 	 N h p   i   t n g 	 M a s u k a n   O b y e k 	 M a s u k k a n   o b j e k 	 5	8	M	$	A	  !	>	2	G			 I n d s  t   O b j e k t 	 V l o ~i t   o b j e k t 	 W p r o w a d z  t e m a t 	 O b j e k t u m   b e i l l e s z t  s e 	 L i s     k o h d e 	 S e t t   i n n   o b j e k t 	 V l o ~i e  o b j e k t 	 O b j e c t   i n v o e g e n 	 I n f o g a   o b j e k t 	 U m e t a n j e   o b j e k t a 	 I n s e r a r e   o b i e c t 	 V s t a v i   P r e d m e t e 	   	   	 <J:=8  15:B	 	,	M		G		M		  8	.	>	5	?	7	M		  	0	>		 /1,  4I	   /'.D  ,&	   	 									  						  					 5
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	   	 F a k a   o k u t h i l e 	 F a k a   i n t o 	 I n g i z a   k i u m b i l e 	 V o e g   i t e m   i n 	 .t e r p t i   o b j e k t 	 I e s p r a u s t   o b j e k t u 	 S i s e s t a   o b j e k t 	 Feanel  bueo	   	 I n s e r a r e   o b i e c t 	 5
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 
 S T R _ U S E _ U R L _ M E N U E N T R Y 	 S M S 	 I C O N T E X T 	 U s e   U R L   S t r i n g 	 U s e   U R L 	 O(u}@W	 O(uQ@W	 C
I  U R L 	 U t i l i z a r   U R L 	 U t i l i s e r   U R L 	 U R L   v e r w e n d e n 	 A?>;L7>20BL  U R L 	 U s a r e   U R L 	 '3*./'E  U R L 	 U s a r   U R L 	   U R L   k u l l a n 	 S   d n g   U R L 	 U s e   U R L 	 G u n a k a n   U R L 	 /	B		0		2	  		*	/	K		  	0	G			 B r u g   U R L 	 P o u ~ t   U R L 	 U |y j   U R L 	 U R L   b e i l l e s z t  s e 	 K  y t    U R L .   	 B r u k   U R L 	 P o u ~i e  U R L 	 U R L   g e b r u i k e n 	 A n v  n d   U R L 	 K o r i s t i   U R L 	 U t i l i z a r e   U R L 	 U p o r a b i   U R L 	   U R L 	     U R L 	 7?>;7209  U R L 	 /	B		0		2	  		*	/	K			 '3*A'/G  '2  U R L 	   '3*9E'D  ,&U R L 	   	 						  								 /
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	 /A0M2M  5>!A.A	 0AB>AC20B8  U R L 	 U R L   




  


	    	 S e b e n z i s a   i - U R L 	 S e b e n z i s a   i U R L 	 T u m i a   U R L 	 G e b r u i k   U R L 	 N a u d o t i   U R L 	 L i e t o t   U R L 	 K a s u t a   U R L - i 	 Ucacxnel  U R L - v	   U R L   	 U t i l i z a r e   U R L 	 U R L   	
*
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	 U R L   ,M_,9>0  0(M$A	 	 U R L   							  				 U R L - d Yn   i s t i f a d Y  e t 	 O(u}@W	 U t i l i t z a   U R L 	 U t i l i s e r   l  U R L 	 N o t a   v e f s l   	 U t i l i z a r   U R L 	 >@8AB8  U R L 	 U s a r   U R L 	 U p o t r e b i   U R L 	 S e b e d i s a   U R L 	 G a m i t i n   a n g   U R L 	 U s e   U R L 	 Y i   a m f a n i   d a   U R L 	 L o   U R L 	 U R L - <5:5=609K=  ?0940;0=C
 
 S T R _ U S E _ U R L _ L I S T _ C A P T I O N 	 S M S 	 T I T L E 	 U s e   U R L   S t r i n g 	 U R L   l i s t 	 }@WnU	 Q@WRh	 #2"2#  U R L 	 L i s t a   U R L 	 L i s t e   d  U R L 	 U R L - L i s t e 	 !?8A>:  U R L 	 E l e n c o   U R L 	 B'&E)  U R L 	 L i s t a   d e   U R L s 	 U R L   L i s t e s i 	 D a n h   s  c h   U R L 	 U R L   L i s t 	 S e n a r a i   U R L 	 /	B		0		2	  8	B		@		 U R L   L i s t e 	 S e z n a m   U R L 	 L i s t a   U R L   	 U R L   l i s t a 	 U R L - l u e t t e l o 	 U R L - l i s t e 	 Z o z n a m   U R L 	 U R L - l i j s t 	 U R L - l i s t a 	 P o p i s   U R L 	 L i s t   U R L 	 U R L   L i s t 	   U R L 	     U R L 	 U R L   !?8AJ:	 /	B		0		2	  2	?	8	M			 AG13*  U R L 	   A13*U R L 	   	 						  							 /
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	 /B0M2M  2?8MM	 !?8A>:  U R L 	 U R L   



	    	 A y i k h o   i - U R L 	 U l u h l u   l w e - U R L 	 O r o d h a   y a   U R L 	 U R L - l y s 	 U R L   s r a aa s 	 U R L   s a r a k s t s 	 U R L - i d e   l o e n d 	 U R L - vek  avo	 U R L -   	 L i s t   U R L 	 U R L   *

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	 U R L   $>2?>	 	 U R L   							 U R L   s i y a h 1s 1	 }@WnU	 L l i s t a   d  U R L 	 L i s t e   d e s   U R L 	 V e f s l   a l i s t i 	 L i s t a   U R L 	 !?8A>:  =0  U R L   	 L i s t a   d e   U R L 	 U R L   l i s t a 	 L e n a n e   l a   U R L 	 L i s t a h a n   n g   U R L 	 U R L   l i s t 	 T s a r i n   U R L 	  k  j   U R L 	 U R L - <5:5=609K=K  BV7V<V
 
 S T R _ N O U R L _ N O T I F I C A T I O N 	 S M S 	 P O P U P 	 U s e   U R L   S t r i n g 	 N o   U R L 	 !q}@W	 eQ@W	 D!H!5  U R L 	 S i n   U R L 	 A u c u n e   U R L 	 K e i n   U R L 	 5B  U R L 	 N e s s u n   U R L 	 (/HF  U R L 	 S e m   U R L 	 U R L   y o k 	 K h  n g   c    U R L 	 N o   U R L 	 T i a d a   U R L 	 /	B		0		2	  (	9	@			 I n g e n   U R L 	 } d n    U R L 	 B r a k   U R L 	 N i n c s   m e g a d v a   U R L 	 E i   U R L :   	 I n g e n   U R L 	 }i a d n e   U R L 	 G e e n   U R L 	 I n g e n   U R L 	 N e m a   U R L 	 U R L   i n e x i s t e n t 	 N i   U R L 	     U R L 	     U R L 	 O<0  U R L 	 /	B		0		2	  (	>	9	@		 9/E  H,H/  U R L 	   FU R L 	   	 			  						  				 /
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  U R L   



	    	 A y i k h o   i - U R L 	 A k u k h o   U R L 	 H a k u n a   U R L 	 G e e n   U R L   n i e 	 N r a   U R L 	 N a v   U R L 	 U R L   p u u d u b 	 U R L   yoa	   U R L 	 N i c i u n   U R L 	 U R L   
2
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2
	 U R L   (>9?	 	 				  U R L   				 U R L   m  v c u d   d e y i l 	 !q}@W	 N o   h i   h a   c a p   U R L 	 A u c u n   U R L 	 E n g i n   v e f s l   	 S i n   U R L 	 5<0  U R L 	 N e n h u m   U R L 	 N e m a   U R L 	 H a   h o   U R L 	 W a l a n g   U R L 	 N o   U R L 	 B a b u   U R L 	 K    s    U R L   k a n k a n 	 U R L - <5:5=609K  6>
 
 S T R _ S M S _ M O V E _ A L L 	 S M S 	 T I T L E ,   I C O N T E X T 	 S M S   m o v e   f u n c t i o n   M o v e   A l l   S t r i n g 	 M o v e   a l l 	 ,dyhQ	 yRhQ	 "I2"1I+!	 M o v e r   t o d o 	 T o u t   d  p l a c e r 	 A l l e s   v e r s c h i e b e n 	 5@5<5AB8BL  2A5	 S p o s t a   T u t t o 	 *-1JC  'D,EJ9	 M o v e r   t o d o s 	 T  m  n    t a _1	 D i   c h u y n   t t   c 	 P i n d a h   s e m u a 	 P i n d a h   s e m u a 	 8	,	  8	M	%	>	(	>		$	0	?	$	  	0	G			 F l y t   A l t 	 P Ye s u n o u t   v ae 	 P r z e n i e [  w s z y s t k o 	  s s z e s    t h e l y e z  s e 	 S i i r r e t   n   k a i k k i 	 F l y t t   a l l e 	 P r e s u n  e  v ae t k o 	 A l l e s   V e r p l a a t s e n 	 F l y t t a   a l l a 	 P r e m j e s t i   s v e 	 M u t a r e   t o t a l 	 P r e m a k n i   V s e 	   	   	 @5<5AB8  A8G:8	 8	0	M	5	  .	A	5	M	9	  	0	>		 'F*B'D  GEG	 3(  H  EF*BD  ,&	   	 						  					  						 8
>
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	 (M(@  .A5M  G/A.A	 5@5<VAB8B8  2A5	 




  




	   	 H a m b i s a   k o n k e 	 S u s a   z o n k e 	 H a m i s h a   z o t e 	 S k u i f   a l l e s 	 P e r k e l t i   v i s k 	 P r c e l t   v i s u 	 T e i s a l d a   k  i k 	 Oeraxmel  bxlxh	   	 M u t a r e   t o a t e 	 
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	 8.8M$MA  >2(M$A	 	 				  		  					 H Yr   _e y i   k    r 	 hQyR	 D e s p l a  a  l s   t o t s 	 T o u t   d  p l a c e r 	 F  r a   a l l t 	 M o v e r   t o d o 	 @5<5AB8  A 	 M o v e r   t o d o s 	 P r e b a c i   s v e 	 T s a m a i s a   t s o h l e 	 I l i p a t   l a h a t 	 M o v e   a l l 	 M o t s a   d u k a 	 G b    g b o g b o   r    l 	 0@;KK=  6K;6KBC
 
 S T R _ S M S _ M E S S A G E _ C O P I E D 	 S M S 	 P O P U P 	 S M S   m o v e   f u n c t i o n   M s g   C o p i e d   S t r i n g 	 m e s s a g e   c o p i e d 	 h!|
]	 agwO]
Y6R	 1%-I-'2!A%I'	 m s j   c o p i a d o 	 m s g   c o p i  	 M i t t e i l u n g   k o p i e r t 	 A>>1I5=85  A:>?8@>20=>	 M e s s a g g i o   C o p i a t o 	 *E  F3.    'D13'D)	 m e n s a g e m   c o p i a d a 	 M e s a j   k o p y a l a n d 1	 T i n   n h n      c   s a o   c h  p 	 P e s a n   d i s a l i n 	 m e s e j   d i s a l i n 	 8		&	G	6	  	I	*	@	  9	K	  	/	>	 	 B e s k e d   K o p i e r e t 	 Z p r  v a   z k o p  r o v  n a 	 W i a d o m o [  s k o p i o w a n a 	  z e n e t   m  s o l v a 	 V i e s t i   k o p i o i t u 	 M l d   k o p i e r t 	 S p r  v a   s k o p  r o v a n  	 b e r i c h t   g e k o p i e e r d 	 M e d d e l a n d e t   k o p i e r a t s 	 P o r u k a   k o p i r a n a 	 M e s a j   c o p i a t 	 M s g   K o p i r a n 	     	   	 !J>1I.   >?8@0=>	 8		&	G	6	  	I	*	@	  	>	2	>		 ~'E  ~  4/	 ~:'E  H~  H'	     	 						  			  			  						 8
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	 .F8@M  >*@  /?&?	 >2V4.   A:>?V9>20=5	 






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	   	 m e s s a g e   c o p i e d 	 m e s s a g e   c o p i e d 	 m e s s a g e   c o p i e d 	 B d s k p   g e k o p i e e r 	 m e s s a g e   c o p i e d 	 m e s s a g e   c o p i e d 	 m e s s a g e   c o p i e d 	 m e s s a g e   c o p i e d 	 m e s s a g e   c o p i e d 	 m e s s a g e   c o p i e d 	 8
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	 8(M&G6  *?  9G2>	 	 						  									  			  					 m e s a j 1n   s u r Yt i    1x a r 1l 1b d 1	 
o`]	 m i s s a t g e   c o p i a t 	 m e s s a g e   c o p i  	 s k i l a b o  i n   a f r i t u  	 m e n s a j e   c o p i a d o 	 ?>@0:0B0  5  :>?8@0=0	 m e n s a g e m   c o p i a d a 	 p o r u k a   k o p i r a n a 	 m o l a e t s a   o   k o p i d i t s w e 	 k i n o p y a   a n g   m e n s a h e 	 m e s s a g e   c o p i e d 	 A n   m a i m a i t a   s a k o 	 t i   d a    f i r a n c  k 	 %010@  :HV@V;4V
 
 S T R _ S M S _ M E S S A G E S _ C O P I E D 	 S M S 	 P O P U P 	 S M S   m o v e   f u n c t i o n   M s g s   C o p i e d   S t r i n g 	 m e s s a g e s   c o p i e d 	 h!|
]	 agwO]
Y6R	 1%-I-'2!A%I'	 m s j s   c o p i a d o s 	 m s g s   c o p i  	 M i t t e i l u n g e n   k o p i e r t 	 A>>1I5=8O  A:>?8@>20=K	 M e s s a g g i   c o p i a t i 	 *E  F3.    'D13'D)	 m e n s a g e n s   c o p i a d a s 	 M e s a j   k o p y a l a n d 1	 T i n   n h n      c   s a o   c h  p 	 M s g s   C o p i e d 	 m e s e j   d i s a l i n 	 8		&	G	6	  	I	*	@	  9	K	  	/	G	 	 B e s k e d e r   K o p i e r e t 	 Z p r  v y   z k o p  r o v  n y 	 W i a d o m o [c i   s k o p i o w a n e 	  z e n e t   m  s o l v a 	 V i e s t i t   k o p i o i t u 	 M l d e r   k o p e r t 	 S p r  v y   s k o p  r o v a n  	 b e r i c h t e n   g e k o p i e e r d 	 M e d d e l a n d e n   k o p p i e r a t s 	 P o r u k e   k o p i r a n e 	 M e s a j e   c o p i a t e 	 M s g s   K o p i r a n 	     	 /   / 	 !J>1I.   >?8@0=8	 8		&	6	  	I	*	@	  	>	2	G		 ~'E( G')   ~  4/	 ~:'E'*  H~    H&	     	 										  			  			  						 8
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	 .F8GA2A  >*@  /M/>/?	 >2V4.   A:>?V9>20V	 







  


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	   	 m e s s a g e s   c o p i e d 	 m e s s a g e s   c o p i e d 	 m e s s a g e s   c o p i e d 	 B d s k p ( e )   g e k o p i e e r 	 m e s s a g e s   c o p i e d 	 m e s s a g e s   c o p i e d 	 m e s s a g e s   c o p i e d 	 m e s s a g e s   c o p i e d 	 m e s s a g e s   c o p i e d 	 m e s s a g e s   c o p i e d 	 8
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	 8(M&G6A!?  *?  9G2>	 	 						( 				)   									  			  					 m e s a j l a r 1n   s u r Yt l Yr i    1x a r 1l 1b d 1	 
o`]	 m i s s a t g e s   c o p i a t s 	 m e s s a g e s   c o p i  s 	 s k i l a b o  i n   a f r i t u  	 m e n s a j e s   c o p i a d o s 	 ?>@0:8B5  A5  :>?8@0=8	 m e n s a g e n s   c o p i a d a s 	 p o r u k e   k o p i r a n e 	 m o l a e t s a   o   k o p i d i t s w e 	 k i n o p y a   a n g   m g a   m e n s a h e 	 m e s s a g e s   c o p i e d 	 A n   m a i m a i t a   s a k o n i n 	 t i   d a   a w n    f i r a n c  k 	 E010@  :HV@V;4V
 
 S T R _ S M S _ M E S S A G E _ M O V E D 	 S M S 	 P O P U P 	 S M S   m o v e   f u n c t i o n   M s g   M o v e d   S t r i n g 	 m e s s a g e   m o v e d 	 h!|
],dy	 agwO]yR	 "I2"I-'2!A%I'	 m s j   m o v i d o 	 m s g   d  p l a c  	 M i t t e i l u n g   v e r s c h o b e n 	 A>>1I5=85  ?5@5<5I5=>	 M e s s a g g i o   s p o s t a t o 	 *E  *-1JC  'D13'D)	 m e n s a g e m   m o v i d a 	 M e s a j   t a _1n d 1	 T i n   n h n      c h u y n 	 P e s a n   d i p i n d a h k a n 	 m e s e j   d i p i n d a h 	 8		&	G	6	  8	M	%	>	(	>		$	0	?	$	  9	K	  	/	>		 B e s k e d   F l y t t e t 	 Z p r  v y   p Ye s u n u t y 	 W i a d o m o [  p r z e n i e s i o n a 	  z e n e t    t h e l y e z v e 	 V i e s t i   s i i r r e t t y 	 M l d   f l y t t e t 	 S p r  v a   p r e s u n u t  	 b e r i c h t   v e r p l a a t s t 	 M e d d e l a n d e t   f l y t t a t s 	 P o r u k a   p r e m j e at e n a 	 M e s a j   m u t a t 	 M s g   P r e m a k n j e n 	     	   	 !J>1I.   @5<5AB5=>	 8		&	G	6	  .	A	5	M	9	  	>	2	>		 ~'E  'F*B'D  'A*	 ~:'E  D'  '	   	 						  					  			  					 8
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	 	 m e s s a g e   m o v e d 	 m e s s a g e   m o v e d 	 m e s s a g e   m o v e d 	 B d s k p   g e s k u i f 	 m e s s a g e   m o v e d 	 m e s s a g e   m o v e d 	 m e s s a g e   m o v e d 	 m e s s a g e   m o v e d 	 m e s s a g e   m o v e d 	 m e s s a g e   m o v e d 	 8
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o`]yR	 m i s s a t g e   d e s p l a  a t 	 m e s s a g e   d  p l a c  	 s k i l a b o  i n   f  r  	 m e n s a j e   m o v i d o 	 ?>@0:0B0  5  ?@5<5AB5=0	 m e n s a g e m   m o v i d a 	 p o r u k a   p r e b a 
e n a 	 M o l a e t s a   o   t s a m a i s i t s w e 	 n i l i p a t   a n g   m e n s a h e 	 m e s s a g e   m o v e d 	 A n   t u r a   s a k o 	 t i   g b     f i r a n c  l 	 E010@  6K;6KBK;4K
 
 S T R _ S M S _ M E S S A G E S _ M O V E D 	 S M S 	 P O P U P 	 S M S   m o v e   f u n c t i o n   M s g s   M o v e d   S t r i n g 	 m e s s a g e s   m o v e d 	 h!|
],dy	 agwO]yR	 "I2"I-'2!A%I'	 m s j s   m o v i d o s 	 m s g s   d  p l a c  	 M i t t e i l u n g e n   v e r s c h o b e n 	 A>>1I5=8O  ?5@5<5I5=K	 M e s s a g g i   s p o s t a t i 	 *E  *-1JC  'D13'D)	 m e n s a g e n s   m o v i d a s 	 M e s a j   t a _1n d 1	 T i n   n h n      c h u y n 	 M s g s   M o v e d 	 m e s e j   d i p i n d a h 	 8		&	G	6	  8	M	%	>	(	>		$	0	?	$	  9	K	  	/	G		 B e s k e d e r   F l y t t e t 	 Z p r  v y   p Ye s u n u t y 	 W i a d o m o [c i   p r z e n i e s i o n e 	  z e n e t    t h e l y e z v e 	 V i e s t i t   s i i r r e t t y 	 M l d e r   f l y t t e t 	 S p r  v y   p r e s u n u t  	 b e r i c h t e n   v e r p l a a t s t 	 M e d d e l a n d e n   f l y t t a t s 	 P o r u k e   p r e m j e at e n e 	 M e s a j e   m u t a t e 	 M s g s   P r e m a k n j e n 	     	 /   / 	 !J>1I.   @5<5AB5=8	 8		&	G	6	  .	A	5	M	9	  	>	2	G		 ~'E( G')   'F*B'D  'A*	 ~:'E'*  D  &	   	 										  					  			  					 8
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	   	 m e s s a g e s   m o v e d 	 m e s s a g e s   m o v e d 	 m e s s a g e s   m o v e d 	 B d s k p ( e )   g e s k u i f 	 m e s s a g e s   m o v e d 	 m e s s a g e s   m o v e d 	 m e s s a g e s   m o v e d 	 m e s s a g e s   m o v e d 	 m e s s a g e s   m o v e d 	 m e s s a g e s   m o v e d 	 8
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o`]yR	 m i s s a t g e s   d e s p l a  a t s 	 m e s s a g e s   d  p l a c  s 	 s k i l a b o  i n   f  r  	 m e n s a j e s   m o v i d o s 	 ?>@0:8B5  A5  ?@5<5AB5=8	 m e n s a g e n s   m o v i d a s 	 p o r u k e   p r e b a 
e n e 	 m o l a e t s a   o   t s a m a i s i t s w e 	 n i l i p a t   a n g   m g a   m e n s a h e 	 m e s s a g e s   m o v e d 	 A n   t u r a   s a k o n i n 	 t i   g b    a w n    f i r a n c  l 	 E010@;0@  6K;6KBK;4K
 
 S T R _ S C R 6 0 2 4 _ C A P T I O N 	 S M S 	 T I T L E 	 M e s s a g e   T e x t   V i e w   S M S   C a p t i o n   S t r i n g 	 M e s s a g e   b o d y 	 
o`gQ[	 Oo`Q[	 @7I-+2	 C u e r p o   d e l   m e n s a j e 	 C o r p s   d u   m e s s a g e 	 M i t t e i l u n g s a u f b a u 	 "5:AB  A>>1I5=8O	 C o r p o   d e l   m e s s a g g i o 	 E-*HJ'*  'D13'D)	 C o r p o   d a   m e n s a g e m 	 M e s a j   g  v d e s i 	 N i   d u n g   t i n   n h n 	 B a d a n   P e s a n 	 I s i   m e s e j 	 8		&	G	6	  ,	I	!	@	 	 B e s k e d   	 T e x t   z p r  v y 	 T r e [  w i a d o m o [c i 	  z e n e t   s z  v e g e 	 V i e s t i n   r u n k o 	 M e l d i n g s f o r m a t 	 T e x t   s p r  v y 	 B o d y   v a n   b e r i c h t 	 M e d d e l a n d e 	 S a d r ~a j   p o r u k e 	 C o r p u l   m e s a j u l u i 	 T e l o   S p o r o 
i l a 	   	   	 "5:AB  =0  !J>1I5=85B>	 8		&	G	6	  ,	I	!	@		 E*F  ~J'E	 ~:'E    ('	     	 						  				 8
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  



	   	 U m b z i m b a   w o m b i k o 	 I s i q u   s o m y a l e z o 	 M w i l i   w a   u j u m b e 	 B o o d s k a p t e k s 	 P r a n e ai m o   t u r i n y s 	 Z i Fo j u m a   r u m p i s 	 S  n u m i   k e h a 	 @arxdacxiuav  tatkv	   	 C o n ci n u t u l   m e s a j u l u i 	 8
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o`gQ[	 C o s   d e l   m i s s a t g e 	 C o r p s   d u   m e s s a g e 	 M e g i n m  l   s k i l a b o  a 	 C u e r p o   d e l   m e n s a j e 	 "5;>  =0  ?>@0:0	 C o r p o   d a   m e n s a g e m 	 T e k s t   p o r u k e 	 M m e l e   w a   m o l a e t s a 	 K a t a w a n   n g   m e n s a h e 	 M e s s a g e   b o d y 	 R u b u t u n   s a k o 	 A r a    f i r a n c	 %010@  <BV=V
 
 S T R _ C H A T _ M E N U E N T R Y 	 S M S 	 I C O N T E X T 	 I n b o x   O p t i o n s   M e n u   C h a t     S M S   S t r i n g 	 C h a t 	 J)Y	 J)Y	 *2	 c h a r l a r 	 C o n v e r s a t i o n 	 C h a t 	 '0B	 C i a t t a 	 E-'/+)	 C o n v e r s a r 	 S o h b e t 	 T a n   g  u 	 O b r o l 	 B u a l 	 	H			 C h a t 	 C h a t 	 C z a t 	 C h a t 	 C h a t 	 C h a t 	 C h a t 	 C h a t 	 C h a t t 	 P r i 
a o n i c a 	 D i s c u ci e 	 C h a t 	 	 ' 	 '0B	 	E		  	0	>		 ~	 y  ,&	 	 						 
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>
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 
 S T R _ U S E _ N U M B E R _ M E N U E N T R Y 	 S M S 	 I C O N T E X T 	 I n b o x   O p t i o n s   M e n u   D e l e t e   A l l   S M S   S t r i n g 	 U s e   n u m b e r 	 O(u_x	 O(uSx	 C
I+!2"@%	 U s a r   n  m e r o 	 U t i l i s e r   l e   n u m  r o 	 N u m m e r   v e r w e n d e n 	 A?>;L7>20BL  =><5@	 U s a r e   i l   N u m e r o 	 %3*./'E  'D1BE	 U t i l i z a r   n  m e r o 	 N u m a r a   k u l l a n 	 S 	  d u #n g   s  	 P a k a i   N o m o r 	 G u n a k a n   n o m b o r 	 (		,	0	  		*	/	K		  	0	G			 B r u g   N u m m e r 	 P o u ~ t   
 s l o 	 U |y j   n u m e r 	 S z  m   b e i l l e s z t  s e 	 K  y t    n u m e r o a 	 B r u k   n u m m e r 	 P o u ~i e  
 s l o 	 N u m m e r   g e b r u i k e n 	 A n v  n d   n u m m e r 	 K o r i s t i   b r o j 	 U t i l i z a r e   n u m r 	 U p o r a b i   `t e v i l k o 	   	   	 7?>;7209  ><5@	 	M	0	.	>			  		*	/	K			 '3*A'/G  '2  4E'1G	 FE(1  '3*9E'D  ,&	   	 					  							  					 (
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 
 S T R _ U S E _ N U M B E R _ C A P T I O N 	 S M S 	 T I T L E 	 C a p t i o n   o f   U s e   n u m b e r s   m e n u 	 N u m b e r   l i s t 	 _xnU	 SxRh	 #2"2#+!2"@%	 L i s t a   d e   n  m e r o s 	 L i s t e   d e   n u m  r o s 	 N u m m e r n l i s t e 	 !?8A>:  =><5@>2	 E l e n c o   d e i   n u m e r i 	 B'&E)  'D1BE	 L i s t a   d e   n  m e r o s 	 N u m a r a   l i s t e s i 	 D a n h   s a c h   s  	 D a f t a r   N o m o r 	 S e n a r a i   n o m b o r 	 (		,	0	  8	B		@		 N u m m e r   L i s t e 	 S e z n a m   
 s e l 	 S p i s   n u m e r  w 	 S z  m l i s t a 	 N u m e r o l u e t t e l o 	 N u m m e r l i s t e 	 Z o z n a m   
 s e l 	 N u m m e r l i j s t 	 N u m m e r l i s t a 	 P o p i s   b r o j e v a 	 L i s t   c u   n u m e r e 	 `t e v i l k a   L i s t a 	   	   	 !?8AJ:  ><5@0	 	M	0	.	>			  2	?	8	M			 D3*  4E'1G	 FE(1    A13*	   	 					  							 (
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	   	 U h l u   l w e z i n a m b a 	 U l u h l u   l w e n o m b o l o 	 O r o d h a   y a   n a m b a 	 N o m m e r l y s 	 N u m e r i s  s r a aa s 	 N u m u r u   s a r a k s t s 	 N u m b r i t e   l o e n d 	 @atavek  avo	   	 L i s t   d e   n u m e r e 	 (
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 
 S T R _ I N B O X _ D E L E T E A L L _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   a l l   i n b o x   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 *Rd6eN{-NvhQ
o`	  Rd6eN{-NvhQOo`	 %I-'2!1I+!2%H-2@I2? 	  E l i m i n a r   t o d o   d e l   b u z  n   d e   e n t r a d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d e   r  c e p t i o n   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t e i n g a n g   l  s c h e n ? 	 #40;8B5  2A5  2E>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l a   p o s t a   i n   a r r i v o ? 	 E3-  ,EJ9  13'&D  EF  5F/HB  'DH'1/	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r ? 	 G e l e n   K u t u s u n u   b o _a l t ? 	 X o a     h t   t h    n ? 	 H a p u s   S e m u a   I n b o x ? 	 P a d a m   K o t a k   M a s u k ? 	 	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		?    	 S l e t   A l t   I n d b a k k e 	 V y m a z a t   v ae c h n y   d o r u 
e n  	 S k a s u j   c a B  z a w a r t o [  s k r z y n k i   o d b i o r c z e j 	  s s z .    z e n e t   t  r l .   a   b e  r k e z e t t    z e n e t e k   k  z  l ? 	 T u h o a   k o k o   s a a p u n e e t - k a n s i o 	 S l e t t   a l l e   I n n b o k s 	 Z m a z a e  v ae t k y   d o r u 
e n  	 P o s t v a k   i n   h e l e m a a l   v e r w i j d e r e n ? 	 T a   b o r t   a l l a   i   i n k o r g e n 	 U k l o n i   s v e   u   d o l a z n o m   s a n d u 
i u 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e ? 	 Z b r i ai   V s e   S p r e j e t o 	       	               ? 	 7B@89  &O;0B0  E>4OI0  >I0	 8	0	M	5	  	(	,	I		M	8	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  /1'A*  -0A  4HF/	 'F  ('3    3  3(  Ey'&	           	   								  		  						  				  						? 	 8
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? 	     ? 	 S u s a   y o n k e   i - I n b o x ? 	 C i m e   y o n k e   i - I n b h o k s ? 	 F u t a   v i s a n d u k u   v y o t e - p o k e z i ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   I n b u s ? 	 `a l i n t i   v i s   a p l a n k    G a u t a  ? 	 D z s t   v i s u   i e s kt n i ? 	 K u s t u t a n   k  i k   s i s e n d k a u s t a s ? 	 Kv{e^l  bxlx  Dxaukv  parxdacxiuxvveh	           ? 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e ? 	 
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o`	 V o l e u   s u p r i m i r   t o t s   e l s   m i s s a t g e s   d e   l a   b  s t i a   d  e n t r a d a ? 	 S u p p r i m e r   t o u s   l e s   m e s s a g e s   d e   l a   b o  t e   d e   r  c e p t i o n ? 	 E y  a    l l u m   s k i l a b o  u m    r   I n n h  l f i ? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   d e   B a n d e j a   d e   e n t r a d a ? 	 71@8H8  38  A8B5  ?>@0:8  >4  A0=40G5B>? 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   e n t r a d a ? 	 O b r i ai   s v e   p o r u k e   i z   I n b o x - a ? 	 O   p h u m u l a   m e l a e t s a   y o h l e   h o   i n b o k s e ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   I n b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 S h a r e   d u k a   s a k o n i n   d a g a   a k w a n t i n   s h i g a w a ? 	 P a   g b o g b o    f i r a n c  n i n u    p     r    t    n w l    r   b  ? 	 V@5AV==5=  10@;K  E010@;0@4K  6>N  :5@5:  ?5? 
 
 S T R _ O U T B O X _ D E L E T E A L L _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   M e s s a g e   C o n f i r m a t i o n   S M S   S c r e e n   S t r i n g 	 D e l e t e   a l l   m e s s a g e s   f r o m   O u t b o x ? 	 *Rd[N{-NvhQ
o`	  RdSN{-NvhQOo`	 %I-'2!1I+!2%H-2--? 	  E l i m i n a r   t o d o   d e l   b u z  n   d e   s a l i d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d ' e n v o i   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t a u s g a n g   l  s c h e n ? 	 #40;8B5  2A5  8AE>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l a   p o s t a   i n   u s c i t a ? 	 E3-  ,EJ9  13'&D  EF  5F/HB  'D5'/1)	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   e n v i a r ? 	 G i d e n   K u t u s u n u   b o _a l t ? 	 X o a   h t   t h   i ? 	 H a p u s   S e m u a   O u t b o x ? 	 P a d a m   K o t a k   K e l u a r ? 	 				,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		?   	 S l e t   A l t   U d b a k k e 	 V y m a z a t   v ae c h n y   o d e s l a n  	 S k a s u j   c a B  z a w a r t o [  s k r z y n k i   n a d a w c z e j 	  s s z .    z e n e t   t  r l .   a   p o s t  z a n d     z e n e t e k   k  z  l ? 	 T u h o a   k o k o   l  h t e v  t - k a n s i o 	 S l e t t   a l l e   U t b o k s 	 Z m a z a e  v ae t k y   o d o s l a n  	 P o s t v a k   u i t   h e l e m a a l   v e r w i j d e r e n ? 	 T a   b o r t   a l l a   i   u t k o r g e n 	 U k l o n i   s v e   u   o d l a z n o m   s a n d u 
i u 	 ^t e r g e ci   t o a t e   m e s a j e l e    n   c u r s   d e   t r i m i t e r e ? 	 Z b r i ai   V s e   I z h o d n o 	       	               ? 	 7B@89  &O;0B0  7E>4OI0  >I0	 8	0	M	5	  				,	I		M	8	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  A13*'/F  -0A  4HF/	 "$y  ('3  3  3(  Ey'&	           	 									  		  						  				  						? 	 8
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i a m a  ? 	 D z s t   v i s u   i z s kt n i ? 	 K u s t u t a n   k  i k   v  l j u n d k a u s t a s ? 	 Kv{e^l  bxlx  5laukv  parxdacxiuxvveh	             ? 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   c s u ca   d e   i e _i r i ? 	 

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o`	 V o l e u   s u p r i m i r   t o t s   e l s   m i s s a t g e s   d e   l a   b  s t i a   d e   s o r t i d a ? 	 S u p p r i m e r   t o u s   l e s   m e s s a g e s   d e   l a   b o  t e   d  e n v o i ? 	 E y  a    l l u m   s k i l a b o  u m    r    t h  l f i ? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   d e   B a n d e j a   d e   s a l i d a ? 	 71@8H8  38  A8B5  87;57=8  ?>@0:8? 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   s a  d a ? 	 O b r i ai   s v e   p o r u k e   i z   O u t b o x - a ? 	 O   p h u m u l a   m e l a e t s a   y o h l e   h o   o u t b o k s e ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   O u t b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   O u t b o x ? 	 S h a r e   d u k a   s a k o n i n   d a g a   a k w a n t i n   f i t a w a ? 	 P a   g b o g b o    f i r a n c  n i n u    p     r    t    n j  d e   r   b  ? 	 (K0AK==0=  10@;K  E010@;0@4K  6>N  :5@5:  ?5? 
 
 S T R _ D R A F T B O X _ D E L E T E A L L _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   A l l   D r a f t s   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   D r a f t s ? 	 *RdI?z-NvhQ
o`	  RdI?z-NvhQOo`	 %I-'2!1I+!2A#H2? 	  E l i m i n a r   t o d o s   l o s   b o r r a d o r e s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B r o u i l l o n s   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e n   E n t w  r f e n   l  s c h e n ? 	 #40;8B5  2A5  G5@=>28:8? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l e   b o z z e ? 	 E3-  ,EJ9  13'&D  EF  'DE3H/'*	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   R a s c u n h o s ? 	 T a s l a k l a r 1  s i l ? 	 X o a   h t   h p   t h   n h a p ? 	 H a p u s   S e m u a   K o n s e p 	 P a d a m   D r a f ? 	 .	8	L	&	G	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 S l e t   A l t   U d k a s t 	 V y m a z a t   v ae c h n y   k o n c e p t y 	 S k a s u j   c a B  z a w a r t o [  r o b o c z y c h 	  s s z .    z e n e t   t  r l .   a   p i s z k o z a t o k   k  z  l ? 	 T u h o a   k a i k k i   l u o n n o k s e t 	 S l e t t   a l l e   U t k a s t 	 Z m a z a e  v ae t k y   k o n c e p t y 	 A l l e   c o n c e p t e n   v e r w i j d e r e n ? 	 T a   b o r t   a l l a   i   u t k a s t 	 U k l o n i   s v e   u   s k i c a m a 	 ^t e r g e ci   t o a t e   s c h i ce l e ? 	 Z b r i ai   V s e   Z a b e l e ~k e 	       	           ? 	 7B@89  A8G:8  '5@=>28	 8	0	M	5	  !	M	0	>	+	M		  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  ~4  FH3  -0A  4HF/	 *E'E  1'Ay2  Ey'&	     	   								  				  		  						  				  						? 	 8
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? 	     ? 	 S u s a   z o n k e   I z i n h l a k a ? 	 C i m e   z o n k e   i i - D r a f t i ? 	 F u t a   R a s i m u   z o t e ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   K o n s e p t e ? 	 `a l i n t i   v i s   a p l a n k    J u o d r a at i n  ? 	 D z s t   v i s u s   m e l n r a k s t u s ? 	 K u s t u t a n   k  i k   m u s t a n d i d ? 	 Kv{e^l  bxlx  Famacneh	         ? 	 ^t e r g e ci   t o a t e   s c h i ce l e ? 	 
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? 	 8.8M$  !M0>+MA!?  ,?2K*  0?,G? 	 	 								  				  						? 	 Q a r a l a m a l a r   q u t u s u n d a n   b  t  n   m e s a j l a r 1  p o z m a q ? 	 *RdI?z#Sv@b	g
o`	 V o l e u   s u p r i m i r   t o t s   e l s   m i s s a t g e s   d  E s b o r r a n y s ? 	 S u p p r i m e r   t o u s   l e s   m e s s a g e s   d e s   b r o u i l l o n s ? 	 E y  a    l l u m   s k i l a b o  u m    r   D r  g u m ? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   d e   B o r r a d o r e s ? 	 71@8H8  38  A8B5  ?>@0:8  >4  5702@H5=8  ?>@0:8? 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   R a s c u n h o s ? 	 O b r i ai   s v e   p o r u k e   i z   D r a f t s - a ? 	 O   p h u m u l a   m e l a e t s a   y o h l e   h o   M e r a l o ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   M g a   D r a f t ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   D r a f t s ? 	 S h a r e   d u k a   s a k o n i n   d a g a   a k w a n t i n   t s a r a w a ? 	 P a   g b o g b o    f i r a n c  n i n u    k p a m   r   b  ? 	 >10  6071040=  10@;K  E010@;0@4K  6>N  :5@5:  ?5? 
 
 S T R _ A R C H I V E _ D E L E T E A L L _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   A l l   A r c h i v e   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   A r c h i v e ? 	 *Rdǌe>Y-NvhQ
o`	  RdeN9Y-NvhQOo`	 %I-'2!1I+!25H@G2'#? 	  E l i m i n a r   a r c h i v o ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   A r c h i v e   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   A r c h i v   l  s c h e n ? 	 G8AB8BL  0@E82? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l  a r c h i v i o ? 	 E3-    ,EJ9  'D13'&D  EF  'DEDA	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A r q u i v o ? 	 A r _i v   s i l i n s i n   m i ?   	 X  a   h t   l u   t r ? 	 H a p u s   s e m u a   p e s a n   d a r i   A r s i p ? 	 H a p u s   s e m u a   m e s e j   d a r i   A r k i b ? 	 *	A	0	>	2	G		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a z   a r c h  v u m b  l ? 	 	 	 	 H e l e   a r c h i e f   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   a r h i v ? 	 	 	           ? 	 	 8	0	M	5	  	0	M		?	5	M	9	  *	A	8	B	(	  	>		>		 GEG  ~'EG'  (''F  -0A  4H/	 *E'EE  "1'&H2  H  Ey'&	     	 							  				  		  						  				  						? 	 8
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? 	    ? 	 S u s a   y o n k e   i - A r c h i v e ? 	 C i m e   l o n k e   u L o n d o l o z o ? 	 F u t a   H i f a d h i   v y o t e ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   A r g i e f ? 	 `a l i n t i   v i s   a p l a n k    A r c h y v a s  ? 	 D z s t   v i s u   a r h +v u ? 	 K u s t u t a n   k o g u   a r h i i v i ? 	 Kv{e^l  atbxr{  1mk~h	         ? 	 ^t e r g e ci   t o a t   a r h i v a ? 	 
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? 	 8.8M$  -?2G>>0  ,?2K*  0?,G? 	 	 								  				  						? 	 A r x i v   q u t u s u n d a n   b  t  n   m e s a j l a r 1  p o z m a q ? 	 *RdjHh(v@b	g
o`	 V o l e u   s u p r i m i r   t o t s   e l s   m i s s a t g e s   d  A r x i u ? 	 S u p p r i m e r   t o u s   l e s   m e s s a g e s   d e s   a r c h i v e s ? 	 E y  a    l l u m   s k i l a b o  u m    r   S a f n i ? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   d e   A r c h i v o ? 	 71@8H8  38  A8B5  ?>@0:8  >4  @E820B0? 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d o   a r q u i v o   c o m p a c t a d o ? 	 O b r i ai   s v e   p o r u k e   i z     A r h i v e ? 	 O   p h u m u l a   m e l a e t s a   y o h l e   P o l o k e l o n g ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   A r c h i v e ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   A r c h i v e ? 	 S h a r e   d u k a   s a k o n i n   d a g a   w u r i n   a j i y a   m a i   d a d e w a ? 	 P a   g b o g b o    f i r a n c  n i n u   I b i    p a m   r   b  ? 	 @00BB0=  10@;K  E010@;0@4K  6>N  :5@5:  ?5? 
 
 S T R _ N O N U M B E R _ N O T I F I C A T I O N 	 S M S 	 P O P U P 	 N o   N u m b e r   i n   M e s s a g e   T e x t   N o t i f i c a t i o n   S t r i n g 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 S i n   n  m e r o 	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   N u m e r o !   	 (/HF  1BE	 S e m   n  m e r o 	 N u m a r a   Y o k 	 K h  n g   c o   s  	 T a k   a d a   n o m o r ! 	 T i a d a   n o m b o r 	 (		,	0	  (	9	@		!  	 I n t e t   N u m m e r 	 } d n    
 s l o ! 	 B r a k   n u m e r u ! 	 N i n c s   s z  m   m e g a d v a ! 	 E i   n u m e r o a ! 	 I n g e n   n u m m e r ! 	 }i a d n e   
 s l o ! 	 G e e n   n u m m e r 	 I n g e t   n u m m e r ! 	 N e m a   b r o j a ! 	 N u m r u l   l i p s e _t e 	 N i   `t e v i l k e ! 	     	   	 0<0  ><5@! 	 	M	0	.	>			  (	>	9	@	! 	 (/HF  4E'1G	 H&  FE(1  F	   ! 	 			  					  				 
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 
 S T R _ S U C C E S S _ C A P T I O N 	 S M S 	 C 1 4 5 _ 1 	 S u c c e s s   M e s s a g e   S c r e e n   S M S   C a p t i o n   S t r i n g 	 S u c c e s s 	 bR	 bR	 *3@#G	  x i t o 	 R  u s s i t e 	 E r f o l g 	 >AB02;5=>	 S u c c e s s o !   	 F,'-	  x i t o 	 B a _a r 1l 1! 	 T h  n h   c  n g 	 S u k s e s ! 	 K e j a y a a n 	 8	+	2	$	>		 U d f  r t ! 	  s p an ! 	 P o w i o d Bo   s i ! 	 K  s z ! 	 O n n i s t u i ! ! 	 S u k s e s s ! 	  s p e c h ! 	 S u c c e s 	 L y c k a t s ! 	 U s p j e an o ! 	 O p e r a ci e   r e u _i t 	 U s p e an o ! 	 ! 	 	 #A?5E! 	 		$	M	$	@	0	M	#	! 	 EHAB  (H/	 'E'(	 ! 	 				 8
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	 8+3$>	 	 				 U u r l u 	 bR	 C o r r e c t e 	 R  u s s i t e 	 T  k s t 	 E x i t o s o 	 #A?5H=>	 S u c e s s o 	 U s p e h 	 K a t l e h o 	 T a g u m p a y 	 S u c c e s s 	 Y a   c i   g a b a 	 A ce y r  	 !BBV;V:
 
 S T R _ F A I L U R E _ C A P T I O N 	 S M S 	 C 1 4 5 _ 1 	 F a i l u r e   M e s s a g e   B u t t o n   S M S   C a p t i o n   S t r i n g 	 F a i l u r e 	 1YWe	 1Y%	 D!H*3@#G	 F a l l o 	  c h e c     	 F u n k t i o n s f e h l e r 	 !1>9	 F a l l i m e n t o !   	 A4D	 F a l h a 	 B a _a r 1s 1z 	 T h t   b i 	 G a g a l ! 	 K e g a g a l a n 	 	8	+	2	$	>		 M i s l y k k e t ! 	 S e l h a l o ! 	 N i e p o w o d z e n i e ! 	 S i k e r t e l e n ! 	 E p  o n n i s t u i ! 	 F i a s k o ! 	 Z l y h a n i e ! 	 M i s l u k t 	 M i s s l y c k a t s ! 	 N e u s p j e an o ! 	 O p e r a ci e   e _u a t 	 N e u s p e an o ! 	 ! 	 	 5CA?5E! 	 	(	A	$	M	$	@	0	M	#	! 	 F'EHAB  (H/	 F''E	 ! 	 							 
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	 	 U k u h l u l e k a 	 U k u p h a n z a 	 K u s h i n d w a 	 M i s l u k 	 N e s k m 	 A t t e i c e 	 T  r g e 	 Aamxrxt	 	 E r o a r e 	 *
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 
 S T R _ E M S _ F O R M A T I N G _ T E X T _ I D 	 S M S 	 T I T L E ,   I C O N T E X T 	 S T R _ E M S _ F O R M A T I N G _ T E X T _ I D 	 T e x t   f o r m a t 	 eW[<h_	 eW[<h_	 #9AI-'2!	 F o r m a t o   d e   t e x t o 	 F o r m a t e r   l e   t e x t e 	 T e x t   f o r m a t i e r e n 	 $>@<0B  B5:AB0	 F o r m a t o   t e s t o 	 5J:)  'DF5	 F o r m a t a r   t e x t o 	 M e t i n   b i  i m i 	 i #n h   d a #n g   c h 	 F o r m a t   T e k s 	 F o r m a t k a n   t e k s 	 	G		M	8	M		  +	I	0	M	.	G		  	0	G			 T e k s t   F o r m a t 	 F o r m  t   t e x t u 	 F o r m a t u j   t e k s t 	 S z  v e g   f o r m  t u m 	 M u o t o i l e   t e k s t i  	 F o r m a t t e k s t 	 F o r m  t   t e x t u 	 T e k s t   o p m a k e n 	 F o r m a t e r a d   t e x t 	 O b l i k o v a n j e   t e k s t a 	 F o r m a t   t e x t 	 F o r m a t   b e s e d i l a 	   	   	 $>@<0B8@09  "5:AB	 +	I	0	M	.	G		  	G		M	8	M			 A1E*  E*F	 y3y    *4D	   	 								  						 .
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	     	 U m b h a l o   w e f o m e t h i 	 U k u m i l a   k w I g a m a 	 F o m a t i   m a a n d i s h i 	 T e k s f o r m a a t 	 F o r m a t u o t i   t e k s t   	 F o r m a t t   t e k s t u 	 V o r m i n d a   t e k s t 	 Aayael  e}h	   	 F o r m a t a r e   t e x t 	 +
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 
 S T R _ E M S _ T E X T _ S I Z E _ I D 	 S M S 	 T I T L E ,   I C O N T E X T 	 S T R _ E M S _ T E X T _ S I Z E _ I D 	 T e x t   s i z e 	 eW['Y\	 eW['Y\	 2I-'2!	 T a m a  o   d e l   t e x t o 	 T a i l l e   d e   t e x t e 	 T e x t g r   e 	  07<5@  B5:AB0	 M i s u r a   d e l   t e s t o 	 -,E  'DF5	 T a m a n h o   d o   t e x t o 	 M e t i n   B o y u t u 	 C   c h 	 U k u r a n   T e k s 	 S a i z   t e k s 	 	G		M	8	M		  		>	0	 	 T e k s t   S t  r r e l s e 	 V e l i k o s t   t e x t u 	 R o z m i a r   t e k s t u 	 S z  v e g m  r e t 	 T e k s t i n   k o k o 	 T e k s t s t  r r e l s e 	 V e >k o s e  t e x t u 	 T e k s t g r o o t t e 	 T e x t s t o r l e k 	 V e l i 
i n a   t e k s t a 	 D i m e n s i u n e   t e x t 	 V e l i k o s t   b e s e d i l a 	   	   	  07<5@  =0  "5:AB	 	G		M	8	M		  		>	0		 'F/'2G  E*F	 y3y  '  3'&2	   	 						  					 .
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  

	   	 U s a y i z i   w o m b h a l o   	 U b u n g a k a n a n i   b I g a m a 	 S a i z i   y a   m a a n d i s h i 	 T e k s g r o o t t e 	 T e k s t o   d y d i s 	 T e k s t a   i z m r s 	 T e k s t i   s u u r u s 	 Oe}k  ya}	   	 D i m e n s i u n e   t e x t 	 
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i n a   t e k s t a 	 S a e s e   y a   m o n g o l o 	 L a k i   n g   t e x t 	 T e x t   s i z e 	 G i r m a n   r u b u t u 	  w  n   t  t  b i    r  	 BV=  ;H5<V
 
 S T R _ E M S _ T E X T _ S T Y L E _ I D 	 S M S 	 T I T L E ,   I C O N T E X T 	 S T R _ E M S _ T E X T _ S T Y L E _ I D 	 T e x t   s t y l e 	 eW[WKa	 W[SO	 *D%LI-'2!	 E s t i l o   d e   t e x t o 	 S t y l e   d e   t e x t e 	 T e x t f o r m 	 !B8;L  B5:AB0	 S t i l e   d e l   t e s t o 	 #3DH(  'DF5	 E s t i l o   d o   t e x t o 	 M e t i n   B i  e m i 	 K i  	u   c h 	 G a y a   T e k s 	 G a y a   t e k s 	 	G		M	8	M		  6	H	2	@	 	 T e k s t   S t i l 	 S t y l   t e x t u 	 S t y l   t e k s t u 	 S z  v e g s t  l u s 	 T e k s t i n   t y y l i 	 T e k s t s t i l 	 `t  l   t e x t u 	 T e k s t s t i j ; 	 T e x t s t i l 	 S t i l   t e k s t a 	 S t i l   t e x t 	 S t i l   B e s e d i l a 	   	   	 "5:AB>2  !B8;	 	G		M	8	M		  6	H	2	@		 3(  E*F	 y3y  '  '3y'&D	   	 						  							 .
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  


	   	 I s i t a y e l a   s o m b h a l o 	 U h l o b o   l w I g a m a 	 M t i n d o   w a   m a a n d i s h i 	 T e k s s t y l 	 T e k s t o   s t i l i u s 	 T e k s t a   s t i l s 	 T e k s t i l a a d 	 Oe}k  xs	   	 S t i l   t e x t 	 
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 
 S T R _ E M S _ A L I G N M E N T _ I D 	 S M S 	 T I T L E ,   I C O N T E X T 	 S T R _ E M S _ A L I G N M E N T _ I D 	 A l i g n m e n t 	 
\J	 [P	 2#1
4-	 A l i n e a c i  n 	 A l i g n e m e n t 	 A u s r i c h t u n g 	 K@02=820=85	 A l l i n e a m e n t o 	 E*H'2J	 A l i n h a m e n t o 	 H i z a l a m a 	 C n   l   	 P e r a t a a n 	 P e n j a j a r a n 	 8		0	G		#		 M a r g e n 	 Z a r o v n  n  	 U s t a w i e n i e   t e k s t u 	 I g a z  t  s 	 A l l e v i i v a u s 	 J u s t e r i n g 	 Z a r o v n a n i e 	 U i t l i j n i n g 	 J u s t e r i n g 	 P o r a v n a n j e 	 A l i n i e r e 	 C e n t r i r a n j e 	 	 	 >4@02=O20=5	 	2	>		(	.	G				 *1'2	 E  "F	 	 											 
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\J	 A l i n e a c i  	 A l i g n e m e n t 	 J  f n u n 	 A l i n e a c i  n 	 >@0<=C20Z5	 A l i n h a m e n t o 	 P o r a v n a n j e 	 P a p i s o 	 P a g k a k a p a n t a y 	 A l i g n m e n t 	 H a d a w a   d a i d a i 	 I p    s    n k a n   m i i r a n 	 "C@0;0C
 
 S T R _ E M S _ N E W _ P A R A G R A P H _ I D 	 S M S 	 T I T L E ,   I C O N T E X T 	 S T R _ E M S _ N E W _ P A R A G R A P H _ I D 	 N e w   p a r a g r a p h 	 ek=	 ek=	 "H-+I2C+!H	 N u e v o   p  r r a f o 	 N o u v e a u   p a r a g r a p h e 	 N e u e r   P a r a g r a p h 	 >2K9  0170F	 P a r a g r a f o   n u o v o 	 EB'D)  ,/J/)	 N o v o   p a r  g r a f o 	 Y e n i   P a r a g r a f 	 o a #n   m i 	 P a r a g r a f   B a r u 	 P e r e n g g a n   b a r u 	 (	/	>	  *	H	0	>		M	0	>	+		 N y t   A f s n i t 	 N o v    o d s t a v e c 	 N o w y   p a r a g r a f 	  j   b e k e z d  s 	 U u s i   k a p p a l e 	 N y t t   a v s n i t t 	 N o v    o d s t a v e c   	 N i e u w e   a l i n e a 	 N y t t   a v s n i t t 	 N o v o   o d l o m a k 	 P a r a g r a f   n o u 	 N o v   O d s t a v e k 	   	   	 >2  0@03@0D	 (	5	>	  *	G	0	>		M	0	+		 ~'1'1'A  ,//	 F'  ~1'1'A	   	 				  									 (
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  



	   	 I b i n z a   e l i s h a 	 U m h l a t h i   o m t s h a 	 A y a   m p y a 	 N u w e   p a r a g r a a f 	 N a u j a   p a s t r a i p a 	 J a u n a   r i n d k o p a 	 U u s   p a r a g r a h v 	 Fx  zabexiuxv	   	 P a r a g r a f   n o u 	 *
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 
 S T R _ E M S _ T E X T _ S I Z E _ S M A L L _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ T E X T _ S T Y L E _ S M A L L _ I D 	 S m a l l 	 \	 \	 @%G	 P e q u e  o 	 P e t i t 	 K l e i n 	 0;5=L:89	 P i c c o l o 	 5:J1	 P e q u e n o 	 K    k 	 N h o 		 K e c i l 	 K e c i l 	 	K		>		 L i l l e 	 M a l  	 M a By 	 K i s 	 P i e n i 	 L i t e n 	 M a l    	 K l e i n 	 L i t e t 	 M a l i 	 M i c 	 M a j h e n 	 	 	 0;J:	 2	9	>	(		 H	 Hy'	 	 				 
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	 K	 	 								 K i  i k 	 \	 P e t i t a 	 P e t i t 	 L  t i  	 P e q u e  o 	 0;>	 P e q u e n o 	 M a l i 	 E   n y a n e 	 M a l i i t 	 S m a l l 	 K a r a m i 	 K  k e r  	 VHV
 
 S T R _ E M S _ T E X T _ S I Z E _ L A R G E _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ T E X T _ S I Z E _ L A R G E _ I D 	 L a r g e 	 'Y	 'Y	 C+
H	 G r a n d e 	 G r a n d 	 G r o  	 >;LH>9	 G r a n d e 	 C(J1	 G r a n d e 	 B  y  k 	 T o 	 B e s a r 	 B e s a r 	 ,	!	<	>		 S t o r 	 V e l k  	 S z e r o k i 	 N a g y 	 I s o 	 S t o r 	 V e >k  	 G r o o t 	 S t o r t 	 V e l i k i 	 M a r e 	 V e l i k 	 	 	 >;O<	 .	K	 	>		 (21	 ('	 	 				 5
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	 *F&M&&?	 5;8:89	 




	 	 K h u l u 	 N k u l u 	 K u b w a 	 G r o o t 	 D i d e l i s 	 L i e l s 	 S u u r 	 =xwx	 	 M a r e 	 5
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	 ,!	 	 						 0r i 	 'Y	 G r a n 	 G r a n d 	 S t  r t 	 G r a n d e 	 >;5<>	 G r a n d e 	 V e l i k i 	 E   k g o l o 	 M a l a k i 	 L a r g e 	 B a b b a 	 N l  n l  	 ;:5=
 
 S T R _ E M S _ T E X T _ S T Y L E _ B O L D _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ T E X T _ S T Y L E _ I D 	 B o l d 	 |Ԛ	 |SO	 1'+2	 N e g r i t a 	 G r a s 	 F e t t 	 >;C68@=K9	 G r a s s e t t o 	 ',*1&	 N e g r i t o 	 K a l 1n 	  #m 	 T e b a l 	 T e b a l 	 ,	K	2	M	!		 F e d 	 T u 
n  	 P o g r u b i 	 F  l k  v  r 	 L i h a v o i t u 	 F e t 	 T u 
n  	 V e t 	 F e t 	 P o d e b l j a n o 	 A l d i n 	 O k r e p l j e n 	 	 	 #4515;5=	 .	K		>		 *1G	 EHy'	 	 					 .
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	 ,K2M!M	 8@=89	 




	 	 O k u g q a m i l e 	 C a c i l e y o 	 K o z a 	 V e t d r u k 	 P a r y ak i n t a s 	 T r e k n r a k s t s 	 P a k s 	 Mezaa|	   	 A l d i n 	 ,
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	 ,K2M!	 	 	' 				 Q a l 1n 	 |Ԛ	 N e g r e t a 	 G r a s 	 F e i t l e t r a  	 N e g r i t a 	 04515;5=>	 N e g r i t o 	 P o d e b l j a n o 	 O   m o t e n y a 	 B o l d 	 B o l d 	 K a r f i n   h a l i 	 K e d e r e 	 0;K
 
 S T R _ E M S _ T E X T _ S T Y L E _ I T A L I C S _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ T E X T _ S T Y L E _ I T A L I C S _ I D 	 I t a l i c s 	 eԚ	 eSO	 1'@-5"	 C u r s i v a 	 i t a l i q u e 	 K u r s i v 	 C@A82	 C o r s i v o 	 .7    E'&D	 I t  l i c o 	 0t a l i k 	 N g h i  n g 	 M i r i n g 	 I t a l i k 	 $	?	0		>		 K u r s i v 	 K u r z i v a 	 I t a l i c 	 D Ql t 	 K u r s i v o i t u 	 K u r s i v 	 K u r z  v a 	 C u r s i e f 	 K u r s i v 	 U k o ae n o 	 C u r s i v 	 I t a l i c s 	 	 	 0:;>=5=	 		>	2	?		M	8		 '*'D	 *1'	 	 						 

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 
 S T R _ E M S _ T E X T _ S T Y L E _ U N D E R L I N E _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ T E X T _ S T Y L E _ U N D E R L I N E _ I D 	 U n d e r l i n e 	 ^}	 ^~	 5@*ICI	 S u b r a y a d o 	 S o u l i g n  	 U n t e r s t r e i c h e n 	 >4G5@:=CBK9	 S o t t o l i n e a t u r a 	 .7    3ADJ	 S u b l i n h a d o 	 A l t 1   i z i l i 	 G a #c h   c h  n 	 G a r i s   b a w a h 	 G a r i s   b a w a h 	 0	G		>			?	$		 U n d e r s t e g e t 	 P o d t r ~e n  	 P o d k r e [l 	 A l  h  z o t t 	 A l a v i i v a 	 U n d e r s t r e k 	 P o d t r h n u t  	 O n d e r s t r e p e n 	 U n d e r s t r u k e n 	 P o d v u 
e n o 	 S u b l i n i a t 	 P o d v l e 
e n o 	 	   	 >4G5@B0=	 	(	M	!	0	  2	>		(		 .7  21F	 F  D'&F	   	 											 0
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	 0G>M?$	 	 													 A l t   c i z g i l i 	 Nkj}	 S u b r a t l l a t 	 S o u l i g n  	 U n d i r s t r i k u n 	 S u b r a y a d o 	 >42;5G5=>	 S u b l i n h a d o 	 P o d v u 
e n o 	 S e h e l l a   m o l a 	 S a l u n g g u h i t 	 U n d e r l i n e 	 A   j a   l a y i 	 P l u    l    l  b 	 ABK=  AK7C	 	 	 	 	 
 
 S T R _ E M S _ T E X T _ S T Y L E _ S T R I K E T H R O U G H _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ T E X T _ S T Y L E _ S T R I K E T H R O U G H _ I D 	 S t r i k e t h r o u g h 	 *Rd}	  Rd~	 5H2	 T a c h a d o 	 R a y  	 D u r c h s t r e i c h e n 	 0G5@:=CBK9	 C a n c e l l a t u r a 	 .7    'DE3-	 R a s u r a d o 	  s t   i z i l i 	 G c h   n g a n g 	 L u r u s 	 P o t o n g 	 	>		$	G	  9	A			 G e n n e m s t r e g e t 	 P Ye ak r t n u t  	 P r z e k r e [l o n y   t e k s t 	  t h  z o t t 	 Y l i v i i v a u s 	 G j e n n o m s t r e k 	 P r e ak r t n u t  	 D o o r s t r e p e n 	 S t r y k    v e r 	 P r e c r t a n o 	 T i e r e   t e x t   c u   o   l i n i e 	 r t a   S k o z i 	   	   	 0G5@B0=	 8	M		M	0	>			  %	M	0	K		 .7  H37	 (  3  'y  /	   	 												 5
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	  	 I - S t r i k e t h r o u g h 	 H l a b a   p h a k a t h i 	 P i g a   m s t a r i   k a t i 	 D e u r s t r e e p 	 P e r b r a u k t a s 	 I z s v +t r o t s 	 L  b i k r i i p s u t u s 	 Kv{el  teo    cnkox~	   	 T i e r e   t e x t   c u   o   l i n i e 	 5
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	 >?&?(M$A	 	 													  s t   c i z g i l i 	 *Rd}	 R a t l l a t 	 B a r r  	 G e g n u m s t r i k u n 	 T a c h a d o 	 @5F@B0=>	 T a c h a d o 	 P r e c r t a n o 	 S t r i k e t h r o u g h 	 S t r i k e t h r o u g h 	 S t r i k e t h r o u g h 	 S h i g a   t a   c i k i 	 W g i   l e   e 	 !K7K;0=	 	 	 	 	 
 
 S T R _ E M S _ A L I G N M E N T _ L E F T _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ A L I G N M E N T _ L E F T _ I D 	 L e f t 	 ]	 ]	 I2"	 I z q u i e r d a 	 G a u c h e 	 L i n k s 	 >  ;52><C  :@0N	 S i n i s t r a 	 J3'1	 E s q u e r d a 	 S o l a 	 T r a i 	 K i r i 	 K i r i 	 ,	>				 V e n s t r e 	 D o l e v a 	 L e w o 	 B a l 	 V a s e m m a l l e 	 V e n s t r e 	 =a v  	 L i n k s 	 V  n s t e r j u s t e r a 	 L i j e v o 	 L a   s t  n g a 	 L e v o 	 	 	 O2>	 !	>	5	>		 ~	 ('&	 	 				 
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	 ,>.0G	 	 					 S o l a 	 ]	 E s q u e r r a 	 G a u c h e 	 T i l   v i n s t r i 	 I z q u i e r d a 	 52>	 E s q u e r d a 	 L e v o 	 L e q e l e n g 	 K a l i w a 	 L e f t 	 H a g g u 	  s  	 !>;  60	 	 	 	 	 
 
 S T R _ E M S _ A L I G N M E N T _ C E N T E R _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ A L I G N M E N T _ C E N T E R _ I D 	 C e n t e r 	 -N	 -N	 6H%2	 C e n t r o 	 C e n t r e r 	 M i t t e 	 >  F5=B@C	 C e n t r o 	 E1C2	 A o   c e n t r o 	 O r t a l a 	 G i a 	 T e n g a h 	 T e n g a h 	 .	'	M	/		 C e n t r e r e t 	 N a   s t Ye d 	 C e n t r a l n i e 	 K  z  p 	 K e s k i t  	 S e n t e r 	 N a   s t r e d 	 C e n t r e r e n 	 C e n t r e r a 	 S r e d i n a 	 L a   c e n t r u 	 C e n t e r 	 	 	 &5=BJ@	 8	M	%	>	(		 E12	 (  E	 	 					 5
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

>
0
	 .'M/  	 >A5@548=V	 






	 	 P h a k a t h i   n e n d a w o 	 M b i n d i 	 K a t i k a t i 	 G e s e n t r e e r 	 C e n t r i n i s 	 C e n t r 	 T s e n t r e e r i 	 ?evxv	 	 C e n t r u 	 .
'
M
/

	 .'M_0G	 	 								 M Yr k Yz Y	 -N	 C e n t r e 	 C e n t r  	 M i  j a  	 C e n t r o 	 !@548=0	 C e n t r o 	 S r e d i n a 	 K g u b u n g 	 G i t n a 	 C e n t r e 	 S a k i y a 	   r  n 	 @B0	 	 	 	 	 
 
 S T R _ E M S _ A L I G N M E N T _ R I G H T _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ A L I G N M E N T _ R I G H T _ I D 	 R i g h t 	 S	 S	 '2	 D e r e c h a 	 D r o i t e 	 R e c h t s 	 >  ?@02><C  :@0N	 D e s t r a 	 JEJF	 D i r e i t a 	 S a a 	 P h a 	i 	 K a n a n 	 K a n a n 	 &	>				 H  j r e 	 D o p r a v a 	 P r a w o 	 J o b b 	 O i k e a l l e 	 H  y r e 	 P r a v  	 R e c h t s 	 H  g e r j u s t e r a 	 D e s n o 	 L a   d r e a p t a 	 D e s n o 	 	 	 OA=>	 			5	>		 1'3*	 /'&	 	 				 8
q

G
	 0HM	 ?@02>	 




	 	 I s i d l a 	 K u n e n e 	 K u l i a 	 R e g s 	 .  d e ai n 	 P a   l a b i 	 P a r e m 	 1{	 	 D r e a p t a 	 5
2
$
M
	 !>9>#0G	 	 				 S a a 	 S	 D r e t a 	 D r o i t e 	 T i l   h  g r i 	 D e r e c h a 	 5A=>	 D i r e i t a 	 D e s n o 	 H o   l e   l e t o n a 	 K a n a n 	 R i g h t 	 D a m m a 	  t  n 	   60	 	 	 	 	 
 
 S T R _ E M S _ N E W _ P A R A G R A P H _ L E F T _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ N E W _ P A R A G R A P H _ L E F T _ I D 	 L e f t 	 ]	 ]	 I2"	 I z q u i e r d a 	 G a u c h e 	 L i n k s 	 >  ;52><C  :@0N	 S i n i s t r a 	 J3'1	 E s q u e r d a 	 S o l a 	 T r a i 	 K i r i 	 K i r i 	 ,	>				 V e n s t r e 	 D o l e v a 	 L e w o 	 B a l 	 V a s e m m a l l e 	 V e n s t r e 	 =a v  	 L i n k s 	 V  n s t e r 	 L i j e v o 	 L a   s t  n g a 	 L e v o 	 	 	 O2>	 !	>	5	>		 ~	 ('&	 	 				 
q
,
G
	 2F+MM	 ;V2>	 




	 	 I s i n x e l e 	 K h o h l o 	 K u s h o t o 	 L i n k s 	 .  k a i r 	 P a   k r e i s i 	 V a s a k 	 Aam	 	 S t  n g a 	 

$
M
	 ,>.0G	 	 					 S o l a   	 ]	 E s q u e r r a 	 G a u c h e 	 T i l   v i n s t r i 	 I z q u i e r d a 	 52>	 E s q u e r d a 	 L e v o 	 L e q e l e n g 	 K a l i w a 	 L e f t 	 H a g g u 	  s  	 !>;  60	 	 	 	 	 
 
 S T R _ E M S _ N E W _ P A R A G R A P H _ C E N T E R _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ N E W _ P A R A G R A P H _ C E N T E R _ I D 	 C e n t e r 	 -N	 -N	 %2	 C e n t r o 	 C e n t r e 	 M i t t e 	 >  F5=B@C	 C e n t r o 	 E1C2	 C e n t r o 	 O r t a 	 G i a 	 T e n g a h 	 T e n g a h 	 .	'	M	/		 C e n t r e r e t 	 N a   s t Ye d 	 C e n t r a l n i e 	 K  z  p 	 K e s k i t  	 S e n t e r 	 N a   s t r e d 	 G e c e n t r e e r d 	 C e n t r e r a 	 S r e d i n a 	 L a   c e n t r u 	 C e n t e r 	 	 	 &5=BJ@	 8	M	%	>	(		 /1EJ'F	 (  E	 	 					 5
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

>
0
	 .'M/  	 >A5@548=V	 






	 	 P h a k a t h i   n e n d a w o 	 M b i n d i 	 K a t i k a t i 	 G e s e n t r e e r 	 C e n t r i n i s 	 C e n t r 	 T s e n t r e e r i 	 ?evxv	 	 C e n t r u 	 .
'
M
/

	 .'M_0G	 	 								 M Yr k Yz Y	 -N	 C e n t r e 	 C e n t r  	 M i  j a  	 C e n t r o 	 !@548=0	 C e n t r o 	 S r e d i n a 	 K g u b u n g 	 G i t n a 	 C e n t r e 	 S a k i y a 	   r  n 	 @B0	 	 	 	 	 
 
 S T R _ E M S _ N E W _ P A R A G R A P H _ R I G H T _ I D 	 S M S 	 T W O S T A T E 	 S T R _ E M S _ N E W _ P A R A G R A P H _ R I G H T _ I D 	 R i g h t 	 S	 S	 '2	 D e r e c h a 	 D r o i t e 	 R e c h t s 	 >  ?@02><C  :@0N	 D e s t r a 	 JEJF	 D i r e i t a 	 S a a 	 P h a 	i 	 K a n a n 	 K a n a n 	 &	>				 H  j r e 	 D o p r a v a 	 P r a w o 	 J o b b 	 O i k e a l l e 	 H  y r e 	 P r a v  	 R e c h t s 	 H  g e r 	 D e s n o 	 L a   d r e a p t a 	 D e s n o 	 	 	 OA=>	 			5	>		 1'3*	 /'&	 	 				 8
q

G
	 0HM	 ?@02>	 




	 	 I s i d l a 	 K u n e n e 	 K u l i a 	 R e g s 	 .  d e ai n 	 P a   l a b i 	 P a r e m 	 1{	 	 D r e a p t a 	 5
2
$
M
	 !>9>#0G	 	 				 S a a 	 S	 D r e t a 	 D r o i t e 	 T i l   h  g r i 	 D e r e c h a 	 5A=>	 D i r e i t a 	 D e s n o 	 H o   l e   l e t o n a 	 K a n a n 	 R i g h t 	 D a m m a 	  t  n 	   60	 E s k u i n 	 K a n a n 	 C o r r e c t o 	 A k a   n r i 	 A r   d h e i s 
 
 S T R _ S C R 6 0 4 2 _ C A P T I O N 	 S M S 	 T I T L E 	 M e m o r y   E x c e e d e d   N o t e   S c r e e n   S M S   C a p t i o n   S t r i n g 	 N o t i f i c a t i o n 	 la	 la	 AIC+I#2	 N o t i f i c a c i  n 	 N o t i f i c a t i o n     	 B e n a c h r i c h t i g u n g 	 #254><;5=85	 N o t i f i c a !   	 ED'-8'*	 N o t i f i c a   o 	 B i l d i r i m ! 	 C h     	 P e m b e r i t a h u a n ! 	 P e m b e r i t a h u a n 	 8	B		(	>	!  	 N o t i f i k a t i o n ! 	 O z n  m e n  ! 	 P o w i a d o m i e n i e ! 	 J e l e n t  s ! 	 H u o m a u t u s ! 	 M e l d i n g ! 	 O z n  m e n i e ! 	 M e l d i n g 	 M e d d e l a n d e ! 	 O b a v i j e s t ! 	 N o t i f i c a r e 	 O b v e s t i l o ! 	 ! 	 	 725AB85! 	 (	K		?	+		G	6	(	  ! 	 '9D'F	 ! '9D'F	 ! 	 										 8
B

(
>
! 	 (K?+?G7(M	 >2V4><;5==O! 	 









	 	 I s a z i s o 	 I s a z i s o 	 A r i f u 	 K e n n i s g e w i n g 	 P r a n e ai m a s 	 P a z i Fo aa n a 	 T e a t i s 	 >avxxt	 	 N o t i f i c a r e 	 
1
?
/
?
*
M
*
M
	 ,?M*M$?	 	 									 B i l d i r i _	 w	 N o t i f i c a c i  	 N o t i f i c a t i o n 	 T i l k y n n i n g 	 N o t i f i c a c i  n 	 725ABC20Z5	 N o t i f i c a   o 	 O b a v e at e n j e 	 T s e b i s o 	 P a g - a b i s o 	 N o t i f i c a t i o n 	 T u n a s h e w a 	  w  f  n n i 	 %010@;0=4K@C	 O h a r r a 	 P a g - a b i s o 	 N o t i f i c a c i  n 	 M e e   k a   a m a r a 	 F  g r a 
 
 S T R _ S M S _ M E M O R Y _ E X C E E D E D 	 S M S 	 U N L I M 	 M e m o r y   E x c e e d e d   M e s s a g e   S M S   S t r i n g 	 M e m o r y   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 !|
aԚ]n	 wOX[Pzz]n	 +H'"'2!3*3+#1I-'2!@G!	 M e m o r i a   d e   m e n s a j e s   l l e n a 	 M  m o i r e   d e   m e s s a g e s   p l e i n e 	 M i t t e i l u n g s s p e i c h e r   v o l l 	 54>AB0B>G=>  ?0<OB8  4;O  =>2KE  2E>4OI8E  A>>1I5=89	 M e m o r i a   m e s s a g g i   p i e n a 	 0'C1)  'D13'&D  EED$)	 M e m  r i a   p a r a   m e n s a g e n s   c h e i a 	 M e s a j   b e l l e i   d o l u 	 B   n h   c h a   t i n   n h n      y 	 S i m p a n a n   P e n u h   u n t u k   P e s a n   m a s u k   B a r u ! 	 I n g a t a n   p e n u h   u n t u k   m e s e j   m a s u k   b a r u 	 8		&	G	6	  .	G	.	K	0	@	  *	B	0	M	#		 L a g e r   F u l d t   f o r   N y   I n d g  e n d e   B e s k e d ! 	 P a m e  j e   p l n    k v ol i   n o v   p Y c h o z    z p r  v ! 	 B r a k   p a m i c i   d l a   n o w e j   w i a d o m o [c i   p r z y c h o d z a c e j ! 	 A z    z e n e t t  r o l    m e g t e l t 	 S a a p u v i e n   v i e s t i e n   m u i s t i   t  y n n  ! 	 M i n n e   f u l l t   f o r   n y   i n n k o m m e n d e   m e l d i n g ! 	 K v  l i   p r i c h  d z a j  c e j   s p r  v e   j e   p a m  e  p l n  ! 	 B e r i c h t g e h e u g e n   i s   v o l 	 I n g e t   l e d i g t   u t r y m m e   f  r   i n k o m m a n d e   m e d d e l a n d e ! 	 S p r e m n i k   z a   n o v u   d o l a z n u   p o r u k u   j e   p o p u n j e n ! 	 M e m o r i a   p e n t r u   m e s a j e   p l i n 	 S k l a d i a
e   P o l n o   z a   N o v o   D o h o d n o   S p o r o 
i l o ! 	           ! 	     	 0<5BB0  ?J;=0  70  >2>  E>4OI>  !J>1I5=85! 	 (	5	M	/	>	/	G	#	1	M	/	>	  8		&	G	6	>		0	?	$	>	  8	M		K	0	G		  *	B	0	M	#	  ! 	 -'A8G  ~'EG'  ~1  '3*	 ! F&  "F  H'D  ~:'E  H  E-AH8  1F    ,  ~1	       ,     ! 	 						  							  									 
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	         	 I s i l o n d i   s i g c w e l e   n g o m b i k o   o n g e n a y o   o m u s h a 	 I n d a w o   y o k u g c i n a   u m y a l e z o   o m t s h a   o n g e n a y o     i g c w e l e   	 H i f a d h i   i m e j a a   k w a   u j u m b e   m p y a   u n a o i n g i a 	 B o o d s k a p g e h e u e   v o l 	 A t m i n t i n j e   n r a   v i e t o s   n a u j a m   p r a n e ai m u i 	 J a u n o   i e n k o ao   z i Fo j u m u   k r t u v e   p i l n a 	 M  l u   u u t e   s i s e n e v a t e   s  n u m i t e   j a o k s   t  i s 	 @kwxrxiuav  }ah  lkv  g  vx  txaukv  parxdacxiuav  pata	         	 M e m o r i e   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 *
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	 (B$(  (.?  8(M&G6  *>  7MK0G  *B0M#M#	 	 						  							  						 Y e n i   g Yl Yn   m e s a j a   y a d d a _  t a m   d o l u d u r 	 a]n!qlc6ee
o`	 M e m  r i a   p l e n a   p e r   a   n o u   m i s s a t g e   d  e n t r a d a 	 M  m o i r e   t r o p   p l e i n e   p o u r   l e   n o u v e a u   m e s s a g e   e n t r a n t 	 M i n n i   f y r i r   s k i l a b o    s e m   b e r a s t   f u l l t 	 M e m o r i a   l l e n a   p a r a   m e n s a j e s   e n t r a n t e s   n u e v o s 	 5<>@8X0B0  5  ?>;=0  70  =>28  ?@8<5=8  ?>@0:8	 M e m  r i a   c h e i a   p a r a   n o v a   m e n s a g e m   d e   e n t r a d a 	 M e m o r i j a   p u n a   z a   n o v u   d o l a z n u   p o r u k u 	 M e m o r i   e   t l e t s e   b a k e n g   s a   m e l a e t s a   e   m e t j h a   e   k e n a n g 	 P u n o   n a   a n g   m e m o r y a   p a r a   s a   b a g o n g   p a p a s o k   n a   m e n s a h e 	 M e m o r y   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 T u n i   t a   c i k a   w a   s a b o n   s a k o n   m a i   z u w a 	  p     r  n t    t i   k  n   f u n    f i r a n c  t i t u n   t    n w l  	 00  :V@5AV=  E010@K  HV=  604K  B>;K	 M e z u   b e r r i r i k   e z i n   j a s o   m e m o r i a   b e t e r i k   d a g o e l a k o 	 P u n o   n a   a n g   m e m o r y a   p a r a   s a   b a g o n g   p a p a s o k   n a   m e n s a h e 	 M e m o r i a   c h e a   p a r a   m e n s a x e   e n t r a n t e   n o v o 	 M e m o r i   e j u l a   m a k a   o z i   m m b a t a   h r 	 C u i m h n e   l  n   d o   t h e a c h t a i r e a c h t a    n u a   i s t e a c h 
 
 S T R _ S M S _ S I M _ M E M O R Y _ E X C E E D E D 	 S M S 	 U N L I M 	 S I M   M e m o r y   E x c e e d e d   M e s s a g e   S M S   S t r i n g 	 S I M   m e m o r y   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 S I M aS]n!qlc6ee
O	 S I M aS]nelc6eeOo`	 +H'"'2!34!*3+#1I-'2!C+!H@G!	 A l m a c e n a m i e n t o   e n   S I M   c o m p l e t o   p a r a   m e n s a j e s   r e c i b i d o s   n u e v o s 	 S t o c k a g e   S I M   p l e i n   p o u r   n o u v e a u   m e s s a g e   r e  u 	 S I M - S p e i c h e r   v o l l   f  r   n e u   e i n g e h e n d e   M i t t e i l u n g 	 0  S I M - :0@B5  =5B  <5AB0  4;O  =>2>3>  A>>1I5=8O	 A r c h i v i a z i o n e   S I M   p i e n a   p e r   n u o v i   m e s s a g g i   i n   a r r i v o 	 0'C1)  'D(7'B)  EED$)	 C a r t  o   S I M   c h e i o   p a r a   n o v a s   m e n s a g e n s   r e c e b i d a s 	 S I M   h a f 1z a s 1  y e n i   g e l e n   m e s a j l a r   i  i n   d o l u   	 B   n h   S I M   y ,   k h  n g   n h n   c   t i n   n h n   m i   	 M e m o r i   S I M   u n t u k   p e s a n   m a s u k   b a r u   s u d a h   p e n u h 	 I n g a t a n   S I M   p e n u h   u n t u k   m e s e j   m a s u k   b a r u 	 (		  	(	G	  5	>	2	G	  8		&	G	6	  	G	  2	?		  8	?	.	  .	G	.	0	@	  *	B	0	M	#		 	 	 	 A   S I M   m e m  r i a   m e g t e l t   a z    j   b e  r k e z Q   z e n e t h e z 	 	 	 	 S I M   h e e f t   g e e n   r u i m t e   v o o r   n i e u w   i n k o m e n d   b e r i c h t 	 	 	 M e m o r i a   S I M   p e n t r u   m e s a j e l e   n o i   p r i m i t e   e s t e   p l i n 	 	 	   - S I M   .             	 	 /	G	#	>	1	M	/	>	  (	5	M	/	>	  8		&	G	6	>		0	?	$	>	  8	?	.	  8	M		K	0	G		  *	B	0	M	#		 -'A8G  S I M   (1'I  ~J'E  H1H/I  ,/J/  ~1  '3*	 ! F&  "F  H'D  ~:'E    H  3E  E  E-AH8  1F    ,  ~1  	       ,       ! 	 				  							  							  				  			  							  									 8
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o`	 M e m  r i a   S I M   p l e n a   p e r   a   n o u   m i s s a t g e   d  e n t r a d a 	 M  m o i r e   d e   l a   c a r t e   S I M   t r o p   p l e i n e   p o u r   l e   n o u v e a u   m e s s a g e   e n t r a n t 	 M i n n i      S I M - k o r t i   f y r i r   n    s k i l a b o    s e m   b e r a s t   f u l l t 	 M e m o r i a   S I M   l l e n a   p a r a   m e n s a j e s   e n t r a n t e s   n u e v o s 	 S I M   <5<>@8X0B0  5  ?>;=0  70  =>28  ?@8<5=8  ?>@0:8	 M e m  r i a   d o   S I M   c h e i a   p a r a   n o v a   m e n s a g e m   d e   e n t r a d a 	 S I M   m e m o r i j a   p u n a   z a   n o v u   d o l a z n u   p o r u k u 	 M e m o r i   y a   S I M   e   t l e t s e   b a k e n g   s a   m e l a e t s a   e   m e t j h a   e   k e n a n g 	 P u n o   n a   a n g   m e m o r y a   n g   S I M   p a r a   s a   b a g o n g   p a p a s o k   n a   m e n s a h e 	 S I M   m e m o r y   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 T u n i   n   S I M   t a   c i k a   s a b o n   s a k o   m a i   z u w a 	  p     r  n t    S I M   t i   k  n   f u n    f i r a n c  t i t u n   t    n w l  	 00  :V@5AV=  E010@K  HV=  S I M - :0@B0  604K  B>;K	 M e z u   b e r r i r i k   e z i n   j a s o   S I M   t x a r t e l a   b e t e r i k   d a g o e l a k o 	 P u n o   n a   a n g   m e m o r y a   n g   S I M   p a r a   s a   b a g o n g   p a p a s o k   n a   m e n s a h e 	 M e m o r i a   S I M   c h e a   p a r a   m e n s a x e   e n t r a n t e   n o v a 	 S I M   m e m o r i   e j u l a   m a k a   o z i   m m b a t a   h r 	 C u i m h n e   S I M   l  n   d o   t h e a c h t a i r e a c h t a    n u a   i s t e a c h 
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i l o   P o s l a n o   a m p a k   S h r a n j e v a n j e   N e u s p e an o 	             	 .     	 !J>1I5=85B>  7?@0B5=>,   =>  0?8AJB  5CA?5H5=	 8		&	G	6	  *	M	0	G	7	?	$	  *	0		$	A	  8	G	5	M	9	  	8	.	0	M	%		 A13*'/G  4/G.   0.1G  3'2  F'EHAB  (H/	   ~:'E  D'  '  DF  E-AH8  F''E  H  '	         	 						  							  						  				  				  						  	 8
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i u 	 M e s a j   n e e x p e d i a t ,   m e m o r a t 	 N i   P o s l a n o ,   S h r a n j e n o   v   P o s l a n o 	   ,       	   .     	 5  5  7?@0B5=>,   0?075=>  2  7E>4OI0  >I0	 *	M	0	G	7	?	$	  (	>	9	@	,   				,	I		M	8	  .	'	M	/	G	  8	G	5	M	9	  	0	>		 A13*'/G  F4/.   HD  0.1G  1//	 (,'  F  ,'3'    "Hy  ('3  E  E-AH8	 ,         	 						  			  				,   			  							  			  						 (
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	 **2G&A,   M  ,>M8M  2K  8MK0/?&?	 5  =04VA;0=5,   715@565=5  C  8EV4=8E	 




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	 ,       	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N i e   g e s t u u r   n i e .   M a a r   g e b e r g 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 N o t   s e n t ,   s t o r e d   i n   O u t b o x 	 	 	 N u k   u   d e r g u a ,   p o r   u   r u a j t   t e k   O u t b o x 	 						  			  				  						  					  			  					 G  n d Yr i l m Yd i .   G e d Yn l Yr   q u t u s u n d a   s a x l a n 1l d 1	 *gP2QX[[N#S	 N o   s  h a   e n v i a t .   S  h a   d e s a t   a   B  s t i a   s o r t i d a 	 N o n   e n v o y  .   S a u v    d a n s   l a   b o  t e   d  e n v o i 	  s e n t .   V i s t a        t h  l f i 	 N o   e n v i a d o .   G u a r d a d o   e n   B a n d e j a   d e   s a l i d a 	 5  5  8A?@0B5=0.   0GC20=0  2>  87;57=8  ?>@0:8	 N  o   e n v i a d o .   S a l v o   n a   c a i x a   d e   s a  d a 	 N i j e   p o s l a t o .   S a 
u v a n o   u   O u t b o x - u 	 H a   o   a   r o m e l w a   O   b o l o k i l w e   h o   O u t b o k s e 	 H i n d i   n a i p a d a l a .   N a i - s a v e   s a   O u t b o x 	 N o t   s e n t .   S a v e d   i n   O u t b o x 	 B a   a i k a   b a .   Y a n a   i j i y e   a   a k w a n t i n   s a k o   m a i   f i t a w a 	 K    f i   r a n c.   T i   f i p a m   s     p     r    t    n j  d e 	 V15@V;<54V.   (K0AK=  0;B0AK=40  A0B0;4K	 	 	 	 	 
 
 S T R _ S M S _ S E N D _ F A I L E D 	 S M S 	 P O P U P 	 S M S   S e n d   f a i l e d   M e s s a g e   S t r i n g 	 M e s s a g e   s e n d   f a i l e d 	 
o`P1YWe	 Oo`S1Y%	 %I!@+%'	 E r r o r 	  c h e c 	 F e h l g e s c h l a g e n 	 !1>9  >B?@02;5=8O  A>>1I5=8O	 N o n   r i u s c i t o 	 A4D  AJ  'D'13'D	 F a l h o u 	 M e s a j   g  n d e r m e   b a _a r 1s 1z 	 G i   t i n   n h n   t h t   b i 	 K i r i m a n   P e s a n   G a g a l 	 G a g a l   h a n t a r   m e s e j 	 	8	+	2	  9	K	  	/	>		 S e n d   B e s k e d   M i s l y k k e t 	 O d e s l  n    z p r  v y   s e l h a l o 	 W y s y Ba n i e   w i a d o m o [c i   n i e p o w i o d Bo   s i 	  z e n e t   k  l d  s e   s i k e r t e l e n 	 V i e s t i n   l  h e t y s   e p  o n n i s t u i 	 S e n d i n g   a v   m e l d i n g   m i s l y k k e t 	 O d o s l a n i e   s p r  v y   z l y h a l o 	 M i s l u k t 	 D e t   g i c k   i n t e   a t t   s k i c k a   m e d d e l a n d e t 	 N e u s p j e an o   s l a n j e   p o r u k e 	 E x p e d i e r e a   m e s a j u l u i   n u   a   r e u _i t 	 P o ai l j a n j e   S p o r o 
i l a   N e u s p e an o 	     	 	 7?@0I0=5  =0  !J>1I5=85B>  5CA?5H=>	 8		&	G	6	  *	>	 	5	>	5	G	  	8	.	0	M	%		 F'EHAB  (H/	 (,'  H  '  ~:'E  F''E	     	 						  						  							 8
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	     	 U k u t h u m e l a   u m b i k o   k u h l u l e k i l e 	 T h u m e l o   l o m y a l e z o   l u p h a n z i l e 	 I m e s h i n d w a   k u t u m a   u j u m b e 	 O n s u k s e s v o l 	 N e p a v y k o   i as i ss t i   p r a n e ai m o 	 Z i Fo j u m a   s kt +aa n a   n e i z d e v s 	 S  n u m i   s a a t m i n e   n u r j u s 	 @arxdacxiuav  xraoxth  qamxr~e	       	 E x p e d i e r e a   m e s a j u l u i   n u   a   r e u _i t 	 8
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	 8(M&G6  * >,>  ,?+3  9G2>	 M e s a z h i   I   d e r g u a r   d e s h t o i 	 					 M e s a j 1n   g  n d Yr i l m Ys i   b a _  t u t m a d 1	 P
o`1YWe	 E r r o r   d ' e n v i a m e n t   d e   m i s s a t g e 	  c h e c   d  e n v o i   d u   m e s s a g e 	 M i s t  k s t   a    s e n d a   s k i l a b o  	 F a l l a   a l   e n v i a r   m e n s a j e 	 A?@0\0Z5B>  =0  ?>@0:0B0  =5  CA?50	 F a l h a   d e   e n v i o   d e   m e n s a g e m 	 S l a n j e   p o r u k e   n i j e   u s p e l o 	 T h o m e l o   y a   m e l a e t s a   e   h l o l e h i l e 	 H i n d i   n a g t a g u m p a y   a n g   p a g p a p a d a l a   n g   m e n s a h e 	 M e s s a g e   s e n d   f a i l e d 	 S a k o   t a   f a s s a   t a f i y a 	  f i r a n c  k  n  	 %010@  6V15@C  ABAV7  0OB0;4K
 
 S T R _ S M S _ S E N D _ S A V E _ S U C E S S 	 S M S 	 P O P U P 	 S M S   D e l i v e r e d   S u c c e s s f u l l y   M e s s a g e   S t r i n g 	 S e n t   a n d   s a v e d 	 ]P&N2QX[[N{	 ]Sv^OX[SN{	 *HA%01@G@%I'	 E n v i a d o   y   a l m a c e n a d o 	 E n v o y    e t   e n r e g i s t r  	 G e s e n d e t   u n d   g e s p e i c h e r t 	 B?@02;5=>  8  A>E@0=5=>	 I n v i a t o   e   s a l v a t o 	 *E  'D%13'D  H  'D-A8	 E n v .   e   g u a r d a d a 	 G  n d e r i l d i   v e   k a y d e d i l d i 	    g i   v    l u 	 D i k i r i m   d a n   D i s i m p a n 	 D i h a n t a r   d a n   d i s i m p a n 	 -	G		>	  	0	  8	9	G		>	  	/	>		 S e n d t   o g   G e m t 	 O d e s l  n o   a   u l o ~e n o 	 W y s l a n e   i   z a c h o w a n e 	 E l k  l d v e    s   m e n t v e 	 L  h e t e t t y   j a   t a l l e n e t t u 	 S e n d t   o g   l a g r e t 	 O d o s l a n    a   u l o ~e n  	 V e r z o n d e n   e n   o p g e s l a g e n 	 S k i c k a t   o c h   s p a r a t 	 P o s l a n o   i   p o h r a n j e n o 	 E x p e d i a t   _i   m e m o r a t 	 P o s l a n o   I n   S h r a n j e n o 	     	   	 7?@0B5=>  8  0?075=>	 *	M	0	G	7	?	$	  	#	?	  8		0		M	7	#	  	0	>		 A13*'/G  H  0.J1G  4/	 (,'  '  'H1  E-AH8  H  '  	       	 						  			  							  			  					  	 -
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	   	 K u t h u n y e l w e   k w a l o n d w a 	 T h u n y e l w e     z e   y a g c i n w a 	 I m e t u m w a   n a   k u h i f a d h i w a 	 G e s t u u r   e n   g e b e r g 	 I as i ss t a   i r   i as a u g o t a 	 N o s kt +t s   u n   s a g l a b t s 	 S a a d e t u d   j a   s a l v e s t a t u d 	 Hrao~an  g    zapzav~an	     	 E x p e d i a t   _i   m e m o r a t 	 
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u v a n o 	 E   r o m e t s w e   l e   h o   b o l o k w a 	 N a i p a d a l a   a t   n a i - s a v e 	 S e n t   a n d   s a v e d 	 A n   a i k a   k u m a   a n   a j i y e 	 T i   f i r a n c     s    t i   f i p a m 	 V15@V;4V  6=5  A0B0;4K
 
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u v a n o 	 R o m e l a   o   b o l o k e   e   h l o l e h i l e 	 H i n d i   n a g t a g u m p a y   a n g   p a g p a p a d a l a   a t   p a g - s a v e 	 S e n d   a n d   s a v e   f a i l e d 	 A i k a   d a   a j i y a   t a   f a s s a 	 F  f i r a n c  a t i   f  f i p a m   k  n  	 V15@C  6=5  A0B0C  ABAV7  0OB0;4K
 
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 
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o`	 eOo`	 I-'2!C+!H	 N u e v o   m e n s a j e 	 N o u v e a u   m e s s a g e 	 N e u e   M i t t e i l u n g 	 >2>5  A>>1I5=85	 N u o v o   m e s s a g g i o 	 13'D)  ,/J/)	 M e n s a g e m   n o v a 	 Y e n i   M e s a j ! 	 T i n   n h n   m i 	 P e s a n   B a r u ! 	 M e s e j   b a r u 	 (	/	>	  8		&	G	6	 	 N y   B e s k e d ! 	 N o v    z p r  v a ! 	 N o w a   w i a d o m o [! 	  j    z e n e t ! 	 U u s i   v i e s t i ! 	 N y   m e l d i n g 	 N o v    s p r  v a 	 N i e u w   b e r i c h t 	 N y t t   m e d d e l a n d e ! 	 N o v a   p o r u k a ! 	 M e s a j   n o u 	 N o v o   S p o r o 
i l o ! 	   ! 	   	 >2>  !J>1I5=85! 	 (	5	>	  8		&	G	6	  ! 	 ~'E  ,//	 ! F'  ~:'E	   ! 	 				  							 (
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o`	 M i s s a t g e   n o u 	 N o u v e a u   m e s s a g e 	 N    s k i l a b o  	 M e n s a j e   n u e v o 	 >20  ?>@0:0	 N o v a   m e n s a g e m 	 N o v a   p o r u k a 	 M o l a e t s a   o   m o t j h a 	 B a g o n g   m e n s a h e 	 N e w   m e s s a g e 	 S a b o n   s a k o 	  f i r a n c  t i t u n 	 00  E010@
 
 S T R _ N E W _ M E S S A G E _ F R O M _ I D 	 S M S 	 C 1 5 4 _ 1 	 S M S   N e w   M e s s a g e   F r o m   S t r i n g 	 M e s s a g e   f r o m 	 
o`O	 Oo`eg	 I-'2!2  	 M e n s a j e   d e 	 M e s s a g e   d e 	 M i t t e i l u n g   v o n 	 !>>1I5=85  >B  	 M e s s a g g i o   D a 	 13'D)  EF	 M e n s a g e m   d e 	 M e s a j 1  g  n d e r e n   	 M  u   t i n   n h n 	 P e s a n   D a r i   	 M e s e j   d a r i p a d a   	 8	G	  8		&	G	6	  	 B e s k e d   F r a 	 Z p r  v a   o d 	 W i a d o m o [  o d 	 A z    z e n e t   k  l d Qj e 	 V i e s t i 	 M e l d i n g   f r a 	 S p r  v a   o d : 	 B e r i c h t   v a n 	 M e d d e l a n d e   f r  n 	 P o r u k a   o d 	 M e s a j   d e   l a   	 S p o r o 
i l o   o d 	   	     	 !J>1I5=85  >B	 8		&	G	6	  .	'	B	(		 ~'E  '2	   ,'F(  3  ~:'E	 	 						  				  	 8
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	   	 U m b i k o   u v e l a   k u 	 U m y a l e z o   u v e l a   k u 	 U j u m b e   k u t o k a 	 B o o d s k a p   v a n 	 P r a n e ai m a s   n u o 	 Z i Fo j u m s   n o 	 S  n u m i   s a a t j a 	 @arxdacxiuxv  . . . - k	     	 M e s a j   d e   l a 	 
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o`O	 M i s s a t g e   d e 	 M e s s a g e   d e 	 S k i l a b o    f r  	 M e n s a j e   d e 	 >@0:0  >4	 M e n s a g e m   d e 	 P o r u k a   o d 	 M o l a e t s a   o   t s w a   h o 	 M e n s a h e   m u l a 	 M e s s a g e   f r o m 	 S a k o   d a g a 	  f i r a n c  l a t i 	 ;K=0=  E010@
 
 S T R _ R E A D _ S M S _ D A T A _ F A I L E D 	 S M S 	 P O P U P 	 S M S   w h e n   r e a d   s m s   d a t a   f a i l e d   M e s s a g e   S t r i n g 	 R e a d   f a i l e d 	 !|
S1YWe	 wOS1Y%	 -H2D!HDI	 E r r o r   d u r a n t e   l a   l e c t u r a 	  c h e c   d e   l a   l e c t u r e 	 L e s e n   f e h l g e s c h l a g e n 	 !1>9  GB5=8O	 L e t t u r a   n o n   r i u s c i t a !   	 A4D  AJ  'DB1'!)	 L e i t u r a   f a l h o u 	 O k u m a   b a _a r 1s 1z 	 T r u y   c p   t i n   n h n   t h t   b i 	 G a g a l   m e m b a c a ! 	 G a g a l   m e m b a c a 	 *	"	<	(	>	  	8	+	2		 L  s   M i s l y k k e t ! 	 t e n    s e l h a l o ! 	 B Bd   o d c z y t u ! 	 O l v a s  s   s i k e r t e l e n ! 	 L u k e m i n e n   e p  o n n i s t u i ! 	 L e s i n g   m i s l y k k e t ! 	  t a n i e   z l y h a l o ! 	 L e z e n   m i s l u k t 	 D e t   g i c k   i n t e   a t t   l  s a ! 	 N e u s p j e l o   
i t a n j e ! 	 C i t i r e a   m e s a j u l u i   S M S   n u   a   r e u _i t 	 B r a n j e   N e u s p e an o ! 	     ! 	   	 '5B5=5  5CA?5H=>! 	 0	@	!	  +	G	2	M	!	  ! 	 .H'F/F  F'EHAB  (H/	 ! ~F'  F''E	   ! 	 					  							 *
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i t a v a n j e   n i j e   u s p e l o 	 H o   b a l a   h o   h l o l e h i l e 	 H i n d i   n a g t a g u m p a y   a n g   p a g b a s a 	 R e a d   f a i l e d 	 K a r a n t a w a   t a   f a s s a 	 K  k    k  n  	 C  ABAV7  0OB0;4K
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 
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N	 @4'2!8+H'"'2!3	 C a p a c i d a d   d e   m e m o r i a   s u p e r a d a 	 C a p a c i t    m  m o i r e   d  p a s s  e 	 S p e i c h e r k a p a z i t  t    b e r s c h r i t t e n 	 @52KH5=  >1J5<  ?0<OB8  	 L a   c a p a c i t    d i   m e m o r i a      s t a t a   s u p e r a t a !   	 39)  'D0'C1)  E*,'H2)	 C a p a c i d a d e   d e   m e m  r i a   e x c e d i d a 	 B e l l e k   k a p a s i t e s i   a _1l d 1	 B   n h   k h  n g   	 K a p a s i t a s   M e m o r i   b e r l e b i h ! 	 K a p a s i t i   m e m o r i     d i l a m p a u i 	 8	M	.	C	$	?	  8	>	.	0	M	%	M	/	  ,	"	<	>	   	 H u k o m m e l s e   K a p a c i t e t   O v e r s k r e d e t ! 	 K a p a c i t a   p a m t i   p Ye k r o 
e n a ! 	 P o j e m n o [  p a m i c i   p r z e k r o c z o n a ! 	 N e m   f  r   e l   a   m e m  r i  b a n ! 	 M u i s t i n   k a p a s i t e e t t i   y l i t e t t y ! 	 M i n n e k a p a s i t e t   o v e r s t e g e t ! 	 K a p a c i t a   p a m  t i   p r e k r o 
e n  ! 	 G e h e u g e n c a p a c i t e i t   o v e r s c h r e d e n 	  v e r s k r i d e r   m i n n e t ! 	 P r e k o r a 
e n   k a p a c i t e t   m e m o r i j e ! 	 C a p a c i t a t e a   m e m o r i e i   a   f o s t   d e p _i t 	 K a p a c i t e t a   S p o m i n a   P r e s e ~e n a ! 	         ! 	     	 0?0F8B5B0  =0  0<5BB0  @528H5=! 	 .	G	.	0	@	  	M	7	.	$	>	  	'	?		  9	K	$	  ! 	 *,'H2  '2  F,'J4  -'A8G	 EEH1    5D'-*  (  &	       ! 	 					  				  							  											 8
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! 	 .F.J0@  F*>8?@  .??*K/?&?	 5@528I5=>  >1' T<  ?0<' OBV! 	 






  





  


  

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	     	 U m t h a m o   w e m e m o r i   w e q i w e 	 A m a n d l a   e m e m o r i   a g q i t h i s i w e 	 U w e z o   w a   k u m b u k u m b u   u m e p i t i s h w a 	 G e h e u e k a p a s i t e i t   o o r s k r y 	 A t m i n t i e s   t a l p a   v i r ay t a 	 A t m i Fa s   a p j o m s   p r s n i e g t s 	 M  l u m a h t    l e t a t u d 	 @kwxrxiuav  na~alh  ceafav~an  g	     	 C a p a c i t a t e   m e m o r i e   d e p _i t 	 .
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	 .G.K0@  &M7$>  $?M0.  2>	 K a p a c i t e t i   i   m e m o r j e s   u   t e j k a l u a   	 							  							  				  							  						 Y a d d a _1n   h Yc m i    s t Yl Yn i b d i r 	 a[ϑN	 S  h a   s u p e r a t   l a   c a p a c i t a t   d e   m e m  r i a 	 C a p a c i t    d e   l a   m  m o i r e   d  p a s s  e 	 M i n n i   f u l l t 	 C a p a c i d a d   d e   m e m o r i a   e x c e d i d a 	 0?0F8B5B>B  =0  <5<>@8X0B0  5  =04<8=0B. 	 C a p a c i d a d e   d a   m e m  r i a   e x c e d i d a 	 P r e m a ae n   k a p a c i t e t   m e m o r i j e 	 M o t h a m o   w a   m e m o r   o   t l o t s w e 	 N a l a g p a s a n   a n g   k a p a s i d a d   n g   m e m o r y a 	 M e m o r y   c a p a c i t y   e x c e e d e d   ( O u t   o f   m e m o r y ) 	 G i r m a n   t u n i   y a   w u c e 	 T i   k j    a g b  r a    p     r  n t    t o   p    j  	 04K  AK9K<4K;KK=0=  0AK?  :5BBV
 
 S T R _ M E S S A G E S _ U N K N O W N _ E R R O R 	 S M S 	 P O P U P 	 S M S   U n k n o w n   E r r o r   M e s s a g e   S t r i n g 	 U n k n o w n   e r r o r 	 
Nf/	 
Nf	 4%2D!H#2*2@+8  	 E r r o r   d e s c o n o c i d o 	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o !   	 'D.7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a   	 L i   k h  n g   x  c   n h   c 	 K e s a l a h a n   t a k   d i k e n a l   	 R a l a t   t i d a k   d i k e t a h u i   	 		M		>	$	  $	M	0	A		?	  	 U k e n d t   F e j l ! 	 N e z n  m    c h y b a ! 	 B Bd   n i e z n a n y ! 	 I s m e r e t l e n   h i b a ! 	 T u n t e m a t o n   v i r h e 	 U k j e n t   f e i l ! 	 N e z n  m a   c h y b a ! 	 O n b e k e n d e   f o u t 	 O k  n t   f e l ! 	 N e p o z n a t a   p o g r e ak a ! 	 E r o a r e   n e c u n o s c u t   	 N e z n a n a   N a p a k a ! 	   ! 	       	 58725AB=0  @5H:0! 	 		>	#	  	B		  ! 	 .7'  F'E4.5	 ! F'E9DHE  :D7	   	 					  						  	 
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	   	 I p h u t h a   e l i n g a z i w a 	 I m p a z a m o   e n g a z i w a y o 	 H i t i l a f u   i s i o j u l i k a n a 	 O n b e k e n d e   f o u t 	 N e ~i n o m a   k l a i d a 	 N e z i n m a   k <kd a 	 T u n d m a t u   t  r g e 	 1vpau  }mal	   	 E r o a r e   n e c u n o s c u t 	 

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 	 #>  $M0A?	 G a b i m   i   p a d i t u r 	 						  							 N a m Yl u m   s Yh v 	 !qlX%Rv/	 E r r o r   d e s c o n e g u t 	 E r r e u r   i n c o n n u e 	   e k k t   v i l l a 	 E r r o r   d e s c o n o c i d o 	 5?>7=0B0  3@5H:0	 E r r o   d e s c o n h e c i d o 	 N e p o z n a t a   g r e ak a 	 P h o s o   e   s a   t s e j w e n g 	 H i n d i   k i l a l a n g   e r r o r 	 U n k n o w n   e r r o r 	 B a   s a n   i r i n   k u s k u r i n   b a 	  c ce     m  	 5;3VAV7  0B5
 
 S T R _ E M S _ O B J E C T _ N U M _ E X C E E D 	 S M S 	 P O P U P 	 S M S   O b j e c t   N u m b e r   E x c e e d   M e s s a g e   S t r i n g 	 O b j e c t   e x c e e d 	 irNzz]n	 [azz]n	 --@GL@4	 O b j e t o   s u p e r a d o 	 L ' o b j e t   e s t   t r o p   g r a n d 	 O b j e k t    b e r s c h r i t t e n 	 1J5:B  ?@52KH05B	 L ' o g g e t t o   s u p e r a 	 'D4J&  E*,'H2	 O b j e c t o   e x c e d i d o 	 N e s n e   a _1l d 1	 i   t n g      y 	 O b y e k   b e r l e b i h 	 O b j e k   d i l a m p a u i 	 5	8	M	$	A	  ,	"	<	  			 O b j e k t   O v e r s k r e d e t 	 N a d m r n    o b j e k t ! 	 T e m a t   p r z e k r o c z o n y 	 O b j e k t u m   k o r l  t   m e g h a l a d v a 	 K o h d e   y l i t e t t y 	 O b j e k t   o v e r s t e g e t 	 O b j e k t   v e >k  	 O b j e c t   o v e r s c h r e d e n 	 F  r   s t o r t   o b j e k t 	 O b j e k t   p r e l a z i 	 N u m r u l   d e   o b i e c t e   a   f o s t   d e p _i t 	 P r e d m e t   P r e s e ~e n 	     	   	 15:B0  @528H5=	 5	8	M	$	A	  	'	?		  	9	K	$		 *,'H2  '2  -/  4I	 4  (	       ! 	 									  											 8
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	 ,MFMA  .??*K/?&?	 5@528I5=>  >1' T:B	 




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	   	 I n t o   y e q i l e 	 I n t o   i g q i t h i l e 	 K i u m b i l e   k i m e p i t i s h w a 	 I t e m   o o r s k r y 	 O b j e k t a s   v i r ai j o   t a l p 	 O b j e k t s   p r s n i e d z 	 O b j e k t i   p i i r a n g u    l e t a m i n e 	 Ubueovek  avaok  ceafavxt	     	 N u m r u l   d e   o b i e c t e   a   f o s t   d e p _i t   	 
,
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	 ,GM  $?M0.  2>	 O b j e k t i   t e j k a l o i 	 							  				  			  		  					 O b y e k t   h Yd d Yn   a r t 1q   b  y  k d  r 	 irNN	 O b j e c t e   e x c e d i t 	 O b j e t   e x c  d  	 H l u t u r   o f   s t  r 	 O b j e t o   e x c e d i d o 	 04<8=0B  >1X5:B	 O b j e t o   e x c e d i d o 	 P r e d m e t   p r e m a ae n 	 O b j e k t e   e   t l o t s w e 	 L a g p a s   a n g   b a g a y 	 O b j e c t s   e x c e e d e d 	 A b i n   t a   k u r e 	 T i   k j    n k a n   n a a 	 KA0=  0AK?  :5BBV
 
 S T R _ S M S _ F A I L U R E _ M S G _ L E N _ E X C E E D E D 	 S M S 	 P O P U P 	 S M S   M e s s a g e   L i m i t   E x c e e d e d   M e s s a g e   S t r i n g 	 M e s s a g e   l e n g t h   e x c e e d e d 	 
o`w^NP6R	 Oo`^ǏP6R	 I-'2!"2'@4	 L o n g i t u d   d e   m e n s a j e   s u p e r a d a 	 L o n g u e u r   d u   m e s s a g e   t r o p   g r a n d e 	 M i t t e i l u n g s l  n g e    b e r s c h r i t t e n 	 @52KH5=0  4;8=0  A>>1I5=8O	 S u p e r a t a   l u n g h e z z a   m e s s a g g i o !   	 'D13'D)  7HJD)  ,/'	 C o m p r i m e n t o   d a   m e n s a g e m   e x c e d i d o 	 M e s a j   u z u n l u u   a _1l d 1	   d  i   t i n   n h n   v t   q u    g i i   h n 	 P a n j a n g   p e s a n   b e r l e b i h ! 	 P a n j a n g   m e s e j   d i l a m p a u i 	 8		&	G	6	  	@	  2		,	>		  ,	"	<	  			 B e s k e d   L  n g d e   O v e r s k r e d e t ! 	 Z p r  v a   j e   p Y l i a  d l o u h  ! 	 D Bu g o [  w i a d o m o [c i   p r z e k r o c z o n a ! 	 A z    z e n e t   t  l   h o s s z  ! 	 V i e s t i n   p i t u u s   y l i t e t t y ! 	 M e l d i n g s l e n g d e   o v e r s t e g e t ! 	 S p r  v a   p r  l i a  d l h  ! 	 B e r i c h t l e n g t e   o v e r s c h r e d e n 	 M e d d e l a n d e t    r   f  r   l  n g t 	 D u l j i n a   p o r u k e   p r e k o r a 
e n a ! 	 A ci   d e p _i t   l u n g i m e a   m e s a j u l u i 	 D o l ~i n a   S p o r o 
i l a   P r e s e ~e n a ! 	           	     	 J;68=0  =0  !J>1I5=85B>  @528H5=0! 	 8		&	G	6	>		@	  	>		>	  	$	?	0	?		M	$	  ! 	 *,'H2  '2  /1'2'I  ~J'E	 ! ~:'  E    DE('&  2'/  	           ! 	 						  							  											 8
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o`w^N	 S  h a   e x c e d i t   l a   l o n g i t u d   d e l   m i s s a t g e 	 L o n g u e u r   d u   m e s s a g e   e x c  d  e 	 S k i l a b o    o f   l  n g 	 L o n g i t u d   d e   m e n s a j e   e x c e d i d a 	 >;68=0B0  =0  ?>@0:0B0  5  =04<8=0B0. 	 E x t e n s  o   d e   m e n s a g e m   e x c e d i d a 	 D u ~i n a   p o r u k e   p r e m a ae n a 	 B o t e l e l e   b a   m o l a e t s a   b o   t l o t s w e 	 N a l a g p a s a n   a n g   h a b a   n g   m e n s a h e 	 M e s s a g e   l e n g t h   e x c e e d e d   ( M e s s a g e   t o o   l o n g ) 	 T s a w o n   s a k o   y a   k u r e 	 T i   k j     w  n   g  g  n    f i r a n c  	 %010@  7K=4KK  0AK?  :5BBV
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i a s 	 N u m u r s   t u k as 	 N u m b e r   t  h i 	 @atah  daao  g	   	 N u m r u l   d e   t e l e f o n   l i p s e _t e 	 (
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e n a ! 	 A ci   d e p _i t   l u n g i m e a   n u m r u l u i   d e   t e l e f o n 	 D o l ~i n a   P r e s e ~e n a 	     '   	       	 J;68=0B0  @528H5=0	 	>	!	@	  	$	?	0	?		M	$		 *,'H2  '2  /1'2'  4E'1G	 DE('&  (  &	         ! 	 					  							  							  						 2
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NPN	 S  h a   e x c e d i t   l a   l o n g i t u d   d e   n  m e r o   m  x i m a 	 L o n g u e u r   m a x i m a l e   d u   n u m  r o   d  p a s s  e 	 O f   l a n g t   n  m e r 	 L o n g i t u d   d e   n  m e r o   m  x i m a   e x c e d i d a 	 0:A8<0;=0B0  4>;68=0  =0  1@>X  5  =04<8=0B0	 E x t e n s  o   m  x i m a   d e   n  m e r o   e x c e d i d a 	 M a k s i m a l n a   d u ~i n a   b r o j a   p r e m a ae n a 	 M o e d i   o   h o d i m o   w a   b o t e l e l e   o   t l o t s w e 	 N a l a g p a s a n   a n g   p i n a k a m a h a b a n g   m a a a r i n g   n u m e r o 	 M a x i m u m   n u m b e r   l e n g t h   e x c e e d e d   ( N u m b e r   t o o   l o n g ) 	 D a i d a i n   l a m b a   t a   k u r e 	 T i   k j     w  n   g  g  n   n m b a   t o   p    j  	   :?  =<V@  7K=4KK=  0AK?  :5BBV
 
 S T R _ S M S _ N A M E _ C A N N O T _ B E _ E M P T Y 	 S M S 	 P O P U P 	 S M S   N a m e   E m p t y   M e s s a g e   S t r i n g 	 N a m e   e m p t y 	 Y
T
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N:Nzz	 D!H!5
7H-	 N o m b r e   v a c  o 	 N o m   v i d e 	 N a m e   l e e r 	 5  C:070=>  8<O	 N o m e   v u o t o 	 'D'3E  .'DJ	 N o m e   v a z i o 	 A d   b o _  	 T  n   t r n g 	 N a m a   k o s o n g 	 N a m a   k o s o n g 	 (	>	.	  0	?		M	$		 	 	 	  r e s   n  v 	 	 	 	 N a a m   l e e g 	 	 	 N u m e l e   l i p s e _t e 	 	 	   	 	 (	>		5	  0	?		>	.	>		 ,'I  F'E  .'DJ3*	 F'E  .'D	     	 			  					 (
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	   	 I g a m a   a l i n a l u t h o 	 I g a m a   a l i n a n t o 	 J i n a   w a z i 	 N a a m   l e e g 	 V a r d a s   t u a
i a s 	 V r d s   t u k as 	 N i m i   t  h i 	 1vxvh  daao  g	   	 N u m e l e   l i p s e _t e 	 *
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TW[zz}v	 N o m   b u i t 	 N o m   v i e r g e 	 N a f n   a u t t 	 N o m b r e   v a c  o 	 @07=>  8<5	 N o m e   v a z i o 	 I m e   p r a z n o 	 L e b i t s o   h a   l e   a   t s h e l a 	 W a l a n g   l a m a n   a n g   p a n g a l a n 	 N a m e   e m p t y 	 B a b u   s u n a 	 O r  k   co f o 	 BK  1>A
 
 S T R _ S M S _ F A I L U R E _ D A T A _ E M P T Y 	 S M S 	 P O P U P 	 S M S   E m p t y   C o n t e n t   S t r i n g 	 N o   c o n t e n t 	 !qgQ[	 eQ[	 D!H!5@7I-+2	 S i n   c o n t e n i d o 	 A u c u n   c o n t e n u 	 K e i n   I n h a l t 	 5B  A>45@68<>3>	 N e s s u n   c o n t e n u t o 	 D'  JH,/  E-*HJ'*	 S e m   c o n t e  d o 	 0 e r i k   y o k 	 K h  n g   c    n i   d u n g 	 T i d a k   a d a   k o n t e n 	 T i a d a   k a n d u n g a n 	 	I	(	M		G	(	M		  (	9	@		 	 	 	 	 N i n c s   t a r t a l o m 	 	 	 	 G e e n   i n h o u d 	 	 	 M e s a j u l   n u   a r e   c o n ci n u t 	 	 	   	 	 	I	(	M		G	(	M		  (	>	9	@		 E-*H'JI  H,H/  F/'1/	   F	   ! 	 			  									  				 5
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 
 S T R _ S M S _ F A I L U R E _ D A T A _ I N V A L I D 	 S M S 	 P O P U P 	 S M S   I n v a l i d   C o n t e n t   S t r i n g 	 I n v a l i d   c o n t e n t 	 gQ[
NTl	 Q[
NTl	 @7I-+2D!H9I-	 C o n t e n i d o   n o   v  l i d o 	 C o n t e n u   i n v a l i d e 	 U n g  l t i g e r   I n h a l t 	 54>?CAB8<>5  A>45@68<>5	 C o n t e n u t o   n o n   v a l i d o 	 'DE-*HJ'*  :J1  5'D-	 C o n t e  d o   i n v  l i d o 	 G e  e r s i z   i  e r i k   	 N i   d u n g   k h  n g   h p   l 	 K o n t e n   t i d a k   v a l i d 	 K a n d u n g a n   t a k   s a h 	 	5	H	'	  	I	(	M		G	(	M			 	 	 	  r v  n y t e l e n   t a r t a l o m 	 	 	 	 O n g e l d i g e   i n h o u d 	 	 	 C o n ci n u t   n e v a l i d 	 	 	     	 	 	5	H	'	  	I	(	M		G	(	M			 E-*H'I  F'E9*(1	 :D7  A13*	   	 				  						 5
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 
 S T R _ S M S _ F A I L U R E _ D A T A _ E X C E E D 	 S M S 	 P O P U P 	 S M S   E x c e e d e d   C o n t e n t   S t r i n g 	 C o n t e n t   s i z e   e x c e e d e d 	 gQ[N'Y	 Q[Ǐ'Y	 @7I-+22C+
H@4D	 T a m a  o   d e   c o n t e n i d o   s u p e r a d o 	 T a i l l e   d e   c o n t e n u   d  p a s s  e 	 I n h a l t g r   e    b e r s c h r i t t e n 	 !;8H:><  1>;LH>9  >1J5<  40==KE	 D i m e n s i o n e   c o n t e n u t o   s u p e r a t a 	 -,E  'DE-*HJ'*  C(J1  ,/'	 T a m a n h o   d o   c o n t e  d o   e x c e d i d o 	 0 e r i k   b o y u t u   a _1l d 1  	 N i   d u n g   q u    l n 	 U k u r a n   k o n t e n   t e r l a m p a u i 	 S a i z   k a n d u n g a n   d i l a m p a u i 	 			G			  		>	0	  8	G	  	'	?		  9	K	  	/	>	  9	H	 	 	 	 	 A   t a r t a l o m m  r e t   t  l l  p v e 	 	 	 	 I n h o u d   t e   l a n g 	 	 	 D i m e n s i u n e a   c o n ci n u t u l u i   a   f o s t   d e p _i t 	 	 	     	 	 5	?	7	/	5	8	M	$	A	  		>	0	  	$	?	0	?		M	$		 *,'H2  '2  'F/'2G  E-*H'	 A13*  '  3'&2  (  '	       	 										  				  											 5
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i n a   s a d r ~a j a   p r e m a ae n a 	 S a e s e   y a   d i k a t e n g   e   t l o t s w e 	 N a l a g p a s a n   a n g   l a k i   n g   l a m a n 	 C o n t e n t   s i z e   e x c e e d e d 	 K o m a i   c i k i n   s u n   k u r e 	 T i   k j     w  n   t  t  b i    k   n  	 07<=  ;H5<V=  0AK?  :5BBV	 	 	 	 	 
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i a s   p a s l a u g s  c e n t r o   n u m e r i s 	 T u k as   s e r v i s a   c e n t r a   n u m u r s 	 T  h i   t e e n i n d u s k e s k u s e   n u m b e r 	 Mza}aotav  oevxvk  daao  pata	       	 N u m r   c e n t r u   d e   s e r v i c i u   g o l 	 8
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 
 S T R _ S T A T U S _ R E P O R T _ M E S S A G E _ D E L I V E R D _ M S G 	 S M S 	 T I T L E 	 M e s s a g e   D e l i v e r d   S t r i n g 	 D e l i v e r y   r e p o r t 	 P1XJT	 SbJT	 *HA%I'	 E n t r e g a d o 	 R e m i s 	 G e s e n d e t 	 BG5B  >  4>AB02:5	 R e l a z i o n e   d i   c o n s e g n a 	 *E  'D*3DJE	 E n t r e g u e 	 0l e t i l d i 	 G i   b  o   c  o 	 T e r k i r i m ! 	 D i h a n t a r 	 *	9	A			>	/	>	  	/	>		 A f s e n d t 	 D o r u 
e n o 	 D o s t a r c z o n y 	 E l k  l d v e 	 J a e l t u 	 L e v e r t 	 D o r u 
e n  	 A f g e l e v e r d 	 L e v e r e r a t 	 I s p o r u 
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 
 S T R _ S M S _ M S G _ N O T _ R E A D Y _ Y E T 	 S M S 	 P O P U P 	 M e s s a g e   S M S   n o t   r e a d y   y e t   S t r i n g 	 T e x t   m e s s a g e   n o t   r e a d y 	 !|
R!qlO(u	 wORelO(u	 I-'2!1'-1)#D!H#I-!	 M e n s a j e   d e   t e x t o   n o   p r e p a r a d o   	 L e   m e s s a g e   t e x t e   n ' e s t   p a s   p r  t 	 T e x t m i t t e i l u n g   n i c h t   b e r e i t 	 S M S   5I5  =5  3>B>2	 M e s s a g g i o   d i   t e s t o   n o n   p r o n t o 	 S M S   :J1  E3*9/	 M e n s a g e m   d e   t e x t o   n  o   p r e p a r a d a 	 M e t i n   m e s a j 1  h e n  z   h a z 1r   d e i l 	 T i n   n h n   c h a   s n   s  n g 	 S M S   b e l u m   s i a p ! 	 M e s e j   t e k s   b e l u m   s e d i a 	 *	>	 	  8		&	G	6	  $	H	/	>	0	  (	9	@			 S M S   I k k e   K l a r   E n d n u ! 	 S M S   j e at   n e n    p Yi p r a v e n a ! 	 W i a d o m o [  S M S   j e s z c z e   n i e g o t o w a ! 	 A   s z  v e g e s    z e n e t   m  g   n e m   k  s z 	 S M S   e i   o l e   v i e l    v a l m i s ! 	 S M S   i k k e   k l a r   e n d a ! 	 S M S   z a t i a >  n e p r i p r a v e n  ! 	 S M S   n o t   n i e t   g e r e e d 	 S M S - k o r t e t    r   i n t e   f  r d i g t    n ! 	 S M S   n i j e   j o a  s p r e m n a ! 	 M e s a j u l   t e x t   n u   e s t e   p r e g t i t 	 S M S   `e   N i   P r i p r a v l j e n ! 	   S M S         ! 	 S M S       	 S M S   >I5  =5  5  3>B>2! 	 	8		.		8	  $	/	>	0	  (	>	9	@	  ! 	 ~J'E  E*F  "E'/G  FJ3*	 ! '(  *  '3  'E  '3  *'1  F	 ,           	 						  			  				  			  	 
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! 	 8M8M  >  8?&M'>  2G&A	 S M S   I5  =5  3>B>25! 	 S M S   


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	       	 S M S   n o t   r e a d y   y e t 	 S M S   n o t   r e a d y   y e t 	 S M S   n o t   r e a d y   y e t 	 T e k s b o o d s k a p   n i e   g e r e e d   n i e 	 S M S   n o t   r e a d y   y e t 	 S M S   n o t   r e a d y   y e t 	 S M S   n o t   r e a d y   y e t 	 S M S   n o t   r e a d y   y e t 	 S M S   n o t   r e a d y   y e t 	 S M S   n o t   r e a d y   y e t 	 	 	 T e k s t i   I   m e s a z h i t   n u k   e s h t e   g a t i   a k o m a 	 S M S   						  				  				 M Yt n l i   m e s a j   h a z 1r   d e y i l 	 eW[
o`*gnP}Y	 M i s s a t g e   d e   t e x t   n o   p r e p a r a t 	 M e s s a g e   t e x t e   p a s   p r  t 	 T e x t a s k i l a b o  i n   e r u   e k k i   t i l b  i n 	 E l   m e n s a j e   d e   t e x t o   n o   e s t    l i s t o 	 "5:ABC0;=0B0  ?>@0:0  =5  5  ?>43>B25=0	 M e n s a g e m   d e   t e x t o   n  o   p r o n t a 	 T e k s t   p o r u k e   n i j e   s p r e m a n 	 M o l a e t s a   w a   m o n g o l o   h a   o   e s o   l o k e 	 H i n d i   h a n d a   a n g   m e n s a h e n g   t e x t 	 T e x t   m e s s a g e   n o t   r e a d y 	 R u b u t u n   s a k o   b a i   y i   s h i r i   b a 	  f  r  r a n c  k    t  i   ce t  n 	 BV=  E010@K  409K=  5<5A	 M e z u a   e z   d a g o   p r e s t 	 H i n d i   h a n d a   a n g   m e n s a h e n g   t e k s t o 	 M e n s a x e   d e   t e x t o   n o n   p r e p a r a d o 	 O z i   e d e r e d e   a d b e g h i   n k w a d o 	 N  l   a n   t e a c h t a i r e a c h t   t  a c s   r  i d h 
 
 S T R _ C L A S S 0 _ M E S S A G E _ C A P T I O N 	 S M S 	 P O P U P 	 M e s s a g e   c l a s s   0   m e s s a g e   S M S   c a p t i o n   S t r i n g 	 I n c o m i n g   t e x t   m e s s a g e 	 e!|
	 ewO	 I-'2!1'-1)#@I2	 S M S   r e c i b i d o 	 S M S   e n t r a n t 	 E i n g e h e n d e   T e x t n a c h r i c h t 	 E>4OI55  S M S 	 S M S   i n   a r r i v o 	 13'D)  'DH'1/	 S M S   r e c e b i d o 	 G e l e n   S M S 	 T i n   n h n   m i 	 S M S   d a t a n g 	 M e s e j   t e k s   m a s u k 	 	(	G	  5	>	2	@	  	8		.		8		 I n d g  e n d e   S M S 	 P Y c h o z    S M S : 	 P r z y c h o d z c e   w i a d o m o [c i   S M S 	 B e j  v Q  s z  v e g e s    z e n e t 	 S a a p u v a   S M S 	 I n n k o m m e n d e   S M S 	 D o r u 
e n    S M S 	 I n k o m e n d e   S M S 	 I n k o m m a n d e   S M S 	 D o l a z n a   S M S 	 M e s a j   S M S   p r i m i t 	 D o h o d n i   S M S 	   S M S 	 S M S   	 E>4OI8  S M S 	 /	G	#	>	0	G	  	8		.		8		 ~J'E  E*FI  H1H/I	 "F  H'D'  S M S 	       ,   	 							  		. 		. 		. 	 
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  S M S 	     	 I n c o m i n g   S M S 	 I n c o m i n g   S M S 	 I n c o m i n g   S M S 	 I n k o m e n d e   S M S 	 I n c o m i n g   S M S 	 I n c o m i n g   S M S 	 I n c o m i n g   S M S 	 I n c o m i n g   S M S 	 I n c o m i n g   S M S 	 I n c o m i n g   S M S 	 	 	 M e s a z h   t e k s t i   d u k e   a r d h u r 	 										  S M S 	 G Yl Yn   m Yt n   m e s a j 1	 eeW[
o`	 M i s s a t g e   d e   t e x t   e n t r a n t 	 M e s s a g e   t e x t e   e n t r a n t 	 M  t t e k i n   t e x t a s k i l a b o  	 M e n s a j e   d e   t e x t o   e n t r a n t e 	 @8<5=0  B5:ABC0;=0  ?>@0:0	 M e n s a g e m   d e   t e x t o   d e   e n t r a d a 	 D o l a z n a   t e k s t u a l n a   p o r u k a 	 M o l a e t s a   w a   m o n g o l o   o   k e n a n g 	 P a p a s o k   n a   m e n s a h e n g   t e x t 	 I n c o m i n g   t e x t   m e s s a g e 	 S a k o   m a i   s h i g a w a 	  f  r  r a n c  t    n w l  	 V@5AV=  <BV=  E010@K	 M e z u a   j a s o t z e a r 	 P a p a s o k   n a   m e n s a h e n g   t e k s t o 	 M e n s a x e   d e   t e x t o   e n t r a n t e 	 O z i   e d e r e d e   n a - a b a t a   a b a t a 	 T e a c h t a i r e a c h t   t  a c s   i s t e a c h 
 
 S T R _ S M S _ S I M _ R E F R E S H 	 S M S 	 P O P U P 	 S M S   S I M   R e f r e s h   S t r i n g 	 S I M   r e f r e s h 	 S I M   fe-N	 S I M   fe-N	 #5@#
4!	 A c t u a l i z a r   S I M 	 A c t u a l i s e r   S I M 	 S I M - A k t u a l i s i e r u n g 	 1=>2;5=85  S I M - :0@BK	 A g g i o r n a   S I M 	 (7'B)  'D*-/J+	 A c t u a l i z a r   c a r t  o   S I M 	 S I M   y e n i l e   	 L  m   m i   S I M 	 R e f r e s h   S I M 	 S I M   m u a t   s e m u l a 	 8	?	.	  0	?	+	M	0	G	6		 	 	 	 S I M   f r i s s  t  s 	 	 	 	 S I M   v e r v e r s e n 	 	 	 R e  m p r o s p t a r e   S I M 	 	 	   S I M 	 	 8	?	.	  0	?	+	M	0	G	6		 *'2G  3'2  3E  '1*	 3E  1A14	 S I M   	 			  								 8
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	   	 U k u v u s e l e l a   i - S I M 	 H l a z i y a   i S I M 	 Z i m u a   S I M 	 V e r f r i s   S I M 	 S I M   k o r t e l s   a t n a u j i n i m a s 	 S I M   a t s v a i d z i n aa n a 	 S I M - i   v  r s k e n d a m i n e 	 S I M - k  iataxt	 S I M -   	 R e  m p r o s p t a r e   S I M 	 S I M   1
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o`	 V o l e u   s u p r i m i r   t o t s   e l s   m i s s a t g e s   d e   l a   b  s t i a   d e   s o r t i d a ? 	 S u p p r i m e r   t o u s   l e s   m e s s a g e s   d e   l a   b o  t e   d  e n v o i ? 	 E y  a    l l u m   s k i l a b o  u m    r    t h  l f i ? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   d e   B a n d e j a   d e   s a l i d a ? 	 71@8H8  38  A8B5  ?>@0:8  >4  7;57=8  ?>@0:8? 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   s a  d a ? 	 O b r i ai   s v e   p o r u k e   i z   O u t b o x - a ? 	 O   p h u m u l a   m e l a e t s a   y o h l e   h o   o u t b o k s e ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   O u t b o x ? 	 D e l e t e   a l l   S I M   m e s s a g e s ? 	 S h a r e   d u k a n   s a k o   d a g a   a k w a n t i n   m a i   f i t a w a ? 	 P a   g b o g b o    f i r a n c  n i n u    p     r    t    n j  d e   r   b  ? 	 (K0AK==0=  10@;K  E010@;0@4K  6>N  :5@5:  ?5? 	 B i d a l t z e k e   d a u d e n   m e z u   g u z t i a k   e z a b a t u ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   O u t b o x ? 	 B o r r a r   t o d a s   a s   m e n s a x e s   d a   c a i x a   d e   s a  d a ? 	 K a c h a p   o z i   n i i l e   s i   n a   i g b e   o z i   p p ? 	 S c r i o s   g a c h   t e a c h t a i r e a c h t    n   m B o s c a   A m a c h ? 
 
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o`	  Rd]SOo`-NvhQOo`	 %I-'2!1I+!2I-'2!5H*HA%I'? 	  E l i m i n a r   t o d o s   d e   l o s   m e n s a j e s   e n v i a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   M e s s a g e s   e n v o y  s   ? 	 A l l e   g e s e n d e t e n   M i t t e i l u n g e n   l  s c h e n ? 	 #40;8BL  2A5  >B?@02;5==K5? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n v i a t i ? 	 E3-  ,EJ9  'D13'&D  'DE13D)	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   E n v i a d a s ? 	 G  n d e r i l e n l e r i   b o _a l t ? 	 X  a   h t   t h      g i ? 	 H a p u s   s e m u a   p e s a n   d a r i   P e s a n   t e r k i r i m 	 H a p u s   s e m u a   m e s e j   d a r i   m e s e j   D i h a n t a r ? 	 -	G		>	  8		&	G	6	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a z   e l k  l d  t t   e l e m e k   k  z  l ? 	 	 	 	 V e r z o n d e n   b e r i c h t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   t r i m i s e ? 	 	 	         ? 	 	 8	0	M	5	  *	M	0	G	7	?	$	  *	A	8	B	(	  	>		>		 GEG  ~'EG'  A13*'/G  4/G  -0A  4HF/	 *E'E  (,'  H'  Ey'&	     	 					  							  						  				  						? 	 8
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o`	 V o l e u   s u p r i m i r   t o t s   e l s   m i s s a t g e s   d e   M i s s a t g e s   e n v i a t s ? 	 S u p p r i m e r   t o u s   l e s   m e s s a g e s   e n v o y  s ? 	 E y  a    l l u m   s k i l a b o  u m    r   S e n d   s k i l a b o  ? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   d e   E n v i a d o s ? 	 71@8H8  38  A8B5  ?>@0:8  >4  A?@0B5=8  ?>@0:8? 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   m e n s a g e n s   e n v i a d a s ? 	 O b r i ai   s v e   p o r u k e   i z   P o s l a t i h   p o r u k a ? 	 O   p h u m u l a   m e l a e t s a   y o h l e   h o   M e l a e t s a   e   r o m e t s w e n g ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   m g a   N a i p a d a l a n g   m e n s a h e ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S e n t   m e s s a g e s ? 	 S h a r e   d u k a n   s a k o   d a g a   a i k a   s a k o ? 	 P a   g b o g b o    f i r a n c  n i n u   O h u n   a   f i r a n c  r   b  ? 	 V15@V;35=  E010@40=  10@;K  E010@4K  6>N  :5@5:  ?5? 	 B i d a l i t a k o   m e z u   o r o   e z a b a t u ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   m g a   N a p a d a l a   n a   m e n s a h e ? 	 B o r r a r   t o d a s   a s   m e n s a x e s   d e   m e n s a x e s   e n v i a d a s ? 	 K a c h a p   o z i   n i i l e   s i t e r e   n ' o z i   e z i p r   e z i p 	 S c r i o s   g a c h   t e a c h t a i r e a c h t      t h e a c h t a i r e a c h t a    S e o l t a ? 
 
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	 !M0>+MA!?0G  8M_  0(M$A	 R u a j   t e k   p r o j e k t e t   e   p a m b a r u a r 	 							  							  				 Q a r a l a m a l a r   q u t u s u n d a   s a x l a 	 2QX[I?z#S	 D e s a   a   E s b o r r a n y s 	 E n r e g i s t r e r   d a n s   l e s   b r o u i l l o n s 	 V i s t a      D r  g u m 	 G u a r d a r   e n   B o r r a d o r e s 	 0GC20X  2>  5702@H5=8  ?>@0:8	 S a l v a r   e m   R a s c u n h o s 	 S a 
u v a j   u   D r a f t s   ( p r i p r e m l j e n e   p o r u k e ) 	 B o l o k a   h o   M e r a l o 	 I - s a v e   s a   M g a   D r a f t 	 S a v e   t o   D r a f t s 	 Y i   a j i y a   c i k i n   t s a r a w a 	 F i p a m   s     k p a m 	 >10  607100  A0B0C	 Z i r r i b o r r o e t a n   g o r d e 	 I - s a v e   s a   D r a f t s 	 G a r d a r   e n   b o r r a d o r 	 D o k w a a   n a   i h e   e d e t u r u 	 S  b h  i l   i   n D r  a c h t a  
 
 S T R _ S M S _ E M A I L _ A D D R E S S _ T O O _ L O N G 	 S M S 	 P O P U P 	 E m a i l   s t r i n g :   E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 P[N0W@WNw	 5uP[N0W@W*Y	 5H-"9H-5@!%"2'@4D	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c a   m u y   l a r g a 	 A d r e s s e   e m a i l   t r o p   l o n g u e 	 E - M a i l - A d r e s s e   z u   l a n g 	 4@5A  M;.   ?>GBK  A;8H:><  4;8==K9	 I n d i r i z z o   e m a i l   t r o p p o   l u n g o 	 E m a i l   a d d r e s s   t o o   l o n g 	 E n d e r e  o   e - m a i l   d e m a s i a d o   l o n g o 	 E - p o s t a   a d r e s i    o k   u z u n 	 a   c h   t h   i n   t   q u    d  i 	 E m a i l   a d d r e s s   t o o   l o n g 	 A l a m a t   e - m e l   t e r l a l u   p a n j a n g 	 	  .	G	2	  *	$	>	  ,	9	A	$	  ,	!	<	>	  9	H		 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 A z   e - m a i l   c  m   t  l   h o s s z  	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E - m a i l a d r e s   t e   l a n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 A d r e s   d e   e - m a i l   p r e a   l u n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	         	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 F4'FI  1'J'F'EG  .JDI  (DF/  '3*	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 				  						  				  						 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E - p o s a d r e s   t e   l a n k 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 E m a i l   a d d r e s s   t o o   l o n g 	 
.
F
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  5
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2
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8

  5
3
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M
	 .G2   ?#>?  ,9A$  2.M,>	 A d r e s a   e   e m a i l i t   s h u m e   e   g j a t e 	 					  					  				  					 E l e k t r o n   p o  t a s 1n 1n    n v a n 1   o x   u z u n d u r   	 0W@W*Yw	 L ' a d r e  a   d e   c o r r e u    s   m a s s a   l l a r g a 	 A d r e s s e   d e   c o u r r i e l   t r o p   l o n g u e 	 N e t f a n g i    e r   o f   l a n g t 	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o   d e m a s i a d o   l a r g a . 	 4@5A0B0  70  5- ?>HB0B0  5  ?@5<=>3C  4>;30	 E n d e r e  o   d e   e - m a i l   m u i t o   l o n g o 	 E - m a i l   a d r e s a   s u v i ae   d u g a 
k a 	 A t e r e s e   y a   i m e i l e   e   t e l e l e   h a h o l o 	 M a s y a d o n g   m a h a b a   a n g   E m a i l   a d d r e s s 	 E m a i l   a d d r e s s   t o o   l o n g 	 A d i r e s h i   n a   E m a i l   y a y i   t s a w o 	 A d i r s i   i m e e l i   t i   g  n   j  	 -;5:B@>=4K  ?>HB0  <5:5=609K  BK<  7K=	 P o s t a - h e l b i d e a   l u z e e g i a 	 M a s y a d o n g   m a h a b a   a n g   e - m a i l   a d d r e s s 	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o   d e m a s i a d o   l o n g a 	 E - m a i l   a d r e s   t o r o   o k e   o g o l o g o 	 T    a n   s e o l a d h   r - p h o i s t   r  f h a d a 
 
 S T R _ S M S _ E M A I L _ N O _ S P A C E 	 S M S 	 P O P U P 	 E m a i l   s t r i n g : N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o   s p a c e   f o r   E m a i l   a d d r e s s 	 l	g Yzz8eQMO@W	 l	gYzzeQ5u0W@W	 D!H!57I5H*3+#15H-"9H-5@!%	 N o   h a y   e s p a c i o   p a r a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 P a s   d ' e s p a c e   p o u r   a d r e s s e   E m a i l 	 K e i n   P l a t z   f  r   E - M a i l - A d r e s s e n 	 5B  <5AB0  4;O  04@5A0  M;.   ?>GBK	 S p a z i o   p e r   i n d i r i z z o   e m a i l   a s s e n t e 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 S e m   e s p a  o   p a r a   e n d e r e  o   e - m a i l 	 E - p o s t a   a d r e s i   i  i n   y e t e r l i   a l a n   y o k 	 K h  n g   g i a n   k h  n g       n h p   a   c h   t h   i n   t   	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 T i a d a   r u a n g   u n t u k   a l a m a t   E - m e l 	 	  .	G	2	  *	$	G	  	G	  2	?		  	K		  		9	  (	9	@			 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N i n c s   h e l y   a z   e - m a i l   c  m n e k 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 G e e n   r u i m t e   v o o r   e - m a i l a d r e s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 S p a ci u   i n s u f i c i e n t   p e n t r u   a d r e s a   d e   e - m a i l 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	             	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 A6'I  C'AI  (1'I  H'1/C1/F  F4'FI  1'J'F'EG  FJ3*	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 				  						  					  				  					  				 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 G e e n   r u i m t e   v i r   E - p o s a d r e s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 N o t   e n o u g h   s p a c e   t o   i n p u t   E m a i l   a d d r e s s 	 	 	 N u k   k a   v e n d   p e r   a d r e s e n   e   e m a i l i t 	 					  						  				  				  					  				 E l e k t r o n   p o  t a s 1n 1n    n v a n 1     n   y e r   y o x d u r 	 !q YzzN0W@W	 N o   h i   h a   e s p a i   p e r   a   a d r e  a   d e   c o r r e u 	 P a s   d  e s p a c e   d a n s   u n e   a d r e s s e   d e   c o u r r i e l 	 E k k e r t   p l  s s   f y r i r   n e t f a n g 	 S i n   e s p a c i o   p a r a   l a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 5<0  ?@>AB>@  70  04@5A0  70  5- ?>HB0	 N e n h u m   e s p a  o   p a r a   e n d e r e  o   d e   e - m a i l 	 N e m a   p r o s t o r a   z a   e - m a i l   a d r e s u 	 H a   h o   s e b a k a   b a k e n g   s a   A t e r e s e   y a   i m e i l e 	 W a l a n g   e s p a s y o   p a r a   s a   E m a i l   a d d r e s s 	 N o   s p a c e   f o r   E m a i l   a d d r e s s 	 A d i r e s h i   n a   E m a i l   b a   f i l i   b a   	 K    s      y    f u n   a d i r s i   i m e e l i 	 -;5:B@>=4K  ?>HB0  <5:5=609K=0  >@K=  6>	 P o s t a - h e l b i d e a r e n t z a t   t o k i r i k   e z 	 W a l a n g   l u g a r   p a r a   s a   E - m a i l   a d d r e s s 	 N o n   h a i   s i t i o   p a r a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 O g h e r e   a d g h   m a k a   e - m a i l   a d r e s 	 N  l   s p  s   a n n   d o n   s e o l a d h   R - p h o i s t 
 
 S T R _ E D I T _ E M A I L _ A D D R E S S 	 S M S 	 T I T L E 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 P[N0W@W	 5uP[N0W@W	 5H-"9H-5@!%	 C o r r e o   e l e c t r  n i c o 	 A d r e s s e   E m a i l 	 E - M a i l a d r e s s e 	 4@5A  M;.   ?>GBK	 I n d i r i z z o   E m a i l 	 E m a i l   a d d r e s s 	 E n d e r e  o   d e   c o r r e i o   e l e c t r  n i c o 	 E - P o s t a   a d r e s i 	 a   c h   t h   i n   t 	 E m a i l   a d d r e s s 	 A l a m a t   e - m e l 	 	- .	G	2	  *	$	>		 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 E - m a i l   c  m 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 E - m a i l a d r e s 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 A d r e s   d e   e - m a i l 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	     	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 F4'FI  1'J'F'EG	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 				  							 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 	 	 I k h e l i   l e - i m e y l i 	 I d i l e s i   y e - i m e y l e 	 A n w a n i   y a   b a r u a   p e p e 	 E - p o s a d r e s 	 E l .   p a at o   a d r e s a s 	 E - p a s t a   a d r e s e 	 E - p o s t i   a a d r e s s 	 7l.   x}k  pa}e	 E m a i l   	 A d r e s   d e   e m a i l 	 
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	 .G2   ?#>	 A d r e s a   e   e m a i l i t   	 					  						 E l e k t r o n   p o  t u n    n v a n 1	 0W@W	 A d r e  a   d e   c o r r e u   e l e c t r  n i c 	 A d r e s s e   d e   c o u r r i e l 	 N e t f a n g 	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 4@5A0  =0  5- ?>HB0	 E n d e r e  o   d e   e - m a i l 	 E - m a i l   a d r e s a 	 A t e r e s e   y a   i m e i l e 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 A d i r e s h i   d a   E m a i l 	 A d i r s i   i m e e l i 	 -;5:B@>=4K  ?>HB0  <5:5=609K	 P o s t a - h e l b i d e a 	 E - m a i l   a d d r e s s 	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A d r e s   e - m a i l 	 S e o l a d h   r - p h o i s t 
 
 S T R _ S I M B O X _ D E L E T E A L L _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   A l l   S I M   M e s s a g e 	 D e l e t e   a l l   m e s s a g e s   f r o m   S I M   m e s s a g e s ? 	 *RdS I M aS
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o`	 *RdS I M aSOo`-NvhQOo`	 %I-'2!1I+!2I-'2!C4!? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   S I M ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   M e s s a g e s   S I M   ? 	 A l l e   S I M - M i t t e i l u n g e n   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  A  S I M - :0@BK? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a i   m e s s a g g i   S I M ? 	 E3-  ,EJ9  'D13'&D  'D(7'B)	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d o   S I M ? 	 S I M   m e s a j l a r 1n 1  b o _a l t ? 	 X  a   t i n   n h n   t r o n g   S I M ? 	 H a p u s   s e m u a   p e s a n   d a r i   P e s a n   S I M ? 	 H a p u s   s e m u a   m e s e j   d a r i   m e s e j   S I M ? 	 8	?	.	  8		&	G	6	K		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		?   	 	 	 	  s s z .    z e n e t   t  r l .   a   S I M    z e n e t e k   k  z  l ? 	 	 	 	 A l l e   S I M - b e r i c h t e n   v e r w i j d e r e n 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d e   p e   S I M ? 	 	 	       S I M ? 	 	 	(	,	I		M	8	  	 GEG  ~'EG'  EH,H/  /1  S I M   -0A  4HF/	 *E'E  3E  ~:'E'*  H  Ey'&	     	 					  					  						  				  						? 	 8
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o`	 V o l e u   s u p r i m i r   t o t s   e l s   m i s s a t g e s   d e   M i s s a t g e s   S I M ? 	 S u p p r i m e r   t o u s   l e s   m e s s a g e s   d e   l a   c a r t e   S I M ? 	 E y  a    l l u m   s k i l a b o  u m    r   S I M - s k i l a b o  u m ? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   S I M ? 	 71@8H8  38  A8B5  ?>@0:8  >4  S I M   :0@B8G:0B0? 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d o   S I M ? 	 O b r i ai   s v e   p o r u k e   i z   S I M   p o r u k e ? 	 O   p h u m u l a   m e l a e t s a   y o h l e   h o   M e l a e t s a   y a   S I M ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   m g a   m e n s a h e   s a   S I M ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S I M   m e s s a g e s ? 	 S h a r e   d u k a n   s a k o   d a g a   s a k o n   S I M 	 P a   g b o g b o    f i r a n c  n i n u   a w n    f i r a n c  S I M   r   b  ? 	 S I M - :0@B0  E010@K=0=  10@;K  E010@4K  6>N  :5@5:  ?5? 	 S I M   t x a r t e l e t i k   m e z u   o r o   e z a b a t u ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   m g a   m e n s a h e   s a   S I M ? 	 B o r r a r   t o d a s   a s   m e n s a x e s   d e   m e n s a x e s   S I M ? 	 K a c h a p   o z i   n i i l e   s i   n   o z i   S I M ? 	 S c r i o s   g a c h   t e a c h t a i r e a c h t      t h e a c h t a i r e a c h t a    S I M ? 
 
 S T R _ S I M B O X _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 S I M   M e s s a g e 	 S I M   m e s s a g e s 	 S I M aS
o`	 S I M aSOo`	 I-'2!C4!	 M e n s a j e s   d e   S I M 	 M e s s a g e s   S I M 	 S I M - M i t t e i l u n g e n 	 !>>1I5=8O  =0  S I M - :0@B5	 M e s s a g g i   S I M 	 13'&D  'D(7'B)	 M e n s a g e n s   S I M 	 S I M   m e s a j l a r 1	 T i n   n h n   S I M 	 P e s a n   S I M 	 M e s e j   S I M 	 8	?	.	  8		&	G	6		 	 	 	 S I M    z e n e t e k 	 	 	 	 S I M - b e r i c h t e n 	 	 	 M e s a j e   d e   p e   S I M 	 	 	   S I M 	 	 				,	I		M	8		 ~'EG'  3E  '1*	 3E  ~:'E'*  	     	 					  						  	 8
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	   	 I m i b i k o   y e - S I M 	 I m i y a l e z o   y e S I M 	 U j u m b e   w a   S I M 	 S I M - b o o d s k a p p e 	 S I M   k o r t e l s   p r a n e ai m a i 	 S I M   z i Fo j u m i 	 S I M   s  n u m i d 	 S I M   parxdacxiuxvve	 S I M   	 M e s a j e   d e   p e   S I M 	 S I M   8
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 	 S I M   8(M&G6A!?	 M e s a z h e t   S I M 	 			  											 S 0M   m e s a j l a r 1	 S I M aS
o`	 M i s s a t g e s   d e   S I M 	 M e s s a g e s   d e   l a   c a r t e   S I M 	 S I M - s k i l a b o  	 M e n s a j e s   S I M 	 S I M   ?>@0:8	 M e n s a g e n s   d o   S I M 	 S I M   p o r u k e 	 M e l a e t s a   y a   S I M 	 M g a   m e n s a h e   s a   S I M 	 S I M   m e s s a g e s 	 S a k o n   S I M 	 A w n    f i r a n c  S I M 	 S I M - :0@B0  E010@;0@K	 S I M   m e z u a k 	 M g a   m e n s a h e   s a   S I M 	 M e n s a x e s   S I M 	 O z i   S I M   	 T e a c h t a i r e a c h t a    S I M 
 
 S T R _ N E W _ S I M _ M E S S A G E _ F R O M _ I D 	 S M S 	 P O P U P 	 S M S   S I M   N e w   M e s s a g e   F r o m   S t r i n g 	 S I M   m e s s a g e   f r o m 	 S I M aS
o`O	 S I M aSOo`eg	 I-'2!C4!2	 M e n s a j e   d e   S I M   d e s d e 	 M e s s a g e   S I M   d e 	 S I M - M i t t e i l u n g   v o n 	 !>>1I5=8O  =0  S I M - :0@B5  >B	 M e s s a g g i   S I M   d a 	 13'&D  'D(7'B)  EF	 M e n s a g e m   S I M   d e 	 . . . ' d a n   S I M   m e s a j 1  	 T i n   n h n   S I M   n   t 	 P e s a n   S I M   d a r i 	 M e s e j   S I M   d a r i p a d a 	  . . .   8	G	  8	?	.	  8		&	G	6	 	 	 	 	 S I M    z e n e t   k  l d Qj e : 	 	 	 	 S I M - b e r i c h t e n   v a n 	 	 	 M e s a j   d e   p e   S I M   d e   l a 	 	 	   S I M   	 	 *	M	0	G	7	?	$		 ~'EG'  3E  '1*  '2	     ,'F(  3  3E  ~:'E'*  	 	 					  						  					 8
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	     	 U m b i k o   w e - S I M   o s u k a   k u 	 U m y a l e z o   w e S I M   o v e l a   k u 	 U j u m b e   w a   S I M   k u t o k a 	 S I M - b o o d s k a p   v a n a f 	 S I M   k o r t e l s   p r a n e ai m a s   n u o 	 S I M   z i Fo j u m s   n o 	 S I M   s  n u m i   s a a t i s 	 S I M   parxdacxiuxv  . . . - k	 S I M       	 M e s a j   S I M   d e   l a 	 (
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	  >0A  S I M   8(M&G6	 M e s a z h e t   S I M   n g a 	 				  			  			  							 K i m d Yn 	 S I M aS
o`O	 M i s s a t g e   S I M   d e 	 M e s s a g e   d e   l a   c a r t e   S I M   d e 	 S I M - s k i l a b o    f r  	 M e n s a j e   S I M   d e s d e 	 S I M   ?>@0:0  >4	 M e n s a g e m   d o   S I M   d e 	 S I M   p o r u k a   o d 	 M o l a e t s a   w a   S I M   h o   t s w a   h o 	 M e n s a h e   s a   S I M   m u l a   s a 	 S I M   m e s s a g e   f r o m 	 S a k o n   S I M   d a g a 	  f i r a n c  S I M   l a t i 	 ;K=0=  S I M - :0@B0  E010@K	 ( r ) e n   S I M   m e z u a   	 M e n s a h e   s a   S I M   m u l a   k a y 	 M e n s a x e   S I M   d e 	 O z i   s i   n a   S I M 	 T e a c h t a i r e a c h t a    S I M    
 
 S T R _ U M _ S I M _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T ,   T I T L E 	 S I M   M e s s a g e   f o l d e r 	 S I M   m e s s a g e s 	 S I M aS
o`	 S I M aSOo`	 I-'2!C4!	 M e n s a j e s   d e   S I M 	 M e s s a g e s   S I M 	 S I M - M i t t e i l u n g e n 	 !>>1I5=8O  =0  S I M - :0@B5	 M e s s a g g i   S I M 	 13'&D  'D(7'B)	 M e n s a g e n s   S I M 	 S I M   m e s a j l a r 1	 T i n   n h n   S I M 	 P e s a n   S I M 	 M e s e j   S I M 	 8	?	.	  8		&	G	6		 	 	 	 S I M    z e n e t e k 	 	 	 	 S I M - b e r i c h t e n 	 	 	 M e s a j e   d e   p e   S I M 	 	 	   S I M 	 	 !	M	0	>	+	M			 ~'EG'  3E  '1*	 3E  ~:'E'*  	 	 					  						  	 8
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	 8?.M  .F8GM	 S I M   ?>2V4><;5==O	 


  




	   	 I m i b i k o   y e - S I M 	 I m i y a l e z o   y e S I M 	 U j u m b e   w a   S I M 	 S I M - b o o d s k a p p e 	 S I M   k o r t e l s   p r a n e ai m a i 	 S I M   z i Fo j u m i 	 S I M   s  n u m i d 	 S I M   parxdacxiuxvve	 S I M   	 M e s a j e   S I M 	 S I M   8
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 	 S I M   8(M&G6A!?	 M e s a z h e t   S I M 	 			  											 	 	 	 	 	 	 	 M e n s a g e n s   d o   S I M 	 	 	 	 	 	 	 	 S I M   m e z u a k 	 M g a   m e n s a h e   s a   S I M 	 M e n s a x e s   S I M 	 O z i   S I M   	 T e a c h t a i r e a c h t a    S I M 
 
 S T R _ U M _ D E L E T E _ F O L D E R _ S I M _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   b e f o r e   d e l e t i o n :   d e l e t e   s i m   b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S I M   m e s s a g e s ? 	 *RdS I M aS-NvhQ
o`	  RdS I M aS-Nv@b	gOo`	 %I-'2!1I+!2I-'2!C4!? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   S I M ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   M e s s a g e s   S I M   ? 	 A l l e   S I M - M i t t e i l u n g e n   l  s c h e n ? 	 #40;8BL  A>>1I5=8O  A  S I M - :0@BK? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a i   m e s s a g g i   S I M ? 	 E3-    13'&D  'D(7'B)	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d o   S I M ? 	 S I M   m e s a j l a r 1n 1    b o _a l t ? 	 X  a   t o  n   b   t i n   n h n   t r o n g   S I M ? 	 H a p u s   s e m u a   p e s a n   d a r i   P e s a n   S I M ? 	 H a p u s   s e m u a   m e s e j   d a r i   m e s e j   S I M ? 	 8	?	.	  8		&	G	6	K		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		?   	 	 	 	  s s z .    z e n e t   t  r l .   a   S I M    z e n e t e k   k  z  l ? 	 	 	 	 A l l e   S I M - b e r i c h t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d e   p e   S I M ? 	 	 	       S I M ? 	 	 +	K	2	M	!	0	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  EH,H/  /1  S I M   -0A  4HF/	 3E  ~:'E*  H  Ey'&	   	 					  						  				  						? 	 8
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	 8M    8M  .F8GM  $J2?A.A	 840;8B8  S I M   ?>2V4><;5==O	 


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? 	     ? 	 S u s a   i m i b i k o   y e - S I M ? 	 C i m e   i m i y a l e z o   y e S I M ? 	 F u t a   u j u m b e   w a   S I M ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   S I M - b o o d s k a p p e ? 	 `a l i n t i   S I M   k o r t e l s   p r a n e ai m u s ? 	 D z s t   v i s u s   S I M   z i Fo j u m u s ? 	 K u s t u t a n   S I M   s  n u m i d ? 	 Kv{e^l  S I M - k  parxdacxiuxvveh	     S I M     ? 	 ^t e r g e ci   m e s a j e l e   S I M ? 	 S I M   8
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 
 S T R _ U M _ M A I N _ I D 	 U n i f i e d M e s s a g e 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   m a i n   m e n u 	 M e s s a g e s 	 
o`	 Oo`	 I-'2!	 M e n s a j e s 	 M e s s a g e s 	 M i t t e i l u n g e n 	 !>>1I5=8O	 M e s s a g g i 	 13'&D	 M e n s a g e n s 	 M e s a j l a r 	 T i n   n h n 	 P e s a n 	 M e s e j 	 8		&	G	6		 	 	 	  z e n e t e k 	 	 	 	 B e r i c h t e n 	 	 	 M e s a j e 	 	 	 	 	 8		&	G	6	8	.	B	9		 ~'E  G'	 ~:'E'*	 	 							 8
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	 .F8GM  2A	 >2V4><;5==O	 





	 	 I m i b i k o 	 I m i y a l e z o   	 U j u m b e 	 B o o d s k a p p e 	 P r a n e ai m a i 	 Z i Fo j u m i 	 S  n u m i d 	 @arxdacxiuxvve	 	 M e s a j e 	 8
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 	 8(M&G6A!?	 M e s a z h e t   	 											 	 	 	 	 	 	 	 M e n s a g e n s 	 	 	 	 	 	 	 	 M e z u a k 	 M g a   m e n s a h e 	 M e n s a x e s 	 O z i 	 T e a c h t a i r e a c h t a  
 
 S T R _ U M _ W R I T E _ M S G _ I D 	 U n i f i e d M e s s a g e 	 T I T L E ,   I C O N T E X T 	 W r i t e   m e s s a g e 	 C r e a t e   M e s s a g e 	 [
o`	 QOo`	 @5"I-'2!	 E s c r i b i r   m e n s a j e 	 E c r i r e   u n   m e s s a g e 	 M i t t e i l u n g   s c h r e i b e n 	 >2>5  A>>1I5=85	 S c r i v i   m e s s a g g i o 	 C*'()  'D13'&D	 E s c r e v e r   m e n s a g e m 	 M e s a j   y a z 	 S o n   t i n   n h n 	 T u l i s   p e s a n 	 T u l i s   m e s e j 	 8		&	G	6	  2	?		G			 	 	 	  z e n e t    r  s a 	 	 	 	 B e r i c h t   s c h r i j v e n 	 	 	 S c r i e ci   u n   m e s a j 	 	 	   	 	 8		&	G	6	  2	?	9	>		 FH4*F  ~J'E	 ~:'E  D	   	 						  						 8
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  


	   	 B h a l a   u m b i k o 	 B h a l a   u m y a l e z o 	 A n d i k a   u j u m b e 	 S k r y f   b o o d s k a p 	 R a ay t i   p r a n e ai m 	 R a k s t +t   z i Fo j u m u 	 K i r j u t a   s  n u m 	 ?aftel  parxdacxiuxv	   	 S c r i e r e   m e s a j 	 8
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	 8(M&G6  2G(M$A	 S h k r u a j   m e s a z h i n 	 						  					 	 	 	 	 	 	 	 E s c r e v e r   m e n s a g e m 	 	 	 	 	 	 	 	 M e z u a   i d a t z i 	 M a g s u l a t   n g   m e n s a h e 	 E s c r i b i r   m e n s a x e 	 D e e   o z i 	 S c r  o b h   t e a c h t a i r e a c h t 
 
 S T R _ U M _ S E N T _ I D 	 U n i f i e d M e s s a g e 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S e n t   b o x 	 S e n t 	 ][N{	 ]SN{	 I-'2!5H*HA%I'	 M e n s a j e s   e n v i a d o s 	 M e s s a g e s   e n v o y  s 	 G e s e n d e t e   M i t t e i l u n g e n 	 B?@02;5==K5	 M e s s a g g i   i n v i a t i 	 E13D	 E n v i a d a s 	 G  n d e r i l m i _  i l e t i l e r 	 H p   t h      g i 	 P e s a n   t e r k i r i m 	 M e s e j   d i h a n t a r 	 8		&	G	6	  -	G		>	  	/	>		 	 	 	 E l k  l d  t t    z e n e t e k 	 	 	 	 V e r z o n d e n   b e r i c h t e n 	 	 	 M e s a j e   t r i m i s e 	 	 	   	 	 *	M	0	G	7	?	$		 ~'EG'  A13*'/G  4/G	 (,  H  	 	 							  							 -
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	 **,!?&?	 04VA;0=V	 







	 	 K u t h u n y e l w e 	 T h u n y e l w e 	 I m e t u m w a 	 G e s t u u r d e   b o o d s k a p p e 	 I as i ss t a 	 N o s kt +t i e 	 S a a d e t u d 	 Hrao~an	 	 E x p e d i a t 	 
/
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 
 S T R _ U M _ D E L E T E _ F O L D E R _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T ,   T I T L E 	 D e l e t e   F o l d e r 	 D e l e t e   a l l 	 *Rd
o`	  Rdmo`	 %I-'2!	 E l i m i n a r   m e n s a j e s 	 E f f a c e r   l e s   m e s s a g e s 	 M i t t e i l u n g e n   l  s c h e n 	 G8AB8BL  ?0?:C	 E l i m i n a   m e s s a g g i 	 E3-  'DEDA	 E l i m i n a r   m e n s a g e n s 	 M e s a j l a r 1  s i l 	 X  a   t h   m c 	 H a p u s   p e s a n 	 H a p u s     m e s e j 	 8		&	G	6	  9		>				 	 	 	  z e n e t e k   t  r l  s e 	 	 	 	 B e r i c h t e n   v e r w i j d e r e n 	 	 	 ^t e r g e r e   m e s a j e 	 	 	   	 	 +	K	2	M	!	0	  *	A	8	B	(	  	>		>	  	 -0A  ~'EG'	 AHD1  Ey'&	   	 										  				  						 +
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  



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	   	 S u s a   i f o l d a 	 C i m a   i f o w l d a 	 F u t a   f o l d a 	 S k r a p   b o o d s k a p p e 	 `a l i n t i   a p l a n k 	 D z s t   m a p i 	 K u s t u t a   k a u s t 	 Kv{el  iriazavaoh	   	 ^t e r g e r e   f o l d e r 	 +
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 
 S T R _ U M _ T E M P L A T E _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T ,   T I T L E 	 T e m p l a t e s 	 T e m p l a t e s 	 {,g	 !jg	 A!HA	 P l a n t i l l a s 	 M o d  l e s 	 S c h a b l o n e n 	 (01;>=K	 M o d e l l i 	 FE'0,	 M o d e l o s 	 ^a b l o n l a r 	 M u   s n   c  	 T e m p l a t e 	 T e m p l a t 	 	G	.	M	*	M	2	G			 	 	 	 S a b l o n o k 	 	 	 	 S j a b l o n e n 	 	 	 ^a b l o n 	 	 	 	 	 	G	.	M	*	M	2	G			 'DHG'	 yE~Dy	   	 									 
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 
 S T R _ U M _ S E T T I N G _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T ,   T I T L E 	 M e s s a g e   S e t t i n g s 	 S e t t i n g s 	 Oo`-n	 Oo`n	 H241II-'2!	 C o n f i g u r a c i  n   d e   m e n s a j e s 	 R  g l a g e s   m e s s a g e 	 M i t t e i l u n g s e i n s t e l l u n g e n 	 0AB@>9:8	 I m p o s t a z i o n i   m e s s a g g i 	 6(7  'D13'&D	 D e f i n i   e s   d a   m e n s a g e m 	 M e s a j   a y a r l a r 1	 C  i   t   t i n   n h n 	 P e n g a t u r a n   p e s a n 	 S e t i n g   m e s e j 	 8		&	G	6	  8	G		?			M	8		 	 	 	  z e n e t   b e  l l  t  s o k 	 	 	 	 B e r i c h t i n s t e l l i n g e n 	 	 	 S e t r i   m e s a j e 	 	 	   	 	 8		&	G	6	  8	G		?				 *F8JEG'I  ~J'EG'	 ~:'E  3yF2	   	 						  						 8
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  







	    	 A m a s e t h i n g i   o m b i k o 	 U s e t o   l o m y a l e z o 	 M i p a n g i l i o   y a   u j u m b e 	 B o o d s k a p i n s t e l l i n g s 	 P r a n e ai m o   n u o s t a t o s 	 Z i Fo j u m u   i e s t a t +j u m i 	 S  n u m i s  t t e d 	 @arxdacxiuav  oauavve	     	 S e t r i   m e s a j e 	 8
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 
 S T R _ U M _ M S G _ I D 	 U n i f i e d M e s s a g e 	 H I N T ,   P O P U P 	 m e s s a g e   n u m b e r 	 m e s s a g e 	 \
o`	 \Oo`	 I-'2!	 m e n s a j e 	 m e s s a g e 	 M i t t e i l u n g 	 A>>1I. 	 m e s s a g g i o 	 13'D)	 m e n s a g e m 	 m e s a j 	 T i n   n h n 	 p e s a n 	 m e s e j 	 8		&	G	6		 	 	 	  z e n e t 	 	 	 	 b e r i c h t 	 	 	 m e s a j ( e ) 	 	 	 	 	 8		&	G	6		 ~'E	 ~:'E'*	 ( ) 	 						  	 8
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 
 S T R _ U M _ D E L E T E _ F O L D E R _ I N B O X _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   b e f o r e   d e l e t i o n :   d e l e t e   i n b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 *Rd6eN{-NvhQ
o`	  Rd6eN{-NvhQOo`	 %I-'2!1I+!2%H-2@I2? 	  E l i m i n a r   t o d o   d e l   b u z  n   d e   e n t r a d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d e   r  c e p t i o n  ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2E>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   a r r i v o ? 	 E3-  5F/HB  'DH'1/	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r ? 	 G e l e n   K u t u s u n d a k i    e l e r   S i l i n s i n   m i ? 	 X  a   h t   t i n   n h n   t r o n g   h p   t h   n ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   m a s u k ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   M a s u k ? 	 	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   b e  r k e z e t t    z e n e t e k   k  z  l ? 	 	 	 	 P o s t v a k   i n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e ? 	 	 	         ? 	 	 	(	,	I		M	8	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  /1'A*  -0A  4H/	 'F  ('3  Ey'&	         	 						  				  		  						  				  						  ? 	 
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 S T R _ U M _ D E L E T E _ F O L D E R _ U N S E N T _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   b e f o r e   d e l e t i o n :   d e l e t e   o u t b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   O u t b o x ? 	 *Rd[N{-NvhQ
o`	  RdSN{-NvhQOo`	 %I-'2!1I+!2%H-2--? 	  E l i m i n a r   t o d o   d e l   b u z  n   d e   s a l i d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d ' e n v o i   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t a u s g a n g   l  s c h e n ? 	 #40;8BL  8AE>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   u s c i t a ? 	 E3-  5F/HB  'D-A8	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   e n v i a r ? 	 G i d e n   K u t u s u n d a k i    e l e r   S i l i n s i n   m i ?   	 X  a   h t   t i n   n h n   t r o n g   h p   t h   i ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   k e l u a r ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   K e l u a r ? 	 				,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   p o s t  z a n d     z e n e t e k   k  z  l ? 	 	 	 	 P o s t v a k   u i t   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e    n   c u r s   d e   t r i m i t e r e ? 	 	 	         ? 	 	 				,	I		M	8	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  A13*'/F  -0A  4HF/	 "Hy  ('3  Ey'&	         	 							  				  		  						  				  						? 	 
	

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i a m a  ? 	 D z s t   i z s kt n i ? 	 K u s t u t a n   k  i k   v  l j u n d k a u s t a s t ? 	 Kv{e^l  elaukv  parxdacxiuxvveh	         ? 	 ^t e r g e ci   m e s a j e l e   d i n   c s u ca   d e   i e _i r i ? 	 

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o`	  Rd]SOo`-NvhQOo`	 %I-'2!1I+!2I-'2!5H*HA%I'? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   e n v i a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   M e s s a g e s   e n v o y  s   ? 	 A l l e   g e s e n d e t e n   M i t t e i l u n g e n   l  s c h e n ? 	 #40;8BL  >B?@02;5==K5? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n v i a t i ? 	 E3-  'DE13D	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   E n v i a d a s ? 	 G  n d e r i l m i _   e l e r   S i l i n s i n   m i ? 	 X  a   h t   t i n   n h n   t r o n g   h p   t h      g i ? 	 H a p u s   s e m u a   p e s a n   d a r i   P e s a n   t e r k i r i m 	 H a p u s   s e m u a   m e s e j   d a r i   m e s e j   D i h a n t a r ? 	 -	G		G	  		  8		&	G	6	K		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a z   e l k  l d  t t   e l e m e k   k  z  l ? 	 	 	 	 V e r z o n d e n   b e r i c h t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   t r i m i s e ? 	 	 	       ? 	 	 *	M	0	G	7	?	$	  *	A	8	B	(	  	>		>		 GEG  ~'EG'  A13*'/G  4/G  -0A  4HF/	 (,'  H'Ey'&	   	 							  										  				  						? 	 -
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 
 S T R _ U M _ D E L E T E _ F O L D E R _ D R A F T _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   b e f o r e   d e l e t i o n :   d e l e t e   d r a f t ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   D r a f t s ? 	 *RdI?z-NvhQ
o`	  RdI?z-NvhQOo`	 %I-'2!1I+!2A#H2? 	  E l i m i n a r   t o d o s   l o s   b o r r a d o r e s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B r o u i l l o n s   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e n   E n t w  r f e n   l  s c h e n ? 	 #40;8BL  G5@=>28:8? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l e   b o z z e ? 	 E3-  'DE3H/'*	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   R a s c u n h o s ? 	 T a s l a k l a r   s i l i n s i n   m i ?   	 X  a   h t   t i n   n h n   t r o n g   h p   t h   n h  p ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o n s e p ? 	 H a p u s   s e m u a   m e s e j   d a r i   D r a f ? 	 .	8	L	&	G	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   p i s z k o z a t o k   k  z  l ? 	 	 	 	 C o n c e p t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   s c h i ce l e ? 	 	 	     ? 	 	 !	M	0	>	+	M		M	8	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  ~4  FH3  -0A  4HF/	 1'Ay2  Ey'&	   	 						  				  		  						  				  						? 	 "
>
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	 !M0>+MM  2A  $J2?A.A	 840;8B8  '5@=5B:8	 










  



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? 	   ? 	 S u s a   U h l a k a ? 	 C i m e   i i D r a f t i ? 	 F u t a   R a s i m u ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   K o n s e p t e ? 	 `a l i n t i   a p l a n k    J u o d r a at i n  ? 	 D z s t   m e l n r a k s t u s ? 	 K u s t u t a n   k  i k   k a u s t a s t   M u s t a n d i d ? 	 Kv{e^l  Famacneh	         ? 	 ^t e r g e ci   s c h i ce l e ? 	 
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? 	 !M0>+MA!?  ,?2K*  0?,G? 	 B o s h a t i s   m e s a z h e t   e   p r o j e k t e v e   t e   s k i c u a r ? 	 							  						? 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   R a s c u n h o s ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ D E L E T E _ F O L D E R _ A L L _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   b e f o r e   d e l e t i o n :   d e l e t e   a l l   f o l d e r s ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   a l l   f o l d e r s ? 	 *Rd@b	gǌe>Y-NvhQ
o`	  Rd@b	geN9Y-NvhQOo`	 %I-'2!1I+!2B%@-#L1I+!? 	  E l i m i n a r   t o d a s   l a s   c a r p e t a s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   t o u s   l e s   d o s s i e r s   ? 	 A l l e   M i t t e i l u n g e n   a u s   s  m t l i c h e n   O r d n e r n   l  s c h e n ? 	 G8AB8BL  2A5  ?0?:8? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a   t u t t e   l e   c a r t e l l e ? 	 E3-  ,EJ9  EF  'DEDA'*	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d e   t o d a s   p a s t a s ? 	 T  m   d i z i n l e r   s i l i n s i n   m i ?   	 X  a   h t   t o  n   b   t h   m c ? 	 H a p u s   s e m u a   p e s a n   d a r i   s e m u a   f o l d e r ? 	 H a p u s   s e m u a   m e s e j   d a r i   s e m u a   f o l d e r ? 	 8	-	@	  +	<	K	2	M	!	0	K		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a z    s s z .   m a p p  b  l ? 	 	 	 	 A l l e   m a p p e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   t o a t e   f o l d e r e l e ? 	 	 	         ? 	 	 8	0	M	5	  +	K	0	M	!	0	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  EH,H/  /1  GEG  ~H4G  G'  -0A  4HF/	 *E'E  AHD13  Ey'&	     	 					  							  				  						  				  						? 	 8
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	 (M(?  *K2M0M2A  $J2?A.A	 840;8B8  2AV  ?0?:8	 


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? 	      ? 	 S u s a   w o n k e   a m a f o l d a ? 	 C i m e   z o n k e   i i f o w l d a ? 	 F u t a   f o l d a   z o t e ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   a l l e   l  e r g i d s e ? 	 `a l i n t i   v i s u s   a p l a n k u s ? 	 D z s t   v i s a s   m a p e s ? 	 K u s t u t a n   k  i k   k a u s t a d ? 	 Kv{e^l  bxlx  iriazavaoveh	       ? 	 ^t e r g e ci   t o a t e   f o l d e r e l e ? 	 
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? 	 8.8M$  +K2M!0A!?  ,?2K*  0?,G? 	 B o s h a t i s   t e   g j i t h e   d o s j e t ? 	 				  	' 					  						? 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   t o d a s   a s   p a s t a s ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ M E N U _ D E L E T E _ F O L D E R _ A L L _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 d e l e t e   a l l   f o l d e r s 	 D e l e t e   a l l   f o l d e r s 	  RdhQǌe>Y	  RdhQ萇eN9Y	 I-'2!1I+!	 E l i m i n a r   t o d o s   l o s   m e n s a j e s 	 T o u s   l e s   m e s s a g e s 	 A l l e   M i t t e i l u n g e n 	 G8AB8BL  2A5  ?0?:8	 T u t t i   i   m e s s a g g i 	 E3-  ,EJ9  'DE9DHE'*	 T o d a s   a s   m e n s a g e n s 	 T  m   m e s a j l a r 	 X  a   h t   t o  n   b   t h   m c 	 S e m u a   p e s a n 	 S e m u a   m e s e j 	 8	-	@	  8		&	G	6		 	 	 	 M i n d e n    z e n e t 	 	 	 	 A l l e   b e r i c h t e n 	 	 	 T o a t e   m e s a j e l e 	 	 	       	 	 	 GEG  ~'EG'	 	 	 		  							 	 	 	 


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	      	 S u s a   w o n k e   a m a f o l d a 	 C i m a   z o n k e   i i f a y l e 	 F u t a   f o l d a   z o t e 	 A l l e   b o o d s k a p p e 	 `a l i n t i   v i s u s   a p l a n k u s 	 D z s t   v i s a s   m a p e s 	 K u s t u t a   k  i k   k a u s t a d 	 Kv{el  bxlx  iriazavaoveh	     	 ^t e r g e r e   t o a t e   f o l d e r e l e 	 
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	 8.8M$  +K2M!0A!?  ,?2K*  0(M$A	 B o s h a t i s   t e   g j i t h e   d o s j e t 	 				  	' 					  				 	 	 	 	 	 	 	 T o d a s   a s   m e n s a g e n s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ D E L E T E _ F O L D E R _ A L L _ W I T H O U T _ S E N D I N G _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   f o r   b a c k g r o u n d   s e n d i n g :   d e l e t e   a l l   f o l d e r s   e x c e p t   f o r   m e s s a g e s   i n   u s e 	 D e l e t e   a l l   m e s s a g e s   f r o m   a l l   f o l d e r s   e x c e p t   m e s s a g e s   i n   u s e ? 	 *Rd@b	gǌe>Y-NvhQ
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o`dY) 	  Rd@b	geN9Y-NvhQOo`( ck(WSOo`dY) 	 %I-'2!1I+!2B%@-#L1I+!  "@'II-'2!5HC
I-"9H? 	  E l i m i n a r   t o d a s   l a s   c a r p e t a s   e x c e p t o   l o s   m e n s a j e s   e n   u s o ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   t o u s   l e s   d o s s i e r s   s a u f   l e s   m e s s a g e s   e n   c o u r s   d ' u t i l i s a t i o n   ? 	 A l l e   M i t t e i l u n g e n   m i t   A u s n a h m e   v e r w e n d e t e r   M i t t e i l u n g e n   a u s   s  m t l i c h e n   O r d n e r n   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  70  8A:;NG5=85<  8A?>;L7C5<KE? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a   t u t t e   l e   c a r t e l l e ,   a d   e c c e z i o n e   d e i   m e s s a g g i   i n   u s o ? 	 E3-  ,EJ9  'DEDA'*  'D'  'D13'&D  ,'1M  '13'DG'	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d e   t o d a s   a s   p a s t a s   e x c e p t o   a s   m e n s a g e n s   e m   u t i l i z a   o ? 	 K u l l a n 1l a n   m e s a j l a r   h a r i    t  m   k l a s  r l e r d e k i   m e s a j l a r   s i l i n s i n   m i ?   	 X  a   h t   t o  n   b   t h   m c   ( t r   t i n   n h n   a n g   g i ) ? 	 H a p u s   s e m u a   p e s a n   d a r i   s e m u a   f o l d e r   k e c u a l i   p e s a n   y a n g   s e d a n g   d i g u n a k a n ? 	 H a p u s   s e m u a   m e s e j   d a r i   s e m u a   f o l d e r   k e c u a l i   m e s e j   y a n g   s e d a n g   d i g u n a ? 	 		*	/	K		  .	G		  2	>		  	>	  0	9	G	  8		&	G	6	  	K	  	K	!	<		0	  8	-	@	  +	<	K	2	M	!	0	K		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	 T  r l i   a z    s s z e s    z e n e t e t   a z    s s z e s   m a p p  b  l ,   k i v  v e   a   h a s z n  l a t b a n   l  v Q   z e n e t e k e t ? 	 	 	 	 A l l e   m a p p e n   v e r w i j d e r e n   b e h a l v e   d e   b e r i c h t e n   d i e   i n   g e b r u i k   z i j n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   t o a t e   f o l d e r e l e ,   c u   e x c e p ci a   m e s a j e l o r   u t i l i z a t e ? 	 	 	               ? 	 	 	 GEG  ~'EG'  EH,H/  /1  GEG  ~H4G  G'  (,2  ~J'EG'  EH1/  '3*A'/G  -0A  4HF/	 	         	 							  					  			  						  						  					  							  				  		  						  				  						? 	 8
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 S T R _ U M _ D E L E T E _ F O L D E R _ U N S E N T _ W I T H O U T _ S E N D I N G _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   f o r   b a c k g r o u n d   s e n d i n g :   d e l e t e   a l l   m e s s a g e s   i n   u n s e n t   f o l d e r   e x c e p t   f o r   m e s s a g e s   i n   u s e 	 D e l e t e   a l l   m e s s a g e s   f r o m   O u t b o x   e x c e p t   m e s s a g e s   i n   u s e ? 	 *Rd[N{-NvhQ
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I-"9H? 	  E l i m i n a r   t o d o   d e l   b u z  n   d e   s a l i d a ,   e x c e p t o   l o s   m e n s a j e s   e n   u s o ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d ' e n v o i   s a u f   l e s   m e s s a g e s   e n   c o u r s   d ' u t i l i s a t i o n   ? 	 A l l e   M i t t e i l u n g e n   m i t   A u s n a h m e   v e r w e n d e t e r   M i t t e i l u n g e n   a u s   d e m   P o s t a u s g a n g   l  s c h e n ? 	 #40;8BL  2A5  2E>4OI85  :@><5  8A?>;L7C5<KE? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   u s c i t a ,   a d   e c c e z i o n e   d e i   m e s s a g g i   i n   u s o ? 	 E3-  5F/HB  'D-A8  'D'  'D13'&D  ,'1M  '13'DG'	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   e n v i a r   e x c e p t o   a s   m e n s a g e n s   e m   u t i l i z a   o ? 	 K u l l a n 1l a n   m e s a j l a r   h a r i    G i d e n   K u t u s u n d a k i    e l e r   s i l i n s i n   m i ?   	 X  a   t o  n   b   t i n   n h n   t r o n g   h p   t h   i     ( t r   t i n   n h n   a n g   g i ) ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   k e l u a r   k e c u a l i   p e s a n   y a n g   s e d a n g   d i g u n a k a n ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   K e l u a r   k e c u a l i   m e s e j   y a n g   s e d a n g   d i g u n a ? 	 		*	/	K		  .	G		  2	>		  	>	  0	9	G	  8		&	G	6	K		  	G	  	2	>	5	>	  				,	I		M	8	  .	G		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	 T  r l i   a z    s s z e s    z e n e t e t   a   P o s t  z a n d     z e n e t e k   m a p p  b  l ,   k i v  v e   a   h a s z n  l a t b a n   l  v Q   z e n e t e k e t ? 	 	 	 	 H e e l   P o s t v a k   u i t   v e r w i j d e r e n   b e h a l v e   d e   b e r i c h t e n   d i e   i n   g e b r u i k   z i j n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e    n   c u r s   d e   t r i m i t e r e ,   c u   e x c e p ci a   m e s a j e l o r   u t i l i z a t e ? 	 	 	               ? 	 	 	 GEG  ~'EG'  A13*'/F  (,2  ~J'EG'  EH1/  '3*A'/G  -0A  4HF/	 	             	 							  					  			  						  						  							  				  		  						  				  						? 	 8
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i a m a  ,   i as k y r u s   n a u d o j a m u s   p r a n e ai m u s ? 	 D z s t   i z s kt n i ,   i z Fe m o t   z i Fo j u m u s ,   k a s   i r   l i e t o aa n ? 	 K u s t u t a n   k  i k   V  l j u n d k a u s t a s t ,   v . a .   k a s u t a t a v a d   s  n u m i d ? 	 Kv{e^l  5laukv  parxdacxiuxvveh,   baa|xiuatb  cacxntav  te{  cv~xr  parxdacxiuxvvek	             ? 	 ^t e r g e ci   m e s a j e l e   d i n   c s u ca   d e   i e _i r i   c u   e x c e p ci a   m e s a j e l o r    n   u z ? 	 	
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	 ,       	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N i e   g e s t u u r   n i e ,   g e b e r g   i n   U i t b u s 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 	 	 N u k   u   d e r g u a ,   p o r   u   r u a j t   t e k   K u t i a   p o s t a l e   e   d e r g e s a v e 	 						  		' 	,   								  							  			  					 	 	 	 	 	 	 	 N  o   e n v i a d o ,   s a l v o   n a   c a i x a   d e   s a  d a 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ U M _ S E N D _ S A V E _ S U C C E S S _ I D 	 U n i f i e d M e s s a g e 	 P O P U P 	 S e n d   F a i l   a n d   S a v e d   S u c c e s s f u l l y   M e s s a g e   S t r i n g 	 S e n t   a n d   s a v e d 	 P&N2QX[[NPNbR	 Sv^OX[]SOo`bR	 *HA%016A%I'	 E n v i a d o   y   g u a r d a d o 	 E n v o y    e t   e n r e g i s t r  	 G e s e n d e t   u n d   g e s p e i c h e r t 	 B?@02;5=>  8  A>E@0=5=>	 I n v i a t o   e   s a l v a t o 	 *E  'D'13'D  H  'D-A8	 E n v i a d a   e   g u a r d a d a 	 G  n d e r i l d i   v e   k a y d e d i l d i   	    g i   v    l u   l i 	 T e r k i r i m   d a n   t e r s i m p a n 	 D i h a n t a r   d a n   d i s i m p a n 	 -	G		  &	?	/	>	  	/	>	  	0	  8	M		K	0	  	?	/	>	  	/	>		 	 	 	 E l k  l d v e    s   m e n t v e 	 	 	 	 V e r z o n d e n   e n   o p g e s l a g e n 	 	 	 E x p e d i a t   _i   s a l v a t 	 	 	   	 	 *	M	0	G	7	?	$	  	#	?	  8		0		M	7	#		 A13*'/G  H  0.J1G  4/	 *13D  4/  'H1  E-AH8	       	 							  			  									 -
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  	 **,!?&?  8MK0M  G/,!?&?	 04VA;0=5  B0  715@565=5	 







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	   	 K u t h u n y e l w e   f u t h i   k u g c i n i w e 	 T h u n y e l w e   z e   y a g c i n w a 	 I m e t u m w a   n a   k u h i f a d h i w a 	 G e s t u u r   e n   g e b e r g 	 I as i ss t a   i r   /r a ay t a 	 N o s kt +t s   u n   s a g l a b t s 	 S a a d e t u d   j a   s a l v e s t a t u d 	 Hrao~an  g    zapzav~an	     	 E x p e d i a t   _i   s a l v a t 	 
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 
 S T R _ U M _ E M P T Y _ S U B J E C T _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 N o   s u b j e c t ,   u s e d   i n   m e s s a g e   l i s t 	 < N o   s u b j e c t > 	 < !q;Ne> 	 < e;N> 	 < D!H!5+1'I-> 	 < S i n   a s u n t o > 	 < A u c u n   s u j e t > 	 < K e i n   B e t r e f f > 	 < 57  B5<K> 	 < N e s s u n   o g g e t t o > 	 <   D'  JH,/  EH6H9  > 	 < S e m   a s s u n t o > 	 < K o n u   y o k > 	 < K h  n g   c h   > 	 < T i d a k   a d a   s u b j e k > 	 < T i a d a   s u b j e k > 	  < 5	?	7	/	  (	9	@		>  	 	 	 	 < N i n c s   t  r g y > 	 	 	 	 < G e e n   o n d e r w e r p > 	 	 	 < F r   s u b i e c t > 	 	 	 <   > 	 	 < 5	?	7	/	  (	>	9	@	> 	 > GJ  4&I  H,H/  F/'1/< 	 < EH6H9  F    > 	 <   > 	 < 			  									  			> 	 < 5
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  > 	 < > 	 < N o   s u b j e c t > 	 < N o   s u b j e c t > 	 < N o   s u b j e c t > 	 < G e e n   o n d e r w e r p   n i e > 	 < N o   s u b j e c t > 	 < N o   s u b j e c t > 	 < N o   s u b j e c t > 	 < N o   s u b j e c t > 	 < N o   s u b j e c t > 	 < N o   s u b j e c t > 	 	 	 < P a   t e m e > 	 < 				  			> 	 	 	 	 	 	 	 	   < N e n h u m   a s s u n t o > 	 	 	 	 	 	 	 	 < G a i r i k   e z > 	 < W a l a n g   p a k s a > 	 < S e n   a s u n t o > 	 S b j e e k t   a d g h 	 < G a n    b h a r > 
 
 S T R _ U M _ I N C O M P L E T E _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 D i s p l a y e d   i n   s u b j e c t   f i e l d ,   t o   i n d i c a t e   u s e r   t h a t   t h e   m e s s a g e   i s   i n c o m p l e t e 	 < I n c o m p l e t e > 	 < 
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 
 S T R _ U M _ N O T _ S U P P O R T _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 D i s p l a y e d   i n   s u b j e c t   f i e l d ,   t o   i n d i c a t e   u s e r   t h a t   U M   c a n   n o t   s u p p o r t   t h i s   m e s s a g e   f o r m a t 	 < N o t   s u p p o r t e d > 	 < 
o`<h_
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N/ec> 	 < D!H*1*8#9A5I> 	 < N o   c o m p a t i b l e > 	 < N o n   s u p p o r t  > 	 < N i c h t   u n t e r s t  t z t > 	 < 5  ?>445@68205BAO> 	 < N o n   s u p p o r t a t o > 	 <   D'  J/9E  > 	 < N  o   s u p o r t a d o > 	 < D e s t e k l e n m e m i _> 	 < K h  n g   h   t r   n h   d n g > 	 < T i d a k   d i d u k u n g > 	 < T i d a k   d i s o k o n g > 	  < 8	.	0	M	%	(	  (	9	@		>  	 	 	 	 < N e m   t  m o g a t o t t > 	 	 	 	 < N i e t   o n d e r s t e u n d > 	 	 	 < F o r m a t   m e s a j   n e a c c e p t a t > 	 	 	 <   > 	 	 < 8	.	0	M	%	(	  (	>	9	@		 <   9/E  ~4*('F  > 	 <   -E'*  F> 	 <       > 	 < 			  						  			> 	 < 
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  



  > 	 < > 	 < N o t   s u p p o r t e d > 	 < N o t   s u p p o r t e d > 	 < N o t   s u p p o r t e d > 	 < N i e   g e s t e u n   n i e > 	 < N o t   s u p p o r t e d > 	 < N o t   s u p p o r t e d > 	 < N o t   s u p p o r t e d > 	 < N o t   s u p p o r t e d > 	 < N o t   s u p p o r t e d > 	 < N o t   s u p p o r t e d > 	 	 	 < N u k   m b e s h t e t e t > 	 < 				  						  			> 	 	 	 	 	 	 	 	 < S e m   s u p o r t e > 	 	 	 	 	 	 	 	 < E u s k a r r i r i k   e z > 	 < H i n d i   s u p o r t a d o > 	 < N o n   s o p o r t a d o > 	 A k w a d o g h i 	 < G a n   t a c  > 
 
 S T R _ U M _ A R C H I V E _ I D 	 U n i f i e d M e s s a g e 	 T I T L E ,   I C O N T E X T 	 A r c h i v e   f o l d e r 	 A r c h i v e 	 ǌe>Y	 eN9Y	 @G2'#	 A r c h i v o 	 A r c h i v e 	 A r c h i v 	 @E82	 A r c h i v i o 	 '14JA	 A r q u i v o 	 A r _i v 	 T  i   l i u   l u   t r 	 A r s i p 	 A r k i b 	 	0	M		>		5		 	 	 	 A r c h i v  l  s 	 	 	 	 A r c h i e f 	 	 	 A r h i v 	 	 	 	 	 	0	M		?	5	M	9		 ('J'FI	 "1  '&H2	 	 							 
0
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5
	 0MH5M	 @EV2	 






	 	 I - A r c h i v e 	 U l o n d o l o z o 	 H i f a d h i 	 A r g i e f 	 A r c h y v a s 	 A r h +v s 	 A r h i i v 	 1mk~	 	 A r h i v 	 
0
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	 0?-	 A r k i v a 	 								 	 	 	 	 	 	 	 A r q u i v o 	 	 	 	 	 	 	 	 A r t x i b a t e g i a 	 A r c h i v e 	 A r q u i v o 	 E b e   n c h e k w a     	 C a r t l a n n 
 
 S T R _ U M _ D E L E T E _ F O L D E R _ A R C H I V E _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 C o n f i r m   p o p u p   b e f o r e   d e l e t i o n :   d e l e t e   a r c h i v e   b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   A r c h i v e ? 	 *Rdǌe>Y-NvhQ
o`	  RdeN9Y-NvhQOo`	 %I-'2!1I+!25H@G2'#? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   a r c h i v a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   A r c h i v e   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   A r c h i v   l  s c h e n ? 	 G8AB8BL  0@E82? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l  a r c h i v i o ? 	 E3-  ,EJ9  EF  'D'14JA	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A r q u i v o ? 	 A r _i v d e k i   m e s a j l a r 1n   t  m    s i l i n s i n   m i ?   	 X  a   t o  n   b   t i n   n h n      l u ? 	 H a p u s   s e m u a   p e s a n   d a r i   A r s i p ? 	 H a p u s   s e m u a   m e s e j   d a r i   A r k i b ? 	 *	A	0	>	2	G		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a z   a r c h  v u m b  l ? 	 	 	 	 A l l e   b e r i c h t e n   u i t   a r c h i e f   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   a r h i v ? 	 	 	     ? 	 	 	0	M		?	5	M	9	  *	A	8	B	(	  	>		>		 GEG  ~'EG'  (''F  -0A  4H/	 "1'&H2  Ey'&	     	 									  		  						  				  						? 	 
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	 D e l e t e   A r c h i v e 	 840;8B8  @EV2	 








  



  




  

? 	   ? 	 S u s a   i - A r c h i v e ? 	 C i m e   u l o n d o l o z o ? 	 F u t a   H i f a d h i ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   A r g i e f ? 	 `a l i n t i   a r c h y v ? 	 D z s t   a r h +v u ? 	 K u s t u t a n   A r h i i v i ? 	 Kv{e^l  amk~h	     ? 	 ^t e r g e ci   a r h i v a ? 	 
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? 	 0?-  ,?2K*  0?,G? 	 B o s h a t i s   a r k i v e n ? 	 							  						? 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d o   a r q u i v o   c o m p a c t a d o ? 	 	 	 	 	 	 	 	 A r t x i b a t e g i t i k   m e z u   o r o   e z a b a t u ? 	 T a n g g a l i n   l a h a t   n g   m g a   m e n s a h e   m u l a   s a   A r c h i v e ? 	 B o r r a r   t o d a s   a s   m e n s a x e s   d o   a r q u i v o ? 	 K a c h a p   n i i l e   s i   n a - e b e   n c h e k w a ? 	 S c r i o s   g a c h   t e a c h t a i r e a c h t    n   g C a r t l a n n ? 
 
 S T R _ U M _ M O V E _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 M o v e   m e s s a g e   t o   a r c h i v e 	 M o v e 	 ,dy	 yR	 "I2"	 M o v e r 	 D  p l a c e r 	 V e r s c h i e b e n 	 5@5<5AB8BL	 S p o s t a 	 FBD	 M o v e r 	 T a _1	 C h u y n 	 P i n d a h 	 P i n d a h 	 2	G	  	>				 	 	 	  t h e l y e z  s 	 	 	 	 V e r p l a a t s e n 	 	 	 M u t a r e 	 	 	 	 	 	 ,'(,'JI	 	 	 				  	 	 	 	 	 	 	 	 	 S k u i f 	 	 	 	 	 	 	 	 	 L e v i z 	 		  					 	 	 	 	 	 	 	 M o v e r 	 	 	 	 	 	 	 	 M u g i t u 	 I l i p a t 	 M o v e r 	 P a g h a a 	 A i s t r i g h 
 
 S T R _ U M _ M O V E D _ I D 	 U n i f i e d M e s s a g e 	 P O P U P 	 M e s s a g e   h a s   b e e n   m o v e d 	 M o v e d 	 ],dy	 ]yR	 "I2"A%I'	 M o v i d o   	 D  p l a c  	 V e r s c h o b e n 	 5@5<5I5=>	 S p o s t a t o 	 *E  'DFBD	 M o v i d a 	 T a _1n d 1	    c h u y n 	 D i p i n d a h k a n 	 D i p i n d a h 	 2	G	  	/	>		 	 	 	  t h e l y e z v e 	 	 	 	 V e r p l a a t s t 	 	 	 M u t a t 	 	 	 	 	 	 ,'(,'  4/	 	 	 						  					  	 	 	 	 	 	 	 	 	 G e s k u i f 	 	 	 	 	 	 	 	 	 U   l e v i z 	 		  				  	' 		 	 	 	 	 	 	 	 M o v i d o 	 	 	 	 	 	 	 	 M u g i t u   d a 	 I n i l i p a t 	 M o v i d o 	 A p a g h a a l a 	 A i s t r i t h e 
 
 S T R _ U M _ M O V E _ T O _ A R C H I V E _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 M o v e   m e s s a g e   t o   a r c h i v e 	 M o v e   m a r k e d   t o   A r c h i v e 	 ,dyjǌe>Y	 yRh0ReN9Y	 "I2"5H@%7-D"15H@G	 M o v e r   m a r c a d o s   a   a r c h i v o 	 D  p l a c e r   d a n s   a r c h i v e 	 M a r k i e r t e s   i n s   A r c h i v   v e r s c h i e b e n 	 5@5<5AB8BL  2  0@E82	 S p o s t a   i n   a r c h i v i o 	 FBD  'DE-//)  %DI  'D#14JA	 M o v e r   m a r c a d a   p a r a   o   a r q u i v o 	 0_a r e t l e n e n i   A r _i v e   t a _1	    c h n   c h u y n   v  o   L u   t r 	 P i n d a h k a n   y a n g   d i t a n d a i   k e   A r s i p 	 P i n d a h   y a n g   d i t a n d a   k e   A r k i b 	 2	G		>		>	0	  .	G		  2	G	  	>				 	 	 	 M e g j e l  l t e k    t h e l y e z  s e   a z   a r c h  v u m b a 	 	 	 	 G e m a r k e e r d e   v e r p l a a t s e n   n a a r   a r c h i e f 	 	 	 M u t a r e   m e s a j   m a r c a t    n   A r h i v 	 	 	         	 	 	 ,'(,'J  9D'E*0'4*G  G'  (G  ('J'F	 	 	 							  					  								  					 	 	 	 	 	 	 	 	 S k u i f   g e m e r k t e   n a   A r g i e f 	 	 	 	 	 	 	 	 	 L e v i z   t e k   a r k i v a 	 									  		  					 	 	 	 	 	 	 	 M o v e r   m a r c a d o   a o   a r q u i v o   c o m p a c t a d o 	 	 	 	 	 	 	 	 M a r k a t u r i k o a   A r t x i b a t e g i r a   b i d a l i 	 I l i p a t   a n g   n a k a m a r k a   s a   A r c h i v e 	 M o v e r   m a r c a d o s   a o   a r q u i v o 	 P a g h a a   i h e   a k a r a   n a   e b e   n c h e k w a 	 A i s t r i g h   i a d   s i  d   a t    m a r c  i l t e   c h u i g   a n   g C a r t l a n n 
 
 S T R _ U M _ M U L T I _ O P _ M S G _ Q U E S T I O N _ M A R K _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 M e s s a g e   w i t h   q u e s t i o n   m a r k 	 m e s s a g e ( s ) ? 	 \
o`	 \Oo`	 I-'2!? 	  m e n s a j e ( s ) ? 	 m e s s a g e ( s ) ? 	 M i t t e i l u n g ( e n )   ? 	 A>>1I5=85( - O) ? 	 m e s s a g g i ? 	 'D13'D)  ( 'D13'&D) 	 m e n s a g e m ( n s )   ? 	 m e s a j   ( l a r ) ? 	 t i n   n h n ? 	 p e s a n ? 	 m e s e j   ? 	 8		&	G	6	? 	 	 	 	  z e n e t ? 	 	 	 	 b e r i c h t ( e n ) ? 	 	 	 m e s a j ( e ) ? 	 	 	 / ? 	 	 	 ~J'E( G') 	 	 	 						? 	 	 	 	 	 	 	 	 	 b o o d s k a p ( p e ) ? 	 	 	 	 	 	 	 	 	 M e s a z h   ( e t ) ? 	 						( 				) ? 	 	 	 	 	 	 	 	 m e n s a g e m ( n s ) ? 	 	 	 	 	 	 	 	 m e z u r i k ? 	 ( m g a )   m e n s a h e ? 	 m e n s a x e ( s ) ? 	 O z i   g a ? 	 t e a c h t a i r e a c h t ( a  ) ? 
 
 S T R _ U M _ M U L T I _ O P _ M S G _ I D 	 U n i f i e d M e s s a g e 	 P O P U P 	 M e s s a g e   s t r i n g 	 m e s s a g e ( s ) 	 \
o`	 \Oo`	 I-'2!	 m e n s a j e ( s ) 	 m e s s a g e ( s ) 	 M i t t e i l u n g ( e n ) 	 A>>1I5=85( 9) ? 	 m e s s a g g i 	 'D13'D)  ( 'D13'&D) 	 m e n s a g e m ( n s ) 	 m e s a j   ( l a r )   	 t i n   n h n 	 p e s a n 	 m e s e j 	 8		&	G	6	( s ) 	 	 	 	  z e n e t 	 	 	 	 b e r i c h t ( e n ) 	 	 	 m e s a j ( e )   	 	 	 / 	 	 	 ~J'E( G') 	 	 	 						  ( 				) 	 	 	 	 	 	 	 	 	 b o o d s k a p ( p e ) 	 	 	 	 	 	 	 	 	 M e s a z h   ( e t ) 	 						( 				) 	 	 	 	 	 	 	 	 m e n s a g e m ( n s ) 	 	 	 	 	 	 	 	 m e z u a ( k ) 	 ( m g a )   m e n s a h e 	 m e n s a x e ( s ) 	 O z i   g a ? 	 t e a c h t a i r e a c h t ( a  ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ M U L T I _ O P _ U N D E L E T E D _ I D 	 U n i f i e d M e s s a g e 	 P O P U P 	 m e s s a g e   c a n   n o t   b e   d e l e t e d 	 c a n n o t   b e   d e l e t e d 	 !ql*Rd	 el Rd	 D!H*2!2#%DI	 n o   p u e d e   b o r r a r s e 	 n e   p e u t   p a s    t r e   s u p p r i m  	 k a n n   n i c h t   g e l  s c h t   w e r d e n 	 =52>7<>6=>  AB5@5BL	 n o n   p u    e s s e r e   c a n c e l l a t o   	 D'  JECF  -0AG'	 n  o   p o d e   s e r   e l i m i n a d a 	 s i l i n e m i y o r 	 k h  n g   t h   x  a 	 t i d a k   d a p a t   d i h a p u s 	 t i d a k   b o l e h   d i h a p u s 	 .	?		>	/	>	  (	9	@		  	>	  8		$	>		 	 	 	 n e m   t  r  l h e t Q	 	 	 	 k a n   n i e t   v e r w i j d e r d   w o r d e n 	 	 	 n u   p o a t e   f i   _t e r s 	 	 	     	 	 	 'E'F  -0A  1/F  F3*	 	 	 				  						  		  	 	 	 	 	 	 	 	 	 k a n   n i e   g e s k r a p   w o r d   n i e 	 	 	 	 	 	 	 	 	 n u k   m u n d   t e   f s h i h e t 	 				  							 	 	 	 	 	 	 	 n  o   p o d e   s e r   e x c l u  d a 	 	 	 	 	 	 	 	 e z i n   d a   e z a b a t u 	 h i n d i   m a t a t a n g g a l 	 n o n   p o d e   b o r r a r s e 	 E n w e g h i   i k e   k a c h a p 	 n    f  i d i r   a   s c r i o s a d h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ M U L T I _ O P _ U N M O V E D _ I D 	 U n i f i e d M e s s a g e 	 P O P U P 	 m e s s a g e   c a n   n o t   b e   m o v e d 	 c a n n o t   b e   m o v e d 	 !qlyR	 elyR	 D!H*2!2#"I2"DI	 n o   p u e d e   m o v e r s e 	 n e   p e u t   p a s    t r e   d  p l a c  	 k a n n   n i c h t   v e r s c h o b e n   w e r d e n 	 =52>7<>6=>  ?5@5<5AB8BL	 n o n   p u    e s s e r e   s p o s t a t o   	 D'  JECF  FBDG'	 n  o   p o d e   s e r   m o v i d a 	 t a _1n a m 1y o r 	 k h  n g   t h   c h u y n 	 t i d a k   d a p a t   d i p i n d a h k a n 	 t i d a k   b o l e h   d i p i n d a h 	 2	G	  	>	/	>	  (	9	@		  	>	  8		$	>		 	 	 	 n e m   h e l y e z h e t Q   t 	 	 	 	 k a n   n i e t   v e r p l a a t s t   w o r d e n 	 	 	 n u   p o a t e   f i   m u t a t 	 	 	     	 	 	 'E'F  ,'(,'  F3*	 	 	 				  						  		  	 	 	 	 	 	 	 	 	 k a n   n i e   g e s k u i f   w o r d   n i e 	 	 	 	 	 	 	 	 	 n u k   m u n d   t e   l e v i z e t 	 		  			  							 	 	 	 	 	 	 	 n  o   p o d e   s e r   m o v i d a 	 	 	 	 	 	 	 	 e z i n   d a   m u g i t u 	 h i n d i   m a i l i l i p a t 	 n o n   p o d e   m o v e r s e 	 E n w e g h i   i k e   p a g h a 	 n    f  i d i r   a   a i s t r i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ M U L T I _ O P _ P R E S S _ S T A R 	 U n i f i e d M e s s a g e 	 C 2 6 7 _ 2 	 P r e s s   *   t o   s e l e c t   o r   u n s e l e c t   m e s s a g e 	 P r e s s   *   t o   o n / o f f 	 ˊ	c* ܕ	 	c*  _sQ	   *   @7H-@4/ 4	 P u l s e   *   p a r a   e n c e n d e r   /   a p a g a r 	 A p p u y e z   s u r   *   p o u r   s  l e c t i o n n e r / d  s e l e c t i o n n e r   l e   m e s s a g e 	 D r  c k e n   S i e   * ,   u m   e i n - / a u s z u s c h a l t e n 	 06<8B5  *   4;O  2:;NG5=8O  8  2K:;NG5=8O	 P r e m e r e *   p e r   a c c e n d e r e / s p e g n e r e 	 '6:7  9DI  *   DD*4:JD/ 'D%JB'A	 P r i m a   *   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a t m a k   i  i n   *   t u _u n a   b a s 1n . 	 H  y   n   *     m / t t 	 T e k a n   *   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 T e k a n   *   u n t u k   n y a l a / p a d a m 	 6	A	0	B	/ ,		&	  	0	(	G	  	G	  2	?		  *   &	,	>				 	 	 	 *   g o m b :   b e / k i 	 	 	 	 D r u k   o p   *   o m   i n   o f   u i t   t e   s c h a k e l e n 	 	 	 A p s a ci     *   p e n t r u   p o r n i r e / o p r i r e 	 	 	   *     / 	 	 	 (1'I  1H4F/ .'EH4  C1/F  *   1'  (A4'1J/	 	 	 				/ 				  				  *   						 	 	 	 	 	 	 	 	 D r u k   *   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 S h t y p   *   t e   f i k e s h   / t e   n d e z e s h 	 		/ 		  						  *   						 	 	 	 	 	 	 	 P r e s s i o n e   *   p a r a   l i g a r / d e s l i g a r 	 	 	 	 	 	 	 	 P i z t e k o / i t z a l t z e k o   *   s a k a t u 	 P i n d u t i n   a n g   *   u p a n g   i - o n / i - o f f 	 P r e m e r   *   p a r a   p r e n d e r / a p a g a r 	 P a   *   w e e   g b a n y e / g b a n y 	 B r  i g h   *   l e   c u r   a r   s i  l / a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ D E L E T E _ A L L _ A S K _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 Q u e r r y   t o   U s e r 	 R e m o v e   a l l ? 	 ydhQ	 ydhQ	 %1I+!	  E l i m i n a r   t o d o ? 	 S u p p r i m e r   t o u t  ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5? 	 E l i m i n a r e   t u t t o ? 	 E3-  'DCD	 E l i m i n a r   t u d o ? 	 T  m    s i l i n s i n   m i ?   	 X  a   t o  n   b ? 	 H a p u s   s e m u a ? 	 P a d a m   s e m u a ? 	 8	-	@	  9		>			?  	 	 	 	 T  r l i   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e ? 	 	 	   ? 	 	 	 GEG  -0A  4HF/	 	 	 					  						  			? 	 	 	 	 




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 
 S T R _ U C _ D E L E T E _ A S K _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 Q u e r r y   t o   U s e r 	 R e m o v e ? 	 yd	 yd	 %? 	  E l i m i n a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ?   	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 9		>			?  	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 						  			? 	 	 	 	 



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 
 S T R _ U C _ C O N N _ T Y P E _ M A X _ S I Z E _ R E A C H E D _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	   m a x i m u m   s i z e   a l l o w e d   i n   W A P   c o n n e c t i o n 	   m a x i m u m   s i z e   a l l o w e d   i n   W A P   c o n n e c t i o n 	   :NW A P #P}-NAQ1v g'Y:\[	 :NW A P ޏc-NAQv g'Y:\[	 2*9*85H-8
2C2#@
7H-!H-  W A P 	   t a m a  o   m  x i m o   p e r m i t i d o   p a r a   c o n e x i  n   W A P 	   t a i l l e   m a x i m a l e   a c c e p t  e   a v e c   c o n n e x i o n   W A P 	   m a x i m a l   z u g e l a s s e n e   G r   e   b e i   W A P - V e r b i n d u n g 	   <0:A8<0;L=K9  @07<5@  4;O  W A P - ?>4:;NG5=8O	 d i m e n s i o n e   m a s s i m a   c o n s e n t i t a   i n   c o n n e s s i o n e   W A P 	 -,E  B5HJ  E3EH-  D'*5'D  'DHJ(	   t a m a n h o   m  x i m o   p e r m i t i d o   n a   l i g a   o   W A P 	 W A P   b a l a n t 1s 1n d a   i z i n   v e r i l e n   m a k s i m u m   b o y u t     	 C   l n   n h t   c h o   p h  p   k t   n i   W A P 	   u k u r a n   m a k s i m u m   d i b o l e h k a n   d a l a m   s a m b u n g a n   W A P 	 s a i z   m a k s i m u m   d i b e n a r k a n   d a l a m   s a m b u n g a n   W A P 	 W A P   	(	G		M	6	(	  .	G		  	'	?		$	.	  		>	0	  	(	A	.	$	 	 	 	 	   a   l e g n a g y o b b   m e g e n g e d e t t   h o s s z   W A P   k a p c s o l a t   e s e t  b e n 	 	 	 	 m a x i m a   g e o o r l o o f d e   g r o o t t e   i n   W A P - v e r b i n d i n g 	 	 	   d i m e n s i u n e   m a x i m   a c c e p t a t    n   c o n e x i u n e a   W A P 	 	 	           W A P 	 	 	   -/'C+1  'F/'2G  E,'2  /1  '*5'D  W A P 	 	 	 W A P   									  								  								  				 	 	 	 W A P   







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	           	 u s a y i z i   w o k u g c i n a   o v u n y e l w e   e k u x h u m a n e n i   k w e - W A P 	 U b u k h u l u   b o b u n g a k a n a n i   b u v u n y e l w e   k u q h a g a m s h e l w a n o   l w e - W A P 	 S a i z i   y a   u p e o   w a   j u u   i n a y o r u h u s i w a   k a t i k a   u n g a n i s h o   l a   W A P 	   m a k s i m u m - g r o o t t e   v i r   W A P - v e r b i n d i n g   t o e g e l a a t 	   d i d ~i a u s i a s   W A P   r y ai u i   l e i s t i n a s   d y d i s 	   m a k s i m l a i s   a p j o m s ,   k a s   a t <a u t s   W A P   s a v i e n o j u m a m 	   m a k s i m a a l n e   l u b a t u d   m a h t   W A P    h e n d u s e l 	 W A P   tkaxtvext  ixula~an  a|a~elacxuv  ya}	       W A P   	   d i m e n s i u n e   m a x i m   p e r m i s    n   c o n e x i u n e   W A P 	 W A P   
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	 80M,>'?  >0  W A P   8/K(>0G  (A.K&?$	 m a d h e s i a   m a k s i m a l e   e   l e j u a r   n e   l i d h j e n   W A P 	 W A P   						  						  							  								  					 	 	 	 	 	 	 	   t a m a n h o   m  x i m o   p e r m i t i d o   n a   c o n e x  o   W A P 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ K B _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 K B 	 K B 	 CSMOCQD}	 CSW[	 K B 	 K B 	 K o 	 K B 	 	 K B 	 C  (	 K B 	 K B   	 K B 	 K B 	 K B 	 K B 	 	 	 	 K B 	 	 	 	 k B 	 	 	 K B 	 	 	 K B 	 	 	 K B 	 	 	 K B 	 	 	 	 K B 	 	 I - K B 	 I - K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 ?2	 K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 	 	 	 	 	 	 	 K B 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ C A N _ N O T _ P L A Y _ C O M P L E T E 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 U n i f i e d   c o m p o e s r   c a n   n o t   p l a y   c o m p l a t e   s t r i n g 	 M e d i a   m a y   n o t   b e   p l a y e d   c o m p l e t e l y .   C o n t i n u e ? 	 ZԚ	gSd>e
N[te/f&T|~~	 ZSO	gSd>e
N[te/f&T~~	 *7H--2D!H*2!2#@%HDI*!9#L  3H-+#7-D!H? 	 N o   s e   p u e d e   r e p r o d u c i r   e l   m e d i o   c o m p l e t a m e n t e .    D e s e a   c o n t i n u a r ? 	 I m p o s s i b l e   d e   l i r e   l e   s u p p o r t   m u l t i m  d i a   e n   e n t i e r .   C o n t i n u e r   ? 	 M e d i e n   k  n n e n   n i c h t   v o l l s t  n d i g   w i e d e r g e b e n   w e r d e n .   F o r t s e t z e n ? 	 >A?@>8725AB8  >1J5:B  F5;8:><  =52>7<>6=>.   @>4>;68BL? 	 I m p o s s i b i l e   r i p r o d u r r e   o g g e t t o   m u l t i m e d i a l e   c o m p l e t o ,   O K ? 	 *901  *4:JD  'DH3J7  CDJ)K.   '3*E1'1	 O   o b j e c t o   m u l t i m  d i a   p o d e r    n  o   s e r   t o t a l m e n t e   r e p r o d u z i d o .   C o n t i n u a r ? 	 O r t a m   t a m a m e n    a l 1n a m 1y o r .   D e v a m   e t ? 	 K h  n g   t h   p h  t   h o  n   c h n h   a   p . t i n .   T i p   t c ? 	 M e d i a   m u n g k i n   t i d a k   d a p a t   d i p u t a r   s e c a r a   l e n g k a p .   L a n j u t k a n ? 	 M e d i a   m u n g k i n   t i d a k   d a p a t   d i m a i n   s e p e n u h n y a .   T e r u s k a n ? 	 9	K	  8		$	>	  9	H	  	?	  .	@	!	?	/	>	  	K	  *	B	0	@	  $	0	9	  (	9	@		  	2	>	/	>	  	>	  8		G	,   	>	0	@	  0		G		?  	 	 	 	 E l k  p z e l h e t Q,   h o g y   a   m  d i a f  j l   n e m   j  t s z h a t    l e   e g  s z  b e n .   F o l y t a t j a ? 	 	 	 	 M e d i u m   k a n   n i e t   v o l l e d i g   g e s p e e l d   w o r d e n ,   D o o r g a a n ? 	 	 	 O b i e c t u l   m e d i a   n u   p o a t e   f i   r e d a t    n    n t r e g i m e .   A c c e p t a ci ? 	 	 	                 .     ? 	 	 	 'E'F  /'1/  13'FG  /13*  ~.4  F1//.   9EDJ'*  '/'EG  J'(/	 	 	 						  			  												  						  				  		d	  						  					? 	 	 	 	 






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? 	 "         ,   ?  	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 @4H!5H-"9H-5@!%2!%8H!	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 C a n ' t   p l a y   c o m p l e t e   m e d i a   o b j e c t , O K ? 	 	 	 	 								  						  							  				  				  						,   			? 	 	 	 	 	 	 	 	 M  d i a   n  o   p o d e   s e r   r e p r o d u z i d a   p o r   c o m p l e t o .   C o n t i n u a r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ I N S E R T _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 I n s e r t   o b j e c t   w h e n   e d i t i n g 	 I n s e r t 	 ceQ	 ceQ	 C*H	 I n s e r t a r 	 I n s  r e r 	 E i n f  g e n 	 AB028BL	 I n s e r i s c i 	 '/.'D	 I n t r o d u z i r 	 T a k 	 N h p   v  o 	 	 M a s u k k a n 	 !	>	2	G			 	 	 	 B e s z  r  s 	 	 	 	 I n v o e g e n 	 	 	 I n s e r a r e 	 	 	 	 	 	(	M	8	0	M		  	0	>		 /1,	 /'.D  ,&	 	 						  					 *
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	 	 F a k a 	 F a k a 	 I n g i z a 	 V o e g   i n 	 .t e r p t i 	 I e s p r a u s t 	 L i s a 	 Feanel	 	 I n s e r a r e 	 

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	 8(M(?,G6  0(M$A	 	 										  				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ S L I D E _ O P T I O N _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 S l i d e   r e l a t e d   o p t i o n   m e n u ,   e x . g o   t o   s o m e   s l i d e ,   d e l e t e   s l i d e 	 S l i d e   o p t i o n s 	 bx	 ub	y	 1'@%7-*D%L	 O p c i o n e s   d e   p r e s e n t a c i  n 	 O p t i o n s   d e   d i a p o 	 D i a o p t i o n e n 	 0@0<5B@K  A;094>2	 O p z i o n i   d i a p o s i t i v a 	 .J'1'*  'D*5A-	 O p   e s   d a   a p r e s e n t a   o   d e   d i a p o s i t i v o s 	 S l a y t   s e  e n e k l e r i 	 C h n   t r t 	 	 O p s y e n   l u n c u r 	 8	M	2	>		!	  5	?		2	M	*		 	 	 	 D i a   l e h e t Qs  g e k 	 	 	 	 D i a o p t i e s 	 	 	 O p ci u n i   d i a p o z i t i v e 	 	 	   	 	 8	M	2	>		!	  *	0	M	/	>	/		 2JFG  G'I  '3D'J/	 3D'&  '.*'1	       	 						  							 8
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	   	 S l i d e   o p t i o n s 	 S l i d e   o p t i o n s 	 S l i d e   o p t i o n s 	 S k y f i e - o p s i e s 	 S l i d e   o p t i o n s 	 S l i d e   o p t i o n s 	 S l i d e   o p t i o n s 	 S l i d e   o p t i o n s 	 S l i d e   o p t i o n s 	 S l i d e   o p t i o n s 	 	 	 	 						  											 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ S E N D _ O P T I O N _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 O p t i o n   m e n u   f o r   s e t t i n g   M M S   s e n d   r e l a t e d   i n f o ,   e x .   V a l i d i t y   p e r i o d ,   s t a u s   r e p o r t 	 S e n d   o p t i o n s 	 Px	 S	y	 1'@%7-2#*H	 O p c i o n e s   d e   e n v  o 	 O p t i o n s   d  e n v o i 	 O p t i o n e n   s e n d e n 	 0@0<5B@K  >B?@02:8	 I n v i a   o p z i o n i 	 .J'1'*  'D'13'D	 O p   e s   d e   e n v i o 	 G  n d e r m e   s e  e n e k l e r i 	 C h n   g i 	 	 O p s y e n   h a n t a r 	 8	G		!	  5	?		2	M	*		 	 	 	 K  l d  s i   l e h e t Qs  g e k 	 	 	 	 V e r z e n d o p t i e s 	 	 	 O p ci u n i   e x p e d i e r e 	 	 	   	 	 *	>	 	5	>	  *	0	M	/	>	/		 2JFG  G'I  A13*'/F	 (,F  '  '.*'1	     	 						  											 -
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 S T R _ U C _ M E S S A G E _ T Y P E _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   t y p e ,   M M S   o r   S M S 	 M e s s a g e   t y p e 	 
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4I-'2!	 T i p o   d e   m e n s a j e 	 T y p e   d e   m e s s a g e 	 M i t t e i l u n g s t y p 	 "8?  A>>1I5=8O	 T i p o   m e s s a g g i o 	 FH9  'D13'D)	 T i p o   d e   m e n s a g e m 	 M e s a j   t  r  	 L o i   t i n   n h n 	 	 J e n i s   m e s e j 	 8		&	G	6	  *	M	0		>	0		 	 	 	  z e n e t   t  p u s a 	 	 	 	 b e r i c h t t y p e 	 	 	 T i p   m e s a j 	 	 	   	 	 8		&	G	6	  *	M	0		>	0		 FH9  ~J'E	 ~:'E  D	   	 							  				 8
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 
 S T R _ U C _ A D D _ E M A I L _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 A d d   E m a i l   a d d r e s s 	 A d d   E m a i l   a d d r e s s 	 ReQP[N0W@W	 mR5uP[N0W@W	 @4H!5H-"9H-5@!%	 A g r e g a r   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A j o u t e r   a d r e s s e   E m a i l 	 E - M a i l a d r e s s e   h i n z u f  g e n 	 >1028BL  04@5A  M;5:B@>==>9  ?>GBK	 A g g i u n g i   i n d i r i z z o   e - m a i l 	 '6'A)  9FH'F  'D(1J/  'D'DC*1HFJ	 A d i c i o n a r   e n d e r e  o   d e   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a   a d r e s i   e k l e 	 T h  m     a   c h   t h   i n   t 	 	 T a m b a h   a l a m a t   E - m e l 	 	.	G	2	  *	$	>	  	K	\	G		 	 	 	 	 E - m a i l   h o z z  a d  s a 	 	 	 	 E - m a i l a d r e s   t o e v o e g e n 	 	 	 A d u g a r e   a d r e s   d e   e - m a i l 	 	 	       	 	 	- .	G	2	  *	$	>	  	K	!		 'A2H/F  F4'FI  1'J'F'EG	 '  ED  ~*  '6'A  ,&	       	 				  						  					  					 
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 S T R _ U C _ D E L E T E _ S L I D E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 d e l e t e   s l i d e 	 D e l e t e   s l i d e 	 *Rddk	  Rddku	 %*D%L	 E l i m i n a r   d i a p o s i t i v a 	 S u p p r i m e r   u n e   d i a p o 	 D i a   l  s c h e n 	 #40;8BL  A;094	 E l i m i n a   d i a p o s i t i v a   	 E3-  5A-)	 E l i m i n a r   d i a p o s i t i v o 	 S l a y t 1  s i l   	 X  a   t r a n g   n  y 	 H a p u s   s l i d e 	 H a p u s   s l a i d 	 8	M	2	>		!	  9		>				 	 	 	 D i a   t  r l  s e 	 	 	 	 D i a   v e r w i j d e r e n 	 	 	 ^t e r g e r e   d i a p o z i t i v 	 	 	   	 	 8	M	2	>		!	  *	A	8	B	(	  	>		>		 -0A  '3D'J/	 3D'&Ey'&	     	 						  					  					 8
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	 8M2H!M  $J2?*A.A	 840;8B8  A;094	 







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	   	 S u s a   i s i l a y d i 	 C i m a   i s l a y d i 	 F u t a   s l a i d i 	 S k r a p   s k y f i e 	 `a l i n t i   s k a i d r 	 D z s t   s l a i d u 	 K u s t u t a   s l a i d 	 Kv{el  }laudh	   	 ^t e r g e r e   d i a p o z i t i v 	 8
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 
 S T R _ U C _ P R E V I O U S _ S L I D E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 g o   t o   p r e v i o u s   s l i d e 	 P r e v i o u s   s l i d e 	 MR N	 MR Nu	 *D%LH-+I2	 D i a p o s i t i v a   a n t e r i o r 	 D i a p o   p r  c  d e n t e 	 V o r h e r i g e s   D i a 	 @54K4CI89  A;094	 D i a p o s i t i v a   p r e c e d e n t e 	 5A-)  'D3'(B)	 D i a p o s i t i v o   a n t e r i o r 	 B i r    n c e k i   s l a y t   	 T r t   t r c 	 S l i d e   s e b e l u m n y a 	 S l a i d   s e b e l u m n y a 	 *	?		2	>	  8	M	2	>		!		 	 	 	 E l Qz Q  d i a 	 	 	 	 V o r i g e   d i a 	 	 	 D i a p o z i t i v u l   a n t e r i o r 	 	 	   	 	 *	B	0	M	5	  8	M	2	>		!		 '3D'J/  B(DI	 3'(B  3D'&	     	 										  							 *
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	   	 I s i l a y d i   e s i d l u l e 	 I s l a y d i   s a n g a p h a m b i l i 	 S l a i d i   i l i o p i t a 	 V o r i g e   s k y f i e 	 A n k s t e s n   s k a i d r 	 I e p r i e k aj a i s   s l a i d s 	 E e l m i n e   s l a i d 	 Famxd  }laud	   	 D i a p o z i t i v u l   a n t e r i o r 	 .
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 
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 
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 
 S T R _ U C _ T O _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 T o 	 T o 	 6eNN	 6eNN	 6	 P a r a 	 A 	 A n 	 ><C	 A   	 'DJ	 P a r a 	 K i m e 	 T i 	 K e p a d a 	 K e p a d a 	 	B		 	 	 	 C  m z e t t 	 	 	 	 N a a r 	 	 	 C t r e 	 	 	 	 	 	!	G	: 	 (G	 (./E*	 	 						 (
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	 	 K u y a   k u 	 K u 	 K w a 	 A a n 	 K a m 	 K a m 	 A d r e s s a a t 	 Ht` 	 - : 	 C t r e 	 T o 	 *>A	 	 			 	 	 	 	 	 	 	 P a r a 
 
 S T R _ U C _ C C _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 c a r b o n   c o p y 	 C c 	 oR,g	 b	 *3@2	 C c 	 C c 	 K o p i e   a n 	 >?8O	 C C 	 F3.)  +'FJ)	 C c 	 C c 	 C c 	 C c 	 S k 	 8	@	8	@		 	 	 	 M  s o l a t o t   k a p : 	 	 	 	 C c 	 	 	 C c 	 	 	 	 	 8	@	8	@		 1HFH4*	 3  3  	 	 					 8
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 
 S T R _ U C _ B C C _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 B l i n d   c a r b o n   c o p y 	 B c c 	 [NoR,g	 [	 *3@2%1	 B c c 	 C c i 	 B l i n d k o p i e   a n 	 !	 C C N 	 F3.)  +'FJ)  31J)	 B c c 	 B c c 	 B c c 	 B c c 	 S k t 	 ,	@	8	@	8	@		 	 	 	 T i t k o s   m  s o l a t : 	 	 	 	 B c c 	 	 	 B c c 	 	 	   	 	 ,	@	8	@	8	@		 1HFH4*  ~FG'F	 (  3  3	 	 							 ,
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 
 S T R _ U C _ R E C I P I E N T S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e c i p i e n t s 	 R e c i p i e n t s 	 MO6eNN	 MO6eNN	 9I#1	 D e s t i n a t a r i o s 	 D e s t i n a t a i r e s 	 E m p f  n g e r 	 >;CG0B5;8	 D e s t i n a t a r i 	 E3*DE	 D e s t i n a t  r i o s 	 A l 1c 1l a r 	 N g i   n h n 	 P e n e r i m a 	 P e n e r i m a 	 *	>	(	G	  5	>	2	G		 	 	 	 C  m z e t t e k 	 	 	 	 O n t v a n g e r s 	 	 	 D e s t i n a t a r i 	 	 	 	 	 8	M	5	@		>	0	#	>	0	>		 J1F/'F	 ~'F  H'D	 	 						  	 *
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 S T R _ U C _ M S G _ D E T A I L _ R E C I P I E N T S _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 T h e   t o t a l   n u m b e r   o f   r e c i p i e n t s 	 N u m b e r   o f   r e c i p i e n t s : 	 6eNNxev	 6eNNpev	 3'9I#1: 	 C a n t i d a d   d e   d e s t i n a t a r i o s : 	 N o .   d e   d e s t i n a t a i r e s   : 	 A n z a h l .   d e r   E m p f  n g e r : 	 >;8G5AB2>  ?>;CG0B5;59	 N .   d i   d e s t i n a t a r i : 	 9//  'DE3*DEJF: 	 N  m e r o   d e   d e s t i n a t  r i o s : 	 A l 1c 1  s a y 1s 1: 	 S   n g i   n h n : 	 J u m l a h   p e n e r i m a : 	 B i l a n g a n   p e n e r i m a : 	 *	>	(	G	  5	>	2	K		  	G	  (		,	0	: 	 	 	 	 C  m z e t t e k   s z  m a : 	 	 	 	 A a n t a l   o n t v a n g e r s : 	 	 	 N u m r   d e s t i n a t a r i : 	 	 	   : 	 	 8	M	5	@		>	0	#	>	0	>	  (		. 	 *9/'/  1F/'F: 	 ~'F  H'DH  '  FE(1	   	 								  						:   	 *
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	   	 O k u k h e t h w a y o   k o k u y a   k u 	 I y a   k o k u n y e 	 K w a   c h a g u z i 	 A a n - o p s i e s 	  K a m    p a r i n k t y s 	 U z   o p c i j m 	 A d r e s s a a d i   v a l i k u d 	 4ezk  hvavve	 T o -     	 O p ci u n i   c t r e 	 
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 	 *M0>*M$G7A  ,?3M*A!?	 	 		  											 	 	 	 	 	 	 	 O p   e s   d e    P a r a  
 
 S T R _ U C _ C C _ O P T I O N _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E 	 T h e   t i t l e   w h e n   s e l e c t   a d d r e s s   t y p e   d u r i n g   e d i t   C c   f i e l d 	 C c   o p t i o n s 	 oR,gx	 oR,g	y	 1'@%7-  *3@2	 O p c i o n e s   C c 	 O p t i o n s   C c 	 K o p i e   a n - O p t i o n e n 	 0@0<5B@K  ?>;O  ? >?8O? 	 O p z i o n i   C C 	 .J'1'*  'DF3.)  'D+'FJ)	 O p   e s   C c 	 C c   s e  e n e k l e r i 	 C h n   g i   C c 	 P i l i h a n   C c 	 O p s y e n   S k 	 8	@	8	@	  5	?		2	M	*		 	 	 	 M  s o l a t   l e h e t Qs  g e k 	 	 	 	 C c - o p t i e s 	 	 	 O p ci u n i   C c 	 	 	   " " 	 	 8	@	8	@	  *	0	M	/	>	/		 2JFG  G'I  1HFH4*	 3  3  '.*'1	     	 				  											 8
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	 . .   	 O k u k h e t h w a y o   k w e - C c 	 O k u n y e   k w e C c 	 C h a g u z i   z a   C c 	 C c - o p s i e s 	  K o p i j o s    p a r i n k t y s 	 C c   o p c i j a s 	 K o o p i a   v a l i k u d 	 Jasevk  xraotav  hvavve	   	 O p ci u n i   C c 	 C c   
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 
 S T R _ U C _ B C C _ O P T I O N _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E 	 T h e   t i t l e   w h e n   s e l e c t   a d d r e s s   t y p e   d u r i n g   e d i t   B c c   f i e l d 	 B c c   o p t i o n s 	 [NoR,gx	 [NoR,g	y	 1'@%7-  *3@2%1	 O p c i o n e s   B c c 	 O p t i o n s   C c i 	 B l i n d k o p i e   a n - O p t i o n e n 	 0@0<5B@K  ?>;O  ? !? 	 O p z i o n i   C C N 	 .J'1'*  'DF3.)  'D+'FJ)  'D31J)	 O p   e s   B c c 	 B c c   s e  e n e k l e r i 	 C h n   g i   B c c 	 P i l i h a n   B c c 	 O p s y e n   S k t 	 ,	@	8	@	8	@	  5	?		2	M	*		 	 	 	 T i t k o s   m  s o l a t   l e h e t Qs  g e k 	 	 	 	 B c c - o p t i e s 	 	 	 O p ci u n i   B c c 	 	 	   "   " 	 	 ,	@	8	@	8	@	  *	0	M	/	>	/		 2JFG  G'I  1HFH4*  ~FG'F	   (  3  3  '.*'1	     	 						  											 ,
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	 . . .   	 O k u k h e t h w a y o   k w e - B c c 	 O k u n y e   k w e B c c 	 C h a g u z i   z a   B c c 	 B c c - o p s i e s 	  N e m a t o m o s   k o p i j o s    p a r i n k t y s 	 B c c   o p c i j a s 	 S a l a k o o p i a   v a l i k u d 	 ?xu  zasevk  xraotav  hvavve	     	 O p ci u n i   B c c 	 B c c   
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 
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NP	 2I-'2!@4	 T a m a  o   d e   m e n s a j e   s u p e r a d o 	 T a i l l e   d e   m e s s a g e   d  p a s s  e 	 M i t t e i l u n g s g r   e    b e r s c h r e i t e t 	  07<5@  A>>1I5=8O  ?@52KH5=	 D i m e n s i o n e   m a s s i m a   d e l   m e s s a g g i o   s u p e r a t a 	 -,E  'D13'D)  E*,'H2)	 T a m a n h o   d a   m e n s a g e m   e x c e d i d o 	 M e s a j   b o y u t u    o k   f a z l a 	 C   t i n   n h n      n   g i i   h n 	 U k u r a n   p e s a n   t e r l a m p a u i 	 S a i z   m e s e j   d i l a m p a u i 	 8		&	G	6	  	>	  		>	0	  	'	?		 	 	 	 	  z e n e t m  r e t   t  l l  p v e 	 	 	 	 B e r i c h t   t e   l a n g 	 	 	 D e p _i r e   d i m e n s i u n e   m e s a j 	 	 	     	 	 8		&	G	6	  		>	0	  	'	?		  	G	2	G		 *,'H2  '2  'F/'2G  ~J'E	 ~:'E  '  3'&2  ('&	     	 							  				  											 8
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	     	 U s a y i z i   w o m b i k o   u y e q a 	 U b u n g a k a n a n i   b o m y a l e z o   b u g q i t h i s i w e 	 S a i z i   y a   u j u m b e   u m e z i d i s h w a 	 B o o d s k a p g r o o t t e   o o r s k r y 	 V i r ay t a s   p r a n e ai m o   d y d i s 	 Z i Fo j u m a   g a r u m s   p r s n i e g t s 	 S  n u m i   m a h t    l e t a t u d 	 @arxdacxiuav  ya}h  ceafav~an  g	     	 D i m e n s i u n e   m e s a j   d e p _i t 	 8
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 
 S T R _ U C _ R E S T R I C T E D _ M O D E _ M S G _ S I Z E _ E X C E E D _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 T h e   c u r r e n t   m s g   s i z e   e x c e e d s   t h e   s i z e   l i m i t a t i o n   o f   r e s t r i c t e d   m o d e 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d s 	 }/!j_P6R
o`'Y\]T
NP	 !j_P6ROo`'Y\]
NP	 B+!2#*#I2  2I-'2!@4531	 M o d o   d e   c r e a c i  n ,   t a m a  o   d e   m e n s a j e   s u p e r a d o 	 M o d e   d e   c r  a t i o n ,   t a i l l e   d e   m e s s a g e   d  p a s s  e 	 E r s t e l l u n g s m o d u s ,   M i t t e i l u n g s g r   e    b e r s c h r e i t e t 	   2K1@0==><  @568<5  40==>5  459AB285  70?@5I5=>	 M o d a l i t    d i   c r e a z i o n e ,   d i m e n s i o n r   m a s s i m a   d e l   m e s s a g g i o   s u p e r a t a 	 -/  FE7  'D*9/JD,   D'  JECF  '6'A)	 M o d o   d e   c r i a   o ,   t a m a n h o   d a   m e n s a g e m   e x c e d i d o 	 O l u _t u r m a   m o d u ,   m e s a j   b o y u t u    o k   f a z l a 	 H n   c h   b i  n   s o n ,   c   t i n   n h n      t   n   g i i   h n   c h o   p h  p 	 M o d u s   p e m b u a t a n ,   u k u r a n   p e s a n   t e r l a m p a u i 	 M o d   p e m b u a t a n ,   s a i z   m e s e j   d i l a m p a u i 	 	M	0	?		6	(	  .	K	!	:   8		&	G	6	  		>	0	  8	G	  	'	?			 	 	 	 L  t r e h o z  s   m  d ,    z e n e t m  r e t   t  l l  p v e 	 	 	 	 C r e a t i e m o d u s ,   b e r i c h t   t e   l a n g 	 	 	 M o d   C r e a r e ,   d e p _i r e   d i m e n s i u n e   m e s a j 	 	 	   ,       	 	 	 -'D*  'J,'/  *,'H2  '2  'F/'2G  ~J'E	 	 	 							  						,   							  							  											 	 	 	 







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	      	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 S k e p m o d u s ,   b o o d s k a p g r o o t t e   o o r s k r y 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d 	 	 	 	 									  			,   							  				  							  						 	 	 	 	 	 	 	 M o d o   d e   c r i a   o ,   t a m a n h o   d e   m e n s a g e m   e x c e d i d o 
 
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o`zz
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NNO(uƉU_P	 2I-'2!5H@+%7-D!H@5"-*3+#1@#7H-16'45B-	 E l   e s p a c i o   r e s t a n t e   p a r a   m e n s a j e s   n o   e s   s u f i c i e n t e   p a r a   g r a b a r   v  d e o 	 L a   t a i l l e   d e   m e s s a g e   r e s t a n t e   n  e s t   p a s   a s s e z   p o u r   l  e n r e g i s t r e u r   v i d  o 	 R e s t l i c h e   M i t t e i l u n g s g r   e   r e i c h t   n i c h t   f  r   V i d e o r e k o r d e r 	 AB02H53>AO  <5AB0  =54>AB0B>G=>  4;O  4>102;5=8O  2845>	 D i m e n s i o n e   r i m a n e n t e   d e l   m e s s a g g i o   i n s u f f i c i e n t e   p e r   l a   r e g i s t r a z i o n e   v i d e o 	 'D-,E  :J1  C'AJ, 9DJ  #BD3 0 C	 O   t a m a n h o   d a   m e n s a g e m   n  o      s u f i c i e n t e   p a r a   v i d e o g r a v a d o r 	 K a l a n   m e s a j   b o y u t u   v i d e o   k a y d e d i c i   i  i n   y e t e r l i   d e i l   	 K h  n g   g i a n   k h  n g       s   d n g   V i d e o 	 U k u r a n   p e s a n   y a n g   t e r s i s a   t i d a k   c u k u p   u n t u k   p e r e k a m   v i d e o 	 B a k i   s a i z   m e s e j   t i d a k   c u k u p   u n t u k   p e r a k a m   v i d e o   	 	K	!	<	G	  		  8		&	G	6	  	>	  		>	0	  5	@	!	?	/	K	  0	?		I	0	M	!	0	  	G	  2	?		  *	0	M	/	>	*	M	$	  (	9	@		  9	H		 	 	 	 A   f e n n m a r a d     z e n e t   m  r e t e   n e m   e l e g e n d Q  a   v i d e o r  g  t Qn e k 	 	 	 	 R e s t e r e n d e   b e r i c h t g r o o t t e   i s   n i e t   g e n o e g   v o o r   v i d e o r e c o r d e r 	 	 	 S p a ci u l   r m a s   d i n   d i m e n s i u n e a   m e s a j u l u i   n u   e s t e   s u f i c i e n t   p e n t r u   f i _i e r u l   v i d e o 	 	 	             	 	 	 'F/'2G  ~J'E  ('BJE'F/G  (1'I  AJDE(1/'1I  C'AI  FJ3*	 	 	 						  						  							  					  					  										  				  						  			 	 	 	 



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NP	 '2!"2'+!2"@%@4531*9*8	 L o n g i t u d   m a x .   d e   n  m e r o   s u p e r a d a 	 L o n g u e u r   d e   n o m b r e   m a x .   d  p a s s  e 	 M a x i m a l e   N u m m e r n l  n g e    b e r s c h r i t t e n 	 !;8H:><  4;8==K9  =><5@	 L u n g h e z z a   m a s s i m a   d i   n u m e r o   s u p e r a t a 	 7HD  'D1BE  7HJD  ,/'	 C o m p r i m e n t o   d o   n  m e r o   e x c e d i d o 	 M a k s i m u m   n u m a r a   u z u n l u u   a _1l d 1	   d  i   s   v t   q u    n g n g   c h o   p h  p 	 P a n j a n g   n o m o r   m a k s i m u m   t e r l a m p a u i 	 P a n j a n g   n o m b o r   m a k s i m u m   d i l a m p a u i 	 	'	?		$	.	  8			M	/	>	  2		,	>		  8	.	>	*	M	$		 	 	 	 A   s z  m   h o s s z  s  g a   t  l l  p v e 	 	 	 	 N u m m e r   t e   l a n g 	 	 	 A ci   d e p _i t   l u n g i m e a   m a x i m   a   n u m r u l u i   d e   t e l e f o n 	 	 	     	 	 	 *,'H2  '2  -/'+1  /1'2'  4E'1G	 	 	 							  								  							  							  						 	 	 	 





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	   	 F u n d a   i r i p h o t h i 	 F a k a   i s l a y d i   e s i t s h a 	 S o m a   r i p o t i 	 L e e s v e r s l a g 	 S k a i t y t i   a t a s k a i t 	 L a s i e t   a t s k a i t i 	 L o e   r a p o r t i t 	 ?adalx  feoxu	     	 R a p o r t   d e   c i t i r e 	 1
?
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	 ,?,0#@  *"(M$A	 	 									  				 	 	 	 	 	 	 	 L e r   r e l a t  r i o 
 
 S T R _ U C _ D E L I V E R Y _ R E P O R T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 D e l i v e r y   r e p o r t   o n / o f f   s e t t i n g   i n   m m s   s e t t i n g 	 D e l i v e r y   r e p o r t 	 P1XJT	 SbJT	 #2"22#*H	 I n f o r m e   d e   e n t r e g a 	 R a p p o r t   d e   r  c e p t i o n 	 S e n d e b e r i c h t 	 BG5B  >  4>AB02:5	 R a p p o r t o   d i   c o n s e g n a 	 *3DJE  'D*B1J1	 R e l a t  r i o   d e   e n t r e g a 	 T e s l i m   r a p o r u   	 G i   b  o   c  o 	 L a p o r a n   p e n g i r i m a n 	 L a p o r a n   p e n g h a n t a r a n 	 !	G	2	?	5	0	@	  0	?	*	K	0	M			 	 	 	 K  z b e s  t  s i   j e l e n t  s 	 	 	 	 A f l e v e r i n g s v e r s l a g 	 	 	 R a p o r t   d e   r e m i t e r e 	 	 	   	 	 *	>	 	5	?	2	M	/	>		>	  0	?	*	K	0	M			 2'14  *-HJD	 ~FF    1~H1y	   	 								  										 -
>
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	 !F2?50@  0?*K0MM	 2VB  ?@>  4>AB02:C	 






  





	   	 I r i p h o t h i   y o k u d i l i v a 	 F u n d a   i n g x e l o 	 R i p o t i   z a   u w a s i l i s h a j i 	 A f l e w e r i n g s v e r s l a g 	 P r i s t a t y m o   a t a s k a i t a 	 P i e g d e s   a t s k a i t e 	 S a a t m i s a r u a n n e 	 1|atav  feoxu	     	 R a p o r t   d e   r e m i t e r e 	 !
F
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	 ,?$0#  0?*K0M	 	 								  							 	 	 	 	 	 	 	 R e l a t  r i o   d e   e n t r e g a 
 
 S T R _ U C _ V A L I D I T Y _ P E R I O D _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 V a l i d i t y   p e r i o d   i n   m m s   s e t t i n g 	 V a l i d i t y   p e r i o d 	 O(uggQ	 O(ugQ	 
H'@'%2@G	 P e r i o d o   d e   v a l i d e z 	 P  r i o d e   d e   v a l i d i t  	 G  l t i g k e i t s d a u e r 	 !@>:  459AB28O	 P e r i o d o   d i   v a l i d i t  	 E/)  5D'-J)	 P e r  o d o   d e   v a l i d a d e 	 G e  e r l i l i k   s  r e s i 	 T h i   g i a n   s   d n g 	 P e r i o d e   v a l i d i t a s 	 T e m p o h   k e s a h a n   	 5	H	'	$	>	  	5	'	?	 	 	 	 	  r v  n y e s s  g i   i d Q	 	 	 	 G e l d i g h e i d s d u u r 	 	 	 P e r i o a d   d e   v a l a b i l i t a t e 	 	 	 	 	 5	H	'	  	>	3		 E/*  '9*('1	 .*E  HF    E/*	   	 						  							 5
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	 F2>.#?  >2	 5@V>4  4VW	 








  






	   	 I s i k h a t h i   s o k u b a   n e q i n i s o 	 I x e s h a   e l i s e m t h e t h w e n i 	 K i p i n d i   c h a   u h a l a l i 	 G e l d i g h e i d s t y d p e r k 	 G a l i o j i m o   l a i k o t a r p i s 	 D e r +g u m a   p e r i o d s 	 K e h t i v u s p e r i o o d 	 Na~eaoavxiuav  jatoe	     	 P e r i o a d   d e   v a l a b i l i t a t e 	 8
>
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>
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
	 ,H'$>  8._	 	 					  				 	 	 	 	 	 	 	 P e r  o d o   d e   v a l i d a d e 
 
 S T R _ U C _ D E L I V E R Y _ T I M E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 M e s s a g e   d e l i v e r y   t i m e   s e t t i n g   i n   m m s   s e t t i n g 	 D e l i v e r y   t i m e 	 PBf	 Se	 @'%25H*H	 H o r a   d e   e n t r e g a 	 D u r  e   d e   l i v r a i s o n 	 S e n d e z e i t 	 @5<O  4>AB02:8	 O r a   d i   c o n s e g n a 	 HB*  'D*3DJE	 H o r a   d e   e n t r e g a 	 T e s l i m   s  r e s i   	 T h i   g i a n   g i   i 	 W a k t u   p e n g i r i m a n 	 M a s a   p e n g h a n t a r a n 	 !	?	2	@	5	0	@	  	>		.	   	 	 	 	 K  z b e s  t  s   i d Qp o n t j a 	 	 	 	 A f l e v e r i n g s t i j d 	 	 	 O r a   e x p e d i e r i i 	 	 	   	 	 *	>	 	5	?	2	M	/	>		>	  5	G	3		 2E'F  *-HJD	 ~FF  '  HB*	   	 								  				 -
G

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
	 !F2?50@  H.M	 '0A  4>AB02:8	 






  


	   / 	 I s i k h a t h i   s o k u d i l i v a 	 I x e s h a   l o h a m b i s o 	 M u d a   w a   k u w a s i l i s h a 	 A f l e w e r i n g s t y d 	 P r i s t a t y m o   t r u k m 	 P i e g d e s   l a i k s 	 K  t t e t o i m e t a m i s e   a e g 	 1|atav  jatavao	   	 O r   d e   l i v r a r e 	 !
F
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  8
.
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
	 ,?$0#  8._	 	 								  				 	 	 	 	 	 	 	 T e m p o   d e   e n t r e g a 
 
 S T R _ U C _ V A L I D I T Y _ P E R I O D _ 1 _ H O U R _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   v a l i d i t y   p e r i o d   t o   1   h o u r 	 1   h o u r 	 1 \Bf	 1 \e	 1   
1H'B!	 1   h o r a 	 1   h e u r e 	 1   S t u n d e 	 1   G0A	 1   o r a 	 3'9)	 1   h o r a 	 1   s a a t 	 1   g i 	 1   j a m 	 1   j a m 	 		  			>		 	 	 	 1    r a 	 	 	 	 1   u u r 	 	 	 1   o r 	 	 	   	 	 1   $	>	8	. 	   1   3'9*	 1 Fy	 1   	 	  						 1   
p

>
	 1   	 1   3>48=0	 1   



	 1   	 1   i h o r a 	 I y u r e   e - 1 	 s a a   1 	 1   u u r 	 1   v a l . 	 1   s t u n d a 	 1   t u n d 	 1   jat	 1   	 1   o r 	 1   .
#
?

M

B
0
M
	 1   #M>	 	 1   						 	 	 	 	 	 	 	 1   h o r a 
 
 S T R _ U C _ V A L I D I T Y _ P E R I O D _ 6 _ H O U R _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   v a l i d i t y   p e r i o d   t o   6   h o u r s 	 6   h o u r s 	 6 \Bf	 6 \e	 6   
1H'B!	 6   h o r a s 	 6   h e u r e s 	 6   S t u n d e n 	 6   G0A>2	 6   o r e 	 6   3'9)	 6   h o r a s 	 6   s a a t 	 6   g i 	 6   j a m 	 6   j a m 	  6   			G		 	 	 	 6    r a 	 	 	 	 6   u u r 	 	 	 6   o r e 	 	 	 6   	 	 	 6   3'9*	 	 6   	 	  						 6   
p

G
	 	 	 6   



	 6   	 6   a m a h o r a 	 I i y u r e   e z i - 6 	 M a s a a   6 	 6   u r e 	 6   v a l . 	 6   s t u n d a s 	 6   t u n d i 	 6   jat	 6   	 6   o r e 	 6   .
#
?

M

B
0
M
	 6   #M>	 	 6   						 	 	 	 	 	 	 	 6   h o r a s 
 
 S T R _ U C _ V A L I D I T Y _ P E R I O D _ 1 2 _ H O U R _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   v a l i d i t y   p e r i o d   t o   1 2   h o u r s 	 1 2   h o u r s 	 1 2 \Bf	 1 2 \e	 1 2   
1H'B!	 1 2   h o r a s 	 1 2   h e u r e s 	 1 2   S t u n d e n 	 1 2   G0A>2	 1 2   o r e 	 1 2   3'9)	 1 2   h o r a s 	 1 2   s a a t 	 1 2   g i 	 1 2   j a m 	 1 2   j a m 	  1 2   			G	 	 	 	 	 1 2    r a 	 	 	 	 1 2   u u r 	 	 	 1 2   o r e 	 	 	 1 2   	 	 1 2   $	>	8		 1 2   3'9*	 1 2 Fy	 1 2   	 		  						 1 2   
p

G
	 1 2   2A	 1 2   3>48=	 1 2   



	 1 2   	 1 2   a m a h o r a 	 I i y u r e   e z i l i - 1 2 	 M a s a a   1 2 	 1 2   u r e 	 1 2   v a l . 	 1 2   s t u n d a s 	 1 2   t u n d i 	 1 2   jat  	 1 2   	 1 2   o r e 	 1 2   .
#
?

M

B
0
M
	 1 2   #M>	 	 1 2   						 	 	 	 	 	 	 	 1 2   h o r a s 
 
 S T R _ U C _ V A L I D I T Y _ P E R I O D _ 1 _ D A Y _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   v a l i d i t y   p e r i o d   t o   1   d a y 	 1   d a y 	 1 )Y	 1 )Y	 1   '1  	 1   d  a 	 1   j o u r 	 1   T a g 	 1   45=L	 1   g i o r n o 	 JHE	 1   d i a 	 1   g  n 	 1   n g  y 	 1   h a r i 	 1   h a r i 	  1   &	?	(	 	 	 	 	 1   n a p 	 	 	 	 1   d a g 	 	 	 1   z i 	 	 	   	 	 1   &	?	(		 1   1H2	 1 /F	 1   	 	  				 1   &
?
(
	 1   0KA	 1   45=L	 1   



	 1   	 1   u s u k u 	 U s u k u   0 - 1 	 S i k u   1 	 1   d a g 	 1   d i e n a 	 1   d i e n a 	 1   p  e v 	 1   	 1   	 1   z i 	 1   &
?
5
8

	 1   &?(	 	 1   				 	 	 	 	 	 	 	 1   d i a 
 
 S T R _ U C _ V A L I D I T Y _ P E R I O D _ 1 _ W E E K _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   v a l i d i t y   p e r i o d   t o   1   w e e k 	 1   w e e k 	 1 1	 1 hT	 1   *12+L	 1   s e m a n a 	 1   s e m a i n e 	 1   W o c h e 	 1   =545;O	 1   s e t t i m a n a 	 #3(H9	 1   s e m a n a 	 1   h a f t a 	 1   t u n 	 1   m i n g g u 	 1   m i n g g u 	  1   8	*	M	$	>	9	 	 	 	 	 1   h  t 	 	 	 	 1   w e e k 	 	 	 1   s p t m  n 	 	 	   	 	 1   8	*	M	$	>	9		 1   GA*G	 1 A*	 1   	 	  							 1   9
+
$
>
	 1   5>0	 1   B86=5=L	 1   








	 1 	 1   i v i k i 	 I v e k i   e - 1 	 W i k i   1 	 1   w e e k 	 1   s a v a i t 	 1   n e d <a 	 1   n  d a l 	 1   wabai	 1   	 1   s p t m  n 	 1   
4
M

	 1   8*M$>9	 	 1   							 	 	 	 	 	 	 	 1   s e m a n a 
 
 S T R _ U C _ D E L I V E R Y _ T I M E _ I M M E D I A T E _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   d e l i v e r y   t i m e   t o   i m m e d i a t e 	 I m m e d i a t e 	 zsS	 zsS	 15	 I n m e d i a t o 	 I m m  d i a t 	 S o f o r t 	 5<54;5==>	 I m m e d i a t o 	 AH1J	 I m e d i a t a 	 A c i l 	 L p   t c 	 S e g e r a 	 S e g e r a 	 $	$	M		>	2		 	 	 	 A z o n n a l i 	 	 	 	 D i r e c t 	 	 	 I m e d i a t 	 	 	 	 	 $	>	$	M		>	3		 (D'A'5DG	 AH1	 	 									  	 
q

&
.
	 $M7#	 5309=>	 





	 	 N g o k u s h e s h a 	 K u f u p h i   k a n y e 	 M a r a   m o j a 	 O n m i d d e l l i k 	 T u o j a u   p a t 	 N e k a v j o t i e s 	 V a h e t u 	 1vtk{aze}	 	 I m e d i a t 	 $
$
M

M
7
#

	 $A0(M$	 	 											 	 	 	 	 	 	 	 I m e d i a t o 
 
 S T R _ U C _ D E L I V E R Y _ T I M E _ 1 _ H O U R _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   d e l i v e r y   t i m e   t o   1   h o u r 	 1   h o u r   l a t e r 	 1 \Bf_	 1 \eT	 1   
1H'B!H-!2	 1   h o r a   d e s p u  s 	 1   h e u r e   p l u s   t a r d 	 N a c h   1   S t u n d e 	 '5@57  1   G0A	 1   o r a   d o p o 	 3'9)	 1   h o r a   d e p o i s 	 1   s a a t   s o n r a 	 1   g i 	 1   j a m   k e m u d i a n 	 1   j a m   k e m u d i a n 	  1   			G	  	G	  ,	>	&	   	 	 	 	 1    r  v a l   k  s Qb b 	 	 	 	 1   u u r   l a t e r 	 	 	 D u p   1   o r 	 	 	       	 	 1   $	>	8	#	M	/	>	$		 1   3'9*  (9/	 '  Fy  E  	 1     	 	  							 1   
p

G
  5
?

	 1   2K	 '5@57  1   3>48=C	 1   



  


	 1     	 e m v a   k w a   1   i h o r a 	 E m v a   k w e y u r e   e - 1 	 S a a   1   b a a d a y e 	 1   u u r   l a t e r 	 P o   1   v a l a n d o s 	 1   s t u n d u   v l k 	 1   t u n d   h i l j e m 	 1   jat  pex	 1     	 D u p   1   o r 	 1   .
#
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(
A
  6
G
7

	 1   #M>  *0G	 	 1   					  							 	 	 	 	 	 	 	 1   h o r a   m a i s   t a r d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ D E L I V E R Y _ T I M E _ 1 2 _ H O U R _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   d e l i v e r y   t i m e   t o   1 2   h o u r s 	 1 2   h o u r s   l a t e r 	 1 2 \Bf_	 1 2 \eT	 1 2   
1H'B!H-!2	 1 2   h o r a s   d e s p u  s 	 1 2   h e u r e s   p l u s   t a r d 	 N a c h   1 2   S t u n d e n 	 '5@57  1 2   G0A>2	 1 2   o r e   d o p o 	 1 2   3'9)	 1 2   h o r a   d e p o i s 	 1 2   s a a t   s o n r a   	 1 2   g i 	 1 2   j a m   k e m u d i a n 	 1 2   j a m   k e m u d i a n 	  1 2   			G		  ,	>	&	   	 	 	 	 1 2    r  v a l   k  s Qb b 	 	 	 	 1 2   u u r   l a t e r 	 	 	 D u p   1 2   o r e 	 	 	 1 2       	 	 1 2   $	>	8	#	M	/	>	$		 1 2   3'9*  (9/	 1 2 Fy  E	 1 2     	 		  							 1 2   
p

G
  5
?

	 1 2   22K	 '5@57  1 2   3>48=	 1 2   



  


	 1 2     	 e m v a   k w a   1 2   a m a h o r a 	 E m v a   k w e e y u r e   e z i l i - 1 2 	 M a s a a   1 2   b a a d a y e 	 1 2   u r e   l a t e r 	 P o   1 2   v a l a n d s	 1 2   s t u n d a s   v l k 	 1 2   t u n d i   h i l j e m 	 1 2   jat  pex	 1 2     	 D u p   1 2   o r e 	 1 2   .
#
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
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  6
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7

	 1 2   #M>  *0G	 	 1 2   					  							 	 	 	 	 	 	 	 1 2   h o r a s   m a i s   t a r d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ D E L I V E R Y _ T I M E _ 2 4 _ H O U R _ I D 	 U n i f i e d C o m p o s e r 	 C 0 5 7 _ 1 	 S e t   d e l i v e r y   t i m e   t o   2 4   h o u r s 	 2 4   h o u r s   l a t e r 	 2 4 \Bf_	 2 4 \eT	 2 4   
1H'B!H-!2	 2 4   h o r a s   d e s p u  s 	 2 4   h e u r e s   p l u s   t a r d 	 N a c h   2 4   S t u n d e n 	 '5@57  2 4   G0A0	 2 4   o r e   d o p o 	 2 4   3'9)	 2 4   h o r a   d e p o i s 	 2 4   s a a t   s o n r a 	 2 4   g i 	 2 4   j a m   k e m u d i a n 	 2 4   j a m   k e m u d i a n 	  2 4   			G	  ,	>	&		 	 	 	 2 4    r  v a l   k  s Qb b 	 	 	 	 2 4   u u r   l a t e r 	 	 	 D u p   2 4   d e   o r e 	 	 	 2 4       	 	 2 4   $	>	8	#	M	/	>	$		 2 4   3'9*  (9/	 2 4 Fy  E	 2 4     	 		  							 2 4   
p

G
  5
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
	 2 4   22K	 '5@57  2 4   3>48=8	 2 4   



  


  	 2 4     	 e m v a   k w a   2 4   a m a h o r a 	 E m v a   k w e e y u r e   e z i n g a m a - 2 4 	 M a s a a   2 4   b a a d a y e 	 2 4   u r e   l a t e r 	 P o   2 4   v a l a n d s	 2 4   s t u n d a s   v l k 	 2 4   t u n d i   h i l j e m 	 2 4   jat  pex	 2 4     	 D u p   2 4   d e   o r e 	 2 4   .
#
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1
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(
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  6
G
7

	 2 4   #M>  *0G	 	 2 4   					  							 	 	 	 	 	 	 	 2 4   h o r a s   m a i s   t a r d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ F A I L _ T O _ I N S E R T _ S I G N A T U R E _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 F a i l e d   t o   I n s e r t   S i g n a t u r e " ,   " F a i l   t o   i n s e r t   M M S   s i g n a t u r e 	 F a i l e d   t o   i n s e r t   s i g n a t u r e 	 ceQ=|
T1YWe	 ceQ~{
T1Y%	 C*H%2"@GD!HDI	 E r r o r   a l   i n s e r t a r   l a   f i r m a 	 E c h e c   d  i n s e r t i o n   d e   s i g n a t u r e 	 S i g n a t u r   k o n n t e   n i c h t   e i n g e f  g t   w e r d e n 	 5  C40;>AL  2AB028BL  ?>4?8AL	 I m p o s s i b i l e   i n s e r i r e   f i r m a 	 A4D  AJ  '/.'D  'D*HBJ9	 F a l h a   a o   i n t r o d u z i r   a s s i n a t u r a 	 0m z a y 1  e k l e y e m e d i   	 C h  n   c h   k    t h t   b i 	 G a g a l   m e n y i s i p k a n   t a n d a   t a n g a n 	 G a g a l   m e m a s u k k a n   t a n d a t a n g a n 	 8	?		M	(	G		0	  !	>	2	>	  (	9	@		  	>	  8		>	 	 	 	 	 A l   r  s   s i k e r t e l e n   b e s z  r  s a 	 	 	 	 K a n   g e e n   h a n d t e k e n i n g   i n v o e g e n 	 	 	 I n s e r a r e a   s e m n t u r i i   n u   a   r e u _i t 	 	 	     	 	 9	8	M	$	>		M	7	0	  	(	8	0	M		  	0	#	M	/	>	$	  	8	.	0	M	%		 /1,  'E6'  F'EHAB  (H/	 /3*.7  /'.D  1F'  F''E	     	 								  							  				  							 &
8
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  
8
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	 8?M(G0M  (M  80MM  G/!  5?+2.H&?	 5  240;>AO  2AB028B8  ?V4?8A	 


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 S T R _ U C _ M A X _ T E M P L A T E _ A L R E A D Y _ P R E S E N T _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 T e m p l a t e   l i s t   a l r e a d y   f u l l 	 T e m p l a t e   l i s t   a l r e a d y   f u l l 	 {,gnU]n	 !jgRh]n	 #2"2#@!@%@G!A%I'	 L i s t a   d e   p l a n t i l l a s   l l e n a 	 L i s t e   d e s   m o d  l e s   d  j    p l e i n e 	 S c h a b l o n e n l i s t e   b e r e i t s   v o l l 	 !?8A>:  H01;>=>2  70?>;=5=  F5;8:><	 E l e n c o   m o d e l l i   g i    p i e n o 	 B'&E)  'DFE'0,  EED$)	 L i s t a   d e   m o d e l o s   c h e i a 	 ^a b l o n   l i s t e s i   d o l u   	 D a n h   s  c h   m u      y 	 D a f t a r   t e m p l a t e   t e l a h   p e n u h 	 S e n a r a i   t e m p l a t   t e l a h   p e n u h   	 	G	.	M	*	M	2	G		  8	B		@	  *	B	0	@	  9	K	  	A		@	  9	H		 	 	 	 A   s a b l o n l i s t a   m  r   m e g t e l t 	 	 	 	 S j a b l o o n l i j s t   a l   v o l 	 	 	 L i s t   _a b l o a n e   p l i n 	 	 	       	 	 	 AG13*  'DH  ~J4*1  ~14/G	 	 	 						  				  									  									 	 	 	 








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 S T R _ U C _ S T O R A G E _ F I L E _ I O _ E R R O R _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 F i l e   I O   E r r o r 	 F i l e   I O   e r r o r 	 jHhX[S1YWe	 eNX[S1Y%	 D%L  I O   4%2	 E r r o r   d e   E S   d e   a r c h i v o 	 E r r e u r   E S   f i c h i e r 	 D a t e i - E / A - F e h l e r 	 H81:0  D09;>2>3>  22>40- 2K2>40	 E r r o r e   f i l e   I O 	 A4D  AJ  *H5D  'DEDA	 E r r o   I O   a o   n  v e l   d o   f i c h e i r o 	 D o s y a   I O   h a t a s 1  	 L u   t p   t h t   b i 	 K e s a l a h a n   p a d a   f i l e   I O 	 R a l a t   f a i l   I O 	 +	>		2	  I O   $	M	0	A		?		 	 	 	 F  j l   I O   h i b a 	 	 	 	 F o u t   b i j   b e s t a n d   I O 	 	 	 E r o a r e   f i _i e r   I O 	 	 	   F i l e   I O 	 	 	 .7'  /1  /1HF/'/- (1HF/'/  ~1HF/G	 	 	 				  I O   							 	 	 	 



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	   I O   	 I p h u t h a   l e f a y e l a   I O 	 I m p a z a m o   y e f a y l e - I O 	 H i t i l a f u   y a   I O   y a   f a i l i 	 L  e r - I O - f o u t 	 F a i l o   I O   k l a i d a 	 F a i l a   I O   k <kd a 	 F a i l i   I O   t  r g e 	 Vaulk  veantav/ aantav  }mal	   I O   	 E r o a r e   I O   l a   f i _i e r 	 +
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 S T R _ U C _ S T O R A G E _ F U L L _ M S G _ C O N T E N T _ L O S S _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 S t o r a g e   F u l l ,   m e s s a g e   c o n t e n t   l o s t 	 M e m o r y   f u l l .   M e s s a g e   c o n t e n t   l o s t 	 aԚ]n0  
o`gQ[z1Y	 X[Pzz]n0Oo`Q[W1Y	 +H'"'2!3@G!  @7I-+2I-'2!+2"	 A l m a c e n a m i e n t o   c o m p l e t o .   E l   c o n t e n i d o   d e l   m e n s a j e   s e   h a   p e r d i d o 	 S t o c k a g e   p l e i n .   C o n t e n u   d u   m e s s a g e   p e r d u 	 S p e i c h e r   v o l l .   M i t t e i l u n g s i n h a l t   v e r l o r e n 	 0<OBL  70?>;=5=0.   !>45@68<>5  A>>1I5=8O  CB5@O=>	 S p a z i o   e s a u r i t o .   C o n t e n u t o   m e s s a g g i o   p e r s o   	 'D0'C1)  EED$)    E9DHE'*  'D13'D)  EABH/)	 M e m  r i a   c h e i a .   O   c o n t e  d o   d a   m e n s a g e m   p e r d e u - s e 	 H a f 1z a   d o l u .   M e s a j   i  e r i i   k a y b o l d u   	 B   n h   y .   N   d u n g   t i n   n h n   b   t n   h i 	 M e m o r i   p e n u h .   K o n t e n   p e s a n   h i l a n g . 	 I n g a t a n   p e n u h .   K a n d u n g a n   m e s e j   t e r h i l a n g 	 .	G	.	0	@	  *	B	0	M	#	.   8		&	G	6	  			G			  2	A	*	M	$	 	 	 	 	 A   m e m  r i a   m e g t e l t .   A z    z e n e t   t a r t a l m a   e l v e s z e t t 	 	 	 	 G e h e u g e n   v o l ,   b e r i c h t   i s   v e r l o r e n   g e g a a n 	 	 	 M e m o r i e   p l i n .   C o n ci n u t u l   m e s a j u l u i   a   f o s t   _t e r s 	 	 	     .       	 	 8		0		M	7	#	  *	B	0	M	#	!   8		&	G	6	  5	?	7	/	  	9	>	#		 -'A8G  ~1  '3*.   E*F  ~J'E  '2EJ'F  1A*	 E-AH8  1F    ,  ~1  ~:'E  E4*ED'*  6'&9	       	 							  								d	  							  									  						  				  	 8

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i a m a   M M S 	 S kt a   M M S 	 S a a d a n   M M S - i 	 M M S - k  xraoxt	 M M S -   	 E x p e d i e r e   M M S 	 M M S   
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 
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 
 S T R _ U C _ S E N D _ S U C C E S S _ S A V E _ F A I L 	 U n i f i e d C o m p o s e r 	 P O P U P 	 M e s s a g e   i s   s e n t   s u c c e s s f u l l y   b u t   f a i l   t o   s a v e d   i t 	 S e n t   b u t   s a v e   f a i l e d 	 ]|vFO2QX[1YWe	 ]SFOOX[1Y%	 *HA%I'AH1@G%I!@+%'	 E n v i a d o   p e r o   e r r o r   a l   g u a r d a r 	 E n v o y    m a i s    c h e c   d  e n r e g i s t r e m e n t 	 G e s e n d e t ,   a b e r   S p e i c h e r n   f e h l g e s c h l a g e n 	 B?@02;5=>,   =>  =5  A>E@0=5=>	 I n v i a t o   m a   s a l v a t a g g i o   f a l l i t o 	 *E  'D'13'D  H  DCF  A4D  AJ  'D-A8	 E n v i a d a   m a s   n  o   f o i   p o s s  v e l   g u a r d a r 	 G  n d e r i l d i   a n c a k   k a y d e d i l e m e d i 	    g i   n h n g   k h  n g   l u   c 	 T e r k i r i m   n a m u n   g a g a l   t e r s i m p a n 	 D i h a n t a r   t e t a p i   g a g a l   s i m p a n 	 -	G		>	  	/	>	  2	G		?	(	  8	G	5	  	0	(	G	  .	G		  	8	.	0	M	%	 	 	 	 	 E l k  l d v e ,   d e   a   m e n t  s e   s i k e r t e l e n 	 	 	 	 V e r z o n d e n   m a a r   o p s l a g   m i s l u k t 	 	 	 M e s a j u l   a   f o s t   e x p e d i a t ,    n s   s a l v a r e a   n u   a   r e u _i t 	 	 	         	 	 8		&	G	6	  *	M	0	G	7	?	$	  *	0		$	A	  8	G	5	M	9	  	8	.	0	M	%		 A13*'/G  4/  HDI  0.J1G  F'EHAB  (H/	 D'  '  DF  E-AH8  F''E	       	 							  						  								  				  							 -
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	 ,       	 K u t h u n y e l w e   k o d w a   u k u g c i n a   k u h l u l e k i l e 	 T h u n y e l w e   k o d w a   u g c i n o   l u p h a n z i l e 	 I m e t u m w a   l a k i n i   i m e s h i n d w a   k u h i f a d h i 	 G e s t u u r   m a a r   n i e   g e b e r g   n i e 	 .as i ss t a ,   t a 
i a u   /r a ay t i   n e p a v y k o 	 N o s kt +t s ,   b e t   s a g l a b t   n e i z d e v s 	 S a a d e t u d ,   k u i d   s a l v e s t a m i n e   n u r j u s 	 Hrao~an  g,   }aoauv  yk  zapzav~an	 ,         	 E x p e d i a t ,    n s   s a l v a r e a   n u   a   r e u _i t 	 
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 
 S T R _ U C _ S E N D _ F A I L _ S A V E _ S U C C E S S 	 U n i f i e d C o m p o s e r 	 P O P U P 	 S e n d   m e s s a g e   f a i l ,   s a v e   i t   t o   o u t b o x 	 N o t   s e n t ,   s a v e d   i n   O u t b o x 	 P1YWe]2QX[[N{	 S1Y%]OX[SN{	 D!HDI*H  1@GC%H---	 N o   e n v i a d o ,   a l m a c e n a d o   e n   b u z  n   d e   s a l i d a 	 P a s   e n v o y  ,   e n r e g i s t r    d a n s   B o  t e   d  e n v o i 	 N i c h t   g e s e n d e t ,   i m   P o s t a u s g a n g   g e s p e i c h e r t 	 5  >B?@02;5=>.   !>E@0=5=>  2  ?0?:5  ? AE>4OI85? 	 N o n   i n v i a t o ,   s a l v a t o   t r a   i   m e s s a g g i   i n   u s c i t a 	 DE  J*E  'D'13'D, -A8  AJ  5F/HB  'D-A8	 N  o   e n v i a d a ,   g u a r d a d a   n a   p a s t a   A   e n v i a r 	 G  n d e r i l m e d i ,   G i d e n   K u t u s u n a   k a y d e d i l d i 	 K h  n g   g i   c ,      l u   v  o   h p   t h   i 	 T i d a k   t e r k i r i m ,   t e r s i m p a n   d i   K o t a k   k e l u a r 	 T I d a k   d i h a n t a r ,   d i s i m p a n   d a l a m   K o t a k   K e l u a r 	 -	G		>	  (	9	@		  	/	>	,   				,	I		M	8	  .	G		  8	G	5	  	?	/	>		 	 	 	 N i n c s   m e n t v e ,   d e   t  r o l v a   a   K i m e n Q   z e n e t e k   k  z  t t 	 	 	 	 N i e t   v e r z o n d e n ,   b l i j f t   i n   P o s t v a k   u i t 	 	 	 M e s a j   n e e x p e d i a t ,   d a r   s a l v a t    n   c s u c  i e _i r i 	 	 	   ,         	 	 *	M	0	G	7	?	$	  (	>	9	@	,   				,	I		M	8	  .	'	M	/	G	  8	G	5	M	9	  	0	>		 A13*'/G  F4/  /1  A13*'/FJG'  0.J1G  4/	 (,'  F  ,'3'  "$y  (H3  E  '3yH1  H'	   	 							  		,   			  					    							 -
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 
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	 *M0>*M$0M$M$>M  8M_>  $?M0.  2>	 	 													  						  							  						 	 	 	 	 	 	 	 E x t e n s  o   m  x i m a   d e   n  m e r o   e x c e d i d a 	 	 	 	 	 	 	 	 H a r t z a i l e - k o p u r u   g e h i e g i 	 N a l a g p a s a n   a n g   p i n a k a m a r a m i n g   d a m i   n g   p a d a d a l h a n 	 N  m e r o   m  x i m o   d e   d e s t i n a t a r i o s   s u p e r a d o 	 N n a t a   o z i   o l e   a c h r   a g a f e e l a 	 U a s l  o n   n a   b h f a i g h t e o i r    s  r a i t h e 
 
 S T R _ U C _ G O _ T O _ S O M E _ S L I D E _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 G o   t o   s o m e   s l i d e 	 G o   t o   s o m e   s l i d e 	 MR_g	 ۏeQgu	 D5H*D%LC*D%L+6H	 I r   a   l a   d i a p o s i t i v a   p r i n c i p a l 	 A l l e r      u n e   d i a p o 	 Z u   e i n i g e n   D i a s   w e c h s e l n 	 5@59B8  :  A;094C	 A n d a r e   a   d i a p o s i t i v a 	 'D0G'(  'DJ  'J  5A-)	 I r   p a r a   d i a p o s i t i v o s 	 S l a y t a   g i t   	 n   t r a n g   n  o    	 B u k a   b e b e r a p a   s l i d e 	 P e r g i   k e   b e b e r a p a   s l a i d 	 	?	8	@	  8	M	2	>		!	  *	0	  	>				 	 	 	 U g r  s   e g y   d i  r a 	 	 	 	 G a   n a a r   e e n   d i a 	 	 	 M e r g e ci   l a   u n   d i a p o z i t i v 	 	 	       	 	 	>	9	@	  8	M	2	>		!	  	!	G	  	>		 (31':  '3D'J/  /J1  (1H	 F/  3D'&  E  ,'&	       	 			  				  							  				 
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	 &H(>  8M2H!AA  5F3M2A.A	 5@59B8  4>  ?52=>3>  A;094C	 





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	      	 Y i y a   k u m a s l a y d i 	 Y i y a   k w e z i n y e   i z l a y d i 	 N e n d a   k w a   s l a i d i   f u l a n i 	 G a a n   n a   s e k e r e   s k y f i e 	 E i t i   /  k u r i   n o r s   s k a i d r 	 D o t i e s   u z   k d u   s l a i d u 	 M i n e   m  n e   s l a i d i   j u u r d e 	 1vvel  xxwaok  }laudk	     	 S a l t   l a   d i a p o z i t i v 	 
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	 ??  8M2>!A  />(M$A	 	 							  								  					 	 	 	 	 	 	 	 V    a   u m   s l i d e 	 	 	 	 	 	 	 	 D i a p o s i t i b a   b a t e r a   j o a n 	 P u m u n t a   s a   i l a n g   s l i d e 	 I r   a   a l g u n h a   d i a p o s i t i v a 	 G a a   n a   f d   s l a i d 	 G a b h   c h u i g   s l e a m h n  n    i g i n 
 
 S T R _ U C _ P H B _ N U M B E R _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   n u m b e r   f r o m   p h o n e b o o k   w h e n   e d i t i n g   m e s s a g e 	 P h o n e b o o k   n u m b e r 	 q_x	 5u݋Sx	 +!2"@%*!8B#(1L	 N  m e r o   d e   a g e n d a   t e l e f  n i c a 	 N u m  r o   d e   r  p e r t o i r e    l e c t r o n i q u e 	 T e l e f o n b u c h n u m m e r 	 ><5@  87  B5;5D>==>9  :=838	 N u m e r o   i n   r u b r i c a 	 1BE  /DJD  'DG'*A	 N  m e r o   d a   l i s t a   t e l e f  n i c a 	 T e l e f o n   r e h b e r i   n u m a r a s 1  	 S   i n   t h o i 	 J u m l a h   B u k u   t e l e p o n 	 N o m b o r   b u k u   t e l e f o n 	 +	K	(	,	A		  (		,	0		 	 	 	 T e l e f o n k  n y v b e n   l  v Q  s z  m 	 	 	 	 N u m m e r   i n   t e l e f o o n b o e k 	 	 	 N u m r   d i n   a g e n d 	 	 	     	 	 +	K	(	,	A		  (		,	0		 4E'1G  /1  /A*1G  *DAF	 AHF  (  FE(1	     	 						  						 +
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	      	 I n a m b a   y e f o n i b h u k u 	 N o m b o l o   y e n c w a d i   y e f o w n i 	 N a m b a r i   y a   k i t a b u   c h a   s i m u 	 F o o n b o e k n o m m e r 	 T e l e f o n o   k n y g o s   n u m e r i s 	 T e l e f o n u   g r m a t a s   n u m u r s 	 N u m b e r   t e l e f o n i r a a m a t u s t 	 @ata  pe|amx}ack	     	 N u m r   a g e n d   t e l e f o n i c 	 +
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 
 S T R _ U C _ P H B _ N A M E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   n a m e   f r o m   p h o n e b o o k   w h e n   e d i t i n g   m e s s a g e 	 P h o n e b o o k   n a m e 	 q?|Y
T	 5u݋?|Y
T	 
7H-*!8B#(1L	 N o m b r e   d e   a g e n d a   t e l e f  n i c a 	 N o m   d e   r  p e r t o i r e    l e c t r o n i q u e 	 T e l e f o n b u c h n a m e 	 <O  87  B5;5D>==>9  :=838	 N o m e   i n   r u b r i c a 	 '3E  /DJD  'DG'*A	 N o m e   d a   l i s t a   t e l e f  n i c a 	 T e l e f o n   r e h b e r i   a d 1	 T  n   d a n h   b 	 N a m a   B u k u   t e l e p o n 	 N a m a   b u k u   t e l e f o n 	 +	K	(	,	A		  (	>	.		 	 	 	 T e l e f o n k  n y v   n e v e 	 	 	 	 N a a m   i n   t e l e f o o n b o e k 	 	 	 N u m e   d i n   a g e n d 	 	 	     	 	 +	K	(	,	A		  (	>		5			 F'E  /1  /A*1G  *DAF	 AHF  (  F'E	     	 						  				 +
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	      	 I g a m a   l e f o n i b h u k u 	 I g a m a   l e n c w a d i   y e f o w n i 	 J i n a   l a   k i t a b u   c h a   s i m u 	 F o o n b o e k n a a m 	 T e l e f o n o   k n y g o s   p a v a d i n i m a s 	 T e l e f o n u   g r m a t a s   n o s a u k u m s 	 N i m i   t e l e f o n i r a a m a t u s t 	 1vxv  pe|amx}ack	     	 N u m e   a g e n d   t e l e f o n i c 	 +
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	 +K(,9?  (>.	 	 											  				 	 	 	 	 	 	 	 N o m e   d a   a g e n d a   t e l e f  n i c a 	 	 	 	 	 	 	 	 I z e n a 	 P a n g a l a n   n g   p h o n e b o o k 	 N o m e   d a   a x e n d a 	 A h a   f o n b u k 	 A i n m   a n   l e a b h a i r   f  i n 
 
 S T R _ U C _ B O O K M A R K _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   b o o k m a r k   w h e n   e d i t i n g   m e s s a g e 	 B o o k m a r k s 	 fd|	 fN~{	 8J!2#L	 M a r c a d o r 	 S i g n e t s 	 L e s e z e i c h e n 	 0:;04:0	 S e g n a l i b r i 	 9D'E)	 F a v o r i t o s 	 Y e r   i m i   	  n h   d u 	 P e n a n d a 	 P e n a n d a   b u k u 	 ,	A		.	>	0	M			 	 	 	 K  n y v j e l z Qk 	 	 	 	 B l a d w i j z e r s 	 	 	 M a r c a j 	 	 	 	 	 ,	A		.	>	0	M			 F4'FG  0'1JG'	 (  E'1    	     	 								  					 ,
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	  	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o e k m e r k e 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 	 	 	 													 	 	 	 	 	 	 	 M a r c a d o r e s   d e   p  g i n a 	 	 	 	 	 	 	 	 L a s t e r m a r k a k     	 M g a   b o o k m a r k 	 M a r c a d o r e s 	 B u k m a a k 	 L e a b h a r m h a r c a n n a 
 
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I7I5H	 M e m o r i a   l l e n a .   L a   o p e r a c i  n   n e c e s i t a   e s p a c i o . 	 M  m o i r e   p l e i n e .   L ' o p  r a t i o n   n  c e s s i t e   d e   l ' e s p a c e 	 S p e i c h e r m e d i u m   v o l l .   D e r   V o r g a n g   b e n  t i g t   S p e i c h e r p l a t z   	 0<OBL  70?>;=5=0.   ;O  >?5@0F88  =5>1E>48<>  A2>1>4=>5  <5AB>	 A r c h i v i a z i o n e   p i e n a .   Q u e s t a   o p e r a z i o n e   r i c h i e d e   s p a z i o 	 'DE3'-)  EED$), 'D9ED  J-*',  'DJ  'DE3'-)	 M e m  r i a   c h e i a .   E s t a   o p e r a   o   n e c e s s i t a   d e   e s p a  o 	 H a f 1z a   d o l u .   0_l e m i n   b o _  y e r e   i h t i y a c 1  v a r .   	 B   n h   y . T h a o   t  c   n  y   c n   k h  n g   g i a n 	 M e m o r i   p e n u h .   P e n g o p e r a s i a n   m e m e r l u k a n   r u a n g   	 S t o r a n   p e n u h .   O p e r a s i   m e m e r l u k a n   r u a n g 	 8	M		K	0	G		  *	B	0	M	#	d	  	*	0	G	6	(	  	K	  	>	2	@	  8	M	%	>	(	  	>	9	?		d		 	 	 	 A   m e m  r i a   m e g t e l t .   A   m qv e l e t h e z   s z a b a d   h e l y   s z  k s  g e s 	 	 	 	 O p s l a g   v o l .   E r   i s   r u i m t e   n o d i g   v o o r   d e   b e w e r k i n g 	 	 	 M e m o r i e   p l i n .   O p e r a ci a   n e c e s i t   s p a ci u 	 	 	   .             	 	 	 -'A8G  ~1  '3*.   9EDJ'*  FJ'2  (G  A6'  /'1/  	 	 	 							  							  								  d	  		  									  					  				  					  							 	 	 	 










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gRhV>e	 @4#L@'-#LD!L@-2L	 T i e m p o   d e   e s p e r a   d e   s e r v i d o r   e x p i r a d o . 	 E x p i r a t i o n   d u   s e r v e u r 	 S e r v e r - A u s z e i t 	 @5<O  >6840=8O  A5@25@0  8AB5:;>	 T i m e o u t   d e l   s e r v e r 	 E9/'*  'D./E)  'DHB*  E*,'H2)	 L i m i t e   d e   t e m p o   d o   s e r v i d o r 	 S u n u c u   z a m a n   a _1m 1	 M  y   p h c   v   q u    g i 	 W a k t u   s e r v e r   h a b i s 	 T a m a t   m a s a   p e l a y a n 	 8	0	M	5	0	  8	.	/	  8	.	>	*	M	$		 	 	 	 K i s z o l g  l    i d Qt  l l  p  s e 	 	 	 	 T i m e - o u t   b i j   s e r v e r 	 	 	 T i m p u l   p e n t r u   s e r v e r   a   e x p i r a t 	 	 	     	 	 8	0	M	5	M	9	0	  	>		.						 EGD*  '1*('7  ('  31H1	 31H1    y'&E  "$y	       	 							  								 8
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gRhV	 I-4%2@4#L@'-#L5HD!H#9I1	 E r r o r   d e   s e r v i d o r   d e s c o n o c i d o 	 E r r e u r   s e r v e u r   i n c o n n u 	 U n b e k a n n t e r   S e r v e r f e h l e r 	 58725AB=0O  >H81:0  A5@25@0	 E r r o r e   s e r v e r   s c o n o s c i u t o 	 .7#  AJ  E9/'*  'D./E)	 E r r o   d e   s e r v i d o r   d e s c o n h e c i d o   	 B i l i n m e y e n   s u n u c u   h a t a s 1  	 M  y   p h c   v   l i 	 K e s a l a h a n   s e r v e r   t i d a k   d i k e t a h u i 	 R a l a t   p e l a y a n   t i d a k   d i k e t a h u i 	 		M		>	$	  8	0	M	5	0	  $	M	0	A		?		 	 	 	 I s m e r e t l e n   k i s z o l g  l  i   h i b a 	 	 	 	 O n b e k e n d e   f o u t   b i j   s e r v e r 	 	 	 E r o a r e   s e r v e r   n e c u n o s c u t 	 	 	       	 	 		>	#	  8	0	M	5	M	9	0	  	B			 .7'I  F'4F'.*G  31H1	 31H1  E  F'E9DHE  :D7	     	 					  							  							 
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 
 S T R _ U C _ S E R V I C E _ D E N I E D _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 M M S   s e n d   r e s u l t :   S e r v i c e   D e n i e d 	 S e r v i c e   d e n i e d 	 
gRSb	 
gRSb	 4@*#42#	 S e r v i c i o   d e n e g a d o 	 S e r v i c e   r e f u s  	 D i e n s t   v e r w e i g e r t 	 B:070=>  2  >1A;C6820=88	 S e r v i z i o   n e g a t o 	 ./E)  E-8H1)	 S e r v i  o   n e g a d o 	 S e r v i s   e n g e l l e n d i   	 M  y   p h c   v   t   c h i 	 L a y a n a n   d i t o l a k 	 P e r k h i d m a t a n   d i t o l a k 	 8	G	5	>	  	(	A	.	$	  (	9	@			 	 	 	 S z o l g  l t a t  s   m e g t a g a d v a 	 	 	 	 D i e n s t   g e w e i g e r d 	 	 	 S e r v i c i u l   n u   a   f o s t   a c c e p t a t 	 	 	   	 	 8	G	5	>	  (		>	0		 31HJ3  1/  4/	 31H3  1/  1/  &  	     	 											  									 8
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	   	 I s e v i s i   i p h i k i w e 	 I n k o z o   y a l i w e 	 H u d u m a   h a i r u h u s i w i 	 D i e n s   g e w e i e r 	 P a s l a u g a   a t m e s t a 	 P a k a l p o j u m s   a t t e i k t s 	 T e e n u s e s t   k e e l d u t i 	 >a|auxiuxvh  tej~an  g	   	 S e r v i c i u   r e f u z a t 	 8
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 
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	 .>(M_  +>2	 D o k u m e n t   I   p a v l e f s h e m 	 						  					 	 	 	 	 	 	 	 A r q u i v o   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ F I L E _ E M P T Y _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 E m p t y   f i l e 	 E m p t y   f i l e 	 jHhpzz	 eN:Nzz	 D%L'H2	 A r c h i v o   v a c  o 	 F i c h i e r   v i d e 	 L e e r e   D a t e i 	 CAB>9  D09;	 F i l e   v u o t o 	 'DEDA  .'DJ	 F i c h e i r o   v a z i o 	 B o _  d o s y a   	 T p   t r n g 	 F i l e   k o s o n g 	 F a i l   k o s o n g 	 	>	2	@	  +	>		2		 	 	 	  r e s   f  j l 	 	 	 	 L e e g   b e s t a n d 	 	 	 F i _i e r   g o l 	 	 	   	 	 	 ~1HF/G  .'DJ3*	 	 	 					  					 	 	 	 



  



  

	   	 I f a y e l a   e l i n g e n a l u t h o 	 I f a y l e   e n g e n a n t o 	 F a i l i   w a z i 	 L e    l  e r 	 T u a
i a s   f a i l a s 	 T u k as   f a i l s 	 T  h i   f a i l 	 4aao  aul	   	 F i _i e r   g o l 	 +
/
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
	 6B(M_  +>2	 D o k u m e n t   b o s h 	 				  					 	 	 	 	 	 	 	 A r q u i v o   v a z i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ R E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 s u b j e c t   p r e f i x   u s e d   w h e n   u s e r   r e p l y   a   m m s 	 R e : 	 V	 V
Y	 -%1: 	 R e : 	 R e   : 	 B e z . : 	 R e : 	 O g g e t t o : 	 1/: 	 R e : 	 K o n u :   	 T r   l i : 	 R e : 	 P e r : 	 		$	M	$	0	: 	 	 	 	 T  r g y : 	 	 	 	 R e : 	 	 	 R s p . : 	 	 	 :   	 	 	 ~J1H: 	 	 	 	: 	 	 	 	 



  


: 	 : 	 R e : 	 P h e n d u l a : 	 R e : 	 R e : 	 A p i e : 	 P a r : 	 R e : 	 R e : 	 : 	 R s p . : 	 1
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: 	 *M0$M_A$M$0: 	 S u b j e k t i : 	 				: 	 	 	 	 	 	 	 	 R e f : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ F W _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 s u b j e c t   p r e f i x   u s e d   w h e n   u s e r   f o r w a r d   a   m m s 	 F w : 	 I[	 lS	 *HH-: 	 R v : 	 T r : 	 W l : 	 F w : 	 I : 	 '9'/): 	 E n c : 	 0l e t :   	 C h u y n   g i : 	 F w : 	 K s : 	 		M	0	G	7	?	$	: 	 	 	 	 T o v  b b  t o t t    z e n e t : 	 	 	 	 F w : 	 	 	 R e d i r . : 	 	 	 : 	 	 	 'F*B'D: 	 	 	 	: 	 	 	 	 






  


: 	 : 	 F w : 	 G q i t h i s a : 	 F w : 	 S t u u r   a a n : 	 P e r s i ss t i : 	 P r s . : 	 F w : 	 F w : 	 : 	 R e d i r . : 	 +
K
: 	 M0>.@: 	 P a s o   p e r p a r a : 	 						: 	 	 	 	 	 	 	 	 E n c : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ S I G N A T U R E _ O B J E C T _ M I S S E D _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 S o m e   o b j e c t s   i n   m m s   s i g n a t u r e   a r e   m i s s e d 	 S i g n a t u r e   o b j e c t   m i s s e d   	 =|
TjirNz1Y  	 ~{
TeN[aW1Y	 --@GL%2"@G+2"	 F a l t a   e l   o b j e t o   d e   f i r m a 	 O b j e t   s i g n a t u r e   m a n q u a n t   	 S i g n a t u r o b j e k t   f e h l t 	 BACBAB2C5B  >1J5:B  ?>4?8A8  	 F i r m a   o g g e t t o   m a n c a n t e 	 'D4J!  'D*HBJ9  AB/	 O b j e c t o   d e   a s s i n a t u r a   e m   f a l t a 	 0m z a   n e s n e s i   e k s i k   	 i   t n g   t p   c h   k    b   m t 	 O b j e k   t a n d a   t a n g a n   t i d a k   a d a 	 O b j e k   p e n g e n a l a n   t i a d a 	 9	8	M	$	>		M	7	0	  	,	M		G		M		  2	A	*	M	$		 	 	 	 H i  n y z    a l   r  s - o b j e k t u m 	 	 	 	 H a n d t e k e n i n g o b j e c t   o n t b r e e k t 	 	 	 U n e l e   o b i e c t e   d i n   s e m n t u r   a u   f o s t   o m i s e 	 	 	       	 	 	 4I  'E6'  E  4/G  	 	 	 						  					  				  					 	 	 	 






  




  



  

  

	       	 I n t o   y e s i g n i s h a   i p h u t h e l w e 	 I n t o   y o k u s a y i n a   i p h o s i w e 	 K i u m b i l e   c h a   s a i n i   h a k i k o 	 H a n d t e k e n i n g v o o r w e r p   v e r m i s 	 N r a   p a r a ao   o b j e k t o   	 P a r a k s t a   o b j e k t a   t r kk u m s 	 S i g n a t u u r i   o b j e k t   p u u d u b   	 Mxacxiuav  bueoh  ba  g  ixrv~an	       	 O b i e c t   s e m n t u r   p i e r d u t   	 8
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	 8M5>M70  ,GM  (?K  9K?	 O b j e k t i   I   f i r m e s   m u n g o n 	 								  							  										 	 	 	 	 	 	 	 O b j e t o   d e   a s s i n a t u r a   a u s e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ F A I L _ T O _ R E S I Z E _ I M A G E _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 F a i l   t o   r e s i z e   i m a g e   o b j e c t 	 F a i l e d   t o   r e s i z e   p i c t u r e 	 ͑-WGr:\[1YWe	 ͑VGr:\[1Y%	 @%5H"2 2D!HDI	 E r r o r   a l   r e d i m e n s i o n a r   i m a g e n 	  c h e c   d e   r e d i m e n s i o n n e m e n t   d e   l  i m a g e 	 B i l d g r   e   k o n n t e   n i c h t   g e  n d e r t   w e r d e n 	 5  C40;>AL  87<5=8BL  @07<5@  87>1@065=8O	 I m p o s s i b i l e   r i d i m e n s i o n a r e   i m m a g i n e 	 A4D  AJ  '9'/)  6(7  -,E  'D5H1)	 F a l h a   a o   r e d i m e n s i o n a r   i m a g e m 	 R e s i m   y e n i d e n   b o y u t l a n d 1r 1l a m a d 1	 C  i   t   l i   c     n h   t h t   b i 	 G a g a l   m e n g u b a h   u k u r a n   g a m b a r 	 G a g a l   m e n u k a r   s a i z   g a m b a r 	 	?	$	M	0	  	K	  0	@	8	>			  	0	(	>	  	8	+	2	 	 	 	 	 A   k  p    t m  r e t e z  s e   s i k e r t e l e n   v o l t 	 	 	 	 G r o o t t e   v a n   b e e l d   k a n   n i e t   v e r a n d e r d   w o r d e n 	 	 	 R e d i m e n s i o n a r e a   i m a g i n i i   n u   a   r e u _i t 	 	 	       	 	 	?	$	M	0	  *	A	(	M	9	>	  		>	0	  	0	#	M	/	>	$	  	8	.	0	M	%		 *:JJ1  'F/'2G  9C3  F'EHAB  (H/	 'E,  H  13'&2  1F'  F''E	     	 				  								  						  					 .
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	 .GM  0?8HM  G/!  5?+2.H&?	 5  240;>AO  2V4<0AHB01C20B8  7>1@065==O	 






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  	     	 K u h l u l e k i l e   u k u s a y i z a   k a b u s h a   i s i t h o m b e 	 P h a n z i l e   u k u l u n g i s a   u b u n g a k a n a n i   b o m f a n e k i s o 	 I m e s h i n d w a   k u b a d i l i   s a i z i   y a   p i c h a 	 H e t   n i e   p r e n t   s e   g r o o t t e   v e r s t e l   n i e 	 N e p a v y k o   p a k e i s t i   p a v e i k s l l i o   d y d /	 N e i z d e v s   m a i n +t   a t t l a   i z m r u s 	 P i l d i   s u u r u s e   m u u t m i n e   n u r j u s 	 Foak  ya}ek  xxmxth  qamxr~e	         	 R e d i m e n s i o n a r e   i m a g i n e   n e r e u _i t 	 
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	 ,?  *A(>0  0?,>0G  ,?+3  9G2>	 D e s h t o i   t e   r i m a d h e s o j   f o t o n 	 					  								  					  					 	 	 	 	 	 	 	 F a l h o u   e m   r e d i m e n s i o n a r   i m a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ R E S I Z E _ I M A G E _ U N C H A N G E D _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 R e s i z e   I m a g e   :   u n c h a n g e d 	 R e s i z e   p i c t u r e :   u n c h a n g e d 	 ͑-WGr:\[  *g9e	 ͑VGr:\[  *g9eS  	 @%5H"2 2:   D!H@%5H"	 R e d i m e n s i  n   d e   i m a g e n :   s i n   c a m b i o s 	 R e d i m e n s i o n n e r  l  i m a g e  :   n o n   m o d i f i  e 	 B i l d g r   e    n d e r n :   u n v e r  n d e r t 	  07<5@  87>1@065=8O:   =5  87<5=5=	 R i d i m e n s i o n a   i m m a g i n e :   n o n   m o d i f i c a t a 	 '9'/)  6(7  'D5H1): DE  J:J1	 R e d i m e n s i o n a r   i m a g e m :   n  o   a l t e r a d a 	 R e s m i   y e n i d e n   b o y u t l a n d 1r :   d e i _m e d i 	 t   l i   c   t r a n h :   k h  n g   i   	 U b a h   u k u r a n   g a m b a r :   t i d a k   b e r u b a h 	 T u k a r   s a i z   g a m b a r :   t i d a k   b e r t u k a r 	 0	@	8	>			  	?	$	M	0		  	*	0	?	5	0	M	$	?	$		 	 	 	 K  p    t m  r e t e z  s e :   n e m   v  l t o z o t t 	 	 	 	 G r o o t t e   v a n   b e e l d   v e r a n d e r e n :   o n v e r a n d e r d 	 	 	 R e d i m e n s i o n a r e   i m a g i n e :   n e m o d i f i c a t 	 	 	     :     	 	 	 *:JJ1  'F/'2G  9C3:   (I  *:JJ1	 	 	 			  								:   											 	 	 	 






  


  




  


  :   






  





	   :   	 S a y i z a   k a b u s h a   i s i t h o m b e :   a k u s h i n t s h i w e 	 U k u l u n g i s a   u m f a n e k i s o :   a k u t s h i n t s h w a n g a 	 B a d i l i   s a i z i   y a   p i c h a :   h a i j a b a d i l i s h w a 	 V e r s t e l   p r e n t g r o o t t e :   o n v e r a n d e r d 	 P a v e i k s l l i o   d y d ~i o   k e i t i m a s :   n e p a k e i s t a s 	 M a i n +t   a t t l a   i z m r u s :   n e m a i n +t s 	 M u u d a   p i l d i   s u u r u s t :   m u u t m a t a 	 Foak  ya}ek  xxmxt.   avxxm	     :   	 R e d i m e n s i o n a r e   i m a g i n e :   n e m o d i f i c a t 	 
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	 ,?  *A(>0:   *0?,0M$M$?$	 R i m a d h e s i m i   I   f o t o s :   I   p a n d r y s h u a r 	 					  								:   											 	 	 	 	 	 	 	 R e d i m e n s i o n a r   i m a g e m :   i n a l t e r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ S L I D E _ T E X T _ T I M I N G _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 T i m i n g   s e t t i n g   o f   t e x t   o b j e c t 	 T e x t   t i m i n g 	 eW[Bf	 eW[e	 #0"0@'%2I-'2!	 T e m p o r i z a c i  n   d e   t e x t o 	 S y n c   t e x t e 	 T e x t - T i m i n g 	 0AB@>9:0  2@5<5=8  4;O  B5:AB0	 T e m p i s t i c a   t e s t o 	 HB*  'DA5D  'DF5	 T e m p o r i z a   o   d o   t e x t o 	 M e t i n   z a m a n l a m a s 1  	 T r t   k    t 	 P e w a k t u a n   t e k s 	 P e m a s a a n   t e k s 	 	G		M	8	M		  	>		.	?				 	 	 	 S z  v e g   i d Qz  t  s 	 	 	 	 T i m i n g   v a n   t e k s t 	 	 	 T e m p o r i z a r e   t e x t 	 	 	   	 	 	G		M	8	M		  	>		.	?				 2E'F(F/I  E*FI	 y3y  y'&EF	     	 						  							 .
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	 FM8MM  H.?M	 0B@8<:0  B5:ABC	 t h 	   	 I - T e x t   t i m i n g 	 I s i j o n g i   x e s h a   s I g a m a 	 M p a n g i l i o   w a   s a a   y a   m a a n d i s h i 	 T e k s - t y d s b e r e k e n i n g 	 T e k s t o   l a i k o   p l a n a v i m a s 	 T e k s t a   i l g u m s 	 T e k s t i   a j a s  t e 	 Oe}k  patajataxt	   	 P r o g r a m a r e    n   t i m p   t e x t 	 
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
	 *>   >.?	 K o h a   e   t e k s t i t 	 			  				 	 	 	 	 	 	 	 T e m p o   d e   t e x t o 
 
 S T R _ U C _ S L I D E _ I M A G E _ T I M I N G _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 T i m i n g   s e t t i n g   o f   i m a g e   o b j e c t 	 P i c t u r e   t i m i n g 	 WGrBf	 VGre	 #0"0@'%2#9 2	 T e m p o r i z a c i  n   d e   i m a g e n 	 S y n c   i m a g e 	 B i l d - T i m i n g 	 0AB@>9:0  2@5<5=8  4;O  87>1@065=8O	 T e m p i s t i c a   i m m a g i n e 	 HB*  'DA5D  'D5H1)	 T e m p o r i z a   o   d a   i m a g e m 	 R e s i m   z a m a n l a m a s 1  	 T r t   t r a n h 	 P e w a k t u a n   g a m b a r 	 P e m a s a a n   g a m b a r 	 	?	$	M	0	  	>		.	?				 	 	 	 K  p   i d Qz  t  s 	 	 	 	 T i m i n g   v a n   b e e l d 	 	 	 T e m p o r i z a r e   i m a g i n e 	 	 	   	 	 	.	G		  	>		.	?				 2E'F(F/I  *5HJ1I	 'E,  y'&EF	     	 			  							 *
M
0
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.
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
	 .GM  H.?M	 0B@8<:0  7>1@065==O	 






  






	   	 I - P i c t u r e   t i m i n g 	 I s i j o n g i   x e s h a   s o m f a n e k i s o 	 M p a n g i l i o   w a   s a a   y a   p i c h a 	 B e e l d - t y d s b e r e k e n i n g 	 P a v e i k s l l i o   l a i k o   p l a n a v i m a s 	 A t t l a   i l g u m s 	 P i l d i   a j a s  t e 	 Foak  patajataxt	   	 P r o g r a m a r e    n   t i m p   i m a g i n e 	 
?
$
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0
  8
.
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
	 ,?  >.?	 K o h a   e   f o t o s 	 					  				 	 	 	 	 	 	 	 T e m p o   d e   i m a g e m 
 
 S T R _ U C _ S L I D E _ A U D I O _ T I M I N G _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 T i m i n g   s e t t i n g   o f   a u d i o   o b j e c t 	 S o u n d   t i m i n g 	 r󗓕Bf	 Xe	 #0"0@'%2@*5"	 T e m p o r i z a c i  n   d e   s o n i d o 	 S y n c   s o n 	 S o u n d - T i m i n g 	 @5<O  2>A?@>872545=8O	 T e m p i s t i c a   a u d i o 	 HB*  'DA5D  'D5H*	 T e m p o r i z a   o   d o   s o m 	 S e s   z a m a n l a m a s 1	 T r t    m   t h a n h 	 P e w a k t u a n   s u a r a 	 P e m a s a a n   b u n y i 	 '	M	5	(	?	  	>		.	?			 	 	 	 	 H a n g   i d Qz  t  s 	 	 	 	 T i m i n g   v a n   g e l u i d 	 	 	 T e m p o r i z a r e   s u n e t 	 	 	   	 	 	!	?	/	K	  	>		.	?				 2E'F(F/I  5H*I	 "&H  y'&EF	     	 				  							 
!
@

  8
.
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
	 !?/K  H.?M	 0B@8<:0  0C4V>	 





  






	   	 I - S o u n d   t i m i n g 	 I s i j o n g i   x e s h a   s e s a n d i 	 M p a n g i l i o   w a   m u d a   w a   s a a 	 K l a n k - t y d s b e r e k e n i n g 	 G a r s o   l a i k o   p l a n a v i m a s 	 S k a Fa s   i l g u m s 	 H e l i   a j a s  t e 	 Aauvk  patajataxt	     	 P r o g r a m a r e    n   t i m p   s u n e t 	 6
,
M
&
  8
.
/

	 'M5(?  >.?	 K o h a   e   t i n g u l l i t 	 					  				 	 	 	 	 	 	 	 T e m p o   d o   s o m 
 
 S T R _ U C _ S L I D E _ V I D E O _ T I M I N G _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 T i m i n g   s e t t i n g   o f   v i d e o   o b j e c t 	 V i d e o   t i m i n g 	 q_GrBf	 Ɖe	 #0"0@'%2'45B-	 T e m p o r i z a c i  n   d e   v  d e o 	 S y n c   v i d  o 	 V i d e o - T i m i n g 	 0AB@>9:0  2@5<5=8  4;O  2845>	 T e m p i s t i c a   v i d e o 	 HB*  'DA5D  'DAJ/JH	 T e m p o r i z a   o   d o   v  d e o 	 V i d e o   z a m a n l a m a s 1  	 T r t   V i d e o 	 P e w a k t u a n   v i d e o 	 P e m a s a a n   v i d e o 	 5	@	!	?	/	K	  	>		.	?				 	 	 	 V i d e    i d Qz  t  s 	 	 	 	 T i m i n g   v a n   v i d e o 	 	 	 T e m p o r i z a r e   v i d e o 	 	 	   	 	 5	M	9	@	!	?	/	K	  	>		.	?				 2E'F(F/I  HJ/JHJI	 HH  y'&EF	     	 					  							 5
@
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	 5?!?/K  H.?M	 0B@8<:0  2V45>	 





  






	   	 I - V i d e o   t i m i n g 	 I s i j o n g i   x e s h a   s e v i d i y o 	 M p a n g i l i o   w a   s a a   y a   v i d e o 	 V i d e o - t y d s b e r e k e n i n g 	 V a i z d o   k l i p o   l a i k o   p l a n a v i m a s 	 V i d e o f a i l a   i l g u m s 	 V i d e o   a j a s  t e 	 Nkdexk  patajataxt	   	 P r o g r a m a r e    n   t i m p   v i d e o 	 5
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	 -?!?  >.?	 V i d e o   e   t i n g u l l i t 	 					'   				 	 	 	 	 	 	 	 T e m p o   d o   v  d e o 
 
 S T R _ U C _ S T A R T _ T I M E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 T h e   s t a r t   t i m e   s e t t i n g   f o r   s e l e c t e d   o b j e c t 	 S t a r t   t i m e 	 wYBf	 wYe	 @'%2@#4H!I	 H o r a   d e   i n i c i o 	 H e u r e   d e   d  b u t 	 S t a r t z e i t 	 @5<O  =0G0;0	 O r a   d i   i n i z i o 	 HB*  'D(/#	 H o r a   d e   i n  c i o 	 B a _l a n g 1   z a m a n 1  	 T h i   g i a n   b t   u 	 W a k t u   m u l a i 	 M a s a   m u l a 	 	0		-	  	>	  8	.	/		 	 	 	 K e z d  s   i d Qp o n t j a 	 	 	 	 S t a r t t i j d 	 	 	 O r    n c e p u t 	 	 	   	 	 8	A	0	B		0	#	M	/	>		M	/	>	  5	G	3	G		 2E'F  ":'2	 ":'2  '  HB*	   	 					  				 6
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  


	   	 I s i k h a t h i   s o k u q a l a 	 I x e s h a   l o k u q a l a 	 A n z a   m u d a 	 B e g i n t y d 	 P a l e i s t i e s   l a i k a s 	 S t a r t a   l a i k s 	 A l g u s a e g 	 Mo}elx  jatoeh	   	 O r   p o r n i r e 	 $
A

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	 8._  0.M-	 O r a   e   f i l l i m i t 	 					  				 	 	 	 	 	 	 	 H o r a   d e   i n  c i o 
 
 S T R _ U C _ E N D _ T I M E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 T h e   e n d   t i m e   s e t t i n g   f o r   s e l e c t e d   o b j e c t 	 E n d   t i m e 	 P}_gBf	 ~_ge	 @'%2*4I*8	 H o r a   f i n a l 	 H e u r e   d e   f i n 	 E n d z e i t 	 @5<O  >:>=G0=8O	 O r a   d i   f i n e 	 HB*  'D'F*G'!	 H o r a   d e   f i m 	 B i t i _  z a m a n 1	 T h i   g i a n   k t   t h  c 	 W a k t u   s e l e s a i 	 M a s a   t a m a t 	 		$	  	>	  8	.	/		 	 	 	 B e f e j e z  s   i d Qp o n t j a 	 	 	 	 E i n d t i j d 	 	 	 O r   s f  r _i t 	 	 	   	 	 ,		&	  	0	#	M	/	>		@	  5	G	3		 2E'F  ~'J'F	 '.**'E  '  HB*	   	 			  				 
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  


  	   	 I s i k h a t h i   s o k u q e d a 	 I x e s h a   l o k u g q i b a 	 M u d a   w a   k u m a l i z a 	 E i n d t y d 	 U ~b a i g i m o   l a i k a s 	 B e i g u   l a i k s 	 L  p p e m i s a e g 	 1~ak  jatoeh	   	 O r    n c h e i e r e 	 
5
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	 8._  6G7	 O r a   e   m b a r i m i t 	 						  				 	 	 	 	 	 	 	 H o r a   f i n a l 
 
 S T R _ U C _ E X C E E D _ S L I D E _ T I M E _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 T h e   s e t t i n g   i s   e x c e e d   t h e   s l i d e   t i m e 	 E x c e e d   s l i d e   t i m e 	 NbBf	 Ǐube	 @4@'%2-*D%L	 S u p e r a   e l   t i e m p o   d e   d i a p o s i t i v a 	 D u r  e   d e   d i a p o   d  p a s s  e 	 D i a z e i t    b e r s c h r e i t e n 	 @52KH5=0  4;8B5;L=>ABL  A;0940	 T e m p o   d i a p o s i t i v a   s u p e r a t o 	 HB*  5A-)  E*,'H2)	 D u r a   o   d a   a p r e s e n t a   o   d e   d i a p o s i t i v o s   e x c e d i d a 	 S l a y t   s  r e s i   a _1l d 1	 V t   q u    t h i   g i a n   t r t 	 M e l a m p a u i   w a k t u   s l i d e 	 M e l e b i h i   m a s a   s l a i d   	 8	M	2	>		!	  8	.	/	  8	G	  	'	?		  8	.	/		 	 	 	 D i a   i d Qk  z e   t  l l  p v e 	 	 	 	 D i a t i j d   o v e r s c h r e d e n 	 	 	 T i m p u l   p e n t r u   d i a p o z i t i v   a   f o s t   d e p _i t 	 	 	     	 	 8	M	2	>		!	  	>		.	  	$	?	0	?		M	$		 *,'H2  '2  2E'F  '3D'J/	 3D'&  y'&E  E  '6'A  H'	         	 						  			  											 8
2
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	 8M2H!A  H.M  .??*K/?&?	 5@528I5==O  G0AC  A;094C	 





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	     	 K w e q a   i s i k h a t h i   s e s i l a y d i 	 G q i t h a   k w i x e s h a   l e s l a y d i 	 Z i d i s h a   m u d a   w a   s l a i d i 	 O o r s k r y   s k y f i e - t y d s d u u r 	 V i r ay t a s   s k a i d r s   l a i k a s 	 P r s n i e g t s   s l a i d a   l a i k s 	 S l a i d i   a e g    l e t a t u d 	 Mlaudk  jatavaok  ceafavxt	     	 D e p _i r e   d u r a t   d i a p o z i t i v 	 8
M
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!
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A
	 8M2>!  8._  $?M0.  0(M$A	 T e j k a l o   k o h e n   e   p r o j e k t i m i t   t e   f o t o v e 	 								  						  				 	 	 	 	 	 	 	 T e m p o   d e   s l i d e   e x c e d i d o 
 
 S T R _ U C _ N E W _ I M A G E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   i m a g e   o b j e c t   f r o m   c a m e r a 	 F r o m   c a m e r a 	 _v_j	 Nv:g	 2%I-	 D e s d e   c  m a r a 	 D e   l a   c a m  r a 	 V o n   K a m e r a 	 !  :0<5@K	 D a   f o t o c a m e r a 	 EF  'DC'EJ1'	 D a   c  m a r a 	 K a m e r a d a n 	 T   m  y   n h 	 D a r i   k a m e r a 	 D a r i   k a m e r a 	 	H	.	0	>	  8	G		 	 	 	 K a m e r  b  l 	 	 	 	 V a n   c a m e r a 	 	 	 D i n   c a m e r 	 	 	 	 	 	G	.	0	>	  .	'	B	(		 '2  /H1(JF	 E1  3	 	 								  				 
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	 	 K u v e l a   k w i k h a m e r a 	 I v e l a   k w i k h a m e r a 	 K u t o k a   k w a   k a m e r a 	 V a n a f   k a m e r a 	 I a  f o t o a p a r a t o 	 N o   k a m e r a s 	 K a a m e r a s t 	 =kok	 	 D i n   c a m e r 	 
M
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 S T R _ U C _ I N T E R V A L _ P R E F I X _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 i n t e r v a l   p r e f i x 	 I n p u t   v a l u e   b e t w e e n 	 8eQ<P Ne	 eQ<P NN	 I-H2#0+'H2	 V a l o r   d e   e n t r a d a   e n t r e 	 E n t r e z   u n e   v a l e u r   e n t r e 	 W e r t   e i n g e b e n   z w i s c h e n 	 2548B5  7=0G5=85  >B	 V a l o r e   i n s e r i m e n t o   t r a 	 #/.D  'DBJE)  (JF	 I n t r o d u z i r   v a l o r   e n t r e 	 G i r d i   d e e r i   	 H  y   n h p   m t   g i    t r   g i a 	 M a s u k k a n   n i l a i   a n t a r a 	 M a s u k k a n   n i l a i   a n t a r a   	 	(	*	A		  .	>	(	  ,	@		  .	G			 	 	 	 M e g a d o t t    r t  k e k   i n t e r v a l l u m a : 	 	 	 	 I n v o e r w a a r d e   t u s s e n 	 	 	 V a l o a r e   d e   i n t r a r e    n t r e 	 	 	       	 	 	 EB/'1I  (JF  'JF/H  H'1/  CFJ/	 	     	 								  			  		  						 
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	       	 F a k a   i n a n i   p h a k a t h i   k u k a 	 F a k a   i x a b i s o   p h a k a t h i 	 I n g i z a   t h a m a n i   k a t i 	 S l e u t e l   w a a r d e   i n   t u s s e n 	 .v e s t i   v e r t   t a r p 	 I e v a d +t   l i e l u m u   s t a r p 	 S i s e s t u s v   r t u s e   v a h e m i k 	 Dxace  aje  . . .     . . .   tk{	           	 I n t r o d u c e ci   o   v a l o a r e    n t r e 	 

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	 .'M_0G  (B2M_  (*A  0(M$A	 V l e r a   e   r e g j i s t r i m i t   n d e r m j e t 	 				  				  			  					  				 	 	 	 	 	 	 	 I n s e r i r   v a l o r   e n t r e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ S E R V E R _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 M m a   r e t u r n   r e s u l t   p r e f i x   s t r i n g 	 S e r v e r : 	 :O
ghV	 
gRhV	 @4#L@'-#L: 	 S e r v i d o r : 	 S e r v e u r   : 	 S e r v e r : 	 !5@25@: 	 S e r v e r : 	 E9/'*  'D./E)  : 	 S e r v i d o r : 	 S u n u c u :   	 M  y   p h c   v : 	 S e r v e r : 	 P e l a y a n : 	 8	0	M	5	0		 	 	 	 K i s z o l g  l  : 	 	 	 	 S e r v e r : 	 	 	 S e r v e r : 	 	 	 : 	 	 	 31H1: 	 	 . 	 								 8
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  : 	 : 	 I s e v a : 	 I s e v a : 	 S e v a : 	 B e d i e n e r : 	 S e r v e r i s : 	 S e r v e r i s : 	 S e r v e r : 	 Me~e]	 : 	 S e r v e r : 	 8
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: 	 80M-0: 	 N y j a : 	 							: 	 	 	 	 	 	 	 	 S e r v i d o r : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ W A R N I N G _ M O D E _ C O N F I R M 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 w a r n i n g   m o d e   c o n f i r m a t i o n   p o p u p .   I n d i c a t e   u s e r   t h a t   t h e   i n s e r t e d   o b j   i s   o u t   o f   m m s   c l a s s ,   s t i l l   c o n t i n u e   o r   n o t ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 
N/ecvirN<h_|~~	 [a<h_
N/ec~~	 --@GL5H31  3H-+#7-D!H? 	  O b j e t o   r e s t r i n g i d o ,   c o n t i n u a r ? 	 O b j e t ( s )   l i m i t  ( s ) ,   c o n t i n u e r  ? 	 B e s c h r  n k t e   O b j e k t e ,   f o r t f a h r e n ? 	 A?>;L7>20=85  >1J5:B>2  >3@0=8G5=>.   @>4>;68BL? 	 O g g e t t i   l i m i t a t i ,   c o n t i n u a r e ? 	 FE7  'DC'&F  :J1  E/9E,   *3*E1	 O b j e c t o s   r e s t r i t o s ,   c o n t i n u a r ? 	 S 1n 1r l 1  n e s n e ( l e r ) ,   d e v a m   e t m e k   i s t i y o r   m u s u n u z ?   	 C h     i   t n g   k h  n g   h   t r ,   t i p   t c 	 O b j e k   t e r b a t a s ,   l a n j u t k a n ? 	 O b j e k   d i h a l a n g ,   t e r u s k a n ? 	 8	@	.	?	$	  	,	M		G		M		  	>	0	@	  0		G		?  	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k ) ,   f o l y t a t j a ? 	 	 	 	 B e p e r k t e   o b j e c t e n ,   v e r d e r g a a n ? 	 	 	 O b i e c t ( e )   r e s t r i c ci o n a t ( e ) .   C o n t i n u a ci ? 	 	 	 /   / ,   ? 	 	 	 4I( G')   E-/H/  4/G( 'F/)   '/'EG  J'(/	 	 	 											  					,   						? 	 	 	 	 











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?  	   ( ) ,   ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 B e p e r k t e   v o o r w e r p ( e ) ,   g a a n   v o o r t ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 	 	 O b j e k t i   ( e t )   ( e )   n d a l u a r ,   v a z h d o - n   ( j n e ) ? 	 								  							( 				) ,   							  							? 	 	 	 	 	 	 	 	 O b j e t o ( s )   r e s t r i t o ( s ) ,   c o n t i n u a r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ W A R N I N G _ M O D E _ S I G _ C O N F I R M 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 w a r n i n g   m o d e   c o n f i r m a t i o n   p o p u p .   I n d i c a t e   u s e r   t h a t   s i g n a t u r e   c o n t a i n   s o m e   o b j s   w h i c h   a r e   o u t   o f   m m s   c l a s s ,   s t i l l   c o n t i n u e   o r   n o t ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 =|
Tj+T
N/ecvirN<h_|~~	 ~{
TeN+T
N/ec[a<h_~~	 --@GL5H31C%2"@G  3H-+#7-D!H? 	  O b j e t o   r e s t r i n g i d o   e n   f i r m a ,   c o n t i n u a r ? 	 O b j e t ( s )   l i m i t  ( s )   d a n s   s i g n a t u r e ,   c o n t i n u e r  ? 	 B e s c h r  n k t e   O b j e k t e   i n   S i g n a t u r ,   f o r t f a h r e n ? 	   ?>4?8A8  5ABL  >3@0=8G5==K5  >1J5:BK.   @>4>;68BL? 	 O g g e t t i   l i m i t a t i   n e l l a   f i r m a ,   c o n t i n u a r e ? 	 J*6EF  EDA  'D*HBJ9  9DJ  FE7  'DC'&F  :J1  E/9E,   *3*E1	 O b j e c t o s   r e s t r i t o s   n a   a s s i n a t u r a ,   c o n t i n u a r ? 	 0m z a d a   s 1n 1r l 1  n e s n e ( l e r ) ,   d e v a m   e t m e k   i s t i y o r   m u s u n u z ?   	 T p   c h   k    b a o   h  m   i   t n g   k h  n g   c   h   t r ,   t i p   t c ? 	 O b j e k   d i b a t a s i   d a l a m   t a n d a   t a n g a n ,   l a n j u t k a n ? 	 O b j e k   d i h a l a n g   d a l a m   t a n d a t a n g a n ,   t e r u s k a n ? 	 9	8	M	$	>		M	7	0	  .	G		  8	@	.	?	$	  	,	M		G		M		,   	>	0	@	  0		G		?  	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k )   a z   a l   r  s b a n ,   f o l y t a t j a ? 	 	 	 	 B e p e r k t e   o b j e c t e n   i n   h a n d t e k e n i n g ,   v e r d e r g a a n ? 	 	 	 O b i e c t ( e )   r e s t r i c ci o n a t ( e )    n   s e m n t u r .   C o n t i n u a ci ? 	 	 	 /   /   ,   ? 	 	 	 4I( G'I)   'E6'  E-/H/  4/G( 'F/)   '/'EG  J'(/	 	 	 	
 	- 		  											  					,   						? 	 	 	 	 










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?  	     ( ) ,   ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 B e p e r k t e   v o o r w e r p ( e )   i n   h a n d t e k e n i n g ,   g a a n   v o o r t ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 	 	 O b j e k t i   ( e t )   ( e )   n d a l u a r   n e   f i r m e ,   v a z h d o - n   ( j n e ) ? 	 									  								  							( 				) ,   							  							? 	 	 	 	 	 	 	 	 O b j e t o ( s )   r e s t r i t o ( s )   n a   a s s i n a t u r a ,   c o n t i n u a r ?  	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R 1 0 1 _ M I T E M 1 0 2 _ C B _ S E R V I C E 	 S M S 	 I C O N T E X T 	 C B   M e n u   I t e m   S e r v i c e   C e l l   B r o a d c a s t   S t r i n g 	 R e c e i v e   m o d e 	 c6e!j_	 c6e!j_	 B+!2##1	 M o d o   d e   r e c e p c i  n 	 M o d e   d e   r  c e p t i o n 	 E m p f a n g s m o d u s 	  568<  ?>;CG5=8O	 M o d a l i t    R i c e v i 	 #3DH(  'D'3*D'E	 M o d o   d e   r e c e p   o 	 A l 1n m a   m o d u 	 C h     n h n 	 M o d e   T e r i m a 	 M o d     t e r i m a 	 *	M	0	>	*	M	$	  .	K	!		 M o d t a g e   T i l s t a n d 	 R e ~i m   p Yi j e t  	 T r y b   o d b i o r u 	 F o g a d    m  d 	 V a s t a a n o t t o m o o d i 	 M o t t a k s m o d u s 	 R e ~i m   p r i j a t i a   	 O n t v a n g s t a n d 	 A c c e p t e r a 	 N a 
i n   p r i j e m a 	 M o d   d e   r e c e p ci o n a r e 	 P r e j e m n i   N a 
i n 	   	   	  568<  =0  >;CG020=5	 *	M	0	>	*	M	$	  .	K	!		 -'D*  /1'A*	 DF  '  EH	   	 					  				 .
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	   	 I m o d i   y o k w a m u k e l a 	 F u m a n a   i m o 	 M o d i   y a   k u p o k e a 	 O n t v a n g m o d u s 	 G a v i m o   r e ~i m a s 	 S a Fe m aa n a s   r e ~+m s 	 V a s t u v  t u r e ~i i m 	 Mavalx  |ejkt	   	 M o d   p r i m i r e 	 1
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 
 S T R 1 0 1 _ M I T E M 1 0 2 _ C B _ R E A D _ M E S S A G E 	 S M S 	 T I T L E ,   I C O N T E X T 	 C B   M e n u   R e a d   M e s s a g e   C e l l   B r o a d c a s t   S t r i n g 	 R e a d   m e s s a g e 	 S^d
o`	 SOo`	 -H2I-'2!	 L e e r   m e n s a j e 	 L i r e   l e   m e s s a g e 	 M i t t e i l u n g   l e s e n 	 '8B0BL  A>>1I5=85	 L e t t o   i l   M e s s a g g i o 	 B1'!)  13'D)	 L e r   m e n s a g e m 	 M e s a j 1  o k u 	 C h     x e m 	 B a c a   P e s a n 	 B a c a   m e s e j 	 8		&	G	6	  *	"	<	G			 L  s   B e s k e d 	  s t   z p r  v u 	 C z y t a j   w i a d o m o [	  z e n e t   o l v a s  s a 	 L u e   v i e s t i 	 L e s   m e l d i n g 	 P r e 
 t a e  s p r  v u 	 B e r i c h t   l e z e n 	 L  s   m e d d e l a n d e 	 i t a n j e   p o r u k e 	 C i t i r e   m e s a j 	 P r i k a ~i   P o r o 
i l o 	   	   	 @>G5B8  !J>1I5=85	 8		&	G	6	  5	>		>		 .H'F/F  ~'E	 ~:'E  ~	   	 						  						 8
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  




	   	 F u n d a   u m b i k o 	 F u n d a   u m y a l e z o 	 S o m a   u j u m b e 	 L e e s   b o o d s k a p 	 S k a i t y t i   p r a n e ai m 	 L a s +t   z i Fo j u m u 	 L o e   s  n u m i t 	 8vie~an  parxdacxiuxv	   	 C i t i r e   m e s a j 	 5
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o`	 M i s s a t g e   l l e g i t 	 L i r e   l e   m e s s a g e 	 L e s a   s k i l a b o  	 L e e r   m e n s a j e 	 @>G8B0X  ?>@0:0	 L e r   m e n s a g e m 	 P r o 
i t a j   p o r u k u 	 B a l a   m o l a e t s a 	 B a s a h i n   a n g   m e n s a h e 	 R e a d   m e s s a g e 	 K a r a n t a   s a k o 	 K a    f i r a n c	 C  :9V	 M e z u a   i r a k u r r i 	 B a s a h i n   a n g   m e n s a h e 	 L e r   m e n s a x e 	 G   o z i 	 L  i g h   t e a c h t a i r e a c h t 
 
 S T R 1 0 1 _ M I T E M 1 0 2 _ C B _ C H A N N E L S 	 S M S 	 T I T L E ,   I C O N T E X T 	 C B   M e n u   C h a n n e l s   C e l l   B r o a d c a s t   S t r i n g 	 C h a n n e l   s e t t i n g s 	 ;S-[	 Sn	 
H-	 C a n a l e s 	 C a n a u x 	 K a n  l e 	 0AB@>9:8  :0=0;0	 I m p o s t a z i o n i   c a n a l e 	 6(7  'DA*')	 C a n a i s 	 K a n a l l a r 	 C  i   t   k  n h 	 S a l u r a n 	 S a l u r a n 	 	H	(	2		 K a n a l   O p s  t n i n g 	 N a s t a v e n    k a n  l u 	 U s t a w i e n i a   k a n a Bu 	 C s a t o r n a b e  l l  t  s 	 K a n a v a n   a s e t u k s e t 	 K a n a l i n n s t i l l i n g 	 N a s t a v e n i e   k a n  l u 	 K a n a l e n 	 K a n a l i n s t  l l n i n g a r 	 P o s t a v k e   k a n a l a 	 C a n a l e 	 N a s t a v i t v e   K a n a l a   	   	 	 0AB@>9:8  0=0;	 	E	(	2	  8	G		?				 'F'D  G'	 FD  3yF	   	 							  	 
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  







	    	 A m a s e t h i n g i   e s h a n e l i 	 U s e t o   l w e j e l o 	 M i p a n g i l i o   y a   i d h a a 	 K a n a l e 	 K a n a l o   n u o s t a t o s 	 K a n l u   i e s t a t +j u m i 	 K a n a l i   s  t t e d 	 1lkvek  oauavve	   	 S e t r i   c a n a l 	 
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 	 M_>(G2  8G?	 R e g j i s t r i m e t   e   k a n a l i t 	 										 K a n a l 1n   q u r a _d 1r m a l a r 1	 ;S-[	 C o n f i g u r a c i    d e   c a n a l 	 P a r a m  t r e s   d e s   c a n a u x 	 S t i l l i n g a r   r  s a r 	 C o n f i g u r a c i  n   d e   c a n a l 	 >AB02:8  70  :0=0;	 C o n f i g u r a   e s   d e   c a n a l 	 P o d e aa v a n j a   k a n a l a 	 D i - s e t t i n g   t s a   k a n a l e 	 M g a   s e t t i n g   n g   c h a n n e l 	 C h a n n e l   s e t t i n g s 	 D a i d a i t a   m a g u d a n a 	  t     k  n n  	 @=0  ?0@0<5B@;5@V	 K a n a l e - e z a r p e n a k 	 M g a   s e t t i n g   n g   c h a n n e l 	 C o n f i g u r a c i  n   d e   c a n a l 	 N t a l a   c h a n e l 	 S o c r u i t h e   a n   c h a i n  i l 
 
 S T R 1 0 1 _ M I T E M 1 0 2 _ C B _ L A N G U A G E 	 S M S 	 I C O N T E X T 	 C B   M e n u   L a n g u a g e   C e l l   B r o a d c a s t   S t r i n g 	 L a n g u a g e s 	  	  	  2)2	 I d i o m a s 	 L a n g u e s 	 S p r a c h e n 	 /7K:8	 L i n g u e 	 'DD:'*	 I d i o m a s 	 D i l l e r 	 N g  n   n g 	 B a h a s a 	 B a h a s a 	 -	>	7	>	
		 S p r o g 	 J a z y k y 	 J z y k i 	 N y e l v e k 	 K i e l e t 	 S p r  k 	 J a z y k y 	 T a l e n 	 S p r  k 	 J e z i c i 	 L i m b i 	 J e z i k i 	 	 	 78F8	 -	>	7	>	8	.	B	9		 2('FG'	 2('F	 	 					 -
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	 	 I z i l i m i 	 I i l w i m i 	 L u g h a 	 T a l e 	 K a l b o s 	 V a l o d a s 	 K e e l e d 	 <efxve	 	 L i m b i 	 -
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 	 ->7>A!?	 G j u h e t 	 									 D i l l Yr 	  	 I d i o m e s 	 L a n g u e s 	 T u n g u m  l 	 I d i o m a s 	 078F8	 I d i o m a s 	 J e z i c i 	 M a l e m e 	 M g a   w i k a 	 L a n g u a g e s 	 H a r s u n a 	 A w n    d  	 "V;45@	 H i z k u n t z a k 	 M g a   w i k a 	 I d i o m a s 	 A s s   g a 	 T e a n g a c h a 
 
 S T R _ C B _ M E S S A G E _ B O D Y 	 S M S 	 T I T L E 	 C B   M e n u   M e s s a g e   B o d y   S t r i n g 	 M e s s a g e   b o d y 	 
o`gQ[	 Oo`Q[	 @7I-+2	 C u e r p o   d e l   m e n s a j e 	 C o r p s   d e   m e s s a g e 	 M i t t e i l u n g s a u f b a u 	 "5:AB  A>>1I5=8O	 C o r p o   d e l   m e s s a g g i o 	 ,3E  'D13'D)	 C o r p o   d a   m e n s a g e m 	 M e s a j   g  v d e s i 	 N i   d u n g   t i n   n h n 	 B a d a n   P e s a n 	 I s i   m e s e j 	 8		&	G	6	  ,	>	!	@		 B e s k e d 	 T e x t   z p r  v y 	 T r e [  w i a d o m o [c i 	 S z  v e g t  r z s 	 V i e s t i n   r u n k o 	 M e l d i n g s f o r m a t 	 T e x t   s p r  v y 	 B o d y   v a n   b e r i c h t 	 M e d d e l a n d e t e x t 	 S a d r ~a j   p o r u k e 	 C o r p u l   m e s a j u l u i 	 T e l o   S p o r o 
i l a 	   	   	 !J>1I5=85  B5:AB	 8		&	G	6	  (	?		>	/		 E*F  ~J'E	 ~:'E    ('	   	 							  							 8
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	   	 U m z i m b a   w o m b i k o 	 I s i q u   s o m y a l e z o 	 M w i l i   w a   u j u m b e 	 B o o d s k a p t e k s 	 P r a n e ai m o   t u r i n y s 	 Z i Fo j u m a   r u m p i s 	 S  n u m i   k e h a 	 @arxdacxiuav  tatkv	   	 C o n ci n u t u l   m e s a j u l u i 	 8
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o`gQ[	 C o s   d e l   m i s s a t g e 	 C o r p s   d u   m e s s a g e 	 M e g i n m  l   s k i l a b o  a 	 C u e r p o   d e l   m e n s a j e 	 "5;>  =0  ?>@0:0	 C o r p o   d a   m e n s a g e m 	 T e k s t   p o r u k e 	 M m e l e   w a   m o l a e t s a 	 K a t a w a n   n g   m e n s a h e 	 M e s s a g e   b o d y 	 R u b u t u n   s a k o 	 A r a    f i r a n c	 %010@  <BV=V	 M e z u a r e n   m a m i a 	 K a t a w a n   n g   m e n s a h e 	 C o r p o   d a   m e n s a x e 	 A h   o z i 	 C o r p   n a   t e a c h t a i r e a c h t a 
 
 S T R _ C B _ S E L E C T _ C H N L 	 S M S 	 I C O N T E X T 	 C B   M e n u   S e l e c t   C h a n n e l   S t r i n g 	 S e l e c t   c h a n n e l 	 xd;S	 	bS	 @%7-
H-	 S e l e c c i o n a r   c a n a l 	 S  l e c t i o n n e r   l e   c a n a l 	 K a n a l   w  h l e n 	 K1>@  :0=0;0	 S e l e z i o n a   i l   C a n a l e 	 %.*J'1  'DBF')	 S e l e c c i o n a r   c a n a l 	 K a n a l   s e  	 C h n   k  n h 	 P i l i h   S a l u r a n 	 P i l i h   s a l u r a n 	 	H	(	2	  	A	(	G			 V  l g   k a n a l 	 V y b r a t   k a n  l 	 W y b i e r z   k a n a B	 C s a t o r n a   k i v  l a s z t  s a 	 V a l i t s e   k a n a v a 	 V e l g   k a n a l 	 Z v o l i e  k a n  l 	 K a n b a a l   s e l e c t e r e n 	 V  l j   k a n a l 	 O d a b e r i t e   k a n a l 	 S e l e c t a r e   c a n a l 	 I z b e r i   K a n a l 	   	   	 715@8  0=0;	 	E	(	2	  (	?	5	!	>		 'F*.'(  'F'D	 FD  EF*.(  ,&	   	 							  									 
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	     	 K h e t h a   i s h a n e l i 	 S e t a   i j e l o 	 C h a g u a   i d h a a 	 K i e s   k a n a a l 	 P a s i r i n k t i   k a n a l 	 I z v l i e t i e s   k a n l u 	 V a l i   k a n a l 	 8vel  alk	     	 S e l e c t a r e   c a n a l 	 
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 
 S T R _ C B _ C H N L _ E D I T O R 	 S M S 	 I C O N T E X T 	 C B   M e n u   C h a n n e l   E d i t o r   S t r i n g 	 C h a n n e l   e d i t o r 	 ;S}/	 S	 AID
H-	 E d i t o r   d e   c a n a l 	  d i t e u r   d e   c a n a u x 	 K a n a l e d i t o r 	  540:B>@  :0=0;0	 E d i t o r e   d i   C a n a l e 	 *9/JD  'DBF')	 E d i t o r   d e   c a n a i s 	 K a n a l   E d i t  r  	 S o n   k  n h 	 P e n g u b a h   S a l u r a n 	 E d i t o r   s a l u r a n 	 	H	(	2	  8		*	>	&			 K a n a l   V  l g e r 	 E d i t o r   k a n  l u 	 E d y t o r   k a n a Bu   	 C s a t o r n a k e z e l Q	 K a n a v a n m u o k k a i n 	 K a n a l r e d i g e r i n g 	 E d i t o r   k a n  l u 	 K a n a a l b e w e r k e r 	 K a n a l r e d a k t  r 	 U r e i v a n j e   k a n a l a 	 E d i t o r   c a n a l 	 U r e j e v a l e c   K a n a l o v 	   	   	  540:B>@  0=0;8	 	E	(	2	  8		*	>	&			 HJ1'J41  C'F'D	 FD  'y1	   	 							  						 
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	   	 U m h l e l i   w e s h a n e l i 	 U m l u n g i s i   w e j e l o 	 K i h a r i r i   i d h a a 	 K a n a a l w y s i g e r d e r 	 K a n a l o   r e d a k t o r i u s 	 K a n l a   r e d a k t o r s 	 K a n a l i   r e d a k t o r 	 1lkve  mtbacxr  nack	   	 E d i t o r   c a n a l 	 
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	 M_>(G2  8.M*>&	 R e d a k t o r i   I   k a n a l i t 	 					  								 K a n a l 1n   r e d a k t o r u 	 ;S}/hV	 E d i t o r   d e   c a n a l s 	  d i t e u r   d e   c a n a l 	 B r e y t a   s t   	 E d i t o r   d e   c a n a l e s 	 #@54C20G  =0  :0=0;	 E d i t o r   d e   c a n a l 	 E d i t o r   k a n a l a 	 E d i t a r a   y a   n a n a l e 	 E d i t o r   n g   c h a n n e l 	 C h a n n e l   e d i t o r 	 S h i r y a w a   m a g u d a n a 	 O l  c t  n k    k  n n  	 @=0  45CHV	 	 	 	 	 
 
 S T R _ C B _ C H N L _ T I T L E 	 S M S 	 I C O N T E X T 	 C B   M e n u   C h a n n e l   T i t l e :   S t r i n g 	 C h a n n e l   t i t l e 	 ;S
T1z	 S
Ty	 
7H-	 T  t u l o 	 T i t r e 	 T i t e l 	 0720=85  :0=0;0	 T i t o l o   d e l   C a n a l e : 	 9FH'F  'DBF')	 T  t u l o 	 B a _l 1k 	 T i  u     k  n h 	 J u d u l 	 T a j u k 	 6	@	0	M	7			 K a n a l   N a v n : 	 N  z e v   k a n  l u : 	 T y t u l   k a n a Bu : 	 C s a t o r n a   c  m e : 	 K a n a v a n   o t s i k k o : 	 K a n a l o v e r s k r i f t : 	 N  z o v   k a n  l u : 	 T i t e l 	 K a n a l t i t e l : 	 N a s l o v   k a n a l a : 	 T i t l u 	 N a s l o v   K a n a l a : 	   : 	 	 0=0;  <5: 	 	E	(	2	  6	@	0	M	7		: 	 9FH'F	 FD  '  F'E: 	   : 	 								 
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: 	 >(F2M  H?2M	 0720  :0=0;C: 	 



  





	   	 I s i h l o k o   s e s h a n e l i 	 I g a m a   l e j e l o 	 K i c h w a   c h a   i d h a a 	 T i t e l 	 K a n a l o   p a v a d i n i m a s 	 K a n l a   n o s a u k u m s 	 K a n a l i   t i i t e l 	 1lkk  av~avxt	   	 T i t l u   c a n a l 	 
>
(
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	 M_>(G2  >G2	 T i t u l l i   I   k a n a l i t 	 							 K a n a l   b a _l 1q 1	 ;S
T1z	 T  t o l   d e l   c a n a l 	 T i t r e   d u   c a n a l 	 H e i t i   s t   v a r 	 T  t u l o   d e l   c a n a l 	 0A;>2  =0  :0=0;	 T  t u l o   d e   c a n a l 	 N a z i v   k a n a l a 	 T h a e t l e l e   y a   k a n a l e 	 P a m a g a t   n g   c h a n n e l 	 C h a n n e l   t i t l e 	 K a n   m a g u d a n a 	  k l     k  n n  	 @=0  B0K@K1K	 	 	 	 	 
 
 S T R _ C B _ C H N L _ T I T L E _ F U L L _ E D I T 	 S M S 	 T I T L E 	 C B   M e n u   C h a n n e l   T i t l e   S t r i n g 	 C h a n n e l   t i t l e 	 ;S
T1z	 S
Ty	 
7H-
H-	 T  t u l o   d e   c a n a l 	 T i t r e   d u   c a n a l 	 K a n a l t i t e l 	 0720=85  :0=0;0  	 T i t o l o   d e l i   C a n a l e : 	 9FH'F  'DBF')	 T  t u l o   d o   c a n a l 	 K a n a l   B a _l 11	 T i  u     k  n h 	 N a m a   S a l u r a n : 	 T a j u k   s a l u r a n 	 	H	(	2	  6	@	0	M	7			 K a n a l   N a v n : 	 N  z e v   k a n  l u 	 T y t u l   k a n a Bu : 	 C s a t o r n a   c  m e 	 K a n a v a n   o t s i k k o 	 K a n a l o v e r s k r i f t 	 N  z o v   k a n  l u 	 K a n a a l t i t e l 	 K a n a l t i t e l 	 N a s l o v   k a n a l a : 	 T i t l u   c a n a l 	 N a s l o v   K a n a l a 	   	   	 0=0;  <5	 	E	(	2	  6	@	0	M	7			 9FH'F  'F'D	 FD  '  F'E: 	   	 							  								 
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	 >(F2M  H?2M	 0720  :0=0;C: 	 



  





	   	 I s i h l o k o   s e s h a n e l i 	 I g a m a   l e j e l o 	 K i c h w a   c h a   i d h a a 	 T i t e l 	 K a n a l o   p a v a d i n i m a s 	 K a n l a   n o s a u k u m s 	 K a n a l i   t i i t e l 	 1lkk  av~avxt	   	 T i t l u   c a n a l 	 
>
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	 M_>(G2  >G2	 T i t u l l i   I   k a n a l i t 	 					  							 K a n a l   b a _l 1q 1	 ;S
T1z	 T  t o l   d e l   c a n a l 	 T i t r e   d u   c a n a l 	 H e i t i   s t   v a r 	 T  t u l o   d e l   c a n a l 	 0A;>2  =0  :0=0;	 T  t u l o   d e   c a n a l 	 N a z i v   k a n a l a 	 T h a e t l e l e   y a   k a n a l e 	 P a m a g a t   n g   c h a n n e l 	 C h a n n e l   t i t l e 	 K a n   m a g u d a n a 	  k l     k  n n  	 @=0  B0K@K1K	 	 	 	 	 
 
 S T R _ C B _ C H N L _ N U M B E R 	 S M S 	 I C O N T E X T 	 C B   M e n u   C h a n n e l   N u m b e r   S t r i n g 	 C h a n n e l   I D 	 }_	 S	 #+1*
H-	 I D   d e   c a n a l 	 I D   c a n a l 	 K a n a l - I D 	 ><5@  :0=0;0	 I D   d e l   C a n a l e : 	 'DBF')  I D : 	 I D   d o   c a n a l 	 K a n a l   I D 	 S   k  n h 	 I D   S a l u r a n : 	 I D   s a l u r a n 	 	H	(	2	  		!	@	  : 	 K a n a l   I D : 	 I D   k a n  l u : 	 I d e n t y f i k a t o r   k a n a Bu : 	 C s a t o r n a a z o n o s  t  : 	 K a n a v a n   t u n n u s : 	 K a n a l - I D : 	 I D   k a n  l u : 	 K a n a a l - I D 	 K a n a l   I D : 	 I D   k a n a l a : 	 I d e n t i f i c a r e   c a n a l 	 I D   K a n a l a : 	   : 	   	 0=0;  I D : 	 	E	(	2	  *	$	M	$	>	: 	 4F'3G  'F'D	 FD  "&  : 	   : 	 							  					 
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: 	 >(F2M  !?	 45=B8DV:0B>@  :0=0;C: 	 



  



	   	 I - I D   y e s h a n e l i 	 I - I D   y e j e l o 	 I D   y a   i d h a a 	 N o m m e r 	 K a n a l o   I D 	 K a n l a   I D 	 K a n a l i   I D 	 1lkk  I D 	   	 I D   c a n a l 	 
>
(
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  I D 	 M_>(G2  I D 	 I D   I   k a n a l i t 	 					  I D 	 K a n a l 1n   0D - s i 	 ;S_x	 I d e n t i f i c a d o r   d e l   c a n a l 	 I d e n t i t    d u   c a n a l 	 A u  k e n n i   s t   v a r 	 I D   d e   c a n a l 	 @>X  70  845=B8D8:0F8X0  =0  :0=0;  	 I D   d e   c a n a l 	 I d e n t i f i k a c i j a   k a n a l a 	 I D   y a   k a n a l e 	 I D   n g   c h a n n e l 	 C h a n n e l   I D 	 I D   n a   m a g u d a n a 	   m     d  n i m     k  n n  	 @=0=K  A0BKH  :>4K	 	 	 	 	 
 
 S T R _ C B _ C H N L _ L I S T 	 S M S 	 T I T L E 	 C B   M e n u   C h a n n e l   L i s t   S t r i n g 	 C h a n n e l   l i s t 	 ;SnU	 SRh	 #2"
7H-
H-	 L i s t a   d e   c a n a l e s 	 L i s t e   d e s   c a n a u x 	 K a n a l l i s t e 	 !?8A>:  :0=0;>2	 E l e n c o   d e i   c a n a l i 	 B'&E)  'DBF')	 L i s t a   d e   c a n a i s 	 K a n a l   l i s t e s i 	 D a n h   s  c h   k  n h 	 D a f t a r   S a l u r a n 	 S e n a r a i   s a l u r a n 	 	H	(	2	  8	B		@		 K a n a l   L i s t e 	 S e z n a m   k a n  l o	 S p i s   k a n a B w 	 C s a t o r n a l i s t a 	 K a n a v a l u e t t e l o 	 K a n a l l i s t e 	 Z o z n a m   k a n  l o v : 	 K a n a a l l i j s t 	 K a n a l l i s t a 	 P o p i s   k a n a l a 	 L i s t   c a n a l e 	 L i s t   K a n a l a 	   	   	 !?8AJ:  0=0;8	 	E	(	2	  8	B		@		 AG13*  'F'D	 FD  A13*	   	 							  							 
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	 >(F2M  2?8MM	 !?8A>:  :0=0;V2	 



  



	   	 U h l u   l w e s h a n e l i 	 U l u h l u   l w e j e l o 	 O r o d h a   y a   i d h a a 	 K a n a a l l y s 	 K a n a l s  s r a aa s 	 K a n l u   s a r a k s t s 	 K a n a l i t e   l o e n d 	 1lkvek  avo	   	 L i s t   c a n a l e 	 
>
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	 M_>(G2  $>2?>	 L i s t a   e   k a n a l i t 	 					  							 K a n a l l a r   s 1y a h 1s 1	 ;SnU	 L l i s t a   d e   c a n a l s 	 L i s t e   d e s   c a n a u x 	 S t   v a l i s t i 	 L i s t a   d e   c a n a l e s 	 !?8A>:  =0  :0=0;8	 L i s t a   d e   c a n a i s 	 L i s t a   k a n a l a 	 L e n a n e   l a   d i k a n a l e 	 L i s t a h a n   n g   c h a n n e l 	 C h a n n e l   l i s t 	 T s a r i n   m a g u d a n a 	  k  j    k  n n  	 @=0  BV7V<V	 	 	 	 	 
 
 S T R _ C B _ E R R O R _ M E S S A G E 	 S M S 	 P O P U P 	 C B   e r r o r   S t r i n g 	 F a i l e d 	 1YWe	 1Y%	 D!H*3@#G	 E r r o r 	  c h e c 	 F e h l g e s c h l a g e n 	 !1>9	 N o n   r i u s c i t o !   	 A4D	 F a l h o u 	 B a _a r 1s 1z 	 T h t   b i   	 G a g a l ! 	 G a g a l 	 	8	+	2	!  	 M i s l y k k e t ! 	 S e l h a l o ! 	 N i e p o w i o d Bo   s i ! 	 S i k e r t e l e n ! 	 E p  o n n i s t u i ! 	 M i s l y k k e t ! 	 Z l y h a l o ! 	 M i s l u k t 	 M i s s l y c k a t s ! 	 N e u s p j e an o ! 	 O p e r a ci a   n u   a   r e u _i t 	 N e u s p e an o ! 	 ! 	 	 5CA?5H=>! 	 	8	.	0	M	%	  ! 	 43*  .H1/	 ! F''E  H'	 ! 	 							 
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	 	 K u h l u l e k i l e 	 P h a n z i l e 	 I m e s h i n d w a 	 O n s u k s e s v o l 	 N e p a v y k o 	 N e i z d e v s 	 N u r j u s 	 Aamxr~e	   	 N e r e u _i t 	 *
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 
 S T R _ C B _ N O T _ R E A D Y _ Y E T 	 S M S 	 P O P U P 	 C B   C B   N o t   R e a d y   Y e t !   S t r i n g 	 C B   n o t   r e a d y   y e t 	 Ut-Nˊ
zP	 Yt-N
zP	 55"1D!H#I-!! 	 C B   n o   p r e p a r a d o   a  n 	 C B   p a s   e n c o r e   p r  t 	 C B   n o c h   n i c h t   b e r e i t 	 "5:CI89  18B  5I5  =5  3>B>2	 C B   N o n   P r o n t o   A n c o r a !   	 C B   :J1  E3*9/	 C B   a i n d a   n  o   e s t    p r o n t o 	 C B   h e n  z   h a z 1r   d e i l 	 a n g   x   l  ,   x i n   i 	 C B   b e l u m   s i a p ! 	 C B   b e l u m   s e d i a   l a g i 	 8	@	,	@	  	-	@	  $	H	/	>	0	  (	9	@		!  	 C B   I k k e   K l a r   E n d n u ! 	 C B   j e at   n e n    p Yi p r a v e n o ! 	 C B   j e s z c z e   n i e g o t o w y ! 	 A   C B   m  g   n e m    l l   k  s z e n ! 	 C B   e i   o l e   v i e l    v a l m i s ! 	 C B   i k k e   k l a r   e n d a ! 	 C B   z a t i a >  n e p r i p r a v e n  ! 	 C B   n o g   n i e t   g e r e e d 	 C B    r   i n t e   k l a r    n ! 	 C B   n i j e   j o a  s p r e m n a ! 	 B a n d a   p u b l i c   n u   e s t e    n c   p r e g t i t 	 C B   `e   N i   P r i p r a v l j e n ! 	   C B         ! 	 C B       	 C B   I5  =5  5  3>B>2! 	 8	@	,	@	  $	/	>	0	  (	>	9	@	  ! 	 C B   GFH2  "E'/G  F3*	 ! '(  *  3  (  *'1  F	     	 				  				  				  		! 	 8
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	     	 I - C B   a y i k a l u n g i 	 I - C B   a y i k a l u n g i 	 C B   h a i k o   t a y a r i 	 C B   n o g   n i e   g e r e e d   n i e 	 C B   d a r   n e p a r e n g t a 	 C B   v l   n a v   g a t a v s 	 C B   p o l e   v e e l   v a l m i s 	 C B - v  de|  zaa}  yg	 C B         	 C B   n e p r e g t i t    n c 	 C B   
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 
 S T R _ C B _ C H N L _ D U P L I C A T E _ N U M B E R _ N O T _ A L L O W E D 	 S M S 	 P O P U P 	 C B   D u p l i c a t e   n u m b e r   n o t   a l l o w e d   S t r i n g 	 D u p l i c a t e   n u m b e r   n o t   a l l o w e d 	 _x]͑	 Sx]͑
Y	 +!2"@%I3	 N  m e r o   d u p l i c a d o 	 D u p l i q u e r   l e   n u m  r o 	 N u m m e r   d u p l i z i e r e n 	 C1;8@>20BL  =><5@  =5  @07@5H5=>	 D u p l i c a r e   i l   n u m e r o   n o n      c o n s e n t i t o !   	 'D1BE  EC11	 N  m e r o   d u p l i c a d o 	 N u m a r a y 1  t e k r a r l a 	    n h  n   b n   s 	 N o m o r   D u p l i k a t   t i d a k   d i i j i n k a n ! 	 N o m b o r   d u p l i k a s i 	 !	A	*	M	2	?		G		  (		,	0		 E n s   N u m r e   I k k e   T i l l a d t ! 	 D u p l i k o v a t   
 s l o   n e n    p o v o l e n o ! 	 P o w i e l a n i e   n u m e r u   n i e d o z w o l o n e ! 	 M  r   l  t e z Q  s z  m   n e m   a d h a t    m e g ! 	 P   l l e k k  i s i    n u m e r o i t a   e i   s a l l i t a . 	 D u p l i s e r i n g   a v   n u m m e r   i k k e   t i l l a t t ! 	 D u p l i k o v a n i e   
 s l a   n i e   j e   d o v o l e n  ! 	 D u b b e l   n u m m e r 	 E j   t i l l  t e t   a t t   k o p i e r a   n u m r e t ! 	 D u p l i c i r a n i   b r o j   n i j e   d o z v o l j e n ! 	 N u m r    n   d u p l i c a t 	 D v o j n i k   `t e v i l k e   n i   d o v o l j e n ! 	       ! 	   	 5?>72>;5=>  4C1;8@0=5  =0  =><5@! 	 !	A	*	M	2	?		G		  (		,	0	  .	>	(	M	/	  (	>	9	@	  ! 	 *1'1  4E'1G	 ~Dy  FE(1    ','2*  F	       ! 	 			  					  					  	 9
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	 (2  (.M,0  (A.K&?$  (A9G	 N u m r i   I   d u p l i k u a r   n u k   l e j o h e t 	 								  						 N  m r Yn i n   t Yk r a r l a n m a s 1n a   i c a z Y  y o x d u r 	 
NAQ1_x	 N  m e r o   d u p l i c a t   n o   p e r m  s 	 D u p l i c a t i o n   d u   n u m  r o   n o n   a u t o r i s  e 	 E k k i   e r   h e i m i l t   a    b  a   t i l   a f r i t   a f   n  m e r i 	 N o   s e   p e r m i t e   u n   n  m e r o   d u p l i c a d o 	 5  5  4>72>;5=>  C42>XC20Z5  =0  1@>X	 N  m e r o   d u p l i c a d o   n  o   p e r m i t i d o 	 D u p l i r a n i   b r o j   n i j e   d o z v o l j e n 	 N o m o r o   y a   d u p l i k e i t i   h a   e   a   d u m e l l w a 	 H i n d i   p i n a h i h i n t u l u t a n   n g   k a - d o b l e n g   n u m e r o 	 D u p l i c a t e   n u m b e r   n o t   a l l o w e d 	 B a   y a r d a   d a   m a i m a i t a n   l a m b a   b a 	 K    g b a   n m b a    d    l   y  	 HV@<5  =<V@V  @A0B  5BV;<535=
 
 S T R _ C B _ C H N L _ N U M B E R _ L E N _ E X C E E D E D 	 S M S 	 P O P U P 	 N u m b e r   E x c e e d e d !   S t r i n g 	 N u m b e r   e x c e e d e d 	 _xN'Y	 SxǏ'Y	 '2!"2'+!2"@%@4	 L o n g i t u d   d e l   n  m e r o   s u p e r a d a 	 L o n g u e u r   d u   n u m  r o   d  p a s s  e 	 N u m m e r n l  n g e    b e r s c h r i t t e n 	 @52KH5=  ?@545;	 L u n g h e z z a   n u m e r o   s u p e r a t a 	 'D1BE  C(J1  ,/'	 C o m p r i m e n t o   d e   c a r a c t e r e s   e x c e d i d o 	 S a y 1  a _1l d 1	 S   q u    l n 	 P a n j a n g   n o m o r   M e l e b i h i ! 	 B i l a n g a n   d i l a m p a u i 	 (		,	0	  ,	!	<	>	  9	H		 	 	 	 A   s z  m j e g y e k   m a x i m  l i s   s z  m a   t  l l  p v e 	 	 	 	 N u m m e r l e n g t e   o v e r s c h r e d e n 	 	 	 D i m e n s i u n e a   n u m r u l u i   a   f o s t   d e p _i t 	 	 	       	 	 (		,	0	  	$	?	0	?		M	$	  	>	2	G	  ! 	 7HD  4E'1G  '2  -/'+1  *,'H2  1/	 ! FE(1  (  '	 ,     ! 	 					  							  									 (
p
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>


! 	 (,0A  .??*K/?&?	 5@528I5=>  :V;L:VABL! 	 



  


  


  

	   	 I n a m b a   y e q i l e 	 I n o m b l o   i g q i t h i s i w e 	 N a m b a r i   i m e z i d i s h w a 	 N o m m e r l e n g t e   o o r s k r y 	 N u m e r i s   v i r ay t a s 	 S k a i t s   p r s n i e g t s 	 N u m b r i   p i i r a n g    l e t a t u d 	 @atah  ceafav~an  g	   	 N u m r   d e p _i t 	 (
(
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  
5
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A
	 (.M,0  $?M0.  9G2>	 N u m r i   u   t e j k a l u a 	 					  							  							  						 N  m r Y  h Yd d Yn   a r t 1q   u z u n d u r 	 _xN	 N  m e r o   s u p e r a t 	 N u m  r o   d  p a s s  	 N  m e r   o f   s t  r t 	 N  m e r o   e x c e d i d o 	 @>X>B  5  =04<8=0B	 N  m e r o   e x c e d i d o 	 B r o j   p r e m a ae n 	 N o m o r o   e   t l o t s w e 	 L u m a g p a s   s a   n u m e r o 	 N u m b e r   e x c e e d e d 	 L a m b a   t a   k u r e 	 T i   k j    n m b a 	 <V@  0AK?  :5BBV
 
 S T R _ C B _ A L L _ C H A N N E L S _ F O R _ S E L E C T 	 S M S 	 T W O S T A T E 	 C B   A l l   C h a n n e l s   S t r i n g 	 A l l   c h a n n e l s 	 hQ;S	 hQ萑S	 8
H-	 T o d o s   l o s   c a n a l e s 	 T o u s   l e s   c a n a u x 	 A l l e   K a n  l e 	 A5  :0=0;K	 T u t t i   i   c a n a l i 	 ,EJ9  'DBFH'*	 T o d o s   o s   c a n a i s 	 K a n a l l a r 1n   t  m  	 T t   c   c  c   k  n h 	 S e m u a   S a l u r a n 	 S e m u a   s a l u r a n 	 8	-	@	  	H	(	2		 A l l e   K a n a l e r 	 V ae c h n y   k a n  l y 	 W s z y s t k i e   k a n a By 	  s s z e s   c s a t o r n a 	 K a i k k i   k a n a v a t 	 A l l e   k a n a l e r 	 V ae t k y   k a n  l y 	 A l l e   k a n a l e n 	 A l l a   k a n a l e r 	 S v i   k a n a l i 	 T o a t e   c a n a l e l e 	 V s i   K a n a l i 	     	   	 A8G:8  0=0;8	 8	0	M	5	  	E	(	2		 GEG  'F'DG'	 *E'E  FD3	   	 					  								 8
>
0
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  
H
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2
	 (M(?  >(F3M2A	 AV  :0=0;8	 


  




	    	 W o n k e   a m a s h a n e l i 	 O n k e   a m a j e l o 	 I d h a a   z o t e 	 A l l e   k a n a l e 	 V i s i   k a n a l a i 	 V i s i   k a n l i 	 K  i k   k a n a l i d 	 2xlx  alkveh	   	 T o a t e   c a n a l e l e 	 
2
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2
>
  
>
(
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3
A

	 8.8M$  M_>(G2A!?	 T e   g j i t h e   k a n a l e t 	 				  						 B  t  n   k a n a l l a r 	 @b	g;S	 T o t s   e l s   c a n a l s 	 T o u s   l e s   c a n a u x 	 A l l a r   r  s i r 	 T o d o s   l o s   c a n a l e s 	 !8B5  :0=0;8	 T o d o s   o s   c a n a i s 	 S v i   k a n a l i 	 D i k a n a l e   t s o h l e 	 L a h a t   n g   m g a   c h a n n e l 	 A l l   c h a n n e l s 	 D u k a n   h a r s u n a 	 G b o g b o    k  n n  	 0@;K  0@=0;0@
 
 S T R _ C B _ A L L _ L A N G U A G E S _ F O R _ S E L E C T 	 S M S 	 T W O S T A T E 	 C B   A l l   L a n g u a g e s   S t r i n g 	 A l l   l a n g u a g e s 	 hQ萞 	 hQ 	 8 2)2	 T o d o s   l o s   i d i o m a s 	 T o u t e s   l e s   l a n g u e s 	 A l l e   S p r a c h e n 	 A5  O7K:8	 T u t t e   l e   L i n g u e 	 ,EJ9  'DD:'*	 T o d o s   o s   i d i o m a s 	 D i l l e r i n   t  m  	 T t   c   c  c   n g  n   n g 	 S e m u a   B a h a s a 	 S e m u a   b a h a s a 	 8	-	@	  -	>	7	>	
		 A l l e   S p r o g 	 V ae c h n y   j a z y k y 	 W s z y s t k i e   j z y k i 	  s s z e s   n y e l v 	 K a i k k i   k i e l e t 	 A l l e   s p r  k 	 V ae t k y   j a z y k y 	 A l l e   t a l e n 	 A l l a   s p r  k 	 S v i   j e z i c i 	 T o a t e   l i m b i l e 	 V s i   J e z i k i 	     	   	 A8G:8  78F8	 8	0	M	5	  -	>	7	>		 GEG  2('FG'	 *E'E  2('F	   	 					  					 8
>
0
@


  -
>
6
>

5
>
	 (M(?  ->72A	 AV  <>28	 


  




    	   	 Z o n k e   i z i l i m i 	 Z o n k e   i i l w i m i 	 L u g h a   z o t e 	 A l l e   t a l e 	 V i s o s   k a l b o s 	 V i s a s   v a l o d a s 	 K  i k   k e e l e d 	 2xlx  lefxveh	   	 T o a t e   l i m b i l e 	 
2
M
2
>
  -
>
7

3
A

	 8.8M$  ->7>A!?	 T e   g j i t h e   g j u h e t 	 				  					 B  t  n   d i l l Yr 	 @b	g 	 T o t s   e l s   i d i o m e s 	 T o u t e s   l e s   l a n g u e s 	  l l   t u n g u m  l 	 T o d o s   l o s   i d i o m a s 	 !8B5  X078F8	 T o d o s   o s   i d i o m a s 	 S v i   j e z i c i 	 M a l e m e   o h l e 	 L a h a t   n g   m g a   w i k a 	 A l l   l a n g u a g e s 	 D u k a n   h a r s u n a 	 G b o g b o    d  	 0@;K  BV;45@
 
 S T R 1 0 3 _ S C R 1 0 1 _ C A P T I O N 	 S M S 	 T I T L E 	 C B   M e n u   I t e m   C e l l   B r o a d c a s t   L a n g u a g e   C a p t i o n   S t r i n g 	 L a n g u a g e s 	  	  	  2)2	 I d i o m a s 	 L a n g u e s 	 S p r a c h e n 	 /7K:8  	 L i n g u e 	 'DD:'*	 I d i o m a s 	 D i l l e r 	 N g  n   n g 	 B a h a s a 	 B a h a s a 	 -	>	7	>	
		 S p r o g 	 J a z y k y 	 J z y k i 	 N y e l v e k 	 K i e l e t 	 S p r  k 	 J a z y k y 	 T a l e n 	 S p r  k 	 J e z i c i 	 L i m b i 	 J e z i k i 	 	 	 78F8	 -	>	7	>		 2('F  G'	 2('F	 	 					 -
>
6
>
5
>

	 ->72A	 >28	 




	 	 I z i l i m i 	 I i l w i m i 	 L u g h a 	 T a l e 	 K a l b o s 	 V a l o d a s 	 K e e l e d 	 <efxve	 	 L i m b i 	 -
>
7

3
M

 	 ->7>A!?	 G j u h e t 	 									 D i l l Yr 	  	 I d i o m e s 	 L a n g u e s 	 T u n g u m  l 	 I d i o m a s 	 078F8	 I d i o m a s 	 J e z i c i 	 M a l e m e 	 M g a   w i k a 	 L a n g u a g e s 	 H a r s u n a 	 A w n    d  	 "V;45@
 
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	 	 A k u c h a z i w e 	 A y i n a z i n k c u k a c h a 	 I s i o e l e z e w a 	 O n g e s p e s i f i s e e r d 	 N e a p i b r ~t a s 	 N e n o t e i k t i 	 M   r a m a t a 	 I}aptav~an	 	 N e s p e c i f i c a t 	 5
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 
 S T R _ C B _ M S G _ I N D _ I N F O R M A T I O N _ C A P T I O N 	 S M S 	 T I T L E 	 C B     I n f o r m a t i o n   S t r i n g 	 I n f o r m a t i o n 	 vܕǌ
	 vsQOo`	 I-!9%	 I n f o r m a c i  n 	 I n f o r m a t i o n 	 I n f o r m a t i o n 	 =D>@<0F8O	 I n f o r m a z i o n i 	 E9DHE'*	 I n f o r m a   o 	 B i l g i 	 T h  n g   t i n   l i  n   q u a n 	 I n f o r m a s i 	 M a k l u m a t 	 	>	(		>	0	@		 I n f o r m a t i o n 	 I n f o r m a c e 	 I n f o r m a c j a 	 I n f o r m  c i  	 T i e t o j a 	 I n f o r m a s j o n 	 I n f o r m  c i e 	 I n f o r m a t i e 	 I n f o r m a t i o n 	 I n f o r m a c i j e 	 I n f o r m a ci i 	 I n f o r m a c i j e 	 	 	 =D>@<0F8O	 8	B		(	>		 '7D'9'*	 E9DHE'*	 	 					 8
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	 	 U l w a z i 	 U l w a z i 	 M a e l e z o 	 B e s o n d e r h e d e 	 I n f o r m a c i j a 	 I n f o r m c i j a 	 T e a v e 	 Oereoxiuxv	 	 I n f o r m a ci i 	 5
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	 I n f o r m a c i  	 I n f o r m a t i o n s 	 U p p l  s i n g a r 	 I n f o r m a c i  n 	 =D>@<0F88	 I n f o r m a   e s 	 I n f o r m a c i j a 	 T l h a h i s o l e s e d i n g 	 I m p o r m a s y o n 	 I n f o r m a t i o n 	 S a n a r w a 	  l  y  	 ?0@0B
 
 S T R _ I D _ M S G _ C B _ D E L E T E _ C H A N N E L _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 C B   d e l e t e   c h a n n e l   q u e r y   s t r i n g 	 D e l e t e   c h a n n e l ? 	 *Rd;S	  RdS	 %
H-? 	  E l i m i n a r   c a n a l ? 	 S u p p r i m e r   c a n a l  ? 	 K a n a l   l  s c h e n ? 	 #40;8BL  :0=0;? 	 V u o i   e l i m i n a r e   i l   c a n a l e ? 	 D e l e t e   c h a n n e l ? 	 E l i m i n a r   c a n a l ? 	 K a n a l 1  s i l ? 	 X  a   k  n h ? 	 D e l e t e   c h a n n e l ? 	 P a d a m   s a l u r a n ? 	 	H	(	2	  9		>			?  	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 T  r l i   a   c s a t o r n  t ? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 K a n a a l   v e r w i j d e r e n ? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 ^t e r g e ci   c a n a l u l ? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	   ? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 C'F'D  'F*.'(  4H/	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 							  						  			? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 D e l e t e   c h a n n e l ? 	 





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 
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H-? 	  A g r e g a r   c a n a l ? 	 A j o u t e r   c a n a l  ? 	 K a n a l   h i n z u f  g e n ? 	 >1028BL  :0=0;? 	 V u o i   a g g i u n g e r e   i l   c a n a l e ? 	 A d d   c h a n n e l ? 	 A d i c i o n a r   c a n a l ? 	 K a n a l   e k l e ? 	 T h  m   k  n h ? 	 A d d   c h a n n e l ? 	 T a m b a h   s a l u r a n ? 	 	H	(	2	  	K	!	<	G		?  	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 H o z z  a d j a   a   c s a t o r n  t ? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 K a n a a l   t o e v o e g e n ? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 A d u g a ci   c a n a l l ? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	   ? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 C'F'D  'A2H/G  4H/	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 						  			  			  			? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 A d d   c h a n n e l ? 	 



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 
 S T R _ I D _ M S G _ S M S _ A D D _ S U C C E S S 	 S M S 	 P O P U P 	 S M S   a d d   s u c c e s s   s t r i n g 	 A d d e d 	 ]ReQ	 ]mR	 @4H!A%I'	 A g r e g a d o 	 A j o u t  	 H i n z u g e f  g t 	 >102;5=>	 A g g i u n t o 	 A d d e d 	 A d i c i o n a d o 	 E k l e n d i 	    t h  m 	 A d d e d 	 D i t a m b a h 	 	K	!	<	  &	?	/	>	  	/	>	?  	 A d d e d 	 A d d e d 	 A d d e d 	 H o z z  a d v a 	 A d d e d 	 A d d e d 	 A d d e d 	 T o e g e v o e g d 	 A d d e d 	 A d d e d 	 C a n a l   a d u g a t 	 A d d e d 	 A d d e d 	 	 A d d e d 	 A d d e d 	 'A2H/G  4/	 A d d e d 	 A d d e d 	 								 A d d e d 	 A d d e d 	 A d d e d 	 







	 	 K w e n g e z i w e 	 N g e z i w e 	 I m e o n g e z w a 	 B y g e v o e g 	 P r i d t a 	 P i e v i e n o t s 	 L i s a t u d 	 1~ela~an  g	 	 A d u g a t 	 
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	 /K!>2>	 	 			  			  					 l a v Y  o l u n d u 	 ]eX	 S  h a   a f e g i t 	 A j o u t  	 B  t t   v i  	 A g r e g a d o 	 >4045=>	 A d i c i o n a d o 	 D o d a t o 	 E   e k e d i t s w e 	 N a i d a g d a g 	 A d d e d 	 A n   k a r a 	 T i   f i   k  n 	 >AK;0=
 
 S T R _ I D _ M S G _ S M S _ S A V E _ C H A N G E S _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 S M S   s a v e   c h a n g e s   q u e r y   s t r i n g 	 S a v e   t h e   c h a n g e s ? 	 2QX[O9e_vgQ[	 OX[O9eTvQ[	 162#@%5H"A%? 	  G u a r d a r   l o s   c a m b i o s ? 	 E n r e g i s t r e r   l e s   m o d i f i c a t i o n s   ? 	  n d e r u n g e n   s p e i c h e r n ? 	 !>E@.   87<5=5=8O? 	 V u o i   s a l v a r e   i   c a m b i a m e n t i ? 	 -A8  'D*:JJ1'*	 G u a r d a r   a l t e r a   e s ? 	 D e i _i k l i k l e r i   k a y d e t ? 	 L u   c  c   t h a y   i ? 	 S a v e   c h a n g e s ? 	 S i m p a n   p e r u b a h a n ? 	 *	0	?	5	0	M	$	(	  8	G	5	  	0	G		?  	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 M e n t i   a   m  d o s  t  s o k a t ? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 V e r a n d e r i n g e n   o p s l a a n ? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 S a l v a ci   m o d i f i c r i l e ? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	   ? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 *:JJ1G'  0.J1G  4HF/	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 								  							/ 			  			  			? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 S a v e   c h a n g e s ? 	 







  





  

? 	   ? 	 G c i n a   i z i n g u k u q o ? 	 G c i n e   u t s h i n t s h o ? 	 H i f a d h i   m a b a d i l i k o ? 	 B e r g   w y s i g i n g s ? 	 .r a ay t i   p a k e i t i m u s ? 	 S a g l a b t   i z m a i Fa s ? 	 S a l v e s t a n   m u u t u s e d ? 	 Japzave^l  xxmxiuxvveh	     ? 	 S a l v a ci   m o d i f i c r i l e ? 	 .
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u v a j   p r o m e n e ? 	 O   b o l o k a   d i p h e t o h o ? 	 I - s a v e   a n g   m g a   p a g b a b a g o ? 	 S a v e   c h a n g e s ? 	 A   y i   a j i y a n   m a g u d a n a 	 F i   a w n    y  p a d    p a m   b  ? 	 735@BC;5@4V  A0B0C  :5@5:  ?5? 
 
 S T R _ I D _ M S G _ S M S _ D E L E T E _ M E S S A G E _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 S M S   d e l e t e   m e s s a g e   q u e r y   s t r i n g 	 D e l e t e   m e s s a g e ? 	 *Rd
o`	  RdOo`	 %I-'2!? 	  E l i m i n a r   m e n s a j e ? 	 S u p p r i m e r   m e s s a g e  ? 	 M i t t e i l u n g   l  s c h e n ? 	 #40;8BL  A>>1I5=85? 	 V u o i   e l i m i n a r e   i l   m e s s a g g i o ? 	 D e l e t e   m e s s a g e ? 	 E l i m i n a r   m e n s a g e m ? 	 M e s a j 1  s i l ? 	 X  a   t i n   n h n ? 	 D e l e t e   m e s s a g e ? 	 P a d a m   m e s e j ? 	 8		&	G	6	  9		>			?  	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 T  r l i   a z    z e n e t e t ? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 B e r i c h t   v e r w i j d e r e n ? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 ^t e r g e ci   m e s a j u l ? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	   ? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 ~J'E  -0A  4H/	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 						  						  			? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 D e l e t e   m e s s a g e ? 	 






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? 	   ? 	 S u s a   u m b i k o ? 	 C i m e   u m y a l e z o ? 	 F u t a   u j u m b e ? 	 S k r a p   b o o d s k a p ? 	 `a l i n t i   p r a n e ai m ? 	 D z s t   z i Fo j u m u ? 	 K u s t u t a n   s  n u m i ? 	 Kv{e^l  parxdacxiuxvh	     ? 	 ^t e r g e ci   m e s a j u l ? 	 8
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o`	 V o l e u   s u p r i m i r   e l   m i s s a t g e ? 	 S u p p r i m e r   l e   m e s s a g e ? 	 E y  a   s k i l a b o  u m ? 	  E l i m i n a r   m e n s a j e ? 	 71@8H8  ?>@0:0? 	 E x c l u i r   m e n s a g e m ? 	 O b r i ai   p o r u k u ? 	 O   p h u m u l a   m o l a e t s a ? 	 T a n g g a l i n   a n g   m e n s a h e ? 	 D e l e t e   m e s s a g e ? 	 A   s h a r e   s a k o 	 P a   a w n    f i r a n c  r   b  ? 	 %010@4K  6>N  :5@5:  ?5? 
 
 S T R _ L A N G _ A F A R 	 S M S 	 T W O S T A T E 	 C B   A F A R   S t r i n g 	 A f a r 	 ?l	 ?l	 -12#L	 A f a r 	 A f a r 	 A f a r 	 D0@A:89	 A F A R 	 "A'1	 A f a r 	 U z a k 	 T i n g   A F A R 	 A F A R 	 B a h a s a   A f a r 	 	+	>	0		 A f a r 	 A F A R A S K  	 A F A R 	 A F A R 	 A F A R 	 L A N G T   B O R T E 	 A F A R 	 A f a r 	 A F A R 	 A F A R 	 A f a r 	 A F A R s k o 	 	 	 A F A R 	 		+			0		 "A'1I	 'A'1	 	 					 
+
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	 	 I s i - A f a r 	 A f a r 	 A f a r 	 A f a r 	 A f a r s  k . 	 A f r u 	 a f a r i 	 1a	 	 A f a r 	 
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	 +0@_	 	 					 A f a r 	 ?l>r	  f a r 	 A f a r 	 A f a r 	 A f a r 	 D0@A:8	 A f a r 	 A f a r 	 S e A f a r 	 A f a r 	 A f a r 	 A f a r 	 A f a r 	 ;KAB0
 
 S T R _ L A N G _ A B K H A Z I A N 	 S M S 	 T W O S T A T E 	 C B   A B K H A Z I A N   S t r i n g 	 A b k h a z i a n 	 ?^^N	 ?^NN	 -12@5H"	 A b j a z o 	 A b k h a z i e n 	 A b c h a s i s c h 	 1E07A:89	 A B K H A Z I A N 	 #(.0'FJ	 A b c a s o 	 A b h a z c a 	 T i n g   A B K H A Z I A N 	 A B K H A Z I A N 	 B a h a s a   A b k h a z i a n 	 	,		>		@		 A b k h a z i a n s k 	 A B K H A Z I A N 	 A B K H A Z I A N 	 A B K  Z I 	 A B H A A S I 	 A B K H A S I S K 	 A F G  N S K Y 	 A b k h a z i a a n s 	 A B K H A Z I A N I S K A 	 A B K H A Z I A N 	 A b k h a z 	 A B K H A Z I J S K O 	 	 	 A B K H A Z I A N 	 	,		>		?	/	(		 '(.'2I	 '('2	 	 										 
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 
 S T R _ L A N G _ A F R I K A A N S 	 S M S 	 T W O S T A T E 	 C B   A F R I K A A N S   S t r i n g 	 A f r i k a a n s 	 WS^w-	 WS^wpQ	 -1#41	 A f r i k a a n s 	 A f r i k a a n s 	 A f r i k a a n s 	 D@8:0=A:89	 A F R I K A A N S 	 #A1C'FJ	 A f r i c a n s o 	 A f r i k a n c a 	 T i n g   H    L a n   N a m   P h i 	 A F R I K A A N S 	 B a h a s a   A f r i k a a n s 	 	+	M	0	@		@		 A f r i k a a n s 	 A F R I K  N S K  	 A F R Y K A CS K I 	 A F R I K A A N S 	 A F R I K A A N S 	 A F R I K A A N S 	 A F R I K  N S K Y 	 A f r i k a a n s 	 A F R I K A A N S 	 A F R I K A A N S 	 A f r i k a a n s 	 A F R I `K O 	 	 	 A F R I K A A N S 	 	+	M	0	@		>	(	M	8		 "A1JC'F3	 'A1B	 	 										 
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k i 	 S e A f r i k a a n s 	 A f r i k a a n s 	 A f r i k a a n s 	 A f i k a a n i 	 A f r i k a a n s 	 D@8:00=A
 
 S T R _ L A N G _ A M H A R I C 	 S M S 	 T W O S T A T E 	 C B   A M H A R I C   S t r i n g 	 A m h a r i c 	 ?YTb	 ?YTb	 -1!.2#4	 A m h  r i c o 	 A m h a r i q u e 	 A m h a r i s c h 	 <E0@A:89	 A M A R I C O 	 #EG1J	 A m a r i q u e 	 H a b e _i s t a n   d i l i 	 T i n g   A M H A R I C 	 A M H A R I C 	 B a h a s a   A m h a r i c 	 	.	M	9	>	0	@		 A m h a r i s k 	 A M H A R S K  	 A M H A R Y J S K I 	 A M  R I 	 A M H A R A 	 A M H A R I S K 	 A M H A R I C K  	 A m h a r i s c h 	 A M H A R I S K A 	 A M H A R I C 	 A m h a r i c 	 A M H A R `K O 	 	 	 A M H A R I C 	 	.	M	9	>	0	?			 'E-'1I	 'E1	 	 							 
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 
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 
 S T R _ L A N G _ A S S A M E S E 	 S M S 	 T W O S T A T E 	 C B   A S S A M E S E   S t r i n g 	 A s s a m e s e 	 ?Y	 ?(Y	 -1**1!!4*	 A s a m  s 	 A s s a m e s e 	 A s s a m e s i s c h 	 AA0<A:89	 A S S A M E S E 	 "3'EJ	 A s s a m  s 	 A s a m e z   d i l i 	 T i n g   A S S A M E S E 	 A S S A M E S E 	 B a h a s a   A s s a m e s e 	 	8	.	@		 A s s a m e s i s k 	 A S S A M E S E 	 A S S A M E S E 	 A S S Z  M I 	 A S S A M I 	 A S S A M E S I S K 	 A S S A M E S K  	 A s s a m e e s 	 A S S A M E S I S K A 	 A S S A M E S E 	 A s s a m e s e 	 A S A M E `K O 	 	 	 A S S A M E S E 	 	8	>	.	@			 "3'EI	 "3'E	 	 							 
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 
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	 _.>0@_	 	 						 A y m a r 	 ~b	 A i m a r a 	 A y m a r 	 A y m a r 	 A y m a r a 	 X<0@0	 A y m a r a 	 A j m a r s k i 	 S e A y m a r 	 A y m a r 	 A y m a r 	 A y m a r 	 A y m a r 	 9<0@0
 
 S T R _ L A N G _ A Z E R B A I J A N I 	 S M S 	 T W O S T A T E 	 C B   A Z E R B A I J A N I   S t r i n g 	 A z e r b a i j a n i 	 N^Xb6q	 N^Xb6q	 -2@-#LD1	 A z e r b a i j a n i 	 A z  r i 	 A s e r b a i d s c h a n i s c h 	 75@109460=A:89	 A Z E R B A I J A N I 	 "21('&,'FJ	 A z e r i 	 A z e r i c e 	 T i n g   A Z E R B A I J A N I 	 A Z E R B A I J A N I 	 B a h a s a   A z e r b a i j a n i 	 		<	0	,	H		>	(	@		 A s e r b a j d j a n s k 	  Z E R B A J D } N S K  	 A Z E R B E J D Z A CS K I 	 A Z E R I 	 A Z E R I 	 A Z E R B A I D J A N S K 	 A Z E R B A J D }A N S K  	 A z e r b a i j a n i 	 A Z E R B A I J A N I S K A 	 A Z E R B A I J A N I 	 A z e r b a i d j a n 	 A Z E R B E J D }A N S K O 	 	 ' 	 A Z E R B A I J A N I 	 		>	0	,	>			(		 *1CI  "01('J,'FI	 "01('&,'F	 	 												 

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	  	 I s i - A z e r b a i j a n i 	 A z e r b a i j a n i 	 A z e r b a i j a n i 	 A z e r b a i d j a a n s 	 A z e r b a i d ~a n i e 
i s  k . 	 A z e r u 	 a s e r b a i d ~a a n i 	 1dbe{aveev	 	 A z e r 	 
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	 0,>>(?	 	 											 A z Yr b a y c a n 	 ?^XbJ_	  z e r i 	 A z e r b a  d j a n a i s 	 A s e r b a j a n s k a 	 A z e r b a i j a n o 	 75@15X_0=A:8	 A z e r b a i j a n o 	 A z e r b e j d ~a n s k i 	 S e A z e r b a i j a n 	 A z e r b a i j a n i 	 A z e r b a i j a n i 	 A z e r b a i j a n i 	 A z e r b a i j a n i 	 75@109460=
 
 S T R _ L A N G _ B A S H K I R 	 S M S 	 T W O S T A T E 	 C B   B A S H K I R   S t r i n g 	 B a s h k i r 	 ]e	T>r	 ]e	T\	 2
5#L	 B a s h k i r 	 B a c h k i r 	 B a s c h k i r i s c h 	 0H:8@A:89	 B A S H K I R 	 (4C1I	 B a s h k i r 	 B a _k 1r d  a 	 T i n g   B A S H K I R 	 B A S H K I R 	 B a h a s a   B a s h k i r 	 ,	6	M		@	0		 B a s h k i r 	 B A `K I R S K  	 B A S H K I R 	 B A S K  R 	 B A `K I I R I 	 B A S J K I R S K 	 B A `K I R S K  	 B a s h k i r 	 B A S H K I R 	 B A S H K I R 	 B a _c h i r 	 B A `K I R S K O 	 	 	 B A S H K I R 	 ,	E	6		?	0		 ('4BJ1	 ('41	 	 								 ,
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	 	 I s i - B a s h k i r 	 B a s h i r 	 B a s h k i r 	 B a s j k i r 	 B a ak i r s  k . 	 B a ak +r u 	 b a ak i i r i 	 2awokeev	 	 B a _c h i r 	 ,
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	 ,>8?0@_	 	 								 B a _q 1r d 	 ]NKQ>r	 B a i x k i r 	 B a c h k i r 	 B a s h k i r 	 B a s h k i r 	 0H:8@A:8	 B a s h k i r 	 B a ak i r s k i 	 S e B a s h k i r 	 B a s h k i r 	 B a s h k i r 	 B a s h k i r 	 B a s h k i r 	 0H@B
 
 S T R _ L A N G _ B Y E L O R U S S I A N 	 S M S 	 T W O S T A T E 	 C B   B Y E L O R U S S I A N   S t r i n g 	 B y e l o r u s s i a n 	 koN	 kWN	 @%B%#1*@5H"	 B i e l o r r u s o 	 B i  l o r u s s i e 	 W e i  r u s s i s c h 	 5;>@CAA:89	 B I E L O R U S S O 	 (JDH1H3J	 B i e l o r u s s o 	 B e y a z   R u s  a 	 T i n g   B  l u x i a 	 B Y E L O R U S S I A N 	 B a h a s a   B y e l o r u s s i a n 	 ,	G	2	K	0	6	?	/	(		 B e l r u s s i s k 	 B L O R U S K  	 B I A AO R U S K I 	 B E L O R U S Z 	 V A L K O V E N  J  	 H V I T E R U S S I S K 	 B I E L O R U S K  	 W i t - R u s s i s c h 	 V I T R Y S K A 	 B J E L O R U S K I 	 B i e l o r u s 	 B E L O R U S K O 	 B Y E L O R U S S I A N 	 	 B Y E L O R U S S I A N 	 ,	G	2	K	0	6	?	/	(		 (D'1H3I	 ('&DH  1H3	 	 												 ,
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	 	 I s i - B y e l o r u s s i a n 	 B y e l o r u s s i a n 	 B y e l o r u s s i a n 	 B e l o - R u s s i e s 	 B a l t a r u s i s  k . 	 B a l t k r i e v u 	 v a l g e v e n e 	 2elx|x}eev	 	 B i e l o r u s 	 ,
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 
 S T R _ L A N G _ B U L G A R I A N 	 S M S 	 T W O S T A T E 	 C B   B U L G A R I A N   S t r i n g 	 B u l g a r i a n 	 OR)RN	 OR)RN	 9%2@#5"	 B  l g a r o 	 B u l g a r e 	 B u l g a r i s c h 	 >;30@A:89	 B U L G A R O 	 (D:'1J	 B  l g a r o 	 B u l g a r c a 	 T i n g   B u n g a r y 	 B u l g a r i a 	 B a h a s a   B u l g a r i a 	 ,	A	2	M		G	0	?	/	>			 B u l g a r s k 	 B U L H A R S K  	 B U AG A R S K I 	 B O L G  R 	 B U L G A R I A 	 B U L G A R S K 	 B U L H A R S K  	 B u l g a a r s 	 B U L G A R I S K A 	 B U G A R S K I 	 B u l g a r 	 B O L G A R S K O 	 	 	 B U L G A R I A N 	 ,	A	2	M		G	0	?	/	(		 (D:'1I	 (D:'1	 	 											 ,
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	 	 I s i - B u l g a r i a n 	 B u l g a r i a n 	 B u l g a r i a n 	 B u l g a a r s 	 B u l g a r s  k . 	 B u l g r u 	 b u l g a a r i a 	 2xlraeev	 	 B u l g a r 	 ,
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 
 S T R _ L A N G _ B I H A R I 	 S M S 	 T W O S T A T E 	 C B   B I H A R I   S t r i n g 	 B i h a r i 	 kT>r	 kT\	 4+2#	 B i h a r i 	 B i h a r i 	 B i h a r i 	 8E0@8	 B I H A R I 	 (G'1J	 B i h a r i 	 B i h a r i   d i l i 	 T i n g   B I H A R I 	 B I H A R I 	 B a h a s a   B i h a r i 	 ,	?	9	>	0	@		 B i h a r i 	 B I H A R I 	 B I H A R I 	 B I H A R I 	 B I H A R I 	 B I H A R I 	 B I H A R S K  	 B i h a r i 	 B I H A R I 	 B I H A R I 	 B i h a r i 	 B I H A R I 	 	 	 B I H A R I 	 ,	?	9	>	0	@		 (JG'1I	 ('1	 	 							 ,
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	 	 I s i - B i h a r i 	 B i h a r i 	 B i h a r i 	 B i h a r i 	 B i h a r s  k . 	 B i h a r u 	 b i h a a r i 	 2kpak	 	 B i h a r i 	 ,
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 
 S T R _ L A N G _ B I S L A M A 	 S M S 	 T W O S T A T E 	 C B   B I S L A M A   S t r i n g 	 B i s l a m a 	 keb	 kebl	 "4*%2!2	 B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 8A;0<0	 B I S L A M A 	 (3D'E'	 B i s l a m a 	 B i s l a m a   d i l i 	 T i n g   B I S L A M A 	 B i s m a l a 	 B a h a s a   B i s l a m a 	 ,	?	8	M	2	>	.	>		 B i s l a m a 	 B I S L A M A 	 B I S L A M A 	 B I S L A M A 	 B I S L A M A 	 B I S L A M A 	 B I S L A M S K  	 B i s l a m a 	 B I S L A M A 	 B I S L A M A 	 B i s l a m a 	 B I S L A M S K O 	 	 	 B I S L A M A 	 ,	?	8	M	2	>	.	>		 H'FH'*H	 (3D'E'	 	 								 ,
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	 ,?8M2>.>	 !	 






	 	 I s i - B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 B i s l a m a   k . 	 B i s l a m u 	 b i s l a m a 	 2k}lata	 	 B i s l a m a 	 ,
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.
	 ,?82>.@_	 	 								 B i s l a m a 	 keb	 B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 8A;0<0	 B i s l a m a 	 B i s l a m s k i 	 S e B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 B i s l a m a 	 8A;0<
 
 S T R _ L A N G _ B E N G A L I 	 S M S 	 T W O S T A T E 	 C B   B E N G A L   S t r i n g 	 B e n g a l 	 _[Rb	 _[Rb	 @-%	 B e n g a l 	 B e n g a l e 	 B e n g a l i s c h 	 5=30;LA:89	 B E N G A L E S E 	 (F,'D	 B e n g a l  s 	 B e n g a l   d i l i 	 B n g   G a n 	 B E N G A L 	 B a h a s a   B e n g a l 	 ,			>	2		 B e n g a l s k 	 B E N G  L S K  	 B E N G A L I J S K I 	 B E N G  L I 	 B E N G A L I 	 B E N G A L S K 	 B E N G  L S K Y 	 B e n g a a l s 	 B E N G A L I S K A 	 B E N G A L S K I 	 B e n g a l i 	 B E N G A L S K O 	 	 	 B E N G A L 	 ,			>	2		 (F'DI	 (F'D	 	 						 ,
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	 	 I s i - B e n g a l 	 B e n g a l 	 B e n g a l 	 B e n g a a l s 	 B e n g a l s  k . 	 B e n g <u 	 b e n g a l i 	 2evcalk	 	 B e n g a l e z 	 ,
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 	 ,M>3@	 	 								 B e n q a l 	 _[Rb	 B e n g a l  	 B e n g a l e 	 B e n g a l s k a 	 B e n g a l  	 5=30;A:8	 B e n g a l 	 B e n g a l s k i 	 S e B e n g a l 	 B e n g a l 	 B e n g a l   ( B e n g a l i ) 	 B e n g a l i 	 B e n g a l i 	 5=30;
 
 S T R _ L A N G _ T I B E T A N 	 S M S 	 T W O S T A T E 	 C B   T I B E T A N   S t r i n g 	 T i b e t a n 	 υ	 υ	 4@	 T i b e t a n o 	 T i b  t a i n 	 T i b e t a n i s c h 	 "815BA:89	 T I B E T A N O 	 *(*F	 T i b e t a n o 	 T i b e t   d i l i 	 T i n g   T  y   T n g 	 T i b e t 	 T i b e t 	 $	?	,	M	,	$	@		 T i b e t i s k 	 T I B E T S K  	 T Y B E T A CS K I 	 T I B E T I 	 T I I B E T 	 T I B E T A N S K 	 T I B E T S K  	 T i b e t a a n s 	 T I B E T A N I S K A 	 T I B E T A N S K I 	 T i b e t a n 	 T I B E T A N S K O 	 	 	 T I B E T A N 	 $	?	,	G	$	?	/	(		 *(*I	 *(*	 	 								 $
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i s  k . 	 T i b e t i e au 	 t i i b e t i 	 Okbeieev	 	 T i b e t a n 	 $
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 
 S T R _ L A N G _ B R E T O N 	 S M S 	 T W O S T A T E 	 C B   B R E T O N   S t r i n g 	 B r e t o n 	 
NRTX<\	 
NRTX<\	 @#1	 B r e t  n 	 B r e t o n 	 B r e t o n i s c h 	 @5B>=A:89	 B R E T O N E 	 (1J7'F	 B r e t  o 	 B r a t o n c a 	 T i n g   B R E T O N 	 B R E T O N 	 B r e t o n 	 ,	M	0	@		K	(		 B r e t o n e s i s k 	 B R E T O N S K  	 B R E T O CS K I 	 B R E T O N 	 B R E T O N I 	 B R E T O N S K 	 B R E T  N S K Y 	 B r e t o n s 	 B R E T O N S K A 	 B R E T O N 	 B r e t o n 	 B R E T O N S K O 	 	 	 B R E T O N 	 ,	M	0	@		I	(		 (1*HFI	 (1(7'F	 	 								 ,
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NRTX<\	 B r e t  	 B r e t o n 	 B r e t  n s k a 	 B r e t  n 	 @5B>=A:8	 B r e t  o 	 B r e t o n s k i 	 S e B r e t o n 	 B r e t o n 	 B r e t o n 	 B r e t o n i 	 B r e t o n i 	 @5B>=
 
 S T R _ L A N G _ C A T A L A N 	 S M S 	 T W O S T A T E 	 C B   C A T A L A N   S t r i n g 	 C a t a l a n 	 Rl	 Rl	 22%1	 C a t a l  n 	 C a t a l a n 	 K a t a l a n i s c h 	 0B0;>=A:89	 C A T A L A N O 	 C*D'F	 C a t a l  o 	 K a t a l a n c a 	 T i n g   C A T A L A N 	 C A T A L A N 	 C a t a l a n 	 	I		>	2	I	(		 K a t a l a n s k 	 K A T A L  N S K  	 K A T A L O CS K I 	 K A T A L  N 	 K A T A L A A N I 	 K A T A L A N S K 	 K A T A L  N S K Y 	 C a t a l a a n s 	 K A T A L A N S K A 	 C A T A L O N S K I 	 C a t a l a n 	 C A T A L A N S K O 	 	 	 C A T A L A N 	 		2	(		 C'*'DHFJ'JI	 '*'D	 	 								 

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 
 S T R _ L A N G _ C O R S I C A N 	 S M S 	 T W O S T A T E 	 C B   C O R S I C A N   S t r i n g 	 C o r s i c a n 	 y	Ve 	 y	Ve 	 -#L42	 C o r s i c a n o 	 C o r s e 	 K o r s i s c h 	 >@A8:0=A:89	 C O R S O 	 CH13C'F	 C o r s e g o 	 K o r s i k a   d i l i 	 T i n g   C O R S I C A N 	 C O R S I C A N 	 C o r s i c a 	 	I	0	M	8	?		(		 K o r s i k a n s k 	 K O R S I C K  	 K O R S Y K A CS K I 	 K O R Z I K A I 	 K O R S I K A 	 K O R S I K A N S K 	 K O R Z I C K  	 C o r s i c a a n s 	 K O R S I K A N S K A 	 K O R Z I K A N S K I 	 C o r s i c a n 	 K O R Z I `K O 	 	 	 C O R S I C A N 	 	K	0	6	?		(		 CH13I	 H13	 	 										 
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i s  k . 	 K o r s i k Fu 	 k o r s i k a 	 ?x}koeev	 	 C o r s i c a n 	 
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 
 S T R _ L A N G _ C Z E C H 	 S M S 	 T W O S T A T E 	 C B   C Z E C H   S t r i n g 	 C z e c h 	 wcKQ	 wcKQ	 @
	 C h e c o 	 T c h  q u e 	 T s c h e c h i s c h 	 '5HA:89	 C E C O 	 ,C	 C h e c o 	  e k  e 	 T i n g   S  c 	 C Z E C H 	 C z e c h 	 	G			 T j e k k i s k 	 E S K  	 C Z E S K I 	 C S E H 	 T `E K K I 	 T S J E K K I S K 	 E S K  	 T s j e c h i s c h 	 T J E C K I S K A 	 E `K I 	 C e h 	 E `K O 	 	 ' 	 C Z E C H 	 	H		K		 C	 	 	 				 
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	 FM	 '!,	 


	 	 I s i - C z e c h 	 C z e c h 	 C z e c h 	 T s j e g g i e s 	 e k s  k . 	 e h u 	 t ae h h i 	 Iemeev	 	 C e h 	 
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	 ,G	 	 				  e x 	 wcKQ	 T x e c 	 T c h  q u e 	 T  k k n e s k a 	 C h e c o 	 '5H:8	 C h e c o 	 e ak i 	 S e C z e c h 	 C z e c h 	 C z e c h 	 C z e c h 	 bk i 	 '5E
 
 S T R _ L A N G _ W E L S H 	 S M S 	 T W O S T A T E 	 C B   W E L S H   S t r i n g 	 W e l s h 	 Z>re	 Z\e	 @'%
L	 G a l  s 	 G a l l o i s 	 W a l i s i s c h 	 #M;LA:89	 G A L L E S E 	 HD3	 G a l  s 	 G a l c e 	 X   W a l e s 	 W E L S H 	 B a h a s a   W a l e s 	 5	G	2	M	6		 W a l i s i s k 	 V E L `S K  	 W A L I J S K I 	 W A L E S - I 	 W A L E S I N   K I E L I 	 W A L I S I S K 	 V E L `S K  	 W e l s h 	 W E L S H 	 W E L `K I 	 G a l e z 	 W E L S K O 	 	 	 W E L S H 	 5	G	2	?	8		 HD4	 HD4	 	 						 5
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	 5G2M7M	 !,	 




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7
M
	 qG2M8	 	 					 U e l s 	 Z>re	 G a l  l  s 	 G a l l o i s 	 V e l s k a 	 G a l  s 	 5;H:8	 G a l  s 	 V e l ak i 	 S e W e l s h 	 W e l s h 	 W e l s h 	 W e l s h i 	 W l ci 	 0;;89
 
 S T R _ L A N G _ D A N I S H 	 S M S 	 T W O S T A T E 	 C B   D A N I S H   S t r i n g 	 D a n i s h 	 9N	 9N	 @!2#L	 D a n  s 	 D a n o i s 	 D  n i s c h 	 0BA:89	 D A N E S E 	 /JF4I	 D i n a m a r q u  s 	 D a n c a 	 T i n g   a n - m c h 	 D A N I S H 	 D A N I S H 	 !	H	(	?	6		 D a n s k 	 D  N S K  	 D U CS K I 	 D  N 	 T A N S K A 	 D A N S K 	 D  N S K Y 	 D e e n s 	 D A N S K A 	 D A N S K I 	 D a n e z 	 D A N S K O 	 	 	 D A N I S H 	 !	G	(	?	8		 /'FE'1CI	 F4	 	 						 &
>
(
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6
	 !>(?7M	 "!,	 




	 	 I s i - D a n i s h 	 D a n i s h 	 D a n i s h 	 D e e n s 	 D a n s  k . 	 D Fu 	 t a a n i 	 4avkeev	 	 D a n e z   	 !
>
(
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7
M
	 !>(?8	 	 						 D a n i m a r k a 	 9N	 D a n  s 	 D a n o i s 	 D a n s k a 	 D a n  s 	 0=A:8	 D i n a m a r q u  s 	 D a n s k i 	 S e D a n i s h 	 D a n i s h 	 D a n i s h 	 D u t c h a b e l i 	 D a n i ci 	 845@;0=4
 
 S T R _ L A N G _ G E R M A N 	 S M S 	 T W O S T A T E 	 C B   G E R M A N   S t r i n g 	 G e r m a n 	 _	 _	 @"-#!1	 A l e m  n 	 A l l e m a n d 	 D e u t s c h 	 5<5F:89	 T e d e s c o 	 #DE'FJ	 A l e m  o 	 A l m a n c a 	 T i n g   c 	 J e r m a n 	 G E R M A N 	 	0	M	.	(		 T y s k 	 N M E C K  	 N I E M I E C K I 	 N  M E T 	 S A K S A 	 T Y S K 	 N E M E C K  	 D u i t s 	 T Y S K A 	 N J E M A K I 	 G e r m a n 	 N E M `K O 	 	 	 G E R M A N 	 	0	M	.	(		 "DE'FI	 ,1EF	 	 								 
0
.
(
	 0M.#M	 &,	 




	 	 I s i - G e r m a n 	 I s i J a m a n i 	 G e r m a n 	 D u i t s 	 V o k i e 
i s  k . 	 V c u 	 s a k s a 	 3etaveev	 	 G e r m a n 	 
0
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.
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	 0M.>(@	 	 								 A l m a n 	 _	 A l e m a n y 	 A l l e m a n d 	   s k a 	 A l e m  n 	 5@<0=A:8	 A l e m  o 	 N e m a 
k i 	 S e J e r e m a n e 	 A l e m a n 	 G e r m a n 	 G a m u s 	 J a m a n i 	 5<VA
 
 S T R _ L A N G _ B H U T A N I 	 S M S 	 T W O S T A T E 	 C B   B H U T A N I   S t r i n g 	 B h u t a n i 	 
N9N	 
N9N	  92	 B u t a n  	 B h u t a n i 	 B h u t a n i s c h 	 CB0=A:89	 B H U T A N I 	 (H*'FJ	 B o t  o 	 B u t a n c a 	 T i n g   B H U T A N I 	 B u t a n 	 B H U T A N I 	 -	B		>	(	@		 B u t h a n i 	 B H  T  N S K  	 B H U T A N I 	 B H U T  N I 	 B H U T A N I 	 B H U T A N S K 	 B H  T  N S K Y 	 B h u t a n i 	 B H U T A N E S I S K A 	 B U T A N S K I 	 B h u t a n i 	 B U T A N S K O 	 	 	 B H U T A N I 	 -	B		>	(		 (H*'FI	 (Hy'F	 	 							 -
A

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	 -B>(@	 #"	 





	 	 I s i - B h u t a n i 	 B h u t a n i 	 B h u t a n i 	 B h o e t a a n s 	 B o t i j s  k . 	 B u t n i e au 	 b u t a a n i 	 2xiaveev	 	 B h u t a n e z 	 -
B

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	 -B>(@_	 	 							 B u t a n 	 
N9N	 D z o n g k h a 	 B h o u t a n a i s 	 B  t a n s k a 	 B h u t a n  	 CB0=8	 B u t a n  s : 	 B u t a n s k i 	 S e B h u t a n 	 B h u t a n i 	 B h u t a n i 	 B h u t a n i 	 B h u t a n i 	 CB0=
 
 S T R _ L A N G _ G R E E K 	 S M S 	 T W O S T A T E 	 C B   G R E E K   S t r i n g 	 G r e e k 	 ^؁	 ^J	 #5	 G r i e g o 	 G r e c 	 G r i e c h i s c h 	 @5G5A:89	 G r e c o 	 %:1JBJ	 G r e g o 	 Y u n a n c a 	 T i g   H y   L p 	 Y u n a n i 	 G R E E K 	 /	B	(	>	(	@		 G r  s k 	 XE C K  	 G R E C K I 	 G  R  G 	 K R E I K K A 	 G R E S K 	 G R  C K Y 	 G r i e k s 	 G R E K I S K A 	 G R K I 	 G r e a c 	 G R `K O 	 	 	 G R E E K 	 	M	0	@			 JHF'FI	 HF'F	 	 						 
0
@

	 M0@M	  &,	 




	 	 I s i - G r e e k 	 I s i G r i k e 	 G r e e k 	 G r i e k s 	 G r a i k s  k . 	 G r i e 7u 	 k r e e k a 	 @xvaev	 	 G r e a c 	 
M
0
@

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
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	 M0@M	 	 						 Y u n a n 	 ^؁	 G r e c 	 G r e c 	 G r  s k a 	 G r i e g o 	 @G:8	 G r e g o 	 G r 
k i 	 S e G e r i k e 	 G r i y e k o 	 G r e e k 	 I b r i n i y a w a 	 G i r i k i 	 @5:
 
 S T R _ L A N G _ E N G L I S H 	 S M S 	 T W O S T A T E 	 C B   E N G L I S H   S t r i n g 	 E n g l i s h 	 񂞊	 	 -1$)	 I n g l  s 	 A n g l a i s 	 E n g l i s c h 	 =3;89A:89	 I n g l e s e 	 'F,DJ2J	 I n g l  s 	 0n g i l i z c e 	 T i n g   A n h 	 I n g g r i s 	 E N G L I S H 	 			M	0	G		@		 E n g e l s k 	 A N G L I C K  	 A N G I E L S K I 	 A N G O L 	 E N G L A N T I 	 E N G E L S K 	 A N G L I C K  	 E n g e l s 	 E N G E L S K A 	 E N G L E S K I 	 E n g l e z 	 A N G L E `K O 	 	 	 E N G L I S H 	 			M	0		@		 'FDJ3I	 'F12	 	 							 
p

0
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	 M2@7M	 !,	 





	 	 i s i N g i s i 	 I s i N g e s i 	 E n g l i s h 	 E n g e l s 	 a n g l s  k a l b a 	 A n g <u 	 i n g l i s e 	 1vcleev	 	 E n g l e z 	 

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M
2
@
7
M
	 0>@	 	 							 I n g i l i s 	 񂞊	 A n g l  s 	 A n g l a i s 	 E n s k a 	 I n g l  s 	 =3;8A:8	 P o r t u g u  s 	 E n g l e s k i 	 S e n y e s e m a n e 	 I n g l e s 	 E n g l i s h 	 T u r a n c i 	 G s i 	 K;HK=
 
 S T R _ L A N G _ E S P E R A N T O 	 S M S 	 T W O S T A T E 	 C B   E S P E R A N T O   S t r i n g 	 E s p e r a n t o 	 NLu	 NLu	 @-*@-#1B	 E s p e r a n t o 	 E s p e r a n t o 	 E s p e r a n t o 	 -A?5@0=B>	 E S P E R A N T O 	 '3(1'FJ	 E s p e r a n t o 	 E S P E R A N T O 	 T i n g    c h x p  r a n t  	 E S P E R A N T O 	 E S P E R A N T O 	 	8	M	*	0	>		$	K		 E s p e r a n t o 	 E S P E R A N T O 	 E S P E R A N T O 	 E S Z P E R A N T  	 E S P E R A N T O 	 E S P E R A N T O 	 E S P E R A N T O 	 E s p e r a n t o 	 E S P E R A N T O 	 E S P E R A N T O 	 E s p e r a n t o 	 E S P E R A N T O 	 	 	 E S P E R A N T O 	 	8	*	G	0	G	(	M		K		 '3~1'F*H	 '3~1'F*H	 	 										 
8
*
0
>

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	 8M*F0>K	 ! "	 










	 	 I s i - E s p e r a n t o 	 E s p e r a n t o 	 E s p e r a n t o 	 E s p e r a n t o 	 E s p e r a n t o   k . 	 E s p e r a n t o 	 e s p e r a n t o 	 7}zeavx	 	 E s p e r a n t o 	 
8
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*
0
>
(
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	 8*G0>#MK	 	 											 E s p e r a n t o 	 NLu	 E s p e r a n t o 	 E s p  r a n t o 	 E s p e r a n t  	 E s p e r a n t o 	 A?5@0=B>	 E s p e r a n t o 	 E s p e r a n t o 	 S e E s p e r a n t o 	 E s p e r a n t o 	 E s p e r a n t o 	 E s p e r a n t o 	 E s p e r a n t o 	 -A?5@0=B>
 
 S T R _ L A N G _ S P A N I S H 	 S M S 	 T W O S T A T E 	 C B   S P A N I S H   S t r i n g 	 S p a n i s h 	 sYr	 sYr	 @*	 E s p a  o l 	 E s p a g n o l 	 S p a n i s c h 	 A?0=A:89	 S p a g n o l o 	 #3('FJ	 E s p a n h o l 	 0s p a n y o l c a 	 T i g   T  y   B a n   N h a 	 S p a n y o l 	 S P A N I S H 	 8	M	*	H	(	?	6		 S p a n s k 	 `P A N L S K  	 H I S Z P A CS K I 	 S P A N Y O L 	 E S P A N J A 	 S P A N S K 	 `P A N I E L S K Y 	 S p a a n s 	 S P A N S K A 	 `P A N J O L S K I 	 S p a n i o l 	 `P A N S K O 	 	 	 S P A N I S H 	 8	M	*	G	(	?	6		 '3~'FJ'JI	 '3~F	 	 								 8
*
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(
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	 8M*>(?7M	 !!,	 






	 	 I s i - S p a n i s h 	 S p a n i s h 	 S p a n i s h 	 S p a a n s 	 I s p a n s  k . 	 S p Fu 	 h i s p a a n i a 	 ;}zaveev	 	 S p a n i o l 	 8
M
*
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(
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7
M
	 8M*G(@_	 	 								 0s p a n 	 sYr	 C a s t e l l  	 E s p a g n o l 	 S p  n s k a 	 E s p a  o l 	 (?0=A:8	 E s p a n h o l 	 `p a n s k i 	 S e S p a n i s h 	 E s p a n y o l 	 S p a n i s h 	 S p a n i s h 	 S i p a n i ci 	 A?0=
 
 S T R _ L A N G _ E S T O N I A N 	 S M S 	 T W O S T A T E 	 C B   E S T O N I A N   S t r i n g 	 E s t o n i a n 	 al<\N	 1rl<\N	 @-*B@5"	 E s t o n i o 	 E s t o n i e n 	 E s t n i s c h 	 -AB>=A:89	 E S T O N E 	 "3*H'FJ	 E s t  n i o 	 E s t o n c a 	 T i n g   E s t  n h i a 	 E s t o n i a 	 E S T O N I A N 	 	8	M		K	(	?	/	(		 E s t i s k 	 E S T O N S K  	 E S T O CS K I 	  S Z T 	 V I R O 	 E S T L A N D S K 	 E S T  N S K Y 	 E s t i s c h 	 E S T O N S K A 	 E S T O N S K I 	 E s t o n 	 E S T O N S K O 	 	 	 E S T O N I A N 	 	8	M		K	(	?	/	(		 '3*HFJ'JI	 '3*HFF	 	 										 
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	 	 i s i - E s t o n i a n 	 E s t o n i a n 	 E s t o n i a n 	 E s t o n i e s 	 E s t s  k . 	 I g a u Fu 	 e e s t i 	 7}xveev	 	 E s t o n 	 
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 
 S T R _ L A N G _ B A S Q U E 	 S M S 	 T W O S T A T E 	 C B   B A S Q U E   S t r i n g 	 B a s q u e 	 ]eKQ	 ]eKQ	 2*L	 V a s c o 	 B a s q u e 	 B a s k i s c h 	 0A:A:89	 B A S C O 	 ('3CJ	 B a s c o 	 B a s k  a 	 T i n g   B  x c 	 B A S Q U E 	 B A S Q U E 	 ,	I	8	M			 B a s k i s k 	 B A S K I C K  	 B A S K I J S K I 	 B A S Z K 	 B A S K I 	 B A S K I S K 	 B A S K I T S K  	 B a s k i s c h 	 B A S K I S K A 	 B A S K I J S K I 	 B a s c 	 B A S K O V S K O 	 	 	 B A S Q U E 	 ,	>	8	M		M	/	B		 ('3C	 ('3	 	 							 ,
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 
 S T R _ L A N G _ P E R S I A N 	 S M S 	 T W O S T A T E 	 C B   A F R I K A A N S   S t r i n g 	 P e r s i a n 	 WS^w-	 WS^wpQ	 @-#L@5"	 P e r s a 	 P e r s a n 	 P e r s i s c h 	 5@A84A:89	 P e r s i a n o 	 A'13J	 P e r s a 	 F a r s  a 	 T i n g   B a t 	 P e r s i a 	 P E R S I A N 	 +	>	0	8	@		 P e r s i s k 	 P E R S K  	 P E R S K I 	 P E R Z S A 	 P E R S I A 	 P E R S I S K 	 P E R Z S K  	 P e r s i s c h 	 P E R S I S K A 	 P E R Z I J S K I 	 P e r s a n 	 P E R Z I J S K O 	 	 	 P E R S I A N 	 *	0	6	?	/	(		 A'13I	 A'13	 	 										 *
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 
 S T R _ L A N G _ F I N N I S H 	 S M S 	 T W O S T A T E 	 C B   F I N N I S H   S t r i n g 	 F i n n i s h 	 -	 pQ	 4A%L	 F i n  s 	 F i n l a n d a i s 	 F i n n i s c h 	 $8=A:89	 F I N L A N D E S E 	 AJ,J	 F i n l a n d  s 	 F i n c e 	 T i n g   P h n   L a n 	 F i n l a n d i a 	 F I N N I S H 	 +	?	(	?	6		 F i n s k 	 F I N S K  	 F I N S K I 	 F I N N 	 S U O M I 	 F I N S K 	 F  N S K Y 	 F i n s 	 F I N S K A 	 F I N S K I 	 F i n l a n d e z 	 F I N S K O 	 	 	 F I N N I S H 	 +	?	(	?	6		 AFD'F/I	 AF4	 	 						 +
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	 	 I s i - F i n n i s h 	 F i n n i s h 	 F i n n i s h 	 F i n s 	 S u o m i s  k . 	 S o m u 	 s o o m e 	 Vkvveev	 	 F i n l a n d e z   	 +
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	 +?(?8@_	 	 						 F i n 	 -	 F i n  s 	 F i n n o i s 	 F i n n s k a 	 F i n l a n d  s 	 $8=A:8	 F i n l a n d  s 	 F i n s k i 	 S e F i n n i s h 	 F i n n i s h 	 F i n n i s h 	 F i n n i s h i 	 F i n i ci 	 $8=
 
 S T R _ L A N G _ F I J I 	 S M S 	 T W O S T A T E 	 C B   F I J I   S t r i n g 	 F i j i 	 eo	 eNm	 44	 F i j i 	 F i d j i 	 F i d s c h i 	 $84689A:89	 F I G I 	 AJF,J	 F i j i 	 F i j i   d i l i 	 T i n g   P h i j i 	 F I J I 	 F I J I 	 +	?		@		 F i j i 	 F I D }I J S K  	 F I J I 	 F I D Z S I - S Z I G E T E K I 	 F I D }I 	 F I J I 	 F I D }I J S K Y 	 F i j i 	 F I J I A N S K A 	 F I J I 	 F i j i 	 F I J I 	 	 ' 	 F I J I 	 +	?		@		 AJ,I	 A,	 	 					 +
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	 +?@	 $	 



	 	 I s i - F i j i 	 F i j i 	 F i j i 	 F i d j i a a n s 	 F i d ~i s  k . 	 F i d ~i e au 	 f i d ~i 	 Vk{keev	 	 F i j i a n 	 +
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	 +??	 	 					 F i d j i 	 eo	 F i j i 	 F i d j i e n 	 F  d j i 	 F i j i 	 $8_8	 F i j i 	 F i d ~i 	 S e F i j i 	 F i j i 	 F i j i 	 F i j i 	 F i j i 	 $8468
 
 S T R _ L A N G _ F A R O E S E 	 S M S 	 T W O S T A T E 	 C B   F A R O E S E   S t r i n g 	 F a r o e s e 	 l	 lW	 2B#5	 F e r o  s 	 F a r o e s e 	 F a r  i s c h 	 $0@5@A:89	 F A R O E S E 	 A'1H&3J	 F a r o e 	 F a r o e   d i l i 	 T i n g   F A R O E S E 	 F A R O E S E 	 F A R O E S E 	 +	>	0	K	8	G		 F  r  s k 	 F A E R S K  	 F A R O E S E 	 F E R  E R - S Z I G E T E K I 	 F   R I 	 F  R  Y S K 	 F A R O E S E 	 F a r o e s e 	 F A R  I S K A 	 F A R S K I 	 F e r o e z 	 F A R O `K O 	 	 - 	 F A R O E S E 	 +	H	0	K		8		 A'1H&I	 A'1H&3	 	 							 +
>
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	 	 I s i - F a r o e s e 	 F a r o e s e 	 F a r o e s e 	 F a r o  e s 	 F a r e r s  k . 	 F r u 	 f   r i 	 Vaeeev	 	 F e r o e z 	 +
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	 +>0K8?	 	 	' 				 F a r e r 	 l	 F e r o  s 	 F  r o  e n 	 F  r e y s k a 	 F e r o  s 	 $0@A:8	 F a r o e n s e 	 F a r s k i 	 S e F a r o e 	 F a r o e s e 	 F a r o e s e 	 F a r o e s e 	 F a r o e s e 	 $0@5@
 
 S T R _ L A N G _ F R E N C H 	 S M S 	 T W O S T A T E 	 C B   F R E N C H   S t r i n g 	 F r e n c h 	 l	 l	 #1H@(*	 F r a n c  s 	 F r a n  a i s 	 F r a n z  s i s c h 	 $@0=FC7A:89	 F r a n c e s e 	 'DA1F3J)	 F r a n c  s 	 F r a n s 1z c a 	 T i n g   P h  p 	 P r a n c i s 	 F R E N C H 	 +	M	0	H				 F r a n s k 	 F R A N C O U Z S K  	 F R A N C U S K I 	 F R A N C I A 	 R A N S K A 	 F R A N S K 	 F R A N C  Z S K Y 	 F r a n s 	 F R A N S K A 	 F R A N C U S K I 	 F r a n c e z 	 F R A N C O S K O 	 	 	 F R E N C H 	 +	M	0	G				 A1'F3HI	 A1'F33	 	 								 +
0
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	 	 I s i - F r e n c h 	 F r e n c h 	 F r e n c h 	 F r a n s 	 P r a n c kz s  k . 	 F r a n 
u 	 p r a n t s u s e 	 Vav}eev	 	 F r a n c e z   	 +
M
0

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M
	 +M0>(M8	 	 								 F r a n s 1z 	 l	 F r a n c  s 	 F r a n  a i s 	 F r a n s k a 	 F r a n c  s 	 $@0=FCA:8	 F r a n c  s 	 F r a n c u s k i 	 S e F o r a 	 P r a n s e s 	 F r e n c h 	 F a r a n s i 	 F a r a n s e 	 $@0=FC7
 
 S T R _ L A N G _ F R I S I A N 	 S M S 	 T W O S T A T E 	 C B   F R I S I A N   S t r i n g 	 F r i s i a n 	 _)R6q	 _)R6q	 #4@5"	 F r i s i o 	 F r i s o n 	 F r i s i s c h 	 $@87A:89	 F R I S O N E 	 A13JJF	 F r  s i o 	 F r i z y e   d i l i 	 T i n g   F R I S I A N 	 F R I S I A N 	 F R I S I A N 	 +	M	0	@	8	?	/	(		 F r i s i s k 	 F R  S K  	 F R Y Z Y J S K I 	 F R  Z 	 F R I I S I 	 F R I S I S K 	 F R  S K Y 	 F r i e s 	 F R I S I S K A 	 F R I Z I J S K I 	 F r i z i a n 	 F R I Z I J S K O 	 F R I S I A N 	 	 F R I S I A N 	 +	0	6	?	/	(		 A1J2J'JI	 A13F	 	 						 +
0
@
8
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
(
	 +M0@7?/(M	 $ ,	 







	 	 I s i - F r i s i a n 	 F r i s i a n 	 F r i s i a n 	 F r i e s l a n d s 	 F r y z s  k . 	 F r +z i e au 	 f r i i s i 	 Vkfeev	 	 F r i z o n 	 +
M
0
7
(
M
	 +M0??_>(	 	 									 F r i z 	 _)R6q	 F r i s  	 F r i s o n 	 F r  s n e s k a 	 F r i s i o 	 $@878XA:8	 F r i s  o 	 F r i z i j s k i 	 S e F r i s i a 	 F r i s i a n 	 F r i s i a n 	 F r i s i a n i 	 F i r i s i a n i 	 $@87
 
 S T R _ L A N G _ I R I S H 	 S M S 	 T W O S T A T E 	 C B   I R I S H   S t r i n g 	 I r i s h 	 a>r-	 1r\pQ	 D-#4
	 I r l a n d  s 	 I r l a n d a i s 	 I r i s c h 	 @;0=4A:89	 I R L A N D E S E 	 "1DF/J	 I r l a n d  s 	 0r l a n d a c a 	 T i n g   A i   L e n 	 I r l a n d i a 	 I R I S H 	 		0	?	6		 I r s k 	 I R S K  	 I R L A N D Z K I 	  R 	 I I R I 	 I R S K 	  R S K Y 	 I e r s 	 I R L  N D S K A 	 I R S K I 	 I r l a n d e z 	 I R S K O 	 	 	 I R I S H 	 	0	?	6		 'J1DF/I	 "&14	 	 						 
0
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6
	 0?7M	  !,	 




	 	 I s i - I r i s h 	 I r i s h 	 I r i s h 	 I e r s 	 A i r i s  k . 	 *r u 	 i i r i 	 ;|lavdeev	 	 I r l a n d e z 	 
1
?
7
M
	 0?8@_	 	 					 0r l a n d 	 a>r-	 I r l a n d  s 	 I r l a n d a i s 	  r s k a 	 I r l a n d  s 	 @A:8	 I r l a n d  s 	 I r s k i 	 S e I r e l a n d 	 I r i s h 	 I r i s h 	 I r i s h 	 A i r i ci 	 @;0=4	 	 	 	 	 
 
 S T R _ L A N G _ S C O T S _ G A E L I C 	 S M S 	 T W O S T A T E 	 C B   S C O T S   G A E L I C   S t r i n g 	 S c o t s   G a e l i c 	 <h-˄>r	 ς<hpQv\	 *J-  @%4	 G a  l i c o   e s c o c  s 	 G a  l i q u e    c o s s a i s 	 G  l i s c h   ( S c h o t t l a n d ) 	 (>B;0=4A:89  30M;LA:89	 G A E L I C O   D I   S C O Z I A 	 '3CH*4	 G a  l i c o 	 0s k o   a 	 T i n g   S c t   X e n - t 	 S C O T S   G A E L I C 	 S C O T S   G A E L I C 	 8	M		I		M	8	  	H	2	?			 S k o t s k   G  l i s k 	 S K O T S K    G A E L `T I N A 	 S Z K O C K I   G A L I J S K I 	 S K  T   K E L T A 	 G A E L I 	 S K O T S K - G  L I S K 	 `K  T S K A   G A L `T I N A 	 S c h o t s - G a e l i s c h 	 S K O T S K   G A E L I S K A 	 `K O T S K O   G A L S K I 	 G a e l i c   ( s c o ci a n ) 	 `K O T S K O   G A L S K O 	 S C O T S   G A E L I C 	   	 S C O T S   G A E L I C 	 8	M		K		8	  	G		2	?			 I  DJC  '3C'*DF/	 '3Hy3  D	   	 						  							 8

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  
L
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
	 8M>MM  G2?M	 ,!,	 






  





	   	 I s i - S c o t s   G a e l i c 	 S c o t s   G a e l i c 	 S c o t s   G a e l i c 	 S k o t s - G a e l i e s 	 `k o t s  ( g l s)   k . 	 S k o t u   g l i e au 	 ao t i   g a e l i 	 Gxlavdaoav  @agleev	   	 G a l e z   s c o ci a n 	 8
M

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8
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  
H
2
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M
	 8M  ?2@_	 	 			' 	  						 ^o t l a n d   Q e l 	 <h-˄>r	 G a  l i c   e s c o c  s 	  c o s s a i s   G a  l i q u e 	 S k o s k   g e l  s k a 	 G a  l i c o   e s c o c  s 	 (:>BA:>- 30;A:8	 G a l  s   e s c o c  s 	 `k o t s k i   g a l s k i 	 S e S c o t s   G a e l i c 	 S c o t s   G a e l i c 	 S c o t s   G a e l i c 	 S c o t s   G a e l i c 	 S c o t s   G a e l i c 	 5;L  ( (>B;0=48O) 	 	 	 	 	 
 
 S T R _ L A N G _ G A L I C I A N 	 S M S 	 T W O S T A T E 	 C B   G A L I C I A N   S t r i n g 	 G a l i c i a n 	 R)RN	 R)RN	 @%4	 G a l l e g o 	 G a l i c i e n 	 G a l i z i s c h 	 0;8A89A:89	 G A L I Z I A N O 	 :'DJ4JF	 G a l e g o 	 G a l i  y a c a 	 T i n g   G A L I C I A N 	 G A L I C I A N 	 G A L I C I A N 	 	H	2	?	8	?		(		 G a l i c i a n 	 G A L I C I J S K  	 G A L I C Y J S K I 	 G A L  C I A I 	 G A L I C I A 	 G A L I C I S K 	 G A L I C I J S K  	 G a l i c i s c h 	 G A E L I S K A 	 G A L I C I J S K I 	 G a l i c i a n 	 G A L S K O 	 	 	 G A L I C I A N 	 	2	@	6	?		(		 'DJ3J'JI	 D4F	 	 										 
K
2
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

(
	 G2?7?/(M	 !!,	 







	 	 I s i - G a l i c i a n 	 G a l i c i a n 	 G a l i c i a n 	 G a l i s i e s 	 G a l i s s  k . 	 G a l i c i e au 	 g a l e e g i 	 3alk}eev	 	 G a l i ci a n 	 
2
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7
M
/
(
M
	 >2?8@_	 	 										 Q a l i s i y a 	 ȒN	 G a l l e c 	 G a l i c i e n 	 G a l i s  s k a 	 G a l l e g o 	 0;8F8A:8	 G a l e g o 	 G a l i c i j s k i 	 S e G a l i c i a 	 G a l i c i a n 	 G a l i c i a n 	 G a l i c i a n i 	 G a l i c i a n i 	 0;8A8O	 	 	 	 	 
 
 S T R _ L A N G _ G U A R A N I 	 S M S 	 T W O S T A T E 	 C B   G U A R A N I   S t r i n g 	 G u a r a n i 	 tb<\	 tb<\	 1'#25	 G u a r a n  	 G u a r a n i 	 G u a r a n  	 C0@0=8	 G U A R A N I 	 :H1'FJ	 G u a r a n i 	 G u a r a n a   d i l i 	 T i n g   G U A R A N I 	 G U A R A N I 	 G U A R A N I 	 	A	0	>	(	@		 G u a r a n i 	 G U A R A N I 	 G U A R A N I 	 G U A R A N I 	 G U A R A N I 	 G U A R A N I 	 G U A R A N I 	 G u a r a n i 	 G U A R A N I 	 G U A R A N I 	 G u a r a n i 	 G U A R A N S K O 	 	 	 G U A R A N I 	 	A		0	>	(	@		 H'1'FI	 H1'F	 	 											 
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(
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	 >0>#?	 # 	 





	 	 I s i - G u a r a n i 	 G u a r a n i 	 G u a r a n i 	 G u a r a n i 	 G v a r a n i s  k . 	 G u a r Fu 	 g u a r a n i i 	 3xaavk	 	 G u a r a n i 	 
M
5
>
1
>
#
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	 A0>(?	 	 							 Q u a r a _	 tb<\	 G u a r a n  	 G u a r a n i 	 G u a r a n  	 G u a r a n  	 C0@0=8	 G u a r a n i 	 G u a r a n i 	 S e G u a r a n 	 G u a r a n i 	 G u a r a n i 	 G u a r a n i 	 G u a r a n i 	 C0@0=8	 	 	 	 	 
 
 S T R _ L A N G _ G U J A R A T I 	 S M S 	 T W O S T A T E 	 C B   G U J A R A T I   S t r i n g 	 G u j a r a t i 	 S	Tbyr	 S	Tbyr	 92#25	 G u j a r a t i 	 G u j a r  t  	 G u j a r a t i 	 C460@0BA:89	 G U J A R A T I 	 :,1'*J	 G u j a r a t i 	 G u j a r a t i   d i l i 	 T i n g   G U J A R A T I 	 G U J A R A T I 	 G U J A R A T I 	 	A		0	>	$	@		 G u j a r a t i 	 G U J A R A T I 	 G U J A R A T I 	 G U J A R A T I 	 G U J A R A T I 	 G U J A R A T I 	 G U J A R A T I 	 G u j a r a t i 	 G U J A R A T I 	 G U J A R A T I 	 G u j a r a t i 	 G U J A R A T 	 G U J A R A T I 	 	 G U J A R A T I 	 	A		0	>	$	@		 ,1'*I	 ,1'*	 	 								 
A

0
>
$
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	 A0>$@	 # "	 






	 	 I s i - G u j a r a t i 	 G u j a r a t i 	 G u j a r a t i 	 G o e d j a r a t i 	 G u d ~a r a t s	 G u d ~a r a t u 	 g u d ~a r a t i 	 3x{aak	 	 G u j a r a t i 	 
A

1
>
$
M
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	 A0>$?	 	 								 Q u a r a _	 S	Tbyr	 G u j a r a t i 	 G u j a r a t i 	 G u j a r a t  s k a 	 G u j a r a t i 	 CX0@0B8	 G u j a r a t i 	 G u h a r a t i 	 S e G u j a r a t 	 G u j a r a t i 	 G u j a r a t i 	 G u j a r a t i 	 G u j a r a t i 	 C460@0B8	 	 	 	 	 
 
 S T R _ L A N G _ H A U S A 	 S M S 	 T W O S T A T E 	 C B   H A U S A   S t r i n g 	 H a u s a 	 j	 j(	 .-2	 H a u s a 	 H a u s a 	 H a u s a 	 %0CA0	 H A U S A 	 GH3'!	 H a u s a 	 H a u s a   d i l i 	 T i n g   H A U S A 	 H A U S A 	 H A U S A 	 9	
	8	>		 H a u s a 	 J A Z Y K   K M E N E   H A U S A 	 H A U S A 	 H A U S A 	 H A U S A 	 H A U S A 	 H A U S A 	 H a u s a 	 H A U S A 	 H A U S A 	 H a u s a 	 H A U S A 	 H A U S A 	 	 H A U S A 	 9	M	/	B	8	>		 GH3G	 H3'	 	 							 9
L
8
>
	 9L>	 %#!	 



	 	 I s i - H a u s a 	 H a u s a 	 H a u s a 	 H a u s a 	 H a u s s  k . 	 H a u s a 	 h a u s a 	 @ax}a	 	 H a u s a 	 9
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8
	 9>	8>	 	 						 H a u s a 	 j	 H a u s a 	 H a o u s s a 	 H a u s a 	 H a u s a 	 %0CA0  ( G04A:8) 	 H a u   	 H a u s a 	 S e H a u s a 	 H a u s a 	 H a u s a 	 H a u s a 	 H a u s a 	 %0CA0	 	 	 	 	 
 
 S T R _ L A N G _ H E B R E W 	 S M S 	 T W O S T A T E 	 C B   H E B R E W   S t r i n g 	 H e b r e w 	 ^/OO	 ^/Oeg	 .5#9	 H e b r e o 	 H  b r e u 	 H e b r  i s c h 	 2@8B	 E B R E O 	 9(1'FJ	 H e b r a i c o 	 0b r a n i c e 	 T i n g   H  - b r 	 H E B R E W 	 H E B R E W 	 9	?	,	M	0	B		 H e b r a i s k 	 H E B R E J S K  	 H E B R A J S K I 	 H  B E R 	 H E P R E A 	 H E B R A I S K 	 H E B R E J S K  	 H e b r e e u w s 	 H E B R E I S K A 	 H E B R E J S K I 	 E b r a i c 	 H E B R E J S K O 	 	 	 H E B R E W 	 9	@	,	0	B		 9(1I	 9(1'F	 	 							 9
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	 9@,M0B	  "	 





	 	 I s i - H e b r e w 	 I s i H e b h e r e 	 H e b r e w 	 H e b r e e u s 	 H e b r a j s  k . 	 E b r e j u 	 h e e b r e a 	 5baueev	 	 E b r a i c 	 9
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	 9?,M0M_A	 	 							 0v r i t 	 ^/OO	 H e b r e u 	 H  b r e u 	 H e b r e s k a 	 H e b r e o 	 %51@5XA:8	 H e b r a i c o 	 H e b r e j s k i 	 S e H e b e r u 	 H e b r e w 	 H e b r e w 	 Y a h u d a w a 	 H e b e r u 	 2@8B	 	 	 	 	 
 
 S T R _ L A N G _ H I N D I 	 S M S 	 T W O S T A T E 	 C B   H I N D I   S t r i n g 	 H i n d i 	 SpS^	 SpS^	 .45	 H i n d i 	 H i n d i 	 H i n d i 	 %8=48	 H I N D I 	 GF/J	 H i n d i 	 H i n t  e 	 T i n g   H i n - d i 	 H I N D I 	 H I N D I 	 9	?	(	M	&	@		 H i n d i 	 H I N D S K  	 H I N D U S K I 	 H I N D I 	 H I N D I 	 H I N D I 	 H I N D S K  	 H i n d i 	 H I N D I 	 H I N D U 	 H i n d i 	 H I N D U J S K O 	 	 	 H I N D I 	 9	?		&	@		 GF/I	 F/	 	 							 9
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	 9?&@	 %	 




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	 9?(M&@	 	 							 H i n d i 	 SpS^	 H i n d i 	 H i n d i 	 H i n d  	 H i n d  	 %8=4C	 H i n d i 	 H i n d i 	 S e H i n d i 	 H i n d i 	 H i n d i 	 H i n d i 	 H i n d i 	 %8=48	 	 	 	 	 
 
 S T R _ L A N G _ C R O A T I A N 	 S M S 	 T W O S T A T E 	 C B   C R O A T I A N   S t r i n g 	 C r o a t i a n 	 KQN	 KQWN	 B#@-@
5"	 C r o a t a 	 C r o a t e 	 K r o a t i s c h 	 %>@20BA:89	 C R O A T O 	 C1H'*JF	 C r o a t a 	 H 1r v a t  a 	 T i n g   C r o a t i a 	 K r o a s i a 	 C R O A T I A N 	 	M	0	K		6	?	/	(		 K r o a t i s k 	 C H O R V A T S K  	 C H O R W A C K I 	 H O R V  T 	 K R O A T I A 	 K R O A T I S K 	 C H O R V  T S K Y 	 K r o a t i s c h 	 K R O A T I S K A 	 H R V A T S K I 	 C r o a t 	 H R V A `K O 	 	 	 C R O A T I A N 	 	M	0	K	/	G	6	?	/	(		 C1H'*I	 1H&4	 	 												 
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	 	 I s i - C r o a t i a n 	 C r o a t i a n 	 C r o a t i a n 	 K r o a t i e s 	 K r o a t s  k . 	 H o r v t u 	 h o r v a a d i 	 =x~aieev	 	 C r o a t 	 
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 
 S T R _ L A N G _ H U N G A R I A N 	 S M S 	 T W O S T A T E 	 C B   H U N G A R I A N   S t r i n g 	 H u n g a r i a n 	 SYr)R	 SYr)R	 .12#5	 H  n g a r o 	 H o n g r o i s 	 U n g a r i s c h 	 5=35@A:89	 U N G H E R E S E 	 GF:'1JF	 H  n g a r o 	 M a c a r c a 	 T i n g   H u n g a r y 	 H u n g a r i a 	 H U N G A R I A N 	 9			G	0	?	/	(		 U n g a r s k 	 M A A R S K  	 W G I E R S K I 	 M A G Y A R 	 U N K A R I 	 U N G A R S K 	 M A A R S K  	 H o n g a a r s 	 U N G E R S K A 	 M A A R S K I 	 M a g h i a r 	 M A A R S K O 	 	 	 H U N G A R I A N 	 9			G	0	?	/	(		 E,'1I	 F1F	 	 												 0
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	 9MG0@_	 	 												 M a c a r 	 SYr)R	 H o n g a r  s 	 H o n g r o i s 	 U n g v e r s k a 	 H  n g a r o 	 #=30@A:8	 H  n g a r o 	 M a a r s k i 	 S e H u n g a r y 	 H u n g a r i a n 	 H u n g a r i a n 	 H u n g a r i a n i 	 n g e r i a n i 	 5=3@	 	 	 	 	 
 
 S T R _ L A N G _ A R M E N I A N 	 S M S 	 T W O S T A T E 	 C B   A R M E N I A N   S t r i n g 	 A r m e n i a n 	 N<\N	 N<\N	 -2#L@!@5"	 A r m e n i o 	 A r m  n i e n 	 A r m e n i s c h 	 @<O=A:89	 A R M E N O 	 "1E'FJ	 A r m  n i o 	 E r m e n i c e 	 T i n g   A c - m  - n i 	 A r m e n i a 	 A R M E N I A N 	 	0	M	.	G	(	?	/	(		 A r m e n s k 	 A R M  N S K  	 A R M E CS K I 	  R M  N Y 	 A R M E N I A 	 A R M E N S K 	 A R M  N S K Y 	 A r m e e n s 	 A R M E N I S K A 	 A R M E N S K I 	 A r m e a n 	 A R M E N S K O 	 	 	 A R M E N I A N 	 	0	.	G	(	?	/	(		 '1EFI	 "1EF	 	 										 
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	 	 I s i - A r m e n i a n 	 A r m e n i a n 	 A r m e n i a n 	 A r m e e n s 	 A r m n s  k . 	 A r m Fu 	 a r m e e n i a 	 @aueev	 	 A r m e a n 	 
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 
 S T R _ L A N G _ I N T E R L I N G U A 	 S M S 	 T W O S T A T E 	 C B   I N T E R L I N G U A   S t r i n g 	 I n t e r l i n g u a 	 W	 VE	 -4@-#L%41'	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 =B5@;8=320	 I N T E R L I N G U A 	 'F*1  D:*J	 I n t e r l i n g u a 	 I N T E R L I N G U A 	 T i n g   Q u c   t 	 I N T E R L I N G U A 	 I N T E R L I N G U A 	 	(	M	$	0	M	-	>	7	@	/		 I n t e r l i n g u a 	 I N T E R L I N G U A 	 I N T E R L I N G U A 	 I N T E R L I N G U A 	 I N T E R L I N G U A 	 F L E R S P R  K L I G 	 I N T E R L I N G U A 	 I n t e r l i n g u a 	 I N T E R L I N G U A 	 I N T E R L I N G U A 	 I n t e r l i n g u a 	 I N T E R L I N U G E 	 	 	 I N T E R L I N G U A 	 			0	2	?					 'JF*1DJFH'	 'Fy1  DFH'	 	 														 
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
	 0M  2?M5>	 " 	 










	  	 I s i - I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a   ( t a r p i n )   k . 	 I n t e r l i n g u a 	 i n t e r l i n g u a 	 ;velkvc~a	 	 I n t e r l i n g u a 	 
(
M
1
0
M
2
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
M
5
G
	 #M02?MA	 	 															 I n t e r l i n q v a 	 W	 I n t e r l i n g u a 	 I n t e r l i n g u e 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 =B5@;8=320	 I n t e r l  n g u a 	 I n t e r l i n g v a 	 S e I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 =B5@;8=320	 I n t e r l i n g u a 	 I n t e r l i n g u a 	 I n t e r l i n g u a 	   M m e k r i t a   d   n a - e t i t i   a s s   a b 	 I n t e r l i n g u a 
 
 S T R _ L A N G _ I N D O N E S I A N 	 S M S 	 T W O S T A T E 	 C B   A M H A R I C   S t r i n g 	 A m h a r i c 	 ?YTb	 ?YTb	 -1!!2#4	 A m h  r i c o 	 A m h a r i q u e 	 A m h a r i s c h 	 <E0@A:89	 A M A R I C O 	 "EG'1J	 A m a r i q u e 	 H a b e _i s t a n   d i l i 	 T i n g   A M H A R I C 	 A M H A R I C 	 A M H A R I C 	 	.	M	9	H	0	?			 A m h a r i s k 	 A M H A R S K  	 A M H A R I C 	 A M  R I 	 A M H A R A 	 A M H A R I S K 	 A M H A R I C K  	 A m h a r i s c h 	 A M H A R I S K A 	 A M H A R I C 	 A m h a r 	 A M H A R S K O 	 	 	 A M H A R I C 	 	.	M	9	>	0	?			 'E-'1I	 'E1	 	 								 
.
9
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	 .M  90?M	 % !,	 







	 	 I s i - A m h a r i c 	 A m h a r i c 	 A m h a r i c 	 A m h a r i e s 	 A m h a r s  k . 	 A m h r u 	 a m h a r i 	 1tpaeev	 	 A m h a r 	 

9
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M
	 .90@_	 	 								 A m x a r 	 c"}kN	 A m h  r i c 	 A m h a r i q u e 	 A m h a r  s k a 	 A m h  r i c o 	 <E0@A:8	 A m h  r i c o 	 A r a m e j s k i 	 S e A m h a r i c 	 A m h a r i c 	 A m h a r i c 	 A m h a r i c 	 A m h a r i k i 	 <E0@	 A m h a r e r a 	 A m h a r i c 	 A m h  r i c o 	 A m a r i k 	 A m  i r i s 
 
 S T R _ L A N G _ I N T E R L I N G U E 	 S M S 	 T W O S T A T E 	 C B   I N T E R L I N G U E   S t r i n g 	 I n t e r l i n g u e 	 pSyȓSŖ	 pSyȓSŖ	 -4@-#L%4L	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 =B5@;8=320	 I N T E R L I N G U E 	 'F*1  DF*J	 I n t e r l i n g u a 	 I N T E R L I N G U E 	 T i n g   I N T E R L I N G U E 	 I N T E R L I N G U E 	 I N T E R L I N G U E 	 	(	M	$	0	M	-	>	7	@	/		 I n t e r l i n g u e 	 I N T E R L I N G U E 	 I N T E R L I N G U E 	 I N T E R L I N G U E 	 I N T E R L I N G U E 	 F L E R S P R  K L I G 	 I N T E R L I N G U E 	 I n t e r l i n g u e 	 I N T E R L I N G U E 	 I N T E R L I N G U E 	 I n t e r l i n g u e 	 I N T E R L I N G U E 	 I N T E R L I N G U E 	 	 I N T E R L I N G U E 	 			0	2	?					 'F*1DFH	 'Fy1DF	 	 														 
p

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	 0M  2?M5G	 " 	 










	  	 I s i - I n t e r l i n g u e 	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 I n t e r l i n g u a 	 I n t e r l i n g u e   k . 	 I n t e r l i n g u a 	 i n t e r l i n g u e 	 ;velkvc~a	 	 I n t e r l i n g u e 	 
(
M
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
M
5
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	 #M02?MM_A	 	 															 0n t e r l i n q v a 	 W	 I n t e r l i n g u a 	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 =B5@;8=320	 I n t e r l  n g u e 	 I n t e r l i n g v a 	 S e I n t e r l i n g u e 	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 I n t e r l i n g u e 	 =B5@;8=320	 	 	 	 	 
 
 S T R _ L A N G _ I N U P I A K 	 S M S 	 T W O S T A T E 	 C B   I N U P I A K   S t r i n g 	 I n u p i a k 	 pSNgi`	 pSNgi`	 -494"1	 I n u p i a k 	 I n u p i k 	 I n u p i a q 	 =N?80:	 I N U P I A K 	 'FH(JC	 I n u p i a q u e 	 0n u p i y a k   d i l i 	 T i n g   I N U P I A K 	 I N U P I A K 	 I N U P I A K 	 	(	A	*	?				 I n u p i a k 	 I N U P I A K 	 I N U P I A K 	 I N U P I A K 	 I N U P I A K 	 I N U P I A K 	 I N U P I A K 	 I n u p i a k 	 I N U P I A K 	 I N U P I A K 	 I n u p i a k 	 I N U P I A K 	 I N U P I A K 	 	 I N U P I A K 	 	(	/	B	*	>	/			 'F*1DF	 'FH~'	 	 									 
(
A
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
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	 (A*?/M	 #	 







	 	 I s i - I n u p i a k 	 I n u p i a k 	 I n u p i a k 	 I n u p i a k 	 I n u p i a k s  k . 	 I n u p i a k u 	 i n u p i a k i 	 ;vxzkao	 	 I n u p i a k 	 
(
A
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
M
	 (A*?	 	 									 0n u p i a k 	 OR^KQ	 I n u p i a k 	 I n u p i k 	 I n  p  a k 	 I n u p i a k 	 =C?80:	 I n u p i a q 	 I n u p i a k 	 S e I n u p i a k 	 I n u p i a k 	 I n u p i a k 	 I n u p i a k 	 I n u p i a k i 	 =C?80:	 	 	 	 	 
 
 S T R _ L A N G _ I C E L A N D I C 	 S M S 	 T W O S T A T E 	 C B   I C E L A N D I C   S t r i n g 	 I c e l a n d i c 	 Q\	 Q\	 D-LA%L	 I s l a n d  s 	 I s l a n d a i s 	 I s l  n d i s c h 	 A;0=4A:89	 I S L A N D E S E 	 "&3DF/I	 I s l a n d  s 	 0z l a n d a c a 	 T i n g   A i x l e n 	 I c e l a n d 	 I C E L A N D I C 	 		8	2	H		!	?			 I s l a n d s k 	 I S L A N D S K  	 I S L A N D Z K I 	 I Z L A N D I 	 I S L A N T I 	 I S L A N D S K 	 I S L A N D S K  	 I J s l a n d s 	 I S L  N D S K A 	 I S L A N D S K I 	 I s l a n d e z 	 I S L A N D S K O 	 	 	 I C E L A N D I C 	 	8	@	2	>	(	M	!	?			 '3DF/	 "&3  DF	 	 													 

8
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
!
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
	 8M2>!?M	 !!,	 









	  	 I s i - I c e l a n d i c 	 I c e l a n d i c 	 I c e l a n d i c 	 Y s l a n d s 	 I s l a n d s  k . 	 I s l a n d i e au 	 i s l a n d i 	 ;}lavdeev	 	 I s l a n d e z 	 
8
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2
>
(
M
!
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
M
	 82M_>#M!@_	 	 											 0s l a n d 	 Q\	 I s l a n d  s 	 I s l a n d a i s 	  s l e n s k a 	 I s l a n d  s 	 A;0=4A:8	 I s l a n d  s 	 I s l a n d s k i 	 S e I c e l a n d 	 I c e l a n d i c 	 I c e l a n d i c 	 I c e l a n d i c 	 A i s i l a n d i k i 	 A;0=4	 	 	 	 	 
 
 S T R _ L A N G _ I T A L I A N 	 S M S 	 T W O S T A T E 	 C B   I T A L I A N   S t r i n g 	 I t a l i a n 	 'Y)R	 a'Y)R	 -42@%5"	 I t a l i a n o 	 I t a l i e n 	 I t a l i e n i s c h 	 B0;LO=A:89	 I t a l i a n o 	 %J7'DJ	 I t a l i a n o 	 0t a l y a n c a 	 T i n g    	 I t a l i 	 I T A L I A N 	 		H	2	?	/	(		 I t a l i e n s k 	 I T A L S K  	 W AO S K I 	 O L A S Z 	 I T A L I A 	 I T A L I E N S K 	 T A L I A N S K Y 	 I t a l i a a n s 	 I T A L I E N S K A 	 T A L I J A N S K I 	 I t a l i a n 	 I T A L I J A N S K O 	 	 	 I T A L I A N 	 		>	2	?	/	(		 'J*'DJ'JI	 '7'D'&	 	 									 

H
2
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
(
	 >2?/(M	 "!,	 






	 	 I s i - I t a l i a n 	 I t a l i a n 	 I t a l i a n 	 I t a l i a a n s 	 I t a l s  k . 	 I t l i e au 	 i t a a l i a 	 ;aleev	 	 I t a l i a n   	 
1
M
1
>
2
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/
(
M
	 >2@_	 	 									 0t a l y a n 	 a'Y)R	 I t a l i  	 I t a l i e n 	  t a l s k a 	 I t a l i a n o 	 B0;8X0=A:8	 I t a l i a n o 	 I t a l i j a n s k i 	 S e T a l i a n a 	 I t a l y a n o 	 I t a l i a n 	 I t a l i y a 	 I t a l i a n i 	 B0;LO=
 
 S T R _ L A N G _ I N U K T I T U T 	 S M S 	 T W O S T A T E 	 C B   I N U K T I T U T   S t r i n g 	 I n u k t i t u t 	 
OR
Oyr	 
OR
Oyr	 -4948	 I n u k t i t u t 	 I n u k t i t u t 	 I n u k t i t u t 	 =C:B8BCB	 I N U K T I T U T 	 'FC*J  *JH*	 I n u k t i t u t 	 E s k i m o   d i l i 	 T i n g   I N U K T I T U T 	 I N U K T I T U T 	 I N U K T I T U T 	 	(	A		M		?		A			 I n u k t i t u t 	 I N U K T I T U T 	 I N U K T I T U T 	 I N U K T I T U T 	 I N U K T I T U T 	 I N U K T I T U T 	 I N U K T I T U T 	 I n u k t i t u t 	 I N U K T I T U T 	 I N U K T I T U T 	 I n u k t i t u t 	 I N U K T I T U T 	 I N U K T I T U T 	 	 I N U K T I T U T 	 	(	M	/	B		M	$	?		B			 'JFHC*J*H*	 'FH*  *H*	 	 										 
(

$
?

A

	 (AM  ?M  	M	 #""#"	 








	 	 I s i - I n u k t i t u t 	 I n u k t i t u t 	 I n u k t i t u t 	 I n u k t i t u t 	 I n u k t i t u t s  k . 	 I n u k t i t u t u 	 i n u k t i t u t i 	 ;vxkeev	 	 I n u k t i t u t 	 
(
A

M
1
M
1
?
1
M
1

M

M
	 (AM?A	 	 										 0n i k t i t u t 	 
OR
Oyr	 I n u i t 	 I n u k t i t u t 	 I n  k t i t  t 	 I n u k t i t u t 	 =C:B8BCB	 I n u c t i t u t 	 I n u k t i t u t 	 S e I n u k t i t u t 	 I n u k t i t u t 	 I n u k t i t u t 	 I n u k t i t u t 	 I n u k t i t u t 	 =C:B8BCB
 
 S T R _ L A N G _ J A P A N E S E 	 S M S 	 T W O S T A T E 	 C B   J A P A N E S E   S t r i n g 	 J a p a n e s e 	 e,g	 e,g	 
5H8H	 J a p o n  s 	 J a p o n a i s 	 J a p a n i s c h 	 /?>=A:89	 G i a p p o n e s e 	 J'('FJ	 J a p o n  s 	 J a p o n c a 	 T i n g   N h t 	 J e p a n g 	 J A P A N E S E 	 	>	*	>	(	@		 J a p a n s k 	 J A P O N S K  	 J A P O CS K I 	 J A P  N 	 J A P A N I 	 J A P A N S K 	 J A P O N S K  	 J a p a n s 	 J A P A N S K A 	 J A P A N S K I 	 J a p o n e z 	 J A P O N S K E 	 	 	 J A P A N E S E 	 	>	*	>	(	@			 '~FI	 ,'~'F	 	 								 
*
>
(
@
	 *(@8M	 /!,	 






	 	 I s i - J a p a n e s e 	 J a p a n e s e 	 J a p a n e s e 	 J a p a n n e e s 	 J a p o n s  k . 	 J a p Fu 	 j a a p a n i 	 Cazxveev	 	 J a p o n e z 	 
>
*
M
*
>
(
@
8
M
	 >*>(@_	 	 							 Y a p o n 	 e	 J a p o n  s 	 J a p o n a i s 	 J a p a n s k a 	 J a p o n  s 	 0?>=A:8	 J a p o n  s 	 J a p a n s k i 	 S e J a p a n e 	 H a p o n 	 J a p a n e s e 	 J a p a n e s e 	 J a p a n i s i 	 0?>=
 
 S T R _ L A N G _ J A V A N E S E 	 S M S 	 T W O S T A T E 	 C B   J A V A N E S E   S t r i n g 	 J a v a n e s e 	 J a v a 	 J a v a 	 
'2	 J a v a n  s 	 J a v a n a i s 	 J a v a n i s c h 	 /20=A:89	 G I A V A N E S E 	 J'H'FJ	 J a v a n  s 	 C a v a c a 	 T i n g s   G i a - v a 	 J a w a 	 J A V A N E S E 	 	>	5	>	(	@		 J a v a n e s i s k 	 J A V  N S K  	 J A W A CS K I 	 J A V  N I 	 J A A V A 	 J A V A N E S I S K 	 J  V A N S K  	 J a v a a n s 	 J A V A N S K A 	 J A V A N S K I 	 J a v a n e z 	 J A V A N S K O 	   	 	 J A V A N E S E 	 	>	5	>	(	@			 ,'H'JI	 ,'H'F	 	 								 
5
>
(
@
	 >5(@8M	 /!,  "	 






	 	 I s i - J a v a n e s e 	 J a v a n e s e 	 J a v a n e s e 	 J a v a a n s 	 J a v i e 
i s  k . 	 J a v Fu 	 j a a v a 	 Ca~aeev	 	 J a v a n e z 	 
>
5
(
@
8
M
	 >->(@_	 	 								 Y a v a 	 *rT	 J a v a n  s 	 J a v a n a i s 	 J a v a n s k a 	 J a v a n  s 	 020=A:8	 J a v a n  s 	 J a v a n s k i 	 S e J a v a 	 J a v a n e s e 	 J a v a n e s e 	 J a v a n e s e 	 J a f a n i s i 	 /20=
 
 S T R _ L A N G _ G E O R G I A N 	 S M S 	 T W O S T A T E 	 C B   G E O R G I A N   S t r i n g 	 G e o r g i a n 	 UlN	 TNlN	 -#L@5"	 G e o r g i a n o 	 G  o r g i e n 	 G e o r g i s c h 	 @C78=A:89	 G E O R G I A N O 	 ,1,J'*J	 G e  r g i o 	 G  r c  c e 	 T i n g   G E O R G 	 G E O R G I A N 	 G E O R G I A N 	 	I	0	M		?	/	(		 G e o r g i s k 	 G R U Z  N S K  	 G R U Z I CS K I 	 G R  Z 	 G E O R G I A 	 G E O R G I A N S K 	 G R U Z  N S K Y 	 G e o r g i s c h 	 G E O R G I S K A 	 G R U Z I J S K I 	 G e o r g i a n 	 G R U Z I J S K O 	 	 	 G E O R G I A N 	 	@			M	0	?	/	(		 1,I	 ,'1,F	 	 									 
K

0
@

	 >0M?/(M	  #!,	 









	 	 I s i - G e o r g i a n 	 G e o r g i a n 	 G e o r g i a n 	 G e o r g i e s 	 G r u z i n s  k . 	 G r u z +n u 	 g r u u s i a 	 Naeev	 	 G e o r g i a n 	 
K
0
M

?
/
(
M
	 0M@_	 	 									 G  r c  	 <ho	TN	 G e o r g i  	 G  o r g i e n 	 G e o r g  s k a 	 G e o r g i a n o 	 @C78XA:8	 G e o r g i a n o 	 J e r m e n s k i 	 S e G e o r g i a 	 G e o r g i a n 	 G e o r g i a n 	 G e o r g i a n i 	 J j i a n i 	 @C78=
 
 S T R _ L A N G _ K A Z A K H 	 S M S 	 T W O S T A T E 	 C B   K A Z A K H   S t r i n g 	 K a z a k h 	 TKQ	 T(KQ	 21	 K a z a j o 	 K a z a k h 	 K a s a c h i s c h 	 070EA:89	 K A Z A K H 	 C'2'C	 C a z a q u e 	 K a z a k  a 	 T i n g   K A Z A K H 	 K A Z A K H 	 K A Z A K H 	 		<	>			 K a z a k h 	 K A Z A `S K  	 K A Z A C K I 	 K A Z A H 	 K A Z A K K I 	 K A S A K H S T A N S K 	 K A Z A `S K  	 K a z a k h s t a a n s 	 K A Z A K H 	 K A Z A K S T A N S K I 	 K a z a h 	 K A Z A H T A N S K O 	 K A Z A K H 	 	 K A Z A K H 	 		>				 B2'BI	 '2'.	 	 						 

<
>

	 %M	 %!,	 



	 	 I s i - K a z a k h 	 K a z a k h 	 K a z a k h 	 K a z a k 	 K a z a c h s  k . 	 K a z a h u 	 k a s a h h i 	 Bafameev	 	 K a z a h 	 
8
>

M
	 >>	 	 						 Q a z a x 	 TKQ	 K a z a k h 	 K a z a k h 	 K a s a k s k a 	 K a z a k h 	 070EAB0=A:8	 C a z a q u e 	 K a z a h s t a n s k i 	 S e K a z a k h 	 K a z a k h 	 K a z a k h 	 K a z a k h i 	 K a s a k i 	 070
 
 S T R _ L A N G _ G R E E N L A N D I C 	 S M S 	 T W O S T A T E 	 C B   G R E E N L A N D I   S t r i n g 	 G r e e n l a n d i 	 <hg-	 <hgpQ	 #5A%5	 G r o e n l a n d  s 	 G r o e n l a n d 	 G r  n l  n d i s c h 	 @5=;0=4A:89	 G R O E N L A N D E S E 	 C1JFDF/J	 G r o n e l a n d  s 	 G r  n l a n d   d i l i 	 T i n g   G R E E N L A N 	 G R E E N L A N D I 	 G R E E N L A N D I 	 	M	0	@	(	2	H		!	@		 G r  n l a n d s k 	 G R  N S K  	 G R E N L A N D Z K I 	 G R  N L A N D I 	 G R  N L A N T I 	 G R  N L A N D S K 	 G R  N S K Y 	 G r o e n l a n d s 	 G R E E N L A N D I 	 G R E N L A N D S K I 	 G r o e n l a n d e z 	 G R E N L A N D S K O 	 	 	 G R E E N L A N D I 	 	M	0	@	(	2	G	(	M	!	@		 1JFDF/I	 1F  DF	 	 														 
0
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!
@
	 M0@(M  2>!@	  !,	 










	  	 I s i - G r e e n l a n d i 	 G r e e n l a n d i 	 G r e e n l a n d i 	 G r o e n l a n d s 	 G r e n l a n d s  k . 	 G r e n l a n d i e au 	 g r   n i 	 3evlavdeev	 	 G r o e n l a n d e z 	 
M
0
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(
M
2
>
(
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!
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	 M0@(2M_>#M!@_	 	 												 Q r e n l a n d 	 <hg-\	 G r e n l a n d  s 	 G r o e n l a n d 	 G r  n l e n s k a 	 G r o e n l a n d  s 	 @5=;0=4A:8	 G r o e n l a n d  s 	 G r e n l a n d s k i 	 S e G r e e n l a n d 	 G r e e n l a n d i 	 G r e e n l a n d i 	 G r e e n l a n d i 	 G r e e n l a n d i 	 @5=;0=4
 
 S T R _ L A N G _ C A M B O D I A N 	 S M S 	 T W O S T A T E 	 C B   C A M B O D I A N   S t r i n g 	 C a m b o d i a n 	 ؚh	 ؚh	 @!#	 C a m b o y a n o 	 C a m b o d g i e n 	 K a m b o d s c h a n i s c h 	 E<5@A:89	 C A M B O G I A N O 	 CHE(H/J	 C a m b o d j a n o 	 K a m b o  y a   d i l i 	 T i n g   C a m p u c h i a 	 K a m b o j a 	 C A M B O D I A N 	 	.	M	,	K	!	?	/	(		 K a m b o d i s k 	 K A M B O D }S K  	 C A M B O D I A N 	 K A M B O D Z S A I 	 K A M B O D Z A 	 K A M B O D S J A N S K 	 K A M B O D }S K  	 C a m b o d j a a n s 	 C A M B O D J A N S K A 	 K A M B O D }A N S K I 	 C a m b o g i a n 	 K A M B O `K O 	 	 	 C A M B O D I A N 	 	H	.	M	5	K	!	?	/	(		 C'E(H,I	 E(H'&	 	 												 
.
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
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	 >,K!?/(M	 !,	 







	 	 I s i - C a m b o d i a n 	 C a m b o d i a m 	 C a m b o d i a n 	 K a m b o d j a a n s 	 K h m e r s  k . 	 K a m b o d ~i e au 	 k h m e e r i 	 ?atzxykeev	 	 C a m b o d g i a n 	 

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(
M
	 >.M,K!@_	 	 											 K a m b o c a 	 gW[	 K h m e r 	 C a m b o d g i e n 	 K a m b  d  s k a 	 C a m b o y a n o 	 0<1>_8A:8	 C a m b o j a n o 	 K a m b o d ~a n s k i 	 S e C a m b o d i a 	 C a m b o d i a n 	 C a m b o d i a n 	 C a m b o d i a n i 	 K a m b o d i a n i 	 0<1>46K
 
 S T R _ L A N G _ K A N N A D A 	 S M S 	 T W O S T A T E 	 C B   K A N N A D A   S t r i n g 	 K a n n a d a 	 aS
}T	 aS~	 222	 K a n n a d a 	 K a n n a d a 	 K a n a r e s i s c h 	 0==040	 K A N N A D A 	 CF/J	 K a n n a d a 	 K a n n a d a   d i l i 	 T i n g   K a n n a a 	 K a n a d a 	 K A N N A D A 	 	(	M	(	!	<		 K a n n a d a 	 K A N N A D A 	 K A N A D Y J S K I 	 K A N N A D A 	 K A N N A D A 	 K A N N A D A 	 K A N N A D A 	 K a n n a d a 	 K A N N A D A 	 K A N A D S K I 	 K a n n a d a 	 K A N A D S K O 	 	 	 K A N N A D A 	 	(	>	!	>		 C'F'/'	 'F''	 	 							 
p
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!
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	 (M(!	 	 





	 	 I s i - K a n n a d a 	 K a n n a d a 	 K a n n a d a 	 K a n n a d a 	 K a n a d s  k . 	 K a n n a d a 	 k a n n a d a 	 ?avvada	 	 K a n n a d a 	 
(
M
(

	 >(>!>	 	 							 K a n n a d a 	 NWT	 C a n a r  s 	 K a n n a r a 	 K a n n a d  s k a 	 C a n a r  s 	 0=04A:8	 K a n n a d a 	 K a n a d s k i 	 S e K a n n a d a 	 K a n n a d a 	 K a n n a d a 	 K a n n a d a 	 K a n n a d a 	 0==040
 
 S T R _ L A N G _ K O R E A N 	 S M S 	 T W O S T A T E 	 C B   K O R E A N   S t r i n g 	 K o r e a n 	 g	 g	 @2+%5	 C o r e a n o 	 C o r  e n 	 K o r e a n i s c h 	 >@59A:89	 C O R E A N O 	 CH1J'FJ	 C o r e a n o 	 K o r e c e 	 T i n g   T r i u   T i  n 	 K o r e a 	 K O R E A N 	 	K	0	?	/	(		 K o r e a n s k 	 K O R E J S K  	 K O R E A CS K I 	 K O R E A I 	 K O R E A 	 K O R E A N S K 	 K  R E J S K  	 K o r e a a n s 	 K O R E I S K A 	 K O R E J S K I 	 C o r e e a n 	 K O R E J S K O 	 	 	 K O R E A N 	 	L	0	?	/	(		 C1G  'I	 H1F	 	 								 
K
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
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	 J0?/(M	  !,	 





	 	 I s i - K o r e a n 	 K o r e a n 	 K o r e a n 	 K o r e a a n s 	 k o r j i e 
i s  k a l b a 	 K o r e j i e au 	 k o r e a 	 ?xeaoav	 	 C o r e e a n 	 
J
1
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/
(
M
	 K0?_>(	 	 								 K o r e y a 	 ӗ	 C o r e  	 C o r  e n 	 K  r e s k a 	 C o r e a n o 	 >@5XA:8	 C o r e a n o 	 K o r e j s k i 	 S e K o r e a 	 K o r e y a n o 	 K o r e a n 	 K o r e a n 	 K o r i a n i 	 >@59
 
 S T R _ L A N G _ K A S H M I R I 	 S M S 	 T W O S T A T E 	 C B   K A S H M I R I   S t r i n g 	 K a s h m i r i 	 UNs|>r	 UNs|\	 A
@!5"#L	 K a s h m i r i 	 K a s h m i r i 	 K a s h m i r i 	 0H<8@A:89	 K A S H M I R I 	 C4EJ1J	 C a x e m i r i 	 K a _m i r c e 	 T i n g   C a s m i a 	 K a s h m i r 	 K A S H M I R I 	 	6	M	.	@	0	@		 K a s h m i r 	 K A `M  R S K  	 K A S H M I R I 	 K A S H M I R 	 K A `M I R I 	 K A S H M I R S K 	 K A `M  R S K Y 	 K a s h m i r i 	 K A S H M I R I 	 K A `M I R S K I 	 K a s h m i r i 	 K A `M I R S K O 	   	 	 K A S H M I R I 	 	6	.	@	0	@		 C4EJ1I	 '4E1	 	 									 
6
.
@
0
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	 >6M.@0@	 ( !,	 







	 	 I s i - K a s h m i r i 	 K a s h m i r i 	 K a s h m i r i 	 K a s j m i r i 	 K a am y r s  k . 	 K a am i r i e au 	 k a am i i r i 	 Tawtkeev	 	 K a s h m i r i 	 
3
M

 .
@
0
?
	 >6M.@0	 	 									 K a _m i r 	 UNs|>r	 C a i x m i r i 	 K a c h m  r  	 K a s h m  r s k a 	 C a c h e m i r o 	 0H<8@A:8	 C a x e m  r i 	 K a am i r i 	 S e K a s h m i r 	 K a s h m i r i 	 K a s h m i r i 	 K a s h m i r i 	 K a s h m i r i 	 0H<8@8
 
 S T R _ L A N G _ K U R D I S H 	 S M S 	 T W O S T A T E 	 C B   K U R D I S H   S t r i n g 	 K u r d i s h 	 ^_	 ^_	 @-#L4
	 K u r d o 	 K u r d e 	 K u r d i s c h 	 C@4A:89	 C U R D O 	 C1/4	 C u r d o 	 K  r t c e 	 T i n g   K u r d 	 K u r d i 	 K U R D I S H 	 	A	0	M	&	?	6		 K u r d i s k 	 K U R D S K  	 K U R D Z K I 	 K U R D 	 K U R D I 	 K U R D I S K 	 K U R D S K  	 K o e r d i s c h 	 K U R D I S K A 	 K U R D S K I 	 K u r d 	 K U R D S K O 	 	 	 K U R D I S H 	 	A	0	&	@	6		 C1/I	 1/	 	 							 
A
0
!
?
6
	 A0M&?7M	 # !,	 






	 	 I s i - K u r d i s h 	 K u r d i s h 	 K u r d i s h 	 K o e r d i e s 	 K u r d s  k . 	 K u r d u 	 k u r d i 	 Tdeev	 	 K u r d 	 
A
0
M
&
?
7
M
	 ?0M!?8	 	 							 K  r d 	 ^>r_	 K u r d 	 K u r d e 	 K  r d  s k a 	 C u r d o 	 C@4A:8	 C u r d o 	 K u r d s k i 	 S e K u r d 	 K u r d i s h 	 K u r d i s h 	 K u r d i s h i 	 K d i ci 	 C@4
 
 S T R _ L A N G _ K I R G H I Z 	 S M S 	 T W O S T A T E 	 C B   K I R G H I Z   S t r i n g 	 K i r g h i z 	 	T>r	Te	 	T\	Te	 @-#L4*	 K i r g u i z 	 K i r g h i z 	 K i r g i s i s c h 	 8@387A:89	 K I R G H I Z O 	 C1C2	 Q u i r g u i z 	 K 1r g 1z c a 	 T i n g   K I R G H I Z 	 K I R G H I Z 	 K I R G H I Z 	 	?	0	M		?		<		 K i r g i s i s k 	 K I R G I Z S K  	 K I R G I J S K I 	 K I R G I Z 	 K I R G I I S I 	 K I R G I S I S K 	 K I R G I Z S K  	 K i r g h i z i s t a a n s 	 K I R G H I Z 	 K I R G H I Z 	 K i r g h i z 	 K I R G I Z I J S K O 	 K I R G H I Z 	 	 K I R G H I Z 	 	?	0		?			 B1BJ2I	 1:2	 	 							 
?
0

?
8
	 ?0M?M	  ,	 






	 	 I s i - K i r g h i z 	 K i r g h i z 	 K i r g h i z 	 K i r g i s i e s 	 K i r g i z s  k . 	 K i r g +z u 	 k i r g i i s i 	 ?kckfeev	 	 K i r g h i z 	 
?
0
M

?
8
M
	 ?0?	 	 							 Q 1r 1z 	 	T>r	Te	 K i r g u  s 	 K i r g h i z e 	 K i r g i s  s k a 	 K i r g u  s 	 8@38AB0=A:8	 Q u i r g u i z 	 K i r g i s k i 	 S e K i r g h i z 	 K i r g h i z 	 K i r g h i z 	 K i r g h i z i 	 K i r g h i s i 	 K@K7
 
 S T R _ L A N G _ L A T I N 	 S M S 	 T W O S T A T E 	 C B   L A T I N   S t r i n g 	 L a t i n 	 bNe	 bNe	 %24	 L a t  n 	 L a t i n 	 L a t e i n 	 0B8=A:89	 L A T I N O 	 D'*JF	 L a t i m 	 L a t i n c e 	 T i n g   L a t i n h 	 L A T I N 	 L A T I N 	 2	H		?	(		 L a t i n 	 L A T I N S K  	 AA C I CS K I 	 L A T I N 	 L A T I N A 	 L A T I N S K 	 L A T I N S K  	 L a t i j n 	 L A T I N 	 L A T I N S K I 	 L a t i n 	 L A T I N S K O 	 	 	 L A T I N 	 2	G		?	(		 D'*JF	 D'*F	 	 						 2
H

?
(
	 2>?(M	 "!,	 




	 	 I s i - L a t i n 	 I s i L a t i n i 	 L a t i n 	 L a t y n 	 L o t y n s  k . 	 L a t +Fu 	 l a d i n a 	 <akveev	 	 L a t i n 	 2
>
1
M
1
?
(
M
	 2>?(	 	 						 L a t 1n 	 bN	 L l a t  	 L a t i n 	 L a t  n a 	 L a t  n 	 0B8=A:8	 L a t i m 	 L a t i n s k i 	 S e L a t i n i 	 L a t i n o 	 L a t i n 	 L a t i n i 	 L a t i n 	 0BK=
 
 S T R _ L A N G _ L I N G A L A 	 S M S 	 T W O S T A T E 	 C B   L I N G A L A   S t r i n g 	 L i n g a l a 	 gRb	 gRb	 %42%2	 L i n g a l a 	 L i n g a l a 	 L i n g  l a 	 8=30;0	 L I N G A L A 	 DF:'D'	 L i n g a l a 	 L i n g a l a   d i l i 	 T i n g   L i n g a l a 	 L I N G A L A 	 L I N G A L A 	 2	?			>	2	>		 L i n g a l a 	 L I N G A L A 	 L I N G A L A 	 L I N G A L A 	 L I N G A L A 	 L I N G A L A 	 L I N G A L A 	 L i n g a l a 	 L I N G A L A 	 L I N G A L A 	 L i n g a l a 	 L I N G A L A 	 	 	 L I N G A L A 	 2	?			>	2	>		 DJF'D'	 DF'D'	 	 								 2
?
p

2
>
	 2?>2	 	 






	 	 I s i - L i n g a l a 	 L i n g a l a 	 L i n g a l a 	 L i n g a l a 	 L i n g a l a   k . 	 L i n g a l a 	 l i n g a l a 	 <kvcala	 	 L i n g a l a 	 2
?


3
	 2?M2>	 	 								 L i n q a l a 	 g<hb	 L i n g a l a 	 L i n g a l a 	 L i n g a l a 	 L i n g a l a 	 8=30;0	 L i n g a l a 	 L i n g a l a 	 S e L i n g a l a 	 L i n g a l a 	 L i n g a l a 	 L i n g a l a 	 L i n g a l a 	 8=30;0
 
 S T R _ L A N G _ L A O T H I A N 	 S M S 	 T W O S T A T E 	 C B   L A O T H I A N   S t r i n g 	 L a o t h i a n 	 [W	 [V	 %2'	 L a o 	 L o t h i a n 	 L a o t i s c h 	 0>AA:89	 L A O T I A N O 	 D'H*JF	 L a o t i a n o 	 L a o s   d i l i 	 T i n g   L  o 	 L A O T H I A N 	 L A O T H I A N 	 2	>		%	?	/	(		 L a o t i s k 	 L A O S K  	 L A O T H I A N 	 L A O S Z I 	 L A O 	 L A O T I S K 	 L A O `S K  	 L a o t h i a n 	 L A O T H I A N 	 L A O S K I 	 L a o 	 L A O T I J S K O 	 L A O T H I A N 	 	 L A O T H I A N 	 2	G		%	?	/	(		 D'&H3I	 DH*F	 	 									 2
>

%
?

(
	 2>5M  '?/0M	 !!,	 






	 	 I s i - L a o t h i a n 	 L a o t h i a n 	 L a o t h i a n 	 L a o s i a a n s 	 L a o s i e 
i s  k . 	 L a o s i e au 	 l a o 	 <ax}eev	 	 L a o ci a n 	 2
>
5
K
$
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/
>
(
M
	 2>%?(	 	 									 L a o s 	 [W	 L a o s i  	 L e t h i e n 	 L a o t  s k a 	 L a o t h i a n 	 0>	 L a o 	 L a o 	 S e L a o t h i a 	 L a o t h i a n 	 L a o t h i a n 	 L a o t h i a n i 	 L a o t h i a n i 	 0>A
 
 S T R _ L A N G _ L I T H U A N I A N 	 S M S 	 T W O S T A T E 	 C B   L I T H U A N I A N   S t r i n g 	 L i t h u a n i a n 	 zv[	 zv[	 %41'@5"	 L i t u a n o 	 L i t u a n i e n 	 L i t a u i s c h 	 8B>2A:89	 L I T U A N O 	 D*H'FJF	 L i t u a n o 	 L i t v a n y a c a 	 T i n g   L  t   v i 	 L i t u a n i a 	 L I T H U A N I A N 	 2	?	%	A		(	@		 L i t a u i s k 	 L I T E V S K  	 L I T E W S K I 	 L I T V  N 	 L I E T T U A 	 L I T A U I S K 	 L I T O V S K  	 L i t h o u w s 	 L I T A U I S K A 	 L I T A V S K I 	 L i t u a n i a n 	 L I T V A N S K O 	 	 	 L I T H U A N I A N 	 2	?	%	A		(	?	/	(		 DJ*H'FJ'JI	 D*HFF	 	 												 2
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@

(
	 2?$A.G(?/(M	 "!,	 








	 	 I s i - L i t h u a n i a n 	 L i t h u a n i a n 	 L i t h u a n i a n 	 L i t o u s 	 L i e t u v i s  k . 	 L i e t u v i e au 	 l e e d u 	 <k~eev	 	 L i t u a n i a n 	 2
?
$
M
5
>
(
?
/
(
M
	 2?%A(@_	 	 												 L i t v a 	 zv[	 L i t u  	 L i t u a n i e n 	 L i t h   s k a 	 L i t u a n o 	 8B20=A:8	 L i t u a n o 	 L i t v a n s k i 	 S e L i t h u a n i a 	 L i t h u a n i a n 	 L i t h u a n i a n 	 L i t u a n i a n i 	 L i t u a n i a n i 	 8B20
 
 S T R _ L A N G _ L A T V I A N 	 S M S 	 T W O S T A T E 	 C B   L A T V I A N   S t r i n g 	 L a t v i a n 	 b+}N	 b1~N	 A%@'5"	 L e t  n 	 L e t t o n 	 L e t t i s c h 	 0B289A:89	 L E T T O N E 	 D'*JHF	 L e t  o 	 L e t o n c a 	 T i n g   B a n t  c 	 L a t v i a 	 L A T V I A N 	 2	>	$	5	?		(		 L e t t i s k 	 L O T Y `S K  	 AO T E W S K I 	 L E T T 	 L A T V I A 	 L A T V I S K 	 L O T Y `S K  	 L e t s 	 L A T V I S K A 	 L A T V I J S K I 	 L e t o n 	 L A T V I J S K O 	   	 	 L A T V I A N 	 2	G		5	?	/	(		 D*HFJ'JI	 DH'F	 	 									 2

5
@


	 2>M5?/(M8M	 "!,	 






	  	 I s i - L a t v i a n 	 L a t v i a n 	 L a t v i a n 	 L a t v i e s 	 L a t v i s  k . 	 L a t v i e au 	 l  t i 	 <akweev	 	 L e t o n 	 2
>
$
M
5
?
/
(
M
	 2>M-@_	 	 									 L a t 1_	 b+}N	 L e t  	 L e t t o n i e n 	 L e t t n e s k a 	 L e t  n 	 5B>=A:8	 L e t  o 	 L e t o n s k i 	 S e L a t v i a 	 L a t v i a n 	 L a t v i a n 	 L a t i v i a n i 	 L a t i f i a n i 	 0BKH
 
 S T R _ L A N G _ M A L A G A S Y 	 S M S 	 T W O S T A T E 	 C B   M A L A G A S Y   S t r i n g 	 M a l a g a s y 	 bR	 lbR	 !2%225	 M a l a g a s i 	 M a l g a c h e 	 M a l a g a s y 	 0;030A89A:89	 M A L G A S C I O 	 E'D'  :'3J	 M a l g a x e 	 M a l a g a _ a 	 T i n g   M A L A G A S Y 	 M A L A G A S Y 	 M A L A G A S Y 	 .	>	2	>		>	8	@		 M a l a g a s y 	 M A L G A `S K  	 M A L A G A S Y 	 M A L A G A S Y 	 M A L A G A S S I 	 M A L A G A S Y 	 M A L A G A S Y 	 M a l a g a s y 	 M A L A G A S Y 	 M A L A G A S Y 	 M a l g a _	 M A L A G A `K O 	 M A L A G A S Y 	 	 M A L A G A S Y 	 .	>	2	>		G	6	@		 E'D''4I	 E'D'3	 	 									 .
2
>

8
@
	 .2>8@	 !!,	 







	 	 I s i - M a l a g a s y 	 M a l a g a s y 	 M a l a g a s y 	 M a l g a s i e s 	 M a l a g a s i s  k . 	 M a l a g a s i e au 	 m a l a g a s s i 	 Dalaca}k	 	 M a l a g a _	 .
2

>
8
F
	 .>2>>8?	 	 									 M a l a q a s i y a 	 bR	 M a l g a i x 	 M a l g a c h e 	 M a l a g a s y 	 M a l a g a s i 	 0;30H:8	 M a l a g a s y 	 M a l a g a s k i 	 S e M a l a g a s y 	 M a l a g a s y 	 M a l a g a s y 	 M a l a g a s y 	 M a l a g a s i 	 0;030A8
 
 S T R _ L A N G _ M A O R I 	 S M S 	 T W O S T A T E 	 C B   M A O R I   S t r i n g 	 M a o r i 	 k)R	 k)R	 @!2#5	 M a o r  	 M a o r i 	 M a o r i 	 0>@8	 M A O R I 	 E'H1I	 M a o r i 	 Y e n i   Z e l a n d a   d i l i 	 T i n g   M a o r i 	 M A O R I 	 M A O R I 	 .	>		0	@		 M a o r i 	 M A O R S K  	 M A O R I 	 M A O R I 	 M A O R I 	 M A O R I 	 M A O R S K  	 M a o r i 	 M A O R I 	 M A O R I 	 M a o r i 	 M A O R S K O 	 	 	 M A O R I 	 .	G		0	@		 E'&H1I	 E'H1	 	 						 .
K
9
0
@
	 .>5K0@	  	 




	 	 I s i - M a o r i 	 M a o r i 	 M a o r i 	 M a o e r i 	 M a o r i s  k . 	 M a o r u 	 m a o o r i 	 Daxk	 	 M a o r i 	 .
>
5
K
1
?
	 .>0?	 	 						 M a o r i 	 k)R	 M a o r i 	 M a o r i 	 M a o r  s k a 	 M a o r  	 0>@A:8	 M a o r i 	 M a o r i 	 S e M a o r i 	 M a o r i 	 M a o r i 	 M a o r i 	 M a o r i 	 0>@8
 
 S T R _ L A N G _ M A C E D O N I A N 	 S M S 	 T W O S T A T E 	 C B   M A C E D O N I A   S t r i n g 	 M a c e d o n i a 	 vQ	 lvQ	 !24B@5"	 M a c e d o n i o 	 M a c  d o i n e 	 M a z e d o n i s c h 	 0:54>=A:89	 M A C E D O N I A 	 E'3/HFJ	 M a c e d  n i a 	 M a k e d o n c a 	 T i n g   M a x   n h i a 	 M A C E D O N I A 	 M A C E D O N I A 	 .	H		@	!	K	(	?	/	>		 M a k e d o n s k 	 M A K E D O N S K  	 M A C E D O CS K I 	 M A C E D  N 	 M A K E D O N I A 	 M A K E D O N S K 	 M A C E D  N S K Y 	 M a k e d o n i s c h 	 M A K E D O N S K A 	 M A K E D O N S K I 	 M a c e d o n e a n 	 M A K E D O N S K O 	 	 	 M A C E D O N I A 	 .	G		!	I	(	?	/	>		 EB/HFI	 EB/HF	 	 											 .
H

!
K
(
@


	 .>8?!K8?/>	 !,	 









	 	 I s i - M a c e d o n i a 	 M a c e d o n i a 	 M a c e d o n i a 	 M a s e d o n i e s 	 M a k e d o n i j a 	 M a 7e d o n i e au 	 m a k e d o o n i a 	 Daoedxveev	 	 M a c e d o n e a n 	 .
>
8
?
!
K
#
?
/
	 .>8G!K(@_	 	 												 M a k e d o n i y a 	 vQ	 M a c e d  n i c 	 M a c  d o i n e 	 M a k e d  n s k a 	 M a c e d o n i a 	 0:54>=A:8	 M a c e d  n i a 	 M a k e d o n s k i 	 S e M a c e d o n i a 	 M a c e d o n i a 	 M a c e d o n i a 	 M a c e d o n i a 	 M a s i d o n i a 	 0:54>=8O
 
 S T R _ L A N G _ M A L A Y A L A M 	 S M S 	 T W O S T A T E 	 C B   M A L A Y A L A M   S t r i n g 	 M a l a y a l a m 	 ONbY	 legNbY	 !2%2"2%2!	 M a l a y a l a m 	 M a l a y a l a m 	 M a l a y a l a m 	 0;0O;0<	 M A L A Y A L A M 	 E'DJ'DEI	 M a l a y a l a m 	 M a l a y a l a m   d i l i 	 T i n g   M A L A Y A L A M 	 M A L A Y A L A M 	 M A L A Y A L A M 	 .	2	/	>	2	.		 M a l a y a l a m 	 M A L A Y A L A M 	 M A L A Y A L A M 	 M A L A Y A L A M 	 M A L A Y A L A M 	 M A L A Y A L A M 	 M A L A Y A L A M 	 M a l a y a l a m 	 M A L A Y A L A M 	 M A L A Y A L A M 	 M a l a y a l a m 	 M A L A J S K O 	 M A L A Y A L A M 	 	 M A L A Y A L A M 	 .	2	9	/	>	2	.		 E'D'J'D'E	 ED'D	 	 									 .
2
?

2
.
	 .2/>3	 /	 





	 	 I s i - M a l a y a l a m 	 M a l a y a l a m 	 M a l a y a l a m 	 M a l a y a l a m 	 M a l a j a l i s  k . 	 M a l a j l a m u 	 m a l a j a l a m i 	 Dalaualat	 	 M a l a y a l a m 	 .
2
/
>
3

	 .>2>_>2>.	 	 								 M a l a y a l a m 	 ONbY	 M a l a i a l a m 	 M a l a y a l a m 	 M a l a j a m s k a 	 M a l a b a r 	 0;0X0;0<	 M a l a i a l a 	 M a l a j s k i 	 S e M a l a y a l a m 	 M a l a y a l a m 	 M a l a y a l a m 	 M a l a y a l a m 	 M a l a y a l a m i 	 0;0O;0<
 
 S T R _ L A N G _ M O N G O L I A N 	 S M S 	 T W O S T A T E 	 C B   M O N G O L I A N   S t r i n g 	 M o n g o l i a n 	 S	 S	 !-B@%5"	 M o n g o l 	 M o n g o l 	 M o n g o l i s c h 	 >=3>;LA:89	 M O N G O L O 	 EHF:HDI	 M o n g o l 	 M o o l c a 	 T i n g   M  n g   c 	 M o n g o l 	 M O N G O L I A N 	 .			K	2	?	/	(		 M o n g o l s k 	 M O N G O L S K  	 M O N G O L I J S K I 	 M O N G O L 	 M O N G O L I 	 M O N G O L S K 	 M O N G O L S K  	 M o n g o o l s 	 M O N G O L I S K A 	 M O N G O L S K I 	 M o n g o l 	 M O N G O L S K O 	 	 	 M O N G O L I A N 	 .			K	2	?	/	(		 E:HDI	 EFHD'&	 	 										 .
p

K
2
@

(
	 .K2?/(M	 ,!,	 








	 	 I s i - M o n g o l i a n 	 M o n g o l i a n 	 M o n g o l i a n 	 M o n g o o l s 	 M o n g o l s  k . 	 M o n g o <u 	 m o n g o l i 	 Dxvrxleev	 	 M o n g o l 	 .


K
3
?
/
(
M
	 .MK2?_	 	 											 M o n q o l 	 S	 M o n g o l 	 M o n g o l e 	 M o n g  l s k a 	 M o n g o l 	 >=3>;A:8	 M o n g o l 	 M o n g o l s k i 	 S e M o n g o l i a 	 M o n g o l i a n 	 M o n g o l i a n 	 M o n g o l i a n i 	 M n g o l i a n i 	 >=>;
 
 S T R _ L A N G _ M O L D A V I A N 	 S M S 	 T W O S T A T E 	 C B   M O L D A V I A N   S t r i n g 	 M o l d a v i a n 	 id>rT}N	 id\~N	 !-%2@'5"	 M o l d a v o 	 M o l d a v e 	 M o l d a v i s c h 	 >;402A:89	 M O L D A V O 	 EHD/'HI	 M o l d a v o 	 M o l d o v a c a 	 T i n g   M O L D A V I A N 	 M o l d o v i a n 	 M O L D A V I A N 	 .	K	2	M	&	>	5	?		(		 M o l d a v i s k 	 M O L D A V S K  	 M O AD A W S K I 	 M O L D  V 	 M O L D A V I A 	 M O L D O V I S K 	 M O L D A V S K  	 M o l d a v i s c h 	 M O L D A V I S K A 	 M O L D A V S K I 	 M o l d o v e n e a s c 	 M O L D A V S K O 	 	 	 M O L D A V I A N 	 .	K	2	!	>	5	?	/	(		 EHD/'HJ'JI	 EHD/'H'&	 	 										 .
>
2
!
@
5
@


	 .>2M&@5?/(M	 !,	 









	 	 I s i - M o l d a v i a n 	 M o l d a v i a n 	 M o l d a v i a n 	 M o l d a w i e s 	 M o l d a v s  k . 	 M o l d v u 	 m o l d o v a 	 Dxlda~eev	 	 M o l d o v e n e a s c 	 .
K
3
M

 !
>
5
?
/
(
M
	 .K2M!>-@_	 	 											 M o l d a v 	 id>rYt	 M o l d a u 	 M o l d a v e 	 M o l d   s k a 	 M o l d a v o 	 >;402A:8	 M o l d  v i o 	 M o l d a v s k i 	 S e M o l d a v i a 	 M o l d a v i a n 	 M o l d a v i a n 	 M o l d a v a i a n i 	 M o l i d a f i a n i 	 >;4>20=
 
 S T R _ L A N G _ M A R A T H I 	 S M S 	 T W O S T A T E 	 C B   M A R A T H I   S t r i n g 	 M a r a t h i 	 b0W	 lb0W	 !2#25	 M a r a t h i 	 M a r a t h i 	 M a r a t h i 	 0@0BE8	 M A R A T H I 	 E1'*J	 M a r a t i 	 M a r a t h i   d i l i 	 T i n g   M A R A T H A 	 M A R A T H I 	 M A R A T H I 	 .	0	>	 	@		 M a r a t h i 	 M A R A T H I 	 M A R A T H I 	 M A R A T H I 	 M A R A T H I 	 M A R A T H I 	 M A R A T H I 	 M a r a t h i 	 M A R A T H I 	 M A R A T H I 	 M a r a t h i 	 M A R A T S K O 	 M A R A T H I 	 	 M A R A T H I 	 .	0	>	 	@		 E'1'*I	 E1'y	 	 							 .
0
>
 
@
	 .0> @	  "%	 




	 	 I s i - M a r a t h i 	 M a r a t h i 	 M a r a t h i 	 M a r a t h i 	 M a r a t h s  k . 	 M a r a t h i 	 m a r a t h i 	 Daamk	 	 M a r a t h i 	 .
1
>
$
M
$
?
	 .0> @	 	 							 M a r a t x i 	 b0W	 M a r a t h i 	 M a r a t h i 	 M a r a t h i 	 M a r a t  	 0@0B8	 M a r a t i 	 M a r a t i 	 S e M a r a t h i 	 M a r a t h i 	 M a r a t h i 	 M a r a t h i 	 M a r a t h i 	 0@0BE8
 
 S T R _ L A N G _ M A L A Y 	 S M S 	 T W O S T A T E 	 C B   M A L A Y   S t r i n g 	 M a l a y 	 O	 leg	 !2@%"L	 M a l a s i o 	 M a l a i s 	 M a l a i i s c h 	 0;09A:89	 M A L E S E 	 E'DJ'	 M a l a i o 	 M a l a y c a 	 T i n g   M    l a i 	 M a l a y s i a 	 M A L A Y 	 .	2	/		 M a l a y s i s k 	 M A L A J S K  	 M A L A J S K I 	 M A L  J 	 M A L A I J I 	 M A L A Y S I S K 	 M A L A J S K  	 M a l e i s 	 M A L A Y 	 M A L A J S K I 	 M a l a i e z 	 M A L A J S K O 	 	 	 M A L A Y 	 .	2	M	9		 E'D'I	 E'D	 	 					 .
>
2
G
	 .>2G	 !,	 


	 	 I s i - M a l a y 	 M a l a y   	 M a l a y 	 M a l e i s i e s 	 M a l a j i e 
i s  k . 	 M a l a j i e au 	 m a l a i 	 Dalaueev	 	 M a l a y 	 .
2
>
/
M
	 .>3_	 	 					 M a l a y 	 O	 M a l a i 	 M a l a i s 	 M a l a j  s k a 	 M a l a y o 	 0;0XA:8	 M a l a i o 	 M a l a j s k i 	 S e M a l a y 	 M a l a y 	 M a l a y 	 M a l a y i 	 M a l a y i 	 0;09
 
 S T R _ L A N G _ M A L T E S E 	 S M S 	 T W O S T A T E 	 C B   M A L T E S E   S t r i n g 	 M a l t e s e 	 >rN	 l\N	 !-%4*	 M a l t  s 	 M a l t a i s 	 M a l t e s i s c h 	 0;LB89A:89	 M A L T E S E 	 E'*J	 M a l t  s 	 M a l t a c a 	 T i n g   M a n t 	 M A L T E S E 	 M A L T E S E 	 .	>	2	M		@		<		 M a l t e s i s k 	 M A L T S K  	 M A L T A CS K I 	 M  L T A I 	 M A L T A 	 M A L T E S I S K 	 M A L T S K  	 M a l t e e s 	 M A L T E S I S K A 	 M A L T E `K I 	 M a l t e z 	 M A L T E `K O 	 	 	 M A L T E S E 	 .	2	M		@	8		 E'D*I	 E'D'y3	 	 						 .
>
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8
	 .>2M$@8M	 ,"!,	 






	 	 I s i - M a l t e s e 	 M a l t e s e 	 M a l t e s e 	 M a l t e e s 	 M a l t i e 
i s  k . 	 M a l t i e au 	 m a l t a 	 Daliaeev	 	 M a l t e z 	 .
>
3
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	 .>2?	 	 								 M a l t a 	 >rN	 M a l t  s 	 M a l t a i s 	 M a l t n e s k a 	 M a l t  s 	 0;B5H:8	 M a l t  s 	 M a l t e ak i 	 S e M a l t a 	 M a l t e s e 	 M a l t e s e 	 M a l t e s e 	 M l i t s i 	 0;LB0
 
 S T R _ L A N G _ B U R M E S E 	 S M S 	 T W O S T A T E 	 C B   B U R M E S E   S t r i n g 	 B u r m e s e 	 }8u	 8u	 !H2	 B i r m a n o 	 B i r m a n 	 B u r m e s i s c h 	 8@<0=A:89	 B I R M A N O 	 (1EJ	 B u r m  s 	 B i r m a n c a 	 T i n g   M i n   i n 	 M y a n m a r 	 B U R M E S E 	 ,	0	M	.	@		 B u r m e s i s k 	 B A R M S K  	 B U R M I J S K I 	 B U R M A I 	 B U R M A 	 B U R M E S I S K 	 B A R M S K  	 B u r m e e s 	 B U R M A N S K A 	 B U R M A N S K I 	 B i r m a n 	 B U R M A N S K O 	 	 	 B U R M E S E 	 ,	0	.	@			 (1EG  'I	 (1E	 	 								 ,
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	 ,0M.@8M	  !,	 





	 	 I s i - B u r m e s e 	 B u r m e s e 	 B u r m e s e 	 B i r m a a n s 	 B i r m i e 
i s  k . 	 B i r m i e au 	 b i r m a 	 2ktaeev	 	 B i r m a n e z 	 ,
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	 ,0M.@_	 	 							 B i r m a 	 }8u	 B i r m  	 B i r m a n 	 B  r m  s k a 	 B i r m a n o 	 8@<0=A:8	 B i r m a n  s 	 B u r m a n s k i 	 S e B u r m a 	 B u r m e s e 	 B u r m e s e 	 B u r m e s e 	 B u r m i s i 	 8@<0
 
 S T R _ L A N G _ N A U R U 	 S M S 	 T W O S T A T E 	 C B   N A U R U   S t r i n g 	 N a u r u 	 o	 	 @2#9	 N a u r u 	 N a u r u 	 N a u r u 	 0C@C0=A:89	 N A U R U 	 F'1I	 N a u r u 	 N a u r u   d i l i 	 T i n g   N A U R U 	 N A U R U 	 N A U R U 	 (	>	
	0	B		 N a u r u 	 N A U R U 	 N A U R U 	 N A U R U 	 N A U R U 	 N A U R U 	 N A U R U 	 N a u r u 	 N A U R U 	 N A U R U 	 N a u r u 	 N A U R U 	 	 	 N A U R U 	 (	>	0	B		 F'&H1H	 FH1H	 	 						 (
>
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	 (L0A	 # #	 



	 	 I s i - N a u r u 	 N a u r u 	 N a u r u 	 N a u r u 	 N a u r i e 
i s  k . 	 N a u r u 	 n a u r u 	 Faxx	 	 N a u r u 	 (
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	 (>	0A	 	 						 N a u r u 	 o	 N a u r u 	 N a u r u 	 N  r  	 N a u r a n o 	 0C@C0=A:8	 N a u r u 	 N a u r u 	 S e N a u r u 	 N a u r u 	 N a u r u 	 N a u r u 	 N a w u r u 	 0C@C
 
 S T R _ L A N G _ N E P A L I 	 S M S 	 T W O S T A T E 	 C B   N E P A L I   S t r i n g 	 N e p a l i 	 <\l>r	 <\l\	 @2%	 N e p a l  	 N  p a l a i s 	 N e p a l e s i s c h 	 5?0;LA:89	 N E P A L E S E 	 FJ('DJ	 N e p a l  s 	 N e p a l   d i l i 	 T i n g   N  p a n 	 N e p a l 	 N E P A L I 	 (	G	*	>	2	@		 N e p a l e s i s k 	 N E P  L S K  	 N E P A L S K I 	 N E P  L I 	 N E P A L I 	 N E P A L I 	 N E P  L S K Y 	 N e p a l i 	 N E P A L I 	 N E P A L S K I 	 N e p a l e z 	 N E P A L S K O 	 	 	 N E P A L I 	 (	G	*	>	2	@		 F~'DI	 F~'D	 	 							 (
G
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	 (G*>2@	 	 





	 	 I s i - N e p a l i 	 N e p a l i 	 N e p a l i 	 N e p a l e e s 	 N e p a l s  k . 	 N e p a l i e au 	 n e p a l i 	 Fezaleev	 	 N e p a l e z 	 (
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	 (G*>3@	 	 							 N e p a l 	 <\l>r	 N e p a l  s 	 N  p a l a i s 	 N e p a l s k a 	 N e p a l  	 5?0;A:8	 N e p a l  s 	 N e p a l s k i 	 S e N e p a l 	 N e p a l i 	 N e p a l i 	 N e p a l i 	 N p a l i 	 5?0;8
 
 S T R _ L A N G _ D U T C H 	 S M S 	 T W O S T A T E 	 C B   D U T C H   S t r i n g 	 D u t c h 	 w-	 wpQ	 1
L	 H o l a n d  s 	 H o l l a n d a i s 	 H o l l  n d i s c h 	 >;;0=4A:89	 O L A N D E S E 	 /H4J	 H o l a n d  s 	 H o l l a n d a c a 	 T i n g   H    L a n 	 B e l a n d a 	 D U T C H 	 !			 H o l l a n d s k 	 H O L A N D S K  	 H O L E N D E R S K I 	 H O L L A N D 	 H O L L A N T I 	 N E D E R L A N D S K 	 H O L A N D S K  	 N e d e r l a n d s 	 H O L L  N D S K A 	 N I Z O Z E M S K I 	 O l a n d e z 	 N I Z O Z E M S K O 	 	 	 D U T C H 	 !			 GDF/I	 	 	 				 !
q

	 !M	 !,	 

	 	 I s i - D u t c h 	 D u t c h 	 D u t c h 	 N e d e r l a n d s 	 D a n s  k . 	 N +d e r l a n d i e au 	 h o l l a n d i 	 @xlavdeev	 	 O l a n d e z 	 !

M

M
	 !M	 	 				 H o l l a n d 	 w-	 H o l a n d  s 	 H o l l a n d a i s 	 H o l l e n s k a 	 H o l a n d  s 	 %>;0=4A:8	 H o l a n d  s 	 H o l a n d s k i 	 S e D u t c h 	 D u t c h 	 D u t c h 	 D u t c h 	 D ci 	 845@;0=4
 
 S T R _ L A N G _ N O R W E G I A N 	 S M S 	 T W O S T A T E 	 C B   N O R W E G I A   S t r i n g 	 N o r w e g i a 	 *cZ	 *cZ	 -#L'5@5"	 N o r u e g o 	 N o r v  g i e n 	 N o r w e g i s c h 	 >@256A:89	 N O R V E G E S E 	 FH1AJ,J	 N o r u e g u  s 	 N o r v e   e 	 T i n g   N a U y 	 N O R W E G I A 	 N O R W E G I A 	 (	I	0	M	5	G		?	/	>		 N o r s k 	 N O R S K  	 N O R W E S K I 	 N O R V  G 	 N O R J A 	 N O R S K 	 N  R S K Y 	 N o o r s 	 N O R S K A 	 N O R V E `K I 	 N o r v e g i a n 	 N O R V E `K O 	 	 	 N O R W E G I A 	 (	I	0	5	G		?	/	>		 F1HI	 F'1H'	 	 										 (
K
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	 (>0M5G?/>	  ,	 









	 	 I s i - N o r w e g i a 	 N o r w e g i a 	 N o r w e g i a 	 N o o r w e e g s 	 N o r v e g s  k . 	 N o r v #u 	 n o r r a 	 Fx~eceev	 	 N o r v e g i a n 	 (
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5
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	 (0qG?	 	 								 N o r v e c 	 *cZ	 N o r u e c 	 N o r v  g i e n 	 N o r s k a 	 N o r u e g o 	 >@25H:8	 N o r u e g u  s 	 N o r v e ak i 	 S e N o r w a y 	 N o r w e g i a 	 N o r w e g i a 	 N o r w e g i a 	 N w e g i a 	 >@2538O
 
 S T R _ L A N G _ O C C I T A N 	 S M S 	 T W O S T A T E 	 C B   O C C I T A N   S t r i n g 	 O c c i t a n 	 O C C I T A N 	 O C C I T A N 	 --41	 O c c i t a n o 	 O c c i t a n 	 O k z i t a n i s c h 	 :A8B0=A:89	 O C C I T A N O 	 HJ3J  *JF	 O c c i t  n i c o 	 O c c i t a n   d i l i 	 T i n g   O C C I T A N 	 O C C I T A N 	 O C C I T A N 	 		?		>	(		 O c c i t a n 	 O C C I T A N 	 O K S Y T A CS K I 	 O C C I T A N 	 O K S I T A A N I 	 O C C I T A N S K 	 O C C I T A N 	 O c c i t a a n s 	 O C C I T A N 	 O C C I T A N 	 O c c i t a n 	 O C C I T A 	 O C C I T A N 	 	 O C C I T A N 	 	8	M		@	/	(		 "C3J*'FJ'JI	 'HyF	 	 									 

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	 ?7?/(M	  !,!,	 




	 	 I s i - O c c i t a n 	 O c c i t a n 	 O c c i t a n 	 O c c i t a a n s 	 O 
i t a r s  k . 	 O c i t Fu 	 o k s i t a a n i 	 Uo}kaveev	 	 O c c i t a n 	 
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#
M
	 ?>(	 	 								 O k s i t a n 	 e 	 O c c i t  	 O c c i t a n 	 O c c i t a n 	 O c c i t a n o 	 :A8B0=A:8	 O c c i t a n a 	 O c i t a n 	 S e O c c i t a n 	 O c c i t a n 	 O c c i t a n 	 O c c i t a n i 	 O k i t a n i 	 :A8B0=
 
 S T R _ L A N G _ O R O M O 	 S M S 	 T W O S T A T E 	 C B   O R O M O   S t r i n g 	 O r o m o 	 O R O M O 	 O R O M O 	 B-B#B!	 O r o m o 	 O r o m o 	 O r o m o 	 @><>	 O R O M O 	 H1HEI	 O r o m o 	 O r o m o   d i l i 	 T i n g   O R O M O 	 O R O M O 	 O R O M O 	 	0	K	.	K		 O m o r o 	 O R O M O 	 O R O M O 	 O R O M O 	 O R O M O 	 O R O M O 	 O R O M O 	 O r o m o 	 O R O M O 	 O R O M O 	 O r o m o 	 O R O M O 	 O R O M O 	 	 O R O M O 	 	0	K	.	K		 'H1EH	 'H1HEH	 	 						 
0
K
.
K
	 0K.K	  	 




	 	 I s i - O r o m o 	 O r o m o 	 O r o m o 	 O r o m o 	 O r o m s  k . 	 O r o m o 	 o r o m o 	 Uxtx	 	 O r o m o 	 
1
K
.
K
	 0>.K	 	 						 O r o m o 	 gYm	 O r o m o 	 O r o m o 	 O r o m o 	 O r o m o 	 @><>	 O r o m o 	 O r o m o 	 S e O r o m o 	 O r o m o 	 O r o m o 	 O r o m o 	 O r o m o 	 @><>
 
 S T R _ L A N G _ O R I Y A 	 S M S 	 T W O S T A T E 	 C B   O R I Y A   S t r i n g 	 O r i y a 	 O R I Y A 	 O R I Y A 	 B-#4"2	 O r i y a 	 O r i y a 	 O r i y a 	 @8O	 O R I Y A 	 "H1J'	 O r i j a 	 O r i y a   d i l i 	 T i n g    r i x a 	 O R I Y A 	 O R I Y A 	 		!	<	?	/	>		 O r i y a 	 O R I Y A 	 O R I Y A 	 O R I Y A 	 O R I J A 	 O R I Y A 	 O R I Y A 	 O r i y a 	 O R I Y A 	 O R I Y A 	 O r i y a 	 O R I Y A 	 O R I Y A 	 	 O R I Y A 	 		!	?	/	>		 'H1J3'JI	 ''	 	 						 	
0
@

	 0?/>	  /	 




	 	 I s i - O r i y a 	 O r i y a 	 O r i y a 	 O r i y a 	 O r i j s  k . 	 O r i j a 	 o r i a 	 Ukua	 	 O r i y a 	 
1
?
/
	 !?	 	 						 O r i y a 	 gY)RN	 O r i y a 	 O r i y a 	 O r i y a 	 O r i y a 	 @8X0	 O r i  	 O r i j a 	 S e O r i y a 	 O r i y a 	 O r i y a 	 O r i y a 	 O r i y a 	 @8O
 
 S T R _ L A N G _ P U N J A B I 	 S M S 	 T W O S T A T E 	 C B   P U N J A B I   S t r i n g 	 P u n j a b i 	 ennf	 ennf	 M
2	 P u n j a b i 	 P u n j a b i 	 P a n j a b i 	 5=4601A:89	 P U N J A B I 	 (F,'(J	 P u n j a b i 	 P e n c a p   d i l i 	 T i n g   P u n j a b 	 P U N J A B I 	 P U N J A B I 	 *			>	,	@		 P u n j a b i 	 P A GD } B S K  	 P U N J A B I 	 P U N J A B I 	 P U N J A B I 	 P U N J A B I 	 P A N D } B S K Y 	 P u n j a b i 	 P U N J A B I 	 P U N J A B I 	 P u n j a b i 	 P A N D }A B I 	 	 ' 	 P U N J A B I 	 *			>	,	@		 ~F,'(I	 ~F,'(	 	 									 *
p

>
,
@
	 *>,@	 	 





	 	 I s i - P u n j a b i 	 P u n j a b i 	 P u n j a b i 	 P u n j a b i 	 P e n d ~a b s  k . 	 P e n d ~b u 	 p a n d ~a b i 	 Sev{abk	 	 P u n j a b i 	 *

M

>
,
?
	 *M>,@	 	 									 P e n c a b 	 ennf	 P a n j a b i 	 P u n j a b i 	 P u n j a b i 	 P u n j a b  	 C=_018	 P u n j a b i 	 P a n d ~a b i 	 S e P u n j a b i 	 P u n j a b i 	 P u n j a b i 	 P u n j a b i 	 P u n j a b i 	 0=46018
 
 S T R _ L A N G _ P O L I S H 	 S M S 	 T W O S T A T E 	 C B   P O L I S H   S t r i n g 	 P o l i s h 	 l-	 lpQ	 BA%L	 P o l a c o 	 C i r a g e 	 P o l n i s c h 	 >;LA:89	 P o l a c c o 	 (HD3	 P o l a c o 	 P o l o n y a c a 	 T i n g   B a   L a n 	 P O L I S H 	 P O L I S H 	 *	K	2	?	6		 P o l s k 	 P O L S K  	 P O L S K I 	 L E N G Y E L 	 P U O L A 	 P O L S K 	 P O =S K  	 P o o l s 	 P O L S K A 	 P O L J S K I 	 P o l o n e z 	 P O L J S K O 	 	 	 P O L I S H 	 *	K	2	?	8		 DG3*'FI	 ~HD4	 	 						 *
>
2
@
6
	 *K2?7M	 ,!,	 




	 	 I s i - P o l i s h 	 P o l i s h 	 P o l i s h 	 P o o l s 	 L e n k s  k . 	 P o <u 	 p o o l a 	 <epeev	 	 P o l o n e z 	 *
K
3
?
7
M
	 *2?8	 	 					 P o l y a k 	 l-	 P o l o n  s 	 P o l o n a i s 	 P  l s k a 	 P o l a c o 	 >;A:8	 P o l o n  s 	 P o l j s k i 	 S e P o l a n d 	 P o l i s h 	 P o l i s h 	 P o l a n d i 	 P l i ci 	 >;O:
 
 S T R _ L A N G _ P A S H T O 	 S M S 	 T W O S T A T E 	 C B   P A S H T O   S t r i n g 	 P a s h t o 	 ^eW	 ^eV	 2
B	 P a s h t  n 	 P a s h t o 	 P a s c h t u 	 0HB>	 P A S H T O 	 (4*H	 P a s t u n e 	 A f g a n   d i l i 	 T i n g   P A S H T O 	 P A S H T O 	 P A S H T O 	 *	6	M	$	K		 P a s h t o 	 P A S H T O 	 P A S H T O 	 P A S H T O 	 P A S H T O 	 P A S H T O 	 P A S H T O 	 P a s h t o 	 P A S H T O 	 P A `T O 	 P a s h t o 	 P A `T O 	 	 	 P A S H T O 	 *	8	$	K		 ~4*H	 ~4*H	 	 							 *
6
$
K
	 *7M$K	 ("	 





	 	 I s i - P a s h t o 	 P a s h t o 	 P a s h t o 	 P a s j t o 	 P u at kn s  k . 	 P u at u 	 p u at u 	 Jxwx	 	 P a s h t o 	 *
7
M

B
	 *>7MK	 	 							 P a _t o 	 ^eW	 P a i x t u 	 P a c h t o 	 P a s h t o 	 P a s h t o 	 0HBC=A:8	 P a s h t o 	 P a at o 	 S e P a s h t o 	 P a s h t o 	 P a s h t o 	 P a s h t o 	 P a ci t o 	 CHBC
 
 S T R _ L A N G _ P O R T U G U E S E 	 S M S 	 T W O S T A T E 	 C B   P O R T U G U E   S t r i n g 	 P o r t u g u e s e 	 aYr	 aYr	 B#8@*	 P o r t u g u  s 	 P o r t u g a i s 	 P o r t u g i e s i s c h 	 >@BC30;LA:89	 P O R T O G H E S E 	 (1*:'DJ	 P o r t u g u  s 	 P o r t e k i z c e 	 T i n g   B    o   N h a 	 P O R T U G U E 	 P O R T U G U E 	 *	A	0	M	$		>	2	@		 P o r t u g e s i s k 	 P O R T U G A L S K  	 P O R T U G A L S K I 	 P o r t u g  l 	 P O R T U G A L I 	 P O R T U G I S I S K 	 P O R T U G U E 	 P o r t u g e e s 	 P O R T U G U E 	 P O R T U G A L S K I 	 P o r t u g h e z 	 P O R T U G A L S K O 	 	 	 P O R T U G U E 	 *	K	0	M	$	B		@		 ~1*:'DI	 ~H1*2	 	 										 *
K
0
$
A

@
	 *K0MA@8M	  "#,!,	 








	 	 I s i - P o r t u g u e 	 P o r t u g u e 	 P o r t u g u e 	 P o r t u g e e s 	 P o r t u g a l s  k . 	 P o r t u g <u 	 p o r t u g a l i 	 Jxxcaleev	 	 P o r t u g h e z 	 *
K
0
M

M

A

M
5
G
	 *0M$M$A@	 	 									 P o r t u q a l 	 aYr	 P o r t u g u  s 	 P o r t u g a i s 	 P o r t  g a l s k a 	 P o r t u g u  s 	 >@BC30;A:8	 P o r t u g u  s 	 P o r t u g a l s k i 	 S e P o t o k e t s i 	 P o r t u g u e 	 P o r t u g u e 	 P o r t u g u e 	 P t u g i 	 >@BC30;
 
 S T R _ L A N G _ Q U E C H U A 	 S M S 	 T W O S T A T E 	 C B   Q U E C H U A   S t r i n g 	 Q u e c h u a 	 ˄Zit	 vZit	 @'
1'	 Q u e c h u a 	 Q u e c h u a 	 Q u e c h u a 	 5GC0	 Q U E C H U A 	 CJ,H'	 Q u i c h u a 	 Q u e c h u a   d i l i 	 T i n g   Q U E C H U A 	 Q U E C H U A 	 Q U E C H U A 	 	M	5	G	6	A			 Q u e c h u a 	 Q U E C H U A 	 Q U E C H U A 	 Q U E C H U A 	 K E T S U A 	 Q U E C H U A 	 Q U E C H U A 	 Q u e c h u a 	 Q U E C H U A 	 Q U E C H U A 	 Q e u c h u a 	 Q U E C H U A 	 Q U E C H U A 	 ' 	 Q U E C H U A 	 	M	/	B		A	/	>		 CH&FH'	 H'	 	 							 
K

A

	 M5FM>	 '#	 






	 	 I s i - Q u e c h u a 	 Q u e c h u a 	 Q u e c h u a 	 Q u e t s j o e a 	 K e 
u j s  k . 	 K e 
u a 	 k e t au a 	 ?eyxa	 	 Q u e c h u a 	 
F
7
M
5
A
	 A?	 	 									 K e  u a 	 ˄Zit	 Q u  t x u a 	 Q u e c h u a 	 Q u e c h u a 	 Q u e c h u a 	 5GC0	 Q u e c h u a 	 K v e k u a 	 S e Q u e c h u a 	 Q u e c h u a 	 Q u e c h u a 	 Q u e c h u a 	 K u e cu w a 	 5GC0
 
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 
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	 88MC$	 	 								 S a n s k r i t 	 h	 S  n s c r i t 	 S a n s k r i t 	 S a n s k r  t 	 S  n c r i t o 	 !0=A:@8B	 S  n s c r i t o 	 S a n s k r i t 	 S e S a n s k r i t 	 S a n s k r i t 	 S a n s k r i t 	 S a n s k r i t 	 S a n s i k r i t i 	 !0=A:@8B
 
 S T R _ L A N G _ S I N D H I 	 S M S 	 T W O S T A T E 	 C B   S I N D H I   S t r i n g 	 S i n d h i 	 S I N D H I 	 S I N D H I 	 45	 S i n d h i 	 S i n d h i 	 S i n d h i 	 !8=4E8	 S I N D H I 	 3F/J	 S i n d h i 	 S i n t  e 	 T i n g   S I N D H I 	 S I N D H I 	 S I N D H I 	 8	?	(	M	'	@		 S i n d h i 	 S I N D H I 	 S I N D H I 	 S I N D H I 	 S I N D H I 	 S I N D H I 	 S I N D H I 	 S i n d h i 	 S I N D H I 	 S I N D H I 	 S i n d h i 	 S I N D H I 	 	 	 S I N D H I 	 8	?		'	@		 3F/I	 3F/	 	 							 8
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	 8?'@	 !%	 




	 	 I s i - S i n d h i 	 S i n d h i 	 S i n d h i 	 S i n d h i 	 S i n d h s  k . 	 S i n d h i 	 s i n d h i 	 Mkvdmk	 	 S i n d h i 	 8
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M
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	 8?(M'?	 	 							 S i n d x i 	 O_	 S i n d h i 	 S i n d h i 	 S i n d h i 	 S i n d h i 	 !8=4E8	 S i n d h i 	 S i n d i 	 S e S i n d h i 	 S i n d h i 	 S i n d h i 	 S i n d h i 	 S i n d h i 	 !8=4E8
 
 S T R _ L A N G _ S A N G H O 	 S M S 	 T W O S T A T E 	 C B   S A N G H O   S t r i n g 	 S a n g h o 	 S A N G H O 	 S A N G H O 	 2B.	 S a n g h o 	 S a n g h o 	 S a n g o 	 !0=3>	 S A N G H O 	 3'F:H	 S a n g h o 	 S a n g h o   d i l i 	 T i n g   S A N G H O 	 S A N G H O 	 S A N G H O 	 8	>	(	M		K		 S a n g h o 	 S A N G H O 	 S A N G H O 	 S A N G H O 	 S A N G O 	 S A N G H O 	 S A N G H O 	 S a n g h o 	 S A N G H O 	 S A N G H O 	 S a n g h o 	 S A N G H O 	 	 	 S A N G H O 	 8	>		'	K		 3'FH	 3'FH	 	 						 8
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	 8>K	 !	 




	 	 I s i - S a n g h o 	 S a n g h o 	 S a n g h o 	 S a n g o 	 S a n g o   k . 	 S a n g h o 	 s a n g o 	 Mavcx	 	 S a n g h o 	 8
>

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	 8>K	 	 						 S a n q x o 	 Qhb	 S a n g h o 	 S a n g o 	 S a n g h o 	 S a n g o 	 !0=3>	 S a n g o 	 S a n g o 	 S e S a n g h o 	 S a n g h o 	 S a n g h o 	 S a n g h o 	 S a n g h o 	 !0=3>
 
 S T R _ L A N G _ S E R B O _ C R O A T I A N 	 S M S 	 T W O S T A T E 	 C B   S E R B O _ C R O A T I   S t r i n g 	 S e r b o   C r o a t i 	 ^X>r}N- KQ0WN	 ^X\~N- KQW0WN	 @-#LBB#@'@
5"	 S e r b o - C r o a t a 	 S e r b o - c r o a t e 	 S e r b o k r o a t i s c h 	 !5@1>- E>@20BA:89	 S E R B O   C R O A T O 	 31(J'  C1'H*J	 S e r v o - c r o a t a 	 S 1r p   H 1r v a t  a s 1	 T i n g   S E R B O   C R O A T I 	 S E R B O   C R O A T I 	 S E R B O   C R O A T I 	 8	0	M	,	K	  	M	0	K		8	@		 S e r b o   K r o a t i s k 	 S R B O C H A R V  T S K  	 S E R B O   C H O R W A C K I 	 S Z E R B H O R V  T 	 S E R B O K R O A T I A 	 S E R B O K R O A T I S K 	 S R B O C H O R V  T S K Y 	 S e r v o - K r o a t i s c h 	 S E R B O K R O A T I S K A 	 S R P S K O   H R V A T S K I 	 S  r b o - c r o a t 	 S R B O H R V A `K O 	 	 - 	 S E R B O   C R O A T I 	 8	0	M	,	K		M	0	K	$	@		 51(HC1H'*I	 yHF(H  1H"*	   	 						  									 8
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  






	   	 I s i - S e r b o   C r o a t i 	 S e r b o   C r o a t i 	 S e r b o   C r o a t i 	 S e r w o - K r o a t i e s 	 S e r b s  -   k r o a t s  k . 	 S e r b u   h o r v t u 	 s e r b o h o r v a a d i 	 Mebeev- =x~aieev	   	 S  r b o - c r o a t 	 8
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	 8K0M,K  M0K?	 	 					  									 S e r b o - x o r v a t 	 ^X>r}N- KQWN	 S e r b o c r o a t 	 S e r b o - c r o a t e 	 S e r b  - k r  a t  s k a 	 S e r b o c r o a t a 	 !@?A:>- E@20BA:8	 S e r v o - C r o a t a 	 S r p s k o - h r v a t s k i 	 S e S e r b o   C r o a t i 	 S e r b o   C r o a t i 	 S e r b o   C r o a t i 	 S e r b o   C r o a t i 	 S e r b o   K i r o e t i 	 !5@1BV:  %>@20BBK
 
 S T R _ L A N G _ S I N H A L E S E 	 S M S 	 T W O S T A T E 	 C B   S I N H A L E S E   S t r i n g 	 S i n h a l e s e 	 +-	 !pQ	 *4+%	 C e i l a n  s 	 C i n g a l a i s 	 S i n g h a l e s i s c h 	 !8=30;LA:89	 S i n g a l e s e 	 3FG'DJ	 S i n g a l  s 	 S i n g a l a c a 	 T i n g   S I N H A L E S E 	 S i h a l e s e 	 S I N H A L E S E 	 8	?	(	M	9	2	@		 S i n h a l e s e 	 S I N H  L S K  	 S I N H A L E S E 	 S I N H A L E S E 	 S I N G A L I 	 S I N H A L E S I S K 	 S I N H A L E S E 	 S i n h a l e e s 	 S I N H A L E S E 	 S I N H A L E S E 	 S i n g a l e z 	 S I N A L E `K O 	 S I N H A L E S E 	 	 S I N H A L E S E 	 8	?	(	M	9	>	2	@			 3JFG'DI	 3F'D	 	 									 8
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	 8?92@6M	 !,!,	 






	 	 I s i - S i n h a l e s e 	 S i n h a l e s e 	 S i n h a l e s e 	 S i n h a l e e s 	 S i n h a l s  k . 	 S i n g a l i e au 	 s i n g a l i 	 Mkvpaleev	 	 S i n h a l e z 	 8
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	 8?93	 	 							 S i n q a l 	 +-	 S i n g a l  s 	 S i n h a l  s e 	 S i n g a l  s k a 	 C i n g a l  s 	 !8=E0;A:8	 C i n g a l  s 	 S i n h a l e s k i 	 S e S i n h a l e 	 S i n h a l e s e 	 S i n h a l e s e 	 S i n h a l e s e 	 S i n h a l i s i 	 !8=30;
 
 S T R _ L A N G _ S L O V A K 	 S M S 	 T W O S T A T E 	 C B   S L O V A K   S t r i n g 	 S l o v a k 	 emOKQ	 emOKQ	 *B%'1	 E s l o v a c o 	 S l o v a q u e 	 S l o w a k i s c h 	 !;>20F:89	 S L O V A C C O 	 3DH'CJ	 E s l o v a c o 	 S l o v a k  a 	 T i n g   X l    v  c 	 S l o v a k i a 	 S L O V A K 	 8	M	2	K	5	>			 S l o v a k i s k 	 S L O V E N S K  	 S AO W A C K I 	 S Z L O V  K 	 S L O V A K K I 	 S L O V A K I S K 	 S L O V E N S K  	 S l o v a a k s 	 S L O V A K I S K A 	 S L O V A K I 	 S l o v a c 	 S L O V A `K O 	 	 	 S L O V A K 	 8	M	2	K	5	I			 '3DH'CI	 3DHH	 	 							 8
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	 8M2K5M	 !&,	 






	 	 I s i - S l o v a k 	 S l o v a k 	 S l o v a k 	 S l o w a a k s 	 S l o v a k s  k . 	 S l o v k u 	 s l o v a k i 	 Mlx~aoeev	 	 S l o v a c 	 8
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	 8M2K->	 	 								 S l o v a k 	 emOKQ	 E s l o v a c 	 S l o v a q u e 	 S l  v a k  s k a 	 E s l o v a c o 	 !;>20G:8	 E s l o v a c o 	 S l o v a 
k i 	 S e S l o v a k 	 S l o v a k 	 S l o v a k 	 S l o v a k 	 S i l o f a k i 	 !;>20:
 
 S T R _ L A N G _ S L O V E N I A N 	 S M S 	 T W O S T A T E 	 C B   S L O V E N I A N   S t r i n g 	 S l o v e n i a n 	 em}<\N	 em~<\N	 *B%'5@5"	 E s l o v e n o 	 S l o v  n e 	 S l o w e n i s c h 	 !;>25=A:89	 S L O V E N O 	 3DH'FJ	 E s l o v e n o 	 S l o v e n c e 	 T i n g   N a m t 	 S l o v e n i a 	 S L O V E N I A N 	 8	M	2	K	5	G	(	?	/	(		 S l o v e n s k 	 S L O V I N S K  	 S AO W E CS K I 	 S Z L O V  N 	 S L O V E N I A 	 S L O V E N S K 	 S L O V I N S K  	 S l o v e e n s 	 S L O V E N S K A 	 S L O V E N S K I 	 S l o v e n 	 S L O V E N S K O 	 	 	 S L O V E N I A N 	 8	M	2	5	@	(	?	/	(		 '3DHFJ'JI	 3DHHFF	 	 												 8
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	 8M2J5G(?/(M	 !!,	 









	 	 I s i - S l o v e n i a n 	 S l o v e n i a n 	 S l o v e n i a n 	 S l o w e e n s 	 S l o v n s  k . 	 S l o v Fu 	 s l o v e e n i 	 Mlx~eveev	 	 S l o v e n 	 8
M
2
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5
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(
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(
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	 8M2K-G(@_	 	 												 S l o v e n 	 em}<\N	 E s l o v  	 S l o v  n e 	 S l  v e n s k a 	 E s l o v e n o 	 !;>25=5G:8	 E s l o v e n o 	 S l o v e n a 
k i 	 S e S l o v e n i a 	 S l o v e n i a n 	 S l o v e n i a n 	 S l o v e n i a n i 	 S i l o f e n i a n i 	 !;>25=
 
 S T R _ L A N G _ S A M O A N 	 S M S 	 T W O S T A T E 	 C B   S A M O A N   S t r i n g 	 S a m o a n 	 idYr	 (idYr	 2B!	 S a m o a n o 	 S a m o a n 	 S a m o a n i s c h 	 !0<>0=A:89	 S A M O A N O 	 3'EHF	 S a m o a n o 	 S a m o a c a 	 T i n g   X a - m  - a 	 S A M O A N 	 S A M O A N 	 8	>	.	K				 S a m o i s k 	 S A M O Y S K  	 S A M O A N 	 S Z A M O A I 	 S A M O A 	 S A M O A N S K 	 S A M O J S K  	 S a m o a a n s 	 S A M O A N 	 S A M O A N S K I 	 S a m o a n 	 S A M O `K O 	   	 	 S A M O A N 	 8	.	K		(		 3'EH'&I	 3'EH"F	 	 								 8
H
.
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	 8.K5(M	 !!,	 




	 	 I s i - S a m o a n 	 S a m o a n 	 S a m o a n 	 S a m o a a n s 	 S a m o j i e 
i s  k . 	 S a m o Fu 	 s a m o a 	 Matxaoav	 	 S a m o a n 	 8
.
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	 8>.K(	 	 								 S a m o a 	 idYr	 S a m o a 	 S a m o a n 	 S a m  a 	 S a m o a n o 	 !0<>0=A:8	 S a m o a n o 	 S a m s k i 	 S e S a m o a 	 S a m o a n 	 S a m o a n 	 S a m o a n i 	 S a m o a n i 	 !0<>0
 
 S T R _ L A N G _ S H O N A 	 S M S 	 T W O S T A T E 	 C B   S H O N A   S t r i n g 	 S h o n a 	 S H O N A 	 S H O N A 	 B
2	 S h o n a 	 S h o n a 	 S h o n a 	 (>=0	 S H O N A 	 4HF'	 X o n a 	 S h o n a   d i l i 	 T i n g   S H O N A 	 S H O N A 	 S H O N A 	 6	K	(	>		 S h o n a 	 S H O N A 	 S H O N A 	 S H O N A 	 S H O N A 	 S H O N A 	 S H O N A 	 S h o n a 	 S H O N A 	 S H O N A 	 S h o n a 	 `O N A 	 	 	 S H O N A 	 8	K	(	>		 3HF'	 4HF'	 	 					 6
K
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>
	 8K(>	 (	 




	 	 I s i - S h o n a 	 S h o n a 	 S h o n a 	 S j o n a 	 `o n s  k . 	 S h o n a 	 ao n a 	 Gxva	 	 S h o n a 	 7
K
#
	 8K(>	 	 					 ^o n a 	 O
}	 S h o n a 	 S h o n a 	 S h o n a 	 S h o n a 	 (>=0	 S h o n a 	 S h o n a 	 S e S h o n a 	 S h o n a 	 S h o n a 	 S h o n a 	 S h o n a 	 (>0
 
 S T R _ L A N G _ S O M A L I 	 S M S 	 T W O S T A T E 	 C B   S O M A L I   S t r i n g 	 S o m a l i 	 "})R	 "}l)R	 B!2%5	 S o m a l  	 S o m a l i e n 	 S o m a l i s c h 	 !><0;8	 S O M A L O 	 3HE'DJ	 S o m a l i 	 S o m a l i   d i l i 	 T i n g   X    M a   L i 	 S O M A L I 	 S O M A L I 	 8	K	.	>	2	@		 S o m a l i 	 S O M  L S K  	 S O M A L I J S K I 	 S Z O M  L I A I 	 S O M A L I 	 S O M A L I S K 	 S O M  L S K Y 	 S o m a l i 	 S O M A L I 	 S O M A L I J S K I 	 S o m a l e z 	 S O M A L S K O 	 	 	 S O M A L I 	 8	K	.	>	2	@		 3HE'DJ'JI	 5HE'D	 	 							 8
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	 8J.>2@	 !	 





	 	 I s i - S o m a l i 	 S o m a l i 	 S o m a l i 	 S o m a l i e s 	 S o m a l i s  k . 	 S o m l i e au 	 s o m a a l i 	 Mxtalkeev	 	 S o m a l e z 	 8
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	 8K.>2?	 	 							 S o m a l i 	 "})R	 S o m a l i 	 S o m a l i 	 S  m a l  s k a 	 S o m a l  	 !><0;8XA:8	 S o m a l i 	 S o m a l s k i 	 S e S o m a l i 	 S o m a l i 	 S o m a l i 	 S o m a l i 	 S o m a l i 	 !><0;8
 
 S T R _ L A N G _ A L B A N I A N 	 S M S 	 T W O S T A T E 	 C B   A L B A N I A N   S t r i n g 	 A l b a n i a n 	 ?>r]<\N	 ?\]<\N	 -1%2@5"	 A l b a n o 	 A l b a n a i s 	 A l b a n i s c h 	 ;10=A:89	 A L B A N E S E 	 'D('FJ	 A l b a n  s 	 A r n a v u t  a 	 T i n g   A n   B a   N i 	 A l b a n i a 	 A L B A N I A N 	 	2	M	,	G	(	?	/	(		 A l b a n e s i s k 	 A L B  N S K  	 A L B A CS K I 	 A L B  N 	 A L B A N I A 	 A L B A N S K 	 A L B  N S K Y 	 A l b a n e e s 	 A L B A N S K A 	 A L B A N S K I 	 A l b a n e z 	 A L B A N S K O 	 	 	 A L B A N I A N 	 	2	M	,	>	(	?	/	(		 "D('FJ'JI	 'D('F'&	 	 										 
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$
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	 2,>(@_	 	 										 A l b a n 	 ?>r]<\N	 A l b a n  s 	 A l b a n a i s 	 A l b a n s k a 	 A l b a n  s 	 ;10=A:8	 A l b a n  s 	 A l b a n s k i 	 S e A l b a n i a 	 A l b a n i a n 	 A l b a n i a n 	 A l b a n i a n i 	 A l b a n i a n i 	 ;10=
 
 S T R _ L A N G _ S E R B I A N 	 S M S 	 T W O S T A T E 	 C B   S E R B I A N   S t r i n g 	 S e r b i a n 	 ^X>r}N	 ^X\~N	 @-#L@5"	 S e r b i o 	 S e r b e 	 S e r b i s c h 	 !5@1A:89	 S e r b o 	 31FJ	 S  r v i o 	 S 1r p  a 	 T i n g   X  c   B i 	 S e r b i a 	 S E R B I A N 	 8	0	M	,	?	/	(		 S e r b i s k 	 S R B S K  	 S E R B S K I 	 S Z E R B 	 S E R B I A 	 S E R B I S K 	 S R B S K  	 S e r v i s c h n 	 S E R B I S K A 	 S R P S K I 	 S  r b 	 S R B S K O 	 	 	 S E R B I A N 	 8	0	,	?	/	(		 51(I	 yHF('&	 	 										 8
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	 80M,?_(	 	 									 S e r b 	 ^X>r}N	 S e r b i 	 S e r b e 	 S e r b n e s k a 	 S e r b i o 	 !@?A:8	 S e r v o 	 S r p s k i 	 S e S e r b i a 	 S e r b i a n 	 S e r b i a n 	 S e r b i a n i 	 S a b i a n i 	 !5@1  
 
 S T R _ L A N G _ S I S W A T I 	 S M S 	 T W O S T A T E 	 C B   S I S W A T I   S t r i n g 	 S i s w a t i 	 S I S W A T I 	 S I S W A T I 	 4*'24	 S u a z i 	 S i s w a t i 	 S i s w a t i 	 !20B8	 S I S W A T I 	 33H'*J	 S u a z i 	 S i s w a t i   d i l i 	 T i n g   S I S W A T I 	 S I S W A T I 	 S I S W A T I 	 8	?	8	M	5	>	$	@		 S i s w a t i 	 S I S W A T I 	 S I S W A T I 	 S I S W A T I 	 S I S W A T I 	 S I S W A T I 	 S I S W A T I 	 S i s w a t i 	 S I S W A T I 	 S I S W A T I 	 S i s w a t i 	 S I S V A T I 	 S I S W A T I 	 	 S I S W A T I 	 8	?	8	5	>		@		 3H'2I	 33H'*	 	 									 8
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	 8?8M5>?	 !!"	 






	 	 I s i S w a t i 	 S i s w a t i 	 S i s w a t i 	 S w a z i 	 S v a z i s  k . 	 S i s v a t i 	 s v a a s i 	 Mk}~ak	 	 S i s w a t i 	 8
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	 8?8Mq$?	 	 								 S i s v a t i 	 ^etc	 S w a z i 	 S i s w a t i 	 S i s w a t i 	 S i s w a t i 	 !8A20B8	 S u  z i 	 S i s v a t i 	 S e S w a t s i 	 S i s w a t i 	 S i s w a t i 	 S i s v a t i 	 S i s i w a t i 	 !8A20B8
 
 S T R _ L A N G _ S E S O T H O 	 S M S 	 T W O S T A T E 	 C B   S E S O T H O   S t r i n g 	 S e s o t h o 	 S E S O T H O 	 S E S O T H O 	 @BB	 S e s o t h o 	 S  s o t h o 	 S  d - S o t h o 	 !5A>B>	 S E S O T H O 	 3J2H*H	 S e s s o t o 	 S e s o t h o c a 	 T i n g   S E S O T H O 	 S E S O T H O 	 S E S O T H O 	 8	?	8	K	%	K		 S e s o t h o 	 S E S O T H O 	 S E S O T H O 	 S E S O T H O 	 S E S O T H O 	 S E S O T H O 	 S E S O T H O 	 S e s o t h o 	 S E S O T H O 	 S E S O T H O 	 S e s o t h o 	 S E S O T H O 	 S E S O T H O 	 	 S E S O T H O 	 6	@	6	K	%	K		 33H*H	 33H*H	 	 							 8
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	 8?8K$K	 !!"	 





	 	 I s i S o t h o 	 S e s o t h o 	 S e s o t h o 	 S o t h o 	 P i e t s  s o t s  k . 	 S e s o t o 	 s o t h o 	 Me}xix	 	 S e s o t h o 	 8
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	 8G8K%?	 	 							 S e s o t o 	 ^X"}Xb	 S o t h o 	 S e s o t h o 	 S e s o t h o 	 S e s o t h o 	 !5A>B>	 S e s o t h o 	 S e s o t o 	 S e s o t h o 	 S e s o t h o 	 S e s o t h o 	 S e s o t h o 	 S e s o t h o 	 !5A>B>
 
 S T R _ L A N G _ S U N D A N E S E 	 S M S 	 T W O S T A T E 	 C B   S U N D A N E S   S t r i n g 	 S u n d a n e s 	 ]N\	 ]N\	 92	 S o n d a n  s 	 S u n d a n a i s 	 S u n d a n e s i s c h 	 !C=40=A:89	 S U N D A N E S 	 3F/'FJ	 S u d a n  s 	 S u n d a n e z c e 	 T i n g   X u   n g 	 S u n d a 	 S U N D A N E S 	 8	A	!	>	(	@		 S u n d a n e s 	 S U N D A N E S 	 S U N D A N E S 	 S U N D A N E S 	 S U N D A 	 S U N D A N E S I S K 	 S U N D A N E S 	 S o e n d a n a e s 	 S U N D A N E S 	 S U N D A N E S 	 S u d a n e z 	 S U N D A N E S 	 S U N D A N E S 	 	 S U N D A N E S 	 8	(	M	!	>	(	G	8		 3'F/FJ'JI	 3F/'F2	 	 							 8
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i s  k . 	 S u n d a n i e au 	 s u n d a 	 Mxvdave}	 	 S u n d a n e z 	 8
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 
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 
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 
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 
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 
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 
 S T R _ L A N G _ T H A I 	 S M S 	 T W O S T A T E 	 C B   T H A I   S t r i n g 	 T h a i 	 lW	 lV	 D"	 T a i l a n d  s 	 T h a  l a n d a i s 	 T h a i 	 "09A:89	 T A I L A N D E S E 	 *G'&	 T a i l a n d  s 	 T a y c a 	 T i n g   T h  i   L a n 	 T h a i l a n d 	 T H A I 	 %	>			 T h a i 	 T H A J S K  	 T A J S K I 	 T H A I 	 T H A I 	 T H A I 	 T H A J S K  	 T h a i 	 T H A I 	 T A J L A D N S K I 	 T h a i l a n d e z 	 T A J S K O 	 	 	 T H A I 	 %	>			 *'JDF/I	 *'&	 	 				 %
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	 	 I s i - T h a i 	 T h a i 	 T h a i 	 T h a i s 	 T a j s  k . 	 T a i z e m i e au 	 t a i 	 Oak	 	 T h a i l a n d e z 	 $
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 
 S T R _ L A N G _ T I G R I N Y A 	 S M S 	 T W O S T A T E 	 C B   T I G R I N Y A   S t r i n g 	 T i g r i n y a 	 c<h)R<\N	 c<h)R<\N	 4#4"2	 T i g r i n y a 	 T i g r i n y a 	 T i g r i n y a 	 "83@8=LO	 T I G R I N Y A 	 *:1FJ'	 T i g r a i 	 T i g r a n y a n   d i l i 	 T i n g   T I G R I N Y A 	 T I G R I N Y A 	 T I G R I N Y A 	 	?		M	0	@	(	M	/	>		 T i g r i n y a 	 T I G R I N Y A 	 T I G R I N Y A 	 T I G R I N Y A 	 T I G R I N J A 	 T I G R I N J A 	 T I N G R I N Y A 	 T i g r i n y a 	 T I G R I N Y A 	 T I G R I N Y A 	 T i g r i n y a 	 T I G R I N Y A 	 T I G R I N Y A 	 	 T I G R I N Y A 	 $	?		0	@	(	?	/	>		 *J1'JI	 *1F'	 	 										 
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	 ?M0?(>	 	 										 T i q r i n i y a 	 c<h)R<\N	 T i g r i n y a 	 T i g r i n a 	 T i g r i n s k a 	 T i g r i  a 	 "83@8Z0	 T i g r  n i a 	 T i g r i n s k i 	 S e T i g r i n y a 	 T i g r i n y a 	 T i g r i n y a 	 T i g r i n y a 	 T i g i r i n y a 	 "83@8=LO
 
 S T R _ L A N G _ T U R K M E N 	 S M S 	 T W O S T A T E 	 C B   T U R K M E N   S t r i n g 	 T u r k m e n 	 W^f	 W^f	 @4#L@!	 T u r c o m a n o 	 T u r k m  n e 	 T u r k m e n i s c h 	 "C@:<5=A:89	 T U R K M E N O 	 *1CEF	 T u r q u e m e n e 	 T  r k m e n c e 	 T i n g   T u c   m e n 	 T U R K M E N 	 T U R K M E N 	 $	A	0	M		.	(		 T u r k e m e s i s k 	 T U R K M E N S K  	 T U R K M E N I S T A CS K I 	 T  R K M  N 	 T U R K M E E N I 	 T U R K M E N S K 	 T U R K M  N S K Y 	 T u r k m e n i s t a a n s 	 T U R K M E N I S K A 	 T U R K M E N S K I 	 T u r k m e n 	 T U R K M E N S K O 	   	 	 T U R K M E N 	 $	A	0	M		.	@	(		 *1CEFI	 *1E'F	 	 									 
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 
 S T R _ L A N G _ T A G A L O G 	 S M S 	 T W O S T A T E 	 C B   T A G A L O G   S t r i n g 	 T a g a l o g 	 TXRbe	 TXRbe	 22%G-	 T a g a l o g 	 T a g a l o g 	 T a g a l o g 	 "030;LA:89	 T A G A L O G 	 *':'DHC	 T a g a l o 	 F i l i p i n   d i l i 	 T i n g   T A G A L O G 	 T A G A L O G 	 T A G A L O G 	 	G		>	2	I			 T a g a l o g 	 T A G A L O G 	 T A G A L O G 	 T A G A L O G 	 T A G A L O G 	 T E G A L O G 	 T A G A L O G 	 T a g a l o g 	 T A G A L O G 	 T A G A L O G 	 T a g a l o g 	 T A G A L O G 	 	 	 T A G A L O G 	 		>	2	I			 *''DH	 *''DH	 	 							 
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 
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}	 T s w a n a 	 S e t s w a n a 	 S e t s w a n a 	 S e t s u a n a 	 "A20=0	 S e t s w a n a 	 S e t s v a n a 	 S e t s w a n a 	 S e t s w a n a 	 S e t s w a n a 	 S e t s w a n a 	 S e t i s i w a n a 	 !5BA20=0
 
 S T R _ L A N G _ T O N G A 	 S M S 	 T W O S T A T E 	 C B   T O N G A   S t r i n g 	 T o n g a 	 qgR	 NR	 -2	 T o n g a 	 T o n g a 	 T o n g a 	 ">=30	 T O N G A 	 *HF:'	 T o n g a 	 T o n g a   d i l i 	 T i n g   T  n g a 	 T O N G A 	 T O N G A 	 	K			>		 T o n g a 	 T O N G A 	 T O N G A 	 T O N G A 	 T O N G A 	 T O N G A 	 T O N G A 	 T o n g a 	 T O N G A 	 T O N G A 	 T o n g a 	 T O N G A 	 	 	 T O N G A 	 	K			>		 *HF'	 *HF'	 	 						 
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 
 S T R _ L A N G _ T U R K I S H 	 S M S 	 T W O S T A T E 	 C B   T U R K I S H   S t r i n g 	 T u r k i s h 	 W3vQ	 W3vQ	 8#5	 T u r c o 	 T u r c 	 T  r k i s c h 	 "C@5F:89	 T U R C O 	 *1C4	 T u r c o 	 T  r k  e 	 T i n g   T h   N h )  K 	 T u r k i 	 T U R K I S H 	 $	A	0	M		@		 T y r k s i s k 	 T U R E C K  	 T U R E C K I 	 T  R  K 	 T U R K K I 	 T Y R K I S K 	 T U R E C K  	 T u r k s 	 T U R K I S K A 	 T U R S K I 	 T u r c 	 T U R `K O 	 	 	 T U R K I S H 	 $	A	0	M		?	6		 *1CI  '3*'F(HDI	 *1	 	 							 
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	 	 I s i - T u r k i s h 	 T u r k i s h 	 T u r k i s h 	 T u r k s 	 T u r k s  k . 	 T u r k u 	 t  r g i 	 9xeev	 	 T u r c 	 $
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	 $A0M@_	 	 								 T  r k 	 W3vQ	 T u r c 	 T u r c 	 T y r k n e s k a 	 T u r c o 	 "C@A:8	 T u r c o 	 T u r s k i 	 S e T u r k e y 	 T u r k i s h 	 T u r k i s h 	 T u r k i s h i 	 T k i ci 	 "@V:
 
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	 8KM>	 	 							 T s o n q a 	 pR	 T s o n g a 	 T s o n g a 	 T s o n g a 	 T s o n g a 	 "A>=30	 T s o n g a 	 T s o n g a 	 S e T s o n g a 	 T s o n g a 	 T s o n g a 	 T s o n g a 	 T s o n g a 	 "A>=30
 
 S T R _ L A N G _ T A T A R 	 S M S 	 T W O S T A T E 	 C B   T A T A R   S t r i n g 	 T a t a r 	 ×|	 |	 22	 T a t a r 	 T a t a r 	 T a t a r i s c h 	 "0B0@A:89	 T A R T A R O 	 *'*'1	 T  r t a r o 	 T a t a r c a 	 T i n g   T  c   T a 	 T A T A R 	 T A T A R 	 $	$	>	0		 T a t a r 	 T A T A R S K  	 T A T A R S K I 	 T A T  R 	 T A T A A R I 	 T A T A R 	 T A T A R S K  	 T a t a r 	 T A T A R 	 T A T A R S K I 	 T t a r 	 T A T A R S K O 	 	 	 T A T A R 	 	>		0		 *'*'1I	 *'*'1	 	 						 
>

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	 0M	 "" !,	 




	 	 I s i - T a t a r 	 T a t a r 	 T a t a r 	 T a t a a r s 	 T o t o r i s  k . 	 T a t r u 	 t a t a r 	 9aiaeev	 	 T t a r 	 1
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	 !M	 	 						 T a t a r 	 ×|	 T  t a r 	 T a t a r 	 T a t a r  s k a 	 T a t a r 	 "0B0@A:8	 T a t  r i c o 	 T a t a r s k i 	 S e T a t a r 	 T a t a r 	 T a t a r 	 T a t a r 	 T a t a 	 "0B0@
 
 S T R _ L A N G _ T W I 	 S M S 	 T W O S T A T E 	 C B   T W I   S t r i n g 	 T w i 	 QY}	 QY~	 '4	 T w i 	 T w i 	 T w i 	 "28	 T W I 	 *HI	 T u i 	 T w i   d i l i 	 T i n g   T W I 	 T W I 	 T W I 	 $	M	5	@		 T w i 	 T W I 	 T W I 	 T W I 	 T W I 	 T W I 	 T W I 	 T w i 	 T W I 	 T W I 	 T w i 	 T W I 	 T W I 	 	 T W I 	 	>			 *HJI	 *H	 	 					 
5
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	 M5?	 "	 T w i 	 	 I s i - T w i 	 T w i 	 T w i 	 T w i 	 T v i   k . 	 T u i 	 t v i i 	 9~k	 	 T w i 	 1
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	 0	 	 				 T v i 	 QY}	  k a n 	 T w i 	 T w i 	 T w i 	 "28	 T w i 	 T v i 	 S e T w i 	 T w i 	 T w i 	 T w i 	 T w i 	 "28
 
 S T R _ L A N G _ U I G H U R 	 S M S 	 T W O S T A T E 	 C B   U I G H U R   S t r i n g 	 U i g h u r 	 }>T>r	 ~>T\	 -8"@-#L	 U i g u r 	 U i g u r 	 U i g u r i s c h 	 #93C@A:89	 U I G U R O 	 HJ:H1	 U i g u r 	 U y g u r c a 	 T i n g   U I G H U R 	 U I G H U R 	 U I G H U R 	 			  '	A	0		 U i g h u r 	 U I G H U R 	 U I G H U R 	 U I G H U R 	 U I G U U R I 	 U I G H U R 	 U I G H U R 	 U i g h u r 	 U I G H U R 	 U I G H U R 	 U i g h u r 	 U I G U R S K O 	 U I G H U R 	 	 U I G H U R 	 /	B		9	0		 'HJ:H1I	 HH1	 	 							 	
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	 	A0M	 ## !,	 



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 
 S T R _ L A N G _ U K R A I N I A N 	 S M S 	 T W O S T A T E 	 C B   U K R A I N I A N   S t r i n g 	 U k r a i n i a n 	 pKQ-	 LNKQpQ	 "9@#	 U c r a n i a n o 	 U k r a i n i e n 	 U k r a i n i s c h 	 #:@08=A:89	 U C R A I N O 	 JC1'FJ	 U c r a n i a n o 	 U k r a y n a c a 	 T i n g   U c r a i n a 	 U k r a i n a 	 U K R A I N I A N 	 /	B		M	0	G	(	@	/	(		 U k r a i n s k 	 U K R A J I N S K  	 U K R A I N S K I 	 U K R  N 	 U K R A I N A 	 U K R A I N S K 	 U K R A J I N S K  	 O e k r a  e n s 	 U K R A I N S K 	 U K R A J I N S K I 	 U c r a i n e a n 	 U K R A J I N S K O 	 	 	 U K R A I N I A N 	 			0	G	(	?	/	(		 'HC1'JFI	 H1F	 	 												 /
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i s  k . 	 U k r a i Fu 	 u k r a i n a 	 Hoakveev	 	 U c r a i n e a n 	 	
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 
 S T R _ L A N G _ U R D U 	 S M S 	 T W O S T A T E 	 C B   U R D U   S t r i n g 	 U r d u 	 p	 LN	 -9#9	 U r d u 	 U r d u 	 U r d u 	 #@4C	 U R D U 	 '1/H	 U r d u 	 U r d u c a 	 T i n g   U u 	 U R D U 	 U R D U 	 		0	M	&	B		 U r d u 	 U R D S K  	 U R D U 	 U R D U 	 U R D U 	 U R D U 	 U R D U 	 U r d u 	 U R D U 	 U R D U 	 U r d u 	 U R D U 	 	 	 U R D U 	 
	0	M	&	B		 '1/H	 '1/H	 	 						 	
0
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	 	0M&B	 # #	 




	 	 I s i - U r d u 	 U r d u 	 U r d u 	 O e r d o e 	 U r d u   k . 	 U r d u 	 u r d u 	 Hdx	 	 U r d u 	 	
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	 	0M&M&A	 	 						 U r d u 	 p	 U r d  	 U r d u 	  r d  	 U r d  	 #@4C	 U r d u 	 U r d u 	 S e U r d u 	 U r d u 	 U r d u 	 U r d u 	 U r d u 	 #@4C
 
 S T R _ L A N G _ U Z B E K 	 S M S 	 T W O S T A T E 	 C B   U Z B E K   S t r i n g 	 U z b e k 	 p2%RKQ	 LNyQ+RKQ	 -9*@	 U z b e k o 	 O u z b e k 	 U s b e k i s c h 	 #715:A:89	 U S B E K O 	 '2(C	 U z b e q u e 	  z b e k  e 	 T i n g   U Z B E K 	 U z b e k i s t a n 	 U Z B E K 	 			<	M	,	G			 U s b e k i s k 	 U Z B E C K  	 U Z B E C K I 	  Z B  G 	 U Z B E K K I 	 U S B E K I S K 	 U Z B E C K  	 U z b e k 	 U Z B E K 	 U Z B E K I S T A N S K I 	 U z b e c 	 U Z B E K I S T A N S K O 	   	 	 U Z B E K 	 			,	G			 '2(CI	 '2(3*'F	 	 						 	

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	 	,MFM	 #&,	 




	 	 I s i - U z b e k 	 U z b e k 	 U z b e k 	 O e z b e e k s 	 U z b e k s  k . 	 U z b e k u 	 u s b e k i 	 Hfbeoeev	 	 U z b e c 	 	
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	 	,G	 	 						  z b Yk 	 p2%RKQ	 U z b e k 	 U z b e k 	  s b e k  s k a 	 U z b e c o 	 #715:8AB0=A:8	 U s b e q u e 	 U z b e k i s t a n s k i 	 S e U z b e k 	 U z b e k 	 U z b e k 	 U z b e k 	 U s i b k i 	 715:
 
 S T R _ L A N G _ V I E T N A M E S E 	 S M S 	 T W O S T A T E 	 C B   V I E T N A   S t r i n g 	 V i e t n a 	 WS	 WS	 @'5"2!	 V i e t n a m i t a 	 V i e t n a 	 V i e t n a m e s i s c h 	 L5B=0<A:89	 V I E T N A M I T A 	 HJ*F'	 V i e t n a m i t a 	 V i e t n a m c a 	 T i n g   V i t   N a m 	 V I E T N A 	 V I E T N A 	 5	?	/	G	$	M	(	>		 V i e t n a 	 V I E T N A 	 W I E T N A M S K I 	 V I E T N  M I 	 V I E T N A M 	 V I E T N A M E S I S K 	 V I E T N A M S K  	 V i e t n a m e e s 	 V I E T N A 	 V I J E T N A M S K I 	 V i e t n a m e z 	 V I E T N A M S K O 	 	 	 V I E T N A 	 5	@	/	$	(	>		 HJ*F'EI	 H*F'E	 	 								 5
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	 5?/F$M(>	 ' "!,	 





	 	 I s i - V i e t n a 	 V i e t n a 	 V i e t n a 	 V i  t n a m e e s 	 V i e t n a m i e 
i s  k . 	 V j e t n a m i e au 	 v i e t n a m i 	 Nueva	 	 V i e t n a 	 5
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1
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1
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	 -?$(>	 	 								 V y e t n a m 	 WS	 V i e t n a m i t a 	 V i e t n a m i e n 	 V  e t n a m s k a 	 V i e t n a m i t a 	 85B=0<A:8	 V i e t n a m i t a 	 V i e j t n a m s k i 	 S e V i e t n a m 	 V i e t n a 	 V i e t n a 	 V i e t n a 	 F i t i n a 	 L5B=0<
 
 S T R _ L A N G _ V O L A P U K 	 S M S 	 T W O S T A T E 	 C B   V O L A P U   S t r i n g 	 V o l a p u 	 lbnfKQ	 lbnfKQ	 B'%29	 V o l a p u 	 V o l a p u 	 V o l a p u 	 >;0?N:	 V O L A P U 	 HD'(H	 V o l a p u 	 V o l a p  k   d i l i 	 T i n g   V O L A P U 	 V O L A P U 	 V O L A P U 	 5	K	2	>	*	A		 V o l a p u 	 V O L A P U 	 V O L A P U 	 V O L A P U 	 V O L A P  K 	 V O L A P U 	 V O L A P U 	 V o l a p u k 	 V O L A P U 	 V O L A P U 	 V o l a p u 	 V O L A P U 	 	 	 V O L A P U 	 5	K	2	>	*	B		 HD'~H	 HHD'~H	 	 							 5
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	 2*A	 .	 





	 	 I s i - V o l a p u 	 V o l a p u 	 V o l a p u 	 V o l a p  k 	 V o l a p i u k o   k . 	 V o l a p u 	 v o l a p  k i 	 Nxlazx	 	 V o l a p u 	 5
F
>
2
>
*
M
*
A
	 -K2>*A	 	 							 V o l a p u 	 lbnfKQ	 V o l a p  k 	 V o l a p  k 	 V o l a p u k 	 V o l a p u k 	 >;0?8:	 V o l a p u 	 V o l a p u 	 S e V o l a p u 	 V o l a p u 	 V o l a p u 	 V o l a p u 	 F o l a p u 	 >;0?C	 	 	 	 	 
 
 S T R _ L A N G _ W O L O F 	 S M S 	 T W O S T A T E 	 C B   W O L O F   S t r i n g 	 W o l o f 	 W O L O F 	 W O L O F 	 B'%-	 W o l o f 	 W o l o f 	 W o l o f 	 >;>D	 W O L O F 	 HHDHA	 U o l o f 	 W o l o f   d i l i 	 T i n g   W O L O F 	 W O L O F 	 W O L O F 	 5	K	2	K	+		 W o l o d 	 W O L O F 	 W O L O F 	 W O L O F 	 W O L O F 	 W O L O F 	 W O L O F 	 W o l o f 	 W O L O F 	 W O L O F 	 W o l o f 	 W O L O F 	 W O L O F 	 	 W O L O F 	 5	K	2	I	+		 HDHA	 HHDHA	 	 				 5
K
2
+
	 2>+M	 $	 




	 	 I s i - W o l o f 	 W o l o f 	 W o l o f 	 W o l o f 	 V o l o f s  k . 	 V o l o f u 	 v o l o f i 	 Nxlx	 	 W o l o f 	 5
K
3
K
+
M
	 2K+	 	 	' 				 V o l o f 	 l>r+Ye	 W  l o f 	 W o l o f 	 W o l o f 	 W o l o f 	 >;>D	 W o l o f 	 V o l o f 	 S e W o l o f 	 W o l o f 	 W o l o f 	 W o l o f 	 W o l f u 	 >;>D	 	 	 	 	 
 
 S T R _ L A N G _ X H O S A 	 S M S 	 T W O S T A T E 	 C B   X H O S A   S t r i n g 	 X h o s a 	 X H O S A 	 X H O S A 	 B*2	 X h o s a 	 X h o s a 	 X h o s a 	 >A0	 X H O S A 	 'C2H3H	 X o s a 	 X h o s a   d i l i 	 T i n g   B a n   t u 	 X H O S A 	 X H O S A 	 9	K	8	>		 X h o s a 	 X H O S A 	 X H O S A 	 X H O S A 	 X H O S A 	 X H O S A 	 X H O S A 	 X h o s a 	 X H O S A 	 X H O S A 	 X h o s a 	 X H O S A 	 X H O S A 	 	 X H O S A 	 9	K	8	>		 CH3'	 '3HF'	 	 									 
9
K
6
>
	 M8K8>	 %!	 





	 	 I s i X h o s a 	 I s i X h o s a 	 X h o s a 	 X h o s a 	 K o s s  k . 	 K s h o s a 	 k o o s a 	 ?x}a	 	 X h o s a 	 
K
8
	 8MK8>	 	 					 K x o s a 	 y	 X o s a 	 X h o s a 	 X h o s a 	 X h o s a 	 E>A0	 X h o s a 	 K s o s a 	 S e X h o s a 	 X h o s a 	 X h o s a 	 X h o s a 	 S o s a 	 E>A0	 	 	 	 	 
 
 S T R _ L A N G _ Y I D D I S H 	 S M S 	 T W O S T A T E 	 C B   Y I D D I S   S t r i n g 	 Y i d d i s 	 a,{}	 a,{~	 "44*	 Y i d d i s 	 Y i d d i s h 	 J i d d i s c h 	 48H	 Y I D D I S 	 J/DJ3	 Y i d d i s 	 Y i d  e 	 T i n g   Y I D D I S 	 Y I D D I S 	 Y I D D I S 	 /	?	&	M	&	@		 J i d d i s h 	 J I D I `	 Y I D D I S 	 J I D D I S 	 J I D D I `H 	 Y I D D I S 	 J I D I `	 J i d d i s c h 	 Y I D D I S 	 J I D I `	 Y i d d i s 	 }I D O V S K O 	 	 	 Y I D D I S 	 /	?	!	!	?	8		 JJ/J4	 /3	 	 						 /
&
@
6
	 &M&?8M	 (	 






	 	 I s i - Y i d d i s 	 Y i d d i s 	 Y i d d i s 	 J i d d i s j 	 J i d i a  k . 	 I d i as 	 j i d i ai 	 ;dkw	 	 I d i _	 /
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8
M
	 _?!?8	 	 					 0d i _	 a,{}	 J i d d i s c h 	 Y i d d i s h 	 J i d d  s k a 	 Y i d d i s 	 848H	 I  d i c h e 	 J i d i s 	 S e Y i d d i 	 Y i d d i s 	 Y i d d i s 	 Y i d d i s 	 Y i d d i s i 	 48H	 	 	 	 	 
 
 S T R _ L A N G _ Y O R U B A 	 S M S 	 T W O S T A T E 	 C B   Y O R U B A   S t r i n g 	 Y o r u b a 	 *Qo]	 O]	 B"#92	 Y o r u b a 	 Y o r u b a 	 Y o r u b a 	 >@C10	 Y O R U B A 	 JH1H('	 I o r u b a 	 Y o r u b a   d i l i 	 T i n g   Y O R U B A 	 Y O R U B A 	 Y O R U B A 	 /	K	0	,	>		 Y o r u b a 	 Y O R U B A 	 Y O R U B A 	 Y O R U B A 	 J O R U B A 	 Y O R U B A 	 Y O R U B A 	 Y o r u b a 	 Y O R U B A 	 Y O R U B A 	 Y o r u b a 	 J O R U B S K O 	 Y O R U B A 	 	 Y O R U B A 	 /	K	0	B	,	>		 JH1H('	 H1H('	 	 							 /
K
0
A
,
>
	 /F0M,>	  #	 





	 	 I s i - Y o r u b a 	 Y o r u b a 	 Y o r u b a 	 J o r t o e b a 	 J o r u b s  k . 	 J o r u b a 	 j o r u b a 	 Exxba	 	 Y o r u b a 	 /
K
0
A
,
	 _K0A,>	 	 						 Y o r u b a 	 *Qo]	 I o r u b a 	 Y o r u b a 	 Y o r u b a 	 Y o r u b a 	 >@C10	 I o r u b  	 J o r u b a 	 S e Y o r u b a 	 Y o r u b a 	 Y o r u b a 	 Y o r u b a 	 Y o r  b  	 >@C10	 	 	 	 	 
 
 S T R _ L A N G _ Z H U A N G 	 S M S 	 T W O S T A T E 	 C B   Z H U A N G   S t r i n g 	 Z h u a n g 	 Z H U A N G 	 Z H U A N G 	 I'	 Z h u a n g 	 Z h u a n g 	 Z h u a n g 	 C0=3	 Z H U A N G 	 3H'FC	 Z h u a n g 	 Z h u a n g   d i l i 	 T i n g   Z H U A N G 	 Z H U A N G 	 Z H U A N G 	 	A					 Z h u a n g 	 Z H U A N G 	 Z H U A N G 	 Z H U A N G 	 Z H U A N G 	 Z H U A N G 	 Z H U A N G 	 Z h u a n g 	 Z H U A N G 	 Z H U A N G 	 Z h u a n g 	 Z H U A N G 	 Z H U A N G 	 ' 	 Z H U A N G 	 9			>		 H'F	 'F	 	 							 
0
A

0
>
	 A5>M	 #	 




	 	 I s i - Z h u a n g 	 Z h u a n g 	 Z h u a n g 	 Z h o e a n g 	 D ~u a n g s  k . 	 }u a n g u 	 t au a n g i 	 :xavc	   	 Z h u a n g 	 7
A
5
>

M
	 _K0A,>	 	 								 Z u a n g 	 X	 Z h u a n g 	 Z h u a n g 	 Z h u a n g 	 Z h u a n g 	 &C0=3	 Z h u a n g 	 Z u a n g 	 S e Z h u a n g 	 Z h u a n g 	 Z h u a n g 	 Z h u a n g 	 S u a n g i 	 C0=3	 	 	 	 	 
 
 S T R _ L A N G _ C H I N E S E 	 S M S 	 T W O S T A T E 	 C B   C H I N E S E   S t r i n g 	 C h i n e s e 	 "o	 Il	 5	 C h i n o 	 C h i n o i s 	 C h i n e s i s c h 	 8B09A:89	 C I N E S E 	 5JFJ	 C h i n  s 	  i n c e 	 T i n g   T r u n g   Q u c 	 C i n a 	 C H I N E S E 	 	@	(	@		 K i n e s i s k 	  N S K  	 C H I CS K I 	 K  N A I 	 K I I N A 	 K I N E S I S K 	  N S K Y 	 C h i n e e s 	 K I N E S I S K A   	 K I N E S K I 	 C h i n e s e 	 K I T A J S K O 	 	 	 C H I N E S E 	 	>	/	(	@			 JFI	 F	 	 							 
>

(
@
8
	 H(@8M	 "!,	 





	 	 I s i - C h i n e s e 	 C h i n e s e 	 C h i n e s e 	 S j i n e e s 	 K i n s  k . 	 6+n i e au 	 h i i n a 	 Ikveev	 	 C h i n e z 	 
H
(
@
8
M
	 ?(@_	 	 					  i n 	 -Ne	 X i n  s 	 C h i n o i s 	 K  n v e r s k a 	 C h i n o 	 8=5A:8	 C h i n  s 	 K i n e s k i 	 S e C h i n a 	 T s i n o 	 C h i n e s e 	 C h i n e s e 	 T i   ba i n i 	 KB09	 	 	 	 	 
 
 S T R _ L A N G _ Z U L U 	 S M S 	 T W O S T A T E 	 C B   Z U L U   S t r i n g 	 Z u l u 	 Vyo	 Vy	 9%9	 Z u l  	 Z o u l o u 	 Z u l u 	 C;CAA:89	 Z U L U 	 3HDH	 Z u l u 	 Z u l u   d i l i 	 T i n g   Z U L U 	 Z U L U 	 Z U L U 	 	<	A	2	B		 Z u l u 	 Z U L U 	 Z U L U 	 Z U L U 	 Z U L U 	 Z U L U 	 Z U L U 	 Z u l u 	 Z U L U 	 Z U L U 	 Z u l u 	 Z U L U 	 	 	 Z U L U 	 	A	2	B		 2HDH	 2HDH	 	 					 
<
A
2
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	 A2A	 ##	 



	 	 I s i Z u l u 	 I s i Z u l u 	 Z u l u 	 Z o e l o e 	 Z u l u   k . 	 Z u l u s u 	 s u u l u 	 6xlx	 	 Z u l u 	 8
A
2
A
	 A2A	 	 					 Z u l u 	 Vyo	 Z u l  	 Z o u l o u 	 Z  l  	 Z u l  	 C;C	 Z u l u 	 Z u l u 	 S e Z u l u 	 Z u l u 	 Z u l u 	 Z u l u 	 S u l u 	 C;C	 	 	 	 	 
 
 S T R _ I N S _ O B J _ M Y _ P I C T U R E 	 S M S 	 I C O N T E X T 	 I n s e r t   O b j e c t   O p t i o n   S T R _ I N S _ O B J _ M Y _ P I C T U R E 	 M y   p i c t u r e 	 bvWGr	 bvVGr	 #9 2-	1	 M i   i m a g e n 	 M o n   I m a g e 	 M e i n   B i l d 	 >5  87>1@. 	 L a   m i a   f o t o 	 5H1J	 A s   m i n h a s   i m a g e n s 	 R e s i m l e r i m 	 A 	n h   c u 	a   T  i 	 g a m b a r   K u 	 g a m b a r   K u 	 .	G	0	>	  	?	$	M	0		 M i t   B i l l e d e 	 M oj   o b r  z e k 	 M o j e   z d j c i e 	 S a j  t   k  p 	 K u v a n i 	 M i t t   b i l d e 	 M  j   o b r  z o k 	 M i j n   f o t o 	 M i n   b i l d 	 M o j a   s l i k a   	 I n m a g i n e a   m e a 	 M o j a   S l i k a 	     	   	 >O  0@B8=0	 .	>		>	  	?	$	M	0		 *5H1  EF	 E1  *5H1	   	 				  				 .
0
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8
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	 (>  *?M0M	 >O  :0@B8=:0	 




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	   	 I s i t h o m b e   s a m i 	 U m f a n e k i s o   w a m 	 P i c h a   y a n g u 	 M y   f o t o 	 M a n o   p a v e i k s l l i s 	 M a n s   a t t l s 	 M i n u   p i l t 	 ;t  voah	   	 I m a g i n e a   m e a 	 
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	 .K  ,?	 	 			  						 M Yn i m   _Yk i l l Yr i m 	 bvWGr	 L a   m e v a   i m a t g e 	 M o n   i m a g e 	 M y n d i n   m  n 	 M i   i m a g e n 	 >X0  A;8:0	 M i n h a   i m a g e m 	 M o j a   s l i k a 	 S e t s h w a n t s h o   s a   k a 	 L a r a w a n   k o 	 M y   p i c t u r e 	 A b i n   k a l l o   n a 	 F t    m i 	 5=V  AC@5BV<	 	 	 	 	 
 
 S T R _ I N S _ O B J _ P R E D _ A N I M A T I O N 	 S M S 	 I C O N T E X T 	 I n s e r t   O b j e c t   O p t i o n   S T R _ I N S _ O B J _ P R E D _ A N I M A T I O N 	 P r e d e f i n e d   a n i m a t i o n 	 -Rku	 R;u	  2@%7H-D+'5H3+%H'+I2	 A n i m a c i  n   p r e d e f i n i d a 	 A n i m a t i o n   p r  d  f i n i e 	 V o r d e f i n i e r t e   A n i m a t i o n 	 AB@>5==0O  0=8<0F8O	 A n i m a z i o n e   p r e d e f i n i t a 	 6(7  'DC'1*HF  E3(B	 A n i m a   o   p r  - d e f i n i d a 	  n t a n 1m l 1  a n i m a s y o n 	 X  c   n h   t r c   h o t   h  n h 	 A n i m a s i   B u a t a n 	 A n i m a s i   B u a t a n 	 *	B	0	M	5	  (	?	0	M	'	>	0	?	$	  	(	?	.	G	6	(		 F o r u d i n d s t i l l e t   A n i m a t i o n 	 P Ye d e m   d e f i n o v a n    a n i m a c e 	 U p r z e d n i o   u s t a l o n a   a n i m a c j a 	 E l Qr e   b e  l l  t o t t   a n i m  c i  	 E n n a l t a   m   r i t t e l e m  t  n   a n i m a a t i o 	 F o r h  n d s d e f i n e r t   a n i m a s j o n 	 P r e d d e f i n o v a n    a n i m  c i a 	 V o o r g e d e f i n i e e r d e   a n i m a t i e 	 F  r d e f i n i e r a d   a n i m e r i n g 	 P r i p r e m l j e n a   a n i m a c i j a 	 A n i m a ci e   p r e d e f i n i t 	 P r e d e f i n e d   A n i m a t i o n 	     	     	 @54?>G8B0=0  =8<0F8O	 *	B	0	M	5	$	/	>	0	  
	(	?	.	G	6	(		 'FE4F  '2  ~4  *9F  4/G	 ~D  3  E*9F  'FE4F	     	 			  					  									  								 *
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  






	   	 I - P r e d e f i n e d   a n i m a t i o n 	 U k u d l a m k a   o k u c h a z w e   k w a n g a p h a m b i l i 	 U h u i s h a j i   u l i o a i n i s h w a   m a p e m a 	 V o o r a f b e p a a l d e   a n i m a s i e 	 N u m a t y t o j i   a n i m a c i j a 	 I e p r i e k a  d e f i n t a   a n i m c i j a 	 E e l m   r a t l e t u d   a n i m a t s i o o n 	 Famaze}  xxw~an  avktaka	     	 A n i m a ci e   p r e d e f i n i t 	 *
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 
 S T R _ I N S _ O B J _ M Y _ A N I M A T I O N 	 S M S 	 I C O N T E X T 	 I n s e r t   O b j e c t   O p t i o n   S T R _ I N S _ O B J _ M Y _ A N I M A T I O N 	 M y   a n i m a t i o n 	 bvRku	 bvR;u	  2@%7H-D+'-	1	 M i   a n i m a c i  n   	 M o n   A n i m a t i o n 	 M e i n e   A n i m a t i o n 	 >O  0=8<0F8O	 L a   m i a   A n i m a z i o n e 	 C'1*HFJ	 A s   m i n h a s   a n i m a   e s 	 A n i m a s y o n l a r 1m 	 H o a #t   h i  n h   c u 	a   t  i 	 A n i m a s i   K u 	 A n i m a s i   K u 	 .	G	0	>	  	(	?	.	G	6	(		 M i n   A n i m a t i o n 	 M o j e   a n i m a c e 	 M o j a   a n i m a c j a 	 S a j  t   a n i m  c i  	 A n i m a a t i o n i 	 M i n   a n i m a s j o n 	 M o j a   a n i m  c i a 	 M i j n   a n i m a t i e 	 M i n   a n i m e r i n g 	 M o j a   a n i m a c i j a 	 A n i m a ci a   m e a 	 M o j a   A n i m a c i j a 	       	   	 >O  =8<0F8O	 .	>		G	  
	(	?	.	G	6	(		 'FE4F  EF	 E1'  'FE4F	   	 				  								 .
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	   	 I - M y   a n i m a t i o n 	 U k u d l a m k a   k w a m 	 U h u i s h a j i   y a n g u 	 M y   a n i m a s i e 	 M a n o   a n i m a c i j a 	 M a n a   a n i m c i j a 	 M i n u   a n i m a t s i o o n 	 ;t  avktakav	   	 A n i m a ci a   m e a 	 
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 
 S T R _ I N S _ O B J _ M E L O D Y 	 S M S 	 I C O N T E X T 	 I n s e r t   O b j e c t   O p t i o n   S T R _ I N S _ O B J _ M E L O D Y 	 M e l o d y 	 e_	 ÔX	 3-	 M e l o d  a 	 M  l o d i e 	 M e l o d i e 	 5;>48O	 M e l o d i a 	 F:E)	 M e l o d i a 	 M e l o d i 	 G i a i   i  #u 	 M e l o d i 	 M e l o d i 	 .	G	2	K	!	@		 M e l o d i 	 M e l o d i e 	 M e l o d y j k a 	 D a l l a m 	 M e l o d i a 	 M e l o d i 	 M e l  d i a 	 M e l o d i e 	 M e l o d i 	 M e l o d i j a 	 M e l o d i e 	 M e l o d i j a 	 	 	 5;>48O	 .	G	2	!	@		 EDH/	 F:E	 	 							 0
>
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	 .F2J!@	 5;>4VO	 


	 	 U m c u l o 	 I s a n d i   e s i m n a n d i 	 L a h a n i 	 D e u n t j i e 	 M e l o d i j a 	 M e l o d i j a 	 M e l o o d i a 	 Deredk	 	 M e l o d i e 	 .
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 
 S T R _ I N S _ O B J _ M Y _ M E L O D Y 	 S M S 	 I C O N T E X T 	 I n s e r t   O b j e c t   O p t i o n   S T R _ I N S _ O B J _ M Y _ M E L O D Y 	 M y   m e l o d y 	 bve_	 bvÔX	 3--	1	 M i   m e l o d  a 	 M a   M  l o d i e 	 M e i n e   M e l o d i e 	 >O  <5;>48O	 L a   m i a   M e l o d i a 	 F:E'*J	 A s   m i n h a s   m e l o d i a s 	 M e l o d i l e r i m 	 G i a i   i  #u   c u 	a   t  i 	 M e l o d i   K u 	 M e l o d i   K u 	 .	G	0	@	  .	G	2	K	!	@		 M i n   M e l o d i 	 M o j e   m e l o d i e 	 M o j a   m e l o d y j k a 	 S a j  t   d a l l a m 	 M e l o d i a n i 	 M i n   m e l o d i 	 M o j a   m e l  d i a 	 M i j n   m e l o d i e 	 M i n   m e l o d i 	 M o j a   m e l o d i j a 	 M e l o d i a   m e a 	 M o j a   M e l o d i j a 	     	   	 >O  5;>48O	 .	>		>	  .	G	2	!	@		 EDH/  EF	 E1  F:E	   	 				  							 .
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 S T R _ I N S _ O B J _ M Y _ S O U N D 	 S M S 	 I C O N T E X T 	 I n s e r t   O b j e c t   O p t i o n   S T R _ I N S _ O B J _ M Y _ S O U N D 	 P r e d e f i n e d   s o u n d 	 -r	 X	 @*5"5H3+%H'+I2	 S o n i d o   p r e d e f i n i d o 	 S o n   p r  d  f i n i 	 V o r d e f i n i e r t e r   S o u n d 	 AB@>5==K9  72C:	 S u o n o   P r e d e f i n i t o 	 6(7  'D5H*  E3(B	 S o m   p r  - d e f i n i d o 	  n t a n 1m l 1  s e s 	 X a c   i #n h   t r c    m   t h a n h 	 S u a r a   B u a t a n 	 S u a r a   B u a t a n 	 *	B	0	M	5	  (	?	0	M	'	>	0	?	$	  '	M	5	(	?		 F o r u d i n d s t i l l e t   L y d 	 P Ye d e m   d e f i n o v a n    z v u k 	 U p r z e d n i o   u s t a l o n y   d zw i k 	 E l Qr e   b e  l l  t o t t   h a n g 	 E n n a l t a   m   r i t e l t y     n i 	 F o r h  n d s d e f i n e r t   l y d 	 P r e d d e f i n o v a n    z v u k 	 V o o r g e d e f i n i e e r d   g e l u i d 	 F  r d e f i n i e r a t   l j u d 	 P r i p r e m l j e n i   z v u k 	 S u n e t   p r e d e f i n i t 	 P r e d h o d n o   D o l o 
e n   Z v o k 	   	     	 @54?>G8B0=  2C:	 *	B	0	M	5	$	/	>	0	  	5	>			 5/'  '2  ~4  *9F  4/G	 ~D  3  E*9F  "H'2	     	 														  						 *
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7H---@GL	 L i s t a   d e   o b j e t o s 	 L i s t e   d e s   o b j e t s 	 O b j e k t l i s t e 	 !?8A>:  >1J5:B>2	 E l e n c o   o g g e t t i 	 B'&E)  'D4J&	 L i s t a   d e   o b j e c t o s 	 N e s n e   l i s t e s i 	 D a n h   s a c h    i   t #n g 	 D a f t a r   O b y e k 	 D a f t a r   O b y e k 	 5	8	M	$	A	  8	B		@		 O b j e k t   L i s t e 	 S e z n a m   o b j e k t o	 S p i s   t e m a t  w 	 O b j e k t u m l i s t a 	 K o h d e l u e t t e l o 	 O b j e k t l i s t e 	 Z o z n a m   o b j e k t o v 	 O b j e c t l i j s t 	 L i s t a 	 P o p i s   o b j e k a t a 	 L i s t   c u   o b i e c t e 	 P r e d m e t n i   S p i s e k 	   	   	 !?8AJ:  15:B8	 5	8	M	$	B			@	  8	B		@		 AG13*  '4J'!	 '4'!  A13*	   	 				  							 5
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7H---@L	 N o m b r e   d e   o b j e t o 	 N o m   d e s   o b j e t s 	 O b j e k t n a m e 	 0720=85  >1J5:B0	 N o m e   o g g e t t o 	 %3E  'D4J&	 N o m e   d o   o b j e c t o 	 N e s n e   a d 1	 T  n    i   t #n g 	 N a m a   O b y e k 	 N a m a   O b y e k 	 5	8	M	$	A	  (	>	.		 O b j e k t   N a v n 	 N  z e v   o b j e k t u 	 N a z w a   t e m a t u 	 O b j e k t u m n  v 	 K o h t e e n   n i m i 	 O b j e k t n a v n 	 N  z o v   o b j e k t u 	 O b j e c t n a a m 	 O b j e k t n a m n 	 I m e   o b j e k t a 	 N u m e   o b i e c t 	 I m e   P r e d m e t a 	   	   	 <5  15:B	 5	8	M	$	B			@	  (	>		5		 F'E  4I	 4  '  F'E	   	 				  				 5
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i a s 	 F a i l a   n o s a u k u m s   n e v a r   b kt   t u k as 	 F a i l i n i m i   e i   s a a   o l l a   t  h i 	 Vaulk  avxvh  yk  oaxr  daao  lkvel	           	 N u m e l e   f i _i e r u l u i   n u   p o a t e   l i p s i 	 +
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T1z	 E l   n o m   d e l   f i t x e r   n o   p o t   e s t a r   b u i t 	 L e   n o m   d u   f i c h i e r   n e   p e u t    t r e   v i e r g e 	 S l    v e r  u r   i n n   s k r  a r h e i t i 	 E l   n o m b r e   d e   a r c h i v o   n o   p u e d e   e s t a r   v a c  o 	 <5B>  =0  40B>B5:0B0  =5  <>65  40  5  ?@07=>	 N o m e   d e   a r q u i v o   n  o   p o d e   e s t a r   v a z i o 	 N a z i v   f a j l a   n e   m o ~e   b i t i   p r a z a n 	 L e b i t s o   l a   f a e l e   l e   k e   k e   l a   b a   l e p h a k a 	 H i n d i   m a a a r i n g   w a l a n g   l a m a n   a n g   p a n g a l a n   n g   f i l e 	 F i l e   n a m e   c a n n o t   b e   e m p t y 	 S u n a n   s h a f i   b a y a   z a m a   b a b u   k o m a i 	 O r  k   f a i l i   k    l    co f o 	 $09;  0B0CK  1>A  1>;<0CK  <<:V=
 
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7H-I3!   C*H-5#1I	 N o m b r e   d u p l i c a d o .   I n t r o d  z c a l o   d e   n u e v o 	 C e   n o m   e x i s t e   d  j  .   V e u i l l e z   l e   r e s s a i s i r 	 D u p l i z i e r t e r   N a m e .   E r n e u t   e i n g e b e n 	 C1;8@>20==>5  8<O.   2548B5  A=>20	 D u p l i c a   n o m e .   I m m e t t i   n u o v a m e n t e . 	 'D'3E  EC11  #/.D  EF  ,/J/	 N o m e   d u p l i c a d o .   I n t r o d u z i r   n o v a m e n t e 	 A y n 1  a d .   T e k r a r   g i r i n   	 N h  n   b a 	n   t  n .   N h  #p   l a #i 	 D u p l i k a s i   n a m a !   M a s u k a n   l a g i ! 	 D u p l i k a s i   n a m a .   M a s u k k a n   l a g i . 	 !	A	*	M	2	@		G		  (	>	.	d	  *	A	(	  !	>	2	G		 	 E n s   N a v n !   T a s t   I g e n 	 D u p l i c i t n    j m  n o !   V l o ~t e   z n o v u ! 	 P o w i e l o n a   n a z w a !   W p r o w a d z   p o n o w n i e 	 D u p l i k  l t   n  v .   A d j a   m e g    j r a 	 P   l l e k k  i n e n   n i m i !   U u s i   s y  t t  . 	 D u p l i s e r t   n a v n !   F  r   i n n   p    n y t t 	 D u p l i k o v a n    n  z o v !   Z a d a e  z n o v u 	 D u b b e l e   n a a m ,   k i e s   e e n   a n d e r e   n a a m 	 N a m n e t   e x i s t e r a r   r e d a n !   F  r s  k   i g e n 	 D u p l i c i r a n o   I m e !   U n e s i t e   o p e t 	 N u m e   a l o c a t .   R e i n t r .   a l t u l 	 P o d v o j e n o   I m e !   P o n o v e n   V n o s 	   !       	   .       	 C1;8@0=>  <5!   J2548  B=>2>	 !	A	*	M	2	?		G		  (	>		5	  !   *	A	(	M	9	>	  	(	*	A		  	0	>		 F'E  *1'1  '3*.   /H('1G  H'1/  CFJ/	 ~Dy  F'E!   /H('1  /'.D  ,&	     !       	 					  									  			,   					  						  					 9
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	   .     	 I g a m a   e l i f a n i s w e   n e l i n y e .   I - i n p u t   f u t h i 	 I g a m a   e l i p h i n d a p h i n d i w e y o .   F a k a   k w a k h o n a 	 J i n a   l i l i l o d a b a l i w a .   I n g i z a   t e n a 	 D u p l i s e e r   n a a m .   T i k   w e e r   i n 	 P a v a d i n i m a s   s u d u b l i u o t a s .   .v e s k i t e   d a r   k a r t 	 V r d a   d u b l i k t s .   I e v a d i e t   v l r e i z 	 D u p l i t s e e r i t u d   n i m i .   S i s e s t a   u u e s t i 	 ?ov~xr  avxv:   Dxace  ookv	   .     	 N u m e   d u b l a t .   I n t r o d u c e ci   n u m e l e   d i n   n o u 	 *
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	 (2  9K%?,>  (>.d	  *A(0M,>0  (*A  0(M$A	 	 								  				  				  					  				 T Yk r a r l a n a n   a d .   Y e n Y  d a x i l   e d i n . 	 
T1z͑0ˊQ8eQ	 N o m   d u p l i c a t .   T o r n e u - l o   a   i n t r o d u i r 	 N o m   d u p l i q u  .   E n t r e z - l e      n o u v e a u 	 A f r i t   a f   n a f n i .   S l   u   i n n   a f t u r 	 N o m b r e   d u p l i c a d o .   I n g r e s a r   n u e v a m e n t e 	 2>X=>  8<5.   =5A8  ?>2B>@=>	 N o m e   d u p l i c a d o .   I n s e r i r   n o v a m e n t e 	 D u p l i r a n o   i m e .   U n e s i   p o n o v o 	 L e b i t s o   l e   d u p l i k e i t i l w e n g .   K e n y a   h a p e 	 N a d o b l e n g   p a n g a l a n .   I p a s o k   m u l i 	 D u p l i c a t e   n a m e .   I n p u t   a g a i n 	 M a i m a i t a   s u n a   s a k a   k u m a 	 O r  k   t i   a   ce    d    r .   T  n   t    s  i 	 HV@<5  0BK  =3V7C4V  09B0;0K7
 
 S T R _ E M S _ O B J E C T _ S T A O R A G E _ F U L L 	 S M S 	 P O P U P 	 I n s e r t   P r e v i e w   P i c t u r e   L i s t 	 M e m o r y   f u l l 	 zz]n	 zz]n	 +H'"'2!3@G!	 A l m a c e n a m i e n t o   c o m p l e t o 	 E s p a c e   d e   s t o c k a g e   p l e i n     	 S p e i c h e r   v o l l 	 0<OBL  70?>;=5=0	 M e m o r i z z a z i o n e   s a t u r a !   	 'D0'C1)  EED$)	 M e m  r i a   c h e i a 	 B e l l e k   d o l u 	 B  #  n h     y 	 P e n y i m p a n a n   P e n u h ! ! 	 I n g a t a n   p e n u h 	 .	G	.	0	@	  *	B	0	M	#		 L a g e r   F u l d ! 	 P a m e  j e   p l n  ! 	 P a m i   p e Bn a ! 	 A   m e m  r i a   m e g t e l t 	 M u i s t i   t  y n n  ! 	 M i n n e   f u l l t ! 	 P l n    p a m  e! 	 G e h e u g e n   v o l 	 I n g e t   l e d i g t   u t r y m m e ! 	 S p r e m n i k   j e   p u n ! 	 M e m o r i e   p l i n 	 S k l a d i a
e   P o l n o ! 	       ! 	   	 0<5BB0  J;=0! 	 8	M		K	0	G		  *	B	0	M	#		 -'A8G  ~1  '3*	 ! E-AH8  1F    ,  ~1	   ! 	 							  								  	 *
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	   	 I s i l o n d i   s i g c w e l e 	 I n d a w o   y o k u g c i n a   i g c w e l e 	 H i f a d h i   i m e j a a 	 B e r g p l e k   v o l 	 A t m i n t i n   p i l n a 	 K r t u v e   p i l n a 	 M  l u   t  i s 	 @kwxrxiuav  }ah  lkv  g	   	 S t o c a r e   p l i n 	 8
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	 7MK0G  *B0M#M#	 	 						  						 Y a d d a _  t a m   d o l u d u r 	 a]n	 M e m  r i a   p l e n a 	 M  m o i r e   p l e i n e 	 M i n n i    e r   f u l l t 	 M e m o r i a   l l e n a 	 5<>@8X0B0  5  ?>;=0	 M e m  r i a   c h e i a 	 M e m o r i j a   p u n a 	 M e m o r i   e   e   t l e t s e 	 P u n o   n a   a n g   m e m o r y a 	 M e m o r y   f u l l 	 T u n i   y a   c i k a 	  p     r  n t    t i   k  n 	 04K  B>;K
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 0 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 0   n a m e 	 e m s 1 	 e m s 1 	 e m s 1 	 E M S 1 	 e m s 1 	 e m s 1 	 e m s 1 	 5m s 1 	 E M S 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 		.		8	1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s   		 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 i - e m s 1 	 e m s 1 	 e m s 1 	 E M S 1 	 1 e m s 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 	 e m s 1 	 1 - c i   e m s 	 ku
o`1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 	 e m s 1 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 1 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 1   n a m e 	 e m s 2 	 e m s 2 	 e m s 2 	 E M S 2 	 e m s 2 	 e m s 2 	 e m s 2 	 5m s 2 	 E M S 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 		.		8	2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s   		 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 i - e m s 2 	 e m s 2 	 e m s 2 	 E M S 2 	 2 e m s 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 	 	 2 - c i   e m s 	 ku
o`2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 	 e m s 2 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 2 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 2   n a m e 	 e m s 3 	 e m s 3 	 e m s 3 	 E M S 3 	 e m s 3 	 e m s 3 	 e m s 3 	 5m s 3 	 E M S 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 		.		8	3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s   		 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 i - e m s 3 	 e m s 3 	 e m s 3 	 E M S 3 	 3 e m s 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 	 	 3 - c    e m s 	 ku
o`3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 	 e m s 3 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 3 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 3   n a m e 	 e m s 4 	 e m s 4 	 e m s 4 	 E M S 4 	 e m s 4 	 e m s 4 	 e m s 4 	 5m s 4 	 E M S 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 		.		8	4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s   		 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 i - e m s 4 	 e m s 4 	 e m s 4 	 E M S 4 	 4 e m s 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 	 	 4 - c    e m s 	 ku
o`4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 	 e m s 4 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 4 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 4   n a m e 	 e m s 5 	 e m s 5 	 e m s 5 	 E M S 5 	 e m s 5 	 e m s 5 	 e m s 5 	 5m s 5 	 E M S 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 		.		8	5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s   		 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 i - e m s 5 	 e m s 5 	 e m s 5 	 E M S 5 	 5 e m s 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 	 	 5 - c i   e m s 	 ku
o`5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 	 e m s 5 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 5 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 5   n a m e 	 e m s 6 	 e m s 6 	 e m s 6 	 E M S 6 	 e m s 6 	 e m s 6 	 e m s 6 	 5m s 6 	 E M S 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s   6 	 e m s 6 	 e m s 6 	 		.		8	6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s   		 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 i - e m s 6 	 e m s 6 	 e m s 6 	 E M S 6 	 6 e m s 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 	 	 6 - c 1  e m s 	 ku
o`6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 	 e m s 6 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 6 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 6   n a m e 	 e m s 7 	 e m s 7 	 e m s 7 	 E M S 7 	 e m s 7 	 e m s 7 	 e m s 7 	 5m s 7 	 E M S 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 		.		8	7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s   		 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 i - e m s 7 	 e m s 7 	 e m s 7 	 E M S 7 	 7 e m s 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 	 	 7 - c i   e m s 	 ku
o`7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 	 e m s 7 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 7 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 7   n a m e 	 e m s 8 	 e m s 8 	 e m s 8 	 E M S 8 	 e m s 8 	 e m s 8 	 e m s 8 	 5m s 8 	 E M S 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 		.		8	8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s   		 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 i - e m s 8 	 e m s 8 	 e m s 8 	 E M S 8 	 8 e m s 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 	 	 8 - c i   e m s 	 ku
o`8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 	 e m s 8 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 8 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 8   n a m e 	 e m s 9 	 e m s 9 	 e m s 9 	 E M S 9 	 e m s 9 	 e m s 9 	 e m s 9 	 5m s 9 	 E M S 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 		.		8	9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s   		 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 i - e m s 9 	 e m s 9 	 e m s 9 	 E M S 9 	 9 e m s 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 	 	 9 - c u   e m s 	 ku
o`9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 	 e m s 9 
 
 S T R _ M A N U F A C T U R E R _ P I C T U R E _ 9 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ M A N U F A C T U R E R _ P I C T U R E _ 9   n a m e 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 E M S 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 5m s 1 0 	 E M S 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 		.		8	1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s   			 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 i - e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 E M S 1 0 	 1 0 e m s 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 	 	 1 0 - c u   e m s 	 ku
o`1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 	 e m s 1 0 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 0 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 0   n a m e 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 			.	5	>		1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y   		 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i - i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 1 i m y 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 	 i m y 1 	 1 - c i   i m y 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 	 i m y 1 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 1 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 1   n a m e 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 			.	5	>		2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y   		 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i - i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 2 i m y 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 	 	 2 - c i   i m y 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 	 i m y 2 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 2 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 2   n a m e 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 			.	5	>		3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y   		 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i - i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 3 i m y 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 	 	 3 - c    i m y 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 	 i m y 3 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 3 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 3   n a m e 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 			.	5	>		4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y   		 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i - i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 4 i m y 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 	 	 4 - c    i m y 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 	 i m y 4 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 4 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 4   n a m e 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 			.	5	>		5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y   		 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i - i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 5 i m y 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 	 	 5 - c i   i m y 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 	 i m y 5 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 5 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 5   n a m e 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 			.	5	>		6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y   		 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i - i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 6 i m y 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 	 	 6 - c 1  i m y 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 	 i m y 6 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 6 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 6   n a m e 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 			.	5	>		7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y   		 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i - i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 7 i m y 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 	 	 7 - c i   i m y 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 	 i m y 7 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 7 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 7   n a m e 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 			.	5	>		8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y   		 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i - i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 8 i m y 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 	 	 8 - c i   i m y 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 	 i m y 8 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 8 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 8   n a m e 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 			.	5	>		9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y   		 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i - i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 9 i m y 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 	 	 9 - c u   i m y 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 	 i m y 9 
 
 S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 9 	 S M S 	 I C O N T E X T 	 E M S   S T R _ M A N U F A C T U R E R _ M E L O D I E S _ 9   n a m e 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 			.	5	>		1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y   			 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i - i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 1 0 i m y 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 	 	 1 0 - c u   i m y 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 	 i m y 1 0 
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 0 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 0   n a m e 	 I   a m   i r o n i c ,   f l i r t y 	 n=z	 n=z	 	1
-@"20@"I"    @I2
9I	 S o y   i r  n i c o ,   f l i r t e o 	 J e   s u i s   i r o n i q u e ,   d r a g u e u r 	 I c h   b i n   i r o n i s c h ,   k o k e t t 	 @>=8G5A:89,   :>:5B;82	 S o n o   i r o n i c o ,   c i v e t t u o l o 	 #F'  #E2-	 E s t o u   i r  n i c o ,   s e d u t o r 	 0r o n i i m   v e   f l  r t   e d e r i m . 	 T  i   c h  m   b i m , t h  c h   t  n   t n h 	 S a y a   i r o n i s . 	 S a y a   i r o n i k ,   s u k a   m e n g u r a t 	 .	H		  5	M	/			-	>	7	@	,   +	M	2	0	M		@	  9	B		 	 J e g   g r i n e r 	 S m j i   s e 	 S m i e j e   s i 	 N e v e t e k 	 N a u r a v a 	 J e g   l e r 	 S m i e c h 	 I k   b e n   i r o n i s c h ,   f l i r t e r i g 	 S k r a t t a r 	 S m i j e m   s e 	 S u n t   i r o n i c ,   f l i r t e z 	 S m e j e m   s e 	 	   / ,   / 	 !<5O  A5	 .	@	  9	8	$	  	9	G		 7F'2  H  ~114EG  G3*E	   E  F3  1'  H	     	 			  									, 							  			  				 .
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	 (G(A  0(?M  +M20M@	 /  V@>=VG=89,   3@09;8289	 


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  


	   , / 	 I   a m   i r o n i c ,   f l i r t y 	 I   a m   i r o n i c ,   f l i r t y 	 I   a m   i r o n i c ,   f l i r t y 	 E k   i s   i r o n i e s ,   s p e e l s 	 I   a m   i r o n i c ,   f l i r t y 	 I   a m   i r o n i c ,   f l i r t y 	 I   a m   i r o n i c ,   f l i r t y 	 I   a m   i r o n i c ,   f l i r t y 	 I   a m   i r o n i c ,   f l i r t y 	 I   a m   i r o n i c ,   f l i r t y 	 	 	 	 		  											,   				  								 N a z l 1y a m 	 bac%RN_NaN0	 S  c   i r  n i c 	 J e   s u i s   i r o n i q u e ,   c o u r t o i s 	  g   e r   k a l d h   i n / n 	 S o y   i r  n i c o   y   e n a m o r a d i z o 	 @>=8G5=,   ;5:><8A;5=	 E s t o u   i r  n i c o ,   p a q u e r a d o r 	 J a   s a m   i r o n i 
a n ,   n e s t a l a n 	 K e   a   k o b i s a ,   b o s w a s w i 	 A k o   a y   b a l i g h o ,   m a p a g l a r o 	 I   a m   i r o n i c ,   f l i r t y 	 I n a   d a   h a b a i c i   d a   r u m a 	 M o   n s    d  k e j    n  ,   m o   d  t  	 5=  <KAK;<K=,   =0740<K=
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1   n a m e 	 I   a m   g l a d 	 ؚ	 ؚtQ	 	15C	 E s t o y   a g r a d a d o 	 J e   s u i s   c o n t e n t 	 I c h   b i n   f r o h 	 >2>;L=K9	 S o n o   c o n t e n t o 	 #F'  E31H1	 E s t o u   c o n t e n t e 	 M e m n u n   o l d u m . 	 T  i   v u i   m n g 	 S a y a   S e n a n g 	 S a y a   s e n a n g   h a t i 	 .	H		  	A	6	  9	B		 	 J e g   e r   g l a d 	 J s e m   aea s t e n 	 J e s t e m   z a d o w o l o n y 	 B o l d o g   v a g y o k 	 I l o i n e n 	 J e g   e r   g l a d 	 S o m   r  d 	 I k   b e n   b l i j 	 G l a d 	 D r a g o   m i   j e 	 S u n t   b u c u r o s 	 S e m   z a d o v o l j e n 	 	   / 	  0720<  A5	 .	2	>	  	(		&	  	>	2	>		 .H4-'D  G3*E	 E  .H4  H	     	 			  								 .
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	   	 N g i y a j a b u l a 	 N d i y a v u y a 	 N i n a f u r a h a 	 E k   i s   b l y 	 A a  d ~i a u g i u o s i 	 P r i e c j o s 	 O l e n   r   m u s 	 5}  cxp  et	   	 S u n t   b u c u r o s 	 
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	 .A  A8?	 	 		  								  o x   _a d a m 	 b__	 M e   n  a l e g r o 	 J e   s u i s   h e u r e u x 	  g   e r   g l a  u r / g l   	 E s t o y   c o n t e n t o 	 8;>  <8  5	 E s t o u   c o n t e n t e 	 J a   s a m   r a d o s t a n 	 K e   t h a b i l e 	 A k o   a y   n a t u t u w a 	 I   a m   g l a d 	 I n a   d a   f a r i n   c i k i 	 I n    m i   d  n 	 B5  C0=KHBK<K
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 2 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 2   n a m e 	 I   a m   s c e p t i c 	 u`	 u`	 	1H2**1"	 E s t o y   e s c  p t i c o 	 J e   s u i s   s c e p t i q u e 	 I c h   b i n   s k e p t i s c h 	 !:5?B8:	 S o n o   s c e t t i c o 	 #F'  #4C	 E s t o u   c  p t i c o 	 ^ p h e c i y i m . 	 T  i   h o  i   n g h i 	 S a y a   s k e p t i s 	 S a y a   s k e p t i s 	 .	H		  8		&	G	9	@	  9	B			 J e g   e r   s k e p t i s k 	 J s e m   s k e p t i c k  	 N a s t a w i o n y   s c e p t y c z n i e 	 S z k e p t i k u s   v a g y o k 	 E p  i l e v  	 J e g   e r   s k e p t i s k 	 S o m   s k e p t i c k  	 I k   b e n   s c e p t i s c h 	 S k e p t i s k 	 N e   v j e r u j e m   b a a	 S u n t   s c e p t i c 	 S e m   s k e p t i 
e n 	   	   / 	 !:5?B8:  AJ<	 .	@		>	5	5	?	7	/	@	  8		6		@	  	9	K		 4'  G3*E	 E  4  H	   	 			  											 .
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	   	 A n g i k h o l w a 	 N d i y a t h a n d a b u z a 	 N i n a   s h a k a 	 E k   i s   s k e p t i e s 	 A a  s k e p t i ak a   ( - s ) 	 E s m u   s k e p t i s k s 	 O l e n   s k e p t i l i n e 	 5}  ieapa~a  et	   	 S u n t   s c e p t i c 	 
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	 .A  (>8M$?  G	 	 		  							  								 ^u b h Yl i y Ym 	 bau	 S  c   e s c  p t i c 	 J e   s u i s   s c e p t i q u e 	  g   e r   e f i n s 	 S o y   e s c  p t i c o 	 !5  A><=520<	 E s t o u   c  p t i c o 	 J a   s a m   s k e p t i 
a n 	 H a   k e   t s h e p e 	 A k o   a y   m a p a g d u d a 	 I   a m   s c e p t i c a l 	 N a   k a n   y i   h a h a k a r i 	 N k    g b  g b 	 4V:HV;<V=
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 3 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 3   n a m e 	 I   a m   s a d 	 P_	 $O_	 	1B(@(#I2	 E s t o y   t r i s t e 	 J e   s u i s   t r i s t e 	 I c h   b i n   t r a u r i g 	 @CAB=K9	 S o n o   t r i s t e 	 #F'  -2JF	 E s t o u   t r i s t e 	  z g  n  m . 	 T  i   b u n 	 S a y a   S e d i h 	 S a y a   s e d i h 	 .	H		  &	A			@	  9	B			 J e g   e r   k e d 	 J s e m   s m u t n  	 J e s t e m   s m u t n y 	 S z o m o r    v a g y o k 	 S u r u l l i n e n 	 J e g   e r   t r i s t 	 S o m   s m u t n  	 I k   b e n   b e d r o e f d 	 L e d s e n 	 T u ~a n   s a m 	 S u n t   t r i s t 	 J a z   s e m   ~a l o s t e n 	   	   / 	 "J65=  AJ<	 .	2	>	  &	A	: 	  	>	2	G		 F'1'-*  G3*E	 E  :EF  H	   	 			  							 .
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	   	 N g i d a b u k i l e 	 N d i l u s i z i 	 N i n a   h u z u n i 	 E k   i s   h a r t s e e r 	 M a n   l i kd n a 	 E s m u   s k u m j a	 O l e n   k u r b 	 5}  mx  et	   	 S u n t   t r i s t 	 
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N_	 E s t i c   t r i s t 	 J e   s u i s   t r i s t e 	  g   e r   d a p u r / d  p u r 	 E s t o y   t r i s t e 	 "065=	 E s t o u   t r i s t e 	 J a   s a m   t u ~a n 	 K e   h l o n a m e 	 M a l u n g k o t   a k o 	 I   a m   s a d 	 I n a   d a   b a k i n   c i k i 	 I n    m i   k    d  n 	 V;AV71V=
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 4 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 4   n a m e 	 W O W ! 	 TT	 TT	 'I2'	  V A Y A ! 	 H O U   L A   ! 	 S u p e r 	 #E  BK!   	 W o w 	 98JE	 U a u 	 W O W ! 	 	 W O W ! 	 W O W ! 	 5	I	5	!  	 W A U W ! 	 P  n i ! 	 W O W ! 	 E z   i g e n ! 	 V A U ! 	 W O W ! 	 O h r o m n     s p e c h 	 S j o n g e 	 W O W ! 	 V A U U U ! 	 W O W ! 	 W O W ! 	 ! 	 	 W O W ! 	 !	,	M	2	M	/	B		!	,	M	2	M	/	B	  ! 	 'HG	 ! '  ('*  	 ! 	 			! 	 5
>

! 	 5>5M! 	 #! 	 W O W ! 	 ! 	 W O W ! 	 W O W ! 	 W O W ! 	 S j o e 	 O H O ! 	 W O W ! 	 V A U ! 	 1EH]	 ! 	 W O W ! 	 5
L
! 	 q>! 	 	 				 C B ! 	 )V	 A P A   A R A ! 	 W A O U H ! 	 V  ! 	  O h ! 	 !# ! 	 U A U ! 	 V A U ! 	 W O W ! 	 W O W ! 	 W O W ! 	 W O W ! 	 H A A ! 	  "! 
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 5 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 5   n a m e 	 I   a m   c r y i n g 	 Tl	 Tl	 	13%1#I-D+I	 E s t o y   l l o r a n d o 	 J e   p l e u r e 	 I c h   w e i n e 	 ;0GC	 P i a n g o 	 #F'  #(CI	 E s t o u   a   c h o r a r 	 A l 1y o r u m 	 T  i   a n g   k h  c 	 S a y a   M e n a n g i s 	 S a y a   m e n a n g i s 	 .	H		  0	K	  0	9	>	  9	B		 	 J e g   g r  d e r 	 P l  
u ! 	 P Ba c z e 	 S  r o k 	 K y y n e l e e t 	 J e g   g r  t e r 	 P l a 
e m 	 I k   h u i l 	 G r  t e r 	 P l a 
e m 	 P l  n g 	 J o 
e m 	 	   	 ;0G0	 .	@	  0	!	$	  	9	K		 /'1E  1G  E  FE	 E  D'1'  H	     	 			  							 .
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	   	 N g i y a k h a l a 	 N d i y a l i l a 	 N i n a l i a 	 E k   h u i l 	 A a  v e r k i u 	 R a u d u 	 M a   n u t a n 	 5}  laxt  et	 	 P l  n g 	 
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	 .A  >(M&A?	 	 		  						  					 A l a y 1r a m 	 b(WT	 E s t i c   p l o r a n t 	 J e   p l e u r e 	  g   g r  t 	 E s t o y   l l o r a n d o 	 ;0G0<	 E s t o u   c h o r a n d o 	 J a   p l a 
e m 	 K e   a   l l a 	 U m i i y a k   a k o 	 I   a m   c r y i n g 	 I n a   k u k a 	 M o   n s k  n 	 K;09<K=
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 6 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 6   n a m e 	 I   a m   w i n k i n g 	 (w<w[w	 (w<w[w	 	13%1"42	 E s t o y   g u i  a n d o 	 J e   c l i g n e   d e s   y e u x 	 I c h   w i n k e 	 >@30N	 S t r i z z o   l ' o c c h i o 	 #F'  #:E6	 E s t o u   a   p i s c a r   o   o l h o 	 G  z   k 1r p 1y o r u m 	 T  i   a n g      l  n g   n h e o 	 S a y a   C e m b e r u t 	 S a y a   m e n g e n y i t   m a t a 	 .	H		  			  .	>	0	  0	9	>	  9	B			 J e g   b l i n k e r 	 M r k  m 	 M r u g a m 	 K a c s i n t o k 	 S i l m  n i s k u 	 J e g   b l i n k e r 	 }m u r k  m 	 I k   k n i p o o g 	 V i n k a r 	 U s t r e p t a o   s a m 	 F a c   c u   o c h i u l 	 P o ~m i g u j e m 	   	   / 	 0<8320<	 .	@	  !	K	3	G	  .	?			>	5	?	$	  	9	K		 /'1E  4E  E  2FE	 E  "FH  3  '4'1  1  1'  H	     	 			  			  						  					 .
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	     	 N g i c i f a   i s o 	 N d i y a q o b e l a 	 N i n a k o n y e z a 	 E k   k n i p o o g 	 A a  m i r k 
i o j u 	 M i e d z u   a r   a c i 	 P i l g u t a n   s i l m a 	 5}  ayx~  et  avxt	   	 F a c   c u   o c h i u l 	 
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	 .A  .??  .??  0A?	 	 		  			  							  					 G  z   v u r u r a m 	 b(W(w<w	 E t   f a i g   l  u l l e t 	 J e   f a i s   u n   c l i n   d  Si l 	  g   b l i k k a 	 E s t o y   g u i  a n d o   e l   o j o 	 0<83=C20<	 E s t o u   p i s c a n d o 	 J a   t r e p e m 	 K e   r o b a   l e i h l o 	 K u m i k i n d a t   a k o 	 I   a m   w i n k i n g 	 I n a   k a k a r y e   i d o 	 M o   n cj  	 K?K;KB09<K=
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 7 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 7   n a m e 	 I   a m   l a u g h i n g 	 {	 {	 	13%1+1'@#20	 M e   e s t o y   r i e n d o 	 J e   r i s 	 I c h   l a c h e 	 !<5NAL	 R i d o 	 #F'  #6-C	 E s t o u   a   r i r 	 G  l  y o r u m . 	 T  i   a n g   c i 	 S a y a   k e t a w a 	 S a y a   k e t a w a 	 .	H		  9		8	  0	9	>	  9	B			 J e g   g r i n e r 	 S m j i   s e 	 S m i e j e   s i 	 N e v e t e k 	 N a u r a v a 	 J e g   l e r 	 S m i e c h 	 I k   l a c h 	 S k r a t t a r 	 S m i j e m   s e 	 R  d 	 S m e j e m   s e 	 	   / 	 !<5O  A5	 .	@	  9	8	$	  	9	G		 /'1E  E  .F/E	   E  F3  1'  H	     	 			  						 .
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	   	 N g i y a h l e k a 	 N d i y a h l e k a 	 N i n a c h e k a 	 E k   l a g 	 A a  j u o k i u o s i 	 S m e j o s 	 M a   n a e r a n 	 5}  nknarxt  et	 	 R  d 	 
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	 .A  98A?	 	 		  					  					 G  l  r Ym 	 b(W{	 E s t i c   r i e n t 	 J e   r i s 	  g   h l  	 M e   e s t o y   r i e n d o 	 !5  A<50<	 E s t o u   r i n d o 	 J a   s e   s m e j e m 	 K e   a   t s h e h a 	 T u m a t a w a   a k o 	 I   a m   l a u g h i n g 	 I n a   d a r i y a 	 M o   n r r i n 	 ;5<V=
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 8 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 8   n a m e 	 I   a m   i n d i f f e r e n t 	 Q o	 Q o	 	1D!H*C	 E s t o y   i n d i f e r e n t e 	 J e   s u i s   i n d i f f  r e n t 	 I c h   d e s i n t e r e s s i e r t 	 57@07;8G=K9	 S o n o   i n d i f f e r e n t e 	 #F'  D'  '('DJ	 E s t o u   i n d i f e r e n t e 	 0l g i s i z i m . 	 T  i   k h  c   c 	 S a y a   S e d i h 	 S a y a   t a k   p e d u l i 	 .	H		  		&	>	8	@	(	  9	B			 J e g   e r   a n d e r l e d e s 	 J e   m i   v ae c h n o   j e d n o 	 J e s t e m   o b o j t n y 	 K  z  m b  s   v a g y o k 	 V  l i n p i t  m  t  n 	 J e g   e r   l i k e g y l d i g 	 =a h o s t a j n  	 H e t   k a n   m e   n i e t   s c h e l e n 	 L i k g i l t i g 	 S v e j e d n o   m i   j e 	 S u n t   i n d i f e r e n t 	 S e m   d r u g a 
e n 	 	   / 	 57@07;8G5=	 .	@	  5		3	>		  	9	K		 (  *A'H*  G3*E	 E  E.*DA  H	     	 			  												 .
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	   	 A n g i k h a t h a l i 	 N d a h l u k i l e 	 S i j a l i 	 E k   i s   o n g e  r g 	 A a  a b e j i n g a   ( - a s ) 	 M a n   v i e n a l g a 	 M a   o l e n   e r i n e v 	 5}  avabe  et	   	 S u n t   i n d i f e r e n t 	 
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 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 9 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 9   n a m e 	 I n   l o v e / k i s s i n g 	 ;T	 ;T	 +%8!#1/ 9	 E s t o y   e n a m o r a d o   /   b e s a n d o 	 A m o u r e u x / E m b r a s s a n t 	 I n   L i e b e / K  s s e 	 ;N1;5==K9/ F5;CN	 I n n a m o r a t o / S t o   b a c i a n d o 	 AJ  'D-(/   B(D)	 A p a i x o n a d o / a   b e i j a r 	 A _1k   o l d u m   /    p  y o r u m 	 K h i   y  u / n   h  n 	 B e r c i n t a / C i u m a n 	 B e r c i n t a / b e r c u m b u a n 	 *	M	/	>	0	  .	G		/ 	B	.	(	>		 F o r e l s k e t / k y s s e r 	 Z a m i l o v a n  / L  b a j  c  	 Z a k o c h a n y / C a l u j 	 S z e r e l m e s / c s  k o l  z i k 	 R a k a s t u n u t / s u u d e l m a 	 F o r e l s k e t / k y s s e r 	 Z a m i l o v a n  / B o z k  v a m 	 V e r l i e f d   /   k u s j e 	 K  r / K y s s a r 	 Z a l j u b l j e n / p u s a 	  n d r g o s t i t ( ) / S r u t 	 Z a l j u b l j e n / P o l j u b l j a m 	   / 	 /   /   / 	 ;N15=/ &5;C2:8	 *	M	0	G	.	>	$	/ 	A		,	(	  	G	$	  	9	K		 9'4B/ (H3G  2F	 E-(*  E/   (H3  DF'	 / 	 						  						  /   				  							 *
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	 / 	 N g i s o t h a n d w e n i / n g i y a q a b u l a 	 S e t h a n d w e n i / y a p h u z a 	 U p e n d o / k u b u s u 	 V e r l i e f / D e e l   s o e n e   u i t 	 M y l i u   /   b u 
i u o j u 	 I e m +l j i e s / s k kp s t u 	 A r m u n u d / s u u d l u s 	 Mkapa~an  et  /   @atbuxxt  et	   	  n d r g o s t i t / s r u t 	 *
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 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 0 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 0   n a m e 	 I   a m   c o n f u s e d 	 iq`	 p|`	 	1*1*	 E s t o y   c o n f u s o 	 J e   s u i s   t r o u b l  	 I c h   b i n   v e r w i r r t 	 !<CI5=	 S o n o   c o n f u s o 	 #F'  E1*(C	 E s t o u   c o n f u s o 	 A k l 1m   k a r 1_1k . 	 T  i   b i   r i 	 S a y a   B i n g u n g 	 S a y a   k e l i r u 	 .	H		  		2		(	  .	G		  9	B			 J e g   e r   f o r v i r r e t 	 J s e m   z m a t e n  	 J e s t e m   z m i e s z a n y 	 Z a v a r b a n   v a g y o k 	 S e k a i s i n 	 J e g   e r   f o r v i r r e t 	 S o m   z m  t e n  	 I k   b e n   v e r w a r d 	 F  r v i r r a d 	 Z b u n j e n   s a m 	 S u n t   c o n f u z 	 S e m   z m e d e n 	   	   / 	 !<CB5=	 .	@	  -	M	0	.	>	$	  *	!	2	K		 ,  4/G  'E	 E  'D,F  E  H	   	 			  													 .
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 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 1 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 1   n a m e 	 T o n g u e   h a n g i n g   o u t 	 T-	 T4Y	 %4I+I-"	 C o n   l a   l e n g u a   f u e r a 	 L a   l a n g u e   p e n d a n t 	 Z u n g e   h  n g t   h e r a u s 	 >:07K20N  O7K:	 H o   l a   l i n g u a   p e n z o l o n i   	 '.1,  D3'F	 C o m   a   l  n g u a   d e   f o r a 	 D i l    1k a r t a n 	 L    l i 	 P e r g i 	 M e n j e l i r   l i d a h 	 	?	9	M	5	>	  ,	>	9	0	  (	?		2	@	  9	H	 	 R  k k e r   t u n g e 	 J a z y k   m i   v i s    v e n 	 P o k a z u j e   j z y k 	 K i  l t  t t   n y e l v 	 K i e l i   u l k o n a 	 T u n g e   h e n g e r   u t 	 V i s    m i   j a z y k 	 T o n g   u i t s t e k e n 	 S t i c k e r   u t   t u n g a n 	 J e z i k   m i   j e   d o   p o d a 	 C u   l i m b a   s c o a s 	 J e z i k   v i s i   v e n 	     	   	 ;57O  A5	 5	K	2	B	  6		$	  (	>	9	@		 2('F  '2  /G'F  "H2'F	 2('  F  ('1  "1  	     	 			  				  						  					 ,
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 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 2 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 2   n a m e 	 I   a m   a n g r y 	 a`	 $a`	 	1B#	 E s t o y   e n f a d a d o 	 J e   s u i s   e n   c o l  r e 	 I c h   b i n    r g e r l i c h 	 !5@48BK9	 S o n o   a r r a b b i a t o 	 #F'  -2JF	 E s t o u   z a n g a d o 	 k 1z g 1n 1m 	 T  i   t c   g i n 	 S a y a   M a r a h 	 S a y a   m a r a h 	 .	H		  	A	8	M	8	G	  .	G		  9	B		 	 J e g   e r   v r e d 	 J s e m   r o z 
i l e n  	 J e s t e m   z l y 	 M  r g e s   v a g y o k 	 V i h a i n e n 	 J e g   e r   s i n t 	 S o m   n a h n e v a n  	 I k   b e n   b o o s 	 A r g 	 S r d i t   s a m 	 S u n t   f u r i o s 	 S e m   j e z e n 	   	   / 	 /4>A0=  AJ<	 .	@	  0	>		$	  	9	G		 95('F  G3*E	 E  :5  H	   	 			  				  				 .
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 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 3 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 3   n a m e 	 W e a r i n g   g l a s s e s 	 4b<w	 4b<w\	 C*HA'H	 L l e v o   g a f a s 	 P o r t a n t   d e s   l u n e t t e s 	 T r a g e   B r i l l e 	   >G:0E	 P o r t o   g l i   o c c h i a l i 	 'D(3  F8'1)	 U s o    c u l o s 	 G  z l  k   t a k 1y o r u m 	 e o   k  n h 	 M e m a k a i   k a c a m a t a 	 M e m a k a i   k a c a m a t a 	 	6	M	.	>	  *	9	(	G	  9	B			 H a r   b r i l l e r 	 N o s  m   b r  l e 	 N o s z e   o k u l a r y 	 S z e m  v e g e s 	 S i l m  l a s i t 	 H a r   p    s e g   b r i l l e r 	 N o s  m   o k u l i a r e 	 B r i l d r a g e n d 	 G l a s  g o n   p  	 N o s i m   n a o 
a l e 	 P o r t   o c h e l a r i 	 N o s i m   o 
a l a 	   	 /   	 !  >G8;0	 	7	M	.	>	  	>	$	$	  	9	K		 9F  2/F	 4E  ~FF'	   	 				  					 
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a r e 	 K e   r w e t s e   d i k g a l a s e 	 N a k a s a l a m i n   a k o 	 W e a r i n g   g l a s s e s 	 S a k a   g l a s 	 N w   j  g  	 7V;4V@V:  :8N	 B e t a u r r e k o e k i n 	 N a k a s a l a m i n 	 L e v o   g a f a s 	 N a - e k p u   u g e g b e   a n y a 	 A g   c a i t h e a m h   s p  a c l a  
 
 S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 4 	 S M S 	 T I T L E ,   I C O N T E X T ,   C E M S _ 1 	 E M S   S T R _ P R E D E F I N E D _ A N I M A T I O N _ 1 4   n a m e 	 D e v i l 	 <Ɂ	 <8	 4(2	 D e m o n i o 	 D i a b l e 	 T e u f e l 	 '5@B5=>:	 D i a v o l o 	 4J7'F	 D i a b o 	 ^e y t a n i 	 a   n g c 	 S e t a n 	 S e t a n 	 6	H	$	>	(		 D j  v e l 	  b e l 	 D i a b e B	  r d  g 	 P a h o l a i s m a i n e n 	 D j e v e l 	 D i a b o l   	 D u i v e l 	 D j  v u l   	 V r a g 	 D i a v o l 	 V r a g 	 	 	 O2>;G5	 8	H	$	>	(		 47'F	 47'F	 	 						 6
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 
 S T R _ P R E D E F I N E D _ S O U N D _ 0 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 0   n a m e 	 C h i m e s   h i g h 	 'YvSbr	 'YvSb#X	 #01@*5"*9	 C a m p a n a s   a l t a s 	 C a r i l l o n s   a i g u e s 	 G l o c k e n t o n   h o c h 	 KA>:89  72>=	 C a r i l l o n   a l t i 	 /B)  9'DJ)	 S i n i n h o s   a l t o 	 Y  k s e k   s e s 	 C h u  n g   t i n g   l n 	 D e r i n g   t i n g g i 	 C h i m e   t i n g g i 	 			>	0	  $	G		  9	H		 K l o k k e r ,   h  j t 	 V y s o k    v y z v  n n  	 W y s o k i   d zw i k   d z w o n  w 	 M a g a s   h a r a n g s z  	 E p  i l e v  	 R i n g e   h  y t 	 V y s o k    z v o n k o h r a 	 H o g e   k l o k k e n 	 M u n t e r 	 C r k v e n o   z v o n o   v i s o k o 	 V o l u m   t a r e   s o n e r i e 	 B r a d a   v i s o k o 	     	   	 8A>:>  2J=	 			>			>	  	K	2	>	  .	K	 	>		 2F  (DF/	 E3  'HF'	   	 				  											 
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	   	 I - C h i m e s   h i g h 	 Z a n d i   z i p h e z u l u 	 K e n g e l e   j u u 	 H o    k l i n g e l 	 S k a r d u s   v a r p e l i s 	 L a b i   s a s k a n 	 C h i m e s   h i g h 	 2aq  rxrav{ve	   (   ) 	 C l o p o ce i    n a l t 	 	
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 
 S T R _ P R E D E F I N E D _ S O U N D _ 1 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 1   n a m e 	 C h i m e s   l o w 	 \vSbr	 \vSb#X	 #01@*5"H3	 C a m p a n a s   b a j a s 	 C a r i l l o n s   g r a v e s 	 G l o c k e n t o n   n i e d r i g 	 87:89  72>=	 C a r i l l o n   b a s s i 	 /B)  EF.A6)	 S i n i n h o s   b a i x o 	 A l  a k   s e s 	 C h u  n g   t i n g   n h 	 D e r i n g   r e n d a h 	 C h i m e   r e n d a h 	 			>	0	  '	@	.	@	  9	H	 	 K l o k k e r ,   l a v t 	 N  z k    v y z v  n n  	 N i s k i   d zw i k   d z w o n  w 	 M  l y   h a r a n g s z  	 S u r u l l i n e n 	 R i n g e   l a v t 	 N  z k a   z v o n k o h r a 	 L a g e   k l o k k e n 	 D y s t e r 	 C r k v e n o   z v o n o   n i s k o 	 V o l u m    n c e t   s o n e r i e 	 B r a d a   n i z k o 	     	   	 8A:>  2J=	 			>			>	  	K	2	>	  9	3	B		 2F  H*'G	 E3  F'	   	 				  											 
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	   	 I - C h i m e s   l o w 	 Z a n d i   z i s e z a n t s i 	 K e n g e l e   c h i n i 	 L a e   k l i n g e l 	 D u s l u s   v a r p e l i s 	 S l i k t i   s a s k a n 	 C h i m e s   l o w 	 Qan  rxrav{ve	   (   ) 	 C l o p o ce i   j o s 	 $
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	 ?.M8  (?.M(	 	 					  											 A l  a q   z Yn q 	 NO	 C a r i l l    b a i x 	 S o n n e r i e   f a i b l e 	 L  g   b j a l l a 	 C h i m e s   b a j o 	 8A:8  U2>=0	 S i n o   b a i x o 	 Z v o n a   n i s k o 	 C h i m e s   e   t l a s e 	 M a b a b a n g   k a m p a n a 	 C h i m e s   l o w 	 A m o   t a   y i   k a s a 	 D  d  n    r  	 "<5=3V  15;3V	 E z k i l t x o a k   -   b a x u 	 M a b a b a n g   k a m p a n a 	 C a m p  s   b a i x a s 	 C h a i m   d   a l a 	 C l i n g  n     s e a l 
 
 S T R _ P R E D E F I N E D _ S O U N D _ 2 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 2   n a m e 	 D i n g 	 r	 X	 4	 D i n g 	 D i n g 	 D i n g 	 2>=	 D i n g 	 5H*  'DEF(G	 C a m p a i n h a 	 D i n g 	 C h u  n g   n g   h 	 D i n g 	 D i n g 	 !	?				 D i n g 	 D i n g 	 D i n g 	 D i n g 	 V A U ! 	 D i n g 	 T  n 	 D i n g 	 K l i n g 	 Z v o n c e 	 D i n g 	 M e t a t i 	 D i n g 	 	 8=3	 	#		#		 /F	 *B1(	 	 				 $
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 
 S T R _ P R E D E F I N E D _ S O U N D _ 3 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 3   n a m e 	 T a D a 	 UUr	 UUX	 22	 T a D a 	 T a D a 	 T a D a 	 "00	 T a D a 	 F'/'	 T c h a n - t c h a n 	 T a D a 	 T i n g   l  c   c  c 	 T a D a 	 T a D a 	 	>	!	>		 D a D a 	 T a D a 	 T a D a 	 T a D a 	 K y y n e l e e t 	 T a D a 	 T a d  	 T a D a 	 T a D a 	 T a D a 	 T a D a 	 T a D a 	 T a D a 	 	 "00	 	>	!	>		 *'/'	 T a D a 	 	 					 
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 
 S T R _ P R E D E F I N E D _ S O U N D _ 4 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 4   n a m e 	 N o t i f y 	 1Xr	 bX	 AI@7-	 N o t i f i c a c i  n 	 N o t i f i e r 	 B e n a c h r i c h t i g e n 	 #254><;5=85	 N o t i f i c a 	 ED'-8)	 N o t i f i c a r 	 U y a r 	 T h  n g   b  o 	 P e r i n g a t a n 	 B e r i t a h u 	 8	B		?	$	  	0	(	>		 U n d e r r e t 	 O z n  m e n  	 P o w i a d o m 	  r t e s  t  s 	 S i l m  n i s k u 	 M e l d i n g 	 O z n  m e n i e 	 M e l d i n g 	 M e d d e l a r 	 O b a v i j e s t 	 N o t i f i c a r e 	 O b v e s t i 	 	 	 725AB8	 	>	9	@	0		 '9D'F	 '9D'F  1F'	 	 										 8
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	 	 Y a z i s a 	 Y a z i s a 	 A r i f u 	 S t e l   i n   k e n n i s 	 .s p j i m a s 	 P a z i Fo 	 T e a v i t a 	 >avxxt	   	 N o t i f i c a r e 	 
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 
 S T R _ P R E D E F I N E D _ S O U N D _ 5 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 5   n a m e 	 D r u m 	 r	 X	 %-	 T a m b o r 	 T a m b o u r 	 T r o m m e l 	 0@010=	 T a m b u r o 	 7(D)	 T a m b o r 	 D a v u l 	 T r n g 	 D r u m 	 D r a m 	 "	K	2		 T r o m m e 	 B u b e n 	 B b e n k i 	 D o b 	 R u m m u t 	 T r o m m e 	 B u b o n 	 T r o m m e l 	 T r u m m o r 	 B u b a n j 	 T o b 	 B o b n a j 	 	 	 0@010=	 !	M	0	.		 7(D	 1E	 	 						 !
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	 !M0.	 	 						 B a r a b a n 	 r	 T a m b o r 	 T a m b o u r 	 T r o m m a 	 D r u m 	 "0?0=	 C i l i n d r o 	 B u b a n j 	 M o r o p a 	 T a m b o l 	 D r u m 	 G a n g a 	  l  	 01K;	 D a n b o r r a 	 T a m b o l 	 T a m b o r 	 g b a 	 D r u m a 
 
 S T R _ P R E D E F I N E D _ S O U N D _ 6 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 6   n a m e 	 C l a p s 	 cr	 cX	 #!7-	 A p l a u s o s 	 C l a p 	 K l a t s c h e n 	 ?;>48A<5=BK	 B a t t i m a n o 	 'D*5AJB	 A p l a u s o s 	 A l k 1_	 V   t a y 	 T e p u k   t a n g a n 	 T e p u k a n 	 $	>	2	?	/	>			 K l a p 	 P o t l e s k 	 K l a s k a n i e 	 T a p s 	 T a p u t u k s i a 	 K l a p p 	 A p l a u z 	 K l a p p e n 	 A p p l  d 	 P l j e s a k 	 A p l a u z e 	 P l o s k 	 	   	  J:>?;OA:0=5	 	>	3	/	>		 /3*  2/F	 *'D'	 	 									 $
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	 $>3?	 	 									 l    a l m a q 	 c	 A p l a u d i m e n t s 	 A p p l a u d i s s e m e n t s 	 K l a p p 	 C l a p s 	  0:>?;5A:0Z5	 P a l m a s 	 T a p aa n j e 	 M a h o f i 	 M g a   p a l a k p a k 	 C l a p s 	 T a p a w a 	 P  t w 	 (0?0;0B0C	 T x a l o a k 	 P a l a k p a k 	 P a l m a s 	 A k a   k k   g a 	 B u a l a d h   b o s 
 
 S T R _ P R E D E F I N E D _ S O U N D _ 7 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 7   n a m e 	 F a n F a r e 	 {jr	 {PNX	 A#@5H"'	 B o m b o s   y   p l a t i l l o s 	 F a n f a r e 	 F a n f a r e 	 $0=D0@K	 F a n f a r a 	 E2E'1	 F a n f a r r a 	 F a n F a r 	 K  n   l n h 	 F a n F a r 	 N a f i r i 	 +	H	(	+	G	/	0		 F a n f a r e 	 F a n f  r a 	 F a n f a r a 	 F a n f  r 	 F a n f a a r i 	 F a n F a r 	 F a n f  r a 	 F a n f a r e 	 F a n f a r 	 F a n f a r e 	 F a n F a r e 	 F a n F a r 	 F a n F a r 	 	 $0=$0@	 +	E	(	+	>	0		 4~H1	 AF  A&1	   	 									 '
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	 	 I - F a n F a r e 	 F a n F a r e 	 M s h i n d o   w a   M a t a r u m b e t a 	 F a n f a r e 	 F a n f a r a 	 F a n f a r a s 	 F a n F a r e 	 Gex	 	 F a n f a r 	 +
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 
 S T R _ P R E D E F I N E D _ S O U N D _ 8 	 S M S 	 I C O N T E X T 	 E M S   S T R _ P R E D E F I N E D _ S O U N D _ 8   n a m e 	 C h o r d   h i g h 	 ؚT	 ؚT	 -#L*9	 A c o r d e   a l t o 	 A c c o r d   a i g u 	 A k k o r d   h o c h 	 KA>:89  0::>@4	 C o r d a   a l t a 	 5H*  9'DJ	 A c o r d e   a l t o 	 Y  k s e k   a k o r 	 C u n g   c a o 	 C h o r d   t i n g g i 	 K o r d   t i n g g i 	 
			@	  !	K	0		 A k k o r d ,   h  j 	 V y s o k    a k o r d 	 W y s o k i   a k o r d 	 M a g a s   a k k o r d 	 M i e l i   k o r k e a l l a 	 H  y   a k k o r d 	 V y s o k    a k o r d 	 H o g e   s n a r e n 	 A c k o r d   l j u s 	 S u z v u k   v i s o k i 	 A c o r d    n a l t 	 V i s o k i   a k o r d 	   	   	 8A>:  :>@4	 $		$	A	5	>	&	M	/	>		@	$	>	0	  					 "E2G  (DF/	 yHF  'HF'	   	 				  				 $
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 
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 
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i n a   o b j e k t a   n i j e   d o p u at e n a 	 O b i e c t   n e a c c e p t a t 	 V e l i k o s t   P r e d m e t a   N i   D o v o l j e n a 	             	     	 5?>72>;5=  @07<5@  =0  >15:B0	 		&	M	&	G	6	M	/	  .	>	(	M	/	  (	>	9	@		 4!  ~4*('F  F4/G  '3*	 4    ','2*  F	     	 										  								  		  	 5
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N/ecirN	 O b j e c t e   n o   a d m  s 	 O b j e t   n o n   p r i s   e n   c h a r g e 	 H l u t u r i n n   e r    s t u d d u r 	 O b j e t o   n o   s o p o r t a d o 	 1X5:B>B  =5  5  ?>44@60=	 O b j e t o   n  o   a c e i t o 	 P r e d m e t   n i j e   p o d r ~a n 	 O b j e k t e   h a   e   t s h e h e t s w e 	 H i n d i   s u p o r t a d o   a n g   b a g a y 	 O b j e c t   n o t   s u p p o r t e d 	 A b i n   n a n   b a b u   g o y o n   b a y a 	 K    ce    t  l y  n   f u n   n k a n 	 KA0=  >;40C;K  5<5A	 E u s k a r r i r i k   g a b e k o   g a u z a 	 H i n d i   s u p o r t a d o   a n g   b a g a y 	 O b x e c t o   n o n   s o p o r t a d o 	 b j e e k t   a k w a d o g h i 	 N  l   t a c    a n n   d o n   o i b i a c h t 
 
 S T R _ S M S _ I N S E R T _ P H B _ N U M B E R _ I D 	 S M S 	 I C O N T E X T 	 S T R _ S M S _ I N S E R T _ P H B _ N U M B E R _ I D 	 I n s e r t   c o n t a c t   n u m b e r 	 ceQoa}N_x	 ceQT|NSx	 C*H+!2"@%9I4H-	 I n s e r t a r   n  m e r o   d e   c o n t a c t o 	 I n s  r e r   n u m  r o   d u   c o n t a c t 	 K o n t a k t n u m m e r   e i n f  g e n 	 AB02LB5  =><5@	 I n s e r i s c i   n u m e r o   d i   c o n t a t t o 	 #/.D  1BE  'DE*5D	 I n s e r i r   n  m e r o   d o   c o n t a c t o 	 N u m a r a   g i r 	 C h  n   s   i n   t h o i 	 S i s i p k a n   n o m o r   k o n t a k 	 M a s u k k a n   n o m b o r   k e n a l a n 	 8		*	0	M		  (		,	0	  !	>	2	G			 	 	 	 P a r t n e r   s z  m  n a k   b e s z  r  s a 	 	 	 	 N u m m e r   i n v o e g e n 	 	 	 I n s e r a r e   n u m r 	 	 	   	 	 I n s e r t   P H B   N u m b e r 	 4E'1G  E.'7(  1'  H'1/  F/	   /'.D    ,&P H B FE(1	     	   									  					  						  				  	 *
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	   	 F a k a   i n a m b a 	 F a k a   i n o m b o l o 	 I n g i z a   n a m b a r i 	 V o e g   k o n t a k n o m m e r   i n 	 .t e r p t i   n u m e r /	 I e s p r a u s t   n u m u r u 	 S i s e s t a   n u m b e r 	 Dxacel  pata	   	 I n s e r a r e   n u m r 	 (
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 
 S T R _ S M S _ I N S E R T _ P H B _ N A M E _ I D 	 S M S 	 I C O N T E X T 	 S T R _ S M S _ I N S E R T _ P H B _ N A M E _ I D 	 I n s e r t   c o n t a c t   n a m e 	 ceQoa}NY
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7H-9I4H-	 I n s e r t a r   n o m b r e   d e   c o n t a c t o   	 I n s  r e r   n o m   d u   c o n t a c t 	 K o n t a k t n a m e n   e i n f  g e n 	 AB02LB5  8<O	 I n s e r i s c i   n o m e   c o n t a t t o 	 #/.D  '3E  'DE*5D	 I n s e r i r   n o m e   d o   c o n t a c t o 	 0s i m   g i r 	 C h  n   t  n   	 S i s i p k a n   n a m a   k o n t a k 	 M a s u k k a n   n a m a   k e n a l a n 	 8		*	0	M		  (	>	.	  !	>	2	G			 	 	 	 P a r t n e r   n e v  n e k   b e s z  r  s a 	 	 	 	 N a a m   i n v o e g e n 	 	 	 I n s e r a r e   n u m e 	 	 	   	 	 I n s e r t   P H B   N a m e 	 F'E  E.'7(  1'  H'1/  F/	   /'.D  ,&P H B FE(1	     	   			  						  					 *
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	   	 F a k a   i g a m a 	 F a k a   i g a m a 	 I n g i z a   j i n a 	 V o e g   k o n t a k n a a m   i n 	 .t e r p t i   v a r d 	 I e s p r a u s t   v r d u 	 S i s e s t a   n i m i 	 Dxacel  avxv	   	 I n s e r a r e   n u m e 	 *
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TW[	 I n s e r i u   e l   n o m   d e l   c o n t a c t e 	 I n s  r e r   l e   n o m   d u   c o n t a c t 	 S e t j a   i n n   n a f n   t e n g i l i  a r 	 I n s e r t a r   n o m b r e   d e   c o n t a c t o 	 =5A8  8<5  70  :>=B0:B	 I n s e r i r   n o m e   d e   c o n t a t o 	 U n e s i   k o n t a k t   i m e 	 K e n y a   l e b i t s o   l a   m o t h o 	 I p a s o k   a n g   p a n g a l a n   n g   k o n t a k 	 I n s e r t   c o n t a c t   n a m e 	 S h i g a r   d a   s u n a y e 	 F i   o r  k   o l  b  s  r    s  i 	 AB5A  :VAV  0BK=  :V@VABV@C	 I z e n a   s a r t u 	 I p a s o k   a n g   p a n g a l a n   n g   k o n t a k 	 I n s e r i r   n o m e   d e   c o n t a c t o 	 F a n y e   a h a   a n a - a k p 	 I o n t r  i l   a i n m   a n   t e a g m h  l a  
 
 S T R _ S M S _ I N S E R T _ B O O K M A R K _ I D 	 S M S 	 I C O N T E X T 	 S T R _ S M S _ I N S E R T _ B O O K M A R K _ I D 	 I n s e r t   b o o k m a r k 	 ceQfd|	 ceQfN~{	 A#8J!2#L	 I n s e r t a r   m a r c a d o r 	 I n s  r e r   s i g n e t 	 L e s e z e i c h e n   e i n f  g e n 	 AB02LB5  70:;04:C	 I n s e r i s c i   s e g n a l i b r o 	 #/.D  9D'E	 I n t r o d u z i r   m a r c a d o r 	 Y e r   i m i   g i r 	 a   v  o    n h   d u 	 S i s i p k a n   p e n a n d a 	 M a s u k k a n   p e n a n d a   b u k u   	 ,	A		.	>	0	M		  !	>	2	G			 	 	 	 K  n y v j e l z Q  b e s z  r  s a 	 	 	 	 B l a d w i j z e r   i n v o e g e n 	 	 	 I n s e r a r e   m a r c a j 	 	 	   	 	 ,	A		.	>	0	M		  	(	8	0	M		  	0	>		 F4'FG  0'1I  1'  H'1/  CFJ/	 (    E'1  /'.D  ,&	       	 								  								  					 ,
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	     	 F a k a   i b h u k u m a k a 	 F a k a   i b h u k m a k i 	 I n g i z a   k i a l a m a 	 V o e g   b o e k m e r k   i n 	 .t e r p t i   ~y m e l 	 I e s p r a u s t   g r m a t z +m i 	 L i s a   j  r j e h o i d j a 	 Dxacel  g{avkw	   	 I n s e r a r e   m a r c a j 	 ,
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	 ,A.>0M  8(M(?,G6  0(M$A	 	 								  										  				 K i t a b   n i _a n Ys i n i   d a x i l   e t 	 ceQfd|	 I n s e r i u   a d r e  a   d  i n t e r  s 	 I n s  r e r   l e   s i g n e t 	 S e t j a   i n n   b  k a m e r k i 	 I n s e r t a r   m a r c a d o r 	 =5A8  >15;56C20G	 I n s e r i r   i n d i c a d o r 	 U n e s i   o z n a k u 	 K e n y a   b o o k m a r k 	 I p a s o k   a n g   b o o k m a r k 	 I n s e r t   b o o k m a r k 	 S h i g a r   d a   t a k a r d a n   a l a m u 	 F i   b  k  m a  k    s  i 	 5B15;3V  :V@VABV@C	 L a s t e r m a r k a   s a r t u 	 I s i n g i t   a n g   b o o k m a r k 	 I n s e r i r   m a r c a d o r 	 F a n y e   b u k m a a k 	 I o n s  i g h   l e a b h a r m h a r c 
 
 C H A T _ S T R I N G _ I D 	 C h a t A p p 	 T I T L E ,   I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 C h a t A p p 	 J)Y	 J)Y	 C h a t A p p 	 C h a t A p p 	 C h a t A p p 	 C h a t - A n w 	 @8;>65=85  '0B	 C h a t A p p 	 /1/4)	 A p l i c a   o   d e   c o n v e r s a   o 	 S o h b e t   U y g u l a m a s 1	 n g   d n g   t  n   g u 	 A p p l i k a s i   c h a t t i n g 	 A p l i k a s i   B u a l 	 	H		A p p 	 C h a t A p p l i k a t i o n 	 C h a t A p p 	 A p l i k a c j a   c z a t u 	 C h a t - a l k a l m a z  s 	 C h a t S o v 	 C h a t t A p p 	 C h a t A p p 	 C h a t t o e p a s s i n g 	 C h a t t A p p 	 C h a t A p p 	 A p l i c a ci e   d i s c u ci e 	 C h a t A p p 	 C h a t A p p 	 C h a t A p p 	 '0B  @8;>6. 	 	E			*		 (1F'EG  ~  2FI	 y  '~  	 	 					  						 
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	   	 I - C h a t A p p 	 A p l i k .   Y o k u n c o k o l a 	 P r o g r a m u - t u m i z i   y a   k u p i g a   s o g a 	 K l e t s P r o g 	 P o k a l b i o   s u s i t a r i m a s 	 C h a t A p p 	 C h a t A p p 	 C h a t A p p 	 	 A p l i c a ci e   d i s c u ci i 	 
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 
 C H A T _ S T R I N G 1 	 C h a t A p p 	 I C O N T E X T 	 C h a t   R o o m   N o   1 	 C h a t   r o o m   1 	 J)Y[ N	 J)Y[ N	 +I-*2  1 	 s a l a   d e   c h a r l a 1 	 D i s c u s s i o n   1 	 C h a t - R a u m   1 	 '0B  @C??01 	 C h a t   r o o m   1 	 :1A)  'D/1/4)  1 	 S a l a   d e   c o n v e r s a   o   1 	 S o h b e t   O d a s 11 	 P h  n g   t  n   g u   1 	 R u a n g   N g o b r o l 1 	 B i l i k   b u a l 1 	 	H		  0	B	.	  1 	 C h a t   R u m 1 	 M  s t n o s t   1 	 P o k  j   c z a t u 1 	 C s e v e g Qs z o b a   1 	 C h a t t i h u o n e   1 	 C h a t t e r o m 1 	 C h a t o v a c i a   m i e s t n o s e  1 	 C h a t r o o m 1 	 C h a t t R u m 1 	 P r i 
a o n i c a   s o b a 1 	 C a m e r   d e   d i s c u ci i   1 	 C h a t   S o b a 1 	     1 	   '   1 	 '0B  !B0O1 	 	E		  0	B	.	1 	 ~'G  1 	 y  1HE  1 	   1 	 					  		  		 
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 
 C H A T _ S T R I N G 2 	 C h a t A p p 	 I C O N T E X T 	 C h a t   R o o m   N o   2 	 C h a t   r o o m   2 	 J)Y[N	 J)Y[N	 +I-*2  2 	 s a l a   d e   c h a r l a 2 	 D i s c u s s i o n   2 	 C h a t - R a u m   2 	 '0B  @C??02 	 C h a t   r o o m   2 	 :1A)  'D/1/4)  2 	 S a l a   d e   c o n v e r s a   o   2 	 S o h b e t   O d a s 12 	 P h  n g   t  n   g u   2 	 R u a n g   N g o b r o l 2 	 B i l i k   b u a l 2 	 	H		  0	B	.	  2   	 C h a t   R u m 2 	 M  s t n o s t   2 	 P o k  j   c z a t u 2 	 C s e v e g Qs z o b a   2 	 C h a t t i h u o n e   2 	 C h a t t e r o m 2 	 C h a t o v a c i a   m i e s t n o s e  2 	 C h a t r o o m 2 	 C h a t t R u m 2 	 P r i 
a o n i c a   s o b a 2 	 C a m e r   d e   d i s c u ci i   2 	 C h a t   S o b a 2 	     2 	   '   2 	 '0B  !B0O2 	 	E		  0	B	.	2 	 ~'G  2 	 y  1HE  2 	   2 	 					  		  		 
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 
 C H A T _ R O O M _ M E N U _ T E X T 	 C h a t A p p 	 T I T L E ,   I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 C h a t 	 J)Y	 J)Y	 *2	 c h a r l a r 	 D i s c u s s i o n 	 C h a t 	 '0B	 C h a t 	 /1/4)	 C o n v e r s a r 	 S o h b e t 	 T  n   g u 	 N g o b r o l 	 B u a l 	 	H			 C h a t 	 C h a t 	 C z a t 	 C h a t 	 C h a t 	 C h a t 	 C h a t 	 C h a t 	 C h a t t 	 P r i 
a o n i c a 	 D i s c u ci e 	 C h a t 	 	 ' 	 '0B	 	E		  	0	>		 ~	 y	   	 						 
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 
 C H A T _ R O O M _ E N D 	 C h a t A p p 	 I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 E n d 	 P}_g	 ~_g	 	 F i n a l i z a r 	 F i n 	 B e e n d e n 	 0:>=G8BL	 F i n e 	 'F*G'!	 T e r m i n a r 	 S o n l a n d 1r 	 K t   t h  c 	 S e l e s a i 	 T a m a t 	 8	.	>	*	M	$		 A f s l u t 	 U k o n 
i t 	 Z a k o Dc z 	 B e f e j e z  s 	 L o p p u 	 A v s l u t t 	 K o n i e c 	 E i n d e 	 A v s l u t a 	 K r a j 	  n c h e i e r e 	 K o n e c 	 	 	 @09	 8	.	>	*	M	$		 ~'J'F	 '.**'E  ,&	     	 							 
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o`	 QJ)YOo`	 @5"I-'2!	 R e d a c t a r   m e n s a j e 	  c r i r e   m e s s a g e 	 M i t t e i l u n g   s c h r e i b e n 	 8A0BL  G0B  A>>1I5=85	 S c r i v i   M e s s a g g i o   d i   c h a t 	 C*'()  'D13'D)	 E s c r e v e r   m e n s a g e m 	 M e s a j   y a z 	 S o n   t i n   n h n 	 T u l i s   p e s a n 	 T u l i s   m e s e j 	 8		&	G	6	  2	?		G			 S k r i v   B e s k e d 	 N a p s a t   z p r  v u 	 W p i s z   w i a d o m o [	  z e n e t    r  s a 	 K i r j o i t a   v i e s t i 	 S k r i v   m e l d i n g 	 N a p  s a e  s p r  v u 	 B e r i c h t   s c h r i j v e n 	 S k r i v   n y t t   m e d d e l a n d e 	 U p i ai   p o r u k u 	 S c r i e ci   u n   m e s a j 	 P i ai   S p o r o 
i l o 	   	   	 0?8H8  !J>1I5=85	 8		&	G	6	  2	?	9	>		 FH4*F  ~'E	 ~:'E  D	   	 						  						 8
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a s n o u   m  s t n o s t 	 Z m i e D  b i e |c y   p o k  j   c z a t u 	 A k t  v   c h a t s z o b a   l e c s e r  l  s e 	 V a i h d a   c h a t t i h u o n e t t a 	 E r s t a t t   n  v  r e n d e   c h a t t e r o m 	 Z m e n i e  s  
a s n    c h a t o v a c i u   m i e s t n o s e	 H u i d i g e   c h a t r o o m   v e r v a n g e n 	 E r s  t t   a k t u e l l t   c h a t t r u m 	 Z a m i j e n i   t r e n u t n u   s o b u   p r i 
a o n i c e 	  n l o c u i r e   c a m e r   d e   d i s c u ci i   c u r e n t 	 N a d o m e s t i   T r e n u t n o   C h a t   S o b o 	       	     '   	 @5<5AB8  "5:CI0B0  '0B  !B0O	 8	'	M	/	>		@	  	E		  0	B	.		 ,'2F  '*'B  A*H  A9D	 EH,H/  y  1HE  (/D  /	       	 									  					  					  							  				  				 *
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a o n i c e 	 I n f o r m a ci i   c a m e r   d e   d i s c u ci i 	 I n f o r m a c i j e   C h a t   S o b e 	     	     ' 	 '0B  !B0O  =D>	 	E		  0	B	.	  .	>	9	?	$	@		 E4.5'*  ~'G	 y  1HE    E9DHE'*	     	 					  			  					 
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 
 C H A T _ R O O M _ N E W _ S T R 	 C h a t A p p 	 I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 S t a r t   n e w 	 YJ)Y	  _YJ)Y	 @#4H!C+!H	 I n i c i a r   n u e v a 	 C o m m e n c e r   u n e   n o u v e l l e   d i s c u s s i o n 	 N e u   s t a r t e n 	 0G0BL  =>2K9	 C o m i n c i a   N u o v o 	 (/'J)  ,/J/)	 I n i c i a r   n o v a 	 Y e n i   b a _l a t 	 B t   u   m i 	 M u l a i   B a r u 	 M u l a   b a r u 	 (	/	>	  6	A	0	B	  	0	G			 S t a r t   N y 	 Z a 
 t   z n o v u 	 R o z p o c z n i j   n o w y 	  j   i n d  t  s a 	 A l o i t a   u u s i 	 S t a r t   n y 	 S p u s t i e  n o v  	 N i e u w e   s t a r t e n 	 B  r j a   n y t t 	 P o k r e n i   n o v o 	  n c e p e ci   o   n o u   d i s c u ci e 	 Z a ~e n i   N o v 	   	   	 0?>G=8  >2	 (	5	>	  *	M	0	>	0		-		 41H9  ,/J/	 F'  41H9  ,&	   	 				  					 (
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	   	 Q a l a   o k u s h a 	 Q a l a   e n t s h a 	 A n z a   u p y a 	 B e g i n   n u w e 	 P a l e i s t i   n a u j 	 S k t   j a u n u 	 A l u s t a   u u t 	 Mo}el  vxh	   	 P o r n i r e   n o u 	 *
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 
 S T R _ C L E A R _ C H A T _ R O O M _ Q U E R Y 	 C h a t A p p 	 P O P U P C O N F I R M 	 C h a t A p p _ S t r i n g _ I D 	 C l e a r   c h a t   r o o m ? 	 nzzJ)Y[	 nzzJ)Y[	 %I2+I-*2	 B o r r a r   s a l a   d e   c h a r l a 	 E f f a c e r   l a   s a l l e   d e   d i s c u s s i o n 	 C h a t r a u m   l  s c h e n 	 CAB0O  3@C??0  G0B0? 	 V u o i   c a n c e l l a r e   l a   C h a t - r o o m 	 'D:'!  :1A)  'D/1/4)	 A p a g a r   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1n 1  t e m i z l e 	 X  a   p h  n g   t  n   g u 	 B e r s i h / K a m a r   O b r o l a n 	 K o s o n g k a n   b i l i k   b u a l 	 	H		  0	B	.	  	M	2	@	/	0	  	0	G			 R y d   C h a t   R u m 	 S m a z a t   m  s t n o s t 	 W y c z y [  p o k  j   c z a t u 	 C h a t s z o b a   t  r l  s e 	 T y h j e n n    c h a t t i h u o n e 	 F j e r n   c h a t t e r o m 	 V y m a z a e  c h a t o v a c i u   m i e s t n o s e	 C h a t r o o m   w i s s e n 	 R a d e r a   c h a t t r u m 	 I s p r a z n i   s o b u   p r i 
a o n i c e 	 E l i b e r a r e   c a m e r   d e   d i s c u ci i 	 O 
i s t i   C h a t   S o b o   	     	     ' 	 7G8AB8  '0B  !B0O	 *	A	8	B	(	  	>		>	  	E		  0	B	.		 ~'  1/F  '*'B  A*H	 y  1HE  H  5'A  ,&	       	 					  			  				  						 8
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 
 S T R _ S A V E _ C H A T _ I N F O 	 C h a t A p p 	 P O P U P C O N F I R M 	 C h a t A p p _ S t r i n g _ I D 	 S a v e   c h a t   r o o m   i n f o ? 	 2QX[J)Y[-[	 OX[J)Y[n	 16I-!9%+I-*2	 G u a r d a r   i n f o r m a c i  n   d e   s a l a   d e   c h a r l a 	 E n r e g i s t r e r   l e s   i n f o r m a t i o n s   d e   l a   s a l l e   d e   d i s c u s s i o n 	 C h a t r a u m i n f o   s p e i c h e r n 	 !>E@0=.   8=D>  3@C??K  G0B0? 	 V u o i   s a l v a r e   l e   I n f o r m a z i o n i   s u l l a   C h a t - r o o m ? 	 -A8  E9DHE'*  :1A)  'D/1/4)	 G u a r d a r   i n f o r m a   o   d a   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1  b i l g i s i n i   k a y d e t 	 L u   t h  n g   t i n   p h  n g   t  n   g u 	 S i m p a n   I n f o   K a m a r   O b r o l a n 	 S i m p a n   i n f o   b i l i k   b u a l 	 	H		  0	B	.	  8	A	0		M	7	?	$	  	0	G			 G e m   C h a t   R u m   i n f o 	 U l o ~i t   i n f o r m a c e   o   m  s t n o s t i 	 Z a p i s z   i n f o r m a c j e   o   p o k o j u   c z a t u 	 C h a t s z o b a   a d a t a i n a k   m e n t  s e 	 T a l l e n n a   c h a t t i h u o n e t i e d o t 	 L a g r e   c h a t t e r o m i n f o 	 U l o ~i e  i n f o r m  c i e   o   c h a t o v a c e j   m i e s t n o s t i 	 G e g e v e n s   v a n   c h a t r o o m   o p s l a a n 	 S p a r a   c h a t t r u m i n f o 	 S p r e m i   p o d a t k e   o   s o b i   p r i 
a o n i c e 	 S a l v a r e   i n f o r m a ci i   c a m e r   d e   d i s c u ci i 	 S h r a n i   I n f o r m a c i j e   C h a t   S o b e 	       	       ' 	 0?078  '0B  !B0O  =D>	 8	G	5	M	9	  	E		  0	B	.	  .	>	9	?	$	@		 0.1G  '7D'9'*  '*'B  A*H	 y  1HE    E9DHE'*  E-AH8  ,&	         	 					  			  				  				  					 
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? 	         ? 	 G c i n a   u l w a z i   l w e g u m b i   l e n g x o x o ? 	 G c i n e   u l w a z i   n g e g u m b i   l o k u n c o k o l a ? 	 H i f a d h i   h a b a r i   y a   c h u m b a   c h a   k u p i g a   s o g a ? 	 B e r g   k l e t s k a m e r - i n l i g t i n g 	 .r a ay t i   p o k a l b i s  k a m b a r i o   i n f o r m a c i j ? 	 S a g l a b t   t r z t a v a s   i n f o . ? 	 S a l v e s t a n   j u t u t o a   t e a b e ? 	 Japzave^l  yak  }evuaok  ta}kv  ereoxiuxvh	         ? 	 S a l v a ci   i n f o r m a ci i l e   c a m e r e i   d e   c h a t ? 	 
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 
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a o n i c e 	 P r s i r e   c a m e   d e   d i s c u ci i 	 P r e k l i 
i   C h a t   S o b o 	     	     ' 	 @5:@0B8  '0B  !B0O	 	M	5	?		  	E		  0	B	.		 *1  '*'B  A*H	 y  1HE  H  /	       	 					  			  				  						  					 
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 s l o   P H B 	 W p r o w a d z     n u m e r   P H B 	 P a r t n e r   s z  m  n a k   b e s z  r  s a 	 A n n a   P H B - n u m e r o 	 T a s t   i n n   P H B - n u m m e r 	 V l o ~i e  
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7H-@%H-	1	 M i   a p o d o 	 M o n   s u r n o m 	 M e i n   N i c k n a m e 	 >9  =8:	 I l   m i o   S o p r a n n o m e 	 '3EJ  'DE3*9'1	 A   m i n h a   a l c u n a 	 T a k m a   a d 1m 	 T  n   h i u   c a   t  i 	 N a m a   p a n g g i l a   s a y a 	 N a m a   b e r i a n   s a y a 	 .	G	0	>	  		*	(	>	.		 M i t    g e n a v n 	 M o j e   p Ye z d  v k a 	 M o j e   p s e u d o 	 B e c e n e v e m 	 K u t s u m a n i m e n i 	 M i t t   k a l l e n a v n 	 M o j a   p r e z  v k a 	 M i j n   b i j n a a m 	 M i t t   a n v  n d a r n a m n 	 M o j   n a d i m a k 	 P o r e c l a   m e a 	 M o j   V z d e v e k 	     	   	 >9  8:	 .	>		>	  		*	(	>		5		 F'E  .H/E'FI  EF	 E1'  91A  F'E	   	 				  			  				 .
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 
 C H A T R O O M _ D E S T I N A T I O N 	 C h a t A p p 	 I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 D e s t n .   n u m b e r 	 
\eq_x	 [e5u݋Sx	 +!2"@%%2"2	 N  m e r o   d e   d e s t i n o 	 N u m  r o   d e   d e s t i n a t i o n 	 Z i e l n u m m e r 	 ><5@  =07=0G5=8O	 N u m e r o   d e s t . 	 1BE  'DE*5D	 N  m e r o   d e   d e s t i n o 	 H e d e f   N u m a r a s 1	 S    c h 	 N o m o r   t u j u a n 	 N o m o r   d e s t i n a s i 	 D e s t n .   8			M	/	>		 F j e r n   N u m m e r 	 V z d  l e n    
 s l o 	 N u m e r   z d a l n y 	 R e n d e l t e t  s i   s z  m 	 K a u k o n u m e r o 	 F j e r n n u m m e r 	 V z d i a l e n    
 s l o 	 B e s t e m m i n g s n u m m e r 	 F j  r r n u m m e r 	 U d a l j e n i   b r o j 	 N u m r   d e   d e s t i n a ci e 	 O d d a l j e n a   `t e v i l k a 	   s 	   	 B40;5G5=  ><5@	 (		,	0	  	>	"	B	(	  	>		>		 4E'1G  EB5/	 1EHy  FE(1	   	   									  					  	 0
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 C H A T R O O M _ E M P T Y _ E R R O R 	 C h a t A p p 	 P O P U P 	 C h a t A p p _ S t r i n g _ I D 	 N o   d e s t i n a t i o n   n u m b e r 	 !q
\eq_x	 e[e5u݋Sx	 D!H!5+!2"@%%2"2	 S i n   n  m e r o   d e   d e s t i n o 	 A u c u n   n u m  r o   d e   d e s t i n a t i o n 	 K e i n e   Z i e l n u m m e r 	 5B  =><5@0  =07=0G5=8O	 N e s s u n   N u m e r o   d i   D e s t i n a z i o n e 	 1BE  'DE*5D  :J1  EH,H/	 S e m   n  m e r o   d e   d e s t i n o 	 H e d e f   N u m a r a s 1  Y o k 	 K h  n g   c    s    c h 	 N o m o r   t u j u a n   t i d a k   a d a 	 T i a d a   n o m b o r   d e s t i n a s i 	 		$	5	M	/	  (		,	0	  (	9	@			 I n t e t   D e s t i n a t i o n s   N u m m e r 	 } d n    c  l o v    
 s l o 	 B r a k   n u m e r u   p r z e z n a c z e n i a 	 N i n c s   m e g a d v a   c  l   t e l e f o n s z  m 	 E i   k o h d e n u m e r o a 	 I k k e   n o e   d e s t i n a s j o n s n u m m e r 	 }i a d n e   u m i e s t e n i e   
 s l a 	 G e e n   b e s t e m m i n g s n u m m e r 	 I n g e t   m  l n u m m e r 	 B r o j   b e z   o d r e d i at a 	 N u m r u l   d e   d e s t i n a ci e   l i p s e _t e 	 N i   C i l j n e   `t e v i l k e 	     	     	 O<0  ><5@  =0  5AB8=0F8OB0	 8	M	%	3	  (		,	0	  (	>	9	@		 4E'1G  EB5/  EH,H/  FJ3*	 H&  EF2D  FE(1  F	     	 			    									    					  				 *
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	     	 A y i k h o   i n a m b a   y a l a p h o   k u y i w a   k h o n a 	 A k u k h o   n o m b o l o   y e n d a w o   e k u s i n g w a   k u y o 	 H a k u n a   n a m b a r i   y a   m w i s h i l i o 	 G e e n   b e s t e m m i n g n o m m e r   n i e 	 N r a   p a s k i r t i e s   n u m e r i o 	 N a v   s a Fm j a   n u m u r a 	 S i h t n u m b e r   p u u d u b 	 Fwavaotav  pata  yoa	     	 N i c i u n   n u m r   d e   d e s t i n a ci e 	 !
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 
 C H A T R O O M _ D U P L I C A T E _ E R R O R 	 C h a t A p p 	 P O P U P 	 C h a t A p p _ S t r i n g _ I D 	 D u p l i c a t e   n u m b e r 	 _x͑	 Sx͑
Y	 +!2"@%I3	 D u p l i c a r   n  m e r o 	 D u p l i q u e r   l e   n u m  r o 	 N u m m e r   d u p l i z i e r e n 	 C1;8@>2.   =><5@	 D u p l i c a   i l   N u m e r o 	 1BE  EC11	 C o p i a r   n  m e r o 	 N u m a r a y 1   o a l t 	 N h  n   b n   s 	 N o m o r   D u p l i k a t 	 N o m b o r   d u p l i k a t 	 !	A	*	M	8	@		G		  (		,	0	 	 D u p l i k  r   N u m m e r 	 D u p l i k o v a t   
 s l o 	 P o w i e l   n u m e r 	 K  t s z e r   s z e r e p l Q  s z  m 	 P   l l e k k  i n e n   n u m e r o 	 D u p l i k a t n u m m e r 	 D u p l i k o v a e  
 s l o 	 D u b b e l   n u m m e r 	 K o p i e r a   n u m m e r 	 D u p l i c i r a n i   b r o j   	 D u p l i c a r e   n u m r 	 P o d v o j i   `t e v i l k o 	       	   	 C1;8@0=  ><5@	 !	A	*	M	2	?		G		  (		,	0	  .	>	(	M	/	  (	>	9	@	  ! 	 4E'1G  *C1'1I  '3*	 ~Dy  FE(1    ','2*  F	   	 			  					  	 9
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	     	 I n a m b a   e f a n a y o 	 P h i n d a   k a b i n i   i n o m b o l o 	 D a b a l i   n a m b a 	 D u p l i s e e r   n o m m e r 	 D u b l i u o t i   n u m e r i 	 N u m u r a   d u b l i k t s 	 D u p l i t s e e r i   n u m b e r 	 ?ov~xr  pata	   	 D u b l a r e   n u m r 	 !
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o`	 eJ)Ywmo`	 E M S   *2C+!H	 N u e v o   c h a r l a   S M S 	 N o u v e a u   S M S   d e   d i s c u s s i o n 	 N e u e   C h a t - S M S 	 >2>5  G0B- S M S 	 N u o v o   C h a t   S M S 	 13'D)  B5J1)  /1/4)  ,/J/)	 N o v a   c o n v e r s a   p o r   S M S 	 Y e n i   s o h b e t   S M S ' i 	 T i n   n h n   t  n   g u   m i 	 O b r o l a n   S M S   B a r u 	 S M S   b u a l   b a r u 	 (	/	>	  	H		  	8		.		8	 	 N y   C h a t   S M S 	 N o v    c h a t o v a c    S M S 	 N o w y   c z a t   S M S 	  j   c h a t   S M S 	 U u s i   c h a t t i - S M S 	 N y   c h a t - S M S 	 N o v    S M S   C h a t 	 N i e u w e   c h a t - S M S 	 N y t t   c h a t t   S M S - m e d d e l a n d e 	 N o v i   S M S   i z   p r i 
a o n i c e 	 N o u   S M S   p e n t r u   d i s c u ci e 	 N o v   C h a t   S M S 	   S M S   	 '   S M S   	 >2  '0B  S M S 	 (	5	>	  	E		  	8		.		8		 ~J'EC  ~  ,/J/	 F'  y  '3  'E  '3	           	 				  					  							 (
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  S M S 	     	 I - S M S   y e n g x o x o   e n t s h a 	 I - S M S   e n t s h a   y e n c o k o 	 S M S   m p y a   y a   k u p i g a   s o g a 	 N u w e   k l e t s - S M S 	 N a u j a s   S M S   p o k a l b i s 	 J a u n s   t r z aa n a s   S M S 	 S M S - v e s t l u s e   s  n u m 	 Fx  ya  S M S 	     S M S 	 S M S   c h a t   n o u 	 *
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 C H A T R O O M _ S T O R A G E _ F U L L _ E R R O R 	 C h a t A p p 	 P O P U P 	 C h a t A p p _ S t r i n g _ I D 	 M e m o r y   f u l l   f o r   i n c o m i n g   c h a t   S M S 	 aԚ]n	 X[Pzz]n	 +H'"'2!3*3+#1*22  S M S   @G!	 A l m a c e n a m i e n t o   c o m p l e t o   p a r a   S M S   d e   c h a r l a   r e c i b i d o s 	 E s p a c e   d e   s t o c k a g e   p l e i n   p o u r   l e s   S M S   d e   d i s c u s s i o n   e n t r a n t s 	 S p e i c h e r   v o l l   f  r   e i n g e h e n d e   C h a t - S M S 	 54>AB0B>G=>  ?0<OB8  4;O  2E>4OI8E  G0B- S M S 	 M e m o r i z z a z i o n e   s a t u r a   p e r   g l i   S M S   d i   c h a t   i n   e n t r a t a 	 'D0'C1)  EED$)	 A r m a z e n a m e n t o   c h e i o   p a r a   c o n v e r s a s   S M S   r e c e b i d a s 	 G e l e n   s o h b e t   S M S ' i   i  i n   b e l l e k   d o l u 	 B   n h   y 	 S i m p a n a n   P e n u h   u n t u k   S M S   O b r o l a n 	 I n g a t a n   p e n u h   u n t u k   S M S   b u a l   m a s u k 	 	(	G	  5	>	2	G	  	H		  	8		.		8	  	G	  2	?		  .	G	.	0	@	  *	B	0	M	#		 L a g e r   F u l d t   F o r   I n d g  e n d e   C h a t   S M S 	 P a m e  j e   p l n    p r o   p Y c h o z    c h a t o v a c    S M S 	 B r a k   p a m i c i   d l a   n o w e j   p r z y c h o d z c e j   w i a d o m o [c i   S M S   z   c z a t u 	 A   m e m  r i a   m e g t e l t   a z    j   b e  r k e z Q  c s e v e g Q  S M S - h e z 	 M u i s t i   t  y s i   s a a p u v i l l e   c h a t t i - S M S : i l l e 	 L a g r e r   f u l l t   f o r   i n n k o m m e n d e   c h a t - S M S 	 K v  l i   d o r u 
e n e j   s p r  v e   S M S   C h a t   j e   p l n    p a m  e	 G e e n   r u i m t e   v o o r   i n k o m e n d e   c h a t - S M S 	 I n g e t   l e d i g t   u t r y m m e   f  r   i n k o m m a n d e   c h a t t   S M S - m e d d e l a n d e n 	 S p r e m n i k   z a   d o l a z n e   S M S   p r i 
a o n i c e   j e   p u n 	 M e m o r i a   p e n t r u   m e s a j e l e   S M S   p r i m i t e   p e n t r u   d i s c u ci e   e s t e   p l i n 	 S k l a d i a
e   P o l n o   Z a   D o h o d n e   C h a t   S M S 	         S M S   	                 '   - S M S 	 0<5BB0  J;=0  70  E>4OI8  '0B  S M S 	 /	G	#	>	1	M	/	>	  	E		  	8		.		8	  	0	?	$	>	  8	M		K	0	G		  *	B	0	M	#		 -'A8G  (1'I  FG/'4*F  ~J'EC  ~  H1H/I  ~1  '3*	 "F  H'D  y    '3  'E  '3  H  E-AH8  1F    ,  ~1	         ,           	 							  					  						- 		  				  							  									 *
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     	 I s i l o n d i   s i g c w e l e   n g e - S M S   y e n g x o x o   e n g e n a y o 	 I n d a w o   y o k u g c i n a   i g c w e l e   y e S M S   y e n c o k o   e n g e n a y o 	 H i f a d h i   i m e j a a   y a   S M S   i n a y o i n g i a   y a   k u p i g a   s o g a 	 B e r g p l e k   v i r   i n k o m e n d e   k l e t s - S M S   v o l 	 A t m i n t i n j e   n r a   v i e t o s   n a u j a m   p o k a l b i o   S M S 	 I e n k o ao   t r z t a v a s   S M S   k r t u v e 	 S i s e n e v a t e   S M S - v e s t l u s e   s  n u m i t e   m  l u   t  i s 	 @kwxrxiuav  }ah  lkv  g  txaukv  ya  S M S - k  pata	         S M S - 	 M e m o r i e   p l i n   p e n t r u   S M S   d e   c h a t   p r i m i t e 	 
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e m 	 	   / 	 7  :0720<	 .	2	>	  5	>		2	G		 EJHJE	 I   S a y 	   	 			  				 .
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 s l o 	 U |y j   n u m e r 	 S z  m   h a s z n  l a t a 	 K  y t    n u m e r o a 	 B r u k   n u m m e r 	 P o u ~i e  
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 S T R _ C H A T _ C L E A R _ C H A T 	 C h a t A p p 	 I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 C l e a r   c h a t   r o o m 	 nzzJ)Y[	 nzzJ)Y[	 %I2+I-*2	 B o r r a r   c h a r l a 	 E f f a c e r   l a   d i s c u s s i o n 	 C h a t r a u m   l  s c h e n 	 CAB>9  G0B	 C a n c e l l a   C h a t 	 E3-  'D/1/4)	 L i m p a r   c o n v e r s a 	 S o h b e t   o d a s 1n 1  t e m i z l e 	 X  a   t  n   g u 	 B e r s i h k a n   O b r o l a n 	 K o s o n g k a n   b i l i k   b u a l 	 	H		  0	B	.	  9		>				 R y d   C h a t 	 S m a z a t   c h a t 	 W y c z y [  c z a t 	 C s e v e g Qs z o b a   t  r l  s e 	 T y h j e n n    c h a t t i 	 F j e r n   c h a t 	 V y m a z a e  c h a t 	 C h a t   w i s s e n 	 R e n s a   c h a t t s e s s i o n 	 I s p r a z n i   p r i 
a o n i c u 	 ^t e r g e r e   d i s c u ci e 	 O 
i s t i   C h a t 	   	   ' 	 7G8AB8  '0B	 	E		  *	A	8	B	(	  	>		>		 ~'G  ~'C  4H/	 y  5'A  ,&	   	 					  				  						 8
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  


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	     	 S u l a   i n g x o x o 	 S u s a   i n c o k o 	 T a n d u a   u p i g a j i   s o g a 	 W i s   k l e t s 	 I av a l y t i   p o k a l b i s  k a m b a r /	 I z t +r +t   t r z t a v u 	 T  h j e n d a   v e s t l u s 	 Dael  yah	   	 ^t e r g e r e   c h a t 	 
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 
 S T R _ C H A T _ T E M P _ L E A V E 	 C h a t A p p 	 I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 T e m p   l e a v e 	 fBf▋	 fey _	 --
1H'#2'	 A b a n d o n a r   t e m p 	 F e u i l l e   t e m p 	 B i n   k u r z   w e g 	 @5<5==>  ?>:8=CBL	 C o n g e d o   t e m p o r a n e o 	 :'/1  'DE$B*	 A b a n d o n a r   t e m p o r a r i a m e n t e 	 G e  i c i   o l a r a k   a y r 1l 	 R i   b   t m   t h i 	 T i n g g a l k a n 	 T i n g g a l k a n   s e m e n t a r a 	 	2	M	*		>	2	@	(	  	A		M		@	 	 M i d l e r t i d i g t   V  k 	 D o 
a s n   o d e j  t 	 Z a r a z   w r a c a m 	  t m e n e t i   k i l  p  s 	 V  l i a i k a i n e n   p o i s t u m i n e n 	 F o r l a t   m i d l e r t i d i g 	 D o 
a s n e   o d  s e	 T i j d e l i j k   v e r l a t e n 	 T i l l f  l l i g t   l  m n a   c h a t t r u m m e t   	 P r i v r e m e n o   n a p u s t i 	 I e _i r e   t e m p o r a r 	 Z a 
a s n i   O d h o d 	   	   	 @5<. 7;870<	 	G	.	M	*	  2	?	5	M	9		 *1C  EHB*I	 HB*  1.5*	   	 							  					 %
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	   	 I - T e m p   l e a v e 	 S h i y a   o k w e x e s h a n a 	 T o k a   k w a   m u d a 	 G a a n   t y d e l i k   w e g 	 L a i k i n a i   p a l i k t i 	 P a g a i d m   i z e j u 	 A j u t i s e l t   l a h k u n u d 	 :atavaoa~xaze}  pe|aval	   	 P r s i r e   t e m p o r a r 	 $
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 
 S T R _ C H A T _ Q U I T 	 C h a t A p p 	 I C O N T E X T 	 C h a t A p p _ S t r i n g _ I D 	 Q u i t 	 P}_g	 ~_g	 --	 S a l i r 	 Q u i t t e r     	 B e e n d e n 	 K9B8	 L a s c i a 	 'FG'!	 S a i r 	 A y r 1l 	 T h o  t 	 K e l u a r 	 K e l u a r 	 ,	>	9	0	  				 A f s l u t 	 O d e j  t 	 W y j d z	 K i l  p  s 	 P o i s t u 	 A v s l u t t 	 O d  s e	 A f s l u i t e n 	 A v s l u t a 	 I z a i 	 P r s i r e   c a m e r   d e   d i s c u ci i 	 P r e k i n i 	     	 	 @09	 ,	>		G	0	  /	>		 .1H,	 H  /	 	 									 
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 
 S T R _ C H A T _ I N V I T A T I O N 	 C h a t A p p 	 T I T L E 	 C h a t A p p _ S t r i n g _ I D 	 C h a t   i n v i t a t i o n 	 J)Yˊ	 J)Y	 2#@
4
*2	 I n v i t a c i  n   a   c h a r l a r 	 I n v i t a t i o n      l a   d i s c u s s i o n 	 C h a t e i n l a d u n g 	 '0B  ?@83;0H5=85	 I n v i t o   a   c i a t t a r e 	 /9H)  'D/1/4)	 C o n v i t e   p a r a   c o n v e r s a r 	 S o h b e t   d a v e t i 	 M i   t  n   g u 	 U n d a n g a n   n g o b r o l 	 J e m p u t a n   b u a l 	 	H		  	.		$	M	0	#		 C h a t   I n v i t a t i o n 	 P o z v  n    n a   c h a t 	 Z a p r o s z e n i e   d o   c z a t u 	 M e g h  v  s   c h a t - r e 	 C h a t t i k u t s u 	 C h a t t e i n v i t a s j o n 	 P o z v a n i e   n a   c h a t 	 C h a t u i t n o d i g i n g 	 C h a t t   i n b j u d a n 	 P o z i v a   u   p r i 
a o n i c u 	 I n v i t a ci e   l a   d i s c u ci e 	 C h a t   V a b i l o 	   	   ' 	 '0B  >:0=0	 	E		  (	?	.		$	M	0	#		 /9H*  (G  ~2FI	 A*H    /9H*	   	 					  									 
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  






	   	 I s i m e m o   s e n g x o x o 	 I s i m e m o   s o k u n c o k o l a 	 M w a l i k o   w a   k u p i g a   s o g a 	 K l e t s - u i t n o d i g i n g 	 K v i e t i m a s   p o k a l b i u i 	 I e l kg u m s   t r z t a v 	 K u t s e   j u t u t o a   v e s t l u s e l e 	 Iak  pa~e	   	 I n v i t a ci e   l a   c h a t 	 
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	 >  .(M$M0#	 	 								   									 	 	 	 	 	 	 	 C o n v i t e   d e   b a t e - p a p o 
 
 S T R _ C H A T _ F R O M 	 C h a t A p p 	 C 1 5 4 _ 1 	 C h a t A p p _ S t r i n g _ I D 	 C h a t   f r o m : 	 J)YˊO	 J)Yeg	 *22: 	 c h a r l a r   d e s d e : 	 D i s c u s s i o n   d e   : 	 C h a t   v o n : 	 '0B  A: 	 C h a t   d a : 	 /1/4)  EF	 C o n v e r s a r   d e : 	 S o h b e t   K a y n a k : 	 L i   m i   t  n   g u   t : 	 N g o b r o l   d a r i : 	 B u a l   d a r i p a d a : 	 8	G	  	H		:  : 	 C h a t   f r a : 	 C h a t   o d : 	 C z a t   o d : 	 I n n e n   c h a t e l : 	 C h a t t i : 	 C h a t   f r a : 	 C h a t   o d : 	 C h a t   v a n : 	 C h a t t   f r  n : 	 P r i 
a o n i c a   o d : 	 D i s c u ci e   d e   l a : 	 C h a t   I z : 	   : 	 '   : 	 '0B  !B0O: 	 	E		  .	'	B	(	: 	 ~  '2: 	   ,'F(  3  A*H: 	 -   : 	 					  						 
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: 	   : 	 X o x a   u s u k a   k u : 	 N c o k o l a   e : 	 P i g a   s o g a   k u t o k a : 	 K l e t s   v a n a f : 	 K v i e t i m a s   p o k a l b i u i   n u o : 	 T r z t a v a s   s kt +j u m s   n o : 	 V e s t l u s p a r t n e r : 	 Ia  . . . - k]	   - 	 C h a t   d i n : 	 (
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 
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i t   u k o n 
i t 	 N a   p e w n o   c h c e s z   w y j [	 B i z t o s a n   b e f e j e z i ? 	 L o p e t t a a   v a r m a s t i 	 S i k k e r   p       a v s l u t t e 	 U r 
i t e   s k o n 
i e	 Z e k e r   b e  i n d i g e n 	 S  k e r   p    a t t   d u   v i l l   a v s l u t a 	 S i g u r n o   k r a j 	 S u n t e ci   s i g u r   c   d o r i ci   s    n c h e i a ci   s e s i u n e a ? 	 S i g u r n o   k   K o n c u 	       	     	 !83C@5=,   G5  @5:@0BO20H	 8		.	>	*	M	$	  	0	#	G	  (	?	6	M		?	$		 E7E&F  (1'  ~''F	 .*E  1F    D  BF  H,'&	   	 							  								 
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i e	 K i e z e n 	 S l    n u m m e r 	 B i r a j   b r o j 	 A p e l a r e 	 K l i 
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e t   s   p r  m i o v o u   s a z b o u ? 	 C h c e s z   z a d z w o n i   w   p r e f e r e n c y j n e j   t a r y f i e ? 	 P r  m i u m   d  j   m e l l e t t   k  v  n   t  r c s  z n i ? 	 H a l u a t k o   s o i t t a a   l i s  m a k s u l l i s e e n   p a l v e l u u n ? 	  n s k e r   d u      r i n g e   u t   m e d   e n   p r e m i u m p r i s ? 	 P r a j e t e   s i   v o l a e  z a   p r  m i o v o u   s a d z b u ? 	 W i l t   u   o p b e l l e n   v o o r   v o o r d e e l t a r i e f ? 	 V i l l   d u   r i n g a   u p p   t i l l   r e d u c e r a t   p r i s ? 	 D a   l i   ~e l i t e   b i r a t i   p o   p r e m i u m   c i j e n i ? 	 A p e l a ci   c u   t a r i f   m a j o r a t ? 	 A l i   ~e l i a  k l i c a t i   v e n   p o   p r e m i e r n i   c e n i ? 	           ; 	       ? 	 A:0B5  ;8  40  =018@0B5  =0  ?>- 28A>:0  F5=0? 	 $	A	.	M	9	>	2	>	  	G	  *	M	0	?	.	?	/	.	  0	G		  9	5	G	  $	G	0	  !	>	/	2	  	0	>	? 	 E  .H'G/  ('  BE*  ('D'*1  4E'1G  1  F/	 '  "~  ~1EE  1y    3'*  '&D  "Hy  1F'  '*  	         ? 	 				  		  									  				  					  				  			? 	 
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 s l o   n e n    d o s t u p n    p Yi   r o a m i n g u ! ! 	 P r z e p r a s z a m y ! ! \ n T e n   n u m e r   j e s t   n i e d o s t e p n y   p o d c z a s   r o a m i n g u ! 	 S a j n  l o m ! \ n E z   a   s z  m   r o a m i n g o l  s   k  z b e n   n e m   e l  r h e t Q! 	 S o i t t a m i n e n   e i   o n n i s t u . \ n T  t    n u m e r o a   e i   v o i   k  y t t     v i e r a s v e r k o s s a . 	 B e k l a g e r ! ! \ n D e t t e   n u m m e r e t   e r   i k k e   t i l g j e n g e l i g   v e d   n e t t s t r e i f i n g ! ! 	 P r e p  
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a s   r o a m i n g u ! ! 	 S o r r y , \ n t h i s   n u m m e r   i s   b i j   r o a m i n g   n i e t   b e s c h i k b a a r 	 D e t   g  r   i n t e   a t t   r i n g a   u p p   d e t t a   n u m m e r   v i d   r o a m i n g ! ! 	 }a l i m o ! ! \ n O v a j   b r o j   n i j e   d o s t u p a n   u   r o a m i n g u 	 N e   p a r e   r u . \ n A c e s t   n u m r   n u   p o a t e   f i   a c c e s a t    n   p e r i o a d a   d e   r o a m i n g 	 O p r o s t i t e ! ! \ n T a   at e v i l k a   n i   d o s e g l j i v a   v   g o s t o v a n j u 	 !                       	 . \ n             	 !J60;O20<! ! \ =5  O<0  4>ABJ?  4>  B>78  =><5@  ?@8  @>C<8=3	 .	>	+	  	0	>	  ! ! \ n   9	G	  (		,	0	  0	K	.	?			  .	'	M	/	G	  	G	$	  (	>	9	@		 E*#3AE. \ n 'F  4E'1G  /1  GF'E  1HEF  /1  /3*13  F3*	 ! ! E901*! !   1HEF  E    FE(1  ~(F  H'D'  F	 ! ! \ ,       ! ! 	 						d								  			  		  									  						  				  						  			 .
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	     	 S e n d i n g   s h o r t   m e s s a g e 	 S e n d i n g   s h o r t   m e s s a g e 	 S e n d i n g   s h o r t   m e s s a g e 	 S t u u r   t a n s   S M S   	 S e n d i n g   s h o r t   m e s s a g e 	 S e n d i n g   s h o r t   m e s s a g e 	 S e n d i n g   s h o r t   m e s s a g e 	 S e n d i n g   s h o r t   m e s s a g e 	 S e n d i n g   s h o r t   m e s s a g e 	 S e n d i n g   s h o r t   m e s s a g e 	 	 	 	 S M S   						  				 	 	 	 	 	 	 	 E n v i a n d o   S M S 
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 S A T _ S M S _ E R R O R _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   S M S   E r r o r . 	 E r r o r   s e n d i n g   t e x t   m e s s a g e 	 !|
P1YWe	 wOS1Y%	 4%2C2#*HI-'2!1'-1)#	 E r r o r   a l   e n v i a r   S M S 	 E r r e u r   l o r s   d e   l ' e n v o i   d u   S M S 	 F e h l e r   b e i m   S e n d e n   v o n   T e x t n a c h r i c h t 	 H81:0  ?@8  >B?@02:5  S M S 	 E r r o r e   n e l l ' i n v i o   d i   m e s s a g g i o   b r e v e 	 .7#  AJ  %13'D  13'D)  B5J1)	 E r r o   a o   e n v i a r   S M S 	 K 1s a   m e s a j   g  n d e r m e d e   h a t a 	 G i   t i n   n h n   n g n   t h t   b i 	 P e n g i r i m a n   p e s a n   p e n d e k   s a l a h ! ! ! 	 R a l a t   m e n g h a n t a r   m e s e j   t e k s 	 	K		>	  8		&	G	6	  -	G		(	G	  .	G		  $	M	0	A		?	 	 F e j l   v e d   A f s e n d i n g   a f   K o r t   B e s k e d ! ! ! 	 C h y b a   p Yi   p o s  l  n    k r  t k    z p r  v y ! ! 	 B Bd   w   w y s y Ba n i u   w i a d o m o [c i   S M S ! ! ! 	 H i b a   a z   S M S    z e n e t   k  l d  s e   k  z b e n 	 V i r h e   v i e s t i n   l  h e t y k s e s s  . 	 F e i l   v e d   s e n d i n g   a v   k o r t   m e l d i n g ! ! ! 	 C h y b a   p r i   o d o s l a n    k r  t k e j   s p r  v y ! ! ! 	 F o u t   b i j   v e r z e n d e n   v a n   S M S 	 D e t   g i c k   i n t e   a t t   s k i c k a   k o r t   m e d d e l a n d e ! ! ! 	 G r e ak a   p r i   s l a n j u   k r a t k e   p o r u k e   ! ! ! 	 E r o a r e   l a   e x p e d i e r e a   m e s a j u l u i   s c u r t 	 N a p a k a   V   P o ai l j a n j u   K r a t k e g a   S p o r o 
i l a ! ! ! 	           ! ! ! 	     S M S 	 @5H:0  ?@8  7?@0I0=5  =0  @0B:>  !J>1I5=85! ! ! 	 8			M	7	?	*	M	$	  8		&	G	6	  *	M	0	G	7	?	$	  	0	#	M	/	>	8	>	 	@	  	B			 .7'  /1  A13*'/F  ~J'E  E*FI	 E.*51  ~:'E  (,F  E  :D7	       ! ! ! 	 		. 		. 		.   									    							 
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! ! ! 	 7>0MM  .F8GM  **!2K  0M00M	 ><8;:0  =04A8;0==O  ?>2V4><;5==O! ! ! 	 




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	       	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 F o u t   m e t   s t u u r   v a n   S M S 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 E r r o r   s e n d i n g   s h o r t   m e s s a g e 	 	 	 	 S M S   							  							 	 	 	 	 	 	 	 E r r o   a o   e n v i a r   S M S 
 
 S A T _ S M S _ S U C C E S S _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   S M S   S e n t . 	 T e x t   m e s s a g e   s e n t 	 !|
]|v	 wO]S	 *HI-'2!1'-1)#A%I'	 S M S   e n v i a d o   	 S M S   e n v o y  	 T e x t n a c h r i c h t   g e s e n d e t 	 S M S   >B?@02;5=>	 I n v i a t o   m e s s a g g i o   b r e v e 	 *E  %13'D  13'D)  B5J1)	 S M S   e n v i a d a 	 K 1s a   m e s a j   g  n d e r i l d i 	    g i   t i n   n h n 	 P e s a n   p e n d e k   d i k i r i m ! 	 M e s e j   t e k s   d i h a n t a r 	 	K		>	  8		&	G	6	  -	G		>	 	 K o r t   B e s k e d   S e n d t ! 	 K r  t k    z p r  v a   p o s l  n a ! 	 W i a d o m o [  S M S   w y s Ba n a ! 	 S M S    z e n e t   e l k  l d v e 	 T e k s t i v i e s t i   l  h e t e t t y . 	 K o r t   m e l d i n g   s e n d t ! 	 K r  t k a   s p r  v a   o d o s l a n  ! 	 S N S   v e r z o n d e n 	 K o r t   m e d d e l a n d e   s k i c k a t s ! 	 K r a t k a   p o r u k a   p o s l a n a ! 	 M e s a j u l   s c u r t   a   f o s t   e x p e d i a t 	 K r a t k o   S p o r o 
i l o   P o s l a n o ! 	     ! 	   S M S   	 @0B:>  !J>1I5=85  7?@0B5=>! 	 8			M	7	?	*	M	$	  8		&	G	6	  *	M	0	G	7	?	$	  ! 	 ~J'E  E*FI  A13*'/G  4/	 ! E.*51  ~:'E  D'  '	       ! 	 		. 		. 		.   							  					  	 
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i a m a s   S S 	 S kt a   S S 	 S a a d a n   S S - i 	 S S - k  xraoxt	 S S -   	 E x p e d i e r e   S S 	 S S   
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 S A T _ S S _ E R R O R _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   S S   E r r o r . 	 E r r o r   s e n d i n g   S S 	 S S P1YWe	 S S S1Y%	 4%2C2#*H  S S 	 E r r o r   a l   e n v i a r   S S 	 E r r e u r   l o r s   d e   l ' e n v o i   d e   S S 	 F e h l e r   b e i m   S e n d e n   v o n   S S 	 H81:0  ?@8  >B?@02:5  S S 	 E r r o r e   n e l l ' i n v i o   d i   S S 	 .7#  AJ  %13'D  13'D)	 E r r o   n o   e n v i o   d e   s e r v i  o   s u p l e m e n t a r 	 S S   g  n d e r m e d e   h a t a 	 G i   S S   t h t   b i 	 m e n g i r i m   S S   s a l a h & 	 R a l a t   m e n g h a n t a r   S S 	 	8		8	  -	G		(	G	  .	G		  $	M	0	A		?		 F e j l   v e d   A f s e n d i n g   S S 	 C h y b a   p Yi   p o s  l  n    S S ! ! ! 	 B Bd   w   w y s y Ba n i u   S S ! ! ! 	 H i b a   a z   S S   k  l d  s e   s o r  n ! 	 V i r h e   S S : n   l  h e t t  m i s e s s  ! ! ! 	 F e i l   v e d   s e n d i n g   a v   S S ! ! ! 	 C h y b a   p r i   o d o s l a n    S S ! ! ! 	 F o u t   b i j   v e r z e n d e n   v a n   S S 	 D e t   g i c k   i n t e   a t t   s k i c k a   S S ! ! ! 	 G r e ak a   p r i   s l a n j u   S S   ! ! ! 	 E r o a r e   l a   e x p e d i e r e a   S S 	 N a p a k a   V   P o ai l j a n j u   S S ! ! ! 	         S S ! ! ! 	     S S 	 @5H:0  ?@8  7?@0I0=5  S S ! ! ! 	 	8		8	  *	M	0	G	7	?	$	  	0	#	M	/	>	$	  	B		  ! ! ! 	 .7'  /1  '13'D  S S 	 ! ! !   (,F  E  :D7S S 	     ! ! ! 	 				  							  							 
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	     	 I p h u t h a   e k u t h u m e l e n i   i - S S 	 I m p a z a m o   e k u t h u m e l e n i   i S S 	 H i t i l a f u   i k i t u m a   S S 	 F o u t   m e t   s t u u r   v a n   S S 	 S S   s i u n t i m o   k l a i d a 	 K <kd a ,   s kt o t   S S 	 T  r g e   S S - i   s a a t m i s e l 	 S S - k  xraotav  }mal	 S S -     	 E r o a r e   e x p e d i e r e   S S 	 S S   
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 
 S A T _ S S _ S U C C E S S _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   S S   S e n t . 	 S S   s e n t 	 S S ]P	 S S ]S	 *H  S S   A%I'	 S S   e n v i a d o 	 S S   e n v o y  	 S S   g e s e n d e t 	 S S   >B?@02;5=>	 S S   i n v i a t o !   	 *E  %13'D  S S 	 S e r v i  o   s u p l e m e n t a r   e n v i a d o 	 S S   g  n d e r i l d i 	    g i   S S 	 S S   t e r k i r i m ! 	 S S   d i h a n t a r 	 	8		8	  -	G		>		 S S   S e n d t 	 S S   p o s l  n o ! ! 	 S S   w y s Ba n y ! 	 S S   e l k  l d v e ! 	 S S   L  h e t e t t y ! 	 S S   s e n d t ! 	 S S   o d o s l a n  ! 	 S S   v e r z o n d e n 	 S S   s k i c k a t s ! 	 S S   p o s l a n ! 	 S S   e x p e d i a t 	 S S   P o s l a n ! 	 S S   	 S S   	 S S   7?@0B5=! 	 	8		8	  *	M	0	G	7	?	$	  ! 	 S S   '13'D  4/	 !   D'  'S S 	     ! 	 				  						  						 
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	   	 I - S S   i t h u n y e l w a 	 I - S S   i t h u n y e l w e 	 S S   i m e t u m w a 	 S S   g e s t u u r 	 S S   i as i ss t a s 	 S S   n o s kt +t a 	 S S   s a a d e t u d 	 S S - h  xrao~an  g	 S S   	 S S   e x p e d i a t 	 S S   
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	 S S   * >2>	 	 S S   								 	 	 	 	 	 	 	 S S   e n v i a d o 
 
 S A T _ S E N D _ U S S D _ S T R I N G _ I D 	 S A T 	 U N L I M 	 D e f a u l t   S t r i n g   d i s p l a y e d   w h e n   S e n d i n g   U S S D . 	 S e n d i n g   U S S D 	 U S S D P-N	 U S S D S-N	 3%1*H  U S S D 	 E n v i a n d o   U S S D   	 E n v o i   d e   U S S D   e n   c o u r s 	 U S S D   w i r d   g e s e n d e t 	 B?@02:0  U S S D 	 I n v i o   U S S D 	 ,'1M  'D'13'D  U S S D 	 A   e n v i a r   U S S D 	 U S S D   g  n d e r i l i y o r 	 a n g   g i   U S S D 	 M e n g i r i m   U S S D &   	 M e n g h a n t a r   U S S D 	 /	B		8		8	!	@	  -	G		(	>	  	>	0	@	. . .  	 S e n d e r   U S S D   . . . . 	 P o s  l  m   U S S D . . . 	 W y s y Ba n i e   U S S D . . . 	 U S S D   k  l d  s e   f o l y a m a t b a n . . . 	 L  h e t t     U S S D : t  . . . . 	 S e n d e r   U S S D   . . . 	 O d o s l a n i e   U S S D   . . . . 	 B e z i g   m e t   v e r z e n d e n   v a n   U S S D 	 S k i c k a r   U S S D . . . . 	 S l a n j e   U S S D   . . . 	 E x p e d i e r e   U S S D    n   c u r s 	 P o ai l j a n j e   U S S D   . . . . 	   U S S D . . .     	   U S S D   	 7?@0I0=5  U S S D   . . . . 	 /	B		8		8	!	@	  *	M	0	G	7	?	$	  	0	#	M	/	>	$	  	9	G	. . . 	 /1  -'D  '13'D  U S S D 	 U S S D   (,F'	   . . . 	 								  					  						 /
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  . . . . 	 /A8M8M  !?  **A$A(M(>	 04A8;0==O  U S S D . . . . 	 U S S D   





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	     	 K u t h u n y e l w a   i - U S S D 	 I t h u m e l a   i - U S S D 	 I n a t u m a   U S S D 	 S t u u r   t a n s   U S S D   	 S i u n 
i a m a s   U S S D 	 S kt a   U S S D 	 S a a d a n   U S S D 	 U S S D - k  xraoxt	 U S S D -   	 E x p e d i e r e   U S S D 	 U S S D   
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 S A T _ U S S D _ E R R O R _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   U S S D   E r r o r . 	 E r r o r   s e n d i n g   U S S D 	 U S S D P1YWe	 U S S D S1Y%	 4%2C2#*H  U S S D 	 E r r o r   a l   e n v i a r   U S S D 	 E r r e u r   l o r s   d e   l ' e n v o i   d e   U S S D 	 F e h l e r   b e i m   S e n d e n   v o n   U S S D 	 H81:0  ?@8  >B?@02:5  U S S D 	 E r r o r e   n e l l ' i n v i o   d i   U S S D 	 .7#  AJ  %13'DU S S D 	 E r r o   n o   e n v i o   d e   U S S D 	 U S S D   g  n d e r m e d e   h a t a 	 G i   U S S D   t h t   b i 	 P e n g i r i m a n   U S S D   s a l a h ! ! ! 	 R a l a t   m e n g h a n t a r   U S S D 	 /	B		8		8	!	@	    -	G		(	G	  .	G		  $	M	0	A		?		 F e j   v e d   A f s e n d i n g   a f   U S S D ! ! ! 	 C h y b a   p Yi   p o s  l  n    U S S D ! ! ! 	 B Bd   w   w y s y Ba n i u   U S S D ! ! ! 	 H i b a   a z   U S S D   k  l d  s e   s o r  n ! 	 V i r h e   U S S D : n   l  h e t t  m i s e s s  ! ! ! 	 F e i l   v e d   s e n d i n g   a v   U S S D ! ! ! 	 C h y b a   p r i   o d o s l a n    U S S D ! ! ! 	 F o u t   b i j   v e r z e n d e n   v a n   U S S D 	 D e t   g i c k   i n t e   a t t   s k i c k a   U S S D ! ! ! 	 G r e ak a   p r i   s l a n j u   U S S D   ! ! ! 	 E r o a r e   l a   e x p e d i e r e a   U S S D 	 N a p a k a   V   P o ai l j a n j u   U S S D ! ! ! 	         U S S D ! ! ! 	     U S S D 	 @5H:0  ?@8  7?@0I0=5  U S S D ! ! ! 	 /	B		8		8	!	@	  *	M	0	G	7	?	$	  	B		  ! ! ! 	 .7'  /1  '13'D  U S S D 	 ! ! ! (,F  E  :D7U S S D 	     ! ! ! 	 								  							  							 /
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! ! ! 	 /A8M8M  !?  **!2K  0M00M	 ><8;:0  =04A8;0==O  U S S D ! ! ! 	 U S S D   








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	       	 I p h u t h a   e k u t h u m e l e n i   i - U S S D 	 I m p a z a m o   e k u t h u m e l e n i   i - U S S D 	 H i t i l a f u   i k i t u m a   U S S D 	 F o u t   m e t   s t u u r   v a n   U S S D 	 U S S D   s i u n t i m o   k l a i d a 	 K <kd a ,   s kt o t   U S S D 	 T  r g e   U S S D   s a a t m i s e l 	 U S S D - k  xraotav  }mal	 U S S D -     	 E r o a r e   e x p e d i e r e   U S S D 	 U S S D   
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 
 S A T _ U S S D _ S U C C E S S _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   U S S D   S e n t . 	 U S S D   s e n t 	 U S S D ]P	 U S S D ]S	 *H  U S S D   A%I'	 U S S D   e n v i a d o 	 U S S D   e n v o y  	 U S S D   g e s e n d e t 	 U S S D   >B?@02;5=>	 U S S D   I n v i a t o 	 *E  %13'D  U S S D 	 U S S D   e n v i a d a 	 U S S D   g  n d e r i l d i 	    g i   U S S D 	 U S S D   t e r k i r i m ! 	 U S S D   d i h a n t a r 	 /	B		8		8	!	@	  -	G		>		 U S S D   S e n d t ! 	 U S S D   p o s l  n o ! 	 U S S D   w y s Ba n y ! 	 U S S D   e l k  l d v e ! 	 U S S D   L  h e t e t t y ! 	 U S S D   s e n d t ! 	 U S S D   o d o s l a n  ! 	 U S S D   v e r z o n d e n 	 U S S D   s k i c k a t s ! 	 U S S D   p o s l a n ! 	 U S S D   e x p e d i a t 	 U S S D   P o s l a n ! 	 U S S D   ! 	 U S S D   	 U S S D   7?@0B5=>! 	 /	B		8		8	!	@	  *	M	0	G	7	?	$	  ! 	 U S S D   '13'D  4/	 ! ! U S S D D'  '	     ! 	 								  						  						 /
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! 	 /A8M8M  !?  **,!?&?	 U S S D   =04VA;0=>! 	 U S S D   







	     	 I - U S S D   i t h u n y e l w e 	 I - U S S D   i t h u n y e l w e 	 U S S D   i m e t u m w a 	 U S S D   g e s t u u r 	 U S S D   i as i ss t a s 	 U S S D   n o s kt +t a 	 U S S D   s a a d e t u d 	 U S S D - h  xrao~an  g	 U S S D -   	 U S S D   e x p e d i a t 	 U S S D   
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 
 S A T _ S E N D _ D T M F _ S T R I N G _ I D 	 S A T 	 U N L I M 	 D e f a u l t   S t r i n g   d i s p l a y e d   w h e n   S e n d i n g   D T M F . 	 S e n d i n g   D T M F 	 D T M F |v-N	 D T M F S-N	 3%1*H  D T M F 	 E n v i a n d o   D T M F 	 E n v o i   d e   D T M F   e n   c o u r s 	 D T M F   w i r d   g e s e n d e t 	 B?@02:0  D T M F 	 I n v i o   D T M F 	 ,'1M  '13'D  D T M F 	 A   e n v i a r   D T M F 	 D T M F   g  n d e r i l i y o r 	 a n g   g i   D T M F 	 P e n g i r i m a n   D T M F & 	 M e n g h a n t a r   D T M F 	 !	@		@		.		+	  -	G		(	>	  	>	0	@	. . .  	 S e n d e r   D T M F . . . . 	 P o s  l  m   D T M F . . . 	 W y s y Ba n i e   D T M F . . . 	 D T M F   k  l d  s e   f o l y a m a t b a n . . . 	 L  h e t t     D T M F :   . . . . 	 S e n d e r   D T M F . . . . 	 O d o s l a n i e   D T M F   . . . . 	 B e z i g   m e t   v e r z e n d e n   v a n   D T M F 	 S k i c k a r   D T M F . . . . 	 S l a n j e   D T M F . . . 	 E x p e d i e r e   D T M F    n   c u r s 	 P o ai l j a n j e   D T M F   . . . . 	   D T M F . . . .   . . . 	   D T M F 	 7?@0I0=5  D T M F . . . . 	 !	@		@		.		+	  *	M	0	G	7	?	$	  	9	K	$	. . . . 	 /1  -'D  '13'D  D T M F 	 D T M F   (,  ,'1  	 D T M F   . . . 	 								  										 !
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	   	 K u t h u n y e l w a   i - D T M F 	 I t h u m e l a   I D T M F 	 I n a t u m a   D T M F 	 S t u u r   t a n s   D T M F 	 S i u n 
i a m a s   D T M F 	 S kt +t   D T M F 	 S a a d a n   D T M F - i 	 D T M F - k  xraoxt	 D T M F -   	 E x p e d i e r e   D T M F 	 D T M F   
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 S A T _ D T M F _ E R R O R _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   D T M F   E r r o r . 	 E r r o r   s e n d i n g   D T M F 	 D T M F |v1YWe	 D T M F S1Y%	 4%2C2#*H  D T M F 	 E r r o r   a l   e n v i a r   D T M F 	 E r r e u r   l o r s   d e   l ' e n v o i   d e   D T M F 	 F e h l e r   b e i m   S e n d e n   v o n   D T M F 	 H81:0  ?@8  >B?@02:5  D T M F 	 E r r o r e   n e l l ' i n v i o   d i   D T M F 	 .7#  AJ  '13'D  D T M F 	 E r r o   n o   e n v i o   d e   D T M F 	 D T M F   g  n d e r m e d e   h a t a 	 G i   D T M F   t h t   b i 	 P e n g i r i m a n   D T M F   s a l a h ! ! ! 	 R a l a t   m e n g h a n t a r   D T M F 	 !	@		@		.		+	  -	G		(	G	  .	G		  $	M	0	A		?		 F e j l   v e d   A f s e n d i n g   a f   D T M F ! ! ! 	 C h y b a   p Yi   p o s  l  n    D T M F ! ! ! 	 B Bd   w   w y s y Ba n i u   D T M F ! ! ! 	 H i b a   a z   D T M F   k  l d  s e   s o r  n ! 	 V i r h e   D T M F : n   l  h e t t  m i s e s s  ! ! ! 	 F e i l   v e d   s e n d i n g   a v   D T M F ! ! ! 	 C h y b a   p r i   o d o s l a n    D T M F   ! ! ! 	 F o u t   b i j   v e r z e n d e n   v a n   D T M F 	 D e t   g i c k   i n t e   a t t   s k i c k a   D T M F ! ! ! 	 G r e ak a   p r i   s l a n j u   D T M F   ! ! ! 	 E r o a r e   l a   e x p e d i e r e a   D T M F 	 N a p a k a   V   P o ai l j a n j u   D T M F ! ! ! 	         D T M F . ! ! ! 	     D T M F 	 @5H:0  7?@0I0=5  D T M F ! ! ! 	 !	@	!	@		.		+	  *	M	0	G	7	?	$	  	B		  ! ! ! 	 .7'  /1  '13'D  D T M F 	 ! ! ! (,F  ED T M F     :D7  	 D T M F     ! ! ! 	 								  							  							 !
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	     	 I p h u t h a   e k u t h u m e l e n i   i - D T M F 	 I m p a z a m o   e k u t h u m e l e n i   i D T M F 	 H i t i l a f u   y a   k u t u m a   D T M F 	 F o u t   m e t   s t u u r   v a n   D T M F 	 D T M F   s i u n t i m o   k l a i d a 	 K <kd a ,   s kt o t   D T M F 	 T  r g e   D T M F - i   s a a t m i s e l 	 D T M F - k  xraotav  }mal	 D T M F -     	 E r o a r e   e x p e d i e r e   D T M F 	 D T M F   
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 
 S A T _ D T M F _ S U C C E S S _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   D T M F   S e n t . 	 D T M F   s e n t 	 D T M F ]|v	 D T M F ]S	 *H  D T M F   A%I'	 D T M F   e n v i a d o 	 D T M F   e n v o y  	 D T M F   g e s e n d e t 	 D T M F   >B?@02;5=>	 D T M F   I n v i a t o 	 *E  '13'D  D T M F 	 D T M F   e n v i a d a 	 D T M F   g  n d e r i l d i 	    g i   D T M F   	 D T M F   t e r k i r i m ! 	 D T M F   d i h a n t a r 	 !	@		@		.		+	  -	G		>		 D T M F   S e n d t ! 	 D T M F   p o s l  n o ! 	 D T M F   w y s Ba n y ! 	 D T M F   e l k  l d v e ! 	 D T M F   L  h e t e t t y ! 	 D T M F   s e n d t ! 	 D T M F   o d o s l a n  ! 	 D T M F   v e r z o n d e n 	 D T M F   s k i c k a t s ! 	 D T M F   p o s l a n ! 	 D T M F   e x p e d i a t 	 D T M F   P o s l a n ! 	 D T M F   ! 	 D T M F   	 D T M F   7?@0B5=>! 	 !	@		@		.		+	  *	>	 	5	>	  ! 	 D T M F   '13'D  4/	 ! D T M F   D'  '	 D T M F     ! 	 								  						  						 !
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7H-!H-  G P R S   *3+#1@#2'L@-#L? 	  C r e a r   c o n e x i  n   G P R S   d e   n a v e g a d o r ? 	 E t a b l i r   u n e   c o n n e x i o n   G P R S   p o u r   l e   n a v i g a t e u r  ? 	 G P R S - V e r b i n d u n g   f  r   B r o w s e r   h e r s t e l l e n ? 	 #AB0=>28BL  G P R S - ?>4:;NG5=85  4;O  1@0C75@0? 	 S t a b i l i r e   c o l l e g a m e n t o   G P R S   p e r   b r o w s e r ? 	 GD  *#C/  'F4'!  'D'*5'D  'DE('41  G P R S   	 F a z e r   l i g a   o   G P R S   p a r a   o   b r o w s e r ? 	 T a r a y 1c 1  i  i n   G P R S   b a l a n t 1s 1  y a p 1l s 1n   m 1?   	 C h c   c h n   m u n   l p   k t   n i   G P R S ? 	 B u a t   s a m b u n g a n   G P R S   u n t u k   b r o w s e r ? 	 B u a t   s a m b u n g a n   G P R S   u n t u k   p e l a y a n ?   	 ,	M	0	>			[	0	  	G	  2	?		  	@	*	@		0		8	  	(	G		M	6	(	  ,	(	>	/	>	  	>		?  	 	 	 	 L  t r e h o z z a   a   G P R S - k a p c s o l a t o t   a   b  n g  s z Q  s z  m  r a ? 	 	 	 	 G P R S - v e r b i n d i n g   m a k e n   v o o r   b r o w s e r ? 	 	 	 V   c o n e c t a ci   l a   G P R S   p e n t r u   b r o w s e r ? 	 	 	       G P R S     ? 	 	 ,	M	0	>				0	8	>	 	@	  	@	*	@		0		8	  8		*	0	M		  	0	>		 '*5'D  G P R S   (1'I  E1H11  (1B1'1  4H/	 (1'$21    D  G P R S   1'(7  ,&	   G P R S     ? 	 								  				  		. 		. 		. 		  							  			? 	 ,
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 S A T _ N E X T _ A C T I O N _ P L A Y _ T O N E _ S T R I N G _ I D 	 S A T 	 H I N T 	 P l a y   T o n e 	 P l a y   t o n e 	 d>er	 d>eX	 @%H@*5"	 R e p r o d u c i r   t o n o 	 J o u e r   l e   s o n 	 T o n   w i e d e r g e b e n 	 ">=  83@K	 R i p r o d u c i   i l   T o n o 	 *4:JD  'DF:E)	 T o q u e   d e   r e p r o d u   o 	  a l m a   s e s i 	 P h  t    m   t h a n h 	 M a i n k a n   N a d a 	 N a d a   m a i n 	 '	A	(	  ,		>	
		 A f s p i l   T o n e 	 P Ye h r  t   t  n 	 O d t w  r z   d zw i k 	 H a n g   l e j  t s z  s a 	 S o i t a     n i 	 S p i l l   a v   t o n e 	 P r e h r a e  t  n 	 T o o n   a f s p e l e n 	 S p e l a   u p p   r i n g s i g n a l 	 R e p r o d u k c i j a   t o n a 	 R e d a r e   t o n 	 P r e d v a j a j   Z v o k 	   	   	 7?J;=8  ">=	 '	M	5	(	@	  	>	2	B	  	0	>		 ~.4  FH'.*	 yHF  D'&	   	 			  						 
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	     	 D l a l a   i t h o n i 	 K h a l i s a   i t h o n i 	 C h e z a   t o n i 	 S p e e l   t o o n 	 L e i s t i   t o n 	 A t s k a Fo t   m e l o d i j u 	 E s i t a   h e l i n 	 F~acaoel  teredk	   	 R e d a r e   t o n 	 
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 
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	   	 B o n i s a   u m b h a l o 	 B o n i s a   I g a m a 	 O n y e s h a   m a a n d i s h i 	 V e r t o o n   t e k s 	 R o d y t i   t e k s t 	 P a r d +t   t e k s t u 	 K u v a   t e k s t 	 Qxadel  e}	   	 A f i _a r e   t e x t 	 
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 
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	 W t r   k l u c z 	 K u l c s   l e k  r d e z  s e 	 H a e   a v a i n 	 F    i n n   n  k k e l 	 P r  s t u p o v    k  d 	 I n   t o e t s   o n t v a n g e n 	 K o m   i n - k n a p p 	 T i p k a   z a   u n o s 	 T a s t   i n t r a r e 	 D o b i   V   K l j u 
u 	   	   	 E>4OI  :;NG	 ,		(	  .	'	M	/	G	  '	M	/	>		 /1'A*  D/	 (yF  E  ,'&	   	 		  		  				 
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	   	 T h o l a   i k h i 	 F a k a   i q h o s h a 	 K i t u f e   c h a   k u i n g i a 	 K r y   i n   t o o n a a r d 	 .j i m o   m y g t u k a s 	 I e i e t   t o Fk r t 	 V  t i   s i s e n e m i s e k s 	 Maval  vxauk  bavalkv	   	 O b ci n e r e   c h e i e 	 
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 
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 
 S A T _ N E X T _ A C T I O N _ S E L E C T _ I T E M _ S T R I N G _ I D 	 S A T 	 H I N T 	 S e l e c t   I t e m 	 S e l e c t   i t e m 	 xdv	 	byv	 @%7-#2"2#	 S e l e c c i o n a r   e l e m e n t o 	 S  l e c t i o n n e r   l '  l  m e n t 	 E l e m e n t   w  h l e n 	 K1@0BL  >1J5:B	 S e l e z i o n a   v o c e 	 '.*J'1  'D4J&	 S e l e c c i o n a r   i t e m 	  e   s e  i n 	 C h n   m c 	 P i l i h   b a r a n g 	 P i l i h   i t e m 	 5	8	M	$	A	  	A	(	G			 V  l g   P o s t 	 Z v o l i t   p o l o ~k u 	 W y b i e r z ! 	 E l e m   k i v  l a s z t  s a 	 V a l i t s e   k o h d e 	 V e l g   g j e n s t a n d 	 Z v o l i e  p o l o ~k u 	 O b j e c t   s e l e c t e r e n 	 V  l j   u r   l i s t a 	 O d a b e r i t e   s t a v k u 	 S e l e c t a r e   e l e m e n t 	 I z b e r i   S t v a r 	   	   	 715@8  15:B	 	/		G	.	  (	?	5	!	>		 'F*.'(  2FG	 "&yE    '  'F*.'(  ,&	   	 									  						 
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I2	 C o n f i g u r a r   t e x t o   d e   m o d o   i n a c t i v o 	 R  g l e r   l e   t e x t e   d u   m o d e   i n a c t i f 	 I n a k t i v e n   M o d u s t e x t   e i n r i c h t e n 	 #AB0=>2:0  B5:AB0  @568<0  >6840=8O	 C o n f i g u r a   T e s t o   d i   M o d a l i t    s t a n d b y 	 '9/'/  F5  'D'-*J'7J	 C o n f i g u r a   o   d e   t e x t o   e m   m o d o   i n a c t i v o 	 A y a r l a r   s a b i t   m o d   m e t n i 	 C  i   c h     c h   r i 	 A t u r   M o d e   T e k s   d i a m 	 T e k s   m o d   m e l a h u   p e r s e d i a a n 	 	/	!	2	  .	K	!	  	G		M	8	M		  8	G			*	  	0	G		 	 O p s  t n i n g   L e d i g   T i l s t a n d   T e k s t 	 N a s t a v e n    t e x t u   k l i d o v  h o   r e ~i m u 	 U s t a w   t e k s t   w   t r y b i e   n i e c z y n n y m 	 S z a b a d    z e m m  d   s z  v e g  n e k   b e  l l  t  s a 	 A s e t a   i d l e   m o d e   - t e k s t i 	 S t i l l   i n n   s a m t a l e 	 N a s t a v e n i e   t e x t u   p o k o j n  h o   r e ~i m u 	 T e k s t   v a n   r u s t s t a n d   i n s t e l l e n 	 I n s t  l l n i n g a r   f  r   t e x t   v i d   v i l o l  g e 	 P o d e s i t e   t e k s t   p o r u k e   z a   m i r o v a n j e 	 C o n f i g u r a r e   t e x t    n   m o d u l   i n a c t i v 	 N a s t a v i   S r e d n j i   N a 
i n   B e s e d i l a 	           	       	 #AB0=>28  !2>1>45=   568<  "5:AB	 8	G			*	  (	?	7	M		M	0	?	/	  5	?	'	?	  	G		M	8	M			 *F8E  E*F  -'D*  (D''3*A'/G	 "&D  EH  y3y  3y  '~  ,&	       	 				  			  						  					  					 5
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 S A T _ N E X T _ A C T I O N _ P O W E R _ O N _ C A R D _ S T R I N G _ I D 	 S A T 	 H I N T 	 P o w e r   O n   C a r d 	 P o w e r   o n   c a r d 	 SUaSn	  _/TaS5un	 @4@#7H-2#L	 C o n e c t a r   t a r j e t a 	 A l l u m e r   l a   c a r t e 	 K a r t e   e i n s c h a l t e n 	 >4A>548=8BL  :0@BC	 A c c e n d i   l a   c o r r e n t e 	 'A*-  'D(7'B)	 C a r t  o   l i g a d o 	 G     a  m a   k a r t 1	 B t   t h 	 H i d u p k a n   K a r t u 	 K a d   n y a l a k a n   k u a s a 	 *	>	5	0	  	>	2	B	  	>	0	M	!		 S t r  m   T i l   K o r t 	 Z a p o j i t   k a r t u 	 Z a s i l a n i e   w Bc z o n e   n a   k a r c i e 	 K  r t y a   b e k a p c s o l  s a 	 V i r t a   k o r t i l l a 	 S t r  m   p  - k o r t 	 Z a p n  e  k a r t u 	 K a a r t   i n s c h a k e l e n 	 P  s l a g e n 	 U k l j u 
i v a n j e   k a r t i c e 	 P o r n i r e   c a r t e l 	 M o 
  N a   K a r t i c i 	   	   	 :;NG5=0  0@B0	 *	I	5	0	  	>	2	B	  	>	0	M	!		 A9'D  1/F  '1*	 '1  'DH  ,&	     	 						  		  						 ,
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  



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	       	 I - P o w e r   o n   c a r d 	 A m a n d l a   e k h a d i n i 	 K a d i   y a   k u w a s h a 	 S i t   k a a r t   a a n 	 .j u n g t i   k o r t e l s   m a i t i n i m 	 I e s l g t   b a r o aa n u   k a r t e i 	 L  l i t a   k a a r t   s i s s e 	 Dkatav  a	   	 P o r n i r e   c a r d 	 *
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 
 S A T _ N E X T _ A C T I O N _ P O W E R _ O F F _ C A R D _ S T R I N G _ I D 	 S A T 	 H I N T 	 P o w e r   O f f   C a r d 	 P o w e r   o f f   c a r d 	 ܕaSn	 sQaS5un	 41#	 D e s c o n e c t a r   t a r j e t a 	  t e i n d r e   l a   c a r t e 	 K a r t e   a u s s c h a l t e n 	 BA>548=8BL  :0@BC	 S p e g n i   l a   c o r r e n t e 	 ':D'B  'D(7'B)	 C a r t  o   d e s l i g a d o 	 G     k a p a t m a   k a r t 1	 T t   t h 	 M a t i k a n   K a r t u 	 K a d   p a d a m k a n   k u a s a 	 *	>	5	0	  ,		&	  	>	0	M	!		 S t r  m   F r a   K o r t 	 O d p o j i t   k a r t u 	 Z a s i l a n i e   w y Bc z o n e   n a   k a r c i e 	 K  r t y a   k i k a p c s o l  s a 	 V i r t a   p o i s   k o r t i l t a 	 S t r  m   a v - k o r t 	 V y p n  e  k a r t u 	 K a a r t   u i t s c h a k e l e n 	 A v s t  n g d 	 I s k l j u 
i v a n j e   k a r t i c e 	 O p r i r e   c a r t e l 	 M o 
  I z   K a r t i c e 	     	   	 7:;NG5=0  0@B0	 *	I	5	0	  ,		&	  	>	0	M	!		 :1A9'D  1/F  '1*	 '1  (F/  ,&	     	 						  		  						 ,
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 
 S A T _ N E X T _ A C T I O N _ G E T _ R E A D E R _ S T A T U S _ S T R I N G _ I D 	 S A T 	 H I N T 	 G e t   R e a d e r   S t a t u s 	 G e t   r e a d e r   s t a t u s 	 ۏeQSr`	 ۏeQSr`	 #1*209I-H2	 O b t e n e r   e s t a d o   d e l   l e c t o r 	 O b t e n i r   l '  t a t   d u   l e c t e u r 	 R e a d e r s t a t u s   b e z i e h e n 	 >;CG8BL  AB0BCA  GB5=8O	 R i c e v i   s t a t o   L e t t o r e 	 '/.D  -'D)  'DB1'!)	 O b t e r   e s t a d o   d o   l e i t o r 	 O k u y u c u   d u r u m u 	 V  o   t r n g   t h  i   x e m 	 A m b i l   S t a t u s   P e m b a c a 	 D a p a t k a n   s t a t u s   p e m b a c a 	 *	>	 		  	@	  8	M	%	?	$	?	  2	G			 H e n t   L  s e r   S t a t u s 	 Z  s k a t   s t a t u s   
t e n  Ye 	 O t r z y m a j   s t a t u s   c z y t n i k a 	 O l v a s     l l a p o t  n a k   l e k  r d e z  s e 	 H a e   l u k i j a t i l a 	 F    l e s e r s t a t u s 	 S p o z n a e  s t a t u s   
i t a t e >a 	 T o e s t a n d   v a n   l e z e r   o n t v a n g e n 	 H  m t a   l  s s t a t u s 	 D o h v a t i t e   s t a t u s   
i t a 
a 	 O b ci n e r e   i n f o r m a ci i   c i t i t o r 	 D o b i   S t a n j e   B r a l c a 	   	     	 !B0BCA  '5B5F	 0	@	!	0	  8	M	%	?	$	@	  .	G	3	5	>		 /1'A*  H69*  '1*  .H'F	 11  '3yy3  ~'&	     	 					  							  						 *
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	     	 T h o l a   i s i m o   s e - r e a d e r 	 F u m a n a   i w o n g a   l o m f u n d i 	 P a r a   h a d h i   y a   k i s o m a j i 	 K r y   l e s e r - s t a t u s 	 G a u t i   s k a i t y t o j o   s t a t u s 	 S a Fe m t   l a s +t j a   s t a t u s u 	 M   r a   r i i d e r i   o l e k 	 Maval  oadaxr  nack  oaca~ksaoh	     	 O b ci n e r e   s t a r e   c i t i t o r 	 1
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	 *> M  8M%?$?  *>(M$A	 	 					  						  							  				 	 	 	 	 	 	 	 O b t e r   e s t a d o   d o   l e i t o r 	 	 	 	 	 	 	 	 I r a k u r l e a r e n   e g o e r a   e s k u r a t u 	 K u n i n   a n g   e s t a d o   n g   b u m a b a s a 	 O b t e r   e s t a d o   d o   l e c t o r 	 N w e t a   k w a   g   a k w k w 	 F a i g h   s t  d a s   a n   l  i t h e o r a 
 
 S A T _ N E X T _ A C T I O N _ O P E N _ C H A N N E L _ S T R I N G _ I D 	 S A T 	 H I N T 	 O p e n   C h a n n e l 	 O p e n   c h a n n e l 	 SUS	  _/TOS	 @4A
@%	 A b r i r   c a n a l 	 O u v r i r   l e   c a n a l 	 K a n a l    f f n e n 	 B:@KBL  :0=0;	 A p r i   C a n a l e 	 A*-  'DBF')	 A b r i r   c a n a l 	 K a n a l 1  a  	 M   k  n h 	 M e m b u k a   S a l u r a n 	 B u k a   S a l u r a n 	 	H	(	2	  	K	2	G			  b n   K a n a l 	 O t e v Y t   k a n  l 	 O t w  r z   k a n a B	 C s a t o r n a   n y i t  s a 	 A v a a   k a n a v a 	  p n e   k a n a l 	 O t v o r i e  k a n  l 	 K a n a a l   o p e n e n 	  p p n a   k a n a l 	 O t v o r i t e   k a n a l 	 D e s c h i d e r e   c a n a l 	 O d p r i   K a n a l 	   	   	 B2>@5=  0=0;	 	A	2	>	  	E	(	2		 ('2  1/F  'F'D	 FD  HD	   	 							  						 
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	   	 V u l a   i s h a n e l i 	 I j e l o   e l i v u l i w e y o 	 F u n g u a   i d h a a 	 M a a k   k a n a a l   o o p 	 A t i d a r y t i   k a n a l 	 A t v r t   k a n l u 	 A v a   k a n a l 	 2ael  oazxrkv	   	 D e s c h i d e r e   c a n a l 	 
>
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	 M_>(G2  K2(M$A	 	 					  					 	 	 	 	 	 	 	 A b r i r   c a n a l 	 	 	 	 	 	 	 	 K o m u n i k a b i d e a   i r e k i 	 B u k s a n   a n g   c h a n n e l 	 A b r i r   c a n a l 	 M e p e e   c h a n e l 	 O s c a i l   a n   c a i n  a l 
 
 S A T _ N E X T _ A C T I O N _ C L O S E _ C H A N N E L _ S T R I N G _ I D 	 S A T 	 H I N T 	 C l o s e   C h a n n e l 	 C l o s e   c h a n n e l 	 ܕS	 sQOS	 4A
@%	 C e r r a r   c a n a l 	 F e r m e r   l e   c a n a l 	 K a n a l   s c h l i e  e n 	 0:@KBL  :0=0;	 C h i u d i   C a n a l e 	 %:D'B  'DBF')	 F e c h a r   c a n a l 	 K a n a l 1  k a p a t 	  n g   k  n h 	 M e n u t u p   S a l u r a n 	 T u t u p   s a l u r a n 	 	H	(	2	  ,		&	  	0	G			 L u k   K a n a l 	 Z a v Y t   k a n  l 	 Z a m k n i j   k a n a B	 C s a t o r n a   z  r  s a 	 S u l j e   k a n a v a 	 L u k k e   k a n a l 	 Z a v r i e e  k a n  l 	 K a n a a l   s l u i t e n 	 S t  n g   k a n a l 	 Z a t v o r i t e   k a n a l 	  n c h i d e r e   c a n a l 	 Z a p r i   K a n a l 	   	   	 0B2>@5=  0=0;	 ,		&	  	E	(	2		 (3*F  'F'D	 FD  (F/  ,&	   	 							  				  					 
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@%	 O b t e n e r   e s t a d o   d e l   c a n a l 	 O b t e n i r   l '  t a t   d u   c a n a l 	 K a n a l s t a t u s   b e z i e h e n 	 >;CG8BL  AB0BCA  :0=0;0	 R i c e v i   S t a t o   C a n a l e 	 '/.'D  -'D)  'DBF')	 O b t e r   e s t a d o   d o   c a n a l 	 K a n a l   d u r u m u n u   a l 	 V  o   t r n g   t h  i   k t   n i 	 A m b i l   S t a t u s   S a l u r a n 	 D a p a t k a n   s t a t u s   s a l u r a n 	 	H	(	2	  8	M	%	?	$	?	  *	M	0	>	*	M	$	  	0	G			 H e n t   K a n a l   S t a t u s 	 Z j i s t i t   s t a v   k a n  l u 	 O t r z y m a j   s t a t u s   k a n a Bu 	 C s a t o r n a    l l a p o t  n a k   l e k  r d e z  s e 	 H a e   k a n a v a n   t i l a 	 F    k a n a l s t a t u s 	 S p o z n a e  s t a t u s   k a n  l u 	 K a n a a l t o e s t a n d   o n t v a n g e n 	 H  m t a   k a n a l s t a t u s 	 D o h v a t   s t a t u s a   k a n a l a 	 O b ci n e r e   i n f o r m a ci i   c a n a l 	 D o b i   S t a n j e   K a n a l a 	   	     	 !B0BCA  0=0;	 	E	(	2	  8	M	%	?	$	@	  .	G	3	5	>		 /1'A*  H69*  'F'D	 FD  '3yy3  -'5D  ,&	     	 									  							  						 *
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 S A T _ P L A Y _ T O N E _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S t r i n g   d i s p l a y e d   w h e n   P l a y i n g   T o n e . 	 P l a y i n g   S I M   t o n e 	 rd>e-N	 Xd>e-N	 @%H@*5"C4!	 R e p r o d u c i r   t o n o   d e   t a r j e t a   S I M 	 L i r e   s o n   S I M 	 S I M - T o n   w i r d   w i e d e r g e g e b e n 	 >A?@>8725AB8  B>=  S I M   	 R i p r o d u z i o n e   t o n o   S I M 	 ,'1M  *4:JD  F:E)  'D(7'B)	 A   r e p r o d u z i r   t o m   S I M 	 S I M    a l m a   s e s i 	 a n g   p h  t    m   t h a n h 	 M a i n k a n   N a d a   S I M & 	 M e m a i n k a n   n a d a   S I M 	 8	?	.	  	K	(	  ,		(	>	  	>	0	@	. . .  	 A f s p i l l e r   S I M   T o n e . . . . 	 P Ye h r  v  m   t  n   S I M . . . 	 O d t w a r z a n i e   d zw i k u   S I M . . . 	 S I M   h a n g   l e j  t s z  s a 	 S o i t t a a   S I M -   n t  . . . . 	 A v s p i l l i n g   a v   S I M - t o n e . . . . 	 P r e h r  v a m   t  n   S I M . . . . 	 S I M - t o o n   w o r d t   a f g e s p e e l d 	 S p e l a r   u p p   S I M - k o r t s t o n 	 R e p r o d u k c i j a   S I M   t o n a . . . 	 R e d a r e   t o n   S I M    n   c u r s 	 P r e d v a j a j   S I M   Z v o k . . . . 	     S I M 	     S I M 	 7?J;=5=85  =0  S I M   ">=. . . . 	 8	?	.	  '	M	5	(	@	  	>	2	B	  	0	>	. . . 	 /1  -'D  ~.4  FH'.*  S I M 	 3E  yHF  DF'  ,'1	       ! 	 			  			  						 8
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 S E R V I C E S _ N O T _ P R O V I D E D _ S T R I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   d i s p l a y e d   w h e n   n o   s e r v i c e   a v a i l a b l e . 	 S I M   n o t   s u p p o r t 	 S I M aS*gcO	 S I M 
gR*gcO	 D!H#-#14!	 T a r j e t a   S I M   n o   a d m i t i d a 	 S I M   n o n   s u p p o r t  	 S I M   n i c h t   u n t e r s t  t z t 	 S I M   =5  ?>445@68205BAO	 S I M   N o n   S u p p o r t a t o 	 'D(7'B)  D'  */9E	 S I M   n  o   s u p o r t a d o 	 S I M   d e s t e k l e n m i y o r 	 S I M   k h  n g   h   t r 	 S I M   t a k   d i d u k u n g ! 	 S I M   t a k   d i s o k o n g 	 8	?	.	  	8	.	0	M	%	?	$		 S I M   U n d e r s t  t t e r   I k k e ! 	 S I M   n e n    p o d p o r o v  n a ! 	 K a r t a   S I M   n i e   o b s Bu g i w a n a ! 	 A   S I M   n e m   t  m o g a t o t t ! 	 S i m   e i   t u e t t u ! 	 S I M   i k k e   s t  t t e t ! 	 N e p o d p o r o v a n    S I M 	 S I M   n i e t   o n d e r s t e u n d 	 S I M - k o r t   s t  d j e s   e j ! 	 S I M   k a r t i c a   n i j e   p o d r ~a n a ! 	 S I M   n e a c c e p t a t 	 S I M   N e p o d p r t ! 	   S I M     ! 	   S I M     	 S I M   5  A5  >44J@60! 	 8	?	.	  8	M	5	@		>	0	M	/	  (	>	9	@	  ! 	 S I M   ~4*('F  FE  4H/	 ! 3E  E  -E'*  F	 S I M     	 			  						  			  		! 	 8
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	   	 I - S I M   a y i s a p h o t h i 	 I - S I M   a y i x h a s w a n g a 	 S I M   h a i k u b a l i w i 	 S I M   n i e   o n d e r s t e u n   n i e 	 S I M   n e p a l a i k o m a 	 P I N   n a v   a t b a l s t +t s 	 S I M   t o e t u s e t a 	 S I M   ah  pataerelk  yg	 S I M       	 S I M   n e a c c e p t a t 	 S I M   *
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 
 S H O R T C U T S _ T I T L E _ S T R I N G _ I D 	 U n d e f i n e d 	 T I T L E 	 T i t l e   d i s p l a y e d   i n   S h o r t c u t s   A p p l i c a t i o n . 	 S h o r t c u t s 	 _wcR	 _wcR	 8H!%1	 A c c e s o s   d i r e c t o s 	 R a c c o u r c i s 	 A b k  r z u n g e n 	 /@;K:8	 S c o r c i a t o i e 	 '.*5'1	 A t a l h o s 	 K 1s a y o l l a r 	 P h  m   t t 	 P e n u n j u k 	 P i n t a s a n 	 6	I	0	M					 G e n v e j e 	 Z k r a t k y 	 S k r  t y 	 G y o r s b i l l e n t y qk 	 P i k a n  p p  i m e t 	 S n a r v e i e r 	 S k r a t k y 	 S n e l k o p p e l i n g e n 	 G e n v  g a r 	 P r e 
a c i 	 C o m e n z i   r a p i d e 	 B l i ~n j i c e 	 	   	 (>@B:JB8	 6	I	0	M					 E'F(1G'	 4'1y  y	 	 								 
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 	 A m a s h o t h i k h a d i 	 O o n d l e l a   m f u t s h a n e 	 N j i a   z a   m k a t o 	 K o r t p a a i e 	 N u o r o d o s 	 S a +s n e s 	 K i i r k l a h v i d 	 1ac  avxtve	     ( S h o r t c u t s ) 	 C o m e n z i   r a p i d e 	 
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 
 S H O R T C U T S _ E N A B L E _ S T R I N G _ I D 	 U n d e f i n e d 	 I C O N T E X T 	 E n a b l e   a   s h o r t c u t   i t e m 	 E n a b l e 	 _UR	 /TR	 C
I2	 A c t i v a r 	 A c t i v e r 	 A k t i v i e r e n 	 :;NG8BL	 A b i l i t a   	 *4:JD	 A c t i v a r 	 E t k i n l e _t i r 	 B t 	 A k t i f k a n 	 D a y a k a n 	 8	.	0	M	%	(	  8		M	0	?	/		 	 	 	 E n g e d  l y e z  s 	 	 	 	 A c t i v e r e n 	 	 	 A c t i v a r e 	 	 	 	 	 8		M	0	?	/	  	0	>		 (C'1'F/'.*F	 D'H  ,&	 	 						 /
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 
 S H O R T C U T S _ D I S A B L E _ S T R I N G _ I D 	 U n d e f i n e d 	 I C O N T E X T 	 D i s a b l e   a   s h o r t c u t   i t e m 	 D i s a b l e 	 ܕ	 sQ	 @%4C
I2	 D e s a c t i v a r 	 D  s a c t i v e r 	 D e a k t i v i e r e n 	 B:;NG8BL	 D i s a b i l i t a   	 E:DB	 D e s a c t i v a r 	 D e v r e   d 1_1  b 1r a k 	 T t 	 N o n a k t i f k a n 	 N y a h d a y a k a n 	 (	?	7	M		M	0	?	/		 	 	 	 L e t i l t  s 	 	 	 	 I n a c t i v e r e n 	 	 	 D e z a c t i v a r e 	 	 	 	 	 (	?	7	M		M	0	?	/	  	0	>		 '2C'1'F/'.*F	 (F/  ,&	 	 						 
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	 	 N q a m u l a 	 E n z a   i n g a s e b e n z i 	 L e m a z a 	 V e r s p e r 	 N e l e i s t i 	 A t s p j o t 	 K e e l a 	 Ja}k~avel	 	 D e z a c t i v a r e 	 
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 
 S H O R T C U T S _ F U L L _ M S G _ S T R I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 F u l l   S h o r t c u t 	 F u l l 	 zz]n	 zz]n	 @G!	 C o m p l e t o 	 P l e i n 	 V o l l 	 !2>1>4=>3>  <5AB0  =5B	 P i e n o 	 EED$	 M  x i m o 	 D o l u 	 K h  n g   g i a n      y 	 P e n u h 	 P e n u h 	 *	B	0	>		 	 	 	 M e g t e l t 	 	 	 	 V o l 	 	 	 M e m o r i e   c o m e n z i   r a p i d e   p l i n 	 	 	 	 	 *	B	0	M	#		 C'ED	 ~1	 	 						 *
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 
 S H O R T C U T S _ C H A N G E _ O R D E R _ S T R I N G _ I D 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 C h a n g e   s h o r t c u t s   o r d e r 	 C h a n g e   o r d e r 	 f^	 f9ez^	 @%5H"%31	 C a m b i a r   o r d e n 	 C h a n g e r   l ' o r d r e 	 R e i h e n f o l g e    n d e r n 	 7<5=8BL  ?>@O4>:	 C a m b i a   o r d i n e 	 *:J1  'D*1*J(	 A l t e r a r   o r d e m 	 D e i _i k l i k   t a l i m a t 1  	 T h a y   i   t h   t 	 U b a h   u r u t a n 	 T u k a r   u r u t a n 	 	M	0	.	  *	0	?	5	0	M	$	(	  	0	G			 	 	 	 S o r r e n d   m  d o s  t  s a 	 	 	 	 V o l g o r d e   v e r a n d e r e n 	 	 	 S c h i m b a ci   o r d i n e a   c o m e n z i l o r   r a p i d e 	 	 	   	 	 	0	M	!	0	  ,	&	2	>		 9H6  1/F  *1*(	 *1*(    *(/D  ,&	   	 						  									 ,
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	   	 S h i n t s h a   i - o d a 	 T s i n t s h a   u l a n d e l e l w a n o 	 B a d i l i   m p a n g i l i o 	 W y s i g   v o l g o r d e 	 P a k e i s t i   t v a r k 	 M a i n +t   k r t +b u 	 M u u d a   j  r j e s t u s t 	 Sxmel  peiaoavxiuxvh	   	 M o d i f i c a r e   o r d i n e 	 
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 
 S T R _ D E D I C A T E D _ K E Y 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 D e d i c a t e d   K e y 	 D e d i c a t e d   k e y 	 eTRu	 c[R.	 8
A@	20	 T e c l a   d e d i c a d a 	 C l    s p  c i a l i s  e 	 D e d i z i e r t e   T a s t e 	 ;028H0  =02830F88	 S p e c i a l i z z a t o 	 EA*'-  E9JF	 T e c l a   d e d i c a d a 	 A t a m a   t u _u 	 P h  m   c h   n h   c  n g   n n g 	 k u n c i   d i s e d i a 	 K e k u n c i   b e r d e d i k a s i 	 8	.	0	M	*	?	$	  	A			@		 O k 	 O k 	 O k 	 C  l - b i l l e n t y q	 O K 	 O k 	 O k 	 T o e g e k e n d e   t o e t s 	 O K 	 U   r e d u 	 T a s t   d e d i c a t 	 O K 	 	   	 	  	@		  	9	G		 CDJ/  '.*5'5I	 'H	 	 							  			 8
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  

	   	 I - D e d i c a t e d   k e y 	 I q h o s h a   e l i z i n i k e l e y o 	 K i t u f e   m a a l u m 	 T o e g e w e s e   t o e t s 	 S k i r t a s i s   k l a v i aa s 	 S p e c i a l i z t s   t a u s t i Fa	 E r i o t s t a r b e l i n e   k l a h v 	 @aoa~an  }erv	   	 T a s t   d e d i c a t 	 !
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 
 S T R _ D E D I C A T E D _ U P _ K E Y 	 S e t t i n g 	 I C O N T E X T 	 U p   k e y 	 U p 	 
Nu	 
N.	 6I	 A r r i b a 	 V e r s   l e   h a u t 	 O b e n 	 25@E	 S u 	 AHB	 P a r a   c i m a 	 Y u k a r 1	 L  n 	 A t a s 	 A t a s 	 
	*	0		 O p 	 N a h o r u 	 W   g  r 	 F e l 	 Y l  s 	 O p p 	 H o r e 	 O m h o o g 	 U p p 	 G o r e 	 S u s 	 G o r 	 	 	 >@5	 5	0		 ('D'	 'H~1	 	 					 	

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	 *M	 3>@C	 


	 	 P h e z u l u 	 P h e z u l u 	 J u u 	 O p 	 A u k at y n 	 A u g au p 	  l e s 	 Ne	 	 S u s 	 .
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 
 S T R _ D E D I C A T E D _ D O W N 	 S e t t i n g 	 I C O N T E X T 	 D o w n   k e y 	 D o w n 	 Nu	 N.	 %	 A b a j o 	 V e r s   l e   b a s 	 U n t e n 	 =87	 G i  	 *-*	 P a r a   b a i x o 	 A _a 1	 X u n g 	 B a w a h 	 B a w a h 	 (	@		G		 N e d 	 D o l o	 W   d  B	 L e 	 A l a s 	 N e d 	 D o l e 	 O m l a a g 	 N e r 	 D o l j e 	 J o s 	 D o l 	 	 	 >;C	 	>	2	@		 ~'F	 F  	 	 					 (
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	 !L(M	 =87	 



	 	 P h a n s i 	 Z a n t s i 	 C h i n i 	 A f 	 }e m y n 	 L e j u p 	 A l l a 	 Fe	 	 J o s 	 $
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 
 S T R _ D E D I C A T E D _ L E F T 	 S e t t i n g 	 I C O N T E X T 	 L e f t   k e y 	 L e f t 	 ]u	 ].	 I2"	 I z q u i e r d a 	 G a u c h e 	 L i n k s 	 ;52>	 S i n i s t r a 	 J3'1	 P a r a   a   e s q u e r d a 	 S o l a 	 T r  i 	 K i r i 	 K i r i 	 ,	>				 V e n s t r e 	 D o l e v a 	 L e w o 	 B a l r a 	 V a s e m m a l l e 	 V e n s t r e 	 D o >a v a 	 L i n k s 	 V  n s t e r 	 L i j e v o 	 S t  n g a 	 L e v o 	 	 	 O2>	 !	>	5	>		 ~	 ('&	 	 				 
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 
 S T R _ D E D I C A T E D _ R I G H T 	 S e t t i n g 	 I C O N T E X T 	 R i g h t   k e y 	 R i g h t 	 Su	 S.	 '2	 D e r e c h a 	 D r o i t e 	 R e c h t s 	 ?@02>	 D e s t r a 	 JEJF	 P a r a   a   d i r e i t a 	 S a a 	 P h i 	 K a n a n 	 K a n a n 	 &	>	9	?	(	G		 H  j r e 	 D o p r a v a 	 P r a w o 	 J o b b r a 	 O i k e a l l e 	 H  y r e 	 D o p r a v a 	 R e c h t s 	 H  g e r 	 D e s n o 	 D r e a p t a 	 D e s n o 	 	 	 OA=>	 			5	>		 1'3*	 /'&	 	 				 8
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	 	 I s i d l a 	 K u n e n e 	 K u l i a 	 R e g s 	 .  d e ai n 	 P a   l a b i 	 P a r e m 	 1{	 	 D r e a p t a 	 5
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	 !>9#0G	 D j a t h t a s 	 				 	 	 	 	 	 	 	 D i r e i t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ T I T L E 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 A u d i o   P l a y e r   T i t l e 	 A u d i o   p l a y e r 	 jd>ehV	 PNd>ehV	 @#7H-@%H@*5"	 R e p r o d u c t o r   d e   a u d i o 	 l e c t e u r   a u d i o 	 A u d i o - P l a y e r 	 C48>?;55@	 A u d i o   P l a y e r 	 E4:D  'D5H*	 L e i t o r   d e    u d i o 	 S e s    a l a r 	 C h i   n h c 	 P e m u t a r   S u a r a 	 P e m a i n   a u d i o 	 	!	?	/	K	  *	M	2	G	/	0	 	 L y d   A f s p i l l e r 	 P Ye h r  v a 
  a u d i o 	 O d t w a r z a c z   a u d i o 	 L e j  t s z  	 A u d i o s o i t i n 	 A u d i o s p i l l e r 	 P r e h r  v a 
  a u d i a 	 A u d i o s p e l e r 	 A u d i o s p e l a r e 	 A u d i o   p l a y e r 	 A p l i c a ci e   d e   r e d a r e   f i _i e r e   a u d i o 	 A v d i o   P r e d v a j a l e c 	   	   	 2B>  ;59J@	 	!	?		  *	M	2	G	/	0		 ~.4  FF/G  5H*	 "H  ~D&1	   	 				  								 
!
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	 !?/K  *M2G/0M	 C4V>?@>3@020G	 




  





	   	 I s i d l a l i   s e - a u d i o 	 I s i d l a l i   s e - o d i y o 	 K i c h e z a   s a u t i 	 O u d i o s p e l e r 	 G a r s o   g r o t u v a s 	 A u d i o   a t s k a Fo t j s 	 A u d i o p l e i e r 	 1xdkx  v~acaoky	   	 A p l i c a ci e   d e   r e d a r e   f i _i e r e   a u d i o 	 
!
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	 !?  *M2G_>0	 A u d i o   p l a y e r 	 				'   								 	 	 	 	 	 	 	 A p a r e l h o   d e    u d i o 	 	 	 	 	 	 	 	 A u d i o j o l e a 	 P l a y e r   n g   a u d i o 	 R e p r o d u t o r   d e   a u d i o 	 O t i   e g w u   n n r 	 S e i n n t e o i r   f u a i m e 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T 	 A u d i o P l a y e r 	 T I T L E 	 a u d i o   p l a y e r   p l a y   L s i t 	 P l a y l i s t 	 d>enU	 d>eRh	 #2"2#@%	 L i s t a   d e   r e p r o d u c c i  n 	 L i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e 	 !?8A>:  2>A?@>872. 	 P l a y l i s t 	 B'&E)  'D*4:JD	 R e p r o d u z i r   l i s t a 	 L i s t e y i    a l 	 D a n h   s  c h   c h i 	 D a f t a r   M a i n 	 S e n a r a i   m a i n 	 8	B		@	  	2	>			 	 A f s p i l s n i n g s   L i s t e 	 P Ye h r  t   s e z n a m 	 L i s t a   o d t w a r z a n i a 	 J  t  k l i s t a 	 T o i s t a   l i s t a 	 S p i l l e l i s t e 	 Z o z n a m   p r e   p r e h r  v a n i e 	 A f s p e e l l i j s t 	 U p p s p e l n i n g s l i s t a 	 P o p i s   z a   r e p r o d u k c i j u 	 L i s t   d e   r e d a r e 	 P r e d v a j a j   S e z n a m 	   	   	 ;59;8AB	 *	M	2	G	  2	?	8	M			 D3*  ~.4	 ~D  A13*	     	 				  							 
G
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  8
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	 *M2G  2?8MM	 !?8A>:	 







  



	   	 U h l u   l o k u d l a l a 	 U l u h l u   l w e e n g o m a 	 O r o d h a   y a   k u c h e z a 	 S p e e l l y s 	 L e i s t i   s r a a	 A t s k a Fo aa n a s   s a r a k s t s 	 E s i t u s l o e n d 	 5caavo	   	 L i s t   d e   r e d a r e 	 *
M
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	 ,>,>  $>2?>	 L i s t a   e   l u a j t j e s 	 				  							 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 A b e s t i - z e r r e n d a 	 P l a y l i s t 	 R e p r o d u c i r   l i s t a 	 L i s t i   e g w u   a n a - a k p 	 S e i n n l i o s t a 
 
 S T R _ I D _ A U D P L Y _ L I S T _ F R O M _ P H O N E 	 A u d i o P l a y e r 	 T I T L E 	 s e l e c t   a u d i o   f r o m   p h o n e   d r i v e 	 F r o m   p h o n e 	 _Kb_j	 NKb:g	 2B#(1L	 D e s d e   e l   t e l  f o n o 	 D e p u i s   l e   t  l  p h o n e 	 V o m   T e l e f o n 	 !  B5;5D>=0	 D a l   T e l e f o n o 	 EF  'DG'*A	 D o   t e l e f o n e 	 T e l e f o n d a n 	 T   m  y 	 D a r i   T e l p o n 	 D a r i   T e l e f o n 	 +	K	(	  8	G		 F r a   T e l e f o n 	 Z   t e l e f o n u 	 Z   t e l e f o n u 	 A   k  s z  l  k r Ql 	 P u h e l i m e s t a 	 F r a   t e l e f o n 	 Z   t e l e f  n u 	 V a n   t e l e f o o n 	 F r  n   t e l e f o n m i n n e t 	 I z   t e l e f o n a 	 D i n   t e l e f o n 	 I z   T e l e f o n a 	     	 	 B  "5;5D>=	 +	K	(	  .	'	B	(		 '2  *DAF	 AHF  3	   	 			  					 +
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 
 S T R _ I D _ A U D P L Y _ L I S T _ F R O M _ C A R D 	 A u d i o P l a y e r 	 T I T L E 	 s e l e c t   a u d i o   f r o m   m e m o r y   c a r d 	 F r o m   c a r d 	 _aaS	 NX[PaS	 22#L	 D e s d e   l a   t a r j e t a 	 D e p u i s   l a   c a r t e 	 V o n   K a r t e 	 C   :0@BK  	 D a l l a   S c h e d a 	 EF  'D(7'B)	 D o   c a r t  o 	 K a r t t a n 	 T   t h 	 D a r i   K a r t u 	 D a r i   K a d 	 	>	0	M	!	  8	G		 F r a   K o r t 	 Z   k a r t y 	 Z   k a r t y 	 A   k  r t y  r  l 	 K o r t i l t a 	 F r a   k o r t 	 Z   k a r t y 	 V a n   k a a r t 	 F r  n   k o r t m i n n e t 	 I z   k a r t i c e 	 D e   p e   c a r t e l 	 I z   K a r t i c e 	     	 	 B  0@B0	 	>	0	M	!	  .	'	B	(		 '2  '1*	 '1  3	   	 					  					 
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i o   t o n s	 P i e v i e n o t   z v a n a   m e l o d i j m 	 L i s a   h e l i n a i d 	 1~elavel  teredkvek  avokv	     	 A d u g a r e   l a   s o n e r i i 	 1
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	   	 K h i p h a   k o n k e 	 S u s a   k o n k e 	 O n d o a   z o t e 	 V e r w y d e r   a l l e s 	 P a aa l i n t i   v i s k 	 A i z v k t   v i s u 	 E e m a l d a   k  i k 	 @e|avel  bxlxh	   	 E l i m i n a r e   t o a t e   f i _i e r e l e   a u d i o 	 
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	 8.8M$  *8>0#  0(M$A	 H i q i   t e   g j i t h a 	 				  								 	 	 	 	 	 	 	 R e m o v e r   t o d o s 	 	 	 	 	 	 	 	 G u z t i a k   e z a b a t u   	 A l i s i n   l a h a t 	 E l i m i n a r   t o d o 	 W e p   h a   n i i l e 	 B a i n   g a c h   c e a n n   d e 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ R E M O V E _ A L L _ A S K 	 A u d i o P l a y e r 	 P O P U P C O N F I R M 	 r e m o v e   a l l   a u d i o   f i l e   f r o m   p l a y   l i s t   w i t h   q u e s t i o n   m a r k 	 R e m o v e   a l l ? 	 hQyd	 hQyd	 %1I+!? 	  E l i m i n a r   t o d o ? 	 S u p p r i m e r   t o u t  ? 	 A l l e s   e n t f e r n e n ? 	 #40;8BL  2A5? 	 R i m u o v e r e   t u t t o ? 	 E3-  'DCD	 R e m o v e r   t u d o ? 	 T  m    k a l d 1r 1l s 1n   m 1? 	 H y   t o  n   b ? 	 H a p u s   s e m u a ? 	 K e l u a r k a n   s e m u a ? 	 8	-	@	  9		>			?  	 	 	 	 A z    s s z e s e t   e l t  v o l  t j a ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 E l i m i n a ci   t o a t e   f i _i e r e l e   a u d i o ? 	 	 	   ? 	 	 	 GEG  ~'C  4HF/	 	 	 					  					  					  			? 	 	 	 	 




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? 	   ? 	 K h i p h a   k o n k e ? 	 S u s e   k o n k e ? 	 O n d o a   z o t e ? 	 V e r w y d e r   a l l e s ? 	 P a aa l i n t i   v i s k ? 	 A i z v k t   v i s u ? 	 E e m a l d a n   k  i k ? 	 @e|ave^l  bxlxh	     ? 	 E l i m i n a ci   t o a t e   f i _i e r e l e   a u d i o ? 	 
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 
 S T R _ I D _ A U D P L Y _ O P T I O N _ R E G E N _ L I S T 	 A u d i o P l a y e r 	 C 3 1 1 _ 1 ,   I C O N T E X T 	 r e f r e s h   a u d i o   p l a y e r   p l a y   l i s t 	 R e f r e s h   l i s t 	 fed>enU	 fed>eRh	 #5@#
#2"2#	 A c t u a l i z a r   l i s t a 	 R a f r a i c h i r   l a   l i s t e 	 L i s t e   a k t u a l i s i e r e n 	 1=>28BL  A?8A>:	 A z z e r a   l ' e l e n c o 	 B'&E)  'D*,/J/	 A c t u a l i z a r   a   l i s t a 	 L i s t e y i   y e n i l e 	 L  m   m i   d a n h   s  c h 	 P e r b a r u i   D a f t a r 	 S e g a r   s e m u l a   s e n a r a i 	 0	?	+	M	0	G	6	  	0	G			 O p d a t  r   L i s t e 	 O b n o v i t   s e z n a m 	 O d [w i e r z   l i s t 	 L i s t a   f r i s s  t  s e 	 P  i v i t    l i s t a a 	 O p p d a t e r   l i s t e 	 O b n o v i e  z o z n a m 	 V e r v e r s l i j s t 	 U p p d a t e r a   l i s t a n 	 O s v j e ~i   p o p i s 	 R e  m p r o s p t a r e   l i s t 	 O s v e ~i   l i s t o 	   	   	 1=>28  !?8AJ:	 8	B		@	  0	?	+	M	0	G	6	  	0	>		 *,//  D3*	 *'2  A13*	   	 							  							 (
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	     	 V u s e l e l a   u h l u 	 H l a z i y a   u l u h l u 	 Z i m u a   o r o d h a 	 V e r f r i s   l y s 	 A t n a u j i n t i   s r a a	 A t s v a i d z i n t   s a r a k s t u 	 V  r s k e n d a   l o e n d 	 9atavel  avoh	   	 R e  m p r o s p t a r e   l i s t 	 1
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 
 S T R _ I D _ A U D P L Y _ P L A Y E R _ S E T T I N G S 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 a u d u i o   p l a y e r   p l a y e r   s e t t i n g s 	 P l a y e r   s e t t i n g s 	 d>e-[	 d>en	 2#1IH2@#7H-@%H	 C o n f i g u r a c i  n   d e   r e p r o d u c t o r 	 R  g l a g e s   d u   l e c t e u r 	 P l a y e r - E i n s t e l l u n g e n 	 0AB@>9:8  ?;55@0	 I m p o s t a z i o n i   g i o c a t o r e 	 6(7  'DE4:D	 D e f i n i   e s   d o   l e i t o r 	 O y u n c u   a y a r l a r 1	 P h  t   c  i   t 	 P e n g a t u r a n   p e m u t a r 	 S e t i n g   p e m a i n 	 *	M	2	G	/	0	  8	G		?			M	8		 	 	 	 L e j  t s z    b e  l l  t  s a i 	 	 	 	 S p e l e r i n s t e l l i n g e n 	 	 	 S e t r i   a p l i c a ci e   d e   r e d a r e 	 	 	   	 	 *	M	2	G	/	0	  8	G		?			M	8		 *F8JEG'I  ~.4  CFF/G	 ~D&1  3yF2	   	 							  						 
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	    	 A m a s e t h i n g i   e s i d l a l i 	 U s e t o   l w e s i d l a l i 	 M i p a n g i l i o   y a   k i c h e z a j i 	 S p e l e r i n s t e l l i n g s 	 G r o t u v o   n u o s t a t o s 	 A t s k a Fo t j a   i e s t a t +j u m i 	 P l e i e r i   s  t t e d 	 F~acaoyk  oauavve	     	 S e t r i   a p l i c a ci e   d e   r e d a r e 	 *
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 
 S T R _ I D _ A U D P L Y _ D I S P L A Y _ S E T T I N G S 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 a u d i o   p l a y e r   d i s p l a y   s e t t i n g s 	 D i s p l a y   s e t t i n g s 	 bg-[	 bgn	 2#1IH2+I2-	 C o n f i g u r a c i  n   d e   p a n t a l l a 	 R  g l a g e s   d  a f f i c h a g e 	 A n z e i g e e i n s t e l l u n g e n 	 8A?;59	 I m p o s t a z i o n i   d i s p l a y 	 6(7  'D*4:JD	 D e f i n i   e s   d e   v i s u a l i z a   o 	 E k r a n   a y a r l a r 1	 C  i   t   h i n   t h 	 P e n g a t u r a n   t a m p i l a n 	 S e t i n g   p a p a r a n 	 !	?	8	M	*	M	2	G	  8	G		?			M	8		 	 	 	 K i j e l z Q  b e  l l  t  s a i 	 	 	 	 B e e l d i n s t e l l i n g e n 	 	 	 S e t r i   a f i _a j 	 	 	   	 	 *	M	0	&	0	M	6	(	  8	G		?			M	8		 *F8JEG'I  FE'J41	 3yF2  /'&	     	 							  						 *
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	    	 A m a s e t h i n g i   e s i b o n i s i 	 B o n i s a   u s e t o 	 O n y e s h a   m i p a n g i l i o   	 S k e r m i n s t e l l i n g s 	 E k r a n o   n u o s t a t o s 	 D i s p l e j a   i e s t a t +j u m i 	 K u v a s  t t e d 	 7oavk  oauavve	     	 S e t r i   a f i _a j 	 !
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 	 *M0&0M6(  8G?A!?	 	 								  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   e x i b i   o 
 
 S T R _ I D _ A U D P L Y _ S O U N D _ E F F E C T _ S E T T I N G S 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 a u d i o   p l a y e r   s o u n d   e f f e c t s   s e t t i g n s 	 S o u n d   e f f e c t s 	 He-[	 Hen	 @-@GL@*5"	 E f e c t o s   d e   s o n i d o 	 E f f e t s   s o n o r e s 	 S o u n d e f f e k t e 	 2C:>2K5  MDD5:BK	 E f f e t t i   a u d i o 	 E#+1'*  5H*JG	 E f e i t o s   s o n o r o s 	 S e s   e f e k t l e r i 	 C  i   t    m   t h a n h 	 E f e k   s u a r a 	 K e s a n   b u n y i 	 8	>				!	  	+	G		M		M	8		 	 	 	 H a n g h a t  s o k 	 	 	 	 G e l u i d s e f f e c t e n 	 	 	 E f e c t e   s o n o r e 	 	 	   	 	 8	>				!	  	+	G		M			 ,DHG  G'I  5H*I	 3'$F  'Ay3	 	 						  							 
5
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	 8L!M  +FMA2A	 2C:>2V  5D5:B8	 







  



	    	 I m i p h u m e l a   y o m s i n d o 	 I i m p e m b e l e l o   z e s a n d i 	 A t h a r i   z a   s a u t i 	 K l a n k e f f e k t e 	 G a r s o   e f e k t a i 	 S k a Fu   e f e k t i 	 H e l i e f e k t i d 	 Aauvaukv  geove	   	 E f e c t e   s o n o r e 	 6
,
M
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  
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 	 'M5(?  *M0->,	 	 					  							 	 	 	 	 	 	 	 E f e i t o s   s o n o r o s 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S K I N 1 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 a u d i o   p l a y e r   s k i n 1 	 S k i n   1 	 Y N	 Y N	 *4  1 	 P i e l 1 	 H a b i l l a g e   1 	 S k i n   1 	 1;>6:01   	 S k i n 1 	 E8G11 	 M  s c a r a   1 	 G  r  n  m   1 	 T h u   n h   1 	 K u l i t - 1 	 K u l i t   1 	 8	M		?	(	  1  	 S k i n 1 	 S k i n 1 	 S k  r k a 1 	 1 .   f e l  l e t 	 S k i n i 1 	 S k i n 1 	 S k i n 1 	 W e e r g a v e   1 	 S k i n 1 	 S k i n 1 	 F a ce t   1 	 S k i n 1 	 S k i n 1 	   1 	 !:8=1 	 8	M		@	(	1 	 ~H3*G  1 	 '3F1 	 1 	 					  		 
.
!
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@
1 	 8M?.M  1 	 D>@<;5==O1 	 




1 	 1 	 I - S k i n 1 	 I - S k i n 1 	 N g o z i   y a   1 	 O m s l a g   1 	 1   a p v a l k a l a s 	 1 .   a p v a l k s 	 R   1 	 ?araza1 	   1 	 F a ce t 1 	 8
M
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  1 	 8M?(  1 	 	 					  1 	 	 	 	 	 	 	 	 P e l e 1 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S K I N 2 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 a u d i o   p l a y e r   s k i n 2 	 S k i n   2 	 YN	 YN	 *4  2 	 P i e l 2 	 H a b i l l a g e   2 	 S k i n   2 	 1;>6:02   	 S k i n 2 	 E8G12 	 M  s c a r a   2 	 G  r  n  m   2 	 T h u   n h   2 	 K u l i t - 2 	 K u l i t   2 	 8	M		?	(	  2  	 S k i n 2 	 S k i n 2 	 S k  r k a 2 	 2 .   f e l  l e t 	 S k i n i 2 	 S k i n 2 	 S k i n 2 	 W e e r g a v e   2 	 S k i n 2 	 S k i n 2 	 F a ce t   2 	 S k i n 2 	 S k i n 2 	   2 	 !:8=2 	 8	M		@	(	2 	 ~H3*G  2 	 '3F2 	 2 	 					  		 
.
!
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2 	 8M?.M  2 	 D>@<;5==O2 	 




2 	 2 	 I - S k i n 2 	 I - S k i n 2 	 N g o z i   y a   2 	 O m s l a g   2 	 2   a p v a l k a l a s 	 2 .   a p v a l k s 	 R   2 	 ?araza2 	   2 	 F a ce t 2 	 8
M
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  2 	 8M?(  2 	 	 	 	 	 	 	 	 	 	 P e l e 2 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S K I N 3 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 a u d i o   p l a y e r   s k i n 3 	 S k i n   3 	 Y	N	 Y	N	 *4  3 	 P i e l 3 	 H a b i l l a g e   3 	 S k i n   3 	 1;>6:03   	 S k i n 3 	 E8G13 	 M  s c a r a   3 	 G  r  n  m   3 	 T h u   n h   3 	 K u l i t - 3 	 K u l i t   3 	 8	M		?	(	  3 	 S k i n 3 	 S k i n 3 	 S k  r k a 3 	 3 .   f e l  l e t 	 S k i n i 3 	 S k i n 3 	 S k i n 3 	 W e e r g a v e   3 	 S k i n 3 	 S k i n 3 	 F a ce t   3 	 S k i n 3 	 S k i n 3 	   3 	 !:8=3 	 8	M		@	(	3 	 ~H3*G  3 	 '3F  3 	 3 	 					  		 
.
!
<
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3 	 8M?.M  3 	 D>@<;5==O3 	 




3 	 3 	 I - S k i n 3 	 I - S k i n 3 	 N g o z i   y a   3 	 O m s l a g   3 	 3   a p v a l k a l a s 	 3 .   a p v a l k s 	 R   3 	 ?araza3 	   3 	 F a ce t 3 	 8
M

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(
M
  3 	 8M?(  3 	 	 	 	 	 	 	 	 	 	 P e l e 3 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ O N E 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 r e p e a t   o n e 	 O n e 	 Uf	 USf	 @%@5"'	 U n o 	 U n 	 E i n s 	 48=  	 U n o 	 H'-/)	 U m 	 B i r 	 n 	 S a t u 	 S a t u 	 			 E n 	 J e d e n 	 J e d e n 	 E g y 	 Y k s i   	 E n 	 J e d e n 	 E e n 	 E t t 	 J e d a n 	 U n u 	 E d e n 	 	 	 4=>	 			 	 '	 	 			 
q

	 ?	 48=	 

	 	 K u n y e 	 E n y e 	 M o j a 	 E e n 	 V i e n 	 V i e n s 	  k s 	 Deoh	 	 U n u 	 
(
M
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	 	 	 				 	 	 	 	 	 	 	 U m 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ A L L 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 r e p e a t   a l l 	 A l l 	 hQ	 hQ	 1I+!	 T o d o s 	 T o u s 	 A l l e s 	 A5	 T u t t i 	 ,EJ9	 T u d o 	 T  m  	 T t   c 	 S e m u a 	 S e m u a 	 8	-	@		 A l l e 	 V ae 	 W s z y s t k o 	  s s z e s 	 K a i k k i 	 A l l e 	 V ae t k y 	 A l l e 	 A l l a 	 S v e 	 T o a t e 	 V s i 	 	 	 A8G:>	 8	0	M	5		 GEG	 *E'E	 	 			 8
>
0
G
	 (M(@	 #AV	 


	 	 K o n k e 	 K o n k e 	 Z o t e 	 A l l e s 	 V i s u s 	 V i s i 	 K  i k 	 2xlxh	 	 T o a t e 	 
2
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2
>
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	 8.8M$	 	 					 	 	 	 	 	 	 	 T o d o s 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ L I S T _ A U T O _ G E N 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 a u t o   g e n e r a t e   p l a y   l i s t 	 L i s t   a u t o   g e n . 	 R"uunU	 ꁨRubRh	 *#I2#2"2#-1B!14	 L i s t a   a u t o m  t i c a 	 G e n .   d e   l i s t e   a u t o 	 A u t o m .   G e n .   a u f l i s t e n 	 2B><.   A>740==K9  A?8A>:	 E l e n c o   G e n   A u t o m a t i c o 	 'F4'!  B'&E)  #DJ'	 C r i a   o   a u t o m  t i c a   d e   l i s t a 	 O t o m a t i k   l i s t e   o l u _t u r m a 	 T   n g   t o   d a n h   s  c h 	 D a f t a r   G e n   O t o m a t i s 	 S e n a r a i   j a n a   a u t o m a t i k 	 8	B		@	  		K		G	(	  ,	(	>				 G e n e r  r   A u t o   L i s t e 	 S e z n a m   A u d i o   G e n 	 L i s t a   g e n e r o w a n a   a u t o m a t y c z n i e 	 L i s t a   a u t o m a t i k u s   g e n e r  l  s a 	 L i s t a a   A u t o   G e n 	 L i s t   a u t o   g e n 	 A u t o m a t i c k    v y g e n e r o v a n i e   z o z n a m u 	 L i j s t   a u t o m a t i s c h   g e n e r e r e n 	 G e n   l i s t a   a u t o m a t i s k t 	 P o p i s   A u t o   G e n 	 L i s t   g e n e r a t   a u t o m a t 	 L i s t a j   A v t o   G e n 	 L i s t   A u t o   G e n 	       	 2B><. !J74045=  !?8AJ:	 8	B		@	  8	M	5	/		  8	>	.	>	(	M	/		 ','/  .H/'1  D3*	 .H/  (.H/  9'E    A13*	     	 			  			  							 8
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  
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.
	 2?8MM  KF(M	 !?8A>:  02B>  35=5@. 	 




  






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	       . 	 L i s t a   o k w a k h e k a   n g e - o t h o 	 Y n z .   u l u h l u   o l u n g o k u z e n z e k e l a y o . 	 Z a l i s h a   o r o d h a   k i o t o m a t i 	 L y s   o u t o   g e n 	 A u t o m a t i n i s   g r o j a r a a
i o   s u k kr i m a s 	 S a r a k s t a   a u t o m .   #e n e r aa n a 	 L o e n d i   a u t o m   g e n 	 Qavok  }ernxt  a~xta  oezx~	       	 L i s t   g e n e r a t   a u t o m a t 	 

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
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 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ P R E F E R _ L I S T 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 p r e f e r r e d   p l a y   l i s t 	 P r e .   p l a y l i s t 	 xnU	 	Rh	 #2"2#@%	 L i s t a   d e   r e p r o d u c c i  n   	 L i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e 	 @54?>G8B.   A?8A>:  2>A?@>872. 	 P l a y l i s t   p r e . 	 B'&E)  'D*4:JD	 L .   r e p r o . 	  a l m a   l i s t e s i 	 D . s  c h   n h c 	 D a f t a r   M a i n 	 S e n a r a i   m a i n 	 *	M	2	G	2	?	8	M		 	 A f s p i l n i n g s   L i s t e 	 P Ye h r  t   s e z n a m 	 L i s t a   o d t w a r z a n i a 	 E l Qz e t e s   j  t  k l i s t a 	 T o i s t a   l i s t a 	 S p i l l   l i s t e 	 Z o z n a m   p r e   p r e h r  v a n i e 	 A f s p e e l l i j s t 	 U p p s p e l n i n g s l i s t a 	 P o p i s   z a   r e p r o d u k c i j u 	 L i s t   d e   r e d a r e 	 P r e d v a j a j   S e z n a m 	   	   	 ;59;8AB	 8	B		@	  	>	2	B	  	0	>		 AG13*  ~.4	 ~D  A13*	     	   				  							 
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	 .     	 U h l u   l o k u d l a l a   o l u t h a n d w a y o 	 U l u h l u   l w e e n g o m a   e z h t h w y 	 O r o d h a   y a   k u c h e z a   i n a y o p e n d e l e w a 	 V o o r k e u r - s p e e l l y s 	 P a s i r e n k a m a s   g r o j a r a at i s 	 P r i e k as k a t +t   a t s k a Fo aa n a s   s a r a k s t u 	 E e l m   e s i t u s l o e n d 	 3eada}~xr  ecaavo	     	 L i s t   d e   r e d a r e   p r e f e r a t 	 *
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 
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	 8M*FMM0.M  !?8M*M2G	 V4>1@065==O  4V0?07>=C	 









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	   	 I - S p e c t r u m   d i s p l a y 	 B o n i s a   u b u b a n z i 	 K i o n y e s h o   c h a   s p e k t r a 	 W y s   s p e k t r u m 	 S p e k t r o   e k r a n a s 	 S p e k t r a   d i s p l e j s 	 S p e k t e r k u v a 	 <x}azaoek  xadxt	   	 A f i _a r e   s p e c t r u 	 8
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 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S P E C T R U M _ D I S P L A Y _ S T Y L E _ 1 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 s p e c t r u m   s t y l e   1 	 S t y l e   1 	 <h N	 Θ<h N	 *D%L  1 	 E s t i l o   1 	 S t y l e   1 	 F o r m   1 	 !B8;L  1 	 S t i l e   1 	 #3DH(1 	 E s t i l o   1 	 S t i l   1   	 L o i   1 	 G a y a   1 	 G a y a   1 	 8	M		>		2	  1  	 	 	 	 1 .   s t  l u s 	 	 	 	 S t i j l   1 	 	 	 S t i l   1 	 	 	   1 	 S t y l e   1 	 6	H	2	@	  1 	 3(C  1 	 '3y'&D  1 	   1 	 						  		 8

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  1 	 8MH2M  1 	 !B8;L  1 	 





  1 	   1 	 I s i t a y e l a   1 	 U h l o b o - 1 	 M t i n d o   w a   1 	 S t y l   1 	 1   s t i l i u s 	 1 .   s t i l s 	 L a a d   1 	 Hs  1 	   1 	 S t i l   1 	 6
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  1 	 7M>2  1 	 	 				  1 	 	 	 	 	 	 	 	 E s t i l o   1 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S P E C T R U M _ D I S P L A Y _ S T Y L E _ 2 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 s p e c t r u m   s t y l e   2 	 S t y l e   2 	 <hN	 Θ<hN	 *D%L  2 	 E s t i l o   2 	 S t y l e   2 	 F o r m   2 	 !B8;L  2 	 S t i l e   2 	 #3DH(2 	 E s t i l o   2 	 S t i l   2 	 L o i   2 	 G a y a   2 	 G a y a   2 	 8	M		>		2	  2 	 	 	 	 2 .   s t  l u s 	 	 	 	 S t i j l   2 	 	 	 S t i l   2 	 	 	   2 	 S t y l e   2 	 6	H	2	@	  2 	 3(C  2 	 '3y'&D2 	   2 	 						  		 8

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  2 	 8MH2M  2 	 !B8;L  2 	 





  2 	   2 	 I s i t a y e l a   2 	 U h l o b o - 2 	 M t i n d o   w a   2 	 S t y l   2 	 2   s t i l i u s 	 2 .   s t i l s 	 L a a d   2 	 Hs  2 	   2 	 S t i l   2 	 6
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  2 	 7M>2  2 	 	 	 	 	 	 	 	 	 	 E s t i l o   2 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S P E C T R U M _ D I S P L A Y _ S T Y L E _ 3 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 s p e c t r u m   s t y l e   3 	 S t y l e   3 	 <h	N	 Θ<h	N	 *D%L  3 	 E s t i l o   3 	 S t y l e   3 	 F o r m   3 	 !B8;L  3 	 S t i l e   3 	 #3DH(3 	 E s t i l o   3 	 S t i l   3   	 L o i   3 	 G a y a   3 	 G a y a   3 	 8	M		>		2	  3 	 	 	 	 3 .   s t  l u s 	 	 	 	 S t i j l   3 	 	 	 S t i l   3 	 	 	   3 	 S t y l e   3 	 6	H	2	@	  3 	 3(C  3 	 '3y'&D  3 	   3 	 						  		 8

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  3 	 8MH2M  3 	 !B8;L  3 	 





  3 	   3 	 I s i t a y e l a   3 	 U h l o b o - 3 	 M t i n d o   w a   3 	 S t y l   3 	 3   s t i l i u s 	 3 .   s t i l s 	 L a a d   3 	 Hs  3 	   3 	 S t i l   3 	 6
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 
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	     	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e k t r u m   i s   d a l k   g e b l o k k e e r 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 8
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 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ L Y R I C S _ D I S P L A Y 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 d i s p l a y   l y r i c s   i n   a u d i o   p l a y e r   m a i n   s c r e e n 	 L y r i c s   d i s p l a y 	 Lk^o:y	 Lk͋>f:y	 A*@7I-@%	 M o s t r a r   l e t r a s 	 A f f i c h a g e   d e s   p a r o l e s 	 L i e d t e x t a n z e i g e 	 B>1@065=85  B5:AB0  ?5A5=	 V i s u a l i z z a z i o n e   p a r o l e 	 916  'DCDE)  E9  'D':FJ)	 A p r e s e n t a r   l e t r a s   d e   c a n   e s 	 L i r i k   e k r a n 1  	 H i n   t h   l i   b  i   h  t 	 T a m p i l a n   l i r i k 	 P a p a r a n   l i r i k 	 2	?	0	?		M	8	  !	?	8	M	*	M	2	G	 	 	 	 	 D a l s z  v e g   m e g j e l e n  t  s e 	 	 	 	 L i e d t e k s t e n   t o n e n 	 	 	 A f i _a r e   v e r s u r i 	 	 	   	 	 $	>	2	  *	M	0	&	0	M	6	(		 FE'J4  *1'FG  "H'2	 :2DH    3~D	   	 							  								 
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	     	 I - L y r i c s   d i s p l a y 	 I i v e s i   z i b o n i s i w e 	 K i o n y e s h o   c h a   m a n e n o 	 W y s   l i r i e k e 	 L y r i ak a s   e k r a n a s 	 T e k s t u   r d +aa n a 	 L a u l u t e k s t i   k u v a m i n e 	 5ck  mx}ek  xadxt	     	 A f i _a r e   v e r s u r i 	 2
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 
 S T R _ I D _ A U D P L Y _ D E T A I L _ C H A N N E L 	 A u d i o P l a y e r 	 T I T L E 	 a u d i o   c h a n n e l 	 C h a n n e l 	 rS	 XS	 A
@%	 C a n a l 	 C a n a l 	 K a n a l 	 0=0;	 C a n a l e 	 BF')	 C a n a l 	 K a n a l 	 K  n h   s  n g    m   t h a n h 	 S a l u r a n 	 S a l u r a n 	 	H	(	2		 K a n a l 	 K a n  l 	 K a n a B	 C s a t o r n a 	 K a n a v a 	 K a n a l 	 K a n  l 	 K a n a a l 	 K a n a l 	 K a n a l 	 C a n a l 	 K a n a l 	 	 	 0=0;	 	E	(	2		 'F'D	 FD	 	 								 
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	 M_>(G2	 	 						 	 	 	 	 	 	 	 C a n a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ Q U A L I T Y 	 A u d i o P l a y e r 	 T I T L E 	 a u d i o   q u a l i t y 	 Q u a l i t y 	 	 (	 8 2	 C a l i d a d 	 Q u a l i t  	 Q u a l i t  t 	 0G5AB2>	 Q u a l i t  	 CH'D*J	 Q u a l i d a d e 	 K a l i t e 	 C h t   l n g    m   t h a n h 	 K u a l i t a s 	 K u a l i t i 	 	A	#	5	$	M	$	>		 K v a l i t e t 	 K v a l i t a 	 J a k o [	 M i n Qs  g 	 L a a t u 	 K v a l i t e t 	 K v a l i t a 	 K w a l i t e i t 	 K v a l i t e t 	 K v a l i t e t a 	 C a l i t a t e 	 K v a l i t e t a 	 	 	 0G5AB2>	 	A	#	5	$	M	$	>		 A*	 E9'1	 	 							 5
?
6
G
6
$
>
	 M5>2?@	 /:VABL	 







	 	 I k h w a l i t h i 	 U b u l u n g a 	 B o r a 	 G e h a l t e 	 K o k y b 	 K v a l i t t e 	 K v a l i t e e t 	 Hao	 	 C a l i t a t e 	 .
G
(
M
.
	 A#,$M$>	 	 							 	 	 	 	 	 	 	 Q u a l i d a d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ M O N O 	 A u d i o P l a y e r 	 I C O N T E X T 	 m o n o   a u d i o   	 M o n o 	 UrS	 USXS	 B!B	 M o n o 	 M o n o 	 M o n o 	 >=>	 M o n o 	 '.*J'1  D:)	 M o n o 	 M o n o 	 K  n h   s  n g    m   t h a n h   n 	 M o n o 	 M o n o 	 .	K	(	K		 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 M o n o 	 	 	 >=>	 .	K	(	K		 EHFH  	 EHFH	 	 					 .
K
(
K
	 .K(K	 >=>	 




	 	 I - M o n o 	 E y o d w a 	 M o n o 	 M o n o 	 m o n o f o n i n i s 	 M o n o 	 M o n o 	 Dxvx	 	 M o n o 	 .
K
#
K
	 .K(K	 	 				 	 	 	 	 	 	 	 M o n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ S T E R E O 	 A u d i o P l a y e r 	 I C O N T E X T 	 s t e r e o   a u d i o 	 S t e r e o 	 zԚr	 zSOX	 *@-#4B-	 E s t  r e o 	 S t  r  o 	 S t e r e o 	 !B5@5>	 S t e r e o 	 3*1JH	 E s t  r e o 	 S t e r e o 	  m   l p   t h 	 S t e r e o 	 S t e r e o 	 8	M		@	0	?			 S t e r e o 	 S t e r e o 	 S t e r e o 	 S z t e r e  	 S t e r e o 	 S t e r e o 	 S t e r e o 	 S t e r e o 	 S t e r e o 	 S t e r e o 	 S t e r e o 	 S t e r e o 	 	 	 !B5@5>	 8	M		G	0	?			 '3*1H	 '3y1H	 	 								 8

@
0
@

	 8M@0?/K	 !B5@5>	 







	 	 I s t i r i y o 	 I s i t i r i y o 	 S t e r e o 	 S t e r e o 	 S t e r e o f o n i n i s 	 S t e r e o 	 S t e r e o 	 Meex	 	 S t e r e o 	 8
M
1
M
1
@
0
?
/
K
	 7MG0?	 	 							' 	 	 	 	 	 	 	 	 E s t  r e o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ T I T L E 	 A u d i o P l a y e r 	 T I T L E 	 s o n g   t i t l e 	 T i t l e 	 Lkf
T1z	 Lkf
Ty	 
7H-	 T  t u l o 	 T i t r e 	 T i t e l 	 0720=85	 T i t o l o 	 EH6H9	 T  t u l o 	 B a _l 11	 T  n   b  i   h  t 	 J u d u l 	 T a j u k 	 6	@	0	M	7			 T i t e l 	 N  z e v 	 T y t u B	 C  m 	 O t s i k k o 	 T i t t e l 	 T i t u l 	 T i t e l 	 T i t e l 	 N a s l o v 	 T i t l u 	 N a s l o v 	 	 	 03;0285	 6	@	0	M	7			 9FH'F	 DB(	 	 								 6
@
0
6

	 H?2M	 0720	 





	 	 I s i h l o k o 	 I t a y i t i l e 	 K i c h w a 	 T i t e l 	 P a v a d i n i m a s 	 N o s a u k u m s 	 T i i t e l 	 1v~avxt	 	 T i t l u 	 
H
1
M
1
?
$
M
	 >2	 	 							 	 	 	 	 	 	 	 T  t u l o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ A R T I S T 	 A u d i o P l a y e r 	 T I T L E 	 s o n g   a r t i s t 	 A r t i s t s 	 Lk1U[	 Lk1U[	 (4%4	 A r t i s t a 	 A r t i s t e 	 K  n s t l e r 	 A?>;=8B5;8	 A r t i s t a 	 E71(	 I n t  r p r e t e 	 S a n a t  1	 C a   s 	 S e n i m a n 	 A r t i s 	 	2	>		>	0		 K u n s t n e r 	 U m l e c 	 A r t y s t a 	 E l Qa d  	 E s i t t  j  	 A r t i s t 	 U m e l e c 	 A r t i e s t 	 A r t i s t 	 U m j e t n i k 	 A r t i s t 	 I z v a j a l e c 	 	 	 7?J;=8B5;	 	2	>		>	0		 GF1EF/	 AF  '1	 	 									 
2
>

>
0
	 0M?8MM	 8:>=025FL	 





	   ( ) 	 I - A r t i s t 	 U m c u l i 	 M s a n i i 	 K u n s t e n a a r 	 A t l i k j a s 	 I z p i l d +t j s 	 A r t i s t 	 5cky	 	 A r t i s t 	 
0
M

M

?
8
M
1
M
1
M
	 3>>0	 	 									 	 	 	 	 	 	 	 A r t i s t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ A L B U M 	 A u d i o P l a y e r 	 T I T L E 	 s o n g   a l b u m 	 A l b u m 	 j\/	 PNN	 -1%1I!	  l b u m 	 A l b u m 	 A l b u m 	 ;L1><  	 A l b u m 	 'D(HE	  l b u m 	 A l b u m 	 A n   b u m 	 A l b u m 	 A l b u m 	 
	2	M	,	.		 A l b u m 	 A l b u m 	 A l b u m 	 A l b u m 	 A l b u m i 	 A l b u m 	 A l b u m 	 A l b u m 	 A l b u m 	 A l b u m 	 A l b u m 	 A l b u m 	 	 	 ;1C<	 	2	M	,	.		 "D(HE	 'D(E	   	 						 
?
q
$
0
*
A
8
$

	 2M,	 ;L1><	 




  	 	 I - a l b h a m u 	 I c w e c w e 	 A l b a m u 	 A l b u m 	 A l b u m a s 	 A l b km s 	 A l b u m 	 1lbxt	 	 A l b u m 	 
$
M
,

	 2,.	 	 						 	 	 	 	 	 	 	  l b u m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ G E N R E 	 A u d i o P l a y e r 	 T I T L E 	 s o n g   g e n r e 	 G e n r e 	 j^%R	 PN{|+R	 A'@%	 G  n e r o 	 G e n r e 	 G a t t u n g 	 0=@  	 G e n e r e 	 FH9	 G  n e r o 	 T a r z 	 T h   l o i   	 G a y a 	 G e n r e 	 	G	(	0		 G e n r e 	 } n r 	 R o d z a j 	 S t  l u s 	 T y y l i l a j i 	 G e n r e 	 } n e r 	 G e n r e 	 S t i l 	 G e n r e 	 G e n 	 }a n r 	 	 	 7?J;=8B5;	 8	>	.	>	#	M	/		 FH9	 ,F1	 	 							 
.
	 @(0M	 0=@	 





	 / 	 I - G e n r e 	 U h l o b o 	 M t i n d o 	 G e n r e 	 }a n r a s 	 }a n r s 	 }a n r 	 :av	 	 G e n 	 $
0

	 G(G0G	 	 				 	 	 	 	 	 	 	 G  n e r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ Y E A R 	 A u d i o P l a y e r 	 T I T L E 	 s o n g   y e a r 	 Y e a r 	 t^N	 t^N	 5	 A  o 	 A n n  e 	 J a h r 	 >4  	 A n n o 	 9'E	 A n o 	 Y 1l 	 N m 	 T a h u n 	 T a h u n 	 5	0	M	7		  r 	 R o k 	 R o k 	  v 	 V u o s i 	  r 	 R o k 	 J a a r 	  r 	 G o d i n a 	 A n 	 L e t o 	 	 	 >48=0	 5	0	M	7		 3'D	 3'D	 	 				 8
>
2
	 85$M80	  V:	 



	 	 U n y a k a 	 U n y a k a 	 M w a k a 	 J a a r 	 M e t a i 	 G a d s 	 A a s t a 	 Oak	 	 A n 	 5
0
M
7

	 ,0M7	 	 				 	 	 	 	 	 	 	 A n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ T I M E 	 A u d i o P l a y e r 	 T I T L E 	 s o n g   d u r a t i o n   t i m e 	 T i m e 	 LkfBf	 Lkfe	 @'%2	 T i e m p o 	 D u r  e 	 Z e i t 	 @5<O  	 T e m p o 	 HB*	 H o r a 	 S  r e 	 T h i   g i a n 	 W a k t u 	 M a s a 	 8	.	/		 T i d 	 a s 	 C z a s 	 J  t  k i d Q	 A i k a 	 T i d 	 a s 	 T i j d 	 T i d 	 V r i j e m e 	 D u r a t 	 a s 	 	 	 @5<5	 5	G	3		 2E'F	 HB*	 	 				 8
.
>

	 H.M	 '0A	 


	 	 I s i k h a t h i 	 I x e s h a 	 W a k a t i 	 T y d 	 L a i k a s 	 L a i k s 	 K e l l a a e g 	 :atavao	 	 O r 	 8
.
/

	 8._	 	 				 	 	 	 	 	 	 	 H o r a 	 	 	 	 	 	 	 	 D e n b o r a 	 O r a s 	 D u r a c i  n 	 O g e   	 A m 
 
 S T R _ I D _ A U D P L Y _ D E T A I L _ S I Z E 	 A u d i o P l a y e r 	 T I T L E 	 f i l e   s i z e   o f   t h e   a u d i o   f i l e 	 S i z e 	 'Y\	 'Y\	 2	 T a m a  o 	 T a i l l e 	 G r   e 	  07<5@  	 M i s u r a 	 -,E	 T a m a n h o 	 B o y u t 	 C 	 U k u r a n 	 S a i z 	 		>	0		 S t  r r e l s e 	 V e l i k o s t 	 R o z m i a r 	 M  r e t 	 K o k o 	 S t  r r e l s e 	 V e >k o s e	 G r o o t t e 	 S t o r l e k 	 V e l i 
i n a : 	 D i m e n s i u n e 	 V e l i k o s t 	 	 	  07<5@	 		>	0		 'F/'2G	 3'&2	 	 					 
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	   	 U h l u   l u g c w e l e 	 U l u h l u   l u g c w e l e 	 O r o d h a   i m e j a a 	 L y s   v o l 	 S r a aa s   p i l n a s 	 S a r a k s t s   p i l n s 	 L o e n d   t  i s 	 Qavoh  lkv  g	   	 L i s t a   e s t e   p l i n 	 *

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 
 S T R _ I D _ A U D P L Y _ O P E N _ F I L E _ E R R O R 	 A u d i o P l a y e r 	 P O P U P 	 c a n   n o t   o p e n   a u d i o   f i l e 	 F a i l e d   t o   o p e n   f i l e 	 jHh_U1YWe	 eNSb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 I m p o s s i b l e   d ' o u v r i r 	 K a n n   n i c h t   g e  f f n e t   w e r d e n 	 5  C405BAO  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 *901  A*-  'DEDA	 F a l h a   a o   a b r i r 	 D o s y a   a  1l a m 1y o r 	 K h  n g   t h   m 	 B e r k a s   t a k   d i t e m u k a n 	 G a g a l   m e m b u k a 	 	K	2	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 K a n   b e s t a n d   n i e t   o p e n e n 	 	 	 F i _i e r u l   n u   p o a t e   f i   d e s c h i s 	 	 	     	 	 +	>		2	  .	G	3	5	>	  (	>	9	@		 ('21/F  F'EHAB  (H/	 A'&D  F  ED	   	 				  					  							 
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	 	 A k u v u l e k i 	 A y i n a k u k w a z i   u k u v u l a 	 H a i w e z i   k u f u n g u a 	 K o n   n i e   o o p m a a k   n i e 	 N e g a l i m a   a t i d a r y t i 	 N e v a r   a t v r t 	 E i   s a a   a v a d a 	 @vaa~x  yg  bael	   	 F i _i e r u l   n u   p o a t e   f i   d e s c h i s 	 $
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 
 S T R _ I D _ A U D P L Y _ C O M M A N D _ E R R O R 	 A u d i o P l a y e r 	 P O P U P 	 f a i l e d   t o   p l a y   a u d i o   f i l e 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 2#@%H%I!@+%'	 E r r o r   a l   r e p r o d u c i r 	  c h e c   l o r s   d e   l a   l e c t u r e 	 W i e d e r g a b e   f e h l g e s c h l a g e n 	 !1>9  2>A?@>872. 	 N o n   h a   e s e g u i t o 	 A4D  AJ  'D*4:JD	 F a l h a   n a   r e p r o d u   o 	  a l 1n a m 1y o r 	 K h  n g   p h  t   c 	 T i d a k   b i s a   M a i n 	 G a g a l   m a i n 	 	2	>	(	G	  .	G		  	8	+	2		 A f s p i l   M i s l y k k e d e s 	 P Ye h r  v  n    s e l h a l o 	 O d t w a r z a n i e   n i e p o w i o d Bo   s i 	 L e j  t s z  s   s i k e r t e l e n 	 T o i s t o   e p  o n n i s t u i 	 A v s p i l l i n g   m i s l y k k e t 	 P r e h r  v a n i e   z l y h a l o 	 K o n   n i e t   a f s p e l e n 	 K u n d e   i n t e   s p e l a s   u p p 	 N e u s p j e l a   r e p r o d u k c i j a 	 R e d a r e   e _u a t 	 N e u s p e ae n   Z a   P r e d v a j a n j e 	     	   	 5  <>65  40  7?J;=8	 	>	2	B	  	G	2	G	2	G	  	8	.	0	M	%		 ~.4  F'EHAB  (H/	 D'F'  F''E  H'	   	 						  							 
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 
 S T R _ I D _ A U D P L Y _ D E V I C E _ B U S Y 	 A u d i o P l a y e r 	 P O P U P 	 h a r d w a r d   d e v i c e   b u s y 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxN_x-N	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 I l   d i s p o s i t i v o      o c c u p a t o 	 'D'/')  E4:HD)	 D i s p o s i t i v o   o c u p a d o 	 A y g 1t   m e _g u l 	 M  y   b n 	 A l a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	 	 E n h e d   O p t a g e t 	 Z a Y z e n    j e   z a n e p r  z d n n o 	 U r z d z e n i e   z a j t e 	 A z   e s z k  z   f o g l a l t 	 L a i t e   o n   v a r a t t u 	 E n h e t   o p p t a t t 	 Z a r i a d e n e   j e   z a n e p r  z d n e n  	 A p p a r a a t   b e z i g 	 E n h e t e n    r   u p p t a g e n 	 U r e a j   z a u z e t 	 D i s p o z i t i v u l   e s t e   o c u p a t 	 N a p r a v a   Z a s e d e n a 	       	   	 @8;>65=85B>  05B>	 !	?	5	M	9	>		8	  5	M	/	8	M	$		 /3*'G  E4:HD  '3*	 H'&3  E4:HD	       	 						  							 8
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Ncknx	 #9A@*5"	 F o r m a t o   i n c o r r e c t o 	 M a u v a i s   f o r m a t 	 F a l s c h e s   F o r m a t 	 ;>E>9  D>@<0B  	 F o r m a t o   c a t t i v o 	 'D5J:)  .7#	 F o r m a t o   i n c o r r e c t o 	 B o z u k   b i  i m 	 n h   d n g   k h  n g   c h  n h   x  c 	 F o r m a t   j e l e k 	 F o r m a t   t a k   b a g u s 	 	0	>	,	  +	I	0	M	.	G			 S k a d e l i g t   F o r m a t 	 `p a t n    f o r m  t 	 Z By   f o r m a t 	 H i b  s   f o r m  t u m 	 T i e d o s t o   e i   k e l p a a . 	 D  r l i g   f o r m a t 	 Z l    f o r m  t 	 S l e c h t e   i n d e l i n g 	 K o r r u m p e r a t   f o r m a t 	 P o g r e aa n   f o r m a t 	 F o r m a t   i n c o r e c t 	 S l a b   F o r m a t 	   	   	 >H  $>@<0B	 ,	A	0	>	  +	I	0	M	.	G			 A1E*  (/	 (1'  A'1Ey	   	 					  								 ,
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	   	 I f o m e t h i   e m b i 	 U k u m i l a   o k u b i 	 F o m a t i   m b a y a 	 F o u t i e w e   f o r m a a t 	 B l o g a s   f o r m a t a s 	 S l i k t s   f o r m t s 	 V i g a n e   v o r m i n g 	 Mmal  qaya	   	 F o r m a t   i n c o r e c t 	 .
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 
 S T R _ I D _ A U D P L Y _ N O _ S P A C E 	 A u d i o P l a y e r 	 P O P U P 	 a u d i o   f i l e   e c x e e d   h a r d w a r e   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 jHhNP6R	 eNǏP6R	 D%L!2@43+	 L  m i t e   d e   a r c h i v o   s u p e r a d o 	 D  p a s s e r   l a   l i m i t e   d e   f i c h i e r s 	 D a t e i g r e n z e    b e r s c h r e i t e n 	 @52KH5=  ;8<8B  D09;0  	 S u p e r a   i l   L i m i t e   d e l   f i l e 	 'DEDA  **,'H2'D-/	 E x c e d e   o   l i m i t e   d o   f i c h e i r o 	 D o s y a   s 1n 1r 1  a _1l d 1	 V t   q u    g i i   h n   t p 	 B a t a s   b e r k a s   m e l e b i h i 	 H a d   f a i l   d i l a m p a u i 	 +	>		2	  8	@	.	>	  ,	"	<	@		 O v e r s k r e d e t   F i l   G r  n s e 	 P Ye k r o 
e n o   o m e z e n    s o u b o r u 	 L i m i t   p l i k u   p r z e k r o c z o n y 	 F  j l l i m i t   t  l l  p v e 	 Y l i t t     t i e d o s t o r a j a n 	 F i l g r e n s e   o v e r s t r e g e t 	 P r e k r o 
e n    l i m i t   s  b o r o v 	 B e s t a n d s l i m i e t   o v e r s c h r e d e n 	  v e r s k r i d e r   f i l b e g r  n s n i n g e n 	 O g r a n i 
e n j e   d a t o t e k e   p r e k o r a 
e n o 	 A ci   d e p _i t   l i m i t a   f i _i e r u l u i 	 P r e s e ~e n a   O m e j i t e v   D a t o t e k e   	     	     	 @528H5=  $09;>2  8<8B	 +	>		2	  .	0	M	/	>	&	>	  	$	?	0	?		M	$		 A1'*1  '2  -/  A'D	 A'&D    ".1  -/	     	 				  					  							  						 +
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	     	 E q a   u m k h a w u k o   w e f a y e l a 	 G q i t h i s a   k u m n y i n o   w e f a y l e 	 I m e z i d i s h a   u p e o   w a   f a i l i 	 L  e r p e r k   o o r s k r y 	 V i r ay t a s   f a i l o   l i m i t a s 	 P r s n i e g t s   f a i l a   l i m i t s 	 F a i l i   m a h u p i i r a n g    l e t a t u d 	 Vaulk  }aptavayak  ceafavxt  	     	 A ci   d e p _i t   l i m i t a   f i _i e r u l u i 	 +
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 
 S T R _ I D _ A U D P L Y _ E R R O R 	 A u d i o P l a y e r 	 P O P U P 	 a u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 HegQ[/	 HeQ[	 I-!9%@%4%2	 E r r o r 	 E r r e u r 	 F e h l e r 	 H81:0  A>45@60=8O  0C48>	 E r r o r e   c o n t e n u t o   a u d i o 	 'DE-*HJ'*  'DEH3JBJ)  .7#	 E r r o 	 0_i t s e l   i  e r i k   h a t a s 1	 N i   d u n g    m   t h a n h   l i 	 I s i   s u a r a   s a l a h ! 	 R a l a t   k a n d u n g a n   a u d i o 	 	!	?	/	K	  			G			  .	G		  $	M	0	A		?		 L y d   I n d h o l d s   F e j l 	 C h y b a   o b s a h u   a u d i o ! ! ! 	 B Bd   z a w a r t o [c i   a u d i o ! ! 	 H i b  s   a u d i o t a r t a l o m ! 	 A u d i o s i s  l t  v i r h e 	 F e i l   i   a u d i o i n n h o l d ! ! 	 C h y b a   o b s a h u   a u d i a ! ! 	 F o u t 	 F e l   i   l j u d i n n e h  l l 	 P o g r e ak a   u   s a d r ~a j u   d a t o t e k e ! ! 	 E r o a r e    n   c o n ci n u t u l   a u d i o 	 N a p a k a   V s e b i n e   A v d i a ! ! 	     ! ! 	 	 @5H:0  =0  C48>  !J4J@60=85B>! ! 	 	!	?	/	K	  5	?	7	/	5	8	M	$	A	  	B		  ! 	 .7'	 ! ! "H  A13*  :D7	     	 							 
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	     	 I p h u t h a   l o k u q u k e t h w e   k w e - A u d i o 	 I m p a z a m o   y e s i q u l a t h o   s e - o d i y o 	 H i t i l a f u   y a   y a l i y o m o   k w e n y e   s a u t i 	 F o u t 	 G a r s o   t u r i n i o   k l a i d a 	 A u d i o   s a t u r a   k <kd a 	 A u d i o s i s u   t  r g e 	 1xdkx  zaxvaoxiuav  }mal	     	 E r o a r e    n   c o n ci n u t u l   a u d i o 	 
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 
 S T R _ I D _ A U D P L Y _ N O _ A U D I O _ T R A C K 	 A u d i o P l a y e r 	 P O P U P 	 t h e r e   i s   n o   a u d i o   t r a c k   i n   t h i s   f i l e 	 N o   a u d i o   t r a c k 	 jHh!q̎	 eNeh	 D!H!5A#G@*5"	 S i n   p i s t a   d e   a u d i o 	 A u c u n e   p i s t e   a u d i o 	 K e i n e   A u d i o s p u r 	 5B  0C48>4>@>6:8	 N e s s u n a   t r a c c i a   a u d i o 	 D'  JH,/  5H*	 S e m   f a i x a   d e    u d i o 	 S e s   i z l e m e   y o k 	 T p   k h  n g   c     m   t 	 T i d a k   a d a   t r e k   a u d i o 	 T i a d a   t r e k   a u d i o 	 	!	?	/	K	  	M	0	H		  .	L		B	&	  (	9	@			 	 	 	 N i n c s   a u d i    s  v 	 	 	 	 G e e n   a u d i o s p o o r 	 	 	 N u   s - a   g s i t   n i c i o   p i e s   a u d i o 	 	 	     	 	 	!	?	/	K	  	M	0	G		  (	>	9	@		 ~1HF/G  5H*I  FJ3*	 H&  "H  y1  F	 N o   A u d i o   T r a c k 	 			  				  							  				 
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	     	 A y i k h o   i t h r e k h i   y e - a u d i o 	 A k u k h o   t r e k i   y e - o d i y o 	 H a k u n a   t r a k i   y a   s a u t i 	 G e e n   k l a n k b a a n   n i e 	 N r a   g a r s o   t a k e l i o 	 N a v   a u d i o   c e l i Fa 	 H e l i r i b a   p o l e 	 1xdkx  ekf  yoa	     	 N u   s - a   g s i t   n i c i o   p i e s   a u d i o 	 
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 
 S T R _ I D _ A U D P L Y _ D E C O D E R _ N O T _ S U P P O R T 	 A u d i o P l a y e r 	 P O P U P 	 d o   n o t   s u p p o r t   t h e   a u d i o   c o n t e n t 	 A u d i o   c o n t e n t   n o t   s u p p o r t 	 HegQ[
N/ec	 HeQ[
N/ec	 D!H#-#1I-!9%@%	 C o n t e n i d o   d e   a u d i o   n o   c o m p a t i b l e 	 C o n t e n u   a u d i o   n o n   s u p p o r t  	 A u d i o i n h a l t   n i c h t   u n t e r s t  t z t 	 C48>  =5  ?>445@68205BAO	 C o n t e n u t o   a u d i o   n o n   s u p p o r t a t o 	 'DE-*HJ'*  'DEH3JBJ)  D'    */9E	 C o n t e  d o   d e    u d i o   n  o   s u p o r t a d o 	 S e s   i  e r i i   d e s t e k l e n m i y o r 	 K h  n g   h   t r   n i   d u n g    m   t h a n h 	 K o n t e n   a u d i o   t i d a k   d i d u k u n g 	 K a n d u n g a n   a u d i o   t a k   d i s o k o n g 	 	!	?	/	K	  			G			  8	.	0	M	%	?	$	  (	9	@			 	 	 	 A z   a u d i    t a r t a l o m   n e m   t  m o g a t o t t 	 	 	 	 A u d i o - i n h o u d   w o r d t   n i e t   o n d e r s t e u n d 	 	 	 C o n ci n u t u l   a u d i o   n u   e s t e   a c c e p t a t 	 	 	       	 	 	!	?	/	K	  	I	(	M		G			  8	.	0	M	%	?	$	  (	>	9	@		 E-*H'I  5H*I  ~4*J('FI  F4/G	 "H  A13*  -E'*  F  11'	       	 					  									  								  			 
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 
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N/ecv^W	 
N/ecv{|W	 #9A5HD!H#-#1	 T i p o   n o   c o m p a t i b l e 	 T y p e   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   T y p 	 5?>445@68205<K9  B8?	 T i p o   n o n   s u p p o r t a t o 	 FH9    D'    J/9E	 T i p o   n  o   s u p o r t a d o 	 T  r    d e s t e k l e n m i y o r 	 K h  n g   h   t r   l o i   h  n h 	 J e n i s   t a k   t e r d u k u n g 	 J e n i s   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  *	M	0		>	0		 E j   U n d e r s t  t t e t   T y p e 	 N e p o d p o r o v a n    t y p 	 T y p   n i e   o b s Bu g i w a n y 	 N e m   t  m o g a t o t t   t  p u s 	 T u k e m a t o n   t y y p p i 	 U s t  t t e t   t y p e 	 N e p o d p o r o v a n    t y p 	 T y p e   n i e t   o n d e r s t e u n d 	 F i l t y p e n   s t  d j e s   e j 	 V r s t a   n i j e   p o d r ~a n a 	 T i p u l   d e   f i _i e r   n u   e s t e   a c c e p t a t 	 N e p o d p r t   T i p 	       	     	 5?>44J@60=  "8?	 	>		*	  *	A	7	M		@	&	>		2	  (	>	9	@		 FH9  ~4*J('FI  F4/G	 :1  -E'*  'A*  B3E	     	 								  				 ,
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1H'#2'	 N o   s e   p u e d e   p a u s a r 	 N e   p e u t   p a s   p a u s e r 	 K a n n   n i c h t   p a u s i e r e n 	 52>7<>6=>  >AB0=>28BL	 I m p o s s i b i l e   f a r e   p a u s a 	 D'  JECF  'JB'A  E$B*	 N  o      p o s s  v e l   f a z e r   p a u s a 	 D u r a k l a t 1l a m 1y o r 	 K h  n g   t h   t m   d n g   	 C a n ' t   P a u s e 	 T a k   b o l e h   j e d a 	 0	K		>	  (	9	@		  	>	  8		$	>		 K a n   i k k e   P a u s e 	 N e n    m o ~n    p Ye r u ai t 	 B r a k   m o |l i w o s c i   z a t r z y m a n i a 	 N e m    l l  t h a t    m e g 	 E i   v o i   p i t     t a u k o a 	 K a n   i k k e   p a u s e 	 N e m o ~n    p r e r u ai e	 K a n   n i e t   p a u z e r e n 	 D e t   g i c k   i n t e   a t t   p a u s a 	 N e   m o g u   p a u z i r a t i 	 R e d a r e a   n u   p o a t e   f i    n t r e r u p t 	 N e   M o r e m   P a v z i r a t i 	         	     	 5  <>65  40  ?@5:JA=5	 *	I		  	8	.	0	M	%		 'EC'F  /1F  FJ3*	 1H  F  3*	   	 					  				  						  			 0
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	   	 I r e k h o d a   y o m s i n d o 	 I s a n d i   s e s i s h i c i l e l i 	 K i r e k o d i   s a u t i 	 K l a n k o p n e m e r 	 G a r s a s   /r a ay m o   a p a r a t a s 	 S k a Fa s   i e r a k s t a   i e r +c e 	 H e l i s a l v e s t i 	 Aauvacky	   	 A p l i c a ci e   d e    n r e g i s t r a r e   s u n e t e 	 6
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!
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	 'M5(?  0G0M!0	 I n c i z u e s   I   t i n g u l l i t 	 					  									 	 	 	 	 	 	 	 G r a v a d o r   d e   s o m 	 	 	 	 	 	 	 	 S o i n u - g r a b a t z a i l e a 	 P a n g - r e c o r d   n g   t u n o g 	 G r a v a d o r a   d e   s o n 	 d a   r e k d a 	 T a i f e a d  n   F u a i m e 
 
 S T R _ I D _ S N D R E C _ A P P E N D 	 S o u n d R e c o r d e r 	 I C O N T E X T 	 A p p e n d   t o   a     e x i s t   f i l e ,   c o n t i n u e   r e c o r d 	 A p p e n d 	 DR	 DR	 @4H!@4!	 A n e x a r 	 A j o u t e r 	 A n h  n g e n 	 >1028BL  :  70?8A8	 A l l e g a 	 '6'A)	 A n e x a r 	   E k l e 	  n h   k  m 	 A p p e n d 	 L a m p i r k a n 	 	*	G	(	M	!	  	0	G			 V e d h  f t 	 P Yi d a t 	 D o Bc z 	 C s a t o l  s 	 L i i t  	 L e g g   t i l 	 P r i p o j i e	 T o e v o e g e n 	 L  g g   t i l l 	 D o d a v a n j e 	 A d u g a r e 	 P r i l o ~i 	 	 	 @8:@5?8	 	*	G	(	M	!		 ~JH3*	 ,H	 	 				 2

>
	
#
>
	 *F!M	 @8T4=0B8	 





	 	 A p p e n d 	 A p p e n d 	 A p p e n d 	 V o e g   b y   t o t 	 A p p e n d 	 A p p e n d 	 A p p e n d 	 A p p e n d 	 A p p e n d 	 A p p e n d 	 	 	 B a s h k a n g j i t 	 							  				 	 	 	 	 	 	 	 A n e x a r 	 	 	 	 	 	 	 	 E r a n t s i 	 I d a g d a g 	 A n e x a r 	 G b a k w n y e   n a   n g w c h a 	 I a r c h e a n g a i l 
 
 S T R _ I D _ S N D R E C _ A D D _ T O _ R I N G 	 S o u n d R e c o r d e r 	 I C O N T E X T 	 a d d   a   r i n g   i n t o   t h e   e x i s t   r i n g s   l i s t 	 A d d   t o   r i n g s 	 ReQ4r^	 ReQÔX^	 @4H!D"1@*5"@#5"	 A g r e g a r   a   t o n o s 	 A j o u t e r   a u x   s o n n e r i e s 	 Z u   K l i n g e l t  n e n   h i n z u f  g e n 	 >1028BL  2  ">=K	 A g g i u n g i   a l l e   s u o n e r i e 	 %6'A)  %DI  'DF:E'*	 A d i c i o n a r   a   t o q u e s 	 Z i l   s e s l e r i n e   e k l e 	 T h  m   v  o   d a n h   s  c h   c h u  n g 	 T a m b a h   k e   C i n c i n 	 T a m b a h   p a d a   c i n c i n 	 0	?			  .	G		  	K	!	<	G			 T i l f  j   R i n g 	 P Yi d a t   k   V y z v  n n  	 D o d a j   d o   d z w o n k  w 	 H o z z  a d  s   a   c s e n g Qh a n g o k h o z 	 L i s     s o i t t o   n i i n 	 L e g g   t i l   r i n g e t o n e r 	 P r i d a e  k   v y z v  Ha c  m   t  n o m 	 A a n   r i n g e n   t o e v o e g e n 	 L  g g   t i l l   r i n g s i g n a l e r 	 D o d a v a n j e   z v o n a 	 A d u g a r e   l a   s o n e r i i 	 D o d a j   K   Z v o n e n j u 	     R i n g s 	   	 >1028  :J<  2CF8	 '	M	5	(	@	  	!	G	  .	?	3	5	>		 'A2H/F  (G  2FG'	 1F3    E  '6'A  ,&	     	 							  					  					 
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	 0?A2A  K!?A.A	 >40B8  4>  72V=:V2	 








  




	    	 E n g e z a   k u m a r i n g i t h o n i 	 Y n g e z a   k w i i t h o n i 	 O n g e z a   k w a   m w i t o 	 V o e g   b y   l u i t o n e 	 P r i d t i   p r i e   s k a m b e s i s	 P i e v i e n o t   z v a n i e m 	 L i s a   h e l i n a t e l e 	 1~elavel  teredkvek  avokv	   	 A d u g a r e   l a   s o n e r i i 	 1
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	 0?MA!?0G  /K!(M$A	 S h t o   t e k   z i l e t 	 										  			  				 	 	 	 	 	 	 	 A d i c i o n a r   a o s   t o q u e s 	 	 	 	 	 	 	 	 D o i n u e t a r a   g e h i t u 	 I d a g d a g   s a   m g a   r i n g 	 E n g a d i r   a   t i m b r e s 	 T i n y e   n a   d a 	 C u i r   l e   c l i n g e a c h a 
 
 S T R _ I D _ S N D R E C _ S E T T I N G S _ F O R M A T 	 S o u n d R e c o r d e r 	 I C O N T E X T 	 D o c u m e n t   F o r m a t 	 F i l e   f o r m a t 	 jHh<h_	 eN<h_	 #9AD%L	 F o r m a t o   d e   a r c h i v o 	 F o r m a t   d u   f i c h i e r 	 D a t e i f o r m a t 	 $>@<0B  D09;0  	 F o r m a t o   d i   f i l e   	 5J:)  'DEDA	 F o r m a t o   d e   f i c h e i r o 	 D o s y a   f o r m a t 1	 n h   d n g   t p 	 F i l e   f o r m a t 	 F o r m a t   f a i l 	 +	>		2	  +	I	0	M	.	G			 F i l   F o r m a t 	 F o r m  t   s o u b o r u 	 F o r m a t   p l i k u 	 F  j l f o r m  t u m 	 T i e d o s t o m u o t o 	 F i l f o r m a t 	 F o r m  t   s  b o r u 	 B e s t a n d i n d e l i n g 	 F i l f o r m a t 	 F o r m a t   d a t o t e k a 	 F o r m a t   f i _i e r 	 F o r m a t   D a t o t e k e 	   	   	 $09;>2  $>@<0B	 +	>		2	  +	I	0	M	.	G			 A1E*  ~1HF/G	 A'&D  '  A'1Ey	   	 				  							  	 +
>
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	 +H2M  +>0M.>M	 $>@<0B  D09;C	 



  






	   	 I f o m e t h i   y e f a y e l a 	 U k u m i l a   k w e f a y l e 	 F o m a t i   y a   f a i l i 	 L  e r f o r m a a t 	 F a i l o   f o r m a t a s 	 F a i l a   f o r m t s 	 F a i l i v o r m i n g 	 Vaulk  qaya	   	 F o r m a t   f i _i e r 	 +
/
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	 +>2  +0M.>	 F o r m a t i   I   d o k u m e n t i t 	 				  						 	 	 	 	 	 	 	 F o r m a t o   d e   a r q u i v o 	 	 	 	 	 	 	 	 F i t x a t e g i a r e n   f o r m a t u a 	 F o r m a t   n g   f i l e 	 F o r m a t o   d e   f i c h e i r o 	 F a l   f m a t 	 F o r m  i d   c o m h a i d 
 
 S T R _ I D _ S N D R E C _ O P E N _ F I L E _ E R R O R 	 S o u n d R e c o r d e r 	 P O P U P 	 C a n n o t   o p e n   a u d i o   f i l e 	 C a n n o t   o p e n 	 !ql_U	 el _/T	 D!H*2!2#@4	 N o   s e   p u e d e   a b r i r 	 I m p o s s i b l e   d ' o u v r i r 	 K a n n   n i c h t    f f n e n 	 52>7<>6=>  >B:@KBL  	 I m p o s s i b i l e   a p r i r e 	 *901  'DA*-	 N  o      p o s s  v e l   a b r i r 	 A  1l a m 1y o r 	 K h  n g   t h   m 	 C a n ' t   o p e n 	 T i d a k   b o l e h   b u k a 	 	K	2	  (	9	@		  8		$	G		 K a n   E j    b n e 	 N e m o h u   o t e v Y t 	 N i e   m o |n a   o t w o r z y 	 N e m   n y i t h a t    m e g 	 E i   v o i   a v a t a 	 K a n   i k k e    p n e 	 N e m o ~n    o t v o r i e	 K a n   n i e t   o p e n e n 	 D e t   g i c k   i n t e   a t t    p p n a 	 N e   m o g u   o t v o r i t i 	 F i _i e r u l   n u   p o a t e   f i   d e s c h i s 	 N i   M o ~n o   O d p i r a n j e 	   	     	 5  <>65  40  B2>@8	 	A	2	>	  	8	.	0	M	%		 'EC'F  ('2C1/F  FJ3*	 HD    F  3*	   	 				  						  			 
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	 *F(M  G/2G.A	 5<>6;82>  2V4:@8B8	 



  



  



	 	 A k u v u l e k i 	 A y i n a k u k w a z i   u k u v u l a 	 H a i w e z i   k u f u n g u a 	 K a n   n i e   o o p m a a k   n i e 	 N e g a l i m a   a t i d a r y t i 	 N e v a r   a t v r t 	 E i   s a a   a v a d a 	 @vaa~x  yg  bael	   	 N u   p o a t e   f i   d e s c h i s 	 $
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	 K2?  *>0?,  (>9?	 N u k   m u n d   t e   h a p e t ? 	 					  							 	 	 	 	 	 	 	 N  o      p o s s  v e l   a b r i r 	 	 	 	 	 	 	 	 E z i n   d a   i r e k i 	 H i n d i   m a b u k s a n 	 N o n   p o d e   a b r i r 	 E n w e g h i   i k e   i m e p e 	 N    f  i d i r      a   o s c a i l t 
 
 S T R _ I D _ S N D R E C _ N O _ C A R D 	 S o u n d R e c o r d e r 	 P O P U P 	 C a n ' t   f i n d   S t o r a g e   D e v i c e s 	 D r i v e   n o t   f o u n d 	 ~b
N0RlxԚ	 ~b
N0RlxN	 D!H!52#L	 N o   h a y   t a r j e t a 	 P a s   d e   c a r t e 	 K e i n e   K a r t e 	 8A:  =5  =0945=	 N e s s u n a   s c h e d a 	 D'  JH,/  (7'B)	 S e m   c a r t  o 	 K a r t   y o k 	 K h  n g   c    t h 	 k a r t u   t a k   a d a 	 T i a d a   k a d 	 	>	0	M	!	  (	9	@			 D r e v   I k k e   F u n d e t 	 J e d n o t k a   n e n a l e z e n a 	 N a p d   n i e   z n a l e z i o n y 	 N i n c s   k  r t y a 	 A s e m a a   e i   l  y d y 	 S t a s j o n   i k k e   f u n n e t 	 J e d n o t k a   n e n  j d e n  	 G e e n   k a a r t 	 E n h e t e n   h i t t a d e s   i n t e 	 P o g o n   n i j e   p r o n a e n 	 C a r d   i n e x i s t e n t 	 U p r a v l j a l e c   N i   N a j d e n 	       d r i v e 	   	 #AB@>9AB2>  =5  5  =0<5@5=>	 !	M	0	>		5	  .	G	2	5	>	  (	>	9	@		 C'1*  EH,H/  FJ3*	 1'&H  F  ED'	   	 					  				 !
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 
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 
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 
 S T R _ I D _ S N D R E C _ A V A I L A B L E 	 S o u n d R e c o r d e r 	 P O P U P C O N F I R M 	 C a n   r e c o r d   m o r e   t h a n   ( X X X   m i n u t e s ) 	 C a n   r e c o r d   m o r e   t h a n 	 \S	 \SU_6R	 *2!2#16DI!2'H2	 D i s p o n i b l e 	 D i s p o n i b l e 	 V e r f  g b a r 	 >6=>  70?8A0BL  1>;55	 P u    r e g i s t r a r e   p i u '   d i 	 E*HA1	 D i s p o n  v e l 	 x x ' d e n   f a z l a   k a y d e d i l e m i y o r 	  t   n h t   c    t h   g h i    m 	 A v a i l a b l e 	 B o l e h   r a k a m   l e b i h   d a r i p a d a 	 8	G	  	'	?		  0	?		I	0	M	!	  	0	  8		$	>	  9	H		 T i l g  n g e l i g 	 D o s t u p n  	 D o s t p n y 	 M a x .   r  g z  t h e t Q: 	 K  y t e t t  v i s s  	 T i l g j e n g e l i g 	 D o s t u p n  	 B e s c h i k b a a r 	 T i l l g  n g l i g t 	 D o s t u p n o 	 P u t e ci    n r e g i s t r a   p e n t r u   m a i   m u l t   d e 	 D o s t o p e n 	 	 	 0;8G5=	 		*	2	,	M	'		 EH,H/  '3*	 EH,H/	 	 							 	
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	       	 K u n g a r e k h o d a   o k u n g a p h e z u   k u k a 	 N g a s h i c i l e l a   n g a p h e z u l u   k w e 	 I n a w e z a   k u r e k o d i   z a i d i   y a 	 B e s k i k b a a r 	 G a l i m a   /r a ay t i   d a u g i a u   n e g u 	 N e v a r   i e r a k s t +t s   v a i r k   n e k 	 E i   s a a   s a l v e s t a d a   r o h k e m   k u i 	 @vaa~x  g  qauvacel  a~elk  av  . . . 	     ,   	 P u t e ci    n r e g i s t r a   p e n t r u   m a i   m u l t   d e 	 
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 
 S T R _ I D _ S N D R E C _ B A D _ F O R M A T 	 S o u n d R e c o r d e r 	 P O P U P 	 t h e   a u d i o   f i l e   i s   n o t   i n   t h e   c o r r e c t   f o r m a t 	 B a d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9A@*5"	 F o r m a t o   i n c o r r e c t o 	 F o r m a t   i n c o r r e c t 	 F a l s c h e s   F o r m a t 	 ;>E>9  D>@<0B  	 F o r m a t o   c a t t i v o 	 5J:)  1/J&)	 F o r m a t o   c o r r o m p i d o 	 B o z u k   b i  i m i 	 n h   d n g   k h  n g   c h  n h   x  c 	 B a d   f o r m a t 	 F o r m a t   t a k   b a g u s 	 	0	>	,	  +	I	0	M	.	G			 S k a d e l i g t   F o r m a t 	 `p a t n    f o r m  t 	 Z l y   f o r m a t 	 R o s s z   f o r m  t u m 	 T i e d o s t o   e i   k e l p a a . 	 D  r l i g   f o r m a t 	 Z l    f o r m  t 	 S l e c h t e   i n d e l i n g 	 K o r r u m p e r a t   f o r m a t 	 P o g r e aa n   f o r m a t 	 F o r m a t   i n c o r e c t 	 S l a b   F o r m a t 	   	   	 >H  $>@<0B	 ,	A	0	>	  +	I	0	M	.	G			 A1E*  F'/13*	 (1'  A'1Ey	   	 					  								 ,
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 
 S T R _ I D _ S N D R E C _ A U T O _ R E C O R D _ O N 	 S o u n d R e c o r d e r 	 P O P U P 	 A r e   a u t o m a t i c a l l y   r e c o r d i n g 	 A u t o   r e c o r d i n g 	 R-N	 ꁨRU_-N	 16-1B!14	 G r a b a c i  n   a u t o m  t i c a 	 E n r e g i s t r e m e n t   a u t o 	 A u t o m .   A u f n a h m e 	 2B>70?8AL	 R e g i s t r a z i o n e   a u t o 	 ,'1M  *3,JD  #DJ	 G r a v a   o   a u t o m  t i c a 	 O t o m a t i k   k a y d e d i y o r 	 a n g   t   n g   g h i    m 	 P e r e k a m a n   o t o m a t i s 	 R a k a m a n   a u t o m a t i k 	 		K	  0	?		I	0	M	!	?			 	 	 	 	 A u t o .   r  g z  t  s 	 	 	 	 A u t o m a t i s c h   o p n e m e n 	 	 	  n r e g i s t r a r e   a u t o m a t 	 	 	   	 	 8	M	5	/		  0	?		I	0	M	!	?				 6(7  .H/C'1	 .H/  (.H/  1'1F	       ! 	 										  									 
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 
 S T R _ I D _ S N D R E C _ W R I T E _ P R O T E C T I O N _ E R R O R 	 S o u n d R e c o r d e r 	 P O P U P 	 W r i t e - p r o t e c t e d 	 W r i t e   p r o t e c t i o n 	 [eQOw	 QeQOb	 I-12#@5"	 P r o t e c c i  n   c o n t r a   e s c r i t u r a 	  c r i t u r e  : 	 S c h r e i b s c h u t z 	 0I8B0  >B  70?8A8	 P r o t e z i o n e   d a   s c r i t t u r a 	 HB'J)  'DC*'()	 P r o t e c   o   c o n t r a   e s c r i t a 	 Y a z 1m   k o r u m a 	 V i t   v  o   b o   h 	 P e r l i n d u n g a n   t u l i s ! 	 P e r l i n d u n g a n   t u l i s 	 2	?		(	G	  8	G	  0		M	7	?	$		 S k r i v e   B e s k y t t e t ! 	 O c h r a n a   p r o t i   z  p i s u ! 	 W p i s z   z a b e z p i e c z e n i e ! 	  r  s v  d e t t ! 	 K i r j o i t u s s u o j a t t u 	 S k r i v e b e s k y t t e t ! 	 O c h r a n a   z  p i s u ! 	 S c h r i j f b e s c h e r m i n g 	 S k r i v s k y d d ! 	 Z a at i t a   o d   p r e s n i m a v a n j a 	 P r o t e j a r e   l a   s c r i e r e 	 N a p i ai   Z a a
i t o ! 	   ! 	     	 0I8B0  >B  0?8A! 	 2	?	9	?	#	M	/	>	8	>	 	@	  8	A	0		M	7	>	  ! 	 E-'A8*  /1(1'(1  FH4*F	 ! E-AH8  D	     	 				  												 2
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	   	 U k u b h a l a   k u v i k e l w e 	 B h a l a   u k h u s e l o 	 U l i n z i   w a   k u a n d i k a 	 S k r y f b e s k e r m i n g 	 A p s a u g a   n u o   /r a ay m o 	 A i z s a r g t s   p r e t   i e r a k s t +aa n u 	 K i r j u t u s k a i t s e 	 Jawzav~an  g  qauvacxtk	   	 P r o t e j a r e   l a   s c r i e r e 	 1
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 
 S T R _ I D _ S N D R E C _ S M S _ R E C O R D _ T I M E O U T 	 S o u n d R e c o r d e r 	 P O P U P 	 R e c o r d   l i m i t   r e a c h e d 	 S i z e   l i m i t   r e a c h e d 	 T0RjHh'Y\P6R	 0ReN'Y\P6R  	 65312	 L  m i t e   d e   t a m a  o   a l c a n z a d o   	 T a i l l e   l i m i t e   d  p a s s  e 	 G r   e n b e g r e n z u n g   e r r e i c h t 	 @52KH5=  ?@545;,   CAB0=>2;5==K9  ?@8;>65=85<	 L i m i t e   a p p l i c a z i o n e   s u p e r a t o 	 E-//  'D*7(JBJ  E*,'H2	 A t i n g i d o   t a m a n h o   m  x i m o 	 U y g u l a m a   s 1n 1r 1n 1  a _1y o r   	 t   n   h n   c h   c   t p   	 B a t a s   u k u r a n   t e r c a p a i 	 M e l a m p a u i   h a d   a p l i k a s i 	 	*	M	2	?		G	6	(	  8	@	.	>	  8	G	  	'	?			 	 	 	 M  r e t k o r l  t   e l  r v e 	 	 	 	 M a x i m a l e   g r o o t t e   b e r e i k t 	 	 	 A ci   d e p _i t   l i m i t a   d e    n r e g i s t r a r e   a   a p l i c a ci e i 	 	 	     	 	 	(	A	*	M	0	/	K		  .	0	M	/	>	&	>	  *	M	0	.	>	#	>	,	>	9	G	0		 E-/H/J*  'F/'2G  A1'13J/G	 /1.H'3*    -/  E  '6'A	       	 				  				  				 E x c e e d   A p p l i c a t i o n   L i m i t 	 E x c e e d   A p p l i c a t i o n   L i m i t 	 5@528I5=>  <56V  ?@>3@0<8	 










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 
 F M G R _ F S _ E R R O R _ R E S E R V E D _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 E r r o r   r e s e r v e d 	 /OYu	 OYu	 2#*3#-4%2	 E r r o r   r e s e r v a d o 	 E r r e u r   r  s e r v  e 	 F e h l e r   r e s e r v i e r t 	 !:@KB0O  >H81:0  	 E r r o r e   r i s e r v a t o 	 .7#  E-AH8G	 E r r o   r e s e r v a d o 	 H a t a   e r t e l e n d i 	 L u   l i 	 K e s a l a h a n   t e r j a d i 	 R a l a t   d i k h a s k a n 	 0	?		0	M	5	  $	M	0	A		?		 F e j l   r e s e r v e r e t 	 V y h r a z e n    c h y b a 	 Z a r e z e r w o w a n y   b Bd 	 T a r t  s   h i b a 	 V i r h e   v a r a t t u 	 F e i l   r e s e r v e r t 	 C h y b a   v y h r a d e n  ! 	 F o u t   g e r e s e r v e e r d 	 S k r i v s k y d d s f e l ! 	 P o g r e ak a   r e z e r v i r a n a 	 E r o a r e a   e s t e   r e z e r v a t 	 N a p a k a   R e z e r v i r a n a 	     	   	 @5H:0  70?075=0	 $	M	0	A		@	  0	>		@	5		 .7'  121H  4/	 :D7  E-AH7  1D  &	       	 						  									 5
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 F M G R _ F S _ P A R A M _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 P a r a m   e r r o r 	 Sxe/	 Spe	 2#2!4@-#L4%2	 E r r o r   d e   p a r  m e t r o 	 E r r e u r   d e   p a r a m  t r e 	 P a r a m e t e r f e h l e r 	 H81:0  ?0@0<. 	 E r r o r e   d i   P a r a m 	 ('1'E*1  .7#	 E r r o   d e   p a r  m e t r o 	 P a r a m   H a t a s 1	 T h a m   s   l i 	 K e s a l a h a n   P a r a m e t e r 	 R a l a t   p a r a m 	 *	0	.	  $	M	0	A		?		 P a r a m e t e r   f e j l 	 C h y b a   p a r a m e t r u 	 B Bd   a r g u m e n t u 	 P a r a m  t e r h i b a 	 P a r a m e t r i v i r h e 	 P a r a m . - f e i l 	 C h y b a   p a r a m e t r a 	 P a r a m e t e r f o u t 	 P a r a m e t e r f e l 	 P o g r e ak a   p a r a m e t r a 	 E r o a r e   d e   p a r a m e t r u 	 N a p a k a   V   P a r a m e t r u 	   . 	   	 @5H:0  ?0@0<. 	 *	0	.	  $	M	0	A		@		 .7'  ~'1'E*1	 ~'1'E  :D7	   	 											  							 *
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	 !M0>-  .?3?2>  (>9?	 D r e j t u e s i   n u k   u   g j e t 	 						  				  		' 		 	 	 	 	 	 	 	 U n i d a d e   n  o   e n c o n t r a d a 	 	 	 	 	 	 	 	 U n i t a t e a   e z   d a   a u r k i t u 	 H i n d i   m a h a n a p   a n g   d r i v e 	 D i s p o s i t i v o   n o n   a t o p a d o 	 A h g h   d r a i v 	 N  o r   a i m s  o d h   a n   t i o m  n t  n 
 
 F M G R _ F S _ T O O _ M A N Y _ F I L E S _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 T o o   m a n y   f i l e s 	 jHh*YY	 eN*YY	 D%L!2@4D	 D e m a s i a d o s   a r c h i v o s 	 T r o p   d e   f i c h i e r s 	 Z u   v i e l e   D a t e i e n 	 !;8H:><  <=>3>  D09;>2  	 T r o p p i   f i l e 	 'DEDA'*  C+J1)  ,/'	 D e m a s i a d o s   f i c h e i r o s 	  o k   f a z l a   d o s y a 	 Q u    n h i u   t p   	 t e r l a l u   b a n y a k   b e r k a s 	 T e r l a l u   b a n y a k   f a i l 	 ,	9	A	$	  	M	/	>	&	>	  +	>		2	G			 F o r   m a n g e   f i l e r 	 P Y l i a  m n o h o   s o u b o r o	 Z b y t   d u |o   p l i k  w 	 T  l   s o k   f  j l 	 L i i a n   m o n t a   t i e d o s t o a 	 F o r   m a n g e   f i l e r 	 P r  l i a  m n o h o   s  b o r o v 	 T e   v e e l   b e s t a n d e n 	 F  r   m  n g a   f i l e r 	 P r e v i ae   d a t o t e k a . 	 P r e a   m u l t e   f i _i e r e 	 P r e v e 
  d a t o t e k 	       	     	 @5:0;5=>  <=>3>  D09;>25	 	(	G		  +	>		2	M	8		 *9/'/  A'D  G'  2'/  '3*	 (*  3'1  A'&D	     	 				  				  					 ,
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	    	 A m a f a y e l a   m a n i n g i   k a k h u l u 	 I i f a y l e   e z i n i n z i   k a k h u l u 	 M a f a i l i   m e n g i   s a n a 	 T e   v e e l   l  e r s 	 P e r   d a u g   f a i l s	 P r k   d a u d z   f a i l u 	 L i i g a   p a l j u   f a i l e 	 Iaafav  wa  aule	     	 P r e a   m u l t e   f i _i e r e 	 (
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 
 F M G R _ F S _ N O _ M O R E _ F I L E S _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 N o   m o r e   f i l e s 	 !qYjHh	 eYYOeN	 D!H!5D%LA%I'	 N o   h a y   m  s   a r c h i v o s 	 P l u s   d e   f i c h i e r s 	 K e i n e   w e i t e r e n   D a t e i e n 	 5B  1>;LH5  D09;>2  	 F i n i t i   i   f i l e 	 D'    JH,/  EDA'*  '6'AJ)	 N  o      p o s s  v e l   a d i c i o n a r   m a i s   f i c h e i r o s 	 D a h a   f a z l a   d o s y a   a l 1n a m 1y o r 	 K h  n g   c  n   t p   t h a 	 t i d a k   a d a   b e r k a s   l a g i 	 T i a d a   l a g i   f a i l 	 	K		  +	>		2	  (	9	@			 I k k e   f l e r e   f i l e r 	 J i ~  ~ d n    s o u b o r y 	 N i e   d o d a w a   w i c e j   p l i k  w 	 N i n c s   t  b b   f  j l 	 E i   e n e m p     t i e d o s t o j a 	 I n g e n   f l e r e   f i l e r 	 U ~  ~i a d n e   s  b o r y 	 N i e t   m e e r   b e s t a n d e n 	 I n g a   f l e r   f i l e r 	 N e m a   v i ae   d a t o t e k a 	 N u   m a i   s u n t   f i _i e r e 	 N i 
  v e 
  d a t o t e k 	       	     	 O<0  ?>25G5  D09;>25	 	K	#	$	@	9	@	  +	>		2	  (	>	9	@		 A'D  G'  (4*1  B'(D  '6'AG  F3*	 E2/  A'&D  F  	     	 		  				  				  				 9
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	      	 A w e k h o   a m a f a y e l a 	 A k u k h o   z i f a y l e   z i m b i 	 H a k u n a   m a f a i l i   z a i d i 	 G e e n   l  e r s   m e e r   n i e 	 N e b r a   f a i l s	 N a v   v a i r k   f a i l u 	 L i i g a   p a l j u   f a i l e 	 Vaule  a~elavel  yk  ixula~xt	     	 N u   m a i   s u n t   f i _i e r e 	 
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	 '?  +>2  (>9?	 J o   d o k u m e n t e   t e   t j e r e 	 				  				  				 	 	 	 	 	 	 	 N e n h u m   a r q u i v o   m a i s 	 	 	 	 	 	 	 	 F i t x a t e g i   g e h i a g o   e z 	 W a l a   n a n g   m g a   f i l e 	 N o n   m  i s   f i c h e i r o s 	 F a l   a d z i g h 	 N  l   a   t h u i l l e a d h   c o m h a d   a n n 
 
 F M G R _ F S _ W R O N G _ M E D I A _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 W r o n g   m e d i a 	 /ZԚ	 ZSO	 *7H-4	 M e d i o   i n c o r r e c t o 	 M a u v a i s   s u p p o r t 	 F a l s c h e s   M e d i u m 	 5?@028;L=K9  =>A8B5;L	 M e d i a   s b a g l i a t i 	 .7#  AJ  'DEJ/J'	 F o n t e   d e   m  d i a   e r r a d a 	 Y a n l 1_  a y g 1t 	 L i   p h n g   t i n 	 m e d i a   s a l a h 	 M e d i a   s a l a h 	 	2	$	  .	@	!	?	/	>		 F o r k e r t   m e d i e 	 N e s p r  v n    m  d i a 	 N i e p r a w i d Bo w e   m e d i a 	 H i b  s   m  d i a 	 V   r    m e d i a 	 G a l t   m e d i u m 	 C h y b n    m  d i  	 V e r k e e r d e   m e d i a 	 W r o n g   m e d i e f i l 	 P o g r e aa n   m e d i j 	 F i _i e r   m e d i a   i n c o r e c t 	 N a p a 
e n   m e d i j 	   	   	 @5H=0  <548O	 	A		@		>	  .	@	!	@	/	>		 13'FG  '4*('G  '3*	 :D7  E'	   	 						  							 
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  





	   	 I m i d y a   e n g a l u n g i l e 	 I m i d i y a   e n g a c h a n e k a n g a 	 M e d i a   m b a y a 	 V e r k e e r d e   m e d i a 	 K l a i d i n g a   l a i k m e n a 	 N e p a r e i z a   v i d e 	 V a l e   m e e d i a 	 Mmal  tedka  aul	   	 F i _i e r   m e d i a   i n c o r e c t 	 .
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 
 F M G R _ F S _ I N V A L I D _ F I L E _ S Y S T E M _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 I n v a l i d   f i l e   s y s t e m 	 jHh|q}
N&{	 eN|~
N&{	 #0D%LD!H9I-	 S i s t e m a   d e   a r c h i v o s   n o   v  l i d o 	 S y s t  m e   d e   f i c h i e r   i n v a l i d e 	 U n g  l t i g e s   D a t e i s y s t e m 	 525@=0O  A8AB5<0  D09;>2	 S i s t e m a   d i   f i l e   n o n   v a l i d o 	 F8'E  'DEDA  :J1  5'D-	 S i s t e m a   d e   f i c h e i r o s   i n v  l i d o 	 G e  e r s i z   d o s y a   s i s t e m i 	 H   t h n g   t p   k h  n g   h p   l 	 s y s t e m   b e r k a s   s a l a h 	 S i s t e m   f a i l   t a k   s a h 	 	.	>	(	M	/	  +	>		2	  *	M	0	#	>	2	@	 	 U g y l d i g t   f i l   s y s t e m 	 N e s p r  v n    s y s t  m   s o u b o r o	 N i e p r a w i d Bo w y   p l i k   s y s t e m o w y 	  r v  n y t e l e n   f  j l r e n d s z e r 	 E p  k e l p o   t i e d o s t o j  r j e s t e l m  	 U g y l d i g   f i l s y s t e m 	 N e p l a t n    s y s t  m   s  b o r o v 	 O n g e l d i g   b e s t a n d s s y s t e e m 	 O g i l t i g t   f i l s y s t e m 	 N e v a l j a n i   s u s t a v   d a t o t e k e 	 F i _i e r   d e   s i s t e m   n e v a l i d 	 N e v e l j a v e n   d a t o t e 
n i   s i s t e m 	     	       	 520;84=0  D09;>20  A8AB5<0	 	5	H	'	  +	>		2	  8	?	8	M		.		 33*E  A'D  E9*(1  F3*	 :D7  A'&D  33yE	     	 								  				  							 0
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	 F2M2(?  +H2M  8?8M	 5?@028;L=0  D09;>20  A8AB5<0	 





  



  





	     	 I s i s t i m u   y e f a y e l a   e n g a n a m t h e t h o 	 I n k q u b o   y e f a y l e   e n g a s e b e n z i y o 	 M f u m o   b a t i l i   w a   f a i l i 	 O n g e l d i g e   l  e r s t e l s e l 	 N e g a l i o j a n t i   f a i l s  s i s t e m a 	 N e d e r +g a   f a i l u   s i s t m a 	 S o b i m a t u   f a i l i s  s t e e m 	 1v~a~e  aulk  pataoac	     	 F i _i e r   d e   s i s t e m   n e v a l i d 	 +
/
$
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8
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A
	 .>(M_  +>2  8?7M.	 S i s t e m   d o k u m e n t i   I   p a v l e f s h e m 	 						  				  								 	 	 	 	 	 	 	 S i s t e m a   d e   a r q u i v o   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 F M G R _ F S _ F I L E _ N O T _ F O U N D _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 F i l e   n o t   f o u n d 	 jHh~b
N0R	 eN~b
N0R	 D!HD%L	 A r c h i v o   n o   e n c o n t r a d o 	 F i c h i e r   i n t r o u v a b l e 	 D a t e i   n i c h t   g e f u n d e n 	 $09;  =5  =0945=	 F i l e   n o n   t r o v a t o 	 'DEDA  :J1  EH,H/	 F i c h e i r o   n  o   e n c o n t r a d o 	 D o s y a   b u l u n a m a d 1	 K h  n g   t  m   t h y   t p 	 b e r k a s   t i d a k   a d a 	 F a i l   t a k   d i t e m u i 	 +	>		2	  (	9	@		  .	?	2	@		 F i l   e j   f u n d e t 	 S o u b o r   n e n a l e z e n 	 P l i k u   n i e   z n a l e z i o n o 	 A   f  j l   n e m   t a l  l h a t  	 T i e d o s t o a   e i   l  y d y 	 F i l   i k k e   f u n n e t 	 S  b o r   n e n  j d e n  	 B e s t a n d   n i e t   g e v o n d e n 	 F i l e n   h i t t a d e s   i n t e 	 D a t o t e k a   n i j e   p r o n a e n a 	 F i _i e r u l   n u   a   f o s t   g s i t 	 D a t o t e k a   n i   n a j d e n a 	       	     	 $09;JB  =5  5  =0<5@5=	 +	>		2	  .	G	3	5	>	  (	>	9	@		 A'D  'A*  F4/	 A'&D  F  ED'	   	 				  					  			  			 +
>
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	 +H2M  (,!2G&A	 $09;  =5  7=0945=>	 



  


  


	   	 I f a y e l a   a l i t h o l w a n g a 	 I f a y l e   a y i f u n y e n w a n g a 	 F a i l i   h a i p a t i k a n i 	 L  e r   n i e   g e v i n d   n i e 	 N e r a s t a s   f a i l a s 	 F a i l s   n a v   a t r a s t s 	 F a i l i   e i   l e i t u d 	 Vaulh  yk  pauvabe~el	     	 F i _i e r u l   n u   a   f o s t   g s i t 	 +
/
$
M
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>
#
A
(
M
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	 +>2  .?3?2>  (>9?	 D o k u m e n t i   n u k   u   g j e t 	 				  				  		' 		 	 	 	 	 	 	 	 A r q u i v o   n  o   e n c o n t r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 F M G R _ F S _ I N V A L I D _ F I L E _ H A N D L E _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 I n v a l i d   f i l e   h a n d l e 	 !qHevjHhUt	 eHeveNYt	 2#12#D%LD!H9I-	 C o n t r o l   d e   a r c h i v o   n o   v  l i d o 	 i n d i c a t e u r   d e   f i c h i e r   i n v a l i d e 	 U n g  l t i g e r   D a t e i - H a n d l e 	 525@=>5  >?8A0=85  D09;0  	 M a n i c o   d i   f i l e   n o n   v a l i d o 	 E9'D,)  'DEDA  :J1  5'D-)	 T r a t a m e n t o   d e   f i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a   i _l e m i 	 X   l    t p   k h  n g   h p   l 	 p e n a n g a n a n   b e r k a s   s a l a h 	 P e n g e n d a l i   f a i l   t a k   s a h 	 	.	>	(	M	/	  +	>		2	  		*	/	K		 	 U g y l d i g   f i l   t i t e l 	 N e p l a t n    i d e n t i f i k a c e   s o u b o r u 	 N i e p r a w i d Bo w e   o b c h o d z e n i e   s i   z   p l i k i e m 	 H i b  s   f  j l a z o n o s  t  	 E p  k e l p o   t i e d o s t o n   k  s i t t e l y 	 U g y l d i g   f i l b e h a n d l e r 	 N e p l a t n    z a c h  d z a n i e   s o   s  b o r o m 	 O n g e l d i g e   b e s t a n d s h a n d l e 	 O g i l t i g   f i l h a n t e r i n g 	 H a n d l e   d a t o t e k e   n i j e   v a l j a n 	 G e s t i o n a r e   i n c o r e c t   a   f i _i e r u l u i 	 N e v e l j a v n o   d e l o v a n j e   z   d a t o t e k o 	     	 h a n d l e       	 520;845=  D09;>2  B5:AB	 	5	H	'	  +	>		2	  9	E	!	2		 E/1*  A'D  E9*(1  F3*	 A'&D  D'F'  :D7	     	 								  				  										 +
>
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	 F2M2(?  +H2M  9G!2M	 5?@028;L=89  45A:@8?B>@  D09;0	 





  



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  


  



  	     	 U k u p h a t h w a   k w e f a y e l a   o k u n g e n a m t h e t h o 	 U k u p h a t h w a   k w e f a y l e   o k u n g a s e b e n z i y o 	 K i p i n i   b a t i l i   c h a   f a i l i 	 O n g e l d i g e   l  e r g r e e p 	 N e g a l i o j a n t i s   f a i l s  l o g i n i s   n u m e r i s 	 N e d e r +g s   f a i l a   t u r i s 	 S o b i m a t u   f a i l i t   t l u s 	 Vaulk  kv~a~e  kvde}	     	 G e s t i o n a r e   i n c o r e c t   a   f i _i e r u l u i 	 +
/
$
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0
M
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
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F
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M
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$
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8
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A
	 .>(M_  +>2  (?_(M$M0#	 D o r e z a   e   d o k u m e n t i t   e   p a v l e f s h m e 	 						  				  								 	 	 	 	 	 	 	 M a n u s e i o   d e   a r q u i v o   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 F M G R _ F S _ U N S U P P O R T E D _ D E V I C E _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 U n s u p p o r t e d   d e v i c e 	 lxԚ
N/ec	 lxN
N/ec	 -8#L5HD!H#-#1	 D i s p o s i t i v o   n o   a d m i t i d o 	 A p p a r e i l   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e s   G e r  t 	 #AB@>9AB2>  =5  ?>445@68205BAO	 D i s p o s i t i v o   n o n   s u p p o r t a t o 	 'D'/')    D'    */9E	 D i s p o s i t i v o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   a y g 1t 	 P h n   c n g   k h  n g     h   t r 	 a l a t   t a k   t e r d u k u n g 	 P e r a n t i   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  		*		0	#		 I k k e   u n d e r s t  t t e t   e n h e d 	 N e p o d p o r o v a n    z a Y z e n  	 U r z d z e n i e   n i e   o b s Bu g i w a n e 	 N e m   t  m o g a t o t t   e s z k  z 	 T u k e m a t o n   l a i t e 	 U t s t  t t e t   e n h e t 	 N e p o d p o r o v a n    z a r i a d e n i e 	 A p p a r a a t   n i e t   o n d e r s t e u n d 	 E n h e t e n   s t  d j e s   e j 	 N e p o d r ~a n i   u r e a j 	 D i s p o z i t i v u l   n u   e s t e   a c c e p t a t 	 N e p o d p r t a   n a p r a v a 	       	     	 5?>44J@60=>  @8A?>A>1;5=85	 !	?	5	M	9	>		8	  *	A	7	M		@	&	>		2	  (	>	9	@		 /3*'G  ~4*('F  FE  4H/	 :1-E'*  'A*  H'&3	     	 								  							 
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  




	   	 I d i v a y s i   e n g a s a p h o t h i w e 	 I s i x h o b o   e s i n g a x h a s w a n g a 	 K i f a a   k i s i c h o k u b a l i w a 	 T o e s t e l   n i e   o n d e r s t e u n   n i e 	 N e p a l a i k o m a s   /r e n g i n y s 	 N e a t b a l s t +t a   i e r +c e 	 T o e t u s e t a   s e a d e 	 1vpataerelk  }a	   	 D i s p o z i t i v u l   n u   e s t e   a c c e p t a t 	 *
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 
 F M G R _ F S _ U N S U P P O R T E D _ D R I V E R _ F U N C T I O N _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 U n s u p p o r t e d   d r i v e r   f u n c t i o n 	 lxԚR
N/ec	 lxNR
N/ec	 2#32-@#7H-D!H#-#1	 F u n c i  n   d e   c o n t r o l a d o r   n o   a d m i t i d a 	 F o n c t i o n   d e   p i l o t e   n o n   s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e   T r e i b e r f u n k t i o n 	 $C=:F8O  ?@82>40  =5  ?>445@68205BAO	 F u n z i o n e   d i   d r i v e r   n o n   s u p p o r t a t a 	 H8JA)  'D'/')    D'    */9E	 F u n   o   d e   u n i d a d e   d e   d i s c o   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   s  r  c    f o n k s i y o n u 	 T  n h   n n g   p h n   c n g   k h  n g     h   t r 	 f u n g s i   p e n g e n d a l i   t a k   t e r d u k u n g 	 F u n g s i   p e m a c u   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  !	M	0	>		5	0	  	>	0	M	/		 I k k e   u n d e r s t  t t e t   d r i v e r   f u n k t i o n 	 N e p o d p o r o v a n    f u n k c e   o v l a d a 
e 	 F u n k c j a   n a p d u   n i e   o b s Bu g i w a n a 	 N e m   t  m o g a t o t t   m e g h a j t  f u n k c i  	 T u k e m a t o n   a s e m a t o i m i n t o 	 U s t  t t e t   d r i v e r f u n k s j o n 	 N e p o d p o r o v a n    f u n k c i a   j e d n o t k y 	 F u n c t i e   v a n   s t u u r p r o g r a m m a   n i e t   o n d e r s t e u n d 	 E n h e t f u n k t i o n   s t  d j e s   e j 	 N e p o d r ~a n a   f u n k c i j a   d r i v e r a 	 F u n c ci a   u n i t ci i   n u   e s t e   a c c e p t a t 	 N e p o d p r t a   f u n k c i j a   u p r a v l j a l c a 	     d r i v e r       	         	 5?>44J@60=0  DC=:F8O  =0  CAB@>9AB2>B>	 !	?	5	M	9	>		8	  	M	0	?	/	>	  *	A	7	M		@	&	>		2	  (	>	9	@		 9ED1/  /1'H1  ~4*('F  FE  4H/	 :1  -E'*  'A*  1'&H  '  'E	       	 								  						  											 
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	     	 U m s e b e n z i   w e - d r i v e r   o n g a s a p h o t h i w e 	 U m s e b e n z i   w e - d r i v e r   a w u x h a s w a n g a 	 K i t e n d a j i   c h a   d r e v a   k i s i c h o k u b a l i w a 	 D r y w e r f u n k s i e   n i e   o n d e r s t e u n   n i e 	 N e p a l a i k o m a   t v a r k y k l s   f u n k c i j a 	 N e a t b a l s t +t a   d r a i v e r a   f u n k c i j a 	 D r a i v e r i   f u n k t s i o o n   t o e t u s e t a 	 4au~ek  avpataerelk  xvoka	     	 F u n c ci a   u n i t ci i   n u   e s t e   a c c e p t a t 	 *
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 
 F M G R _ F S _ C O R R U P T E D _ P A R T I T I O N _ T A B L E _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 C o r r u p t e d   p a r t i t i o n   t a b l e 	 RrRh]k	 RrRh]k	 2#22#L4
1H@*5"+2"	 T a m b a   d e   p a r t i c i  n   d a  a d a 	 T a b l e   d e   p a r t i t i o n   c o r r o m p u e 	 V e r f  l s c h t e   P a r t i t i o n s t a b e l l e 	 >2@5645=0  B01;8F0  @0745;>2	 T a v o l a   d i   d i v i s i o n e   r o v i n a t a 	 .7#  AJ  *B3JE  'D,/HD	 T a b e l a   d e   p a r t i   e s   c o r r o m p i d a 	 B o z u k   b e l l e k   b  l  m    i z e l g e s i 	 B i u   t  c h      b   t n   h i 	 d a f t a r   p a r t i s i   t e r k o r u p s i 	 J a d u a l   s e k a t a n   r o s a k 	 &	K	7	/	A		M	$	  *	>	0	M		?	6	(	  	G	,	2		  d e l a g t   p a r t i t i o n s   t a b e l 	 P o ak o z e n    t a b u l k a   r o z d l e n  	 P a r t y c j a   u s z k o d z o n a 	 K o r r u p t   p a r t  c i  s   t  b l a 	 V i a l l i n e n   o s i o t a u l u 	 S k a d e t   p a r t i s j o n s t a b e l l 	 P o ak o d e n    t a b u >k a   r o z d e l e n i a 	 C o r r u p t e   p a r t i t i e t a b e l 	 K o r r u m p e r a d   u p p d e l n i n g 	 O at e e n a   p a r t i c i j s k a   t a b l i c a 	 T a b e l u l   d e   p a r t i ci e   e s t e   d e t e r i o r a t 	 P o d k u p l j e n a   d e l i l n a   t a b l a 	   p a r t i t i o n   t a b l e 	     ( p a r t i t i o n   t a b l e )   	 >2@545=0  B01;8F0  =0  4O;	 	0	*	M		  *	>	0	M		?	6	(	  	G	,	2		 ,/HD  ~'1*4F  .1'(  '3*	 .1'(  *B3E  y(D	     	 					  			  					  								  						 -
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  u p r a v l j a l c e v 	   d r i v e 	     	 @5:0;5=>  <=>3>  CAB@>9AB20	 	'	?		  !	M	0	>		5	M	9		 *9/'/  /1'HG'  2'/  '3*	 (*  3'1  1'&H2	     	 				  				  							 ,
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	       	 I - S t r i n g   b u f f e r   i n c a n e   k a k h u l u 	 U k r o z o   l w e s i d a m b i s i   l u n c i n c i   k a k h u l u 	 B a f a   y a   u t u n g o   n i   n d o g o   s a n a 	 S t r i n g - b u f f e r   t e   k l e i n 	 P e r   m a ~a s   e i l u t s   b u f e r i s 	 V i r k n e s   b u f e r i s   p r k   m a z s 	 S t r i n g i   p u h v e r   l i i g a   v  i k e 	 Oxrk  bxeh  yaafav  x  g	       	 M e m o r i e   t a m p o n   p r e a   m i c 	 8
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 
 F M G R _ F S _ G E N E R A L _ F A I L U R E _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 G e n e r a l   f a i l u r e 	 1YWe	 1Y%	 %I!@+%'1H'D	 E r r o r   g e n e r a l 	  c h e c   g  n  r a l 	 A l l g e m e i n e r   A u s f a l l 	 1I89  A1>9	 G u a s t o   g e n e r a l e 	 A4D	 F a l h a   g e r a l 	 G e n e l   a k s a k l 1k 	 T h t   b i 	 k e s a l a h a n   u m u m 	 K e g a g a l a n   u m u m 	 8	>	.	>	(	M	/	  	8	+	2	$	>		 A l m i n d e l i g   f e j l 	 O b e c n    s e l h  n  	 B Bd   o g  l n y 	  l t a l  n o s   h i b a 	 Y l e i n e n   v i k a 	 G e n e r e l l   f e i l 	 V ae o b e c n    c h y b a 	 A l g e m e n e   f o u t 	 A l l m  n t   f e l 	 O p e n i t i   k v a r 	 E _e c   g e n e r a l 	 S p l o an a   n a p a k a 	   	   	 A=>2=0  ?>2@540	 8	>	.	>	(	M	/	  	8	.	0	M	%		 '1'/  D	 9'E  F''E	   	 						  									 
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	   	 U k u h l u l e k a   o k u j w a y e l e k i l e 	 P h a n z a   j i k e l e l e 	 K u s h i n d w a   k w a   j u m l a 	 A l g e m e n e   w e i e r i n g 	 B e n d r a s   g e d i m a s 	 V i s p r j a   a t t e i c e 	  l d t  r g e 	 8vdpavx  maavxt	   	 E _e c   g e n e r a l 	 *
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 
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N0R	 D!H2	 R u t a   d e   a c c e s o   n o   e n c o n t r a d a 	 C h e m i n   i n t r o u v a b l e 	 P f a d   n i c h t   g e f u n d e n 	 >@>6:0  =5  =0945=0	 P e r c o r s o   n o n   t r o v a t o 	 'D71JB)  :J1  EH,H/)	 C a m i n h o   n  o   e n c o n t r a d o 	 Y o l   b u l u n a m a d 1	 n g   d n   k h  n g   t  m   t h y 	 j a l a n   t a k   d i t e m u k a n 	 L a l u a n   t a k   d i t e m u i 	 .	>	0	M		  (	9	@		  .	?	2		 S t i   e j   f u n d e t 	 C e s t a   n e n a l e z e n a 	 Zc i e |k a   d o s t p u   n i e o d n a l e z i o n a 	 A z    t v o n a l   n e m   t a l  l h a t  	 P o l k u   e i   l  y d y 	 S t i   i k k e   f u n n e t 	 C e s t a   n e n  j d e n  	 P a d   n i e t   g e v o n d e n 	 V  g e n   h i t t a d e s   i n t e 	 P u t   n i j e   p r o n a e n 	 C a l e a   n u   a   f o s t   g s i t 	 P o t   n i   n a j d e n a 	     	     	 JBOB  =5  5  =0<5@5=	 *	>	%	  .	G	3	5	>	  (	>	9	@		 E31  'A*  F4/	 1'3*  F  ED'	   	 		  					  			  			 0
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 F M G R _ F S _ F A T _ A L L O C _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 F A T   e r r o r 	 jHhMnh/	 eNMnh	 2#1*##  F A T   4%2	 E r r o r   g r a v e   d e   a s i g n a c i  n   	 E r r e u r   d ' a l l o c a t i o n   F a t 	 F a t - Z u w e i s u n g s f e h l e r 	 H81:0  >?@545;5=8O  F a t 	 E r r o r e   d i   a l l o c   g r o s s o l a n o 	 ,/HJ  'DEDA  .'7#	 E r r o   d e   a l o c a   o   d e   F A T 	 D o s y a   a y 1r m a   h a t a s 1	 B n g   p h  n   p h i   t p   l i 	 p e l o k a s i a n   F A T   s a l a h 	 R a l a t   p e r u n t u k a n   f a t 	 +	G		  	5			(	  $	M	0	A		?		 F a t   a l l o k e r i n g s   f e j l 	 C h y b a   u m  s t n    f a t 	 F a t a l n y   b Bd   a l o k a c j i 	 F A T   a l l o k  c i  s   h i b a 	 F a t   a l l o c   - v i r h e 	 F a t   a l l o k - f e i l 	 C h y b a   u m i e s t e n i a   F a t 	 F o u t   b i j   t o e k e n n i n g   v a n   F A T 	 F A T - t i l d e n i n g s f e l 	 G r e ak a   a l o k a c i j s k e   t a b l i c e 	 E r o a r e   d e   a l o c a r e   F a t 	 F a t   a l o c   p o l n 	   f a t   a l l o c 	     F a t 	 @5H:0  ?@8  F a t   ?>7. 	 +	E		  	2	I		  $	M	0	A		@		 .7'  *.55  F a t 	 Ay  'DH  :D7	   a l l o c   	 					  							  							 5
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 F M G R _ F S _ T I M E O U T _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 T i m e o u t 	 NBf	 Ǐe	 +!@'%2	 T i e m p o   d e   e s p e r a 	 D  l a i   d ' a t t e n t e   d  p a s s  	 A u s z e i t 	 "09<- 0CB	 T e m p o   f i n i t o 	 HB*  'D.1H,	 T e m p o   l i m i t e 	 Z a m a n a _1m 1	 T h i   g i a n   i 	 W a k t u   h a b i s 	 T a m a t   m a s a 	 8	.	/	  	$	M	.		 T i m e o u t 	 a s   v y p r ae l 	 C z a s   p r z e r w y : 	 I d Qt  l l  p  s 	 A j a n k a t k a i s u 	 T i d s a v b r u d d 	 a s o v    l i m i t 	 T i m e o u t 	 T i m e o u t 	 I s t e k   v r e m e n a 	 A ci   d e p _i t   t i m p u l   p e r m i s 	 Z a s t o j 	   	   	 0C70	 	>		.						 HBAG: 	 y'&E  "$y	   	 			  				 8
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 F M G R _ F S _ B A D _ S E C T O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 B a d   s e c t o r 	 X@SJX	 OW:Sk	 @G@-#L@*5"	 S e c t o r   i n c o r r e c t o 	 M a u v a i s   s e c t e u r 	 F e h l e r h a f t e r   S e k t o r 	 ;>E>9  A5:B>@  	 S e t t o r e   c a t t i v o 	 'DB79)  1/J&	 S e c t o r   d a n i f i c a d o 	 B o z u k   s e k t  r 	 C u n g   t   h n g 	 s e k t o r   j e l e k 	 S e k t o r   t a k   b a g u s 	 	0	>	,	  8	G		M		0		 S k a d e l i g   s e k t o r 	 `p a t n    o b l a s t 	 N i e w Ba [c i w y   s e k t o r 	 H i b  s   s z e k t o r 	 H u o n o   s e k t o r i 	 D  r l i g   o m r  d e 	 C h y b n    s e k t o r 	 S l e c h t e   s e c t o r 	 D  l i g   s e k t o r 	 L o ai   s e k t o r 	 S e c t o r   i n c o r e c t 	 S l a b   o d s e k 	   	   	 >H  A5:B>@	 ,	A	0	>	  8	G		M		I	0		 3*H1  (/	 (1'49(	   	 					  							 ,
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 
 F M G R _ F S _ D A T A _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 D a t a   e r r o r 	 ǌe/	 De	 I-!9%4%2	 E r r o r   d e   d a t o s 	 E r r e u r   d e   d o n n  e s 	 D a t e n f e h l e r 	 H81:0  40==KE  	 E r r o r e   d i   d a t i 	 .7#  AJ  'D(J'F'*	 E r r o   d e   d a d o s 	 V e r i   h a t a s 1	 D   l i u   l i 	 d a t a   r u s a k 	 R a l a t   d a t a 	 !	>		>	  $	M	0	A		?		 D a t a   f e j l 	 C h y b a   d a t 	 B Bd   d a n y c h 	 A d a t h i b a 	 T i e t o v i r h e 	 D a t a f e i l 	 C h y b a   d  t 	 G e g e v e n s f o u t 	 D a t a f e l 	 P o g r e ak a   u   p o d a c i m a 	 E r o a r e   d e   d a t e 	 N a p a k a   D a t o t e k e 	   	   	 @5H:0  2  40==8	 !	G		>	  	B			 .7'  /'/G	 y'    :D7	   	 					  							 
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 
 F M G R _ F S _ M E D I A _ C H A N G E D _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 M e d i a   c h a n g e d 	 ZԚ]f	 ZSO]fe	 *7H-@%5H"A%	 M e d i o   c a m b i a d o 	 M  d i a   c h a n g  	 M e d i u m   g e  n d e r t 	 7<5=5=85  =>A8B5;O	 M e d i a   c a m b i a t i 	 *:J1  'DEJ/J'	 F o n t e   d e   m  d i a   a l t e r a d a 	 O r t a m   D e i _t i r i l d i 	 P h n g   t i n      t h a y   i 	 m e d i a   d i r u b a h 	 M e d i a   d i t u k a r 	 .	@	!	?	/	>	  ,	&	2	>		 M e d i e    n d r e t 	 M  d i u m   z m n n o 	 M e d i a   z m i e n i o n e 	 A   m  d i a   m e g v  l t o z o t t 	 M e d i a   v a i h d e t t u 	 M e d i u m   e n d r e t 	 M  d i    z m e n e n  	 M e d i a   v e r w i s s e l d 	 M e d i e f i l    n d r a t s 	 M e d i j   i z m i j e n j e n 	 F i _i e r u l   m e d i a   a   f o s t   m o d i f i c a t 	 M e d i j   s p r e m e n j e n 	     	   	 548OB0  A<5=5=0	 .	?	!	?	/	>	  ,	&	2	2	>		 13'FG  *:1  'A*	 E'  (/D  '	   	 						  										 8
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	   	 I m i d y a   i s h i n t s h i w e 	 I m i d i y a   i t s h i n t s h i w e 	 M e d i a   i m e b a d i l i s h w a 	 M e d i a   g e w y s i g 	 P a k e i s t a   l a i k m e n a 	 V i d e   m a i n +t a 	 M e e d i a   m u u d e t u d 	 Dedkav  xm~an  g	   	 F i _i e r u l   m e d i a   a   f o s t   m o d i f i c a t 	 .
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N0Rx@S	 ~b
N0RGb:S	 D!H@G@-#L	 S e c t o r   n o   e n c o n t r a d o 	 S e c t e u r   i n t r o u v a b l e 	 S e k t o r   n i c h t   g e f u n d e n 	 !5:B>@  =5  =0945=	 S e t t o r e   n o n   t r o v a t o 	 'DB7'9  :J1  EH,H/	 S e c t o r   n  o   e n c o n t r a d o 	 S e k t  r   b u l u n a m a d 1	 K h  n g   t  m   t h y   c u n g   t 	 s e k t o r   t a k   d i t e m u k a n 	 S e k t o r   t a k   d i t e m u i 	 8	G		M		0	  (	9	@		  .	?	2	>		 S e k t o r   i k k e   f u n d e t 	 O b l a s t   n e n a l e z e n a 	 S e k t o r   n i e o d n a l e z i o n y 	 A   s z e k t o r   n e m   t a l  l h a t  	 S e k t o r i a   e i   l  y d y 	 O m r  d e   i k k e   f u n n e t 	 S e k t o r   n e n  j d e n  	 S e c t o r   n i e t   g e v o n d e n 	 S e k t o r n   h i t t a d e s   i n t e 	 S e k t o r   n i j e   p r o n a e n 	 S e c t o r u l   n u   a   f o s t   g s i t 	 O d s e k   n i   n a j d e n 	     	     	 !5:B>@JB  =5  5  =0<5@5=	 8	G		M		0	  8	>	*	!	2	G	  (	>	9	@		 3*H1  'A*  F4/	 3y1  F  ED'	   	 						  					  			  			 -
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 
 F M G R _ F S _ A D D R E S S _ M A R K _ N O T _ F O U N D _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 A d d r e s s   m a r k   n o t   f o u n d 	 ~b
N0RMO@Wj	 ~b
N0R0W@Wh	 D!H5H-"9H5H#08	 M a r c a   d e   d i r e c c i  n   n o   e n c o n t r a d a 	 M a r q u e   d ' a d r e s s e   i n t r o u v a b l e 	 A d r e s s m a r k i e r u n g   n i c h t   g e f u n d e n 	 5B:0  04@5A0  =5  =0945=0	 S e g n o   d i   I n d i r i z z o   n o n   t r o v a t o 	 9D'E)  'D9FH'F  :J1  EH,H/)	 M a r c a   d e   e n d e r e  o   n  o   e n c o n t r a d a 	 A d r e s   i m i   b u l u n a m a d 1	 K h  n g   t  m   t h y   a   c h    n h   d u 	 a l a m a t   t a k   d i t e m u k a n 	 T a n d a   a l a m a t   t a k   d i t e m u i 	 *	$	>	  8	B			  (	9	@		  .	?	2	>		 A d r e s s e   m a r k  r   i k k e   f u n d e t 	 O z n a 
e n    a d r e s y   n e n a l e z e n o 	 C e c h a   a d r e s u   n i e o d n a l e z i o n a 	 A   c  m j e l z  s   n e m   t a l  l h a t  	 O s o i t e m e r k k i    e i   l  y d y 	 A d r e s s e m e r k e   i k k e   f u n n e t 	 A d r e s n    z n a 
k a   n e n  j d e n  	 A d r e s m a r k e r i n g   n i e t   g e v o n d e n 	 A d r e s s e n   h i t t a d e s   i n t e 	 O z n a k a   a d r e s e   n i j e   p r o n a e n a 	 M a r c a   d e   a d r e s   n u   a   f o s t   g s i t 	 Z n a k   n a s l o v a   n i   n a j d e n 	       	       	 4@5A=0B0  <0@:. =5  5  =0<5@5=0	 *	$	M	/	>		@	  	B	#	  8	>	*	!	2	@	  (	>	9	@		 9D'E*  F4'F  'A*  F4/	 9D'E*  ~*  F  ED'	     	 						  					  					  						 *
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 F M G R _ F S _ D R I V E _ N O T _ R E A D Y _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 D r i v e   n o t   r e a d y 	 ~b
N0Rxx	 ~b
N0Rxv	 D!HD#L	 U n i d a d   n o   p r e p a r a d a 	 L e c t e u r   p a s   p r  t 	 L a u f w e r k   n i c h t   b e r e i t 	 @82>4  =5  3>B>2  	 L e t t o r e   n o n   p r o n t o 	 B15  E:F7J3J  :J1  E3*9/	 A   u n i d a d e   d e   d i s c o   n  o   e s t    p r o n t a 	 S  r  c    h a z 1r   d e i l 	 K h  n g   t  m   t h y   )a   t 	 d r i v e   t a k   s i a p 	 P e m a c u   t a k   s e d i a 	 !	M	0	>		5	  $	H	/	>	0	  (	9	@		   	 D r e v   i k k e   k l a r 	 J e d n o t k a   n e n    p Yi p r a v e n a 	 N a p d   n i e   j e s t   g o t o w y 	 A   m e g h a j t    n e m    l l   k  s z e n 	 A s e m a   e i   o l e   v a l m i s 	 S t a s j o n   i k k e   k l a r 	 J e d n o t k a   n e p r i p r a v e n  	 S t a t i o n   n i e t   g e r e e d 	 E n h e t e n    r   i n t e   k l a r 	 P o g o n   n i j e   s p r e m a n 	 U n i t a t e a   n u   e s t e   p r e g t i t 	 U p r a v l j a l e c   n i   p r i p r a v l j e n 	   d r i v e       	     	 #AB@>9AB2>B>  =5  5  3>B>2>	 !	M	0	>		5	M	9	  $	/	>	0	  (	>	9	@		 /1'H  "E'/G  F3*	 1'&H  *'  1  F	   	 						  								  			 !
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	   	 I d r a y v u   a y i k a l u n g i 	 I - d r i v e   a y i k a l u n g i 	 D r e v a   h a i k o   t a y a r i 	 S k y f   n i e   g e r e e d   n i e 	 D i s k a s   n e p a r e n g t a s 	 D z i n i s   n a v   g a t a v s 	 D r a i v   e i   o l e   v a l m i s 	 Moa~a|aoa}ah  zaa}  yg	       	 U n i t a t e a   n u   e s t e   p r e g t i t 	 !
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i t o ! 	   ! 	     	 0I8B0  >B  70?8A	 2	?	9	>	  *	M	0	$	?	,		&	  ! 	 E-'A8*  /1  (1'(1  FH4*F	 -A'8*  D	     	 				  								 2
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	     	 I - D m a   o v e r r u n 	 U k u g q i t h i s a   i - D m a 	 U a n d i k i z a j i   w a   d m a 	 D m a - b o n u s o p l a a g 	 D m a   p e r p i l d a 	 D m a   p r m k aa n a 	 D m a    l e t  i t u m i n e 	 D M A   cebe|vxt	       ( D M A )   	 D e p _i r e   d e   D M A 	 D m a   
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 F M G R _ F S _ C R C _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 C r c   e r r o r 	 /fckx/	 fckx	 C r c   4%2	 E r r o r   C R C 	 E r r e u r   d e   C r c 	 C R C - F e h l e r 	 H81:0  C r c 	 E r r o r e   d i   C r c 	 C R C   .'7#	 E r r o   d e   C R C 	 C r c   H a t a s 1	 L i   C r c 	 C r c   S a l a h 	 R a l a t   C r c 	 8	@		0	8	@	  $	M	0	A		?		 C r c   f e j l 	 C h y b a   C r c 	 B Bd   C r c 	 C R C   h i b a 	 C r c - v i r h e 	 C r c - f e i l 	 C h y b a   C r c 	 C R C - f o u t 	 C R C - f e l 	 C r c   g r e ak a 	 E r o a r e   C r c 	 C r c   n a p a k a 	   C r c 	   C R C 	 >2B0@. 3@5H:0	 8	@		0	8	@	  	B			 .7'  C r c 	 3  "1  3  :D7	   	 						  							 8
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	   	 I p h u t h a   l e - C c r 	 I m p a z a m o   y e - C r c 	 H i t i l a f u   y a   C r c 	 C r c - f o u t 	 C r c   k l a i d a 	 C r c   k <kd a 	 C r c   t  r g e 	 C R C   }mal	         ( C R C )   	 E r o a r e   C r c 	 C r c   $
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 	 C r c   $M0A?	 G a b i m   C R C 	 C r c   							 	 	 	 	 	 	 	 E r r o   C R C 	 	 	 	 	 	 	 	 	 	 	 	 
 
 F M G R _ F S _ D E V I C E _ R E S O U R C E _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 D e v i c e   r e s o u r c e   e r r o r 	 -Pǌn/	 YDn	 #1"2#-8#L4%2	 E r r o r   d e   r e c u r s o   d e l   d i s p o s i t i v o 	 E r r e u r   d e s   r e s s o u r c e s   d e   l ' a p p a r e i l 	 G e r  t r e s s o u r c e n f e h l e r 	 H81:0  @5AC@A0  CAB@>9AB20  	 E r r o r e   d i   r i s o r s a   d i   d i s p o s i t i v o 	 .7#  AJ  EH'1/  'D',G2)	 E r r o   d e   r e c u r s o s   d e   d i s p o s i t i v o 	 S  r  c    k a y n a k   h a t a s 1	 N g u n   h   t r   l i 	 S a l a h   p a d a   p e r a l a t a n 	 R a l a t   s u m b e r   p e r a n t i 	 		*		0	#	  8		8	>	'	(	  .	G		  $	M	0	A		?	 	 E n h e d s   r e s s o u r c e   f e j l 	 C h y b a   z d r o j e   z a Y z e n  	 B Bd   u r z d z e n i a   z r  d Bo w e g o 	 E s z k  z   f o r r  s h i b a 	 L a i t e l  h d e v i r h e 	 E n h e t s r e s s u r s f e i l 	 C h y b a   z d r o j o v  h o   z a r i a d e n i a 	 F o u t   i n   h u l p b r o n   v o o r   a p p a r a a t 	 E n h e t   r e s u r s f e l 	 G r e ak a   i z v o r i at a   u r e a j a 	 E r o a r e   d e   r e s u r s e   d i s p o z i t i v 	 V i r   n a p r a v e   n a p a k a 	     	     	 @5H:0  2  @5AC@A0  =0  CAB@>9AB2>B>	 !	?	5	M	9	>		8	  0	?	8	K	0	M	8	  	B			 .7'  EF(9  /3*'G	 H'&3  H3D  :D7	     	 						  							  							 8
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 
 F M G R _ F S _ I N V A L I D _ S E C T O R _ S I Z E _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 I n v a l i d   s e c t o r   s i z e 	 x@S'Y\
Nf	 Gb:S'Y\
Nf	 2@G@-#LD!H9I-	 T a m a  o   d e l   s e c t o r   n o   v  l i d o 	 T a i l l e   d e   s e c t e u r   i n v a l i d e 	 U n g  l t i g e   S e k t o r g r   e 	 525@=K9  @07<5@  A5:B>@0  	 D i m e n s i o n e   d i   s e t t o r e   n o n   v a l i d a 	 -,E  'DB7'9  :J1  5'D-	 T a m a n h o   d e   s e c t o r   i n v  l i d o 	 G e  e r s i z   s e k t  r   b o y u t u 	 L i   c   c u n g   t 	 u k u r a n   s e k t o r   s a l a h 	 S a i z   s e k t o r   t a k   s a h 	 	.	>	(	M	/	  8	G		M		0	  		>	0		 U g y l d i g   s e k t o r   s t  r r e l s e 	 N e p l a t n    v e l i k o s t   o b l a s t i 	 N i e p r a w i d Bo w y   r o z m i a r   s e k t o r a 	  r v  n y t e l e n   s z e k t o r m  r e t 	 E p  k e l p o   s e k t o r i n   k o k o 	 U g y l d i g   o m r  d e s t  r r e l s e 	 N e p l a t n    v e >k o s e  s e k t o r u 	 O n g e l d i g e   s e c t o r g r o o t t e 	 O g i l t i g   s e k t o r s t o r l e k 	 N e v a l j a n a   v e l i 
i n a   s e k t o r a 	 D i m e n s i u n e a   s e c t o r u l u i   e s t e   i n c o r e c t 	 N e v e l j a v n a   v e l i k o s t   o d s e k a 	     	       	 520;845=  @07<5@  =0  A5:B>@0	 	5	H	'	  8	G		M		0	  		>	0		 'F/'2G  3*H1  E9*(1  F3*	 3y1  3'&2  F'B5	     	 								  						  					 0
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 
 F M G R _ F S _ O U T _ O F _ B U F F E R S _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 O u t   o f   b u f f e r s 	 }]@S
N	 Q:S
N	 1@-#L+!	 F u e r a   d e   b  f e r e s 	 P l u s   d e   t a m p o n s 	 K e i n e   P u f f e r   m e h r 	 7  1CD5@>2  	 F i n i t i   i   c u s c i n e t t i 	 'DH'BJ  ('D.'1,	 M e m  r i a s   i n t e r m  d i a s   e s g o t a d a s 	 A r a b e l l e k   d o l u 	 K h u   v c   m   k h  n g   	 b u f f e r   l e b i h 	 K e h a b i s a n   p e n i m b a l 	 ,	+	0	  8	.	>	*	M	$		 I k k e   f l e r e   b u f f e r e 	 M i m o   v y r o v n  v a c    p a m t i 	 P a m i   b u f o r o w a   n a p i s u   z a   m a Ba 	 A   p u f f e r   m e g t e l t 	 P u s k u r e i d e n   u l k o p u o l e l l a 	 T o m   f o r   b u f f e r e 	 M i m o   v y r o v n  v a n i e 	 G e e n   b u f f e r s   m e e r 	 S l u t   p    b u f f e r 	 I z v a n   m e u s p r e m n i k a 	 M e m o r i e   t a m p o n   p l i n 	 A m o r t i z e r j i   z m a n j k a l i 	       	     	 O<0  1CD5@8	 ,	+	0		M	/	>	  ,	>	9	G	0		 ('A1  *E'E  4/G  '3*	 (A12  3  ('1	   	 							  						 ,
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	   	 N g a p h a n d l e   k o k u p h a k a t h i 	 N g a p h a n d l e   k w e z i d a m b i s i 	 B a f a   i m e i s h a 	 B u f f e r s   o p 	 B e   b u f e r i o 	 N e p i e t i e k   b u f e r u 	 P u h v r e i d   p o l e   p i i s a v a l t 	 2xeh  }za|~an  g	   	 M e m o r i e   t a m p o n   p l i n 	 ,
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	 ,+0  ,9?8M%  G	 N u k   k a   m e   b u f e r 	 						  							 	 	 	 	 	 	 	 F o r a   d e   b u f f e r s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 F M G R _ F S _ F I L E _ E X I S T S _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 F i l e ( F o l d e r )   a l r e a d y   e x i s t s 	 jHh( >Y) ]X[(W	 eN( 9Y) ]X[(W	 !5D%L  ( B%@-#L)   -"9HA%I'	 E l   a r c h i v o   ( c a r p e t a )   y a   e x i s t e 	 C e   f i c h i e r   ( d o s s i e r )   e x i s t e   d  j  	 D a t e i   ( O r d n e r )   e x i s t i e r t   b e r e i t s 	 $09;  ACI5AB2C5B  	 E s i s t e   g i  	 'DEDA  ( 'DE,D/)   EH,H/  ('DA9D	 F i c h e i r o   ( P a s t a )   j    e x i s t e 	 D o s y a ( K l a s  r )   Z a t e n   V a r 	 T p   t i n   ( T h   m c )      t n   t i 	 b e r k a s   a d a 	 F a i l ( F o l d e r )   s u d a h   w u j u d 	 +	>		2	  .	L		B	&		 F i l   e k s i s t e r e r 	 S o u b o r   e x i s t u j e 	 P l i k   i s t n i e j e 	 A   f  j l   ( M a p p a )   m  r   l  t e z i k 	 T i e d o s t o   o n   o l e m a s s a 	 F i l   e k s i s t e r e r 	 S  b o r   e x i s t u j e 	 B e s t a n d   ( m a p )   b e s t a a t   a l 	 F i l e n   e x i s t e r a r 	 D a t o t e k a   p o s t o j i 	 F i _i e r u l   ( f o l d e r u l )   e x i s t   d e j a 	 D a t o t e k a   o b s t a j a 	     	   	 $09;JB  AJI5AB2C20	 +	>		2	( +	K	2	M	!	0	)   5	?	&	M	/	.	>	(		 ~1HF/G  ( ~H4G)   '2~4  EH,H/  '3*	 A'&D?AHD1>  EH,H/	 ( )   	 				( 							)   									  						 +
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	   	 I f a y e l a ( i f o l d a )   l i k h o n a 	 I f a y l e ( i f o w l d a )   i k h o n a 	 F a i l i   ( F o l d a )   i k o 	 L  e r   ( L  e r g i d s )   b e s t a a n   r e e d s 	 F a i l a s   ( a p l a n k a s )   y r a 	 F a i l s ( M a p e )   e k s i s t 	 F a i l   ( K a u s t )   j u b a   o l e m a s 	 Vaulh  ( iriazavaoh)   cxuxiuxv  xvk	   ( )   	 F i _i e r u l   ( f o l d e r u l )   e x i s t   d e j a 	 +
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 
 F M G R _ F S _ L O N G _ F I L E _ P O S _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 L o n g   f i l e   p o s 	 wjHhMOn	 eNMOn	 3A+HD%L"2'	 P o s i c i  n   d e l   a r c h i v o   g r a n d e 	 P o s   d e   f i c h i e r   l o n g u e 	 L a n g e   D a t e i p o s 	 ;8==0O  ?>7.   D09;0	 P o s   d i   f i l e   l u n g a 	 EHB9  'DEDA  'D7HJD	 P o s i   o   d e   f i c h e i r o   l o n g a 	 U z u n   d o s y a   k o n u m u 	 V   t r    t p   d  i 	 p o s i s i   b e r k a s   p a n j a n g 	 K e d u d u k a n   f a i l   p a n j a n g 	 +	>		2	  8	M	%	?	$	?	  2		,	@		 L a n g   f i l   p o s i t i o n 	 D l o u h    u m  s t n    s o u b o r u 	 U m i e j s c o w i e n i e   d Bu g i e g o   p l i k u 	 T  l   h o s s z    f  j l p o z  c i  	 P i t k    t i e d o s t o n   s i j 	 L a n g   f i l p o s 	 D l h    p o z  c i a   s  b o r u 	 L a n g e   b e s t a n d s p o s i t i e 	 P l a t s   a v   l  n g f i l   	 D u g a 
k i   p o s   d a t o t e k e 	 P o z i ci o n a r e   f i _i e r   l u n g 	 D o l g a   d a t o t e k a   p o s 	     	     	 J;J3  D09;  ?>7. 	 2	>		,	  +	>		2	  *	I	8		 E-D  A'D  7HD'F  '3*	 DE('  A'&D  ~H3	     	 								  					  				  								 2
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	     p o s 	 I n d a w o   y e f a y e l a   y i n d e 	 I f a y l e   y e - p o s   e n d e 	 P o s   n d e f u   z a   f a i l i 	 L a n g   l  e r p o s i s i e 	 I l g a   f a i l o   p a d t i s 	 G a r a   f a i l a   v i e t a 	 P i k k   f a i l i   a s u k o h t 	 5oa  auk  dk	     	 P o z i ci o n a r e   f i _i e r   l u n g 	 (
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 
 F M G R _ F S _ F I L E _ T O O _ L A R G E _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 F i l e   t o o   l a r g e 	 jHh*Y'Y	 eN*Y'Y	 D%LC+
H@4D	 A r c h i v o   d e m a s i a d o   g r a n d e 	 F i c h i e r   t r o p   v o l u m i n e u x 	 D a t e i   z u   g r o  	 $09;  A;8H:><  1>;LH>9  	 F i l e   t r o p p o   g r a n d e 	 'DEDA  C(J1    ,/'	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 D o s y a    o k   b  y  k 	 T p   q  a   l n 	 b e r k a s   t e r l a l u   b e s a r 	 F a i l   t e r l a l u   b e s a r 	 +	>		2	  ,	9	A	$	  ,	!	<	@		 F i l   f o r   s t o r 	 S o u b o r   p Y l i a  v e l k  	 P l i k   z b y t   o b s z e r n y 	 A   f  j l   m  r e t e   t  l   n a g y 	 T i e d o s t o   l i i a n   s u u r i 	 F i l   f o r   s t o r 	 S  b o r   p r  l i a  d l h  	 B e s t a n d   t e   g r o o t 	 F i l e n    r   f  r   s t o r 	 D a t o t e k a   p r e v e l i k a 	 F i _i e r u l   e s t e   p r e a   m a r e 	 D a t o t e k a   p r e v e l i k a 	     	     	 @5:0;5=>  3>;O<  D09;	 +	>		2	  	'	?		  .	K	 	@	  	9	G		 A'D  (21  '3*	 A'&D  (*  DE('	     	 				  								  				 +
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	     	 I f a y e l a   l i k h u l u   k a k h u l u 	 I f a y l e   i n k u l u   k a k h u l u 	 F a i l i   n i   k u b w a   s a n a 	 L  e r   t e   g r o o t 	 P e r   d i d e l i s   f a i l a s 	 F a i l s   p r k   l i e l s 	 L i i g a   s u u r   f a i l 	 Vaulh  yaafav  ten  g	     	 F i _i e r u l   e s t e   p r e a   m a r e 	 +
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	 +>2  ,9A$  ,!	 D o k u m e n t i   s h u m e   I   m a d h 	 				  				  					 	 	 	 	 	 	 	 A r q u i v o   m u i t o   g r a n d e 	 	 	 	 	 	 	 	 F i t x a t e g i   h a n d i e g i a 	 M a s y a d o n g   m a l a k i   a n g   f i l e 	 F i c h e i r o   d e m a s i a d o   l o n g o 	 F a l   b u r u   o k e   i b u 	 T    a n   c o m h a d   r  m h  r 
 
 F M G R _ F S _ B A D _ D I R _ E N T R Y _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 B a d   d i r   e n t r y 	 v/	 vU_	 #2"2#D@#-#5D!H9I-	 E n t r a d a   d e   d i r e c t o r i o   e r r  n e a 	 M a u v a i s e   e n t r  e   d e   d o s s i e r 	 F e h l e r h a f t e r   V e r z . - E i n t r a g 	 5?@02.   ?>78F8O  :0B0;>30	 V o c e   c a t t i v a   d e l   d i r 	 .7#  AJ  'DAG13	 E n t r a d a   d e   d i r e c t o r i a   d a n i f i c a d a 	 B o z u k   d i z i n   g i r i _i 	 M c   l c   l i 	 m a s u k a n   d i r e k t o r i   j e l e k 	 E n t r i   a r a h   t a k   b a g u s 	 	0	>	,	  !	>	/	0	G		M		M	0	@	  *	M	0	5	?	7	M		?		 S k a d e l i g   s t i   p o s t 	 N e s p r  v n    s m r o v    v s t u p 	 N i e w Ba s c i w a   p o z y c j a   s k o r o w i d z a 	 H i b  s   k  n y v t  r b e j e g y z  s 	 H u o n o   t i e d   s y  t t  	 D  r l i g   d i r - i n n g a n g 	 Z l    a d r e s  r 	 S l e c h t e   g e g e v e n s   i n   m a p 	 D  l i g   i n f o r m a t i o n   i   r e g i s t e r n 	 P o g r e aa n   u n o s   d i r e k t o r i j a 	 I n t r o d u c e r e   i n c o r e c t   d i r e c t o r 	 S l a b   d i r   v n o s 	       	     	 0?8A  2  ;>H0  48@5:B>@8O	 5	>			  !	?	0	G		M		0	@	  *	M	0	5	?	7	M		@		 E/.D  4'.G  (/  '3*	 (1'  1'3*  /'.D  (1'	     	 											  							  							 +
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	     	 I - B a d   d i r   e n t r y 	 U n g e n i s o   l w e - d i r   o l u b i 	 K i i n g i l i o   k i b a y a   c h a   s a r a k a 	 F o u t i e w e   g i d s - i n s k r y w i n g 	 B l o g a s   k a t a l o g o   /r a aa s 	 B o j t s   i e r a k s t s   d i r e k t o r i j 	 V i g a n e   k a t a l o o g i k i r j e 	 9riazavaok  }mal  ca|xt	     	 I n t r o d u c e r e   i n c o r e c t   d i r e c t o r 	 .
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 
 F M G R _ F S _ R E A D _ O N L Y _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 R e a d   o n l y 	 /U	 S	 -H2-"H2@5"'	 S o l o   l e c t u r a 	 L e c t u r e   s e u l e 	 N u r   L e s e n 	 ">;L:>  GB5=85	 S o l t a n t o   l e t t u r a 	 B1'!)  AB7	 S    d e   l e i t u r a 	 S a l t   o k u n u r 	 C h   c 	 b a c a   s a j a 	 B a c a   s a j a 	 	G	5	2	  *	"	<	G			 L  s   K u n 	 P o u z e   k e   
t e n  	 T y l k o   c z y t a j 	 C s a k   o l v a s h a t  	 V a i n   l u k u 	 S k r i v e b e s k y t t e t 	 I b a   
 t a e	 A l l e e n   l e z e n 	 S k r i v s k y d d ! 	 S a m o   z a   
i t a n j e 	 D o a r    n   c i t i r e 	 S a m o   B e r i 	   	   	 '5B8  A0<>	 +		M	$	  5	>		>		 AB7  .H'F/F	 51A  ~	   	 									  					  							 8
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 
 F M G R _ F S _ S Y S T E M _ C R A S H _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 S y s t e m   c r a s h 	 ǌek
d	 Dek_c	 #0@*5"+2"	 B l o q u e o   d e l   s i s t e m a 	 C r a s h   s y s t  m e 	 S y s t e m a b s t u r z 	 B:07  A8AB5<K  	 C r o l l o   d e l   s i s t e m a 	 F8'E  E*-7E	 B l o q u e i o   d e   s i s t e m a 	 S i s t e m     k t  	 H   t h n g   b   p h    h y 	 s i s t e m   b e r t u m b u k a n 	 K e r o s a k a n   s i s t e m 	 8	?	8	M		.	  	M	0	H	6		 S y s t e m   N e d b r u d 	 Z h r o u c e n    s y s t  m u 	 Z a Ba m a n i e   s y s t e m u 	 R e n d s z e r  t k  z  s 	 J  r j e s t e l m  n   k a a t u m i n e n 	 S y s t e m k r a s j 	 K o l a p s   s y s t  m u 	 S y s t e e m c r a s h 	 S y s t e m k r a s c h 	 S u s t a v   j e   p a o 	 C d e r e   s i s t e m 	 P o r u ae n j e   S i s t e m a 	   	   	 @>?040=5  =0  !8AB5<0B0	 8	?	8	M		.	  	M	0	G	6		 '1'/  33*E	 33yE  14	   	 							  								 8
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 
 F M G R _ F S _ D E V I C E _ B U S Y _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxN_x-N	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 I l   d i s p o s i t i v o      o c c u p a t o 	 'D'/')  E4:HD)	 D i s p o s i t i v o   o c u p a d o 	 A y g 1t   m e _g u l 	 M  y   b n 	 a l a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	 	 E n h e d   O p t a g e t 	 Z a Y z e n    j e   z a n e p r  z d n n o 	 U r z d z e n i e   z a j t e 	 A z   e s z k  z   f o g l a l t 	 L a i t e   o n   v a r a t t u 	 E n h e t   o p p t a t t 	 Z a r i a d e n e   j e   z a n e p r  z d n e n  	 A p p a r a a t   b e z i g 	 E n h e t e n    r   u p p t a g e n 	 U r e a j   z a u z e t 	 D i s p o z i t i v u l   e s t e   o c u p a t 	 N a p r a v a   Z a s e d e n a 	   	   	 #AB@>9AB2>B>  705B>	 !	?	5	M	9	>		8	  5	M	/	8	M	$		 /3*'G  E4:HD  '3*	 H'&3  E4:HD	       	 						  							 8
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 F M G R _ F S _ A B O R T E D _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 A b o r t a d o 	 A n n u l  	 A b e b r o c h e n 	 @5@20=>	 A n n u l l a t o 	 *E  'D'FG'!	 A b o r t a d a 	 D u r d u r 	    h y 	 D i b a t a l 	 D i h e n t i k a n 	 	,	K	0	M		  	?	/	>	  	/	>	 	 A n n u l l e r e t 	 P Ye r u ae n o 	 P r z e r w a n y 	 M e g s z a k  t v a 	 P e r u u t e t t u 	 A v b r u t t 	 Z r u ae n  	 G e a n n u l e e r d 	 A v b r u t e n 	 P r e k i n u t o 	 A n u l a t 	 P r e k l i c a n o 	 	 	 @5:JA=0B>	 ,		&	  *	!	2	G	2	>		 D:H  4/	 1/  H'	 	 					  			  						 8
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	   	 A z i k h o   i z i n s i z a   e z a n e l e 	 U m t h o m b o   o n g a n e l a n g a 	 H a k u n a   n y e n z o   z a   k u t o s h a 	 N i e   g e n o e g   h u l p b r o n n e   n i e 	 N e p a k a n k a   i at e k l i s	 N e p i e t i e k   r e s u r s u 	 P o l e   p i i s a v a l t   r e s s u r s s i 	 2a~aoavaya  |e}x}ve  yoav	   	 N u   e x i s t   s u f i c i e n t e   r e s u r s e   	 5
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 
 F M G R _ F S _ D E V I C E _ E X P O R T E D _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 D e v i c e   i n   U S B   m o d e 	 ݈n  U S B   TO(u	 ňn  U S B   `S(u	 -8#L-"9HC#9A  U S B 	 D i s p o s i t i v o   e n   m o d o   U S B 	 A p p a r e i l   e n   m o d e   U S B 	 G e r  t   i m   U S B - M o d u s 	 #AB@>9AB2>  2  @568<5  U S B   	 R i s o r s e   n o n   s u f f i c i e n t i 	 'D,G'2    AJ  4CD  U S B 	 D i s p o s i t i v o   n o   m o d o   U S B 	 A y g 1t   U S B   m o d u n d a 	 T h i t   b   g p   p h i   U S B   c h i m   d n g 	 N o t   e n o u g h   r e s o u r c e 	 P e r a n t i   d a l a m   m o d   S U B 	 		*		0	#	  U S B   .	K	!	  .	G		 	 I k k e   n o k   r e s s o u r c e r 	 N e d o s t a t e k   z d r o j e 	 N i e w y s t a r c z a j c e   z a s o b y 	 N i n c s   e l e g e n d Q  e r Qf o r r  s 	 E i   t a r p e e k s i   r e s u r s s i a 	 U t i l s t r e k k e l i g   r e s s u r s 	 N e d o s t a t o k   z d r o j a 	 A p p a r a a t   i n   u s b - s t a n d 	 O t i l l r  c k l i g a   r e s u r s e r 	 N e m a   d o v o l j n o   r e s u r s a 	 D i s p o z i t i v    n   m o d   U S B 	 N i   d o v o l j   v i r o v 	     	     U S B 	 O<0  4>AB0BJG=>  @5AC@A8	 !	?	5	M	9	>		8	  /	B		8	,	@	  .	K	!	  .	'	M	/	G		 /3*'G  /1  -'D*  U S B   '3*	 H  '3  (  EH  E  H'&3	       	 						  						  				  	 8
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  	       	 I d i v a y s i   i k w i m o d i   y e - U S B 	 I s i x h o b o   k w i m o   y e - U S B 	 K i f a a   k a t i k a   m o d i   y a   U S B 	 T o e s t e l   i n   U S B - m o d u s 	 .r e n g i n y s   U S B   r e ~i m e 	 I e r +c e   U S B   r e ~+m 	 S e a d e   U S B   r e ~i i m i s 	 Mah  U S B   |ejktxt  g	   U S B   	 D i s p o z i t i v    n   m o d   U S B 	 	
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 F M G R _ F S _ M S D C _ M O U N T _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 M S D C   m o u n t   e r r o r 	 aaSc	/	 X[PaSc}	 2#@!2L  M S D C   4%2	 E r r o r   d e   m o n t a j e   M S D C 	 E r r e u r   M S D C   d e   m o n t a g e 	 M S D C - E i n h  n g e f e h l e r 	 H81:0  CAB0=>2:8  M S D C 	 E r r o r e   d i   m o n t a g g i o   d i   M S D C 	 .7#  AJ  'D*+(J*	 E r r o   d e   m o n t a g e m   d e   M S D C 	 M S D C   E k l e m e   H a t a s 1	 X  c   n h   d u n g   l n g   M S D C   l i 	 p e n g h i t u n g a n   M S C D   s a l a h 	 R a l a t   l e k a p a n   M S D C 	 	.		8	!	@	8	@	  	"	<	>	(	G	  	@	  $	M	0	A		?		 M S D C   m o n t e r i n g   f e j l 	 C h y b a   p Yi p o j e n    M S D C 	 M S D C   B Bd   p o d s t a w y 	 M S D C   t e l e p  t  s i   h i b a 	 M S D C - a l u s t a v i r h e 	 M S D C   m o n t e r i n g s f e i l 	 C h y b a   p r i p o j e n i a   M S D C 	 F o u t   b i j   M S D C - m o n t a g e 	 M S D C - m o n t e r i n g s f e l 	 M S D C   g r e ak a 	 E r o a r e   d e   m o n t a r e   M S D C 	 M S D C   n a l a g a   n a p a k e 	     M S D C 	     M S D C 	 M S D C   3@5H:0  ?@8  <>=B06	 	.		8	!	@	8	@	  .	I					  	B			 .7'  B1'1  /'/F  M S D C 	 'E  '3    3  E'$Fy  :D7	     	 								  						  							 
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t e n    o b l a s t i 	 M S D C   B Bd   s e k t o r a   c z y t a n i a 	 M S D C    r  s i   s z e k t o r   h i b a 	 M S D C - l u k u s e k t o r i v i r h e 	 M S D C   l e s   o m r  d e - f e i l 	 C h y b a   
 t a n i a   s e k t o r u   M S D C 	 F o u t   b i j   l e z e n   v a n   M S D C - s e c t o r 	 M S D C - f e l   v i d   u p p l  s n i n g   a v   s e k t o r e r 	 M S D C   g r e ak a   o 
i t a n j a   s e k t o r a 	 E r o a r e   s e c t o r   c i t i r e   M S D C 	 M S D C   b e r e   o d s e k   n a p a k 	       M S D C 	       M S D C 	 M S D C   3@5H:0  ?@8  G5B5=5  =0  A5:B>@	 	.		8	!	@	8	@	  0	@	!	  8	G		M		I	0	  	B			 .7'  .H'F/F  3*H1  M S D C 	 'E  '3    3  1  3y1  :D7	       	 								  							  			  				  							 
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 F M G R _ F S _ M S D C _ W R I T E _ S E C T O R _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 M S D C   w r i t e   s e c t o r   e r r o r 	 aaS[eQ/	 X[PaSQeQ	 2#@5"@G@-#L  M S D C   4%2	 E r r o r   a l   e s c r i b i r   e l   s e c t o r   M S D C 	 E r r e u r   M S D C   d e   s e c t e u r   d '  c r i t u r e 	 M S D C - S e k t o r s c h r e i b f e h l e r 	 H81:0  70?8A8  A5:B>@0  M S D C 	 E r r o r e   d i   s e t t o r e   s c r i t t u r a   M S D C 	 C*'()  'D(7'B)  .7#	 E r r o   d e   s e c t o r   d e   e s c r i t a   M S D C 	 M S D C   S e k t  r   Y a z m a   H a t a s 1	 M S D C   g h i   c u n g   t   l i 	 s e k t o r   p e n u l i s a n   M S C D   s a l a h 	 R a l a t   s e k t o r   t u l i s   M S D C 	 	.		8	!	@	8	@	  0	>			  8	G		M		0	  $	M	0	A		?		 M S D C   s k r i v e   s e k t o r   f e j l 	 C h y b a   p Yi   M S D C   z  p i s u   o b l a s t i 	 M S D C   B Bd   s e k t o r a   p i s a n i a 	 M S D C   o l v a s  s i   s z e k t o r   h i b a 	 M S D C - k i r j o i t u s s e k t o r i v i r h e 	 M S D C   s k r i v   o m r  d e - f e i l 	 C h y b a   p  s a n i a   s e k t o r u   M S D C 	 F o u t   b i j   s c h r i j v e n   v a n   M S D C - s e c t o r 	 M S D C - f e l   v i d   b r  n n i n g 	 M S D C   g r e ak a   u p i s a   u   s e k t o r 	 E r o a r e   s e c t o r   s c r i e r e   M S D C 	 M S D C   p i ae   o d s e k   n a p a k 	       M S D C 	       M S D C 	 M S D C   3@5H:0  ?@8  ?8A0=5  =0  A5:B>@	 	.		8	!	@	8	@	  2	?	9	>	  8	G		M		I	0	  	B			 .7'  FH4*F  3*H1  M S D C 	 'E  '3    3  1'&y  3y1  :D7	       	 								  							  					  							 
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 F M G R _ F S _ M S D C _ D I S C A R D _ S E C T O R _ E R R O R _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 M S D C   d i s c a r d   s e c t o r   e r r o r 	 aaSndx@S/	 X[PaSndGb:S	 2#4I@G@-#L  M S D C   4%2	 E r r o r   a l   d e s c a r t a r   e l   s e c t o r   M S D C 	 E r r e u r   M S D C   d e   s e c t e u r   r e j e t  	 M S D C - S e k t o r a b f a l l f e h l e r 	 H81:0  A1@>A0  A5:B>@0  M S D C 	 E r r o r e   d i   s c a r t a   s e t t o r e   M S D C 	 'D:'!  'DB7'9  .7#	 E r r o   d e   s e c t o r   d e   e l i m i n a   o   M S D C 	 M S D C   S e k t  r    1k a r t m a   H a t a s 1	 H y   c u n g   t   M S D C   l i 	 s e k t o r   p e n g e c u a l i a n   M S C D   s a l a h 	 R a l a t   s e k t o r   b u a n g   M S D C 	 	.		8	!	@	8	@	  !	?	8	M		>	0	M	!	  8	G		M		0	  $	M	0	A		?	  	 M S D C   k a s s  r   s e k t o r   f e j l 	 C h y b a   p Yi   M S D C   v y Ya z e n    o b l a s t i 	 M S D C   B Bd   s e k t o r a   o d r z u c a n i a 	 M S D C   t  r l  s i   s z e k t o r   h i b a 	 M S D C - h y l k   m i s s e k t o r i v i r h e 	 M S D C   s l e t t   o m r  d e - f e i l 	 C h y b a   m a z a n i a   s e k t o r u   M S D C 	 F o u t   b i j   v e r w i j d e r e n   v a n   M S D C - s e c t o r 	 M S D C   -   a v v i s a   s e k t o r f e l 	 M S D C   g r e ak a   o d b a 
e n o g   s e k t o r a 	 E r o a r e   s e c t o r   r e n u n ca r e   M S D C 	 M S D C   o d v r a 
a   o d s e k   n a p a k 	       M S D C 	       M S D C 	 M S D C   3@5H:0  ?@8  >B<O=0  =0  A5:B>@	 	.		8	!	@	8	@	  !	?	8	M		I	0	M	!	  8	G		M		I	0	  	B			 .7'  -0A  3*H1  M S D C 	 'E  '3    3  3'1  3y1  :D7	       	 								  								  						  								  					 
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 
 F M G R _ F S _ M S D C _ P R E S E N T _ N O T _ R E A D Y _ T E X T 	 F M G R 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g ( i n   t h e   p o p u p ) 	 M S D C   n o t   r e a d y 	 aaS*g1\}	 X[PaS*g1\~	 M S D C   D!H#I-!	 M S D C   n o   p r e p a r a d o 	 M S D C   p a s   p r  t 	 M S D C   n i c h t   b e r e i t 	 M S D C   =5  3>B>2	 M S D C   n o n   p r o n t o 	 'D(7'B)  :J1  E3*9/)	 M S D C   n  o   p r o n t o 	 M S D C   h a z 1r   d e i l 	 M S D C   c h a   s n   s  n g 	 M S C D   t a k   s i a p 	 M S C D   t a k   s e d i a 	 	.		8	!	@	8	@	  $	H	/	>	0	  (	9	@			 M S D C   i k k e   k l a r 	 M S D C   n e n    p Yi p r a v e n o 	 M S D C   N i e   j e s t   g o t o w y 	 M S D C   n e m    l l   k  s z e n 	 M S D C   e i   v a l m i s 	 M S D C   i k k e   k l a r 	 M S D C   n e p r i p r a v e n  	 M S D C   n i e t   g e r e e d 	 M S D C    r   i n t e   k l a r 	 M S D C   n i j e   s p r e m a n 	 M S D C   n e p r e g t i t 	 M D S C   n i   p r i p r a v l j e n 	 M S D C       	 M S D C     	 M S D C   =5  5  3>B>2	 	.		8	!	@	8	@	  $	/	>	0	  (	>	9	@		 M S D C   "E'/G  F3*	 'E  '3    3  *'1  F	   	 								  				  			 
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	     	 I - M S D C   a y i k a l u n g i 	 I - M S D C   a y i k a l u n g i 	 M S D C   h a i k o   t a y a r i 	 M S D C   n i e   g e r e e d   n i e 	 M S D C   n e p a r e n g t a s 	 M S D C   n a v   g a t a v s 	 M S D C   p o l e   v a l m i s 	 M S D C - v  zaa}  yg	 M S D C       	 M S D C   n e p r e g t i t 	 M S D C   $
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 
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NX[(W	 D!H!5  M S D C 	 M S D C   a u s e n t e 	 M S D C   n o n   p r  s e n t 	 M S D C   n i c h t   v o r h a n d e n 	 M S D C   =5  ACI5AB2C5B	 M S D C   n o n   p r e s e n t e 	 'D(7'B)  :J1  EH,H/)	 M S D C   n  o   p r e s e n t e 	 M S D C   y o k 	 K h  n g   c    M S D C 	 M S C D   t a k   t a m p i l 	 M S C D   t a k   h a d i r 	 	.		8	!	@	8	@	  		*	8	M	%	?	$	  (	9	@			 M S D C   i k k e   t i l   s t e d e 	 M S D C   n e n    d o s t u p n  	 M S D C   J e s t   n i e o b e c n y 	 M S D C   n i n c s   j e l e n 	 M S D C : t    e i   o l e 	 M S D C   i k k e   t i l s t e d e 	 M S D C   n i e   j e   k   d i s p o z  c i i 	 M S D C   n i e t   a a n w e z i g 	 M S D C    r   i n t e   a n s l u t e n 	 M S D C   n i j e   p r i s u t a n 	 M S D C   a b s e n t 	 M D S C   n i   p r i s o t e n 	 M S D C       	 M S D C     	 M S D C   =5  5  =0;8G5=	 	.		8	!	@	8	@	  		*	2	,	M	'	  (	>	9	@		 M S D C   EH,H/  F3*	 'E  '3    3  EH,H/  F	   	 								  							  			 
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a v a n j e   m u t e x a 	 E _e c   b l o c a r e   m u t e x 	 K l u 
  m u t e x   n e u s p e ae n 	     m u t e x   	     m u t e x 	 0:;NG20=5  =0  m u t e x   =5CA?5H=>	 2	I		  .	M	/	A		G		M	8	  	*		6	@		 BAD  1/F  m u t e x   F'EHAB  (H/	 D'  EHy  '3  F''E	       	 									  		  							 ,
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H@4D\ n D!H*2!2#A*DI	 L a   i m a g e n   e s   d e m a s i a d o   g r a n d e \ n N o   s e   p u e d e   m o s t r a r 	 I m a g e   t r o p   g r a n d e \ n N e   p e u t   p a s   l  a f f i c h e r 	 B i l d   z u   g r o  \ n K a n n   n i c h t   a n g e z e i g t   w e r d e n 	 !;8H:><  1>;LH>5  87>1@065=85\ n 5  C405BAO  2K25AB8  =0  M:@0=	 I m m a g i n e   t r o p p o   g r a n d e \ n I m p o s s i b i l e   v i s u a l i z z a r e 	 'D5H1)  C(J1)  ,/', D'  J3*7J9  'D916	 I m a g e m   m u i t o   g r a n d e \ n N  o      p o s s  v e l   m o s t r a r 	 R e s i m    o k   b  y  k \ G  r  n t  l e n e m i y o r 	 n h   q u    l n \ n K h  n g   h i n   t h   c 	 G a m b a r   t e r l a l u   b e s a r \ n T i d a k   d a p a t   d i t a m p i l k a n 	 I m e j   t e r l a l u   b e s a r \ n T a k   d a p a t   p a p a r k a n 	 	.	G		  ,	9	A	$	  ,	\	@	\ n !	?	8	M	*	M	2	G	  (	9	@		  	?	/	>	  	>	  8		$	>		 B i l l e d e   f o r   s t o r t / n U m u l i g t   a t   v i s e 	 O b r a z   p Y l i a  v e l k  \ n N e l z e   z o b r a z i t 	 Z d j c i e   z b y t   o b s z e r n e \ n W y [w i e t l e n i e   n i e m o |l i w e 	 A   k  p   t  l   n a g y \ n N e m   j e l e n  t h e t Q  m e g 	 K u v a   l i i a n   s u u r i \ n E i   v o i d a   n  y t t   	 B i l d e   f o r   s t o r t \ n K a n   i k k e   v i s e 	 O b r  z o k   j e   p r  l i a  v e >k  \ n   N e m o ~n    z o b r a z i e	 F o t o   t e   g r o o t \ n K a n   n i e t   g e t o o n d   w o r d e n 	 B i l d e n    r   f  r   s t o r \ n   D e t   g i c k   i n t e   a t t   v i s a   b i l d e n 	 S l i k a   p r e v e l i k a \ n N e   m o ~e   s e   p r i k a z a t i 	 I m a g i n e a   e s t e   p r e a   m a r e \ n I m p o s i b i l   d e   a f i _a t 	 S l i k a   p r e v e l i k a \ n N i   m o ~n o   p r i k a z a t i 	     /   	     \ n     	 7>1@065=85B>  ?@5:0;5=>  3>;O<>\ =55  <>65  40  A5  ?>:065	 	?	$	M	0	  	'	?		  .	K	 	>	\ n   *	M	0	&	0	M	6	(	  	8	.	0	M	%		 93  (21  '3*\ n B'/1  (G  FE'4  F3*	 'E,  (*  ('/ n   3~D  F  13*'	     \     	 				  				  			  								  			  				  			 *
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	 +H2M  >2>  *F&M&&?/ (M  !?8M*M2G  G/2G*K$A(M(>.A	 $09;  70=04B>  25;8:89\ n 5<>6;82>  2V4>1@078B8	 



  


  



  

  \ n   








  






  




	     \ n     	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 L  e r   t e   g r o o t \ n K a n   n i e   v e r t o o n   n i e 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 F i l e   t o o   l a r g e \ n U n a b l e   t o   d i s p l a y 	 	 	 I m a z h i   s h u m e   I   m a d h \ n N u k   m u n d   t e   s h f a q e t 	 				  				  				\ n 								  						  						 	 	 	 	 	 	 	 A r q u i v o   m u i t o   g r a n d e \ n N  o      p o s s  v e l   e x i b i r 
 
 S T R _ I D _ F M G R _ E X I F _ M A K E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   M a k e ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 M a k e : 	 ^FU	 SFU	 "5H+I-: 	 C r e a r : 	 M a r q u e   : 	 M a r k e : 	 0@:0	 M a r c a : 	 5F9	 M a r c a : 	 Y a p 1m : 	 N h    c h   t o : 	 B u a t : 	 B u a t a n : 	 .	G				 	 	 	 M  r k a : 	 	 	 	 M e r k : 	 	 	 C r e a r e : 	 	 	 : 	 	 $	/	>	0		 3'2F/G: 	 (F'&	 	 							: 	 ,
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	 .GM	 @>18B8	 






	 	 I - M a k e 	 Y e n z a 	 F a n y a 	 M a a k : 	 T i p a s 	 I z g a t a v o t 	 L o o 	 ?aael	 	 M a r c 	 (
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	 8C7M?  0(M$A	 P r o d h i m i : 	 					: 	 	 	 	 	 	 	 	 F a b r i c a   o : 
 
 S T R _ I D _ F M G R _ E X I F _ M O D E L 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   M o d e l ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 M o d e l : 	 _jW	 :gW	 #8H: 	 M o d e l o : 	 M o d  l e   : 	 M o d e l l : 	 >45;L	 M o d e l l o : 	 FH9	 M o d e l o : 	 M o d e l : 	 L o i   h  n h : 	 M o d e l : 	 M o d e l : 	 .	I	!	2			 	 	 	 T  p u s : 	 	 	 	 M o d e l : 	 	 	 M o d e l : 	 	 	 : 	 	 .	I	!	2		 E/D: 	 EHD  	 	 				: 	 (
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	 .K!2M	 >45;L	 




	 	 I m o d e l i 	 U m f u z i s e l o 	 M o d e l i 	 M o d e l : 	 M o d e l i s 	 M o d e l i s 	 M u d e l 	 Dxdel	 	 M o d e l 	 .
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	 .!G2	 M o d e l i : 	 				: 	 	 	 	 	 	 	 	 M o d e l o : 
 
 S T R _ I D _ F M G R _ E X I F _ O R I E N T A T I O N 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   O r i e n t a t i o n ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 O r i e n t a t i o n : 	 eT	 eT	 4(2: 	 O r i e n t a c i  n : 	 O r i e n t a t i o n   : 	 A u s r i c h t u n g : 	 @85=B0F8O	 O r i e n t a m e n t o : 	 'D'*,'G	 O r i e n t a   o : 	 O r y a n t a s y o n : 	 P h n g   h n g : 	 O r i e n t a s i : 	 O r i e n t a s i : 	 	0	?				G	6	(			 	 	 	 T  j o l  s : 	 	 	 	 O r i  n t a t i e : 	 	 	 O r i e n t a r e : 	 	 	 : 	 	 	0	?				G	6	(		 ,G*J1: 	 'H1Fy4F	 	 									: 	 
(
A
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	 0?/G7(M	  >7B0HC20==O	 






	 	 I - O r i e n t a t i o n 	 U k u q h e l a n i s a 	 U e l e k e z o 	 O r i  n t a s i e : 	 P a d t i s 	 O r i e n t c i j a 	 P a i g u t u s 	 ?xrtvxxwxt	 	 O r i e n t a r e 	 
1
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	 0?#MG8(	 O r i e n t i m i : 	 													: 	 	 	 	 	 	 	 	 O r i e n t a   o : 
 
 S T R _ I D _ F M G R _ E X I F _ X _ R E S O L U T I O N 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   X r e s o l u t i o n ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 X R e s o l u t i o n : 	 4ls^㉐g^	 4ls^Rs	 X R e s o l u t i o n : 	 R e s o l u c i  n X : 	 R  s o l u t i o n   X   : 	 X - A u f l  s u n g : 	  07@5H5=85  ?>  3>@87>=B0;8	 R i s o l u z i o n e   X : 	 1#3J	 R e s o l u   o   X : 	 X   z  n  r l  k   : 	   g i i   t  c h   X : 	 R e s o l u s i   X : 	 X r e s o l u s i : 	 		M	8	  0	?	[	I	2	M	/	B	6	(			 	 	 	 X f e l b o n t  s : 	 	 	 	 X r e s o l u t i e : 	 	 	 R e z o l u ci e   X : 	 	 	   X : 	 	 		M	8	0	G		M	/	I	2	A	6	(		 H6H-  7HD: 	 '3  12HDH4F	 	 													: 	 
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	 X 	 I - X r e s o l u t i o n 	 X S o m b u l u l o 	 A z i m i o   X 	 X r e s o l u s i e : 	 X R a i ak a 	 X I z a7i r t s p j a 	 X E r a l d u s v  i m e 	 X <xnaya	 X   	 R e z o l u ci e X 	 X 1
F
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A
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	 X 0?K2M_A8(	 D a l l u e s h m e r i a X : 	 														: 	 	 	 	 	 	 	 	 R e s o l u   o X : 
 
 S T R _ I D _ F M G R _ E X I F _ Y _ R E S O L U T I O N 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   Y r e s o l u t i o n ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 Y R e s o l u t i o n : 	 Wv㉐g^	 WvRs	 Y R e s o l u t i o n : 	 R e s o l u c i  n Y : 	 R  s o l u t i o n   Y   : 	 Y - A u f l  s u n g : 	  07@5H5=85  ?>  25@B8:0;8	 R i s o l u z i o n e   Y : 	 #ABJ	 R e s o l u   o   Y : 	 Y   z  n  r l  k   : 	   g i i   t  c h   Y : 	 R e s o l u s i   Y : 	 Y r e s o l u s i : 	 5	>		  0	?	[	I	2	M	/	B	6	(			 	 	 	 Y f e l b o n t  s : 	 	 	 	 Y r e s o l u t i e : 	 	 	 R e z o l u ci e   Y : 	 	 	   Y : 	 	 5	>		0	G		M	/	I	2	A	6	(		 H6H-  916: 	 H'&  12HDH4F	 	 													: 	 5

0
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	 5H  0?2M/B7(M	 Y  >74V;L=0  740B=VABL	 Y   









	 Y 	 I - Y r e s o l u t i o n 	 Y S o m b l u l u l o 	 A z i m i o   Y 	 Y r e s o l u s i e : 	 Y R a i ak a 	 Y I z a7i r t s p j a 	 Y E r a l d u s v  i m e 	 Y L xnaya	 Y   	 R e z o l u ci e Y 	 Y 1
F
8
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/
A
7
(
M
	 Y 0?K2M_A8(	 D a l l u e s h m e r i a Y : 	 													: 	 	 	 	 	 	 	 	 R e s o l u   o Y : 
 
 S T R _ I D _ F M G R _ E X I F _ R E S O L U T I O N _ U N I T 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   R e s o l u t i o n   u n i t ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 R e s o l u t i o n   u n i t : 	 ㉐g^UMO	 RsUSMO	 +H'"'2!%0@-5": 	 U n i d a d   d e   r e s o l u c i  n : 	 U n i t    d e   r  s o l u t i o n   : 	 A u f l  s u n g s e i n h e i t  : 	 48=8F0  @07@5H5=8O	 U n i t    r i s o l u z i o n e : 	 H-/)  'D/1,)  'DH6H-)	 U n i d a d e   d e   r e s o l u   o : 	   z  n  r l  k   b i r i m i   : 	 n   v     g i i   t  c h : 	 S a t u a n   r e s o l u s i : 	 U n i t   r e s o l u s i : 	 0	?	[	I	2	M	/	B	6	(	  /	B	(	?				 	 	 	 F e l b o n t  s   e g y s  g e : 	 	 	 	 R e s o l u t i e - e e n h e i d : 	 	 	 U n i t a t e   d e   r e z o l u ci e : 	 	 	   : 	 	 0	G		M	/	I	2	A	6	(	  				 H'-/  H6H-: 	 12HDH4F  ''&	   	 									  					: 	 0
G

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6
#
  
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>

	 0?2M/B7(M  /B(?M	 48=8FO  @>74V;L=>W  740B=>ABV	 









  




	   	 I - R e s o l u t i o n   u n i t 	 I c a n d e l o   l e s i s o m b u l u l o 	 K i p e o   c h a   a z i m i o 	 R e s o l u s i e - e e n h e i d : 	 R a i ak o s   v i e n e t a s 	 I z a7i r t s p j a s   v i e n +b a 	 E r a l d u s v  i m e    h i k 	 <xnayak  tka~x	   	 U n i t a t e   d e   r e z o l u ci e 	 1
F
8
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/
A
7
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M
  /
B
#
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1
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1
M
	 0?K2M_A8(  _A(?	 N j e s i a   e   d a l l u e s h m e r i s e 	 										  			: 	 	 	 	 	 	 	 	 U n i d a d e   d e   r e s o l u   o : 
 
 S T R _ I D _ F M G R _ E X I F _ S O F T W A R E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   S o f t w a r e ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 S o f t w a r e : 	 ߎԚ	 oN	 -LA'#L  : 	 A p l i c a c i  n : 	 L o g i c i e l   : 	 S o f t w a r e : 	 @>3@0<<0	 S o f t w a r e : 	 3HA*HJ1	 S o f t w a r e : 	 Y a z 1l 1m : 	 P h n   m m : 	 P e r a n g k a t   l u n a k : 	 P e r i s i a n : 	 8	I	^	M		M	5	G	/	0			 	 	 	 S z o f t v e r : 	 	 	 	 S o f t w a r e : 	 	 	 S o f t w a r e : 	 	 	 : 	 	 8	I	+	M		5	G	/	0		 F1E  'A2'1: 	 3'Ay  H&1	 	 										: 	 8
>
+

5
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
0
	 8>+MM  5G0M	 @>3@0<=5  70157?5G5==O	 







	  	 I s o f t h i w e 	 I s o f t w e 	 P r o g r a m u 	 S a g t e w a r e : 	 P r o g r a m i n   /r a n g a 	 P r o g r a m m a t kr a 	 T a r k v a r a 	 >ack	   	 S o f t w a r e 	 8
K
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M
1
M
1
M
5
F
/
0
M
	 8+MqG_>0	 S o f t u a r e : 	 				 				 	 	 	 	 	 	 	 S o f t w a r e : 
 
 S T R _ I D _ F M G R _ E X I F _ D A T E _ T I M E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   D a t e   t i m e ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 D a t e   t i m e : 	 O9eBf	 O9ee	 '15HA%0@'%2: 	 F e c h a   h o r a : 	 D a t e   h e u r e   : 	 D a t u m   Z e i t : 	 0B0  8  2@5<O	 D a t a   o r a : 	 'DHB*  H  'D*'1J.	 D a t a   e   h o r a : 	 T a r i h   s a a t : 	 T h i   g i a n   s a : 	 W a k t u   t a n g g a l : 	 T a r i k h   w a k t u : 	 $	?	%	?	  8	.	/			 	 	 	 D  t u m / i d Q: 	 	 	 	 D a t u m   t i j d : 	 	 	 D a t   o r : 	 	 	   : 	 	 $	>	0	@		  5	G	3		 *'1.  H  2E'F: 	 *'1.  HB*	     	 					  			: 	 $
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	 $G&@  H.M	 "8?  40=8E	 




  


	   	 I s i k h a t h i   s o s u k u 	 I x e s h a   l o m h l a 	 T a r e h e   W a k a t i 	 D a t u m   t y d : 	 D a t a ,   l a i k a s 	 D a t u m s   u n   l a i k s 	 K u u p  e v ,   k e l l a a e g 	 1t}aik~  jatavao	   	 D a t a ,   o r a 	 $
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
	 8._  $>0?	 O r a   e   d a t e s : 	 					  			: 	 	 	 	 	 	 	 	 D a t a   e   h o r a : 
 
 S T R _ I D _ F M G R _ E X I F _ Y C B C R _ P O S I T I O N I N G 	 F M G R 	 U N L I M 	 E X I F   s t r i n g   -   Y C b C r   p o s i t i o n i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 Y C b C r   p o s i t i o n i n g : 	 Y C b C r   [MO	 Y C b C r   [MO	 3+3A+H  Y C b C r : 	 P o s i c i o n a m i e n t o   Y C b C r : 	 P o s i t i o n n e m e n t   Y C b C r   : 	 Y C b C r - P o s i t i o n i e r u n g : 	  07<5I5=85  Y C b C r 	 P o s i z i o n a m e n t o   Y C b C r : 	 *HBJ9  Y C b C r 	 P o s i c i o n a m e n t o   Y C b C r : 	 Y C b C r   k o n u m l a n d 1r m a : 	 n h   v   Y C b C r : 	 P e n e n t u a n   p o s i s i   Y C b C r : 	 P e n e n t u d u d u k a n   Y C b C r : 	 5	>		8	@	,	@	8	@		0	  	>	  8	M	%	>	(	  (	?	0	M	'	>	0	#			 	 	 	 Y C b C r   p o z  c i o n  l  s : 	 	 	 	 Y C b C r - p o s i t i o n e r i n g : 	 	 	 P o z i ci o n a r e   Y C b C r : 	 	 	   Y C b C r   : 	 	 5	>		8	@	,	@	8	@		0	  8	M	%	?	$	@	5	?	7	/	@		@	  .	>	9	?	$	@		 B1'1J1  Y C b C r : 	 Y C b C r   P o s i t i o n i n g 	 Y C b C r   	 												  										: 	 5
>
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>
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	 5H  8?  ,?  8?  0M  *K?7(?M	 >78FV>=C20==O  Y C b C r 	 Y C b C r   








	 Y C b C r   	 I - Y C b C r   p o s i t i o n i n g 	 U k u b e k a   i - Y C b C r 	 M k a o   w a   Y C b C r 	 Y C b C r - p o s i s i o n e r i n g : 	 Y C b C r   p a d t i e s   k e i t i m a s 	 Y C b C r   p o z i c i o n j u m s 	 Y C b C r   p a i g u t u s 	 Y C b C r   dka~xxt	 Y C b C r   	 P o z i ci o n a r e   Y C b C r 	 Y C b C r   *
J
8
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7
(
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
M
	 Y C b C r   8M%>(?$0A?	 V e n d o s j a   Y C b C r : 	 Y C b C r   									: 	 	 	 	 	 	 	 	 P o s i c i o n a m e n t o   Y C b C r : 
 
 S T R _ I D _ F M G R _ E X I F _ E X I F _ I F D 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 E X I F   I F D : 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D : 	 E X I F   I F D : 	 E X I F   I F D   : 	 E X I F   I F D : 	 E X I F   I F D 	 E X I F   I F D : 	 E X I F   I F D 	 E X I F   I F D : 	 E X I F   I F D : 	 E X I F   I F D : 	 E X I F   I F D : 	 E X I F   I F D : 	 E X I F   I F D : 	 	 	 	 E X I F   I F D : 	 	 	 	 E X I F   I F D : 	 	 	 E X I F   I F D : 	 	 	 E X I F   I F D : 	 	 E X I F   I F D 	 E X I F   I F D : 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D : 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 I - E X I F   I F D 	 P h u m a   k w i - I F D 	 E X I F   I F D 	 E X I F   I F D : 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D 	 E X I F   I F D : 	 E X I F   I F D : 	 	 	 	 	 	 	 	 I F D   d e   E X I F : 
 
 S T R _ I D _ F M G R _ E X I F _ E X P O S U R E _ T I M E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 E x p o s u r e   t i m e : 	 fIQBf	 fIQe	 @'%2@-GLB@
-#L: 	 T i e m p o   d e   e x p o s i c i  n : 	 D u r  e   d ' e x p o s i t i o n   : 	 B e l i c h t u n g s z e i t : 	 K45@6:0	 T e m p o   d i   e s p o s i z i o n e : 	 HB*  'D916	 T e m p o   d e   e x p o s i   o : 	 I _1k l a m a   s  r e s i : 	 T h i   g i a n   h p   t h    n h   s  n g : 	 W a k t u   p e n c a h a y a a n : 	 T e m p o h   d e d a h a n : 	 		M	8	M	*	K	[	0	  8	.	/			 	 	 	 E x p o n  l  s i   i d Q: 	 	 	 	 B e l i c h t i n g s t i j d : 	 	 	 D u r a t   d e   e x p u n e r e : 	 	 	   : 	 	 		M	8	*	K		0	  5	G	3		 2E'F  FH1/G: 	 HB*  8'1  1F  H'D'	   	 									  			: 	 (
A
.
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
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.
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
	 M8M  *K0M  H.M	 '0A  5:A?>=C20==O	 







  




  


	    	 i s i k h a t h i   s e - e x p o s u r e 	 I x e s h a   l i b h e n t s i s i w e 	 M u d a   w a   m u w e k o 	 B l o o t s t e l l i n g s t y d : 	 I al a i k y m o   t r u k m 	 E k s p o z +c i j a s   l a i k s 	 S  r i a e g 	 <x}aoautav  jatavao	   	 D u r a t   d e   e x p u n e r e 	 

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8
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  8
.
/

	 	(M.AM$  8._	 K o h a   e   e k s p o z i m i t : 	 					' 			  				 	 	 	 	 	 	 	 T e m p o   d e   e x p o s i   o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ E X I F _ F N U M B E R 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 F N u m b e r : 	 IQW	 IQW	 2
H-#1A*: 	 N  m e r o   F : 	 N u m  r o   F   : 	 F - N u m m e r : 	 80D@03<0	 N u m e r o F : 	 6(7  'D9/3)	 N  m e r o   F : 	 F s a y 1s 1: 	 L    n h   s  n g : 	 A n g k a F : 	 F N u m b e r : 	 	+	(		,	0			 	 	 	 F - s z  m : 	 	 	 	 D i a f r a g m a : 	 	 	 N u m r   F : 	 	 	 F N u m b e r : 	 	 	+		M	0	.	>				 F3(*  C'FHF: 	 'A  FE(1	 	 		  					: 	 
+
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	 +M  (,0A	 F ><5@	 F   



	   	 I - F n u m b e r 	 I n o m b o l o   y e F 	 N a m b a r i   y a   F 	 F n o m m e r : 	 F N u m e r i s 	 F S k a i t l i s 	 F N u m b e r 	 F @ata	 F   	 N u m r F 	 F (
(
M
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0
M
	 F (.M,0	 N u m r i F : 	 F 					: 	 	 	 	 	 	 	 	 N  m e r o F : 	 	 	 	 	 	 	 	 F   z e n b a k i a : 	 F N u m b e r : 	 F n  m e r o : 	 N m b a f : 	 F - U i m h i r : 
 
 S T R _ I D _ F M G R _ E X I F _ E X P O S U R E _ P R O G R A M 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 E x p o s u r e   p r o g r a m : 	 fIQz_	 fIQz^	 B#A#!@-GLB@
-#L: 	 P r o g r a m a   d e   e x p o s i c i  n : 	 P r o g r a m m e   d ' e x p o s i t i o n   : 	 B e l i c h t u n g s p r o g r a m m : 	 !E5<0  M:A?>78F88	 P r o g r a m m a   e s p o s i z i o n e : 	 (1'E,  'D916	 P r o g r a m a   d e   e x p o s i   o : 	 I _1k l a m a   p r o g r a m 1:   	 T r  n h   t   h p   t h    n h   s  n g : 	 P r o g r a m   p e n c a h a y a a n : 	 P r o g r a m   d e d a h a n : 	 		M	8	M	*	K	[	0	  *	M	0	K		M	0	>	.			 	 	 	 E x p o z  c i  s   p r o g r a m : 	 	 	 	 B e l i c h t i n g s p r o g r a m m a : 	 	 	 P r o g r a m   d e   e x p u n e r e : 	 	 	   : 	 	 		M	8	*	K		0	  *	M	0	K		M	0	>	.		 712  FH1/G: 	 ~1H1'E  8'1  1F  H'D'	   	 									  									: 	 (
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	 M8M  *K0M  *M0KM0>	 @>3@0<0  5:A?>=C20==O	 










  







  


	    	 U h l e l o   l w e - e x p o s u r e 	 I n k q u b o   i b h e n t s i s i w e 	 P r o g r a m u   y a   u w e k a j i 	 B l o o t s t e l l i n g p r o g r a m : 	 I al a i k y m o   p r o g r a m a 	 E k s p o z +c i j a s   p r o g r a m m a 	 S  r i p r o g r a m m 	 <x}aoautav  nack	   	 P r o g r a m   d e   e x p u n e r e 	 
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	 	(M.AM$  *M0KM0>.	 P r o g r a m i   I   e k s p o z i m i t : 	 					' 			  			' 					: 	 	 	 	 	 	 	 	 P r o g r a m a   d e   e x p o s i   o : 	 	 	 	 	 	 	 	 E s p o s i z i o - p r o g r a m a : 	 P r o g r a m   n g   e x p o r s u r e : 	 P r o g r a m a   d e   e x p o s i c i  n : 	 P r o g r a m   e m e p e r e   e m e p e 	 C l  r   n o c h t a : 
 
 S T R _ I D _ F M G R _ E X I F _ I S O _ S P E E D _ R A T I N G S 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 I S O   s p e e d : 	 I S O aIQ^	 I S O aIQ^	 '2!@#G'  I S O : 	 V e l o c i d a d   I S O : 	 S e n s i b i l i t    I S O   : 	 I S O - G e s c h w i n d i g k e i t : 	 'C2AB28B5;L=>ABL	 V e l o c i t    I S O : 	 I S O   -'3J)  'D6H!	 V e l o c i d a d e   I S O :   	 I S O   h 1z 1: 	   c m   q u a n g   I S O : 	 K e c e p a t a n   I S O : 	 K e l a j u a n   I S O : 	 			8		  8	M	*	@	!		 	 	 	 	 I S O   s e b e s s  g : 	 	 	 	 F i l m s n e l h e i d : 	 	 	 V i t e z   I S O : 	 	 	   I S O : 	 	 	/		8		  6	@		M	0		 319*  I S O : 	 I S O   S p e e d 	   	 		. 		. 	  					: 	 
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	 8M  8M*@!M	 (284:VABL  I S O 	 I S O   


	    	 i s i v i n i n i   s e - I S O 	 I s a n t y a   s e - I S O 	 K a s i   y a   I S O 	 I S O - s p o e d : 	 I S O   g r e i t i s 	 I S O   j u t +b a 	 I S O   k i i r u s 	 I S O   aacxiuxv	 I S O   	 V i t e z   I S O 	 I S O   5
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	 I S O   ,G	 S h p e j t e s i a   I S O : 	 I S O   						: 	 	 	 	 	 	 	 	 V e l o c i d a d e   I S O : 	 	 	 	 	 	 	 	 I S O   a b i a d u r a : 	 I S O   s p e e d : 	 V e l o c i d a d e   I S O : 	 I S O   n a - a g b a   o k e   s : 	 L u a s   I S O : 
 
 S T R _ I D _ F M G R _ E X I F _ E X I F _ V E R S I O N 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 E X I F   v e r s i o n : 	 E X I F Hr,g	 E X I F Hr,g	 @'-#L
1H  E X I F : 	 V e r s i  n   E X I F : 	 V e r s i o n   E X I F   : 	 E X I F - V e r s i o n : 	 5@A8O  E X I F 	 V e r s i o n e   E X I F : 	 E X I F   7('9)	 V e r s  o   E X I F : 	 E X I F   s  r  m  : 	 P h i  n   b n   E X I F : 	 V e r s i   E X I F : 	 V e r s i   E X I F : 	 		M	[	?	+	  8		8	M		0	#			 	 	 	 E X I F   v e r z i  : 	 	 	 	 E X I F - v e r s i e : 	 	 	 V e r s i u n e   E X I F : 	 	 	   E X I F : 	 	 			M	8		/		+	  8		8	M		0	#		 F3.G  E X I F : 	 E X I F   V e r s i o n 	 E X I F   	 	. 				. 		. 		  							: 	 
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	 M8M+M  5F0M7(M	 5@AVO  E X I F 	 E X I F   I F D   






	 E X I F   	 I s i h u m u s h o   s e - E X I F 	 I n g u q u l e l o   y e - E X I F 	 T o l e o   l a   E X I F 	 E X I F - w e e r g a w e : 	 E X I F   v e r s i j a 	 E X I F   v e r s i j a 	 E X I F   v e r s i o o n 	 E X I F - k  abeao	 E X I F   	 V e r s i u n e   E X I F 	 E X I F   *
$
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	 E X I F   88M0#	 V e r s i o n i   E X I F : 	 E X I F   							: 	 	 	 	 	 	 	 	 V e r s  o   E X I F : 	 	 	 	 	 	 	 	 E X I F   b e r t s i o a : 	 E X I F   b e r s y o n : 	 V e r s i  n   E X I F : 	 d   E X I F : 	 L e a g a n   E X I F : 
 
 S T R _ I D _ F M G R _ E X I F _ D A T E _ T I M E _ O R I G I N A L 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 D a t e   t i m e   o r i g i n a l : 	 beBf	 bDde	 '1@'%21I@4!: 	 F e c h a   y   h o r a   o r i g i n a l : 	 D a t e - h e u r e   o r i g i n a l e   : 	 D a t u m   Z e i t   O r i g i n a l : 	 AE>4=0O  40B0/ 2@5<O	 D a t a   o r a   o r i g i n a l e : 	 'DHB*  H  'D*'1J.  'D'5DJ	 D a t a   e   h o r a   o r i g i n a l : 	 T a r i h   s a a t   a s 1l : 	 T h i   g i a n   c h p : 	 W a k t u   t a n g g a l   a s l i : 	 T a r i k h   m a s a   a s a l : 	 .	B	2	  $	?	%	?	  8	.	/			 	 	 	 E r e d e t i   d  t u m   i d Q: 	 	 	 	 D a t u m   t i j d   o r i g i n e e l : 	 	 	 D a t   _i   o r   o r i g i n a l e : 	 	 	     : 	 	 $	>	0	@		  5	G	3	  	0		?	(	2		 *'1J.  H  2E'F  '5D: 	 '5D  *'1.  HB*	       	 						  					  	  			: 	 $
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	 $G&@  H.M  0??(2M	 @83V=0;L=89  B8?  40=8E	 


  




  


  	     	 I - D a t e   t i m e   o r i g i n a l 	 I x e s h a   l o k u q a l a   l o m h l a 	 T a r e h e   w a k a t i   a s i l i 	 D a t u m   t y d   o o r s p r o n k l i k e : 	 P i r m i n   d a t a ,   l a i k a s 	 O r i #i n l a i s   d a t u m s   u n   l a i k s 	 K u u p  e v   k e l l a a e g   e s i a l g n e 	 1t}aik~  jatavao]  }ofbvaoav	     	 D a t   _i   o r   o r i g i n a l e 	 /
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	 $>0?  8._  82?	 O r a   e   d a t e s   o r i g j i n a l e : 	 			  					  			: 	 	 	 	 	 	 	 	 D a t a   e   h o r a   o r i g i n a i s : 	 	 	 	 	 	 	 	 J a t o r r i z k o   d a t a   o r d u a : 	 P e t s a   o r a s   n g   o r i h i n a l : 	 D a t a   h o r a   o r i x i n a l : 	 E z i g b o   d e e t i   o g e : 	 D  t a   a g u s   a m   b u n a i d h : 
 
 S T R _ I D _ F M G R _ E X I F _ D A T E _ T I M E _ D I G I T I Z E D 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 D a t e   t i m e   d i g i t i z e d : 	 xeMOSBf	 peW[Se	 '1@'%244-%: 	 F e c h a   y   h o r a   d i g i t a l : 	 D a t e - h e u r e   n u m  r i s  e   : 	 D a t u m   Z e i t   d i g i t a l i s i e r t : 	 F8D@>20==0O  40B0/ 2@5<O	 D a t a   o r a   d i g i t a l i z z a t a : 	 'DHB*  H    'D*'1J.  1BEJ	 D a t a   e   h o r a   d i g i t a l : 	 T a r i h   s a a t   d i j i t a l l e _t i r i l m i _:   	 S   h  a   t h i   g i a n : 	 W a k t u   t a n g g a l   d i g i t a l : 	 T a r i k h   m a s a   t e r d i g i t : 	 !	?		?		>		[	M	!	  $	?	%	?	  8	.	/			 	 	 	 D i g i t a l i z  l t   d  t u m   i d Q: 	 	 	 	 D a t u m   t i j d   g e d i g i t a l i s e e r d : 	 	 	 D a t   _i   o r   d i g i t a l e : 	 	 	     : 	 	 $	>	0	@		  5	G	3	  !	?		?				M	!		 *'1J.  H  2E'F  /J,J*'D  4/F: 	 HB*  *'1.  ,y'&2	       	 							  					  	  			: 	 $
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	       	 I - D a t e   t i m e   d i g i t i z e d 	 I x e s h a   l e m i v o   y o m h l a 	 T a r e h e   s a a   i k o   k w a   d i j i t i 	 D a t u m   t y d   g e d i g i t a l i s e e r : 	 D a t a ,   l a i k a s   s k a i t m e n i n e   f o r m a 	 D i g i t a l i z t s   d a t u m s   u n   l a i k s 	 K u u p  e v   k e l l a a e g   d i g i t e e r i t u d 	 1t}aik~  jatavao]  i~auva~an	     	 D a t   _i   o r   d i g i t a l e 	 !
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 
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 
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-#LDA-*: 	 D e s v  o   d e   e x p o s i c i  n : 	 B i a i s   d ' e x p o s i t i o n   : 	 B e l i c h t u n g s a b w e i c h u n g : 	 -:A?>:>@@5:F8O	 E r r o r e   s i s t e m a t i c o   e s p o s i z i o n e : 	 '9'/)  'D916	 D e s v i o   d e   e x p o s i   o : 	 I _1k l a m a   e i l i m i :   	 B   s u n g     h p   t h    n h   s  n g : 	 B i a s   p e n c a h a y a a n : 	 M i r i n g   d e d a h a n : 	 		M	8	M	*	K	6	M	[	0	  ,	>	/	8			 	 	 	 E x p o z  c i  - e r Qs  t  s : 	 	 	 	 B e l i c h t i n g s b i a s : 	 	 	 C o r e c ci e   e x p u n e r e : 	 	 	 : b i a s   	 	 		M	8	*	K		0	  ,	>	/	8		 ,(1'F  FH1/G: 	 ('&3  8'1  1F  H'D'	   	 									  					: 	 (
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	    	 I - E x p o s u r e   b i a s 	 U k u b h e n c i s w a   k o k u t h e m b e k e l a   b u c a l a 	 U p e n d e l e o   w a   m u w e k o 	 B l o o t s t e l l i n g s y d i g h e i d : 	 I al a i k y m o   p o s l i n k i s 	 E k s p o z +c i j a s   n o v i r z e 	 S  r i   n i h e 	 <x}aoautav  mxxxt	   	 P o l a r i z a r e   e x p u n e r e 	 ,
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 
 S T R _ I D _ F M G R _ E X I F _ M E T E R I N G _ M O D E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 M e t e r i n g   m o d e : 	 ,nIQ!j_	 KmIQ!j_	 B+!2#'1: 	 M o d o   d e   m e d i d a : 	 M o d e   d e   m  t r a g e   : 	 M e s s m o d u s : 	  568<  M:A?>70<5@0	 M o d a l i t    m i s u r a z i o n e : 	 4CD  'DBJ'3	 M o d o   d e   m e d i   o : 	  l  m e   m o d u : 	 C h     o    n h   s  n g : 	 M o d u s   p e n g u k u r a n : 	 M o d   p e m e t e r a n : 	 .	@		0	?			  .	K	!			 	 	 	 F  n y m  r  s i   m  d : 	 	 	 	 M e e t w i j z e : 	 	 	 M o d   m s u r a r e : 	 	 	   : 	 	 .	?		0	?			  .	K	!		 4JHG  3F,4: 	 Ey1F  EH	   	 							  			: 	 .
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	   	 I - M e t e r i n g   m o d e 	 I m o   y o k u m i t h a r a 	 M o d i   y a   u p i m a j i 	 M e t i n g s m o d u s : 	 M a t a v i m o   r e ~i m a s 	 M r +aa n a s   r e ~+m s 	 M   t m i s r e ~i i m 	 Iatav  |ejkt	   	 M o d   d e   m s u r a r e 	 .
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M
	 .?0?  .K!	 M e n y r a   e   m a t j e s : 	 							  			: 	 	 	 	 	 	 	 	 M o d o   d e   m e d i   o : 	 	 	 	 	 	 	 	 E s p o s i z i o - m o d u a : 	 M o d a   n g   p a g - m e t r o : 	 M o d o   d e   m e d i c i  n : 	 n d   o g e   m o o d u : 	 M  d   m  a d r a i t h e : 
 
 S T R _ I D _ F M G R _ E X I F _ L I G H T _ S O U R C E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 L i g h t   s o u r c e : 	 IQn	 IQn	 A+%H3@4A*: 	 F u e n t e   d e   l u z : 	 S o u r c e   d '  c l a i r a g e   : 	 L i c h t q u e l l e : 	 AB>G=8:  A25B0	 S o r g e n t e   l u m i n o s a : 	 6H!	 F o n t e   d e   l u z : 	 I _1k   k a y n a 1  : 	 N g u n   s  n g : 	 S u m b e r   c a h a y a : 	 S u m b e r   c a h a y a : 	 *	M	0		>	6	  8	M	0	K	$			 	 	 	 F  n y f o r r  s : 	 	 	 	 L i c h t b r o n : 	 	 	 S u r s   l u m i n : 	 	 	   : 	 	 8	B		@	  8	M	$	M	0	K	$		 EF(9  FH1: 	 1H4F  '  019	   	 				  					: 	 ,
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	   	 I - L i g h t   s o u r c e 	 U m t h o m b o   o k h a n y a y o 	 C h a n z o   c h a   m w a n g a z a 	 L i g b r o n : 	 `v i e s o s   aa l t i n i s 	 G a i s m a s   a v o t s 	 V a l g u s a l l i k a s 	 <xu}k  arbux	   	 S u r s   d e   l u m i n 	 *
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	 2K  	$M8	 B u r i m i   I   d r i t e s : 	 				  				: 	 	 	 	 	 	 	 	 F o n t e   d e   l u z : 	 	 	 	 	 	 	 	 A r g i a r e n   i t u r r i a : 	 P i n a g m u l a n   n g   i l a w : 	 F o n t e   d e   l u z : 	 E b e   k   s i   a p t a : 	 F o i n s e   s o l a i s : 
 
 S T R _ I D _ F M G R _ E X I F _ F L A S H 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 F l a s h : 	 IQ	 IQ	 A%
: 	 F l a s h : 	 F l a s h   : 	 B l i t z : 	 $>B>2A?KH:0	 F l a s h : 	 AD'4	 F l a s h : 	 F l a _: 	  n : 	 L a m p u   k i l a t : 	 F l a s h : 	 +	M	2	H	6			 	 	 	 V a k u : 	 	 	 	 F l i t s e r : 	 	 	 B l i c: 	 	 	 : 	 	 +	M	2	I	6		 AD'4: 	 AD4	 	 							: 	 2
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	 +M2>7M	 $;5H	 




	 	 I - f l a s h 	 I - f l e s h i 	 M w e k a 	 F l i t s : 	 B l y k s t 	 Z i b s p u l d z e 	 V  l k l a m p 	 2|voxt	   	 B l i c	 +
M
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  	 +M2>8	 F l a s h : 	 					: 	 	 	 	 	 	 	 	 F l a s h : 	 	 	 	 	 	 	 	 F l a s h a : 	 F l a s h : 	 F l a s h : 	 F l a s h : 	 S p l a n c : 
 
 S T R _ I D _ F M G R _ E X I F _ M A K E R _ N O T E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 M a k e r   n o t e : 	 ^FU;	 SFUl	 +!2"@+829I%4: 	 N o t a   d e l   f a b r i c a n t e : 	 R e m a r q u e   d u   f a b r i c a n t   : 	 H e r s t e l l e r h i n w e i s : 	 ><5B:0  873>B>28B5;O	 N o t a   s u l   p r o d u t t o r e : 	 5F'9)    FH*	 N o t a   d o   f a b r i c a n t e : 	 Y a p 1m c 1  n o t u   : 	 G i i   t h  c h   s n   p h m : 	 C a t a t a n   p e m b u a t : 	 N o t a   p e m b u a t : 	 .	G		0	  (	K				 	 	 	 G y  r t    m e g j e g y z  s e : 	 	 	 	 O p m e r k i n g   v a n   d e   m a k e r : 	 	 	 N o t   p r o d u c t o r : 	 	 	   : 	 	 .	G		0	  (	K			 J'//'4*  3'2F/G: 	 FHy  *'1  1F  H'D'	   	 								  									: 	 ,
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  



	   	 I n o t h i   y e - m a k e r 	 I s i p h a w u l i   m a n q a k u 	 M a t i n i   y a   m t e n g e n e z a j i 	 V e r v a a r d i g e r s n o t a : 	 G a m i n t o j o   p a s t a b a 	 I z g a t a v o t j a   p i e z +m e 	 M a k e r   N o t e 	 1adxrk  vwxtve	   	 N o t   p r o d u c t o r 	 .
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 
 S T R _ I D _ F M G R _ E X I F _ F L A S H P I X _ V E R S I O N 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 F l a s h p i x   v e r s i o n : 	 F l a s h p i x Hr,g	 F l a s h p i x Hr,g	 @'-#L
1H  F l a s h p i x   : 	 V e r s i  n   d e   F l a s h p i x : 	 V e r s i o n   F l a s h p i x   : 	 F l a s h p i x - V e r s i o n : 	 5@A8O  F l a s h p i x 	 V e r s i o n e   F l a s h p i x : 	 7('9)  F l a s h p i x 	 V e r s  o   F l a s h p i x : 	 F l a s h p i x   s  r  m : 	 P h i  n   b n   F l a s h p i x : 	 V e r s i   F l a s h p i x : 	 V e r s i   F l a s h p i x : 	 +	M	2	H	6	M	*	?		M	8	  8		8	M		0	#			 	 	 	 F l a s h p i x   v e r z i  : 	 	 	 	 V e r s i e   v a n   F l a s h p i x : 	 	 	 V e r s i u n e   F l a s h   P i x : 	 	 	   F l a s h p i x : 	 	 +	M	2	h	6	*	?		M	8	  5	0	M		(		 F3.G  F l a s h p i x : 	 F l a s h p i x   V e r s i o n 	     	 												  							: 	 2
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  






	    	 I s i h u m u s h o   s e - F l a s h p i x   	 I n g u q u l e l o   y e - f l a s h p i x 	 T o l e o   l a   F l a s h p i x 	 F l a s h p i x - w e e r g a w e : 	 F l a s h p i x   v e r s i j a 	 F l a s h p i x   v e r s i j a 	 F l a s h P i x i   v e r s i o o n 	 F l a s h p i x - k  abeao	 F l a s h p i x   	 V e r s i u n e   F l a s h p i x 	 +
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 
 S T R _ I D _ F M G R _ E X I F _ C O L O R _ S P A C E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 C o l o r   s p a c e : 	 ri_zz	 ri_zz	 7I5H*5: 	 E s p a c i o   d e   c o l o r : 	 E s p a c e   c o l o r i m  t r i q u e   : 	 F a r b r a u m : 	 &25B>2>5  ?@>AB@0=AB2>	 S p a z i o   c o l o r e : 	 E3'-)  'DDHF	 E s p a  o   d e   c o r : 	 R e n k   a l a n 1: 	 K h  n g   g i a n   s c   m  u : 	 R e n t a n g   w a r n a : 	 R u a n g   w a r n a : 	 	2	0	  8	M	*	G	8			 	 	 	 S z  n t  r : 	 	 	 	 K l e u r r u i m t e : 	 	 	 C u l o a r e   s p a ci u : 	 	 	   : 	 	 	2	0	  	>		>		 A6'  1F: 	 1F    ,	   	 					  					: 	 0
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  




	   	 I s i k h a l a   s o m b a l a 	 I s i t h u b a   s o m b a l a 	 N a f a s i   y a   r a n g i 	 K l e u r r u i m t e : 	 S p a l v s  v i e t a 	 K r s u   t e l p a 	 V  r v i r u u m 	 3xvaukv  aanxiuxv	   	 S p a ci u   c u l o a r e 	 
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	 0M  8M*G8	 V e n d i   I   n g j y r e s : 	 		  					: 	 	 	 	 	 	 	 	 E s p a  o   d e   C o r e s : 	 	 	 	 	 	 	 	 M a r g o   e s p a z i o a : 	 C o l o r   s p a c e : 	 E s p a z o   d e   c o l o r : 	 O g h e r e   k l 	 S p  s   d a i t e :   
 
 S T R _ I D _ F M G R _ E X I F _ P I X E L _ X _ D I M E N S I O N 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 I m a g e   w i d t h : 	 WP[^	 VP[^	 '2!'I2 2: 	 A n c h u r a   d e   i m a g e n : 	 L a r g e u r   d e   l ' i m a g e   : 	 B i l d b r e i t e : 	 (8@8=0  87>1@065=8O	 L a r g h e z z a   i m m a g i n e : 	 5H1)  916J)	 L a r g u r a   d a   i m a g e m : 	 R e s i m   g e n i _l i i : 	   r n g   n h : 	 L e b a r   f o t o : 	 L e b a r   i m e j : 	 	.	G		  	L	\	>		 : 	 	 	 	 K  p s z  l e s s  g : 	 	 	 	 B e e l d b r e e d t e : 	 	 	 L ci m e   i m a g i n e : 	 	 	   : 	 	 *	M	0	$	?	.	G		@	  0	B		&	@		 ~GF'  9C3: 	 'E,    H'&	   	 						  						: 	 *
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	   	 U b u b a n z i   b o m f a n e k i s o 	 U b u b a n z i   b e - i m e y j i 	 U p a n a   w a   t a s w i r a 	 A f b e e l d i n g - b r e e d t e : 	 V a i z d o   p l o t i s 	 A t t l a   p l a t u m s 	 P i l d i   l a i u s 	 Jaoek  lauvxiuxv	   	 L ci m e   i m a g i n e 	 
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 
 S T R _ I D _ F M G R _ E X I F _ P I X E L _ Y _ D I M E N S I O N 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 I m a g e   h e i g h t : 	 WPؚ^	 VPؚ^	 '2!*9 2: 	 A l t u r a   d e   i m a g e n : 	 H a u t e u r   d e   l ' i m a g e   : 	 B i l d h  h e : 	 KA>B0  87>1@065=8O	 A l t e z z a   i m m a g i n e : 	 5H1)  #ABJ)	 A l t u r a   d a   i m a g e m : 	 R e s i m   y  k s e k l i i :   	   c a o   n h : 	 T i n g g i   f o t o : 	 T i n g g i   i m e j : 	 	.	G		  
			>			 	 	 	 	 K  p m a g a s s  g : 	 	 	 	 B e e l d h o o g t e : 	 	 	  n l ci m e   i m a g i n e : 	 	 	   : 	 	 *	M	0	?	.	>	  				@		 /1'2'  9C3: 	 'E,    'HF'&	   	 						  						: 	 *
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	   	 U b u d e   b o m f a n e k i s o 	 U b u d e   b e - i m e y j i 	 U r e f u   w a   t a s w i r a 	 A f b e e l d i n g - h o o g t e : 	 V a i z d o   a u k at i s 	 A t t l a   a u g s t u m s 	 P i l d i   k  r g u s 	 Jaoek  baqxiuxv	   	  n l ci m e   i m a g i n e 	 
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 
 S T R _ I D _ F M G R _ E X I F _ E X P O S U R E _ M O D E 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 E x p o s u r e   m o d e : 	 fIQ!j_	 fIQ!j_	 B+!@-GLB@
-#L: 	 M o d o   d e   e x p o s i c i  n : 	 M o d e   d ' e x p o s i t i o n   : 	 B e l i c h t u n g s m o d u s : 	  568<  M:A?>78F88	 M o d a l i t    e s p o s i z i o n e : 	 4CD  'D916	 M o d o   d e   e x p o s i   o : 	 I _1k l a m a   m o d u : 	 C h     h p   t h    n h   s  n g : 	 M o d u s   p e n c a h a y a a n : 	 M o d   d e d a h a n : 	 		M	8	M	*	K		<	0	  .	K	!			 	 	 	 E x p o z  c i  s    z e m m  d : 	 	 	 	 B e l i c h t i n g s s t a n d : 	 	 	 M o d   e x p u n e r e : 	 	 	   : 	 	 		M	8	*	K		0	  .	K	!		 FH9  FH1/G: 	 EH  8'1  1F  H'D'	   	 									  			: 	 (
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	    	 I m o d i   y e - e x p o s u r e 	 I m o   y o k u b h e n t s i s a 	 M o d i   y a   m u w e k o 	 B l o o t s t e l l i n g s m o d u s : 	 I al a i k y m o   r e ~i m a s 	 E k s p o z +c i j a s   r e ~+m s 	 S  r i r e ~i i m 	 <x}aoautav  |ejkt	   	 M o d   e x p u n e r e 	 
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 
 S T R _ I D _ F M G R _ E X I F _ D I G I T A L _ Z O O M _ R A T I O 	 F M G R 	 U N L I M 	 E X I F   s t r i n g ( i n   t h e   d e s c r i t p i o n   p a g e ; s o m e   p r e f i x ) 	 D i g i t a l   z o o m   r a t i o : 	 xeMO&q	 peW[S&q	 -1#29!44-%: 	 R e l a c i  n   d e   z o o m   d i g i t a l : 	 R a p p o r t   d u   z o o m   n u m  r i q u e   : 	 D i g i t a l z o o m v e r h  l t n i s : 	 >MDD8F85=B  F8D@>2>3>  C25;8G5=8O	 R a p p o r t o   z o o m   d i g i t a l e : 	 F3()  2HE  'D1BEJ	 T a x a   d o   z o o m   d i g i t a l : 	 D i j i t a l   y a k 1n l a _t 1r m a   o r a n 1:   	 i u   k h i n   c   l y   k   t h u t   s : 	 R a s i o   z o o m   d i g i t a l : 	 N i s b a h   z u m   d i g i t a l : 	 !	?		?		2	  [	B	.	  	(	A	*	>	$			 	 	 	 D i g i t  l i s   z o o m   m  r t  k e : 	 	 	 	 D i g i t a l e - z o o m v e r h o u d i n g : 	 	 	 R a p o r t   z o o m   d i g i t a l : 	 	 	     : 	 	 !	?		@		2	  	A	.	  	(	A	*	>	$		 F3(*  2HE  /J,J*'D: 	 ,yD  2HE  14H	       	 							  			  					: 	 !
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	     	 I - D i g i t a l   z o o m   r a t i o 	 U m l i n g a n i s o   w e s i l a n g a   s o k w e n z a   n c i n c i   o k a n y e   n k u l u 	 K i w a n g o   c h a   t u t u s h a   y a   d i j i t i 	 D i g i t a l e   z o e m v e r h o u d i n g : 	 S k a i t m e n i n i o   a r t i n i m o   s a n t y k i s 	 D i g i t l   t u v i n j u m a   a t t i e c +b a 	 D i g i t a a l s u u m i   a s t e 	 Ia}k  i~aukv  xxmtav  paabeaoxiuxv	     	 P r o p o r ci e   z o o m   d i g i t a l 	 !
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i s	 N a v   p r s kt +aa n a s   o p c i j u 	 E d a s t a m i s e   v a l i k u i d   p o l e 	 Neapa}ea~xtav  hvav  yoa	     	 N u   e x i s t   o p ci u n i   d e   r e d i r e c ci o n a r e 	 +
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 S T R _ I D _ F M _ R O O T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e ( i n   t h e   m e n u ) 	 F a c t o r y   m o d e 	 S^-[	 SS[	 2#1IH22B#2	 M o d o   d e   f  b r i c a 	 M o d e   d ' u s i n e 	 F a b r i k m o d u s 	 02>4A:>9  @568<	 M o d a l i t    f a b b r i c a 	 4CD  'DE5F9	 M o d o   d e   f  b r i c a 	 F a b r i k a   m o d u 	 C h     g c 	 M o d e   a w a l 	 M o d   k i l a n g 	 +	H		M		M	0	@	  .	K	!		 F a b r i k s   T i l s t a n d 	 V  c h o z    r e ~i m 	 T r y b   f a b r y c z n y 	 G y  r i   b e  l l  t  s o k 	 T e h d a s m o o d i 	 F a b r i k k m o d u s 	 P r e d n a s t a v e n    r e ~i m 	 F a b r i e k s s t a n d 	 F a b r i k l  g e 	 T v o r n i 
k i   r e ~i m : 	 M o d   f a b r i c 	 T o v a r n i ak i   N a 
i n 	   	       	 $01@8G5=   568<	 +	E		M		0	@	  .	K	!		 -'D*  '1.'FG	 Ay1  EH	   	 										  				 
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 S T R _ I D _ F M _ V E R S I O N 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 V e r s i o n 	 V e r s i o n 	 V e r s i o n 	 @'-#L
1H	 V e r s i  n 	 V e r s i o n 	 V e r s i o n 	 5@A8O	 V e r s i o n e 	 F3.)	 V e r s  o 	 S  r  m  	 V e r s i o n 	 V e r s i 	 V e r s i 	 5	0	M		<	(		 V e r s i o n 	 V e r z e 	 W e r s j a 	 V e r z i  	 V e r s i o 	 V e r s j o n 	 V e r z i a 	 V e r s i e 	 V e r s i o n 	 V e r z i j a 	 V e r s i u n e 	 V e r z i j a 	 	 	 5@A8O	 V e r s i o n 	 F3.G	 H12F	 V e r s i o n 	 						 V e r s i o n 	 V e r s i o n 	 5@AVO	 






	 	 I s i h u m u s h o 	 I n g u q u l e l o   y e - f l a s h p i x 	 M t i n d o 	 W e e r g a w e 	 V e r s i j a 	 V e r s i j a 	 V e r s i o o n 	 Oabeao	 	 V e r s i u n e 	 *
$
?
*
M
*
M
	 88M0#	 	 								 	 	 	 	 	 	 	 V e r s  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ R E S O U R C E _ B I N 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 R e s o u r c e   B I N 	 R e s o u r c e   B I N 	 R e s o u r c e   B I N 	 #1"2#  B I N   	 D E P  S I T O   d e   r e c u r s o s 	 R e s s o u r c e   B I N 	 R e s s o u r c e n - B I N 	 C=:5@  @5AC@A0	 R E C I P I E N T E   d i   r i s o r s a 	 E5/1    B I N 	 C e n t r o   d e   r e c u r s o s 	 K a y n a k   B I N 	 R e s o u r c e   B I N 	 B I N   s u m b e r 	 B I N   s u m b e r 	 8		8	>	'	(	  ,	?	(		 R e s s o u r c e   B I N 	 Z d r o j o v    B I N 	 Z a s o b y   B I N 	 F o r r  s   B I N 	 R e s u r s s i - B I N 	 R e s s u r s   B I N 	 Z d r o j o v    B I N 	 H u l p b r o n   B I N 	 B I N - r e s u r s e r 	 R e s u r s   B I N 	 R e s u r s   B I N 	 B I N   V i r a 	   	 R e s o u r c e   B I N 	  5AC@A  B I N 	 R e s o u r c e   B I N 	 B I N   EF(9	 R e s o u r c e   B I N 	 R e s o u r c e   B I N 	 							  				 R e s o u r c e   B I N 	 R e s o u r c e   B I N 	 B I N   @5AC@A0	 B I N   






	   	 I - R e s o u r c e   B I N 	 U m t h o m b o   w e - B I N 	 B I N   y a   n y e n z o 	 H u l p b r o n - B I N 	 I at e k l i s  d t u v 	 R e s u r s a   B I N 	 R e s s u r s i   B I N 	 Le}x}k  B I N 	 B I N   	 R e s u r s   B I N 	 B I N   5
?
-
5
6
G
7
?
	 	$M8  B I N 	 	 					  B I N 	 	 	 	 	 	 	 	 B I N   d e   r e c u r s o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ R E S O U R C E _ A U D I O 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 A u d i o 	 A U D I O 	 A U D I O 	 @*5"	 A u d i o 	 A u d i o 	 A u d i o 	 C48>	 A U D I O 	 5H*	  u d i o 	 0_i t s e l 	  m   t h a n h   	 A U D I O 	 A u d i o 	 	!	?	/	K		 L Y D 	 A U D I O 	 A U D I O 	 A u d i o 	 A U D I O   	 A U D I O 	 A U D I O 	 A u d i o 	 L J U D 	 A U D I O 	 A u d i o 	 A V D I O 	 	 	 #	 A U D I O 	 5/'	 A U D I O 	 A U D I O 	 					 A U D I O 	 A U D I O 	 A U D I O 	 




	 	 I - a u d i o 	 I - o d i y o 	 S a u t i 	 O u d i o 	 G a r s a s 	 A u d i o 	 A u d i o 	 1xdkx	   	 A u d i o 	 
!
?
/
K
	 !?	 	 				' 	 	 	 	 	 	 	 	  u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ R E S O U R C E _ I M A G E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 I m a g e 	 I M A G E 	 I M A G E 	  2	 I m a g e n 	 I m a g e 	 B i l d 	 7>1@065=85	 I M M A G I N E 	 5H1)	 I m a g e m 	 G  r  n t  	 n h 	 I M A G E 	 I m e j 	 	?	$	M	0		 B I L L E D E 	 O B R A Z 	 Z D J C I E 	 K  p 	 K U V A 	 B I L D E 	 O B R A Z 	 F o t o 	 B I L D 	 S L I K A 	 I m a g i n e 	 S L I K A 	 	 	 /	 I M A G E 	 93	 I M A G E 	 I M A G E 	 					 I M A G E 	 I M A G E 	 I M A G E 	 



	 	 U m f a n e k i s o 	 I - i m e y j i   	 T a s w i r a 	 A f b e e l d i n g 	 V a i z d a s   	 A t t l s 	 K u j u t i s 	 Jaoe	     	 I m a g i n e 	 
?
$
M
0

	 *M0$?,?	 	 											 	 	 	 	 	 	 	 I m a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ R E S O U R C E _ S T R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 C a d e i a 	 S T R 	 S T R 	 S T R 	 S T R 	 	8		@		0		 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R i 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 							 S T R 	 S T R 	 S T R 	 S T R 	  	 I - S T R 	 I - S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 S T R 	 	 S T R 	 	 	 	 	 	 	 	 S T R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ R E S O U R C E _ F O N T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 F o n t 	 F O N T 	 F O N T 	 A-1)#	 F u e n t e 	 P o l i c e   d e   c a r a c t  r e s 	 S c h r i f t a r t 	 (@8DB	 C A R A T T E R I 	 'D.7	 T i p o   d e   l e t r a 	 F O N T 	 P h  n g 	 F O N T 	 F o n 	 		M	7	0		 F O N T 	 P  S M O 	 C Z C I O N K A 	 B E T p	 F O N T 	 F O N T 	 P  S M O 	 L e t t e r t y p e 	 T E C K E N S N I T T 	 F O N T 	 F o n t 	 R K A 	 	 	 ( $"	 F O N T 	 BDE	 F O N T 	 F O N T 	 					 F O N T 	 F O N T 	 F O N T 	 




	 	 I f o n t i 	 I f o n t i 	 F o n t i 	 L e t t e r t i p e 	 `r i f t a s 	 F o n t s 	 F o n t 	 Oa|ae}ao	 	 F o n t 	 2
?
*
?
	 M70	 	 	' 				 	 	 	 	 	 	 	 F o n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ L E D 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 L E D 	 L E D 	 L E D 	 L E D 	 I n d i c a d o r   L E D 	 D E L 	 L E D 	 =48:0B>@	 L E D 	 'D6H!	 L E D 	 L E D 	  n   n h  y 	 L E D 	 L E D 	 	2		!	@		 L E D 	 L E D 	 L E D 	 L E D 	 L E D 	 L E D 	 L E D 	 L e d 	 L Y S D I O D 	 L E D 	 L E D 	 L E D 	 L E D 	 	 L E D 	 L E D 	 L E D 	 L E D 	 L E D 	 						 L E D 	 L E D 	 L E D 	 L E D 	  	 I - L E D 	 I - L E D 	 L E D 	 L E D 	 `v i e s o s   d i o d a s 	 L E D 	 L E D   i n d i k a a t o r 	 L E D 	 	 L E D 	 L E D 	 L E D 	 	 L E D 	 	 	 	 	 	 	 	 L E D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ L C D 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 4'4)	 L C D 	 L C D 	 M  n   h  n h   	 L C D 	 L C D 	 	2	8	@	!	@		 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L c d 	 L C D - s k  r m 	 L C D 	 L C D 	 L C D 	 L C D 	 	 L C D - 48A?;59	 L C D 	 FE'41	 L C D 	 L C D 	 							 L C D 	 L C D 	 L C D 	 L C D 	  	 I - L C D 	 I - L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 L C D 	 @27	 L C D 	 L C D 	 L C D 	 L C D 	 	 L C D 	 	 	 	 	 	 	 	 L C D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ L C D _ C O N T R A S T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 L C D   c o n t r a s t 	 L C D   C o n t r a s t 	 L C D   C o n t r a s t 	 -#2*L  L C D 	 C o n t r a s t e   L C D 	 c o n t r a s t e   L C D 	 L C D - K o n t r a s t 	 >=B@0AB  L C D 	 C o n t r a s t o   L C D 	 EB'1F)  'D4'4)	 C o n t r a s t e   d o   L C D 	 L C D   K o n t r a s t 1	   t n g   p h n   m  n   h  n h 	 K o n t r a s   L C D 	 K o n t r a s   L C D 	 	2	8	@	!	@	  	I	(	M		M	0	>	8	M			 L C D   K o n t r a s t 	 L C D   K o n t r a s t 	 L C D   K o n t r a s t 	 L C D   k o n t r a s z t 	 L C D - k o n t r a s t t i 	 L C D - k o n t r a s t 	 K o n t r a s t   L C D 	 L c d - c o n t r a s t 	 L C D - k o n t r a s t 	 L C D   k o n t r a s t 	 C o n t r a s t   L C D 	 L C D   N a s p r o t j e 	   L C D 	     L C D 	 >=B@0AB  =0  A=>2=8O  L C D - 48A?;59	 L C D   C o n t r a s t 	 F*1'3*  FE'41	 L C D   C o n t r a s t 	 L C D   C o n t r a s t 	 						  											 L C D   C o n t r a s t 	 L C D   C o n t r a s t 	 >=B@0AB=VABL  48A?;5O	 L C D   










	    	 I - L C D   c o n t r a s t 	 U k u t h e l e k i s w a   k w e - L C D 	 L i n g a n i s h o   y a   L C D 	 L C D - k o n t r a s 	 L C D   k o n t r a s t a s 	 L C D   k o n t r a s t s 	 L C D   k o n t r a s t s u s 	 @27  aueavcxiuxv	 L C D   	 C o n t r a s t   L C D 	 L C D   
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 
 S T R _ I D _ F M _ K E Y P A D 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 K e y p a d 	 	cu	 	c.	 8H!	 T e c l a d o   n u m  r i c o 	 C l a v i e r   n u m  r i q u e 	 T a s t e n f e l d 	 ;0280BC@0	 T a s t i e r a 	 DH-)  'DEA'*J-	 T e c l a d o 	 T u _  t a k 1m 1	 B  n   p h  m 	 T o m b o l 	 P a d   k e k u n c i 	 	@	  *	H	!		 T a s t a t u r 	 K l  v e s n i c e 	 K l a w i a t u r a 	 B i l l e n t y qz e t 	 N u m e r o n  p p  i m i s t  	 T a s t a t u r 	 K l  v e s n i c a 	 T o e t s e n b o r d 	 K n a p p s a t s 	 T i p k o v n i c a 	 T a s t a t u r 	 T a s t a t u r a 	 	   	 ;0280BC@0	 	@	*	E	!		 5A-G  D/	 K e y p a d 	 	 		  						 
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 
 S T R _ I D _ F M _ L O U D S P K 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 L o u d   s p k 	 L o u d   S p k 	 L o u d   S p k 	 %3B	 A l t a v o z 	 H a u t - p a r l e u r 	 L a u t s p r e c h e r 	 @><:>3>2>@8B5;L	 A l t o p a r l . 	 5H*  E1*A9	 A l t i f a l a n t e 	 H o p a r l  r 	 L o a   n g o  i 	 L o u d   S p k 	 P e m b e s a r   s u a r a 	 2	>			!	  8	M	*	@		0		 H  j t a l e r 	 R e p r o d u k t o r 	 G Bo s n i k 	 H a n g s z  r  	 K a i u t i n 	 H  y t a l e r e 	 R e p r o d u k t o r 	 L u i d s p r e k e r 	 H  g   S p k 	 Z v u 
n i k 	 D i f u z o r 	 G l a s n o   Z v 	 	 	 8A>:>  3>2>@8B5;8	 L o u d   S p k 	 (DF/H	 L o u d   S p k 	 L o u d   S p k 	 				  								 L o u d   S p k 	 L o u d   S p k 	 CG=><>25FL	 



  





	  	 I l a w u d i s p i k h a 	 I - s p k .   E s i n g x o l a y o 	 K i p a s a   s a u t i 	 L u i d s p r e k e r 	 G a r s i a k a l b i s 	 S k a <r u n i s 	 V a l j u h   l d i 	 2aqamx}	 	 D i f u z o r 	 2
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 
 S T R _ I D _ F M _ E A C H L O O P 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 E c h o   l o o p 	 E c h o   L o o p 	 E c h o   L o o p 	 %9*0I-	 R e p e t i r   b u c l e 	 B o u c l e   d '  c h o 	 E c h o s c h l e i f e 	 &8:;  ME>	 A n e l l o   d i   e c o 	 E c h o   L o o p 	 R e p e t i   o   d e   e c o 	 Y a n k 1  d  n g  s  	 L p   t i n g   v a n g 	 E k h o 	 G e l u n g   g e m a 	 		K	  2	B	*		 E k k o   S l  j f e 	 S m y 
k a   o z v n y 	 P t l a   e c h o 	 V i s s z h a n g   l o o p o l  s a 	 K a i k u 	 E k k o s l  y f e 	 E c h o   s l u 
k a 	 E c h o l u s 	 S l i n g a   p    e k o t 	 P e t l j a   o d j e k a 	 B u c l   e c o u 	 O d m e v   I z h o d 	   	   	 >2B0@O=5  =0  5E>	 E c h o   L o o p 	 -DBG  'H	 E c h o   L o o p 	 E c h o   L o o p 	 			  				 E c h o   L o o p 	 E c h o   L o o p 	 &8:;  5E>	 


  


	   	 I - E c h o   l o o p 	 I r h i n t y e l a   l w e n t l o k o m o 	 S o n g o   y a   m w a n g w i 	 K r i n g f l u i t 	 A i d o   c i k l a s 	 A t b a l s s   c i l p a 	 K a j a   s i l m u s 	 1qacavk  kol	   	 B u c l   e c o u 	 
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 
 S T R _ I D _ F M _ V I B R A T O R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 V i b r a t o r 	 V i b r a t o r 	 V i b r a t o r 	 @#7H-*1H	 V i b r a d o r 	 V i b r a t e u r 	 V i b r a t o r 	 81@0B>@	 V i b r a t o r e 	 'G*2'2	 O s c i l a d o r 	 T i t r e _i m 	 B   p h n   r u n g 	 G e t a r a n 	 P e n g g e t a r 	 		*	(		 V i b r a t o r 	 V i b r  t o r 	 W i b r a t o r 	 R e z g Q	 V  r i n  	 V i b r a t o r 	 V i b r  t o r 	 T r i l l e r 	 V i b r e r i n g 	 V i b r a t o r 	 V i b r a ci e 	 V i b r a t o r 	 	 	 81@0F8O	 V i b r a t o r 	 D12'FF/G	 V i b r a t o r 	 V i b r a t o r 	 										 V i b r a t o r 	 V i b r a t o r 	 V1@0B>@	 








	 	 I - V i b r a t o r 	 U m n g c a n g c a z e l i 	 K i t e t e m a j i 	 V i b r e e r d e r 	 V i r p i k l i s 	 V i b r a t o r s 	 V  r i n 	 9i|ky	 	 V i b r a ci e 	 5
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 
 S T R _ I D _ F M _ A D C 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 C o n v e r s o r   A / D 	 A D C 	 A D C 	 A D C 	 A D C 	 	!	@	8	@		 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 	 I - A D C 	 I - A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 A D C 	 	 A D C 	 	 	 	 	 	 	 	 A D C 
 
 S T R _ I D _ F M _ R E C E I V E R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 R e c e i v e r 	 R e c e i v e r 	 R e c e i v e r 	 @#7H-#1	 R e c e p t o r 	 R  c e p t e u r 	 E m p f  n g e r 	 @85<=8:	 R i c e v i t o r e 	 'DE3*DE	 R e c e p t o r 	 A l 1c 1	 N h n   	 P e n e r i m a 	 P e n e r i m a 	 0	?	8	@	5	0		 M o d t a g e r 	 S l u c h  t k o 	 S Bu c h a w k a 	 V e v Q	 V a s t a a n o t i n 	 M o t t a k e r 	 S l u c h  t k o 	 H o o r n 	 M o t t a g a r e 	 P r i j e m n i k 	 R e c e p t o r 	 S p r e j e m n i k 	 	 	 @85<0B5;	 R e c e i v e r 	 1F/G	 H5HD  1F  H'D'	 R e c e i v e r 	 								 R e c e i v e r 	 R e c e i v e r 	 45@6C20G	 






  




	 	 I s i m u k e l i 	 U m f u m a n i 	 K i p o k e a j i 	 O n t v a n g e r 	 I m t u v a s 	 U z t v r j s 	 V a s t u v  t j a 	 8vdxvky	 	 D e s t i n a t a r 	 1
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 
 S T R _ I D _ F M _ H E A D S E T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 +91	 A u r i c u l a r e s 	  c o u t e u r s 	 H a n d a p p a r a t 	 0CH=8:8	 C u f f i a 	 3E'9)  'D'0F	 A u r i c u l a r 	 K u l a k l 1k 	 T a i   n g h e 	 H e a d s e t 	 A l a t   d e n g a r 	 9	H	!	8	G			 H e a d s e t 	 S l u c h  t k a 	 Z e s t a w   s Bu c h a w k o w y 	 H e a d s e t 	 K u u l o k e m i k r o f o n i 	 H o d e s e t t 	 S l u c h  t k o 	 H o o f d t e l e f o o n 	 H e a d s e t l  g e 	 S l u aa l i c e 	 C _t i 	 S l u aa l k e 	 	 	 !;CH0;:8	 H e a d s e t 	 G/3*	   3y	 H e a d s e t 	 							 H e a d s e t 	 H e a d s e t 	 0@=VBC@0	 





	  	 I h e d i s e t h i 	 I s e t i   y e n t l o k o 	 K i f a a   c h a   k i c h w a 	 K o p s t u k 	 A u s i n s 	 A u s t i Fa 	 P e a k o m p l e k t 	 1oav{aoal	 	 C a s c 	 9
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 
 S T R _ I D _ F M _ C H A R G E R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 C h a r g e r 	 C h a r g e r 	 C h a r g e r 	 @#7H-
2#L	 C a r g a d o r 	 C h a r g e u r 	 L a d e g e r  t 	 0@O4=>5  CAB@>9AB2>	 C a r i c a t o r e 	 4-F	 C a r r e g a d o r 	 ^a r j   a l e t i 	 N p   i n 	 P e n g i s i 	 P e n g e c a s 	 	>	0	M		0		 O p l a d e r 	 B a t e r i e 	 Aa d o w a r k a 	 T  l t Q	 L a t u r i 	 L a d e r 	 N a b  j a 
k a 	 L a d e r 	 L a d d a r e 	 P u n j a 
	  n c r c t o r 	 P o l n i l e c 	 	 	 @>OG	 C h a r g e r 	 4'11	 '1,1	 C h a r g e r 	 								 C h a r g e r 	 C h a r g e r 	 0@O4=89  ?@8AB@V9	 





	 	 I s h a j a 	 I t s h a j a 	 C h a j a 	 L a a i e r 	 .k r o v i k l i s 	 L d t j s 	 L a a d i j a 	 <ka~xxr  }a	 	  n c r c t o r 	 
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 S T R _ I D _ F M _ L C D _ C O N T R A S T _ M A I N 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 M a i n   L C D 	 M a i n   L C D 	 M a i n   L C D 	 L C D   +%1	 L C D   p r i n c i p a l 	 L C D   p r i n c i p a l 	 H a u p t - L C D 	 ;02=K9  L C D 	 L C D   p r i n c i p a l e 	 'D4'4)  'D1&J3J)	 L C D   p r i n c i p a l 	 A n a   L C D 	 M  n   h  n h   c h  n h 	 L C D   U t a m a 	 L C D   U t a m a 	 .	A		M	/	  	2	8	@	!	@		 H o v e d   L C D 	 H l a v n    L C D 	 G B w n y   w y [w i e t l a c z   L C D 	 F Q  L C D 	 P   - L C D 	 H o v e d - L C D 	 H l a v n    L C D 	 H o o f d - l c d 	 H u v u d   L C D - s k  r m 	 G l a v n i   L C D 	 L C D   p r i n c i p a l 	 G l a v n i   L C D 	   L C D 	   	 A=>25=  L C D - 48A?;59	 M a i n   L C D 	 FE'41  '5D	 M a i n   L C D 	 M a i n   L C D 	 						  							 M a i n   L C D 	 M a i n   L C D 	 A=>2=89  48A?;59	 




  L C D 	    	 I - L C D   e n k u l u 	 I - L C D   e y i n t l o k o 	 L C D   k u u 	 H o o f - L C D 	 P a g r i n d i n i s   L C D 	 G a l v e n a i s   L C D   e k r n s 	 P  h i e k r a a n 	 3lma~x  goav	   L C D 	 L C D   p r i n c i p a l 	 *
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  L C D 	 .BM_  L C D 	 	 			  L C D 	 	 	 	 	 	 	 	 L C D   p r i n c i p a l 
 
 S T R _ I D _ F M _ L C D _ C O N T R A S T _ S U B 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 S u b   L C D 	 S u b   L C D 	 S u b   L C D 	 L C D   "H-"	 L C D   s e c u n d a r i a 	 L C D   s e c o n d a i r e 	 N e b e n - L C D 	 8=8  L C D   	 L C D   s u b 	 'D4'4)  'DA19J)	 L C D   s e c u n d  r i o 	 A l t   L C D 	 L C D   p h 	 S u b   L C D 	 L C D   S u b 	 		*	  	2	8	@	!	@		 U n d e r   L C D 	 V e d l e j a   L C D 	 P o d w y [w i e t l a c z   L C D 	 M  s o d l a g o s   L C D 	 A l a - L C D 	 S u b - L C D 	 D r u h    L C D 	 S u b - l c d 	 A l t e r n a t i v   L C D - s k  r m 	 P o m o n i   L C D 	 L C D   s e c u n d a r 	 P o d   L C D 	   L C D 	   	 >4>A=>25=  L C D     48A?;59	 S u b   L C D 	 FE'41  A19	 S u b   L C D 	 S u b   L C D 	 			  							 S u b   L C D 	 S u b   L C D 	 >2=VH=V9  48A?;59	 



  L C D 	    	 I - L C D   e n g a p h a n s i 	 I n x u s a   l e - L C D 	 L C D   n d o g o 	 S u b - L C D 	 A n t r i n i s   L C D 	 L C D   p a l +g e k r n s 	 L i s a e k r a a n 	 5oxdaoav  goav	   L C D 	 L C D   s e c u n d a r 	 	
*
  L C D 	 	*  L C D 	 	 		  L C D 	 	 	 	 	 	 	 	 S u b   L C D 
 
 S T R _ I D _ F M _ L C D _ A U T O 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 A u t o   d i s p l a y 	 A u t o   D i s p l a y 	 A u t o   D i s p l a y 	 A*-1B!14	 V i s u a l i z a c i  n   a u t o m  t i c a 	 A f f i c h a g e   a u t o 	 A u t o m .   A n z e i g e 	 2B>  48A?;59	 M o s t r a   a u t o m a t i c o 	 916  #DJ	 E c r    a u t o m  t i c o 	 O t o m a t i k   g  r  n t  l e m e 	 T   n g   h i n   t h 	 P e n a m p i l a n   O t o m a t i s 	 P a p a r a n   a u t o m a t i k 	 		K	  !	?	8	M	*	M	2	G		 A u t o   D i s p l a y 	 A u t o m a t i c k    d i s p l e j 	 A u t o   w y [w i e t l a c z 	 A u t o m a t i k u s   m e g j e l e n  t  s 	 A u t o m a a t t i n e n   n  y t t  	 A u t o - d i s p l a y 	 A u t o m a t i c k    z o b r a z e n i e 	 A u t o m a t i s c h   w e e r g e v e n 	 V i s a   a u t o m a t i s k t 	 A u t o m a t s k i   p r i k a z 	 A f i _a r e   a u t o m a t 	 A v t o   P r i k a z 	   	   	 2B>  8A?;59	 A u t o   D i s p l a y 	 FE'4  .H/'1	 A u t o   D i s p l a y 	 A u t o   D i s p l a y 	 										  								 A u t o   D i s p l a y 	 A u t o   D i s p l a y 	 2B><0B8G=5  2V4>1@065==O	 




  







	   	 I - A u t o   d i s p l a y 	 U m b o n i s o   o z e n z e k e l a y o 	 O n y e s h a   k i o t o m a t i 	 O u t o m a t i e s e   v e r t o o n 	 A u t o m a t i n i s   e k r a n a s 	 A u t o m t i s k a   p a r d +aa n a 	 A u t o m a a t k u v a 	 1~x  zaoext	   	 A f i _a r e   a u t o m a t 	 

M

K
  !
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8
M
*
M
2
G
	 8M5$  *M0&0M6(	 	 					  									 	 	 	 	 	 	 	 E x i b i   o   a u t o m  t i c a 
 
 S T R _ I D _ F M _ L C D _ R 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 R e d 	 R E D 	 R E D 	 A	 R o j o 	 R o u g e 	 R o t 	 @0A=K9	 R O S S O 	 #-E1	 V e r m e l h o 	 K 1r m 1z 1	 M  u   	 M E R A H 	 M e r a h 	 2	>	2		 R  D 	 E R V E N  	 C Z E R W O N Y 	 V  R  S 	 P u n a i n e n 	 R  D 	 E R V E N  	 R o o d 	 R  T T 	 C R V E N O 	 R o _u 	 R D E A 	 	 	 R E D 	 R E D 	 B1E2	 R E D 	 R E D 	 			  	 R E D 	 R E D 	 ' 	 


	 	 O b o m v u 	 B o m v u 	 N y e k u n d u 	 R o o i 	 R a u d o n a 	 S a r k a n s 	 P u n a n e 	 ?atk	 	 R o _u 	 
A

*
M
*
M
	 2>2	 	 				 	 	 	 	 	 	 	 V e r m e l h o 
 
 S T R _ I D _ F M _ L C D _ G 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 G r e e n 	 G R E E N 	 G R E E N 	 @5"'	 V e r d e 	 V e r t 	 G r  n 	 5;5=K9	 V E R D E 	 #.61	 V e r d e 	 Y e _i l 	 M  u   x a n h   l    c  y 	 H I J A U 	 H i j a u 	 9	0	>		 G R  N 	 Z E L E N  	 Z I E L O N Y 	 Z  L D 	 V i h r e  	 G R  N N 	 Z E L E N  	 G r o e n 	 G R  N T 	 Z E L E N O 	 V e r d e 	 Z E L E N A 	 	 	 	 G R E E N 	 3(2	 G R E E N 	 G R E E N 	 					 G R E E N 	 G R E E N 	 	 



	 	 O l u h l a z a 	 L u h l a z a   ( o k w e n g c a ) 	 K i j a n i 	 G r o e n 	 }a l i a 	 Z a <a	 R o h e l i n e 	 ?avay	 	 V e r d e 	 *

M

	 8,A	 	 								 	 	 	 	 	 	 	 V e r d e 
 
 S T R _ I D _ F M _ L C D _ B 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 B l u e 	 B L U E 	 B L U E 	 3	 N e g r o 	 B l e u 	 S c h w a r z 	 !8=89	 B L U 	 #12B	 P r e t o 	 M a v i 	 M  u   x a n h   d a   t r i 	 B I R U 	 B i r u 	 (	@	2	>		 B L  	 M O D R  	 N I E B I E S K I 	 K  K 	 S i n i n e n 	 B L  	 M O D R  	 Z w a r t 	 B L  T T 	 P L A V O 	 A l b a s t r u 	 M O D R A 	 	 	 !	 B L U E 	 3'G	 B L U E 	 B L U E 	 					 B L U E 	 B L U E 	 !	 




	 	 O - b l u e 	 L u h l a z a   ( o k w e s i b h a k a b h a k a ) 	 S a m a w a t i 	 S w a r t 	 M l y n a 	 Z i l s 	 S i n i n e 	 ?azxu	 	 A l b a s t r u 	 (
@
2
	 (@3	 	 	' 			 	 	 	 	 	 	 	 P r e t o 
 
 S T R _ I D _ F M _ L C D _ W 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 W h i t e 	 W H I T E 	 W H I T E 	 2'	 B l a n c o 	 B l a n c 	 W e i  	 5;K9	 B I A N C O 	 #(J6	 B r a n c o 	 B e y a z 	 M a  u   t r n g 	 P U T I H 	 P u t i h 	 8	+	G	&		 H V I D 	 B  L  	 B I A AY 	 F E H  R 	 V a l k o i n e n 	 H V I T 	 B I E L Y 	 W i t 	 V I T T 	 B I J E L O 	 A l b 	 B E L A 	 	 	 /	 W H I T E 	 3A/	 W H I T E 	 W H I T E 	 					 W H I T E 	 W H I T E 	 	 




	 	 O m h l o p h e 	 M h l o p h e 	 N y e u p e 	 W i t 	 B a l t a 	 B a l t s 	 V a l g e 	 Mzkao	 	 A l b 	 5
F
3
M
3
	 '3>	 	 				 	 	 	 	 	 	 	 B r a n c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ B B C H I P _ V E R 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 B B   C h i p 	 B B   C h i p 	 B B   C h i p 	 
4  B B 	 P r o c e s a d o r   B B 	 P u c e   B B 	 B B - C h i p 	 '8?  B B 	 F r a m m e n t o   d i   B B 	 B B   C h i p 	 C i r c u i t o   i n t e g r a d o   B B 	 B B    i p i 	 C h i p   B B 	 C h i p   B B 	 C h i p   B B 	 B B   	?	*		 B B   c h i p 	 B B   C h i p 	 B B   C h i p 	 B B   c h i p 	 B B - l a s t u 	 B B - b r i k k e 	 B B   C h i p 	 B B   C h i p 	 B B - c h i p 	 B B   C h i p 	 C i p   B B 	 B B   i p 	   	   B B 	 B B   '8?	 B B   C h i p 	 *1'4G  B B 	 B B   C h i p 	 B B   C h i p 	 B B   				 B B   C h i p 	 B B   C h i p 	 'V?  B B 	 B B   


	 B B   	 I - B B   C h i p 	 I t s h i p u   y e - B B 	 K i b a n z i   c h a   B B 	 B B - s k y f i e 	 B B   l u s t a s 	 B B   m i k r o s h m a 	 B B   k i i p 	 B B   tkox}meta	 B B   	 C i p   B B 	 B B   
?
*
M
	 B B   ?*M	 	 B B   				 	 	 	 	 	 	 	 C h i p   B B 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ D S P C O D E _ V E R 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 D S P   C o d e 	 D S P   C o d e 	 D S P   C o d e 	 #+1*  D S P 	 C  d i g o   D S P 	 C o d e   D S P 	 D S P - C o d e 	 >4  D S P 	 C o d i c e   d i   D S P 	 D S P   C o d e 	 C  d i g o   D S P 	 D S P   k o d u 	 M    D S P 	 K o d e   D S P 	 K o d e   D S P 	 D S P   	K	!		 D S P   k o d e 	 K  d   D S P 	 K o d   D S P   	 D S P   k  d 	 D S P - k o o d i 	 D S P - k o d e 	 K  d   D S P 	 D S P - c o d e 	 D S P - k o d 	 D S P   k o d 	 C o d   D S P 	 D S P   K o d a 	   D S P 	   D S P 	 D S P   >4	 D S P   C o d e 	 1E2  D S P 	 D S P   C o d e 	 D S P   C o d e 	 D S P   				 D S P   C o d e 	 D S P   C o d e 	 >4  D S P 	 D S P   


	 D S P   	 I k h o d i   l e - D S P 	 I k h o w u d i   y e D S P 	 M s i m b o   w a   D S P 	 D S P - k o d e 	 D S P   k o d a s 	 D S P   k o d s 	 D S P   k o o d 	 D S P   >anoack	   	 C o d   D S P 	 D S P   
K
!
M
	 D S P   K!	 	 D S P   				 	 	 	 	 	 	 	 C  d i g o   D S P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ D S P A T C H _ V E R 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 D S P   P a t c h 	 D S P   P a t c h 	 D S P   P a t c h 	 A
L  D S P 	 R e v i s i  n   D S P 	 C o r r e c t i f   D S P 	 D S P - P a t c h 	 0?;0B0  D S P 	 P e z z a   d i   D S P 	 D S P   P a t c h 	 C a m i n h o   D S P 	 D S P   E k l e n t i s i 	 D S P   P a t c h 	 D S P   P a t c h 	 T a m p u n g   D S P 	 D S P   *	H			 D S P   s t i 	 Z  p l a t a   D S P 	 Zc i e |k a   d o s t p u   D S P 	 D S P   p a t c h 	 D S P - p a t c h 	 D S P - p a t c h 	 Z  p l a t a   D S P 	 D S P - p a t c h 	 D S P - p a t c h 	 D S P   z a k r p a 	 R e p a r a ci e   D S P   	 D S P   O b l i ~	   D S P 	   D S P 	 D S P   0BG	 D S P   P a t c h 	 H5DG  D S P 	 D S P   P a t c h 	 D S P   P a t c h 	 D S P   						 D S P   P a t c h 	 D S P   P a t c h 	 0BG  D S P 	 D S P   


	 D S P   	 I - D S P   P a t c h 	 I p e t s h i   y e - D S P 	 K i r a k a   c h a   D S P 	 D S P - b y w e r k i n g 	 D S P   k e l i a s 	 D S P   i e l p s 	 D S P   p a i k 	 D S P   Jay	   	 R e p a r a ci e   D S P 	 D S P   *
>

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
M
	 D S P   *%	 	 D S P   				 	 	 	 	 	 	 	 E m e n d a   D S P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ S W _ V E R 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 S W   M C U 	 M C U   l o g i c i e l 	 M C U - S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 						  										 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 I - M C U   S W 	 I - M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 M C U   S W 	 	 M C U   S W 	 	 	 	 	 	 	 	 M C U   S W 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ H W _ V E R 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 M S   B o a r d 	 M S   B o a r d 	 M S   B o a r d 	 -#L  M S 	 T a r j e t a   M S 	 C a r t e   M S 	 M S - B o r d 	 0=5;L  M S 	 S c h e d a   M S 	 M S   B o a r d 	 P l a c a   M S 	 M S   P a n o s u 	 B n g   M S 	 P a p a n   M S 	 P a p a n   M S 	 M S   ,	K	0	M	!		 M S   b o a r d 	 D e s k a   M S 	 T a b l i c a   M S   	 M S   t  b l a 	 M S - t a u l u 	 M S - b o a r d 	 M S   d o s k a 	 M S   B o a r d 	 M S   B o a r d 	 M S   p l o 
a 	 P l a c   M S 	 M S   T a b l a 	   M S 	 M S   B o a r d 	 M S   :@0=	 M S   B o a r d 	 5A-G  M S 	 M S   B o a r d 	 M S   B o a r d 	 				  						 M S   B o a r d 	 M S   B o a r d 	 0=5;L  M S 	 M S   




	 M S   	 I - M S   B o a r d 	 I b h o d i   y e - M S 	 B a o   y a   M S 	 M S - b o r d 	 M S   p l o k at 	 M S   p l a t e 	 M S   p l a a t 	 M S   Jlaa	 M S   	 P l a c   M S 	 M S   ,
K
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!
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	 M S   ,K0M!	 	 M S   					 	 	 	 	 	 	 	 P l a c a   M S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ M E L O D Y _ V E R 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 M e l o d y 	 M e l o d y 	 M e l o d y 	 3-	 M e l o d  a 	 M  l o d i e 	 M e l o d i e 	 5;>48O	 M e l o d i a 	 F:E)	 M e l o d i a 	 M e l o d i 	 G i a i   i u 	 M e l o d i 	 M e l o d i 	 .	G	2	K	!	@		 M e l o d i 	 M e l o d i e 	 M e l o d y j k a 	 D a l l a m 	 M e l o d i a 	 M e l o d i 	 M e l  d i a 	 M e l o d i e 	 M e l o d i 	 M e l o d i j a 	 M e l o d i e 	 M e l o d i j a 	 	 	 5;>48O	 M e l o d y 	 EDH/	 M e l o d y 	 M e l o d y 	 							 M e l o d y 	 M e l o d y 	 5;>4VO	 


	 	 I m e l o d i 	 I s a n d i   e s i m n a n d i   s o k u v u m a 	 L a h a n i 	 D e u n t j i e 	 M e l o d i j a 	 M e l o d i j a 	 M e l o o d i a 	 Deredk	 	 M e l o d i e 	 .
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	 .G2K!?	 	 						 	 	 	 	 	 	 	 M e l o d i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ I S N 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 S e r i a l   n o . 	 S e r i a l   N o . 	 S e r i a l   N o . 	 +!2"@%%4 1L	 N    d e   s e r i e 	 N    d e   s  r i e 	 S e r i e n n r . 	 !5@89=K9  =><5@  	 N u m e r o   d i   s e r i e   	 'D1BE  'DE3D3D	 N  m e r o   d e   s  r i e 	 S e r i   n u m a r a s 1	 S   s  r i . 	 N o .   S e r i 	 N o . s i r i 	 	M	0	.	  8			M	/	>	 	 S e r i e   N u m m e r 	 S  r i o v    
 s l o 	 N u m e r   s e r y j n y 	 S o r o z a t s z  m 	 S a r j a n u m e r o 	 S e r i e n r . 	 S  r i o v    
. 	 S e r i e n u m m e r 	 S e r i e n u m m e r . 	 S e r i j s k i   b r o j 	 N u m r   d e   s e r i e 	 S e r i j s k a   `t . 	   	   	 !5@85=  N o . 	 S e r i a l   N o . 	 4E'1G  31'D	 S e r i a l   N o . 	 S e r i a l   N o . 	 							  						 S e r i a l   N o . 	 S e r i a l   N o . 	 !5@V9=89  !	 



  

. 	   . 	 I - S e r i a l   n o . 	 I s i r i y a l i   n o m b . 	 N a m b a r i   y a   m f u l u l i z o 	 R e e k s n o . 	 S e r i j o s   n u m e r i s 	 S r i j a s   N r . 	 S e e r i a n u m b e r 	 @eiaoav  pata	   	 N r .   d e   s e r i e 	 8
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
. 	 M0.?  (	 	 						  			 	 	 	 	 	 	 	 N    s  r i e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ B U I L D _ T I M E 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   m e n u   i t e m 	 B u i l d   n o . 	 B u i l d   N o . 	 B u i l d   N o . 	 +!2"@%#8H	 N    d e   v e r s i  n   d e   c o m p i l a c i  n 	 C o n s t r u c t i o n   n  	 B a u a r t n r . 	 AB@>5==K9  =><5@  	 C o s t r u z i o n e   N o .   	 1BE  'D'F4'!	 N  m e r o   d e   c o n s t r u   o 	 0m a l a t   n u m a r a s 1	 S   k h i   t o . 	 N o .   P e m b u a t a n 	 N o .   b i n a a n 	 ,	?	2	M	!	  (		,	0		 B y g n i n g s   N u m m e r 	  s l o   s e s t a v e n  	 N u m e r   b u d o w y 	 V e r z i  s z  m 	 V a l m i s t u s n u m e r o 	 M o d e l l n r . 	  s l o   z o s t a v y 	 B u i l d n u m m e r 	 B i l d n u m m e r 	 V a r i j a n t a   b r . 	 N r .   c o n s t r u c ci e 	 V g r a d n a   `t . 	   	   B u i l d 	 ;>:  N o . 	 B u i l d   N o . 	 4E'1G  3'.*	 B u i l d   N o . 	 B u i l d   N o . 	 				  				  						 B u i l d   N o . 	 B u i l d   N o . 	 !  71>@:8	 




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e n j e   k a s n i j e ! 	 R T C   s e t a t .   P o r n i r e   a u t o m a t   m a i   t  r z i u 	 R T C   N A S T A V L J E N O !   S a m o d e j n o   m o 
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e n o   k a s n e j e ! 	   R T C !       ! 	     ( R T C )         	 R T C   !" . !   2B><0B8G=>  2:;NG8  ?>- :JA=>! 	 	0		@	8	@	  8	G		  !   		K	  *	>	5	0	  (		$	0	  8	A	0	B	  	0	>		 R T C   *F8E  4/.   (9/'K  (G  7H1  .H/'1  1H4F  E  4H/	 ! "1  y  3  3y!   (9/  E  .H/  (.H/  'DH  H	   !       ! 	 						  			  				d	  			  										  						  		  			d		 
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	 	 R e p o r t 	 R e p o r t 	 R e p o r t 	 V e r s l a g 	 R e p o r t 	 R e p o r t 	 R e p o r t 	 R e p o r t 	 R e p o r t 	 R e p o r t 	 1
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	 0?*K0M	 	 										 	 	 	 	 	 	 	 R e l a t  r i o 	 	 	 	 	 	 	 	 T x o s t e n a 	 U l a t 	 I n f o r m e 	 R p t 	 T u a i r i s c 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ R E S U L T 	 U n d e f i n e d 	 I C O N T E X T 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s o f t   k e y ) 	 T e s t   r e s u l t 	 U,nfP}g	 USyKmՋ~g	 %2#*-	 R e s u l t a d o   d e   l a   p r u e b a 	 T e s t e r   l e   r  s u l t a t 	 T e s t e r g e b n i s 	  57C;LB0B  ?@>25@:8	 R i s u l t a t o   d e l   T e s t 	 F*J,)  'D'.*('1	 R e s u l t a d o   d o   t e s t e 	 T e s t   s o n u  l a r 1	 K t   q u   k i m   t r a 	 H a s i l   U j i 	 K e p u t u s a n   u j i a n 	 	>			  *	0	?	#	>	.		 T e s t   R e s u l t a t 	 V  s l e d e k   t e s t u 	 W y n i k   t e s t u 	 T e s z t e r e d m  n y 	 T e s t i t u l o s 	 T e s t r e s u l t a t 	 V  s l e d o k   t e s t u 	 T e s t r e s u l t a a t 	 T e s t r e s u l t a t e r 	 R e z u l t a t   t e s t a 	 R e z u l t a t u l   t e s t u l u i 	 R e z u l t a t   T e s t a 	   	   	 "5AB   57C;B0B	 *	0	@		M	7	>	  (	?		>	2		 F*,G  "2E'4	 y3y  '  F*,	   	 								  						 *
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	 F8MM  0?2MM	  57C;LB0B  B5ABC20==O	 






  





	   	 T e s t   r e s u l t 	 T e s t   r e s u l t 	 T e s t   r e s u l t 	 T o e t s r e s u l t a a t 	 T e s t   r e s u l t 	 T e s t   r e s u l t 	 T e s t   r e s u l t 	 T e s t   r e s u l t 	 T e s t   r e s u l t 	 T e s t   r e s u l t 	 
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	 *0@M7>  +3>+3	 	 								  						 	 	 	 	 	 	 	 R e s u l t a d o   d o   t e s t e 	 	 	 	 	 	 	 	 A z t e r k e t a r e n   e m a i t z a 	 R e s u l t a   n g   p a g s u s u l i t 	 R e s u l t a d o   d a   p r o b a 	 R z t   u l e 	 T o r a d h   n a   t  s t  l a 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ P A S S 	 U n d e f i n e d 	 R S K 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s o f t   k e y ) 	 P a s s 	 bR	 bR	 H2	 S u p e r a d a 	 P a s s e r 	 B e s t a n d e n 	 %>4	 P a s s a 	 F,'-	 P a s s a r 	 A t l a 	 T h  n h   c  n g 	 L u l u s 	 L u l u s 	 *	>	8		 B e s t  	 S l o ~e n  	 P r z e b i e g 	 M e g f e l e l t 	 O h i t a 	 G o d k j e n n 	  s p e c h 	 G o e d g e k e u r d 	 P a s s e r a 	 P r o l a z 	 T e s t   p r o m o v a t 	 I z o g n i t i 	 	 	 @5<8=020	 		$	M	$	@	0	M	#		 B(HD	 21F'	 	 				 8
+
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	 *>8M	 @>945=>	 


	 	 P a s s 	 P a s s 	 P a s s 	 S l a a g 	 P a s s 	 P a s s 	 P a s s 	 P a s s 	 P a s s 	 P a s s 	 5
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	 	$M$@0M#M#	 	 				 	 	 	 	 	 	 	 A p r o v a d o 	 	 	 	 	 	 	 	 G a i n d i t u a 	 P a s a d o 	 A p r o b a d o 	 G a f e e 	 D   i r i g h   l e i s 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ F A I L 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s o f t   k e y ) 	 F a i l 	 1YWe	 1Y%	 %I!@+%'	 N o   s u p e r a d a 	  c h o u e r 	 F e h l g e s c h l a g e n 	 !1>9	 N o n   p a s s a 	 A4D	 F a l h a 	 B a _a r 1s 1z 	 T h t   b i 	 G a g a l 	 G a g a l 	 	8	+	2		 M i s l y k k e t ! 	 S e l h  n  	 N i e p o w o d z e n i e 	 N e m   f e l e l t   m e g 	 E p  o n n i s t u m i n e n 	 F e i l 	 N e  s p e c h 	 M i s l u k t 	 M i s s l y c k a s 	 N e u s p j e h ! 	 T e s t   p i c a t 	 N a p a k a 	   	 	 @>20;O	 	(	A	$	M	$	@	0	M	#		 1/	 F''E	 	 				 
8
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	 5?+2	 ><8;:0	 





	 	 F a i l 	 F a i l 	 F a i l 	 M i s l u k 	 F a i l 	 F a i l 	 F a i l 	 F a i l 	 F a i l 	 F a i l 	 *
0
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	 ,?+3	 	 					 	 	 	 	 	 	 	 F a l h a 	 	 	 	 	 	 	 	 P o r r o t a 	 B a g s a k 	 F a l l o 	 d a 	 T h e i p   a i r 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ R T C 	 U n d e f i n e d 	 L S K 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s o f t   k e y ) 	 R T C 	 '4	 Ô	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 'DEF(G	 R e l  g i o   d e   t e m p o   r e a l 	 R T C 	 R T C 	 R T C 	 R T C 	 	0		@	8	@		 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C   ( c e a s   d e   t i m p   r e a l ) 	 R T C 	 R T C 	 R T C 	 R T C 	 	0		@	8	@		 R T C 	 "1  y  3	 	 							 
0

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	 0M  ?  8?  8FM  $0A5>$  K  *50M  G/.A	 R T C 	 R T C   	  	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 R T C 	 	 R T C 	 	 	 	 	 	 	 	 R T C 	 	 	 	 	 	 	 	 R T C 	 R T C 	 R T C 	 R t c 	 R T C 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ R E T E S T 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s o f t   k e y ) 	 R e t e s t 	 ͑,n	 ͑Km	 *-C+!H	 V o l v e r   a   p r o b a r 	 T e s t e r      n o u v e a u 	 N e u e r   T e s t 	 >2B>@=0O  ?@>25@:0	 C o n t r o p r o v a 	 '9'/)  'D'.*('1	 V o l t a r   a   t e s t a r 	 Y e n i d e n   t e s t   e t 	 K i m   t r a   l i 	 U j i   U l a n g 	 U j i   s e m u l a 	 *	A	(	0	M		>				 T e s t   I g e n 	 Z n o v u   t e s t o v a t 	 P o n o w n y   t e s t 	 T e s z t    j r a i n d  t  s a 	 U u s i   t e s t i 	 R e T e s t 	 O p a k o v a e  t e s t 	 W e e r   t e s t e n 	 T e s t a - o m 	 R e T e s t 	 R e l u a r e   t e s t a r e 	 P o n o v e n   T e s t 	   R e 	   	 "5AB209  B=>2>	 *	A	(	M	9	>	  *	0	@		M	7	#		 "2E'4  E,//	 /H  ('1  y3y	 	 											  					 ,
>
9
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	 0?F8MM	 >2B>@=5  B5ABC20==O	 


  






  


	   	 R e t e s t 	 R e t e s t 	 R e t e s t 	 T o e t s   w e e r 	 R e t e s t 	 R e t e s t 	 R e t e s t 	 R e t e s t 	 R e t e s t 	 R e t e s t 	 *
A
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	 *A(8GM	 	 						 	 	 	 	 	 	 	 T e s t a r   n o v a m e n t e 	 	 	 	 	 	 	 	 B e r r i z   a z t e r t u 	 U l i t   n a   P a g s u s u l i t 	 V o l v e r   a   f a c e r   p r o b a 	 L e g h a r a 	 A t  s t  i l 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ E X I T 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s c r e e n ) 	 E x i t 	 ▋	 y _	 --	 S a l i r 	 S o r t i r 	 B e e n d e n 	 KE>4	 U s c i t a 	 .1H,	 S a i r 	  1k 1_	 T h o  t   	 K e l u a r 	 K e l u a r 	 ,	>	9	0		 A f s l u t 	 O d e j  t 	 W y j d z	 K i l  p  s 	 P o i s t u 	 A v s l u t t 	 O d  s e	 A f s l u i t e n 	 A v s l u t a 	 I z l a z 	 I e _i r e 	 I z h o d 	 	 	 7E>4	 ,	>	9	G	0	  /	>		 .1H,	 ('1  "F'	 	 						 ,
>
9
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	 M?M	 89B8	 



  


	 	 E x i t 	 E x i t 	 E x i t 	 G a a n   u i t 	 E x i t 	 E x i t 	 E x i t 	 E x i t 	 E x i t 	 E x i t 	 *
A
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	 *0?$M_>  0(M$A	 	 									 	 	 	 	 	 	 	 S a i r 	 	 	 	 	 	 	 	 I r t e e r a 	 L u m a b a s 	 S a  r 	 P 	 S c o i r 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ A L L P A S S E D 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s c r e e n ) 	 A l l   p a s s e d 	 @b	g,nfN	 @b	gKmՋǏ	 H21I+!	 T o d a s   s u p e r a d a s 	 T o u s   l e s   t e s t s   p a s s  s 	 A l l e   b e s t a n d e n 	 A5  ?@>945=>	 T u t t o   P a s s a t o 	 CD  F',-	 T o d o s   c o n c l u  d o s   c o m   s u c e s s o 	 T  m    a t l a n d 1	 T t   c   t r c   n g h i m   u   t 	 S e m u a   l u l u s ! 	 S e m u a   l u l u s 	 8	-	@	  *	>	8		 A l t   B e s t  e t ! 	 V ae   s l o ~e n o ! 	 W s z y s t k o   p r z e b i e g Bo ! 	  s s z e s   m e g f e l e l t 	 K a i k k i   h y v  k s y t t y ! 	 A l l e   g o d k j e n t ! 	 V ae t k o    s p e an  ! 	 A l l e s   g o e d g e k e u r d 	 A l l a    r   a v k l a r a d e ! 	 S v e   j e   u   r e d u ! 	 T o a t e   t e s t e l e   a u   f o s t   p r o m o v a t e 	 V s i   I z g o n j e n i ! 	     ! 	       	 A8G:8  @5<8=0B8! 	 8	0	M	5	  		$	M	$	@	0	M	#	  ! 	 GEG  B(HD  4/	 ! *E'E  21  '	   ! 	 		  			  						 8
>
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! 	 (M(@  *>8/M/>/?	 AV  ?@>945=V! 	 


  



  




  	   	 A l l   p a s s e d 	 A l l   p a s s e d 	 A l l   p a s s e d 	 A l l e s   g e s l a a g 	 A l l   p a s s e d 	 A l l   p a s s e d 	 A l l   p a s s e d 	 A l l   p a s s e d 	 A l l   p a s s e d 	 A l l   p a s s e d 	 
2
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  5
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
	 8.8M$  	$M$@0M#M#  9G2>	 	 				  			  				 	 	 	 	 	 	 	 T u d o   a p r o v a d o 	 	 	 	 	 	 	 	 D e n e k   g a i n d i t u a 	 L a h a t   p a s a d o 	 T o d o   a p r o b a d o 	 I h e   n i i l e   a g a f e e l a 	 D   i r i g h   l e   g a c h   c e a n n 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ A L L D O N E 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s c r e e n ) 	 A l l   t e s t s   d o n e 	 @b	g,nf[b	 @b	gKmՋ[b	 *-@*#G1I+!A%I'	 T o d a s   l a s   p r u e b a s   f i n a l i z a d a s 	 T o u s   l e s   t e s t s   e f f e c t u  s 	 A l l e   T e s t   f e r t i g 	 A5  ?@>25@:8  ?@>945=K	 F a t t i   t u t t i   i   t e s t 	 *E  '.*('1  'D,EJ9	 T o d o s   o s   t e s t e s   e f e c t u a d o s 	 T  m   t e s l e r   t a m a m l a n d 1	 T t   c   t r c   n g h i m   u   h o  n   t h  n h 	 S e m u a   p e n g u j i a n   s e l e s a i ! 	 S e m u a   u j i a n   s e l e s a i 	 8	-	@	  	>			  8		*	(	M	(		 A l l e   T e s t   U d f  r t ! 	 V ae c h n y   t e s t y   p r o v e d e n y ! 	 W s z y s t k i e   t e s t y   w y k o n a n e ! 	  s s z e s   t e s z t   k  s z ! 	 K a i k k i   t e s t i t   t e h t y ! 	 A l l e   t e s t e r   f u l l f  r t ! 	 V ae t k y   t e s t y    s p e an  ! 	 A l l e s   g e t e s t 	 A l l a   t e s t e r    r   u t f  r d a ! 	 S v i   t e s t o v i   g o t o v i ! 	 T o a t e   t e s t e l e   a u   f o s t   e f e c t u a t e 	 V s i   T e s t i   N a r e j e n i ! 	       ! 	     	 A8G:8  "5AB>25  0?@025=8! 	 8	0	M	5	  *	0	@		M	7	>	  	G	2	G	  ! 	 GEG  "2E'4  G'  'F,'E  4/	 ! *E'E  y3y  H&	         ! 	 		  							  			  			  					 8
>
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! 	 (M(?  *0@M72A  0?>/?	 AV  B5AB8  28:>=0=>! 	 


  







  

  


	     	 A l l   t e s t s   d o n e 	 A l l   t e s t s   d o n e 	 A l l   t e s t s   d o n e 	 A l l e   t o e t s e   k l a a r 	 A l l   t e s t s   d o n e 	 A l l   t e s t s   d o n e 	 A l l   t e s t s   d o n e 	 A l l   t e s t s   d o n e 	 A l l   t e s t s   d o n e 	 A l l   t e s t s   d o n e 	 
2
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  
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M
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	 8.8M$  *0@M7>  0>/>?	 	 				  							  								 	 	 	 	 	 	 	 T o d o s   o s   t e s t e s   f e i t o s 	 	 	 	 	 	 	 	 A z t e r k e t a   g u z t i a k   b u k a t u r i k 	 N a g a w a   l a h a t   n g   p a g s u s u l i t 	 T o d o s   a s   p r o b a s   f e i t a s 	 E m e c h a a l a   u l e   n i i l e 	 G a c h   t  s t  i l   d  a n t a 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ F A I L E D 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s c r e e n ) 	 F a i l e d 	 R,nf1YWe	 RKmՋ1Y%	 %I!@+%'	 E r r o r 	  c h e c 	 F e h l g e s c h l a g e n 	 !1>9	 f a l l i t o 	 A4D	 F a l h o u 	 B a _a r 1s 1z 	 T h t   b i 	 G a g a l ! 	 G a g a l 	 	8	+	2		 M i s l y k k e t ! 	 S e l h  n  ! 	 B Bd ! 	 S i k e r t e l e n ! 	 E p  o n n i s t u i ! 	 M i s l y k k e t ! 	 N e  s p e an  ! 	 M i s l u k t 	 M i s s l y c k a t s 	 N e u s p j e an o ! 	 T e s t   n e f i n a l i z a t   c u   s u c c e s 	 N e u s p e an o ! 	 ! 	 	 5CA?5H5=! 	 	(	A	$	M	$	@	0	M	#	  ! 	 1/  4/	 ! F''E	 ! 	 			  						 
8
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! 	 5?+2.H&?	 ><8;:0! 	 





  



	 	 F a i l e d 	 F a i l e d 	 F a i l e d 	 O n s u k s e s v o l 	 F a i l e d 	 F a i l e d 	 F a i l e d 	 F a i l e d 	 F a i l e d 	 F a i l e d 	 *
0
>

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
	 ,?+3  9G2>	 	 				  					 	 	 	 	 	 	 	 F a l h o u 	 	 	 	 	 	 	 	 P o r r o t a 	 B a g s a k 	 F a l l o u 	 g a g h 	 T e i p t h e 
 
 S T R _ I D _ F M _ A U T O _ T E S T _ U N F I N I S H E D 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s c r e e n ) 	 N o t   f i n i s h e d 	 ,nf*g[b	 KmՋ*g[b	 D!HA%I'@*#G	 N o   f i n a l i z a d a 	 P a s   t e r m i n  	 N i c h t   f e r t i g g e s t e l l t 	 5  70:>=G. 	 N o n   F i n i t o 	 DE  JF*GJ	 N  o   t e r m i n a d o 	 T a m a m l a n m a d 1	 T r c   n g h i m   c h a   k t   t h  c 	 T a k   s e l e s a i ! 	 T a k   s e l e s a i 	 *	B	0	>	  (	9	@		  9	A		   	 I k k e   A f s l u t t e t ! 	 N e d o k o n 
e n o ! 	 N i e d o k o Dc z o n y ! 	 N e m   f e j e z Qd  t t   b e ! 	 K e s k e n ! 	 I k k e   f u l l f  r t ! 	 N e d o k o n 
e n  ! 	 N i e t   v o l t o o i d 	 E j   k l a r !     	 N i j e   z a v r ae n o ! 	 T e s t   n e t e r m i n a t 	 N i   K o n 
a n o 	   ! 	   	 5  5  @8:;NG5=>! 	 8	.	M	*	B	0	M	#	  (	>	9	@	  ! 	 *E'E  F4/G  '3*	 ! EED  F  H'	 	 										 
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  



  


	 	 N o t   f i n i s h e d 	 N o t   f i n i s h e d 	 N o t   f i n i s h e d 	 N i e   k l a a r   n i e 	 N o t   f i n i s h e d 	 N o t   f i n i s h e d 	 N o t   f i n i s h e d 	 N o t   f i n i s h e d 	 N o t   f i n i s h e d 	 N o t   f i n i s h e d 	 *
B
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2
	 8.>*M$  9K(>9?	 	 			  				  				 	 	 	 	 	 	 	 N  o   t e r m i n a d o 	 	 	 	 	 	 	 	 B u k a t u   g a b e 	 H i n d i   t a p o s 	 N o n   f i n a l i z a d o 	 O m e c h a b e g h i 	 N e a m h c h r  o c h n a i t h e 
 
 S T R _ I D _ F M _ A U T O T E S T _ L E D _ R 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   m e n u ) 	 R e d   L E D   f l a s h i n g 	 }IQ
r	 ~IQp	 D  L E D   A0#4	 L E D   r o j o   i n t e r m i t e n t e 	 D E L   r o u g e   c l i g n o t a n t e 	 R o t e   L E D   b l i n k t 	 @0A=K9  8=48:0B>@  <8305B	 L E D   r o s s o   l a m p e g g i a n t e 	 6H!  #-E1	 A   p i s c a r   L E D   v e r m e l h o 	 K 1r m 1z 1  L E D   y a n 1p   s  n  y o r 	  n     n h p   n h  y 	 L E D   m e r a h   b e r k e d i p 	 L E D   m e r a h   b e r k e d i p 	 2	>	2	  	2		!	@	  +	M	2	H	6	  9	K	  0	9	@	  9	H		 R  d   L E D   b l i n k e r 	 B l i k  n    
e r v e n    L E D 	 C z e r w o n a   d i o d a   L E D   b By s k a 	 A   v  r  s   L E D   v i l l o g 	 P u n a i n e n   L E D   v i l k k u u 	 R  d   L E D - b l i n k i n g 	 e r v e n    L E D   b l i k  	 R o d e   l e d   k n i p p e r t 	 R  d   l y s d i o d   ( L E D )   l y s e r 	 T r e p e   c r v e n a   L E D 	 L E D - u l   r o _u   s e   a p r i n d e   i n t e r m i t e n t 	 R d e 
  L E D   u t r i p a 	   L E D   	     	 830=5  '5@25=  48>4	 2	>	2	  	2		!	@	  +	M	2	E	6		 L E D   B1E2  4E  2F	 31.  L E D   AD4F	     	 			  					  						  	 2
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	        	 R e d   L E D   f l a s h i n g 	 R e d   L E D   f l a s h i n g 	 R e d   L E D   f l a s h i n g 	 R o o i   L E D   f l i t s 	 R e d   L E D   f l a s h i n g 	 R e d   L E D   f l a s h i n g 	 R e d   L E D   f l a s h i n g 	 R e d   L E D   f l a s h i n g 	 R e d   L E D   f l a s h i n g 	 R e d   L E D   f l a s h i n g 	 
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 
 S T R _ I D _ F M _ A U T O T E S T _ L E D _ G 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   m e n u ) 	 G r e e n   L E D   f l a s h i n g 	 }IQ
r	 ~IQp	 D  L E D   @5"'0#4	 L E D   v e r d e   i n t e r m i t e n t e 	 D E L   v e r t e   c l i g n o t a n t e 	 G r  n e   L E D   b l i n k t 	 5;5=K9  8=48:0B>@  <8305B	 L E D   v e r d e   l a m p e g g i a n t e 	 6H!  #.61	 A   p i s c a r   L E D   v e r d e 	 Y e _i l   L E D   y a n 1p   s  n  y o r 	  n   x a n h   l    c  y   n h p   n h  y 	 L E D   h i j a u   b e r k e d i p 	 L E D   h i j a u   b e r k e d i p 	 9	0	@	  	2		!	@	  +	M	2	H	6	  9	K	  0	9	@	  9	H	 	 G r  n   L E D   b l i n k e r 	 B l i k  n    z e l e n    L E D 	 Z i e l o n a   d i o d a   L E D   b By s k a 	 A   z  l d   L E D   v i l l o g 	 V i h r e    L E D   v i l k k u u 	 G r  n n   L E D - b l i n k i n g 	 Z e l e n    L E D   b l i k  	 G r o e n e   l e d   k n i p p e r t 	 G r  n   l y s d i o d   ( L E D )   l y s e r 	 T r e p e   z e l e n a   L E D 	 L E D - u l   v e r d e   s e   a p r i n d e   i n t e r m i t e n t 	 Z e l e n   L E D   u t r i p a 	   L E D   	     	 830=5  5;5=  48>4	 9	?	0	5	>	  	2		!	@	  +	M	2	E	6		 L E D   3(2  4E  2F	 1L E D   AD4F	     	 				  					  							 9
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	        	 G r e e n   L E D   f l a s h i n g 	 G r e e n   L E D   f l a s h i n g 	 G r e e n   L E D   f l a s h i n g 	 G r o e n   L E D   f l i t s 	 G r e e n   L E D   f l a s h i n g 	 G r e e n   L E D   f l a s h i n g 	 G r e e n   L E D   f l a s h i n g 	 G r e e n   L E D   f l a s h i n g 	 G r e e n   L E D   f l a s h i n g 	 G r e e n   L E D   f l a s h i n g 	 *
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r	 ݄IQp	 D  L E D   I3@40#4	 L E D   a z u l   i n t e r m i t e n t e 	 D E L   b l e u e   c l i g n o t a n t e 	 B l a u e   L E D   b l i n k t 	 !8=89  8=48:0B>@  <8305B	 L E D   b l u   l a m p e g g i a n t e 	 6H!  #21B	 A   p i s c a r   L E D   a z u l 	 M a v i   L E D   y a n 1p   s  n  y o r 	  n   x a n h   d a   t r i   n h p   n h  y 	 L E D   b i r u   b e r k e d i p 	 L E D   b i r u   b e r k e d i p 	 (	@	2	@	  	2		!	@	  +	M	2	H	6	  9	K	  0	9	@	  9	H		 B l    L E D   b l i n k e r 	 B l i k  n    m o d r    L E D 	 N i e b i e s k a   d i o d a   L E D   b By s k a 	 A   k  k   L E D   v i l l o g 	 S i n i n e n   L E D   v i l k k u u 	 B l    L E D - b l i n k i n g 	 M o d r    L E D   b l i k  	 B l a u w e   l e d   k n i p p e r t 	 B l    l y s d i o d   ( L E D )   l y s e r 	 T r e p e   p l a v a   L E D 	 L E D - u l   a l b a s t r u   s e   a p r i n d e   i n t e r m i t e n t 	 M o d r i   L E D   u t r i p a 	   L E D   	     	 830=5  !8=  48>4	 (	?	3	>	  	2		!	@	  +	M	2	E	6		 L E D   "(  4E  2F	 FD  L E D   AD4F	     	 			  					  							 (
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	        	 B l u e   L E D   f l a s h i n g 	 B l u e   L E D   f l a s h i n g 	 B l u e   L E D   f l a s h i n g 	 B l o u   L E D   f l i t s 	 B l u e   L E D   f l a s h i n g 	 B l u e   L E D   f l a s h i n g 	 B l u e   L E D   f l a s h i n g 	 B l u e   L E D   f l a s h i n g 	 B l u e   L E D   f l a s h i n g 	 B l u e   L E D   f l a s h i n g 	 (
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n i k 	 T e s t a ci   d i f u z o r u l 	 P r o s i m   t e s t i r a j t e   Z v o 
n i k 	     	     	 >;O,   B5AB209  >2>@8B5;O	 	C	*	/	>	  8	M	*	@		0	  *	0	@		M	7	>	  	0	>		 D7A'K  (DF/H  1'  "2E'4  F/	 (1'&      E1('F  D'$  '3~1  y3y  ,&	       	 							  			  							  							  					 
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	 &_>0?  9G!8G  *0@M7>  0(M$A	 	 							  			  						  							  				 	 	 	 	 	 	 	 T e s t e   f o n e   d e   o u v i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ A U T O T E S T _ M E L O D Y 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s c r e e n ) 	 M e l o d y   p l a y i n g 	 jd>e	 PNd>e	 2#@%H3-	 R e p r o d u c c i  n   d e   l a   m e l o d  a 	 L a   m  l o d i e   e s t   e n   c o u r s   d e   l e c t u r e 	 M e l o d i e   w i r d   w i e d e r g e b e n 	 >A?@>872.   <5;>488	 E s e g u i r e   M e l o d i a   	 *4:JD  'DF:E)	 A   r e p r o d u z i r   m e l o d i a 	 M e l o d i    a l 1y o r 	 P h  t   g i a i   i u 	 M a i n k a n   m e l o d i 	 M e l o d i   d i m a i n k a n   	 .	G	2	K	!	@	  ,		  0	9	@	  9	H	 	 A f s p i l l e r   M e l o d i 	 P Ye h r  n    m e l o d i e 	 O d t w a r z a n i e   m e l o d y j k i 	 D a l l a m   l e j  t s z  s a 	 S o i t t a a   m e l o d i a a 	 M e l o d i   s p i l l e r 	 P r e h r  v a n i e   m e l  d i e 	 M e l o d i e   w o r d t   a f g e s p e e l d 	 M e l o d i   s p e l a s   u p p 	 I z v o e n j e   m e l o d i j e 	 R e d a r e   m e l o d i e 	 M e l o d i j a   P r e d v a j a n a 	   	   	 7?J;=5=85  =0  5;>48O	 8			@	$	.	/	  	G	3	#	G		 EDH/  /1  -'D  ~.4	 EDH  D'F'	   	 							  						 0
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 
 S T R _ I D _ F M _ A U T O T E S T _ V I B 	 U n d e f i n e d 	 U N L I M 	 F a c t o r y   M o d e   A u t o T e s t   T e x t ( i n   t h e   s c r e e n ) 	 V i b r a t i n g 	 /cR-N	 /cR-N	 2#*1H	 V i b r a c i  n 	 V i b r a t i o n   e n   c o u r s 	 G e r  t   v i b r i e r t 	 81@8@CNI89	 V i b r a n t e 	 ,'1M  'D'G*2'2	 A   v i b r a r 	 T i t r e _i m d e 	 a n g   r u n g 	 G e t a r a n 	 B e r g e t a r 	 		*	(		 V i b r e r e r 	 V i b r o v  n  	 W i b r u j 	 R e z g  s 	 V  r i s e e 	 V i b r e r e r 	 V i b r o v a n i e 	 T r i l l e n 	 V i b r e r a r 	 V i b r i r a n j e 	 V i b r a ci i 	 V i b r i r a n j e 	 	 	 81@0F8O	 		*	(		 /1  -'D  D124	 *22	 	 						 
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 
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a k a 	 T e s t   p u n c t   N x M 	 N x M   T o 
k o v n i   T e s t 	     x 	     N x M 	 N x M   "5AB20=5  B>G:0	 	(			M	8		.	  *	I				  	G	8	M			 *3*  FB7G  N x M 	 N x M   P o i n t   T e s t 	     	 		. 				. 		  						  						 
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	 N x M     	 I - N x M   p o i n t   t e s t 	 U v a v a n y o   l w e n d a w o   y e N x M 	 J a r i b i o   l a   s e h e m u   y a   N x M 	 N x M - p u n t t o e t s 	 N x M   t a ak o   t e s t a s 	 N x M   p u n k t a   t e s t s 	 N x M   p u n k t i   t e s t 	 N x M   oek  e}a~xxt	 N x M     	 T e s t   p u n c t   N x M 	 N x M   *
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 
 S T R _ W A L L P A P E R _ F I X 	 S e t t i n g 	 I C O N T E X T 	 F i x 	 F i x 	 V[Lh^	 V[Lh^	 H-!	 F i j a r 	 T e s t   d e   p o i n t s   N x M 	 F i x i e r e n 	 0;06820BL	 R i p a r a 	 +'(*	 F i x a r 	 D  z e l t 	 B   t r    c   n h 	 T e t a p 	 T e t a p 	 +	?		M	8		 F i x 	 U p e v n i t 	 U s t a l 	 F i x 	 K o r j a a 	 F i k s 	 U p e v n i e	 F i x e n 	 M o n t e r a 	 U 
v r s t i 	 R e p a r a r e 	 F i k s n o 	 	 	 $8:A8@09	 +	?		M	8		 +'(*  1/F	 A3	 	 						 *
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	 +?M8M	 AB0=>28B8	 



	 	 L u n g i s a 	 L u n g i s a 	 T e n g e n e z a 	 M a a k   r e g 	 F i k s u o t i 	 L a b o t 	 P a r a n d a 	 Vk}el	 	 R e p a r a ci 	 	
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 
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a j 	 	 	 02J@B8	 +	?	0	5	>		 1.'F/F	 1EHy	 	 									  						 
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 
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 
 S T R _ P R O F I L E S _ C A N N O T _ C H A N G E _ S I L E N T _ M O D E _ S E T T I N G 	 U s e r P r o f i l e s 	 P O P U P 	 c a n n o t   c h a n g e   s i l e n t   m o d e   s e t t i n g   i n   c u r r e n t   s i t u a t i o n 	 C a n n o t   c h a n g e   s i l e n t   m o d e   s e t t i n g 	 !ql9e\!j_-[	 el9eSY!j_n	 D!H*2!2#@%5H"A%2#1IH2B+!@5"	 N o   s e   p u e d e   c a m b i a r   e l   m o d o   s i l e n c i o s o 	 N e   p e u t   p a s   m o d i f i e r   l e s   r  g l a g e s   d u   m o d e   S i l e n c i e u x 	 K a n n   L a u t l o s m o d u s - E i n s t e l l u n g   n i c h t    n d e r n 	 	 I m p o s s i b i l e   c a m b i a r e   i m p o s t a z i o n e   M o d a l i t    s i l e n z i o s a 	 D'  J3*7J9  'F  **:J1  71JB)  'D(CE	 N  o      p o s s  v e l   a l t e r a r   m o d o   s i l e n c i o s o 	 S e s s s i z   M o d   a y a r l a r 1  d e i _t i r i l e m i y o r 	 K h  n g   t h a y   i   c   c h     t   y  n   l n g 	 P e n g a t u r a n   M o d e   D i a m   t a k   b i s a   d i u b a h 	 T a k   d a p a t   m e n u k a r   s e t i n g   m o d   s e n y a p 	 8	>	/	2	G			  .	K	!	  8	G		?			  (	9	@		  ,	&	2	  8		$	G	 	 K a n   I k k e    n d r e   T a v s   T i l s t a n d s   O p s  t n i n g 	 N e n    m o ~n o   z m n i t   n a s t a v e n    t i c h  h o   r e ~i m u 	 N i e   m o |n a   z m i e n i   u s t a w i e D  t r y b u   M i l c z y . 	 A   n  m a    z e m m  d   b e  l l  t  s a   n e m   m  d o s  t h a t  	   n e t  n - m o o d i n   a s e t u k s i a   e i   v o i   m u u t t a a 	 K a n   i k k e   e n d r e   s t i l l e m o d u s i n s t i l l i n g 	 N e m o ~n    z m e n i e  n a s t a v e n i e   t i c h  h o   r e ~i m u 	 K a n   d e   i n s t e l l i n g   v a n   d e   s t i l l e   s t a n d   n i e t   v e r a n d e r e n 	 K a n   i n t e    n d r a   i n s t  l l n i n g a r n a   f  r   t y s t l  g e 	 N e   m o g u   p r o m i j e n i t i   p o s t a v k u   t i h o g   r a d a 	 S e t a r e a   m o d u l u i   s i l e n ci o s   n u   p o a t e   f i   s c h i m b a t 	 N i   M o ~n o   S p r e m e n i t i   N a 
i n   T i h i h   N a s t a v i t e v 	               	           	 5  <>65  40  @><5=8  0AB@>9:8B5  =0  "8E8O   568<	 8	>	/	2	G			  .	K	!	  ,	&	2	5	B	  (		>		 'EC'F  *:JJ1  *F8JE  -'D*  (J5/'  FJ3*	 .'EH4  EH  3yF  H  *(/D  F  1  3*	         	 							  			  					  								  				  						  			 6
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	   	   	 !25B;8=0  A0<>	 +		M	$	  2	>				 AB7  1':	 51A  1H4F	   	 									  					 0
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7H-!H-	 C o n e c t a r 	 C o n n e c t e r 	 V e r b i n d e n 	 !>548=5=85	 C o l l e g a 	 5H*  'D'*5'D	 L i g a r 	 B a l a n 	 K t   n i    m   t h o i 	 H u b u n g 	 S a m b u n g 	 	(	G		M		  	0	G			 F o r b i n d 	 S p o j i t 	 P o d Bc z 	 C s a t l a k o z  s 	 Y h d i s t  	 K o p l e   t i l 	 P r i p o j i e	 V e r b i n d e n 	 K o p p l a 	 S p a j a n j e 	 C o n e c t a r e 	 P o v e ~i 	 	 	 !2J@68	 8		*	0	M			 '*5'D	 1'(7  ,&	 	 							  					 
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k  v a c    
a s 	 Z a c i s k   w Bc z o n y 	 K a g y l    b e k a p c s o l v a 	 C a m p   p   l l  	 C a m p   p  	 a s   v y 
k  v a n i a 	 K a m p   a a n 	 L  g e r   p  	 K a m p i r a n j e 	 R e a p e l a r e   a c t i v a t 	 T a b o r i   n a   	 C a m p     	     	 C a m p   2:;. 	 C a m p   o n 	 C a m p   1H4F	 E~  "F	   	 							  					 
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a j n o   	 	   	 CAB><878@09	 	8	M		.	>				 3A'14  1/F	 3yE'&2	 	 										 
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	 7M.>	 P e r s h t a t 	 										 	 	 	 	 	 	 	 P e r s o n a l i z a r 
 
 S T R _ P R O F I L E _ O P T I O N _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 p r o f i l e   o p t i o n s   s c r e e n   c a p t i o n 	 P r o f i l e   o p t i o n s 	 `X!j_x	 `of!j_	y	 1'@%7-B#D%L	 O p c i o n e s   d e   p e r f i l 	 O p t i o n s   d e s   p r o f i l s 	 P r o f i l o p t i o n e n 	 ?F88  ?@>D8;O	 O p z i o n i   d i   p r o f i l o 	 .J'1'*  'D4CD	 O p   e s   d e   p e r f i l 	 P r o f i l   S e  e n e k l e r i 	 C h n   	 O p s i   P r o f i l 	 O p s y e n   p r o f i l 	 *	M	0	K	+	>		2	  5	?		2	M	*		 P r o f i l   I n d s t i l l i n g e r 	 V o l b y   p r o f i l o	 O p c j e   p r o f i l i i 	 P r o f i l b e  l l  t  s o k 	 P r o f i i l i v a l i n n a t 	 P r o f i l v a l g 	 V o >b y   p r o f i l o v 	 P r o f i e l o p t i e s 	 P r o f i l a l t e r n a t i v 	 O p c i j e   p r o f i l a 	 O p ci u n i   p r o f i l 	 M o ~n o s t   P r o f i l o v 	   	   	 ?F88  @>D8;	 *	M	0	K	+	>		2	  *	0	M	/	>	/	8	.	B	9		 2FG  G'  ~1HA'D	 ~1HA'&D  '.*'1'*	     	 								  											 *
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  






	   	 O k o k u k h e t h a   i p h r o f a y l i 	 O k u n y e   k w e p r o f a y l e 	 C h a g u z i   z a   p r o f a i l i 	 P r o f i e l - o p s i e s 	 P r o f i l i o   p a r i n k t y s 	 P r o f i l a   o p c i j a s 	 P r o f i i l i   v a l i k u d 	 Jxklk  hvavve	   	 O p ci u n i   p r o f i l 	 *
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 	 *M0K+>2  ,?3M*A!?	 M u n d e s i t e   e   p r o f i l i t 	 			' 				  											 	 	 	 	 	 	 	 O p   e s   d e   p e r f i l 
 
 S T R _ G E N E R A L _ R E S T O R E D _ M E S S A G E 	 U s e r P r o f i l e s 	 P O P U P 	 p r o f i l e   c h a n g e d   t o   g e n e r a l   m o d e 	 G e n e r a l   m o d e   a c t i v a t e d 	 jn!j_]_UR	 hQ!j_]/TR	 @4C
I2  1H'D	 M o d o   g e n e r a l   a c t i v a d o 	 M o d e   g  n  r a l   a c t i v  	 A l l g e m e i n - M o d u s   a k t i v i e r t 	 :B82.   1I89	 M o d a l i t    g e n e r a l e   a t t i v a t a 	 *E  *F4J7  9'E	 M o d o   G e r a l   a c t i v a d o 	 G e n e l   m o d   e t k i n 	    k  c h   h o t   c h     t h  n g   t h n g 	 U m u m   d i a k t i f k a n 	 M o d   u m u m   d i a k t i f k a n : 	 8	>	.	>	(	M	/	  .	K	!	  8		M	0	?	/	  	?	/	>	  	/	>		 N o r m a l   A k t i v e r e t 	 H l a v n    a k t i v o v  n 	 T r y b   O g  l n y   w Bc z o n y 	  l t a l  n o s   m  d   a k t i v  l v a 	 Y l e i n e n   a k t i v o i t u 	 G e n e r e l l   a k t i v e r t 	 `t a n d a r d n    a k t i v o v a n  	 A l g e m e e n   g e a c t i v e e r d 	 A l l m  n t    r   a k t i v e r a t 	 O p e n i t o   a k t i v i r a n o 	 P r o f i l   G e n e r a l   a c t i v a t 	 S p l o an i     A k t i v i r a n 	   	     	 A=>25=  :B828@0=	 8	>	.	>	(	M	/	  	M	0	?	/	>	6	@	2	  	G	2	G		 -'D*  E9EHD  A9'D  4/	 9'E  A9'D    H'	       	 						  			  							 
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  





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	   	 O k u j w a y e l e k i l e   k u c u s h i w e 	 Y e n z i w e   y a s e b e n z a   j i k e l e l e 	 J u m l a   i m e a m i l i s h w a 	 A l g e m e n e   m o d u s   g e a k t i v e e r 	 S u a k t y v i n t a s   b e n d r a s   r e ~. 	 A k t i v t s   p a r a s t a i s 	  l d r e ~i i m   a k t i v e e r i t u d 	 8vdpavx  zxklh  aok~a~an  g	       	 P r o f i l u l   G e n e r a l   e s t e   a c t i v a t 	 
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 
 S T R _ M E E T I N G _ R E S T O R E D _ M E S S A G E 	 U s e r P r o f i l e s 	 P O P U P 	 p r o f i l e   c h a n g e d   t o   m e e t i n g   m o d e 	 M e e t i n g   m o d e   a c t i v a t e d 	 gp!j_]_UR	 O!j_]/TR	 @4C
I2  #0
8!	 M o d o   d e   r e u n i  n   a c t i v a d o 	 M o d e   d e   r  u n i o n   a c t i v  	 B e s p r e c h u n g - M o d u s   a k t i v i e r t 	 :B82.   AB@5G0	 M o d a l i t    r i u n i o n e   a t t i v a t a 	 *E  *F4J7  ',*E'9	 M o d o   R e u n i  o   a c t i v a d o 	 T o p l a n t 1  m o d u   e t k i n 	 K  c h   h o t   c h     h i   n g h 	 P e r t e m u a n   d i a k t i f k a n 	 M o d   m e s y u a r a t   d i a k t i f k a n : 	 8	.	M	.	G	2	(	  .	K	!	  8		M	0	?	/	  	?	/	>	  	/	>		 M  d e   A k t i v e r e t 	 J e d n  n    a k t i v o v  n 	 T r y b   S p o t k a n i e   w Bc z o n y 	  r t e k e z l e t i   m  d   a k t i v  l v a 	 K o k o u s   a k t i v o i t u 	 M  t e   a k t i v e r t 	 J e d n a n i e   a k t i v o v a n  	 O n t m o e t i n g   g e a c t i v e e r d 	 M  t e    r   a k t i v e r a t 	 A k t i v i r a n   s u s r e t 	 P r o f i l    n t  l n i r e   a c t i v a t 	 S e s t a n e k   A k t i v i r a n 	   	     	 !@5I0  :B828@0=	 ,	H	 		  	M	0	?	/	>	6	@	2	  	G	2	G		 -'D*  ,D3G  A9'D  4/	 EyF  A9'D    H'	       	 				  			  							 .
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	   	 U m h l a n g a n o   u c u s h i w e 	 I n t l a n g a n i s o   y e n z i w e   y a s e b e n z a 	 M k u t a n o   u m e a m i l i s h w a 	 V e r g a d e r i n g m o d u s   g e a k t i v e e r 	 S u a k t y v i n t a s   s u s i t i k i m o   r e ~. 	 A k t i v t s   s a n k s m e s 	 K o o s o l e k   a k t i v e e r i t u d 	 @avdkztav  zxklh  aok~a~an  g	       	 P r o f i l u l    n t  l n i r e   e s t e   a c t i v a t 	 .
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 
 S T R _ O U T D O O R _ R E S T O R E D _ M E S S A G E 	 U s e r P r o f i l e s 	 P O P U P 	 p r o f i l e   c h a n g e d   t o   o u t d o o r   m o d e 	 O u t d o o r   m o d e   a c t i v a t e d 	 6bY!j_]_UR	 7bY!j_]/TR	 @4C
I2  --22#	 M o d o   e x t e r i o r   a c t i v a d o 	 M o d e   e n   e x t  r i e u r   a c t i v  	 D r a u  e n - M o d u s   a k t i v i e r t 	 :B82.   0  C;8F5	 M o d a l i t    a l l  a p e r t o   a t t i v a t a 	 *E  *F4J7  ('D.'1,	 M o d o   E x t e r i o r   a c t i v a d o 	 D 1_  m e k a n   m o d u   e t k i n 	 K  c h   h o t   c h     n g o  i   t r i 	 L u a r   r u m a h   d i a k t i f k a n 	 M o d   l u a r   r u m a h   d i a k t i f k a n : 	 				!	K	0	  .	K	!	  8		M	0	?	/	  	?	/	>	  	/	>		 U d e n d  r s   A k t i v e r e t 	 V e n k u   a k t i v o v  n 	 T r y b   N a   z e w n t r z   w Bc z o n y 	 K  l t  r i   m  d   a k t i v  l v a 	 U l k o i l m a   a k t i v o i t u 	 U t e n d  r s   a k t i v e r t 	 V o n k u   a k t i v o v a n    	 B u i t e n s h u i s   g e a c t i v e e r d 	 U t o m h u s    r   a k t i v e r a t 	 A k t i v i r a n o   v a n p r o s t o r i j s k o 	 P r o f i l   E x t e r i o r   a c t i v a t 	 Z u n a j   A k t i v r a n 	   	     	 0  >B:@8B>  :B828@0=	 ,	>	9	M	/	  	M	0	?	/	>	6	@	2	  	G	2	G		 -'D*  A6'  ('2  A9'D  4/	 "Hy  H1  A9'D    H'	       	 						  			  							 ,
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  	   	 I - O u t d o o r   i c u s h i w e 	 Y e n z i w e   y a s e b e n z a   n g a p h a n d l e 	 N j e   i m e a m i l i s h w a 	 B u i t e l u g m o d u s   g e a k t i v e e r 	 S u a k t y v i n t a s   l a u k o   r e ~. 	 A k t i v t s   r t e l p u 	 V  l i s - '   a k t i v e e r i t u d 	 4}k  zxklh  aok~a~an  g	       	 P r o f i l u l    n   a e r   l i b e r   e s t e   a c t i v a t 	 

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 
 S T R _ I N D O O R _ R E S T O R E D _ M E S S A G E 	 U s e r P r o f i l e s 	 P O P U P 	 p r o f i l e   c h a n g e d   t o   i n d o o r   m o d e 	 I n d o o r   m o d e   a c t i v a t e d 	 [gQ!j_]_UR	 [Q!j_]/TR	 @4C
I2  C-22#	 M o d o   i n t e r i o r   a c t i v a d o 	 M o d e   e n   i n t  r i e u r   a c t i v  	 I n n e n r a u m - M o d u s   a k t i v i e r t 	 :B82.     ?><5I5=88	 M o d a l i t    i n t e r n i   a t t i v a t a 	 *E  *F4J7  ('D/'.D	 M o d o   I n t e r i o r   a c t i v a d o 	 0   m e k a n   m o d u   e t k i n 	 K  c h   h o t   c h     t r o n g   n h  	 D a l a m   r u m a h   d i a k t i f k a n 	 M o d   d a l a m   r u m a h   d i a k t i f k a n 	 		!	K	0	  .	K	!	  8		M	0	?	/	  	?	/	>	  	/	>		 I n d e n d  r s   A k t i v e r e t 	 U v n i t Y  a k t i v o v  n 	 T r y b   W e w n a t r z   w Bc z o n y 	 B e l t  r i   m  d   a k t i v  l v a 	 S i s  l l  - p r o f i i l i   a k t i v o i t u 	 I n n e n d  r s   a k t i v e r t 	 V n  t o r n    a k t i v o v a n  	 B i n n e n s h u i s   g e a c t i v e e r d 	 I n o m h u s    r   a k t i v e r a t 	 A k t i v i r a n o   u n u t a r p r o s t o r i j s k o 	 P r o f i l   I n t e r i o r   a c t i v a t 	 N o t e r   A k t i v i r a n 	   	     	   ?><5I5=85  :B828@0=	 	(	!	K	0	  	M	0	?	/	>	6	@	2	  	G	2	G		 -'D*  A6'  (3*G  A9'D  4/	 'FH1  A9'D    H'	       	 					  			  							 
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	   	 I - I n d o o r   i c u s h i w e 	 Y e n z i w e   y a s e b e n z a   n g a p h a k a t h i 	 N d a n i   i m e a m i l i s h w a 	 B i n n e n s h u i s e   m o d u s   g e a k t i v e e r 	 S u a k t y v i n t a s   v i d a u s   r e ~. 	 A k t i v t s   i e k at e l p u 	 S i s e - '   a k t i v e e r i t u d 	 Fe}k  zxklh  aok~a~an  g	       	 P r o f i l u l    n   i n t e r i o r   e s t e   a c t i v a t 	 
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 
 S T R _ S I L E N T _ A C T I V A T E _ M E S S A G E 	 U s e r P r o f i l e s 	 P O P U P 	 p r o f i l e   c h a n g e d   t o   s i l e n t 	 S i l e n t   m o d e   a c t i v a t e d 	 \!j_]_UR	 Y!j_]/TR	 @4C
I2  4@*5"	 M o d o   d e   s i l e n c i o   a c t i v a d o 	 M o d e   s i l e n c e   a c t i v  	 L a u t l o s - M o d u s   a k t i v i e r t 	 :B82.   "8E89	 M o d a l i t    s i l e n z i o s a   a t t i v a t a 	 *E  *F4J7  5'E*	 M o d o   S i l  n c i o   a c t i v a d o 	 S e s s i z   m o d u   e t k i n 	    k  c h   h o t   c h     i m   l n g 	 D i a m   d i a k t i f k a n 	 M o d   s e n y a p   d i a k t i f k a n : 	 8	>	/	2	G			  .	K	!	  8		M	0	?	/	   	?	/	>	  	/	>		 T a v s   A k t i v e r e t 	 T i c h o   a k t i v o v  n 	 T r y b   M i l c z y   w Bc z o n y 	 H a l k   m  d   a k t i v  l v a 	   n e t  n   a k t i v o i t u 	 S t i l l e   a k t i v e r t 	 T i c h    a k t i v o v a n  	 S t i l   g e a c t i v e e r d 	 T y s t   l  g e    r   a k t i v e r a t 	 A k t i v i r a n o   t i h o 	 P r o f i l   S i l e n ci o s   a c t i v a t 	 T i h i   A k t i v i r a n 	   	     	 "8E  :B828@0=	 .	L	(	  	M	0	?	/	>	6	@	2	  	G	2	G		 -'D*  (5/'  A9'D  4/	 .'EH4  A9'D    H'	       	 							  			  							 
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 
 S T R _ P R O F I L E _ C U S T O M I Z E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 c u s t o m i z e   s c r e e n   c a p t i o n 	 C u s t o m i z e 	 PNS-[	 *NNn	 3+@-	 P e r s o n a l i z a r 	 P e r s o n n a l i s e r 	 D e f i n i e r e n 	 0AB@>9:0	 P e r s o n a l i z z a 	 6(7  4.5J	 P e r s o n a l i z a r 	  z e l l e _t i r 	 T  y   c h n h 	 S e s u a i k a n 	 S e s u a i k a n 	 	8	M		.	>				 T i l p a s 	 P Yi z p os o b i t 	 D o s t o s o w y w a n i e 	 T e s t r e s z a b  s 	 M u o k k a a 	 E g e n d e f i n e r t 	 P r i s p  s o b i e	 N a a r   w e n s   i n s t e l l e n 	 A n p a s s a 	 P r i l a g o d i 	 P e r s o n a l i z a r e 	 O b i 
a j n o 	 	   	 0AB@>9  ?>  A2>9  =0G8=	 	8	M		.	>				 3A'14  1/F	 3yE'&2	 	 										 
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

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	 8M.HM	 <V=8B8	 







	     	 I - C u s t o m i z e 	 Q h e l a n i s a 	 K a i d i s h a 	 P a s m a a k 	 P r i t a i k y t i 	 P i e s k a Fo t 	 K o h a n d a 	 @ataavel	       	 P e r s o n a l i z a r e 	 5
M
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	 7M.>	 P e r s h t a t 	 										 	 	 	 	 	 	 	 P e r s o n a l i z a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C O M M O N _ V O L U M E _ L E V E L _ K E Y _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 k e y   t o n e   v o l u m e   l e v e l   s c r e e n   c a p t i o n 	 K e y   t o n e 	 	cu	 	c.	 @*5"8H!	 T o n o   d e   t e c l a s 	 S o n n e r i e   p r i n c i p a l e 	 T a s t e n t o n 	 ">=  :=>?>:	 T o n o   p r i n c i p a l e 	 5H*  DH-)  'DEA'*J-	 S o m   d o s   b o t  e s 	 T u _  s e s i 	  m   b  n   p h  m 	 J e n i s   T o m b o l 	 N a d a   k e k u n c i 	 	@		K	(		 T a s t e   T o n e 	 T  n   k l  v e s 	 D zw i k   k l a w i s z a 	 B i l l e n t y qh a n g 	 A v a i n   n i 	 T a s t e t o n e 	 T  n   k l  v e s y 	 T o e t s t o o n 	 K n a p p t o n 	 T o n   t i p k e 	 T a s t e   s o n o r e 	 Z v o k   T i p k e 	   	   	 ">=  ;028H8	 	@	  '	M	5	(	@		 "H'I  CDJ/G'	   yHF  	   	 		  				 
@
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	 @  K(M	 2C:  :=>?:8	 

  


	   	 I k h i t h o n i 	 I k h i t h o n i 	 T o n i   k u u 	 T o e t s t o o n 	 M y g t u k o   t o n a s 	 T a u s t i Fa   s k a Fa 	 K l a h v i t o o n 	 Mervk  qauvaukv  afdavwav	   	 T a s t e   s o n o r e 	 
@

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	 @  K(	 T o n i   I   c e l e s i t 	 		  	' 		 	 	 	 	 	 	 	 T o m   c h a v e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M T _ C A L L _ A L E R T _ T Y P E 	 U s e r P r o f i l e s 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 i n c o m i n g   c a l l   a l e r t   t y p e   o p t i o n 	 A l e r t   t y p e 	 c:y!j_	 c:y!j_	 
4@*5"@7-	 T i p o   d e   a l e r t a 	 T y p e   d ' a l e r t e 	 W a r n t y p 	 "8?  A83=0;0	 T i p o   d i   s v e g l i a 	 FH9  'DEF(G	 T i p o   d e   a l e r t a 	 U y a r 1  s e s i 	 K i u   b  o   n g 	 J e n i s   P e r i n g a t a n 	 J e n i s   a m a r a n 	 	2	0	M		  *	M	0		>	0	 	 A l a r m   T y p e 	 T y p   s i g n a l i z a c e 	 T y p   a l e r t u 	 F i g y e l m e z t e t  s   t  p u s a 	 H  l y t y s t a p a 	 A l a r m t y p e 	 T y p   u p o z o r n e n i a   	 M e l d i n g s t y p e 	 L a r m t y p 	 V r s t a   u p o z o r e n j a 	 T i p   d e   a l e r t 	 T i p   B u d n o s t i 	   	   	 "8?  =0  !83=0;0	 8			$	>	  *	M	0		>	0		 FH9  G4/'1	 'D1y    B3E	   	 								  				 8
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  





	   	 U h l o b o   l w e s i q a p h e l i s i 	 U h l o b o   l o k u p h a p h a m i s a 	 A i n a   y a   a r i f u 	 A a n m a n i n g s t i p e 	 P e r s p j i m o   t i p a s 	 B r +d i n j u m a   v e i d s 	 T e a t e   t   p 	 Famafcxwatav  e}ao	   	 T i p   d e   a l e r t 	 
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	 8$0M  *M0>0	 T o n i   I   a l a r m i t 	 						  							 	 	 	 	 	 	 	 T i p o   d e   a l e r t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ R I N G _ T Y P E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 i n c o m n i g   c a l l   r i n g   t y p e   o p t i o n 	 R i n g   t y p e 	 4^W	 TÔ{|W	 A@*5"@#5"	 T i p o   d e   t i m b r e 	 T y p e   d e   s o n n e r i e 	 K l i n g e l t y p 	 "8?  72>=:0	 T i p o   d i   s q u i l l o 	 FH9  'D1FJF	 T i p o   d e   t o q u e 	 Z i l   t i p i 	 K i u   c h u  n g 	 J e n i s   D e r i n g 	 J e n i s   d e r i n g 	 0	?			  *	M	0		>	0		 R i n g e   T y p e 	 V y z v  n c    t y p 	 T y p   d z w o n k a 	 C s  r g  s   t  p u s a 	 S o i t t o t a p a 	 R i n g e t y p e 	 T y p   z v o n e n i a 	 B e l t y p e 	 R i n g t y p 	 V r s t a   z v o n a 	 T i p   d e   s o n e r i e 	 T i p   Z v o k a 	   	   	 "8?  =0  2J=5=5	 '	M	5	(	@	  *	M	0		>	0		 FH9  2F	 1F    B3E	   	 						  				 0
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	   	 U h l o b o   l w e r i n g i 	 U h l o b o   l o k u k h a l a 	 A i n a   y a   m w i t o 	 L u i t o o n t i p e 	 S k a m b e s i o   t i p a s 	 Z v a n a   v e i d s 	 H e l i n a   t   p 	 6avck  e}ao	   	 T i p   d e   s o n e r i e 	 1
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	 0?M  *M0>0	 L l o j i   I   z i l e s 	 				  							 	 	 	 	 	 	 	 T i p o   d e   t o q u e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ R I N G _ T Y P E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 r i n g   s t y p e   s e t t i n g   s c r e e n   c a p t i o n 	 R i n g   t y p e 	 4^W	 TÔ{|W	 A@*5"@#5"	 T i p o   d e   t i m b r e 	 T y p e   d e   s o n n e r i e 	 K l i n g e l t y p 	 "8?  72>=:0	 T i p o   d i   s q u i l l o 	 FH9  'D1FJF	 T i p o   d e   t o q u e 	 Z i l   t i p i 	 K i u   c h u  n g 	 J e n i s   D e r i n g 	 J e n i s   d e r i n g 	 0	?			  *	M	0		>	0		 R i n g e   T y p e 	 V y z v  n c    t y p 	 T y p   d z w o n k a 	 C s  r g  s   t  p u s a 	 S o i t t o t a p a 	 R i n g e t y p e 	 T y p   z v o n e n i a 	 B e l t y p e 	 R i n g t y p 	 V r s t a   z v o n a 	 T i p   d e   s o n e r i e 	 T i p   Z v o k a 	   	   	 "8?  =0  2J=5=5	 '	M	5	(	@	  *	M	0		>	0		 FH9  2F	 1F    B3E	   	 						  				 0
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	   	 U h l o b o   l w e r i n g i 	 U h l o b o   l o k u k h a l a 	 A i n a   y a   m w i t o 	 L u i t o o n t i p e 	 S k a m b e s i o   t i p a s 	 Z v a n a   v e i d s 	 H e l i n a   t   p 	 6avck  e}ao	   	 T i p   d e   s o n e r i e 	 1
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	 0?M  *M0>0	 L l o j i   I   z i l e s 	 				  							 	 	 	 	 	 	 	 T i p o   d e   t o q u e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ R I N G _ T Y P E _ S I N G L E 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 r i n g   t y p e   s i n g l e   o p t i o n 	 S i n g l e 	  Nr	  NX	 #1I@5"'	  n i c o 	 S i m p l e 	 E i n z e l n 	 48=>G=K9	 S i n g o l o 	 H'-/)	 S i m p l e s 	 T e k 	 n 	 s e k a l i 	 T u n g g a l 	 			 E n 	 J e d n o d u c h  	 P o j e d y Dc z y 	 E g y s z e r i 	 Y k s i t t  i n e n 	 E n k e l 	 J e d n o d u c h  	 E n k e l 	 S i n g l e 	 J e d n o k r a t n i 	 U n i c 	 S a m o s t o j e n 	 	 	 48=AB25=	 		2		 *	 *F'	 	 				 
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	 	 O k u k o d w a 	 I n y e 	 M o j a 	 E n k e l 	 P a v i e n i s 	 V i e n r e i z j s 	  k s i k 	 5faok	 	 U n i c 	 8
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 	 	 N j e h e r e 	 				 	 	 	 	 	 	 	 S o l t e i r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ R I N G _ T Y P E _ R E P E A T 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 r i n g   t y p e   r e p e a t   o p t i o n 	 R e p e a t 	 ͑	 ͑
Y	 I3	 R e p e t i r 	 R  p  t e r 	 W i e d e r h o l e n 	 >2B>@=K9	 R i p e t i 	 %9'/)	 R e p e t i r 	 T e k r a r l a 	 L p   l i 	 b e r u l a n g 	 U l a n g 	 *	A	(			 G e n t a g 	 O p a k o v a n  	 P o w t  r z 	 I s m  t l Qd Q	 T o i s t a 	 G j e n t a 	 O p a k o v a n  	 H e r h a l e n 	 U p p r e p a d 	 P o n o v i 	 R e p e t a r e 	 P o n o v i 	 	 	 >2B>@8	 *	A	(	M	9	  	0	>		 *1'1	 '9'/	   	 												 &
H
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 
 S T R _ R I N G _ T Y P E _ A S C E N D N G 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 r i n g   t y p e   a s c e n d i n g   o p t i o n 	 A s c e n d i n g 	 8o7_	 n:_	 H-"F  16I	 A s c e n d e n t e 	 M o n t a n t 	 A u f s t e i g e n d 	 >7@0AB0=85  	 I n   s a l i t a 	 *5'9/J	 A s c e n d e n t e 	 A r t a n 	 T n g   d n   	 m e m u n c a k 	 M e n a i k 	 ,	"	<	$	G	  9	A			 S t i g e n d e 	 V z r os t a j  c  	 W s t p o w a n i e 	 N  v e k v Q	 N o u s e v a 	 S t i g e n d e 	 R a s t  c i 	 S t i j g e n d 	 S t i g a n d e 	 R a s t u i 	 C r e s c t o r 	 P o v i aa n 	 	   	 J7E>4OI>	 
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 
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7H-!H-	 N o t a   d e   c o n e x i  n 	 A v i s   d e   c o n n e x i o n 	 V e r b i n d u n g s h i n w e i s 	 #254><;5=85  A>548=5=8O	 A v v i s o   d i   c o l l e g a m e n t o 	 ED'-8)  'D'*5'D	 A v i s o   d e   l i g a   o 	 U y a r 1  e k l e 	 T h  n g   b  o   k t   n i 	 p e r i n g a t a n   h u b u n g 	 N o t i s   s a m b u n g a n 	 (	K		?	8	  	(	G		M		  	0	G			 F o r b i n d e l s e s   N o t i t s 	 P Yi p o j i t   o z n  m e n  	 Z a w i a d o m i e n i e   o   p o Bc z e n i u 	 F i g y e l m e z t e t  s   k a p c s o l  d  s r a 	 Y h t e y s i l m o i t u s 	 K o p l i n g s m e l d i n g 	 P r i p o j i e  o z n  m e n i e 	 V e r b i n d i n g s m e l d i n g 	 M e d d e l a n d e   o m   u p p k o p l i n g 	 O b a v i j e s t   o   s p a j a n j u 	 N o t i f i c a r e   c o n e c t a r e 	 P o v e ~i   O b v e s t i l o 	   	   	 725ABO20=5  ?@8  !2J@720=5	 8	B		(	>	  8		*	0	M			 '9D'F  '*5'D	 1'(7  FHy3	   	 							  						  										 
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 
 S T R _ N O T I C E _ N O N E 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 c o n n e c t   n o t i c e   - -   n o n e 	 N o n e 	 !q	 e	 D!H!5	 N i n g u n o 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'    #-/	 N e n h u m 	 H i  b i r i 	 K h  n g 	 T a k   a d a 	 T i a d a 	 	K		  (	9	@		 	 I n g e n 	 } d n  	 {a d e n 	 N i n c s 	 E i   y h t   n 	 I n g e n 	 }i a d n e 	 G e e n 	 I n g e n 	 N i at a 	 N i c i u n a 	 N o b e d e n 	 	 	 O<0	 	>	9	@	9	@	  (	>	9	@		 G	   (  F	 ,   	 						  			 
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	 .M*(  G,3	 V i b r i m i   v e t e m 	 				  						 	 	 	 	 	 	 	 V i b .   a p e n a s 	 	 	 	 	 	 	 	 D a r d a r a   b a k a r r i k 	 V i b .   l a m a n g 	 V i b .   s  	 S s   m m a j i j i j i 	 C r i t h   a m h  i n 
 
 S T R _ N O T I C E _ T O N E _ A N D _ V I B 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 c o n n e c t   n o t i c e   - -   t o n e   a n d   v i b r a t i o n 	 T o n e   a n d   V i b . 	 c:yS/cR	 c:yS/cR	 @*5"A%0*1H	 T o n o   y   v i b r a r 	 S o n   &   v i b . 	 T o n   &   V i b r a t i o n 	 ">=  8  281@0F8O	 S q u i l l o   e   V i b r .   	 'G*2'2  H  1FJF	 T o q u e   e   v i b r a   o 	 Z i l   s e s i   v e   t i t r e _i m 	 C h u  n g   &   r u n g 	 N a d a   &   G e t a r 	 N a d a   d a n   G e t a r a n 	 	K	(	  	5		  		*	(	 	 T o n e   &   V i b . 	 T  n   a   v i b r a c e 	 D zw i k   i   w i b r a c j e 	 H a n g    s   r e z g  s 	   n i   j a   v  r i n  	 T o n e   o g   v i b . 	 T  n   a   v i b r  c i e 	 T o o n   e n   t r i l l e n 	 T o n & V i b 	 T o n   i   v i b r a c i j a 	 T o n   _i   v i b r a ci i 	 T o n e   &   V i b 	   &   	   	 ">=  &   81@. 	 '	M	5	(	@	  	#	?	  		*	(		 FH'.*  H  D124	 yHF  'H1  '*2'2	   &   	 			  			  						 
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	 K(M  &   5H,M	 2C:  V  2V1@>	 


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	     	 I t h o n i   n e - V i b . 	 I t h o n i   n o k u n g c . 	 T o n i   n a   U t e t e m a j i 	 T o o n   &   v i b r a s i e 	 T o n a s   i r   v i r p e s . 	 M e l o d i j a   u n   v i b r . 	 T o o n   j a   v  r i n 	 Deredk    ii|xt	     	 T o n   _i   v i b r a ci i 	 
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 
 S T R _ K E Y P A D _ V O L U M E _ L E V E L 	 U s e r P r o f i l e s 	 T E X T ,   H I N T ,   I C O N T E X T 	 o p t i o n   o f   v o l u m e   s e t t i n g   f o r   k e y   t o n e   v o l u m e 	 K e y   t o n e 	 	cu	 	c.	 @*5"8H!	 T o n o   d e   l a s   t e c l a s 	 S o n   d u   c l a v i e r 	 T a s t e n t o n 	 !83=0;  :;028H	 S u o n e r i a 	 F:E)  'DEA'*J-	 T o q u e   t e c l a d o 	 T u _  s e s i 	  m   b  n   p h  m 	 P e n g a t u r a n   T o m b o l 	 N a d a   k e k u n c i 	 	@		K	(		 T a s t e   T o n e 	 T  n   k l  v e s y 	 D zw i k   k l a w i s z y 	 B i l l e n t y qh a n g 	 A v a i n   n i 	 T a s t e t o n e 	 T  n   k l  v e s y 	 T o e t s t o o n 	 K n a p p t o n 	 T o n   t i p k e 	 T a s t e   s o n o r e 	 Z v o k   T i p k e 	   	   	 ">=  ;028H8	 	@	  '	M	5	(	@		 FH'.*  D/	   yHF	   	 		  				 
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 
 S T R _ T O N E _ S E T U P 	 U s e r P r o f i l e s 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 t o n e   s e t u p   o p t i o n 	 T o n e   s e t t i n g s 	 4rxd	 ÔX	b	 1IH2@*5"	 C o n f i g u r a c i  n   d e   t o n o 	 P a r a m  t r a g e   s o n n e r i e 	 T o n e i n s t e l l u n g e n 	 !83=0;K	 C o n f i g u r a z i o n e   T o n o 	 %9/'/'*  'DF:E)	 D e f i n i   e s   d e   t o q u e 	 T o n   a y a r l a r 1	 C  i   t   c h u  n g 	 P e n g a t u r a n   N a d a 	 P e n g e s e t a n   n a d a 	 	K	(	  8	G		?				 T o n e   O p s  t n i n g 	 N a s t a v e n    t  n o	 U s t a w i e n i e   d zw i k u 	 H a n g b e  l l  t  s o k 	   n e n   a s e t u s 	 T o n e i n s t i l l i n g 	 N a s t a v e n i e   t  n o v 	 T o o n i n s t e l l i n g e n 	 T o n i n s t  l l n i n g a r 	 P o s t a v k e   t o n a 	 S e t r i   t o n 	 N a s t a v i t e v   Z v o k o v 	   	   	 0AB@>9:8  ">=	 '	M	5	(	@	  8	G			*		 *F8EG'  2F	 yHF  3y  '~	   	 			  						 
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  




	       	 I s e t h a p h u   y e t h o n i 	 U s e t o   l w e t h o n i 	 U s a n i d i   w a   t o n i 	 T o o n - i n s t e l l i n g s 	 T o n o   s r a n k a 	 M e l o d i j a s   i e s t a t +j u m s 	 T o o n i   h   l e s t u s 	 Deredkk  vwavaoxt	   	 C o n f i g u r a r e   t o n 	 
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	 K(  8G*M	 T o n i   I   r e g j i s t r i m i t 	 	' 	  						 	 	 	 	 	 	 	 C o n f i g u r a   o   d e   t o m 	 	 	 	 	 	 	 	 D o i n u - e z a r p e n a k 	 M g a   s e t t i n g   n g   t o n o 	 C o n f i g u r a c i  n   d e   t o n 	 N t a l a   d a o l u 	 S o c r u i t h e   t o i n 
 
 S T R _ A N S E W R I N G _ M O D E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 a n s w e r   m o d e   o p t i o n 	 A n s w e r   m o d e 	 aT{!j_	 ^T{!j_	 B+!#1*2"	 M o d o   d e   r e s p u e s t a 	 M o d e   r  p o n s e 	 A n t w o r t m o d u s 	  568<  >B25B0  	 M o d a l i t    d i   r i s p o s t a   	 #3DH(  'D1/	 M o d o   d e   a t e n d i m e n t o 	 Y a n 1t l a m a   M o d u 	 C h     t r   l i 	 M o d e   M e n j a w a b 	 M o d   j a w a b 	 		$	M	$	0	  *	M	0		>	0		 S v a r   T i l s t a n d 	 R e ~i m   o d p o v d i 	 T r y b   o d b i e r a n i a   p o Bc z e D	 V  l a s z   m  d 	 V a s t a u s t i l a 	 S v a r m o d u s 	 R e ~i m   o d p o v e d i 	 A n t w o o r d s t a n d 	 S v a r l  g e 	 R e ~i m   o d g o v a r a n j a 	 M o d   p r e l u a r e   a p e l 	 N a 
i n   O d g o v o r a 	   	   	  568<  =0  B3>2>@	 		$	M	$	0	  5	?	'	?		 -'D*  ~'3.H	 ,H'(  3y  '~	   	 					  				 
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  

	   	 I m o d i   y o k u p h e n d u l a 	 I m o   y o k u p h e n d u l a 	 M o d i   y a   j i b u 	 A n t w o o r d m o d u s 	 A t s a k y m o   r e ~i m a s 	 A t b i l d e s   r e ~+m s 	 V a s t a m i s r e ~i i m 	 Jaa}mavk  |ejkt	   	 M o d   p r e l u a r e   a p e l 	 .
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 
 S T R _ F O N T _ S I Z E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 f o n t   s i z e   o p t i o n 	 F o n t   s i z e 	 W[W	 W[W	 2-1)#	 T a m a  o   d e   f u e n t e 	 T a i l l e   d e   l a   p o l i c e   d e   c a r a c t  r e s 	 S c h r i f t a r t g r   e 	  07<5@  H@8DB0  	 D i m e n s i o n e   d e i   c a r a t t e r i 	 -,E  'D.7	 T a m a n h o   d o   t i p o   d e   l e t r a 	 Y a z 1  s t i l i   b o y u t u 	 C   c h 	 U k u r a n   H u r u f 	 S a i z   f o n 	 		M	7	0	K		  	>	  		>	0		 F o n t   S t  r r e l s e 	 V e l i k o s t   p  s m a 	 R o z m i a r   c z c i o n k i 	 B e t qm  r e t 	 K i r j a s i n k o k o 	 F o n t s t  r r e l s e 	 V e >k o s e  p  s m a 	 L e t t e r g r o o t t e 	 T e c k e n s t o r l e k 	 V e l i 
i n a   f o n t a 	 D i m e n s i u n e   f o n t 	 V e l i k o s t   r k 	   	   	  07<5@  =0  (@8DB	 +	I	(	M		  		>	0		 'F/'2G  BDE	 AHFy  3'&2	     	 						  					 +
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 
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 
 S T R _ V I B R A T I O N _ O N L Y 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 v i b r a t i o n   o n l y     o p t i o n 	 V i b .   o n l y 	 P/cR	 N/cR	 *1H-"H2@5"'	 S  l o   v i b r a r 	 V i b r e u r   s e u l 	 N u r   v i b r i e r e n 	 ">;L:>  281@0F8O  	 S o l o   v i b r a z i o n e 	 'G*2'2	 S    v i b r a   o 	 S a d e c e   t i t r e _i m 	 C h   r u n g 	 G e t a r   s a j a 	 G e t a r a n   s a h a j a 	 	G	5	2	  		*	(		 K u n   V i b r a t o r 	 P o u z e   v i b r a c e 	 T y l k o   w i b r a c j e 	 C s a k   v i b r  l 	 V a i n   v  r i n  	 K u n   v i b r a s j o n 	 I b a   v i b r  c i e 	 A l l e e n   t r i l l e n 	 E n d a s t   v i b r a t i o n 	 S a m o   v i b r a 	 N u m a i   v i b r a ci i 	 V i b r a t o r   S a m o 	   	   	 81@0F8O  A0<>	 	G	5	2	  		*	(		 *FG'  D124	 51A  '*2'2	   	 				  									  					 
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 
 S T R _ V I B R A T I O N _ T H E N _ R I N G 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 v i b r a t i o n   t h e n   r i n g   o p t i o n 	 V i b .   t h e n   r i n g 	 /cR_4	 /cRTTÔ	 *1HA%I'@*5"	 V i b r a r   y   d e s p u  s   s o n i d o 	 V i b r e u r   p u i s   s o n n e r i e 	 V i b r i e r e n   d a n n   k l i n g e l n 	 81@0F8O,   ?>B><  72>=>:	 V i b r a   p o i   s q u i l l a 	 'G*2'2  +E  1FJF	 V i b r a r   e   d e p o i s   t o c a r 	  n c e   t i t r e _i m   s o n r a   z i l   s e s i 	 R u n g   r i   c h u  n g 	 G e t a r   k e m u d i a n   D e r i n g 	 G e t a r a n   k e m u d i a n   d e r i n g 	 		*	(	  +	?	0	  0	?			 	 V i b .   s    R i n g 	 V i b r a c e ,   p o t    v y z v  n n  	 W i b r a c j e   p o t e m   d z w o n e k 	 V i b r  l   m a j d   c s e n g 	 V  r i n  ,   s i t t e n   s o i t t o 	 V i b r .   o g   r i n g 	 V i b r  c i e ,   p o t o m   v y z v  Ha n i e 	 T r i l l e n   d a a r n a   b e l l e n 	 V i b r e r a   f  r s t   o c h   s e d a n   r i n g a 	 V i b r a   a   z a t i m     z v o n o 	 V i b r a ci i ,   a p o i   s o n e r i e 	 V i b r a   Z a t e m   Z v o n e n j e 	       	   	 81@0F8O  8  A;54  B>20  2J=	 		*	(	  (		$	0	  '	M	5	(	@		 D124  3~3  2F	 '*2'2  ~11F	     	 						  									,   					  			  						 
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	     	 I - v i b .   b e s e   k u r i n g a 	 U n g c .   n o k u k h a l a 	 T e t e m a   k i s h a   i t a 	 V i b r e e r ,   l u i   d a n 	 V i r p e s . ,   t a d a   s k a m b e s y s 	 V i b r . ,   t a d   z v a n s 	 V  r i n ,   s e e j  r e l   h e l i n 	 9i|xt,   auvxpe  favc	     	 V i b r a ci i ,   a p o i   s o n e r i e 	 5
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 
 S T R _ R I N G 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g   o n l y   o p t i o n 	 R i n g   o n l y 	 P4	 NTÔ	 @*5"@#5"-"H2@5"'	 T i m b r e 	 S o n n e r 	 K l i n g e l n 	 ">;L:>  72>=>:	 S q u i l l a 	 1FJF	 T o q u e 	 S a d e c e   z i l   s e s i 	 C h   c h u  n g 	 D e r i n g 	 D e r i n g   s a h a j a 	 	G	5	2	  0	?				 R i n g 	 V y z v  n n  	 D z w o n e k 	 H a n g 	 S o i t t o 	 R i n g 	 V y z v  Ha n i e 	 B e l l e n 	 R i n g a 	 Z v o n o 	 N u m a i   s o n e r i e 	 Z v o n e n j e 	 	 	 2J=O	 '	M	5	(	@		 2F	 1F	 	 				 
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 
 S T R _ P R O F I L E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 U s e r   P r o f i l e s   S c r e e n   c a p t i o n 	 U s e r   p r o f i l e s 	 `X!j_	 `of!j_	 B#D%L9IC
I	 P e r f i l e s   d e   u s u a r i o 	 P r o f i l s   d ' u t i l i s a t e u r s 	 B e n u t z e r p r o f i l e 	 @>D8;8  ?>;L7>20B5;O	 P r o f i l i   d i   u t e n t e 	 'D'H6'9	 P e r f i s   d o   u t i l i z a d o r 	 K u l l a n 1c 1  p r o f i l l e r i 	 N g i   s   d n g   c  i   t 	 P r o f i l 	 P r o f i l   p e n g g u n a 	 *	M	0	/	K		M	$	>	  *	M	0	K	+	>		2	M	8		 B r u g e r   P r o f i l e r 	 U ~i v a t e l s k    p r o f i l y 	 P r o f i l e   u |y t k o w n i k  w 	 F e l h a s z n  l  i   p r o f i l o k 	 K  y t t  j  p r o f i i l i t 	 B r u k e r p r o f i l e r 	 U ~ v a t e >s k    p r o f i l y 	 G e b r u i k e r s p r o f i e l e n 	 A n v  n d a r p r o f i l e r 	 K o r i s n i 
k i   p r o f i l i 	 P r o f i l e   u t i l i z a t o r 	 U p o r a b n i ak i   P r o f i l i 	   	   	 >B@518B5;A:8  @>D8;8	 		*	-	K		M	$	M	/	>		@	  .	>	9	?	$	@		 ~1HA'D  G'  '1(1	 H21  ~1HA'&D3	   	 												  									 *
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 
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4@*5"@7-	 T i p o   d e   a l e r t a 	 T y p e   d ' a l e r t e 	 W a r n t y p 	 "8?  1C48;L=8:0	 T i p o   s v e g l i a 	 FH9  'DEF(G	 T i p o   d e   a l e r t a 	 U y a r 1  t i p i 	 K i u   b  o   n g 	 J e n i s   P e r i n g a t a n 	 J e n i s   a m a r a n 	 	2	0	M		  *	M	0		>	0	 	 A l a r m   T y p e 	 T y p   s i g n a l i z a c e 	 T y p   a l e r t u 	 F i g y e l m e z t e t  s   t  p u s a 	 H  l y t y s t a p a 	 A l a r m t y p e 	 T y p   u p o z o r n e n i a   	 M e l d i n g s t y p e 	 L a r m t y p 	 V r s t a   u p o z o r e n j a 	 T i p   d e   a l e r t 	 T i p   B u d n o s t i 	   	   	 "8?  =0  !83=0;0	 8			$	>	  *	M	0		>	0		 FH9  G4/'1	 'D1y      B3E	   	 								  				 
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	   	 U h l o b o   l w e s i q a p h e l i s i 	 U h l o b o   l o k u p h a p h a m i s a 	 A i n a   y a   a r i f u 	 A a n m a n i n g s t i p e 	 P e r s p j i m o   t i p a s 	 B r +d i n j u m a   v e i d s 	 T e a t e   t   p 	 Famafcxwatav  e}ao	   	 T i p   d e   a l e r t 	 
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	 8$0M  *M0>0	 L l o j i   I   a l a r m i t 	 					  							 	 	 	 	 	 	 	 T i p o   d e   a l e r t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ A N S E W R I N G _ M O D E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 a n s w e r i n g   m o d e   s c r e e n   c a p t i o n 	 A n s w e r   m o d e 	 aT{!j_	 ^T{!j_	 #0-#1	 M o d o   d e   r e s p u e s t a 	 M o d e   r  p o n s e 	 A n t w o r t m o d u s 	  568<  >B25B0	 M o d a l i t    R i s p o s t a 	 #3DH(  'D1/	 M o d o   d e   a t e n d i m e n t o 	 Y a n 1t l a m a   k i p i 	 C h     t r   l i 	 M o d e   M e n j a w a b 	 M o d   j a w a b 	 		$	M	$	0	  .	K	!		 S v a r   T i l s t a n d 	 R e ~i m   p Yi j e t    h o v o r u 	 T r y b   o d b i e r a n i a   p o Bc z e D	 V  l a s z   m  d 	 V a s t a u s t i l a 	 S v a r m o d u s 	 R e ~i m   o d p o v e d i 	 A n t w o o r d s t a n d 	 S v a r l  g e 	 R e ~i m   o d g o v a r a n j a 	 M o d   p r e l u a r e   a p e l 	 N a 
i n   O d g o v o r a 	   	   	  568<  =0  B3>2>@	 		$	M	0	0	  .	K	!		 -'D*  ~'3.H	 ,H'(  EH	   	 					  				 
5
>
,
  .
K
!
	 (M80M  .K!M	  568<  2V4?>2V4V	 





  

	   	 I m o d i   y o k u p h e n d u l a 	 I m o   y o k u p h e n d u l a 	 M o d i   y a   j i b u 	 A n t w o o r d m o d u s 	 A t s a k y m o   r e ~i m a s 	 A t b i l d e s   r e ~+m s 	 V a s t a m i s r e ~i i m 	 Jaa}mavk  |ejkt	   	 M o d   p r e l u a r e   a p e l 	 .
1
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  .
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!
M
	 	$M$0  .K!	 M e n y r a   e   p e r g j i g j e s 	 					  				 	 	 	 	 	 	 	 M o d o   d e   r e s p o s t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ A N Y K E Y _ A N S E W R I N G _ M O D E 	 U s e r P r o f i l e s 	 T W O S T A T E 	 a n s w e r   m o d e   :   a n y   k e y   o p t i o n 	 A n y   k e y 	 Nauc,T	 Na.c,T	 8H!CGDI	 C u a l q u i e r   t e c l a 	 N ' i m p o r t e   q u e l l e   c l e f 	 B e l i e b i g e   T a s t e 	 N1>9  :;028H59	 Q u a l u n q u e   t a s t o 	 EA*'-  '.*J'1J	 Q u a l q u e r   t e c l a 	 H e r h a n g i   b i r   t u _	 M i   p h  m 	 S e m b a r a n g 	 S e b a r a n g   k e k u n c i 	 	K		  	A			@		 V i l k  r l i g   T a s t 	 V ae m i   k l  v e s a m i 	 D o w o l n y   k l a w i s z 	 B  r m e l y   b i l l e n t y q	 M i k    t a h a n s a   n  p p  i n 	 E n   h v i l k e n   s o m   h e l s t   t a s t 	 P r  j e m   k a ~d  m   t l a 
i d l o m 	 W i l l e k e u r i g e   t o e t s 	 A l l a   k n a p p a r 	 B i l o   k o j a   t i p k a 	 O r i c e   t a s t 	 K a t e r a k o l i   T i p k a 	   	   	 A5:8  CB>=	 	K	#	$	@	9	@	  ,		#		 G1  D/	 H&  (yF	   	 					  			 
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	 @  /?(>	 C4L- O:0  :=>?:0	 


  

	   	 N o m a   i y i p h i   i k h i 	 N a y i p h i n a   i k h i 	 K i t u f e   c h o c h o t e 	 E n i g e   t o e t s 	 B e t   k u r i u o   m y g t u k u 	 J e b k u r a  t a u s t i Fa	 S u v a l i n e   k l a h v 	 Qavoaan  }ervx~	   	 O r i c e   t a s t 	 
$
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
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
  
@
	 /L#8?  @	 C d o   c e l e s 	 						  			 	 	 	 	 	 	 	 Q u a l q u e r   t e c l a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ N O R M A L _ A N S E W R I N G _ M O D E 	 U s e r P r o f i l e s 	 T W O S T A T E 	 a n s w e r   m o d e   :   o p e n   c o v e r   a n s w e r   o p t i o n 	 C o v e r   a n s w e r 	 ˄aT{	  _v^T{	 #1B"@42	 R e s p u e s t a   d e   l a   t a p a 	 R  p o n s e   d e   c o u v e r t u r e 	 A n t w o r t   a b d e c k e n 	 B:@KB85  :@KH:8	 C o p r i r e   l a   R i s p o s t a 	 A*-  'D:7'!  DD1/	 R e s p o n d e r   c o m   a b e r t u r a   d e   t a m p a 	 K a p a k    z e r i n d e n   y a n 1t l a m a 	 M   n p   t r   l i 	 J a n g k a u   J a w a b a n 	 J a w a b   p e n u t u p 	 	5	0	  		$	M	$	0		 C o v e r   S v a r 	 P Yi j e t    h o v o r u   o t e v Ye n  m   k r y t u 	 Z a b e z p i e c z o n e   o d b i e r a n i e   p o Bc z e D	 V  l a s z 	 P e i t t o v a s t a u s 	 S k j u l   s v a r 	 P r  j e m   o t v o r e n  m   k r y t u 	 A n t w o o r d   b e d e k k e n 	 S v a r 	 O d g o v o r   p o d i z a n j e m   p o k l o p c a 	 R s p u n s   l a   r i d i c a r e a   c l a p e t e i 	 P o k r i j   O d g o v o r 	   	   	 >B>2  B3>2>@	 	5	M	9	0	  		$	M	$	0		 ~'3.H  ('  (1/'4*F  /1~H4	 H1  'F31	   	 				  						 
5
0
  
5
>
,
	 50M  (M80M	 V4?>2V4L- AC?@>2V4	 


  



	   	 I k h a v a   u k u p h e n d u l a 	 I m p e n d u l o   y o k u g q u m a 	 I j i b u   u k i f u n g u a   k i f u n i k o 	 F l a p - a n t w o o r d 	 A t v r u s   d a n g t e l /	 V c i Fa   a t b i l d e 	 V a s t a m i n e   k l a p i   a v a m i s e g a 	 Jaa}mavel]  nanoh  baelx~	   	 R s p u n s   l a   r i d i c a r e a   c a p a c u l u i 	 
5
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  .
1
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	 -0  	$M$0	 M b u l o   p e r g j i g j e n 	 				  						 	 	 	 	 	 	 	 R e s p o s t a   d e   c o b e r t u r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ A U T O _ A N S E W R I N G _ M O D E 	 U s e r P r o f i l e s 	 T W O S T A T E 	 a n s w e r   m o d e   :   a u t o   a n s w e r   o p t i o n 	 A u t o 	 Rc,T	 ꁨRc,T	 #1*2"-1B!14	 R e s p .   A u t o m . 	 R  p o n s e   a u t o 	 A u t o m .   a n t w o r t e n 	 2B>  	 A u t o m a t i c o 	 1/  *DB'&J	 A t e n d .   a u t o . 	 O t o m a t i k   c e v a p l a 	 T   n g   t r   l i 	 O t o m a t i s 	 J a w a b   s e c a r a   a u t o m a t i k 	 		K	  		$	M	$	0		 A u t o 	 A u t o m a t i c k y 	 A u t o 	 A u t o .   f o g a d  s 	 A u t o m a a t t i n e n 	 A u t o 	 A u t o m a t i c k y 	 A u t o m a t i s c h   b e a n t w o o r d e n 	 A u t o m a t i s k t 	 A u t o m a t s k i 	 R s p u n s   a u t o m a t 	 A v t o 	 	   	 2B>	 8	M	5	/			 ~'3.HJ  .H/'1	 .H/  (.H/	 	 														  					  							 
$
.
	 K	 2B>	 







	 	 I - a u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o m a t i e s   a n t w o o r d 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

M

K
	 8M5$	 A u t o 	 						 	 	 	 	 	 	 	 R e s p o s t a   a u t o m  t i c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L I G H T _ S T A T U S 	 U s e r P r o f i l e s 	 I C O N T E X T 	 s i g n a l   s t a t u s   L E D     o p t i o n 	 S t a t u s   L E D 	 
gRq	 eg5uop	 *20  L E D 	 L E D   d e   e s t a d o 	  t a t   d e   l a   D E L 	 S t a t u s - L E D 	 !B0BCA  8=48:0B>@0  	 L E D   d e l l o   s t a t o 	 -'D)  'D6H  !	 L E D   d e   e s t a d o 	 D u r u m   L E D ' i 	 T r n g   t h  i    n   L E D 	 L E D   S t a t u s 	 L E D   s t a t u s 	 	2		!	@	  8	M	%	?	$	?		 S t a t u s   L E D 	 S t a v   L E D 	 S t a t u s   L E D 	 S t  t u s z   L E D 	 T i l a - L E D 	 S t a t u s   L E D 	 S t a v   L E D 	 T o e s t a n d l e d 	 L y s d i o d s t a t u s 	 L E D   s t a t u s a 	 S t a r e   L E D 	 S t a n j e   L E D 	 L E D   	   	 !B0BCA  L E D 	 8	M	%	?	$	@	  2	@	!		 L E D   H69*	 'D  '    '3yy3	   	 					- 		  							 &
0

>
  
2

!
@
	 8MG8M  2M!?	 =48:0B>@  AB0=C	 L E D   





	      	 I - S t a t u s   L E D 	 I w o n g a   l e L C D 	 L E D   y a   h a d h i 	 S t a t u s - L E D 	 S t a t u s o   av i e s o s   d i o d a s 	 S t a t u s a   L E D 	 O l e k u   L E D   i n d i k a a t o r 	 L E D   oaca~ksao	   	 S t a r e   L E D 	 L E D   (
?
2
	 8M%?$?  L E D 	 S t a t u s i   L E D 	 						  L E D 	 	 	 	 	 	 	 	 L E D   d e   s t a t u s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L I G H T _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 b a c k   l i g h t   o p t i o n 	 L i g h t 	 ̀IQ	 opIQn	 A*	 L u z 	 L u m i  r e 	 L i c h t 	 !25B  	 L u c e 	 6H  !	 L u z 	 I _1k 	  n h   s  n g 	 L a m p u 	 L a m p u 	 *	M	0		>	6		 L y s 	 S v t l o 	 Zw i a t l o 	 M e g v i l  g  t  s 	 V a l o 	 L y s 	 S v e t l o 	 L i c h t 	 L j u s 	 S v j e t l o 	 L u m i n 	 S v e t l o b a       	 	 	 !25B;8=0	 *	M	0		>	6		 1':	 1H4F	 	 					 0
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	 2HM  .>$M0.G	 !2VB;>	 



	 	 I l a m b u 	 I s i b a n e 	 T a a 	 L i g 	 `v i e s a 	 G a i s m a 	 K e r g e 	 <xu}	 	 L u m i n 	 2
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	 2>	 D r i t a 	 					 	 	 	 	 	 	 	 L e v e 
 
 S T R _ L I G H T _ S T A T U S _ N O N E 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 n o   s t a t u s   l e d   l i g h t 	 N o n e 	 !q	 e	 D!H!5	 N i n g u n o 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'  #-/	 N e n h u m a 	 H i  b i r i 	 K h  n g 	 T a k   a d a 	 T i a d a 	 	K		  (	9	@			 I n g e n 	 } d n  	 {a d e n 	 N i n c s 	 E i   y h t   n 	 I n g e n 	 }i a d n e 	 G e e n 	 I n g e t 	 N i at a 	 N i c i u n a 	 N o b e d e n 	 	 	 O<0	 	>	9	@	9	@	  (	>	9	@		 G/'E	   (  F	 ,   	 						  			 
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  



	   	 L u t h o 	 N a n y e 	 H a m n a 	 G e e n 	 N r a 	 N e k d s 	 P u u d u b 	 Hy  teoh	 	 N i c i u n a 	 
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 
 S T R _ L I G H T _ S T A T U S _ C O L O R 1 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 s t a t u s   L E D   c o l o r   p a t t e r n   1 	 C o l o r   p a t t e r n   1 	 Or N	 r N	 A*5  1 	 D i s e  o   d e   c o l o r   1 	 M o t i f   d e   c o u l e u r   1 	 F a r b m u s t e r   1 	 &25B=>9  >1@075F  1   	 M o t i v o   d i   C o l o r e   1 	 DHF1 	 P a d r  o   d e   c o r   1 	 R e n k    r g  s    1 	 K i u   m  u   1 	 P o l a   W a r n a   1 	 C o r a k   w a r n a   1 	 0			  *	H		0	M	(	  1  	 F a r v e   M  n s t e r   1 	 B a r e v n    v z o r   1 	 K o l o r o w y   w z  r 1 	 1 - e s   s z  n s a b l o n 	 V  r i k u v i o   1 	 F a r g e m  n s t e r   1 	 F a r e b n    v z o r   1 	 K l e u r p a t r o o n   1 	 F  r g m  n s t e r   1 	 U z o r a k   b o j e   1 	 M o d e l   c u l o a r e   1 	 B a r v n i   v z o r e c   1 	     1 	     1 	 &25B=0  AE5<0  1 	 	2	0	  6	H	2	@	  1 	 'DH  1F  1 	 1F  '  71B1   	     1 	 					  									  		 0
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  





  1 	     1 	 I p h e t h i n i   y o m b a l a   1 	 U m f u z i s e l o   w o m b a l a   w o k u - 1 	 M t i n d o   w a   1   w a   r a n g i 	 K l e u r p a t r o o n   1 	 1   s p a l v o s   aa b l o n a s 	 1 .   k r s u   k o m b i n c i j a 	 V  r v i m u s t e r   1 	 3xvaukv  vtxw  1 	     1 	 M o d e l   c u l o a r e   1 	 (
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 
 S T R _ L I G H T _ S T A T U S _ C O L O R 2 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 s t a t u s   L E D   c o l o r   p a t t e r n   2 	 C o l o r   p a t t e r n   2 	 OrN	 rN	 A*5  2 	 D i s e  o   d e   c o l o r   2 	 M o t i f   d e   c o u l e u r   2 	 F a r b m u s t e r   2 	 &25B=>9  >1@075F  2   	 M o t i v o   d i   C o l o r e   2 	 DHF2 	 P a d r  o   d e   c o r   2 	 R e n k    r g  s    2 	 K i u   m  u   2 	 P o l a   W a r n a   2 	 C o r a k   w a r n a   2 	 0			  *	H		0	M	(	  2  	 F a r v e   M  n s t e r   2 	 B a r e v n    v z o r   2 	 K o l o r o w y   w z  r 2 	 2 - e s   s z  n s a b l o n 	 V  r i k u v i o   2 	 F a r g e m  n s t e r   2 	 F a r e b n    v z o r   2 	 K l e u r p a t r o o n   2 	 F  r g m  n s t e r   2 	 U z o r a k   b o j e   2 	 M o d e l   c u l o a r e   2 	 B a r v n i   v z o r e c   2 	     2 	     2 	 &25B=0  AE5<0  2 	 	2	0	  6	H	2	@	  2 	 'DH  1F  2 	 1F  '  71B2 	     2 	 					  									  		 0
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  





  2 	     2 	 I p h e t h i n i   y o m b a l a   2 	 U m f u z i s e l o   w o m b a l a   w e s i - 2 	 M t i n d o   w a   2   w a   r a n g i 	 K l e u r p a t r o o n   2 	 2   s p a l v o s   aa b l o n a s 	 2 .   k r s u   k o m b i n c i j a 	 V  r v i m u s t e r   2 	 3xvaukv  vtxw  2 	     2 	 M o d e l   c u l o a r e   2 	 (
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  2 	 0M  (.B(>  2 	 M o d e l i   I   n g j y r e s   2 	 	 	 	 	 	 	 	 	 M o d e l o   d e   c o r   2 
 
 S T R _ L I G H T _ S T A T U S _ C O L O R 3 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 s t a t u s   L E D   c o l o r   p a t t e r n   3 	 C o l o r   p a t t e r n   3 	 Or	N	 r	N	 A*5  3 	 D i s e  o   d e   c o l o r   3 	 M o t i f   d e   c o u l e u r   3 	 F a r b m u s t e r   3 	 &25B=>9  >1@075F  3   	 M o t i v o   d i   C o l o r e   3 	 DHF3 	 P a d r  o   d e   c o r   3 	 R e n k    r g  s    3 	 K i u   m  u   3 	 P o l a   W a r n a   3 	 C o r a k   w a r n a   3 	 0			  *	H		0	M	(	  3  	 F a r v e   M  n s t e r   3 	 B a r e v n    v z o r   3 	 K o l o r o w y   w z  r 3 	 3 - a s   s z  n s a b l o n 	 V  r i k u v i o   3 	 F a r g e m  n s t e r   3 	 F a r e b n    v z o r   3 	 K l e u r p a t r o o n   3 	 F  r g m  n s t e r   3 	 U z o r a k   b o j e   3 	 M o d e l   c u l o a r e   3 	 B a r v n i   v z o r e c   3 	     3 	     3 	 &25B=0  AE5<0  3 	 	2	0	  6	H	2	@	  3 	 'DH  1F  3 	 1F  '  71B3 	     3 	 					  									  		 0
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  





  3 	     3 	 I p h e t h i n i   y o m b a l a   3 	 U m f u z i s e l o   w o m b a l a   w e s i - 3 	 M t i n d o   w a   3   w a   r a n g i 	 K l e u r p a t r o o n   3 	 3   s p a l v o s   aa b l o n a s 	 3 .   k r s u   k o m b i n c i j a 	 V  r v i m u s t e r   3 	 3xvaukv  vtxw  3 	     3 	 M o d e l   c u l o a r e   3 	 (
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 
 S T R _ L I G H T _ S T A T U S _ C O L O R 4 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 s t a t u s   L E D   c o l o r   p a t t e r n   4 	 C o l o r   p a t t e r n   4 	 OrV	 rV	 A*5  4 	 D i s e  o   d e   c o l o r   4 	 M o t i f   d e   c o u l e u r   4 	 F a r b m u s t e r   4 	 &25B=>9  >1@075F  4   	 M o t i v o   d i   C o l o r e   4 	 DHF4 	 P a d r  o   d e   c o r   4 	 R e n k    r g  s    4 	 K i u   m  u   4 	 P o l a   W a r n a   4 	 C o r a k   w a r n a   4 	 0			  *	H		0	M	(	  4  	 F a r v e   M  n s t e r   4 	 B a r e v n    v z o r   4 	 K o l o r o w y   w z  r 4 	 4 - e s   s z  n s a b l o n 	 V  r i k u v i o   4 	 F a r g e m  n s t e r   4 	 F a r e b n    v z o r   4 	 K l e u r p a t r o o n   4 	 F  r g m  n s t e r   4 	 U z o r a k   b o j e   4 	 M o d e l   c u l o a r e   4 	 B a r v n i   v z o r e c   4 	     4 	     4 	 &25B=0  AE5<0  4 	 	2	0	  6	H	2	@	  4 	 'DH  1F  4 	 1F  '  71B4 	     4 	 					  									  		 0
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.
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  4 	 20M  *M/>0M(M  4 	 @07>:  :>;L>@C  4 	 


  





  4 	     4 	 I p h e t h i n i   y o m b a l a   4 	 U m f u z i s e l o   w o m b a l a   w e s i - 4 	 M t i n d o   w a   4   w a   r a n g i 	 K l e u r p a t r o o n   4 	 4   s p a l v o s   aa b l o n a s 	 4 .   k r s u   k o m b i n c i j a 	 V  r v i m u s t e r   4 	 3xvaukv  vtxw  4 	     4 	 M o d e l   c u l o a r e   4 	 (
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  4 	 0M  (.B(>  4 	 	 	 	 	 	 	 	 	 	 M o d e l o   d e   c o r   4 
 
 S T R _ L I G H T _ S T A T U S _ C O L O R 5 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 s t a t u s   L E D   c o l o r   p a t t e r n   5 	 C o l o r   p a t t e r n   5 	 OrN	 rN	 A*5  5 	 D i s e  o   d e   c o l o r   5 	 M o t i f   d e   c o u l e u r   5 	 F a r b m u s t e r   5 	 &25B=>9  >1@075F  5   	 M o t i v o   d i   C o l o r e   5 	 DHF5 	 P a d r  o   d e   c o r   5 	 R e n k    r g  s    5 	 K i u   m  u   5 	 P o l a   W a r n a   5 	 C o r a k   w a r n a   5 	 0			  *	H		0	M	(	  5  	 F a r v e   M  n s t e r   5 	 B a r e v n    v z o r   5 	 K o l o r o w y   w z  r 5 	 5 -  s   s z  n s a b l o n 	 V  r i k u v i o   5 	 F a r g e m  n s t e r   5 	 F a r e b n    v z o r   5 	 K l e u r p a t r o o n   5 	 F  r g m  n s t e r   5 	 U z o r a k   b o j e   5 	 M o d e l   c u l o a r e   5 	 B a r v n i   v z o r e c   5 	     5 	     5 	 &25B=0  AE5<0  5 	 	2	0	  6	H	2	@	  5 	 'DH  1F  5 	 1F  '  71B5 	     5 	 					  									  		 0
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  





  5 	     5 	 I p h e t h i n i   y o m b a l a   5 	 U m f u z i s e l o   w o m b a l a   w e s i - 5 	 M t i n d o   w a   5   w a   r a n g i 	 K l e u r p a t r o o n   5 	 5   s p a l v o s   aa b l o n a s 	 5 .   k r s u   k o m b i n c i j a 	 V  r v i m u s t e r   5 	 3xvaukv  vtxw  5 	     5 	 M o d e l   c u l o a r e   5 	 (
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  5 	 0M  (.B(>  5 	 	 	 	 	 	 	 	 	 	 M o d e l o   d e   c o r   5 
 
 S T R _ L I G H T _ S T A T U S _ C O L O R 6 	 U s e r P r o f i l e s 	 T W O S T A T E ,   C 0 5 7 _ 1 ,   H I N T 	 s t a t u s   L E D   c o l o r   p a t t e r n   6 	 C o l o r   p a t t e r n   6 	 OrmQ	 rmQ	 A*5  6 	 D i s e  o   d e   c o l o r   6 	 M o t i f   d e   c o u l e u r   6 	 F a r b m u s t e r   6 	 &25B=>9  >1@075F  6   	 M o t i v o   d i   C o l o r e   6 	 DHF6 	 P a d r  o   d e   c o r   6 	 R e n k    r g  s    6 	 K i u   m  u   6 	 P o l a   W a r n a   6 	 C o r a k   w a r n a   6 	 0			  *	H		0	M	(	  6  	 F a r v e   M  n s t e r   6 	 B a r e v n    v z o r   6 	 K o l o r o w y   w z  r 6 	 6 - o s   s z  n s a b l o n 	 V  r i k u v i o   6 	 F a r g e m  n s t e r   6 	 F a r e b n    v z o r   6 	 K l e u r p a t r o o n   6 	 F  r g m  n s t e r   6 	 U z o r a k   b o j e   6 	 M o d e l   c u l o a r e   6 	 B a r v n i   v z o r e c   6 	     6 	     6 	 &25B=0  AE5<0  6 	 	2	0	  6	H	2	@	  6 	 'DH  1F  6 	 1F  '  71B6 	     6 	 					  									  		 0
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  





  6 	     6 	 I p h e t h i n i   y o m b a l a   6 	 U m f u z i s e l o   w o m b a l a   w e s i - 6 	 M t i n d o   w a   6   w a   r a n g i 	 K l e u r p a t r o o n   6 	 6   s p a l v o s   aa b l o n a s 	 6 .   k r s u   k o m b i n c i j a 	 V  r v i m u s t e r   6 	 3xvaukv  vtxw  6 	     6 	 M o d e l   c u l o a r e   6 	 (
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  6 	 0M  (.B(>  6 	 	 	 	 	 	 	 	 	 	 M o d e l o   d e   c o r   6 
 
 S T R _ L I G H T _ S T A T U S _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 s t a t u s   L E D   c a p t i o n 	 S t a t u s   L E D 	 
gRqrKa	 eg5uopr`	 *20  L E D 	 L E D   d e   e s t a d o 	 M o t i f   d e   c o u l e u r   7 	 S t a t u s - L E D 	 !B0BCA  8=48:0B>@0  	 L E D   d e l l o   s t a t o 	 -'D)  'D6H  !	 L E D   d e   e s t a d o 	 D u r u m   L E D ' i 	 T r n g   t h  i    n   L E D 	 S t a t u s   L E D   	 L E D   S t a t u s 	 	2		!	@	  8	M	%	?	$	?		 S t a t u s   L E D 	 S t a v   L E D 	 S t a t u s   L E D 	 S t  t u s z   L E D 	 T i l a - L E D 	 S t a t u s   L E D 	 S t a v   L E D 	 T o e s t a n d l e d 	 L y s d i o d s t a t u s 	 L E D   s t a t u s a 	 S t a r e   L E D 	 S a t n j e L E D 	 L E D   	     	 L E D   !B0BCA	 8	M	%	?	$	@	  2	@	!		 L E D   H69*	 'D  '    '3yy3	   	 					- 		  						  	 &
0

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	 8MG8M  2M!?	 =48:0B>@  AB0=C	 L E D   





	      	 I - S t a t u s   L E D 	 I w o n g a   l e L C D 	 L E D   y a   h a d h i 	 S t a t u s - L E D 	 S t a t u s o   av i e s o s   d i o d a s 	 S t a t u s a   L E D 	 O l e k u   L E D   i n d i k a a t o r 	 L E D   oaca~ksao	   	 S t a r e   L E D 	 L E D   (
?
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	 8M%?$?  L E D 	 	 						  L E D 	 	 	 	 	 	 	 	 L E D   d e   s t a t u s 
 
 S T R _ T O N E _ S E T U P _ A L A R M _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 a l a r m   t o n e   s e t t i n g 	 A l a r m 	 '4	 	 2#%8	 A l a r m a 	 A l a r m e 	 A l a r m 	 C48;L=8:	 A l l a r m e 	 'DEF(G	 A l a r m e 	 A l a r m 	 C h u  n g   b  o 	 A l a r m 	 P e n g g e r a 	 	2	>	0	M	.		 A l a r m 	 A l a r m 	 A l a r m 	  b r e s z t Q	 H  l y t y s 	 A l a r m 	 A l a r m 	 W e k k e r 	 L a r m 	 A l a r m 	 A l a r m 	 A l a r m 	 	 	 ;0@<0	 8			$	>		 2F  G4/'1	 'D'1E	 	 							 
2
>
0
.
	 2>0M.M	 C48;L=8:	 





	 	 I - a l a m u 	 P h a p h a m i s a 	 K e n g e l e 	 W e k k e r 	 S i g n a l a s 	 M o d i n t j s 	 A l a r m 	 Famafcxwaxt	 	 A l a r m 	 
2
>
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
	 20>.	 	 							 	 	 	 	 	 	 	 A l a r m e 
 
 S T R _ A L A R M _ T O N E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 a l a r m   t o n e   s e t t i n g   c a p t i o n 	 A l a r m 	 '4	 	 2#%8	 A l a r m a 	 A l a r m e 	 A l a r m 	 C48;L=8:	 A l l a r m e 	 'DEF(G	 A l a r m e 	 A l a r m 	 C h u  n g   b  o 	 A l a r m 	 P e n g g e r a 	 	2	>	0	M	.		 A l a r m 	 A l a r m 	 A l a r m 	  b r e s z t Q	 H  l y t y s 	 A l a r m 	 A l a r m 	 W e k k e r 	 L a r m 	 A l a r m 	 A l a r m 	 A l a r m 	 	 	 ;0@<0	 8			$	>		 2F  G4/'1	 'D'1E	 	 							 
2
>
0
.
	 2>0M.M	 C48;L=8:	 





	 	 I - a l a m u 	 P h a p h a m i s a 	 K e n g e l e 	 W e k k e r 	 S i g n a l a s 	 M o d i n t j s 	 A l a r m 	 Famafcxwaxt	 	 A l a r m 	 
2
>
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
	 20>.	 	 							 	 	 	 	 	 	 	 A l a r m e 
 
 S T R _ T O N E _ S E T U P _ S I M 1 _ V O I C E _ R I N G _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 S I M 1   v o i c e   c a l l   i n c o m i n g   c a l l   t o n e   o p t i o n 	 S I M 1   v o i c e   c a l l 	 S I M aS1 O	 S I M aS1 eg5u	 *2"*24!1 	 L l a m a d a   d e   v o z   S I M 1 	 A p p e l   v o c a l   S I M 1 	 S I M 1 - V o i c e a n r u f 	 K7>2  G5@57  S I M 1 	 C h i a m a t a   v o c e   S I M 1 	 'DEC'DE)  'DH'1/)  'D5H*J)  AJ  (7'B)1 	 C h a m a d a   d e   v o z   S I M   1 	 S I M 1   s e s l i   a r a m a 	 C u c   g i   n g    m   t h   S I M 1   	 P a n g g i l a n   s u a r a   d i   S I M 1 	 P a n g g i l a n   s u a r a   S I M 1 	 S I M 1   '	M	5	(	?	  	I	2		 	 	 	 S I M 1   h a n g h  v  s 	 	 	 	 S I M 1   s t e m o p r o e p 	 	 	 A p e l   v o c a l   S I M 1 	 	 	     S I M 1 	 	 	 *E'3  5H*  3E  '1*  1 	 	 	 S I M 	  					  			 	 	 	 


1   



  


	   1     	 U c i n g o   l e z w i   l e - S I M 1 	 I f o w n i   y e l i z w i   y e S I M 1 	 S i m u   y a   S I M 1 	 S I M 1 - s t e m o p r o e p 	 1   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 1   b a l s s   z v a n s 	 S I M 1   h   l k  n e 	 S I M 1   qauvaukv  oavy	 S I M 1     	 A p e l   v o c a l   S I M 1 	 S I M 1   5
K
/
M
8
M
  
K
3
M

 	 8?.1   8M50  2	 	 			  1   					  			 	 	 	 	 	 	 	 C h a m a d a   c o m   v o z   e m   S I M 1 
 
 S T R _ T O N E _ S E T U P _ S I M 2 _ V O I C E _ R I N G _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 S I M 2   v o i c e   c a l l   i n c o m i n g   c a l l   t o n e   o p t i o n 	 S I M 2   v o i c e   c a l l 	 S I M aS2 O	 S I M aS2 eg5u	 *2"*24!2 	 L l a m a d a   d e   v o z   S I M 2 	 A p p e l   v o c a l   S I M 2 	 S I M 1 - V o i c e a n r u f 	 K7>2  G5@57  S I M 2 	 C h i a m a t a   v o c e   S I M 2 	 'DEC'DE)  'DH'1/)  'D5H*J)  AJ  (7'B)2 	 C h a m a d a   d e   v o z   S I M   2 	 S I M 2   s e s l i   a r a m a 	 C u c   g i   n g    m   t h   S I M 2 	 P a n g g i l a n   s u a r a   d i   S I M 2 	 P a n g g i l a n   s u a r a   S I M 2 	 S I M 2   '	M	5	(	?	  	I	2		 	 	 	 S I M 2   h a n g h  v  s 	 	 	 	 S I M 2   s t e m o p r o e p 	 	 	 A p e l   v o c a l   S I M 2 	 	 	     S I M 2 	 	 	 *E'3  5H*  3E  '1*  2 	 	 	 S I M 	  					  			 	 	 	 


2   



  


	   2     	 U c i n g o   l e z w i   l e - S I M 2 	 I f o w n i   y e l i z w i   y e S I M 2 	 S i m u   y a   S I M 2 	 S I M 2 - s t e m o p r o e p 	 2   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 2   b a l s s   z v a n s 	 S I M 2   h   l k  n e 	 S I M 2   qauvaukv  oavy	 S I M 1     	 A p e l   v o c a l   S I M 2 	 S I M 2   5
K
/
M
8
M
  
K
3
M

 	 8?.2   8M50  2	 	 	 	 	 	 	 	 	 	 C h a m a d a   c o m   v o z   e m   S I M 2 
 
 S T R _ T O N E _ S E T U P _ V O I C E _ R I N G _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 V o i c e   c a l l   i n c o m n i g   c a l l   t o n e   o p t i o n 	 V o i c e   c a l l 	 O	 eg5u	 *2"*2	 L l a m a d a   d e   v o z 	 A p p e l   v o c a l 	 V o i c e a n r u f 	 K7>2	 C h i a m a t a   v o c e   	 'DEC'DE)  'DH'1/)  'D5H*J)	 C h a m a d a   d e   v o z 	 S e s l i   a r a m a 	 C u c   g i   n g    m   	 P a n g g i l a n   s u a r a 	 P a n g g i l a n   s u a r a 	 '	M	5	(	?	  	I	2	M	8		 	 	 	 H a n g h  v  s 	 	 	 	 S t e m o p r o e p 	 	 	 A p e l   v o c a l 	 	 	   	 	 	 *E'3  5H*	 	 	 					  			 	 	 	 



  


	   	 U c i n g o   l e z w i 	 I f o w n i   y e l i z w i 	 S i m u 	 S t e m o p r o e p 	 B a l s o   s k a m b u t i s 	 B a l s s   z v a n s 	 T a v a k  n e 	 Aauvaukv  oavy	   	 A p e l   v o c a l 	 5
K
/
M
8
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  
K
3
M

 	 8M50  2	 	 					  			 	 	 	 	 	 	 	 C h a m a d a   d e   v o z 
 
 S T R _ T O N E _ S E T U P _ V I D E O _ R I N G _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 V i d e o   c a l l   i n c o m i n g   t o n e   o p t i o n 	 V i d e o   c a l l 	 
O	 Ɖeg5u	 *2"'45B-	 V i d e o l l a m a d a 	 A p p e l   v i d  o 	 V i d e o a n r u f 	 845>2K7>2	 C h i a m a t a   v i d e o 	 'DEC'DE)  'DH'1/)  'DAJ/JH	 C h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a 	 C u c   g i   V i d e o 	 P a n g g i l a n   v i d e o 	 P a n g g i l a n   v i d e o 	 '	M	5	(	?	  	I	2	M	8		 	 	 	 V i d e o h  v  s 	 	 	 	 V i d e o - o p r o e p 	 	 	 A p e l   v i d e o 	 	 	   	 	 	 *E'3  *5H1	 	 	 					  			 	 	 	 





  


	   	 U c i n g o   l e z w i 	 I f o w n i   y e l i z w i 	 S i m u   y a   v i d e o   	 V i d e o - o p r o e p 	 V a i z d o   s k a m b u t i s 	 V i d e o   z v a n s 	 V i d e o k  n e 	 Nkdex  oavy	   	 A p e l   v i d e o 	 5
@
!
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/
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  
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M

 	 8M50  2	 	 					  			 	 	 	 	 	 	 	 C h a m a d a   c o m   v  d e o 
 
 S T R _ T O N E _ S E T U P _ S I M 1 _ R I N G _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 S I M 1   i n c o m i n g   c a l l   t o n e   o p t i o n 	 S I M 1   i n c o m i n g   c a l l 	 S I M aS1 O	 S I M aS1 eg5u	 *2"@#5"@I24!1 	 L l a m a d a   e n t r a n t e   S I M 1 	 A p p e l   e n t r a n t   S I M 1 	 S I M 1   e i n g e h e n d e r   A n r u f 	 !83=0;  2K7>20  4;O  S I M 1 	 C h i a m a t a   i n   a r r i v o   S I M 1 	 'DEC'DE)  'DH'1/)  AJ  'D(7'B)1 	 C h a m a d a   r e c e b i d a   S I M   1 	 S I M 1   g e l e n   a r a m a 	 C u c   g i   n   S I M 1 	 P a n g g i l a n   m a s u k   d i   S I M 1 	 P a n g g i l a n   m a s u k   S I M 1 	 S I M 1   	(	G	  5	>	2	@	  	I	2		 	 	 	 S I M 1   b e j  v Q  h  v  s 	 	 	 	 S I M 1   i n k o m e n d   g e s p r e k 	 	 	 A p e l   d e   i n t r a r e   S I M 1 	 	 	     S I M 1 	 	 	 *E'3  G'  H1H/  3E  '1*  1 	 	 	 S I M 	  			  			 	 	 	 


1 

  





  


	   1   	 U c i n g o   o l u n g e n a y o   l w e - S I M 1 	 I f o w n i   e n g e n a y o   y e S I M 1 	 S i m u   i n a y o i n g i a   y a   S I M 1 	 S I M 1   i n k o m e n d e   o p r o e p 	 1   S I M   k o r t e l s   /e i n a n t i s   s k a m b u t i s 	 S I M 1   i e n k o aa i s   z v a n s 	 S I M 1   s i s e n e v   k  n e 	 S I M 1   txaukv  oavy	 S I M 1     	 A p e l   d e   i n t r a r e   S I M 1 	 S I M 1   
(
M

.
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
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  
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 	 8?.1   (.?  2	 	 			  1   										  			 	 	 	 	 	 	 	 C h a m a d a   d e   e n t r a d a   S I M 1 
 
 S T R _ T O N E _ S E T U P _ S I M 2 _ R I N G _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 S I M 2   i n c o m i n g   c a l l   t o n e   o p t i o n 	 S I M 2   i n c o m i n g   c a l l 	 S I M aS2 O	 S I M aS2 eg5u	 *2"@#5"@I24!2 	 L l a m a d a   e n t r a n t e   S I M 2 	 A p p e l   e n t r a n t   S I M 2 	 S I M 2   e i n g e h e n d e r   A n r u f 	 !83=0;  2K7>20  4;O  S I M 2 	 C h i a m a t a   i n   a r r i v o   S I M 2 	 'DEC'DE)  'DH'1/)  AJ  'D(7'B)2 	 C h a m a d a   r e c e b i d a   S I M   2 	 S I M 2   g e l e n   a r a m a 	 C u c   g i   n   S I M 2 	 P a n g g i l a n   m a s u k   d i   S I M 2 	 P a n g g i l a n   m a s u k   S I M 2 	 S I M 2   	(	G	  5	>	2	@	  	I	2		 	 	 	 S I M 2   b e j  v Q  h  v  s 	 	 	 	 S I M 2   i n k o m e n d   g e s p r e k 	 	 	 A p e l   d e   i n t r a r e   S I M 2 	 	 	     S I M 2 	 	 	 *E'3  G'  H1H/  3E  '1*  2 	 	 	 S I M 	  			  			 	 	 	 


2 

  





  


	   2     	 U c i n g o   o l u n g e n a y o   l w e - S I M 2 	 I f o w n i   e n g e n a y o   y e S I M 2 	 S i m u   i n a y o i n g i a   y a   S I M 2 	 S I M 2   i n k o m e n d e   o p r o e p 	 2   S I M   k o r t e l s   /e i n a n t i s   s k a m b u t i s 	 S I M 2   i e n k o aa i s   z v a n s 	 S I M 2   s i s e n e v   k  n e 	 S I M 2   txaukv  oavy	 S I M 1     	 A p e l   d e   i n t r a r e   S I M 2 	 S I M 2   
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 	 8?.2   (.?  2	 	 	 	 	 	 	 	 	 	 C h a m a d a   d e   e n t r a d a   S I M 2 
 
 S T R _ T O N E _ S E T U P _ R I N G _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 i n c o m i n g   c a l l   t o n e   s e t u p   o p t i o n 	 I n c o m i n g   c a l l 	 O	 eg5u	 *2"@#5"@I2	 L l a m a d a   r e c i b i d a 	 A p p e l   e n t r a n t 	 E i n g e h e n d e r   A n r u f 	 E>4OI89  72>=>:	 C h i a m a t a   i n   a r r i v o 	 'DEC'DE)  'DH'1/)	 C h a m a d a   r e c e b i d a 	 G e l e n    a r 1	 C u  #c   g o #i    n 	 P e n e r i m a a n 	 P a n g g i l a n   m a s u k 	 	(	G	  5	>	2	@	  	I	2		 I n d g  e n d e   O p k a l d 	 P Y c h o z    h o v o r 	 P o Bc z e n i e   p r z y c h o d z c e 	 B e j  v Q  h  v  s 	 S a a p u v a   p u h e l u 	 I n n k o m m e n d e   a n r o p 	 P r i c h  d z a j  c i   h o v o r 	 I n k o m e n d   g e s p r e k 	 I n k o m m a n d e   s a m t a l 	 D o l a z n i   p o z i v 	 A p e l   d e   i n t r a r e 	 D o h o d n i   K l i c 	   	   	 E>4OI>  >28:20=5	 /	G	#	>	0	G	  	I	2		 *E'3  H1H/	 "F  H'D  'D	   	 							  			 
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 
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NX[(W> 	 < D!H!5D%L-"9H#4> 	 < E l   a r c h i v o   n o   e x i s t e > 	 < F i c h i e r   n o n   e x i s t a n t > 	 < D a t e i   e x i s t i e r t   n i c h t > 	 < $09;  =5  ACI5AB2C5B>   	 < I l   f i l e   n o n   e s i s t e > 	 <   EDA  :J1  EH,H/  > 	 < O   f i c h e i r o   n  o   e x i s t e > 	 < D o s y a   y o k   > 	 < T  #p   t i n   k h  n g   t   n   t a #i > 	 < b e r k a s   t a k   a d a > 	 < F a i l   t i d a k   w u j u d > 	  < +	>		2	  .	L		B	&	  (	9	@		>  	 < F i l   E k s i s t e r e r   I k k e > 	 < S o u b o r   n e e x i s t u j e > 	 < P l i k   n i e   i s t n i e j e > 	 < A   f  j l   n e m   l  t e z i k > 	 < T i e d o s t o a   e i   o l e > 	 < F i l   e k s i s t e r e r   i k k e > 	 < S  b o r   n e e x i s t u j e > 	 < B e s t a n d   b e s t a a t   n i e t > 	 < F i l e n   e x i s t e r a r   i n t e > 	 < D a t o t e k a   n e   p o s t o j i > 	 < F i _i e r u l   n u   e x i s t > 	 < D a t o t e k a   N e   O b s t a j a t > 	 <       > 	 <     > 	 < $09;JB  =5  !JI5AB2C20> 	 < +	>		2	  		*	2	,	M	'	  (	>	9	@	> 	 < A'D  EH,H/  F3*> 	 < A'&D  EH,H/  F> 	 <   > 	 < 						  			  								  			> 	 < +
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  > 	 <   > 	 < I f a y e l a   a l i k h o > 	 < I f a y l e   a y i k h o > 	 < F a i l i   h a i p o > 	 < L  e r   b e s t a a n   n i e > 	 < F a i l o   n r a > 	 < F a i l s   n e e k s i s t > 	 < F a i l i   p o l e   o l e m a s > 	 < Vaulh  cxuxiuxv  yxvk> 	 <     > 	 < F i _i e r u l   n u   e x i s t > 	 < +
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 
 S T R _ T O N E _ S E T U P _ V D I E O _ R I N G _ T O N E _ E X T _ S E T 	 U s e r P r o f i l e s 	 T E X T 	 S e t   e x t e r n a l   m e l o d y   f o r   v i d e o   r i n g   t o n e 	 S e t   a s   v i d e o   c a l l   t o n e 	 -p
O4r	 :NƉeg5uÔX	 1I@G@*5"*2"'45B-	 D e f i n i r   c o m o   t o n o   d e   v i d e o l l a m a d a 	 U t i l i s e r   c o m m e   s o n n e r i e   d  a p p e l   v i d  o 	 A l s   V i d e o a n r u f t o n   e i n s t e l l e n 	 #AB0=>28BL  :0:  2845>72>=>:	 I m p o s t a   c o m e   t o n o   d i   c h i a m a t a   v i d e o 	 6(7  F:E)  (EC'DE)  'DH'1/)  'DAJ/JH	 D e f i n i r   t o q u e   p a r a   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a   t o n u   o l a r a k   a y a r l a   	 t   t h  n h   v i d e o   c h u  n g   c u c   g i   n 	 T e t a p k a n   s e b a g a i   n a d a   p a n g g i l a n   v i d e o 	 S e t k a n   s e b a g a i   n a d a   p a n g g i l a n   v i d e o   	 5	@	!	?	/	K	  	I	2	  	K	(	  	G	  0	B	*	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t  s   v i d e o h  v  s   c s e n g Qh a n g k  n t 	 	 	 	 A l s   v i d e o - o p r o e p t o o n   i n s t e l l e n 	 	 	 S e t a r e   c a   t o n   a p e l   v i d e o 	 	 	       	 	 	 (G  9FH'F  5/'  2F  *E'3  H/&H	 	 	 					  		  			  				  			  					 	 	 	 	 	 S e t h a   n j e n g e t h o n i   y o c i n g o   l w e v i d y o 	 I s e t w e   n j e n g e t h o n i   y e f o w n i   y e v i d i y o 	 S e t i   k a m a   t o n i   y a   s i m u   y a   v i d e o 	 S t e l   a s   v i d e o - o p r o e p l u i t o o n 	 N u s t a t y t i   k a i p   v a i z d o   s k a m b u 
i o   t o n 	 I e s t a t +t   p a r   v i d e o   z v a n a   m e l o d i j u 	 M   r a   v i d e o k  n e   t o o n 	 Fwavaoel  xze}  ~kdex  oavyk  teredk	 ,             	 S e t a r e   c a   t o n   a p e l   v i d e o 	 5
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i o   t o n 	 I e s t a t +t   k   z v a n a   m e l o d i j u 	 S e a   h e l i n a k s 	 Fwavaoel  xze}  oavyk  teredk	 ,             	 S e t a r e   c a   s o n e r i e 	 1
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7H-!B"	 D e s a s o c i a r 	 D  s a s s o c i e r 	 Z u w e i s u n g   e n t f e r n e n 	 B<5=8BL  ?@8:@5?;5=85	 D i s a s s o c i a 	 'D:'!  'D1H'(7	 D e s a s s o c i a r 	 E k l e 	 H y   k t   n i   n h c   c h u  n g 	 d i h u b u n g k a n 	 C e r a i k a n 	 5	?		M		G	&		 O p h  v   T i l k n y t 	 R o z d l i t 	 O d Bc z o n y 	 H o z z  r e n d e l  s   f e l o l d  s a 	 I r r o t a 	 A v a s s o s i e r 	 R o z d e l i e	 K o p p e l i n g   m e t   r i n g t o n e   v e r b r e k e n 	 f r  n - k o p p l a 	 R a z d r u ~i v a n j e   	 E l i m i n a r e   a t r i b u i r e 	 R a z d r u ~i 	 	   	  0745;8	 !	?	- 	8	K	6	?	/			 -0A  '1*('7	 'D  ,&	 	 		- 									 
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 
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 
 S T R _ T O N E _ S E T U P _ A L A R M _ T O N E _ E X T _ D E L 	 U s e r P r o f i l e s 	 T E X T 	 d e a s s o c i a t e   e x t e r n a l   m e l o d y   o p t i o n   f o r   a l a r m   t o n e 	 D e - a s s o c i a t e 	 Sm'44r#P}	 SmÔXޏc	 "@%42#@
7H-!B"	 D e s a s o c i a r 	 D  s a s s o c i e r 	 Z u w e i s u n g   e n t f e r n e n 	 B<5=8BL  ?@8:@5?;5=85	 D i s a s s o c i a 	 'D:'!  'D1H'(7	 D e s a s s o c i a r 	 E k l e 	 H y   k t   n i   n h c   c h u  n g 	 d i h u b u n g k a n 	 C e r a i k a n 	 5	?		M		G	&	  	0	G		 	 O p h  v   T i l k n y t 	 R o z d l i t 	 O d Bc z o n y 	 H o z z  r e n d e l  s   f e l o l d  s a 	 I r r o t a 	 A v a s s o s i e r 	 R o z d e l i e	 K o p p e l i n g   m e t   w e k k e r t o o n   v e r b r e k e n 	 f r  n - k o p p l a 	 R a z d r u ~i v a n j e   	 E l i m i n a r e   a t r i b u i r e 	 R a z d r u ~i 	 	   	  0745;8	 !	?	- 	8	K	6	?	/			 -0A  '1*('7	 'D  ,&	 	 		- 									 
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 
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i v a n j e   n a p a j a n j a 	 L a   p o r n i r e 	 V k l j u 
e n o 	   	 	 0E@0=20=5  :;NG5=>	 *	>	5	0	  	>	2	B		 1H4F  1/F	 ~'H1  "F	     	 						  				  					 ,
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 
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i v a n j e   n a p a j a n j a 	 L a   o p r i r e 	 I z k l j u 
e n o 	   	 	 0E@0=20=5  7:;NG5=>	 *	>	5	0	  ,		&		 .'EH4  1/F	 ~'H1"A	     	 						  				  					 ,
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	 6M$?  +M  	 	 					  			 	 	 	 	 	 	 	 D e s l i g a d o 
 
 S T R _ T O N E _ S E T U P _ C O V E R O P E N _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 c o v e r   o p e n   t o n e   o p t i o n 	 C o v e r   o p e n 	 ˄	  _v	 2@4	 T a p a   a b i e r t a 	 C a p o t   o u v e r t 	 D e c k e l   g e  f f n e t 	 B:@KB0O  :@KH:0	 C o p e r c h i o   a p e r t o 	 'A*-  'D:7'!	 A b e r t u r a   d a   t a m p a 	 K a p a k   a  1k 	 M   n p 	 J a n g k a u   B u k a 	 P e n u t u p   t e r b u k a   	 	5	0	  	K	2	G			 C o v e r    b e n t 	 O t e v Ye n    k r y t u 	 O t w  r z   k l a p k 	 F e d  l   n y i t v a 	 K a n s i   a u k i 	  p n e   d e k s e l 	 K r y t   o t v o r e n  	 D e k s e l   o p e n 	  p p n a   l o c k e t 	 O t v a r a n j e   p o k l o p c a 	 D e s c h i d e r e   c l a p e t 	 O v i t e k   O d p r t 	   	   	 0?0:  B2>@5=	 	I	5	0	  	A	2	>		 ('2  1/F  /1~H4	 H1HD	   	 				  						 
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  





  

	   	 U k u v u l a   i k h a v a 	 I s i c i k o   s i v u l i w e 	 F u n g u a   k i f u n i k o 	 F l a p   o o p 	 D a n g t e l i o   a t v r i m a s 	 V c i Fa  a t v r t s 	 K l a p p   a v a t u d 	 >anok  baxt	   	 D e s c h i d e r e   c a p a c 	 
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 
 S T R _ T O N E _ S E T U P _ C O V E R C L O S E _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 c o v e r   c l o s e   t o n e   o p t i o n 	 C o v e r   c l o s e 	 ԕ˄	 sQv	 24	 T a p a   c e r r a d a 	 C a p o t   f e r m  	 D e c k e l   g e s c h l o s s e n 	 0:@KB0O  :@KH:0	 C o p e r c h i o   c h i u s o 	 ':D'B  'D:7'!	 F e c h o   d a   t a m p a 	 K a p a k   k a p a l 1	  n g   n p   	 J a n g k a u   T u t u p 	 P e n u t u p   t u t u p 	 	5	0	  ,		&		 C o v e r   L u k k e t 	 Z a v Ye n    k r y t u 	 Z a m k n i j   k l a p k 	 F e d  l   z  r v a 	 K a n s i   k i i n n i 	 L u k k   d e k s e l 	 K r y t   z a t v o r e n  	 D e k s e l   d i c h t 	 S t  n g   l o c k e t 	 Z a t v a r a n j e   p o k l o p c a 	  n c h i d e r e   c l a p e t 	 O v i t e k   Z a p r t 	   	   	 0?0:  0B2>@5=	 	I	5	0	  ,		&		 (3*F  /1~H4	 H1  (F/  ,&	   	 				  				  					 
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  


  

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 
 S T R _ C O V E R O P E N _ T O N E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 c o v e r   o p e n   t o n e   c a p t i o n 	 C o v e r   o p e n 	 ˄	  _v	 2@4	 T a p a   a b i e r t a 	 C a p o t   o u v e r t 	 D e c k e l   g e  f f n e t 	 B:@KB0O  :@KH:0	 C o p e r c h i o   a p e r t o 	 'A*-  'D:7'!	 A b e r t u r a   d a   t a m p a 	 K a p a k   a  1k 	 M   n p 	 J a n g k a u   B u k a 	 P e n u t u p   t e r b u k a   	 	5	0	  	K	2	G			 C o v e r    b e n t 	 O t e v Ye n    k r y t u 	 O t w  r z   k l a p k 	 F e d  l   n y i t v a 	 K a n s i   a u k i   	  p n e   d e k s e l 	 K r y t   o t v o r e n  	 D e k s e l   o p e n 	  p p n a   l o c k e t 	 O t v a r a n j e   p o k l o p c a 	 D e s c h i d e r e   c l a p e t 	 O v i t e k   O d p r t 	   	   	 0?0:  B2>@5=	 	I	5	0	  	A	2	>		 ('2  1/F  /1~H4	 H1  HD	   	 				  						 
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	   	 U k u v u l a   i k h a v a 	 I s i c i k o   s i v u l i w e 	 F u n g u a   k i f u n i k o 	 F l a p   o o p 	 D a n g t e l i o   a t v r i m a s 	 V c i Fa  a t v r t s 	 K l a p p   a v a t u d 	 >anok  baxt	   	 D e s c h i d e r e   c a p a c 	 
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 
 S T R _ C O V E R C L O S E _ T O N E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 c o v e r   c l o s e   t o n e   c a p t i o n 	 C o v e r   c l o s e 	 ԕ˄	 sQv	 24	 T a p a   c e r r a d a 	 C a p o t   f e r m  	 D e c k e l   g e s c h l o s s e n 	 0:@KB0O  :@KH:0	 C o p e r c h i o   c h i u s o 	 ':D'B  'D:7'!	 F e c h o   d a   t a m p a 	 K a p a k   k a p a l 1	  n g   n p   	 J a n g k a u   T u t u p 	 P e n u t u p   t u t u p 	 	5	0	  ,		&		 C o v e r   L u k k e t 	 Z a v Ye n    k r y t u 	 Z a m k n i j   k l a p k 	 F e d  l   z  r v a 	 K a n s i   k i i n n i 	 L u k k   d e k s e l 	 K r y t   z a t v o r e n  	 D e k s e l   d i c h t 	 S t  n g   l o c k e t 	 Z a t v a r a n j e   p o k l o p c a 	  n c h i d e r e   c l a p e t 	 O v i t e k   Z a p r t 	   	   	 0?0:  0B2>@5=	 	I	5	0	  ,		&		 (3*F  /1~H4	 H1  (F/  ,&	   	 				  				  					 
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  


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	   	 U k u v a l a   i k h a v a 	 I s i c i k o   s i v a l i w e 	 F u n i k a   k i f u n i k o 	 F l a p   t o e 	 D a n g t e l i o   u ~v r i m a s 	 V c i Fa  a i z v r t s 	 K l a p p   s u l e t u d 	 >anok  aoxt	   	  n c h i d e r e   c a p a c 	 
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 
 S T R _ T O N E _ S E T U P _ S I M 1 _ M E S S A G E _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 S I M 1   m e s s a g e   t o n e   o p t i o n 	 S I M 1   m e s s a g e 	 S I M aS1 
o`	 S I M aS1 Oo`	 I-'2!4!1 	 M e n s a j e   d e   S I M 1 	 M e s s a g e   S I M 1 	 S I M   1 - M i t t e i l u n g 	 !83=0;  A>>1I5=8O  4;O  S I M 1 	 M e s s a g g i o   S I M 1 	 13'D)  (7'B)1 	 M e n s a g e m   d o   S I M 1 	 S I M 1   m e s a j   t o n u   	 T i n   n h n   S I M 1 	 P e s a n   d i   S I M 1 	 M e s e j   S I M 1 	 8	?	.	1   8		&	G	6		 	 	 	 S I M 1    z e n e t 	 	 	 	 S I M 1   b e r i c h t 	 	 	 M e s a j   S I M 1 	 	 	     S I M 1 	 	 	 ~'E  S I M 1 	 	 	 S I M 	  							 	 	 	 


1   




  


	   1     	 I t h o n i   y o m b i k o   w e - S I M 1 	 I t h o n i   y o m y a l e z o   w e S I M 1 	 T o n i   y a   u j u m b e   w a   S I M 1 	 S I M 1 - b o o d s k a p 	 1   S I M   k o r t e l s   p r a n e ai m o   t o n a s 	 S I M 1   z i Fo j u m a   m e l o d i j a 	 S I M 1   s  n u m i   t o o n 	 S I M 1   parxdacxiuav  teredk	 S I M 1 -     	 S u n e t   a l e r t   m e s a j   S I M 1 	 S I M 1   8
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 
 S T R _ T O N E _ S E T U P _ S I M 2 _ M E S S A G E _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 S I M 2   m e s s a g e   t o n e   o p t i o n 	 S I M 2   m e s s a g e 	 S I M aS2 
o`	 S I M aS2 Oo`	 I-'2!4!2 	 M e s n a j e   d e   S I M 2 	 M e s s a g e   S I M 2 	 S I M   2 - M i t t e i l u n g 	 !83=0;  A>>1I5=8O  4;O  S I M 2 	 M e s s a g g i o   S I M 2 	 13'D)  (7'B)2 	 M e n s a g e m   d o   S I M 2 	 S I M 2   m e s a j   t o n u   	 T i n   n h n   S I M 2 	 P e s a n   d i   S I M 2 	 M e s e j   S I M 2 	 8	?	.	  2   8		&	G	6		 	 	 	 S I M 2    z e n e t 	 	 	 	 S I M 2   b e r i c h t 	 	 	 M e s a j   S I M 2 	 	 	     S I M 2 	 	 	 ~'E  S I M 2 	 	 	 S I M 	  							 	 	 	 


2   




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	   2     	 I t h o n i   y o m b i k o   w e - S I M 2 	 I t h o n i   y o m y a l e z o   w e S I M 2 	 T o n i   y a   u j u m b e   w a   S I M 2 	 S I M 2 - b o o d s k a p 	 2   S I M   k o r t e l s   p r a n e ai m o   t o n a s 	 S I M 2   z i Fo j u m a   m e l o d i j a 	 S I M 2   s  n u m i   t o o n 	 S I M 2   parxdacxiuav  teredk	 S I M 2 -     	 S u n e t   a l e r t   m e s a j   S I M 2 	 S I M 2   8
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 
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o`	 Oo`	 I-'2!	 M e n s a j e 	 M e s s a g e 	 M i t t e i l u n g 	 ">=  A>>1I5=8O  	 M e s s a g g i o 	 13'D)	 M e n s a g e m 	 M e s a j   s e s i 	 T i n   n h n 	 N a d a   P e s a n 	 N a d a   m e s e j 	 8		&	G	6		 B e s k e d   T o n e 	 T  n   z p r  v y 	 D zw i k   w i a d o m o [c i 	  z e n e t 	 V i e s t i   n i 	 M e l d i n g s t o n e 	 T  n   s p r  v 	 B e r i c h t 	 M e d d e l a n d e s i g n a l 	 T o n   p o r u k e 	 M e s a j 	 Z v o k   S p o r o 
i l 	   	   	 ">=  !J>1I5=85	 8		&	G	6	  '	M	5	(	@		 ~'E	 (:'E  yHF	   	 							 8
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	   	 I t h o n i   y o m b i k o 	 I t h o n i   y o m y a l e z o 	 T o n i   y a   u j u m b e 	 B o o d s k a p 	 P r a n e ai m o   t o n a s 	 Z i Fo j u m a   m e l o d i j a 	 S  n u m i   t o o n 	 @arxdacxiuav  teredk	   	 S u n e t   a l e r t   m e s a j 	 8
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 
 S T R _ T O N E _ S E T U P _ M M S _ T O N E 	 U s e r P r o f i l e s 	 I C O N T E X T 	 M M S   t o n e   o p t i o n 	 M M S 	 YZԚ
o`	 i_O	 M M S 	 M M S 	 M M S 	 M M S 	 ">=  M M S   	 M M S 	 13'D)  'DH3'&7  'DE*9//)	 M M S 	 M M S   t o n u 	 N h c   b  o   M M S 	 M M S 	 M M S 	 	.		.		8		 	 	 	 M M S 	 	 	 	 M M S 	 	 	 M M S 	 	 	   M M S 	 	 	 ~J'EC  F/13'FG  '  ( M M S ) 	 	 	 							 	 	 	 	 	 	 	 	 M M S 	 	 	 	 	 	 	 M M S   
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 
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o`	 Oo`	 '-"L@!%	 M e n s a j e   d e   v o z 	 M e s s a g e   v o c a l 	 S p r a c h m i t t e i l u n g 	 ">=  3>;>A>2>3>  A>>1I5=8O	 M e s s a g g i o   v o c a l e 	 'D13'D)  'D5H*J)	 M e n s a g e m   d e   v o z 	 S e s l i   m e s a j   t o n u 	 N h c   b  o   t i n   n h n   n g    m 	 P e s a n   s u a r a 	 M e s e j   s u a r a 	 '	M	5	(	?	  8		&	G	6		 	 	 	 H a n g  z e n e t 	 	 	 	 G e s p r o k e n - b e r i c h t 	 	 	 M e s a j   v o c a l 	 	 	     	 	 	 ~'E  "H'	 	 	 				  					  	 	 	 	 	 	 	 	 	 S t e m b o o d s k a p 	 	 	 	 	 	 	 6
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i d i e l   	 T o e t s e n b o r d 	 K n a p p s a t s t o n 	 T o n   t i p k e 	 T a s t e   s o n o r e 	 Z v o k   T i p k o v n i c e 	   	     	 ">=  ;0280BC@0	 	@	*	E	!	  '	M	5	(	@		 5A-G  CDJ/	   ~  yHF	   	 							  	 
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1   



  


	   1     	 U c i n g o   l e z w i   l e - S I M 1 	 I f o w n i   y e l i z w i   y e S I M 1 	 S i m u   y a   S I M 1 	 S I M 1 - s t e m o p r o e p 	 1   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 1   b a l s s   z v a n s 	 S I M 1   h   l k  n e 	 S I M 1   qauvaukv  oavy	 S I M 1 -     	 A p e l   v o c a l   S I M 1 	 S I M 1   5
K
/
M
8
M
  
K
3
M

 	 S I M 1   8M50  2	 	 			  1   					  			 	 	 	 	 	 	 	 C h a m a d a   c o m   v o z   e m   S I M 1 
 
 S T R _ P R O F I L E S _ S I M 2 _ V O I C E _ R I N G _ T O N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 S I M 2   v o i c e   i n c o m i n g   c a l l   t o n e   s c r e e n   c a p t i o n 	 S I M 2   v o i c e   c a l l 	 S I M aS2 O	 S I M aS2 eg5u	 *2"*24!2 	 L l a m a d a   d e   v o z   S I M 2 	 A p p e l   v o c a l   S I M 2 	 S I M 1 - V o i c e a n r u f 	 K7>2  G5@57  S I M 2 	 C h i a m a t a   v o c e   S I M 2 	 'DEC'DE)  'DH'1/)  'D5H*J)  AJ  (7'B)2 	 C h a m a d a   d e   v o z   S I M   2 	 S I M 2   s e s l i   a r a m a 	 C u c   g i   n   S I M 2 	 P a n g g i l a n   s u a r a   d i   S I M 2 	 P a n g g i l a n   s u a r a   S I M 2 	 S I M 2   '	M	5	(	?	  	I	2		 	 	 	 S I M 2   h a n g h  v  s 	 	 	 	 S I M 2   g e s p r e k o p r o e p 	 	 	 A p e l   v o c a l   S I M 2 	 	 	     S I M 2 	 	 	 *E'3  5H*  3E  '1*  2 	 	 	 S I M 	  					  			 	 	 	 


2   



  


	   2     	 U c i n g o   l e z w i   l e - S I M 2 	 I f o w n i   y e l i z w i   y e S I M 2 	 S i m u   y a   S I M 2 	 S I M 2 - s t e m o p r o e p 	 2   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 2   b a l s s   z v a n s 	 S I M 2   h   l k  n e 	 S I M 2   qauvaukv  oavy	 S I M 2 -     	 A p e l   v o c a l   S I M 2 	 S I M 2   5
K
/
M
8
M
  
K
3
M

 	 S I M 2   8M50  2	 	 	 	 	 	 	 	 	 	 C h a m a d a   c o m   v o z   e m   S I M 2 
 
 S T R _ P R O F I L E S _ V O I C E _ R I N G _ T O N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 v o i c e   i n c o m i n g   c a l l   t o n e   s c r e e n   c a p t i o n 	 V o i c e   c a l l 	 O	 eg5u	 *2"*2	 L l a m a d a   d e   v o z 	 A p p e l   v o c a l 	 V o i c e a n r u f 	 >;>A>2>9  2K7>2	 C h i a m a t a   v o c e 	 'DEC'DE)  'DH'1/)  'D5H*J)	 C h a m a d a   d e   v o z 	 S e s l i   a r a m a 	 C u c   g i   n g    m 	 P a n g g i l a n   s u a r a 	 P a n g g i l a n   s u a r a 	 '	M	5	(	?	  	I	2		 	 	 	 H a n g h  v  s 	 	 	 	 G e s p r e k o p r o e p 	 	 	 A p e l   v o c a l 	 	 	   	 	 	 *E'3  5H*	 	 	 					  			 	 	 	 



  


	   	 U c i n g o   l e z w i 	 I f o w n i   y e l i z w i 	 S i m u 	 S t e m o p r o e p 	 B a l s o   s k a m b u t i s 	 B a l s s   z v a n s 	 T a v a k  n e 	 Aauvaukv  oavy	   	 A p e l   v o c a l 	 5
K
/
M
8
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  
K
3
M

 	 8M50  2	 	 					  			 	 	 	 	 	 	 	 C h a m a d a   d e   v o z 
 
 S T R _ P R O F I L E S _ V I D E O _ R I N G _ T O N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 v i d e o   i n c o m i n g   c a l l   t o n e   s c r e e n   c a p t i o n 	 V i d e o   c a l l 	 
O	 Ɖeg5u	 *2"'45B-	 V i d e o l l a m a d a 	 A p p e l   v i d  o 	 V i d e o a n r u f 	 845>2K7>2	 C h i a m a t a   v i d e o 	 'DEC'DE)  'DH'1/)  'DAJ/JH	 C h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a 	 C u c   g i   V i d e o 	 P a n g g i l a n   v i d e o 	 P a n g g i l a n   v i d e o 	 '	M	5	(	?	  	I	2		 	 	 	 V i d e o h  v  s 	 	 	 	 V i d e o - o p r o e p 	 	 	 A p e l   v i d e o 	 	 	   	 	 	 *E'3  *5H1	 	 	 					  			 	 	 	 





  


	   	 U c i n g o   l e z w i 	 I f o w n i   y e v i d o 	 S i m u   y a   v i d e o   	 V i d e o - o p r o e p 	 V a i z d o   s k a m b u t i s 	 V i d e o   z v a n s 	 V i d e o k  n e 	 Nkdex  oavy	   	 A p e l   v i d e o 	 5
@
!
?
/
K
  
K
3
M

 	 -?!?  2	 	 					  			 	 	 	 	 	 	 	 C h a m a d a   c o m   v  d e o 
 
 S T R _ P R O F I L E S _ S I M 1 _ R I N G _ T O N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 S I M 1   i n c o m i n g   c a l l   t o n e   s c r e e n   c a p t i o n 	 S I M 1   i n c o m i n g   c a l l 	 S I M aS1 O	 S I M aS1 eg5u	 *2"@#5"@I24!1 	 L l a m a d a   e n t r a n t e   S I M 1 	 A p p e l   e n t r a n t   S I M 1 	 S I M 1   e i n g e h e n d e r   A n r u f 	 E>4OI89  =0  S I M 1 	 C h i a m a t a   i n   a r r i v o   S I M 1 	 'DEC'E)  'DH'1/)  AJ  (7'B)1 	 C h a m a d a   r e c e b i d a   S I M   1 	 S I M 1   g e l e n   a r a m a 	 C u c   g i   n   S I M 1 	 P a n g g i l a n   m a s u k   d i   S I M 1 	 P a n g g i l a n   m a s u k   S I M 1 	 S I M 1   	(	G	  5	>	2	@	  	I	2		 	 	 	 S I M 1   b e j  v Q  h  v  s 	 	 	 	 S I M 1   i n k o m e n d   g e s p r e k 	 	 	 A p e l   d e   i n t r a r e   S I M 1 	 	 	     S I M 1 	 	 	 *E'3  G'  H1H/  3E  '1*  1 	 	 	 S I M 	  			  			 	 	 	 


1 

  





  


	   1     	 U c i n g o   o l u n g e n a y o   l w e - S I M 1 	 I f o w n i   e n g e n a y o   y e S I M 1   	 S i m u   i n a y o i n g i a   y a   S I M 1 	 S I M 1   i n k o m e n d e   o p r o e p 	 1   S I M   k o r t e l s   /e i n a n t i s   s k a m b u t i s 	 S I M 1   i e n k o aa i s   z v a n s 	 S I M 1   s i s e n e v   k  n e 	 S I M 1   txaukv  oavy	 S I M 1 -     	 A p e l   d e   i n t r a r e   S I M 1 	 S I M 1   
(
M

.
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
M
  
K
3
M

 	 S I M 1   (.?  2	 	 			  1   										  			 	 	 	 	 	 	 	 C h a m a d a   d e   e n t r a d a   S I M 1 
 
 S T R _ P R O F I L E S _ S I M 2 _ R I N G _ T O N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 S I M 2   i n c o m i n g   c a l l   t o n e   s c r e e n   c a p t i o n 	 S I M 2   i n c o m i n g   c a l l 	 S I M aS2 O	 S I M aS2 eg5u	 *2"@#5"@I24!2 	 L l a m a d a   e n t r a n t e   S I M 2 	 A p p e l   e n t r a n t   S I M 2 	 S I M 2   e i n g e h e n d e r   A n r u f 	 E>4OI89  =0  S I M 2 	 C h i a m a t a   i n   a r r i v o   S I M 2 	 'DEC'DE)  'DH'1/)  AJ  'D(7'B)2 	 C h a m a d a   r e c e b i d a   S I M   2 	 S I M 2   g e l e n   a r a m a 	 C u c   g i   n   S I M 2 	 P a n g g i l a n   m a s u k   d i   S I M 2 	 P a n g g i l a n   m a s u k   S I M 2 	 S I M 2   	(	G	  5	>	2	@	  	I	2		 	 	 	 S I M 2   b e j  v Q  h  v  s 	 	 	 	 S I M 2   i n k o m e n d   g e s p r e k 	 	 	 A p e l   d e   i n t r a r e   S I M 2 	 	 	     S I M 2 	 	 	 *E'3  G'  H1H/  3E  '1*  2 	 	 	 S I M 	  			  			 	 	 	 


2 

  





  


	   2     	 U c i n g o   o l u n g e n a y o   l w e - S I M 2 	 I f o w n i   e n g e n a y o   y e S I M 2 	 S i m u   i n a y o i n g i a   y a   S I M 2 	 S I M 2   i n k o m e n d e   o p r o e p 	 2   S I M   k o r t e l s   /e i n a n t i s   s k a m b u t i s 	 S I M 2   i e n k o aa i s   z v a n s 	 S I M 2   s i s e n e v   k  n e 	 S I M 2   txaukv  oavy	 S I M 2 -     	 A p e l   d e   i n t r a r e   S I M 2 	 S I M 2   
(
M

.
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
M
  
K
3
M

 	 S I M 2   (.?  2	 	 	 	 	 	 	 	 	 	 C h a m a d a   d e   e n t r a d a   S I M 2 
 
 S T R _ P R O F I L E S _ R I N G _ T O N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 i n c o m i n g   c a l l   t o n e   s c r e e n   c a p t i o n 	 I n c o m i n g   c a l l 	 O	 eg5u	 *2"@#5"@I2	 L l a m a d a   e n t r a n t e 	 A p p e l   e n t r a n t 	 E i n g e h e n d e r   A n r u f 	 E>4OI89  72>=>:	 C h i a m a t a   i n   a r r i v o 	 'DEC'DE)  'DH'1/)	 C h a m a d a   r e c e b i d a 	 G e l e n    a r 1	 N h c   t i n   n h n   S I M 1 	 P e n e r i m a a n 	 P a n g g i l a n   m a s u k 	 	(	G	  5	>	2	@	  	I	2		 I n d g  e n d e   O p k a l d 	 P Y c h o z    h o v o r 	 P o Bc z e n i e   p r z y c h o d z c e 	 B e j  v Q  h  v  s 	 S a a p u v a   p u h e l u 	 I n n k o m m e n d e   a n r o p 	 P r i c h  d z a j  c i   h o v o r 	 I n k o m e n d   g e s p r e k 	 I n k o m m a n d e   s a m t a l 	 D o l a z n i   p o z i v 	 A p e l   d e   i n t r a r e 	 D o h o d n i   K l i c 	   	   	 E>4OI>  >28:20=5	 /	G	#	>	0	G	  	I	2		 *E'3  G'  H1H/	 "F  H'D  'D	   	 			  			 
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 S T R _ P R O F I L E S _ R I N G _ T O N E _ S E T U P _ D U P L I C A T E D 	 U s e r P r o f i l e s 	 P O P U P 	 t o n e   s e t u p   f a i l   :   f i l e   d u p l i c a t e d 	 F i l e   a l r e a d y   e x i s t s 	 jHh]X[(W	 eN]X[(W	 !5D%L-"9HA%I'	 E l   a r c h i v o   y a   e x i s t e   	 F i c h i e r   e x i s t a n t 	 D a t e i   b e r e i t s   v o r h a n d e n 	 $09;  4C1;8@>20=	 I l   f i l e   e s i s t e 	 'DEDA  EH,H/  ('DA9D	 O   f i c h e i r o   j    e x i s t e 	 D o s y a   z a t e n   v a r 	 T p   t i n      t n   t i 	 D u p l i k a t 	 F a i l   s u d a h   w u j u d 	 +	<	>		2	  .	L		B	&	  9	H		 	 	 	 L  t e z Q  f  j l 	 	 	 	 B e s t a n d   b e s t a a t   a l 	 	 	 F i _i e r u l   e x i s t   d e j a 	 	 	   	 	 	 ~1HF/G  '2~4  EH,H/  '3*	 	 	 				  									  				 	 	 	 





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n a   p o t   p r e g l o b o k a 	       	       	 JBO  4>  D09;0  5  ?@5:0;5=>  4J;J3	 F i l e   p a t h   t o o   d e e p 	 E31  A'D  /H1  '3*	 A'&D  1'3*  (*  'F/1	         	 						  		  								  						 +
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7H-D%L"2'@4D	 N o m b r e   d e   a r c h i v o   d e m a s i a d o   l a r g o 	 N o m   d e   f i c h i e r   t r o p   l o n g 	 D a t e i n a m e   z u   l a n g 	 <O  D09;0  A;8H:><  4;8==>5	 N o m e   d i   F i l e   t r o p p o   l u n g o 	 '3E  'DEDA  7HJD  ,/'	 N o m e   d e   f i c h e i r o   d e m a s i a d o   c o m p r i d o 	 D o s y a   a d 1   o k   u z u n 	 T  n   t p   q u    d  i 	 N a m a   b e r k a s   t e r l a l u   p a n j a n g 	 N a m a   f a i l   t e r l a l u   p a n j a n g 	 +	>		2	  (	>	.	  	>	+	@	  2		,	>		 F i l   n a v n   f o r   l a n g t 	 N  z e v   s o u b o r u   j e   p Y l i a  d l o u h  	 N a z w a   p l i k u   z a   d Bu g a 	 A   f  j l n  v   t  l   h o s s z  	 T i e d o s t o n   n i m i   l i i a n   p i t k  	 F i l s t i l   f o r   l a n g 	 N  z o v   s  b o r u   j e   p r  l i a  d l h  	 B e s t a n d n a a m   t e   l a n g 	 F i l n a m n   f  r   l  n g t 	 I m e   d a t o t e k e   j e   p r e d u g o 	 N u m e l e   f i _i e r u l u i   e s t e   p r e a   m a r e 	 I m e   d a t o t e k e   p r e d o l g o 	       	       	 <5B>  =0  D09;0  5  ?@5:0;5=>  4J;3>	 +	>		2	(	>		5	  	'	?		  &	@	0	M			 F'E  A'D  7HD'F  '3*	 A'&D  '  F'E  (*  DE('	         	 						  			  								  				 +
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	       	 I g a m a   l e f a y e l a   l i d e   k a k h u l u 	 I g a m a   l e f a y l e   l i d e   k a k h u l u 	 J i n a   l a   f a i l i   n i   n d e f u   s a n a 	 L  e r n a a m   t e   l a n k 	 F a i l o   p a v a d i n i m a s   p e r   i l g a s   	 F a i l a   n o s a u k u m s   p a r   g a r u 	 F a i l i   n i m i   l i i g a   p i k k 	 Vaulk  avxvh  yaafav  eoa  g	       	 N u m e l e   f i _i e r u l u i   e s t e   p r e a   m a r e 	 +
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 
 S T R _ P R O F I L E S _ R I N G _ T O N E _ S E T U P _ N A M E T O O L O N G 	 U s e r P r o f i l e s 	 P O P U P 	 t o n e   s e t u p   f a i l   :   f i l e   p a t h   o r   n a m e   t o o   l o n g 	 F i l e   p a t h / n a m e   t o o   l o n g 	 jHh
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7H-D%L/ 2  "2'@4D	 R u t a   d e   a c c e s o   o   n o m b r e   d e   a r c h i v o   d e m a s i a d o   l a r g o 	 C h e m i n   d e   f i c h i e r / n o m   t r o p   l o n g 	 D a t e i p f a d / n a m e   z u   l a n g 	 !;8H:><  4;8==K9  ?CBL/ =0720=85  D09;0	 P e r c o r s o / n o m e   d i   f i l e   t r o p p o   l u n g o 	 '3E  'DEDA  #H  71JB  7HJD  ,/'	 N o m e / c a m i n h o   d e   f i c h e i r o   d e m a s i a d o   c o m p r i d o 	 D o s y a   y o l u   /   a d 1   o k   u z u n 	 n g   d n / t  n   q u    d  i 	 J a l a n   B e r k a s / N a m a   t e r l a l u   p a n j a n g 	 L a l u a n / N a m a   f a i l   t e r l a l u   p a n j a n g 	 +	>		2	  0	>	9	/ (	>	.	  	>	+	@	  2		,	>		 F i l   n a v n / s t i   f o r   l a n g t 	 C e s t a   k   s o u b o r u / n  z e v   s o u b o r u   j s o u   p Y l i a  d l o u h  	 Zc i e z k a   d o s t p u   d o   p l i k u /   N a z w a   z a   d Bu g a 	 A   f  j l n  v /  t v o n a l   t  l   h o s s z  	 T i e d o s t o p o l k u / - n i i m i   l i i a n   p i t k  	 F i l s t i / n a v n   f o r   l a n g t 	 C e s t a / n  z o v   s  b o r u   p r  l i a  d l h  	 B e s t a n d p a d / - n a a m   t e   l a n g 	 F i l v  g / f i l   n a m n   f  r   l  n g / l  n g t 	 P u t   d a t o t e k e / n   j e   p r e d u g 	 C a l e a / N u m e l e   f i _i e r u l u i   s u n t   p r e a   l u n g i 	 D a t o t e k a   p o t / i m e   p r e d o l g o 	 /       	 /       	 JB  4>  D09;0/ 8<5  ?@5:0;5=>  4J;3>	 +	>		2	  *	%	/ (	>		5	  	'	?		  &	@	0	M			 E31/ F'E  A'D  7HD'F  '3*	 A'&D  '  1'3*/ F'E  (*  DE('	   /     	 						  		/ 			  								  				 +
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	   /     	 I n d l e l a / i g a m a   l e f a y e l a   l i d e   k a k h u l u 	 I n d l e l a   y e f a y l e / i g a m a   l i d e   k a k h u l u 	 N j i a / J i n a   l a   f a i l i   n i   n d e f u   s a n a 	 L  e r r o e t e / - n a a m   t e   l a n k 	 F a i l o   k e l i a s   /   p a v a d i n i m a s   p e r   i l g a s   	 F a i l a   c e <a/ n o s a u k u m s   p a r   g a r u 	 F a i l i   t e e / n i m i   l i i g a   p i k k 	 Vaulk  xrkv/ avxvh  yaafav  eoa  g	   /     	 C a l e a / N u m e l e   f i _i e r u l u i   s u n t   p r e a   l u n g i 	 +
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 
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H@4D	 A r c h i v o   d e m a s i a d o   g r a n d e 	 F i c h i e r   t r o p   v o l u m i n e u x 	 D a t e i   z u   g r o  	 $09;  A;8H:><  1>;LH>9  	 F i l e   t r o p p o   g r a n d e 	 'DEDA  C(J1  ,/'	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 D o s y a    o k   b  y  k 	 T p   q  a   l n 	 B e r k a s   t e r l a l u   b e s a r 	 F a i l   t e r l a l u   b e s a r 	 +	>		2	  	>	+	@	  ,	!	<	@		 F i l   f o r   s t o r 	 S o u b o r   j e   p Y l i a  v e l k  	 P l i k   z b y t   o b s z e r n y 	 A   f  j l m  r e t   t  l   n a g y 	 T i e d o s t o   l i i a n   s u u r i 	 F i l   f o r   s t o r 	 S  b o r   p r  l i a  v e >k  	 B e s t a n d   t e   g r o o t 	 F i l e n    r   f  r   s t o r 	 D a t o t e k a   p r e v e l i k a 	 F i _i e r u l   e s t e   p r e a   m a r e 	 D a t o t e k a   p r e v e l i k a 	     	     	 $09;JB  ?@5:0;5=>  3>;O<	 +	>		2	  	'	?		  &	@	0	M			 A'D  (21  '3*	 A'&D  (*  ('	     	 				  								  				 +
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	     	 I f a y e l a   l i k h u l u   k a k h u l u 	 I f a y l e   i n d e   k a k h u l u 	 F a i l i   n i   k u b w a   s a n a 	 L  e r   t e   g r o o t 	 P e r   d i d e l i s   f a i l a s 	 F a i l s   p r k   l i e l s 	 L i i g a   s u u r   f a i l 	 Vaulh  yaafav  ten  g	     	 F i _i e r u l   e s t e   p r e a   m a r e 	 +
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 
 S T R _ P R O F I L E S _ R I N G _ 1 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   1 	 W h i s p e r   o f   W a t e r . m p 3 	 W h i s p e r   o f   W a t e r . m p 3 	 W h i s p e r   o f   W a t e r . m p 3 	 @*5"@#5"  1 	 T o n o   d e   l l a m a d a   1 	 S o n n e r i e   1 	 K l i n g e l t o n   1 	 2>=>:  1 	 S u o n e r i a   1 	 F:E)  1 	 T o q u e   1 	 Z i l   s e s i   1 	 C h u  n g   1 	 D e r i n g   1 	 D e r i n g   1 	 0	?			  1  	 R i n g   1 	 V y z v  n n    1 	 D z w o n e k 1 	 C s e n g Qh a n g   1 	 S o i t t o   1 	 R i n g   1 	 V y z v  Ha n i e   1 	 R i n g   1 	 R i n g   1 	 Z v o n o   1 	 S o n e r i e   1 	 Z v o n e n j e   1 	     1 	   1 	 2J=5=5  1 	 '	M	5	(	@	  1 	 2F  1 	 Fy1 	   1 	 			  		 
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  1 	 0?M  1 	 72V=>:  1 	 



  1 	   1 	 I r i n g i   1 	 U k u k h a l a   y o k u - 1 	 M l i o   w a   1 	 L u i t o o n   1 	 1   s k a m b e s y s 	 1 .   z v a n s 	 H e l i n   1 	 6avc  1 	   1 	 S o n e r i e   1 	 1
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 
 S T R _ P R O F I L E S _ R I N G _ 2 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   2 	 S e n s i b l e 2 . m p 3 	 S e n s i b l e 2 . m p 3 	 S e n s i b l e 2 . m p 3 	 @*5"@#5"  2 	 T o n o   d e   l l a m a d a   2 	 S o n n e r i e   2 	 K l i n g e l t o n   2 	 2>=>:  2 	 S u o n e r i a   2 	 F:E)  2 	 T o q u e   2 	 Z i l   s e s i   2 	 C h u  n g   2 	 D e r i n g   2 	 D e r i n g   2 	 0	?			  2 	 R i n g   2 	 V y z v  n n    2 	 D z w o n e k 2 	 C s e n g Qh a n g   2 	 S o i t t o   2 	 R i n g   2 	 V y z v  Ha n i e   2 	 R i n g   2 	 R i n g   2 	 Z v o n o   2 	 S o n e r i e   2 	 Z v o n e n j e   2 	     2 	   2 	 2J=5=5  2 	 '	M	5	(	@	  2 	 2F  2 	 Fy2 	   2 	 			  		 
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  2 	   2 	 I r i n g i   2 	 U k u k h a l a   y e s i - 2 	 M l i o   w a   2 	 L u i t o o n   2 	 2   s k a m b e s y s 	 2 .   z v a n s 	 H e l i n   2 	 6avc  2 	   2 	 S o n e r i e   2 	 1
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  2 	 0?M  2 	 	 	 	 	 	 	 	 	 	 T o q u e   2 
 
 S T R _ P R O F I L E S _ R I N G _ 3 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   3 	 S u n n y   d a y . m i d 	 S u n n y   d a y . m i d 	 S u n n y   d a y . m i d 	 @*5"@#5"  3 	 T o n o   d e   l l a m a d a   3 	 S o n n e r i e   3 	 K l i n g e l t o n   3 	 2>=>:  3 	 S u o n e r i a   3 	 F:E)  3 	 T o q u e   3 	 Z i l   s e s i   3 	 C h u  n g   3 	 D e r i n g   3 	 D e r i n g   3 	 0	?			  3  	 R i n g   3 	 V y z v  n n    3 	 D z w o n e k 3 	 C s e n g Qh a n g   3 	 S o i t t o   3 	 R i n g   3 	 V y z v  Ha n i e   3 	 R i n g   3 	 R i n g   3 	 Z v o n o   3 	 S o n e r i e   3 	 Z v o n e n j e   3 	     3 	   3 	 2J=5=5  3 	 '	M	5	(	@	  3 	 2F  3 	 Fy3 	   3 	 			  		 
p

@
  3 	 0?M  3 	 72V=>:  3 	 



  3 	   3 	 I r i n g i   3 	 U k u k h a l a   k w e s i - 3 	 M l i o   w a   3 	 L u i t o o n   3 	 3   s k a m b e s y s 	 3 .   z v a n s 	 H e l i n   3 	 6avc  3 	   3 	 S o n e r i e   3 	 1
?


M
  3 	 0?M  3 	 	 	 	 	 	 	 	 	 	 T o q u e   3 
 
 S T R _ P R O F I L E S _ R I N G _ 4 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   4 	 C a r i b i a n   M e l o d y . m i d 	 C a r i b i a n   M e l o d y . m i d 	 C a r i b i a n   M e l o d y . m i d 	 @*5"@#5"  4 	 T o n o   d e   l l a m a d a   4 	 S o n n e r i e   4 	 K l i n g e l t o n   4 	 2>=>:  4 	 S u o n e r i a   4 	 F:E)  4 	 T o q u e   4 	 Z i l   s e s i   4 	 C h u  n g   4 	 D e r i n g   4 	 D e r i n g   4 	 0	?			  4  	 R i n g   4 	 V y z v  n n    4 	 D z w o n e k 4 	 C s e n g Qh a n g   4 	 S o i t t o   4 	 R i n g   4 	 V y z v  Ha n i e   4 	 R i n g   4 	 R i n g   4 	 Z v o n o   4 	 S o n e r i e   4 	 Z v o n e n j e   4 	     4 	   4 	 2J=5=5  4 	 '	M	5	(	@	  4 	 2F  4 	 Fy4 	   4 	 			  		 
p

@
  4 	 0?M  4 	 72V=>:  4 	 



  4 	   4 	 I r i n g i   4 	 U k u k h a l a   k w e s i - 4 	 M l i o   w a   4 	 L u i t o o n   4 	 4   s k a m b e s y s 	 4 .   z v a n s 	 H e l i n   4 	 6avc  4 	   4 	 S o n e r i e   4 	 1
?


M
  4 	 0?M  4 	 	 	 	 	 	 	 	 	 	 T o q u e   4 
 
 S T R _ P R O F I L E S _ R I N G _ 5 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   5 	 F a n t a s i e   I m p r o m p . m i d 	 F a n t a s i e   I m p r o m p . m i d 	 F a n t a s i e   I m p r o m p . m i d 	 @*5"@#5"  5 	 T o n o   d e   l l a m a d a   5 	 S o n n e r i e   5 	 K l i n g e l t o n   5 	 2>=>:  5 	 S u o n e r i a   5 	 F:E)  5 	 T o q u e   5 	 Z i l   s e s i   5 	 C h u  n g   5 	 D e r i n g   5 	 D e r i n g   5 	 0	?			  5  	 R i n g   5 	 V y z v  n n    5 	 D z w o n e k 5 	 C s e n g Qh a n g   5 	 S o i t t o   5 	 R i n g   5 	 V y z v  Ha n i e   5 	 R i n g   5 	 R i n g   5 	 Z v o n o   5 	 S o n e r i e   5 	 Z v o n e n j e   5 	     5 	   5 	 2J=5=5  5 	 '	M	5	(	@	  5 	 2F  5 	 Fy5 	   5 	 			  		 
p

@
  5 	 0?M  5 	 72V=>:  5 	 



  5 	   5 	 I r i n g i   5 	 U k u k h a l a   k w e s i - 5 	 M l i o   w a   5 	 L u i t o o n   5 	 5   s k a m b e s y s 	 5 .   z v a n s 	 H e l i n   5 	 6avc  5 	   5 	 S o n e r i e   5 	 1
?


M
  5 	 0?M  5 	 	 	 	 	 	 	 	 	 	 T o q u e   5 
 
 S T R _ P R O F I L E S _ R I N G _ 6 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   6 	 M o r n i n g   u p . m i d 	 M o r n i n g   u p . m i d 	 M o r n i n g   u p . m i d 	 @*5"@#5"  6 	 T o n o   d e   l l a m a d a   6 	 S o n n e r i e   6 	 K l i n g e l t o n   6 	 2>=>:  6 	 S u o n e r i a   6 	 F:E)  6 	 T o q u e   6 	 Z i l   s e s i   6 	 C h u  n g   6 	 D e r i n g   6 	 D e r i n g   6 	 0	?			  6  	 R i n g   6 	 V y z v  n n    6 	 D z w o n e k 6 	 C s e n g Qh a n g   6 	 S o i t t o   6 	 R i n g   6 	 V y z v  Ha n i e   6 	 R i n g   6 	 R i n g   6 	 Z v o n o   6 	 S o n e r i e   6 	 Z v o n e n j e   6 	     6 	   6 	 2J=5=5  6 	 '	M	5	(	@	  6 	 2F  6 	 Fy6 	   6 	 			  		 
p

@
  6 	 0?M  6 	 72V=>:  6 	 



  6 	   6 	 I r i n g i   6 	 U k u k h a l a   k w e s i - 6 	 M l i o   w a   6 	 L u i t o o n   6 	 6   s k a m b e s y s 	 6 .   z v a n s 	 H e l i n   6 	 6avc  6 	   6 	 S o n e r i e   6 	 1
?


M
  6 	 0?M  6 	 	 	 	 	 	 	 	 	 	 T o q u e   6 
 
 S T R _ P R O F I L E S _ R I N G _ 7 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   7 	 R i n g   7 	 4r  7 	 ÔX  7 	 @*5"@#5"  7 	 T o n o   d e   l l a m a d a   7 	 S o n n e r i e   7 	 K l i n g e l t o n   7 	 2>=>:  7 	 S u o n e r i a   7 	 F:E)  7 	 T o q u e   7 	 Z i l   s e s i   7 	 C h u  n g   7 	 D e r i n g   7 	 D e r i n g   7 	 0	?			  7  	 R i n g   7 	 V y z v  n n    7 	 D z w o n e k 7 	 C s e n g Qh a n g   7 	 S o i t t o   7 	 R i n g   7 	 V y z v  Ha n i e   7 	 R i n g   7 	 R i n g   7 	 Z v o n o   7 	 S o n e r i e   7 	 Z v o n e n j e   7 	     7 	   7 	 2J=5=5  7 	 '	M	5	(	@	  7 	 2F  7 	 Fy7 	   7 	 			  		 
p

@
  7 	 0?M  7 	 72V=>:  7 	 



  7 	   7 	 I r i n g i   7   	 U k u k h a l a   k w e s i - 7 	 M l i o   w a   7 	 L u i t o o n   7 	 7   s k a m b e s y s 	 7 .   z v a n s 	 H e l i n   7 	 6avc  7 	   7 	 S o n e r i e   7 	 1
?


M
  7 	 0?M  7 	 	 	 	 	 	 	 	 	 	 T o q u e   7 
 
 S T R _ P R O F I L E S _ R I N G _ 8 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   8 	 R i n g   8 	 4r  8 	 ÔX  8 	 @*5"@#5"  8 	 T o n o   d e   l l a m a d a   8 	 S o n n e r i e   8 	 K l i n g e l t o n   8 	 2>=>:  8 	 S u o n e r i a   8 	 F:E)  8 	 T o q u e   8 	 Z i l   s e s i   8 	 C h u  n g   8 	 D e r i n g   8 	 D e r i n g   8 	 0	?			  8  	 R i n g   8 	 V y z v  n n    8 	 D z w o n e k 8 	 C s e n g Qh a n g   8 	 S o i t t o   8 	 R i n g   8 	 V y z v  Ha n i e   8 	 R i n g   8 	 R i n g   8 	 Z v o n o   8 	 S o n e r i e   8 	 Z v o n e n j e   8 	     8 	   8 	 2J=5=5  8 	 '	M	5	(	@	  8 	 2F  8 	 Fy8 	   8 	 			  		 
p

@
  8 	 0?M  8 	 72V=>:  8 	 



  8 	   8 	 I r i n g i   8 	 U k u k h a l a   k w e s i - 8 	 M l i o   w a   8 	 L u i t o o n   8 	 8   s k a m b e s y s 	 8 .   z v a n s 	 H e l i n   8 	 6avc  8 	   8 	 S o n e r i e   8 	 1
?


M
  8 	 0?M  8 	 	 	 	 	 	 	 	 	 	 T o q u e   8 
 
 S T R _ P R O F I L E S _ R I N G _ 9 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   9 	 R i n g   9 	 4r  9 	 ÔX  9 	 @*5"@#5"  9 	 T o n o   d e   l l a m a d a   9 	 S o n n e r i e   9 	 K l i n g e l t o n   9 	 2>=>:  9 	 S u o n e r i a   9 	 F:E)  9 	 T o q u e   9 	 Z i l   s e s i   9 	 C h u  n g   9 	 D e r i n g   9 	 D e r i n g   9 	 0	?			  9  	 R i n g   9 	 V y z v  n n    9 	 D z w o n e k 9 	 C s e n g Qh a n g   9 	 S o i t t o   9 	 R i n g   9 	 V y z v  Ha n i e   9 	 R i n g   9 	 R i n g   9 	 Z v o n o   9 	 S o n e r i e   9 	 Z v o n e n j e   9 	     9 	   9 	 2J=5=5  9 	 '	M	5	(	@	  9 	 2F  9 	 Fy9 	   9 	 			  		 
p

@
  9 	 0?M  9 	 72V=>:  9 	 



  9 	   9 	 I r i n g i   9 	 U k u k h a l a   k w e s i - 9 	 M l i o   w a   9 	 L u i t o o n   9 	 9   s k a m b e s y s 	 9 .   z v a n s 	 H e l i n   9 	 6avc  9 	   9 	 S o n e r i e   9 	 1
?


M
  9 	 0?M  9 	 	 	 	 	 	 	 	 	 	 T o q u e   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ R I N G _ 1 0 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   1 0 	 R i n g   1 0 	 4r  1 0 	 ÔX  1 0 	 @*5"@#5"  1 0 	 T o n o   d e   l l a m a d a   1 0 	 S o n n e r i e   1 0 	 K l i n g e l t o n   1 0 	 2>=>:  1 0 	 S u o n e r i a   1 0 	 F:E)  1 0 	 T o q u e   1 0 	 Z i l   s e s i   1 0 	 C h u  n g   1 0 	 D e r i n g   1 0 	 D e r i n g   1 0 	 0	?			  1 0  	 R i n g   1 0 	 V y z v  n n    1 0 	 D z w o n e k 1 0 	 C s e n g Qh a n g   1 0 	 S o i t t o   1 0 	 R i n g   1 0 	 V y z v  Ha n i e   1 0 	 R i n g   1 0 	 R i n g   1 0 	 Z v o n o   1 0 	 S o n e r i e   1 0 	 Z v o n e n j e   1 0 	     1 0 	   1 0 	 2J=5=5  1 0 	 '	M	5	(	@	  1 0 	 2F  1 0 	 Fy1 0 	   1 0 	 			  			 
p

@
  1 0 	 0?M  1 0 	 72V=>:  1 0 	 



  1 0 	   1 0 	 I r i n g i   1 0 	 U k u k h a l a   k w e - 1 0 	 M l i o   w a   1 0 	 L u i t o o n   1 0 	 1 0   s k a m b e s y s 	 1 0 .   z v a n s 	 H e l i n   1 0 	 6avc  1 0 	   1 0 	 S o n e r i e   1 0 	 1
?


M
  1 0 	 0?M  1 0 	 	 	 	 	 	 	 	 	 	 T o q u e   1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 1 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 	 N o . 1 1   N o m a l   r i n g t o n e 1 . m i d 	 N o . 1 1   N o m a l   r i n g t o n e 1 . m i d 	 N o . 1 1   N o m a l   r i n g t o n e 1 . m i d 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 F:E)  1 	 M I D I   1 	 M I D I   1   	 M I D I   1   	 M I D I   1   	 M I D I   1   	 .	?	!	?	  1  	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 	.		/	!	@		/	  1 	 M I D I   1 	 M I D I   1 	   1 	 				  		 
.


!
@


  1 	 !?  1 	 M I D I   1 	 



  1   	 M I D I   1 	 I - M I D I   1 	 I - M I D I   y o k u - 1 	 M I D I   1 	 M I D I   1 	 1   M I D I 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 M I D I   1 	 	 M I D I   1 	 	 	 	 	 	 	 	 M I D I   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 2 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 	 N o . 1 2     N o m a l   r i n g t o n e 2 . m i d 	 N o . 1 2     N o m a l   r i n g t o n e 2 . m i d 	 N o . 1 2     N o m a l   r i n g t o n e 2 . m i d 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 F:E)  2 	 M I D I   2 	 M I D I   2   	 M I D I   2   	 M I D I   2   	 M I D I   2   	 .	?	!	?	  2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 	.		/	!	@		/	  2 	 M I D I   2 	 M I D I   2 	   2 	 				  		 
.


!
@


  2 	 !?  2 	 M I D I   2 	 



  2 	 M I D I   2 	 I - M I D I   2 	 I - M I D I   y e s i - 2 	 M I D I   2 	 M I D I   2 	 2   M I D I 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 M I D I   2 	 	 	 	 	 	 	 	 	 	 M I D I   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 3 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 	 A l e r t   3   -   L o w   B a t t e r y . m i d 	 A l e r t   3   -   L o w   B a t t e r y . m i d 	 A l e r t   3   -   L o w   B a t t e r y . m i d 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 F:E)  3 	 M I D I   3 	 M I D I   3   	 M I D I   3   	 M I D I   3   	 M I D I   3   	 .	?	!	?	  3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 	.		/	!	@		/	  3 	 M I D I   3 	 M I D I   3 	   3 	 				  		 
.


!
@


  3 	 !?  3 	 M I D I   3 	 



  3 	 M I D I   3 	 I - M I D I   3 	 I - M I D I   y e s i - 3 	 M I D I   3 	 M I D I   3 	 3   M I D I 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 M I D I   3 	 	 	 	 	 	 	 	 	 	 M I D I   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 4 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   4 	 M I D I   4 	 T&_4r  4 	 T&_ÔX  4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 F:E)  4 	 M I D I   4 	 M I D I   4   	 M I D I   4   	 M I D I   4   	 M I D I   4   	 .	?	!	?	  4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 	.		/	!	@		/	  4 	 M I D I   4 	 M I D I   4 	   4 	 				  		 
.


!
@


  4 	 !?  4 	 M I D I   4 	 



  4 	 M I D I   4 	 I - M I D I   4 	 I - M I D I   y e s i - 4 	 M I D I   4 	 M I D I   4 	 4   M I D I 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 M I D I   4 	 	 	 	 	 	 	 	 	 	 M I D I   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 5 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   5 	 M I D I   5 	 T&_4r  5 	 T&_ÔX  5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 F:E)  5 	 M I D I   5 	 M I D I   5   	 M I D I   5   	 M I D I   5   	 M I D I   5   	 .	?	!	?	  5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 	.		/	!	@		/	  5 	 M I D I   5 	 M I D I   5 	   5 	 				  		 
.


!
@


  5 	 !?  5 	 M I D I   5 	 



  5 	 M I D I   5 	 I - M I D I   5 	 I - M I D I   y e s i - 5 	 M I D I   5 	 M I D I   5 	 5   M I D I 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 M I D I   5 	 	 	 	 	 	 	 	 	 	 M I D I   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 6 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   6 	 M I D I   6 	 T&_4r  6 	 T&_ÔX  6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 F:E)  6 	 M I D I   6 	 M I D I   6   	 M I D I   6   	 M I D I   6   	 M I D I   6   	 .	?	!	?	  6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 	.		/	!	@		/	  6 	 M I D I   6 	 M I D I   6 	   6 	 				  		 
.


!
@


  6 	 !?  6 	 M I D I   6 	 



  6 	 M I D I   6 	 I - M I D I   6 	 I - M I D I   y e s i - 6 	 M I D I   6 	 M I D I   6 	 6   M I D I 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 	 	 	 	 	 	 	 	 	 M I D I   6 	 	 	 	 	 	 	 	 M I D I   6 	 M I D I   6 	 M I D I   6 	 P r o f a l   n a - a r   r 	 M I D I   6 
 
 S T R _ P R O F I L E S _ M I D I _ 7 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   7 	 M I D I   7 	 T&_4r  7 	 T&_ÔX  7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 F:E)  7 	 M I D I   7 	 M I D I   7   	 M I D I   7   	 M I D I   7   	 M I D I   7   	 .	?	!	?	  7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 	.		/	!	@		/	  7 	 M I D I   7 	 M I D I   7 	   7 	 				  		 
.


!
@


  7 	 !?  7 	 M I D I   7 	 



  7 	 M I D I   7 	 I - M I D I   7 	 I - M I D I   y e s i - 7 	 M I D I   7 	 M I D I   7 	 7   M I D I 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 M I D I   7 	 	 	 	 	 	 	 	 	 	 M I D I   7 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 8 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   8 	 M I D I   8 	 T&_4r  8 	 T&_ÔX  8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 F:E)  8 	 M I D I   8 	 M I D I   8   	 M I D I   8   	 M I D I   8   	 M I D I   8   	 .	?	!	?	  8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 	.		/	!	@		/	  8 	 M I D I   8 	 M I D I   8 	   8 	 				  		 
.


!
@


  8 	 !?  8 	 M I D I   8 	 



  8 	 M I D I   8 	 I - M I D I   8 	 I - M I D I   y e s i - 8 	 M I D I   8 	 M I D I   8 	 8   M I D I 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 M I D I   8 	 	 	 	 	 	 	 	 	 	 M I D I   8 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 9 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   9 	 M I D I   9 	 T&_4r  9 	 T&_ÔX  9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 F:E)  9 	 M I D I   9 	 M I D I   9   	 M I D I   9   	 M I D I   9   	 M I D I   9   	 .	?	!	?	  9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 	.		/	!	@		/	  9 	 M I D I   9 	 M I D I   9 	   9 	 				  		 
.


!
@


  9 	 !?  9 	 M I D I   9 	 



  9 	 M I D I   9 	 I - M I D I   9 	 I - M I D I   y e s i - 9 	 M I D I   9 	 M I D I   9 	 9   M I D I 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 M I D I   9 	 	 	 	 	 	 	 	 	 	 M I D I   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 1 0 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 0 	 M I D I   1 0 	 T&_4r  1 0 	 T&_ÔX  1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 F:E)  1 0 	 M I D I   1 0 	 M I D I   1 0   	 M I D I   1 0   	 M I D I   1 0   	 M I D I   1 0   	 .	?	!	?	  1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 	.		/	!	@		/	  1 0 	 M I D I   1 0 	 M I D I   1 0 	   1 0 	 				  			 
.


!
@


  1 0 	 !?  1 0 	 M I D I   1 0 	 



  1 0 	 M I D I   1 0 	 I - M I D I   1 0 	 I - M I D I   y e - 1 0 	 M I D I   1 0 	 M I D I   1 0 	 1 0   M I D I 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 M I D I   1 0 	 	 	 	 	 	 	 	 	 	 M I D I   1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 1 1 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 1 	 M I D I   1 1 	 T&_4r  1 1 	 T&_ÔX  1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 F:E)  1 1 	 M I D I   1 1 	 M I D I   1 1   	 M I D I   1 1   	 M I D I   1 1   	 M I D I   1 1   	 .	?	!	?	  1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 	.		/	!	@		/	  1 1 	 M I D I   1 1 	 M I D I   1 1 	   1 1 	 				  			 
.


!
@


  1 1 	 !?  1 1 	 M I D I   1 1 	 



  1 1 	 M I D I   1 1 	 I - M I D I   1 1 	 I - M I D I   y e - 1 1 	 M I D I   1 1 	 M I D I   1 1 	 1 1   M I D I 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 M I D I   1 1 	 	 	 	 	 	 	 	 	 	 M I D I   1 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 1 2 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 2 	 M I D I   1 2 	 T&_4r  1 2 	 T&_ÔX  1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 F:E)  1 2 	 M I D I   1 2 	 M I D I   1 2   	 M I D I   1 2   	 M I D I   1 2   	 M I D I   1 2   	 .	?	!	?	  1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 	.		/	!	@		/	  1 2 	 M I D I   1 2 	 M I D I   1 2 	   1 2 	 				  			 
.


!
@


  1 2 	 !?  1 2 	 M I D I   1 2 	 



  1 2 	 M I D I   1 2 	 I - M I D I   1 2 	 I - M I D I   y e - 1 2 	 M I D I   1 2 	 M I D I   1 2 	 1 2   M I D I 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 M I D I   1 2 	 	 	 	 	 	 	 	 	 	 M I D I   1 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 1 3 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 3 	 M I D I   1 3 	 T&_4r  1 3 	 T&_ÔX  1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 F:E)  1 3 	 M I D I   1 3 	 M I D I   1 3   	 M I D I   1 3   	 M I D I   1 3   	 M I D I   1 3   	 .	?	!	?	  1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 	.		/	!	@		/	  1 3 	 M I D I   1 3 	 M I D I   1 3 	   1 3 	 				  			 
.


!
@


  1 3 	 !?  1 3 	 M I D I   1 3 	 



  1 3 	 M I D I   1 3 	 I - M I D I   1 3 	 I - M I D I   y e - 1 3 	 M I D I   1 3 	 M I D I   1 3 	 1 3   M I D I 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 M I D I   1 3 	 	 	 	 	 	 	 	 	 	 M I D I   1 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 1 4 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 4 	 M I D I   1 4 	 T&_4r  1 4 	 T&_ÔX  1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 F:E)  1 4 	 M I D I   1 4 	 M I D I   1 4   	 M I D I   1 4   	 M I D I   1 4   	 M I D I   1 4   	 .	?	!	?	  1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 	.		/	!	@		/	  1 4 	 M I D I   1 4 	 M I D I   1 4 	   1 4 	 				  			 
.


!
@


  1 4 	 !?  1 4 	 M I D I   1 4 	 



  1 4 	 M I D I   1 4 	 I - M I D I   1 4 	 I - M I D I   y e - 1 4 	 M I D I   1 4 	 M I D I   1 4 	 1 4   M I D I 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 M I D I   1 4 	 	 	 	 	 	 	 	 	 	 M I D I   1 4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ M I D I _ 1 5 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 5 	 M I D I   1 5 	 T&_4r  1 5 	 T&_ÔX  1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 F:E)  1 5 	 M I D I   1 5 	 M I D I   1 5   	 M I D I   1 5   	 M I D I   1 5   	 M I D I   1 5   	 .	?	!	?	  1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 	.		/	!	@		/	  1 5 	 M I D I   1 5 	 M I D I   1 5 	   1 5 	 				  			 
.


!
@


  1 5 	 !?  1 5 	 M I D I   1 5 	 



  1 5 	 M I D I   1 5 	 I - M I D I   1 5 	 I - M I D I   y e - 1 5 	 M I D I   1 5 	 M I D I   1 5 	 1 5   M I D I 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 M I D I   1 5 	 	 	 	 	 	 	 	 	 	 M I D I   1 5 
 
 S T R _ P R O F I L E S _ M I D I _ 1 6 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 6 	 M I D I   1 6 	 T&_4r  1 6 	 T&_ÔX  1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 F:E)  1 6 	 M I D I   1 6 	 M I D I   1 6   	 M I D I   1 6   	 M I D I   1 6   	 M I D I   1 6   	 .	?	!	?	  1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 	.		/	!	@		/	  1 6 	 M I D I   1 6 	 M I D I   1 6 	   1 6 	 				  			 
.


!
@


  1 6 	 !?  1 6 	 M I D I   1 6 	 



  1 6 	 M I D I   1 6 	 I - M I D I   1 6 	 I - M I D I   y e - 1 6 	 M I D I   1 6 	 M I D I   1 6 	 1 6   M I D I 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 M I D I   1 6 	 	 	 	 	 	 	 	 	 	 M I D I   1 6 
 
 S T R _ P R O F I L E S _ M I D I _ 1 7 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 7 	 M I D I   1 7 	 T&_4r  1 7 	 T&_ÔX  1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 F:E)  1 7 	 M I D I   1 7 	 M I D I   1 7   	 M I D I   1 7   	 M I D I   1 7   	 M I D I   1 7   	 .	?	!	?	  1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 	.		/	!	@		/	  1 7 	 M I D I   1 7 	 M I D I   1 7 	   1 7 	 				  			 
.


!
@


  1 7 	 !?  1 7 	 M I D I   1 7 	 



  1 7 	 M I D I   1 7 	 I - M I D I   1 7 	 I - M I D I   y e - 1 7 	 M I D I   1 7 	 M I D I   1 7 	 1 7   M I D I 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 M I D I   1 7 	 	 	 	 	 	 	 	 	 	 M I D I   1 7 
 
 S T R _ P R O F I L E S _ M I D I _ 1 8 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 8 	 M I D I   1 8 	 T&_4r  1 8 	 T&_ÔX  1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 F:E)  1 8 	 M I D I   1 8 	 M I D I   1 8   	 M I D I   1 8   	 M I D I   1 8   	 M I D I   1 8   	 .	?	!	?	  1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 	.		/	!	@		/	  1 8 	 M I D I   1 8 	 M I D I   1 8 	   1 8 	 				  			 
.


!
@


  1 8 	 !?  1 8 	 M I D I   1 8 	 



  1 8 	 M I D I   1 8 	 I - M I D I   1 8 	 I - M I D I   y e - 1 8 	 M I D I   1 8 	 M I D I   1 8 	 1 8   M I D I 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 M I D I   1 8 	 	 	 	 	 	 	 	 	 	 M I D I   1 8 
 
 S T R _ P R O F I L E S _ M I D I _ 1 9 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   1 9 	 M I D I   1 9 	 T&_4r  1 9 	 T&_ÔX  1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 F:E)  1 9 	 M I D I   1 9 	 M I D I   1 9   	 M I D I   1 9   	 M I D I   1 9   	 M I D I   1 9   	 .	?	!	?	  1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 	.		/	!	@		/	  1 9 	 M I D I   1 9 	 M I D I   1 9 	   1 9 	 				  			 
.


!
@


  1 9 	 !?  1 9 	 M I D I   1 9 	 



  1 9 	 M I D I   1 9 	 I - M I D I   1 9 	 I - M I D I   y e - 1 9 	 M I D I   1 9 	 M I D I   1 9 	 1 9   M I D I 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 M I D I   1 9 	 	 	 	 	 	 	 	 	 	 M I D I   1 9 
 
 S T R _ P R O F I L E S _ M I D I _ 2 0 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 0 	 M I D I   2 0 	 T&_4r  2 0 	 T&_ÔX  2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 F:E)  2 0 	 M I D I   2 0 	 M I D I   2 0   	 M I D I   2 0   	 M I D I   2 0   	 M I D I   2 0   	 .	?	!	?	  2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 	.		/	!	@		/	  2 0 	 M I D I   2 0 	 M I D I   2 0 	   2 0 	 				  			 
.


!
@


  2 0 	 !?  2 0 	 M I D I   2 0 	 



  2 0 	 M I D I   2 0 	 I - M I D I   2 0 	 I - M I D I   y a m a - 2 0 	 M I D I   2 0 	 M I D I   2 0 	 2 0   M I D I 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 M I D I   2 0 	 	 	 	 	 	 	 	 	 	 M I D I   2 0 
 
 S T R _ P R O F I L E S _ M I D I _ 2 1 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 1 	 M I D I   2 1 	 T&_4r  2 1 	 T&_ÔX  2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 F:E)  2 1 	 M I D I   2 1 	 M I D I   2 1   	 M I D I   2 1   	 M I D I   2 1   	 M I D I   2 1   	 .	?	!	?	  2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 	.		/	!	@		/	  2 1 	 M I D I   2 1 	 M I D I   2 1 	   2 1 	 				  			 
.


!
@


  2 1 	 !?  2 1 	 M I D I   2 1 	 



  2 1 	 M I D I   2 1 	 I - M I D I   2 1 	 I - M I D I   y a m a - 2 1 	 M I D I   2 1 	 M I D I   2 1 	 2 1   M I D I 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 M I D I   2 1 	 	 	 	 	 	 	 	 	 	 M I D I   2 1 
 
 S T R _ P R O F I L E S _ M I D I _ 2 2 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 2 	 M I D I   2 2 	 T&_4r  2 2 	 T&_ÔX  2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 F:E)  2 2 	 M I D I   2 2 	 M I D I   2 2   	 M I D I   2 2   	 M I D I   2 2   	 M I D I   2 2   	 .	?	!	?	  2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 	.		/	!	@		/	  2 2 	 M I D I   2 2 	 M I D I   2 2 	   2 2 	 				  			 
.


!
@


  2 2 	 !?  2 2 	 M I D I   2 2 	 



  2 2 	 M I D I   2 2 	 I - M I D I   2 2 	 I - M I D I   y a m a - 2 2 	 M I D I   2 2 	 M I D I   2 2 	 2 2   M I D I 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 M I D I   2 2 	 	 	 	 	 	 	 	 	 	 M I D I   2 2 
 
 S T R _ P R O F I L E S _ M I D I _ 2 3 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 3 	 M I D I   2 3 	 T&_4r  2 3 	 T&_ÔX  2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 F:E)  2 3 	 M I D I   2 3 	 M I D I   2 3   	 M I D I   2 3   	 M I D I   2 3   	 M I D I   2 3   	 .	?	!	?	  2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 	.		/	!	@		/	  2 3 	 M I D I   2 3 	 M I D I   2 3 	   2 3 	 				  			 
.


!
@


  2 3 	 !?  2 3 	 M I D I   2 3 	 



  2 3 	 M I D I   2 3 	 I - M I D I   2 3 	 I - M I D I   y a m a - 2 3 	 M I D I   2 3 	 M I D I   2 3 	 2 3   M I D I 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 M I D I   2 3 	 	 	 	 	 	 	 	 	 	 M I D I   2 3 
 
 S T R _ P R O F I L E S _ M I D I _ 2 4 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 4 	 M I D I   2 4 	 T&_4r  2 4 	 T&_ÔX  2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 F:E)  2 4 	 M I D I   2 4 	 M I D I   2 4   	 M I D I   2 4   	 M I D I   2 4   	 M I D I   2 4   	 .	?	!	?	  2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 	.		/	!	@		/	  2 4 	 M I D I   2 4 	 M I D I   2 4 	   2 4 	 				  			 
.


!
@


  2 4 	 !?  2 4 	 M I D I   2 4 	 



  2 4 	 M I D I   2 4 	 I - M I D I   2 4 	 I - M I D I   y a m a - 2 4 	 M I D I   2 4 	 M I D I   2 4 	 2 4   M I D I 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 M I D I   2 4 	 	 	 	 	 	 	 	 	 	 M I D I   2 4 
 
 S T R _ P R O F I L E S _ M I D I _ 2 5 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 5 	 M I D I   2 5 	 T&_4r  2 5 	 T&_ÔX  2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 F:E)  2 5 	 M I D I   2 5 	 M I D I   2 5   	 M I D I   2 5   	 M I D I   2 5   	 M I D I   2 5   	 .	?	!	?	  2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 	.		/	!	@		/	  2 5 	 M I D I   2 5 	 M I D I   2 5 	   2 5 	 				  			 
.


!
@


  2 5 	 !?  2 5 	 M I D I   2 5 	 



  2 5 	 M I D I   2 5 	 I - M I D I   2 5 	 I - M I D I   y a m a - 2 5 	 M I D I   2 5 	 M I D I   2 5 	 2 5   M I D I 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 M I D I   2 5 	 	 	 	 	 	 	 	 	 	 M I D I   2 5 
 
 S T R _ P R O F I L E S _ M I D I _ 2 6 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 6 	 M I D I   2 6 	 T&_4r  2 6 	 T&_ÔX  2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 F:E)  2 6 	 M I D I   2 6 	 M I D I   2 6   	 M I D I   2 6   	 M I D I   2 6   	 M I D I   2 6   	 .	?	!	?	  2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 	.		/	!	@		/	  2 6 	 M I D I   2 6 	 M I D I   2 6 	   2 6 	 				  			 
.


!
@


  2 6 	 !?  2 6 	 M I D I   2 6 	 



  2 6 	 M I D I   2 6 	 I - M I D I   2 6 	 I - M I D I   y a m a - 2 6 	 M I D I   2 6 	 M I D I   2 6 	 2 6   M I D I 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 M I D I   2 6 	 	 	 	 	 	 	 	 	 	 M I D I   2 6 
 
 S T R _ P R O F I L E S _ M I D I _ 2 7 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 7 	 M I D I   2 7 	 T&_4r  2 7 	 T&_ÔX  2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 F:E)  2 7 	 M I D I   2 7 	 M I D I   2 7   	 M I D I   2 7   	 M I D I   2 7   	 M I D I   2 7   	 .	?	!	?	  2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 	.		/	!	@		/	  2 7 	 M I D I   2 7 	 M I D I   2 7 	   2 7 	 				  			 
.


!
@


  2 7 	 !?  2 7 	 M I D I   2 7 	 



  2 7 	 M I D I   2 7 	 I - M I D I   2 7 	 I - M I D I   y a m a - 2 7 	 M I D I   2 7 	 M I D I   2 7 	 2 7   M I D I 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 M I D I   2 7 	 	 	 	 	 	 	 	 	 	 M I D I   2 7 
 
 S T R _ P R O F I L E S _ M I D I _ 2 8 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 8 	 M I D I   2 8 	 T&_4r  2 8 	 T&_ÔX  2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 F:E)  2 8 	 M I D I   2 8 	 M I D I   2 8   	 M I D I   2 8   	 M I D I   2 8   	 M I D I   2 8   	 .	?	!	?	  2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 	.		/	!	@		/	  2 8 	 M I D I   2 8 	 M I D I   2 8 	   2 8 	 				  			 
.


!
@


  2 8 	 !?  2 8 	 M I D I   2 8 	 



  2 8 	 M I D I   2 8 	 I - M I D I   2 8 	 I - M I D I   y a m a - 2 8 	 M I D I   2 8 	 M I D I   2 8 	 2 8   M I D I 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 M I D I   2 8 	 	 	 	 	 	 	 	 	 	 M I D I   2 8 
 
 S T R _ P R O F I L E S _ M I D I _ 2 9 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   2 9 	 M I D I   2 9 	 T&_4r  2 9 	 T&_ÔX  2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 F:E)  2 9 	 M I D I   2 9 	 M I D I   2 9   	 M I D I   2 9   	 M I D I   2 9   	 M I D I   2 9   	 .	?	!	?	  2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 	.		/	!	@		/	  2 9 	 M I D I   2 9 	 M I D I   2 9 	   2 9 	 				  			 
.


!
@


  2 9 	 !?  2 9 	 M I D I   2 9 	 



  2 9 	 M I D I   2 9 	 I - M I D I   2 9 	 I - M I D I   y a m a - 2 9 	 M I D I   2 9 	 M I D I   2 9 	 2 9   M I D I 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 M I D I   2 9 	 	 	 	 	 	 	 	 	 	 M I D I   2 9 
 
 S T R _ P R O F I L E S _ M I D I _ 3 0 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 0 	 M I D I   3 0 	 T&_4r  3 0 	 T&_ÔX  3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 F:E)  3 0 	 M I D I   3 0 	 M I D I   3 0   	 M I D I   3 0   	 M I D I   3 0   	 M I D I   3 0   	 .	?	!	?	  3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 	.		/	!	@		/	  3 0 	 M I D I   3 0 	 M I D I   3 0 	   3 0 	 				  			 
.


!
@


  3 0 	 !?  3 0 	 M I D I   3 0 	 



  3 0 	 M I D I   3 0 	 I - M I D I   3 0 	 I - M I D I   y a m a - 3 0 	 M I D I   3 0 	 M I D I   3 0 	 3 0   M I D I 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 M I D I   3 0 	 	 	 	 	 	 	 	 	 	 M I D I   3 0 
 
 S T R _ P R O F I L E S _ M I D I _ 3 1 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 1 	 M I D I   3 1 	 T&_4r  3 1 	 T&_ÔX  3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 F:E)  3 1 	 M I D I   3 1 	 M I D I   3 1   	 M I D I   3 1   	 M I D I   3 1   	 M I D I   3 1   	 .	?	!	?	  3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 	.		/	!	@		/	  3 1 	 M I D I   3 1 	 M I D I   3 1 	   3 1 	 				  			 
.


!
@


  3 1 	 !?  3 1 	 M I D I   3 1 	 



  3 1 	 M I D I   3 1 	 I - M I D I   3 1 	 I - M I D I   y a m a - 3 1 	 M I D I   3 1 	 M I D I   3 1 	 3 1   M I D I 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 M I D I   3 1 	 	 	 	 	 	 	 	 	 	 M I D I   3 1 
 
 S T R _ P R O F I L E S _ M I D I _ 3 2 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 2 	 M I D I   3 2 	 T&_4r  3 2 	 T&_ÔX  3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 F:E)  3 2 	 M I D I   3 2 	 M I D I   3 2   	 M I D I   3 2   	 M I D I   3 2   	 M I D I   3 2   	 .	?	!	?	  3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 	.		/	!	@		/	  3 2 	 M I D I   3 2 	 M I D I   3 2 	   3 2 	 				  			 
.


!
@


  3 2 	 !?  3 2 	 M I D I   3 2 	 



  3 2 	 M I D I   3 2 	 I - M I D I   3 2 	 I - M I D I   y a m a - 3 2 	 M I D I   3 2 	 M I D I   3 2 	 3 2   M I D I 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 M I D I   3 2 	 	 	 	 	 	 	 	 	 	 M I D I   3 2 
 
 S T R _ P R O F I L E S _ M I D I _ 3 3 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 3 	 M I D I   3 3 	 T&_4r  3 3 	 T&_ÔX  3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 F:E)  3 3 	 M I D I   3 3 	 M I D I   3 3   	 M I D I   3 3   	 M I D I   3 3   	 M I D I   3 3   	 .	?	!	?	  3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 	.		/	!	@		/	  3 3 	 M I D I   3 3 	 M I D I   3 3 	   3 3 	 				  			 
.


!
@


  3 3 	 !?  3 3 	 M I D I   3 3 	 



  3 3 	 M I D I   3 3 	 I - M I D I   3 3 	 I - M I D I   y a m a - 3 3 	 M I D I   3 3 	 M I D I   3 3 	 3 3   M I D I 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 M I D I   3 3 	 	 	 	 	 	 	 	 	 	 M I D I   3 3 
 
 S T R _ P R O F I L E S _ M I D I _ 3 4 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 4 	 M I D I   3 4 	 T&_4r  3 4 	 T&_ÔX  3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 F:E)  3 4 	 M I D I   3 4 	 M I D I   3 4   	 M I D I   3 4   	 M I D I   3 4   	 M I D I   3 4   	 .	?	!	?	  3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 	.		/	!	@		/	  3 4 	 M I D I   3 4 	 M I D I   3 4 	   3 4 	 				  			 
.


!
@


  3 4 	 !?  3 4 	 M I D I   3 4 	 



  3 4 	 M I D I   3 4 	 I - M I D I   3 4 	 I - M I D I   y a m a - 3 4 	 M I D I   3 4 	 M I D I   3 4 	 3 4   M I D I 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 M I D I   3 4 	 	 	 	 	 	 	 	 	 	 M I D I   3 4 
 
 S T R _ P R O F I L E S _ M I D I _ 3 5 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 5 	 M I D I   3 5 	 T&_4r  3 5 	 T&_ÔX  3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 F:E)  3 5 	 M I D I   3 5 	 M I D I   3 5   	 M I D I   3 5   	 M I D I   3 5   	 M I D I   3 5   	 .	?	!	?	  3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 	.		/	!	@		/	  3 5 	 M I D I   3 5 	 M I D I   3 5 	   3 5 	 				  			 
.


!
@


  3 5 	 !?  3 5 	 M I D I   3 5 	 



  3 5 	 M I D I   3 5 	 I - M I D I   3 5 	 I - M I D I   y a m a - 3 5 	 M I D I   3 5 	 M I D I   3 5 	 3 5   M I D I 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 M I D I   3 5 	 	 	 	 	 	 	 	 	 	 M I D I   3 5 
 
 S T R _ P R O F I L E S _ M I D I _ 3 6 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 6 	 M I D I   3 6 	 T&_4r  3 6 	 T&_ÔX  3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 F:E)  3 6 	 M I D I   3 6 	 M I D I   3 6   	 M I D I   3 6   	 M I D I   3 6   	 M I D I   3 6   	 .	?	!	?	  3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 	.		/	!	@		/	  3 6 	 M I D I   3 6 	 M I D I   3 6 	   3 6 	 				  			 
.


!
@


  3 6 	 !?  3 6 	 M I D I   3 6 	 



  3 6 	 M I D I   3 6 	 I - M I D I   3 6 	 I - M I D I   y a m a - 3 6 	 M I D I   3 6 	 M I D I   3 6 	 3 6   M I D I 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 M I D I   3 6 	 	 	 	 	 	 	 	 	 	 M I D I   3 6 
 
 S T R _ P R O F I L E S _ M I D I _ 3 7 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 7 	 M I D I   3 7 	 T&_4r  3 7 	 T&_ÔX  3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 F:E)  3 7 	 M I D I   3 7 	 M I D I   3 7   	 M I D I   3 7   	 M I D I   3 7   	 M I D I   3 7   	 .	?	!	?	  3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 	.		/	!	@		/	  3 7 	 M I D I   3 7 	 M I D I   3 7 	   3 7 	 				  			 
.


!
@


  3 7 	 !?  3 7 	 M I D I   3 7 	 



  3 7 	 M I D I   3 7 	 I - M I D I   3 7 	 I - M I D I   y a m a - 3 7 	 M I D I   3 7 	 M I D I   3 7 	 3 7   M I D I 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 M I D I   3 7 	 	 	 	 	 	 	 	 	 	 M I D I   3 7 
 
 S T R _ P R O F I L E S _ M I D I _ 3 8 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 8 	 M I D I   3 8 	 T&_4r  3 8 	 T&_ÔX  3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 F:E)  3 8 	 M I D I   3 8 	 M I D I   3 8   	 M I D I   3 8   	 M I D I   3 8   	 M I D I   3 8   	 .	?	!	?	  3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 	.		/	!	@		/	  3 8 	 M I D I   3 8 	 M I D I   3 8 	   3 8 	 				  			 
.


!
@


  3 8 	 !?  3 8 	 M I D I   3 8 	 



  3 8 	 M I D I   3 8 	 I - M I D I   3 8 	 I - M I D I   y a m a - 3 8 	 M I D I   3 8 	 M I D I   3 8 	 3 8   M I D I 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 M I D I   3 8 	 	 	 	 	 	 	 	 	 	 M I D I   3 8 
 
 S T R _ P R O F I L E S _ M I D I _ 3 9 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   3 9 	 M I D I   3 9 	 T&_4r  3 9 	 T&_ÔX  3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 F:E)  3 9 	 M I D I   3 9 	 M I D I   3 9   	 M I D I   3 9   	 M I D I   3 9   	 M I D I   3 9   	 .	?	!	?	  3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 	.		/	!	@		/	  3 9 	 M I D I   3 9 	 M I D I   3 9 	   3 9 	 				  			 
.


!
@


  3 9 	 !?  3 9 	 M I D I   3 9 	 



  3 9 	 M I D I   3 9 	 I - M I D I   3 9 	 I - M I D I   y a m a - 3 9 	 M I D I   3 9 	 M I D I   3 9 	 3 9   M I D I 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 M I D I   3 9 	 	 	 	 	 	 	 	 	 	 M I D I   3 9 
 
 S T R _ P R O F I L E S _ M I D I _ 4 0 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 r i n g t o n e   m i d i   4 0 	 M I D I   4 0 	 T&_4r  4 0 	 T&_ÔX  4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 F:E)  4 0 	 M I D I   4 0 	 M I D I   4 0   	 M I D I   4 0   	 M I D I   4 0   	 M I D I   4 0   	 .	?	!	?	  4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 	.		/	!	@		/	  4 0 	 M I D I   4 0 	 M I D I   4 0 	   4 0 	 				  			 
.


!
@


  4 0 	 !?  4 0 	 M I D I   4 0 	 



  4 0 	 M I D I   4 0 	 I - M I D I   4 0 	 I - M I D I   y a m a - 4 0 	 M I D I   4 0 	 M I D I   4 0 	 4 0   M I D I 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 M I D I   4 0 	 	 	 	 	 	 	 	 	 	 M I D I   4 0 
 
 S T R _ S I M 1 _ M E S S A G E _ T O N E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 S I M 1   m e s s a g e   t o n e   s e t u p   s c r e e n   c a p t i o n 	 S I M 1   m e s s a g e 	 S I M aS1 
o`	 S I M aS1 Oo`	 I-'2!4!1 	 M e n s a j e   d e   S I M 1 	 M e s s a g e   S I M 1 	 S I M   1 - M i t t e i l u n g 	 5;>48O  4;O  A>>1I5=8O  =0  S I M 1 	 M e s s a g g i o   S I M 1 	 13'D)  AJ  (7'B)1 	 M e n s a g e m   d o   S I M 1 	 S I M 1   m e s a j   t o n u   	 T i n   n h n   S I M 1 	 P e s a n   d i   S I M 1 	 M e s e j   S I M 1 	 8	?	.	  1   8		&	G	6		 	 	 	 S I M 1    z e n e t 	 	 	 	 S I M 1   b e r i c h t 	 	 	 M e s a j   S I M 1 	 	 	     S I M 1 	 	 	 ~'E  S I M 1 	 	 	 S I M 	  							 	 	 	 


1   




  


	   1     	 I t h o n i   y o m b i k o   w e - S I M 1 	 I t h o n i   y o m y a l e l z o   w e S I M 1 	 T o n i   y a   u j u m b e   w a   S I M 1 	 S I M 1 - b o o d s k a p 	 1   S I M   k o r t e l s   p r a n e ai m o   t o n a s 	 S I M 1   z i Fo j u m a   m e l o d i j a 	 S I M 1   s  n u m i   t o o n 	 S I M 1   parxdacxiuav  teredk	 S I M 1 -     	 S u n e t   a l e r t   m e s a j   S I M 1 	 S I M 1   8
(
M
&
G
6
  
K
#
M
	 S I M 1   8(M&G6  K(	 	 			  1   						  	' 		 	 	 	 	 	 	 	 M e n s a g e m   S I M 1 
 
 S T R _ S I M 2 _ M E S S A G E _ T O N E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 S I M 2   m e s s a g e   t o n e   s e t u p   s c r e e n   c a p t i o n 	 S I M 2   m e s s a g e 	 S I M aS2 
o`	 S I M aS2 Oo`	 I-'2!4!2 	 M e n s a j e   d e   S I M 2 	 M e s s a g e   S I M 2 	 S I M   2 - M i t t e i l u n g 	 5;>48O  4;O  A>>1I5=8O  =0  S I M 2 	 M e s s a g g i o   S I M 2 	 13'D)  AJ  (7'B)2 	 M e n s a g e m   d o   S I M 2 	 S I M 2   m e s a j   t o n u   	 T i n   n h n   S I M 2 	 P e s a n   d i   S I M 2 	 M e s e j   S I M 2 	 8	?	.	  2   8		&	G	6		 	 	 	 S I M 2    z e n e t 	 	 	 	 S I M 2   b e r i c h t 	 	 	 M e s a j   S I M 2 	 	 	     S I M 2 	 	 	 ~'E  S I M 2 	 	 	 S I M 	  							 	 	 	 


2   




  


	   2     	 I t h o n i   y o m b i k o   w e - S I M 2 	 I t h o n i   y o m y a l e l z o   w e S I M 2 	 T o n i   y a   u j u m b e   w a   S I M 2 	 S I M 2 - b o o d s k a p 	 2   S I M   k o r t e l s   p r a n e ai m o   t o n a s 	 S I M 2   z i Fo j u m a   m e l o d i j a 	 S I M 2   s  n u m i   t o o n 	 S I M 2   parxdacxiuav  teredk	 S I M 2 -     	 S u n e t   a l e r t   m e s a j   S I M 2 	 S I M 2   8
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 
 S T R _ M E S S A G E _ T O N E _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 m e s s a g e   t o n e   s e t u p     s c r e e n   c a p t i o n 	 M e s s a g e 	 
o`	 Oo`	 I-'2!	 M e n s a j e 	 M e s s a g e 	 M i t t e i l u n g 	 ">=  A>>1I5=8O  	 M e s s a g g i o 	 13'D)	 M e n s a g e m 	 M e s a j   s e s i 	 T i n   n h n 	 N a d a   P e s a n 	 N a d a   m e s e j 	 8		&	G	6		 B e s k e d   T o n e 	 T  n   z p r  v y 	 D zw i k   w i a d o m o [c i 	  z e n e t 	 V i e s t i   n i 	 M e l d i n g s t o n e 	 T  n   s p r  v y 	 B e r i c h t 	 M e d d e l a n d e t o n 	 T o n   p o r u k e 	 M e s a j 	 Z v o k   S p o r o 
i l 	   	   	 ">=  !J>1I5=85	 8		&	G	6	  '	M	5	(	@		 ~'E	 ~:'E    yHF	   	 							 8
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 
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o`	 i_O	 M M S 	 M M S 	 M M S 	 M M S 	 ">=  M M S 	 M M S 	 13'D)  'DH3'&7  'DE*9//)	 M M S 	 M M S   t o n u 	 N h c   c h u  n g   M M S 	 M M S 	 M M S 	 	.		.		8		 	 	 	 M M S 	 	 	 	 M M S 	 	 	 M M S 	 	 	   M M S 	 	 	 ~J'EC  F/13'FG  '  ( M M S ) 	 	 	 						  	 	 	 	 	 	 	 	 	 M M S 	 	 	 	 	 	 	 M M S   
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 
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o`	 Oo`	 '-"L@!%	 M e n s a j e   d e   v o z 	 M e s s a g e   v o c a l 	 S p r a c h m i t t e i l u n g 	 ">=  3>;>A>2>3>  A>>1I5=8O	 M e s s a g g i o   v o c a l e 	 'D13'D)  'D5H*J)	 M e n s a g e m   d e   v o z 	 S e s l i   m e s a j   t o n u 	 N h c   c h u  n g   t i n   n h n   n g    m 	 P e s a n   s u a r a 	 M e s e j   s u a r a 	 	5	>		  8		&	G	6		 	 	 	 H a n g  z e n e t 	 	 	 	 G e s p r o k e n - b e r i c h t 	 	 	 M e s a j   v o c a l 	 	 	     	 	 	 ~'E  "H'	 	 	 				  						    	 	 	 	 	 	 	 	 	 S t e m b o o d s k a p 	 	 	 	 	 	 	 6
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 
 S T R _ K E Y P A D _ T O N E _ S I L E N T 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   s i l e n t   o p t i o n 	 S i l e n t 	 !qr	 eX	 @5"	 S i l e n c i o 	 S i l e n c i e u x 	 L a u t l o s 	 57  72C:0  	 S i l e n z i o s o 	 5'E*	 S i l e n c i o s o 	 S e s s i z 	 I m   l #n g 	 D i a m 	 S e n y a p 	 8	>	/	2	G				 T a v s 	 T i c h o 	 T r y b   M i l c z y     	 H a l k 	   n e t  n 	 S t i l l e 	 T i c h  	 S t i l 	 T y s t 	 T i ai n a 	 S i l e n ci o s 	 T i h o 	 	 	 "8E>	 .	L	(		 3H*	 .'EH4	 	 								 6
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 
 S T R _ K E Y P A D _ T O N E _ T O N E 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   t o n   o p t i o n 	 T o n e 	 󗿊	 	 @*5"	 T o n o 	 S o n 	 T o n 	 ">=  	 T o n o 	 F:E)	 T o q u e 	 S e s 	 C h u  n g 	 N a d a 	 N a d a 	 	K	(		 T o n e 	 T  n 	 D zw i k 	 H a n g 	   n i 	 T o n e 	 T  n 	 T o o n 	 T o n 	 T o n 	 T o n 	 Z v o k 	 	 	 ">=	 '	M	5	(	@		 FH'.*	 yHF	 	 				 
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	 K(	 	 	' 		 	 	 	 	 	 	 	 T o m 
 
 S T R _ K E Y P A D _ T O N E _ H U M A N _ V O I C E _ 1 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   h u m a n   v o i c e   t o n e   1   o p t i o n 	 H u m a n   v o i c e   t o n e   1 	 Nr󗿊  1 	 NX  1 	 B@*5"!8)"L  1 	 T o n o   d e   v o z   h u m a n a   1 	 T o n   d e   v o i x   h u m a i n e   1 	 M e n s c h l i c h e   S t i m m e   T o n   1 	 '5;>25G5A:89  3>;>A  ">=  1 	 T o n o   v o c e   u m a n a   1 	 F:E)  5H*J)  1 	 T o q u e   d e   v o z   h u m a n a   1 	 0n s a n   s e s i   1 	 G i n g   n g i   1 	 N a d a   S u a r a   M a n u s i a   1 	 N a d a   s u a r a   m a n u s i a   1 	 .	>	(	5	@	/	  8	M	5	0	  	K	(	  1  	 M e n n e s k e   S t e m m e   t o n e   1 	 T  n   l i d s k  h o   h l a s u   1 	 D zw i k   l u d z k i e g o   g Bo s u 1 	 E m b e r i   h a n g   1 	 I h m i s   n i   1 	 M e n n e s k e s t e m m e   T o n e   1 	 T  n   >u d s k  h o   h l a s u   1 	 M e n s e l i j k   s t e m g e l u i d   1 	 R  s t   1 	 L j u d s k i   g l a s   1 	 T o n   v o c e   u m a n   1 	 l o v e ak i   Z v o k   1 	       1 	       1 	 ;0A>2  B>=  1 	 .	(	A	7	M	/	  8	M	5	0	  '	M	5	(	@	  1 	 FH'.*  5/'  'F3'F  1 	 'F3'F  "H'2  yHF  1 	     1 	 							  								  			  		 .
(
A
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
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  
5
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<
  1 	 9M/B.0M    5>/?8M  K(M  1 	 N4AL:89  3>;>A  1 	 





  



  


  1 	       1 	 I t h o n i   l e z w i   l o m u n t u   1 	 I t h o n i   y e l i z w i   l o m n t u   l o k u - 1 	 T o n i   y a   s a u t i   y a   m w a n a d a m u   1 	 M e n s s t e m t o o n   1 	 1   ~m o g a u s   b a l s o   t o n a s 	 1 .   c i l v k a   b a l s s   s k a Fa 	 I n i m h   l e g a   t o o n   1 	 1fdavwav  tadoaukv  qauvx~  1 	       1 	 T o n   v o c e   u m a n   1 	 .
(
A
7
M
/
  6
,
M
&
  
K
#
M
  1 	 .>(,  8M50  K(  1 	 	 						  					  	' 	  1 	 	 	 	 	 	 	 	 T o m   1   d e   v o z   h u m a n a 
 
 S T R _ K E Y P A D _ T O N E _ H U M A N _ V O I C E _ 2 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   h u m a n   v o i c e   t o n e   2   o p t i o n 	 H u m a n   v o i c e   t o n e   2 	 Nr󗿊  2 	 NX  2 	 B@*5"!8)"L  2 	 T o n o   d e   v o z   h u m a n a   2 	 S o n n e r i e   v o i x   h u m a i n e   2 	 M e n s c h l i c h e   S t i m m e   T o n   2 	 '5;>25G5A:89  3>;>A  ">=  2 	 T o n o   v o c e   u m a n a   2 	 F:E)  5H*J)  2 	 V o z   h u m a n a   2 	 0n s a n   s e s i   2 	 G i n g   n g i   2 	 N a d a   S u a r a   M a n u s i a   2 	 N a d a   s u a r a   m a n u s i a   2 	 .	>	(	5	@	/	  8	M	5	0	  	K	(	  2  	 M e n n e s k e   S t e m m e   t o n e   2 	 T  n   l i d s k  h o   h l a s u   2 	 D zw i k   l u d z k i e g o   g Bo s u 2 	 E m b e r i   h a n g   2 	 I h m i s   n i   2 	 M e n n e s k e s t e m m e   T o n e   2 	 T  n   >u d s k  h o   h l a s u   2 	 M e n s e l i j k e   s t e m   t o o n   2 	 R  s t   2 	 L j u d s k i   g l a s   2 	 T o n   v o c e   u m a n   2 	 l o v e ak i   Z v o k   2 	       2 	       2 	 ;0A>2  B>=  2 	 .	(	A	7	M	/	  8	M	5	0	  '	M	5	(	@	  2 	 2F  5/'  'F3'F  2 	 'F3'F  "H'2  yHF  2 	     2 	 							  								  			  		 .
(
A
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
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  
5
>

<
  2 	 9M/B.0M    5>/?8M  K(M  2 	 N4AL:89  3>;>A  2 	 





  



  


  2 	       2 	 I t h o n i   l e z w i   l o m u n t u   2 	 I t h o n i   y e l i z w i   l o m n t u   l e s i - 2 	 T o n i   y a   s a u t i   y a   m w a n a d a m u   2 	 M e n s s t e m t o o n   2 	 2   ~m o g a u s   b a l s o   t o n a s 	 2 .   c i l v k a   b a l s s   s k a Fa 	 I n i m h   l e g a   t o o n   2 	 1fdavwav  tadoaukv  qauvx~  2 	       2 	 T o n   v o c e   u m a n   2 	 .
(
A
7
M
/
  6
,
M
&
  
K
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M
  2 	 .>(,  8M50  K(  2 	 	 	 	 	 	 	 	 	 	 T o m   2   d e   v o z   h u m a n a 
 
 S T R _ K E Y P A D _ T O N E _ H U M A N _ V O I C E _ 3 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   h u m a n   v o i c e   t o n e   3   o p t i o n 	 H u m a n   v o i c e   t o n e   3 	 Nr󗿊  3 	 NX  3 	 B@*5"!8)"L  3 	 T o n o   d e   v o z   h u m a n a   3 	 S o n n e r i e   v o i x   h u m a i n e   3 	 M e n s c h l i c h e   S t i m m e   T o n   3 	 '5;>25G5A:89  3>;>A  ">=  3 	 T o n o   v o c e   u m a n a   3 	 F:E)  5H*J)  3 	 V o z   h u m a n a   3 	 0n s a n   s e s i   3 	 G i n g   n g i   3 	 N a d a   S u a r a   M a n u s i a   3 	 N a d a   s u a r a   m a n u s i a   3 	 .	>	(	5	@	/	  8	M	5	0	  	K	(	  3  	 M e n n e s k e   S t e m m e   t o n e   3 	 T  n   l i d s k  h o   h l a s u   3 	 D zw i k   l u d z k i e g o   g Bo s u 3 	 E m b e r i   h a n g   3 	 I h m i s   n i   3 	 M e n n e s k e s t e m m e   T o n e   3 	 T  n   >u d s k  h o   h l a s u   3 	 M e n s e l i j k e   s t e m   t o o n   3 	 R  s t   3 	 L j u d s k i   g l a s   3 	 T o n   v o c e   u m a n   3 	 l o v e ak i   Z v o k   3 	       3 	       3 	 ;0A>2  B>=  3 	 .	(	A	7	M	/	  8	M	5	0	  '	M	5	(	@	  3 	 2F  5/'  'F3'F  3 	 'F3'F  "H'2  yHF  3 	     3 	 							  								  			  		 .
(
A
q

@
  
5
>

<
  3 	 9M/B.0M    5>/?8M  K(M  3 	 N4AL:89  3>;>A  3 	 





  



  


  3 	       3 	 I t h o n i   l e z w i   l o m u n t u   3 	 I t h o n i   y e l i z w i   l o m n t u   l e s i - 3 	 T o n i   y a   s a u t i   y a   m w a n a d a m u   3 	 M e n s s t e m t o o n   3 	 3   ~m o g a u s   b a l s o   t o n a s 	 3 .   c i l v k a   b a l s s   s k a Fa 	 I n i m h   l e g a   t o o n   3 	 1fdavwav  tadoaukv  qauvx~  3 	       3 	 T o n   v o c e   u m a n   3 	 .
(
A
7
M
/
  6
,
M
&
  
K
#
M
  3 	 .>(,  8M50  K(  3 	 	 	 	 	 	 	 	 	 	 T o m   3   d e   v o z   h u m a n a 
 
 S T R _ K E Y P A D _ T O N E _ H U M A N _ V O I C E _ 4 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   h u m a n   v o i c e   t o n e   4   o p t i o n 	 H u m a n   v o i c e   t o n e   4 	 Nr󗿊  4 	 NX  4 	 B@*5"!8)"L  4 	 T o n o   d e   v o z   h u m a n a   4 	 S o n n e r i e   v o i x   h u m a i n e   4 	 M e n s c h l i c h e   S t i m m e   T o n   4 	 '5;>25G5A:89  3>;>A  ">=  4 	 T o n o   v o c e   u m a n a   4 	 F:E)  5H*J)  4 	 V o z   h u m a n a   4 	 0n s a n   s e s i   4 	 G i n g   n g i   4 	 N a d a   S u a r a   M a n u s i a   4 	 N a d a   s u a r a   m a n u s i a   4 	 .	>	(	5	@	/	  8	M	5	0	  	K	(	  4  	 M e n n e s k e   S t e m m e   t o n e   4 	 T  n   l i d s k  h o   h l a s u   4 	 D zw i k   l u d z k i e g o   g Bo s u 4 	 E m b e r i   h a n g   4 	 I h m i s   n i   4 	 M e n n e s k e s t e m m e   T o n e   4 	 T  n   >u d s k  h o   h l a s u   4 	 M e n s e l i j k e   s t e m   t o o n   4 	 R  s t   4 	 L j u d s k i   g l a s   4 	 T o n   v o c e   u m a n   4 	 l o v e ak i   Z v o k   4 	       4 	       4 	 ;0A>2  B>=  4 	 .	(	A	7	M	/	  8	M	5	0	  '	M	5	(	@	  4 	 2F  5/'  'F3'F  4 	 'F3'F  "H'2  yHF  4 	     4 	 							  								  			  		 .
(
A
q

@
  
5
>

<
  4 	 9M/B.0M    5>/?8M  K(M  4 	 N4AL:89  3>;>A  4 	 





  



  


  4 	       4 	 I t h o n i   l e z w i   l o m u n t u   4 	 I t h o n i   y e l i z w i   l o m n t u   l e s i - 4 	 T o n i   y a   s a u t i   y a   m w a n a d a m u   4 	 M e n s s t e m t o o n   4 	 4   ~m o g a u s   b a l s o   t o n a s 	 4 .   c i l v k a   b a l s s   s k a Fa 	 I n i m h   l e g a   t o o n   4 	 1fdavwav  tadoaukv  qauvx~  4 	       4 	 T o n   v o c e   u m a n   4 	 .
(
A
7
M
/
  6
,
M
&
  
K
#
M
  4 	 .>(,  8M50  K(  4 	 	 	 	 	 	 	 	 	 	 T o m   4   d e   v o z   h u m a n a 
 
 S T R _ K E Y P A D _ T O N E _ H U M A N _ V O I C E _ 5 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   h u m a n   v o i c e   t o n e   5   o p t i o n 	 H u m a n   v o i c e   t o n e   5 	 Nr󗿊  5 	 NX  5 	 B@*5"!8)"L  5 	 T o n o   d e   v o z   h u m a n a   5 	 S o n n e r i e   v o i x   h u m a i n e   5 	 M e n s c h l i c h e   S t i m m e   T o n   5 	 '5;>25G5A:89  3>;>A  ">=  5 	 T o n o   v o c e   u m a n a   5 	 F:E)  5H*J)  5 	 V o z   h u m a n a   5 	 0n s a n   s e s i   5 	 G i n g   n g i   5 	 N a d a   S u a r a   M a n u s i a   5 	 N a d a   s u a r a   m a n u s i a   5 	 .	>	(	5	@	/	  8	M	5	0	  	K	(	  5  	 M e n n e s k e   S t e m m e   t o n e   5 	 T  n   l i d s k  h o   h l a s u   5 	 D zw i k   l u d z k i e g o   g Bo s u 5 	 E m b e r i   h a n g   5 	 I h m i s   n i   5 	 M e n n e s k e s t e m m e   T o n e   5 	 T  n   >u d s k  h o   h l a s u   5 	 M e n s e l i j k e   s t e m   t o o n   5 	 R  s t   5 	 L j u d s k i   g l a s   5 	 T o n   v o c e   u m a n   5 	 l o v e ak i   Z v o k   5 	       5 	       5 	 ;0A>2  B>=  5 	 .	(	A	7	M	/	  8	M	5	0	  '	M	5	(	@	  5 	 2F  5/'  'F3'F  5 	 'F3'F  "H'2  yHF  5 	     5 	 							  								  			  		 .
(
A
q

@
  
5
>

<
  5 	 9M/B.0M    5>/?8M  K(M  5 	 N4AL:89  3>;>A  5 	 





  



  


  5 	       5 	 I t h o n i   l e z w i   l o m u n t u   5 	 I t h o n i   y e l i z w i   l o m n t u   l e s i - 5 	 T o n i   y a   s a u t i   y a   m w a n a d a m u   5 	 M e n s s t e m t o o n   5 	 5   ~m o g a u s   b a l s o   t o n a s 	 5 .   c i l v k a   b a l s s   s k a Fa 	 I n i m h   l e g a   t o o n   5 	 1fdavwav  tadoaukv  qauvx~  5 	       5 	 T o n   v o c e   u m a n   5 	 .
(
A
7
M
/
  6
,
M
&
  
K
#
M
  5 	 .>(,  8M50  K(  5 	 	 	 	 	 	 	 	 	 	 T o m   5   d e   v o z   h u m a n a 
 
 S T R _ K E Y P A D _ T O N E _ H U M A N _ V O I C E _ 6 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   h u m a n   v o i c e   t o n e   6   o p t i o n 	 H u m a n   v o i c e   t o n e   6 	 Nr󗿊  6 	 NX  6 	 B@*5"!8)"L  6 	 T o n o   d e   v o z   h u m a n a   6 	 S o n n e r i e   v o i x   h u m a i n e   6 	 M e n s c h l i c h e   S t i m m e   T o n   6 	 '5;>25G5A:89  3>;>A  ">=  6 	 T o n o   v o c e   u m a n a   6 	 F:E)  5H*J)  6 	 V o z   h u m a n a   6 	 0n s a n   s e s i   6 	 G i n g   n g i   6 	 N a d a   S u a r a   M a n u s i a   6 	 N a d a   s u a r a   m a n u s i a   6 	 .	>	(	5	@	/	  8	M	5	0	  	K	(	  6  	 M e n n e s k e   S t e m m e   t o n e   6 	 T  n   l i d s k  h o   h l a s u   6 	 D zw i k   l u d z k i e g o   g Bo s u 6 	 E m b e r i   h a n g   6 	 I h m i s   n i   6 	 M e n n e s k e s t e m m e   T o n e   6 	 T  n   >u d s k  h o   h l a s u   6 	 M e n s e l i j k e   s t e m   t o o n   6 	 R  s t   6 	 L j u d s k i   g l a s   6 	 T o n   v o c e   u m a n   6 	 l o v e ak i   Z v o k   6 	       6 	       6 	 ;0A>2  B>=  6 	 .	(	A	7	M	/	  8	M	5	0	  '	M	5	(	@	  6 	 2F  5/'  'F3'F  6 	 'F3'F  "H'2  yHF  6 	     6 	 							  								  			  		 .
(
A
q

@
  
5
>

<
  6 	 9M/B.0M    5>/?8M  K(M  6 	 N4AL:89  3>;>A  6 	 





  



  


  6 	       6 	 I t h o n i   l e z w i   l o m u n t u   6 	 I t h o n i   y e l i z w i   l o m n t u   l e s i - 6 	 T o n i   y a   s a u t i   y a   m w a n a d a m u   6 	 M e n s s t e m t o o n   6 	 6   ~m o g a u s   b a l s o   t o n a s 	 6 .   c i l v k a   b a l s s   s k a Fa 	 I n i m h   l e g a   t o o n   6 	 1fdavwav  tadoaukv  qauvx~  6 	       6 	 T o n   v o c e   u m a n   6 	 .
(
A
7
M
/
  6
,
M
&
  
K
#
M
  6 	 .>(,  8M50  K(  6 	 	 	 	 	 	 	 	 	 	 T o m   6   d e   v o z   h u m a n a 
 
 S T R _ K E Y P A D _ T O N E _ C U S T _ 1 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   c u s t o m   t o n e   1   o p t i o n 	 C u s t o m   t o n e   1 	 [󗿊  1 	 [6R  1 	 @*5"3+@-  1 	 T o n o   p e r s o n a l i z a d o   1 	 S o n n e r i e   p e r s o n n a l i s  e   1 	 D e f i n i e r t e r   T o n   1 	 >;L7>2.   ">=  1 	 T o n o   p e r s o n a l i z z a t o   1 	 'DF:E)  'D9'/J)  1 	 T o q u e   p e r s o n a l i z a d o   1 	  z e l   t o n   1 	 T   c  i   t   c h u  n g   1 	 N a d a   k u s t o m   1 	 N a d a   t e r s u a i   1 	 	8	M		.	  '	A	(	  1  	 S p e c i a l   T o n e   1 	 U ~i v a t e l s k    t  n   1 	 Z w y c z a j n y   d zw i k   1 	 E g y  n i   h a n g   1 	 M u k a u t e t t u   1 	 E g e n d e f i n e r t   T o n e   1 	 U ~ v a t e >s k    t  n   1 	 Z e l f g e k o z e n   t o o n   1 	 A n v  n d a r a n p a s s a d   1 	 K o r i s n i 
k i   t o n   1 	 T o n   p e r s o n a l i z a t   1 	 O b i 
a j e n   Z v o k   1 	     1 	     1 	 >B@518B5;A:8  B>=  1 	 	8	M		.	  '	M	5	(	@	  1 	 2F  3A'14  1 	 3yE  yHF1 	   1 	 						  			  		 
8

.
  
K
(
  1 	 8M.M  K(M  1 	 ;0A=89  72C:  1 	 




  


  1 	     1 	 I - C u s t o m   t o n e   1 	 I t h o n i   y o k u q h e l a n i s a   y o k u - 1 	 T o n i   k a i d i   1 	 P a s m a a k t o o n   1 	 1   s p e c i a l u s   t o n a s 	 1 .   p i e s k a Fo t   m e l o d i j a 	 K o h a n d a t u d   t o o n   1 	 @axo  teredk  1 	     1 	 T o n   p e r s o n a l i z a t   1 	 *
$
?
5
M
  
K
#
M
  1 	 7M.  K(  1 	 	 						  	' 	  1 	 	 	 	 	 	 	 	 T o m   p e r s o n a l i z a d o   1 
 
 S T R _ K E Y P A D _ T O N E _ C U S T _ 2 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   c u s t o m   t o n e   2   o p t i o n 	 C u s t o m   t o n e   2 	 [󗿊  2 	 [6R  2 	 @*5"3+@-  2 	 T o n o   p e r s o n a l i z a d o   2 	 S o n n e r i e   p e r s o n n a l i s  e   2 	 D e f i n i e r t e r   T o n   2 	 >;L7>2.   ">=  2 	 T o n o   p e r s o n a l i z z a t o   2 	 'DF:E)  'D9'/J)  2 	 T o q u e   p e r s o n a l i z a d o   2 	  z e l   t o n   2 	 T   c  i   t   c h u  n g   2 	 N a d a   k u s t o m   2 	 N a d a   t e r s u a i   2 	 	8	M		.	  '	A	(	  2  	 S p e c i a l   T o n e   2 	 U ~i v a t e l s k    t  n   2 	 Z w y c z a j n y   d zw i k   2 	 E g y  n i   h a n g   2 	 M u k a u t e t t u   2 	 E g e n d e f i n e r t   T o n e   2 	 U ~ v a t e >s k    t  n   2 	 Z e l f g e k o z e n   t o o n   2 	 A n v  n d a r a n p a s s a d   2 	 K o r i s n i 
k i   t o n   2 	 T o n   p e r s o n a l i z a t   2 	 O b i 
a j e n   Z v o k   2 	     2 	     2 	 >B@518B5;A:8  B>=  2 	 	8	M		.	  '	M	5	(	@	  2 	 2F  3A'14  2 	 3yE  yHF2 	   2 	 						  			  		 
8

.
  
K
(
  2 	 8M.M  K(M  2 	 ;0A=89  72C:  2 	 




  


  2 	     2 	 I - C u s t o m   t o n e   2 	 I t h o n i   y o k u q h e l a n i s a   y e s i - 2 	 T o n i   k a i d i   2 	 P a s m a a k t o o n   2 	 2   s p e c i a l u s   t o n a s 	 2 .   p i e s k a Fo t   m e l o d i j a 	 K o h a n d a t u d   t o o n   2 	 @axo  teredk  2 	     2 	 T o n   p e r s o n a l i z a t   2 	 *
$
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5
M
  
K
#
M
  2 	 7M.  K(  2 	 	 	 	 	 	 	 	 	 	 T o m   p e r s o n a l i z a d o   2 
 
 S T R _ K E Y P A D _ T O N E _ C U S T _ 3 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   c u s t o m   t o n e   3   o p t i o n 	 C u s t o m   t o n e   3 	 [󗿊  3 	 [6R  3 	 @*5"3+@-  3 	 T o n o   p e r s o n a l i z a d o   3 	 S o n n e r i e   p e r s o n n a l i s  e   3 	 D e f i n i e r t e r   T o n   3 	 >;L7>2.   ">=  3 	 T o n o   p e r s o n a l i z z a t o   3 	 'DF:E)  'D9'/J)  3 	 T o q u e   p e r s o n a l i z a d o   3 	  z e l   t o n   3 	 T   c  i   t   c h u  n g   3 	 N a d a   k u s t o m   3 	 N a d a   t e r s u a i   3 	 	8	M		.	  '	A	(	  3  	 S p e c i a l   T o n e   3 	 U ~i v a t e l s k    t  n   3 	 Z w y c z a j n y   d zw i k   3 	 E g y  n i   h a n g   3 	 M u k a u t e t t u   3 	 E g e n d e f i n e r t   T o n e   3 	 U ~ v a t e >s k    t  n   3 	 Z e l f g e k o z e n   t o o n   3 	 A n v  n d a r a n p a s s a d   3 	 K o r i s n i 
k i   t o n   3 	 T o n   p e r s o n a l i z a t   3 	 O b i 
a j e n   Z v o k   3 	     3 	     3 	 >B@518B5;A:8  B>=  3 	 	8	M		.	  '	M	5	(	@	  3 	 2F  3A'14  3 	 3yE  yHF3 	   3 	 						  			  		 
8

.
  
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(
  3 	 8M.M  K(M  3 	 ;0A=89  72C:  3 	 




  


  3 	     3 	 I - C u s t o m   t o n e   3 	 I t h o n i   y o k u q h e l a n i s a   y e s i - 3 	 T o n i   k a i d i   3 	 P a s m a a k t o o n   3 	 3   s p e c i a l u s   t o n a s 	 3 .   p i e s k a Fo t   m e l o d i j a 	 K o h a n d a t u d   t o o n   3 	 @axo  teredk  3 	     3 	 T o n   p e r s o n a l i z a t   3 	 *
$
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  
K
#
M
  3 	 7M.  K(  3 	 	 	 	 	 	 	 	 	 	 T o m   p e r s o n a l i z a d o   3 
 
 S T R _ K E Y P A D _ T O N E _ C U S T _ 4 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   c u s t o m   t o n e   4   o p t i o n 	 C u s t o m   t o n e   4 	 [󗿊  4 	 [6R  4 	 @*5"3+@-  4 	 T o n o   p e r s o n a l i z a d o   4 	 S o n n e r i e   p e r s o n n a l i s  e   4 	 D e f i n i e r t e r   T o n   4 	 >;L7>2.   ">=  4 	 T o n o   p e r s o n a l i z z a t o   4 	 'DF:E)  'D9'/J)  4 	 T o q u e   p e r s o n a l i z a d o   4 	  z e l   t o n   4 	 T   c  i   t   c h u  n g   4 	 N a d a   k u s t o m   4 	 N a d a   t e r s u a i   4   	 	8	M		.	  '	A	(	  4  	 S p e c i a l   T o n e   4 	 U ~i v a t e l s k    t  n   4 	 Z w y c z a j n y   d zw i k   4 	 E g y  n i   h a n g   4 	 M u k a u t e t t u   4 	 E g e n d e f i n e r t   T o n e   4 	 U ~ v a t e >s k    t  n   4 	 Z e l f g e k o z e n   t o o n   4 	 A n v  n d a r a n p a s s a d   4 	 K o r i s n i 
k i   t o n   4 	 T o n   p e r s o n a l i z a t   4 	 O b i 
a j e n   Z v o k   4 	     4 	     4 	 >B@518B5;A:8  B>=  4 	 	8	M		.	  '	M	5	(	@	  4 	 2F  3A'14  4 	 3yE  yHF4 	   4 	 						  			  		 
8

.
  
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(
  4 	 8M.M  K(M  4 	 ;0A=89  72C:  4 	 




  


  4 	     4 	 I - C u s t o m   t o n e   4 	 I t h o n i   y o k u q h e l a n i s a   y e s i - 4 	 T o n i   k a i d i   4 	 P a s m a a k t o o n   4 	 4   s p e c i a l u s   t o n a s 	 4 .   p i e s k a Fo t   m e l o d i j a 	 K o h a n d a t u d   t o o n   4 	 @axo  teredk  4 	     4 	 T o n   p e r s o n a l i z a t   4 	 *
$
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  
K
#
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  4 	 7M.  K(  4 	 	 	 	 	 	 	 	 	 	 T o m   p e r s o n a l i z a d o   4 
 
 S T R _ K E Y P A D _ T O N E _ C U S T _ 5 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   c u s t o m   t o n e   5   o p t i o n 	 C u s t o m   t o n e   5 	 [󗿊  5 	 [6R  5 	 @*5"3+@-  5 	 T o n o   p e r s o n a l i z a d o   5 	 S o n n e r i e   p e r s o n n a l i s  e   5 	 D e f i n i e r t e r   T o n   5 	 >;L7>2.   ">=  5 	 T o n o   p e r s o n a l i z z a t o   5 	 'DF:E)  'D9'/J)  5 	 T o q u e   p e r s o n a l i z a d o   5 	  z e l   t o n   5 	 T   c  i   t   c h u  n g   5 	 N a d a   k u s t o m   5 	 N a d a   t e r s u a i   5 	 	8	M		.	  '	A	(	  5  	 S p e c i a l   T o n e   5 	 U ~i v a t e l s k    t  n   5 	 Z w y c z a j n y   d zw i k   5 	 E g y  n i   h a n g   5 	 M u k a u t e t t u   5 	 E g e n d e f i n e r t   T o n e   5 	 U ~ v a t e >s k    t  n   5 	 Z e l f g e k o z e n   t o o n   5 	 A n v  n d a r a n p a s s a d   5 	 K o r i s n i 
k i   t o n   5 	 T o n   p e r s o n a l i z a t   5 	 O b i 
a j e n   Z v o k   5 	     5 	     5 	 >B@518B5;A:8  B>=  5 	 	8	M		.	  '	M	5	(	@	  5 	 2F  3A'14  5 	 3yE  yHF5 	   5 	 						  			  		 
8

.
  
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  5 	 8M.M  K(M  5 	 ;0A=89  72C:  5 	 




  


  5 	     5 	 I - C u s t o m   t o n e   5 	 I t h o n i   y o k u q h e l a n i s a   y e s i - 5 	 T o n i   k a i d i   5 	 P a s m a a k t o o n   5 	 5   s p e c i a l u s   t o n a s 	 5 .   p i e s k a Fo t   m e l o d i j a 	 K o h a n d a t u d   t o o n   5 	 @axo  teredk  5 	     5 	 T o n   p e r s o n a l i z a t   5 	 *
$
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  
K
#
M
  5 	 7M.  K(  5 	 	 	 	 	 	 	 	 	 	 T o m   p e r s o n a l i z a d o   5 
 
 S T R _ K E Y P A D _ T O N E _ C U S T _ 6 	 U s e r P r o f i l e s 	 H I N T ,   T W O S T A T E 	 k e y p a d   t o n e   c u s t o m   t o n e   6   o p t i o n 	 C u s t o m   t o n e   6 	 [󗿊  6 	 [6R  6 	 @*5"3+@-  6 	 T o n o   p e r s o n a l i z a d o   6 	 S o n n e r i e   p e r s o n n a l i s  e   6 	 D e f i n i e r t e r   T o n   6 	 >;L7>2.   ">=  6 	 T o n o   p e r s o n a l i z z a t o   6 	 'DF:E)  'D9'/J)  6 	 T o q u e   p e r s o n a l i z a d o   6 	  z e l   t o n   6 	 T   c  i   t   c h u  n g   6 	 N a d a   k u s t o m   6 	 N a d a   t e r s u a i   6 	 	8	M		.	  '	A	(	  6  	 S p e c i a l   T o n e   6 	 U ~i v a t e l s k    t  n   6 	 Z w y c z a j n y   d zw i k   6 	 E g y  n i   h a n g   6 	 M u k a u t e t t u   6 	 E g e n d e f i n e r t   T o n e   6 	 U ~ v a t e >s k    t  n   6 	 Z e l f g e k o z e n   t o o n   6 	 A n v  n d a r a n p a s s a d   6 	 K o r i s n i 
k i   t o n   6 	 T o n   p e r s o n a l i z a t   6 	 O b i 
a j e n   Z v o k   6 	     6 	     6 	 >B@518B5;A:8  B>=  6 	 	8	M		.	  '	M	5	(	@	  6 	 2F  3A'14  6 	 3yE  yHF6 	   6 	 						  			  		 
8

.
  
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  6 	 8M.M  K(M  6 	 ;0A=89  72C:  6 	 




  


  6 	     6 	 I - C u s t o m   t o n e   6 	 I t h o n i   y o k u q h e l a n i s a   y e s i - 6 	 T o n i   k a i d i   6 	 P a s m a a k t o o n   6 	 6   s p e c i a l u s   t o n a s 	 6 .   p i e s k a Fo t   m e l o d i j a 	 K o h a n d a t u d   t o o n   6 	 @axo  teredk  6 	     6 	 T o n   p e r s o n a l i z a t   6 	 *
$
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  
K
#
M
  6 	 7M.  K(  6 	 	 	 	 	 	 	 	 	 	 T o m   p e r s o n a l i z a d o   6 
 
 S T R _ P R O F I L E S _ I N T E L L I G E N T _ C A L L _ A L E R T 	 U s e r P r o f i l e s 	 T I T L E ,   I C O N T E X T 	 i n t e l l i g e n t   c a l l   a l e r t 	 I n t e l l i g e n t   c a l l   a l e r t 	 Oc:y	 eg5uc:y	 @7-*2"-1	#4"0	 A l e r t a   d e   l l a m a d a   i n t e l i g e n t e 	 A l e r t e   d  a p p e l   i n t e l l i g e n t e 	 I n t e l l i g e n t e   A n r u f w a r n u n g 	 =B5;;5:B.   A83=0;  2K7>20	 A l l a r m e   C h i a m a t a   I n t e l l i g e n t e 	 EF(G  'D'*5'D  'D0CJ	 A l e r t a   d e   c h a m a d a   i n t e l i g e n t e 	 A k 1l l 1  a r a m a   u y a r 1s 1  	 c   s   c a   c u c   g i   n 	 T a n d a   p a n g g i l a n   p i n t a r 	 A m a r a n   p a n g g i l a n   m a s u k 	 	$	A	0	  	I	2	  	2	0	M			 I n t e l l i g e n t   O p k a l d s   A l a r m 	 I n t e l i g e n t n    u p o z o r n n    n a   h o v o r 	 I n t e l i g e n t n y   a l e r t   p o Bc z e n i a 	 I n t e l l i g e n s   h  v  s j e l z Q	  l y k  s   p u h e l u h  l y t y s 	 I n t e l l i g e n t   r i n g e a l a r m 	 I n t e l i g e n t n    u p o z o r n e n i e   n a   h o v o r y 	 I n t e l l i g e n t e   m e l d i n g   v a n   g e s p r e k 	 S m a r t s a m t a l - l a r m 	 I n t e l i g e n t n o   z v o n o   p o z i v a 	 A l e r t   d e   a p e l   i n t e l i g e n t 	 I n t e l i g e n t n a   K l i c n a   B u d n o s t 	     	     	 =B5;835=B5=  !83=0;  70  >28:20=5	 			G	2	?		(	M		  	I	2	  8			$	>	  	 G4/'1/GF/G  GH4EF/  *E'3	 'FyD,Fy  'D  'D1y	     	 										  		  							 2
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	     	 I - I n t e l l i g e n t   c a l l   a l e r t 	 I f o w n i   y o p h a p h a n y i s o   o l u k r e l e k r e l e 	 A r i f u   y a   s i m u   t a m b u z i 	 S l i m   o p r o e p - a a n m a n i n g 	 I n t e l e k t u a l i o j o   s k a m b u 
i o   p e r s p j i m a s 	 I n t e l i #e n t s   b r +d i n j u m s   p a r   z v a n u 	 I n t e l l i g e n t n e   k  n e t e a d e 	 =elak  oavyk  vamafcxwaxt	     	 A l e r t   d e   a p e l   i n t e l i g e n t 	 
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 
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 
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i v a n j e   n a p a j a n j a 	 L a   p o r n i r e 	 V k l j u 
e n o 	   	 	 0E@0=20=5  :;NG5=>	 *	>	5	0	  	>	2	B		 1H4F  1/F	 ~'H1  "F	     	 						  				  					 ,
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i v a n j e   n a p a j a n j a 	 L a   o p r i r e 	 I z k l j u 
e n o 	   	 	 0E@0=20=5  7:;NG5=>	 *	>	5	0	  ,		&		 .'EH4  1/F	 ~'H1  "A  	     	 						  				  					 ,
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 
 S T R _ P R O F I L E S _ M E E T I N G 	 U s e r P r o f i l e s 	 C 0 7 3 _ 1 ,   I C O N T E X T 	 m e e t i n g   p r o f i l e 	 M e e t i n g 	 gp!j_	 O!j_	 #0
8!	 R e u n i  n 	 R  u n i o n 	 T r e f f e n 	 !>25I0=85	 R i u n i o n e 	 %,*E'9	 R e u n i  o 	 T o p l a n t 1	 C h     h  #i   n g h 	 P e r t e m u a n 	 M e s y u a r a t 	 8	.	M	.	G	2	(	   	 M  d e 	 J e d n  n  	 T r y b   S p o t k a n i e 	 M e g b e s z  l  s 	 K o k o u s 	 M  t e 	 J e d n a n i e 	 V e r g a d e r i n g 	 M  t e 	 S u s r e t 	  n t  l n i r e 	 S e s t a n e k 	 	 	 !@5I0	 ,	H	 		  	M	0	?	/	>	6	@	2	  	G	2	G		 ,D3G	 EyF  	 	 						 ,
H
 
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>
	 .@?M	 CAB@VG	 





	 	 U m h l a n g a n o 	 I n t l a n g a n i s o 	 M k u t a n o 	 V e r g a d e r i n g 	 S u s i t i k i m a s 	 S a n k s m e s 	 K o o s o l e k 	 @avdkztav  zxkl	 	  n t  l n i r e 	 .
@
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
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	 .??	 	 						 	 	 	 	 	 	 	 R e u n i  o 	 	 	 	 	 	 	 	 B i l e r a 	 P a g p u p u l o n g 	 C i t a 	 M I D I   i s i i 	 C r u i n n i  
 
 S T R _ P R O F I L E S _ O U T D O O R 	 U s e r P r o f i l e s 	 C 0 7 3 _ 1 ,   I C O N T E X T 	 o u t d o o r   p r o f i l e 	 O u t d o o r 	 6bY!j_	 7bY!j_	 %2AI	 E x t e r i o r 	 E x t  r i e u r 	 A u  e n r a u m 	 0  C;8F5	 A l l ' a p e r t o 	 ('D.'1,	 E x t e r i o r 	 D 1_  m e k a n 	 C h     n g o  i   t r i 	 D i l u a r 	 D i   l u a r   b a n g u n a n 	 ,	>	9	0	@		 U d e n d  r s 	 V e n k u 	 T r y b   N a   z e w n a t r z 	 S z a b a d b a n 	 U l k o i l m a 	 U t e n d  r s 	 V o n k u 	 B u i t e n s h u i s 	 U t o m h u s   	 V a n   p r o s t o r i j a 	  n   a e r   l i b e r 	 Z u n a j 	 	   	 0  >B:@8B>	 5	>	9	M	/		 (1HF	 "Hy  H1	 	 							 ,
>
9
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	 M  !K0M  	 0  2C;8FV	 





	 	 N g a p h a n d l e 	 N g a p h a n d l e 	 N j e 	 B u i t e l u g 	 L a u k a s 	  r t e l p u 	 V  l j a s 	 4}k  zxkl	 	  n   a e r   l i b e r 	 

M

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!
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	 	!K0	 	 				' 		 	 	 	 	 	 	 	 A o   a r   l i v r e 	 	 	 	 	 	 	 	 K a n p o a n 	 S a   l a b a s 	 A i r e   l i b r e 	 g b a k 	 L a s m u i g h 
 
 S T R _ P R O F I L E S _ I N D O O R 	 U s e r P r o f i l e s 	 C 0 7 3 _ 1 ,   I C O N T E X T 	 i n d o o r   p r o f i l e 	 I n d o o r 	 [gQ!j_	 [Q!j_	 C-22#	 I n t e r i o r 	 I n t  r i e u r 	 I n n e n r a u m 	   ?><5I5=88	 I n t e r n o 	 ('D/'.D	 I n t e r i o r 	 0   m e k a n 	 C h     t r o n g   n h  	 D i d a l a m 	 D i   d a l a m   b a n g u n a n 	 -	@	$	0	@		 I n d e n d  r s 	 U v n i t Y	 T r y b   W e w n t r z     	 H  z o n   b e l  l 	 S i s  l l  	 I n n e n d  r s 	 V n  t o r n  	 B i n n e n s h u i s 	 I n o m h u s 	 U n u t a r   p r o s t o r i j a 	  n   i n t e r i o r 	 N o t e r 	 	   	   ?><5I5=85	 		!	K	0		 /'.D	 'F  H1	 	 							 ,
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	 !K0M	 #  ?@8<VI5==V	 




	 	 N g a p h a k a t h i 	 N g a p h a k a t h i 	 N d a n i 	 B i n n e n s h u i s 	 V i d u s 	 I e k at e l p u 	 S e e s 	 Fe}k  zxkl	     	  n   i n t e r i o r 	 
(
M
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	 (!K0	 	 			' 		 	 	 	 	 	 	 	 I n t e r i o r 	 	 	 	 	 	 	 	 B a r r u a n 	 S a   l o o b 	 I n t e r i o r 	 I h e   d   n a   - i l o 	 I s t i g h 
 
 S T R _ P R O F I L E S _ H E A D S E T 	 U s e r P r o f i l e s 	 C 0 7 3 _ 1 	 h e a d s e t   p r o f i l e 	 H e a d s e t 	 3_j!j_	 3:g!j_	 +91	 A u r i c u l a r e s 	  c o u t e u r s 	 H a n d a p p a r a t 	 0CH=8:8  	 C u f f i a 	 3E'9)	 A u r i c u l a r 	 K u l a k l 1k 	 C h     t a i   n g h e 	 H e a d s e t 	 A l a t   d e n g a r 	 9	H	!	8	G			 H e a d s e t 	 S l u c h  t k a 	 T r y b   Z e s t a w   s Bu c h a w k o w y 	 H e a d s e t 	 K u u l o k e m i k r o f o n i 	 H o d e s e t t 	 S l u c h  t k a 	 H o o f d t e l e f o o n 	 H  r l u r a r   o c h   m i k r o f o n 	 S l u aa l i c e 	 C _t i 	 S l u aa l k e 	 	 	 !;CH0;:8	 9	E	!	8	G			 G/3*	   3y	 	 							 9
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	  	 I h e d i s e t h i 	 I s e t i   y e n t l o k o 	 K i f a a   c h a   k i c h w a 	 K o p s t u k 	 A u s i n s 	 A u s t i Fa 	 P e a k o m p l e k t 	 1oav{aoal	 	 C a s c 	 9
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 
 S T R _ P R O F I L E S _ B T 	 U s e r P r o f i l e s 	 C 0 7 3 _ 1 	 b l u e t o o t h   p r o f i l e 	 B l u e t o o t h 	 ͅYr!j_	 ݄Yr!j_	   %99	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 'D(DH*H+	 B l u e t o o t h 	 B l u e t o o t h   	 C h     B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 ,	M	2	B		B	%		 	 	 	 B l u e t o o t h 	 	 	 	 B l u e t o o t h 	 	 	 B l u e t o o t h 	 	 	 B l u e t o o t h 	 B l u e t o o t h 	 ,	M	2	A		A	%		 (DH*H+	 (DH  yH*	 	   								 ,
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	 ,M2BB$M	 B l u e t o o t h 	 








	 	 I - B l u e t o o t h 	 I - B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 	 B l u e t o o t h 	 ,
M
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	 B l u e t o o t h 	 	 B l u e t o o t h 	 	 	 	 	 	 	 	 B l u e t o o t h 	 	 	 	 	 	 	 	 B l u e t o o t h     	 B l u e t o o t h 	 B l u e t o o t h 	 E k w e n t i s i 	 B l u e t o o t h 
 
 S T R _ P R O F I L E S _ R I N G 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 R i n g   p r e f i x   i n   u s e r   p r o f i l e 	 R i n g 	 4r	 ÔX	 @*5"@#5"	 T i m b r e 	 S o n n e r i e 	 K l i n g e l n 	 2>=>:	 S u o n o 	 1FJF	 T o q u e 	 Z i l   s e s i 	 C h u  n g 	 D e r i n g   	 D e r i n g   	 0	?				 R i n g 	 V y z v  n n  	 D z w o n e k 	 C s  r g  s 	 S o i t t o 	 R i n g 	 V y z v  Ha n i e 	 R i n g 	 R i n g 	 Z v o n o 	 S o n e r i e 	 Z v o n e n j e 	 	   	 2J=	 '	M	5	(	@		 2F	 1F	 	 			  	 
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	 0?M	 72V=>:	 



	 	 I r i n g i 	 U k u k h a l a 	 M l i o 	 L u i 	 S k a m b e s y s 	 Z v a n s 	 H e l i n 	 6avc	 	 S o n e r i e 	 1
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
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	 0?M	 	 					 	 	 	 	 	 	 	 T o q u e 	 	 	 	 	 	 	 	 D e i t u 	 R i n g 	 T i m b r e 	 B l u e t o o t h 	 C l i n g 
 
 S T R _ P R O F I L E S _ M I D I 	 U s e r P r o f i l e s 	 C 0 8 9 _ 1 ,   C 0 5 7 _ 1 ,   H I N T 	 m i d i   p r e f i x   i n   u s e r   p r o f i l e 	 M I D I 	 T&_4r	 T&_ÔX	 M I D I 	 M I D I   	 M I D I 	 M I D I   	 M I D I   	 M I D I 	 F:E)	 M I D I 	 M I D I   	 M I D I   	 M I D I   	 M I D I 	 .	?	!	?		 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I 	 M I D I   	 M I D I 	 	.		/	!	@		/		 M I D I 	 M I D I 	 	 				  	 
.

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!
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	 !?	 M I D I 	 



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 
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t i n a 	 U s t a w   j z y k   a n g i e l s k i 	 N y e l v    t  l l  t  s a   a n g o l r a 	 K i e l e n   v a l i n t a   e n g l a n t i 	 I n n s t i l t   s p r  k   e n g e l s k 	 J a z y k o v    n a s t a v e n i e :   a n g l i 
t i n a 	 T a a l i n s t e l l i n g   E n g e l s 	 S p r  k   s t  l l t   t i l l   e n g e l s k a 	 J e z i k   p o d e ae n   n a   E n g l e s k i 	 A ci   s e l e c t a t   l i m b a   e n g l e z 	 J e z i k   n a s t a v i   A n g l e ak i 	     	   	 78:>2  =01>@  =3;89A:8	 			M	0		@	  -	>	7	>	  8	G		  	0	>		 'FD3  *F8E  4/	 2('F  'F12  3y  ,&	     	 						  				  			  					 
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 n at i n a 	 U s t a w   j z y k   c h i Ds k i   u p r o s z c z o n y 	 N y e l v    t  l l  t  s a   e g y s z e r qs  t e t t   k  n a i r a 	 K i e l e n   v a l i n t a   y k s i n k e r t a i n e n   k i i n a 	 I n n s t i l t   s p r  k   f o r e n k .   k i n e s i s k 	 J a z y k o v    n a s t a v e n i e :   z j e d n .   
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i n a 	     .   	     	 78:>2  =01>@  ?@.   8B09A:8	 -	>	7	>	  8	G		  	0	>	.   	>		(	@			 F  3'/G  4/G  *F8E  4/	   "3'F  F  2('F  3y  ,&	           	 						  						  				  			  					 8
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 
 S S C _ S C R _ L A N G U A G E _ T C H I N E S E _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   T r a d i t i o n a l   C h i n e s e   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   T r a d .   C h i n e s e 	  -[p\ n A~Ԛ-Ne	  n:N\ n A~SO-Ne	 1I@G 2)251'@G!	 C h i n o   t r a d i c i o n a l   e s t a b l e c i d o 	 L a n g u e   c h i n o i s   t r a d i t i o n n e l   r  g l  	 T r a d i t i o n e l l e s   C h i n e s i s c h   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  "@C4.   8B09A:89  	 I m p o s t a   l i n g u a   T r a d   C i n e s e 	 6(7  'DD:)  'D5JFJ)  'D*BDJ/J)	 D e f i n i r   C h i n  s   t r a d i c i o n a l 	 G e l e n e k s e l    i n c e   a y a r 1	 t   n g  n   n g   t h  n h   t i n g   T r u n g   p h n   t h 	 A t u r   B a h a s a   C h i n a   T r a d . 	 S e t k a n   b a h a s a   C h i n a   T r a d i s i o n a l 	 *	0	.	M	*	0	>		$	  	>		(	@		  8	G		  	@	  			 I n d s  t   S p r o g   T r a d i t i o n e l   K i n e s i s k 	 J a z y k o v    n a s t a v e n  :   t r a d i 
n    
 n at i n a 	 U s t a w   j z y k   c h i Ds k i   t r a d y c y j n y 	 N y e l v    t  l l  t  s a   h a g y o m  n y o s   k  n a i r a 	 K i e l e n   v a l i n t a   p e r i n t e i n e n   k i i n a 	 I n n s t i l t   s p r  k   t r a d .   k i n e s i s k 	 J a z y k o v    n a s t a v e n i e :   t r a d .   
 n at i n a 	 T a a l i n s t e l l i n g   T r a d i t i o n e e l   C h i n e e s 	 S p r  k   s t  l l t   t i l l   t r a d i t i o n e l l   k i n e s i s k a 	 J e z i k   p o d e ae n   n a   t r a d i c .   k i n e s k i 	 A ci   s e l e c t a t   l i m b a   c h i n e z   t r a d i ci o n a l 	 J e z i k   n a s t a v i   T r a d i c i o n a l n a   K i t a j a
i n a 	     .   	     	 78:>2  =01>@  "@04.   8B09A:8	 	M	0	G	!	  -	>	7	>	  8	G		  	0	>	.   	>		(	@			 F  3F*  *F8E  4/	   1H'*  F  2('F  3y  ,&	             	 											  						  			  					 0
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n o 	       	       	 78:>2  =01>@  A=>25=	 !	?	+	I	2	M		  -	>	7	>	  8	G		  	0	>		 2('F  ~4  A16  *F8E  4/	 2('F  A'Dy  3y	       	 						  				  			  					 $
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i n   I n ~i n i r   n i   n a s t a v l j e n 	         	 :     	 =65=5@5=   568<  =5  5  =0AB@>5=	 			?	(	@	/	0	  .	K	!	  8	G		  	0	>	  (	>	9	@		 .7':   -'D*  EGF/3	 'F,F&1  EH  3y  F  	     	 										  			  			  					 /
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t i n a 	 B Bd   w   u s t a w i a n i u   j z y k a   a n g i e l s k i e g o 	 H i b a   a z   a n g o l   n y e l v   b e  l l  t  s a k o r 	 V i r h e   e n g l a n n i n   k i e l e n   a s e t u k s e s s a 	 F e i l   i   s t i l l   i n n   e n g e l s k   s p r  k 	 C h y b a   p r i   n a s t a v e n    j a z y k a   n a   a n g l i 
t i n u 	 F o u t :   E n g e l s   i n s t e l l e n 	 F e l :   a n v  n d   e n g e l s k a 	 P o g r e ak a   u   p o d e aa v a n j u   e n g l e s k o g   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   e n g l e z e 	 N a p a k a   v   N a s t a v i t v i   A n g l e ak e g a   J e z i k a 	         	 :     	 @5H:0  ?@8  0AB@>9:0  =0  =3;89A:8  78:	 			M	0		@	  -	>	7	>	  8	G		  	0	#	M	/	>	$	  	B			 .7':   *F8E  'FD3	 'F12  2('F  3y  1F  E  :D7	       	 						  				  			- 	  							 
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n    
 n at i n a 	 B Bd   w   u s t a w i a n i u   j z y k a   c h i Ds k i e g o   t r a d y c y j n e g o 	 H i b a   a   h a g y o m  n y o s   k  n a i   n y e l v   b e  l l  t  s a k o r 	 V i r h e   p e r i n t e i s e n   k i i n a n   k i e l e n   a s e t u k s e s s a 	 F e i l i   s t i l l   i n n   t r a d i s j o n e l t   k i n e s i s k   s p r  k 	 C h y b a   p r i   n a s t a v e n    j a z y k a   n a   t r a d i 
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8	 N  m e r o   d e   s e r i e 	 N u m  r o   d e   s  r i e 	 S e r i e n n u m m e r 	 !5@89=K9  =><5@	 N u m e r o   d i   m a t r i c o l a 	 1BE  'D*3D3D	 N  m e r o   d e   s  r i e 	 S e r i   n u m a r a s 1	 S   s  r i 	 N o m o r   S e r i 	 N o m o r   s i r i 	 	M	0	.	  8			M	/	>	 	 S e r i e   N u m m e r 	 S  r i o v    
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 s l o 	 S e r i e n u m m e r 	 S e r i e n u m m e r 	 S e r i j s k i   b r o j 	 N u m r   d e   s e r i e 	 S e r i j s k a   `t e v i l k a 	   	   	 !5@85=  ><5@	 	M	0	.	>			  	M	0	.	>				 4E'1G  31'D	 FE(1  4E'1	   	 							  						 2
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 
 S T R _ I D _ C H I S T _ C A L L _ L O G S 	 C h i s t 	 T I T L E 	 C a l l   l o g s 	 C a l l   l o g s 	 q	 ݋U_	 162#B#	 R e g i s t r o s   d e   l l a m a d a 	 J o u r n a u x   d e s   a p p e l s 	 A n r u f p r o t o k o l l e 	 C@=0;K  2K7>2>2	 L o g s   d e l l e   c h i a m a t e 	 3,D  'DEC'DE'*	 R e g i s t o s   d e   c h a m a d a s 	 A r a m a   k a y d 1	 N h t   k    c u c   g i   	 C a t a t a n   P a n g g i l a n 	 L o g   p a n g g i l a n 	 	I	2	  2	I			 O p k a l d s   L o g 	 R e g i s t r   h o v o r o	 L o g a   p o Bc z e D	 H  v  s a d a t o k 	 P u h e l u l o g i t 	 A n r o p s l o g g 	 K m e n e   h o v o r o v 	 G e s p r e k l o g 	 S a m t a l s l i s t a 	 D n e v n i c i   p o z i v a 	 R e g i s t r u   a p e l 	 Z a b e l e ~e n i   K l i c i 	   	   	 >3>25  >28:20=5	 	I	2	  2	I		  	 1./'/F'1  *E'3G'	 'D  D'3	   	 		  			 
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i s  p r o t o k o l a i 	 Z v a n u   ~u r n l i 	 K  n e l o g i d 	 ?avyek  cavatauavve	   	 R e g i s t r u   a p e l 	 
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 
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 
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i a i 	 N e a t b i l d t i   z v a n i 	 V a s t a m a t a   k  n e d 	 2aixrv~an  oavye	   	 A p e l u r i   n e p r e l u a t e 	 .
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 s l o 	 O n b e k e n d   n u m m e r 	 O k  n t   n u m m e r 	 B r o j   n i j e   p o z n a t 	 N u m r   n e c u n o s c u t 	 N e z n a n a   `t e v i l k a   	   	     	 5?>7=0B  ><5@	 		>	#	  (		,	0		 4E'1G  E4.5  F3*	 F'E9DHE  FE(1	   	 					  						 ,
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	 M>$  (.M,0	 N u m e r   I   p a d i t u r 	 						  						 	 	 	 	 	 	 	 N  m e r o   d e s c o n h e c i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ N O _ N U M B E R 	 C h i s t 	 I C O N T E X T 	 N o   n u m b e r 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 S i n   n  m e r o 	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   N u m e r o 	 D'  JH,/  1BE	 S e m   n  m e r o 	 N u m a r a   Y o k 	 K h  n g   c    s 	 N o m o r   t a k   a d a 	 T i a d a   n o m b o r 	 (		,	0	  (	9	@			 I n t e t   N u m m e r 	 } d n    
 s l o 	 B r a k   n u m e r u 	 N i n c s   s z  m 	 E i   n u m e r o a 	 I k k e   n o e   n u m m e r 	 }i a d n e   
 s l o 	 G e e n   n u m m e r 	 I n g e t   n u m m e r 	 N e m a   b r o j a 	 N u m r   i n e x i s t e n t 	 N i   `t e v i l k e 	   	   	 O<0  ><5@	 	M	0	.	>			  (	>	9	@		 (/HF  4E'1G	 H&  FE(1  F	   	 			  					  				 (
p
,
0
  (
9
@
	 (,0M  2G&A	 5<0T  =><5@C	 


  



  



	   	 A k u n a n a m b a 	 A k u k h o   n o m b o l o 	 H a k u n a   n a m b a r i 	 G e e n   n o m m e r   n i e 	 N r a   n u m e r i o 	 N a v   n u m u r a 	 N u m b r i t   p o l e 	 @ata  yoa	   	 N i c i u n   n u m r 	 (
(
M
*
0
M
  
2
M
2
	 L#8?  (.M,0  (>9?	 P a   n u m e r 	 				  					  				 	 	 	 	 	 	 	 N e n h u m   n  m e r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ N O _ E N T R Y 	 C h i s t 	 H I N T 	 N o   E n t r y 	 N o   e n t r y 	 !q	 eU_	 D!H!5#2"2#	 N i n g u n a   e n t r a d a 	 A u c u n e   e n t r  e 	 K e i n   E i n t r a g 	 5B  40==KE	 N e s s u n a   v o c e 	 D'  JH,/  'D3,D	 S e m   e n t r a d a 	 G i r i _  y o k 	 K h  n g   g h i   c h  p 	 M a s u k a n   t a k   a d a 	 T i a d a   e n t r i 	 *	M	0	5	?	7	M		?	  (	9	@			 I n g e n   P o s t 	 } d n    z  z n a m 	 B r a k   p o z y c j i 	 N i n c s   b e j e g y z  s 	 P   s y   e v  t t y 	 I n g e n   o p p f  r i n g 	 }i a d n y   z  z n a m 	 G e e n   i n v o e r 	 I n g a   k o n t a k t e r 	 N e m a   u n o s a 	 I n t r a r e   i n e x i s t e n t 	 N i   v n o s a 	   	   	 O<0  70?8A	 	(	M		M	0	@	  (	>	9	@		 GJ  EH1/I  FJ3*	 H&  'F/1',  F	   	 												  				 *
M
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  (
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	 M0@  2G&A	 5<0T  70?8AC	 


  






  


	   	 A k u n g e n w a 	 A k u n g e n w a 	 H a k u n a   k i i n g i l i o 	 G e e n   i n s k r y w i n g   n i e 	 N r a   /r a ao 	 N a v   i e r a k s t a 	 K i r j e t   p o l e 	 3a|xt  yoa	   	 N i c i o   i n t r a r e 	 
(
M

M
0
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  
2
M
2
	 L#8?  *M0,G6  (>9?	 P a   h y r j e 	 				  									  				 	 	 	 	 	 	 	 N e n h u m a   e n t r a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E N T R Y 	 C h i s t 	 H I N T 	 e n t r y   -   c o n c a t e n a t e d 	 e n t r y 	 	 U_	 16	 e n t r a d a 	 e n t r  e 	 E i n t r a g 	 70?8AL	 i n s e r i m e n t o 	 *3,JD	 e n t r a d a 	 g i r d i 	 C u c 	 e n t r i 	 e n t r i 	 *	M	0	5	?	7	M		?		 	 	 	 b e j e g y z  s 	 	 	 	 i n v o e r 	 	 	 i n t r a r e 	 	 	 	 	 	 E/.D	 	 	 										 	 	 	 






  


	 	 u h l u   	 n g e n a 	 k i i n g i l i o 	 i n s k r y w i n g 	 /r a aa s 	 i e r a k s t s 	 k i r j e 	 ca|xt	 	 i n t r a r e 	 
(
M

M
0
?
  	 *M0,G6	 h y r j e 	 										 	 	 	 	 	 	 	 e n t r a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E N T R I E S 	 C h i s t 	 H I N T 	 e n t r i e s   -   c o n c a t e n a t e d 	 e n t r i e s 	 	 U_	 #2"2#	 e n t r a d a s 	 e n t r  e s 	 E i n t r  g e 	 40==K5	 v o c i 	 3,D'*	 e n t r a d a s 	 g i r i _l e r 	 C u c 	 M a s u k a n 	 e n t r i 	 *	M	0	5	?	7	M		?	/	I		 p o s t e r 	 z  z n a m y 	 P o z y c j e 	 b e j e g y z  s e k 	 k  y n t i  	 o p p f  r i n g e r 	 z  z n a m y 	 i n v o e r e n 	 k o n t a k t e r 	 U n o s i 	 i n t r r i 	 v n o s i 	 	 	 70?8A8	 	(	M		M	0	@			 E/.D  G'	 'F/1','*	 	 												 *
M
0
5
G
6
	 M0@2A	 70?8AV2	 







	 	 i z i n h l u 	 a m a n g e n o 	 v i i n g i l i o 	 I n s k r y w i n g s 	 /r a aa i 	 i e r a k s t i 	 k i r j e d 	 ca|xtve	 	 i n t r r i 	 
(
M

M
0
?

3
M

 	 *M0,?7M	 h y r j e t 	 														 	 	 	 	 	 	 	 e n t r a d a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T I M E 	 C h i s t 	 I C O N T E X T 	 t i m e   o f   t h e   e n t r y   -   c o n c a t e n a t e d 	 t i m e 	 !k	 !k	 #1I	 h o r a 	 d u r  e 	 m a l 	 @07	 o r a 	 E1)	 v e z 	 s a a t 	 L n 	 w a k t u 	 m a s a 	 8	.	/		 	 	 	 i d Q	 	 	 	 t i j d 	 	 	 n u m r   i n t r a r e 	 	 	 	 	 	 3'9*	 	 	 				 	 	 	 


	 / 	 i s i k h a t h i 	 i x e s h a 	 m u d a 	 t y d 	 l a i k a s 	 r e i z e 	 k o r r a 	 jatavao	 	 n u m r   i n t r a r e 	 8
.
/

	 8._	 o r e 	 				 	 	 	 	 	 	 	 h o r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T I M E S 	 C h i s t 	 I C O N T E X T 	 t i m e s   o f   t h e   e n t r y   -   c o n c a t e n a t e d 	 t i m e s 	 !k	 !k	 #1I	 v e c e ( s ) 	 f o i s 	 m a l 	 @07( 0) 	 v o l t a ( e ) 	 E1'*	 v e z ( e s ) 	 k e z 	 L n 	 W a k t u 	 m a s a 	 8	.	/		 a n t a l 	 
a s y 	 C z a s y 	 i d Q( k ) 	 k e r t a a 	 g a n g e r 	 
a s y 	 k e e r 	 g  n g e r 	 v r e m e n a 	 n u m r   i n t r r i 	 
a s i 	 	 / 	 ?JB8	 5	G	3		 ('1	 'HB'*	 	 				 5
>
0
@


	 H.M8M	 @07V2	 


	 / 	 i z i k h a t h i 	 a m a x e s h a 	 m u d a 	 t y d ( t y e ) 	 l a i k a i 	 r e i z e s 	 k o r d a 	 jatavaove	 	 n u m r   i n t r r i 	 8
.
/

M

3
M

 	 8._	 k o h e 	 				 	 	 	 	 	 	 	 v e z ( e s ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C H I S T _ A N O N Y M O U S _ U R I 	 C h i s t 	 I C O N T E X T 	 A n o n y m o u s 	 A n o n y m o u s 	 ?S
T	 ?S
T	 4#2!	 A n  n i m o 	 A n o n y m e 	 A n o n y m 	 =>=8<=>	 A n o n i m o 	 '3E  'DE,GHD	 A n  n i m o 	 A n o n i m   	 V    d a n h 	 A n o n i m 	 T a n p a   n a m a 	 	(	>	.		 	 	 	 N  v t e l e n 	 	 	 	 A n o n i e m 	 	 	 A n o n i m 	 	 	 	 	 	 F'4F'3	 	 	 					 
H
0
  *

>
$
>
	 	 	 




	 	 I g a m a   a l a z i w a 	 E n g a z i w a y o 	 I s i o j u l i k a n a 	 A n o n i e m 	 A n o n i m a s 	 A n o n +m s 	 A n o n   m n e 	 1vavxv	 	 A n o n i m 	 

M

>
$

	 M>$	 A n o n i m 	 						 	 	 	 	 	 	 	 A n  n i m o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ N O N U M B E R _ T O _ D I A L 	 C h i s t 	 P O P U P 	 N o   N u m b e r   T o   D i a l 	 N o   n u m b e r   t o   d i a l 	 !q_x	 eSx	 D!H!5+!2"@%5H0B#	 N o   h a y   n  m e r o   p a r a   m a r c a r 	 A u c u n   n u m  r o      a p p e l e r 	 K e i n e   e i n z u w  h l e n d e   N u m m e r 	 5B  =><5@0  4;O  =01>@0	 N e s s u n   N u m e r o   D a   d i g i t a r e 	 D'    JH,/  1BE  DD'*5'D	 S e m   n  m e r o   p a r a   m a r c a r 	  e v i r i l e c e k   n u m a r a   y o k 	 K h  n g   c o   s    	 t a k   a d a   n o m o r   t u k   d i p a n g g i l 	 t a k   a d a   n o m o r   t u k   d i p a n g g i l 	 !	>	/	2	  	0	(	G	  9	G	$	A	  (		,	0	  (	9	@			 I n t e t   N u m m e r   a t   O p k a l d e ! 	 N e n    z v o l e n o   ~ d n    
 s l o   k   v y t  
e n  ! 	 B r a k   n u m e r u   d o   w y b r a n i a ! 	 N i n c s   t  r c s  z a n d    s z  m ! 	 E i   v a l i t t a v a a   n u m e r o a ! 	 I k k e   n o e   n u m m e r      r i n g e ! 	 }i a d n e   
 s l o   k   v y t  
a n i u ! 	 G e e n   n u m m e r   o m   t e   k i e z e n 	 I n g e t   n u m m e r   a t t   r i n g a   u p p 	 N e m a   b r o j a   z a   b i r a n j e ! 	 N u   a ci   s e l e c t a t   n i c i u n   n u m r 	 N i   `t e v i l k e   z a   K l i c ! 	         ! 	     	 O<0  ><5@  70  018@0=5! 	 !	>	/	2	  	0	#	M	/	>	8	>	 	@	  	M	0	.	>			  (	>	9	@		 4E'1G  '  ,G*  1A*F  EH,H/  F3*	 ! H&  FE(1  '&D  1F    D  F	         	 					  				  					  				 !
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i s  p r o t o k o l u s 	 D z s t   z v a n u   ~u r n l u s 	 K u s t u t a   k  n e l o g i d 	 Kv{el  oavyek  cavatauavveh	     	 ^t e r g e r e   r e g i s t r u   a p e l 	 
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 
 S T R _ M E N U _ C A L L _ C O S T _ M A I N 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 C a l l   c o s t 	 C a l l   c o s t 	 q	 ݋9	 H2B#	 C o s t e   d e   l a   l l a m a d a 	 C o  t   d ' a p p e l 	 A n r u f k o s t e n 	 !B>8<>ABL  2K7>20	 C o s t o   d e l l a   C h i a m a t a 	 *CDA)  'DEC'DE)	 C u s t o   d a   c h a m a d a 	 A r a m a   t u t a r 1	 C c   p h    g i 	 B i a y a   p a n g g i l a n 	 K o s   p a n g g i l a n 	 	I	2	  2	>		$		 O p k a l d s   P r i s 	 C e n a   h o v o r o	 K o s z t   p o Bc z e n i a 	 H  v  s   d  j a 	 P u h e l u n   h i n t a 	 S a m t a l e k o s t . 	 C e n a   v o l a n i a 	 G e s p r e k s k o s t e n 	 S a m t a l s k o s t n a d 	 T r o aa k   p o z i v a 	 C o s t   a p e l 	 S t r o ak i   K l i c a 	   	   	 &5=0  >28:20=5	 	I	2	  	?		.	$		 G2FG  *E'3	 'D    BE*    	   	 		- 		  						 
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  



	   	 I z i n d l e k o   z o c i n g o 	 I n d l e k o   z e f o w n i 	 G h a r a m a   y a   s i m u 	 O p r o e p k o s t e 	 S k a m b u 
i o   k a i n a 	 S a r u n a s   i z m a k s a s 	 K  n e   h i n d 	 ?avyk  ajeh	   	 C o s t   a p e l 	 
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	 2  &0	 C m i m i   I   t h i r r j e s 	 		  					 	 	 	 	 	 	 	 C u s t o   d a   c h a m a d a 	 	 	 	 	 	 	 	 D e i e n   k o s t u a 	 H a l a g a   n g   t a w a g 	 C o s t o   d e   c h a m a d a 	 K a c h a p   h a   n i i l e ? 	 C o s t a s   a n   g h l a o 
 
 S T R _ M E N U _ C A L L _ C O S T _ L A S T C A L L 	 C h i s t 	 I C O N T E X T 	 L A S T   C A L L   C O S T 	 L a s t   c a l l   c o s t 	 
N!kq(u	 
N!k݋9(u	 H2B##1I%H2*8	 C o s t e   d e   l a    l t i m a   l l a m a d a 	 C o  t   d u   d e r n i e r   a p p e l 	 K o s t e n   d e s   l e t z t e n   A n r u f s 	 !B>8<>ABL  ?>A;54=53>  2K7>20	 U l t i m o   C o s t o   d i   C h i a m a t a 	 *CDA)  #.J1G  'DEC'DE)	 C u s t o   d a    l t i m a   c h a m a d a 	 S o n   a r a m a   t u t a r 1	 C c   p h    c u c   g i   c u i 	 B i a y a   p a n g g i l a n   t e r a k h i r 	 K o s   p a n g g i l a n   t e r a k h i r 	 *	?		2	@	  	I	2	  2	>		$		 S i d s t e   O p k a l d s   P r i s 	 C e n a   p o s l e d n  h o   h o v o r u 	 K o s z t   o s t a t n i e g o   p o Bc z e n i a   	 U t o l s    h  v  s   d  j a 	 V i i m e i s e n   p u h e l u n   h i n t a 	 S i s t e   s a m t a l e k o s t . 	 C e n a   p o s l e d n  h o   v o l a n i a 	 K o s t e n   v a n   l a a t s t e   g e s p r e k 	 S e n a s t e   s a m t a l s k o s t n a d 	 T r o aa k   z a d n j e g a   p o z i v a 	 C o s t u l   u l t i m u l u i   a p e l 	 S t r o ak i   Z a d n j e g a   K l i c a 	     	     	  07E>4  70  >A;54=>B>  >28:20=5	 		$	?	.	  	I	2	  	?		.	$		 G2FG  ".1F  *E'3	 ".1  'D      BE*	     	 			  				  						 
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	     	 I z i n d l e k o   z o c i n g o   l o k u g c i n a 	 I n d l e k o   z e f o w n i   y o k u g q i b e l a 	 G h a r a m a   y a   s i m u   y a   m w i s h o 	 K o s t e   v a n   l a a s t e   o p r o e p 	 P a s k u t i n i o   s k a m b u 
i o   k a i n a 	 P d j s   s a r u n a s   i z m a k s a s 	 V i i m a s e   k  n e   h i n d 	 Ne{kv  oavyk  ajeh	     	 C o s t u l   u l t i m u l u i   a p e l 	 
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 
 S T R _ M E N U _ C A L L _ C O S T _ A L L C O S T 	 C h i s t 	 I C O N T E X T 	 A L L   C A L L   C O S T 	 T o t a l   c o s t 	 @b	gq(u	 @b	g݋9(u	 H2B#1I+!	 C o s t e   t o t a l 	 C o  t   t o t a l 	 G e s a m t k o s t e n 	 1I0O  AB>8<>ABL  	 C o s t o   t o t a l e 	 *C'DJA  'D,EJ9	 C u s t o   t o t a l 	 T o p l a m   t u t a r 	 T n g   c c   p h    t t   c   c  c   c u c   g i 	 J u m l a h   b i a y a 	 J u m l a h   k o s 	 	A	2	  2	>		$		 T o t a l   P r i s 	 C e n a   c e l k e m 	 K o s z t   c a Bk o w i t y 	  s s z e s   d  j 	 Y h t e i s h i n t a 	 T o t a l   k o s t n a d 	 C e l k o v    c e n a 	 T o t a l e   k o s t e n 	 S a m m a n l a g d   k o s t n a d 	 U k u p n i   t r o aa k 	 C o s t   t o t a l 	 S k u p n i   S t r o ak i 	   	 "   	 1I   07E>4	 		B	#	  	0	M			 G2FG  D	 D  BE*	   	 			  						 
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	   	 I z i n d l e k o   e z i p h e l e l e 	 I n d l e k o   z i z o n k e 	 G h a r a m a   y a   j u m l a 	 T o t a l e   k o s t e 	 I a  v i s o 	 K o p j s   i z m a k s a s 	 K o g u h i n d 	 8vdpavx  ajeh	   	 C o s t   t o t a l 	 .
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 
 S T R _ M E N U _ C A L L _ C O S T _ P R I C E U N I T 	 C h i s t 	 I C O N T E X T 	 P R I C E   A N D   U N I T 	 P r i c e   p e r   u n i t 	 P<hSs	 N<hS9s	 #22H-+H'"	 P r e c i o   p o r   u n i d a d 	 P r i x   p a r   u n i t  	 P r e i s   p r o   E i n h e i t 	 &5=0  >4=>3>	 P r e z z o   p e r   U n i t  	 +EF  CD  H-/)	 P r e  o   p o r   u n i d a d e 	  c r e t / b i r i m 	 G i    c   t r  n   n   v   	 H a r g a   s a t u   u n i t 	 H a r g a   s a t u   u n i t 	 2	>		$	  *	M	0	$	?	  		>			 P r i s   P e r   E n h e d 	 C e n a   z a   j e d n o t k u 	 C e n a   z a   j e d n o s t k 	 E g y s  g  r 	 H i n t a   y k s i k k     k o h d e n 	 P r i s   p e r   e n h e t 	 C e n a   z a   j e d n o t k u 	 P r i j s   p e r   e e n h e i d 	 S t y c k k o s t n a d 	 C i j e n a   p o   j e d i n i c i 	 P r e c  p e r   u n i t a t e 	 C e n a   N a   E n o t o 	     	   	 &5=0  70  48=8F0	 &	0	  /	A	(			@	  	?		.	$		 BE*  H'-/	 1  ''&    BE*	   	 					  							  						 
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	     	 I n a n i   n g e y u n i t h i   n g a y i n y e 	 I n d l e k o   n g e y u n i t h i 	 B e i   k w a   k i l a   k i p e o 	 P r y s   p e r   e e n h e i d 	 K a i n a   v i e n e t u i 	 C e n a   p a r   v i e n +b u 	 H i n d    h i k u   k o h t a 	 Deo  tka~xk  }aoackvh	   	 P r e c  p e r   u n i t a t e 	 
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 
 S T R _ M E N U _ C A L L _ C O S T _ R E S E T C O U N T E R 	 C h i s t 	 I C O N T E X T 	 R E S E T   C O U N T E R 	 R e s e t   c o s t 	 ͑-q(u	 ͑݋9(u	 #5@GH2B#	 R e s t a b l e c e r   c o s t e 	 R e m e t t r e      z  r o   l e   p r i x 	 K o s t e n   z u r  c k s e t z e n 	 !1@>A  AB>8<>AB8	 A z z e r a   c o s t o 	 '9'/)  6(7  'D*CDA)	 R e p o r   c u s t o 	 T u t a r 1  s 1f 1r l a 	 X  c   l p   l i   c c 	 A t u r   u l a n g   b i a y a 	 S e t   s e m u l a   k o s 	 2	>		$	  0	@	8	G		   	 N u l s t i l   P r i s 	 V y n u l o v a t   c e n y 	 W y z e r u j   k o s z t 	 D  j a k   v i s s z a  l l  t  s a 	 A s e y a   h i n t a   u u d e l l e e n 	 N u l l s t i l l   k o s t n a d 	 V y n u l o v a e  c e n y 	 K o s t e n   o p   n u l   s t e l l e n 	  t e r s t  l l   k o s t n a d 	 P o n i at i t e   t r o aa k 	 R e i n i ci a l i z a r e   c o s t 	 P o n a s t a v i   S t r o ak e 	     	   	 C;8@09   07E>40	 	0	M		  *	A	(	M	9	>	  8	G		  	0	>		 ('2F4'F  G2FG	 /H('1  BE*  3y  ,&	   	 					  						  			  					 &
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 S T R _ M E N U _ C A L L _ C O S T _ M A X C O U N T 	 C h i s t 	 I C O N T E X T 	 M A X   C O S T 	 M a x   c o s t 	 (uP6R	 9(uP6R	 H2B#*9*8	 C o s t e   m  x i m o 	 P r i x   m a x 	 M a x .   K o s t e n 	 0:A.   AB>8<>ABL	 C o s t o   m a s s i m o 	 *CDA)  'DB5HJ	 C u s t o   m  x i m o 	 M a k s i m u m   t u t a r 	 C c   p h i   t  i   a 	 b i a y a   m a k s 	 M a k s i m u m   k o s 	 	'	?		$	.	  2	>		$		 M a x .   P r i s 	 M a x i m  l n    c e n a 	 K o s z t   m a k s y m a l n y 	 M a x   d  j 	 M a k s i m i h i n t a 	 M a k s   k o s t . 	 M a x .   c e n a 	 M a x i m a l e   k o s t e n 	 M a x   k o s t n a d 	 N a j v i ai   t r o aa k 	 C o s t   m a x i m 	 M a k s i m a l n i   S t r o ak i 	   	   	 0:A. F5=0	 	.	>	2	  	0	M			 -/'+1  G2FG	 2'/  3  2'/  BE*	   	 								  						 
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	   	 I z i n d l e k o   e z i n k u l u   z o k u g c i n a 	 U b k h l .   B e n d l e k o 	 G h a r a m a   y a   j u u 	 M a k s .   k o s t e 	 M a k s .   k a i n a 	 M a k s .   i z m a k s a s 	 P i i r h i n d 	 1|a~elacxuv  aje	   	 C o s t   m a x i m 	 *
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 S T R _ M E N U _ C A L L _ C O S T _ P R I C E A N D U N I T _ S E T _ P R I C E 	 C h i s t 	 T I T L E 	 P r i c e 	 P r i c e 	 P<h	 N<h	 #22	 P r e c i o 	 P r i x 	 P r e i s 	 &5=0  	 P r e z z o 	 391	 P r e  o 	  c r e t 	 G i    c 	 H a r g a 	 H a r g a 	 	@	.	$		 P r i s 	 C e n a 	 C e n a 	  r 	 H i n t a 	 P r i s 	 C e n a 	 P r i j s 	 K o s t n a d 	 C i j e n a 	 P r e c	 C e n a 	     	 	 &5=0	 .	B	2	M	/		 F1.	 BE*	 	 						 
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 
 S T R _ M E N U _ C A L L _ C O S T _ P R I C E A N D U N I T _ S E T _ U N I T 	 C h i s t 	 T I T L E 	 U n i t 	 U n i t 	 s	 9s	 +H'"	 U n i d a d 	 U n i t  	 E i n h e i t 	 48=8F0  	 U n i t  	 'DH-/)	 U n i d a d e 	 B i r i m 	 n   v 	 u n i t 	 U n i t 	 		>			 E n h e d 	 J e d n o t k a 	 J e d n o s t k a 	 E g y s  g 	 Y k s i k k  	 E n h e t 	 J e d n o t k a 	 E e n h e i d 	 E n h e t 	 J e d i n i c a 	 U n i t a t e 	 E n o t a 	 	 	 48=8F0	 				 H'-/	 ''&	 	 						 
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	 	 I y u n i t h i 	 I y u n i t h i 	 K i p e o 	 E e n h e i d 	 V i e n e t a s 	 V i e n +b a 	  h i k 	 Dka~x	 	 U n i t a t e 	 /
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 
 S T R _ M A X _ C O S T _ S E T _ C A P T I O N 	 C h i s t 	 T I T L E 	 S e t   m a x   c o s t 	 S e t   m a x   c o s t 	 PM-[	  g'Y9(un	 1IH2B#*9*8	 E s t a b l e c e r   c o s t e   m  x i m o 	 R  g l e r   l e   c o  t   m a x 	 M a x .   K o s t e n   e i n s t e l l e n 	 #AB0=>2:0  <0:A.   AB>8<>AB8	 I m p o s t a   i l   C o s t o   M a s s i m o 	 6(7  'D*CDA)  'DB5HJ	 D e f i n i r   c u s t o   m  x i m o 	 M a k s i m u m   t u t a r 1  a y a r l a 	 t   c c   p h    t i   a 	 A t u r   H a r g a   M a k s   	 S e t k a n   k o s   m a k s i m u m 	 	'	?		$	.	  2	>		$	  8	G		  	0	G			 I n d s t i l   M a x .   P r i s 	 N a s t a v i t   m a x i m  l n    c e n u 	 U s t a w   k o s z t   m a k s y m a l n y 	 M a x   d  j   b e  l l  t  s a 	 A s e t a   m a k s i m i h i n t a 	 S t i l l   i n n   m a k s   k o s t 	 N a s t a v i e  m a x .   c e n u 	 M a x i m a l e   k o s t e n   i n s t e l l e n 	 V  l j   m a x .   k o s t n a d 	 U n e s i t e   m a k s i m u m 	 S e t a r e   c o s t   m a x i m 	 N a s t a v i   M a k s i m a l n e   S t r o ak e 	     	       	 0AB@>9  M a :A.  07E>4	 	.	>	2	  .	B	2	M	/	  8	G		  	0	>		 *F8E  -/'+1  G2FG	 2'  /  3  2'/  BE*  3y  ,&	     	 								  					  			  				  	 
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	       	 S e t h a   i z i n d l e k o   e z i n k u l u   z o k u g c i n a 	 S e t a   u b k h l .   b e n d l e k o 	 S e t i   g h a r a m a   y a   j u u 	 S t e l   m a k s .   k o s t e   	 N u s t a t y t i   m a k s .   k a i n 	 I e s t a t +t   m a k s .   i z m a k s a s 	 M   r a   p i i r h i n d 	 Fwavaoel  a|a~elacxuv  ajeh	     	 S e t a r e   c o s t   m a x i m 	 *
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 
 S T R _ S M S _ C A P T I O N 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 T e x t   m e s s a g e   c o u n t e r 	 T e x t   m s g .   c o u n t e r 	 !|
xehV	 wOpehV	 1'1I-'2!1'-1)#	 C o n t a d o r   d e   S M S 	 C o m p t e u r   S M S 	 T e x t n a c h r i c h t e n z  h l e r 	 !G5BG8:  S M S 	 C o n t e g g i o   S M S 	 9/'/  'D13'&D	 C o n t a d o r   S M S 	 S M S   s a y a c 1	 B   m   t i n   n h n 	 P e n g h i t u n g   S M S 	 P e m b i l a n g   m e s e j   t e k s 	 	8		.		8	  	>					0		 S M S   T  l l e r 	 P o 
 t a d l o   S M S 	 L i c z n i k   w i a d o m o [c i   S M S 	 S M S    z e n e t s z  m l  l  	 S M S - l a s k u r i 	 S M S - t e l l e r 	 P o 
 t a d l o   S M S 	 S M S - t e l l e r 	 S M S - r  k n a r e 	 S M S   b r o j i l o 	 C o n t o r   S M S 	 S M S   `t e v e c 	   S M S 	   S M S 	 S M S   @>OG	 	8		.		8	  	#			 4E'141  ~J'E  E*FI	 '3  'E  '3  '$Fy1	 S M S   	 		. 		. 		.   									 
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	     	 S M S   c o u n t e r 	 S M S   c o u n t e r 	 S M S   c o u n t e r 	 S M - t e l l e r 	 S M S   c o u n t e r 	 S M S   c o u n t e r 	 S M S   c o u n t e r 	 S M S   c o u n t e r 	 S M S   c o u n t e r 	 S M S   c o u n t e r 	 	 	 N u m e r u e s i   I   m e s a z h e v e   t e k s t 	 S M S   									 	 	 	 	 	 	 	 C o n t a d o r   S M S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S M S _ N O _ N U M B E R 	 C h i s t 	 H I N T 	 N o   M e s s a g e s 	 N o   m e s s a g e 	 !q
o`	 eOo`	 D!H!5I-'2!	 S i n   m s j . 	 P a s   d e   m s g 	 K e i n e   M i t t l g 	 5B  A>>1I5=89	 N e s s u n   m s g 	 D'    JH,/  13'D)	 S e m   m e n s a g e m 	 M e s a j   y o k 	 K h  n g   t i n   n h n 	 t a k   a d a   p e s a n 	 T i a d a   m s j 	 8		&	G	6	  (	9	@			 I n g e n   b e s k e d 	 } d n    z p r  v a 	 B r a k   w i a d o m o [c i 	 N i n c s    z e n e t 	 E i   v i e s t i  	 I n g e n   m l d 	 }i a d n e   s p r  v y 	 G e e n   b e r i c h t 	 I n g a   m e d d e l a n d e n 	 N e m a   p o r u k e 	 N i c i u n   m e s a j 	 N i   m s g 	   	   	 O<0  AJ>1I. 	 8		&	G	6	  (	>	9	@		 ~'E  EH,H/  F3*	 ~:'E  F	   	 						  				 8
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 
 S T R _ S M S _ S T R I N G 	 C h i s t 	 H I N T 	 m e s s a g e ( s ) 	 m e s s a g e ( s ) 	 
o`	 Oo`	 I-'2!	 m s j ( s ) 	 m s g ( s ) 	 M i t t l g ( n ) 	 !>>1I5=85( O)   	 m e s s a g g i 	 13'&D	 m e n s a g e m ( n s ) 	 M e s a j ( l a r ) 	 T i n   n h n 	 p e s a n 	 m s j 	 8		&	G	6		 b e s k ( e r ) 	 Z p r  v a ( y ) 	 m s g ( s ) 	  z e n e t ( e k ) 	 v i e s t i   ( v i e s t e j  ) 	 m l d ( e r ) 	 S p r  v a ( y ) 	 b e r i c h t ( e n ) 	 m e d d e l a n d e ( n ) 	 m s g ( s ) 	 m e s a j ( e ) 	 m s g ( s ) 	 ( ) 	 / 	 !J>1I. 	 8		&	G	6		 ~J'E( G') 	 ~:'E'*	 ( ) 	 						( 				) 	 8
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 S T R _ G P R S _ C A P T I O N 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 G P R S   C o u n t e r 	 G P R S   c o u n t e r 	 G P R S xehV	 G P R S pehV	 1'1  G P R S 	 C o n t a d o r   G P R S 	 C o m p t e u r   G P R S 	 G P R S - Z  h l e r 	 !G5BG8:  G P R S 	 C o n t a t o r e   G P R S 	 G P R S   9/'/	 C o n t a d o r   G P R S 	 G P R S   s a y a c 1	 B   m   G P R S 	 p e n g h i t u n g   G P R S 	 P e m b i l a n g   G P R S 	 	@	*	@		0		8	  	>					0		 G P R S   T  l l e r 	  t a 
  d a t   G P R S 	 L i c z n i k   G P R S   	 G P R S   s z  m l  l  	 G P R S - l a s k u r i 	 G P R S - t e l l e r 	 P o 
 t a d l o   d  t   G P R S 	 G P R S - t e l l e r 	 G P R S - r  k n a r e 	 G P R S   b r o j i l o 	 C o n t o r   G P R S 	 G P R S   `t e v e c 	   G P R S 	   G P R S 	 @>OG  =0  G P R S 	 	@	*	@		0		  	#			 4E'141  G P R S 	 ,  ~  "1  '3  '$Fy1	 G P R S   	 								  									 G P R S   
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   	 I s i b a l i   s e - G P R S 	 I s i b a l i   s e G P R S 	 K i h e s a b u   G P R S 	 G P R S - t e l l e r 	 G P R S   s k a i t i k l i s 	 G P R S   s k a i t +t j s 	 G P R S   l o e n d u r 	 G P R S   paw~ky	 G P R S   	 C o n t o r   G P R S 	 G P R S   
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N!k O	 *H%H2*8	  l t i m a   e n v i a d a 	 D e r n i e r   e n v o y  	 Z u l e t z t   G e s e n d e t e s 	 >A;54=89  >B?@02;5==K9	 U l t i m o   I n v i a t o 	 '13'D  #.J1G	  l t i m a   e n v i a d a 	 S o n   g  n d e r i l e n 	 L n   g i   c u i 	 T e r k i r i m   t e r a k h i r 	 T e r a k h i r   d i h a n t a r 	 *	?		2	>	  -	G		>		 S i d s t   S e n d t 	 N a p o s l e d y   o d e s l a n  	 O s t a t n i o   w y s Ba n y 	 U t o l s    e l k  l d  t t 	 V i i m e i n e n   l  h e t e t t y 	 S i s t   s e n d t 	 D  t a   p o s l a n    v   p o s l e d n o m   s p o j e n  	 L a a t s t   v e r z o n d e n 	 S e n a s t   s k i c k a d e 	 Z a d n j e   p o s l a n o 	 U l t i m u l   e x p e d i a t 	 Z a d n j i   P o s l a n 	   	   	 >A;54=>  87?@0B5=>	 		$	?	.	  *	M	0	G	7	?	$		 ".1F  EH1/  '13'D	 3(  3  ".1  E  (,'  H'	     	 			  								 *
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	     	 O k u t h u n y e l w e   e k u g c i n e n i 	 Y o k u g q i b e l a   u k u t h u n y e l w a 	 I l i o t u m w a   m w i s h o 	 L a a s t e   g e s t u u r 	 P a s k u t i n i s   i as i ss t a s 	 P d j a i s   n o s kt +t a i s 	 V i i m a n e   s a a d e t u d 	 Ne{kv  xrao~anh	   	 U l t i m u l   e x p e d i a t 	 
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N!kc6e	 DI#1%H2*8	  l t i m a   r e c i b i d a 	 D e r n i e r   r e  u 	 Z u l e t z t   E m p f a n g e n e s 	 >A;54=89  ?>;CG5==K9	 U l t i m o   R i c e v u t o 	 E3*DE  #.J1G	  l t i m a   r e c e b i d a 	 S o n   a l 1n a n 	 L n   n h n   c u i 	 D i t e r i m a   T e r a k h i r 	 T e r a k h i r   d i t e r i m a 	 *	?		2	>	  *	M	0	>	*	M	$		 S i d s t   M o d t a g n e 	 N a p o s l e d y   p Yi j a t  	 O s t a t n i o   o t r z y m a n y 	 U t o l s    b e  r k e z e t t 	 V i i m e i n e n   v a s t a a n o t e t t u 	 S i s t   m o t t a t t 	 D  t a   p r i j a t    v   p o s l e d n o m   s p o j e n  	 L a a t s t   o n t v a n g e n 	 S e n a s t   m o t t a g n a 	 Z a d n j e   p r i m l j e n o 	 U l t i m u l   p r i m i t 	 Z a d n j i   P r e j e t 	   	   	 >A;54=>  ?>;CG5=>	 		$	?	.	  .	?	3	>	2	M	/	>		 ".1F  EH1/  /1'A*	 3(  3  ".1  E  EH5HD  H'	   	 			  						 *
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 t a 
	 Z r e s t a r t u j   l i c z n i k 	 S z  m l  l    v i s s z a  l l  t  s a 	 T y h j     l a s k u r i 	 N u l l s t i l l   t e l l e r 	 V y n u l o v a e  p o 
 t a d l o 	 T e l l e r   r e s e t t e n 	  t e r s  l l   r  k n a r e n 	 P o n i at i   b r o j i l o 	 R e s e t a r e   c o n t o r 	 P o n a s t a v i   `t e v e c 	     	   	 C;8@09  @>OG0	 	#		  *	A	(	M	9	>	  8	G		  	0	>		 ('2F4'F  4E'141	 '$Fy1    /H('1/  3y  ,&	   	 								  		- 			  					 &
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 t a 
	 Z r e s t a r t u j   l i c z n i k 	 S z  m l  l    v i s s z a  l l  t  s a 	 T y h j     l a s k u r i 	 N u l l s t i l l   t e l l e r 	 V y n u l o v a e  p o 
 t a d l o 	 T e l l e r   r e s e t t e n ? 	  t e r s  l l   r  k n a r e n 	 P o n i at i   b r o j i l o 	 R e s e t a ci   c o n t o r u l ? 	 P o n a s t a v i   `t e v e c 	     	   ? 	 C;8@09  @>OG0	 	#		  *	A	(	M	9	>	  8	G		  	0	>		 5A1  1/F  4E'141	 '$Fy1    /H('1/  3y  ,&	   	 								  						  			  			?   	 &
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N!k݋	 @'%2B#%H2*8	  l t i m a   l l a m a d a 	 D e r n i e r   a p p e l 	 L e t z t e r   A n r u f 	 @5<O  ?>A;54=53>  2K7>20	 U l t i m a   c h i a m a t a 	 HB*  #.J1G  'DEC'DE)	  l t i m a   c h a m a d a 	 S o n   a r a m a   s  r e s i 	 C u c   g i   c u i 	 w a k t u   p a n g g i l a n   t e r a k h i r 	 M a s a   p a n g g i l a n   t e r a k h i r 	 		$	?	.	  	I	2	  8	.	/		 S i d s t e   O p k a l d s   T i d 	 D o b a   p o s l e d n  h o   h o v o r u 	 C z a s   o s t a t n i e g o   p o Bc z e n i a 	 U t o l s    h  v  s 	 V i i m e i s e n   p u h e l u n   a i k a 	 S i s t e   a n r o p s t i d 	 D o b a   p o s l e d n  h o   h o v o r u 	 L a a t s t e   g e s p r e k 	 S e n a s t e   s a m t a l s t i d 	 V r i j e m e   z a d n j e g a   p o z i v a 	 D u r a t a   u l t i m u l u i   a p e l 	 Z a d n j i   a s   K l i c a 	     	   	 @5<5  =0  >A;54=>B>  >28:20=5	 		$	?		  	I	2	  	>	3		 ".1F  *E'3	 ".1  'D    '  HB*	     	 			  			 
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a s y 	 W y z e r u j   w s z s y t k i e   c z a s y 	 M i n d e n t   v i s s z a  l l  t 	 A l u s t a   k a i k k i   a j a t 	 N u l l s t i l l   a l l e   t i d e r 	 V y n u l o v a e  v ae t k y   
a s y 	 A l l e s   r e s e t t e n 	  t e r s t  l l   a l l a   t i d e r 	 P o n i at i   s v a   v r e m e n a 	 R e i n i ci a l i z a r e a   t u t u r o r   d u r a t e l o r 	 P o n a s t a v i   V s e   a s e 	       	   	 C;8@09  &O;>B>  @5<5	 8	0	M	5	  	>	3	  *	A	(	M	9	>	  8	G		  	0	>		 ('2F4'FI  GEG	 3'1  'HB'*  /H('1  3y  ,&	     	 						  		  			  					 &
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 
 S T R _ M E N U _ C A L L _ T I M E _ S E T U P 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 c a l l   d u r a t i o n   t i m e r s 	 C a l l   t i m e r s 	 qBf	 ݋e	 1'1I@'%2B#	 T i e m p o s   d e   l a s   l l a m a d a s 	 D u r  e s   d e s   a p p e l s 	 A n r u f z e i t m e s s e r 	 @5<O  2K7>20	 T e m p o   d i   C h i a m a t a 	 HB*  'DEC'DE)	 D u r a   o   d a   c h a m a d a 	 A r a m a   s  r e s i 	 T h i   g i a n   g i 	 w a k t u   p a n g g i l a n 	 M a s a   p a n g g i l a n 	 	I	2	  8	.	/		 O p k a l d s   T i d 	 D o b a   v o l  n  	 C z a s   p o Bc z e D	 H  v  s i d Qz  t Qk 	 P u h e l u n   a i k a 	 A n r o p s t i d 	 D o b a   h o v o r u 	 G e s p r e k t i j d e n 	 S a m t a l s t i d 	 V r i j e m e   p o z i v a 	 D u r a t   a p e l 	 a s   k l i c a 	   	   	 @5<5  >28:20=5	 	I	2	  	>	3		 2E'F 3F, G'I  *E'3	 'D  '  HB*	   	 		  				 
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  


	   	 C a l l   t i m e r s 	 C a l l   t i m e r s 	 C a l l   t i m e r s 	 O p r o e p t y d m e t e r s 	 C a l l   t i m e r s 	 C a l l   t i m e r s 	 C a l l   t i m e r s 	 C a l l   t i m e r s 	 C a l l   t i m e r s 	 C a l l   t i m e r s 	 
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 	 2  >.0	 K o h a   e   t h i r r j e v e 	 		  								 	 	 	 	 	 	 	 T e m p o r i z a d o r e s   d e   c h a m a d a 	 	 	 	 	 	 	 	 D e i   i r a u p e n a k 	 M g a   o r a s a n   n g   t a w a g 	 C r o n  m e t r o   d e   c h a m a d a 	 H a z i g h a r a   h a   n i i l e ? 	 A m a d  i r    g l a o n n a 
 
 S T R _ M E N U _ Q U I C K _ E N D 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 A U T O   Q U I C K   E N D 	 A u t o   q u i c k   e n d 	 RPBf	 ꁨRPe	 3+@#G'-1B!14	 F i n a l i z a c i  n   r  p i d a   a u t o m  t i c a 	 F i n   r a p i d e   a u t o m a t i q u e 	 A u t o m .   s c h n e l l   b e e n d e n 	 2B>  1KAB@>5  7025@H5=85	 T e r m i n a   v e l o c e   a u t o 	 *-/J/  'DHB*  #DJ'	 T e r m i n a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   h 1z l 1  s o n l a n d 1r m a 	 T   n g   h n   c h   t h i   g i a n 	 H a p u s 	 P e n g h u j u n g   c e p a t   a u t o m a t i k 	 		K	  6	@		M	0	  8	.	>	*	M	$		 A u t o   H u r t i g   A f s l u t 	 A u t o m a t i c k    r y c h l    u k o n 
e n  	 S z y b k i e   a u t o   z a k a Dc z a n i e 	 A u t o m a t i k u s   g y o r s b e f e j e z  s 	 A u t o m a a t t i m e n   p i k a l o p e t u s 	 A u t o   h u r t i g a v s l u t t 	 A u t o m a t i c k    r  c h l e   u k o n 
e n i e 	 A u t o m a t i s c h   s n e l   b e  i n d i g e n 	 A v s l u t a   a u t o m a t i s k t 	 A u t o m a t s k i   b r z i   k r a j 	  n c h e i e r e   r a p i d   a u t o m a t 	 A v t o   H i t r i   K o n e c 	     	     	 @5:@0B8  A u t o   Q u i c k 	 8	M	5	/		  $	M	5	0	@	$	  8	.	>	*	M	$		 ~''F  319  .H/'1	 .H/  (.H/  ,D/  '.**'E	         	 										  					  								 
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	     	 I - a u t o   q u i c k   i y a q e d a 	 U p h e l i s o   o l u k h a w u l e z a y o   o l u z e n z e k e l a y o 	 M a l i z a   k w a   h a r a k a   k i o t o m a t i 	 O u t o m a t i e s e   s n e l s t o p 	 A u t o m a t i n i s   g r e i t a s   u ~b a i g i m a s 	 A u t o m t i s k a   t r   p a b e i g aa n a 	 A u t o m a a t n e   k i i r l  p e t a m i n e 	 1ac  a~a  a~xta  oezx~	     	  n c h e i e r e   r a p i d   a u t o m a t 	 

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 
 S T R _ M E N U _ Q U I C K _ E N D _ D U R A T I O N 	 C h i s t 	 I C O N T E X T 	 A U T O   Q U I C K   E N D   D U R A T I O N 	 T i m e   ( 1 ~ 9 9 9 9 s ) 	 gP( 1 ~ 9 9 9 9 y) 	 gP( 1 ~ 9 9 9 9 y) 	 @'%2( 1 ~ 9 9 9 9 '4) 	 H o r a   ( 1 ~ 9 9 9 9 s ) 	 D u r  e   ( 1 ~ 9 9 9 9 s ) 	 Z e i t   ( 1 ~ 9 9 9 9 s ) 	 @5<O  ( 1 ~ 9 9 9 9 A) 	 T e m p o   ( 1 ~ 9 9 9 ) 	 HB*  (   1 ~ 9 9 9 9   +'FJ)  ) 	 D u r a   o   ( 1 ~ 9 9 9 9 s ) 	 S  r e   ( 1 ~ 9 9 9 9 s ) 	 T h i   g i a n ( 1 ~ 9 9 9 9 g i  y ) 	 H a p u s 	 M a s a   ( 1 ~ 9 9 9 9 s ) 	 8	.	/	  ( 1 ~ 9 9 9 9 s )  	 V a r i g h e d   ( s e k . ) 	 D o b a   ( s e c . ) 	 C z a s   t r w a n i a   ( s e k . ) 	 I d Qt a r t a m   ( 1 ~ 9 9 9 9 m p ) 	 K e s t o   ( s ) 	 V a r i g h e t   ( s e k . ) 	 T r v a n i e   ( 1 ~ 9 9 9 9   s e k . ) 	 T i j d   ( 1 ~ 9 9 9 9 s ) 	 T i d   ( 1 ~ 9 9 9 9   s e k . ) 	 T r a j a n j e   ( 1 ~ 9 9 9 9   s ) 	 D u r a t   ( 1 ~ 9 9 9 9   s e c . ) 	 a s   ( 1 ~ 9 9 9 9   s e c . ) 	   ( 1 ~ 9 9 9 9   . ) 	   ( 1 ~ 9 9 9 9   ) 	 @5<5  ( 1 ~ 9 9 9 9   s e c . ) 	 	>	3	( 1 ~ 9 9 9 9 8	G	. ) 	 2E'F  ( 1 ~ 9 9 9 9   +'FG) 	 s HB*  >1 ~   9 9 9 9 ?	 ( 1 ~ 9 9 9 ) 	 				( 	~ 						) 	 8
.
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8
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  ( 1 ~ 9 9 9 9   

  ) 	   ( 1 ~ 9 9 9 9 s ) 	 I s i k h a t h i   ( 1 ~ 9 9 9 9 s ) 	 I x e s h a   ( 1 ~ 9 9 9 9 s ) 	 M u d a   ( 1 ~ 9 9 9 9 s ) 	 T y d   ( 1 ~ 9 9 9 9 s ) 	 L a i k a s   ( 1 ~ 9 9 9 9   s e k . ) 	 L a i k s   ( 1 ~ 9 9 9 9 s ) 	 A e g   ( 1 ~ 9 9 9 9 s ) 	 Oxrxiuxv  ( 1 ~ 9 9 9 9   ~) 	   ( 1 ~ 9 9 9 9 ) 	 D u r a t   ( 1 ~ 9 9 9 9   s e c . ) 	 8
.
/

  ( 1 ~ 9 9 9 9 s ) 	 8._    ( 1 ~ 9 9 9 9 8G) 	 O r a   ( 1 ~ 9 9 9 9 s ) 	 			  ( 1 ~ 9 9 9 9 s ) 	 	 	 	 	 	 	 	 T e m p o   ( 1   a   9 9 9 9   s ) 	 	 	 	 	 	 	 	 D e n b o r a   ( s 1 - 9 9 9 9 ) 	 O r a s   ( 1 ~ 9 9 9 9 s ) 	 T e m p o   ( 1 ~ 9 9 9 9 s ) 	 H a z i e 	 A m   ( 1 ~ 9 9 9 9 s ) 
 
 S T R _ F M G R _ T I T L E 	 F M G R 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 F i l e   m a n a g e r ( i n   t h e   m e n u ) 	 M y   f i l e s 	 bvej	 bvech	 1'12#D%L	 A d m i n i s t r a d o r   d e   a r c h i v o s 	 G e s t i o n n a i r e   d e   f i c h i e r s 	 D a t e i - M a n a g e r 	 #?@02;5=85  D09;0<8	 M a n a g e r   d i   F i l e   	 E/J1  'DEDA'*	 G e s t o r   d e   f i c h e i r o s 	 D o s y a   Y  n e t i c i s i 	 Q u n   l    t p 	 M a n a g e r   B e r k a s 	 P e n g u r u s   f a i l 	 +	>		2	  .	H	(	G		0		 H  n d t  r   F i l e r 	 S p r  v c e   s o u b o r o	 M e n e d |e r   p l i k  w 	 F  j l k e z e l Q	 T i e d o s t o n h a l l i n t a 	 F i l b e h a n d l e r 	 S p r a v o v a n i e   z l o ~i e k 	 B e s t a n d b e h e e r 	 F i l h a n t e r a r e n 	 U p r a v i t e l j   d a t o t e k a 	 A d m i n i s t r a t o r   f i _i e r e 	 U r e j e v a l e c   D a t o t e k 	   	   	 $09;>2  @30=0975@	 +	>		2	  5	M	/	5	8	M	%	>	*			 E/1  A'D	 A'&D  EF,1	   	 				  										 +
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	 +H2M  .G(G0M	 5=5465@  D09;V2	 



  





	   	 F i l e   m a n a g e r 	 F i l e   m a n a g e r 	 F i l e   m a n a g e r 	 L  e r o r g a n i s e e r d e r 	 F i l e   m a n a g e r 	 F i l e   m a n a g e r 	 F i l e   m a n a g e r 	 F i l e   m a n a g e r 	 F i l e   m a n a g e r 	 F i l e   m a n a g e r 	 +
/
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	 +>2  *0?>3	 D r e j t u e s i   I   d o k u m e n t e v e 	 				  								 	 	 	 	 	 	 	 G e r e n c i a d o r   d e   a r q u i v o s 	 	 	 	 	 	 	 	 F i t x a t e g i - a n t o l a t z a i l e a 	 T a g a p a m a h a l a   n g   f i l e 	 X e s t o r   d e   f i c h e i r o s 	 O g e ( 1 ~   9 9 9 9 s ) 	 B a i n i s t e o i r   c o m h a d 
 
 S T R _ F M G R _ U S B _ S T O R A G E 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 	 U S B   s t o r a g e 	 U S B 2QX[	 U S B X[P	 5H@G  U S B 	 A l m a c e n a m i e n t o   U S B   	 S t o c k a g e   U S B 	 U S B - S p e i c h e r 	 U S B   ?0<OBL	 M e m o r i a   U S B 	 'D*.2JF  9(1  U S B 	 A r m a z e n a m e n t o   U S B 	 U S B   h a f 1z a s 1	 B   n h   U S B 	 P e n y i m p a n a n   U S B 	 S t o r a n   U S B 	 U S B   8	M		K	0	G		  	 	 	 	 U S B   h  t t  r t  r 	 	 	 	 U s b - o p s l a g 	 	 	 M e m o r i e   U S B 	 	 	     U S B   	 	 	 -'A8G  U S B 	 	 	 		. 		. 		.   							  				  						 	 	 	 	 	 	 	 	 U S B - b e r g p l e k 	 	 	 	 	 	 	 	 	 R u a j t j a   U S B 	 U S B   								 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B 	 	 	 	 	 	 	 	 U S B   g o r d a i l u a 	 U S B   n a   i m b a k a n 	 A l m a c e n a m e n t o   U S B 	 N c h k t a   f a l 	 S t  r a s   U S B 
 
 S T R _ F M G R _ U S B _ S T O R A G E 2 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 2 	 U S B   s t o r a g e   2 	 U S B 2QX[2 	 U S B X[P2 	 5H@G  U S B   2 	 A l m a c e n a m i e n t o   U S B   2 	 S t o c k a g e   U S B   2 	 U S B - S p e i c h e r   2 	 U S B   ?0<OBL  2 	 M e m o r i a   U S B   2 	 *.2JF  2   9(1  U S B 	 A r m a z e n a m e n t o   U S B   2 	 U S B   h a f 1z a s 1  2 	 B   n h   U S B   2 	 P e n y i m p a n a n   U S B   2 	 S t o r a n   U S B   2 	 U S B   8	M		K	0	G		  2 	 	 	 	 2 .   U S B   h  t t  r t  r 	 	 	 	 U s b - o p s l a g   2 	 	 	 M e m o r i e   U S B   2 	 	 	     U S B    2 	 	 	 -'A8G  U S B   4E'1G  2 	 	 	 		. 		. 		.   							  				  							 	 	 	 	 	 	 	 	 U S B - b e r g p l e k   2 	 	 	 	 	 	 	 	 	 R u a j t j a   U S B   2 	 U S B   							  2 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B   2 	 	 	 	 	 	 	 	 2 . U S B   g o r d a i l u a 	 U S M   n a   i m b a k a n   2 	 A l m a c e n a m e n t o   U S B   2 	 E b e   n c h e k w a   U S B 	 S t  r a s   U S B   2 
 
 S T R _ F M G R _ U S B _ S T O R A G E 3 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 3 	 U S B   s t o r a g e   3 	 U S B 2QX[3 	 U S B X[P3 	 5H@G  U S B   3 	 A l m a c e n a m i e n t o   U S B   3 	 S t o c k a g e   U S B   3 	 U S B - S p e i c h e r   3 	 U S B   ?0<OBL  3 	 M e m o r i a   U S B   3 	 *.2JF  3   9(1  U S B 	 A r m a z e n a m e n t o   U S B   3 	 U S B   h a f 1z a s 1  3 	 B   n h   U S B   3 	 P e n y i m p a n a n   U S B   3 	 S t o r a n   U S B   3 	 U S B   8	M		K	0	G		  3 	 	 	 	 3 .   U S B   h  t t  r t  r 	 	 	 	 U s b - o p s l a g   3 	 	 	 M e m o r i e   U S B   3 	 	 	     U S B    3 	 	 	 -'A8G  U S B   4E'1G  3 	 	 	 		. 		. 		  							  				  					  		 	 	 	 	 	 	 	 	 U S B - b e r g p l e k   3 	 	 	 	 	 	 	 	 	 R u a j t j a   U S B   3 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ U S B _ S T O R A G E 4 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 4 	 U S B   s t o r a g e   4 	 U S B 2QX[4 	 U S B X[P4 	 5H@G  U S B   4 	 A l m a c e n a m i e n t o   U S B   4 	 S t o c k a g e   U S B   4 	 U S B - S p e i c h e r   4 	 U S B   ?0<OBL  4 	 M e m o r i a   U S B   4 	 *.2JF  4   9(1  U S B 	 A r m a z e n a m e n t o   U S B   4 	 U S B   h a f 1z a s 1  4 	 B   n h   U S B   4 	 P e n y i m p a n a n   U S B   4 	 S t o r a n   U S B   4 	 U S B   8	M		K	0	G		  4 	 	 	 	 4 .   U S B   h  t t  r t  r 	 	 	 	 U s b - o p s l a g   4 	 	 	 M e m o r i e   U S B   4 	 	 	     U S B    4 	 	 	 -'A8G  U S B   4E'1G  4 	 	 	 		. 		. 		  							  				  					  		 	 	 	 	 	 	 	 	 U S B - b e r g p l e k   4 	 	 	 	 	 	 	 	 	 R u a j t j a   U S B   4 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ I M G _ O P T I O N 	 F M G R 	 T I T L E 	 F i l e   o p t i o n ( i n   t h e   t i t l e ) 	 F i l e   o p t i o n 	 jHhx	 eN	y	 1'@%7-D%L	 O p c i  n   d e   a r c h i v o 	 O p t i o n s   d e s   f i c h i e r s 	 D a t e i o p t i o n 	 ?F88  D09;0  	 O p z i o n e   d i   f i l e   	 .J'1'*  'DEDA	 O p   o   d o   f i c h e i r o 	 D o s y a   S e  e n e k l e r i 	 C h n   t p   	 B e r k a s   O p s i 	 O p s y e n   f a i l 	 +	>		2	  5	?		2	M	*		 F i l   I n d s t i l l i n g 	 V o l b a   s o u b o r u 	 O p c j a   p l i k u 	 F  j l   o p c i  	 T i e d o s t o n   a s e t u k s e t 	 F i l v a l g 	 V o >b a   s  b o r u 	 B e s t a n d s o p t i e 	 F i l a l t e r n a t i v 	 O p c i j a   d a t o t e k e 	 O p ci u n e   f i _i e r 	 M o ~n o s t   D a t o t e k e 	   	   	 ?F8O  $09;	 +	>		2	  *	0	M	/	>	/		 2FG  A'D	 A'&D  '.*'1	     	 				  							 +
>
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	 *H2M  *M7(M	 ?FVO  D09;C	 



  





	   	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 L  e r - o p s i e 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 +
/
$
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
	 +>2  ,?3M*	 M u n d e s i a   e   d o k u m e n t i t 	 				  							 	 	 	 	 	 	 	 O p   o   d e   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ A U D I O _ O P T I O N 	 F M G R 	 T I T L E 	 F i l e   o p t i o n ( i n   t h e   t i t l e ) 	 F i l e   o p t i o n 	 jHhx	 eN	y	 1'@%7-D%L	 O p c i  n   d e   a r c h i v o 	 O p t i o n s   d e s   f i c h i e r s 	 D a t e i o p t i o n 	 ?F88  D09;0  	 O p z i o n e   d i   f i l e   	 .J'1'*  'DEDA	 O p   o   d o   f i c h e i r o 	 D o s y a   S e  e n e k l e r i 	 C h n   t p   	 B e r k a s   O p s i 	 O p s y e n   f a i l 	 +	>		2	  5	?		2	M	*		 F i l   I n d s t i l l i n g 	 V o l b a   s o u b o r u 	 O p c j a   p l i k u 	 F  j l   o p c i  	 T i e d o s t o n   a s e t u k s e t 	 F i l v a l g 	 V o >b a   s  b o r u 	 B e s t a n d s o p t i e 	 F i l a l t e r n a t i v 	 O p c i j a   d a t o t e k e 	 O p ci u n e   f i _i e r 	 M o ~n o s t   D a t o t e k e 	   	   	 ?F8O  $09;	 +	>		2	  *	0	M	/	>	/		 2FG  A'D	 A'&D  '.*'1	     	 				  							 +
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	 *H2M  *M7(M	 ?FVO  D09;C	 



  





	   	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 L  e r - o p s i e 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 +
/
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
	 +>2  ,?3M*	 M u n d e s i a   e   d o k u m e n t i t 	 	 	 	 	 	 	 	 	 O p   o   d e   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ E X E _ O P T I O N 	 F M G R 	 T I T L E 	 F i l e   o p t i o n ( i n   t h e   t i t l e ) 	 F i l e   o p t i o n 	 jHhx	 eN	y	 1'@%7-D%L	 O p c i  n   d e   a r c h i v o 	 O p t i o n s   d e s   f i c h i e r s 	 D a t e i o p t i o n 	 ?F88  D09;0  	 O p z i o n e   d i   f i l e   	 .J'1'*  'DEDA	 O p   o   d o   f i c h e i r o 	 D o s y a   S e  e n e k l e r i 	 C h n   t p   	 B e r k a s   O p s i 	 O p s y e n   f a i l 	 +	>		2	  5	?		2	M	*		 F i l   I n d s t i l l i n g 	 V o l b a   s o u b o r u 	 O p c j a   p l i k u 	 F  j l   o p c i  	 T i e d o s t o n   a s e t u k s e t 	 F i l v a l g 	 V o >b a   s  b o r u 	 B e s t a n d s o p t i e 	 F i l a l t e r n a t i v 	 O p c i j a   d a t o t e k e 	 O p ci u n e   f i _i e r 	 M o ~n o s t   D a t o t e k e 	   	   	 ?F8O  $09;	 +	>		2	  *	0	M	/	>	/		 2FG  A'D	 A'&D  '.*'1	     	 				  							 +
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  





	   	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 L  e r - o p s i e 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 F i l e   o p t i o n 	 +
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	 +>2  ,?3M*	 M u n d e s i a   e   d o k u m e n t i t 	 	 	 	 	 	 	 	 	 O p   o   d e   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ F O R M A T 	 F M G R 	 I C O N T E X T ,   P O P U P C O N F I R M 	 F o r m a t ( i n   t h e   m e n u ) 	 F o r m a t 	 <h_S	 <h_S	 -#LA!	 F o r m a t o 	 F o r m a t e r 	 F o r m a t i e r e n 	 $>@<0B  	 F o r m a t o 	 *,/J/	 F o r m a t a r 	 F o r m a t 	 n h   d n g 	 F o r m a t ,   b e n t u k 	 F o r m a t 	 +	I	0	M	.	G			 F o r m a t  r 	 F o r m  t 	 F o r m a t 	 F o r m a t  l  s 	 M u o t o i l e 	 F o r m a t 	 F o r m  t 	 F o r m a t t e r e n 	 F o r m a t 	 F o r m a t 	 F o r m a t 	 F o r m a t 	 	 	 $>@<0B	 +	I	0	M	.	G			 A1E*	 A'1Ey  	 	 							  					 
>
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	 	 F o r m a t 	 F o r m a t 	 F o r m a t 	 F o r m a t t e e r 	 F o r m a t 	 F o r m a t 	 F o r m a t 	 F o r m a t 	 F o r m a t 	 F o r m a t 	 +
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 
 S T R _ F M G R _ F O R M A T I N G 	 F M G R 	 P O P U P C O N F I R M 	 F o r m a t t i n g ( i n   t h e   s c r e e n ) 	 F o r m a t t i n g 	 ck(W<h_S	 ck(W<h_S	 3%1-#LA!	 D a n d o   f o r m a t o 	 F o r m a t a g e   e n   c o u r s 	 W i r d   f o r m a t i e r t 	 $>@<0B8@>20=85	 F o r m a t t a t u r a   i n   c o r s o 	 ,'1M  'D*,/J/	 A   f o r m a t a r 	 F o r m a t   a t 1l 1y o r 	 a n g   n h   d n g 	 m e n f o r m a t 	 P e m f o r m a t a n 	 +	I	0	M	.	G		  ,	(	>	(	>		 F o r m a t t e r e r 	 F o r m  t o v  n  	 F o r m a t o w a n i e 	 F o r m a t  l  s   f o l y a m a t b a n 	 M u o t o i l u 	 F o r m a t e r i n g 	 F o r m  t o v a n i e 	 B e z i g   m e t   f o r m a t t e r e n 	 F o r m a t t e r a 	 F o r m a t i r a n j e 	 F o r m a t a r e 	 F o r m a t i r a n j e 	     	 	 $>@<0B8@0=5	 +	I	0	M	.	G		?				 /1  -'D  A1E*  1/F	 A'1EyF	 	 							  				 
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	   	 F o r m a t t i n g 	 F o r m a t t i n g 	 F o r m a t t i n g 	 F o r m a t t e e r   t a n s 	 F o r m a t t i n g 	 F o r m a t t i n g 	 F o r m a t t i n g 	 F o r m a t t i n g 	 F o r m a t t i n g 	 F o r m a t t i n g 	 +
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 
 S T R _ F M G R _ F O R M A T _ C O N F I R M 	 F M G R 	 P O P U P C O N F I R M 	 C o n f i r m   b e f o r e   f o r m a t i n g ( i n   t h e   c o n f i r m   s c r e e n ) 	 D a t a   w i l l   b e   d e l e t e d .   F o r m a t 	 ǌe\g*Rd/f&T<h_S	 penc\O Rd/f&T<h_S	 I-!9%09%  -#LA!	 S e   b o r r a r  n   l o s   d a t o s .   F o r m a t e a r 	 L e s   d o n n  e s   v o n t    t r e   e f f a c  e s .   F o r m a t e r   	 D a t e n   w e r d e n   g e l  s c h t .   F o r m a t i e r e n 	 0==K5  1C4CB  C40;5=K.   $>@<0B	 I   d a t i   s a r a n n o   e l i m i n a t i .   F o r m a t t a 	 3HA  JE-H  (J'F'*  D5F/HB  'D(1J/  H  13'&D  'DH3'&7  *3*E1	 O s   d a d o s   s e r  o   e l i m i n a d o s     F o r m a t a r ? 	 V e r i   s i l i n e c e k .   B i  i m l e 	 D   l i u   s   b   x  a , t i p   t c   c  c h   t h c   h  a   k h  n g 	 g a n t i   f o l d e r 	 D a t a   a k a n   d i h a p u s k a n .   F o r m a t 	 !	>		>	  .	?		  	>			>	.   +	I	0	M	.	G		  	0	G			 O m d  b   M a p p e 	 P Ye j m e n o v a t   s l o ~k u 	 Z m i e D  n a z w   f o l d e r a 	 A z   a d a t o k   t  r l  s r e   k e r  l n e k .   F o r m  z  s 	 N i m e    k a n s i o   u u d e l l e e n 	 G i   n y t t   n a v n   t i l   m a p p e 	 P r e m e n o v a e  z l o ~k u 	 G e g e g v e n s   w o r d e n   v e r w i j d e r d .   F o r m a t t e r e n 	 B y t   m a p p n a m n 	 P r e i m e n u j   d i r e k t o r i j 	 D a t e l e   v o r   f i   _t e r s e .   F o r m a t a ci 	 P r e i m e n u j   m a p o 	       	   .     	 @58<5=C209  0?:0	 *	A	(	M	9	>	(	>		5	  +	K	2	M	!	0		 'JFC'1  GEG  /'/G  G'  1'  ~'C  .H'G/C1/.   A1E*  'F,'E  4H/	   '  ED    M M S .*E  1/'  "  (  	 ,   . . .     .   ? 	   				  				  					d	  					  				d		 
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?  	 ,   ,     . . .   .   	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 D a t a   s a l   g e s k r a p   w o r d .   F o r m a t e e r 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 T h i s   w i l l   e r a s e   E m a i l ,   M M S . . .   d a t a .   C o n t i n u e 	 	 	 T e   d h e n a t   d o   t e   f s h i h e n .   F o r m a t 	 				  			  	' 		  						 	 	 	 	 	 	 	 D a d o s   s e r  o   e x c l u  d o s .   F o r m a t a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ C H E C K _ D R I V E 	 F M G R 	 I C O N T E X T 	 S c a n   d i s k ( i n   t h e   m e n u ) 	 S c a n   d i s k 	 xxO_	 xvO
Y	 *A4*L	 E x p l o r a r   d i s c o 	 B a l a y a g e   d u   d i s q u e 	 L a u f w e r k   s c a n n e n 	 !:0=8@>20BL  48A:	 S c a n s i o n e   D i s c o 	 A-5  'DB15	 V e r i f i c a r   d i s c o 	 D i s k i   t a r a 	 H i   p h c   )a   t 	 C a r i   d i s k 	 C a k e r a   i m b a s 	 8	M		H	(	  !	?	8	M		   	 S k a n   D i s k 	 S c a n o v a t   d i s k 	 S k a n o w a n i e   d y s k u 	 L e m e z e l l e n Qr z  s 	 S k a n n a a   l e v y 	 S k a n n   d i s k 	 S k e n o v a e  d i s k 	 S c h i j f   s c a n n e n 	 S k a n n a   d i s k e n h e t e n ? 	 P r e t r a ~i   d i s k 	 S c a n a r e   d i s c 	 S k e n i r a j   D i s k 	   	   	 !:0=8@09  8A:0	 !	?	8	M		  8	M		G	(	  	0	>		 '3F  1/F  /3	 3  H  '3F  ,&	     	 							  						 8
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7H-B%@-#L	 C a m b i a r   e l   n o m b r e   d e   l a   c a r p e t a 	 R e n o m m e r   l e   d o s s i e r 	 O r d n e r   u m b e n e n n e n 	 5@58<5=>20BL  ?0?:C  	 R i n o m i n a   l a   C a r t e l l a 	 *9/JD  %3E  'DEDA	 M u d a r   o   n o m e   d a   p a s t a 	 K l a s  r    y e n i d e n   a d l a n d 1r 	 i   t  n   t h   m c 	 g a n t i   f o l d e r 	 N a m a k a n   s e m u l a   f o l d e r 	 +	K	2	M	!	0	  	>	  (	>	.	  ,	&	2	G			 O m d  b   M a p p e 	 P Ye j m e n o v a t   s l o ~k u 	 Z m i e D  n a z w   f o l d e r a 	 K  n y v t  r    t n e v e z  s e 	 N i m e    k a n s i o   u u d e l l e e n 	 G i   n y t t   n a v n   t i l   m a p p e 	 P r e m e n o v a e  z l o ~k u 	 M a p   h e r n o e m e n 	 B y t   m a p p n a m n 	 P r e i m e n u j   d i r e k t o r i j 	 R e d e n u m i r e   f o l d e r 	 P r e i m e n u j   m a p o 	       	     	 @58<5=C209  0?:0	 *	A	(	M	9	>	(	>		5	  +	K	2	M	!	0		 *:1  F'E  ~H4G	 AHD1  'F'E  *(/D  ,&	   	 							  						  							 +
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 S T R _ F M G R _ F O L D E R _ D E L E T E 	 F M G R 	 I C O N T E X T 	 D e l e t e   f o l d e r ( i n   t h e   m e n u ) 	 D e l e t e   f o l d e r 	 *Rdǌe>Y	  RdeN9Y	 %B%@-#L	 E l i m i n a r   c a r p e t a 	 S u p p r i m e r   l e   d o s s i e r 	 O r d n e r   l  s c h e n 	 #40;8BL  ?0?:C  	 E l i m i n a   l a   C a r t e l l a 	 E3-  'DEDA	 E l i m i n a r   p a s t a 	 K l a s  r    s i l 	 X  a   t h   m c   	 h a p u s   f o l d e r 	 H a p u s   f o l d e r 	 +	K	2	M	!	0	  9		>			                 	 S l e t   M a p p e 	 S m a z a t   s l o ~k u 	 S k a s u j   f o l d e r 	 K  n y v t  r   t  r l  s e 	 P o i s t a   k a n s i o 	 S l e t t   m a p p e 	 Z m a z a e  z l o ~k u 	 M a p   v e r w i j d e r e n 	 R a d e r a   m a p p 	 U k l o n i   d i r e k t o r i j 	 ^t e r g e r e   f o l d e r 	 Z b r i ai   m a p o 	     	   	 7B@89  0?:0	 +	K	2	M	!	0	  *	A	8	B	(	  	>		>	  	 -0A  ~H4G	 AHD1  H  Ey'&	   	 							  				  					 +
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	 VGrOo`	 I-!9% 2	 I n f o r m a c i  n   d e   i m a g e n 	 I n f o r m a t i o n   i m a g e 	 B i l d i n f o r m a t i o n 	 =D>@<0F8O  >1  87>1@065=88	 I n f o r m a z i o n i   i m m a g i n e 	 E9DHE'*  5H1)	 I n f o r m a   o   d a   i m a g e m 	 R e s i m   b i l g i s i   	 T i n   t c   n h 	 I n f o r m a s i   f o t o 	 M a k l u m a t   i m e j 	 	.	G		  	>	(		>	0	@	 	 	 	 	 K  p i n f o r m  c i  	 	 	 	 B e e l d i n f o r m a t i e 	 	 	 I n f o r m a ci i   i m a g i n e 	 	 	   	 	 	?	$	M	0	  .	>	9	?	$	@		 '7D'9'*  93	 'E,  E9DHE'*	   	 				  					 *
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	      	 D e l e t e   a l l   f i l e s 	 D e l e t e   a l l   f i l e s 	 D e l e t e   a l l   f i l e s 	 S k r a p   a l l e   l  e r s 	 D e l e t e   a l l   f i l e s 	 D e l e t e   a l l   f i l e s 	 D e l e t e   a l l   f i l e s 	 D e l e t e   a l l   f i l e s 	 D e l e t e   a l l   f i l e s 	 D e l e t e   a l l   f i l e s 	 
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 
 S T R _ F M G R _ C O P Y 	 F M G R 	 I C O N T E X T 	 C o p y ( i n   t h e   m e n u ) 	 C o p y 	 	 
Y6R	 1%-	 C o p i a r 	 C o p i e r 	 K o p i e r e n 	 >?8@>20BL  	 C o p i a 	 F3.)	 C o p i a r 	 K o p y a l a 	 S a o   c h  p 	 s a l i n 	 S a l i n 	 	I	*	@		 K o p i  r 	 K o p  r o v a t 	 K o p i u j 	 M  s o l  s 	 K o p i o i 	 K o p i e r 	 K o p  r o v a e	 K o p i  r e n 	 K o p i e r a 	 K o p i r a n j e 	 C o p i e r e 	 K o p i r a j 	 	 	 >?8@09	 	I	*	@		 1HFH4*	 H~	   	 				 *
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	 	 M o v e 	 M o v e 	 M o v e 	 S k u i f 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 (
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 
 S T R _ F M G R _ T O D O L I S T 	 F M G R 	 I C O N T E X T 	 T o   t a s k 	 T a s k s 	 NR	 NR	 2	 T a r e a s 	 T  c h e s 	 A u f g a b e n 	   0;5=40@L/ 040G0	 A t t i v i t  	 EGE)	 T a r e f a s 	 T a k v i m / G  r e v l e r 	 L c h / N h i m   v 	 K e   d a f t a r   k e r j a 	 K a l e n d a r / T u g a s a n 	 	>	8	M			 T i l   H u s k e   L i s t e 	 D o   s e z n a m u    k o l o	 D o   l i s t y   s p r a w 	 F e l a d a t o k 	 T e h t  v  l u e t t e l o o m 	 T i l      g j  r e   l i s t e 	 N a   z o z n a m    l o h 	 T a k e n 	 T i l l   p  m i n n e l s e r 	 U   p o d s j e t n i k 	 A c t i v i t ci 	 K   K   D o   S e z n a m u 	       	   	 J<  !?8AJ:  040G8	 /	>	&	@	  $	/	>	0	  	0	>	  8	B		@		 C'1G'	 E4:HD'*    A13*  H	     	 					  				 2
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	 	 T o   T o   d o 	 T o   T o   d o 	 T o   T o   d o 	 T a k e 	 T o   T o   d o 	 T o   T o   d o 	 T o   T o   d o 	 T o   T o   d o 	 T o   T o   d o 	 T o   T o   d o 	 
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o`	 wOe_	 @G  E M S 	 C o m o   E M S 	 C o m m e   E M S 	 W i e   E M S 	   E M S   	 C o m e   E M S 	 'DJ  'D13'&D	 P a r a   E M S 	 E M S   o l a r a k 	 C h     t i n   n h n 	 K e   E M S 	 S e b a g a i   E M S 	 E M S   	@	  $	0	9		 T i l   E M S 	 D o   E M S 	 D o   w i a d o m o [c i   E M S 	 E M S - k  n t 	 E M S :   n 	 T i l   E M S 	 D o   E M S 	 A l s   E M S 	 T i l l   E M S - m e d d e l a d e n 	 U   E M S 	 C a   E M S 	 K   E M S 	   E M S 	 - E M S 	 J<  E M S 	 		.		8	  	!	G		 (9FH'F  E M S 	 T o   E M S 	 	 					  							 
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k i   p r o f i l 	 S u n e t   f u n d a l 	 K   U p o r a b n i ak e m u   P r o f i l u 	     	   	 J<  >B@518B5;A:8  @>D8;	 .	>		@	3	  	5	>			 5/'  2EFG	 'H'2  (  1'$F  H	     	 													  							 *
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	   	 T o   B a c k g r o u n d   s o u n d 	 T o   B a c k g r o u n d   s o u n d 	 T o   B a c k g r o u n d   s o u n d 	 A g t e r g r o n d k l a n k 	 T o   B a c k g r o u n d   s o u n d 	 T o   B a c k g r o u n d   s o u n d 	 T o   B a c k g r o u n d   s o u n d 	 T o   B a c k g r o u n d   s o u n d 	 T o   B a c k g r o u n d   s o u n d 	 T o   B a c k g r o u n d   s o u n d 	 *
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7H-	 P o r   n o m b r e 	 P a r   n o m 	 N a c h   N a m e 	 <O	 N o m e 	 ('D'3E	 P o r   n o m e 	 A d a   g  r e 	 T h e o   t  n 	 D e n g a n   N a m a 	 N a m a 	 (	>	.		 E f t e r   N a v n 	 P o d l e   n  z v u 	 P o p r z e z   n a z w 	 N  v 	 N i m e n   m u k a a n 	 E t t e r   n a v n 	 P o d >a   m e n a 	 O p   n a a m 	 E f t e r   n a m n 	 P r e m a   i m e n u 	 N u m e 	 P o   I m e n u 	       	   	 >  <5	 (	>		5	  &	M	5	>	0	G		 (1  '3'3  F'E	 F'E    019	   	 			  					 (
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	 (>.	 E m r i 	 			  							 	 	 	 	 	 	 	 P o r   n o m e 
 
 S T R _ F M G R _ S O R T _ B Y _ T Y P E 	 F M G R 	 C 0 5 7 _ 1 ,   H I N T ,   T W O S T A T E 	 T y p e ( i n   t h e   m e n u ) 	 T y p e 	 O^W	 O{|W	 
4	 P o r   t i p o 	 P a r   t y p e 	 N a c h   T y p 	 "8?	 T i p o 	 ('DFH9	 P o r   t i p o 	 T  r e   g  r e 	 T h e o   l o i   h  n h 	 D e n g a n   J e n i s 	 J e n i s 	 *	M	0		>	0		 E f t e r   T y p e 	 P o d l e   t y p u 	 P o p r z e z   t y p 	 T  p u s   s z e r i n t 	 T y y p i n   m u k a a n 	 E t t e r   t y p e 	 P o d >a   t y p u 	 O p   t y p e 	 E f t e r   f i l t y p 	 P r e m a   v r s t i 	 T i p 	 P o   T i p u 	       	   	 >  "8?	 	>		*	  &	M	5	>	0	G		 (1  '3'3  FH9	 B3E    019	   	 						  					 6
M
0
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#
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  (
>
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	 H*M  *M0>0	 0  B8?><	 





	 	 T y p e 	 T y p e 	 T y p e 	 V o l g e n s   t i p e 	 T y p e 	 T y p e 	 T y p e 	 T y p e 	 T y p e 	 T y p e 	 $
0

	 *M0>0	 L l o j i 	 						  							 	 	 	 	 	 	 	 P o r   t i p o 
 
 S T R _ F M G R _ S O R T _ B Y _ T I M E 	 F M G R 	 C 0 5 7 _ 1 ,   H I N T ,   T W O S T A T E 	 T i m e ( i n   t h e   m e n u ) 	 T i m e 	 OBf	 Oe	 @'%2	 P o r   t i e m p o 	 P a r   h e u r e 	 N a c h   U h r z e i t 	 @5<O	 O r a r i o 	 ('  D*'1J.	 P o r   t e m p o 	 S  r e y e   g  r e 	 T h e o   t h i   g i a n   	 D e n g a n   W a k t u 	 M a s a 	 8	.	/		 E f t e r   T i d 	 P o d l e   
a s u 	 P o p r z e z   c z a s 	 I d Q  s z e r i n t 	 A j a n   m u k a a n 	 E t t e r   t i d 	 P o d >a   
a s u 	 O p   t i j d 	 E f t e r   t i d 	 P r e m a   v r e m e n u 	 O r 	 P o   a s u 	       	   	 >  @5<5	 5	G	3	  &	M	5	>	0	G		 (1  '3'3  2E'F	 y'&E  3	   	 			  					 8
.
>

  (
>
2
	 8./  *M0>0	 0  G0A><	 


	 	 T i m e 	 T i m e 	 T i m e 	 V o l g e n s   t y d 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 8
.
/

	 8._	 O r a   	 			  							 	 	 	 	 	 	 	 P o r   t e m p o 
 
 S T R _ F M G R _ S O R T _ B Y _ S I Z E 	 F M G R 	 C 0 5 7 _ 1 ,   H I N T ,   T W O S T A T E 	 S i z e ( i n   t h e   m e n u ) 	 S i z e 	 O'Y\	 O'Y\	   2	 P o r   t a m a  o 	 P a r   t a i l l e 	 N a c h   G r   e 	  07<5@	 D i m e n s i o n e 	 ('D-,E	 P o r   t a m a n h o 	 B o y u t a   g  r e 	 T h e o   c 	 D e n g a n   U k u r a n 	 S a i z 	 		>	0		 E f t e r   S t  r r e l s e 	 P o d l e   v e l i k o s t i 	 P o p r z e z   r o z m i a r 	 M  r e t   s z e r i n t 	 K o o n   m u k a a n 	 E t t e r   s t  r r e l s e 	 P o d >a   v e >k o s t i 	 O p   g r o o t t e 	 E f t e r   s t o r l e k 	 P r e m a   v e l i 
i n i 	 D i m e n s i u n e 	 P o   V e l i k o s t i 	       	   	 >   07<5@	 8	>			  &	M	5	>	0	G		 (1  '3'3  'F/'2G	 3'&2  3	   	 				  					 

>
0
  (
>
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	 8HA  *M0>0	 0  @>7<V@><	 

	 	 S i z e 	 S i z e 	 S i z e 	 V o l g e n s   g r o o t t e 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 5
2
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*
M
*

	 >0	 M a d h e s i a 	 				  							 	 	 	 	 	 	 	 P o r   t a m a n h o 
 
 S T R _ F M G R _ R E M O V A B L E _ P L U G I N 	 F M G R 	 P O P U P 	 C a r d   p l u g g e d   i n ( i n   t h e   p o p u p ) 	 C a r d   p l u g g e d   i n 	 ceQaaS	 ceQX[PaS	 @*5"2#LA%I'	 T a r j e t a   c o n e c t a d a 	 C a r t e   b r a n c h  e 	 K a r t e   e i n g e f  g t 	 0@B0  ?>4A>548=5=0	 S c h e d a   i n s e r i t a 	 *H5JD  'D(7'B)	 C a r t  o   i n t r o d u z i d o 	 K a r t   t a k 1l d 1	 T h      c m   v  o 	 K a r t u   t e r p a s a n g 	 K a d   d i p l a g   m a s u k 	 	>	0	M	!	  2		>	  9	H		 K o r t   I   s a t 	 K a r t a   z a p o j e n a 	 K a r t a   p o d Bc z o n a 	 K  r t y a   c s a t l a k o z t a t v a 	 K o r t t i   k y t k e t t y 	 K o r t   k o p l e t   t i l 	 K a r t a   z a p o j e n  	 K a a r t   i n g e s t o k e n 	 K o r t e t    r   a n s l u t e t 	 K a r t i c a   j e   u l o ~e n a 	 C a r d   c o n e c t a t 	 K a r t i c a   V t a k n j e n a 	   	   	 0@B0  :;NG5=0	 	>	0	M	!	  	>		>		 '1*  H5D  4/	 '1  D'H'	     	 					  						  			 
>
0
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!
  
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0
	 >0M!M  *M2M  2K*FM,!?&?	 0@B0  2AB02;5=0	 




  



  

  





  	       	 C a r d   p l u g g e d   i n 	 C a r d   p l u g g e d   i n 	 C a r d   p l u g g e d   i n 	 K a a r t   i n g e p r o p 	 C a r d   p l u g g e d   i n 	 C a r d   p l u g g e d   i n 	 C a r d   p l u g g e d   i n 	 C a r d   p l u g g e d   i n 	 C a r d   p l u g g e d   i n 	 C a r d   p l u g g e d   i n 	 
>
0
M
!
M
  

M

A
	 >!  *M2  (M  9K?	 K a r t a   e s h t e   f u t u r 	 					  					  			 	 	 	 	 	 	 	 C a r t  o   p l u g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ R E M O V A B L E _ P L U G O U T 	 F M G R 	 P O P U P 	 C a r d   p l u g g e d   o u t ( i n   t h e   p o p u p ) 	 C a r d   p l u g g e d   o u t 	 ydaaS	 ydX[PaS	 -2#LA%I'	 T a r j e t a   d e s c o n e c t a d a 	 C a r t e   d  b r a n c h  e 	 K a r t e   h e r a u s g e z o g e n 	 0@B0  >BA>548=5=0	 S c h e d a   d i s i n s e r i t a 	 A5D  'D(7'B)	 C a r t  o   r e m o v i d o 	 K a r t    1k a r t 1l d 1	 T h      r  t   r a 	 K a r t u   t a k   t e r p a s a n g 	 K a d   d i c a b u t   k e l u a r 	 	>	0	M	!	  (	?		2	>	  9	H		 K o r t   T a g e t   U d 	 K a r t a   o d p o j e n a 	 K a r t a   o d Bc z o n a 	 K  r t y a   l e v  l a s z t v a 	 K o r t t i   i r r o t e t t u 	 K o r t   k o p l e t   f r a 	 K a r t a   o d p o j e n  	 K a a r t   n i e t   i n g e s t o k e n 	 K o r t e t    r   b o r t t a g e t 	 K a r t i c a   j e   i z v a e n a 	 C a r d   d e c o n e c t a t 	 K a r t i c a   I z t a k n j e n a 	   	   	 0@B0  7:;NG5=0	 	>	0	M	!	  ,	>	9	G	0	  	>	"	>		 '1*  .'1,  4/	 '1  F''D'  H'	     	 					  						  				 
>
0
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>
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	 >0M!M  *M2M  2K  $@/?,!?&?	 0@B0  289=OB0	 




  








  



  






  	       	 C a r d   p l u g g e d   o u t 	 C a r d   p l u g g e d   o u t 	 C a r d   p l u g g e d   o u t 	 K a a r t   u i t g e p r o p 	 C a r d   p l u g g e d   o u t 	 C a r d   p l u g g e d   o u t 	 C a r d   p l u g g e d   o u t 	 C a r d   p l u g g e d   o u t 	 C a r d   p l u g g e d   o u t 	 C a r d   p l u g g e d   o u t 	 
>
0
M
!
M
  

A
$
M
$
A
	 >0M!  *M2  	  9K?	 K a r t a   n u k   e s h t e   f u t u r 	 					  					  				 	 	 	 	 	 	 	 C a r t  o   d e s p l u g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ E M P T Y _ F I L E N A M E 	 F M G R 	 P O P U P 	 P l e a s e   i n p u t   t h e   f i l e n a m e ( i n   t h e   p o p u p ) 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 zz}vjHh
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, \ n l i m i t 	       ,   \ n   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 R e s o l u s i e   n i e   g e s t e u n   n i e 	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 I m a g e   s i z e   t o o   l a r g e , \ n l i m i t   	 	 	 D a l l u e s h m e r i   e   p a m b e s h t e t u r 	 										  				  				  					 	 	 	 	 	 	 	 R e s o l u   o   n  o   a c e i t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ F I L E _ L I M I T _ V I D E O _ T O O _ L A R G E 	 F M G R 	 P O P U P 	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t ( i n   t h e   p o p u p ) 	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 RkuN'Y	 R;uǏ'Y	 2'45B-C+
H@4D	 T a m a  o   d e   v i d e o   m u y   g r a n d e 	 T a i l l e   d e   l a   v i d  o   t r o p   i m p o r t a n t e 	 V i d e o   z u   g r o  	 845>  A;8H:><  1>;LH>5  	 D i m e n s i o n e   v i d e o   t r o p p o   g r a n d e . 	 'DAJ/JH  C(J1  ,/'  \ n   E-/H/	 T a m a n h o   d e   v  d e o   d e m a s i a d o   g r a n d e 	 V i d e o   b o y u t u    o k   b  y  k . 	 C   V i d e o   q u    l n 	 V i d e o   s i z e   t o o   l a r g e . \ n L i m i t 	 S a i z   v i d e o   t e r l a l u   b e s a r 	 5	@	!	?	/	K	  	>	  		>	0	  ,	9	A	$	  ,	!	<	>		 V i d e o   f o r   s t o r \ n G r  n s e 	 V i d e o   j e   p Y l i a  v e l k  \ n L i m i t 	 R o z m i a r   w i d e o   z b y t   o b s z e r n y \ n O g r a n i c z e n i e 	 A   v i d e    t  l   n a g y 	 [ V i d e o   l i i a n   s u u r i \ n R a j a 	 V i d e o s t  r r e l s e   f o r   s t o r \ n G r e n s e 	 V i d e o   p r  l i a  v e >k  \ n L i m i t 	 V i d e o   t e   g r o o t 	 V i d e o k l i p p   f  r   s t o r \ n B e g r  n s n i n g 	 V i d e o   j e   p r e v e l i k \ n O g r a n i 
e n j e 	 D i m e n s i u n e a   f i _i e r u l u i   v i d e o   e s t e   p r e a   m a r e 	 V e l i k o s t   V i d e a   p r e v e l i k a \ n O m e j i t e v 	       \ 	       	  07<5@0  =0  845>B>  ?@5:0;5=>  3>;O<\ =53@0=8G5=85	 5	M	9	?	!	?	/	K		>	  		>	0	  .	0	M	/	>	&	>	*	G		M	7	>	  	>	8	M	$	  	9	G	\ n 2	?	.	?			 'F/'2G  AJDE  .JDI  (21  '3*  	 HH  3'&2(*  DE('/ ''H1  -/	       \   	 					  				  							  				 +
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	     , \ n   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o g r o o t t e   t e   g r o o t , \ n p e r k   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 V i d e o   s i z e   t o o   l a r g e , \ n l i m i t   	 	 	 M a d h e s i a   e   v i d e o s   s h u m e   e   m a d h e ,   \ n k u f i 	 					'   				  				  				, \ n 					 	 	 	 	 	 	 	 T a m a n h o   d e   v  d e o   m u i t o   g r a n d e , \ n l i m i t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ F I L E _ L I M I T _ V I D E O _ T O O _ L O N G 	 F M G R 	 P O P U P 	 V i d e o   t o o   l o n g , \ n l i m i t ( i n   t h e   p o p u p ) 	 V i d e o   t o o   l o n g   	 RkuNw	 R;uǏ	 '45B-"2'@4D	 V  d e o   m u y   l a r g o 	 V i d  o   t r o p   l o n g u e ,   	 V i d e o   z u   l a n g 	 845>  A;8H:><  1>;LH>5  	 V i d e o   t r o p p o   l u n g o . 	 'DAJ/JH  7HJD  ,/'  \ n   E-/H/	 V  d e o   m u i t o   l o n g o 	 V i d e o    o k   u z u n . 	 V i d e o   q u    d  i 	 V i d e o   t o o   l o n g . \ n L i m i t 	 V i d e o   t e r l a l u   p a n j a n g 	 5	@	!	?	/	K	  ,	9	A	$	  2		,	>		 V i d e o   f o r   l a n g \ n G r  n s e 	 V i d e o   j e   p Y l i a  d l o u h  \ n L i m i t 	 W i d e o   z a   d Bu g i e \ n O g r a n i c z e n i e 	 A   v i d e    t  l   h o s s z  	 [ V i d e o   l i i a n   p i t k  \ n R a j a 	 V i d e o   f o r   l a n g \ n G r e n s e 	 V i d e o   p r  l i a  d l h  \ n L i m i t 	 V i d e o   t e   l a n g 	 V i d e o k l i p p   f  r   l  n g \ n B e g r  n s n i n g 	 V i d e o   j e   p r e d u g \ O g r a n i 
e n j e 	 D u r a t a   c l i p u l u i   v i d e o   e s t e   p r e a   m a r e 	 V e l i k o s t   V i d e a   p r e v e l i k a \ n O m e j i t e v 	     \ 	       	 845>B>  ?@5:0;5=>  4J;3>\ =53@0=8G5=85	 5	M	9	?	!	?	/	K	  .	0	M	/	>	&	>	*	G		M	7	>	  	>	8	M	$	  	9	G	\ n 2	?	.	?			 AJDE  .JDI  7HD'FI  '3*  	 HH  (*  DE('/ ''H1  -/	     \   	 					  							  						 +
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 	     , \ n   	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t e   l a n k 	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t o o   l o n g , \ n l i m i t   	 V i d e o   t o o   l o n g , \ n l i m i t   	 	 	 V i d e o   s h u m e   e   g j a t e 	 					'   				  					 	 	 	 	 	 	 	 V  d e o   m u i t o   l o n g o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ F I L E _ L I M I T _ F I L E _ T O O _ L A R G E 	 F M G R 	 P O P U P 	 F i l e   t o o   l a r g e , \ n l i m i t ( i n   t h e   p o p u p ) 	 F i l e   t o o   l a r g e   	 jHhN'Y	 eNǏ'Y	 D%LC+
H@4D	 A r c h i v o   m u y   g r a n d e 	 F i c h i e r   t r o p   g r o s , 	 D a t e i   z u   g r o  	 $09;  A;8H:><  1>;LH>9  	 F i l e   t r o p p o   g r a n d e . 	 'DEDA  C(J1  ,/'  \ n   E-/H/	 F i c h e i r o   m u i t o   g r a n d e 	 D o s y a    o k   b  y  k . 	 T p   q u    l n 	 F i l e   t o o   l a r g e . \ n L i m i t 	 F a i l   t e r l a l u   b e s a r 	 +	>		2	  ,	9	A	$	  ,	\	@		 F i l   f o r   s t o r \ n G r  n s e 	 S o u b o r   j e   p Y l i a  v e l k  \ n L i m i t 	 P l i k   z b y t   o b s z e r n y \ n O g r a n i c z e n i e 	 A   f  j l   t  l   n a g y 	 [ T i e d o s t o   l i i a n   s u u r i \ n R a j a 	 F i l   f o r   s t o r \ n G r e n s e 	 S  b o r   p r  l i a  d l h  \ n L i m i t 	 B e s t a n d   t e   g r o o t 	 F i l   f  r   s t o r \ n B e g r  n s n i n g 	 d a t o t e k a   p r e v e l i k a \ O g r a n i 
e n j e 	 F i _i e r u l   e s t e   p r e a   m a r e 	 D a t o t e k a   p r e v e l i k a \ n O m e j i t e v 	     \ 	     	 $09;JB  ?@5:0;5=>  3>;O<\ =53@0=8G5=85	 +	>		2	  .	0	M	/	>	&	>	*	G		M	7	>	  	>	8	M	$	\ n 2	?	.	?			 ~1HF/G  .JDI  (21  '3*  	 A'&D  (*  DE('/   'H1  -/	     \   	 				  							  				 +
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	 +H2M  >2>  *F&M&&?\ (M  2?.?M	 $09;  70=04B>  25;8:89\ n 1<565==O	 



  


  



  

, \ n l i m i t 	     , \ n   	 F i l e   t o o   l a r g e , \ n l i m i t   	 F i l e   t o o   l a r g e , \ n l i m i t   	 F i l e   t o o   l a r g e , \ n l i m i t   	 L  e r   t e   g r o o t 	 F i l e   t o o   l a r g e , \ n l i m i t   	 F i l e   t o o   l a r g e , \ n l i m i t   	 F i l e   t o o   l a r g e , \ n l i m i t   	 F i l e   t o o   l a r g e , \ n l i m i t   	 F i l e   t o o   l a r g e , \ n l i m i t   	 F i l e   t o o   l a r g e , \ n l i m i t   	 	 	 D o k u m e n t i   s h u m e   I   m a d h 	 				  				  					 	 	 	 	 	 	 	 A r q u i v o   m u i t o   g r a n d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ D R V _ F R E E _ S P A C E 	 F M G R 	 C 2 1 1 _ 1 	 F r e e : ( i n   t h e   l i s t ; p r e f i x ) 	 F r e e : 	 S(u	 S(u	 'H2: 	 D i s p o n i b l e : 	 L i b r e : 	 F r e i : 	 !2>1>4=>: 	 L i b e r a :   	 .'DJ  : 	 L i v r e : 	 B o _: 	 C    t h   d  n g : 	 G r a t i s : 	 B e b a s : 	 .	A		M	$	:  	 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	 S z a b a d : 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 V r i j : 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	 L i b e r : 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	 : 	 [ 0@B0  A  0<5B] 	 .	K	+	$	: 	 "2'/: 	 .'D: 	 : 	 									: 	 .
A
+
$
: 	 +M0@: 	 V;L=>: 	 


: 	 / : 	 F r e e : 	 F r e e : 	 F r e e : 	 V r y : 	 F r e e : 	 F r e e : 	 F r e e : 	 F r e e : 	 F r e e : 	 F r e e : 	 +
M
0
@
: 	 .AM$: 	 L i r e : 	 					: 	 	 	 	 	 	 	 	 L i v r e : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ D R V _ T O T A L _ S P A C E 	 F M G R 	 C 2 1 1 _ 1 	 T o t a l : ( i n   t h e   l i s t ; p r e f i x ) 	 T o t a l : 	 hQ	 hQ	 1I+!: 	 T o t a l : 	 T o t a l : 	 G e s a m t : 	 A53>: 	 T o t a l e :   	 E,EH9  : 	 T o t a l : 	 T o p l a m : 	 T n g   s : 	 J u m l a h : 	 J u m l a h : 	 	A	2	:  	 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	  s s z e s : 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 T o t a a l : 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	 T o t a l : 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	 " : 	 [ 0@B0  A  0<5B] 	 		B	#	: 	 D: 	 yHyD: 	 : 	 			: 	 
B
2
: 	 .J$M$: 	 AL>3>: 	 


: 	 : 	 T o t a l : 	 T o t a l : 	 T o t a l : 	 T o t a a l : 	 T o t a l : 	 T o t a l : 	 T o t a l : 	 T o t a l : 	 T o t a l : 	 T o t a l : 	 

F
: 	 8.A&>_: 	 T o t a l : 	 			: 	 	 	 	 	 	 	 	 T o t a l : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ F I L E _ D A T E 	 F M G R 	 C 2 1 1 _ 1 	 D a t e : ( i n   t h e   l i s t ; p r e f i x ) 	 D a t e : 	 eg	 eg	 '15H: 	 F e c h a : 	 D a t e   : 	 D a t u m : 	 0B0:   	 D a t a : 	 *'1J.  : 	 D a t a : 	 T a r i h : 	 N g  y : 	 T a n g g a l : 	 T a r i k h : 	 &	?	(	>			:  	 D a t o : 	 D a t u m : 	 D a t a : 	 D  t u m : 	 P  i v  y s : 	 D a t o : 	 D  t u m : 	 D a t u m : 	 D a t u m : 	 D a t u m : 	 D a t a : 	 D a t u m : 	 D a t e : 	 : 	 0B0: 	 $	>	0	@		: 	 *'1.: 	 *'1.: 	 : 	 					: 	 $
>
0
@

: 	 $G&@: 	 0B0: 	 




: 	 : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t u m : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 $
@
/
$
?
: 	 $>0?: 	 D a t a : 	 					: 	 	 	 	 	 	 	 	 D a t a : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ F I L E _ S I Z E 	 F M G R 	 C 2 1 1 _ 1 	 S i z e : ( i n   t h e   l i s t ; p r e f i x ) 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@:   	 D i m e n s i o n e : 	 -,E  : 	 T a m a n h o : 	 B o y u t : 	 C : 	 U k u r a n : 	 S a i z : 	 		>	0	:  	 S t r : 	 V e l i k o s t : 	 R o z m i a r : 	 M  r e t : 	 K o k o : 	 S t  r r e l s e : 	 V e >k o s e: 	 G r o o t t e : 	 S t o r l e k : 	 V e l i 
i n a : 	 D i m e n s i u n e : 	 V e l i k o s t : 	 : 	 : 	  07<5@: 	 		>	0	: 	 'F/'2G: 	 3'&2: 	 : 	 				: 	 

>
0
: 	 8HA: 	  >7<V@: 	 

: 	 : 	 S i z e : 	 S i z e : 	 S i z e : 	 G r o o t t e : 	 S i z e : 	 S i z e : 	 S i z e : 	 S i z e : 	 S i z e : 	 S i z e : 	 5
2
?
*
M
*

: 	 >0: 	 M a d h e s i a : 	 				: 	 	 	 	 	 	 	 	 T a m a n h o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ O T G _ U N S U P P O R T 	 F M G R 	 P O P U P 	 D e v i c e   u n s u p p o r t e d ,   p l e a s e   r e - c o n n e c t 	 D e v i c e   u n s u p p o r t e d ,   p l e a s e   r e - c o n n e c t 	 ݈n
N/ecˊ͑e#P}	 ňn
N/ec͑eޏc	 D!H#-#1-8#L  B#@
7H-!H-C+!H	 D i s p o s i t i v o   n o   c o m p a t i b l e ,   p o r   f a v o r ,   v u e l v a   a   c o n e c t a r 	 A p p a r e i l   n o n   p r i s   e n   c h a r g e ,   v e u i l l e z   r e c o n n e c t e r 	 G e r  t   n i c h t   u n t e r s t  t z t ,   b i t t e   n e u   v e r b i n d e n 	 #AB@>9AB2>  =5  ?>445@68205BAO,   ?>4A>548=8B5  70=>2>	 D i s p o s i t i v o   n o n   s u p p o r t a t o .   R i c o l l e g a t i . 	 'D,G'2  D'  */9E,   '*5D  D'-B'	 D i s p o s i t i v o   n  o   s u p o r t a d o ,   v o l t a r   a   l i g a r 	 A y g 1t   d e s t e k l e n m i y o r   l  t f e n   y e n i d e n   b a l a n 1n 	 T h i t   b   k h  n g   h   t r ,   h  y   k t   n i   l i 	 ( K a r t u   M e m o r i ] 	 P e r a n t i   t a k   d i s o k o n g ,   s i l a   s a m b u n g   s e m u l a 	 		*		0	#	  8	.	0	M	%	(	  (	9	@		  	0	$	>	,   	C	*	/	>	  &	K	,	>	0	>	  	(	G		M		  	0	G			 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	 N e m   t  m o g a t o t t   e s z k  z .   C s a t l a k o z t a s s a    j r a 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 A p p a r a a t   n i e t   o n d e r s t e u n d ,   m a a k   o p n i e u w   v e r b i n d i n g 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	 D i s p o z i t i v u l   n u   e s t e   a c c e p t a t ,   r e c o n e c t a ci - v 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	     ,     	 [ 0@B0  A  0<5B] 	 !	?	5	M	9	>		8	  8	*	K	0	M		  	0	$	  (	>	9	@	,   	C	*	>	  	0	B	(	  *	A	(	M	9	>	  	(	G		M		 H3JDG  ~4*J('FI  F4/G  D7A'  /H('1G  "F1'  E*5D  FE'JJ/	 H'&3  :1  -E'*  'A*  (1'&  E1('F  /H('1  1'(7  ,&	     ,       	 " 						  								,   							  			  						  						  					 8
>
'
(
  
8
9
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
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,   
M
0
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  &
A
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>
0
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  
K
!
<
K
" " " 	 !?5HM  A  .&M&$A  2G&A  &/G8?  0?(FM  G/!?	 @8AB@V9  =5  ?V4B@8<CTBLAO,   1C4L  ;0A:0,   ?V4' T4=09B5  7=>2C	 




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	   ,       	 I d i v a y s i   a y i s a p h o t h i w e ,   s i c e l a   u x h u m e   k a b u s h a 	 I s i x h o b o   a y i x h a s w a n g a ,   n c e d a   q h a g a m s h e l a   k w a k h o n a 	 K i f a a   h a k i k u b a l i w i ,   t a f a d h a l i   u n g a n i s h a   t e n a 	  .r e n g i n y s   n e p a l a i k o m a s ,   p r i j u n k i t e   d a r   k a r t  	  .r e n g i n y s   n e p a l a i k o m a s ,   p r i j u n k i t e   d a r   k a r t  	 I e r +c e   n e t i e k   a t b a l s t +t a ,   l kd z u ,   p i e v i e n o j i e t   v l r e i z 	 S e a d e   t o e t u s e t a ,   l o o   u u e s t i    h e n d u s 	 Mah  avpataerelk  g,   mvdxt  ev  ookv  tkaval	       ,       	  D i s p o z i t i v u l   n u   e s t e   a c c e p t a t ,   v   r u g m   s   v   r e c o n e c t a ci  	 	
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 S T R _ F M G R _ O T G _ C O N N E C T I N G 	 F M G R 	 P O P U P 	 O T G   c o n n e c t i n g 	 O T G   c o n n e c t i n g 	 O T G   #}-N	 O T G   T:g-N	 3%1@
7H-!H-  O T G 	 C o n e x i  n   O T G 	 C o n n e x i o n   O T G   e n   c o u r s 	 O T G - V e r b i n d u n g 	 !>548=5=85  O T G   	 C o n n e s s i o n e   O T G   i n   c o r s o 	 ,'1M  'D'*5'D  'DE('41    O T G 	 A   l i g a r   O T G 	 O T G   b a l a n 1y o r 	 a n g   k t   n i   O T G     	 ( K a r t u   M e m o r i ] 	 O T G   m e n y a m b u n g 	 O T G     	(	G		M		  	?	/	>	  	>	  0	9	>	  9	H		 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	 O T G   c s a t l a k o z  s   f o l y a m a t b a n 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 O T G   b e z i g   m e t   v e r b i n d e n 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	 C o n e c t a r e   O T G 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	 O T G   	 [ 0@B0  A  0<5B] 	 		@		@	  8		*	0	M		$	>	  	K	!		 (1B1'1  '1*('7  O T G 	 'H  y  ,  1'(7  11  	   	 	. 		. 		  					  						 

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	 O T G   	 I - O T G   i y a x h u m a 	 I q h a g a m s h e l a   i - O T G 	 I n a u n g a n i s h a   O T G 	 O T G   k o p p e l   t a n s 	 J u n g i a m a   O T G   	 O T G   p i e v i e n o aa n a 	 O T G    h e n d u s e   l o o m i n e 	 O T G   tkaxt	 O T G   	 C o n e c t a r e   O T G 	 O T G   
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 
 S T R _ F M G R _ O T G _ S T O P _ C O N N E C T I N G 	 F M G R 	 P O P U P 	 O T G   s t o p   c o n n e c t i n g 	 O T G   s t o p   c o n n e c t i n g 	 O T G   -Ne#}	 O T G   -NeT:g	 O T G   +"82#@
7H-!H-  	 D e t e n e r   c o n e x i  n   O T G 	 A r r  t   c o n n e x i o n   O T G 	 O T G - S t o p p   V e r b i n d u n g 	 AB0=>2:0  A>548=5=8O  O T G   	 I n t e r r u z i o n e   c o n n e s s i o n e   O T G   i n   c o r s o 	 EB'79)  '*5'D  E('41  O T G 	 P a r a   l i g a   o   O T G 	 O T G   b a l a n m 1y o r 	 K t   n i   O T G   b   n g t   q u  n g 	 ( K a r t u   M e m o r i ] 	 O T G   b e r h e n t i   m e n y a m b u n g 	 O T G   	(	G		M		  	0	(	>	  0	K		G			 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	 O T G   c s a t l a k o z  s   s t o p 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 O T G   s t o p p e n   m e t   v e r b i n d i n g   m a k e n 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	  n t r e r u p e r e   c o n e c t a r e   O T G 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	 O T G     	 [ 0@B0  A  0<5B] 	 		@		@	  8		*	0	M		$	>	  ,		&		 B79  '1*('7  O T G 	 'H  y  ,  1'(7  '3y'~	     	 	. 		. 		  					  				  						 

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	 O T G     	 I - O T G   i y e k a   u k u x h u m a 	 I - O T G   i y e k a   u k u q h a g a m s h e l a 	 W a c h a   k u u n g a n i s h a   O T G 	 O T G - v e r b i n d i n g   b e  i n d i g 	 S u s t a b d y t i   O T G   j u n g i m 	 A p t u r t   O T G   p i e v i e n o aa n u 	 O T G    h e n d u s e   k a t k e s t a m i n e 	 O T G   hvdpael  tkaxth	 O T G     	  n t r e r u p e r e   c o n e c t a r e   O T G 	 O T G   
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 S T R _ F M G R _ O T G _ N O _ R E S P O N S E 	 F M G R 	 P O P U P 	 O T G   n o   r e s p o n s e ( i n   t h e   p o p u p ) 	 O T G   n o   r e s p o n s e 	 O T G   !qVa	 O T G   eT^	 O T G   D!H-*-	 O T G   s i n   r e s p u e s t a 	 P a s   d e   r  p o n s e   O T G 	 O T G   k e i n e   R e a k t i o n 	 O T G   =5  >B25G05B	 N e s s u n a   r i p o s t a   O T G 	 O T G   DE  J1/	 O T G   s e m   r e s p o s t a 	 O T G   y a n 1t   v e r m i y o r 	 O T G   k h  n g   p h n   n g 	 ( K a r t u   M e m o r i ] 	 O T G   t i a d a   r e s p o n s 	 O T G   8	G	  	K		  0	?	8	M	*	I		8	  (	9	@			 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	 N i n c s   O T G   v  l a s z 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 O T G   g e e n   r e a c t i e 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	 A p l i c a ci a   O T G   n u   r s p u n d e 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	 O T G     	 [ 0@B0  A  0<5B] 	 		@		@	  		$	M	$	0	  (	>	9	@		 O T G   ~'3.  F/'/	 'H  y  ,  H&  ,H'(  F	     	 	. 		. 		  					  				 

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	 ??  0F8M>(M8M  2G&A	 5<0T  2V4?>2V4V  O T G 	 O T G   



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	 O T G     	 O T G   n o   r e s p o n s e 	 O T G   n o   r e s p o n s e 	 O T G   n o   r e s p o n s e 	 O T G   g e e n   r e a k s i e   n i e 	 O T G   n o   r e s p o n s e 	 O T G   n o   r e s p o n s e 	 O T G   n o   r e s p o n s e 	 O T G   n o   r e s p o n s e 	 O T G   n o   r e s p o n s e 	 O T G   n o   r e s p o n s e 	 O T G   *
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	 O T G   L#8?  *M0$?M0?_>  (>9?	 O T G   H N P   p a   p e r g j i g j e 	 O T G   						  				 	 	 	 	 	 	 	 O T G   s e m   r e s p o s t a 	 	 	 	 	 	 	 	 O T G   e r a n t z u n i k   e z 	 H i n d i   s u m a s a g o t   a n g   O T G 	 O T G   n o n   r e s p o n d e 	 K w s i   n j i k   O T G 	 O T G   g a n   f r e a g a i r t 
 
 S T R _ F M G R _ O T G _ H N P _ P R O C E S S 	 F M G R 	 P O P U P 	 O T G   H N P   p r o c e s s i n g ( i n   t h e   s c r e e n ) 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   Ut-N	 O T G   H N P   Yt-N	 3%1#0!'%%  O T G   H N P 	 P r o c e s a n d o   H N P   O T G 	 T r a i t e m e n t   H N P   O T G   e n   c o u r s 	 O T G   H N P - V e r a r b e i t u n g 	 1@01>B:0  O T G   H N P 	 E l a b o r a z i o n e   O T G   H N P   i n   c o r s o 	 ,'1M  'DE9'D,)  O T G   H N P 	 A   p r o c e s s a r   O T G   H N P 	 O T G   H N P   i _l e n i y o r 	 O T G   H N P   a n g   x   l  	 ( K a r t u   M e m o r i ] 	 O T G   m e m p r o s e s   H N P 	 O T G   H N P   *	M	0		M	0	?	/	>	  	>	0	@		 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	 O T G   H N P   f o l y a m a t b a n 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 O T G   H N P   b e z i g   m e t   v e r w e r k e n 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	 P r o c e s a r e   O T G   H N P 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	 O T G     H N P 	 [ 0@B0  A  0<5B] 	 		@		@	  			(	*	@	  	M	0	?	/	>	6	@	2	  	9	G		 O T G   H N P   /1  -'D  ~1/'24	 'H  y  ,  '  'F  ~  ~1H33F	     	 	. 		. 		  							  												 

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	 O T G         	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   v e r w e r k   t a n s 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   p r o c e s s i n g 	 O T G   H N P   *
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 
 S T R _ F M G R _ O T G _ H N P _ S T O P 	 F M G R 	 P O P U P 	 O T G   H N P   s t o p ( i n   t h e   p o p u p ) 	 O T G   H N P   s t o p 	 O T G   H N P   -Ne	 O T G   H N P   -Ne	 O T G   H N P   +"8	 D e t e n e r   H N P   O T G 	 A r r  t   H N P   O T G 	 O T G   H N P - S t o p p 	 AB0=>2:0  O T G   H N P 	 I n t e r r u z i o n e   O T G   H N P 	 EB'79)  O T G   H N P 	 P a r a r   O T G   H N P 	 O T G   N H P   d u r d u 	 O T G   H N P   d n g 	 ( K a r t u   M e m o r i ] 	 O T G   b e r h e n t i   H N P 	 O T G   H N P   8	M		I	*		 [ H u k o m m e l s e   K o r t ] 	 [ P a m eo v    k a r t a ] 	 [ K a r t a   p a m i c i ] 	 O T P   H N P   s t o p 	 [ M u i s t i k o r t t i ] 	 [ M i n n e k o r t ] 	 [ P a m  eo v    k a r t a ] 	 O T G   H N P   s t o p 	 [ M i n n e s k o r t ] 	 [ M e m o r i j s k a   k a r t i c a ] 	  n t r e r u p e r e   O T G   H N P 	 [ K a r t i c a   S p o m i n a ] 	 [   ] 	 O T G   H N P   	 [ 0@B0  A  0<5B] 	 		@		@	  			(	*	@	  %	>		,	>		 *HBA  O T G   H N P 	 'H  y  ,  '  'F  ~  '3y'~	     	 	. 		. 		  							  				  	 

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	 ??  9FM(M  *?  8M2>*M	 C?8=:0  O T G   H N P 	 O T G   H N P   


	 O T G         	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   s t o p 	 O T G   H N P   (
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	 O T G   H N P   ,(M&	 N d a l   O T G   H N P 	 O T G   H N P   		  				 	 	 	 	 	 	 	 P a r a d a   d e   H N P   O T G 	 	 	 	 	 	 	 	 O T G   H N P   g e l d i t u 	 I t i g i l   a n g   O T G   H N G 	 D e t e r   H N P   O T G 	 O T G   H N P   n a - e h i g h a r 	 O T G   s t a d   H N P 
 
 S T R _ F M G R _ I N V A L I D _ E M S _ F O R M A T 	 F M G R 	 P O P U P 	 E M S   f i l e   o n l y ( i n   t h e   p o p u p ) 	 E M S   f i l e   o n l y 	 SO(u  E M S   jHh	 SO(u  E M S   eN	 @	20D%L  E M S 	 S o l o   e l   a r c h i v o   E M S 	 F i c h i e r   E M S   s e u l e m e n t 	 N u r   E M S - D a t e i 	 ">;L:>  D09;  E M S   	 S o l o   f i l e   E M S   	 EDA  E M S     AB7	 A p e n a s   f i c h e i r o   E M S 	 S a l t   E M S   D o s y a l a r 1  	 C h   c    t h   d  n g   t p     E M S 	 b e r k a s   E M S   s a j a 	 F a i l   E M S   s a h a j a 	 	G	5	2	  E M S   +	>		2	 	 K u n   E M S   F i l 	 P o u z e   s o u b o r y   E M S 	 T y l k o   p l i k   E M S 	 C s a k   E M S   f  j l 	 V a i n   E M S - t i e d o s t o 	 K u n   E M S - f i l 	 I b a   s  b o r   E M S 	 A l l e e n   E M S - b e s t a n d 	 E n d a s t   E M S - f i l e r 	 S a m o   E M S   d a t o t e k a 	 N u m a i   f i _i e r e   E M S 	 E M S   d a t o t e k a   s a m o 	     E M S 	   E M S   	 E M S   D09;  A0<>	 +		M	$	  		.		8	  +	>		2	  	 AB7  A'D  E M S 	 51AE M S   A'&D	     	 									  					  					 8
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	 8M  +H2M  .>$M0.G	 "V;L:8  E M S   D09;	 




  E M S   



	      	 E M S   f i l e   o n l y 	 E M S   f i l e   o n l y 	 E M S   f i l e   o n l y 	 S l e g s   E M S - l  e r 	 E M S   f i l e   o n l y 	 E M S   f i l e   o n l y 	 E M S   f i l e   o n l y 	 E M S   f i l e   o n l y 	 E M S   f i l e   o n l y 	 E M S   f i l e   o n l y 	 E M S   +
/
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
	 E M S   +>2  G,3	 D o k u m e n t i   E M S   v e t e m 	 				  E M S   					 	 	 	 	 	 	 	 A r q u i v o   E M S   a p e n a s 	 	 	 	 	 	 	 	 E M S   f i t x a t e g i a   b a k a r r i k 	 E M S   n a   f i l e   l a m a n g 	 S    f i c h e i r o   E M S 	 K w s   O T G   H N P 	 C o m h a d   E M S   a m h  i n 
 
 S T R _ F M G R _ U S E 	 F M G R 	 I C O N T E X T ,   T I T L E 	 U s e ( i n   t h e   m e n u ) 	 U s e   a s 	 (u\O	 (u\O	 C
I@G	 U s a r   c o m o 	 U t i l i s e r   c o m m e 	 V e r w e n d e n   a l s 	 @8<5=5=85	 U t i l i z z a   c o m e 	 '3*./'E	 U t i l i z a r   c o m o 	 o l a r a k   k u l l a n 	 D  n g   l  m 	 G u n a k a n   s e b a g a i 	 G u n a   s e b a g a i 	 	@	  $	0	9	  *	M	0	/	K		  	0	G			 	 	 	 H a s z n  l a t   m  s k  n t 	 	 	 	 G e b r u i k e n   a l s 	 	 	 U t i l i z a r e   c a 	 	 	   	 	 	 '3*A'/G  (9FH'F	 	 	 							  					 	 	 	 




  


	 	 U s e 	 U s e 	 U s e 	 G e b r u i k   a s 	 U s e 	 U s e 	 U s e 	 U s e 	 U s e 	 U s e 	 	
*
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A
	 ,M_,9>0	 P e r d o r   s i 	 								 	 	 	 	 	 	 	 U s a r   c o m o 	 	 	 	 	 	 	 	 H a u   b e z e l a   e r a b i l i : 	 G a m i t i n   b i l a n g 	 U s a r   c o m o 	 S s   f a l   E M S 	  s  i d   m a r 
 
 S T R _ I D _ F M G R _ Q U E S T I O N _ M A R K 	 F M G R 	 P O P U P C O N F I R M 	 Q u e s t i o n   m a r k ( a   c h a r a c t e r   f o r   q u e s t i o n   m a r k ) 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	  ?  	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 
 
 S T R _ F M G R _ M A R K _ S E V E R A L 	 F M G R 	 I C O N T E X T 	 M a r k   s e v e r a l ( i n   t h e   m e n u ) 	 S e l e c t   m u l t i p l e 	 Yx	 Y		 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? 	 M a r c a r   v a r i o s 	 C o c h e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 K1@0BL  =5A:>;L:>	 C o n t r a s s e g n a   a l c u n i   	 ? ? ? ? ?   ? ? ? ? ? ? ? 	 A s s i n a l a r   v  r i o s 	 ? e ? i t l i   s e ? e n e ? i n i   i ? a r e t l e 	 ? a   t h a o   t  c 	 T a n d a i   b e b e r a p a 	 T a n d a k a n   b e b e r a p a 	 ? ?   ? ? ? ? ? ? ?   ? ? ? ? 	 	 	 	 T ? b b   k i j e l ? l  s e 	 	 	 	 D i v e r s e   m a r k e r e n 	 	 	 M a r c a r e   m a i   m u l t e   f i ? i e r e 	 	 	 ? ? ?   ? ? ? 	 	 	 ? ? ? ? ? ? ? ? ? ?   ? ? ?   ? ? ? ? 	 	 	 ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? ? 	 	 	 	 ? ? ? ? ?   ? ? ? ? ?   ? ? ? 	 ? ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? ?   ? ? ? ? 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M e r k   v e r s k e i e 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 ? ? ? ? ? ?   ? ? ? ? ? ? 	 ? ? ? ? ? ? ?   ? ? ? ? ? ?   ? ? ? ? ? ? 	 S h e n o   d i s a 	 ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? 	 	 	 	 	 	 	 	 M a r c a r   v  r i o s 	 	 	 	 	 	 	 	 B a t   b a i n o   g e h i a g o   m a r k a t u 	 M a r k a h a n   a n g   i l a n 	 M a r c a r   v a r i o s 	 M a a k ? a   ? t ? t ? 	 M a r c  i l   r o i n n t 
 
 S T R _ F M G R _ M A R K _ D E L E T E 	 F M G R 	 I C O N T E X T ,   P O P U P C O N F I R M 	 D e l e t e   m a r k e d ( i n   t h e   m e n u ) 	 D e l e t e   m a r k e d 	 *Rdj	  Rdh	 %5H!2#L	 E l i m i n a r   m a r c a d o s 	 S u p p r i m e r   l e s   c o c h  s 	 M a r k i e r t e s   l  s c h e n 	 #40;8BL  2K45;5==>5	 E l i m i n a   c o n t r a s s e g n a t i 	 E3-  'D*9DJB	 E l i m i n a r   a s s i n a l a d o s 	 S i l   s e  e n e i   i _a r e t l e n d i 	 X  a    n h   d u 	 H a p u s   y a n g   d i t a n d a i 	 H a p u s   y a n g   d i t a n d a 	 	?	(	M	9	?	$	  .	?		>				 	 	 	 A   m e g j e l  l t e k   t  r l  s e 	 	 	 	 G e m a r k e e r d e   v e r w i j d e r e n 	 	 	 ^t e r g e r e   f i _i e r e   m a r c a t e 	 	 	   	 	 	 -0A  EH'1/  9D'E*  /'1	 	 	 							  						  				 	 	 	 




  






  



  



	   	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 S k r a p   g e m e r k t e s 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 

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	 ?9M(  9K%?,>  ,?2K*  0(M$A	 F s h i   t e   s h e n u a r a t 	 							  				 	 	 	 	 	 	 	 E x c l u i r   m a r c a d a 	 	 	 	 	 	 	 	 M a r k a t u a k   e z a b a t u 	 T a n g g a l i n   a n g   n a k a m a r k a 	 B o r r a r   m a r c a d o 	 K a c h a p   n d   a m a k r 	 S c r i o s   i a d   s i  d   a t    m a r c  i l t e 
 
 S T R _ F M G R _ M A R K _ C O P Y 	 F M G R 	 I C O N T E X T 	 C o p y   m a r k e d ( i n   t h e   m e n u ) 	 C o p y   m a r k e d 	 j	 
Y6Rh	 1%-5H!2#L	 C o p i a r   m a r c a d o s 	 C o p i e r   l e s   c o c h  s 	 M a r k i e r t e s   k o p i e r e n 	 >?8@>20BL  2K45;5==>5	 C o p i a   c o n t r a s s e g n a t i 	 F3-  'D*9DJB	 C o p i a r   a s s i n a l a d o s 	 K o p y a l a   s e  e n e i   i _a r e t l e n d i   	 S a o   c h  p    n h   d u 	 S a l i n   y a n g   d i t a n d a i 	 S a l i n   y a n g   d i t a n d a 	 	?	(	M	9	?	$	  	I	*	@	  	0	G			 	 	 	 A   m e g j e l  l t e k   m  s o l  s a 	 	 	 	 G e m a r k e e r d e   k o p i  r e n 	 	 	 C o p i e r e   f i _i e r e   m a r c a t e 	 	 	   	 	 	 ~  EH'1/  9D'E*  /'1	 	 	 							  				  				 	 	 	 




  




  





	     	 C o p y   m a r k e d 	 C o p y   m a r k e d 	 C o p y   m a r k e d 	 K o p i e e r   g e m e r k t e s 	 C o p y   m a r k e d 	 C o p y   m a r k e d 	 C o p y   m a r k e d 	 C o p y   m a r k e d 	 C o p y   m a r k e d 	 C o p y   m a r k e d 	 

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	 ?9M(  9K%?,>  *?  0(M$A	 K o p j o   t e   s h e n u a r a t 	 							  									  				 	 	 	 	 	 	 	 C o p i a r   m a r c a d o 	 	 	 	 	 	 	 	 M a r k a t u a k   k o p i a t u 	 K o p y a h i n   a n g   n a k a m a r k a 	 C o p i a r   m a r c a d o 	 K p a   n d   a m a k r 	 C  i p e  i l   i a d   s i  d   a t    m a r c  i l t e 
 
 S T R _ F M G R _ M A R K _ M O V E 	 F M G R 	 I C O N T E X T 	 M o v e   m a r k e d ( i n   t h e   m e n u ) 	 M o v e   m a r k e d 	 ,dyj	 yRh	 "I2"5H!2#L	 M o v e r   m a r c a d o s 	 D  p l a c e r   l e s   c o c h  s 	 M a r k i e r t e s   v e r s c h i e b e n 	 5@5<5AB8BL  2K45;5==>5	 S p o s t a   c o n t r a s s e g n a t i 	 FBD  'D*9DJB	 M o v e r   a s s i n a l a d o s 	 T a _1  s e  e n e i   i _a r e t l e n d i 	 D i    n h   d u 	 P i n d a h k a n   y a n g   d i t a n d a i 	 P i n d a h k a n   y a n g   d i t a n d a 	 	?	(	M	9	?	$	  	K	  2	G	  	>				 	 	 	 A   m e g j e l  l t e k    t h e l y e z  s e 	 	 	 	 G e m a r k e e r d e   v e r p l a a t s e n 	 	 	 M u t a r e   f i _i e r e   m a r c a t e 	 	 	   	 	 	 'F*B'D  EH'1/  9D'E*  /'1	 	 	 							  					  				 	 	 	 




  






  




	   	 M o v e   m a r k e d 	 M o v e   m a r k e d 	 M o v e   m a r k e d 	 S k u i f   g e m e r k t e s 	 M o v e   m a r k e d 	 M o v e   m a r k e d 	 M o v e   m a r k e d 	 M o v e   m a r k e d 	 M o v e   m a r k e d 	 M o v e   m a r k e d 	 

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	 ?9M(  9K%?,>  (?(M$A	 L e v i z   t e   s h e n u a r a t 	 							  		  					 	 	 	 	 	 	 	 M o v e r   m a r c a d o 	 	 	 	 	 	 	 	 M a r k a t u a k   m u g i t u 	 I l i p a t   a n g   n a k a m a r k a 	 M o v e r   m a r c a d o 	 P a g h a a   n d   a m a k r 	 A i s t r i g h   i a d   s i  d   a t    m a r c  i l t e 
 
 S T R _ F M G R _ M A R K _ P R I N T 	 F M G R 	 I C O N T E X T 	 P r i n t   m a r k e d ( i n   t h e   m e n u ) 	 P r i n t   v i a   P i c t B r i d g e 	 }P i c t B r i d g e RpS	 ǏP i c t B r i d g e SbpS	 4!LI'"4#4L	 I m p r i m i r   a   t r a v  s   d e   P i c t B r i d g e 	 I m p r i m e r   v i a   P i c t B r i d g e 	 D r u c k e n    b e r   P i c t B r i d g e 	 0?5G0B0BL  2K45;5==>5	 S t a m p a   c o n t r a s s e g n a t i 	 7('9)  9(1  P i c t B r i d g e 	 I m p r i m i r   a t r a v  s   d e   P i c t B r i d g e 	 P i c t B r i d g e   i l e   y a z d 1r 	 I n   q u a   P i c t B r i d g e 	 C e t a k   v i a   P i c t B r i d g e 	 C e t a k   m e l a l u i   P i c t B r i d g e 	 *	?		M		,	M	0	?		  &	M	5	>	0	>	  *	M	0	?	(	M			 	 	 	 N y o m t a t  s   P i c t B r i d g e   s e g  t s  g  v e l 	 	 	 	 A f d r u k k e n   v i a   P i c t B r i d g e 	 	 	 I m p r i m a r e   p r i n   P i c t B r i d g e 	 	 	     P i c t B r i d g e 	 	 	 '~  '271B  P i c t B r i d g e 	 	 	 P i c t B r i d g e - 		  							  						 	 	 	 	 	 P r i n t   m a r k e d 	 P r i n t   m a r k e d 	 P r i n t   m a r k e d 	 D r u k   v i a   P i c t B r i d g e 	 P r i n t   m a r k e d 	 P r i n t   m a r k e d 	 P r i n t   m a r k e d 	 P r i n t   m a r k e d 	 P r i n t   m a r k e d 	 P r i n t   m a r k e d 	 

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	 ?9M(  9K%?,>  .A&M0#  0(M$A	 S h t y p   t e   s h e n u a r a t 	 							  							  				 	 	 	 	 	 	 	 I m p r i m i r   v i a   P i c t B r i d g e 	 	 	 	 	 	 	 	 P i c t B r i d g e   b i t a r t e z   i n p r i m a t u 	 I - p r i n t   g a m i t   a n g   P i c t B r i d g e 	 I m p r i m i r   p o r   P i c t B r i d g e 	 B i e   s i t e   n a   P i c t B r i d g e 	 P r i o n t  i l   l e   P i c t B r i d g e 
 
 S T R _ F M G R _ M A R K _ M A X _ F I L E 	 F M G R 	 P O P U P 	 M a x   m a r k e d   f i l e s : ( i n   t h e   m e n u ) 	 M a x   m a r k e d   f i l e s :   	  g'Yj	  g'Yh	 D%L5H!2#L*9*8: 	 A r c h i v o s   m a r c a d o s   m  x i m o s : 	 F i c h i e r s   c o c h  s   m a x  : 	 M a x .   m a r k i e r t e   D a t e i e n : 	 0:A.   :>;8G5AB2>  2K45;5==KE  D09;>2: 	 N u m e r o   m a s s i m o   d i   f i l e   c o n t r a s s e g n a t i : 	 *9DJB  'D9//  'DB5HJ	 M  x i m o   d e   f i c h e i r o s   a s s i n a l a d o s : 	 M a k s i m u m   i _a r e t l e n e n   d o s y a l a r :   	 T p    n h   d u   l n   n h t 	 M a k s i m a l   f i l e   y a n g   d i t a n d a i :   	 M a k s i m u m   f a i l   d i t a n d a : 	 	'	?		$	.	  	?	(	M	9	?	$	  +	>		2	G			 	 	 	 M a x i m  l i s   m e g j e l  l t   f  j l s z  m : 	 	 	 	 M a x i m u m   g e m a r k e e r d e   b e s t a n d e n : 	 	 	 N u m r   m a x i m   f i _i e r e   m a r c a t e : 	 	 	     : 	 	 	 -/'+1  A'D  G'  9D'E*  /'1: 	 	 	 								  							  				  : 	 	 	 	 





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: 	      : 	 M a x   m a r k e d   f i l e s : 	 M a x   m a r k e d   f i l e s : 	 M a x   m a r k e d   f i l e s : 	 M a k s .   g e m e r k t e   l  e r s : 	 M a x   m a r k e d   f i l e s : 	 M a x   m a r k e d   f i l e s : 	 M a x   m a r k e d   f i l e s : 	 M a x   m a r k e d   f i l e s : 	 M a x   m a r k e d   f i l e s : 	 M a x   m a r k e d   f i l e s : 	 *
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 : 	 80M,>'?  ?9M(  9K%?,>  +>2  A!?	 M a k s   I   d o k u m e n t e v e   t e   s h e n u a r 	 								  							  				: 	 	 	 	 	 	 	 	 A r q u i v o s   m a r c a d o s   m  x . :   	 	 	 	 	 	 	 	 G e h i e n e z   m a r k a   d a i t e z k e n   f i t x a t e g i a k : 	 P i n a k a m a r a m i n g   m a r k a d o n g   m g a   f i l e : 	 M a x   f i c h e i r o s   m a r c a d o s : 	 F a l   a m a k r   a m a k   o l e   a c h r 	 U a s l  o n   c o m h a d   m a r c  i l t e : 
 
 S T R _ F M G R _ M A R K _ S E V E R A L _ P R E S S _ S T A R 	 F M G R 	 U N L I M 	 p r e s s   *   t o   o n / o f f ( i n   t h e   m e n u ) 	 P r e s s   *   t o   o n / o f f 	 ˊ	c* ܕ	 	c*  _sQ	   *   @7H-@4/ 4	 O p r i m a   *   p a r a   e n c e n d e r / a p a g a r 	 A p p u y e z   s u r   *   p o u r   o n / o f f 	 F  r   E i n / A u s   *   d r  c k e n 	 06<8B5  * ,   GB>1K  2:;. / 2K:;. 	 P r e m i   *   p e r   a c c e n d e r e / s p e g n e r e 	 '6:7  9DI  *   DD*4:JD/ 'D%JB'A	 P r i m a   *   p a r a   l i g a r / d e s l i g a r 	 A  m a k / K a p a t m a k   i  i n   *   t u _u n a   b a s 1n 	 n   *   b t / t t 	 T e k a n   *   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 T e k a n   *   u n t u k   n y a l a / p a d a m 	 	(	/ 	+	  	0	(	G	  	G	  *   2	?		  &	,	>				 	 	 	 *   g o m b :   b e / k i 	 	 	 	 D r u k   o p   *   o m   i n   o f   u i t   t e   s c h a k e l e n 	 	 	 A p s a ci   p e   *   p e n t r u   a c t i v a r e / d e z a c t i v a r e 	 	 	   *     / 	 	 	 (1'I  1H4F/ .'EH4  C1/F  *   1'  (A4'1J/	 	 	 ( 				/   				)   		/ 		  				  				  *   						 	 	 	 	 	 	 	 	 D r u k   *   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 S h t y p   *   t e   f i k e s h   / t e   n d e z e s h 	 		/ 		  						  *   						 	 	 	 	 	 	 	 P r e s s i o n e   *   p a r a   l i g a r / d e s l i g a r 	 	 	 	 	 	 	 	 P i z t e k o / i t z a l t z e k o   *   s a k a t u 	 P i n d u t i n   a n g   *   u p a n g   i - o n / i - o f f 	 P r e m e r   *   p a r a   p r e n d e r / a p a g a r 	 P a   *   w e e   g b a n y e / g b a n y 	 B r  i g h   *   l e   c u r   a r   s i  l / a s 
 
 S T R _ F M G R _ M A R K _ S E V E R A L _ T O U C H _ B O X 	 F M G R 	 U N L I M 	 t o u c h   b o x   t o   o n / o f f ( i n   t h e   m e n u ) 	 T o u c h   b o x   t o   o n / o f f 	 ˊxeJXܕ	 扰xeWW _sQ	 1
-L@G  @4/ 4	 T o q u e   e l   c u a d r o   p a r a   e n c e n d e r / a p a g a r   	 T o u c h e z   l a   c a s e   p o u r   o n / o f f 	 F  r   E i n / A u s   F e l d   b e r  h r e n 	 @8:>A=8B5AL  :  OI8:C,   GB>1K  2:;. / 2K:;. 	 T o c c a r e   c a s e l l a   p e r   a t t i v a r e / d i s a t t i v a r e 	 'DE3  'DE1(9  DD*4:JD/ 'D%JB'A	 P r i m a   c a i x a   p a r a   l i g a r / d e s l i g a r 	 A  m a k / K a p a t m a k   i  i n   k u t u y a   d o k u n u n 	 H  y   t i p   x  c   v  o   h p   v u  n g     m / t t 	 S e n t u h   k o t a k   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 S e n t u h   k o t a k   u n t u k   n y a l a / p a d a m 	 ,	I		M	8	  	K	  		  	0	  	(	/ 	+	  	0	G			 	 	 	 D o b o z    r i n t  s e :   b e / k i 	 	 	 	 R a a k   h e t   v a k   a a n   o m   i n   o f   u i t   t e   s c h a k e l e n 	 	 	 A t i n g e r e   c a s e t   p e n t r u   a c t i v a r e / d e z a c t i v a r e 	 	 	       / 	 	 	 (1'I  1H4F/ .'EH4  C1/F  E1(9  1'  DE3  CFJ/	 	 	 ( 				/ 				)   		/ 		  				  				    				  						  					 	 	 	 	 	 	 	 	 R a a k   a a n   b o k s   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 P r e k   k u t i n e   t e   f i k e s h   / t e   n d e z e s h 	 		/ 		  						  				  					 	 	 	 	 	 	 	 T o c a r   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 	 	 	 	 	 	 	 	 P i z t e k o / i t z a l t z e k o   k u t x a   i k u t u 	 H i p u i n   a n g   k a h o n   u p a n g   i - o n / i - o f f 	 T o c a r   a   c a i x a   p a r a   p r e n d e r / a p a g a r 	 M e t   a k p a t i   a k a   w e e   g b a n y e / g b a n y 	 T a d h a i l l   b o s c a   c h u i g   a r   s i  l / a s 
 
 S T R _ I D _ F M G R _ N O _ A V A I L A B L E _ S T O R A G E 	 F M G R 	 P O P U P 	 N o   a v a i l a b l e   s t o r a g e ( i n   t h e   m e n u ) 	 N o   a v a i l a b l e   s t o r a g e 	 !qS(u2QX[zz	 eS(uX[Pzz	 D!H!55H@G5HC
IDI	 N o   h a y   a l m a c e n a m i e n t o   d i s p o n i b l e 	 A u c u n   s t o c k a g e   d i s p o n i b l e 	 K e i n   v e r f  g b a r e s   S p e i c h e r m e d i u m 	 5B  <5AB0  4;O  E@0=5=8O	 M e m o r i a   n o n   d i s p o n i b i l e 	 D'  *H,/  E3'-)  A'1:)	 S e m   s u p o r t e   d e   a r m a z e n a m e n t o   d i s p o n  v e l 	 D e p o l a m a   y e r i   y o k   	 K h  n g   c  n   k h  n g   g i a n   b   n h 	 P e n y i m p a n a n   t i d a k   t e r s e d i a 	 T i a d a   s t o r a n   t e r s e d i a 	 8	M		K	0	G		  		*	2	,	M	'	  (	9	@			 	 	 	 N i n c s   e l  r h e t Q  t  r h e l y 	 	 	 	 O p s l a g   n i e t   b e s c h i k b a a r 	 	 	 N u   e x i s t   s p a ci u   l i b e r   d e   s t o c a r e 	 	 	       	 	 	 E-D  0.1G  EH,H/  F3*	 	 	 			  							  						  				 	 	 	 


  










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	   	 N o   a v a i l a b l e   s t o r a g e 	 N o   a v a i l a b l e   s t o r a g e 	 N o   a v a i l a b l e   s t o r a g e 	 G e e n   b e r g p l e k   b e s k i k b a a r   n i e 	 N o   a v a i l a b l e   s t o r a g e 	 N o   a v a i l a b l e   s t o r a g e 	 N o   a v a i l a b l e   s t o r a g e 	 N o   a v a i l a b l e   s t o r a g e 	 N o   a v a i l a b l e   s t o r a g e 	 N o   a v a i l a b l e   s t o r a g e 	 8
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	 L#8?  	*2,M'  7MK0G  (>9?	 N u k   k a   r u a j t j e   t e   l i r e 	 						  							  				 	 	 	 	 	 	 	 N e n h u m   a r m a z e n a m e n t o   d i s p o n  v e l 	 	 	 	 	 	 	 	 G o r d e t z e k o   t o k i r i k   e z   d a g o 	 W a l a n g   m a g a g a m i t   n a   i m b a k a n 	 A l m a c e n a m e n t o   n o n   d i s p o  i b l e 	 E b e   n c h e k w a   a d g h 	 N  l   s t  r a s   a r   f  i l 
 
 S T R _ F M G R _ C A R D _ N A M E 	 F M G R 	 U N L I M 	 c a r d   n a m e ( i n   t h e   d e t a i l ) 	 N a m e : 	 
T1z	 
Ty	 
7H-: 	 N o m b r e :   	 N o m   : 	 N a m e : 	 <O: 	 N o m e : 	 'D'3E: 	 N o m e : 	 0s i m : 	 T  n : 	 N a m a : 	 N a m a : 	 (	>	.	: 	 	 	 	 N  v : 	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 : 	 	 	 F'E: 	 	 	 			: 	 	 	 	 	 	 	 	 	 N a a m : 	 	 	 	 	 	 	 	 	 E m r i : 	 			: 	 	 	 	 	 	 	 	 N o m e : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ T O T A L _ S I Z E 	 F M G R 	 U N L I M 	 t o t a l   s i z e ( i n   t h e   d e t a i l ) 	 T o t a l   s i z e : 	 hQzz	 hQzz	 2#'!: 	 T a m a  o   t o t a l : 	 T a i l l e   t o t a l e   : 	 G e s a m t g r   e : 	 1I89  @07<5@: 	 D i m e n s i o n e   t o t a l e : 	 'D-,E  'DCDJ: 	 T a m a n h o   t o t a l : 	 T o p l a m   b o y u t : 	 T o  n   b   k h  n g   g i a n : 	 U k u r a n   t o t a l : 	 S a i z   k e s e l u r u h a n : 	 	A	2	  		>	0	: 	 	 	 	 T e l j e s   m  r e t : 	 	 	 	 T o t a l e   g r o o t t e : 	 	 	 D i m e n s i u n e   t o t a l : 	 	 	   : 	 	 	 'F/'2G  CDI: 	 	 	 				  				: 	 	 	 	 	 	 	 	 	 T o t a l e   g r o o t t e : 	 	 	 	 	 	 	 	 	 M a d h e s i a   t o t a l e : 	 			  				: 	 	 	 	 	 	 	 	 T a m a n h o   t o t a l : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ F R E E _ S I Z E 	 F M G R 	 U N L I M 	 f r e e   s i z e ( i n   t h e   d e t a i l ) 	 F r e e   s i z e :   	 iRzz	 iRYOzz	 25H'H2: 	 T a m a  o   l i b r e : 	 E s p a c e   l i b r e   : 	 F r e i e   G r   e :   	 !2>1>4=>: 	 S p a z i o   l i b e r o   	 -,E  'DE3'-)  'DA'1:): 	 T a m a n h o   l i v r e : 	 B o _  a l a n : 	 C  n   t r n g : 	 U k u r a n   b e b a s :   	 S a i z   b e b a s : 	 	>	2	@	  8	M	%	>	(	: 	 	 	 	 S z a b a d   h e l y : 	 	 	 	 V r i j e   r u i m t e : 	 	 	 D i m e n s i u n e   d i s p o n i b i l : 	 	 	   :   	 	 	 ,'I  .'DI:   	 	 	 				  				: 	 	 	 	 	 	 	 	 	 V r y   g r o o t t e :   	 	 	 	 	 	 	 	 	 V e n d i   i   l i r e : 	 					  				: 	 	 	 	 	 	 	 	 M e m  r i a   l i v r e :   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ R E N A M E 	 U n d e f i n e d 	 I C O N T E X T ,   T I T L E ,   U N L I M 	   R e n a m e   S t r i n g   f o r   D a t a   A c c o u n t   S c r e e n 	 A c c o u n t   n a m e 	 3^6b
T1z	 ^7b
Ty	 
7H-1

5	 N o m b r e   d e   c u e n t a 	 N o m   d u   c o m p t e 	 K o n t o n a m e 	 <O  70?8A8	 N o m e   a c c o u n t 	 %3E  'D-3'(	 N o m e   d a   c o n t a 	 H e s a p   a d 1	 T  n   t  i   k h o n 	 N a m a   	 N a m a   a k a u n 	 2	G		>	  (	>	.		 K o n t o   N a v n 	 N  z e v    
t u 	 N a z w a   p l i k u   	 F i  k   n e v e 	 T i l i n   n i m i 	 K o n t o n a v n 	 N  z o v    
t u 	 A c c o u n t n a a m 	 K o n t o n a m n 	 N a z i v   r a 
u n a 	 N u m e   d e   c o n t 	 I m e   R a 
u n a 	   	   	 :0C=B  <5	 		>					  (	>		5		 F'E  '4*1'C	 ''$Fy  '  F'E	   	 							  				 9
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	   	 I g a m a   l e d a t h a 	 I g a m a   l e - a k h a w u n t i 	 J i n a   l a   a k a u n t i 	 R e k e n i n g n a a m 	 S s a k a i t o s   p a v a d i n i m a s 	 K o n t a   n o s a u k u m s 	 K o n t o   n i m i 	 @aw~k  avxv	   	 N u m e   c o n t 	 
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	 >	#M  (>.	 	 								  				 	 	 	 	 	 	 	 N o m e   d a   c o n t a 	 	 	 	 	 	 	 	 K o n t u a r e n   i z e n a 	 P a n g a l a n   n g   a c c o u n t 	 N o m e   d a   c o n t a 	 A h a   a k a u n t 	 A i n m   a n   c h u n t a i s 
 
 S T R _ I D _ D T C N T _ D I A L _ N U M B E R 	 U n d e f i n e d 	 U N L I M ,   I C O N T E X T 	   D i a l   N u m b e r   S t r i n g   f o r   D a t a   A c c o u n t   S c r e e n 	 N u m b e r 	 _x	 Sx	 +!2"@%	 N  m e r o 	 N u m  r o 	 N u m m e r 	 '8A;>  	 N u m e r o 	 1BE	 N  m e r o 	 N u m a r a s 1	 S 	 N o m o r 	 N o m b o r 	 (		,	0		 N u m m e r 	  s l o 	 N u m e r 	 S z  m a 	 N u m e r o 	 N u m m e r 	  s l o 	 N u m m e r 	 N u m m e r 	 B r o j 	 N u m r 	 `t e v i l k a 	 	 	 ><5@	 	M	0	.	>				 4E'1G	 FE(1	 	 						 (
p
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	 (,0A	 ><5@	 



	 	 I n a m b a 	 I n o m b o l o 	 N a m b a r i 	 N o m m e r 	 N u m e r i s 	 N u m u r s 	 N u m b e r 	 @ata	 	 N u m r 	 (
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	 (.M,0	 	 						 	 	 	 	 	 	 	 N  m e r o 	 	 	 	 	 	 	 	 Z e n b a k i a 	 N u m e r o 	 N  m e r o 	 N m b a 	 U i m h i r 
 
 S T R _ I D _ D T C N T _ D I A L _ T Y P E 	 U n d e f i n e d 	 I C O N T E X T 	   D i a l   T y p e   S t r i n g   f o r   D a t a   A c c o u n t   S c r e e n 	 L i n e   t y p e 	 }^W	 ~{|W	 
4*2"	 T i p o   d e   l  n e a 	 T y p e   d e   l i g n e 	 L e i t u n g s t y p 	 "8?  ;8=88  	 T i p o   d i   l i n e a 	 FH9  'D.7	 T i p o   d e   l i n h a 	 H a t   t i p i 	 K i u   t u y n 	 J e n i s   g a r i s 	 J e n i s   t a l i a n 	 0	G		>	  *	M	0		>	0		 L i n j e   T y p e 	 T y p   l i n k y 	 T y p   l i n i i 	 V o n a l   t  p u s a 	 L i n j a t y y p p i 	 L i n j e t y p e 	 T y p   l i n k y 	 L i j n t y p e 	 L i n j e t y p 	 V r s t a   l i n i j e 	 T i p   d e   l i n i e 	 P i t   L i n i j e 	   	   	 "8?  8=8O	 2	>		(		@	  *	M	0		>	0		 FH9  '1*('7	 D'&F    B3E	   	 				  					 2
>
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	 2H(M  H*M	 "8?  ;V=VW	 





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	   	 U h l o b o   l u k a l a y i n i 	 U h l o b o   l o m g c a 	 A i n a   y a   l a i n i 	 L y n t i p e 	 L i n i j o s   t i p a s 	 L +n i j a s   v e i d s 	 L i i n i   t   p 	 3nk  e}ao	   	 T i p   d e   l i n i e 	 2
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  $
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	 2>(  *M0>0	 	 				  							 	 	 	 	 	 	 	 T i p o   d e   l i n h a 	 	 	 	 	 	 	 	 L i n e a   m o t a 	 U r i   n g   l i n y a 	 T i p o   d e   l i  a 	 d   a k a l a 	 C i n e  l   l  n e 
 
 S T R _ I D _ D T C N T _ D A T A _ R A T E 	 U n d e f i n e d 	 I C O N T E X T 	   D a t a   R a t e   S t r i n g   f o r   D a t a   A c c o u n t   S c r e e n 	 S p e e d 	 ^	 ^	 '2!@#G'	 V e l o c i d a d 	 V i t e s s e 	 G e s c h w i n d i g k e i t 	 !:>@>ABL  	 V e l o c i t  	 319)	 V e l o c i d a d e 	 H 1z 	 T c   	 K e c e p a t a n 	 K e l a j u a n 	 	$	?		 H a s t i g h e d 	 R y c h l o s t 	 S z y b k o [	 S e b e s s  g 	 N o p e u s 	 H a s t i g h e t 	 R  c h l o s e	 S n e l h e i d 	 H a s t i g h e t 	 B r z i n a 	 V i t e z 	 H i t r o s t 	 	 	 !:>@>AB	 6	@		M	0		 319*	 1A*'1	 	 				 $
G

	 8M*@!A	 (284:VABL	 


	 	 I s i v i n i n i 	 I s a n t y a 	 K a s i 	 S p o e d 	 S p a r t a 	  t r u m s 	 K i i r u s 	 1acxiuxv	 	 V i t e z 	 5
G
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$
	 ,G	 	 							 	 	 	 	 	 	 	 V e l o c i d a d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ D N S _ A D D R E S S 	 U n d e f i n e d 	 I C O N T E X T 	   D N S   A d d r e s s   S t r i n g   f o r   D a t a   A c c o u n t   S c r e e n 	 D N S 	 }W	 QW	 D N S 	 D N S 	 D N S 	 D N S 	 D N S   	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 !	@		(		8		 D N S 	   'F  '3	 	 		. 		. 			 !
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	 !?(M8M	 D N S 	 D N S 	  	 I - D N S 	 I - D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 D N S 	 	 D N S 	 	 	 	 	 	 	 	 D N S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ A N A L O G U E _ S T R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	   S t r i n g   o f   D i a l   T y p e   S e l e c t i o n 	 A n a l o g u e 	 ^k	 !jb	 -2%G-	 A n a l  g i c o 	 A n a l o g i q u e 	 A n a l o g 	 =0;>3  	 A n a l o g i c a 	 *F'81J	 A n a l  g i c o 	 A n a l o g 	 T n g   t 	 A n a l o g 	 A n a l o g 	 	(	>	2	I			 A n a l o g 	 A n a l o g o v  	 A n a l o g o w e 	 A n a l  g 	 A n a l o g i 	 A n a l o g 	 A n a l  g o v  	 A n a l o o g 	 A n a l o g 	 A n a l o g n a 	 A n a l o g i c 	 A n a l o g n o 	 	 	 =0;>3>2	 	(	>	2	K			 "F'DH	 'F'D'	 	 						 
(
>
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
	 (2>M	 =0;>3>20	 





	 	 I - A n a l o g u e 	 I n t o   e f a n a   n e n y e 	 A n a l o g i 	 A n a l o o g 	 A n a l o g i n 	 A n a l o g a i s 	 A n a l o o g - 	 1valxcaukv	 	 A n a l o g i c 	 
(
2
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
M
	 (>2	 	 				' 		 	 	 	 	 	 	 	 A n a l  g i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ I S D N _ S T R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	   S t r i n g   o f   D i a l   T y p e   S e l e c t i o n 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 R D S I 	 I S D N 	 I S D N 	 I S D N   	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	  	 I - A S D N 	 I - I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 I S D N 	 	 I S D N 	 	 	 	 	 	 	 	 I S D N 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ R A T E _ S T R _ O N E 	 U n d e f i n e d 	 C 0 5 7 _ 1 	   S t r i n g   o f   D i a l   R a t e   1 	 4 . 8   K b p s 	 4 . 8   K b p s   	 4 . 8   K b p s   	 4 . 8   K b p s   	 4 , 8   K b p s 	 4 , 8   K b p s 	 4 , 8   K b i t / s 	 4 , 8   1/ A	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 , 8   K b p s 	 4 . 8   K b p s   	 4 . 8   K b p s   	 4 . 8   K b p s 	 4 . 8   K b p s 	  4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 , 8   K b p s 	 4 . 8   K b p s 	 4 , 8   k b / s 	 4 . 8   K b p s 	 4 , 8   K b / s 	 4 , 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 	. 	  K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 , 8   1/ A	 4 . 8   K b p s       	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 4 , 8   K b p s 	 4 . 8   K b p s 	 4 . 8   ?b/ ~	 4 , 8   / 	 4 , 8   K b p s 	 4 . 8   K b p s 	 4 . 8   K b p s 	 	 4 . 8   K b p s 	 	 	 	 	 	 	 	 4 , 8   K b p s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ R A T E _ S T R _ T W O 	 U n d e f i n e d 	 C 0 5 7 _ 1 	   S t r i n g   o f   D i a l   R a t e   2 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 , 6   K b p s 	 9 , 6   K b p s 	 9 , 6   K b i t / s 	 9 , 6   1/ A	 9 , 6   K b p s 	 9 . 6   K b p s 	 9 , 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	  9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 , 6   K b p s 	 9 . 6   K b p s 	 9 , 6   k b / s 	 9 . 6   K b p s 	 9 , 6   K b / s 	 9 , 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 	. 	  K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 , 6   1/ A	 6 . 5   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 9 , 6   K b p s 	 9 , 6   K b p s 	 9 , 6   K b p s 	 9 . 6   ?b/ ~	 9 , 6   / 	 9 , 6   K b p s 	 9 . 6   K b p s 	 9 . 6   K b p s 	 	 9 . 6   K b p s 	 	 	 	 	 	 	 	 9 , 6   K b p s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ R A T E _ S T R _ T H R E E 	 U n d e f i n e d 	 C 0 5 7 _ 1 	   S t r i n g   o f   D i a l   R a t e   3 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 , 4   K b p s 	 1 4 , 4   K b p s 	 1 4 , 4   K b i t / s 	 1 4 , 4   1/ A	 1 4 , 4   K b p s 	 1 4 . 4   K b p s 	 1 4 , 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	  1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 , 4   K b p s 	 1 4 . 4   K b p s 	 1 4 , 4   k b / s 	 1 4 . 4   K b p s 	 1 4 , 4   K b / s 	 1 4 , 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 		. 	  K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 , 4   1/ A	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 1 4 , 4   K b p s 	 1 4 , 4   K b p s 	 1 4 , 4   K b p s 	 1 4 . 4   ?b/ ~	 1 4 , 4   / 	 1 4 , 4   K b p s 	 1 4 . 4   K b p s 	 1 4 . 4   K b p s 	 	 1 4 . 4   K b p s 	 	 	 	 	 	 	 	 1 4 , 4   K b p s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ N A M E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	   D e f a u l t   A c c o u n t   N a m e 	 A c c o u n t   	 A c c o u n t   	 A c c o u n t   	 1

5	 C u e n t a 	 C o m p t e     	 K o n t o   	 #G.   70?8AL	 A c c o u n t 	 -3'(  'D*B'1J1	 C o n t a 	 H e s a p   	 T  i   k h o n   	 R e k e n i n g   	 A k a u n 	 2	G		>	   	 K o n t o 	  
e t   	 K o n t o   	 F i  k 	 T i l i 	 K o n t o 	  
e t 	 A c c o u n t   	 K o n t o 	 R a 
u n 	 C o n t 	 R a 
u n 	 	   	 :0C=B  	 2	G		>		 '4*1'C  	 ''$Fy	 	 								 
>
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	 LM	 1;V:>289  70?8A	 






	   	 I - a k h a w u n t i 	 I - a k h a w u n t i     	 A k a u n t i 	 R e k e n i n g   	 S s k a i t a   	 K o n t s 	 K o n t o   	 @awk~	   	 C o n t   	 
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	 >	#M	 	 								 	 	 	 	 	 	 	 C o n t a 	 	 	 	 	 	 	 	 	 	 	 	 
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 O R G A N I Z E R _ T I T L E _ S T R I N G I D 	 U n d e f i n e d 	 T I T L E 	 T i t l e   o f   O r g a n i z e r   S c r e e n . 	 O r g a n i z e r 	 ]wQ{	 ]wQ{	 *!81+!2"	 O r g a n i z a d o r 	 O r g a n i s a t e u r 	 O r g a n i s a t o r 	 @30=870B>@	 R u b r i c a 	 'D'/H'*	 A g e n d a 	 E l e k t r o n i k   A j a n d a 	 Q u n   l    	 O r g a n i s a t o r 	 P e n g a t u r 	 	0	M		G	(	>			<	0		 P l a n l  g g e r 	 O r g a n i z  r 	 T e r m i n a r z 	 S z e r v e z Q	 A j a n h a l l i n t a 	 O r g a n i s a t o r 	 O r g a n i z  r 	 O r g a n i s a t o r 	 H j  l p r e d o r 	 O r g a n i z a t o r 	 O r g a n i z a t o r 	 O r g a n i z a t o r 	 	 	 @30=0975@	 	/	K				 3'2E'F  /GF/G	 EF*8E	 	 												 *
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 
 O R G A N I Z E R _ M E N U _ C A L E N D E R _ S T R I N G I D 	 U n d e f i n e d 	 I C O N T E X T ,   T E X T ,   H I N T ,   T W O S T A T E 	 T o   G o   t o   C a l e n d a r   S c r e e n . 	 C a l e n d a r 	 ef	 eS	 44	 C a l e n d a r i o 	 C a l e n d r i e r 	 K a l e n d e r 	 0;5=40@L	 C a l e n d a r i o 	 'D*BHJE	 C a l e n d  r i o 	 T a k v i m 	 L c h 	 K a l e n d e r 	 K a l e n d a r 	 	H	2	G		!	0		 K a l e n d e r 	 K a l e n d  Y	 K a l e n d a r z 	 N a p t  r 	 K a l e n t e r i 	 K a l e n d e r 	 K a l e n d  r 	 K a l e n d e r 	 K a l e n d a r 	 K a l e n d a r   	 C a l e n d a r 	 K o l e d a r 	 	   	 0;5=40@	 	E	2	G		!	0		 *BHE	 DF1	 	 												 
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	 M_>2G#M!0	 	 										 	 	 	 	 	 	 	 C a l e n d  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 O R G A N I Z E R _ M E N U _ T O D O L I S T _ S T R I N G I D 	 U n d e f i n e d 	 I C O N T E X T ,   T E X T ,   H I N T ,   T W O S T A T E 	 m e n u   i t e m 	 T o   d o   l i s t 	 _N	 _RNy	 ? ? ? 	 T a r e a s 	 L i s t e   d e s   t a c h e s 	 A u f g a b e n 	 040G8	 C o s e   d a   f a r e 	 ? ? ? ? ? 	 T a r e f a s 	 G ? r e v l e r 	 N h i ? m   v ? 	 D a f t a r   k e r j a 	 T u g a s a n 	 ? ? ? ? ?   ? 	 H u s k e   L i s t e 	 S e z n a m    k o l ? 	 L i s t a   s p r a w 	 F e l a d a t o k 	 T e h t ? v ? l u e t t e l o 	 ?   g j ? r e - l i s t e 	 Z o z n a m    l o h 	 T a k e n 	 P ? m i n n e l s e r 	 P o d s j e t n i k 	 L i s t ?   d e   s a r c i n i 	 K   D o   L i s t u 	 ? ?     ? 	 ? ? ? ? ?   ? ? ? ? ? ? 	 !?8AJ:  040G8	 ? ? ? ? ?   ? ? ? 	 ? ? ? ? ? 	 ? ? ? ? ? ? ? ?   ? ?   ? ? ? ? ?   	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ?   ? ? ? ? ? 	 ? ? ? 	 ? ? ? ?   ? ? ?   ? ? ? ? 	 ? ? ? ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? ? 	 !?8A>:  )>  7@>18B8	 ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ? ? ? 	 O k u f a n e l e   k w e n z i w e 	 O m a k w e n z i w e 	 C h a   k u f a n y a 	 T a a k l y s 	 A t l i k t i 	 U z d e v u m u   s a r a k s t s 	  l e s a n n e 	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ?   ( T o   D o ) 	 L i s t a   d e   s a r c i n i 	 ? ? ? ? ? ? ? ? ? ? ? 	 ? ?   ? ? 	 	 ? ? ? ? ?   ? ? ? ? ? ? 	 	 	 	 	 	 	 	 L i s t a   d e   A   F a z e r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A L C _ M E N U 	 U n d e f i n e d 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 T o   G o   t o   C a l c u l a t o r   S c r e e n . 	 C a l c u l a t o r 	 {_j	 {hV	 @#7H-4@%	 C a l c u l a d o r a 	 C a l c u l a t r i c e 	 R e c h n e r 	 0;L:C;OB>@	 C a l c o l a t r i c e 	 'D-'3()	 C a l c u l a d o r a 	 H e s a p   M a k i n e s i 	 M  y   t  n h 	 M e s i n   H i t u n g 	 K a l k u l a t o r 	 	G	2		A	2	G		0		 L o m m e r e g n e r 	 K a l k u l a 
k a 	 K a l k u l a t o r 	 S z  m o l  g  p 	 L a s k i n 	 K a l k u l a t o r 	 K a l k u l a 
k a 	 R e k e n m a c h i n e 	 K a l k y l a t o r n 	 K a l k u l a t o r 	 C a l c u l a t o r 	 K a l k u l a t o r 	 	 	 0;:C;0B>@	 	#		  	 E'4F  -3'(	 DHDy1	 	 													 9
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	  	 I k h a l i k h u l e t h a 	 U m t s h i n i   w o k u b a l a 	 K i k o k o t o o 	 S a k r e k e n a a r 	 S k a i 
i u o t u v a s 	 K a l k u l a t o r s 	 K a l k u l a a t o r 	 @aw~ky	 	 C a l c u l a t o r 	 
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 
 O R G A N I Z E R _ M E N U _ W O R L D C L O C K _ S T R I N G I D 	 W o r l d C l o c k 	 I C O N T E X T 	 T o   G o   t o   W o r l d   C l o c k   S c r e e n . 	 W o r l d   c l o c k 	 NLuBf	 NLue	 @'%21H'B%	 R e l o j   m u n d i a l 	 H o r l o g e   u n i v e r s e l l e 	 W e l t u h r 	 8@>2>5  2@5<O	 W o r l d   c l o c k 	 *HBJ*  'D9'DEJ	 R e l  g i o   m u n d i a l 	 D  n y a   s a a t l e r i 	 G i   t h   g i i 	 J a m   D u n i a 	 J a m   d u n i a 	 5	?	6	M	5	  	!	<	@		 V e r d e n s   U r 	 S v t o v    
a s 	 Zw i a t o w y   z e g a r 	 V i l  g  r a 	 M a a i l m a n k e l l o 	 V e r d e n s k l o k k e 	 S v e t o v    
a s 	 W e r e l d k l o k 	 K l o c k a 	 S v j e t s k a   u r a 	 O r a   p e   g l o b 	 S v e t o v n a   U r a 	   	   	 !25B>25=  '0A>2=8:	 5	0	M	2	M	!	  	M	2	I			 3'9*  ,G'F	 9'DE  	 	 							  			 5
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  





	   	 I w a s h i   l o m h l a b a 	 I k l o k o   y e h l a b a t h i 	 S a a   y a   u l i m w e n g u 	 W  r e l d h o r l o s i e 	 P a s a u l i o   l a i k a s 	 P a s a u l e s   p u l k s t e n i s 	 M a a i l m a k e l l 	 @atawmapaukv  jataxu	   	 O r a   p e   g l o b 	 2
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	 ,?6M5  #M>	 	 					  				 	 	 	 	 	 	 	 R e l  g i o   m u n d i a l 	 	 	 	 	 	 	 	 O r d u a   n a z i o a r t e a n 	 P a n d a i g d i g a n g   o r a s a n 	 R e l o x o   u n i v e r s a l 	 E l e k e r e           w a 	 C l o g   d o m h a n d a 
 
 E X T R A _ M E N U _ H E A L T H _ S T R I N G I D 	 U n d e f i n e d 	 I C O N T E X T 	 T o   G o   t o   H e a l t h   S c r e e n . 	 H e a l t h 	 eP^{t	 eP^{t	 *8 2	 S a l u d 	 S a n t  	 G e s u n d h e i t 	 4>@>2L5  	 S a l u t e 	 5-)	 S a  d e   	 S a l 1k 	 S c   k h e 	 S e h a t 	 K e s i h a t a n 	 8	M	5	>	8	M	%	M	/		 S u n d h e d 	 Z d r a v  	 Z d r o w i e 	 E g  s z s  g 	 T e r v e y s 	 H e l s e 	 Z d r a v i e 	 G e z o n d h e i d 	 H  l s a 	 Z d r a v l j e 	 S n t a t e 	 Z d r a v j e 	 	 	 4@025	 	0	K		M	/		 3D'E*	 5-*	 	 										 8
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	 0KM/	 V>@8B<8	 





	 	 E z e m p i l o 	 I m p i l o 	 A f y a 	 G e s o n d h e i d 	 S v e i k a t a 	 V e s e l +b a 	 T e r v i s 	 1|xr{xiuxv	 	 S n t a t e 	 
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	 8M5>8M%M_	 	 										 	 	 	 	 	 	 	 S a  d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S C R _ H E A L T H _ C A P T I O N 	 U n d e f i n e d 	 T I T L E 	 H e a l t h   s c r e e n   t i t l e 	 H e a l t h 	 eP^{t	 eP^{t	 *8 2	 S a l u d 	 S a n t  	 G e s u n d h e i t 	 4>@>2L5	 S a l u t e 	 5-)	 S a  d e   	 S a l 1k 	 S c   k h e 	 S e h a t 	 K e s i h a t a n 	 8	M	5	>	8	M	%	M	/		 S u n d h e d 	 Z d r a v  	 Z d r o w i e 	 E g  s z s  g 	 T e r v e y s 	 H e l s e 	 Z d r a v i e 	 G e z o n d h e i d 	 H  l s a 	 Z d r a v l j e 	 S n t a t e 	 Z d r a v j e 	 	 	 4@025	 	0	K		M	/		 3D'E*	 5-*	 	 										 8
G
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	 0KM/	 V>@8B<8	 





	 	 E z e m p i l o 	 I m p i l o 	 A f y a 	 G e s o n d h e i d 	 S v e i k a t a 	 V e s e l +b a 	 T e r v i s 	 1|xr{xiuxv	 	 S n t a t e 	 
0
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
	 8M5>8M%M_	 	 										 	 	 	 	 	 	 	 S a  d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 E X T R A _ H E A L T H _ M E N U _ B M I _ S T R I N G I D 	 U n d e f i n e d 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 H e a l t h - > B M I 	 B M I 	 Ԛϑcxe	 SO(ϑcpe	 H21
5!'%2"  B M I 	 B M I 	 I M C 	 B M I 	  >AB>- 25A>2>9  ?>:070B5;L	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 B M I 	 	 B M I 	 B M I 	 ,	@		.		/		 4'.5  *H/G  (/FI  	 (  'E  "&	 	 							 ,
@
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	 ,?	 B M I 	 B M I 	  	 I - B M I 	 I - B M I 	 B M I 	 L M I 	 K M I 	 B M I 	 B M I 	 B M I 	     	 B M I 	 B M I 	 B M I 	 	 B M I 	 	 	 	 	 	 	 	 I M C 	 	 	 	 	 	 	 	 	 	 	 	 
 
 E X T R A _ H E A L T H _ M E N U _ M E N S T R U A L _ S T R I N G I D 	 U n d e f i n e d 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 H e a l t h - > M e n s t r u a l 	 M e n s t r u a l 	 sY'`ut1g	 sY'`uthTg	 #-@7-	 M e n s t r u a c i  n 	 M e n s t r u a t i o n 	 M e n s t r u a t i o n 	 5=AB@C0;L=K9	 C i c l o   m e s t r u a l e 	 /H1I  4G1J)	 M e n s t r u a l 	 M e n s t r  e l 	 K i n h   n g u y  #t 	 M e n s t r u a s i 	 H a i d 	 .	>	8	?		  '	0	M	.		 M  n e d l i g 	 M e n s t r u a 
n  	 M i e s i c z k o w y 	 M e n s t r u  c i  s 	 K u u k a u t i s - 	 M e n s t r u e l l 	 M e n at r u  c i a 	 M e n s t r u a t i e 	 M e n s 	 M e n s t r u a c i j a 	 C i c l u   m e n s t r u a l 	 P e r i o d a 	   	 	 5=AB@C0F8O	 .	G	(	M		M	0	A		2		 B'9/	 /H1  '  9ED	 	 					  										 .
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 
 S T R _ W C L O C K _ C I T Y _ N O N E 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 N o   C i t y 	 N o n e 	 !q	 e	 D!H!5	 N i n g u n o 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'    #-/	 N e n h u m 	 H i  b i r i 	 K h  n g 	 t a k   a d a 	 T i a d a 	 	K		  (	9	@		 	 I n g e n 	 } d n  	 {a d e n 	 N i n c s 	 E i   y h t   n 	 I n g e n 	 }i a d n y 	 G e e n 	 I n g e t 	 N i at a 	 N i c i u n   o r a _	 N o b e d e n 	 	 	 O<0	 	>	9	@	9	@	  (	>	9	@		 G  /'E	   (  F	 ,   	 						  			 
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 
 S T R _ W C L O C K _ C I T Y 6 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 A n c h o r a g e 	 A n c h o r a g e 	 [KQGY	 [KQGY	 14H	 P e k  n 	 P  k i n 	 B e i j i n g 	 =:>@846	 A n c h o r a g e 	 #FC1J,	 P e q u i m 	 P e k i n 	 A n c h o r a g e 	 B e i j i n g 	 B e i j i n g 	 ,	@		?				 	 	 	 A n c h o r a g e 	 	 	 	 B e i j i n g 	 	 	 B e i j i n g 	 	 	 ' 	 	 	(		K	0				 ~F	 'FH1,	 	 							 
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	 MK0>	 	 							 	 	 	 	 	 	 	 P e q u i m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y 7 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B a n g k o k 	 B a n g k o k 	 f7	 f7	 @-#L%4	 B e r l  n 	 B e r l i n 	 B e r l i n 	 0=3:>:  	 B a n g k o k 	 ('FCHC	 B e r l i m 	 B e r l i n 	 B n g c c 	 B e r l i n 	 B e r l i n 	 ,	0	M	2	?	(		 B a n g k o k 	 B a n g k o k 	 B a n g k o k 	 B a n g k o k 	 B a n g k o k 	 B a n g k o k 	 B a n g k o k 	 B e r l i j n 	 B a n g k o k 	 B a n g k o k 	 B e r l i n 	 B a n g k o k 	 - 	 	 0=3:>:	 ,	E		>			 (1DF	 (F  '	 	 								 ,
H

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	 ,M/>>M	 0=3:>:	 






	  	 E - B a n g k o k 	 B a n g k o k 	 B a n g k o k 	 B e r l y n 	 B a n k o k a s 	 B a n g k o k a 	 B a n g k o k 	 2avcoxo	 	 B a n g k o k 	 ,
>

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	 ,GMM	 	 								 	 	 	 	 	 	 	 B e r l i m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y 8 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B e i j i n g 	 B e i j i n g 	 SN	 SN	 BB2	 B o g o t  	 B o g o t a 	 B o g o t a 	 5:8=  	 P e c h i n o 	 (CJF	 B o g o t  	 B o g o t a 	 B c   K i n h 	 B o g o t a 	 B o g o t a 	 ,		K		>		 B e i j i n g 	 P e k i n g 	 B e i j i n g 	 P e k i n g 	 P e k i n g 	 B e i j i n g 	 P e k i n g 	 B o g o t  	 B e i j i n g 	 P e k i n g 	 B o g o t a 	 P e k i n g 	 	 	 5:8=	 ,	@		?				 (HH*'	 (,F	 	 							 ,
?

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
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	 ,@?M	 5:V=	 





	 	 E - B e i j i n g 	 B e i j i n g 	 B e i j i n g 	 B o g o t  	 P e k i n a s 	 P e k i n a 	 P e k i n g 	 Jeokv	 	 B e i j i n g 	 ,
?

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
M
	 ,G?	 	 						 	 	 	 	 	 	 	 B o g o t  	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y 9 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B e r l i n 	 B e r l i n 	 gg	 gg	 #24@%5"	 B r a s i l i a 	 B r a s i l i a 	 B r a s i l i a 	 5@;8=  	 B e r l i n o 	 (1DJF	 B r a s  l i a 	 B r e z i l y a 	 B  c   L i n 	 B r a s i l i a 	 B r a s i l i a 	 ,	M	0	>	8	@	2	?	/	>		 B e r l i n 	 B e r l  n 	 B e r l i n 	 B e r l i n 	 B e r l i i n i 	 B e r l i n 	 B e r l  n 	 B r a s i l i a 	 B e r l i n 	 B e r l i n 	 B r a z i l i a 	 B e r l i n 	 	 	 5@;8=	 ,	>	0	M	2	?	(		 (1'2D'	 (1DF	 	 											 ,
0
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	 ,F0M2?(M	 5@;V=	 





	 	 E - B e r l i n 	 B e r l i n 	 B e r l i n 	 B r a s i l i a 	 B e r l y n a s 	 B e r l +n e 	 B e r l i i n 	 2e|lkv	 	 B e r l i n 	 ,
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 3
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 	 ,0M2?(M	 	 											 	 	 	 	 	 	 	 B r a s  l i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y 1 0 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B o g o t a 	 B o g o t a 	 =TT	 #WlT'Y	 #1*@%*L	 B r u s e l a s 	 B r u x e l l e s 	 B r  s s e l 	 >3>B0	 B o g o t  	 (H:H*'	 B r u x e l a s 	 B r  k s e l 	 B o g o t a 	 B r u s s e l 	 B r u s s e l s 	 ,	M	0	B	8	G	2	M	8		 B o g o t a 	 B o g o t a 	 B o g o t a 	 B o g o t a 	 B o g o t  	 B o g o t a 	 B o g o t a 	 B r u s s e l 	 B o g o t a 	 B o g o t a 	 B r u x e l l e s 	 B o g o t a 	 	 	 >3>B0	 ,	K		K		>		 (1H3D	 (H:H*'	 	 										 ,

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	 ,K>	 >3>B0	 





	 	 E - B o g o t a 	 B o g o t a 	 B o g o t a 	 B r u s s e l 	 B o g o t a 	 B o g o t a 	 B o g o t a 	 2xcxa	 	 B o g o t a 	 ,
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	 ,KK>	 	 								 	 	 	 	 	 	 	 B r u x e l a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y 1 1 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B r a s i l i a 	 B r a s i l i a 	 ]	 ])RN	 92@#*L	 B u c a r e s t 	 B u c a r e s t 	 B u k a r e s t 	 @078;8O  	 B r a s i l i a 	 (1'2JDJG	 B u c a r e s t e 	 B  k r e _	 B r a r i l i a 	 B u c h a r e s t 	 B u c h a r e s t 	 ,	A		>	0	G	8	M			 B r a s i l i a 	 B r a s  l i a 	 B r a s i l i a 	 B r a z  l i a v  r o s 	 B r a s i l i a 	 B r a s i l i a 	 B r a s  l i a 	 B o e k a r e s t 	 B r a s i l i a 	 B r a s i l i a 	 B u c u r e _t i 	 B r a s i l i a 	 	 	 @078;8O	 ,	M	0	>	8	?	2	?	/	>		 (.'13*	 ('13D'	 	 										 ,
0
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	 ,M0F?2?/>	 @078;V0	 









	 	 E - B r a s i l i a 	 B r a s i l i a 	 B r a s i l i a 	 B o e k a r e s t 	 B r a z i l i j a 	 B r a z +l i j a 	 B r a s i l i a 	 2afklka	 	 B r a z i l i a 	 ,
M
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	 ,M0>8?2?	 	 										 	 	 	 	 	 	 	 B u c a r e s t e 
 
 S T R _ W C L O C K _ C I T Y 1 2 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B r i s b a n e 	 B r i s b a n e 	 ^̑e,g	 ^̑es	 92@*L	 B u d a p e s t 	 B u d a p e s t 	 B u d a p e s t 	 @8A15=	 B r i s b a n e 	 (1J3(JF	 B u d a p e s t e 	 B u d a p e _t e 	 B r i s b a n e 	 B u p a d e s 	 B u d a p e s t 	 ,	A	!	>	*	G	8	M			 	 	 	 B r i s b a n e 	 	 	 	 B o e d a p e s t 	 	 	 B u d a p e s t a 	 	 	 	 	 ,	M	0	?	8	,	G	(		 (H/'~3*	 (13  ('F	 	 										 ,
M
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	 ,M0?8M,G(M	 @8A15=	 








	 	 E - B r i s b a n e 	 B r i s b a n e 	 B r i s b a n e 	 B o e d a p e s t 	 B r i s b e n a s 	 B r i s b e n a 	 B r i s b a n e 	 2k}bev	 	 B r i s b a n e 	 ,
M
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	 ,M0?8,G(	 	 										 	 	 	 	 	 	 	 B u d a p e s t e 
 
 S T R _ W C L O C K _ C I T Y 1 3 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B r u s s e l s 	 B r u s s e l s 	 ^o^X>r	 ^^X\	 DB#	 E l   C a i r o 	 C a i r e 	 K a i r o 	 @NAA5;L  	 B r u s s e l 	 (1HC3D	 C a i r o 	 K a h i r e 	 B r  c   s e o 	 K a i r o 	 K a h e r a h 	 	>	9	?	0	>		 B r u x e l l e s 	 B r u s e l 	 B r u k s e l a 	 B r  s s z e l 	 B r y s s e l 	 B r u s s e l 	 B r u s e l 	 K a i r o 	 B r y s s e l 	 B r u s s e l s 	 C a i r o 	 B r u s e l j 	 	 	 @N:A5;	 ,	M	0	A	8	G	2	M	8		 B'G1G	 (1H3D	 	 						 ,
0
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	 ,M08M8F2M8M	 @NA5;L	 








	 	 E - B r u s s e l s 	 B r u s s e l s 	 B r u s s e l s 	 K a  r o 	 B r i u s e l i s 	 B r i s e l e 	 B r  s s e l 	 2ux}el	 	 B r u x e l l e s 	 ,
M
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$
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	 ,C8G28M	 	 						 	 	 	 	 	 	 	 C a i r o 
 
 S T R _ W C L O C K _ C I T Y 1 4 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 B u c h a r e s t 	 B u c h a r e s t 	 ^RReyr	 ^RReyr	 A@-#L#2	 C a n b e r r a 	 C a n b e r r a 	 C a n b e r r a 	 CE0@5AB  	 B u c a r e s t 	 (H.'13*	 C a m b e r r a 	 C a n b e r r a 	 B u   c h a   r  t 	 C a n b e r r a 	 C a n b e r r a 	 	H	(	,	G	0	>		 B u k a r e s t 	 B u k u r e ae	 B u k a r e s z t 	 B u k a r e s t 	 B u k a r e s t 	 B u c u r e s t i 	 B u k u r e ae	 C a n b e r r a 	 B u k a r e s t 	 B u k u r e at 	 C a n b e r r a 	 B u k a r e at a 	 	 	 5C40?5I0	 ,	0	M		G	0	G	8	M			 'F(1'	 (H'13y	 	 										 ,
A
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
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	 ,A>0F8MM	 CE0@5AB	 








	 	 E - B u c h a r e s t 	 B u c h a r e s t 	 B u c h a r e s t 	 C a n b e r r a 	 B u k a r e at a s 	 B u k a r e s t e 	 B u k a r e s t 	 2xmae}	 	 B u c u r e _t i 	 ,
A
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 
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42B	 C h i c a g o 	 C h i c a g o 	 C h i c a g o 	 08@  	 C a i r o 	 'DB'G1)	 C h i c a g o 	 ^i k a g o 	 C a i R  	 C h i c a g o 	 C h i c a g o 	 6	?		>		K		 C a i r o 	 K  h i r a 	 K a i r 	 K a i r  	 K a i r o 	 K a i r o 	 K  h i r a 	 C h i c a g o 	 C a i r o 	 C a i r o 	 C h i c a g o 	 K a i r o 	 	 	 09@>	 	H	0	K		 4'H	 B'1	 	 							 
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	 	 E - C h i c a g o 	 C h i c a g o 	 C h i c a g o 	 H o n o l u l u 	 i k a g a 	 i k g a 	 C h i c a g o 	 Ikoacx	 	 C h i c a g o 	 
?

M

>

K
	 ?>K	 	 									 	 	 	 	 	 	 	 H o n o l u l u 
 
 S T R _ W C L O C K _ C I T Y 2 3 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 C o p e n h a g e n 	 C o p e n h a g e n 	 T,gT9h	 T,gT9h	 -4*19%	 E s t a m b u l 	 I s t a n b u l 	 I s t a n b u l 	 >?5=3035=  	 C o p e n h a g e n 	 CH  (FG'CF	 I s t a m b u l 	 0s t a n b u l 	 C    p i   h a   g e n 	 I s t a m b u l 	 I s t a n b u l 	 	8	M	$	>	(	M	,	A	2		 K  b e n h a v n 	 K o d a H	 K o p e n h a g a 	 K o p p e n h  g a 	 K   p e n h a m i n a 	 K  b e n h a v n 	 K o d a H	 I s t a n b u l 	 K  p e n h a m n 	 C o p e n h a g e n 	 I s t a n b u l 	 K o p e n h a g e n 	 	 	 >?5=E035=	 	K	*	G	(	9	G		(		 '3*'F(HD	 H~F  ,F	 	 											 
>
*
9
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9
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
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	 K*F(M  9GF(M	 >?5=3035=	 







	  	 E - C o p e n h a g e n 	 C o p e n h a g e n 	 C o p e n h a g e n 	 I s t a n b o e l 	 K o p e n h a g a 	 K o p e n h g e n a 	 K o p e n h a g e n 	 ?xzevpacev	 	 C o p e n h a g a 	 
K
*
M
*
(
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9
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
(
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	 K*G(M9>G(G	 	 											 	 	 	 	 	 	 	 I s t a m b u l 
 
 S T R _ W C L O C K _ C I T Y 2 4 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 D h a k a 	 D h a k a 	 TaS	 aS	 22#L2	 Y a k a r t a 	 J a k a r t a 	 J a k a r t a 	 0::0	 D h a k a 	 /'CJ	 J a c a r t a 	 J a k a r t a 	 D h a k a 	 J a k a r t a 	 J a k a r t a 	 		>	0	M	$	>		 	 	 	 D h a k a 	 	 	 	 J a k a r t a 	 	 	 J a k a r t a 	 	 	 ' 	 	 "	>		>		 ,''1*'	 ''	 	 									 
(
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	 ">>	 0:0	 



	 	 E - D h a k a 	 D h a k a 	 D h a k a 	 D j a k a r t a 	 D a k a 	 D a k a 	 D h a k a 	 4aooa	 	 D h a k a 	 '
>

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	 ">>	 	 									 	 	 	 	 	 	 	 J a k a r t a 
 
 S T R _ W C L O C K _ C I T Y 2 5 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 E a s t e r   I s l a n d 	 E a s t e r   I s l a n d 	 _;m{\	 
Y;m\	 B.1@*@4#L	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 AB@>2  0AE8	 I s o l a   d i   P a s q u a 	 ,HG'F3(1:	 J o a n e s b u r g o 	 J o h a n n e s b u r g 	 E a s t e r   I s l a n d 	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 	K	9	>	(	G	8	,	0	M			 	 	 	 H  s v  t - s z i g e t 	 	 	 	 J o h a n n e s b u r g 	 	 	 J o h a n n e s b u r g 	 	 	 	 	 	8	M		0	  		8	2	H		!		 HG'F3(H1	 '3y1  "&  DF	 	 													 
8

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  
>
*
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	 8M0M  2>!M	 AB@V2  0AE8	 




  







	   	 E - E a s t e r   I s l a n d 	 E a s t e r   I s l a n d 	 E a s t e r   I s l a n d 	 J o h a n n e s b u r g 	 V e l y k s  s a l a 	 L i e l d i e n u   s a l a 	 L i h a v  t t e s a a r 	 6aok  orfk	   	 I n s u l a   P a _t e l u i 	 
8
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  
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	 7M0M  &M5@*	 	 													 	 	 	 	 	 	 	 J o h a n e s b u r g o 
 
 S T R _ W C L O C K _ C I T Y 2 6 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 G e n e v a 	 G e n e v a 	 egQt	 eQt	 @5"	 K i e v 	 K i e v 	 K i e w 	 5=520  	 G i n e v r a 	 ,FJA	 K i e v 	 K i e v 	 G i    n    v a 	 K i e v 	 K i e v 	 	?	5		 G e n e v e 	 }e n e v a 	 G e n e w a 	 G e n f 	 G e n e v e n 	 G e n e v a 	 }e n e v a 	 K i e v 	 G e n  v e 	 G e n e v a 	 K i e v 	 }e n e v a 	 	 	 5=520	 	?	(	G	5	M	9	>		 A	 ,FH'	 	 						 
(
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5
>
	 F(@5>	 5=520	 





	 	 E - G e n e v a 	 G e n e v a 	 G e n e v a 	 K i  f 	 }e n e v a 	 }e n v a 	 G e n f 	 :v	 	 G e n e v a 	 
(
@
5
	 G(G->	 	 				 	 	 	 	 	 	 	 K i e v 
 
 S T R _ W C L O C K _ C I T Y 2 7 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 G u a m 	 G u a m 	 ܕ\	 sQ\	 1'%2%1!@-#L	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 C0<	 G u a m 	 ,H'E	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 G u a m 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 	A		2	>	2	.	M	*	A	0		 G u a m 	 G u a m 	 G u a m 	 G u a m 	 G u a m 	 G u a m 	 G u a m 	 K u a l a   L u m p u r 	 G u a m 	 G u a m 	 K u a l a   L u m p u r 	 G u a m 	 	   	 C0<	 	I	.		 H"D'D'E~H1	 HE	 	 													 
A

.
	 M5>.M	 C0<	 



	 	 E - G u a m 	 G u a m 	 G u a m 	 K u a l a   L u m p u r 	 G u a m a s 	 G u a m a 	 G u a m 	 3xat	 	 G u a m 	 
M
5
>

	 A.M	 	 													 	 	 	 	 	 	 	 K u a l a   L u m p u r 
 
 S T R _ W C L O C K _ C I T Y 2 8 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 H o n g   K o n g 	 H o n g   K o n g 	 /n	 /n	 %4*-	 L i s b o a 	 L i s b o n n e 	 L i s s a b o n 	 >=:>=3  	 H o n g   K o n g 	 GHF:  CHF:	 L i s b o a 	 L i z b o n 	 H n g   C  n g 	 L i s b o n 	 L i s b o n 	 2	?	8	M	,	(		 H o n g   K o n g 	 H o n g   K o n g 	 H o n g   K o n g 	 H o n g   K o n g 	 H o n g k o n g 	 H o n g   K o n g 	 H o n g   K o n g 	 L i s s a b o n 	 H o n g   K o n g 	 H o n g   K o n g 	 L i s a b o n a 	 H o n g   K o n g 	   	 	 %>=3  >=3	 9	>			  	>				 D3(HF	 'F  'F	 	 						 9
>


  
>


	 9>M  >M	 >=:>=3	 



  



	   	 E - H o n g   K o n g 	 H o n g   K o n g 	 H o n g   K o n g 	 L i s s a b o n 	 H o n k o n g a s 	 H o n k o n g a 	 H o n g k o n g 	 @xvoxvc	   	 H o n g   K o n g 	 9
K

M

K

M
	 9M  M	 	 						 	 	 	 	 	 	 	 L i s b o a 
 
 S T R _ W C L O C K _ C I T Y 2 9 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 H o n o l u l u 	 H o n o l u l u 	 jq\	 jq\	 %--	 L o n d r e s 	 L o n d r e s 	 L o n d o n 	 >=>;C;C  	 H o n o l u l u 	 GHFHDHDH	 L o n d r e s 	 L o n d r a 	 H  n  l u l u 	 L o n d o n 	 L o n d o n 	 2		&	(		 H o n o l u l u 	 H o n o l u l u 	 H o n o l u l u 	 H o n o l u l u 	 H o n o l u l u 	 H o n o l u l u 	 H o n o l u l u 	 L o n d e n 	 H o n o l u l u 	 H o n o l u l u 	 L o n d r a 	 H o n o l u l u 	 	 	 %>=>;C;C	 9	K	(	K	2	B	2	B		 DF/F	 HFH  DHD'	 	 						 9
K
(
B
2
B
2
B
	 9J(2A2B	 >=>;C;C	 







	 	 E - H o n o l u l u 	 H o n o l u l u 	 H o n o l u l u 	 L o n d e n 	 H o n o l u l u 	 H o n o l u l u 	 H o n o l u l u 	 @xvxlxlx	 	 H o n o l u l u 	 9
J
#
K
2
A
2
A
	 9K(K2A2A	 	 						 	 	 	 	 	 	 	 L o n d r e s 
 
 S T R _ W C L O C K _ C I T Y 3 0 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 I s l a m a b a d 	 I s l a m a b a d 	 
Oe-!X	 
OepQ!X	 %-*A-@%5*	 L o s    n g e l e s 	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 A;0<0104	 I s l a m a b a d 	 '3D'E  '('/	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 I s l a m a b a d 	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 2	I	8	  	(	M		G	2	M	8		 	 	 	 I s z l  m  b  d 	 	 	 	 L o s   A n g e l e s 	 	 	 L o s   A n g e l e s 	 	 	   ' 	 	 	8	2	>	.	>	,	>	&		 D3  "F,D3	 '3D'E  "('/	   	 		  									 
8
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>
.
>
,
>
&
	 8M2>.>,>&M	 A;0<0104	 









	 	 E - I s l a m a b a d 	 I s l a m a b a d 	 I s l a m a b a d 	 L o s   A n g e l e s 	 I s l a m a b a d a s 	 I s l a m a b a d a 	 I s l a m a b a d 	 ;}latabad	 	 I s l a m a b a d 	 
8
M
2
>
.
,
&
M
	 82>.,>&	 	 			  							 	 	 	 	 	 	 	 L o s   A n g e l e s 
 
 S T R _ W C L O C K _ C I T Y 3 1 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 I s t a n b u l 	 I s t a n b u l 	 
OefW!X	 
OefW^\	 %1@!@4#L	 L u x e m b u r g o 	 L u x e m b o u r g 	 L u x e m b u r g 	 !B0<1C;  	 I s t a n b u l 	 '37F(HD	 L u x e m b u r g o 	 L  k s e m b u r g 	 I s t a n b u l 	 L u x e m b u r g 	 L u x e m b o u r g 	 2		M	8	.	,	0	M			 I s t a n b u l 	 I s t a n b u l 	 I s t a n b u l 	 I s z t a m b u l 	 I s t a n b u l 	 I s t a n b u l 	 I s t a n b u l 	 L u x e m b u r g 	 I s t a n b u l 	 I s t a n b u l 	 L u x e m b u r g 	 I s t a n b u l 	 	 	 AB0=1C;	 	8	M	$		,	B	2		 DH2'E(H1	 '3*F(HD	 	 													 
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 
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 
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 
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 
 S T R _ W C L O C K _ C I T Y 3 5 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 K a t h m a n d u 	 K a t h m a n d u 	 R_n	 R_n	 !-%#5--%	 M o n t r e a l 	 M o n t r  a l 	 M o n t r e a l 	 0B<0=4C	 K a t h m a n d u 	 C'*E'F/H	 M o n t r e a l 	 M o n t r e a l 	 K a t h m a n d u 	 M o n t r e a l 	 M o n t r e a l 	 .	I	(	M		M	0	@	/	2		 	 	 	 K a t h m a n d u 	 	 	 	 M o n t r e a l 	 	 	 M o n t r e a l 	 	 	 	 	 	>	 	.	>		!	B		 EHF*1'D	 'yEFH	 	 											 
>
 
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 
 S T R _ W C L O C K _ C I T Y 3 6 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 K i e v 	 K i e v 	 W	 W	 !-*B	 M o s c  	 M o s c o u 	 M o s k a u 	 852  	 K i e v 	 CJA	 M o s c o v o 	 M o s k o v a 	 K i    p 	 M o s k o w 	 M o s c o w 	 .	I	8	M		K		 K i e v 	 K i e v 	 K i j  w 	 K i j e v 	 K i o v a 	 K i e v 	 K y j e v 	 M o s k o u 	 K i e v 	 K i e v 	 M o s c o v a 	 K i j e v 	 	 	 852	 	@	5	M	9		 EH3H	 H	 	 						 
@
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@
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	 ?-M	 	 						 	 	 	 	 	 	 	 M o s c o u 
 
 S T R _ W C L O C K _ C I T Y 3 7 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 	TaW	 	TaW	 4'@%5	 N u e v a   D e l h i 	 N e w   D e l h i 	 N e u   D e l h i 	 C0;0- C<?C@  	 K u a l a   L u m p u r 	 CH  'D'DE(H1	 N o v a   D e l i 	 Y e n i   D e l h i 	 K u l a   l a m p u a 	 N e w   D e l h i 	 N e w   D e l h i 	 (		  &	?	2	M	2	@		 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 N e w   D e l h i 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 N e w   D e l h i 	 K u a l a   L u m p u r 	   	   	 C0;0  C<?C@	 	M	5	>	2	2		*	B	0		 /GD  FH	 HD'DE~H1	   	 			  							 
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	   	 E - K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 N i e u - D e l h i 	 K v a l a   L u m p kr a s 	 K u a l a l u m p u r a 	 K u a l a   L u m p u r 	 ?xala  <xtzx	   	 K u a l a   L u m p u r 	 
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 
 S T R _ W C L O C K _ C I T Y 3 8 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 K w a j a l e i n 	 K w a j a l e i n 	 Ȍgty	 8Y>gsy	 4'"-#L	 N u e v a   Y o r k 	 N e w   Y o r k 	 N e w   Y o r k 	 20460;59=	 K w a j a l e i n 	 CH','D'F	 N o v a   I o r q u e 	 N e w   Y o r k 	 K w a j a l e i n 	 N e w   Y o r k 	 N e w   Y o r k 	 (	M	/	B	  /	I	0	M			 	 	 	 K w a j a l e i n 	 	 	 	 N e w   Y o r k 	 	 	 N e w   Y o r k 	 	 	   	 	 	M	5	>		>	2	?	(		 FHH1	 H','DF	   	 			  						 
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	 	 E - K w a j a l e i n 	 K w a j a l e i n 	 K w a j a l e i n 	 N e w   Y o r k 	 K v a d ~a l e i n a s 	 K v a d ~e l e i n a 	 K w a j a l e i n 	 ?~a{aleuv	 	 K w a j a l e i n 	 
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 
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  


	   	 E - L a   P a z 	 L a   P a z 	 L a   P a z 	 P a r y s 	 L a   P a s a s 	 L a p a s a 	 L a   P a z 	 <aza}	   	 L a   P a z 	 2
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	 2>  *>M	 	 						 	 	 	 	 	 	 	 P a r i s 
 
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 
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	 	 E - L o n d o n 	 L o n d o n 	 L o n d o n 	 R a b a t 	 L o n d o n o 	 L o n d o n a 	 L o n d o n 	 <xvdxv	 	 L o n d r a 	 2
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 
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>
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	 2>8M  ?2M8M	 >A- =465;5A	 


  






	   	 E - L o s   A n g e l e s 	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 R o m e 	 L o s   A n d ~e l a s 	 L o s a n d ~e l o s a 	 L o s   A n g e l e s 	 <x}  1v{ele}	   	 L o s   A n g e l e s 	 2
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 
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
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	 2M8.M,0M	 	 															 	 	 	 	 	 	 	 S  o   F r a n c i s c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y 4 4 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 M a d r i d 	 M a d r i d 	 _̑	 l_̑	 14-2B	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 04@84  	 M a d r i d 	 E/1J/	 S a n t i a g o 	 S a n t i a g o 	 M a d r i d 	 S a n t i a g o 	 S a n t i a g o 	 8	H		?	/	>		K		 M a d r i d 	 M a d r i d 	 M a d r y t 	 M a d r i d 	 M a d r i d 	 M a d r i d 	 M a d r i d 	 S a n t i a g o 	 M a d r i d 	 M a d r i d 	 S a n t i a g o 	 M a d r i d 	 	 	 04@84	 .	E	!	M	0	?	!		 3'F*'H	 E1	 	 			  							 .
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	 .G!M0?!M	 04@84	 






	 	 E - M a d r i d 	 M a d r i d 	 M a d r i d 	 S a n t i a g o 	 M a d r i d a s 	 M a d r i d e 	 M a d r i d 	 Dadkd	 	 M a d r i d 	 .
>
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	 .>!M0?!M	 	 											 	 	 	 	 	 	 	 S a n t i a g o 	 	 	 	 	 	 	 	 M a d r i l 	 M a d r i d 	 M a d r i d 	 M a d r i d 	 M a i d r i d 
 
 S T R _ W C L O C K _ C I T Y 4 5 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 M a n i l a 	 M a n i l a 	 <\b	 l<\b	 *4B#L	 S i n g a p u r 	 S i n g a p o u r 	 S i n g a p u r 	 0=8;0  	 M a n i l a 	 E'FJD'	 S i n g a p u r a 	 S i n g a p u r 	 M a n i l a 	 S i n g a p u r a 	 S i n g a p u r a 	 8	?			>	*	A	0		 M a n i l a 	 M a n i l a 	 M a n i l a 	 M a n i l a 	 M a n i l a 	 M a n i l a 	 M a n i l a 	 S i n g a p o r e 	 M a n i l a 	 M a n i l a 	 S i n g a p o r e 	 M a n i l a 	 	 	 0=8;0	 .	(	?	2	>		 3F'~H1	 EFD'	 	 										 .
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	 .(@2>	 0=V;0	 




	 	 I - M a n i l a 	 M a n i l a 	 M a n i l a 	 S i n g a p o e r 	 M a n i l a 	 M a n i l a 	 M a n i l a 	 Davkla	 	 M a n i l a 	 .
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 
 S T R _ W C L O C K _ C I T Y 4 6 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 M e l b o u r n e 	 M e l b o u r n e 	 X>r,g	 X\,g	 B@5"	 S o f  a 	 S o f i a 	 S o f i a 	 5;L1C@=	 M e l b o u r n e 	 EJD(H1F	 S o f i a 	 S o f y a 	 M e l b o u r n e 	 S o f i a 	 S o f i a 	 8	K	+	?	/	>		 	 	 	 M e l b o u r n e 	 	 	 	 S o f i a 	 	 	 S o f i a 	 	 	 	 	 .	G	2	,	K	0	M	(		 5HAG	 ED(H1F	 	 							 .
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 S T R _ W C L O C K _ C I T Y 5 5 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 P o l y n e s i a 	 P o l y n e s i a 	 s)R<\N	 s)R<\N	 '-#L-	 V a r s o v i a 	 V a r s o v i e 	 W a r s c h a u 	 >;8=578O	 P o l i n e s i a 	 (H  DFJ3J'	 V a r s  v i a 	 V a r _o v a 	 P o l y n e s i a 	 W a r s a w a 	 W a r s a w 	 5	>	0	8	I		 	 	 	 P o l i n  z i a 	 	 	 	 W a r s c h a u 	 	 	 V a r _o v i a 	 	 	 	 	 *	E	2	?	(	G	8	?	/	>		 H14H	 ~HD  F3'	 	 							 *
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ёq\	 eёq\	 2#24*B	 S a n   F r a n c i s c o 	 S a n   f r a n c i s c o 	 S a n   F r a n c i s c o 	 !0=- $@0=F8A:>  	 S a n   F r a n c i s c o 	 3'F  A1'F33CH	 S  o   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 8	G	(	  +	M	0	>		8	?	8		K		 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	 S a n   F r a n c i s c o 	   	   	 !0=  $@0=F8A:>	 8	(	  +	M	0	I	(	M	8	@	8	M		K		 3'F  A1'F33H	 3'F  A1'F33H	 	 			  											 8
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 
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 
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	 	 E - S o f i a 	 S o f i a 	 S o f i a 	 S o f i a 	 S o f i j a 	 S o f i j a 	 S o f i a 	 Mxka	 	 S o f i a 	 8
K
+
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/
	 8K+?	 	 						 	 	 	 	 	 	 	 S o f i a 
 
 S T R _ W C L O C K _ C I T Y 6 4 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 S o l o m o n 	 S o l o m o n 	 @b	 @bW	 BB%!-	 S a l o m  n 	 S a l o m o n 	 S o l o m o n 	 !>;><>=>2K  >AB@>20	 S o l o m o n 	 3'DEHF	 S a l o m  o 	 S o l o m o n   	 S o l o m o n 	 S o l o m o n 	 S o l o m o n 	 8	K	2	K	.	K	(		 	 	 	 S a l a m o n - s z i g . 	 	 	 	 S o l o m o n 	 	 	 I n s u l e l e   S o l o m o n 	 	 	 	 	 8	K	2	K	.	(		 ,2'J1  3DJE'F	 3HDHEHF	 	 							 8
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.
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	 8K2J.(M	 !>;><>=	 






	 	 E - S o l o m o n 	 S o l o m o n 	 S o l o m o n 	 S o l o m o n 	 S a l i a m o n o   s a l o s 	 Z l a m a n a   s a l a s 	 S o l o m o n 	 Mxlxtxvuav  orfkve	 	 I n s u l e l e   S o l o m o n 	 8
K
3
(
M
	 8K2K.(	 	 								 	 	 	 	 	 	 	 S a l o m  o 
 
 S T R _ W C L O C K _ C I T Y 6 5 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 S t o c k h o l m 	 S t o c k h o l m 	 e_T>rid	 e_T\id	 *-B.%L!	 E s t o c o l m o 	 S t o c k h o l m 	 S t o c k h o l m 	 !B>:3>;L<  	 S t o c c o l m a 	 '3*HCGHDE	 E s t o c o l m o 	 S t o c k h o l m 	 S t c   h  m 	 S t o c k h o l m 	 S t o c k h o l m 	 8	M		K		9	K	2	M	.		 S t o c k h o l m 	 S t o c k h o l m 	 S z t o k h o l m 	 S t o c k h o l m 	 T u k h o l m a 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 	 	 !B>:E>;<	 8	M		K		9	I	2	M	.		 '3*GDE	 '3yH.HD	 S t o c k h o l m 	 								 8

>
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9
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
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	 8M>M  9K.M	 !B>:3>;L<	 









	  	 E - S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o k h o l m a s 	 S t o k h o l m a 	 S t o c k h o l m 	 Mxopxlt	 	 S t o c k h o l m 	 8
M
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	 7M9K.	 	 									 	 	 	 	 	 	 	 E s t o c o l m o 
 
 S T R _ W C L O C K _ C I T Y 6 6 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 S y d n e y 	 S y d n e y 	 ꖨh	 `<\	 45"L	 S y d n e y 	 S y d n e y 	 S y d n e y 	 !84=59  	 S y d n e y 	 3/FI	 S i d n e i 	 S y d n e y 	 X  t   n i 	 S y d n e y 	 S y d n e y 	 8	?	!	(	@		 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 	 	 !84=8	 8	@	!	(	@		 3/F	 3F	 S y d n e y 	 						 8
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!
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	 8?!M(@	 !V4=59	 




	 	 E - S y d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 S i d n j u s 	 S i d n e j a 	 S y d n e y 	 Mkdveu	 	 S y d n e y 	 8
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	 8?!?(?	 	 						 	 	 	 	 	 	 	 S y d n e y 
 
 S T R _ W C L O C K _ C I T Y 6 7 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 T a i p e i 	 T a i p e i 	 SS	 SS	 D@	 T a i p e i 	 T a i p e i 	 T a i p e i 	 "091M9	 T a i p e i 	 *'(JI	 T a i p  	 T a i p e i 	  i   B c 	 T a i p e i 	 T a i p e i 	 $	>		*	G		 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 	 	 "09?5	 $	H	*	@		 *'~G	 *&~&	 T a i p e i 	 						 $
>
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	  	 E - T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p e i 	 T a i p j u s 	 T a i p e j a 	 T a i p e i 	 Oauzeu	 	 T a i p e i 	 $
>
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	 $>*G	 	 						 	 	 	 	 	 	 	 T a i p e i 
 
 S T R _ W C L O C K _ C I T Y 6 8 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 T e h r a n 	 T e h r a n 	 _ў-	 _ўpQ	 @+0#2	 T e h e r  n 	 T  h  r a n 	 T e h e r a n 	 "535@0=	 T e h r a n 	 7G1'F	 T e e r  o 	 T e h r a n 	 T  h  r a n 	 T e h r a n 	 T e h r a n 	 $	G	9	0	>	(		 T e h r a n 	 T e h e r  n 	 T e h r a n 	 T e h e r  n 	 T e h e r a n 	 T e h r a n 	 T e h r  n 	 T e h e r a n 	 T e h r a n 	 T e h e r a n 	 T e h r a n 	 T e h r a n 	 	 	 "5E5@0=	 $	G	9	0	>	(		 *G1'F	 *1'F	 T e h r a n 	 								 $
G
9
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	 F9M0K(M	 "535@0=	 





	 	 E - T e h r a n 	 T e h r a n 	 T e h r a n 	 T e h e r a n 	 T e h e r a n a s 	 T e h e r n a 	 T e h e r a n 	 9epav	 	 T e h r a n 	 
F
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 
 S T R _ W C L O C K _ C I T Y 6 9 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 T o k y o 	 T o k y o 	 qgN	 NN	 B@5"'	 T o k i o 	 T o k y o 	 T o k i o 	 ">:8>  	 T o k y o 	 7HCJH	 T  q u i o 	 T o k y o 	 T  k y  	 T o k y o 	 T o k y o 	 	K		M	/	K		 T o k y o 	 T o k i o 	 T o k y o 	 T o k i  	 T o k i o 	 T o k y o 	 T o k i o 	 T o k y o 	 T o k y o 	 T o k y o 	 T o k i o 	 T o k y o 	 	 	 ">:8>	 	K		/	K		 *HH	 yHH	 T o k y o 	 							 
K

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	 KM/K	 ">:V>	 





	 	 E - T o k y o 	 T o k y o 	 T o k y o 	 T o k i o 	 T o k i j a s 	 T o k i j a 	 T o k i o 	 Oxokx	 	 T o k i o 	 
K
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/
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	 K?	 	 				' 	 	 	 	 	 	 	 	 T  q u i o 
 
 S T R _ W C L O C K _ C I T Y 7 0 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 T o n g a 	 T o n g a 	 qgR	 dlR	 -2	 T o n g a 	 T o n g a 	 T o n g a 	 ">=30	 T o n g a 	 7F,'	 T o n g a 	 T o n g a 	 T o n g a 	 T o n g a 	 T o n g a 	 	K			>		 	 	 	 T o n g a 	 	 	 	 T o n g a 	 	 	 T o n g a 	 	 	 	 	 	E			>		 *HF'	 y'F'	 T o n g a 	 						 
K
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>
	 K>	 ">=30	 




	 	 E - T o n g a 	 T o n g a 	 T o n g a 	 T o n g a 	 T o n g a 	 T o n g a 	 T o n g a 	 Oxvca	 	 T o n g a 	 
K
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	 KM>	 	 							 	 	 	 	 	 	 	 T o n g a 
 
 S T R _ W C L O C K _ C I T Y 7 1 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 V a n c o u v e r 	 V a n c o u v e r 	 nT	 )nTNS	 A'9@'-#L	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 0=:C25@  	 V a n c o u v e r 	 H'F  CHJ1	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o v 	 V a n c o u v e r 	 V a n c o u v e r 	 5	H			B	5	0		 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 	 	 0=:C2J@	 5	(		K	5	0		 HFHH1	 H'FHH1	 V a n c o u v e r 	 										 5
H
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
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	 5GK50M	 0=:C25@	 







	 	 E - V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n k u v e r i s 	 V a n k u v e r a 	 V a n c o u v e r 	 Navox~e	 	 V a n c o u v e r 	 5
>
(
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	 ->(L-0	 	 									 	 	 	 	 	 	 	 V a n c o u v e r 
 
 S T R _ W C L O C K _ C I T Y 7 2 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 V i e n n a 	 V i e n n a 	 }_N
}	 ~_N~	   @'5"2  	 V i e n a 	 V i e n n e 	 W i e n 	 5=0  	 V i e n n a 	 AJF'	 V i e n a 	 V i e n n a 	 V i  n 	 V i e n n a 	 V i e n n a 	 5	?		(	>		 V i e n n a 	 V  d e H	 W i e d e D	 B  c s 	 W i e n 	 V i e n n a 	 V i e d e H	 W e n e n 	 W i e n 	 B e 
	 V i e n a 	 D u n a j 	 	 	 85=0	 5	?	(	>		 HF	 H'F'	 V i e n n a 	 							 5
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	 5?/(M(>	 V45=L	 




	 	 E - V i e n n a 	 V i e n n a 	 V i e n n a 	 W e n e 	 V i e n a 	 V +n e 	 V i i n 	 Nkevva	 	 V i e n a 	 5
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(
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	 -?(>	 	 							 	 	 	 	 	 	 	 V i e n a 
 
 S T R _ W C L O C K _ C I T Y 7 3 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 wmSZ	 wmS4]	 '%24'-*J-	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 W l a d i w o s t o k 	 ;0482>AB>:	 V l a d i v o s t o k 	 HD'/JH  '3*HC	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 5	M	2	>	&	@	5	K	8	M	$	K			 V l a d i v o s t o k 	 V l a d i v o s t o k 	 W Ba d y w o s t o k 	 V l a g y i v o s z t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 	 	 ;0482>AB>:	 5	M	2	>	!	@	5	K	8	M		K			 HD'/I  H3*HC	 HD'/H3yH	 V l a d i v o s t o k 	 																 5
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	 	 E - V l a d i v o s t o k 	 V l a d i v o s t o k 	 V l a d i v o s t o k 	 W l a d i w o s t o k 	 V l a d i v o s t o k a s 	 V l a d i v o s t o k a 	 V l a d i v o s t o k 	 Nladk~x}xo	 	 V l a d i v o s t o k 	 5
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	 -?!?-K7M	 	 													 	 	 	 	 	 	 	 V l a d i v o s t o k 
 
 S T R _ W C L O C K _ C I T Y 7 4 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 W a r s a w 	 W a r s a w 	 l	 NSl	 '-#L-	 V a r s o v i a 	 V a r s o v i e 	 W a r s c h a u 	 0@H020  	 V a r s a v i a 	 H'13'	 V a r s  v i a 	 W a r s a w 	 W a r s a w 	 W a r s a w 	 W a r s a w 	 5	>	0	8	>		 W a r s a w a 	 V a r aa v a 	 W a r s z a w a 	 V a r s  	 V a r s o v a 	 W a r s a w a 	 V a r aa v a 	 W a r s c h a u 	 W a r s a w a 	 V a r aa v a 	 V a r _o v i a 	 V a r aa v a 	 	 	 0@H020	 5	0	8	>		 H14H	 H'13H	 W a r s a w 	 							 5
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 
 S T R _ W C L O C K _ C I T Y 7 5 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 W e l l i n g t o n 	 W e l l i n g t o n 	 ZH	 `up	 @'%%41	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 5;;8=3B>=	 W e l l i n g t o n 	 HDF:*F	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 5	G	2	?				(		 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 	 	 #5;8=3BJ=	 5	@	2	@				(		 HDF*HF	 HDFyF	 W e l l i n g t o n 	 									 5
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 
 S T R _ W C L O C K _ C I T Y 7 6 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 Y a n g o n 	 Y a n g o n 	 NIQ	 NIQ	 "H28I	 Y a n g o n 	 Y a n g o n 	 Y a n g o n 	 /=3>=	 Y a n g o n 	 1'F:HF	 Y a n g o n 	 Y a n g o n 	 Y a n - G o n 	 Y a n g o n 	 Y a n g o n 	 /	H	(		I	(		 	 	 	 J a n g o n 	 	 	 	 Y a n g o n 	 	 	 Y a n g o n 	 	 	 	 	 /	>	(	- 	E	(		 'FHF	 'F  HF	 Y a n - G o n 	 						 /
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 
 S T R _ W C L O C K _ C I T Y 7 7 	 W o r l d C l o c k 	 H I N T ,   C 2 3 0 _ 1 	 Z u r i c h 	 Z u r i c h 	 ΞN	 ςΞN	 9#4	 Z u r i c h 	 Z u r i c h 	 Z  r i c h 	 &N@8E  	 Z u r i g o 	 ,H1C	 Z u r i q u e 	 Z  r i h 	 Z u r i c h 	 Z u r i c h 	 Z u r i c h 	 	<	M	/	A	0	?			 Z u r i c h 	 Z u r i c h 	 Z u r i c h 	 Z  r i c h 	 Z  r i c h 	 Z u r i c h 	 Z u r i c h 	 Z  r i c h 	 Z u r i c h 	 Z u r i c h 	 Z u r i c h 	 Z u r i c h 	 	 	 &N@8E	 	B	0	@			 2H1.	 2H1	 Z u r i c h 	 							 /
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	 M/B0?M	 &N@8E	 




	 	 E - Z u r i c h 	 Z u r i c h 	 Z u r i c h 	 Z  r i c h 	 C i u r i c h a s 	 C +r i h e 	 Z  r i c h 	 Quxkm	 	 Z u r i c h 	 8
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	 A0?M	 	 						 	 	 	 	 	 	 	 Z u r i q u e 	 	 	 	 	 	 	 	 Z u r i t x 	 Z u r i c h 	 Z  r i c h 	 Z u r i c h 	 Z  r i c h 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E _ N O N E 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 N o   C i t y 	 N o n e 	 !q	 e	 D!H!5	 N i n g u n o 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'  #-/	 N e n h u m 	 H i  b i r i 	 K h  n g 	 N o n e 	 N o n e 	 	K		  (	9	@			 I n g e n 	 } d n  	 {a d e n 	 N i n c s 	 E i   y h t   n 	 I n g e n 	 }i a d n y 	 G e e n 	 I n g e n 	 N i at a 	 N i c i u n u l 	 N o b e d e n 	 	 	 O<0	 	>	9	@	9	@	  (	>	9	@		 G	   F	 	 						  			 
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 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 A b u   D h a b i 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 '(H8(	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 E - A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 A U H 	 124	 A U H 	 A U H 	 A U H 	 A U H 	 	 								 	 	 	 	 	 	 	 A U H 	 	 	 	 	 	 	 	 A b u   D h a b i 	 A U H 	 A U H 	 A u h 	 A U H 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 A m s t e r d a m 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 "E3*1/'E	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 E - A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 A M S 	 1DM	 A M S 	 A M S 	 A M S 	 A M S 	 	 												 	 	 	 	 	 	 	 A M S 	 	 	 	 	 	 	 	 A m s t e r d a m 	 A M S 	 A M S 	 A m s 	 A M S 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 A t h e n s 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 "*F	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 E - A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 A T H 	 19T	 A T H 	 A T H 	 A T H 	 A T H 	 	 							 	 	 	 	 	 	 	 A T H 	 	 	 	 	 	 	 	 A t e n a s 	 A T H 	 A T H 	 A t h 	 A T H 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 A u c k l a n d 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 'HDF/	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 E - A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 A K L 	 U?<	 A K L 	 A K L 	 A K L 	 A K L 	 	 	' 							 	 	 	 	 	 	 	 A K L 	 	 	 	 	 	 	 	 A u c k l a n d 	 A K L 	 A K L 	 A k l 	 A K L 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 5 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B a n g k o k 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 ('FH	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 E - B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 B K K 	 2??	 B K K 	 B K K 	 B K K 	 B K K 	 	 						 	 	 	 	 	 	 	 B K K 	 	 	 	 	 	 	 	 B a n g k o k 	 B K K 	 B K K 	 B k k 	 B K K 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 6 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B e i j i n g 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 ~F	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 E - B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 B E J 	 J5?	 B E J 	 B E J 	 B E J 	 B E J 	 	 							 	 	 	 	 	 	 	 B E J 	 	 	 	 	 	 	 	 P e k i n 	 B E J 	 B E J 	 B e j 	 B E J 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 7 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B e r l i n 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 (1DF	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 E - B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 B E R 	 25L	 B E R 	 B E R 	 B E R 	 B E R 	 	 								 	 	 	 	 	 	 	 B E R 	 	 	 	 	 	 	 	 B e r l i n 	 B E R 	 B E R 	 B e r 	 B E R 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 8 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B o g o t a 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 (HH*'	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 E - B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 B O G 	 2H3	 B O G 	 B O G 	 B O G 	 B O G 	 	 						 	 	 	 	 	 	 	 B O G 	 	 	 	 	 	 	 	 B o g o t a 	 B O G 	 B O G 	 B o g 	 B O G 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 9 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B r a s i l i a 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 (1'2D'	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 E - B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 B S B 	 2P6	 B S B 	 B S B 	 B S B 	 B S B 	 	 											 	 	 	 	 	 	 	 B S B 	 	 	 	 	 	 	 	 B r a s i l i a 	 B S B 	 B S B 	 B s b 	 B S B 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 0 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B r u s s e l s 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 (1H3D	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 E - B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 B R U 	 2PM	 B R U 	 B R U 	 B R U 	 B R U 	 	 								 	 	 	 	 	 	 	 B R U 	 	 	 	 	 	 	 	 B r u s s e l a 	 B R U 	 B R U 	 B r u 	 B R U 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 1 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B u c h a r e s t 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U C 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 (.'13*	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 E - B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 B U H 	 2=P	 B U H 	 B U H 	 B U H 	 B U H 	 	 										 	 	 	 	 	 	 	 B U H 	 	 	 	 	 	 	 	 B u k a r e s t 	 B U H 	 B U H 	 B u h 	 B U H 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 2 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 B u d a p e s t 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 (H/'~3*	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 E - B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 B U D 	 24J	 B U D 	 B U D 	 B U D 	 B U D 	 	 										 	 	 	 	 	 	 	 B U D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 3 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 C a i r o 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 B'G1G	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 E - C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 C A I 	 ?1@	 C A I 	 C A I 	 C A I 	 C A I 	 	 						 	 	 	 	 	 	 	 C A I 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 4 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 C a n b e r r a 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 'F(1'	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 E - C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 C B R 	 ?F2	 C B R 	 C B R 	 C B R 	 C B R 	 	 								 	 	 	 	 	 	 	 C B R 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 5 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 C a p e   T o w n 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 ~  *'HF	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 E - C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 C P T 	 TJO	 C P T 	 C P T 	 C P T 	 C P T 	 	 			  					 	 	 	 	 	 	 	 C P T 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 6 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 C a s a b l a n c a 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 '2'(D'F'	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 E - C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 C A S 	 ?1M	 C A S 	 C A S 	 C A S 	 C A S 	 	 										 	 	 	 	 	 	 	 C A S 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 7 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 C h i c a g o 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 4'H	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 E - C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 C G X 	 I?3	 C G X 	 C G X 	 C G X 	 C G X 	 	 							 	 	 	 	 	 	 	 C G X 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 8 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 C o p e n h a g e n 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 ~FG'	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 E - C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 C P H 	 ?J@	 C P H 	 C P H 	 C P H 	 C P H 	 	 											 	 	 	 	 	 	 	 C P H 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 1 9 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 G e n e v a 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 FH	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 E - G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 G V A 	 :FN	 G V A 	 G V A 	 G V A 	 G V A 	 	 							 	 	 	 	 	 	 	 G V A 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 0 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 G u a m 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 H'E	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 E - G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 G U M 	 31D	 G U M 	 G U M 	 G U M 	 G U M 	 	 						 	 	 	 	 	 	 	 G U M 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 1 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 H o n g   K o n g 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 GF  F	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 E - H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 H K G 	 @?3	 H K G 	 H K G 	 H K G 	 H K G 	 	 					 	 	 	 	 	 	 	 H K G 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 2 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 H o n o l u l u 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 GFHDHDH	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 E - H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 H N L 	 @F<	 H N L 	 H N L 	 H N L 	 H N L 	 	 									 	 	 	 	 	 	 	 H N L 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 3 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 I s t a n b u l 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 '3*'F(HD	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 E - I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 I S T 	 MOD	 I S T 	 I S T 	 I S T 	 I S T 	 	 											 	 	 	 	 	 	 	 I S T 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 4 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 J a k a r t a 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 ,''1*'	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 E - J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 J K T 	 K?O	 J K T 	 J K T 	 J K T 	 J K T 	 	 									 	 	 	 	 	 	 	 J K T 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 5 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 J o h a n n e s b u r g 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 HG'F3(H1	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 E - J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 J N B 	 EF2	 J N B 	 J N B 	 J N B 	 J N B 	 	 													 	 	 	 	 	 	 	 J N B 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 6 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 K i e v 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 A	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 E - K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 K I E 	 ?;5	 K I E 	 K I E 	 K I E 	 K I E 	 	 				 	 	 	 	 	 	 	 K I E 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 7 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 K u a l a   L u m p u r 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 H"D'D'E~H1	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 E - K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 K U L 	 ?<<	 K U L 	 K U L 	 K U L 	 K U L 	 	 													 	 	 	 	 	 	 	 K U L 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 8 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 L i s b o n 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 D3(HF	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 E - L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 L I S 	 <;M	 L I S 	 L I S 	 L I S 	 L I S 	 	 						 	 	 	 	 	 	 	 L I S 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 2 9 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 L o n d o n 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 DF/F	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 E - L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 L O N 	 <HF	 L O N 	 L O N 	 L O N 	 L O N 	 	 						 	 	 	 	 	 	 	 L O N 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 0 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 L o s   A n g e l e s 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 D3  "F,D3	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 




	 L A X 	 E - L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 L A X 	 <1K	 L A X 	 L A X 	 L A X 	 L A X 	 	 			  							 	 	 	 	 	 	 	 L A X 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 1 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 L u x e m b o u r g 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 DH2'E(H1	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 



	 L U X 	 E - L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 L U X 	 <TM	 L U X 	 L U X 	 L U X 	 L U X 	 	 												 	 	 	 	 	 	 	 L U X 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 2 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 M a d r i d 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 E'/1/	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 E - M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 D14	 M A D 	 M A D 	 M A D 	 M A D 	 M A D 	 								 	 	 	 	 	 	 	 M A D 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 3 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 M a n i l a 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 E'FD	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 E - M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 DF<	 M N L 	 M N L 	 M N L 	 M N L 	 M N L 	 							 	 	 	 	 	 	 	 M N L 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 4 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 M e x i c o C i t y 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 E2H3*	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 E - M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 D5T	 M E X 	 M E X 	 M E X 	 M E X 	 M E X 	 								  					 	 	 	 	 	 	 	 M E X 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 5 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 M o n t r e a l 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 T U E 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 EHF*1'D	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 


	 M O N 	 E - M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 DHF	 M O N 	 M O N 	 M O N 	 M O N 	 M O N 	 											 	 	 	 	 	 	 	 M O N 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 6 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 M o s c o w 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 EH3H	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 E - M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 DMN	 M O W 	 M O W 	 M O W 	 M O W 	 M O W 	 						 	 	 	 	 	 	 	 M O W 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 7 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 N e w   D e l h i 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 /GD  FH	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 E - D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 45<	 D E L 	 D E L 	 D E L 	 D E L 	 D E L 	 			  							 	 	 	 	 	 	 	 D E L 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 8 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 N e w   Y o r k 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 FHH1	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 E - N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 FET	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 N Y C 	 									 	 	 	 	 	 	 	 N Y C 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 3 9 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 P a r i s 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 ~'13	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 E - P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 S1P	 P A R 	 P A R 	 P A R 	 P A R 	 P A R 	 						 	 	 	 	 	 	 	 P A R 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 0 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 P r a g u e 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 ~1'	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 E - P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 JP3	 P R G 	 P R G 	 P R G 	 P R G 	 P R G 	 									 	 	 	 	 	 	 	 P R G 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 1 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 R a b a t 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 1('7	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 E - R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 L21	 R B A 	 R B A 	 R B A 	 R B A 	 R B A 	 					 	 	 	 	 	 	 	 R B A 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 2 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 R o m e 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 1E	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 E - R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 @LD	 R O M 	 R O M 	 R O M 	 R O M 	 R O M 	 				 	 	 	 	 	 	 	 R O M 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 3 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 S a n   F r a n c i s c o 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 3'FA1'F33H	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 E - S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 MVH	 S F O 	 S F O 	 S F O 	 S F O 	 S F O 	 															 	 	 	 	 	 	 	 S F O 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 4 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 S a n t i a g o 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 3'F*'H	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 E - S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 MO3	 S C L 	 S C L 	 S C L 	 S C L 	 S C L 	 											 	 	 	 	 	 	 	 S C L 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 5 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 S i n g a p o r e 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 3F'~H1	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 


	 S I N 	 E - S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 M;F	 S I N 	 S I N 	 S I N 	 S I N 	 S I N 	 									 	 	 	 	 	 	 	 S I N 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 6 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 S o f i a 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 5HAG	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 E - S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 MHV	 S O F 	 S O F 	 S O F 	 S O F 	 S O F 	 						 	 	 	 	 	 	 	 S O F 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 7 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 S t o c k h o l m 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 '3*GDE	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 E - S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 MO@	 S T H 	 S T H 	 S T H 	 S T H 	 S T H 	 									 	 	 	 	 	 	 	 S T H 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 8 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 S y d n e y 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 3/F	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 E - S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 M;4	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 S Y D 	 						 	 	 	 	 	 	 	 S Y D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 4 9 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 T a i p e i 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 *'~G	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 E - T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 OJ5	 T P E 	 T P E 	 T P E 	 T P E 	 T P E 	 						 	 	 	 	 	 	 	 T P E 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 5 0 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 T e h r a n 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 *G1'F	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 E - T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 9@P	 T H R 	 T H R 	 T H R 	 T H R 	 T H R 	 							 	 	 	 	 	 	 	 T H R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 5 1 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 T o k y o 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 *HH	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 E - T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 O?E	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 T K Y 	 				' 	 	 	 	 	 	 	 	 T K Y 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 5 2 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 V a n c o u v e r 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 HFHH1	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 E - V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 N1?	 V A C 	 V A C 	 V A C 	 V A C 	 V A C 	 									 	 	 	 	 	 	 	 V A C 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W C L O C K _ C I T Y _ A B B R E 5 3 	 W o r l d C l o c k 	 C 3 1 2 _ 1 	 V i e n n a 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 HF	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 E - V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 N;5	 V I E 	 V I E 	 V I E 	 V I E 	 V I E 	 							 	 	 	 	 	 	 	 V I E 	 	 	 	 	 	 	 	 	 	 	 	 
 
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a s 	 W e r e l d k l o k 	 K l o c k a 	 S v j e t s k a   u r a 	 O r a   p e   g l o b 	 S v e t o v n a   U r a 	   	   	 !25B>25=  '0A>2=8:	 5	0	M	2	M	!	  	M	2	I			 3'9*  ,G'FI	 9'DE  	 	 							  				 5
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 
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a s 	 Z m i a n a   c z a s u 	 N y  r i   i d Qs z  m  t  s 	 K e s  a i k a 	 D a g s l y s   s p a r e t i d 	 L e t n    
a s 	 Z o m e r t i j d 	 S o m m a r t i d 	 S e z o n s k o   v r i j e m e 	 A d a p t a r e   l a   o r a   d e   v a r 	 a s   V a r 
e v a n j a   D n e v n e   S v e t l o b e 	     	   	 0?8A  =0  =52=8  G0A>25	 &	?	5	8	>		>	  8	G		?			  5	G	3		 3'9*  *'(3*'FI	 D'&y  3HF  HB*	     	 					  			  							  				  				 &
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 
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 
 S T R _ S C R _ H E A L T H _ M E N S I S _ C A P T I O N 	 U n d e f i n e d 	 T I T L E ,   T E X T ,   H I N T 	 H e a l t h   M e n s t r u a l   s c r e e n   t i t l e 	 M e n s t r u a l 	 sY'`ut1g	 sY'`uthTg	 #-@7-	 M e n s t r u a c i  n 	 M e n s t r u a t i o n 	 M e n s t r u a t i o n 	 5=AB@C0;L=K9	 C i c l o   m e s t r u a l e 	 /H1I  4G1J)	 M e n s t r u a l 	 M e n s t r  e l 	 K i n h   n g u y  #t 	 M e n s t r u a s i 	 H a i d 	 .	>	8	?		  '	0	M	.		 M  n e d l i g 	 M e n s t r u a 
n  	 M i e s i c z k o w y 	 M e n s t r u  c i  s 	 K u u k a u t i s - 	 M e n s t r u e l l 	 M e n at r u  c i a 	 M e n s t r u a t i e 	 M e n s 	 M e n s t r u a c i j a 	 C i c l u   m e n s t r u a l 	 M e n s t r u a c i j a 	   	 	 5=AB@C0F8O	 .	>	8	?		  8	M	0	>	5		 /H1G  B'9/I	 -6  3  E*9DB	 	 								  										 .
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	 	 U k u m e n s a 	 O k u h l a m b a 	 H e d h i 	 M e n s t r u a s i e s i k l u s 	 M n e s i n s 	 M n e ar e i z e s 	 I g a k u u n e 	 4awavaukv  kol	     	 C i c l u   m e n s t r u a l 	 
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 
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n o s t 	 	 	 @5<5==>AB	 	0	K	&	0		 "(3*FI	 -ED	 	 											 
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 
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	 (G?  *M0>,,?2?@	 !L>3>4=VH=O  9<>2V@=VABL	 



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	   	 O k u n g e n z e k a   n a m h l a n j e 	 O k u n o k w e n z e k a   k w a n a m h l a n j e 	 U w e z e k a n o   w a   l e o 	 V a n d a g   s e   m o o n t l i k h e i d 	 `i a n d i e n o s   t i k i m y b 	 `o d i e n a s   v a r b kt +b a 	 T  n a n e   t  e n  o s u s 	 1u}~a  pa~avaoavxiuxvh	   	 P r o b a b i l i t a t e a   d e   a z i 	 
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 
 S T R _ L A S T _ D A T E 	 U n d e f i n e d 	 I C O N T E X T 	 H e a l t h   M e n s t r u a l   s c r e e n   l a s t   d a t e 	 L a s t   m e n s .   d a t e 	 
N!kut1ge	 
N!kuthTge	 '15H!5#03@7-%H2*8	  l t i m a   f e c h a   m e n s u a l 	 D a t e   d e   d e r n i  r e   m e n s t r u a t i o n 	 L e t z t e   M e n s t r u a t i o n 	 >A;54=55  G8A;>  <5=AB@C0F88	 D a t a   u l t i m a   m e s t r u a z i o n e 	 *'1J.  'D/H1J  'D#.J1G	 D a t a   d a    l t i m a   m e n s t r u a   o 	 S o n   r e g l   t a r i h i 	 N g  y   c    k i n h   n g u y t   l n   t r c 	 H a r i   h a i d   t e r a k h i r 	 H a r i   h a i d   t e r a k h i r 	 		$	?	.	  .	>	8	?		  '	0	M	.		 S i d s t e   M e n s t r u a t i o n s   D a t o 	 D a t u m   p o s l e d n    m e n s t r u a c e 	 D a t a   o s t a t n i e j   m i e s i c z k i 	 U t o l s    m e n s e s   d  t u m a 	 V i i m e i s t e n   m i e s t e n   p  i v  m   r  	 S i s t e   m e n s d a t o 	 D  t u m   m i n u l    m e n at r u  c i e 	 L a a t s t e   m e s t r u a t i e d a t u m 	 S e n a s t e   m e n s 	 D a t u m   z a d n j e   m j e s e 
n i c a 	 U l t i m a   z i   d e   m e n s t r u a ci e 	 D a t u m   Z a d n j e   M e n s t r u a c i j e 	 L a s t   M e n s   D a t e 	     	 0B0  =0  >A;54=0  5=AB@. 	 6	G	5		8	@	  .	>	8	?		  8	M	0	>	5	  $	?	%	?		 *'1.  ".1F  B'9/	 'S.1  HE  -6	       	 			  										  						 
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	     	 U s u k u   l o k u g c i n a   l o k u m e n s a   	 U m h l a   w o k u g q i b e l a   w o k h l 	 T a r e h e   y a   h e d h i   y a   m w i s h o 	 L a a s t e   m e n s t r .   d a t u m 	 P a s k .   m n e s i n i s  d a t a 	 P d j s   m n e ar .   d a t u m s 	 V i i m a n e   m e n s t r   k u u p  e v 	 Ne{kv  dawavk  at}aik~h	       	 U l t i m a   z i   d i n   c i c l u l   m e n s t r u a l 	 
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 
 S T R _ D A T E _ F O R M A T _ H E A L T H _ M E N S I S 	 U n d e f i n e d 	 I C O N T E X T 	 D a t e   f o r m a t   H e a l t h   S c r e e n   M e n s i s 	 ( D a y s ) 	 ( e) 	 ( e) 	 '1	 ( D  a s ) 	 ( J o u r s ) 	 ( T a g e ) 	 ( =8) 	 ( G i o r n i ) 	 (   #J'E    ) 	 ( D i a s ) 	 G  n l e r i 	 ( N g  y ) 	 ( h a r i ) 	 ( H a r i ) 	 ( &	?	(	) 	 ( D a g e ) 	 ( D n y ) 	 ( D n i ) 	 ( N a p o k ) 	 H  p e i s s   n 	 ( D a g e r ) 	 ( D n i ) 	 ( d a g e n ) 	 ( d a g a r ) 	 ( D a n a ) 	 ( Z i l e ) 	 ( D n e v i ) 	 ( ) 	 ( ) 	 ( =8) 	 ( &	?	5	8	) 	 ( 1H2) 	 >''E?	 ( ) 	 ( 							) 	 ( &
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 
 S T R _ I N V A L I D _ A V E R A G E _ D A Y _ M E S S A G E 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   a v g   d a y s   m e s s a g e   i n   H e a l t h   S c r e e n   M e n s i s 	 D a y s :   1 4   ~   9 3 	 1g1 4   ~   9 3 	 hTg1 4   ~   9 3 	 '1:   1 4   ~   9 9 	 D  a s :   1 4   ~   9 9 	 J o u r s   :   1 4   ~   9 9 	 T a g e :   1 4   ~   9 9 	 =8:   1 4   ~   9 9 	 G i o r n i :   1 4   ~   9 9 	 #J'E  :   9 9 ~ 1 4 	 D i a s :   1 4   ~   9 9 	 G  n l e r : 1 4 ~ 9 9 	 C h u   k :   1 4 ~ 9 9 	 H a r i :   1 4 ~ 9 9 	 H a r i :   1 4 ~ 9 9 	 &	?	(	:   1 4   ~   9 9 	 D a g e :   1 4   ~   9 9 	 D n y :   1 4   ~   9 9 	 D n i :   1 4   ~   9 9 	 N a p o k :   1 4   ~   9 9 	 ( P  i v   ) 	 D a g e r :   1 4   ~   9 9 	 D n i :   1 4   ~   9 9 	 D a g e n :   1 4 ~ 9 9 	 D a g a r :   1 4   ~   9 9 	 ( D a n a ) :   1 4   ~   9 9 	 Z i l e :   1 4   ~   9 9 	 D n e v i :   1 4   ~   9 9 	 :   1 4 - 9 9 	 :   1 4   ~   9 9 	 =8:   1 4   ~   9 9 	 &	?	5	8	:   1 4   ~   9 9 	 1H2:   1 4   ~   9 9 	 ''E  :   1 4 9 9 	 :   1 4   ~   9 9 	 			:   		  ~   			 &
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:   1 4 ~ 9 9 	 0KA2A:   1 4   ~   9 9 	 =V:   1 4   ~   9 9 	 




  :   1 4   ~   9 9 	 :   1 4   ~   9 9 	 I z i n s u k u :   1 4   ~   9 9 	 I i n t s u k u :   1 4 ~ 9 9 	 S i k u :   1 4   ~   9 9 	 d a e :   1 4   ~   9 9 	 D i e n o s :   1 4   ~   9 9 	 D i e n a s :   1 4   ~   9 9 	 P  e v a d :   1 4   ~   9 9 	 Ue]  1 4   ~   9 9 	 : 1 4 ~ 9 9 	 Z i l e :   1 4   ~   9 9 	 &
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 
 S T R _ C A N N O T _ N A V I G A T E _ F U R T H E R _ M E S S A G E 	 U n d e f i n e d 	 P O P U P 	 S o r r y   Y o u   C a n n o t   N a v i g a t e   F u r t h e r   M e s s a g e 	 O u t   o f   b o u n d a r y 	 Q{
W	 QV	 --@	 F u e r a   d e   l  m i t e s 	 H o r s   l i m i t e 	 A u  e r h a l b   d e r   G r e n z e 	 0  ?@545;0<8	 F u o r i   t e m p o   m a s s i m o 	 .'1,  'D-/H/	 F o r a   d o   l i m i t e 	 S 1n 1r   d 1_1	 V t   q u    p h m   v i 	 D i l u a r   B a t a s 	 D i l u a r   b a t a s a n 	 8	@	.	>	  	G	  ,	>	9	0		 U d e n f o r   G r  n s e n 	 M i m o   l i m i t 	 P o z a   g r a n i c 	 T  l l  p t e   a   h a t  r t 	 R a j a n   u l k o p u o l e l l a 	 U t e n f o r   g r e n s e 	 M i m o   l i m i t 	 B u i t e n   d e   g r e n z e n 	  v e r s k r i d e r   l i m i t e n 	 I z v a n   g r a n i c a 	  n   a f a r a   l i m i t e l o r 	 V e n   I z   M e j 	   	   	 57  @0=8F8	 8	@	.	G	*	2	@		!	G		 .'1,  '2  E-/H/G	 -/  3  ('1	     	 							  						 8
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 
 S T R _ A V E R A G E _ D A Y S _ H E A L T H _ M E N S I S 	 U n d e f i n e d 	 I C O N T E X T 	 A v e r a g e   P e r i o d   D a y s   H e a l t h   S c r e e n   M e n s i s 	 A v e r a g e   p e r i o d 	 s^GW1g	 s^GWhTg	 
H'@'%2@	%5H"	 P e r i o d o   m e d i o 	 P  r i o d e   m o y e n n e 	 D u r c h s c h n i t t s d a u e r 	 !@54=89  ?5@8>4	 P e r i o d o   m e d i o 	 /H1)  E*H37)	 P e r  o d o   n o r m a l 	 O r t a l a m a   d  n e m 	 B  n h   q u  n   c h u   k  	 P e r i o d e   r a t a - r a t a 	 P u r a t a   h a i d 	 	8	$	  	5	'	?		 M i d t e   M e n s t r u a t i o n 	 P r om r n    p e r i o d a 	 Zr e d n i   o k r e s 	  t l a g o s   i d Qs z a k 	 K e s k i m   r  i n e n   k i e r t o a i k a 	 G j e n n o m s n i t t l i g   m e n s t r u a s j o n 	 P r i e m e r n    p e r i  d a 	 G e m i d d e l d e   p e r i o d e 	 G e n o m s n i t t l i g   p e r i o d 	 S r e d n j i   p e r i o d   	 P e r i o a d   m e d i e 	 P o v p r e 
n o   O b d o d b j e 	   	   	 !@545=  5@8>4	 8	0	>	8	0	@	  	>	2	>	5	'	@		 EJ'FJF  7HD  /H1G	 E*H37  /H1	   	 			  							 
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H'@'%2	 P e r  o d o 	 P  r i o d e 	 P e r i o d e 	 5@8>4  	 P e r i o d o 	 /H1)	 P e r  o d o 	 P e r i y o d 	 C h u   k 	 M a s a 	 T e m p o h   m a s a 	 *	@	0	?	/	!		 M e n s t r u a t i o n 	 P e r i o d a 	 O k r e s 	 I d Qs z a k 	 K i e r t o a i k a 	 M e n s t r u a s j o n 	 P e r i  d a 	 P e r i o d e 	 P e r i o d 	 P e r i o d 	 P e r i o a d 	 O b d o d b j e 	 	 	 5@8>4	 	>	2	>	5	'	@		 ~1H/	 HBA	 	 				 
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a n   d a t u m 	 I n t r o d u c e ci   d a t a   c o r e c t 	 V s t a v i   P r a v i l e n   D a t u m 	     	     	 J2548  >@5:B=0  0B0	 /	K		M	/	  $	>	0	@		  			0	  	0	>		 *'1.  5--  1'  H'1/  F/	 5--  *'1.  /'.D  ,&	       	 				  					  						  					  
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2"	 M a s c u l i n o 	 H o m m e 	 M  n n l i c h 	 C6G8=0	 M a s c h i o 	 0C1	 M a s c u l i n o 	 E r k e k 	  n    n g 	 P r i a 	 L e l a k i 	 *	A	0	B	7		 M a n d 	 M u ~	 M |c z y z n a 	 F  r f i 	 M i e s 	 M a n n 	 M u ~	 M a n n e l i j k 	 M a n 	 M u ak a r a c 	 B r b a t 	 M o ak i 	 	 	 J6	 *	A	0	A	7		 E1/	 E1/  	 	 						 
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4	 F e m e n i n o 	 F e m m e 	 W e i b l i c h 	 5=I8=0	 F e m m i n a 	 #F+J	 F e m i n i n o 	 D i _i 	 P h  i   n 	 W a n i t a 	 P e r e m p u a n 	 .	9	?	2	>		 K v i n d e 	 }e n a 	 K o b i e t a 	 N Q	 N a i n e n 	 K v i n n e 	 }e n a 	 V r o u w e l i j k 	 K v i n n a 	 }e n a 	 F e m e i e 	 }e n s k a   	 	 	 5=0	 .	9	?	2	>		 2F	 9H1*	 	 						 
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) 	 $M$A  ( 8F. .@. ) 	 @VAB  ( !<) 	 




  ( 



)   	   ( . ) 	 U b u d e   ( c m ) 	 U b u d e   ( c m ) 	 U r e f u   ( s m ) 	 L e n g t e   ( C m ) 	 jg i s   ( c m ) 	 A u g u m s   ( c m ) 	 K  r g u s   ( c m ) 	 @a}ao( }t) 	   ( ) 	  n l ci m e   ( c m ) 	 	
/
0

  ( 8
F
.
@
) 	 	M$>  ( 8G.?) 	 	 						  ( 		. 		. ) 	 	 	 	 	 	 	 	 A l t u r a   ( c m ) 
 
 S T R _ B M I _ W E I G H T _ T E X T 	 U n d e f i n e d 	 I C O N T E X T 	 W e i g h t 	 W e i g h t   ( k g ) 	 Ԛ͑  ( k g ) 	 SO͑  ( k g ) 	 I3+1  ( . ) 	 P e s o   ( k g ) 	 P o i d s   ( k g ) 	 G e w i c h t   ( k g ) 	 5A  ( :3)   	 P e s o   ( k g ) 	 'DH2F    (   C,E  ) 	 P e s o   ( k g ) 	 A 1r l 1k ( K g ) 	 C  n   n n g   ( k g ) 	 B e r a t   ( K g ) 	 B e r a t   ( k g ) 	 -	>	0	  ( 	?		M	0	>	) 	 V  g t   ( K g ) 	 V  h a   ( v   k g ) 	 W a g a   ( K g ) 	 T e s t s  l y   ( k g ) 	 P a i n o   ( k g ) 	 V e k t   ( k g ) 	 V  h a   ( k g ) 	 G e w i c h t   ( k g ) 	 V i k t   ( k g ) 	 T e ~i n a   (   k g ) 	 G r e u t a t e   ( k g ) 	 T e ~a   ( K g ) 	   ( k g ) 	   ( " ) 	 "53;>  ( 3) 	 5		(	  ( 	?	. 	M	0	>	. ) 	 H2F  ( DH1E) 	 W e i g h t   ( K g ) 	 ( ) 	 			  ( 				) 	 -
>
0
  ( 
?
2
K

M
0
>
.
) 	 ,0A5A  ( ?. M0>. ) 	 @VAB  ( !<) 	 


  ( 





) 	   ( . ) 	 I s i s i n d o   ( k g ) 	 U b u n z i m a   ( k g ) 	 U z a n i   ( k g ) 	 G e w i g   ( K g ) 	 S v o r i s   ( k g ) 	 S v a r s   ( k g ) 	 K a a l   ( k g ) 	 Taw( oc) 	   ( ) 	 G r e u t a t e   ( k g ) 	 -
>
0

  ( 
?

M
0
>

) 	 (  ( ?M0>) 	 	 			  ( 		. 				. ) 	 	 	 	 	 	 	 	 P e s o   ( k g ) 
 
 S T R _ B M I _ H E I G H T _ E R R O R _ T E X T 	 U n d e f i n e d 	 P O P U P 	 H e i g h t 	 H e i g h t :   5 5   ~   3 0 0 	 ؚ5 5   ~   3 0 0 	 ؚV5 5   ~   3 0 0 	 *H'*9:   5 5   ~   3 0 0 	 A l t u r a :   5 5   ~   3 0 0 	 T a i l l e :   5 5   ~   3 0 0 	 H  h e :   5 5   ~   3 0 0 	 KA>B0:   5 5   ~   3 0 0 	 A l t e z z a :   5 5   ~   3 0 0 	 'D7HD  :   3 0 0 ~   5 5 	 A l t u r a :   5 5   ~   3 0 0 	 Y  k s e k l i k :   5 5 ~ 3 0 0 	 P h m   v i   c h i u   c a o :   5 5 - 3 0 0 	 T i n g g i :   5 5   ~   3 0 0 	 T i n g g i :   5 5   ~   3 0 0 	 
			>		:   5 5   ~   3 0 0 	 H  j d e :   5 5   ~   3 0 0 	 V  ak a :   5 5   ~   3 0 0 	 W z r o s t :   5 5   ~   3 0 0 	 M a g a s s  g :   5 5   ~   3 0 0 	 P i t u u s :   5 5   ~   3 0 0   	 H  y d e :   5 5   ~   3 0 0 	 V  ak a :   5 5   ~   3 0 0 	 L e n g t e :   5 5   ~   3 0 0 	 L  n g d :   5 5   ~   3 0 0 	 V i s i n a :   5 5   ~   3 0 0 	  n l ci m e :   5 5   ~   3 0 0 	 V e l i k o s t :   5 5   ~   3 0 0 	 :   5 5 - 3 0 0 	 :   5 5   ~   3 0 0 	 8A>G8=0:   5 5   ~   3 0 0 	 				@	:   ( 8	G	. .	?	. )   5 5 ~ 3 0 0 	 B/:   5 5   *'  3 0 0 	 'HF'&  : 5 5 ~ 3 0 0 	 :   5 5   ~   3 0 0 	 						:   		  ~   				 	

>

:   5 5   ~   3 0 0 	 $M$A:   5 5 ~ 3 0 0 	 @VAB:   5 5   ~   3 0 0 	 




  :   5 5   ~   3 0 0 	 :   5 5   ~   3 0 0 	 U b u d e :   5 5   ~   3 0 0 	 U b u d e :   5 5 ~ 3 0 0 	 U r e f u :   5 5   ~   3 0 0 	 L e n g t e :   5 5   ~   3 0 0 	 jg i s :   5 5   ~   3 0 0 	 A u g u m s :   5 5   ~   3 0 0 	 K  r g u s :   5 5   ~   3 0 0 	 @a}ao]  5 5   ~   3 0 0 	 :   5 5 ~ 3 0 0 	  n l ci m e :   5 5   ~   3 0 0 	 	
/
0

:   5 5   ~   3 0 0 	 	M$>:   5 5   ~   3 0 0 	 	 						:   5 5   ~   3 0 0 	 	 	 	 	 	 	 	 A l t u r a :   5 5   ~   3 0 0 
 
 S T R _ B M I _ W E I G H T _ E R R O R _ T E X T 	 U n d e f i n e d 	 P O P U P 	 W e i g h t 	 W e i g h t :   1   ~   3 0 0 	 Ԛ͑1   ~   3 0 0 	 SO͑V1   ~   3 0 0 	 I3+1:   1   ~   3 0 0 	 P e s o :   1   ~   3 0 0 	 P o i d s :   1   ~ 3 0 0 	 G e w i c h t :   1   ~   3 0 0 	 5A:   1   ~   3 0 0 	 P e s o :   1   ~   3 0 0 	 'DH2F  :   3 0 0 ~   1 	 P e s o :   1   ~   3 0 0 	 A 1r l 1k :   1 ~ 3 0 0 	 P h m   v i   c  n   n n g : 1 ~ 3 0 0 	 B e r a t : 1   ~   3 0 0 	 B e r a t : 1   ~   3 0 0 	 -	>	0	:   1   ~   3 0 0 	 V  g t : 1   ~   3 0 0 	 V  h a :   1   ~   3 0 0 	 W a g a :   1   ~   3 0 0 	 T e s t s  l y :   1   ~   3 0 0 	 P a i n o :   1   ~   3 0 0 	 V e k t :   1   ~   3 0 0 	 V  h a :   1   ~   3 0 0 	 G e w i c h t :   1   ~   3 0 0 	 V i k t :   1   ~   3 0 0 	 T e ~i n a :   1   ~   3 0 0 	 G r e u t a t e :   1   ~   3 0 0 	 T e ~a t :   1   ~   3 0 0 	 :   1 - 3 0 0 	 :   1   ~   3 0 0 	 "53;>:   1   ~   3 0 0 	 5		(	:   ( 	?	. 	M	0	>	. )   1   ~   3 0 0 	 H2F:   1   *'  3 0 0 	 H2F  :   1 ~ 3 0 0 	 :   1   ~   3 0 0 	 			:   	  ~   				 -
>
0
:   1   ~   3 0 0 	 ,0A5A:   1 ~ 3 0 0 	 030:   1   ~   3 0 0 	 


:   1   ~   3 0 0 	 : 1   ~   3 0 0 	 I s i s i n d o :   1   ~   3 0 0 	 U b u n z i m a :   1 ~ 3 0 0 	 U z a n i :   1   ~   3 0 0 	 G e w i g :   1   ~   3 0 0 	 S v o r i s :   1   ~   3 0 0 	 S v a r s :   1   ~   3 0 0 	 K a a l :   1   ~   3 0 0 	 Taw]  1   ~   3 0 0 	 :   1 ~ 3 0 0 	 G r e u t a t e :   1   ~   3 0 0 	 -
>
0

:   1   ~   3 0 0 	 (:   1   ~   3 0 0 	 	 			:   1   ~   3 0 0 	 	 	 	 	 	 	 	 P e s o :   1   ~   3 0 0 
 
 S T R _ B M I _ H E I G H T _ W E I G H T _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 H e i g h t   &   W e i g h t   e r r o r 	 H e i g h t :   5 5   ~   3 0 0 \ n W e i g h t :   1   ~   3 0 0 	 ؚ5 5   ~   3 0 0   \ n Ԛ͑1   ~   3 0 0   	 ؚ5 5   ~   3 0 0   \ n SO͑1   ~   3 0 0   	 *H'*9:   5 5 ~ 3 0 0 \ n I3+1:   1 ~ 3 0 0   	 A l t u r a :   5 5   ~   3 0 0   \ n P e s o :   1   ~   3 0 0 	 H a u t e u r   :   5 5   ~   3 0 0   \ n P o i d s   :   1   ~   3 0 0 	 H  h e :   5 5   b i s   3 0 0 \ n B r e i t e :   1   b i s   3 0 0 	 KA>B0:   5 5   ~   3 0 0   \ n 5A:   1   ~   3 0 0   	 A l t e z z a :   5 5   ~   3 0 0 \ n P e s o :   1   ~   3 0 0 	 'D7HD  :   3 0 0   ~   5 5   \ n   'DH2F  :   3 0 0 ~   1 	 A l t u r a :   5 5   ~   3 0 0   \ n P e s o :   1   ~   3 0 0 	 Y  k s e k l i k :   5 5 ~ 3 0 0 \ n   a 1r l 1k : 1 ~ 3 0 0 	 C h i u   c a o :   5 5 ~ 3 0 0 \ n C  n   n n g :   1 ~ 3 0 0 	 T i n g g i :   5 5   ~   3 0 0 \ n   B e r a t : 1   ~   3 0 0   	 T i n g g i :   5 5   ~   3 0 0 \ n   B e r a t : 1   ~   3 0 0 	 
			>		:   5 5 ~ 3 0 0   \   n 2		,	>		:   1 ~ 3 0 0 	 H  j d e :   5 5   ~   3 0 0 \ v  g t :   1   ~   3 0 0 	 V  ak a :   5 5   ~   3 0 0   \ n V  h a :   1   ~   3 0 0 	 W z r o s t :   5 5   ~   3 0 0   \ n W a g a :   1   ~   3 0 0 	 M a g a s s  g :   5 5      3 0 0   \ n T  m e g :   1      3 0 0 	 P i t u u s : 5 5   ~   3 0 0   \ n P a i n o :   1   ~   3 0 0 	 H  y d e :   5 5   ~   3 0 0   \ n V e k t :   1   ~   3 0 0 	 V  ak a :   5 5   ~   3 0 0   \ n V  h a :   1   ~   3 0 0 	 H o o g t e :   5 5 ~ 3 0 0 \ n G e w i c h t :   1   ~   3 0 0 	 L  n g d :   5 5   ~   3 0 0   \ n V i k t t :   1   ~   3 0 0 	 V i s i n a :   5 5   3 0 0   \ n T e ~i n a :   1   ~   3 0 0 	  n l ci m e :   5 5   -   3 0 0   \ n G r e u t a t e :   1 -   3 0 0 	 V e l i k o s t :   5 5   ~   3 0 0   \ n T e ~a :   1   ~   3 0 0 	 :   5 5 - 3 0 0 \ :   1 - 3 0 0 	 :   5 5   ~   3 0 0   \ n :   1   ~   3 0 0   	 8A>G8=0:   5 5   ~   3 0 0   \ =5"53;>:   1   ~   3 0 0 	 				@	:   5 5 ~ 3 0 0   \ n   5		(	  :   1 	 B/:   5 5   ~   3 0 0 \ n H2F:   1   ~   3 0 0 	 'HF'&: 5 5 ~ 3 0 0 / H2F	 :   5 5   ~   3 0 0   \   :   1   ~   3 0 0 	 						:   		  ~ 			  \ n   			:   	  ~   				 	

>

:   5 5   ~   3 0 0 \ n   -
>
0
:   1   ~   3 0 0 	 $M$A  5 5 ~ 3 0 0 \ n   ,0A5A:   1 ~ 3 0 0 	 @VABt :   5 5   ~   3 0 0   \ n 030:   1   ~   3 0 0 	 




  :   5 5   ~   3 0 0   \ n   


:   1   ~   3 0 0 	 :   5 5   ~   3 0 0   \ n   : 1   ~   3 0 0 	 U b u d e :   5 5   ~   3 0 0   \ n I s i s i n d o :   1   ~   3 0 0 	 U b u d e :   5 5 ~ 3 0 0 \ n U b u n z i m a : 1 ~ 3 0 0 	 U r e f u :   5 5   ~   3 0 0   \ n U z a n i :   1   ~   3 0 0 	 L e n g t e :   5 5   ~   3 0 0   \ n G e w i g :   1   ~   3 0 0   	 jg i s :   5 5   ~   3 0 0   \ S v o r i s :   1   ~   3 0 0 	 A u g u m s :   5 5   ~   3 0 0   \ n S v a r s :   1   ~   3 0 0 	 K  r g u s :   5 5   ~   3 0 0 \ n K a a l :   1   ~   3 0 0 	 @a}ao]  5 5   ~   3 0 0   \ n Taw]  1   ~   3 0 0 	 :   5 5 ~ 3 0 0     \ n   : 1 ~ 3 0 0 	  n l ci m e :   5 5   ~   3 0 0   \ n G r e u t a t e :   1   ~   3 0 0 	 	
/
0

:   5 5   ~   3 0 0   \ n -
>
0

:   1   ~   3 0 0 	 	M$>:   5 5   ~   3 0 0 \ n (:   1   ~   3 0 0 	 	 						:   5 5   ~   3 0 0 \ n 			:   1   ~   3 0 0 	 	 	 	 	 	 	 	 A l t u r a :   5 5   a   3 0 0   \ n P e s o :   1   ~   3 0 0   
 
 S T R _ B M I _ B M I _ T E X T 	 U n d e f i n e d 	 C 1 2 2 _ 1 	 B M I   t e x t 	 B M I   : 	 Ԛcxe  	 SOcpe	 B M I : 	 B M I : 	 I M C   : 	 B M I   : 	  >AB>- 25A>2>9  ?>:070B5;L:   	 A     P r o f i l i   U t e n t e 	 B M I   : 	 B M I   : 	 B M I   : 	 B M I :   	 B M I : 	 B M I : 	 B M I : 	 B M I : 	 B M I   : 	 B M I   : 	 B M I : 	 B M I : 	 B M I   : 	 B M I : 	 B M I : 	 B M I   : 	 B M I : 	 B M I : 	 B M I   : 	 : 	 B M I   : 	 B M I   : 	 ,	@		.		/	  : 	 4'.5  ,1E  (/F: 	 (  'E  "&  : 	   : 	 		. 		. 		: 	 ,
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  : 	 ,?.M	 B M I   : 	 B M I   : 	  : 	 I - B M I : 	 I - B M I : 	 B M I   : 	 L M I : 	 K M I : 	 B M I : 	 B M I   : 	 B M I ` 	     : 	 B M I : 	 B M I   : 	 B M I   : 	 	 B M I : 	 	 	 	 	 	 	 	 I M C : 
 
 S T R _ B M I _ F A T 	 U n d e f i n e d 	 C 1 2 2 _ 3 	 B M I   F a t 	 F a t 	 ր	 ր	 -I'	 G r u e s o 	 G r o s 	 K o r p u l e n t 	 ">;ABK9  	 G r a s s o 	 +EJF	 G o r d o 	 ^i _m a n 	 B  o 	 G e m u k 	 G e m u k 	 .	K		>		 F e d 	 O b  z n  	 G r u b y 	 K  v  r 	 L i h a v a 	 F e t 	 O b  z n y 	 D i k 	  v e r v i k t 	 D e b e l o 	 G r a s 	 D e b e l 	 	 	 J;5=	 8	M	(	?		M	'		 1(	 EHy'	 	 					 .
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	 	 O k u k h u l u p h e l e 	 I t y e b i l e 	 N e n e 	 V e t 	 S t o r a s 	 A p t a u k o j i e s 	 P a k s 	 3e	 	 G r a s 	 
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 
 S T R _ B M I _ T H I N 	 U n d e f i n e d 	 C 1 2 2 _ 3 	 B M I   T h i n 	 T h i n 	 &v	 &v	 -!	 D e l g a d o 	 M a i g r e 	 D  n n 	 %C4>9	 M a g r o 	 F-JA	 M a g r o 	 Z a y 1f 	 G y 	 K u r u s 	 K u r u s 	 *	$	2	>		 T y n d 	 H u b e n  	 C h u d y 	 S o v  n y 	 L a i h a 	 T y n n 	 C h u d  	 D u n 	 S m a l 	 M r aa v o 	 S l a b 	 S u h 	 	 	 !;01	 *	>	$	3		 D':1	 ~*D'	 	 					 *
$
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	 	 O k u z a c i l e 	 I n c i p h i l e 	 K o n d a 	 M a e r 	 P l o n a s 	 V j a	 P e e n i k e 	 Fkpa	 	 S l a b 	 .
F
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	 *$3>	 	 				 	 	 	 	 	 	 	 M a g r o 
 
 E X T R A _ M E N U _ U N I T S C O N V E R T O R _ S T R I N G I D 	 U n d e f i n e d 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 U n i t C o n v e r t e r 	 U n i t   c o n v e r t e r 	 UMOc{	 USMObc{	 1'A%+H'"	 C o n v e r s o r   d e   u n i d a d e s 	 C o n v e r t i s s e u r   d ' u n i t  	 E i n h e i t e n u m w a n d l e r 	 >=25@B5@  548=8F  	 C o n v e r t i t o r e   u n i t    d i   m i s u r a 	 *-HJD  H-/)	 C o n v e r s o r   d e   u n i d a d e s 	 B i r i m   d  n  _t  r  c  	 n   v   c h u y n   i 	 S a t u a n   K o n v e r s i 	 P e n u k a r   u n i t 	 		>		  *	0	?	5	0	M	$			 E n h e d s   O m r e g n e r 	 P Ye v o d   j e d n o t e k 	 K o n w e r t e r   j e d n o s t e k 	 M  r t  k e g y s  g -  t v  l t  	 Y k s i k k  m u u n n i n 	 E n h e t s o m r e g n e r 	 P r e p o 
e t   j e d n o t i e k 	 E e n h e i d s c o n v e r s i e 	 K o n v e r t e r a r e 	 P r e t v a r a 
  j e d i n i c a 	 C o n v e r t o r   u n i t ci 	 S p r e m e n j e v a l e c   E n o t 	   	   	 >=25@B>@  5@=8  48=8F8	 /	B	(	?		  		5	M	9	0	M		0		 *(/D  H'-/	 HFy  FH1y1	   	 					  										 

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  






	   	 I s i g u q u l i   s a m a y u n i t h i 	 U m t s h i n t s h i   w e y u n i t h i 	 K i g e u z a   k i p e o 	 E e n h e i d - o m s k a k e l a a r 	 V i e n e t s  k e i t i k l i s 	 V i e n +b u   k o n v e r t t j s 	  h i k u   k o n v e r t e r 	 Dka~xvek  xmavaoxt	   	 C o n v e r t o r   u n i t ci 	 /
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	 _A(?  *0?,0M$M$	 	 			  										 	 	 	 	 	 	 	 C o n v e r s o r   d e   u n i d a d e 
 
 S T R _ U N I T C O N V E R T O R _ W E I G H T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 w e i g h t 	 W e i g h t 	 ͑ϑ	 ͑ϑ	 I3+1	 P e s o 	 P o i d s   ( K g ) 	 G e w i c h t 	 5A	 P e s o 	 H2F	 P e s o 	 A 1r l 1k 	 C  n   n n g 	 B e r a t 	 B e r a t 	 -	>	0		 V  g t 	 V  h a 	 W a g a 	 T e s t s  l y 	 P a i n o 	 V e k t 	 V  h a 	 G e w i c h t 	 V i k t 	 T e ~i n a 	 G r e u t a t e 	 T e ~a 	 	 	 "53;>	 5		(		 H2F	 H2F	 	 				 -
>
0
	 ,0A5A	 030	 


	 	 I s i s i n d o 	 U b u n z i m a 	 U z a n i 	 G e w i g 	 S v o r i s 	 S v a r s 	 K a a l 	 Taw	   	 G r e u t a t e 	 -
>
0

	 (	 	 				 	 	 	 	 	 	 	 P e s o 
 
 S T R _ U N I T C O N V E R T O R _ L E N G T H 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 L e n g t h 	 L e n g t h 	 w^	 ^	 *H'*9	 L o n g i t u d 	 L o n g u e u r 	 L  n g e 	 ;8=0	 L u n g h e z z a 	 7HD	 C o m p r i m e n t o 	 U z u n l u k 	   d  i 	 P a n j a n g 	 P a n j a n g 	 2		,	>			 L  n g d e 	 D  l k a 	 D Bu g o [	 H o s s z 	 P i t u u s 	 L e n g d e 	 V  ak a 	 L e n g t e 	 L  n g d 	 D u l j i n a 	 L u n g i m e 	 D o l ~i n a 	 	 	 J;68=0	 	>	!	@		 7HD	 DE('&	 	 								 2
p
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>

	 *J!5A	 >268=0	 




	 	 U b u d e 	 U b u d e 	 U r e f u 	 L e n g t e 	 I l g i s 	 G a r u m s 	 P i k k u s 	 5oaxiuxv	 	 L u n g i m e 	 (
@
3

	 &L0MM_	 	 								 	 	 	 	 	 	 	 C o m p r i m e n t o 
 
 S T R _ U N I T C O N V E R T O R _ K G P O U N D 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 k g t o p o u n d 	 K g < - > P o u n d 	 lQe< - > x	 lQe< - > x	 . < - > -L	 k g < - > l i b r a 	 k g < - > l i v r e 	 k g < - > P f u n d 	 :3  < - >   DC=B	 k g < - > l i b b r a 	 C:  < - >   ('HF/	 K g < - > L i b r a s 	 K g < - > L b 	 K g < - > P o u n d 	 K g   < - >   p o u n d 	 k g < - > p a u n 	 	?		M	0	>	< - > *	>				!		 K g < - > P u n d 	 K g < - > L i b r a 	 K g < - > F u n t 	 K g < - > F o n t 	 k g < - > p a u n a 	 K g < - > P u n d 	 K g < - > L i b r a 	 k g < - > p o n d 	 K g < - > P u n d 	 K g   < >   P o u n d 	 k g < - > l i v r e 	 K g < - > F u n t 	 K g < - > P o u n d 	 "   < - >   	 K 3< - > 0C=4	 	?	. 	M	0	E	.   < - > .	H	2		 DH1E< - > ~HF/	 K g < - > P o u n d 	 < - > 	 				< - > 							 
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
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	 F,?< - >   *L!M	 3< - > $C=B	 





  < - >   





	   < - > 	 i - k g < - > p o u n d 	 I - k g < - >   i p a w u n d i 	 k g < - > p a u n i 	 K g < - > P o n d 	 k g < - > s v a r a i 	 k g < - > m r c i Fa s 	 k g < - > n a e l 	 oc< - > xv	 < - > 	 k g < - > l i v r 	 
?

M
0
>
< - > *
L
#
M

M
	 G?< - > *>	#M!	 	 		. 				. < - > 							 	 	 	 	 	 	 	 K g < - > l i b r a 
 
 S T R _ U N I T C O N V E R T O R _ K G 	 U n d e f i n e d 	 I C O N T E X T 	 k g 	 K g 	 lQe	 lQe	 . 	 k g 	 k g 	 k g 	 :3	 k g 	 C:	 k g 	 K g 	 K g 	 K g 	 K g 	 	?		M	0	>		 K g 	 K g 	 K g 	 K g 	 k g 	 K g 	 K g 	 k g 	 K g 	 k g 	 k g 	 K g 	 K g 	 " 	 3	 	?	. 	M	0	E	. 	 DH1E	 K g 	 	 					 
?
2
K

M
0
>
.
	 F?	 3	 





	 	 i - k g 	 I - k g 	 k g 	 K g 	 k g 	 k g 	 k g 	 oc	 	 k g 	 
?

M
0
>

	 G?	 	 		. 				. 	 	 	 	 	 	 	 	 K g 
 
 S T R _ U N I T C O N V E R T O R _ P O U N D 	 U n d e f i n e d 	 I C O N T E X T 	 P o u n d 	 P o u n d 	 x	 x	 -L	 l i b r a 	 l i v r e 	 P f u n d 	 DC=B	 l i b b r a 	 ('HF/	 l i b r a 	 P o u n d 	 P o u n d 	 P o u n d 	 p a u n 	 *	>				!		 P u n d 	 L i b r a 	 F u n t 	 F o n t 	 p a u n a 	 P u n d 	 L i b r a 	 E n g e l s   p o n d 	 P u n d 	 P o u n d 	 l i v r 	 F u n t 	 P o u n d 	   	 0C=4	 *	>				!		 ~HF/	 P o u n d 	 	 							 *
>
	

!
	 *L!A	 $C=B	 





	 	 i - p o u n d 	 I p a w u n d i 	 p a u n i 	 P o n d 	 s v a r a i 	 m r c i Fa s 	 n a e l 	 xv	 	 l i v r 	 *
L
#
M

M
	 *>	#M!	 	 							 	 	 	 	 	 	 	 L i b r a 
 
 S T R _ U N I T C O N V E R T O R _ K M M I L E 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 K m t o M i l e 	 K m < - > M i l e 	 lQ̑< - > T	 lQ̑< - > ̑	 !. < - > D!%L	 k m < - > m i l l a 	 k m < - > m i l e 	 k m < - > M e i l e 	 :<  < - >   <8;O	 k m < - > m i g l i a 	 CE  < - >   EJD	 K m < - > M i l h a s 	 K m < - > M i l 	 K m < - > D m 	 K m   < - >   M i l 	 k m < - > b a t u 	 	?	.	@	< - > .	@	2		 K m < - > M i l 	 K m < - > M  l e 	 K m < - > M i l e 	 K m < - > M  r f  l d 	 k m < - > m a i l i 	 K m < - > M i l e 	 K m < - > M  l e 	 k m < - > m i j l 	 K m < - > M i l 	 k m   < >   M i l j a 	 k m < > m i l e 	 K m < - > M i l j a 	 K m < - > M i l e 	 "   < - >   	 << - > M 8;O	 	?	.	?	  < - > .	H	2		 DHE*1< - > E'D	 K m < - > M i l e 	 < - > 	 				< - > 					 
?
2
K

M
0
>
.
< - > .
@
2
	 ?.?< - > .H2A	 << - > 8;O	 



  < - >   



	 . < - > 	 i - k m < - > m i l e 	 I - k m < - >   i m a y i l e 	 k m < - > m a i l i 	 K m < - > M y l 	 k m < - > m y l i a 	 k m < - > j kd z e s 	 k m < - > m i i l 	 ot< - > trxv	 < - > 	 k m < - > m i l e 	 
?
.
@
< - > .
H
$
M
	 ?.?< - > .>2	 	 		. 		< - > 					 	 	 	 	 	 	 	 K m < - > m i l h a 
 
 S T R _ U N I T C O N V E R T O R _ M Y A R D 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 M t o Y a r d 	 M < - > Y a r d 	 lQ:\< - > x	 s|< - > x	 @!#< - > +%2	 m < - > y a r d a 	 m < - > y a r d 	 m < - > Y a r d 	 <  < - >   O@4	 m < - > i a r d a 	 E  < - >   J'1/)	 M i l h a s < - > J a r d a s 	 M < - > Y a r d a 	 M < - > Y a r d 	 M   < - >   Y a r d 	 m < - > e l a 	 .	@	< - > 			 M < - > Y a r d 	 M < - > Y a r d 	 M < - > Y a r d 	 M < - > Y a r d 	 m < - > j a a r d i 	 M < - > Y a r d 	 M < - > Y a r d 	 m < - > y a r d 	 M < - > Y a r d 	 m   < >   j a r d 	 m < - > y a r z i 	 M < - > J a r d 	 M < - > Y a r d 	   < - >   	 M < - > /@4	 .	?	< - > /	>	0	M	!		 E*1< - > '1/	 M < - > Y a r d 	 < - > 	 		< - > 			 .
@

0
< - > 

	 .M< - > 	 < - > /@4	 



  < - >   




	 < - > 	 i - m < - > y a r d 	 I - m < - >   i y a d i 	 m < - > y a d i 	 M < - > J a a r t 	 m < - > j a r d a i 	 m < - > j a r d i 	 m < - > j a r d 	 t< - > uad	 < - > 	 m < - > y a r d 	 .
@
< - > 


	 .?< - > _>0M!	 	 				< - > 						 	 	 	 	 	 	 	 M < - > j a r d a 
 
 S T R _ U N I T C O N V E R T O R _ M F O O T 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 M t o F o o t 	 M < - > F o o t 	 lQ:\< - > :\	 s|< - > :\	 @!#< - > 8	 m < - > p i e 	 m < - > p i e d 	 m < - > F u  	 <  < - >   DCB	 m < - > p i e d e 	 E  < - >   B/E	 M i l h a s < - > P  s 	 M < - > F t 	 M < - > F o o t 	 M   < - >   K a k i 	 m < - > k a k i 	 .	@	< - > +	A			 M < - > F o d 	 M < - > S t o p a 	 M < - > S t o p y 	 M < - > L  b 	 m < - > j a l k a 	 M < - > F o t 	 M < - > S t o p a 	 m < - > v o e t 	 M < - > F o t 	 m   < >   s t o p a 	 m < - > p i c i o a r e 	 M < - > e v e l j 	 M < - > F o o t 	   < - >   	 M < - > $CB	 .	?	< - > +	B			 E*1< - > AH*	 M < - > F o o t 	 < - > 	 		< - > 				 .
@

0
< - > +
A
q

	 .M< - > !AA	 < - > $CB	 



  < - >   


	 < - >   ( ) 	 i - m < - > f o o t 	 I - m < - >   u n y a w o 	 m < - > f u t i 	 M < - > V o e t 	 m < - > p d o s 	 m < - > p d a s 	 m < - > j a l g 	 t< - > x	 < - > 	 m < - > p i c i o a r e 	 .
@
< - > 

?
	 .?< - > +A	 	 				< - > 				 	 	 	 	 	 	 	 M < - > p  
 
 S T R _ U N I T C O N V E R T O R _ C M I N C H 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 C m T o I n c h 	 C m < - > I n c h 	 lQR< - > T	 Ss|< - > [	 !. < - > 4I'	 c m < - > p u l g a d a 	 c m < - > P o u c e 	 c m < - > Z o l l 	 A<  < - >   4N9<	 c m < - > p o l l i c e 	 3E  < - >   (H5)	 c m < - > p o l e g a d a s 	 C m < - > 0n  	 C m < - > I n c h 	 C m   < - >   I n c i 	 c m < - > i n c i 	 8	G	.	@	< - > 				 C m < - > T o m m e r 	 C m < - > P a l e c 	 C m < - > C a l e 	 C m < - > H  v e l y k 	 c m < - > t u u m a 	 C m < - > T o m m e 	 c m < - > p a l e c 	 c m < - > i n c h 	 C m < - > T u m 	 c m < - > I n c h 	 c m < - > i n c h i 	 C m < - > I n 
	 C m < - > I n c h 	 "   < - >   ' 	 C << - > =G	 8	G		. .	?	. < - > 				 3'F*  E*1< - > 'F	 C m < - > I n c h 	 < - > 	 				< - > 						 8
H


@
.
@

0
< - > 
p

	 8?.M< - > A3	 !<< - > N9<	 

. 

.   < - >   


	 . < - >   ( ) 	 i - c m < - > i n c h 	 I - c m < - >   i n t s h i 	 c m < - > i n c h i 	 C m < - > D u i m 	 c m < - > c o l i a i 	 c m < - > c o l l a s 	 c m < - > t o l l 	 }t< - > duxut	 < - > 	 c m < - > i n c h i 	 8
F
.
@
< - > 

M

M
	 8G.?< - > M	 	 		. 		. < - > 						 	 	 	 	 	 	 	 C m < - > p o l e g a d a 
 
 S T R _ U N I T C O N V E R T O R _ K M 	 U n d e f i n e d 	 I C O N T E X T 	 K m 	 K m 	 lQ̑	 lQ̑	 !. 	 k m 	 k m   	 k m 	 :<	 k m 	 CE	 k m 	 K m 	 K m 	 K m 	 k m 	 	?	.	@		 K m 	 K m 	 K m 	 K m 	 k m 	 K m 	 K m 	 k m 	 K m 	 k m 	 k m 	 K m 	 K m 	 " 	 <	 	?	.	@		 DHE*1	 K m 	 	 					 
?
2
K
.
@

0
	 ?. .@. 	 <	 



	 . 	 i - k m 	 I - k m 	 k m 	 K m 	 k m 	 k m 	 k m 	 ot	   	 k m 	 
?
.
@
	 ?.?	 	 		. 		. 	 	 	 	 	 	 	 	 K m 
 
 S T R _ U N I T C O N V E R T O R _ M I L E 	 U n d e f i n e d 	 I C O N T E X T 	 M i l e 	 M i l e 	 T	 ̑	 D!%L	 m i l l a 	 m i l e 	 M e i l e 	 <8;O	 m i g l i a 	 EJD	 m i l h a s 	 M i l 	 D #m 	 M i l 	 b a t u 	 .	@	2		 M i l 	 M  l e 	 M i l e 	 M  r f  l d 	 M a i l i 	 M i l 	 M  l e 	 m i j l 	 M i l 	 m i l j a 	 m i l e 	 M i l j a 	 M i l e 	 	 8;O	 .	H	2		 E'D	 M i l e 	 	 					 .
@
2
	 .H2A	 8;O	 



	 	 i - m i l e 	 I m a y i l e 	 m a i l i 	 M y l 	 m y l i o s 	 j kd z e s 	 m i i l 	 trxv	 	 m i l e 	 .
H
$
M
	 .>2	 	 					 	 	 	 	 	 	 	 M i l h a 
 
 S T R _ U N I T C O N V E R T O R _ C M 	 U n d e f i n e d 	 I C O N T E X T 	 C m 	 C m 	 lQR	 Ss|	 !. 	 c m 	 c m     	 c m 	 A<	 c m 	 3E	 c m 	 C m 	 C m 	 C m 	 c m 	 8	G	.	@		 C m 	 C m 	 C m 	 C m 	 c m 	 C m 	 C m 	 c m 	 C m 	 c m 	 c m 	 C m 	 C m 	 " 	 !<	 8	G		. .	?	. 	 3'F*  E*1	 C m 	 	 					 8
H


@
.
@

0
	 8F. .@	 !<	 

. 

. 	 . 	 i - c m 	 I - c m 	 s m 	 C m 	 c m 	 c m 	 c m 	 }t	   	 c m 	 8
F
.
@
	 8G.?	 	 		. 		. 	 	 	 	 	 	 	 	 C m 
 
 S T R _ U N I T C O N V E R T O R _ I N C H 	 U n d e f i n e d 	 I C O N T E X T 	 I n c h 	 I n c h 	 T	 [	 4I'	 p u l g a d a 	 p o u c e 	 Z o l l 	 4N9<	 p o l l i c e 	 (H5)	 p o l e g a d a s 	 0n  	 I n c h 	 I n c i 	 i n c i 	 				 T o m m e 	 P a l e c 	 c a l e 	 H  v e l y k 	 T u u m a 	 T o m m e 	 P a l e c 	 i n c h 	 T u m 	 i n c h 	 i n c h i 	 I n 
	 I n c h 	 ' 	 =G	 				 'F	 I n c h 	 	 						 
p

	 A3	 N9<	 


	   ( ) 	 i - i n c h 	 I - i n t s h i 	 i n c h i 	 D u i m 	 c o l i a i 	 c o l l a s 	 t o l l 	 duxut	 	 i n c h i 	 

M

M
	 M	 	 						 	 	 	 	 	 	 	 P o l e g a d a 
 
 S T R _ U N I T C O N V E R T O R _ M E T E R 	 U n d e f i n e d 	 I C O N T E X T 	 M e t e r 	 M e t e r 	 lQ:\	 s|	 @!#	 m e t r o 	 m  t r e 	 M e t e r 	 <5B@	 m e t r o 	 E	 m e t r o s   	 M e t r e 	   n g   h     o 	 M e t e r 	 m e t e r 	 .	@		0		 M e t e r   	 M e t r 	 M e t r 	 M  t e r 	 M e t r i 	 M e t e r 	 M e t r 	 m e t e r 	 M e t e r 	 m e t a r 	 m e t r u 	 M e t e r 	 M e t e r 	 	 5BJ@	 .	@		0		 E*1	 M e t e r 	 	 						 .
@

0
	 .@0A	 5B@	 



	 	 i - m e t e r 	 I m i t h a 	 m i t a 	 M e t e r 	 m e t r a i 	 m e t r i 	 m e e t e r 	 te	 	 m e t r u 	 .
@
1
M
1
0
M
	 .?0	 	 						 	 	 	 	 	 	 	 M e d i d o r 
 
 S T R _ U N I T C O N V E R T O R _ Y A R D 	 U n d e f i n e d 	 I C O N T E X T 	 Y a r d 	 Y a r d 	 x	 x	 +%2	 y a r d a 	 y a r d 	 Y a r d 	 O@4	 i a r d a 	 J'1/)	 j a r d a s 	 Y a r d a 	 Y a r d 	 Y a r d 	 e l a 	 			 Y a r d 	 Y a r d 	 Y a r d 	 Y a r d 	 J a a r d i 	 Y a r d 	 Y a r d 	 y a r d 	 Y a r d 	 j a r d 	 y a r d 	 J a r d 	 Y a r d 	 	 /@4	 /	>	0	M	!		 '1/	 Y a r d 	 	 			 
q

	 	 /@4	 




	 	 i - y a r d 	 I y a d i 	 y a d i 	 J a a r t 	 j a r d a i 	 j a r d i 	 j a r d 	 uad	 	 y a r d 	 


	 _>0M!	 	 						 	 	 	 	 	 	 	 J a r d a 
 
 S T R _ U N I T C O N V E R T O R _ F O O T 	 U n d e f i n e d 	 I C O N T E X T 	 F o o t 	 F o o t 	 :\	 :\	 8	 p i e 	 p i e d 	 F u  	 DCB	 p i e d e 	 B/E	 p  s 	 F t 	 F o o t 	 K a k i 	 k a k i 	 +	A			 F o d 	 S t o p a 	 S t o p y 	 L  b 	 J a l k a 	 F o t 	 S t o p a 	 v o e t 	 F o t 	 s t o p a 	 p i c i o a r e 	 e v e l j 	 F o o t 	 	 $CB	 +	B			 AH*	 F o o t 	 	 				 +
A
q

	 !AA	 $CB	 


	 	 i - f o o t 	 U n y a w o 	 f u t i 	 V o e t 	 p d o s 	 p d a s 	 j a l g 	 Vx	 	 p i c i o a r e 	 

?
	 +A	 	 				 	 	 	 	 	 	 	 P  
 
 S T R _ U C O N V _ K G O U N C E 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 K g T o O u n c e 	 K g < - > O u n c e 	 lQe< - > vS	 lQe< - > vS	 . < - > --L	 k g < - > o n z a 	 k g < - > o n c e 	 k g < - > U n z e 	 :3  < - >   C=F8O	 k g < - > o n c i a 	 C:  < - >   #HF3	 k g < - > o n  a s 	 K g < - > O n s 	 K g < - > O u n c e 	 K g   k e   o n s 	 k g < - > a u n s 	 	?		M	0	>	< - > 			(	M	8		 K g < - > O u n c e 	 K g < - > U n c e 	 K g < - > U n c j a 	 K g < - > U n c i a 	 k g < - > u n s s i 	 K g < - > U n s e 	 K g < - > U n c a 	 k g < - > o u n c e 	 K g < - > U n s 	 k g   < >   o u n c e 	 k g < - > u n c i i 	 K g < - > U n 
a 	 K g < - > O u n c e 	 "   < - >   	 K 3< - > #=F8O	 	?	. 	M	0	E	. < - > 		8		 DH1E< - > 'HF3	 K g < - > O u n c e 	 < - > 	 				< - > 						 
?
2
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
M
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>
.
< - > 
(
8
	 F. ?< - > (M8A	 3< - > #=FVO	 





  < - >   


	 < - > 	 i - k g < - > o u n c e 	 I - k g < - >   i - a w u n s i 	 k g < - > a u n s i 	 K g < - > O n s 	 k g < - > u n c i j o s 	 k g < - > u n c e s 	 k g < - > u n t s 	 oc< - > xvka	 < - > 	 k g < - > u n c i e 	 
?

M
0
>

< - > 
#
M
8
M
	 G?< - > 	(M8	 	 		. 				. < - > 						 	 	 	 	 	 	 	 K g < - > o n  a 
 
 S T R _ U C O N V _ O U N C E 	 U n d e f i n e d 	 I C O N T E X T 	 O u n c e 	 O u n c e 	 vS	 vS	 --L	 o n z a 	 o n c e 	 U n z e 	 C=F8O	 o n c i a 	 #HF3	 o n  a s 	 O n s 	 O u n c e 	 O n s 	 a u n s 	 			(	M	8		 O u n c e 	 U n c e 	 U n c j a 	 U n c i a 	 U n s s i 	 U n s e 	 U n c a 	 o u n c e 	 U n s 	 o u n c e 	 u n c i e 	 U n 
a 	 O u n c e 	 	 #=F8O	 		8		 'HF3	 O u n c e 	 	 						 
(
8
	 (M8A	 #=FVO	 


	 	 i - o u n c e 	 I - a w u n s i 	 a u n s i 	 O n s 	 u n c i j o s 	 u n c e s 	 u n t s 	 xvka	 	 u n c i e 	 
#
M
8
M
	 	(M8	 	 						 	 	 	 	 	 	 	 O n  a 
 
 U C _ E R R O R _ F U L L _ S T R I N G 	 U n d e f i n e d 	 P O P U P 	 N u m b e r   e x c e e d s 	 N u m b e r   e x c e e d s   8   d i g i t s 	 w^Nw	 ^Ǐ	 1'@%@4  8   +%1	 E l   n  m e r o   t i e n e   m  s   d e   d  g i t o s 	 L e   n o m b r e   d  p a s s e   8   c h i f f r e s 	 N u m m e r    b e r s c h r e i t e t   8   Z i f f e r n 	 '8A;>  ?@52KH05B  8   F8D@	 I l   n u m e r o   c o n t i e n e   p i    d i   8   c i f r e 	 'D1BE  E*,'H2	 E x c e d e   8   d  g i t o s 	 S a y 1  8   h a n e n i n    z e r i n d e 	 V t   q  a   8   c h   s 	 N o m o r   M e l e b i h i   8   a n g k a 	 N o m b o r   m e l e b i h i   8   a n g k a 	 (		,	0	  .	G		  8   8	G	  	'	?		  			  9	H			 N u m m e r e t   O v e r s t i g e r   8   T a l 	  s l o   m    v  c e   n e ~  8   
 s l i c 	 N u m e r   p r z e k r a c z a   8   z n a k  w 	 A   s z  m   8   s z  m j e g y n  l   t  b b e t   t a r t a l m a z 	 L u k u   y l i t t     8   n u m e r o a 	 N u m m e r   o v e r s t i g e r   8   s i f r e 	  s l o   p r e s a h u j e   8   
 s l i c 	 N u m m e r   m e e r   d a n   8   c i j f e r s 	 N u m r e t   i n n e h  l l e r   f l e r    n   8   s i f f o r 	 B r o j   p r e l a z i   8   b r o j k i 	 N u m r u l   a r e   m a i   m u l t   d e   8   c i f r e 	 `t e v i l k a   p r e s e g a   8   `t e v i l k 	         8   	         8   	 ><5@JB  =0428H020  8   &8D@8	 (		,	0	  	>	8	M	$	  8   			@		   *,'H2  1BE  G'  '2  9//  8   	 FE(1  8 ,y  3  2'&/  	   8       	 							  	  							  					 (
p
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  8   
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
  $
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
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  
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
	 (,0A  8   F2A  &>?&?	 '8A;>  ?5@528ICT  8   F8D@	 



  8   




  



  


  


  

	   8     	 I n a m b a   y e q a   a m a d i j i t h i   a y i   8 	 I n o m b o l o   i g q i t h a   i m i v o   e s i - 8 	 N a m b a r i   i m e z i d i s h a   d i j i t i   8 	 G e t a l   o o r s k r y   8   s y f e r s 	 S k a i 
i u s   i l g e s n i s   n e g u   8   s k a i t m e n y s 	 S k a i t l +  i r   v a i r k   n e k   8   c i p a r i 	 N u m b e r   o   s u u r e m   k u i   8 - k o h a l i n e 	 @atah  ceafavxt  g  8   vkw	       8   	 N u m r u l   a r e   m a i   m u l t   d e   8   c i f r e 	 (
(
M
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  8   
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
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	 (.M,0  8 ?  8M_>A  $?M0.  2>	 	 					  8   						  				  							  						 	 	 	 	 	 	 	 N  m e r o   e x c e d e   8   d  g i t o s 
 
 S T R _ I D _ U N I T C O N V E R T O R _ M I L L I L I T E R 	 U n d e f i n e d 	 I C O N T E X T 	 M i l l i l i t e r 	 m i l l i l i t e r 	 kGS	 kGS	 !4%%4%4#	 m i l  m e t r o 	 m i l l i l i t r e 	 M i l l i l i t e r 	 <8;;8;8B@	 m i l l i l i t r o 	 EDJD*1	 m i l i l i t r o 	 M i l i l i t r e 	 M i   l i   l  t 	 m i l i l i t e r 	 m i l i l i t e r 	 .	?	2	?	2	@		0		 	 	 	 m i l l i l i t e r 	 	 	 	 m i l l i l i t e r 	 	 	 m i l i l i t r u 	 	 	 	 	 .	?	2	?	2	@		0		 EJDJE*1	 M i l l i l i t e r 	 	 										 .
?
2
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2
@

0
	 .?2M2@  .@0A	 V;V<5B@	 







	 	 i - m i l l i l i t e r 	 I m i l i l i t h a 	 m i l i l i t a 	 m i l l i l i t e r 	 m i l i l i t r a i 	 m i l l i l i t r i 	 m i l l i l i i t e r 	 tklkte	 	 m i l i l i t r u 	 .
?
2
M
2
?
.
@
1
M
1
0
M
	 .?2?.?0	 	 										 	 	 	 	 	 	 	 m i l i l i t r o 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L I T E R 	 U n d e f i n e d 	 I C O N T E X T 	 L i t e r 	 l i t e r 	 lQGS	 lQGS	 %4#	 l i t r o 	 l i t r e 	 L i t e r 	 ;8B@	 l i t r o 	 D*1	 l i t r o 	 L i t r e 	 L  t 	 l i t e r 	 l i t e r 	 2	@		0		 	 	 	 l i t e r 	 	 	 	 l i t e r 	 	 	 l i t r u 	 	 	 	 	 2	?		0		 D*1	 L i t e r 	 	 						 2
@

0
	 2@0A	 VB@	 



	 	 i - l i t e r 	 I l i t h a 	 l i t a 	 l i t e r 	 l i t r a i 	 l i t r i 	 l i i t e r 	 lk	 	 l i t r u 	 2
?
1
M
1
0
M
	 2?0	 	 						 	 	 	 	 	 	 	 l i t r o 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C U B I C M M 	 U n d e f i n e d 	 I C O N T E X T 	 C u b i c   M m 	 c u b i c   m m 	 zelQБ	 zeks|	 %92(L!4%%4@!#	 m m   c  b i c o 	 m m   c u b i q u e 	 K u b i k - M i l l i m e t e r 	 :C18G5A:89  <8;;8<5B@	 m m   c u b i c o 	 EDJE*1  EC9(	 m m   c  b i c o 	 k  b i k   m m 	 M i   l i   m  t   k h i 	 m m   k u b i k 	 m m   p a d u 	 	(	  .	?	. .	@	. 	 	 	 	 m m 3 	 	 	 	 k u b i e k e   m m 	 	 	 m m   c u b 	 	 	 "   	 	 	M	/	A	,	?		  .	?	.	?		 EJDJE*1  EC9(	 C u b i c   M m 	   	 						  										 
#
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>
0
  .
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2
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.
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0
	 (*A.?.@	 C1VG=89  M m 	 






  



	   . 	 i - c u b i c   m m 	 I k y u b h i k   m m 	 u k u b w a   w a   m m 	 k u b i e k e   m m 	 k u b i n i a i   m m 	 k u b i k m i l i m e t r i 	 k u u p m i l l i m e e t e r 	 mxavad  tt	   	 m m   c u b 	 
M
/
A
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M
  .
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.
@
	 (  .?.?	 	 						  		. 		. 	 	 	 	 	 	 	 	 m m   c  b i c o 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C U B I C C M 	 U n d e f i n e d 	 I C O N T E X T 	 C u b i c   C m 	 c u b i c   c m 	 zelQR	 zeSs|	 %92(L@4@!#	 c m   c  b i c o 	 c m   c u b i q u e 	 K u b i k - Z e n t i m e t e r 	 :C18G5A:89  A0=B8<5B@	 c m   c u b i c o 	 3F*JE*1  EC9(	 c m   c  b i c o 	 k  b i k   c m 	 X n g   t i   m  t   k h i 	 c m   k u b i k 	 c m   p a d u 	 	(	  8	G	. .	@	. 	 	 	 	 c m 3 	 	 	 	 k u b i e k e   c m 	 	 	 c m   c u b 	 	 	 "   	 	 	M	/	A	,	?		  8	G		.	?	. 	 3'F*JE*1  EC9(	 C u b i c   C m 	   	 						  												 
#
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0
  8
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

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.
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0
	 (*A  8F. .@. 	 C1VG=89  C m 	 






  



	   . 	 i - c u b i c   c m 	 I k y u b h i k   c m 	 u k u b w a   w a   s m 	 k u b i e k e   c m 	 k u b i n i a i   c m 	 k u i b i k c e n t i m e t r i 	 k u u p s e n t i m e e t e r 	 mxavad  }t	   	 c m   c u b 	 
M
/
A
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.
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	 (  8G.?	 	 						  		. 		. 	 	 	 	 	 	 	 	 c m   c  b i c o 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C U B I C M E T E R 	 U n d e f i n e d 	 I C O N T E X T 	 C u b i c   M e t e r 	 c u b i c   m e t e r 	 zelQ:\	 zes|	 %92(L@!#	 m e t r o   c  b i c o 	 m  t r e   c u b i q u e 	 K u b i k m e t e r 	 :C18G5A:89  <5B@	 m e t r o   c u b i c o 	 E*1  EC9(	 m e t r o   c  b i c o 	 k  b i k   m e t r e 	 m  t   k h i 	 m e t e r   k u b i k 	 m e t e r   p a d u 	 	(	  .	@		0		 	 	 	 k  b m  t e r 	 	 	 	 k u b i e k e   m e t e r 	 	 	 m   c u b 	 	 	   	 	 	M	/	A	,	?		  .	@		0		 E*1  EC9(	 C u b i c   M e t e r 	   	 						  					  	 
#

>
0
  .
@

0
	 (*A  .@0A	 C1VG=89  <5B@	 






  



	   	 i - c u b i c   m e t e r 	 I k y u b h i k   m i t h a 	 u k u b w a   w a   m i t a 	 k u b i e k e   m e t e r 	 k u b i n i a i   m e t r a i 	 k u b i k m e t r i 	 k u u p m e e t e r 	 mxavad  te	   	 m e t r u   c u b 	 
M
/
A
,
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
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  .
@
1
M
1
0
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	 (  .?0	 	 						  		. 	 	 	 	 	 	 	 	 m e t r o   c  b i c o 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C U B I C I N C H 	 U n d e f i n e d 	 I C O N T E X T 	 C u b i c   I n c h 	 c u b i c   i n c h 	 zeT	 ze[	 %92(L4I'	 p u l g a d a   c  b i c a 	 p o u c e   c u b i q u e 	 K u b i k z o l l 	 :C18G5A:89  4N9<	 p o l l i c e   c u b i c o 	 (H5)  EC9()	 p o l e g a d a   c  b i c a 	 k  b i k   i n    	 I n c h   k h i 	 i n c i   k u b i k 	 i n c i   p a d u 	 	(	  				 	 	 	 k  b h  v e l y k 	 	 	 	 k u b i e k e   i n c h 	 	 	 i n c h i   c u b i 	 	 	 '   	 	 	M	/	A	,	?		  				 'JF  EC9(	 C u b i c   I n c h 	   	 						  						 
#

>
0
  
p

	 (*AA32A	 C1VG=89  4N9A	 






  


	   	 i - c u b i c   i n c h 	 I k y u b h i k   i n t s h i 	 u k u b w a   w a   i n c h i 	 k u b i e k e   d u i m 	 k u b i n i a i   c o l i a i 	 k u b i k c o l l a s 	 k u u p t o l l 	 mxavad  duxut	   	 i n c h i   c u b i 	 
M
/
A
,
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
M
  

M

M
	 (  M	 	 						  						 	 	 	 	 	 	 	 p o l e g a d a   c  b i c a 
 
 S T R _ I D _ U N I T C O N V E R T O R _ G A L L O N 	 U n d e f i n e d 	 I C O N T E X T 	 G a l l o m 	 g a l l o n 	 RO	 R&O	 A%%-	 g a l  n 	 g a l l o n 	 G a l l o n e 	 30;;>=	 g a l l o n e 	 :'DHF	 g a l  o 	 g a l o n 	 G a l  n g 	 g a l o n 	 g e l e n 	 	H	2	(		 	 	 	 g a l l o n 	 	 	 	 g a l l o n 	 	 	 g a l o n 	 	 	 	 	 	E	2	(		 'DF	 G a l l o n 	 	 							 
H
2
(
	 G2(M	 0;>=	 



	 	 i - g a l l o n 	 I g a l o n i 	 g a l o n i 	 g e l l i n g 	 g a l o n a i 	 g a l o n i 	 g a l l o n 	 calxv	 	 g a l o n 	 
M
/
>
2
#
M
	 M_>2(	 	 						 	 	 	 	 	 	 	 g a l  o 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L I Q P T 	 U n d e f i n e d 	 I C O N T E X T 	 L i q u i d   P i n t 	 l i q .   p t 	 T+	 T1	 DL  	 p t   l i q . 	 l i q .   p t 	 F l  s s .   P i n t 	 684:0O  ?8=B0	 l i q .   p t 	 'D('JF*	 p i n t a   l  q u i d a 	 l i k i t   p t 	 L i q .   P t 	 l i q .   p t 	 p a i n   c e c a i r 	 &	M	0	5	M	/	  *	?				 	 	 	 l i q .   p t 	 	 	 	 l i q .   p t 	 	 	 p i n t   -   l i c h i d e 	 	 	   	 	 2	?		.   *	@		@		 ~JF*  E'J9	 L i q .   P t 	 .   	 			. 							 $
0
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.   *
@

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	 2?M.   *>/?M	 V=B0  @V48=8	 






    




	   	 i - l i q .   P t 	 I p y n t .   y l w l . 	 p a i n t i   y a   m a j i 	 v l o e i s t o f   p t . 	 s k .   p i n t a 	 a7.   p i n t e s 	 p i n t   ( v e d e l i k ) 	 @er.   zkva	 .     	 p i n t   -   l i c h i d e 	 2
?

M
.   *
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	 $03  *?#M	 	 				  						 	 	 	 	 	 	 	 q u a r t i l h o   l  q . 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L I Q O Z 	 U n d e f i n e d 	 I C O N T E X T 	 L i q u i d   O u n c e 	 l i q .   o z 	 mϑvS	 mϑvS	 --  	 o z   l i q . 	 o z   l i q . 	 F l  s s .   U n z e 	 684:0O  C=F8O	 l i q .   o z 	 ,'E/  #HF3	 o n  a   l  q u i d a 	 l i k i t   o z 	 L i q .   O z 	 l i q .   o z 	 a u n s   c e c a i r 	 &	M	0	5	M	/	  			(	M	8		 	 	 	 l i q .   o z 	 	 	 	 l i q .   o z 	 	 	 u n c i e   -   l i c h i d e 	 	 	 l i q .   o z 	 	 2	?		.   		G	!		 'HF3  E'J9	 L i q .   O z 	 .   	 			.   						 $
0
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  
(
8
	 2?M.   M	 #=FVO  @V48=8	 






  




	   	 i - l i q .   O z 	 I - a w n s .   y l w l . 	 a u n s i   y a   m a j i 	 v l o e i s t o f   o n s 	 s k .   u n c i j a 	 a7.   u n c e s 	 u n t s   ( v e d e l i k ) 	 @er.   xvka	 .     	 u n c i e   -   l i c h i d e 	 2
?

M
.   
#
M
	 $03  	(M8	 	 				  						 	 	 	 	 	 	 	 o n  a   l  q . 
 
 S T R _ I D _ U N I T C O N V E R T O R _ F L O Z 	 U n d e f i n e d 	 I C O N T E X T 	 F l u i d   O u n c e 	 f l u i d   o z 	 mϑvS	 mϑvS	 --L( -@+%') 	 o z   l i q . 	 o z   f l u i d e 	 F l  s s i g k e i t   U n z e 	 684:0O  C=F8O	 f l u i d   o z 	 3'&D  #HF3	 o n  a   f l u  d a 	 s 1v 1  o z 	 F l u i d   O z 	 f l u i d   o z 	 a u n s   b e n d a l i r 	 +	M	2	B		!	  			(	M	8		 	 	 	 f l u i d   o z 	 	 	 	 f l u i d   o z 	 	 	 u n c i e   -   f l u i d e 	 	 	 f l u i d   o z 	 	 +	M	2	A	!	  		G	!		 'H  2/  3'D	 F l u i d   O z 	   	 			  						 $
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  



	   	 i - f l u i d   o z 	 I - a w n s .   y l w l . 	 a u n z i   y a   u m a j i 	 v l o e i b a r e   o n s 	 s k .   u n c i j a 	 a7i d r u m a   u n c e s 	 u n t s   ( v e d e l i k ) 	 @er.   xvka	 .   	 u n c i e   -   f l u i d e 	 +
M
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. 	 +M2M_A!  	(M8	 	 			  						 	 	 	 	 	 	 	 o n  a   f l u i d a 
 
 S T R _ I D _ U N I T C O N V E R T O R _ B A R R E L 	 U n d e f i n e d 	 I C O N T E X T 	 B a r r e l 	 b a r r e l 	 vh	 vh	 2#L@#%	 b a r r i l 	 b a r i l 	 B a r r e l 	 10@@5;L	 b a r i l e 	 (1EJD	 b a r r i l 	 v a r i l   	 T h  n g 	 b a r e l 	 t o n g 	 ,	H	0	2		 	 	 	 h o r d  	 	 	 	 b a r r e l 	 	 	 b a r i l 	 	 	 	 	 ,	E	0	2		 (4G	 B a r r e l 	 	 								 
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	 ,G02M	 0@5;L	 



	 	 i - b a r r e l 	 U m p h a n d a 	 p i p a 	 v a t 	 b a r e l i s 	 b a r e l i 	 b a r r e l 	 bael	 	 b a r i l 	 ,
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 
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 
 S T R _ I D _ U N I T C O N V E R T O R _ F A H R E N H E I T 	 U n d e f i n e d 	 I C O N T E X T 	 F a h r e n h e i t 	 F a h r e n h e i t 	 l	 NSl	 2@#D.L	 F a h r e n h e i t 	 F a h r e n h e i t 	 F a h r e n h e i t 	 ?>  $0@5=359BC	 F a h r e n h e i t 	 'D/1,)  'DE&HJ)	 F a h r e n h e i t 	 F a h r e n h a y t 	 P h a   r e n   h a i 	 F a h r e n h e i t 	 F a h r e n h e i t 	 +	>	9	0	G	(	9	>				 	 	 	 F a h r e n h e i t 	 	 	 	 F a h r e n h e i t 	 	 	 F a h r e n h e i t 	 	 	 	 	 +	E	0	(	9	>				 A'1FG'*	 F a h r e n h e i t 	 	 										 *
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	    	 I - F a h r e n h e i t 	 I - F a h r e n h e i t 	 F a r e n h a i t i 	 F a h r e n h e i t 	 F a r e n h e i t a s 	 F r e n h e i t a 	 F a h r e n h e i t 	 Vaevpeu	 	 F a h r e n h e i t 	 +
>
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	 +>0>(>9?	 	 										 	 	 	 	 	 	 	 F a h r e n h e i t 
 
 S T R _ I D _ U N I T C O N V E R T O R _ K M H 	 U n d e f i n e d 	 I C O N T E X T 	 K m P e r H o u r 	 k m / h 	 lQ̑/ Bf	 lQ̑/ e	 !. / 
!. 	 k m / h 	 k m / h 	 k m h 	 :</ G	 k m / h 	 CE  \ 3'9)	 k m / h 	 k m / s a a t 	 K m / g i 	 k m / j a m 	 k m / j 	 	?	.	@	  *	M	0	$	?	  			>		 	 	 	 k m / h 	 	 	 	 k m / h 	 	 	 k m / h 	 	 	 "   	 	 	?	.	@	/ $	>	8		 DHE*1/ 3'9*	 K m / H 	 / 	 				/ 						 
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	 ?. .@. / 9FM	 </ >4	 



/ 



	 / . 	 i - k m / h 	 I - k m / h 	 k m / s 	 k m / h 	 k m / h 	 k m / s t 	 k m / h 	 ot/ j	 / 	 k m / h 	 
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	 ?.?/ 	 	 		. 		. / 						 	 	 	 	 	 	 	 k m / h 
 
 S T R _ I D _ U N I T C O N V E R T O R _ M E T E R S E C 	 U n d e f i n e d 	 I C O N T E X T 	 M e t e r P e r S e c o n d 	 m e t e r / s 	 lQ:\/ y	 s|/ y	 @!#/ '4	 m e t r o / s 	 m  t r e / s 	 M e t e r / s 	 </ A	 m e t r o / s 	 E  \   +'FJ)	 m e t r o / s 	 m e t r e / s a n i y e 	 M  t / g i  y 	 m e t e r / d e t i k 	 m e t e r / s 	 .	@		0	  *	M	0	$	?	  8	G		G		!		 	 	 	 m  t e r / s 	 	 	 	 m e t e r / s 	 	 	 m / s e c 	 	 	   	 	 .	@		0	/ 8	G			&		 E*1/ +'FG	 M e t e r / S 	 / 	 					/ 								 .
@

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/ 
8
	 .@0M/ 8M	 5B@/ !	 



/ 
	 / 	 i - m e t e r / s 	 I ( i i ) m i t h a 	 m i t a / s 	 m e t e r / s e k . 	 m e t r a i / s 	 m e t r i / s 	 m / s 	 te/ ~o	 / 	 m / s e c 	 .
@
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	 .?0/ 8G	 	 					/ 								 	 	 	 	 	 	 	 m e t r o / s 
 
 S T R _ I D _ U N I T C O N V E R T O R _ M P H 	 U n d e f i n e d 	 I C O N T E X T 	 M i l e P e r H o u r 	 m i l e / h 	 ̑/ e	 ̑/ e	 D!%L/ 
!. 	 m i l l a / h 	 m i l l e / h 	 M e i l e / h 	 <8;L  2  G0A	 m i g l i a / h 	 EJD  \ 3'9)	 m i l h a / h 	 m i l / s a a t 	 D m / g i 	 m i l / j a m 	 b a t u / j 	 .	@	2	  *	M	0	$	?	  			>		 	 	 	 m  r f  l d / h 	 	 	 	 m i j l / h 	 	 	 m i l e / h 	 	 	   	 	 .	H	2	/ $	>	8		 E'D/ 3'9*	 M i l e / H 	 / 	 				/ 						 .
@
2
/ 

	 .H2A/ 9FM	 8;V/ >4	 



/ 



	 / 	 i - m i l e / h 	 I m a y i l e / h 	 m a i l i / s 	 m . p . u . 	 m y l i o s / h 	 j kd z e s / s t 	 m i i l i   t u n n i s 	 trxv/ ~o	 / 	 m i l e / h 	 .
H
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/ .
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	 .>2/ 	 	 				/ 						 	 	 	 	 	 	 	 m i l h a / h 
 
 S T R _ I D _ U N I T C O N V E R T O R _ F E E T S E C 	 U n d e f i n e d 	 I C O N T E X T 	 F e e l P e r S e c o n d 	 f e e t / s 	 :\/ y	 :\/ y	 8/ '4	 p i e s / s 	 p i e d s / s 	 F u  / s 	 DCB>2  2  A5:C=4C	 p i e d e / s 	 B/E  \ 3'9)	 p  / s 	 f i t / s a n i y e 	 F e e t / g i  y 	 k a k i / d e t i k 	 k a k i / s 	 +	A		  *	M	0	$	?	  8	G		G		!		 	 	 	 l  b / s 	 	 	 	 v o e t / s 	 	 	 p i c i o a r e / s e c 	 	 	   	 	 +	?		/ 8	G			&		 AH*/ +'FG	 F e e t / S 	   / 	 			/ 								 +
@

/ 
8
	 !AA/ 8M	 $CB/ !	 


/ 
	 / 	 i - f e e t / s 	 U ( i i ) n y a w o 	 f u t i / s 	 v o e t / s e k . 	 p d o s / s 	 p d a s / s 	 j a l g a   s e k u n d i s 	 x/ ~o	 / 	 p i c i o a r e / s e c 	 

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/ 8
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	 +A/ 8G	 	 			/ 								 	 	 	 	 	 	 	 p  s / s 
 
 S T R _ I D _ U N I T C O N V E R T O R _ V E L O C I T Y 	 U n d e f i n e d 	 I C O N T E X T 	 V e l o c i t y 	 V e l o c i t y 	 ^	 ^	 '2!@#G'	 V e l o c i d a d 	 V  l o c i t  	 G e s c h w i n d i g k e i t 	 !:>@>ABL	 V e l o c i t  	 'D319)	 V e l o c i d a d e 	 H 1z 	 T c   	 K e c e p a t a n 	 H a l a j u 	 5	G			 	 	 	 S e b e s s  g 	 	 	 	 S n e l h e i d 	 	 	 V i t e z 	 	 	 	 	 5	M	9	G	2	I	8	?		@		 319*	 1A*'1	 	 			  	 
$
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	 2(  5G	 (284:VABL	 


	 	 I - V e l o c i t y 	 I s a n t y a 	 V e l o s i t i 	 S n e l h e i d 	 G r e i t i s 	  t r u m s 	 K i i r e n d u s 	 1acxiuxv	 	 V i t e z 	 5
F
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	 -G2K8??	 	 							 	 	 	 	 	 	 	 V e l o c i d a d e 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ M M 	 U n d e f i n e d 	 I C O N T E X T 	 M M 	 m m 	 lQS	 lQS	 !!. 	 m m 	 m m 	 m m 	 <<	 m m 	 EDJEJ*1	 m m 	 m m 	 m m 	 m m 	 m m 	 .	?	. .	@	. 	 	 	 	 m m 	 	 	 	 m m 	 	 	 m m 	 	 	 " 	 	 .	?	. .	?	. 	 ED  E*1	 M M 	 	 					 .
?
2
@
.
@

0
	 .?. .@. 	 	 m m 	 . . 	 i - m m 	 I - m m 	 m m 	 m m 	 m m 	 m m 	 m m 	 tt	 	 m m 	 .
?
.
@
	 .?.?	 	 		. 		. 	 	 	 	 	 	 	 	 m m 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ C M 	 U n d e f i n e d 	 I C O N T E X T 	 C M 	 c m 	 lQR	 lQR	 !. 	 c m 	 c m 	 c m 	 A<	 c m 	 3F*JE*1	 c m 	 c m 	 c m 	 c m 	 c m 	 8	G	. .	@	. 	 	 	 	 c m 	 	 	 	 c m 	 	 	 c m 	 	 	 " 	 	 8	G		. .	?	. 	 3'F*  E*1	 C M 	 	 							 8
H


@
.
@

0
	 8F. .@. 	 !	 

. 

. 	 . . 	 i - c m 	 I - c m 	 s m 	 c m 	 c m 	 c m 	 c m 	 }t	 	 c m 	 8
F
.
@
	 8G.?	 	 		. 		. 	 	 	 	 	 	 	 	 c m 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ M 	 U n d e f i n e d 	 I C O N T E X T 	 M 	 m 	 lQ:\	 lQ:\	 !. 	 m 	 m 	 m 	 <	 m 	 E*1	 m 	 m 	 m 	 m 	 m 	 .	@		0		 	 	 	 m 	 	 	 	 m 	 	 	 m 	 	 	 	 	 .	@	. 	 E*1	 M 	 	 			 .
@

0
	 	 	 m 	 	 i - m 	 I - m 	 m 	 m 	 m 	 m 	 m 	 t	 	 m 	 .
@
	 .?	 	 		. 	 	 	 	 	 	 	 	 m 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ K M 	 U n d e f i n e d 	 I C O N T E X T 	 K M 	 k m 	 lQ̑	 lQ̑	 !. 	 k m 	 k m 	 k m 	 :<	 k m 	 CE	 k m 	 k m 	 k m 	 k m 	 k m 	 	?	. .	@	. 	 	 	 	 k m 	 	 	 	 k m 	 	 	 k m 	 	 	 " 	 	 	?	. .	@	. 	 CJDHE*1	 K M 	 	 					 
?
2
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.
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0
	 ?. .@. 	 	 



	 . 	 i - k m 	 I - k m 	 k m 	 k m 	 k m 	 k m 	 k m 	 ot	 	 k m 	 
?
.
@
	 ?.?	 	 		. 		. 	 	 	 	 	 	 	 	 k m 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ I N C H 	 U n d e f i n e d 	 I C O N T E X T 	 I n c h 	 i n c h 	 T	 T	 4I'	 p u l g a d a 	 p o u c e 	 Z o l l 	 4N9<	 p o l l i c e 	 (H5)	 p o l e g a d a s 	 i n  	 I n c h 	 i n c i 	 i n c i 	 				 	 	 	 h  v e l y k 	 	 	 	 i n c h 	 	 	 i n c h i 	 	 	 ' 	 	 				 'F	 I n c h 	 	 						 
p

	 A3	 N9<	 


	 	 i - i n c h 	 I - i n t s h i 	 i n c h i 	 d u i m 	 c o l i a i 	 c o l l a s 	 t o l l 	 duxut	 	 i n c h i 	 

M

M
	 M	 	 						 	 	 	 	 	 	 	 p o l e g a d a 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ F E E T 	 U n d e f i n e d 	 I C O N T E X T 	 F e e t 	 f e e t 	 :\	 :\	 8	 p i e s 	 p i e d 	 F u  	 DCB	 p i e d i 	 B/E	 p  s 	 f i t 	 F e e t 	 k a k i 	 k a k i 	 +	A			 	 	 	 l  b 	 	 	 	 v o e t 	 	 	 p i c i o a r e 	 	 	 	 	 +	?			 AH*	 F e e t 	 	 				 +
A
q

	 !AA	 $CB	 


	 	 i - f e e t 	 I i n y a w o 	 f u t i 	 v o e t 	 p d o s 	 p d a s 	 j a l g 	 x	 	 p i c i o a r e 	 

?
	 +A	 	 				 	 	 	 	 	 	 	 p  s 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ Y A R D 	 U n d e f i n e d 	 I C O N T E X T 	 Y a r d 	 y a r d 	 x	 x	 +%2	 y a r d a 	 y a r d 	 Y a r d 	 O@4	 i a r d a 	 J'1/)	 j a r d a s 	 y a r d a 	 Y a r d 	 y a r d 	 e l a 	 			 	 	 	 y a r d 	 	 	 	 y a r d 	 	 	 y a r z i 	 	 	 	 	 /	>	0	M	!		 '1/	 Y a r d 	 	 			 

	 	 /@4	 




	 	 i - y a r d 	 I y a d i 	 y a d i 	 j a a r t 	 j a r d a i 	 j a r d i 	 j a r d 	 uad	 	 y a r d 	 


	 _>0M!	 	 						 	 	 	 	 	 	 	 j a r d a 
 
 S T R _ I D _ U N I T C O N V E R T O R _ L E N G T H _ M I L E S 	 U n d e f i n e d 	 I C O N T E X T 	 M i l e s 	 m i l e s 	 ̑	 ̑	 D!%L	 m i l l a s 	 m i l l e 	 M e i l e n 	 <8;O	 m i g l i a 	 EJD	 m i l h a s 	 m i l 	 D m 	 m i l 	 b a t u 	 .	@	2		 	 	 	 m  r f  l d 	 	 	 	 m i j l 	 	 	 m i l e 	 	 	 	 	 .	H	2		 E'D	 M i l e s 	 	 					 .
@
2
>

	 .H3M2A	 8;V	 





	 	 a m a - m i l e s 	 I i m a y i l e 	 m a i l i 	 m y l 	 m y l i o s 	 j kd z e s 	 m i i l i 	 trxv	 	 m i l e 	 .
H
2
A

3
M

 	 .>2	 	 					 	 	 	 	 	 	 	 m i l h a s 
 
 S T R _ I D _ U N I T C O N V E R T O R _ W E I G H T _ M G 	 U n d e f i n e d 	 I C O N T E X T 	 M G 	 m g 	 kKQ	 kKQ	 !. 	 m g 	 m g 	 m g 	 <3	 m g 	 EDJ:1'E	 m g 	 m g 	 M G 	 m g 	 m g 	 .	?	. 	M	0	>	. 	 	 	 	 m g 	 	 	 	 m g 	 	 	 m g 	 	 	 	 	 .	?	. 	M	0	E	. 	 ED  1E	 M G 	 	 										 
.

@
	 .?. M0>. 	 	 m g 	 	 i - m g 	 I - m g 	 m g 	 m g 	 m g 	 m g 	 m g 	 tc	 	 m g 	 .
?

M
0
>

	 .?>	 	 		. 				. 	 	 	 	 	 	 	 	 m g 
 
 S T R _ I D _ U N I T C O N V E R T O R _ W E I G H T _ G 	 U n d e f i n e d 	 I C O N T E X T 	 G 	 g 	 lQKQ	 lQKQ	 #1!	 g 	 g 	 g 	 3	 g 	 :1'E	 g 	 g 	 g 	 g r 	 g 	 	M	0	>	. 	 	 	 	 g 	 	 	 	 g 	 	 	 g 	 	 	 	 	 	M	0	E	.		 1E	 G 	 	 						 
M
0
>
.
	 ?	 	 g 	 	 i - g 	 I - g 	 g 	 g 	 g 	 g 	 g 	 c	 	 g 	 
M
0
>

	 M0>	 	 				. 	 	 	 	 	 	 	 	 g 
 
 S T R _ I D _ U N I T C O N V E R T O R _ W E I G H T _ K G 	 U n d e f i n e d 	 I C O N T E X T 	 K G 	 k g 	 lQe	 lQe	 . 	 k g 	 k g 	 k g 	 :3	 k g 	 C:	 k g 	 k g 	 k g 	 k g 	 k g 	 	?		M	0	>	. 	 	 	 	 k g 	 	 	 	 k g 	 	 	 k g 	 	 	 " 	 	 	?	. 	M	0	E	. 	 DH1E	 K G 	 	 					 
?
2
K

M
0
>
.
	 ?. M0>. 	 	 





	 	 i - k g 	 I - k g 	 k g 	 k g 	 k g 	 k g 	 k g 	 oc	 	 k g 	 
?

M
0
>

	 G?	 	 		. 				. 	 	 	 	 	 	 	 	 k g 
 
 S T R _ I D _ U N I T C O N V E R T O R _ W E I G H T _ T O N 	 U n d e f i n e d 	 I C O N T E X T 	 T o n 	 t o n 	 lQxV	 lQ(T	 1	 t o n 	 t o n n e 	 T o n n e 	 B>==0	 t o n n e l l a t a 	 7F  E*1J	 t o n e l a d a s 	 t o n 	 T n 	 t o n 	 t a n 	 	(		 	 	 	 t o n n a 	 	 	 	 t o n 	 	 	 t o n 	 	 	 	 	 	(		 *F	 T o n 	 	 			 
(
	 (M(A  	 ">==0	 

	 	 i - t o n 	 I t o n i 	 t a n i 	 t o n 	 t o n o s 	 t o n n a s 	 t o n n i 	 xvva	 	 t o n 	 
#
M
	 (M	 	 			 	 	 	 	 	 	 	 t o n 
 
 S T R _ I D _ U N I T C O N V E R T O R _ W E I G H T _ O U N C E 	 U n d e f i n e d 	 I C O N T E X T 	 O u n c e 	 o u n c e 	 vS	 vS	 --L	 o n z a 	 o n c e 	 U n z e 	 C=F8O	 o n c i a 	 #HF3	 o n  a s 	 o n s 	 O u n c e 	 o n s 	 a u n s 	 			(	M	8		 	 	 	 u n c i a 	 	 	 	 o u n c e 	 	 	 u n c i e 	 	 	 	 	 		8		 'HF3	 'HF3	 	 						 
(
8
	 (M8A	 #=FVO	 


	 	 i - o u n c e 	 A w u n s i 	 a u n s i 	 o n s 	 u n c i j o s 	 u n c e s 	 u n t s 	 xvka	 	 u n c i e 	 
#
M
8
M
	 	(M8	 	 						 	 	 	 	 	 	 	 o n  a 
 
 S T R _ I D _ U N I T C O N V E R T O R _ W E I G H T _ P O U N D 	 U n d e f i n e d 	 I C O N T E X T 	 P o u n d 	 p o u n d 	 x	 x	 -L	 l i b r a 	 l i v r e 	 P f u n d 	 DC=B	 l i b b r a 	 ('HF/	 l i b r a 	 l i b r e 	 P o u n d 	 p o n 	 p a u n 	 *	>				!		 	 	 	 f o n t 	 	 	 	 E n g .   p o n d 	 	 	 l i v r 	 	 	 	 	 *	>				!		 ~HF/	 ~'$F	 	 							 *
>
	

!
	 *L!A	 $C=B	 





	 	 i - p o u n d 	 I p a w u n d i 	 p a u n i 	 p o n d 	 s v a r a i 	 m r c i Fa s 	 n a e l 	 xv	 	 l i v r 	 *
L
#
M

M
	 *>	#M!	 	 							 	 	 	 	 	 	 	 l i b r a 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S H O E S 	 U n d e f i n e d 	 I C O N T E X T 	 S h o e s 	 S h o e s 	 x	 x	 #-@I2	 Z a p a t o s 	 C h a u s s u r e s 	 S c h u h e 	 1C2L	 S c a r p e 	 EB'3	 S a p a t o s 	 A y a k k a b 1	 C   g i y 	 S e p a t u 	 K a s u t 	 	B	$	G		 	 	 	 C i p Qk 	 	 	 	 S c h o e n e n 	 	 	  n c l cm i n t e 	 	 	 	 	 8	K		8		 A4	 ,H*	 	 					 ,
B

	 7B2A	 "CD;V	 





	 	 I z i c a t h u l o 	 I z i h l a n g u 	 V i a t u 	 S k o e n 	 A v a l y n 	 A p a v i 	 J a l a t s i d 	 ?xwko	 	  n c l cm i n t e 	 7
B
8
M
	 /K$>	 	 						 	 	 	 	 	 	 	 S a p a t o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S H O E S _ U S A 	 U n d e f i n e d 	 I C O N T E X T 	 U S A 	 U S A 	 W	 V	 -@!#42	 E E .   U U . 	 E t a t s - U n i s 	 U S A 	 !(	 U S A 	 #E1JC'	 E . U . A . 	 A B D 	 N c   M 	 A S 	 A S 	 /	B		8			 	 	 	 U S A 	 	 	 	 U S A 	 	 	 S U A 	 	 	 U S A 	 	 /	B		8			 'J'D'*  E*-/G  "E1'	 H  '3  '	 	 						 /
B

8

	 /A8M	 !(	 U S A 	  	 E - U S A 	 U S A 	 A m e r i k a 	 V S A 	 J A v 	 A S V 	 U S A 	 1DF	 	 S U A 	 U S A 	 _A8	 	 								 	 	 	 	 	 	 	 E U A 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S H O E S _ E U R O P E 	 U n d e f i n e d 	 I C O N T E X T 	 E U R O P E 	 E u r o p e 	 Pk2m	 'k2m	 "8B#	 E u r o p a 	 E u r o p e 	 E u r o p a 	 2@>?0	 E u r o p a 	 #H1('	 E u r o p a 	 A v r u p a 	  u   C h  u 	 E r o p a 	 E r o p a h 	 /	B	0	K	*		 	 	 	 E u r  p a 	 	 	 	 E u r o p a 	 	 	 E u r o p a 	 	 	 	 	 /	B	0	K	*		 '1H~'	 H1H~	 	 						 /
A
0
*
	 0K*>	  	 




	 	 E y u r o p h u 	 Y u r o p h u 	 U r o p a 	 E u r o p a 	 E u r o p a 	 E i r o p a 	 E u r o o p a 	 5~xza	 	 E u r o p a 	 /
B
1
K
*
M
*
M
	 _A0K*	 	 						 	 	 	 	 	 	 	 E u r o p a 	 	 	 	 	 	 	 	 E u r o p a 	 E u r o p a 	 E u r o p a 	 E u r o p e 	 A n   E o r a i p 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S H O E S _ K O R E A 	 U n d e f i n e d 	 I C O N T E X T 	 K O R E A 	 K o r e a 	 ӗW	 V	 @2+%5	 C o r e a 	 C o r  e 	 K o r e a 	 >@5O	 C o r e a 	 CH1J'	 C o r e i a 	 K o r e 	 H  n   Q u c 	 K o r e a 	 K o r e a 	 	K	0	?	/	>		 	 	 	 K o r e a 	 	 	 	 K o r e a 	 	 	 C o r e e a 	 	 	 	 	 	K	0	?	/	>		 1G	 H1'	 	 							 
K
0
@

	 J0?/>	  /	 





	 	 E - K o r e a 	 K h o r i y a 	 K o r e a 	 K o r e a 	 K o r j a 	 K o r e j a 	 K o r e a 	 ?xea	 	 C o r e e a 	 
J
1
?
/
	 K0?	 	 							 	 	 	 	 	 	 	 C o r e i a 	 	 	 	 	 	 	 	 K o r e a 	 K o r e a 	 C o r e a 	 K o r e a 	 A n   C h  i r  
 
 S T R _ I D _ U N I T C O N V E R T O R _ C L O T H E S 	 U n d e f i n e d 	 I C O N T E X T 	 C l o t h e s 	 C l o t h e s 	 c
g:\x	 c
g:\x	 @*7I-I2	 R o p a 	 H a b i t s 	 K l e i d u n g 	 45640	 V e s t i t i 	 ED'(3	 R o u p a s 	 G i y s i l e r 	 C   q u n    o 	 P a k a i a n 	 P a k a i a n 	 	*	\	G		 	 	 	 R u h  z a t 	 	 	 	 K l e d i n g 	 	 	  m b r c m i n t e 	 	 	 	 	 	M	2	K	%	8		 D('3	 ~	 	 						 
*
!
<
G
	 &A8M$A2A	 4O3	 




	 	 I z i n g u b o 	 I i m p a h l a 	 M a v a z i 	 K l e r e 	 D r a b u ~i a i 	 A p #r b i 	 R i i d e d 	 @acx}	 	  m b r c m i n t e 	 $
A
#
?

3
M

 	 *!>	 	 			' 				 	 	 	 	 	 	 	 R o u p a s 	 	 	 	 	 	 	 	 J a n t z i a k 	 M g a   d a m i t 	 R o u p a 	 A k w a   g a s 	  a d a  
 
 S T R _ I D _ U N I T C O N V E R T O R _ C L O T H E S _ E U R O P E 	 U n d e f i n e d 	 I C O N T E X T 	 E U R O P E 	 E u r o p e 	 Pk2m	 'k2m	 "8B#	 E u r o p a 	 E u r o p e 	 E u r o p a 	 2@>?0	 E u r o p a 	 #H1('	 E u r o p a 	 A v r u p a 	  u   C h  u 	 E r o p a 	 E r o p a h 	 /	B	0	K	*		 	 	 	 E u r  p a 	 	 	 	 E u r o p a 	 	 	 E u r o p a 	 	 	 	 	 /	B	0	K	*		 '1H~'	 H1H~	 	 							 /
K
0
*
	 0K*>	  	 




	 	 E y u r o p h u 	 Y u r o p h u 	 U r o p a 	 E u r o p a 	 E u r o p a 	 E i r o p a 	 E u r o o p a 	 5~xza	 	 E u r o p a 	 /
B
1
K
*
M
*
M
	 _A0K*	 	 						 	 	 	 	 	 	 	 E u r o p a 	 	 	 	 	 	 	 	 E u r o p a 	 E u r o p a 	 E u r o p a 	 E u r o p e 	 A n   E o r a i p 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C L O T H E S _ K O R E A 1 	 U n d e f i n e d 	 I C O N T E X T 	 K O R E A 1 	 K o r e a 1 	 ӗW'1	 V'1	 @2+%5  1 	 C o r e a 1 	 C o r  e 1 	 K o r e a 1 	 >@5O  1 	 C o r e a 1 	 CH1J'  1 	 C o r e i a   1 	 K o r e 1 	 H  n   Q u c 1 	 K o r e a 1 	 K o r e a 1 	 	K	0	?	/	>	1 	 	 	 	 K o r e a 1 	 	 	 	 K o r e a 1 	 	 	 C o r e e a 1 	 	 	   1 	 	 	K	0	?	/	>	1 	 1G  1 	 H1'1 	 1 	 								 
K
0
@

1 	 J0?/>  1 	  /1 	 





1 	 1 	 E - K o r e a 1 	 K h o r i y a 1 	 K o r e a 1 	 K o r e a 1 	 1   K o r j a 	 K o r e j a 1 	 K o r e a 1 	 ?xea1 	   1 	 C o r e e a 1 	 
J
1
?
/
1 	 K0G2>	 	 						1 	 	 	 	 	 	 	 	 C o r e i a 1 	 	 	 	 	 	 	 	 K o r e a 1 	 K o r e a 1 	 C o r e a 1 	 K o r e a   1 	 A n   C h  i r  1 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C L O T H E S _ K O R E A 2 	 U n d e f i n e d 	 I C O N T E X T 	 K O R E A 2 	 K o r e a 2 	 ӗWN	 VN	 @2+%5  2 	 C o r e a 2 	 C o r  e 2 	 K o r e a 2 	 >@5O  2 	 C o r e a 2 	 CH1J'  2 	 C o r e i a   2 	 K o r e 2 	 H  n   Q u c 2 	 K o r e a 2 	 K o r e a 2 	 	K	0	?	/	>	2 	 	 	 	 K o r e a 2 	 	 	 	 K o r e a 2 	 	 	 C o r e e a 2 	 	 	   2 	 	 	K	0	?	/	>	2 	 1G  2 	 H1'2 	 2 	 								 
K
0
@

2 	 J0?/>  2 	  /2 	 





2 	 2 	 E - K o r e a 2 	 K h o r i y a 2 	 K o r e a 2 	 K o r e a 2 	 2   K o r j a 	 K o r e j a 2 	 K o r e a 2 	 ?xea2 	   2 	 C o r e e a 2 	 
J
1
?
/
2 	 K0?2 	 	 						2 	 	 	 	 	 	 	 	 C o r e i a 2 	 	 	 	 	 	 	 	 K o r e a 2 	 K o r e a 2 	 C o r e a 2 	 K o r e a   2 	 A n   C h  i r  2 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C L O T H E S _ J A P A N 	 U n d e f i n e d 	 I C O N T E X T 	 J A P A N 	 J a p a n 	 e,g	 e,g	 
5H8H	 J a p  n 	 J a p o n 	 J a p a n 	 /?>=8O	 G i a p p o n e 	 'DJ'('F	 J a p  o 	 J a p o n y a 	 N h t   B n 	 J e p a n g 	 J e p u n 	 	>	*	>	(		 	 	 	 J a p  n 	 	 	 	 J a p a n 	 	 	 J a p o n i a 	 	 	 	 	 	>	*	>	(		 '~F	 ,'~'F	 	 						 
*
>
(
	 *>(M	 //	 




	 	 E - J a p a n 	 J a p a n i 	 J a p a n i 	 J a p a n 	 J a p o n i j a 	 J a p n a 	 J a a p a n 	 Cazxvka	 	 J a p o n i a 	 
*
M
*
>
(
M
	 >*>(	 	 						 	 	 	 	 	 	 	 J a p  o 	 	 	 	 	 	 	 	 J a p o n i a 	 J a p a n 	 X a p  n 	 J a p a n 	 A n   t S e a p  i n 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C L O T H E S _ U S A 	 U n d e f i n e d 	 I C O N T E X T 	 U S A 	 U S A 	 W	 V	 -@!#42	 E E .   U U . 	 E t a t s - U n i s 	 U S A 	 !(	 U S A 	 #E1JC'	 E . U . A . 	 A B D 	 N c   M 	 A S 	 A S 	 /	B		8			 	 	 	 U S A 	 	 	 	 U S A 	 	 	 S U A 	 	 	 U S A 	 	 /	B		8			 'J'D'*  E*-/G  "E1'	 U S A 	 	 						 /
B

8

	 /A8M	 !(	 U S A 	  	 E - U S A 	 U S A 	 A m e r i k a 	 V S A 	 J A v 	 A S V 	 U S A 	 1DF	 	 S U A 	 U S A 	 _A8	 	 								 	 	 	 	 	 	 	 E U A 	 	 	 	 	 	 	 	 A E B 	 U S A 	 E E . U U . 	 U s a 	 S A M 
 
 S T R _ I D _ U N I T C O N V E R T O R _ C L O T H E S _ U K 	 U n d e f i n e d 	 I C O N T E X T 	 U K 	 U K 	 o2m	 o2m	 -1$)	 R e i n o   U n i d o 	 G B 	 G B 	 5;8:>1@8B0=8O	 U K 	 'DEEDC)  'DE*-/)	 R e i n o   U n i d o 	 0n g i l t e r e 	 N c    c 	 I n g g r i s 	 U K 	 /	B		G		 	 	 	 N a g y - B r i t a n n i a 	 	 	 	 V K 	 	 	 M a r e a   B r i t a n i e 	 	 	 	 	 /	B		G		 'FD3*'F	 U K 	 	 					 /
B

G
	 /AF	  "/	 U K 	 	 E - U K 	 U K 	 U i n g e r e z a 	 V K 	 J K 	 A n g l i j a 	 U K 	 Den  2kavka	   	 U K 	 U K 	 _AG	 	 							 	 	 	 	 	 	 	 R e i n o   U n i d o 	 	 	 	 	 	 	 	 E r r e s u m a   B a t u a 	 U K 	 U K 	 U k 	 R A 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E 	 U n d e f i n e d 	 I C O N T E X T 	 S u r f a c e 	 S u r f a c e 	 bMz	 by	 7I4'	 S u p e r f i c i e 	 S u r f a c e 	 F l  c h e 	 ;>I04L	 S u p e r f i c i e 	 E3'-)	 S u p e r f  c i e 	 Y  z e y 	 D i n   t  c h 	 L u a s 	 P e r m u k a a n 	 8	$	9		 	 	 	 F e l  l e t 	 	 	 	 O p p e r v l a k t e 	 	 	 S u p r a f a c	 	 	   	 	 8	0	+	G	8		 37-	 37-  	 	 							 
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	 	*0?$2	 >25@E=O	 




	 	 I n d a w o   y a n g a p h e z u l u 	 U m g a n g a t h o 	 S a k a f u 	 O p p e r v l a k 	 P a v i r ai u s 	 L a u k u m s 	 P i n d 	 Daoee}	 	 S u p r a f a c	 *
M
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	 >#	 	 						 	 	 	 	 	 	 	 S u p e r f  c i e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ A C R E 	 U n d e f i n e d 	 I C O N T E X T 	 A c r e 	 a c r e 	 ]u	 N	   @-@-#L	 a c r e 	 a c r e 	 M o r g e n 	 0:@	 a c r o 	 A/'F  'F,DJ2J	 a c r e 	 d  n  m 	 M u   A n h 	 a k r e 	 e k a r 	 		\		 	 	 	 a n g o l   h o l d 	 	 	 	 a c r e 	 	 	 a c r i 	 	 	 	 	 		0		 ,1J(  A1FI	 '	 	 				 
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	 	 i - a c r e 	 I - a k i l e 	 E k a r i 	 a k k e r 	 a k r a i 	 a k r i 	 a a k e r 	 ao	 	 a c r i 	 
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 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ H E C T A R E 	 U n d e f i n e d 	 I C O N T E X T 	 H e c t a r e 	 h e c t a r e 	 lQ	 lQw	 @.2#L	 h e c t  r e a 	 h e c t a r e 	 H e k t a r 	 35:B0@	 e t t a r o 	 GC*'1	 h e c t a r e 	 h e k t a r 	 H e c   t a 	 h e k t a r 	 h e k t a r 	 9	G		M		G	/	0		 	 	 	 h e k t  r 	 	 	 	 h e c t a r e 	 	 	 h e c t a r e 	 	 	 	 	 9	G		M		0		 G*'1	 y1	 	 							 9
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 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ M M 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   M M 	 s q u a r e   m m 	 s^eT	 s^eT	 2#2  !!. 	 m m   c u a d r a d o 	 m m   c a r r  	 Q u a d r a t - M i l l i m e t e r 	 :204@0B=K9  <8;;8<5B@	 m m   q u a d r a t i 	 EDJE*1  E1(9	 m m   q u a d r a d o 	 m m   k a r e 	 M i   n i   m  t   v u  n g 	 m m   p e r s e g i 	 m m   p e r s e g i 	 5	0	M		  .	?	. .	@	. 	 	 	 	 m m 2 	 	 	 	 v i e r k a n t e   m m 	 	 	 m m   p t r a ci 	 	 	 "   	 	 8	M		M	5	G		0	  .	?	.	@		 EJDJE*1  EC9(	 S q u a r e   M M 	   	 							  					 
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  



	   	 i - s q u a r e   m m 	 I s i k w e r e   s e m m 	 m m   z a   m r a b a 	 v i e r k a n t e   m m 	 k v a d r a t i n i a i   m m 	 k v a d r t m i l i m e t r i 	 r u u t m i l l i m e e t e r 	 a|aox}k  tt	 . 	 m m   p t r a ci 	 
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 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ C M 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   C M 	 s q u a r e   c m 	 s^elQR	 s^elQR	 2#2  !. 	 c m   c u a d r a d o 	 c m   c a r r  	 Q u a d r a t - Z e n t i m e t e r 	 :204@0B=K9  A0=B8<5B@	 c m   q u a d r a t i 	 3F*JE*1  E1(9	 c m   q u a d r a d o 	 c m   k a r e 	 x e n   t i   m  t   v u  n g 	 c m   p e r s e g i 	 c m   p e r s e g i 	 5	0	M		  8	G	. .	@	. 	 	 	 	 c m 2 	 	 	 	 v i e r k a n t e   c m 	 	 	 c m   p t r a ci 	 	 	 "   	 	 8	M		M	5	G		0	  8	G		.	@		 3'F*JE*1  EC9(	 S q u a r e   C M 	   	 							  					 
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	 &0*A  8F. .@	 204@0B=89  !	 



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	   . 	 i - s q u a r e   c m 	 I s i k w e r e   s e c m 	 s m   z a   m r a b a 	 v i e r k a n t e   c m 	 k v a d r a t i n i a i   c m 	 k v a d r t c e n t i m e t r i 	 r u u t s e n t i m e e t e r 	 a|aox}k  }t	 . 	 c m   p t r a ci 	 
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	 ,0M  8G.?	 	 				  		. 		. 	 	 	 	 	 	 	 	 c m   q u a d r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ M 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   M 	 s q u a r e   m 	 s^elQ:\	 s^elQ:\	 2#2  !. 	 m   c u a d r a d o 	 m   c a r r  	 Q u a d r a t - M e t e r 	 :204@0B=K9  <5B@	 m   q u a d r a t i 	 E*1  E1(9	 m   q u a d r a d o 	 m e t r e   k a r e 	 m  t   v u  n g 	 m   p e r s e g i 	 m   p e r s e g i 	 5	0	M		  .	@	. 	 	 	 	 m 2 	 	 	 	 v i e r k a n t e   m 	 	 	 m   p t r a ci 	 	 	   	 	 8	M		M	5	G		0	  .	@		 E*1  EC9(	 S q u a r e   M 	   	 							  			 
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  

	   	 i - s q u a r e   m 	 I s i k w e r e   s e m 	 m   z a   m r a b a 	 v i e r k a n t e   m 	 k v a d r a t i n i a i   m 	 k v a d r t m e t r i 	 r u u t m e e t e r 	 a|aox}k  t	 .   	 m   p t r a ci 	 
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	 ,0M  .?.?	 	 				  		. 	 	 	 	 	 	 	 	 m   q u a d r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ K M 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   K M 	 s q u a r e   k m 	 s^elQ̑	 s^elQ̑	 2#2  !. 	 k m   c u a d r a d o 	 k m   c a r r  	 Q u a d r a t - K i l o m e t e r 	 :204@0B=K9  :<	 k m   q u a d r a t i 	 CJDHE*1  E1(9	 k m   q u a d r a d o 	 k m   k a r e 	 k i   l    m  t   v u  n g 	 k m   p e r s e g i 	 k m   p e r s e g i 	 5	0	M		  	?	. .	@	. 	 	 	 	 k m 2 	 	 	 	 v i e r k a n t e   k m 	 	 	 k m   p t r a ci 	 	 	   	 	 8	M		M	5	G		0	  	?	.	@		 CJDHE*1  EC9(	 S q u a r e   K M 	   	 							  					 
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	 &0*A  ?. .@	 204@0B=89  	 



  



	   . 	 i - s q u a r e   k m 	 I s i k w e r e   s e k m 	 k m   z a   m r a b a 	 v i e r k a n t e   k m 	 k v a d r a t i n i a i   k m 	 k v a d r t k i l o m e t r i 	 r u u t k i l o m e e t e r 	 a|aox}k  ot	 . 	 k m   p t r a ci 	 
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	 ,0M  ?.?	 	 				  		. 		. 	 	 	 	 	 	 	 	 k m   q u a d r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ I N 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   I n c h 	 s q u a r e   i n c h 	 s^eT	 s^eT	 2#24I'	 p u l g a d a   c u a d r a d a 	 p o u c e   c a r r  	 Q u a d r a t - Z o l l 	 :204@0B=K9  4N9<	 p o l l i c i   q u a d r a t i 	 (H5)  E1(9	 p o l e g a d a s   q u a d r a d a s 	 i n    k a r e 	 I n c h   b  n h   p h n g 	 i n c i   p e r s e g i 	 i n c i   p e r s e g i 	 5	0	M		  				 	 	 	 n  g y z e t h  v e l y k 	 	 	 	 v i e r k a n t e   i n c h 	 	 	 i n c h i   p t r a ci 	 	 	 '   	 	 8	M		M	5	G		0	  				 'JF  EC9(	 '3H'&1  'F	   	 							  						 
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	 &0*A  A3	 204@0B=89  4N9<	 



  


	   	 i - s q u a r e   i n c h 	 I s i k w e r e   s e - i n t s h i 	 i n c h i   z a   m r a b a 	 v i e r k a n t e   d u i m 	 k v a d r a t i n i a i   c o l i a i 	 k v a d r t c o l l a s 	 r u u t t o l l 	 a|aox}k  duxut	 . 	 i n c h i   p t r a ci 	 
$
A
0
6
M
0
  

M

M
	 ,0M  M	 	 				  						 	 	 	 	 	 	 	 p o l e g a d a   q u a d r a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ F E E T 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   F e e t 	 s q u a r e   f e e t 	 s^e:\	 s^e:\	 2#28	 p i e s   c u a d r a d o s 	 p i e d   c a r r  	 Q u a d r a t - F u  	 :204@0B=K9  DCB	 p i e d i   q u a d r a t i 	 B/E  E1(9	 p  s   q u a d r a d o s 	 f i t   k a r e 	 F e e t   b  n h   p h n g 	 k a k i   p e r s e g i 	 k a k i   p e r s e g i 	 5	0	M		  +	A			 	 	 	 n  g y z e t l  b 	 	 	 	 v i e r k a n t e   v o e t 	 	 	 p i c i o a r e   p t r a t e 	 	 	   	 	 8	M		M	5	G		0	  +	?			 AH*  EC9(	 '3H'&1  Ay	   	 							  				 

K
0
  +
A

	 &0*A  !AA	 204@0B=89  DCB	 



  


	   	 i - s q u a r e   f e e t 	 I s i k w e r e   s e e n y a w o 	 f u t i   y a   m r a b a 	 v i e r k a n t e   v o e t 	 k v a d r a t i n s   p d o s 	 k v a d r t p d a s 	 r u u t j a l g 	 a|aox}k  x	 . 	 p i c i o a r e   p t r a t e 	 
$
A
0
6
M
0
  

?
	 ,0M  +A	 	 				  				 	 	 	 	 	 	 	 p  s   q u a d r a d o s 	 	 	 	 	 	 	 	 o i n   k a r r a t u a 	 p i y e n g   k u w a d r a d o 	 p    c a d r a d o 	 N z   k w   s u k w i a 	 t r o i g h   c e a r n a c h 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ Y D 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   Y a r d 	 s q u a r e   y a r d 	 s^ex	 s^ex	 2#2+%2	 y a r d a   c u a d r a d a 	 y a r d   c a r r  	 Q u a d r a t - Y a r d 	 :204@0B=K9  O@4	 i a r d i   q u a d r a t i 	 J'1/)  E1(9	 j a r d a s   q u a d r a d a s 	 y a r d a   k a r e 	 Y a r d   b  n h   p h n g 	 y a r d   p e r s e g i 	 e l a   p e r s e g i 	 5	0	M		  			 	 	 	 n  g y z e t y a r d 	 	 	 	 v i e r k a n t e   y a r d 	 	 	 y a r z i   p t r a ci 	 	 	   	 	 8	M		M	5	G		0	  /	>	0	M	!		 J'1/  EC9(	 '3H'&1  2	   	 							  			 

K
0
  

	 &0*A  	 204@0B=89  O@4	 



  




	   	 i - s q u a r e   y a r d 	 I s i k w e r e   s e y a d i 	 y a d i   y a   m r a b a 	 v i e r k a n t e   j a a r t 	 k v a d r a t i n i a i   j a r d a i 	 k v a d r t j a r d i 	 r u u t j a r d 	 a|aox}k  uad	 .   	 y a r z i   p t r a ci 	 
$
A
0
6
M
0
  


	 ,0M  _>0M!	 	 				  						 	 	 	 	 	 	 	 j a r d a   q u a d r a d a 	 	 	 	 	 	 	 	 y a r d   k a r r a t u a 	 y a r d a n g   k u w a d r a d o 	 i a r d a   c a d r a d a 	 S u k w i a   y a a d 	 s l a t   c e a r n a c h 
 
 S T R _ I D _ U N I T C O N V E R T O R _ S U R F A C E _ S Q U A R E _ M I L E S 	 U n d e f i n e d 	 I C O N T E X T 	 S q u a r e   M i l e s 	 s q u a r e   m i l e s 	 s^ȇ	 s^ȇ	 2#2D!%L	 m i l l a s   c u a d r a d a s 	 m i l l e   c a r r  	 Q u a d r a t - M e i l e n 	 :204@0B=0O  <8;O	 m i g l i a   q u a d r a t i 	 EJD  E1(9	 m i l h a s   q u a d r a d a s 	 m i l   k a r e   	 D m   b  n h   p h n g 	 m i l   p e r s e g i 	 b a t u   p e r s e g i 	 5	0	M		  .	@	2		 	 	 	 n  g y z e t m  r f  l d 	 	 	 	 v i e r k a n t e   m i j l 	 	 	 m i l e   p t r a t e 	 	 	   	 	 8	M		M	5	G		0	  .	H	8		 E'JD  EC9(	 '3H'&1  ED	   	 							  					 

K
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  .
@
2
	 &0*A  .H2A	 204@0B=V  <8;V	 



  





	   	 i - s q u a r e   m i l e s 	 I s i k w e r e   s e e m a y i l e 	 m a i l i   y a   m r a b a 	 v i e r k a n t e   m y l 	 k v a d r a t i n s   m y l i o s 	 k v a d r t j kd z e s 	 r u u t m i i l i 	 a|aox}k  trxv	 .   	 m i l e   p t r a t e 	 
$
A
0
6
M
0
  .
H
$
M
	 ,0M  .>2	 	 				  					 	 	 	 	 	 	 	 m i l h a s   q u a d r a d a s 	 	 	 	 	 	 	 	 m i l i a   k a r r a t u a k 	 m i l y a n g   k u w a d r a d o 	 m i l l a s   c a d r a d a s 	 S u k w i a   m a l   g a s 	 m  l e   c e a r n a c h 
 
 U C _ E R R O R _ U N C O R R E C T _ I N P U T 	 U n d e f i n e d 	 P O P U P 	 I n c o r r e c t   I n p u t 	 I n c o r r e c t   i n p u t 	 8eQ
Nckx	 8eQ
Nckx	 C*HI-!9%D!H9I-	 E n t r a d a   i n c o r r e c t a 	 E n t r  e   i n c o r r e c t e 	 F a l s c h e   E i n g a b e 	 2545=>  =5?@028;L=>	 D a t o   i m m e s s o   e r r a t o 	 '/.'D  :J1  5-J-	 E n t r a d a   i n c o r r e c t a 	 H a t a l 1  g i r d i 	 N h p   k h  n g   c h  n h   x  c 	 I n p u t   s a l a h 	 I n p u t   t a k   b e t u l 	 	2	$	  *	M	0	5	?	7	M		?		 	 	 	 A   m e g a d o t t   a d a t o k   h e l y t e l e n e k 	 	 	 	 O n j u i s t e   i n v o e r 	 	 	 I n t r a r e   n e v a l i d 	 	 	   	 	 	B		@		>	  	(	*	A			 H1H/  F'/13*	 :1  /13*  'F  ~y	   	 											  						 
(
*
A

  
2
$
	 $*M*A  (M  *AM	 5?@028;L=89  22>4	 




  




	   	 K u f a k w e   o k u n g a l u n g i l e 	 U f a k o   o l u n g a c h a n e k a n g a 	 I n g i z o   b a t i l i 	 V e r k e e r d e   i n v o e r 	 K l a i d i n g a   /v e s t i s 	 N e p a r e i z a   i e v a d e 	 V i g a n e   s i s e s t u s 	 Mmal  veanxt	   	 I n t r a r e   n e v a l i d 	 $
F
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1
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/
  
(
M
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M
	 -A2  (*A	 	 			  							 	 	 	 	 	 	 	 E n t r a d a   i n c o r r e t a 	 	 	 	 	 	 	 	 G a i z k i   s a r t u t a k o   i n f o r m a z i o a 	 M a l i n g   i p i n a s o k 	 E n t r a d a   n o n   c o r r e c t a 	 I h e   e t i n y e r e   a d a b a g h 	 I o n c h u r   m  c h e a r t 
 
 E X T R A _ M E N U _ C U R R E N C Y C O N V E R T O R _ S T R I N G I D 	 U n d e f i n e d 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 C u r r e n c y   C o n v e r t e r 	 C u r r e n c y   c o n v e r t e r 	 c^c{	 '^bc{	 1'A%*8%@4	 C o n v e r t i d o r   d e   m o n e d a 	 C o n v e r t i s s e u r   d e   d e v i s e 	 W  h r u n g s u m w a n d l e r 	 >=25@B5@  20;NB	 C o n v e r t i t o r e   v a l u t a 	 *-HJD  'D9ED'*	 C o n v e r s o r   d e   m o e d a 	 K u r   d  n  _t  r  c    	 T   l   c h u y n   i 	 P e n g k o n v e r s i   m a t a   u a n g 	 P e n u k a r   m a t a   w a n g   	 .	A	&	M	0	>	  *	0	?	5	0	M	$			 	 	 	 P  n z n e m    t v  l t  	 	 	 	 V a l u t a c o n v e r s i e 	 	 	 C o n v e r t o r   v a l u t 	 	 	   	 	 .	A	&	M	0	>	  *	0	?	5	0	M	$			 *(/D  FF/G  F1.  '12	 1F3  FH1y1	   	 								  										 (
K

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	 0F(M8@  (M50M0M	 >=25@B5@  20;NB8	 


  






	   	 I s i g u q u l i   s e k h a r e n s i 	 U m t s h i n t s h i   w e m a l i   y e l i n y e   i l i z w e 	 K i g e u z a   s a r a f u 	 G e l d e e n h e i d - o m s k a k e l a a r 	 V a l i u t o s   k e i t i k l i s 	 V a l kt a s   k o n v e r t t j s 	 V a l u u t a k o n v e r t e r 	 Oaadatk  xmavaoxt	   	 C o n v e r t o r   v a l u t 	 
1
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	 .A&M0>  *0?,0M$M$	 	 						  									 	 	 	 	 	 	 	 C o n v e r s o r   d e   m o e d a 	 	 	 	 	 	 	 	 M o n e t a - a l d a k e t a 	 P a m a l i t   n g   p e r a 	 C o n v e r s o r   d e   m o e d a 	 I h e   n a - a g b a n w e   e g o 	 T i o n t a i r e   a i r g e a d r a 
 
 S T R _ C U R R E N C Y C O N V E R T O R _ R A T E I N P U T 	 U n d e f i n e d 	 T I T L E 	 T i t l e   f o r   C C . 	 C u r r e n c y   c o n v e r t e r 	 /Ssc{	 Glsbc{	 1'A%*8%@4	 C o n v e r t i d o r   d e   m o n e d a s 	 C o n v e r t i s s e u r   d e   d e v i s e s 	 W  h r u n g s k o n v e r t i e r e r 	 2>4  :>MD. 	 V a l o r e   t a s s o 	 E-HD  'D9ED'*	 C o n v e r s o r   d e   m o e d a 	 P a r a   b i r i m i   d  n  _t  r  c  	 B   c h u y n   i   t i n   t 	 R a t a a n   M a s u k a n 	 P e n u k a r   M a t a w a n g 	 *	M	0	5	?	7	M		?	  &	0		 I n d t a s t   T a k s t 	 V l o ~e n    k u r z u 	 S t a w k a   w e j [c i o w a 	 P  n z n e m    t v  l t  	 K u r s s i n   s y  t e 	 U t g a n g s k u r s 	 V l o ~i e  k u r z 	 V a l u t a   c o n v e r t e r e n 	 K u r s i n m a t n i n g 	 U n o s   i z n o s a 	 C o n v e r t o r   v a l u t 	 V n o s   O d s t o t k a 	   	   	 J25640=5  !B02:0	 0	G		  	(	*	A			 *(/D  FF/G  F1.  '12	 41-  'F  ~y	   	 						  									 0
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	 0GA  (M  *AM	 2>4  :C@AC	 






  

  


	   	 U k u f a k w a   k w e r e y t h i 	 U f a k o   l o m l i n g a n i s e l o 	 I n g i z o   y a   k i w a n g o 	 G e l d e e n h e i d o m s k a k e l a a r 	 K u r s o   /v e s t i s 	 K u r s a   i e v a d e 	 S i s e s t a   k u r s s 	 Sxmajek  txacxt	   	 I n t r o d u c e r e   p a r i t a t e 	 (
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	 (*A  9>0	 	 		  						 	 	 	 	 	 	 	 E n t r a d a   d e   c  m b i o 	 	 	 	 	 	 	 	 M o n e t a - a l d a k e t a 	 P a m a l i t   n g   p e r a 	 C o n v e r s o r   d e   m o e d a 	 I h e   n a - a g b a n w e   e g o 	 T i o n t a i r e   a i r g e a d r a 
 
 S T R _ C U R R E N C Y C O N V E R T O R _ R A T E 	 U n d e f i n e d 	 I C O N T E X T 	 R a t e . 	 R a t e 	 /Ss	 Gls	 -1#2( L : F ) 	 T a s a ( L : F ) 	 T a u x   ( L : F ) 	 W e c h s e l k u r s 	 C@A	 F r e q u e n z a   ( L : F ) 	 391  'D51A	 T a x a ( L : E ) 	 H 1z 	 T   l 	 R a t a a n 	 K a d a r ( T : A ) 	 &	0	  ( L : F ) 	 T a k s t 	 K u r z 	 S t a w k a 	 S e b e s s  g ( L : F ) 	 K u r s s i 	 K u r s 	 K u r z 	 R a t o 	 K u r s 	 I z n o s 	 R a t   d e   s c h i m b 	 O d s t o t e k 	 	 ( : ) 	 O@:0	 &	0		 F1.  *(/D( E: .) 	 41-    	 	 			( 		: 		) 	 0
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	 0GA	 C@A	 

	 	 I r e y t h i 	 U m l i n g a n i s e l o 	 K i w a n g o 	 K o e r s ( P : B ) 	 K u r s a s 	 K u r s s 	 K u r s s 	 Sxmaje	   	 R a t   d e   s c h i m b 	 (
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 
 S T R _ C U R R E N C Y C O N V E R T O R _ I N P U T 	 U n d e f i n e d 	 T I T L E 	 I n p u t   C u r r e n c y 	 I n p u t   c u r r e n c y 	 8eQc^	 eQ'^	 I-	 E n t r a d a 	 e n t r  e 	 E i n g a b e 	 2>4  20;NBK	 I m m e t t i   v a l u t a 	 '/.'D  9ED)	 E n t r a d a 	 G i r i _  a k 1m 1	 N h p   n   v   t i n   t 	 M a s u k a n   M a t a   U a n g 	 M a s u k k a n   m a t a   w a n g 	 .	A	&	M	0	>	  *	M	0	5	?	7	M		?	  	 I n d t a s t   V a l u t a 	 V l o ~i t   m n u 	 W p r o w a d z e n i e   w a l u t y 	 P  n z n e m   m e g a d  s a 	 S y  t    v a l u u t t a 	 U t g a n g s v a l u t a 	 V l o ~i e  m e n u 	 I n v o e r 	 V a l u t a 	 V a l u t a   u n o s a 	 I n t r o d u c e r e   m o n e d 	 V h o d n a   V a l u t a 	   	 	 J25640=5  0;CB0	 	(	*	A		  .	A	&	M	0	>		 H'1/  1/F	 1F3  /'.D  ,&	     	 					  	 
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  


	     	 F a k a   i k h a r e n s i 	 F a k a   i m a l i   y e l i n y e   i l i z w e 	 I n g i z a   s a r a f u 	 I n v o e r 	 .v e s t i   v a l i u t 	 I e v a d i e t   v a l kt u 	 S i s e s t a   v a l u u t a 	 Dxacel  aadath	   	 I n t r o d u c e r e   m o n e d 	 
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 
 S T R _ C U R R E N C Y C O N V E R T O R _ L O C A L 	 U n d e f i n e d 	 I C O N T E X T 	 L o c a l 	 L o c a l 	 ,gW	 ,gV	 I-4H	 L o c a l 	 L o c a l 	 L o k a l 	 5AB=0O	 L o c a l e 	 E-DJ	 L o c a l 	 Y e r e l 	 a   p h n g 	 L o k a l 	 T e m p a t a n 	 &	G	6	@		 L o k a l 	 M  s t n  	 L o k a l n e 	 H a z a i 	 P a i k a l l i n e n 	 L o k a l 	 M i e s t n a 	 B i n n e n l a n d s 	 L o k a l 	 L o k a l n a 	 L o c a l 	 L o k a l n o 	 	 	 >:0;5=	 8	M	%	>	(	?			 E-D	 EB'E	   	 								 &
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	 8M%>(?	 VAF520	 






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 
 S T R _ C U R R E N C Y C O N V E R T O R _ F O R E I G N 	 U n d e f i n e d 	 I C O N T E X T 	 F o r e i g n 	 F o r e i g n 	 YW	 YV	 H2#0@(	 E x t r a n j e r o 	  t r a n g e r 	 A u s l  n d i s c h 	 =>AB@0==0O	 E s t e r a 	 #,F(J	 E s t r a n g e i r a 	 Y a b a n c 1	 N c   n g  a i 	 L u a r   N e g r i 	 L u a r   N e g e r i 	 5	?	&	G	6	@		 U d e n l a n d s k 	 Z a h r a n i 
n  	 Z a g r a n i c z n e 	 K  l f  l d i 	 V i e r a s 	 U t e n l a n d s k 	 Z a h r a n i 
n  	 B u i t e n l a n d s 	 U t l  n d s k 	 S t r a n a 	 S t r i n 	 T u j e 	 	 	 'C64	 5	?	&	G	6	@		 .'1,	 .'1,    	   	 								 5
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	 5?&G6@	 =>75<=0	 





	 	 O k w a n g a p h a n d l e 	 N g a p h a n d l e   k w e l i z w e 	 K i g e n i 	 B u i t e l a n d s 	 U ~s i e n i o 	  r z e m j u 	 V  l i s - 	 Uaeoua	 	 S t r i n 	 5
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	 ,H&G6?	 	 							 	 	 	 	 	 	 	 E s t r a n g e i r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 E R R O R _ C U R R E N C Y C O N V E R T O R _ R A T E 1 	 U n d e f i n e d 	 P O P U P 	 e r r o r 1 	 W r o n g   i n p u t 	 8eQ/	 eQ	 C*HI-!9%4	 E n t r a d a   i n c o r r e c t a 	 E n t r  e   i n c o r r e c t e 	 F a l s c h e   E i n g a b e 	 5?@028;L=K9  22>4	 D a t o   i m m e s s o   e r r a t o 	 %/.'D  .7#	 E n t r a d a   i n c o r r e c t a 	 Y a n l 1_  g i r d i 	 N h p   l i 	 M a s u k a n   S a l a h 	 I n p u t   s a l a h 	 	2	$	  *	M	0	5	?	7	M		?		 	 	 	 H i b  s   b e v i t e l 	 	 	 	 V e r k e e r d e   i n v o e r 	 	 	 D a t e   e r o n a t e 	 	 	   	 	 	A		@		@	  	(	M		M	0	@		 H1H/I  F'/13*  '3*	 :D7  'F/1',	   	 			  						 
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	 $*M*A  M0@	 5?@028;L=89  22>4	 



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	   	 K u f a k w e   o k u n g e s i k h o 	 U f a k o   o l u n g a c h a n e k a n g a 	 K i i n g i z o   k i b a y a 	 V e r k e e r d e   i n s k r y w i n g 	 B l o g a   /v e s t i s 	 N e p a r e i z a   i e v a d e 	 V a l e   s i s e s t u s 	 Mmal  veanxt	   	 D a t e   e r o n a t e 	 $
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  
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	 -A2  (*A	 	 			  						 	 	 	 	 	 	 	 E n t r a d a   e r r a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ U S D 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 U S D 	 U S D   ( U . S .   D o l l a r ) 	 U S D   ( CQ) 	 U S D   ( CQ) 	 U S D   ( -%%2#L*+#1) 	 U S D   ( D  l a r   d e   E E .   U U . ) 	 U S D   ( D o l l a r   a m  r i c a i n ) 	 U S D   ( U S - D o l l a r ) 	 U S D   ( 4>;;0@  !() 	 U S D   ( D o l l a r o   a m e r i c a n o ) 	 U S D   (   /HD'1    ) 	 U S D   ( d  l a r   a m e r i c a n o ) 	 U S D   ( A B D   D o l a r 1)   	 U S D   (    M )) 	 U S D   ( D o l l a r   A S ) 	 U S D   ( D o l a r   A . S ) 	 /	B		8	!	@	  ( 	.	0	@		@	  !	I	2	0	) 	 	 	 	 U S D   ( U S A - d o l l  r ) 	 	 	 	 U S D   ( U . S .   d o l l a r ) 	 	 	 U S D   ( d o l a r   a m e r i c a n ) 	 	 	 U S D   (   " ) 	 	 /	B		8	!	@	  ( 	.	G	0	?		@	  !	I	2	0	) 	 U S D   ( /D'1  "E1JC') 	 U S D   ( U S   D o l l a r s ) 	   (   ) 	 		. 		. 		  ( 				  				) 	 /
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 
 S T R _ C U R R E N C Y C O N V _ E U R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 E U R 	 E U R   ( E u r o ) 	 E U R   ( PkCQ) 	 E U R   ( 'kCQ) 	 E U R   ( "9B#) 	 E U R   ( E u r o ) 	 E U R   ( E u r o ) 	 E U R   ( E u r o ) 	 E U R   ( 52@>) 	 E U R   ( E u r o ) 	 E U R   (   JH1  ) 	 E U R   ( E u r o ) 	 E U R   ( A v r o )   	 E U R   ( n g    u ) 	 E U R   ( E u r o ) 	 E U R   ( E u r o ) 	 	/	B		0	  ( /	B	0	K	) 	 	 	 	 E U R   ( E u r  ) 	 	 	 	 E U R   ( E u r o ) 	 	 	 E U R   ( e u r o ) 	 	 	 E U R   ( ) 	 	 	/	B		0	  ( /	B	0	K	) 	 E U R   ( JH1H) 	 E U R   ( E u r o ) 	   ( ) 	 	. 		. 		  ( 				) 	 
/
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) 	 E U R   ( ) 	 I - E U R   ( E u r o ) 	 I - E U R   ( E u r o ) 	 E U R   ( Y u r o ) 	 E U R   ( E u r o ) 	 E U R   ( e u r a i ) 	 E U R   ( E i r o ) 	 E U R   ( e u r o ) 	 E U R   ( 5~x) 	 E U R   ( ) 	 E U R   ( e u r o ) 	 E U R   ( /
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 
 S T R _ C U R R E N C Y C O N V _ R U B 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 R U B 	 R U B   ( R u s s i a n   R o u b l e ) 	 R U B   ( v^) 	 R U B   ( bS^) 	 R U B   ( #9@4%#1*@5") 	 R U B   ( R u b l o   r u s o ) 	 R U B   ( R o u b l e   r u s s e ) 	 R U B   ( R u s s i s c h e r   R u b e l ) 	 R U B   ( @>AA89A:89  @C1;L) 	 R U B   ( R u b l o   r u s s o ) 	 R U B   ( 1H(D) 	 R U B   ( R u b l o   R u s s o ) 	 R U B   ( R u s   R u b l e s i )     	 R U B   ( n g   R  p ) 	 R U B   ( R o u b l e   R u s i a ) 	 R U B   ( R o u b l e   R u s i a ) 	 	0	/	B	,	@	  ( 0	B	8	@	  0	B	,	2	) 	 	 	 	 R U B   ( O r o s z   r u b e l ) 	 	 	 	 R U B   ( R u s s i s c h e   r o e b e l ) 	 	 	 R U B   ( r u b l ) 	 	 	 R U B   (   ) 	 	 	0	/	B	,	@	  ( 0	6	?	/	>	  0	A	,	G	2	M	8	) 	 R U B   ( 1H(D  1H3JG) 	 R U B   ( R u s s i a   R u b l e s ) 	   (   ) 	 		. 		. 		  ( 						  					) 	 
0
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  



) 	 R U B   (   ) 	 I - R U B   ( R u s s i a n   R o u b l e ) 	 I - R U B   ( I - R o u b l e   y a s e R a s h i y a ) 	 R U B   ( R u b i   y a   U r u s i ) 	 R U B   ( R u s s i e s e   r o e b e l ) 	 R U B   ( R u s i j o s   r u b l i a i ) 	 R U B   ( K r i e v i j a s   r u b l i s ) 	 R U B   ( V e n e   r u b l a ) 	 R U B   ( Lx}aoav  |xblk) 	 R U B   (   ) 	 R U B   ( r u b l ) 	 R U B   ( 1
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 
 S T R _ C U R R E N C Y C O N V _ J P Y 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 J P Y 	 J P Y   ( J a p a n e s e   Y e n ) 	 J P Y   ( eW) 	 J P Y   ( eW) 	 J P Y   ( @"
5H8H) 	 J P Y   ( Y e n   j a p o n  s ) 	 J P Y   ( Y e n   j a p o n a i s ) 	 J P Y   ( J a p a n i s c h e r   Y e n ) 	 J P Y   ( O?>=A:0O  85=0) 	 J P Y   ( Y e n   g i a p p o n e s e ) 	 J P Y   ( JF) 	 J P Y   (  e n e   J a p o n  s ) 	 J P Y   ( J a p o n   Y e n i )   	 J P Y   ( n g   Y  n ) 	 J P Y   ( Y e n   J e p a n g ) 	 J P Y   ( Y e n   J e p u n ) 	 	G	*	@	5	>		  ( 	>	*	>	(	@	  /	G	(	) 	 	 	 	 J P Y   ( J a p  n   j e n ) 	 	 	 	 J P Y   ( J a p a n s e   y e n ) 	 	 	 J P Y   ( y e n   j a p o n e z ) 	 	 	 J P Y   (   ) 	 	 	G	*	@	5	>	/	  ( 	*	>	(	@	  /	G	(	) 	 J P Y   ( JF  '~F) 	 J P Y   ( J a p a n e s e   Y e n ) 	 (   ) 	 		. 		. 				  ( 							  				) 	 
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  


) 	 J P Y   (   ) 	 I - J P Y   ( J a p a n e s e   Y e n ) 	 I - J P Y   ( I y e n i   y a s e J a p a n i ) 	 J P Y   ( Y e n i   y a   J a p a n i ) 	 J P Y   ( J a p a n n e s e   j e n ) 	 J P Y   ( J a p o n i j o s   j e n o s ) 	 J P Y   ( J a p Fu   j n a ) 	 J P Y   ( J a a p a n i   j e e n ) 	 J P Y   ( Cazxvaoav  kev) 	 J P Y   (   ) 	 J P Y   ( y e n   j a p o n e z ) 	 J P Y   ( 
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 
 S T R _ C U R R E N C Y C O N V _ G B P 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 G B P 	 G B P   ( U K   P o u n d ) 	 G B P   ( 񂊓) 	 G B P   ( Q) 	 G B P   ( -L*+#2
-221#)   	 G B P   ( L i b r a   d e   R e i n o   U n i d o ) 	 G B P   ( L i v r e   a n g l a i s e ) 	 G B P   ( E n g l i s c h e s   P f u n d ) 	 G B P   ( DC=B  AB5@;8=3>2) 	 G B P   ( S t e r l i n a   i n g l e s e ) 	 G B P   ( ,FJG  '3*1DJFJ) 	 G B P   ( L i b r a   e s t e r l i n a ) 	 G B P   ( 0n g i l i z   P a u n d u )   	 G B P   ( b n g   A n h ) 	 G B P   ( P o u n d   I n g g r i s ) 	 G B P   ( P a u n   U K ) 	 	@	,	@	*	@	  ( /	B		G	  *	>				!	) 	 	 	 	 G B P   ( A n g o l   f o n t ) 	 	 	 	 G B P   ( V K   P o n d ) 	 	 	 G B P   ( l i r   s t e r l i n ) 	 	 	 G B P   (   ) . 	 	 	@	,	@	*	@	  ( 			M	2		!	  *	L		!	) 	 G B P   ( ~HF/  'FD3*'F) 	 G B P   ( U K   P o u n d s ) 	   (   ) 	   		. 		. 		  ( 					  						) 	 
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. 

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) 	 G B P   (   ) 	 I - G B P   ( U K   P o u n d ) 	 I - G B P   ( i P o w u n d i   y a s e - U K ) 	 G B P   ( P a u n d i   y a   U i n g e r e z a )   	 G B P   ( E n g e l s e   P o n d ) 	 G B P   ( J K   s v a r a i   s t e r l i n g s) 	 G B P   ( L i e l b r i t n i j a s   m r c i Fa ) 	 G B P   ( B r i t i   n a e l ) 	 G B P   ( D2  xv) 	 G B P (   I   ) 	 G B P   ( l i r   s t e r l i n ) 	 G B P   ( U K   *
L
#
M

M
) 	 G B P   ( U K   *>	#M!) 	 	 						  ( 							  						) 	 	 	 	 	 	 	 	 G B P   ( L i b r a   e s t e r l i n a ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ H K D 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 H K D 	 H K D   ( H o n g   K o n g   D o l l a r ) 	 H K D   ( /nCQ) 	 H K D   ( /nCQ) 	 H K D   ( -%%2#L.H-)   	 H K D   ( D  l a r   d e   H o n g   K o n g ) 	 H K D   ( D o l l a r   d e   H o n g   K o n g ) 	 H K D   ( H o n g k o n g - D o l l a r ) 	 H K D   ( 3>=:>=3A:89  4>;;0@) 	 H K D   ( D o l l a r o   H o n g   K o n g ) 	 H K D   (   /HD'1    GHF:  CHF:  ) 	 H K D   ( d  l a r   d e   H o n g   K o n g ) 	 H K D   ( H o n g   K o n g   D o l a r 1)   	 H K D   ( n g   H n g   K  n g ) 	 H K D   ( D o l l a r   H o n g   K o n g ) 	 H K D   ( D o l a r   H o n g   K o n g ) 	 			G	!	@	  ( 9	>				>			  !	I	2	0	) 	 	 	 	 H K D   ( H o n g k o n g   d o l l  r ) 	 	 	 	 H K D   ( H o n g   K o n g   d o l l a r ) 	 	 	 H K D   ( d o l a r   H o n g   K o n g ) 	 	 	 H K D   (     ) 	 	 			G	!	@	  ( 9	>			  	>			  !	I	2	0	) 	 H K D   ( /D'1  GF  CF) 	 H K D   ( H o n g   K o n g   D o l l a r ) 	   (   ) 	 			. 		. 		  ( 				  				) 	 

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  !
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) 	 9FM  F  !?  ( 9>M  >M  !>20M) 	 H K D   ( >=:>=3AL:89  4>;0@) 	 H K D   ( 



  



  



) 	 H K D   (     ) 	 I - H K D   ( H o n g   K o n g   D o l l a r ) 	 I - H K D   ( i D o l a   y a s e H o n g   K o n g ) 	 H K D   ( D o l a   y a   H o n g   K o n g ) 	 H K D   ( H o n g k o n g - d o l l a r ) 	 H K D   ( H o n k o n g o   d o l e r i s ) 	 H K D   ( H o n k o n g a s   d o l r s ) 	 H K D   ( H o n g k o n g i   d o l l a r ) 	 H K D   ( @xvoxvck  dxla) 	 H K D   (     ) 	 H K D   ( d o l a r   H o n g   K o n g ) 	 H K D   ( 9
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) 	 H K D   ( 9    !2>0) 	 	 							  ( 				  				) 	 	 	 	 	 	 	 	 H K D   ( D  l a r   d e   H o n g   K o n g ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ C U S T O M 1 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 C u s t o m 1 	 C u s t o m 1 	 1 	 ꁢ1 	 3+@-  1 	 P e r s o n a l i z a d o 1 	 P e r s o n n a l i s  1 	 D e f i n i e r t 1 	 >;L7>20B5;LA:89  1 	 C l i e n t e 1 	 6(7  4.5J  1 	 P e r s o n a l i z a r   1 	  z e l 1 	 T   c h n h   1 	 K u s t o m 1 	 T e r s u a i 1 	 	8	M		.	1 	 	 	 	 1 .   e g y e d i 	 	 	 	 E i g e n   k e u z e 1 	 	 	 P a r t i c u l a r i z a r e 1 	 	 	 1 	 	 		>	$	  1 	 3A'14  1 	 3yE  1 	 1 	 						  		 
8

.
1 	 8M.M  1 	 ;0A=01 	 




1 	 1 	 I - C u s t o m 1 	 Q h e l a n i s a 1 	 K a i d a 1 	 P a s m a a k 1 	 1   s p e c i a l u s 	 1 .   p i e s k a Fo j u m s 	 K o h a n d a t u d 1 	 @axo1 	   1 	 P e r s o n a l i z a r e 1 	 
8
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
1 	 7M.  1 	 	 						  1 	 	 	 	 	 	 	 	 P e r s o n a l i z a d o 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ C U S T O M 2 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 C u s t o m 2 	 C u s t o m 2 	 2 	 ꁢ2 	 3+@-  2 	 P e r s o n a l i z a d o 2 	 P e r s o n n a l i s  2 	 D e f i n i e r t 2 	 >;L7>20B5;LA:89  2 	 C l i e n t e 2 	 6(7  4.5J  2 	 P e r s o n a l i z a r   2 	  z e l 2 	 T   c h n h   2 	 K u s t o m 2 	 T e r s u a i 2 	 	8	M		.	2 	 	 	 	 2 .   e g y e d i 	 	 	 	 E i g e n   k e u z e 2 	 	 	 P a r t i c u l a r i z a r e 2 	 	 	 2 	 	 		>	$	  2 	 3A'14  2 	 3yE2 	 2 	 						  		 
8

.
2 	 8M.M  2 	 ;0A=02 	 




2 	 2 	 I - C u s t o m 2 	 Q h e l a n i s a 2 	 K a i d a 2 	 P a s m a a k 2 	 2   s p e c i a l u s 	 2 .   p i e s k a Fo j u m s 	 K o h a n d a t u d 2 	 @axo2 	   2 	 P e r s o n a l i z a r e 2 	 
8
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
2 	 7M.  2 	 	 	 	 	 	 	 	 	 	 P e r s o n a l i z a d o 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ C U S T O M 3 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 C u s t o m 3 	 C u s t o m 3 	 3 	 ꁢ3 	 3+@-  3 	 P e r s o n a l i z a d o 3 	 P e r s o n n a l i s  3 	 D e f i n i e r t 3 	 >;L7>20B5;LA:89  3 	 C l i e n t e 3 	 6(7  4.5J  3 	 P e r s o n a l i z a r   3 	  z e l 3 	 T   c h n h   3 	 K u s t o m 3 	 T e r s u a i 3 	 	8	M		.	3 	 	 	 	 3 .   e g y e d i 	 	 	 	 E i g e n   k e u z e 3 	 	 	 P a r t i c u l a r i z a r e 3 	 	 	 3 	 	 		>	$	  3 	 3A'14  3 	 3yE  3 	 3 	 						  		 
8

.
3 	 8M.M  3 	 ;0A=03 	 




3 	 3 	 I - C u s t o m 3 	 Q h e l a n i s a 3 	 K a i d a 3 	 P a s m a a k 3 	 3   s p e c i a l u s 	 3 .   p i e s k a Fo j u m s 	 K o h a n d a t u d 3 	 @axo3 	   3 	 P e r s o n a l i z a r e 3 	 
8
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1
M
1

3 	 7M.  3 	 	 	 	 	 	 	 	 	 	 P e r s o n a l i z a d o 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ U S D _ A B B R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 	.	0	@		@	  !	I	2	0		 	 	 	 U S D 	 	 	 	 U S D 	 	 	 U S D 	 	 	 U S D 	 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 I - U S D 	 I - U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 U S D 	 	 							 	 	 	 	 	 	 	 U S D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ E U R _ A B B R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 /	B	0	K		 	 	 	 E U R 	 	 	 	 E U R 	 	 	 E U R 	 	 	 E U R 	 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 I - E U R 	 I - E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 E U R 	 	 					 	 	 	 	 	 	 	 E U R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ R U B _ A B B R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 0	B	,	2		 	 	 	 R U B 	 	 	 	 R U B 	 	 	 R U B 	 	 	 R U B 	 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 I - R U B 	 I - R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 R U B 	 	 				 	 	 	 	 	 	 	 R U B 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ J P Y _ A B B R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 /	G	(		 	 	 	 J P Y 	 	 	 	 J P Y 	 	 	 J P Y 	 	 	 J P Y 	 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 I - J P Y 	 I - J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 J P Y 	 	 							 	 	 	 	 	 	 	 J P Y 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ G B P _ A B B R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 *	>			(	M	!		 	 	 	 G B P 	 	 	 	 G B P 	 	 	 G B P 	 	 	 G B P 	 	 G B P 	 G B P 	 G B P 	 G B P 	   		. 		. 			 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 I - G B P 	 I - G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 G B P 	 	 							 	 	 	 	 	 	 	 G B P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C U R R E N C Y C O N V _ H K D _ A B B R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 9	>				>			  !	I	2	0		 	 	 	 H K D 	 	 	 	 H K D 	 	 	 H K D 	 	 	 H K D 	 	 H K D 	 H K D 	 H K D 	 H K D 	 			. 		. 			 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 I - H K D 	 I - H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 H K D 	 	 								 	 	 	 	 	 	 	 H K D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 E R R O R _ C U R R E N C Y C O N V _ R A T E 1 	 U n d e f i n e d 	 P O P U P 	 e r r o r 1 	 W r o n g   i n p u t 	 8eQ/	 eQ	 I-I-!9%4	 E n t r a d a   i n c o r r e c t a 	 M a u v a i s e   e n t r  e 	 F a l s c h e r   E i n t r a g 	 5?@028;L=K5  40==K5	 D a t o   i m m e s s o   e r r a t o 	 '/.D  391'D51A  'D-'DJ  A'1:G, H  *#C/	 E n t r a d a   i n c o r r e c t a 	 Y a n l 1_  g i r i s 	 N h p   s a i 	 M a s u k a n   S a l a h 	 E n t r i   s a l a h 	 	2	$	  *	M	0	5	?	7	M		?		 	 	 	 H i b  s   b e v i t e l 	 	 	 	 V e r k e e r d e   i n v o e r 	 	 	 D a t e   e r o n a t e 	 	 	   	 	 	A		@		@	  	(	M		M	0	@		 H1H/I  F'/13*  '3*	 :D7  'F/1',	   	 											  								 
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 
 A L A R M S _ S N O O Z E _ S T R I N G I D 	 A l a r m 	 R S K 	 S n o o z e   a l a r m   b u t t o n . 	 S n o o z e 	 aw	 aw w	 @%7H-%8	 P o s p o n e r 	 P e t i t   s o m m e 	 S c h l u m m e r n 	 @5<0BL	 I n t e r r o m p i   t e m p o r a n e a m e n t e 	 :AH)	 S u s p e n d e r 	 E r t e l e 	 N g 	 T u n d a 	 T u n d a 	 8	M	(	B		<		 S o v   M e r e 	 Z d Y m n o u t   s i 	 C i g By 	 S z u n d i 	 T o r k k u 	 S l u m r e 	 Z d r i e m n u e  s i 	 S l u i m e r e n 	 S o m n a r 	 D r i j e m a n j e 	 T e m p o r i z a r e 	 D r e m a n j e 	 S n o o z e 	 	 @O<:0	 8	M	(	B			 *9HB  2F	 EHBHA	 	 						 8
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 
 A L A R M _ R E P E A T _ S T R I N G 	 A l a r m 	 I C O N T E X T 	 R e p e a t 	 R e p e a t 	 ͑	 ͑
Y	 I3	 R e p e t i r 	 R  p  t e r 	 W i e d e r h o l e n 	 >2B>@	 R i p e t i 	 %9'/)	 R e p e t i r 	 Y i n e l e 	 L p   l i 	 U l a n g 	 U l a n g 	 *	A	(	0	>	5	C	$	M	$	?		 G e n t a g 	 O p a k o v a t 	 P o w t  r z 	 I s m  t l  s 	 T o i s t a 	 G j e n t a 	 O p a k o v a e	 H e r h a l e n 	 U p p r e p a r 	 P o n o v i 	 R e p e t a r e 	 P o n o v i 	 	 	 >2B>@8	 *	A	(	0	A		M	/	>	0		 *1'1	 1~y	   	 												 &
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 
 A L A R M _ O N C E _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 O n c e 	 O n c e 	  N!k	  N!k	 #1I@5"'	 U n a   v e z 	 U n e   f o i s 	 E i n m a l 	 48=  @07	 U n a   v o l t a 	 E1)  H'-/)	 U m a   v e z 	 B i r   K e z 	 M t   l n 	 S e k a l i 	 S e k a l i 	 		  ,	>	0		 1   g a n g 	 J e d n o u 	 K i e d y [	 E g y s z e r 	 K e r r a n 	 E n   g a n g 	 J e d e n k r  t 	 E e n   k e e r 	 E n   g  n g 	 J e d n o m 	 O   d a t 	 E n k r a t 	   	 	 54=J6	 		&	>		 ('1	 '  E1*(	 	 						 
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 
 A L A R M _ E V R E Y D A Y _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 E v e r y d a y 	 E v e r y d a y 	 k)Y	 k)Y	 8'1	 T o d o s   l o s   d  a s 	 T o u s   l e s   j o u r s 	 T  g l i c h 	 654=52=>	 O g n i   g i o r n o 	 CD  JHE	 T o d o s   o s   d i a s 	 H e r g  n 	 H  n g   n g  y 	 T i a p   h a r i 	 S e t i a p   h a r i 	 *	M	0	$	?	&	?	(		 D a g l i g t 	 K a ~d    d e n 	 C o d z i e n n i e 	 N a p o n t a 	 J o k a   p  i v  	 H v e r   d a g 	 K a ~d    d e H	 E l k e   d a g 	 V a r j e   d a g 	 S v a k i   d a n 	 Z i l n i c 	 V s a k   d a n 	 	   	 A5:8  45=	 &	0	0	K			 G1  1H2	 1H2'F	 	 									 9
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 
 A L A R M _ D A Y S _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 D a y s 	 C u s t o m 	 	 ꁚ[IN	 '1	 D  a s 	 J o u r s 	 T a g e 	 =8	 G i o r n i 	 #J'E	 D i a s 	 G  n   b o y u n c a 	 T   c h n 	 H a r i a n 	 H a r i 	 &	?	(		 D a g e 	 D n y 	 D n i 	 N a p 	 P  i v   	 D a g e r 	 D n i 	 D a g e n 	 D a g a r 	 D a n a 	  n   z i l e l e 	 D n e v i 	 	 	 =8	 &	?	5	8		 1H2'FG	 ''E    	 	 				 ,
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 
 A L A R M _ H O U R L Y _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 H o u r l y 	 H o u r l y 	 k\Bf	 k\e	 #2"
1H'B!	 H o r a r i o 	 T o u t e s   l e s   h e u r e s 	 S t  n d l i c h 	 65G0A=>	 O g n i   o r a 	 CD  3'9)	 D e   h o r a   a   h o r a 	 S a a t l i k 	 H  n g   g i 	 S e t i a p   j a m 	 S e t i a p   j a m 	 *	M	0	$	?	  			G	  	 	 	 	  r  n k  n t 	 	 	 	 E l k   u u r 	 	 	 O   d a t   p e   o r 	 	 	   	 	 $	>	8	@		 3'9*	 Fy  H'1	   	 							 
p

G
  5

K

	 A	 )>3>48=8	 

  




	 	 M a h o r a   o n k e 	 N g e y u r e 	 K i l a   s a a 	 U u r l i k s 	 K a s   v a l a n d 	 I k   s t u n d u 	 I g a   t u n d 	 Exaavyux  jat	 	 O r a r 	 .
#
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
M

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1
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$
M
	 *M0$?  #M>0G	 P e r   o r e 	 					  							 	 	 	 	 	 	 	 P o r   h o r a 	 	 	 	 	 	 	 	 O r d u r o 	 K a d a   o r a s 	 C a d a   h o r a 	 K w a   e l e k e r e 	 D e   r  i r   n a   h u a i r e 
 
 A L A R M _ W E E K L Y _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 W e e k l y 	 W e e k l y 	 k1	 khT	 #2"*12+L	 S e m a n a l 	 H e b d o m a d a i r e 	 W  c h e n t l i c h 	 65=545;L=>	 O g n i   s e t t i m a n a 	 CD  #3(H9	 S e m a n a l m e n t e 	 H a f t a l 1k 	 H  n g   t u n 	 S e t i a p   m i n g g u 	 S e t i a p   m i n g g u 	 8	>	*	M	$	>	9	?			 	 	 	 H e t i 	 	 	 	 W e k e l i j k s 	 	 	 O   d a t   p e   s p t m  n 	 	 	 	 	 8	>	*	M	$	>	9	?			@		 GA*	 A*  H'1	   	 										 9
+
$
G
  5

K

	 5>0>(??	 )>B86=O	 






	 	 M a v i k i   o n k e 	 N g e v e k i 	 K i l a   w i k i 	 W e e k l i k s 	 K a s   s a v a i t 	 I k   n e d <u 	 I g a   n  d a l 	 Exaavyux  wabai	   	 S p t m  n a l 	 
4
M

/
?
$
M
	 8>*M$>9?	 P e r j a v e 	 					  								 	 	 	 	 	 	 	 S e m a n a l m e n t e 	 	 	 	 	 	 	 	 A s t e r o 	 K a d a   L i n g g o 	 C a d a   s e m a n a 	 K w a     k a 	 S e a c h t a i n i  i l 
 
 A L A R M _ M O N T H L Y _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 M o n t h l y 	 M o n t h l y 	 kg	 kg	 #2"@7-	 M e n s u a l 	 M e n s u e l 	 M o n a t l i c h 	 65<5AOG=>	 O g n i   m e s e 	 CD  4G1	 M e n s a l m e n t e 	 A y l 1k 	 H  n g   t h  n g 	 S e t i a p   b u l a n 	 S e t i a p   b u l a n 	 .	>	8	?			 	 	 	 H a v i 	 	 	 	 M a a n d e l i j k s 	 	 	 O   d a t   p e   l u n 	 	 	 	 	 .	9	?	(	M	/	>		@		 E'G'FG	 E''F	   	 						 .
9
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(
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  5

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
	 (F2A	 )><VAOFO	 




	 	 N y a n g a   z o n k e 	 N g e n y a n g a 	 K i l a   m w e z i 	 M a a n d e l i k s 	 K a s   m n e s /	 I k   m n e s i 	 I g a   k u u 	 Exaavyux  atk}	 	 L u n a r 	 .
>
8
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	 .>8?	 P e r m u j o r 	 					  					 	 	 	 	 	 	 	 M e n s a l m e n t e 	 	 	 	 	 	 	 	 H i l e r o 	 K a d a - b u w a n 	 C a d a   m e s 	 K w a   n w a 	 M  o s  i l 
 
 A L A R M _ S E A S O N L Y _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 S e a s o n a l l y 	 S e a s o n a l l y 	 kc[	 kc[	 2!$92%	 E s t a c i o n a l 	 T o u s   l e s   3   m o i s 	 S a i s o n a l 	 65:20@B0;L=>	 O g n i   t r e   m e s i 	 CD  EH3E	 S a z o n a l m e n t e 	 S e z o n l u k 	 H  n g   q u  	 M u s i m a n 	 B e r m u s i m 	 .	L	8	.	  	G	  	(	A	8	>	0		 	 	 	 I d  n y s z e r q	 	 	 	 E l k   s e i z o e n 	 	 	 O   d a t   p e   a n o t i m p 	 	 	 	 	 8	$	M	0	>	$		 A5D	 EH3E  H'1	 	 			  								 .
K
8
.
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	 0A$A5AA	 )>A57>=C	 




	 	 Z i k h a t h i   z o n k e   z o n y a k a 	 N g e x e s h a   e l i t h i l e   l o n y a k a 	 K w a   m u d a 	 S e i s o e n a a l 	 S e z o n i ak a i 	 S e z o n a s 	 H o o a j a l i s e l t 	 Exaavyux  e|at}uao	 	 S e z o n i e r 	 8
@
8
#
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>
/
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	 $A(A/>_@	 S e z o n a l 	 					  						 	 	 	 	 	 	 	 P e r i o d i c a m e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 A L A R M _ Y E A R L Y _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 Y e a r l y 	 Y e a r l y 	 kt^	 kt^	 #2"5	 A n u a l 	 A n n u e l 	 J  h r l i c h 	 653>4=>	 O g n i   a n n o 	 CD  3F)	 A n u a l m e n t e 	 Y 1l l 1k 	 H  n g   n m 	 S e t i a p   t a h u n 	 S e t i a p   t a h u n 	 5	>	0	M	7	?			 	 	 	  v e n t e 	 	 	 	 J a a r l i j k s 	 	 	 O   d a t   p e   a n 	 	 	 	 	 5	>	0	M	7	?			 3'D'FG	 3'D'F	   	 									 8
>
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  5

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
	 85$M80>(??	 )>@>:C	 






	 	 M i n y a k a   y o n k e 	 N g o n y a k a 	 K i l a   m w a k a 	 J a a r l i k s 	 K a s m e t 	 I k   g a d u 	 I g a   a a s t a 	 Exaavyux  ak	 	 O   d a t   p e   a n 	 5
0
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7
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	 ,>0M7?	 P e r v i t 	 					  					 	 	 	 	 	 	 	 A n u a l m e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 A L A R M S _ P O W E R _ O N 	 A l a r m 	 P O P U P C O N F I R M ,   P O P U P 	 P o w e r   O n   s t r i n g 	 P o w e r   o n ? 	 _j	  _:g	 @4@#7H-? 	  E n c e n d e r ? 	 A l l u m e r   ? 	 E i n s c h a l t e n ? 	 :;. ? 	 A c c e n d e r e ? 	 A*-	 L i g a r ? 	 G  c    a  ? 	 B t   m  y ? 	 H i d u p 	 K u a s a   h i d u p ? 	 *	>	5	0	  	>	2	B	? 	 S t r  m   T i l 	 Z a p n o u t 	 Z a s i l a n i e   w Bc z o n e 	 A k t i v  l t 	 V i r t a   p   l l  	 S t r  m   p  	 Z a p n u t  	 I n s c h a k e l e n ? 	 P  s l a g e n 	 U k l j u 
i v a n j e   n a p a j a n j a 	 P o r n i ci   t e l e f o n u l ? 	 V k l j u 
e n o 	   	 ? 	 0E@0=20=5  :;NG5=>	 *	>	5	0	  	>	2	B	  	0	>		 1H4F  4H/	 ~'H1  'SF  ,&	     	 						  			 ,
?

2
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  
>
2
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	 *50M  (M	 #2V<:=CB8	 



  



? 	     ? 	 A m a n d l a   a v u l i w e ? 	 A m a n d l a   a v u l i w e ? 	 W a s h a   n i s h a t i ? 	 K r a g   a a n 	 .j u n g t i   m a i t i n i m ? 	 I e s l g t   b a r o aa n u ? 	 T o i d e   s e e s ? 	 Dkave^l	 ? 	 P o r n i ci   t e l e f o n u l ? 	 *
5
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M
  
#
M
? 	 *>q>0  (M  0?,G? 	 N d e z u r ? 	 					  		  						? 	 	 	 	 	 	 	 	 L i g a d o ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A L M _ A U D I O _ O P T I O N S 	 A l a r m 	 I C O N T E X T 	 A l a r m   A u d i o   O p t i o n 	 A l a r m   t o n e 	 '44r	 ÔX	 @*5"%8	 T o n o   d e   a l a r m a 	 S o n n e r i e   d  a l a r m e 	 A l a r m t o n 	 2>=>:  1C48;L=8:0	 T o n o   a l l a r m e 	 .J'1'*  'D5H*	 T o m   d o   a l e r t a 	 A l a r m   t o n u 	 C h n   n h c   c h u  n g 	 N a d a   a l a r m 	 N a d a   p e n g g e r a 	 	2	>	0	M	.	  	K	(		 	 	 	  b r e s z t  s   h a n g j a 	 	 	 	 W e k k e r t o o n 	 	 	 S u n e t   a l a r m 	 	 	   	 	 	!	?	/	K	  *	0	M	/	>	/	8	.	B	9		 2F'GF  G4/'1	 'SH  '.*'1'*	     	 						  				 
!
@
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  5
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	 !?/K  *M7(M2A	 ?FVW  0C4V>	 





  


  	   	 I t h o n i   y e - a l a m u 	 I t h o n i   y e s i p h a p h a m i s i 	 T o n i   y a   k e n g e l e 	 W e k k e r t o o n 	 S i g n a l o   t o n a s 	 M o d i n t j a   s i g n l s 	 A l a r m i   t o o n 	 Famafcxwatav  afdavwav	   	 S u n e t   a l a r m 	 
2
>
1

  
K
#
M
	 20>.  K(	 T o n i   I   a l a r m i t ? 	 						  	' 		 	 	 	 	 	 	 	 T o m   d e   a l a r m e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A L M _ A U D I O _ O P T I O N S _ T O N E 	 A l a r m 	 C 0 5 7 _ 1 	 A l a r m   A u d i o   O p t i o n 	 T o n e 	 4r	 ÔX	 @*5"@#5"	 T o n o 	 S o n n e r i e 	 T o n 	 5;>48O	 T o n o 	 F:E)	 T o q u e 	 T o n 	 N h c   c h u  n g 	 N a d a 	 N a d a 	 	K	(		 	 	 	 H a n g 	 	 	 	 T o o n 	 	 	 S u n e t 	 	 	 	 	 '	M	5	(	@		 "GF	 yHF	 	 				 
K
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	 K(M	 2C:	 


	 	 I t h o n i 	 I t h o n i       	 T o n i 	 T o o n 	 T o n a s 	 M e l o d i j a 	 T o o n 	 Deredk	 	 T o n 	 
K
#
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	 K(	 T o n i 	 	' 		 	 	 	 	 	 	 	 T o m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A L M _ A U D I O _ O P T I O N S _ F M R A D I O 	 A l a r m 	 C 0 5 7 _ 1 	 A l a r m   A u d i o   O p t i o n 	 F M   r a d i o 	 F M ^d	 F M ^d	 '4"8  F M 	 R a d i o   F M 	 R a d i o   F M 	 F M - F u n k 	 F M - ?@85<=8:	 R a d i o   F M 	 1'/JH  F M 	 R  d i o   F M 	 F M   r a d y o 	  i   F M 	 R a d i o   F M 	 R a d i o   F M 	 	+		.	  0	G	!	?	/	K		 	 	 	 F M - r  d i  	 	 	 	 F M - r a d i o 	 	 	 R a d i o   F M 	 	 	   F M 	 	 	+		.	  0	G	!	?	/	K		 1'/H  'A  'E	 'A  'E  1H	   	 		  		  						 
+
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  0
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!
@

	 +M  0G!?/K	  04V>  F M 	 F M   





	 F M   	 U m s a k a z o   w e - F M 	 I - F M   r e d i y o 	 R e d i o   y a   F M 	 F M - r a d i o 	 F M   r a d i j a s 	 F M   r a d i o 	 F M   r a a d i o 	 F M   Ladkx	 F M   	 R a d i o   F M 	 F M   1
G
!
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/
K
	 F M   0G!?	 R a d i o   F M 	 				  					' 	 	 	 	 	 	 	 	 R  d i o   F M 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A L M _ A U D I O _ O P T I O N S _ F M R A D I O _ C H A N N E L L I S T 	 A l a r m 	 T I T L E ,   I C O N T E X T 	 A l a r m   A u d i o   O p t i o n 	 C h a n n e l   l i s t 	 ;SnU	 SRh	 #2"2#%7H*1

2	 L i s t a   d e   c a n a l e s 	 L i s t e   d e s   c h a  n e s 	 K a n a l l i s t e 	 !?8A>:  :0=0;>2	 E l e n c o   c a n a l i 	 B'&E)  'DBF'H'*	 L i s t a   d e   c a n a i s 	 K a n a l   l i s t e s i 	 D a n h   s  c h   t n   s 	 D a f t a r   s a l u r a n 	 S e n a r a i   s a l u r a n 	 	H	(	2	  8	B		@		 	 	 	 C s a t o r n a l i s t a 	 	 	 	 K a n a a l l i j s t 	 	 	 L i s t   c a n a l e 	 	 	   	 	 	E	(	2	  2	?	8	M			 AG13*  'F'D  G'	 FD  A13*	   	 							  							 
H
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	 >(F2M  2?8MM	 !?8A>:  :0=0;V2	 



  



	   	 U h l u   l w e s h a n e l i 	 U l u h l u   l w e j e l o 	 O r o d h a   y a   i d h a a 	 K a n a a l l y s 	 K a n a l s  s r a aa s 	 K a n l u   s a r a k s t s 	 K a n a l i t e   l o e n d 	 1lkvek  avo	   	 L i s t   c a n a l e 	 
>
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	 M_>(G2  $>2?>	 L i s t a   e   k a n a l e v e 	 						  							 	 	 	 	 	 	 	 L i s t a   d e   c a n a i s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A L M _ A U D I O _ O P T I O N S _ F M R A D I O _ M A N _ I N P U T 	 A l a r m 	 T I T L E ,   I C O N T E X T 	 A l a r m   A u d i o   O p t i o n 	 M a n u a l   i n p u t 	 KbR8eQ	 KbReQ	 C*HI-!9%B"9IC
I	 E n t r a d a   m a n u a l 	 E n t r  e   m a n u e l l e 	 M a n u e l l e   E i n g a b e 	 K1>@  2@CG=CN	 I m m i s s i o n e   m a n u a l e 	 '/.'D  J/HJ	 I n t r o d u   o   m a n u a l 	 E l l e   g i r d i   	 N h p   b n g   t a y 	 I n p u t   m a n u a l 	 I n p u t   m a n u a l 	 .	H	(	M	/	A		2	  *	M	0	5	?	7	M		?		 	 	 	 M a n u  l i s   b e v i t e l 	 	 	 	 H a n d m a t i g e   i n v o e r 	 	 	 I n t r o d u c e r e   m a n u a l 	 	 	   	 	 .	G	(	M	/	A		2	  	(	*	A			 H1H/  /3*	 EFHD  'F  ~y	   	 									  						 9
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	 .>(M/A52M  (M  +AM	  CG=89  22>4	 







  




	   	 I m a n u w a l i   i n p u t 	 U f a k o   n g e s a n d l a 	 I n g i z a   w e w e   m w e n y e w e 	 I n v o e r   p e r   h a n d 	 R a n k i n   /v e s t i s 	 M a n u l a   i e v a d e 	 K  s i t s i   s i s e s t a m i n e 	 Dxacxt  qe|x~	   	 I n t r o d u c e r e   m a n u a l 	 .
>
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  
(
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	 .>(A2  (*A	 H y r j a   e   u d h e r r e f y e s i t 	 							  						 	 	 	 	 	 	 	 E n t r a d a   m a n u a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A L M _ F M R D O _ V A L I D _ F M _ B A N D W I D T H 	 A l a r m 	 P O P U P 	 A l a r m   A u d i o   O p t i o n 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 . 0 	 ;s8 7 . 5   ~   1 0 8 . 0 	 s8 7 . 5   ~   1 0 8 . 0 	   '2!5H:   8 7 . 5   ~   1 0 8 . 0 	 F r e c u e n c i a :   8 7 . 5   ~   1 0 8 	 F r  q u e n c e   :   8 7 . 5   ~   1 0 8 	 F r e q u e n z :   8 7 , 5   ~   1 0 8 	 '0AB>B0:   8 7 , 5   ~   1 0 8 	 F r e q u e n z a :   8 7 . 5   ~   1 0 8 	 'D*1//  : 1 0 8 ~   8 7 . 5 	 F r e q u  n c i a :   8 7 , 5   ~   1 0 8 	 F r e k a n s :   8 7 , 5   ~   1 0 8 	 T n   s :   8 7 . 5   ~   1 0 8 	 F r e k u e n s i :   8 7 . 5   ~   1 0 8 . 0 	 F r e k u e n s i :   8 7 . 5   ~   1 0 8 	 	5	C	$	M	$	?	:   8 7 . 5   ~   1 0 8 	 	 	 	 F r e k v e n c i a :   8 7 , 5      1 0 8 , 0 	 	 	 	 F r e q u e n t i e :   8 7 , 5   ~   1 0 8 	 	 	 F r e c v e n c:   8 7 . 5   ~   1 0 8 	 	 	 :   8 7 . 5   ~   1 0 8 . 0 	 	 +	M	0	?		M	5	G		6	@	  8 7 . 5 - 1 0 8 	 (3'E/:   8 7 . 5   ~   1 0 8 . 0 	 A1HF3: 8 7 . 5 - 1 0 8   	 :   8 7 . 5   ~   1 0 8 	 												:   		. 	  ~   				 +
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:   8 7 . 5   ~   1 0 8 	 :   8 7 . 5   ~   1 0 8 	 I f r i k h w e n s i :   8 7 . 5   ~   1 0 8 	 F r i k w e n s i : 8 7 . 5   ~   1 0 8 	 F r i k w e n s i :   8 7 . 5   ~   1 0 8 	 F r e k w e n s i e :   8 7 . 5   ~   1 0 8 	 D a ~n i s :   8 7 . 5   ~   1 0 8 	 F r e k v e n c e :   8 7 . 5   ~   1 0 8 	 S a g e d u s :   8 7 . 5   ~   1 0 8 	 @asamaoavxiuxv]  8 7 . 5   ~   1 0 8 	 : 8 7 . 5 ~ 1 0 8 	 F r e c v e n c:   8 7 . 5   ~   1 0 8 	 +
M
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:   8 7 . 5   ~   1 0 8 	 +M0?M_A(M8?: 8 7 . 5   ~   1 0 8 	 F r e k u e n c a :   8 7 . 5   ~   1 0 8 . 0 	 												:   8 7 . 5   ~   1 0 8 	 	 	 	 	 	 	 	 F r e q u  n c i a :   8 7 . 5   ~   1 0 8 . 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A L M _ F M R D O _ H E A D F O N E _ R E M I N D E R 	 A l a r m 	 P O P U P C O N F I R M 	 A l a r m   A u d i o   O p t i o n 	 E a r p h o n e   i s   n e e d e d   f o r   F M   r a d i o 	 6e_j O(u3_j	 6e:g O(u3:g	 3@GI-C
I+91*3+#1'4"8  F M 	 S e   n e c e s i t a n   a u d  f o n o s   p a r a   e l   r a d i o   F M . 	 D e s    c o u t e u r s   s o n t   n  c e s s a i r e s      l '  c o u t e   d e   l a   r a d i o   F M 	 F  r   F M - R a d i o   w i r d   O h r h  r e r   b e n  t i g t 	   :>=F5  2:;NG8B5  =0CH=8:8	 I n s e r i r e   a u r i c o l a r e   a l l a   s c a d e n z a 	 JD2E  *H5JD  3E'9)  'D#0F  D*4:JD  1'/JH  F M 	    n e c e s s  r i o   l i g a r   o s   a u r i c u l a r e s   p a r a   u t i l i z a r   o   R  d i o   F M 	 F M   r a d y o   i  i n   k u l a k l 1a   g e r e k   v a r d 1r 	 P h i   c m   t a i   n g h e     n g h e    i   F M 	 E a r p h o n e   d i p e r l u k a n   u n t u k   r a d i o   F M 	 F o n   t e l i n g a   d i p e r l u k a n   u n t u k   r a d i o   F M 	 F M   0	G	!	?	/	K	  	G	  2	?		  	/	0	+	K	(	  	@	  	0	B	0	$	  9	H		 	 	 	 F M - r  d i    h a s z n  l a t  h o z   a   f  l h a l l g a t  t   c s a t l a k o z t a t n i   k e l l 	 	 	 	 V o o r   d e   F M - r a d i o   i s   e e n   o o r t e l e f o o n   n o d i g . 	 	 	 C a s c   n e c e s a r   p e n t r u   r a d i o   F M 	 	 	     F M     	 	 9	G	!	8	G		  +	M	2		  	(	  	0	>	  	G	5	M	9	>	  	2	>	0	M	.	  ,		&	  9	K	/		 (1'  1A*F  1'/H  'A  'E  (G  H4  F'2  '3*	   3y  '3  HB*  D'','  ,(  'D'1E  .*E  H,'	       	 				  						  				  								  						 
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	            	 P u l a g a   i - a e r p h o n e   u m a   s e k u p h e l e   i s i k h a t h i 	 F a k a   i s i m a m e l i   x a   i p h e l e l w e 	 I n g i z a   k i f a a   c h a   m a s i k i o   w a k a t i   m u d a   w a   k u s h a 	 O o r f o n e   w o r d   v i r   F M - r a d i o   b e n o d i g 	 .j u n g t i   a u s i n e s ,   k a i   p a s i b a i g s 	 I e s p r a u d i e t   a u s t i Fu ,   k a d   b e i d z a s 	 A e g u m i s e   k o r r a l    h e n d a   k  r v a k l a p i d 	 Dkae  aoav{aoalh  vamafcxwatav  jatoeh  }za|~elx  pex	   ,     	 C o n e c t a ci   c a s c a   c  n d   e x p i r   s e s i u n e a 	 
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 
 S T R _ I D _ A L M _ F M R D O _ A U D _ O P T _ I N C O M P L E T E _ N O T I F Y 	 A l a r m 	 P O P U P 	 A l a r m   A u d i o   O p t i o n 	 P l e a s e   s e t   a l a r m   t o n e 	 ˊ-[4r	 nÔX	 B#1IH2@*5"%8	 P o r   f a v o r ,   d e f i n a   e l   t o n o   d e   a l a r m a 	 V e u i l l e z   r  g l e r   l a   s o n n e r i e   d  a l a r m e 	 A l a r m t o n   b i t t e   e i n s t e l l e n 	 0409B5  A83=0;  1C48;L=8:0	 I m p o s t a r e   i l   t o n o   d e l l  a l l a r m e 	 'D1,'!  6(7  'DF:E)  'DEF(G	 D e f i n a   o   t o q u e   d e   a l e r t a 	 L  t f e n   a l a r m   t o n u n u   a y a r l a y 1n 	 H  y   c  i   t    m   t h a n h 	 T e t a p k a n   n a d a   a l a r m 	 S i l a   s e t k a n   n a d a   p e n g g e r a 	 	C	*	/	>	  	2	>	0	M	.	  	K	(	  	A	(	G			 	 	 	  l l  t s a   b e   a z    b r e s z t Qh a n g o t 	 	 	 	 S t e l   d e   w e k t o o n   i n 	 	 	 V   r u g m   s   s e t a ci   s u n e t u l   d e   a l a r m 	 	 	     	 	 	!	?	/	K	  	*	M	6	(	  *	B	0	M	#	*	#	G	  (	?	5	!	>		 D7A'  2F  3'9*  1'  *F8E  F/	 (1'  E1('F  'SH  '.*'1  ~H1  71-  EF*.(  ,&	           	 							  			  						  			  			  					 
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	         	 S i c e l a   u s e t h e   i t h o n i   y e - a l a m u 	 N c e d a   s e t a   i t h o n i   y e s i p h a p h a m i s i 	 T a f a d h a l i   s e t i   t o n i   y a   k e n g e l e 	 S t e l   a s s e b l i e f   w e k k e r t o o n 	 N u s t a t y k i t e   s i g n a l o   t o n 	 L kd z u ,   i e s t a t i e t   m o d i n t j a   m e l o d i j u 	 M   r a   a l a r m i   t o o n 	 =vdxt  ev  vwavaoel  vamafcxwatav  afdavwavh	 ,       	 V   r u g m   s   s e t a ci   s u n e t u l   d e   a l a r m 	 &
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 
 S T R _ I D _ A L M _ F M R D O _ P L E A S E _ P L U G _ I N _ E A R P H O N E 	 A l a r m 	 P O P U P 	 A l a r m   A u d i o   O p t i o n 	 P l e a s e   p l u g   i n   e a r p h o n e 	 ˊceQ3_j	 ceQ3:g	 B#C*H+91	 P o r   f a v o r ,   c o n e c t e   e l   a u r i c u l a r 	 V e u i l l e z   b r a n c h e r   u n   c a s q u e 	 O h r h  r e r   b i t t e   a n s c h l i e  e n 	 :;NG8B5  =0CH=8:8	 I n s e r i r e   l  a u r i c o l a r e 	 *H5JD  3E'9)  'D'0F	 L i g u e   o   a u r i c u l a r 	 L  t f e n   k u l a k l 11  t a k 1n 	 H  y   c m   t a i   n g h e   v  o 	 P a s a n g   e a r p h o n e 	 S i l a   p l a g   m a s u k k a n   f o n   t e l i n g a 	 	C	*	/	>	  	/	0	+	K	(	  2		>				 	 	 	 C s a t l a k o z t a s s a   a   f  l h a l l g a t  t 	 	 	 	 S l u i t   d e   o o r t e l e f o o n   a a n 	 	 	 V   r u g m   s   c o n e c t a ci   c a s c a 	 	 	   	 	 	/	0	+	K	(	  8	A	0	A	  	0	>		 D7A'  H4  1'  F5(  F/	 (1'  E1  ('F  '&1AHF  D'&	     	 							  			  							  					  	 
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	          	 S i c e l a   u f a k e   i - e a r p h o n e 	 N c e d a   f a k a   i s i m a m e l i 	 T a f a d h a l i   i n g i z a   k i f a a   c h a   m a s i k i o 	 P r o p   a s s e b l i e f   o o r f o n e   i n 	 .j u n k i t e   a u s i n e s 	 L kd z u ,   i e s p r a u d i e t   a u s t i Fu 	  h e n d a   k  r v a k l a p i d 	 =vdxt  ev  tkavel  aoav{aoalh	 ,     	 V   r u g m   s   c o n e c t a ci   c a s c a 	 &
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 S P O F _ E D I T _ T I T L E _ S T R I N G I D 	 S e t t i n g 	 T I T L E 	 T i t l e   o f   A l a r m s   O p t i o n   S c r e e n . 	 E d i t   p o w e r   o n / o f f 	 }/	 	 AID2#@4/ 4	 E d i t a r   e n c e n d i d o   y   a p a g a d o 	  d i t e r   a l l u m  /  t e i n t 	 E i n / A u s s c h a l t e n   b e a r b e i t e n 	  540:B.   2:;. \ 2K:;. 	 M o d i f i c a   a c c e n s i o n e / s p e g n i m e n t o 	 *9/JD	 E d i t a r   l i g a r / d e s l i g a r 	 G     a  m a / k a p a m a   a y a r l a r 1n 1  d  z e n l e 	 B i  n   s o n 	 U b a h   P o w e r 	 E d i t   k u a s a   n y a l a / p a d a m 	 8	.	M	*	>	&	(	  *	>	5	0	  	>	2	B	/ ,		&		 	 	 	 B e / k i k a p c s o l  s   m  d o s  t  s a 	 	 	 	 I n -   e n   u i t s c h a k e l e n   b e w e r k e n 	 	 	 E d i t a r e   p o r n i r e / o p r i r e 	 	 	   / 	 	 	!	?		  *	>	5	0	  	>	2	B	/ ,		&		 H1'4  1H4F/ .'EH4  1/F	 ~'H1  'SA	     ? 	 						  				/ 				  								  					 8
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	   /     	 H l e l a   a m a n d l a   v u l i w e / v a l i w e 	 L u n g i s a   a m a n d l a   a v u l i w e y o / v a l i w e y o 	 H a r i r i   k u w a s h a   a u   k u z i m a   n i s h a t i 	 W y s i g   k r a g   a a n / a f 	 R e d a g u o t i   m a i t i n i m o   /j u n g i m   /   i aj u n g i m 	 R e d i #t   b a r o aa n a s   i e s l g aa n u / i z s l g aa n u 	 M u u d a   t o i t e   s i s s e - / v  l j a l  l i t u m i s t 	 =tbacel  tkatav  /   av{atav  ~ualveh	     / 	 E d i t a r e   p o r n i r e / o p r i r e 	 *
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 
 S P O F _ S T A T U S _ S T R I N G I D 	 S e t t i n g 	 I C O N T E X T 	 S t a t u s   C a p t i o n 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o 	  t a t 	 S t a t u s 	 !B0BCA	 S t a t o 	 -'D)	 E s t a d o 	 D u r u m 	 T r n g   t h  i 	 S t a t u s 	 S t a t u s 	 8	M	%	?	$	?		 S t a t u s 	 S t a v 	 S t a t u s 	  l l a p o t 	 T i l a 	 S t a t u s 	 S t a v 	 T o e s t a n d 	 S t a t u s 	 S t a t u s 	 S t a r e 	 S t a n j e 	 	 	 !B0BCA	 8	M	%	?	$	@		 H69*	 '3yy3	 	 						  	 &
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 
 S P O F _ D I S A B L E _ S T R I N G I D 	 S e t t i n g 	 C 0 5 7 _ 1 	 D i s a b l e . 	 D i s a b l e 	 ܕ	 sQ	 432	 D e s h a b i l i t a r 	 A c t i v  	 D e a k t i v i e r e n 	 B:;. 	 D i s a b i l i t a 	 D'  JECF	 D e s a c t i v a r 	 D e v r e d e n    1k a r t 	 T t 	 T a k   b i s a 	 N y a h d a y a k a n 	 	8	.	0	M	%		 D e a k t i v  r 	 D e a k t i v o v a t 	 U n i e r u c h o m 	 T i l t  s 	 P o i s t a   k  y t  s t  	 D e a k t i v e r 	 Z a k  z a e	 I n a c t i v e r e n 	 I n a k t i v e r a 	 O n e m o g u i 	 D e z a c t i v a r e 	 O n e m o g o 
i 	 	 	 01@0=8	 	8	.	0	M	%		 :1A9'D3'2	 F'  B'(D  	 	 						 
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 
 S P O F _ E N A B L E _ S T R I N G I D 	 S e t t i n g 	 C 0 5 7 _ 1 	 E n a b l e 	 E n a b l e 	 _UR	  _/T	 @432	 H a b i l i t a r 	 D  s a c t i v  	 A k t i v i e r e n 	 :B. 	 A b i l i t a 	 JECF	 A c t i v a r 	 D e v r e y e   S o k 	 B t   	 B i s a 	 D a y a k a n 	 8	.	0	M	%		 A k t i v  r 	 A k t i v o v a t 	 U r u c h o m 	 E n g e d  l y e z  s 	 O t a   k  y t t   n 	 A k t i v e r 	 P o v o l i e	 A c t i v e r e n 	 A k t i v e r a 	 O m o g u i 	 A c t i v a r e 	 O m o g o 
i 	 	 	  07@5H8	 8	.	0	M	%		 A9'D3'2	 B'(D	   	 						 8
.
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 
 S P O F _ T I M E _ C O N F L I C T 	 S e t t i n g 	 P O P U P 	 C o n f l i c t   S t r i n g 	 C o n f l i c t 	 ]z	 Qz	 I-1A"I	 C o n f l i c t o 	 C o n f l i t 	 K o n f l i k t 	 >=D;8:B	 C o n f l i t t o 	 F2'9	 C o n f l i t o 	 U y u _m a z l 1k 	 X u n g   t 	 K o n f l i k 	 K o n f l i k 	 5	?	0	K	'		 K o n f l i k t 	 S t Ye t 	 K o n f l i k t 	  t k  z  s 	 K o n f l i k t i 	 K o n f l i k t 	 K o n f l i k t 	 C o n f l i c t 	 K o n f l i k t 	 K o n f l i k t 	 C o n f l i c t 	 S p o r 	 	 	 >=D;8:B	 8			0	M	7		 E:'1*	 *6'/	 	 									 .
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	 	 I n g x a b a n o 	 I m p i x a n o 	 M z o z o 	 K o n f l i k 	 K o n f l i k t a s 	 K o n f l i k t s 	 K o n f l i k t 	 @aoa}xiuxv	 	 C o n f l i c t 	 $
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 
 S P O F _ P O W E R _ O F F _ C O N F I R M 	 S e t t i n g 	 P O P U P C O N F I R M 	 P o w e r   O f f ? 	 P o w e r   o f f ? 	 ܕ_j	 sQ:g	 4@#7H-? 	  A p a g a r ? 	 E t e i n d r e  ? 	 A u s s c h a l t e n ? 	 K:;NG8BL  ?8B0=85? 	 S p e g n e r e ? 	 E:DB	 D e s l i g a r ? 	 G     k a p a t 1l s 1n   m 1?   	 T t   m  y ? 	 N o n a k t i f k a n ? 	 K u a s a   m a t i ? 	 *	>	5	0	  ,		&	? 	 	 	 	 K i k a p c s o l j a ? 	 	 	 	 U i t s c h a k e l e n ? 	 	 	 O p r i ci   t e l e f o n u l ? 	 	 	 ? 	 	 *	>	5	0	  ,		&	? 	 .'EH4  4H/	 ~'H1  'SA	     ? 	 						  		? 	 ,
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  


? 	     ? 	 A m a n d l a   a v a l i w e ? 	 A v a l i w e   a m a n d l a ? 	 Z i m a   n i s h a t i ? 	 K r a g   a f ? 	 I aj u n g t i   m a i t i n i m ? 	 I z s l g t   b a r o aa n u ? 	 T o i d e   v  l j a ? 	 1v{ae^l	 ? 	 O p r i ci   t e l e f o n u l ? 	 *
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 
 C A L _ S T R I N G _ L U N A R 	 U n d e f i n e d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M e n u   I t e m . 	 L u n a r   c a l e n d a r 	 f	 QS	 441#4	 C a l e n d a r i o   l u n a r 	 C a l e n d r i e r   l u n a i r e 	 M o n d k a l e n d e r 	 C==K9  :0;5=40@L	 C a l e n d a r i o   l u n a r e 	 'D*BHJE  'DBE1J  'D5JFJ	 C a l e n d  r i o   l u n a r 	 A y   t a k v i m i 	  m   l c h 	 K a l e n d e r   M a t a h a r i 	 K a l e n d a r   q a m a r i 	 8	L	0	M	/	  	H	2	G		!	0		 M  n e k a l e n d e r 	 L u n  r n    k a l e n d  Y	 K a l e n d a r z   k s i |y c o w y 	 H o l d n a p t  r 	 K u u k a l e n t e r i 	 M  n e k a l e n d e r 	 L u n  r n y   k a l e n d  r 	 M a a n k a l e n d e r 	 M  n k a l e n d e r 	 L u n a r n i   k a l e n d a r 	 C a l e n d a r   l u n a r 	 L u n i n   K o l e d a r 	   	     	 C=5=  0;5=40@	 2	A	(	0	  	H	2	G	#	M	!	0		 *BHE  BE1	 BE1  DF1	     	 											  											 
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	   	 I l u n a r   k h a l e n d a 	 I k h a l e n d a   y e n y a n g a 	 K a l e n d a   y a   m w e z i 	 M a a n k a l e n d e r 	 M n u l i o   k a l e n d o r i u s 	 M n e s s   k a l e n d r s 	 L u n a a r k a l e n d e r 	 <x}vaukv  axu	   	 C a l e n d a r   l u n a r 	 
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 
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 
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 
 S T R _ C A L _ C H I N E S E _ N O 3 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   3 	 3 	 	N	 	N	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 	 	 	 	 	 	 	 	 	 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 
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 
 S T R _ C A L _ C H I N E S E _ N O 6 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   6 	 6 	 mQ	 mQ	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 6 	 	 	 	 	 	 	 	 	 	 6 
 
 S T R _ C A L _ C H I N E S E _ N O 7 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   7 	 7 	 N	 N	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 7 	 	 	 	 	 	 	 	 	 	 7 
 
 S T R _ C A L _ C H I N E S E _ N O 8 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   8 	 8 	 kQ	 kQ	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 8 	 	 	 	 	 	 	 	 	 	 8 
 
 S T R _ C A L _ C H I N E S E _ N O 9 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   9 	 9 	 ]N	 ]N	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 9 	 	 	 	 	 	 	 	 	 	 9 
 
 S T R _ C A L _ C H I N E S E _ N O 1 0 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   1 0 	 1 0 	 AS	 AS	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 1 0 	 	 	 	 	 	 	 	 	 	 1 0 
 
 S T R _ C A L _ C H I N E S E _ N O 2 0 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   2 0 	 2 0 	 ^	 ^	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 2 0 	 	 	 	 	 	 	 	 	 	 2 0 
 
 S T R _ C A L _ C H I N E S E _ N O 3 0 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   3 0 	 3 0 	 ES	 ES	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 3 0 	 	 	 	 	 	 	 	 	 	 3 0 
 
 S T R _ C A L _ S O L A R T E R M 1 	 U n d e f i n e d 	 H I N T 	 S l i g h t   C o l d 	 S C 	 \[	 \[	 S C 	 S C 	 S C 	 S C 	 @>E;04=>	 S C 	 'D(1/  'D7AJA	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 L K 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 L i c h t e   k o u 	 S C 	 S C 	 F r i g   m o d e r a t 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 S C 	 I - S C 	 I - S C 	 S C 	 E f f e n s e   k o u e 	 S C 	 S C 	 S C 	 9Q	 S C   ( ) 	 F r i g   m o d e r a t 	 S C 	 S C 	 	 		. 		. 	 	 	 	 	 	 	 	 S C 
 
 S T R _ C A L _ S O L A R T E R M 2 	 U n d e f i n e d 	 H I N T 	 G r e a t   C o l d 	 G C 	 'Y[	 'Y[	 G C 	 G C 	 G C 	 G C 	 %>;>4=>	 G C 	 'D(1/  'D4/J/	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 M K 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 S t r e n g e   k o u 	 G C 	 G C 	 G e r 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 G C 	 I - G C 	 I - G C 	 G C 	 E r g e   k o u e 	 G C 	 G C 	 G C 	 GQ	 G S   (   ) 	 G e r 	 G C 	 G C 	 	 		. 		. 	 	 	 	 	 	 	 	 G C 
 
 S T R _ C A L _ S O L A R T E R M 3 	 U n d e f i n e d 	 H I N T 	 B e g i n n i n g   S p r i n g 	 B S 	 z%f	 z%f	 B S 	 B S 	 B S 	 B S 	 @8E>4  25A=K	 B S 	 (/'J)  'D1(J9	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 F B 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B e g i n   v a n   d e   l e n t e 	 B S 	 B S 	  n c e p u t u l   p r i m v e r i i 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 I - B S 	 I - B S 	 B S 	 B e g i n   v a n   l e n t e 	 B S 	 B S 	 B S 	 3M	 B S   (   ) 	  n c e p u t u l   p r i m v e r i i 	 B S 	 B S 	 	 	. 	. 	 	 	 	 	 	 	 	 B S 
 
 S T R _ C A L _ S O L A R T E R M 4 	 U n d e f i n e d 	 H I N T 	 R a i n i n g 	 R 	 4l	 4l	 R 	 R 	 R 	 R 	 >64L	 R 	 (/'J)  'DE71	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R e g e n 	 R 	 R 	 P i c t u r i   d e   p l o a i e 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 I - R 	 I - R 	 R 	 R e  n 	 R 	 R 	 R 	 1	 R   ( ) 	 P i c t u r i   d e   p l o a i e 	 R 	 R 	 	 		. 	 	 	 	 	 	 	 	 R 
 
 S T R _ C A L _ S O L A R T E R M 5 	 U n d e f i n e d 	 H I N T 	 W a k i n g   o f   I n s e c t s 	 W I 	 Zć	 `	 W I 	 W I 	 W I 	 W I 	 @>1C645=85  =0A5:><KE	 W I 	 JB8)  'D-41'*	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 I V 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 O n t w a k e n   v a n   i n s e c t e n 	 W I 	 W I 	 T r e z i r e a   i n s e c t e l o r 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 W I 	 I - W I 	 I - W I 	 W I 	 I n s e k t e   k o m   u i t 	 W I 	 W I 	 W I 	 D6	 W I   (   ) 	 T r e z i r e a   i n s e c t e l o r 	 W I 	 W I 	 	 		. 	. 	 	 	 	 	 	 	 	 W I 
 
 S T R _ C A L _ S O L A R T E R M 6 	 U n d e f i n e d 	 H I N T 	 S p r i n g   E q u i n o x 	 S E 	 %fR	 %fR	 S E 	 S E 	 S E 	 S E 	 5A5==55  @02=>45=AB285	 S E 	 'D'9*/'D  'D1(J9J	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 F J 	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 L e n t e - e q u i n o x 	 S E 	 S E 	 E c h i n o c ci u l   d e   p r i m v a r 	 S E 	 S E 	   	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 S E 	 I - S E 	 I - S E 	 S E 	 L e n t e - d a g - e n - n a g - e w e n i n g 	 S E 	 S E 	 S E 	 3@	 S E   (   ) 	 E c h i n o c ci u l   d e   p r i m v a r 	 S E 	 S E 	 	 	. 		. 	 	 	 	 	 	 	 	 S E 
 
 S T R _ C A L _ S O L A R T E R M 7 	 U n d e f i n e d 	 H I N T 	 P u r e   B r i g h t n e s s 	 P B 	 nf	 nf	 P B 	 P B 	 P B 	 P B 	 /A=>	 P B 	 JHE  'D5A'!	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 R K 	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 Z u i v e r e   h e l d e r h e i d 	 P B 	 P B 	 S t r l u c i r e   p u r 	 P B 	 P B 	 	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 P B 	 I - P B 	 I - P B 	 P B 	 S u i w e r   h e l d e r h e i d 	 P B 	 P B 	 P B 	 DJ	 P B   (   ) 	 S t r l u c i r e   p u r 	 P B 	 P B 	 	 		. 	. 	 	 	 	 	 	 	 	 P B 
 
 S T R _ C A L _ S O L A R T E R M 8 	 U n d e f i n e d 	 H I N T 	 G r a i n   R a i n 	 G R 	 @z	 7	 G R 	 G R 	 G R 	 G R 	 >648  4;O  C@>60O	 G R 	 :J+  'D-(H(	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 M R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G r a a n r e g e n 	 G R 	 G R 	 P l o a i a   c e r e a l e l o r 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 G R 	 I - G R 	 I - G R 	 G R 	 O e s r e  n 	 G R 	 G R 	 G R 	 11	 G R   (   ) 	 P l o a i a   c e r e a l e l o r 	 G R 	 G R 	 	 	. 	. 	 	 	 	 	 	 	 	 G R 
 
 S T R _ C A L _ S O L A R T E R M 9 	 U n d e f i n e d 	 H I N T 	 B e g i n n i n g   S u m m e r 	 B S 	 zY	 zY	 B S 	 B S 	 B S 	 B S 	 @8E>4  ;5B0	 B S 	 (/'J)  'D5JA	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 S S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B e g i n   v a n   d e   z o m e r 	 B S 	 B S 	  n c e p u t u l   v e r i i 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 B S 	 I - B S 	 I - B S 	 B S 	 B e g i n   v a n   s o m e r 	 B S 	 B S 	 B S 	 1M	 B S   (   ) 	  n c e p u t u l   v e r i i 	 B S 	 B S 	 	 				. 	. 	 	 	 	 	 	 	 	 B S 
 
 S T R _ C A L _ S O L A R T E R M 1 0 	 U n d e f i n e d 	 H I N T 	 G r a i n   F u l l 	 G F 	 \n	 \n	 G F 	 G F 	 G F 	 G F 	 >;=>75@=>ABL	 G F 	 'E*D'!  'D3F'(D	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 K F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G r a a n   v o l 	 G F 	 G F 	 B o a b e l e   c e r e a l e l o r   s u n t   p l i n e   d e   l a p t e 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 G F 	 I - G F 	 I - G F 	 G F 	 G r a a n   b l o m 	 G F 	 G F 	 G F 	 Q<	 G F   (   ) 	 B o a b e l e   c e r e a l e l o r   s u n t   p l i n e   d e   l a p t e 	 G F 	 G F 	 	 	.   		. 	 	 	 	 	 	 	 	 G F 
 
 S T R _ C A L _ S O L A R T E R M 1 1 	 U n d e f i n e d 	 H I N T 	 G r a i n   i n   E a r 	 G E 	 .z	 y	 G E 	 G E 	 G E 	 G E 	 >;>ALO	 G E 	 'D(0'1  'D5JAJ	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 K  	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G r a a n   i n   a a r 	 G E 	 G E 	 F o r m a r e a   s p i c e l o r 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 G E 	 I - G E 	 I - G E 	 G E 	 K o m   i n   d i e   a a r 	 G E 	 G E 	 G E 	 Q1	 G E   (   ) 	 F o r m a r e a   s p i c e l o r 	 G E 	 G E 	 	 	. 		. 	 	 	 	 	 	 	 	 G E 
 
 S T R _ C A L _ S O L A R T E R M 1 2 	 U n d e f i n e d 	 H I N T 	 S u m m e r   S o l s t i c e 	 S S 	 Y	 Y	 S S 	 S S 	 S S 	 S S 	 5B=55  A>;=F5AB>O=85	 S S 	 'D'FBD'(  'D5JAJ	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 Z o m e r w e n d e 	 S S 	 S S 	 S o l s t i ci u l   d e   v a r 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 I - S S 	 I - S S 	 S S 	 S o m e r - s o n s t i l s t a n d 	 S S 	 S S 	 S S 	 11	 S S   (   ) 	 S o l s t i ci u l   d e   v a r 	 S S 	 S S 	 	 	. 	. 	 	 	 	 	 	 	 	 S S 
 
 S T R _ C A L _ S O L A R T E R M 1 3 	 U n d e f i n e d 	 H I N T 	 S l i g h t   H e a t 	 S H 	 \f	 \f	 S H 	 S H 	 S H 	 S H 	 0;0O  60@0	 S H 	 'D-1  'D7AJA	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 L V 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 L i c h t e   h i t t e 	 S H 	 S H 	 C l d u r   m o d e r a t 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 S H 	 I - S H 	 I - S H 	 S H 	 E f f e n s e   h i t t e 	 S H 	 S H 	 S H 	 9G	 S H   ( ) 	 C l d u r   m o d e r a t 	 S H 	 S H 	 	 		. 	. 	 	 	 	 	 	 	 	 S H 
 
 S T R _ C A L _ S O L A R T E R M 1 4 	 U n d e f i n e d 	 H I N T 	 G r e a t   H e a t 	 G H 	 'Yf	 'Yf	 G H 	 G H 	 G H 	 G H 	 >;LH0O  60@0	 G H 	 'D-1  'D4/J/	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 M V 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 D r u k k e n d e   h i t t e 	 G H 	 G H 	 C a n i c u l 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 G H 	 I - G H 	 I - G H 	 G H 	 E r g e   h i t t e 	 G H 	 G H 	 G H 	 GG	 G H   (   ) 	 C a n i c u l 	 G H 	 G H 	 	 		. 	. 	 	 	 	 	 	 	 	 G H 
 
 S T R _ C A L _ S O L A R T E R M 1 5 	 U n d e f i n e d 	 H I N T 	 B e g s i n n i n g   A u t u m n 	 B A 	 zy	 zy	 B A 	 B A 	 B A 	 B A 	 @8E>4  >A5=8	 B A 	 (/'J)  'D.1JA	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B E 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B e g i n   v a n   d e   l e n t e 	 B A 	 B A 	  n c e p u t u l   t o a m n e i 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 B A 	 I - B A 	 I - B A 	 B A 	 B e g i n   v a n   h e r f s 	 B A 	 B A 	 B A 	 1M	 B A   (   ) 	  n c e p u t u l   t o a m n e i 	 B A 	 B A 	 	 	. 	. 	 	 	 	 	 	 	 	 B A 
 
 S T R _ C A L _ S O L A R T E R M 1 6 	 U n d e f i n e d 	 H I N T 	 L i m i t   o f   H e a t 	 L H 	 Uf	 Yf	 L H 	 L H 	 L H 	 L H 	 >=5F  60@K	 L H 	 '.*A'!  'D-1	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 V G 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 H i t t e g r e n s 	 L H 	 L H 	 S f  r _i t u l   a r _i ce i 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 L H 	 I - L H 	 I - L H 	 L H 	 E i n d e   v a n   h i t t e 	 L H 	 L H 	 L H 	 OM	 L H   (   ) 	 S f  r _i t u l   a r _i ce i 	 L H 	 L H 	 	 	. 		. 	 	 	 	 	 	 	 	 L H 
 
 S T R _ C A L _ S O L A R T E R M 1 7 	 U n d e f i n e d 	 H I N T 	 W h i t e   D e w 	 W D 	 }v2	 }v2	 W D 	 W D 	 W D 	 W D 	 @>7@0G=0O  @>A0	 W D 	 'DF/J  'D"(J6	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 H D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W i t t e   d a u w 	 W D 	 W D 	 R o u   a l b 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 W D 	 I - W D 	 I - W D 	 W D 	 W i t   d o u 	 W D 	 W D 	 W D 	 MQ	 W D   (   ) 	 R o u   a l b 	 W D 	 W D 	 	 	. 		. 	 	 	 	 	 	 	 	 W D 
 
 S T R _ C A L _ S O L A R T E R M 1 8 	 U n d e f i n e d 	 H I N T 	 A u t u m n a l   E q u i n o x 	 A E 	 yR	 yR	 A E 	 A E 	 A E 	 A E 	 A5==55  @02=>45=AB285	 A E 	 'D'9*/'D  'D.1JAJ	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 E J 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 H e r f s t e q u i n o x 	 A E 	 A E 	 E c h i n o c ci u l   d e   t o a m n 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 A E 	 I - A E 	 I - A E 	 A E 	 H e r f s - d a g - e n - n a g - e w e n i n g 	 A E 	 A E 	 A E 	 1U	 A E   (   ) 	 E c h i n o c ci u l   d e   t o a m n 	 A E 	 A E 	 	 	. 		. 	 	 	 	 	 	 	 	 A E 
 
 S T R _ C A L _ S O L A R T E R M 1 9 	 U n d e f i n e d 	 H I N T 	 C o l d   D e w 	 C D 	 [2	 [2	 C D 	 C D 	 C D 	 C D 	 %>;>4=0O  @>A0	 C D 	 'DF/J  'D('1/	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 K D 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 K o u d e   d a u w 	 C D 	 C D 	 R o u   r e c e 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 C D 	 



	 C D 	 I - C D 	 I - C D 	 C D 	 K o u e   d o u 	 C D 	 C D 	 C D 	 MQ	 C D   (   ) 	 R o u   r e c e 	 C D 	 C D 	 	 		. 		. 	 	 	 	 	 	 	 	 C D 
 
 S T R _ C A L _ S O L A R T E R M 2 0 	 U n d e f i n e d 	 H I N T 	 F r o s t ' s   D e s c e n t 	 F D 	 M	 M	 F D 	 F D 	 F D 	 F D 	 K?045=85  8=5O	 F D 	 F2HD  'D5AJ9	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F N 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 D a l i n g   v a n   v o r s t 	 F D 	 F D 	 C d e r e a   b r u m e i 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 F D 	 I - F D 	 I - F D 	 F D 	 R y p   d a a l   n e e r 	 F D 	 F D 	 F D 	 2Q	 F D   (   ) 	 C d e r e a   b r u m e i 	 F D 	 F D 	 	 		. 	. 	 	 	 	 	 	 	 	 F D 
 
 S T R _ C A L _ S O L A R T E R M 2 1 	 U n d e f i n e d 	 H I N T 	 B e g i n n i n g   W i n t e r 	 B W 	 zQ	 zQ	 B W 	 B W 	 B W 	 B W 	 @8E>4  78<K	 B W 	 (/'J)  'D4*'!	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B V 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B e g i n   v a n   d e   w i n t e r 	 B W 	 B W 	  n c e p u t u l   i e r n i i 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 B W 	 I - B W 	 I - B W 	 B W 	 B e g i n   v a n   w i n t e r 	 B W 	 B W 	 B W 	 AM	 B W   (   ) 	  n c e p u t u l   i e r n i i 	 B W 	 B W 	 	 		. 	. 	 	 	 	 	 	 	 	 B W 
 
 S T R _ C A L _ S O L A R T E R M 2 2 	 U n d e f i n e d 	 H I N T 	 S l i g h t   S n o w 	 S S 	 \	 \	 S S 	 S S 	 S S 	 S S 	 0;K9  A=53	 S S 	 'D+D,  'D7AJA	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 L S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 L i c h t e   s n e e u w 	 S S 	 S S 	 Z p a d   m i c 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 S S 	 I - S S 	 I - S S 	 S S 	 E f f e n s e   s n e e u 	 S S 	 S S 	 S S 	 9A	 S S   (   ) 	 Z p a d   m i c 	 S S 	 S S 	 	 		. 			 	 	 	 	 	 	 	 S S 
 
 S T R _ C A L _ S O L A R T E R M 2 3 	 U n d e f i n e d 	 H I N T 	 G r e a t   S n o w 	 G S 	 'Y	 'Y	 G S 	 G S 	 G S 	 G S 	 >;LH>9  A=53	 G S 	 'D+D,  'D4/J/	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 M S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 Z w a r e   s n e e u w 	 G S 	 G S 	 Z p a d   m a r e 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 G S 	 I - G S 	 I - G S 	 G S 	 E r g e   s n e e u 	 G S 	 G S 	 G S 	 GA	 G S   (   ) 	 Z p a d   m a r e 	 G S 	 G S 	 	 		. 		. 	 	 	 	 	 	 	 	 G S 
 
 S T R _ C A L _ S O L A R T E R M 2 4 	 U n d e f i n e d 	 H I N T 	 W i n t e r   S o l s t i c e 	 W S 	 Q	 Q	 W S 	 W S 	 W S 	 W S 	 8<=55  A>;=F5AB>O=85	 W S 	 'D'FBD'(  'D4*HJ	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 V S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W i n t e r w e n d e 	 W S 	 W S 	 S o l s t i ci u l   d e   i a r n 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 W S 	 I - W S 	 I - W S 	 W S 	 W i n t e r - s o n s t i l s t a n d 	 W S 	 W S 	 W S 	 A1	 W S   (   ) 	 S o l s t i ci u l   d e   i a r n 	 W S 	 W S 	 	 	. 			 	 	 	 	 	 	 	 W S 
 
 S T R _ C A L _ A N I M A L 1 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 M o u s e 	 M 	  	  	 M 	 L 	 M 	 M 	 @KA0	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M u i s 	 M 	 M 	 M   ( ^o a r e c e ) 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 I - M 	 I - M 	 M 	 M u i s 	 M 	 M 	 M 	 D	 M   ( ) 	 M   ( ^o a r e c e ) 	 M 	 M 	 	 		. 	 	 	 	 	 	 	 	 M 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ A N I M A L 2 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 C a t t l e 	 C 	 [r	 [r	 C 	 C 	 C 	 C 	 K:	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 V e e 	 C 	 C 	 C   ( V i t e ) 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 I - C 	 I - C 	 C 	 B e e s 	 C 	 C 	 C 	 1	 C   ( - ) 	 C   ( V i t e ) 	 C 	 C 	 	 	. 	 	 	 	 	 	 	 	 C 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ A N I M A L 3 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 T i g e r 	 T 	 N	 N	 T 	 J 	 T 	 T 	 "83@	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T i j g e r 	 T 	 T 	 T   ( T i g r u ) 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 I - T 	 I - T 	 T 	 T i e r 	 T 	 T 	 T 	 N	 T   ( ) 	 T   ( T i g r u ) 	 T 	 T 	 	 		. 	 	 	 	 	 	 	 	 S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ A N I M A L 4 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 R a b b i t 	 R 	 TQ	 TQ	 R 	 R 	 R 	 R 	 0OF	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 K o n i j n 	 R 	 R 	 R ( I e p u r e ) 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 I - R 	 I - R 	 R 	 K o n y n 	 R 	 R 	 R 	 C	 R   ( ) 	 R   ( I e p u r e ) 	 R 	 R 	 	 	. 	 	 	 	 	 	 	 	 R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ A N I M A L 5 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 D r a g o n 	 D 	 	 	 D 	 D 	 D 	 D 	 @0:>=	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D r a a k 	 D 	 D 	 D   ( D r a g o n ) 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 I - D 	 I - D 	 D 	 D r a a k 	 D 	 D 	 D 	 N	 D   ( ) 	 D   ( D r a g o n ) 	 D 	 D 	 	 				. 	 	 	 	 	 	 	 	 D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ A N I M A L 6 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 S n a k e 	 S 	 ǆ	 ǆ	 S 	 S 	 S 	 S 	 <5O	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S l a n g 	 S 	 S 	 S   ( ^a r p e ) 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 I - S 	 I - S 	 S 	 S l a n g 	 S 	 S 	 S 	 U	 S   ( ) 	 S   ( ^a r p e ) 	 S 	 S 	 	 		. 	 	 	 	 	 	 	 	 S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ A N I M A L 7 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 H o r s e 	 H 	 	 l	 H 	 H 	 H 	 H 	 >H04L	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 P a a r d 	 H 	 H 	 H   ( C a l ) 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 I - H 	 I - H 	 H 	 P e r d 	 H 	 H 	 H 	 A	 H   ( ) 	 H   ( C a l ) 	 H 	 H 	 	 		. 	 	 	 	 	 	 	 	 H 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ A N I M A L 8 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 S h e e p 	 E 	 	 	 E 	 E 	 E 	 E 	 2F0	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 S c h a a p 	 E 	 E 	 E   ( O a i e ) 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 I - E 	 I - E 	 E 	 S k a a p 	 E 	 E 	 E 	 H	 E   ( ) 	 E   ( O a i e ) 	 E 	 E 	 	 		. 	 	 	 	 	 	 	 	 E 	 	 	 	 	 	 	 	 E 	 E 	 E 	 E 	 E 
 
 S T R _ C A L _ A N I M A L 9 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 M o n k e y 	 O 	 4s	 4s	 O 	 O 	 O 	 O 	 157LO=0	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 A a p 	 O 	 O 	 O   ( M a i m u c) 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 I - O 	 I - O   	 O 	 A a p 	 O 	 O 	 O 	 ?	 O   ( ) 	 O   ( M a i m u c) 	 O 	 O 	 	 		. 	 	 	 	 	 	 	 	 O 	 	 	 	 	 	 	 	 O 	 O 	 O 	 O 	 O 
 
 S T R _ C A L _ A N I M A L 1 0 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 C h i c k e n 	 I 	 ޖ	 !	 I 	 I 	 I 	 I 	 5BCE	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 K i p 	 I 	 I 	 I   ( P u i ) 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 


	 I 	 I - I 	 I - I 	 I 	 H o e n d e r 	 I 	 I 	 I 	 C	 I   ( ) 	 I   ( P u i ) 	 I 	 I 	 	 		. 	 	 	 	 	 	 	 	 I 	 	 	 	 	 	 	 	 I 	 I 	 I 	 1 	 I 
 
 S T R _ C A L _ A N I M A L 1 1 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 D o g 	 G 	 r	 r	 G 	 G 	 G 	 G 	 !>10:0	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 H o n d 	 G 	 G 	 G   ( C  i n e ) 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 I - G 	 I - G 	 G 	 H o n d 	 G 	 G 	 G 	 G	 G   ( ) 	 G   ( C  i n e ) 	 G 	 G 	 	 		. 	 	 	 	 	 	 	 	 G 	 	 	 	 	 	 	 	 G   	 G 	 G 	 G 	 G 
 
 S T R _ C A L _ A N I M A L 1 2 	 U n d e f i n e d 	 T I T L E ,   H I N T 	 P i g 	 P 	 l	 *s	 P 	 P 	 P 	 P 	 !28=LO	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 V a r k e n 	 P 	 P 	 P   ( P o r c ) 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 P 	 I - P 	 I - P   	 P 	 V a r k 	 P 	 P 	 P 	 =	 P   ( ) 	 P   ( P o r c ) 	 P 	 P 	 	 		. 	 	 	 	 	 	 	 	 P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ K A N 1 	 U n d e f i n e d 	 T I T L E 	 J i a 	 J 	 2u	 2u	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J   ( J i a ) 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 I - J 	 I - J   	 J 	 J 	 J 	 J 	 J 	 J 	 J 	 J   ( J i a ) 	 J 	 J 	 	 		. 	 	 	 	 	 	 	 	 J 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ K A N 2 	 U n d e f i n e d 	 T I T L E 	 Y i 	 Y 	 YN	 YN	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y   ( Y i ) 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 I - Y 	 I - Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y   ( Y i ) 	 Y 	 Y 	 	 		. 	 	 	 	 	 	 	 	 Y 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ K A N 3 	 U n d e f i n e d 	 T I T L E 	 B i n g 	 B 	 N	 N	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B   ( B i n g ) 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 I - B 	 I - B 	 B 	 B 	 B 	 B 	 B 	 B 	 B 	 B   ( B i n g ) 	 B 	 B 	 	 		. 	 	 	 	 	 	 	 	 B 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ K A N 4 	 U n d e f i n e d 	 T I T L E 	 D i n g 	 D 	 N	 N	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D   ( D i n g ) 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 I - D 	 I - D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D   ( D i n g ) 	 D 	 D 	 	 		. 	 	 	 	 	 	 	 	 D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C A L _ K A N 5 	 U n d e f i n e d 	 T I T L E 	 W u 	 W 	 
b	 
b	 W 	 X 	 W 	 W 	 W 	 W 	 D 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W   ( W u ) 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 I - W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W   ( W u ) 	 W 	 W 	 	 	. 	 	 	 	 	 	 	 	 W 
 
 S T R _ C A L _ K A N 6 	 U n d e f i n e d 	 T I T L E 	 J i 	 I 	 ]	 ]	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I   ( J i ) 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 


	 I 	 I - I 	 I - I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I   ( J i ) 	 I 	 I 	 	 	. 	 	 	 	 	 	 	 	 I 
 
 S T R _ C A L _ K A N 7 	 U n d e f i n e d 	 T I T L E 	 G e n g 	 G 	 ^	 ^	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G   ( G e n g ) 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 I - G 	 I - G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G   ( G e n g ) 	 G 	 G 	 	 		. 	 	 	 	 	 	 	 	 G 
 
 S T R _ C A L _ K A N 8 	 U n d e f i n e d 	 T I T L E 	 X i n 	 X 	 	 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X   ( X i n ) 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 I - X 	 I - X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X   ( X i n ) 	 X 	 X 	 	 	. 	 	 	 	 	 	 	 	 X 
 
 S T R _ C A L _ K A N 9 	 U n d e f i n e d 	 T I T L E 	 R e n 	 R 	 X	 X	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R   ( R e n ) 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 I - R 	 I - R 	 R 	 R 	 R 	 R 	 R 	 R 	 R 	 R   ( R e n ) 	 R 	 R 	 	 	. 	 	 	 	 	 	 	 	 R 
 
 S T R _ C A L _ K A N 1 0 	 U n d e f i n e d 	 T I T L E 	 G u i 	 G 	 xv	 xv	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G   ( G u i ) 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 I - G 	 I - G 	 G 	 G 	 G 	 G 	 G 	 G 	 G 	 G   ( G u i ) 	 G 	 G 	 	 		. 	 	 	 	 	 	 	 	 G 
 
 S T R _ C A L _ C H I 1 	 U n d e f i n e d 	 T I T L E 	 Z i 	 Z 	 P[	 P[	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z   ( Z i ) 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 I - Z 	 I - Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z 	 Z   ( Z i ) 	 Z 	 Z 	 	 	. 	 	 	 	 	 	 	 	 Z 
 
 S T R _ C A L _ C H I 2 	 U n d e f i n e d 	 T I T L E 	 C h o u 	 C 	 N	 N	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C   ( C h o u ) 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 I - C 	 I - C 	 C 	 C 	 C 	 C 	 C 	 C 	 C 	 C   ( C h o u ) 	 C 	 C 	 	 		. 	 	 	 	 	 	 	 	 C 
 
 S T R _ C A L _ C H I 3 	 U n d e f i n e d 	 T I T L E 	 Y i n 	 Y 	 [	 [	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y   ( Y i n ) 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 I - Y 	 I - Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y   ( Y i n ) 	 Y 	 Y 	 	 		. 	 	 	 	 	 	 	 	 Y 
 
 S T R _ C A L _ C H I 4 	 U n d e f i n e d 	 T I T L E 	 M a o 	 M 	 oS	 oS	 M 	 L 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M   ( M a o ) 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 I - M 	 I - M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M   ( M a o ) 	 M 	 M 	 	 			 	 	 	 	 	 	 	 M 
 
 S T R _ C A L _ C H I 5 	 U n d e f i n e d 	 T I T L E 	 C h e n 	 E 	 	 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 C   ( C h e n ) 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 I - E 	 I - E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 C   ( C h e n ) 	 E 	 E 	 	 	. 	 	 	 	 	 	 	 	 E 
 
 S T R _ C A L _ C H I 6 	 U n d e f i n e d 	 T I T L E 	 S i 	 S 	 ]	 ]	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S   ( S i ) 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 I - S 	 I - S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S   ( S i ) 	 S 	 S 	 	 	. 	 	 	 	 	 	 	 	 S 
 
 S T R _ C A L _ C H I 7 	 U n d e f i n e d 	 T I T L E 	 W u 	 W 	 HS	 HS	 W 	 X 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W   ( W u ) 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 I - W 	 I - W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W   ( W u ) 	 W 	 W 	 	 	. 	 	 	 	 	 	 	 	 W 
 
 S T R _ C A L _ C H I 8 	 U n d e f i n e d 	 T I T L E 	 W e i 	 I 	 *g	 *g	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I   ( W e i ) 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 


	 I 	 I - I 	 I - I 	 I 	 I 	 I 	 I 	 I 	 I 	 I 	 I   ( W e i ) 	 I 	 I 	 	 	. 	 	 	 	 	 	 	 	 I 
 
 S T R _ C A L _ C H I 9 	 U n d e f i n e d 	 T I T L E 	 S h e n 	 N 	 3u	 3u	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N   ( S h e n ) 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 I - N 	 I - N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N   ( S h e n ) 	 N 	 N 	 	 			 	 	 	 	 	 	 	 N 
 
 S T R _ C A L _ C H I 1 0 	 U n d e f i n e d 	 T I T L E 	 Y o u 	 O 	 I	 I	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O   ( Y o u ) 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 I - O 	 I - O   	 O 	 O 	 O 	 O 	 O 	 O 	 O 	 O   ( Y o u ) 	 O 	 O 	 	 	' 	 	 	 	 	 	 	 	 O 
 
 S T R _ C A L _ C H I 1 1 	 U n d e f i n e d 	 T I T L E 	 X u 	 X 	 b	 b	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X   ( X u ) 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 I - X 	 I - X 	 X 	 X 	 X 	 X 	 X 	 X 	 X 	 X   ( X u ) 	 X 	 X 	 	 			. 	 	 	 	 	 	 	 	 X 
 
 S T R _ C A L _ C H I 1 2 	 U n d e f i n e d 	 T I T L E 	 H a i 	 H 	 N	 N	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H   ( H a i ) 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 I - H 	 I - H 	 H 	 H 	 H 	 H 	 H 	 H 	 H 	 H   ( H a i ) 	 H 	 H 	 	 			 	 	 	 	 	 	 	 H 
 
 S T R _ C A L _ D I R E C T I O N 1 	 U n d e f i n e d 	 H I N T 	 S o u t h 	 S 	 WS	 WS	 . 	 S 	 S 	 S 	 .3	 S 	 'D,FH(	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 Z u i d 	 S 	 S 	 S   ( S u d ) 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 I - S 	 I - M 	 S 	 S u i d 	 S 	 S 	 S 	 S 	 	 S   ( S u d ) 	 S 	 S 	 	 			 	 	 	 	 	 	 	 S 
 
 S T R _ C A L _ D I R E C T I O N 2 	 U n d e f i n e d 	 H I N T 	 E a s t 	 E 	 qg	 N	 -. 	 E 	 E 	 E 	 >AB>:	 E 	 'D41B	 E 	 E 	 E 	 E 	 E 	 E 	  	 E 	 E 	 E 	 E 	 E 	 E 	 O o s t 	 E 	 E 	 E   ( E s t ) 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 E 	 I - E 	 I - M 	 E 	 O o s 	 E 	 E 	 E 	 E 	 	 E   ( E s t ) 	 E 	 E 	 	 		 	 	 	 	 	 	 	 E 
 
 S T R _ C A L _ D I R E C T I O N 3 	 U n d e f i n e d 	 H I N T 	 N o r t h 	 N 	 S	 S	 . 	 N 	 N 	 N 	 !525@	 N 	 'D4E'D	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N o o r d 	 N 	 N 	 N   ( N o r d ) 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 N 	 I - N 	 I - M 	 N 	 N o o r d 	 N 	 N 	 N 	 N 	 	 N   ( N o r d ) 	 N 	 N 	 	 		 	 	 	 	 	 	 	 N 
 
 S T R _ C A L _ D I R E C T I O N 4 	 U n d e f i n e d 	 H I N T 	 W e s t 	 W 	 	 	 . 	 X 	 W 	 W 	 0?04	 W 	 'D:1(	 W 	 W 	 W 	 W 	 W 	 W 	 V 	 W 	 W 	 W 	 W 	 W 	 W 	 W e s t 	 W 	 W 	 V   ( V e s t ) 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 I - W 	 I - N 	 W 	 W e s 	 W 	 W 	 W 	 W 	 	 V   ( V e s t ) 	 W 	 W 	 	 		 	 	 	 	 	 	 	 W 
 
 S T R _ C A L _ U N F O R T U N A T E 	 U n d e f i n e d 	 H I N T 	 U N F O R T U N A T E 	 F 	 l	 Q	 F 	 V 	 F 	 F 	 5AG0AB;82K9	 F 	 3&  'D-8	 F 	 F 	 F 	 F 	 F 	 F 	 H 	 F 	 F 	 F 	 F 	 F 	 F 	 O n f o r t u i n l i j k 	 F 	 F 	 F   ( n e f e r i c i t ) 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 I - F 	 I - F 	 F 	 R a m p s p o e d i g 	 F 	 F 	 F 	 F 	 	 F   ( n e f e r i c i t ) 	 F 	 F 	 	 				 	 	 	 	 	 	 	 F 
 
 S T R _ C A L _ U N L U C K Y 	 U n d e f i n e d 	 H I N T 	 U N L U C K Y 	 L 	 ^q	 ^q	 L 	 L 	 L 	 L 	 5C40G=K9	 L 	 3&  'D-8	 L 	 L 	 L 	 L 	 L 	 L 	 U 	 L 	 L 	 L 	 L 	 L 	 L 	 O n g e l u k k i g 	 L 	 L 	 l   ( g h i n i o n i s t ) 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 I - L 	 I - L 	 L 	 T e  s p o e d i g 	 L 	 L 	 L 	 L 	 	 l   ( g h i n i o n i s t ) 	 L 	 L 	 	 			 	 	 	 	 	 	 	 L 
 
 S T R _ C A L _ Y E A R 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   y e a r 	 Y 	 t^	 t^	 	 Y 	 Y 	 Y 	 8B09A:89  3>4	 Y 	 3F)	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	  	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 C h i n e e s   j a a r 	 Y 	 Y 	 Y   ( a n   c h i n e z e s c ) 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 Y 	 I - Y 	 I - Y 	 Y 	 S j i n e s e   j a a r 	 Y 	 Y 	 Y 	 Y 	   	 Y   ( a n   c h i n e z e s c ) 	 Y 	 Y 	 	 		 	 	 	 	 	 	 	 Y 
 
 S T R _ C A L _ M O N T H 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   m o n t h 	 M 	 g	 g	 	 L 	 M 	 M 	 8B09A:89  <5AOF	 M 	 4G1	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 C h i n e s e   m a a n d 	 M 	 M 	 M   ( l u n   c h i n e z e a s c ) 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 I - M 	 I - M 	 M 	 S j i n e s e   m a a n d 	 M 	 M 	 M 	 M 	   	 M   ( l u n   c h i n e z e a s c ) 	 M 	 M 	 	 			 	 	 	 	 	 	 	 M 
 
 S T R _ C A L _ D A Y 	 U n d e f i n e d 	 T I T L E 	 C h i n e s e   d a y 	 D 	 e	 e	 '	 D 	 D 	 D 	 8B09A:89  45=L	 D 	 JHE	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 C h i n e s e   d a g 	 D 	 D 	 D   ( z i   c h i n e z e a s c ) 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 D 	 I - D 	 I - D 	 D 	 S j i n e s e   d a g 	 D 	 D 	 D 	 D 	   	 D   ( z i   c h i n e z e a s c ) 	 D 	 D 	 	 			 	 	 	 	 	 	 	 D 
 
 S T R _ C L N D R _ J U M P _ T O 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 J u m p   T o   D a t e 	 J u m p   t o   d a t e 	 c[eg	 c[eg	 #0BD'15H	 S a l t a r   a   f e c h a 	 A l l e r      l a   d a t e 	 Z u   D a t u m   s p r i n g e n 	 5@59B8  :  40B5	 S a l t a   a l l a   d a t a 	 '0G(  'DJ  *'1J.	 I r   p a r a   d a t a 	 T a r i h e   a t l a 	 C h u y n   n   n g  y 	 L o m p a t   T a n g g a l 	 L o m p a t   k e   t a n g g a l 	 $	>	0	@		  *	0	  	>				 G    t i l   d a t o 	 P Ye j  t   n a   d a t u m 	 P r z e s k o c z   d o   d a t y 	 U g r  s   a   d  t u m r a 	 S i i r r y   p  i v  m   r   n 	 G    t i l   d a t o 	 P r e j s e  n a   d  t u m 	 N a a r   d a t u m   s p r i n g e n 	 H o p p a   t i l l   d a t u m 	 S k o 
i   n a   d a t u m 	 T r e c e r e   l a   d a t 	 S k o 
i   N a   D a t u m 	     	   	 B848  =0  0B0	 &	?	(	>			  ,	'	>		 ~14  (G  *'1.	 *'1.  E  ,'&	   	 						  						  				 $
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	   	 J o m b e l a   o s u k w i n i 	 T s i b e l a   k u m h l a 	 R u k a   k w a   t a r e h e 	 G a a n   n a   d a t u m 	 P e r e i t i   p r i e   d a t o s 	 P r l k t   u z   d a t u m u 	 H  p p a   k u u p  e v a l e 	 1vvel  dezk  at}aik~	   	 S a l t   l a   d a t a 	 $
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 
 S T R _ C L N D R _ W R O N G _ D A T E 	 U n d e f i n e d 	 P O P U P 	 D a t e   E r r o r ! 	 D a t e   e r r o r 	 eg/	 eg	 '15H4%2	 E r r o r   d e   f e c h a 	 E r r e u r   d e   d a t e 	 D a t u m s f e h l e r 	 H81:0  40BK	 D a t a   e r r a t a 	 .7#  AJ  'D*'1J.	 E r r o   d e   d a t a 	 T a r i h   h a t a s 1	 N g  y   l i 	 K e s a l a h a n   T a n g g a l ! 	 R a l a t   t a r i k h 	 $	>	0	@		  .	G		  $	M	0	A		?		 D a t o   F e j l 	 C h y b a   d a t a 	 B Bd   d a t y ! 	 D  t u m h i b a ! 	 P  i v  m   r  v i r h e ! 	 D a t o f e i l 	 C h y b a   d  t u m u ! 	 D a t u m f o u t 	 D a t u m f e l ! 	 P o g r e ak a   d a t u m a ! 	 E r o a r e   d a t 	 N a p a k a   V   D a t u m u 	   ! 	   	 @5H:0  2  0B0! 	 $	>	0	@		  	B		  ! 	 .7'  *'1.	 ! *'1.  :D7	   ! 	 						  							 $
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 S T R _ C L N D R _ O U T _ O F _ C A L E N D A R 	 U n d e f i n e d 	 P O P U P 	 O u t   o f   D a t e 	 V a l i d   d a t e   i s   1 9 0 0 ~ 2 0 3 0 	 	gHeegp  1 9 0 0 ~ 2 0 3 0 	 	gHeeg:N  1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ?   2 0 0 0 ~ 2 0 3 0 	 F e c h a s   v  l i d a s :   2 0 0 0   a   2 0 3 0 	 D a t e   v a l i d e   e s t   2 0 0 0 ~ 2 0 3 0 	 G  l t i g e s   D a t u m   i s t   2 0 0 0 ~ 2 0 3 0 	 59AB2.   40B0  2 0 0 0 ~ 2 0 3 0 	 L a   d a t a   v a l i d a      1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ?   ? ? ? ?     2 0 0 0 ~   2 0 3 0 	 A   d a t a   v  l i d a      2 0 0 0 - 2 0 3 0 	 G e ? e r l i   t a r i h   2 0 0 0 ~ 2 0 3 0 	 T h ? i   g i a n   h ? p   l y   l    2 0 0 0 ~ 2 0 3 0 	 T a n g g a l   b e r l a k u   a d a l a h   2 0 0 0 ~ 2 0 3 0 	 T a r i k h   s a h   i a l a h   2 0 0 0 ~ 2 0 3 0 	 ? ? ?   ? ? ? ?   2 0 0 0 ~ 2 0 3 0   ? ? 	 	 	 	 A z    r v  n y e s   d  t u m   1 9 0 0  2 0 3 0 	 	 	 	 G e l d i g e   d a t u m   i s   t u s s e n   2 0 0 0   e n   2 0 3 0 	 	 	 D a t a   v a l i d ?   e s t e   c u p r i n s ?   ? n t r e   2 0 0 0   ? i   2 0 3 0 	 	 	 ? ? ? ? ?   ? ? ? ?   ? ? ?   2 0 0 0 ~ 2 0 3 0 	 	 ? ? ?   ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ?   ? ? ? ? ?   2 0 0 0   ? ?   2 0 3 0   ? ? ? 	 ? ? ? ?   ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0 ? ? 	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ?   ? ? ? ?   1 9 0 0 ~ 2 0 3 0   ? ? ? ? ? 	 ? ? ?   ? ? ? ? ?   ? ?   ? ? ? ? ~ ? ? ? ? 	 ? ? ?   ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ? ?   ? ? ? ?   1 9 0 0 - 2 0 3 0 	 ? 9A=0  40B0:   1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ?   ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0   ? ? 	 ? ? ? ? ? ? ?   ? ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0 	 U s u k u   o l u n g u m t h e t h o   u   1 9 0 0 ~ 2 0 3 0 	 M h l a   o s e b e n z a y o   n g u - 1 9 0 0 ~ 2 0 3 0 	 T a r e h e   h a l a l i   n i   1 9 0 0 ~ 2 0 3 0 	 G e l d i g e   d a t u m   i s   2 0 0 0 ~ 2 0 3 0 	 G a l i o j a n t i   d a t a   y r a   1 9 0 0 ~ 2 0 3 0 	 D e r +g s   g a d s   i r   1 9 0 0 ~ 2 0 3 0 	 S o b i v   v a h e m i k   o n   1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ?   ? ? ? ? ? ? ? ?   ? `   1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0 	 D a t a   v a l i d ?   e s t e   c u p r i n s ?   ? n t r e   1 9 0 0   ? i   2 0 3 0 	 ? ? ? ? ? ? ?   ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0 	 ? ? ? ? ?   ? ? ? ? ?   1 9 0 0 ~ 2 0 3 0 	 	 ? ? ? ? ?   ? ? ? ? ?   ? ? ? ?   2 0 0 0 ~ 2 0 3 0 	 	 	 	 	 	 	 	 D a t a   v  l i d a      2 0 0 0   a   2 0 3 0 
 
 S T R _ C L N D R _ W E E K _ S T R I N G 	 U n d e f i n e d 	 T I T L E 	 W e e k   S t r i n g 	 W e e k 	 1	 hT	 *12+L	 S e m a n a 	 S e m a i n e 	 W o c h e 	 545;O  	 S e t t i m a n a 	 #3(H9	 S e m a n a 	 H a f t a 	 T u n 	 M i n g g u 	 M i n g g u 	 8	*	M	$	>	9		 	 	 	 H  t 	 	 	 	 W e e k 	 	 	 S p t m  n 	 	 	 	 	 8	*	M	$	>	9		 GA*G	 A*	 	 							   9
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	 	 I v i k i 	 I v e k i 	 W i k i 	 W e e k 	 S a v a i t 	 N e d <a 	 N  d a l 	 Gabai	 	 S p t m  n 	 
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 
 S T R _ C L N D R _ W E E K L Y _ V I E W 	 U n d e f i n e d 	 I C O N T E X T 	 G o   T o   W e e k l y   V i e w 	 G o   t o   w e e k l y   v i e w 	 N1j	 NhTgw	 D"12#A*@G#2"*12+L	 I r   a   v i s t a   s e m a n a l 	 A l l e r      l a   v u e   h e b d o 	 Z u r   W o c h e n a n s i c h t   w e c h s e l n 	 @>A<>B@  ?>  =545;O<	 V a i   a l l a   v i s u a l i z z a z i o n e   s e t t i m a n a l e 	 0G'(  'DJ  916  #3(H9J	 I r   p a r a   v i s t a   s e m a n a l 	 H a f t a l 1k   g  r  n  m e   g i t     	 X e m   t h e o   t u n 	 B u k a   t a m p i l a n   m i n g g u a n 	 P e r g i   k e   p a m e r a n   m i n g g u a n 	 8	>	*	M	$	>	9	?		  &	C	6	M	/	  *	0	  	>				 	 	 	 U g r  s   h e t i   n  z e t r e 	 	 	 	 G a   n a a r   w e e k w e e r g a v e 	 	 	 M e r g e ci   l a   v i z u a l i z a r e   p e   s p t m  n i 	 	 	     	 	 8	>	*	M	$	>	9	?			@	  *	9	>	  	!	G	  	>		 1A*F  (G  FE'I  GA*I	 A*  H'1  F81  E  ,'&	   	 									  			- 	  				 9
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	 5@M2@  5M/BA  5F3M2.A	 5@59B8  4>  ?5@53;O4C  70  B86=O<8	 






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	     	 Y i y a   k w i - v i e w   y a m a v i k i   o n k e 	 Y i y a   k u j o n g o   l w e v e k i 	 N e n d a   k w a   m u o n e k a n o   w a   k i l a   w i k i 	 K y k   n a   w e e k   o p   ' n   s l a g 	 E i t i   /  s a v a i t s   r o d i n /	 P r i e t   u z   n e d <a s   s k a t +j u m u 	 M i n e   n  d a l a v a a t e s s e 	 1vvel  dezk  wabaiaoav  veoauaxt	       	 M e r g e ci   l a   v i z u a l i z a r e   p e   s p t m  n i 	 
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	 8>*M$>9?  &C6M_A  />(M$A	 	 								  						  				  					 	 	 	 	 	 	 	 I r   p a r a   v i s u a l i z a   o   s e m a n a l 
 
 S T R _ C L N D R _ M O N T H L Y _ V I E W 	 U n d e f i n e d 	 I C O N T E X T 	 G o   T o   M o n t h l y   V i e w 	 G o   t o   m o n t h l y   v i e w 	 Ngj	 Nggw	 D"12#A*@G#2"@7-	 I r   a   v i s t a   m e n s u a l 	 A l l e r      l a   v u e   m e n s u e l l e 	 Z u r   M o n a t s a n s i c h t   w e c h s e l n 	 @>A<>B@  ?>  <5AOF0<	 V a i   a l l a   v i s u a l i z z a z i o n e   m e n s i l e 	 0G'(  'DJ  916  4G1J	 I r   p a r a   v i s t a   m e n s a l 	 A y l 1k   g  r  n  m e   g i t   	 X e m   t h e o   t h  n g 	 B u k a   t a m p i l a n   b u l a n a n 	 P e r g i   k e   p a m e r a n   b u l a n a n 	 .	>	8	?		  &	C	6	M	/	  *	0	  	>				 	 	 	 U g r  s   h a v i   n  z e t r e 	 	 	 	 G a   n a a r   m a a n d w e e r g a v e 	 	 	 M e r g e ci   l a   v i z u a l i z a r e   p e   l u n i 	 	 	     	 	 .	9	?	(	M	/	>		@	  *	9	>	  	!	G	  	>		 1A*F  (G  FE'I  E'G'FG	 E''F  F81  E  ,'&	   	 					  			- 	  				 .
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	     	 Y i y a   k w i - v i e w   y a n y a n g a   z o n k e 	 Y i y a   k u j o n g o   l w e n y a n g a 	 N e n d a   k w a   m u o n e k a n o   w a   k i l a   m w e z i 	 K y k   n a   m a a n d   o p   ' n   s l a g 	 E i t i   /  m n e s i o   r o d i n /	 P r i e t   u z   m n e aa   s k a t +j u m u 	 M i n e   k u u v a a t e s s e 	 1vvel  dezk  at}aoav  veoauaxt	       	 M e r g e ci   l a   v i z u a l i z a r e   p e   l u n i 	 .
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 
 S T R _ C L N D R _ A D D _ T A S K 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   e v e n t 	 A d d   e v e n t 	 ReQNN	 mRNN	 @4H!@+82#L	 A g r e g a r   e v e n t o 	 A j o u t e r    v  n e m e n t 	 E r e i g n i s   h i n z u f  g e n 	 >1028BL  A>1KB85	 A g g i u n g i   i m p e g n o 	 '6'A)  EGE)	 A d i c i o n a r   e v e n t o 	 E t k i n l i k   e k l e 	 T h  m   n h t   t r  n h 	 T a m b a h k a n   a k t i v i t a s 	 T a m b a h   t u g a s a n 	 	>	0	M	/	8	B		@	  6	>	.	?	2	  	0	G			 	 	 	 E s e m  n y   h o z z  a d  s a 	 	 	 	 T a a k   t o e v o e g e n 	 	 	 A d u g a r e   s a r c i n 	 	 	   	 	 	>	.	  	K	!		 'A2H/F  1H/'/	 9ED  '6'A  ,&	   	 				  					  					 
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	   	 E n g e z a   u m s e b e n z i 	 Y o n g e z a   u m s e b e n z i 	 O n g e z a   k a z i 	 V o e g   g e b e u r t e n i s   b y 	 P r i d t i   u ~d u o t /	 P i e l i k t   u z d e v u m u 	 L i s a   t    l e s a n n e 	 1~elavel  mvdk	   	 A d u g a r e   s a r c i n 	 &
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 
 C H A N G E _ T I M E _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 C a p t i o n   o f   E d i t   B u t t o n . 	 T i m e   u p d a t e 	 Bf@SRfe	 e:SꁨRfe	 B@'%2C+!H	 N u e v a   z o n a   h o r a r i a 	 N o u v e a u   f u s e a u   h o r a i r e 	 N e u e   Z e i t z o n e 	 1=>2;5=85  2@5<5=8  	 A g g i o r n a   o r a 	 *-/J+  'DHB*	 N o v o   f u s o   h o r  r i o 	 Y e n i   z a m a n   d i l i m i 	 C p   n h t   t h i   g i a n 	 W a k t u   D i p e r b a r u i 	 Z o n   m a s a   b a r u 	 (	/	>	  	>		.	  	K	(		 O p d a t  r   T i d 	 A k t u a l i z o v a t   
a s 	 A k t u a l i z a c j a   c z a s u 	 I d Q  f r i s s  t  s e 	 A j a n   p  i v i t y s 	 T i d s o p p d a t e r i n g 	 A k t u a l i z  c i a   
a s u 	 N i e u w e   t i j d z o n e 	 U p p d a t a e r a   t i d e n 	 A ~u r i r a n j e   v r e m e n a 	 F u s   o r a r   n o u 	 P o s o d o b i   a s 	   	     	 1=>28  @5<5	 5	G	3	  	*	!	G			 EF7BG  2E'F  ,//	 y'&E  '~  y	     	 				  			  						 8
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	 H.M  *M  !GM	 =>2;5==O  G0AC	 


  





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	   	 U k u v u s e l e l w a   k w e s i k h a t h i 	 U h l a z i y o   l w e x e s h a 	 K i s a s i s h o   c h a   s a a 	 N u w e   t y d s o n e 	 L a i k o   a t n a u j i n i m a s 	 L a i k a   a t j a u n i n aa n a 	 K e l l a a j a   v  r s k e n d a m i n e 	 :atavaok  iataxt	   	 A c t u a l i z a r e   o r 	 8
.
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	 8._  &M_$(	 R i f r e s k i m   I   o r e s 	 				  			  	' 		 	 	 	 	 	 	 	 N o v o   f u s o   h o r  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 N I T Z T I M E C H A N G E S T R 	 S e t t i n g 	 P O P U P C O N F I R M 	 N I T Z   S t r i n g 	 N e w   t i m e   z o n e   h a s   b e e n   d e t e c t e d .   D o   y o u   w a n t   t o   c h a n g e   t h e   t i m e ? 	 ]uP,n0ReBf@S`/f&TfeBf	 ]OKm0Ree:S`/f&Tfee	 #1#8B@'%2? 	  D e s e a   a c t u a l i z a r   l a   z o n a   h o r a r i a ? 	 M e t t r e      j o u r   l e   f u s e a u   h o r a i r e   ? 	 Z e i t z o n e   a k t u a l i s i e r e n ? 	 1=0@C65=  =>2K9  G0A>2>9  ?>OA.   %>B8B5  87<5=8BL  2@5<O? 	 E    s t a t o   r i l e v a t o   u n   n u o v o   f u s o   o r a r i o .   M o d i f i c a r e   l  o r a ? 	 EF7B)  'D*HBJ*  'D,/J/)  EH,H/)  ,   GD  *1J/  *:J1'DHB*	 A c t u a l i z a r   f u s o   h o r  r i o ? 	 Z a m a n   d i l i m i n i   g  n c e l l e ? 	 M  i   g i   m i   c   x  c   n h ,   b n   c    c p   n h t   l i   t h i   g i a n   k h  n g ? 	 Z o n a   w a k t u   b a r u   t e r d e t e k s i 	 K e m a s   k i n i   z o n   m a s a ? 	 	*	!	G		  	>		.	  	K	(	? 	 N y   T i d s   Z o n e   F u n d e t 	 D e t e k o v  n o   n o v    
a s o v    p  s m o 	 N o w a   s t r e f a   c z a s o w a   w y k r y t a 	  j   i d Qz  n a .   F r i s s  t i   a z   i d Qz  n  t ? 	 H a v a i t t u   u u s i   a i k a v y  h y k e 	 N y   t i d s s o n e   o p p d a g e t 	 N o v    
a s o v    p  s m o   d e t e k o v a n  	 T i j d z o n e   w i j z i g e n ? 	 N y   t i d z o n   h i t t a d e s 	 O t k r i v e n a   j e   n o v a   v r e m e n s k a   z o n a 	 A c t u a l i z a ci   f u s u l   o r a r 	 N o v a   
a s o v n a   z o n a   u g o t o v l j e n a 	       	     ? 	 B:@8B0  >20  '0A>20  7>=0	 (	5	>	  	>		.	  	K	(	  6	K	'	2	>	.   $	A	.	M	9	>	2	>	  	>		.	  ,	&	2	>	/		G	  	9	G	? 	 EF7BG  2E'F  1H2"E/3'2  4H/	 ,//  .7  HB*  *D'4  '  '  '  'S~  HB*  (/DF'  '*  	         .         ? 	   			  					  					  				  			? 	 (
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i a   p a s t a b a 	 T u k aa   p i e z +m e 	 T  h i   t e a t i s 	 4aao  vwxt	   	 N o t   g o a l 	 
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a n   d a t u m 	 O r a   d e   s f  r _i t   t r e b u i e   s   f i e   m a i    n a i n t a t   d e c  t   o r a   d e    n c e p u t 	 V n e s i   P r a v i l e n   a s 	     	     	 J2548  >@5:B=0  0B0	 /	K		M	/	  &	?	(	>			  	>	2	>		 2E'F  ~''F  ('3*  ~3  '2  2E'F  ":'2  ('4/	 5--  *'1.  /'.D  ,&	       	 			  				  			  						  					  					  				  				  			  			d		 8
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i s  s r a aa s   j a u   u ~p i l d y t a s 	 U z d e v u m u   s a r a k s t s   i r   p i l n s 	  l e s a n n e t e   l o e n d   t  i s 	 =vdkvek  avoh  lkv  g	     	 L i s t a   d e   s a r c i n i   e s t e   p l i n 	 &
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8!	 R e u n i  n 	 R  u n i o n 	 T r e f f e n 	 !2840=85	 R i u n i o n e   g i o v e d  	 EH9/  AJ  JHE  'D+D'+'!	 R e u n i  o 	 S a l 1  g  n    t o p l a n t 1	 H n   v a  o   t h   3 	 P e r t e m u a n   H a r i   S e l a s a 	 M e s y u a r a t   h a r i   S e l a s a 	 .	@		?				 M  d e   p    t i r s 	 J e d n  n    v    t 	 S p o t k a n i e   w e   w t o r e k 	 T a l  l k o z    k e d d e n 	 K o k o u s   t i i s t a i n a 	 M  t e   p    t i r s 	 S c h  d z k a   v    t 	 V e r g a d e r i n g 	 M  t e   p    t i s d a g 	 S u s r e t   j e   u   U t o 	  n t  l n i r e   m a r ci 	 S e s t a t i   s e   v   T o r e k 	     	 	 !@5I0  2J2  B>@=8:	 .			3	5	>	0	@	  ,	H	 			 ,D3G	 EFD  H  ED'B'*	   	 				  	 8
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G-4I	 C o m p r a s 	 C o u r s e s 	 E i n k  u f e 	 >E>4  70  ?>:C?:0<8	 T e l e f o n a   a 	 '*5'D  E9  4.5  E'	 C o m p r a s 	 B i r i n i   t e l e f o n l a   a r a 	 G i   i n   c h o   a i    	 M e n e l p o n   s e s e o r a n g 	 B u a t   p a n g g i l a n   k e p a d a   s e s e o r a n g 	 	0	@	&	&	>	0	@		 R i n g e   t i l   n o g e n 	 Z a v o l a t   n k o m u 	 Z a d z w o D  d o   k o g o [	 F e l h  v n i   v a l a k i t 	 S o i t a   j o l l e k u l l e 	 R i n g   n o e n 	 Z a v o l a e  	 W i n k e l e n 	 R i n g   u p p 	 Z o v i t e   t e l e f o n o m   n e k o g a 	 T r e b u i e   s   s u n a ci   p e   c i n e v a 	 T e l e f o n i r a t i   n e k o m u 	     	 	 0  ?>72J=O  =0  =O:>9	 	K	#	>	2	>	$	0	@	  +	K	(	  	0	>		 .1/	 3  H  'D  ,&	                     	 									 
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 S T R _ T O D O _ T E M P L A T E _ 4 	 U n d e f i n e d 	 I C O N T E X T 	 T o   d o   l i s t   T e m p l a t e 	 G o   s h o p p i n g   w i t h   s o m e b o d y 	 TgNir	 TgN-ir	 2#1+!2"	 C i t a 	 R e n d e z - v o u s 	 T r e f f e n 	 AB@5G0	 F a i   s h o p p i n g   c o n   	 0G'(  D41'!  E9  4.5  E'	 C o m p r o m i s s o 	 B i r i y l e   a l 1_v e r i _e   g i t 	 i   m u a   h  n g   v i   a i    	 B e r b e l a n j a   d e n g a n   s e s e o r a n g 	 M e m b e l i - b e l a h   d e n g a n   s e s e o r a n g 	 	*	M	5	>		(	M		.	G	(	M			 I   b y e n   o g   h a n d l e   m e d   n o g e n 	 J  t   n a   n  k u p   s   n k  m 	 I [  z   k i m [  n a   z a k u p y 	 V  s  r o l n i   m e n n i   v a l a k i v e l 	 M e n e   o s t o k s i l l e   k o n k u n   k a n s s a 	 G    p    s h o p p i n g   m e d   n o e n 	  s e  n a k u p o v a e  s 	 A f s p r a a k 	 H a n d l a   m e d   	 I d e t e   u   k u p o v i n u   s   n e k i m 	 T r e b u i e   s   m e r g e ci   l a   c u m p r t u r i   c u   c i n e v a 	 N a k u p o v a t i   z   n e k o m 	     	 	 0  >B840  =0  ?070@  A  =O:>9	 	K	#	>	2	>	$	0	@	  8	K	,	2	  	0	G	&	@	2	>	  	>		 B1'1  ED'B'*	 3    3'*  .1/'1    D  ,'&	     	 																 
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o   s i   p r i n i e s e	 H e r i n n e r e n   i e t s   t e   b e z o r g e n 	 K o m   i h  g 	 Z a p a m t i t e   d a   n e at o   m o r a t e   d o n i j e t i 	 A m i n t i ci - v   s   a d u c e ci   c e v a 	 S p o m n i t i   s e   p r i n e s t i   n e k a j 	       	     	 0  ?><=O  40  =>AO  =5I>	 	K	#	2	0	@	  	 	5	>		 '/"H1  (1'  (G  GE1'G  /'4*F  2	   D'F    D  '/  ,&	       	 				  				  			  			  							 
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o 	 I e t s   k o p e n 	 I n k  p s l i s t a 	 K u p i t e   n e at o 	 C u m p r a ci   c e v a 	 K u p i t i   n e k a j 	     	   	 0  :C?O  =5I>	 	>	9	@	$	0	@	  	0	G	&	@	  	0	>		 .1/  2	   .1/	   	 				  						 
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	     	 T h e n g a   o k u t h i l e 	 T h e n g a   i n t o 	 N u n u a   k i t u 	 K o o p   i e t s 	 N u p i r k t i   k   n o r s 	 K a u t   k o   n o p i r k t 	 O s t a   m i d a g i 	 ;vy- x  bav  cvel	   	 C u m p r a ci   c e v a 	 
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 
 S T R _ T O D O _ T E M P L A T E _ 8 	 U n d e f i n e d 	 I C O N T E X T 	 T o   d o   l i s t   T e m p l a t e 	 T a k e   c h i l d   a t   1 2 : 0 0 	 1 2 : 0 0 6^i[P[	 1 2 : 0 0 &^i[P[	 D#1%9@'%2  1 2 : 0 0   	 L l e v a r   a l   n i  o   a   l a s   1 2 : 0 0 	 P a s s e r   p r e n d r e   u n   e n f a n t      1 2 : 0 0 	 H o l e   K i n d   u m   1 2 . 0 0   a b 	 01@0BL  @515=:0  2  1 2 : 0 0 	 R i t i r a   ( f i g l i o )   a l l e   1 2 	 *#.0  'D7AD  AJ  3'9)  1 2 : 0 0 	 L e v a r   c r i a n  a    s   1 2 : 0 0 	  o c u u   1 2 : 0 0 ' d e   a l 	  n   c o n   l  c   1 2 : 0 0   g i 	 M e m b a w a   A n a k   p a d a   1 2 . 0 0 	 B a w a   a n a k   p u k u l   1 2 . 0 0 	 ,		M		G	  	K	  1 2   ,		G	  2	G	  	>				 H e n t   b a r n   k l .   1 2 : 0 0 	 V y z v e d n o u t   d  t   v e   1 2 : 0 0 	 O d e b r a   d z i e c k o   o   1 2 : 0 0 	 A   g y e r e k  r t   m e n n i   d  l b e n 	 V i e   l a p s i   k l o   1 2 . 0 0 	 T a   m e d   b a r n   k l   1 2 : 0 0 	 V y z d v i h n  e  d i e ea   o   1 2 : 0 0 	 K i n d   w e g b r e n g e n   o m   1 2 : 0 0 	 H  m t a   b a r n e t   k l   1 2 	 P o k u p i t e   d i j e t e   u   1 2 : 0 0 	 L u a ci   c o p i l u l   l a   o r a   1 2 : 0 0 	 P o b e r i   o t r o k a   o b   1 2 : 0 0 	           1 2 : 0 0 	         1 2 : 0 0 	 0  275<0  45B5B>  2  1 2 : 0 0 	 1 2 : 0 0   5	>	.	A	2	>	8	  '	M	/	>		 1A*F  /F('D  (G  31  3'9*  1 2 : 0 0 	 ('1  (,  (  H  D  ,'&	 1 2 : 0 0         	 								  				  				  			  		. 					  				 ,
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	 1 2 : 0 0       	 L a n d a   i n g a n e   n g o   1 2 : 0 0 	 T h a t h a   u m n t w a n a   n g o - 1 2 : 0 0 	 M c h u k u e   m t o t o   s a a   1 2 : 0 0 	 N e e m   k i n d   o m   1 2 : 0 0 	 P a s i i m t i   v a i k   1 2 : 0 0 	 S a v k t   b r n u   1 2 : 0 0 	 M i n e   l a p s e l e   j  r e l e   k e l l   1 2 : 0 0 	 Nevel  eemaukv  jath  1 2 : 0 0 - kv	     1 2 : 0 0   	 L u a ci   c o p i l u l   l a   o r a   1 2 : 0 0 	 1 2 : 0 0   .
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 S T R _ T O D O _ T E M P L A T E _ 9 	 U n d e f i n e d 	 I C O N T E X T 	 T o   d o   l i s t   T e m p l a t e 	 S o m e b o d y ' s   b i r t h d a y 	 gNue	 gNue	 '1@4C#2	 C u m p l e a  o s   d e   a l g u i e n 	 L ' a n n i v e r s a i r e   d e   q u e l q u ' u n 	 J e m a n d e s   G e b u r t s t a g 	 5=L  @>645=8O	 C o m p l e a n n o   d i 	 9J/  'DEJD'/  D4.5  E'	 A n i v e r s  r i o   d e   a l g u  m 	 B i r i n i n   d o u m   g  n  	 S i n h   n h t   c a   a i    	 U l a n g   T a h u n   S e s e o r a n g 	 U l a n g   t a h u n   s e s e o r a n g 	 	?	8	@	  	>	  	(	M	.	&	?	(		 N o g e n s   f  d s e l s d a g 	 N 
   n a r o z e n i n y 	 C z y j e [  u r o d z i n y 	 V a l a k i n e k   a   s z  l e t  s n a p j a 	 J o n k u n   s y n t y m  p  i v  	 N o e n s   f  d s e l s d a g 	 N a r o d e n i n y   o d 	 I e m a n d s   v e r j a a r d a g 	 F  d e l s e d a g 	 N e t k o   i m a   r o e n d a n 	 E s t e   z i u a   d e   n a _t e r e   a   c u i v a 	 R o j s t n i   d a n   n e k o g a 	     	       	 5G89   >645=  45=	 	K	#	>		>	$	0	@	  5	>	"	&	?	5	8		 1H2  *HD/  3	 3  '  HE  ~/'&4	     	 				  								 
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	   	 U s u k u   l o k u z a l w a   l o t h i l e 	 U s u k u   l o k u z a l w a   l o m n t u 	 S i k u   y a   m t u   k u z a l i w a 	 I e m a n d   s e   v e r j a a r d a g 	 K i e n o   n o r s   g i m t a d i e n i s 	 K d a m   d z i m aa n a s   d i e n a 	 K e l l e g i   s  n n i p  e v 	 ;vy- x  teok  nvvduav  	     	 E s t e   z i u a   d e   n a _t e r e   a   c u i v a 	 
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 
 S T R _ T O D O _ T E M P L A T E _ 1 0 	 U n d e f i n e d 	 I C O N T E X T 	 T o   d o   l i s t   T e m p l a t e 	 W e d d i n g   a n n i v e r s a r y 	 P}ZZ }_e	 ~ZZ~_e	 '1##-AH2	 A n i v e r s a r i o   d e   b o d a s 	 A n n i v e r s a i r e   d e   m a r i a g e 	 H o c h z e i t s t a g 	 >4>2I8=0  A204L1K	 A n n i v e r s a r i o   d i   m a t r i m o n i o 	 0C1J  2H',	 A n i v e r s  r i o   d e   c a s a m e n t o 	 E v l e n m e   y 1l d  n  m    	 K   n i m   n g  y   c i 	 P e r a y a n   n i k a h a n 	 U l a n g   t a h u n   p e r k a h w i n a n 	 5	?	5	>	9	  	@	  5	0	M	7		>		 		 B r y l l u p s d a g 	 V  r o 
   s v a t b y 	 R o c z n i c a   [l u b u 	 H  z a s s  g i    v f o r d u l  	 H   p  i v  	 B r y l l u p s d a g 	 V  r o 
i e   s v a d b y 	 T r o u w d a g 	 B r  l l o p s d a g 	 O b l j e t n i c a   v j e n 
a n j a 	 A n i v e r s a r e a   n u n ci i 	 O b l e t n i c a   p o r o k e 	   	   	 >48H=8=0  >B  A20B10B0	 2		M	(	>		>	  5	>	"	&	?	5	8		 3'D1/  '2/H',	 4'/    3'D1	     	 				  					  									 5
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	   	 I - a n i v e s a r i   y o m s h a d o 	 I s i k h u m b u z o   s o m n y a k a   w o m t s h a t o 	 A d h i m i s h o   l a   h a r u s i 	 H u w e l i k s h e r d e n k i n g 	 V e s t u v i s  m e t i n s 	 K z u   j u b i l e j a 	 P u l m a - a a s t a p  e v 	 1tx}vxiuav  aedaq	   	 A n i v e r s a r e a   n u n ci i 	 5
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 
 S T R _ T O D O _ T E M P L A T E _ N O T _ E N O U G H _ S P A C E 	 U n d e f i n e d 	 P O P U P 	 T o   d o   l i s t   T e m p l a t e 	 N o t   e n o u g h   s p a c e 	 zz
N	 zz
N	 7I5HD!H@5"-	 N o   h a y   e s p a c i o   s u f i c i e n t e 	 P a s   a s s e z   d ' e s p a c e 	 N i c h t   g e n u g   P l a t z 	 54>AB0B>G=>  <5AB0	 S p a z i o   n o n   s u f f i c i e n t e 	 'DE3'-)  :J1  C'AJ)	 S e m   e s p a  o   s u f i c i e n t e 	 Y e t e r l i   y e r   y o k   	 B   n h   k h  n g   	 K a p a s i t a s   t i d a k   c u k u p 	 R u a n g   t i d a k   m e n c u k u p i 	 	*	0	M	/	>	*	M	$	  8	M	%	>	(		 	 	 	 N i n c s   e l  g   h e l y 	 	 	 	 N i e t   g e n o e g   r u i m t e 	 	 	 N u   e x i s t   s p a ci u   s u f i c i e n t 	 	 	       	 	 	 A6'  'A  H,H/  F/'1/	 	 	 						  					  				 	 	 	 	 	 A y i k h o   i n d a w o   e y e n e l e 	 A k u k h o   s i t h u b a   s a n e l e y o 	 H a k u n a   k u m b u k u m b u   y a   k u t o s h a 	 N i e   g e n o e g   r u i m t e   n i e 	 N e p a k a n k a   v i e t o s 	 N e p i e t i e k   v i e t a s 	 E i   o l e   p i i s a v a l t   r u u m i 	 2a~aoavaya  aanxiuxv  yoa	   	 N u   e x i s t   s u f i c i e n t   s p a ci u 	 5
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 
 S T R _ T O D O _ S U N 	 U n d e f i n e d 	 I C O N T E X T 	 W e e k   D a y 	 S u n 	 e	 e	 S u n 	 D o m 	 D i m a n c h e 	 S o n 	 A	 D o m 	 'D#-/	 D o m 	 p a z 	 C h   n h t 	 M i n g 	 A h d 	 0	5	?		 S  n 	 N e 	 N i e d z . 	 V a s 	 S u 	 S  n 	 N e 	 z o 	 S  n 	 N e d 	 D 	 N e d 	 	 	 545;O	 0	5	?		 4F(G	 S u n 	 	 				 S u n 	 &?	 4	 



	 	 S o n t o 	 C a w e 	 J u m a p i l i 	 S o 	 S e k m . 	 S v d 	 P 	 ?o	   	 D 	 
>
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0
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	 0,?	 	 				 	 	 	 	 	 	 	 D o m 
 
 S T R _ T O D O _ M O N 	 U n d e f i n e d 	 I C O N T E X T 	 W e e k   D a y 	 M o n 	  N	  N	 M o n 	 L u n 	 L u n d i 	 M o n 	 =	 L u n 	 'D'+FJF	 S e g 	 P a z a r t e s i 	 T h   2 	 S e n 	 I s n 	 8	K	.		 M a n 	 P o 	 P o n . 	 H  t 	 M a 	 M a n 	 P o   	 m a 	 M  n 	 P o n 	 L 	 P o n 	 	 	 >=545;=8:	 8	K	.		 /H4F(G	 M o n 	 	 				 M o n 	 8K.	 =	 


	 	 M s o m b u 	 M v u l o 	 J u m a t a t u 	 M a 	 P i r m . 	 P m d 	 E 	 5o	   	 L 	 $
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 	 8K.	 	 			  	 	 	 	 	 	 	 	 S e g 
 
 S T R _ T O D O _ T U E 	 U n d e f i n e d 	 I C O N T E X T 	 W e e k   D a y 	 T u e 	 N	 N	 T u e 	 M a r 	 M a r d i 	 D i e 	 B	 M a r 	 'D+D'+'!	 T e r 	 s a l 	 T h   3 	 S e l 	 S e l 	 .			2		 T i r 	  t 	 W t . 	 K e d 	 T i 	 T i r 	  t 	 d i 	 T i s 	 U t o 	 M a 	 T o r 	 	 	 B>@=8:	 .			3		 3G  4F(G	 T u e 	 	 						 T u e 	 .3	 B	 



	 	 B i l i 	 L w e s i B i n i 	 J u m a n n e 	 D i 	 A n t r . 	 O t d 	 T 	 5	   	 M a 	 
J
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	 .M3	 	 					 	 	 	 	 	 	 	 T e r 
 
 S T R _ T O D O _ W E D 	 U n d e f i n e d 	 I C O N T E X T 	 W e e k   D a y 	 W e d 	 	N	 	N	 W e d 	 M i  	 M e r c r e d i 	 M i t 	 !@	 M e r 	 'D#1(9'!	 Q u a 	  a r 	 T h   4 	 R a b 	 R a b 	 ,	A	&	M	'		 O n s 	 S t 	 Zr . 	 S z e 	 K e 	 O n s 	 S t 	 w o 	 O n s 	 S r i 	 M i 	 S r e 	 	 	 !@O40	 ,	A	'		 G'14F(G	 W e d 	 	 				 W e d 	 ,A'	 !@	 


	 	 T h a t h u 	 L w e s i T h a t h u 	 J u m a t a n o 	 W o 	 T r e 
. 	 T r d 	 K 	 I	   	 M i 	 ,
A
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 
 S T R _ T O D O _ T H U 	 U n d e f i n e d 	 I C O N T E X T 	 W e e k   D a y 	 T h u 	 V	 V	 T h u 	 J u e 	 J e u d i 	 D o n 	 'B	 G i o 	 'D.EJ3	 Q u i 	 p e r 	 T h   5 	 K a m 	 K h a 	 	A	0	B		 T o r 	 t 	 C z w . 	 C s  	 T o 	 T o r 	 `t 	 d o 	 T o r s 	 e t 	 J 	 e t 	 	 	 '5B2J@BJ:	 	A	0	A		 ~F,  4F(G	 T h u 	 	 				 T h r 	 A0A	 'B	 



	 	 S i n e 	 L w e s i n e 	 A l h a m i s i 	 D o 	 K e t v . 	 C t d 	 N 	 @vc	   	 J 	 5
M
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	 A0A	 	 				 	 	 	 	 	 	 	 Q u i 
 
 S T R _ T O D O _ F R I 	 U n d e f i n e d 	 I C O N T E X T 	 W e e k   D a y 	 F r i 	 N	 N	 F r i 	 V i e 	 V e n d r e d i 	 F r e 	 B	 V e n 	 'D,E9)	 S e x 	 C u m 	 T h   6 	 J u m 	 J u m 	 6	A		M	0		 F r e 	 P  	 P t . 	 P  n 	 P e 	 F r e 	 P i 	 v r 	 F r e 	 P e t 	 V 	 P e t 	 	 	 5BJ:	 6	A		M	0		 ,E9G	 F r i 	 	 						 F r i 	 6AM0	 B	 




	 	 H l a n u 	 L w e s i H l a n u 	 I j u m a a 	 V r 	 P e n k t . 	 P k d 	 R 	 Hb	   	 V 	 5
F
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	 6AM0	 	 						 	 	 	 	 	 	 	 S e x 
 
 S T R _ T O D O _ S A T 	 U n d e f i n e d 	 I C O N T E X T 	 W e e k   D a y 	 S a t 	 mQ	 mQ	 S a t 	 S a b 	 S a m e d i 	 S a m 	 !1	 S a b 	 'D3(*	 S  b 	 C t s 	 T h   7 	 S a b 	 S a b 	 6	(	?		 L  r 	 S o 	 S o b . 	 S z o 	 L a 	 L  r 	 S o 	 z a 	 L  r 	 S u b 	 S 	 S o b 	 	 	 !J1>B0	 6	(	?		 4F(G	 S a t 	 	 				 S a t 	 6(?	 !1	 


	 	 M g q i 	 M g q i b e l o 	 J u m a m o s i 	 S a 	 `e at . 	 S e d 	 L 	 Gbi	   	 S 	 6
(
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	 6(?	 	 				 	 	 	 	 	 	 	 S  b 
 
 S T R _ T O D O _ N O T E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 I n l i n e   E d i t   S c r e e n   I t e m   C a p t i o n 	 S u b j e c t 	 ;Ne	 ;N	 3-42"	 D e s c r i p c i  n   	 D e s c r i p t i o n 	 B e s c h r e i b u n g 	 @8<5G0=85	 S o g g e t t o 	 E0C1)	 N o t a 	 A  1k l a m a 	 G h i   c h  	 C a t a t a n 	 H u r a i a n 	 (	K			 N o t e 	 P o z n  m k a 	 N o t a t k a 	 T  r g y 	 M u i s t i i n p a n o 	 H u s k e l a p p 	 U p o z o r n e n i e 	 O p m e r k i n g 	 A n m  r k n i n g 	 N a p o m e n a 	 D e s c r i e r e 	 Z a p i s 	 	   	 5;56:0	 (	K			 41-	 FHy	 	 					  	 (
K

	 (KM	 @8<VB:0	 



	 	 I n o t h i 	 I n q a k u 	 M a t i n i 	 O n d e r w e r p 	 P a s t a b a 	 P i e z +m e 	 M  r k u s 	 Fwxt	 	 N o t 	 
A
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*
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*
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	 (K	 	 					 	 	 	 	 	 	 	 N o t a 
 
 S T R _ T O D O _ R E P E A T 	 U n d e f i n e d 	 I C O N T E X T 	 I n l i n e   E d i t   S c r e e n   I t e m   C a p t i o n 	 R e p e a t 	 ͑	 ͑
Y	 I3	 R e p e t i r 	 R  p  t e r 	 W i e d e r h o l e n 	 >2B>@	 R i p e t i 	 %9'/)	 R e p e t i r 	 Y i n e l e 	 L p   l i 	 U l a n g 	 U l a n g 	 *	A	(	0	>	5	C	$	M	$	?		 G e n t a g 	 O p a k o v a t 	 P o w t  r z 	 I s m  t l  s 	 T o i s t a 	 G j e n t a 	 O p a k o v a e	 H e r h a l e n 	 U p p r e p a 	 P o n o v i 	 R e p e t a r e 	 P o n o v i 	 	 	 >2B>@8	 *	A	(	0	B		M		>	0		 *1'1	 /1'&	   	 												 .
A
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	 0?*@M	 >2B>@8B8	 









  


	 	 P h i n d a 	 P h i n d a     	 R u d i a 	 H e r h a a l 	 P a k a r t o t i 	 A t k r t o t 	 K o r d a 	 ?ovxt	 	 R e p e t a r e 	 
5
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	 *A(0>,C$M$?	 	 									 	 	 	 	 	 	 	 R e p e t i r 
 
 S T R _ T O D O _ A L A R M _ O F F _ D O N E 	 U n d e f i n e d 	 P O P U P 	 S a v e d .   I n v a l i d   a l a r m   t i m e 	 S a v e d .   I n v a l i d   a l a r m   t i m e 	 2QX[FO'4Bf!qHe	 OX[FOeeHe	 @*#G  42,42%8	 H e c h o .   L a   a l a r m a   e s t    d e s a c t i v a d a . 	 E f f e c t u  .   L ' a l a r m e   e s t   d  s a c t i v  e . 	 F e r t i g .   A l a r m   i s t   a u s . 	 !>E@0=5=>.   C48;L=8:  2K:;NG5=. 	 O r a   a l l a r m e   t r a s c o r s a 	 *E  .   'DEF(G  E:DB	 E f e c t u a d o .   O   a l a r m e   e s t    d e s l i g a d o . 	 K a y d e d i l d i .   A l a r m   k a p a l 1  	 L u   l i   v    t t   c h u  n g   b  o 	 D o n e .   A l a r m   i s   O f f ! 	 D i s i m p a n .   P e n g g e r a   t e r p a d a m 	 9	K	  	/	>	d	  	2	>	0	M	.	  ,		&	  9	H		 	 	 	 L e j  r t   a z    b r e s z t  s   i d e j e 	 	 	 	 G e r e e d ,   w e k k e r   i s   u i t g e s c h a k e l d . 	 	 	 S a r c i n   s a l v a t .   A l a r m a   e s t e   o p r i t 	 	 	 .     . 	 	 	>	2	G	.   	2	>	0	M	.	  ,		&		 'F,'E  4/.   2F  G4/'1  .'EH4  '3*. 	   H  ''D'1E  (F/  	     .         	 						|   								  					 2
>
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  ,
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. 	 *(/?&?.   2>0  +/?&?. 	 8:>=0=>.   C48;L=8:  28<:=5=>. 	 







.   





  


  

	 .       . 	 K u g c i n i w e .   I - a l a m u   i v a l i w e 	 G c i n i w e .   I s i p h a p h a m i s i   s i v a l i w e 	 I m e h i f a d h i w a .   K e n g e l e   i m e z i m w a 	 A l a r m t y d   i s   v e r s t r e k e 	 .r a ay t a .     S i g n a l a s   i aj u n g t a s 	 S a g l a b t s .   M o d i n t j s   i z s l g t s 	 S a l v e s t a t u d .   A l a r m   o n   v  l j a s 	 Japzav~an  g:   Famafcxwaxth  av{a~an  g	 .     	 S a l v a t .   A l a r m a   e s t e   o p r i t 	 8
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
	 8M_  9G2>  d	  20>.  +M  ?	 	 								  						  		  						 	 	 	 	 	 	 	 F e i t o .   A l a r m e   e s t    d e s l i g a d o . 
 
 S T R _ T O D O _ I N V A L I D _ E N D _ T I M E 	 U n d e f i n e d 	 P O P U P 	 S a v e d .   I n v a l i d   E n d   T i m e . 	 S a v e d .   I n v a l i d   e n d   t i m e 	 2QX[FOP}_gBf!qHe	 OX[FO~_geeHe	 16  @'%2*4I*8D!H9I-	 G u a r d a d o .   H o r a   f i n a l   n o   v  l i d a 	 E n r e g i s t r  .   H e u r e   d e   f i n   i n v a l i d e 	 G e s p e i c h e r t .   U n g  l t i g e   E n d z e i t 	 S a v e d .   525@=>5  2@5<O  >:>=G0=8O. 	 S a l v a t o   O r a   f i n a l e   i n v a l i d a 	 *E  .   'DHB*  :J1  5-J-	 G u a r d a d o .   H o r a   d e   f i m   i n v  l i d a 	 K a y d e d i i l d i .   G e  e r s i z   b i t i _  s  r e s i   	 L u   l i   n h n g   t h i   g i a n   k t   t h  c   k h  n g   h i u   l c 	 T e r s i m p a n .   W a k t u   s e l e s a i   t i d a k   v a l i d 	 D i s i m p a n .   M a s a   a k h i r   t a k   s a h 	 8	G	5	  	?	/	>	  	/	>	d	  8	.	>	*	M	$	?	  8	.	/	  	5	H	'		 	 	 	 M e n t v e .    r v  n y t e l e n   b e f e j e z  s i   i d Q	 	 	 	 O p g e s l a g e n ,   o n g e l d i g e   e i n d t i j d 	 	 	 S a r c i n   s a l v a t .   O r a   d e   s f  r _i t   n u   e s t e   v a l i d 	 	 	 .         	 	 	G	2	G	.   	5	H	'	  8	.	>	*	M	$	?	5	G	3	. 	 0.J1G  4/.   2E'F  .'*EG  F'E9*(1  '3*	 H  '    :D7  '.**'E  HB*	     .       	 							  						  							  				 2
>
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
  
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	 *(/?&?.   !M  H.M  F2M2&A. 	 8:>=0=>.   52V@=0  :V=F520  40B0. 	 







.   





  






  




	 .       	 K u g c i n i w e .   U k u p h e l a   k w e s i k h a t h i   o k u n g e n a m t h e t h o 	 G c i n i w e .   I x e s h a   l o k u g q i b a   e l i n g a s e b e n z i y o 	 I m e h i f a d h i w a .   M u d a   b a t i l i   w a   k u i s h a 	 G e b e r g .   O n g e l d i g e   e i n d t y d 	 .r a ay t a .     N e g a l i o j a n t i s   u ~b a i g i m o   l a i k a s 	 S a g l a b t s .   B e i g u   l a i k s   n e d e r +g s 	 S a l v e s t a t u d .   S o b i m a t u   l  p u a e g 	 Japzav~an  g:   1v~a~e  a~ak  jatavao	 .       	 S a l v a t .   O r   d e   s f  r _i t   n e v a l i d 	 8
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	 8M_  9G2>  d	  .>(M_  6G7  8._	 	 									  						  							  				 	 	 	 	 	 	 	 S a l v o .   H o r a   f i n a l   i n v  l i d a 
 
 S T R _ T O D O _ M E E T I N G 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T a s k   T y p e 	 M e e t i n g 	 gp	 O	 #0
8!	 R e u n i  n 	 R  u n i o n 	 T r e f f e n 	 AB@5G0	 R i u n i o n e 	 ',*E'9	 R e u n i  o 	 T o p l a n t 1  	 H i   n g h 	 R a p a t 	 M e s y u a r a t 	 ,	H	 			 	 	 	 T a l  l k o z  	 	 	 	 O n t m o e t i n g 	 	 	  n t  l n i r e 	 	 	 	 	 .	?		?				 ,D3G	 ED'B'*	 	 					 .
?
2
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>
	 .@?M	 CAB@VG	 





	 	 U m h l a n g a n o 	 I n t l a n g a n i s o 	 M k u t a n o 	 V e r g a d e r i n g 	 S u s i t i k i m a s 	 S a n k s m e 	 K o o s o l e k 	 @avdkzxt	     	  n t  l n i r e 	 
B

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	 .??	 	 						 	 	 	 	 	 	 	 R e u n i  o 
 
 S T R _ T O D O _ C O U R S E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T a s k   T y p e 	 C o u r s e 	 z	 z	 -#L*	 C u r s o 	 C o u r s 	 K u r s 	 5:F88	 C o r s o 	 E'/)	 C u r s o 	 K u r s 	 K h  a   t r  n h 	 K u r s u s 	 K u r s u s 	 	K	0	M	8		 	 	 	 T a n f o l y a m 	 	 	 	 K o e r s 	 	 	 C u r s 	 	 	 	 	 	K	0	M	8		 /H1G  "EH24I	 H13	 	 										 
K
0
8
	 K0M8A	 @8G8=0	 









	 	 I k h o z i 	 I s i f u n d o 	 S a b a b u 	 K u r s u s 	 K u r s a s 	 K u r s s 	 K u r s u s 	 ?x}	 	 C u r s 	 
K
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8
M
	 K0M8	 	 										 	 	 	 	 	 	 	 C u r s o 
 
 S T R _ T O D O _ D A T E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T a s k   T y p e 	 D a t e 	 }g	 ~O	 !51	 F e c h a 	 D a t e 	 D a t u m 	 !2840=85	 D a t a 	 *'1J.	 D a t a 	 T a r i h   	 H n 	 T a n g g a l 	 T a r i k h 	 $	?	%	?		 	 	 	 D  t u m 	 	 	 	 D a t u m 	 	 	 D a t 	 	 	 	 	 $	>	0	@			 *'1J.	 *'1.	 	 						 $
>
0
@
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	 $G&@	 0B0	 




	 	 U s u k u 	 U m h l a 	 T a r e h e 	 D a t u m 	 D a t a 	 D a t u m s 	 K u u p  e v 	 :atadxiuxv	 	 D a t 	 !
G
1
M
1
M
	 $>0?	 	 						 	 	 	 	 	 	 	 D a t a 
 
 S T R _ T O D O _ C A L L 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T a s k   T y p e 	 C a l l 	 q	 5u݋	 B#(1L	 L l a m a r 	 A p p e l e r 	 A n r u f e n 	 K7>2	 C h i a m a 	 'DEC'DE)	 T e l e f o n a r 	  a r 1  	 G i   i n 	 H u b u n g i 	 P a n g g i l a n 	 	I	2		 	 	 	 H  v  s 	 	 	 	 G e s p r e k 	 	 	 A p e l 	 	 	 	 	 	I	2		 2F  2/F	 'D	 	 			 
>
q
2
	 >2M	 >472>=8B8	 


  


	   	 U c i n g o 	 F o w n a 	 P i g a   s i m u 	 O p r o e p 	 S k a m b i n t i 	 Z v a n s 	 H e l i s t a 	 ?avy	     	 A p e l a r e 	 
K
3
M

 	 2	 	 			 	 	 	 	 	 	 	 L i g a r 
 
 S T R _ T O D O _ A N N I V E R S A R Y 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T a s k   T y p e 	 A n n i v e r s a r y 	  }_e	 ~_e	 ##-	 A n i v e r s a r i o 	 A n n i v e r s a i r e 	 J a h r e s t a g 	 5=L  @>645=8O	 A n n i v e r s a r i o 	 'D0C1J  'D3FHJG	 A n i v e r s  r i o 	 Y 1l d  n  m    	 N g  y   k   n i m 	 H a r i   p e r i n g a t a n 	 U l a n g   t a h u n 	 5	0	M	7		>		 		 	 	 	  v f o r d u l  	 	 	 	 V e r j a a r d a g 	 	 	 A n i v e r s a r e 	 	 	   	 	 5	>	"	&	?	5	8		 3'D1/	 3'D1	   	 									 8
>
2
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0
9
	 5>0M7?K$M85	  VG=8FO	 







	 	 I - a n i v e s a r i 	 I s i k h u m b u z o   s o m n y a k a 	 A d h i m i s h o 	 H e r d e n k i n g 	 M e t i n s 	 J u b i l e j a 	 T  h t p  e v 	 Oaedaq	 	 A n i v e r s a r e 	 5
>
0
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7
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
	 8>.M,$M80	 	 									 	 	 	 	 	 	 	 A n i v e r s  r i o 
 
 S T R _ T O D O _ R E M I N D E R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T a s k   T y p e 	 R e m i n d e r 	 vQN	 vQ[	 1'
H'"@7-	 R e c o r d a t o r i o 	 R a p p e l 	 E r i n n e r u n g 	 0?><8=0=85	 R e m i n d e r 	 'DEF(G	 L e m b r e t e 	 H a t 1r l a t 1c 1	 N h c   n h 	 P e n g i n g a t 	 P e r i n g a t a n 	 0	?	.	>			!	0		 	 	 	 E m l  k e z t e t Q	 	 	 	 H e r i n n e r i n g 	 	 	 M e m e n t o 	 	 	 	 	 8	M	.	0	#		 J'/"H1	 '/  /'F  	 	 							 /
>
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	 0?.H!0M	 0304C20==O	 









	   	 I s i k h u m b u z i 	 I s i k h u m b u z i 	 K i k u m b u s h a 	 H e r i n n e r i n g 	 P r i m i n i m a s 	 A t g d i n j u m s 	 M e e l d e t u l e t u s 	 @kwext	 	 M e m e n t o 	 
0
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 
 S T R _ T O D O _ S T A R T _ T I M E 	 U n d e f i n e d 	 I C O N T E X T 	 S t a r t 	 S t a r t 	 YBf	  _Ye	 @#4H!I	 I n i c i a r 	 C o m m e n c e r 	 S t a r t 	 @5<O  =0G0;0	 I n i z i o 	 'D(/'J)	 I n i c i a r 	 B a _l a 	 T h i   g i a n   b t   u 	 M u l a i 	 M u l a 	 	0	.	M	-		 	 	 	 K e z d  s 	 	 	 	 S t a r t 	 	 	  n c e p u t 	 	 	 	 	 8	A	0	B		 41H9	 41H9	 	 					 6
A
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	 .J&2/?&?	 >G8=0TBLAO	 


  


	 	 Q a l a 	 Q a l i s a 	 A n z a 	 B e g i n 	 P r a d t i 	 S t a r t s 	 K  i v i t a 	 Mokfb	 	  n c e p u t 	 $
A

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
	 *M0>0.M-	 	 						 	 	 	 	 	 	 	 I n i c i a r 
 
 S T R _ T O D O _ E N D _ T I M E 	 U n d e f i n e d 	 I C O N T E X T 	 E n d 	 E n d 	 P}_gBf	 ~_ge	 *4I*8	 F i n a l i z a r 	 A r r  t e r 	 B e e n d e n 	 @5<O  >:>=G0=8O	 T e r m i n e 	 'F*GJ	 T e r m i n a r 	 B i t i r 	 T h i   g i a n   k t   t h  c 	 S e l e s a i 	 A k h i r 	 8	.	>	*	M	$		 	 	 	 V  g e 	 	 	 	 E i n d e 	 	 	 S f  r _i t 	 	 	 	 	 8	.	>	*	M	$		 ~''F	 .*E	 	 								 
$
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	 .A8?&?	 0:V=GCTBLAO	 





  


	 	 Q e d a 	 P h e l a 	 M a l i z a 	 E i n d i g 	 U ~b a i g t i 	 B e i g a s 	 L  p e t a 	 1~a	 	 S f  r _i t 	 

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

	 6G7	 	 							 	 	 	 	 	 	 	 F i m 
 
 S T R _ T O D O _ A L A R M _ B E F O R E _ 5 _ M I N S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 M e n u   I t e m . 	 5   m i n   b e f o r e 	 NRMR	 NRMR	 H-  5   25	 A n t e s   d e   5   m i n s . 	 A v a n t   5   m i n s 	 V o r   5   M i n . 	 0  5   <8=. 	 P r i m a   d i   5   m i n u t i 	 B(D  5   /B'&B	 5   m i n u t o s   a n t e s 	 5   d a k i k a d a n    n c e   	 5   p h  t   t r c 	 5   m e n i t   s e b e l u m n y a 	 S e b e l u m   5   m i n i t 	 5   .	?	(		  *	9	2	G		 	 	 	 5   p e r c c e l   e l Qb b 	 	 	 	 V o o r   5   m i n 	 	 	 L a   m a i   p u ci n   d e   5   m i n 	 	 	   5   	 	 5   .	?	.   *	B	0	M	5		 5   /BJBG  ~J4*1	 ~'F  EFy  ~D	 5     	 	  					  				 5   .
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
	 5   (?.?7  .A&A	 0  5   E2. 	 5   




  





	 5     	 N g a p h a m b i   k u k a   5   i m i z u z u 	 P h a m b i   k w e m i z   e - 5 	 K a b l a   y a   d a k i k a   5 	 5   m i n u t e   v o o r a f 	 P r i e a  5   m i n . 	 P i r m s   5   m i n 	 E n n e   5   m i n u t i t 	 Dkvy  5   xze	 5     	 L a   m a i   p u ci n   d e   5   m i n 	 5   .
?
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  .
A
(
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	 5   .?(?  *B0M,0A	 	 5   						  					 	 	 	 	 	 	 	 5   m i n   a n t e s 
 
 S T R _ T O D O _ A L A R M _ B E F O R E _ 1 5 _ M I N S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 M e n u   I t e m . 	 1 5   m i n   b e f o r e 	 ASNRMR	 ASNRMR	 H-  1 5   25	 A n t e s   d e   1 5   m i n s . 	 A v a n t   1 5   m i n s 	 V o r   1 5   M i n . 	 0  1 5   <8=. 	 P r i m a   d i   1 5   m i n u t i 	 B(D  1 5   /BJB)	 1 5   m i n u t o s   a n t e s 	 1 5   d a k i k a d a n    n c e   	 1 5   p h  t   t r c 	 1 5   m e n i t   s e b e l u m n y a 	 S e b e l u m   1 5   m i n i t 	 1 5   .	?	(		  *	9	2	G		 	 	 	 1 5   p e r c c e l   e l Qb b 	 	 	 	 V o o r   1 5   m i n 	 	 	 L a   m a i   p u ci n   d e   1 5   m i n 	 	 	   1 5   	 	 1 5   .	?	.   *	B	0	M	5		 1 5   /BJBG  ~J4*1	 ~F/1  EFy  ~D	 1 5     	 		  					  				 1 5   .
?
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
	 1 5   (?.?7  .A&A	 0  1 5   E2. 	 1 5   




  





	 1 5     	 N g a p h a m b i   k u k a   1 5   i m i z u z u 	 P h a m b i   k w e m i z   e l i - 1 5 	 K a b l a   y a   d a k i k a   1 5 	 1 5   m i n u t e   v o o r a f 	 P r i e a  1 5   m i n . 	 P i r m s   1 5   m i n 	 E n n e   1 5   m i n u t i t 	 Dkvy  1 5   xze	 1 5     	 L a   m a i   p u ci n   d e   1 5   m i n 	 1 5   .
?
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  .
A
(
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	 1 5   .?(?  *B0M,0A	 	 	 	 	 	 	 	 	 	 1 5   m i n   a n t e s 
 
 S T R _ T O D O _ A L A R M _ B E F O R E _ 3 0 _ M I N S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 M e n u   I t e m . 	 3 0   m i n   b e f o r e 	 	NASRMR	 	NASRMR	 H-  3 0   25	 A n t e s   d e   3 0   m i n s . 	 A v a n t   3 0   m i n s 	 V o r   3 0   M i n . 	 0  3 0   <8=. 	 P r i m a   d i   3 0   m i n u t i 	 B(D  3 0   /BJB)	 3 0   m i n u t o s   a n t e s 	 3 0   d a k i k a d a n    n c e   	 3 0   p h  t   t r c 	 3 0   m e n i t   s e b e l u m n y a 	 S e b e l u m   3 0   m i n i t 	 3 0   .	?	(		  *	9	2	G		 	 	 	 3 0   p e r c c e l   e l Qb b 	 	 	 	 V o o r   3 0   m i n 	 	 	 L a   m a i   p u ci n   d e   3 0   m i n 	 	 	   3 0   	 	 3 0   .	?	.   *	B	0	M	5		 3 0   /BJBG  ~J4*1	 *3  EFy  ~D	 3 0     	 		  					  				 3 0   .
?
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  *
9
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
	 3 0   (?.?7  .A&A	 0  3 0   E2. 	 3 0   




  





	 3 0     	 N g a p h a m b i   k u k a   3 0   i m i z u z u 	 P h a m b i   k w e m i z   e n g a m a - 3 0 	 K a b l a   y a   d a k i k a   3 0 	 3 0   m i n u t e   v o o r a f 	 P r i e a  3 0   m i n . 	 P i r m s   3 0   m i n 	 E n n e   3 0   m i n u t i t 	 Dkvy  3 0   xze	 3 0     	 L a   m a i   p u ci n   d e   3 0   m i n 	 3 0   .
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  .
A
(
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	 3 0   .?(?  *B0M,0A	 	 	 	 	 	 	 	 	 	 3 0   m i n   a n t e s 
 
 S T R _ T O D O _ L O C A T I O N 	 U n d e f i n e d 	 I C O N T E X T ,   T I T L E 	 M e n u   I t e m . 	 L o c a t i o n 	 0Wޞ	 0Wp	 5H1I	 P o s i c i  n 	 E m p l a c e m e n t 	 S t a n d o r t 	  0A?>;>65=85	 L u o g o 	 EHB9	 L o c a l i z a   o 	 Y e r 	 a   i m 	 L o k a s i 	 L o k a s i 	 8	M	%	>	(		 	 	 	 H e l y s z  n 	 	 	 	 L o c a t i e 	 	 	 L o c a ci e 	 	 	 	 	 2	K		G	6	(		 E'F	 EB'E  	 	 								 8
%
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	 8M%2	  >7B0HC20==O	 



	 	 I n d a w o 	 I n d a w o 	 E n e o 	 P l e k 	 V i e t a 	 V i e t a 	 A s u k o h t 	 Nau	 	 L o c a ci e 	 

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 
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Ye_^:N N!k	 '#I3#1I@5"'	 L a   r e p e t i c i  n   d e b e   s e r   u n a   v e z 	 R  p  t i t i o n   d o i t    t r e   u n e   f o i s 	 W i e d e r h o l u n g   s o l l t e   e i n m a l   s e i n 	 ;O  ?>2B>@0  4>;6=>  AB>OBL  7=0G5=85  ? 48=  @07? 	 R i p e t i   u n a   v o l t a   s o l a 	 JF(:J  'F  'C11  E1)  H'-/)	 R e p e t i r   u m a   v e z 	 T e k r a r   b i r   k e z   o l m a l 1	 C  i   t   l i   t h e o   c h u   k  	 T e r s i m p a n .   P e n g u l a n g a n   h a n y a   b o l e h   s e k a l i 	 U l a n g a n   s e p a t u t n y a   s e k a l i   	 *	A	(	0	>	5	C	$	M	$	?	  		  ,	>	0	  9	K	(	@	  	>	9	?			 	 	 	 C s a k   e g y s z e r   t  r t  n h e t   i s m  t l  s 	 	 	 	 S l e c h t s   e e n   k e e r   h e r h a l e n 	 	 	 S e   r e p e t   o   d a t 	 	 	   	 	 0	@	*	@		  		&	>		  	8	>	5	G		 ('J/  JC('1  *C1'14H/	 1~y  '  E1*(  HF'  '&	     	 					  					:   											  					 
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 
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 
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 
 S T R _ I D _ T O D O _ S T A T U S _ U N D O N E 	 T o d o l i s t 	 C 0 5 7 _ 1 	 T o d o l i s t   s t a t u s 	 U n d o n e 	 *g[b	 *g[b	 D!H@*#G	 S i n   f i n a l i z a r 	 P a s   t e r m i n  	 N i c h t   f e r t i g 	 5  2K?>;=5=>	 N o n   e s e g u i t o 	 DE  (*E	 N  o   c o n c l u  d o 	 T a m a m l a n m a d 1	 K h  n g   h o  n   t h  n h 	 B e l u m   s e l e s a i 	 D i b u a t   a s a l 	 	0	(	G	  	K	  ,	>		@		 	 	 	 N e m   k  s z 	 	 	 	 O n g e d a a n   g e m a a k t 	 	 	 R e f c u t 	 	 	   	 	 	 'F,'E  F4/	 	 	 					  					  						 	 	 	 	 	 U n d o n e 	 U n d o n e 	 U n d o n e 	 N i e   g e d o e n   n i e 	 U n d o n e 	 U n d o n e 	 U n d o n e 	 U n d o n e 	 U n d o n e 	 U n d o n e 	 
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 
 S T R _ I D _ T O D O _ S E A R C H _ B Y _ T I M E 	 T o d o l i s t 	 T I T L E ,   I C O N T E X T 	 S e a r c h   b y   t i m e 	 B y   t i m e 	 	ce	 	ce	 2!@'%2	 P o r   h o r a 	 P a r   h e u r e 	 N a c h   Z e i t 	 >  2@5<5=8	 P e r   o r a 	 (HB*	 P o r   h o r a 	 Z a m a n a   g  r e 	 T h e o   t h i   g i a n 	 B e r d a s a r k a n   w a k t u 	 M e n g i k u t   w a k t u 	 8	.	/	  	G	  	(	A	8	>	0		 	 	 	 I d Q  s z e r i n t 	 	 	 	 O p   t i j d 	 	 	 D u p   o r 	 	 	   	 	 	 (1'3'3  2E'F	 	 	 			  							 	 	 	 	 	 B y   T i m e 	 B y   T i m e 	 B y   T i m e 	 V o l g e n s   t y d 	 B y   T i m e 	 B y   T i m e 	 B y   T i m e 	 B y   T i m e 	 B y   T i m e 	 B y   T i m e 	 8
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	 8._  (A8>0G	 S i p a s   o r e s 	 			  							 	 	 	 	 	 	 	 P o r   t e m p o 	 	 	 	 	 	 	 	 O r d u a r e n   a r a b e r a 	 A y o n   s a   o r a s 	 P o r   d a t a 	 S i t e   n a   o g e 	 D e   r  i r   a m a 
 
 S T R _ I D _ T O D O _ S E A R C H _ B Y _ N O T E 	 T o d o l i s t 	 I C O N T E X T 	 S e a r c h   b y   d e s c r i p t i o n 	 B y   s u b j e c t 	 	c;Ne	 	c;N	 2!@#7H-	 P o r   a s u n t o   	 P a r   s u j e t 	 N a c h   B e t r e f f 	 >  ?><5B:5	 P e r   s o g g e t t o 	 -3(  'DEH6H9	 P o r   a s s u n t o 	 K o n u y a   g  r e 	 T h e o   c h   	 B e r d a s a r k a n   s u b j e k 	 I k u t   s u b j e k 	 5	?	7	/	  &	M	5	>	0	>		 	 	 	 T  r g y   s z e r i n t 	 	 	 	 O p   o n d e r w e r p 	 	 	 D u p   s u b i e c t 	 	 	   	 	 	 *H37  EH6H9	 	 	 				  							  	 	 	 	 	 	 B y   N o t e 	 B y   N o t e 	 B y   N o t e 	 V o l g e n s   o n d e r w e r p 	 B y   N o t e 	 B y   N o t e 	 B y   N o t e 	 B y   N o t e 	 B y   N o t e 	 B y   N o t e 	 
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 
 S T R _ I D _ T O D O _ S E A R C H _ B Y _ L O C A T I O N 	 T o d o l i s t 	 I C O N T E X T 	 S e a r c h   b y   l o c a t i o n 	 B y   l o c a t i o n 	 	c0Wp	 	c0Wp	 2!5H1I	 P o r   u b i c a c i  n 	 P a r   e m p l a c e m e n t 	 N a c h   S t a n d o r t 	 >  <5AB>?>;>65=8N	 P e r   l u o g o 	 (EHB9	 P o r   l o c a l i z a   o 	 K o n u m a   g  r e 	 T h e o   a   i m 	 B e r d a s a r k a n   l o k a s i 	 M e n g i k u t   l o k a s i 	 		9	  	G	  	(	A	8	>	0		 	 	 	 H e l y s z  n   s z e r i n t 	 	 	 	 O p   l o c a t i e 	 	 	 D u p   l o c a ci e 	 	 	   	 	 	 (1'3'3  EC'F	 	 	 							  							 	 	 	 	 	 B y   L o c a t i o n 	 B y   L o c a t i o n 	 B y   L o c a t i o n 	 V o l g e n s   l i g g i n g 	 B y   L o c a t i o n 	 B y   L o c a t i o n 	 B y   L o c a t i o n 	 B y   L o c a t i o n 	 B y   L o c a t i o n 	 B y   L o c a t i o n 	 

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	 ,8M%>(  (A8>0G	 S i p a s   v e n d n d o d h j e s 	 							  							 	 	 	 	 	 	 	 P o r   l o c a l 	 	 	 	 	 	 	 	 T o k i a r e n   a r a b e r a 	 A y o n   s a   l o k a s y o n 	 P o r   l u g a r 	 S i t e   n a   e b e 	 D e   r  i r   a n   t s u  m h 
 
 S T R _ I D _ B D A Y _ T I M E 	 T o d o l i s t 	 I C O N T E X T 	 b i r t h d a y 	 B i r t h d a y 	 ue	 ue	 '1@4	 C u m p l e a  o s 	 A n n i v e r s a i r e 	 G e b u r t s t a g 	 5=L  @>645=8O	 C o m p l e a n n o 	 9J/  EJD'/	 A n i v e r s  r i o 	 D o u m g  n  	 S i n h   n h t 	 U l a n g   t a h u n 	 H a r i   j a d i 	 	(	M	.	&	?	(	  	 	 	 	 S z  l e t  s n a p 	 	 	 	 V e r j a a r d a g 	 	 	 Z i   d e   n a _t e r e 	 	 	   	 	 	 1H2  *HD/	 	 	 								 	 	 	 	 	 B i r t h d a y 	 B i r t h d a y 	 B i r t h d a y 	 V e r j a a r d a g 	 B i r t h d a y 	 B i r t h d a y 	 B i r t h d a y 	 B i r t h d a y 	 B i r t h d a y 	 B i r t h d a y 	 
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 
 S T R _ I D _ B D A Y _ A L E R T 	 T o d o l i s t 	 T I T L E 	 b i r t h d a y   a l e r t 	 B i r t h d a y   r e m i n d e r 	 uec	 uec	 @7-'1@4	 A l e r t a   d e   c u m p l e a  o s 	 A l e r t e   d  a n n i v e r s a i r e 	 A c h t u n g   G e b u r t s t a g 	 ?>25I5=85  >  4=5  @>645=8O	 A v v i s o   d i   c o m p l e a n n o 	 ED'-8)  'D9J/  'DEJD'/	 A l e r t a   d e   a n i v e r s  r i o 	 D o u m g  n    a l a r m 1	 N h c     s i n h   n h t 	 P e n g i n g a t   h a r i   u l a n g   t a h u n 	 P e n g u m u m a n   h a r i   j a d i 	 	(	M	.	&	?	(	  	2	0	M			 	 	 	 S z  l e t  s n a p i   f i g y e l m e z t e t  s 	 	 	 	 W a a r s c h u w e n   o p   v e r j a a r d a g 	 	 	 A v e r t i z a r e   z i   d e   n a _t e r e 	 	 	     	 	 	 "D'1E  1H2  *HD/	 	 	 							  										 	 	 	 	 	 B i r t h d a y   a l e r t 	 B i r t h d a y   a l e r t 	 B i r t h d a y   a l e r t 	 V e r j a a r d a g - a a n m a n i n g 	 B i r t h d a y   a l e r t 	 B i r t h d a y   a l e r t 	 B i r t h d a y   a l e r t 	 B i r t h d a y   a l e r t 	 B i r t h d a y   a l e r t 	 B i r t h d a y   a l e r t 	 
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	 (M.&?(  8$0M	 A l a r m i   I   d i t e l i n d j e s 	 							  							 	 	 	 	 	 	 	 L e m b r e t e   d e   a n i v e r s  r i o 	 	 	 	 	 	 	 	 U r t e m u g a - o h a r r a 	 A l e r t o   s a   k a a r a w a n 	 A l e r t a   d e   a n i v e r s a r i o 	 d a   n k u t e   b c h     m m 	 F o l  i r e a m h   b r e i t h l  
 
 S T R _ I D _ B D A Y _ A L E R T _ A D D _ Q U E R Y 	 T o d o l i s t 	 P O P U P C O N F I R M 	 A d d   q u r y 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 ReQuecU	 mRuecT	 @4H!'1@4%C44+#7-D!H? 	  A g r e g a r   c u m p l e a  o s   a   c a l e n d a r i o ? 	 A j o u t e r   a n n i v e r s a i r e   d a n s   c a l e n d r i e r  ? 	 G e b u r t s t a g   z u m   K a l e n d e r   h i n z u f  g e n ? 	 >1028BL  45=L  @>645=8O  2  :0;5=40@L? 	 A g g i u n g e r e   c o m p l e a n n o   a l   c a l e n d a r i o ? 	 '6'A)  ED'-8)  'D9J/  'DEJD'/	 A d i c i o n a r   a n i v e r s  r i o   a   c a l e n d  r i o ? 	 D o u m g  n  n    t a k v i m e   e k l e ? 	 T h  m   l c h   s i n h   n h t ? 	 T a m b a h k a n   h a r i   u l a n g   t a h u n   k e   k a l e n d e r ? 	 T a m b a h   h a r i   j a d i   k e   k a l e n d a r ? 	 	H	2	G		!	0	  .	G		  	(	M	.	&	?	(	  	K	!	<	G			 	 	 	 H o z z  a d j a   a   s z  l e t  s n a p o t   a   n a p t  r h o z ? 	 	 	 	 V e r j a a r d a g   a a n   k a l e n d e r   t o e v o e g e n ? 	 	 	 A d u g a ci   z i u a   d e   n a _t e r e    n   c a l e n d a r ? 	 	 	         ? 	 	 	 'A2H/F  1H2  *HD/  (G  *BHE	 	 	 												  							  					  			  			? 	 	 	 	 	 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 V o e g   v e r j a a r d a g   b y   k a l e n d e r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 A d d   b i r t h d a y   t o   c a l e n d a r ? 	 
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? 	 M_>2G#M!00G  (M.&?(  /K!?,G? 	 S h t o   d i t e l i n d j e n   n e   k a l e n d a r 	 											  							  			  						? 	 	 	 	 	 	 	 	 A d i c i o n a r   a n i v e r s  r i o   a o   c a l e n d  r i o ? 	 	 	 	 	 	 	 	 U r t e m u g a   e g u t e g i r a t u ? 	 I d a g d a g   a n g   k a a r a w a n   s a   k a l e n d a r y o ? 	 E n g a d i r   a n i v e r s a r i o   a o   c a l e n d a r i o ? 	 T i n y e   b c h   m m   n a   k a l n d a 	 C u i r   b r e i t h l    l e i s   a n   b h f  i l i r e ? 
 
 S T R _ I D _ B D A Y _ A L E R T _ D E L _ Q U E R Y 	 T o d o l i s t 	 P O P U P C O N F I R M 	 D e l e t e   q u e r y 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 *RduecU	  RduecT	 %'1@4244? 	  E l i m i n a r   c u m p l e a  o s   d e l   c a l e n d a r i o ? 	 A j o u t e r   a n n i v e r s a i r e      p a r t i r   d u   c a l e n d r i e r  ? 	 G e b u r t s t a g   a u s   K a l e n d e r   e n t f e r n e n ? 	 #40;8BL  45=L  @>645=8O  87  :0;5=40@O?   	 E l i m i n a r e   c o m p l e a n n o   d a l   c a l e n d a r i o ? 	 E3-  ED'-8)  'D9J/  'DEJD'/	 E l i m i n a r   a n i v e r s  r i o   d o   c a l e n d  r i o ? 	 D o u m g  n  n    t a k v i m d e n   s i l ? 	 X  a   l c h   s i n h   n h t 	 H a p u s   h a r i   u l a n g   t a h u n   d a r i   k a l e n d e r ? 	 H a p u s   h a r i   j a d i   d a r i   k a l e n d a r ? 	 	H	2	G		!	0	  8	G	  	(	M	.	&	?	(	  	K	  .	?		>	  &	G		? 	 	 	 	 T  r l i   a   s z  l e t  s n a p o t   a   n a p t  r b  l ? 	 	 	 	 V e r j a a r d a g   u i t   k a l e n d e r   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   z i u a   d e   n a _t e r e   d i n   c a l e n d a r ? 	 	 	         ? 	 	 	 -0A  1H2  *HD/  '2  *BHE	 	 	 												  				  							  			  				  					  			? 	 	 	 	 	 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 S k r a p   v e r j a a r d a g   v a n   k a l e n d e r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 D e l e t e   b i r t h d a y   f r o m   c a l e n d a r ? 	 
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 
 S T R _ I D _ B D A Y _ A L E R T _ E D I T 	 T o d o l i s t 	 T I T L E 	 B i r t h d a y   r e m i n d e r 	 B i r t h d a y   r e m i n d e r 	 uec	 uec	 1'@7-'1@4	 R e c o r d a t o r i o   d e   c u m p l e a  o s 	 R a p p e l   d ' a n n i v e r s a i r e 	 E r i n n e r u n g   G e b u r t s t a g 	 0?><8=0=85  >  4=5  @>645=8O	 R i c o r d a   c o m p l e a n n o 	 ED'-8)  'D9J/  'DEJD'/	 L e m b r e t e   d e   a n i v e r s  r i o 	 D o u m g  n    h a t 1r l a t 1c 1	 N h c     s i n h   n h t 	 P e n g i n g a t   h a r i   u l a n g   t a h u n 	 P e r i n g a t a n   h a r i   j a d i 	 	(	M	.	&	?	(	  0	?	.	>			!	0		 	 	 	 S z  l e t  s n a p   e m l  k e z t e t Q	 	 	 	 H e r i n n e r e n   a a n   v e r j a a r d a g 	 	 	 M e m e n t o   z i l e   d e   n a _t e r e 	 	 	     	 	 	 J'/"H1  2'/1H2	 	 	 							  			  					  						 	 	 	 	 	 B i r t h d a r y   r e m i n d e r 	 B i r t h d a r y   r e m i n d e r 	 B i r t h d a r y   r e m i n d e r 	 V e r j a a r d a g - h e r i n n e r i n g 	 B i r t h d a r y   r e m i n d e r 	 B i r t h d a r y   r e m i n d e r 	 B i r t h d a r y   r e m i n d e r 	 B i r t h d a r y   r e m i n d e r 	 B i r t h d a r y   r e m i n d e r 	 B i r t h d a r y   r e m i n d e r 	 	 	 K u j t u e s i   I   d i t e l i n d j e s 	 								  											 	 	 	 	 	 	 	 L e m b r e t e   d e   a n i v e r s  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B D A Y _ R E M I N D E R 	 T o d o l i s t 	 I C O N T E X T 	 R e m i n d e r 	 R e m i n d e r 	 c	 c	 1'
H'"@7-	 R e c o r d a t o r i o 	 R a p p e l 	 E r i n n e r u n g 	 0?><8=0=85	 P r o m e m o r i a 	 ED'-8)	 L e m b r e t e 	 h a t 1r l a t 1c 1	 N h c   n h 	 P e n g i n g a t 	 P e r i n g a t a n 	 0	?	.	>			!	0		 	 	 	 E m l  k e z t e t Q	 	 	 	 H e r i n n e r e n 	 	 	 M e m e n t o 	 	 	 	 	 	 J'/"H1	 	 	 												  	 	 	 	 	 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 H e r i n n e r i n g 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 
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 S T R _ I D _ B D A Y _ R E M I N D E R _ T I M E 	 T o d o l i s t 	 I C O N T E X T 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 cBf	 ce	 @'%2@7-	 H o r a   d e   r e c o r d a t o r i o 	 H e u r e   d e   r a p p e l 	 E r i n n e r u n g s z e i t 	 @5<O  =0?><8=0=8O	 O r a   d e l   p r o m e m o r i a 	 ED'-8)  'DHB*	 H o r a   d o   l e m b r e t e 	 H a t 1r l a t m a   z a m a n 1	 T h i   g i a n   n h c   	 W a k t u   p e n g i n g a t 	 W a k t u   p e r i n g a t a n 	 0	?	.	>			!	0	  8	.	/		 	 	 	 E m l  k e z t e t  s   i d Qp o n t j a 	 	 	 	 H e r i n n e r t i j d 	 	 	 O r   m e m e n t o 	 	 	   	 	 	 2E'F  J'/"H1I	 	 	 												  				 	 	 	 	 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 H e r i n n e r i n g s t y d 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 R e m i n d e r   t i m e 	 
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 
 S T R _ I D _ B D A Y _ R E M I N D E R _ N O N E 	 T o d o l i s t 	 C 0 5 7 _ 1 	 N o n e 	 N o n e 	 
Nc	 
Nc	 D!H!5	 N i n g u n o 	 A u c u n e 	 N i c h t s 	 5B	 N e s s n a 	 D'	 N e n h u m a 	 H i  b i r i 	 K h  n g   n h c   	 T i d a k   a d a 	 T i a d a 	 	K		  (	9	@			 	 	 	 N i n c s 	 	 	 	 G e e n 	 	 	 N i c i u n a 	 	 	 	 	 	 G	 	 	 						  			 	 	 	 	 	 N o n e 	 N o n e 	 N o n e 	 G e e n 	 N o n e 	 N o n e 	 N o n e 	 N o n e 	 N o n e 	 N o n e 	 
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 
 S T R _ I D _ B D A Y _ R E M I N D E R _ S A M E _ D A Y 	 T o d o l i s t 	 C 0 5 7 _ 1 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 T N)Yc	 T N)Yc	 '1@5"'1	 E l   m i s m o   d  a 	 L e   m  m e   j o u r 	 D e r s e l b e   T a g 	 ">B  65  45=L	 L o   s t e s s o   g i o r n o 	 ED'-8)  AJ  FA3  'DJHE	 N o   m e s m o   d i a 	 A y n 1  g  n 	 N h c   c  n g   n g  y 	 P a d a   h a r i   y a n g   s a m a 	 H a r i   y a n g   s a m a 	 		8	@	  &	?	(		 	 	 	 A z n a p 	 	 	 	 D e z e l f d e   d a g 	 	 	 A c e e a _i   z i 	 	 	   	 	 	 GE'F  1H2	 	 	 			  						 	 	 	 	 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 D i e s e l f d e   d a g 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 T h e   s a m e   d a y 	 
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	 8.>(  &?(	 N e   t e   n j e j t e n   d i t e 	 					  				 	 	 	 	 	 	 	 O   m e s m o   d i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B D A Y _ R E M I N D E R _ P R E V _ D A Y 	 T o d o l i s t 	 C 0 5 7 _ 1 	 O n e   d a y   b e f o r e   t h e   b i r t h d a y   	 O n e   d a y   b e f o r e 	 MR N)Yc	 MR N)Yc	 +6H'1+%12	 U n   d  a   a n t e s 	 U n   j o u r   a v a n t 	 E i n e n   T a g   v o r h e r 	 0  >48=  45=L	 I l   g i o r n o   p r i m a 	 ED'-8)  B(D  'DJHE	 N o   d i a   a n t e s 	 B i r   g  n   s o n r a 	 N h c   t r c   m t   n g  y 	 S e h a r i   s e b e l u m n y a 	 S a t u   h a r i   s e b e l u m n y a 	 		  &	?	(	  *	B	0	M	5		 	 	 	 E g y   n a p p a l   k o r  b b a n 	 	 	 	 E e n   d a g   e e r d e r 	 	 	 Z i u a   p r e c e d e n t 	 	 	       	 	 	 JC1H2  ~J4*1	 	 	 		  			  				 	 	 	 	 	 O n e   d a y   b e f o r e 	 O n e   d a y   b e f o r e 	 O n e   d a y   b e f o r e 	 E e n   d a g   v a n t e v o r e 	 O n e   d a y   b e f o r e 	 O n e   d a y   b e f o r e 	 O n e   d a y   b e f o r e 	 O n e   d a y   b e f o r e 	 O n e   d a y   b e f o r e 	 O n e   d a y   b e f o r e 	 
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 
 S T R _ H A P P Y _ B I R T H D A Y 	 U n d e f i n e d 	 U N L I M 	 1 5 	 H a p p y   b i r t h d a y 	 ue_j	 ue_PN	 *8*1L'1@4	 F e l i z   c u m p l e a  o s 	 J o y e u x   a n n i v e r s a i r e 	 A l l e s   G u t e   z u m   G e b u r t s t a g 	 !  4=5<  @>645=8O! 	 B u o n   c o m p l e a n n o 	 9J/  'DEJD'/  39J/	 P a r a b  n s 	 M u t l u   y 1l l a r 	 C h  c   m n g   s i n h   n h t 	 S e l a m a t   u l a n g   t a h u n 	 S e l a m a t   h a r i   l a h i r 	 	(	M	.	&	?	(	  	@	  6	A	-		>	.	(	>				 	 	 	 B o l d o g   s z  l e t  s n a p o t ! 	 	 	 	 G e f e l i c i t e e r d 	 	 	 L a   m u l ci   a n i 	 	 	     	 	 5	>	"	&	?	5	8	>		M	/	>	  6	A	-	G		M		>		 *HD/*  E('1	 ! HE  ~/'&4  E('1  H	   ! 	 			  								 
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	   	 U s u k u   l o k u z a l w a   o l u h l e 	 Y o n w a b e l a   u s u k u   l o k u z a l w a 	 S i k u   y a   k u z a l i w a   y e n y e   f u r a h a 	 V e e l s   g e l u k   m e t   d i e   v e r j a a r d a g 	 S v e i k i n u   g i m t a d i e n i o   p r o g a 	 D a u d z   l a i m e s   d z i m aa n a s   d i e n 	  n n e   s  n n i p  e v a k s 	 >vxvd  wvxpa~x	     	 L a   m u l ci   a n i 	 
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 
 S T R _ B I R T H D A Y _ E M P T Y _ P H O N E _ N U M B E R 	 B i r t h d a y 	 P O P U P 	 M e n u   I t e m . 	 N o   n u m b e r   t o   d i a l 	 !q_x	 eSx	 +!2"@%'H2	 N o   h a y   n  m e r o   p a r a   m a r c a r 	 N u m  r o   d e   t  l  p h o n e   v i d e 	 N u m m e r   l e e r 	 ><5@  B5;5D>=0  =5  C:070=	 N u m e r o   v u o t o 	 'D1BE  .'DJ	 N  m e r o   v a z i o 	 T e l e f o n   n u m a r a s 1  y o k 	 K h  n g   c    s 	 T i d a k   a d a   n o m o r   y a n g   a k a n   d i h u b u n g i 	 N o m b o r   k o s o n g 	 (	.	M	,	0	  0	?		M	$		 	 	 	  r e s   s z  m 	 	 	 	 N u m m e r   l e e g 	 	 	 N u m r u l   d e   t e l e f o n   l i p s e _t e 	 	 	     	 	 +	K	(	  (		,	0	  0	?		>	.	>		 ,'  4E'1G  .'DJ3*	 .'D  AHF  FE(1	     	 					  					 +
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	     	 F a k a   i n a m b a   y e f o n i 	 I n o m b o l o   y e f o w n i   e n g e n a n t o 	 N a m b a r i   w a z i   y a   s i m u 	 N o m m e r   i s   l e e g 	 T u a
i a s   t e l e f o n o   n u m e r i s 	 T u k as   t e l e f o n a   n u m u r s 	 T  h i   t e l e f o n i n u m b e r 	 4aao  pe|amx}k  pata	     	 N u m r u l   d e   t e l e f o n   l i p s e _t e 	 +
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 
 S T R _ S C R _ S C R E E N S A V E R _ C A P T I O N 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 S S   C A P T I O N 	 S c r e e n   s a v e r 	 U^Ow	 O\U^Ob	  21+I2-	 P r o t e c t o r   d e   p a n t a l l a 	 E c o n o m i s e u r   d '  c r a n 	 B i l d s c h i r m s c h o n e r 	 0AB02:0	 S a l v a   s c h e r m o 	 'D4'4)  'DE$B*	 P r o t e c   o   d e   e c r  	 E k r a n   K o r u y u c u s u 	 B o   h   m  n   h  n h 	 P e n g h e m a t   L a y a r 	 P e n y e l a m a t   s k r i n 	 8	M		M	0	@	(	  8	G	5	0		 S c r e e n   S a v e r 	 S p o Yi 
  d i s p l e j e 	 W y g a s z a c z   e k r a n u 	 K  p e r n y Qk  m  l Q	 K u v a r u u d u n s   s t  j  	 S k j e r m b e s k y t t e r 	 `e t r i 
  d i s p l e j a 	 S c h e r m b e v e i l i g i n g 	 S k  r m s l  c k a r e 	 u v a r   e k r a n a 	 E c o n o m i z o r   e c r a n 	 O h r a n j e v a l n i k   Z a s l o n a 	 S c r e e n   S a v e r 	   	 !:@89=A592J@	 8	M		M	0	@	(	  8	G	5	M	9	0		 E-'A8  5A-G	 '31F  31H1	   	 							  							 8
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	   	 I - S c r e e n   s a v e r 	 I s k r i n i s e y v a 	 K i l e z i 	 S k e r m s k u t 	 E k r a n o   u ~s k l a n d a 	 E k r n s a u d z t j s 	 E k r a a n i s   s t j a 	 7oavk  zapzavxt	   	 E c o n o m i z o r   e c r a n 	 8
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 
 S T R _ S C R _ S C R E E N S A V E R _ S Y S T E M 	 S e t t i n g 	 I C O N T E X T 	 S y s t e m 	 S y s t e m 	 |q}	 |~	 #0	 S i s t e m a 	 S y s t  m e 	 S y s t e m 	 !8AB5<0	 S i s t e m a 	 'DF8'E	 S i s t e m a 	 S i s t e m 	 H   t h n g 	 S i s t e m 	 S i s t e m 	 8	?	8	M		.		 S y s t e m 	 S y s t  m 	 S y s t e m 	 R e n d s z e r 	 J  r j e s t e l m  	 S y s t e m 	 S y s t  m 	 S y s t e e m 	 S y s t e m 	 S u s t a v 	 S i s t e m 	 S i s t e m 	 	 	 !8AB5<0	 8	?	8	M		.		 33*E	 33yE	 	 								 8
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	 	 I s i s t i m u 	 I n k q u b o 	 M f u m o 	 S t e l s e l 	 S i s t e m a 	 S i s t m a 	 S  s t e e m 	 @ataoac	 	 S i s t e m 	 8
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	 8?7M.	 S i s t e m 	 								 	 	 	 	 	 	 	 S i s t e m a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S C R _ S C R E E N S A V E R _ D O W N L O A D 	 S e t t i n g 	 I C O N T E X T 	 D o w n l o a d 	 U s e r   d e f i n e d 	 O(u	 (u7bꁚ[IN	 3+B"9IC
I	 D e f i n i d o   p o r   e l   u s u a r i o 	 D  f i n i t   p a r   l ' u t i l i s a t e u r 	 B e n u t z e r d e f i n i e r t 	 >;L7>20B5;LA:85	 U t e n t e   d e f i n i t o 	 *91JA  'DE3*./E	 D e f i n i d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a r a f 1n d a n   b e l i r l e n e n 	 N g i   d  n g   t 	 S e l e r a   P e m a k a i 	 D i t e n t u k a n   p e n g g u n a 	 *	M	0	/	K		M	$	>	  (	?	0	M	'	>	0	#		 B r u g e r   D e f i n e r e t 	 U ~i v a t e l s k    u r 
e n  	 O k r e [l e n i e   u |y t k o w n i k a 	 E g y  n i 	 K  y t t  j  n   m   r i t t  m  	 B r u k e r d e f i n e r 	 U ~ v a t e >s k    d e f i n  c i a 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 A n v  n d a r a n p a s s a t 	 D e f i n i c i j e   k o r i s n i k a 	 D e f i n i r e   u t i l i z a t o r 	 U p o r a b n i ak i   D o l o 
e v a l e c 	         	   	 >B@518B5;	 /	B		0	  !	?	+	>		(		 *91A  *H37  '1(1	 H21  A'&F	   	 											  									  				 
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 S T R _ S C R E E N S A V E R _ 5 S E C 	 S e t t i n g 	 C 0 5 7 _ 1 	 5 S E C 	 5   s e c 	 5   y	 5   y	 5   '4	 5   s 	 5   s e c 	 5   S e k . 	 5   A	 5   s e c 	 5   +H'FJ	 5   s e g . 	 5   s a n i y e 	 5   g i  y 	 5   d e t 	 5   s a a t 	 5   8	G		G		!		 5   S e k 	 5   s e c . 	 5   s e k 	 5   m p 	 5   s 	 5   s e k 	 5   s e k . 	 5   s e c 	 5   s e k 	 5   s e k u n d i 	 5   s e c 	 5   S e k 	 5   	 5   	 5   A5:. 	 5   8	G	. 	 5   +'FG	 5   3F	 5   S e c 	 	  		. 	 5   8
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 
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 S T R _ S C R E E N S A V E R _ 1 M I N U T E 	 S e t t i n g 	 C 0 5 7 _ 1 	 1 M I N 	 1   m i n u t e 	 1   R	 1   R	 1   25	 1   m i n u t o 	 1   m i n u t e 	 1   M i n u t e 	 1   <8=. 	 1   m i n u t o 	 1   /BJB)	 1   m i n u t o 	 1   d a k i k a 	 1   p h  t 	 1   m e n i t 	 1   m i n i t 	 1   .	?	(			 1   M i n u t 	 1   m i n . 	 1   m i n u t a 	 1   p e r c 	 1   m i n u u t t i 	 1   m i n u t t 	 1   m i n  t a 	 1   m i n u u t 	 1   m i n 	 1   m i n u t a 	 1   m i n u t 	 1   M i n u t a 	 1   	   	 1   <8=CB0	 1   .	?	(			 1   /BBG	 1   EFy	 1   	 	  						 1   .
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 S T R _ S C R E E N S A V E R _ W A I T I N G 	 S e t t i n g 	 I C O N T E X T 	 W A I T I N G 	 W a i t i n g 	 I{P	 I{P	 @'%2#-	 E s p e r a n d o 	 E n   a t t e n t e 	 W a r t e 	 6840=85	 A t t e n d e r e 	 'F*8'1  : 	    e s p e r a 	 B e k l i y o r 	 a n g   c h 	 M e n u n g g u 	 M e n u n g g u 	 *	M	0	$	@		M	7	>		 V e n t e r : 	 e k  m : 	 O c z e k i w a n i e : 	 V  r a k o z i k 	 O d o t t a a : 	 V e n t e r : 	 a k a n i e : 	 W a c h t e n 	 V  n t a r : 	 e k a n j e : 	  n   a _t e p t a r e 	 a k a n j e : 	   : 	 	 7G0:20=5: 	 *	M	0	$	@		M	7	>	  	0	>	: 	 /1  -'D  'F*8'1	 'F*8'1  E: 	 	 							  			  						 
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 S T R _ S C R E E N S A V E R _ D I S P L A Y _ T I M E 	 S e t t i n g 	 H I N T ,   C 0 5 7 _ 1 	 S c r e e n S a v e r L i s t 	 D i s p l a y   t i m e 	 o:yBf	 >f:ye	 A*@'%2	 M o s t r a r   h o r a 	 A f f i c h e r   l ' h e u r e 	 A n z e i g e z e i t 	 @5<O  48A?;5O	 V i s u a l i z z a   o r a 	 916  'DHB*	 M o s t r a r   h o r a 	 S a a t i   g  s t e r 	 H i n   t h   t h i   g i a n 	 D i s p l a y   T i m e 	 M a s a   p a p a r a n 	 !	?	8	M	*	M	2	G	  8	.	/		 D i s p l a y   T i m e 	 D i s p l a y   T i m e 	 D i s p l a y   T i m e 	 I d Q  m e g j e l e n  t  s e 	 D i s p l a y   T i m e 	 D i s p l a y   T i m e 	 Z o b r a z i e  
a s 	 W e e r g a v e t i j d 	 T i d s d i s p l a y 	 V r i j e m e   p r i k a z a 	 A f i _a r e   o r 	 P r i k a ~i   a s 	   	   	 >:068  @5<5	 5	?	7	/	  *	M	0	&	0	M	6	(		 E/*  FE'J4	 3~D  HB*	   	 			  							 *
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	   	 B o n i s a   i s i k h a t h i 	 I x e s h a   l o m b o n i s o 	 O n y e s h a   s a a 	 V e r t o o n   t y d 	 R o d y m o   l a i k a s 	 P a r d +t   l a i k u 	 K u v a   k e l l a a e g 	 Jaoeel  jatavaoh	   	 A f i _a r e   o r 	 8
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 
 S T R _ M E N U 3 1 0 3 _ R I N G T O N E _ C O M P O S E R 	 R i n g T o n e C o m p 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M e l o d y   C o m p o s e r   ( A p p l i c a t i o n ' s   n a m e ) 	 M e l o d y   c o m p o s e r 	 4r}/	 ÔX	 1'AH@%	 C o m p o s i t o r   d e   m e l o d  a s 	 C o m p o s e u r   d e   m  l o d i e 	 M e l o d i e k o m p o n i s t 	 !8=B570B>@  <5;>489	 C o m p o s i t o r e   m e l o d i a 	 '9/'/  'DF:E)	 C o m p o s i t o r   d e   m e l o d i a s 	 M e l o d i   o l u _t u r u c u s u 	 T   s a n g   t a c   g i a i   i  #u 	 P e m b u a t   M e l o d i 	 P e n g g u b a h   m e l o d i 	 .	G	2	K	!	@	  0		/	?	$	>		 K o m p o n  r   M e l o d i 	 S l o ~e n    m e l o d i e 	 K o m p o z y t o r 	 D a l l a m s z e r k e s z t  s 	 L a a d i   s o i t t o   n i 	 K o m p o n e r   m e l o d i 	 Z l o ~i e  m e l  d i u 	 M e l o d i e c o m p o n i s t 	 K o m p o n e r a   m e l o d i 	 S k l a d a n j e   m e l o d i j e 	 C o m p u n e r e   m e l o d i e 	 K o m p o z i r a n j e   M e l o d i j e 	   	   	 ><?>78@09  5;>48O	 .	G	2	!	@	  $	/	>	0	  	0	>		 "GF  3'2  EDH/	 F:E  E~H2  ,&  	   	 			  						  				 .
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 
 S T R _ C O M P _ R I N G T O N E _ P L A Y _ S P E E D 	 R i n g T o n e C o m p 	 T I T L E ,   I C O N T E X T 	 A d j u s t   P l a y i n g   S p e e d 	 P l a y   s p e e d 	 d>e^	 d>e^	 '2!@#G'2#@%H	 V e l o c i d a d   d e   r e p r o d u c c i  n 	 V i t e s s e   d e   l e c t u r e 	 W i e d e r g a b e g e s c h w i n d i g k e i t 	 !:>@>ABL  2>A?@>872. 	 V e l o c i t    d i   r i p r o d u z i o n e 	 319)  'D*4:JD	 V e l o c i d a d e   d e   r e p r o d u   o 	  a l m a   h 1z 1	 T c     p h  t 	 P u t a r   C e p a t 	 K e l a j u a n   m a i n 	 	2	>	(	G	  	@	  	$	?		 A f s p i l n i n g s   H a s t i g h e d 	 R y c h l o s t   p Ye h r  v  n  	 P r d k o [  o d t w a r z a n i a 	 L e j  t s z  s i   s e b e s s  g 	 T o i s t o n o p e u s 	 A v s p i l l i n g s h a s t i g h e t 	 R  c h l o s e  p r e h r  v a n i a 	 A f s p e e l s n e l h e i d 	 U p p s p e l n i n g s h a s t i g h e t 	 B r z i n a   r e p r o d u k c i j e 	 V i t e z   r e d a r e 	 H i t r o s t   P r e d v a j a n j a 	   	   	 !:>@>AB  =0  7?J;=5=85	 6	@		M	0	  	>	2	B	  	0	>		 319*  ~.4	 DF    1A*'1	   	 						  				 *
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 
 S T R _ C O M P _ R I N G T O N E _ S E L _ I N S T 	 R i n g T o n e C o m p 	 T I T L E ,   I C O N T E X T 	 S e l e c t   P l a y i n g   I n s t r u m e n t 	 S e l e c t   i n s t r u m e n t 	 xdjhV	 	bPNhV	 @%7-@#7H-#5	 S e l e c c i o n a r   i n s t r u m e n t o 	 C h o i s i r   l ' i n s t r u m e n t 	 I n s t r u m e n t   w  h l e n 	 K1>@  8=AB@C<5=B0	 S e l e z i o n a   s t r u m e n t o 	 '.*J'1  'D)  EH3JBJ)	 S e l e c c i o n a r   i n s t r u m e n t o 	 E n s t r  m a n   s e  	 C h n   n h c   c 	 P i l i h   A l a t 	 P i l i h   a l a t 	 /		$	M	0	  	>	  	/	(	  	0	G			 V  l g   I n s t r u m e n t 	 V y b r a t   n  s t r o j 	 W y b i e r z   i n s t r u m e n t 	 H a n g s z e r   k i v  l a s z t  s a 	 V a l i t s e   i n s t r u m e n t t i 	 V e l g   i n s t r u m e n t 	 V y b r a e  i n at r u m e n t 	 I n s t r u m e n t   s e l e c t e r e n 	 V  l j   i n s t r u m e n t 	 O d a b e r i t e   i n s t r u m e n t 	 S e l e c t a r e   i n s t r u m e n t 	 I z b e r i   N a p r a v o 	   	   	 715@8  =AB@C<5=B	 /		$	M	0	  (	?	5	!	>		 'F*.'(  "D*  EH3B	 'F3y1HEFy  EF*.(  ,&	     	 											  								  				 8
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 
 S T R _ C O M P _ R I N G T O N E _ F A S T 	 R i n g T o n e C o m p 	 H I N T ,   T W O S T A T E 	 P l a y i n g   S p e e d   F a s t 	 F a s t 	 _	 _	 @#G'	 R  p i d a 	 R a p i d e 	 S c h n e l l 	 KAB@>	 V e l o c e 	 31J9	 R  p i d a 	 H 1z l 1	 N h a n h 	 C e p a t 	 C e p a t 	 $	G			 H u r t i g 	 R y c h l e 	 S z y b k i 	 G y o r s 	 N o p e a 	 H u r t i g 	 R  c h l o 	 S n e l 	 S n a b b t 	 B r z o 	 R a p i d 	 H i t r o 	 	 	 J@7>	 6	@		M	0	  	 319	 *2	 	 						 $
G

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	 +>8MM	 (284:>	 



	 	 O k u s h e s h a y o 	 K h a w u l e z a 	 H a r a k a 	 V i n n i g 	 G r e i t a s 	  t r s 	 K i i r e 	 1ac	 	 R a p i d 	 &
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 
 S T R _ C O M P _ R I N G T O N E _ N O R M A L 	 R i n g T o n e C o m p 	 H I N T ,   T W O S T A T E 	 P l a y i n g   S p e e d   N o r m a l 	 M e d i u m 	 -N	 -N	 2%2	 N o r m a l 	 N o r m a l 	 N o r m a l 	 !@54=OO	 M e d i a 	 9'/I	 N o r m a l 	 N o r m a l 	 B i  n h   t h  n g 	 N o r m a l 	 S e d e r h a n a 	 .	'	M	/	.		 N o r m a l 	 N o r m  l n 	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n e 	 N o r m a a l 	 N o r m a l t 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 9'/	 F'1ED	 	 							 8
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 
 S T R _ C O M P _ R I N G T O N E _ S L O W 	 R i n g T o n e C o m p 	 H I N T ,   T W O S T A T E 	 P l a y i n g   S p e e d   S l o w 	 S l o w 	 ba	 ba	 
I2	 L e n t a 	 L e n t 	 L a n g s a m 	 54;5==>	 L e n t a 	 (7&	 L e n t a 	 Y a v a _	 C h m 	 L a m b a t 	 L a m b a t 	 '	@	.	>		 	 	 	 L a s s  	 	 	 	 L a n g z a a m 	 	 	  n c e t 	 	 	 	 	 .		&		 "G3*G	 "3*	 	 				   9
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	 	 O k u n e n s a y o 	 C o t h a 	 P o l e p o l e 	 S t a d i g 	 L t a s 	 L n s 	 A e g l a n e 	 4avdar	 	  n c e t 	 8
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 
 S T R _ C O M P _ R I N G T O N E _ P I A N O 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   P i a n o 	 P i a n o 	 4t	 4t	 @5"B	 P i a n o 	 P i a n o 	 P i a n o 	 $>@B5?LO=>	 P i a n o 	 (J'FH	 P i a n o 	 p i y a n o 	  n   d n g   c m 	 P i a n o 	 P i a n o 	 *	?	/	>	(	K		 K l a v e r 	 P i a n o 	 P i a n i n o 	 Z o n g o r a 	 P i a n o 	 P i a n o 	 P i a n o 	 P i a n o 	 P i a n o 	 P i a n o 	 P i a n 	 P i a n o 	 	 	 80=>	 *	?	/	>	(	K		 ~'FH	 ~'FH	 	 							 *
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 
 S T R _ C O M P _ R I N G T O N E _ G U I T A R 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   G u i t a r 	 G u i t a r 	 	TN	 	TN	 52#L	 G u i t a r r a 	 G u i t a r e 	 G i t a r r e 	 8B0@0	 C h i t a r r a 	 ,J*'1	 G u i t a r r a 	 g i t a r 	 G h i   t a 	 G i t a r 	 G i t a r 	 	?		>	0		 G u i t a r 	 K y t a r a 	 G i t a r a 	 G i t  r 	 K i t a r a 	 G i t a r 	 G i t a r a 	 G i t a a r 	 G i t a r 	 G i t a r a 	 C h i t a r 	 K i t a r a 	 	 	 8B0@0	 	?		>	0		 *'1	 *'1	 	 						 
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	 	 I s i g i n g c i 	 I k a t a l a 	 G i t a 	 K i t a a r 	 G i t a r a 	 "i t r a 	 K i t a r r 	 ?kia|	 	 C h i t a r 	 
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 
 S T R _ C O M P _ R I N G T O N E _ V I O L I N 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   V i o l i n 	 V i o l i n 	 \c4t	 \c4t	 D'B-%4	 V i o l  n 	 V i o l o n 	 V i o l i n e 	 !:@8?:0	 V i o l i n o 	 C'EF,'	 V i o l i n o 	 k e m a n 	 V i  l  n g 	 B i o l a 	 B i o l a 	 5	I	/	2	?	(		 V i o l i n 	 H o u s l e 	 S k r z y p c e 	 H e g e d q	 V i u l u 	 F i o l i n 	 H u s l e 	 V i o o l 	 F i o l 	 V i o l i n a 	 V i o a r 	 V i o l i n a 	 	 	 &83C;:0	 5	M	9	>	/	2	?	(		 HHDF	 H'&DF	 	 								 5
>
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	 5>/?2F(M	 !:@8?:0	 






	 	 I v a y o l i n i 	 I f i d y o l i 	 F i d l a 	 V i o o l 	 S m u i k a s 	 V i j o l e 	 V i i u l 	 Kxiao	 	 V i o a r 	 5
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 
 S T R _ C O M P _ R I N G T O N E _ S A X O P H O N E 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   S a x o p h o n e 	 S a x o p h o n e 	 KQe{	 (KQe{	 AGBB	 S a x o f  n 	 S a x o p h o n e 	 S a x o f o n 	 !0:A>D>=	 S a x o f o n o 	 3'C3AHF	 S a x o f o n e 	 S a k s a f o n 	 K  n   S c   x    p h  n 	 S a k s o p o n 	 S a k s o f o n 	 8	G		M	8	K	+	K	(		 S a x o f o n 	 S a x o f o n 	 S a k s o f o n 	 S z a x o f o n 	 S a k s o f o n i 	 S a k s o f o n 	 S a x o f  n 	 S a x o f o o n 	 S a x o f o n 	 S a k s o f o n 	 S a x o f o n 	 S a k s o f o n 	 	 	 !0:A>D>=	 8	G		M	8	K	+	K	(		 3'3HAHF	 33H  AHF	 	 												 8
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	 	 I - S a x o p h o n e 	 I s a k s o f o n i 	 S a k s a f o n i 	 S a k s o f o o n 	 S a k s o f o n a s 	 S a k s o f o n s 	 S a k s o f o n 	 Ma}xxv	 	 S a x o f o n 	 8
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 
 S T R _ C O M P _ R I N G T O N E _ S T E E L D R U M S 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   S t e e l   D r u m s 	 S t e e l   d r u m s 	 	 	 %-B%+0	 T a m b o r e s   m e t  l i c o s 	 T a m b o u r   m  t a l l i q u e 	 S t e e l   D r u m 	 !B0;L=K5  10@010=K	 B a t t e r i a 	 /1'E2	 B a t e r i a 	  e l i k   d a v u l 	 T r n g 	 D r u m 	 D r a m   k e l u l i 	 8	M		@	2	  !	M	0	.	M	8		 O l i e t  n d e 	 K o v o v    b i c  	 P e r k u s j a 	 D o b 	 S t e e l r u m m u t 	 S t  l t r o m m e r 	 K o v o v    b i c i e 	 S t e e l   d r u m s 	 T r u m m o r 	 e l i 
n i   b u b n j e v i 	 T o b e   m e t a l i c e 	 B o b n i 	 	   	 5B0;=8  0@010=8	 8	M		@	2	  !	M	0	.	M	8		 7(D	 '3yD  1E3	   	 					  						 8

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	   	 A m a d r a m u   e n s i m b i 	 A m g u b u   e s i n y i t h i 	 N g o m a   c h a   c h u m a 	 S t a a l t r o m 	 G e l e ~i n   b a 
k a 	 T r a u d a   b u n g a s 	 T e r a s t r u m m i d 	 Sxrzae  itbxo	     	 T o b e   m e t a l i c e 	 8
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	 7M?2  !M0.	 D a u l l e   c e l i k u 	 					  						 	 	 	 	 	 	 	 T a m b o r e s   m e t  l i c o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C O M P _ R I N G T O N E _ F L U T E 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   F l u t e 	 F l u t e 	 w{	 {	 %8	 F l a u t a 	 F l  t e 	 F l  t e 	 $;59B0	 F l a u t o 	 E2E'1	 F l a u t a 	 F l  t 	 S  o 	 S u l i n g 	 S e r u l i n g 	 ,	>		8	A	0	@		 F l  j t e 	 F l  t n a 	 F l e t 	 F u r u l y a 	 H u i l u 	 F l  y t e 	 P  aea l a 	 F l u i t 	 F l  j t 	 F l a u t a 	 F l a u t 	 F l a v t a 	 	 	 $;59B0	 +	M	2	M	/	B			 ADH*	 ('FyHF	 	 						 ,
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	 	 I - F l u t e 	 I m b a n d e 	 Z u m a r i 	 F l u i t 	 F l e i t a 	 F l a u t a 	 F l   t 	 Vleua	 	 F l a u t 	 *
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 
 S T R _ C O M P _ R I N G T O N E _ H A R M O N I C A 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   H a r m o n i c a 	 H a r m o n i c a 	 S4t	 S4t	 .2#LB!4I2	 A r m  n i c a 	 H a r m o n i c a 	 H a r m o n i k a 	 0@<>=8:0	 A r m o n i c a 	 G'1EHFJC'	 H a r m  n i c a 	 A r m o n i k a 	 K  n    c m  n i c a 	 H a r m o n i k a 	 H a r m o n i k a 	 9	>	0	M	.	K	(	?	/	.		 M u n d h a r p e 	 F o u k a c    h a r m o n i k a 	 H a r m o n i j k a 	 H a r m  n i k a 	 H u u l i h a r p p u 	 M u n n s p i l l 	 H a r m o n i k a 	 H a r m o n i c a 	 M u n s p e l 	 H a r m o n i k a 	 A r m o n i c 	 H a r m o n i k a 	 	 	 %0@<>=8:0	 9	0	M	.	K	(	?		>		 3'2  /GF	 '1EHF'	 	 											 9
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 
 S T R _ C O M P _ R I N G T O N E _ T R U M P E T 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   T r u m p e t 	 T r u m p e t 	 US	 US	 #1!@G	 T r o m p e t a 	 T r o m p e t t e 	 T r o m p e t e 	 "@C10	 T r o m b a 	 'D(HB	 T r o m p e t a 	 T r o m p e t 	 K  n   t r o m p  t 	 T e r o m p e t 	 T r u m p e t 	 	M	0	.	M	*	G			 T r o m p e t 	 T r u m p e t a 	 T r b k a 	 T r o m b i t a 	 T r u m p e t t i 	 T r o m p e t 	 T r  b k a 	 T r o m p e t 	 T r u m p e t 	 T r u b a 	 T r o m p e t 	 T r o b e n t a 	 	 	 "@><?5B	 	M	0	.	M	*	G			 *1HE~*	 FA1	 	 									 ,
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 
 S T R _ C O M P _ R I N G T O N E _ M U S I C B O X 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   M u s i c   B o x 	 M u s i c   b o x 	 jv	 PNv	 %H-#5	 C a j a   m u s i c a l 	 B o  t e      m u s i q u e 	 S p i e l u h r 	 (0@<0=:0	 S c a t o l a   m u s i c a l e 	 5F/HB  'DEH3JBI	 C a i x a   d e   m  s i c a 	 M  z i k   k u t u s u 	 H  #p   n h a #c 	 K o t a k   M u s i k 	 K o t a k   m u s i k 	 8			@	$	  ,	I		M	8		 M u s i c   B o x 	 M u s i c   B o x 	 K a t a r y n k a 	 Z e n e g  p 	 S o i t t o r a s i a 	 M u s i k k b o k s 	 M u s i c   B o x 	 M u z i e k d o o s 	 S p e l d o s a 	 G l a z b e n a   k u t i j a 	 C u t i e   m u z i c a l 	 G l a s b e n a   S k r i n j a 	   	   	 C78:0;=0  CB8O	 .	M	/	B		?		  ,	I		M	8		 ,9(G  EH3B	 EH3B  ('3	 	 						  					 .
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	   	 I b h o k i s i   l o m c u l o 	 I b h o k i s i   y o m c u l o 	 K i s a n d u k u   c h a   m u z i k i 	 M u s i e k s p e l e r 	 M u z i k o s   d ~u t 	 L e i j e r k a s t e 	 M u s i c   b o x 	 5ajwaoav  azaa	   	 C u t i e   m u z i c a l 	 .
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 
 S T R _ C O M P _ R I N G T O N E _ X Y L O P H O N E 	 R i n g T o n e C o m p 	 H I N T ,   I C O N T E X T 	 S e l e c t   I n s t r u m e n t   X y l o p h o n e 	 X y l o p h o n e 	 (g4t	 (g4t	 DB%B	 X i l  f o n o 	 X y l o p h o n e 	 X y l o f o n 	 A8;>D>=	 X i l o f o n o 	 'C3J'DHAHF	 X i l o f o n e 	 K s i l o f o n 	 M c   c m 	 S i l o p h o n e 	 X i l o f o n 	 	<	>		2	K	+	K	(		 X y l o f o n 	 X y l o f o n 	 K s y l o f o n 	 X i l o f o n 	 K s y l o f o n i 	 X y l o f o n 	 X y l o f  n 	 X y l o f o o n 	 X y l o f o n 	 K s i l o f o n 	 X i l o f o n 	 K s i l o f o n 	 	 	 A8;>D>=	 	>	2	K	+	K	(		 2DHAHF	 '3DH  AHF	 	 								 
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 
 S T R _ C O M P _ R I N G T O N E _ E M P T Y R I N G T O N E 	 R i n g T o n e C o m p 	 P O P U P 	 E m p t y   R i n g   t o n e   p o p   u p   m e s s a g e 	 E m p t y   r i n g t o n e 	 zz}v4r	 zz}vÔX	 D!H!5@*5"@#5"	 V a c i a r   t o n o   d e   l l a m a d a 	 E f f a c e r   s o n n e r i e 	 K l i n g e l t o n   l e e r 	 CAB>9  B>=	 S v u o t a   t o n o   s u o n e r i a 	 F:E)  1FJF  .'DJ)	 T o q u e   v a z i o 	 B o _  z i l   s e s i 	 N h c   c h u  n g   t r n g 	 M e n g o s o n g k a n   N a d a   D e r i n g 	 N a d a   d e r i n g   k o s o n g 	 0	?				K	(	  	>	2	@		 T o m   R i n g e   T o n e 	 P r  z d n    v y z v  n c    t  n 	 S k a s u j   d zw i k   d z w o n k a 	  r e s   c s e n g Qh a n g 	 T y h j    s o i t t o   n i 	 T o m   r i n g e t o n e 	 C h  b a   v y z v  Ha c    t  n 	 L e g e   r i n g t o n e 	 T o m   r i n g s i g n a l 	 Z v u k   z v o n a   p r a z a n 	 S o n e r i a   n u   a   f o s t   s e l e c t a t 	 I z p r a z n i   Z v o k   Z v o n e n j a 	     	   	 @075=   8=3B>=	 0	?			  	K	(	  0	?		>	.	>		 "GF  2F  .'D  '3*	 .'D  1F  yHF	   ,     	 				  			  				 0
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	    	 I r i n g i t h o n i   e n g e n a l u t h o 	 I t h o n i   e k h a l a y o   e n g e n a n t o 	 T o n i   y a   k u i t a   w a z i 	 L e    l u i t o o n 	 T u a
i a s   s k a m b e s i o   t o n a s 	 T u k aa   z v a n a   m e l o d i j a 	 T  h i   h e l i n 	 4aao  oavyk  teredk	     	 S o n e r i a   n u   a   f o s t   s e l e c t a t 	 1
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	 0?MK(  6B(M_  0(M$A	 B o s h a t i s   m e l o d i n e   e   z i l e s 	 				  				  	' 		 	 	 	 	 	 	 	 T o q u e   v a z i o 	 	 	 	 	 	 	 	 D e i - d o i n u   h u t s a 	 W a l a n g   r i n g t o n e 	 T o n   d e   t i m b r e   b a l e i r o 	 d a o l u   e f u 	 C l i n g t h o n   f o l a m h 
 
 S T R _ R I N G _ C O M P O S E _ T I T L E 	 R i n g T o n e C o m p 	 T I T L E 	 R i n g   C o m p o s e r   c a p t i o n 	 S t a v e 	 N}\	 N~1	 @*IBJ	 P e n t a g r a m a 	 P o r t  e 	 S p e i c h e r n 	 >B=K9  AB0=	 S a l v a 	 95'	 P a u t a 	 P o r t e 	 K h u  n g   n h c 	 T u n d a 	 B a l u k 	 8			@	$	  8	>	0	#	?		 N o d e 	 S t r o f a 	 N i s z c z 	  t e m 	 T a l l e n n a 	 S t r o f e 	 N o t o v    o s n o v a 	 N o t e n b a l k 	 N o t s y s t e m 	 K r t i c a 	 P o r t a t i v 	 P a l i c a 	 	 	 5B>;8=85	 8	M		G	5	M	9		 .7  -'ED	 y'DF'	 	 						 8

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	 	 I - S t a v e 	 I s i t a f u 	 M i s t a r i   m i t a n o 	 N o t e b a l k 	 P e n k l i n 	 N o au   l +n i j a 	 N o o d i j o o n e s t i k 	 S t a v e 	   	 P o r t a t i v 	 8
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	 7M>-	 	 						 	 	 	 	 	 	 	 P a u t a   m u s i c a l 	 	 	 	 	 	 	 	 U p a - o l a 	 S t a v e 	 P e n t a g r a m a 	 D o k w a a 	 C l i a t h 
 
 B R A _ S T R _ I D _ A C C E P T 	 U n d e f i n e d 	 L S K ,   I C O N T E X T 	 A c c e p t   t h e   U R L   p r o v i d e d   i n   a   p u s h   m e s s a g e 	 A c c e p t 	 cS	 cS	 "-!#1	 A c e p t a r 	 A c c e p t e r 	 A k z e p t i e r e n 	 @8=OBL	 A c c e t t a 	 B(HD	 A c e i t a r 	 K a b u l   e t 	 T i p   n h n 	 T e r i m a 	 T e r i m a 	 8	M	5	@		>	0		 A c c e p t  r 	 P Yi j m o u t 	 A k c e p t u j 	 E l f o g a d 	 H y v  k s y 	 A k s e p t e r 	 P r i j a e	 A c c e p t e r e n 	 A c c e p t e r a 	 P r i h v a t i 	 A c c e p t a r e 	 S p r e j m i 	 	 	 @85<8	 8	M	5	@		>	0		 ~014	 B(HD  1F'	 	 						 8
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 
 B R A _ S T R _ I D _ A C C E S S _ R E S T R _ W M L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 W M L   a c c e s s   v i o l a t i o n 	 W M L   a c c e s s   v i o l a t i o n 	 W M L   X[S1YWe	 W M L   X[S1Y%	 %0@!42#@#5"C
I  W M L 	 V i o l a c i  n   d e   a c c e s o   W M L 	 V i o l a t i o n   d ' a c c  s   W M L 	 W M L - Z u g r i f f s v e r l e t z u n g 	 0@CH5=85  4>ABC?0  W M L 	 A c c e s s o   W M L   v i o l a t o 	 A4D  AJ  -A8    W M L 	 V i o l a   o   d o   a c e s s o   a o   W M L 	 W M L   e r i _i m   i h l a l i 	 T r u y   c p   W M L   t h t   b i 	 p e r i j i n a n   a k s e s   W M L 	 P e l a n g g a r a n   a k s e s   W M L 	 W M L   		M	8	G	8	  		2	M	2			(		 W M L   a d g a n g s   b r u d 	 P o ak o z e n    p Y s t u p u   W M L 	 W M L   P o g w a Bc e n i e   d o s t p u 	 W M L   h o z z  f  r  s i   h i b a 	 W M L   k  y t t  o i k e u s r i k k o m u s 	 W M L   a d g a n g s f e i l 	 P o r u ae n i e   p r  s t u p u   k   W M L 	 W M L   t o e g a n g   g e w e i g e r d 	 W M L -  t k o m s t f e l 	 N a r u ae n   p r i s t u p   W M L 	  n c l c a r e   a c c e s   W M L 	 W M L   k r ai t e v   p r i s t o p a 	     W M L 	     W M L 	 W M L   =0@CH5=  4>ABJ?	 !	,	M	2	M	/	B		.		2	  		8	G	8	  5	M	9	>	/	2	G	6	(		 *.DA  '2  /3*13I  (G  W M L 	   .D'A  H12W M L 13'&	 W M L     	 				. 		. 		  						  									 !
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	      	 I - W M L   a c c e s s   v i o l a t i o n 	 U p h a z a m i s o   l o f i k e l e l o   l w e W M L 	 U k e u k a j i   u f i k i a j i   W M L 	 W M L - t o e g a n g s o o r t r e d i n g 	 W M L   k r e i p t i e s   p a ~e i d i m a s 	 W M L   p i e k <u v e s   p r k p u m s 	 W M L   p   s u r i k e 	 W M L   txk  ka~xvk  mamxt	 W M L -     	  n c l c a r e   a c c e s   W M L 	 W M L   
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 B R A _ S T R _ I D _ A C C E S S _ R E S T R _ W M L S 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 W M L S c r i p t   a c c e s s   v i o l a t i o n 	 W M L S c r i p t   a c c e s s   v i o l a t i o n 	 W M L S c r i p t   X[S1YWe	 W M L S c r i p t   X[S1Y%	 %0@!42#@#5"C
I*#4L  W M L 	 V i o l a c i  n   d e   a c c e s o   W M L S c r i p t 	 V i o l a t i o n   d ' a c c  s   d ' u n   s c r i p t   W M L 	 W M L - S k r i p t - Z u g r i f f s v e r l e t z u n g 	 0@CH5=85  4>ABC?0  W M L S c r i p t 	 A c c e s s o   s c r i p t   W M L   v i o l a t o 	 W M L   S c r i p t   A4D  AJ  -A8	 V i o l a   o   d o   a c e s s o   a o   W M L S c r i p t 	 W M L S c r i p t   e r i _i m   i h l a l i 	 T r u y   c p   t p   l n h   W M L   t h t   b i 	 p e r i j i n a n   a k s e s   W M L S c r i p t 	 P e l a n g g a r a n   a k s e s   W M L S c r i p t 	 W M L   8	M		M	0	?	*	M		  		M	8	G	8	  		2	M	2			(		 W M L S c r i p t   a d g a n g s   b r u d 	 P o ak o z e n    p Y s t u p u   W M L S c r i p t 	 W M L   P o g w a Bc e n i e   s k r y p t u   d o s t p u 	 W M L S c r i p t   h o z z  f  r  s i   h i b a 	 W M L S c r i p t   k  y t t  o i k e u s r i k k o m u s 	 W M L S c r i p t   a d g a n g s f e i l 	 P o r u ae n i e   p r  s t u p u   k   W M L S c r i p t 	 W M L S c r i p t   t o e g a n g   g e w e i g e r d 	 W M L - s k r i p t    t k o m s t f e l 	 N a r u ae n   p r i s t u p   s k r i p t i   W M L 	  n c l c a r e   a c c e s   W M L S c r i p t 	 W M L B e l e ~k a   k r ai t e v   p r i s t o p a 	     W M L S c r i p t 	       W M L S c r i p t   	 W M L   !:@8?B  =0@CH5=  4>ABJ?	 !	,	M	2	M	/	B		.		2	8	M		M	0	@	*	M		  		8	G	8	  5	M	9	>	/	2	G	6	(		 *.DA  '2  /3*13I  (G  '3C1J~*  W M L 	   .D'A  H12W M L '31~y  	 W M L     	 				. 		. 		  									  						  									 !
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I-!9%	 C u e n t a   d e   d a t o s 	 D o n n  e s   d u   c o m p t e 	 D a t e n k o n t o 	 #G5B=0O  70?8AL  40==KE	 A c c o u n t   d a t i 	 -3'(  'D(J'F'*	 C o n t a   d e   d a d o s 	 V e r i   H e s a b 1	 T  i   k h o n   d   l i u 	 R e k e n i n g   D a t a 	 A k a u n   d a t a 	 !	>		>	  2	G		>		 D a t a   K o n t o 	 D a t o v     
e t 	 K o n t o   d a n y c h 	 A d a t f i  k 	 T i e t o t i l i 	 D a t a k o n t o 	 D  t o v     
e t 	 G e g e v e n s a c c o u n t 	 D a t a k o n t o 	 P o d a t k o v n i   r a 
u n 	 C o n t   d e   d a t e 	 P o d a t k o v n i   R a 
u n 	   	   	 :0C=B  70  0==8	 !	G		>	  	>	$	>		 '4*1'C  /'/G  'I	 y'  ''$Fy	   	 				  								 !
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 
 B R A _ S T R _ I D _ B A C K 	 U n d e f i n e d 	 R S K 	 R S K   l a b e l   c o m m o n l y :   B a c k 	 B a c k 	 ԏV	 ԏV	 "I-%1	 A t r  s 	 R e t o u r 	 Z u r  c k 	 0704  	 I n d i e t r o 	 1,H9	 V o l t a r 	 G e r i 	 T r   l i   	 K e m b a l i 	 U n d u r 	 *	@		G		 T i l b a g e 	 Z p t 	 W s t e c z 	 V i s s z a 	 T a k a i s i n 	 T i l b a k e 	 S p  e	 T e r u g 	 B a k  t 	 N a t r a g 	  n a p o i 	 N a z a j 	 	 	 0704	 .	>		G	  	 ('24*	 ~	 	 						 5
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  


	 	 E m u v a 	 B u y ' u m v a 	 N y u m a 	 T e r u g 	 G r /~t i 	 A t p a k a <	 T a g a s i 	 @e	 	  n a p o i 	 *
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 
 B R A _ S T R _ I D _ B O O K M A R K S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B o o k m a r k s 	 B o o k m a r k s 	 fd|	 fN~{	 8J!2#L	 M a r c a d o r e s 	 M a r q u e - p a g e s 	 L e s e z e i c h e n 	 0:;04:8	 S e g n a l i b r i 	 '4'1)  E1,9J)	 M a r c a d o r e s 	 Y e r   0m l e r i 	  n h   d u 	 B u k u   p e t u n j u k 	 P e n a n d a   b u k u 	 ,	A		.	>	0	M			 B o g m  r k e r 	 Z  l o ~k y 	 Z a k Ba d k i 	 K  n y v j e l z Qk 	 K i r j a n m e r k i t 	 B o k m e r k e r 	 Z  l o ~k y 	 B l a d w i j z e r s 	 B o k m  r k e n 	 O z n a k e 	 M a r c a j e 	 O z n a k e 	 	 	 B<5B:8	 ,	A		.	>	0	M		M	8		 F4'FG  0'1JG'	 9D'E'*  *'(	   	 									 ,
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	   	 A m a b h u k u m a k a 	 I i b h u k i m a k i 	 A l a m a 	 B o e k m e r k e 	 }y m e l s 	 G r m a t z +m e s 	 J  r j e h o i d j a d 	 7{avkwe	 	 M a r c a j e 	 ,
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 
 B R A _ S T R _ I D _ B R O W S E R _ O P T I O N S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 B r o w s e r   o p t i o n s 	 B r o w s e r   o p t i o n s 	 px	 Omȉ	y	 1'@%7-#2'@-#L	 O p c i o n e s   d e   n a v e g a d o r 	 O p t i o n s   d u   n a v i g a t e u r 	 B r o w s e r - O p t i o n e n 	 ?F88  >1>7@520B5;O	 C e r c a   o p z i o n i 	 .J'1'*  'D916	 O p   e s   d o   B r o w s e r 	 T a r a y 1c 1  S e  e n e k l e r i 	 C h n   d u y t 	 O p s i   b r o w s e r 	 O p s y e n   p e l a y a n 	 ,	M	0	>				<	0	  5	?		2	M	*		 B r o w s e r   I n d s t i l l i n g e r 	 V o l b y   p r o h l  ~e 
e 	 O p c j e   w y b i e r a n i a 	 B  n g  s z Q  b e  l l  t  s a i 	 S e l a i n a s e t u k s e t 	 N e t t l e s e r v a l g 	 V o >b y   p r e h l i a d a 
a 	 B r o w s e r o p t i e s 	 B l  d d r a   i   a l t e r n a t i v 	 O p c i j e   p r e g l e d n i k a 	 O p ci u n i   b r o w s e r 	 P r e i s k o v a l n e   M o ~n o s t i 	   	   	 ?F88  @0C7J@	 ,	M	0	>				0	  *	0	M	/	>	/	8	.	B	9		 2FG  E1H11	 (1'$21  '.*'1'*	     	 								  							 ,
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  






	   	 O k u k h e t h w a y o   k w e s i p h e q i 	 O k u n y e   k o k u b r a w u z a 	 C h a g u z i   z a   k i v i n j a r i 	 B l a a i e r - o p s i e s 	 N a r ay k l s   p a r i n k t y s 	 P r l kk a   o p c i j a s 	 B r a u s e r i   v a l i k u d 	 4kaoyk  hvavve	   	 O p ci u n i   b r o w s e r 	 ,
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 
 B R A _ S T R _ I D _ C A C H E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 C a c h e 	 C a c h e 	 _S	 X[	 A
	 C a c h  	 C a c h e 	 C a c h e 	 MH- ?0<OBL	 C a c h e 	 -A8  'DE$B*	 C a c h e 	  n b e l l e k 	 T m   l u 	 C a c h e 	 C a c h e 	 	H	6	G		 C a c h e 	 R y c h l    v y r o v n  v a c    p a m e  ( C a c h e ) 	 P o d r c z n y 	 G y o r s  t  t  r 	 V  l i m u i s t i 	 H u r t i g m i n n e 	 P a m  e  C a c h e 	 C a c h e 	 C a c h e 	 C a c h e 	 M e m o r i e   c a c h e   	 S k r i t i 	 C a c h e 	 	 5H	 	E			 -'A8G  ~FG'F	 4	   	 						 8
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	 	 I - C a c h e 	 U k u g c i n a       	 K a s h e 	 C a c h e 	 T a l p y k l a 	 K e aa t m i Fa 	 V a h e m  l u 	 ?ew	 	 M e m o r i e   c a c h e 	 
>
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	 M_>	 	 								 	 	 	 	 	 	 	 C a c h e 
 
 B R A _ S T R _ I D _ C A C H E _ M O D E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 C a c h e   m o d e 	 C a c h e   m o d e 	 _S!j_	 X[!j_	 A
B+!	 M o d o   d e   c a c h  	 M o d e   d u   c a c h e 	 C a c h e - M o d u s 	  568<  :MH- ?0<OB8	 M o d a l i t    c a c h e 	 #3DH(  'D-A8  'DE$B*	 M o d o   d a   C a c h e 	  n b e l l e k   k i p i 	 C h     t m   l u 	 m o d e   c a c h e 	 M o d   c a c h e 	 	H	6	G	  .	K	!		 C a c h e   T i l s t a n d 	 R e ~i m   r y c h l    v y r o v n  v a c    p a m t i   ( C a c h e ) 	 P o d r c z n y   b u f o r   t r y b u 	 G y o r s  t  t  r   m  d 	 V  l i m u i s t i m o o d i 	 H u r t i g m i n n e m o d u s 	 R e ~i m   C a c h e 	 C a c h e s t a n d 	 C a c h e - l  g e 	 C a c h e   r e ~i m 	 M o d   c a c h e 	 N a 
i n   S k r i v a n j a 	   C a c h e 	   	  568<  5H	 	E		  .	K	!		 -'D*  -'A8G  ~FG'F	 4  EH	     	 					  				 8
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  

	   	 I m o d i   y e - c a c h e 	 I m o   y o k u g c i n a 	 M o d i   y a   k a s h e 	 C a c h e - m o d u s 	 T a l p y k l o s   r e ~i m a s 	 K e aa t m i Fa s   r e ~+m s 	 V a h e m  l u r e ~i i m 	 ?ew  |ejkt	   	 M o d   c a c h e 	 
>
7
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	 M_>  .K!	 	 							  				 	 	 	 	 	 	 	 M o d o   d e   c a c h e 
 
 B R A _ S T R _ I D _ C A C H E _ S I Z E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 C a c h e   s i z e 	 C a c h e   s i z e 	 _S'Y\	 X['Y\	 2A
	 T a m a  o   d e   c a c h  	 T a i l l e   d u   c a c h e 	 C a c h e - G r   e 	  07<5@  :MH- ?0<OB8	 D i m e n s i o n e   c a c h e 	 -,E  'D-A8  'DE$B*	 T a m a n h o   d a   c a c h e 	  n b e l l e k   b o y u t u 	 D u n g   l n g   t m   l u 	 u k u r a n   c a c h e 	 S a i z   c a c h e 	 	H	6	G	  		>	0		 C a h c e   S t  r r e l s e 	 V e l i k o s t   r y c h l    v y r o v n  v a c    p a m t i   ( C a c h e ) 	 P o d r c z n y   b u f o r   r o z m i a r u 	 G y o r s  t  t  r   m  r e t e 	 V  l i m u i s t i n   k o k o 	 H u r t i g m i n n e s t  r r e l s e 	 V e >k o s e  C a c h e 	 C a c h e g r o o t t e 	 C a c h e - s t o r l e k 	 V e l i 
i n a   c a c h e 	 D i m e n s i u n e   c a c h e 	 V e l i k o s t   S k r i v a n j a 	   C a c h e 	   	  07<5@  5H	 	E		  		>	0		 'F/'2G  -'A8G  ~FG'F	 4  3'&2	     	 					  					 8
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  

	   	 U s a y i z i   w e - c a c h e 	 U b u n g a k a n a n i   b o k u g c i n a 	 S a i z i   y a   k a s h e 	 C a c h e - g r o o t t e 	 T a l p y k l o s   d y d i s 	 K e aa t m i Fa s   a p j o m s 	 V a h e m  l u   s u u r u s 	 ?ew- pkwxrxiuav  ya}	   	 D i m e n s i u n e   m e m o r i e   c a c h e 	 
>
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 
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i 	 	 	 B:07	 0	&	M	&		 D:H	 EF3H.  ,&	 	 						 0
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 B R A _ S T R _ I D _ C E R T I F I C A T E S 	 U n d e f i n e d 	 I C O N T E X T 	 D i g i t a l   c e r t i f i c a t e s 	 C e r t i f i c a t e s 	 aI	 fN	 C#1#-	 C e r t i f i c a d o s 	 C e r t i f i c a t s 	 Z e r t i f i k a t e 	 !5@B8D8:0BK	 C e r t i f i c a t i 	 'D4G'/'*	 C e r t i f i c a d o s 	 Y e t k i l e r 	 C h n g   n h n 	 S e r t i f i k a t 	 S i j i l 	 *	M	0	.	>	#	*	$	M	0		 C e r t i f i k a t e r 	 C e r t i f i k  t y 	 C e r t y f i k a t y 	 T a n  s  t v  n y o k 	 S e r t i f i k a a t i t 	 S e r t i f i k a t e r 	 C e r t i f i k  t y 	 C e r t i f i c a t e n 	 C e r t i f i k a t 	 C e r t i f i k a t i 	 C e r t i f i c a t e 	 C e t r i f i k a t i 	 	 	 !5@B8D8:0B8	 *	M	0	.	>	#	*	$	M	0		 H'GF'EG  G'	 31  yAy	 	 									 *
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 B R A _ S T R _ I D _ C H A N G E _ S I G N _ T E X T _ P I N 	 U n d e f i n e d 	 I C O N T E X T 	 C h a n g e   s i g n   t e x t   p i n 	 C h a n g e   S i g n T e x t   P I N 	 fIP I N x	 f9eP I N x	 @%5H"I-'2!#+1*  P I N 	 C a m b i a r   P I N   d e   S i g n T e x t 	 C h a n g e r   P I N   d e   S i g n T e x t 	 S i g n T e x t - P I N    n d e r n 	 7<5=8BL  S i g n T e x t   P I N 	 M o d i f i c a   P I N   d i   f i r m a 	 E3-    *H+HB  P I N 	 A l t e r a r   P I N   d e   s i n a l i z a   o   d e   t e x t o 	 0_a r e t   M e t n i   P I N ' i n i   d e i _t i r 	 i   k    h i u   k    t   P I N 	 U b a h   T e k s 	 T u k a r   P I N   T a n d a t a n g a n T e k s 	 9	8	M	$	>		M	7	0	  5	?	7	/	  *	?	(	  ,	&	2	G			 S k i f t   S i g n T e x t   P i n 	 Z m n i t   p o d p i s . t e x t .   p i n 	 Z m i e D  k o d   P I N   p o d p i s y w a n i a   t e k s t u 	 A l   r  s   P I N   m e g v  l t o z t a t  s a 	 M u u t a   k i r j a u t u m i s - P i n 	 E n d r e   s i g n a t u r t e k s t   P i n 	 Z m e n i e  P i n   p o d p .   t e x t u 	 T e k e n t e k s t - P I N   v e r a n d e r e n 	  n d r a   i n l o g g n i n g s t e x t   P i n 	 P r o m i j e n i   P i n   p o t p i s   t e k s t a 	 S c h i m b a r e   c o d   P I N   S i g n T e x t   	 S p r e m e n i   Z n a k B e s e d i l o   P i n 	   S i g n T e x t   P i n 	         P I N 	 @><5=8  =0:>2  "5:AB.   P I N 	 8	>		(	  	G		M	8	M		  *	?	(	  ,	&	2	>		 *:1  P I N   E*F  'E6'!	 3'&F  y3y  P i n H  (/D	     	   				  						  			  									 8
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 B R A _ S T R _ I D _ C L E A R _ C A C H E 	 U n d e f i n e d 	 I C O N T E X T ,   P O P U P C O N F I R M 	 C l e a r   c a c h e 	 C l e a r   c a c h e 	 nzz_S	 nzzX[	 %I2A
	 B o r r a r   c a c h  	 P u r g e r   l e   c a c h e 	 C a c h e   l  s c h e n 	 G8AB.   :MH- ?0<OBL	 C a n c e l l a   c a c h e 	 E3-  'D-A8  'DE$B*	 L i m p a r   c a c h e 	  n b e l l e i   b o _a l t 	 X  a   t m   l u 	 B e r s i h k a n   c a c h e 	 K o s o n g k a n   c a c h e 	 	H	6	G	  9		>			          	 R y d   C a c h e 	 S m a z a t   r y c h l o u   v y r o v n  v a c    p a m e  ( c a c h e ) 	 W y c z y [  b u f o r   p o d r c z n y 	 G y o r s  t  t  r    r  t  s e 	 P y y h i   v  l i m u i s t i 	 T  m   h u r t i g m i n n e 	 V y m a z a e  C a c h e 	 C a c h e   w i s s e n 	 R e n s a   C a c h e 	 I s p r a z n i   c a c h e 	 ^t e r g e r e   m e m o r i e   c a c h e 	 O 
i s t i   S k r i v a l i a
e 	   C a c h e 	   	 7G8AB8  5H	 	H		  *	A	8	B	(	  	>		>		 -'A8G  ~FG'F  ~'  4H/	 4  H  5'A  ,&	       	 					  				  					 8
p
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  
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	 M2?/0M  >M	 G8AB8B8  :5H	 


  


  


	   	 S u l a   i - c a c h e 	 S u s a   o k u g c i n i w e y o 	 T a n d u a   k a s h e 	 M a a k   c a c h e   s k o o n 	 I av a l y t i   t a l p y k l 	 N o t +r +t   k e aa t m i Fu 	 T  h j e n d a   v a h e m  l u 	 Dael  oew- pkwxrxiuxvh	   	 ^t e r g e r e   m e m o r i e   c a c h e 	 
>
7
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  
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  
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B
	 M_>  >2?  0(M$A	 	 							  								  				 	 	 	 	 	 	 	 R e m o v e r   c a c h e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ C L E A R _ C A C H E _ A S K 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C l e a r   c a c h e ? 	 C l e a r   c a c h e ? 	 nzz_S	 nzzX[	 %I2A
? 	  B o r r a r   c a c h  ? 	 P u r g e r   l e   c a c h e   ? 	 C a c h e   l  s c h e n ? 	 G8AB.   :MH- ?0<OBL? 	 C a n c e l l a r e   c a c h e ? 	 E3-  'D-A8  'DE$B*	 L i m p a r   c a c h e ? 	  n b e l l e i   b o _a l t ? 	 X  a   t m   l u ? 	 B e r s i h k a n   c a c h e 	 K o s o n g k a n   c a c h e ? 	 	H	6	G	  9		>			?           	 R y d   C a c h e 	 S m a z a t   r y c h l o u   v y r o v n  v a c    p a m e  ( c a c h e ) 	 W y c z y [  b u f o r   p o d r c z n y 	 G y o r s  t  t  r    r  t  s e 	 P y y h i   v  l i m u i s t i 	 T  m   h u r t i g m i n n e 	 V y m a z a e  C a c h e 	 C a c h e   w i s s e n ? 	 R e n s a   C a c h e 	 I s p r a z n i   c a c h e 	 ^t e r g e ci   m e m o r i a   c a c h e ? 	 O 
i s t i   S k r i v a l i a
e 	   C a c h e 	   ? 	 7G8AB8  5H	 	H		  *	A	8	B	(	  	>		>		 -'A8G  ~FG'F  ~'  4H/	 4  H  5'A  ,&	       	 					  				  				? 	 8
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	 M2?/0M  >M	 G8AB8B8  :5H	 


  


  



  

? 	   ? 	 S u l a   i - c a c h e ? 	 S u s e   o k u g c i n i w e y o ? 	 T a n d u a   k a s h e ? 	 M a a k   c a c h e   s k o o n ? 	 I av a l y t i   t a l p y k l ? 	 N o t +r +t   k e aa t m i Fu ? 	 T  h j e n d a n   v a h e m  l u ? 	 Dae^l  oew- pkwxrxiuxvh	     ? 	 ^t e r g e ci   m e m o r i e   c a c h e ? 	 
>
7
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  
M
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  
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? 	 M_>  >2?  0?,G? 	 	 							  								  						? 	 	 	 	 	 	 	 	 R e m o v e r   c a c h e ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ C L E A R _ C O O K I E S 	 U n d e f i n e d 	 I C O N T E X T ,   P O P U P C O N F I R M 	 C l e a r   c o o k i e s 	 C l e a r   c o o k i e s 	 nzzc o o k i e s 	 nzzc o o k i e s 	 %I285I	 B o r r a r   c o o k i e s 	 S u p p r i m e r   l e s   c o o k i e s 	 C o o k i e s   l  s c h e n 	 G8AB.   D09;K  c o o k i e s 	 C a n c e l l a   i   c o o k i e 	 E3-  'DE9DHE'*  'D4.5J)	 L i m p a r   c o o k i e s 	  e r e z l e r i   t e m i z l e 	 X  a   d   l i u   c    n h  n 	 b e r s i h k a n   c o o k i e s 	 K o s o n g k a n   k u k i 	 	A		@		<	  9		>				 R y d   C o o k i e s 	 S m a z a t   C o o k i e s 	 W y c z y [  c o o k i e s 	 C o o k i e - k   t  r l  s e 	 P y y h i   e v  s t e e t 	 T  m   c o o k i e s 	 V y m a z a e  C o o k i e s 	 C o o k i e s   v e r w i j d e r e n 	 T a   b o r t   c o o k i e s 	 I s p r a z n i   c o o k i e s 	 ^t e r g e r e   m o d u l e   c o o k i e 	 O 
i s t i   P i ak o t k e 	   C o o k i e s 	   	 7G8AB8  C o o k i e s 	 	B		?		  *	A	8	B	(	  	>		>		 H  G'  ~'  4H/	 H2  H  5'A  ,&	   	 								'   				  					 
A
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	 A@8M  M2?/0M  G/A.A	 G8AB8B8  :C:8	 




  


  


	   	 S u l a   a m a - c o o k i e s 	 S u s a   a m a q e b e n g w a n a 	 T a n d u a   k u k i 	 W i s   k o e k i e s 	 I av a l y t i   s l a p u k u s 	 N o t +r +t   s +k d a t n e s 	 K u s t u t a   k  p s i s e d 	 Dael  xkveh	   - 	 ^t e r g e r e   m o d u l e   c o o k i e 	 
A

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   
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	 A@  >2?  0(M$A	 	 									  								  				 	 	 	 	 	 	 	 R e m o v e r   c o o k i e s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ C L E A R _ C O O K I E S _ A S K 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C l e a r   c o o k i e s ? 	 C l e a r   c o o k i e s ? 	 nzzc o o k i e s 	 nzzc o o k i e s 	 %I285I	  B o r r a r   c o o k i e s ? 	 S u p p r i m e r   l e s   c o o k i e s   ? 	 C o o k i e s   l  s c h e n ? 	 G8AB.   D09;K  c o o k i e s ? 	 C a n c e l l a r e   i   c o o k i e ? 	 E3-  'DE9DHE'*  'D4.5J)	 L i m p a r   c o o k i e s ? 	  e r e z l e r i   t e m i z l e ? 	 X  a   d   l i u   c    n h  n ? 	 b e r s i h k a n   c o o k i e s 	 K o s o n g k a n   k u k i ? 	 	A		@		<	  9		>			? 	 R y d   C o o k i e s 	 S m a z a t   C o o k i e s 	 W y c z y [  c o o k i e s 	 C o o k i e - k   t  r l  s e ? 	 P y y h i   e v  s t e e t 	 T  m   c o o k i e s 	 V y m a z a e  C o o k i e s 	 C o o k i e s   v e r w i j d e r e n ? 	 T a   b o r t   c o o k i e s 	 I s p r a z n i   c o o k i e s 	 ^t e r g e ci   m o d u l e l e   c o o k i e ? 	 O 
i s t i   P i ak o t k e 	   C o o k i e s 	   ? 	 7G8AB8  C o o k i e s 	 	B		?		  *	A	8	B	(	  	>		>		 H  G'  ~'  4H/	 H2  H  5'A  ,&	   	 								'   				  				? 	 
A
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	 A@8M  M2?/0M  G/A.A	 G8AB8B8  :C:8	 




  


  



  

? 	   ? 	 S u l a   a m a - c o o k i e s ? 	 S u s e   a m a q e b e n g w a n a ? 	 T a n d u a   k u k i ? 	 W i s   k o e k i e s ? 	 I av a l y t i   s l a p u k u s ? 	 N o t +r +t   s +k d a t n e s ? 	 K u s t u t a n   k  p s i s e d ? 	 Dae^l  xkveh	   -   ? 	 ^t e r g e ci   m o d u l e l e   c o o k i e ? 	 
A

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M

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? 	 A@  >2?  0?,G? 	 	 									  								  						?   	 	 	 	 	 	 	 	 R e m o v e r   c o o k i e s ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ C O N N E C T I O N _ F A I L E D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C o n n e c t i o n   f a i l e d 	 C o n n e c t i o n   f a i l e d 	 #P}1YWe	 ޏc1Y%	 2#@
7H-!H-D!H*3@#G	 E r r o r   d e   c o n e x i  n 	 L a   c o n n e x i o n   a    c h o u  	 V e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  A>548=5=8O	 C o n n e s s i o n e   f a l l i t a 	 '*5'D  E('41  A'4D	 A   l i g a   o   f a l h o u 	 B a l a n t 1  B a _a r 1s 1z 	 K t   n i   t h t   b i   	 H u b u n g a n   G a g a l 	 S a m b u n g a n   g a g a l 	 8	.	M	*	0	M		  	8	+	2		 F o r b i n d e l s e   M i s l y k k e t 	 P Yi p o j e n    s e l h a l o 	 B Bd   p o Bc z e n i a 	 S i k e r t e l e n   k a p c s o l  d  s 	 Y h t e y s   e p  o n n i s t u i 	 T i l k o p l i n g   m i s l y k k e t 	 P r i p o j e n i e   z l y h a l o 	 V e r b i n d i n g   m i s l u k t 	 U p p k o p p l i n g   m i s s l y c k a t s 	 P o v e z i v a n j e   n i j e   u s p j e l o 	 C o n e x i u n e a   n u   a   r e u _i t 	 P o v e z a v a   N e u s p e an a 	   	   	 @J7:0B0  5CA?5H=0	 8		*	0	M		$	>	  0	&	M	&		 '*5'D  F'EHAB	 '*5'D  F''E	   	 							  							 
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	   	 U k u x h u m a n a   k u h l u l e k i l e 	 U q h a g a m s h e l w a n o   l u p h a n z i l e 	 I m e s h i n d w a   k u u n g a n i s h a 	 V e r b i n d i n g   o n s u k s e s v o l 	 R y ay s   n u t r kk o 	 S a v i e n o j u m s   n e i z d e v s 	  h e n d u s   n u r j u s 	 Dkaxth  qamxr~e	     	 C o n e x i u n e   e _u a t 	 
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 
 B R A _ S T R _ I D _ C O N N _ L E S S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 C o n n e c t i o n l e s s   W A P   c o n n e c t i o n   t y p e 	 C o n n e c t i o n l e s s 	 e#P}	 eޏc	 D!H!52#@
7H-!H-	 S i n   c o n e x i  n 	 S a n s   c o n n e x i o n 	 O h n e   V e r b i n d u n g 	 5A>548=O5<K9	 C o n n e s s i o n e   a s s e n t e 	 :J1  E*5D	 S e m   l i g a   o 	 B a l a n t 1s 1z 	 K h  n g   k t   n i 	 T a n p a   H u b u n g a n 	 T a n p a   s a m b u n g a n 	 ,	?	(	>	  	(	G		M	6	(		 U d e n   F o r b i n d e l s e 	 B e z   p Yi p o j e n  	 B e z p o Bc z e n i o w e 	 K a p c s o l a t   n  l k  l i 	 E i   y h t e y t t  	 K o p l i n g s f r i t t 	 P r i p o j e n i e   n e d o s t u p n  	 G e e n   v e r b i n d i n g 	 I n g e t   n  t v e r k 	 B e z   p o v e z i v a n j a 	 F r   c o n e x i u n e 	 B r e z   P o v e z a v e 	   	   	 O<0  @J7:0	 8		*	0	M		  ,		&		 (/HF  '*5'D	 '*5'D  F	 	 							  										 
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  


	 	 A k u n a k u x h u m a n a 	 A y i q h a g a m s h e l e k i 	 H a i n a   u n g a n i s h o 	 V e r b i n d i n g l o o s 	 N r a   r y ai o 	 B e z   s a v i e n o j u m a 	  h e n d u s e t a 	 1|av  tkatav	     	 F r   c o n e x i u n e 	 
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 
 B R A _ S T R _ I D _ C O N N _ O R I E N T 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M ,   C 0 5 7 _ 1 	 W A P   c o n n e c t i o n   t y p e 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P   	 W A P 	 HJ(	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	         ( W A P ) 	 W A P 	 !	,	M	2	M	/	B		*	@		 W A P 	 W A P 	 W A P 	 W A P 	 5
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  	 !,M2M/A*?	 W A P 	 W A P 	 	 I - W A P 	 I - W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 	 W A P 	 	 	 	 	 	 	 	 W A P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ C O N N _ T Y P E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 #P}^W	 ޏc{|W	 
42#@
7H-!H-	 T i p o   d e   c o n e x i  n 	 T y p e   d e   c o n n e x i o n 	 V e r b i n d u n g s t y p 	 "8?  A>548=5=8O	 T i p o   d i   c o n n e s s i o n e 	 FH9  'D'*5'D  'DE('41	 T i p o   d e   l i g a   o 	 B a l a n t 1  T  r  	 K i u   k t   n i 	 J e n i s   h u b u n g a n 	 J e n i s   s a m b u n g a n 	 8	.	M	*	0	M		  *	M	0		>	0		 F o r b i n d e l s e s   T y p e 	 T y p   p Yi p o j e n  	 T y p   p o Bc z e n i a 	 K a p c s o l a t   t  p u s a 	 Y h t e y s t y y p p i 	 T i l k o p l i n g 	 T y p   p r i p o j e n i a   	 V e r b i n d i n g s t y p e 	 U p p k o p l i n g s t y p 	 V r s t a   v e z e 	 T i p   d e   c o n e x i u n e 	 T i p   P o v e z a v e 	   	   	 "8?  @J7:0	 8		*	0	M		  *	M	0		>	0		 FH9  '*5'D	 B3E  '*5'D	   	 									  				 
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  





	   	 U h l o b o   l o k u x h u m a n a 	 U h l o b o   l o q h a g a m s h e l o 	 A i n a   y a   u n g a n i s h o 	 V e r b i n d i n g t i p e 	 R y ai o   t i p a s 	 S a v i e n o j u m a   v e i d s 	  h e n d u s e   t   p 	 Dkatav  e}ao	   	 T i p   d e   c o n e x i u n e 	 
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 
 B R A _ S T R _ I D _ C O N T R A C T S 	 U n d e f i n e d 	 I C O N T E X T 	 C o n t r a c t s 	 C o n t r a c t s 	 |v	 S	 *1

2	 C o n t r a t o s 	 C o n t r a t s 	 V e r t r  g e 	 >=B@0:BK  	 C o n t r a t t i 	 'D9BH/	 C o n t r a t o s 	 A n l a _m a l a r 	 N h    p h  t   h  n h 	 K o n t r a k 	 K o n t r a k 	 	I	(	M		M	0	H		M			 K o n t r a k t e r 	 S m l o u v y 	 U m o w y 	 S z e r z Qd  s e k 	 S o p i m u k s e t 	 K o n t r a k t e r 	 Z m l u v y 	 C o n t r a c t e n 	 K o n t a k t e r 	 U g o v o r i 	 C o n t r a c t e 	 D o g o v o r i 	 	 	 >3>2>@8	 6	0	M	$	@		 B1'1/'/G'	 E9'/	 	 							 
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	 	 I z i n k o n t i l e k a 	 I z i v u m e l a n o 	 M i k a t a a 	 K o n t r a k t e 	 S u t a r t y s 	 K o n t r a k t i 	 L e p i n g u d 	 Jautavace	 	 C o n t r a c t e 	 
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 	 AM$?	 	 												 	 	 	 	 	 	 	 C o n t r a t o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ C O O K I E S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 85I	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 C o o k y 	 E9DHE'*  4.5J)	 C o o k i e s 	  e r e z l e r 	 D   l i u   c    n h  n 	 c o o k i e s 	 K u k i 	 	A		@		<		 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 C o o k i e - k 	 E v  s t e e t 	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 M o d u l e   c o o k i e 	 P i ak o t i 	 C o o k i e s 	 	 C:8B0/ C o o k i e s 	 	B		?			 H  G'	 H2    	 	 								' 	 
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	 	 A m a - c o o k i e s 	 A m a q e b e n g w a n a 	 K u k i 	 K o e k i e s 	 S l a p u k a i 	 S +k d a t n e s 	 K  p s i s e d 	 Txkve	 - 	 M o d u l e   c o o k i e 	 
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 	 A@	 	 										 	 	 	 	 	 	 	 C o o k i e s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ C U R E N T _ C E R T 	 U n d e f i n e d 	 I C O N T E X T 	 C u r r e n t   c e r t i f i c a t e 	 C u r r e n t   c e r t i f i c a t e 	 vMRO(uaI	 vMRO(ufN	 C#1#-181	 C e r t i f i c a d o   a c t u a l 	 C e r t i f i c a t   c o u r a n t 	 A k t u e l l e s   Z e r t i f i k a t 	 "5:CI89  A5@B8D8:0B	 C e r t i f i c a t o   c o r r e n t i 	 4G'/)  'D-'DJ)	 C e r t i f i c a d o   a c t u a l 	 G e  e r l i   Y e t k i 	 C h n g   n h n   s   d n g   h i n   t h i 	 s e r t i f i k a t   y a n g   a d a 	 S i j i l   s e m a s a 	 5	0	M	$	.	>	(	  *	M	0	.	>	#	*	$	M	0		 N u v  r e n d e   C e r t i f i k a t 	 S o u 
a s n    c e r t i f i k  t 	 B i e |c y   c e r t y f i k a t 	 J e l e n l e g i   t a n  s  t v  n y 	 T  m  n h e t k i n e n   s e r t i f i k a a t t i 	 G j e l d e n d e   s e r t i f i k a t 	 S  
a s n    c e r t i f i k  t 	 H u i d i g e   c e r t i f i c a a t 	 A k t u e l l t   c e r t i f i k a t 	 T r e n u t n i   c e r t i f i k a t 	 C e r t i f i c a t   c u r e n t 	 T r e n u t n i   C e r t i f i k a t 	   	   	 "5:CI  !5@B8D8:0B	 5	0	M	$	.	>	(	  *	M	0	.	>	#	*	$	M	0		 H'GF'EG  A9D	 -'D  31yAy	   	 							  									 .
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	 0FM  80M?+?GM	 >B>G=89  A5@B8DV:0B	 








  









	   	 I s i t i f i k e t i   s a m a n j e 	 I s a t i f i k e t i   s a n g o k u 	 C h e t i   c h a   s a s a 	 H u i d i g e   s e r t i f i k a a t 	 E s a m a s   s e r t i f i k a t a s 	 P a ar e i z j a i s   s e r t i f i k t s 	 P r a e g u n e   s e r t i f i k a a t 	 8viako  ~oauaoav	   	 C e r t i f i c a t   c u r e n t 	 (
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 
 B R A _ S T R _ I D _ D E F A U L T _ P R O F I L E _ N A M E 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M 	 P r o f i l e 	 P r o f i l e 	 -[j	 nch	 B#D%L	 P e r f i l 	 P r o f i l 	 P r o f i l 	 @>D8;L  	 P r o f i l o 	 4CD	 P e r f i l 	 P r o f i l 	 C  i   t   s n 	 p r o f i l e 	 P r o f i l 	 *	M	0	K	+	>		2		 P r o f i l 	 P r o f i l 	 P r o f i l 	 P r o f i l 	 P r o f i i l i 	 P r o f i l 	 P r o f i l 	 P r o f i e l 	 P r o f i l 	 P r o f i l 	 P r o f i l 	 P r o f i l 	 	 	 @>D8;	 *	M	0	K	+	>		2		 FE'G	 ~1HA'&D    	 	 									 *
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	 	 I p h r o f a y l i 	 I p r o f a y l e 	 M f u m o 	 P r o f i e l 	 P r o f i l i s 	 P r o f i l s 	 P r o f i i l 	 Jxkl	   	 P r o f i l 	 *
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 
 B R A _ S T R _ I D _ D E L E T E 	 U n d e f i n e d 	 I C O N T E X T 	 D e l e t e 	 D e l e t e 	 *Rd	  Rd	 %	 E l i m i n a r 	 S u p p r i m e r 	 L  s c h e n 	 #40;8BL	 E l i m i n a 	 E3-	 E l i m i n a r 	 S i l 	 X  a 	 H a p u s 	 P a d a m 	 9		>				 S l e t 	 S m a z a t 	 S k a s u j 	 T  r l  s 	 P o i s t a 	 S l e t t 	 Z m a z a e	 V e r w i j d e r e n 	 T a   b o r t 	 U k l o n i 	 ^t e r g e r e 	 Z b r i ai 	 	 	 7B@89	 *	A	8	B	(	  	>		>	  	 -0A	 Ey'&	 	 						 .
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 
 B R A _ S T R _ I D _ D E L E T E _ A S K 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  E l i m i n a r ? 	 S u p p r i m e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l ? 	 X  a ? 	 H a p u s 	 P a d a m ? 	 9		>			? 	 S l e t 	 S m a z a t 	 S k a s u j 	 T  r l  s ? 	 P o i s t a 	 S l e t t 	 Z m a z a e	 V e r w i j d e r e n ? 	 T a   b o r t 	 U k l o n i 	 ^t e r g e ci ? 	 Z b r i ai 	 	 ? 	 7B@89	 *	A	8	B	(	  	>		>	  	 -0A  4H/	 Ey'&	 	 					  			? 	 .
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	 $J2?*A.A	 840;8B8	 



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 
 B R A _ S T R _ I D _ D E L E T E D 	 U n d e f i n e d 	 P O P U P 	 D e l e t e d 	 D e l e t e d 	 ]*Rd	 ] Rd	 %A%I'	 E l i m i n a d o 	 S u p p r i m  	 G e l  s c h t 	 #40;5=>	 C a n c e l l a t o 	 *E  'DE3-	 E l i m i n a d o 	 S i l i n d i 	    x  a 	 T e r h a p u s 	 D i p a d a m 	 9		>	/	>	  	/	>		 	 	 	 T  r  l v e 	 	 	 	 V e r w i j d e r d 	 	 	 ^t e r s 	 	 	 	 	 	 -0A  4/	 	 	 						  					  						 	 	 	 



  






	 	 K u s u s i w e 	 C i n y i w e 	 I m e f u t w a 	 G e s k r a p 	 P a aa l i n t a 	 D z s t s 	 K u s t u t a t u d 	 Kv{~an  g	 	 ^t e r s 	 (
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 
 B R A _ S T R _ I D _ D E L E T E _ A L L 	 U n d e f i n e d 	 I C O N T E X T ,   P O P U P C O N F I R M 	 D e l e t e   a l l 	 D e l e t e   a l l 	 hQ*Rd	 hQ Rd	 %1I+!	 E l i m i n a r   t o d o 	 T o u t   s u p p r i m e r 	 A l l e s   l  s c h e n 	 #40;8BL  2A5	 E l i m i n a   t u t t o 	 E3-  ,EJ9	 E l i m i n a r   t u d o 	 T  m  n    S i l   	 X  a   h t 	 H a p u s   S e m u a 	 P a d a m   s e m u a 	 8	-	@	  9		>				 S l e t   A l t 	 S m a z a t   v ae 	 S k a s u j   w s z y s t k o 	  s s z e s   t  r l  s e 	 P o i s t a   k a i k k i 	 S l e t t   a l l e 	 Z m a z a e  v ae t k o 	 A l l e s   v e r w i j d e r e n 	 T a   b o r t   a l l a 	 U k l o n i   s v e 	 ^t e r g e r e   t o a t e   p r o f i l u r i l e 	 Z b r i ai   V s e 	   	   	 7B@89  A8G:8	 8	0	M	5	  *	A	8	B	(	  	>		>	  	 -0A  GEG	 3(  Ey'&	   	 					  					  			  						 8
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	 (M(@  $J2?A.A	 840;8B8  2AV	 




  



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	   	 S u s a   k o n k e 	 C i m a   k o n k e 	 F u t a   z o t e 	 S k r a p   a l l e s 	 `a l i n t i   v i s k 	 D z s t   v i s u 	 K u s t u t a   k  i k 	 Kv{el  bxlxh	   	 ^t e r g e r e   t o a t e 	 
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	 8.8M$  ,?2K*  0(M$A	 	 				  				 	 	 	 	 	 	 	 E x c l u i r   t u d o 	 	 	 	 	 	 	 	 G u z t i a k   e z a b a t u 	 T a n g g a l i n   l a h a t 	 B o r r a r   t o d o 	 K a c h a p   h a   n i i l e 	 S c r i o s   g a c h 
 
 B R A _ S T R _ I D _ D E L E T E _ A L L _ A S K 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 hQ*Rd	 hQ Rd	 %1I+!? 	  E l i m i n a r   t o d o ? 	 T o u t   s u p p r i m e r   ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5?   	 E l i m i n a r e   t u t t o ? 	 E3-  ,EJ9	 E l i m i n a r   t u d o ? 	 T  m  n    S i l   ? 	 X  a   h t ? 	 H a p u s   S e m u a ? 	 P a d a m   s e m u a ? 	 8	-	@	  9		>			? 	 S l e t   A l t 	 S m a z a t   v ae 	 S k a s u j   w s z y s t k o 	  s s z e s   t  r l  s e ? 	 P o i s t a   k a i k k i 	 S l e t t   a l l e 	 Z m a z a e  v ae t k o 	 A l l e s   v e r w i j d e r e n ? 	 T a   b o r t   a l l a 	 U k l o n i   s v e 	 ^t e r g e ci   t o a t e   p r o f i l u r i l e ? 	 Z b r i ai   V s e 	   	   ? 	 7B@89  A8G:8	 8	0	M	5	  *	A	8	B	(	  	>		>	  	 -0A  GEG	 3(  Ey'&	   	 					  					  			? 	 8
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 
 B R A _ S T R _ I D _ E D I T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 E d i t 	 E d i t 	 }/	 	 AID	 E d i t a r 	  d i t e r 	 B e a r b e i t e n 	  540:B. 	 M o d i f i c a 	 *9/JD	 E d i t a r 	 D  z e n l e 	 B i  n   s o n 	 U b a h 	 E d i t 	 8		*	>	&	(		 R e d i g  r 	 U p r a v i t 	 E d y t u j 	 S z e r k e s z t  s 	 M u o k k a a 	 E n d r e 	 U p r a v i e  	 B e w e r k e n 	 R e d i g e r a 	 U r e d i 	 E d i t a r e 	 U r e d i 	 	 	  540:B8@09	 8		*	>	&	?	$	  	0	>		 H1'4	 'y  ,&	 	 									 8
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 
 B R A _ S T R _ I D _ E D I T _ B O O K M A R K 	 U n d e f i n e d 	 T I T L E 	 E d i t   b o o k m a r k 	 E d i t   b o o k m a r k 	 }/fd|	 fN~{	 AID8J!2#L	 E d i t a r   m a r c a d o r 	  d i t e r   m a r q u e - p a g e 	 L e s e z e i c h e n   b e a r b e i t e n 	  540:B.   70:;04:C  	 M o d i f i c a   s e g n a l i b r o 	 *9/JD  '4'1)  E1,9J)	 E d i t a r   m a r c a d o r 	 Y e r   i m l e r i n i   d  z e n l e 	 B i  n   s o n    n h   d u 	 U b a h   b u k u   p e t u n j u k 	 E d i t   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  8		*	>	&	(		 R e d i g  r   B o g m  r k e r 	 U p r a v i t   z  l o ~k u 	 E d y t u j   z a k Ba d k 	 K  n y v j e l z Q  s z e r k e s z t  s e 	 M u o k k a a   k i r j a n m e r k k e j  	 E n d r e   b o k m e r k e 	 U p r a v i e  z  l o ~k u 	 B l a d w i j z e r   b e w e r k e n 	  n d r a   b o k m  r k e 	 U r e i v a n j e   o z n a k e 	 E d i t a r e   m a r c a j 	 U r e d i   O z n a k e 	   	   	  540:B8@09  B<5B:0	 ,	A		.	>	0	M		  8		*	>	&	?	$	  	0	>		 H1'4  E-D  '(	 9D'E*  *'(  'y  ,&	       	 								  									 ,
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 
 B R A _ S T R _ I D _ E D I T _ P R O F I L E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 E d i t   p r o f i l e 	 E d i t   p r o f i l e 	 }/-[j	 nch	 AIDB#D%L	 E d i t a r   p e r f i l 	  d i t e r   p r o f i l 	 P r o f i l   b e a r b e i t e n 	  540:B.   ?@>D8;L  	 M o d i f i c a   p r o f i l o 	 *9/JD  'DEDA	 E d i t a r   p e r f i l 	 P r o f i l i   d  z e n l e 	 B i  n   s o n   c  i   t   s n 	 U b a h   P r o f i l 	 E d i t   p r o f i l 	 *	M	0	K	+	>		2	  8		*	>	&	(		 R e d i g  r   P r o f i l 	 U p r a v i t   p r o f i l 	 E d y t u j   p r o f i l 	 P r o f i l   s z e r k e s z t  s e 	 M u o k k a a   p r o f i i l i a 	 E n d r e   p r o f i l 	 U p r a v i e  p r o f i l 	 P r o f i e l   b e w e r k e n 	  n d r a   p r o f i l 	 U r e d i   p r o f i l e 	 E d i t a r e   p r o f i l 	 U r e d i   P r o f i l 	   	   	  540:B8@09  @>D8;	 *	M	0	K	+	>		2	  8		*	>	&	?	$	  	0	>		 H1'4  FE'G	 ~1HA'&D  'y  ,&	   	 								  									 *
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	     	 H l e l a   i p h r o f a y l i 	 L u n g i s a   i p r o f a y l e 	 H a r i r i   m f u m o 	 W y s i g   p r o f i e l 	 R e d a g u o t i   p r o f i l /	 R e d i #t   p r o f i l u 	 R e d i g e e r i   p r o f i i l i 	 =tbacel  zxklh	     	 E d i t a r e   p r o f i l 	 
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 
 B R A _ S T R _ I D _ V I E W _ P R O F I L E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 V i e w   p r o f i l e 	 V i e w   p r o f i l e 	 j-[j	 gwnch	 9#9A	 V e r   p e r f i l 	 V i s u a l i s e r   p r o f i l 	 P r o f i l   a n z e i g e n 	 B:@KBL  ?@>D8;L	 M o s t r a   p r o f i l o 	 916  EDA	 V e r   p e r f i l 	 P r o f i l i   g  r  n t  l e 	 X e m   c  i   t 	 L i h a t   p r o f i l 	 L i h a t   p r o f i l 	 *	M	0	K	+	>		2	  &	G		G			 	 	 	 P r o f i l   m e g t e k i n t  s e 	 	 	 	 P r o f i e l   b e k i j k e n 	 	 	 V i z u a l i z a r e   p r o f i l 	 	 	   	 	 	 E4'G/G  FE'G	 	 	 							  						 	 	 	 







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M
  
>

M

B
	 *M0K+>2  &G(M$A	 	 			' 				  					  				 	 	 	 	 	 	 	 V e r   p e r f i l 	 	 	 	 	 	 	 	 P r o f i l a   i k u s i 	 T i n g n a n   a n g   p r o f i l e 	 V e r   p e r f i l 	 G o s i p t a   p r o f a l 	 A m h a r c   a r   p h r  i f  l 
 
 B R A _ S T R _ I D _ V I E W _ U R L 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 V i e w   U R L 	 V i e w   U R L 	 j}@W	 gwQ@W	 A*  U R L 	 V e r   U R L 	 V i s u a l i s e r   U R L 	 U R L   a n z e i g e n 	 B:@KBL  U R L 	 M o s t r a   U R L 	 916  U r L 	 V e r   U R L 	 U R L ' y i   g  r  n t  l e 	 X e m   a   c h 	 L i h a t   U R L 	 L i h a t   U R L 	 U R L   &	G		G			 	 	 	 U R L   m e g t e k i n t  s e 	 	 	 	 U R L   b e k i j k e n 	 	 	 V i z u a l i z a r e   U R L 	 	 	   U R L 	 	 /	B		0		2	  *	9	>		 E4'G/G  U R L 	 H  "1  'D  'y  ,&	   	 U R L   						 /
B

0

2
  &
G

K
	 	 5@53;O=CB8  U r l 	 U R L   


	    	 H l o l a   i - U R L 	 J o n g a   i - U R L 	 A n g a l i a   U R L 	 K y k   n a   U R L 	 P e r ~i kr t i   U R L 	 A p l kk o t   U R L 	 K u v a   U R L 	 4kel  U R L - v	   U R L 	 V i z u a l i z a r e   U R L 	 U R L   
>

M

B
	 U R L   &G(M$A	 	 U R L   					  				 	 	 	 	 	 	 	 V e r   U R L 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ V I E W _ C U R R E N T _ U R L 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 V i e w   U R L 	 V i e w   U R L 	 j}@W	 gwQ@W	 A*  U R L 	 V e r   U R L 	 V i s u a l i s e r   U R L 	 U R L   a n z e i g e n 	 B:@KBL  U R L 	 M o s t r a   U R L 	 916  U r l 	 V e r   U R L 	 U R L ' y i   g  r  n t  l e   	 X e m   a   c h 	 L i h a t   U R L 	 L i h a t   U R L 	 U R L   &	G		G			 	 	 	 U R L   m e g t e k i n t  s e 	 	 	 	 U R L   b e k i j k e n 	 	 	 V i z u a l i z a r e   U R L 	 	 	   U R L 	 	 /	B		0		2	  *	9	>		 E4'G/G  U R L 	 /&  U r l 	   	 U R L   						 /
B

0

2
  &
G
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K
	 	 5@53;O=CB8  U r l 	 U R L   


	    	 H l o l a   i - U R L 	 J o n g a   i - U R L 	 A n g a l i a   U R L 	 K y k   n a   U R L 	 P e r ~i kr t i   U R L 	 A p l kk o t   U R L 	 K u v a   U R L 	 4kel  U R L - v	   U R L 	 V i z u a l i z a r e   U R L 	 U R L   
>

M

B
	 U R L   &G(M$A	 	 	 	 	 	 	 	 	 	 V e r   U R L 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ E N A B L E _ C O O K I E S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 E n a b l e   c o o k i e s 	 E n a b l e   c o o k i e s 	 _U(uc o o k i e s 	 /T(uc o o k i e s 	 C
I85I	 H a b i l i t a r   c o o k i e s 	 A c t i v    l e s   c o o k i e s 	 C o o k i e s   a k t i v i e r e n 	 :B.   c o o k i e s 	 A b i l i t a   i   c o o k i e 	 *4:JD  'DE9DHE'*  'D4.5J)	 A c t i v a r   c o o k i e s 	  e r e z l e r i   e t k i n l e _t i r 	 B t   d   l i u   c    n h  n 	 a k t i f k a n   c o o k i e s 	 D a y a k a n   k u k i 	 	A		@		<	  8		M	0	?	/		 T i l l a d   C o o k i e s 	 P o v o l i t   c o o k i e s 	 U r u c h o m   C o o k i e s 	 C o o k i e - k   e n g e d  l y e z  s e 	 H y v  k s y   e v  s t e e t 	 A k t i v e r   c o o k i e s 	 P o v o l i e  C o o k i e s 	 C o o k i e s   i n s c h a k e l e n 	 T i l l  t   c o o k i e s 	 O m o g u i   c o o k i e s 	 A c t i v a r e   m o d u l e   c o o k i e 	 O m o g o 
i   P i ak o t e 	   C o o k i e s 	     	  07@5H8  C o o k i e s 	 	B		?		  	M	0	?	/	>	6	@	2	  	0	>		 A9'D3'2  H	 H2  H  B'(D  (F'&	     	 					  									 
A
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@

<
  8
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0
@

	 A@8M  (G,A2M  G/A.A	 :B82C20B8  :C:8	 






  




  


	   	 Y e n z a   a m a - c o o k i e s   a s e b e n z e 	 Y e n z a   a m a q e b e n g w a n a   a s e b e n z e 	 W e z e s h a   k u k i 	 O n t s p e r   k o e k i e s 	 L e i s t i   s l a p u k u s 	 I e s p j o t   s +k d a t n e s 	 L u b a   k  p s i s e d 	 1ok~avel  xkveh	   - 	 A c t i v a r e   m o d u l e   c o o k i e 	 
A
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M
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  8
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8
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/
.
>
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B
	 A@A!?  8M7.  0(M$A	 	 									  					  				 	 	 	 	 	 	 	 H a b i l i t a r   c o o k i e s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ E N A B L E _ C O O K I E S _ C O N F 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 E n a b l e   c o o k i e s ? 	 E n a b l e   c o o k i e s ? 	 _U(uc o o k i e s 	 /T(uc o o k i e s 	 C
I285I? 	  H a b i l i t a r   c o o k i e s ? 	 A c t i v e r   l e s   c o o k i e s  ? 	 C o o k i e s   a k t i v i e r e n ? 	 :;NG8BL  C o o k i e s ? 	 A b i l i t a r e   i   c o o k i e ? 	 *4:JD  'DE9DHE'*  'D4.5J)  	 A c t i v a r   c o o k i e s ? 	 C o o k i e s   e t k i n l e _t i r i l s i n   m i ?   	 B t   d   l i u   c    n h  n ? 	 A k t i f k a n   c o o k i e ? 	 D a y a k a n   k u k i ? 	 	A		@	[	  8		M	0	?	/	? 	 E n a b l e   C o o k i e s ? 	 E n a b l e   C o o k i e s ? 	 E n a b l e   C o o k i e s ? 	 E n g e d  l y e z i   a   s  t i k e t ? 	 E n a b l e   C o o k i e s ? 	 E n a b l e   C o o k i e s ? 	 P o v o l i e  C o o k i e s ? 	 C o o k i e s   i n s c h a k e l e n ? 	 T i l l  t   c o o k i e s ? 	 O m o g u i   c o o k i e s 	 A c t i v a ci   m o d u l e l e   c o o k i e ? 	 O m o g o 
i   P i ak o t e ? 	   C o o k i e s ; 	   ? 	  07@5H8  C o o k i e s ? 	 	B		?		  	M	0	?	/	>	6	@	2	  	0	>	? 	 A9'D3'2  H	 H2  H  B'(D  (F'&	     ? 	 								  					  			? 	 
A
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@

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  8
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M
0
@

? 	 A@8M  (G,A2M  G/A.A	 :B82C20B8  :C:8? 	 






  




  


	   ? 	 Y e n z a   a m a - c o o k i e s   a s e b e n z e ? 	 Y e n z a   a m a q e b e n g w a n a   a s e b e n z e ? 	 W e z e s h a   k u k i ? 	 O n t s p e r   k o e k i e s ? 	 L e i s t i   s l a p u k u s ? 	 I e s p j o t   s +k d a t n e s ? 	 L u b a n   k  p s i s e d ? 	 1ok~ave^l  xkveh	   -   ? 	 A c t i v a ci   m o d u l e l e   c o o k i e ? 	 
A
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M
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3
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  8
A
8
>
'
M
/
.
>

M


M

F
? 	 A@A!?  8M7.  0?,G? 	 	 									  					  						? 	 	 	 	 	 	 	 	 H a b i l i t a r   c o o k i e s ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ D I S A B L E _ C O O K I E S _ C O N F 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D i s a b l e   c o o k i e s ? 	 D i s a b l e   c o o k i e s ? 	 Smc o o k i e s 	 y(uc o o k i e s 	 @%4C
I285I? 	  D e s h a b i l i t a r   c o o k i e s ? 	 D  s a c t i v e r   l e s   c o o k i e s  ? 	 C o o k i e s   d e a k t i v i e r e n ? 	 B:;NG8BL  C o o k i e s ? 	 D i s a b i l i t a r e   i   c o o k i e ? 	 'D:'!  'DE9DHE'*  'D4.5J)  	 D e s a c t i v a r   c o o k i e s ? 	 C o o k i e s   d e v r e   d 1_1  b 1r a k 1l s 1n   m 1? 	 H y   d   l i u   c    n h  n ? 	 N o n a k t i f k a n   c o o k i e ? 	 N y a h d a y a k a n   k u k i ? 	 	A		@	[	  (	?	7	M		M	0	?	/	? 	 D i s a b l e   C o o k i e s ? 	 D i s a b l e   C o o k i e s ? 	 D i s a b l e   C o o k i e s ? 	 L e t i l t j a   a   s  t i k e t ? 	 D i s a b l e   C o o k i e s ? 	 D i s a b l e   C o o k i e s ? 	 Z a k  z a e  C o o k i e s ? 	 C o o k i e s   u i t s c h a k e l e n ? 	 I n a k t i v e r a   c o o k i e s ? 	 O n e m o g u i   c o o k i e s 	 D e z a c t i v a ci   m o d u l e l e   c o o k i e ? 	 O n e m o g o 
i   P i ak o t e ? 	   C o o k i e s ; 	     	 01@0=8  C o o k i e s ? 	 	B		?		  		M	0	?	/	>	6	@	2	  	0	>	? 	 :1A9'D3'2  H	 H2  H  F'B'(D  (F'&	     ? 	 								  					  			? 	 
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  




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? 	   ? 	 Y e n z a   a m a - c o o k i e s   a n g a s e b e n z i ? 	 Y e n z a   a m a q e b e n g w a n a   a n g a s e b e n z i ? 	 L e m a z a   k u k i ? 	 V e r s p e r   k o e k i e s ? 	 N e l e i s t i   s l a p u k s? 	 A t s p j o t   s +k d a t n e s ? 	 K e e l a n   k  p s i s e d ? 	 1zaaok~ave^l  xkveh	   -   ? 	 D e z a c t i v a ci   m o d u l e l e   c o o k i e ? 	 
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 
 B R A _ S T R _ I D _ E N A B L E _ C A C H E _ C O N F 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 E n a b l e   c a c h e ? 	 E n a b l e   c a c h e ? 	 _U(u_S	 /T(uX[	 @4C
IA
? 	  H a b i l i t a r   c a c h  ? 	 A c t i v e r   l a   c a c h e  ? 	 C a c h e   a k t i v i e r e n ? 	 :;NG8BL  :MH8@>20=85? 	 A b i l i t a r e   l a   c a c h e ? 	 *4:JD  'D-A8  'DE$B*  	 A c t i v a r   c a c h e ? 	  n   b e l l e k   e t k i n l e _t i r i l s i n   m i ?   	 S   d n g   t m   l u ? 	 A k t i f k a n   c a c h e ? 	 D a y a k a n   c a c h e ? 	 	H	6	G	  8		M	0	?	/	? 	 E n a b l e   C a c h e ? 	 E n a b l e   C a c h e ? 	 E n a b l e   C a c h e ? 	 E n g e d  l y e z i   a   g y o r s  t  t  r a t ? 	 E n a b l e   C a c h e ? 	 E n a b l e   C a c h e ? 	 P o v o l i e  C a c h e ? 	 C a c h e   i n s c h a k e l e n ? 	 T i l l  t   c a c h e ? 	 O m o g u i   c o o k i e s 	 A c t i v a ci   m e m o r i a   c a c h e ? 	 O m o g o 
i   S k r i v a n j e ? 	   C a c h e ? 	     	  07@5H8  C a c h e ? 	 	G		  8	.	0	M	%	? 	 A9'D3'2  -'A8G  ~FG'F	 4  H  B'(D  (F'&	       ? 	 					  					  			? 	 8
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  




  




  

? 	   ? 	 Y e n z a   i - c a c h e   i s e b e n z e ? 	 Y e n z a   u k u g c i n a   k u s e b e n z e ? 	 W e z e s h a   k a s h e ? 	 O n t s p e r   c a c h e ? 	 L e i s t i   t a l p y k l ? 	 I e s p j o t   k e aa t m i Fu ? 	 L u b a n   v a h e m  l u ? 	 1ok~ave^l  oewh	     ? 	 A c t i v a ci   m e m o r i a   c a c h e ? 	 
>
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 
 B R A _ S T R _ I D _ D I S A B L E _ C A C H E _ C O N F 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D i s a b l e   c a c h e ? 	 D i s a b l e   c a c h e ? 	 Sm_S	 y(uX[	 4C
IA
? 	  D e s h a b i l i t a r   c a c h  ? 	 D  s a c t i v e r   l a   c a c h e  ? 	 C a c h e   d e a k t i v i e r e n ? 	 B:;NG8BL  :MH8@>20=85? 	 D i s a b i l i t a r e   l a   c a c h e ? 	 'D:'!  'D-A8  'DE$B*  	 D e s a c t i v a r   c a c h e ? 	  n b e l l e k   d e v r e   d 1_1  b 1r a k 1l s 1n   m 1?     	 C m   d  n g   t m   l u ? 	 N o n a k t i f k a n   c a c h e ? 	 N y a h d a y a k a n   c a c h e ? 	 	H	6	G	  (	?	7	M		M	0	?	/	? 	 D i s a b l e   C a c h e ? 	 D i s a b l e   C a c h e ? 	 D i s a b l e   C a c h e ? 	 L e t i l t j a   a   g y o r s  t  t  r a t ? 	 D i s a b l e   C a c h e ? 	 D i s a b l e   C a c h e ? 	 Z a k  z a e  C a c h e ? 	 C a c h e   u i t s c h a k e l e n ? 	 I n a k t i v e r a   c a c h e ? 	 O n e m o g u i   c a c h e ? 	 D e z a c t i v a ci   m e m o r i a   c a c h e ? 	 O n e m o g o 
i   S k r i v a n j e ? 	   C a c h e ? 	     	 01@0=8  5H? 	 	G		  	8	.	0	M	%	? 	 :1A9'D3'2  -'A8G  ~FG'F	 4  H  F'B'(D  (F'&	       ? 	 					  					  			? 	 8
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  




  




  

? 	   ? 	 Y e n z a   i - c a c h e   i n g a s e b e n z i ? 	 Y e n z a   u k u g c i n a   k u n g a s e b e n z i ? 	 L e m a z a   k a s h e ? 	 V e r s p e r   c a c h e ? 	 N e l e i s t i   t a l p y k l o s ? 	 A t s p j o t   k e aa t m i Fu ? 	 K e e l a n   v a h e m  l u ? 	 1zaaok~ave^l  oewh	     ? 	 D e z a c t i v a ci   m e m o r i a   c a c h e ? 	 
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 
 B R A _ S T R _ I D _ E R R O R _ G P R S _ U N K N O W N _ A P N 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 A c e s s   p o i n t   n a m e   ( A P N )   e r r o r 	 A P N   e r r o r 	 cSޞW
T/	 p	 A P N   4%2	 E r r o r   d e   A P N 	 E r r e u r   A P N 	 A P N - F e h l e r 	 H81:0  A P N 	 E r r o r e   A P N 	 .7#  AJ  A P N 	 E r r o   A P N 	 A P N   h a t a s 1  	 A P N   l i 	 K e s a l a h a n   p a d a   A P N 	 R a l a t   A P N 	 A P N   $	M	0	A		?		 A P N   e r r o r 	 A P N   e r r o r 	 A P N   e r r o r 	 A P N   h i b a 	 A P N   e r r o r 	 A P N   e r r o r 	 C h y b a   A P N 	 A P N - f o u t 	 A P N - f e l 	 A P N   g r e ak a 	 E r o a r e   A P N 	 A P N   n a p a k a 	   	   A P N 	 A P N   e r r o r 	 	*	@		(	  	B			 .7'  A P N 	   :D7A P N 	   	 	. 		. 		  							 
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	 *?(M  &K7	 ><8;:0  A P N 	 A P N   


	   	 A P N   e r r o r 	 A P N   e r r o r 	 A P N   e r r o r 	 A P N - f o u t 	 A P N   e r r o r 	 A P N   e r r o r 	 A P N   e r r o r 	 A P N   e r r o r 	 A P N   e r r o r 	 A P N   e r r o r 	 A P N   $

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 	 A P N   $M0A?	 	 A P N   							 	 	 	 	 	 	 	 E r r o   A P N 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ E R R O R _ G P R S _ A U T H E N T I C A T I O N _ F A I L U R E 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 G P R S   a u t h e n t i c a t i o n   e r r o r 	 G P R S   a u t h e n t i c a t i o n   e r r o r 	 G P R S I1YWe	 G P R S 1Y%	 2#4*9L1'#4  G P R S   !5I-4%2	 E r r o r   d e   a u t e n t i c a c i  n   d e   G P R S 	 E r r e u r   d ' a u t h e n t i f i c a t i o n   G P R S 	 G P R S - A u t h e n t i f i z i e r u n g s f e h l e r 	 H81:0  ?@>25@:8  ?>4;8==>AB8  G P R S 	 E r r o r e   d i   a u t e n t i c a z i o n e   G P R S   	 .7#  AJ  'D*H+HB	 E r r o   d e   a u t e n t i c a   o   G P R S 	 G P R S   k i m l i k   d o r u l a m a   h a t a s 1    	 G P R S   x  c   n h n   t h t   b i 	 K e s a l a h a n   p a d a   o t e n t i k a s i   G P R S 	 R a l a t   p e n g e s a h a n   G P R S 	 G P R S   *	M	0	.	>	#	@		0	#	  $	M	0	A		?		 A u t h e n t i c a t i o n   e r r o r 	 A u t h e n t i c a t i o n   e r r o r 	 A u t h e n t i c a t i o n   e r r o r 	 G P R S   h i t e l e s  t  s i   h i b a 	 A u t h e n t i c a t i o n   e r r o r 	 A u t h e n t i c a t i o n   e r r o r 	 C h y b a   a u t e n t i z  c i e 	 G P R S - a u t e n t i c a t i e f o u t 	 V e r i f i e r i n g s f e l 	 P o g r e ak a   u   a u t e n t i f i k a c i j i 	 E r o a r e   d e   a u t e n t i f i c a r e   G P R S 	 N a p a k a   A v t e n t i 
n o s t i 	   	     G P R S 	 A u t h e n t i c a t i o n   e r r o r 	 *	M	0	.	>	#	?		  	B			 .7'  *#/  '9*('1  G P R S 	 *H+B  E  :D7	   	 											  							 *
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	      	 I p h u t h a   l o b u f a k a z i   b e - G P R S 	 I m p a z a m o   y o k u n g q i n e l a   y e G P R S 	 H i t i l a f u   y a   k u h a l i s i s h a   G P R S 	 G P R S - b e k r a g t i g i n g s f o u t 	 G P R S   a u t e n t i f i k a c i j o s   k l a i d a 	 G P R S   a u t e n t i f i k c i j a s   k <kd a 	 T  r g e   G P R S - i   a u t e n t i m i s e l 	 G P R S - k  ~a~eaoavatav  }mal	 G P R S   -     	 E r o a r e   a u t e n t i f i c a r e   G P R S 	 G P R S   
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 	 G P R S   *M0>.>#??0#  $M0A?	 	 G P R S   											  							 	 	 	 	 	 	 	 E r r o   d e   a u t e n t i c a   o   G P R S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ E R R O R _ G P R S _ U N S U P P O R T E D _ S E R V I C E _ O P T I O N 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 G P R S   n o t   s u p p o r t 	 G P R S   n o t   s u p p o r t 	 
N/ecG P R S 
gR	 
N/ecG P R S 
gR	 D!H#-#1  G P R S 	 N o   a d m i t e   G P R S 	 G P R S   n o n   s u p p o r t  	 G P R S   n i c h t   u n t e r s t  t z t 	 G P R S   =5  ?>445@68205BAO	 G P R S   n o n   s u p p o r t a t o 	 ./E)  G P R S     D'    */9E	 G P R S   n  o   s u p o r t a d o 	 G P R S   d e s t e k l e n m i y o r 	 K h  n g   h   t r   G P R S 	 G P R S   t i d a k   d i d u k u n g 	 T i d a k   m e n y o k o n g   G P R S 	 G P R S   8	.	0	M	%	?	$	  (	9	@			 G P R S   n o t   s u p p o r t 	 G P R S   n o t   s u p p o r t 	 G P R S   n o t   s u p p o r t 	 A   G P R S   n e m   t  m o g a t o t t 	 G P R S   n o t   s u p p o r t 	 G P R S   n o t   s u p p o r t 	 G P R S   n i e   j e   p o d p o r o v a n  	 G P R S   n i e t   o n d e r s t e u n d 	 G P R S   s t  d j e s   e j 	 G P R S   n i j e   p o d r ~a n 	 A p l i c a ci a   G P R S   n u   e s t e   a c c e p t a t 	 G P R S   n i   p o d p r t 	       G P R S 	 G P R S     	 G P R S   n o t   s u p p o r t 	 	@	*	@		0		8	  5	H	'	  (	>	9	@		 G P R S   ~4*('F  FE  4H/	 ,  ~  'S1  '3    -E'*  F	 G P R S     ! 	 		. 		. 		. 		  									 
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  


	    	 I - G P R S   a y i s a p h o t h i w e 	 I - G P R S   a y i x h a s w a n g a 	 G P R S   h a i k u b a l i w i 	 G P R S   n i e   g e s t e u n   n i e 	 G P R S   n e p a l a i k o m a s 	 G P R S   n a v   a t b a l s t +t s 	 G P R S   t o e t u s e t a 	 G P R S - h  pataerelk  yg	 G P R S       	 A p l i c a ci a   G P R S   n u   e s t e   a c c e p t a t 	 G P R S   *
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 
 B R A _ S T R _ I D _ E R R O R _ G P R S _ U N S U B S C R I B E D _ S E R V I C E _ O P T I O N 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 G P R S   n o t   s u b s c r i b e d 	 G P R S   n o t   s u b s c r i b e d 	 \*g;QG P R S 
gR	 \*glQG P R S 
gR	 D!HDI@G*!2
4  G P R S 	 G P R S   n o   s u s c r i t o 	 G P R S   n o n   s o u s c r i t 	 G P R S   n i c h t   a b o n n i e r t 	 #A;C30  G P R S   =5  2:;NG5=0	 G P R S   n o n   r e g i s t r a t o 	 ./E)  G P R S     DE  *3,D	 S e r v i  o   G P R S   n  o   s u b s c r i t o 	 G P R S   k a y 1t l 1  d e i l   	 C h a   n g   k    G P R S 	 T i d a k   b e r l a n g g a n a n   G P R S 	 T i d a k   m e l a n g g a n   G P R S 	 G P R S   8	,	8	M		M	0	>		,	  (	9	@			 G P R S   n o t   s u b s c r i b e d 	 G P R S   n o t   s u b s c r i b e d 	 G P R S   n o t   s u b s c r i b e d 	 A   G P R S   n i n c s   e l Qf i z e t v e 	 G P R S   n o t   s u b s c r i b e d 	 G P R S   n o t   s u b s c r i b e d 	 G P R S   n i e   j e   p r e d p l a t e n  	 G P R S   n i e t   g e a b o n n e e r d 	 G P R S - t j  n s t   s a k n a s 	 G P R S   n e m a   p r e t p l a t e 	 A p l i c a ci e   G P R S   n u   e s t e    n r e g i s t r a t 	 G P R S   n i   n a r o 
e n 	       G P R S 	 G P R S     	 G P R S   n o t   s u b s c r i b e d 	 	@	*	@		0		8	  8	,	M	8		M	0	>	5	M	!	  (	>	9	@		 '4*1'  G P R S   EH,H/  F3*	 ,  'S1  '3  '  3(31'&(  F  '  '	 G P R S       	 		. 		. 		. 		  						  			 
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  





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	    	 I - G P R S   a y i k h i s h e l w e   m a l i 	 I - G P R S   a y i b h a l i s w a n g a 	 H a u j a j i u n g a   n a   G P R S 	 N i e   o p   G P R S   i n g e t e k e n   n i e 	 G P R S   n e u ~s a k y t a 	 N a v   p a r a k s t +aa n s   u z   G P R S 	 G P R S - i   t e l l i m u s t   p o l e 	 G P R S   na|auxiuxvh  bajavxdacan  yg	 G P R S -       	 A p l i c a ci a   G P R S   n u   e s t e    n r e g i s t r a t 	 G P R S   8
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	 G P R S   M09@$>  -AM$  9K(>9?	 	 G P R S   	  												  				  				 	 	 	 	 	 	 	 S e m   a s s i n a t u r a   d e   G P R S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ E R R O R _ C S D _ A U T H _ F A I L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C S D   a u t h e n t i c a t i o n   e r r o r 	 C S D   a u t h e n t i c a t i o n   e r r o r 	 C S D I1YWe	 C S D 1Y%	 2#4*9L1'#4  C S D   !5I-4%2	 E r r o r   d e   a u t e n t i c a c i  n   d e   C S D 	 E r r e u r   d ' a u t h e n t i f i c a t i o n   C S D 	 C S D - A u t h e n t i f i z i e r u n g s f e h l e r 	 H81:0  ?@>25@:8  ?>4;8==>AB8  C S D 	 E r r o r e   d i   a u t e n t i c a z i o n e   C S D 	 '3E  'DE3*./E  #H  CDE)  'D31  :J1  5-J-)	 E r r o   d e   a u t e n t i c a   o   C S D 	 C S D   k i m l i k   d o r u l a m a   h a t a s 1	 T  n   n g i   d  n g   h o c   m t   k h u   l i 	 K e s a l a h a n   p a d a   o t e n t i k a s i   C S D 	 R a l a t   p e n g e s a h a n   C S D 	 C S D   *	M	0	.	>	#	@		0	#	  $	M	0	A		?		 	 	 	 C S D   h i t e l e s  t  s i   h i b a 	 	 	 	 C S D - a u t e n t i c a t i e f o u t 	 	 	 E r o a r e   d e   a u t e n t i f i c a r e   C S D 	 	 	     C S D 	 	 	B		@		>	  /	B		0	  (	>		5	  	?		5	>	  *	>	8	5	0	M	!		 .7'  *#/  '9*('1  C S D 	 H21  F'E  '  ~'3  H1  :D7  	 I n c o r r e c t   u s e r n a m e   o r   p a s s w o r d 	 						  												  			  				  										 I n c o r r e c t   u s e r n a m e   o r   p a s s w o r d 	 />0M  *G0A  2G&>  *>8M50M!M  $*M*	 5?@028;L=5  V<' O  :>@8ABC20G0  G8  ?0@>;L	 C S D   









  


	      	 I p h u t h a   l o b u f a k a z i   b e - C S D 	 I m p a z a m o   y o k u n g q i n e l a   y e C S D 	 H i t i l a f u   y a   k u h a l i s i s h a   C S D   	 C S D - b e k r a g t i g i n g s f o u t 	 C S D   a u t e n t i f i k a c i j o s   k l a i d a 	 C S D   a u t e n t i f i k c i j a s   k <kd a 	 T  r g e   C S D   a u t e n t i m i s e l 	 C S D - k  ~a~eaoavatav  }mal	 C S D -     	 E r o a r e   a u t e n t i f i c a r e   C S D 	 C S D   
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 
 B R A _ S T R _ I D _ D O _ T Y P E _ A C C E P T 	 U n d e f i n e d 	 I C O N T E X T 	 W M L   d o   t y p e   a c c e p t 	 O K 	 x[	 nx[	 %	 A c e p t a r 	 O K 	 O K 	 O K 	 O K 	 EH'AB	 O K 	 O K 	 n g    	 O K 	 O K 	  	@			 O K 	 O K 	 O K 	 O k 	 O K 	 O K 	 O K 	 O K 	 O K 	 O K 	 O K 	 O K 	 	 O K 	 O K 	  	@		  	9	G		 *#/	 'H	 	 				  
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 B R A _ S T R _ I D _ D O _ T Y P E _ H E L P 	 U n d e f i n e d 	 I C O N T E X T 	 W M L   d o   t y p e   h e l p 	 H e l p 	 f	 .^R	 '45C
I	 A y u d a 	 A i d e 	 H i l f e 	 !?@02:0	 G u i d a 	 E3'9/)	 A j u d a 	 Y a r d 1m 	 G i  p   	 H e l p 	 B a n t u a n 	 8	9	>	/	$	>		 H e l p 	 H e l p 	 H e l p 	 S  g  	 H e l p 	 H e l p 	 H e l p 	 H e l p 	 H e l p 	 P o m o 	 A j u t o r 	 H e l p 	 	 	 H e l p 	 .	&	$		 1'GFE'	 E//	 	 							 8
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 B R A _ S T R _ I D _ D O _ T Y P E _ P R E V 	 U n d e f i n e d 	 I C O N T E X T 	 W M L   d o   t y p e   p r e v 	 B a c k 	 ԏV	 ԏV	 "I-%1	 V o l v e r 	 R e t o u r 	 Z u r  c k 	 0704	 I n d i e t r o 	 1,H9	 V o l t a r 	 G e r i 	 Q u a y   l i 	 B a c k 	 U n d u r 	 5	>	*	8		 B a c k 	 B a c k 	 B a c k 	 V i s s z a 	 B a c k 	 B a c k 	 B a c k 	 T e r u g 	 B a c k 	 N a t r a g 	  n a p o i 	 B a c k 	 	 	 B a c k 	 .	>		G	  	 (14*	 ~	 	 						 5
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 B R A _ S T R _ I D _ D O _ T Y P E _ R E S E T 	 U n d e f i n e d 	 I C O N T E X T 	 W M L   d o   t y p e   r e s e t 	 R e s e t 	 ͑-	 ͑	 1IH2C+!H	 R e s t a b l e c e r 	 R  i n i t i a l i s e r 	 Z u r  c k s e t z e n 	 !1@>A	 R i p r i s t i n a 	 '9'/)  6(7	 R e p o r 	 S 1f 1r l a 	 C  i   t   l i   	 R e s e t 	 S e t   s e m u l a 	 0	@	8	G			 R e s e t 	 R e s e t 	 R e s e t 	 A l a p h e l y z e t 	 R e s e t 	 R e s e t 	 R e s e t 	 R e s e t 	 R e s e t 	 P o n i at i 	 R e i n i ci a l i z a r e 	 R e s e t 	 	 	 R e s e t 	 *	A	(	M	9	>	  8	G		  	0	>		 ('2F4'F	 /H('1  3y  ,&	 	 						  				 &
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 B R A _ S T R _ I D _ D O _ T Y P E _ U N K N O W N 	 U n d e f i n e d 	 I C O N T E X T 	 W M L   d o   t y p e   u n k n o w n 	 U n k n o w n 	 
Nf	 *gw	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=K9	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r 	 K h  n g   x  c   n h 	 U n k n o w n 	 T i d a k   d i k e t a h u i 	 		M		>	$		 U n k n o w n 	 U n k n o w n 	 U n k n o w n 	 I s m e r e t l e n 	 U n k n o w n 	 U n k n o w n 	 U n k n o w n 	 O n b e k e n d 	 U n k n o w n 	 N e p o z n a t o 	 N e c u n o s c u t 	 U n k n o w n 	 	   	 U n k n o w n 	 		>	#		 F'4F'.*G	 F'E9DHE	 	 						 
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 B R A _ S T R _ I D _ E N T E R _ A D D R E S S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 I n p u t   a   U R L   a d d r e s s 	 I n p u t   a d d r e s s 	 8eQ0W@W	 eQ0W@W	 I-5H-"9H	 I n t r o d u c i r   d i r e c c i  n 	 E n t r e z   l ' a d r e s s e 	 A d r e s s e   e i n g e b e n 	 2>4  04@5A0	 I m m e t t i   i n d i r i z z o 	 %/.'D  9FH'F	 I n t r o d u z i r   e n d e r e  o 	 A d r e s i   g i r 	 N h p   a   c h 	 m a s u k k a n   a l a m a t 	 M a s u k k a n   a l a m a t 	 *	$	>	  *	M	0	5	?	7	M		?		 I n d t a s t   A d r e s s e 	 V l o ~i t   a d r e s u 	 W p r o w a d z   a d r e s 	 A d j a   m e g   a   c  m e t 	 S y  t    o s o i t e 	 F  r   i n n   a d r e s s e 	 V l o ~i e  a d r e s u 	 A d r e s   i n v o e r e n 	 M a t a   i n   a d r e s s 	 U p i ai t e   a d r e s u 	 I n t r o d u c e r e   a d r e s 	 V n e s i   N a s l o v 	   	   	 J2548  4@5A	 *	$	M	$	>	  *	M	0	5	?	7	M		  	0	>		 F4'F  1'  H'1/  F/	 ~*  /'.D  ,&	     	 						  								  					 *
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7H-7-@G!	 L a   l i s t a   d e   c o n f i a n z a   e s t    l l e n a 	 L i s t e   d e   c o n f i a n c e   p l e i n e 	 V e r t r a u e n s l i s t e   i s t   v o l l 	 !?8A>:  4>25@5==KE  04@5A>2  70?>;=5=	 E l e n c o   m e s s a g g i   s i c u r i   c o m p l e t o 	 'DB'&E)  'D+B)  EED$)	 A   l i s t a   d e   c o n f i a n  a   e s t    c h e i a 	 G  v e n   l i s t e s i   d o l u   	 S   t r n g      y 	 D a f t a r   t e r p e r c a y a   p e n u h 	 S e n a r a i   p e r c a y a   p e n u h 	 	M	0	8	M		  8	B		@	  *	0	?	*	B	0	M	#		 	 	 	 M e g t e l t   a   m e g b  z h a t    s z  l l  t  k   l i s t a 	 	 	 	 V e r t r o u w e n s l i j s t   i s   v o l 	 	 	 L i s t a   d e    n c r e d e r e   e s t e   p l i n 	 	 	     	 	 *	M	0	.	>	#	?	$	  8	B		@	  *	B	0	M	#		 D3*  E7E&F  ~1  '3*	 y13y  A13*  .'D  	       	 							  				  						 
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l j i v a   N a p a k a 	   	     	 5CAB0=>25=0  @5H:0	 		>	#	  	B			 .7'  E4.5  F4/G	 :1  E*9F  :D7	   	 										  							 
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 B R A _ S T R _ I D _ E N T E R _ S E L E C T _ M O D E 	 U n d e f i n e d 	 I C O N T E X T 	 E n t e r   p i c t u r e   s e l e c t   m o d e 	 S a v e   p i c t u r e 	 2QX[WGr	 OX[VGr	 1@G#9 2	 G u a r d a r   i m a g e n 	 e n r e g i s t r e r   l ' i m a g e 	 B i l d   s p e i c h e r n 	 !>E@0=.   87>1@065=85	 S a l v a   i m m a g i n e 	 -A8  'D5H1	 G u a r d a r   i m a g e m 	 R e s m i   k a y d e t 	 L u   n h 	 S i m p a n   g a m b a r   s e b a g a i 	 S i m p a n   g a m b a r 	 	?	$	M	0	  8	G	5	  	0	G			 G e m   b i l l e d e   s o m 	 U l o ~i t   o b r a z   j a k o 	 Z a p i s z   o b r a z e k 	 K  p   m e n t  s e   m  s k  n t 	 T a l l e n n a   k u v a   n i m e l l  	 L a g r e   b i l d e   s o m 	 U l o ~i e  o b r a z   a k o 	 F o t o   o p s l a a n 	 S p a r a   b i l d   s o m 	 S p r e m i t i   s l i k u   k a o 	 S a l v a r e   i m a g i n e 	 S h r a n i   s l i k o   K o t 	     	   	 S a v e   i m a g e   A s 	 8	G	5	M	9	  *	?		M		0		 0.1G  *5H1	 *5H1  E-AH8  ,&	   	 			  							  	 $
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 B R A _ S T R _ I D _ S E L E C T _ P I C T U R E 	 U n d e f i n e d 	 T I T L E 	 S e l e c t   p i c t u r e 	 S e l e c t   p i c t u r e 	 xdWGr	 	bVGr	 @%7-#9 2	 S e l e c c i o n a r   i m a g e n 	 S  l e c t i o n n e r   u n e   i m a g e 	 B i l d   w  h l e n 	 K15@8B5  87>1@065=85	 S e l e z i o n a   i m m a g i n e 	 '.*J'1  'D5H1	 S e l e c c i o n a r   i m a g e m 	 R e s i m   s e    	 C h n   n h 	 P i l i h   g a m b a r 	 P i l i h   g a m b a r 	 	?	$	M	0	  	A	(	G			 	 	 	 K  p   k i j e l  l  s e 	 	 	 	 F o t o   s e l e c t e r e n 	 	 	 S e l e c t a r e   i m a g i n e 	 	 	   	 	 	?	$	M	0	  (	?	5	!	>		 'F*.'(  *5H1	 *5H1  EF*.(  ,&	   	 			  									 $
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 B R A _ S T R _ I D _ E N T E R I N G _ S E L E C T _ M O D E 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 E n t e r i n g   p i c t u r e   s e l e c t   m o d e 	 E n t e r i n g   p i c t u r e   s e l e c t   m o d e 	 2eQWGrxd!j_	 ۏeQVGr	b!j_	 @I2D5HB+!@%7-#9 2	 E n t r a n d o   e n   m o d o   d e   s e l e c c i  n   d e   i m  g e n e s 	 O u v e r t u r e   d u   m o d e   d e   s  l e c t i o n   d  u n e   i m a g e 	 B i l d w a h l m o d u s   w i r d   a u f g e r u f e n 	 E>4  2  @568<  2K1>@0  87>1@065=8O	 I m m e t t i   m o d a l i t    d i   s e l e z i o n e   i m m a g i n e   	 '/.'D  'DJ  #3DH(  'D5H1  'D'.*J'1	 A   a c e d e r   a o   m o d o   d e   s e l e c   o   d e   i m a g e m 	 R e s i m   s o    m o d u   g i r i l i y o r 	 V  o   c h     c h n   n h 	 M e n g a k t i f k a n   m o d u s   p i l i h a n   g a m b a r 	 M e m a s u k k i   m o d   p i l i h   g a m b a r 	 	?	$	M	0	  	/	(	  .	K	!	  *	M	0	5	?	7	M		  	?	/	>	  	>	  0	9	>	  9	H		 	 	 	 B e l  p  s   k  p k i j e l  l  s   m  d b a 	 	 	 	 N a a r   b e e l d s e l e c t i e s t a n d 	 	 	 A c c e s a r e   m o d   d e   s e l e c t a r e   i m a g i n e 	 	 	       	 	 	?	$	M	0	  (	?	5	!	>	  .	K	!	  .	'	M	/	G	  *	M	0	5	G	6	  	0	>		 H1H/  (G  -'D*  'F*.'(  *5H1	 *5H1  EF*.(  EH  E  /'.D	       	 			    							  				  						  					 $
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 B R A _ S T R _ I D _ E X P I R E S 	 U n d e f i n e d 	 U N L I M 	 E x p i r e s   t i m e : 	 E x p i r e s : 	 Ng	 Ǐg	 +!-2"8: 	 C a d u c a : 	 E x p i r e : 	 L  u f t   a b : 	 AB5:05B:   	 T e r m i n a : 	 'F*GJ  : 	 E x p i r a : 	 B i t i _  t a r i h i : 	 Q u    h n : 	 T i d a k   b e r l a k u : 	 T a m a t   t e m p o h : 	 8	.	>	*	M	$	  : 	 U d l  b e r : 	 V y p r a : 	 U l e g a   p r z e d a w n i e n i u : 	 L e j  r : 	 E r   n t y y : 	 O p p h  r e r : 	 V y p r a : 	 V e r s t r e k e n : 	 G  l l e r   t i l l : 	 I s t i j e k : 	 E x p i r   l a : 	 P o t e k : 	 : 	   	 7B8G0: 	 (	7	M		: 	 'FB6'!: 	 .*E  H*'  : 	 : 	 			  			  			: 	 0
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 B R A _ S T R _ I D _ G O T O 	 U n d e f i n e d 	 I C O N T E X T 	 G o   t o   o r   v i s i t   a   U R L 	 G o   t o 	 MR_	 ۏeQ	 D"1	 I r   a 	 A l l e r    	 G e h e n   z u 	 5@59B8	 V a i   a 	 0G'(  'DJ	 I r   p a r a 	 G i t 	 V  o 	 P e r g i   K e 	 P e r g i   k e 	 . . . *	0	  	>				 G    t i l 	 J d i   n a 	 I d z  d o 	 U g r  s 	 M e n e 	 G    t i l 	  s e  n a 	 G a   n a a r 	 G    t i l l 	 I d i   n a 	 S a l t   l a 	 P o j d i   D o 	 G o t o 	   	 B848  =0	 	K	  	B		 (1H  (G	 E  ,'&	 	 					  				 
>
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 B R A _ S T R _ I D _ H O M E P A G E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 H o m e p a g e 	 H o m e p a g e 	 	 ;Nu	 +I2A#	 P  g i n a   d e   i n i c i o 	 P a g e   d ' a c c u e i l 	 H o m e p a g e 	 ><0H=OO  AB@0=8F0	 P a g i n a   i n i z i a l e 	 5-A)  1&J3J)	 P  g i n a   p r i n c i p a l 	 A n a s a y f a 	 T r a n g   c h 	 H a l a m a n   R u m a h 	 L a m a n   u t a m a 	 .	A		M	/	*	C	7	M	 	  	 H j e m m e s i d e 	 D o m o v s k    s t r  n k a 	 S t r o n a   d o m o w a 	 K e z d Ql a p 	 K o t i s i v u 	 H j e m m e s i d e 	 D o m o v s k    s t r  n k a 	 H o m e p a g e 	 H e m s i d a 	 O s n o v n a   s t r a n i c a 	 P a g i n   d e   p o r n i r e 	 D o m a 
a   S t r a n 	   	   	 0G0;=0  AB@0=8F0	 9	K	.	*	G			 5A-G  '5D	 HE  ~,  	   	 							 9
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	 9K.M  *GM	 ><0H=O  AB>@V=:0	 





	  	 I - H o m e p a g e 	 I p h e p h a   l e w e b h u 	 G o m b o k a y a 	 T u i s b l a d 	 P a g r i n d i n i s   p u s l a p i s 	 M j a s   l a p a 	 A v a l e h t 	 Mofbvaoav  g{	   	 P a g i n   d e   p o r n i r e 	 9
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	 .B3*C7M >	 	 										 	 	 	 	 	 	 	 P  g i n a   i n i c i a l 
 
 B R A _ S T R _ I D _ M M S C _ A D D R E S S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 M M S C   a d d r e s s   o f   M M S   s e t t i n g s 	 M M S C   a d d r e s s 	 YZԚ
o`-N_0W@W	 i_O-N_0W@W	 5H-"9H  M M S C 	 D i r e c c i  n   M M S C 	 A d r e s s e   M M S C 	 M M S C - A d r e s s e 	 4@5A  M M S C 	 I n d i r i z z o   M M S C 	 9FH'F  E1C2  'D13'&D  'DH3'&7	 E n d e r e  o   M M S C 	 M M S C   a d r e s i   	 a   c h   t r u n g   t  m   M M S 	 A l a m a t   M M S C 	 A l a m a t   M M S C 	 M M S C   *	$	>		 	 	 	 M M S C   c  m 	 	 	 	 M M S C - a d r e s 	 	 	 A d r e s   M M S C 	 	 	   M M S C 	 	 	 F4'F  M M S C 	 	 	 M M S C   							 	 	 	 	 	 I k h e l i   l e - M M S C 	 I d i l e s i   y e M M S C 	 A n w a n i   a   M M S C 	 M M S C - a d r e s 	 M M S C   a d r e s a s 	 M M S C   a d r e s e 	 M M S C   a a d r e s s 	 M M S C   pa}e	 M M S C   	 A d r e s   M M S C 	 M M S C   5
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
	 M M S C    ?#>	 	 M M S C   						 	 	 	 	 	 	 	 E n d e r e  o   M M S C 
 
 B R A _ S T R _ I D _ H O S T _ N O T _ F O U N D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 U n k n o w n   h o s t 	 U n k n o w n   h o s t 	 *gwv;N_j	 *gwv;N:g	 B.*L5HD!H#9I1	 H o s t   d e s c o n o c i d o 	 H  t e   i n c o n n u 	 U n b e k a n n t e r   H o s t 	 58725AB=K9  E>AB	 H o s t   s c o n o s c i u t o 	 'DE6JA  :J1  E91HA	 A n f i t r i  o   d e s c o n h e c i d o 	 B i l i n m e y e n   a n a   s i s t e m 	 M  y   c h   k h  n g   x  c   n h 	 h o s t   t a k   d i k e t a h u i 	 H o s   t a k   d i k e t a h u i 	 		M		>	$	  9	K	8	M			 U k e n d t   v  r t 	 N e z n  m    h o s t i t e l 	 N i e z n a n y   h o s t 	 I s m e r e t l e n   h o s t 	 T u n t e m a t o n   i s  n t  	 U k j e n t   v e r t 	 N e z n  m y   h o s t i t e >	 O n b e k e n d e   h o s t 	 O k  n d   h o s t 	 N e p o z n a t a   h o s t 	 G a z d   n e c u n o s c u t 	 N e z n a n   g o s t i t e l j 	   h o s t 	     	 58725AB5=  E>AB	 		>	#	  /		.	>	(		 E2('F  F'4F'3	 F'E9DHE  E2('F	   	 					  						 
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	   	 I n d a w o   e n g a z i w a 	 U m s i n d l e k i   o n g a z i w a y o 	 M w e n y e j i   a s i y e j u l i k a n a 	 O n b e k e n d e   g a s h e e r r e k e n a a r 	 N e ~i n o m a s   p a g r i n d i n i s   k o m p i u t e r i s 	 N e p a z +s t a m s   h o s t d a t o r s 	 T u n d m a t u   h o s t 	 1vpau  px}	   	 G a z d   n e c u n o s c u t 	 

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 B R A _ S T R _ I D _ H T T P 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M ,   C 0 5 7 _ 1 	 H T T P   s c h e m e   t y p e 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P   	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P   	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 "" 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 I - H T T P 	 I - H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 	 H T T P 	 	 	 	 	 	 	 	 H T T P 
 
 B R A _ S T R _ I D _ I F _ S A M E _ H O S T 	 U n d e f i n e d 	 T W O S T A T E 	 I f   o n   s a m e   h o s t 	 I f   o n   s a m e   h o s t 	 Yg(WT;N_j	 Yg(WT;N:g	 I2CB.*L@5"'1	 E n   c a s o   d e l   m i s m o   h o s t 	 S i   s u r   l e   m  m e   h  t e 	 W e n n   a u f   d e m s e l b e n   H o s t 	 0  B><  65  E>AB5	 S e   n e l l o   s t e s s o   h o s t 	 '0'  AJ  FA3  'D,G'2  'D1&J3J	 S e   n o   m e s m o   a n f i t r i  o 	 A y n 1  a n a   s i s t e m d e y s e 	 N u   c  n g   c h u n g   m  y   c h 	 j i k a   h o s t - n y a   s a m a 	 J i k a   p a d a   h o s   y a n g   s a m a 	 /	&	?	  		8	@	  9	K	8	M		  *	0		 H v i s   p    s a m m e   v  r t 	 J e s t l i ~e   n a   s t e j n  h o   h o s t i t e l e 	 J e [l i   n a   t y m   s a m y m   h o s c i e 	 H a   u g y a n a z o n   a   h o s t - o n   v a n 	 J o s   s a m a l l a   i s  n n  l l  	 h v i s   p    s a m m e   v e r t 	 P o k i a >  n a   t a k  h o   i s t  h o   h o s t i t e >a 	 I n d i e n   o p   z e l f d e   h o s t 	 o m   d e t    r   s a m m a   h o s t 	 A k o   j e   n a   i s t o m   h o s t u 	  n   c a z u l    n   c a r e   g a z d a   e s t e   i d e n t i c 	 e   j e   i s t i   g o s t i t e l j 	       h o s t 	         	 :>  5  =0  AJI8O  E>AB	 2	K		/		.	>	(	  	8	2	M	/	>	8		 '1  /1  GE'F  E2('F	 '1  H  E2('F  ~1	     	 			  			  					  			 
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i a m e   p a g r .   k o m p i u t e r y j e 	 J a   u z   t   p a aa   h o s t d a t o r a 	 S a m a   h o s t i   a l l 	 5ie  tkvxuv  px}k  ~a  g	     	  n   c a z u l    n   c a r e   g a z d a   e s t e   i d e n t i c 	 
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 B R A _ S T R _ I D _ I M A G E _ O P T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S h o w   i m a g e s 	 S h o w   i m a g e s 	 o:yWGr	 >f:yVGr	 A*#9	 M o s t r a r   i m  g e n e s 	 M o n t r e r   l e s   i m a g e s 	 B i l d e r   a n z e i g e n 	 >:07  87>1@06. 	 M o s t r a   i m m a g i n i 	 916  'D5H1	 M o s t r a r   i m a g e n s 	 G  r  n t  l e r i   g  s t e r 	 H i n   t h   n h 	 t a m p i l k a n   g a m b a r 	 T u n j u k k a n   i m e j 	 	.	G		  &	?		>				 V i s   B i l l e d e r 	 U k a ~  o b r a z y 	 P o k a |  o b r a z k i 	 K  p e k   m e g j e l e n  t  s e 	 N  y t    k u v a t 	 V i s   b i l d e r 	 U k  z a e  o b r a z y 	 F o t o ' s   t o n e n 	 V i s a   b i l d e r 	 P r i k a ~i   s l i k e 	 A f i _a r e   i m a g i n i 	 P o k a ~i   S l i k e 	   	   	 >:068  7>1@065=8O	 *	M	0	$	?	.	>	  &	>		5	>		 FE'4  *5'H1	 'E,H  H  /'&	   	 				  									 *
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 	 I - U R L   e n g e n a m t h e t h o 	 I - U R L   e n g a s e b e n z i y o 	 U R L   b a t i l i 	 O n g e l d i g e   U R L 	 N e g a l i o j a n t i s   U R L 	 N e d e r +g s   U R L 	 V i g a n e   U R L 	 1v~a~e  U R L 	   U R L 	 U R L   i n c o r e c t 	 U R L   
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o`	 Oo`	 I-'2!: 	 M e n s a j e : 	 M e s s a g e : 	 M i t t e i l u n g : 	 !>>1I5=85:   	 M e s s a g g i o : 	 13'D): 	 M e n s a g e m : 	 M e s a j : 	 T i n   n h n : 	 P e s a n : 	 M e s e j : 	 8		&	G	6	  : 	 B e s k e d : 	 Z p r  v a : 	 W i a d o m o [: 	  z e n e t : 	 V i e s t i :   	 M e l d i n g 	 S p r  v a : 	 B e r i c h t : 	 M e d d e l a n d e 	 P o r u k a : 	 M e s a j : 	 S p o r o 
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: 	 : 	 U m b i k o : 	 U m y a l e z o : 	 U j u m b e : 	 B o o d s k a p : 	 P r a n e ai m a s : 	 Z i Fo j u m s : 	 S  n u m : 	 @arxdacxiuxv]	 : 	 M e s a j : 	 8
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 
 B R A _ S T R _ I D _ M E S S A G E _ F O R T I T L E 	 U n d e f i n e d 	 T I T L E 	 P u s h   m e s s a g e 	 M e s s a g e 	 
o`	 Oo`	 I-'2!	 M e n s a j e 	 M e s s a g e 	 M i t t e i l u n g 	 !>>1I5=85	 M e s s a g g i o 	 13'D)	 M e n s a g e m 	 0l e t i   	 T i n   n h n 	 P e s a n 	 M e s e j 	 8		&	G	6		 	 	 	  z e n e t 	 	 	 	 B e r i c h t 	 	 	 M e s a j 	 	 	   	 	 8		&	G	6		 ~'E	 ~:'E	   	 							 8
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 
 B R A _ S T R _ I D _ N E V E R 	 U n d e f i n e d 	 T W O S T A T E 	 N e v e r   d o   s o m e t h i n g 	 N e v e r 	 _
N	 N
N	 D!H@"	 N u n c a 	 J a m a i s 	 N i e 	 8:>340  	 M a i 	 #(/'	 N u n c a 	 A s l a 	 K h  n g   b a o   g i  	 t a k   p e r n a h 	 T a k   p e r n a h 	 	-	@	  (	9	@			 A l d r i g 	 N i k d y 	 N i g d y 	 S o h a 	 E i   k o s k a a n 	 A l d r i 	 N i k d y 	 N o o i t 	 A l d r i g 	 N i k a d a 	 N i c i o d a t 	 N i k o l i 	 	   	 8:>30	 	'	@	9	@	  (	>	9	@		 G12	 (  F	   	 				  			 
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 
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	 	 N g a p h a n d l e   k o k u q i n i s e k i s a 	 N g a p h a n d l e   k o k u q i n i s e k i s a 	 B i l a   d h i b i t i s h o 	 S o n d e r   o m   t e   b e v e s t i g 	 B e   p a t v i r t i n i m o 	 B e z   a p s t i p r n j u m a 	  r a   k i n n i t a 	 1|av  pa}aelx	   	 F r   c o n f i r m a r e 	 	
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 
 B R A _ S T R _ I D _ C O N F I R M 	 U n d e f i n e d 	 T W O S T A T E 	 N e e d   t o   a s k   u s e r ' s   c o n f i r m a t i o n 	 C o n f i r m 	 x	 nx	 "7"1	 C o n f i r m a r 	 C o n f i r m e r 	 B e s t  t i g e n 	 >4B25@645=85	 C o n f e r m a 	 #C/	 C o n f i r m a r 	 D o r u l a 	 X  c   n h n 	 K o n f i r m a s i k a n 	 S a h k a n 	 *	A	7	M		?		 	 	 	 M e g e r Qs  t  s 	 	 	 	 B e v e s t i g e n 	 	 	 C u   c o n f i r m a r e 	 	 	 	 	   (	?	6	M		?	$	  	0	>		 *#/	 FA1E  ,&	 	 								 *
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	 	 Q i n i s e k i s a 	 Q i n i s e k i s a 	 D h i b i t i s h a 	 B e v e s t i g   e e r s 	 P a t v i r t i n t i 	 A p s t i p r i n t 	 K i n n i t a 	 @a}ael	 	 C u   c o n f i r m a r e 	 	
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 
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 B R A _ S T R _ I D _ P H O N E _ N O 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 P h o n e   n u m b e r 	 N u m b e r 	 _x	 Sx	 +!2"@%	 N  m e r o 	 N u m  r o 	 N u m m e r 	 ><5@	 N u m e r o 	 1BE  'DG'*A	 N  m e r o 	 N u m a r a 	 S   i n   t h o i   	 N o m o r 	 N o m b o r 	 (		,	0		 	 	 	 S z  m 	 	 	 	 N u m m e r 	 	 	 N u m r   d e   t e l e f o n 	 	 	 	 	 +	K	(	  (		,	0		 4E'1G	 AHF  FE(1	   	 						 +
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7H-B@!	 N o m b r e   d e l   d o m i n i o 	 N o m   d e   d o m a i n e 	 D o m  n e n n a m e 	 <O  4><5=0	 N o m e   d o m i n i o 	 '3E  'D*,H'D	 N o m e   d e   d o m  n i o 	 A l a n   a d 1	 T  n   m i n 	 N a m a   d o m a i n 	 N a m a   d o m a i n 	 !	K	.	G	(	  (	>	.		 	 	 	 T a r t o m  n y n  v 	 	 	 	 D o m e i n n a a m 	 	 	 N u m e   d o m e n i u 	 	 	   	 	 !	E	.	G	(	  (	>		5		 F'E  /'EFG	 9D'B  F'E	   	 					  				 
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	   	 I g a m a   l e d o m e y n i 	 I g a m a   l o m m a n d l a 	 J i n a   l a   k i k o a 	 D o m e i n n a a m 	 D o m e n o   p a v a d i n i m a s 	 D o m n a   n o s a u k u m s 	 D o m e e n i n i m i 	 4xtevk  avxv	   	 N u m e   d o m e n i u 	 !
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 B R A _ S T R _ I D _ N E W _ P U S H _ M S G 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   s e r v i c e   m e s s a g e 	 N e w   s e r v i c e   m e s s a g e 	 e
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gROo`	 I-'2!#42#C+!H	 N u e v o   m e n s a j e   d e   s e r v i c i o 	 N o u v e a u   m e s s a g e   d e   s e r v i c e 	 N e u e   S e r v i c e m i t t e i l u n g 	 >2>5  A5@28A=>5  A>>1I5=85? 	 N u o v o   m e s s a g g i o   d i   s e r v i z i o 	 13'D)  ./E)  ,/J/)	 N o v a   m e n s a g e m   d e   s e r v i  o 	 Y e n i   s e r v i s   m e s a j 1	 D i #c h   v u #  t i n   n h n   m i ? 	 l a y a n a n   p e s a n   b a r u 	 M e s e j   p e r k h i d m a t a n   b a r u 	 (		  8	G	5	>	  	G	  8		&	G	6		 N y   t j e n e s t e   b e s k e d 	 Z p r  v a   n o v    s l u ~b y 	 N o w a   w i a d o m o [  s e r w i s o w a 	  j   s z e r v i z    z e n e t 	 U u s i   p a l v e l u v i e s t i 	 N y   t j e n e s t e   t i l g j e n g e l i g 	 N o v    s e r v i s n    s p r  v a 	 N i e u w   d i e n s t b e r i c h t 	 N y a   s e r v i c e m e d d e l a n d e n 	 N o v a   p o r u k a   u s l u g e 	 M e s a j   d e   s e r v i c i i   n o u 	 N o v o   s p o r o 
i l o   u s l u g 	     	     	 >2>  !5@287=>  !J>1I5=85	 (	5	>	  8	G	5	>	  8		&	G	6		 ~'E  ./E'*  ,//	 F'  31H3  ~:'E	     	 				  							  							 (
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	     ? 	 U m b i k o   w e s e v i s i   o m u s h a ? 	 U m y a l e z o   o m t s h a   w e n k o n z o ? 	 U j u m b e   m p y a   w a   h u d u m a ? 	 N u w e   d i e n s b o o d s k a p 	 N a u j a s   p a s l a u g s  p r a n e ai m a s ? 	 J a u n s   p a k a l p o j u m a   z i Fo j u m s ? 	 U u s   t e e n u s e t e a d e ? 	 Fx  na|auxraoav  parxdacxiux^v	     ? 	 M e s a j   d e   s e r v i c i i   n o u ? 	 *
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 B R A _ S T R _ I D _ O F F 	 U n d e f i n e d 	 T W O S T A T E ,   U N L I M ,   C 0 5 7 _ 1 	 O f f ,   t u r n   o f f 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	  t e i n t 	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 T t 	 m a t i 	 P a d a m 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n o 	 O f f 	 	 7:;NG5=>	 ,		&		 .'EH4	 'SA	 	   					 ,
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 
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
	 G	 0@074	 




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e n o 	 P o r n i t 	 V k l j u 
e n o 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 'SF	 	   					 
>
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 
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 
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N	 +H'"'2!3D!H@5"-	 N o   h a y   m e m o r i a   s u f i c i e n t e 	 P a s   a s s e z   d e   m  m o i r e 	 U n z u r e i c h e n d e r   S p e i c h e r 	 54>AB0B>G=>  ?0<OB8	 M e m o r i a   n o n   s u f f i c i e n t e 	 'D0'C1)  EED$)	 M e m  r i a   i n s u f i c i e n t e 	 Y e t e r s i z   b e l l e k 	 B   n h   k h  n g   	 m e m o r i   p e n u h 	 I n g a t a n   t a k   m e n c u k u p i 	 	*	0	M	/	>	*	M	$	  .	G	.	0	@		 H u k o m m e l s e   F u l d 	 P l n    p a m e	 P a m i   p e Bn a ! 	 N i n c s   e l e g e n d Q  m e m  r i a 	 M u i s t i   t  y n n  	 M i n n e   f u l l t 	 P l n    p a m  e	 N i e t   g e n o e g   g e h e u g e n 	 M i n n e t    r   f u l l t 	 M e m o r i j a   j e   p u n a   ! ! 	 N u   e x i s t   m e m o r i e   s u f i c i e n t 	 S p o m i n   P o l n 	   ! 	     	 0<5BB0  J;=0	 .	G	.	0	@	  *	B	0	M	#		 -'A8G  F'C'AJ3*	 EEH1  ~1	   	 							  										 8
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  




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	     	 A k u n a m e m o r i   e y a n e l e 	 M e m o r i   a y a n e l a n g a 	 H a k u n a   k u m b u k u m b u   y a   k u t o s h a 	 O n v o l d o e n d e   g e h e u e 	 N e p a k a n k a   a t m i n t i e s 	 N e p i e t i e k   a t m i Fa s 	 P o l e   p i i s a v a l t   m  l u 	 @kwxrxiuxvh  ba~aoav  yg	   	 N u   e x i s t   s u f i c i e n t   m e m o r i e 	 5
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 
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o`-[	 ei_On	 2#1IH2  M M S   C+!H	 N u e v o s   a j u s t e s   d e   M M S 	 N o u v e a u x   r  g l a g e s   M M S 	 N e u e   M M S - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  M M S 	 N u o v e   c o n f i g u r a z i o n i   M M S 	 6(7  13D)  'DH3'&7  ,/J/)	 N o v a s   d e f i n i   e s   M M S 	 Y e n i   M M S   a y a r l a r 1	 C  i   t   M M S   m i 	 p a s a n g   p e n g a t u r a n   M M S ? 	 S e t i n g   M M S   b a r u 	 (		  	.		.		8	  8	H		?			M	8		 I n s t a l l  r   M M S   O p s  t n i n g ? 	 I n s t a l o v a t   n a s t a v e n    M M S ? 	 I n s t a l u j   u s t a w i e n i a   M M S ? 	 M M S   b e  l l  t  s   t e l e p  t  s e ? 	 A s e n n e t a a n   M M S   p a l v e l u j a ? 	 I n s t a l l e r   M M S - i n n s t i l l i n g ? 	 I n at a l o v a e  n a s t a v e n i e   M M S ? 	 N i e u w e   M M S - i n s t e l l i n g e n 	 I n s t a l l e r a   M M S - i n s t  l l n i n g ? 	 I n s t a l i r a t i   p o s t a v k e   z a   M M S ? 	 S e t r i   n o i   M M S 	 N a m e s t i   M M S   n a s t a v i t v e ?   	     M M S ; 	   M M S   	 =AB0;8@09  M M S   =0AB@>9:8? 	 	.		.		8	  8	G		?			  8		8	M	%	>	*	(	? 	 *F8E'*  ,//  M M S 	 'E  'E  '3  3yF  'F3y'D  ,&	       ? 	 				  M M S   					  	 
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 B R A _ S T R _ I D _ P R X _ A D D R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 Nt:O
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gRhV0W@W	 5H-"9H  P r o x y 	 D i r e c c i  n   p r o x y 	 A d r e s s e   d u   P r o x y 	 P r o x y - A d r e s s e 	 @>:A8- 04@5A  	 I n d i r i z z o   P r o x y 	 9FH'F  E3*./E  'DHCJD	 E n d e r e  o   d o   s e r v i d o r   p r o x y 	 P r o x y   a d r e s i 	 a   c h   P r o x y 	 a l a m a t   p r o x y 	 A l a m a t   p r o k s i 	 *	M	0	K		M	8	@	  *	$	>		 P r o x y   A d r e s s e 	 A d r e s a   P r o x y 	 A d r e s   p r o x y   	 P r o x y   c  m 	 P r o x y - o s o i t e 	 P r o x y - a d r e s s e 	 A d r e s a   P r o x y 	 P r o x y - a d r e s 	 P r o x y - a d r e s s 	 A d r e s a   p r o x y 	 A d r e s   p r o x y 	 P r o x y   N a s l o v 	   	   	 @>:A8  4@5A	 *	M	0	I		M	8	@	  *	$	M	$	>		 F4'F  ~1'3	 ~1H3  ~*	   	 							  							 *
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 B R A _ S T R _ I D _ P R X _ P O R T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 P r o x y   p o r t 	 P r o x y   p o r t 	 Nt:O
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gRhVzS	 -#L  P r o x y 	 P u e r t o   p r o x y 	 P o r t   d u   P r o x y 	 P r o x y - P o r t 	 @>:A8- ?>@B  	 P o s t a   P r o x y 	 EHB9  E9/'*  'D./E)	 P o r t a   d o   s e r v i d o r   p r o x y 	 P r o x y   p o r t u 	 C n g   P r o x y 	 p o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	K		M	8	@	  *	K	0	M			 P r o x y   P o r t 	 P o r t   P r o x y 	 P o r t   p r o x y   	 P r o x y   p o r t 	 P r o x y - p o r t t i 	 P r o x y - k a n a l 	 P o r t   P r o x y 	 P r o x y p o r t 	 P r o x y - p o r t 	 P r o x y   p r i k l j u 
a k 	 P o r t   p r o x y 	 P r o x y   V r a t a 	   	   	 @>:A8  >@B	 *	M	0	I		M	8	@	  *	K	0	M			 ~H1*  ~1'3	 ~1H3  ~H1y	   	 							  						 *
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 B R A _ S T R _ I D _ P R X _ P W D 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 P a s s w o r d 	 P a s s w o r d 	 [x	 [x	 #+1*H2	 C o n t r a s e  a 	 M o t   d e   p a s s e 	 K e n n w o r t 	 0@>;L  	 P a s s w o r d 	 CDE)  'D31	 S e n h a 	 ^i f r e 	 M t   k h u 	 s a n d i 	 K a t a   l a l u a n 	 *	>	8	5	0	M	!		 K o d e 	 H e s l o 	 H a s Bo 	 J e l s z  	 S a l a s a n a 	 P a s s o r d 	 H e s l o 	 W a c h t w o o r d 	 L  s e n o r d 	 L o z i n k a 	 P a r o l 	 G e s l o 	 P a s s w o r d 	 	 0@>;0	 *	>	8	5	0	M	!		 1E29(H1	 ~'3  H1	 	 										 *
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 B R A _ S T R _ I D _ P R X _ U I D 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 U s e r   n a m e 	 U s e r   n a m e 	 O(u
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7H-9IC
I	 N o m b r e   d e   u s u a r i o 	 N o m   d ' u t i l i s a t e u r 	 B e n u t z e r n a m e 	 <O  ?>;L7>20B5;O	 N o m e   u t e n t e 	 %3E  'DE3*./E	 N o m e   d e   u t i l i z a d o r 	 K u l l a n 1c 1  a d 1	 T  n   n g i   d  n g 	 p e n g g u n a 	   N a m a   p e n g g u n a 	 *	M	0	/	K		M	$	>	  (	>	.		 B r u g e r n a v n 	 U ~i v a t e l s k    j m  n o 	 N a z w a   u |y t k o w n i k a 	 F e l h a s z n  l  n  v 	 K  y t t  j  n i m i 	 B r u k e r n a v n 	 U ~ v a t e >s k    m e n o 	 G e b r u i k e r s n a a m 	 A n v  n d e r n a m n 	 K o r i s n i 
k o   I m e 	 N u m e   u t i l i z a t o r 	 U p o r a b n i ak o   I m e 	   	   	 >B@518B5;A:>  8<5	 /	A		0	(	>		5		 F'E  '1(1	 H21  F'E	 	 												  				 /
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	 	*/K0M$M$>  (>.	 	 											  				 	 	 	 	 	 	 	 N o m e   d e   u s u  r i o 
 
 B R A _ S T R _ I D _ P U S H _ I N B O X 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e r v i c e   i n b o x 	 S e r v i c e   i n b o x 	 
gR6eN{	 
gR6eN{	 %H-#1@I2#42#	 B u z  n   d e   e n t r a d a   d e   s e r v i c i o 	 B o i r e   d e   r  c e p t i o n   d e   s e r v i c e 	 D i e n s t - P o s t e i n g a n g 	 !5@28A=K5  A>>1I5=8O	 S e r v i z i o   m e s s a g g i   i n   a r r i v o 	 ./E)  5F/HB  'DH'1/	 C a i x a   A   r e c e b e r   d o   s e r v i  o 	 H i z m e t l e r   g e l e n   k u t u s u 	 D c h   v   h p   t h   n 	 k o t a k   m a s u k   l a y a n a n 	 P e t i   m a s u k   p e r k h i d m a t a n 	 8	0	M	5	?	8	  	(	,	I		M	8		 T j e n e s t e   I n d b a k k e 	 D o r u 
e n    s l u ~b y 	 S k r z y n k a   u s Bu g 	 B e  r k e z e t t   r e n d s z e r    z e n e t e k 	 T u l e v a t   p a l v e l u t 	 S e r v i c e - i n n b o k s 	 D o r u 
e n    s e r v i s n  	 D i e n s t   p o s t v a k   i n 	 S e r v i c e i n k o r g 	 S e r v i s n i   d o l a z n i   s a n d u 
i 	 M e s a j e   d e   s e r v i c i i   p r i m i t e 	 U s l u g e   P r e j e t o 	   	       	 !5@287=0  E>4OI0  >I0	 8	G	5	>	  	(	,	I		M	8		 5F/HB  H1H/  ./E'*	 31H3  'F  ('3	       	 							  							 8
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  
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  






	    	 I - i n b o x   y e s e v i s i 	 I n b h o k s   y e n k o n z o 	 K i s a n d u k u - p o k e z i   c h a   h u d u m a 	 D i e n s - i n b u s 	 P a s l a u g o s   a p l a n k a s    G a u t a    	 P a k a l p o j u m u   i e s kt n e 	 T e e n u s e   s i s e n d k a u s t 	 >a|auxraoav  txaukv  parxdacxiuxvvek  aor	     	 M e s a j e   d e   s e r v i c i i   p r i m i t e 	 8
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	 8G,>  (,M8	 	 				  							 	 	 	 	 	 	 	 C a i x a   d e   e n t r a d a   d o   s e r v i  o 
 
 B R A _ S T R _ I D _ P U S H _ U M _ I N B O X 	 U n d e f i n e d 	 T I T L E 	 I n b o x 	 I n b o x 	 6eN{	 6eN{	 I-'2!@I2	 B u z  n   d e   e n t r a d a 	 B o i t e   d e   r  c e p t i o n 	 P o s t e i n g a n g 	 E>4OI85	 M e s s a g g i   i n   a r r i v o 	 5F/HB  'DH'1/	 A   r e c e b e r 	 G e l e n   K u t u s u 	 H p   t h   n 	 K o t a k   M a s u k 	 P e t i   m a s u k 	 	(	,	I		M	8		 I n d b a k k e 	 D o r u 
e n  	 S k r z y n k a 	 B e  r k e z e t t 	 S a a p u n e e t 	 I n n b o k s 	 D o r u 
e n  	 P o s t v a k   i n 	 I n k o r g 	 D o l a z n i   s a n d u 
i 	 M e s a j e   p r i m i t e 	 P r e j e t o 	 	     	 E>40I0  :CB8O	 	(	,	I		M	8		 5F/HB  H1H/	 'F  ('3	     	 							 
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	 (M  ,>M8M	 EV4=V	 






	  	 I - i n b o x 	 I n b h o k s 	 K i s a n d u k u - p o k e z i 	 I n b u s 	 G a u t a 	 I e s kt n e 	 S i s e n d k a u s t 	 Dxaukv  parxdacxiuxvvek  aor	   	 M e s a j e   p r i m i t e 	 
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	 (,M8	 	 							 	 	 	 	 	 	 	 C a i x a   d e   e n t r a d a 
 
 B R A _ S T R _ I D _ P U S H _ L O A D _ A L W A Y S 	 U n d e f i n e d 	 I C O N T E X T 	 A l w a y s   a c c e p t 	 A l w a y s   a c c e p t 	 c6e@b	g
o`	 c6e@b	gOo`	 "-!#1@*!-	 A c e p t a r   s i e m p r e 	 T o u j o u r s   a c c e p t e r 	 I m m e r   a k z e p t i e r e n 	 A5340  ?@8=8<0BL	 A c c e t t a   s e m p r e 	 '3*D'E  /'&E'	 A c e i t a r   s e m p r e 	 H e r   z a m a n   k a b u l   e t 	 N h n   t t   c   t i n   n h n 	 s e l a l u   t e r i m a 	 S e n t i a s a   t e r i m a 	 9	.	G	6	>	  8	M	5	@		C	$	  	0	G			 A c c e p t e r   A l t i d 	 P Yi j m o u t   v ~d y 	 Z a w s z e   a k c e p t u j 	 M i n d i g   e l f o g a d 	 H y v  k s y   a i n a 	 A l l t i d   a k s e p t e r 	 P r i j  m a e  v ~d y 	 A l t i j d   a c c e p t e r e n 	 A c c e p t e r a   a l l t i d 	 U v i j e k   p r i h v a t i 	 A c c e p t a ci    n t o t d e a u n a 	 S p r e j m i   V e d n o 	   	   	 8=038  @85<09	 (	G	9	.	@	  8	M	5	@		C	$		 GE4G  B(HD	 E4  B(HD  ,&	   	 						  							 9
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  	 2M2*M*A!B  />M8F*MM  G/A.A	 @89<0B8  702648	 





  







	   	 A m u k e l a   n j a l o 	 Y a m k e l a   r h o q o 	 D a i m a   k u b a l i 	 A a n v a a r   a l t y d 	 V i s a d a   p r i i m t i 	 P i e Fe m t   v i e n m r 	 A l a t i   a k t s e p t e e r i 	 Dkw  hvdxvel	   	 A c c e p t a ci    n t o t d e a u n a 	 
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 
 B R A _ S T R _ I D _ P U S H _ L O A D _ A U T H 	 U n d e f i n e d 	 I C O N T E X T 	 A c c e p t   a u t h e n t i c a t e d   o r   t r u s t e d 	 A c c e p t   a u t h e n t i c a t e d   o r   t r u s t e d 	 c6eIv
o`	 c6evOo`	 "-!#12#4*9L1'#4+#7-@
7H-DI	 A c e p t a r   a u t e n t i c a d o   o   d e   c o n f i a n z a 	 A c c e p t e r   l e s   i d e n t i f i  s   o u   l e s   s  r s 	 A u t h e n t i f i z i e r t e s   o d e r   V e t r a u t e s   a k z e p t i e r e n 	 @8=8<0BL  ?>4B25@645==K5  8;8  ?@>25@5==K5	 A c c e t t a   a u t e n t i c a t o   o   s i c u r o 	 '3*D'E  'D13'&D  'DEH+B)  (G'	 A c e i t a r   a u t e n t i c a d o   o u   f i d e d i g n o 	 Y e t k i l i l e r i   y a   d a   g  v e n i l i r l e r i   k a b u l   e t 	 N h n   t i n   n h n      c   x  c   n h n 	 t e r i m a   y a n g   d i k e t a h u i 	 T e r i m a   y a n g   d i s a h k a n   a t a u   y a n g   d i p e r c a y a i 	 *	M	0	.	>	#	?	$	  /	>	  5	?	6	M	5	8	M	$	  8	M	5	@		>	0	  	0	G			 A c c e p t e r   l e g a l e   e l l e r   b e t r o e d e 	 P Yi j m o u   o v Ye n    a   d ov r y h o d n  	 A k c e p t u j   u w i e r z y t e l n i o n e   l u b   z a u f a n e 	 H i t e l e s  t e t t e k   v a g y   m e g b  z h a t  k   e l f o g a d  s a 	 H y v  k s y   l u o t e t t u 	 A k s e p t e r   a u t e n t i f i s e r t   e l l e r   t i l t r o d d 	 P r i j  m a e  a u t e n t i c k    a l e b o   d  v e r y h o d n  	 A c c e p t e r e n   i n d i e n   g e a u t e n t i c e e r d   o f   v e r t r o u w d 	 A c c e p t e r a   e n d a s t   a u k t o r i s e r a d e   e l l e r   t i l l f  r l i t l i g a 	 P r i h v a t i   a u t e n t i f i c i r a n e   i l i   p r o v j e r e n e 	 A c c e p t a ci   n u m a i   m e s a j e   a u t o r i z a t e   s a u   a c r e d i t a t e 	 S p r e j m i   a v t e n t i 
n e   a l i   z a u p l j i v e 	       	             	 @85<09  C?J;=><>I5=  8;8  ?@>25@5=	 *	M	0	.	>	#	?	$	  	?		5	>	  5	?	6	M	5	>	8	B	  8	M	5	@		>	0	>		 B(HD  *#/  '9*('1  4/G  '  E7E&F	 EH+HB  '  E3*F/  H  B(HD  ,&	         	   											  		  								  			  					  					 8
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	 %F?GF!M  2G&>  M08M?!M  />M8F*MM  G/A.A	 @89<0B8  0CB5=B8DV:>20=V  01>  4>2V@5=V	 





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Nc6e@b	gOo`	 D!H"-!#1	 N o   a c e p t a r   n u n c a 	 N e   j a m a i s   a c c e p t e r 	 N i e   a k z e p t i e r e n 	 8:>340  =5  ?@8=8<0BL	 N o n   a c c e t t a r e   m a i 	 E3*-JD  'D'3*D'E	 N u n c a   a c e i t a r 	 A s l a   k a b u l   e t m e 	 K h  n g   n h n   t t   c   t i n   n h n 	 t a k   p e r n a h   d i t e r i m a 	 J a n g a n   t e r i m a 	 	-	@	  8	M	5	@		>	0	  (	  	0	G			 A c c e p t e r   A l d r i g 	 N i k d y   n e p Yi j  m a t 	 N i g d y   n i e   a k c e p t u j 	 S o h a s e m   f o g a d   e l 	  l    h y v  k s y   k o s k a a n 	 A l d r i   a k s e p t e r 	 N i k d y   n e p r i j  m a e  	 N o o i t   a c c e p t e r e n 	 A c c e p t e r a   a l d r i g 	 N i k a d   n e   p r i h v a t i 	 N u   a c c e p t a ci   n i c i o d a t 	 N i k o l i   n e   s p r e j m i 	   	       	 8:>30  =5  @85<09	 	'	@	9	@	  8	M	5	@		>	0	$	  (	>	9	@		 G12  B(HD  F4H/	 (    B(HD  F  ,&	   	 				  						  			 
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o`	 c6e^  W A P   v  P u s h   Oo`	 "-!#1  N o n   W A P   P u s h 	 A c e p t a r   p u s h   n o   W A P 	 A c c e p t e r   l e s   p o u s s e s   n o n   W A P 	 N i c h t - W A P - P u s h   a k z e p t i e r e n 	 @8=8<0BL,   :@><5  W A P   p u s h 	 N o n   a c c e t t a r e   s e r v i z i   d i   W A P   p u s h 	 '3*D'E  13'&D  p u s h     'D'  'DHJ(	 A c e i t a r   t r a n s m i s s  o   n  o   W A P 	 W A P   o l m a y a n l a r 1  k a b u l   e t 	 N h  #n   t h  n g   t i n   P u s h   k h  n g   W A P 	 t e r i m a   n o n   W A P   P u s h 	 T e r i m a   t o l a k   b u k a n   W A P 	 	H	0	- 5	H	*	  *	A	6	  8	M	5	@		C	$	  	0	G			 A c c e p t e r   I k k e - W A P   P u s h 	 P Yi j m o u t   N o n   W A P   P u s h 	 A k c e p t u j   w i a d o m o [c i   P U S H   n i e   p o c h o d z a c e   z   W A P 	 N e m   W A P - o s   p u s h   e l f o g a d  s a 	 H y v  k s y   n o n - W A P   P u s h 	 A k s e p t e r   i k k e - W A P   P u s h 	 P r i j  m a e  N o n   W a p   P u s h 	 A c c e p t e r e n   n i e t   W A P   d u w e n 	 A c c e p t e r a   N o n   W A P   P u s h 	 P r i h v a t i   N o n   W A P   P u s h 	 A c c e p t a r e   p r o t e c ci e   n o n - W A P 	 S p r e j m i   N o b e n   W A P   P u s h   	   N o n   W A P   P u s h 	     ( P u s h )     W A P 	 @85<09  5- W A P   P u s h   70O2:8	 	H	0	  !	,	M	2	M	/	B	*	@	  *	A	6	  8	M	5	@		>	0	>		 B(HD  '13'D  :1  W A P 	 :1  (DH  '  ~  /A9  H  B(HD  ,&	       	 		  				  			  					  					 8
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o`	 R}  P u s h   S L   Oo`	 B+%I-'2!    P u s h   S L 	 C a r g a r   m e n s a j e s   S L   p u s h 	 C h a r g e r   d e s   m e s s a g e s   S L   p o u s s  s 	 P u s h - S L - M i t t e i l u n g e n   l a d e n 	 03@C78BL  A>>1I5=8O  p u s h   S L 	 C a r i c a   m e s s a g g i   p u s h   S L 	 *-EJD  13'&D    P u s h   S L 	 C a r r e g a r   m e n s a g e n s   S L   t r a n s m i t i d a s 	 S L   m e s a j l a r 1n 1  y  k l e 	 N p   t i n   n h n   S L   t   n g   	 B u k a   p e s a n   P u s h   S L 	 M u a t k a n   m e s e j   S L   t o l a k 	 *	A	6	  	8		2	  8		&	G	6	  2	K	!	  	0	G			 H e n t   P u s h   S L   b e s k e d e r 	 N a h r  t   z p r  v u   P U S H   S L 	 P o b i e r a j   w i a d o m o [c i   t y p u   P U S H   S l 	 P u s h   S L    z e n e t e k   b e t  l t  s e 	 L a t a a   P u s h   S L   - v i e s t i t 	 L a s t   i n n   P u s h   S L - m e l d i n g e r 	 N a 
 t a e  s p r  v y   P u s h   S L 	 L a d e n   v a n   d u w   S L   b e r i c h t e n 	 L a d d a   P u s h   S L - m e d d e l a n d e n 	 U 
i t a j   P u s h   S L   p o r u k e 	  n c r c a r e   m e s a j e   d e   p r o t e c ci e   S L 	 N a l o ~i   P u s h   S L   s p o r o 
i l a 	     P u s h   S L 	       S L 	 0@548  P u s h   S L   AJ>1I5=8O	 	8		2	  8		&	G	6	  2	K	!	  *	A	6		 ('10'1  ~'EG'  '13'D  S L 	 /A9  '3  'D  ~:'EH  H  DH  ,&	           	 		. 		  						  			  			  					 *
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  


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	          	 L o d a   i m i b i k o   y e - p u s h   S L   	 L a y i s h a   i m i y a l e z o   y e S L   e t y h a l w a y o 	 P a k i a   u j u m b e   w a   m s u k u m o   w a   S L 	 L a a i   p u s h   S L - b o o d s k a p p e 	 .k r a u t i   /k e l i a m u s   S L   p r a n e ai m u s 	 I e l d t   p r s kt a m o s   S L   z i Fo j u m u s 	 L a a d i   p u s h   S L   s  n u m i d 	 2e|vel  p u s h - S L   parxdacxiuxvveh	       S L   	  n c r c a r e   m e s a j e   d e   p r o t e c ci e   S L 	 *
A
7
M
  S L   8
(
M
&
G
6

M

3
M

   2
K
!
M
  
F
/
M
/
B
	 	M  'M5(?  *A8  S L   8(M&G6	 	 					  S L     						  			  				 	 	 	 	 	 	 	 C a r r e g a r   m e n s a g e n s   S L   p u s h 
 
 B R A _ S T R _ I D _ P U S H _ S E C U R I T Y 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 P u s h   s e c u r i t y   s e t t i n g s 	 P u s h   s e c u r i t y 	 P u s h   [hQ	 P u s h   [hQ	 '2!%- 1"#08
	 S e g u r i d a d   p u s h 	 P o u s s e r   l a   s  c u r i t  	 P u s h - S i c h e r h e i t 	 57>?0A=>ABL  p u s h 	 S i c u r e z z a   t a s t i 	 P u s h   'D'EF	 S e g u r a n  a   d a   t r a n s m i s s  o 	 G  v e n l i i   k i l i t l e 	 A n   t o  n   P u s h 	 P e n g a m a n a n   P u s h 	 K e s e l a m a t a n   t o l a k   	 *	A	6	  8	A	0		M	7	>		 P u s h   S i k k e r h e d 	 B e z p e 
n o s t   P u s h 	 Z a b e z p i e c z e n i a   P u s h 	 P u s h   b i z t o n s  g 	 P u s h - t u r v a l l i s u u s 	 P u s h - s i k k e r h e t 	 B e z p e 
n o s e  P u s h 	 D u w b e v e i l i g i n g 	 P u s h - s  k e r h e t 	 P u s h   s i g u r n o s t 	 S e c u r i t a t e a   s o l i c i t r i i 	 P u s h   V a r n o s t 	   P u s h 	     	 !83C@=>AB  =0  P u s h   <5B>40	 8	A	0		M	7	>	  8	M	+	@	$	?		 'EF*  '13'D	 /A9  3H1y  	   	 			  										 8
A
0

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  -
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	 *A7M  8FM/B0??	 57?5:0  P u s h 	 


  






	   	 U k u p h e p h a   k w e - p u s h 	 T y h a l a   u k h u s e l e k o 	 U s a l a m a   w a   m s u k u m o 	 P u s h - s e k u r i t e i t 	 .k l i m o   s a u g a 	 N o s kt +aa n a s   d r o a+b a 	 P u s h   t u r v a l i s u s 	 P u s h   av~avcxiuxv	     	 S e c u r i t a t e a   s o l i c i t r i i 	 *
A
7
M
  8
A
0
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M
7
	 *A8  8A0M7>	 	 					  								 	 	 	 	 	 	 	 S e g u r a n  a   p u s h 
 
 B R A _ S T R _ I D _ P U S H _ S E T T I N G S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e r v i c e   m e s s a g e   s e t t i n g s 	 S e r v i c e   m e s s a g e   s e t t i n g s 	 
gR
o`-[	 
gROo`n	 H241II-'2!#42#	 A j u s t e s   d e   m e n s a j e s   d e   s e r v i c i o 	 R  g l a g e s   d e s   m e s s a g e s   d e   s e r v i c e 	 E i n s t e l l u n g e n   d e r   D i e n s t m i t t e i l u n g 	 0AB@>9:0  A5@28A=KE  A>>1I5=89	 C o n f i g u r a z i o n e   m e s s a g g i   d i   s e r v i z i o 	 6(7  13'&D  'D./E'*	 D e f i n i   e s   d a   m e n s a g e m   d e   s e r v i  o 	 S e r v i s   m e s a j l a r 1  a y a r l a r 1	 C  i   t   d c h   v   t i n   n h n 	 P e n g a t u r a n   P e l a y a n a n   P e s a n 	 S e t i n g   m e s e j   p e r k h i d m a t a n 	 8	G	5	>	  8		&	G	6	  8	G		?				 S e r v i c e b e s k e d   O p s  t n i n g 	 N a s t a v e n    s e r v i s n  c h   z p r  v 	 U s t a w i e n i a   w i a d o m o [c i   s e r w i s o w y c h 	 R e n d s z e r    z e n e t e k   b e  l l  t  s a i 	 P a l v e l u v i e s t i a s e t u k s e t 	 T j e n e s t e m e l d i n g s i n n s t i l l i n g e r 	 N a s t a v e n i a   s e r v i s n  c h   s p r  v 	 I n s t e l l i n g e n   v a n   d i e n s t b e r i c h t e n 	 I n s t  l l n i n g a r   f  r   s e r v i c e m e d d e l a n d e n 	 P o s t a v k e   s e r v i s n i h   p o r u k a 	 S e t r i   m e s a j e   d e   s e r v i c i i 	 S e r v i c e   M e s s a g e   S e t t i n g s 	     	     	 0AB@>9:8  =0  !5@287=8  !J>1I5=8O	 8	G	5	>	  8		&	G	6	  8	G		?				 *F8E'*  ~'E  ./E'*	 31H3  E3,  3yF	     	 							  						  						 8
G
5
>
  8
p
&
G
6
  8
H

?
p

	 80M5@8M  .G8GM  8FM?A2A	 0;0HBC20==O  A;C61>2>3>  ?>2V4><;5==O	 



  




  







	      	 A m a s e t h i n g i   o m b i k o   w e s e v i s i 	 U s e t o   l w e n k o n z o   y o m y a l e z o 	 M i p a n g i l i o   y a   u j u m b e   w a   h u d u m a 	 D i e n s b o o d s k a p i n s t e l l i n g s 	 P a s l a u g o s   p r a n e ai m o   n u o s t a t o s 	 P a k a l p o j u m u   z i Fo j u m u   i e s t a t +j u m i 	 T e e n u s e t e a d e t e   s  t t e d 	 >a|auxraoav  parxdacxiuav  oauavve	     	 S e t r i   p e n t r u   m e s a j e   d e   s e r v i c i i 	 8
G
5
(
  8
(
M
&
G
6
  
M
0
.
@

0
#

M

3
M

 	 8G,>  8(M&G6  8G?	 	 				  						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   m e n s a g e m   d o   s e r v i  o 
 
 B R A _ S T R _ I D _ P U S H _ S L _ S E T T I N G S 	 U n d e f i n e d 	 I C O N T E X T 	 P u s h   S L   s e t t i n g s 	 P u s h   S L   s e t t i n g s 	 P u s h   S L   -[	 P u s h   S L   n	 H241I  P u s h   S L 	 A j u s t e s   d e   S L   p u s h 	 P o u s s e r   l e s   r  g l a g e s   S L 	 P u s h - S L - E i n s t e l l u n g e n 	 0AB@>9:0  p u s h   S L 	 C o n f i g u r a z i o n e   t a s t i   S L 	 6(7  P u s h   S L 	 D e f i n i   e s   d a   t r a n s m i s s  o   S L 	 S L   a y a r l a r 1n 1  k i l i t l e 	 C  i   t   t i n   t   n g   S L 	 P e n g a t u r a n   P u s h   S L 	 S e t i n g   S L   t o l a k 	 *	A	6	  	8		2	  8	G		?				 P u s h   S L   O p s  t n i n g 	 N a s t a v e n    P u s h   S L 	 U s t a w i e n i a   w i a d o m o [c i   t y p u   P U S H   S L 	 P u s h   S L   b e  l l  t  s a i 	 P u s h   S L   - a s e t u k s e t 	 P u s h   S L - i n s t i l l i n g e r 	 N a s t a v e n i a   P u s h   S L 	 D u w   S L   i n s t e l l i n g e n 	 P u s h   S L - i n s t  l l n i n g a r 	 P u s h   S L   p o s t a v k e 	 S e t r i   d e   p r o t e c ci e   S L   	 N a s t a v i t v e   P u s h   S L 	   P u s h   S L 	     S L 	 P u s h   S L   0AB@>9:8	 	8		2	  8	G		?			  8	M	*	@	$	?		 *F8E'*  '13'D  S L 	 /A9  '3  'D  3yF2	       	 		. 		  					  			  					 *
A
6
  
8

2
  8
H

?
p

	 *A7M  8M  2M  8FM?A2A	 0;0HBC20==O  P u s h   S L 	 


  S L   







	        	 A m a s e t h i n g i   e - P u s h   S L 	 T y h a l a   u k h u s e l e k o   l w e S L 	 M i p a n g i l i o   y a   m s u k u m o   w a   S L 	 P u s h   S L - i n s t e l l i n g s 	 S L   /k l i m o   n u o s t a t o s 	 P r s kt a m o   S L   i e s t a t +j u m i 	 P u s h   S L   s  t t e d 	 P u s h - S L   oauavve	     S L   -   	 S e t r i   d e   p r o t e c ci e   S L 	 *
A
7
M
  S L   
M
0
.
@

0
#

M

3
M

 	 *A8  S L   8G?	 	 S L   						  					  					 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   S L   p u s h 
 
 B R A _ S T R _ I D _ R E C E N T _ P A G E S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 R e c e n t   p a g e s 	 R e c e n t   p a g e s 	 }wkS	 QuSSU_	 +I2H-+I25I	 P  g i n a s   r e c i e n t e s 	 P a g e s   r  c e n t e s 	 K  r z l i c h e   S e i t e n 	 5402=85  AB@0=8FK  	 P a g i n e   r e c e n t i 	 5A-'*  -'DJ)	 P  g i n a s   r e c e n t e s 	 S o n   s a y f a l a r 	 N h n g   t r a n g   g n    y 	 H a l a m a n   b a r u - b a r u   i n i 	 H a l a m a n   t e r b a r u 	 9	>	2	  	G	  *	C	7	M	 		 S i d s t e   S i d e r 	 P o s l e d n    s t r  n k y 	 O s t a t n i o   o t w i e r a n e   s t r o n y 	 L e g u t o l j  r a   m e g t e k i n t e t t   o l d a l a k 	 V i i m e i s e t   s i v u t 	 S i s t e   s i d e r 	 H i s t  r i a   s t r  n o k 	 R e c e n t e   p a g i n a ' s 	 S e n a s t b e s  k t a   s i d o r 	 P r e t h o d n e   s t r a n i c e 	 P a g i n i   r e c e n t e 	 Z a d n j e   S t r a n i 	   	   	 R e c e n t   P a g e s 	 5	0	M	$	.	>	(	  *	G			 5A-'*  '.1	 -'D  5A-'*	   	 										  						  	 .
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	   	 A m a k h a s i   a m a n j e 	 A m a p h e p h a   a k u t s h a   n j e 	 G o m b o   z a   h i v i   k a r i b u n i 	 O n l a n g s e   b l a d s y e 	 D a b a r t i n i a i   p u s l a p i a i 	 N e s e n s   l a p a s 	 H i l j u t i s e d   l e h e d 	 Ne{kv  dk~an  g{eh	   	 P a g i n i   r e c e n t e 	 
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 
 B R A _ S T R _ I D _ R E F R E S H 	 U n d e f i n e d 	 I C O N T E X T 	 R e f r e s h   a   p a g e 	 R e f r e s h 	 fe	 fe	 #5@#
	 A c t u a l i z a r 	 R a f r a  c h i r 	 A k t u a l i s i e r e n 	 1=>28BL	 A z z e r a 	 *-/J+	 A c t u a l i z a r 	 Y e n i l e 	 L  m   m i 	 P e r b a r u i 	 S e g a r   S e m u l a 	 0	@	+	M	0	H	6		 O p d a t e r 	 O b n o v i t 	 O d [w i e |	 F r i s s  t  s 	 P  i v i t  	 O p p d a t e r 	 O b n o v i e	 V e r v e r s e n 	 U p p d a t e r a 	 O s v j e ~i 	 R e  m p r o s p t a r e 	 O s v e ~i 	 R e f r e s h 	 	 1=>28	 0	?	+	M	0	G	6		 *,//	 1A14  	 	 								 0
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Tnch	 @%5H"
7H-B#D%L	 C a m b i a r   n o m b r e   d e   p e r f i l 	 R e n o m m e r   l e   p r o f i l 	 P r o f i l   u m b e n e n n e n 	 5@58<5=>20BL  ?@>D8;L	 R i n o m i n a   p r o f i l o 	 *9/JD  '3E  'D4CD	 M u d a r   o   n o m e   d o   p e r f i l 	 P r o f i l i   y e n i d e n   a d l a n d 1r 	 i   t  n   c  i   t   s n 	 G a n t i   n a m a   p r o f i l e 	 N a m a k a n   s e m u l a   p r o f i l 	 0	@	- (	G	.	  *	M	0	K	+	>		2	  	 O m d  b   P r o f i l 	 P Ye j m e n o v a t   p r o f i l 	 Z m i e D  n a z w   p r o f i l u 	 P r o f i l    t n e v e z  s e 	 U u d e l l e e n n i m e    p r o f i i l i 	 G i   n y t t   n a v n   t i l   p r o f i l 	 P r e m e n o v a e  p r o f i l 	 P r o f i e l   h e r n o e m e n 	 B y t   p r o f i l n a m n 	 P r e i m e n u j   p r o f i l 	 R e d e n u m i r e   p r o f i l 	 P r e i m e n u j   P r o f i l 	     	     	 @58<5=C209  @>D8;	 *	A	(	M	9	>	  (	>		5	  *	M	0	K	+	>		2		 *:1  F'E  FE'G	 ~1HA'&D  '  F'E  (/D	   	 								  						  							 *
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 B R A _ S T R _ I D _ R E Q U E S T _ T I M E D _ O U T 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 R e q u e s t   t i m e o u t 	 R e q u e s t   t i m e o u t 	 ˊBlBf	 Ble	 +!@'%22#-	 S o l i c i t a r   t i e m p o   d e   e s p e r a 	 D e m a n d e r   u n e   p a u s e 	 A u s z e i t   a n f o r d e r n 	 @5<O  >6840=8O  70?@>A0	 R i c h i e d i   i n t e r r u z i o n e 	 'D7D(  AJ  -'1,  'DHB*	 T e m p o   l i m i t e   d o   p e d i d o 	 0s t e k   z a m a n   a _1m 1n a   u r a d 1	 T h n h   c u   v t   q u    t h i   g i a n 	 p e r m i n t a a n   w a k t u   h a b i s 	 M i n t a   m a s a   t a m a t 	 	(	A	0	K	'	  8	.	/	  8	.	>	*	M	$		 F o r e s p  r g s e l   t i m e   o u t 	 } d o s t   v y p r ae l a 	 Z a d a n i e   c h w i l o w o   p r z e r w a n e 	 P a r a n c s   i d Qt  l l  p  s e 	 P y y n t    v a n h e n t u n u t 	 A n m o d n i n g   b l e   t i d s u t k o p l e t 	 }i a d o s e  v y p r aa l a 	 V e r z o e k   o m   t i m e o u t 	 T i m e o u t 	 Z a h t j e v   v r e m e n s k o g   p r e k i d a 	 S - a   d e p _i t   t i m p u l   p e r m i s   p e n t r u   s o l i c i t a r e 	 Z a h t e v a j   z a s t o j 	     	     	 0O25=>  ?@5:JA20=5	 5	?		(	$	@		@	  5	G	3	  8	.	>	*	M	$		 /1.H'3*  HBAG	 'D*E'3  '  HB*  .*E	       	 						  					  								 ,
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	    	 I s i c e l o   s i p h e l e l w e   i s i k h a t h i 	 I s i c e l o   s i p h e l e l w e   l i x e s h a 	 M u d a   w a   o m b o   u m e i s h a 	 V e r s o e k   o p s k o r t i n g 	 S k i r t o j o   l a i k o   u ~k l a u s a 	 P i e p r a s +j u m a   t a i m a u t s 	 P  r i n g u   a j a l  p p 	 @atav  jatavaoh  }za|~an  g	       	 T i m p u l   p e n t r u   s o l i c i t a r e   a   e x p i r a t 	 
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 B R A _ S T R _ I D _ R E Q U I R E _ F R A M E S 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 T h i s   p a g e   r e q u i r e s   f r a m e   s u p p o r t 	 T h i s   p a g e   r e q u i r e s   f r a m e   s u p p o r t 	 r} /ecFhg	 Qu /ecFhg	 +I25II-!52##-#1@#!	 E s t a   p  g i n a   r e q u i e r e   c o m p a t i b i l i d a d   d e   m a r c o 	 C e t t e   p a g e   n  c e s s i t e   l e   s u p p o r t   d e   t r a m e s 	 D i e s e   S e i t e   b e n  t i g t   F r a m e - U n t e r s t  t z u n g 	 !B@0=8F5  =5>1E>48<0  ?>445@6:0  1;>:0  40==KE	 Q u e s t a   p a g i n a   r i c h i e d e   u n   s u p p o r t o   d e i   f r a m e 	 *-*',  G0G  'D5A-)  %DI  /9E  'D%7'1	 E s t a   p  g i n a   r e q u e r   s u p o r t e   p a r a   f r a m e s 	 B u   s a y f a    e r  e v e   d e s t e i   g e r e k t i r i r 	 T r a n g   n  y   c n   h   t r   k h u n g 	 H a l a m a n   i n i   m e m b u t u h k a n   d u k u n g a n   b i n g k a i 	 H a l a m a n   i n i   m e m e r l u k a n   s o k o n g a n   b i n g k a i 	 	8	  *	C	7	M	 	  	K	  +	M	0	G	.	  8	.	0	M	%	(	  	>	9	?			 S i d e n   k r  v e r   r a m m e   u n d e r s t  t t e l s e 	 T a t o   s t r a n a   v y ~a d u j e   p o d p o r u   r  m o	 T a   s t r o n a   w y m a g a   o b s Bu g   r a m e k 	 A z   o l d a l h o z   f r a m e - t  m o g a t  s   s z  k s  g e s 	 T  m    s i v u   v a a t i i   k e h y s t u k e a 	 D e n n e   s i d e n   k r e v e r   a t   r a m m e r   s t  t t e s 	 T a t o   s t r  n k a   v y ~a d u j e   p o d p o r u   r  m c o v 	 D e z e   p a g i n a   h e e f t   f r a m e o n d e r s t e u n i n g   n o d i g 	 S i d a n   k r  v e r   s u p p o r t   f  r   b i l d r u t o r n a 	 O v a   s t r a n i c a   t r e b a   p o d r ak u   o k v i r a 	 A c e a s t   p a g i n   n e c e s i t   s u p o r t   c a d r u 	 T a   t r a n   z a h t e v a   p o d p o r o   o k v i r j a 	           	           - f r a m e s 	 "078  AB@0=8F0  878A:20  ?>44@J6:0  =0  f r a m e s 	 *	C	7	M	 	>	2	>	  +	M	0	G	.	  8	*	K	0	M		  *	>	9	?		G		 'F  5A-G  (G  ~4*('F  A1E  F'2  /'1/	 '3  5A-  H  A1E  -E'*  '	         	 		  									  					  							  								 
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	 U t i l i c e   a c t u a l i z a r 	 V e u i l l e z   r a f r a  c h i r   l a   p a g e 	 B i t t e   A k t u a l i s i e r e n   v e r w e n d e n 	 A?>;L7C9B5  >1=>28BL	 U t i l i z z a   i l   t a s t o   a z z e r a 	 'D1,'!  '3*./'E  'D*-/J+	 U s e   a   f u n   o   d e   a c t u a l i z a   o 	 L  t f e n   y e n i l e m e   f o n k s i y o n u n u   k u l l a n 1n 	 H  y   l  m   m i   M n g 	 P e r b a r u i 	 S i l a   g u n a k a n   m u a t   s e m u l a 	 	C	*	/	>	  0	?	+	M	0	G	6	  	>	  		*	/	K		  	0	G			 B r u g   v e n l i g s t   o p d a t  r 	 O b n o v t e   p r o s  m 	 U |y j   o p c j i   o d [w i e |a n i a 	 K  r e m ,   f r i s s  t s e   a z   o l d a l t 	 K  y t    p  i v i t y s t  	 V e n n l i g s t   b e n y t t   o p p d a t e r 	 O b n o v t e   p r o s  m 	 V e r v e r s e n   g e b r u i k e n 	 A n v  n d   u p p d a t e r a 	 M o l i m o   v a s   d a   i z v r ai t e   o s v j e ~e n j e 	 V   r u g m   s   r e  m p r o s p t a ci   p a g i n a 	 P r o s i m   U p o r a b i   O s v e ~i 	   r e f r e s h 	     	 >;O,   87?>;7209  >1=>2O20=5	 	C	*	/	>	  0	?	+	M	0	G	6	  5	>	*	0	>		 D7A'K  '2  *,//  '3*A'/G  F/	 (1'      E1('F  1A14  '  '3*9E'D  ,&	     	 							  			  							  							  					 
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 B R A _ S T R _ I D _ S A V E _ A S _ H O M E P 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e t   a s   h o m e p a g e 	 S e t   a s   H o m e p a g e 	 -[b	 :N;Nu	 1I@GB.!@	 E s t a b l e c e r   c o m o   P  g i n a   d e   i n i c i o 	 C h o i s i r   c o m m e   p a g e   d ' a c c u e i l 	 A l s   H o m e p a g e   e i n s t e l l e n 	 #AB0=>28BL  :0:  4><0H=NN  AB@0=8FC	 C o n f i g u r a   c o m e   p a g i n a   i n i z i a l e 	 6(7  (5A-)  1&J3J)	 D e f i n i r   c o m o   p  g i n a   p r i n c i p a l 	 A n a   s a y f a   o l a r a k   a y a r l a 	 t   t h  n h   t r a n g   c h 	 A t u r   s e b a g a i   h a l a m a n   r u m a h 	 S e t k a n   s e b a g a i   L a m a n   u t a m a   	 .	A		M	/	  *	C	7	M	 	  (	?	/	$	  	0	G			 I n d s t i l   s o m   h j e m m e s i d e 	 N a s t a v i t   j a k o   d o m o v s k o u   s t r  n k u 	 U s t a w   j a k o   s t r o n e   d o m o w 	 B e  l l  t  s   k e z d Ql a p k  n t 	 A s e t a   k o t i s i v u k s i 	 S e t t   s o m   h j e m m e s i d e 	 U l o ~i e  a k o   d o m o v s k    s t r  n k u 	 A l s   h o m e p a g e   i n s t e l l e n 	 A n v  n d   s o m   h e m s i d a 	 P o s t a v i   k a o   o s n o v n u   s t r a n i c u 	 S t a b i l i r e   c a   p a g i n   d e   p o r n i r e 	 N a s t a v i   k o t   d o m a 
o   s t r a n 	       	     	 0AB@>9  :0B>  0G0;=0  AB@0=8F0	 9	K	.	*	G		  .	'	M	/	G	  8	G		  	0	>		 *F8E  (9FH'F  5A-G  '5D	 HE  ~,    71-  3y  ,&	     	 							  			  					 9
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       	 S e t h a   n j e n g e - H o m e p a g e 	 S e t a   n j e n g e p h e p h a   l e W e b h u 	 W e k a   k a m a   G o m b o k a y a 	 G e b r u i k   a s   T u i s b l a d 	 N u s t a t y t i   p r a d i n i u   p u s l a p i u 	 I e s t a t +t   k   m j a s   l a p u 	 S e a   k o d u l e h e k s 	 Fwavaoel  xze}  Mofbvaoav  g{	 ,       	 S t a b i l i r e   c a   p a g i n   d e   p o r n i r e 	 9
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N/ec	 A5HD!H#-#1	 E s q u e m a   n o   a d m i t i d o 	 S c h  m a   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e s   S c h e m a 	 5?>445@68205<0O  AE5<0  	 S c h e m a   n o n   s u p p o r t a t o 	 'D.7)  D'  */9E	 E s q u e m a   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   b i  i m 	 K h  n g   h   t r   n h   d n g   n  y 	 S k e m a   t a k   t e r d u k u n g 	 S k i m   t a k   d i s o k o n g   	 	8	.	0	M	%	?	$	  8	M		@	.		 E j   u n d e r s t  t t e t   s k e m a 	 N e p o d p o r o v a n    s c h  m a 	 S c h e m a t   n i e   o b s Bu g i w a n y 	 N e m   t  m o g a t o t t   s  m a 	 T u k e m a t o n   k a a v a 	 U s t  t t e t   s y s t e m 	 N e p o d p o r o v a n    s c h  m a 	 N i e t   o n d e r s t e u n d   s c h e m a 	 S c h e m a t   s t  d j e s   e j 	 N e p o d r ~a n i   r a s p o r e d 	 S c h e m   n e a c c e p t a t 	 N e p o d p r t a   S h e m a 	       	     	 5?>44J@60=0  !E5<0	 8	M		@	.	  *	A	7	M		@	&	>		2	  (	>	9	@		 71-  ~4*('F  FE  4H/	 :1  -E'*  'A*  '3E	     	 								  						 
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n o s t 	 Z a b e z p i e c z e n i e 	 B i z t o n s  g 	 T u r v a l l i s u u s 	 S i k k e r h e t 	 B e z p e 
n o s e	 B e v e i l i g i n g 	 S  k e r h e t 	 S i g u r n o s t 	 S e c u r i t a t e   	 V a r n o s t 	 	     	 !83C@=>AB	 8	A	0		M	7	>		 'EF*	 3H1y	 	 									  	 8
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 
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	 [hQT:gOo`	 I-!9%'2!%- 1"	 I n f o r m a c i  n   d e   s e g u r i d a d 	 I n f o   d e   s  c u r i t  	 S i c h e r h e i t s i n f o 	 =D>@<0F8O  157>?0A=>AB8  	 I n f o r m a z i o n i   d i   s i c u r e z z a 	 E9DHE'*  'D'EF	 I n f o r m a   o   d e   s e g u r a n  a 	 G  v e n l i k   b i l g i s i 	 T h  n g   t i n   k t   n i   a n   t o  n 	 I n f o   p e n g a m a n a n 	 M a k l u m a t   k e s e l a m a t a n 	 8	A	0		M	7	>	  	>	(		>	0	@		 S i k k e r h e d s   I n f o 	 B e z p e 
n o s t n    i n f o r m a c e 	 I n f o r m a c j a   o   z a b e z p i e c z e n i a c h 	 B i z t o n s  g i   i n f o 	 T u r v a l l i s u u s t i e t o a 	 S i k k e r h e t s i n f o 	 B e z p e 
n o s t n    i n f o r m  c i e 	 B e v e i l i g i n g s i n f o 	 S  k e r h e t i n f o r m a t i o n 	 S i g u r n o s n e   o b a v i j e s t i 	 I n f o r m a ci i   s e c u r i t a t e 	 V a r n o s t n e   I n f o r m a c i j e 	   	   	 =D>  !83C@=>AB	 8	A	0		M	7	>	  .	>	9	?	$	@		 '7D'9'*  'EF*	 3H1y  E9DHE'*	   	 									  					 8
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	   	 U l w a z i   l o k u p h e p h a 	 I i n k c u k a c h a   z o k h u s e l e k o   	 H a b a r i   y a   u s a l a m a 	 S e k u r i t e i t s i n l i g t i n g 	 S a u g o s   i n f o r m a c i j a 	 D r o a+b a s   i n f o r m c i j a 	 T u r v a l i s u s t e a v e 	 1v~avcxiuav  ta}kv  ereoxiuxv	   	 I n f o r m a ci i   s e c u r i t a t e 	 8
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 
 B R A _ S T R _ I D _ S E C _ C L E A R _ S E S S I O N 	 U n d e f i n e d 	 I C O N T E X T 	 C l e a r   s e s s i o n 	 C l e a r   s e s s i o n 	 nzzvMR[hQ#}	 nzzvMR[hQT:g	 %I2@*
1	 B o r r a r   s e s i  n 	 P u r g e r   l a   s e s s i o n 	 S i t z u n g   l  s c h e n 	 G8AB.   A5AA8N  	 A z z e r a   s e s s i o n e 	 E3-  'D'*5'D  'DE('41  'D'EF	 L i m p a r   s e s s  o 	 O t u r u m u   t e m i z l e 	 X  a   k t   n i   a n   t o  n   h i n   t i 	 b e r s i h k a n 	 K o s o n g k a n   s e s i 	 8	$	M	0	  9		>			          	 R y d   s e s s i o n 	 S m a z a t   r e l a c i 	 W y c z y [  s e s j 	 E s e m  n y   t  r l  s e 	 P y y h i   s e s s i o 	 F j e r n   s e s j o n 	 V y m a z a e  r e l  c i u 	 S e s s i e   w i s s e n 	 R e n s a   s e s s i o n 	 I s p r a z n i   s e s i j u 	 ^t e r g e r e   s e s i u n e 	 O 
i s t i   O d s e k 	   	       	 7G8AB8  !5A8O	 	'	?	5	G	6	(	  *	A	8	B	(	  	>		>		 ~'  1/F  ,D3G	 34F  5'A  ,&	   	 						  				  						 8
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	   	 S u l a   i s e s h i n i 	 S u s a   i s e s h i n i 	 T a n d u a   k i k a o 	 W i s   s e s s i e 	 I av a l y t i   s e a n s 	 N o t +r +t   s e s i j u 	 K u s t u t a   s e a n s s 	 Dael  }eav}h	   	 ^t e r g e r e   s e s i u n e 	 8
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 B R A _ S T R _ I D _ S E C _ C O N N E C T I O N _ F A I L E D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S e c u r e   c o n n e c t i o n   f a i l e d 	 S e c u r e   c o n n e c t i o n   f a i l e d 	 [hQ#P}1YWe	 [hQޏc1Y%	 @
7H-!H-D!HDI	 F a l l o   e n   l a   c o n e x i  n   s e g u r a 	  c h e c   d e   l a   c o n n e x i o n   s  c u r i s  e 	 S i c h e r e   V e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  157>?0A=>3>  A>548=5=8O	 C o n n e s s i o n e   s i c u r a   f a l l i t a 	 A4D  AJ  '*5'D  'D'EF	 L i g a   o   s e g u i r a   f a l h o u 	 G  v e n l i   b a l a n t 1  b a _a r 1s 1z 	 K t   n i   a n   t o  n   l i 	 h u b u n g a n   a m a n   g a g a l 	 S a m b u n g a n   s e l a m a t   g a g a l 	 8	A	0		M	7	?	$	  8	.	M	*	0	M		  	8	+	2		 S i k k e r   f o r b i n d e l s e   a f b r u d t 	 B e z p e 
n    s p o j e n    s e l h a l o 	 B Bd   b e z p i e c z n e g o   p o Bc z e n i a 	 B i z t o n s  g o s   k a p c s o l  d  s   s i k e r t e l e n 	 T u r v a y h t e y s   e p  o n n i s t u i 	 S i k k e r h e t s k o p l i n g   m i s l y k k e t 	 B e z p e 
n    p r i p o j e n i e   z l y h a l o 	 V e i l i g e   v e r b i n d i n g   m i s l u k t 	 S  k e r   u p p k o p l i n g   m i s s l y c k a d e s 	 S i g u r n o s n o   p o v e z i v a n j e   n i j e   u s p j e l o 	 C o n e x i u n e a   d e   s i g u r a n c  n u   a   r e u _i t 	 V a r n a   p o v e z a v a   n e u s p e an a 	     	     	 !83C@=0  2@J7:0  =5CA?5H=0	 0		M	7	?	$	  8		*	0	M		  	8	.	0	M	%		 '*5'D  'EF  F'EHAB  (H/	 E-AH8  '*5'D  F''E	     	 							  							  							 8
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 B R A _ S T R _ I D _ S E L E C T _ B O O K M A R K 	 U n d e f i n e d 	 T I T L E 	 S e l e c t   b o o k m a r k 	 S e l e c t   b o o k m a r k 	 xdfd|	 	bfN~{	 @%7-8J!2#L	 S e l e c c i o n a r   m a r c a d o r 	 S  l e c t i o n n e r   l e   m a r q u e - p a g e s 	 L e s e z e i c h e n   w  h l e n 	 57>?0A=0O  70:;04:0  	 S e l e z i o n a   s e g n a l i b r o 	 %.*J'1  '4'1)  E1,9J)	 S e l e c c i o n a r   m a r c a d o r 	 Y e r   i m i   s e  	 C h n    n h   d u 	 P i l i h   b u k u   p e n u n j u k 	 P i l i h   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  	A	(	G			 V  l g   B o g m  r k e 	 Z v o l i t   z  l o ~k u 	 W y b i e r z   z a k Ba d k 	 K  n y v j e l z Q  k i v  l a s z t  s a 	 V a l i t s e   k i r j a n m e r k i t 	 V e l g   b o k m e r k e 	 Z v o l i e  z  l o ~k u 	 B l a d w i j z e r   s e l e c t e r e n 	 V  l j   b o k m  r k e 	 O d a b e r i t e   o z n a k u 	 S e l e c t a r e   m a r c a j 	 I z b e r i   O z n a k e 	   	   	 715@8  B<5B:0	 ,	A		.	>	0	M		  (	?	5	!	>		 'F*.'(  E-D  '(	 9D'E*  *'(  EF*.(  ,&	       	 								  									 ,
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	 *M0K+>2  _(  0(M$A	 	 			' 				  					 	 	 	 	 	 	 	 S e l e c i o n a r   p e r f i l 
 
 B R A _ S T R _ I D _ S E N D 	 U n d e f i n e d 	 T I T L E ,   L S K ,   I C O N T E X T 	 S e n d   s o m e t h i n g   o r   s e n d   m o d e 	 S e n d 	 P	 S	 *H	 E n v i a r 	 E n v o y e r 	 S e n d e n 	 B?@028BL	 I n v i a 	 '13'D	 E n v i a r 	 G  n d e r   	 G i 	 K i r i m 	 H a n t a r 	 -	G		G			 	 	 	 K  l d  s 	 	 	 	 V e r z e n d e n 	 	 	 E x p e d i e r e 	 	 	 	 	 *	>	 	5	>		 '13'D	 (,	 	 							 -
G

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	 **A.A	 04VA;0B8	 




	 	 T h u m e l a 	 T h u m e l a 	 T u m a 	 S t u u r 	 S i ss t i 	 S kt +t 	 S a a d a 	 Hraoel	 	 E x p e d i e r e 	 
/
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	 * >(M$A	 	 	 	 	 	 	 	 	 	 E n v i a r 
 
 B R A _ S T R _ I D _ V I A _ S M S 	 U n d e f i n e d 	 I C O N T E X T 	 s e n d   a s   t e x t   m e s s a g e 	 A s   t e x t   m e s s a g e 	 N!|
	 wOe_	 @GI-'2!1'-1)#	 C o m o   m e n s a j e   d e   t e x t o 	 C o m m e   m e s s a g e   t e x t e 	 A l s   T e x t m i t t e i l u n g 	 0:  S M S 	 C o m e   m e s s a g g i o   s c r i t t o 	 71JB)  'D13'&D	 C o m o   m e n s a g e m   d e   t e x t o 	 M e t i n   i l e t i s i   o l a r a k   	 C h     t i n   n h n 	 S e b a g a i   p e s a n   t e k s 	 S e b a g a i   m e s e j   t e k s 	 	2	G		  8		&	G	6	  	G	  0	B	*	  .	G			 	 	 	 S z  v e g e s    z e n e t k  n t 	 	 	 	 A l s   t e k s t b e r i c h t 	 	 	 C a   m e s a j   t e x t 	 	 	   	 	 	8		.		8	  .	>	'	M	/	.	G		 (9FH'F  ~'E  E*F	 (1'  S M S 	 v i a   S M S 	 						  							  								 
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  




  




	   	 N j e n g o m b i k o   w o m b h a l o 	 N j e n g o m y a l e z o   w I g a m a 	 K a m a   u j u m b e   w a   m a a n d i s h i 	 A s   t e k s b o o d s k a p 	 K a i p   t e k s t o   p r a n e ai m 	 K   t e k s t a   z i Fo j u m u 	 T e k s t s  n u m i n a 	 Hze}  e}aukv  parxdacxiuxv	     	 C a   m e s a j   t e x t 	 
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	 *>   8(M&G6  *0?	 	 			  						  					 	 	 	 	 	 	 	 C o m o   m e n s a g e m   d e   t e x t o 
 
 B R A _ S T R _ I D _ V I A _ M M S 	 U n d e f i n e d 	 I C O N T E X T 	 s e n d   a s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 NYZԚ
o`	 i_Oe_	 @GI-'2!!1%4!5@5"	 C o m o   m e n s a j e   m u l t i m e d i a 	 C o m m e   m s g   m u l t i m  d i a 	 A l s   M u l t i m e d i a - M i t t e i l u n g 	 0:  M M S 	 C o m e   m e s s a g g i o   m u l t i m e d i a l e 	 71JB)  13'&D  'DH3'&7	 C o m o   m e n s a g e m   m u l t i m  d i a 	 M u l t i m e d y a   i l e t i s i   o l a r a k     	 C h     M M S 	 S e b a g a i   p e s a n   m u l t i m e d i a 	 S e b a g a i   m e s e j   m u l t i m e d i a 	 .	2	M		?	.	@	!	@	/	>	  8		&	G	6	  	G	  0	B	*	  .	G			 	 	 	 M u l t i m  d i a    z e n e t k  n t 	 	 	 	 A l s   m u l t i m e d i a b e r i c h t 	 	 	 C a   m e s a j   m u l t i m e d i a 	 	 	     	 	 	.		.		8	  .	>	'	M	/	.	G		 (9FH'F  ~'E  F/13'FG  '	 (1'  S M S 	 v i a   M M S 	 												  							  								 
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	     	 N j e n g o m b i k o   w e - m u l t i m e d i a 	 N j e n g o m y a l e z o   w e m a l t i m i d i y a . 	 K a m a   u j u m b e   w a   m e d i a n u w a i 	 A s   m u l t i m e d i a - b d s k p 	 K a i p   d a u g i a l y p s   t e r p s   p r a n e a. 	 K   m u l t i v i d e s   z i Fo j u m u 	 M u l t i m e e d i a s  n u m i n a 	 Hze}  txlktedka  prd. 	     	 C a   m e s a j   m u l t i m e d i a 	 .
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 
 B R A _ S T R _ I D _ V I A _ E M A I L 	 U n d e f i n e d 	 I C O N T E X T 	 s e n d   a s   E m a i l 	 A s   E m a i l 	 NP[N	 5uP[Ne_	 @G-5@!%	 C o m o   c o r r e o   e l e c t r  n i c o 	 C o m m e   E m a i l 	 A l s   E - M a i l 	 >  M;5:B@>==>9  ?>GB5	 C o m e   e m a i l 	 71JB)  'D(1J/  'D'DC*1HFJ	 C o m o   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a   o l a r a k   	 C h     t h   i n   t 	 S e b a g a i   e m a i l 	 S e b a g a i   E - m e l 	 	- .	G	2	  	G	  0	B	*	  .	G			 	 	 	 E - m a i l k  n t 	 	 	 	 A l s   e - m a i l 	 	 	 C a   e - m a i l 	 	 	   " 	 	 	- .	G	2	  .	>	'	M	/	.	G		 (9FH'F  'ED	 (1'  '  ED	 v i a   E m a i l 	 				  					 
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	 -   	 N j e n g e - i m e y l i 	 N j e n g e   I m e y l 	 K a m a   B a r u a   p e p e 	 A s   E - p o s 	 K a i p   e l .   l a i ak 	 K   e - p a s t u 	 E - k i r j a n a 	 Hze}  7l.   x}k  prd. 	   E m a i l 	 C a   e m a i l 	 
.
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 
 B R A _ S T R _ I D _ U S B _ M O D E _ E X P _ W A R N I N G 	 E x t D e v i c e 	 P O P U P 	 W a r n i n g   U S B   m o d e :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B dkRfBf!qlO(u	 U S B 募RfeelO(u	 U S B :   D!H-8
22#C
I2	 U S B :   F u n c i  n   n o   p e r m i t i d a 	 U S B   :   f o n c t i o n   n o n   a u t o r i s  e 	 U S B :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 DC=:F8O  =54>?CAB8<0	 U S B :   F u n z i o n e   n o n   s u p p o r t a t a 	 U S B   :   'DH8JA)  :J1  E3EH-)	 U S B : F u n   o   n  o   p e r m i t i d a 	 U S B :   0_l e v e   i z i n   v e r i l m e z 	 U S B : T m   t h i   k h  n g   s   d n g   c   c h c   n n g   n  y 	 U S B :   F u n g s i   t i d a k   d i b o l e h k a n 	 U S B :   F u n g s i   t a k   d i b e n a r k a n 	 U S B :   	>	0	M	/	  	(	A	.	$	  (	9	@			 	 	 	 U S B :   N e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 U s b :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 U S B :   F u n c ci e   n e p e r m i s 	 	 	 U S B :       	 	 /	B		8	,	@	:   	>	0	M	/	  	(	A	.	$	?	  (	>	9	@		 U S B :   9EDC1/  E,'2  FJ3*	 H  '3  (  AF4F    ','2*  F	 :       	 						:   					  						  				 /
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	 . . . :       	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n k s i e   n i e   t o e g e l a a t   n i e 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 	 	 U S B :   F u n k s i o n i   n u k   l e j o h e t 	 U S B :   					  													  				 	 	 	 	 	 	 	 U S B :   F u n   o   n  o   p e r m i t i d a 
 
 B R A _ S T R _ I D _ S E S S I O N _ I N F O 	 U n d e f i n e d 	 I C O N T E X T 	 S e s s i o n   i n f o 	 S e s s i o n   i n f o 	 [hQ#}ǌ
	 [hQT:gOo`	 I-!9%@*
1	 I n f o r m a c i  n   d e   l a   s e s i  n 	 I n f o   d e   s e s s i o n 	 S i t z u n g s i n f o 	 =D>@<0F8O  A5AA88  	 I n f o r m a z i o n i   s e s s i o n e 	 E9DHE'*    'D'*5'D	 I n f o r m a   o   d a   s e s s  o 	 O t u r u m   b i l g i s i 	 T h  n g   t i n   k t   n i   a n   t o  n 	 I n f o   M u s i m a n 	 M a k l u m a t   s e s i 	 	5	'	?	  8	B		(	>		 S e s s i o n s   I n f o 	 I n f o r m a c e   o   r e l a c i 	 S e s j a   i n f o r m a c y j n a 	 E s e m  n y   i n f o 	 S e s s i o t i e t o a 	 S e s j o n s i n f o 	 I n f o r m  c i e   o   r e l  c i i 	 S e s s i e - i n f o 	 S e s s i o n i n f o 	 P o d a c i   o   s e s i j i 	 I n f o r m a ci i   d e s p r e   s e s i u n e 	 I n f o r m a c i j e   O d s e k a 	   	       	 =D>  !5A8O	 	'	?	5	G	6	(	  .	>	9	?	$	@		 '7D'9'*  ,D3G	 34F  E9DHE'*	   	 							  					 8
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	   	 U l w a z i   l w e s e s h i n i 	 U l w a z i   n g e s e s h i n i 	 H a b a r i   y a   k i k a o 	 S e s s i e - i n l i g t i n g 	 S e a n s o   i n f o r m a c i j a 	 S e s i j a s   i n f o r m c i j a 	 T e a v e   s e a n s i   k o h t a 	 Meav}k  ta}kv  ereoxiuxv	   	 I n f o r m a ci i   s e s i u n e 	 8
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 
 B R A _ S T R _ I D _ S E T T I N G S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e t t i n g s   s c r e e n   t i t l e 	 S e t t i n g s 	 -[	 n	 2#1IH2	 A j u s t e s 	 R  g l a g e s 	 E i n s t e l l u n g e n 	 0AB@>9:8	 C o n f i g u r a z i o n i 	 6(7	 D e f i n i   e s 	 A y a r l a r 	 C  i   t 	 p e n g a t u r a n 	 S e t i n g 	 8	G		?				 O p s  t n i n g 	 N a s t a v e n  	 U s t a w i e n i a 	 B e  l l  t  s o k 	 A s e t u k s e t 	 I n n s t i l l i n g e r 	 N a s t a v e n i a 	 I n s t e l l i n g e n 	 I n s t  l l n i n g a r 	 P o s t a v k e 	 S e t r i 	 N a s t a v i t v e 	 	 	 0AB@>9:8	 8	G		?				 *F8E'*	 3yF2	 	 										 8
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 
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
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e t 	 K o n t o 	 F i  k 	 T i l i 	 K o n t o 	  
e t 	 A c c o u n t 	 K o n t o 	 R a 
u n 	 C o n t 	 R a 
u n 	 	     	 :0C=B	 2	G		>		 '4*1'	 ''$Fy	 	 								 
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5I-!9%	 C u e n t a   d e   d a t o s 	 D o n n  e s   d u   c o m p t e 	 D a t e n k o n t o 	 #G5B=0O  70?8AL  40==KE	 A c c o u n t   d a t i 	 -3'(  'D(J'F'*	 C o n t a   d e   d a d o s 	 V e r i   H e s a b 1	 T  i   k h o n   d   l i u 	 A k u n   D a t a 	 A k a u n   d a t a 	 !	>		>	  2	G		>		 D a t a   K o n t o 	 D a t o v     
e t 	 K o n t o   d a n y c h 	 A d a t f i  k 	 T i e t o t i l i 	 D a t a k o n t o 	 D  t o v     
e t 	 G e g e v e n s a c c o u n t 	 D a t a k o n t a 	 P o d a t k o v n i   r a 
u n 	 C o n t   d e   d a t e 	 P o d a t k o v n i   R a 
u n 	   	   	 :0C=B  70  0==8	 !	G		>	  	>	$	>		 '4*1'  /'/G	 y'  ''$Fy	   	 				  								 !
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  






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 
 B R A _ S T R _ I D _ S E T _ N O _ N E T _ I D S 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   d a t a   a c c o u n t 	 N o   d a t a   a c c o u n t 	 !q3^_ǌe	 epenc^7b	 D!H!51

5I-!9%	 S i n   c u e n t a   d e   d a t o s 	 A u c u n e   d o n n  e s   d u   c o m p t e 	 K e i n   D a t e n k o n t o 	 5B  CG5B=KE  70?8A59  40==KE	 A c c o u n t   d a t i   a s s e n t e 	 -3'(  'D(J'F'*  :J1  EH,H/)	 S e m   c o n t a   d e   d a d o s 	 V e r i   h e s a b 1  y o k 	 K h  n g   c    t  i   k h o n   d   l i u 	 A k u n   D a t a   t a k   a d a 	 T i a d a   a k a u n   d a t a 	 !	>		>	  2	G		>	  		*	2	,	M	'	  (	9	@			 I n g e n   D a t a   K o n t i 	 } d n    d a t o v     
t y 	 B r a k   k o n t   d a n y c h 	 N i n c s   a d a t f i  k 	 E i   t i e t o t i l e j  	 I n g e n   d a t a k o n t o e r 	 }i a d n e   d  t o v     
t y 	 G e e n   g e g e v e n s a c c o u n t 	 I n g a   d a t a k o n t o n 	 N e m a   p o d a t k o v n i h   r a 
u n a 	 C o n t u r i   d e   d a t e   i n e x i s t e n t e 	 N i   P o d a t k o v n e g a   R a 
u n a 	       	     	 0<0  :0C=B8  70  0==8	 !	G		>	  	>	$	>	  (	>	9	@		 '4*1'  /'/G  EH,H/  F3*	 H&  y'  ''$Fy  F	     	 				  							  				 
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	     	 A k u n a - a k h a w u n t i   y e d a t h a 	 A k u k h o   a k h a w u n t i   y e - d a t a 	 H a k u n a   a k a u n t i   y a   d a t a 	 G e e n   d a t a - r e k e n i n g   n i e 	 N r a   d u o m e n s  s s k a i t o s 	 N a v   d a t u   k o n t a 	 M i t t e - a n d m e k o n t o 	 O~ualvek  pawk~  yoa	     	 C o n t u r i   d e   d a t e   i n e x i s t e n t e 	 !
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 
 B R A _ S T R _ I D _ S E T _ E N A B L E _ P U S H 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 E n a b l e   p u s h 	 E n a b l e   p u s h 	 
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o`-[	 
gROo`n	 C
I2  P u s h 	 H a b i l i t a r   p u s h 	 A c t i v e r   P u s h 	 P u s h   a k t i v i e r e n 	  07@5H8BL  4>AB02:C	 A b i l i t a   p u s h 	 6(7  13'&D  'D./E'*	 A c t i v a r   t r a n s m i s s  o 	 B a s m a   s e  e n e i n i   e t k i n l e _t i r   	 C  i   t   t n g    i   p h c   v   t i n   n h n 	 A k t i f k a n   p u s h 	 D a y a k a n   t o l a k 	 *	A	6	  8		M	0	?	/	  	0	G			 	 	 	 P u s h   e n g e d  l y e z  s e 	 	 	 	 D u w e n   a c t i v e r e n 	 	 	 A c t i v a r e   s o l i c i t a r e 	 	 	   	 	 	M	0	?	/	>	6	@	2	  *	A	6		 A9'D3'2  '13'D	 ~4  H  'D  (F'&	     	 			  					  			 &
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	 +A7MA  5@2A2M*?A.A	 #2V<:=CB8  P u s h 	 




  




  


	    	 Y e n z a   i - p u s h   i s e b e n z e 	 Y e n z a   i b e n a k o   u k u t y h a l a 	 W e z e s h a   m s u k u m o 	 O n t s p e r   p u s h 	 L e i s t i   /k l i m 	 I e s p j o t   p r s kt +aa n u 	 L u b a   p u s h 	 1ok~avel  p u s h - h	     ( P u s h )   	 A c t i v a r e   s o l i c i t a r e 	 *
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	 *A8M  8M7.  0(M$A	 	 					  					  				 	 	 	 	 	 	 	 H a b i l i t a r   p u s h 
 
 B R A _ S T R _ I D _ S E T _ P U S H _ T R U S T S E T T I N G 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T r u s t   s e t t i n g s 	 T r u s t   s e t t i n g s 	 }v
TU-[	 }v
TUSn	 H241I'2!@
7H-7-	 A j u s t e s   d e   c o n f i a n z a 	 R  g l a g e s   d e   c o n f i a n c e 	 V e r t r a u e n s e i n s t e l l u n g e n 	 0AB@>9:8  4>25@8O	 C o n f i g u r a z i o n e   d e i   t r u s t 	 6(7  B'&E)  'DE3EH-	 D e f i n i   e s   d e   c o n f i a n  a 	 G  v e n   a y a r l a r 1  	 C  i   t   s   t r n g 	 P e n g a t u r a n   t e r p e r c a y a 	 S e t i n g   p e r c a y a 	 5	?	6	M	5	8	M	$	  8	G		?				 	 	 	 B i z a l m i   b e  l l  t  s o k 	 	 	 	 V e r t r o u w e n s i n s t e l l i n g e n 	 	 	 S e t r i    n c r e d e r e 	 	 	   	 	 	M	0	>	8	M		  8	G		?				 *F8E'*  E7E&F	 y13y  3yF	   	 							  										 
0
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	 M08MM  8FM?M	 >2V@5=0  CAB0=>2:0	 





  







	    	 A m a s e t h i n g i   e - t r u s t 	 T h e m b a   u s e t o 	 M i p a n g i l i o   y a   z i n a z o a m i n i k a 	 V e r t r o u e - i n s t e l l i n g s 	 P a t i k o s   n u o s t a t o s 	 U z t i c a m o   i e s t a t +j u m i 	 U s a l d a   s  t t e i d 	 N}apxiuav  oauavve	       	 S e t r i   l i s t   d e    n c r e d e r e 	 
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
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 	 ,?6M58M$  8G?	 	 							  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c o n f i a n  a 
 
 B R A _ S T R _ I D _ S E T _ P U S H _ S L S E T T I N G 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S L   s e t t i n g s 	 S L   s e t t i n g s 	 S L -[	 S L n	 H241I  S L 	 A j u s t e s   d e   S L 	 R  g l a g e s   S L 	 S L - E i n s t e l l u n g e n 	 0AB@>9:8  S L 	 C o n f i g u r a z i o n e   S L 	 6(7  S L 	 D e f i n i   e s   S L 	 S L   a y a r l a r 1  	 C  i   t   S L 	 P e n g a t u r a n   S L 	 S e t i n g   S L 	 S L   8	G		?				 	 	 	 S L   b e  l l  t  s o k 	 	 	 	 S L - i n s t e l l i n g e n 	 	 	 S e t r i   S L 	 	 	   S L 	 	 	8		2	  8	G		?				 *F8E'*  S L 	   '3  'D  3yF	 S L   	 				  										 
8
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	 8M2M  8FM?M	 #AB0=>2:0  S L 	 S L   







	 . . 	 A m a s e t h i n g i   e - S L 	 U s e t o   l w e S L 	 M i p a n g i l i o   y a   S L 	 S L - i n s t e l l i n g s 	 S L   n u o s t a t o s 	 S L   i e s t a t +j u m i 	 S L   s  t t e d 	 S L   oauavve	 S L     	 S e t r i   S L 	 S L   
M
0
.
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
M

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M

 	 S L   8G?	 	 S L   							 	 	 	 	 	 	 	 C o n f i g u r a   e s   S L 
 
 B R A _ S T R _ I D _ S E T _ P U S H _ T R U S T L I S T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T r u s t   l i s t 	 T r u s t   l i s t 	 }v
TU	 }v
TUS	 #2"2#'2!@
7H-7-	 L i s t a   d e   c o n f i a n z a 	 L i s t e   d e   c o n f i a n c e 	 V e r t r a u e n s l i s t e 	 !?8A>:  4>25@5==KE  04@5A>2	 E l e n c o   t r u s t 	 B'&E)  'DE3EH-	 L i s t a   d e   c o n f i a n  a 	 G  v e n   l i s t e s i   	 S   t r n g   	 D a f t a r   t e r p e r c a y a 	 S e n a r a i   p e r c a y a 	 5	?	6	M	5	8	M	$	  8	B		@		 	 	 	 B i z a l m i   l i s t a 	 	 	 	 V e r t r o u w e n s l i j s t 	 	 	 L i s t   d e    n c r e d e r e 	 	 	   	 	 	M	0	>	8	M		  8	G		?				 D3*  E7E&F	 y13y  A13*  	   	 							  					 
0
>
8

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
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	 M08MM  >,?$>	 >2V@5=89  A?8A>:	 





  



	   	 U h l u   l w e - t r u s t 	 U l u h l u   l e t h e m b a 	 O r o d h a   y a   z i n a z o a m i n i k a 	 V e r t r o u d e   l y s 	 P a t i k o s   s r a aa s 	 U z t i c a m o   s a r a k s t s 	 U s a l d u s l o e n d 	 N}ap~anvek  avo	     	 L i s t   d e    n c r e d e r e 	 
M
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  *

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	 ,?6M58M$  8>0#@	 	 							  							 	 	 	 	 	 	 	 L i s t a   d e   c o n f i a n  a 
 
 B R A _ S T R _ I D _ S E T _ P U S H _ A D D T O _ T R U S T L I S T 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   t o   t r u s t   l i s t 	 A d d   t o   t r u s t   l i s t 	 ReQ}v
TU	 mR0R}v
TUS	 @4H!C#2"2#'2!@
7H-7-	 A  a d i r   a   l i s t a   d e   c o n f i a n z a 	 A j o u t e r      l a   l i s t e   d e   c o n f i a n c e 	 Z u r   V e r t r a u e n s l i s t e   h i n z u f  g e n 	 >1028BL  2  4>25@5==K5	 A g g i u n g i   a l l  e l e n c o   t r u s t 	 '6'A)  'DJ  B'&E)  'DE3EH-	 A d i c i o n a r      l i s t a   d e   c o n f i a n  a 	 G  v e n   l i s t e s i n e   e k l e 	 T h  m   v  o   s   t r n g 	 T a m b a h k a n   k e   d a f t a r   t e r p e r c a y a 	 T a m b a h   p a d a   s e n a r a i   p e r c a y a 	 5	?	6	M	5	8	M	$	  8	B		@	  .	G		  	K	\	G			 	 	 	 H o z z  a d  s   a   b i z a l m i   l i s t  h o z 	 	 	 	 A a n   v e r t r o u w e n s l i j s t   t o e v o e g e n 	 	 	 A d u g a r e   l a   l i s t a   d e    n c r e d e r e 	 	 	     	 	 	!	  	B	  	M	0	>	8	M		  8	G		?				 'A2H/F  (G  D3*	 y13y  A13*  E  '6'A  ,&	     	 							  						  			  				 
0
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  
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!
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	 M08MM  >,?$>A  $  G/A.A	 >40B8  4>  >2V@5=>3>  A?8A:C	 





  






  




	     	 E n g e z a   o h l w i n i   l w e - t r u s t 	 Y o n g e z a   k u l u h l u   l e t h e m b a 	 O n g e z a   o r o d h a   y a   z i n a z o a m i n i k a 	 V o e g   b y   v e r t r o u d e   l y s 	 P r i d t i   p r i e   p a t i k o s   s r a ao 	 P i e v i e n o t   u z t i c a m o   s a r a k s t a m 	 L i s a   u s a l d u s l o e n d i s s e 	 1~elavel  ~}ap~anvek  avoxt	     	 A d u g a r e   l a   l i s t a   d e    n c r e d e r e 	 
M
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  *

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  
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	 ,?6M58M$  $>2?>0G  /K!(M$A	 	 							  								  			  				 	 	 	 	 	 	 	 A d i c i o n a r      l i s t a   d e   c o n f i a n  a 
 
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   	 A m a s e v i s i   e - i n t h a n e t h i 	 I i n k o n z o   z e - i n t a n e t h i 	 H u d u m a   z a   w a v u t i 	 I n t e r n e t d i e n s 	 I n t e r n e t o   p a s l a u g o s 	 I n t e r n e t a   p a k a l p o j u m i 	 I n t e r n e t i t e e n u s e d 	 ;veve  na|auxiuxvve	   	 S e r v i c i i   d e   I n t e r n e t 	 
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	   	 T i m e o u t 	 T i m e o u t 	 T i m e o u t 	 T y d   v e r s t r e k e 	 T i m e o u t 	 T i m e o u t 	 T i m e o u t 	 T i m e o u t 	 T i m e o u t 	 T i m e o u t 	 	 	 	 			  						 	 	 	 	 	 	 	 T e m p o   l i m i t e 
 
 B R A _ S T R _ I D _ T I T L E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 T i t l e ,   b o o k m a r k   t i t l e   c o m m o n l y 	 T i t l e 	 jL	 h	 
7H-	 T  t u l o 	 T i t r e 	 T i t e l 	 0720=85	 T i t o l o 	 'D9FH'F	 T  t u l o 	 B a _l 1k 	 T i  u   	 J u d u l 	 T a j u k 	 6	@	0	M	7			 T i t e l 	 N  z e v 	 T y t u B	 C  m 	 O t s i k k o 	 N a v n 	 T i t u l 	 T i t e l 	 T i t e l 	 N a s l o v 	 T i t l u 	 N a s l o v : 	 	 	 03;0285	 6	@	0	M	7			 9FH'F	 y'&yD	 	 								 6
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	 	 T i t l e 	 T i t l e 	 T i t l e 	 T i t e l 	 T i t l e 	 T i t l e 	 T i t l e 	 T i t l e 	 T i t l e 	 T i t l e 	 	 	 	 							 	 	 	 	 	 	 	 T  t u l o 
 
 B R A _ S T R _ I D _ U N K N O W N _ C H A R S E T 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 U n k n o w n   c h a r s e t 	 U n k n o w n   c h a r s e t 	 *gwvW[CQ	 *gwvW[&{	 A-1#05HD!H#9I1	 T a b l a   d e   c a r a c t e r e s   d e s c o n o c i d a 	 C o d a g e   d e   c a r a c t  r e s   i n c o n n u 	 U n b e k a n n t e r   Z e i c h e n s a t z 	 58725AB=K9  =01>@  A8<2>;>2	 C h a r s e t   s c o n o s c i u t o 	 6(7  'D1EH2  :J1  E91HA	 C o n j u n t o   d e   c a r a c t e r e s   d e s c o n h e c i d o 	 B i l i n m e y e n   k a r a k t e r   k o d l a m a s 1	 K    t   k h  n g   x  c   n h 	 k a r a k t e r   t a k   d i k e t a h u i 	 S e t   a k s a r a   t a k   d i k e t a h u i 	 		M		>	$	  	>	0	8	G			 U k e n d t   K a r a k t e r s  t 	 N e z n  m    z n a k o v    s a d a 	 N i e z n a n y   	 I s m e r e t l e n   k a r a k t e r k  s z l e t 	 T u n t e m a t o n   c h a r s e t 	 U k j e n t   t e g n s e t t 	 N e z n  m e   k  d o v a n i e   z n a k o v 	 O n b e k e n d e   t e k e n s e t 	 O k  n t   k n a p p s a t s 	 N e p o z n a t a   s e t   z n a k o v a 	 S e t   d e   c a r a c t e r e   n e c u n o s c u t 	 N e z n a n a   C h a r   N a s t a v i t e v   	   C h a r s e t 	     	 5?>7=0B  =01>@  A8<2>;8	 		>	(	$	>	  	>	0	8	G			 31  FH3G  F'4F'.*G	 F'E9DHE  '13y	   	 					  											  				 
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 
 B R A _ S T R _ I D _ U R L 	 U n d e f i n e d 	 U N L I M 	 U R L : 	 U R L : 	 }@W	 Q@W	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L :   	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 a   c h   m n g : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 /	B		0		2	: 	 U R L : 	 U R L : 	 U R L : 	 						: 	 /
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 B R A _ S T R _ I D _ W M L S _ E R R O R 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 W M L S c r i p t   e r r o r 	 W M L S c r i p t   e r r o r 	 W M L S c r i p t   /	 W M L S c r i p t   	 !5I-4%2C  W M L S r i p t 	 E r r o r   d e   W M L S c r i p t 	 E r r e u r   d e   s c r i p t   W M L 	 W M L - S k r i p t f e h l e r 	 H81:0  W M L S c r i p t 	 W M L S c r i p t   e r r a t o 	 ..7#  AJ  W M L S c r i p t 	 E r r o   d e   W M L S c r i p t 	 W M L S c r i p t   h a t a s 1	 T p   l n h   W M L   l i 	 W M L S c r i p t   s a l a h 	 R a l a t   W M L S c r i p t 	 W M L   8	M		M	0	?	*	M		  $	M	0	A		?		 W M L S c r i p t   f e j l 	 C h y b a   W M L S c r i p t u 	 B Bd   s k r y p t u   W M L 	 W M L   s z k r i p t - h i b a 	 W M L   S r i p t   - v i r h e 	 W M L S c r i p t - f e i l 	 C h y b a   W M L S c r i p t 	 F o u t   i n   W M L S c r i p t 	 W M L S k r i p t f e l 	 G r e ak a   u   W M L   s k r i p t i 	 E r o a r e   d e   s c r i p t   W M L 	 W M L B e l e ~k a   n a p a k a 	   W M L S c r i p t 	     W M L 	 W M L   !:@8?B  3@5H:0	 !	,	M	2	M	/	B		.		2	  8	M		M	0	@	*	M		  	B			 .7'  '31~*  W M L 	 (DH  'E  'D  '31~y  E  :D7	 W M L     	 				  		. 		  									  							 !
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 B R A _ S T R _ I D _ E M P T Y 	 U n d e f i n e d 	 I C O N T E X T ,   P O P U P ,   P O P U P C O N F I R M 	 L i s t   i s   e m p t y   c o m m o n l y 	 E m p t y 	 zz}v	 zz}v	 'H2	 V a c  o 	 V i d e r 	 L e e r 	 CAB>	 S v u o t a 	 A'1:	 V a z i o 	 B o _	 T r n g 	 k o s o n g 	 K o s o n g 	 	>	2	@		 T o m 	 P r  z d n  	 S k a s u j 	  r e s 	 T y h j  	 T  m 	 P r  z d n y 	 L e e g 	 T o m t 	 P r a z n o 	 L i s t a   e s t e   g o a l 	 P r a z n o 	 	 	 @075=	 0	?		>	.	>		 .'D	 .'D	 	 					 
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i a 	 T u k as 	 T  h i 	 4aao  g	   	 G o l 	 6
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 B R A _ S T R _ I D _ T R U S T E D _ C E R T I F I C A T E S 	 U n d e f i n e d 	 I C O N T E X T 	 T r u s t e d   c e r t i f i c a t e s 	 T r u s t e d   c e r t i f i c a t e s 	 ONaI	 ONfN	 C#1#-5H@
7H-DI	 C e r t i f i c a d o s   d e   c o n f i a n z a 	 C e r t i f i c a t s   s  r s 	 V e r t r a u t e   Z e r t i f i k a t e 	 @>25@5==K5  A5@B8D8:0BK	 C e r t i f i c a t i   t r u s t e d 	 'D4G'/'*	 C e r t i f i c a d i s   f i d e d i g n o s 	 G  v e n i l e n   y e t k i l e r 	 C h n g   n h n   x  c   t h c 	 S e r t i f i k a t 	 S i j i l   d i p e r c a y a i 	 5	?	6	M	5	8	M	$	  *	M	0	.	>	#	*	$	M	0		 B e t r o e d e   C e r t i f i k a t e r 	 D ov r y h o d n    c e r t i f i k  t y 	 Z a u f a n e   c e r t y f i k a t y 	 M e g b  z h a t    h i t e l e s  t  s e k 	 L u o t e t u t   s e r t i f i k a a t i t 	 T i l t r o d d e   s e r t i f i k a t e r 	 D  v e r y h o d n    c e r t i f i k  t y 	 V e r t r o u w d e   c e r t i f i c a t e n 	 P  l i t l i g a   c e r t i f i k a t 	 C e r t i f i k a t i   o d   p o v j e r e n j a 	 C e r t i f i c a t e   a c r e d i t a t e 	 Z a u p l j i v i   C e t r i f i k a t i 	   	   	 @>25@5=8  !5@B8D8:B8	 *	M	0	.	>	#	?	$	  *	M	0	.	>	#	*	$	M	0		 H'GF'EG  G'  E7E&F	 E3*F/  31yAy3	   	 								  												 5
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i n n o s t i 	 O d Bc z   p o d c z a s   d Bu |s z e j   b e z c z y n n o [c i 	 K a p c s o l a t   b o n t v a 	 P o i s t a   l o n g   i d l e   - y h t e y s   	 F r a k o p l e t   p g a   l a n g   v e n t i n g 	 O d p o j e n    k v  l i   d l h e j   n e 
i n n o s t i 	 V e r b i n d i n g   v e r b r o k e n 	 K o p p l a   f r  n   o m   i n a k t i v   f  r   l  n g   t i d 	 O d s p o j i t e   s e   u   d u g o   m i r o v a n j u 	 D e c o n e c t a t 	 O d k l o p i   z a   d o l g e   n s e m i s e l n e 	       	   	 @5:JA=8  2@J7:0B0  ?@8  4J;30  ?0C70	 &	@	0	M		  	/	!	2	8	>	 	@	  !	?	8		(	G		M		  	0	>		 '1*('7  B79  1//	 DE(    i d l e     D  '*5'D  .*E  ,&	           	 							  										 2
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 B R A _ S T R _ I D _ B E A R E R _ G S M _ C S D 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M 	 G S M   d a t a 	 G S M   d a t a 	 G S M   ǌe	 G S M   penc	 I-!9%  G S M 	 D a t o s   G S M 	 D o n n  e s   G S M 	 G S M - D a t e n 	 0==K5  G S M   	 D a t i   G S M 	 G S M   (J'F'*	 D a d o s   G S M 	 G S M   V e r i s i 	 D   l i u   G M S 	 D a t a   G S M 	 D a t a   G S M 	 G S M   !	>		>		 G S M   D a t a 	 G S M   D a t a 	 D a n e   G S M 	 G S M   a d a t o k 	 G S M - t i e d o t 	 G S M   d a t a 	 D  t a   G S M 	 G S M - g e g e v e n s 	 G S M - d a t a 	 G S M   p o d a c i 	 D a t e   G S M 	 G S M   D a t u m 	   G P R S 	   G S M 	 G S M   0==8	 	@		8		.	  !	G		>		 /'/G  G S M 	 G S M y'	 G S M   	 		. 		. 		  					 
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	 . .   .   	 I d a t h a   y e - G S M 	 I - d a t a   y e G S M 	 D a t a   y a   G S M 	 G S M - d a t a 	 G S M   d u o m e n y s 	 G S M   d a t i 	 G S M   a n d m e d 	 G S M   ~ualve	 G S M   	 D a t e   G S M 	 G S M   !
>
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	 G S M   !>>	 	 G S M   					 	 	 	 	 	 	 	 D a d o s   G S M 
 
 B R A _ S T R _ I D _ B E A R E R _ G P R S 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S   	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 		. 		. 		. 			 G P R S 	 G P R S 	 G P R S 	 G P R S 	 	 I - G P R S 	 I - G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 	 G P R S 	 	 	 	 	 	 	 	 G P R S 
 
 B R A _ S T R _ I D _ B E A R E R _ W I F I 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M 	 W i r e l e s s   L A N 	 W i r e l e s s   L A N 	 !q}}	 e~Q~	 L A N   D#I*2"	 L A N   i n a l  m b r i c a 	 L A N   s a n s   f i l 	 D r a h t l o s - L A N 	 W L A N 	 W i r e l e s s   L A N 	 4(C)  D'3DCJG	 L A N   s e m   f i o s 	 K a b l o s u z   L A N   	 M n g   k h  n g   d  y 	 L A N   n i r k a b e l 	 L A N   w a y a r l e s 	 ,	G	$	>	0	  2	H	(		 	 	 	 V e z e t  k   n  l k  l i   L A N 	 	 	 	 D r a a d l o o s   L A N 	 	 	 L A N   f r   f i r 	 	 	 L A N   	 	 5	>	/	0	2	G	8	  2	G	(		 L A N   (  3E	 D'  3DL A N 	   	 								  						 5
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  L A N 	     ( L A N ) 	 I - W i r e l e s s   L A N 	 I - L A N   e n g e n a c i n g o 	 L A N   i s i o t u m i a   w a y a 	 K o o r d l o s e   L A N 	 B e v i e l i s   L A N 	 B e z v a d u   L A N 	 T r a a d i t a   L A N 	 1vla  <@Q	   L A N 	 R e ce a   L A N   f r   f i r 	 5
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  L A N 	 qG_>02G8  L A N 	 	 							  L A N 	 	 	 	 	 	 	 	 L A N   s e m   f i o 
 
 B R A _ S T R _ I D _ B E A R E R _ G P R S _ G S M _ D U A L 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M   	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 	 	 	 G P R S / G S M 	 	 	 	 G P R S / G S M 	 	 	 G P R S / G S M 	 	 	 G P R S / G S M 	 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 		. 		. 		. 		/ 		. 		. 			 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 / 	 I - G P R S / G S M 	 I - G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 G P R S / G S M 	 	 G P R S / G S M 	 	 	 	 	 	 	 	 G P R S / G S M 
 
 B R A _ S T R _ I D _ S E L E C T _ G P R S 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 G P R S   a c c o u n t   s e l e c t i o n 	 G P R S   a c c o u n t   s e l e c t i o n 	 xdG P R S 3^6b	 	bG P R S ^7b	 1'@%7-1

5  G P R S 	 S e l e c c i  n   d e   c u e n t a   G P R S 	 S  l e c t i o n   d ' u n   c o m p t e   G P R S 	 G P R S - K o n t o w a h l 	 K1>@  ?@>D8;O  G P R S 	 S e l e z i o n a   a c c o u n t   G P R S 	 '.*J'1  -3'(  G P R S 	 S e l e c   o   d e   c o n t a   G P R S 	 G P R S   h e s a p   s e  i m i   	 C h n   T  i   k h o n   G P R S 	 P e m i l i h a n   a c c o u n t   G P R S 	 P e m i l i h a n   a k a u n   G P R S 	 G P R S   2	G		>	  	/	(		 	 	 	 G P R S   f i  k v  l a s z t  s 	 	 	 	 S e l e c t i e   v a n   G P R S - a c c o u n t 	 	 	 S e l e c t a r e   c o n t   G P R S 	 	 	       G P R S   	 	 	@	*	@		0		8	  		>	
			  (	?	5	!		 'F*.'(  '4*1'  G P R S 	 G P R S   ''$Fy  3D4F	     	 								  							  									 
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  





	     	 U k u k h e t h w a   k w e - a k h a w u n t i   y e - G P R S 	 U k h e t h o   l w e - a k h a w u n t i   y e G P R S 	 U c h a g u a j i   a k a u n t i   y a   G P R S 	 G P R S - r e k e n i n g k e u s e 	 G P R S   s s k a i t o s   p a r i n k i m a s 	 G P R S   k o n t a   i z v l e 	 G P R S   k o n t o   v a l i k 	 G P R S   paw~k  hvxiuxv	 G P R S -     	 S e l e c t a r e   c o n t   G P R S 	 G P R S   
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 
 B R A _ S T R _ I D _ S E L E C T _ G S M _ C S D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 G S M   d a t a   a c c o u n t   s e l e c t i o n 	 G S M   d a t a   a c c o u n t   s e l e c t i o n 	 xdG S M 3^_ǌe	 	bG S M penc^7b	 1'@%7-"1

5I-!9%  G S M 	 S e l e c c i  n   d e   c u e n t a   d e   d a t o s   G S M 	 S  l e c t i o n   d  u n   c o m p t e   d e   d o n n  e s   G S M 	 G S M - D a t e n k o n t o w a h l 	 K1>@  ?@>D8;O  40==KE  G S M 	 S e l e z i o n a   a c c o u n t   d a t i   G S M 	 '.*J'1    (J'F'*  -3'(  G S M 	 S e l e c   o   d e   c o n t a   d e   d a d o s   G S M 	 G S M   v e r i   h e s a b 1  s e  i m i   	 C h n   t  i   k h o n   d   l i u   G S M 	 P i l i h a n   a c c o u n t   d a t a   G S M 	 P e m i l i h a n   a k a u n   d a t a   G S M 	 G S M   !	>		>	  2	G		>	  	/	(		 	 	 	 G S M   a d a t f i  k - v  l a s z t  s 	 	 	 	 S e l e c t i e   v a n   G S M - d a t a - a c c o u n t 	 	 	 S e l e c t a r e   c o n t   d e   d a t e   G S M 	 	 	       G S M 	 	 	@		8		.	  !	>		>	  		>	
			  (	?	5	!		 'F*.'(  '4*1'  /'/G  G S M 	 ,  '3  'E  y'  ''$Fy  3D4F	 G S M       	 		. 		. 		  				  							  									 
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	 ?*?0M8M  !G>  LM  8F2M7(M	 81V@  >1;V:>2>3>  70?8AC  G S M 	 G S M   



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I  G P R S ? 	 G P R S   d e t e c t a d o .    D e s e a   c a m b i a r   a   G P R S ? 	 G P R S   d  t e c t  ,   u t i l i s e r   G P R S  ? 	 G P R S   f e s t g e s t e l l t ,   z u   G P R S   w e c h s e l n ? 	 1=0@C65=  G P R S .   5@5:;NG8BLAO  =0  G P R S ? 	 R i l e v a t o   G P R S ,   p a s s a r e   a   l i n e a   G P R S ? 	 'C*4'A  G P R S ,   *-HD  %DI  G P R S 	 G P R S   d e t e c t a d o ,   m u d a r   p a r a   G P R S ? 	 G P R S   b u l u n d u ,   G P R S ' e   g e  i l s i n   m i ?   	    p h  t   h i n   G P R S ,   c h u y n   s a n g   G P R S ? 	 G P R S   t e r d e t e k s i ,   a l i h k a n   k e   G P R S ? 	 G P R S   d i k e s a n ,   t u k a r   k e   G P R S ? 	 G P R S   9		>	/	>	  	/	>	,   G P R S   *	0	  	>			? 	 	 	 	 G P R S    s z l e l v e ,   G P R S - r e   v  l t ? 	 	 	 	 G P R S   g e d e t e c t e e r d ,   o m s c h a k e l e n   n a a r   G P R S ? 	 	 	 A p l i c a ci a   G P R S   a   f o s t   d e t e c t a t ,   c o m u t a ci   l a   G P R S ? 	 	 	 G P R S   ,     - G P R S ? 	 	 	@	*	@		0		8	  	"	3	2	G	,   	@	*	@		0		8	  	!	G	  	>	/		G	? 	 G P R S   *4.5  /'/G  4/  *:1  (G  G P R S   'F,'E  1/	 ,  ~  "1  '3  *D'4  1D'  '  G P R S   E  ,'&	     ,       ? 	 								  					  				,   								  	  			? 	 
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i t 	 W y b i e r z 	 H  v  s 	 V a l i t s e   n u m e r o 	 R i n g 	 V y t o 
i e	 G e s p r e k 	 R i n g   u p p 	 B i r a j   b r o j 	 A p e l a r e 	 K l i 
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 B R A _ S T R _ I D _ S E N D _ D T M F 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S e n d   D T M F 	 S e n d   D T M F 	 |vٖY;	 SSY	 *H  D T M F 	 E n v i a r   D T M F 	 E n v o y e r   D T M F 	 D T M F   s e n d e n 	 >A;0BL  D T M F   	 I n v i a   D T M F 	 '13'D  D T M F 	 E n v i a r   D T M F 	 D T M F   G  n d e r 	 G i   D T M F 	 K i r i m   D T M F 	 H a n t a r   D T M F 	 D T M F   -	G		G			 S e n d   D T M F 	 O d e s l a t   D T M F 	 W y [l i j   D T M F 	 D T M F   k  l d  s e 	 L  h e t    D T M F 	 S e n d   D T M F 	 P o s l a e  D T M F 	 D T M F   v e r z e n d e n 	 S k i c k a   D T M F 	 P o aa l j i   D T M F . . . 	 E x p e d i e r e   D T M F 	 P o al j i   D T M F 	   D T M F 	   D T M F 	 7?@0B8  D T M F 	 !	@		@		.		+	  *	>	 	5	>		 '13'DD T M F 	   y  'E  'A  (,	 D T M F   	 		. 		. 		. 		  						 !
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	   	 T h u m e l a   i - D T M F 	 T h u m e l a   i D T M F 	 T u m a   D T M F 	 S t u u r   D T M F 	 S i ss t i   D T M F 	 S kt +t   D T M F 	 S a a d a   D T M F 	 Hraoel  D T M F 	   D T M F   	 E x p e d i e r e   D T M F 	 D T M F   
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 
 B R A _ S T R _ I D _ A D D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A d d   n e w   i t e m 	 A d d 	 ReQ	 mR	 @4H!	 A  a d i r 	 A j o u t e r 	 H i n z u f  g e n 	 >1028BL	 A g g i u n g i 	 %6'A)	 A d i c i o n a r 	 E k l e 	 T h  m 	 T a m b a h 	 T a m b a h 	 	K	!	<	G			 T i l f  j 	 P Yi d a t 	 D o d a j 	 H o z z  a d  s 	 L i s   	 L e g g   t i l 	 P r i d a e	 T o e v o e g e n 	 L  g g   t i l l 	 D o d a j 	 A d u g a r e 	 D o d a j 	 	 	 >1028	 .	?	3	5	>		 'A2H/F	 '6'A  ,&	 	 			  					 
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k	 6e0RcCg	 DI#1*44L  D R M 	 D e r e c h o s   D R M   r e c i b i d o s 	 D r o i t s   D R M   r e  u s 	 D R M - R e c h t e   e r h a l t e n 	 >;CG5=K  ?@020  D R M 	 D i r i t t i   D R M   r i c e v u t i 	 'D-BHBD R M   E3*DE	 F i c h e i r o   d e   d i r e i t o s   D R M   r e c e b i d o 	 D R M   h a k l a r 1  a l 1n d 1	 N h n   c   q u y n   n h n 	 h a k   d i t e r i m a 	 H a k   D R M   d i t e r i m a 	 D R M   	'	?		>	0	  *	M	0	>	*	M	$		 R e t t i g h e d e r   M o d t a g e t 	 P r  v o   p Yi j a t o 	 U p r a w n i e n i e   o t r z y m a n e 	 D R M   j o g o k   m e g k a p v a 	 O i k e u s   v a s t a a n o t e t t u 	 R e t t   m o t t a t t 	 P r  v a   b o l i   o b d r ~a n  	 D R M - r e c h t e n   o n t v a n g e n 	 R  t t i g h e t e r   f  r b e h  l l s 	 U p r a v o   p r i m l j e n o 	 D r e p t u r i   D R M   a c o r d a t e 	 D e s n o   S p r e j e t o 	   	   D R M   	 @028;=>  >;CG5=	 !	@		.		0	  	'	?		>	0	  	G	$	2	G	2	G	  	 -BHB  D R M   /1'A*  4/	   'S1  'E  -BHB  EH5HD  	     	 						  						  								 !
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 B R A _ S T R _ I D _ O F F L I N E _ P A G E S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 O f f l i n e   p a g e s 	 O f f l i n e   p a g e s 	 ]X[}	 ]X[Qu	 +I2--D%L	 P  g i n a s   s i n   c o n e x i  n 	 P a g e s   h o r s   l i g n e 	 O f f l i n e - S e i t e n 	 2B>=><=K5  AB@0=8FK	 P a g i n e   o f f - l i n e 	 'D5A-)  E:DB)	 P  g i n a s   o f f l i n e 	  e v i r i m d 1_1  s a y f a l a r 	 N h n g   t r a n g      l u   	 O f f l i n e   P a g e s 	 H a l a m a n   l u a r   t a l i a n 	 	+	2	>		(	  *	C	7	M	 		 O f f l i n e   S i d e r 	 S t r  n k y   o f f l i n e 	 S t r o n y   w   t r y b i e   o f f l i n e 	 O f f l i n e   o l d a l a k 	 O f f l i n e - s i v u t 	 F r a k o p l e d e   s i d e r 	 S t r  n k y   o f f l i n e 	 O f f - l i n e   p a g i n a ' s 	 O f f l i n e - s i d o r 	 S t r a n i c e   o f f l i n e : 	 P a g i n i   o f f l i n e 	 S t r a n i   B r e z   P o v e z a v e 	     	     	 O f f l i n e   P a g e s 	 	+	2	>		(	  *	G		G			 5A-'*  "AD'F	 'SA  D'&F  5A-'*	       	 						  											 
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   	 A m a k h a s i   k a l a y i n i   o v a l i w e 	 A m a p h e p h a   e - o f l a y n 	 G o m b o   z a   n j e   y a   m k o n d o 	 V a n - l y n - a f - b l a a i e 	 P u s l a p i a i   n e p r i s i j u n g u s 	 N e s a i s t e s   l a p a s 	  h e n d u s e t a   l e h e d 	 1~xvxt  g{e	 O f f l i n e   	 P a g i n i   o f f l i n e 	 
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 B R A _ S T R _ I D _ S A V E _ O F F L I N E _ P A G E 	 U n d e f i n e d 	 I C O N T E X T ,   P O P U P 	 S a v e   a s   o f f l i n e   p a g e 	 S a v e   a s   o f f l i n e   p a g e 	 2QX[b}	 OX[bQu	 16@G+I2--D%L	 G u a r d a r   c o m o   p  g i n a   s i n   c o n e x i  n 	 E n r e g i s t r e r   c o m m e   p a g e   h o r s   l i g n e 	 A l s   O f f l i n e - S e i t e   s p e i c h e r n 	 !>E@0=.   :0:  0B>=><=.   AB@0=8FC	 S a l v a   c o m e   p a g i n a   o f f - l i n e 	 -A8  ('D5A-)  'DE:DB)	 G u a r d a r   c o m o   p  g i n a   o f f l i n e 	  e v i r i m d 1_1  s a y f a   o l a r a k   k a y d e t 	 L u   t r a n g   M n g 	 S a v e   A s   O f f l i n e   P a g e 	 S i m p a n   s e b a g a i   h a l a m a n   l u a r   t a l i a n 	 	+	2	>		(	  *	C	7	M	 	  	G	  0	B	*	  .	G		  8	G	5	  	0	G			 G e m   S o m   O f f l i n e   S i d e 	 U l o ~i t   j a k o   s t r  n k u   o f f l i n e 	 Z a p i s z   j a k o   s t r o n   o f f l i n e 	 M e n t  s   o f f l i n e   o l d a l k  n t 	 T a l l e n n a   O f f l i n e - s i v u n a 	 L a g r e   s o m   f r a k o p l e t   s i d e 	 U l o ~i e  a k o   o f f l i n e   s t r  n k u 	 O p s l a a n   a l s   o f f - l i n e   p a g i n a 	 S p a r a   s o m   o f f l i n e - s i d a 	 S n i m i   k a o   o f f l i n e   s t r a n i c u 	 S a l v a r e   c a   p a g i n   o f f l i n e 	 S h r a n i   K o t   S t r a n   B r e z   P o v e z a v e 	         	       	 S a v e   A s   O f f l i n e   P a g e 	 	+	2	>		(	  *	C	7	M	 	.	M	9	'	B	(	  8	G	5	M	9	  	>	2	G		 0.1G  (9FH'F  5A-G  "AD'F	 3H  '2  'SA  D'&F  ~,	         	 		  				  						  						  							  					 
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 B R A _ S T R _ I D _ S A V E _ O F F L I N E _ P A G E _ F A I L 	 U n d e f i n e d 	 P O P U P 	 S a v e   o f f l i n e   p a g e   f a i l e d 	 S a v e   o f f l i n e   p a g e   f a i l e d 	 2QX[}1YWe	 OX[Qu1Y%	 16+I2--D%LD!HDI	 E r r o r   a l   g u a r d a r   c o m o   p  g i n a   s i n   c o n e x i  n 	  c h e c   d e   l ' e n r e g i s t r e m e n t   d e   l a   p a g e   h o r s   l i g n e 	 S p e i c h e r n   v o n   O f f l i n e - S e i t e   f e h l g e s c h l a g e n 	 !1>9  A>E@0=.   02B>=><=.   AB@0=8FK	 S a l v a t a g g i o   p a g i n a   o f f - l i n e   f a l l i t o 	 A4D  AJ  -A8  'D5A-)  'DE:DB)	 F a l h a   a o   g u a r d a r   p  g i n a   o f f l i n e 	  e v i r i m d 1_1  s a y f a   o l a r a k   k a y d e t m e   b a _a r 1s 1z 	 L u   t r a n g   M n g   t h t   b i 	 S a v e   O f f l i n e   P a g e   F a i l e d 	 S i m p a n   h a l a m a n   l u a r   t a l i a n   g a g a l 	 	+	2	>		(	  *	C	7	M	 	  8	G	5	  	0	(	>	  5	?	+	2		 G e m   O f f l i n e   S i d e   M i s l y k k e t 	 U l o ~e n    s t r  n k y   o f f l i n e   s e l h a l o 	 Z a p i s y w a n i e   s t r o n y   o f f l i n e   n i e   p o w i o d Bo   s i 	 S i k e r t e l e n   m e n t  s   o f f l i n e   o l d a l k  n t 	 O f f l i n e - s i v u n   t a l l e n n u s   e p  o n n i s t u i 	 L a g r e   f r a k o p l e t   s i d e   m i s l y k k e t 	 U k l a d a n i e   o f f l i n e   s t r  n k y   z l y h a l o 	 O p s l a a n   v a n   o f f - l i n e   p a g i n a   i s   m i s l u k t 	 S i d a n   k u n d e   i n t e   s p a r a s   f  r   o f f l i n e - b r u k 	 S p r e m a n j e   o f f l i n e   s t r a n i c e   n e u s p j e an o 	 S a l v a r e a   c a   p a g i n   o f f l i n e   n u   a   r e u _i t 	 S h r a n j e v a n j e   S t r a n i   B r e z   P o v e z a v e   N e u s p e an o 	           	         	 S a v e   O f f l i n e   P a g e   F a i l e d 	 	+	2	>		(	  *	G		  8	G	5	M	9	  8	>	 	G	  (	>	9	@		 0.1G  5A-G  "AD'F  F'EHAB  (H/	 3H  'SA  D'&F  ~,  F''E	           	 		  				  						  							  							 
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 B R A _ S T R _ I D _ U P D A T E _ O F F L I N E _ P A G E 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 O f f l i n e   p a g e   e x i s t s ,   u p d a t e ? 	 O f f l i n e   p a g e   e x i s t s ,   u p d a t e ? 	 }]X[(Wfe	 Qu]X[(Wfe	 @'G@--D%L5I!5-"9HA%I',   I-2##1#8C+!H? 	 E x i s t e   l a   p  g i n a   s i n   c o n e x i  n .    A c t u a l i z a r ? 	 P a g e   h o r s - l i g n e   e x i s t a n t e ,   m e t t r e      j o u r   ? 	 O f f l i n e - S e i t e   v o r h a n d e n ,   a k t u a l i s i e r e n ? 	 2B>=><=K5  AB@0=8FK,   >1=>28BL?   	 L a   p a g i n a   o f f - l i n e   e s i s t e   g i  ,   a g g i o r n a r e ? 	 'D5A-)  EH,H/)  ,   *,/J/	 A   p  g i n a   o f f l i n e   j    e x i s t e ,   q u e r   a c t u a l i z a r ? 	  e v i r i m d 1_1  s a y f a   z a t e n   v a r ,   g  n c e l l e ? 	 T r a n g   M n g      t n   t i , m u n   l  m   m i ? 	 O f f l i n e   P a g e   E x i s t ,   U p d a t e ? 	 H a l a m a n   l u a r   t a l i a n   w u j u d ,   k e m a s   k i n i k a n ? 	 	+	2	>		(	  *	C	7	M	 	  .	L		B	&	  9	H		,   	*	!	G		  	?	/	>	  	>		? 	 O f f l i n e   S i d e   E k s i s t e r e r ,   O p d a t  r ? 	 O f f l i n e   s t r  n k a   j i ~  e x i s t u j e .   A k t u a l i z o v a t ? 	 S t r o n a   o f f l i n e   i s t n i e j e ,   a k t u a l i z o w a ? 	 A z   o f f l i n e   o l d a l   m  r   l  t e z i k ,   f r i s s  t i ? 	 O f f l i n e - s i v u   o n   o l e m a s s a ,   p  i v i t e t   n k  ? 	 F r a k o p l e t   s i d e   e k s i s t e r e r ,   o p p d a t e r i n g ? 	 E x i s t u j e   s t r  n k a   o f f l i n e ,   a k t u a l i z o v a e? 	 O f f - l i n e   p a g i n a   b e s t a a t   a l ,   b i j w e r k e n 	 O f f l i n e - s i d a   r e d a n   e x i s t e r a r ,   u p p d a t e r a ? 	 O f f l i n e   s t r a n i c a   p o s t o j i ,   o s v j e ~i t i ? 	 P a g i n a   o f f l i n e   e x i s t ,   d o r i ci   s   o   a c t u a l i z a ci ? 	 S t r a n   B r e z   P o v e z a v e   O b s t a j a ,   P o s o d o b i ? 	       ,   ; 	       ,   ? 	 O f f l i n e   P a g e   E x i s t ,   U p d a t e ? 	 	+	2	>		(	  *	G		  0	&	M	&	,   	*	!	G		? 	 5A-G  "AD'F  EH,H/  '3*  (G  1H2  4H/	 'SA  D'&F  5A-  EH,H/  '~y	         ,     ? 	 						  						  							,   					  			? 	 
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i o 	 V a j a d z +g s   a k t +v s   b a l s s   z v a n s 	 N  u t a v   o n   a k t i i v n e   h   l k  n e 	 Japav{xt  g  aok~  qauvaukv  oavy	       	 E s t e   n e v o i e   d e   u n   a p e l   v o c a l   a c t i v 	 
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i o s   n u o s t a t o s 	 N e d e r +g i   i e s t a t +j u m i 	 V i g a s e d   s  t t e d 	 1v~a~e  oauavve	     	 S e t r i   i n c o r e c t e 	 
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N/ec	 2#1IH25HD!H#-#1	 A j u s t e s   n o   a d m i t i d o s 	 R  g l a g e s   n o n   s u p p o r t  s 	 N i c h t   u n t e r s t  t z t e   E i n s t e l l u n g e n 	 0@0<5B@K  =5  ?>445@6820NBAO	 C o n f i g u r a z i o n i   n o n   s u p p o r t a t e 	 'D6(7  D'  J/9E	 D e f i n i   e s   n  o   s u p o r t a d a s 	 D e s t e k l e n m e y e n   a y a r l a r   	 K h  n g   h   t r   c  i   t 	 P e n g a t u r a n   t i d a k   d i d u k u n g 	 S e t i n g   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  8	G		?			M	8		 	 	 	 N e m   t  m o g a t o t t   b e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n   n i e t   o n d e r s t e u n d 	 	 	 S e t r i l e   n u   s u n t   a c c e p t a t e 	 	 	     	 	 	8	.	0	M	%	?	$	  8	G		?			  5	?	7	/	5	8	M	$	A		 *F8E'*  ~4*('F  FE  4H/	 :1  -E'*  'A*  3yF  A13*	       	 								  					  										 
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	     	 A m a s e t h i n g i   a n g a s a p h o t h i w e 	 U s e t o   o l u n g a x h a s w a n g a 	 M i p a n g i l i o   i s i o k u b a l i w a 	 S t e l l i n g s   n i e   g e s t e u n   n i e 	 N e p a l a i k o m o s   n u o s t a t o s 	 N e a t b a l s t +t i   i e s t a t +j u m i 	 T o e t u s e t   s  t t e d 	 1vpataerelk  oauavve	     	 S e t r i l e   n u   s u n t   a c c e p t a t e 	 *
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 B R A _ S T R _ I D _ I N V A L I D _ D R M _ R O _ F O R M A T 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   r i g h t s 	 I n v a l i d   r i g h t s 	 !qHev
k)RirN	 eHevcCg[a	 *44LD!H9I-	 D e r e c h o s   n o   v  l i d o s 	 D r o i t s   i n v a l i d e s 	 U n g  l t i g e   R e c h t e 	 @020  7040=K  =525@=>	 D i r i t t i   i n v a l i d i 	 'D-HBHB  :J1  5'D-	 D i r e i t o s   i n v  l i d o s 	 G e  e r s i z   h a k l a r   	 i   t n g   q u y n   n h n   k h  n g   h p   l 	 H a k   t i d a k   v a l i d 	 H a k   t a k   s a h 	 	5	H	'	  	'	?		>	0		 	 	 	  r v  n y t e l e n   j o g o k 	 	 	 	 O n g e l d i g e   r e c h t e n 	 	 	 D r e p t u r i   n e v a l i d e 	 	 	     	 	 	5	H	'	  	'	?		>	0		 -BHB  E9*(1  F3*	 :D7  -BHB	   	 						    							 
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i o s   t e i s s 	 N e d e r +g a s   t i e s +b a s 	 S o b i m a t u d    i g u s e d 	 1v~a~e  ka~xvve	   	 D r e p t u r i   n e v a l i d e 	 
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 
 B R A _ S T R _ I D _ D R M _ R O _ E X I S T S 	 U n d e f i n e d 	 P O P U P 	 R i g h t s   e x i s t s 	 R i g h t s   e x i s t s 	 
k)RirN]X[(W	 cCg[a]X[(W	 !5*44L-"9H	 L o s   d e r e c h o s   e x i s t e n 	 D r o i t s   e x i s t a n t s 	 R e c h t e   v o r h a n d e n 	 @020  ACI5AB2CNB	 D i r i t t i   v a l i d i 	 'D-HBHB  EH,H/	 D i r e i t o s   j    e x i s t e m 	 H a k l a r   m e v c u t   	 i   t n g   q u y n   n h n      t n   t i 	 H a k   y a n g   a d a 	 H a k   w u j u d 	 	'	?		>	0	  .	L		B	&	  9	H			 	 	 	 J o g o k   l  t e z n e k 	 	 	 	 R e c h t e n   a a n w e z i g 	 	 	 D r e p t u r i l e   a u   f o s t   d e j a   a c o r d a t e 	 	 	   	 	 	'	?		>	0	  5	0	M	$	.	>	(		 -BHB  EH,H/  '3*	 -BHB  EH,H/  	   	 						  									 
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o`]*Rd	 Oo`] Rd	 %I-'2!A%I'	 E l   m e n s a j e   s e   h a   e l i m i n a d o 	 M e s s a g e   s u p p r i m  	 M i t t e i l u n g   w u r d e   g e l  s c h t 	 !>>1I5=85  C40;5=>	 I l   m e s s a g g i o      s t a t o   c a n c e l l a t o 	 *E  E3-  'D13'D)	 A   m e n s a g e m   f o i   e l i m i n a d a 	 0l e t i   s i l i n d i 	 T i n   n h n      b   x  a 	 P e s a n   t e l a h   t e r h a p u s 	 M e s e j   t e l a h   d i p a d a m 	 8		&	G	6	  9		>	  &	?	/	>	  	/	>	  9	H		 	 	 	 A z    z e n e t e t   t  r  l t  k 	 	 	 	 B e r i c h t   i s   v e r w i j d e r e r d 	 	 	 M e s a j u l   a   f o s t   _t e r s 	 	 	   	 	 8		&	G	6	  *	A	8	B	(	  	>		>		 ~'E  -0A  4/G  '3*	 ~:'E  Ey'  /'  '  	       	 						  					  			  						 8
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 B R A _ S T R _ I D _ P R S _ B O O K M A R K _ I N S T A L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   b o o k m a r k s   r e c e i v e d 	 N e w   b o o k m a r k s 	 efd|	 efN~{	 8J!2#LC+!H	 N u e v o s   m a r c a d o r e s 	 N o u v e a u x   s i g n e t s 	 N e u e   L e s e z e i c h e n 	 >2K5  70:;04:8	 N u o v i   s e g n a l i b r i 	 '4'1)  E1,9J)  ,/J/)	 N o v o s   m a r c a d o r e s 	 Y e n i   y e r   i m l e r i 	  n h   d u   m i 	 P e n a n d a   b a r u 	 P e n a n d a   b u k u   b a r u 	 (	/	>	  ,	A		.	>	0	M			 	 	 	  j   k  n y v j e l z Qk 	 	 	 	 N i e u w e   b l a d w i j z e r s 	 	 	 M a r c a j e   n o i 	 	 	   	 	 ,	A		.	>	0	M		  	(	8	M		2	  	0	>	? 	 E-D  '(  G'  ,//	 9D'E*  *'(  H  'F3y'D  ,&	         ? 	 				  													 ,
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I2'2? 	  A c t i v a r   J a v a ? 	 A c t i v e r   J a v a  ? 	 J a v a   a k t i v i e r e n ? 	 :;NG8BL  J a v a ? 	 A t t i v a r e   J a v a ? 	 *F4J7  'D,'A'  H  #F*G'!  'D'3*91'6  	 A c t i v a r   J a v a ? 	 J a v a   e t k i n l e _t i r i l s i n   m i ?   	 K  c h   h o t   J a v a ? 	 A k t i f k a n   J a v a ? 	 A k t i f k a n   J a v a ? 	 	>	5	>	  8		M	0	?	/	  	?	/	>	  	>		? 	 	 	 	 A k t i v  l j a   a   J a v a t ? 	 	 	 	 J a v a   a c t i v e r e n ? 	 	 	 A c t i v a ci   J a v a ? 	 	 	     J A V A ? 	 	 	>	5	>	  8		M	0	?	/	  	0	A	(	  ,	M	0	>				0	  8	.	>	*	M	$	  	0	>	/		@	? 	 J a v a   A9'D  4H/	 ,'H'  H  A9'D    ,&  'H1  (1'$21  H  .*E  ,&	     ,         ? 	 				  						  			? 	 
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I*#5!!4H? 	  A c t i v a r   s e c u e n c i a ? 	 A c t i v e r   l e c t u r e   e n   t r a n s i t  ? 	 D a t e n s t r o m   a k t i v i e r e n ? 	 :;NG8BL  ?>B>:>2CN  ?5@540GC? 	 A t t i v a r e   s t r e a m i n g ? 	 *F4J7  'D*3D3D	 A c t i v a r   s t r e a m i n g ? 	 D u r a k s 1z   o y n a t m a   e t k i n l e _t i r i l s i n   m i ?   	 K  c h   h o t   p h n g   t i n   l u   c h u y n ? 	 A k t i f k a n   s t r e a m i n g ? 	 A k t i f k a n   p e n s t r i m a n ? 	 8	M		M	0	@	.	?			  8		M	0	?	/	  	?	/	>	  	>		? 	 	 	 	 A k t i v  l j a   a   s t r e a m i n g   s z o l g  l t a t  s t ? 	 	 	 	 S t r e a m i n g   a c t i v e r e n ? 	 	 	 A c t i v a ci   r e d a r e a    n   f l u x ? 	 	 	   ? 	 	 8	M		M	0	@	.	@			  8		M	0	?	/	  	0	>	/		G	? 	 ,1'F  /'/G  A9'D  4H/	 '3y1EF  H  A9'D    ,&  	     ,         ? 	 									  						  			? 	 8

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o`f}	 Si_O~	 *H  M M S   D"1	 E n v i a r   M M S   a 	 E n v o y e r   M M S      	 M M S   s e n d e n   a n   	 B?@028BL  M M S   	 I n v i a   M M S   a 	 '13'D  13'&D  'DH3'&7  'DJ	 E n v i a r   M M S   p a r a 	 M M S   g  n d e r   	 G i     M M S   n 	 K i r i m   M M S   k e 	 H a n t a r   M M S   k e p a d a 	 . . .   	K	  	.		.		8	  -	G		G			 	 	 	 M M S   k  l d  s e   i d e : 	 	 	 	 M M S   z e n d e n   n a a r 	 	 	 E x p e d i e r e   m e s a j   M M S   c t r e 	 	 	   M M S   - 	 	 	.		.		8	  *	>	 	5	>		 '13'D  M M S   (G	 H  'E  'E  '3  (,	     	 M M S   					  						 
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	       	 T h u m e l a   i - M M S   k u 	 T h u m e l a   i M M S   k u 	 T u m a   M M S   k w a 	 S t u u r   M M S   a a n   	 S i ss t i   M M S   	 S kt +t   M M S 	 S a a d a   M M S :   	 Hraoel  M M S   . . .   - kv	   M M S         - 	 E x p e d i e r e   M M S   c t r e   	 M M S   
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 
 B R A _ S T R _ I D _ L O A D _ S C H E M E _ M M S _ C O N F _ W I T H O U T _ N U M 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D i s p l a y   c o n f i r m a t i o n   b e f o r e   L a u n c h i n g   M M S 	 S e n d   M M S ? 	 PYZԚ
o`	 Si_O	 *H  M M S ? 	  E n v i a r   M M S ? 	 E n v o y e r   M M S  ? 	 M M S   s e n d e n ? 	 B?@028BL  M M S ? 	 I n v i a r e   M M S ? 	 %13'D  13'D)  H3'&7  E*9//)	 E n v i a r   M M S ? 	 M M S   g  n d e r i l s i n   m i ?   	 G i   M M S ? 	 K i r i m   M M S ? 	 H a n t a r   M M S ? 	 	.		.		8	  -	G		G		? 	 	 	 	 E l k  l d i   a z   M M S - t ? 	 	 	 	 M M S   v e r z e n d e n ? 	 	 	 E x p e d i e r e   M M S ? 	 	 	   M M S ? 	 	 	 '13'DM M S 	 	 	 M M S   						  			? 	 	 	 	 	 	 T h u m e l a   i - M M S 	 T h e m e l e   i M M S ? 	 T u m a   M M S ? 	 S t u u r   M M S ? 	 S i ss t i   M M S ? 	 S kt +t   M M S ? 	 S a a d a n   M M S - i ? 	 Hraoe^l  M M S 	   M M S -   ? 	 E x p e d i a ci   m e s a j u l   M M S ? 	 M M S   
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	 8M0?_  9G2>	 	 						  			  					 	 	 	 	 	 	 	 A t i v a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ D O W N L O A D 	 U n d e f i n e d 	 I C O N T E X T 	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 N	nU	 N}Rh	 2'LB+%#2"2#	 L i s t a   d e   d e s c a r g a s 	 T  l  c h a r g e r   l i s t e 	 D o w n l o a d - L i s t e 	 !?8A>:  703@C7:8	 S c a r i c a   e l e n c o 	 *-EJD	 T r a n s f e r i r   l i s t a 	 L i s t e y i   y  k l e   	 T i   v 	 D a f t a r   d o w n l o a d 	 M u a t   t u r u n   s e n a r a i 	 8	B		@	  !	>			(	2	K	!	  	0	G			 	 	 	 L i s t a   l e t  l t  s e 	 	 	 	 L i j s t   d o w n l o a d e n 	 	 	 L i s t   d e   d e s c r c a r e 	 	 	   	 	 	 /'FDH/  D3*	 'DH  H  '	 	 							  					 	 	 	 






  



	      	 L a n d a   u h l u 	 K h u p h e l a   u l u h l u 	 P a k u a   o r o d h a 	 L a a i   l y s   a f 	 A t s i s i u n t i m o   s r a aa s 	 L e j u p i e l d t   s a r a k s t u 	 A l l a l a a d i t a v a t e    k s u s t e   l o e n d 	 Febe|vtav  avo	   	 L i s t   d e   d e s c r c a r e 	 !
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	 !>	(2K!  $>2?>	 	 						  							  				 	 	 	 	 	 	 	 L i s t a   d e   d o w n l o a d 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ S U S P E N D _ D O W N L O A D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S t i l l   d o w n l o a d i n g .   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 N	-Nf\P	 ck(WN}f\P	 "12'LB+%-"9H  +"8
1H'#2'? 	 A  n   d e s c a r g a n d o ,    p o n e r   e n   p a u s a ? 	 T  l  c h a r g e m e n t   e n   c o u r s ,   p a u s e r  ? 	 D o w n l o a d   l  u f t   n o c h ,   P a u s e ? 	 45B  703@C7:0.   @8>AB0=>28BL? 	 S c a r i c a m e n t o   a n c o r a   i n   c o r s o ,   i n t e r r o m p e r e ? 	 ,'1M  'D*-EJD.   'JB'A  	 A   t r a n s f e r i r ,   q u e r   f a z e r   p a u s a ? 	 H a l a   y  k l  y o r ,   d u r s u n   m u ?   	 a n g   t i   v ,   t m   d n g ? 	 M a s i h   m e n - d o w n l o a d ,   j e d a ? 	 M a s i h   m e m u a t   t u r u n ,   j e d a ? 	 !	>			(	2	K	!	  	0	  0	9	>	  9	H	,   0	K		G		? 	 	 	 	 A   l e t  l t  s   m  g   f o l y i k ,   s z  n e t e l t e t n i   a k a r j a ? 	 	 	 	 N o g   b e z i g   m e t   d o w n l o a d e n .   P a u z e r e n ? 	 	 	 D e s c r c a r e    n   c u r s .    n t r e r u p e ci   o p e r a ci a ? 	 	 	   ,     ? 	 	 	 GFH2  /1  -'D  /'FDH/E+  4H/	 'DH  H  '	 	 				  							  				,   					? 	 	 	 	 


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? 	      .     ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 L a a i   t a n s   n o g   a f ,   o n d e r b r e e k ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 S t i l l   d o w n l o a d i n g ,   p a u s e ? 	 	 	 	 						  							  			  				  					  					? 	 	 	 	 	 	 	 	 A i n d a   b a i x a n d o ,   p a u s a r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ A U T H _ F A I L E D 	 U n d e f i n e d 	 P O P U P 	 A u t h e n t i c a t i o n   f a i l e d 	 A u t h e n t i c a t i o n   f a i l e d 	 [xWI1YWe	 [x1Y%	 2#"7"11'8%%I!@+%'	 A u t e n t i c a c i  n   f a l l i d a 	 E c h e c   d ' a u t h e n t i f i c a t i o n 	 A u t h e n t i f i z i e r u n g   f e h l g e s c h l a g e n 	 !1>9  ?@>25@:8  ?>4;8==>AB8	 A u t e n t i c a z i o n e   f a l l i t a 	 .7#  AJ  *H+JB  'DCDE)  'D31	 A   a u t e n t i c a   o   f a l h o u 	 K i m l i k   d o r u l a m a   y a p 1l a m a d 1	 C h n g   n h n   m t   k h u   l i 	 O t e n t i k a s i   g a g a l 	 P e n g e s a h a n   g a g a l 	 *	M	0	.	>	#	@		0	#	  	8	+	2		 	 	 	 S i k e r t e l e n   h i t e l e s  t  s 	 	 	 	 A u t e n t i c a t i e   m i s l u k t 	 	 	 A u t e n t i f i c a r e a   n u   a   r e u _i t 	 	 	   	 	 	 *#/  '9*('1  F'EHAB  (H/	 	 	 							  			  						 	 	 	 









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	   	 U b u f a k a z i   b u h l u l e k i l e 	 U k u n g q i n e l a   k u p h a n z i l e 	 I m e s h i n d w a   k u h a l i s i s h a 	 B e k r a g t i g i n g   o n s u k s e s v o l 	 A u t e n t i f i k a v i m a s   n e p a v y k o 	 A u t e n t i f i k c i j a   n e s e k m +g a 	 A u t e n t i m i n e   n u r j u s 	 Na~eaoavaxth  ypa{xr~e	     	 A u t e n t i f i c a r e a   n u   a   r e u _i t 	 
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	 *M0>.>#??0#  ,?+3  9G2>	 	 										  					 	 	 	 	 	 	 	 A u t e n t i c a   o   f a l h o u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ B R O W S E R 	 U n d e f i n e d 	 U N L I M 	 B r o w s e r   a p p l i c a t i o n   n a m e 	 B r o w s e r 	 phV	 OmȉhV	 @#2'L@-#L	 E x p l o r a d o r 	 N a v i g a t e u r 	 B r o w s e r 	 @0C75@	 B r o w s e r 	 E916	 B r o w s e r 	 T a r a y 1c 1	 M  y   d u y t 	 B r o w s e r 	 P e l a y a n 	 ,	M	0	>			[	0		 	 	 	 B  n g  s z Q	 	 	 	 B r o w s e r 	 	 	 B r o w s e r 	 	 	 	 	 ,	M	0	>				0		 E1H11	 (1'$21    	 	 									 ,
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	 	 I s i p h e q i 	 I b r a w u z a 	 K i v i n j a r i 	 B l a a i e r 	 N a r ay k l 	 P r l kk s 	 B r a u s e r 	 4kaoky	   	 B r o w s e r 	 ,
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 
 B R A _ S T R _ I D _ M M S 	 U n d e f i n e d 	 U N L I M 	 M M S   a p p l i c a t i o n   n a m e 	 M M S 	 YZԚ
o`	 i_O	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 13'&D  'DH3'&7	 M M S 	 M M S   	 M M S 	 M M S 	 M M S 	 	.		.		8		 	 	 	 M M S 	 	 	 	 M M S 	 	 	 M M S 	 	 	 M M S 	 	 	.		.		8		 ~'E  F/13'FG  '	 M M S 	 	 M M S 	 
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 
 B R A _ S T R _ I D _ P R O F I L E 	 U n d e f i n e d 	 U N L I M 	 P r o f i l e   n a m e   c o m m o n l y 	 P r o f i l e 	 -[D}	 [~	 B#D%L	 P e r f i l 	 P r o f i l 	 P r o f i l 	 @>D8;L	 P r o f i l o 	 4CD	 P e r f i l 	 P r o f i l   	 C  i   t   s n 	 P r o f i l 	 P r o f i l 	 *	M	0	K	+	>		2		 	 	 	 P r o f i l 	 	 	 	 P r o f i e l 	 	 	 P r o f i l 	 	 	 	 	 *	M	0	K	+	>		2		 FE'G	 ~1HA'&D	 	 									 *
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M
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	 *M0K+>2	 	 			' 					 	 	 	 	 	 	 	 P e r f i l 	 	 	 	 	 	 	 	 P r o f i l a 	 P r o f i l e 	 P e r f i l 	 P r o f a l 	 P r  i f  l 
 
 B R A _ S T R _ I D _ P R O F I L E _ N A M E 	 U n d e f i n e d 	 U N L I M 	 P r o f i l e   n a m e 	 P r o f i l e   n a m e 	 -[D}
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7H-B#D%L	 N o m b r e   d e l   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 0720=85  ?@>D8;O	 N o m e   p r o f i l o 	 '3E  'D4CD	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1  	 T  n   c  i   t   s n 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	>		2	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 *	M	0	K	+	>		2	  (	>		5		 F'E  FE'G	 ~1HA'&D  F'E	   	 								  				 *
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 B R A _ S T R _ I D _ S K I P 	 U n d e f i n e d 	 R S K 	 R S K   l a b e l   c o m m o n l y , s k i p   a   p r o f i l e 	 S k i p 	 _eu	 _eu	 I2!	 O m i t i r 	 S a u t e r 	  b e r s p r i n g e n 	 @>?CAB8BL	 S a l t a 	 'DBA2)	 I g n o r a r 	 A t l a 	 B   q u a 	 L e w a t i 	 L a n g k a u 	 	K	!	<	G			 	 	 	 K i h a g y  s 	 	 	 	 O v e r s l a a n 	 	 	 I g n o r a ci   a c e s t   p r o f i l 	 	 	 	 	 8	M		@	*		 51AF81	 H	   	 					  						 
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 
 B R A _ S T R _ I D _ P R O F I L E _ I N _ U S E 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 P r o f i l e   i n   u s e 	 P r o f i l e   i n   u s e 	 -[D}O(u-N	 n~O(u-N	 B#D%L3%1C
I2	 P e r f i l   e n   u s o 	 P r o f i l   u t i l i s  	 P r o f i l   i n   V e r w e n d u n g 	 @>D8;L  8A?>;L7C5BAO	 P r o f i l o   i n   u s o 	 'D4CD  E4:HD	 P e r f i l   e m   u s o 	 P r o f i l   k u l l a n 1m d a   	 C  i   t   h i n   a n g   s   d n g 	 P r o f i l   y a n g   d i g u n a k a n 	 P r o f i l   d i g u n a k a n 	 *	M	0	K	+	>		2	  		*	/	K		  .	G		  9	H		 	 	 	 H a s z n  l a t b a n   l  v Q  p r o f i l 	 	 	 	 P r o f i e l   i n   g e b r u i k 	 	 	 P r o f i l u l   e s t e   d e j a   a c t i v a t 	 	 	   	 	 *	M	0	K	+	>		2	  5	>	*	0	>	$	  	9	G		 FE'G  /1  -'D  '3*A'/G	 ~1HA'&D  '3*9E'D  E  	     	 								  								 *
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  







  

	   	 I p h r o f a y l i   e l i s e t s h e n z i s w a y o 	 I p r o f a y l e   i y a s e b e n z a 	 P r o f a i l i   i n a t u m i k a 	 P r o f i e l   i n   g e b r u i k 	 P r o f i l i s   n a u d o j a m a s 	 P r o f i l s   t i e k   l i e t o t s 	 P r o f i i l   k a s u t u s e l 	 Jxklh  cacxntav  te{  g	     	 P r o f i l u l   e s t e   a c t i v a t 	 *
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 
 B R A _ S T R _ I D _ A U T H E N T I C A T I O N 	 U n d e f i n e d 	 T I T L E 	 A u t h e n t i c a t i o n   s c r e e n   t i t l e 	 A u t h e n t i c a t i o n 	 I	 	 2#"7"11'8%	 A u t e n t i c a c i  n 	 A u t h e n t i f i c a t i o n 	 A u t h e n t i f i z i e r u n g 	 @>25@:0  ?>4;8==>AB8	 A u t e n t i c a z i o n e 	 *H+JB	 A u t e n t i c a   o 	 K i m l i k   d o r u l a m a   	 X  c   n h n 	 O t e n t i k a s i 	 P e n g e s a h a n 	 *	M	0	.	>	#	@		0	#		 	 	 	 H i t e l e s  t  s 	 	 	 	 A u t e n t i c a t i e 	 	 	 A u t e n t i f i c a r e 	 	 	 	 	 	 *#/  '9*('1	 	 	 								 	 	 	 









	 	 U b u f a k a z i 	 U k u n g q i n e l a     	 U h a l i s i s h a j i 	 B e k r a g t i g i n g 	 A u t e n t i f i k a v i m a s 	 A u t e n t i f i k c i j a 	 A u t e n t i m i n e 	 Na~eaoavaxt	 	 A u t e n t i f i c a r e 	 
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 B R A _ S T R _ I D _ S E L E C T _ S I M 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e l e c t   a   S I M   c a r d 	 S e l e c t   S I M 	 xdS I M aS	 	bS I M aS	 @%7-4!	 S e l e c c i o n a r   S I M 	 S  l e c t i o n n e r   S I M 	 S I M   w  h l e n 	 K15@8B5  S I M - :0@BC	 S e l e z i o n a   S I M 	 '.*J'1  (7'B)	 S e l e c c i o n a r   c a r t  o   S I M 	 S I M   s e  i n 	 C h n   S I M 	 P i l i h   S I M 	 P i l i h   S I M 	 8	?	.	  	A	(	G			 	 	 	 S I M   k i v  l a s z t  s a 	 	 	 	 S I M   s e l e c t e r e n 	 	 	 S e l e c t a r e   S I M 	 	 	   S I M 	 	 	 'F*.'(  S I M 	 	 	 S I M   						 	 	 	 




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	   	 K h e t h a   i - S I M 	 K h e t h a   i - S I M 	 C h a g u a   S I M 	 K i e s   S I M 	 P a r i n k t i   S I M   k o r t e l 	 I z v l i e t i e s   S I M 	 V a l i   S I M 	 8vel  S I M   ah	   S I M   	 S e l e c t a r e   S I M 	 S I M   $
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 
 B R A _ S T R _ I D _ S I M 1 	 U n d e f i n e d 	 I C O N T E X T 	 S I M 1 ,   S I M   c a r d   1 ,   t h e   f i r s t   S I M   c a r d   	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 (7'B)1 	 S I M   1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 8	?	.	1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 		 	 	 	 


1 	 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 			1 	 	 	 	 	 	 	 	 S I M 1 
 
 B R A _ S T R _ I D _ S I M 2 	 U n d e f i n e d 	 I C O N T E X T 	 S I M 2 ,   S I M   c a r d   2 ,   t h e   s e c o n d   S I M   c a r d   	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 (7'B)2 	 S I M   2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 8	?	.	  2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 		 	 	 	 


2 	 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 
 
 B R A _ S T R _ I D _ A L W A Y S _ A S K 	 U n d e f i n e d 	 I C O N T E X T 	 A l w a y s   a s k   u s e r   t o   s e l e c t 	 A l w a y s   a s k 	 =~/fbOU	 ;`/f	 2!@*!-	 P r e g u n t a r   s i e m p r e 	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  A?@0H820BL	 C h i e d i   s e m p r e 	 3$'D'  /'&E'	 P e r g u n t a r   s e m p r e 	 H e r   z a m a n   s o r 	 L u  n   h i 	 S e l a l u   t a n y a 	 S e l a l u   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	 S o l i c i t a ci    n t o t d e a u n a   s e l e c t a r e a 	 	 	   	 	 	 GE4G  ~13/G  4H/	 	 	 						  								  					 	 	 	 





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	   	 B u z a   n j a l o 	 B u z a   r h o q o 	 D a i m a   u l i z a 	 V r a   a l t y d 	 V i s a d a   k l a u s t i 	 V i e n m r   j a u t t 	 K  s i   a l a t i 	 Dkw  pavel	   	 S o l i c i t a r e   c o n f i r m a r e   p e r m a n e n t 	 
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 
 B R A _ S T R _ I D _ S E L E C T _ C A L L 	 U n d e f i n e d 	 T I T L E 	 D u a l   S I M   c a l l   s e l e c t i o n   s c r e e n   t i t l e 	 C a l l 	 d_	 |TS	 B#	 L l a m a r 	 A p p e l e r 	 A n r u f e n 	 K7>2	 C h i a m a 	 '*5'D	 T e l e f o n a r 	 A r a 	 G i 	 H u b u n g i 	 P a n g g i l a n 	 	I	2	  	0	G			 	 	 	 H  v  s 	 	 	 	 G e s p r e k 	 	 	 A p e l a r e 	 	 	 	 	 	 *E'3	 	 	 			 	 	 	 


  


	 	 U c i n g o 	 I f o w n i 	 P i g a   s i m u 	 S k a k e l 	 S k a m b i n t i 	 Z v a n s 	 H e l i s t a 	 ?avy	 	 A p e l a r e 	 5
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 
 B R A _ S T R _ I D _ S I M 1 _ C A L L 	 U n d e f i n e d 	 I C O N T E X T 	 S I M 1   v o i c e   c a l l 	 S I M 1   v o i c e   c a l l 	 S I M aS1 q	 S I M aS1 5u݋	 *2"*24!1 	 L l a m a d a   d e   v o z   d e   S I M 1 	 A p p e l   v o c a l   S I M 1 	 S I M 1 - V o i c e a n r u f 	 K7>2  G5@57  S I M 1 	 S I M 1   c h i a m a t a   v o c a l e 	 'DEC'DE)  'D5H*J)  AJ  'D(7'B)1 	 C h a m a d a   d e   v o z   S I M   1 	 S I M 1   s e s l i   a r a m a 	 C u c   g i   n g    m   S I M 1 	 P a n g g i l a n   s u a r a   d i   S I M 1 	 P a n g g i l a n   s u a r a   S I M 1 	 8	?	.	  1   5	I	/	8	  	I	2		 	 	 	 S I M 1   h a n g h  v  s 	 	 	 	 S I M 1   g e s p r e k o p r o e p 	 	 	 A p e l   v o c e   S I M 1 	 	 	 S I M 1     	 	 	 *E'3  5H*  S I M 1 	 	 	 S I M 	  					  			 	 	 	 


1   



  


	 1     	 U c i n g o   l e z w i   l e - S I M 1 	 I - S I M - 1   i f o w n i   y e l i z w i 	 S i m u   y a   S I M 1 	 S I M 1 - s t e m o p r o e p 	 1   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 1   b a l s s   z v a n s 	 S I M 1   h   l k  n e 	 S I M 1   qauvaukv  oavy	 S I M 1     	 A p e l   v o c a l   S I M 1 	 S I M 1   5
K
/
M
8
M
  
K
3
M

 	 S I M 1   8M50  2	 	 			1   					  			 	 	 	 	 	 	 	 C h a m a d a   c o m   v o z   e m   S I M 1 
 
 B R A _ S T R _ I D _ S I M 2 _ C A L L 	 U n d e f i n e d 	 I C O N T E X T 	 S I M 2   v o i c e   c a l l 	 S I M 2   v o i c e   c a l l 	 S I M aS2 q	 S I M aS2 5u݋	 *2"*24!2 	 L l a m a d a   d e   v o z   d e   S I M 2 	 A p p e l   v o c a l   S I M 2 	 S I M 1 - V o i c e a n r u f 	 K7>2  G5@57  S I M 2 	 S I M 2   c h i a m a t a   v o c a l e 	 'DEC'DE)  'D5H*J)  AJ  'D(7'B)2 	 C h a m a d a   d e   v o z   S I M   2 	 S I M 2   s e s l i   a r a m a 	 C u c   g i   n g    m   S I M 2 	 P a n g g i l a n   s u a r a   d i   S I M 2 	 P a n g g i l a n   s u a r a   S I M 2 	 8	?	.	  2   5	I	/	8	  	I	2		 	 	 	 S I M 2   h a n g h  v  s 	 	 	 	 S I M 2   g e s p r e k o p r o e p 	 	 	 A p e l   v o c e   S I M 2 	 	 	 S I M 2     	 	 	 *E'3  5H*  S I M 2 	 	 	 S I M 	  					  			 	 	 	 


2   



  


	 2     	 U c i n g o   l e z w i   l e - S I M 2 	 I - S I M - 2   i f o w n i   y e l i z w i 	 S i m u   y a   S I M 2 	 S I M 2 - s t e m o p r o e p 	 2   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 2   b a l s s   z v a n s 	 S I M 2   h   l k  n e 	 S I M 2   qauvaukv  oavy	 S I M 2     	 A p e l   v o c a l   S I M 2 	 S I M 2   5
K
/
M
8
M
  
K
3
M

 	 S I M 2   8M50  2	 	 	 	 	 	 	 	 	 	 C h a m a d a   c o m   v o z   e m   S I M 2 
 
 B R A _ S T R _ I D _ S I M 1 _ N O T _ E X I S T 	 U n d e f i n e d 	 P O P U P 	 S I M 1   n o t   a v a i l a b l e 	 S I M 1   n o t   a v a i l a b l e 	 S I M aS1 
NS(u	 S I M aS1 
NS(u	 4!1   C
ID!HDI	 S I M 1   n o   d i s p o n i b l e 	 S I M 1   n o n   d i s p o n i b l e 	 S I M 1   n i c h t   v e r f  g b a r 	 0@B0  S I M 1   =54>ABC?=0	 S I M 1   n o n   d i s p o n i b i l e 	 'D(7'B)1   D'  JECF  'D'3*./'E	 S I M   1   n  o   e s t    d i s p o n  v e l 	 S I M 1   y o k   	 S I M 1   l i 	 S I M 1   t i d a k   t e r s e d i a 	 S I M 1   t a k   t e r s e d i a 	 8	?	.	  1   	(	A	*	2	,	M	'		 	 	 	 A   S I M 1   n e m   e l  r h e t Q	 	 	 	 S I M 1   n i e t   b e s c h i k b a a r 	 	 	 C a r t e l a   S I M 1   n u   e s t e   d i s p o n i b i l 	 	 	 S I M 1     	 	 	 S I M 1   EH,H/  F3*	 	 	 S I M 	  						  			 	 	 	 


1   





  


	 1   	 I - S I M 1   a y i t h o l a k a l i 	 I - S I M - 1   a y i f u m a n e k i 	 S I M 1   h a i p a t i k a n i 	 S I M 1   n i e   b e s k i k b a a r   n i e 	 1   S I M   k o r t e l s   n r a 	 S I M 1   n a v   p i e e j a m s 	 S I M 1   p o l e   s a a d a v a l 	 S I M 1 - h  a|oa  yg	 S I M 1       	 C a r t e l a   S I M 1   n u   e s t e   d i s p o n i b i l 	 S I M 1   2
-
M
/
.
2
M
2
	 S I M 1   	*2,M'  (A9G	 	 			1   						  				 	 	 	 	 	 	 	 S I M 1   n  o   d i s p o n  v e l 
 
 B R A _ S T R _ I D _ S I M 2 _ N O T _ E X I S T 	 U n d e f i n e d 	 P O P U P 	 S I M 2   n o t   a v a i l a b l e 	 S I M 2   n o t   a v a i l a b l e 	 S I M aS2 
NS(u	 S I M aS2 
NS(u	 4!2   C
ID!HDI	 S I M 2   n o   d i s p o n i b l e 	 S I M 2   n o n   d i s p o n i b l e 	 S I M 2   n i c h t   v e r f  g b a r 	 0@B0  S I M 2   =54>ABC?=0	 S I M 2   n o n   d i s p o n i b i l e 	 'D(7'B)2   D'  JECF  'D'3*./'E	 S I M   2   n  o   e s t    d i s p o n  v e l 	 S I M 2   y o k 	 S I M 2   l i 	 S I M 2   t i d a k   t e r s e d i a 	 S I M 2   t a k   t e r s e d i a 	 8	?	.	  2   	(	A	*	2	,	M	'		 	 	 	 A   S I M 2   n e m   e l  r h e t Q	 	 	 	 S I M 2   n i e t   b e s c h i k b a a r 	 	 	 C a r t e l a   S I M 2   n u   e s t e   d i s p o n i b i l 	 	 	 S I M 2     	 	 	 S I M 2   EH,H/  F3*	 	 	 S I M 	  						  			 	 	 	 


2   





  


	 2   	 I - S I M 2   a y i t h o l a k a l i 	 I - S I M - 2   a y i f u m a n e k i 	 S I M 2   h a i p a t i k a n i 	 S I M 2   n i e   b e s k i k b a a r   n i e 	 2   S I M   k o r t e l s   n r a 	 S I M 2   n a v   p i e e j a m s 	 S I M 2   o l e   s a a d a v a l 	 S I M 2 - h  a|oa  yg	 S I M 2       	 C a r t e l a   S I M 2   n u   e s t e   d i s p o n i b i l 	 S I M 2   2
-
M
/
.
2
M
2
	 S I M 2   	*2,M'  (A9G	 	 	 	 	 	 	 	 	 	 S I M 2   n  o   d i s p o n  v e l 
 
 B R A _ S T R _ I D _ S I M 1 _ N O T _ O P E N 	 U n d e f i n e d 	 P O P U P 	 S I M 1   n o t   o p e n 	 S I M 1   n o t   o p e n 	 S I M aS1 l	g_U(u	 S I M aS1 l	g/T(u	 4!1   D!H@4	 S I M 1   n o   a b i e r t a 	 S I M 1   p a s   o u v e r t e 	 S I M 1   n i c h t   g e  f f n e t 	 0@B0  S I M 1   =5  >B:@KB0	 S I M 1   n o n   a p e r t a 	 'D(7'B)1   DE  A*-	 S I M   1   n  o   e s t    a b e r t o 	 S I M 1   a  1k   d e i l   	 C h a   m   S I M 1 	 S I M 1   t i d a k   t e r b u k a 	 S I M 1   t a k   t e r b u k a 	 8	?	.	  1   (	9	@		  	A	2	>		 	 	 	 A   S I M 1   n i n c s   n y i t v a 	 	 	 	 S I M 1   n i e t   o p e n 	 	 	 C a r t e l a   S I M 1   n u   e s t e   d e s c h i s 	 	 	 S I M 1     	 	 	 S I M 1   ('2  F3*	 	 	 S I M 	  				  			 	 	 	 


1   






  


	 1   	 I - S I M 1   a y i v u l e k i 	 I - S I M - 1   a y i v u l w a n g a 	 S I M 1   h a i j a f u n g u l i w a 	 S I M 1   n i e   o o p   n i e 	 1   S I M   k o r t e l   n e a t v e r t a 	 S I M 1   n a v   a t v r t s 	 S I M 1   p o l e   a v a t u d 	 S I M 1 - h  ba  yg	 S I M 1       	 C a r t e l a   S I M 1   n u   e s t e   d e s c h i s 	 S I M 1   $
A
1

M

A
(
M
(
?
2
M
2
	 S I M 1   K2>  (A9G	 	 			1   			  			  			  				 	 	 	 	 	 	 	 S I M 1   n  o   a b e r t o 
 
 B R A _ S T R _ I D _ S I M 2 _ N O T _ O P E N 	 U n d e f i n e d 	 P O P U P 	 S I M 2   n o t   o p e n 	 S I M 2   n o t   o p e n 	 S I M aS2 l	g_U(u	 S I M aS2 l	g/T(u	 4!2   D!H@4	 S I M 2   n o   a b i e r t a 	 S I M 2   p a s   o u v e r t e 	 S I M 2   n i c h t   g e  f f n e t 	 0@B0  S I M 2   =5  >B:@KB0	 S I M 2   n o n   a p e r t a 	 'D(7'B)2   :J1  EA*H-)	 S I M   2   n  o   e s t    a b e r t o 	 S I M 2   a  1k   d e i l   	 C h a   m   S I M 2 	 S I M 2   t i d a k   t e r b u k a 	 S I M 2   t a k   t e r b u k a 	 8	?	.	  2   (	9	@		  	A	2	>		 	 	 	 A   S I M 2   n i n c s   n y i t v a 	 	 	 	 S I M 2   n i e t   o p e n 	 	 	 C a r t e l a   S I M 2   n u   e s t e   d e s c h i s 	 	 	 S I M 2     	 	 	 S I M 2   ('2  F3*	 	 	 S I M 	  				  			 	 	 	 


2   






  


	 2   	 I - S I M 2   a y i v u l e k i 	 I - S I M - 2   a y i v u l w a n g a 	 S I M 2   h a i j a f u n g u l i w a 	 S I M 2   n i e   o o p   n i e 	 2   S I M   k o r t e l   n e a t v e r t a 	 S I M 2   n a v   a t v r t s 	 S I M 2   o l e   a v a t u d 	 S I M 2 - h  ba  yg	 S I M 2       	 C a r t e l a   S I M 2   n u   e s t e   d e s c h i s 	 S I M 2   $
A
1

M

A
(
M
(
?
2
M
2
	 S I M 2   K2>  (A9G	 	 	 	 	 	 	 	 	 	 S I M 2   n  o   a b e r t o 
 
 B R A _ S T R _ I D _ N O _ S I M _ I S _ A V A I L A B L E 	 U n d e f i n e d 	 P O P U P 	 N o   S I M   i s   a v a i l a b l e 	 N o   S I M   i s   a v a i l a b l e 	 l	gS(uvS I M aS	 l	gS(uvS I M aS	 D!H!54!5HC
IDI	 N i n g u n a   S I M   d i s p o n i b l e 	 A u c u n e   S I M   d i s p o n i b l e 	 K e i n   S I M   v e r f  g b a r 	 5B  4>ABC?=>9  S I M - :0@BK	 N e s s u n a   S I M   d i s p o n i b i l e 	 D'  (H,/  'D(7'B)	 N  o   e x i s t e   n e n h u m   c a r t  o   S I M   d i s p o n  v e l 	 S I M   m e v c u t   d e i l   	 K h  n g   c    S I M     s   d n g 	 S I M   t i d a k   t e r s e d i a 	 T i a d a   S I M   t e r s e d i a 	 8	?	.	  		*	2	,	M	'	  (	9	@			 	 	 	 N i n c s   e l  r h e t Q  S I M 	 	 	 	 G e e n   S I M   b e s c h i k b a a r 	 	 	 N i c i o   c a r t e l   S I M   n u   e s t e   d i s p o n i b i l 	 	 	     S I M   	 	 	 S I M   EH,H/  F3*	 	 	 			  S I M   						  			 	 	 	 


  


  





  


	     	 A y i k h o   i - S I M   e t h o l a k a l a y o 	 A k u k h o   S I M   e f u m a n e k a y o 	 H a k u n a   S I M   i n a y o p a t i k a n a 	 G e e n   S I M   b e s k i k b a a r   n i e 	 N r a   S I M   k o r t e l s 	 N a v   p i e e j a m a   S I M 	 S I M   p o l e   s a a d a v a l 	 S I M   ah  a|oa  yg	   S I M     	 N i c i o   c a r t e l   S I M   n u   e s t e   d i s p o n i b i l 	 
0
A
  S I M   2
-
M
/
.
2
M
2
	 L#8?  S I M   	*2,M'  (A9G	 	 				  			  						  				 	 	 	 	 	 	 	 N e n h u m   S I M   e s t    d i s p o n  v e l 
 
 B R A _ S T R _ I D _ B E A R E R _ D E T A I L _ I N F O 	 U n d e f i n e d 	 I C O N T E X T 	 C o n n e c t i o n   i n f o r m a t i o n 	 C o n n e c t i o n   i n f o r m a t i o n 	 #P}Oo`	 ޏcOo`	 I-!9%2#@
7H-!H-	 I n f o r m a c i  n   d e   c o n e x i  n 	 I n f o r m a t i o n s   d e   c o n n e x i o n 	 V e r b i n d u n g s i n f o r m a t i o n 	 0==K5  >  ?>4:;NG5=88	 I n f o r m a z i o n i   c o n n e s s i o n e 	 E9DHE'*  'D'*5'D'*	 I n f o r m a   o   s o b r e   a   l i g a   o 	 B a l a n t 1  b i l g i s i   	 T i n   t c   k t   n i 	 I n f o r m a s i   s a m b u n g a n 	 M a k l u m a t   s a m b u n g a n 	 	(	G		M	6	(	  8	B		(	>		 	 	 	 K a p c s o l a t   a d a t a i 	 	 	 	 G e g e v e n s   v a n   v e r b i n d i n g 	 	 	 I n f o r m a ci i   c o n e x i u n e 	 	 	     	 	 	 '7D'9'*  '*5'D	 	 	 								  					 	 	 	 




  





	   	 U l w a z i   l o k u x h u m a n a 	 U l w a z i   n g o q h a g a m s h e l w a n o 	 H a b a r i   y a   u u n g a n i s h a j i 	 V e r b i n d i n g s i n l i g t i n g 	 R y ai o   i n f o r m a c i j a 	 S a v i e n o j u m a   i n f o r m c i j a 	 T e a v e    h e n d u s e   k o h t a 	 Dkatav  ta}kv  ereoxiuxv	   	 I n f o r m a ci i   c o n e x i u n e 	 
#

M
7
(
M
  5
?
5
0

M

3
M

 	 8/K(>  8B(>	 	 					  					 	 	 	 	 	 	 	 I n f o r m a   e s   d a   c o n e x  o 
 
 B R A _ S T R _ I D _ P R S _ S I M 1 _ I N S T A L L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   S I M 1   s e t t i n g s   r e c e i v e d 	 N e w   S I M 1   s e t t i n g s 	 S I M aS1 e-[	 S I M aS1 en	 2#1IH24!1   C+!H	 N u e v o s   a j u s t e s   d e   S I M 1 	 R  g l a g e s   n o u v e l l e   S I M 1 	 N e u e   S I M 1 - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  S I M 1 	 C o n f i g u r a z i o n i   n u o v a   S I M 1 	 6(7  'D,/J/  D(7'B)  1 	 N o v a s   d e f i n i   e s   S I M   1 	 Y e n i   S I M 1   a y a r l a r 1  	 C  i   t   S I M 1   m i 	 P e n g a t u r a n   S I M 1   b a r u 	 S e t i n g   S I M 1   b a r u 	 (		  8	?	.	  1   8	G		?			M	8		 	 	 	  j   S I M 1   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 1 - i n s t e l l i n g e n 	 	 	 S e t r i   n o i   p e n t r u   S I M 1 	 	 	   S I M 1   	 	 	 *F8E'*  ,//  S I M 1 	 	 	 				  S I M 	  							 	 	 	 


1   








  





  




  

? 	 1     ? 	 A m a s e t h i n g i   e - S I M 1   a m a s h a 	 U s e t o   l w e S I M - 1   E n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 1 	 N u w e   S I M 1 - s t e l l i n g s 	 N a u j o s   1   S I M   k o r t e l s   n u o s t a t o s 	 J a u n i   S I M 1   i e s t a t +j u m i 	 U u e d   S I M 1   s  t t e d 	 S I M 1 - k  vx  oauavve	   S I M 1   	 S e t r i   n o i   p e n t r u   S I M 1 	 *
A
$
?
/
  S I M 1   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 1   8G?A!?	 	 				  			1   							 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   S I M 1 
 
 B R A _ S T R _ I D _ P R S _ S I M 2 _ I N S T A L L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   S I M 2   s e t t i n g s   r e c e i v e d 	 N e w   S I M 2   s e t t i n g s 	 S I M aS2 e-[	 S I M aS2 en	 2#1IH24!2   C+!H	 N u e v o s   a j u s t e s   d e   S I M 2 	 R  g l a g e s   n o u v e l l e   S I M 2 	 N e u e   S I M s - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  S I M 2 	 C o n f i g u r a z i o n i   n u o v a   S I M 2 	 6(7  'D,/J/  D(7'B)2 	 N o v a s   d e f i n i   e s   S I M   2 	 Y e n i   S I M 2   a y a r l a r 1  	 C  i   t   S I M 2   m i 	 P e n g a t u r a n   S I M 2   b a r u 	 S e t i n g   S I M 2   b a r u 	 (		  8	?	.	  2   8	G		?			M	8		 	 	 	  j   S I M 2   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 2 - i n s t e l l i n g e n 	 	 	 S e t r i   n o i   p e n t r u   S I M 2 	 	 	   S I M 2   	 	 	 *F8E'*  ,//  S I M 2 	 	 	 				  S I M 	  							 	 	 	 


2   








  





  




  

? 	 2     ? 	 A m a s e t h i n g i   e - S I M 2   a m a s h a 	 U s e t o   l w e S I M - 2   E n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 2 	 N u w e   S I M 2 - s t e l l i n g s 	 N a u j o s   2   S I M   k o r t e l s   n u o s t a t o s 	 J a u n i   S I M 2   i e s t a t +j u m i 	 U u e d   S I M 2   s  t t e d 	 S I M 2 - k  vx  oauavve	   S I M 2   	 S e t r i   n o i   p e n t r u   S I M 2 	 *
A
$
?
/
  S I M 2   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 2   8G?A!?	 	 	 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   S I M 2 
 
 B R A _ S T R _ I D _ P R S _ S I M 1 _ W A P _ I N S T A L L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   S I M 1   W A P   s e t t i n g s   r e c e i v e d 	 N e w   S I M 1   W A P   s e t t i n g s 	 S I M aS1 eW A P -[	 S I M aS1 eW A P n	 2#1IH2  W A P   4!1   C+!H	 N u e v o s   a j u s t e s   d e   W A P   d e   S I M 1 	 R  g l a g e s   W A P   n o u v e l l e   S I M 1 	 N e u e   S I M 1   W A P - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  W A P   4;O  S I M 1 	 C o n f i g u r a z i o n i   W A P   n u o v a   S I M 1   	 6(7  'DHJ(  'D,/J/  D(7'B)  1 	 N o v a s   d e f i n i   e s   S I M   1   W A P 	 Y e n i   S I M 1   W A P   a y a r l a r 1  	 C  i   t   W A P   S I M 1   m i 	 P e n g a t u r a n   W A P   S I M 1   b a r u 	 S e t i n g   W A P   S I M 1   b a r u 	 (		  8	?	.	  1   5	H	*	  8	G		?			M	8		 	 	 	  j   S I M 1   W A P   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 1 - W A P - i n s t e l l i n g e n 	 	 	 S e t r i   W A P   n o i   p e n t r u   S I M 1 	 	 	   W A P     S I M 1   	 	 	 *F8E'*  ,//  S I M 1   W A P 	 	 	 				  S I M 	  W A P   							 	 	 	 


1   W A P     








  





  




  

? 	 1   W A P     ? 	 A m a s e t h i n g i   e - S I M 1   W A P   a m a s h a 	 U s e t o   l w e S I M - 1 W A P   E n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 1   W A P 	 N u w e   S I M 1 - W A P - i n s t e l l i n g s 	 N a u j o s   1   S I M   k o r t e l s   W A P   n u o s t a t o s 	 J a u n i   S I M 1   W A P   i e s t a t +j u m i 	 U u e d   S I M 1   W A P   s  t t e d 	 S I M 1 - k  vx  W A P   oauavve	   S I M 1   W A P   	 S e t r i   W A P   n o i   p e n t r u   S I M 1 	 *
A
$
?
/
  S I M 1   W A P   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 1   W A P   8G?A!?	 	 				  			1   W A P   							 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   W A P   S I M 1 
 
 B R A _ S T R _ I D _ P R S _ S I M 2 _ W A P _ I N S T A L L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   S I M 2   W A P   s e t t i n g s   r e c e i v e d 	 N e w   S I M 2   W A P   s e t t i n g s 	 S I M aS2 eW A P -[	 S I M aS2 eW A P n	 2#1IH2  W A P   4!2   C+!H	 N u e v o s   a j u s t e s   d e   W A P   d e   S I M 2 	 R  g l a g e s   W A P   n o u v e l l e   S I M 2 	 N e u e   S I M 2   W A P - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  W A P   4;O  S I M 2 	 C o n f i g u r a z i o n i   W A P   n u o v a   S I M 2   	 6(7  'DHJ(  'D,/J/  D(7'B)  2 	 N o v a s   d e f i n i   e s   S I M   2   W A P 	 Y e n i   S I M 2   W A P   a y a r l a r 1  	 C  i   t   W A P   S I M 2   m i 	 P e n g a t u r a n   W A P   S I M 2   b a r u 	 S e t i n g   W A P   S I M 2   b a r u 	 (		  8	?	.	  2   5	H	*	  8	G		?			M	8		 	 	 	  j   S I M 2   W A P   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 2 - W A P - i n s t e l l i n g e n 	 	 	 S e t r i   W A P   n o i   p e n t r u   S I M 2 	 	 	   W A P     S I M 2   	 	 	 *F8E'*  ,//  S I M 2   W A P 	 	 	 				  S I M 	  W A P   							 	 	 	 


2   W A P     








  





  




  

? 	 2   W A P     ? 	 A m a s e t h i n g i   e - S I M 2   W A P   a m a s h a 	 U s e t o   l w e S I M - 2   W A P   E n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 2   W A P 	 N u w e   S I M 2 - W A P - i n s t e l l i n g s 	 N a u j o s   2   S I M   k o r t e l s   W A P   n u o s t a t o s 	 J a u n i   S I M 2   W A P   i e s t a t +j u m i 	 U u e d   S I M 2   W A P   s  t t e d 	 S I M 2 - k  vx  W A P   oauavve	   S I M 2   W A P   	 S e t r i   W A P   n o i   p e n t r u   S I M 2 	 *
A
$
?
/
  S I M 2   W A P   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 2   W A P   8G?A!?	 	 	 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   W A P   S I M 2 
 
 B R A _ S T R _ I D _ P R S _ S I M 1 _ M M S _ I N S T A L L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   S I M 1   M M S   s e t t i n g s   r e c e i v e d 	 N e w   S I M 1   M M S   s e t t i n g s 	 S I M aS1 eM M S -[	 S I M aS1 eM M S n	 2#1IH2  M M S   4!1   C+!H	 N u e v o s   a j u s t e s   d e   M M S   d e   S I M 1 	 R  g l a g e s   M M S   n o u v e l l e   S I M 1 	 N e u e   S I M 1   M M S - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  M M S   4;O  S I M 1 	 C o n f i g u r a z i o n i   M M S   n u o v a   S I M 1 	 6(7  'D13'&D  'D,/J/  D(7'B)  1 	 N o v a s   d e f i n i   e s   S I M   1   M M S 	 Y e n i   S I M 1   M M S   a y a r l a r 1  	 C  i   t   M M S   S I M 1   m i 	 P e n g a t u r a n   M M S   S I M 1   b a r u 	 S e t i n g   M M S   S I M 1   b a r u 	 (		  8	?	.	  1   	.		.		8	  8	G		?			M	8		 	 	 	  j   S I M 1   M M S   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 1 - M M S - i n s t e l l i n g e n 	 	 	 S e t r i   M M S   n o i   p e n t r u   S I M 1 	 	 	   -   M M S     S I M 1   	 	 	 *F8E'*  ,//  S I M 1   M M S 	 	 	 				  S I M 	  M M S   							 	 	 	 


1   M M S   








  





  




  

? 	 1   M M S     ? 	 A m a s e t h i n g i   e - S I M 1   M M S   a m a s h a 	 U s e t o   l w e S I M - 1   M M S   E n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 1   M M S 	 N u w e   S I M 1 - M M S - i n s t e l l i n g s 	 N a u j o s   1   S I M   k o r t e l s   M M S   n u o s t a t o s 	 J a u n i   S I M 1   M M S   i e s t a t +j u m i 	 U u e d   S I M 1   M M S   s  t t e d 	 S I M 1 - k  vx  M M S   oauavve	   S I M 1   M M S   	 S e t r i   M M S   n o i   p e n t r u   S I M 1 	 *
A
$
?
/
  S I M 1   M M S   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 1   M M S   8G?A!?	 	 				  			1   M M S   							 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   d e   M M S   S I M 1 
 
 B R A _ S T R _ I D _ P R S _ S I M 2 _ M M S _ I N S T A L L 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N e w   S I M 2   M M S   s e t t i n g s   r e c e i v e d 	 N e w   S I M 2   M M S   s e t t i n g s 	 S I M aS2 eM M S -[	 S I M aS2 eM M S n	 2#1IH2  M M S   4!2   C+!H	 N u e v o s   a j u s t e s   d e   M M S   d e   S I M 2 	 R  g l a g e s   M M S   n o u v e l l e   S I M 2 	 N e u e   S I M 2   M M S - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  M M S   4;O  S I M 2 	 C o n f i g u r a z i o n i   M M S   n u o v a   S I M 2 	 6(7  'D13'&D  'D,/J/  D(7'B)  2 	 N o v a s   d e f i n i   e s   S I M   2   M M S 	 Y e n i   S I M 2   M M S   a y a r l a r 1  	 C  i   t   M M S   S I M 2   m i 	 P e n g a t u r a n   M M S   S I M 2   b a r u 	 S e t i n g   M M S   S I M 2   b a r u 	 (		  8	?	.	  2   	.		.		8	  8	G		?			M	8		 	 	 	  j   S I M 2   M M S   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 2 - M M S - i n s t e l l i n g e n 	 	 	 S e t r i   M M S   n o i   p e n t r u   S I M 2 	 	 	   -   M M S     S I M 2   	 	 	 *F8E'*  ,//  S I M 2   M M S 	 	 	 				  S I M 	  M M S   							 	 	 	 


2   M M S       








  





  




  

? 	   2   M M S     ? 	 A m a s e t h i n g i   e - S I M 2   M M S   a m a s h a 	 U s e t o   l w e S I M - 2   M M S   E n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 2   M M S 	 N u w e   S I M 2 - M M S - i n s t e l l i n g s 	 N a u j o s   2   S I M   k o r t e l s   M M S   n u o s t a t o s 	 J a u n i   S I M 2   M M S   i e s t a t +j u m i 	 U u e d   S I M 2   M M S   s  t t e d 	 S I M 2 - k  vx  M M S   oauavve	   S I M 2   M M S   	 S e t r i   M M S   n o i   p e n t r u   S I M 2 	 *
A
$
?
/
  S I M 2   M M S   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 2   M M S   8G?A!?	 	 	 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   d e   M M S   S I M 2 
 
 B R A _ S T R _ I D _ C A L L _ C O N F L I C T 	 U n d e f i n e d 	 P O P U P 	 U n a b l e   t o   c o n n e c t 	 U n a b l e   t o   c o n n e c t 	 !ql#}	 elT:g	 D!H*2!2#@
7H-!H-	 N o   s e   p u e d e   c o n e c t a r 	 C o n n e x i o n   i m p o s s i b l e 	 V e r b i n d u n g   n i c h t   m  g l i c h 	 52>7<>6=>  ?>4:;NG8BLAO	 I m p o s s i b i l e   c o n n e t t e r e 	 D'  JECF  '*5'D	 N  o      p o s s  v e l   l i g a r 	 B a l a n a m 1y o r 	 K h  n g   t h   k t   n i 	 T i d a k   d a p a t   m e n y a m b u n g 	 T a k   d a p a t   m e n y a m b u n g 	 	(	G		M		  	0	(	G	  .	G		  		M	7	.		 	 	 	 N e m   l e h e t   k a p c s o l  d n i 	 	 	 	 K a n   g e e n   v e r b i n d i n g   m a k e n 	 	 	 C o n e x i u n e   i m p o s i b i l 	 	 	     	 	 	 '*5'D  EEF  F3*	 	 	 					  						  					  			 	 	 	 




  






  




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 B R A _ S T R _ I D _ S U B M I T _ A S K 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S e n d ? ,   c o m m o n l y   s u b m i t   t h e   u s e r   i n f o   t o   s e r v e r 	 S e n d ? 	 P	 S	 *H? 	  E n v i a r ? 	 E n v o y e r  ? 	 S e n d e n ? 	 B?@028BL? 	 I n v i a r e ? 	 '13'D	 E n v i a r ? 	 G  n d e r i l s i n   m i ?   	 G i ? 	 K i r i m ? 	 H a n t a r ? 	 -	G		G		? 	 	 	 	 E l k  l d i ? 	 	 	 	 V e r z e n d e n ? 	 	 	 T r i m i t e r e ? 	 	 	 ? 	 	 	 '13'D	 	 	 						  			? 	 	 	 	 






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 
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 
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 B R A _ S T R _ I D _ E D I T _ A C C O U N T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 E d i t   p r o f i l e   o p t i o n   i n   b r o w s e r   s e t t i n g s   m e n u . 	 P r o f i l e s 	 -[j	 nch	 B#D%L	 P e r f i l e s   	 P r o f i l s 	 P r o f i l e 	  540:B8@>20BL  CG5B=CN  70?8AL	 P r o f i l i 	 *-1J1  'D-3'(	 P e r f i s 	 P r o f i l l e r 	 T  i   k h o n   b i  n   t p 	 P r o f i l 	 P r o f i l 	 *	M	0	K	+	>		2		 	 	 	 P r o f i l o k 	 	 	 	 P r o f i e l e n 	 	 	 P r o f i l u r i 	 	 	 	 	 	 ~1HA'DG'	 	 	 									 	 	 	 	 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 P r o f i e l e 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 
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 t k o 	 P r z y c i s k 	 G o m b 	 N a p p u l a 	 K n a p p 	 T l a 
i d l o 	 K n o p 	 K n a p p 	 G u m b 	 B u t o n 	 G u m b 	 	 	 CB>=	 ,		#		 /EG	 (yF	 	 						 ,

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H	 S  	 O u i 	 J a 	 0  	 S  	 F9E	 S i m 	 E v e t   	 C  	 Y a 	 Y a 	 9	>			 J a 	 A n o 	 T a k 	 I g e n 	 K y l l  	 J a 	  n o 	 J a 	 J a 	 D a 	 D a 	 N e 	 	 	 0	 9	K	/		 (DG	 '	 	 						 9
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 B R S _ S T R _ I D _ R E D I R E C T _ P O S T 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A s k i n g   w h e t h e r   t h e   u s e r   w i l l   a c c e p t   r e - s u b m i t t i n g   u s e r   d a t a   w h e n   a   r e d i r e c t e d   r e q u e s t   i s   r e c e i v e d 	 R e d i r e c t e d   r e q u e s t   r e c e i v e d .   R e s u b m i t   u s e r   d a t a   ? 	  ͑ePO(uǌe/f&T|~~	  ͑eSO(upenc/f&T~~	 DI#13-C+I@%5H"@*I2  *HI-!9%C+I9IC
I-5#1I? 	 S o l i c i t u d   d e   r e d i r e c c i o n a m i e n t o   r e c i b i d a .    V o l v e r   a   e n v i a r   l o s   d a t o s   d e l   u s u a r i o ? 	 R e q u  t e   r e d i r i g  e   r e  u e .   S o u m e t t r e      n o u v e a u   l e s   d o n n  e s   u t i l i s a t e u r   ? 	 U m g e l e i t e t e   A n f r a g e   e r h a l t e n .   B e n u t z e r d a t e n   e r n e u t   a b s e n d e n ? 	 >;CG5=  ?5@5=0?@02;5==K9  70?@>A.   >2B>@=>  ?@8=OBL  40==K5  ?>;L7>20B5;O?   	 R e i n d i r i z z a m e n t o   r i c h i e s t a   r i c e v u t o .   R i p e t e r e   r e g i s t r a z i o n e   d a t i   u t e n t e ? 	 '9'/)  '13'D  (J'F'*  'DE3*./E, *3*E1	 R e e n c a m i n h a r   p e d i d o   r e c e b i d o .   R e e n v i a r   d a d o s   d o   u t i l i z a d o r ? 	 D o l a y l 1  t a l e p   a l 1n d 1.   K u l l a n 1c 1  v e r i l e r i n i   y e n i d e n   g i r ? 	 C n   g i   l i   d   l i u   n g i   s   d n g , t i p   t c ? 	 M e n y a m b u n g   p e r m i n t a a n   d i t e r i m a . A j u k a n   d a t a   p e m a k a i ? 	 P e r m i n t a a n   d i a r a h   s e m u l a   d i t e r i m a .   S e r a h   s e m u l a   d a t a   p e n g g u n a ? 	 *	A	(		  *	M	0	G	7	?	$	  	(	A	0	K	'	  .	?	2	  	/	>	  9	H	d	  *	M	0	/	K		M	$	>	  !	>		>	  *	A	(		  -	G		G		? 	 O m d i r i g e r e t   f o r e s p  r g s e l   m o d t a g e t .   G e n s e n d   b r u g e r   d a t a ? 	 P Ye s m r o v a n    ~ d o s t   p Yi j a t a .   Z n o v u   p o t v r d i t   u ~i v a t e l s k    d a t a ? 	 O t r z y m a n o   p r z e a d r e s o w a n e   z a d a n i e .   P o n o w n i e   w p r o w a d z i   d a n e   u |y t k o w n i k a ? 	 A z    t i r  n y  t  s i   p a r a n c s   m e g  r k e z e t t .    j r a   e l k  l d i   a   f e l h a s z n  l  i   a d a t o k a t ? 	 U u d e l l e e n o h j a t t u   v i e s t i   s a a p u n u t .   U u d e l l e e n v a h v i s t a   k  y t t  j  t i e d o t ? 	 A n m o d n i n g   o m   o m d i r i g e r i n g   m o t t a t t .   L e g g   i n n   b r u k e r d a t a   p    n y t t ? 	 P r e s m e r o v a n    ~i a d o s e  p r i j a t  .   Z n o v a   o d s  h l a s i e  u ~ v a t e >s k    d  t a ? 	 V e r z o e k   v o o r   d o o r s t u r e n   o n t v a n g e n .   G e b r u i k e r s g e g e v e n s   o p n i e u w   v e r s t u r e n ? 	 F  r f r  g a n   o m   r e d i r e c t   t o g s   e m o t .   S k i c k a   a n v  n d a r u p p g i f t e r   i g e n ? 	 P r e u s m j e r e n i   z a h t j e v   j e   p r i m l j e n .   P r o s l i j e d i   p o d a t k e   k o r i s n i k a ? 	 S o l i c i t a r e a   r e d i r e c ci o n a t   a   f o s t   p r i m i t .   T r i m i t e ci   d a t e l e   u t i l i z a t o r u l u i   d i n   n o u ? 	 P r e u s m e r j e n a   z a h t e v a   s p r e j e t a .   P o n o v n o   p o al j i   p o d a t k e   u p o r a b n i k a   ? 	       .           ; 	       .           ? 	 @5=0A>G5=0  70O2:0  ?>;CG5=0.   @5?>B2J@64020=5  =0  ?>B@518B5;A:8B5  40==8  ? 	 (	?	0	M	&	G	6	?	$	  5	?	(		$	@	  8	M	5	@		C	$	.   /	B		0	  !	G		>	  *	A	(	M	9	>	  8	,	.	?		  	 /1.H'3*  G/'*  4/G  13/.   /'/G  '1(1  /H('1G  '13'D  4H/	 /H('1  (,'  H'  'D*E'3  EH5HD  H'  H21  y'  /H('1  ,E9  ,&	       .         ? 	 						  						  			  						  						  						  				  					    			? 	 .
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 B R S _ S T R _ I D _ N O _ M I M E _ M S G 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A s k i n g   w h e t h e r   t h e   u s e r   w a n t s   t o   d o w n l o a d   t h e   o b j e c t   w i t h o u t   M I M E   t y p e 	 D o   y o u   w i s h   t o   l o a d   t h i s   o b j e c t   ? 	 /f&TN	dkirN	 /f&TN}dk[a	 I-2#B+%--@GL5I+#7-D!H? 	  D e s e a   c a r g a r   e s t e   o b j e t o ? 	 V o u l e z   v o u s   c h a r g e r   c e t   o b j e t   ? 	 M  c h t e n   S i e   d i e s e s   O b j e k t   l a d e n ? 	 K  E>B8B5  703@C78BL  MB>B  >1J5:B?   	 D e s i d e r i   c a r i c a r e   q u e s t o   o g g e t t o ? 	 GD  *1J/  *-EJD  G0'  'DC'&F	 Q u e r   c a r r e g a r   e s t e   o b j e c t o ? 	 B u   n e s n e y i   y  k l e m e k   i s t i y o r   m u s u n u z ? 	 B n   m u n   t i   i   t n g   n  y ? 	 a n d a   i n g i n   m e m b u k a   o b y e k   i n i ? 	 A n d a   h e n d a k   m e m u a t   o b j e k   i n i ? 	 	M	/	>	  	*	  	8	  5	8	M	$	A	  	K	  2	K	!	  	0	(	>	  	>	9	$	G	  9	H		? 	 V i l   d u   h e n t e   d e t t e   o b j e k t ? 	 P Ye j e t e   s i   n a h r  t   t e n t o   o b j e k t ? 	 C h c e s z   p o b r a   t e n   o b i e k t ? 	 B e   k  v  n j a   t  l t e n i   e z t   a z   o b j e k t u m o t ? 	 H a l u a t k o   l a d a t a   t  m  n   k o h t e e n ? 	  n s k e r   d u      l a s t e   i n n   d e t t e   o b j e k t e t   ? 	 P r a j e t e   s i   n a 
 t a e  t e n t o   o b j e k t ? 	 W i l t   u   d i t   o b j e c t   l a d e n ? 	 V i l l   d u   v i s a   d e t t a   o b j e k t ? 	 }e l i t e   l i   u 
i t a t i   o v a j   o b j e k t   ? 	  n c r c a ci   a c e s t   o b i e c t ? 	 A l i   ~e l i a  n a l o ~i t i   t a   p r e d m e t   ? 	           ; 	             ? 	 A:0B5  ;8  40  70@548B5  B>78  >15:B  ? 	 9	>	  		&	M	&	G	6	M	/	  2	K	!	  	0	>	/		>	  	9	G		 E'D/  'F  4!  ('10'1  4H/	 '  '3  'H(,y  H  DH  1F'  '*  	       ? 	 				  		  		  									  			  				  			? 	 
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o`? 	 Si_O? 	 *H  M M S ? 	  E n v i a r   M M S ? 	 E n v o y e r   M M S  ? 	 M M S   s e n d e n ? 	 B?@028BL  M M S ? 	 I n v i a r e   M M S ? 	 '13'D  13'D)  'DH3'&7	 E n v i a r   M M S ? 	 M M S   g  n d e r i l s i s n   m i ?   	 G i   M M S ? 	 K i r i m   M M S ? 	 H a n t a r   M M S ? 	 	.		.		8	  -	G		G		? 	 	 	 	 E l k  l d i   a z   M M S - t ? 	 	 	 	 M M S   v e r z e n d e n ? 	 	 	 E x p e d i e r e   M M S ? 	 	 	   M M S ? 	 	 	 '13'D  M M S 	 	 	 M M S   						  			? 	 	 	 	 	       ? 	 T h u m e l a   i - M M S ? 	 T h u m e l e   i M M S ? 	 T u m a   M M S ? 	 S t u u r   M M S ? 	 S i ss t i   M M S ? 	 S kt +t   M M S ? 	 S a a d a n   M M S - i ? 	 Hraoe^l  M M S 	   S M S ? 	 E x p e d i a ci   m e s a j u l   M M S ? 	 M M S   
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 M E A _ S T R _ I D _ S I M _ 1 	 U n d e f i n e d 	 I C O N T E X T ,   P O P U P C O N F I R M ,   U N L I M 	 S I M   1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M   1 	 S I M 1 	 S I M   1 	 S I M   1 	 S I M 1 	 (7'B)1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 S I M 1 	 8	?	.	1 	 	 	 	 S I M 1 	 	 	 	 S I M   1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 			  		 	 	 	 


  1 	   1 	 I - S I M   1 	 I - S I M - 1 	 S I M   1 	 S I M   1 	 1   S I M   k o r t e l 	 S I M   1 	 S I M   1 	 S I M   1 	 S I M 1 	 S I M   1 	 S I M   1 	 S I M 1 	 	 			  1 	 	 	 	 	 	 	 	 S I M 1 
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 M E A _ S T R _ I D _ S I M _ 2 	 U n d e f i n e d 	 I C O N T E X T ,   P O P U P C O N F I R M ,   U N L I M 	 S I M   2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M   2 	 S I M 2 	 S I M   2 	 S I M   2 	 S I M 2 	 (7'B)2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 S I M 2 	 8	?	.	2 	 	 	 	 S I M 2 	 	 	 	 S I M   2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 


  2 	   2 	 I - S I M   2 	 I - S I M - 2 	 S I M   2 	 S I M   2 	 2   S I M   k o r t e l 	 S I M   2 	 S I M   2 	 S I M   2 	 S I M 2 	 S I M   2 	 S I M   2 	 S I M 2 	 	 	 	 	 	 	 	 	 	 S I M 2 
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? 	 M M S   .?&*B0M#M#  G  d	  9>A  !>	(2K!  0?,G? 	 	 M M S   	  					  						  					  							  						? 	 	 	 	 	 	 	 	 O   M M S   e s t    e x p i r a d o .   B a i x  - l a ? 
 
 M E A _ S T R _ I D _ D O W N L O A D _ E X P I R E D _ M M _ P R O H I B I T 	 U n d e f i n e d 	 P O P U P 	 T h e   M M S   i s   e x p i r e d . 	 T h e   M M S   i s   e x p i r e d . 	 dkYZԚ
o`]>Bf. 	 dki_O]>e. 	 M M S   +!-2"8	 E l   M M S   h a   e x p i r a d o . 	 M M S   a   e x p i r  . 	 D i e   M M S   i s t   a b g e l a u f e n . 	 M M S - A>>1I5=85  ?@>A@>G5=>. 	 M M S   s c a d u t o 	 'D13'D)  EF*GJG  5D'-J*G'	 M M S   e x p i r o u . 	 M M S   s  r e s i   d o l d u . 	 T i n   n h n   n  y      q u    g i . 	 M M S   k e d a l u w a r s a . 	 M M S   t a m a t   t e m p o h . 	 	.		.		8	  8	.	>	*	M	$	  9	A		. 	 	 	 	 A z   M M S   l e j  r t . 	 	 	 	 D e   M M S   i s   g e  e x p i r e e r d . 	 	 	 M e s a j u l   M M S   a   e x p i r a t .   	 	 	   -   M M S     . 	 	 	 M M S   EFB6  4/G  '3*. 	 	 	 M M S - 		  			  							 	 	 	 M M S   





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	         . 	 I - M M S   i p h e l e l w e   i s i k h a t h i .   	 I - M M S   i p h e l e l w e   l i x e s h a .     	 M M S   i m e i s h a . 	 D i e   M M S   h e t   v e r s t r y k . 	 M M S   n e b e g a l i o j a . 	 M M S   i r   i z b e i d z i e s . 	 M M S   o n   a e g u n u d . 	 M M S - k  jatoeh  }za|~an  g: 	 M M S -     	 M e s a j u l   M M S   a   e x p i r a t . 	 M M S   
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 
 M E A _ S T R _ I D _ M S G S I Z E _ P R O M P T _ 1 	 U n d e f i n e d 	 P O P U P C O N F I R M ,   U N L I M 	 U s e d   f o r   p r o m p t   a   p o p u p   t o   a s k   u s e r   t o   s e n d ,   s h o u l d   b e   c o m b i n e d   w i t h   M E A _ S T R _ I D _ M S G S I Z E _ P R O M P T _ 2 	 T h e   s i z e   o f   M M S   i s 	 YZԚ
o`'Y\p	 i_O'Y\:N	 2I-'2!!1%4!5@5"  7-	 E l   t a m a  o   d e l   M M S   e s   d e 	 L a   t a i l l e   d u   M M S   e s t 	 D i e   G r   e   d e r   M M S   i s t 	  07<5@  M M S : 	 L a   d i m e n s i o n e   d e l l  M M S      d i 	 -,E  'D13'D)	 O   t a m a n h o   d a   m e n s a g e m   M M S    	 M M S   b o y u t u   	 C   M M S   l  	 U k u r a n   M M S   a d a l a h 	 S a i z   M M S   i a l a h 	 	.		.		8	  	>	  8	>		[	  9	H		 	 	 	 A z   M M S   m  r e t e : 	 	 	 	 D e   g r o o t t e   v a n   d e   M M S   i s 	 	 	 D i m e n s i u n e a   m e s a j u l u i   M M S   e s t e   d e 	 	 	   -   M M S   	 	 	.		.		8	  	>	  		>	0	  	9	G		 'F/'2G  M M S 	 'E  'E  '3  '  3'&2	   	 M M S - 		  				  			 
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   	 T h e   s i z e   o f   M M S   i s 	 T h e   s i z e   o f   M M S   i s 	 T h e   s i z e   o f   M M S   i s 	 D i e   M M S   s e   g r o o t t e   i s 	 T h e   s i z e   o f   M M S   i s 	 T h e   s i z e   o f   M M S   i s 	 T h e   s i z e   o f   M M S   i s 	 T h e   s i z e   o f   M M S   i s 	 T h e   s i z e   o f   M M S   i s 	 T h e   s i z e   o f   M M S   i s 	 	 	 	 M M S   	  				  					 	 	 	 	 	 	 	 O   t a m a n h o   d o   M M S    
 
 M E A _ S T R _ I D _ M S G S I Z E _ P R O M P T _ 2 	 U n d e f i n e d 	 P O P U P C O N F I R M ,   U N L I M 	 U s e d   f o r   p r o m p t   a   p o p u p   t o   a s k   u s e r   t o   s e n d ,   s h o u l d   b e   c o m b i n e d   w i t h   M E A _ S T R _ I D _ M S G S I Z E _ P R O M P T _ 1 	 K B ,   s e n d   i t ? 	 K B   P&T	 K B   S&T	 K B ,   *H+#7-D!H? 	 K B ,    d e s e a   e n v i a r l o ? 	 K o ,   l  e n v o y e r  ? 	 K B ,   s i e   s e n d e n ? 	 :109B.   B?@028BL? 	 K B ,   i n v i a r l o ? 	 C  (,   '13'D  	 K B ,   q u e r   e n v i a r ? 	 K B ,   g  n d e r i l s i n   m i ? 	 K B ,   g i   i   h a y   k h  n g ? 	 K B ,   k i r i m ? 	 K B ,   h a n t a r n y a ? 	 	?	2	K	,	>			,   -	G		>	  	>		? 	 	 	 	 K B ,   e l   a k a r j a   k  l d e n i ? 	 	 	 	 k B .   V e r s t u r e n ? 	 	 	 K B ,   d o r i ci   s    l   e x p e d i a ci ? 	 	 	 " ,     ? 	 	 	G	,	@	,   *	>	 	5	>	/		G	? 	 DH('*  '3*  '13'D  4H/	   (  '3  (,&	 ,   ? 	 				,   			  		  						  			? 	 
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 M E A _ S T R _ I D _ C O N F I G _ S E N D _ R E A D _ R E P O R T _ A L L O W E D 	 U n d e f i n e d 	 I C O N T E X T 	 S e n d   R e a d   R e p o r t 	 S e n d   r e a d   r e p o r t 	 PS1XJT	 SSbJT	 *H#2"22#-H2	 E n v i a r   i n f o r m e   d e   l e c t u r a 	 E n v o y e r   r a p p o r t   d e   l e c t u r e 	 L e s e b e r i c h t   s e n d e n 	 B?@028BL  >BG5B  >  ?@>GB5=88	 I n v i a   r e p o r t   d i   l e t t u r a 	 '13'D  *B'1J1  'DB1'!)	 E n v i a r   r e l a t  r i o   d e   l e i t u r a 	 O k u m a   r a p o r u   g  n d e r i l s i n   m i ? 	 G i   b  o   c  o   c 	 K i r i m   l a p o r a n   b a c a 	 H a n t a r   l a p o r a n   t e l a h   d i b a c a 	 0	@	!	  0	?	*	K	0	M		  -	G		G			 	 	 	 O l v a s  s i   j e l e n t  s   k  l d  s e 	 	 	 	 L e e s v e r s l a g   v e r s t u r e n 	 	 	 E x p e d i e r e   r a p o r t   d e   c i t i r e 	 	 	     " 	 	 0	?	*	K	0	M		  5	>		>	  *	>	 	5	>		 '13'D  2'14  .H'F/F	 '13'D    1~H1y  ~	     	 			  							  					  						 0
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 M E A _ S T R _ I D _ C O N F I G _ R E T R I E V E _ A L L O W E D 	 U n d e f i n e d 	 I C O N T E X T 	 R e t r i e v e   A l l o w e d 	 R e t r i e v e   a l l o w e d 	 AQ1dS	 AQdS	 C+I@#5"7DI	 R e c u p e r a c i  n   p e r m i t i d a 	 R  c u p  r a t i o n   p e r m i s e 	 E i n l e s e n   z u g e l a s s e n 	 >;CG5=85  @07@5H5=>	 R e c u p e r o   c o n c e s s o 	 'D'3*1,'9  E3EH-	 R e c u p e r a   o   p e r m i t i d a 	 D  z e l t m e y e   i z i n   v e r i l d i 	 C h o   p h  p   n h n 	 P e n g a m b i l a n   d i b o l e h k a n 	 A m b i l   d i b e n a r k a n 	 0	?		M	0	@	5	  	0	(	>	  	(	A	.	$		 	 	 	 L e t  l t  s   e n g e d  l y e z v e 	 	 	 	 O p h a l e n   g e o o r l o o f d 	 	 	 R e l u a r e   a c c e p t a t 	 	 	   	 	 *	A	(	M	9	>	  .	?	3	5	#	M	/	>	8	  	(	A	.	$	@		 ('2'(  E,'2  '3*	 /H('1  -5HD    ','2*  	     	 						  			  									 *
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 
 M E A _ S T R _ I D _ M O V E _ T O _ A R C H I V E 	 U n d e f i n e d 	 I C O N T E X T 	 M o v e   T o   a r c h i v e 	 M o v e   t o   a r c h i v e 	 ,dyǌe>Y	 yR0RDe9Y	 "I2"D5H2#@G2'#	 M o v e r   a   a r c h i v o 	 D  p l a c e r   d a n s   A r c h i v e 	 Z u m   A r c h i v   v e r s c h i e b e n 	 5@5<5AB8BL  2  0@E82	 S p o s t a   i n   a r c h i v i o 	 *-1JC  'DJ  'D'14JA	 M o v e r   p a r a   a r q u i v o 	 A r _i v e   t a _1  	 C h u y n   n   t h   m c   t  i   l i u 	 P i n d a h k a n   k e   a r s i p 	 P i n d a h   k e   a r k i b 	 	0	M		>		5	  .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   a z   a r c h  v u m b a 	 	 	 	 V e r p l a a t s e n   n a a r   a r c h i e f 	 	 	 M u t a r e    n   a r h i v 	 	 	   	 	 	0	M		?	5	M	9	  	!	G	  	>		 'F*B'D  (G  "14H	 "  1'&H2  E  EF*BD  ,&	   	 											  					  				 
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 M E A _ S T R _ I D _ M O V E _ T O _ A R C H I V E _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A s k   u s e r   i f   h e   w a n t   t o   m o v e   t h e   M M S   t o   t h e   A r c h i v e 	 M o v e   t o   a r c h i v e ? 	 ,dyǌe>Y	 yR0RDe9Y	 "I2"D5HAI!I-!9%? 	  M o v e r   a   a r c h i v o ? 	 D  p l a c e r   d a n s   A r c h i v e  ? 	 Z u m   A r c h i v   v e r s c h i e b e n ? 	 5@5<5AB8BL  2  0@E82? 	 S p o s t a r e   i n   a r c h i v i o ? 	 FBD  'DJ  'DEDA'*	 M o v e r   p a r a   a r q u i v o ? 	 A r _i v e   t a _1n s 1n   m 1?   	 C h u y n   n   t h   m c   t  i   l i u ? 	 P i n d a h k a n   k e   a r s i p ? 	 P i n d a h   k e   a r k i b ? 	 	0	M		>		5	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   a z   a r c h  v u m b a ? 	 	 	 	 V e r p l a a t s e n   n a a r   a r c h i e f ? 	 	 	 M u t a ci    n   a r h i v ? 	 	 	   ? 	 	 	 'F*B'D  (G  "14H	 	 	 											  					  			? 	 	 	 	 









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 
 M E A _ S T R _ I D _ A D D R E S S _ F I E L D _ M I S S I N G 	 U n d e f i n e d 	 P O P U P 	 A t   l e a s t   o n e   a d d r e s s   f i e l d   m u s t   b e   f i l l e d   i n . 	 A t   l e a s t   o n e   a d d r e s s   f i e l d   m u s t   b e   f i l l e d   i n 	 \kX NP0W@W	 \kX N*N0W@W	 I-C*HI-!9%C
H-5H-"9H-"H2I-"+6H
H-	 D e b e   c u m p l i m e n t a r s e   a l   m e n o s   u n   c a m p o   d e   d i r e c c i  n 	 A u   m o i n s   u n   c h a m p s   d ' a d r e s s e   d o i t    t r e   r e m p l i 	 M i n d e s t e n s   e i n   A d r e s s e n f e l d   m u s s   a u s g e f  l l t   s e i n 	 >  :@09=59  <5@5  >4=>  04@5A=>5  ?>;5  4>;6=>  1KBL  70?>;=5=>	 E    n e c e s s a r i o   c o m p i l a r e   a l m e n o   u n   c a m p o   i n d i r i z z o 	 'ED"  9FH'F  H'-/  9DJ  'D'BD	 T e m   d e   p r e e n c h e r   p e l o   m e n o s   u m   c a m p o   d e   e n d e r e  o 	 E n   a z 1n d a n   b i r   a d r e s i n   d o l d u r u l m a s 1  g e r e k i r 	 P h i   i n    t   n h t   m t   a   c h   	 p a l i n g   t i d a k   s a t u   a l a m a t   d i i s i 	 S e k u r a n g - k u r a n g n y a   s a t u   m e d a n   a l a m a t   m e s t i   d i i s i   	 	.	  8	G	  	.	  		  *	$	>	  *	M	0	5	?	7	M		?		  	(	?	5	>	0	M	/		 M i n d s t   e t   a d r e s s e   f e l t   s k a l   u d f y l d e s 	 M u s  t e   v y p l n i t   a l e s p o H  j e d n u   a d r e s u . 	 P r z y n a j m n i e j   j e d n o   p o l e   a d r e s o w e   m u s i   b y   w y p e Bn i o n e . 	 L e g a l  b b   e g y   c  m e t   m e g   k e l l   a d n i a 	 V  h i n t   n   y k s i   o s o i t e k e n t t    t  y t y y   t  y t t   . 	 M i n s t   e t   a d r e s s e f e l t   m    f y l l e s   u t . 	 M i n i m  l n e   j e d n o   a d r e s n    p o l e   m u s    b y e  v y p l n e n  . 	 E r   m o e t   m i n s t e n s   e e n   a d r e s   i n   g e v u l d   z i j n 	 D u   m  s t e   f y l l a   i    t m i n s t o n e   e n   f  l t 	 B a r e m   j e d n o   p o l j e   a d r e s e   m o r a   b i t i   p o p u n j e n o . 	 T r e b u i e   c o m p l e t a t   c e l   p u ci n   o   a d r e s 	 V s a j   e n   n a s l o v   m o r a   b i t i   i z p o l n j e n . 	             / 	           	 09- <0;:>  54=>  04@5A=>  ?>;5  B@O120  40  A5  ?>?J;=8. 	 	?	.	>	(	  		>	*	$	M	$	M	/	>		G	  	M	7	G	$	M	0	  -	0	>		 -/'BD    AD/  F4'F  ('/  ~1  4H/	 E  3  E  '  '13  AD  ~1  HF'  '	           . 	 					  				  						  							  						  					  					 
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 
 M E A _ S T R _ I D _ A D D _ E M A I L 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 A d d   E m a i l 	 A d d   E m a i l 	 ReQP[N	 mR5uP[N	 @4H!-5@!%	 A  a d i r   c o r r e o   e l e c t r  n i c o 	 A j o u t e r   c o u r r i e l 	 E - M a i l   h i n z u f  g e n 	 >1028BL  M;.   ?>GBC  	 A l l e g a   e m a i l 	 %6'A)  'D(1J/  'D%DC*1HFJ	 A d i c i o n a r   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a   e k l e 	 T h  m   t h   i n   t 	 T a m b a h   e - m a i l 	 T a m b a h   e - m a i l 	 	- .	G	2	  6	>	.	?	2	  	0	G			 T i l f  j   E - m a i l 	 P Yi d a t   e - m a i l . 	 D o d a j   e M a i l 	 E - m a i l   h o z z  a d  s a 	 L i s     s  h k  p o s t i 	 L e g g   t i l   e - p o s t 	 P r i d a e  e - m a i l 	 E - m a i l   t o e v o e g e n 	 L  g g   t i l l   e - p o s t 	 D o d a j   E - p o at u 	 A d u g a r e   e m a i l 	 D o d a j   E - m a i l 	   E - m a i l 	   	 >1028  E - m a i l 	 	- .	G	2	  	K	!	#	G		 'A2H/F  'ED	 '  ED  '6'A  ,&	   	 	- 			  			  					 
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	 .F/?2M  K!?A.A	 >40B8  E - m a i l 	 




  




	 -   	 E n g e z a   i - i m e y l i 	 F a k a   i - i m e y l e 	 O n g e z a   b a r u a   p e p e 	 V o e g   e - p o s   b y 	 P r i d t i   e l .   p a at 	 P i e v i e n o t   e - p a s t u 	 L i s a   e - k i r i 	 1~elavel  7l.   x}	   E m a i l 	 A d u g a r e   e m a i l 	 
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 
 M E A _ S T R _ I D _ A D D _ I M A G E 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   I m a g e 	 A d d   p i c t u r e 	 ReQWGr	 mRVGr	 @4H!#9 2	 A  a d i r   i m a g e n 	 A j o u t e r   i m a g e 	 B i l d   h i n z u f  g e n 	 >1028BL  87>1@06. 	 A l l e g a   i m m a g i n e 	 %6'A)  'D5H1)	 A d i c i o n a r   i m a g e m 	 R e s i m   e k l e 	 T h  m   n h 	 t a m b a h   g a m b a r 	 T a m b a h   g a m b a r 	 	?	$	M	0	  6	>	.	?	2	  	0	G			 T i l f  j   b i l l e d e 	 P Yi d a t   o b r a z . 	 D o d a j   o b r a z e k 	 K  p   h o z z  a d  s a 	 L i s     k u v a 	 L e g g   t i l   b i l d e 	 P r i d a e  o b r a z 	 F o t o   t o e v o e g e n 	 L  g g   t i l l   b i l d 	 D o d a j   s l i k u 	 A d u g a r e   i m a g i n e 	 D o d a j   S l i k o 	   	   	 >1028  7>1@065=85	 	.	G		  	K	!	#	G		 'A2H/F  *5H1	 'E,  '6'A  ,&	   	 			  			  					 *
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	 .GM  K!?A.A	 >40B8  7>1@065==O	 




  




	   	 E n g e z a   i s i t h o m b e 	 F a k a   u m f a n e k i s o 	 O n g e z a   p i c h a 	 V o e g   f o t o   b y 	 P r i d t i   p a v e i k s l l /	 P i e v i e n o t   a t t l u 	 L i s a   p i l t 	 1~elavel  voa	   	 A d u g a r e   i m a g i n e 	 
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	 ,?  /K!(M$A	 	 					  			  				 	 	 	 	 	 	 	 A d i c i o n a r   f o t o 
 
 M E A _ S T R _ I D _ A D D _ M E D I A _ O B J E C T 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   m e d i a   o b j e c t 	 A d d   m e d i a   o b j e c t 	 ReQYZԚirN	 mRYZSO[a	 @4H!--@GL
4*7H-	 A  a d i r   o b j e t o   m u l t i m e d i a 	 A j o u t e r   o b j e t   m  d i a 	 M e d i e n o b j e k t   h i n z u f  g e n 	 >1028BL  <5480  >1J5:B	 I n s e r i s c i   o g g e t t o   m u l t i m e d i a l e 	 %6'A)  4J&  'D'9D'EJ	 A d i c i o n a r   o b j e c t o   m u l t i m  d i a 	 O r t a m   n e s n e s i   e k l e 	 T h  m    i   t #n g   a   p h n g   t i n 	 t a m b a h   o b y e k - m e d i a 	 T a m b a h   o b j e k   m e d i a 	 .	@	!	?	/	>	  5	8	M	$	A	  6	>	.	?	2	  	0	G			 T i l f  j   m e d i e   o b j e k t 	 P Yi d a t   m e d i  l n    o b j e k t . 	 D o d a j   o b i e k t   m e d i a l n y 	 M  d i a o b j e k t u m   h o z z  a d  s a 	 L i s     m e d i a k o h d e 	 L e g g   t i l   m e d i a o b j e k t 	 P r i d a e  m e d i  l n y   o b j e k t 	 M e d i a o b j e c t   t o e v o e g e n 	 L  g g   t i l l   m e d i e o b j e k t 	 D o d a j   m e d i j s k i   o b j e k t 	 A d u g a r e   o b i e c t   m e d i a   	 D o d a j   p r e d m e t   m e d i j a 	     	     	 >1028  <548O  >15:B	 .	?	!	?	/	>	  	,	M		G		M		  	K	!	#	G		 'A2H/F  4!  13'FG	 E'  'H(,y  '6'A  ,&	     	 						  									  			  					 .
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  




  




	     	 E n g e z a   i n t o   y e m i d y a 	 F a k a   i n t o   y e m i d i y a 	 O n g e z a   k i u m b i l e   c h a   m e d i a 	 V o e g   m e d i a - i t e m   b y 	 P r i d t i   l a i k m e n o s   o b j e k t 	 P i e v i e n o t   v i d e s   o b j e k t u 	 L i s a   m e e d i a o b j e k t 	 1~elavel  tedka  bueo	     	 A d u g a r e   o b i e c t   m e d i a   	 .
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 
 M E A _ S T R _ I D _ A D D _ N U M B E R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 A d d   N u m b e r 	 A d d   n u m b e r 	 ReQ_x	 mRSx	 @4H!+!2"@%	 A  a d i r   n  m e r o 	 A j o u t e r   n u m  r o 	 N u m m e r   h i n z u f  g e n 	 >1028BL  =><5@  	 I n s e r i s c i   n u m e r o 	 %6'A)  1BE	 A d i c i o n a r   n  m e r o 	 N u m a r a   e k l e 	 T h  m   s  	 t a m b a h   n o m o r 	 T a m b a h   n o m b o r 	 			  	K	!	<	G			 T i l f  j   N u m m e r 	 P Yi d a t   
 s l o . 	 D o d a j   n u m e r 	 S z  m   h o z z  a d  s a 	 L i s     n u m e r o 	 L e g g   t i l   n u m m e r 	 P r i d a e  
 s l o 	 N u m m e r   t o e v o e g e n 	 L  g g   t i l l   n u m m e r 	 D o d a j   b r o j 	 A d u g a r e   n u m r 	 D o d a j   `t e v i l k o 	   	   	 >1028  ><5@	 	M	0	.	>			  	K	!	#	G		 'A2H/F  4E'1G	 FE(1  '6'A  ,&	   	 					  			  					 (
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  




	   	 E n g e z a   i n a m b a 	 F a k a   i n o m b o l o 	 O n g e z a   n a m b a r i 	 V o e g   n o m m e r   b y 	 P r i d t i   n u m e r /	 P i e v i e n o t   n u m u r u 	 L i s a   n u m b e r 	 1~elavel  pata	   	 A d u g a r e   n u m r 	 (
(
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 
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 M E A _ S T R _ I D _ N O _ O F _ R E C I P I E N T S 	 U n d e f i n e d 	 I C O N T E X T 	   r e c i p i e n t s 	   r e c i p i e n t s 	 MO6eNN	 MO6eNN	   9I#1	   d e s t i n a t a r i o s 	 D e s t i n a t a i r e s 	   E m p f  n g e r 	   ?>;CG0B5;8  	   d e s t i n a t a r i 	 E3*DE	   d e s t i n a t  r i o s 	   A l 1c 1l a r 	 n g i   n h n 	 p e n e r i m a 	   p e n e r i m a 	 *	>	(	G	  5	>	2	G		   m o d t a g e r e 	   p Y j e m c i 	 O d b i o r c y 	   c  m z e t t e k 	 v a s t a a n o t t a j a t 	   m o t t a k e r e 	   p r  j e m c i 	 o n t v a n g e r s 	   m o t t a g a r e 	   p r i m a t e l j i 	   d e s t i n a t a r i 	 p r e j e m n i k i 	 	 	   ?>;CG0B5;8	 8	M	5	@		>	0	#	>	0	>		 1F/G  G'	 -'5D  1F  H'D	 	   							 *
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 M E A _ S T R _ I D _ F A I L E D _ F O R W A R D 	 U n d e f i n e d 	 P O P U P 	 T h e   m e s s a g e   i s   f o r w a r d   p r o h i b i t e d 	 M e s s a g e   c o n t e n t   i s   p r o t e c t e d 	 
o`gQ[SOw	 Oo`Q[SOb    	 @7I-+2I-'2!9I-1	 E s t    p r o h i b i d o   r e e n v i a r   e l   m e n s a j e 	 L e   m e s s a g e   n e   p e u t   p a s    t r e   t r a n s f  r  	 M i t t e i l u n g s i n h a l t   i s t   g e s c h  t z t 	 5@5AK;:0  A>>1I5=8O  70?@5I5=0	 E '   v i e t a t o   i n o l t r a r e   i l   m e s s a g g i o 	 E-*HI  'D13'D)  E-EJ	 O   c o n t e  d o   d a   m e n s a g e m   e s t    p r o t e g i d o 	 0l e t i   i  e r i i   k o r u n u y o r 	 N i   d u n g   t i n   n h n   c   b o   v 	 I s i   p e s a n   d i l i n d u n g i 	 K a n d u n g a n   m e s e j   t e r l i n d u n g 	 8		&	G	6	  		M	0	G	7	?	$	  	?	/	>	  	>	(	>	  (	?	7	?	&	M	'	  9	H		 	 	 	 A z    z e n e t   t a r t a l m a   v  d e t t 	 	 	 	 I n h o u d   v a n   b e r i c h t   i s   b e s c h e r m d 	 	 	 C o n ci n u t u l   m e s a j u l u i   e s t e   p r o t e j a t 	 	 	     	 	 8		&	G	6	  *	>	 	5	>	  *	M	0	$	?	,		'	?	$	  	9	G		 E-*H'  ~'E  E-'A8*  4/G  '3*	 ~:'E  A'1H'  1F'  EEFH9  	 ,               	 		  									  									  									 8
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  	       	 U m b i k o   u v i n j e l w e   u k u d l u l i s e l w a   p h a m b i l i 	 U m y a l e z o   u t h i n t e l w e   k u g q i t h i s o 	 U j u m b e   u m e k a t a z w a   k u p e l e k w a   k w i n g i n e 	 B o o d s k a p i n h o u d   w o r d   b e s k e r m 	 D r a u d ~i a m a   p e r s i ss t i   p r a n e ai m 	 Z i Fo j u m u   a i z l i e g t s   p r s kt +t 	 S  n u m i   e d a s t a m i n e   o n   k e e l a t u d 	 1u}  parxdacxiuav  ~eapa}ea~xxth  acel~an  g	     	 M e s a j u l   n u   p o a t e   f i   r e d i r e c ci o n a t 	 8
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 M E A _ S T R _ I D _ F A I L E D _ F O R W A R D _ L O C K 	 U n d e f i n e d 	 P O P U P 	 T h e   m e s s a g e   i s   e d i t   p r o h i b i t e d 	 M e s s a g e   c o n t e n t   i s   p r o t e c t e d 	 
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e n    i n f o r m a c e   a   n e m o~e   b  t   u p r a v o v  n a ! 	 W i a d o m o [  z a w i e r a   z a b l o k o w a n e   i n f o r m a c j e   i   n i e   m o |e   b y   e d y t o w a n a 	 A z    z e n e t   t a r t a l m a   v  d e t t 	 V i e s t i   s i s  l t     l u k i t t u a   t i e t o a   e i k    s i t    v o i   m u o k a t a ! 	 D e n n e   m e l d i n g e n   i n n e h o l d e r   s p e r r e t   i n f o r m a s j o n   o g   k a n   i k k e   e n d r e s ! 	 S p r  v a   o b s a h u j e   z a m k n u t    i n f o r m  c i e   a   n e m  ~e   b y e  u p r a v o v a n  ! 	 I n h o u d   v a n   b e r i c h t   i s   b e s c h e r m d 	 M e d d e l a n d e t   i n n e h  l l e r   s k r i v s k y d d a t   i n f o r m a t i o n   o c h   d e t   g  r   i n t e   a t t   r e d i g e r a   d e t 	 P o r u k a   s a d r ~i   z a k l j u 
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 M E A _ S T R _ I D _ A U T O _ S I G N A T U R E 	 U n d e f i n e d 	 I C O N T E X T 	 A u t o   S i g n a t u r e 	 A u t o   s i g n a t u r e 	 R=|
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T	 %2"@G-1B!14	 F i r m a   a u t o m  t i c a 	 S i g n a t u r e   a u t o 	 A u t o m .   S i g n a t u r 	 2B>  ?>4?8AL	 F i r m a   a u t o m a t i c a 	 'D*HBJ9  #DJ'	 A s s i n a t u r a   a u t o m  t i c a 	 O t o m a t i k   i m z a 	 C h   k    t   n g 	 A u t o   S i g n a t u r e 	 A u t o   T a n d a t a n g a n 	 		K	  8	?		M	(	G		0		 A u t o   S i g n a t u r 	 A u t o m a t i c k    p o d p i s 	 A u t o   p o d p i s 	 A u t o m a t i k u s   a l   r  s 	 A u t o m a a t t i n e n   a l l e k i r j o i t u s 	 A u t o s i g n a t u r 	 A u t o m a t i c k    p o d p i s 	 A u t o m a t i s c h e   h a n d t e k e n i n g 	 L  g g   t i l l   u n d e r s k r i f t 	 A u t o p o t p i s 	 S e m n t u r   a u t o m a t 	 S a m o p o d p i s 	   	   	 2B>  ?>4?8A	 8	M	5	/		  9	8	M	$	>		M	7	0		 'E6'  .H/'1	 .H/  (.H/  /3*.7	   	 										  									 8
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	   	 I - o t h o   s i g n i s h a 	 I s a n d l a   e s i z e n z e k e l a y o 	 S a i n i   y a   o t o m a t i 	 O u t o m a t i e s e   h a n d t e k e n i n g 	 A u t o m a t i n i s   p a r a aa s 	 A u t o m t i s k a i s   p a r a k s t s 	 A u t o m a a t n e   s i g n a t u u r 	 1~x  }xacxiuxv	   	 S e m n t u r   a u t o m a t 	 

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	 8M5$  8M5>M70	 	 					  									 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ S I G N A T U R E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S i g n a t u r e 	 S i g n a t u r e 	 =|
T	 ~{
T	 %2"@G	 F i r m a 	 S i g n a t u r e 	 S i g n a t u r 	 >4?8AL	 F i r m a 	 *HBJ9	 A s s i n a t u r a 	 0m z a 	 C h   k  	 	 T a n d a t a n g a n 	 8	?		M	(	G		0		 	 	 	 A l   r  s 	 	 	 	 H a n d t e k e n i n g 	 	 	 S e m n t u r 	 	 	   	 	 	 'E6'!	 	 	 	
 		 	 	 	 	 	 I s i g n i s h a 	 I s a n d l a 	 S a i n i 	 H a n d t e k e n i n g 	 P a r a aa s 	 P a r a k s t s 	 S i g n a t u u r 	 Mxacxiuxv	 	 S e m n t u r 	 8
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 
 M E A _ S T R _ I D _ A U T O _ S I G N A T U R E _ E R R O R _ T O O _ M A N Y _ S L I D E S 	 U n d e f i n e d 	 P O P U P 	 W h e n   s l i d e   n u b m e r   r e a c h e s   m a x ,   t h e r e   w i l l   n o   s i g n a t u r e   b e   a d d e d 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 bq_GrNY!qlReQ=|
T	 {^opGrǏYelReQ~{
T	 D!H*2!2#@4H!%2"@GDI@7H-2AH*D%L!2@4D! 	 S i n   f i r m a   d e b i d o   a   d e m a s i a d a s   d i a p o s i t i v a s 	 A u c u n e   s i g n a t u r e      c a u s e   d u   t r o p   g r a n d   n o m b r e   d e   d i a p o s i t i v e s 	 K e i n e   S i g n a t u r   a u f g r u n d   z u   v i e l e r   D i a s 	 >4?8AL  >BACBAB2C5B  ?>  ?@8G8=5  1>;LH>3>  :>;8G5AB20  A;094>2	 F i r m a   a s s e n t e   a   c a u s a   d i   u n   n u m e r o   t r o p p o   a l t o   d i   p r e s e n t a z i o n i 	 'D*HBJ9  D'  JH,/  , 'D5A-)  C+J1)  ,/'	 S e m   a s s i n a t u r a   d e v i d o   a   e x i s t i r e m   m u i t o s   d i a p o s i t i v o s 	  o k   s a y 1d a   s l a y d a   b a l 1  o l a r a k   i m z a   y o k 	 C    q u    n h i u   T r t , k h  n g   t h   t h  m   v  o   c h   k  	 N o   S i g n a t u r e   D u e   t o   T o o   M a n y   S l i d e s ! 	 T i a d a   t a n d a t a n g a n   k e r a n a   t e r l a l u   b a n y a k   s l a i d 	 	$	M	/	'	?		  8	M	2	>		!	  	G	  	>	0	#	  	K		  8	?		M	(	G		0	  (	9	@			 I n g e n   S i g n a t u r   p . g . a .   f o r   M a n g e   S l i d e s ! 	 } d n    p o d p i s   k v ol i   v e l k  m u   p o 
t u   f i l m .   o k e n ! 	 B r a k   p o d p i s u   z e   w z g l d u   n a   z b y t   d u |  i l o [  s l a j d  w ! 	 N i n c s   a l   r  s ,   t  l   s o k   d i a ! 	 E i   a l l e k i r j o i t u s t a   l i i a n   m o n e n   d i a n   t a k i a ! 	 I n g e n   s i g n a t u r   g r u n n e t   f o r   m a n g e   b i l d e r ! 	 }i a d n y   p o d p i s   k v  l i   v e >k  m u   p o 
t u   s n  m k o v 	 G e e n   h a n d t e k e n i n g   d o o r d a t   e r   t e   v e e l   d i a ' s   z i j n 	 I n g e n   u n d e r s k r i f t ,   f  r   m  n g a   b i l d e r 	 N e m a   p o t p i s a   z b o g   p r e v i ae   s l a j d o v a ! 	 S e m n t u r   i n e x i s t e n t   c a u z a t   d e   p r e a   m u l t e   d i a p o z i t i v e 	 N i   P o d p i s a   z a r a d i   P r e v e l i k e g a   `t e v i l a   D i a p o z o t i v o v ! 	             ! 	             	 O<0  ?>4?8A  ?>@048  ?@5:0;5=>  <=>3>  G0AB8! 	 	(	G		  8	M	2	>		!	.	A	3	G	  8	9	@	  (	>	9	@		 (/DD  '3D'/G'  2'/  'E6'!  EH,H/  F3*	 (*  3'1  3D'&3    H,  3  H&  /3*.7  F	             ! 	 								  						  					  				    								  				 ,
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	         	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 G e e n   h a n d t e k e n i n g   n i e   w e e n s   t e   v e e l   s k y f i e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 N o   s i g n a t u r e   d u e   t o   t o o   m a n y   s l i d e s 	 	 	 	 				  							  				  								  				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ A U T O _ S I G N A T U R E _ E R R O R _ S I Z E _ T O O _ L A R G E 	 U n d e f i n e d 	 P O P U P 	 W h e n   t h e   s i z e   r e a c h   m a x ,   t h e r e   w i l l   n o   s i g n a t u r e   b e   a d d e d 	 N o   s i g n a t u r e   d u e   t o   s i z e   t o o   l a r g e 	 
o`N'Y!qlReQ=|
T	 i_OǏ'YelReQ~{
T	 D!H*2!2#@4H!%2"@GDI@7H-22C+
H@4D! 	 S i n   f i r m a   d e b i d o   a   t a m a  o   d e m a s i a d o   g r a n d e 	 A u c u n e   s i g n a t u r e      c a u s e   d e   l a   t a i l l e   t r o p   g r a n d e 	 K e i n e   S i g n a t u r   a u f g r u n d   z u   g r o  e r   G r   e 	 >4?8AL  >BACBAB2C5B  ?>  ?@8G8=5  1>;LH>3>  @07<5@0	 F i r m a   a s s e n t e   a   c a u s a   d i   d i m e n s i o n e   t r o p p o   l a r g a 	 'D*HBJ9  D'  JH,/  , -,E  'D13'D)  'DH3'&7  C(J1)  ,/'	 S e m   a s s i n a t u r a   d e v i d o   a o   t a m a n h o 	 B o y u t u n   b  y  k   o l m a s 1n a   b a l 1  o l a r a k   i m z a   y o k 	 C   q u    l n , k h  n g   t h   c h  n   c h   k  	 N o   S i g n a t u r e   D u e   t o   S i z e   T o o   L a r g e ! 	 T i a d a   t a n d a t a n g a n   k e r a n a   s a i z   t e r l a l u   b e s a r 	 	$	M	/	'	?		  8	>		[	  	G	  	>	0	#	  	K		  8	?		M	(	G		0	  (	9	@			 I n g e n   S i g n a t u r   p . g . a .   F i l   F o r   S t o r 	 } d n    p o d p i s   k v ol i   p Y l i an    v e l i k o s t i ! 	 B r a k   p o d p i s u   z e   w z g l d u   n a   z b y t   d u z y   r o z m i a r ! 	 N i n c s   a l   r  s ,   t  l   n a g y   a   m  r e t ! 	 E i   a l l e k i r j o i t u s t a   l i i a n   s u u r e n   k o o n   t a k i a ! 	 I n g e n   s i g n a t u r   g r u n n e t   f o r   s t o r   s t  r r e l s e ! 	 }i a d n y   p o d p i s   k v  l i   p r  l i an e j   v e >k o s t i 	 G e e n   h a n d t e k e n i n g   d o o r d a t   d e   g r o o t t e   t e   g r o o t   i s 	 I n g e n   u n d e r s k r i f t ,   f  r   s t o r   f i l 	 N e m a   p o t p i s a   j e r   j e   v e l i 
i n a   p r e v e l i k a ! 	 S e m n t u r   i n e x i s t e n t   d i n   c a u z a   d i m e n s i u n i i   p r e a   m a r i 	 N i   P o d p i s a   z a r a d i   P r e v e l i k e   V e l i k o s t i ! 	             ! 	           	 O<0  ?>4?8A  ?>@048  ?@5:0;5=>  3>;5<8O  @07<5@! 	 		>	0	  .	K	 	>	  	2	2	M	/	>	(	G	  8	9	@	  (	>	9	@		 (/DD  'F/'2G  (21  'E6'!  EH,H/  F3*	 (*  2'/  DE(  3'&2  HF    H,  3  H&  /3*.7  F	             ! 	 				  				  			  					  				  			  								  				 ,
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 M E A _ S T R _ I D _ C C 	 U n d e f i n e d 	 T I T L E ,   U N L I M 	 C c 	 C c 	 oR,g	 b	 *3@2  	 C c 	 C c 	 K o p i e   a n 	 C c   	 C c 	 'DF3.)  'D+'FJ)	 C c 	 C c   	 C c   	 C c 	 S k 	 C c 	 C c 	 K o p i e 	 C c 	 M  s o l a t 	 k o p i o 	 C c 	 K  p i a 	 C c 	 C c 	 C c 	 C c 	 C c 	 C c 	 C C 	 !A	 8	@	8	@		 1HFH4*	 C c 	   	   					 8
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 M E A _ S T R _ I D _ C L O S E _ M E A 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A s k   u s e r   i f   h e   w a n t s   t o   c l o s e   t h e   M e s s e n g e r   A p p l i c a t i o n ? 	 D o   y o u   w a n t   t o   c l o s e   t h e   m e s s e n g e r   a p p l i c a t i o n ? 	 /f&Tܕ
o`a(uz_	 /f&TsQOo`^(uz^	 H2I-2#4B#A#!C
I2I-'2!+#7-D!H? 	  D e s e a   c e r r a r   l a   a p l i c a c i  n   d e   M e s s e n g e r ? 	 V o u l e z   v o u s   f e r m e r   l ' a p p l i c a t i o n   M e s s e n g e r   ? 	 M  c h t e n   S i e   d i e   M i t t e i l u n g s a n w e n d u n g   s c h l i e  e n ? 	 K  E>B8B5  70:@KBL  ?@>3@0<C  m e s s e n g e r ? 	 I n t e n d i   c h i u d e r e   l  a p p l i c a z i o n e   d i   m e s s e n g e r ? 	 GD  *1J/  ':D'B  13'&D  *7(JBJ)	 Q u e r   f e c h a r   o   M e s s e n g e r ? 	 S o h b e t   u y g u l a m a s 1n 1  k a p a t m a k   i s t i y o r   m u s u n u z ? 	  n g   n g   d n g   n h n   t i n   k h  n g ? 	 A n d a   i n g i n   m e n u t u p   a p l i k a s i   M e s s e n g e r ? 	 A n d a   h e n d a k   t u t u p   a p l i k a s i   e s s e n g e r ? 	 	M	/	>	  	*	  .	H	8	G			0	  	*	M	2	?		G	6	(	  ,		&	  	0	(	>	  	>	9	$	G	  9	H		  ? 	 V i l   d u   l u k k e   M e s s e n g e r   a p p l i k a t i o n e n ? 	 C h c e t e   z a v Y t   a p l i k a c i   M e s s e n g e r ? 	 C h c e s z   z a k o Dc z y   d z i a Ba n i e   a p l i k a c j i   M e s s e n g e r ' a ? 	 B e   k  v  n j a   z  r n i   a z    z e n e t k  l d Q  a l k a l m a z  s t 	 H a l u a t k o   s u l k e a   v i e s t i s o v e l l u k s e n ? 	  n s k e r   d u      a v s l u t t e   M e s s e n g e r - p r o g r a m m e t ? 	 C h c e t e   z a v r i e e  a p l i k  c i u   M e s s e n g e r ? 	 W i l t   u   d e   m e s s e n g e r t o e p a s s i n g   s l u i t e n ? 	 V i l l   d u   s t  n g a   M e s s e n g e r ? 	 }e l i t e   l i   z a t v o r i t i   p r o g r a m   z a   p o r u k e ? 	 D o r i ci   s    n c h i d e ci   a p l i c a ci a   d e   m e s a g e r i e ? 	 A l i   ~e l i a  z a p r e t i   A p l i k a c i j o   S p o r o 
i l ? 	           M e s s e n g e r ; 	             ' ? 	 A:0B5  ;8  40  70B2>@8B5  5A8=46J@  @8;>65=85B>? 	 .	G	8	G			0	  	*	M	2	?		G	6	(	  ,		&	  	0	>	/		G	  	9	G	? 	 "'  E  .H'G/  (1F'EG  ~'E  13'F  1'  ((F//	 '  'S~  E3F,1  '~D4F  H  (F/  1F'  '*  	         ?     	 				  		  						  									  				  				  			? 	 
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? 	     ? 	 U f u n a   u k u v a l a   u h l e l o   l e s i t h u n y w a ? 	 I n g a b a   u f u n a   u k u v a l a   i - a p l i k h e s h i n i   y e s i g i d i m i ? 	 U n a t a k a   k u f u n g a   p r o g r a m u - t u m i z i   y a   k u p i g a   s o g a ? 	 M a a k   d i e   b o o d s k a p t o e p a s s i n g   t o e ? 	 A r   n o r i t e   u ~d a r y t i   p r a n e aj o   p r o g r a m ? 	 V a i   v l a t i e s   a i z v r t   M e s s e n g e r   l i e t o j u m p r o g r a m m u ? 	 K a s   s o o v i d   s  n u m s i d e   r a k e n d u s e   s u l g e d a ? 	 Hfx^t  e  aoel  te}ev{ek  nackh	     ? 	 D o r i ci   s    n c h i d e ci   a p l i c a ci a   d e   m e s a g e r i e ? 	 .
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 
 M E A _ S T R _ I D _ C O N F I G 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 M M S   S e t t i n g s 	 M M S   s e t t i n g s 	 YZԚ
o`-[	 i_On	 H241I  M M S 	 A j u s t e s   d e   M M S 	 R  g l a g e s   M M S 	 M M S - E i n s t e l l u n g e n 	 0AB@>9:0  M M S   	 C o n f i g u r a z i o n i   M M S 	 6(7  'D13'&D	 D e f i n i   e s   M M S 	 M M S   a y a r l a r 1	 C  i   t   	 p e n g a t u r a n   P e s a n a n 	 S e t i n g   M M S 	 	.		.		8	  8	G		?			M	8		 B e s k e d   O p s  t n i n g e r 	 N a s t a v e n    z p r  v 	 U s t a w i e n i a   w i a d o m o [c i 	  z e n e t b e  l l  t  s o k 	 V i e s t i a s e t u k s e t 	 M e l d i n g s i n s t i l l i n g e r 	 N a s t a v e n i a   s p r  v 	 M M S - i n s t e l l i n g e n 	 M e d d e l a n d e i n s t  l l n i n g a r 	 P o s t a v k e   p o r u k a 	 S e t r i   m e s a j e   M M S 	 N a s t a v i t v e   S p o r o 
i l 	   	   M M S 	 0AB@>9:8  !J>1I5=85	 8		&	G	6	  8	G		?				 *F8E'*  M M S 	 ~:'E  3yF	   	 		. 		. 		  						 8
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	         	 A m a s e t h i n g i   e - M M S 	 U s e t o   l w e M M S 	 M i p a n g i l i o   y a   M M S 	 M M S - s t e l l i n g s 	 M M S   n u o s t a t o s 	 M M S   i e s t a t +j u m i 	 M M S - i   s  t t e d 	 M M S   oauavve	 M M S -   	 S e t r i   m e s a j e   M M S 	 M M S   
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 	 M M S   8G?	 	 M M S   							 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ 6 _ H O U R S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 6   H o u r s 	 6   h o u r s 	 6 \Bf	 6 \e	 6   
1H'B!	 6   h o r a s 	 6   h e u r e s 	 6   S t u n d e n 	 6   G0A>2	 6   o r e 	 6   3'9'*	 6   h o r a s 	 6   s a a t l i k 	 6   g i 	 	 6   j a m 	 6   			G		 	 	 	 6    r a 	 	 	 	 6   u u r 	 	 	 6   o r e 	 	 	 6   	 	 6   $	>	8		 6   3'9*	   6 Fy	 6   H o u r s 	 	  						 6   
p

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	 6   2A	 6   3>48=	 6   



	 6   	 6   a m a h o r a 	 I i y u r e   e z i - 6 	 M a s a a   6 	 6   u r e 	 6   v a l . 	 6   s t u n d a s 	 6   t u n d i 	 6   jat	 6     	 6   o r e 	 6   .
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	 6   #M>	 	 6   						 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ 1 2 _ H O U R S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1 2   H o u r s 	 1 2   h o u r s 	 1 2 \Bf	 1 2 \e	 1 2   
1H'B!	 1 2   h o r a s 	 1 2   H e u r e s 	 1 2   S t u n d e n 	 1 2   G0A>2  	 1 2   o r e 	 1 2   3'9)	 1 2   h o r a s 	 1 2   s a a t 	 1 2   g i  	 1 2   j a m 	 1 2   j a m 	 1 2   			G		 1 2   t i m e r 	 1 2   h o d i n 	 1 2   g o d z i n 	 1 2    r a 	 1 2   t u n t i a 	 1 2   t i m e r 	 1 2   h o d  n 	 1 2   u u r 	 1 2   t i m m a r 	 1 2   s a t i 	 1 2   o r e 	 1 2   U r 	 1 2   	 1 2   	 1 2   G0A0	 1 2   			G		 1 2   3'9*	 1 2 Fy	 1 2   	 		  						 1 2   
p

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	 1 2   2A	 1 2   3>48=	 1 2   



	 1 2   	 1 2   a m a h o r a 	 I i y u r e   e z i l i - 1 2 	 M a s a a   1 2 	 1 2   u r e 	 1 2   v a l . 	 1 2   s t u n d a s 	 1 2   t u n d i 	 1 2   jat	 1 2   	 1 2   o r e 	 1 2   .
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	 1 2   #M>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ 1 _ D A Y 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1   D a y 	 1   d a y 	 1 )Y	 1 )Y	 1   '1	 1   d  a 	 1   J o u r 	 1   T a g 	 1   45=L  	 1   g i o r n o 	 1   JHE	 1   d i a 	 1   g  n 	 1   n g a  y 	 1   h a r i 	 1   h a r i 	 1   &	?	(		 1   d a g 	 1   d e n 	 1   d z i e n 	 1   n a p 	 1   p  i v  	 1   d a g 	 1   d e H	 1   d a g 	 1   d a g 	 1   d a n 	 1   z i 	 1   D a n 	 1   	 1   	 1   5=	 1   &	?	(		 1   1H2	 1 /F	 1   	 	  				 1   &
?
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	 1   0KA	 1   45=L	 1   



	 1   	 1   u s u k u 	 U s u k u   o - 1 	 S i k u   1 	 1   d a g 	 1   d i e n a 	 1   d i e n a 	 1   p  e v 	 1   	 1   	 1   z i 	 1   &
?
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
	 1   &?(	 	 1   				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ 1 _ H O U R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1   H o u r 	 1   h o u r 	 1 \Bf	 1 \e	 1   
1H'B!	 1   h o r a 	 1   H e u r e 	 1   S t u n d e 	 1   G0A  	 1   o r a 	 'D3'9)	 1   h o r a 	 1   s a a t 	 1   g i  	 1   j a m 	 1   j a m 	 1   			>		 1   t i m e 	 1   h o d i n a 	 1   g o d z i n a 	 1    r a 	 1   t u n t i 	 1   t i m e 	 1   h o d i n a 	 1   u u r 	 1   t i m m e 	 1   s a t 	 1   o r 	 1   U r a 	 1   	 1   	 1   G0A	 1   			>		 1   3'9*	 1 Fy	 1   	 	  						 1   
p

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	 1   	 1   3>48=0	 1   



	 1   	 1   i h o r a 	 I y u r e   e - 1 	 s a a   1 	 1   u u r 	 1   v a l . 	 1   s t u n d a 	 1   t u n d 	 1   jat	 1   	 1   o r 	 1   .
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	 1   #M>	 	 1   						 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ 1 _ W E E K 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1   W e e k 	 1   w e e k 	 1 1	 1 hT	 1   *12+L	 1   s e m a n a 	 1   S e m a i n e 	 1   W o c h e 	 1   =545;O  	 1   s e t t i m a n a 	 1   #3(H9	 1   s e m a n a 	 1   h a f t a 	 1   t u   n 	 1   m i n g g u 	 1   m i n g g u 	 1   8	*	M	$	>	9		 1   u g e 	 1   t  d e n 	 1   t y d z i e n 	 1   h  t 	 1   v i i k k o 	 1   u k e 	 1   t  ~d e H	 1 w e e k 	 1   v e c k a 	 1   t j e d a n 	 1   s p t m  n 	 1   t e d e n 	 1   	 1   	 1   A54<8F0	 1   8	*	M	$	>	9		 1   GA*G	 1 A*	 1   	 	  							 1   9
+
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	 1   5>0	 1   B8645=L	 1   








	 1   	 1   i v i k i 	 I v e k i   e - 1 	 W i k i   1 	 1   w e e k 	 1   s a v a i t 	 1   n e d <a 	 1   n  d a l 	 1   wabai	 1   	 1   s p t m  n 	 1   
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 
 M E A _ S T R _ I D _ C O N F I G _ A D V E R T 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 A D V E R T I S E M E N T   m e s s a g e s 	 A d v e r t i s e m e n t 	 ^JT
o`	 ^JTOo`	 B)2	 A n u n c i o 	 P u b l i c i t  	 W e r b u n g 	  5:;0<0  	 P u b b l i c i t  	 'D'9D'F	 A n  n c i o 	 R e k l a m 	 Q u n g   c  o 	 I k l a n 	 I k l a n 	 5	?		M		>	*	(		 R e k l a m e 	 R e k l a m a 	 O g Bo s z e n i e 	 R e k l  m 	 M a i n o s 	 A n n o n s e 	 R e k l a m a 	 A d v e r t e n t i e 	 A n n o n s 	 O g l a s 	 R e c l a m   	 R e k l a m a 	 	 	  5:;0<0	 	>	9	?	0	>	$		 *(D:'*	 '4*'1	 	 									 *
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 
 M E A _ S T R _ I D _ C O N F I G _ A N O N Y M 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 A n o n y m o u s   s e n d e r s 	 A n o n y m o u s 	 ?S
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T[ON	 D!H#08
7H-	 A n  n i m o 	 A n o n y m e 	 A n o n y m 	 =>=8<=K9  	 A n o n i m o 	 E,GHD  'D'3E	 A n  n i m o 	 A d s 1z 	 V    d a n h 	 A n o n i m 	 T a n p a   n a m a 	 ,	G	(	>	.		 A n o n y m 	 A n o n y m n  	 A n o n i m o w e 	 N  v t e l e n 	 A n o n y y m i 	 A n o n y m 	 A n o n y m n  	 A n o n i e m 	 A n o n y m 	 A n o n i m n o 	 A n o n i m 	 A n o n i m n o 	 	 	 =>=8<5=	 (	?	(	>	5	@		 F'4F'3	 E,HD	 	 							 
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	 	 O n g a z i w a 	 N g e n a g a m a 	 I s i o j u l i k a n a 	 A n o n i e m 	 A n o n i m a s 	 A n o n +m s 	 A n o n   m n e 	 1vavxv	 	 A n o n i m 	 

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 
 M E A _ S T R _ I D _ C O N F I G _ M S G _ R E T R I E V A L 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 R e t r i e v e   s e t t i n g s 	 R e t r i e v e 	 c6e-[	 c6en	 @#5"7	 R e c u p e r a r 	 R  c u p  r e r 	 E i n l e s e n 	 72;5GL	 R e c u p e r a 	 %3*1,'9	 R e c u p e r a r 	 A l 	 C  i   t   n h n 	 R e t r i v a s i 	 A m b i l 	 0	?		M	0	@	5		 H e n t n i n g 	 Z p Y s t u p n n  	 W y s z u k i w a n i e 	 V i s s z a k e r e s  s 	 T a k a s i n s a a n t i 	 I n n h e n t i n g 	 O b n o v a 	 O p h a l e n 	  t e r s t  l l a n d e 	 D o h v a t 	 R e l u a r e 	 N a d o m e s t i t e v 	 	 	 J7AB0=>2O20=5	 0	?		M	0	@	5	M	9		 ('2'(	 (-'D  ,&	   	 											 .
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: 






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	 	 Q a q a 	 F u m a n a   k w a k h o n a 	 C h u k u a 	 H a a l   a f 	 N u s k a i t y t i 	 I z g kt 	 T o o 	 1|beel	 	 R e g s i r e 	 5
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 
 M E A _ S T R _ I D _ C O N F I G _ A U T O 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 A U T O   m e s s a g e s 	 A u t o   m e s s a g e s 	 R
o`	 ꁨROo`	 I-'2!-1B!14	 M e n s a j e s   a u t o m  t i c o s 	 M e s s a g e s   a u t o 	 A u t o m .   M i t t e i l u n g e n 	 2B>  A>>1I5=8O  	 M e s s a g g i   a u t o m a t i c i 	 13'&D  #DJ)	 M e n s a g e n s   a u t o m  t i c a s 	 o t o m a t i k   m e s a j l a r 	 T i n   n h n   t   n g 	 p e s a n   A U T O 	 M e s e j   a u t o m a t i k 	 8	M	5	$		  8		&	G	6		 A U T O   b e s k e d e r 	 A u t o m .   z p r  v y 	 W i a d o m o [c i   A U T O M A T Y C Z N E 	 A U T O    z e n e t e k 	 A U T O - v i e s t i t 	 A U T O - m e l d i n g e r 	 A U T O M A T I C K    s p r  v y 	 A u t o m a t i s c h e   b e r i c h t e n 	 A u t o m a t i s k a   m e d d e l a n d e n 	 A U T O   p o r u k e 	 M e s a j e   a u t o m a t e 	 A V T O   s p o r o 
i l a 	   	   	 "  AJ>1I5=8O	 8	M	5	/		  8		&	G	6		 ~'EG'  .H/'1	 .H/(.H/  ~:'E'*	   	 										  							 8
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	   	 i m i b i k o   y e - o t h o 	 I m i y a l e z o   e z e n z e k e l a y o 	 U j u m b e   w a   o t o m a t i 	 O u t o m a t i e s e   b o o d s k a p p e 	 A u t o m a t i n i a i   p r a n e ai m a i 	 A u t o m t i s k i   z i Fo j u m i 	 A u t o m a a t s e d   s  n u m i d 	 1~x  parxdacxiuxvve	   	 M e s a j e   a u t o m a t e 	 

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e n k a 	 P o t w i e r d z e n i e 	 S t  t u s z j e l e n t  s 	 J a k e l u r a p o r t t i 	 L e v e r i n g s r a p p o r t 	 S p r  v a   o   d o r u 
e n  	 A f l e v e r i n g s v e r s l a g 	 S t a t u s r a p p o r t 	 I z v j e ae   o   i s p o r u c i 	 R a p o r t   d e   r e m i t e r e 	 P o r o 
i l o   o   p r e j e m u 	   	   	  5?>@B  70  4>AB02O=5	 *	>	 	5	?	2	M	/	>		>	  0	?	*	K	0	M			 2'14  *-HD	 DH1  1~H1y	   	 								  										 -
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k y ! 	 P o l a   n a g B w k o w e   n i e   o b s Bu g i w a n e ! 	 N e m   t  m o g a t o t t   f e j l  c   m e z Qk ! 	 T u k e m a t t o m a t   y l  t u n n i s t e k e n t  t ! 	 U s t  t t e d e   o v e r s k r i f t f e l t ! 	 N e p o d p o r o v a n    p o l e   h l a v i 
i e k .   	 V e l d e n   i n   d e   h e a d e r   n i e t   o n d e r s t e u n d 	 T i t e l f  l t   s t  d j e s   e j 	 N e p o d r ~a n a   p o l j a   u   g l a v i ! 	 C  m p u r i   d e   a n t e t   n e a c c e p t a t e 	 N e p o d r t a   G l a v n a   P o l j a ! 	   h e a d e r       	       	 5?>44J@60=8  03;02=8  ?>;5B0! 	 9	G	!	0	  	M	7	G	$	M	0		  *	A	7	M		@	&	>		2	  (	>	9	@	  ! 	 AD/  315A-G  ~4*('F  FE  4H/	 (:1  -E'*    H&  1  AD3	       	 								  					  						 
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			>		 H  j 	 V y s o k  	 W y s o k i 	 M a g a s 	 S u u r i 	 H  y 	 V y s o k  	 H o o g 	 H  g 	 V i s o k o 	 R i d i c a t 	 V i s o k 	 	 	 8A>:	 					 2'/	 9'D	 	 					 	
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 M E A _ S T R _ I D _ C O N F I G _ I M _ S I Z E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 I m m e d i a t e   r e t r i e v a l   l i m i t 	 I m m e d i a t e   l i m i t 	 vcP6R	 vcP6R	 I-311'A#	 L  m i t e   i n m e d i a t o 	 L i m i t e   i m m  d i a t e 	 S o f o r t i g e   G r e n z e 	 5<54;5==K9  ?@545;  	 L i m i t e   d i r e t t o 	 'D-/  'DAH1J	 L i m i t e   i m e d i a t o 	 A n l 1k   s 1n 1r 	 G i i   h n   t r c   t i p 	 b a t a s   s e d a n g 	 H a d   t e r d e k a t 	 $	>	$	M		>	2	?		  8	@	.	>		 M i d l e r t i d l i g   g r  n s e 	 B e z p r o s t Ye d n    o m e z e n  	 N a t y c h m i a s t o w e   o g r a n i c z e n i e 	 K  z v e t l e n   l i m i t 	 V  l i t  n   r a j a 	  y e b l i k k e l i g   g r e n s e 	 B e z p r o s t r e d n    l i m i t 	 D i r e c t e   l i m i e t 	 D i r e k t   l i m i t 	 T r e n u t n o   o g r a n i 
e n j e 	 L i m i t   i m e d i a t 	 T a k o j an j a   O m e j i t e v 	   	   	 5?>A@54AB25=  ;8<8B	 $	$	M		>	3	  .	0	M	/	>	&	>		 -/  AH1	 AH1  -/	   	 										  					 $
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	   	 U m k h a w u k o   o s e d u z e 	 U k u n y i n a   o k u f u p h i 	 K i p i m o   c h a   s a s a 	 O n m i d d e l l i k e   p e r k 	 T i e s i o g i n i s   l i m i t a s 	 T kl +t j a i s   l i m i t s 	 V a h e t u   p i i r a n g 	 1vtk{aoav  }aptavaya	   	 L i m i t   i m e d i a t 	 $
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 M E A _ S T R _ I D _ C O N F I G _ I N F O 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 I N F O R M A T I O N A L   m e s s a g e s 	 I n f o r m a t i o n a l   m e s s a g e s 	 e^
o`	 eOo`	 I-'2!5HC+II-!9%	 M e n s a j e s   i n f o r m a t i v o s 	 M e s s a g e s   i n f o r m a t i o n n e l s 	 I n f o r m a t i v e   M i t t e i l u n g e n 	 =D>@<0F8>==K5  A>>1I5=8O  	 A v v i s i 	 E9DHE'*  'D13'&D	 M e n s a g e n s   i n f o r m a t i v a s 	 0l a v e   m e s a j l a r 	 T i n   n h n   t h i   s 	 p e s a n   i n f o r m a s i 	 M e s e   b e r m a k l u m a t 	 8	B			  8		&	G	6		 I n f o r m a t i o n s   B e s k e d e r 	 I N F O R M A N    z p r  v y 	 W i a d o m o [c i   i n f o r m a c y j n e 	 I N F O R M  C I  S    z e n e t e k 	 T I E T O v i e s t i t 	 I N F O R M A S J O N S - m e l d i n g e r 	 I n f o r m a 
n    s p r  v y 	 I n f o r m a t i e b e r i c h t e n 	 I n f o m e d d e l a n d e n 	 I N F O R M A C I J S K E   p o r u k e 	 M e s a j e   i n f o r m a t i v e 	 I N F O R M A T I V N A   s p o r o 
i l a 	   	   	 $ &  AJ>1I5=8O	 .	>	9	?	$	@	5	0	  8		&	G	6		 ~'EG'  '7D'9  13'F	 E9DHE'*  ~:'E'*	   	 									  							 
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	   	 I m i b i k o   y o l w a z i 	 I m i y a l e z o   e y a z i s a y o 	 U j u m b e   w a   h a b a r i 	 I n l i g t i n g s b o o d s k a p p e 	 I n f o r m a c i n i a i   p r a n e ai m a i 	 I n f o r m a t +v i e   z i Fo j u m i 	 T e a t e d 	 Oereoa~aoav  parxdacxiuxvve	   	 M e s a j e   i n f o r m a t i v e 	 5
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 M E A _ S T R _ I D _ C O N F I G _ L O W 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 L o w 	 L o w 	 NO	 NO	 H3	 B a j o 	 b a s 	 N i e d r i g 	 87:89	 B a s s o 	 EF.A6	 B a i x a 	 D  _ k 	 T h p 	 r e n d a h 	 R e n d a h 	 '	@	.	>		 L a v 	 N  z k  	 N i s k i 	 A l a c s o n y 	 P i e n i 	 L a v 	 N  z k a 	 L a a g 	 L  g 	 N i s k o 	 R e d u s 	 N i z e k 	 	 	 8A:>	 	.	@		 E	 E	 	 						 
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	 	 P h a n s i 	 P h a n t s i 	 C h i n i 	 L a a g 	 }e m a s 	 Z e m a 	 M a d a l 	 Qan	 	 S c z u t 	 
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 M E A _ S T R _ I D _ C O N F I G _ M A X 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 M a x i m u m 	 M a x i m u m 	  g'Y<P	  g'Y<P	 *9*8	 M  x i m o 	 m a x i m u m 	 M a x i m u m 	 0:A. 	 M a s s i m o 	 #C(1	 M  x i m o 	 E n    o k 	 L n   n h t 	 m a k s . 	 M a k s i m u m 	 	'	?		$	.		 M a x 	 M a x . 	 M a k s y m a l n y 	 M a x 	 M a k s i m i 	 M a k s 	 M a x . 	 M a x i m u m 	 M a x 	 N a j v i ae 	 M a x i m 	 M a k s 	 	 	 0:A. 	 	'	?			 -/'+1	 2'/	 	 									 
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	 	 U b u k h u l u   b o k u g c i n a 	 U b u k h u l u 	 U p e o 	 M a k s i m u m 	 D i d ~i a u s . 	 M a k s i m u m s 	 M a k s i m u m 	 1|a~elacxuv  aje	 	 M a x i m 	 *
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 
 M E A _ S T R _ I D _ C O N F I G _ M M S C 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C   	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	       	 I - M M S C 	 I - M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 M M S C 	 	 M M S C 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 M E A _ S T R _ I D _ C O N F I G _ M S G _ F I L T E R S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 F i l t e r 	 F i l t e r 	 NohV	 ǏnhV	 1'#-	 F i l t r o 	 F i l t r e 	 F i l t e r 	 $8;LB@	 F i l t r o 	 AD*1	 F i l t r o 	 F i l t r e 	 B   l c 	 F i l t e r 	 P e n a p i s 	 +	?	2	M		0		 F i l t r e 	 F i l t r y 	 F i l t r y 	 S z qr Q	 S u o d a t t i m e t 	 F i l t r e 	 F i l t r e 	 F i l t e r 	 F i l t r a r 	 F i l t r i 	 F i l t r u 	 F i l t r i 	 	 	 $8;B@8	 +	?	2	M		0		 AD*1	 ADy1	 	 								 
>
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	 	 I s i c w e n g i 	 I s i h l u z i 	 C h u j a 	 F i l t e r 	 F i l t r a s 	 F i l t r s 	 F i l t e r 	 6ky	 	 F i l t r u 	 +
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 M E A _ S T R _ I D _ C O N F I G _ N E T W O R K 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 N e t w o r k 	 N e t w o r k 	 }	 Q~	 @#7-H2"	 R e d 	 R  s e a u 	 N e t z w e r k 	 !5BL  	 R e t e 	 4(C)	 R e d e 	 A 	 M a #n g 	 J a r i n g a n 	 R a n g k a i a n 	 (	G		5	0	M			 N e t v  r k 	 S  e	 S i e 	 H  l  z a t 	 V e r k k o 	 N e t t v e r k 	 S i e e	 N e t w e r k 	 N  t v e r k 	 M r e ~a 	 R e ce a 	 O m r e ~j e 	 	 	 @560	 (	G		5	0	M			 4(G	 Fy  H1	 	 										 (
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	  	 I n e t h i w e k h i 	 U t h u n g e l w a n o     	 M t a n d a o 	 N e t w e r k 	 T i n k l a s 	 T +k l s 	 V  r k 	 Qav	 	 R e ce a 	 (
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 
 M E A _ S T R _ I D _ C O N F I G _ N O R M A L 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 M e d i u m 	 M e d i u m 	 -N	 -N	 %2	 N o r m a l 	 N o r m a l 	 M i t t e l 	 !@54=89	 M e d i o 	 9'/I	 M  d i o 	 N o r m a l 	 T h  n g   t h  n g 	 N o r m a l 	 S e d e r h a n a 	 .	'	M	/	.		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n a 	 M i d d e l 	 N o r m a l t 	 N o r m a l n o 	 M e d i e 	 N o r m a l n o 	 	 	 >@<0;=>	 8	0	M	5	8	>	.	>	(	M	/		 E*H37	 F'1ED	 	 						 8
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 
 M E A _ S T R _ I D _ C O N F I G _ P E R S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 P E R S O N A L   m e s s a g e s 	 P e r s o n a l   m e s s a g e s 	 yN
o`	 yNOo`	 I-'2!*H'1'	 M e n s a j e s   p e r s o n a l e s 	 M e s s a g e s   p e r s o n n e l s 	 P e r s  n l i c h e   M i t t e i l u n g e n 	 5@A>=0;L=K5  A>>1I5=8O  	 M e s s a g g i   p e r s o n a l i 	 13'&D  4.5J)	 M e n s a g e n s   p e s s o a i s 	 K i _i s e l   i l e t i 	 T i n   n h n   c    n h  n 	 P e s a n   p r i b a d i 	 M e s e j   p e r i b a d i 	 5	M	/		M	$	?		$	  8		&	G	6		 P e r s o n l i g e   b e s k e d e r 	 O s o b n    z p r  v y 	 W i a d o m o [c i   o s o b i s t e 	 S z e m  l y e s    z e n e t e k 	 O m a t   v i e s t i t 	 P e r s o n l i g e   m e l d i n g e r 	 O s o b n    s p r  v y 	 P e r s o o n l i j k e   b e r i c h t e n 	 P e r s o n l i g a   m e d d e l a n d e n 	 O s o b n e   p o r u k e 	 M e s a j e   p e r s o n a l e 	 O s e b n a   s p o r o 
i l a 	   	   	 8G=8  AJ>1I5=8O	 5	H	/		M	$	?		  8		&	G	6	8	.	B	9		 ~'EG'  4.5	 0'*  ~:'E'*	   	 									  							 (
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  





	   	 I m i b i k o   e q o n d e n e   n a w e 	 I m i y a l e z o   y a m 	 U j u m b e   w a   k i b i n a f s i 	 P e r s o o n l i k e   b o o d s k a p p e 	 A s m e n i n i a i   p r a n e ai m a i 	 P e r s o n +g i e   z i Fo j u m i 	 I s i k l i k u d   t e a t e d 	 1vqvaoav  parxdacxiuxvve	   	 M e s a j e   p e r s o n a l e 	 5
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 
 M E A _ S T R _ I D _ C O N F I G _ P R I O R I T Y 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 P r i o r i t y 	 P r i o r i t y 	 *QHQ
k	 OHQ~	 %31'2!*31
	 P r i o r i d a d 	 P r i o r i t  	 P r i o r i t  t 	 @8>@8B5B  	 P r i o r i t  	 'D'HDHJ)	 P r i o r i d a d e 	  n c e l i k 	 C p   u   t i  n 	 p r i o r i t a s 	 K e u t a m a a n 	 *	M	0	>	%	.	?		$	>		 P r i o r i t e t 	 P r i o r i t a 	 P r i o r y t e t 	 P r i o r i t  s 	 E n s i j a i s u u s 	 P r i o r i t e t 	 P r i o r i t a 	 P r i o r i t e i t 	 P r i o r i t e t 	 P r i o r i t e t 	 P r i o r i t a t e 	 P r i o r i t e t a 	 	 	 @8>@8B5B	 *	M	0	>	'	>	(	M	/		 'HDH*	 'HD*	 	 											 *
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 
 M E A _ S T R _ I D _ C O N F I G _ R R 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 R e a d   r e p o r t 	 R e a d   r e p o r t 	 S1XJT	 SbJT	 #2"22#-H2	 L e e r   i n f o r m e 	 l i r e   l e   r a p p o r t 	 L e s e b e r i c h t 	 '8B09BL  >BG5B	 L e g g i   r a p p o r t o 	 B1'!)  'D*B'1J1	 R e l a t  r i o   d e   l e i t u r a 	 R a p o r u   o k u 	 c   b  o   c  o 	 b a c a   l a p o r a n 	 L a p o r a n   t e l a h   d i b a c a 	 0	?	*	K	0	M		  *	"	<	G			 L  s   r a p p o r t 	  s t   z p r  v u 	 C z y t a j   r a p o r t 	 J e l e n t  s   o l v a s  s a 	 L u e   r a p o r t t i 	 L e s   r a p p o r t 	  t a e  s p r  v u 	 L e e s v e r s l a g 	 L  s   r a p p o r t 	 i t a n j e   i z v j e at a j a 	 R a p o r t   d e   c i t i r e 	 P r e b e r i   p o r o 
i l o 	   	   	 '5B8  @5?>@B	 0	?	*	K	0	M		  5	>		>		 2'14  .H'F/F	 ~F    1~H1y	   	 									  						 0
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  




	   	 I r i p h o t h i   e f u n d i w e 	 F u n d a   i n g x e l o 	 S o m a   r i p o t i 	 L e e s v e r s l a g 	 S k a i t y t i   a t a s k a i t 	 L a s i e t   a t s k a i t i 	 L o e   r a p o r t i t 	 8vieelx  feoxu	     	 R a p o r t   d e   c i t i r e 	 1
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 
 M E A _ S T R _ I D _ C O N F I G _ S E N D I N G 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e n d   s e t t i n g s 	 S e n d 	 P-[	 Sn	 *H	 E n v i a r 	 E n v o y e r   l e s   i n f o r m a t i o n s   d u   t  l  p h o n e   p o r t a b l e   ? 	 S e n d e n 	 >A;0BL	 I n v i a 	 %13'D	 E n v i a r 	 G  n d e r 	 C  i   t   g i 	 m e n g i r i m 	 H a n t a r 	 -	G		G			 S e n d e r 	 O d e s l  n  	 W y s y Ba n i e 	 K  l d  s 	 L  h e t e t   n 	 S e n d e r 	 O d o s i e l a n i e 	 V e r z e n d e n 	 S k i c k a r 	 S l a n j e 	 E x p e d i e r e 	 P o ai l j a n j e 	     	 	 7?@0I0=5	 *	>	 	5	>		 '13'D	 (,	 	 						 -
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	 **A.A	 04VA;0B8	 




	 	 T h u m e l a 	 T h u m e l a 	 T u m a 	 S t u u r 	 S i ss t i 	 S kt +t 	 S a a d a 	 Hraoel	 	 E x p e d i e r e 	 
/
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	 * >(M$A	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ S O " 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ T R E A T _ A S _ D E L 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 T r e a t   a s   d e l a y e d   r e t r i e v a l 	 T r e a t   a s   d e l a y e d 	 N^rOUt	 N^ߏegYt	 3@42#A
0%-	 T r a t a r   c o m o   r e t r a s a d o 	 T r a i t    c o m m e   d u   d  l a i 	 A l s   v e r z  g e r t   b e t r a c h t e n 	 !G8B0BL  >BA@>G5==K<	 R i t a r d a t o 	 'DE9'D,)  E*#.1)	 T r a t a r   c o m o   a t r a s a d o 	 G e c i k m e l i 	 X e m   n h   b   t r 	 d i t u n d a 	 L a y a n   s e p e r t i   d i t u n d a 	 &	G	0	@	  	H	8	>	  5	0	M	$	>	5	  	0	G			 B e h a n d l   s o m   f o r s i n k e t 	 J a k o   o p o ~d n  	 T r a k t u j   j a k o   o p  zn i o n e 	 B e  l l  t  s   h a l a s z t o t t k  n t 	 K  s i t t e l e   v i i v  s t y n e e n  	 B e h a n d l e   s o m   f o r s i n k e t 	 A k o   o d l o ~e n  	 A l s   v e r t r a a g d   b e h a n d e l e n 	 B e h a n d l a   s o m   f  r s e n a t 	 P o s t u p a j   k a o   s a   z a k a an j e l i m 	 T r a t a r e   c a   r e c u p e r a r e   a m  n a t 	 R a v n a j   k o t   z a m u d n o 	     	   	  073;56409  :0B>  70:JA=5;8	 0	&	M	&	  	>	2	G	  	8	G	  8	.		>		 *#.1  *DB  4H/	 *'.1    71-  E9'ED  ,&	 	 								  						  						 &
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o`	 W[&{2NOo`	 I-'2!*#4	 M e n s a j e s   d e   c a d e n a 	 M e s s a g e s   t e x t e s 	 Z e i c h e n f o l g e m i t t e i l u n g e n 	 >A;54>20B5;L=K5  A>>1I5=8O	 M e s s a g g i   d i   s t r i n g 	 13'&D  3D3D)	 U n i r   m e n s a g e n s 	 D i z i   m e s a j l a r 1	 C h u i   t i n   n h n 	 p e s a n   S T R I N G 	 M e s e j   r e n t e t a n 	 8	M		M	0	?			  8		&	G	6		 S T R E N G   b e s k e d e r 	 Z p r  v y   v l  k n a 	 W i a d o m o [c i   z   d z w o n k a m i 	 S T R I N G    z e n e t e k 	 S R T I N G - v i e s t i t 	 S T R I N G - m e l d i n g e r 	 V L  K N O   s p r  v y 	 S t r i n g b e r i c h t e n 	 K e d j e m e d d e l a n d e 	 N I Z O V N E   p o r u k e 	 M e s a j e 	 S T R I N K   s p o r o 
i l a 	   S T R I N G 	   	 !"   AJ>1I5=8O	 8	M		M	0	@			  8		&	G	6		 ~'EG'  14*G	 '3y1F  ~:'E'*	   	 							  							 8

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IDI	 P e r  o d o   d e   v a l i d e z 	 P  r i o d e   d e   v a l i d i t  	 G  l t i g k e i t s d a u e r 	 5@8>4  459AB28B5;L=>AB8	 P e r i o d o   d i   v a l i d i t  	 E/)  5D'-J)	 P e r  o d o   d e   v a l i d a d e 	 G e  e r l i l i k   s  r e s i 	 T h i   g i a n   s   d n g 	 p e r i o d e   b e r l a k u a n 	 T e m p o h   k e s a h a n 	 5	H	'	$	>	  	5	'	?		 G y l d i g h e d s   P e r i o d e 	 D o b a   p l a t n o s t i 	 O k r e s   w a |n o [c i 	  r v  n y e s s  g i   i d Qs z a k 	 V o i m a s s a o l o a i k a 	 G y l d i g h e t s p e r i o d e 	 D o b a   p l a t n o s t i 	 G e l d i g h e i d s p e r i o d e 	 G i l t i g h e t s p e r i o d 	 P e r i o d   v a l j a n o s t i 	 P e r i o a d a   d e   v a l i d i t a t e 	 O b d o b j e   v e l j a v n o s t i 	   	   	 5@8>4  =0  0;84=>AB	 5	H	'	  	>	3		 E/*  '9*('1	 E/*  '3*9E'D	   	 									 5
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7H-!H-	 C o n e c t a n d o 	 C o n n e x i o n   e n   c o u r s 	 W i r d   v e r b u n d e n 	 !>548=5=85  	 C o n n e s s i o n e   i n   c o r s o 	 ,'1M  'D'*5'D  'DE('41	 A   l i g a r 	 B a l a n 1y o r 	 a n g   k t   n i 	 m e n g h u b u n g k a n 	 M e n y a m b u n g 	 8	.	M	*	0	M		  9	K	  0	9	>	  9	H		 F o r b i n d e r 	 P Yi p o j e n  	 Ac z e n i e 	 K a p c s o l  d  s 	 M u o d o s t e t a a n   y h t e y t t  . . . 	 K o p l e r   t i l 	 P r i p o j e n i e 	 E r   w o r d t   v e r b i n d i n g   g e m a a k t 	 K o p p l a r   u p p 	 P o v e z i v a n j e 	 C o n e c t a r e    n   c u r s 	 P o v e z o v a n j e 	     	 	 !2J@720=5	 8		*	0	M		  8	>	'	>		 '*5'D	 '*5'D  ,'1	 	 								 
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 M E A _ S T R _ I D _ C O N N _ T Y P E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 #P}^W	 ޏc{|W	 
42#@
7H-!H-	 T i p o   d e   c o n e x i  n 	 T y p e   d e   c o n n e x i o n 	 V e r b i n d u n g s t y p 	 "8?  A>548=5=8O	 T i p o   d i   c o n n e s s i o n e 	 FH9  'D%*5'D  'DE('41	 T i p o   d e   l i g a   o 	 B a l a n t 1  t i p i 	 K i u   k t   n i 	 j e n i s   h u b u n g a n 	 J e n i s   s a m b u n g a n 	 8	.	M	*	0	M		  *	M	0		>	0		 F o r b i n d e l s e s   T y p e 	 T y p   p Yi p o j e n  	 T y p   p o Bc z e n i a 	 K a p c s o l a t   t  p u s a 	 Y h t e y s t y y p p i 	 T i l k o p l i n g s t y p e 	 T y p   p r i p o j e n i a 	 V e r b i n d i n g s t y p e 	 U p p k o p p l i n g s t y p 	 V r s t a   v e z e 	 T i p   d e   c o n e x i u n e 	 T i p   p o v e z o v a n j a 	   	   	 "8?  A2J@720=5	 8		*	0	M		  *	M	0		>	0		 FH9  '*5'D	 B3E  '*5'D	   	 							  				 
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  





	   	 U h l o b o   l o k u x h u m a n a 	 U h l o b o   l o q h a g a m s h e l w a n o 	 A i n a   y a   u n g a n i s h o 	 V e r b i n d i n g t i p e 	 R y ai o   t i p a s 	 S a v i e n o j u m a   v e i d s 	  h e n d u s e   t   p 	 Dkatav  e}ao	   	 T i p   d e   c o n e x i u n e 	 
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 
 M E A _ S T R _ I D _ C O N N _ T Y P E _ H T T P 	 U n d e f i n e d 	 I C O N T E X T ,   C 0 5 7 _ 1 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P   	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 "" 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 I - H T T P 	 I - H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 	 H T T P 	 	 	 	 	 	 	 	 H T T P 
 
 M E A _ S T R _ I D _ C O N N _ T Y P E _ W S P _ C L 	 U n d e f i n e d 	 I C O N T E X T ,   C 0 5 7 _ 1 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L   	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 I - W S P   C L 	 I - W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 W S P   C L 	 	 W S P   C L 	 	 	 	 	 	 	 	 W S P   C L 
 
 M E A _ S T R _ I D _ C O N N _ T Y P E _ W S P _ C O 	 U n d e f i n e d 	 I C O N T E X T ,   C 0 5 7 _ 1 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   !	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 I - W S P   C O 	 I - W S P N C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 W S P   C O 	 	 W S P   C O 	 	 	 	 	 	 	 	 W S P   C O 
 
 M E A _ S T R _ I D _ D A T E 	 U n d e f i n e d 	 U N L I M 	 D a t e : 	 D a t e : 	 eg	 eg	 '15H: 	 F e c h a : 	 D a t e   : 	 D a t u m : 	 0B0:   	 D a t a : 	 'D*'1J.  : 	 D a t a : 	 T a r i h : 	 N g  y : 	 T a n g g a l : 	 T a r i k h : 	 $	?	%	?	  : 	 D a t o : 	 D a t u m : 	 D a t a : 	 D  t u m : 	 P  i v  m   r  : 	 D a t o : 	 D  t u m : 	 D a t u m : 	 D a t u m : 	 D a t u m : 	 D a t a : 	 D a t u m : 	 D a t e : 	 : 	 0B0: 	 $	>	0	@		: 	 *'1.: 	 *'1.: 	 : 	 					: 	 $
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: 	 : 	 U s u k u : 	 U m h l a : 	 T a r e h e : 	 D a t u m : 	 D a t a : 	 D a t u m s : 	 K u u p  e v : 	 1t}aik~]	 : 	 D a t a : 	 $
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 
 M E A _ S T R _ I D _ R E C E I V E _ D A T E 	 U n d e f i n e d 	 U N L I M 	 R e c e i v e d   d a t e   o f   a   M M S 	 R e c e i v e d   d a t e : 	 c6eBf	 c6ee	 '15HDI#1: 	 F e c h a   d e   r e c e p c i  n : 	 D a t e   r e  u   : 	 E m p f a n g s d a t u m : 	 0B0  ?>;CG5=8O: 	 D a t a   d i   r i c e z i o n e : 	 2EF  'D'3*D'E: 	 D a t a   d e   r e c e p   o : 	 A l 1n m a   t a r i h i : 	 T h i   g i a n   n h n : 	 T a n g g a l   d i t e r i m a : 	 T a r i k h   d i t e r i m a : 	 *	M	0	>	*	M	$	?	  &	?	(	>			: 	 	 	 	 F o g a d  s   d  t u m a : 	 	 	 	 O n t v a n g e n   d a t u m : 	 	 	 D a t a   r e c e p ci o n r i i : 	 	 	   : 	 	 	 *'1.  /1'A*: 	 	 	 								  						 	 	 	 






  




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  : 	   : 	 U s u k u   o l w a m u k e l w e : 	 U m h l a   o f u n y e n w e y o : 	 T a r e h e   y a   k u p o k e w a : 	 D a t u m   o n t v a n g : 	 G a v i m o   d a t a : 	 S a Fe m aa n a s   d a t u m s : 	 V a s t u v  t m i s k u u p  e v : 	 Matav  at}aik~]	   : 	 D a t a   r e c e p ci o n r i i : 	 2
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: 	 M09#  9K%?,>  $>0?: 	 	 									  					: 	 	 	 	 	 	 	 	 D a t a   r e c e b i d a : 
 
 M E A _ S T R _ I D _ S E N D _ D A T E 	 U n d e f i n e d 	 U N L I M 	 S e n t   d a t e   o f   a   M M S 	 S e n t   d a t e : 	 PBf	 Se	 '15H*H: 	 F e c h a   d e   e n v  o : 	 D a t e   e n v o y   : 	 S e n d e d a t u m : 	 0B0  >B?@02:8: 	 D a t a   d i   i n v i o : 	 2EF  'D'13'D: 	 D a t a   d e   e n v i o : 	 G  n d e r m e   t a r i h i :   	 T h i   g i a n   g i : 	 T a n g g a l   t e r k i r i m : 	 T a r i k h   d i h a n t a r : 	 *	M	0	G	7	#	  &	?	(	>			: 	 	 	 	 K  l d  s   d  t u m a : 	 	 	 	 V e r z o n d e n   d a t u m : 	 	 	 D a t a   e x p e d i e r i i : 	 	 	   : 	 	 	 *'1.  '13'D: 	 	 	 						  						 	 	 	 







  




: 	   : 	 U s u k u   o l u t h u n y e l w e : 	 U m h l a   o t h u n y e l w e y o : 	 T a r e h e   y a   k u t u m w a : 	 D a t u m   g e s t u u r : 	 I as i u n t i m o   d a t a : 	 N o s kt +aa n a s   d a t u m s : 	 S a a t m i s e   k u u p  e v : 	 Hraotav  at}aik~]	   : 	 D a t a   e x p e d i e r i i : 	 
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: 	 * >/>%?,>  $>0?: 	 	 							  					: 	 	 	 	 	 	 	 	 D a t a   e n v i a d a : 
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 M E A _ S T R _ I D _ C R E A T E _ D A T E 	 U n d e f i n e d 	 U N L I M 	 C r e a t e d   d a t e   o f   a   M M S 	 C r e a t e d   d a t e : 	 ^zBf	 ^ze	 '15H*#I2: 	 F e c h a   d e   c r e a c i  n : 	 D a t e   c r     : 	 E r s t e l l u n g s d a t u m : 	 0B0  A>740=8O: 	 D a t a   d i   c r e a z i o n e : 	 2EF  'D'F4'!: 	 D a t a   d e   c r i a   o : 	 O l u _t u r u l m a   t a r i h i :   	 T h i   g i a n   t o : 	 T a n g g a l   p e m b u a t a n : 	 T a r i k h   d i b u a t : 	 8	C		(	  &	?	(	>			: 	 	 	 	 L  t r e h o z  s   d  t u m a : 	 	 	 	 G e c r e  e r d e   d a t u m : 	 	 	 D a t a   c r e r i i : 	 	 	   : 	 	 	 *'1.  ','/: 	 	 	 						  						 	 	 	 






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 M E A _ S T R _ I D _ D E F E R R E D 	 U n d e f i n e d 	 U N L I M 	 D e f e r r e d . 	 D e f e r r e d 	 ^}	 ^	 @%7H-@'%2	 D i f e r i d o 	 D i f f  r  	 Z u r  c k g e s t e l l t 	 B;>65==K9	 R i m a n d a t o 	 'DE$,D)	 D e f e r i d o 	 E r t e l e n d i 	 H o  n   l i   	 D i b e d a k a n 	 D i t a n g g u h k a n 	 &	G	0	  9	K	  			 U d s a t . 	 O d l o ~e n o . 	 P r z e Bo |o n e . 	 K  s l e l t e t e t t 	 S i i r r e t t y 	 U t s a t t : 	 O d l o ~e n  . 	 U i t g e s t e l d 	 F  r d r  j d 	 O d g o e n o . 	 A m  n a t 	 O d l o ~e n o . 	 . 	       	 B;>65=>. 	 !	?	+	0	M	!		 *#.1	   ED*H  '  '	     	 								 &
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o`	  RdDe9Y-NvhQOo`	 %I-'2!1I+!25H@G2'#? 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   a r c h i v a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   A r c h i v e  ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   A r c h i v   l  s c h e n ? 	 G8AB8BL  0@E82? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l  a r c h i v i o ? 	 E3-  ,EJ9  EF  'DE3H/'*	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A r q u i v o ? 	 T  m   A r _i v   m e s a j l a r 1  s i l i n s i n   m i ?   	 X  a   t o  n   b ? 	 H a p u s   s e m u a   p e s a n   d a r i   A r s i p ? 	 H a p u s   s e m u a   m e s e j   d a r i   A r k i b ? 	 *	A	0	>	2	G		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .   p a r t n e r   t  r l .   a z   A r c h  v u m b  l ? 	 	 	 	 A l l e   a r c h i e v e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   a r h i v ? 	 	 	       ? 	 	 8	0	M	5	  	0	M		?	5	M	9	  *	A	8	B	(	  	>		>		 GEG  ~'EG'  (''F  -0A  4HF/	 *E'E  "1'&H  H  Ey'&	     	 							  				  		  						  				  					? 	 8
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 
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 
 M E A _ S T R _ I D _ D E L E T E _ S L I D E 	 U n d e f i n e d 	 I C O N T E X T 	 D e l e t e   S l i d e 	 D e l e t e   s l i d e 	 *Rd N	  Rdُ Nu	 %*D%L	 E l i m i n a r   d i a p o s i t i v a 	 S u p p r i m e r   d i a p o s i t i v e 	 D i a   l  s c h e n 	 #40;8BL  A;094  	 E l i m i n a   p r e s e n t a z i o n e 	 E3-  5A-)	 E l i m i n a r   d i a p o s i t i v o 	 S l a y t   S i l 	 X  a   t r t   n  y 	 H a p u s   S l i d e 	 P a d a m   s l a i d 	 8	M	2	>		!	  9		>				 S l e t   s l i d e 	 S m a z a t   s n  m e k 	 S k a s u j   s l a j d 	 D i a   t  r l  s e 	 P o i s t a   d i a 	 S l e t t   b i l d e 	 Z m a z a e  s n  m o k 	 D i a   v e r w i j d e r e n 	 T a   b o r t   b i l d 	 U k l o n i   s l a j d 	 ^t e r g e r e   d i a p o z i t i v 	 Z b i r i ai   D i a p o z i t i v 	   	   	 7B@89  '0AB	 8	M	2	>		!	  *	A	8	B	(	  	>		>	  	 -0A  '3D'/	 3D'&  Ey'&	     	 						  					  			 8
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e n k a 	 P o t w i e r d z e n i e 	 S t  t u s z j e l e n t  s 	 J a k e l u r a p o r t t i 	 L e v e r i n g s r a p p o r t 	 S p r  v a   o   d o r u 
e n  	 A f l e v e r i n g s v e r s l a g 	 S t a t u s r a p p o r t 	 I z v j e ae   o   i s p o r u c i 	 R a p o r t   d e   r e m i t e r e 	 D n e v n o   p o r o 
i l o 	   	   	  5?>@B  70  4>AB02O=5	 *	>	 	5	?	2	M	/	>		>	  0	?	*	K	0	M			 2'14  *-HD	 DH1  1~H1y	   	 								  										 -
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0%-	 R e t r a s a d o 	 R e t a r d  	 V e r z  g e r t 	 045@60==K9  	 R i t a r d a t o 	 E$,D	 D i f e r i d o 	 G e c i k m e l i 	 B   h o  n 	 t e r t u n d a 	 T e r t u n d a 	 &	G	0	  9	K	  			 F o r s i n k e t 	 O p o ~d n o 	 O p  zn i o n y 	 H a l a s z t o t t 	 V i i v  s t y n y t 	 F o r s i n k e t 	 O d l o ~e n  	 V e r t r a a g d 	 F  r d r  j d 	 O d g o e n o 	 A m  n a t 	 Z a m u j e n o 	 	 	 B;>65=8	 		6	@	0		 *#.1	 E$.1	 	 									 &
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i t 	 W y b i e r z 	 H  v  s 	 V a l i t s e   n u m e r o 	 R i n g 	 V y t o 
i e	 G e s p r e k 	 R i n g   u p p 	 B i r a j   b r o j 	 A p e l a r e 	 K l i 
i 	 	 	 015@8	 !	>	/	2		 *E'3	 '&D	   	 						 !
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 
 M E A _ S T R _ I D _ D O W N L O A D _ S I Z E 	 U n d e f i n e d 	 U N L I M 	 D o w n l o a d   s i z e 	 D o w n l o a d   s i z e 	 N	
o`'Y\	 N}i_O'Y\	 22#2'LB+%	 T a m a  o   d e   l a   d e s c a r g a 	 T a i l l e   d u   t  l  c h a r g e m e n t 	 D o w n l o a d - G r   e 	  07<5@  703@C65==>3>  D09;0	 G r a n d e z z a   f i l e   d a   s c a r i c a r e 	 -,E  'D*-EJD	 T a m a n h o   d a   t r a n s f e r  n c i a 	 B o y u t u   y  k l e   	 C   t  i   l i u   t i   v 	 U k u r a n   d o w n l o a d 	 S a i z   m u a t   t u r u n 	 !	>			(	2	K	!	  		>	0		 	 	 	 L e t  l t  s   m  r e t e 	 	 	 	 D o w n l o a d g r o o t t e 	 	 	 D i m e n s i u n e   f i _i e r   d e s c r c a t 	 	 	   	 	 !	>			(	2	K	!	  		>	0		 'F/'2G  /'FDH/	 '$F  DH  3'&2	     	 									  					 !
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  

	     	 L a n d a   u s a y i z i 	 K h u p h e l a   u b u n g a k a n i 	 S a i z i   y a   k u p a k u a 	 A f l a a i - g r o o t t e 	 A t s i s i u n t i m o   d y d i s 	 L e j u p i e l d e s   a p j o m s 	 A l l a l a a d i t a v a    k s u s e   s u u r u s 	 Febe|vtav  ya}	   	 D i m e n s i u n e   f i _i e r   d e s c r c a t 	 !
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 
 M E A _ S T R _ I D _ N O T I F I C A T I O N _ S I Z E 	 U n d e f i n e d 	 U N L I M 	 F i l e   s i z e 	 F i l e   s i z e 	 jHh'Y\	 eN'Y\	 2D%L	 T a m a  o   d e l   a r c h i v o 	 T a i l l e   d u   f i c h i e r 	 D a t e i g r   e 	  07<5@  D09;0	 G r a n d e z z a   f i l e 	 -,E  'DEDA	 T a m a n h o   d o   f i c h e i r o 	 D o s y a   b o y u t u   	 C   t p 	 U k u r a n   f i l e 	 S a i z   f a i l 	 +	>		2	  	>	  		>	0		 	 	 	 F  j l m  r e t 	 	 	 	 B e s t a n d g r o o t t e 	 	 	 D i m e n s i u n e   f i _i e r 	 	 	   	 	 +	>		2	  		>	0		 'F/'2G  A'D	 A'&D  3'&2	   	 				  					 +
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 M E A _ S T R _ I D _ D O W N L O A D I N G _ M M 	 U n d e f i n e d 	 T I T L E ,   C 4 0 2 _ 1 	 D o w n l o a d i n g   m e s s a g e . 	 D o w n l o a d i n g 	 N	-N	 ck(WN}	 3%12'LB+%	 D e s c a r g a n d o 	 T  l  c h a r g e m e n t   e n   c o u r s 	 W i r d   h e r u n t e r g e l a d e n 	 03@C7:0  	 D o w n l o a d   i n   c o r s o 	 ,'1M  'D*-EJD	 A   t r a n s f e r i r 	 0n d i r i l i y o r 	 a n g   t i   v 	 m e n d o w n l o a d 	 M e m u a t   t u r u n 	 !	>			(	2	K	!	  	>	0	@		 D o w n l o a d e r 	 S t a h u j i 	 P o b i e r a n i e 	 L e t  l t  s   f o l y a m a t b a n 	 L a d a t a a n 	 L a s t e r   n e d 	 S t i a h n u t i e 	 B e z i g   m e t   d o w n l o a d e n 	 L a d d a r   n e r 	 P r e u z i m a n j e 	 D e s c r c a r e    n   c u r s 	 D o w n l o a d i n g 	 	 	 !20;O=5	 !	>			(	2	K	!	?				 /1  -'D  /'FDH/	 '$F  DHF	       	 							  			  						 !
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	     	 K u y a l a n d w a 	 I y a k h u p h e l a 	 I n a p a k u a 	 L a a i   t a n s   a f 	 A t s i s i u n 
i a m a 	 N o t i e k   l e j u p i e l d e 	 A l l a l a a d i m i n e 	 Febe|vxt	 	 S e   d e s c a r c 	 !
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 M E A _ S T R _ I D _ D O W N L O A D _ F A I L E D 	 U n d e f i n e d 	 P O P U P 	 M e s s a g e   d o w n l o a d   f a i l e d ! 	 M e s s a g e   d o w n l o a d   f a i l e d 	 
o`N	1YWe	 Oo`N}1Y%	 2'LB+%I-'2!D!HDI	 E r r o r   a l   d e s c a r g a r   m e n s a j e 	 L e   t  l  c h a r g e m e n t   d e   m e s s a g e   a    c h o u  	 M i t t e i l u n g   k o n n t e   n i c h t   h e r u n t e r g e l a d e n   w e r d e n 	 !1>9  703@C7:8  A>>1I5=8O	 D o w n l o a d   m e s s a g g i o   f a l l i t o 	 A4D  AJ  *-EJD  'D13'&D	 A   t r a n s f e r  n c i a   d a   m e n s a g e m   f a l h o u 	 M e s a j   i n d i r m e   b a _a r 1s 1z 	 K h  n g   t a 	i   #c   t i n   n h n 	 P e s a n   d o w n l o a d   g a g a l ! 	 M u a t   t u r u n   m e s e j   g a g a l 	 8		&	G	6	  !	>			(	2	K	!	  	8	+	2		 B e s k e d   d o w n l o a d   m i s l y k k e t 	 S t a h o v  n    z p r  v y   s e l h a l o ! 	 W i a d o m o s c   n i e   p o b r a n a ! 	  z e n e t   l e t  l t  s e   s i k e r t e l e n 	 V i e s t i n   l a t a a m i e n   e p  o n n i s t u i ! 	 N e d l a s t i n g   a v   m e l d i n g   m i s l y k k e t ! 	 S t i a h n u t i e   s p r  v y   z l y h a l o 	 D o w n l o a d   v a n   b e r i c h t   i s   m i s l u k t 	 D e t   g i c k   i n t e   a t t   l a d d a   n e r   m e d d e l a n d e t 	 N e u s p j e an o   p r e u z i m a n j e   p o r u k e ! 	 D e s c r c a r e a   m e s a j u l u i   n u   a   r e u _i t 	 D o w n l o a d   s p o r o 
i l a   n e u s p e ae n ! 	     ! 	     	 !20;O=5  =0  AJ>1I5=85B>  5CA?5H=>! 	 8		&	G	6	  !	>			(	2	K	!	  	.	8	0	M	%	  ! 	 /'FDH/  ~'E  'F,'E  F4/	 ~:'E  '  '$F  DH  F''E	       	 						  							  							 8
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	       	 U k u l a n d a   u m b i k o   k u h l u l e k i l e 	 U k h u p h e l o   l o m y a l e z o   l u p h a n z i l e 	 I m e s h i n d w a   k u p a k u a   u j u m b e 	 B o o d s k a p   s e   a f l a a i - a k s i e   o n s u k s e s v o l 	 N e p a v y k o   a t s i s i ss t i   p r a n e ai m o 	 Z i Fo j u m a   l e j u p i e l d e   n e i z d e v s 	 S  n u m i   a l l a l a a d i m i n e   n u r j u s 	 @arxdaoxiuav  vebe|vxth  qamxr~e	       	 D e s c r c a r e a   m e s a j u l u i   n u   a   r e u _i t 	 8
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 
 M E A _ S T R _ I D _ D O W N L O A D _ F A I L E D _ I L L E G A L _ P D U 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   d o w n l o a d   d a t a 	 I n v a l i d   d o w n l o a d   d a t a 	 N	ǌe!qlX	 N}pencelƋ	 I-!9%5H2'LB+%D!H9I-	 D a t o s   d e   d e s c a r g a   n o   v  l i d o s 	 D o n n  e s   d e   t  l  c h a r g e m e n t   i n v a l i d e s 	 U n g  l t i g e   D o w n l o a d - D a t e n 	 525@=K5  40==K5  >  703@C7:5	 D a t i   d i   d o w n l o a d   i n v a l i d i 	 *-EJD  'D(J'F'*  :J1  5'D-)	 D a d o s   d e   t r a n s f e r  n c i a   i n v  l i d o s 	 G e  e r s i z   y  k l e m e   v e r i s i   	 K h  n g   n h n   r a   d   l i u   t i   v 	 D a t a   d o w n l o a d   t i d a k   v a l i d 	 D a t a   m u a t   t u r u n   t a k   s a h 	 	5	H	'	  !	>			(	2	K	!	  !	>		>		 	 	 	  r v  n y t e l e n   l e t  l t  s i   a d a t o k 	 	 	 	 O n g e l d i g e   d o w n l o a d g e g e v e n s 	 	 	 D a t e l e   d e s c r c a t e   s u n t   n e v a l i d e 	 	 	       	 	 	5	H	'	  !	>			(	2	K	!	  !	G		>		 /'/G  /'FDH/  E9*(1  F3*	 '$F  DH  y'  :D7	       	 						  							  					 
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	       	 I d a t h a   y o k u l a n d a   e n g a n a m t h e t h o 	 U k h u p h e l o   l w e - d a t a   o l u n g a s e b e n z i y o 	 D a t a   i l i o p a k u l i w a   n i   b a t i l i 	 O n g e l d i g e   a f l a a i - d a t a 	 N e g a l i o j a n t y s   a t s i s i u n t i m o   d u o m e n y s 	 N e d e r +g i   l e j u p i e l d e s   d a t i 	 V i g a s e d   a l l a l a a d i m i s e   a n d m e d 	 1v~a~e  vebe|v~an  ~ualve	     	 D a t e l e   d e s c r c a t e   s u n t   n e v a l i d e 	 !
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 
 M E A _ S T R _ I D _ D O W N L O A D _ R E Q 1 	 U n d e f i n e d 	 P O P U P C O N F I R M ,   U N L I M 	 A s k   u s e r   i f   h e   w a n t   t o   d o w n l o a d   a   M M S ,   s h o u l d   c o m b i n e d   w i t h   M E A _ S T R _ I D _ D O W N L O A D _ R E Q 2 	 D o w n l o a d   a   	 N	P	 N}ُ*N	 2  M M S   5H2'LB+%	 D e s c a r g a r   u n   M M S   d e 	 T  l  c h a r g e r   u n 	 D o w n l o a d   e i n e r   	 03@C78BL	 S c a r i c a r a   i n 	 *-EJD	 D e s c a r r e g a r   a 	 0n d i r 	 T i   v   m c   n  y 	 D o w n l o a d   M M S   d e n g a n   u k u r a n 	 M u a t   t u r u n 	 	.		.		8	  !	>			(	2	K	!	  	0	G			 D o w n l o a d   M M S   m e d   s t  r r e l s e 	 S t  h n o u t   M M S   o   v e l i k o s t i 	 P o b i e r z   M M S   r a z e m   z   r o z m i a r e m 	 M M S   l e t  l t  s e 	 L a d a t t a v a n   M M S : n   k o k o 	 N e d l a s t   M M S   m e d   s t  r r e l s e 	 S t i a h n u e  s p r  v u   M M S   o   v e >k o s t i 	 D o w n l o a d   e e n   M M S   v a n 	 L a d d a   n e r   M M S   u p p   t i l l 	 P r e u z i m a n j e   M M S   v e l i 
i n e 	 D e s c r c a ci   u n 	 D o w n l o a d   M M S   z   v e l i k o s t j o 	   M M S     	 	 !20;8  M M S   A  @07<5@	 !	>			(	2	K	!	  			 /'FDH/  M M S 	 '$F  DH  '	     	 							  		 !
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	       	 D o w n l o a d   a   	 D o w n l o a d   a   	 D o w n l o a d   a   	 L a a i    n   &   a f 	 D o w n l o a d   a   	 D o w n l o a d   a   	 D o w n l o a d   a   	 D o w n l o a d   a   	 D o w n l o a d   a   	 D o w n l o a d   a   	 	 	 	 			  								 	 	 	 	 	 	 	 B a i x a r   u m 
 
 M E A _ S T R _ I D _ D O W N L O A D _ R E Q 2 	 U n d e f i n e d 	 P O P U P C O N F I R M ,   U N L I M 	 A s k   u s e r   i f   h e   w a n t   t o   d o w n l o a d   a   M M S ,   s h o u l d   c o m b i n e d   w i t h   M E A _ S T R _ I D _ D O W N L O A D _ R E Q 1 	 K   M M S ? 	 K vYZԚ
o`U	 K vi_OT	   K   I-'2!!1%4!5@5"C
H+#7-D!H? 	 K ? 	 K   M M S ? 	 K   M M S ? 	 :109B  M M S ? 	 K   M M S ? 	 K   'D13'D)	 K   M M S ? 	 K   M M S ? 	 M M S   c a   K ? 	   K   M M S ? 	 K   M M S ? 	 	G	  	.		.		8	? 	 	 	 	 K   m  r e t t e l ? 	 	 	 	 K ? 	 	 	 K   M M S ? 	 	 	 K   M M S 	 	 	G	  	.		.		8	? 	 DH	 K   M M S ? 	 K   M M S ? 	 K   M M S ? 	 # (
>
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 
 M E A _ S T R _ I D _ D R A F T S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 D r a f t s   f o l d e r   n a m e 	 D r a f t s 	 I?z	 I?z	 I-'2!#H2	 B o r r a d o r e s 	 B r o u i l l o n s 	 E n t w  r f e 	 '5@=>28:8	 B o z z e 	 E3H/'*	 R a s c u n h o s 	 T a s l a k l a r 	 H p   t h   n h  p 	 K o n s e p 	 D r a f 	 !	M	0	>	+	M			 U d k a s t 	 K o n c e p t y 	 R o b o c z e 	 P i s z k o z a t o k 	 L u o n n o s 	 U t k a s t 	 K o n c e p t y 	 C o n c e p t e n 	 U t k a s t 	 S k i c e 	 S c h i ce 	 O s n u t k i 	 	 	 '5@=>28	 !	M	0	>	+	M			 ~4  FH3G'	 1'Ay	 	 									 
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	 	 I z i n h l a k a 	 I i d r a f t i 	 R a s i m u 	 K o n s e p t e 	 J u o d r a at i n 	 M e l n r a k s t i 	 M u s t a n d i d 	 Famacne	   	 S c h i ce 	 
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 
 M E A _ S T R _ I D _ D U R A T I O N 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 s l i d e   t i m e 	 S l i d e   t i m e 	 Bf	 e	 @'%2*D%L	 T i e m p o   d e   d i a p o s i t i v a s   	 D  f i l e m e n t   d e   l a   d i a p o s i t i v e 	 D i a z e i t 	 @5<O  ?>:070  A;0940  	 D u r a t a   p r e s e n t a z i o n e 	 HB*  'D41J-)	 D u r a   o   d o s   d i a p o s i t i v o s 	 S l a y t   s  r e s i 	 T h i   g i a n   t r t 	 W a k t u   s l i d e 	 M a s a   l u n c u r 	 8	M	2	>		!	  	>		.	?				 S l i d e   T i d s t a g n i n g 	 N a 
a s o v  n    s n  m k u 	 P o k a z   s l a j d  w   w   o d m i e r z o n y m   c z a s i e 	 D i a   i d Qk  z e 	 D i a n   a j o i t u s 	 B i l d e r e g u l e r i n g 	 N a 
a s o v a n i e   s n  m k o v 	 D i a t i j d 	 B i l d s p e l s t i d 	 V r i j e m e   s l a j d o v a 	 T i m p   p e n t r u   d i a p o z i t i v 	 M e r j e n j e   a s a   D i a p o z i t i v o v 	   	   	 !8=E@>=878@0=5  =0  '0AB8B5	 8	M	2	>		!		@	  5	G	3		 2E'F  '3D'J/	 3D'&  '  HB*	     	 						  				 8
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  






	   	 I - S l i d e   t i m i n g 	 I s i j o n g i   s l a y d i 	 U w e j a j i   m u d a   w a   s l a i d i 	 S k y f i e - t y d s b e r e k e n i n g 	 S k a i d r s   l a i k o   p l a n a v i m a s 	 L a i k s   s l a i d a m 	 S l a i d i   a j a s t a m i n e 	 Mlaudk  patajataxt	   	 T i m p   p e n t r u   d i a p o z i t i v 	 8
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 
 M E A _ S T R _ I D _ E D I T 	 U n d e f i n e d 	 L S K ,   I C O N T E X T 	 E d i t 	 E d i t 	 }/	 	 AID	 E d i t a r 	  d i t e r 	 B e a r b e i t e n 	  540:B. 	 M o d i f i c a 	 *9/JD	 E d i t a r 	 D  z e n l e 	 B i  n   s o n 	 U b a h 	 E d i t 	 8		*	>	&	(		 R e d i g  r 	 U p r a v i t 	 E d y t u j 	 S z e r k e s z t  s 	 M u o k k a a 	 E n d r e 	 U p r a v i e	 B e w e r k e n 	 R e d i g e r a 	 U r e d i 	 E d i t a r e 	 U r e d i 	 	 	  540:B8@09	 8		*	>	&	?	$	  	0	>		 H1'4	 'y  ,&	 	 									 8
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 M E A _ S T R _ I D _ E D I T _ A U D I O 	 U n d e f i n e d 	 I C O N T E X T 	 E d i t   A u d i o 	 E d i t   a u d i o 	 }/r	 X	 AID@*5"	 E d i t a r   a u d i o 	  d i t e u r   l ' a u d i o 	 A u d i o   b e a r b e i t e n 	  540:B.   0C48>	 M o d i f i c a   a u d i o 	 *9/JD  'D5H*	 E d i t a r    u d i o 	 S e s   d  z e n l e 	 C h n h    m   t h a n h 	 U b a h   A u d i o 	 E d i t   a u d i o 	 6	M	0	5	M	/	  8		*	>	&	(		 R e d i g  r   L y d e 	 U p r a v i t   z v u k 	 E d y t u j   A u d i o 	 H a n g   s z e r k e s z t  s e 	 M u o k k a a     n t  	 E n d r e   a u d i o 	 U p r a v i e  a u d i o 	 A u d i o   b e w e r k e n 	  n d r a   l j u d 	 U r e d i   a u d i o 	 E d i t a r e   f i _i e r   a u d i o 	 U r e d i   A v d i o 	   	   	  540:B8@09  C48>	 	!	?	/	K	  8		*	>	&	?	$	  	0	>		 H1'4  5/'	 'SH  'y  ,&	   	 				  									 
	
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N	 #1"2##0+!	 R e c u r s o s   d e l   s i s t e m a   a g o t a d o s 	 L e s   r e s s o u r c e s   s y s t  m e   s o n t    p u i s  e s 	 S y s t e m r e s s o u r c e n   a u f g e b r a u c h t 	 !8AB5<=K5  @5AC@AK  8AG5@?0=K	 R i s o r s e   d e l   s i s t e m a   e s a u r i t e 	 F8'E  'DEH'1/  :J1  E*HA1	 R e c u r s o s   d o   s i s t e m a   e s g o t a d o s 	 S i s t e m   k a y n a k l a r 1  b i t m i _	 N g u n   h   t h n g   q u    t i 	 S i s t i m   s u m b e r   h a b i s ! 	 K e h a b i s a n   s u m b e r   s i s t e m 	 8	?	8	M		.	  	G	  8		8	>	'	(	  	$	M	.	  ! 	 S y s t e m   r e s s o u r c e r   o p b r u g t ! 	 S y s t  m o v    z d r o j e   v y 
e r p a n  ! 	 Z a s o b y   s y s t e m o w e   w y c z e r p a n e ! 	 A   r e n d s z e r   e r Qf o r r  s a i   e l f o g y t a k ! 	 J  r j e s t e l m  n   r e s u r s s i   l o p p u u n   k  y t e t t y ! 	 S y s t e m r e s s u r s e r   o p p b r u k t ! 	 S y s t  m o v    z d r o j e   v y 
e r p a n  ! 	 S y s t e e m b r o n n e n   u i t g e u t 	 I n g a   s y s t e m r e s u r s e r 	 R e s u r s i   s u s t a v a   i s c r p l j e n i   s u ! 	 R e s u r s e l e   p e n t r u   s i s t e m u l   d e   o p e r a r e   s u n t   e p u i z a t e 	 S i s t e m   v i r o v   i z 
r p a n ! 	       ! 	     	 !8AB5<=8B5  @5AC@A8  87G5@?0=8! 	 8	?	8	M		.	  0	?	8	K	0	M	8	  8	.	>	*	M	$	  ! 	 EF'(9  33*E  *E'E  4/	 33yE  01'&9  .*E	       ! 	 							  							  							 8
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i a > 	 < T u k as > 	 < T  h i > 	 < 4aao  g> 	 < > 	 < G o l > 	 < 6
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I  J a v a   @H21I	 S  l o   l e c t u r a   p o r   J a v a 	 L e c t u r e   J a v a   s e u l e m e n t 	 L e s e n   n u r   d u r c h   J a v a 	 'B5=85  B>;L:>  G5@57  J a v a 	 S o l o   l e t t u r a   c o n   J a v a 	 'DB1'!)  9F  71JB  J A V A   AB7	 L e r   s    c o m   J a v a 	 Y a l n 1z c a   J a v a   i l e   o k u 	 H  y   d  n g   n g   d n g   J A V A     x e m 	 H a n y a   b a c a   o l e h   J a v a 	 B a c a   s a h a j a   o l e h   J a v a 	 	>	5	>	  &	M	5	>	0	>	  0	@	!	  	(	2	@		 	 	 	 C s a k   J a v a    l t a l   o l v a s h a t  	 	 	 	 A l l e e n   l e z e n   d o o r   J a v a 	 	 	 F o l o s i ci   n u m a i   a p l i c a ci a   J a v a   p e n t r u   c i t i r e 	 	 	     ' 	 	 +		M	$	  	>	5	>	  5	>		>		 AB7  .H'F/F  ('  J a v a 	 ,'H'    019  51A  ~	     	 									  				  				  						 
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o`1YWe	 >f:yOo`1Y%	 D!H*2!2#A*I-'2!	 E r r o r   a l   m o s t r a r   e l   m e n s a j e 	  c h e c   l o r s   d e   l ' a f f i c h a g e   d u   m e s s a g e 	 M i t t e i l u n g   k o n n t e   n i c h t   a n g e z e i g t   w e r d e n 	 !1>9  ?>:070  A>>1I5=8O  	 V i s u a l i z z a z i o n e   m e s s a g g i o   f a l l i t a 	 A4D  AJ  916  'D13'D)	 F a l h a   n a   a p r e s e n t a   o   d a   m e n s a g e m 	 M e s a j   g  s t e r i l e m i y o r 	 K h  n g   h i n   t h   c   t i n   n h n 	 G a g a l   m e n a m p i l k a n   p e s a n 	 G a g a l   m e m a p a r k a n   m e s e j 	 8		&	G	6	  &	0	M	6	>	(	G	  .	G		  	8	+	2		 K u n n e   i k k e   v i s e   b e s k e d e n ! 	 S e l h a l o   z o b r a z e n    z p r  v y ! 	 B Bd   w y [w i e t l a n i a   w i a d o m o [c i . 	  z e n e t   m e g j e l e n  t  s e   s i k e r t e l e n ! 	 V i e s t i n   n  y t t  m i n e n   e p  o n n i s t u i ! 	 K u n n e   i k k e   v i s e   m e l d i n g e n 	 Z o b r a z e n i e   s p r  v y   z l y h a l o ! 	 K a n   h e t   b e r i c h t   n i e t   t o n e n 	 D e t   g i c k   i n t e   a t t   v i s a   m e d d e l a n d e t 	 P r i k a z   p o r u k e   n i j e   u s p i o ! 	 A f i _a r e a   m e s a j u l u i   n u   a   r e u _i t t 	 P r i k a z   s p o r o 
i l   n e u s p e ae n ! 	         ! 	     	 5  <>65  40  ?>:065  AJ>1I5=85B>! 	 8		&	G	6	  &	>		5	?	#	M	/	>	8	  	8	.	0	M	%	  ! 	 FE'4  ~'E  F'EHAB  (H/	 ~:'E  H  3~D  1F  E  F''E	     	 		  								  								  				  					 8
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o`1YWe	 Oo`1Y%	 AIDI-'2!D!HDI	 E r r o r   a l   e d i t a r   e l   m e n s a j e 	  c h e c   l o r s   d e   l '  d i t i o n   d u   m e s s a g e 	 M i t t e i l u n g   k o n n t e   n i c h t   b e a r b e i t e t   w e r d e n 	 !1>9  @540:B.   A>>1I5=8O	 M o d i f i c a   m e s s a g g i o   f a l l i t a 	 A4D  AJ  *9/JD  'D13'D)	 F a l h a   n a   e d i   o   d a   m e n s a g e m 	 M e s a j   d  z e n l e m e   b a _a r 1s 1z 	 B i  n   s o n   t i n   n h n   t h t   b i 	 G a g a l   m e n g u b a h   p e s a n 	 G a g a l   m e n g e d i t   m e s e j 	 8		&	G	6	  8		*	>	&	(	  .	G		  	8	+	2		 K u n n e   i k k e   r e d i g e r e   b e s k e d e n ! 	  p r a v a   z p r  v y   s e l h a l a ! 	 B Bd   e d y c j i   w i a d o m o [c i ! 	  z e n e t   s z e r k e s z t  s e   s i k e r t e l e n ! 	 V i e s t i n   m u o k k a u s   e p  o n n i s t u i ! 	 K u n n e   i k k e   e n d r e   m e l d i n g e n ! 	  p r a v a   s p r  v y   z l y h a l a ! 	 K a n   b e r i c h t   n i e t   b e w e r k e n 	 D e t   g i c k   i n t e   a t t    n d r a   m e d d e l a n d e t 	 U r e i v a n j e   p o r u k e   n i j e   u s p j e l o ! 	 E d i t a r e a   m e s a j u l u i   n u   a   r e u _i t 	 U r e j a n j e   s p o r o 
i l a   n e u s p e an o ! 	         ! 	     	 5  <>65  40  @540:B8@0  AJ>1I5=85B>! 	 8		&	G	6	  8		*	>	&	(	  	8	.	0	M	%		 H1'4  ~'E  F'EHAB  (H/	 ~:'E  H  'y  1F  E  F''E	     	 		  								  								  				  					 8
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YOo`1Y%	 -%1D!HDI	 E r r o r   a l   r e s p o n d e r   a l   m e n s a j e 	 E c h e c   d e   r  p o n s e   a u   m e s s a g e   	 M i t t e i l u n g   k o n n t e   n i c h t   b e a n t w o r t e t   w e r d e n 	 5  C40;>AL  >B25B8BL  =0  A>>1I5=85	 R i s p o s t a   m e s s a g g i o   f a l l i t o 	 A4D  AJ  1/  'D13'D)	 F a l h a   a o   r e s p o n d e r      m e n s a g e m 	 0l e t i   y a n 1t l a n d 1r 1l a m a d 1  	 T r   l i   t i n   n h n   t h t   b i 	 G a g a l   m e m b a l a s   p e s a n 	 G a g a l   m e m b a l a s   m e s e j 	 8		&	G	6	  	>	  		$	M	$	0	  &	G	(	G	  .	G		  	8	+	2		 	 	 	 A z    z e n e t   m e g v  l a s z o l  s a   n e m   s i k e r  l t 	 	 	 	 K a n   n i e t   a n t w o o r d e n   o p   h e t   b e r i c h t 	 	 	 R s p u n s u l   l a   m e s a j   n u   a   r e u _i t 	 	 	     	 	 8		&	G	6	>		@	  		$	M	$	0	  &	G	#	M	/	>	$	  	*	/	6	@		 ~'3.  (G  ~'E  F'EHAB  (H/	 ~:'E  '  ,H'(  /F  E  F''E	     	 		  									  					  				  					 8
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 M E A _ S T R _ I D _ F A I L E D _ T O _ R E A D _ M O 	 U n d e f i n e d 	 P O P U P 	 F a i l e d   t o   a d d   m e d i a   o b j e c t 	 F a i l e d   t o   a d d   m e d i a   o b j e c t 	 ReQYZԚirN1YWe	 mRYZSO[a1Y%	 @4H!--@GL*7H-D!HDI	 E r r o r   a l   a  a d i r   o b j e t o   m u l t i m e d i a 	  c h e c   l o r s   d e   l ' a j o u t   d e   l ' o b j e t   m  d i a 	 M e d i e n o b j e k t   k o n n t e   n i c h t   h i n z u g e f  g t   w e r d e n 	 !1>9  4>102;5=8O  <5480  >1J5:B0	 I n s e r i m e n t o   o g g e t t o   m u l t i m e d i a l e   f a l l i t o 	 A4D  AJ  '6'A)  'D'4J'!  'D'9D'EJ)	 F a l h a   a o   a d i c i o n a r   o b j e c t o   m u l t i m  d i a 	 O r t a m   n e s n e s i   e k l e m e   b a _a r 1s 1z 	 C h  n     i   t n g   a   p h n g   t i n   t h t   b i 	 G a g a l   m e n a m b a h   o b y e k   m e d i a ! 	 G a g a l   m e n a m b a h   o b j e k   m e d i a 	 .	@	!	?	/	>	  5	8	M	$	A	  	K	!	<	(	G	  .	G		  	8	+	2		 K u n n e   i k k e   t i l f  j e   m e d i e   o b j e k t e t ! 	 P Yi d  n    m e d i  l n  h o   o b j e k t u   s e l h a l o ! 	 B Bd   d o d a w a n i a   o b i e k t u   m e d i a l n e g o ! 	 M  d i a o b j e k t u m   h o z z  a d  s a   s i k e r t e l e n ! 	 M e d i a k o h t e e n   l i s   m i n e n   e p  o n n i s t u i ! 	 K u n n e   i k k e   l e g g e   t i l   m e d i a o b j e k t e t ! 	 P r i d a n i e   m e d i  l n e h o   o b j e k t u   z l y h a l o ! 	 K a n   h e t   m e d i a o b j e c t   n i e t   t o e v o e g e n 	 D e t   g i c k   i n t e   a t t   i n f o g a   m e d i e o b j e k t 	 N e u s p j e l o   d o d a v a n j e   m e d i j s k o g a   o b j e k t a ! 	 A d u g a r e a   o b i e c t u l u i   m e d i a   n u   a   r e u _i t 	 D o d a j a n j e   M e d i j a   P r e d m e t a   N e u s p e an o ! 	           ! 	       	 5  <>65  40  >1028  548O  15:B0! 	 .	@	!	?	/	>	  5	8	M	$	A	  	K	!	(	>	  	8	.	0	M	%		 'A2H/F  4!  13'FG  '  F'EHAB  (H/	 E'  'H(,y  '6'A  1F  E  F''E	       	 						  											  							  				  					 .
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i o   f a i l o 	 N e i z d e v s   p i e v i e n o t   t u k au   f a i l u 	 T  h j a   f a i l i   l i s a m i n e   n u r j u s 	 4aao  aulk  a~elaxth  qamxr~e	         	 A d u g a r e a   f i _i e r u l u i   g o l   n u   a   r e u _i t 	 
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H@4D	 T a m a  o   d e   i m a g e n   d e m a s i a d o   g r a n d e 	 T a i l l e   d e   l ' i m a g e   t r o p   i m p o r t a n t e 	 B i l d g r   e   z u   g r o  	  07<5@  87>1@065=8O  1>;LH5  4>?CAB8<>3>	 I m m a g i n e   t r o p p o   g r a n d e 	 -,E  'D5H1)  C(J1)  ,/'	 I m a g e m   d e m a s i a d o   g r a n d e 	 R e s i m   b o y u t u    o k   g e n i _    	 K  c h   t h c   n h   q  a   l n 	 U k u r a n   g a m b a r   t e r l a l u   b e s a r 	 S a i z   g a m b a r   t e r l a l u   b e s a r 	 8	.	0	M	%	?	$	  		>	0	  8	G	  ,	!	<	>	  	?	$	M	0		 	 	 	 A   k  p   t  l   n a g y 	 	 	 	 F o t o   i s   g r o t e r   d a n   o n d e r s t e u n d   w o r d t 	 	 	 D i m e n s i u n e   i m a g i n e   p r e a   m a r e 	 	 	     	 	 *	M	0	$	?	.	>	  8	*	K	0	M		  	>	3	M	/	>	9	B	(	  .	K	(	G	  	9	G		 'F/'2G  9C3  .JD  (21  '3*	 -E'*    H&  3  (  'E,	       	 						  				  				  				 8
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dk	 eN_ck	 D%L@*5"D!H*2!2#3@42#DI	 E l   a r c h i v o   p u e d e   e s t a r   d a  a d o 	 F i c h i e r   p e u t -  t r e   c o r r o m p u 	 D a t e i   k  n n t e   v e r f  l s c h t   s e i n 	 >7<>6=>,   D09;  ?>2@5645=	 I l   f i l e   p o t r e b b e   e s s e r e   c o r r o t t o 	 B/  JCHF  EDA  A3'/	 O   f i c h e i r o   p o d e   e s t a r   c o r r o m p i d o 	 D o s y a   b o z u l m u _  o l a b i l i r 	 T p   b     t n   h i 	 F i l e   m u n g k i n   r u s a k 	 F a i l   m u n g k i n   r o s a k 	 +	>		2	  $	M	0	A		?	*	B	0	M	#	  9	K	  8		$	@	  9	H		 	 	 	 A   f  j l   v a l  s z  n ql e g   s  r  l t 	 	 	 	 B e s t a n d   k a n   c o r r u p t   z i j n 	 	 	 E s t e   p o s i b i l   c a   f i _i e r u l   s   f i e   d e t e r i o r a t 	 	 	       	 	 +	>		2	  	0	*	M		  	8	A	  6		$	G		 EEF  '3*  A'D  .1'(  ('4/	 A'&D  .1'(  H  &  H	   	 						  					  			  				  					 +
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7H-!H-%I!@+%', 16C%H-*HI-'2!	 E r r o r   d e   c o n e x i  n .   G u a r d a r   e n   B u z  n   d e   s a l i d a 	 E r r e u r   d e   c o n n e x i o n .   E n r e g i s t r e r   d a n s   B o  t e   d  e n v o i 	 V e r b i n d u n g s f e h l e r .   I m   P o s t a u s g a n g   s p e i c h e r n 	 H81:0  A>548=5=8O.   !>E@0=5=85  2  ?0?:5  ? AE>4OI85? . 	 E r r o r e   d i   c o n n e s s i o n e   S a l v a   i n   M e s s a g g i   i n   u s c i t a 	 A4D  AJ  'D'*5'D,   -A8  'DJ  5F/HB  'D-A8	 E r r o   d e   l i g a   o .   G u a r d a r   n a   p a s t a   A   e n v i a r 	 B a l a n t 1  h a t a s 1.   G i d e n   K u t u s u n a   k a y d e t 	 K t   n i   t h t   b i . L u   v  o   h p   t h   i 	 K e s a l a h a n   p a d a   s a m b u n g a n .   S i m p a n   k e   K o t a k   k e l u a r 	 R a l a t   s a m b u n g a n .   S i m p a n   p a d a   P e t i   k e l u a r 	 8		*	0	M		  $	M	0	A		?	d	  				,	I		M	8	  .	G		  8	G	5	  	0	G			 	 	 	 C s a t l a k o z  s i   h i b a .   M e n t  s   a   K i m e n Q   z e n e t e k   k  z  	 	 	 	 V e r b i n d i n g s f o u t .   O p s l a a n   i n   P o s t v a k   u i t . 	 	 	 E r o a r e   c o n e x i u n e .   S a l v a r e    n   c s u ca   d e   i e _i r i 	 	 	   .         	 	 8		*	0	M		  $	M	0	A		@	.   				,	I		M	8	  .	'	M	/	G	  8	G	5	M	9	  	0	>		 .7'  '*5'D.   0.1G  /1  5F/HB  .1H,	 '*5'D  E  :D7  "$y  ('3  E  E-AH8  ,&	   .         	 							  						,   								  							  						 
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 M E A _ S T R _ I D _ F A I L E D _ T O _ S E N D 	 U n d e f i n e d 	 P O P U P 	 F a i l e d   t o   s e n d   m e s s a g e ! 	 F a i l e d   t o   s e n d   m e s s a g e 	 P
o`1YWe	 SOo`1Y%	 *HI-'2!D!HDI	 E r r o r   a l   e n v i a r   e l   m e n s a j e 	  c h e c   l o r s   d e   l ' e n v o i   d u   m e s s a g e 	 M i t t e i l u n g   k o n n t e   n i c h t   g e s e n d e t   w e r d e n 	 !>9  >B?@02:8  A>>1I5=8O	 I n v i o   m e s s a g g i o   f a l l i t o 	 A4D  AJ  '13'D  'D13'D)	 F a l h a   n o   e n v i o   d a   m e n s a g e m 	 M e s a j   g  n d e r m e   b a _a r 1s 1z 	 G i   t i n   n h n   t h t   b i 	 G a g a l   m e n g i r i m k a n   p e s a n !   	 G a g a l   m e n g h a n t a r   m e s e j 	 8		&	G	6	  -	G		(	G	  .	G		  	8	+	2	  ! 	 K u n n e   i k k e   s e n d e   b e s k e d e n ! 	 P o s  l  n    z p r  v y   s e l h a l o ! 	 B Bd   w y s y Ba n i a   w i a d o m o [c i . 	  z e n e t   k  l d  s e   s i k e r t e l e n ! 	 V i e s t i n   l  h e t y s   e p  o n n i s t u i ! 	 K u n n e   i k k e   s e n d e   m e l d i n g ! 	 O d o s l a n i e   s p r  v y   z l y h a l o ! 	 K a n   b e r i c h t   n i e t   v e r z e n d e n 	 D e t   g i c k   i n t e   a t t   s k i c k a   m e d d e l a n d e t 	 S l a n j e   p o r u k e   n i j e   u s p j e l o ! 	 E x p e d i e r e a   m e s a j u l u i   n u   a   r e u _i t 	 P o ai l j a n j e   s p o r o 
i l a   n e u s p e an o ! 	       ! 	     	 5  <>65  40  87?@0B8  AJ>1I5=85B>! 	 8		&	G	6	  *	>	 	5	?	#	M	/	>	8	  	8	.	0	M	%	  ! 	 '13'D  ~'E  F'EHAB  (H/	 ~:'E  H  (,F  E  F''E	       	 						  							  							 8
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o`	 l	gJTw[e`]SNOo`	 D!H*2!2#*H#2"22#-H2DI	 N o   s e   p u d o   e n v i a r   e l   i n f o r m e   d e   l e c t u r a 	 l e   r a p p o r t   l u   n ' a   p a s   p u    t r e   e n v o y  	 D e r   L e s e b e r i c h t   k o n n t e   n i c h t   g e s e n d e t   w e r d e n 	 5  C40;>AL  >B?@028BL  >BG5B  >  ?@>GB5=88	 I m p o s s i b i l e   i n v i a r e   r a p p o r t o   d i   l e t t u r a 	 H  B/  B1#  'D*B1J1  D'  JECF  '13'D	 N  o   f o i   p o s s  v e l   e n v i a r   o   r e l a t  r i o   d e   l e i t u r a 	 O k u n d u   r a p o r u   g  n d e r i l e m e d i 	 K h  n g   t h  n g   b  o   v i   i   p h n g   b n      t r u y   c p   t i n   n h n 	 M e m b a c a   l a p o r   t i d a k   d a p a t   d i k i r i m ! 	 L a p o r a n   t e l a h   d i b a c a   t i d a k   d a p a t   d i h a n t a r 	 *	"	<	@	  		  0	?	*	K	0	M		  -	G		@	  (	9	@		  	>	  8		@		 L  s e   r a p p o r t e n   k u n n e   i k k e   s e n d e s ! 	 O z n  m e n    o   p Ye 
t e n    n e al o   o d e s l a t ! 	 R a p o r t   o   o d c z y c i e   n i e   m  g B  b y   w y s l a n y ! 	 A z   o l v a s  s i   j e l e n t  s   k  l d  s e   s i k e r t e l e n ! 	 L u k u r a p o r t t i a   e i   v o i   l  h e t t   ! 	 A v l e s n i n g s r a p p o r t e n   k u n n e   i k k e   s e n d e s ! 	 S p r  v a   o   p r e 
 t a n    n e m o h l a   b y e  o d o s l a n  ! 	 L e e s v e r s l a g   k a n   n i e t   v e r z o n d e n   w o r d e n 	 L  s r a p p o r t e n   k u n d e   i n t e   s k i c k a s 	 I z v j e at a j   o   
i t a n j u   n e   m o ~e   s e   p o s l a t i ! 	 R a p o r t u l   d e   c i t i r e   n u   a   p u t u t   f i   e x p e d i a t 	 B r a n o   p o r o 
i l o   n e   m o r e   b i t i   p o s l a n o ! 	             ! 	           "   	 @>G5B5=8OB  @5?>@B  =5  <>65  40  1J45  87?@0B5=! 	 0	?	!	  0	?	*	K	0	M		  *	>	 	5	?	2	>	  	G	2	>	  (	>	9	@		 2'14  .H'F/F  B'(D  '13'D  F3*	 1  1~H1y  (,  F  ,'  3*  	             !         ! 	 				  			  					  										  						  				  			 *
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e n  	 S k r z y n k a 	 B e  r k e z e t t 	 S a a p u n e e t 	 I n n b o k s 	 D o r u 
e n  	 P o s t v a k   i n 	 I n k o r g 	 D o l a z n i   s a n d u 
i 	 M e s a j e   p r i m i t e 	 P r e j e t o 	 	     	 E>40I0  :CB8O	 	(	,	I		M	8		 5F/HB  H1H/	 'F  ('3	     	 							 
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Nnx[v	 "1D!HAH
1	 I n d e t e r m i n a d o 	 I n d  t e r m i n  	 U n b e s t i m m t 	 5>?@545;5==K9	 I n d e t e r m i n a t o 	 :J1  E-//	 I n d e t e r m i n a d a 	 B e l i r s i z 	 K h  n g   x  c   n h 	 D i k e t a h u i . 	 T a k   t e r t e n t u 	 	8	@	.	?	$		 U b e s t e m t 	 N e r o z l i ae n  	 N i e o z n a c z o n y . 	 M e g h a t  r o z a t l a n 	 M   r i t t e l e m  t  n 	 S v e v e n d e . 	 N e u r 
i t  	 O n b e p a a l d 	 D i r e k t 	 N e o d r e e n o 	 N e d e t e r m i n a t 	 N e d o l o 
l j i v o 	 	   	 5>?@545;5=. . 	 .	'	M	/	.	. 	 F'E9DHE	 :1  E9F	 	 															 .
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	 	 O k u n g a n q u n y i w e 	 N g a c a c a n g a 	 S i o   d h a h i r i 	 O n b e p a a l d 	 N e a p i b r ~t a 	 N e n o t e i k t s 	 F i k s e e r i m a t a 	 1vxxw	 	 N e d e t e r m i n a t 	 .
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 M E A _ S T R _ I D _ A D D _ S L I D E _ B E F O R E 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   S l i d e   B e f o r e 	 A d d   s l i d e   b e f o r e 	 ReQebeMR	 mReubNMR	 @4H!*D%LH-+I2	 A  a d i r   d i a p o s i t i v a   a n t e s   d e 	 A j o u t e r   d i a p o   a v a n t 	 D i a   h i n z u f  g e n   v o r 	 >1028BL  A;094  ?5@54	 A g g i u n g i   p r e s e n t a z i o n e   p r i m a 	 '6'A)  5A-)  AJ  'D'E'E	 A d i c i o n a r   d i a p o s i t i v o   a n t e s 	 ' d e n    n c e   s l a y t   e k l e 	 T h  m   t r t   m i   v  o   p h  a   t r c 	 T a m b a h k a n   s l i d e   s e b e l u m n y a 	 T a m b a h   l u n c u r   s e b e l u m 	 	G	  *	9	2	G	  8	M	2	>		!	  	K	\	G			 	 	 	 D i a   h o z z  a d  s a   e l Qt t e : 	 	 	 	 D i a   t o e v o e g e n   v o o r 	 	 	 A d u g a r e   d i a p o z i t i v    n a i n t e a   d i a p o z i t i v u l u i   c u r e n t 	 	 	     	 	 	'	@	  8	M	2	>		!	  	>	2	>		 'A2H/F  '3D'/  B(D  '2	 3D'&  '  '6'A  ,&  ~D	 A d d   S l i d e   B e f o r e 	 		  						  						  			  					 *
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 M E A _ S T R _ I D _ A D D _ S L I D E _ A F T E R 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   S l i d e   A f t e r 	 A d d   s l i d e   a f t e r 	 ReQebe_	 mReubNT	 @4H!*D%L2!+%1	 A  a d i r   d i a p o s i t i v a   d e s p u  s   d e 	 A j o u t e r   d i a p o   a p r  s 	 D i a   h i n z u f  g e n   n a c h 	 >1028BL  A;094  ?>A;5	 A g g i u n g i   p r e s e n t a z i o n e   d o p o 	 '6'A)  5A-)  AJ  'D.DA	 A d i c i o n a r   d i a p o s i t i v o   a p  s 	 ' d e n   s o n r a   s l a y t   e k l e 	 T h  m   t r t   m i   v  o   p h  a   s a u 	 T a m b a h k a n   s l i d e   s e t e l a h n y a 	 T a m b a h   l u n c u r   s e l e p a s 	 	G	  ,	>	&	  8	M	2	>		!	  	K	\	G			 	 	 	 D i a   h o z z  a d  s a   u t  n a : 	 	 	 	 D i a   t o e v o e g e n   n a   	 	 	 A d u g a r e   d i a p o z i t i v   d u p   d i a p o z i t i v u l   c u r e n t 	 	 	     	 	 (		$	0	  8	M	2	>		!	  	>	2	>		 'A2H/F  '3D'/  (9/  '2	 3D'&  '  '6'A  ,&  (9/  E	 A d d   S l i d e   A f t e r 	 		  			  						  			  					 ,
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	 *0G  8M2>!  /K!(M$A	 	 				  				  						  			  				 	 	 	 	 	 	 	 A d i c i o n a r   s l i d e   d e p o i s 
 
 M E A _ S T R _ I D _ I N T E R V A L _ I N F I X 	 U n d e f i n e d 	 P O P U P ,   U N L I M 	   a n d   	   a n d   	   T  	   T  	   A%0  	   y   	   e t 	   u n d 	   8	   e 	 H	   e 	   v e   	 v  	   d a n 	   d a n   	   	0	  	   o g 	   a 	 i 	    s 	 j a 	   o g 	   a 	   e n 	 o c h 	   i 	   _i   	 i n 	 	 	   8	 	#	?		   H	 'H1	 	   			  	 
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	     	 n e 	 n e 	 n a 	   e n   	   i r   	   u n 	   j a   	 	 	   _i   	 
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 M E A _ S T R _ I D _ I N T E R V A L _ P R E F I X 	 U n d e f i n e d 	 P O P U P ,   U N L I M 	 D e s c r i b e   a   v a l i d   i n p u t   v a l u e ,   s h o u l d   b e   c o m b i n e   w i t h   M E A _ S T R _ I D _ I N T E R V A L _ I N F I X 	 I n p u t   v a l u e   b e t w e e n   	 8eQ<P Ne  	 eQ<P NN  	 C*HH2#0+'H2	 V a l o r   d e   e n t r a d a   e n t r e 	 E n t r e z   u n e   v a l e u r   e n t r e 	 W e r t   e i n g e b e n   z w i s c h e n 	 2>4  7=0G5=89  <564C	 I m m e t t i   v a l o r e   t r a 	 '/.D  'DBJE)  'D9//J)  (JF	 I n t r o d u z i r   v a l o r   e n t r e 	 G i r i _  b e e r i 	 H  y   n h p   m t   g i    t r   g i a 	 M a s u k a n   n i l a i   a n t a r a 	 M a s u k k a n   n i l a i   a n t a r a 	 . . .   	G	  .	'	M	/	  .	B	2	M	/	  *	M	0	5	?	7	M		  	0	G			 T a s t   E n   V  r d i   M e l l e m 	 V l o ~t e   p r o s  m   h o d n o t u   m e z i 	 P r o s z   w p r o w a d z i   j a k a [  w a r t o [  p o m i d z y   	 K  r e m ,   a d j o n   m e g   e g y    r t  k e t   a   k  v e t k e z Q  h a t  r o k o n   b e l  l : 	 S y  t    a r v o   v  l i l t  	 V e n n l i g s t   f  r   i n n   e n   v e r d i   m e l l o m 	 V l o ~t e   p r o s  m   h o d n o t u   m e d z i 	 W a a r d e   i n v o e r e n   t u s s e n 	 M a t a   i n   e n   s i f f r a   m e l l a n 	 M o l i m o   d a   u n e s e t e   v r i j e d n o s t   i z m e u 	 I n t r o d u c e ci   o   v a l o a r e    n t r e 	 P r o s i m   V n e s i   V r e d n o s t   m e d 	       	     	 >;O,   J2548  AB>9=>AB  <564C	 	M	/	>	.	'	M	/	G	  	(	*	A		  5	M	9	E	2	M	/	B		 H1H/  EB/'1  (F	 /1E'F  E  BE*  'F  ~y  ,&	       	 									  					  						 
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  




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	          	 I n p u t   v a l u e   b e t w e e n   	 I n p u t   v a l u e   b e t w e e n   	 I n p u t   v a l u e   b e t w e e n   	 S l e u t e l   w a a r d e   i n   t u s s e n   	 I n p u t   v a l u e   b e t w e e n   	 I n p u t   v a l u e   b e t w e e n   	 I n p u t   v a l u e   b e t w e e n   	 I n p u t   v a l u e   b e t w e e n   	 I n p u t   v a l u e   b e t w e e n   	 I n p u t   v a l u e   b e t w e e n   	 	 	 	 					  					  				  					 	 	 	 	 	 	 	 I n s e r i r   v a l o r   e n t r e 
 
 M E A _ S T R _ I D _ I N V A L I D _ A D D R E S S 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   f r o m   a d d r e s s ! 	 I n v a l i d   f r o m   a d d r e s s 	 [NN0W@W!qHe	 eHeSNN0W@W	 5H-"9HD!H9I-	 N o   v  l i d o   d e s d e   d i r e c c i  n 	 I n v a l i d e      p a r t i r   d e   l ' a d r e s s e 	 U n g  l t i g   v o n   A d r e s s e 	 5459AB28B5;L=K9  87- 70  04@5A0	 I n v a l i d o   d a   i n d i r i z z o 	 'D9FH'F  :J1  5'D-	 E n d e r e  o   d e   r e m e t e n t e   i n v  l i d o 	 G e  e r s i z   k a y n a k   a d r e s i 	 a   c h   g i   k h  n g   h p   l 	 k e s a l a h a n   d a r i   a l a m a t ! 	 A l a m a t   d a r i p a d a   t a k   s a h 	 *	$	G	  8	G	  	5	H	'		 U g y l d i g   f r a   a d r e s s e ! 	 N e p l a t n    z   a d r e s y ! 	 N i e p r a w i d Bo w y   o d   a d r e s u ! 	  r v  n y t e l e n   k  l d Q  c  m ! 	 V i r h e e l l i n e n   o s o i t t e e s t a ! 	 U g y l d i g   f r a - a d r e s s e ! 	 N e p l a t n    z   a d r e s y 	 O n g e l d i g   v a n - a d r e s 	 O g i l t i g   a d r e s s ! 	 A d r e s a   n i j e   v a l j a n a ! 	 C  m p u l    A d r e s    e s t e   n e v a l i d 	 N e v e l j a v n o   i z   n a s l o v a ! 	       ! 	       	 B  520;845=  04@5A! 	 	5	H	'	  *	$	M	$	>	  .	'	B	(		 :1E9*(1  '2  F4'F	 ! ~*  3  :1  5--	     ! 	 						  						  							 *
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	   - 	 A k u n a m t h e t h o   k u s u k a   e k h e l i n i 	 I d i l e s i   e n g a s e b e n z i y o 	 B a t i l i   k u t o k a   k w a   a n w a n i 	 O n g e l d i g e   " v a n a f " - a d r e s 	 N e g a l i o j a n t i s    N u o    a d r e s a s 	 N e d e r +g s   n o   a d r e s e s 	 K e h t e t u   a a d r e s s i l t 	 1v~a~e  xraoxrk  pa}e	     	 C  m p u l    A d r e s    e s t e   n e v a l i d 	 (
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 
 M E A _ S T R _ I D _ I N V A L I D _ M E S S A G E 	 U n d e f i n e d 	 P O P U P 	 M e s s a g e   i s   i n v a l i d ! 	 M e s s a g e   i s   i n v a l i d 	 !qHev
o`	 eHevOo`	 I-'2!D!H9I-	 E l   m e n s a j e   n o   e s   v  l i d o 	 L e   m e s s a g e   e s t   i n v a l i d e 	 M i t t e i l u n g   i s t   u n g  l t i g 	 !>>1I5=85  =5459AB28B5;L=>	 M e s s a g g i o   i n v a l i d o 	 'D13'D)  :J1  5'D-	 M e n s a g e m   i n v  l i d a 	 G e  e r s i z   m e s a j 	 T i n   n h n   k h  n g   h #p   l  #	 P e s a n   s a l a h ! 	 M e s e j   t a k   s a h 	 8		&	G	6	  	5	H	'	  9	H		 B e s k e d e n   e r   u g y l d i g ! 	 Z p r  v a   n e n    p l a t n  ! 	 W i a d o m o [  n i e p r a w i d Bo w a ! 	  r v  n y t e l e n    z e n e t ! 	 V i e s t i   o n   v i r h e e l l i n e n ! 	 M e l d i n g   u g y l d i g ! 	 S p r  v a   j e   n e p l a t n  	 B e r i c h t   i s   o n g e l d i g 	 O g i l t i g t   m e d d e l a n d e ! 	 P o r u k a   n i j e   v a l j a n a ! 	 M e s a j u l   e s t e   n e v a l i d 	 S p o r o 
i l o   n e v e l j a v n o ! 	       ! 	     	 !J>1I5=85B>  5  =520;84=>! 	 8		&	G	6	  	5	H	'	  ! 	 ~'E  E9*(1  F3*	 ! ~:'E  :D7  	   ! 	 						  						! 	 8
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	   - 	 U m b i k o   a w u n a m t h e t h o 	 U m y a l e z o   a w u s e b e n z i 	 U j u m b e   n i   b a t i l i 	 B o o d s k a p   i s   o n g e l d i g 	 P r a n e ai m a s   n e g a l i o j a n t i s 	 Z i Fo j u m s   i r   n e d e r +g s 	 S  n u m   o n   v i g a n e 	 @arxdacxiuxvh  av~a~e  g	   	 M e s a j u l   e s t e   n e v a l i d 	 8
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 
 M E A _ S T R _ I D _ I N V A L I D _ M M S _ V E R S I O N 	 U n d e f i n e d 	 P O P U P 	 T h e   c o n f i g u r a t i o n   i s   n o t   v a l i d .   P l e a s e   c h e c k   t h e   M M S C   v e r s i o n   n u m b e r . 	 T h e   M M S C   v e r s i o n   n u m b e r   i s   n o t   v a l i d 	 -[
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N[hgHr,gSx	 +!2"@%#8H  M M S C   D!H9I-	 E l   n  m e r o   d e   v e r s i  n   M M S C   n o   e s   v  l i d o 	 L e   n u m  r o   d e   v e r s i o n   M M S C   n ' e s t   p a s   v a l i d e 	 D i e   M M S C - V e r s i o n s n u m m e r   i s t   u n g  l t i g 	 ><5@  25@A88  M M S C   =5459AB28B5;5=	 I l   n u m e r o   d e l l a   v e r s i o n e   M M S C   n o n      v a l i d o 	 1BE    'DF3.)    M M S C     :J1  5'D-  . 	 O   n  m e r o   d a   v e r s  o   M M S C   n  o      v  l i d o 	 M M S C   S  r  m   n u m a r a s 1  g e  e r s i z 	 P h i  n   b n   M M S C   k h  n g   h p   l 	 N o m o r   V e r s i   M M S C   s a l a h 	 N o m b o r   v e r s i   M M S C   t a k   s a h 	 	.		.		8	8	@	  8		8	M		0	#	  (		,	0	  	5	H	'		 M M S C   v e r s i o n   n u m m e r e t   e r   i k k e   g y l d i g t . 	  s l o   v e r z e   M M S C   n e n    p l a t n  ! 	 N u m e r   w e r s j i   M M S C   j e s t   n i e p r a w i d Bo w y . 	  r v  n y t e l e n   M M S C   v e r z i  s z  m ! 	 M M S C - v e r s i o n u m e r o   e i   o l e   v o i m a s s a 	 M M S C   v e r s j o n n u m m e r   e r   i k k e   g y l d i g . 	  s l o   v e r z i e   M M S C   n i e   j e   p l a t n  . 	 H e t   M M S C - v e r s i e n u m m e r   i s   n i e t   g e l d i g 	 M M S C - v e r s i o n n u m r e t    r   o g i l t i g t 	 M M S C   b r o j   v e r z i j e   n i j e   v a l j a n . 	 N u m r u l   v e r s i u n i i   M M S C   e s t e   n e v a l i d 	 M M S C   `t e v i l k a   V e r z i j e   N i   V e l j a v n a . 	       M M S C     . 	     -   M M S C     	 ><5@JB  =0  M M S C   5@A8OB0  5  520;845=. 	 	.		.		8	8	@	  8		8	M		0	#	  (		,	0	  5	H	'	  (	>	9	@		 4E'1G  F3.G  M M S C   E9*(1  F3*	 'E  'E  '3  3  H12F  FE(1  5--  F  	         . 	 		. 		. 		. 		  					  					  			  			 
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 M E A _ S T R _ I D _ I N V A L I D _ P R O X Y _ H O S T 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   p r o x y   a d d r e s s ! 	 I n v a l i d   p r o x y   a d d r e s s 	 !qHevNt:O
ghV0W@W	 eHevNt
gRhV0W@W	 5H-"9H  p r o x y   D!H9I-	 D i r e c c i  n   p r o x y   n o   v  l i d a 	 A d r e s s e   d e   P r o x y   i n v a l i d e 	 U n g  l t i g e   P r o x y - A d r e s s e 	 5459AB28B5;L=K9  ?@>:A8- 04@5A	 I n d i r i z z o   p r o x y   i n v a l i d o 	 9FH'F  'DE3*./E  'DHCJD  :J1  5'D-	 E n d e r e  o   d o   s e r v i d o r   p r o x y   i n v  l i d o 	 G e  e r s i z   p r o x y   a d r e s i 	 a   c h   i   d i n   n h    p h c   v   k h  n g   h p   l 	 A l a m a t   p r o x y   s a l a h ! 	 A l a m a t   p r o k s i   t a k   s a h 	 *	M	0	I		M	8	?	  *	$	>	  	5	H	'		 U g y l d i g   p r o x y   a d r e s s e ! 	 A d r e s a   p r o x y   n e n    p l a t n  ! 	 N i e p r a w i d Bo w y   a d r e s   p r o x y ! 	  r v  n y t e l e n   p r o x y   c  m ! 	 V i r h e e l l i n e n   p r o x y - o s o i t e 	 U g y l d i g   p r o x y - a d r e s s e ! 	 N e p l a t n    a d r e s a   P r o x y ! 	 O n g e l d i g   p r o x y - a d r e s 	 O g i l t i g   p r o x y a d r e s s ! 	 P r o x y   a d r e s a   n i j e   v a l j a n a ! 	 A d r e s   p r o x y   n e v a l i d 	 N e v e l j a v e n   p r o x y   n a s l o v ! 	     ! 	       	 520;845=  ?@>:A8  04@5A! 	 *	M	0	I		M	8	@	  *	$	M	$	>	  	5	H	'	! 	 F4'F  ~1'3  E9*(1  F3*	 ! :D7  ~1H3  ~*	     ! 	 						  							  							 
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	       	 I k h e l i   l e - p r o x y   e l i n g e n a m t h e t h o 	 I d i l e s i   y o m m e l i   e n g a s e b e n z i y o 	 A n w a n i   b a t i l i   y a   p r o k s i 	 O n g e l d i g e   v o l m a g b e d i e n e r - a d r e s 	 N e g a l i o j a n t i s   /g a l i o t a s i s   a d r e s a s 	 N e d e r +g a   s t a r p n i e k s e r v e r a   a d r e s e 	 V i g a n e   p u h v e r a a d r e s s 	 1v~a~e  zx}k  pa}e	     	 A d r e s   p r o x y   n e v a l i d 	 *
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 M E A _ S T R _ I D _ I N V A L I D _ P R O X Y _ P O R T 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   p r o x y   p o r t ! 	 I n v a l i d   p r o x y   p o r t 	 !qHevNt:O
ghV#cW	 eHevNt
gRhVzS	 -#L  p r o x y   D!H9I-	 P u e r t o   p r o x y   n o   v  l i d o 	 P o r t   d e   P r o x y   i n v a l i d e 	 U n g  l t i g e r   P r o x y - P o r t 	 5459AB28B5;L=K9  ?@>:A8- ?>@B  	 P o r t a   p r o x y   i n v a l i d a 	 EHB9  'DE3*./E  'DHCJD  :J1  5'D-	 P o r t a   d o   s e r v i d o r   p r o x y   i n v  l i d a 	 G e  e r s i z   p r o x y   p o r t u 	 C n g   p r o x y   k h  n g   h p   l 	 P o r t   p r o x y   s a l a h ! 	 P o r t   p r o k s i   t a k   s a h 	 *	M	0	I		M	8	?	  *	K	0	M		  	5	H	'		 U g y l d i g   p r o x y   p o r t 	 P o r t   p r o x y   n e n    p l a t n  ! 	 N i e p r a w i d Bo w y   p o r t   p r o x y ! 	  r v  n y t e l e n   p r o x y   p o r t ! 	 V i r h e e l l i n e n   p r o x y - p o r t t i ! 	 U g y l d i g   p r o x y - k a n a l ! 	 N e p l a t n    p o r t   P r o x y ! 	 O n g e l d i g e   p r o x y p o r t 	 O g i l t i g   p r o x y p o r t ! 	 P r o x y   p r i k l j u 
a k   n i j e   v a l j a n ! 	 P o r t   p r o x y   i n c o r e c t 	 N e v e l j a v n a   p r o x y   v r a t a ! 	   p o r t   ! 	       	 520;845=  ?@>:A8  ?>@B! 	 *	M	0	I		M	8	@	  *	K	0	M		  	5	H	'	  ! 	 ~H1*  ~1'3  E9*(1  F3*	 ! :D7  ~1H3  ~H1y	     ! 	 						  							  						 
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 M E A _ S T R _ I D _ I N V A L I D _ P R O X Y _ S C H E M E 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   p r o x y   s c h e m e ! 	 I n v a l i d   p r o x y   s c h e m e 	 !qHevNt:O
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gRhVMn	 A  p r o x y   D!H9I-	 E s q u e m a   p r o x y   n o   v  l i d o 	 S c h  m a   d e   P r o x y   i n v a l i d e 	 U n g  l t i g e s   P r o x y - S c h e m a 	 5459AB28B5;L=0O  ?@>:A8- AE5<0	 S c h e m a   p r o x y   i n v a l i d a 	 'D.7)  'DE3*./E  'DHCJD  :J1  5'D-	 E s q u e m a   d o   s e r v i d o r   p r o x y   i n v  l i d o 	 G e  e r s i z   p r o x y   p l a n 1	 P h i   h p   p r o x y   k h  n g   h p   l 	 s k e m a   p r o x y   s a l a h ! 	 S k i m   p r o k s i   t a k   s a h 	 *	M	0	I		M	8	?	  /	K		(	>	  	5	H	'		 U g y l d i g t   p r o x y   s k e m a 	 S c h  m a   p r o x y   n e n    p l a t n  ! 	 N i e p r a w i d Bo w y   s c h e m a t   p r o x y ! 	  r v  n y t e l e n   p r o x y   s  m a ! 	 V i r h e e l l i n e n   p r o x y - k a a v i o ! 	 U g y l d i g   p r o x y - s y s t e m ! 	 N e p l a t n    s c h  m a   P r o x y ! 	 O n g e l d i g   p r o x y s c h e m a 	 O g i l t i g t   p r o x y s c h e m a ! 	 P r o x y   s h e m a   n i j e   v a l j a n a ! 	 S c h e m   p r o x y   i n c o r e c t 	 N e v e l j a v n a   p r o x y   s h e m a ! 	     ! 	       	 520;845=  ?@>:A8  AE5<0! 	 *	M	0	I		M	8	@	  8	M		@	.	  	5	H	'	  ! 	 71-  ~1'3  E9*(1  F3*	 ! :D7  ~1H3  '3E	     ! 	 						  							  									 
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 
 M E A _ S T R _ I D _ I N V A L I D _ W A P _ G A T E W A Y 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   W A P   g a t e w a y ! 	 I n v a l i d   W A P   g a t e w a y 	 !qHevW A P Nt:O
ghV	 eHevW A P Nt
gRhV	 @@'"L  W A P   D!H9I-	 P u e r t a   d e   e n l a c e   W A P   n o   v  l i d a 	 P a s s e r e l l e   W A P   i n v a l i d e 	 U n g  l t i g e r   W A P - G a t e w a y 	 5459AB28B5;L=K9  H;N7  W A P 	 G a t e w a y   W A P   i n v a l i d o 	 E3*./E  'DHJ(  :J1  5'D-	 G a t e w a y   W A P   i n v  l i d o 	 G e  e r s i z   W A P   g e  i d i 	 C n g   W A P   k h  n g   h p   l 	 g e r b a n g   W A P   s a l a h ! 	 L a l u a n   g e t   W A P   t a k   s a h 	 	5	H	'	  5	H	*	  	G		5	G		 U g y l d i g   W A P   g a t e w a y ! 	 B r  n a   W A P   n e n    p l a t n  ! 	 N i e p r a w i d Bo w y   a d r e s   b r a m k i   W A P ! 	  r v  n y t e l e n   W A P    t j  r  ! 	 V i r h e e l l i n e n   W A P - y h d y s k  y t  v  	 U g y l d i g   W A P - g a t e w a y ! 	 N e p l a t n    b r  n a   W A P ! 	 O n g e l d i g e   W A P - g a t e w a y 	 O g i l t i g   W A P - g a t e w a y 	 W A P   p r i s t u p n i k   n i j e   v a l j a n ! 	 P o a r t   d e   a c c e s   W A P   n e v a l i d 	 N e v e l j a v e n   W A P   i z h o d ! 	     W A P   g a t e w a y ! 	   W A P     	 520;845=  W A P   ?>@B0;! 	 !	,	M	2	M	/	B		*	@	  	G		5	G	  	5	H	'	  ! 	 /1H'2G  W A P   E9*(1  F3*	 ! :D7  (DH  '  ~  y  H	       ! 	 						  				  							 
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kPX[SdkjHh	 l	gCgPX[SdkeN	 D!H!5*44L2#@I26	 A c c e s o   n o   a u t o r i z a d o 	 A c c  s   n o n   a u t o r i s  	 U n b e f u g t e r   Z u g r i f f 	 5A0=:F8>=8@>20==K9  4>ABC?	 A c c e s s o   n o n   a u t o r i z z a t o 	 -A8  'DEDA  :J1  419J	 A c e s s o   n  o   a u t o r i z a d o 	 Y e t k i s i z   e r i _i m   	 K h  n g   c    q u y n   t r u y   c p   t p   n  y 	 A k s e s   t i d a k   s a h 	 A k s e s   t a k   d i b e n a r k a n 	 	(	>	'	?		C	$	  		M	8	G	8		 	 	 	 T i l o s   b e l  p  s 	 	 	 	 T o e g a n g   n i e t   g e o o r l o o f d 	 	 	 A c c e s u l   n u   e s t e   p e r m i s 	 	 	     	 	 (	?	7	?	&	M	'	  *	M	0	5	G	6		 /3*13  :1E,'2	 :1  E3*F/  '33	       	   						  				  								 U n a u t h o r i z e d   a c c e s s 	 ('?>0  />M8F8M	 502B>@87>20=89  4>ABC?	 






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	   	 U k u n g e n a   o k u n g a g u n y a z i w e 	 U f i k e l e l o   o l u n g a g u n y a z i s w a n g a 	 U f i k i a j i   u s i o i d h i n i s h w a 	 O n g e m a g t i g d e   t o e g a n g 	 N e /g a l i o t a   k r e i p t i s 	 N e a t <a u t a   p i e k <u v e 	 V o l i t a m a t u   j u u r d e p   s 	 Iixula~an  tx	     	 A c c e s u l   n u   e s t e   p e r m i s 	 
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ID!HDI
1H'#2'	 E l   s e r v i d o r   n o   e s t    d i s p o n i b l e   t e m p o r a l m e n t e 	 S e r v e u r   t e m p o r a i r e m e n t   n o n   d i s p o n i b l e 	 D e r   S e r v e r   i s t   v o r  b e r g e h e n d   n i c h t   v e r f  g b a r 	 !5@25@  2@5<5==>  =54>ABC?5=	 I l   s e r v e r   n o n      m o m e n t a n e a m e n t e   d i s p o n i b i l e 	 'DE3*./E  E4:HD	 O   s e r v i d o r   e s t    t e m p o r a r i a m e n t e   i n d i s p o n  v e l 	 S u n u c u   g e  i c i   o l a r a k   k u l l a n 1m   d 1_1	 M  y   p h c   v   a n g   b n 	 S e r v e r   t i d a k   t e r s e d i a   u n t u k   s e m e n t a r a   w a k t u 	 P e l a y a n   t a k   t e r s e d i a   s e m e n t a r a   	 8	0	M	5	0	  	A		  &	G	0	  	G	  2	?		  		*	2	,	M	'	  (	9	@		  9	H		 	 	 	 A   k i s z o l g  l     t m e n e t i l e g   n e m    r h e t Q  e l 	 	 T h e   s e r v e r   i s   t e m p o r a r i l y   u n a v a i l a b l e . 	 T h e   s e r v e r   i s   t e m p o r a r i l y   u n a v a i l a b l e . 	 D e   s e r v e r   i s   t i j d e l i j k   n i e t   b e s c h i k b a a r 	 T h e   s e r v e r   i s   t e m p o r a r i l y   u n a v a i l a b l e . 	 T h e   s e r v e r   i s   t e m p o r a r i l y   u n a v a i l a b l e . 	 S e r v e r u l   e s t e   m o m e n t a n   i n d i s p o n i b i l 	 T h e   s e r v e r   i s   t e m p o r a r i l y   u n a v a i l a b l e . 	 T h e   s e r v e r   i s   t e m p o r a r i l y   u n a v a i l a b l e . 	       	 T h e   s e r v e r   i s   t e m p o r a r i l y   u n a v a i l a b l e . 	 8	0	M	5	M	9	0	  $	>	$	M	*	A	0	2	G	  		*	2	,	M	'	  (	>	9	@		 31H1  EHB*'K  /1  /3*13  F3*	 31H1  HB*  7H1  ~1  E'  F	       . 	 				  					  				  							  													  			 8
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	 80M-0  8>._?->,G  (A*2,M'	 	 									  										  									 	 	 	 	 	 	 	 O   s e r v i d o r   e s t    t e m p o r a r i a m e n t e   i n d i s p o n  v e l 
 
 M E A _ S T R _ I D _ K B 	 U n d e f i n e d 	 I C O N T E X T 	 k B 	 K B 	 k B 	 k B 	 k B 	 K B 	 K o 	 K B 	 1  	 K B 	 C  (	 K B 	 k B 	 k B 	 k B 	 K B 	 K B 	 k B 	 k B 	 k B 	 k B 	 k t 	 k B 	 k B 	 k B 	 k B 	 k B 	 k B 	 k B 	 k B 	 " 	 :	 k B 	 DH('*	 k B 	 k B 	 					 k B 	 k B 	 :	 K B 	 	 I - K B 	 I - K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 ?2	 	 K B 	 K B 	 K B 	 	 K B 	 	 	 	 	 	 	 	 K B 
 
 M E A _ S T R _ I D _ L O G I N 	 U n d e f i n e d 	 I C O N T E X T 	 L o g i n 	 L o g i n 	 {veQ	 {vU_	 %G--4	 I n i c i o   d e   s e s i  n 	 E n t r e r 	 E i n l o g g e n 	 E>4	 L o g i n 	 'D'*5'D	 I n i c i a r   s e s s  o 	 O t u r u m   a  	 n g   n h p 	 M a s u k 	 L o g   m a s u k 	 2	I			(		 L o g i n 	 P Yi h l a ao v a c    j m  n o 	 L o g i n 	 B e j e l e n t k e z  s 	 S i s   n k i r j a u t u m i n e n 	 L o g g   p  	 P r i h l  s e n i e 	 A a n m e l d e n 	 L o g g a   i n 	 P r i j a v a 	 C o n e c t a r e 	 P r i j a v a 	 L o g i n 	 	 >320=5	 2	I			(		 H1H/	 D'  'F	 	 					 2
>


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	 2>?(M	 >3V=	 




	    	 I - l o g i n 	 N g e n a 	 I n g i a 	 T e k e n   a a n 	 .s i r e g i s t r a v i m a s 	 P i e t e i k aa n s 	 S i s s e l o g i m i n e 	 Dx	   	 C o n e c t a r e 	 2
K
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	 2?M	 	 					 	 	 	 	 	 	 	 L o g i n 
 
 M E A _ S T R _ I D _ M A X _ R E T R _ S I Z E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 M a x   r e t r i e v a l   s i z e 	 M a x   s i z e   ( K B ) 	  g'Yc6e[ϑ  ( K B ) 	  g'Yc6e[ϑ  ( K B ) 	 2*9*8( K B ) 	 T a m a  o   m  x .   ( K B ) 	 T a i l l e   m a x   ( K o ) 	 M a x .   G r   e   ( K B ) 	 0:A.   @07<5@  ( 1)   	 G r a n d e z z   m a x   ( K B ) 	 -,E  'DB5HJ	 T a m a n h o   m  x i m o   ( K B ) 	 E n   B  y  k   B o y u t ( K B ) 	 D u n g   l #n g   t  i   a   ( K B ) 	 U k u r a n   M a k s   ( K B ) 	 S a i z   m a k s i m u m   ( K B ) 	 	'	?		$	.	  		>	0	  ( K B ) 	 M a x   s t r .   ( K B ) 	 M a x .   v e l i k o s t   ( K B ) 	 M a x   R o z m i a r   ( K B ) 	 M a x i m  l i s   m  r e t   ( k B ) 	 M a k s i m i k o k o   ( k t ) 	 M a k s s t  r r e l s e   ( K B ) 	 M a x   V e >k o s e  ( K B ) 	 M a x i m a l e   g r o o t t e   ( k B ) 	 M a x   s t o r l e k   ( k B ) 	 N a j v e a   v e l i 
i n a   ( k B ) 	 D i m e n s i u n e   m a x i m   ( K B ) 	 M a x   V e l i k o s t ( K B ) 	 M a x   S i z e   ( K B ) 	     ( " ) 	 0:A.  07<5@  ( K B ) 	 	'	?		  		>	0	  ( 	G	,	@	) 	 -/'+1  'F/'2G  ( DH('*) 	 ( K B ) 2'/  3  2'/  3'&2	   ( ) 	 								  				  ( 				) 	 
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  ( K B ) 	       (   ) 	 U s a y i z i   w o b u k h u l u   b o k u g c i n a   ( K B ) 	 O b o n a   b u n g a k a n a n i   o b u k h u l u   ( K B ) 	 U p e o   w a   s a i z i   ( K B ) 	 M a k s .   g r o o t t e   ( K B ) 	 M a k s .   d y d i s   ( K B ) 	 M a k s .   i z m r s   ( K B ) 	 M a x   s u u r u s   ( K B ) 	 1|a~elacxuv  ya}  ( ?2) 	     ( ) 	 D i m e n s i u n e   m a x i m   ( K B ) 	 *
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 
 M E A _ S T R _ I D _ M E N U 	 U n d e f i n e d 	 L S K 	 m e n u 	 M e n u 	 Rh	 ܃US	 @!9	 M e n  	 M e n u 	 M e n  	 5=N  	 M e n u 	 B'&E)	 M e n u 	 M e n  	 B a 	n g   i   u   k h i  	n 	 m e n u 	 M e n u 	 .	G	(	M	/	B		 m e n u 	 m e n u 	 m e n u 	 M e n  	 V a l i k k o 	 m e n y 	 m e n u 	 M e n u 	 M e n y 	 I z b o r n i k 	 M e n i u 	 i z b i r n i k 	 	 	 <5=N	 .	G	(	M	/	B		 EFH	 EFH	 	 					 .
@
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	 .F(B	 <5=N	 



	 	 I m e n y u 	 I m e n y u 	 M e n y u 	 K i e s l y s 	 M e n i u 	 I z v l n e 	 M e n   	 Devux	 	 M e n i u 	 .
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	 .G(A	 	 					 	 	 	 	 	 	 	 M e n u 
 
 M E A _ S T R _ I D _ M E S S A G E _ S E N T 	 U n d e f i n e d 	 P O P U P 	 S e n t   s u c c e s s f u l l y 	 S e n t 	 ]P	 ]S	 *H	 E n v i a d o 	 E n v o y  	 G e s e n d e t 	 B?@02;5=>	 I n v i a t o 	 *E  'D'13'D	 E n v i a d a s 	 G  n d e r i l d i 	 a   g 	i 	 K i r i m 	 D i h a n t a r 	 -	G		>	  	/	>		 S e n d t 	 P o s l  n o 	 W y s Ba n e 	 E l k  l d v e 	 L  h e t e t t y 	 S e n d 	 O d o s l a n  	 V e r z o n d e n 	 S k i c k a t 	 P o s l a n o 	 E x p e d i a t 	 P o al j i 	 	 	 7?@0B5=>	 *	M	0	G	7	?	$		 '13'D  4/	 (,'  '	 	 								 -
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	 **,!?&?	 04VA;0=5	 







	   	 K u t h u n y e l w e 	 I t h u n y e l w e 	 I m e t u m w a 	 G e s t u u r 	 I as i ss t a 	 N o s kt +t i 	 S a a d e t u d 	 Hrao~an  g	 	 E x p e d i a t 	 
/

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
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	 * >/>?	 	 								 	 	 	 	 	 	 	 E n v i a d o 
 
 M E A _ S T R _ I D _ M E S S E N G E R _ A P P 	 U n d e f i n e d 	 T I T L E 	 M e s s e n g e r   a p p l i c a t i o n 	 M e s s e n g e r   a p p l i c a t i o n 	 
o`a(uz_	 Oo`^(uz^	 B#A#!*HI-'2!	 A p l i c a c i  n   d e   M e s s e n g e r 	 A p p l i c a t i o n   M e s s e n g e r 	 M i t t e i l u n g s a n w e n d u n g 	 @>3@0<<0  M e s s e n g e r   	 A p p l i c a z i o n e   d i   m e s s e n g e r 	 7D(  E9DHE'*	 M e s s e n g e r 	 S o h b e t   u y g u l a m a s 1	 n g   d n g   t i n   n h n 	 A p l i k a s i   p e s a n 	 A p l i k a s i   m e s s e n g e r 	 .	H	8	G			0	  	*	M	2	?		G	6	(		 M e s s e n g e r   a p p l i k a t i o n 	 A p l i k a c e   M e s s e n g e r 	 A p l i k a c j a   M e s s e n g e r ' a 	  z e n e t k  l d Q  a l k a l m a z  s 	 V i e s t i s o v e l l u s 	 M e s s e n g e r - p r o g r a m 	 A p l i k  c i a   M e s s e n g e r 	 M e s s e n g e r t o e p a s s i n g 	 M e s s e n g e r - p r o g r a m 	 P r o g r a m   z a   p o r u k e 	 A p l i c a ci e   d e   m e s a g e r i e 	 A p l i k a c i j a   M e s s e n g e r 	   M e s s e n g e r 	   ' 	 5A8=46J@  ?@8;>65=85	 .	G	8	G			0	  	5	G	&	(		 (1F'EG  ~'E  13'F	 E3F,1  '~D4F	   	 									  										 8
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	 .F8F0M  *M2?G7(M	 @>3@0<0  4;O  2V4?@02:8  ?>2V4><;5=L	 





  



  








	   	 U h l e l o   l e s i t h u n y w a 	 I - a p l i k h e s h i n i   y e s i g i d i m i 	 P r o g r a m u - t u m i z i   y a   k u p i g a   s o f a 	 B o o d s k a p p e r t o e p a s s i n g 	 P r a n e aj o   p r o g r a m a 	 M e s s e n g e r   l i e t o j u m p r o g r a m m a 	 S  n u m s i d e   r a k e n d u s 	 De}ev{e  nack	 	 A p l i c a ci e   d e   m e s a g e r i e 	 .
F
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  
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  	 .G8GM0  *M2?G8(	 	 								  							 	 	 	 	 	 	 	 A p l i c a t i v o   d e   m e n s a g e n s   r  p i d a s 
 
 M E A _ S T R _ I D _ M E _ I N V A L I D _ C O N F I G 	 U n d e f i n e d 	 P O P U P 	 T h e   c o n f i g u r a t i o n   i s   n o t   v a l i d .   P l e a s e   c h e c k   F r o m   a d d r e s s   a n d   t h e   M M S C   v e r s i o n   n u m b e r . 	 I n v a l i d   f r o m   a d d r e s s   o r   t h e   M M S C   v e r s i o n 	 -[/0ˊjg[ON0W@WNSM M S C Hr,g}_	 n0hg[ON0W@WNSM M S C Hr,gS	 5H-"9H9I*H+#7-#8H-  M M S C   D!H9I-	 N o   v  l i d o   d e s d e   d i r e c c i  n   o   l a   v e r s i  n   M M S C 	 I n v a l i d e      p a r t i r   d e   l ' a d r e s s e   o u   d e   l a   v e r s i o n   M M S C 	 U n g  l t i g   v o n   A d r e s s e   o d e r   d e r   M M S C - V e r s i o n 	 5459AB28B5;5=  87- 70  04@5A0  8;8  25@A88  M M S C 	 I n v a l i d a   d a   i n d i r i z z o   o   v e r s i o n e   M M S C 	 'D9FH'F  #H  'DF3.)  M M S C     :J1  5'D-	 E n d e r e  o   d e   r e m e t e n t e   i n v  l i d o   o u   v e r s  o   M M S C   i n v  l i d a 	 G e  e r s i z   k a y n a k   a d r e s i   y a   d a   M M S C   v e r s i y o n u 	 a   c h     h o c   p h i  n   b n   M M S C   k h  n g   h p   l 	 a l a m a t   d a r i   s a l a h   a t a u   v e r s i   M M S C 	 A l a m a t   d a r i p a d a   y a n g s a l a h   a t a u   v e r s i   M M S C 	 *	$	G	  /	>	  	.		.		8	8	@	  8		8	M		0	#	  8	G	  	5	H	'	  9	H	d		 U g y l d i g   f r a   a d r e s s e   e l l e r   M M S C   v e r s i o n e n 	 N e p l a t n    z   a d r e s y   n e b o   z   M M S C   v e r z e ! 	 N i e p r a w i d Bo w y   z   p o w o d u   a d r e s u   l u b   w e r s j i   M M S C   . 	  r v  n y t e l e n   k  l d Q  c  m   v a g y   M M S C   v e r z i  	 V i r h e e l l i n e n   o s o i t t e e s t a   t a i   M M S C - v e r s i o 	 U g y l d i g   f r a - a d r e s s e   e l l e r   M M S C - v e r s j o n . 	 N e p l a t n    o d   a d r e s y   a l e b o   v e r z i e   M M S C 	 O n g e l d i g   v a n - a d r e s   v a n   d e   M M S C - v e r s i e 	 O g i l t i g   a n v s  n d a r a d r e s s   e l l e r   M M S C - v e r s i o n 	 A d r e s a   o d   i l i   M M S C   v e r z i j a   n i j e   v a l j a n a . 	 C  m p u l    A d r e s    s a u   v e r s i u n e a   M M S C   s u n t   n e v a l i d e 	 N e v e l j a v n o   O d   n a s l o v a   k   M M S C   v e r z i j i . 	           M M S C 	       M M S C     	 B  520;845=  04@5A  8;8  M M S C   25@A8O. 	 *	$	M	$	>	  	?		5	>	  	.		.		8	8	@	  8		8	M		0	#	  	5	H	'		 :1E9*(1  '2  F4'F  '  F3.G  M M S C 	 ~*  3  :1  5--  '  'E  'E  '3  3  H12F	           . 	 						  		  		. 		. 		. 		    							  				  							 *
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	                 	 A k u n a m t h e t h o   k u s u k a   e k h e l i n i   n o m a   k w i s i h u m u s h o   s e - M M S C 	 E n g a s e b e n z i y o   e v e l a   k w i d i l e s i   o k a n y e   k w i n g u q u l e l o   y e M M S C 	 B a t i l i   k u t o k a   k w a   a n w a n i   a u   t o l e o   l a   M M S C 	 O n g e l d i g   " v a n a f " - a d r e s   o f   d i e   M M S C - w e e r g a w e 	 N e g a l i o j a n t i s    N u o    a d r e s a s   a r b a   M M S C   v e r s i j a 	 N e d e r +g s   n o   a d r e s e s   v a i   n o   M M S C   v e r s i j a s 	 K e h t e t u   a a d r e s s   v  i   M M S C   v e r s i o o n 	 1v~a~e  xraoxrk  pa}e  oat  M M S C   abeao	           M M S C -     	 C  m p u l    A d r e s    s a u   v e r s i u n e a   M M S C   s u n t   n e v a l i d e 	 (
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 M E A _ S T R _ I D _ M E _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 M e s s a g e   e d i t o r 	 M e s s a g e   e d i t o r 	 
o`}/hV	 Oo`hV	 1'AIDI-'2!	 E d i t o r   d e   m e n s a j e s 	  d i t e u r   d e   m e s s a g e s 	 M i t t e i l u n g s e d i t o r 	  540:B>@  A>>1I5=8O  	 E d i t o r   d i   m e s s a g g i 	 E-11  'D13'&D	 E d i t o r   d e   m e n s a g e n s 	 M e s a j   e d i t  r  	 M  y   b i  n   t  #p   t i n   n h n 	 P e n g o b a r   p e s a n 	 E d i t o r   m e s e j 	 8		&	G	6	  8		*	>	&			 B e s k e d   r e d i g e r i n g 	 E d i t o r   z p r  v 	 E d y t o r   w i a d o m o [c i 	  z e n e t s z e r k e s z t Q	 V i e s t i e d i t o r i 	 M e l d i n g s r e d i g e r i n g 	 E d i t o r   s p r  v 	 B e r i c h t b e w e r k e r 	 M e d d e l a n d e - e d i t o r 	 U r e i v a 
  p o r u k a 	 E d i t o r   m e s a j e 	 U r e j e v a l e c   s p o r o 
i l 	   M M S C 	   	  540:B>@  !J>1I5=8O	 8		&	G	6	  8		*	>	&			 H1'41  ~'E	 ~:'E  'y1	   	 						  						 8
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	   	 U m h l e l i   w o m b i k o 	 U m l u n g i s i   w o m y a l e z o 	 K i h a r i r i   u j u m b e 	 B o o d s k a p r e d i g e e r d e r 	 P r a n e ai m o   r e d a k t o r i u s 	 Z i Fo j u m a   r e d a k t o r s 	 S  n u m i   r e d a k t o r 	 @arxdacxiuxvvek  mtback	   	 E d i t o r   m e s a j e 	 8
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 M E A _ S T R _ I D _ M M S 	 U n d e f i n e d 	 I C O N T E X T ,   T I T L E ,   T W O S T A T E ,   T E X T ,   H I N T 	 M M S   f o r   s c r e e n   t i t l e 	 M M S 	 YZԚ
o`	 i_O	 M M S 	 M M S 	 M M S 	 M M S 	 M M S   	 M M S 	 13'D)  'DH3'&7	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 	.		.		8		 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 M M S 	 	.		.		8		 ~'E  F/13'FG  '	 M M S 	   ( ) 	 M M S 	 
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 M E A _ S T R _ I D _ N E T W O R K _ A C C O U N T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 N e t w o r k   a c c o u n t 	 N e t w o r k   a c c o u n t 	 }3^6b	 Q~^7b	 1
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5@#7-H2"	 C u e n t a   d e   r e d 	 C o m p t e   r  s e a u 	 N e t z w e r k k o n t o 	 #G5B=0O  70?8AL  A5B8	 A c c o u n t   d i   r e t e 	 -3'(  'D4(C)	 C o n t a   d e   r e d e 	 A   h e s a b 1	 T a  i   k h o a 	n   M a #n g 	 r e k e n i n g   j a r i n g a n 	 A k a u n   r a n g k a i a n 	 (	G		5	0	M		  2	G		>		 N e t v  r k s   K o n t o 	 S  eo v     
e t 	 K o n t o   s i e c i o w e 	 H  l  z a t i   f i  k 	 V e r k k o t i l i 	 N e t t v e r k s k o n t o 	 S i e eo v     
e t 	 N e t w e r k a c c o u n t 	 N e t v e r k k o n t o 	 R a 
u n   m r e ~e 	 C o n t   d e   r e ce a 	 O m r e ~n i   r a 
u n 	   	   	 @56>2  0:0C=B	 (	G		5	0	M		  	>	$	>		 '4*1'  4(G	 Fy  H1  ''$Fy	 	 									  								 (
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 M E A _ S T R _ I D _ N E W _ M M S _ M S G 	 U n d e f i n e d 	 P O P U P ,   U N L I M 	 N e w   M M S   M e s s a g e 	 N e w   M M S   m e s s a g e 	 eYZԚ
o`	 ei_O	 I-'2!  M M S   C+!H	 N u e v o   m e n s a j e   M M S 	 N o u v e a u   m e s s a g e   M M S 	 N e u e   M M S - M i t t e i l u n g 	 >2>5  A>>1I5=85  M M S   	 N u o v o   m e s s a g g i o   M M S 	 13'D)  'DH3'&7  'D,/J/)	 N o v a   m e n s a g e m   M M S 	 Y e n i   M M S   m e s a j 1	 T i n   n h n   M M S   m i 	 p e s a n   M M S   b a r u 	 M e s e j   M M S   b a r u 	 (	/	>	  	.		.		8	  8		&	G	6		 N y   M M S   B e s k e d 	 N o v    z p r  v a   M M S 	 N o w a   w i a d o m o [  M M S   	  j   M M S    z e n e t 	 U u s i   M M S - v i e s t i 	 N y   M M S - m e l d i n g 	 N o v    M M S   s p r  v a 	 N i e u w   M M S - b e r i c h t 	 N y t t   M M S - m e d d e l a n d e 	 N o v a   M M S   p o r u k a 	 M e s a j   M M S   n o u 	 N o v o   M M S   S p o r o 
i l o 	     M M S 	   N N S   	 >2>  M M S   !J>1I5=85	 (	5	>	  	.		.		8	  8		&	G	6		 ~'E  M M S   ,//	 F'  'E  'E  '3  ~:'E	     ( ) 	 				  M M S   							 (
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o`	 QOo`	 @5"I-'2!	 E s c r i b i r   m e n s a j e 	  c r i r e   m e s s a g e 	 M i t t e i l u n g   s c h r e i b e n 	 0?8A0BL  A>>1I5=85  	 S c r i v i   m e s s a g g i o 	 C*'()  'D13'D)	 E s c r e v e r   m e n s a g e m 	 M e s a j   y a z 	 S o n   t i n   n h n 	 t u l i s   p e s a n 	 T u l i s   m e s e j 	 8		&	G	6	  2	?		G			 S k r i v   B e s k e d 	 N a p s a t   z p r  v u 	 W p i s z   w i a d o m o [	  z e n e t    r  s a 	 K i r j o i t a   v i e s t i 	 S k r i v   m e l d i n g 	 N a p  s a e  s p r  v u 	 B e r i c h t   s c h r i j v e n 	 S k r i v   m e d d e l a n d e 	 U p i ai   p o r u k u 	 S c r i e ci   u n   m e s a j 	 N a p i ai   S p o r o 
i l o 	   	   	 0?8H8  !J>1I5=85	 8		&	G	6	  2	?	9	>		 FH4*F  ~'E	 ~:'E  D	   	 						  						 8
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o`	 evi_O	 1-'2!!1%4!5@5"C+!H	 N u e v o   m e n s a j e   m u l t i m e d i a 	 N o u v e a u   m e s s a g e   m u l t i m  d i a 	 N e u e   M u l t i m e d i a - M i t t e i l u n g 	 >2>5  A>>1I5=85  <C;LB8<5480	 N u o v o   m e s s a g g i o   m u l t i m e d i a l e 	 13'D)  'DH3'&7  'D,/J/)	 N o v a   m e n s a g e m   m u l t i m  d i a 	 Y e n i    o k l u   o r t a m   m e s a j 1	 T i n   n h n   a   p h n g   t i n   m i 	 p e s a n   m u l t i m e d i a   b a r u 	 M e s e j   m u l t i m e d i a   b a r u 	 (	/	>	  .	2	M		@	.	@	!	?	/	>	  8		&	G	6		 N y   m u l t i m e d i e   b e s k e d 	 N o v    m u l t i m e d i  l n    z p r  v a 	 N o w a   w i a d o m o [  m u l t i m e d i a l n a 	  j   m u l t i m  d i  s    z e n e t 	 U u s i   m u l t i m e d i a v i e s t i 	 N y   m u l t i m e d i a m e l d i n g 	 N o v    m u l t i m e d i  l n a   s p r  v a 	 N i e u w   m u l t i m e d i a b e r i c h t 	 N y t t   m u l t i m e d i a m e d d e l a n d e 	 N o v a   m u l t i m e d i j s k a   p o r u k a 	 M e s a j   m u l t i m e d i a   n o u 	 N o v o   m u l t i m e d i j s k o   s p o r o 
i l o 	     	     	 >2>  <C;B8<5489=>  AJ>1I5=85	 (	5	>	  .	2	M		@	.	?	!	@	/	>	  8		&	G	6		 ~'E  F/13'FG  '  ,//	 F'  EDy  E'  ~:'E	     	 				  												  							 (
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 M E A _ S T R _ I D _ N E X T _ S L I D E 	 U n d e f i n e d 	 I C O N T E X T 	 N e x t   S l i d e 	 N e x t   s l i d e 	 N N	 N Nu	 *D%L1D	 S i g u i e n t e   d i a p o s i t i v a 	 D i a p o s i t i v e   s u i v a n t e 	 N  c h s t e s   D i a 	 !;54CNI89  A;094	 P r e s e n t a z i o n e   s u c c e s s i v a 	 5A-)  *'DJ)	 D i a p o s i t i v o   s e g u i n t e 	 S o n r a k i   S l a y t 	 T r t   t i p 	 l a y a r   b e r i k u t 	 L u n c u r   s e t e r u s n y a 	 		2	@	  8	M	2	>		!		 N  s t e   S l i d e 	 D a l a   s n  m e k 	 N a s t p n y   s l a j d 	 K  v e t k e z Q  d i a 	 S e u r a a v a   d i a 	 N e s t e   b i l d e 	 a l a   s n  m o k 	 V o l g e n d e   d i a 	 N  s t a   b i l d 	 S l j e d e i   s l a j d 	 D i a p o z i t i v u l   u r m t o r 	 N a s l e d n j i   D i a p o z i t i v 	   	   	 !;5420I0  '0AB	 	M	0	.	>	(	G	  8	M	2	>		!		 '3D'/  (9/	 'D  3D'&	     	 							  							 
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	   	 I s i l a y d i   e s i l a n d e l a y o 	 I s l a y d i   e s i l a n d e l a y o 	 S l a i d i   i f u a t a y o 	 V o l g e n d e   s k y f i e 	 K i t a   s k a i d r 	 N k o aa i s   s l a i d s 	 J  r g m i n e   s l a i d 	 @a{xd  }laudh	   	 D i a p o z i t i v u l   u r m t o r 	 

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 M E A _ S T R _ I D _ N O 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 O f f 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	  t e i n t 	 A u s 	 K:;. 	 S p e n t o 	 E:DB	 D e s a c t i v a r 	 k a p a l 1	 H y 	 m a t i 	 M a t i 	 ,		&		 F r a 	 V y p n u t o 	 W y Bc z o n y 	 K i 	 P o i s 	 A v 	 V y p n u t  	 U i t 	 A v 	 I s k l j u 
e n o 	 O p r i t 	 I z k l j u 
e n 	 O f f 	   	 7:;NG5=>	 ,		&		 .'EH4	 'SA	 	 					 ,
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N	 +H'"'2!3D!H-03@42#5I	 N o   h a y   m e m o r i a   s u f i c i e n t e   p a r a   c o m p l e t a r   e s t a   o p e r a c i  n 	 P a s   a s s e z   d e   m  m o i r e   p o u r   e f f e c t u e r   c e t t e   o p  r a t i o n 	 S p e i c h e r   r e i c h t   n i c h t ,   u m   d i e s e n   V o r g a n g   a b z u s c h l i e  e n 	 54>AB0B>G=>  ?0<OB8,   GB>1K  70:>=G8BL  MB>  459AB285	 M e m o r i a   i n s u f f i c i e n t e   p e r   c o m p l e t a r e   l  o p e r a z i o n e 	 'D0'C1)  :J1  C'AJ)	 N  o   e x i s t e   m e m  r i a   s u f i c i e n t e   p a r a   t e r m i n a r   e s t a   o p e r a   o 	 B u   i _l e m i   t a m a m l a m a k   i  i n   b e l l e k   y e t e r s i z 	 K h  n g   g i a n   b   n h   k h  n g       h o  n   t h  n h   t h a o   t  c   n  y 	 m e m o r i   t a k   c u k u p   u n t u k   o p e r a s i   i n i ! 	 M e m o r i   t a k   m e n c u k u p i   u n t u k   m e n y e l e s a i k a n   o p e r a s i   i n i 	 /	9	  8			>	2	(	  *	B	0	>	  	0	(	G	  	G	  2	?		  *	0	M	/	>	*	M	$	  (	9	@		  9	H		 I k k e   n o k   h u k o m m e l s e   t i l   a t   u d f  r e   d e n n e   f u n k t i o n ! 	 P r o   d o k o n 
e n    t  t o   o p e r a c e   n e n    d o s t a t e k   p a m t i ! 	 N i e w y s t a r c z a j c a   i l o [  p a m i c i ,   a b y   d o k o Dc z y   o p e r a c j ! 	 N i n c s   e l e g e n d Q  m e m  r i a   a   m qv e l e t   v  g r e h a j t  s  h o z ! 	 E i   r i i t t  v  s t i   m u i s t i t i l a a   t  m  n   t o i m i n n o n   s u o r i t t a m i s e e n ! 	 U t i l s t r e k k e l i g   m i n n e   t i l      f u l l f  r e   h a n d l i n g e n ! 	 K   d o k o n 
e n i u   o p e r  c i e   n i e   j e   d o s t a t o k   p a m  t i ! 	 N i e t   g e n o e g   g e h e u g e n   o m   d e z e   b e w e r k i n g   t e   v o l t o o i e n 	 M i n n e t   r  c k e r   i n t e   t i l l   f  r   a t t   u t f  r a   o p e r a t i o n e n 	 N e m a   d o v o l j n o   m e m o r i j e   z a   d o v r ae t a k   o v e   o p e r a c i j e ! 	 N u   e x i s t   s u f i c i e n t   m e m o r i e   p e n t r u   e f e c t u a r e a   a c e s t e i   o p e r a ci i 	 N i   d o v o l j   s p o m i n a   z a   k o n 
a n j e   t e g a   p o s t o p k a ! 	                   ! 	             	 O<0  4>AB0BJG=>  ?0<5B  70  702J@H20=5  =0  B078  >?5@0F8O! 	 9	G	  	*	0	G	6	(	  *	B	0	M	#	  	0	#	M	/	>	8	>	 	@	  .	G	.	0	@	  *	B	0	G	6	@	  (	>	9	@		 -'A8G  'A  (1'  *ED  'F  9ED'*  EH,H/  F3*	 '3  'S~14F  H  ~H1'  HF    D  'A  '/  /'4*  F	             , ! 	 		  					  					    				  		  								  					  				 
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 M E A _ S T R _ I D _ N O T _ R E A D 	 U n d e f i n e d 	 U N L I M 	 T h e   m e s s a g e   i s   d e l e t e d   a n d   c a n ' t   b e   r e a d . 	 D e l e t e d ,   n o t   r e a d 	 ]*Rd!qlS	 ] RdelS	 %A%I', D!H*2!2#-H2DI	 E l i m i n a d o ,   n o   l e  d o 	 S u p p r i m  ,   n o n   l u 	 G e l  s c h t ,   n i c h t   g e l e s e n 	 #40;5=>,   =5  ?@>G8B0=>	 E l i m i n a t o ,   n o n   l e t t o 	 DE  JB1#  ,   *E  'DE3-  . 	 E l i m i n a d a ,   n  o   l i d a 	 S i l i n d i ,   o k u n m a d 1	    x  a ,   k h  n g   t r u y   c p   c 	 d i h a p u s ,   t a k   b i s a   d i b a c a . 	 D i p a d a m ,   t i d a k   d i b a c a 	 9		>	/	>	  	/	>	,   *	"	<	>	  (	9	@			 S l e t t e t ,   i k k e   l  s t 	 S m a z  n o ,   n e p Ye 
t e n o . 	 S k a s o w a n e ,   n i e   o d c z y t a n e . 	 T  r  l v e ,   o l v a s a t l a n 	 P o i s t e t t u ,   e i   l u e t t u . 	 S l e t t e t ,   i k k e   l e s t . 	 Z r u ae n  ,   n e p r e 
 t a n  . 	 V e r w i j d e r d ,   n i e t   g e l e z e n 	 R a d e r a t ,   o l  s t 	 U k l o n j e n o ,   n i j e   p r o 
i t a n o . 	 ^t e r s ,   n e c i t i t 	 Z b r i s a n o ,   n i   p r e b r a n o . 	 ,       . 	 ,     	 7B@8B>,   =5  ?@>G5B5=>. 	 *	A	8	B	(	  	>		2	G	,   5	>		>	  (	>	9	@	. 	 -0A  4/  .H'F/G  F4/	 Ey'/''  F  ~'	   ,   	 					  			  				,   				  		  			 .
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n  	 N i e w y s t a r c a j c a   p a m i e   M M S . 	 N i n c s   e l e g e n d Q  m e m  r i a   M M S - h e z 	 E i   r i i t t  v  s t i   M M s - m u i s t i a 	 U t i l s t r e k k e l i g   M M S - m i n n e . 	 N e d o s t a t o k   p a m  t i   p r e   M M S . 	 N i e t   g e n o e g   g e h e u g e n   v o o r   M M S 	 O t i l l r  c k l i g t   M M S - l a g r i n g s u t r y m m e 	 N e m a   d o v o l j n o   m j e s t a   u   M M S   s p r e m n i k u . 	 M e m o r i e   p e n t r u   m e s a j e   M M S   i n s u f i c i e n t 	 N i   d o v o l j   M M S   S p o m i n a . 	         M M S 	         M M S . 	 O<0  >AB0BJG=>  M M S   0<5B. 	 	.		.		8	  8		0		M	7	#	>		@	  *	0	M	/	>	*	M	$	  (	>	9	@		 -'A8G  (1'  M M S   'A  F3*	 'A  S M S '3yH1,  F  	   ( )       	 						- 		  				  								  							  			  	 *
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	           . 	 I s i l o n d i   s e - M M S   a s a n e l e 	 A k u k h o   n d a w o   y o k u g c i n a   e y a n e l e y o   y o k u g c i n a   I m m s 	 H a k u n a   h i f a d h i   y a   k u t o s h a   y a   M M S 	 N i e   g e n o e g   g e h e u e   v i r   M M S   n i e 	 N e p a k a n k a   M M S   a t m i n t i n s 	 N e p i e t e i k a m a   M M S   k r t u v e 	 P o l e   p i i s a v a l t   M M S   m  l u 	 M M S   parxd.   pkwxrxiuxvh  ba~aoav  yg	   M M S   	 M e m o r i e   p e n t r u   m e s a j e   M M S   i n s u f i c i e n t 	 5
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 M E A _ S T R _ I D _ N U M B E R _ O F _ M S G _ W A R N I N G 	 U n d e f i n e d 	 P O P U P 	 N e a r   m a x   n u m b e r   o f   s t o r e d   m e s s a g e s .   P l e a s e   d e l e t e   m e s s a g e s . 	 N e a r   m a x   n u m b e r   o f   s t o r e d   M M S 	 YZԚ
o`\xeP6RsS\0RT	 sS\0Ri_OpeϑP6R	 C%I531-22#16  M M S 	 S e   a c e r c a   a l   n  m e r o   m  x .   D e   M M S   a l m a c e n a d o s 	 N o m b r e   m a x   d e   M M S   a r c h i v  s   b i e n t  t   a t t e i n t 	 M a x .   A n z a h l   g e s p e i c h e r t e r   M M S   f a s t   e r r e i c h t 	 >GB8  <0:A.   :- 2>  A>E@0=5==KE  M M S 	 L i m i t e   m a x .   d i   m e m o r i a   M M S   q u a s i   r a g g i u n t o 	 *B1J('  'DJ  '9/'/  'D13'&D  'DH3'&7  'DB5HJ	 Q u a s e   a   a t i n g i r   o   n  m e r o   m  x i m o   d e   m e n s a g e n s   M M S   q u e   p o d e m   s e r   a r m a z e n a d a s 	 M a k s i m u m   M M S   s a y 1s 1n a   y a k 1n 	 S p   t   n   s   l n g   t i   a   M M S   c h o   p h  p   	 N e a r   M a x   N u m b e r   o f   S t o r e d   M M S . 	 M e n g h a m p i r i   b i l a n g a n   m a k s i m u m   M M S   y a n g   d i s i m p a n 	 	.		.		8	  8	M		K	0	  	0	(	G	  	@	  	'	?		$	.	  8			M	/	>	  	G	  8	.	@	*		 N  r   M a x .   A n t a l   G e m t e   M M S 	 B l  z k o   m a x .   p o 
t u   u l o ~e n  c h   M M S 	 P a m i   z a c h o w a n y c h   M M S   o s i g n Ba   p r a w i e   m a k s y m a l n a   l i c z b 	 A   t  r o l t   M M S - e k   s z  m a   m e g k  z e l  t i   a   m a x i m  l i s t 	 l  h e l l    m u i s t i i n   t a l l e n n e t t u j e n   M M S : i e n   m a k s i m i l u k u m   r   	 M M S - m i n n e   n e s t e n   f u l l t . 	 P o 
e t   u l o ~e n  c h   M M S   s p r  v   t a k m e r   d o s a h u j e   m a x i m a . 	 M a x i m a a l   a a n t a l   o p g e s l a g e n   M M S ' e n   b i j n a   b e r e i k t 	 N  s t a n   h e l a   M M S - u t r y m m e t   a n v  n d s 	 B l i z u   m a k s i m a l n o g a   b r o j a   p o h r a n j e n i h   M M S . 	 A p r o a p e   d e   n u m r u l   m a x i m   d e   m e s a j e   M M S   m e m o r a t e 	 B l i z u   M a k s i m a l n e g a   `t e v i l a   S h r a n j e n i h   M M S . 	           M M S 	         M M S   	 :>;>  0:A. @>9  =0  !JE@0=5=8  M M S . 	 8	>	 	2	G	2	G	  	.		.		8	  	'	?		$	.	  	M	0	.	>		  	5	3	. 	 F2/  -/'+1  *9/'/  M M S   0.1G  4/G	 '3yH1  'E  'E  '3  '*B1('K  2'/  3  2'/  FE(1	             ( ) . 	 M M S   					  				  								  							      					  									 
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i u s 	 T u v u   m a k s i m l a j a m   s a g l a b t o   M M S   s k a i t a m 	 L  h e n e d   s a l v e s t a t u d   M M S - i d e   m a x   a r v u n i 	 Japzav~an  prd.   avaoh  tx  g  a|a~elacxuv  avaokv	   M M S -       	 A p r o a p e   d e   n u m r u l   m a x i m   d e   m e s a j e   M M S   m e m o r a t e 	 8
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e n o 	 O p r i t 	 I z k l j u 
i 	 O f f 	   	 7:;NG5=>	 ,		&		 .'EH4	 'SA	 	 					 ,
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i 	 O n 	 	 :;NG5=>	 	>	2	B		 1H4F	 'SF	 	 					 
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i 	 C s u c  i e _i r i 	 I z h o d n o 	 	     	 7E>4OI0  ?>I0	 				,	I		M	8		 5F/HB  .1H,	 'S$y  ('3	     	 								 
	

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i a m a 	 I z s kt n e 	 V  l j u n d k a u s t 	 5laukv  prd.   aor	     	 C s u c  i e _i r i 	 

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 M E A _ S T R _ I D _ P A N I C 	 U n d e f i n e d 	 P O P U P 	 I n t e r n a l   e r r o r .   T h e   a p p l i c a t i o n   i s   g o i n g   t o   c l o s e . 	 I n t e r n a l   e r r o r .   T h e   a p p l i c a t i o n   i s   g o i n g   t o   c l o s e 	 gQ|vu/0P}_gz_-N	 QSu0~_gz^-N	 !5'2!4%2 2"C  3%14B#A#!C
I2	 E r r o r   i n t e r n o .   L a   a p l i c a c i  n   s e   c e r r a r  	 E r r e u r   i n t e r n e .   L ' a p p l i c a t i o n   v a   s e   t e r m i n e r 	 I n t e r n e r   F e h l e r .   D i e   A n w e n d u n g   s c h l i e  t   s i c h 	 =CB@5==OO  >H81:0.   @8;>65=85  1C45B  70:@KB>  	 E r r o r e   i n t e r n o   L  a p p l i c a z i o n e   s t a   p e r   e s s e r e   c h i u s a 	 .7#  /'.DJ, 'D7D(  3HA  J:DB	 E r r o   i n t e r n o .   A   a p l i c a   o   v a i   s e r   e n c e r r a d a 	 D a h i l i   h a t a .   U y g u l a m a   k a p a n a c a k t 1r . 	 L i   b  n   t r o n g , n g   d n g   s   k t   t h  c 	 K e s a l a h a n   i n t e r n a l .   A p l i k a s i   s e g e r a   d i t u t u p 	 R a l a t   d a l a m a n .   A p l i k a s i   a k a n   t u t u p 	 		$	0	?		  	0	>	,	@	d	  	*	M	2	?		G	6	(	  ,		&	  9	K	  0	9	>	9	H		 I n t e r n   f e j l .   A p p l i k a t i o n e n   l u k k e s . 	 V n i t Yn    c h y b a .   A p l i k a c e   s e   z a v Ye . 	 B Bd   w e w n t r z n y .   A p l i k a c j a   z a r a z   z o s t a n i e   z a m k n i t a . 	 B e l s Q  h i b a .   A z   a l k a l m a z  s   l e  l l . 	 S i s  i n e n   v i r h e .   S o v e l l u s   s u l k e u t u u . 	 I n t e r n   f e i l .   P r o g r a m m e t   v i l   a v s l u t t e s . 	 V n  t o r n    c h y b a .   A p l i k  c i a   s a   z a t v o r  .   	 I n t e r n e   f o u t /   D e   t o e p a s s i n g   w o r d t   a f g e s l o t e n . 	 I n t e r n f e l .   P r o g r a m m e t   s t  n g s   a v . 	 U n u t r a an j a   g r e ak a .   P r o g r a m   e   s e   z a t v o r i t i 	 E r o a r e   i n t e r n .   A p l i c a ci a   v a   f i    n c h i s . 	 N o t r a n j a   n a p a k a .   A p l i k a c i j a   s e   b o   z a p r l a . 	   .           	   .     	 JB@5H=0  3@5H:0.   @8;>65=85B>  I5  A5  70B2>@8	 		$	0	M		$	  $	M	0	A		@	.   	*	M	2	?		G	6	(		M	/	>	  	!	G	  ,		&	  	>	$	  	9	G		 .7'  /'.D.   (1F'EG  E  .H'G/  (3*G  4H/	 'F/1HF  .1'(  '~D4F  (F/  HF  ,'  1  	 .   ,   . 	 											  							  		  											  				  			  						 
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 
 M E A _ S T R _ I D _ P R E V I O U S _ S L I D E 	 U n d e f i n e d 	 I C O N T E X T 	 P r e v i o u s   S l i d e 	 P r e v i o u s   s l i d e 	 MR N	 MR Nu	 *D%LH-+I2	 D i a p o s i t i v a   a n t e r i o r 	 D i a p o s i t i v e   p r  c  d e n t e 	 V o r h e r i g e s   D i a 	 @54K4CI89  A;094  	 P r e s e n t a z i o n e   p r e c e d e n t e 	 5A-)  'D3'(B	 D i a p o s i t i v o   a n t e r i o r 	  n c e k i   s l a y t 	 T r t   t r c 	 L a y a r   s e b e l u m n y a 	 S l a i d   s e b e l u m n y a 	 *	?		2	@	  8	M	2	>		!		 F o r r i g e   S l i d e 	 P Ye d c h o z    s n  m e k 	 P o p r z e d n i   s l a j d 	 E l Qz Q  d i a 	 E d e l l i n e n   d i a k u v a 	 F o r r i g e   b i l d e 	 P r e d c h  d z a j  c i   s n  m o k 	 V o r i g e   d i a 	 F  r e g  e n d e   b i l d 	 P r e t h o d n i   s l a j d 	 D i a p o z i t i v u l   p r e c e d e n t 	 P r e j an j i   D i a p o z i t i v 	   	   	 @548H=0  '0AB	 *	B	0	M	5	  8	M	2	>		!		 '3D'/  B(D	 3'(B  3D'&	     	 				  									 *
9
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
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	 $  8M2H!M	 >?5@54=V9  A;094	 







  





	   	 I s i l a y d i   e s i d l u l e 	 I s l a y d i   s a n g a p h a m b i l i 	 S l a i d i   i l i o p i t a 	 V o r i g e   s k y f i e 	 A n k s t e s n   s k a i d r 	 I e p r i e k aj a i s   s l a i d s 	 E e l m i n e   s l a i d 	 Famxd  }laudh	   	 D i a p o z i t i v u l   a n t e r i o r 	 
4
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	 *B0M,,0M$M$@  8M2>!	 	 										  							 	 	 	 	 	 	 	 S l i d e   a n t e r i o r 
 
 M E A _ S T R _ I D _ P R O P E R T I E S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 P r o p e r t i e s 	 P r o p e r t i e s 	 
o`s`	 Oo``	 8*!14	 P r o p i e d a d e s 	 P r o p r i  t  s 	 E i g e n s c h a f t e n 	 !2>9AB20  	 P r o p r i e t  	 'D-'D)	 P r o p r i e d a d e s 	  z e l l i k l e r 	 C h i   t i t   t i n   n h n 	 K e t e r a n g a n 	 S i f a t 	 8	.	M	*	$	M	$	?	/	>			 E g e n s k a b e r 	 M o ~n o s t i 	 W Ba [c i w o [c i 	 T u l a j d o n s  g o k 	 O m i n a i s u u d e t 	 E g e n s k a p e r 	 M o ~n o s t i 	 E i g e n s c h a p p e n 	 E g e n s k a p e r 	 S v o j s t v a 	 P r o p r i e t ci 	 P o s e s t i 	 	 	 %0@0:B5@8AB8:8	 *	M	0	K	*	0	M		@		 H  G'	 ~1H~1y2	 	 													 
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	 	 A m a - p r o p e r t i e s 	 I i p r o p a t i 	 S i f a 	 E i e n s k a p p e 	 Y p a t y b s 	 *p a a+b a s 	 A t r i b u u d i d 	 @aoxiuxvve	 	 P r o p r i e t ci 	 *
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 
 M E A _ S T R _ I D _ R E A D 	 U n d e f i n e d 	 U N L I M 	 R e a d . 	 R e a d 	 S	 S	 -H2	 L e e r 	 L i r e 	 L e s e n 	 '8B0BL	 L e g g i 	 B1'!)	 L e r 	 O k u 	 X e m 	 b a c a 	 B a c a 	 *	"	<	G			 L  s . 	  s t . 	 C z y t a j . 	 O l v a s 	 L u e 	 L e s . 	  t a e. 	 L e z e n 	 L  s t . 	 i t a n j e 	 C i t i t 	 B e r i 	 . 	 	 '5B8. 	 5	>		>	. 	 .H'F/F	 ~	 	 					 *
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	 	 F u n d a 	 F u n d a 	 I m e s o m w a 	 L e e s 	 S k a i t y t i 	 L a s +t 	 L o e 	 8vie~an	 	 C i t i r e 	 5
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	 * (	 	 				 	 	 	 	 	 	 	 L e r 
 
 M E A _ S T R _ I D _ R E A D I N G _ M S G 	 U n d e f i n e d 	 C 4 0 2 _ 1 	 R e a d i n g   m e s s a g e 	 R e a d i n g 	 S
o`	 ck(WSOo`	 3%1-H2	 L e y e n d o 	 L e c t u r e   e n   c o u r s 	 W i r d   g e l e s e n 	 'B5=85  	 L e t t u r a   i n   c o r s o 	 ,'1M  'DB1'!)	 A   l e r 	 O k u n u y o r 	 a n g   x e m 	 M e m b a c a 	 M e m b a c a 	 *	"	<	(	>	  	>	0	@		 L  s e r 	 t u 	 C z y t a n i e 	 O l v a s  s 	 L u e t a a n 	 L e s e r 	  t a n i e 	 B e z i g   m e t   l e z e n 	 L  s e r 	 i t a n j e . . 	 C i t i r e    n   c u r s 	 B r a n j e 	     	 	 '5B5=5	 5	>		(	  	0	$	  	9	K	$		 /1  -'D  .H'F/F	 ~F'	 	 					 *
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	   	 K u y a f u n d w a 	 U k u f u n d a 	 I n a s o m a 	 L e e s   t a n s 	 S k a i t o m a 	 L a s a 	 L u g e m i n e 	 8viext	 	 C i t i r e    n   c u r s 	 5
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	 *"A?	 	 			  				 	 	 	 	 	 	 	 L e i t u r a 
 
 M E A _ S T R _ I D _ R E A D _ R E P O R T 	 U n d e f i n e d 	 I C O N T E X T ,   U N L I M 	 R e a d   r e p o r t   h a s   b e e n   r e a d 	 R e a d   r e p o r t 	 V1X
o`]S	 VbOo`]S	 #2"22#-H2	 L e e r   i n f o r m e 	 L i r e   l e   r a p p o r t 	 L e s e b e r i c h t 	 '8B0BL  >BG5B	 L e g g i   r a p p o r t o 	 B1'!)  'D*B1J1	 R e l a t  r i o   d e   l e i t u r a 	 R a p o r u   o k u 	 B  o   t i n   n h n      b   t r u y   c p 	 l a p o r a n   p e m b a c a a n 	 L a p o r a n   t e l a h   d i b a c a 	 0	?	*	K	0	M		  *	"	<	G			 L  s   r a p p o r t 	 O z n  m e n    o   p Ye 
t e n  	 C z y t a j   r a p o r t 	 J e l e n t  s   o l v a s  s a 	 L u e   r a p o r t t i 	 A v l e s n i n g s r a p p o r t 	 S p r  v a   o   p r e 
 t a n  	 L e e s v e r s l a g 	 L  s r a p p o r t 	 I z v j e at a j a   o   
i t a n j u 	 R a p o r t   d e   c i t i r e 	 B e r i   p o r o 
i l o 	   	   " 	 @>G5B8  @5?>@B	 0	?	*	K	0	M		  5	>		>		 2'14  .H'F/F	 ~F    1~H1y	   	 							  					 0
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  




	     	 I r i p h o t h i   e f u n d i w e 	 F u n d a   i n g x e l o 	 S o m a   r i p o t i 	 L e e s v e r s l a g 	 S k a i t y t i   a t a s k a i t 	 L a s +aa n a s   a t s k a i t e 	 L o e   r a p o r t i t 	 8vieelx  feoxu	   	 R a p o r t   d e   c i t i r e 	 1
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 
 M E A _ S T R _ I D _ R E A D _ R E P O R T _ S E N D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A   r e a d   r e p o r t   h a s   b e e n   r e q u e s t e d   f o r   t h i s   m e s s a g e .   A s k   u s e r   i f   h e   w a n t s   t o   s e n d   a   r e a d   r e p o r t ? 	 S e n d   a   r e a d   r e p o r t ? 	 PS1XJT	 SSbJT	 *H#2"22#-H2	  E n v i a r   i n f o r m e   d e   l e c t u r a ? 	 E n v o y    u n   r a p p o r t   l u   ? 	 L e s e b e r i c h t   s e n d e n ? 	 B?@028BL  >BG5B  >  ?@>GB5=88	 I n v i a r e   r e p o r t   d i   l e t t u r a ? 	 %13'D  B1'!)  'D*B'1J1	 E n v i a r   r e l a t  r i o   d e   l e i t u r a ? 	 O k u n d u   r a p o r u   g  n d e r ? 	 T i n   n h n   n  y   y  u   c u   t r   l i      b   t r u y   c p , b n   m u n   t r   l i   k h  n g ? 	 k i r i m   l a p o r a n   p e m b a c a a n 	 H a n t a r   l a p o r a n   t e l a h   d i b a c a ? 	 *	"	<	@	  		  0	?	*	K	0	M		  -	G		G		? 	 S e n d   e n   l  s e   r a p p o r t 	 O d e s l a t   o z n  m e n    o   p Ye 
t e n  	 W y [l i j   r a p o r t   o d c z y t u 	 O l v a s  s i   j e l e n t  s   k  l d  s e 	 L  h e t    l u k u r a p o r t t i 	 S e n d   e n   a v l e s n i n g s r a p p o r t 	 O d o s l a e  s p r  v u   o   p r e 
 t a n  	 E e n   l e e s v e r s l a g   v e r s t u r e n ? 	 S k i c k a   l  s r a p p o r t 	 P o aa l j i   i z v j e at a j   o   
i t a n j u 	 E x p e d i a ci   r a p o r t u l   d e   c i t i r e ? 	 P o al j i   k o t   p r e b r a n o   p o r o 
i l o 	     	   "   ? 	 7?@0B8  ?@>G5B5=  @5?>@B	 0	?	*	K	0	M		  5	>		>	  *	>	 	5	>		 '13'D  2'14  .H'F/F	 '  ~F    1~H1y  (,	     	 				  			  							  					? 	 *
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 M E A _ S T R _ I D _ R E M O V E _ I N V A L I D _ O B J E C T _ T O _ A T T A C H 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 I n v a l i d   O b j e c t   R e m o v e d   t o   a t t a c h m e n t 	 I n v a l i d   o b j e c t   r e m o v e d   t o   a t t a c h m e n t 	 yd!qHeirN0RDN	 ydeHe[a0RDN	 2#"I2"'18D"1D%LAD!H9I-	 O b j e t o   n o   v  l i d o   e l i m i n a d o   d e l   a d j u n t o 	 O b j e t   i n v a l i d e   r e t i r    d e s   p i  c e s   j o i n t e s 	 U n g  l t i g e s   O b j e k t   z u m   A n h a n g   e n t f e r n t 	 54>?CAB8<K9  >1J5:B  2;>65=8O  C40;5=	 O g g e t t o   i n v a l i d o   r i m o s s o   d a l l  a l l e g a t o 	 'F*B'D  C'&F  :J1  5-J-  'DJ  'DE3H/'*	 O b j e c t o   i n v  l i d o   r e m o v i d o   p a r a   a n e x o 	 G e  e r s i z   n e s n e   e k e   k a l d 1r 1l d 1  	 R i   i   t n g   k h  n g   h p   l   v  o   t p 	 O b j e k   t i d a k   v a l i d   t e r h a p u s   d a r i   l a m p i r a n 	 O b j e k   t a k   s a h   d i k e l u a r k a n   p a d a   l a m p i r a n 	 	5	H	'	  	,	M		G		M		  		H		.	G			  .	G	  -	G		>	  	/	>		 	 	 	 A z    r v  n y t e l e n   o b j e k t u m   e l t  v o l  t v a   e g y   m e l l  k l e t b e 	 	 	 	 O n g e l d i g   o b j e c t   v e r w i j d e r d   n a a r   b i j l a g e 	 	 	 O b i e c t   n e v a l i d   _t e r s   d i n   a t a _a m e n t e 	 	 	           	 	 	 4!  :1E9*(1  (G  ~H3*  'F*B'D  'A*	 	 	 				  					  									  					  					  						 	 	 	 





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 
 M E A _ S T R _ I D _ A D D _ V I D E O 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   V i d e o 	 A d d   v i d e o 	 ReQq_Gr	 mRƉ	 @4H!'45B-	 A  a d i r   v  d e o 	 A j o u t e r   v i d  o 	 V i d e o   h i n z u f  g e n 	 >1028BL  2845>	 A g g i u n g i   v i d e o 	 '6'A)  'DAJ/JH	 A d i c i o n a r   v  d e o 	 M e t n i   k a l d 1r 	 C h  n   V i d e o 	 T a m b a h k a n   v i d e o 	 T a m b a h   v i d e o 	 5	@	!	?	/	K	  6	>	.	?	2	  	0	G			 	 	 	 V i d e    h o z z  a d  s a 	 	 	 	 V i d e o   t o e v o e g e n 	 	 	 A d u g a r e   f i _i e r   v i d e o 	 	 	   	 	 5	M	9	?	!	?	/	K	  .	?	3	5	>		 'A2H/F  ADE	 HH  '6'A  ,&	   	 					  			  					 5
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	   	 E n g e z a   i v i d y o 	 F a k a   i v i d i y o 	 O n g e z a   v i d e o 	 V o e g   v i d e o   b y 	 P r i d t i   v a i z d o   k l i p 	 P i e l i k t   v i d e o 	 L i s a   v i d e o 	 1~elavel  ~kdex	   	 A d u g a r e   f i _i e r   v i d e o 	 5
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 
 M E A _ S T R _ I D _ E D I T _ V I D E O 	 U n d e f i n e d 	 I C O N T E X T 	 E d i t   V i d e o 	 E d i t   v i d e o 	 }/q_Gr	 Ɖ	 AID'45B-	 E d i t a r   v  d e o 	 E d i t e r   v i d  o 	 V i d e o   b e a r b e i t e n 	 7<5=8BL  2845>	 M o d i f i c a   v i d e o 	 *9/JD  'DAJ/JH	 E d i t a r   v  d e o 	 V i d e o y u   d  z e n l e   	 B i  n   s o n   V i d e o 	 E d i t   v i d e o 	 E d i t   v i d e o 	 5	@	!	?	/	K	  8	.	M	*	>	&	(		 	 	 	 V i d e    s z e r k e s z t  s e 	 	 	 	 V i d e o   b e w e r k e n 	 	 	 E d i t a r e   f i _i e r   v i d e o 	 	 	   	 	 5	M	9	?	!	?	/	K	  8		*	>	&	?	$	  	0	>		 H1'4  ADE	 HH  'y  ,&	   	 					  							  		  	 5
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	     	 H l e l a   i v i d y o 	 L u n g i s a   i v i d i y o 	 H a r i r i   v i d e o 	 W y s i g   v i d e o 	 R e d a g u o t i   v a i z d o   k l i p 	 R e d i #t   v i d e o 	 R e d i g e e r i   v i d e o t 	 =tbacel  ~kdexv	     	 E d i t a r e   f i _i e r   v i d e o 	 
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 
 M E A _ S T R _ I D _ R E M O V E _ V I D E O 	 U n d e f i n e d 	 I C O N T E X T 	 R e m o v e   V i d e o 	 R e m o v e   v i d e o 	 ydq_Gr	 ydƉ	 %'45B-	 E l i m i n a r   v  d e o 	 S u p p r i m e r   v i d  o 	 V i d e o   e n t f e r n e n 	 #40;8BL  2845>	 R i m u o v i   v i d e o 	 '2'D)  'DAJ/JH	 R e m o v e r   v  d e o 	 V i d e o y u   k a l d 1r 	 R i   V i d e o 	 H a p u s   v i d e o 	 K e l u a r k a n   v i d e o 	 5	@	!	?	/	K	  9		>				 	 	 	 V i d e    e l t  v o l  t  s a 	 	 	 	 V i d e o   v e r w i j d e r e n 	 	 	 E l i m i n a r e   f i _i e r   v i d e o 	 	 	   	 	 5	M	9	?	!	?	/	K	  	>	"	B	(		 -0A  ADE	 HH  H  y'$	   	 					  					  				 5
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  


  


	   	 K h i p h a   i v i d y o 	 S u s a   i v i d i y o 	 O n d o a   v i d e o 	 V e r w y d e r   v i d e o 	 P a aa l i n t i   v a i z d o   k l i p 	 A i z v k t   v i d e o 	 E e m a l d a   v i d e o 	 @e|avel  ~kdexv	   	 E l i m i n a r e   f i _i e r   v i d e o 	 5
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 
 M E A _ S T R _ I D _ R E M _ M E D I A _ O B J 	 U n d e f i n e d 	 I C O N T E X T 	 R e m o v e   c u r r e n t   m e d i a   o b j e c t 	 R e m o v e   o b j e c t 	 ydirN	 yd[a	 %--@GL	 E l i m i n a r   o b j e t o 	 R e t i r e r   l ' o b j e t 	 O b j e k t   e n t f e r n e n 	 #40;8BL  >1J5:B	 R i m u o v i   o g g e t t o 	 '2'D)  'D4J&	 R e m o v e r   o b j e c t o 	 N e s n e y i   k a l d 1r 	 R i   i   t n g   	 b u a n g   o b y e k 	 K e l u a r k a n   O b j e k 	 	,	M		G		M		  9		>				 F j e r n   o b j e k t 	 O d s t r a n i t   o b j e k t 	 U s u D  o b i e k t 	 O b j e k t u m   t  r l  s e 	 P o i s t a   k o h d e 	 F j e r n   o b j e k t 	 O d o b r a e  o b j e k t 	 O b j e c t   v e r w i j d e r e n 	 T a   b o r t   o b j e k t 	 U k l o n i   o b j e k t 	 E l i m i n a r e   o b i e c t 	 O d s t r a n i   P r e d m e t 	   	   	 @5<0E=8  >15:B	 5	8	M	$	A	  	>	"	B	(		 -0A  4!	 'H(,y  H  y'$	   	 									  					  				 5
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	   	 K h i p h a   i n t o 	 S u s a   i n t o 	 O n d o a   k i u m b i l e 	 V e r w y d e r   i t e m 	 P a aa l i n t i   o b j e k t 	 A i z v k t   o b j e k t u 	 E e m a l d a   o b j e k t 	 @e|avel  bueoh	   	 E l i m i n a r e   o b i e c t 	 
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 
 M E A _ S T R _ I D _ R E P L Y 	 U n d e f i n e d 	 I C O N T E X T 	 R e p l y 	 R e p l y 	 V	 V
Y	 -	 R e s p o n d e r 	 R  p o n d r e 	 A n t w o r t e n 	 B25B  	 R i s p o n d i 	 1/	 R e s p o n d e r 	 Y a n 1t l a 	 T r a 	  l  i 	 J a w a b 	 J a w a b 	 	5	>	,	  &	G			 S v a r 	 O d p o v d t 	 O d p o w i e d z 	 V  l a s z 	 V a s t a a 	 S v a r 	 O d p o v e d a e  	 A n t w o o r d e n 	 S v a r a 	 O d g o v o r i 	 R s p u n d e ci 	 O d g o v o r i               	 	 	 B3>2>@	 		$	M	$	0	&	M	/	>		 ~'3.	 ,H'(  /	 	 						 
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 
 M E A _ S T R _ I D _ R E P L Y _ S M S 	 U n d e f i n e d 	 I C O N T E X T 	 R e p l y   b y   S M S 	 R e p l y   b y   S M S 	 !|
V	 wOV
Y	 -%1I'"  S M S 	 R e s p o n d e r   p o r   S M S 	 R  p o n d r e   p a r   S M S 	 M i t   S M S   a n t w o r t e n 	 B25B8BL  G5@57  S M S 	 R i s p o n d i   t r a m i t e   S M S 	 1/  9F  71JB  'D13'&D	 R e s p o n d e r   p o r   S M S 	 S M S   i l e   y a n 1t l a 	 T r   l i   t i n   n h n 	 B a l a s   m e l a l u i   S M S 	 J a w a b   m e l a l u i   S M S 	 	8		.		8	  &	M	5	>	0	>	  		$	M	$	0	  &	G			 	 	 	 V  l a s z   S M S - b e n 	 	 	 	 A n t w o o r d e n   p e r   S M S 	 	 	 R s p u n d e ci   p r i n   S M S 	 	 	   -   S M S 	 	 	8		.		8	  &	M	,	>	0	>	  		$	M	$	0		 ~'3.  ('  M M S 	   ,H'(  /S M S     019	   ( )     	 						  						  					  	 
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	         	 P h e n d u l a   n g e - S M S 	 P h e n d u l a   n g e S M S 	 J i b u   k w a   S M S 	 A n t w o o r d   p e r   S M S 	 A t s a k y t i   S M S 	 A t b i l d t   a r   S M S 	 V a s t a   S M S - i g a 	 Jaa}mavel  S M S - x~	   S M S - 	 R s p u n d e ci   p r i n   S M S 	 .
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 M E A _ S T R _ I D _ R E P L Y _ T O _ A L L 	 U n d e f i n e d 	 I C O N T E X T 	 R e p l y   A l l 	 R e p l y   a l l 	 Vf}@b	gN	 V
Y~@b	gN	 -%11I+!	 R e s p o n d e r   a   t o d o s 	 R  p o n d r e      t o u s 	 A l l e s   b e a n t w o r t e n 	 B25B8BL  2A5<	 R i s p o n d i   a   t u t t i 	 1/  'DJ  'D,EJ9	 R e s p o n d e r   a   t o d o s 	 T  m  n    Y a n 1t l a 	 T r   l i   c h o   t t   c   m i   n g i 	 j a w a b   k e   s e m u a 	 J a w a b   s e m u a 	 8	-	@	  	>	  	5	>	,	  &	G			 S v a r   t i l   a l l e 	 O d p o v d t   v ae m 	 O d p o w i e d z   w s z y s t k i m 	 V  l a s z   m i n d e n k i n e k 	 V a s t a a   k a i k i l l e 	 S v a r   a l l e 	 O d p o v e d a e  v ae t k  m 	 A l l e s   a n t w o o r d e n 	 S v a r a   a l l a 	 O d g o v o r i   s v i m a 	 R s p u n d e ci   t u t u r o r 	 O d g o v o r i   v s e m 	     	   	 B3>2>@8  =0  2A8G:8	 8	0	M	5	  		$	M	$	0	&	M	/	>		 ~'3.  GEG	 *E'E  '  ,H'(  /	   	 					  					  				 8
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	   	 P h e n d u l a   k o n k e 	 P h e n d u l a   z o n k e 	 J i b u   z o t e 	 A n t w o o r d   a l m a l 	 A t s a k y t i   v i s i e m s 	 A t b i l d t   v i s i e m 	 V a s t a   k  i g i l e 	 Jaa}mavel  bxlxkv	   	 R s p u n d e ci   t u t u r o r 	 
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 M E A _ S T R _ I D _ R E T R I E V E D 	 U n d e f i n e d 	 U N L I M 	 R e t r i e v e d . 	 R e t r i e v e d 	 ]c6e	 ]c6e	 @#5"7A%I'	 R e c u p e r a d o 	 R  c u p  r  	 E i n g e l e s e n 	 72;5GL	 R e c u p e r a t o 	 E3*1,9	 R e c u p e r a d o 	 A l 	    n h n 	 d i a m b i l 	 D i a m b i l 	 0	?		M	0	@	5	  	?	/	>	  	/	>		 M o d t a g e t 	 Z o b r a z e n o . 	 O d z y s k a n y . 	 V i s s z a t  l t v e 	 E t s i t t y . 	 I n n h e n t e t . 	 O b n o v e n  . 	 O n t v a n g e n 	  t e r s t  l l t 	 D o h v a e n o 	 R e t r a s 	 N a d o m e a
e n o . 	 . 	 	 J7AB0=>25=. 	 0	?		M	0	@	5	M	9	. 	 ('2'(  4/	 (-'D  '  '	   	 										  			  						 .
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	 	 K u q a q i w e 	 I f u n y e n w e   k w a k h o n a 	 I m e c h u k u l i w a 	 O p g e r o e p 	 N u s k a i t y t a 	 I z g kt 	 A l l a   l a a d i t u d 	 1|be~an  g	 	 R e c u p e r a t 	 5
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 
 M E A _ S T R _ I D _ R E T R _ S I Z E _ E X C E E D E D 	 U n d e f i n e d 	 P O P U P 	 A   t o o   l a r g e   m e s s a g e   w a s   b l o c k e d 	 A   t o o   l a r g e   m e s s a g e   w a s   b l o c k e d 	 V
o`*Y'Ye*b	 VOo`*Y'Yb*b	 !52#"1"1II-'2!5HC+
H@4D	 S e   b l o q u e    u n   m e n s a j e   d e m a s i a d o   g r a n d e 	 U n   m e s s a g e   t r o p   v o l u m i n e u x   a    t    b l o q u  	 E i n e   z u   g r o  e   M i t t e i l u n g   w u r d e   b l o c k i e r t 	 !;8H:><  1>;LH>5  A>>1I5=85  1K;>  701;>:8@>20=>  	 U n   m e s s a g g i o   t r o p p o   l u n g o      s t a t o   b l o c c a t o 	 'D13'D)  C(J1)  ,/'  E-AH8)	 U m a   m e n s a g e m   m u i t o   g r a n d e   f o i   b l o q u e a d a 	  o k   b  y  k   b i r   m e s a j   e n g e l l e n d i 	 T i n   n h n   q u    l n   n  n      b   c h n   l i 	 p e s a n   p a n j a n g   d i b l o k 	 M e s e j   t e r l a l u   b e s a r   d i h a l a n g 	 ,	9	A	$	  ,	!	<	>	  8		&	G	6	  0	K		>	  	/	>	  %	>		 E n   f o r   s t o r   b e s k e d   b l e v   b l o k e r e t 	 P Y l i a  d l o u h    z p r  v a   b y l a   b l o k o v  n a 	 Z b y t   o b s z e r n a   w i a d o m o [  z o s t a Ba   z a b l o k o w a n a . 	 E g y   t  l m  r e t e s    z e n e t   b l o k k o l  s r a   k e r  l t 	 L i i a n   s u u r i   v i e s t i   e s t e t t i i n 	 E n   f o r   s t o r   m e l d i n g   b l e   b l o k k e r t 	 P r  l i a  d l h    s p r  v a   b o l a   z a b l o k o v a n  . 	 E e n   t e   g r o o t   b e r i c h t   i s   g e b l o k k e e r d 	 F  r   s t o r t   m e d d e l a n d e   b l o c k e r a d e s 	 P r e v e l i k a   p o r u k a   j e   b l o k i r a n a 	 U n   m e s a j   p r e a   m a r e   a   f o s t   b l o c a t 	 P r e v e l i k o   s p o r o 
i l o   j e   b i l o   b l o k i r a n o .   	         	 A     ,     	 @5:0;5=>  3>;O<>B>  AJ>1I5=85  5  1;>:8@0=>	 		  .	K	 	>	  8		&	G	6	  ,	M	2	I		  	>	2	>		 ~'E  (4  '2  -/  (21  E3/H/  4/	 '  DE('  ~:'E  1H  /'  '  *'	         	 				  				  			  						  				  			  					  	 ,
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	       	 U m b i k o   o m k h u l u   k a k h u l u   u b h u l o k h i w e 	 U m y a l e z o   o m k h u l u   k a k h u l u   u y e   w a t h i n t e l w a 	 U j u m b e   m k u b w a   s a n a   u m e z u i l i w a 	 B o o d s k a p   t e   g r o o t ;   g e b l o k k e e r 	 U ~b l o k u o t a s   p e r   d i d e l i s   p r a n e ai m a s 	 T i k a   b l o 7t s   p r k   l i e l s   z i Fo j u m s 	 S  n u m   l i i g a   s u u r ,   b l o k e e r i t u d 	 Iaafav  eoa  parxdacxiuxvh  acelaao~an  g	         	 U n   m e s a j   p r e a   m a r e   a   f o s t   b l o c a t 	 
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o`Q'Y\P6R|~~	 dk\i_OQ'Y\P6R~~	 2-I-'2!  M M S   @45312I-'2!*9*8  3H-? 	 E l   t a m a  o   d e l   m e n s a j e   M M S   s u p e r a   e l   t a m a  o   m  x .   d e   m e n s a j e .    C o n t i n u a r ? 	 L a   t a i l l e   d u   m e s s a g e   M M S   d  p a s s e   l a   t a i l l e   m a x .   d e   m e s s a g e ,   C o n t i n u e r  ? 	 D i e   G r   e   d e r   M M S - M i t t e i l u n g    b e r s c h r e i t e t   d i e   m a x .   M i t t e i l u n g s g r   e ,   f o r t s e t z e n ? 	  07<5@  M M S - A>>1I5=8O  ?@52KH05B  4>?CAB8<K9.   @>4>;68BL? 	 L a   g r a n d e z z a   d e l   m e s s a g g i o   M M S   s u p e r a   i l   l i m i t e   m a s s i m o ,   c o n t i n u a r e ? 	 -,E  'D13'D)  'DH3'&7    E*,'H2  'DJ  -/  #B5J, *3*E1	 O   t a m a n h o   d a   m e n s a g e m   M M S   e x c e d e   o   t a m a n h o   m  x i m o ,   q u e r   c o n t i n u a r ? 	 M M S   i l e t i s i n i n   b o y u t u   m a k s i m u m   i l e t i   b o y u t u n u   g e  i y o r ,   D e v a m   e t m e k   i s t i y o r   m u s u n ? 	 C   M M S   n  y   v t   q u    h n   c h   c h o   p h  p ,   m u n   t i p   t c ? 	 U k u r a n   p e s a n   M M S   m e l a m p a u i   u k u r a n   m a k s i m u m   p e s a n ,   l a n j u t k a n ? 	 S a i z   m e s e j   M M S   m e l e b i h i   s a i z   m e s e j   m a k s i m u m ,   T e r u s k a n ? 	 	.		.		8	  8		&	G	6	  	>	  		>	0	  8		&	G	6	  	G	  	'	?		$	.	  		>	0	  8	G	  	'	?		  9	H	,   	>	0	@	  0		G		? 	 	 	 	 A z   M M S    z e n e t   m  r e t e    t l  p t e   a   m a x i m  l i s   m  r e t e t ,   f o l y t a t j a ? 	 	 	 	 H e t   M M S - b e r i c h t   i s   g r o t e r   d a n   h e t   m a x i m u m .   V e r d e r g a a n ? 	 	 	 D i m e n s i u n e a   m e s a j u l u i   M M S   d e p _e _t e   d i m e n s i u n e a   m a x i m   a   m e s a j u l u i ,   d o r i ci   s   c o n t i n u a ci ? 	 	 	     -   M M S           ,   ? 	 	 	 'F/'2G  ~'E  M M S   '2  -/'+1  'F/'2G  ~'E  (4*1  '3*  '/'EG  E  /G/	 	 	 M M S   								  				  								  										  				  				,   						? 	 	 	 	 M M S   







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 M E A _ S T R _ I D _ S A V E 	 U n d e f i n e d 	 I C O N T E X T 	 S a v e 	 S a v e 	 2QX[	 OX[	 16	 G u a r d a r 	 E n r e g i s t r e r 	 S p e i c h e r n 	 !>E@0=. 	 S a l v a 	 -A8	 G u a r d a r 	 K a y d e t 	 L u 	 S i m p a n 	 S i m p a n 	 8	G	5	  	0	G			 G e m 	 U l o ~i t 	 Z a p i s z 	 M e n t  s 	 T a l l e n a 	 L a g r e 	 U l o ~i e	 O p s l a a n 	 S p a r a 	 S p r e m i 	 S a l v a r e 	 S h r a n i 	 	 	 0?078	 8	G	5	M	9		 0.1G	 E-AH8  ,&	 	 							  	 ,
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 M E A _ S T R _ I D _ S A V E _ A N D _ S E N D 	 U n d e f i n e d 	 I C O N T E X T 	 S a v e   a n d   S e n d 	 S a v e   a n d   s e n d 	 2QX[P	 OX[v^S	 16A%0*H	 G u a r d a r   y   e n v i a r 	 E n r e g i s t r e r   e t   e n v o y e r 	 S p e i c h e r n   u n d   s e n d e n 	 !>E@0=.   8  >B?@028BL	 S a l v a   e d   i n v i a 	 -A8    H  '13'D	 G u a r d a r   e   e n v i a r 	 K a y d e t   v e   G  n d e r 	 L u   l i   v    g i 	 S i m p a n   d a n   K i r i m 	 S i m p a n   d a n   h a n t a r 	 8	G	5	  	0	G		  $	%	>	  -	G		G			 G e m   o g   S e n d 	 U l o ~i t   a   o d e s l a t 	 Z a p i s z   i   w y [l i j 	 M e n t  s    s   k  l d  s 	 T a l l e n n a   j a   l  h e t  	 L a g r e   o g   s e n d 	 U l o ~i e  a   o d o s l a e	 O p s l a a n   e n   v e r z e n d e n 	 S p a r a   o c h   s k i c k a 	 S p r e m i   i   p o aa l j i 	 S a l v a r e   _i   e x p e d i e r e 	 S h r a n i   i n   P o al j i 	     	   	 0?8H8  8  7?@0B8	 8	G	5	M	9	  	0	>	  5	  *	>	 	5	>		 0.1G  H  '13'D	 E-AH8  ,&  'H1  (,	     	 							  			  							 ,
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n o s t n    p o r t 	 B e z p i e c z n y   p o r t 	 B i z t o n s  g o s   p o r t 	 T u r v a p o r t t i 	 S i k k e r   k a n a l 	 B e z p e 
n o s t n    p o r t 	 V e i l i g h e i d s - p o r t 	 S  k e r h e t s p o r t 	 S i g u r n o s n i   p o r t 	 S e c u r i z a r e   p o r t 	 Z a v a r u j   v r a t a 	   	     	 !83C@5=  ?>@B	 8	A	0		M	7	?	$	  *	K	0	M			 ~H1*  'EF	 E-AH8  ~H1y	   	 									  						 *
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  




	     	 I - p o r t   e p h e p h i l e 	 K h u s e l a   i z i b u k o 	 P o r t i   s a l a m a 	 V e i l i g e   p o o r t 	 S a u g u s   p r i e v a d a s 	 D r o as   p o r t s 	 T u v a l i n e   p o r t 	 1v~avc  zx|	   	 S e c u r i z a r e   p o r t 	 8
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 
 M E A _ S T R _ I D _ S E L E C T 	 U n d e f i n e d 	 L S K 	 S e l e c t 	 S e l e c t 	 xd	 	b	 @%7-	 S e l e c c i o n a r 	 C h o i s i r 	 W  h l e n 	 K1>@  	 S e l e z i o n a 	 %.*J'1	 S e l e c c i o n a r 	 S e  	 C h n 	 P i l i h 	 P i l i h 	 	/	(		 V  l g 	 Z v o l i t 	 W y b i e r z 	 K i v  l a s z t 	 V a l i t s e 	 V e l g 	 Z v o l i e	 S e l e c t e r e n 	 V  l j 	 O d a b e r i 	 S e l e c t a r e 	 I z b e r i 	 	 	 715@8	 (	?	5	!	>		 'F*.'(	 EF*.(	 	 									 
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 
 M E A _ S T R _ I D _ S E N D 	 U n d e f i n e d 	 I C O N T E X T 	 S e n d 	 S e n d 	 P	 S	 *H	 E n v i a r 	 E n v o y e r 	 S e n d e n 	 B?@028BL	 I n v i a 	 '13'D	 E n v i a r 	 G  n d e r 	 G i 	 K i r i m 	 H a n t a r 	 -	G		G			 S e n d 	 O d e s l a t 	 W y [l i j 	 K  l d  s 	 L  h e t  	 S e n d 	 O d o s l a e  	 V e r z e n d e n 	 S k i c k a 	 `a l j i 	 E x p e d i e r e 	 P o al j i 	 	 	 7?@0B8	 *	>	 	5	>		 '13'D	 (,	 	 							 -
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 M E A _ S T R _ I D _ S E N D I N G _ M S G 	 U n d e f i n e d 	 T I T L E ,   C 4 0 2 _ 1 	 S e n d i n g   M M S 	 S e n d i n g   M M S 	 P-N	 ck(WS	 3%1*H  M M S 	 E n v i a n d o   M M S 	 E n v o i   d u   M M S   e n   c o u r s 	 M M S   w i r d   g e s e n d e t 	 B?@02:0  M M S 	 I n v i o   M M S   i n   c o r s o 	 ,'1M  'D'13'D	 A   e n v i a r   M M S 	 M M S   g  n d e r i l i y o r 	 a n g   g i 	 m e n g i r i m 	 M e n g h a n t a r   M M S 	 	.		.		8	  -	G		(	>	  	>	0	@		 S e n d e r 	 O d e s  l  n  	 W y s y Ba n i e 	 M M S   k  l d  s   f o l y a m a t b a n . . . 	 L  h e t e t   n 	 S e n d e r 	 O d o s i e l a n i e 	 M M S   w o r d t   v e r z o n d e n 	 S k i c k a r 	 S l a n j e 	 E x p e d i e r e   M M S 	 P o ai l j a n j e 	     	   M M S 	 7?@0I0=5	 *	>	 	5	>	  	9	K	$		 '13'D  M M S 	 (,'  ,'  1'  	   	 M M S   						  			  						 -
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	       	 K u t h u n y e l w a   i - M M S 	 I y a t h u m e l a   i M M S 	 I n a t u m a   M M S 	 S t u u r   t a n s   M M S 	 S i u n 
i a m a   M M S 	 S kt a   M M S 	 S a a d a n   M M S - i 	 M M S - k  xraoxt	 M M S -   	 E x p e d i e r e   M M S 	 M M S   
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 
 M E A _ S T R _ I D _ S E N D _ O P T I O N S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e n d   O p t i o n s 	 S e n d   o p t i o n s 	 Px	 S	y	 1'@%7-2#*H	 O p c i o n e s   d e   e n v  o 	 O p t i o n s   d ' e n v o i 	 O p t i o n e n   s e n d e n 	 ?F88  >B?@02:8	 I n v i a   o p z i o n i 	 .J'1'*  'D'13'D	 O p   e s   d e   e n v i o 	 G  n d e r m e   S e  e n e k l e r i 	 C h n   g i 	 o p s i   k i r i m 	 O p s y e n   h a n t a r 	 5	?		2	M	*	  -	G		G			 S e n d   I n d s t i l l i n g e r 	 V o l b y   o d e s  l  n  	 W y [l i j   o p c j e 	 K  l d  s i   b e  l l  t  s o k 	 L  h e t y s a s e t u k s e t 	 S e n d i n g s v a l g 	 O d o s l a e  v o >b y 	 V e r z e n d o p t i e s 	 S  n d a l t e r n a t i v 	 O p c i j a   z a   s l a n j e 	 O p ci u n i   e x p e d i e r e 	 M o ~n o s t i   P o ai l j a n j a 	   	   	 7?@0I0=5  ?F88	 *	0	M	/	>	/	  *	>	 	5	>		 2FG  G'  '13'D	 (,F    '.*'1'*	     	 							  											 -
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	   	 O k u k h e t h w a y o   k o k u t h u m e l a 	 O k u n y e   k o k u t h u m e l a 	 C h a g u z i   z a   k u t u m a 	 S t u u r o p s i e s 	 S i u n t i m o   p a r i n k t y s 	 S kt +aa n a s   o p c i j a s 	 S a a t m i s v a l i k u d 	 Hraotav  hvavve	   	 O p ci u n i   e x p e d i e r e 	 
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 
 M E A _ S T R _ I D _ S E N D _ O N L Y 	 U n d e f i n e d 	 I C O N T E X T 	 S e n d   O n l y 	 S e n d   o n l y 	 P	 S	 *H@H21I	 E n v i a r   s  l o 	 E n v o y e r   s e u l e m e n t 	 N u r   s e n d e n 	 ">;L:>  >B?@028BL	 E f f e t t u a   s o l o   i n v i o 	 %13'D  AB7	 S    e n v i a r 	 S a d e c e   g  n d e r 	 C h   g i 	 K i r i m   s a j a 	 H a n t a r   s a h a j a 	 	G	5	2	  -	G		G			 S e n d   K u n 	 P o u z e   o d e s l a t 	 T y l k o   w y [l i j 	 C s a k   k  l d  s 	 L  h e t    v a i n 	 K u n   s e n d 	 I b a   o d o s l a e	 A l l e e n   v e r z e n d e n 	 E n d a s t   s k i c k a 	 S a m o   s l a n j e 	 N u m a i   e x p e d i e r e 	 S a m o   P o al j i 	   	   	 7?@0B8  A0<>	 +		M	$	  *	>	 	5	>		 AB7  '13'D	 51A  (,	   	 									  							 
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	   	 T h u m e l a   k u p h e l a 	 T h u m e l a   k u p h e l a 	 T u m a   t u 	 S t u u r   s o n d e r   o m   t e   b e r g 	 T i k   s i ss t i 	 T i k a i   s kt +aa n a 	 A i n u l t   s a a d a 	 Dkauv  xraoel	   	 N u m a i   e x p e d i e r e 	 
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 
 M E A _ S T R _ I D _ S E N T 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e n t 	 S e n t 	 [NPN	 S	 *H	 E n v i a d o 	 E n v o y  	 G e s e n d e t 	 B?@02;5=>	 I n v i a t o 	 *E  'D'13'D	 E n v i a d a s 	 K a y d e t 	 G 	i 	 D i k i r i m 	 D i h a n t a r 	 -	G		>	  	/	>		 S e n d t 	 O d e s l  n o 	 W y s Ba n e 	 E l k  l d v e 	 L  h e t e t t y 	 S e n d t 	 O d o s l a n  	 V e r z o n d e n 	 S k i c k a t 	 P o s l a n o 	 E x p e d i a t 	 P o al j i 	 	 	 7?@0B5=>	 *	M	0	G	7	?	$		 '13'D  4/	 (,'  '	 	 								 -
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 
 M E A _ S T R _ I D _ S L I D E _ L I M I T _ R E A C H E D 	 U n d e f i n e d 	 P O P U P 	 M a x i m u m   n u m b e r   o f   p a g e s   r e a c h e d ! 	 M a x i m u m   n u m b e r   o f   p a g e s   r e a c h e d 	 0RT g_ N	 0R gT Nu	 #3'+I2*9*8A%I'	 N  m e r o   m  x i m o   d e   p  g i n a s   a l c a n z a d o 	 N o m b r e   d e   p a g e s   m a x i m u m   a t t e i n t 	 M a x i m a l e   A n z a h l   a n   S e i t e n   e r r e i c h t 	 >AB83=CB>  <0:A.   :- 2>  AB@0=8F	 N u m e r o   m a s s i m o   d i   p a g i n e   r a g g i u n t o 	 'DH5HD  'DJ  'D5A-)  'D'.J1)	 F o i   a t i n g i d o   o   n  m e r o   m  x i m o   d e   p  g i n a s 	 m a k s i m u m   s a y f a   s a y 1s 1n a   u l a _1l d 1	 t    n   t r a n g   c u i   c  n g 	 N o m o r   H a l a m a n   t e r j a n g k a u   m a k s i m u m ! 	 B i l a n g a n   h a l a m a n   m a k s i m u m   d i c a p a i 	 	'	?		$	.	  *	C	7	M	 	K		  $		  *	9	A			>	  	 M a x   a n t a l   s i d e r   n  e t ! 	 B y l   d o s a ~e n   m a x .   p o 
e t   s t r a n ! 	 M a k s y m a l n a   i l o [  s t r o n   o s i g n i t a 	 E l  r t e   a   m a x i m  l i s   o l d a l s z  m o t ! 	 S i v u j a   o n   e n i m m  i s m   r  ! 	 M a k s i m a l t   a n t a l l   s i d e r   n  d d ! 	 M a x .   p o 
e t   s t r  n o k   b o l   d o s i a h n u t  ! 	 M a x i m u m   a a n t a l   p a g i n a ' s   b e r e i k t 	 M a x   a n t a l   s i d o r   u p p n  t t 	 M a k s i m a l n i   b r o j   s t r a n i c a   j e   d o s e g n u t ! 	 A ci   a t i n s   n u m r u l   m a x i m   d e   p a g i n i 	 M a k s i m a l n o   at e v i l o   s t r a n i   d o s e ~e n o ! 	       ! 	       	 0:A. @>9  !B@0=8F8  >AB83=0B! 	 	.	>	2	  *	C	7	M	 	8			M	/	>	  *	B	0	M	#	  ! 	 (G  -/'+1  *9/'/  5A-'*  13/	 ! 5A-'*    2'/  3  2'/  *9/'/  ~F	       ! 	   							  								  							  					  					 
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i u s 	 S a s n i e g t s   m a k s i m l a i s   l a p u   s k a i t s 	 O l e d   j  u d n u d   l e h t e d e   m a k s i m u m a r v u n i 	 @a}el  g  g{ek  a|a~elacxuv  avaokv	       	 A ci   a t i n s   n u m r u l   m a x i m   d e   p a g i n i 	 *
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 
 M E A _ S T R _ I D _ S T A T U S 	 U n d e f i n e d 	 U N L I M 	 S t a t u s : 	 S t a t u s : 	 rKa	 r`	 *20: 	 E s t a d o : 	  t a t 	 S t a t u s : 	 !B0BCA:   	 S t a t o : 	 -'D)  : 	 E s t a d o   : 	 D u r u m : 	 T r n g   t h  i : 	 S t a t u s 	 S t a t u s : 	 8	M	%	?	$	?	: 	 S t a t u s : 	 S t a v : 	 S t a t u s : 	  l l a p o t : 	 T i l a 	 S t a t u s : 	 S t a v : 	 T o e s t a n d : 	 S t a t u s : 	 S t a t u s : 	 S t a r e : 	 S t a n j e : 	 : 	 : 	 !B0BCA: 	 8	M	%	?	$	@	: 	 H69*: 	 '3yy3: 	 : 	 						: 	 8
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: 	 : 	 I s i m o : 	 I w o n g a : 	 H a d h i : 	 S t a t u s : 	 B ks e n a : 	 S t a t u s s : 	 O l e k : 	 ?aca~ksao]	 : 	 S t a r e : 	 (
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 
 M E A _ S T R _ I D _ S U B J E C T 	 U n d e f i n e d 	 T I T L E ,   U N L I M 	 S u b j e c t 	 S u b j e c t 	 ;Ne	 ;N	 +1'I-	 A s u n t o 	 S u j e t 	 B e t r e f f 	 "5<0	 O g g e t t o 	 EH6H9	 A s s u n t o 	 K o n u : 	 C h   	 s u b y e k 	 S u b j e k 	 5	?	7	/		 E m n e 	 P Ye d m t 	 T e m a t 	 T  r g y 	 K o h d e 	 E m n e 	 P r e d m e t 	 O n d e r w e r p 	  m n e 	 P r e d m e t 	 S u b i e c t 	 T e m a 	 	 	 @54<5B	 5	?	7	/		 EH6H9	 EH6H9	 	 										 5
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	 	 I s i h l o k o 	 I n t l o k o 	 M a d a 	 O n d e r w e r p 	 T e m a 	 T m a 	 T e e m a 	 9eta	 	 S u b i e c t 	 5
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 
 M E A _ S T R _ I D _ T E M P L A T E S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	   T e m p l a t e   f o l d e r   n a m e 	 T e m p l a t e s 	 {,g	 !jg	 A!HA	 P l a n t i l l a s 	 M o d  l e s 	 S c h a b l o n e n 	 (01;>=K  	 M o d e l l i 	 FEH0,	 M o d e l o s 	 ^a b l o n l a r 	 M u   	 T e m p l a t 	 T e m p l a t 	 	G	.	M	*	M	2	G			 S k a b e l o n e r 	 `a b l o n y 	 S z a b l o n y 	 S a b l o n o k 	 M a l l i t 	 M a l e r 	 `a b l  n y 	 S j a b l o n e n 	 M a l l a r 	 P r e d l o ac i 	 ^a b l o a n e 	 V z o r c i 	 	 	 0:5B8	 	G	.	M	*	M	2	G			 'DHG'	 yE~Dy	   	 									 
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 
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 
 M E A _ S T R _ I D _ T O _ M A N Y _ R E C I P I E N T S 	 U n d e f i n e d 	 P O P U P 	 T o o   m a n y   r e c i p i e n t s . 	 T o o   m a n y   r e c i p i e n t s 	 *YY6eNN	 *YY6eNN	 9I#1!2@4D	 D e m a s i a d o s   d e s t i n a t a r i o s 	 T r o p   d e   d e s t i n a t a i r e s 	 Z u   v i e l e   E m p f  n g e r 	 !;8H:><  <=>3>  ?>;CG0B5;59	 N u m e r o   d e s t i n a t a r i   t r o p p o   a l t o 	 'DE3*DEHF  C+J1)  ,/'	 D e s t i n a t  r i o s   a   m a i s 	  o k   f a z l a   a l 1c 1	 S   n g i   n h n   q u    n h i u 	 K e p a d a   b a n y a k   p e n e r i m a . 	 T e r l a l u   b a n y a k   p e n e r i m a 	 		  *	M	0	>	*	M	$		0	M	$	>		 T i l   m a n g e   m o d t a g e r e . 	 M n o h a   p Y j e m c om . 	 D o   w i e l u   o d b i o r c  w 	 T  l   s o k   c  m z e t t 	 L i i a n   m o n t a   v a s t a a n o t t a j a a 	 F o r   m a n g e   m o t t a k e r e . 	 P r e   m n o h o   p r  j e m c o v 	 T e   v e e l   o n t v a n g e r s 	 T i l l   f l e r   m o t t a g a r e 	 P r e v i ae   p r i m a t e l j a 	 P r e a   m u l ci   d e s t i n a t a r i 	 P r e v e 
  p r e j e m n i k o v . 	     . 	     	 @5:0;5=>  =>3>  >;CG0B5;8. 	 	(	G		  0	?	8	?	*	?				  	!	G		 1F/G  G'  (3'1  2'/	 (*  3'1  H5HD  1F  H'D  H	   	 				  							 ,
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NwS	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=K9	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r 	 K h  n g   x  c   n h   	 B e l u m   d i k e t a h u i . 	 T i d a k   d i k e t a h u i 	 		M		>	$		 U k e n d t 	 N e z n  m  . 	 N i e z n a n y 	 I s m e r e t l e n 	 T u n t e m a t o n . 	 U k j e n t . 	 N e z n  m y . 	 O n b e k e n d 	 O k  n t 	 N e p o z n a t o 	 N e c u n o s c u t 	 N e z n a n o . 	 	   	 5?>7=0B. 	 		>	#	. 	 F'E9DHE	 F'E9DHE	 . 	 						 
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I2	 D e t a l l e s   d e   u s o 	 U t i l i s e r   l e s   d  t a i l s 	 D e t a i l s   v e r w e n d e n 	 0==K5  >1  8A?>;L7>20=88	 U t i l i z z a   d e t t a g l i 	 '3*./'E  *A'5JD	 U s a r   d e t a l h e s 	 A y r 1n t 1l a r 1  k u l l a n 	 C h i   t i t   s   d n g 	 G u n a k a n   r i n c i a n 	 G u n a k a n   b u t i r a n 	 5	?	5	0	#	  	>	  		*	/	K		  	0	G			 	 	 	 A d a t o k   h a s z n  l a t a 	 	 	 	 D e t a i l s   g e b r u i k e n 	 	 	 U t i l i z a r e   d e t a l i i 	 	 	   	 	 8	5	?	8	M	$	>	0	  5	>	*	0	>		 '3*A'/G  '2  ,2&'*	 *A5D'*  '  '3*9E'D  ,&	   .   	 				  								 5
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 M E A _ S T R _ I D _ V I E W 	 U n d e f i n e d 	 I C O N T E X T 	 V i e w 	 V i e w 	 j	 gw	 A*	 V e r 	 V o i r 	 A n s i c h t 	 @>A<>B@	 V i s u a l i z z a 	 916	 V e r 	 G  r  n  m 	 X e m 	 L i h a t 	 L i h a t 	 &	G		G			 S e 	 Z o b r a z i t 	 P o d g l d 	 N  z e t 	 K a t s o 	 S e 	 Z o b r a z i e	 B e k i j k e n 	 V i s a 	 P r e g l e d 	 V i z u a l i z a r e 	 P o g l e d 	 	 	 86	 *	9	>		 E4'G/G	 /	 	 					 &
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	 &C6M_	 	 						 	 	 	 	 	 	 	 V e r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ V I E W _ A T T A C H M E N T S 	 U n d e f i n e d 	 I C O N T E X T 	 V i e w   a t t a c h m e n t s 	 V i e w   a t t a c h m e n t s 	 jDN	 gwDN	 A**4H5HA	 V e r   a d j u n t o s 	 V o i r   l e s   p i  c e s   j o i n t e s 	 A n h  n g e   a n z e i g e n 	 @>A<>B@5BL  ?@8:@5?;5=8O	 M o s t r a   a l l e g a t i 	 916  'DED-B'*	 V e r   a n e x o s 	 E k l e r i   g  s t e r 	 X e m    n h   k  m 	 L i h a t   s i s i p a n 	 L i h a t   l a m p i r a n 	 		H		.	G			  &	G		G			 S e   v e d h  f t n i n g e r 	 Z o b r a z i t   p Y l o h y 	 P o d g l d   z a Bc z n i k  w 	 C s a t o l m  n y o k   m e g t e k i n t  s e 	 K a t s o   l i i t t e e t 	 S e   v e d l e g g 	 Z o b r a z i e  p r  l o h y 	 B i j l a g e n   b e k i j k e n 	 V i s a   b e f o g a d e   f i l e r 	 P o g l e d a j   p r i v i t k e 	 V i z u a l i z a r e   a t a _a m e n t e 	 P o g l e j   p r i l o g e 	     	     	 86  ?@8;>65=8O	 	K	!	2	G	2	G	  *	9	>		 E4'G/G  ~H3*  G'	 'yEFy  /	     	 									  						 &
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	 >M.FM2A  B*A.A	 5@53;O=CB8  2:;045==O	 





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	    	 H l o l a   i z i n a m a t h e l i s o 	 J o n g a   i z i n c a m a t h i s e l o 	 A n g a l i a   v i a m b a t a n i s h o 	 K y k   n a   a a n h e g s e l s 	 P e r ~i kr t i   p r i e d u s 	 A p l kk o t   p i e s a i s t n e s 	 K u v a   m a n u s e d 	 4kel  ok  bueoveh	   	 V i z u a l i z a r e   a t a _a m e n t e 	 
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	 82M(0#  &G(M$A	 	 						  					  				 	 	 	 	 	 	 	 V i s u a l i z a r   a n e x o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ V I E W _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 V i e w   m e s s a g e 	 V i e w   m e s s a g e 	 j
o`	 gwOo`	 A*I-'2!	 V e r   m e n s a j e 	 V o i r   l e   m e s s a g e 	 M i t t e i l u n g   a n z e i g e n 	 @>A<>B@5BL  A>>1I5=85	 M o s t r a   m e s s a g g i o 	 916  'D13'D)	 V e r   m e n s a g e m 	 M e s a j 1  g  s t e r 	 X e m   t i n   n h n 	 L i h a t   P e s a n 	 L i h a t   m e s e j 	 8		&	G	6	  &	G		G			 S e   b e s k e d 	 Z o b r a z i t   z p r  v u 	 P o d g l d   w i a d o m o [c i 	  z e n e t   m e g t e k i n t  s e 	 K a t s o   v i e s t i  	 S e   m e l d i n g 	 Z o b r a z i e  s p r  v u 	 B e r i c h t   b e k i j k e n 	 V i s a   m e d d e l a n d e 	 P o g l e d a j   p o r u k u 	 V i z u a l i z a r e   m e s a j 	 P o g l e j   S p o r o 
i l o 	   	   	 86  AJ>1I5=85	 8		&	G	6	  *	9	>		 E4'G/G  ~'E	 ~:'E  /	   	 						  						 8
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  


	   	 H l o l a   u m b i k o 	 J o n g a   u m y a l e z o 	 A n g a l i a   u j u m b e 	 K y k   n a   b o o d s k a p 	 P e r ~i kr t i   p r a n e ai m 	 A p l kk o t   z i Fo j u m u 	 K u v a   s  n u m 	 4kel  parxdacxiuxvh	   	 V i z u a l i z a r e   m e s a j 	 8
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 
 M E A _ S T R _ I D _ W A P _ G A T E W A Y 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 W A P   g a t e w a y 	 W A P   g a t e w a y 	 W A P Nt:O
ghV	 W A P Nt
gRhV	 @@'"L  W A P 	 P u e r t a   d e   e n l a c e   W A P 	 P a s s e r e l l e   W A P 	 W A P - G a t e w a y 	 (;N7  W A P 	 G a t e w a y   W A P   	 E3*./E  HJ(	 G a t e w a y   W A P 	 W A P   g e  i d i 	 C n g   W A P 	 G e r b a n g   W A P 	 L a l u a n   g e t   W A P 	 5	H	*	  	G		5	G		 W A P   g a t e w a y 	 B r  n a   W A P u 	 A d r e s   b r a m k i   W A P 	 W A P    t j  r  	 W A P - y h d y s k  y t  v  	 W A P - i n n g a n g 	 B r  n a   W A P 	 W A P - g a t e w a y 	 W A P - g a t e w a y 	 W A P   p r i s t u p n i k   	 G a t e w a y   W A P 	 W A P   i z h o d 	 W A P   g a t e w a y 	   W A P 	 W A P   ?>@B0;	 !	,	M	2	M	/	B		*	@	  	G		5	G	  	 /1H'2G  W A P 	 (DH  '  ~  y  H	 A P   	 				  							 5
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	 W A P    	 I - W A P   g a t e w a y 	 I s a n g o   l e W A P 	 N j i a   y a   W A P 	 W A P - p o o r t 	 W A P   v a r t a i 	 W A P   v r t e j a 	 W A P   l   s 	 W A P   xretx	 W A P     	 G a t e w a y   W A P 	 W A P   
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 
 M E A _ S T R _ I D _ W R I T E _ M E S S A G E 	 U n d e f i n e d 	 I C O N T E X T 	 W r i t e   M e s s a g e 	 W r i t e   m e s s a g e 	 [
o`	 QOo`	 @5"I-'2!	 E s c r i b i r   m e n s a j e 	  c r i r e   m e s s a g e 	 M i t t e i l u n g   s c h r e i b e n 	 0?8A0BL  A>>1I5=85	 S c r i v i   m e s s a g g i o 	 C*'()  13'D)	 E s c r e v e r   m e n s a g e m 	 M e s a j   y a z 	 S o n   t i n   n h n 	 M e n u l i s   P e s a n 	 T u l i s   m e s e j 	 8		&	G	6	  2	?		G			 S k r i v   B e s k e d 	 N a p s a t   z p r  v u 	 W p i s z   w i a d o m o [	  z e n e t    r  s a 	 K i r j o i t a   v i e s t i 	 S k r i v   m e l d i n g 	 N a p  s a e  s p r  v u 	 B e r i c h t   s c h r i j v e n 	 S k r i v   m e d d e l a n d e 	 U p i ai   p o r u k u 	 S c r i e ci   u n   m e s a j 	 N a p i ai   S p o r o 
i l o 	   	   	 0?8H8  !J>1I5=85	 8		&	G	6	  2	?	9	>		 FH4*F  ~'E	 ~:'E  D	   	 						  						 8
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  


	   	 B h a l a   u m b i k o 	 B h a l a   u m y a l e z o 	 A n d i k a   u j u m b e 	 S k r y f   b o o d s k a p 	 R a ay t i   p r a n e ai m 	 R a k s t +t   z i Fo j u m u 	 K i r j u t a   s  n u m 	 ?aftel  parxdacxiuxv	   	 S c r i e r e   m e s a j 	 8
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	 8(M&G6  2G(M$A	 	 						  					 	 	 	 	 	 	 	 E s c r e v e r   m e n s a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ W R I T E _ M M S 	 U n d e f i n e d 	 I C O N T E X T 	 W r i t e   M M S 	 S e n d   m u l t i m e d i a   m e s s a g e 	 PYZԚ
o`	 Si_O	 *HI-'2!!1%4!5@5"	 E n v i a r   M M S 	 E c r i r e   u n   M M S 	 M u l t i m e d i a - M i t t e i l u n g   s e n d e n 	 0?8A0BL  M M S 	 S c r i v i   M M S 	 %13'D  13'D)  H3'&7  E*9//)	 E n v i a r   m e n s a g e m   m u l t i m  d i a 	 M M S   y a z 	 G i   M M S 	 K i r i m   p e s a n   m u l t i m e d i a 	 H a n t a r   m e s e j   m u l t i m e d i a 	 	.		.		8	  2	?		G			 	 	 	 M M S    z e n e t   k  l d  s e 	 	 	 	 M M S   s c h r i j v e n 	 	 	 E x p e d i e r e   m e s a j   m u l t i m e d i a 	 	 	     	 	 	 A13*'/F  ~J'E  F/  13'FG  '	 	 	 						  						 	 	 	 M M S   


	       	 B h a l a   i - M M S 	 B h a l a   i M M S 	 A n d i k a   M M S 	 S t u u r   m u l t i m e d i a b o o d s k a p 	 R a ay t i   M M S 	 R a k s t +t   M M S 	 K i r j u t a   M M S 	 ?aftel  M M S 	   M M S 	 S c r i e ci   M M S 	 M M S   
4
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	 M M S   2G(M$A	 	 M M S   					 	 	 	 	 	 	 	 E n v i a r   m e n s a g e m   m u l t i m  d i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ W R I T E _ S M S 	 U n d e f i n e d 	 I C O N T E X T 	 W r i t e   S M S 	 S e n d   t e x t   m e s s a g e 	 P!|
	 SwO	 *HI-'2!1'-1)#	 E n v i a r   S M S 	 E c r i r e   u n   S M S 	 T e x t m i t t e i l u n g   s e n d e n 	 0?8A0BL  S M S 	 S c r i v i   S M S 	 %13'D  13'D)  F5J)	 E n v i a r   m e n s a g e m   d e   t e x t o 	 S M S   y a z 	 G i   S M S 	 K i r i m   p e s a n   t e k s 	 H a n t a r   m e s e j   t e k s 	 	8		.		8	  2	?		G			 	 	 	 S M S    z e n e t   k  l d  s e 	 	 	 	 S M S   s c h r i j v e n 	 	 	 E x p e d i e r e   m e s a j   t e x t 	 	 	     	 	 	 A13*'/F  ~J'E  E*F	 	 	 						  						 	 	 	 S M S   


	       	 B h a l a   i - S M S 	 B h a l a   i S M S 	 A n d i k a   S M S 	 S t u u r   t e k s b o o d s k a p 	 R a ay t i   S M S 	 R a k s t +t   S M S 	 K i r j u t a   S M S 	 ?aftel  S M S 	   S M S 	 S c r i e ci   S M S 	 S M S   
4
A
$
A
	 M M S   2G(M$A	 	 S M S   					 	 	 	 	 	 	 	 E n v i a r   m e n s a g e m   d e   t e x t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ W R O N G _ M E S S A G E _ T Y P E 	 U n d e f i n e d 	 P O P U P 	 U n s u p p o r t e d   m e s s a g e   t y p e 	 U n s u p p o r t e d   m e s s a g e   t y p e 	 
N/ecv
o`^W	 
N/ecvOo`{|W	 D!H#-#1I-'2!
45I	 T i p o   d e   m e n s a j e   n o   a d m i t i d o 	 T y p e   d e   m e s s a g e   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   M i t t e i l u n g s t y p 	 5?>445@68205<K9  B8?  A>>1I5=8O	 T i p o   d i   m e s s a g g i o   n o n   s u p p o r t a t o 	 FH9  'D13'D)  :J1  E/9E	 T i p o   d e   m e n s a g e m   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   m e s a j   t i p i 	 K h  n g   h   t r   k i u   t i n   n h n 	 J e n i s   P e s a n   t a k   t e r d u k u n g 	 J e n i s   m e s e j   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  8		&	G	6	  *	M	0		>	0		 E j   u n d e r s t  t t e t   b e s k e d   t y p e ! 	 N e p o d p o r o v a n    t y p   z p r  v y ! 	 N i e   o b s Bu g i w a n y   t y p   w i a d o m o [c i ! 	 N e m   t  m o g a t o t t    z e n e t t  p u s ! 	 T u k e m a t o n   v i e s t i t y y p p i 	 U s t  t t e t   m e l d i n g s t y p e ! 	 N e p o d p o r o v a n    t y p   s p r  v y ! 	 B e r i c h t t y p e   n i e t   o n d e r s t e u n d 	 M e d d e l a n d e t y p   s t  d j e s   e j 	 N e p o d r ~a n a   v r s t a   p o r u k e ! 	 T i p   d e   m e s a j   n e a c c e p t a t 	 N e p o d p r t   t i p   s p o r o 
i l a ! 	         ! 	       	 5?>44J@60=  B8?  AJ>1I5=85! 	 8		&	G	6	  *	M	0		>	0	  8	*	K	0	M		  	0	$	  (	>	9	@	  ! 	 FH9  ~'E  ~4*('F  F4/G	 (:1  -E'*    H&  ~:'E  B3E	     	   						  			  									 
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	 8*K0MM  2G(?  .F8GM  H*M	 5?V4B@8<C20=89  B8?  ?>2V4><;5==O! 	 






  






  





	     	 U h l o b o   l o m b i k o   o l u n g a s a p h o t h i w e 	 U h l o b o   l o m y a l e z o   o n g a x h a s w a n g a 	 A i n a   y a   u j u m b e   i s i o k u b a l i w a 	 B o o d s k a p t i p e   n i e   g e s t e u n   n i e 	 N e p a l a i k o m a s   p r a n e ai m o   t i p a s 	 N e a t b a l s t +t s   z i Fo j u m a   v e i d s 	 S  n u m i   t   p   t o e t u s e t a 	 1vpataerelk  parxdacxiuav  e}ao	     	 T i p   d e   m e s a j   n e a c c e p t a t 	 *
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
	 8.0M%?$  8(M&G6  *M0>0	 	 								  							  							 	 	 	 	 	 	 	 T i p o   d e   m e n s a g e m   n  o   s u p o r t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ Y E S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 Y e s 	 O n 	 _U	 Sb _	 @4	 A c t i v a d o 	 A l l u m  	 E i n 	 :;. 	 A c c e s o 	 EA*H-	 A c t i v a r 	 A  	 B t 	 H i d u p 	 H i d u p 	 	>	2	B		 T i l 	 Z a p n o u t 	 W Bc z o n y 	 B e 	 P   l l a 	 P  	 Z a p n u t  	 A a n 	 P  	 U k l j u 
e n o 	 P o r n i t 	 V k l j u 
i 	 O n 	 	 :;NG5=>	 	>	2	B		 /1	 'SF	 	 					 
>
2
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	 (M	 #2V<:=CB8	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
M
	 (M	 	 	 	 	 	 	 	 	 	 L i g a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ R E 	 U n d e f i n e d 	 I C O N T E X T 	 T h e   p r e f i x   o f   r e p l i e d   m e s s a g e 	 R e : 	 VO	 VO	 -%1:   	 R e : 	 R e : 	 B e z . : 	 R E :   	 R e : 	 1/  : 	 R e : 	 R E :   	 T r   l i : 	 R E : 	 P e r : 	 		$	M	$	0			 V e d r : 	 O d p o v . : 	 O d p : 	 R E : 	 V S : 	 R E : 	 R E : 	 R e : 	 S V : 	 O D G : 	 R s p . : 	 R E : 	 R E : 	 :   	 B=>A=>: 	 .	>		G	: 	 ~'3.: 	 R E : 	 : 	 R E : 	 *
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	 0?	 R E : 	 



  


	 : 	 R e : 	 P h e n d u l w e : 	 R e : 	 R e : 	 A p i e : 	 P a r : 	 R e : 	 R e : 	 : 	 R s p . : 	 1
@
: 	 *M0$M_A$M$0: 	 	 											: 	 	 	 	 	 	 	 	 R e f : 	 	 	 	 	 	 	 	 G a i a : 	 R e : 	 R e : 	 R e : 	 M a i d i r   l e : 
 
 M E A _ S T R _ I D _ F W 	 U n d e f i n e d 	 I C O N T E X T 	 T h e   p r e f i x   o f   f o r w a r d e d   m e s s a g e 	 F w : 	 I[	 lS	 *HH-:   	 F w : 	 F w : 	 W l : 	 F W :   	 F w : 	 '9'/)  : 	 E n c : 	 F W :   	 C h u y n   g i : 	 F W : 	 K s : 	 +	>	0	5	0	M	!	: 	 F W : 	 P Ye p o s l . : 	 P r z e [l i j   d a l e j : 	 F W : 	 V L : 	 F W : 	 F W : 	 F w : 	 V i d a r e b e f o r d r a : 	 P R O : 	 R e d i r . : 	 F W : 	 F W : 	 : 	 @5?@0B8: 	 *	A	"	G	: 	 G/'*: 	 F W : 	 : 	 F W : 	 
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	 +>0M50M!M	 F W : 	 






  


: 	 : 	 F w : 	 G q i t h i s i w e : 	 F w : 	 S t u u r   a a n : 	 P e r s i ss t i : 	 P r s . : 	 F w : 	 F w : 	 : 	 R e d i r . : 	 +
K
: 	 M0>.@: 	 	 						: 	 	 	 	 	 	 	 	 E n c : 	 	 	 	 	 	 	 	 F w : 	 F w : 	 F w : 	 F w : 	 S e o l   a r   a g h a i d h : 
 
 M E A _ S T R _ I D _ M E S S A G E _ S I Z E _ M A X I M U M _ R E A C H E D 	 U n d e f i n e d 	 P O P U P 	 M a x i m u m   m e s s a g e   s i z e   r e a c h e d 	 M a x i m u m   m e s s a g e   s i z e   r e a c h e d 	 
o`'Y\]T
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i l a   d o s e ~e n a 	       	       	 0:A. @07<5@  =0  AJ>1I5=85B>  4>AB83=0B	 	.	>	2	  8		&	G	6	  		>	0	  *	B	0	M	#		 (G  -/'+1  'F/'2G  ~'E  13/	 2'/  3  2'/  ~:'E  3'&2  ~F'	         ! 	 							  								  					  								 
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	          	 U m e m u k e l i   k u n g e n z e k a   a n g a k w a z i   u k u h l o l a   i M M S   e n k u l u 	 U m a m k e l i   u s e n o n g a k w a z i   u k u j o n g a   i M M S   e n k u l u 	 M p o k e a j i   h a t a w e z a   k u a n g a l i a   M M S   k u b w a 	 O n t v a n g e r   m a g   d a l k   n i e   n a   ' n   g r o o t   M M S   k a n   k y k   n i e 	 G a v j a s   g a l i   n e t u r t i   g a l i m y b s   p e r ~i kr t i   d i d e l e s   M M S 	 S a Fm j s   v a r   n e s p t   a p s k a t +t   l i e l u   M M S 	 V  i m a l i k ,   e t   a d r e s s a a t   e i   s a a   s u u r t   M M S - i   v a a d a t a 	 @vaa~x  g  pa}eaeh  yoaxrava  dkel  ten  M M S   parxdacxiuxvh	           M M S -   	 E s t e   p o s i b i l   c a   d e s t i n a t a r u l   s   n u   p o a t   v i z u a l i z a   m e s a j e l e   M M S   m a r i 	 8
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Y9	 -%1'2!I-2#	 C a r g a n d o   r e s p u e s t a 	 r  p o n s e      l a   c h a r g e   d u   d e s t i n a t a i r e 	 A n t w o r t g e b  h r e n 	 ?;0B0  >B25B0	 C a r i c a m e n t o   r i s p o s t a   i n   c o r s o   	 1/  4-F	 R e s p o n d e r   s e m   c u s t o s 	 Y a n 1t   y  k l e n i y o r 	 T r   l i   n p 	 m e m b a l a s   p e n g i s i a n 	 P e n g e c a s a n   j a w a b 	 		$	M	$	0	  	>	0	M		  	?	/	>	  	>	  0	9	>	  9	H		 S v a r   f o r l a n g 	 P o p l a t e k   z a   o d p o v 	 Aa d o w a n i e   o d p o w i e d z i   	 V  l a s z   d  j  n a k    t v  l l a l  s a 	 V a s t a u s t o i m i t u s 	 S v a r k o s t n a d 	 S p o p l a t n e n    s p r  v a 	 K o s t e n   v o o r   a n t w o o r d 	 S v a r r a p p o r t 	 N a k n a d a   z a   o d g o v o r 	  n c r c a r e   r s p u n s 	 P o l n j e n j e   o d g o v o r a 	   	   	 B3>2>@  87?J;=5=85	 0	?	*	M	2	G	  	>	0	M		@				 G2FG  ~'3.	 ,H'(  '1,F	   	 					  							  	 
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Y9gP	 @*I2"-%1'2!I-2#	 P l a z o   p a r a   c a r g a r   r e s p u e s t a 	 D  l a i   d e   l a   r  p o n s e      l a   c h a r g e   d u   d e s t i n a t a i r e 	 A n t w o r t f r i s t 	 @09=89  A@>:  >?;0BK  >B25B0	 C a r i c a m e n t o   r i s p o s t a   t e r m i n a t o   	 1/  5D'-J)  'D4-F	 P r a z o   p a r a   r e s p o s t a   s e m   c u s t o s 	 Y a n 1t   y  k l e m e   s  r e s i 	 T r   l i   h n   n p 	 b a t a s   a k h i r   m e m b a l a s   p e n g i s i a n 	 T a r i k h   a k h i r   p e n g e c a s a n   j a w a b 	 		$	M	$	0	  	>	0	M		?			  	@	  !	G	!	2	>		(		 S v a r   f o r l a n g   d e a d l i n e 	 T e r m  n    
t o v  n    p o p l a t k u   z a   o d p o v 	 O s t a t e c z n y   t e r m i n   Ba d o w a n i a   o d p o w i e d z i . 	 V  l a s z d  j -  t v  l l a l  s   h a t  r i d e j e 	 V a s t a u s t o i m i t u k s e n   a i k a r a j a 	 S v a r k o s t n a d   t i d s f r i s t 	 L i m i t   p r e   s p o p l a t n e n    s p r  v u 	 D e a d l i n e   v o o r   k o s t e n   v a n   a n t w o o r d 	 S v a r r a p o r t   g i l t i g h e t 	 K r a j n j i   r o k   n a k n a d e   z a   o d g o v o r 	 T i m p   l i m i t    n c r c a r e   r s p u n s 	 R e p l y   c h a r g i n g   d e a d l i n e 	     	       	 B3>2>@  87?J;=5=85  :@05=  A@>:	 0	?	*	M	2	G	  	>	0	M		@			  		$	?	.	  $	?	%	?		 EH9/  G2FG  ~'3.	 ,H'(  '1,F    E9'/	     	 					  							  								 
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Y9'Y\	 2-2#-%1'2!I-2#	 T a m a  o   p a r a   c a r g a r   r e s p u e s t a 	 T a i l l e   d e   l a   r  p o n s e      l a   c h a r g e   d u   d e s t i n a t a i r e 	 A n t w o r t g r   e 	  07<5@  >?;0BK  >B25B0	 G r a n d e z z a   r i s p o s t a   c a r i c a t a 	 1/  -,E  'D4-F	 T a m a n h o   p a r a   r e s p o s t a   s e m   c u s t o s 	 Y a n 1t   y  k l e m e   b o y u t u 	 T r   l i   c   n p   	 u k u r a n   m e m b a l a s   p e n g i s i 	 S a i z   p e n g e c a s a n   j a w a b 	 	>	0	M		?			  		>	0	  	>	  		$	M	$	0	  &	G			 S v a r   f o r l a n g   s t  r r e l s e 	 V e l i k o s t    
t o v  n    p o p l a t k u   z a   o d p o v 	 R o z m i a r   Ba d o w a n i a   o d p o w i e d z i . 	 V  l a s z d  j -  t v  l l a l  s   m a x i m  l i s   m  r e t e 	 V a s t a u s t o i m i t u k s e n   k o k o 	 S v a r k o s t n a d   s t  r r e l s e 	 V e >k o s e  s p o p l a t n e n e j   s p r  v y 	 G r o o t t e   v a n   k o s t e n   v a n   a n t w o o r d 	 S v a r r a p p o r t   s t o r l e k 	 V e l i 
i n a   n a k n a d e   z a   o d g o v o r 	 D i m e n s i u n e    n c r c a r e   r s p u n s 	 R e p l y   c h a r g i n g   s i z e 	     	     	 B3>2>@  @07<5@  87?J;=5=85	 0	?	*	M	2	G	  	>	0	M		@			  		>	0		 'F/'2G  G2FG  ~'3.	 ,H'(  '1,F  3'&2	     	 					  							  					 
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	 1   	 1   K B 	 I - 1 K B 	 1   K B 	 1   K B 	 1   K B . 	 1   K B 	 1   K B 	 1   ?2	 1   . 	 1   K B 	 1   K B 	 1   K B 	 	 1   K B 	 	 	 	 	 	 	 	 1   K B 	 	 	 	 	 	 	 	 K B   1 	 1   K B 	 1   K B 	 1   k b 	 1   K B 
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 M E A _ S T R _ I D _ C O N F I G _ 1 0 _ K B 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K o 	 1 0   K B 	 1 0   1	 1 0   K B 	 1 0   C  (	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   K T 	 1 0   K B 	 1 0   K B 	 1 0   k B 	 1 0   K B 	 1 0   k B 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   " 	 1 0   	 1 0   K B 	 1 0   DH('*	 1 0   K B 	 1 0   K B 	 		  					 1 0   K B 	 1 0   K B 	 1 0   	 1 0   



  	 1 0   	 1 0   K B 	 I - 1 0 K B 	 1 0   K B 	 1 0   K B 	 1 0   K B . 	 1 0   K B 	 1 0   K B 	 1 0   ?2	 1 0   . 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 	 	 	 	 	 	 	 	 	 1 0   K B 	 	 	 	 	 	 	 	 1 0   K B 	 1 0   K B 	 1 0   K B 	 1 0   k b 	 1 0   K B 
 
 M E A _ S T R _ I D _ S E L E C T _ C O L O R 	 U n d e f i n e d 	 T I T L E 	 S e l e c t   c o l o r 	 S e l e c t   c o l o r 	 xdOr	 	br	 @%7-*5	 S e l e c c i o n a r   c o l o r 	 C h o i s i r   l a   c o u l e u r 	 F a r b e   w  h l e n 	 K1@0BL  F25B  	 S e l e z i o n a   c o l o r e 	 '.*J'1  'DDHF	 S e l e c c i o n a r   c o r 	 R e n k   s e  i n 	 C h n   m  u 	 P i l i h   W a r n a 	 P i l i h   w a r n a 	 0			  	A	(	G			 V  l g   f a r v e 	 V y b r a t   b a r v u 	 W y b i e r z   k o l o r 	 S z  n   k i v  l a s z t  s a 	 V a l i t s e   v  r i 	 V e l g   f a r g e 	 V y b r a e  f a r b u 	 K l e u r   s e l e c t e r e n 	 V  l j   f  r g 	 O d a b e r i t e   b o j u 	 S e l e c t a r e   c u l o a r e 	 I z b e r i   B a r v o 	   	   	 715@8  F2OB	 	2	0	  (	?	5	!	>		 'F*.'(  1F	 1F  EF*.(  ,&	   	 		  									 0
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 
 M E A _ S T R _ I D _ B G _ C O L O R 	 U n d e f i n e d 	 I C O N T E X T 	 B a c k g r o u n d   c o l o r 	 B a c k g r o u n d   c o l o r 	 ̀ofOr	 ̀ofr	 *57I+%1	 C o l o r   d e   f o n d o 	 C o u l e u r   d e   f o n d 	 H i n t e r g r u n d f a r b e 	 &25B  D>=0	 C o l o r e   s f o n d o 	 DHF  'D.DAJ)	 C o r   d e   f u n d o 	 A r t a l a n   R e n g i 	 M  u   n n 	 W a r n a   l a t a r   b e l a k a n g 	 W a r n a   l a t a r   b e l a k a n g 	 *	C	7	M	 	-	B	.	?	  0				 B a g g r u n d s   F a r v e 	 B a r v a   p o z a d  	 K i l o r   t Ba 	 H  t t  r s z  n 	 T a u s t a v  r i 	 B a k g r u n n s f a r g e 	 V y b r a e  f a r b u   n a   p o z a d i e 	 A c h t e r g r o n d k l e u r 	 V  l j   b a k r u n d s f  r g 	 B o j a   p o z a d i n e 	 C u l o a r e   f u n d a l 	 B a r v a   o z a d j a 	   	   	 &2OB  =0  D>=	 ,	E			M	0	>				!	  	2	0		 1F  ~3  2EFG	 (  1'$F  1F	   	 													  			 ,
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  	   	 U m b a l a   w e s e n d l a l e l o 	 U m b a l a   w a n g a s e m v a 	 R a n g i   y a   u s u l i 	 A g t e r g r o n d k l e u r 	 F o n o   s p a l v a 	 F o n a   k r s a 	 T a u s t a v  r v 	 Vxvk  cxuv	   	 C u l o a r e   f u n d a l 	 *
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 
 M E A _ S T R _ I D _ C O N F I G _ M S G _ R E T R _ H O M E _ M O D E 	 U n d e f i n e d 	 I C O N T E X T 	 H o m e   N e t w o r k 	 H o m e   n e t w o r k 	 ;N}	 ;NQ~	 @#7-H2"+%1	 R e d   p r i n c i p a l 	 R  s e a u   d o m e s t i q u e 	 H e i m n e t z w e r k 	 ><0H=OO  A5BL  	 R e t e   l o c a l e 	 'D4(C)  'D1&J3J)	 R e d e   d o m  s t i c a 	 A n a   a 	 M n g   c h 	 J a r i n g a n   r u m a h 	 R a n g k a i a n   r u m a h 	 9	K	.	  (	G		5	0	M			 H j e m m e   n e t v  r k 	 D o m  c    s  e	 S i e   d o m o w a 	 O t t h o n i   h  l  z a t 	 K o t i v e r k k o 	 H j e m - n e t t v e r k 	 D o m  c a   s i e e	 H u i s n e t w e r k 	 H e m n  t v e r k 	 K u n a   m r e ~a 	 R e ce a   l o c a l 	 D o m a 
e   o m r e ~j e 	   	     	 ><0H=0  <@560	 9	K	.	  (	G		5	0	M			 4(G  '5D	 HE  Fy  H1	   	 			  										 9
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 
 M E A _ S T R _ I D _ C O N F I G _ M S G _ R E T R _ R O A M _ M O D E 	 U n d e f i n e d 	 I C O N T E X T 	 R o a m i n g   n e t w o r k 	 R o a m i n g 	 +oJ}	 +o8nQ~	 B#!!4	 m i v i l i d a d 	 I t i n  r a n c e 	 R o a m i n g 	  >C<8=3	 R o a m i n g 	 *,H'D	 R o a m i n g 	 H a r e k e t 	 C h u y n   v  n g 	 r o a m i n g 	 M e r a y a u 	 0	K	.	?				 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 B a r a n g o l  s 	 R o a m i n g 	 V e k s l e r 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 G o s t o v a n j e 	 	 	  >C<8=3	 0	K	.	?				 1HEF	 1HEF	 	 						 0
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 
 M E A _ S T R _ I D _ A U T O _ R E T R I E V A L _ R O A M 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 T h e   r o a m i n g   r e t r i e v a l   s e t t i n g   i s   t h e   s a m e   a s   h o m e   n e t w o r k 	 A s   h o m e 	 ;N}vT	 N;NQvT	 @G+%1	 C o m o   p r i n c i p a l 	 C o m m e      l a   m a i s o n 	 W i e   p r i v a t 	 0:  4><0H=89	 C o m e   l o c a l e 	 E+D  'D4(C)  'D1&J3J)	 I g u a l   a   r e d e   d o m  s t i c a 	 A n a   s a y f a   o l a r a k 	 N h   m n g   c h 	 s e b a g a i   r u m a h 	 S e b a g a i   r u m a h 	 9	K	.	  	G	  0	B	*	  .	G			 S o m   H j e m m e 	 J a k o   d o m  c  	 J a k o   d o m o w y 	 M i n t   o t t h o n 	 K o t i n a 	 S o m   h j e m m e 	 A k o   d o m a 	 Z o a l s   t h u i s 	 S o m   h e m m a 	 K a o   d o m a 	 C a   p a g i n   d e   p o r n i r e 	 K o t   D o m a 	     	 	 0B>  H o m e 	 		  9	K	.		 E'FF/  .'FG	 HE    71-	   	 						  			 

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 
 M E A _ S T R _ I D _ A S K _ R E T R I E V A L _ R O A M 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 U s e   d e l a y e d   r e t r i e v a l   i n   r o a m i n g   n e t w o r k 	 D e f e r r e d 	 ^r	 ^ߏ	 
0%-	 R e t r a s a d o 	 R e t a r d  	 V e r z  g e r t 	 045@60==K9  	 R i t a r d a t o 	 E$,D	 D i f e r i d o 	 G e c i k m e l i 	 B   h o  n 	 d i t u n d a 	 T e r t u n d a 	 &	G	0	  9	K	  			 F o r s i n k e t 	 O p o ~d n o 	 O p  zn i o n y 	 H a l a s z t o t t 	 V i i v  s t y n y t 	 F o r s i n k e t 	 O d l o ~e n  	 V e r t r a a g d 	 F  r d r  j d 	 O d g o e n o 	 A m  n a t 	 Z a m u j e n o 	 	 	 B;>65=>	 		6	@	0		 *#.1	 E$.1	 	 									 &
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	 ,?3.M5  9K?	 	 									 	 	 	 	 	 	 	 A d i a d o 	 	 	 	 	 	 	 	 A t z e r a t u a 	 N a i p a g p a l i b a n 	 D i f e r i d o 	 E w e g a g o     n a - i h u 	 C u r t h a   s i a r 
 
 M E A _ S T R _ I D _ R E S _ R E T R I E V A L _ R O A M 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 R e j e c t e d   M M S   i n   r o a m i n g   n e t w o r k 	 R e j e c t e d 	 bU}	 b~	 4@*	 R e c h a z a d o 	 R e j e t  	 A b g e l e h n t 	 B25@3=CBK9	 R i f i u t a t o 	 *E  'D1A6	 R e j e i t a d o 	 R e d d e d i l d i 	 T   c h i 	 d i b a t a s i 	 D i t o l a k 	 *	M	0	$	?	,	(	M	'	?	$		 B e g r  n s e t 	 O m e z e n o 	 O g r a n i c z o n y 	 E l u t a s  t v a 	 R a j a l l i n e n 	 B e g r e n s e t 	 Z a k  z a n  	 V e r w o r p e n 	 B e g r  n s a d 	 O g r a n i 
e n o 	 R e s t r i c ci o n a t 	 Z a b r a n j e n o 	 	 	 3@0=8G5=	 *	M	0	$	?	,		'	?	$		 1/  4/G	 E3*1/	 	 						 0
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	 	 K w a l i w e 	 Y a l i w e 	 I m e k a t a l i w a 	 V e r w e r p 	 A t m e s t a 	 A t t e i k t s 	 H  l j a t u d 	 Dej~an  g	 	 R e s p i n s 	 (
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	 *M0$M_>M7?$	 	 				  			  					 	 	 	 	 	 	 	 R e j e i t a d o 	 	 	 	 	 	 	 	 B a z t e r t u a 	 T i n a n g g i h a n 	 R e x e i t a d o 	 A j l a 	 D i  l t a i t h e 
 
 M E A _ S T R _ I D _ C O N F I G _ S E N D _ V I S I B I L I T Y 	 U n d e f i n e d 	 I C O N T E X T 	 S e n d e r   v i s i b i l i t y 	 S e n d e r   v i s i b i l i t y 	 o:y[NN	 >f:ySNN	 A*9I*H	 V i s i b i l i d a d   d e l   r e m i t e n t e 	 V i s i b i l i t    d e   l ' e x p  d i t e u r 	 S e n d e r s i c h t b a r k e i t 	 @8ACBAB285  >B?@028B5;O  	 V i s u a l i z z a   m i t t e n t e 	 916  'DE13D	 V i s i b i l i d a d e   d o   r e m e t e n t e 	 G  n d e r i c i n i n   g  r  n  l  r l   	 H i n   t h   n g i   g i 	 p e n g l i h a t a n   p e n g i r i m 	 K e t e r l i h a t a n   p e n g h a n t a r 	 *	M	0	G	7		  &	C	6	M	/	$	>		 A f s e n d e r   s y n l i g h e d 	 I d e n t i f i k a c e   o d e s  l a j  c  h o 	 W i d o c z n o [  n a d a w c y 	 K  l d Q  l  t h a t  s  g a 	 L  h e t t  j  n   n  k y v y y s 	 S e n d e r s y n l i g h e t 	 V i d i t e >n o s e  o d o s i e l a t e >a 	 Z i c h b a a r h e i d   v a n   v e r z e n d e r 	 A v s  n d a r e n    r   s y n l i g 	 V i d l j i v o s t   p o ai l j a t e l j a 	 V i z i b i l i t a t e   e x p e d i t o r 	 V i d n o s t   p o ai l j a t e l j a 	   	   	 848<>AB  =0  87?@0I0G0	 8	G		!	0	  5	M	9	?		@	,	?	2	?		@		 B'(D*  1$*  A13*F/G	 (,F  H'D    1$*	   	 						  													 -
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	   	 U k u b o n a k a l a   k o m t h u m e l i 	 U k u b o n a k a l a   k o m t h u m e l i 	 K u o n e k a n a   k w a   m t u m a j i 	 S i g b a a r h e i d   v a n   s t u u r d e r 	 S i u n t j o   m a t o m u m a s 	 S kt +t j a   r e d z a m +b a 	 S a a t j a   n  h t a v u s 	 Hraoxrk  e}avelkxiuxv	   	 V i z i b i l i t a t e   e x p e d i t o r 	 
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 
 M E A _ S T R _ I D _ S H O W _ N U M B E R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 S h o w   n u m b e r 	 S h o w   n u m b e r 	 o:y_x	 >f:ySx	 A*+!2"@%	 M o s t r a r   n  m e r o 	 A f f i c h e r   l e   n u m  r o 	 N u m m e r   a n z e i g e n 	 >:07K20BL  =><5@	 M o s t r a   n u m e r o 	 916  'D1BE	 M o s t r a r   n  m e r o 	 N u m a r a y 1  g  s t e r 	 H i n   t h   s 	 t a m p i l k a n   n o m o r 	 T u n j u k k a n   n o m b o r 	 (		,	0	  &	?		>				 V i s   n u m m e r 	 Z o b r a z i t   
 s l o 	 P o k a |  n u m e r 	 S z  m   k i j e l z  s e 	 N  y t    n u m e r o 	 V i s   n u m m e r 	 U k  z a e  
 s l o 	 N u m m e r   t o n e n 	 V i s a   n u m m e r 	 P r i k a ~i   b r o j 	 A f i _a r e   n u m r 	 P o k a ~i   at e v i l k o 	   	   	 >:068  =><5@	 (		,	0	  &	>		2	>		 FE'4  4E'1G	 FE(1  /'&	   	 					  						 (
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	   	 K h o m b i s a   i n a m b a 	 B o n i s a   i n o m b o l o 	 O n y e s h a   n a m b a r i 	 W y s   n o m m e r 	 R o d y t i   n u m e r /	 R d +t   n u m u r u 	 N  i t a   n u m b r i t 	 Qxadel  patah	   	 A f i _a r e   n u m r 	 (
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	 8M_>  &G>(M$A	 	 					  									 	 	 	 	 	 	 	 M o s t r a r   n  m e r o 	 	 	 	 	 	 	 	 Z e n b a k i a   e r a k u t s i 	 I p a k i t a   a n g   n u m e r o 	 M o s t r a r   n  m e r o 	 G o s i p t a   n m b a   	 T a i s p e  i n   u i m h i r 
 
 M E A _ S T R _ I D _ H I D E _ N U M B E R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 H i d e   n u m b e r 	 H i d e   n u m b e r 	 υ_x	 υSx	 H-+!2"@%	 O c u l t a r   n  m e r o 	 M a s q u e r   l e   n u m  r o 	 N u m m e r   a u s b l e n d e n 	 !:@KBL  =><5@	 N a s c o n d i   n u m e r o 	 %.A'!  'D1BE	 O c u l t a r   n  m e r o 	 N u m a r a y 1  g i z l e 	 n   s 	 s e m b u n y i k a n   n o m o r 	 S e m b u n y i k a n   n o m b o r 	 (		,	0	  	?	*	>				 S k j u l   n u m m e r 	 S k r  t   
 s l o 	 U k r y j   n u m e r 	 S z  m   e l r e j t  s e 	 P i i l o t a   n u m e r o 	 S k j u l   n u m m e r 	 S c h o v a e  
 s l o 	 N u m m e r   v e r b e r g e n 	 D  l j   n u m m e r 	 S a k r i j   b r o j 	 A s c u n d e r e   n u m r 	 S k r i j   at e v i l k o 	   	   	 !:@89  =><5@	 8	*	2	G	2	>	  (		,	0		 ~FG'F  3'2  4E'1G	 FE(1  ~'&	   	 					  				  			 (
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	   	 F i h l a   i n a m b a 	 F i h l a   i n o m b o l o 	 F i c h a   n a m b a r i 	 V e r b e r g   n o m m e r 	 S l p t i   n u m e r /	 S l p t   n u m u r u 	 P e i d a   n u m b e r 	 9avel  patah	   	 A s c u n d e r e   n u m r 	 (
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	 8M_>  2A>(M$A	 	 					  									 	 	 	 	 	 	 	 O c u l t a r   n  m e r o 	 	 	 	 	 	 	 	 Z e n b a k i a   i z k u t a t u 	 I t a g o   a n g   n u m e r o 	 O c u l t a r   n  m e r o 	 Z o o   n m b a 	 F o l a i g h   u i m h i r 
 
 M E A _ S T R _ I D _ C O N F I G _ S E N D _ R E A D _ R E P O R T 	 U n d e f i n e d 	 I C O N T E X T 	 S e n d   R e a d   R e p o r t 	 R e a d   r e p o r t 	 P1XJT	 SbJT	 #2"22#-H2	 L e e r   i n f o r m e 	 L i r e   l e   r a p p o r t 	 L e s e b e r i c h t 	 '8B0BL  >BG5B	 L e g g i   r a p p o r t o 	 B1'!)  'D*B1J1	 R e l a t  r i o   d e   l e i t u r a 	 O k u n d u   r a p o r u 	 G i   b  o   c  o   c 	 b a c a   c a t a t a n 	 L a p o r a n   t e l a h   d i b a c a 	 0	?	*	K	0	M		  *	"	<	G			 L  s   R a p p o r t 	 O z n  m e n    o   p Ye 
t e n  	 C z y t a j   r a p o r t 	 J e l e n t  s   o l v a s  s a 	 L u e   r a p o r t t i 	 L e s   r a p p o r t 	 S p r  v a   o   p r e 
 t a n  	 V e r s l a g   l e z e n 	 L  s a   r a p p o r t 	 I z v j e at a j   o   
i t a n j u 	 R a p o r t   d e   c i t i r e 	 B e r i   p o r o 
i l o 	   	   " 	 @>G5B8  @5?>@B	 0	?	*	K	0	M		  5	>		>		 2'14  .H'F/F	 ~F    1~H1y	   	 									  						 0
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 M E A _ S T R _ I D _ C O N F I G _ A L W A Y S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 A l w a y s   s e n d   r e a d   r e p o r t   o r   d e l i v e r y   r e p o r t 	 S e n d 	 P	 S	 *H	 E n v i a r 	 E n v o y e r 	 S e n d e n 	 B?@028BL	 I n v i a 	 %13'D	 E n v i a r 	 G  n d e r 	 G i 	 K i r i m 	 H a n t a r 	 -	G		G			 S e n d 	 O d e s l a t 	 W y [l i j 	 K  l d  s 	 L  h e t  	 S e n d 	 O d o s l a e  	 V e r z e n d e n 	 S k i c k a 	 `a l j i 	 E x p e d i e r e 	 P o al j i 	 	 	 7?@0B8	 *	>	 	5	>		 '13'D	 (,	 	 							 -
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 M E A _ S T R _ I D _ C O N F I G _ O N _ R E Q U E S T 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 O n   r e q u e s t   t o   s e n d   r e a d   r e p o r t   o r   d e l i v e r y   r e p o r t 	 O n   r e q u e s t 	 bOU	 	 @!7H--	 A   p e t i c i  n 	 S u r   d e m a n d e 	 A u f   A n f r a g e 	 >  B@51>20=8N	 S u   r i c h i e s t a 	 3$'D	 A   p e d i d o 	 0s t e k t e   b u l u n u l d u u n d a 	 H i 	 p e r m i n t a a n 	 A t a s   p e r m i n t a a n 	 	(	A	0	K	'	  *	0		 P    a n m o d n i n g 	 N a   ~ d o s t 	 N a   z a d a n i e 	 K  r  s r e 	 P y y n n  s t  	 V e d   a n m o d n i n g 	 N a   ~i a d o s e	 O p   v e r z o e k 	 V i d   b e h o v 	 N a   z a h t j e v 	 L a   c e r e r e 	 N a   z a h t e v o 	   	     	 @8  70O2:0	 5	?	(		$	@	5	0	B	(		 ('  /1.H'3*	 'D*E'3  ~1	 	 								 ,
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 
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NS	 D!H*H	 N o   e n v i a r   n u n c a 	 N e   j a m a i s   e n v o y e r 	 N i e   s e n d e n 	 8:>340  =5  >B?@02;OBL	 N o n   i n v i a r e   m a i 	 D'  *13D  #(/'	 N u n c a   e n v i a r 	 A s l a   g  n d e r m e 	 K h  n g   g i 	 t a k   d i k i r i m 	 J a n g a n   h a n t a r 	 	-	@	  (	9	@		  -	G		G			 S e n d   A l d r i g 	 N i k d y   n e o d e s  l a t 	 N i g d y   n i e   w y s y Ba j 	 S o s e m   k  l d 	  l    l  h e t    k o s k a a n 	 A l d r i   s e n d 	 N i k d y   n e o d o s i e l a e	 N o o i t   v e r z e n d e n 	 S k i c k a   a l d r i g 	 N i k a d   n e   aa l j i 	 N u   e x p e d i a ci   n i c i o d a t 	 N i k o l i   N e   P o al j i 	     	     	 8:>30  =5  87?@0I09	 	>	9	@	9	@	  *	>	 	5	>	  (	>	9	@		 G12  '13'D  F4H/	 (  F  (,	   	 				  							  			 
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 
 M E A _ S T R _ I D _ C O N F I G _ D E L I V E R Y _ T I M E 	 U n d e f i n e d 	 I C O N T E X T 	 D e l i v e r y   t i m e 	 D e l i v e r y   t i m e 	 PBf	 Se	 @'%2*H	 T i e m p o   d e   e n t r e g a 	 H e u r e   d e   l i v r a i s o n 	 S e n d e z e i t 	 @5<O  4>AB02:8	 O r a   d i   r i c e z i o n e 	 HB*  'D'13'D	 H o r a   d e   e n t r e g a 	 T e s l i m   s  r e s i 	 T h i   g i a n   g i 	 w a k t u   p e n g i r i m a n 	 M a s a   p e n g h a n t a r a n 	 8	A	*	A	0	M	&		@	  	>	  8	.	/		 A f l e v e r i n g s   T i d 	 D o b a   d o r u 
e n  	 C z a s   d o s t a r c z e n i a 	 K  z b e s  t  s   i d e j e 	 J a k e l u a i k a 	 L e v e r i n g s t i d 	 D o b a   d o r u 
e n i a 	 A f l e v e r i n g s t i j d 	 L e v e r a n s t i d 	 V r i j e m e   i s p o r u k e 	 T i m p   d e   e x p e d i e r e 	 a s   D o s t a v e 	   	   	 @5<5  70  4>AB02:0	 *	>	 	5	?	2	M	/	>		>	  5	G	3		 2E'F  *-HD	 DH1  '  HB*	   	 									  				 -
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	   	 I s i k h a t h i   s o k u d i l i v a 	 I x e s h a   l o k u h a m b i s a 	 M u d a   w a   k u w a s i l i s h a 	 A f l e w e r i n g s t y d 	 P r i s t a t y m o   t r u k m 	 P i e g d e s   l a i k s 	 K  t t e t o i m e t a m i s e   a e g 	 1|atav  jatavaoh	   	 O r   d e   l i v r a r e 	 !
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	 ,?$0#  8._	 	 								  				 	 	 	 	 	 	 	 T e m p o   d e   e n t r e g a 	 	 	 	 	 	 	 	 B i d a l o r d u a 	 O r a s   n g   p a g p a p a d a l a 	 T e m p o   d e   e n v  o 	 O g e   n r u t e 	 A m   s e a c h a d t a 
 
 M E A _ S T R _ I D _ C O N F I G _ I M M E D I A T E 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 I m m e d i a t e l y   d e l i v e r   t h i s   M M S 	 I m m e d i a t e 	 sSBf	 [e	 15	 I n m e d i a t o 	 I m m  d i a t 	 S o f o r t 	 5<54;5==K9  	 I m m e d i a t o 	 'DAH1J	 I m e d i a t a 	 H e m e n 	 L p   t c 	 s e g e r a 	 S e g e r a 	 $	A	0		$		 M i d l e r t i d i g 	 O k a m ~i t 	 N a t y c h m i a s t o w y 	 A z o n n a l i 	 V  l i t  n 	  y e b l i k k e l i g 	 B e z p r o s t r e d n e 	 D i r e c t 	 O m e d e l b a r 	 T r e n u t n o 	 I m e d i a t 	 N e p o s r e d e n 	 	 	 570102=>	 $	>	$	M		>	3		 AH1	 AH1'K	 	 								 $
A
0
p
$
	 $M7#	 5309=>	 





	 	 S h e s h a 	 K w a n g o k o 	 M a r a   m o j a 	 O n m i d d e l l i k 	 T u o j a u   p a t 	 N e k a v j o as 	 V a h e t u 	 1vtk{aze}	 	 I m e d i a t 	 	

(
M
	 $A0(M$	 	 										 	 	 	 	 	 	 	 I m e d i a t o 	 	 	 	 	 	 	 	 B e r e h a l a 	 A g a d 	 I n m e d i a t o 	 O z i g b o 	 L  i t h r e a c h 
 
 M E A _ S T R _ I D _ C O N F I G _ I N _ O N E _ H O U R 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1   h o u r   l a t e r 	 1   h o u r   l a t e r 	 1 \Bf_	 1 \eT	 1   
1H'B!H-!2	 1   h o r a   d e s p u  s 	 1   h e u r e   p l u s   t a r d 	 N a c h   1   S t u n d e 	 '5@57  1   G0A	 1   o r a   p i    t a r d i 	 (9/  'D3'9)	 1   h o r a   d e p o i s 	 1   s a a t   s o n r a 	 S a u   1   g i 	 1   j a m   k e m u d i a n 	 1   j a m   k e m u d i a n 	 1   			G	  ,	>	&		 	 	 	 1    r  v a l   k  s Qb b 	 	 	 	 1   u u r   l a t e r 	 	 	 D u p   1   o r 	 	 	   1     	 	 	 1   3'9*  (9/	 	 	 	  					  					 	 	 	 1   






	 1   	 E m v a   k w e h o r a 	 E m v a   k w e y u r e   e - 1 	 S a a   1   b a a d a y e 	 1   u u r   l a t e r 	 P o   1   v a l a n d o s 	 1   s t u n d u   v l k 	 1   t u n d   h i l j e m 	 1   jat  pex	 1     	 D u p   1   o r 	 1   .
#
?

M

B
0
M
  
4
?

M

M
	 1   #M>  *0G	 	 1   					  						 	 	 	 	 	 	 	 1   h o r a   m a i s   t a r d e 	 	 	 	 	 	 	 	 O r d u   b e t e   b e r a n d u a g o 	 1   o r a s   a n g   n a k a l i p a s 	 1   h o r a   m  i s   t a r d e 	 O t u   e l e k e r e   g a s a 	 U a i r   a m h  i n   n  o s   d  a n a  
 
 M E A _ S T R _ I D _ C O N F I G _ I N _ 1 2 _ H O U R S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1 2   h o u r s   l a t e r 	 1 2   h o u r s   l a t e r 	 1 2 \Bf_	 1 2 \eT	 1 2   
1H'B!H-!2	 1 2   h o r a s   d e s p u  s 	 1 2   h e u r e s   p l u s   t a r d 	 N a c h   1 2   S t u n d e n 	 '5@57  1 2   G0A0	 1 2   o r e   p i    t a r d i 	 (9/  1 2   3'9'*	 1 2   h o r a s   d e p o i s 	 1 2   s a a t   s o n r a 	 S a u   1 2   g i 	 1 2   j a m   k e m u d i a n 	 1 2   j a m   k e m u d i a n 	 1 2   			G	  ,	>	&		 	 	 	 1 2    r  v a l   k  s Qb b 	 	 	 	 1 2   u u r   l a t e r 	 	 	 D u p   1 2   o r e 	 	 	 1 2       	 	 	 1 2   3'9*  (9/	 	 	 		  					  					 	 	 	 1 2   






	 1 2   	 E m v a   k w a m a h o r a   a y i   1 2 	 E m v a   k w e e y u r e   e z i l i - 1 2 	 M a s a a   1 2   b a a d a y e 	 1 2   u r e   l a t e r 	 P o   1 2   v a l a n d s	 1 2   s t u n d a s   v l k 	 1 2   t u n d i   h i l j e m 	 1 2   jat  pex	 1 2     	 D u p   1 2   d e   o r e 	 1 2   .
#
?

M

B
0
M
  
4
?

M

M
	 1 2   #M>  *0G	 	 1 2   					  						 	 	 	 	 	 	 	 1 2   h o r a s   m a i s   t a r d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ C O N F I G _ I N _ 2 4 _ H O U R S 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 2 4   h o u r s   l a t e r 	 2 4   h o u r s   l a t e r 	 2 4 \Bf_	 2 4 \eT	 2 4   
1H'B!H-!2	 2 4   h o r a s   d e s p u  s 	 2 4   h e u r e s   p l u s   t a r d 	 N a c h   2 4   S t u n d e n 	 '5@57  2 4   G0A0	 2 4   o r e   p i    t a r d i 	 (9/  2 4   3'9'*	 2 4   h o r a s   d e p o i s 	 2 4   s a a t   s o n r a   	 S a u   2 4   g i 	 2 4   j a m   k e m u d i a n 	 2 4   j a m   k e m u d i a n 	 2 4   			G	  ,	>	&		 	 	 	 2 4    r  v a l   k  s Qb b 	 	 	 	 2 4   u u r   l a t e r 	 	 	 D u p   2 4   d e   o r e 	 	 	 2 4       	 	 	 2 4   3'9*  (9/	 	 	 		  					  					 	 	 	 2 4   






	 2 4   	 E m v a   k w a m a h o r a   a n g a m a   2 4 	 E m v a   k w e e y u r e   e z i n g a m a - 2 4 	 M a s a a   2 4   b a a d a y e 	 2 4   u r e   l a t e r 	 P o   2 4   v a l a n d s	 2 4   s t u n d a s   v l k 	 2 4   t u n d i   h i l j e m 	 2 4   jat  pex	 2 4     	 D u p   2 4   d e   o r e 	 2 4   .
#
?

M

B
0
M
  
4
?

M

M
	 2 4   #M>  *0G	 	 2 4   					  						 	 	 	 	 	 	 	 2 4   h o r a s   m a i s   t a r d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ P L A Y _ S O U N D 	 U n d e f i n e d 	 I C O N T E X T 	 P l a y   A u d i o 	 P l a y   a u d i o 	 d>er	 d>eX	 @%H@*5"	 R e p r o d u c i r   a u d i o 	 L i r e   l e   s o n 	 A u d i o   w i e d e r g e b e n 	 >A?@>872.   0C48>	 R i p r o d u c i   a u d i o 	 *4:JD  'D5H*	 R e p r o d u z i r    u d i o 	 S e s    a l 	 P h  t    m   t h a n h 	 m a i n k a n   s u a r a 	 M a i n k a n   a u d i o 	 	!	?	/	K	  	2	>				 A f s p i l   l y d 	 P Ye h r  t   z v u k 	 O d t w a r z a j   d zw i k 	 H a n g   l e j  t s z  s a 	 T o i s t a     n i 	 S p i l l   l y d 	 P r e h r a e  z v u k 	 A u d i o   a f s p e l e n 	 S p e l a   u p p   l j u d 	 I z v o e n j e   z v u k a 	 R e d a r e   f i _i e r   a u d i o 	 P r e d v a j a j   Z v o k 	   	   	 7?J;=8  2C:	 	!	?	/	K	  	>	2	B	  	0	>		 ~.4  5/'	 'SH  ~D  ,&	     	 				  						 
	
!
@

  
2
>

	 !?/K  *M2G  G/A.A	 @>A;CE0B8  0C4V>	 




  




	     	 D l a l a   i - a u d i o 	 K h a l i s a   i - o d i y o 	 C h e z a   s a u t i 	 S p e e l   k l a n k 	 L e i s t i   g a r s o   k l i p 	 S p l t   a u d i o 	 E s i t a   h e l i 	 F~acaoel  axdkx	   	 R e d a r e   a u d i o 	 *
M
2
G
  
!
?
/
K
	 !?  3>(M$A	 	 				'   				  				 	 	 	 	 	 	 	 T o c a r    u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ P L A Y _ V I D E O 	 U n d e f i n e d 	 I C O N T E X T 	 P l a y   V i d e o 	 P l a y   v i d e o 	 d>eq_Gr	 d>eƉ	 @%H'45B-	 R e p r o d u c i r   v  d e o 	 J o u e r   v i d  o 	 V i d e o   w i e d e r g e b e n 	 >A?@>8725AB8  2845>	 R i p r o d u c i   v i d e o 	 *4:JD  'DAJ/JH	 R e p r o d u z i r   v  d e o 	 S e s   o y n a t 	 P h  t   V i d e o 	 P u t a r   v i d e o 	 M a i n k a n   v i d e o 	 5	@	!	?	/	K	  	2	>				 	 	 	 V i d e    l e j  t s z  s a 	 	 	 	 V i d e o   a f s p e l e n 	 	 	 R e d a r e   f i _i e r   v i d e o 	 	 	   	 	 5	M	9	?	!	?	/	K	  	>	2	B	  	0	>		 ~.4  ADE	 HH  ~D  ,&	     	 					  						 5
@
!
@

  
2
>

	 5?!?/K  *M2G  G/A.A	 5@53;O=CB8  2V45>	 





  




	     	 D l a l a   i v i d y o 	 D l a l a   i v i d i y o 	 C h e z a   v i d e o 	 S p e e l   v i d e o 	 L e i s t i   v a i z d o   k l i p 	 P a r d +t   v i d e o 	 E s i t a   v i d e o 	 F~acaoel  ~kdkx	   	 R e d a r e   v i d e o 	 *
M
2
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  5
@
!
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/
K
	 -?!?  3>(M$A	 	 					'   				  				 	 	 	 	 	 	 	 R e p r o d u z i r   v  d e o 	 	 	 	 	 	 	 	 	 	 	 	 
 
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e n k a 	 R a p o r t   d o s t a r c z e n i a 	 S t  t u s z j e l e n t  s 	 J a k e l u r a p o r t t i 	 L e v e r i n g s r a p p o r t 	 S p r  v a   o   d o r u 
e n  	 A f l e v e r i n g s v e r s l a g 	 S t a t u s r a p p o r t 	 I z v j e ae   o   i s p o r u c i 	 R a p o r t   d e   r e m i t e r e 	 D o s t a v n o   P o r o 
i l o 	   	 "   	  5?>@B  70  >AB02O=5	 *	>	 	5	?	2	M	/	>		>	  0	?	*	K	0	M			 2'14  *-HD	 DH1  1~H1y	   	 									  										 -
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o`qQ  	 (WQYN}i_OqQ	 2'LB+%  M M S   2	  D e s c a r g a r   M M s   c o n   u n   t a m a  o   d e 	 T  l  c h a r g e r   M M S   d e   l a   t a i l l e 	 H e r u n t e r l a d e n   v o n   M M S   m i t   G r   e 	 03@C78BL  M M S   @07<5@><  	 S c a r i c a r e   M M S   d i   d i m e n s i o n i 	 *-EJD  13'&D  'DH3'&7  E9  'D-,E	 T r a n s f e r i r   M M S   c o m   t a m a n h o   d e 	 M M S   i n d i r 	 T i   v   M M S   v i   c 	 D o w n l o a d   M M S   d e n g a n   u k u r a n 	 M u a t   t u r u n   M M S   d e n g a n   s a i z 	 *	0	?	.	>	#	  	G	  8	>	%	  	.		.		8	  !	>			(	2	K	!	  	0	G			 D o w n l o a d   M M S   m e d   s t  r r e l s e 	 S t  h n o u t   M M S   o   v e l i k o s t i 	 P o b i e r z   w i a d o m o [  M M S   z   r o z m i a r e m 	 M M S   l e t  l t  s e 	 L a d a t t a v i e n   M M S - v i e s t i e n   k o k o : 	 L a s t   n e d   M M S   m e d   s t  r r e l s e 	 S t i a h n u e  s p r  v u   M M S   o   v e >k o s t i 	 M M S   m e t   g r o o t t e   d o w n l o a d e n 	 L a d d a   n e r   M M S   u p p   t i l l 	 P r e u z i m a n j e   M M S   v e l i 
i n e 	 D e s c r c a ci   m e s a j   M M S   d e 	 D o w n l o a d   M M S   z   v e l i k o s t j o 	   M M S     	   M M S     	 !20;8  M M S   A  @07<5@	 		>	0	>	8	9	  	.		.		8	  !	>			(	2	K	!	  8	>				 /'FDH/  M M S   ('  'F/'2G	 3'&2    3'*  'E  'E  '3  '$F  DH  ,&	   ( )         	 M M S   							  				  						  						 
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	             	 L a n d a   i - M M S   n g o s a y i z i 	 K h u p h e l a   i - M M S   e n o b u n g a k a n a n i 	 P a k u a   M M S   n a   s a i z i 	 L a a i   M M S   m e t   g r o o t t e   a f 	 A t s i s i ss t i   M M S ,   k u r i o s   d y d i s 	 L e j u p i e l d t   M M S   a r   a p j o m u 	 L a a d i   a l l a   M M S   m a h u g a 	 Febe|ve^l  peual  ya}k  M M S - h]	   M M   	 D e s c r c a ci   m e s a j   M M S   d e 	 5
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 M E A _ S T R _ I D _ R O A M _ D O W N L O A D _ R E Q 2 	 U n d e f i n e d 	 P O P U P C O N F I R M ,   U N L I M 	 A s k   u s e r   i f   h e   w a n t   t o   d o w n l o a d   a   M M S   i n   r o a m i n g   n e t w o r k .   S h o u l d   b e   c o m b i n e d   w i t h   M E A _ S T R _ I D _ R O A M _ D O W N L O A D _ R E Q 1 	 K ? 	 K 	 K 	 K ? 	 K ? 	 K ? 	 K ? 	 :109B? 	 K ? 	 C	 K ? 	 K ?   	 K ? 	 K ? 	 K ? 	 K ? 	 	 	 	 K   m  r e t t e l ? 	 	 	 	 K ? 	 	 	 K ? 	 	 	 K ? 	 	 K ? 	 DH	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 ?	 ? 	 K ? 	 K ? 	 K ? 	 	 	? 	 	 	 	 	 	 	 	 K ? 
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 M E A _ S T R _ I D _ R O A M _ S E N D _ R E Q 1 	 U n d e f i n e d 	 U N L I M 	 A s k   u s e r   i f   h e   w a n t   t o   s e n d   a   M M S   i n   r o a m i n g   n e t w o r k .   S h o u l d   b e   c o m b i n e d   w i t h   M E A _ S T R _ I D _ R O A M _ S E N D _ R E Q 2 	 S e n d   M M S   i n   r o a m i n g   n e t w o r k   w i t h   s i z e 	 (W}YPYZԚ
o`qQ  	 (WQYSi_OqQ	 *H  M M S   C@#7-H2"I2!AI'"2	  E n v i a r   M M S   e n   r e d e s   d e   m i v i l i d a d   c o n   u n   t a m a  o   d e 	 E n v o y e r   l e   M M S   s u r   l e   r  s e a u   i t i n  r a n t   a v e c   l a   t a i l l e 	 S e n d e n   v o n   M M S   i m   R o a m i n g - N e t z w e r k   m i t   G r   e 	 B?@028BL  M M S   2  @>C<8=35  @07<5@><  	 I n v i a r e   n e l l a   r e t e   i n   r o a m i n g   g l i   M M S   d i   d i m e n s i o n i 	 '13'D  'D13'&D  'DH3'&7  AJ  4(C)  'D*,H'D  E9  'D-,E	 E n v i a r   M M S   n a   r e d e   d e   r o a m i n g   c o m   t a m a n h o   d e 	 G e z i c i   a a   M M S   g  n d e r 	 G i   M M S   n g o  i   m n g   v i   c 	 K i r i m   M M S   d a l a m   r o a m i n g   j a r i n g a n   d e n g a n   u k u r a n 	 H a n t a r   M M S   d a l a m   r a n g k a i a n   m e r a y a u   d e n g a n   s a i z   	 	.		.		8	  	K	  *	0	?	.	>	#	  	G	  8	>	%	  0	K	.	?			  (	G		5	0	M		  .	G		  -	G		G			 S e n d   M M S   i   R o a m i n g   n e t v  r k   m e d   s t  r r e l s e 	 O d e s l a t   M M S   v   r o a m i n g o v    s  t i   o   v e l i k o s t i 	 W y [l i j   M M S   w   s i e c i   r o a m i n g o w e j   z   r o z m i a r e m 	 M M S   k  l d  s e   a   r o a m i n g   h  l  z a t o n 	 V i e r a s v e r k o s s a   l  h e t e t t  v i e n   M M S - v i e s t i e n   k o k o : 	 S e n d   M M S   i   v e k s l e n d e   n e t t v e r k   m e d   s t  r r e l s e . 	 O d o s l a e  s p r  v u   M M S   v   r o a m i n g o v e j   s i e t i   o   v e >k o s t i 	 M M S   v e r s t u r e n   i n   r o a m i n g n e t w e r k   m e t   g r o o t t e 	 S k i c k a   M M S   v i d   r o a m i n g   a v   u p p   t i l l 	 S l a n j e   M M S   u   r o a m i n g   m r e ~i   v e l i 
i n e 	 E x p e d i a ci   m e s a j   M M S    n   r e ce a u a   r o a m i n g   c u   d i m e n s i u n e a 	 P o al j i   M M S   v   o m r e ~j e   g o s t o v a n j a   z   v e l i k o s t j o 	   M M S           	   M M S           	 7?@0I0=5  M M S   2  @>C<8=3  <@560  A  @07<5@  	 	.		.		8	  0	K	.	?			  (	G		5	0	M		5	0	  		>	0	>	8	9	  *	>	 	5	>		 '13'D  M M S   /1  4(G  1HEF  ('  'F/'2G	 3'&2    3'*  1HEF  Fy  H1  E  'E  'E  '3  (,	         ( )   	 					  										  						  					  M M S   						 0
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 M E A _ S T R _ I D _ R O A M _ S E N D _ R E Q 2 	 U n d e f i n e d 	 U N L I M 	 A s k   u s e r   i f   h e   w a n t   t o   s e n d   a   M M S   i n   r o a m i n g   n e t w o r k .   S h o u l d   b e   c o m b i n e d   w i t h   M E A _ S T R _ I D _ R O A M _ S E N D _ R E Q 1 	 K ? 	 K 	 K 	 K ? 	 K ? 	 K ? 	 K ? 	 :109B? 	 K ? 	 C	 K ? 	 K ?   	 K ? 	 K ? 	 K ? 	 K ? 	 	 	 	 K   m  r e t t e l ? 	 	 	 	 K ? 	 	 	 K ? 	 	 	 K ? 	 	 K ? 	 DH	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 K ? 	 ?	 ? 	 K ? 	 K ? 	 K ? 	 	 	 	 	 	 	 	 	 	 K ? 
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i a m o j i   p u s   u ~i m t a 	 I z s a u c a m a i s   i r   a i z Fe m t s 	 N u m b e r   o n   h  i v a t u d 	 ?avy~xr  oxrth  fbar~an  g	     	 N u m r u l   a p e l a t   e s t e   o c u p a t 	 5
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 M E A _ S T R _ I D _ C A L L _ N O _ N E T W O R K 	 U n d e f i n e d 	 P O P U P 	 T h e   n e t w o r k   i s   n o t   a v a i l a b l e 	 T h e   n e t w o r k   i s   n o t   a v a i l a b l e 	 }!qlO(u	 Q~elO(u	 @#7-H2"D!H*2!2#C
IDI05I	 L a   r e d   n o   e s t    d i s p o n i b l e 	 L e   r  s e a u   n ' e s t   p a s   d i s p o n i b l e 	 D a s   N e t z w e r k   i s t   n i c h t   v e r f  g b a r 	 !5BL  =54>ABC?=0  	 R e t e   n o n   d i s p o n i b i l e 	 'D4(C)  :J1  EH,H/)	 A   r e d e   n  o   e s t    d i s p o n  v e l 	 a   O y n a t 1l 1r m   d e i l 	 K h  n g   s   d n g   c   m n g 	 j a r i n g a n   t a k   t e r s e d i a 	 R a n g k a i a n   t i d a k   t e r s e d i a 	 (	G		5	0	M		  		*	2	,	M	'	  (	9	@			 N e t v  r k e t   e r   u t i l g  n g e l i g t 	 S  e  n e n    d o s t u p n  	 S i e   n i e d o s t p n a . 	 A   h  l  z a t   n e m    r h e t Q  e l 	 V e r k k o   e i   o l e   k  y t e t t  v i s s  	 N e t t v e r k e t   e r   i k k e   t i l g j e n g e l i g 	 S i e e  n i e   j e   d o s t u p n  	 H e t   n e t w e r k   i s   n i e t   b e s c h i k b a a r 	 N  t v e r k   o t i l g  n g l i g t 	 M r e ~a   n i j e   d o s t u p n a . 	 R e ce a u a   n u   e s t e   d i s p o n i b i l 	 O m r e ~j e   n i   d o s e g l j i v o 	         	     	 @560B0  =5  5  =0;8G=0	 (	G		5	0	M		  		*	2	,	M	'	  (	>	9	@		 4(G  /1  /3*13  F3*	 Fy  H1  /3*'(  F  	   	 									  					  						  			 (
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 s l o   n e n    t e l e f o n n    
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 s l o   n i e   j e   t e l e f  n n e 	 O n g e l d i g   n u m m e r 	 D e t t a    r   i n g e t   t e l e f o n n u m m e r 	 O v o   n i j e   t e l e f o n s k i   b r o j 	 N u m r   d e   t e l e f o n   n e v a l i d 	 `t e v i l k a   n i   t e l e f o n s k a   at e v i l k a 	           	     	 ><5@JB  =5  5  B5;5D>=5=  =><5@	 	5	H	'	  (		,	0		 4E'1G  :1E9*(1	 :D7  FE(1	   	 						  						 
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 M E A _ S T R _ I D _ C A L L _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 C o u l d   n o t   p l a c e   c a l l 	 C o u l d   n o t   p l a c e   c a l l 	 !qld_	 el|TS	 B#D!HDI	 N o   s e   p u d o   h a c e r   l a   l l a m a d a 	 N ' a   p a s   p u   e f f e c t u e r   l ' a p p e l 	 A n r u f   k o n n t e   n i c h t   g e t  t i g t   w e r d e n 	 52>7<>6=>  >ACI5AB28BL  2K7>2	 I m p o s s i b i l e   e f f e t t u a r e   l a   c h i a m a t a 	 D'  JECF  'D'*5'D	 N  o   f o i   p o s s  v e l   f a z e r   a   c h a m a d a 	 a r a   y e r   d e i l   d i 	 K h  n g   g i   c 	 t i d a k   b i s a   m e m a n g g i l 	 T i d a k   b o l e h   m e m b u a t   p a n g g i l a n 	 	I	2	  8	M	%	>	*	?	$	  (	9	@		  	0	  8		>		 K u n n e   i k k e   r i n g e   o p 	 N e n    m o ~n o   p Ye p o j i t   h o v o r 	 N i e   m o |n a   u s t a n o w i   p o Bc z e n i a . 	 T  r c s  z  s   s i k e r t e l e n 	 S o i t t a m i n e n   e i   o n n i s t u n u t 	 K a n   i k k e   p l a s s e r e   s a m t a l e 	 H o v o r   n e m  ~e   b y e  u s k u t o 
n e n  	 G e s p r e k   k a n   n i e t   t o t   s t a n d   k o m e n 	 K u n d e   i n t e   r i n g a   u p p   n u m r e t 	 N e   m o g u   u p u t i t i   p o z i v 	 A p e l u l   n u   a   p u t u t   f i   e f e c t u a t 	 N e   m o r e m   k l i c a t i 	           	           	 5  <>65  40  >AJI5AB28  ?>28:20=5	 	I	2	  *	M	2	G	8	  9	K	$	  (	>	9	@		 B'/1  (G  (1B1'1  *E'3  F3*	 'D  F  H  3*	   	 		  				  					 
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	   	 A l u b e k w a n g a   u c i n g o 	 A y i n a k u b e k a   i f o w n i 	 H a i k u w e z a   k u p i g a   s i m u 	 K o n   n i e   o p r o e p   d e u r s k a k e l   n i e 	 N e p a v y k s t a   p a t e i k t i   s k a m b u 
i o 	 N e b i j a   i e s p j a m s   p i e z v a n +t 	 E i   s a a   k  n e t   t e h a 	 @vaa~x  yg  oaael  oavyh	     	 A p e l u l   n u   a   p u t u t   f i   e f e c t u a t 	 
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I%4L5IDI	 N o   s e   a d m i t e   e s t e   v  n c u l o 	 N e   p e u t   p a s   p r e n d r e   e n   c h a r g e   c e   l i e n 	 D i e s e r   L i n k   k a n n   n i c h t   a b g e f e r t i g t   w e r d e n 	 52>7<>6=>  CAB0=>28BL  A>548=5=85	 I m p o s s i b i l e   u t i l i z z a r e   q u e s t o   c o l l e g a m e n t o 	 D'  JECF  E9'D,)  'D*H5JD	 N  o      p o s s  v e l   u s a r   e s t a   l i g a   o 	 b u   b a   i _l e y i c i   d e i l   d i r   	 K h  n g   t h c   h i n   c   v i   l i  n   k t   n  y 	 j a l u r   i n i   t a k   b i s a   d i l a l u i 	 T i d a k   b o l e h   m e n g e n d a l i   p a u t a n   i n i 	 	8	  2	?			  	K	  (	9	@		  8		-	>	2	  8		$	>		 K a n   i k k e   h  n d t e r e   d e t t e   l i n k 	 S   t o u t o   l i n k o u   n e l z e   p r a c o v a t 	 N i e   m o |n a   p o r a d z i   s o b i e   z   l i n k i e m 	 K e z e l h e t e t l e n   h i v a t k o z  s 	 T  m  n   l i n k i n   k  s i t t e l y   e i   o n n i s t u 	 K a n   i k k e   b e h a n d l e   d e n n e   l e n k e n 	 M a n i p u l  c i a   s   t o u t o   l i n k o u   n i e   j e   m o ~n  	 D e z e   l i n k   k a n   n i e t   b e h a n d e l d   w o r d e n 	 K a n   i n t e   h a n t e r a   l  n k e n 	 N e   m o g u   r u k o v a t i   o v o m   v e z o m 	 N u   s e   p o a t e   m a n e v r a   a c e a s t   l e g t u r 	 N e   m o r e m   u p o r a b i t i   l i n i j e 	         	         	 5  <>65  40  704J@68  B078  ;8=8O  	 9	@	  2	?			  9	>	$	>	,	8	M	%	>	  	>	$	  (	>	9	@		 B'/1(G  '/'1G  'F  ~HF/  F3*	 '3  1(7  H  FD  F  1  3*'	       	 		  							  									  				  						  			 
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o`!ql_U	 Oo`elSb _	 @4I-'2!1I@4!D!DI	 E r r o r   a l   a b r i r   e l   m e n s a j e   o r i g i n a l 	  c h e c   l o r s   d e   l ' o u v e r t u r e   d u   m e s s a g e   o r i g i n a l 	 O r i g i n a l m i t t e i l u n g   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 !1>9  ?@8  >B:@KB88  ?5@2>=0G0;L=>3>  A>>1I5=8O	 I m p o s s i b i l e   a p r i r e   i l   m e s s a g g i o   o r i g i n a l e 	 A4D  AJ  A*-  'D13'D)  'D'5DJ)	 F a l h a   a o   a b r i r   m e n s a g e m   o r i g i n a l 	 a k s a m a k   A    i l e t i s i    z g  n 	 K h  n g   m   c   t i n   n h n 	 G a g a l   m e m b u k a   p e s a n   a s l i ! 	 G a g a l   m e m b u k a   m e s e j   a s a l 	 .	B	2	  8		&	G	6	  	K	2	(	G	  .	G		  	8	+	2		 K u n n e   i k k e    b n e   o r i g i n a l   b e s k e d 	 O t e v Ye n    p ov o d n    z p r  v y   s e l h a l o 	 B Bd   o t w i e r a n i a   o r y g i n a l n e j   w i a d o m o [c i . 	 N e m   s i k e r  l t   a z   e r e d e t i    z e n e t   m e g n y i t n i 	 A l k u p e r  i s e n   v i e s t i n   a v a a m i n e n   e i   o n n i s t u n u t 	  p n i n g   a v   o r i g i n a l m e l d i n g   m i s l y k k e t 	 O t v o r e n i e   o r i g i n  l n e j   s p r  v y   z l y h a l o 	 O o r s p r o n k e l i j k   b e r i c h t   k a n   n i e t   g e o p e n d   w o r d e n 	 D e t   g i c k   i n t e   a t t    p p n a   o r i g i n a l m e d d e l a n d e t 	 O t v a r a n j e   i z v o r n e   p o r u k e   n e u s p j e l o ! 	 D e s c h i d e r e a   m e s a j u l u i   o r i g i n a l   a   e _u a t 	 O d p i r a n j e   o r i g i n a l n e g a   s p o r o 
i l a   n e u s p e an o 	           	         	 5  <>65  40  >B2>@8  >@838=0;=>B>  AJ>1I5=85	 .	A	3	  8		&	G	6	  		'	!	$	  (	>	9	@		 ('2  1/F  ~'E  '5D  'F,'E  F4/	 '5D  ~:'E  H  HDF  E  F''E	       	 			  								  					  						 
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	       	 K u h l u l e k i l e   u k u v u l a   u m b i k o   w o k u q a l a 	 I p h a n z i l e   u k u v u l a   u m y a l e z o   w o k u q a l a 	 I m e s h i n d w a   k u f u n g u a   u j u m b e   a s i l i 	 H e t   n i e   o o r s p r o n k l i k e   b o o d s k a p   o o p g e m a a k   n i e 	 N e p a v y k o   a t i d a r y t i   p r a d i n i o   p r a n e ai m o 	 N e i z d e v s   a t v r t   o r i #i n l o   z i Fo j u m u 	 A l g s e   s  n u m i   a v a m i n e   e b a  n n e s t u s 	 Mofbvaoav  parxdacxiuav  baxth  qamxr~e	         	 D e s c h i d e r e a   m e s a j u l u i   o r i g i n a l   a   e _u a t 	 
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 M E A _ S T R _ I D _ F A I L E D _ T O _ O P E N _ W I N D O W 	 U n d e f i n e d 	 P O P U P 	 F a i l e d   t o   o p e n   w i n d o w 	 F a i l e d   t o   o p e n   w i n d o w 	 z!ql_U	 zSelSb _	 @4+I2H2D!HDI	 E r r o r   a l   a b r i r   l a   v e n t a n a 	  c h e c   l o r s   d e   l ' o u v e r t u r e   d e   l a   f e n  t r e 	 F e n s t e r   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 !1>9  ?@8  >B:@KB88  >:=0	 I m p o s s i b i l e   a p r i r e   l a   f i n e s t r a 	 A4D  AJ  A*-  'DF'A0)	 F a l h a   a o   a b r i r   a   j a n e l a 	 a k s a m a k   A    p e n c e r e y i 	 K h  n g   m   c   c a   s 	 G a g a l   m e m b u k a   j e n d e l a 	 G a g a l   m e m b u k a   t e t i n g k a p 	 5	?		!	K	  	K	2	(	G	  .	G		  	8	+	2		 K u n n e   i k k e    b n e   v i n d u e t 	 O t e v Ye n    o k n a   s e l h a l o 	 B Bd   o t w i e r a n i a   o k i e n k a . 	 N e m   s i k e r  l t   a z   a b l a k o t   m e g n y i t n i 	 I k k u n a n   a v a a m i n e n   e i   o n n i s t u n u t 	  p n i n g   a v   v i n d u   m i s l y k k e t 	 O t v o r e n i e   o k n a   z l y h a l o 	 V e n s t e r   k a n   n i e t   g e o p e n d   w o r d e n 	 D e t   g i c k   i n t e   a t t    p p n a   f  n s t r e t 	 O t v a r a n j e   p r o z o r a   n e u s p j e l o ! 	 D e s c h i d e r e a   f e r e s t r e i   a   e _u a t 	 O d p i r a n j e   o k n a   n e u s p e an o 	       	       	 5  <>65  40  >B2>@8  ?@>7>@5F0	 5	?		!	K	  		'	!	$	  (	>	9	@		 ('2  1/F  ~F,1G  F'EHAB  (H/	 HFH  H  HDF  E  F''E	     	 								  					  						 5
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	     	 K u h l u l e k i l e   u k u v u l a   i - w i n d o w 	 I p h a n z i l e   u k u v u l a   i f e s t i l e 	 I m e s h i n d w a   k u f u n g u a   d i r i s h a 	 H e t   n i e   s k e r m   o o p g e m a a k   n i e 	 N e p a v y k o   a t i d a r y t i   l a n g o 	 N e i z d e v s   a t v r t   l o g u 	 A k n a   a v a m i n e   n u r j u s 	 Jaxpavk  baxth  qamxr~e	         	 D e s c h i d e r e a   f e r e s t r e i   a   e _u a t 	 5
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 M E A _ S T R _ I D _ M A X _ N U M B E R _ O F _ M S G 	 U n d e f i n e d 	 P O P U P 	 M a x   n u m b e r   o f   s t o r e d   M M S   r e a c h e d 	 M a x   n u m b e r   o f   s t o r e d   M M S   r e a c h e d 	 ]TYZԚ
o` g'Yxeϑ	 ]i_O g'Ypeϑ	 62*9*85H0@G  M M S   A%I'	 S e   h a   a l c a n z a d o   e l   n  m e r o   m  x .   d e   M M S   a l m a c e n a d o s 	 N o m b r e   m a x   d ' M M S   a t t e i n t 	 M a x .   A n z a h l   g e s p e i c h e r t e r   M M S   e r r e i c h t 	 >AB83=CB>  <0:A.   :- 2>  A>E@0=5==KE  M M S 	 R a g g i u n t o   i l   n u m e r o   m a s s i m o   d i   M M S   m e m o r i z z a b i l i 	 *.2JF  9//  'D13'&D  'DH3'&7  'DJ  -/  #B5J	 F o i   a t i n g i d o   o   n  m e r o   m  x i m o   d e   m e n s a g e n s   M M S   a r m a z e n a d a s 	 n u m a r a s 1  e n b  y  k   b e l l e n m i _  M M S   u l a _m a k d i 	 S    M M S   a   l u   a #t   n   n g n g   t  i   a 	 N o m o r   m a k s   p e n y i m p a n a n   M M S   t e r j a n g k a u 	 B i l a n g a n   m a k s   M M S   y a n g   d i s i m p a n   t e l a h   d i c a p a i 	 8			?	$	  	.		.		8	  	@	  	'	?		$	.	  8			M	/	>	  *	B	0	M	#	  	 M a x .   A n t a l   G e m t e   M M S   N  e t 	 B y l o   d o s a ~e n o   m a x .   p o 
t u   u l o ~e n  c h   M M S ! 	 P a m i   z a c h o w a n y c h   M M S   o s i g n e Ba   m a k s y m a l n a   l i c z b ! 	 A   t  r o l t   M M S - e k   s z  m a   e l  r t e   a   m a x i m  l i s t 	 M M S - v i e s t e j    o n   t a l l e n n e t t u   e n i m m  i s m   r  . 	 M a k s .   n u m m e r   a v   l a g r e d e   M M S   n  d d ! 	 M a x i m  l n y   p o 
e t   u l o ~e n  c h   s p r  v   b o l   d o s i a h n u t  ! 	 M a x i m u m   a a n t a l   o p g e s l a g e n   M M S ' e n   i s   b e r e i k t 	 M a x   a n t a l   M M S - m e d d e l a n d e n   u p p n  t t ! 	 D o s t i g n u t   m a k s i m a l n i   b r o j   p o h r a n j e n i h   M M S ! 	 A ci   a t i n s   n u m r u l   m a x i m   d e   m e s a j e   M M S   m e m o r a t e 	 M a k s i m a l n o   `t e v i l o   S h r a n j e n i h   M M S   D o s e ~e n o ! 	           M M S 	         -   M M S   	 0:A. @>9  =0  !JE@0=5=8  M M S   >AB83=0B! 	 8	M		K		0	  	G	2	G	2	G	  .	E		M	8	  	.		8		8	  	M	0	.	>			  *	K		2	G	  ! 	 (G  -/'+1  *9/'/  M M S   0.1G  4/G  13/	 '3yH1  'E  'E  '3    2'/  3  2'/  *9/'/  ~F	           ( )   ! 	 								  					  			  M M S - 		  							  								 
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i u s 	 S a s n i e g t s   m a k s .   s a g l a b t o   M M S   s k a i t s 	 O l e d   j  u d n u d   s a l v e s t a t u d   M M S - i d e   m a x   a r v u n i 	 @a}el  g  zapzav~an  M M S - ek  a|a~elacxuv  avaokv	   M M -       	 A ci   a t i n s   n u m r u l   m a x i m   d e   m e s a j e   M M S   m e m o r a t e 	 M M S   6
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N/ec	 9+I2!B"B+!2#*#I2	 P r o h i b i d o   p o r   m o d o   d e   c r e a c i  n   	 I n t e r d i t   p a r   m o d e   d e   c r  a t i o n 	 V o m   E r s t e l l u n g s m o d u s   v e r b o t e n 	 >ABC?  >3@0=8G5=:   A>45@68<>5  =5  ?>445@68205BAO	 P r o i b i t o   d a l l a   m o d a l i t    d i   c r e a z i o n e 	 #3DH(  'D*BJ/:   'DEDA  D'    J/9E	 P r o i b i d o   p e l o   m o d o   d e   c r i a   o 	 S 1n 1r l 1  m o d :   D e s t e k l e n d m e y e n   i  e r i k 	 K h  n g   h   t r   n h   d n g   h i n   t i 	 D i l a r a n g   o l e h   m o d u s   p e m b u a t a n 	 M o d   d i s e k a t :   K a n d u n g a n   t i d a k   d i s o k o n g 	 *	M	0	$	?	,		'	?	$	  .	K	!	:   	8	.	0	M	%	?	$	  5	?	7	/	- 5	8	M	$	A		 	 	 	 A   l  t r e h o z  s   m  d   n e m   t e s z i   l e h e t Qv  	 	 	 	 V e r b o d e n   d o o r   c r e a t i e s t a n d 	 	 	 M o d   r e s t r i c ci o n a t :   c o n ci n u t u l   n u   e s t e   a c c e p t a t 	 	 R e s t r i c t e d   m o d e :   u n s u p p o r t e d   c o n t e n t 	         	 R e s t r i c t e d   m o d e :   u n s u p p o r t e d   c o n t e n t 	 *	M	0	$	?	,		'	?	$	  .	K	!	  :   	(	8	*	K	0	M		G	!	  	6	/		 EEFH9J*  '23HI  -'D*  'J,'/	 EEFH9  EH: (:1  -E'*  '  H'FyFy	   :       	 								  				  						    							  			  						 0
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	   :     	 I m o d i   e v i n j e l w e :   O k u q u k e t h w e   o k u n g a s a p h o t h i w e 	 I m o   e t h i n t e l w e y o :   I s i q u l a t h o   e s i n g a x h a s w a n g a 	 M o d i   i l i o k a t a z w a :   Y a l i y o m o   y a s i o k u b a l i w a 	 V e r b i e d   d e u r   s k e p m o d u s 	 A p r i b o t a s   r e ~i m a s :   N e p a l a i k o m a s   t u r i n y s 	 I e r o b e ~o t s   r e ~+m s :   S a t u r s   n e t i e k   a t b a l s t +t s 	 P i i r a t u d   r e ~i i m :   t o e t u s e t a   s i s u 	 Maptavaao  |ejkt.   1vpataerelk  zaxvaoxiuxv	   :     	 M o d   r e s t r i c ci o n a t :   c o n ci n u t   n e a c c e p t a t 	 	 	 	 									  				  						  							  			  					 	 	 	 	 	 	 	 P r o i b i d o   p e l o   m o d o   d e   c r i a   o 
 
 M E A _ S T R _ I D _ R E S T R I C T E D _ M O D E _ R E M O V E _ O B J _ R E Q 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 a s k   u s e r   i f   h e   w a n t s   t o   r e m o v e   u n s u p p o r t e d   c o n t e n t   u n d e r   r e s t r i c t e d   m o d e 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 
N/ecvirN<h_yd	 [a<h_
N/ecyd	 --@GL5H31  %+#7-D!H? 	 O b j e t o ( s )   r e s t r i n g i d o ( s ) ,    e l i m i n a r ? 	 O b j e t ( s )   r e s t r e i n t ( s ) ,   e n l e v e r ? 	 B e s c h r  n k t e   O b j e k t e   e n t f e r n e n ? 	 >ABC?  >3@0=8G5=:   C40;8BL  =54>?CAB8<K5  >1J5:BK? 	 O g g e t t i   l i m i t a t i ,   r i m u o v e r l i ? 	 #3DH(  'D*BJ/  :   *-1JC  'DEDA  :J1  E/9E	 O b j e c t o ( s )   r e s t r i t o ( s ) ,   r e m o v e r ? 	 S 1n 1r l 1  m o d :   D e s t e k l e n m e y e n   i  e r i k   k a l d 1r 1l s 1n   m 1?   	 K h  n g   h   t r   c h     i   t n g ,   r i   t p ? 	 O b j e k   d i b a t a s i ,   h a p u s ? 	 M o d   d i s e k a t :   K e l u a r k a n   k a n d u n g a n   t i d a k   d i s o k o n g ? 	 *	M	0	$	?	,		'	?	$	  .	K	!	:   	8	.	0	M	%	?	$	  5	?	7	/	- 5	8	M	$	A	  9		>		  	>		? 	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k ) ,   e l t  v o l  t j a ? 	 	 	 	 B e p e r k t e   o b j e c t e n .   V e r w i j d e r e n ? 	 	 	 M o d   r e s t r i c ci o n a t :   e l i m i n a ci   c o n ci n u t u l   n e a c c e p t a t ? 	 	 	 ( )   ,   ? 	 	 *	M	0	$	?	,		'	?	$	  .	K	!	  :   	(	8	*	K	0	M		G	!	  	6	/	  	>	"	>	? 	 4!( G')   E-/H/4/G  -0A  4H/	 EEFH9  EH: (:1  -E'*  '  H'  FyFy  H  y'  /	   :         ? 	 							  					,   				  				? 	 0
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? 	   :       ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 B e p e r k t e   i t e m ( s ) ,   v e r w y d e r ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 	 	 	 								  							( 				) ,   								? 	 	 	 	 	 	 	 	 O b j e t o ( s )   r e s t r i t o ( s ) ,   r e m o v e r ? 
 
 M E A _ S T R _ I D _ R E S T R I C T E D _ M O D E _ F A I L _ T O _ E D I T 	 U n d e f i n e d 	 P O P U P 	 e d i t   p r o h i b i t e d   u n d e r   r e s t r i c t e d   m o d e 	 R e s t r i c t e d   m o d e :   E d i t   p r o h i b i t e d 	 P6R!j_  !ql}/dk
o`	 P6R!j_  eldki_O	 B+!31: I-12#AID	 M o d o   r e s t r i n g i d o :   E d i c i  n   p r o h i b i d a 	 M o d e   L i m i t   :   E d i t i o n   i n t e r d i t e 	 B e s c h r  n k t e r   M o d u s :   B e a r b e i t e n   u n z u l  s s i g 	 >ABC?  >3@0=8G5=:   @540:B8@>20=85  70?@5I5=>	 M o d a l i t    l i m i t a t a :   m o d i f i c a   p r o i b i t a 	 #3DH(  'D*BJ/  :   EEFH9  'D*9/JD	 M o d o   r e s t r i t o :   E d i   o   p r o i b i d a 	 S 1n 1r l 1  m o d :   D  z e n l e m e   y a s a k l a n d 1	 H n   c h   c h   :   k h  n g   b i  n   s o n   c   t i n   n h n   n  y 	 M o d e   t e r b a t a s :   P e n g e d i t a n   d i l a r a n g 	 M o d   d i s e k a t :   E d i t   d i l a r a n g 	 *	M	0	$	?	,		'	?	$	  .	K	!	:   8	.	M	*	>	&	(	  5	0	M		?	$		 	 	 	 K o r l  t o z o t t   m  d :   T i l o s   a   s z e r k e s z t  s 	 	 	 	 B e p e r k t e   m o d u s :   B e w e r k e n   v e r b o d e n 	 	 	 M o d   r e s t r i c ci o n a t :   e d i t a r e   i n t e r z i s 	 	 	   :     	 	 *	M	0	$	?	,		'	?	$	  .	K	!	  :   8		*	>	&	?	$	  *	M	0	$	?	,		'		 -'D*  E-/H/4/G:   H1'4  E,'2  F3*	 EEFH9  EH:   (F/4  4/    'y  ,&	   :         	 										  			: 				  				  						  			 0
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	   :     	 I m o d i   e v i n j e l w e :   U k u h l e l a   k u n q a t s h e l w e 	 I m o   e t h i n t e l w e y o :   L u n g i s a   e n g a v u n y e l w a n g a 	 M o d i   i l i o z u i l i w a :   K u h a r i r i   h a k u r u h u s i w i 	 B e p e r k t e   m o d u s :   R e d i g e r i n g   v e r b i e d 	 A p r i b o t a s   r e ~i m a s :   D r a u d ~i a m a   r e d a g u o t i 	 I e r o b e ~o t s   r e ~+m s :   R e i #aa n a   a i z l i e g t a 	 P i i r a t u d   r e ~i i m :   r e d i g e e r i m i n e   k e e l a t u d 	 Maptavaao  |ejkt.   =tbacelh  acel~an  g	   :     	 M o d   r e s t r i c ci o n a t :   e d i t a r e   i n t e r z i s 	 (
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 M E A _ S T R _ I D _ R E S T R I C T E D _ M O D E _ F A I L _ T O _ S E N D 	 U n d e f i n e d 	 P O P U P 	 s e n d   p r o h i b i t e d   u n d e r   r e s t r i c t e d   m o d e 	 R e s t r i c t e d   o b j e c t :   S e n d   p r o h i b i t e d 	 P6R!j_  !qlPdk
o`	 P6R!j_  elSdki_O	 --@GL5H31:   I-12#*H	 O b j e t o   r e s t r i n g i d o :   E n v  o   p r o h i b i d o 	 M o d e   L i m i t   :   E n v o i   i n t e r d i t 	 G e s p e r r t e s   O b j e k t :   S e n d e n   u n z u l  s s i g 	 >ABC?  >3@0=8G5=:   >B?@02:0  70?@5I5=0	 M o d a l i t    l i m i t a t a :   i n v i o   p r o i b i t o 	 C'&F  E-8H1:   EEFH9  'D%13'D	 O b j e c t o   r e s t r i t o :   E n v i o   p r o i b i d o 	 S 1n 1r l 1  m o d :   G  n d e r m e   y a s a k l a n d 1  	 i   t n g   b   h n   c h :   C m   g i 	 O b j e k   t e r b a t a s :   P e n g i r i m a n   d i l a r a n g 	 O b j e k   t e r s e k a t :   H a n t a r a n   d i l a r a n g 	 *	M	0	$	?	,		'	?	$	  .	K	!	:   -	G		(	>	  5	0	M		?	$		 	 	 	 K o r l  t o z o t t   o b j e k t u m :   t i l o s   a   k  l d  s 	 	 	 	 B e p e r k t e   m o d u s :   V e r z e n d e n   v e r b o d e n 	 	 	 O b i e c t   r e s t r i c ci o n a t :   e x p e d i e r e   i n t e r z i s 	 	 	   :       	 	 *	M	0	$	?	,		'	?	$	  .	K	!	  :   8	G		!	  *	M	0	K	9	?	,	?		G	!		 4!  E-/H/  4/G  '3*:   A13*'/F  EEFH9  '3*	 EEFH9  EH:   (F/4  4/  H  (,	   :     	 							  					:   						  								 0
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 M E A _ S T R _ I D _ R E S T R I C T E D _ M O D E _ F A I L _ T O _ F O R W A R D 	 U n d e f i n e d 	 P O P U P 	 f o r w a r d   p r o h i b i t e d   u n d e r   r e s t r i c t e d   m o d e 	 R e s t r i c t e d   m o d e :   F o r w a r d   p r o h i b i t e d 	 P6R!j_  !qlI[dk
o`	 P6R!j_  ellSdki_O	 B+!31: I-12#*HH-	 M o d o   r e s t r i n g i d o :   R e e n v  o   p r o h i b i d o 	 M o d e   L i m i t   :   T r a n s f e r t   i n t e r d i t 	 B e s c h r  n k t e r   M o d u s :   W e i t e r l e i t e n   u n z u l  s s i g 	 >ABC?  >3@0=8G5=:   ?5@5AK;:0  70?@5I5=0	 M o d a l i t    l i m i t a t a :   i n o l t r o   p r o i b i t o 	 #3DH(  'D*BJ/  :   EEFH9  'D'9'/)	 M o d o   r e s t r i t o :   E n c a m i n h a r   p r o i b i d o 	 S 1n 1r l 1  m o d :   0l e t m e   y a s a k l a n d 1  	 H n   c h   c h   :   k h  n g   c h u y n   g i   c   t i n   n h n   n  y 	 M o d e   t e r b a t a s :   P e n e r u s a n   d i l a r a n g 	 M o d   d i s e k a t :   K i r i m   s e m u l a   d i l a r a n g 	 *	M	0	$	?	,		'	?	$	  .	K	!	:   		M	0	G	7	#	  5	0	M		?	$		 	 	 	 K o r l  t o z o t t   m  d :   T i l o s   a   t o v  b b  t  s 	 	 	 	 B e p e r k t e   m o d u s :   D o o r s t u r e n   v e r b o d e n 	 	 	 M o d   r e s t r i c ci o n a t :   r e d i r e c ci o n a r e   i n t e r z i s 	 	 	   :       	 	 *	M	0	$	?	,		'	?	$	  .	K	!	  :   +	I	0	5	0	M	!	  *	M	0	K	9	?	,	?		G	!		 -'D*  E-/H/4/G:   G/'*  E,'2  F3*	 EEFH9  EH:   (F/4  4/  H  A'1H  ,&	   :         	 										  			: 								  											 0
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 M E A _ S T R _ I D _ I M A G E _ R E S I Z E 	 U n d e f i n e d 	 I C O N T E X T 	 I m a g e   R e s i z i n g 	 P i c t u r e   r e s i z i n g 	 WGr.~\	 VGr)\	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? 	 C a m b i o   d e   t a m a ? o   d e   i m  g e n e s 	 R e d i m e n s i o n n e m e n t   d e ? l  i m a g e 	 B i l d g r ? ? e   w i r d   g e ? n d e r t 	  07<5@  87>1@065=8O	 R i d i m e n s i o n a m e n t o   i m m a g i n e 	 ? ? ? ? ?   ? ? ?   ? ? ? ? ? ? 	 R e d i m e n s i o n a m e n t o   d a   i m a g e m : 	 R e s i m   y e n i d e n   b o y u t l a n d ? r m a   	 T h u   p h  n g   ? n h 	 P e n g u b a h a n   u k u r a n   g a m b a r 	 S a i z k a n   s e m u l a   g a m b a r 	 ? ? ? ? ?   ? ?   ? ? ? ?   ? ? ? ? ? ? ? ? 	 	 	 	 K  p    t m  r e t e z  s e 	 	 	 	 G r o o t t e   v a n   f o t   v e r a n d e r e n 	 	 	 R e d i m e n s i o n a r e   i m a g i n e 	 	 	 ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? ?     	 	 ? ? ? ?   ? ? ? ? ? ?   ? ? ? 	 ? ? ? ? ?   ? ? ? ? ? ?   ? ? ? ? ? 	 ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? ? ? ? ? ? ? 	 ? ? ? ? ?   ? ? ? ? ? ?   ? ? ? ?   ? ? ? 	 ? ? ? ? ? ? ? ?   ? ? ?   ? ? ? ?   ? ? ? ?   ? ? ? ? 	 ? ? ? ? ?   ? ? ? ? ? ? ? ? ? 	 0AHB01C20==O  7>1@065==O	 ? ? ? ? ?   ? ? ?   ? ? ? ? ?   ? ?   ? ? ? ? ? ?   ? ? 	 ? ? ? ? ?   ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 I s i t h o m b e   s i s a y i z a   k a b u s h a 	 U k u l u n g i s w a   k o b u n g a k a n a n i   b o m f a n e k i s o 	 U b a d i l i s h a j i   s a i z i   y a   p i c h a 	 V e r s t e l   f o t o g r o o t t e 	 P a v e i k s l ? l i o   d y d ? i o   k e i t i m a s 	 A t t l a   i z m r u   m a i ? a 	 P i l d i   s u u r u s e   m u u t m i n e 	 ? ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ?   ? ? ? ? ?   ? ? ? ? ? ?     	 R e d i m e n s i o n a r e   i m a g i n e 	 ? ? ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ? ? ? 	 ? ? ?   ? ? ? ?   ? ? ? ? ?   ? ? ? ? ? 	 	 ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 	 	 	 	 	 	 	 R e d i m e n s i o n a m e n t o   d e   i m a g e m 
 
 M E A _ S T R _ I D _ 6 4 0 x 4 8 0 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 	 	 	 6 4 0 x 4 8 0 	 	 	 	 6 4 0 x 4 8 0 	 	 	 6 4 0 x 4 8 0 	 	 	 6 4 0 x 4 8 0 	 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 			x 				 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 	 6 4 0 x 4 8 0 	 	 	 	 	 	 	 	 6 4 0 x 4 8 0 
 
 M E A _ S T R _ I D _ 3 2 0 x 2 4 0 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 	 	 	 3 2 0 x 2 4 0 	 	 	 	 3 2 0 x 2 4 0 	 	 	 3 2 0 x 2 4 0 	 	 	 3 2 0 x 2 4 0 	 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 			x 				 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 	 	 	 	 	 	 	 	 	 3 2 0 x 2 4 0 
 
 M E A _ S T R _ I D _ 1 6 0 x 1 2 0 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 	 	 	 1 6 0 x 1 2 0 	 	 	 	 1 6 0 x 1 2 0 	 	 	 1 6 0 x 1 2 0 	 	 	 1 6 0 x 1 2 0 	 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 			x 				 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0   x   1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 	 	 	 	 	 	 	 	 	 1 6 0 x 1 2 0 
 
 M E A _ S T R _ I D _ D E L E T E _ A L L _ I N B O X 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   A l l   I n b o x   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 *Rd6eN{-NvhQ
o`	  Rd6eN{-NvhQOo`	 %I-'2!1I+!2%H-2@I2? 	  E l i m i n a r   t o d o   e l   b u z  n   d e   e n t r a d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o i t e   d e   r  c e p t i o n   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2A5  E>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   a r r i v o ? 	 E3-  CD  5F/HB  'DH'1/	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r ? 	 G e l e n   K u t u s u n d a k i    e l e r   S i l i n s i n   m i ? 	 X  a   h t   t h   n ? 	 h a p u s   s e m u a   k o t a k   m a s u k 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   M a s u k ? 	 	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 S l e t   H e l e   I n d b a k k e 	 V y m a z a t   v ae c h n y   v   D o r u 
e n  c h 	 S k a s u j   c a B  z a w a r t o [  s k r z y n k i   o d b i o r c z e j 	  s s z .    z e n e t   t  r l .   a   B e  r k e z e t t    z e n e t e k   k  z  l ? 	 P o i s t a   k a i k k i   v a s t a a n o t e t u t 	 S l e t t   a l l e   i n n b o k s 	 Z r u ai e  v ae t k y   d o r u 
e n  	 P o s t v a k   i n   h e l e m a a l   v e r w i j d e r e n ? 	 R a d e r a   a l l a   i   i n k o r g e n 	 U k l o n i   s v e   u   d o l a z n o m   s a n d u 
i u 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e ? 	 Z b r i ai   V s e   V   P r e j e t o 	       	           ? 	 7B@89  A8G:8  >B  E>4OI0  >I0	 8	0	M	5	  	(	,	I		M	8	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  /1'A*  -0A  4HF/	 *E'E  'F  ('3  HEy'&	           	 						  				  		  						  				  						? 	 8
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 
 M E A _ S T R _ I D _ D E L E T E _ A L L _ O U T B O X 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   A l l   O u t b o x   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   O u t b o x ? 	 *Rd[N{-NvhQ
o`	  RdSN{-NvhQOo`	 %I-'2!1I+!2%H-2--? 	  E l i m i n a r   t o d o   e l   b u z  n   d e   s a l i d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o i t e   d ' e n v o i   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t a u s g a n g   l  s c h e n ? 	 #40;8BL  2A5  AE>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   u s c i t a ? 	 E3-  CD  5F/HB  'D-A8	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   e n v i a r ? 	 G i d e n   K u t u s u n d a k i    e l e r   S i l i n s i n   m i ?   	 X  a   h t   t h   i ? 	 h a p u s   s e m u a   k o t a k   k e l u a r 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   K e l u a r ? 	 				,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 S l e t   H e l e   U d b a k k e 	 V y m a z a t   v ae c h n y   v   O d e s l a n  c h 	 S k a s u j   c a B  z a w a r t o [  s k r z y n k i   n a d a w c z e j 	  s s z .    z e n e t   t  r l .   a   P o s t  z a n d     z e n e t e k   k  z  l ? 	 P o i s t a   k a i k k i   l  h t e v  t   	 S l e t t   a l l e   u t b o k s 	 Z r u ai e  v ae t k y   K   o d o s l a n i u 	 P o s t v a k   u i t   h e l e m a a l   v e r w i j d e r e n ? 	 R a d e r a   a l l a   i   u t k o r g e n 	 U k l o n i   s v e   u   o d l a z n o m   s a n d u 
i u 	 ^t e r g e ci   t o a t e   m e s a j e l e    n   c u r s   d e   t r i m i t e r e ? 	 Z b r i ai   V s e   V   I z h o d n o 	       	           ? 	 7B@89  A8G:8  >B  7E>4OI0  >I0	 8	0	M	5	  				,	I		M	8	  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  A13*'/F  -0A  4HF/	 *E'E  'S$y  ('3  H  Ey'&	           	 							  				  		  						  				  						? 	 8
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? 	      ? 	 S u s a   y o n k e   i - O u t b o x ? 	 C i m e   y o n k e   i - o u t b h o k s ? 	 F u t a   V i s a n d u k u   v y o t e - t o a ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   U i t b u s ? 	 `a l i n t i   v i s   a p l a n k    S i u n 
i a m a  ? 	 D z s t   v i s u   i z s kt n i ? 	 K u s t u t a n   k  i k   v  l j u n d k a u s t a s ? 	 Kv{e^l  bxlx  5laukv  parxdacxiuxvveh	         ? 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   c s u ca   d e   i e _i r i ? 	 

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 
 M E A _ S T R _ I D _ D E L E T E _ A L L _ T E M P L A T E 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   A l l   T e m p l a t e   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   T e m p l a t e s ? 	 *Rd{,g-NvhQ
o`	  Rd!jg-NvhQOo`	 %I-'2!1I+!2@!@%? 	  E l i m i n a r   t o d a s   l a s   p l a n t i l l a s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   M o d  l e s   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e n   E n t w  r f e n   l  s c h e n ? 	 #40;8BL  2A5  (01;>=K? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a i   m o d e l l i ? 	 E3-  CD  'DFE'0,	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   M o d e l o s ? 	 ^a b l o n l a r d a k i    e l e r   S i l i n s i n   m i ? 	 X  a   h t   m u ? 	 h a p u s   s e m u a   t e m p l a t 	 H a p u s   s e m u a   m e s e j   d a r i   T e m p l a t ? 	 	G	.	M	*	2	G		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 S l e t   A l l e   S k a b e l o n e r 	 V y m a z a t   v ae c h n y   aa b l o n y 	 S k a s u j   c a By   s z a b l o n 	  s s z .    z e n e t   t  r l .   a   P i s z k o z a t o k   k  z  l ? 	 P o i s t a   k a i k k i   m a l l i t 	 S l e t t   a l l e   m a l 	 Z r u ai e  v ae t k y   aa b l  n y 	 A l l e   s j a b l o n e n     v e r w i j d e r e n ? 	 R a d e r a   a l l a - m a l l 	 U k l o n i   s v e   p r e d l o ak e 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   _a b l o a n e ? 	 Z b r i ai   V s e   V z o r c e 	       	       ? 	 7B@89  A8G:8  0:5B8	 8	0	M	5	  	.	M	*	2	G		  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  EH,H/  /1  (FE'G  G'  -0A  4HF/	 *E'E  yE~Dy  H  Ey'&	       	 								  				  		  						  				  						? 	 8
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? 	     ? 	 S u s a   w o n k e   A m a t h e m p u l e t h i ? 	 C i m e   s o n k e   i s i k h o k e l o ? 	 F u t a   T e m p l e t i   z o t e ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   V o r m b r i e w e ? 	 `a l i n t i   v i s   a p l a n k    `a b l o n a i  ? 	 D z s t   v i s s   v e i d n e s ? 	 K u s t u t a n   k  i k   m a l l i d ? 	 Kv{e^l  bxlx  Aavtxwveh	     ? 	 ^t e r g e ci   t o a t e   _a b l o a n e l e ? 	 
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 
 M E A _ S T R _ I D _ D E L E T E _ A L L _ S E N T 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   A l l   S e n t   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   S e n t   m e s s a g e s ? 	 *Rd[NPN-NvhQ
o`	  Rd]SOo`-NvhQOo`	 %I-'2!1I+!2I-'2!5H*HA%I'? 	  E l i m i n a r   t o d o s   l o s   e n v i a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   M e s s a g e s   e n v o y  s   ? 	 A l l e   g e s e n d e t e n   M i t t e i l u n g e n   l  s c h e n ? 	 #40;8BL  2A5  B?@02;5==K5? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n v i a t i ? 	 E3-  CD  'D'13'D	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   E n v i a d a s ? 	 G  n d e r i l e n l e r   K u t u s u n d a k i    e l e r   S i l i n s i n   m i ? 	 X  a   h t   c  c   t i n   n h n      g i ? 	 h a p u s   s e m u a   y a n g   t e r k i r i m 	 H a p u s   s e m u a   m e s e j   d a r i   m e s e j   D i h a n t a r ? 	 -	G		G	  		  8		&	G	6	K		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 S l e t   A l l e   S e n d t e 	 V y m a z a t   v ae c h n y   o d e s l a n  	 S k a s u j   w s z y s t k i e   w y s Ba n e 	  s s z .    z e n e t   t  r l .   a z   E l k  l d  t t   e l e m e k   k  z  l ? 	 P o i s t a   k a i k k i   l  h e t e t y t 	 S l e t t   a l l e   s e n d 	 Z r u ai e  v ae t k y   O d o s l a n  	 A l l e   v e r z o n d e n   b e r i c h t e n     v e r w i j d e r e n ? 	 R a d e r a   a l l a   s k i c k a d e 	 U k l o n i   s v e   P o s l a n o 	 ^t e r g e ci   t o a t e   m e s a j e l e   t r i m i s e ? 	 Z b r i ai   V s e   P o s l a n o 	       	           ? 	 7B@89  A8G:8  >B  7?@0B5=8	 8	0	M	5	  *	M	0	G	7	?	$	  *	A	8	B	(	  	>		>		 GEG  ~'EG'  A13*'/G  4/G  -0A  4HF/	 *E'E  (,  H  H  Ey'&	     	 							  										  				  						? 	 8
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? 	   ? 	 S u s a   k o n k e   O k u t h u n y e l w e ? 	 C i m e   z o n k e   e z i t h u n y e l w e y o ? 	 F u t a   z o t e   Z i l i z o t u m w a ? 	 S k r a p   a l l e   b o o d s k a p p e   i n   G e s t u u r d e   b o o d s k a p p e ? 	 `a l i n t i   v i s   a p l a n k    I as i ss t a  ? 	 D z s t   v i s u s   n o s kt +t o s ? 	 K u s t u t a n   k  i k   S a a d e t u d ? 	 Kv{e^l  bxlx  Hrao~an  parxdacxiuxvveh	       ? 	 ^t e r g e ci   t o a t e   m e s a j e l e   e x p e d i a t e ? 	 
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 
 M E A _ S T R _ I D _ D E L E T E _ A L L _ D R A F T S 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   A l l   D r a f t s   M e s s a g e   C o n f i r m a t i o n 	 D e l e t e   a l l   m e s s a g e s   f r o m   D r a f t s ? 	 *RdI?z-NvhQ
o`	  RdI?z-NvhQOo`	 %I-'2!1I+!2A#H2? 	  E l i m i n a r   t o d o s   l o s   b o r r a d o r e s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B r o u i l l o n s   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e n   E n t w  r f e n   l  s c h e n ? 	 #40;8BL  2A5  '5@=>28:8? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l e   b o z z e ? 	 E3-  CD  'DE3H/'*	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   R a s c u n h o s ? 	 T a s l a k l a r   K l a s  r  n d e k i    e l e r   S i l i n s i n   m i ? 	 X  a   h t   n h  p ? 	 H a p u s   S e m u a   K o n s e p 	 H a p u s   s e m u a   m e s e j   d a r i   D r a f ? 	 .	8	L	&	G	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		?   	 S l e t   A l l e   U d k a s t 	 V y m a z a t   v ae c h n y   k o n c e p t y 	 S k a s u j   w s z y s t k i e   r o b o c z e 	  s s z .    z e n e t   t  r l .   a   p i s z k o z a t o k   k  z  l ? 	 P o i s t a   k a i k k i   l u o n n o k s e t 	 S l e t t   a l l e   u t k a s t 	 Z r u ai e  v ae t k y   k o n c e p t y 	 A l l e   c o n c e p t e n   v e r w i j d e r e n ? 	 R a d e r a   a l l a   u t k a s t 	 U k l o n i   s v e   s k i c e 	 ^t e r g e ci   t o a t e   s c h i ce l e ? 	 Z b r i ai   V s e   O s n u t k e 	       	       ? 	 7B@89  A8G:8  >B  '5@=>28	 8	0	M	5	  !	M	0	>	+	M		  *	A	8	B	(	  	>		>	  	 GEG  ~'EG'  ~4  FH3  -0A  4HF/	 *E'E  1'AyH  H  Ey'&	     	   						  				  		  						  				  						? 	 8
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 
 M E A _ S T R _ I D _ E D I T _ A T T A C H M E N T 	 U n d e f i n e d 	 I C O N T E X T 	 E d i t   A t t a c h m e n t 	 E d i t   a t t a c h m e n t 	 }/DN	 DN	 AID*4H5HA!2  	 E d i t a r   a d j u n t o 	  d i t e r   p i  c e   j o i n t e 	 A n h a n g   b e a r b e i t e n 	  540:B.   ?@8:@5?;5=85	 M o d i f i c a r e   l ' a l l e g a t o 	 *9/JD  'DED-B'*	 E d i t a r   a n e x o 	 D  z e n l e   b a l a n t 1	 B i  n   s o n    n h   k  m 	 u b a h   s i s i p a n 	 E d i t   l a m p i r a n 	 		H		.	G			  8		*	>	&	(		 R e d i g  r   V e d h  f t n i n g 	 U p r a v i t   p Y l o h u 	 E d y t u j   z a Bc z n i k 	 M e l l  k l e t   s z e r k e s z t  s e 	 M u o k k a a   l i i t e t t  	 E n d r e   v e d l e g g 	 U p r a v i e  p r  l o h u 	 B i j l a g e   b e w e r k e n 	  n d r a   b e f o g a d e   f i l e r 	 U r e i v a n j e   p r i v i t k a 	 E d i t a r e   a t a _a m e n t 	 U r e d i   P r i l o g e 	     	     	  540:B8@09  @8;>65=85	 	K	!	2	G	2	G	  8		*	>	&	?	$	  	0	>		 H1'4  ~H3*	 'yEFy  H  'y  ,&	     	 									  							  				 

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	      	 H l e l a   i s i n a m a t h i s e l o 	 L u n g i s a   u n c a m a t h e l i s o 	 H a r i r i   k i a m b a t a n i s h o 	 W y s i g   a a n h e g s e l 	 R e d a g u o t i   p r i e d 	 R e d i #t   p i e s a i s t n i 	 R e d i g e e r i   m a n u s t 	 =tbacel  ok  bueoh	     	 E d i t a r e   a t a _a m e n t 	 
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 M E A _ S T R _ I D _ E D I T _ P R O F I L E 	 U n d e f i n e d 	 I C O N T E X T 	 S e r v e r   P r o f i l e   s e t t i n g s 	 P r o f i l e s 	 -[j	 nch	 B#D%L	 P e r f i l e s   	 P r o f i l   d u   s e r v e u r 	 P r o f i l e 	 @>D8;L  A5@25@0	 P r o f i l o   d e l   s e r v e r 	 'D#H6'9	 P e r f i s 	 P r o f i l l e r 	 C u   h  n h 	 u b a h   p r o f i l 	 P r o f i l   	 8	0	M	5	0	  *	M	0	K	+	>		2		 R e d i g  r   P r o f i l 	 U p r a v i t   p r o f i l 	 E d y t u j   p r o f i l 	 P r o f i l o k 	 M u o k k a a   p r o f i i l i a 	 E n d r e   p r o f i l 	 U p r a v i e  p r o f i l 	 P r o f i e l e n 	  n d r a   p r o f i l 	 U r e d i   p r o f i l e 	 P r o f i l u r i 	 U r e d i   P r o f i l 	   	 	  540:B8@09  @>D8;	 8	0	M	5	M	9	0	  *	M	0	K	+	>		2		 ~1HA'DG'	 31H1  ~1HA'&D	     	 									 8
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  







	   	 I p h r o f a y l i   l e s e v a 	 I p r o f a y l e   y e s e v a 	 P r o f a i l i   y a   s e v a 	 P r o f i e l e 	 S e v e r i o   p r o f i l i s 	 S e r v e r a   p r o f i l s 	 S e r v e r i   p r o f i i l 	 Me~ek  zxkl	   	 P r o f i l   s e r v e r 	 8
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 
 M E A _ S T R _ I D _ F R E E 	 U n d e f i n e d 	 U N L I M 	 F r e e   S p a c e :   	 F r e e   s p a c e :   	 2QX[zz	 PX[zz	 7I5H'H2: 	 E s p a c i o   d i s p o n i b l e : 	 E s p a c e   l i b r e : 	 F r e i e r   P l a t z :   	 !2>1>4=>5  <5AB>	 S p a z i o   l i b e r o : 	 'DE3'-)  'D.'DJ): 	 E s p a  o   l i v r e : 	 B o _: 	 K h  n g   g i a n   t r n g : 	 K o s o n g : 	 R u a n g   k o s o n g : 	 0	?		M	$	  8	M	%	>	(			 F r i : 	 V o l n  : 	 W o l n y : 	 S z a b a d   t  r h e l y : 	 V a p a a : 	 L e d i g : 	 V o >n  : 	 V r i j e   r u i m t e : 	 L e d i g t : 	 B e s p l a t n o : 	 S p a ci u   l i b e r : 	 P r o s t o : 	 : 	   	 !2>1>4=>: 	 .	K	+	$		 A6'  .'D: 	 EA*: 	 : 	 				  					: 	 .
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 
 M E A _ S T R _ I D _ L S K _ R E A D 	 U n d e f i n e d 	 L S K 	 R e a d 	 R e a d 	 S	 S	 -H2	 L e e r 	 L i r e 	 L e s e n 	 '8B0BL	 L e t t u r a 	 B1'!)	 L e r 	 o k u 	 X e m 	 b a c a 	 b a c a 	 *	"	<	G			 L  s 	  s t 	 C z y t a j 	 O l v a s 	 L u e 	 L e s 	  t a e	 L e z e n 	 L  s t 	 i t a n j e 	 C i t i t 	 B e r i 	 	 	 '5B8	 5	>		>		 .H'F/G  4/G	 ~	 	 					 *
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H	 S  	 O u i 	 J a 	 0  	 S  	 F9E	 S i m 	 e v e t 	 C  	 y a 	 y a 	 9	>			 J a 	 A n o 	 T a k 	 I g e n 	 K y l l  	 J a 	  n o 	 J a 	 J a 	 D a 	 D a 	 D a 	 	 	 0	 9	K	/		 (DG	 '	 	 						 9
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	   	 I s i m o   s e m e m o r i 	 I w o n g a   l o m y a l e z o 	 H a d h i   y a   k u m b u k u m b u 	 G e h e u e s t a t u s 	 A t m i n t i e s   b ks e n a 	 A t m i Fa s   s t v o k l i s 	 M  l u   o l e k 	 @kwxrxiuav  oaca~ksao	   	 S t a r e   m e m o r i e 	 .
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 M E A _ S T R _ I D _ M S G 	 U n d e f i n e d 	 H I N T 	 m s g ( s ) 	 m s g 	 \
o`	 \Oo`	 I-'2!	 m e n s a j e   	 m s g 	 M i t t e i l . 	 !>>1I5=85  ( O)   	 m s g 	 13'&D	 m s g 	 M e s a j 	 T i n   n h n 	 p e s a n 	 m s j 	 8		&	G	6		 b e s k e d ( e r ) 	 z p r  v a ( y ) 	 W i a d o m o [( i ) 	  z . 	 v i e s t i ( t ) 	 m l d ( e r ) 	 s p r  v a ( y ) 	 b e r i c h t 	 M e d d e l a n d e ( n ) 	 m s g ( s ) 	 m s j 	 m s g ( s ) 	 ( ) 	 	 AJ>1I. 	 8		&	G	6	  	 ~'E	 ( 'E  '3  ,( '3) 	 ( ) 	 							 8
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( 

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 
 M E A _ S T R _ I D _ M S G S 	 U n d e f i n e d 	 H I N T 	 m s g ( s ) 	 m s g s 	 \
o`	 \Oo`	 I-'2!	 m e n s a j e s 	 m s g s 	 M i t t e i l . 	 !>>1I5=85  ( O)   	 m s g 	 13'&D	 m s g s 	 M e s a j l a r 	 T i n   n h n 	 p e s a n 	 m s j 	 8		&	G	6		 b e s k e d ( e r ) 	 z p r  v a ( y ) 	 W i a d o m o [( i ) 	  z . 	 v i e s t i ( t ) 	 m l d ( e r ) 	 s p r  v a ( y ) 	 b e r i c h t e n 	 M e d d e l a n d e ( n ) 	 m s g ( s ) 	 m s j e 	 m s g ( s ) 	 ( ) 	 	 AJ>1I. 	 8		&	G	6		 ~'EG'	 ( 'E  '3  ,( '3) 	 ( ) 	 						( 				) 	 8
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( 

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
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) 	 8(M&G6( A!?) 	 	 						( 				) 	 	 	 	 	 	 	 	 m e n s a g e n s 
 
 M E A _ S T R _ I D _ N O _ C O N T E N T 	 U n d e f i n e d 	 P O P U P 	 N o   C o n t e n t 	 N o   c o n t e n t 	 !qgQ[	 eQ[	 D!H!5@7I-+2	 S i n   c o n t e n i d o 	 A u c u n   c o n t e n u 	 K e i n   I n h a l t 	 5B  A>45@68<>3>	 N e s s u n   c o n t e n u t o 	 D'  JH,/  E-*HJ	 S e m   c o n t e  d o 	 H a y 1r   i  e r i k 	 K h  n g   c    n i   d u n g 	 t i d a k   a d a   i s i 	 T i a d a   k a n d u n g a n 	 5	?	7	/	- 5	8	M	$	A	  (	9	@			 I n t e t   I n d h o l d 	 } d n    o b s a h 	 B r a k   z a w a r t o [c i 	 N i n c s   t a r t a l o m 	 E i   s i s  l t   	 I k k e   n o e   i n n h o l d 	 }i a d n y   o b s a h 	 G e e n   i n h o u d 	 T o m t   m e d d e l a n d e 	 N e m a   s a d r ~a j a 	 F r   c o n ci n u t 	 B r e z   V s e b i n e 	     	   	 O<0  !J4J@60=85	 	(	A		M	0	.	>	#	?		>	  (	>	9	@		 A'B/  E-*H'	 FyFy  F	   	 			  									  				 
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	   	 A k u k h o   o k u q u k e t h w e 	 A k u k h o   s i q u l a t h o 	 H a k u n a   y a l i y o m o 	 G e e n   i n h o u d   n i e 	 N r a   t u r i n i o 	 N a v   s a t u r a 	 S i s u   p u u d u b 	 Jaxvaoxiuxv  yoa	   	 N i c i u n   c o n ci n u t 	 	
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 
 M E A _ S T R _ I D _ N O _ N U M B E R 	 U n d e f i n e d 	 I C O N T E X T 	 N o   N u m b e r 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 S i n   n  m e r o 	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   n u m e r o 	 'D1BE    D'    JH,/	 S e m   n  m e r o 	 H a y 1r   n u m a r s 1	 K h  n g   c o   s  	 t i d a k   a d a   n o m o r 	 T i a d a   n o m b o r 	 (		,	0	  (	9	@			 I n t e t   N u m m e r 	 } d n    
 s l o 	 B r a k   n u m e r u 	 N i n c s   s z  m 	 E i   n u m e r o a 	 I k k e   n   o e   n u m m e r 	 }i a d n e   
 s l o 	 G e e n   n u m m e r 	 I n g e t   n u m m e r 	 N e m a   b r o j a 	 N u m r   i n e x i s t e n t 	 N i   `t e v i l k e   	     	   	 O<0  ><5@	 	M	0	.	>			  (	>	9	@		 A'B/  4E'1G	 FE(1  F	   	 			  					  				 
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 M E A _ S T R _ I D _ N O _ S U B J E C T 	 U n d e f i n e d 	 I C O N T E X T 	 ( N o   S u b j e c t ) 	 ( N o   s u b j e c t ) 	 ( !q;Ne) 	 ( e;N) 	 ( D!H!5+1'I-) 	 ( S i n   a s u n t o ) 	 ( S a n s   s u j e t ) 	 ( K e i n   B e t r e f f ) 	 ( 5B  B5<K)   	 ( N e s s u n o   o g g e t t o ) 	 (   'DEH6H9    D'    JH,/  ) 	 ( S e m   a s s u n t o ) 	 ( H a y 1r   k o n u ) 	 ( K h  n g   c h u 	    ) 	 ( t a k   a d a   s u b y e k ) 	 ( T i a d a   s u b j e k ) 	 ( 5	?	7	/	  (	9	@		) 	 ( I n t e t   E m n e ) 	 ( } d n    p Ye d m t ) 	 ( b e z   t e m a t u ) 	 ( N i n c s   t  m a ) 	 ( E i   A i h e t t a ) 	 ( I k k e   n o e   e m n e ) 	 ( }i a d n y   p r e d m e t ) 	 ( G e e n   o n d e r w e r p ) 	 ( i n g e t    m n e ) 	 ( N e m a   p r e d m e t a ) 	 ( F r   s u b i e c t ) 	 ( N i   T e m e ) 	 (     ) 	 (   ) 	 ( O<0  @54<5B) 	 ( 5	?	7	/	  (	>	9	@	) 	 ( A'B/  EH6H9) 	 ( EH6H9  F) 	 (   ) 	 ( 				  				  			) 	 ( 
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 M E A _ S T R _ I D _ P L Y _ S M I L _ B U S Y 	 U n d e f i n e d 	 P O P U P 	 S y s t e m   B u s y 	 S y s t e m   b u s y 	 |q}_x	 |~_x	 #0D!H'H2	 S i s t e m a   o c u p a d o 	 S y s t  m e   o c c u p  	 S y s t e m   a u s g e l a s t e t 	 !8AB5<0  70=OB0	 S i s t e m a   o c c u p a t o 	 'DF8'E  E4:HD	 S i s t e m a   o c u p a d o 	 S i s t e m   m e _g u l 	 H   t h  n g   b n 	 s i s t e m   s i b u k 	 s i s t e m   s i b u k 	 8	?	8	M		.	  5	M	/	8	M	$		 S y s t e m   O p t a g e t 	 S y s t  m   j e   z a n e p r  z d n n 	 S y s t e m   z a j t y 	 A   r e n d s z e r   f o g l a l t 	 J  r j e s t e l m    v a r a t t u 	 S y s t e m   o p p t a t t 	 S y s t  m   j e   z a n e p r  z d n e n  	 S y s t e e m   i s   b e z e t 	 S y s t e m e t    r   u p p t a g e t 	 S u s t a v   j e   z a u z e t 	 S i s t e m u l   e s t e   o c u p a t 	 S i s t e m   Z a s e d e n 	       	   	 !8AB5<0B0  05B0	 8	?	8	M		.	  5	M	/	8	M	$		 33*E  '4:'D	 33yE  E4:HD	       	 							  							 8
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 M E A _ S T R _ I D _ R E M O V E _ A T T A C H M E N T 	 U n d e f i n e d 	 I C O N T E X T 	 R e m o v e   A t t a c h m e n t 	 R e m o v e   a t t a c h m e n t 	 ydDN	 ydDN	 3*4H5HA--	 E l i m i n a r   a d j u n t o 	 E n l e v e r   l a   p i  c e   j o i n t e 	 A n h a n g   e n t f e r n e n 	 #40;8BL  ?@8:@5?;5=85	 E l i m i n a r e   a l l e g a t o 	 '2'D)  'DED-B'*	 R e m o v e e   a n e x o 	 e k l e n t i    1k a r m a k   	 R i    n h   k  m 	 b u a n g   s i s i p a n 	 K e l u a r k a n   l a m p i r a n 	 		H		.	G			  9		>				 F j e r n   V e d h  f t n i n g 	 O d s t r a n i t   p Y l o h u 	 U s u D  z a Bc z n i k 	 M e l l  k l e t   e l t  v o l  t  s a 	 P o i s t a   l i i t e 	 F j e r n   v e d l e g g 	 O d o b r a e  p r  l o h u 	 B i j l a g e   v e r w i j d e r e n 	 T a   b o r t   b e f o g a d e   f i l e r 	 U k l o n i   p r i v i t a k 	 E l i m i n a r e   a t a _a m e n t 	 O d s t r a n i   P r i l o g o 	     	     	 @5<0E=8  @8;>65=85	 	K	!	2	G	2	G	    	>	"	B	(		 -0A  ~H3*	 'yEFy  y'&	     	 									  					 

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 M E A _ S T R _ I D _ T O T A L 	 U n d e f i n e d 	 U N L I M 	 U s e d   S p a c e :   	 U s e d   s p a c e :   	 ](u	 ](u	 7I5H5HC
I: 	 E s p a c i o   u s a d o : 	 E s p a c e   u t i l i s    :   	 V e r w e n d e t e r   P l a t z :   	 A?>;L7>20==K9  >1J5<:   	 S p a z i o   u t i l i z z a t o 	 E3'-)  'DE3*./E  : 	 E s p a  o   u t i l i z a d o : 	 t o p l a m : 	    d  n g : 	 J u m l a h : 	 R u a n g   d i g u n a k a n : 	 *	M	0	/	A		M	$	  8	M	%	>	(	: 	 T o t a l : 	 C e l k e m : 	 C a Bo [: 	 F e l h a s z n  l t   t  r h e l y : 	 Y h t e e n s  : 	 T o t a l : 	 C e l k o m : 	 G e b r u i k t e   r u i m t e : 	 S a m m a n l a g t : 	 U k u p n o   : 	 S p a ci u   u t i l i z a t : 	 S k u p a j : 	 : 	   : 	 1I>: 	 		B	#	>	: 	 A6'  '3*A'/G  4/G: 	 yHyD: 	 : 	   									  					: 	 
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: 	 .J$M$	 8:>@8AB>2C20=5  <VAF5: 	 







  




: 	   :   	 I s i k h a l a   e s i s e t s h e n z i s i w e 	 I s i t h u b a   e s i s e t y e n z i s i w e y o : 	 N a f a s i   i l i o t u m i w a : 	 G e b r u i k t e   r u i m t e : 	 P a n a u d o t a   v i e t a :   	 A i z Fe m t   v i e t a :   	 K a s u t a t u d   r u u m i :   	 Ucacxn~an  aanxiuxvh]	   : 	 S p a ci u   u t i l i z a t :   	 	
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  

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 
 M E A _ S T R _ I D _ U S A G E 	 U n d e f i n e d 	 U N L I M 	 U s a g e :   	 U s a g e :   	 O(us	 O(us	 2#C
I:   	 U s o : 	 U t i l i s a t i o n   :   	 N u t z u n g :   	 A?>;L7>20=>:   	 U t i l i z z a t o : 	 'D'3*9E'D  : 	 U t i l i z a   o : 	 O y n a t 1m :   	 T   l   s   d n g : 	 D i p a k a i : 	 P e n g g u n a a n :   	 		*	/	K		:   	 B r u g : 	 P o u ~i t  : 	 Z u |y c i e : 	 F e l h a s z n  l v a : 	 K  y t t  : 	 B e n y t t e t : 	 P o u ~i t i e : 	 G e b r u i k : 	 A n v  n t   u t r y m m e : 	 U p o r a b a : 	 U t i l i z a r e :   	 U p o r a b a : 	 : 	 : 	 >B@51;5=85: 	 		*	/	K		: 	 '1(1/: 	 '3*9E'D: 	 : 	 							:   	 5
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: 	 5>!A	 8:>@8AB0==O: 	 




: 	 :   	 O k u s e t s h e n z i s i w e : 	 U s e t y e n z i s o : 	 U t u m i a j i : 	 G e b r u i k :   	 N a u d o j i m a s :   	 L i e t o aa n a :   	 K a s u t a m i n e :   	 >avabe|v~anxiuav  cxnaok]	 : 	 U t i l i z a r e :     	 	
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 
 M E A _ S T R _ I D _ T E M P L A T E _ C O R R U P T 	 U n d e f i n e d 	 P O P U P 	 T h e   t e m p l a t e   i s   c o r r u p t e d 	 T h e   t e m p l a t e   i s   c o r r u p t e d 	 dk{,g]
dk	 dk!jg]_ck	 @!@%@*5"+2"	 L a   p l a n t i l l a   e s t    d a  a d a 	 L e   m o d  l e   e s t   c o r r o m p u 	 D i e   S c h a b l o n e   i s t   v e r f  l s c h t 	 (01;>=  ?>2@5645=. 	 I l   m o d e l l o      c o r r e t t t o 	 G0'  'DFEH0,  EA3/	 O   m o d e l o   e s t    c o r r o m p i d o . 	 ^a b l o n   b o z u l d u   	 M u   n  y      b   h n g 	 T e m p l a t e   r u s a k 	 T e m p l a t   t e l a h   r o s a k 	 	G	.	M	*	2	G		  $	M	0	A		?	*	B	0	M	#	  9	H		 	 	 	 A   s a b l o n   h i b  s 	 	 	 	 H e t   s j a b l o o n   i s   c o r r u p t 	 	 	 ^a b l o n u l   e s t e   d e t e r i o r a t 	 	 	   	 	 	 'DH  .1'(  '3*	 	 	 								  					 	 	 	 








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	     	 I t h e m p u l e t h i   y o n a k e l e 	 I s i k h o k e l o   s o n a k a l i s i w e 	 T e m p l e t i   i m e h a r i b i k a 	 D i e   v o r m b r i e f   i s   g e k o r r u p t e e r 	 `a b l o n a s   i ak r a i p y t a s 	 V e i d n e   i r   b o j t a 	 M a l l   o n   r i k u t u d 	 Aavtxwh  ~va}~an  g	   	 ^a b l o n u l   e s t e   d e t e r i o r a t 	 
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	 G.M*2GM  &B7?$  9K?	 	 										  						 	 	 	 	 	 	 	 O   m o d e l o   e s t    c o r r o m p i d o . 
 
 M E A _ S T R _ I D _ M E S S A G E _ C O R R U P T 	 U n d e f i n e d 	 P O P U P 	 M M S   m a y   b e   c o r r u p t e d !   P l e a s e   r e m o v e   i t 	 M M S   m a y   b e   c o r r u p t e d .   P l e a s e   r e m o v e   i t 	 YZԚ
o`S]
dk0ˊyd	 i_OS]_ck0yd	 M M S   -2@*5"+2"B#@-2--	 E l   a r c h i v o   p u e d e   e s t a r   d a  a d o .   E l i m  n e l o 	 L e   M M S   s e m b l e   c o r r o m p u .   V e u i l l e z   l e   s u p p r i m e r . 	 M M S   k  n n t e   v e r f  l s c h t   s e i n   E n t f e r n e n   S i e   s i e   b i t t e 	 M M S   <>65B  1KBL  ?>2@5645=.   #40;8B5  53>	 L ' M M S   p o t r e b b e   e s s e r e   d a n n e g g i a t o .   E l i m i n a r l o 	 13'D)  'DH3'&7  1(E'  EA3/.   'D'2'D)  EF  A6DC	 A   m e n s a g e m   M M S   p o d e   e s t a r   c o r r o m p i d a   R e m o v a - a 	 M M S   b o z u k ! L  t f e n   K a l d 1r 1l d 1	 M M S   c    t h   b   h n g .   H  y   x  a   i 	 M M S   t e r k o r u p s i !   H a p u s   M M S 	 M M S   m u n g k i n   t e l a h   r o s a k .   S i l a   k e l u a r k a n n y a 	 	.		.		8	  $	M	0	A		?	*	B	0	M	#	  9	K	  8		$	>	  9	H	d	  	C	*	/	>	  	8	G	  9		>				 M M S   e r   m  s k e    d e l a g t !   F j e r n   d e n   v e n l i g s t 	 M M S   m o~e   b  t   p o ak o z e n a !   O d s t r a Ht e   j i   p r o s  m 	 M M S   m o |e   b y   u s z k o d z o n y !   P r o s z   g o   u s u n 	 L e h e t ,   h o g y   a z   M M S   m e g s  r  l t !   K  r e m ,   t  v o l  t s a   e l 	 M M S - v i e s t i   v o i   o l l a   v i o i t t u n u t !   P o i s t a   s e . 	 M M S   k a n   v  r e   s k a d e t !   V e n n l i g s t   f j e r n . 	 M M S   j e   a s i   p o ak o d e n  !   O d s t r  Ht e   j u   p r o s  m 	 M M S   k a n   c o r r u p t   z i j n .   V e r w i j d e r   h e m 	 M M S   k o r r u m p e r a t !   T a   b o r t   d e t 	 M M s   j e   m o ~d a   n e i s p r a v n a !   M o l i m o ,   u k l o n i t e   j e 	 M e s a j u l   M M S   p o a t e   f i   d e t e r i o r a t .   V   r u g m   s    l   e l i m i n a ci 	 M M S   j e   l a h k o   N e p r a v i l e n !   P r o s i m   o d s t r a n i   g a 	 M M S         !       	 -   M M S       .       	 M M S   <>65  40  5  ?>2@545=>!   >;O,   ?@5<5AB8  3>	 	.		.		8	  	0	*	M		  	>	2	>	  	9	G	  !   	C	*	/	>	  	>	"	B	(	  	>		>		 M M S   EEF  '3*  .1'(  ('4/.   "F  1'  -0A  F/	 'E  'E  '3  .1'(  H&  H  !   (1'  E1('F  '3  y'&	 ,     ,   !       	 M M S - 	  						  				  				  				!   							  			  			  					  						 
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i l a : 	   : 	   : 	 !J>1I5=85  I D : 	 8		&	G	6	  	/	!	@	: 	 4F'3G  ~'E: 	 ~:'E  'S&  : 	   : 	 						  		. 		: 	 8
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: 	   : 	 I - I D   y o m b i k o : 	 I - I D   y o m y a l e z o : 	 I D   y a   u j u m b e : 	 B o o d s k a p - I D : 	 P r a n e ai m o   I D : 	 Z i Fo j u m a   I D : 	 S  n u m i   I D : 	 @arxdacxiuav  I D ` 	   I D : 	 N u m r   m e s a j : 	 8
(
M
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  I D : 	 8(M&G6  I D : 	 	 						  				: 	 	 	 	 	 	 	 	 I D   d a   m e n s a g e m : 
 
 M M S _ S T R _ I D _ R R _ T E X T _ R E A D 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   l a b e l   i n d i c a t i n g   m e s s a g e   h a s   b e e n   r e a d 	 R e a d : 	 S	 S	 -H2: 	 L e e r : 	 L u : 	 G e l e s e n : 	 '8B0BL:   	 L e t t o : 	 B1'!)  : 	 L e r : 	 o k u 	 X e m : 	 B a c a : 	 B a c a : 	 *	"	<	>	: 	 L  S : 	  S T : 	 C z y t a j : 	 E l o l v a s o t t : 	 L U E : 	 L E S T : 	 P R E  T A N  : 	 G e l e z e n : 	 L  S : 	 I T A N J E : 	 C i t i t : 	 B E R I : 	 : 	 : 	  '": 	 5	>		>		 .H'F/G  4/G: 	 ~: 	 : 	 				: 	 *
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: 	 &A5A.A	 '"": 	 




: 	 : 	 F u n d a : 	 F u n d a : 	 I m e s o m w a : 	 G e l e e s : 	 S k a i t y t i : 	 L a s +t s : 	 L o e t u d : 	 8vie~an  g]	 : 	 C i t i t : 	 5
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 
 M M S _ S T R _ I D _ R R _ T E X T _ S E N T 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   l a b e l   i n d i c a t i n g   s e n t   t i m e 	 S e n t : 	 Bf	 e	 *HA%I': 	 E n v i a d o : 	 E n v o y  : 	 G e s e n d e t : 	 B?@02;5=>:   	 I n v i a t o : 	 '13'D  : 	 E n v i a d o s : 	 G  n d e r : 	 T h i   g i a n : 	 K i r i m : 	 D i h a n t a r : 	 -	G		>	: 	 S e n d t : 	 P o s l  n o : 	 W y s Ba n o : 	 E l k  l d  t t : 	 L  h e t e t t y : 	 S e n d t : 	 O d o s l a n  : 	 V e r z o n d e n : 	 S k i c k a t : 	 P o s l a n o : 	 E x p e d i a t : 	 P o al j i : 	 : 	 : 	 7?@0B5=>: 	 *	M	0	G	7	?	$	: 	 '13'D  4/G: 	 (,'  ': 	 : 	 								 -
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: 	 : 	 O k u t h u n y e l w e : 	 T h u n y e l w e : 	 I m e t u m w a : 	 G e s t u u r : 	 I as i ss t a : 	 N o s kt +t s : 	 S a a d e t u d : 	 Hrao~an  g]	 : 	 E x p e d i a t : 	 
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 
 M M S _ S T R _ I D _ R R _ T E X T _ S U B J E C T 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   l a b e l   i n d i c a t i n g   s u b j e c t 	 S u b j e c t : 	 ;Ne	 ;N	 @#7H-: 	 A s u n t o : 	 S u j e t : 	 B e t r e f f : 	 "5<0:   	 O g g e t t o : 	 EH6H9  : 	 A s s u n t o : 	 k o n u 	 C h   : 	 S u b y e k : 	 S u b j e k : 	 5	?	7	/	: 	 E m n e : 	 P Ye d m t : 	 T e m a t : 	 T  m a : 	 A s i a : 	 E m n e : 	 P r e d m e t : 	 O n d e r w e r p : 	  m n e : 	 P r e d m e t : 	 S u b i e c t : 	 T e m a : 	 : 	 : 	 @54<5B: 	 5	?	7	/	  : 	 EH6H9: 	 EH6H9: 	 : 	 				: 	 5
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 
 M M S _ S T R _ I D _ R R _ T E X T _ T O 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   l a b e l   i n d i c a t i n g   t o   a d d r e s s 	 T o : 	 6eON	 6eON	 6: 	 A : 	  : 	 A n : 	 ><C:   	 A : 	 'DJ  : 	 P a r a : 	 i l e : 	 N g i   n h n : 	 K e p a d a : 	 K e p a d a : 	 	K	: 	 T i l : 	 K o m u : 	 D o : 	 C  m z e t t : 	 V a s t a a n o t t a j a :   	 T i l : 	 P r e : 	 A a n : 	 T i l l : 	 Z a : 	 C t r e : 	 D o : 	 : 	 : 	 >: 	 	!	G	: 	 (G: 	 (./E*: 	 : 	 					: 	 (
B
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: 	 A: 	 ><C: 	 




: 	 : 	 K u y a   k u : 	 K u : 	 K w a : 	 A a n : 	 K a m : 	 K a m : 	 A d r e s s a a t : 	 Ht]	   _ : 	 C t r e : 	 
/
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 
 M M S _ S T R _ I D _ R R _ T E X T _ W A S _ R E A D 	 U n d e f i n e d 	 U N L I M 	 R e a d   r e p o r t   s t r i n g   f o r   c o n c a t i n a t i n g   c o n t e x t :   \ n w a s   r e a d   o n   	 \ n w a s   r e a d   o n   	 \ n ]}Se  	 \ n ]~SN  	 \ n -H2A%I'@!7H-	 \ n s e   l e y    e l 	 \ n   a    t    l u   l e 	 \ n w u r d e   g e l e s e n   a m   	 \ n ?@>G8B0=>	 \ n l e t t o   i l 	 \ n   *E  'DB1'!)	 \ n l i d a   a 	 \ n   o k u n d u 	 \ n a   t r u y   c p   t i 	 \ n s e d a n g   d i b a c a 	 \ n s e d a n g   d i b a c a 	 \ n 	K	  *	"	<	>	  	/	>		 \ n l  s t   d e n 	 \ n e p Ye 
t e n o   d n e 	 \ n z o s t a Ba   p r z e c z y t a n a 	 \ n E l o l v a s  s   d  t u m a 	 \ n o n   l u e t t u 	 \ n b l e   l e s t   p  	 \ n p r i p r a v e n    n a 	 \ n i s   g e l e z e n   o p 	 \ n   l  s t   	 \ n j e   p r o 
i t a n a 	 \ n a   f o s t   c i t i t   l a 	 \ n j e   b i l   n a   b r a n j u 	   	 n /     : 	 \ =5  15H5  ?@>G5B5=>	 \ n   5	>		>		 \ n .H'F/G  4/  /1	 /   'H1  ~'  '	 \ n   	 			  							 \ n   
$
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  







  



	 \ n     	 \ n w a f u n d w a   n g o   	 \ n y f u n d w a   n g o 	 \ n i l i s o m w a   m n a m o 	 \ n i s   g e l e e s   o p   	 \ n b u v o   p e r s k a i t y t a   	 \ n t i k a   l a s +t s 	 \ n l o e t i :   	 \ n hvie~el  g  . . .   - kv	 \   	 \ n a   f o s t   c i t i t   l a   	 \ n 5
>
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	 \ n 0G  * ?$	 	 \ n 				  					 	 	 	 	 	 	 	 \ n f o i   l i d a   e m 
 
 M M S _ S T R _ I D _ R R _ T E X T _ Y O U R _ M S G 	 U n d e f i n e d 	 U N L I M 	 R e a d   r e p o r t   s t r i n g   f o r   c o n c a t i n a t i n g   c o n t e x t :   Y o u r   m e s s a g e \ n 	 Y o u r   m e s s a g e \ n 	 `Ov
o`\ n 	 `OvOo`\ n 	 I-'2!-8\ n 	 S u   m e n s a j e \ n 	 V o t r e   m e s s a g e \ n 	 I h r e   M i t t e i l u n g \ n 	 0H5  A>>1I5=85\ n   	 I l   t u o   m e s s a g g i o \ n 	 13'D*C  \ n 	 A   m e n s a g e m \ n 	 i l e t i n i z \ n 	 T i n   n h n   c a   b n \ n 	 p e s a n   a n d a \ n 	 M e s e j   a n d a \ n 	 	*		>	  8		&	G	6	\ n 	 D i n   b e s k e d \ n 	 V a ae   z p r  v a \ n 	 T w o j a   w i a d o m o [\ n 	 A z    n    z e n e t e \ n 	 V i e s t i s i \ n 	 D i n   m e l d i n g \ n 	 V a aa   s p r  v a \ n 	 U w   b e r i c h t \ n 	 D i t t   m e d d e l a n d e \ n 	 V a aa   p o r u k a \ n 	 M e s a j u l   d v s . \ n 	 V a ae   s p o r o 
i l o \ n 	     	   / n 	 0H5B>  AJ>1I5=85\ =5	 $	A	.		>	  8		&	G	6	\ n 	 ~'E  4E'\ n 	 / *E'1'  ~:'E	   \ n 	 					  						\ 		  	 $
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9
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\ n 	 .@  .F8GM	 0H5  ?>2V4><;5==O\ n 	 




  




\ n 	   \ n 	 U m b i k o   w a k h o \ n 	 U m y a l e z o   w a k h o \ n 	 U j u m b e   w a k o \ n 	 J o u   b o o d s k a p \ n 	 J ks s  p r a n e ai m a s \ n 	 J ks u   z i Fo j u m s \ n 	 S i n u   s  n u m \ n 	 Ae  parxdacxiuxvh\ n 	   \ 	 M e s a j u l   d v s . \ n 	 (
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
\ n 	 *#M0  8(M&G6\ n 	 	 						  						\ n 	 	 	 	 	 	 	 	 S u a   m e n s a g e m \ n 
 
 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 0 1 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   H a p p y   b i r t h d a y 	 H a p p y   b i r t h d a y 	 ue_j	 ue_PN	 *8*1L'1@4	 F e l i z   c u m p l e a  o s 	 J o y e u x   A n n i v e r s a i r e 	 A l l e s   G u t e   z u m   G e b u r t s t a g 	 !  4=5<  @>645=8O  	 B u o n   c o m p l e a n n o 	 9J/  EJD'/  39J/	 P a r a b  n s 	 D o u m   g  n  n   k u t l u   o l s u n 	 C h  c   m n g   s i n h   n h t 	 S e l a m a t   U l t a h 	 S e l a m a t   h a r i   l a h i r 	 	(	M	.	&	?	(	  	@	  ,	'	>			 T i l l y k k e   m e d   f  d s e l s d a g e n 	 V ae c h n o   n e j l e p a   k   n a r o z e n i n  m 	 W s z y s t k i e g o   n a j l e p s z e g o   z   o k a z j i   u r o d z i n 	 B o l d o g   s z  l e t  s n a p o t ! 	 H y v     s y n t y m  p  i v   	 G r a t u l e r e r   m e d   d a g e n 	 `ea s t n    n a r o d e n i n y 	 G e f e l i c i t e e r d 	 G r a t t i s   p    f  d e l s e d a g e n 	 S r e t a n   r o e n d a n 	 L a   m u l ci   a n i 	 V s e   n a j b o l j ae   z a   R o j s t n i   D a n 	     	     	 '5AB8B   >645=  5=	 5	>	"	&	?	5	8	>		M	/	>	  6	A	-	G		M		>		 *HD/*  E('1	 ! HE  ~/'&4  E('1  H	   	 			  								 
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	     	 U s u k u   l o k u z a l w a   o l u h l e 	 S u k u   l o k u z a l w a   e l i m n a n d i 	 S i k u   y a   k u z a l i w a   y e n y e   f u r a h a 	 G e l u k k i g e   v e r j a a r d a g 	 S v e i k i n u   g i m t a d i e n i o   p r o g a 	 D a u d z   l a i m e s   d z i m aa n a s   d i e n 	  n n e   s  n n i p  e v a k s 	 >vxvd  wvxpa~x	     	 L a   m u l ci   a n i 	 
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 
 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 0 2 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   C a l l   m e 	 C a l l   m e 	 Sbqf}b	 Sb5u݋~b	 B#+2	1	 L l  m a m e 	 A p p e l   m o i 	 R u f   m i c h   a n 	 >72>=8  <=5	 C h i a m a m i 	 **5D  (J	 T e l e f o n a - m e 	 B e n i   a r a 	 G i   c h o   t  i 	 p a n g g i l   s a y a 	 H u b u n g i   s a y a 	 .	A		G	  	I	2	  	0	G			 R i n g 	 Z a v o l e j   m i 	 Z a d z w o D  d o   m n i e 	 B e s z  l n  n k   k e l l 	 S o i t a   m i n u l l e 	 R i n g   m e g 	 Z a v o l a j   m i 	 B e l   m e 	 R i n g   m i g 	 P o z o v i   m e 	 S u n - m 	 P o k l i 
i   m e 	   	   	 1048  <8  A5	 +	K	(	  	0	>		 2F  (2F	 E,  'D  ,&	   	 					  		  					 .
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	     	 N g i f o n e l e   	 N d i f o w n e l e 	 N i p i g i e   s i m u 	 B e l   m y 	 P a s k a m b i n k   m a n   	 P i e z v a n i   m a n 	 H e l i s t a   m u l l e 	 6avcapak  kvq	 	 S u n - m 	 
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 
 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 0 3 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   T a k e   c a r e 	 T a k e   c a r e 	 ]yԚeP^	 ]ySOeP^	 #1)2*8 2I'"	 C u  d a t e 	 P r e n d s   s o i n   d e   t o i 	 A l l e s   G u t e 	 5@538  A51O	 R i g u a r d a t i 	 .0  ('DC  EF  FA3C	 C u m p r i m e n t o s 	 K e n d i n e   i y i   b a k 	 C h  c   s c   k h e   t t 	 S e m o g a   s e h a t 	 J a g a   d i r i 	 '	M	/	>	(	  0		G			 G o d   b e d r i n g 	 H o d n   z d r a v  	 T r z y m a j   s i e   z d r o w o 	 J    e g  s z s  g e t 	 V o i   h y v i n 	 H a   g o d   b e d r i n g 	 V e >a   z d r a v i a 	 P a s   o p 	 K r y a   p    d i g 	 }e l i m   t i   d o b r o   z d r a v l j e   	 A i   g r i j   d e   t i n e 	 V e l i k o   z d r a v j a 	   	 	 0  A8  682  8  74@02	 	>	3		@	  '	M	/	>		 E1'B(  .H/*  ('4	 '~F'  .'D  1	   	 				  				 
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	 	 U z i p h a t h e   k a h l e 	 Y i b a   n e n k a t h a l o 	 K u w a   m w a n g a l i f u 	 P a s   j o u   o p 	 A t s a r g i a i 	 S a u d z   s e v i 	 O l e   t u b l i 	 @a{xrxiuxv	   	 A i   g r i j   d e   t i n e 	 6
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	 /$M(  (?(M$A	 	 						  					 	 	 	 	 	 	 	 C u i d e - s e 
 
 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 0 4 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   I   a m   b u s y   n o w 	 I   a m   b u s y   n o w 	 bs(Wlzz	 bs(Wlzz	 -5I3%1"8H	 A h o r a   e s t o y   o c u p a d o 	 J e   s u i s   o c c u p    p r  s e n t e m e n t 	 B i n   j e t z t   b e s c h  f t i g t 	 /  70=OB	 S o n o   o c c u p a t o   a d e s s o 	 #F'  E4:HD	 E s t o u   o c u p a d o / a 	 ^u   a n   m e _g u l  m 	 B  y   g i   t  i   k h  n g   c    t h i   g i a n 	 S a y a   t a k   p u n y a   w a k t u 	 S a y a   s i b u k   s e k a r a n g 	 .	H		  	-	@	  5	M	/	8	M	$	  9	B			 H a r   i k k e   t i d   l i g e   n u 	 T e   n e m  m   
a s 	 N i e   m a m   t e r a z   c z a s u 	 M o s t   n i n c s   i d Qm 	 O l e n   k i i r e i n e n 	 J e g   h a r   i k k e   t i d   n  	 N e m  m   t e r a z   
a s   	 I k   b e n   n u   b e z i g 	 H i n n e r   i n t e 	 T r e n u t n o   n e m a m   v r e m e n a 	 S u n t   o c u p a t 	 T r e n u t n o   n i m a m   
a s a 	       	     	 O<0<  2@5<5  A530	 .	@	  8	'	M	/	>	  &	M	/	>		$	  	9	K		 'D"F  1A*'1E	 E  '(  E51HA  H	         	 			  			  						  				 .
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	     	 N g i b h i z i   m a n j e 	 N d i x a k e k i l e   n g o k u 	 N i n a s h u g h u l i   s a s a 	 E k   i s   t a n s   b e s i g 	 D a b a r   l a b a i   u ~s i m s   ( - u s i ) 	 E s m u   a i z Fe m t s 	 O l e n   p r a e g u   h  i v a t u d 	 5}  fbar~an  et  pkta	     	 A c u m   s u n t   o c u p a t 	 
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 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 0 5 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   I ' l l   b e   l a t e 	 I ' l l   b e   l a t e 	 bgZf Nޞ0R	 bOZf Np0R	 0D*2"	 L l e g a r    t a r d e 	 J e   s e r a i   e n   r e t a r d 	 I c h   w e r d e   z u   s p  t   k o m m e n 	 /  >?>740N	 A r r i v o   i n   r i t a r d o 	 #F'    E*#.1	 E s t o u   a t r a s a d o / a 	 G e    k a l a c a 1m 	 T  i   n   m u n   m t   c h  t 	 s a y a   t e r a m b a t 	 S a y a   a k a n   t e r l e w a t 	 .	A		G	  &	G	0	  9	K		@		 J e g   k o m m e r   s e n e r e 	 D o r a z  m   t a m   p o z d j i 	 P r z y j a d   t a m   p o z n i e j 	 K  s Qb b    r e k   o d a 	 T u l e n   m y  h e m m i n 	 J e g   k o m m e r   d i t   s e n e r e 	 P r  d e m   n e s k  r 	 I k   k o m   l a t e r 	 K o m m e r   s e n 	 D o i   u   k a s n i j e 	  n t  r z i i 	 T a m   p r i d e m   k a s n e j e 	     	   	 )5  ?@8AB83=0  ?>- :JA=>	 .	2	>	  		6	@	0	  9	K			 /1  E  13E	 E,  *'.1  H	     	 				  				  			  					 .
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i k	 P a l d i e s ! 	 T  n a n 	 Gvxpaoalxiuxv	 	 M u l cu m e s c 	 (
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 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 0 8 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   W h e r e   a r e   y o u ? 	 W h e r e   a r e   y o u ? 	 `Os(W(WT	 `Os(W(WT̑	 8-"9H5HD+? 	  D  n d e   e s t  s ? 	 O    e s   t u   ? 	 W o   b i s t   d u ? 	 45  BK?   	 D o v e   s e i ? 	 #JF  #F*	 O n d e   e s t  s ? 	 N e r d e s i n ? 	 E m   a n g      u   t h ? 	 A n d a   d i m a n a   s e k a r a n g ? 	 A n d a   d i m a n a   s e k a r a n g ? 	 	*	  	9	>		  9	H		? 	 H v o r   e r   d u ? 	 K d e   j s i   t e ? 	 G d z i e   t e r a z   j e s t e [? 	 H o l   v a g y   m o s t ? 	 M i s s    o l e t ? 	 H v o r   e r   d u   n  ? 	 K d e   s i ? 	 W a a r   b e n   j e ? 	 V a r    r   d u   f  r   n  g o n s t a n s ? 	 G d j e   s i   s a d a ? 	 U n d e   e _t i ? 	 K j e   s i   s e d a j ? 	   ; 	   ( ) ? 	 J45  A8  A530? 	 $	A	.	M	9	@	  	K	"	G	  	9	>	$		 ,'	 *E  '  H	   ? 	 				  					  			? 	 $
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 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 0 9 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   T h e   a p p o i n t m e n t   i s   c a n c e l l e d 	 T h e   a p p o i n t m e n t   i s   c a n c e l l e d 	 b	g%`NSm}g	 b	g%`NSm~O	 2#1+!2"9"@%4	 S e   h a   c a n c e l a d o   l a   c i t a 	 L e   r e n d e z - v o u s   e s t   a n n u l  	 D a s   T r e f f e n   f i n d e t   n i c h t   m e h r   s t a t t 	 AB@5G0  >B<5=5=0	 L ' a p p u n t a m e n t o      s t a t o   a n n u l l a t o 	 'D:'!  G0'  'DEH9/	 O   c o m p r o m i s s o   f o i   c a n c e l a d o 	 B u l u _m a   i p t a l   e d i l d i . 	 C    v i c   g p , t  i   p h i   h y   b   c u c   h n 	 A d a   h a l a n g a n .   S a y a   m e m b a t a l k a n   j a n j i 	 J a n j i   t e m u   d i b a t a l k a n 	 -	G			  0	&	M	&	  9	K	  		  9	H		 D e r   e r   n o g e t   g a l t .   J e g   e r   n  d t   t i l   a t   a f l y s e . 	 N c o   s e   s t a l o .   M u s  m   z r u ai t   s c h oz k u . 	 C o [  n i e   w   p o r z d k u .   M u s z   o d w o Ba   s p o t k a n i e . 	 T  r t  n t   v a l a m i .   E l   k e l l   h a l a s z t a n u n k   a   t a l  l k o z  t 	 K a i k k i   e i   o l e   k u n n o s s a .   J o u d u n   p e r u u t t a m a a n   t a p a a m i s e n . 	 N o e   e r   i   v e i e n .   J e g   m    a v l y s e   a v t a l e n . 	 N i e 
o   s a   s t a l o .   M u s  m   z r u ai e  s c h  d z k u 	 D e   a f s p r a a k   g a a t   n i e t   d o o r 	 N  g o t   f e l .   J a g   h a r   s t  l l t   i n   m  t e t 	 N e at o   n i j e   u   r e d u   M o r a m   o t k a z a t i   s a s t a n a k 	 T r e b u i e   s   a n u l e z    n t  l n i r e a 	 N e k a j   j e   n a r o b e .   M o r a m   o d p o v e d a t i   s e s t a n e k . 	     .               	   	 5I>  A5  >1J@:0.   "@O120  40  >B<5=O  C3>2>@:0B0	 -	G		  0	&	M	&	  	>	2	@		 B1'1  ED'B'*  D:H  4/	 '~'&FyEFy  EF3H.  H  &	       	 														  					  						 
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	 *>/?M.FM  0&M&/?&?	 CAB@VG  2V4<V=5=>	 











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	   	 I - a p h o y i n t i m e n t i   i k h a n s e l i w e 	 I d i n g a   l i r h o x i s i w e 	 M i a d i   i m e g h a i r i w a 	 D i e   a f s p r a a k   i s   g e k a n s e l l e e r 	 S u s i t a r i m a s   a t aa u k t a s 	 T i k aa n s   a t c e l t a 	 K o h t u m i n e   o n   t  h i s t a t u d 	 @avdkzxth  yk  oauava	   	 T r e b u i e   s   a n u l e z    n t  l n i r e a 	 
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 
 M M S _ S T R _ I D _ T E M P L A T E S _ T I T L E _ 1 0 	 U n d e f i n e d 	 I C O N T E X T 	 T e m p l a t e   s t r i n g :   E v e r y t h i n g   i s   O K 	 E v e r y t h i n g   i s   O K 	  NRO K 	  NRO K 	 8-"H2@#5"#I-"5	 T o d o   v a   b i e n 	 T o u t   v a   b i e n 	 A l l e s   i s t   O K 	 A5  E>@>H>	 V a   t u t t o   b e n e 	 CD  4J&  9DJ  E'  J1'E	 E s t    t u d o   b e m 	 H e r _e y i   i y i 	 M i   t h   u   n 	 S e m u a n y a   B a i k 	 S e m u a n y a   O K 	 8	,	   	@		  9	H		 A l t   e r   O K 	 V ae c h n o   j e   v   p o Y d k u . 	 W s z y s t k o   w   p o r z d k u . 	 M i n d e n   r e n d b e n 	 K a i k k i   o n   k u n n o s s a 	 A l t   e r   O K 	 V ae t k o   j e   v   p o r i a d k u 	 A l l e s   i s   i n   o r d e 	 A l l t    r   b r a . 	 S v e   j e   u   r e d u 	 T o t u l   e s t e    n   r e g u l 	 V s e   j e   v   r e d u 	   	   	 A8G:>  5  O K 	 8	0	M	5	   	?		  	9	G		 GEG  2  .H(  '3*	 3(  y  	     	 						  			  				 8
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i 	 	 	 B:07	 0	&	M	&		 D:H	 EF3H.  ,&	 	 						 0
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7H-D%L	 E d i t a r   n o m b r e   d e   a r c h i v o 	  d i t e r   l e   n o m   d e   f i c h i e r 	 D a t e i n a m e   b e a r b e i t e n 	  540:B8@.   8<O  D09;0	 M o d i f i c a   n o m e   f i l e 	 *9/JD  '3E  'DEDA	 E d i t a r   n o m e   d o   f i c h e i r o 	 D  z e n l e   D o s y a   A d 1	 C h n h   t  n   t p 	 U b a h   n a m a   f i l e 	 E d i t   n a m a   f a i l 	 +	>		2	  (	>	.	  8		*	>	&	(		 R e d i g  r   f i l n a v n 	 U p r a v i t   n  z e v   s o u b o r u 	 E d y t u j   n a z w   p l i k u 	 F  j l n  v   s z e r k e s z t  s e 	 M u o k k a a   t i e d o s t o n i m e  	 E n d r e   f i l n a v n 	 U p r a v i e  n  z o v   s  b o r u 	 B e s t a n d s n a a m   b e w e r k e n 	  n d r a   f i l n a m n 	 U r e d i   i m e   d a t o t e k e 	 E d i t a r e   n u m e   d e   f i _i e r 	 U r e d i   i m e   d a t o t e k e 	     	     	  540:B8@09  <5B>  =0  D09;0	 +	>		2	(	>		5	  8		*	>	&	?	$	  	0	>		 H1'4  F'E  A'D	 A'&D  F'E  'y  ,&	   	 							  							  					 +
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	       	 H l e l a   i g a m a   l e f a y e l a 	 L u n g i s a   i g a m a   l e f a y l e 	 H a r i r i   j i n a   l a   f a i l i 	 W y s i g   l  e r n a a m 	 R e d a g u o t i   f a i l o   p a v a d i n i m 	 R e d i #t   f a i l a   n o s a u k u m u 	 R e d i g e e r i   f a i l i n i m e 	 =tbacel  aulk  avxvh	       	 E d i t a r e   n u m e   f i _i e r 	 +
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NP	 2-D%L@4531	 E l   t a m a  o   d e l   a r c h i v o   s u p e r a   e l   v a l o r   m  x i m o 	 L a   t a i l l e   d u   f i c h i e r   e s t   s u p  r i e u r e      l a   v a l e u r   m a x i m a l e 	 D a t e i g r   e    b e r s c h r e i t e t   m a x i m a l e n   W e r t 	  07<5@  D09;0  ?@52KH05B  <0:A8<0;L=K9  >1J5<	 L e   d i m e n s i o n i   d e l   f i l e   s o n o   s u p e r i o r i   a l   v a l o r e   m a s s i m o 	 -,E  'DEDA  *,'H2  'DJ  'D-/  'D'B5J	 O   t a m a n h o   d o   f i c h e i r o   e x c e d e   o   v a l o r   m  x i m o 	 d o s y a   b o y u t   E n   B  y  k   D e e r   a _1l 	 C   t p   v t   q u    n g n g   h   t h n g   c h o   p h  p 	 U k u r a n   b e r k a s   m e l e b i h i   n i l a i   m a k s i m u m 	 S a i l   f a i l   t e l a h   m e l a m p a u i   n i l a i   m a k s i m u m 	 +	>		2	  	>	  		>	0	  	'	?		$	.	  .	>	(	  8	G	  	'	?			 F i l s t  r r e l s e n   o v e r s k r i d e r   m a x .   V  r d i e n 	 V e l i k o s t   s o u b o r u   p Ye s a h u j e   m a x .   h o d n o t u 	 R o z m i a r   p l i k u   p r z e k r a c z a   m a k s y m a l n   w a r t o [. 	 A   f  j l   m e g h a l a d j a   a   m e g e n g e d e t t    r t  k e t 	 T i e d o s t o k o k o   y l i t t     e n i m m  i s k o o n 	 F i l   o v e r s t i g e r   m a k s i m a l   v e r d i 	 V e >k o s e  s  b o r u   p r e s a h u j e   m a x .   h o d n o t u 	 B e s t a n d   i s   t e   g r o o t 	 F i l e n    v e r s k r i d e r   l i m i t e n 	 V e l i 
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	         	 U s a y i z i   w e f a y e l a   w e q a   i n a n i   l o b u k h u l u   b o k u g c i n a 	 U b u n g a k a n a n i   b e f a y l e   b u g q i t h i s e   u b u k h u l u   b e x a b i s o 	 S a i z i   y a   f a i l i   i m e z i d i s h a   t h a m a n i   y a   u p e o 	 L  e r g r o o t t e   o o r s k r y   m a k s i m u m   w a a r d e 	 F a i l o   d y d i s   v i r ai j   d i d ~.   l e i s t i n   v e r t 	 F a i l a   i z m r s   p r s n i e d z   m a k s i m l o   l i e l u m u 	 F a i l    l e t a b   m a x   v   r t u s e 	 Vaulk  ya}h  ceafavxt  g  a|a~elacxuv  ajeh	           	 D i m e n s i u n e a   f i _i e r u l u i   d e p _e _t e   v a l o a r e a   m a x i m 	 +
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 
 M S F _ S T R _ I D _ M I M E _ A C T I O N _ S A V E 	 U n d e f i n e d 	 U N L I M 	 S a v e   A s 	 S a v e   a s 	 SX[ej	 SX[eeN	 16@G	 G u a r d a r   c o m o 	 E n r e g i s t r e r   s o u s 	 S p e i c h e r n   u n t e r 	 !>E@0=.   :0:	 S a l v a   c o m e 	 -A8  (	 G u a r d a r   c o m o 	 F a r k l 1  K a y d e t 	 L u   v i   d n g 	 S i m p a n   S e p e r t i 	 S i m p a n   s e b a g a i 	 . . .   	G	  0	B	*	  .	G		  8	G	5	  	0	G			 G e m   S o m 	 U l o ~i t   j a k o 	 Z a p i s z   j a k o 	 M e n t  s   m  s k  n t 	 T a l l e n n a   n i m e l l  . . . 	 L a g r e   s o m 	 U l o ~i e  a k o 	 O p s l a a n   a l s 	 S p a r a   s o m 	 S p r e m i   k a o 	 S a l v a r e   c a 	 S h r a n i   K o t 	     	   	 0?078  :0B>	 8	G	5	M	9	  			 0.1G  (F'E	 3H  '2	     	 		  						  							  			 
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 
 M S F _ S T R _ I D _ D L G _ C O M M O N _ E R R O R 	 U n d e f i n e d 	 U N L I M 	 E r r o r 	 E r r o r 	 /	 	 4%2	 E r r o r 	 E r r e u r 	 F e h l e r 	 H81:0  	 E r r o r e 	 .7#	 E r r o 	 H a t a s 1	 L i 	 S a l a h 	 R a l a t 	 $	M	0	A		?	  	 F e j l 	 C h y b a 	 B Bd 	 H i b a 	 V i r h e 	 F e i l 	 C h y b a 	 F o u t 	 F e l 	 P o g r e ak a 	 E r o a r e 	 N a p a k a 	 	 	 @5H:0	 	B			 .7'	 :D7	 	 							 
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	   	 O k u q u k e t h w e   o k u n g a s a p h o t h i w e 	 I s i q u l a t h o   e s i n g a x h a s w a n g a 	 Y a l i y o m o   y a s i o k u b a l i w a 	 I n h o u d   n i e   g e s t e u n   n i e 	 N e p a l a i k o m a s   t u r i n y s 	 S a t u r s   n e t i e k   a t b a l s t +t s 	 T o e t u s e t a   s i s u 	 1vpataerelk  zaxvaoxiuxv	   	 C o n ci n u t   n e a c c e p t a t 	 *
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 
 M S F _ S T R _ I D _ C O N N E C T I N G 	 U n d e f i n e d 	 U N L I M 	 C o n n e c t i n g   w h i l e   S a v i n g   t h e   F i l e   t h r o u g h   B r o w s e r 	 C o n n e c t i n g 	 #P}-N	 ck(Wޏc	 3%1@
7H-!H-	 C o n e c t a n d o   	 C o n n e x i o n 	 W i r d   v e r b u n d e n 	 >4:;NG5=85	 I n   c o n n e s s i o n e 	 ,'1M  'D'*5'D	 A   l i g a r 	 B a l a n 1y o r 	 a n g   k t   n i 	 M e n y a m b u n g 	 M e n y a m b u n g 	 	(	G		M		  9	K	  0	9	>	  9	H		 	 	 	 C s a t l a k o z  s 	 	 	 	 E r   w o r d t   v e r b i n d i n g   g e m a a k t 	 	 	 C o n e c t a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  '*5'D	 	 	 						  					 	 	 	 	 	 	 	 	 K o p p e l   t a n s 	 	 	 	 	 	 	 
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 
 P H S _ S T R _ I D _ A C C E P T _ M S G 	 U n d e f i n e d 	 I C O N T E X T 	 A n   i t e m   i n   t h e   o p t i o n   m e n u   a l l o w i n g   u s e r   t o   a c c e p t   a   p u s h   m e s s a g e 	 A c c e p t   p u s h 	 cS  P U S H 	 cS  P U S H 	 "-!#18
	 A c e p t a r   p u s h 	 A c c e p t e r   l a   p o u s s  e 	 P u s h   a k z e p t i e r e n 	 @8<8B5  p u s h 	 A c c e t t a   p u s h 	 B(HD	 A c e i t a r   t r a n s m i s s  o 	 0t i m i   k a b u l   e t 	 T i p   n h n   P U S H 	 t e k a n a n   d i t e r i m a 	 T e r i m a   t o l a k 	 *	A	6	  8	M	5	@		C	$	  	0	G			 A c c e p t  r   p u s h 	 P Yi j m o u t   t l a 
e n    d a t a 	 A k c e p t u j   w i a d o m o [c i   s e r w i s o w e   t y p u   P u s h 	 P u s h   e l f o g a d  s a 	 H y v  k s y   p u s h 	 A k s e p t e r   p u s h 	 P r i j a e  p u s h 	 D u w e n   a c c e p t e r e n 	 A c c e p t e r a   p u s h 	 P r i h v a t i   p u s h 	 A c c e p t a ci   s o l i c i t a r e a 	 S p r e j m i   P o t i s k 	   p u s h 	   	 @85<8  p u s h 	 *	A	6	  8	M	5	@		C	$		 B(HD  '13'D	 /A9  B(HD  ,&	   	 			  					  			  						 &
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  p u s h 	 />M8F*MM  *A7M	 @89=OB8  ?@>HB>2EC20==O	 


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	   	 A c c e p t   p u s h 	 A c c e p t   p u s h 	 A c c e p t   p u s h 	 A a n v a a r   p u s h 	 A c c e p t   p u s h 	 A c c e p t   p u s h 	 A c c e p t   p u s h 	 A c c e p t   p u s h 	 A c c e p t   p u s h 	 A c c e p t   p u s h 	 *
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	 &,>,>  M09#  0(M$A	 	 					  					  				 	 	 	 	 	 	 	 A c e i t a r   P u s h 
 
 P H S _ S T R _ I D _ C A N C E L 	 U n d e f i n e d 	 R S K 	 C a n c e l 	 C a n c e l 	 Sm	 Sm	 "@%4	 C a n c e l a r 	 A n n u l e r 	 A b b r e c h e n 	 B<5=0	 A n n u l l a 	 'D:'!	 C a n c e l a r 	 0p t a l 	 H y   	 B a t a l 	 B a t a l 	 0	&	M	&	  	0	G			 A f b r y d 	 Z r u ai t 	 A n u l u j 	 M  g s e 	 P e r u u t a 	 A v b r y t 	 Z r u ai e	 A n n u l e r e n 	 A v b r y t 	 O d u s t a n i 	 R e v o c a r e 	 P r e k l i 
i 	 	 	 B:07	 0	&	M	&		 D:H	 EF3H.  ,&	 	 						 0
q
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	 0&M&A	 V4<V=8B8	 

  


	 	 K h a n s e l a 	 R h o x i s a 	 G h a i r i 	 K a n s e l l e e r 	 A t aa u k t i 	 A t c e l t 	 L o o b u 	 Ieraoel	 	 A n u l a r e 	 1
&
M
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>
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	 0&M&	 	 	 	 	 	 	 	 	 	 C a n c e l a r 
 
 P H S _ S T R _ I D _ D E C L I N E _ M S G 	 U n d e f i n e d 	 I C O N T E X T 	 A n   i t e m   i n   t h e   o p t i o n   m e n u   a l l o w i n g   u s e r   t o   r e j e c t   a   p u s h   m e s s a g e 	 D e c l i n e   p u s h 	 bU}c6e  P U S H 	 b~c6e  P U S H 	 4@*8
	 R e c h a z a r   p u s h 	 D  c l i n e r   l a   p o u s s  e 	 P u s h   z u r  c k w e i s e n 	 B<5=8BL  p u s h 	 R i f i u t a   p u s h 	 1A6	 R e j e i t a r   t r a n s m i s s  o 	 0t i m i   r e d d e t 	 T   c h i   n h n   P U S H 	 t e k a n a n   d i k u r a n g i 	 M e n o l a k   t o l a k 	 *	A	6	  	8	M	5	@		C	$	  	0	G			 A f v i s   p u s h 	 O d m  t n o u t   t l a 
e n    d a t a 	 O d r z u c a j     w i a d o m o [c i   s e r w i s o w e   t y p u   P u s h 	 P u s h   e l u t a s  t  s a 	 K i e l l    p u s h 	 A v s l    p u s h 	 O d m i e t n u e  p u s h 	 D u w e n   v e r w e r p e n 	 A v v i s a   p u s h 	 O t k l o n i   p u s h 	 R e s p i n g e ci   s o l i c i t a r e a 	 O d k l o n i   p o t i s k 	   p u s h 	   	 B:068  p u s h 	 *	A	6	  	8	M	5	@		C	$		 1/  '13'D	 /A9  E3*1/  ,&	   	 			  									 &
,
>
	
#
>
  p u s h 	 !?M2H(M  *A7M	 V4E8;8B8  ?@>HB>2EC20==O	 




  




	   	 D e c l i n e   p u s h 	 D e c l i n e   p u s h 	 D e c l i n e   p u s h 	 W e i e r   p u s h 	 D e c l i n e   p u s h 	 D e c l i n e   p u s h 	 D e c l i n e   p u s h 	 D e c l i n e   p u s h 	 D e c l i n e   p u s h 	 D e c l i n e   p u s h 	 *
A
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  (
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8
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	 &,>,>  0&M&  2>	 	 					  					  				 	 	 	 	 	 	 	 C a n c e l a r   P u s h 
 
 P H S _ S T R _ I D _ N O _ W H I T E L I S T _ M S G 	 U n d e f i n e d 	 P O P U P 	 T h e   t e x t   i n   t h e   i n f o r m a t i o n   s c r e e n   n o t i f y i n g   u s e r   t h a t   t h i s   p u s h   m e s s a g e   w a s   s e n t   b y   a n   u n a u t h o r i z e d   s e n d e r . 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 c6e*gwOnv  P U S H   
o`	 c6e*gwegnv  P U S H   Oo`	 8
29I*H5HD!HDI#1-8
2	 P u s h   d e   r e m i t e n t e   n o   a u t o r i z a d o 	 P o u s s  e   p r o v e n a n t   d ' u n   u t i l i s a t e u r   n o n   a u t o r i s  	 P u s h   v o n   u n b e f u g t e m   S e n d e r 	 P u s h   >B  =5C?>;=><>G5==>3>  >B?@028B5;O  	 P u s h   d a   m i t t e n t e   n o n   a u t o r i z z a t o 	 '3*D'E  13'&D  'D./E'*  :J1  E91HA	 T r a n s m i s s  o   d e   r e m e t e n t e   n  o   a u t o r i z a d o 	 Y e t k i l i   G  n d e r i c i d e n 	 N h n   t i n   n h n   P U S H   k h i   c h a   x  c   n h   c   n g u n   g c 	 t e k a n a n   d a r i   p e n g i r i m   y a n g   d i k e t a h u i 	 T o l a k   d a r i p a d a   p e n g i r i m   t i d a k   d i b e n a r k a n 	 	(	>	'	?		C	$	  *	M	0	G	7		  8	G	  *	A	6	  	0	G			 P u s h   f r a   u a u t o r i s e r e t   a f s e n d e r 	 T l a 
e n    d a t a   o d   n e a u t o r i z o v a n  h o   o d e s  l a t e l e 	 W i a d o m o [  s e r w i s o w a   t y p u   P u s h o d   n i e z n a n e g o   n a d a w c y . 	 P u s h   n e m   h i t e l e s  t e t t   k  l d Qt Ql 	 P u s h   v a l t u u t t a m a t t o m a l t a   l  h e t t  j  l t  	 P u s h   f r a   u a u t o r i s e r t   a v s e n d e r 	 P u s h   o d   n e a u t o r i z o v a n  h o   o d o s i e l a t e >a 	 D u w e n   d o o r   o n b e v o e g d e   v e r z e n d e r 	 P u s h   f r  n   o b e h  r i g   a n v  n d a r e 	 P u s h   o d   n e a u t o r i z i r a n o g a   p o ai l j a t e l j a 	 S o l i c i t a r e   d e   l a   e x p e d i t o r   n e a u t o r i z a t 	 P o t i s k   o d   n e p o o b l a a
e n e g a   p o ai l j a t e l j a 	 p u s h         	       	 P u s h   >B  =5>B>@878@0=  87?@0I0G	 	(	'	?		C	$	  8	G		!	0	  	>	0	G	  *	A	6		 '13'D  '2  A13*F/G  :1E,'2	 :1  E3*F/  (,F  H'D    71A  3  /A9	       	 								  		  			  						  						  			  			  						 
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  











  


	     	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   v a n   o n g e m a g t i g d e   a f s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 P u s h   f r o m   u n a u t h o r i z e d   s e n d e r 	 
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	 #8M5@C$  *M0G0   >0A  &,>(M$A	 	 								  							  			  					  					 	 	 	 	 	 	 	 P u s h   d e   r e m e t e n t e   n  o   a u t o r i z a d o 
 
 P H S _ S T R _ I D _ O K 	 U n d e f i n e d 	 L S K 	 O k 	 O K 	 x[	 nx[	 %	 A c e p t a r 	 O K 	 O K 	 	 O K 	 EH'AB	 O K 	 T A M A M 	 n g    	 O k 	 O K 	  	@			 O k 	 O k 	 O k 	 O k 	 O K 	 O k 	 O k 	 O K 	 O K 	 U   r e d u 	 O K 	 O k 	 	 O K 	 	  	@		  	9	G		 *#/	 'H	 	 				  
@

	 G	 0@074	 




	 	 O K 	 K U L U N G I L E 	 S a w a 	 O K 	 G e r a i 	 O K 	 O K 	 O K 	 O K 	 O K 	 6
0
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	  ?M	 	 				 	 	 	 	 	 	 	 O K 
 
 P H S _ S T R _ I D _ S I A _ C O N F I R M _ M S G 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 T h e   t e x t   i n   t h e   c o n f i r m a t i o n   s c r e e n   a s k i n g   u s e r   w h e t h e r   h e   w a n t s   t o   e s t a b l i s h   a   n e w   p u s h   c o n n e c t i o n . 	 W o u l d   y o u   l i k e   t o   s e t   u p   a   n e w   p u s h   c o n n e c t i o n ? 	 ``-[ev  P U S H   #}U	 ``nev  P U S H   T:gT	 8I-2#1IH22#@
7H-!H-8
C+!H+#7-D!H? 	  D e s e a   e s t a b l e c e r   u n a   n u e v a   c o n e x i  n   p u s h ? 	 V o u l e z   v o u s    t a b l i r   u n e   n o u v e l l e   c o n n e x i o n   d u   p o u s s e r   ? 	 M  c h t e n   S i e   e i n e   n e u e   P u s h - V e r b i n d u n g   e i n r i c h t e n ? 	 K  E>B8B5  =0AB@>8BL  =>2>5  A>548=5=85  p u s h ?   	 D e s i d e r a   c o n f i g u r a r e   u n a   n u o v a   c o n n e s s i o n e   p u s h ? 	 GD  *1J/  6(7  'D'*5'D  'DE('41  'D13'&D  'D./E'*  	 Q u e r   c o n f i g u r a r   u m a   n o v a   l i g a   o   p a r a   t r a n s m i s s  o ? 	 Y e n i   b a l a n t 1  k u r m a k   i s t e r m i s i n i z ? 	 B n   m u n   c  i   t   k t   n i   P U S H   m i   k h  n g ? 	 A t u r   k o n e k s i   t e k a n a n   b a r u   ? 	 A d a k a h   a n d a   m a h u   m e n y e d i a k a n   s a m b u n g a n   t o l a k   y a n g   b a r u ? 	 	M	/	>	  	*	  		  (	/	>	  *	A	6	  	(	G		M	6	(	  8	M	%	>	*	?	$	  	0	(	>	  	>	9	$	G	  9	H		?   	 V i l   d u   i n d s t i l l e   e n   n y   p u s h   f o r b i n d e l s e ? 	 C h c e t e   z a l o ~i t   n o v    t l a 
e n    p Yi p o j e n  ? 	 C h c e s z   u s t a n o w i   n o w e   p o Bc z e n i e   w i a d o m o [c i   s e r w i s o w y c h   t y p u   p u s h ? 	  j   p u s h   k a p c s o l a t o t   k  v  n   l  t r e h o z n i ? 	 H a l u a t k o   l u o d a   u u d e n   p u s h - y h t e y d e n ? 	  n s k e r   d u      s e t t e   o p p   e n   n y   p u s h - t i l k o p l i n g ? 	 P r a j e t e   s i   n a s t a v i e  n o v    p u s h   p r i p o j e n i e ? 	 W i l t   u   e e n   n i e u w e   d u w v e r b i n d i n g   m a k e n 	 V i l l   d u   s k a p a   e n   n y   p u s h - u p p k o p p l i n g 	 }e l i t e   l i   p o d e s i t i   n o v u   p u s h   v e z u ? 	 S t a b i l i ci   o   n o u   c o n e x i u n e   s o l i c i t a t ? 	 A l i   ~e l i a  n a s t a v i t e   n o v o   p o t i s n o   p o v e z a v o 	       p u s h ; 	           ? 	 A:0B5  ;8  40  CAB0=>28B5  =>20  p u s h   2@J7:0? 	 $	A	.	M	9	>	2	>	  (	5	G	  *	A	6	  	(	G		M	6	(	  8	G		  	*	  	0	>	/		G	  	9	G	? 	 E'D  (G  1'G  'F/'2  '*5'D  ,//  '13'D  G3*/	 '  'S~  F'  /A9  '*5'D  3y  '~  1F'  '  	         ? 	 				  		  				  			  							  			  		  				  			? 	 
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e 	 S k a s u j   k l u c z 	 K u l c s o k   t  r l  s e 	 P o i s t a   n  p p  i m i  	 S l e t t   n  k l e r 	 Z r u ai e  k > 
e 	 T o e t s e n   v e r w i j d e r e n 	 T a   b o r t   k n a p p a r 	 U k l o n i   k l j u 
e v e 	 ^t e r g e r e   t a s t e 	 T i p k e   z a   b r i s a n j e 	   	   	 7B@89  :;NG>25	 	@	  *	A	8	B	(	  	>		>	  	 -0A  D/G'	 2  Ey'&	   	 					  			 
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A4*9L1'#4	 C l a v e   d e   a u t e n t i c a c i  n 	 C l e f   d ' a u t h e n t i f i c a t i o n 	 A u t h e n t i f i z i e r u n g s s c h l  s s e l 	 45=B.   :;NG	 C h i a v e   d i   a u t e n t i c a z i o n e 	 EA*'-  'D*H+JB	 C h a v e   d e   a u t e n t i c a   o 	 d o r u l a m a     t u _	 P h  m   x  c   n h n 	 K u n c i   a u t e n t i k 	 K u n c i   p e n g e s a h a n 	 8	$	M	/	>	*	(	  	A			@		 a u t o r i s a t i o n s   n  g l e 	 a u t e n t i z a 
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 S E C _ S T R _ I D _ C E R T 1 0 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 !qONaI/f&T|~~	 eONfN/f&T~~	 D!H!52##1#-#1*L, 3@42#H-+#7-D!H? 	 N o   h a y   c e r t i f i c a d o   d e   c o n f i a n z a ,    c o n t i n u a r ? 	 A u c u n   c e r t i f i c a t   s  r ,   c o n t i n u e r   ? 	 K e i n   v e r t r a u t e s   Z e r t i f i k a t ,   f o r t s e t z e n ? 	 !><=8B5;L=K9  A5@B8D8:0B,   ?@>4>;68BL?   	 C e r t i f i c a t o   n o n   a f f i d a b i l e ,   c o n t i n u a r e ? 	 'D4G'/)  :J1  EH+B)  D'  *H,/  ,   '3*E1'1  	 S e m   c e r t i f i c a d o   f i d e d i g n o ,   c o n t i n u a r ? 	 b e l g a   e m a n e t   y o k . D e v a m ? 	 K h  n g   c    c h n g   n h n   t i n   c y ,   t i p   t c ? 	 t i d a k   a d a   s e r t i f i k a t   d i k e n a l ,   l a n j u t ? 	 T i a d a   s i j i l   d i p e r c a y a i ,   t e r u s k a n ? 	 5	?	6	M	5	8	M	$	  *	M	0	.	>	#	*	$	M	0	  (	9	@		,   	>	0	  0		G		  ? 	 I k k e   e t   b e t r o e t   c e r t i f i k a t ,   f o r t s  t ? 	 } d n    d ov r y h o d n    c e r t i f i k  t .   P o k r a 
o v a t ? 	 C e r t y f i k a t   n i e z a u f a n y ,   k o n t y n u o w a ? 	 N i n c s   m e g b  z h a t    t a n  s  t v  n y ,   f o l y t a t j a ? 	 L u o t e t t u a   v a r m e n n e t t a   e i   o l e ,   j a t k e t a a n k o ? 	 I k k e   n o e   t i l t r o d d   s e r t i f i k a t   f o r t s e t t ? 	 }i a d n y   d  v e r y h o d n    c e r t i f i k  t ,   p o k r a 
o v a e? 	 C e r t i f i c a a t   w o r d t   n i e t   v e r t r o u w d .   V e r d e r g a a n ? 	 I n g e t   t i l l f  r l i t g l i t   c e r t i f i k a t ,   f o r t s  t t ? 	 C e r t i f i k a t   n i j e   p r o v j e r e n ,   n a s t a v i t i ? 	 N u   e x i s t   n i c i u n   c e r t i f i c a t   a c r e d i t a t ,   d o r i ci   s   c o n t i n u a ci ? 	 N e z a u p l j i v   c e t r i f i k a t ,   n a d a l j u j ?   	       ,     ; 	     ,   ? 	 O<0  ?@>25@5=  A5@B8D8:0B,   ?@>4J;6020=5? 	 5	?	6	M	5	>	8	B	  *	M	0	.	>	#	*	$	M	0	  (	>	9	@	,   *	A	"	G	  	>	2	B	? 	 H'GF'EG  E7E&F  EH,H/  F3*  '/'EG  E  /G/	 E3*F/  31  yAy  F  ,'1  1	     ,   ? 	 								  								  		,   						  		? 	 5
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? 	     ,   ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 G e e n   v e r t r o u d e   s e r t i f i k a a t ,   g a a n   v o o r t ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e ,   c o n t i n u e ? 	 	 	 	 				  												  										  			,   							  							? 	 	 	 	 	 	 	 	 N e n h u m   c e r t i f i c a d o   c o n f i  v e l ,   c o n t i n u a r ? 
 
 S E C _ S T R _ I D _ C E R T 1 1 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 !qO(uaI/f&T|~~	 eO(ufN/f&T~~	 D!H!52##1#-9IC
I, 3@42#H-+#7-D!H? 	 N o   h a y   c e r t i f i c a d o   d e   u s u a r i o ,    c o n t i n u a r ? 	 A u c u n   c e r t i f i c a t   u t i l i s a t e u r ,   c o n t i n u e r   ? 	 K e i n   B e n u t z e r z e r t i f i k a t ,   f o r t s e t z e n ? 	 BACBAB2C5B  A5@B8D8:0B  ?>;L7>20B5;O,   ?@>4>;68BL? 	 N e s s u n   c e r t i f i c a t o   u t e n t e ,   c o n t i n u a r e ? 	 4G'/)  'DE3*./E  D'  *H,/  ,   '3*E1'1  	 S e m   c e r t i f i c a d o   d e   u t i l i z a d o r ,   c o n t i n u a r ? 	   b e l g e   h a y 1r   O y n a t 1c 1, D e v a m ? 	 K h  n g   c    c h n g   n h n   n g i   d  n g ,   t i p   t c ? 	 t i d a k   a d a   s e r t i f i k a t   p e m a k a i ,   l a n j u t ? 	 T i a d a   p e n g g u n a   d i p e r c a y a i ,   t e r u s k a n ? 	 *	M	0	/	K		M	$	>	  *	M	0	.	>	#	*	$	M	0	  (	9	@		,   	>	0	@	  0		G		? 	 I n t e t   b r u g e r   c e r t i f i k a t ,   f o r t s  t ? 	 } d n    u ~i v a t e l s k    c e r t i f i k  t .   P o k r a 
o v a t ? 	 B r a k   c e r t y f i k a t u   u |y t k o w n i k a ,   k o n t y n u o w a ? 	 N i n c s   f e l h a s z n  l  i   t a n  s  t v  n y ,   f o l y t a t j a ? 	 K  y t t  j  v a r m e n n e t t a   e i   o l e ,   j a t k e t a a n k o ? 	 I k k e   n o e   b r u k e r s e r t i f i k a t ,   f o r t s e t t ? 	 }i a d n y   u ~ v a t e >s k    c e r t i f i k  t ,   p o k r a 
o v a e? 	 G e e n   g e b r u i k e r s c e r t i f i c a a t .   V e r d e r g a a n ? 	 I n g e t   a n v  n d a r c e r t i f i k a t ,   f o r t s  t t ? 	 N e m a   k o r i s n i 
k o g   c e r t i f i k a t a ,   n a s t a v i t i ? 	 C e r t i f i c a t   u t i l i z a t o r   i n e x i s t e n t ,   d o r i ci   s   c o n t i n u a ci ? 	 N i   u p o r a b n i ak i   c e r t i f i k a t ,   n a d a l j u j ? 	       ,     ; 	     ,   ? 	 O<0  ?>B@518B5;A:8  A5@B8D8:0B,   ?@>4J;6020=5? 	 		*	/	K			0	M	$	>	  *	M	0	.	>	#	*	$	M	0	  (	>	9	@	,   *	A	"	G	  	>	2	B	? 	 H'GF'EG  '1(1  EH,H/  F3*  '/'EG  E  /G/	 H21  31  yAy  F'   ,'1  1	     ,   ? 	 												  								  			,   						  		? 	 5
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? 	     ,   ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 G e e n   g e b r u i k e r s e r t i f i k a a t ,   g a a n   v o o r t ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 	 	 	 				  											  										  			,   							  							? 	 	 	 	 	 	 	 	 N e n h u m   c e r t i f i c a d o   d e   u s u  r i o ,   c o n t i n u a r ? 
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 S E C _ S T R _ I D _ C E R T 1 2 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 T h e   c o n t r a c t   h a s   b e e n   d e l e t e d 	 T h e   c o n t r a c t   h a s   b e e n   d e l e t e d 	 T}]*Rd	 T~] Rd	 *1
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29%A%I'	 E l   c o n t r a t o   s e   h a   e l i m i n a d o 	 L e   c o n t r a t   a    t    s u p p r i m  	 D e r   V e r t r a g   w u r d e   g e l  s c h t 	 >=B@0:B  1K;  C40;5=  	 I l   c o n t r a t t o      s t a t o   c a n c e l l a t o 	 *E  E3-  'D9B/	 O   c o n t r a t o   f o i   f o i   e l i m i n a d o 	 s  z l e _m e   S i l d i 	    x  a   h p   n g 	 K o t r a k   s u d a h   d i h a p u s 	 K o n t r a k   t e l a h   d i p a d a m 	 	I	(	M		M	0	H		M		  9		>	  &	?	/	>	  	/	>	  9	H		 K o n t r a k t e n   e r   s l e t t e t 	 S m l o u v a   b y l a   s m a z  n a 	 K o n t r a k t   z o s t a B  s k a s o w a n y 	 S z e r z Qd  s   t  r  l v e 	 S o p i m u s   o n   p o i s t e t t u 	 K o n t r a k t e n   h a r   b l i t t   s l e t t e t 	 Z m l u v a   b o l a   z r u ae n  	 H e t   c o n t r a c t   i s   v e r w i j d e r d . 	 K o n t a k t e n   r a d e r a d e s 	 U g o v o r   j e   u k l o n j e n 	 C o n t r a c t u l   a   f o s t   _t e r s 	 N a s p r o t j e   j e   b i l o   i z b r i s a n o 	       	   	 >3>2>@JB  5  87B@8B	 	I	(	M		M	0	E		M		  *	A	8	B	(	  	>		2	G		 B1'1/'/  -0A  4/G  '3*	 E9'/  Dy  1  /'  '  	     	 								  					  			  						 
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2DI	 N o   s e   p u d o   e l i m i n a r   e l   c o n t r a t o 	 N ' a   p a s   p u   s u p p r i m e r   l e   c o n t r a t 	 K o n n t e   d e n   V e r t r a g   n i c h t   l  s c h e n 	 5  C40;>AL  C40;8BL  :>=B@0:B	 I m p o s s i b i l e   e l i m i n a r e   i l   c o n t r a t t o 	 D'  JECF  E3-  'D9B/	 N  o   f o i   p o s s  v e l   e l i m i n a r   o   c o n t r a t o 	 s  z l e _m e   s i l m e d i 	 K h  n g   t h   x  a   h p   n g 	 T i d a k   b i s a   h a p u s   k o n t r a k 	 T i d a k   b o l e h   m e m a d a m   k o n t r a k 	 	I	(	M		M	0	H		M		  (	9	@		  9		>	  8		G		 K u n n e   i k k e   s l e t t e   k o n t r a k t e n 	 N e n    m o ~n o   s m a z a t   s m l o u v u 	 N i e   m o |n a   b y Bo   u s u n   k o n t r a k t u . 	 S z e r z Qd  s   t  r l  s e   s i k e r t e l e n 	 S o p i m u k s e n   p o i s t a m i n e n   e i   o n n i s t u n u t 	 K u n n e   i k k e   s l e t t e   k o n t r a k t 	 N i e   j e   m o ~n    z r u ai e  z m l u v u 	 H e t   c o n t r a c t   k a n   n i e t   v e r w i j d e r d   w o r d e n . 	 D e t   g i c k   i n t e   a t t   t a   b o r t   k o n t a k t e n 	 N i j e   m o g u e   u k l a n j a n j e   u g o v o r a 	 C o n t r a c t u l   n u   a   p u t u t   f i   _t e r s 	 B r i s a n j e   c o n t r a s t a   n i   m o ~n o 	           	           	 5  <>65  40  87B@85  4>3>2>@JB	 	I	(	M		M	0	E		M		  *	A	8	B	(	  	>		>	  9	K	$	  (	>	9	@		 B'/1  (G  -0A  B1'1/'/  F3*	 E9'/  H  Dy  F  1  3'	     	 		  								  					  			  						 8
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 S E C _ S T R _ I D _ C E R T 1 5 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C o u l d   n o t   d e l e t e   t h e   c e r t i f i c a t e 	 C o u l d   n o t   d e l e t e   t h e   c e r t i f i c a t e 	 !ql*RdaI	 el RdfN	 D!H*2!2#%C#1#-DI	 N o   s e   p u d o   e l i m i n a r   e l   c e r t i f i c a d o 	 N ' a   p a s   p u   s u p p r i m e r   l e   c e r t i f i c a t 	 K o n n t e   d a s   Z e r t i f i k a t   n i c h t   l  s c h e n 	 5  C40;>AL  C40;8BL  :>=B@0:B	 I m p o s s i b i l e   e l i m i n a r e   i l   c e r t i f i c a t o 	 D'  JECF  E3-  'D4G'/)	 N  o   f o i   p o s s  v e l   e l i m i n a r   o   c e r t i f i c a d o 	 b e l g e   S i l m e d i 	 K h  n g   t h   x  a   c h n g   n h n 	 T i d a k   b i s a   h a p u s   s e r t i f i k a t 	 T i d a k   b o l e h   p a d a m   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  (	9	@		  9		>	  8		G		 K u n n e   i k k e   s l e t t e   c e r t i f i k a t e t 	 N e n    m o ~n o   s m a z a t   c e r t i f i k  t 	 N i e   m o |n a   b y Bo   u s u n a   k o n t r a k t u . 	 T a n  s  t v  n y   t  r l  s e   s i k e r t e l e n 	 V a r m e n t e e n   p o i s t a m i n e n   e i   o n n i s t u n u t 	 K u n n e   i k k e   s l e t t e   s e r t i f i k a t 	 N i e   j e   m o ~n    z r u ai e  c e r t i f i k  t 	 H e t   c e r t i f i c a a t   k a n   n i e t   v e r w i j d e r d   w o r d e n . 	 D e t   g i c k   i n t e   a t t   t a   b o r t   c e r t i f i k a t e t 	 N i j e   m o g u e   u k l a n j a n j e   c e r t i f i k a t a 	 C e r t i f i c a t u l   n u   a   p u t u t   f i   _t e r s 	 B r i s a n j e   c e r t i f i k a t a   n i   m o ~n o 	           	           	 5  <>65  40  87B@85  A5@B8D8:0BJB	 *	M	0	.	>	#	*	$	M	0	  *	A	8	B	(	  	>		>	  (		>		 B'/1  (G  -0A  H'GF'EG  F3*	 31  yAy  H  Dy  F  1  3'	     	 		  										  					  			  						 
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 S E C _ S T R _ I D _ C E R T 1 6 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   t r u s t e d   c e r t i f i c a t e .   c o n t i n u e ? 	 N o   t r u s t e d   c e r t i f i c a t e .   C o n t i n u e ? 	 !qTivONaI/f&T|~~	 eTvONfN/f&T~~	 D!H!5HC#1#-5H@
7H-DI  3@42#H-? 	 N o   h a y   c e r t i f i c a d o   d e   c o n f i a n z a .    C o n t i n u a r ? 	 A u c u n   c e r t i f i c a t   s  r .   C o n t i n u e r   ? 	 K e i n   v e r t r a u t e s   Z e r t i f i k a t .   F o r t s e t z e n ? 	 !><=8B5;L=K9  A5@B8D8:0B.   @>4>;68BL?   	 C e r t i f i c a t o   n o n   a f f i d a b i l e .   C o n t i n u a r e ? 	 'D4G'/)  :J1  EH+B)  D'  *H,/  ,   '3*E1'1  	 S e m   c e r t i f i c a d o   f i d e d i g n o .   Q u e r   c o n t i n u a r ? 	 b e l g a   e m a n e t   y o k . D e v a m ? 	 K h  n g   c    c h n g   n h n   t i n   c y , t i p   t c ? 	 t i d a k   a d a   s e r t i f i k a t   d i k e n a l ,   l a n j u t ? 	 T i a d a   s i j i l   d i p e r c a y a i ,   t e r u s k a n ? 	 5	?	6	M	5	8	M	$	  *	M	0	.	>	#	*	$	M	0	  (	9	@		d	  	>	0	@	  0		G		? 	 I k k e   e t   b e t r o e t   c e r t i f i k a t .   F o r t s  t ? 	 } d n    d ov r y h o d n    c e r t i f i k  t .   P o k r a 
o v a t ? 	 C e r t y f i k a t   n i e z a u f a n y ,   k o n t y n u o w a ? 	 N i n c s   m e g b  z h a t    t a n  s  t v  n y ,   f o l y t a t j a ? 	 L u o t e t t u a   v a r m e n n e t t a   e i   o l e ,   j a t k e t a a n k o ? 	 I k k e   n o e   t i l t r o d d   s e r t i f i k a t .   F o r t s e t t ? 	 }i a d n y   d  v e r y h o d n    c e r t i f i k  t ,   p o k r a 
o v a e? 	 C e r t i f i c a a t   w o r d t   n i e t   v e r t r o u w d .   V e r d e r g a a n ? 	 O t i l l f  r l i t l i g t   c e r t i f i k a t ,   f o r t s  t t ? 	 C e r t i f i k a t   n i j e   p r o v j e r e n ,   n a s t a v i t i ? 	 N u   e x i s t   n i c i u n   c e r t i f i c a t   a c r e d i t a t .   D o r i ci   s   c o n t i n u a ci ? 	 N e z a u p l j i v   c e t r i f i k a t .   n a d a l j u j ?   	       ,     ; 	     	 O<0  ?@>25@5=  A5@B8D8:0B,   ?@>4J;6020=5? 	 *	M	0	.	>	#	*	$	M	0	  	M	0	8	M		G	!	  (	>	9	@	.   *	A	"	G	  	>	2	B	? 	 H'GF'EG  E7E&F  EH,H/  F3*.   '/'EG  E  /G/	 E3*F/  31  yAy  F  ,'1  1	     ,   ? 	 			  								  								  			,   						  		? 	 5
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 S E C _ S T R _ I D _ C E R T 1 7 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C a n n o t   s t o r e   t h e   c e r t i f i c a t e 	 C a n n o t   s a v e   t h e   c e r t i f i c a t e 	 !ql2QX[aI	 elOX[fN	 D!H*2!2#16C#1#-DI	 N o   s e   p u e d e   a l m a c e n a r   e l   c e r t i f i c a d o 	 I m p o s s i b l e   d ' e n r e g i s t r e r   l e   c e r t i f i c a t 	 K a n n   d a s   Z e r t i f i k a t   n i c h t   s p e i c h e r n 	 52>7<>6=>  A>E@0=8BL  A5@B8D8:0B.   	 I m p o s s i b i l e   s a l v a r e   i l   c e r t i f i c a t o 	 *901  -A8  'D4G'/)	 N  o      p o s s  v e l   g u a r d a r   o   c e r t i f i c a d o 	 S e r t i f i k a   k a y d e d i l e m i y o r 	 K h  n g   t h   l u   g i y   p h  p 	 S e r t i f i k a t   t a k   b i s a   d i s i m p a n 	 T i d a k   b o l e h   s i m p a n   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  8	M		K	0	  (	9	@		  	0	  8		$	G		 C e r t i f i k a t e t   k u n n e   i k k e   g e m m e s . 	 N e n    m o ~n o   u l o ~i t   c e r t i f i k  t . 	 C e r t y f i k a t   n i e   m o g B  z o s t a   z a c h o w a n y . 	 A   t a n  s  t v  n y   n e m   m e n t h e t Q	 V a r m e n t e e n   t a l l e n t a m i n e n   e i   o n n i s t u n u t . 	 S e r t i f i k a t   k u n n e   i k k e   l a g r e s . 	 C e r t i f i k  t   n e m  ~e   b y e  u l o ~e n  . 	 H e t   c e r t i f i c a a t   k a n   n i e t   o p g e s l a g e n   w o r d e n . 	 D e t   g i c k   i n t e   a t t   s p a r a   c e r t i f i k a t e t . 	 C e r t i f i k a t   n e   m o ~e   b i t i   p o h r a n j e n . 	 C e r t i f i c a t u l   n u   a   p u t u t   f i   m e m o r a t 	 C e r t i f i k a t   n e   m o r e   b i t i   s h r a n j e n . 	           	         	 !5@B8D8:0BJB  =5  <>65  40  1J45  AJE@0=5=. 	 *	M	0	.	>	#	*	$	M	0	  8	M		K		0	  9	K	$	  (	>	9	@		 FE*H'F  H'G  1'  0.1G  1/	 31  yAy  H  '3yH1  F  1  3*'	     	 											  							  			  				  			 
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 S E C _ S T R _ I D _ C E R T 1 8 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 U n k n o w n   s e r v e r ,   c o n t i n u e ? 	 U n k n o w n   s e r v e r ,   c o n t i n u e ? 	 *gw:O
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gRhV/f&T~~	 D!H#9I1@4#L@'-#L, 3@42#H-+#7-D!H? 	 S e r v i d o r   d e s c o n o c i d o ,    c o n t i n u a r ? 	 S e r v e u r   i n c o n n u ,   c o n t i n u e r   ? 	 U n b e k a n n t e r   S e r v e r ,   f o r t s e t z e n ? 	 58725AB=K9  A5@25@,   ?@>4>;68BL?   	 S e r v e r   s c o n o s c i u t o ,   c o n t i n u a r e ? 	 'DE3*./E  :J1  E91HA  ,   '3*E1'1  	 S e r v i d o r   d e s c o n h e c i d o ,   c o n t i n u a r ? 	 B i l i n m i y o r   s u n u c u , D e v a m ? 	 M  y   p h c   v     k h  n g   x  c   n h ,   t i p   t c ? 	 s e r v e r   t a k   d i k e n a l ,   l a n j u t ? 	 p e l a y a n   t i d a k   d i k e t a h u i ,   t e r u s k a n ? 	 		M		>	$	  8	0	M	5	0	,   	>	0	@	  0		G		? 	 U k e n d t   s e r v e r ,   f o r t s  t ? 	 N e z n  m    s e r v e r .   P o k r a 
o v a t ? 	 N i e z n a n y   s e r w e r ,   k o n t y n u o w a ? 	 I s m e r e t l e n   s z e r v e r ,   f o l y t a t j a ? 	 T u n t e m a t o n   p a l v e l i n ,   j a t k e t a a n k o ? 	 U k j e n t   s e r v e r ,   f o r t s e t t ? 	 N e z n  m y   s e v e r ,   p o k r a 
o v a e? 	 O n b e k e n d e   s e r v e r .   V e r d e r g a a n ? 	 O k  n d   s e r v e r ,   f o r t s  t t ? 	 N e p o z n a t i   p o s l u ~i t e l j ,   n a s t a v i t i ? 	 S e r v e r   n e c u n o s c u t ,   d o r i ci   s   c o n t i n u a ci ? 	 N e z n a n   s e r v e r ,   n a d a l j u j e m ? 	   s e r v e r ,     ; 	     ,   ? 	 5?>7=0B  AJ@2J@,   ?@>4J;6020=5? 	 	(	(	K	(	  8	0	M	5	M	9	0	,   *	A	"	G	  	>	2	B	? 	 31H1  F'4F'.*G  '/'EG  E  /G/	 F'E9DHE  31H1'   ,'1  1	   ,   ? 	 					  							,   						  		? 	 .
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 S E C _ S T R _ I D _ C E R T 1 9 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 E r r o r   i n   c e r t i f i c a t e .   c o n t i n u e ? 	 E r r o r   i n   c e r t i f i c a t e .   C o n t i n u e ? 	 aI|vu//f&T|~~	 fNSu/f&T~~	 !5I-4%2C#1#-  3@42#H-? 	 E r r o r   e n   e l   c e r t i f i c a d o .    C o n t i n u a r ? 	 E r r e u r   d u   c e r t i f i c a t ,   c o n t i n u e r   ? 	 F e h l e r   i m   Z e r t i f i k a t .   F o r t s e t z e n ? 	 H81:0  2  A5@B8D8:0B5.   @>4>;68BL?   	 E r r o r e   n e l   c e r t i f i c a t o .   C o n t i n u a r e ? 	 .7#  AJ  'D4G'/)  ,   '3*E1'1	 E r r o   n o   c e r t i f i c a d o .   Q u e r   c o n t i n u a r ? 	 H a t a s 1  b e l g e d e . D e v a m ? 	 L i   c h n g   n h n .   T i p   t c   k h  n g ? 	 s e r t i f i k a t   s a l a h ,   l a n j u t ? 	 R a l a t   d a l a m   s i j i l .   T e r u s k a n ? 	 *	M	0	.	>	#	*	$	M	0	  .	G		  $	M	0	A		?	d	  	>	0	@	  0		G		?   	 F e j l   i   c e r t i f i k a t .   F o r t s  t ? 	 C h y b a   c e r t i f i k  t u .   P o k r a 
o v a t ? 	 B Bd   c e r t y f i k a t u ,   k o n t y n u o w a ? 	 H i b  s   t a n  s  t v  n y ,   f o l y t a t j a ? 	 V i r h e   v a r m e n t e e s s a ,   j a t k e t a a n k o ? 	 F e i l   i   s e r t i f i k a t .   F o r t s e t t ? 	 C h y b a   v   c e r t i f i k  t e ,   p o k r a 
o v a e? 	 F o u t   i n   c e r t i f i c a a t .   V e r d e r g a a n ? 	 C e r t i f i k a t f e l ,   f o r t s  t t ? 	 G r e ak a   u   c e r t i f i k a t u ,   n a s t a v i t i ? 	 E r o a r e   c e r t i f i c a t .   D o r i ci   s   c o n t i n u a ci ? 	 N a p a k a   v   c e r t i f i k a t u .   N a d a l j u j e m ? 	     ,     ; 	   .   ? 	 @5H:0  2  A5@B8D8:0B0.   @>4J;6020=5? 	 *	M	0	.	>	#	*	$	M	0	>	$	  $	M	0	A		@	.   *	A	"	G	  	>	2	B	? 	 .7'  /1  H'GF'EG.   '/'EG  E  /G/	 31  yAy  E  .1'(  ,'1  1	   ,   ? 	 										  						,   						  		? 	 
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  s a m   c e r t i f i k a t ? 	             ; 	       ? 	 @570?8A20=5  =0  AJI5AB2C20I  AJI  A5@B8D8:0B? 	 	8	G		  *	M	0	.	>	#	*	$	M	0	  	5	M	9	0	0	>			  	0	>	? 	 H'G  GE'FF/  EH,H/  (1FH3  4H/	 EH,H/  (9F  31  yAy  ~1  D	       ? 	 			  					  				  			  											  								  			? 	 	
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aI	 /f&Tv](WvefN	 @5"1C#1#-@4!5H!5-"9H? 	  S o b r e e s c r i b i r     c e r t i f i c a d o   e x i s t e n t e   a n t i g u o ? 	  c r a s e r   a n c i e n   c e r t i f i c a t   ? 	 A l t e s   v o r h a n d e n e   Z e r t i f i k a t    b e r s c h r e i b e n ? 	 5@5?8A0BL  AB0@K9  ACI5AB2CNI89  A5@B8D8:0B? 	 S o v r a s c r i v e r e   i l   c e r t i f i c a t o   p r e c e d e n t e   e s i s t e n t e ? 	 %-D'D  E-D  'D4G'/)  'DB/JE)  'DEH,H/)	 S u b s t i t u i r   c e r t i f i c a d o   a n t i g o ? 	 V a r   o l a n   e s k i   s e r t i f i k a n 1n    z e r i n e   y a z 1l s 1n   m 1? 	 L u      c h n g   n h n   c i     c  ? 	 T u l i s   u l a n g   s e r t i f i k a t   l a m a ? 	 T u l i s   g a n t i   s i j i l   l a m a   y a n g   s e d i a   a d a ? 	 *	A	0	>	(	G	  *	M	0	.	>	#	*	$	M	0	  .	G		  	5	0	0	>			  %	>	? 	 O v e r s k r i v   e k s i s t e r e d e   g a m m e l t   c e r t i f i k a t ? 	 P Ye p s a t   s t  v a j  c    s t a r    c e r t i f i k  t ? 	 Z a p i s a   w y m a z u j c   i s t n i e j c y   s t a r y   c e r t y f i k a t ? 	 F e l  l  r j a   a   m  r   l  t e z Q,   r  g e b b i   t a n  s  t v  n y t ? 	 K o r v a t a a n k o   o l e m a s s a   o l e v a   v a n h a   v a r m e n n e ? 	 S k r i v   o v e r   e k s i s t e r e n d e   g a m m e l t   s e r t i f i k a t ? 	 P r e p  s a e  e x i s t u j  c i   s t a r    c e r t i f i k  t ? 	 B e s t a a n d e   o u d e   c e r t i f i c a a t   o v e r s c h r i j v e n ? 	 E r s  t t   g a m m a l t   c e r t i f i k a t ? 	 S n i m i t i   p r e k o   p o s t o j e e g a ,   s t a r o g   c e r t i f i k a t a ? 	 S u p r a s c r i e ci   v e c h i u l   c e r t i f i c a t   e x i s t e n t ? 	 P r e p i ai   o b s t o j e 
  s t a r   c e r t i f i k a t ? 	             ; 	         ? 	 @570?8A20=5  =0  AJI5AB2C20I  AB0@  A5@B8D8:0B? 	 	A	(	G	  *	M	0	.	>	#	*	$	M	0	  	5	M	9	0	0	>			? 	 H'G  B/E*1  EH,H/  (1FH3  4H/	 EH,H/  ~1'F  31  yAy  ~1  D	       ? 	 			  					  				  						  											  								  			? 	 	
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 S E C _ S T R _ I D _ C E R T 4 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 O v e r w r i t e   e x i s t i n g   n e w   c e r t i f i c a t e ? 	 O v e r w r i t e   e x i s t i n g   n e w   c e r t i f i c a t e ? 	 /f&T˄](WveaI	 /f&Tv](WvefN	 @5"1C#1#-C+!H5H!5-"9H? 	  S o b r e e s c r i b i r   c e r t i f i c a d o   e x i s t e n t e   n u e v o ? 	  c r a s e r   n o u v e a u   c e r t i f i c a t   ? 	 N e u e s   v o r h a n d e n e   Z e r t i f i k a t    b e r s c h r e i b e n ? 	 5@5?8A0BL  =>2K9  ACI5AB2CNI89  A5@B8D8:0B? 	 S o v r a s c r i v e r e   i l   c e r t i f i c a t o   n u o v o   e s i s t e n t e ? 	 %-D'D  E-D  'D4G'/)  'D,/J/)  'DEH,H/)	 S u b s t i t u i r   c e r t i f i c a d o   n o v o ? 	 V a r   o l a n   y e n i   s e r t i f i k a n 1n    z e r i n e   y a z 1l s 1n   m 1? 	 L u      c h n g   n h n   m i      c  ? 	 T u l i s   u l a n g   s e r t i f i k a t   b a r u ? 	 T u l i s   g a n t i   s i j i l   b a r u   y a n g   s e d i a   a d a ? 	 (	/	G	  *	M	0	.	>	#	*	$	M	0	  .	G		  	5	0	0	>			  %	>		 O v e r s k r i v   e k s i s t e r e n d e   n y t   c e r t i f i k a t ? 	 P Ye p s a t   s t  v a j  c    n o v    c e r t i f i k  t ? 	 Z a p i s a   w y m a z u j   i s t n i e j c y   n o w y   c e r t y f i k a t ? 	 F e l  l  r j a   a   m  r   l  t e z Q,    j a b b   t a n  s  t v  n y t ? 	 K o r v a t a a n k o   o l e m a s s a   o l e v a   u u s i   v a r m e n n e ? 	 S k r i v   o v e r   e k s i s t e r e n d e   n y t t   s e r t i f i k a t ? 	 P r e p  s a e  e x i s t u j  c i   n o v    c e r t i f i k  t ? 	 B e s t a a n d e   n i e u w e   c e r t i f i c a a t   o v e r s c h r i j v e n ? 	 E r s  t t   n y t t   c e r t i f i k a t ? 	 S n i m i t i   p r e k o   p o s t o j e e g a ,   n o v o g   c e r t i f i k a t a ? 	 S u p r a s c r i e ci   n o u l   c e r t i f i c a t   e x i s t e n t ? 	 P r e p i ai   o b s t o j e 
  n o v   c e t r i f i k a t ? 	             ; 	         ? 	 @570?8A20=5  =0  AJI5AB2C20I  =>2  A5@B8D8:0B? 	 (	5	G	  *	M	0	.	>	#	*	$	M	0	  	5	M	9	0	0	>			  	0	>	? 	 H'G  ,//*1  EH,H/  (1FH3  4H/	 EH,H/  F&  31  yAy  ~1  D	       ? 	 			  					  				  				  											  								  			? 	 	
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  s t a r   z a u p e n   c e r t i f i k a t ? 	               ; 	         ? 	 @5<0E20=5  =0  AJI5AB2C20I8  AB0@8  ?@>25@5=8  A5@B8D8:0B8  ? 	 	A	(	G	  	M	0	8	M		  *	M	0	.	>	#	*	$	M	0	  0	?	.	A	5	M	9	  	0	>	? 	 H'G  EH1/'7EF'F  H  B/E  EH,H/  (1FH3  4H/	 EH,H/  ~1'F  E3*F/  31  yAy  H  y'&	         ? 	 			  					  				  						  											  											  					  				? 	 .
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 S E C _ S T R _ I D _ C H A N G E _ P I N _ N E W 2 	 U n d e f i n e d 	 U N L I M 	 E n t e r   t h e   n e w   P I N   a g a i n 	 E n t e r   t h e   n e w   P I N   a g a i n 	 Q8eQeP I N x	 QeQeP I N x	 C*H+!2"@%  P I N   C+!H-5#1I	 I n t r o d u z c a   e l   P I N   n u e v o   o t r a   v e z 	 E n t r e z   e n c o r e   l e   n o u v e a u   c o d e   P I N 	 N e u e   P I N   n o c h m a l s   e i n g e b e n 	 2548B5  =>2K9  P I N   A=>20	 D i g i t a r e   d i   n u o v o   i l   P I N   n u o v o 	 '/.'D  P I N   'D,/J/  E1)  'D'.1J	 I n t r o d u z a   n o v a m e n t e   o   n o v o   c  d i g o   P I N 	 P I N   y e n i   t u _1  t e k r a r   G i r 	 N h p   l i   m    P I N   m i   	 M a s u k a n   P I N   i t u   l a g i 	 M a s u k a n   P I N   b a r u   s e k a l i   l a g i 	 *	A	(		  (	/	>	  *	?	(	  !	>	2	G			 I n d t a s t   n y   P I N   i g e n 	 V l o ~t e   z n o v u   n o v    p i n 	 W p r o w a d z   p o n o w n i e   n o w y   k o d   P I N   	 A d j a   m e g   m  g e g y s z e r   a z    j   P I N - t 	 S y  t    u u s i   P I N   u u d e s t a a n 	 T a s t   i n n   n y   P I N   i g j e n 	 Z n o v a   v l o ~i e  n o v    P I N 	 G e e f   d e   n i e u w e   P I N   o p n i e u w   o p 	 M a t a   i n   n y t t   P I N - n u m m e r   i g e n 	 U n e s i t e   o p e t   n o v i   P I N 	 I n t r o d u c e ci   n o u l   c o d   P I N   d i n   n o u 	 V n e s i   n o v   P I N   p o n o v n o 	       P I N     	       P I N     	 J2548  =>28O  P I N - :>4  >B=>2>	 (	5	>	  *	?	(	  *	A	(	M	9	>	  			0	  	0	>		 P I N   ,//  1'  E,//'K  H'1/F/	 /H('1  F'  P I N   /'.D  ,&	           	 				  				  			  								  					 -
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P I N x	 eQeP I N x	 C*H+!2"@%  P I N   @4!	 I n t r o d u z c a   e l   P I N   a n t i g u o 	 E n t r e z   l ' a n c i e n   c o d e   P I N 	 A l t e   P I N   e i n g e b e n 	 2548B5  AB0@K9  P I N 	 D i g i t a r e   i l   P I N   p r e c e d e n t e 	 '/.'D  P I N     'DB/JE	 I n t r o d u z a   o   c  d i g o   P I N   a n t i g o 	 P I N   e s k i y i     g i r   	 N h p   m    P I N   c i	 M a s u k a n   P I N   y a n g   l a m a 	 M a s u k a n   P I N   y a n g   l a m a 	 *	A	0	>	(	>	  *	?	(	  !	>	2	G			 I n d t a s t   g a m m e l   P I N 	 V l o ~t e   s t a r    P I N 	 W p r o w a d z   s t a r y   k o d   P I N 	 A d j a   m e g   a   r  g i   P I N - t 	 S y  t    v a n h a   P I N 	 T a s t   i n n   g a m m e l   P I N 	 V l o ~i e  s t a r    P I N 	 G e e f   d e   o u d e   P I N   o p 	 M a t a   i n   g a m m a l t   P I N - n u m m e r 	 U n e s i t e   s t a r i   P I N 	 I n t r o d u c e ci   v e c h i u l   c o d   P I N 	 V n e s i   s t a r   P I N 	       P I N 	     -   P I N   	 J2548  AB0@8O  P I N - :>4	 	A	(	>	  *	?	(	  			0	  	0	>		 P I N   B/E  1'  H'1/  F/	 ~1'F'P I N   /'.D  ,&	       	 						  			  								  					 -
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 S E C _ S T R _ I D _ C H A N G E _ P I N _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 T i t l e   f o r   C h a n g e   P I N   d i a l o g 	 C h a n g e   P I N 	 f9eP I N x	 f9eP I N x	 @%5H"4	 C a m b i a r   e l   P I N 	 C h a n g e r   d e   c o d e   P I N 	 P I N    n d e r n 	 7<5=8BL  P I N - :>4	 C a m b i a r e   i l   P I N 	 *:J1  P I N 	 A l t e r a r   P I N 	 P I N ' i   d e i _t i r 	 i   P I N 	 G a n t i   P I N 	 T u k a r   P I N 	 *	?	(	  ,	&	2	G			 S k i f t   P I N 	 Z m n i t   P I N 	 Z m i e D  k o d   P I N 	 P I N   m e g v  l t o z t a t  s a 	 V a i h d a   P I N 	 E n d r e   P I N 	 Z m e n i e  P I N 	 P I N   v e r a n d e r e n 	  n d r a   P I N - n u m m e r 	 P r o m i j e n i t e   P I N 	 S c h i m b a r e   c o d   P I N 	 S p r e m e n i   P I N 	   P I N 	   P I N 	 @><5=8  P I N - :>4	 *	?	(	  ,	&	2	5	>		 *:1  P I N 	 P I N (/D	   	 			  								  					 *
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e   v y b r a t   c e r t i f i k  t   o d : 	 W y b i e r z   c e r t y f i k a t   a b y   d o s t a   k l u c z   p u b l i c z n y   o d : 	 V  l a s s z a   k i   a   n y i l v  n o s   k u l c s o t   s z o l g  l t a t    t a n  s  t v  n y t : 	 V a l i t s e   j u l k i s e n   a v a i m e n   v a r m e n n e l  h d e : 	 V e l g   e t   s e r t i f i k a t      f    d e n   o f f i s i e l l e   n  k k e l e n   f r a : 	 V y b e r t e   c e r t i f i k  t   p r e   z  s k a n i e   v e r e j n  h o   k > 
a   o d : 	 K i e s   e e n   c e r t i f i c a a t   o m   d e   o p e n b a r e   s l e u t e l   t e   o n t v a n g e n   v a n : 	 V  l j   c e r t i f i k a t   f  r   a t t   h  m t a   o f f e n t l i g   n y c k e l   f r  n 	 O d a b e r i t e   c e r t i f i k a t   k a k o   b i s t e   d o b i l i   j a v n i   k l j u 
  o d : 	 A l e g e ci   u n   c e r t i f i c a t   d e   l a   c a r e   s   o b ci n e ci   c h e i a   p u b l i c : 	 I z b e r i   c e r t i f i k a t   z a   p r i d o b i t e v   j a v n e g a   k l j u 
a   o d : 	                   ; 	                 	 715@8  A5@B8D8:0B  70  40  ?>;CG8H  >1I. :;NG  >B: 	 	M	/	>	  *	>	8	B	(	  *	,	M	2	?		  	@	  	G	#	G		   H'GF'EG  'F*.'(  F/  ,G*  /1'A*  D/  9EHE  '2: 	 3  ~(D    -'5D  1F    D  '  31  yAy  '.*'1  ,&: 	 -             : 	 						  		  						  				  								  						 
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 S E C _ S T R _ I D _ C H O O S E _ C E R T _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 T i t l e   f o r   c h o o s i n g   a   c e r t i f i c a t e   d i a l o g 	 C h o o s e   a   c e r t i f i c a t e : 	 xd NPaI	 	b N*NfN	 @%7-C#1#-: 	 S e l e c c i o n e   u n   c e r t i f i c a d o : 	 C h o i s i s s e z   u n   c e r t i f i c a t : 	 Z e r t i f i k a t   a u s w  h l e n : 	 K15@8B5  A5@B8D8:0B: 	 S c e g l i e r e   u n   c e r t i f i c a t o : 	 '.*J'1  'D4G'/)  : 	 E s c o l h e r   c e r t i f i c a d o : 	 S e r t i f i k a   s e  i n 	 C h n   m t   c h n g   n h n : 	 P i l i h   s e r t i f i k a t 	 P i l i h   s i j i l : 	 		  *	M	0	.	>	#	*	$	M	0	  	A	(	G		: 	 V  l g   c e r t i f i k a t : 	 V y b r a t   c e r t i f i k  t : 	 W y b i e r z   c e r t y f i k a t : 	 V  l a s s z o n   k i   e g y   t a n  s  t v  n y t : 	 V a l i t s e   v a r m e n n e : 	 V e l g   e t   s e r t i f i k a t 	 V y b e r t e   c e r t i f i k  t : 	 K i e s   e e n   c e r t i f i c a a t : 	 V  l j   c e r t i f i k a t 	 O d a b e r i t e   c e r t i f i k a t : 	 A l e g e ci   u n   c e r t i f i c a t : 	 I z b e r i   c e r t i f i k a t 	     : 	   :   	 715@8  !5@B8D8:0B: 	 *	M	0	.	>	#	*	$	M	0	>		@	  (	?	5	!	  	0	>	: 	   H'GF'EG  'F*.'(  F/: 	 '  31  yAy  '.*'1  ,&: 	       : 	 				  								  					: 	 
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7H-5HA*	 C o n f i r m a r   n o m b r e   d e   v i s u a l i z a c i  n 	 C o n f i r m e z   l e   n o m   a f f i c h  	 A n z e i g e n a m e   b e s t  t i g e n 	 >4B25@48B5  8<O  48A?;5O	 C o n f e r m a r e   i l   n o m e   v i s u a l i z z a t o 	 *H+JB  '3E  'D916	 C o n f i r m a r   n o m e 	 E k r a n   a d 1n 1  d o r u l a y 1n 	 X  c   n h n   t  n   h i n   t h 	 k o n f i r m a s i   t a m p i l a n   n a m a 	 S a h k a n   n a m a   p a p a r a n 	 &	0	M	6	>		  (	>	.	  	@	  *	A	7	M		?	  	0	G			 B e k r  f t   d i s p l a y   n a v n 	 N  z e v   p o t v r z u j  c  h o   d i s p l e j e 	 P o t w i e r d z   n a z w   n a   w y [w i e t l a c z u . 	 M e g j e l e n  t  s i   n  v   m e g e r Qs  t  s e 	 V a h v i s t a   n  y t  n   n i m i 	 B e k r e f t   v i s n i n g s n a v n 	 O d s  h l a s i e  n  z o v   d i s p l e j a 	 B e v e s t i g   d e   g e t o o n d e   n a a m 	 B e k r  f t a   n a m n   s o m   s k a   v i s a s 	 P o t v r d i t e   p r i k a z   i m e n a 	 C o n f i r m a r e   n u m e   a f i _a r e 	 P o t r d i   i m e   z a s l o n a 	     	     	 >B2J@48  ?>:070=>B>  8<5	 *	M	0	&	0	M	6	?	$	  (	>		5	  	>	/	.	  	0	>		 *#/  F'E  FE'4	 3~D  F'E    *'&/  ,&	     	 							  			  							  					 *
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 S E C _ S T R _ I D _ E N T E R _ H A S H 	 U n d e f i n e d 	 U N L I M 	 T o   a s k   u s e r   t o   e n t e r   h a s h   f o r   t h e   d i s p l a y   n a m e : 	 E n t e r   h a s h   f o r   t h e   d i s p l a y   n a m e : 	 8eQY
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@7H-A*
7H-: 	 I n t r o d u z c a   h a s h   p a r a   e l   n o m b r e   d e   v i s u a l i z a c i  n : 	 E n t r e z   l e   H a s h   p o u r   l e   n o m   a f f i c h  	 H a s h   f  r   A n z e i g e n a m e   e i n g e b e n : 	 06<8B5  @5H5B:C,   GB>1K  >B>1@078BL  8<O  48A?;5O: 	 D i g i t a r e   i l   s i m b o l o   c a n c e l l e t t o   p e r   i l   n o m e   v i s u a l i z z a t o : 	 '/.D  #   D916  'D'3E	 I n t r o d u z i r   h a s h   p a r a   n o m e : 	 E k r a n   A d 1  g i r i n 	 N h p   m    s     h i n   t h   t  n : 	 M a s u k a n   h a s h   u n t u k   t a m p i l a n   w a k t u : 	 M a s u k k a n   h a s h   u n t u k   n a m a   p a p a r a n : 	 (	>	.	  &	0	M	6	>	(	G	  9	G	$	A	  #   !	>	2	G			 T a s t   h a s h   t i l   d i s p l a y   n a v n : 	 V l o ~i t   o t i s k   p r o   n  z e v   d i s p l e j e 	 W p r o w a d z   p o m i e s z a n   f u n k c j e   d o   w y [w i e t l e n i a   n a z w y : 	 K e t t Qs k e r e s z t t e l   a d j a   m e g   a   m e g j e l e n  t e n d Q  n  v e t : 	 S y  t    h a s h   n  y t  n   n i m e l l e : 	 F  r   i n n   h a s h   f o r   d i s p l a y - n a v n : 	 V l o ~t e   h a s h   p r e   n  z o v   d i s p l e j a 	 G e e f   e e n   h a s h   v o o r   d e   g e t o o n d e   n a a m 	 M a t a   i n   h a s h   f  r   n a m n e t 	 U p i ai t e   h a s h   z a   p r i k a z   i m e n a : 	 I n t r o d u c e ci   c o d u l   h a s h   p e n t r u   n u m e l e   d e   a f i _a r e : 	 V n e s i   l o j t r o   z a   i m e   z a s l o n a : 	 E n t e r   h a s h   f o r   t h e   d i s p l a y   n a m e : 	   h a s h       : 	 J2548  @071J@:0=>  70  ?>:070=>B>  8<5: 	 *	M	0	&	0	M	6	?	$	  (	>		5		@	  9	G	8	  	(	M		0	  	0	>		 H1H/  'DH1*E  *(/D  F'E  FE'4: 	 3~D  F'E    D  4  /'.D  ,&	         : 	 							  					  				  					  					: 	 *
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a 	 F e b r u a r i e 	 F e b r u a r 	 	 	 $52@C0@8	 +	G	,	M	0	A	5	>	0	@		 AH1G	 A1H1	 	 											 +
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7H-5H9@G!4#: 	 N o m b r e   i n f o r m a l : 	 N o m   c o u r a n t : 	 F r e u n d l i c h e r   N a m e : 	 @C65AB25==>5  8<O: 	 S o p r a n n o m e : 	 '3E  'DE3*9'1  : 	 N o m e : 	 K o l a y   A d 1: 	 T  n   t h  n   t h i n : 	 N a m a   r a m a h : 	 N a m a   r a m a h : 	 &	K	8	M	$	>	(	>	  (	>	.	  : 	 V e n s k a b e l i g t   n a v n : 	 U ~i v a t e l s k    n  z e v : 	 P r z y j a z n a   n a z w a : 	 B e c e n  v : 	 L e m p i n i m i : 	 V e n n l i g   n a v n : 	 P r i a t e >s k    m e n o : 	 V r i e n d e l i j k e   n a a m : 	 V  n s n a m n :   	 P r i j a t e l j s k o   i m e : 	 N u m e   d e   a l i n t : 	 P r i j a t e l j s k o   i m e : 	   : 	   : 	 @8OB5;A:>  8<5: 	 +	M	0	G		!	2	@	  (	>		5	: 	 F'E  /H3*'FG: 	 /H3*'F  F'E: 	     : 	 			  			: 	 .
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	     .     	 K u n e p h u t h a   e l e n z e k i l e .   Z a m a   f u t h i 	 I m p a z a m o   e t h i l e   y e n z e k i l e .   Z a m a   k w a k h o n a 	 H i t i l a f u   f u l a n i   i m e f a n y i k a .   J a r i b u   t e n a 	 D a a r   w a s   ' n   f o u t .   P r o b e e r   w e e r 	 .v y k o   k l a i d a .   P a m g i n k i t e   d a r   k a r t 	 N o t i k a   k <kd a .   M #i n i e t   a t k a l 	 I l m n e s   t  r k e i d .   P r o o v i   u u e s t i 	 Oerk  g  xveel  }mal:   Sxqe  ookv	       .     	 A   a p r u t   o   e r o a r e .      n c e r c a ci   d i n   n o u .   	 
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 S E C _ S T R _ I D _ I S S U E R 	 U n d e f i n e d 	 U N L I M 	 I s s u e r : 	 I s s u e r : 	 |vL	 SL	 9I--: 	 E m i s o r : 	  m e t t e u r : 	 A u s s t e l l e r : 	 0?@0H820NI89: 	 E m i t t e n t e : 	 'DE5/1  : 	 E m i s s o r : 	 s o r u n 	 N g i   p h  t   h  n h : 	 P e m b u a t : 	 P e n g e l u a r : 	 	>	0	@	  	0	(	G	  5	>	2	>	  : 	 U d s t e d e r : 	 V y d a v a t e l : 	 W y s t a w c a : 	 K i b o c s  t  : 	 J u l k a i s i j a : 	 U t s t e d e r : 	 V y d a v a t e >: 	 U i t g e v e r : 	 U t g i v a r e : 	 I z d a v a 
: 	 E m i s   d e : 	 I z d a j a t e l j : 	 : 	 : 	 740B5;: 	 	6	M	/	A		0	: 	 F'41: 	 '4H  1F  H'D': 	 : 	 				  					: 	 *
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 
 S E C _ S T R _ I D _ J A N 	 U n d e f i n e d 	 U N L I M 	 J a n u a r y 	 J a n u a r y 	  Ng	  Ng	 !#2!	 E n e r o 	 J a n v i e r 	 J a n u a r 	 /=20@L  	 G e n n a i o 	 JF'J1	 J a n e i r o 	 O c a k 	 T h  n g   1 	 J a n u a r y 	 J a n u a r i 	 	(	5	0	@		 J a n u a r 	 L e d e n 	 S t y c z e D	 J a n u  r 	 t a m m i k u u 	 J a n u a r 	 J a n u  r 	 J a n u a r i 	 J a n u a r i 	 S i j e 
a n j 	 I a n u a r i e 	 J a n u a r 	 	 	 /=C0@8	 	>	(	G	5	>	0	@		 'FHG	 ,FH1	 	 									 
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	 B(M	 '5@225=L	 


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 
 S E C _ S T R _ I D _ M A R C H 	 U n d e f i n e d 	 U N L I M 	 M a r c h 	 M a r c h 	 	Ng	 	Ng	 !52!	 M a r z o 	 M a r s 	 M  r z 	 0@B  	 M a r z o 	 E'13	 M a r  o 	 M a r t 	 T h  n g   3 	 M a r e t 	 M a c 	 .	>	0	M			 M a r t s 	 B Ye z e n 	 M a r z e c 	 M  r c i u s 	 m a a l i s k u u 	 M a r s 	 M a r e c 	 M a a r t 	 M a r s 	 O ~u j a k 	 M a r t i e 	 M a r e c 	 	 	 0@B	 .	>	0	M			 E'13	 E'1	 	 						 .
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	 	 M a s h i 	 M a t s h i 	 M a c h i 	 M a a r t 	 K o v a s 	 M a r t s 	 M  r t s 	 Da	 	 M a r t i e 	 .
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 
 S E C _ S T R _ I D _ M A Y 	 U n d e f i n e d 	 U N L I M 	 M a y 	 M a y 	 Ng	 Ng	 $) 2!	 M a y o 	 M a i 	 M a i 	 09	 M a g g i o 	 E'JH	 M a i o 	 M a y 1s 	 T h  n g   5 	 M e i 	 M e i 	 .			 M a j 	 K v t e n 	 M a j 	 M  j u s 	 t o u k o k u u 	 M a i 	 M  j 	 M e i 	 M a j 	 S v i b a n j 	 M a i 	 M a j 	 	 	 09	 .			 EG	 E&	 	 			 .

	 .G	 "@025=L	 

	 	 M e y 	 M e y i 	 M e i 	 M e i 	 G e g 	 M a i j s 	 M a i 	 Dauk}	 	 M a i 	 .
G
/
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	 .	 	 			 	 	 	 	 	 	 	 M a i 
 
 S E C _ S T R _ I D _ N O N R E P _ K E Y 	 U n d e f i n e d 	 U N L I M 	 n o n - r e p u d i a t i o n   k e y 	 N o n - r e p u d i a t i o n   k e y 	 !qlvS	 el
Y6RvS	 8
A+I2!4@*'2!#14	 C l a v e   d e   n o   r e c h a z o 	 C l e f   d e   n o n - r  p u d i a t i o n 	 N a c h w e i s b a r k e i t s s c h l  s s e l 	 5>B@8F05<K9  :;NG	 C h i a v e   d i   n o n - r i p u d i o 	 'DEA*'-  :J1  B'(D  DDF3.	 C h a v e   d e   n  o   r e p u d i a   o 	 t a n I m a s 1z   y o k   t u _	 K h  n g   n h  n   b n   m    c 	 k u n c i   t a k - t e r t o l a k 	 k e k u n c i   b u k a n   p e n o l a k a n 	 	*	0	?	$	M	/	>		  ,		(		 i k k e - a f v i s n i n g s   n  g l e 	 n e p o p i r a t e l n    k l  
	 N i e o d r z u c a l n y   k l u c z 	 A z o n o s  t    k u l c s 	 k i i s t  m  t t  m y y s a v a i n 	 i k k e - b e n e k t i n g s t a s t 	 N e p o p i e r a t e >n    k > 
	 N i e t - a f w i j z e n d e   s l e u t e l 	 n o n - r e p u d i a t i o n   s i g n e r i n g s n y c k e l 	 K l j u 
  z a   u z a j a m n u   p o t v r d u 	 c h e i e   d e   n o n - r e p u d i e r e 	 K l j u 
  z a   n e - o t k l a n j a n j e 	     	     	 ?@87=0B  :;NG	 (	I	(	- 0	?	*	M	/	A		/	6	(	  ,		#	  	 D/  'F'1F'~01	 :1  '3*1/'/  	     	   												  		  				  			 
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- 









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	   	 U k h i y e   o n g a p h i k i s i 	 I q h o s h a   e n g e l e l o   k w a l a 	 K i f u n g u o   c h a   k u k u b a l i 	 A a n v a a r d i n g t o e t s 	 N e g a l j i m o   i as i ~a d t i   r a k t a s 	 N e n o l i e g aa n a s   a t s l g a 	 N o n - r e p u d i a t i o n   v  t i 	 1|av  paja~elx  ka~xvk  bavalk	     	 C h e i e   d e   n o n - r e p u d i e r e 	 (
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	 #- 8M5@>0  @	 	 									  			 	 	 	 	 	 	 	 C h a v e   d e   n  o - r e p  d i o 
 
 S E C _ S T R _ I D _ N O V 	 U n d e f i n e d 	 U N L I M 	 N o v e m b e r 	 N o v e m b e r 	 AS Ng	 AS Ng	 $(42"	 N o v i e m b r e 	 N o v e m b r e 	 N o v e m b e r 	 >O1@L  	 N o v e m b r e 	 FHAE(1	 N o v e m b r o 	 K a s 1m 	 T h  n g   1 1 	 N o p e m b e r 	 N o v e m b e r 	 (	5		,	0		 N o v e m b e r 	 L i s t o p a d 	 L i s t o p a d 	 N o v e m b e r 	 m a r r a s k u u 	 N o v e m b e r 	 N o v e m b e r 	 N o v e m b e r 	 N o v e m b e r 	 S t u d e n i 	 N o i e m b r i e 	 N o v e m b e r 	 	 	 >5<2@8	 (	K	5	M	9	G		,	0		 FH'E(1	 FHE(1	 	 								 (
5
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	 (5,0M	 8AB>?04	 






	 	 N o v e m b a 	 N o v e m b a 	 N o v e m b a 	 N o v e m b e r 	 S a u s i s 	 N o v e m b r i s 	 N o v e m b e r 	 Fxuetbe	 	 N o i e m b r i e 	 (
5

,
0
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	 (-G.M,0	 	 								 	 	 	 	 	 	 	 N o v e m b r o 
 
 S E C _ S T R _ I D _ O C T 	 U n d e f i n e d 	 U N L I M 	 O c t o b e r 	 O c t o b e r 	 ASg	 ASg	 8%2!	 O c t u b r e 	 O c t o b r e 	 O k t o b e r 	 :BO1@L  	 O t t o b r e 	 #C*H(1	 O u t u b r o 	 E k i m 	 T h  n g   1 0 	 O k t o b e r 	 O k t o b e r 	 		M	$	B	,	0		 O k t o b e r 	 X j e n 	 P a zd z i e r n i k 	 O k t  b e r 	 l o k a k u u 	 O k t o b e r 	 O k t  b e r 	 O k t o b e r 	 O k t o b e r 	 L i s t o p a d 	 O c t o m b r i e 	 O k t o b e r 	 	 	 :B><2@8	 		M		K	,	0		 '*(1	 '*H(1	 	 								 

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,
0
	 MK,0M	 >2B5=L	 





	 	 O k t h o b a 	 O k t h o b h a 	 O k t o b a 	 O k t o b e r 	 S p a l i s 	 O k t o b r i s 	 O k t o o b e r 	 @xoetbe	 	 O c t o m b r i e 	 

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	 MK,0	 	 								 	 	 	 	 	 	 	 O u t u b r o 
 
 S E C _ S T R _ I D _ O K 	 U n d e f i n e d 	 L S K 	 O k 	 O K 	 x[	 nx[	 %	 A c e p t a r 	 O K 	 O K 	 	 O K 	 EH'AB	 O K 	 T A M A M 	 n g    	 O k 	 O K 	  	@			 O k 	 O k 	 O k 	 O k 	 O K 	 O k 	 O k 	 O K 	 O K 	 U   r e d u 	 O K 	 O k 	 	 O K 	 	  	@		  	9	G		 *#/	 'H	 	 				  
@

	 G	 0@074	 




	 	 O K 	 K U L U N G I L E 	 S a w a 	 O K 	 G e r a i 	 O K 	 O K 	 O K 	 O K 	 O K 	 6
0
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	  ?M	 	 				 	 	 	 	 	 	 	 O K 
 
 S E C _ S T R _ I D _ O V E R W R I T E 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 O v e r w r i t e 	 O v e r w r i t e 	 [	 Q	 @5"1	 S o b r e s c r i b i r 	  c r a s e r 	  b e r s c h r e i b e n 	 5@5?8A0BL	 S o v r a s c r i v e r e 	 C*'()    +'FJ)	 S u b s t i t u i r 	  s t  n e   Y a z 	 V i t      l  n 	 T u l i s   U l a n g 	 T u l i s   g a n t i 	 	5	0	0	>			  	0	G			 O v e r s k r i v 	 P Ye p s a t 	 Z a p i s z   w y m a z u j c 	 F e l  l  r 	 K o r v a a 	 S k r i v   o v e r 	 P r e p  s a e	 O v e r s c h r i j v e n 	 E r s  t t 	 U p i ai   p r e k o 	 S u p r a s c r i e r e 	 P r e p i ai 	 	 	 @5?8A	 *	A	(	M	9	>	  0	>			  	0	>		 ('2FH3	 D  ~1  D	 	 									 	
*
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  2
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	 50M  0HM	 5@5?8A0B8	 


  




	 	 B h a l a   p h e z u   k w a k h o 	 C i m a 	 A n d i k i z a 	 S k r y f   o o r 	 P e r r a ay t i 	 P r r a k s t +t   p r i 	 K i r j u t a    l e 	 Neacavel	 	 S u p r a s c r i e r e 	 
5
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1
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1
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	 '?2?(	 	 								 	 	 	 	 	 	 	 S o b r e s c r e v e r 
 
 S E C _ S T R _ I D _ P I N _ A L L O W _ D E L _ A U T 	 U n d e f i n e d 	 U N L I M 	 P U K   t o   d e l e t e   a l l   a u t h e n t i c a t i o n   k e y s   a n d   c o n n e c t e d   u s e r   c e r t i f i c a t e s 	 P U K   t o   d e l e t e   a l l   a u t h e n t i c a t i o n   k e y s   a n d   c o n n e c t e d   u s e r   c e r t i f i c a t e s 	 (uO*RdhQ萍IvP U K x	 (ueg RdhQ萤vP U K x	 +!2"@%  P U K   5HC
I*3+#1%2#4*9L1'#41I+!A%0%2#@
7H-!H--C#1#-9IC
I	 P U K   p a r a   e l i m i n a r   t o d a s   l a s   c l a v e s   d e   a u t e n t i c a c i  n   y   l o s   c e r t i f i c a d o s   d e   u s u a r i o s   c o n e c t a d o s 	 P U K   p o u r   s u p p r i m e r   t o u t e s   l e s   c l e f s   d ' a u t h e n t i f i c a t i o n   e t   l e s   c e r t i f i c a t s   u t i l i s a t e u r   c o n n e c t  s 	 P U K ,   u m   a l l e   A u t h e n t i f i z i e r u n g s s c h l  s s e l   u n d   v e r b u n d e n e   B e n u t z e r z e r t i f i k a t e   z u   l  s c h e n 	 P U K ,   GB>1K  C40;8BL  2A5  >?>7=020B5;L=K5  845=B.   :;NG8  8  A2O70==K5  C4>AB>25@5=8O  ?>;L7>20B5;O  	 P U K   p e r   e l i m i a n r e   t u t t e   l e   c h i a v i   d i   a u t e n t i c a z i o n e   e d   i   c e r t i f i c a t i   u t e n t e   c o n n e s s i 	 P U K   DE3-    CD  'DEA'*J-  'DEH+B)  H  '*5'D  (4G'/'*  'DE3*./E	 P U K   p a r a   e l i m i n a r   t o d a s   a s   c h a v e s   d e   a u t e n t i c a   o   e   c e r t i f i c a d o s   d e   u t i l i z a d o r e s   l i g a d o s 	 P I N   h e p   d o r u l a m a     t u _l a r   s i l   v e   B a l a n   O y n a t 1c 1  b e l g e 	 P U K     x  a   t o  n   b   p h  m   x  c   n h   v    q u a n   h   c h n g   n h n   n g i   d  n g 	 P U K   u n t u k   m e n g h a p u s   s e m u a   k u n c i   a u t e n t i k   s e r t i f i k a t 	 P U K   u n t u k   m e m a d a m   s e m u a   k e k u n c i   p e n g e s a h a n   d a n   s i j i l   p e n g g u n a   d i s a m b u n g k a n 	 8	-	@	  *	M	0	.	>	#	@		0	#	  	A			?	/	>		  	5		  	A	!	<	G	  *	M	0	/	K		M	$	>	  *	M	0	.	>	#	*	$	M	0	K		  	K	  9		>	(	G	  9	G	$	A	  P U K   	 P U K   f o r   a t   s l e t t e   a l l e   a u t o r i s a t i o n s   n  g l e r   o g   t i l k n y t t e d e   b r u g e r   c e r t i f i k a t e r 	 P U K   k e   s m a z  n    v ae c h   a u t e n t i z a 
n  c h   k l  
o  a   p Yi p o j e n  c h   u ~i v a t e l s k  c h   c e r t i f i k  t o	 K o d   P U K   d o   w y k a s o w a n i a   w s z y s t k i c h   k l u c z y   u w i e r z y t e l n i a j c y c h   i   p o d Bc z o n y c h   c e r t y f i k a t  w   u |y t k o w n i k a . 	 A z    s s z e s   h i t e l e s  t  s i   k u l c s    s   k a p c s o l  d    f e l h a s z n  l  i   t a n  s  t v  n y   t  r l  s  t   b i z t o s  t    P U K 	 P U K   t o d e n n u s a v a i n t e n   j a   y h d i s t e t t y j e n   k  y t t  j  v a r m e n t e i d e n   p o i s t a m i s e k s i 	 P U K   f o r      s l e t t e   a l l e   a u t e n t i f i k a s j o n s n  k l e r   o g   t i l k o p l e d e   b r u k e r s e r t i f i k a t e r 	 P U K   p r e   z r u ae n i e   v ae t k  c h   a u t e n t i z a 
n  c h   k > 
o v   a   p r i p o j e n  c h   u ~ v a t e >s k  c h   c e r t i f i k  t o v 	 P U K   v o o r   h e t   v e r w i j d e r e n   v a n   a l l e   a u t e n t i c a t i e s l e u t e l s   e n   d a a r m e e   v e r b o n d e n   g e b r u i k e r s c e r t i f i c a t e n 	 P U K - k o d   f  r   a t t   r a d e r a   a l l a   v e r i f i e r i n g s n y c k l a r   o c h   c e r t i f i k a t   f  r   u p p k o p p l a d   a n v  n d a r e 	 P U K   z a   u k l a n j a n j e   s v i h   k l j u 
e v a   z a   a u t e n t i f i k a c i j u   i   s p a j a n j e 	 C o d   P U K   p e n t r u   _t e r g e r e a   t u t u r o r   c h e i l o r   d e   a u t e n t i f i c a r e   _i   a   c e r t i f i c a t e l o r   u t i l i z a t o r i l o r   c o n e c t a ci 	 P U K   z a   b r i s a n j e   v s e h   a v t e n t i 
n i h   k l j u 
e v   i n   p o v e ~i 	 P U K                 	 P U K                     	 P U K   70  87B@820=5  =0  2A8G:8  02B5=B8G=8  :;NG>25  8  A2J@720=5	 8	0	M	5	  *	M	0	.	>	#	?		  ,		#	>	  *	A	8	B	(	  	>		>	    	0	#	M	/	>	8	>	 	@	  *	@	/	B		G	  	 P U K   ,G*  -0A  GEG  D/G'  *#/  '9*('1  H  H'GF'EG  G'  E*5D  '1(1	   *E'E  *H+B  H  'H1  E*5D  H21  31  yAyH  H  Dy  1F    DP U K 	                       	 					  										  		  			  							  												  												  					  				  		. 		. 		    	 *
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 S E C _ S T R _ I D _ P I N _ A L L O W _ D E L _ N R 	 U n d e f i n e d 	 U N L I M 	 P U K   t o   d e l e t e   a l l   n o n - r e p u d i a t i o n   k e y s   a n d   c o n n e c t e d   u s e r   c e r t i f i c a t e s 	 P U K   t o   d e l e t e   a l l   n o n - r e p u d i a t i o n   k e y s   a n d   c o n n e c t e d   u s e r   c e r t i f i c a t e s 	 (uO*RdhQ萍IvP U K x	 (ueg RdhQ萤vP U K x	 P U K   @7H-%8
A+I2!4@*'2!#141I+!A%0C#1#-9IC
I5H@
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o  a   p Yi p o j e n  c h   u ~i v a t e l s k  c h   c e r t i f i k  t o	 K o d   P U K   d o   w y k a s o w a n i a   w s z y s t k i c h   n i z a p r z e c z a l y c h   k l u c z y   i   p o d Bc z o n y c h   c e r t y f i k a t  w   u |y t k o w n i k a . 	 A z    s s z e s   a z o n o s  t    k u l c s    s   k a p c s o l  d    f e l h a s z n  l  i   t a n  s  t v  n y   t  r l  s  t   b i z t o s  t    P U K 	 P U K   k i i s t  m  t t  m y y s   j a   y h d i s t e t t y j e n   k  y t t  j  v a r m e n t e i d e n   p o i s t a m i s e k s i 	 P U K   f o r      s l e t t e   a l l e   i k k e - b e n e k t i n g s n  k l s e r   o g   t i l k o p l e d e   b r u k e r s e r t i f i k a t e r 	 P U K   p r e   z r u ae n i e   v ae t k  c h   n e p o p i e r a t e >n  c h   k > 
o v   a   p r i p o j e n  c h   u ~ v a t e >s k  c h   c e r t i f i k  t o v 	 P U K   v o o r   h e t   v e r w i j d e r e n   v a n   a l l e   n i e t - a f w i j z e n d e   s l e u t e l s   e n   d a a r m e e   v e r b o n d e n   g e b r u i k e r s c e r t i f i c a t e n 	 P U K - k o d   f  r   a t t   r a d e r a   a l l a   n o n - r e p u d i a t i o n   s i g n e r i n g s n y c k l a r   o c h   a l l a   a n v  n d a r c e r t i f i k a t   	 P U K   z a   u k l a n j a n j e   s v i h   k l j u 
e v a   z a   u z a j a m n u   p o t v r d u   i   s p a j a n j e 	 C o d   P U K   p e n t r u   _t e r g e r e a   t u t u r o r   c h e i l o r   d e   n o n - r e p u d i e r e   _i   a   c e r t i f i c a t e l o r   u t i l i z a t o r i l o r   c o n e c t a ci 	 P U K   z a   b r i s a n j e   v s e h   n e a v t e n t i 
n i h   k l j u 
e v   i n   p o v e ~i 	 P U K                   	 P U K                       	 P U K   70  87B@820=5  =0  2A8G:8  ?@87=0B8  :;NG>25  8  A2J@720=5	 8	0	M	5	  (	I	(	- 0	?	*	M	/	A		/	6	(	  ,		#	>	  *	A	8	B	(	  	>		>	  	0	#	M	/	>	8	>	 	@	  *	@		 P U K   ,G*  -0A  GEG  D/G'  'F'1~01  H  H'GF'EG  G'  E*5D  '1(1	 P U K *E'E  :1  '3*1/'/  H  'H1  E*5D  H21  31  yAyH  H  Dy  1F    D	                     	 					  		- 										  		  			  							  												  					  				  		. 		. 		    	 *
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 S E C _ S T R _ I D _ P I N _ C O N N E C T 	 U n d e f i n e d 	 U N L I M 	 t h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   c o n n e c t 	 T h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   c o n n e c t 	 (uO#}vP I N x	 (uegT:gvP I N x	 P I N   *3+#18
A4*9L1'#4@7H-2#@
7H-!H-	 E l   P I N   d e   l a   c l a v e   d e   a u t e n t i c a c i  n   p a r a   c o n e c t a r 	 P I N   d e   l a   c l e f   d ' a u t h e n t i f i c a t i o n   p o u r   s e   c o n n e c t e r 	 P I N   z u m   A u t h e n t i f i z i e r u n g s s c h l  s s e l ,   u m   z u   v e r b i n d e n 	 P I N   :  845=B.   :;NGC,   GB>1K  A>548=8BLAO  	 P I N   p e r   l a   c h i a v e   d i   a u t e n t i c a z i o n e   p e r   e f f e t t u a r e   l a   c o n n e s s i o n e 	 P I N     DD'*5'D	 P I N   d a   c h a v e   d e   a u t e n t i c a   o   p a r a   l i g a r 	 P I N   d o r u l a m a     t u _  b a l a n m a 	 M    P I N   d  n g   k h i   x  c   n h n   m      k t   n i 	 P I N   u n t u k   k u n c i   a u t e n t i k   d a l a m   k o n e k s i 	 P I N   u n t u k   k u n c i   a u t e n t i k   d a l a m   k o n e k s i 	 *	M	0	.	>	#	@		0	#	  	A			?	/	K		  8	G	  8	.	M	*	0	M		  9	G	$	A	  *	?	(	    	 P I N   t i l   a u t o r i s a t i o n s   n  g l e   f o r   f o r b i n d 	 P I N   k   z a p o j e n    a u t e n t i z a 
n  h o   k l  
e 	 K o d   P I N   u w i e r z y t e l n i e n i a   k l u c z a ,   a b y   s i   p o Bc z y 	 a   k a p c s o l  d  s t   b i z t o s  t    h i t e l e s  t  s i   k u l c s   P I N - j  t 	 P I N   t o d e n n u s a v a i m e e n   y h d i s t  m i s t    v a r t e n 	 P I N   t i l   a u t e n t i f i k a s j o n s n  k k e l   t i l      k o p l e   t i l 	 P I N   k   a u t e n t i z a 
n  m u   k > 
u   p r e   p r i p o j e n i e 	 D e   P I N   v o o r   d e   a u t e n t i c a t i e s l e u t e l   o m   v e r b i n d i n g   t e   m a k e n 	 V e r i f i e r i n g s n y c k e l n s   P I N - k o d   f  r   a t t   k o p p l a   u p p 	 P I N   a u t e n t i f i k a c i j s k o g a   k l j u 
a   z a   p o v e z i v a n j e 	 C o d   P I N   p e n t r u   c h e i a   d e   a u t e n t i f i c a r e   p e n t r u   c o n e c t a r e 	 P I N   d o   a v t e n t i 
n i h   k l j u 
e v   d o   p o v e z a v e 	   P I N             	 -   P I N       	 P I N   :J<  02B5=B8G5=  :;NG  70  A2J@720=5	 	(	G		M		  	0	#	M	/	>	8	>	 	@	  *	M	0	.	>	#	?		  ,		#	>		  *	?	(	  	0	>		 P I N   D/  *#/  '9*('1  ,G*  '*5'D	 '*5'D  1F    D  *H+B    '  P I N 	                 	 							  				  				  									  		- 		  			  	 *
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A4*9L1'#4@7H-%C#1#-	 E l   P I N   d e   l a   c l a v e   d e   a u t e n t i c a c i  n   p a r a   e l i m i n a r   e l   c e r t i f i c a d o 	 P I N   d e   l a   c l e f   d ' a u t h e n t i f i c a t i o n   p o u r   s u p p r i m e r   l e   c e r t i f i c a t 	 P I N   z u m   A u t h e n t i f i z i e r u n g s s c h l  s s e l ,   u m   Z e r t i f i k a t   z u   l  s c h e n 	 P I N   :  845=B.   :;NGC,   GB>1K  C40;8BL  A5@B8D8:0B	 P I N   p e r   l a   c h i a v e   d i   a u t e n t i c a z i o n e   p e r   e l i m i n a r e   i l   c e r t i f i c a t o 	 P I N     DE3-  'D4G'/)	 P I N   d a   c h a v e   d e   a u t e n t i c a   o   p a r a   e l i m i n a r   c e r t i f i c a d o 	 P I N   d o r u l a m a     t u _  b e l g e   s i l 	 M    P I N   d  n g   k h i   x  c   n h n   m      x  a   c h n g   n h n 	 P I N   u n t u k   k u n c i   a u t e n t i k   d a l a m   m e n g h a p u s   s e r t i f i k a t 	 P I N   u n t u k   k u n c i   p e n g e s a h a n   u n t u k   m e m a d a m   s i j i l 	 *	M	0	.	>	#	@		0	#	  	A			?	/	K		  8	G	  *	M	0	.	>	#	*	$	M	0	  9		>	(	G	  9	G	$	A	  *	?	(	    	 P I N   t i l   a u t o r i s a t i o n s   n  g l e   f o r   s l e t   c e r t i f i k a t 	 P I N   k   a u t e n t i z a 
n  m u   k l  
i ,   k t e r    s m a ~e   c e r t i f i k  t 	 K o d   P I N   d o   u w i e r z y t e l n i e n i a   k l u c z a   a b y   u s u n   c e r t y f i k a t 	 a   t a n  s  t v  n y   t  r l  s  t   b i z t o s  t    h i t e l e s  t  s i   k u l c s   P I N - j  t 	 P I N   t o d e n n u s a v a i m e n   v a r m e n t e e n   p o i s t a m i s t a   v a r t e n 	 P I N   t i l   a u t e n t i f i k a s j o n s n  k k e l   f o r      s l e t t e   s e r t i f i k a t 	 P I N   k   a u t e n t i z a 
n  m u   k > 
u   p r e   z r u ae n i e   c e r t i f i k  t u 	 D e   P I N   v o o r   d e   a u t e n t i c a t i e s l e u t e l   o m   h e t   c e r t i f i c a a t   t e   v e r w i j d e r e n 	 V e r i e f i r i n g s n y c k e l n s   P I N - k o d   f  r   a t t   r a d e r a   c e r t i f i k a t e t 	 P I N   a u t e n t i f i k a c i j s k o g a   k l j u 
a   z a   b r i s a n j e   c e r t i f 	 C o d   P I N   p e n t r u   c h e i a   d e   a u t e n t i f i c a r e   p e n t r u   _t e r g e r e a   c e r t i f i c a t u l u i 	 P I N   d o   a v t e n t i 
n i h   k l j u 
e v   z a   b r i s a n j e   c e r t i f i k a t a 	   P I N             	 -   P I N         	 P I N   :J<  02B5=B8G5=  :;NG  70  87B@820=5  =0  A5@B8D8:0B	 *	M	0	.	>	#	*	$	M	0	  *	A	8	B	(	  	>		>	  	0	#	M	/	>	8	>	 	@	  *	M	0	.	>	#	?		  ,		#	>	  *	?		 P I N   D/  *#/  '9*('1  ,G*  -0A  H'GF'EG	   Dy  1F    D  *H+B    '  P I N 	                 	 								  				  					  				  									  		- 		  				 *
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	 0M	 254VBL	 



  


	 	 F a k a 	 F a k a     	 I n g i z a 	 S l e u t e l   i n 	 .v e s t i 	 I e v a d i e t 	 E n t e r 	 Dxacel	 	 I n t r o d u c e ci 	 
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	 #M0M	 	 								  				 	 	 	 	 	 	 	 E n t r a r 
 
 S E C _ S T R _ I D _ P I N _ D I A L O G _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 T h e   t i t l e   f o r   P I N   D i a l o g 	 P I N   d i a l o g 	 P I N x
\qFh	 P I N x[݋Fh	 2#BI-4	 C u a d r o   d e   d i  l o g o   d e   P I N 	 M e n u   P I N 	 P I N - D i a l o g 	 80;>3>2>5  >:=>  P I N - :>40  	 F i n e s t r a   d i   d i a l o g o   p e r   i l   P I N 	 -H'1  P I N 	 C a i x a   d e   d i  l o g o   d o   c  d i g o   P I N 	 P I N   D I A L O G 	 K h u n g   i   t h o i   P I N 	 d i a l o g   P I N 	 D i a l o g   P I N 	 *	?	(	  !	>	/	2	I			 P I N   d i a l o g 	 P I N   D i a l o g 	 P I N   D i a l o g 	 P I N   p  r b e s z  d p a n e l 	 P I N - d i a l o g i 	 P I N - d i a l o g 	 D i a l  g   P I N 	 P I N - d i a l o o g 	 P I N - d i a l o g 	 D i j a l o g   z a   P I N 	 D i a l o g   P I N 	 P I N   D i j a l o g 	   P I N 	     P I N 	 P I N - :>4  80;>3	 *	?	(	  !	>	/	2	I			 '/1  E-'H1G  '  P I N 	 P I N '&D'	   	   			  							 *
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  





	   	 I n k u l u m o - m p i k i s w a n o   y e - P I N 	 I - P I N   y e n c o k o   y a b a b i n i 	 M a w a s i l i a n o   y a   P I N 	 P I N - d i a l o o g 	 P I N   d i a l o g a s 	 P I N   d i a l o g s 	 P I N - i   d i a l o o g 	 P I N   eomx}xiuxv	 P I N   	 D i a l o g   P I N 	 P I N   !
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	 *?(M  83>*	 	 P I N   						 	 	 	 	 	 	 	 D i  l o g o   P I N 
 
 S E C _ S T R _ I D _ P I N _ G E N _ A U T _ K E Y 	 U n d e f i n e d 	 U N L I M 	 a   P I N   t o   g e n e r a t e   a u t h e n t i c a t i o n   k e y 	 a   P I N   t o   g e n e r a t e   a u t h e n t i c a t i o n   k e y 	 (uO"uuSvP I N x	 (uegNuSvP I N x	 C
I  P I N   @7H-*#I28
A4*9L1'#4	 U n   P I N   p a r a   g e n e r a r   u n a   c l a v e   d e   a u t e n t i c a c i  n 	 U n   P I N ,   p o u r   g  n  r e r   u n e   c l e f   d ' a u t h e n t i f i c a t i o n 	 P I N   z u r   E r z e u g u n g   d e s   A u t h e n t i f i z i e r u n g s s c h l  s s e l s 	 P I N ,   GB>1K  ?>;CG8BL  845=B.   :;NG	 P I N   p e r   g e n e r a r e   l a   c h i a v e   d i   a u t e n t i c a z i o n e 	 P I N     D'F4'!  'DEA'*J-  'DEH+B)	 P I N   p a r a   c r i a r   c h a v e   d e   a u t e n t i c a   o 	 P I N       d o r u l a m a     t u _  o l u _t u r m a k 	 M a   P I N    	  t a #o   m a   x a c   n h  #n 	 P I N   u n t u k   b u a t   k u n c i   a u t e n t i k 	 P I N   u n t u k   m e n j a n a   k e k u n c i   p e n g e s a h a n 	 *	M	0	.	>	#	@		0	#	  	A			@	  ,	(	>	(	G	  9	G	$	A	  *	?	(	    	 P I N   f o r   a t   g e n e r e r e   a u t o r i s a t i o n s   n  g l e 	 P I N   k   v y g e n e r o v  n    a u t e n t i z a 
n  h o   k l  
e 	 K o d   P I N   d o   g e n e r o w a n i a   k l u c z a   u w i e r z y t e l n i a j c e g o   	 a   h i t e l e s  t  s i   k u l c s o k   g e n e r  l  s  h o z   t a r t o z    P I N - t 	 P I N   t o d e n n u s a v a i m e n   l u o m i s e k s i 	 e n   P I N   f o r      g e n e r e r e   a u t e n t i f i s e r i n g s n  k k e l 	 P I N   p r e   g e n e r o v a n i e   a u t e n t i z a 
n  h o   k > 
a 	 e e n   P I N   o m   e e n   a u t e n t i c a t i e s l e u t e l   t e   g e n e r e r e n 	 P I N - k o d   f  r   a t t   s k a p a   v e r i f i e r i n g s k o d 	 P I N   g e n e r i r a n j a   k l j u 
a   z a   a u t e n t i f i k a c i j u 	 u n   c o d   P I N   p e n t r u   g e n e r a r e a   c h e i i   d e   a u t e n t i f i c a r e 	 P I N   z a   p o s p l o ai t e v   a v t e n t i 
n o s t   k l j u 
a 	   P I N           	   P I N         	 P I N - :>4  70  35=5@8@0=5  =0  02B5=B8G5=  :;NG	 *	M	0	.	>	#	?		  ,		#	  (	?	0	M	.	>	#	  	0	#	M	/	>	8	>	 	@	  *	?	(		 P I N   ,G*  ','/  D/  *#/  '9*('1	 *H+B    (F'F    D  P I N 	               	 										  		  				  				  				  				 *
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  	         	 i - P I N   y o k w a k h a   u k h i y e   w o b u f a k a z i 	 I p i n   y o k u d a l a   i q h o s h a   l o k u n g q i n e l a n a 	 P I N   y a   k u z a l i s h a   k i f u n g u o   c h a   u h a l i s i s h a j i 	 ' n   P I N   o m   b e k r a g t i g i n g t o e t s   t e   s k e p 	 P I N ,   k a d   g e n e r u o t u m t e   a u t e n t i f i k a v i m o   r a k t 	 P I N ,   l a i   #e n e r t u   a u t e n t i f i k c i j a s   a t s l g u 	 P I N ,   e t   g e n e r e e r i d a   a u t e n t i m i s v  t i 	 Dxace  P I N   nanoackh  ~a~eaoavatav  bavalk  }ernelx  pata	 P I N         	 u n   c o d   P I N   p e n t r u   g e n e r a r e a   c h e i i   d e   a u t e n t i f i c a r e 	 
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  P I N 	 *M0>.>#??0#  @  _K?$  0?,>A    *?(M	 	 										  		  							  					  				  			  P I N 	 	 	 	 	 	 	 	 u m   P I N   p a r a   g e r a r   c h a v e   d e   a u t e n t i c a   o 
 
 S E C _ S T R _ I D _ P I N _ G E N _ N R _ K E Y 	 U n d e f i n e d 	 U N L I M 	 a   P I N   t o   g e n e r a t e   n o n - r e p u d i a t i o n   k e y 	 a   P I N   t o   g e n e r a t e   n o n - r e p u d i a t i o n   k e y 	 (uO"uuSvP I N x	 (uegNuSvP I N x	 C
I  P I N   @7H-*#I28
A+I2!4@*'2!#14	 U n   P I N   p a r a   g e n e r a r   u n a   c l a v e   d e   n o   r e c h a z o 	 U n   P I N ,   p o u r   g  n  r e r   u n e   c l e f   d e   n o n - r  p u d i a t i o n 	 P I N   z u r   E r z e u g u n g   d e s   N a c h w e i s b a r k e i t s s c h l  s s e l s 	 P I N ,   GB>1K  ?>;CG8BL  =5>B@8F05<K9  :;NG	 P I N   p e r   g e n e r a r e   l a   c h i a v e   d i   n o n - r i p u d i o 	 P I N     D'F4'!  'DEA'*J-  :J1  B'(D)  DDF3.	 P I N   p a r a   c r i a r   c h a v e   d e   n  o   r e p u d i a   o 	 P I N   t a n I m a s 1z   y o k   t u _  o l u _t u r m a k 	 M a   P I N    	  t a #o   m a   k h  n g   t    c h  i 	 P I N   u n t u k   b u a t   k u n c i   t a k - t e r t o l a k   a u t e n t i k 	 P I N   u n t u k   m e n j a n a   k e k u n c i   b u k a n   p e n o l a k a n 	 	*	0	?	$	M	/	>		  ,		(	  ,	(	>	(	G	  9	G	$	A	  *	?	(	  	 P I N   f o r   a t   g e n e r e r e   i k k e - a f v i s n i n g s   n  g l e 	 P I N   k   v y g e n e r o v  n    n e p o p i r a t e l n  h o   k l  
e 	 K o d   P I N   d o   g e n e r o w a n i a   k l u c z a   n i e z a p r z e c z a l n e g o .   	 a z   a z o n o s  t    k u l c s o k   g e n e r  l  s  h o z   t a r t o z    P I N - t 	 P I N   k i i s t  m  t t  m y y s a v a i m e n   l u o m i s e k s i 	 e n   P I N   f o r      g e n e r e r e   i k k e - b e n e k t i n g s n  k k e l 	 P I N   p r e   g e n e r o v a n i e   n e p o p i e r a t e >n  h o   k > 
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	       .       	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 D i e   n u w e   P I N s   h e t   n i e   o o r e e n g e s t e m   n i e .   S l e u t e l   ' n   n u w e   P I N   v i r   d i e   &   i n 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 T h e   n e w   P I N s   d i d   n o t   m a t c h .   E n t e r   a   n e w   P I N   f o r   t h e 	 	 	 	 				  P I N   				  				  				  				  				  			  				  P I N   								  				 	 	 	 	 	 	 	 O   n o v o   P I N   n  o   c o r r e s p o n d e .   I n s e r i r   u m   n o v o   P I N   p a r a 
 
 S E C _ S T R _ I D _ P I N _ O P E N _ W I M 	 U n d e f i n e d 	 U N L I M 	 t h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   o p e n   W I M 	 t h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   o p e n   W I M 	 (uO_UW I M vP I N x	 (ueg _/TW I M vP I N x	 C
I  P I N   @7H-#'*-C2#@4  W I M 	 e l   P I N   d e   l a   c l a v e   d e   a u t e n t i c a c i  n   p a r a   a b r i r   W I M 	 P I N   d e   l a   c l e f   d ' a u t h e n t i f i c a t i o n   p o u r   o u v r i r   W I M 	 P I N   z u m   A u t h e n t i f i z i e r u n g s s c h l  s s e l ,   u m   W I M   z u    f f n e n 	 P I N   :  845=B.   :;NGC,   GB>1K  >B:@KBL  W I M 	 P I N   p e r   l a   c h i a v e   d i   a u t e n t i c a z i o n e   p e r   a p r i r e   i l   W I M 	 P I N   DA*-  W I M 	 P I N   d a   c h a v e   d e   a u t e n t i c a   o   p a r a   a b r i r   o   W I M 	 P I N   d o r u l a m a     t u _a   W I M   A  	 M    P I N   d  n g     x  c   n h n   k h i   m     W I M 	 P I N   s e b a g a i   k u n c i   a u t e n t i k   u n t u k   m e m b u k a   W I M 	 P I N   b a g i   k e k u n c i   p e n g e s a h a n   ] u n t u k   m e m b u k a   W I M 	 !	,	2	M	/	B				.	  	K	2	(	G	  9	G	$	A	  *	M	0	.	>	#	@		0	#	  	A			@	  	G	  2	?		  *	?	(		 P I N   t i l   a u t o r i s a t i o n s   n  g l e   f o r   a t    b n e   W I M 	 P I N   k   a u t e n t i z a 
n  m u   k l  
i ,   k t e r    o t e v  r    W I M 	 K o d   P I N   u w i e r z y t e l n i e n i a   k l u c z a ,   a b y   o t w o r z y   W I M 	 a   W I M - h e z   t a r t o z    h i t e l e s  t  s i   k u l c s   P I N - j  t 	 P I N   t o d e n n u s a v a i m e e n   W I M : n   a v a a m i s e k s i 	 t h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   o p e n   W I M 	 P I N   k   a u t e n t i z a 
n  m u   k > 
u   p r e   o t v o r e n    W I M 	 d e   P I N   v a n   d e   a u t e n t i c a t i e s l e u t e l   v o o r   h e t   o p e n e n   v a n   d e   W I M 	 P I N - k o d   f  r   v e r i f i e r i n g s n y c k e l n   f  r   a t t    p p n a   W I M 	 P I N   a u t e n t i f i k a c i j s k o g a   k l j u 
a   z a   o t v a r a n j e   W I M 	 C o d   P I N   p e n t r u   c h e i a   d e   a u t e n t i f i c a r e   p e n t r u   d e s c h i d e r e a   W I M 	 P I N   k   a v t e n t i 
n e m   k l j u 
u   z a   o d p i r a n j e   W I M 	   P I N                 W I M 	 -   P I N         W I M 	 P I N - :>4JB  :J<  02B5=B8G5=  :;NG  70  >B20@O=5  =0  W I M 	 !	,	M	2	M	/	B		/		.	  		'	!	#	M	/	>	8	>	 	@	  *	M	0	.	>	#	?		  ,		#		>	  *	?	(		 P I N   D/  *#/  '9*('1  ,G*  ('2  1/F  W I M 	 (DH  'S&  'E  H  HDF    D  *H+B    '  P I N 	               	 			    					  					  									  		- 		  			  	 *
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	 ( W I M )           	 i - P I N   y e s i k h i y e   s o b u f a k a z i   u k u v u l a   i - W I M 	 i P I N   e y a   k w i q h o s h a   l o k u n g q i n e l a n a   u k u v u l a   i W I M 	 P I N   k w a   k i f u n g u o   c h a   u h a l i s i s h a j i   i l i   k u f u n g u a   W I M 	 d i e   b e k r a g t i g i n g t o e t s   o m   W I M   o o p   t e   m a a k   s e   P I N 	 P I N   /  a u t e n t i f i k a v i m o   r a k t ,   k a d   a t v e r t u m t e   W I M 	 P I N   a u t e n t i f i k c i j a s   a t s l g a i ,   l a i   a t v r t u   W I M 	 P I N   a u t e n t i m i s v  t m e l e ,   e t   a v a d a   W I M 	 Dxace  ~a~eaoavatav  bavalkk  P I N   nanoackh`   W I M - h  baelx  pata	 P I N       I M -   	 c o d   P I N   p e n t r u   c h e i a   d e   a u t e n t i f i c a r e   p e n t r u   d e s c h i d e r e a   W I M 	 W I M   $
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 S E C _ S T R _ I D _ P I N _ P U K 	 U n d e f i n e d 	 U N L I M 	 t h e   P U K 	 t h e   P U K 	 P U K x	 P U K x	 P U K 	 e l   P U K 	 l e   c o d e   P U K 	 P U K 	 P U K   	 P U K 	 P U K 	 P U K 	 P U K 	 P U K 	 P U K 	 P U K 	 P U K 	 P U K 	 P U K 	 K o d   P U K 	 a   P U K - o t 	 P U K 	 P U K - k o d e n 	 P U K 	 d e   P U K 	 P U K - k o d 	 P U K 	 c o d u l   P U K 	 P U K 	   P U K 	 -   P U K 	 P U K - :>4JB	 *	@	/	B		G		 P U K 	 t h e   P U K 	 	 		. 		. 			 *
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 S E C _ S T R _ I D _ P I N _ S I G N _ T E X T 	 U n d e f i n e d 	 U N L I M 	 t h e   P I N   t o   t h e   n o n - r e p u d i a t i o n   k e y   t o 	 t h e   P I N   t o   t h e   n o n - r e p u d i a t i o n   k e y   t o 	 (uO}xvP I N x	 (uegxvP I N x	 P I N   *3+#18
A+I2!4@*'2!#14	 e l   P I N   d e   l a   c l a v e   d e   n o   r e c h a z o   p a r a 	 l e   P I N   d e   l a   c l e f   d e   n o n - r  p u d i a t i o n   p o u r 	 P I N   z u m   N a c h w e i s b a r k e i t s s c h l  s s e l ,   u m 	 P I N   :  =5>B@8F05<><C  :;NGC  :	 P I N   p e r   l a   c h i a v e   d i   n o n - r i p u d i o 	 P I N   DDEA*'-  :J1  B'(D  DDF3.	 P I N   d a   c h a v e   d e   n  o   r e p u d i a   o   p a r a 	 P I N   t a n I m a s 1z   y o k   t u _1  	 M    P I N   d  n g   k h i   m    h  a 	 P I N   s e b a g a i   k u n c i   t a k - t e r t o l a k   u n t u k 	 P I N   b a g i   k e k u n c i   b u k a n   p e n o l a k a n   u n t u k 	 	G	  2	?		  	*	0	?	$	M	/	>		  ,		(	  	>	  *	?	(	  	 P I N   t i l   i k k e - a f v i s n i n g s   n  g l e   f o r   a t 	 P I N   k   n e p o p i r a t e l n  m u   k l  
i   k 	 K o d   P I N   d o   k l u c z a   n i e z a p r z e c z a l n e g o ,   a b y 	 a   k  v e t k e z Qh  z   t a r t o z    a z o n o s  t    k u l c s   P I N - j  t : 	 P I N   k i i s t  m  t t  m y y s a v a i m e e n 	 P I N - k o d e n   t i l   	 P I N   k   n e p o p i e r a t e >n  m u   k > 
u   p r e 	 d e   P I N   v a n   d e   n i e t - a f w i j z e n d e   s l e u t e l   v o o r 	 P I N - k o d e n   f  r   n o n - r e p u d i a t i o n   s i g n e r i n g s n y c k e l   t i l l 	 P I N   k l j u 
a   z a   u z a j a m n u   p o t v r d u   z a 	 C o d u l   P I N   p e n t r u   c h e i a   d e   n o n - r e p u d i e r e   p e n t r u 	 P I N   k   n e - o d k l o n s k e m   k l j u 
u   d o 	   P I N               	 - P I N         	 P I N - :>4JB  :J<  ?@87=0B  :;NG	 (	I	(	- 0	?	*	M	/	A		/	6	(	  ,		#	  	0	?	$	>	  *	?	(		 P I N   D/  'F'1F'~01  ,G*	   D  :1  '3*1/'/    '  P I N 	     	 		- 								  		- 		  				 *
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	       	 i - P I N   y e s i k h i y e   s o k u n g a p h i k i s i   u k u 	 i P I N   e y a   k w i q h o s h a   e l i n g e l i l o   e l o k w a l a   e l i y a   	 P I N   k w a   k i f u n g u o   c h a   k u k u b a l i   k w a 	 d i e   P I N   v i r   d i e   a a n v a a r d i n g s t o e t s   o m 	 P I N   /  n e g a l j i m o   i as i ~a d t i   r a k t ,   k a d 	 P I N   n e n o l i e g aa n a s   a t s l g a i ,   l a i 	 P I N   n o n - r e p u d i a t i o n   v  t m e l e ,   e t 	 Dxace  a|av  paja~elx  ka~xvk  bavalkk  P I N   nanoackh  . . .   pata	 P I N       	 c o d u l   P I N   p e n t r u   c h e i a   d e   n o n - r e p u d i e r e   p e n t r u 	 (
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 S E C _ S T R _ I D _ P I N _ S T O R E _ C E R T 	 U n d e f i n e d 	 U N L I M 	 t h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   s t o r e   c e r t i f i c a t e 	 t h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   s a v e   c e r t i f i c a t e 	 (uO2QX[IvP I N x	 (uegOX[vP I N x	 P I N   5HC
I@G8
A4*9L1'#4C+I16C#1#-	 e l   P I N   d e   l a   c l a v e   d e   a u t e n t i c a c i  n   p a r a   g u a r d a r   e l   c e r t i f i c a d o 	 P I N   d e   l a   c l e f   d ' a u t h e n t i f i c a t i o n   p o u r   e n r e g i s t r e r   l e   c e r t i f i c a t 	 P I N   z u m   A u t h e n t i f i z i e r u n g s s c h l  s s e l ,   u m   Z e r t i f i k a t   z u   s p e i c h e r n 	 P I N   :  845=B.   :;NGC,   GB>1K  A>E@0=8BL  A5@B8D8:0B	 P I N   p e r   l a   c h i a v e   d i   a u t e n t i c a z i o n e   p e r   s a l v a r e   i l   c e r t i f i c a t o 	 1E2  P I N   'D.'5  ('D*-BB  D-A8  'D4G'/)	 P I N   d a   c h a v e   d e   a u t e n t i c a   o   p a r a   g u a r d a r   o   c e r t i f i c a d o 	 S e r t i f i k a y 1  k a y d e t m e k   i  i n   P I N   d o r u l a m a 	 M    P I N   d  n g   c h o   p h  m   x  c   n h n     l u   g i y   p h  p 	 P I N   s e b a g a i   k u n c i   t a k - t e r t o l a k   u n t u k   m e n y m p a n   s e r t i f i k a t 	 P I N   b a g i   k u n c i   p e n g e s a h a n   u n t u k   m e n y i m p a n   s i j i l 	 *	M	0	.	>	#	@		0	#	  	A			@	  8	G	  *	M	0	.	>	#	*	$	M	0	  8	M	
 	K	0	  	0	(	G	  9	G	$	A	  *	?	(	  	 P I N   t i l   a u t o r i s a t i o n s   n  g l e n   f o r   a t   l a g r e   c e r t i f i k a t e t 	 P I N   k   a u t e n t i z a 
n  m u   k l  
i ,   k t e r    u k l  d    c e r t i f i k  t 	 K o d   P I N   u w i e r z y t e l n i e n i a   k l u c z a ,   a b y   z a c h o w a   c e r t f i k a t 	 a   t a n  s  t v  n y   t  r o l  s r a   v a l    k u l c s h o z   t a r t o z    P I N 	 P I N   t o d e n n u s a v a i m e e n   v a r m e n t e e n   t a l l e n t a m i s e k s i 	 t h e   P I N   t o   t h e   a u t h e n t i c a t i o n   k e y   t o   s t o r e   c e r t i f i c a t e 	 P I N   k   a u t e n t i z a 
n  m u   k > 
u   p r e   u l o ~e n    c e r t i f i k  t u 	 d e   P I N   v a n   d e   a u t e n t i c a t i e s l e u t e l   v o o r   h e t   o p s l a a n   v a n   h e t   c e r t i f i c a a t 	 P I N - k o d e n   f  r   v e r i f i e r i n g s n y c k e l n   f  r   a t t   s p a r a   c e r t i f i k a t 	 P I N   a u t e n t i f i k a c i j s k o g a   k l j u 
a   z a   p o h r a n j i v a n j e   c e r t i f 	 C o d u l   P I N   p e n t r u   c h e i a   d e   a u t e n t i f i c a r e   p e n t r u   m e m o r a r e a   c e r t i f i c a t u l u i 	 P I N   k   a v t e n t i 
n e m u   k l j u 
u   d a   s h r a n i   c e r t i f i k a t 	   P I N               	       ( P I N )           	 P I N - :>4JB  :J<  02B5=B8G5=  :;NG  70  AJE@0=5=85  =0  A5@B8D. 	 *	M	0	.	>	#	*	$	M	0	  8	M		K		0	  	0	#	M	/	>	8	>	 	@	  *	M	0	.	>	#	?		  ,		#	@	  *	?	(		 P I N   (1'  *5/B  D/  ,G*  0.1G  3'2  H'G	 31  yAy  '3yH1  1F    D  *H+B    'P I N 	               	 											  							  				  										  		- 		  			  	 *
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a k .   U n e s i t e   P I N   z a 	 C o d u l   P I N   e s t e   p r e a   l u n g .   I n t r o d u c e ci   u n   c o d   P I N   p e n t r u 	 P I N   j e   p r e d o l g .   V n e s i   P I N   z a 	   P I N       .         P I N     	 -   P I N       .     P I N   	 P I N - :>4JB  15H5  ?@5:0;5=>  4J;J3.   J2548  P I N - :>4  70	 *	?	(	  	'	?		  .	K	 	>	  	9	G	.   /	>		0	?	$	>	  *	?	(	  			0	  	0	>		 P I N   7HD'F  (H/.     P I N   H'1/  F/  (1'	 ~F  (*  DE('  *'    D    P I N   /'.D  ,&	       .   . -             . 	 					  				  						  		  				  				  			  								  					  	 *
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 S E C _ S T R _ I D _ P I N _ T O O _ S H O R T 	 U n d e f i n e d 	 U N L I M 	 T o   n o t i f y   u s e r   t h a t   t h e   P I N   e n t e r e d   i s   t o o   s h o r t ,   a s k   u s e r   t o   e n t e r   t h e   P I N   n u m b e r   o n c e   a g a i n   ( c o n c a t e n a t e   w i t h   a   n o u n ) 	 T h e   P I N   w a s   t o   s h o r t .   E n t e r   a   P I N   f o r   t h e 	 P I N   x*Yw	 P I N   x*Yw	 4*1I@4D  I-4C+!H	 E l   P I N   e s   d e m a s i a d o   c o r t o .   I n t r o d u z c a   u n   P I N   p a r a   e l 	 L e   P I N   e s t   t r o p   c o u r t   E n t r e z   u n   P I N   p o u r   l e 	 P I N   w a r   z u   k u r z .   E i n g a b e   e i n e r   P I N   f  r 	 P I N - :>4  1K;  A;8H:><  :>@>B:8<.   2548B5  P I N - :>4  4;O  	 P I N   t r o p p o   b r e v e .   D i g i t a r e   i l   P I N   p e r 	 P I N   B5J1  ,/'	 P I N   m u i t o   c u r t o .   I n t r o d u z a   u m   c  d i g o   P I N   p a r a 	 P I N    o k   k 1s a .   Y e n i   P I N   g i r i n . 	 M    P I N   q  a   n g n 	 P I N   t e r l a l u   p e n d e k .   M a s u k a n   P I N   u n t u k 	 P I N   t e r l a l u   p e n d e k .   M a s u k k a n   P I N   b a g i 	 *	?	(	  	>	+	@	  	K		>	  %	>	d	  . . . 	G	  2	?		  *	?	(	  !	>	2	G		  	 P I N   f o r   k o r t .   T a s t   P I N   t i l 	 P I N   j e   p Y l i a  k r  t k  .   V l o ~t e   P I N   p r o 	 K o d   P I N   b y B  z a   k r  t k i .   W p r o w a d z   P I N   d o 	 A   P I N   t  l   r  v i d ,   a d j a   m e g   a   k  v e t k e z Q  P I N - t : 	 P I N   l i i a n   l y h y t .   S y  t    u u s i   P I N 	 P I N   v a r   f o r   k o r t .   T a s t   i n n   e n   P I N   f o r   d e n 	 P I N   b o l   p r  l i a  k r  t k y .   V l o ~t e   P I N   p r e 	 D e   P I N   w a s   t e   k o r t .   G e e f   e e n   P I N   v o o r   d e 	 P I N - k o d e n   v a r   f  r   k o r t .   M a t a   i n   P I N - k o d   f  r 	 P I N   j e   b i o   p r e k r a t a k .   U n e s i t e   P I N   z a 	 C o d u l   P I N   e s t e   p r e a   s c u r t .   I n t r o d u c e ci   u n   c o d   P I N   p e n t r u 	 P I N   j e   p r e k r a t e k .   V n e s i   P I N   z a 	   P I N       .         P I N     	 -   P I N       .     P I N   	 P I N - :>4JB  15H5  ?@5:0;5=>  :JA.   J2548  P I N - :>4  70	 *	?	(	  		&	.	  	K		>	  	9	G	.   /	>		0	?	$	>	  *	?	(	  			0	  	0	>		 P I N   H*'G  (H/.     P I N   H'1/  F/  (1'	 ~F  (*  Hy'  *'    D  P I N   /'.D  ,&	       .   . -             . 	 					  				  				  		  				  				  			  						  					 *
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  D E S 	   :       D E S 	 I - E n c r y p t i o n   a l g o r i t h m :   T r i p l e   D E S 	 I n g u q u l e l o   y o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - D E S   e N t l u - n t a t h u 	 H e s a b u   y a   u s i m b u a j i .   D E S   m a r a   t a t u 	 K o d e r i n g - a l g o r i t m e :   D r i e t a l - D E S 	 `i f r a v i m o   a l g o r i t m a s :   T r i g u b a s   D E S 	 `i f r aa n a s   a l g o r i t m s :   T r +s k r as   D E S 	 K r  p t i m i s a l g o r i t m :   K o l m e k o r d n e   D E S 	 3arvactav  alcxkit.   5|aok  D E S   	   :     D E S 	 A l g o r i t m   d e   c r i p t a r e :   T r i p l e   D E S 	 
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 S E C _ S T R _ I D _ S E S S _ E N C R _ K E Y L E N 	 U n d e f i n e d 	 U N L I M 	 E n c r y p t i o n   k e y   l e n g t h : 	 E n c r y p t i o n   k e y   l e n g t h : 	 }xёpw^	 xё^	 '2!"2'8
A@I2#+1*: 	 L o n g i t u d   d e   c l a v e   d e   c i f r a d o : 	 L o n g u e u r   d e   l a   c l e f   d e   c r y p t a g e : 	 L  n g e   d e r   V e r s c h l  s s e l u n g s s c h l  s s e l s : 	 ;8=0  :;NG0  H8D@>20=8O:   	 L u n g h e z z a   d e l l a   c h i a v e   d i   c r i t t o g r a f i a : 	 7HD  'DEA*'-  'D*4AJ1  : 	 C o m p r i m e n t o   d a   c h a v e   d e   e n c r i p t a   o : 	 k r i p t o l a m a     T u _u   u z u n l u k : 	   d  i   k h  a   m t   h  a : 	 E n k r i p s i   p a n j a n g   k u n c i : 	 P e n y u l i t a n   p a n j a n g   k e k u n c i : 	 	(	M		M	0	?	*	M	6	(	  	A			@	  2		,	>		: 	 K r y p t e r i n g s   n  g l e   l  n g d e : 	 D  l k a   ai f r o v a c  h o   k l  
e : 	 Z a s z y f r o w a n a   d Bu g o [  k l u c z a : 	 K  d o l  s i   k u l c s   h o s s z a : 	 s a l a u s   s v a i m e n   p i t u u s 	 K r y p t e r i n g s n  k k e l l e n g d e : 	 D :~k a   ai f r o v a c i e h o   k > 
a 	 V e r s l e u t e l i n g s a l g o r i t m e :   	 K r y p t e r i n g s a l g o r i t m   n y c k e l l  n g d :   	 D u l j i n a   k l j u 
a   z a   ai f r i r a n j e : 	 L u n g i m e   c h e i e   d e   c r i p t a r e : 	 D o l ~i n a   k l j u 
a   d e ai f r i r a n j a : 	       : 	     	 @8?B8@0I  :;NG  4J;68=0: 	 			M	0	@	*	M	6	(	  	@	  2	G			M	%	: 	 7HD  D/  1E20'1: 	 1E2  F'1      DE('&: 	       : 	 								  								  								 
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 S E C _ S T R _ I D _ S E S S _ E N C R _ N U L L 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   E n c r y p t i o n   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   N U L L 	 E n c r y p t i o n   a l g o r i t h m :   N U L L 	 }xo{l  !q	 x{l  e	 '452#@I2#+1*:   N U L L 	 A l g o r i t m o   d e   c i f r a d o :   N U L O 	 A l g o r i t h m e   d e   c r y p t a g e :   A u c u n 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   N U L L 	 ;3>@8B<  H8D@>20=8O:   N U L L 	 A l g o r i t m o   d i   c r i t t o g r a f i a :   N U L L O 	 .H'12EJ)  'D*4AJ1: D'	 A l g o r i t m o   d e   e n c r i p t a   o :   N U L O 	 k r i p t o l a m a   a l g o r i t h m   : R C 4   1 2 8 	 M    t h u t   t o  n :   k h  n g 	 A l g o r i t m a   e n k r i p s i   :   N U L L 	 P e n y u l i t a n   a l g o r i t m a   :   N U L L 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   N U L L 	 K r y p t e r i n g s   a l g o r i t m e :   N U L 	 `i f r o v a c    a l g o r i t m u s :   N U L L 	 A l g o r y t m   s z y f r u j c y :   N U L L 	 K  d o l    a l g o r i t m u s :   N i n c s 	 S a l a u s a l g o r i t m i :   N U L L 	 K r y p t e r i n g s a l g o r i t m e :   N U L L 	 `i f r o v a c    a l g o r i t m u s :   N U L L 	 V e r s l e u t e l i n g s a l g o r i t m e :   N U L L 	 K r y p t e r i n g s a l g o r i t m :   R C 5   N u l l 	 A l g o r i t a m   ai f r i r a n j a :   N U L L 	 A l g o r i t m   d e   c r i p t a r e :   N U L L 	 D e ai f r i r a n j e   a l g o r i t m a :   N U L L 	   :   N U L L 	   :   	 @8?B8@0I  0;3>@8BJ<:   N U L L 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	(	/	B		2		8		 'DH1*E  1E20'1:   N U L L 	 -3'(  H  4E'1    1E2  F'1: N U L L 	     :   	 								  								:   N U L L 	 
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	   :   N U L L 	 I - E n c r y p t i o n   a l g o r i t h m :   N U L L 	 U n g q a m a n i s o   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   A L U S E B E N Z I 	 H e s a b u   y a   u s i m b u a j i :   N U L L 	 K o d e r i n g - a l g o r i t m e :   N U L L 	 `i f r a v i m o   a l g o r i t m a s :   N U L L 	 `i f r aa n a s   a l g o r i t m s :   N U L L 	 K r  p t i m i s a l g o r i t m :   T  H I V   R T U S 	 3arvactav  alcxkit. 41O1P?	   :   N U L L 	 A l g o r i t m   d e   c r i p t a r e :   N U L L 	 
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 S E C _ S T R _ I D _ S E S S _ E N C R _ R C 4 _ 1 2 8 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   E n c r y p t i o n   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R C 4   1 2 8 	 E n c r y p t i o n   a l g o r i t h m :   R C 4   1 2 8 	 }xo{l  R C 4   1 2 8 	 x{l  R C 4   1 2 8 	 '452#@I2#+1*:   R C 4   1 2 8 	 A l g o r i t m o   d e   c i f r a d o :   R C 4   1 2 8 	 A l g o r i t h m e   d e   c r y p t a g e :   R C 4   1 2 8 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   R C 4   1 2 8 	 ;3>@8B<  H8D@>20=8O:   R C 4   1 2 8   	 A l g o r i t m o   d i   c r i t t o g r a f i a :   R C 4   1 2 8 	 .H'12EJ)  'D*4AJ1:   R C 4   1 2 8 	 A l g o r i t m o   d e   e n c r i p t a   o :   R C 4   1 2 8 	 k r i p t o l a m a   a l g o r i t h m : R C 4   1 2 8 	 M    t h u t   t o  n :   R C 4   1 2 8 	 A l g o r i t m a   e n k r i p s i   :   R C 4   1 2 8 	 P e n y u l i t a n   a l g o r i t m a   :   R C 4   1 2 8 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   R C 4   1 2 8 	 K r y p t e r i n g s   a l g o r i t m e :   R C 4   1 2 8 	 `i f r o v a c    a l g o r i t m u s :   R C 4   1 2 8 	 A l g o r y t m   s z y f r u j c y :   R C 4   1 2 8 	 K  d o l    a l g o r i t m u s :   R C 4   1 2 8 	 S a l a u s a l g o r i t m i   :   R C 4   1 2 8 	 K r y p t e r i n g s a l g o r i t m e :   R C 4   1 2 8 	 `i f r o v a c    a l g o r i t m u s :   R C 4   1 2 8 	 V e r s l e u t e l i n g s a l g o r i t m e :   R C 4   1 2 8 	 K r y p t e r i n g s a l g o r i t m :   R C 5   1 2 8 	 A l g o r i t a m   ai f r i r a n j a :   R C 4   1 2 8 	 A l g o r i t m   d e   c r i p t a r e :   R C 4   1 2 8 	 D e ai f r i r a n j e   a l g o r i t m a :   R C 4   1 2 8 	   :   R C 4   1 2 8 	   :   R C 4   1 2 8 	 @8?B8@0I  0;3>@8BJ<:   R C 4   1 2 8 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	0	8	@	4   1 2 8 	 'DH1*E  1E20'1:   R C 4   1 2 8 	 -3'(  H  4E'1    1E2  F'1:   R C 4   1 2 8 	     :   4   1 2 8 	 								  								:   R C 	  				 
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:   R C 4   1 2 8 	   :   R C 4   1 2 8 	 I - E n c r y p t i o n   a l g o r i t h m :   R C 4   1 2 8 	 U n g q a m a n i s o   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R C 4   1 2 8 	 H e s a b u   y a   u s i m b u a j i :   R C 4   1 2 8 	 K o d e r i n g - a l g o r i t m e :   R C 4   1 2 8 	 `i f r a v i m o   a l g o r i t m a s :   R C 4   1 2 8 	 `i f r aa n a s   a l g o r i t m s :   R C 4   1 2 8 	 K r  p t i m i s a l g o r i t m :   R C 4   1 2 8 	 3arvactav  alcxkit.   R C 4   1 2 8 	   :   R C 4   1 2 8 	 A l g o r i t m   d e   c r i p t a r e :   R C 4   1 2 8 	 
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 S E C _ S T R _ I D _ S E S S _ E N C R _ R C 4 _ 4 0 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   E n c r y p t i o n   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R C 4   4 0 	 E n c r y p t i o n   a l g o r i t h m :   R C 4   4 0 	 }xo{l  R C 4   4 0 	 x{l  R C 4   4 0 	 '452#@I2#+1*:   R C 4   4 0 	 A l g o r i t m o   d e   c i f r a d o :   R C 4   4 0 	 A l g o r i t h m e   d e   c r y p t a g e :   R C 4   4 0 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   R C 4   4 0 	 ;3>@8B<  H8D@>20=8O:   R C 4   4 0   	 A l g o r i t m o   d i   c r i t t o g r a f i a :   R C 4   4 0 	 .H'12EJ)  'D*4AJ1:   R C 4   4 0 	 A l g o r i t m o   d e   e n c r i p t a   o :   R C 4   4 0 	 k r i p t o l a m a   a l g o r i t h m :   R C 4   4 0 	 M    t h u t   t o  n :   R C 4   4 0 	 A l g o r i t m a   e n k r i p s i   :   R C 4   4 0 	 P e n y u l i t a n   a l g o r i t m a   :   R C 4   4 0 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   R C 4   4 0 	 K r y p t e r i n g s   a l g o r i t m e :   R C 4   4 0 	 `i f r o v a c    a l g o r i t m u s :   R C 4   4 0 	 A l g o r y t m   s z y f r u j c y :   R C 4   4 0 	 K  d o l    a l g o r i t m u s :   R C 4   4 0 	 S a l a u s a l g o r i t m i   R C 4   4 0 	 K r y p t e r i n g s a l g o r i t m e :   R C 4   4 0 	 `i f r o v a c    a l g o r i t m u s :   R C 4   4 0 	 V e r s l e u t e l i n g s a l g o r i t m e :   R C 4   4 0 	 K r y p t e r i n g s a l g o r i t m :   R C 5   4 0 	 A l g o r i t a m   ai f r i r a n j a :   R C 4   4 0 	 A l g o r i t m   d e   c r i p t a r e :   R C 4   4 0 	 D e ai f r i r a n j e   a l g o r i t m a : :   R C 4   4 0 	   :   R C 4   4 0 	   :   R C 4   4 0 	 @8?B8@0I  0;3>@8BJ<:   R C 4   4 0 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	0	8	@	4   4 0 	 'DH1*E  1E20'1:   R C 4   4 0 	 -3'(  H  4E'1    1E2  F'1:   R C 4   4 0 	     :   4   4 0 	 								  								:   R C 	  			 
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 
 S E C _ S T R _ I D _ S E S S _ E N C R _ R C 5 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   E n c r y p t i o n   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R C 5 	 E n c r y p t i o n   a l g o r i t h m :   R C 5 	 }xo{l  R C 5 	 x{l  R C 5 	 '452#@I2#+1*:   R C 5 	 A l g o r i t m o   d e   c i f r a d o :   R C 5 	 A l g o r i t h m e   d e   c r y p t a g e :   R C 5 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   R C 5 	 ;3>@8B<  H8D@>20=8O:   R C 5   	 A l g o r i t m o   d i   c r i t t o g r a f i a :   R C 5 	 .H'12EJ)  'D*4AJ1: R C 5 	 A l g o r i t m o   d e   e n c r i p t a   o :   R C 5 	 k r i p t o l a m a   a l g o r i t h m :   R C 5 	 M    t h u t   t o  n :   R C 5 	 A l g o r i t m a   e n k r i p s i   :   R C 5 	 P e n y u l i t a n   a l g o r i t m a   :   R C 5 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   R C 5 	 K r y p t e r i n g s   a l g o r i t m e :   R C 5 	 `i f r o v a c    a l g o r i t m u s :   R C 5 	 A l g o r y t m   s z y f r u j c y :   R C 5 	 K  d o l    a l g o r i t m u s :   R C 5 	 S a l a u s a l g o r i t m i   R C 5 	 K r y p t e r i n g s a l g o r i t m e :   R C 5 	 `i f r o v a c    a l g o r i t m u s :   R C 5 	 V e r s l e u t e l i n g s a l g o r i t m e :   R C 5 	 K r y p t e r i n g s a l g o r i t m :   R C 5   	 A l g o r i t a m   ai f r i r a n j a :   R C 5 	 A l g o r i t m   d e   c r i p t a r e :   R C 5 	 D e ai f r i r a n j e   a l g o r i t m a :   R C 5 	   :   R C 5 	   :   R C 5 	 @8?B8@0I  0;3>@8BJ<:   R C 5 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	0	8	@	5 	 'DH1*E  1E20'1:   R C 5 	 -3'(  H  4E'1    1E2  F'1: R C 5 	     :   5 	 								  								:   R C 		 
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:   R C 5 	   :   R C 5 	 I - E n c r y p t i o n   a l g o r i t h m :   R C 5 	 U n g q a m a n i s o   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R C 5   	 H e s a b u   y a   u s i m b u a j i :   R C 5 	 K o d e r i n g - a l g o r i t m e :   R C 5 	 `i f r a v i m o   a l g o r i t m a s :   R C 5 	 `i f r aa n a s   a l g o r i t m s :   R C 5 	 K r  p t i m i s a l g o r i t m :   R C 5 	 3arvactav  alcxkit.   R C 5 	   :   R C 5 	 A l g o r i t m   d e   c r i p t a r e :   R C 5 	 
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 
 S E C _ S T R _ I D _ S E S S _ E N C R _ R C 5 _ 4 0 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   E n c r y p t i o n   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R C 5   4 0 	 E n c r y p t i o n   a l g o r i t h m :   R C 5   4 0 	 }xo{l  R C 5   4 0 	 x{l  R C 5   4 0 	 '452#@I2#+1*:   R C 5   4 0 	 A l g o r i t m o   d e   c i f r a d o :   R C 5   4 0 	 A l g o r i t h m e   d e   c r y p t a g e :   R C 5   4 0 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   R C 5   4 0 	 ;3>@8B<  H8D@>20=8O:   R C 5   4 0   	 A l g o r i t m o   d i   c r i t t o g r a f i a :   R C 5   4 0 	 .H'12EJ)  'D*4AJ1: R C 5   4 0 	 A l g o r i t m o   d e   e n c r i p t a   o :   R C 5   4 0 	 k r i p t o l a m a   a l g o r i t h m :   R C 5   4 0 	 M    t h u t   t o  n :   R C 5   4 0 	 A l g o r i t m a   e n k r i p s i   :   R C 5   4 0 	 P e n y u l i t a n   a l g o r i t m a   :   R C 5   4 0 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   R C 5   4 0 	 K r y p t e r i n g s   a l g o r i t m e :   R C 5   4 0 	 `i f r o v a c    a l g o r i t m u s :   R C 5   4 0 	 A l g o r y t m   s z y f r u j c y :   R C 5   4 0 	 K  d o l    a l g o r i t m u s :   R C 5   4 0 	 S a l a u s a l g o r i t m i :   R C 5   4 0 	 K r y p t e r i n g s a l g o r i t m e :   R C 5   4 0 	 `i f r o v a c    a l g o r i t m u s :   R C 5   4 0 	 V e r s l e u t e l i n g s a l g o r i t m e :   R C 5   4 0 	 K r y p t e r i n g s a l g o r i t m :   R C 5   4 0 	 A l g o r i t a m   ai f r i r a n j a :   R C 5   4 0 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   4 0 	 D e ai f r i r a n j e   a l g o r i t m a :   R C 5   4 0 	   :   R C 5   4 0 	   :   R C 5   4 0 	 @8?B8@0I  0;3>@8BJ<:   R C 5   4 0 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	0	8	@	5   4 0 	 'DH1*E  1E20'1:   R C 5   4 0 	 -3'(  H  4E'1    1E2  F'1:   R C 5   4 0 	     :   5   4 0 	 								  								:   R C 	  			 
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:   R C 5   4 0 	   :   R C 5   4 0 	 I - E n c r y p t i o n   a l g o r i t h m :   R C 5   4 0 	 U n g q a m a n i s o   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R C 5   4 0 	 H e s a b u   y a   u s i m b u a j i :   R C 5   4 0 	 K o d e r i n g - a l g o r i t m e :   R C 5   4 0 	 `i f r a v i m o   a l g o r i t m a s :   R C 5   4 0 	 `i f r aa n a s   a l g o r i t m s :   R C 5   4 0 	 K r  p t i m i s a l g o r i t m :   R C 5   4 0 	 3arvactav  alcxkit.   R C 5   4 0 	   :   R C 5   4 0 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   4 0 	 
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 
 S E C _ S T R _ I D _ S E S S _ E N C R _ R C 5 _ 5 6 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   E n c r y p t i o n   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R C 5   5 6 	 E n c r y p t i o n   a l g o r i t h m :   R C 5   5 6 	 }xo{l  R C 5   5 6 	 x{l  R C 5   5 6 	 '452#@I2#+1*:   R C 5   5 6 	 A l g o r i t m o   d e   c i f r a d o :   R C 5   5 6 	 A l g o r i t h m e   d e   c r y p t a g e :   R C 5   5 6 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   R C 5   5 6 	 ;3>@8B<  H8D@>20=8O:   R C 5   5 6   	 A l g o r i t m o   d i   c r i t t o g r a f i a :   R C 5   5 6 	 .H'12EJ)  'D*4AJ1: R C 5   5 6 	 A l g o r i t m o   d e   e n c r i p t a   o :   R C 5   5 6 	 k r i p t o l a m a   a l g o r i t h m :   R C 5   5 6 	 M    t h u t   t o  n :   R C 5   5 6 	 A l g o r i t m a   e n k r i p s i   :   R C 5   5 6 	 P e n y u l i t a n   a l g o r i t m a   :   R C 5   5 6 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   R C 5   5 6 	 K r y p t e r i n g s   a l g o r i t m e :   R C 5   5 6 	 `i f r o v a c    a l g o r i t m u s :   R C 5   5 6 	 A l g o r y t m   s z y f r u j c y :   R C 5   5 6 	 K  d o l    a l g o r i t m u s :   R C 5   5 6 	 S a l a u s a l g o r i t m i   R C 5   5 6 	 K r y p t e r i n g s a l g o r i t m e :   R C 5   5 6 	 `i f r o v a c    a l g o r i t m u s :   R C 5   5 6 	 V e r s l e u t e l i n g s a l g o r i t m e :   R C 5   5 6 	 K r y p t e r i n g s a l g o r i t m :   R C 5   5 6 	 A l g o r i t a m   ai f r i r a n j a :   R C 5   5 6 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   5 6 	 D e ai f r i r a n j e   a l g o r i t m a :   R C 5   5 6 	   :   R C 5   5 6 	   :   R C 5   5 6 	 @8?B8@0I  0;3>@8BJ<:   R C 5   5 6 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	0	8	@	5   5 6 	 'DH1*E  1E20'1:   R C 5   5 6 	 -3'(  H  4E'1    1E2  F'1: R C 5   5 6 	     :   5   5 6 	 								  								:   R C 	  			 
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:   R C 5   5 6 	   :   R C 5   5 6 	 I - E n c r y p t i o n   a l g o r i t h m :   R C 5   5 6 	 U n g q a m a n i s o   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R C 5   5 6 	 H e s a b u   y a   u s i m b u a j i :   R C 5   5 6 	 K o d e r i n g - a l g o r i t m e :   R C 5   5 6 	 `i f r a v i m o   a l g o r i t m a s :   R C 5   5 6 	 `i f r aa n a s   a l g o r i t m s :   R C 5   5 6 	 K r  p t i m i s a l g o r i t m :   R C 5   5 6 	 3arvactav  alcxkit.   R C 5   5 6 	   :   R C 5   5 6 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   5 6 	 
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:   R C 5   5 6 	 (M M0?*8(M  2M K0?&.M:   R C 5   5 6 	 	 											  							:   R C 5   5 6 	 	 	 	 	 	 	 	 A l g o r i t m o   d e   c r i p t o g r a f i a :   R C 5   5 6 
 
 S E C _ S T R _ I D _ S E S S _ E N C R _ R C 5 _ 6 4 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   E n c r y p t i o n   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R C 5   6 4 	 E n c r y p t i o n   a l g o r i t h m :   R C 5   6 4 	 }xo{l  R C 5   6 4 	 x{l  R C 5   6 4 	 '452#@I2#+1*:   R C 5   6 4 	 A l g o r i t m o   d e   c i f r a d o :   R C 5   6 4 	 A l g o r i t h m e   d e   c r y p t a g e :   R C 5   6 4 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   R C 5   6 4 	 ;3>@8B<  H8D@>20=8O:   R C 5   6 4   	 A l g o r i t m o   d i   c r i t t o g r a f i a :   R C 5   6 4 	 .H'12EJ)  'D*4AJ1:   R C 5   6 4 	 A l g o r i t m o   d e   e n c r i p t a   o :   R C 5   6 4 	 k r i p t o l a m a   a l g o r i t h m :   R C 5   6 4 	 M    t h u t   t o  n :   R C 5   6 4 	 A l g o r i t m a   e n k r i p s i   :   R C 5   6 4 	 P e n y u l i t a n   a l g o r i t m a   :   R C 5   6 4 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   R C 5   6 4 	 K r y t p e r i n g s   a l g o r i t m e :   R C 5   6 4 	 `i f r o v a c    a l g o r i t m u s :   R C 5   6 4 	 A l g o r y t m   s z y f r u j c y :   R C 5   6 4 	 K  d o l    a l g o r i t m u s :   R C 5   6 4 	 S a l a u s a l g o r i t m i   R C 5   6 4 	 K r y p t e r i n g s a l g o r i t m e :   R C 5   6 4 	 `i f r o v a c    a l g o r i t m u s :   R C 5   6 4 	 V e r s l e u t e l i n g s a l g o r i t m e :   R C 5   6 4 	 K r y p t e r i n g s a l g o r i t m :   R C 5   5 4 	 A l g o r i t a m   ai f r i r a n j a :   R C 5   6 4 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   6 4 	 D e ai f r i r a n j e   a l g o r i t m a :   R C 5   6 4 	   :   R C 5   6 4 	   :   R C 5   6 4 	 @8?B8@0I  0;3>@8BJ<:   R C 5   6 4 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	0	8	@	5   6 4 	 'DH1*E  1E20'1:   R C 5   6 4 	 -3'(  H  4E'1    1E2  F'1:     R C 5   6 4 	     :   5   6 4 	 								  								:   R C 	  			 
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:   R C 5   6 4 	   :   R C 5   6 4 	 I - E n c r y p t i o n   a l g o r i t h m :   R C 5   6 4 	 U n g q a m a n i s o   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R C 5   6 4 	 H e s a b u   y a   u s i m b u a j i :   R C 5   6 4 	 K o d e r i n g - a l g o r i t m e :   R C 5   6 4 	 `i f r a v i m o   a l g o r i t m a s :   R C 5   6 4 	 `i f r aa n a s   a l g o r i t m s :   R C 5   6 4 	 K r  p t i m i s a l g o r i t m :   R C 5   6 4 	 3arvactav  alcxkit.   R C 5   6 4 	   :   R C 5   6 4 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   6 4 	 
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 
 S E C _ S T R _ I D _ S E S S _ H M A C _ K E Y L E N 	 U n d e f i n e d 	 U N L I M 	 H M A C   k e y   l e n g t h : 	 H M A C   k e y   l e n g t h : 	 H M A C   ёpw^	 H M A C   ё^	 '2!"2'8
A  H M A C : 	 L o n g i t u d   d e   c l a v e   d e   H M A C : 	 L o n g u e u r   d e   l a   c l e f   H M A C 	 H M A C - S c h l  s s e l l  n g e : 	 ;8=0  :;NG0  H M A C :   	 L u n g h e z z a   c h i a v e   H M A C : 	 H M A C   7HD  'DEA*'-  : 	 C o m p r i m e n t o   d a   c h a v e   H M A C : 	 H M A C   t u _  u z u n l u k 	 H M A C     d  i   m  : 	 P a n j a n g   k u n c i   H M A C : 	 P a n j a n g   k u n c i   H M A C : 	 H M A C     	A			@	  2		,	>		: 	 H M A C   n  g l e   l  n g d e : 	 H M A C   d  l k a   k l  
e : 	 H M A C   d Bu g o [  k l u c z a : 	 H M A C   k u l c s   h o s s z a : 	 H M A C - a v a i m e n   p i t u u s 	 H M A C   n  k k e l l e n g d e : 	 H M A C   d :~k a   k > 
a 	 H M A C   s l e u t e l l e n g t e : 	 H M A C   n y c k e l l  n g d : 	 D u l j i n a   H M A C   k l j u 
a : 	 L u n g i m e   c h e i e   H M A C : 	 D o l ~i n a   H M A C   k l j u 
a : 	     H M A C 	     -   H M A C : 	 H M A C   4J;68=0  =0  :;NG: 	 			.		8	@	  	@	  2	G			M	%		 7HD  D/  H M A C : 	     DE('&H M A C : 	 H M A C     : 	 			. 		. 	. 		  		- 		  						 
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  :   	 H M A C     : 	 I - H M A C   k e y   l e n g t h : 	 U b u d e   b e q h o s h a   i - H M A C : 	 U r e f u   w a   k i f u n g u o   c h a   H M A C : 	 H M A C - t o e t s l e n g t e : 	 H M A C   r a k t o   i l g i s : 	 H M A C   a t s l g a s   g a r u m s : 	 H M A C   v  t m e   p i k k u s : 	 H M A C   bavalkk  eoaxiuxv` 	 H M A C     	 L u n g i m e   c h e i e   H M A C : 	 H M A C   
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 
 S E C _ S T R _ I D _ S E S S _ I N F O _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 T i t l e   f o r   S e s s i o n   i n f o   d i a l o g 	 S e s s i o n   i n f o 	 [hQ#}ǌ
	 [hQT:gOo`	 I-!9%@*
1H	 I n f o r m a c i  n   d e   l a   s e s i  n 	 i n f o r m a t i o n s   d e   l a   s e s s i o n 	 S i t z u n g s i n f o 	 =D>@<0F8O  A5AA88  	 I n f o r m a z i o n i   s u l l a   s e s s i o n e 	 E9DHE'*  'D/H1J)	 I n f o r m a   o   d a   s e s s  o 	 o t u r u m u   b i l g i s i 	 T h  n g   t i n   k t   n i   a n   t o  n 	 I n f o   s e s i 	 M a k l u m a t   s e s i 	 8	$	M	0	  8	B		(	>		 S e s s i o n s   i n f o 	 I n f o r m a c e   o   r e l a c i 	 I n f o r m a c j a   o   s e s j i 	 E s e m  n y   i n f o 	 I s t u n n o n   t u n n u s 	 S e s j o n i n f o 	 I n f o r m  c i a   o   r e l  c i i 	 S e s s i e g e g e v e n s 	 S e s s i o n i n f o 	 P o d a c i   o   s e s i j i 	 I n f o r m a ci i   s e s i u n e 	 I n f o r m a c i j e   o d s e k a 	   	       	 =D>  !5A8O	 	'	?	5	G	6	(	  .	>	9	?	$	@		 '7D'9'*  ,D3G	 34F  E9DHE'*	   	 				  					 
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	   	 U l w a z i   l w e s e s h i n i 	 U l w z .   L e s e s h o n i 	 H a b a r i   y a   k i k a o 	 S e s s i e - i n l i g t i n g 	 S e a n s o   i n f o r m a c i j a 	 S e s i j a s   i n f o r m c i j a 	 T e a v e   s e a n s i   k o h t a 	 Meav}k  ta}kv  ereoxiuxv	   	 I n f o r m a ci i   s e s i u n e 	 8
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: 	 '?,G6(  8B(>	 	 				  					 	 	 	 	 	 	 	 I n f o   d e   s e s s  o 
 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ D H E _ D S S 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   D H E   D S S 	 K e y   e x c h a n g e   a l g o r i t h m :   D H E   D S S 	 NcSo{l  D H E   D S S 	 NbcS{l  D H E   D S S 	 '452#A%@%5H"5"L:   D H E   D S S 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e :   D H E   D S S 	 A l g o r i t h m e   d e   c l e f   d '  c h a n g e :   D H E   D S S 	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s :   D H E   D S S 	 ;3>@8B<  >1<5=0  :;NG0<8:   D H E   D S S   	 A l g o r i t m o   d i   s c a m b i o   p r i n c i p a l e :   D H E   D S S 	 .H'12EJ)  'D*('/D  'DEA*'-: D H E   D S S 	 A l g o r i t m o   p a r a   t r o c a   d e   c h a v e s :   D H E   D S S 	 t u _    d e i _i m   a l g o r i t h m :   D H E   D S S 	 M    i   t h u t   t o  n :   D H E   D S S 	 A l g o r i t m a   t u k a r a n   k u n c i :   D H E   D S S 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   D H E   D S S 	 .	A		M	/	  		M	8	M		G			  	2	M		K	0	?	%	.	:   !	@				  !	@		8		8		 N  g l e   u d v e k s l i n g s   a l g o r i t m e :   D H E   D S S 	 A l g o r i t m u s   v  m n y   k l  
e :   D H E   D S S 	 K l u c z   z m i e n i a j c y   a l g o r y t m :   D H E   D S S 	 K u l c s c s e r e   a l g o r i t m u s :   D H E   D S S 	 A v a i n t e n   v a i h d o n   A l g o r i t m i :   D H E   D S S 	 A l g o r i t m e   f o r   n  k k e l u t v e k s l i n g :   D H E   D S S 	 A l g o r i t m u s   v  m e n y   k > 
a :   D H E   D S S 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e :   D H E   D S S 	 N y c k e l u t b y t e s a l g o r i t m :   D H E   D S S 	 A l g o r i t a m   z a   r a z m j e n u   k l j u 
e v a :   D H E   D S S 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   D H E   D S S 	 K l j u 
  m e n j a v e   a l g o r i t m a :   D H E   D S S 	     :   D H E   D S S 	       :   D H E   D S S 	 ;NG  70  A<O=0  =0  0;3>@8BJ<:   D H E   D S S 	 	@	  		M	8		G			  	2	M		K	0	?	&	.	  :   !	@				  !	@		8		8		 'DH1*E  *('/D  D/:   D H E   D S S 	   *('/D  -3'(  H  4E'1:     D H E   D S S 	     :     	 								  						  								:   D H E   D S S 	 
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:   D H E   D S S 	     :   D H E   D S S 	 I - K e y   e x c h a n g e   a l g o r i t h m :   D H E   D S S 	 U t s h i n t s h o   l w e q h o s h a   l o k u g u q u l a   i s i s o m b u l u l o :   i - D H E   D S S 	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   D H E   D S S 	 T o e t s w i s s e l i n g - a l g o r i t m e :   D H E   D S S 	 R a k t o   k e i t i n i s  a l g o r i t m a s :   D H E   D S S 	 A t s l g u   a p m a i Fa s   a l g o r i t m s :   D H E   D S S 	 V  t m e v a h e t u s e   a l g o r i t m :   D H E   D S S 	 2avalkvek  xmavaotav  alcxkit.   D H E   D S S 	     :   D H   D S S 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   D H E   D S S 	 
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 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ K E Y L E N 	 U n d e f i n e d 	 U N L I M 	 K e y   e x c h a n g e   k e y   l e n g t h : 	 K e y   e x c h a n g e   k e y   l e n g t h : 	 Ncёpw^	 Nbcё^	 '2!"2'8
AA%@%5H"8
A  : 	 L o n g i t u d   d e   c l a v e   d e   i n t e r c a m b i o   d e   c l a v e : 	 L o n g u e u r   d e   l a   c l e f   d '  c h a n g e : 	 S c h l  s s e l a u s t a u s c h l  n g e : 	 ;8=0  :;NG0  >1<5=0  :;NG0<8:   	 L u n g h e z z a   c h i a v e   d e l l a   c h i a v e   d i   s c a m b i o : 	 7HD  *('/D  'DEA*'-  : 	 C o m p r i m e n t o   d a   c h a v e   d e   t r o c a   d e   c h a v e s : 	 t u _    d e i _i m   t u _  u z u n l u k 	 M    i     d  i   m  : 	 P a n j a n g   k u n c i   p e r t u k a r a n : 	 P a n j a n g   k u n c i   p e r t u k a r a n : 	 .	A		M	/	  		M	8		G			  	A			@	  2		,	>		: 	 N  g l e   u d v e k s l i n g s   n  g l e   l  n g d e : 	 D  l k a   k l  
e   p r o   v  m n u   k l  
e : 	 K l u c z   z m i e n i a j c y   d Bu g o [  k l u c z a : 	 K u l c s c s e r e   k u l c s   h o s s z a : 	 A v a i n t e n   v a i h t o   s v a i m e n   p i t u u s 	 K o d e l e n g d e   n  k k e l u t v e k s l i n g : 	 D :~k a   k > 
a   p r e   v  m e n u : 	 S l e u t e l u i t w i s s e l i n g   s l e u t e l l e n g t e :   	 N y c k e l u t b y t e s a l g o r i t m s   l  n g d : 	 D u l j i n a   k l j u 
a   z a   r a z m j e n u : 	 L u n g i m e   c h e i e   p e n t r u   s c h i m b a r e a   c h e i i : 	 K l j u 
  m e n j a v e   d o l ~i n a   k l j u 
a : 	       : 	       : 	 ;NG  70  A<O=0  =0  4J;68=0B0  =0  :;NG0: 	 	@	  		M	8		G			  	@	  2	G			M	%	: 	 7HD  D/  *('/D  D/: 	   *('/D    DE('&	       : : 	 								  						  							: 	 
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: 	       : 	 I - K e y   e x c h a n g e   k e y   l e n g t h : 	 U t s h i n t s h o   l w e q h o s h a   l o b u d e   b e q h o s h a : 	 U r e f u   w a   k i f u n g u o   k i k u u   c h a   u b a d i l i s h a n a j i : 	 T o e t s w i s s e l i n g - t o e t s l e n g t e : 	 R a k t o   k e i t i n i s  a l g o r i t m o   i l g i s : 	 A t s l g u   a p m a i Fa s   a t s l g a s   g a r u m s : 	 V  t m e v a h e t u s e   v  t m e   p i k k u s : 	 2avalkvek  xmavaotav  bavalkk  eoaxiuxvh` 	       : 	 L u n g i m e   c h e i e   p e n t r u   s c h i m b a r e a   c h e i i : 	 
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 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ N U L L 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   N U L L 	 K e y   e x c h a n g e   a l g o r i t h m :   N U L L 	 Ncёpo{l  !q	 Nbcё{l  e	 '452#A%@%5H"5"L:   N U L L 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e :   N U L O 	 A l g o r i t h m e   d e   l a   c l e f   d '  c h a n g e :   A u c u n 	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s :   N U L L 	 ;3>@8B<  >1<5=0  :;NG0<8:   N U L L 	 A l g o r i t m o   c h i a v e   d i   s c a m b i o :   N U L L O 	 .H'12EJ)  'D*('/D  'DEA*'-: D'	 A l g o r i t m o   p a r a   t r o c a   d e   c h a v e s :   N U L O 	 t u _    d e i _i m   a l g o r i t h m :   N U L L 	 T h u t   t o  n   m t   h  a :   k h  n g 	 A l g o r i t m a   t u k a r a n   k u n c i :   N U L L 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   N U L L 	 .	A		M	/	  		M	8		G			  	2	M		K	0	?	%	.	:   N U L L 	 N  g l e   u d v e k s l i n g s   a l g o r i t m e :   N U L L 	 A l g o r i t m u s   v  m n y   k l  
e :   N U L L 	 K l u c z   z m i e n i a j c y   a l g o r y t m :   N U L L 	 K u l c s c s e r e   a l g o r i t m u s :   N i n c s 	 A v a i n t e n   v a i h d o n   A l g o r i t m i :   N U L L 	 A l g o r i t m e   f o r   n  k k e l u t v e k s l i n g :   N U L L 	 A l g o r i t m u s   v  m e n y   k > 
a :   N U L L 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e :   N U L L 	 N y c k e l u t b y t e s a l g o r i t m :   N U L L 	 A l g o r i t a m   z a   r a z m j e n u   k l j u 
e v a :   N U L L 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   N U L L 	 A l g o r i t m   k l j u 
a   m e n j a v e :   N U L L 	     :   N U L L 	     :   	 ;NG  70  A<O=0  =0  0;3>@8BJ<:   N U L L 	 	@	  		M	8		G			  	2	M		K	0	?	&	.	  :   	(	/	B		2		2		 'DH1*E  *('/D  D/:   N U L L 	   *('/D  -3'(  H  4E'1:   N U L L 	     :   	 								  						  								:   N U L L 	 
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  





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:   N U L L 	     :   N U L L 	 I - K e y   e x c h a n g e   a l g o r i t h m :   N U L L 	 U t s h i n t s h o   l w e q h o s h a   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - N U L L 	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   N U L L 	 T o e t s w i s s e l i n g - a l g o r i t m e :   N U L L 	 R a k t o   k e i t i n i s  a l g o r i t m a s :   N U L L 	 A t s l g u   a p m a i Fa s   a l g o r i t m s :   N U L L 	 V  t m e v a h e t u s e   a l g o r i t m :   T  H I V   R T U S 	 2avalkvek  xmavaotav  alcxkit.   41O1P?    	     :   N U L L 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   N U L L 	 
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 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ R S A 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R S A 	 K e y   e x c h a n g e   a l g o r i t h m :   R S A 	 Ncёpo{l  R S A 	 Nbcё{l  R S A 	 '452#A%@%5H"5"L:   R S A 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e :   R S A 	 A l g o r i t h m e   d e   l a   c l e f   d '  c h a n g e :   R S A 	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s :   R S A 	 ;3>@8B<  >1<5=0  :;NG0<8:   R S A   	 L ' a l g o r i t m o   c h i a v e   d i   s c a m b i o :   R S A 	 .H'12EJ)  'D*('/D  'DEA*'-:   R S A 	 A l g o r i t m o   p a r a   t r o c a   d e   c h a v e s :   R S A 	 t u _    d e i _i m   a l g o r i t h m :   R S A 	 M    i   t h u t   t o  n :   R S A 	 A l g o r i t m a   t u k a r a n   k u n c i :   R S A 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   R S A 	 .	A		M	/	  		M	8		G			  	2	M		K	0	?	%	.	:   R S A 	 N  g l e   u d v e k s l i n g s   a l g o r i t m e :   R S A 	 A l g o r i t m u s   v  m n y   k l  
e :   R S A 	 K l u c z   z m i e n i a j c y   a l g o r y t m :   R S A 	 K u l c s c s e r e   a l g o r i t m u s :   R S A 	 A v a i n t e n   v a i h d o n   A l g o r i t m i :   R S A 	 A l g o r i t m e   f o r   n  k k e l u t v e k s l i n g :   R S A 	 A l g o r i t m u s   v  m e n y   k > 
a :   R S A 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e :   R S A 	 N y c k e l u t b y t e s a l g o r i t m :   R S A 	 A l g o r i t a m   z a   r a z m j e n u   k l j u 
e v a :   R S A 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A 	 A l g o r i t m   k l j u 
a   m e n j a v e :   R S A 	     :   R S A 	     :   R S A 	 ;NG  70  A<O=0  =0  0;3>@8BJ<:   R S A 	 	@	  		M	8		G			  	2	M		K	0	?	&	.	  :   	0		8			 'DH1*E  *('/D  D/:   R S A 	   *('/D  -3'(  H  4E'1: R S A 	     :   	 								  						  								:   R S A 	 
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:   R S A 	     :   R S A 	 I - K e y   e x c h a n g e   a l g o r i t h m :   R S A 	 U t s h i n t s h o   l w e q h o s h a   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R S A   	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   R S A 	 T o e t s w i s s e l i n g - a l g o r i t m e :   R S A 	 R a k t o   k e i t i n i s  a l g o r i t m a s :   R S A 	 A t s l g u   a p m a i Fa s   a l g o r i t m s :   R S A 	 V  t m e v a h e t u s e   a l g o r i t m :   R S A 	 2avalkvek  xmavaotav  alcxkit.   R S A 	     :   R S A 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A 	 
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:   R S A 	 @  ,?(?._  2M K0?&.M:   R S A 	 	 		  						  							:   R S A 	 	 	 	 	 	 	 	 A l g o r i t m o   d e   t r o c a   d e   c h a v e :   R S A 
 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ R S A _ 5 1 2 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R S A   5 1 2 	 K e y   e x c h a n g e   a l g o r i t h m :   R S A   5 1 2 	 Ncёpo{l  R S A   5 1 2 	 Nbcё{l  R S A   5 1 2 	 '452#A%@%5H"5"L:   R S A   5 1 2 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e :   R S A   5 1 2 	 A l g o r i t h m e   d e   l a   c l e f   d '  c h a n g e :   R S A   5 1 2 	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s :   R S A   5 1 2 	 ;3>@8B<  >1<5=0  :;NG0<8:   R S A   5 1 2   	 A l g o r i t m o   c h i a v e   d i   s c a m b i o :   R S A   5 1 2 	 .H'12EJ)  'D*('/D  'DEA*'-: R S A   5 1 2 	 A l g o r i t m o   p a r a   t r o c a   d e   c h a v e s :   R S A   5 1 2 	 t u _    d e i _i m   a l g o r i t h m :   R S A   5 1 2 	 M    i   t h u t   t o  n :   R S A   5 1 2 	 A l g o r i t m a   t u k a r a n   k u n c i :   R S A   5 1 2 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   R S A   5 1 2 	 .	A		M	/	  		M	8		G			  	2	M		K	0	?	%	.	:   R S A   5 1 2 	 N  g l e   u d v e k s l i n g s   a l g o r i t m e :   R S A   5 1 2 	 A l g o r i t m u s   v  m n y   k l  
e :   R S A   5 1 2 	 K l u c z   z m i e n i a j c y   a l g o r y t m :   R S A   5 1 2 	 K u l c s c s e r e   a l g o r i t m u s :   R S A   5 1 2 	 A v a i n t e n   v a i h d o n   A l g o r i t m i :   R S A   5 1 2 	 A l g o r i t m e   f o r   n  k k e l u t v e k s l i n g :   R S A   5 1 2 	 A l g o r i t m u s   v  m e n y   k > 
a :   R S A   5 1 2 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e :   R S A   5 1 2 	 N y c k e l u t b y t e s a l g o r i t m :   R S A   5 1 2 	 A l g o r i t a m   z a   r a z m j e n u   k l j u 
e v a :   R S A   5 1 2 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   5 1 2 	 A l g o r i t m   k l j u 
a   m e n j a v e :   R S A   5 1 2 	     :     R S A   5 1 2 	     :   R S A   5 1 2 	 ;NG  70  A<O=0  =0  0;3>@8BJ<:   R S A   5 1 2 	 	@	  		M	8		G			  	2	M		K	0	?	&	.	  :   	0		8		  5 1 2 	 'DH1*E  *('/D  D/:   R S A   5 1 2 	   *('/D  -3'(  H  4E'1:   R S A   5 1 2 	       :     5 1 2 	 								  						  								:   R S A   				 
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  5 1 2 	 @  M8M  GM  2>  0?%  :     0M8M  5 1 2 	 ;3>@8B<  >1<V=C  :;NG0<8:   R S A   5 1 2 	 

  





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:   R S A   5 1 2 	     :   R S A   5 1 2 	 I - K e y   e x c h a n g e   a l g o r i t h m :   R S A   5 1 2 	 U t s h i n t s h o   l w e q h o s h a   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R S A   5 1 2 	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   R S A   5 1 2 	 T o e t s w i s s e l i n g - a l g o r i t m e :   R S A   5 1 2 	 R a k t o   k e i t i n i s  a l g o r i t m a s :   R S A   5 1 2 	 A t s l g u   a p m a i Fa s   a l g o r i t m s :   R S A   5 1 2 	 V  t m e v a h e t u s e   a l g o r i t m :   R S A   5 1 2 	 2avalkvek  xmavaotav  alcxkit.   R S A   5 1 2 	     :   R S A   5 1 2 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   5 1 2 	 
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 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ R S A _ 7 6 8 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R C 5   7 6 8 	 E n c r y p t i o n   a l g o r i t h m :   R C 5   7 6 8 	 }xo{l  R C 5   7 6 8 	 x{l  R C 5   7 6 8 	 '452#@I2#+1*:   R C 5   7 6 8 	 A l g o r i t m o   d e   c i f r a d o :   R C 5   7 6 8 	 A l g o r i t h m e   d e   l a   c l e f   d '  c h a n g e :   R C 5   7 6 8 	 V e r s c h l  s s e l u n g s a l g o r i t h m u s :   R C 5   7 6 8 	 ;3>@8B<  H8D@>20=8O:   R C 5   7 6 8   	 A l g o r i t m o   c r i t t o g r a f i a :   R C 5   7 6 8 	 .H'12EJ)  'D*4AJ1: R C 5   7 6 8 	 A l g o r i t m o   d e   e n c r i p t a   o :   R C 5   7 6 8 	 k r i p t o l a m a   a l g o r i t h m :   R C 5   7 6 8 	 M    t h u t   t o  n :   R C 5   7 6 8 	 A l g o r i t m a   t u k a r a n   k u n c i :   R C 4 5   7 6 8 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   R C 4 5   7 6 8 	 	(	M		M	0	?	*	M	6	(	  	2	M		K	0	?	%	.	:   R C   5   7 6 8 	 K r y p t e r i n g s   a l g o r i t m e :   R C 5   7 6 8 	 `i f r o v a c    a l g o r i t m u s :   R C 5   7 6 8 	 A l g o r y t m   s z y f r u j c y :   R C 5   7 6 8 	 K  d o l    a l g o r i t m u s :   R C 5   7 6 8 	 S a l a u s a l g o r i t m i   R C 5   7 6 8 	 K r y p t e r i n g s a l g o r i t m e :   R C 5   7 6 8 	 `i f r o v a c    a l g o r i t m u s :   R C 5   7 6 8 	 V e r s l e u t e l i n g s a l g o r i t m e :   R C 5   7 6 8 	 K r y p t e r i n g s a l g o r i t m :   R C 5   7 6 8 	 A l g o r i t a m   ai f r i r a n j a :   R C 5   7 6 8 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   7 6 8 	 D e ai f r i r a n j e   a l g o r i t m a :   R C 5   7 6 8 	   :   R C 5   7 6 8 	     :   R C 5   7 6 8 	 @8?B8@0I  0;3>@8BJ<:   R C 5   7 6 8 	 			M	0	@	*	M	6	(	  	2	M		K	0	?	&	.	  :   	0	8	@	5   7 6 8 	 'DH1*E  1E20'1:   R C 5   7 6 8 	 -3'(  H  4E'1    1E2  F'1:   R C 5   7 6 8 	     :   5   7 6 8 	 								  								:   R C 	  				 
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  








:   R C 5   7 6 8 	   :   R C 5   7 6 8 	 I - E n c r y p t i o n   a l g o r i t h m :   R C 5   7 6 8 	 U n g q a m a n i s o   a l g o r i t h m :   R C 5   7 6 8 	 H e s a b u   y a   u s i m b u a j i :   R C 5   7 6 8 	 K o d e r i n g - a l g o r i t m e :   R C 5   7 6 8 	 `i f r a v i m o   a l g o r i t m a s :   R C 5   7 6 8 	 `i f r aa n a s   a l g o r i t m s :   R C 5   7 6 8 	 K r  p t i m i s a l g o r i t m :   R C 5   7 6 8 	 3arvactav  alcxkit.   R C 5   7 6 8 	   :   R C 5   7 6 8 	 A l g o r i t m   d e   c r i p t a r e :   R C 5   7 6 8 	 
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
:   R S C 5   7 6 8 	 (M M0?*8(M  2M K0?&.M:   R C 5   7 6 8 	 	 											  							:   R C 5   7 6 8 	 	 	 	 	 	 	 	 A l g o r i t m o   d e   c r i p t o g r a f i a :   R C 5   7 6 8 
 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ R S A _ A N O N 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R S A   A N O N 	 K e y   e x c h a n g e   a l g o r i t h m :   R S A   A N O N 	 Ncёpo{l  R S A   A N O N 	 Nbcё{l  R S A   A N O N 	 '452#A%@%5H"5"L:   R S A   A N O N 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e :   R S A   A N O N 	 A l g o r i t h m e   d e   l a   c l e f   d '  c h a n g e :   R S A   A N O N 	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s :   R S A   A N O N 	 ;3>@8B<  >1<5=0  :;NG0<8:   R S A   !   	 A l g o r i t m o   c h i a v e   d i   s c a m b i o :   R S A   A N O N I M O 	 .H'12EJ)  'D*('/D  'DEA*'-: R S A   A N O N 	 A l g o r i t m o   p a r a   t r o c a   d e   c h a v e s :   R S A   A N O N 	 t u _    d e i _i m   a l g o r i t h m :   R S A   A N O N 	 M    i   t h u t   t o  n :   R S A   A N O N 	 A l g o r i t m a   t u k a r a n   k u n c i :   R S A   A N O N 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   R S A   A N O N 	 .	A		M	/	  		M	8		G			  	2	M		K	0	?	%	.	:   R S A   A N O N 	 N  g l e   u d v e k s l i n g s   a l g o r i t m e :   R S A   A N O N 	 A l g o r i t m u s   v  m n y   k l  
e :   R S A   A N O N 	 K l u c z   z m i e n i a j c y   a l g o r y t m :   R S A   A N O N 	 K u l c s c s e r e   a l g o r i t m u s :   R S A   A N O N 	 A v a i n t e n   v a i h d o n   A l g o r i t m i :   R S A   A N O N 	 A l g o r i t m e   f o r   n  k k e l u t v e k s l i n g :   R S A   A N O N 	 A l g o r i t m u s   v  m e n y   k > 
a :   R S A   A N O N 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e :   R S A   A N O N 	 N y c k e l u t b y t e s a l g o r i t m :   R S A   A N O N 	 A l g o r i t a m   z a   r a z m j e n u   k l j u 
e v a :   R S A   A N O N 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   A N O N 	 A l g o r i t m   k l j u 
a   m e n j a v e :   R S A   A N O N 	     :   R S A   A N O N 	     :   R S A   A N O N 	 ;NG  70  A<O=0  =0  0;3>@8BJ<:   R S A   A N O N 	 	@	  		M	8		G			  	2	M		K	0	?	&	.	  :   	0		8		  	(	I	(		 'DH1*E  *('/D  D/:   R S A   A N O N 	   *('/D  -3'(  H  4E'1:   R S A   A N O N 	     :     A N O N 	 								  						  								:   R S A   A N O N 	 
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:   R S A   A N O N 	     :   R S A   A N O N 	 I - K e y   e x c h a n g e   a l g o r i t h m :   R S A   A N O N 	 U t s h i n t s h o   l w e q h o s h a   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R S A   A N O N 	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   R S A   A N O N 	 T o e t s w i s s e l i n g - a l g o r i t m e :   R S A   A N O N 	 R a k t o   k e i t i n i s  a l g o r i t m a s :   R S A   A N O N 	 A t s l g u   a p m a i Fa s   a l g o r i t m s :   R S A   A N O N 	 V  t m e v a h e t u s e   a l g o r i t m :   R S A   A N O N 	 2avalkvek  xmavaotav  alcxkit.   R S A   A N O N 	     :   R S A   A N O N 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   A N O N 	 
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 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ R S A _ A N O N _ 5 1 2 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R S A   A N O N   5 1 2 	 K e y   e x c h a n g e   a l g o r i t h m :   R S A   A N O N   5 1 2 	 Ncёpo{l  R S A   A N O N   5 1 2 	 Nbcё{l  R S A   A N O N   5 1 2 	 '452#A%@%5H"5"L:   R S A   A N O N   5 1 2 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e :   R S A   A N O N   5 1 2 	 A l g o r i t h m e   d e   l a   c l e f   d '  c h a n g e :   R S A   A N O N   5 1 2 	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s :   R S A   A N O N   5 1 2 	 ;3>@8B<  >1<5=0  :;NG0<8:   R S A   !   5 1 2   	 A l g o r i t m o   c h i a v e   d i   s c a m b i o :   R S A   A N O N I M O   5 1 2 	 .H'12EJ)  'D*('/D  'DEA*'-: R S A   A N O N   5 1 2 	 A l g o r i t m o   p a r a   t r o c a   d e   c h a v e s :   R S A   A N O N   5 1 2 	 t u _    d e i _i m   a l g o r i t h m : R S A   A N O N   5 1 2 	 M    i   t h u t   t o  n :   R S A   A N O N   5 1 2 	 A l g o r i t m a   t u k a r a n   k u n c i :   R S A   A N O N   5 1 2 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   R S A   A N O N   5 1 2 	 .	A		M	/	  		M	8		G			  	2	M		K	0	?	%	.	:   R S A   A N O N   5 1 2 	 N  g l e   u d v e k s l i n g s   a l g o r i t m e :   R S A   A N O N   5 1 2 	 A l g o r i t m u s   v  m n y   k l  
e :   R S A   A N O N   5 1 2 	 K l u c z   z m i e n i a j c y   a l g o r y t m :   R S A   A N O N   5 1 2 	 K u l c s c s e r e   a l g o r i t m u s :   R S A   A N O N   5 1 2 	 A v a i n t e n   v a i h d o n   A l g o r i t m i :   R S A   A N O N   5 1 2 	 A l g o r i t m e   f o r   n  k k e l u t v e k s l i n g :   R S A   A N O N   5 1 2   	 A l g o r i t m u s   v  m e n y   k > 
a :   R S A   A N O N   5 1 2 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e :   R S A   A N O N   5 1 2 	 N y c k e l u t b y t e s a l g o r i t m :   R S A   A N O N   5 1 2 	 A l g o r i t a m   z a   r a z m j e n u   k l j u 
e v a :   R S A   A N O N   5 1 2 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   A N O N   5 1 2 	 A l g o r i t m   k l j u 
a   m e n j a v e :   R S A   A N O N   5 1 2 	     : R S A   A N O N   5 1 2 	     :   R S A   A N O N   5 1 2 	 ;NG  70  A<O=0  =0  0;3>@8BJ<:   R S A   A N O N   5 1 2 	 	@	  		M	8		G			  	2	M		K	0	?	&	.	  :   	0		8		  	(	I	(	  5 1 2 	 'DH1*E  *('/D  D/:   R S A   A N O N   5 1 2 	   *('/D  -3'(  H  4E'1:   R S A   A N O N   5 1 2 	     :     A N O N   5 1 2 	 								  						  								:   R S A   A N O N   				 
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  5 1 2 	 @  M8M  GM  2>  0?%  :   0M8M  (M(M  5 1 2 	 ;3>@8B<  >1<V=C  :;NG0<8:   R S A   A N O N   5 1 2 	 

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:   R S A   A N O N   5 1 2   	     :   R S A   A N O N   5 1 2 	 I - K e y   e x c h a n g e   a l g o r i t h m :   R S A   A N O N   5 1 2 	 U t s h i n t s h o   l w e q h o s h a   a l g o r i t h m :   R S A   A N O N   5 1 2 	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   R S A   A N O N   5 1 2 	 T o e t s w i s s e l i n g - a l g o r i t m e :   R S A   A N O N   5 1 2 	 R a k t o   k e i t i n i s  a l g o r i t m a s :   R S A   A N O N   5 1 2 	 A t s l g u   a p m a i Fa s   a l g o r i t m s :   R S A   A N O N   5 1 2 	 V  t m e v a h e t u s e   a l g o r i t m :   R S A   A N O N   5 1 2 	 2avalkvek  xmavaotav  alcxkit.   R S A   A N O N   5 1 2   	     :   R S A   A N O N   5 1 2 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   A N O N   5 1 2 	 
@
  5
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  
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
:   R S A   A N O N   5 1 2 	 @  ,?(?._  2M K0?&.M:   R S A   A N O N   5 1 2 	 	 		  						  							:   R S A   A N O N   5 1 2 	 	 	 	 	 	 	 	 A l g o r i t m o   d e   t r o c a   d e   c h a v e :   R S A   A N O N   5 1 2 
 
 S E C _ S T R _ I D _ S E S S _ K E Y E X C H _ R S A _ A N O N _ 7 6 8 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   k e y   e x c h a n g e   a l g o r i t h m   o f   c u r r e n t   s e s s i o n   i s   R S A   A N O N   7 6 8 	 K e y   e x c h a n g e   a l g o r i t h m :   R S A   A N O N   7 6 8 	 Ncёpo{l  R S A   A N O N   7 6 8 	 Nbcё{l  R S A   A N O N   7 6 8 	 '452#A%@%5H"5"L:   R S A   A N O N   7 6 8 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e :   R S A   A N O N   7 6 8 	 A l g o r i t h m e   d e   l a   c l e f   d '  c h a n g e :   R S A   A N O N   7 6 8 	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s :   R S A   A N O N   7 6 8 	 ;3>@8B<  >1<5=0  :;NG0<8:   R S A   !   7 6 8   	 A l g o r i t m o   c h i a v e   d i   s c a m b i o :   R S A   A N O N I M O   7 6 8 	 .H'12EJ)  'D*('/D  'DEA*'-: R S A   A N O N   7 6 8 	 A l g o r i t m o   p a r a   t r o c a   d e   c h a v e s :   R S A   A N O N   7 6 8 	 t u _    d e i _i m   a l g o r i t h m : R S A   A N O N   7 6 8 	 M    i   t h u t   t o  n :   R S A   A N O N   7 6 8 	 A l g o r i t m a   t u k a r a n   k u n c i :   R S A   A N O N   7 6 8 	 A l g o r i t m a   p e r t u k a r a n   k e k u n c i :   R S A   A N O N   7 6 8 	 .	A		M	/	  		M	8		G			  	2	M		K	0	?	%	.	:   R S A   A N O N   7 6 8 	 N  g l e   u d v e k s l i n g s   a l g o r i t m e :   R S A   A N O N   7 6 8 	 A l g o r i t m u s   v  m n y   k l  
e :   R S A   A N O N   7 6 8 	 k l u c z   z m i e n i a j c y   a l g o r y t m :   R S A   A N O N   7 6 8 	 K u l c s c s e r e   a l g o r i t m u s :   R S A   A N O N   7 6 8 	 A v a i n t e n   v a i h d o n   A l g o r i t m i :   R S A   A N O N   7 6 8 	 A l g o r i t m e   f o r   n  k k e l u t v e k s l i n g :   R S A   A N O N   7 6 8 	 A l g o r i t m u s   v  m e n y   k > 
a :   R S A   A N O N   7 6 8 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e :   R S A   A N O N   7 6 8 	 N y c k e l u t b y t e s a l g o r i t m :   R S A   A N O N   7 6 8 	 A l g o r i t a m   z a   r a z m j e n u   k l j u 
e v a :   R S A   A N O N   7 6 8 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   A N O N   7 6 8 	 A l g o r i t m   k l j u 
a   m e n j a v e :   R S A   A N O N   7 6 8 	     :   R S A   A N O N   7 6 8 	     :   R S A   A N O N   7 6 8 	 ;NG  70  A<O=0  =0  0;3>@8BJ<:   R S A   A N O N   7 6 8 	 	@	  		M	8		G			  	2	M		K	0	?	&	.	  :   	0		8		  	(	I	(	  7 6 8 	 'DH1*E  *('/D  D/:   R S A   A N O N   7 6 8 	   *('/D  -3'(  H  4E'1:   R S A   A N O N   7 6 8 	     :     A N O N   7 6 8 	 								  						  								:   R S A   A N O N   				 
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  7 6 8 	 @  M8M  GM  2>  0?%  :   0M8M  (M(M  7 6 8 	 ;3>@8B<  >1<V=C  :;NG0<8:   R S A   A N O N   7 6 8 	 

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:   R S A   A N O N   7 6 8 	     :   R S A   A N O N   7 6 8 	 I - K e y   e x c h a n g e   a l g o r i t h m :   R S A   A N O N   7 6 8 	 U t s h i n t s h o   l w e q h o s h a   l o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - R S A   A N O N   7 6 8 	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   R S A   A N O N   7 6 8 	 T o e t s w i s s e l i n g - a l g o r i t m e :   R S A   A N O N   7 6 8 	 R a k t o   k e i t i n i s  a l g o r i t m a s :   R S A   A N O N   7 6 8 	 A t s l g u   a p m a i Fa s   a l g o r i t m s :   R S A   A N O N   7 6 8 	 V  t m e v a h e t u s e   a l g o r i t m :   R S A   A N O N   7 6 8 	 2avalkvek  xmavaotav  alcxkit.   R S A   A N O N   7 6 8 	     :   R S A   A N O N   7 6 8 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i :   R S A   A N O N   7 6 8 	 
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
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 
 S E C _ S T R _ I D _ S E S S _ M D 5 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   H M A C   a l g o r i t h m   u s e d   o f   c u r r e n t   s e s s i o n   i s   M D 5 	 H M A C   a l g o r i t h m : M D 5 	 H M A C   o{lM D 5 	 H M A C   {lM D 5 	 '452#  H M A C :   M D 5 	 A l g o r i t m o   H M A C : M D 5 	 A l g o r i t h m e   H M A C :   M D 5 	 H M A C - A l g o r i t h m u s : M D 5 	 ;3>@8B<  H M A C : M D 5   	 A l g o r i t m o   H M A C :   M D 5 	 .H'12EJ)H M A C : M D 5 	 A l g o r i t m o   H M A C : M D 5 	 H M A C   a l g o r i t h m : M D 5 	 H M A C   t h u t   t o  n : M D 5 	 A l g o r i t m a   H I M A C : M D 5 	 A l g o r i t m a   H M A C : M D 5 	 H M A C   	2	M		K	0	?	%	.	:   M D 5 	 H M A C   a l g o r i t m e : M D 5 	 H M A C   a l g o r i t m u s : M D 5 	 H M A C   a l g o r y t m : M D 5 	 H M A C   a l g o r i t m u s :   M D 5 	 H M A C   A l g o r i t m i : M D 5 	 H M A C - a l g o r i t m e : M D 5 	 H M A C   a l g o r i t m u s :   M D 5 	 H M A C - a l g o r i t m e : M D 5 	 H M A C - a l g o r i t m :   M D 5 	 H M A C   a l g o r i t a m :   M D 5 	 A l g o r i t m   H M A C :   M D 5 	 H M A C   a l g o r i t m : M D 5 	   H M A C   : M D 5 	   H M A C   :     M D 5 	 H M A C   0;3>@8BJ<: M D 5 	 			.		8	@	  	@	  	2	M		K	0	?	&	.	  :   	.	!	@	5 	 'DH1*E  H M A C : M D 5 	 '  'E  '  3  -3'(  H  4E'1:   M D 5 	 H M A C   :   5 	 H M A C   								: M D 		 

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5 	 M. . . 8?.   2>M  0?%  :   !?5 	 ;3>@8B<  H M A C : M D 5 	 H M A C   








  :   M D 5 	 H M A C   : M D 5 	 I - H M A C   a l g o r i t h m : M D 5 	 I - H M A C   y o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - M D 5 	 H e s a b u   y a   H M A C : M D 5 	 H M A C - a l g o r i t m e : M D 5 	 H M A C   a l g o r i t m a s : M D 5 	 H M A C   a l g o r i t m s : M D 5 	 H M A C   a l g o r i t m : M D 5 	 H M A C   alcxkit`   M D 5 	 H M A   :   M D 5 	 A l g o r i t m   H M A C :   M D 5 	 H M A C   
2
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
: M D 5 	 H M A C   2M K0?&.M: M D 5 	 	 H M A C   							: M D 5 	 	 	 	 	 	 	 	 A l g o r i t m o   d e   H M A C : M D 5 
 
 S E C _ S T R _ I D _ S E S S _ S H A 1 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   H M A C   a l g o r i t h m   u s e d   o f   c u r r e n t   s e s s i o n   i s   S H A - 1 	 H M A C   a l g o r i t h m : S H A - 1 	 H M A C   o{lS H A - 1 	 H M A C   {lS H A - 1 	 '452#  H M A C :   S H A - 1 	 A l g o r i t m o   H M A C : S H A - 1 	 A l g o r i t h m e   H M A C :   S H A - 1 	 H M A C - A l g o r i t h m u s : S H A - 1 	 ;3>@8B<  H M A C : S H A - 1   	 A l g o r i t m o   H M A C :   S H A - 1 	 .H'12EJ)H M A C : S H A - 1 	 A l g o r i t m o   H M A C : S H A - 1 	 H M A C   a l g o r i t h m : S H A - 1 	 H M A C   t h u t   t o  n : S H A - 1 	 A l g o r i t m a   H I M A C : S H A - 1 	 A l g o r i t m a   H M A C : S H A - 1 	 H M A C   	2	M		K	0	?	%	.	:   S H A - 1 	 H M A C   a l g o r i t m e : S H A - 1 	 H M A C   a l g o r i t m u s : S H A - 1 	 H M A C   a l g o r y t m : S H A - 1 	 H M A C   a l g o r i t m u s :   S H A - 1 	 H M A C   A l g o r i t m i : S H A - 1 	 H M A C - a l g o r i t m e : S H A - 1 	 H M A C   a l g o r i t m u s :   S H A - 1 	 H M A C - a l g o r i t m e : S H A - 1 	 H M A C - a l g o r i t m :   S H A - 1 	 H M A C   a l g o r i t a m :   S H A - 1 	 A l g o r i t m   H M A C :   S H A - 1 	 H M A C   a l g o r i t m : S H A - 1 	   H M A C   : S H A - 1 	   H M A C :   S H A   -   1 	 H M A C   0;3>@8BJ<: S H A - 1 	 			.		8	@	  	2	M		K	0	?	&	.	:   	8				- 1 	 'DH1*E  H M A C : S H A - 1   	 '  'E  '  3  -3'(  H  4E'1:   S H A - 1 	 H M A C   :   - 1 	 H M A C   								: S H A - 		 
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  :   S H A - 1 	 H M A C   : S H A - 1 	 I - H M A C   a l g o r i t h m : S H A - 1 	 I - H M A C   y o k u g u q u l a   i s i s o m b u l u l a   k w i k h o w u d i :   I - S H A - 1 	 H e s a b u   y a   H M A C : S H A - 1 	 H M A C - a l g o r i t m e : S H A - 1 	 H M A C   a l g o r i t m a s : S H A - 1 	 H M A C   a l g o r i t m s : S H A - 1 	 H M A C   a l g o r i t m : S H A - 1 	 H M A C   alcxkit`   S H A - 1 	 H M A   :   S H A - 1 	 A l g o r i t m   H M A C :   S H A - 1 	 H M A C   
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 
 S E C _ S T R _ I D _ S E S S _ S S L 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   c o n n e c t i o n   t y p e   o f   c u r r e n t   s e s s i o n   i s   S S L 	 C o n n e c t i o n   t y p e : S S L 	 #}e_S S L 	 T:ge_S S L 	 
42#@
7H-!H-: S S L 	 T i p o   d e   c o n e x i  n : S S L 	 T y p e   d e   c o n n e x i o n :   S S L 	 V e r b i n d u n g s t y p : S S L 	 "8?  A>548=5=8O: S S L   	 T i p o   d i   c o n n e s s i o n e :   S S L 	 FH9  'D'*5'D  'DE('41  :   S S L 	 T i p o   d e   l i g a   o : S S L 	 b a l a n t 1  T  r  : S S L 	 K i u   k t   n i : S S L 	 J e n i s   H u b u n g a n :   S S L 	 J e n i s   s a m b u n g a n :   S S L 	 	(	G		M	6	(	  *	M	0		>	0	  :   S S L 	 F o b i n d e l s e s   t y p e :   S S L 	 T y p   p Yi p o j e n  : S S L 	 T y p   p o Bc z e n i a : S S L 	 K a p c s o l a t   t  p u s a :   S S L 	 Y h t e y s l a j i   S S L 	 T i l k o p l i n g : S S L 	 T y p   p r i p o j e n i a :   S S L 	 V e r b i n d i n g s t y p e : S S L 	 A n s l u t n i n g s t y p :   S S L 	 V r s t a   v e z e :   S S L 	 T i p   d e   c o n e x i u n e :   S S L 	 T i p   P o v e z a v e : S S L 	   :   S S L 	     :   S S L 	 "8?  @J7:0: S S L 	 8		*	0	M		$	>	  *	M	0		>	0	  :   	8		8		2		 FH9  '*5'D: S S L 	 B3E  '*5'D: S S L 	   :   S S L 	 								  						: S S L 	 
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  





  :   S S L 	   : S S L 	 U h l o b o   l o k u x h u m a n a : S S L 	 U h l o b o   l o q h a g a m s h e l o :   S S L 	 A i n a   y a   u n g a n i s h o : S S L 	 V e r b i n d i n g t i p e : S S L 	 R y ai o   t i p a s :   S S L 	 S a v i e n o j u m a   v e i d s :   S S L 	  h e n d u s e   t   p : S S L 	 Dkatav  e}ao`   S S L 	   :   S S L 	 T i p   d e   c o n e x i u n e :   S S L 	 
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 
 S E C _ S T R _ I D _ S E S S _ T L S 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   c o n n e c t i o n   t y p e   o f   c u r r e n t   s e s s i o n   i s   T L S 	 C o n n e c t i o n   t y p e : T L S 	 #}e_W T L S 	 T:ge_W T L S 	 
42#@
7H-!H-: T L S 	 T i p o   d e   c o n e x i  n : T L S 	 T y p e   d e   c o n n e x i o n :   T L S 	 V e r b i n d u n g s t y p : T L S 	 "8?  A>548=5=8O: T L S   	 T i p o   d i   c o n n e s s i o n e :   T L S 	 FH9  'D'*5'D  'DE('41  :   W T L S 	 T i p o   d e   l i g a   o : T L S 	 b a l a n t 1  T  r  : T L S 	 K i u   k t   n i : T L S 	 J e n i s   H u b u n g a n :   T L S 	 J e n i s   s a m b u n g a n :   T L S 	 	(	G		M	6	(	  *	M	0		>	0	  :   T L S 	 F o b i n d e l s e s   t y p e :   T L S 	 T y p   p Yi p o j e n  : T L S 	 T y p   p o Bc z e n i a : T L S 	 K a p c s o l a t   t  p u s a :   T L S 	 Y h t e y s l a j i   T L S 	 T i l k o p l i n g : T L S 	 T y p   p r i p o j e n i a :   T L S 	 V e r b i n d i n g s t y p e : T L S 	 A n s l u t n i n g s t y p :   T L S 	 V r s t a   v e z e :   T L S 	 T i p   d e   c o n e x i u n e :   T L S 	 T i p   P o v e z a v e : T L S 	   :   T L S 	     :   T L S 	 "8?  @J7:0: T L S 	 8		*	0	M		$	>	  *	M	0		>	0	  :   	@		2		8		 FH9  '*5'D: T L S 	 B3E  '*5'D:   T L S 	   :   W T L S 	 								  						: T L S 	 
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  





  :   T L S 	   : T L S 	 U h l o b o   l o k u x h u m a n a : T L S 	 U h l o b o   l o q h a g a m s h e l o :   T L S 	 A i n a   y a   u n g a n i s h o : T L S 	 V e r b i n d i n g t i p e : T L S 	 R y ai o   t i p a s :   T L S 	 S a v i e n o j u m a   v e i d s :   T S L 	  h e n d u s e   t   p : T S L 	 Dkatav  e}ao`   T L S 	   :   T L S 	 T i p   d e   c o n e x i u n e :   T L S 	 
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 
 S E C _ S T R _ I D _ S E S S _ W T L S 	 U n d e f i n e d 	 U N L I M 	 T o   s h o w   t h a t   t h e   c o n n e c t i o n   t y p e   o f   c u r r e n t   s e s s i o n   i s   W T L S 	 C o n n e c t i o n   t y p e : W T L S 	 #}e_T L S 	 T:ge_T L S 	 
42#@
7H-!H-: W T L S 	 T i p o   d e   c o n e x i  n : W T L S 	 T y p e   d e   c o n n e x i o n :   W T L S 	 V e r b i n d u n g s t y p : W T L S 	 "8?  A>548=5=8O: W T L S   	 T i p o   d i   c o n n e s s i o n e :   W T L S 	 FH9  'D'*5'D  'DE('41  :   T L S 	 T i p o   d e   l i g a   o : W T L S 	 b a l a n t 1  T  r  : W T L S 	 K i u   k t   n i : W T L S 	 J e n i s   H u b u n g a n :   W T L S 	 J e n i s   s a m b u n g a n :   W T L S 	 	(	G		M	6	(	  *	M	0		>	0	  :   W T L S 	 F o r b i n d e l s e s   t y p e :   W T L S 	 T y p   p Yi p o j e n  : W T L S 	 T y p   p o Bc z e n i a : W T L S 	 K a p c s o l a t   t  p u s a :   W T L S 	 Y h t e y s l a j i   W T L S 	 T i l k o p l i n g : W T L S 	 T y p   p r i p o j e n i a :   W T L S 	 V e r b i n d i n g s t y p e : W T L S 	 A n s l u t n i n g s t y p :   W T L S 	 V r s t a   v e z e :   W T L S 	 T i p   d e   c o n e x i u n e :   W T L S 	 T i p   P o v e z a v e : W T L S 	   :   W T L S 	     :   W T L S 	 "8?  @J7:0: W T L S 	 8		*	0	M		$	>	  *	M	0		>	0	  :   !	,	M	2	M	/	B		@		2		8		 FH9  '*5'D: W T L S 	 B3E  '*5'D:   W T L S 	   :   T L S 	 								  						: W T L S 	 
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7H-C#1#-	 N o m b r e s   d e   c e r t i f i c a d o s 	 N o m s   d e   c e r t i f i c a t s 	 Z e r t i f i k a t n a m e n 	 <5=0  A5@B8D8:0B>2	 N o m i   c e r t i f i c a t o 	 #3E'!  'D4G'/'*	 N o m e s   d o   c e r t i f i c a d o 	 B E L G E   A D L A R 	 T  n   c h n g   n h n 	 N a m a   s e r t i f i k a t 	 N a m a   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  	G	  (	>	.		 C e r t i f i k a t   n a v n e 	 N  z v y   c e r t i f i k  t o	 N a z w y   c e r t y f i k a t u 	 T a n  s  t v  n y o k   n e v e i 	 V a r m e n t e i d e n   n i m e t 	 S e r t i f i k a t n a v n 	 N  z v y   c e r t i f i k  t o v 	 C e r t i f i c a a t n a m e n 	 C e r t i f i k a t n a m n 	 I m e n a   c e r t i f i k a t a 	 N u m e   c e r t i f i c a t 	 I m e   c e r t i f i k a t a 	   	   	 <5=0  =0  A5@B8D8:0B8	 *	M	0	.	>	#	*	$	M	0	>	6	@	  (	>		5		 F'E  H'GF'EG  G'	 31  yAy  F'E	   	 								  				 *
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2	 C o n t r a t o 	 C o n t r a t 	 V e r t r a g 	 >=B@0:B  	 C o n t r a t t o 	 'D9B/	 C o n t r a t o 	 s  z l e _m e 	 H p   n g 	 K o n t r a k 	 K o n t r a k 	 	I	(	M		M	0	H		M			 K o n t r a k t 	 S m l o u v a 	 K o n t r a k t 	 S z e r z Qd  s 	 S o p i m u s 	 K o n t r a k t 	 Z m l u v a 	 C o n t r a c t 	 K o n t a k t 	 U g o v o r 	 C o n t r a c t 	 P o g o d b a 	 : 	 	 >3>2>@	 	>			M	0	E		M			 B1'1/'/	 E9'/	 	 							 
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 S E C _ S T R _ I D _ S I G N A T U R E 	 U n d e f i n e d 	 U N L I M 	 S i g n a t u r e : 	 S i g n a t u r e : 	 P[=|z	 5uP[~{
T	 %2"@G: 	 F i r m a : 	 S i g n a t u r e   : 	 S i g n a t u r : 	 >4?8AL:   	 F i r m a : 	 *HBJ9  : 	 A s s i n a t u r a : 	 i m z a : 	 C h   k    i n   t : 	 T a n d a : 	 T a n d a t a n g a n : 	 9	8	M	$	>		M	7	0	: 	 S i g n a t u r : 	 P o d p i s : 	 P o d p i s : 	 A l   r  s : 	 A l l e k i r j o i t u s : 	 U n d e r s k r i f t : 	 P o d p i s : 	 H a n d t e k e n i n g : 	 S i g n a t u r : 	 P o t p i s : 	 S e m n t u r : 	 P o d p i s 	 ; 	 : 	 >4?8A: 	 8	9	@	: 	 'E6'!: 	 /3*.7: 	 : 	 								: 	 &
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T	 H2I-2#0%%2"@G? 	 D e s e a   f i r m a r   e s t o : 	 V o u l e z   v o u s   s i g n e r   c e c i   : 	 M  c h t e n   S i e   d i e s   s i g n i e r e n : 	 %>B8B5  ?>4?8A0BL:   	 D e s i d e r a   a p p o r r e   l a   f i r m a : 	 GD  *1J/  'D*HBJ9  GF'  : 	 Q u e r   a s s i n a r   i s t o ? 	 b u   A t a   i s t e y i r   m i ? 	 B n   m u n   k    t  n : 	 a n d a   i n g i n   m e n a n d a i   i n i : 	 A d a k a h   a n d a   m a h u   m e n a n d a t a n g a n   i n i : 	 	M	/	>	  	*	  	8	G	  8	>		(	  	0	(	>	  	>	9	$	G	  9	H		  : 	 V i l   d u   s k r i v e   u n d e r   p    d e t t e ? 	 C h c e t e   t o t o   p o d e p s a t ? 	 C h c e s z   t o   p o d p i s a : 	 A l    k  v  n j a    r n i   e z t : 	 H a l u a t k o   a l l e k i r j o i t t a a   t  m  n : 	  n s k e r   d u      s k r i v e   u n d e r   p    d e t t e : 	 C h c e t e   t o t o   p o d p  s a e? 	 W i l t   u   d i t   o n d e r t e k e n e n : 	 V i l l   d u   s k r i v a   u n d e r ? 	 }e l i t e   l i   o v o   p o t p i s a t i : 	 D o r i ci   s   s e m n a ci : 	 A l i   ~e l i a  t o   p o d p i s a t i : 	       : 	         : 	 A:0B5  ;8  40  ?>4?8H5B5  B>20: 	 $	A	.	M	9	>	2	>	  8	>		(	  	0	>	/		G	  	9	G	: 	 'F  1'  'E6'!  E  F/: 	 '  'S~  '3  E  /3*.7  1F'  '*  	       : 	 				  		  				  						  					  			: 	 
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25H@GD'I	 C o n t r a t o s   g u a r d a d o s 	 C o n t r a t s   e n r e g i s t r  s 	 G e s p e i c h e r t e   V e r t r  g e 	 !>E@0=5==K5  :>=B@0:BK  	 C o n t r a t t i   s a l v a t i 	 'D9BH/  'DE-AH8)	 C o n t r a t o s   g u a r d a d o s 	 K a y d e d i l e n   s  z l e _m e l e r 	 H p   n g      l u 	 S i m p a n   k o n t r a k 	 K o n t r a k   d i s i m p a n 	 8	M		K	0	  	?		  		  	I	(	M		M	0	H		M			 G e m t e   k o n t r a k t e r 	 U l o ~e n    s m l o u v y 	 Z a c h o w a n e   k o n t r a k t y 	 M e n t e t t   p a r t n e r e k 	 T a l l e n n e t u t   s o p i m u k s e t 	 L a g r e d e   k o n t r a k t e r 	 U l o ~e n    z m l u v y 	 O p g e s l a g e n   c o n t r a c t e n 	 S p a r a   k o n t a k t e r 	 P o h r a n j e n i   u g o v o r i 	 C o n t r a c t e   m e m o r a t e 	 S h r a n j e n e   p o g o d b e 	   	     	 !JE@0=5=8  4>3>2>@8	 8	M		K		0	  	>			M	0	E		M			 B1'1/'/G'  0.1G  4/G	 '3yH1    H  E9'/	   	 							  			  											 
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? 	     ? 	 L o n d a   l e s i   s i t i f i k e t i ? 	 G c i n e   e s i   s a t i f i k e t i ? 	 H i f a d h i   c h e t i   h i k i ? 	 B e r g   h i e r d i e   s e r t i f i k a a t ? 	 S a u g o t i   a/  s e r t i f i k a t ? 	 U z g l a b t   ao   s e r t i f i k t u ? 	 S a l v e s t a n   s e l l e   s e r t i f i k a a d i ? 	 Japzave^l  au}  ~oauaoavh	       ? 	 D o r i ci   s   m e m o r a ci   a c e s t   c e r t i f i c a t ? 	 
  8
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1
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1
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  
F
/
M
/
#
K
? 	 9?  8>?+?GM  7MK0  0?,G? 	 	 		  										  					  						? 	 	 	 	 	 	 	 	 S a l v a r   e s t e   c e r t i f i c a d o ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ S T O R E _ C E R T _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 T i t l e   f o r   S t o r e   c e r t i f i c a t e   d i a l o g 	 S a v e   c e r t i f i c a t e 	 2QX[aI	 OX[fN	 @GC#1#-	 G u a r d a r   c e r t i f i c a d o 	 E n r e g i s t r e r   l e   c e r t i f i c a t 	 Z e r t i f i k a t   s p e i c h e r n 	 !>E@0=.   A5@B8D8:0B	 S a l v a   c e r t i f i c a t o 	 -A8  'D4G'/)	 G u a r d a r   c e r t i f i c a d o 	 S e r t i f i k a y 1  k a y d e t   	 L u   g i y   p h  p 	 S i m p a n   s e r t i f i k a t 	 S i m p a n   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  8	M	
 	K	0	  	0	G			 G e m   c e r t i f i k a t 	 U l o ~i t   c e r t i f i k  t 	 Z a c h o w a j   c e r t y f i k a t 	 A   t a n  s  t v  n y   m e n t  s e 	 T a l l e n n a   v a r m e n n e 	 L a g e   s e r t i f i k a t 	 U l o ~i e  c e r t i f i k  t 	 C e r t i f i c a a t   o p s l a a n 	 S p a r a   c e r t i f i k a t 	 P o h r a n i t i   c e r t i f i k a t ? 	 M e m o r a r e   c e r t i f i c a t 	 S h r a n i   c e r t i f i k a t 	   	   	 !JE@0=8  A5@B8D8:0B	 8	M		K		0	  *	M	0	.	>	#	*	$	M	0		 0.1G  H'G	 31  yAy  H  '3yH1  1  	   	 													  							  					 *
M
0
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	 8MK0M  80M?+?GM	 15@53B8  A5@B8DV:0B	 











  





  


	     	 L o n d a   i s i t i f i k e t i 	 G c i n a   i s a t i f i k e t i 	 H i f a d h i   c h e t i 	 B e r g   s e r t i f i k a a t 	 S a u g o t i   s e r t i f i k a t 	 U z g l a b t   s e r t i f i k t u 	 S a l v e s t a   s e r t i f i k a a t 	 Noauaoavk  zapzavxt	   	 M e m o r a r e   c e r t i f i c a t 	 8
0
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1
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1
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M
/
B
	 8>$?+?GM  7MK0  0(M$A	 	 										  					  				 	 	 	 	 	 	 	 S a l v a r   c e r t i f i c a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ S U B J E C T 	 U n d e f i n e d 	 U N L I M 	 S u b j e c t : 	 S u b j e c t : 	 ;Ne	 ;N	 +1'I-: 	 A s u n t o : 	 S u j e t   : 	 B e t r e f f : 	 "5<0:   	 O g g e t t o : 	 EH6H9  : 	 A s s u n t o : 	 k o n u : 	 C h   : 	 S u b y e k : 	 S u b j e k : 	 5	?	7	/	  : 	 E m n e : 	 P Ye d m t : 	 T e m a t : 	 T  m a : 	 S u b j e c t 	 E m n e : 	 P r e d m e t : 	 O n d e r w e r p : 	  m n e : 	 P r e d m e t : 	 S u b i e c t : 	 T e m a : 	 	 : 	 @54<5B: 	 5	?	7	/	: 	 EH6H9: 	 EH6H9: 	 : 	 				: 	 5
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6
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	 5?7/	 "5<0: 	 



: 	 : 	 I s i h l o k o : 	 I n t l o k o : 	 M a d a : 	 O n d e r w e r p : 	 T e m a : 	 T m a : 	 T e e m a : 	 9eta` 	 : 	 S u b i e c t : 	 5
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7
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
: 	 ,?7_: 	 	 				: 	 	 	 	 	 	 	 	 A s s u n t o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ T I M E 	 U n d e f i n e d 	 U N L I M 	 T i m e : 	 T i m e : 	 Bf	 e	 @'%2: 	 H o r a : 	 H e u r e : 	 Z e i t : 	 @5<O:   	 O r a : 	 HB*  : 	 H o r a : 	 s a a t 	 T h i   g i a n : 	 W a k t u 	 W a k t u 	 8	.	/	  : 	 T i d : 	 a s : 	 C z a s : 	 I d Q: 	 A i k a 	 T i d : 	 a s : 	 T i j d : 	 T i d : 	 V r i j e m e : 	 O r : 	 a s : 	 : 	 : 	 @5<5: 	 5	G	3	: 	 2E'F: 	 HB*: 	 : 	 			: 	 8
.
>

	 H.M	 '0A: 	 


: 	 : 	 I s i k h a t h i : 	 I x e s h a : 	 S a a : 	 T y d : 	 L a i k a s : 	 L a i k s : 	 K e l l a a e g : 	 :atavao` 	 : 	 O r a : 	 8
.
/

: 	 8._: 	 	 			: 	 	 	 	 	 	 	 	 H o r a : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ V A L _ N O T _ A F T 	 U n d e f i n e d 	 U N L I M 	 V a l i d   t o : 	 V a l i d   t o : 	 	gHeg*b	 	gHeg*b	 C
IDI6: 	 V  l i d o   h a s t a : 	 V a l i d e   j u s q u '    : 	 G  l t i g   b i s : 	 59AB28B5;5=  =5  ?>765:   	 V a l i d o   f i n o   a : 	 *'1J.  'F*G'!  'D5D'-J): 	 V  l i d o   a t  : 	 k a d a r   g e  e r l i : 	 H n   d  n g   n : 	 T i d a k   b e r l a k u   s e t e l a h : 	 S a h   s e h i n g g a : 	 	G	  ,	>	&	  5	H	'	  (	9	@		  : 	 G  l d e n d e   i k k e   e f t e r : 	 P l a t n    d o : 	 W a |n y   n i e   p  zn i e j : 	  r v .   v  g e : 	 V i i m e i n e n   v o i m a s s a o l o p  i v    : 	 I k k e   g y l d i g   e t t e r : 	 P l a t n    d o : 	 G e l d i g   t o t : 	 S l u t a r   g  l l a   e f t e r : 	 V a l j a n o   d o : 	 V a l i d   p e n t r u : 	 N i   v e l j a v n o   p o : 	       : 	   : 	 0;845=  =5  A;54: 	 	M	/	>	(		$	0	  5	H	'	  (	>	9	@	: 	 E9*(1  *': 	   (9/  F'A0  'D9ED  F: 	     	 		  			  			  		: 	 *
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	 $0A5>$  F2M2&A	 V9A=89  4>: 	 


  




  



: 	       : 	 K u y i q i n i s o   h h a y i   e m v a   k w a : 	 I y a s e b e n z a   h a y i   e m v a : 	 S i   h a l a l i   b a a d a   y a : 	 G e l d i g   t o t : 	 N e g a l i o j a   p o : 	 D e r +g s   n e   i l g k   p a r : 	 E i   k e h t i   p  r a s t : 	 1v~a~e  g  peual  at}ai~k  pex` 	       _   : 	 V a l i d   n u   m a i   t  r z i u   d e : 	 6
G
7

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2
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2
: 	 *0G  ,H'  (A9G: 	 	 				  				  					  		' 	: 	 	 	 	 	 	 	 	 V  l i d o   p a r a : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ V A L _ N O T _ B E F 	 U n d e f i n e d 	 U N L I M 	 V a l i d   f r o m : 	 V a l i d   f r o m : 	 	gHegYe	 	gHegYN	 C
IDI1IAH: 	 V  l i d o   d e s d e : 	 V a l i d e   d e p u i s   : 	 G  l t i g   a b : 	 59AB28B5;5=  =5  @0=55:   	 V a l i d o   n o n   p r i m a   d i : 	 *'1J.  J(/#  'D5D'-J): 	 V  l i d o   d e : 	 i t i b a r e n   g e  e r l i : 	 C    g i    t r   n : 	 T i d a k   b e r l a k u   s e b e l u m 	 S a h   d a r i : 	 8	G	  *	9	2	G	  5	H	'	  (	9	@		  : 	 G  l d e n d e   i k k e   f  r : 	 P l a t n    o d : 	 W a |n y   n i e w c z e [n i e j : 	  r v .   k e z d e t e : 	 E n s i m m  i n e n   v o i m a s s a o l o p  i v  : 	 I k k e   g y l d i g   f  r : 	 P l a t n    o d : 	 G e l d i g   v a n a f : 	 G i l l t i g   f  r e : 	 V a l j a n o   o d : 	 V a l i d   d e   l a : 	 N i   v e l j a v n o   p r e d : 	       : 	   : 	 0;845=  =5  ?@548: 	 	M	/	>		'	@	  5	H	'	  (	>	9	@	: 	 E9*(1  '2: 	 3  ~D  F'A0  'D9ED  F: 	     :   : 	 		  			  			  		: 	 *
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
  (
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	 .A&A  F2M2&A	 V9A=89  7: 	 





  




  



: 	       : 	 K u y i q i n i s o   h h a y i   p h a m b i   k w a : 	 I y a s e b e n z i   h a y i   p h a m b i : 	 S i   h a l a l i   k a b l a   y a : 	 G e l d i g   v a n a f : 	 N e g a l i o j a   p r i e a: 	 D e r +g s   n e   a g r k   p a r : 	 E i   k e h t i   e n n e : 	 1v~a~e  g  peual  at}ai~k  a|a{` 	   _   : 	 V a l i d   n u    n a i n t e   d e : 	 .
A
(
M
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2
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2
: 	 *B0M,0A  ,H'  (A9G: 	 	 				  						  					  		' 	: 	 	 	 	 	 	 	 	 V  l i d o   d e : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ V I E W 	 U n d e f i n e d 	 L S K ,   I C O N T E X T 	 V i e w 	 V i e w 	 j	 gw	 A*	 V e r 	 V o i r 	 A n s i c h t 	 @>A<>B@	 V i s u a l i z z a 	 916	 V e r 	 G  r  n  m 	 X e m 	 L i h a t 	 L i h a t 	 &	G		G			 S e 	 Z o b r a z i t 	 P o d g l d 	 N  z e t 	 K a t s o 	 S e 	 Z o b r a z i e	 B e k i j k e n 	 V i s a 	 P r e g l e d 	 V i z u a l i z a r e 	 P o g l e d 	 	 	 86	 *	9	>		 E4'G/G	 /	 	 					 5
G
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	 5M/B	 5@53;O=CB8	 


	 	 H l o l a 	 J o n g a 	 A n g a l i a 	 K y k   n a 	 P e r ~i kr t i 	 A p l kk o t 	 K u v a 	 4kel	 	 V i z u a l i z a r e 	 
>
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	 &0M6(	 	 						 	 	 	 	 	 	 	 V e r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ W A R N I N G _ C O U L D _ N O T _ S T O R E _ C O N T R A C T 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 T h e   c o n t r a c t   c o u l d   n o t   b e   s t o r e d . 	 C a n n o t   s a v e   t h e   c o n t r a c t 	 !ql2QX[T}	 elOX[T~	 D!H*2!2#16*1

2DI	 N o   s e   p u d o   g u a r d a r   e l   c o n t r a t o 	 L e   c o n t r a t   n ' a   p a s   p u    t r e   e n r e g i s t r  	 D e r   V e r t r a g   k a n n   n i c h t   g e s p e i c h e r t   w e r d e n 	 5  C40;>AL  A>E@0=8BL  :>=B@0:B	 I m p o s s i b i l e   s a l v a r e   i l   c o n t r a t t o 	 *901  -A8  'D9B/	 N  o      p o s s  v e l   g u a r d a r   o   c o n t r a t o 	 S  z l e _m e   k a y d e d i l e m i y o r 	 K h  n g   t h   l u   h p   n g 	 K o n t r a k   t a k   b i s a   d i s i m p a n 	 K o n t r a k   t i d a k   b o l e h   d i s i m p a n 	 	I	(	M		M	0	H		M		  8	M		K	0	  (	9	@		  	?	/	>	  	>	  8		>		 K o n t r a k t e n   k u n n e   i k k e   g e m m e s . 	 S m l o u v a   n e m o~e   b  t   u l o ~e n a . 	 K o n t r a k t   n i e   m  g B  z o s t a   z a c h o w a n y 	 A   p a r t n e r   n e m   m e n t h e t Q	 S o p i m u s t a   e i   v o i t u   t a l l e n t a a 	 K o n t r a k t e n   k u n n e   i k k e   l a g r e s 	 Z m l u v a   n e m  ~e   b y e  u l o ~e n  . 	 H e t   c o n t r a c t   k o n   n i e t   w o r d e n   o p g e l s a g e n 	 D e t   g i c k   i n t e   a t t   s p a r a   k o n t a k t e n 	 U g o v o r   n e   m o ~e   b i t i   p o h r a n j e n . 	 C o n t r a c t u l   n u   a   p u t u t   f i   m e m o r a t 	 P o g o d b a   n e   m o r e   b i t i   s h r a n j e n a . 	           	           	 >3>2>@JB  =5  <>65  40  1J45  AJE@0=5=. 	 	I	(	M		M	0	E		M		  8	M		K		0	  9	K	$	  (	>	9	@		 FE*H'F  H'G  1'  0.1G  1/	 E9'/  '3yH1F  '  ,'3'	       . 	 						  							  			  						 
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	   	 I n k o n t i l e k a   a y i l o n d e k a n g a 	 I s i v u m e l w a n o   a s i n a k u g c i n w a 	 M k a t a a   h a u w e z i   k u h i f a d h i w a 	 K a n   n i e   d i e   k o n t r a k   b e r g   n i e 	 S u t a r t i e s   n e p a v y k s t a   s a u g o t i 	 K o n t r a k t u   n e b i j a   i e s p j a m s   u z g l a b t 	 L e p i n g u t   e i   s a a   s a l v e s t a d a 	 Jautavackh  yk  oaxr  zapzav~el	       	 C o n t r a c t u l   n u   a   p u t u t   f i   m e m o r a t 	 
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	 AM$?  7MK0M  9K*>0?,  (>9?	 	 							  					  				  									 	 	 	 	 	 	 	 N  o      p o s s  v e l   s a l v a r   o   c o n t r a t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S E C _ S T R _ I D _ W A R N I N G _ G E N E R A L _ E R R O R 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A n   e r r o r   o c c u r r e d . 	 A n   e r r o r   o c c u r r e d 	 |vu/	 Su	 !5I-4%2	 H a   o c u r r i d o   u n   e r r o r 	 U n e   e r r e u r   e s t   s u r v e n u e 	 E i n   F e h l e r   t r a t   a u f 	 @>87>H;0  >H81:0	 S i      v e r i f i c a t o   u n   e r r o r e 	 .7#	 O c o r r e u   u m   e r r o 	   b i r   H a t a s 1  o r t a y a    1k 	 P h  t   s i n h   l i 	 K e s a l a h a n   t e r j a d i . 	 R a l a t   t e r j a d i 	 $	M	0	A		?	  	  			 E n   f e j l   o p s t o d . 	 O b j e v i l a   s e   c h y b a . 	 W y s t p i B  b Bd . 	 E g y   h i b a   t  r t  n t 	 O n   t a p a h t u n u t   v i r h e 	 E n   f e i l   o p p s t o 	 O b j a v i l a   s a   c h y b a . 	 E r   i s   e e n   f o u t   o p g e t r e d e n 	 F e l 	 D o al o   j e   d o   n e k e   g r e ak e 	 A   a p r u t   o   e r o a r e . 	 P r i al o   j e   d o   n a p a k e . 	   .     	   	 >O28  A5  3@5H:0. 	 $	M	0	B		@	  	9	G		 .7'  1H  /'/G  '3*	 '  :D7  H'B9  H&	       	 				  			  			  					 
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	   	 K w e n z e k e   i p h u t h a 	 I m p a z a m o   y e n z e k i l e 	 H i t i l a f u   i m e t o k e a 	 D a a r   w a s   ' n   f o u t 	 .v y k o   k l a i d a 	 N o t i k a   k <kd a 	 I l m n e s   t  r g e 	 Oerk  g  xveel  }mal	     	 A   a p r u t   o   e r o a r e 	 
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	   $M0A?  8?$  9G2>	 	 			  							  								  						 	 	 	 	 	 	 	 O c o r r e u   u m   e r r o 	 	 	 	 	 	 	 	 E z b e h a r   b a t   g e r t a t u   d a 	 M a y   n a g a n a p   n g   e r r o r 	 O c o r r e u   u n   e r r o 	 O t u   m m e j   e m e e l a 	 T h a r l a   e a r r  i d 
 
 S E C _ S T R _ I D _ W A R N I N G _ I N S U F F I C I E N T _ M E M O R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o t   e n o u g h   m e m o r y   t o   p e r f o r m   t h e   a c t i o n . 	 N o t   e n o u g h   m e m o r y   t o   p e r f o r m   t h e   a c t i o n 	 aԚ
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A4*9L1'#4  ( AI@!7H-@4  W I M ) 	 N o   e x i s t e   c l a v e   d e   a u t e n t i c a c i  n   ( D e t e c t a d o   a l   a b r i r   e l   W I M ) 	 L a   c l e f   d ' a u t h e n t i f i c a t i o n   e x i s t e   ( r e m a r q u    e n   o u v r a n t   l e   W I M ) 	 A u t h e n t i f i z i e r u n g s s c h l  s s e l   e x i s t i e r t   n i c h t   ( b e i m    f f n e n   v o n   W I M   b e m e r k t ) 	 45=B.   :;NG  =5  ACI5AB2C5B  ( 0<5G5=>  ?@8  >B:@KB88  W I M ) 	 N e s s u n a   c h i a v e   d i   a u t e n t i c a z i o n e   e s i s t e n t e   ( R i l e v a t o   n e l l ' a p e r t u r a   d e l   W I M ) .   	 D'  JH,/  EA*'-  9F/  A*-  W I M 	 N  o   e x i s t e   n e n h u m a   c h a v e   d e   a u t e n t i c a   o   ( d e t e c t a d o   a o   a b r i r   o   W I M ) 	 d o r u l a m a   y o k   t u _   1k a r ( b i l d i r i m   K e s   A    W I M ) 	 M    x  c   n h n   k h  n g   t n   t i   d n   n   m   W I M   t h t   b i . 	 T a k   a d a   k u n c i   a u t e n t i k ( i n g a t k a n   k e t i k a   m e m b u k a n   W I M ) 	 T i a d a   k e k u n c i   p e n g e s a h a n   w u j u d   ( B e r i t a h u   s e m a s a   m e m b u k a   W I M ) 	 *	M	0	.	>	#	@		0	#	  	A			@	  .	L		B	&	  (	9	@		  ( W I M   	K	2	$	G	    8	.	/	  *	$	>	  	2	>	) 	 D e r   e r   i n g e n   a u t o r i s a t i o n s   n  g l e   ( o p d a g e t   v e d    b n i n g   a f   W I M ) 	 N e e x i s t u j e   ~ d n    a u t e n t i z a 
n    k l  
  ( z j i at n o   p Yi   o t e v  r  n    W I M ) . 	 B r a k   k l u c z a   u w i e r z y t e l n i a j c e g o   ( z a u w a |o n o   p o d c z a s   o t w i e r a n i a   W I M ) . 	 N e m   l  t e z i k   h i t e l e s  t  s i   k u l c s   ( a m i   a   W I M   m e g n y i t  s a k o r   d e r  l t   k i ) 	 T o d e n n u s a v a i n t a   e i   o l e   o l e m a s s a   ( h a v a i t t u   W I M - a v a u k s e s s a ) . 	 I n g e n   a u t e n t i f i s e r i n g s n  k k e l   e k s i s t e r e r   ( o p p d a g e t   v e d    p n i n g   a v   W I M ) . 	 }i a d n e   a u t e n t i z a 
n    k > 
e   n e e x i s t u j    ( z a z n a m e n a n    p r i   o t v o r e n    W I M ) 	 E r   i s   g e e n   a u t e n t i c a t i e s l e u t e l   ( d a t   b l e e k   b i j   h e t   o p e n e n   v a n   d e   W I M ) 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s   ( u p p t  c k t   v i d   f  r s  k   a t t    p p n a   W I M ) . 	 N e   p o s t o j i   k l j u 
  z a   a u t e n t i f i k a c i j u   ( n a p o m e n u t o   p r i   o t v a r 	 N u   e x i s t   n i c i o   c h e i e   d e   a u t e n t i f i c a r e   ( s - a   o b s e r v a t   l a   d e s c h i d e r e a   W I M ) 	 N o b e n   a v t e n t i 
e n   k l j u 
  n e   o b s t a j a   ( o b v e s t i   k o   o d p i r a   W I M ) 	         (         W I M ) . 	         (           -   W I M ) 	 5  AJI5AB2C20  02B5=B8G5=  :;NG  ( C254><5=  ?@8  >B20@O=5. . . 	 *	M	0	.	>	#	?		  ,		#	  		*	2	,	M	'	  (	>	9	@	  ( !	,	M	2	M	/	B		/		.	  		'	!	$	G	5	G	3	@	  2		 D/  *#/  '9*('1  EH,H/  F3*  ( ~3  '2  ('2  1/F  W I M   E4.5  4/) 	 *H+B    EH,H/  F  ( W I M   HD*  HB*  /'  ') 	         .   (       ) . 	 											  		  				  			  ( 			  					  				  				  			) 	 *
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 
 S E C _ S T R _ I D _ W A R N I N G _ M I S S I N G _ A U T _ K E Y _ O P E N _ W I M 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   a u t h e n t i c a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   o p e n   t h e   W I M . 	 N o   a u t h e n t i c a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   o p e n   t h e   W I M 	 !qlI b_UW I M 1YWe	 el b _/TW I M 1Y%	 D!H8
A4*9L1'#4  AI@!7H-"2"2!0@4  W I M 	 N o   s e   e n c o n t r    n i n g u n a   c l a v e   d e   a u t e n t i c a c i  n   a l   i n t e n t a r   a b r i r   e l   W I M 	 A u c u n e   c l e f   d ' a u t h e n t i f i c a t i o n   n ' a    t    t r o u v  e   e n   e s s a y a n t   d ' o u v r i r   l e   W I M 	 B e i m    f f n e n   v o n   W I M   w u r d e   k e i n   A u t h e n t i f i z i e r u n g s s c h l  s s e l   g e f u n d e n 	 45=B.   :;NG  =5  1K;  =0945=  ?@8  ?>?KB:5  >B:@KB8O  W I M 	 N e s s u n a   c h i a v e   d i   a u t e n t i c a z i o n e   t r o v a t a   n e l   t e n t a t i v o   d i   a p r i r e   i l   W I M .   	 D'  JH,/  EA*'-  9F/  A*-  W I M 	 N  o   f o i   e n c o n t r a d a   n e n h u m a   c h a v e   d e   a u t e n t i c a   o   a o   t e n t a r   a b r i r   o   W I M 	 d o r u l a m a   y o k   t u _  B u l u n a n   d e n e   A    W I M 	 K h  n g   t  m   t h y   m    x  c   n h n   d n   n   m   W I M   t h t   b i 	 K u n c i   a u t e n t i k   d i t e m u k a n   k e t i k a   m e m b u k a   W I M 	 K e k u n c i   p e n g e s a h a n   d i t e m u i   s e m a s a   c u b a   m e m b u k a   W I M 	 W I M   	K	2	(	G	  	@	  	K	6	?	6	  	0	$	G	  8	.	/	  *	$	>	  	2	>	  *	M	0	.	>	#	@		0	#	  	A			@	  		*	2	,	M	'	  (	9	@		  9	H	d		 I n g e n   a u t o r i s a t i o n s   n  g l e   b l e v   f u n d e t   u n d e r   f o r s  g   p    a t    b n e   W I M . 	 P Yi   p o k u s u   o   o t e v Ye n    W I M   n e b y l   n a l e z e n   ~ d n    a u t e n t i z a 
n    k l  
. 	 B r a k   k l u c z a   u w i e r z y t e l n i a j c e g o   p o d c z a s   o t w i e r a n i a   W I M . 	 N e m   t a l  l t a m   h i t e l e s  t  s i   k u l c s o t   a   W I M   m e g n y i t  s a k o r 	 W I M - a v a u k s e s s a   e i   h a v a i t t u   t o d e n n u s a v a i n t a . 	 I n g e n   a u t e n t i f i s e r i n g s n  k k e l   b l e   f u n n e t   n  r   W I M   b l e   f o r s  k t    p n e t . 	 P r i   p o k u s e   o   o t v o r e n i e   W I M   n e n  j d e n    ~i a d n e   a u t e n t i z a 
n    k > 
e 	 E r   i s   g e e n   a u t e n t i c a t i e s l e u t e l   g e v o n d e n   b i j   d e   p o g i n g   d e   W I M   t e   o p e n e n 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s   v i d   f  r s  k   a t t    p p n a   W I M 	 N i j e   p r o n a e n   k l j u 
  z a   a u t e n t i f i k a c i j u   p r i   o t v a r a n j u 	 N u   s - a   g s i t   n i c i o   c h e i e   d e   a u t e n t i f i c a r e   c  n d   s - a    n c e r c a t   d e s c h i d e r e a   W I M 	 N o b e n   a v t e n t i 
e n   k l j u 
  n i   b i l   n a j d e n   p r i   p o s k u s u   o d p i r a n j a   W I M ) 	                   W I M 	                 -   W I M 	 5  5  =0<5@5=  02B5=B8G5=  :;NG  ?@8  >?8B  40  A5  >B2>@8. . . 	 *	M	0	.	>	#	?		  ,		#	  		*	2	,	M	'	  (	>	9	@	  !	,	M	2	M	/	B		/		.	  		'	!	$	G	5	G	3	@	  2			 GF'E  *D'4  (1'  ('2  1/F  W I M   D/  *#/  '9*('1  'A*  F4/	 (DH  'S&  'E  H  HD*  HB*  *H+B    F  ED	                   . 	 ( 			  					  				  				  											  		  					  			  			 *
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 
 S E C _ S T R _ I D _ W A R N I N G _ M I S S I N G _ K E Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   k e y   w a s   f o u n d . 	 N o   k e y   w a s   f o u n d 	 !qlI	 el	 D!H8
A	 N o   s e   e n c o n t r    n i n g u n a   c l a v e 	 A u c u n e   c l e f   n ' a    t    t r o u v  e 	 K e i n   S c h l  s s e l   g e f u n d e n 	 ;NG  =5  1K;  =0945=	 N e s s u n a   c h i a v e   t r o v a t a 	 D'    JH,/  EA*'-	 N  o   f o i   e n c o n t r a d a   n e n h u m a   c h a v e 	 t u _  y o k   b u l u n a n 	 K h  n g   t h   x  c   n h n 	 K u n c i   t a k   d i t e m u k a 	 K e k u n c i   t i d a k   d i t e m u i 	 	K		  	A			@	  (	9	@		  .	?	2	@		 I n g e n   n  g l e   b l e v   f u n d e t . 	 N e b y l   n a l e z e n   ~ d n    k l  
. 	 {a d e n   k l u c z   n i e   z o s t a B  z n a l e z i o n y . 	 A   k u l c s   n e m   t a l  l h a t  	 A v a i n t a   e i   l  y t y n y t . 	 I n g e n   n  k k e l   b l e   f u n n e t . 	 }i a d n y   k > 
  n e n  j d e n  . 	 E r   i s   g e e n   s l e u t e l   g e v o n d e n 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s . 	 N i j e   p r o n a e n   k l j u 
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A4*9L1'#4  AI@!7H-"2"2!@%5H"A%	 N o   s e   e n c o n t r    n i n g u n a   c l a v e   d e   a u t e n t i c a c i  n   a l   i n t e n t a r   c a m b i a r l a 	 A u c u n e   c l e f   d ' a u t h e n t i f i c a t i o n   n ' a    t    t r o u v  e   e n   e s s a y a n t   d ' o u v r i r   l e   W I M 	 B e i m    n d e r n   w u r d e   k e i n   A u t h e n t i f i z i e r u n g s s c h l  s s e l   g e f u n d e n 	 45=B.   :;NG  =5  1K;  =0945=  ?@8  ?>?KB:5  53>  70<5=K	 N e s s u n a   c h i a v e   d i   a u t e n t i c a z i o n e   t r o v a t a   q u a n d o   s i      t e n t a t o   d i   c a m b i a r l a 	 D'  JH,/  EA*'-    9F/  'D*:J1	 N  o   f o i   e n c o n t r a d a   n e n h u m a   c h a v e   d e   a u t e n t i c a   o   a o   t e n t a r   a l t e r  - l a 	 d o r u l a m a   y o k   t u _  d e n e   d e i _i k l i k 	 i   x  c   n h n   t h t   b i 	 K u n c i   a u t e n t i k   t a k   d i t e m u k a n   k e t i k a   m e r u b a h n y a 	 T i a d a   k e k u n c i   p e n g e s a h a n   d i t e m u i   s e m a s a   c u b a   m e n u k a r n y a 	 ,	&	2	(	G	  	@	  	K	6	?	6	  	0	$	G	  8	.	/	  *	M	0	.	>	#	?		0	#	  	A			@	  (	9	@		  .	?	2	@	d	  	 I n g e n   a u t o r i s a t i o n s   n  g l e   f u n d e t   v e d   f o r s  g   p    a t    n d r e   d e n . 	 P Yi   p o k u s u   o   z m n u   n e b y l   n a l e z e n   ~ d n    a u t e n t i z a 
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. 	 P o d c z a s   p r  b y   z m i a n y   k l u c z a   |a d e n   k l u c z   u w i e r z y t e l n i a j a c y   n i e   z o s t a B  z n a l e z i o n y . 	 N e m   l  t e z e t t   h i t e l e s  t  s i   k u l c s   a   m e g v  l t o z t a t  s i   k  s  r l e t   i d Qp o n t j  b a n 	 M u u t e t t a v a a   t o d e n n u s a v a i n t a   e i   l  y t y n y t . 	 I n g e n   a u t e n t i f i s e r i n g s n  k k e l   b l e   f u n n e t   n  r   d e t   b l e   f o r s  k t   e n d r e t . 	 P r i   p o k u s e   o   z m e n u   n e b o l   n  j d e n    ~i a d n y   a u t e n t i z a 
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	 E r   i s   g e e n   a u t e n t i c a t i e s l e u t e l   g e v o n d e n   b i j   e e n   p o g i n g   h e m   t e   v e r a n d e r e n 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s   v i d    n d r i n g s f  r s  k 	 N i j e   p r o n a e n   k l j u 
  z a   a u t e n t i f i k a c i j u   p r i   	 N u   s - a   g s i t   n i c i o   c h e i e   d e   a u t e n t i f i c a r e   c  n d   s - a    n c e r c a t   s c h i m b a r e a   a c e s t e i a 	 N o b e n   a v t e n t i 
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	 9>A  *0?,0M$M$(  0?,>A  G7M>  0?,>  8._0G  *M0>.>#??0#  @  .?3?2>  (>9?	 	 				  								  						  					  				  				  										  		  				  		' 		 	 	 	 	 	 	 	 N e n h u m a   c h a v e   d e   a u t e n t i c a   o   f o i   e n c o n t r a d a   a o   t e n t a r   a l t e r a r   i s t o 	 	 	 	 	 	 	 	 A l d a t z e n   s a i a t z e r a k o a n   e z   d a   e g i a z t a k e t a - g i l t z i k   a u r k i t u 	 W a l a n g   n a h a n a p   n g   k e y   s a   p a g p a p a t o t o o   n u n g   s i n u b u k a n g   b a g u h i n   i t o 	 N o n   s e   a t o p o u   c h a v e   d e   a u t e n t i c a c i  n   c a n d o   s e   i n t e n t o u   c a m b i a l a 	 O n w e g h i   i g o d o   n n a b a t a   a h r   m g b e   a n a - a c h   g b a n w e   y a 	 N  o r   a i m s  o d h   e o c h a i r   f  o r d h e i m h n i t h e   a g u s   i a r r a c h t      d h  a n a m h      a   a t h r  
 
 S E C _ S T R _ I D _ W A R N I N G _ M I S S I N G _ K E Y _ C H A N G E _ N O N R E P 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   n o n - r e p u d i a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   c h a n g e   i t . 	 N o   n o n - r e p u d i a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   c h a n g e   i t 	 f9eI1YWe	 f9e1Y%	 D!H8
A+I2!4@*'2!#14  AI@!7H-"2"2!@%5H"A%	 N o   s e   e n c o n t r    n i n g u n a   c l a v e   d e   n o   r e c h a z o   a l   i n t e n t a r   c a m b i a r l a 	 A u c u n e   c l e f   d ' a u t h e n t i f i c a t i o n   n ' a    t    t r o u v  e   e n   e s s a y a n t   d e   l a   c h a n g e r 	 B e i m    n d e r n   w u r d e   k e i n   N a c h w e i s b a r k e i t s s c h l  s s e l   g e f u n d e n 	 5>B@8F05<K9  :;NG  =5  1K;  =0945=  ?@8  ?>?KB:5  53>  70<5=K	 N e s s u n a   c h i a v e   d i   n o n - r i p u d i o   t r o v a t a   q u a n d o   s i      t e n t a t o   d i   c a m b i a r l a 	 D'  JH,/  EA*'-    9F/  'D*:J1	 N  o   f o i   e n c o n t r a d a   n e n h u m a   c h a v e   d e   n  o   r e p u d i a   o   a o   t e n t a r   a l t e r  - l a 	   t a n I m a s 1z   y o k   t u _  d e n e   d e i _i k l i k 	 i   x  c   n h n   t h t   b i 	 K u n c i   a u t e n t i k   t a k - t e r t o l a k   t a k   d i t e m u k a n   k e t i k a   m e r u b a h n y a 	 T i a d a   k e k u n c i   b u k a n   p e n o l a k a n   d i t e m u i   s e m a s a   c u b a   m e n u k a r n y a 	 ,	&	2	(	G	  	@	  	K	6	?	6	  	0	$	G	  8	.	/	  (	I	(	- 0	?	*	A	!	?		6	(	  ,		(	  (	9	@		  .	?	2	>	d	  	 I n g e n   i k k e - a f v i s n i n g s   n  g l e   f u n d e t   v e d   f o r s  g   p    a t    n d r e   d e n . 	 P Yi   p o k u s u   o   z m n u   n e b y l   n a l e z e n   ~ d n    n e p o p i r a t e l n    k l  
. 	 P o d c z a s   p r  b y   z m i a n y   k l u c z a   n i e   z n a l e z i o n o   |a d n e g o   n i e z a p r z e c z a l n e g o   k l u c z a . 	 N e m   l  t e z e t t   a z o n o s  t    k u l c s   a   m e g v  l t o z t a t  s i   k  s  r l e t   i d Qp o n t j  b a n 	 M u u t e t t a v a a   k i i s t  m  t t  m y y s a v a i n t a   e i   l  y t y n y t . 	 I n g e n   i k k e - b e n e k t i n g - t a s t   b l e   f u n n e t   v e d   f o r s  k   p    e n d r i n g . 	 P r i   p o k u s e   o   z m e n u   n e b o l   n  j d e n    ~i a d n y   n e p o p i e r a t e >n    k > 
	 E r   i s   g e e n   n i e t - a f w i j z e n d e   s l e u t e l   g e v o n d e n   b i j   e e n   p o g i n g   h e m   t e   v e r a n d e r e n 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s   v i d    n d r i n g s f  r s  k 	 N i j e   p r o n a e n   k l j u 
  z a   u z a j a m n u   p o t v r d u   p r i   	 N u   s - a   g s i t   n i c i o   c h e i e   d e   n o n - r e p u d i e r e   c  n d   s - a    n c e r c a t   s c h i m b a r e a   a c e s t e i a 	 N o b e n   n e - o d k l o n j e n   k l j u 
  n i   b i l   n a j d e n   p r i   p o s k u s u   z a m e n j a v e . 	                   . 	                   	 5  5  =0<5@5=  ?@87=0B  :;NG  ?@8  >?8B  40  A5  . . . 	 ,	&	2	5	?	#	M	/	>		>	  *	M	0	/	$	M	(	  	0	$	>	(	>	  (	I	(	- 0	G	*	M	/	A	!	>	/	6	(	  ,		#	  	"		 GF'E  *D'4  (1'  *:1  "F  D/  'F'1F'~01  'A*  F4/	 '3  (/DF    H44  1*  HB*  H&  :1  '3*1/'/    F  ED	                 . 	 								  				  				  			  		- 										  		  					  						 
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 S E C _ S T R _ I D _ W A R N I N G _ M I S S I N G _ K E Y _ C O N N E C T 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   a u t h e n t i c a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   c o n n e c t . 	 N o   a u t h e n t i c a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   c o n n e c t 	 !qlI b#}1YWe	 el bT:g1Y%	 D!H8
A4*9L1'#4  AI@!7H-"2"2!@
7H-!H-	 N o   s e   e n c o n t r    n i n g u n a   c l a v e   d e   a u t e n t i c a c i  n   a l   i n t e n t a r   c o n e c t a r 	 A u c u n e   c l e f   d ' a u t h e n t i f i c a t i o n   n ' a    t    t r o u v  e   e n   e s s a y a n t   d e   s e   c o n n e c t e r 	 B e i m   V e r b i n d e n   w u r d e   k e i n   A u t h e n t i f i z i e r u n g s s c h l  s s e l   g e f u n d e n 	 45=B.   :;NG  =5  1K;  =0945=  ?@8  ?>?KB:5  A>548=5=8O	 N e s s u n a   c h i a v e   d i   a u t e n t i c a z i o n e   q u a n d o   s i      t e n t a t a   l a   c o n n e s s i o n e 	 D'  JH,/  EA*'-    9F/  'D5D)	 N  o   f o i   e n c o n t r a d a   n e n h u m a   c h a v e   d e   a u t e n t i c a   o   a o   t e n t a r   l i g a r 	 d o r u l a m a   y o k   t u _  d e n e   B a l a n 	 K h  n g   t  m   t h y   m    x  c   n h n ,   l i  n   k t   t h t   b i . 	 K u n c i   a u t e n t i k   t a k   d i t e m u k a n   k e t i k a   k o n e k s i 	 T i a d a   k e k u n c i   p e n g e s a h a n   d i t e m u i   s e m a s a   c u b a   m e n y a m b u n g 	 8	.	M	*	0	M		  	@	  	K	6	?	6	  	0	$	G	  8	.	/	  *	M	0	.	>	#	?		0	#	  	A			@	  (	9	@		  .	?	2	@	d	  	 I n g e n   a u t o r i s a t i o n s   n  g l e   f u n d e t   v e d   f o r s  g   p    f o r b i n d . 	 P Yi   p o k u s u   o   s p o j e n    n e b y l   n a l e z e n   ~ d n    a u t e n t i z a 
n    k l  
. 	 P o d c z a s   p r  b y   p o Bc z e n i a   |a d e n   k l u c z   u w i e r z y t e l n i a j a c y i   n i e   z o s t a B  z n a l e z i o n y . 	 N e m   l  t e z e t t   h i t e l e s  t  s i   k u l c s   a   c s a t l a k o z  s i   k  s  r l e t   i d Qp o n t j  b a n 	 Y h t e y d e n   m u o d o s t u k s e s s a   k  y t e t t  v     t o d e n n u s a v a i n t a   e i   l  y t y n y t . 	 I n g e n   a u t e n t i f i k a s j o n s t a s t   b l e   f u n n e t   v e d   f o r s  k t   t i l k o p l i n g . 	 P r i   p o k u s e   o   p r i p o j e n i e   n e b o l   n  j d e n    ~i a d n y   a u t e n t i z a 
n    k > 
	 E r   i s   g e e n   a u t e n t i c a t i e s l e u t e l   g e v o n d e n   b i j   e e n   p o g i n g   v e r b i n d i n g   t e   m a k e n 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s   v i d   u p p k o p p l i n g s f  r s  k 	 N i j e   p r o n a e n   k l j u 
  z a   a u t e n t i f i k a c i j u   p r i   	 N u   s - a   g s i t   n i c i o   c h e i e   d e   a u t e n t i f i c a r e   c  n d   s - a    n c e r c a t   c o n e c t a r e a 	 N o b e n   a v t e n t i 
e n   k l j u 
  n i   b i l   n a j d e n   p r i   p o s k u s u   p o v e z a v e . 	               . 	               	 5  5  =0<5@5=  02B5=B8G5=  :;NG  ?@8  >?8B  40  A5. . . 	 ,	&	2	  5	?	#	M	/	>		>	  *	M	0	/	$	M	(	  	0	$	>	(	>	  *	M	0	.	>	#	?		  ,		#	  	"	3	2	@	  (	>		 GF'E  *D'4  (1'  '*5'D  D/  *#/  '9*('1  'A*  F4/	 '*5'D  1F    H44  1*  HB*  H&  *H+B    F  ED	                   	 							  				  				  			  											  		  					  						 *
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 S E C _ S T R _ I D _ W A R N I N G _ M I S S I N G _ K E Y _ D E L E T E _ C E R T 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   a u t h e n t i c a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   d e l e t e   a   c e r t i f i c a t e . 	 N o   a u t h e n t i c a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   d e l e t e   a   c e r t i f i c a t e 	 *RdI1YWe	  Rd1Y%	 D!H8
A4*9L1'#4  @!7H-0%C#1#-	 N o   s e   e n c o n t r    n i n g u n a   c l a v e   d e   a u t e n t i c a c i  n   a l   i n t e n t a r   e l i m i n a r   u n   c e r t i f i c a d o 	 A u c u n e   c l e f   d ' a u t h e n t i f i c a t i o n   n ' a    t    t r o u v  e   e n   e s s a y a n t   d e   s u p p r i m e r   u n   c e r t i f i c a t 	 B e i m   L  s c h e n   e i n e s   Z e r t i f i k a t s   w u r d e   k e i n   A u t h e n t i f i z i e r u n g s s c h l  s s e l   g e f u n d e n 	 45=B.   :;NG  =5  1K;  =0945=  ?@8  ?>?KB:5  C40;5=8O  A5@B8D8:0B0	 N e s s u n a   c h i a v e   d i   a u t e n t i c a z i o n e   t r o v a t a   q u a n d o   s i      t e n t a t o   d i   c a n c e l l a r e   u n   c e r t i f i c a t o 	 D'  JH,/  EA*'-    9F/  E3-  'D4G'/)	 N  o   f o i   e n c o n t r a d a   n e n h u m a   c h a v e   d e   a u t e n t i c a   o   a o   t e n t a r   e l i m i n a r   u m   c e r t i f i c a d o 	 d o r u l a m a   y o k   t u _  d e n e   S i l   b e l g e 	 X  a   x  c   n h n   t h t   b i 	 K u n c i   a u t e n t i k   t a k   d i t e m u k a n   k e t i k a   m e n g h a p u s   s e r t i f i k a t 	 T i a d a   k e k u n c i   p e n g e s a h a n   d i t e m u i   s e m a s a   c u b a   m e m a d a m   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  9		>	(	G	  	@	  	K	6	?	6	  	0	$	G	  8	.	/	  *	M	0	.	>	#	@		0	#	  	A			@	  (	9	@		  .	?	2	@	d	  	 I n g e n   a u t o r i s a t i o n s   n  g l e   f u n d e t   v e d   f o r s  g   p    a t   s l e t t e   c e r t i f i k a t . 	 P Yi   p o k u s u   o   s m a z  n    c e r t i f i k  t u   n e b y l   n a l e z e n   ~ d n    a u t e n t i z a 
n    k l  
. 	 P o d c z a s   p r  b y   u s u n i e c i a   c e r t y f i k a t u   |a d e n   k l u c z   u w i e r z y t e l n i a j a c y   n i e   z o s t a B  z n a l e z i o n y . 	 N e m   l  t e z e t t   h i t e l e s  t  s i   k u l c s   a   t a n  s  t v  n y t  r l  s i   k  s  r l e t   i d Qp o n t j  b a n 	 V a r m e n t e e n   p o i s t o s s a   k  y t e t t  v     t o d e n n u s a v a i n t a   e i   l  y t y n y t . 	 I n g e n   a u t e n t i f i k a s j o n s t a s t   b l e   f u n n e t   v e d   f o r s  k   p       s l e t t e   s e r t i f i k a t . 	 P r i   p o k u s e   o   z m a z a n i e   c e r t i f i k  t u   n e b o l   n  j d e n    ~i a d n y   a u t e n t i z a 
n    k > 
	 E r   i s   g e e n   a u t e n t i c a t i e s l e u t e l   g e v o n d e n   b i j   e e n   p o g i n g   e e n   c e r t i f i c a a t   t e   v e r w i j d e r e n 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s   n  r   c e r t i f i k a t e t   r a d e r a d e s 	 N i j e   p r o n a e n   k l j u 
  z a   a u t e n t i f i k a c i j u   p r i   p o k u aa j u 	 N u   s - a   g s i t   n i c i o   c h e i e   d e   a u t e n t i f i c a r e   c  n d   s - a    n c e r c a t   _t e r g e r e a   u n u i   c e r t i f i c a t 	 N o b e n   a v t e n t i 
e n   k l j u 
  n i   b i l   n a j d e n   p r i   p o s k u s u   b r i s a n j a   c e r t i f i k a t a . 	                   . 	                 	 5  5  =0<5@5=  02B5=B8G5=  :;NG  ?@8  >?8B  40  A5. . . 	 *	M	0	.	>	#	*	$	M	0	  *	A	8	B	(	  	>		>	  	0	#	M	/	>	8	>	 	@	  *	M	0	.	>	#	?		  ,		#	  	"	3		 GF'E  *D'4  (1'  -0A  H'GF'EG  D/  *#/  '9*('1  'A*  F4/	 31yAy  H  Dy  1F    H44  1*  HB*  H&  *H+B    F  ED	                     . 	 											  					  				  				  			  											  		  					  						 *
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A4*9L1'#4  @!7H-016C#1#-	 N o   s e   e n c o n t r    n i n g u n a   c l a v e   d e   a u t e n t i c a c i  n   a l   i n t e n t a r   g u a r d a r   u n   c e r t i f i c a d o 	 A u c u n e   c l e f   d ' a u t h e n t i f i c a t i o n   n ' a    t    t r o u v  e   e n   e s s a y a n t   d ' e n r e g i s t r e r   u n   c e r t i f i c a t 	 B e i m   S p e i c h e r n   e i n e s   Z e r t i f i k a t s   w u r d e   k e i n   A u t h e n t i f i z i e r u n g s s c h l  s s e l   g e f u n d e n 	 45=B.   :;NG  =5  1K;  =0945=  ?@8  ?>?KB:5  A>E@0=5=8O  A5@B8D8:0B0	 N e s s u n a   c h i a v e   d i   a u t e n t i c a z i o n e   t r o v a t a   q u a n d o   s i      t e n t a t o   d i   s a l v a r e   i l   c e r t i f i c a t o 	 DE  JH,/  EA*'-  *-BB  9F/  E-'HD)  -A8  4G'/)	 N e n h u m a   c h a v e   d e   a u t e n t i c a   o   f o i   e n c o n t r a d a   a o   t e n t a r   g u a r d a r   u m   c e r t i f i c a d o 	 S e r t i f i k a   k a y d e d i l i r k e n   d o r u l a m a   a n a h t a r 1  b u l u n a m a d 1	 K h  n g   t  m   t h y   p h  m   x  c   n h n   k h i   c   l u   g i y   p h  p 	 K u n c i   a u t e n t i k   t a k   d i t e m u k a n   k e t i k a   m e n y i m p a n   s e r t i f i k a t 	 T i a d a   k u n c i   p e n g e s a h a n   d i t e m u i   s e m a s a   c u b a   m e n y i m p a n   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  8	M		K	0	  	0	(	G	  	@	  	K	6	?	6	  	0	$	G	  8	.	/	  *	M	0	.	>	#	@		0	#	  	A			@	  (	9	@		  .	?	2	@	d	  	 I n g e n   a u t o r i s a t i o n s   n  g l e   f u n d e t   v e d   f o r s  g   p    a t   g e m m e   c e r t i f i k a t . 	 P Yi   p o k u s u   o   u l o ~e n    c e r t i f i k  t u   n e b y l   n a l e z e n   ~ d n    a u t e n t i z a 
n    k l  
. 	 P o d c z a s   p r  b y   z a p i s u   c e r t y f i k a t u   |a d e n   k l u c z   u w i e r z y t e n i a j a c y   n i e   z o s t a B  z n a l e z i o n y . 	 N e m   v o l t   h i t e l e s  t  s i   k u l c s   e g y   t a n  s  t v  n y   t  r o l  s  r a   t e t t   k  s  r l e t   k  z b e n 	 V a r m e n t e e n   t a l l e n n u k s e s s a   k  y t e t t  v     t o d e n n u s a v a i n t a   e i   l  y t y n y t . 	 I n g e n   a u t e n t i f i k a s j o n s t a s t   b l e   f u n n e t   v e d   f o r s  k   p       l a g r e   s e r t i f i k a t . 	 P r i   p o k u s e   o   u l o ~e n i e   c e r t i f i k  t u   n e b o l   n  j d e n    ~i a d n y   a u t e n t i z a 
n    k > 
	 E r   i s   g e e n   a u t e n t i c a t i e s l e u t e l   g e v o n d e n   b i j   e e n   p o g i n g   e e n   c e r t i f i c a a t   o p   t e   s l a a n 	 I n g e n   v e r i f i e r i n g s n y c k e l   h i t t a d e s   n  r   c e r t i f i k a t e t   s p a r a d e s 	 N i j e   p r o n a e n   k l j u 
  z a   a u t e n t i f i k a c i j u   p r i   p o k u aa j u 	 N u   s - a   g s i t   n i c i o   c h e i e   d e   a u t e n t i f i c a r e   c  n d   s - a    n c e r c a t   m e m o r a r e a   u n u i   c e r t i f i c a t 	 N o b e n   a v t e n t i 
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 S E C _ S T R _ I D _ W A R N I N G _ M I S S I N G _ N R _ K E Y _ S I G N _ T E X T 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 N o   n o n - r e p u d i a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   s i g n   a   t e x t . 	 N o   n o n - r e p u d i a t i o n   k e y   w a s   f o u n d   w h e n   t r y i n g   t o   s i g n   a   t e x t 	 }x1YWe	 x1Y%	 D!H8
A+I2!4@*'2!#14  @!7H-0%2!I-'2!	 N o   s e   e n c o n t r    n i n g u n a   c l a v e   d e   n o   r e c h a z o   a l   i n t e n t a r   f i r m a r   u n   t e x t o 	 A u c u n e   c l e f   d e   n o n - r  p u d i a t i o n   n ' a    t    t r o u v  e   e n   e s s a y a n t   d e   s i g n e r   u n   t e x t e 	 B e i m   S i g n i e r e n   e i n e s   T e x t e s   w u r d e   k e i n   N a c h w e i s b a r k e i t s s c h l  s s e l   g e f u n d e n 	 5>B@8F05<K9  :;NG  =5  1K;  =0945=  ?@8  ?>?KB:5  ?>4?8A8  B5:AB0	 N e s s u n a   c h i a v e   d i   n o n - r i p u d i o   t r o v a t a   q u a n d o   q u a n d o   s i      t e n t a t o   d i   a p p o r r e   l a   f i r m a   a d   u n   m e s s a g i o   	 D'  JH,/  EA*'-  9F/  *HBJ9  'DF5	 N  o   f o i   e n c o n t r a d a   n e n h u m a   c h a v e   d e   n  o   r e p u d i a   o   a o   t e n t a r   a s s i n a r   u m   t e x t o 	   t a n I m a s 1z   y o k   y o k   t u _  d e n e   e k l e   g i r 	 M    h  a   t h t   b i 	 K u n c i   a u t e n t i k   t a k - t e r t o l a k   t a k   d i t e m u k a n   k e t i k a   m e n a n d a i   t e k s 	 T i a d a   k e k u n c i   b u k a n   p e n o l a k a n   d i t e m u i   s e m a s a   c u b a   m e n a n d a t a n g a n i   t e k s 	 	2	G		  8	>		(	  	0	(	G	  	@	  	K	6	?	6	  	0	$	G	  8	.	/	  (	I	(	- 0	?	*	A	!	?		6	(	  	A			@	  (	9	@		  .	?	2	@	d		 I n g e n   i k k e - a f v i s n i n g s   n  g l e   f u n d e t   v e d   f o r s  g   p    a t   u n d e r s k r i v e   t e k s t . 	 P Yi   p o k u s u   o   p o d e p s  n    t e x t u   n e b y l   n a l e z e n   ~ d n    n e p o p i r a t e l n    k l  
. 	 P o d c z a s   p r  b y   p o d p i s a n i a   t e k s t u   n i e   z n a l e z i o n o   |a d n e g o   n i e z a p r z e c z a l n e g o   k l u c z a . 	 N e m   l  t e z e t t   a z o n o s  t    k u l c s   a z   a l   r  s i   k  s  r l e t   i d Qp o n t j  b a n 	 T e k s t i n   a l l e k i r j o i t u k s e s s a   k  y t e t t  v     k i i s t  m  t t  m y y s a v a i n t a   e i   l  y t y n y t . 	 I n g e n   i k k e - b e n e k t i n g - t a s t   b l e   f u n n e t   v e d   f o r s  k   p       s k r i v e   e n   t e k s t . 	 P r i   p o k u s e   o   p o d p  s a n i e   n e b o l   n  j d e n    ~i a d n y   n e p o p i e r a t e >n    k > 
. 	 E r   i s   g e e n   n i e t - a f w i j z e n d e   s l e u t e l   g e v o n d e n   b i j   e e n   p o g i n g   e e n   t e k s t   t e   o n d e r t e k e n e n 	 I n g e n   n o n - r e p u d i a t i o n   s i g n e r i n g s n y c k e l   h i t t a d e s   v i d   t e x t s i g n e r i n g 	 N i j e   p r o n a e n   k l j u 
  z a   u z a j a m n u   p o t v r d u   p r i   p o k u aa j u 	 N u   s - a   g s i t   n i c i o   c h e i e   d e   n o n - r e p u d i e r e   c  n d   s - a    n c e r c a t   s e m n a r e a   u n u i   t e x t 	 N o b e n   n e - o d k l o n j e n   k l j u 
  n i   b i l   n a j d e n   p r i   p o s k u s u   p o d p i s a   b e s e d i l a . 	                   . 	                     	 5  5  =0<5@5=  ?@87=0B  :;NG  ?@8  >?8B  40  A5  . . . 	 	G		M	8	M		  8	>		(	  	0	$	>	(	>	  (	I	(	- 0	G	*	M	/	A	!	>	/	6	(	  ,		#	  	"	3	2	@	  (	>	9		 GF'E  *D'4  (1'  'E6'  E*F  D/  'F'1F'~01  'A*  F4/	 y3y  ~1  /3*.7  1F    H44  1*  HB*  H&  :1  '3*1/'/    F  ED	                     . 	 						  						  				  				  			  		- 										  		  					  						 
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	    ,     : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n v o e r f o u t ,   p r o b e e r   w e e r : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 I n p u t   e r r o r ,   t r y   a g a i n : 	 	 	 	 					  						,   				  						  			: 	 	 	 	 	 	 	 	 E r r o   a o   i n s e r i r ,   t e n t e   n o v a m e n t e : 	 	 	 	 	 	 	 	 	 	 	 	 
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 S E C _ S T R _ I D _ W R O N G _ O L D _ P I N 	 U n d e f i n e d 	 U N L I M 	 T h e   w r o n g   o l d   P I N   w a s   e n t e r e d   a n d   a s k   f o r   u s e r   i n p u t   a g a i n   ( f o l l o w e d   b y   r u n t i m e   t e x t ) 	 T h e   w r o n g   o l d   P I N   w a s   e n t e r e d .   E n t e r   a   P I N   f o r   t h e 	 
P I N x/	 eP I N x	 I-4@4!4  I-4*3+#1	 S e   i n t r o d u j o   e l   P I N   a n t i g u o   i n c o r r e c t o .   I n t r o d u z c a   u n   P I N   p a r a   e l 	 L ' a n c i e n   c o d e   P I N   e n t r    e s t   m a u v a i s .   E n t r e z   l e   P I N   p o u r   l e 	 D i e   f a l s c h e   a l t e   P I N   w u r d e   e i n g e g e b e n .   E i n g a b e   e i n e r   P I N   f  r 	 K;  22545=  =525@=K9  AB0@K9  P I N - :>4.   2548B5  P I N - :>4  4;O  	 E '   s t a t o   i n s e r i t o   u n   v e c c h i o   P I N   e r r a t o .   D i g i t a r e   u n   P I N   p e r 	 .7#  AJ  '/.'D  P I N   'DB/JE	 F o i   i n t r o d u z i d o   o   c  d i g o   P I N   a n t i g o .   I n t r o d u z a   u m   c  d i g o   P I N   p a r a 	 Y a n l 1_  e s k i   P I N   g i r i l d i .   L  t f e n   y e n i   P I N   g i r i n 	 X  c   n h n   m    P I N   c i  t h t   b i 	 P I N   l a m a   s a l a h ,   m a s u k a n   P I N   u n t u k 	 P I N   l a m a   y a n g   s a l a h   t e l a h   d i m a s u k k a n .   M a s u k k a n   P I N   b a g i 	 *	A	0	>	(	>	  	2	$	  *	?	(	  !	>	2	>	  	/	>	d	  . . . 9	G	$	A	  *	?	(	  !	>	2	G			 D e n   g a m l e ,   f o r k e r t e   P I N   b l e v   t a s t e t .   T a s t   P I N   t i l 	 V l o ~i l i   j s t e   ap a t n    s t a r    P I N .   V l o ~t e   P I N   p r o 	 W p r o w a d z o n o   n i e p r a w i d Bo w y   k o d   P I N   .   W p r o w a d z  k o d   P I N   d l a 	 H i b  s   r  g i   P I N - t   a d o t t   m e g .   A d j a   m e g   a   P I N - t   a   k  v e t k e z Q  s z  m  r a : 	 A n n e t t u   v a n h a   P I N - k o o d i   o n   v i r h e e l l i n e n .   A n n a   P I N - k o o d i : 	 G a l   g a m m e l   P I N   b l e   t a s t e t   i n n .   T a s t   i n n   e n   P I N   f o r 	 B o l   v l o ~e n    c h y b n    s t a r    P I N .   V l o ~t e   P I N   p r e 	 D e   v e r k e e r d e   o u d e   P I N   w e r d   o p g e g e v e n .   G e e f   e e n   P I N   v o o r   d e 	 F e l   P I N - k o d .   M a t a   i n   P I N - k o d   f  r 	 U p i s a n   j e   p o g r e aa n   s t a r i   P I N .   U n e s i t e   P I N   z a 	 A ci   i n t r o d u s   v e c h i u l   c o d   P I N .   I n t r o d u c e ci   u n   c o d   P I N   p e n t r u 	 N a p a 
e n   s t a r   P I N   j e   b i l   v n e s e n .   V n e s i   P I N   z a 	       P I N .         P I N     	   -   P I N     .     P I N   	 J2545=  5  3@5H5=  AB0@   I N .   J2548  P I N   70. . . 	 	A		@		>	  	A	(	>	  *	?	(	  			0	  	>	2	>	  /	>	$		0	?	$	>	  *	?	(	  			0	  	0	>		 P I N   B/E  '4*('G  H'1/  4/.     P I N   H'1/  F/  (1'	 :D7  ~1'F'  ~F  /'.D  '  '*'    D  ~F  /'.D  ,&	         .   -         	 			  						  			  						  						,   				  			  								  					 *
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 S E C _ S T R _ I D _ W R O N G _ P I N 	 U n d e f i n e d 	 U N L I M 	 C o u l d   n o t   v e r i f y   t h e   i n p u t   a n d   a s k   f o r   u s e r   i n p u t   a g a i n   ( f o l l o w e d   b y   r u n t i m e   t e x t ) 	 C o u l d   n o t   v e r i f y   t h e   i n p u t .   E n t e r 	 P I N xI1YWe	 P I N x1Y%	 D!H*2!2##'*--48  I-C+!H	 N o   s e   p u d o   v e r i f i c a r   l a   e n t r a d a .   I n t r o d u c i r 	 N ' a   p a s   p u   v  r i f i e r   l ' e n t r  e .   E n t r e z 	 E i n g a b e   k o n n t e   n i c h t   v e r i f i z i e r t   w e r d e n .   E i n g a b e 	 5  C40;>AL  ?@>25@8BL  40==K5.   2548B5	 I m p o s s i b i l e   v e r i f i c a r e   l ' i m m i s s i o n e .   D i g i t a r e 	 D'  JECF  *-BJB  EF  'D%/.'D	 N  o   f o i   p o s s  v e l   v e r i f i c a r   a   e n t r a d a .   C o n f i r m a r 	 G i r i _  d o r u l a n a m a d 1.   G i r i n i z 	 X  c   n h n   m    P I N   t h t   b i 	 M a s u k a n   t a k   d i k e n a l .   M a s u k a n 	 T i d a k   b o l e h   m e n e n t u s a h k a n   i n p u t .   M a s u k k a n 	 *	M	0	5	?	7	M		?	  *	M	0	.	>	#	?	$	  (	9	@		  	0	  *	>		d	  *	M	0	5	?	7	M		  	0	G			 K u n n e   i k k e   v e r i f i c e r e   i n p u t .   T a s t 	 N e n    m o ~n    o v Yi t   z a d  n  .   V l o ~t e 	 N i e   m o |n a   s p r a w d z i   w e j [c i a .   W p r o w a d z	 A   b e v i t e l   e l l e n Qr z  s e   s i k e r t e l e n .   A d j a   m e g 	 P a l a u t e t t a   e i   v o i t u   v a r m e n t a a .   J a t k a 	 K u n n e   i k k e   v e r i f i s e r e   i n n f  r i n g .   T a s t   i n n 	 V s t u p   n i e   j e   m o ~n    o v e r i e.   Z a d a j t e : 	 K a n   d e   i n v o e r   n i e t   c o n t r o l e r e n .   G e e f 	 D e t   g i c k   i n t e   a t t   v e r i f i e r a   u p p g i f t e n .   A n g e   n y   u p p g i f t 	 N i e j   m o g u e   o v j e r i t i   u n o s .   U n e s i t e 	 I n t r a r e a   n u   a   p u t u t   f i   v e r i f i c a t .   I n t r o d u c e ci 	 N e   m o r e   p o t r d i t i   v n o s a .   V n e s i 	           .     	           .   	 C o u l d   n o t   v e r i f y   t h e   i n p u t .   E n t e r 	 	(	*	A		  5	M	9	G	0	?	+	>	/	  (	>	9	@	.   			0		 H1H/  B'(D  *#/  F3*.   H'1/  F/	 'F  ~y    *5/B  F    ,'3    /'.D  ,&	     .     . 	 					  						  					  			  		,   								  					 
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N	 5H@GI-!9%2'#D!H-	 N o   h a y   a l m a c e n a m i e n t o   p e r s i s t e n t e   s u f i c i e n t e 	 P a s   a s s e z   d e   s t o c k a g e   p e r s i s t a n t 	 U n t e r b r e c h u n g s f r e i e r   S p e i c h e r   r e i c h t   n i c h t 	 54>AB0B>G=>  ?>AB>O==>9  ?0<OB8	 M e m o r i a   p e r s i s t e n t e   n o n   s u f f i c i e n t e 	 'D0'C1)  :J1  C'AJ)	 N  o   e x i s t e   s u f i c i e n t e   m e m  r i a   p e r s i s t e n t e 	 Y e t e r s i z   b e l l e k   b e l l e k l i   	 B   n h   y 	 P e n y i m p a n a n   t i d a k   c u k u p 	 P e n y i m p a n a n   b e r t e r u s a n   t i d a k   m e n c u k u p i 	 *	0	8	?	8	M		G			  8	M		K	0	G		  *	0	M	/	>	*	M	$	  (	9	@			 I k k e   n o k   v e d v a r e n d e   l a g e r . 	 N e d o s t a t e k   t r v a l    k a p a c i t y . 	 N i e   m o |n a   o d t w o r z y   S M I L 	 N i n c s   e l e g e n d Q   l l a n d    t  r h e l y 	 E i   t a r p e e k s i   y h t e n  i s t    s  i l y t y s t i l a a 	 I k k e   n o k   s a m m e n h e n g e n d e   m i n n e . 	 N e d o s t a t o k   t r v a l e j   p a m  t i 	 N i e t   g e n o e g   p e r m a n e n t e   o p s l a g 	 O t i l l r  c k l i g t   l a g r i n g s u t r y m m e 	 N e m a   d o v o l j n o   t r a j n e   m e m o r i j e . 	 M e m o r i a   p e r s i s t e n t   e s t e   i n s u f i c i e n t 	 N i   d o v o l j   o b s t o j e 
e g a   s k l a d i a
a 	         	         	 N o t   e n o u g h   p e r s i s t e n t   s t o r a g e . 	 *	0	8	?	8	M		G			  8	M		K	0	G		  *	A	0	G	8	G	  (	>	9	@		 E-D  0.1G  (  HBAG  'A  F3*	 'A  ~'&/'1  '3yH1,  F	       . 	 								  							  				 
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 S M A _ S T R _ I D _ E R R _ W R I T I N G _ F I L E 	 U n d e f i n e d 	 P O P U P 	 E r r o r   w r i t i n g   f i l e . 	 E r r o r   w r i t i n g   f i l e 	 !ql[eQjHh	 elQeQeN	 !5I-4%2C2#@5"D%L	 E r r o r   a l   e s c r i b i r   e l   a r c h i v o 	 E r r e u r   l o r s   d e   l '  c r i t u r e   d u   f i c h i e r 	 F e h l e r   b e i m   S c h r e i b e n   v o n   D a t e i 	 H81:0  ?@8  70?8A8  D09;0	 E r r o r e   s c r i t t u r a   f i l e 	 .7#  AJ  C*'()  'DEDA	 E r r o   a o   e s c r e v e r   n o   f i c h e i r o 	 H a t a s 1  d o s y a   y a z : 	 V i t   v  o   t p   t h t   b i 	 S a l a h   m e n u l i s   b e r k a s 	 R a l a t   m e n u l i s   f a i l 	 +	>		2	  2	?		(	G	  .	G		  $	M	0	A		?		 F e j l   v e d   s k r i v n i n g   a f   f i l . 	 C h y b a   p Yi   z  p i s u   s o u b o r u . 	 N i e d o s t a t e c z n i e   t r w a Ba   p a m i 	 F  j l  r  s i   h i b a 	 V i r h e   a r k i s t o a   k i r j o i t e t t a e s s a 	 F e i l   v e d   s k r i v i n g   a v   f i l . 	 C h y b a   p r i   z  p i s e   s  b o r u . 	 F o u t   b i j   h e t   s c h r i j v e n   v a n   b e s t a n d 	 D e t   g i c k   i n t e   a t t   s p a r a   f i l e n . 	 G r e ak a   p r i   u p i s u   d a t o t e k e . 	 E r o a r e   l a   s c r i e r e a   f i _i e r u l u i 	 N a p a k a   v   p i s a n j u   d a t o t e k e . 	         	     	 E r r o r   w r i t i n g   f i l e . 	 +	>		2	  0	>			  	0	#	M	/	>	$	  $	M	0	A		@		 .7'  FH4*F  A'D	 A'&D  DF  E  :D7	     . 	 				    					  							 
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 
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	 $0A5>$  8M2H!M	 0ABC?=89  A;094	 




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	   	 I s i l a y d i   e s i l a n d e l a y o 	 I s l a y i d i   e s i l a n d e l a y o 	 S l a i d i   i f u a t a y o 	 V o l g e n d e   s k y f i e 	 K i t a   s k a i d r 	 N k o aa i s   s l a i d s 	 J  r g m i n e   s l a i d 	 @a{xd  }laudh	   	 D i a p o z i t i v u l   u r m t o r 	 

A
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M
$
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M
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!
M
	 *0,0M$M$@  8M2>!	 	 							  							 	 	 	 	 	 	 	 P r  x i m o   s l i d e 
 
 S M A _ S T R _ I D _ M E N U _ P L A Y 	 U n d e f i n e d 	 I C O N T E X T 	 P l a y 	 P l a y 	 d>e	 d>e	 @%H	 R e p r o d u c i r 	 L i r e 	 W i e d e r g a b e 	 >A?@. 	 R i p r o d u c i 	 *4:JD	 R e p r o d u z i r 	 O k u m a 	 P h  t 	 M a i n 	 M a i n 	 	2	>				 A f s p i l 	 P Ye h r  t 	 N a s t p n y   s l a j d 	 L e j  t s z  s 	 N  y t a   t i e d o t 	 S p i l l 	 P r e h r a e	 A f s p e l e n 	 S p e l a   u p p 	 R e p r o d u k c i j a 	 R e d a r e 	 P r e d v a j a j 	 	 	 P l a y 	 	>	2	B	  	 ~.4	 ~D  ,&	 	 						 
G
!
#
>
	 *M2G	 V4B2>@8B8	 




	 	 D l a l a 	 K h a l i s a 	 C h e z a 	 S p e e l 	 L e i s t i 	 S p l t 	 E s i t a 	 F~acaoel	     	 R e d a r e 	 *
M
2
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	 ,>(M$A	 	 				  				 	 	 	 	 	 	 	 R e p r o d u z i r 
 
 S M A _ S T R _ I D _ M E N U _ P R E V I O U S 	 U n d e f i n e d 	 I C O N T E X T 	 P r e v i o u s   p a g e 	 P r e v i o u s   s l i d e 	 MR N	 MR Nu	 *D%LH-+I2	 D i a p o s i t i v a   a n t e r i o r 	 D i a p o s i t i v e   p r  c  d e n t e 	 V o r h e r i g e s   D i a 	 @54K4CI89  A;094  	 D i a p o s i t i v a   p r e c e d e n t e 	 'D5A-)  'D3'(B)	 D i a p o s i t i v o   a n t e r i o r 	  n c e k i n e   S l a y d a 	 T r a n g   t r c 	 l a y a r   s e b e l u m 	 S l a i d   s e b e l u m n y a 	 *	?		2	@	  8	M	2	>		!		 F o r r i g e   S l i d e 	 P Ye d c h o z    s n  m e k 	 O d t w  r z 	 E l Qz Q  d i a 	 E d e l l i n e n   d i a k u v a 	 F o r r i g e   b i l d e 	 P r e d c h  d z a j  c a   s n  m k a 	 V o r i g e   d i a 	 F  r e g  e n d e   b i l d 	 P r e t h o d n i   s l a j d 	 D i a p o z i t i v u l   p r e c e d e n t 	 P r e j an j i   D i a p o z i t i v 	   	   	 P r e v i o u s   S l i d e 	 *	B	0	M	5	  8	M	2	>		!		 '3D'/  B(D	 3'(B  3D'&	     	 										  							 *
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
!
	 $  8M2H!M	 >?5@54=V9  A;094	 







  





	   	 I s i l a y d i   e s i d l u l e 	 I s l a y i d i   s a n g a p h a m b i l i 	 S l a i d i   i l i o p i t a 	 V o r i g e   s k y f i e 	 A n k s t e s n   s k a i d r 	 I e p r i e k aj a i s   s l a i d s 	 E e l m i n e   s l a i d 	 Famxd  }laudh	   	 D i a p o z i t i v u l   a n t e r i o r 	 .
A
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M

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	 *B0M,,0M$M$@  8M2>!	 	 										  							 	 	 	 	 	 	 	 S l i d e   a n t e r i o r 
 
 S M A _ S T R _ I D _ M E N U _ S A V E _ A U D I O 	 U n d e f i n e d 	 I C O N T E X T 	 S a v i n g   a u d i o   f i l e   i n   M M S 	 S a v e   s o u n d 	 2QX[r	 OX[X	 1@G@*5"	 G u a r d a r   a u d i o 	 E n r e g i s t r e r   l ' a u d i o 	 A u d i o   s p e i c h e r n 	 !>E@0=.   0C48>	 S a l v a   a u d i o 	 -A8  'D5H*	 G u a r d a r    u d i o 	 K a y d e t   a u d i o 	 L u    m   t h a n h 	 S i m p a n   S u a r a 	 S i m p a n   a u d i o 	 	!	?	/	K	  8	G	5	  	0	G			 G e m   l y d 	 U l o ~i t   z v u k 	 P r z e w i D	 H a n g   m e n t  s e 	 T a l l e n n a     n i 	 L a g r e   a u d i o 	 U l o ~i e  a u d i o 	 A u d i o   o p s l a a n 	 S p a r a   l j u d f i l 	 S p r e m i   a u d i o 	 S a l v a r e   a u d i o 	 S h r a n i   a v d i o 	   	   	 S a v e   a u d i o 	 8	G	5	M	9	  	!	?	/	K		 0.1G  5/'	 'SH  E-AH8  ,&	   	 				  				  					 
!
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>
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	 !?/K  8G5M  G/A.A	 15@53B8  0C4V>	 






  




	   	 S a v e   a u d i o 	 S a v e   a u d i o 	 S a v e   a u d i o 	 B e r g   o u d i o 	 S a v e   a u d i o 	 S a v e   a u d i o 	 S a v e   a u d i o 	 S a v e   a u d i o 	 S a v e   a u d i o 	 S a v e   a u d i o 	 6
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	 'M5(?  8M_  0(M$A	 	 					  							  				 	 	 	 	 	 	 	 S a l v a r   s o m 
 
 S M A _ S T R _ I D _ M E N U _ S A V E _ I M A G E 	 U n d e f i n e d 	 I C O N T E X T 	 S a v i n g   p h o t o   f i l e   i n   M M S 	 S a v e   p i c t u r e 	 2QX[WGr	 OX[VGr	 1@G 2	 G u a r d a r   i m a g e n 	 E n r e g i s t r e r   l ' i m a g e 	 B i l d   s p e i c h e r n 	 !>E@0=8BL  87>1@065=85	 S a l v a   i m m a g i n e 	 -A8  'D5H1)	 G u a r d a r   i m a g e m 	 K a y d e t   g  r  n t  	 L u   n h 	 S i m p a n   g a m b a r 	 S i m p a n   i m e j 	 	?	$	M	0	  8	G	5	  	0	G			 G e m   b i l l e d e 	 U l o ~i t   o b r a z 	 Z a p i s z   a u d i o   j a k o 	 K  p   m e n t  s e 	 T a l l e n n a   k u v a 	 L a g r e   b i l d e 	 U l o ~i e  o b r a z 	 F o t o   o p s l a a n 	 S p a r a   b i l d 	 S p r e m i t i   s l i k u   ? 	 S a l v a r e   i m a g i n e 	 S h r a n i   s l i k o 	   	   	 S a v e   i m a g e 	 8	G	5	M	9	  	.	G			 0.1G  *5H1	 'E,  E-AH8  ,&	   	 			  				  					 *
M
0
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
>

	 .GM  8G5M  G/A.A	 15@53B8  7>1@065==O	 





  




	   	 S a v e   i m a g e 	 S a v e   i m a g e 	 S a v e   i m a g e 	 B e r g   f o t o 	 S a v e   i m a g e 	 S a v e   i m a g e 	 S a v e   i m a g e 	 S a v e   i m a g e 	 S a v e   i m a g e 	 S a v e   i m a g e 	 
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	 ,?  8M_  0(M$A	 	 					  							  				 	 	 	 	 	 	 	 S a l v a r   i m a g e m 
 
 S M A _ S T R _ I D _ O K 	 U n d e f i n e d 	 L S K 	 O k 	 O K 	 x[	 nx[	 %	 A c e p t a r 	 O K 	 O K 	 	 O K 	 EH'AB	 O K 	 T A M A M 	 n g    	 O k 	 O K 	  	@			 O k 	 O k 	 S t o p 	 O k 	 O K 	 O k 	 O K 	 O K 	 O k 	 U   r e d u 	 O K 	 O k 	 	 O K 	 O k 	  	@		  	9	G		 *#/	 'H	 	 				  
@

	 G	 0@074	 




	 	 O K 	 K U L U N G I L E 	 S a w a 	 O K 	 G e r a i 	 O K 	 O K 	 O K 	 O K 	 O K 	 6
0
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	  ?M	 	 				 	 	 	 	 	 	 	 O K 
 
 S M A _ S T R _ I D _ S L I D E _ A C T I O N _ E X I T 	 U n d e f i n e d 	 R S K 	 E x i t 	 E x i t 	  Q	  Q	 --	 S a l i r 	 S o r t i r 	 B e e n d e n 	 KE>4  	 E s c i 	 .1H,	 S a i r   	  1k 1_	 T h o  t   	 K e l u a r 	 K e l u a r 	 (	?	0	M		.		 L u k 	 O d e j  t 	 P o w t  r z 	 K i l  p  s 	 P o i s t u 	 A v s l u t t 	 O d  s e	 A f s l u i t e n 	 A v s l u t a 	 I z l a z 	 I e _i r e 	 I z h o d 	 ] 	 	 E x i t 	 ,	>	9	G	0	  /	>		 .1H,	 ('1	 	 									 ,
>
9
0
	 M?M	 89B8	 



  


	 	 P h u m a 	 P h u m a 	 T o k a 	 G a a n   u i t 	 I ae i t i 	 I z i e t 	 V  l j u 	 4x}  cal	 	 I e _i r e 	 *
A
1
$
M
$
A
  


M

B
	 *0?$M_>  0(M$A	 	 									 	 	 	 	 	 	 	 S a i r 
 
 S M A _ S T R _ I D _ S L I D E _ A C T I O N _ P L A Y 	 U n d e f i n e d 	 L S K ,   I C O N T E X T 	 P l a y 	 P l a y 	 d>e	 d>e	 @%H	 R e p r o d u c i r 	 L i r e 	 W i e d e r g a b e 	 >A?@. 	 R i p r o d u c i 	 *4:JD	 R e p r o d u z i r 	 o k u m a 	 P h  t 	 M a i n 	 M a i n 	 	2	>				 A f s p i l 	 P Ye h r  t 	 O d t w  r z 	 L e j  t s z  s 	 T o i s t a 	 S p i l l 	 P r e h r a e	 A f s p e l e n 	 S p e l a   u p p 	 R e p r o d u k c i j a 	 R e d a r e 	 P r e d v a j a j 	 	 	 P l a y 	 	>	2	B		 ~.4	 ~D  ,&	 	 						 
G
!
#
>
	 *M2G	 V4B2>@8B8	 




	 	 D l a l a 	 K h a l i s a 	 C h e z a 	 S p e e l 	 L e i s t i 	 S p l t 	 E s i t a 	 F~acaoel	 	 R e d a r e 	 *
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 S M A _ S T R _ I D _ S L I D E _ A C T I O N _ S T O P 	 U n d e f i n e d 	 R S K 	 S t o p 	 S t o p 	 \Pbk	 \Pbk	 +"8	 P a r a r 	 S t o p 	 S t o p p 	 AB0=>2. 	 S t o p 	 HBHA	 P a r a r 	 D u r d u r 	 D n g 	 S t o p 	 H e n t i 	 0	A		G			 S t o p 	 Z a s t a v i t 	 S t o p 	  l l j 	 L o p e t u s 	 S t o p p 	 Z a s t a v i e	 S t o p p e n 	 S t o p p 	 S t a n i 	 O p r i r e 	 U s t a v i 	 	 	 S t o p 	 %	>		,	>		 *HBA	 1H	 	 						 0
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i a m o j i   p u s   u ~i m t a 	 I z s a u c a m a i s   i r   a i z Fe m t s 	 N u m b e r   o n   h  i v a t u d 	 ?avy~xr  oxrth  fbar~an  g	     	 N u m r u l   a p e l a t   e s t e   o c u p a t 	 5
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i 	 	 	 C a l l   	 	I	2		 *E'3	 'D  ,&	 	 		  	 
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i o s   v e r t s 	 N e v a r   i e v a d +t   t u k au   l i e l u m u 	 E i   s a a   s i s e s t a d a   t  h i v   r t u s t 	 @vaa~x  yg  veanel  daao  ajeh	       	 N u   p u t e ci   i n t r o d u c e   o   v a l o a r e   g o a l 	 6
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NbceQl	 D!H*2!2#1I'45C*HI-!9%	 N o   s e   p u e d e   e s t a b l e c e r   m  t o d o   d e   e n t r a d a 	 I n c a p a b l e   d e   r  g l e r   l a   m  t h o d e   d ' e n t r  e 	 K a n n   E i n g a b e m e t h o d e   n i c h t   e i n s t e l l e n 	 52>7<>6=>  CAB0=>28BL  <5B>4  2>40	 I m p o s s i b i l e   i m p o s t a r e   m e t o d o   d i   i m m i s s i o n e 	 D'  JECF  6(7  71JB  'D'/.'D	 N  o      p o s s  v e l   d e f i n i r   m  t o d o   d e   i n t r o d u   o 	 k o y   h a y 1r   G i r i _i   y  n t e m 	 K h  n g   t h   i   p h n g   t h c   n h p 	 C a r a   m a s u k a n   t a k   b i s a   d i a t u r 	 T i d a k   b o l e h   t e t a p k a n   k a e d a h   i n p u t 	 	(	*	A		  5	?	'	?	  (	?	/	$	  (	9	@		  	0	  8		$	G		 K a n   I k k e   I n d s t i l l e   I n d t a s t n i n g s   M e t o d e 	 N e n    m o ~n o   n a s t a v i t   z p os o b   v k l  d  n  	 N i e   m o |n a   u s t a w i   m e t o d y   w e j [c i o w e j 	 B e v i t e l i   m  d   b e  l l  t  s a   s i k e r t e l e n 	 T o i m i n t o   e p  o n n i s t u i 	 K a n   i k k e   s t i l l e   i n n   i n n f  r i n g s m e t o d e 	 N i e   j e   m o ~n    n a s t a v i e  S p  s o b   v k l a d a n i a . 	 K a n   d e   i n v o e r m e t h o d e   n i e t   i n s t e l l e n 	 D e t   g  r   i n t e   a t t   v  l j a   i n m a t n i n g s m e t o d 	 N e   m o g u   p o d e s i t i   n a 
i n   u n o s a ! 	 N u   p u t e ci   s t a b i l i   m e t o d a   d e   i n t r o d u c e r e 	 V h o d n a   M e t o d a   N e   M o r e   B i t i   N a s t a v l j e n a 	         	         	 5  <>65  40  0AB@>8  5B>4  =0  J25640=5	 	(	*	A		  *	&	M	'	$	  8	G		  	0	#	M	/	>	$	  	8	.	0	M	%		 'E'F  *F8E  1H4  H1H/  F3*	 ! 'F  ~y  71B  3y  F  '  ,'3*'	       	 					  				  			  				  					  			 
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 W I D G E T _ S T R _ I D _ D O N E 	 U n d e f i n e d 	 P O P U P 	 D o n e 	 D o n e 	 [b	 [b	 *3@#G	 R e a l i z a d o 	 E f f e c t u  	 F e r t i g 	 >B>2>	 O K 	 *E	 C o n c l u  d o 	 T a m a m 	 H o  n   t h  n h 	 S e l e s a i 	 S e l e s a i 	 8		*	(	M	(		 U d f  r t 	 H o t o v o 	 W y k o n a n o 	 K  s z 	 V a l m i s 	 F u l l f  r t 	 H o t o v  	 G e r e e d 	 K l a r 	 G o t o v o 	 G a t a 	 N a r e j e n o 	 	 	 >B>2>	   	G	2	G		 'F,'E  4/	 H'	   	 			  					 *
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i n   u n o s a 	 M e t o d   d e   i n t r o d u c e r e 	 V h o d n a   M e t o d a 	   	   	 5B>4  =0  J25640=5	 	(	*	B		  *	&	M	'	$		 1H4  H1H/	 'F  ~y  71B    	   	 					  					 
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	    	 I - i n p u t   m e t h o d 	 F a k a   i n d l e l a 	 M b i n u   y a   u i n g i z a j i 	 I n v o e r m e t o d e 	 .v e s t i e s   m e t o d a s 	 I e v a d e s   p a Fm i e n s 	 S i s e s t u s m e e t o d 	 Feantav  eravao	   	 M e t o d   d e   i n t r a r e 	 
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	 (*A  *&M'$?	 	 					  							 	 8eQl	 	 	 	 	 	 M  t o d o   d e   e n t r a d a 	 	 	 	 	 	 	 	 S a r r e r a - e r a 	 P a r a a n   n g   p a g p a s o k 	 M  t o d o   d e   e n t r a d a 	 U s o r o   i h e   a n a - e t i n y e 	 M o d h   i o n c h u i r 
 
 W I D G E T _ S T R _ I D _ I N P U T _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 I n p u t 	 I n p u t 	 8eQ	 eQ	 2#C*HI-!9%	 E n t r a d a 	 E n t r  e 	 E i n g a b e 	 2>4  	 I m m i s s i o n e 	 %/.'D	 I n t r o d u z i r 	 G i r i _i 	 N h p   v  o 	 m a s u k a n 	 I n p u t 	 	(	*	A			 I n d t a s t 	 V l o ~i t 	 W e j [c i e 	 B e v i t e l 	 S y  t e 	 I n n f  r i n g 	 V l o ~i e	 I n v o e r 	 I n m a t n i n g 	 U n o s 	 I n t r o d u c e r e 	 V n e s i 	 	 	 J2548	 	(	*	B			 H1H/	 'F  ~y	 	 						 
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	  / 	 I - I n p u t 	 F a k a     	 K i i n g i z o 	 I n v o e r 	 .v e s t i s 	 I e v a d e 	 S i s e n d 	 Feanxt	 	 I n t r a r e 	 
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 
 W I D G E T _ S T R _ I D _ O K 	 U n d e f i n e d 	 L S K 	 O k 	 O K 	 x[	 nx[	 %	 A c e p t a r 	 O K 	 O K 	 	 O K 	 EH'AB	 O K 	 T A M A M 	 n g    	 O k 	 O K 	  	@		  	 O k 	 O k 	 O k 	 O k 	 O k 	 O k 	 O k 	 O K 	 O K 	 U   r e d u 	 O K 	 O k 	 	 O K 	 	  	@		  	9	G		 *#/	 'H	 	 				  
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
	 G	 0@074	 




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 
 W I D G E T _ S T R _ I D _ O P T I O N 	 U n d e f i n e d 	 T I T L E 	 O p t i o n s 	 O p t i o n s 	 x	 	y	 1'@%7-	 O p c i o n e s 	 O p t i o n s 	 O p t i o n e n 	 ?F88	 O p z i o n i 	 .J'1'*	 O p   e s 	 S e  e n e k l e r i 	 C h n 	 o p s i 	 O p s y e n 	 5	?		2	M	*		 I n d s t i l l i n g 	 V o l b a 	 O p c j a 	 O p c i  k 	 V a l i n t a 	 V a l g 	 V o >b a 	 O p t i e s 	 A l t e r n a t i v 	 O p c i j a 	 O p ci u n i 	 M o ~n o s t 	   	 	 ?F8O	 *	0	M	/	>	/		 2FG  G'	 '.*'1	   	 											 5
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 
 W I D G E T _ S T R _ I D _ S A V E A S _ N A M E _ I N V A L I D _ C H A R S 	 U n d e f i n e d 	 P O P U P 	 F i l e   M a n a g e r   S t r i n g 	 I n v a l i d   f i l e n a m e 	 !qHevjHh
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T	 
7H-D%LD!H9I-	 N o m b r e   d e   a r c h i v o   n o   v  l i d o 	 N o m   d e   f i c h i e r   i n v a l i d e 	 U n g  l t i g e r   D a t e i n a m e 	 5459AB28B5;L=>5  =0720=85  D09;0	 N o m e   f i l e   n o n   v a l i d o 	 %3E  'DEDA  :J1  5'D-	 N o m e   d e   f i c h e i r o   i n v  l i d o 	 g e  e r s i z   D o s y a   A d 1	 T  n   t p   k h  n g   h p   l 	 n a m a   b e r k a s   s a l a h 	 N a m a   f a i l   t i d a k   s a h 	 	5	H	'	  +	>		2	  (	>	.		 U g y l d i g t     F i l n a v n 	 N e p l a t n    n  z e v   s o u b o r u 	 N i e p r a w i d Bo w a   n a z w a   p l i k u 	  r v  n y t e l e n   f  j l n  v 	 E p  k e l p o   t i e d o s t o n i m i 	 U g y l d i g   f i l n a v n 	 N e p l a t n    n  z o v   s  b o r u 	 O n g e l d i g e   b e s t a n d s n a a m 	 O g i l t i g t   f i l n a m n 	 N e v a l j a n o   i m e   d a t o t e k e 	 N u m e l e   f i _i e r u l u i   e s t e   n e v a l i d 	 N e v e l j a v n o   I m e   D a t o t e k e 	     	       	 >;O,   2J2548  A0<>  1C:28  8  F8D@8	 	5	H	'	  +	>		2	(	>		5		 F'E  A'D  E9*(1  F3*	 :D7  A'&D  F'E	     	   						  				  				 0
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	     	 I g a m a   l e f a y e l a   e l i n g e n a m t h e t h o 	 I g a m a   l e f a y l e   a l i s e b e n z i 	 J i n a   b a t i l i   l a   f a i l i 	 O n g e l d i g e   l  e r n a a m 	 N e g a l i o j a n t i s   f a i l o   p a v a d i n i m a s 	 N e d e r +g s   f a i l a   n o s a u k u m s 	 S o b i m a t u   f a i l i n i m i 	 1v~a~e  aulk  avxv	     	 N u m e l e   f i _i e r u l u i   e s t e   n e v a l i d 	 +
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 
 W I D G E T _ S T R _ I D _ P L E A S E _ W A I T 	 U n d e f i n e d 	 P O P U P C O N F I R M ,   C 4 0 2 _ 1 	 P l e a s e   W a i t 	 P l e a s e   w a i t 	 ˊ
zP	 
zP	 B##-	 E s p e r e ,   p o r   f a v o r 	 V e u i l l e z   p a t i e n t e r 	 B i t t e   w a r t e n 	 6840=85	 A t t e n d e r e   p r e g o 	 'F*81	 A g u a r d e 	 l u t f e n   B e k l i y o r ! 	 X i n   c h 	 t u n g g u 	 S i l a   t u n g g u 	 	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G		! 	 V e n t   v e n l i g s t ! 	 e k e j t e   p r o s  m 	 P r o s z   c z e k a ! 	 K  r e m ,   v  r j o n ! 	 O d o t a   h e t k i . 	 V e n n l i g s t   v e n t ! 	 a k a j t e   p r o s  m ! 	 E v e n   w a c h t e n 	 V  n t a ! 	 P r i 
e k a j t e ,   m o l i m ! 	 V   r u g m   s   a _t e p t a ci 	 P r o s i m   P o 
a k a j t e ! 	 ! 	   	 >;O,   87G0:09B5! 	 	C	*	/	>	  5	>		  ,	'	>	  ! 	 D7A'K  5(1  F/	 (1'      E1('F  'F*8'1  ,&	   ! 	 							  			  							  				! 	 
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	 &/G8?  5F/?M  G/A.A! 	 C4L  ;0A:0,   70G5:09B5	 








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	   	 S i c e l a   u l i n d e 	 N c e d a   l i n d a 	 T a f a d h a l i   s u b i r i 	 W a g   a s s e b l i e f 	 P a l a u k i t e 	 L kd z u ,   u z g a i d i e t 	 O o t a 	 =vdxt  ev  }za}el	 ,   	 V   r u g m   s   a _t e p t a ci 	 &
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i a m a s   p a v e i k s l l i o   d y d i s 	 M a i n a   a t t l a   i z m r u s 	 M u u d a   p i l d i   s u u r u s t 	 Foak  ya}ek  xmxt	     	 R e d i m e n s i o n a r e   i m a g i n e 	 
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i l o   U s l u g 	     	     	 >2>  !5@287=>  !J>1I5=85	 (	5	>	  8	G	5	>	  8		&	G	6		 ~'E  ./E'*  ,//	 ,//  31H3  ~:'E	       	 				  							  							 (
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 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ M S G 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e 	 N e w   M M S   m e s s a g e 	 eYZԚ
o`	 ei_O	 I-'2!  M M S   C+!H	 N u e v o   m e n s a j e   M M S 	 N o u v e a u   m e s s a g e   M M S 	 N e u e   M M S - M i t t e i l u n g 	 >2>5  M M S   A>>1I5=85  	 N u o v o   M M S 	 13'D)  'DH3'&7  'D,/J/)	 N o v a   m e n s a g e m   M M S 	 Y a r a t   M M S     0l e t i s i 	 T i n   n h n   M M S   m i 	 P e s a n   M M S   B a r u 	 M e s e j   M M S   b a r u 	 (	/	>	  	.		.		8	  8		&	G	6		 N y   M M S   B e s k e d 	 N o v    z p r  v a   M M S 	 N o w a   w i a d o m o [  M M S 	  j   M M S    z e n e t 	 U u s i   M M S - v i e s t i 	 N y   M M S - m e l d i n g 	 N o v    s p r  v a   M M S 	 N i e u w   M M S - b e r i c h t 	 N y t t   M M S - m e d d e l a n d e 	 N o v a   M M S   p o r u k a 	 M e s a j   M M S   n o u 	 N o v o   M M S   S p o r o 
i l o 	     M M S 	   M M S   	 >2>  M M S   !J>1I5=85	 (	5	>	  	.		.		8	  8		&	G	6		 ~'E  M M S   ,//	 F'  M M S   ~:'E	     	 				  M M S   							 (
5
>

  
.

.

8
  8
p
&
G
6
	 J$M$  8M  .F8GM	 >25  M M S   ?>2V4><;5==O	 


  M M S   




	         	 U m b i k o   w e - M M S   o m u s h a 	 U m y a l e z o   w e - M M S   o m t s h a 	 U j u m b e   m p y a   w a   M M S 	 N u w e   M M S - b o o d s k a p 	 N a u j a s   M M S   p r a n e ai m a s 	 J a u n s   M M S   z i Fo j u m s 	 U u s   M M S   s  n u m 	 Fx  M M S   parxdacxiuxv	   M M S   	 M e s a j   M M S   n o u 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

	 (B$(  M M S   8(M&G6	 	 				  M M S   							 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ N O T I F I C A T I O N 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e 	 N e w   M M S   m e s s a g e 	 eYZԚ
o`	 ei_O	 I-'2!  M M S   C+!H	 N u e v o   m e n s a j e   M M S 	 N o u v e a u   m e s s a g e   M M S 	 N e u e   M M S - M i t t e i l u n g 	 >2>5  M M S   A>>1I5=85  	 N u o v o   M M S 	 13'D)  13'&D  'DH3'&7  'D,/J/)	 N o v a   m e n s a g e m   M M S 	 Y a r a t   M M S     0l e t i s i 	 T i n   n h n   M M S   m i 	 P e s a n   M M S   B a r u 	 M e s e j   M M S   b a r u 	 (	/	>	  	.		.		8	  8		&	G	6		 N y   M M S   B e s k e d 	 N o v    z p r  v a   M M S 	 N o w a   w i a d o m o [  M M S 	  j   M M S    z e n e t 	 U u s i a   M M S - v i e s t e j  	 N y   M M S - m e l d i n g 	 N o v    s p r  v a   M M S 	 N i e u w   M M S - b e r i c h t 	 N y t t   M M S - m e d d e l a n d e 	 N o v a   M M S   p o r u k a 	 M e s a j   M M S   n o u 	 N o v o   M M S   S p o r o 
i l o 	     M M S 	   M M S   	 >2>  M M S   !J>1I5=85	 (	5	>	  	.		.		8	  8		&	G	6		 ~'E  M M S   ,//	 F'  M M S   ~:'E	     	 				  M M S   							 (
5
>

  
.

.

8
  8
p
&
G
6
	 J$M$  8M  .F8GM	 >25  M M S   ?>2V4><;5==O	 


  M M S   




	         	 U m b i k o   w e - M M S   o m u s h a 	 U m y a l e z o   w e - M M S   o m t s h a 	 U j u m b e   m p y a   w a   M M S 	 N u w e   M M S - b o o d s k a p 	 N a u j a s   M M S   p r a n e ai m a s 	 J a u n s   M M S   z i Fo j u m s 	 U u s   M M S   s  n u m 	 Fx  M M S   parxdacxiuxv	   M M S   	 M e s a j   M M S   n o u 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

	 (B$(  M M S   8(M&G6	 	 				  M M S   							 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ R E A D _ R E P O R T 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e 	 N e w   M M S   m e s s a g e 	 eYZԚ
o`	 ei_O	 I-'2!  M M S   C+!H	 N u e v o   m e n s a j e   M M S 	 N o u v e a u   m e s s a g e   M M S 	 N e u e   M M S - M i t t e i l u n g 	 >2>5  M M S   A>>1I5=85  	 N u o v o   M M S 	 13'D)  13'&D  'DH3'&7  'D,/J/)	 N o v a   m e n s a g e m   M M S 	 Y a r a t   M M S     0l e t i s i 	 T i n   n h n   M M S   m i 	 P e s a n   M M S   B a r u 	 M e s e j   M M S   b a r u 	 (	/	>	  	.		.		8	  8		&	G	6		 N y   M M S   B e s k e d 	 N o v    z p r  v a   M M S 	 N o w a   w i a d o m o [  M M S 	  j   M M S    z e n e t 	 U u s i a   M M S - v i e s t e j  	 N y   M M S - m e l d i n g 	 N o v    s p r  v a   M M S 	 N i e u w   M M S - b e r i c h t 	 N y t t   M M S - m e d d e l a n d e 	 N o v a   M M S   p o r u k a 	 M e s a j   M M S   n o u 	 N o v o   M M S   S p o r o 
i l o 	     M M S 	   M M S   	 >2>  M M S   !J>1I5=85	 (	5	>	  	.		.		8	  8		&	G	6		 ~'E  M M S   ,//	 F'M M S ~:'E	     	 				  M M S   							 (
5
>

  
.

.

8
  8
p
&
G
6
	 J$M$  8M  .F8GM	 >25  M M S   ?>2V4><;5==O	 


  M M S   




	         	 U m b i k o   w e - M M S   o m u s h a 	 U m y a l e z o   w e - M M S   o m t s h a 	 U j u m b e   m p y a   w a   M M S 	 N u w e   M M S - b o o d s k a p 	 N a u j a s   M M S   p r a n e ai m a s 	 J a u n s   M M S   z i Fo j u m s 	 U u s   M M S   s  n u m 	 Fx  M M S   parxdacxiuxv	   M M S   	 M e s a j   M M S   n o u 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

	 (B$(  M M S   8(M&G6	 	 				  M M S   							 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ D E L I V E R Y _ R E P O R T 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e 	 N e w   M M S   m e s s a g e 	 eYZԚ
o`	 ei_O	 I-'2!  M M S   C+!H	 N u e v o   m e n s a j e   M M S 	 N o u v e a u   m e s s a g e   M M S 	 N e u e   M M S - M i t t e i l u n g 	 >2>5  M M S   A>>1I5=85  	 N u o v o   M M S 	 13'D)  13'&D  'DH3'&7  'D,/J/)	 N o v a   m e n s a g e m   M M S 	 Y a r a t   M M S     0l e t i s i 	 T i n   n h n   M M S   m i 	 P e s a n   M M S   B a r u 	 M e s e j   M M S   b a r u 	 (	/	>	  	.		.		8	  8		&	G	6		 N y   M M S   B e s k e d 	 N o v    z p r  v a   M M S 	 N o w a   w i a d o m o [  M M S 	  j   M M S    z e n e t 	 U u s i a   M M S - v i e s t e j  	 N y   M M S - m e l d i n g 	 N o v    s p r  v a   M M S 	 N i e u w   M M S - b e r i c h t 	 N y t t   M M S - m e d d e l a n d e 	 N o v a   M M S   p o r u k a 	 M e s a j   M M S   n o u 	 N o v o   M M S   S p o r o 
i l o 	     M M S 	   M M S   	 >2>  M M S   !J>1I5=85	 (	5	>	  	.		.		8	  8		&	G	6		 ~'E  M M S   ,//	 F'  M M S   ~:'E	     	 				  M M S   							 (
5
>

  
.

.

8
  8
p
&
G
6
	 J$M$  8M  .F8GM	 >25  M M S   ?>2V4><;5==O	 


  M M S   




	         	 U m b i k o   w e - M M S   o m u s h a 	 U m y a l e z o   w e - M M S   o m t s h a 	 U j u m b e   m p y a   w a   M M S 	 N u w e   M M S - b o o d s k a p 	 N a u j a s   M M S   p r a n e ai m a s 	 J a u n s   M M S   z i Fo j u m s 	 U u s   M M S   s  n u m 	 Fx  M M S   parxdacxiuxv	   M M S   	 M e s a j   M M S   n o u 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

	 (B$(  M M S   8(M&G6	 	 				  M M S   							 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ I N V A L I D _ W C S S _ _ U P P E R C A S E _ A 	 U n d e f i n e d 	 P O P U P 	 i n v a l i d   W C S S   f o r m a t - A 	 N o t   a l l o w e d   t o   i n p u t   ' a ' - ' z '   a n d   n u m e r i c 	 
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NAQeQpeW[Sa - z 	 D!H-8
2C+II-  ' a ' - ' z '   A%01'@%	 F o r m a t o   n o   v  l i d o   ( n o   s e   p e r m i t e   ' a ' - ' z '   y   n  m e r o s ) 	 a ' - ' z '   e t   n u m  r i q u e s   n o n   p e r m i s 	 E i n g a b e   v o n   ' a ' - ' z '   u n d   Z a h l e n   n i c h t   z u l  s s i g 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  a - z   8  F8D@K) 	 F o r m a t o   n o n   v a l i d o   (   ' a ' - ' z '   e   n u m e r i   n o n   c o n s e n t i t i ) 	 D'  J3E-  (%/.'D  'D-1HA  ' a ' - ' z '   H'D#1B'E	 N  o   s  o   p e r m i t i d o s   c a r a c t e r e s   ' a ' - ' z '   e   n u m  r i c o s 	 a ' - ' z '   v e   n  m e r i k   s a y 1  g i r i l m e z 	 K h  n g   c h o   p h  p   n h p   ' a ' - ' z '   v    s 	 T i d a k   b o l e h   m e m a s u k k a n   ' a ' - ' z '   d a n   a n g k a 	 I n p u t   ' a ' - ' z '   d a n   a n g k a   t i d a k   d i b e n a r k a n   	 	5	H	'	  +	I	0	M	.	H		  ( ' a ' - ' z '   	0	  8			M	/	>			  	(	A	.	$	  (	9	@		) 	 	 	 	 ' a ' - ' z '    s   s z  m j e g y   n e m   e n g e d  l y e z e t t 	 	 	 	 a ' - ' z '   e n   c i j f e r s   z i j n   b i j   i n v o e r   n i e t   t o e g e s t a a n 	 	 	 N u   s e   a c c e p t   c a r a c t e r e l e   d e   l a    a    l a    z    _i   c a r a c t e r e l e   n u m e r i c e 	 	 	           ' a ' - ' z '     	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	' 	#	?	  (	M	/	B	.	G	0	?		  	(	A	.	$	?	  (	>	9	@	) 	 H'1/1/F  -1HA  ' a '   *'  ' z '   H  '9/'/  E,'2  F3*	 :D7  A'1Ey' a ' - ' z ' 'H1  9//    ','2*  F) 	   (   ' a ' - ' z '         ) 	 						  			  ' a '   -   ' z '   			  						  										 "
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NAQ18eQxeW[SA - Z 	 
NAQeQpeW[SA - Z 	 D!H-8
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NAQeQa - z 	 D!H-8
2C+II-  ' a ' - ' z ' 	 F o r m a t o   n o   v  l i d o   ( n o   s e   p e r m i t e   ' a ' - ' z ' ) 	 a ' - ' z '   n o n   p e r m i s 	 E i n g a b e   v o n   ' a ' - ' z '   n i c h t   z u l  s s i g 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  a - z ) 	 F o r m a t o   n o n   v a l i d o   (   ' a ' - ' z ' ) 	 D'  J3E-  (%/.'D  'D-1HA  ' a ' - ' z ' 	 N  o   s  o   p e r m i t i d o s   c a r a c t e r e s   ' a ' - ' z ' 	 a ' - ' z '   g i r i l m e z 	 K h  n g   c h o   p h  p   n h p   ' a ' - ' z ' 	 T i d a k   b o l e h   m e m a s u k k a n   ' a ' - ' z ' 	 I n p u t   ' a ' - ' z '   t i d a k   d i b e n a r k a n   	 	5	H	'	  +	I	0	M	.	H		  ( ' a ' - ' z '   	(	A	.	$	  (	9	@		) 	 	 	 	 ' a ' - ' z '   n e m   e n g e d  l y e z e t t 	 	 	 	 a ' - ' z '   z i j n   b i j   i n v o e r   n i e t   t o e g e s t a a n 	 	 	 N u   s e   a c c e p t   c a r a c t e r e l e   d e   l a    a    l a    z  	 	 	           ' a ' - ' z ' 	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	'   	(	A	.	$	?	  (	>	9	@	) 	 H'1/1/F  -1HA  ' a '   *'  ' z '   E,'2  F3*	 :D7  A'1Ey?' a ' - ' z '   'H1  9//    ','2*  F) 	   ( ' a ' - ' z '       ) 	 						  			  ' a '   -   ' z '     										 "
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NAQeQA - Z 	 D!H-8
2C+II-  ' A ' - ' Z ' 	 F o r m a t o   n o   v  l i d o   ( n o   s e   p e r m i t e   ' A ' - ' Z ' ) 	 A ' - ' Z '   n o n   p e r m i s 	 E i n g a b e   v o n   ' A ' - ' Z '   n i c h t   z u l  s s i g 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  A - Z ) 	 F o r m a t o   n o n   v a l i d o   (   ' A ' - ' Z ' ) 	 D'  J3E-  (%/.'D  'D-1HA  ' A ' - ' Z ' 	 N  o   s  o   p e r m i t i d o s   c a r a c t e r e s   ' A ' - ' Z ' 	 A ' - ' Z '   g i r i l m e z 	 K h  n g   c h o   p h  p   n h p   ' A ' - ' Z ' 	 T i d a k   b o l e h   m e m a s u k k a n   ' A ' - ' Z ' 	 I n p u t   ' A ' - ' Z '   t i d a k   d i b e n a r k a n   	 	5	H	'	  +	I	0	M	.	H		  ( ' A ' - ' Z '   	(	A	.	$	  (	9	@		) 	 	 	 	 ' A ' - ' Z '   n e m   e n g e d  l y e z e t t 	 	 	 	 A ' - ' Z '   z i j n   b i j   i n v o e r   n i e t   t o e g e s t a a n 	 	 	 N u   s e   a c c e p t   c a r a c t e r e l e   d e   l a    A    l a    Z  	 	 	           ' A ' - ' Z ' 	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	'   	(	A	.	$	?	  (	>	9	@	) 	 H'1/1/F  -1HA  ' A '   *'  ' Z '   E,'2  F3*	 :D7  A'1Ey?  ' A ' - ' Z '     'H1  9//    ','2*  F) 	   ( ' A ' - ' Z '       ) 	 						  			    ' A '   -   ' Z '   									  	 "
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2C+II-  ' A ' - ' Z '   A%0  ' a ' - ' z ' 	 F o r m a t o   n o   v  l i d o   ( n o   s e   p e r m i t e   ' A ' - ' Z '   y   ' a ' - ' z ' ) 	 A ' - ' Z '   e t   ' a ' - ' z '   n o n   p e r m i s 	 E i n g a b e   v o n   ' A ' - ' Z '   u n d   ' a ' - ' z '   n i c h t   z u l  s s i g 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  A - Z   8  a - z ) 	 F o r m a t o   n o n   v a l i d o   (   ' a ' - ' z '   e   ' A ' - ' Z ' ) 	 D'  J3E-  (%/.'D  'D-1HA  ' A ' - ' Z '   H' a ' - ' z ' 	 N  o   s  o   p e r m i t i d o s   c a r a c t e r e s   ' A ' - ' Z '   e   ' a ' - ' z ' 	 A ' - ' Z '   v e   ' a ' - ' z '   g i r i l m e z 	 K h  n g   c h o   p h  p   n h p   ' A ' - ' Z '   v    ' a ' - ' z ' 	 T i d a k   b o l e h   m e m a s u k k a n   ' A ' - ' Z '   d a n   ' a ' - ' z ' ) 	 I n p u t   ' A ' - ' Z '   d a n   ' a '   -   ' z '   t i d a k   d i b e n a r k a n   	 	5	H	'	  +	I	0	M	.	H		  ( ' A ' - ' Z '   	0	  a ' - ' z '   	(	A	.	$	  (	9	@		) 	 	 	 	 ' A ' - ' Z '    s   ' a ' - ' z '   n e m   e n g e d  l y e z e t t 	 	 	 	 a ' - ' z '   e n   ' A ' - ' Z '   z i j n   b i j   i n v o e r   n i e t   t o e g e s t a a n 	 	 	 N u   s e   a c c e p t   c a r a c t e r e l e   d e   l a    A    l a    Z    _i   d e   l a    a    l a    z  	 	 	           ' A ' - ' Z '     ' a ' - ' z ' 	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	'   	#	?	  ' 	' - ' 	G	!	'   	(	A	.	$	?	  (	>	9	@	) 	 H'1/1/F  -1HA  ' A '   *'  ' Z '   H  ' a '   *'  ' z '   E,'2  F3*	 :D7  A'1Ey?  ' A ' - ' Z '   'H1  9//    ','2*  F' a ' - ' z ' ) 	     ( ' A ' - ' Z '     ' a ' - ' z '     ) 	 						  			  ' A '   -   ' Z '   			  ' a '   -   ' z '   										 "
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 
 S T R _ I D _ D T C N T _ G P R S _ C H A P _ A U T H 	 U n d e f i n e d 	 C 0 5 7 _ 1 	 A u t h e n t i c a t i o n   t y p e   i s   S e c u r e 	 S e c u r e 	 R[	 R[	 %- 1"	 S e g u r o 	 S  c u r i s e r 	 S i c h e r n 	 57>?0A=K9  	 P r o t e t t o 	 *4AJ1	 S e g u r o 	 e m i n 	 A n   t o  n 	 a m a n 	 S e l a m a t 	 8	A	0		M	7	?	$		 S i k k e r 	 B e z p e 
n  	 Z a b e z p i e c z e n i e 	 B i z t o n s  g o s 	 V a r m e n n e 	 S i k k e r 	 B e z p e 
n  	 B e v e i l i g d 	 S  k e r h e t 	 S i g u r n o 	 S e c u r i z a r e 	 V a r n o 	 	 	 !838@5=	 8	A	0		M	7	?	$		 'EF	 E-AH8	 	 										 8
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 
 S T R _ I D _ D T C N T _ G P R S _ A P N 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 A c c e s s   p o i n t   n a m e   o f   G P R S   a c c o u n t 	 A P N 	 RD}ǌe#P}ޞ	 R~pencޏcp	 A P N 	 A P N 	 A P N 	 A P N 	 A P N   	 A P N 	 A P N 	 N P A 	 A P N 	 A P N 	 A P N 	 A P N 	 	*	@		(		 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 	 A P N 	 A P N 	 	*	@		(		 A P N 	 A P N 	 	 A P N   	 
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 
 S T R _ I D _ D T C N T _ G P R S _ A U T H _ T Y P 	 U n d e f i n e d 	 I C O N T E X T 	 A u t h e n t i c a t i o n   T y p e 	 A u t h .   t y p e 	 I^W	 {|W	 
42#"7"11'8%	 T i p o   d e   a u t o r i z . 	 T y p e   d  a u t h . 	 A u t h . - T y p 	 "8?  845=B. 	 T i p o   a u t e n t i c a z 	 FH9  'D*H+JB	 T i p o   d e   a u t e n t i c a   o 	 d o r u l a m a   t i p 	 C h     x  c   n h n 	 J e n i s   p e n g e n a l a n 	 J e n i s   p e n g e s a h a n 	 *	M	0	.	>	#	@		0	#	  *	M	0		>	0		 A u t o r i s a t i o n s   T y p e 	 A u t o r .   t y p 	 T y p   u w i e r z y t e l n i e n i a 	 H i t e l e s  t  s   t  p u s a 	 V a l t u u t u s t y y p p i 	 A u t .   t y p e 	 A u t o r .   t y p 	 A u t e n t i c a t i e t y p e 	 V e r i e f i r i n g s t y p 	 V r s t a   A u t e n t i f i k a c i j a   	 T i p   d e   a u t e n t i f i c a r e 	 A v t o r i z a c i j s k i   T i p 	   . 	   	 B>@87.   "8?	 *	M	0	.	>	#	.   *	M	0		>	0		 FH9  *#/	 B3E  *H+B	 .   	 								  				 *
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 W A P _ S T R _ I D _ L A S T _ D U M M Y 	 U n d e f i n e d 	 U N L I M 	 d u m m y 	 d u m m y 	 d u m m y 	 d u m m y 	 1'3%-	 P r u e b a 	 f a c t i c e 	 B l i n d e l e m e n t 	 ;>6=K9	 d u m m y 	 d u m m y 	 P o s t i  o 	 K u k l a 	 B    n h  n 	 t u g a s 	 d a m i 	 !	.	@		 d u m m y 	 p o m a l e j a 	 n i e p r a w d z i w e 	 h a m i s 	 v a l e l a i t e 	 d u m m y 	 P o m a l a 	 d u m m y 	 N y b  r j a r e 	 l a ~n o 	 f o r m a l 	 b e d a k 	 	 	 <0:5B	 !	.	@		 (/D	 E	 	 					 *
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	 U S B     	 I - U S B   c o n f i g 	 N x l m n s .   i - U S B 	 U s a n i d i   w a   U S B 	 U S B - k o n f i g : 	 U S B   k o n f i g kr a v i m a s 	 U S B   k o n f i g . 	 U S B   k o n f i g 	 U S B   oxvkcxaka	 U S B   	 C o n f i g u r a r e   U S B 	 U S B   
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 S T R _ U S B _ C O N F I G _ C D C A C M _ O N L Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 U s b :   t o   a s k   t o   s e t   a s   c o m   p o r t .   ( i n   t h e   s c r e e n ) 	 U S B   d e t e c t .   S e t   a s   C O M   p o r t 	 U S B -[p^R#cW	 U S B [:N^RzS	 #'  U S B     1I@G-#L  C O M 	 D e t e c c i  n   U S B .   E s t a b l e c e r   c o m o   p u e r t o   C O M . 	 U S B   d  t e c t  .   R  g l e r   c o m m e   l e   p o r t   C O M 	 U S B   f e s t g e s t e l l t .   A l s   C O M - A n s c h l u s s   e i n s t e l l e n 	 1=0@C65=>  U S B .   #AB0=>28BL  :0:  ?>@B  C O M 	 R i l e v .   U S B .   I m p o s t a r e   c o m e   p o r t a   C O M 	 E3-  U S B     6(7  (EHB9  'D*F8JE  'D5AHA	 D e t e c   o   d e   U S B   D e f i n i r   c o m o   p o r t a   C O M 	 U S B   A l g 1l a !   k o y   g i b i   C O M   N o k t a s 1	 t   U S B   t h  n h   c n g   C O M 	 U S B   t e r d e t e k s i !   A t u r   s e b a g a i   p o r t   C O M 	 U S B   d i k e s a n .   S e t   s e b a g a i   p o r t   C O M 	 U S B   .	?	2	>	d	  	I	.	  *	K	0	M		  	G	  0	B	*	  .	G		  (	?	/	$	  	0	G			 U S B   g e n k e n d t !   I n d s t i l   s o m   C O M   p o r t 	 D e t e k .   U S B !   N a s t a v i t   j a k o   C O M   p o r t 	 U S B   R o z p o z n a w a n i e !   U s t a w i   j a k o   p o r t   C O M 	 U S B   c s a t l a k o z t a t v a !   B e  l l  t  s   C O M   p o r t k  n t 	 U S B   l  y t y n y t !   A s e n n a   C O M - p o r t i k s i 	 U S B   o p p d a g e t !   S e t t   s o m   C O M - k a n a l 	 D e t e k c i a   U S B !   N a s t a v i e  j a k o   p o r t   C O M 	 U s b   g e d e t e c t e e r d ,   I n g e s t e l d   a l s   C O M - a a n s l u i t i n g . 	 U S B   h i t t a d e s !   A n v  n d   s o m   C O M - p o r t 	 U S B   d e t e k c i j a !   P o d e s i   k a o   C O M   p o r t 	 D i s p o z i t i v   U S B   d e t e c t a t .   S t a b i l i r e   c a   p o r t   C O M 	 U S B   Z a z n a n !   N a s t a v i   k o t   C O M   v r a t a 	   U S B !           C O M 	 U S B         C O M 	 U S B   B:@8B!   0AB@>9  :0B>  C O M   ?>@B	 /	B		8	,	@	  !	?		G		M		  !   	I	.	*	K	0	M		  .	M	9	#	(	  8	G		  	0	>		 U S B   4F'3'  4/.   (9FH'F  ~H1*  C O M   *F8E  4/	 H  '3  (  *-BB  ! 3  'H  'E  ~H1y    71-  3y  ,&	   !       	 						  								d	  					  					  						  			  					 /
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	 U S B   .                 	 U k u t h o l a   i - U S B .   S e t h a   n j e n g e - C O M   p o r t 	 F u m a n i s a   i - U S B .   S e t a   n j e n g e z i b u k o   l e - C O M 	 U S B   i m e g u n d u a .   S e t i   k a m a   p o r t i   y a   C O M 	 U S B   o p g e s p o o r .   S t e l   a s   C O M - p o o r t 	 P a s t e b t a s   U S B .   N u s t a t y t i   k a i p   C O M   p r i e v a d 	 U S B   d e t e k t .   I e s t a t +t   k   C O M   p o r t u 	 U S B   t u v a s t .   M   r a   C O M   p o r d i k s 	 @auvabe~el  g  U S B :   Fwavaoe^l  xze}  C O M   zx|	 U S B   .         	 D i s p o z i t i v   U S B   d e t e c t a t .   S t a b i l i r e   c a   p o r t   C O M 	 U S B   
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 
 S T R _ U S B _ C O N F I G _ M S _ O N L Y 	 E x t D e v i c e 	 P O P U P C O N F I R M 	 U s b :   t o   a s k   t o   s e t   a s   m s   s o t r a g e . ( i n   t h e   s c r e e n ) 	 R e b o o t   f o r   m a s s   s t o r a g e ? 	 ͑e_jb2QX[݈n	 ͑e _:gbX[Pňn	 9@#7H-C+!H*3+#15H@GI-!9%2C+
H	  D e s e a   r e i n i c i a r   p a r a   a l m a c e n a m i e n t o   m a s i v o ? 	 R e b o o t e r   p o u r   l e   s t o c k a g e   e x t e r n e   ? 	 F  r   M a s s e n s p e i c h e r   n e u   s t a r t e n ? 	 5@570?CAB8BL  AJ5<=K9  48A:?   	 R i a v v i o   p e r   m e m o r i a   d i   m a s s a ? 	 '9'/)  *4:JD  ('D0'C1)  'DC(J1)  	 R e i n i c i a r   p a r a   a r m a z e n a m e n t o   e m   m a s s a ? 	 y e n i d e n   b a _l a   b e l l e k   y 11n d e n   i l e ? 	 K h i   n g   l i   c h o   b   n h   c h u n g 	 B u k a   u l a n g   u n t u k   p e n y i m p a n a n   b e s a r ? 	 B u k a   u l a n g   u n t u k   s t o r a n   m a s s a ? 	 	'	?		$	.	  8	M		K	0	G		  9	G	$	A	  *	A	(		  	2	>			? 	 G e n s t a r t   t i l   M a s s e   L a g e r ? 	 R e s t a r t o v a t   p r o   v e l k o k a p .   p a m e.   z a Y. 	 Z r e s t a r t u j   w   c e l u   m a s o w e g o   m a g a z y n o w a n i a ? 	  j r a i n d  t j a   a z   a d a t h o r d o z  t ? 	 M a s s a m u i s t i n   u u d e l l e e n k  y n n i s t y s ? 	 G j e n s t a r t   m a s s e l a g e r ? 	 R e at a r t o v a e  p r e   h r o m a d n    p a m  e	 O p n i e u w   s t a r t e n   v o o r   m a s s a o p s l a g ? 	 S t a r t a   o m   f  r   m a s s m i n n e 	 P o k r e n u t i   i z n o v a   z a   m a s o v n o   p o h r a n j i v a n j e ? 	 R e i n i ci a l i z a r e   p e n t r u   s t o c a r e a    n   m a s ? 	 P o n o v o   Z a ~e n i   z a   M a s s   S k l a d i a
e ? 	       ; 	           ? 	 @5=0@5640=5  70  M 0A>20  0<5B? 	 .	>	8	  8	M		K		0	  0	?	,	B		  	0	>		 (1'  0.1G  9E/G  E,//'K  1'G  'F/'2  4H/	 E'3  '3yH1,    D  /H('1  (Hy  ,&	     ? 	 						  									  				  						  				( 									) 				  ? 	 
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 S T R _ U S B _ C O N F I G _ M S 	 U n d e f i n e d 	 I C O N T E X T 	 U s b   d e t e c t i o n   s c r e e n   m e n u   i t e m s .   ( m e n u ) 	 M a s s   s t o r a g e 	 2QX[݈n	 X[Pňn	 5H@GI-!9%2C+
H	 A l m a c e n a m i e n t o   m a s i v o 	 S t o c k a g e   e x t e r n e 	 M a s s e n s p e i c h e r 	 !J5<=K9  48A:	 M e m o r i a   d i   m a s s a 	 'D0'C1)  'DC(J1)	 A r m a z e n a m e n t o   e m   m a s s a 	 Y 11n   B e l l e k 	 T h i t   b   l u   t r 	 P e n y i m p a n a n   b e s a r 	 S t o r a n   m a s s a 	 	'	?		$	.	  8	M		K	0	G			 M a s s e   L a g e r 	 V e l k o k a p a c i t n    p a m eo v    z a Y z e n  	 U r z d z e n i a   m a s o w e g o   m a g a z y n o w a n i a 	 A d a t h o r d o z  	 M a s s a m u i s t i 	 M a s s e l a g e r 	 H r o m a d n    p a m  e	 M a s s a o p s l a g 	 M a s s m i n n e 	 M a s o v n o   p o h r a n j i v a n j e 	 S t o c a r e    n   m a s 	 M a s s   S k l a d i a
e 	   	       	 0A>20  0<5B	 8		&	G	6	  8		0		M	7	#		 0.1G  9E/G	 E'3  '3yH1,  	   	 			  								 
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 S T R _ U S B _ C O N F I G _ C D C A C M _ D A T A 	 U n d e f i n e d 	 I C O N T E X T 	 U s b   d e t e c t i o n   s c r e e n   m e n u   i t e m s .   ( m e n u ) 	 C O M   p o r t 	 ^R#cW	 ^RzS	 -#L  C O M 	 P u e r t o   C O M 	 P o r t   C O M 	 C O M - A n s c h l u s s 	 C O M - ?>@B	 P o r t a   C O M 	 EHB9  'D*F8JE  'D5AHA	 P o r t a   C O M 	 C O M   N o k t a s 1	 C n g   C O M 	 p o r t   C O M 	 P o r t   C O M 	 	I	.	  *	K	0	M			 C O M   P o r t 	 C O M   p o r t 	 P o r t   C O M 	 C O M   p o r t 	 C O M - p o r t t i 	 C O M - k a n a l 	 C O M   P o r t 	 C O M - a a n s l u i t i n g 	 C O M - p o r t 	 C O M   p r i k l j u 
a k 	 P o r t   C O M 	 C O M   V r a t a 	   C O M 	     ( C O M ) 	 C O M   P o r t 	 	I	.	  *	K	0	M			 ~H1*  C O M 	 C O M   P o r t 	   	 		  						 
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 
 S T R _ I D _ U S B _ M O D E _ E X P O R T E D _ W A R N I N G 	 E x t D e v i c e 	 P O P U P 	 W a r n i n g   n o t i f i c a t i o n . ( i n   t h e   p o p u p   s c r e e n ) 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B dkRfBf!qlO(u	 U S B 募RfeelO(u	 U S B :   D!H-8
22#C
I2	 U S B :   F u n c i  n   n o   p e r m i t i d a 	 U S B   :   F o n c t i o n   i n t e r d i t e 	 U S B :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 U S B :   DC=:F8O  =5  ?@54CA<>B@5=0	 U S B :   f u n z i o n e   n o n   c o n s e n t i t a 	 U S B   :   'D./E)  :J1  E3EH-)	 U S B :   F u n   o   n  o   p e r m i t i d a 	 U S B :   0_l e v e   i z i n   v e r i l m i y o r   	 U S B : T m   t h i   k h  n g   s   d n g   c   c h c   n n g   n  y 	 U S B :   F u n g s i   t i d a k   d i b o l e h k a n 	 U S B :   F u n g s i   t i d a k   d i b e n a r k a n 	 U S B :   +			M	6	(	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 U S B :   N e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 U s b :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 U S B :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	 U S B :       	 	 /	B		8	,	@	  :   9	G	  	>	0	M	/	  8	'	M	/	>	  .	>	(	M	/	  (	>	9	@		 U S B :   9EDC1/  E,'2  FJ3*	 H  '3  (:   '3  AF4F    A  'D-'D  ','2*  F	 :           	 		. 		. 		. :   		  							  									  		d		 /
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 
 S T R _ I D _ U S B _ I R C O M M _ O C C U P Y _ C D C A C M 	 E x t D e v i c e 	 P O P U P 	 W a r n i n g   n o t i f i c a t i o n . ( i n   t h e   p o p u p ) 	 P l e a s e   t u r n   o f f   I r D A 	 ˊܕ}Y}	 sQ핢~Y~	 B#4  I r D A 	 D e s c o n e c t e   I r D A 	 V e u i l l e z    t e i n d r e   I r D A 	 I r D A   b i t t e   a u s s c h a l t e n 	 K:;NG8B5  I r D A 	 D i s a t t i v a r e   I r D A 	 ':DB  I r D A 	 D e s a c t i v e   a   f u n   o   I r D A 	 L  t f e n   I r D A ' y 1  k a p a t 1n 	 H  y   t t   h n g   n g o i   	 N o n a k t i f k a n   I r D A 	 S i l a   p a d a m k a n   I r D A 	 	C	*	/	>	  			0	!	@		  ,		&	  	0	G			 	 	 	 K a p c s o l j a   k i   a z   I r D A   p o r t o t 	 	 	 	 Z e t   I r D A   u i t 	 	 	 O p r i ci   I r D A 	 	 	       I r D A 	 	 	C	*	/	>	  	/		0	!	@		  ,		&	  	0	>		 D7A'K  I r D A   1'  .'EH4  F/	 (1'      E1('F  '1'  'SA  ,&	         l 	 							  			  		. 		. 		. 	  				  					 
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 
 S T R _ I D _ U S B _ C O N F I G _ W E B C A M 	 E x t D e v i c e 	 I C O N T E X T 	 U s b   d e t e c t i o n   s c r e e n   m e n u   i t e m s .   ( m e n u ) 	 W e b c a m 	 }eq__j	 Q~Ddq_:g	 @'GA!	 C  m a r a   W e b 	 W e b c a m 	 W e b c a m 	 51- :0<5@0	 W e b c a m 	 'DC'EJ1'	 W e b c a m 	 V i d e o   k a m e r a 	 W e b C a m 	 W e b c a m 	 K a m e r a   w e b 	 5	G	,		H	.		 	 	 	 W e b k a m e r a 	 	 	 	 W e b c a m 	 	 	 C a m e r   w e b 	 	 	   	 W e b c a m 	 5	G	,		E	.		 H(  E	 H(  E	 	 										 5
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i v a n j e   z a   m a s o v n o   p o h r a n j i v a n j e . . . 	 O p r i r e   p e n t r u   s t o c a r e a    n   m a s 	 Z a p r i   z a   M a s s   S k l a d i a
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i v a n j e   z a   m a s o v n o   p o h r a n j i v a n j e . . . 	 P o r n i r e   p e n t r u   s t o c a r e a    n   m a s 	 V k l j u 
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e 	       . . . 	     	 :;NG20=5  70  0A>20  0<5B. . . 	 .	>	8	  8	M		K	0	G		  	0	?	$	>	  *	>	5	0	  	>	2	B	. . . 	 (1'  0.1G  'F(HG  1H4F  F/	 E'3  '3yH1,    D~'H1  'SF  ,&	           	 			  									  				  						  				  					 
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 	 .>8  7MK0G  *>  *>q>0  (M  0(M$A	 	 				  								  				  					  		  				 	 	 	 	 	 	 	 L i g a r   p a r a   a r m a z e n a m e n t o   e m   m a s s a 	 	 	 	 	 	 	 	 I n f o r m a z i o   k o p u r u   h a n d i a   g o r d e t z e k o   p i z t u   e g i n g o   d a 	 P a g - o n   p a r a   s a   M a s s   S t o r a g e 	 P r e n d e r   p a r a   A l m a c e n a m e n t o   M a s i v o 	 N g b a n y e   k   m a k a   n c h e k w a   b u r u   i b u 	 C u m h a c h t   a r   s i  l   d o n   O l l s t  r  i l 
 
 S T R _ U S B _ C D C A C M _ S E T T I N G _ S C R 	 U n d e f i n e d 	 P O P U P 	 N o t i f y   u s b   i s   c o n f i g u r i n g   a s   C O M   p o r t   e m u l a t o r . ( i n   t h e   s c r e e n ) 	 C O M   p o r t   c o n f i g u r i n g 	 -[^R#cW-N	 [^RzS-N	 2#3+H2-#L  C O M 	 C o n f i g u r a r   p u e r t o   C O M 	 C o n f i g u r a t i o n   d u   p o r t   C O M   e n   c o u r s 	 C O M - A n s c h l u s s k o n f i g u r a t i o n 	 >=D83C@0F8O  ?>@B0  C O M 	 C o n f i g u r a z i o n e   p o r t a   C O M   i n   c o r s o 	 ,'1M  6(7  EHB9  'D*F8JE  'D5AHA	 C o n f i g u r a   o   d e   p o r t a   C O M 	 c o m   N o k t a s 1  c o n f i g i n g . . . . 	 a n g   t h i t   l p   c n g   C O M 	 K o n f i g u r a s i   P o r t   C O M . . 	 K o n f i g u r a s i   p o r t   C O M 	 	I	.	  *	K	0	M		  	I	(	M	+	?		M	0	?				 K o n f i g u r e r e r   C O M   p o r t . . . 	 K o n f i g u r a c e   C O M   p o r t u . . . 	 K o n f i g u r o w a n i e   p o r t u   C O M . . . 	 C O M   p o r t   k o n f i g u r  l  s a   f o l y a m a t b a n . . . 	 C O M - p o r t i n   k o n f i g u r o i n t i . . . 	 C O M - k a n a l   k o n f i g u r e r e r . . . 	 K o n f i g u r  c i a   C O M   P o r t 	 C O M - a a n s l u i t i n g   w o r d t   g e c o n f i g u r e e r d 	 K o n f i g u r e r a   C O M - p o r t   	 K o n f i g u r i r a n j e   C O M   p r i k l j u 
k a . . . 	 S e   c o n f i g u r e a z   p o r t u l   C O M 	 C O M   V r a t a   R a z v r a
e n a . . . 	     C O M 	       ( C O M ) 	 C O M   >@B  >=D83C@8@0=5. . . 	 8	@			.	  *	K	0	M		  	A	3	>	#	@	. . . 	 /1  -'D  ~1(F/  ~H1*  C O M 	 3  'H  'E  ~H1y  FA1F	     . . . 	 		  					  							. . . 	 
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	           	 I - C O M   p o r t   i y a g u q u l a 	 I n x u l u m a n i s a   i z i b u k o   l w e - C O M 	 U s a n i d i   w a   p o r t i   y a   C O M 	 C O M - p o o r t   k o n f i g .   t a n s 	 C O M   p r i e v a d a s   k o n f i g kr u o j a m a s 	 C O M   p o r t a   k o n f i g u r aa n a 	 C O M   p o r d i   k o n f i g u r e e r i m i n e 	 C O M   zx|k  oxvkcxaka	   C O M     	 S e   c o n f i g u r e a z   p o r t u l   C O M 	 C O M   *
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 S T R _ I D _ U S B _ N O _ M S _ F O R _ P C 	 E x t D e v i c e 	 P O P U P 	 N o t i f y   n o   s t o r a g e   f o r   P C . ( i n   t h e   p o p u p ) 	 U S B N o   s t o r a g e   f o r   P C 	 U S B ˊceQaaS	 U S B ceQX[PaS	 U S B :   D!H!55H@G*3+#1  P C 	 U S B :   S i n   a l m a c e n a m i e n t o   p a r a   P C 	 U S B   :   A u c u n   s t o c k a g e   p o u r   P C 	 U S B :   K e i n   S p e i c h e r m e d i u m   f  r   P C 	 U S B :   =5B  =0:>?8B5;O  4;O  	 U S B :   n e s s u n a   a r c h i v i a z i o n e   P C 	 U S B   :   'D0'C1)  :J1  EH,H/)	 U S B :   S e m   a r m a z e n a m e n t o   p a r a   P C 	 U S B :   P C   i  i n   b e l l e k   y o k     	 U S B :   h  y   c m   t h   n h   v  o 	 U S B :   T i d a k   a d a   p e n y i m p a n a n   u n t u k   P C 	 U S B :   T i a d a   s t o r a n   u n t u k   P C 	 U S B :   P C   9	G	$	A	  8	M		K	0	G		  (	9	@			 	 	 	 U S B :   n i n c s   h  t t  r t  r   P C - h e z 	 	 	 	 U s b :   g e e n   o p s l a g   v o o r   c o m p u t e r 	 	 	 U S B :   n u   e x i s t   m e m o r i e   p e n t r u   P C 	 	 	 U S B :         -   P C 	 	 /	B		8	,	@	:   *	@	8	@	  	0	?	$	>	  8	M		K	0	G		  (	>	9	@		 U S B :   -'A8G  'I  (1'I  C'E~JH*1  H,H/  F/'1/	 H  '3  (: P C   D  '3yH1,  F	 U S B :   P C     	 		. 		. 		:   									  											  				  			  												  				 /
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	 U S B :         	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   G e e n   b e r g p l e k   v i r   P R 	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   N o   s t o r a g e   f o r   P C 	 U S B :   N o   s t o r a g e   f o r   P C 	 	 	 U S B :   N u k   k a   r u a j t j e   p e r   P C 	 U S B P C   				  				  							  				 	 	 	 	 	 	 	 U S B N e n h u m   a r m a z e n a m e n t o   p a r a   P C 	 	 	 	 	 	 	 	 U S B :   k o n p u t a g a i l u a r e n t z a t   g o r d a i l u r i k   e z 	 U S B :   W a l a n g   i m b a k a n   p a r a   s a   P C 	 U S B :   N i n g  n   a l m a c e n a m e n t o   p a r a   P C 	 U S B : E n w e g h   e b e   n c h e k w a   m a k a   P C 	 U S B :   N  l   s t  r a s   a n n   d o n   P C 
 
 S T R _ I D _ U S B _ S Y S _ N O T _ R E A D Y 	 E x t D e v i c e 	 P O P U P 	 N o t i f y   s y s t e m   n o t   r e a d y . ( i n   t h e   p o p u p ) 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 |q}A~_ˊ
zPQf	 |~A~_
zPQՋ	 #0D!H#I-!  B#%-C+!HC 2"+%1	 E l   s i s t e m a   n o   e s t    l i s t o ,   p o r   f a v o r   i n t e n t e   m  s   t a r d e 	 S y s t  m e   p a s   e n c o r e   p r  t ,   r  e s s a y e z   p l u s   t a r d 	 S y s t e m   n i c h t   b e r e i t ,   V o r g a n g   b i t t e   s p  t e r   w i e d e r h o l e n 	 !8AB5<0  =5  3>B>20.   >2B>@8B5  ?>?KB:C  ?>765	 S i s t e m a   n o n   p r o n t o ,   p r o v a r e   i n   s e g u i t o 	 'DF8'E  :J1  ,'G2  J1,I  'DE-'HD)  AJ  HB*  D'-B	 S i s t e m a   n  o   p r e p a r a d o ,   t e n t e   m a i s   t a r d e 	 S i s t e m   h a z 1r   d e i l ,   l  t f e n   d a h a   s o n r a   d e n e y i n 	 H   t h n g   c h a   s n   s  n g ,   h  y   t h   l i   s a u 	 S i s t e m   b e l u m   s i a p ,   c o b a   n a n t i 	 S i s t e m   t i d a k   s e d i a ,   s i l a   c u b a   l a g i   k e m u d i a n 	 8	?	8	M	
 	.	  $	H	/	>	0	  (	9	@		  9	H	,   	C	*	/	>	  ,	>	&	  .	G		  	K	6	?	6	  	0	G			 	 	 	 A   r e n d s z e r   n e m    l l   k  s z e n ,   p r  b  l j a   m e g   k  s Qb b 	 	 	 	 S y s t e e m   n i e t   g e r e e d ,   p r o b e e r   h e t   l a t e r   n o g   e e n s 	 	 	 S i s t e m u l   n u   e s t e   p r e g t i t ,   r e  n c e r c a ci . 	 	 	     ,         	 	 	C	*	/	>	  (		$	0	  8		*	0	M		  	0	>	! 	 33*E  "E'/G  F3*  D7A'  /H('1G  39  F/	 H  '3  (:   33yE  *'1  F	 :     	 							  				  								  				,   							  			  			  						  				  	 /
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	   ,       	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S t e l s e l   n i e   g e r e e d   n i e ,   p r o b e e r   a s b .   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 S y s t e m   n o t   r e a d y ,   p l e a s e   t r y   l a t e r 	 	 	 S i s t e m i   n u k   e s h t e   g a t i ,   j u   l u t e m   p r o v o n i   m e   v o n e 	 							  				  			,   							  			  							  				 	 	 	 	 	 	 	 S i s t e m a   n  o   e s t    p r o n t o ,   t e n t e   m a i s   t a r d e 	 	 	 	 	 	 	 	 S i s t e m a   e z   d a g o   p r e s t ,   s a i a   z a i t e z   b e r a n d u a g o   m e s e d e z 	 H i n d i   h a n d a   a n g   s i s t e m a ,   p a k i s u b u k a n   m u l i   m a m a y a 	 S i s t e m a   n o n   p r e p a r a d o ,   p o r   f a v o r ,   i n t e n t e   m  i s   t a r d e 	 S i s t e m   a d b e g h i   n k w a d o b e , b i k o   m e g h a r a   o g e   z 	 N  l   a n   c  r a s   r  i d h ,   b a i n   t r i a i l   a s   n  o s   m o i l l e   l e   d o   t h o i l 
 
 S T R _ I D _ U S B _ U A R T 2 _ O C C U P I E D 	 E x t D e v i c e 	 P O P U P 	 N o t i f y   U A R T 2   O C C U P I E D . ( i n   t h e   p o p u p ) 	 U S B U A R T 2   i s   o c c u p i e d 	 U S B U A R T 2 TO(u-N	 U S B U A R T 2 `S(u-N	 U S B :   U A R T 2   C
I2-"9H	 U S B :   U A R T 2   e s t    o c u p a d o 	 U S B   :   U A R T 2   o c c u p  	 U S B :   U A R T 2   i s t   b e l e g t 	 U S B :   U A R T 2   70=OB	 U S B :   U A R T 2      o c c u p a t o 	 U A R T 2   :   U S B   E4:HD	 U S B :   U A R T 2   o c u p a d o 	 U S B :   U A R T 2   k u l l a n 1m d a 	 U S B :   a n g   d  n g   U A R T 2 	 U S B :   U A R T 2   s e d a n g   d i g u n a k a n 	 U S B :   U A R T 2   d i i s i 	 U S B :   U A R T 2   5	M	/	8	M	$	  9	H		 	 	 	 U S B :   a z   U A R T 2   e l f o g l a l t 	 	 	 	 U s b :   U A R T 2   i s   b e z e t 	 	 	 U S B :   U A R T 2   e s t e   o c u p a t 	 	 	 U S B :   U A R T 2   	 	 /	B		8	5	@	:   /	B			0		@	2   0	?		>	.	>	  (	>	9	@	! 	 U S B :   U A R T 2   '4:'D  '3*	 H  '3  (  :   U A R T 2   .'D  F  ! 	 U S B :   U A R T 2   i s   O c c u p i e d ! 	 		. 		. 		:   		. 	. 		. 			  					  			! 	 /
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	 U S B :   U A R T 2   	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   b e s e t 	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   o c c u p i e d 	 U S B :   U A R T 2   i s   o c c u p i e d 	 	 	 U S B :   U W A R T 2   e s h t e   I   z e n e 	 U S B U A R T 2   			  						 	 	 	 	 	 	 	 U S B U A R T 2   e s t    o c u p a d o 	 	 	 	 	 	 	 	 U S B :   U A R T 2   l a n p e t u r i k   d a g o 	 U S B   :   U A R T 2   a y   a b a l a 	 U S B :   U A R T 2   e s t    o c u p a d o 	 U S B U A R T 2     e w e r e g o   n d 	 U S B :   U A R T 2   i n    s  i d 
 
 S T R _ I R D A _ M E N U _ T I T L E 	 I r D A M M I 	 T I T L E 	 I r d a   M e n u   I t e m 	 I n f r a r e d 	 }Y}P8	 ~Y~ O	 -42@#	 I n f r a r r o j o s 	 I n f r a r o u g e 	 I n f r a r o t 	 =D@0:@0A=K9	 I n f r a r o s s o 	 I R 	 I n f r a v e r m e l h o s 	 k 1z 1l  t e s i 	 T r u y n   h n g   n g o i 	 I n f r a   m e r a h 	 I n f r a   m e r a h 	 	(	M	+	M	0	>	0	G	!		 I n f r a r  d 	 I n f r a 
e r v e n  	 P o d c z e r w i e D	 I n f r a v  r  s 	 I n f r a p u n a 	 I n f r a r  d 	 I n f r a 
e r v e n  	 I n f r a r o o d 	 I n f r a r e d 	 I n f r a c r v e n o 	 I n f r a r o _u 	 I n f r a r d e 
e 	 	 - 	 I n f r a r e d / =D@0@54	 		+	M	0	>	0	G	!		 E'/HF  B1E2	 'FA1&1	 	 										 
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	  	 I - i n f r a r e d 	 I m i t h a   e n g a b a n g i   b u b o m v u 	 I n f o r e d i 	 I n f r a r o o i 	 I n f r a r a u d o n i e j i   s p i n d u l i a i 	 I n f r a s a r k a n a i s 	 I n f r a p u n a 	 ;vaoatk	 	 I n f r a r o _u 	 
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 
 S T R _ I R D A _ M E N U _ O P E N 	 I r D A M M I 	 I C O N T E X T 	 I r d a   M e n u   I t e m 	 O p e n 	 _U	  _/T	 @4	 A b r i r 	 O u v r i r 	  f f n e n 	 B:@KBL	 A p r i 	 EA*H-	 A b r i r 	 A  	 M 	 b u k a 	 B u k a 	 	K	2	G			  b n 	 O t e v Y t 	 O t w  r z 	 M e g n y i t  s 	 A v a t a 	  p n e 	 O t v o r i e	 O p e n e n 	  p p n a 	 O t v o r i 	 D e s c h i d e r e 	 O d p r i 	 	 	 B2>@8	 	A	2	>		 ('2  1/F	 HD	 	 					 
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	 	 V u l a 	 V u l a 	 F u n g u a 	 M a a k   o o p 	 A t v e r t i 	 A t v r t 	 A v a 	 2ael	 	 D e s c h i d e r e 	 $
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i s	 1 0   m i n kt e s 	 1 0   m i n u t i t 	 1 0   xze	 1 0   	 1 0   m i n u t e 	 1 0   .
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	 I r D A 0A  ,GM  M09#  9G2>	 M o r r i   o b j e k t i n   n g a   I r D A 	 				  ' \ 							'   	' 						  						  					 	 	 	 	 	 	 	 A r q u i v o   a r m a z e n a d o   n a   p a s t a   ' \ r e c e b i d a s ' 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I R D A _ N O T Y _ R E C V _ F I L E _ B R O W S E 	 I r D A M M I 	 L S K 	 I r d a   r e c e i v e d   f i l e   d e s c r i p t i o n 	 B r o w s e 	 p	 Omȉ	 @#5"9	 E x p l o r a r 	 N a v i g a t e u r 	 D u r c h s u c h e n 	 >8A:	 S f o g l i a 	 916	 P r o c u r a r 	 k a _	 D u y t 	 M e n c a r i ,   m e l i h a t 	 S e m a k   i m b a s 	 ,	M	0	>				<	  	0	G			 G e n n e m s e 	 P r o h l  ~e t 	 W y s z u k u j 	 B  n g  s z  s 	 S e l a a 	 S e   g j e n n o m 	 P r e h >a d a e	 B l a d e r e n 	 B l  d d r a 	 P r e t r a ~i v a n j e 	 R s f o i r e 	 P r e b r s k a j 	 	 	 @0C7	 ,	M	0	>			8		 E1H1	 (1'$2  ,&	 	 							 ,
0
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  


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M
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 
 S T R _ I R D A _ N O T Y _ R E C V _ F I L E _ H E D 	 I r D A M M I 	 P O P U P 	 I r d a   r e c e i v e d   f i l e   d e s c r i p t i o n 	 R e c e i v e d 	 6e0R	 6e0R	 #1A%I'	 R e c i b i d o s 	 R e  u 	 E m p f a n g e n 	 >;CG5=>	 R i c e v u t o 	 *E  'D'3*D'E	 R e c e b i d o 	 A l 1n d 1	    n h n 	 d i t e r i m a 	 D i t e r i m a 	 *	M	0	>	*	M	$		 M o d t a g e t 	 P Yi j a t  	 O t r z y m a n e 	 B e j  v Q	 V a s t a a n o t e t t u 	 M o t t a t t 	 D o r u 
e n  	 O n t v a n g e n 	 M o t t a g n a 	 P r i m l j e n e 	 P r i m i t 	 S p r e j e t o 	 	 	 >;CG5=>	 	G	$	2	G	2	G	  	 /1'A*  4/	 EH5HD  H'	 	 						 *
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	 M09#  0>2>	 U   m o r r 	 							  					 	 	 	 	 	 	 	 R e c e b i d a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I R D A _ N O T Y _ R E C V _ F I L E _ T I L 	 I r D A M M I 	 P O P U P 	 I r d a   r e c e i v e d   f i l e   d e s c r i p t i o n 	 F i l e s 	 PjHh	 *NeN	 D%L	 A r c h i v o s 	 F i c h i e r s 	 D a t e i e n 	 $09;K	 F i l e 	 EDA'*	 F i c h e i r o s 	 D o s y a 	 T p   	 b e r k a s 	 F a i l 	 +	>		2		 F i l e r 	 S l o ~k y 	 P l i k i 	 F  j l o k 	 T i e d o s t o j a 	 F i l e r 	 S  b o r y 	 B e s t a n d e n 	 F i l e r 	 D a t o t e k e 	 F i _i e r e 	 D a t o t e k e 	 	 	 $09;>25	 +	>		2	M	8		 A'D  G'	 A'&D	 	 					 +
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 
 S T R _ I R D A _ D E V _ B U S Y 	 I r D A M M I 	 P O P U P 	 I r d a   d e s c r i p t i o n 	 I R   d e v i c e   b u s y 	 ݈n_x-N	 ݈n_x-N	 -8#L  I R   D!H'H2	 D i s p o s i t i v o   I R   o c u p a d o 	 A p p a r e i l   I R   o c c u p  	 I R - G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  I R   70=OB>	 D i s p o s i t i v o   I R   o c c u p a t o 	 ,G'2  I R     E4:HD	 D i s p o s i t i v o   I V   o c u p a d o 	 I R   D e v i c e   B u s y 	 T h i t   b   a n g   b n 	 I R   D e v i c e   B u s y 	 P e r a n t i   I R   s i b u k 	 I R   		*		0	#	  5	M	/	8	M	$		 I R   E n h e d   O p t a g e t 	 Z a Y z e n    I R   j e   z a n e p r  z d n n o 	 U r z d z e n i e   I r D A   z a j t e 	 I R   e s z k  z   f o g l a l t 	 I R   L a i t e   o n   v a r a t t u 	 I R - e n h e t   o p p t a t t 	 Z a r i a d e n i e   I R   j e   z a n e p r  z d n e n  	 I R - a p p a r a a t   b e z e t 	 I R - e n e h e t   u p p t a g e n 	 I R   U r e a j   z a u z e t 	 D i s p o z i t i v   I R   o c u p a t 	 I R   N a p r a v a   Z a s e d e n a 	   I R   	   -   I R   	 I R / =D@0@54  @8;>65=85B>  05B>	 	/		0	  !	?	5	M	9	>		8	  5	M	/	8	M	$		 /3*'G  I R   E4:HD  '3*	 'S&  'S1  'SD  E4:HD	         	 		. 		  						  							 
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	 0M  !?5H8M  ,@8@	 I R   ?@8AB@V9  709=OB89	 I R   




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	 I R     	 I d i v a y s i   y e - I R   i b h i z i 	 I s i x h o b o   s e - I R   i x a k e k i l e 	 K i f a a   c h a   I R   k i n a   s h u g h u l i 	 I R - t o e s t e l   b e s i g 	 I R   /r e n g i n y s   u ~i m t a s 	 I R   i e r +c e   a i z Fe m t a 	 I R   s a d e   h  i v a t u d 	 I R   }ah  fbar~an  g	 I R     	 D i s p o z i t i v   I R   o c u p a t 	 I R   	
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 
 S T R _ I R D A _ M E N U _ A C T I V A T I O N 	 I r D A M M I 	 I C O N T E X T 	 I r d a   d e s c r i p t i o n 	 A c t i v a t i o n   m e n u 	 _URv	 o;mvU_	 C
I2@!9	 M e n    d e   a c t i v a c i  n 	 M e n u   d ' a c t i v a t i o n 	 A k t i v i e r u n g s m e n  	 5=N  0:B820F88	 M e n u   a t t i v a z i o n e 	 *F4J7  'DB'&E)	 M e n u   d e   a c t i v a   o 	 E t k i n l e _t i r m e   m e n  s    	 M c   l c   k  c h   h o t 	 M e n u   p e n g a k t i f a n 	 M e n u   p e n g a k t i f a n 	 		M		?	5	G	6	(	  .	G	(	M	/	B		 A k t i v e r i n g s   M e n u 	 A k t i v a 
n    m e n u 	 A t y w a c j a   m e n u 	 A k t i v  c i  s   m e n  	 A k t i v o i n t i v a l i k k o 	 A k t i v e r i n g s m e n y 	 M e n u   a k t i v  c i a 	 A c t i v e r i n g s m e n u 	 A k t i v e r i n g s m e n y 	 I z b o r n i k   a k t i v a c i j e 	 M e n i u   a c t i v a r e 	 I z b i r n i k   A k t i v i r a n j a 	   	   	 :B828@0I>  5=N	 
		M		?	5	M	9	G	6	(	  .	G	(	M	/	B		 EFH  A9'D3'2	 A9'D    1F    EFH	   	 									  					 
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	   	 I m e n y u   y o k u c u p h a 	 I m e n y u   y o k u s e b e n z i s a 	 M e n y u   y a   u a m i l i s h a j i 	 A k t i v e r i n g s k i e s l y s 	 S u a k t y v i n i m o   m e n i u 	 A k t i v c i j a s   i z v l n e 	 A k t i v e e r i m i s m e n   	 1ok~atav  tevux	   	 M e n i u   a c t i v a r e 	 8

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 
 S T R _ I R D A _ M E N U _ S T O R A G E 	 I r D A M M I 	 T I T L E ,   I C O N T E X T 	 I r d a   d e s c r i p t i o n 	 S t o r a g e   l o c a t i o n 	 2QX[Ԛxd	 PX[SO	b	 3A+H5H@GI-!9%	 U b i c a c i  n   d e   a l m a c e n a m i e n t o 	 E m p l a c e m e n t   d e   s t o c k a g e 	 S p e i c h e r s t a n d o r t 	 5AB>  E@0=5=8O	 P e r c o r s o   a r c h i v i a z i o n e 	 EHB9  'D0'C1)	 L o c a l   d e   a r m a z e n a m e n t o 	 B e l l e k   y e r i   	 C h n   n i   l u 	 L o k a s i   p e n y i m p a n a n 	 L o k a s i   p e n y i m p a n a n 	 8	M		K	0	G		  8	M	%	>	(		 L a g r i n g s   P l a d s 	 U m  s t n    p r o   u k l  d  n  	 L o k a l i z a c j a   p a m i c i 	 T  r h e l y    t v o n a l a 	 M u i s t i n   s i j a i n t i 	 M i n n e p l a s s e r i n g 	 P a m  e	 O p s l a g l o c a t i e 	 L a g r i n g s p l a t s 	 M j e s t o   p o h r a n j i v a n j a 	 L o c a ci e   p e n t r u   m e m o r a r e 	 L o k a c i j a   S k l a d i a
a 	   	   	 5AB>?>;>65=85  =0  !JE@0=5=85	 8	M		K	0	G		  2	K		G	6	(		 E-D  0.1G	 EHB9  '3yH1,	   	 							  							 -
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	   	 I n d a w o   y e s i l o n d i 	 I n d a w o   y o k u g c i n a 	 E n e o   l a   k u h i f a d h i 	 B e r g p l e k - l i g g i n g 	 A t m i n t i n s   v i e t a 	 K r t u v e s   a t r a aa n s   v i e t a 	 S a l v e s t u s k o h t 	 @kwxrxiuav  }ak  eraoautav  ~auh	   	 L o c a ci e   p e n t r u   m e m o r a r e 	 8
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 
 S T R _ I R D A _ S T O R A G E _ C A R D 	 I r D A M M I 	 T W O S T A T E 	 I r d a   d e s c r i p t i o n 	 E x t e r n a l   c a r d 	 aaS	 _aS	 2#L 2"-	 T a r j e t a   e x t e r n a 	 C a r t e   e x t e r n e 	 E x t e r n e   K a r t e 	 =5H=OO  :0@B0	 S c h e d a   e s t e r n a 	 (7'B)  'D0'C1)	 P l a c a   e x t e r n a 	 H a r i c i   k a r t 	 T h   n h 	 K a r t u   e k s t e r n a l 	 K a d   l u a r a n 	 		M	8		0	M	(	2	  	>	0	M	!		 E k s t e r n t   K o r t 	 E x t e r n    k a r t a 	 K a r t y   z e w n t r z n e 	 K  l s Q  k  r t y a 	 U l k o i n e n   k o r t t i 	 E k s t e r n t   k o r t 	 E x t e r n    k a r t a 	 E x t e r n e   k a a r t 	 E x t e r n k o r t 	 V a n j s k a   k a r t i c a 	 C a r d   e x t e r n 	 Z u n a n j a   K a r t i c a 	   	   	 J=H=0  0@B0	 ,	>	9	M	/	  	>	0	M	!		 '1*  .'1,	 .'1,  '1	   	 							  						 ,
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NX[(W	 D!HDI@*5"2#L 2"-	 N o   h a y   t a r j e t a   e x t e r n a   i n t r o d u c i d a 	 A u c u n e   c a r t e   e x t e r n e   i n s  r  e 	 K e i n e   e x t e r n e   K a r t e   e i n g e f  g t 	 =5H=OO  :0@B0  =5  2AB02;5=0	 N o n      s t a t a   i n s e r i t a   n e s s u n a   s c h e d a   e s t e r n a 	 (7'B)  'D0'C1)  :J1  EH,H/)	 N  o   e x i s t e   u m a   p l a c a   e x t e r n a   i n t r o d u z i d a 	 H a r i c i   k a r t   t a k 1l 1  d e i l 	 K h  n g   c    t h   n h 	 T i d a k   a d a   k a r t u   e k s t e r n a l   y a n g   d i m a s u k k a n 	 T i a d a   k a d   l u a r a n   d i m a s u k k a n 	 		M	8		0	M	(	2	  	>	0	M	!	  (	9	@		  !	>	2	>	  	/	>		 I n t e t   E k s t e r n t   K o r t   I s a t 	 N e b y l a   v l o ~e n a   e x t e r n    k a r t a 	 B r a k   p o d Bc z o n y c h   k a r t   z e w n t r z n y c h 	 N i n c s   k  l s Q  k  r t y a   c s a t l a k o z t a t v a 	 E i   u l k o i s t a   k o r t t i a   a s e n n e t t u n a 	 I k k e   n o e   e k s t e n t   k o r t   s a t t   i n n 	 }i a d n a   e x t e r n    k a r t a   n e b o l a   v l o ~e n  	 G e e n   e x t e r n e   k a a r t   a a n w e z i g 	 I n g e t   e x t e r n k o r t    r   i n f o g a t 	 N i j e   u l o ~e n a   v a n j s k a   k a r t i c a 	 N u   a ci   i n s e r a t   n i c i u n   c a r d   e x t e r n 	 N o b e n a   Z u n a n j a   K a r t i c a   V t a k n j e n a 	         	       	 O<0  ?>AB025=0  2J=H=0  :0@B0	 ,	>	9	M	/	  	>	0	M	!	  *	M	0	5	?	7	M		  9	K	,	B	  6		$	  (	>	9	@		 '1*  .'1,  H'1/  F4/G  '3*	 H&  .'1,  '1  EF/1,  F	       	 			  							  					  						  					 
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 
 S T R _ I R D A _ F I L E _ R E C E I V E D 	 I r D A M M I 	 P O P U P 	 I r d a   d e s c r i p t i o n 	 I n f r a r e d   f i l e ( s )   r e c e i v e d 	 6e0RjHh	 6e0ReN	 DI#1D%L-4#2@#	 A r c h i v o ( s )   r e c i b i d o ( s )   p o r   i n f r a r r o j o s 	 F i c h i e r ( s )   i n f r a r o u g e ( s )   r e  u ( s ) 	 I n f r a r o t - D a t e i ( e n )   e m p f a n g e n 	 '5@57  8=D@0:@0A=K9  ?>@B  ?>;CG5=K  D09;K	 F i l e ( s )   i n f r a r o s s i   r i c e v u t i 	 *E  '3*D'E  'DEDA	 F i c h e i r o s   I V   r e c e b i d o s 	 K 1z 1 t e s i   d o s y a s 1( d o s y a l a r 1)   a l 1n d 1  	 N h n   c   t p 	 F i l e   i n f r a m e r a h   d i t e r i m a 	 F a i l   i n f r a m e r a h   d i t e r i m a 	 		+	M	0	>	0	G	!	  +	>		2	( +	>		2	G		)   *	M	0	>	*	M	$	  	@	  		( 			) 	 I n f r a r  d   F i l ( e r )   M o d t a g e t 	 S o u b o r   p Ye s   i n f r a 
e r v e n    p Yi j a t 	 O t r z y m a n o   p l i k ( i )   p r z e z   p o d c z e r w i e D	 E g y   v a g y   t  b b   i n f r a v  r  s   f  j l    r k e z e t t 	 I n f r a p u n a t i e d o s t o ( j a )   v a s t a a n o t e t t u 	 I n f r a r  d ( e )   f i l ( e r )   m o t t a t t 	 S  b o r y   p r i j a t    c e z   i n f r a 
e r v e n  	 I n f r a r o o d b e s t a n d ( e n )   o n t v a n g e n 	 T o g   e m o t   I n f r a r e d f i l ( e r )   	 P r i m l j e n e   s u   i n f r a c r v e n e   d a t o t e k e   	 F i _i e r ( e )   p r i m i t ( e )   p r i n   i n f r a r o _u 	 I n f r a r d e 
a   D a t o t e k a    P r e j e t e 	   /   	       	 >;CG5=8  D09;>25  G@57  =D@0@54	 	(	+	M	0	>	0	G	!	  +	>		2	  *	M	0	>	*	M	$		 A'D( G')   E'/HF  B1E2  /1'A*  4/	 'FA1&1  A'&D  EH5HD  H&	   ( )   . 	 									  				( 				)   						 
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 S T R _ I R D A _ S E N D 	 I r D A M M I 	 C 1 6 5 _ 1 	 I r d a   s e n d i n g 	 I r D A   s e n d i n g 	 }Y}P8-N	 ~Y~ O-N	 3%1*H  I r D A 	 E n v i a n d o   I r D A 	 E n v o i   d e   l ' I r D A   e n   c o u r s 	 I r D A - S e n d e v o r g a n g 	 B?@02:0  I r D A 	 I n v i o   d a   I r d a   i n   c o r s o 	 '13'D  I r 	 A   e n v i a r   p o r  I r D A 	 I r d a   s e n d i n g 	 a n g   g i   h n g   n g o i 	 I r d a   s e n d i n g 	 I r d a   m e n g h a n t a r 	 I r D A   -	G		>	  	>	  0	9	>	  9	H		 I r D a   s e n d e r 	 I r d a   p o s  l  n  	 W y s y Ba n i e   p o p r z e z   I r D A 	 I r D A   k  l d  s 	 I r d a - l  h e t y s 	 I d r a - s e n d i n g 	 P o s l a n i e   c e z   I r d a 	 I r D A   b e z i g   m e t   z e n d e n 	 I r d a - s  n d n i n g 	 I r d a   s l a n j e 	 E x p e d i e r e   p r i n   I r D A 	 I r d a   p o ai l j a n o 	   I r d a 	 I r D A   	 7?@0I0=5  G@57  =D@0@54	 	/		0	!	@		  *	>	 	5	?	#	M	/	>	$	  9	K	$	  	9	G		 '13'D  I r D A 	 '1'  (,'  ,'  1'  	   	 		. 		. 		. 	  						  			  						 
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	 I r D A   	 I - I r D A   i y a t h u m e l a 	 I t h u m e l a   i - I r D A 	 U t u m a j i   I r D A 	 I r D A   s t u u r   t a n s 	 S i u n 
i a m a s   l r D A 	 I r D A   s kt +aa n a 	 I R   e d a s t u s 	 I r D a   xraoxt	 I r D A   	 E x p e d i e r e   p r i n   I r D A 	 I r D A   
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 S T R _ I R D A _ W R I T E _ F I L E _ F A I L 	 I r D A M M I 	 P O P U P 	 W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	 jHh[eQ1YWe	 eNQeQ1Y%	 @5"D%LD!HDI	 E r r o r   a l   e s c r i b i r   e l   a r c h i v o 	  c h e c   l o r s   d e   l '  c r i t u r e   d u   f i c h i e r 	 S c h r e i b e n   d e r   D a t e i   f e h l g e s c h l a g e n 	 !1>9  70?8A8  D09;0	 S c r i t t u r a   f i l e   n o n   r i u s c i t a 	 A4D  AJ  C*'()  'DEDA	 F a l h a   a o   e s c r e v e r   o   f i c h e i r o 	 W r i t e   f i l e   f a i l e d 	 K h  n g   v i t   v  o   t p   c 	 W r i t e   f i l e   f a i l e d 	 T u l i s   f a i l   g a g a l 	 +	>		2	  2	?		(	>	  	8	+	2		 I r D a   s e n d e r 	 I r d a   W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	 S c h r i j v e n   v a n   b e s t a n d   i s   m i s l u k t . 	 W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	 S c r i e r e a   f i _i e r u l u i   n u   a   r e u _i t 	 W r i t e   f i l e   f a i l e d 	 W r i t e   f i l e   f a i l e d 	     	 	 0	>			  +	>		2	  	8	.	0	M	%		 FH4*F  A'D  F'EHAB  (H/	 A'&D  '  DF'  F''E	       	 				  				  							 2
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	 B l u e t o o t h   8M50  *%  8M5>*  0(M$A	 N d r y s h o   l i n j e n   e   z e r i t   t e   B l u e t o o t h 	 B l u e t o o t h   					  		  			- 			  				 	 	 	 	 	 	 	 T r o c a   d o   c a m i n h o   d e   v o z   B l u e t o o t h 	 	 	 	 	 	 	 	 B l u e t o o t h a r e n   a h o t s - b i d e a   a l d a t u 	 I p a g p a l i t   a n g   d a a n a n   n g   b o s e s   n g   B l u e t o o t h 	 I n t e r c a m b i a r   o   c a m i  o   d e   v o z   B l u e t o o t h 	 G b a n w e e   z   o l u   B l u e t o o t h 	 M a l a r t a i g h   c o n a i r   g u t h a   B l u e t o o t h 
 
 S T R _ B T _ C O N N E C T _ L A S T _ H E A D S E T 	 B T M M I 	 I C O N T E X T 	 C o n n e c t   d e f a u l t   B l u e t o o t h   h e a d s e t 	 C o n n e c t   d e f a u l t   B l u e t o o t h   h e a d s e t 	 #P}-ͅYr3_j	 ޏc؞݄Yr3:g	 @
7H-!H-+91%99!2#2	 C o n e c t a r   a u r i c u l a r e s   B l u e t o o t h   p r e d e t e r m i n a d o s 	 C o n n e c t e r   c a s q u e   B l u e t o o t h   p a r   d  f a u t 	 S t a n d a r d - B l u e t o o t h - H e a d s e t   v e r b i n d e n 	 >4:;NG8BLAO  :  AB0=40@B=>9  30@=8BC@5  B l u e t o o t h 	 C o l l e g a r e   a u r i c o a l r e   B l u e t o o t h   p r e d e f i n i t o 	 '*5'D  E('41  6(7  3E'9)  'D'0F  E3(B  ((DH*H+	 L i g a r   a u s c u l t a d o r   B l u e t o o t h   p r e d e f i n i d o 	 V a r s a y 1l a n   B l u e t o o t h   k u l a k l 11n 1  b a l a   	 K t   n i   m c   n h   v i   t a i   n g h e   c a     B l u e t o o t h 	 S a m b u n g k a n   h e a d s e t   B l u e t o o t h   d e f a u l t 	 S a m b u n g k a n   a l a t   d e n g a r   B l u e t o o t h   l a l a i 	 !	?	+	I	2	M		  ,	M	2	B		B	%	  9	H	!	8	G		  	(	G		M		  	0	G			 	 	 	 A l a p  r t e l m e z e t t   B l u e t o o t h - h e a d s e t   c s a t l a k o z t a t  s a 	 	 	 	 S t a n d a a r d - B l u e t o o t h - h o o f d t e l e f o o n   a a n s l u i t e n 	 	 	 C o n e c t a r e   c a s c   B l u e t o o t h   i m p l i c i t 	 	 	       '       	 	 	 '*5'D  G/3*  ~4  A16  B l u e t o o t h 	 	 	 														  B l u e t o o t h   							  						 	 	 	 







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	         	 X h u m a   i - B l u e t o o t h   y e h e d i s e t h i   e y i d i f o l t h i 	 Q h a g m s h e l a   i s e t i   y e n t l o k o   y e - b l u e t o o t h   e s i l e l a y o 	 U n g a n i s h a   k i f a a   m s i n g i   c h a   k i c h w a   c h a   B l u e t o o t h 	 K o p p e l   v e r s t e k - B l u e t o o t h - k o p s t u k 	 P r i j u n g t i   n u m a t y t a s i a s   B l u e t o o t h   a u s i n e s 	 I e s l g t   n o k l u s j u m a   B l u e t o o t h   g a l v a s   t l r u n i 	  h e n d a   v a i k i m i s i   k a s u t a t a v   B l u e t o o t h   p e a k o m p l e k t 	 Dkavel  l|eluauv  B l u e t o o t h   aoav{aoalh	         	 C o n e c t a r e   c a s c   B l u e t o o t h   i m p l i c i t 	 !
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	 !?+2M  B l u e t o o t h   9G!8GM  8/K  0(M$A	 L i d h   k u f j e t   s t a n d a r d   B l u e t o o t h 	 			' 			  B l u e t o o t h   						  					  				 	 	 	 	 	 	 	 C o n e c t a r   f o n e   d e   o u v i d o   B l u e t o o t h   p a d r  o 	 	 	 	 	 	 	 	 B l u e t o o t h a r e n   j a t o r r i z k o   k a s k o a k   k o n e k t a t u 	 I k o n e k t a   a n g   d e f a u l t   n a   B l u e t o o t h   h e a d s e t 	 C o n e c t a r   o s   c a s c o s   t e l e f  n i c o s   B l u e t o o t h   p r e d e f i n i d o s 	 J i k   e k w e i s i   B l u e t o o t h   e t u   o s i   s i   n ' l   r   b a 	 C e a n g a i l   g l  a s   c i n n   B l u e t o o t h   r  a m h s h o c r a i t h e 
 
 S T R _ B T _ N O _ D E F A U L T _ H E A D S E T 	 B T M M I 	 P O P U P 	 T o   n o t i f y   n o   d e f a u l t   h e a d s e t 	 N o   d e f a u l t   B l u e t o o t h   h e a d s e t 	 !q-ͅYr3_j	 e؞݄Yr3:g	 D!H!5+91%99!2#2	 N o   h a y   a u r i c u l a r e s   B l u e t o o t h   p r e d e t e r m i n a d o s 	 A u c u n   c a s q u e   B l u e t o o t h   p a r   d  f a u t 	 K e i n   S t a n d a r d - B l u e t o o t h - H e a d s e t 	 !B0=40@B=0O  30@=8BC@0  B l u e t o o t h   =5  7040=0	 N e s s u n   a u r i c o l a r e   B l u e t o o t h   p r e d e f i n i t o 	 D'  JH,/  6(7  3E'9)  'D'0F  E3(B  ((DH*H+	 N  o   e x i s t e   n e n h u m   a u s c u l t a d o r   B l u e t o o t h   p r e d e f i n i d o 	 V a r s a y 1l a n   b l u e t o o t h   k u l a k l 11  y o k   	 K h  n g   c    k t   n i   m c   n h   v i   t a i   n g h e   c a     B l u e t o o t h 	 T i d a k   a d a   h e a d s e t   B l u e t o o t h   d e f a u l t 	 T i a d a   a l a t   d e n g a r   B l u e t o o t h   l a l a i 	 	K		  !	?	+	I	2	M		  ,	M	2	B		B	%	  9	H	!	8	G		  (	9	@			 	 	 	 N i n c s   a l a p  r t e l m e z e t t   B l u e t o o t h - h e a d s e t 	 	 	 	 G e e n   s t a n d a a r d - B l u e t o o t h - h o o f d t e l e f o o n 	 	 	 N u   s - a   g s i t   n i c i o   c a s c   B l u e t o o t h   i m p l i c i t 	 	 	           ' 	 	 	 G/3*  ~4  A16  B l u e t o o t h   EH,H/  F3*	 	 	 			  														  B l u e t o o t h   						  				 	 	 	 


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	        	 A y i k h o   i h e d i s e t h i   y e - B l u e t o o t h   e y i d i f o l t h i 	 A k u k h o   k u s i l e l a   k w i s e t i   y e n t l o k o   y e - b l u e t o o t h 	 H a k u n a   k i f a a   m s i n g i   c h a   k i c h w a   c h a   B l u e t o o t h 	 G e e n   v e r s t e k - B l u e t o o t h - k o p s t u k   n i e 	 N r a   n u m a t y t sj s  B l u e t o o t h   a u s i n i s	 N a v   n o k l u s j u m a   B l u e t o o t h   g a l v a s   t l r u Fa 	 V a i k i m i s i   k a s u t a t a v a t   B l u e t o o t h   p e a k o m p l e k t i   p o l e 	 <|eluauv  B l u e t o o t h   aoav{aoal  yoa	       	 N u   s - a   g s i t   n i c i o   c a s c   B l u e t o o t h   i m p l i c i t 	 !
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 S T R _ B T _ M Y D E V _ O P T _ S E T _ D E F A U L T _ H S 	 B T M M I 	 I C O N T E X T 	 S e t   a s   d e f a u l t   h a n d s f r e e   h e a d s e t 	 S e t   a s   d e f a u l t   a u d i o   d e v i c e 	 -p-3_j݈n	 :N؞3:gňn	 1IH2@G-8#L@*5"!2#2	 E s t a b l e c e r   d i s p o s i t i v o   d e   a u d i o   c o m o   p r e d e t e r m i n a d o 	 R  g l e r   c o m m e   c a s q u e   m a i n s - l i b r e s   p a r   d  f a u t 	 A l s   S t a n d a r d - A u d i o g e r  t   e i n s t e l l e n 	 040BL  2  :0G5AB25  AB0=40@B=>9  30@=8BC@K	 I m p o s t a r e   c o m e   a u r i c o l a r e   p r e d e f i n i t o 	 6(7  C,G'2  'D5H*  'D'A*1'6J	 D e f i n i r   c o m o   d i s p o s i t i v o   d e    u d i o   p r e d e f i n i d o 	 V a r s a y 1l a n   s e s   a y g 1t 1  o l a r a k   a y a r l a 	 C  i   l  m   t h i t   b    m   t h a n h   m c   n h 	 T e t a p k a n   s e b a g a i   p e r a n g k a t   a u d i o   d e f a u l t 	 S e t   s e b a g a i   p e r a n t i   a u d i o   l a l a i 	 !	?	+	I	2	M		  9	H		!	M	8	+	M	0	@	  9	H	!	8	G		  	G	  0	B	*	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t  s   a l a p  r t e l m e z e t t   a u d i    e s z k  z k  n t 	 	 	 	 I n s t e l l e n   a l s   s t a n d a a r d   a u d i o a p p a r a a t 	 	 	 S t a b i l i r e   c a   d i s p o z i t i v   a u d i o   i m p l i c i t 	 	 	         	 	 	 *9F  (9FH'F  H3DG  5H*  ~4  A16	 	 	 						  				  						  						  			  					 	 	 	 







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 
 S T R _ B T _ L S K _ C O N N 	 B T M M I 	 L S K 	 C o n n .   s t r i n g   o n   s o f t k e y 	 C o n n . 	 #P}	 ޏc	 C o n n . 	 C o n e c t . 	 C o n n . 	 V e r b . 	 >4:;. 	 C o n n . 	 '*5'D  'DE('41	 C o n n . 	 B a l a n d 1	 K t   n i 	 S a m b u n g 	 S a m b u n g a n 	 	(	G		M	6	(		 	 	 	 C s a t l . 	 	 	 	 V e r b i n d e n 	 	 	 C o n e c t . 	 	 	 C o n n . 	 	 	I	(	. 	 '*5'D	 F4F      	 C o n n . 	 								 C o n n . 	 (M. 	 ' T4=. 	 




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 S T R _ B T _ P O W E R 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 P o w e r   o n   s t r i n g   o n   m e n u i t e m 	 P o w e r 	 _URͅYr	 o;m݄Yr	 @4	 A l i m e n t a c i  n 	 A l i m e n t a t i o n 	 S t r o m 	 8B0=85	 A l i m e n t a z i o n e 	 *F4J7  'D(DH*H+	 A l i m e n t a   o 	 G   	 K  c h   h o t   B l u e t o o t h 	 D a y a 	 K u a s a 	 *	>	5	0		 	 	 	 T  p f e s z  l t s  g 	 	 	 	 V o e d i n g 	 	 	 A l i m e n t a r e 	 	 	 	 	 *	>	5	0		 1H4F  1/F	 ~'H1	 	 							 *
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 
 S T R _ B T _ S W I T C H I N G 	 B T M M I 	 P O P U P C O N F I R M 	 P o w e r   s w i t c h i n g   s t r i n g 	 S w i t c h i n g 	 Rc-N	 ck(WRbc	 2#*%1	 C a m b i a n d o 	 A c t i v a t i o n 	 W e c h s e l n 	 5@5:;NG5=85	 C o m m u t a z i o n e 	 ,'1M  'D*-HJD	 C o m u t a   o 	 A  1l 1y o r 	 a n g   t h a y   i 	 M e n g a l i h k a n 	 M e n u k a r 	 8	M	5	?		?				 	 	 	 K a p c s o l  s 	 	 	 	 S c h a k e l e n 	 	 	 C o m u t a r e 	 	 	 	 	 8	M	5	?		?				 *9H6	 3H&  H1  	 	 						  						 8
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I  B l u e t o o t h   	 B l u e t o o t h   e n c e n d i d o 	 B l u e t o o t h   a c t i v  	 B l u e t o o t h   e i n g e s c h a l t e t 	 B l u e t o o t h   2:;NG5=	 B l u e t o o t h   a t t i v o 	 *E  'D*F4J7	 F u n   o   B l u e t o o t h   a c t i v a d a 	 B l u e t o o t h   a  1l d 1  	    k  c h   h o t 	 B l u e t o o t h   d i a k t i f k a n 	 B l u e t o o t h   d i h i d u p k a n 	 ,	M	2	B		B	%	  	>	2	B	  	?	/	>	  	/	>		 	 	 	 B l u e t o o t h   b e k a p c s o l v a 	 	 	 	 B l u e t o o t h   i n g e s c h a k e l d 	 	 	 B l u e t o o t h   a c t i v a t 	 	 	 '   	 	 ,	M	2	M	/	B		A	%	  8	M	5	@		  	(		 B l u e t o o t h   1H4F  4/	 (DH*H*      3H&  "F  	   	 							  				  			  						 ,
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	       	 I - B l u e t o o t h   i v u l i w e 	 I - b l u e t o o t h   i v u l i w e 	 B l u e t o o t h   i m e w a s h w a 	 B l u e t o o t h   a a n g e s k a k e l 	 B l u e t o o t h   /j u n g t a s 	 B l u e t o o t h   i e s l g t s 	 B l u e t o o t h   s i s s e   l  l i t a t u d 	 B l u e t o o t h - h  tak~an  g	   	 B l u e t o o t h   a c t i v a t 	 ,
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 
 S T R _ B T _ S W I T C H E D _ O F F 	 B T M M I 	 P O P U P 	 T o   n o t i f y   p o w e r   o f f   s u c c e s s f u l l y 	 B l u e t o o t h   s w i t c h e d   o f f 	 ]ܕ	 ]sQ	 4C
I  B l u e t o o t h   	 B l u e t o o t h   a p a g a d o 	 B l u e t o o t h   d  s a c t i v  	 B l u e t o o t h   a u s g e s c h a l t e t 	 B l u e t o o t h   2K:;NG5=	 B l u e t o o t h   d i s a t t i v o 	 E:DB	 F u n   o   B l u e t o o t h   d e s a c t i v a d a 	 B l u e t o o t h   k a p a t 1l d 1  	    t t 	 B l u e t o o t h   d i n o n a k t i f k a n 	 B l u e t o o t h   d i m a t i k a n 	 ,	M	2	B		B	%	  ,		&	  	?	/	>	  	/	>		 	 	 	 B l u e t o o t h   k i k a p c s o l v a 	 	 	 	 B l u e t o o t h   u i t g e s c h a k e l d 	 	 	 B l u e t o o t h   d e z a c t i v a t 	 	 	 '   	 	 ,	M	2	M	/	B		A	%	  8	M	5	@		  	+		 B l u e t o o t h   .'EH4  4/	 (DH*H*      3H&  "A  	   	 							  				  			  						 ,
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	       	 I - B l u e t o o t h   i v a l i w e 	 I - b l u e t o o t h   i c i n y i w e 	 B l u e t o o t h   i m e z i m w a 	 B l u e t o o t h   a f g e s k a k e l 	 B l u e t o o t h   i aj u n g t a s 	 B l u e t o o t h   i z s l g t s 	 B l u e t o o t h   v  l j a   l  l i t a t u d 	 B l u e t o o t h - h  av{a~an  g	   	 B l u e t o o t h   d e z a c t i v a t 	 ,
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 
 S T R _ B T _ R E L E A S E _ A L L _ C O N N 	 B T M M I 	 T I T L E 	 T o   r e l e a s e   a l l   B l u e t o o t h   c o n n e c t i o n s 	 R e l e a s e   a l l   c o n n e c t i o n s 	 ndhQ#P}	 ndhQޏc	 "@%42#@
7H-!H-1I+!	 L i b e r a r   t o d a s   l a s   c o n e x i o n e s 	 L i b  r e r   t o u t e s   l e s   c o n n e x i o n s 	 A l l e   V e r b i n d u n g e n   f r e i g e b e n 	 @5@20BL  2A5  ?>4:;NG5=8O	 R i l a s c i a   t u t t e   l e   c o n n e s s i o n i 	 E3-    CD  'D'*5'D'*	 L i b e r t a r   t o d a s   a s   l i g a   e s 	 T  m   b a l a n t 1l a r 1  s e r b e s t   b 1r a k     	 X  a   m i   k t   n i 	 H a p u s   s e m u a   s a m b u n g a n 	 L e p a s k a n   s e m u a   s a m b u n g a n 	 8	-	@	  8		*	0	M		  .	A		M	$	  	0	G			 	 	 	 M i n d e n   k a p c s o l a t   f e l s z a b a d  t  s a 	 	 	 	 V e r b r e e k   a l l e   v e r b i n d i n g e n 	 	 	 P e r m i t e ci   t o a t e   c o n e c t r i l e 	 	 	       	 	 8	0	M	5	  	(	G		M	6	(	  .	A		M	$	  	0	>		 "2'/3'2  GEG  '*5'DG'	 *E'E  F4F3  1D2,&	     	 			  					  					  				 8
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	     	 K h u l u l a   k o n k e   u k u x h u m a n a   	 K h u l u l a   l o n k e   u q h a g a m s h e l o   	 A c h i l i a   m a u n g a n i s h o   y o t e 	 L a a t   v a a r   a l l e   v e r b i n d i n g s 	 A t j u n g t i   v i s a s   j u n g t i s 	 A t b r +v o t   v i s u s   s a v i e n o j u m u s 	 L a h u t a   k  i k    h e n d u s e d 	 1v{ael  bxlx  tkaxtveh	     	 P e r m i t e ci   t o a t e   c o n e c t r i l e 	 
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 
 S T R _ B T _ R E L E A S E _ D E V _ C O N N 	 B T M M I 	 T I T L E 	 T o   r e l e a s e   a l l   c o n n e c t i o n s   w h i c h   p r e s e n t e d   o n   t h i s   s e l e c t e d   d e v i c e 	 R e l e a s e   d e v i c e   c o n n e c t i o n s 	 ndr݈n#P}	 ndňnޏc	 "@%42#@
7H-!H--8#L1I+!	 L i b e r a r   l a s   c o n e x i o n e s   d e   d i s p o s i t i v o s 	 L i b  r e r   l e s   c o n n e x i o n s   d  a p p a r e i l 	 G e r  t v e r b i n d u n g e n   f r e i g e b e n 	 @5@20BL  A>548=5=8O  A  CAB@>9AB2><	 R i l a s c i a   c o n n e s s i o n i   d i s p o s i t i v o 	 E3-  ,G'2  'D'*5'D'*	 L i b e r t a r   l i g a   e s   d o s   d i s p o s i t i v o s 	 C i h a z   b a l a n t 1l a r 1n 1  s e r b e s t   b 1r a k     	 X  a   t h i t   b     k t   n i   n  y 	 A k h i r i   s a m b u n g a n   p e r a n g k a t 	 L e p a s k a n   s a m b u n g a n   p e r a n t i 	 !	?	5	>		8	  8		*	0	M		  .	A		M	$	  	0	G			 	 	 	 A z   e s z k  z k a p c s o l a t o k   f e l s z a b a d  t  s a 	 	 	 	 V e r b r e e k   a p p a r a a t v e r b i n d i n g e n 	 	 	 P e r m i t e ci   c o n e c t a r e a   d i s p o z i t i v e l o r 	 	 	       	 	 !	?	5	M	9	>		8	  	(	G		M	6	(	  .	A		M	$	  	0	>		 "2'/3'2  '*5'D  G'  /3*'G	 H'&3  F4F3  1D2  ,&	     	 						  					  					  				 !
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	     	 K h u l u l a   u k u x h u m a n a   k w e d i v a y s i 	 K h u l u l a   u q h a g a m s h e l o   l w e d i v a y i s i   	 A c h i l i a   m a u n g a n i s h o   y a   k i f a a 	 L a a t   v a a r   t o e s t e l v e r b i n d i n g s 	 A t j u n g t i   /r e n g i n i s  j u n g t i s 	 A t b r +v o t   i e r +c e s   s a v i e n o j u m u s 	 L a h u t a   s e a d m e    h e n d u s e d 	 1v{ael  }ak  tkaxtveh	     	 P e r m i t e ci   c o n e c t a r e a   d i s p o z i t i v e l o r 	 !
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 
 S T R _ B T _ R E L E A S I N G 	 B T M M I 	 P O P U P C O N F I R M 	 J u s t   d o i n g   c o n n e c t i o n   r e l e a s i n g 	 R e l e a s i n g 	 nd-N	 ck(Wnd	 3%1"@%4	 L i b e r a n d o 	 L i b  r a t i o n 	 W i r d   f r e i g e g e b e n 	 025@H5=85  A>548=5=8O	 R i l a s c i o   i n   c o r s o 	 ,'1M  'DE3-	 A   l i b e r t a r 	 S e r b e s t   b 1r a k 1y o r 	 a n g   x  a 	 M e n g a k h i r i 	 M e l e p a s k a n 	 .	A		M	$	  	?	/	>	  	>	  0	9	>	  9	H		 	 	 	 F e l s z a b a d  t  s 	 	 	 	 B e z i g   m e t   v e r b r e k e n 	 	 	 P e r m i s i u n e    n   c u r s 	 	 	 	 	 .	A		M	$	  9	K	$	  	9	G		 "2'/3'2	 1D2  H1  	 	 					  					  						 
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 
 S T R _ B T _ C O N _ R E L E A S E D 	 B T M M I 	 P O P U P 	 T o   n o t i f y   c o n n e c t i o n   r e l e a s e d 	 C o n n e c t i o n   r e l e a s e d 	 #P}]-Ne	 ޏc]e _	 "@%42#@
7H-!H-A%I'	 C o n e x i  n   l i b e r a d a 	 C o n n e x i o n   l i b  r  e 	 V e r b i n d u n g   f r e i g e g e b e n 	 !>548=5=85  ?@5@20=>	 C o n n e s s i o n e   r i l a s c i a t a 	 *E  E3-  'D'*5'D	 L i g a   o   l i b e r t a d a 	 B a l a n t 1  s e r b e s t   b 1r a k 1l d 1  	    x  a   k t   n i 	 S a m b u n g a n   b e r a k h i r 	 S a m b u n g a n   d i l e p a s k a n 	 8		*	0	M		  .	A		M	$	  	?	/	>	  	/	>		 	 	 	 K a p c s o l a t   f e l s z a b a d  t v a 	 	 	 	 V e r b i n d i n g   v e r b r o k e n 	 	 	 C o n e c t a r e   p e r m i s 	 	 	   	 	 	(	G		M	6	(	  .	A		M	$	  	>	2	G		 '*5'D  "2'/  4/	 F4F  1D2H&	   	 					  					  					  						 
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 S T R _ B T _ S C H _ A U D _ D E V 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 I n q u i r y   B l u e t o o t h   a u d i o   d e v i c e 	 F i n d   d e v i c e s 	 d"}-P	 d"}Y	 @#5"-8#L@*5"	 B u s c a r   d i s p o s i t i v o   d e   a u d i o 	 R e c h e r c h e   a p p a r e i l   a u d i o 	 A n f r a g e   A u d i o g e r  t 	 >8A:  CAB@>9AB2	 R i c h i e s t a   d i s p o s i t i v o   a u d i o 	 *-BJB  #/')  'D5H*	 I n q u i r y   a u d i o   d e v i c e 	 S o r g u   s e s   c i h a z 1  	 T  m   t h i t   b   r n h   t a y 	 C a r i   p e r a n g k a t   a u d i o 	 P e r a n t i   a u d i o   p e r t a n y a a n 	 	!	?	/	K	  		*		0	#	  *	B		$	>			 	 	 	 A u d i    e s z k  z   l e k  r d e z  s e 	 	 	 	 A u d i o a p p a r a a t   o p v r a g e n 	 	 	 C u t a r e   d i s p o z i t i v   a u d i o 	 	 	     	 	 	(	M		M	5	>	/	0	@	  	!	?		  !	?	5	M	9	>		8		 ,3*,H  /3*'G  5H*	 *D'4  "H  H'&3	     	 				  						  										 
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 
 S T R _ B T _ S C H _ A L L _ D E V 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 I n q u i r y   a n y   B l u e t o o t h   d e v i c e 	 S e a r c h   n e w   d e v i c e 	 d\ͅYr݈n	 d"}݄Yrňn	 @#5"-8#L  B l u e t o o t h   	 B u s c a r   n u e v o   d i s p o s i t i v o 	 R e c h e r c h e   n o u v e l   a p p a r e i l 	 A n f r a g e   n e u e s   G e r  t 	 >8A:  CAB@>9AB2	 R i c h i e s t a   n u o v o   d i s p o s i t i v o 	 *-BJB  ,G'2  'D(DH*H+	 I n q u i r y   n e w   d e v i c e 	 Y e n i   s o r g u   c i h a z 1  	 T  m   t h i t   b   B l u e t o o t h 	 C a r i   p e r a n g k a t   b a r u 	 P e r a n t i   b a r u   p e r t a n y a a n 	 (	/	>	  		*		0	#	  *	B		$	>			 	 	 	  j   e s z k  z   l e k  r d e z  s e 	 	 	 	 N i e u w   a p p a r a a t   o p v r a g e n 	 	 	 C u t a r e   d i s p o z i t i v   n o u 	 	 	     	 	 	(	M		M	5	>	/	0	@	  ,	@		@	  !	?	5	M	9	>		8		 ,3*,H  /3*'G  ,//	 *D'4B T   H'&3	   B T   	 		. 		  						  									  	 
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 S T R _ B T _ I N Q U I R Y _ S T O P P I N G 	 B T M M I 	 P O P U P C O N F I R M ,   T I T L E 	 S t o p   t h e   i n q u i r y 	 S t o p   s e a r c h i n g 	 \Pbkd\	 \Pbkd"}	 +"8I+2	 D e t e n e r   b  s q u e d a 	 A r r  t e r   l a   r e c h e r c h e 	 S u c h v o r g a n g   s t o p p e n 	 AB0=>28BL  ?>8A:	 T e r m i n a   r i c e r c a 	 HBHA  'D(-+	 P a r a r   a   p e s q u i s a 	 A r a m a y 1  d u r d u r   	 D n g   t  m 	 H e n t i k a n   p e n c a r i a n 	 B e r h e n t i   m e n c a r i 	 	K		(	>	  ,		&	  	0	G			 	 	 	 K e r e s  s   l e  l l  t  s a 	 	 	 	 S t o p p e n   m e t   z o e k e n 	 	 	 O p r i ci   c u t a r e a 	 	 	   	 	 6	K	'	$	  	9	K	$	  %	>		,	>		 *HBA  ,3*,H	 *D'4  1H	   	 									  				  					 $
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	   	 Y e k a   u k u c i n g a 	 M i s a   u k u k h a n g e l a 	 A c h a   k u t a f u t a 	 H o u   o p   s o e k 	 S u s t a b d y t i   p a i e ak 	 M e k l aa n a   p r t r a u k t a 	 P e a t a   o t s i n g 	 8vdpael  xxvxth	   	 O p r i ci   c u t a r e a 	 $
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 
 S T R _ B T _ E N T E R _ P A S S C O D E 	 B T M M I 	 C 1 1 1 _ 1 	 A s k   e n d   u s e r   t o   i n p u t   p a s s c o d e 	 P a s s c o d e 	 8eQͅYr[x	 eQ݄Yr[x	 C*H#+1*H2	 C  d i g o   d e   p a s e 	 C o d e   d  a c c  s 	 K e n n c o d e 	 0@>;L	 C o d i c e 	 '/.D  CDE)  'D31	 S e n h a 	 G e  i _  k o d u   	 M t   k h u   t r u y n   B l u e t o o t h 	 K o d e   a k s e s 	 K o d   l a l u a n 	 *	>	8		K	!		 	 	 	 E n g e d  l y e z Q  k  d 	 	 	 	 W a c h t c o d e 	 	 	 C o d 	 	 	 : 	 	 *	>	8		K	!		 1E29(H1	 ~'3  H	 	 							 *
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 
 S T R _ B T _ P A I R _ R E Q 	 B T M M I 	 T I T L E ,   L S K 	 T o   p a i r   w i t h   r e m o t e   d e v i c e 	 P a i r 	 M
\	 M[	 19H	 E m p a r e j a r 	 A p p a i r e r 	 K o p p e l n 	 0@0	 A s s o c i a 	 'DE2,	 E m p a r e l h a r 	  i f t   	 G h  p    i 	 P a s a n g k a n 	 P a s a n g a n 	 	K	\	>		 	 	 	 P  r o s  t  s 	 	 	 	 P a r e n 	 	 	  n c e r c a r e   d e   u n i r e 	 	 	 	 	 	K	!	@		 ,A*  1/F	 ,H'	 	 						 
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 
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\1YWe	 M[1Y%	 19HD!HDI	 E r r o r   a l   e m p a r e j a r 	 E c h e c   d  a p p a i r a g e 	 K o p p l u n g   f e h l g e s c h l a g e n 	 !1>9  A>?@O65=8O	 A s s o c i a z i o n e   f a l l i t a 	 A4D  AJ  'DE2,	 E m p a r e l h a m e n t o   f a l h o u 	 E _l e _t i r m e   b a _a r 1s 1z   	 G h  p    i   t h t   b i 	 P e m a s a n g a n   g a g a l 	 P a s a n g a n k a n   g a g a l 	 	K	\	>	  (	9	@		  ,	(	>		 	 	 	 S i k e r t e l e n   p  r o s  t  s 	 	 	 	 P a r e n   m i s l u k t 	 	 	 U n i r e a   n u   a   r e u _i t 	 	 	   	 	 	K	!	@	  2	>	5	#	G	  	8	.	0	M	%		 ,A*  1/F  'F,'E  F4/	 ,H'(F'F'9ED  F''E	   	 					  						  					 
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\bR	 M[bR	 19HA%I'	 E m p a r e j a d o 	 A p p a i r  	 G e k o p p e l t 	 !>?@O65=85  2K?>;=5=>	 A s s o c i a t o 	 'DE2,    F',-	 E m p a r e l h a d o 	 E _l e _t i r i l d i   	 G h  p    i   t h  n h   c  n g 	 T e l a h   d i p a s a n g k a n 	 D i p a s a n g a n k a n 	 	K	\	>	  ,	(	>	/	>	  	/	>		 	 	 	 P  r o s  t v a 	 	 	 	 G e p a a r d 	 	 	 U n i t e 	 	 	 	 	 	K	!	@	  2	>	5	2	@		 ,A*  4/	 ,H    5H1*  E  H'B9	 	 					  					  						 
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 S T R _ B T _ S T A R T _ P A I R I N G 	 B T M M I 	 T I T L E ,   P O P U P C O N F I R M 	 J u s t   d o i n g   p a i r i n g 	 P a i r i n g 	 M
\-N	 ck(WM[	 3%119H	 E m p a r e j a n d o 	 A p p a i r a g e 	 W i r d   g e k o p p e l t 	 !>?@O65=85	 A s s o c i a z i o n e 	 ,'1M  'DE2,	 A   e m p a r e l h a r 	 E _l e _t i r m e   	 a n g   g h  p    i 	 M e m a s a n g k a n 	 P a s a n g a n k a n 	 	K	\	>	  ,	(	  0	9	>	  9	H		 	 	 	 P  r o s  t  s 	 	 	 	 B e z i g   m e t   p a r e n 	 	 	 U n i r e 	 	 	 	 	 	K	!	@	2	>	5	$	  	9	G		 ,A*  1/F	 ,H  (F  1	 	 					  					  						 
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 
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7H-!H-A%01IH2@G-8#L@*5"!2#2? 	  C o n e c t a r   y   c o n f i g u r a r   c o m o   d i s p o s i t i v o   d e   a u d i o   a u t o r i z a d o ? 	 C o n n e c t e r   e t   u t i l i s e r   c o m m e   p  r i p h  r i q u e   a u d i o   a u t o r i s   ? 	 A l s   a u t o r i s i e r t e s   A u d i o g e r  t   v e r b i n d e n   u n d   f e s t l e g e n ? 	 >4:;NG8BLAO  8  7040BL  30@=8BC@C  2  :0G5AB25  AB0=40@B=>9? 	 C o l l e g a r e   e   i m p o s t a r e   c o m e   d i s p o s i t i v o   a u d i o   a u t o r i z z a t o ? 	 '*5'D  H  6(7  (3E'9)  'D'0F	 L i g a r   e   d e f i n i r   c o m o   d i s p o s i t i v o   d e    u d i o   a u t o r i z a d o ? 	 B a l a n   v e   v a r s a y 1l a n   s e s   c i h a z 1  o l a r a k   k a y d e t ?     	 K t   n i   v    t   t h  n h   q u y n   t i p   n h n   r n h   t a y ? 	 S a m b u n g   d a n   t e t a p k a n   s e b a g a i   a u d i o   y a n g   d i o t o r i s a s i ? 	 S a m b u n g   d a n   s e t   s e b a g a i   p e r a n t i   a u d i o   s a h ? 	 8	.	M	*	0	M		  	K	!	<	G		  	0	  	'	?		C	$	  9	H		!	M	8	+	M	0	@	  	G	  0	B	*	  .	G		  8	G		  	0	G		? 	 	 	 	 C s a t l a k o z  s    s   b e  l l  t  s   e n g e d  l y e z e t t   a u d i    e s z k  z k  n t ? 	 	 	 	 V e r b i n d e n   e n   i n s t e l l e n   a l s   g e a t o r i s e e r d   a u d i o a p p a r a a t ? 	 	 	 V   c o n e c t a ci   l a   d i s p o z i t i v   _i   s e t a ci   c a   d i s p o z i t i v   a u d i o   a u t o r i z a t ? 	 	 	       ? 	 	 	 (9FH'F  H3DG  5H*  E,'2  E*5D  H  *F8JE  4H/	 	 	 					  				  			  									  				  						  						  			  			? 	 	 	 	 




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 
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T1z	 ňn
Ty	 @%5H"
7H-	 C a m b i a r   n o m b r e 	 R e n o m m e r 	 U m b e n e n n e n 	 5@58<5=>20BL	 R i n o m i n a 	 *9/JD  'D'3E	 M u d a r   o   n o m e 	 Y e n i d e n   a d l a n d 1r   	 T  n   t h i t   b 	 U b a h   n a m a 	 N a m a k a n   s e m u l a 	 *	A	(	0	M	(	>	.		 	 	 	  t n e v e z  s 	 	 	 	 H e r n o e m e n 	 	 	 R e d e n u m i r e 	 	 	   	 	 *	A	(	M	9	>	  (	>		5		 *:1  F'E	 F'E  *(/D  ,&	 	 						  							 (
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 
 S T R _ B T _ M Y D E V _ O P T _ A U T H 	 B T _ M M I 	 I C O N T E X T 	 M y   d e v i c e   o p t i o n   m e n y i t e m ,   A u t h o r i z e   t e h   d e v i c e 	 A u t h o r i s a t i o n 	 c
k	 cCg	 %4*44L	 A u t o r i z a c i  n 	 A u t o r i s a t i o n 	 A u t o r i s i e r u n g 	 2B>@870F8O	 A u t o r i z z a z i o n e 	 *1.J5	 A u t o r i z a   o 	 Y e t k i l e n d i r m e   	 Q u y n   n h n 	 P e n g e s a h a n 	 P e n g e s a h a n 	 	'	?		C	$	?		0	#		 	 	 	 J o g o s u l t s  g 	 	 	 	 A u t o r i s a t i e 	 	 	 A u t o r i z a r e 	 	 	 	 	 	'	?		C	$		 *#/  E,H2	 EF8H1	   	 								  							 *
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 
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gRnU	 
gRRh	 #2"2##42#	 L i s t a   d e   s e r v i c i o s 	 L i s t e   d e s   s e r v i c e s 	 D i e n s t l i s t e 	 !?8A>:  A;C61	 E l e n c o   s e r v i z i 	 B'&E)  'D./E')	 L i s t a   d e   s e r v i  o s 	 S e r v i s   l i s t e s i   	 D a n h   s  c h   p h c   v 	 D a f t a r   l a y a n a n 	 S e n a r a i   p e r k h i d m a t a n 	 8	G	5	>	  8	B		@		 	 	 	 S z o l g  l t a t  s   l i s t a 	 	 	 	 D i e n s t l i j s t 	 	 	 L i s t   s e r v i c i i 	 	 	   	 	 8	G	5	>	  8	B		@		 D3*  ./E'*	 31H3  A13*	   	 				  					 8
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 
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I2-8#L	 D i s p o s i t i v o s   a c t i v o s 	 A p p a r e i l s   a c t i f s 	 A k t i v e   G e r  t e 	 :B82=K5  CAB@>9AB20	 A t t i v a   d i s p o s i t i v i 	 *F4J7  'D,G'2	 D i s p o s i t i v o s   a c t i v o s 	 E t k i n   c i h a z l a r   	 K  c h   h o t   t h i t   b 	 P e r a n g k a t   a k t i f 	 P e r a n t i   a k t i f 	 8		M	0	?	/	  		*		0	#		 	 	 	 A k t  v   e s z k  z  k 	 	 	 	 A c t i e v e   a p p a r a t e n 	 	 	 D i s p o z i t i v e   a c t i v e 	 	 	   	 	 8		M	0	@	/	  !	?	5	M	9	>		8		 /3*'G  G'  A9'D	 A9'D  H'&3	     	 						  							 
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	   	 A c t i v e   d e v i c e s 	 A c t i v e   d e v i c e s 	 A c t i v e   d e v i c e s 	 A k t i e w e   t o e s t e l l e 	 A c t i v e   d e v i c e s 	 A c t i v e   d e v i c e s 	 A c t i v e   d e v i c e s 	 A c t i v e   d e v i c e s 	 A c t i v e   d e v i c e s 	 A c t i v e   d e v i c e s 	 	 	 P a j i s j e   a k t i v e 	 						  						  				 	 	 	 	 	 	 	 D i s p o s i t i v o s   a t i v o s 
 
 S T R _ B T _ D E V _ S E T _ V I S 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 B l u e t o o t h   v i s i b i l i t y   s e t t i n g   m e n u 	 V i s i b i l i t y 	 ,g_jSd\	 ,g:gSd"}	 *2!2#9IDI	 V i s i b i l i d a d 	 V i s i b i l i t  	 S i c h t b a r k e i t 	 848<>ABL	 V i s i b i l i t  	 916	 V i s i b i l i d a d e 	 G  r  n  r l  k   	 T h i t   b   b   r    s o  t 	 V i s i b i l i t a s 	 K e t e r l i h a t a n 	 &	C	6	M	/	$	>		 	 	 	 L  t h a t  s  g 	 	 	 	 Z i c h t b a a r h e i d 	 	 	 V i z i b i l i t a t e 	 	 	 	 	 &	C	7	M	/	$	>		 B'(D*  1$*	 1$*	 	 									 &
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 
 S T R _ B T _ D E V _ S E T _ N A M E 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 B l u e t o o t h   h o s t   d e v i c e   n a m e   s e t t i n g   m e n u 	 M y   n a m e 	 ,g_j-P
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 S T R _ B T _ A B O U T 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 A b o u t   m e n u   f o r   H o s t   B l u e t o o t h   d e v i c e   	 A b o u t 	 ܕe	 sQN	 @5H"'1	 A c e r c a   d e 	 A   p r o p o s   d e 	 I n f o 	   ?@>3@0<<5	 I n f o r m a z i o n i 	 -HD	 A c e r c a   d o 	 H a k k 1n d a 	 B l u e t o o t h   c a   t  i 	 T e n t a n g 	 M e n g e n a i 	 . . .   	G	  ,	>	0	G	  .	G			 	 	 	 N  v j e g y 	 	 	 	 I n f o 	 	 	 D e s p r e 	 	 	 	 	 5	?	7	/	@		 /1('1G	 ('1  E	 	 									 8
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	 A0??	 @>	 



	 	 N g e 	 N g e 	 K u h u s u 	 O m t r e n t 	 A p i e 	 P a r 	 T e a v e : 	 Mak  ta}kv	 	 D e s p r e 	 
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	 ,?7_0G	 R r e t h 	 						 	 	 	 	 	 	 	 S o b r e 
 
 S T R _ B T _ B D _ N A M E 	 B T M M I 	 U N L I M 	 T o   l i s t   t h e   b l u e t o o t h   d e v i c e   n a m e 	 D e v i c e   n a m e : 	 ݈n
T1z	 ňn
Ty	 
7H--8#L: 	 N o m b r e   d e l   d i s p o s i t i v o : 	 N o m   d e   l  a p p a r e i l  : 	 G e r  t e n a m e : 	 <O  CAB@>9AB20	 N o m e   d i s p o s i t i v o : 	 '3E  'D,G'2  : 	 N o m e   d o   d i s p o s i t i v o : 	 C i h a z   a d 1:   	 T  n   t h i t   b : 	 N a m a   p e r a n g k a t : 	 N a m a   p e r a n t i : 	 		*		0	#	  (	>	.	: 	 	 	 	 E s z k  z n  v : 	 	 	 	 A p p a r a a t n a a m : 	 	 	 N u m e   d i s p o z i t i v : 	 	 	   : 	 	 !	?	5	M	9	>		8	  (	>		5		 F'E  /3*'G: 	 H'&3  'F'E: 	   : 	 								  			: 	 	
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  


: 	   : 	 I g a m a   l e d i v a y s i : 	 I g a m a     l e s i x h o b o : 	 J i n a   l a   k i f a a : 	 T o e s t e l n a a m : 	 .r e n g i n i o   p a v a d i n i m a s : 	 I e r +c e s   n o s a u k u m s : 	 S e a d m e   n i m i : 	 Mak  avxvh]	   : 	 N u m e   d i s p o z i t i v : 	 	
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 
 S T R _ B T _ S E R V I C E 	 B T M M I 	 U N L I M 	 T o   l i s t   t h e   s u p p o r t e d   s e r v i c e s 	 S u p p o r t e d   s e r v i c e s : 	 /ec
gR	 /ec
gR	 #42#5H#-#1: 	 S e r v i c i o s   a d m i t i d o s : 	 S e r v i c e s   s u p p o r t  s   : 	 U n t e r s t  t z t e   D i e n s t e : 	 >445@68205<K5  A;C61K: 	 S e r v i z i   s u p p o r t a t i : 	 ./E')  'DE/9HE  : 	 S e r v i  o s   s u p o r t a d o s : 	 D e s t e k l e n e n   s e r v i s l e r :   	 H   t r   p h c   v : 	 L a y a n a n   y a n g   d i d u k u n g : 	 P e r a n t i   d i s o k o n g : 	 8	.	0	M	%	?	$	  8	G	5	>			: 	 	 	 	 T  m o g a t o t t   s z o l g  l t a t  s o k : 	 	 	 	 O n d e r s t e u n d e   a p p a r a t e n : 	 	 	 S e r v i c i i   a c c e p t a t e : 	 	 	   : 	 	 8	G	5	>	  *	A	7	M		@	&	>		2	  9	K	/	: 	 ./E'*  ~4*('F  4/G: 	 -E'*  'A*  31H3: 	     	 							  					 8
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: 	   : 	 A m a s e v i s i   a s a p h o t h i w e 	 I i n k o n z o   e z i x h a s i w e y o : 	 H u d u m a   z i n a z o k u b a l i w a : 	 D i e n s t e   g e s t e u n : 	 P a l a i k o m o s   p a s l a u g o s : 	 A t b a l s t +t i e   p a k a l p o j u m i : 	 T o e t a t u d   s e a d m e d : 	 @ataerelk  na|auxiuxvve	   : 	 S e r v i c i i   a c c e p t a t e : 	 *
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 
 S T R _ B T _ B D _ A D D R 	 B T M M I 	 U N L I M 	 T o   l i s t   t h e   d e v i c e   a d d r e s s 	 D e v i c e   a d d r e s s : 	 ͅYr݈n0W@W	 ݄Yrňn0W@W	 3A+H-8#L: 	 D i r e c c i  n   d e l   d i s p o s i t i v o : 	 A d r e s s e   d e   l  a p p a r e i l  : 	 G e r  t a d r e s s e : 	 4@5A  CAB@>9AB20: 	 I n d i r i z z o   d i s p o s i t i v o : 	 9FH'F  'D,G'2  ('D(DH*H+  : 	 E n d e r e  o   d o   d i s p o s i t i v o : 	 C i h a z   a d r e s i : 	 a   c h   t h i t   b   B l u e t o o t h : 	 A l a m a t   p e r a n g k a t : 	 A l a m a t   p e r a n t i : 	 		*		0	#	  *	$	>		 	 	 	 E s z k  z   c  m e : 	 	 	 	 A p p a r a a t a d r e s : 	 	 	 A d r e s   d i s p o z i t i v : 	 	 	   	 	 ,	@	!	@	  *	$	M	$	>	: 	 F4'F  /3*'G: 	 B D   A d d r : 	 B D   : 	   								  							 ,
@
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  






: 	   : 	 I k h e l i   l e d i v a y s i : 	 I d i l e s i   y e d i v a y i s i : 	 A n w a n i   y a   k i f a a : 	 T o e s t e l a d r e s : 	 .r e n g i n i o   a d r e s a s : 	 I e r +c e s   a d r e s e : 	 S e a d m e   a a d r e s s : 	 Mak  pa}ev]	   : 	 A d r e s   d i s p o z i t i v : 	 	
*
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: 	 !?->8   ?#>: 	 A d r e s a   e   p a j i s j e s : 	 						  					: 	 	 	 	 	 	 	 	 E n d e r e  o   d o   d i s p o s i t i v o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ C O N N _ E D 	 B T M M I 	 P O P U P 	 T o   n o t i f y   c o n n e c t i o n   c o n n e c t e d ,   c o m b i n a t i o n   s t r i n g 	   c o n n e c t e d 	 ]#P}	 ]ޏc	 @
7H-!H-@#5"#I-"	   c o n e c t a d o 	   c o n n e c t  	   v e r b u n d e n 	   ?>4:;NG5=>	 c o n n e s s o 	 *E  'D'*5'D	   l i g a d o 	 b a l a n d 1  	    k t   n i 	   t e r s a m b u n g 	 d i s a m b u n g k a n 	 8	.	M	*	0	M		  8	M	%	>	*	?	$		 	 	 	   c s a t l a k o z t a t v a 	 	 	 	   v e r b o n d e n 	 	 	 c o n e c t a t 	 	 	 	 	 8		*	0	M			 H5D  4/	 '*5'D  H'	     	   								 C o n n e c t e d 	 C o n n e c t e d 	 V4' T4=0=>	 




  



	     	   c o n n e c t e d 	   c o n n e c t e d 	   c o n n e c t e d 	 v e r b i n d 	   c o n n e c t e d 	   c o n n e c t e d 	   c o n n e c t e d 	   c o n n e c t e d 	   c o n n e c t e d 	   c o n n e c t e d 	 	 	 l i d h u r 	 								 	 	 	 	 	 	 	 c o n e c t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ D I S C O N _ E D 	 B T M M I 	 P O P U P 	 T o   n o t i f y   c o n n e c t i o n   d i s c o n n e c t e d ,   c o m b i n a t i o n   s t r i n g 	   d i s c o n n e c t e d 	 ]-Ne#}	 ]e _ޏc	 12#@
7H-!H-A%I'	   d e s c o n e c t a d o 	   d  c o n n e c t  	   g e t r e n n t 	   >B:;NG5=>	 d i s c o n n e s s o 	 *E  'DEB'79)	   d e s l i g a d o 	 b a l a n t 1  k e s i l d i   	    n g t   q u  n g 	   t e r p u t u s 	 n y a h s a m b u n g k a n 	 8	.	M	*	0	M		  	B		  	/	>		 	 	 	   l e v  l a s z t v a 	 	 	 	   v e r b i n d i n g   v e r b r o k e n 	 	 	 d e c o n e c t a t 	 	 	 	 	 8		*	0	M		  (	>	9	@		 '*5'D  B79  4/	 D i s c o n n e c t e d 	       	   										 D i s c o n n e c t e d 	 D i s c o n n e c t e d 	  >7' T4=0=>	 




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 S T R _ B T _ P R O F _ S P P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   S e r i a l   P o r t   P r o f i l e 	 S e r i a l   p o r t 	 ^RW
gR	 2NLzS
gR	 #42#-#L	 P e r f i l   S P P 	 P r o f i l   S P P 	 S P P - P r o f i l 	 @>D8;L  S P P 	 P r o f i l o   S P P 	 S P P   'D4CD	 P e r f i l   S P P 	 S P P   p r o f i l i   	 C  i   t   S P P 	 P o r t   s e r i a l 	 P r o f i l   S P P 	 S P P   *	M	0	K	+	>		2		 	 	 	 S P P   p r o f i l 	 	 	 	 S P P - p r o f i e l 	 	 	 P r o f i l   S P P 	 	 	   S P P 	 	 S P P   *	M	0	K	+	>		2		 FE'G  S P P 	 S P P   P r o f i l e 	 S P P   P r o f i l e 	 S P P   								 S P P   P r o f i l e 	 S P P   P r o f i l e 	 @>DV;L  S P P 	 S P P   







	 S P P   	 S P P   p r o f i l e 	 S P P   p r o f i l e 	 S P P   p r o f i l e 	 S P P - p r o f i e l 	 S P P   p r o f i l e 	 S P P   p r o f i l e 	 S P P   p r o f i l e 	 S P P   p r o f i l e 	 S P P   p r o f i l e 	 S P P   p r o f i l e 	 	 	 P r o f i l i   S P P 	 S P P   			' 					 	 	 	 	 	 	 	 P o r t a   s e r i a l 	 	 	 	 	 	 	 	 S P P   p r o f i l a 	 S P P   p r o f i l e 	 P e r f i l   d e   S P P 	 S P P   p r o f a l 	 P r  i f  l   S P P 
 
 S T R _ B T _ P R O F _ L A P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   L a n   A c c e s s   P r o f i l e 	 L o c a l   a r e a   n e t w o r k 	 @SW}
gR	 @\WQ~
gR	 #42#@#7-H2"C7I5H	 P e r f i l   L A N 	 P r o f i l   L A P 	 L A P - P r o f i l 	 @>D8;L  L A P 	 P r o f i l o   L A P 	 L A P   'D4CD	 P e r f i l   L A P 	 L A P   p r o f i l i   	 C  i   t   L A P 	 J a r i n g a n   a r e a   l o k a l 	 P r o f i l   L A P 	 L A P   *	M	0	K	+	>		2		 	 	 	 L A P   p r o f i l 	 	 	 	 L A P - p r o f i e l 	 	 	 P r o f i l   L A P 	 	 	   L A P 	 	 L A P   *	M	0	K	+	>		2		 FE'G  L A P   	 L A P   P r o f i l e 	 L A P   P r o f i l e 	 L A P   								 L A P   P r o f i l e 	 L A P   P r o f i l e 	 @>DV;L  L A P 	 


  







	 L A P   	 L A P   p r o f i l e 	 L A P   p r o f i l e 	 L A P   p r o f i l e 	 L A P - p r o f i e l 	 L A P   p r o f i l e 	 L A P   p r o f i l e 	 L A P   p r o f i l e 	 L A P   p r o f i l e 	 L A P   p r o f i l e 	 L A P   p r o f i l e 	 	 	 P r o f i l i   L A P 	 L A P   			' 					 	 	 	 	 	 	 	 R e d e   d e    r e a   l o c a l 	 	 	 	 	 	 	 	 L A P   p r o f i l a 	 L A P   p r o f i l e 	 P e r f i l   d e   L A P 	 L A P   p r o f a l 	 P r  i f  l   L A P 
 
 S T R _ B T _ P R O F _ D U N 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   D i a l - U p   N e w w o r k   P r o f i l e 	 D i a l - u p   n e t w o r k i n g 	 d_}
gR	 bSQ~
gR	 #42#B#H2-4@-#L@	 P e r f i l   D U N 	 P r o f i l   D U N 	 D U N - P r o f i l 	 @>D8;L  D U N 	 P r o f i l o   D U N 	 D U N   'D4CD	 P e r f i l   D U N 	 D U N   p r o f i l i   	 C  i   t   D U N   	 J a r i n g a n   d i a l - u p 	 P r o f i l   D U N 	 D U N   *	M	0	K	+	>		2		 	 	 	 D U N   p r o f i l 	 	 	 	 D U N - p r o f i e l 	 	 	 P r o f i l   D U N 	 	 	   D U N 	 	 D U N   *	M	0	K	+	>		2		 FE'G  D U N 	 D U N   P r o f i l e 	 D U N   P r o f i l e 	 D U N   								 D U N   P r o f i l e 	 D U N   P r o f i l e 	 @>DV;L  D U N 	 D U N   







	 D U N   	 D U N   p r o f i l e 	 D U N   p r o f i l e 	 D U N   p r o f i l e 	 D U N - p r o f i e l 	 D U N   p r o f i l e 	 D U N   p r o f i l e 	 D U N   p r o f i l e 	 D U N   p r o f i l e 	 D U N   p r o f i l e 	 D U N   p r o f i l e 	 	 	 P r o f i l i   D U N   	 D U N   			' 					 	 	 	 	 	 	 	 R e d e   d i s c a d a 	 	 	 	 	 	 	 	 D U N   p r o f i l a 	 D U N   p r o f i l e 	 P e r f i l   d e   D U N 	 D U N   p r o f a l 	 P r  i f  l   D U N 
 
 S T R _ B T _ P R O F _ S Y N C 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   S y n c   P r o f i l e 	 S y n c h r o n i z a t i o n 	 Tek
gR	 Tek
gR	 #42##1I-!9%	 P e r f i l   d e   S i n c r o . 	 P r o f i l   S y n c 	 S y n c - P r o f i l 	 @>D8;L  A8=E@>=870F88	 P r o f i l o   S y n c 	 S Y N C   'D4CD	 P e r f i l   d e   s i n c r o n i z a   o 	 S y n c   p r o f i l i   	 C  i   t   t i n   n h n   n g   b 	 S i n k r o n i s a s i 	 P r o f i l   S e g e r a k 	 8	?			  *	M	0	K	+	>		2		 	 	 	 S z i n k r .   p r o f i l 	 	 	 	 S y n c - p r o f i e l 	 	 	 P r o f i l   S i n c 	 	 	   	 	 S Y N C   *	M	0	K	+	>		2		 FE'G  S y n c 	 S Y N C   P r o f i l e 	 S Y N C   P r o f i l e 	 S y n c   								 S Y N C   P r o f i l e 	 S Y N C   P r o f i l e 	 @>DV;L  S Y N C 	 









  






  


	   	 S y n c   p r o f i l e 	 S y n c   p r o f i l e 	 S y n c   p r o f i l e 	 S i n c h r . - p r o f i e l 	 S y n c   p r o f i l e 	 S y n c   p r o f i l e 	 S y n c   p r o f i l e 	 S y n c   p r o f i l e 	 S y n c   p r o f i l e 	 S y n c   p r o f i l e 	 	 	 P r o f i l i   S i n k 	 			' 				  						' 				  				 	 	 	 	 	 	 	 S i n c r o n i z a   o 	 	 	 	 	 	 	 	 S y n c   p r o f i l a 	 S y n c   p r o f i l e 	 S i n c r o n i z a r   p e r f i l 	 M e e   k a   p r o f a l   n ' i h e   z   r   r 	 P r  i f  l   s i o n c r o n a i t h e 
 
 S T R _ B T _ P R O F _ O P P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   O b j e c t   P u s h   P r o f i l e 	 O b j e c t   e x c h a n g e 	 irNP8
gR	 [a O
gR	 #42#H2"B-'18	 P e r f i l   O P P 	 P r o f i l   O P P 	 O P P - P r o f i l 	 D09;	 P r o f i l o   O P P 	 O P P   'D4CD	 P e r f i l   O P P 	 O P P   p r o f i l i   	 C  i   t   t r u y n   i   t n g 	 P e r t u k a r a n   o b j e k 	 P r o f i l   O P P 	 O P P   *	M	0	K	+	>		2		 	 	 	 O P P   p r o f i l 	 	 	 	 O P P - p r o f i e l 	 	 	 P r o f i l   O P P 	 	 	   O P P 	 	 O O P   *	M	0	K	+	>		2		 FE'G  O P P 	 O P P   P r o f i l e 	 O P P   P r o f i l e 	 O P P   								 O P P   P r o f i l e 	 O P P   P r o f i l e 	 @>DV;L  O P P 	 O P P   







	 O P P   	 O P P   p r o f i l e 	 O P P   p r o f i l e 	 O P P   p r o f i l e 	 O P P - p r o f i e l 	 O P P   p r o f i l e 	 O P P   p r o f i l e 	 O P P   p r o f i l e 	 O P P   p r o f i l e 	 O P P   p r o f i l e 	 O P P   p r o f i l e 	 	 	 P r o f i l i   O P P   	 O P P   			' 					 	 	 	 	 	 	 	 T r o c a   d e   o b j e t o 	 	 	 	 	 	 	 	 O P P   p r o f i l a 	 O P P   p r o f i l e 	 P e r f i l   d e   O P P 	 O P P   p r o f a l 	 P r  i f  l   O P P 
 
 S T R _ B T _ P R O F _ F T P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   F i l e   T r a n s f e r   P r o f i l e 	 F i l e   t r a n s f e r 	 jHhP8
gR	 eN O
gR	 #42#H2"B-D%L	 P e r f i l   F T P 	 P r o f i l   F T P 	 F T P - P r o f i l 	 @>D8;L  F T P 	 P r o f i l o   F T P 	 F T P   'D4CD	 P e r f i l   F T P 	 F T P   p r o f i l i   	 C  i   t   t r u y n   t p 	 T r a n s f e r   f i l e 	 P r o f i l   F T P 	 F T P   *	M	0	K	+	>		2		 	 	 	 F T P   p r o f i l 	 	 	 	 F T P - p r o f i e l 	 	 	 P r o f i l   F T P 	 	 	   F T P 	 	 F T P   *	M	0	K	+	>		2		 FE'G  F T P 	 F T P   P r o f i l e 	 F T P   P r o f i l e 	 F T P   								 F T P   P r o f i l e 	 F T P   P r o f i l e 	 @>DV;L  F T P 	 F T P   







	 F T P   	 F T P   p r o f i l e 	 F T P   p r o f i l e 	 F T P   p r o f i l e 	 F T P - p r o f i e l 	 F T P   p r o f i l e 	 F T P   p r o f i l e 	 F T P   p r o f i l e 	 F T P   p r o f i l e 	 F T P   p r o f i l e 	 F T P   p r o f i l e 	 	 	 P r o f i l i   F T P   	 F T P   			' 					 	 	 	 	 	 	 	 T r a n s f e r  n c i a   d e   a r q u i v o 	 	 	 	 	 	 	 	 F T P   p r o f i l a 	 F T P   p r o f i l e 	 P e r f i l   d e   F T P 	 F T P   p r o f a l 	 P r  i f  l   F T P   
 
 S T R _ B T _ P R O F _ F A X 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   F a x   P r o f i l e 	 F a x 	 Pw
gR	  Ow
gR	 #42#AL  	 P e r f i l   F a x 	 P r o f i l   F a x 	 F a x - P r o f i l 	 @>D8;L  D0:A0	 P r o f i l o   F a x 	 4CD  'DA'C3	 P e r f i l   d e   f a x 	 F a k s   p r o f i l i   	 C  i   t   F A X 	 F a k s 	 P r o f i l   F a k s 	 +	H		M	8	  *	M	0	K	+	>		2		 	 	 	 F a x   p r o f i l 	 	 	 	 F a x - p r o f i e l 	 	 	 P r o f i l   f a x 	 	 	   	 	 +	E		M	8	  *	M	0	K	+	>		2		 FE'G  A3	 F A X   P r o f i l e 	 F A X   P r o f i l e 	 F a x   								 F A X   P r o f i l e 	 F A X   P r o f i l e 	 @>DV;L  F A X 	 




  







	   	 F a x   p r o f i l e 	 F a x   p r o f i l e 	 F a x   p r o f i l e 	 F a k s p r o f i e l 	 F a x   p r o f i l e 	 F a x   p r o f i l e 	 F a x   p r o f i l e 	 F a x   p r o f i l e 	 F a x   p r o f i l e 	 F a x   p r o f i l e 	 	 	 P r o f i l i   F a k s 	 					  			' 					 	 	 	 	 	 	 	 F a x 	 	 	 	 	 	 	 	 F a x   p r o f i l a 	 F a x   p r o f i l e 	 P e r f i l   d e   f a x 	 F a k s   p r o f a l 	 P r  i f  l   f a c s 
 
 S T R _ B T _ P R O F _ C T P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   C o r d l e s s   T e l e   P r o f i l e 	 C o r d l e s s   t e l e p h o n y 	 !qPq
gR	 eP5u݋
gR	 #42#  C T P 	 P e r f i l   C T P 	 P r o f i l   C T P 	 C T P - P r o f i l 	 @>D8;L  C T P 	 P r o f i l o   C T P 	 C T P   'D4CD	 P e r f i l   C T P 	 C T P   p r o f i l i   	 C  i   t   i n   t h o i   k h  n g   h n   c h 	 T e l e p o n   t a n p a   k a b e l 	 P r o f i l   C T P 	 C T P   *	M	0	K	+	>		2		 	 	 	 C T P   p r o f i l 	 	 	 	 C T P - p r o f i e l 	 	 	 P r o f i l   C T P 	 	 	   C T P 	 	 C T P   *	M	0	K	+	>		2		 FE'G  C T P 	 C T P   P r o f i l e 	 C T P   P r o f i l e 	 C T P   								 C T P   P r o f i l e 	 C T P   P r o f i l e 	 @>DV;L  C T P 	 C T P   







	 C T P   	 C T P   p r o f i l e 	 C T P   p r o f i l e 	 C T P   p r o f i l e 	 C T P - p r o f i e l 	 C T P   p r o f i l e 	 C T P   p r o f i l e 	 C T P   p r o f i l e 	 C T P   p r o f i l e 	 C T P   p r o f i l e 	 C T P   p r o f i l e 	 	 	 P r o f i l i   C T P   	 C T P   			' 					 	 	 	 	 	 	 	 T e l e f o n i a   s e m   f i o 	 	 	 	 	 	 	 	 C T P   p r o f i l a 	 C T P   p r o f i l e 	 P e r f i l   d e   C T P 	 C T P   p r o f a l 	 P r  i f  l   C T P 
 
 S T R _ B T _ P R O F _ A 2 D P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   A d v a n c e d   A u d i o   D i s t r i b u t i o n   P r o f i l e 	 A d v a n c e d   a u d i o 	 2rd>e
gR	 ؚ~Xd>e
gR	 #42#@%H@*5"#01*9	 P e r f i l   A 2 D P 	 P r o f i l   A 2 D P 	 A 2 D P - P r o f i l 	 @>D8;L  A 2 D P 	 P r o f i l o   A 2 D P 	 A 2 D P   'D4CD	 P e r f i l   A 2 D P 	 A 2 D P   p r o f i l i   	 C  i   t   A 2 D P 	 A u d i o   l a n j u t a n 	 P r o f i l   A 2 D P 	 A 2 D P   *	M	0	K	+	>		2		 	 	 	 A 2 D P   p r o f i l 	 	 	 	 A 2 D P - p r o f i e l 	 	 	 P r o f i l   A 2 D P 	 	 	   A 2 D P 	 	 A 2 D P   *	M	0	K	+	>		2		 FE'G  A 2 D P 	 A 2 D P   P r o f i l e 	 A 2 D P   P r o f i l e 	 A 	D P   								 A 2 D P   P r o f i l e 	 A 2 D P   P r o f i l e 	 @>DV;L  A 2 D P 	 A 2 D P   







	 A 2 D P   	 A 2 D P   p r o f i l e 	 A 2 D P   p r o f i l e 	 A 2 D P   p r o f i l e 	 A 2 D P - p r o f i e l 	 A 2 D P   p r o f i l e 	 A 2 D P   p r o f i l e 	 A 2 D P   p r o f i l e 	 A 2 D P   p r o f i l e 	 A 2 D P   p r o f i l e 	 A 2 D P   p r o f i l e 	 	 	 P r o f i l i   A 2 D P   	 A 2 D P   			' 					 	 	 	 	 	 	 	  u d i o   a v a n  a d o 	 	 	 	 	 	 	 	 A 2 D P   p r o f i l a 	 A 2 D P   p r o f i l e 	 P e r f i l   d e   A 2 D P 	 A 2 D P   p r o f a l 	 P r  i f  l   A 2 D P 
 
 S T R _ B T _ P R O F _ A V R C P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   A u d i o   V i d e o   R e m o t e   C o n t r o l   P r o f i l e 	 A u d i o / V i d e o   r e m o t e   c o n t r o l 	 q_`zc6R
gR	 q_܏zc6R
gR	 #42#'8!'45B-#0"0D%	 P e r f i l   A V R C P 	 P r o f i l   A V R C P 	 A V R C P - P r o f i l 	 @>D8;L  A V R C P 	 P r o f i l o   A V R C P 	 A V R C P 'D4CD	 P e r f i l   A V R C P 	 A V R C P   p r o f i l i   	 C  i   t   i u   k h i n    m   t h a n h   t   x a 	 R e m o t e   c o n t r o l   a u d i o / v i d e o 	 P r o f i l   A V R C P 	 A V R C P   *	M	0	K	+	>		2		 	 	 	 A V R C P   p r o f i l 	 	 	 	 A V R C P - p r o f i e l 	 	 	 P r o f i l   A V R C P 	 	 	   A V R C P 	 	 A V R C P   *	M	0	K	+	>		2		 FE'G  A V R C P 	 A V R C P   P r o f i l e 	 A V R C P   P r o f i l e 	 A V R C P   								 A V R C P   P r o f i l e 	 A V R C P   P r o f i l e 	 @>DV;L  A V R C P 	 A V R C P   







	 A V R C P   	 A V R C P   p r o f i l e 	 A V R C P   p r o f i l e 	 A V R C P   p r o f i l e 	 A V R C P - p r o f i e l 	 A V R C P   p r o f i l e 	 A V R C P   p r o f i l e 	 A V R C P   p r o f i l e 	 A V R C P   p r o f i l e 	 A V R C P   p r o f i l e 	 A V R C P   p r o f i l e 	 	 	 P r o f i l i   A V R C P 	 A V R C P   			' 					 	 	 	 	 	 	 	 C o n t r o l e   r e m o t o   d e    u d i o / v  d e o 	 	 	 	 	 	 	 	 A V R C P   p r o f i l a 	 A V R C P   p r o f i l e 	 P e r f i l   d e   A V R C P 	 A V R C P   p r o f a l 	 P r  i f  l   A V R C P 
 
 S T R _ B T _ P R O F _ I C P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   I n t e r C o m   P r o f i l e 	 I n t e r c o m 	 I C P   
gR	 I C P   
gR	 #42#  I C P 	 P e r f i l   I C P 	 P r o f i l   I C P 	 I C P - P r o f i l 	 @>D8;L  I C P 	 P r o f i l o   I C P 	 I C P   'D4CD	 P e r f i l   I C P 	 I C P   p r o f i l i   	 C  i   t   I C P 	 I n t e r c o m 	 P r o f i l   I C P 	 I C P   *	M	0	K	+	>		2		 	 	 	 I C P   p r o f i l 	 	 	 	 I C P - p r o f i e l 	 	 	 P r o f i l   I C P 	 	 	   I C P 	 	 I C P   *	M	0	K	+	>		2		 FE'G  I C P 	 I C P   P r o f i l e 	 I C P   P r o f i l e 	 I C P   								 I C P   P r o f i l e 	 I C P   P r o f i l e 	 @>DV;L  I C P 	 I C P   







	 I C P   	 I C P   p r o f i l e 	 I C P   p r o f i l e 	 I C P   p r o f i l e 	 I C P - p r o f i e l 	 I C P   p r o f i l e 	 I C P   p r o f i l e 	 I C P   p r o f i l e 	 I C P   p r o f i l e 	 I C P   p r o f i l e 	 I C P   p r o f i l e 	 	 	 P r o f i l i   I C P 	 I C P   			' 					 	 	 	 	 	 	 	 I n t e r c o m 	 	 	 	 	 	 	 	 I C P   p r o f i l a 	 I C P   p r o f i l e 	 P e r f i l   d e   I C P 	 I C P   p r o f a l 	 P r  i f  l   I C P 
 
 S T R _ B T _ P R O F _ P A N _ P A N U 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   P e r s o n a l   A r e a   N e t w o r k   P r o f i l e 	 P e r s o n a l   a r e a   n e t w o r k 	 @SW}
gR	 @\WQ~
gR	 #42#@#7-H2"C7I5H( P A N U ) 	 P e r f i l   P A N _ P A N U 	 P r o f i l   P A N _ P A N U 	 P A N _ P A N U - P r o f i l 	 @>D8;L  P A N _ P A N U 	 P r o f i l o   P A N _ P A N U 	 P A N _ P A N U   'D4CD	 P e r f i l   P A N _ P A N U 	 P A N _ P A N U   p r o f i l i 	 C  i   t   P A N _ P A N U 	 J a r i n g a n   a r e a   p r i b a d i 	 P r o f i l   P A N _ P A N U 	 *	H	(	_ *	H	(	B	  *	M	0	K	+	>		2		 	 	 	 P A N _ P A N U   p r o f i l 	 	 	 	 P A N _ P A N U - p r o f i e l 	 	 	 P r o f i l   P A N _ P A N U 	 	 	   P A N _ P A N U 	 	 *	E	(	_ *	@			(	/	B	  *	M	0	K	+	>		2		 FE'G  P A N _ P A N U 	 P A N _ P A N U   P r o f i l e 	 P A N _ P A N U   P r o f i l e 	 P A N _ P A N U   								 P A N _ P A N U   P r o f i l e 	 P A N _ P A N U   P r o f i l e 	 @>DV;L  P A N _ P A N U 	 P A N _ P A N U   







	 P A N _ P A N U   	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U - p r o f i e l 	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U   p r o f i l e 	 P A N _ P A N U   p r o f i l e 	 	 	 P r o f i l i   P A N _ P A N U   	 P A N _ P A N U   			' 					 	 	 	 	 	 	 	 R e d e   d e    r e a   p e s s o a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ P A N _ N A P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   P e r s o n a l   A r e a   N e t w o r k   P r o f i l e 	 P e r s o n a l   a r e a   n e t w o r k 	 @SW}
gR	 @\WQ~
gR	 #42#@#7-H2"C7I5H( N A P ) 	 P e r f i l   P A N _ N A P 	 P r o f i l   P A N _ N A P 	 P A N _ N A P - P r o f i l 	 @>D8;L  P A N _ N A P 	 P r o f i l o   P A N _ N A P 	 P A N _ N A P   'D4CD	 P e r f i l   P A N _ N A P 	 P A N _ N A P   p r o f i l i 	 C  i   t   P A N _ N A P 	 J a r i n g a n   a r e a   p r i b a d i 	 P r o f i l   P A N _ N A P 	 *	H	(	_ (	H	*	  *	M	0	K	+	>		2		 	 	 	 P A N _ N A P   p r o f i l e 	 	 	 	 P A N _ N A P - p r o f i e l 	 	 	 P r o f i l   P A N _ N A P   	 	 	   P A N _ N A P 	 	 *	@			(	_ 	(		*	@	  *	M	0	K	+	>		(		 FE'G  P A N _ N A P 	 P A N _ N A P   P r o f i l e 	 P A N _ N A P   P r o f i l e 	 P A N _ N A P   								 P A N _ N A P   P r o f i l e 	 P A N _ N A P   P r o f i l e 	 @>DV;L  P A N _ N A P 	 P A N _ N A P   







	 P A N _ N A P   	 P A N _ N A P   p r o f i l e 	 P A N _ N A P   p r o f i l e 	 P A N _ N A P   p r o f i l e 	 P A N _ N A P - p r o f i e l 	 P A N _ N A P   p r o f i l e 	 P A N _ N A P   p r o f i l e 	 P A N _ N A P   p r o f i l e 	 P A N _ N A P   p r o f i l e 	 P A N _ N A P   p r o f i l e 	 P A N _ N A P   p r o f i l e 	 	 	 P r o f i l i   P A N _ N A P 	 P A N _ N A P   			' 					 	 	 	 	 	 	 	 R e d e   d e    r e a   p e s s o a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ P A N _ G N 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   P e r s o n a l   A r e a   N e t w o r k   P r o f i l e 	 P e r s o n a l   a r e a   n e t w o r k 	 @SW}
gR	 @\WQ~
gR	 #42#@#7-H2"C7I5H( G N ) 	 P e r f i l   P A N _ G N 	 P r o f i l   P A N _ G N 	 P A N _ G N - P r o f i l 	 @>D8;L  P A N _ G N 	 P r o f i l o   P A N _ G N 	 P A N _ G N   'D4CD	 P e r f i l   P A N _ G N 	 P A N _ G N   p r o f i l i 	 C  i   t   P A N _ G N 	 J a r i n g a n   a r e a   p r i b a d i 	 P r o f i l   P A N _ G N 	 *	H	(	_ 	@		(	  *	M	0	K	+	>		2		 	 	 	 P A N _ G N   p r o f i l 	 	 	 	 P A N _ G N - p r o f i e l 	 	 	 P r o f i l   P A N _ G N   	 	 	   P A N _ G N   	 	 *	E	(	_ 	@		(	  *	M	0	K	+	>		2		 FE'G  P A N _ G N 	 P A N _ G N   P r o f i l e 	 P A N _ G N   P r o f i l e 	 P A N _ G N   								 P A N _ G N   P r o f i l e 	 P A N _ G N   P r o f i l e 	 @>DV;L  P A N _ G N 	 P A N _ G N   







	 P A N _ G N   	 P A N _ G N   p r o f i l e 	 P A N _ G N   p r o f i l e 	 P A N _ G N   p r o f i l e 	 P A N _ G N - p r o f i e l 	 P A N _ G N   p r o f i l e 	 P A N _ G N   p r o f i l e 	 P A N _ G N   p r o f i l e 	 P A N _ G N   p r o f i l e 	 P A N _ G N   p r o f i l e 	 P A N _ G N   p r o f i l e 	 	 	 P r o f i l i   P A N _ G N 	 P A N _ G N   			' 					 	 	 	 	 	 	 	 R e d e   d e    r e a   p e s s o a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ O B E X _ I M A G I N G 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   B a s i c   I m a g e   P r o f i l e 	 B a s i c   i m a g i n g 	 WjirNP8
gR	 VeN[a O
gR	 #42#H2"B-'18#9 2	 P e r f i l   B I P 	 P r o f i l   B I P 	 B I P - P r o f i l 	 @>D8;L  B I P 	 P r o f i l o   B I P 	 B I P   'D4CD	 P e r f i l   B I P 	 B I P   p r o f i l i   	 C  i   t   t r u y n   i   t n g   t p   n h 	 O l a h g a m b a r   d a s a r 	 P r o f i l   B I P 	 B I P   *	M	0	K	+	>		2		 	 	 	 B I P   p r o f i l 	 	 	 	 B I P - p r o f i e l 	 	 	 P r o f i l   B I P 	 	 	   B I P 	 	 B I P   *	M	0	K	+	>		2		 FE'G  B I P 	 B I P   P r o f i l e 	 B I P   p r o f i l e 	 B I P   								 B I P   p r o f i l e 	 B I P   p r o f i l e 	 @>DV;L  B I P 	 B I P   







	 B I P   	 B I P   p r o f i l e 	 B I P   p r o f i l e 	 B I P   p r o f i l e 	 B I P - p r o f i e l 	 B I P   p r o f i l e 	 B I P   p r o f i l e 	 B I P   p r o f i l e 	 B I P   p r o f i l e 	 B I P   p r o f i l e 	 B I P   p r o f i l e 	 	 	 P r o f i l i   B I P   	 B I P   			' 					 	 	 	 	 	 	 	 I m a g e m   b  s i c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ H F 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   H a n d s f r e e   P r o f i l e 	 H a n d s f r e e 	 MQc݈n
gR	 MQcňn
gR	 #42#A.L#5	 P e r f i l   m a n o s   l i b r e s 	 P r o f i l   M a i n s - l i b r e s 	 F r e i s p r e c h p r o f i l 	 @>D8;L  H a n d s f r e e 	 P r o f i l o   v i v a v o c e 	 4CD  3E'9)  'D.'1,J	 P e r f i l   m  o s   l i v r e s 	 E l l e r   s e r b e s t   p r o f i l i   	 C  i   t   t h i t   b   r n h   t a y 	 H a n d s f r e e 	 P r o f i l   b e b a s   t a n g a n 	 9	H		!	M	8	+	M	0	@	  *	M	0	K	+	>		2		 	 	 	 K  z   n  l k  l i   p r o f i l 	 	 	 	 H a n d s f r e e - p r o f i e l 	 	 	 P r o f i l   f r   m  i n i 	 	 	   	 	 9	G	#	M	!	M	8	+	M	0	@	  *	M	0	K	+	>		2		 FE'G  GF/2A1	 H a n d s f r e e   P r o f i l e 	 H a n d s f r e e   P r o f i l e 	 							  								 H a n d s f r e e   P r o f i l e 	 H a n d s f r e e   P r o f i l e 	 @>DV;L  H a n d s f r e e 	 










  







	     	 H a n d s f r e e   p r o f i l e 	 H a n d s f r e e   p r o f i l e 	 H a n d s f r e e   p r o f i l e 	 H a n d e v r y - p r o f i e l 	 H a n d s f r e e   p r o f i l e 	 H a n d s f r e e   p r o f i l e 	 H a n d s f r e e   p r o f i l e 	 H a n d s f r e e   p r o f i l e 	 H a n d s f r e e   p r o f i l e 	 H a n d s f r e e   p r o f i l e 	 	 	 P r o f i l i   p a   d u a r 	 							 				  			' 					 	 	 	 	 	 	 	 M  o s   l i v r e s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ H S 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   H e a d s e t   P r o f i l e 	 H e a d s e t 	 3_j݈n
gR	 3:gňn
gR	 #42#
8+91	 P e r f i l   a u r i c u l a r e s 	 P r o f i l   C a s q u e 	 H e a d s e t - P r o f i l 	 @>D8;L  0@=8BC@K	 P r o f i l o   a u r i c o l a r e 	 4CD  'D3E'9)	 P e r f i l   p a r a   a u s c u l t a d o r e s 	 K u l a k l 1k   p r o f i l i   	 C  i   t   t h i t   b   t a i   n g h e 	 H e a d s e t 	 P r o f i l   a l a t   d e n g a r 	 9	H	!	8	G		  *	M	0	K	+	>		2		 	 	 	 H e a d s e t   p r o f i l 	 	 	 	 H o o f d t e l e f o o n p r o f i e l 	 	 	 P r o f i l   c _t i 	 	 	   	 	 9	E	#	M	!	8	G		  *	M	0	K	+	>		2		 FE'G  G/3*	 H e a d s e t   P r o f i l e 	 H e a d s e t   P r o f i l e 	 						  								 H e a d s e t   P r o f i l e 	 H e a d s e t   P r o f i l e 	 @>DV;L  H e a d s e t 	 





  







	      	 H e a d s e t   p r o f i l e 	 H e a d s e t   p r o f i l e 	 H e a d s e t   p r o f i l e 	 K o p s t u k p r o f i e l 	 H e a d s e t   p r o f i l e 	 H e a d s e t   p r o f i l e 	 H e a d s e t   p r o f i l e 	 H e a d s e t   p r o f i l e 	 H e a d s e t   p r o f i l e 	 H e a d s e t   p r o f i l e 	 	 	 P r o f i l i   I   k u f j e v e 	 						  			' 					 	 	 	 	 	 	 	 F o n e   d e   o u v i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ B A S I C _ P R I N T I N G 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   B a s i c   P r i n t i n g   P r o f i l e 	 B a s i c   p r i n t i n g 	 W,gRpS
gR	 W,gSbpS
gR	 #42#24!L7I2	 P e r f i l   B P P 	 P r o f i l   B P P 	 B P P - P r o f i l 	 @>D8;L  B P P 	 P r o f i l o   B P P 	 4CD  'D7('9)	 P e r f i l   B P P 	 B P P   p r o f i l i   	 C  i   t   m  y   i n   c   b n 	 P e n c e t a k a n   d a s a r 	 P r o f i l   B P P 	 B P P   *	M	0	K	+	>		2		 	 	 	 B P P   p r o f i l 	 	 	 	 B P P - p r o f i e l 	 	 	 P r o f i l   B P P 	 	 	   B P P 	 	 B P P   *	M	0	K	+	>		2		 FE'G  B P P 	 B P P   P r o f i l e 	 B P P   P r o f i l e 	 B P P   								 B P P   P r o f i l e 	 B P P   P r o f i l e 	 @>DV;L  B P P 	 B P P   







	 B P P   	 B P P   p r o f i l e 	 B P P   p r o f i l e 	 B P P   p r o f i l e 	 B P P - p r o f i e l 	 B P P   p r o f i l e 	 B P P   p r o f i l e 	 B P P   p r o f i l e 	 B P P   p r o f i l e 	 B P P   p r o f i l e 	 B P P   p r o f i l e 	 	 	 P r o f i l i   B P P   	 B P P   			' 					 	 	 	 	 	 	 	 I m p r e s s  o   b  s i c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ H I D 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   H u m a n   I n t e r f a c e   D e v i c e   P r o f i l e 	 H u m a n   i n t e r a c t i o n   d e v i c e 	 `zc6R
gR	 ܏zc6R
gR	 #42#'8!#0"0D%	 P e r f i l   H I D 	 P r o f i l   H I D 	 H I D - P r o f i l 	 @>D8;L  H I D 	 P r o f i l o   H I D 	 H I D   'D4CD	 P e r f i l   H I D 	 H I D   p r o f i l i   	 C  i   t   i u   k h i n   t   x a 	 P e r a n g k a t   i n t e r a k s i   m a n u s i a 	 P r o f i l   H I D 	 H I D   *	M	0	K	+	>		2		 	 	 	 H I D   p r o f i l 	 	 	 	 H I D - p r o f i e l 	 	 	 P r o f i l   H I D 	 	 	   H I D 	 	 H I D   *	M	0	K	+	>		2		 FE'G  H I D 	 H I D   P r o f i l e 	 H I D   P r o f i l e 	 H I D   								 H I D   P r o f i l e 	 H I D   P r o f i l e 	 @>DV;L  H I D 	 H I D   







	 H I D   	 H I D   p r o f i l e 	 H I D   p r o f i l e 	 H I D   p r o f i l e 	 H I D - p r o f i e l 	 H I D   p r o f i l e 	 H I D   p r o f i l e 	 H I D   p r o f i l e 	 H I D   p r o f i l e 	 H I D   p r o f i l e 	 H I D   p r o f i l e 	 	 	 P r o f i l i   H I D   	 H I D   			' 					 	 	 	 	 	 	 	 D i s p o s i t i v o   d e   i n t e r a   o   h u m a n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ S A P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   S I M   A c c e s s   P r o f i l e 	 S I M   a c c e s s 	 `zS I M aS
gR	 ܏zS I M aS
gR	 #42#  S A P 	 P e r f i l   S A P 	 P r o f i l   S A P 	 S A P - P r o f i l 	 @>D8;L  S A P 	 P r o f i l o   S A P 	 S A P   'D4CD	 P e r f i l   S A P 	 S A P   p r o f i l i   	 C  i   t   p h c   v   S I M   t   x a 	 A k s e s   S I M 	 P r o f i l   S A P 	 S A P   *	M	0	K	+	>		2		 	 	 	 S A P   p r o f i l 	 	 	 	 S A P - p r o f i e l 	 	 	 P r o f i l   S A P 	 	 	   S A P 	 	 S A P   *	M	0	K	+	>		2		 FE'G  S A P 	 S A P   P r o f i l e 	 S A P   P r o f i l e 	 S A P   								 S A P   P r o f i l e 	 S A P   P r o f i l e 	 @>DV;L  S A P 	 S A P   







	 S A P   	 S A P   p r o f i l e 	 S A P   p r o f i l e 	 S A P   p r o f i l e 	 S A P - p r o f i e l 	 S A P   p r o f i l e 	 S A P   p r o f i l e 	 S A P   p r o f i l e 	 S A P   p r o f i l e 	 S A P   p r o f i l e 	 S A P   p r o f i l e 	 	 	 P r o f i l i   S A P 	 S A P   			' 					 	 	 	 	 	 	 	 A c e s s o   S I M 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ P B A P 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   P h o n e b o o k   A c c e s s   P r o f i l e 	 P h o n e b o o k   a c c e s s 	 q?|X[S
gR	 5u݋?|X[S
gR	 #42#  P B A P 	 P e r f i l   P B A P 	 P r o f i l   P B A P 	 P B A P - P r o f i l 	 @>D8;L  P B A P 	 P r o f i l o   P B A P 	 P B A P   'D4CD	 P e r f i l   P B A P 	 P B A P   p r o f i l i   	 C  i   t   p h c   v   t r u y   c p   d a n h   b   t   x a 	 A k s e s   B u k u   t e l e p o n 	 P r o f i l   P B A P 	 P B A P   *	M	0	K	+	>		2		 	 	 	 P B A P   p r o f i l 	 	 	 	 P B A P - p r o f i e l 	 	 	 P r o f i l   P B A P 	 	 	   P B A P 	 	 P B A P   *	M	0	K	+	>		2		 FE'G  P B A P 	 P B A P   P r o f i l e 	 P B A P   P r o f i l e 	 P B A P   								 P B A P   P r o f i l e 	 P B A P   P r o f i l e 	 @>DV;L  P B A P 	 P B A P   







	 P B A P   	 P B A P   p r o f i l e 	 P B A P   p r o f i l e 	 P B A P   p r o f i l e 	 P B A P - p r o f i e l 	 P B A P   p r o f i l e 	 P B A P   p r o f i l e 	 P B A P   p r o f i l e 	 P B A P   p r o f i l e 	 P B A P   p r o f i l e 	 P B A P   p r o f i l e 	 	 	 P r o f i l i   P B A P   	 P B A P   			' 					 	 	 	 	 	 	 	 A c e s s o   d e   a g e n d a   t e l e f  n i c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ P R O F _ U N K N O W N 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   U n k n o w n   P r o f i l e 	 U n k n o w n   p r o f i l e 	 *gwͅYr
gR	 *gw݄Yr
gR	 D!H#9I1#42#5I	 P e r f i l   d e s c o n o c i d o 	 P r o f i l   i n c o n n u 	 U n b e k a n n t e s   P r o f i l 	 58725AB=K9  ?@>D8;L	 P r o f i l o   s c o n o s c i u t o 	 'D4CD  :J1  E91HA	 P e r f i l   d e s c o n h e c i d o 	 B i l i n m e y e n   p r o f i l   	 C  i   t   B l u e t o o t h   c h a   x  c   n h 	 P r o f i l   t i d a k   d i k e t a h u i 	 P r o f i l   t i d a k   d i k e t a h u i 	 		M		>	$	  *	M	0	K	+	>		2		 	 	 	 I s m e r e t l e n   p r o f i l 	 	 	 	 O n b e k e n d   p r o f i e l 	 	 	 P r o f i l   n e c u n o s c u t 	 	 	     	 	 		>	#	  *	M	0	K	+	>		2		 FE'G  F'4F'.*G	 F'E9DHE  ~1HA'&D	 U n k n o w n   P r o f i l e 	 					  								 U n k n o w n   P r o f i l e 	 U n k n o w n   P r o f i l e 	 52V4><89  ?@>DV;L	 




  







	   	 U n k n o w n   p r o f i l e 	 U n k n o w n   p r o f i l e 	 U n k n o w n   p r o f i l e 	 O n b e k e n d e   p r o f i e l 	 U n k n o w n   p r o f i l e 	 U n k n o w n   p r o f i l e 	 U n k n o w n   p r o f i l e 	 U n k n o w n   p r o f i l e 	 U n k n o w n   p r o f i l e 	 U n k n o w n   p r o f i l e 	 	 	 P r o f i l   i   p a d i t u r 	 						  			' 					 	 	 	 	 	 	 	 P e r f i l   d e s c o n h e c i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 S T R _ B T _ F A I L E D 	 B T M M I 	 P O P U P 	 T o   n o t i f y   c o n n e c t i n g   f a i l e d ,   c o m b i n a t i o n   s t r i n g 	   f a i l e d 	 1YWe	 1Y%	 %I!@+%'	   e r r o r 	    c h e c 	   f e h l g e s c h l a g e n 	   =5  C40;>AL	 f a l l i t o 	 A4D	   f a l h o u 	 b a _a r 1s 1z 	 T h t   b i 	   g a g a l 	 g a g a l 	 	8	+	2		 	 	 	   s i k e r t e l e n 	 	 	 	   m i s l u k t 	 	 	 C o n e c t a r e a   n u   a   r e u _i t 	 	 	 	 	 	M	0	>	/	  	B	  	(	G		M		  5	?	%	  			+	*	@	  +	0	M	8	M		  ! 	 'F,'E  F4/	 F''E  H'	 	 					 F a i l e d 	 F a i l e d 	 1V9	 





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	   	   f a i l e d 	   f a i l e d 	   f a i l e d 	   o n s u k s e s v o l 	   f a i l e d 	   f a i l e d 	   f a i l e d 	   f a i l e d 	   f a i l e d 	   f a i l e d 	 	 	 D e s h t o i 	 				  					 	 	 	 	 	 	 	   f a l h o u 	 	 	 	 	 	 	 	 p o r r o t   e g i n   d u 	   h i n d i   n a g t a g u m p a y 	   f a l l o u 	 g a g h 	   t e i p t h e 
 
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 
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2	 n o   p e r m i t i d o 	 I n t e r d i t 	 N i c h t   z u g e l a s s e n 	 54>?CAB8<>	 N o n   c o n s e n t i t o 	 :J1  E3EH-	 N  o   p e r m i t i d o 	 0z i n   y o k   	 T h a o   t  c   k h  n g   c   c h o   p h  p 	 T i d a k   d i b o l e h k a n 	 T i d a k   d i b e n a r k a n 	 	(	A	.	$	?	  (	9	@		! 	 	 	 	 N e m   e n g e d  l y e z e t t 	 	 	 	 N i e t   t o e g e s t a a n 	 	 	 O p e r a ci a   n u   e s t e   p e r m i s 	 	 	 	 	 	(	A	.	$	?	  (	>	9	@	  ! 	 E,'2  F3*	 ! ','2*  F	   ! 	 						  				 

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 
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i a 	 P a k a l p o j u m u   s a r a k s t s   t u k as 	 T e e n u s e l o e n d   t  h i 	 >a|auxiuxvvek  avoh  daao  g	     	 L i s t a   d e   s e r v i c i i   e s t e   g o a l 	 8
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7H-!H-1I+!H-? 	  L i b e r a r   t o d a s   l a s   c o n e x i o n e s   a n t e s ? 	 L i b  r e r   d ' a b o r d   t o u t e s   l e s   c o n n e x i o n s   ? 	 Z u e r s t   a l l e   V e r b i n d u n g e n   f r e i g e b e n ? 	 @5@20BL  2A5  ?>4:;NG5=8O? 	 A t t i v a r e   t u t t e   l e   c o n n e s s i o n i   p r i m a ? 	 B79  ,EJ9  'D'*5'D'*  #HD'K	 D e s l i g a r   p r i m e i r o   t o d a s   a s   l i g a   e s   ? 	  n c e   t  m   b a l a n t 1l a r 1n 1  s e r b e s t   b 1r a k ? 	 N g t   m i   k t   n i   t r c ? 	 A k h i r i   d u l u   s e m u a   s a m b u n g a n ? 	 L e p a s k a n   s e m u a   s a m b u n g a n   d a h u l u ? 	 *	9	2	G	  8	-	@	  8	.	M	*	0	M		  $	K	!	<	G		? 	 	 	 	 E l Qb b   f e l s z a b a d  t   m i n d e n   k a p c s o l a t o t ? 	 	 	 	 A l l e   v e r b i n d i n g e n   e e r s t   v r i j m a k e n ? 	 	 	 A n u l a ci   m a i    n t  i   t o a t e   c o n e x i u n i l e ? 	 	 	         ? 	 	 *	M	0	%	.	  8	0	M	5	  	(	G		M	6	(	  0	?	2	@		  	0	>	? 	 '(*/'  GEG  '1*('7G'  "2'/  4HF/	 ~D  *E'E  F4F3  H  1D2  ,&	       ? 	 			  		  					  					  			? 	 8
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	 &C6M_2,M'$>  (M  0?,>A  8GM  0(M$A	 V e n d o s   t e k   n d e z j a   s h i k u e s h m e r i n e 	 		  						  										  			  				 	 	 	 	 	 	 	 D e f i n i r   v i s i b i l i d a d e   c o m o   l i g a d a 	 	 	 	 	 	 	 	 I k u s g a r r i   b i h u r t u 	 I - o n   a n g   v i s i b i l i t y 	 C o n f i g u r a r   v i s i b i l i d a d e   p a r a   e s t a r   p r e n d i d a 	 M e e   k a   n g o s i   z   g b a n y e 	 S o c r a i g h   i n f h e i c t h e a c h t   l e   b h e i t h   a i r 
 
 S T R _ B T _ P R O H I B I T _ V I S _ B Y _ M A X _ A C L 	 B T M M I 	 P O P U P 	 T o   n o t i f y   t h i s   o p e r a t i o n   i s   p r o h i b i t e d   b y   m a x   l i n k s   r e a c h e d 	 P r o h i b i t e d   b y   m a x   l i n k s   r e a c h e d 	 V]T g'Y#P}xeybkRcr-[	 V] g'YޏcpeybkRbc勾n	 9+I2!B"3'2#@
7H-!H-*9*8A%I'	 S e   a l c a n z    l a   p r o h i b i c i  n   p o r   m  x .   d e   e n l a c e s 	 I n t e r d i t   p a r   m a x   l i e n s   a t t e i n t s 	 N i c h t   e r l a u b t   n a c h   m a x .   L i n k s   e r r e i c h t 	 ?5@0F8O  70?@5I5=0:   4>AB83=CB  ?@545;  :>;8G5AB20  A>548=5=89	 P r o i b i t o   p e r   r a g g i u n g i m e n t o   m a s s i m o   d e i   l i n k 	 'DJ  'D./  'D'B5J, EEFH9  *-HJD  G0'  'D,G'2	 P r o i b i d o   p o r   t e r   s i d o   a t i n g i d o   o   n  m e r o   m  x i m o   d e   l i g a   e s 	 U l a _1l a n   m a k s i m u m   l i n k   i l e   y a s a k l a n d 1  	    t   n   s   l i  n   k t   l n   n h t , k h  n g   c   i   c  i   t   n  y 	 D i l a r a n g   k a r e n a   l i n k   m a k s i m u m   t e l a h   t e r c a p a i 	 D i l a r a n g   p a d a   p a u t a n   m a k s i m u m   y a n g   d i c a p a i 	 	'	?		$	.	  2	?			  ,	(	  	>	(	G	  *	0	  5	0	M		?	$		 	 	 	 A   m a x i m  l i s   s z  m    k a p c s o l a t   t i l t j a 	 	 	 	 V e r b o d e n   d o o r d a t   m a x i m a a l   a a n t a l   k o p p e l i n g e n   i s   b e r e i k t 	 	 	 O p e r a ci e   i n t e r z i s ,   d e o a r e c e   a ci   a t i n s   n u m r u l   m a x i m   d e   l e g t u r i 	 	 	               	 	 .	E		M	8	  2	?			M	8	  &	M	5	>	0	G	  *	M	0	$	?	,		'	  *	B	0	M	#	  	>	2	>		 -/'+1  *9/'/  ~HF/  A1'13/G  H  EEFH9  4/G  '3*	 2'/  3  2'/  DF3  ~FF    019  EEFH9	         .   	 						  					  					  						  						  								 .
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	        	 K u n q a t s h e l w e   a m a l i n k i   o b u k h u l u   b o k u g c i n a   o k u f i n y e l e l w e   k u w o 	 A y i v u n y e l w a n g a   n g a m a k h o n c o   a m k h l .   A f i k e l e l w e y o 	 I m e k a t a z w a   n a   u p e o   w a   v i u n g o   v i l i v y o f i k i w a 	 V e r b i e d   d e u r   m a k s .   s k a k e l s   b e r e i k 	 D r a u d ~i a m a s   d l   p a s i e k t o   m a k s .   n u o r o d s  s k a i 
i a u s 	 A i z l i e g t s   d <  s a s n i e g t   m a k s i m l   s a i au   s k a i t a 	 K e e l a t u d ,   k u n a   l i n k i d e   m a x   a r v   k  e s 	 1cela~an  g,   avk  x  pa}el  g  tkaxtvek  a|a~elacxuv  avaokv	   -     	 O p e r a ci e   i n t e r z i s ,   d e o a r e c e   a ci   a t i n s   n u m r u l   m a x i m   d e   l e g t u r i 	 *
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 S T R _ B T _ D E V _ S E T _ S I M A P 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 S e t t i n g   m e n u i t e m   f o r   r e m o t e   S I M   m o d e 	 R e m o t e   S I M   m o d e 	 `zS I M aS!j_	 ܏zS I M aS!j_	 B+!4!2D%	 M o d o   S I M   r e m o t o 	 M o d e   S I M   d i s t a n t 	 R e m o t e - S I M - M o d u s 	  568<  C40;5==>9  S I M - :0@BK	 M o d a l i t    S I M   r e m o t a 	 4CD  'D(7'B)  (9J/	 M o d o   S I M   r e m o t o 	 U z a k t a n   S I M   m o d u 	 C h     S I M   n g   d  i 	 M o d u s   S I M   j a u h 	 M o d   S I M   j a u h 	 0	?	.	K		  8	?	.	  .	K	!		 	 	 	 T  v o l i   S I M   m  d 	 	 	 	 S I M   o p   a f s t a n d 	 	 	 M o d   S I M   l a   d i s t a n c	 	 	     S I M   	 	 0	?	.	K		  8	?	.	  .	K	!		 -'D*  S I M   '2  1'G  /H1	 1EHy  3E  EH	   S I M   	 					  			  				 0
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 S T R _ B T _ P R O H I B I T _ B Y _ S I M A P 	 B T M M I 	 U N L I M 	 T o   n o t i f y   t h i s   o p e r a t i o   i s   p r o h i b i t e d   b y   S I M A P 	 P r o h i b i t e d   b y   r e m o t e   S I M   m o d e ,   d e a c t i v a t e   r e m o t e   S I M   m o d e   f i r s t . 	 dkRf\P
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I2	 D e s a c t i v a n d o 	 D  s a c t i v a t i o n 	 W i r d   d e a k t i v i e r t 	 570:B820F8O	 D i s a t t i v a z i o n e 	 ,'1J  'D*97JD	 A   d e s a c t i v a r 	 D e v r e   d 1_1  b 1r a k 1l 1y o r   	 a n g   t t 	 	 M e n y a h a k t i f k a n 	 (	?	7	M		M	0	?	/	  9	K	  0	9	>	  9	H		 	 	 	 K i k a p c s o l  s 	 	 	 	 B e z i g   m e t   i n a c t i v e r e n 	 	 	 D e z a c t i v a r e 	 	 	   	 	 		M	0	?	/	>	8	@	2	  	0	>		 /1  -'D  :1A9'D3'2	 :1  A9'D  HF'  ,'1	   	   									  			  						 
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 
 S T R _ B T _ 1 6 _ D I G I T S _ P A S S K E Y 	 B T M M I 	 U N L I M 	 T o   n o t i f y   1 6   d i g i t s   a r e   r e q u i r e d 	 1 6   d i g i t s   a r e   r e q u i r e d 	 ˊ8eQ1 6 PxeW[	 eQ1 6 *NpeW[	 I-C*H  1 6   +%1	 S e   n e c e s i t a n   1 6   d  g i t o s 	 1 6   c h i f f r e s   s o n t   r e q u i s 	 1 6   Z i f f e r n   s i n d   e r f o r d e r l i c h 	 C6=>  225AB8  1 6   F8D@	 S o n o   n e c e s s a r i   1 6   c a r a t t e r i 	 #/.D  3**  941)  '1B'E	 S  o   n e c e s s  r i o s   1 6   d  g i t o s 	 1 6   b a s a m a k   g e r e k i y o r   	 H  y   n h p   1 6   s 	 	 1 6   d i g i t   d i p e r l u k a n 	 1 6   			  	<	0	B	0	@	  9	H			 	 	 	 1 6   s z  m j e g y   s z  k s  g e s 	 	 	 	 E r   z i j n   1 6   c i j f e r s   n o d i g 	 	 	 U n   c o d   f o r m a t   d i n   1 6   c i f r e   e s t e   n e c e s a r 	 	 	   1 6   	 	 	 1 6   1BE  D'2E  '3*	 	 	 				  				  							 	 	 	 1 6   






  




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	 1 6      	 A m a d i j i t h i   a y i   1 6   a y a d i n g e k a 	 I m i v o   e l i - 1 6   i y a f u n e k a 	 d i j i t i   1 6   z i n a h i t a j i k a 	 1 6   s y f e r s   w o r d   b e n o d i g 	 R e i k i a   1 6   s k a i t m e n s	 V a j a d z +g i   1 6   c i p a r i 	 N  u t a k s e   1 6 - k o h a l i s t   a r v u 	 Japav{~xt  g  1 6   vkw	 1 6       	 U n   c o d   f o r m a t   d i n   1 6   c i f r e   e s t e   n e c e s a r 	 1 6   
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 
 S T R _ B T _ S E R V I C E _ U N A V A I L A B L E 	 B T M M I 	 P O P U P 	 T o   n o t i f y   t h i s   s e r v i c e   i s   u n a v a i l a b l e   c u r r e n t l y 	 C u r r e n t l y   u n a v a i l a b l e 	 vuMR
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ID!HDIC181	 N o   d i s p o n i b l e   a c t u a l m e n t e 	 A c t u e l l e m e n t   n o n   d i s p o n i b l e 	 D e r z e i t   n i c h t   v e r f  g b a r 	 ?5@0F8O  A59G0A  =54>ABC?=0	 A t t u a l m e n t e   n o n   d i s p o n i b i l e 	 D'  JECF  'D'3*./'E  'D'F	 A c t u a l m e n t e   i n d i s p o n  v e l 	 ^u   a n d a   h a z 1r   d e i l   	 H i n   t i   k h  n g   t h   s   d n g 	 	 T i d a k   t e r s e d i a   p a d a   m a s a   i n i 	 	8	  8	.	/	  	(	A	*	2	,	M	'		 	 	 	 J e l e n l e g   n e m   e l  r h e t Q	 	 	 	 M o m e n t e e l   n i e t   b e s c h i k b a a r 	 	 	 O p e r a ci e   m o m e n t a n   i n d i s p o n i b i l 	 	 	     	 	 	 A9D'K  EH,H/  F3*	 	 	 					  									 	 	 	 






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 
 S T R _ B T _ M Y D E V _ O P T _ A U T H O R I Z E 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 B l u e t o o t h   a u t h o r i z a t i o n   s e t t i n g   m e n u i t e m 	 A u t h o r i z e 	 c
k-[	 cCgn	 -8
2	 A u t o r i z a r 	 A u t o r i s e r 	 A u t o r i s i e r e n 	 2B>@870F8O	 A u t o r i z z a 	 4G'/)	 A u t o r i z a r 	 Y e t k i l e n d i r   	 C  i   t   y   q u y n 	 	 B e n a r k a n 	 	'	?		C	$	  	0	G			 	 	 	 E n g e d  l y e z  s 	 	 	 	 A u t o r i s e r e n 	 	 	 A u t o r i z a r e 	 	 	 	 	 	 *#/  E,H2	 	 	 						  					 	 	 	 	 	 G u n y a z a 	 G u n y a z i s a 	 I d h i n i s h a 	 V e r k l a a r   g e l d i g 	 .g a l i o j a m a 	 A u t o r i z t 	 V o l i t a 	 9xulael	   	 A u t o r i z a r e 	 
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 
 S T R _ B T _ M Y D E V _ O P T _ A U T H O R I Z E _ A L W A Y S _ A S K 	 B T M M I 	 T W O S T A T E 	 a s k   i f   a c c e p t   c o n n e c t   r e q u e s t   b e f o r e   c o n n e c t e d 	 A l w a y s   a s k 	 bOU#P}	 ޏc	 2!@*!-	 P r e g u n t a r   s i e m p r e 	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  A?@0H820BL	 C h i e d i   s e m p r e 	 3$'D  /'&E'	 P e r g u n t a r   s e m p r e 	 H e r   z a m a n   s o r 	 L u  n   h i 	 	 S e n t i a s a   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	 S o l i c i t a ci    n t o t d e a u n a   p e r m i s i u n e a   d e   c o n e c t a r e 	 	 	   	 	 	 GE4G  ~13/G  4H/	 	 	 						  								  					 	 	 	 	 	 B u z a   n j a l o 	 B u z a   r h o q o 	 D a i m a   u l i z a 	 V r a   a l t y d 	 V i s a d a   k l a u s t i 	 V i e n m r   j a u t t 	 K  s i   a l a t i 	 Dkw  pavel	   	 S o l i c i t a r e   c o n f i r m a r e   p e r m a n e n t 	 
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 
 S T R _ B T _ M Y D E V _ O P T _ A U T H O R I Z E _ A L W A Y S _ C O N N E C T 	 B T M M I 	 T W O S T A T E 	 a u t o m a t i c a l l y   c o n n e c t e d   w h i l e   r e m o t e   d e v i c e s   c o n n e c t   w i t h   h o s t   p h o n e 	 A l w a y s   c o n n e c t 	 R#P}	 ꁨRޏc	 @
7H-!H-@*!-	 C o n e c t a r   s i e m p r e 	 T o u j o u r s   c o n n e c t e r 	 I m m e r   v e r b i n d e n 	 A5340  ?>4:;NG0BL	 C o n n e t t i   s e m p r e 	 '*5'D  #DJ'	 L i g a r   s e m p r e 	 H e r   z a m a n   b a l a n   	 K t   n i   l u  n   h i 	 	 S e n t i a s a   s a m b u n g 	 9	.	G	6	>	  	(	G		M		  	0	G			 	 	 	 K a p c s o l  d  s   m i n d i g 	 	 	 	 A l t i j d   v e r b i n d i n g   m a k e n 	 	 	 A c c e p t a ci    n t o t d e a u n a   c o n e c t a r e a 	 	 	   	 	 	 GE4G  H5D  4H/	 	 	 						  					  					 	 	 	 	 	 X h u m a   n j a l o 	 Q h a g a m s h e l a   r h o q o 	 D a i m a   u n g a n i s h a 	 K o p p e l   a l t y d 	 V i s a d a   p r i j u n g t i 	 V i e n m r   s a v i e n o t 	 L o o   a l a t i    h e n d u s 	 Dkw  tkaval	   	 A c c e p t a ci   m e r e u   c o n e c t a r e a 	 
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	 8&>,G3G  8/K  0(M$A	 	 					  					  				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ M Y D E V _ O P T _ A U T H O R I Z E _ A L W A Y S _ R E J E C T 	 B T M M I 	 T W O S T A T E 	 a l w a y s   r e j e c t   t h e   c o n n e c t   r e q u e s t 	 A l w a y s   r e j e c t 	 bU}#P}	 b~ޏc	 4@*@*!-	 R e c h a z a r   s i e m p r e 	 T o u j o u r s   r e f u s e r 	 I m m e r   a b l e h n e n 	 A5340  >B:;>=OBL	 R i f i u t a   s e m p r e 	 1A6  'D'*5'D	 R e j e i t a r   s e m p r e 	 H e r   z a m a n   r e d d e t   	 T   c h i   l u  n   h i 	 	 S e n t i a s a   t o l a k 	 9	.	G	6	>	  	8	M	5	@		>	0	  	0	G			 	 	 	 E l u t a s  t  s   m i n d i g 	 	 	 	 A l t i j d   v e r w e r p e n 	 	 	 R e s p i n g e ci    n t o t d e a u n a   c o n e c t a r e a 	 	 	   	 	 	 GE4G  1/  4H/	 	 	 						  							  					 	 	 	 	 	 A l a   n j a l o 	 Y a l a   r h o q o 	 D a i m a   k a t a a 	 V e r w e r p   a l t y d 	 V i s a d a   a t m e s t i 	 V i e n m r   a t t e i k t 	 L  k k a   a l a t i   t a g a s i 	 Dkw  tejel	   	 R e s p i n g e ci   m e r e u   c o n e c t a r e a 	 
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 S T R _ B T _ D E V _ S E T _ B L O C K _ L I S T 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 B l u e t o o t h   b l o c k   l i s t   m e n u   l i s t 	 B l o c k   l i s t 	 \݈n	 \ňn	 #2"2#%G-	 L i s t a   d e   b l o q u e a d o s 	 B l o q u e r   l a   l i s t e 	 L i s t e   b l o c k i e r e n 	 '5@=K9  A?8A>:	 B l o c c a   e l e n c o 	 ,G'2  E:DB	 L i s t a   d e   b l o q u e i o 	 E n g e l l e m e   l i s t e s i 	 C  i   t   k h  a   	 	 S e n a r a i   h a l a n g 	 ,	M	2	I		  8	B		@		 	 	 	 T i l t  l i s t a 	 	 	 	 B l o k k e e r l i j s t 	 	 	 L i s t   d e   b l o c a r e 	 	 	   	 	 	 AG13*  E3/H/	 	 	 					  					 	 	 	 	 	 B h u l o k h a   u h l u 	 U l u h l u   o l u v a l i w e y o 	 Z u i a   o r o d h a 	 B l o k k e e r   l y s 	 B l o k a v i m o   s r a aa s 	 B l o 7t   s a r a k s t u 	 B l o k e e r i t u d   k o n t o d e   l o e n d 	 1celaao~anvek  avo	   	 L i s t   d e   b l o c a r e 	 ,
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 S T R _ B T _ L S K _ U N B L O C K 	 B T M M I 	 L S K 	 T o   u n b l o c k   t h e   d e v i c e ,   u s e d   i n   L S K 	 U n b l o c k 	 ㉖	 	 %%G-	 D e s b l o q u e a r 	 D  b l o q u e r 	 E n t b l o c k i e r e n 	  071;>:8@>20BL	 S b l o c c a 	 EA*H-	 D e s b l o q u e a r 	 E n g e l l e m e y i   k a l d 1r   	 G i i   p h o n g   t a 	 	 B u k a   h a l a n g a n 	 	(	,	M	2	I		  	0	G			 	 	 	 T i l t  s   f e l o l d  s a 	 	 	 	 D e b l o k k e r e n 	 	 	 D e b l o c a r e 	 	 	   	 	 	 D:H  'F3/'/	 	 	 						  					 	 	 	 	 	 U n b l o c k 	 U n b l o c k 	 U n b l o c k 	 O n t b l o k 	 U n b l o c k 	 U n b l o c k 	 U n b l o c k 	 U n b l o c k 	 U n b l o c k 	 U n b l o c k 	 	 	 	 						  						  				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ I N P U T _ P A S S C O D E 	 B T M M I 	 C 1 1 3 _ 1 	 A s k   e n d   u s e r   t o   i n p u t   p a s s c o d e ,   c o m b i n a t i o n   s t r i n g 	 I n p u t   p a s s c o d e 	 8eQͅYr[x	 eQ݄Yr[x	 I-#+1*H2	 I n t r o d u c i r   c  d i g o   d e   p a s e 	 E n t r e r   l e   c o d e   d  a c c  s 	 K e n n c o d e   e i n g e b e n 	 2548B5  ?0@>;L	 I n s e r i s c i   c o d i c e 	 '/.'D  (DH*H+	 I n t r o d u z i r   s e n h a 	 G i r d i   g e  i _  k o d u   	 N h p   m t   k h u 	 	 K o d   l a l u a n   i n p u t 	 *	>	8		K	!	  !	>	2	G			 	 	 	 E n g e d  l y e z Q  k  d   m e g a d  s a 	 	 	 	 G e e f   w a c h t c o d e   o p 	 	 	 I n t r o d u c e ci   c o d 	 	 	   	 	 	 H1H/  1E29(H1	 	 	 						  								  					 	 	 	 	 	 I n p u t   p a s s c o d e 	 I n p u t   p a s s c o d e 	 I n p u t   p a s s c o d e 	 S l e u t e l   w a g w o o r d k o d e   i n 	 I n p u t   p a s s c o d e 	 I n p u t   p a s s c o d e 	 I n p u t   p a s s c o d e 	 I n p u t   p a s s c o d e 	 I n p u t   p a s s c o d e 	 I n p u t   p a s s c o d e 	 	 	 	 						  					  				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ N U M E R I C _ C O M P A R I S O N 	 B T M M I 	 C 1 1 3 _ 1 	 A s k   e n d   u s e r   i f   t h e   p a s s c o d e   m a t c h e d   o r   n o t ,   c o m b i n a t i o n   s t r i n g 	 P a s s c o d e   m a t c h e d ? 	 [x&{T	 [x&{T	 #+1*H2#+#7-D!H? 	  C o i n c i d e   e l   c  d i g o   d e   p a s e ? 	 C o d e   d  a c c  s   c o r r e s p o n d a n t  ? 	 S t i m m t   K e n n c o d e    b e r e i n ? 	 0@>;L  A>2?0;? 	 C o d i c e   c o r r i s p o n d e n t e ? 	 CDE)  'D31J)  E*7'(B)	 A   s e n h a   c o r r e s p o n d e ? 	 G e  i _  k o d u   e _l e _t i   m i ?   	 M t   k h u   p h    h p ? 	 	 K o d   l a l u a n   s e p a d a n ? 	 *	>	8		K	!	  	(	A	0	B	*	  9	H	? 	 	 	 	 E g y e z i k   a z   e n g e d  l y e z Q  k  d ? 	 	 	 	 K o m t   w a c h t c o d e   o v e r e e n ? 	 	 	 C o d   c o r e c t ? 	 	 	     ? 	 	 	 1E29(H1  E7'(B*  /'4*	 	 	 						  						? 	 	 	 	 	 	 P a s s c o d e   m a t c h e d ? 	 P a s s c o d e   m a t c h e d ? 	 P a s s c o d e   m a t c h e d ? 	 P a s   w a g w o o r d k o d e ? 	 P a s s c o d e   m a t c h e d ? 	 P a s s c o d e   m a t c h e d ? 	 P a s s c o d e   m a t c h e d ? 	 P a s s c o d e   m a t c h e d ? 	 P a s s c o d e   m a t c h e d ? 	 P a s s c o d e   m a t c h e d ? 	 	 	 	 						  								? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ A C C E P T _ P A I R I N G 	 B T M M I 	 U N L I M 	 A s k   e n d   u s e r   i f   a c c e p t   t h e   p a i r i n g   r e q u e s t   f r o m   r e m o t e   d e v i c e ,   c o m b i n a t i o n   s t r i n g 	 A c c e p t   p a i r i n g   f r o m 	 cSM
\O	 cSM[eg	 "-!#12#19H2	 A c e p t a r   e m p a r e j a m i e n t o   d e s d e 	 A c c e p t e r   l ' a p p a i r a g e   d e ? 	 K o p p l u n g   a k z e p t i e r e n   v o n 	  07@5H8BL  A>?@O65=85? 	 A c c e t t a r e   a s s o c i a z i o n e 	 B(HD  9DJ  E*2H,	 A c e i t a r   e m p a r e l h a m e n t o 	 E _l e _t i r m e y i   k a b u l   e d i y o r   m u s u n ? 	 T i p   n h n   g h  p    i ,   n   t 	 	 T e r i m a   p a s a n g a n k a n ? 	 8	G	  	K	!	<	  .	?	2	>	(	>	  8	M	5	@		>	0	  	0	G		? 	 	 	 	 P  r o s  t  s   e l f o g a d  s a   i n n e n 	 	 	 	 P a r e n   a c c e p t e r e n   v a n 	 	 	 A c c e p t a ci   u n i r e a   d i s p o z i t i v e l o r ? 	 	 	     - 	 	 	 B(HD  ,A*  1/F  '2	 	 	 					  					  					  					 	 	 	 	 	 A c c e p t   p a i r i n g   f r o m 	 A c c e p t   p a i r i n g   f r o m 	 A c c e p t   p a i r i n g   f r o m 	 A a n v a a r   p a r i n g   v a n 	 A c c e p t   p a i r i n g   f r o m 	 A c c e p t   p a i r i n g   f r o m 	 A c c e p t   p a i r i n g   f r o m 	 A c c e p t   p a i r i n g   f r o m 	 A c c e p t   p a i r i n g   f r o m 	 A c c e p t   p a i r i n g   f r o m 	 	 	 	 				  			  								  					  				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ F R O M 	 B T M M I 	 C 1 1 3 _ 2 	 a c c e p t   c o n n e c t   r e q u e s t   f r o m   r e m o t e   d e v i c e ,   c o m b i n a t i o n   s t r i n g 	 f r o m 	 	 	 2	 d e 	 d e 	 v o n 	 >B	 d a 	 EF	 d e 	 ' d a n 	 T 	 	 d a r i p a d a 	 8	G		 	 	 	 i n n e n : 	 	 	 	 v a n 	 	 	 d e   l a 	 	 	 - 	 	 	 '2	 	 	 					 	 	 	 	 	 f r o m 	 f r o m 	 f r o m 	 v a n 	 f r o m 	 f r o m 	 f r o m 	 f r o m 	 f r o m 	 f r o m 	 	 	 	 				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ D E V I C E _ B L O C K E D 	 B T M M I 	 P O P U P 	 T o   n o t i f y   d e v i c e   i s   b l o c k e d 	 D e v i c e   b l o c k e d 	 ݈n]\	 ňn]\	 -8#L9%G-	 D i s p o s i t i v o   b l o q u e a d o 	 A p p a r e i l   b l o q u  	 G e r  t   b l o c k i e r t 	 #AB@>9AB2>  701;>:8@>20=>	 D i s p o s i t i v o   b l o c c a t o 	 'D,G'2  E:DB	 D i s p o s i t i v o   b l o q u e a d o 	 C i h a z   e n g e l l e n d i   	 T h i t   b      b   p h o n g   t a 	 	 p e r a n t i   d i h a l a n g 	 		*		0	#	  ,	M	2	I		  9	H		 	 	 	 T i l t o t t   e s z k  z 	 	 	 	 A p p a r a a t   g e b l o k k e e r d 	 	 	 D i s p o z i t i v   b l o c a t 	 	 	   	 	 	 /3*'G  E3/H/  4/	 	 	 					  								 	 	 	 	 	 I d i v a y s i   i b h u l o k h i w e 	 I s i x h o b o   s i v a l i w e 	 K i f a a   k i m e z u l i w a 	 T o e s t e l   g e b l o k k e e r 	 .r e n g i n y s   u ~b l o k u o t a s 	 I e r +c e   b l o 7t a 	 S a d e   b l o k e e r i t u d 	 Mah  acelaao~an  g	   	 D i s p o z i t i v   b l o c a t 	 	
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 S T R _ B T _ B L O C K 	 B T M M I 	 T I T L E 	 T o   b l o c k   t h e   r e m o t e   d e v i c e 	 B l o c k 	 \	 \	 %G-	 B l o q u e a r 	 B l o q u e r 	 B l o c k i e r e n 	 ;>:8@>20BL	 B l o c c a 	 E:DB	 B l o q u e a r 	 E n g e l l e   	 P h o n g   t a 	 	 H a l a n g 	 ,	M	2	I			 	 	 	 T i l t  s 	 	 	 	 B l o k k e r e n 	 	 	 B l o c a r e 	 	 	     	 	 	 E3/H/  1/F	 	 	 						 	 	 	 	 	 B h u l o k h a 	 V a l a 	 Z u i a 	 B l o k k e e r 	 B l o k u o t i 	 B l o 7t 	 B l o k e e r i 	 1celaaoel	 	 B l o c a ci 	 ,
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 S T R _ B T _ Q U E S T I O N _ M A R K 	 B T M M I 	 U N L I M 	 A   q u e s t i o n   m a r k ,   u s e d   a t   t h e   e n d   o f   t h e   s t r i n g 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ D E V _ S E T _ V I S _ P E R M A N E N T _ O N 	 B T M M I 	 H I N T ,   T W O S T A T E 	 t o   i n d i c a t e   t h a t   v i s i b i l i t y   s e t t t i n g   i s   p e r m a n e n t   e n a b l e d 	 P e r m a n e n t   v i s i b l e 	 _U	 Sb _	 !-@+G2'#	 V i s i b l e   p e r m a n e n t e m e n t e   	 T o u j o u r s   v i s i b l e 	 I m m e r   s i c h t b a r 	 A5340  2848<K9	 V i s i b i l e   s e m p r e 	 E1&J  /'&EK'	 S e m p r e   v i s  v e l 	 D e v a m l 1  g  r  n  r 	 M 	 	 B o l e h   d i l i h a t   s e l a l u 	 8	M	%	>		  0	B	*	  8	G	  &	C	7	M		5	M	/		 	 	 	  l l a n d  a n   l  t h a t  	 	 	 	 P e r m a n e n t   z i c h t b a a r 	 	 	 V i z i b i l   p e r m a n e n t 	 	 	   	 	 	 GEJ4G  FE'J'F	 	 	 										  								  	 	 	 	 	 	 	 	 	 P e r m a n e n t   s i g b a a r 	 	 	 	 	 	 	 	 	 	 						  											 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ D E V _ S E T _ V I S _ T E M P O R A R Y _ O N 	 B T M M I 	 H I N T ,   T W O S T A T E 	 t o   i n d i c a t e   t h a t   v i s i b i l i t y   s e t t t i n g   i s   t e m p o r a r y   e n a b l e d 	 T e m p o r a r y   v i s i b l e 	 wf_U	 wfSb _	 !-@+G
1H'#2'	 V i s i b l e   t e m p o r a l m e n t e 	 T e m p o r a i r e m e n t   v i s i b l e 	 T e m p o r  r   s i c h t b a r 	 @5<5==>  2848<K9	 V i s i b i l e   t e m p o r a n e a m e n t e 	 E1&J  E$B*K'	 T e m p o r a r i a m e n t e   v i s  v e l 	 G e  i c i   g  r  n  r 	 M   t m   t h i 	 	 B o l e h   d i l i h a t   u n t u k   s e k e t i k a 	 	8	M	%	>		  0	B	*	  8	G	  &	C	7	M		5	M	/		 	 	 	 I d e i g l e n e s e n   l  t h a t  	 	 	 	 T i j d e l i j k   z i c h t b a a r 	 	 	 V i z i b i l   t e m p o r a r 	 	 	   	 	 	 EHB*'  FE'J'F	 	 	 											  									 	 	 	 	 	 	 	 	 T y d e l i k   s i g b a a r 	 	 	 	 	 	 	 	 	 	 						  											 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O B E X _ I N P U T _ A U T H P W D 	 B T M M I 	 P O P U P C O N F I R M 	 i n p u t   a u t h e n t i c a t i o n   p a s s w o r d 	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 8eQI[x	 eQ[x	 I-#+1*H22#"7"11'8%	 E n t r a r   a u t e n t i c a c i  n   d e   c o n t r a s e  a 	 S a i s i r   l e   m o t   d e   p a s s e   d ' a u t e n t i f i c a t i o n 	 A u t h e n t i f i z i e r u n g s k e n n w o r t   e i n g e b e n 	 0@>;L  ?@>25@:8  ?>4;8==>AB8  40==KE	 I n s e r i s c i   p a s s w o r d   d ' i d e n t i f i c a z i o n e 	 #/.D  CDE)  E1H1  'DE5'/B)	 P a l a v r a - p a s s e   d e   a u t e n t i c a   o 	 D o r u l a m a   _i f r e s i n i   g i r i n 	 N h p   m t   k h u   x  c   n h n 	 	 I n p u t   k a t a   l a l u a n   p e n g e s a h a n 	 	(	*	A		  *	M	0	.	>	#	(	  *	>	8	5	0	M	!	   	 	 	 	 H i t e l e s  t Q  j e l s z    m e g a d  s a     	 	 	 	 G e e f   a u t e n t i c a t i e w a c h t w o o r d   o p 	 	 	 I n t r o d u c e ci   p a r o l a   d e   a u t e n t i f i c a r e 	 	 	     	 	 	 1E29(H1  *#/  '9*('1  1'  H'1/  F/	 	 	 										  									  						  					 	 	 	 	 	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 S l e u t e l   b e k r a g t i g i n g - w a g w o o r d   i n 	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 I n p u t   a u t h e n t i c a t i o n   p a s s w o r d     	 
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 S T R _ B T _ R E M O T E _ C O N T R O L 	 H I D M M I 	 T I T L E ,   I C O N T E X T 	 U s e   h a n d s e t   a s   a   r e m o t e   c o n t r o l l e r 	 R e m o t e   c o n t r o l 	 `zc6R	 ܏zc6R	 '8!#0"0D%	 M a n d o   a   d i s t a n c i a 	 C o n t r  l e      d i s t a n c e 	 F e r n b e d i e n u n g 	 8AB0=F8>==>5  C?@02;5=85	 T e l e c o m a n d o 	 (9J/  'D*-CE	 C o n t r o l o   r e m o t o 	 U z a k t a n   k o n t r o l   	 i u   k h i n   t   x a 	 	 K a w a l a n   j a u h 	 0	?	.	K		  (	?	/		$	M	0	#		 	 	 	 T  v v e z  r l Q	 	 	 	 A f s t a n d b e d i e n i n g 	 	 	 C o n t r o l   l a   d i s t a n c	 	 	   	 	 0	?	.	K		  	(	M		M	0	K	2		 F*1D  '2  1'G  /H1	 1EHy  Fy1HD	   	 					  									 0
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	   	 I s i l a w u l i   s a k u d e 	 U l a w u l o   k u d e 	 D h i b i t i   y a   m b a l i 	 A f s t a n d b e h e e r 	 N u o t o l i n i o   v a l d y m o   p u l t a s 	 T l v a d +b a 	 K a u g j u h t i m i s p u l t 	 @e|apa  oa|a~axt	   	 C o n t r o l   l a   d i s t a n c	 1
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 S T R _ B T _ R E M O T E _ C T R L _ N O _ L A S T _ D E V _ I N F O 	 H I D M M I 	 P O P U P 	 N o   l a s e s t   d e v i c e   t o   c o n t r o l 	 P l e a s e   s t a r t   f r o m   r e m o t e   d e v i c e 	 HQ1u`z݈n#P},g_j	 HQ1u܏zňnޏc,g:g	 @
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 S T R _ B T _ R E C V _ D R V _ N O T _ A V A I L _ C N F 	 B T M M I 	 P O P U P C O N F I R M 	 C o n f i r m   w i t h   u s e r   w h e t h e r   t o   c o n t i n u e   t h e   c u r r e n t   s t o r a g e   l o c a t i o n   s e l e c t e d   e v e n   i t   i s   n o t   a v a i l a b l e   n o w 	 S t o r a g e   n o t   a v a i l a b l e   n o w ,   c o n t i n u e ? 	 2QX[MOnf
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NS(u/f&T~~	 D!H!55H@GC05I  3H-? 	 A l m a c e n a m i e n t o   n o   p o s i b l e   e n   e s t e   m o m e n t o ,    c o n t i n u a r ? 	 S t o c k a g e   a c t u e l l e m e n t   n o n   d i s p o n i b l e ,   c o n t i n u e r  ? 	 S p e i c h e r m e d i u m   j e t z t   n i c h t   v e r f  g b a r ,   f o r t s e t z e n ? 	 %@0=8;8I5  A59G0A  =54>ABC?=>.   @>4>;68BL? 	 A r c h i v i a z i o n e   n o n   c o n s e n t i b i l e   a d e s s o ,   c o n t i n u a r e ? 	 'DE.2F  :J1  A'1:  'D'F, *3*E1	 A r m a z e n a m e n t o   n  o   d i s p o n  v e l   n e s t e   m o m e n t o ,   q u e r   c o n t i n u a r ? 	 B e l l e k   _u   a n d a   h a z 1r   d e i l ,   d e v a m   e t m e k   i s t i y o r   m u s u n ? 	 V   t r    l u   t m   t h i   k h  n g   t h   s   d n g ,   t i p   t c   k h  n g ? 	 	 P e n y i m p a n a n   t i d a k   t e r s e d i a   s e k a r a n g ,   t e r u s k a n ? 	 	,	  8	M		K	0	G		  	(	A	*	2	,	M	'	,   	>	0	@	  0		G		? 	 	 	 	 A   h  t t  r t  r   m o s t   n e m   e l  r h e t Q,   f o l y t a t j a ? 	 	 	 	 O p s l a g   n u   n i e t   b e s c h i k b a a r .   V e r d e r g a a n ? 	 	 	 M e m o r a r e a   n u   p o a t e   f i   r e a l i z a t    n   a c e s t   m o m e n t ,   d o r i ci   s   c o n t i n u a ci ? 	 	 	       ,   ? 	 	 	 E-D  0.1G  'FHF  /1  /3*13  F3*  '/'EG  E  /G/	 	 	 							  			  						  		,   						? 	 	 	 	 






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 S T R _ B T _ R E C V _ D R V _ A L W A Y S _ A S K 	 B T M M I 	 H I N T ,   T W O S T A T E 	 T h e   s t o r a g e   l o c a t i o n   i s   d e t e r m i n e d   w h e n   f i l e   a r r i v e d 	 A l w a y s   a s k 	 =~/fbOU	 ;`/f	 2!@*!-	 P r e g u n t a r   s i e m p r e   	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  A?@0H820BL	 C h i e d i   s e m p r e 	 	 P e r g u n t a r   s e m p r e 	 D a i m a   s o r 	 L u  n   h i 	 	 S e n t i a s a   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	  n t r e a b    n t o t d e a u n a 	 	 	   	 	 	 GEJ4G  ~13J/G  4H/	 	 	 					  							  					 	 	 	 	 	 	 	 	 V r a   a l t y d 	 	 	 	 	 	 	 	 	 	 					  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ B T _ S E N D _ O P T I O N _ S E T D E F 	 B T M M I 	 I C O N T E X T 	 S e t   s e l e c t e d   d e v i c e   a s   b l u e t o o t h   s e n d i n g   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 -p-݈n	 :N؞Y	 1I@G-8#L@#4H!I	 E s t a b l e c e r   c o m o   d i s p o s i t i v o   p r e d e t e r m i n a d o 	 U t i l i s e r   c o m m e   a p p a r e i l   p a r   d  f a u t 	 A l s   S t a n d a r d g e r  t   e i n s t e l l e n 	 #AB0=>28BL  :0:  CAB@>9AB2>  ?>  C<>;G0=8N	 I m p o s t a   c o m e   d i s p o s i t i v o   p r e d e f i n i t o 	 6(7  E9/'*  'D'A*1'6J)	 P r e d e f i n i r   d i s p o s i t i v o 	  n t a n 1m l 1  c i h a z   o l a r a k   a t a 	 t   t h  n h   t h i t   b   m c   n h 	 	 S e t   s e b a g a i   p e r a n t i   l a l a i 	 !	?	+	I	2	M		  /	A		M	$	?	  	G	  0	B	*	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t  s   a l a p  r t e l m e z e t t   e s z k  z k  n t 	 	 	 	 I n s t e l l e n   a l s   s t a n d a a r d a p p a r a a t 	 	 	 S e t a r e   c a   d i s p o z i t i v   i m p l i c i t 	 	 	       	 	 	 *F8E  (9FH'F  /3*'G  ~4  A16	 	 	 														  					  				  			  					 	 	 	 	 	 S e t   a s   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 S t e l   a s   v e r s t e k t o e s t e l 	 S e t   a s   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 S e t   a s   d e f a u l t   d e v i c e 	 !
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 S T R _ B T _ S E N D _ O P T I O N _ C L E A R D E F 	 B T M M I 	 I C O N T E X T 	 C l e a r   b l u e t o o t h   s e n d i n g   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 nd-݈n	 nd؞Y	 %I2-8#L@#4H!I	 B o r r a r   d i s p o s i t i v o   p r e d e t e r m i n a d o 	 E f f a c e r   l  a p p a r e i l   p a r   d  f a u t 	 S t a n d a r d g e r  t   l  s c h e n 	 G8AB8BL  CAB@>9AB2>  ?>  C<>;G0=8N	 E l i m i n a   d i s p o s i t i v o   p r e d e f i n i t o 	 E3-  E9/'*  'D'A*1'6J)	 L i m p a r   d i s p o s i t i v o   p r e d e f i n i d o 	  n t a n 1m l 1  c i h a z 1  t e m i z l e 	 X  a   t h i t   b   m c   n h 	 	 B e r s i h   p e r a n t i   l a l a i 	 !	?	+	I	2	M		  /	A		M	$	?	  	M	2	@	/	0	  	0	G			 	 	 	 A l a p  r t e l m e z e t t   e s z k  z   t  r l  s e 	 	 	 	 S t a n d a a r d a p p a r a a t   w i s s e n 	 	 	 G o l i r e   d i s p o z i t i v   i m p l i c i t 	 	 	         	 	 	 ~'  1/F  /3*'G  ~4  A16	 	 	 														  					  					  				 	 	 	 	 	 C l e a r   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 W i s   v e r s t e k t o e s t e l 	 C l e a r   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 C l e a r   d e f a u l t   d e v i c e 	 !
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 S T R _ B T _ S E N D _ C N F _ T O _ D E F A U L T 	 B T M M I 	 P O P U P C O N F I R M 	 C o n f i r m   e n d   u s e r   w h e t h e r   s e n d   o b j e c t   t o   d e f a u l t   d e v i c e   o r   n o t 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 P-݈n	 S؞Y	 *HD"1-8#L@#4H!I? 	  E n v i a r   a   d i s p o s i t i v o   p r e d e t e r m i n a d o ? 	 E n v o y e r   s u r   l  a p p a r e i l   p a r   d  f a u t  ? 	 Z u m   S t a n d a r d g e r  t   s e n d e n ? 	 B?@028BL  =0  CAB@>9AB2>  ?>  C<>;G0=8N?   	 I n v i a r e   a l   d i s p o s i t i v o   p r e d e f i n i t o ? 	 '13'D  'DJ  E9/'*  'D'A*1'6J)	 E n v i a r   p a r a   d i s p o s i t i v o   p r e d e f i n i d o ? 	  n t a n 1m l 1  c i h a z a   g  n d e r ? 	 G i   n   t h i t   b   m c   n h ? 	 	 H a n t a r   k e   p e r a n t i   l a l a i ? 	 !	?	+	I	2	M		  /	A		M	$	?	  	K	  -	G		G		? 	 	 	 	 A z   a l a p  r t e l m e z e t t   e s z k  z r e   k  l d i ? 	 	 	 	 V e r s t u r e n   n a a r   s t a n d a a r d a p p a r a a t 	 	 	 E x p e d i e r e   c t r e   d i s p o z i t i v u l   i m p l i c i t ? 	 	 	       ? 	 	 	 (G  /3*'G  ~4  A16  '13'D  4H/	 	 	 														  						  						  			? 	 	 	 	 	 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S t u u r   n a   v e r s t e k t o e s t e l ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 S e n d   t o   d e f a u l t   d e v i c e ? 	 !
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N0RPX[Y	 D!HD#L	 U n i d a d   n o   e n c o n t r a d a 	 D i s q u e   n o n   t r o u v  	 L a u f w e r k   n i c h t   g e f u n d e n 	 8A:  =5  =0945=	 U n i t    n o n   t r o v a t a 	 ,G'2  D'  JH,/	 U n i d a d e   n  o   e n c o n t r a d a 	 S  r  c    b u l u n a m a d 1  	 K h  n g   t  m   t h y   t h i t   b   l u 	 	 P e m a c u   t i d a k   d i t e m u i 	 !	M	0	>		5	  (	9	@		  .	?	2	@		 	 	 	 A   m e g h a j t    n e m   t a l  l h a t  	 	 	 	 S t a t i o n   n i e t   g e v o n d e n 	 	 	 U n i t a t e a   n u   a   f o s t   g s i t 	 	 	       	 	 	 /1'H  'A*  F4/	 	 	 						  					  						 	 	 	 





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%99	 P u s h   d e   o b j e t o s   d e   B l u e t o o t h 	 O b j e t   B l u e t o o t h   P u s h 	 B l u e t o o t h - O b j e k t - P u s h 	 5@540G0  >1J5:B>2  G5@57  B l u e t o o t h 	 P u s h   o g g e t t o   B l u e t o o t h 	 '13'D  C'&F  'D(DH*H+	 E n v i a r   o b j e c t o   B l u e t o o t h 	 B l u e t o o t h   n e s n e s i n e   b a s   	 T r u y n   i   t n g   B l u e t o o t h 	 	 O b j e k   T o l a k   B l u e t o o t h 	 ,	M	2	B		B	%	  	,	M		G		M		  *	A	6		 	 	 	 B l u e t o o t h   o b j e k t u m   p u s h 	 	 	 	 B l u e t o o t h   O b j e c t   d u w e n 	 	 	 S o l i c i t a r e   o b i e c t   p r i n   B l u e t o o t h 	 	 	     ' 	 	 	 '13'D  4!  B l u e t o o t h 	 	 	 B l u e t o o t h   					  					 	 	 	 








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 S T R _ O P P _ R E C V _ F I L E _ I N D 2 	 O P P _ M M I 	 P O P U P 	 T h e   n o t i f y   o f   o b j e c t   r e c e i v e d   s u c c e s s f u l l y 	 F i l e   r e c e i v e d 	 jHh]6e0R	 eN]6e0R	 DI#1D%LA%I'	 A r c h i v o   r e c i b i d o 	 F i c h i e r   r e  u 	 D a t e i   e m p f a n g e n 	 $09;  ?>;CG5=	 F i l e   r i c e v u t o 	 'DEDA  EA3/	 F i c h e i r o s   r e c e b i d o s 	 D o s y a ( l a r )   a l 1n d 1	    n h n   c   t p 	 	 F a i l   d i t e r i m a 	 +	>		2	  *	M	0	>	*	M	$	  9	A				 	 	 	 F  j l   f o g a d v a 	 	 	 	 B e s t a n d   o n t v a n g e n 	 	 	 F i _i e r   r e c e p ci o n a t 	 	 	   	 	 	 ~1HF/G  /1J'A*  4/	 	 	 				  					  			  						 	 	 	 



( 

)   






  

	   ( ) 	 F i l e ( s )   r e c e i v e d 	 F i l e ( s )   r e c e i v e d 	 F i l e ( s )   r e c e i v e d 	 L  e r   o n t v a n g 	 F i l e ( s )   r e c e i v e d 	 F i l e ( s )   r e c e i v e d 	 F i l e ( s )   r e c e i v e d 	 F i l e ( s )   r e c e i v e d 	 F i l e ( s )   r e c e i v e d 	 F i l e ( s )   r e c e i v e d 	 	 	 	 				  							  			  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O P P _ R E C V _ F I L E S _ I N D 2 	 O P P _ M M I 	 P O P U P 	 T h e   n o t i f y   o f   o b j e c t s   r e c e i v e d   s u c c e s s f u l l y 	 F i l e s   r e c e i v e d 	 jHh]6e0R	 eN]6e0R	 DI#1D%L	 A r c h i v o ( s )   r e c i b i d o ( s ) 	 F i c h i e r s   r e  u s 	 D a t e i e n   e m p f a n g e n 	 $09;K  ?>;CG5=K	 F i l e   r i c e v u t i 	 	 F i c h e i r o s   r e c e b i d o s 	 D o s y a l a r   a l 1n d 1	    n h n   c   t p 	 	 F a i l   d i t e r i m a 	 +	>		2	G		  *	M	0	>	*	M	$	  9	A				 	 	 	 F  j l o k   f o g a d v a 	 	 	 	 B e s t a n d e n   o n t v a n g e n 	 	 	 F i _i e r e   r e c e p ci o n a t e 	 	 	   	 	 	 A'D  G'  /1'A*  4/	 	 	 									  					  			  						 	 	 	 



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	 +>2A!?  M09#  9K?	 	 								  							  			  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O P P _ N O T Y _ R E C V _ F I L E _ B R O W S E 	 O P P _ M M I 	 L S K 	 N a v i g a t e   u s e r   t o   t h e   l a t e s t   r e c e i v e d   o b j e c t   l o c a t i o n 	 B r o w s e 	 p	 Omȉ	 @#5"9	 E x p l o r a r 	 N a v i g a t e u r 	 D u r c h s u c h e n 	 >8A:	 S f o g l i a 	 *5A-	 P r o c u r a r 	 k a _	 D u y t 	 B r o w s e 	 S e m a k   i m b a s 	 ,	M	0	>				<	  	0	G			 G e n n e m s e 	 P r o h l  ~e t 	 W y s z u k u j 	 B  n g  s z  s 	 S e l a a 	 S e   g j e n n o m 	 P r e h >a d a e	 B l a d e r e n 	 B l  d d r a 	 P r e t r a ~i v a n j e 	 R s f o i r e 	 P r e b r s k a j 	 	 	 @0C7	 ,	M	0	>			8		 E1H1	 (1'$2  ,&	 	 							 ,
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 
 S T R _ O P P _ N O T Y _ R E C V _ F I L E _ H E D 	 O P P _ M M I 	 C 1 5 4 _ 1 	 T h e   f i r s t   p a r t   o f   t h e   c o m b i n a t i o n   n o t i f y   d i s p l a y e d   i n   t h e   I D L E   s c r e e n 	 R e c e i v e d 	 6e0R	 6e0R	 #1A%I'	 R e c i b i d o s 	 R e  u 	 E m p f a n g e n 	 >;CG5==K5	 R i c e v u t o 	 *E  'D'3*D'E	 R e c e b i d o 	 A l 1n a n 	    n h n 	 d i t e r i m a 	 D i t e r i m a 	 .	?	2	  	/	>		 M o d t a g e t 	 P Yi j a t  	 O t r z y m a n e 	 B e j  v Q	 V a s t a a n o t e t t u 	 M o t t a t t 	 D o r u 
e n  	 O n t v a n g e n 	 M o t t a g n a 	 P r i m l j e n e 	 P r i m i t e 	 S p r e j e t o 	 	 	 >;CG5=>	 	G	$	2	G	2	G	  	 /1'A*  4/	 EH5HD  4/      	 	 								 *
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	 M09#  9K?	 	 							  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O P P _ N O T Y _ R E C V _ F I L E _ T I L 	 O P P _ M M I 	 C 1 5 4 _ 1 	 T h e   s e c o n d   p a r t   o f   t h e   c o m b i n a t i o n   n o t i f y   d i s p l a y e d   i n   t h e   I D L E   s c r e e n   w h e n   r e c e i v e   s i n g l e   o b j e c t 	 f i l e 	 PjHh	 *NeN	 D%L	 a r c h i v o 	 F i c h i e r 	 D a t e i 	 D09;	 f i l e 	 'DEDA'*	 f i c h e i r o 	 D o s y a 	 t p   	 b e r k a s 	 F a i l 	 +	>		2		 F i l e r 	 S l o ~k y 	 P l i k i 	 F  j l o k 	 T i e d o s t o j a 	 F i l e r 	 S  b o r y 	 b e s t a n d 	 F i l e r 	 D a t o t e k e 	 f i _i e r 	 D a t o t e k e 	 	 	 $09;>25	 +	>		2	M	8		 A'D	 F i l e s 	   	 									 +
>
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	 +H2M8M	 $09;8	 



	 	 i f a y e l a 	 i f a y l e 	 f a i l i 	 l  e r 	 f a i l a s 	 f a i l s 	 f a i l 	 aul	 	 f i _i e r 	 +
/
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 	 +>2	 	 					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O P P _ N O T Y _ R E C V _ M U L T I _ F I L E _ T I L 	 O P P _ M M I 	 C 1 5 4 _ 1 	 T h e   s e c o n d   p a r t   o f   t h e   c o m b i n a t i o n   n o t i f y   d i s p l a y e d   i n   t h e   I D L E   s c r e e n   w h e n   r e c e i v e   m u l t i p l e   o b j e c t s 	 f i l e s 	 PjHh	 *NeN	 D%L	 a r c h i v o s 	 f i c h i e r s 	 D a t e i e n 	 D09;K	 f i l e 	 EDA	 f i c h e i r o s 	 d o s y a l a r 	 t p   	 	 F a i l 	 +	>		2	G			 	 	 	 f  j l o k 	 	 	 	 b e s t a n d e n 	 	 	 f i _i e r e 	 	 	 	 	 	 A'D  G'	 	 	 				  	 +
>
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	 	 	 




	 
 	 a m a f a y e l a 	 i i f a y l e 	 m a f a i l i 	 l  e r s 	 f a i l a i 	 f a i l i 	 f a i l i d 	 aule	 	 f i _i e r e 	 +
/
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 	 +>2A!?	 	 									 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O P P _ R E C V _ R O O T _ D I R _ F U L L 	 O P P _ M M I 	 P O P U P 	 R e c e i v e   o b j e c t   f a i l   b e c a u s e   t h e   r o o t   d i r e c t o r y   f u l l 	 R o o t   d i r   f u l l 	 9hvzz]n	 9hvU_]n	 D@#-#5#2@G!	 D i r .   r a  z   c o m p l e t o 	 D o s s i e r   r a c i n e   p l e i n 	 S t a m m v e r z .   v o l l 	 >@=52>9  :0B0;>3  70?>;=5=	 D i r .   r o o t   p i e n a 	 'DAG13  EED$	 D i r e c t  r i o   r a i z   c h e i o 	 K  k   d i r   d o l u   	 M c   l c   y 	 	 D i r e k t o r i   p u n c a   p e n u h 	 0	B		  !	>	/	0	G		M		0	@	  *	0	?	*	B	0	M	#		 	 	 	 A   g y  k  r k  n y v t  r   m e g t e l t 	 	 	 	 H o o f d m a p   v o l 	 	 	 D i r e c t o r u l   r d c i n   e s t e   p l i n 	 	 	     	 	 0	A		  !	>	/	0	G		M		0	@	  *	B	0	M	#		 4'.G  14G  ~1  '3*	 1Hy  '&1y1  ~1  	       	 			  										  						 R o o t   d i r e c t o r y   f u l l 	 0BM  !H0M0M	 >@5=5289  :0B0;>3  70?>2=5=89	 


  









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	     	 I - R o o t   d i r   i g c w e l e 	 I n g c a m b u   y e - d i r   i g c w e l e 	 S a r a k a   y a   n j i a   i m e j a a 	 B a s i s l  e r g i d s   v o l 	 P a g r i n d i n i s   k a t a l o g a s   p i l n a s 	 P a m a t a   d i r e k t .   p i l n a 	 J u u r k a t a l o o g   t  i s 	 1taaoav  iriazavaoh  lkv  g	     	 D i r e c t o r u l   r d c i n   e s t e   p l i n 	 1
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.   (
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	 .B3  !?0GMK0@  *B0M#M#	 	 			  										  						 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O P P _ N O T Y _ R E C V _ A C C E P T 	 O P P M M I 	 U N L I M 	 N o t i f y   u s e r   t o   d e c i d e   w h e t h e r   b e g i n   t o   r e c e i v e   o r   n o t 	 R e c e i v e   d a t a   v i a   B l u e t o o t h ? 	 NͅYrc6eǌe	 Ǐ݄Yrc6eDe	 #1I-!9%H2%99? 	  R e c i b i r   d a t o s ? 	 R e c e v o i r   l e s   d o n n  e s   v i a   B l u e t o o t h   ? 	 D a t e n    b e r   B l u e t o o t h   e m p f a n g e n ? 	 >;CG8BL  40==K5?   	 R i c e v e r e   d a t i ? 	 '3*D'E  'D(J'F'*	 R e c e b e r   d a d o s   p o r   B l u e t o o t h ? 	 R e c e i v e   D a t a ? 	 N h n   d   l i u   t h  n g   q u a     B l u e t o o t h ? 	 R e c e i v e   D a t a ? 	 T e r i m a   d a t a ? 	 !	>		>	  .	?	2	  	/	>	? 	 M o d t a g   D a t a ? 	 P Yi j m o u t   d a t a ? 	 O d b i  r   d a n y c h ? 	 F o g a d j a   a z   a d a t o k a t   a   B l u e t o o t h - k a p c s o l a t o n ? 	 V a s t a a n o t a   t i e t o j a ? 	 M o t t a   d a t a ? 	 P r i j a e  d  t a ? 	 G e g e v e n s   o n t v a n g e n   v o a   B l u e t o o t h ? 	 T a   e m o t   d a t a ? 	 P r i j e m   p o d a t a k a ? 	 A c c e p t a ci   r e c e p ci o n a r e a   d e   d a t e ? 	 P r e j m i   P o d a t k e ? 	   ? 	       B l u e t o o t h ? 	 R e c e i v e   D a t a ? 	 !	G		>	  *	M	0	>	*	M	$	? 	 /1J'A*  /'/G  G'  '2  71JB  B l u e t o o t h 	 y'  -'5D  ,&	   ? 	 											  							  				  					    			? 	 
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4D%L	 T i p o   d e   a r c h i v o   d e s c o n o c i d o 	 T y p e   d e   f i c h i e r   i n c o n n u 	 U n b e k a n n t e r   D a t e i t y p 	 58725AB=K9  B8?  D09;0	 T i p o   f i l e   s c o n o s c i u t o 	 FH9  'DEDA  :J1  E91HA	 T i p o   d e   f i c h e i r o   d e s c o n h e c i d o 	 B i l i n m e y e n   d o s y a   t  r    	 L o i   h  n h   t p   k h  n g   x  c   n h 	 	 J e n i s   f a i l   t i d a k   d i k e t a h u i 	 		M		>	$	  +	>		2	  *	M	0		>	0		 	 	 	 I s m e r e t l e n   f  j l t  p u s 	 	 	 	 O n b e k e n d   b e s t a n d s t y p e 	 	 	 T i p   d e   f i _i e r   n e c u n o s c u t 	 	 	       	 	 		>	#	  +	>		2	  	>		*		 FH9  A'D  F'4F'.*G	 F'E9DHE  A'&D  B3E	       	 					  						  				 (
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 S T R _ F T P _ S E T T I N G 	 F T P 	 T I T L E ,   I C O N T E X T 	 S u b   m e n u   i t e m   o f   b l u e t o o t h   s e t t i n g 	 F T P   s e t t i n g s 	 jHhP8-[	 eN On	 2#1IH2  F T P 	 A j u s t e s   F T P 	 R  g l a g e s   F T P 	 F T P - E i n s t e l l u n g e n 	 0AB@>9:0  F T P 	 I m p o s t a z i o n i   F T P 	 6(7  F T P 	 D e f i n i   e s   F T P 	 F T P   A y a r l a r 1	 C  i   t   t r u y n   t p 	 F T P   S e t t i n g 	 S e t i n g   F T P 	 	+		@	*	@	  8	G		?				 F T P   S e t t i n g 	 F T P   S e t t i n g 	 F T P   S e t t i n g 	 F T P   b e  l l  t  s o k 	 F T P   S e t t i n g 	 F T P   S e t t i n g 	 F T P   S e t t i n g 	 F T P - i n s t e l l i n g e n 	 F T P   S e t t i n g 	 F T P   S e t t i n g 	 S e t r i   F T P 	 F T P   S e t t i n g 	 F T P   S e t t i n g 	   F T P : 	 F T P   S e t t i n g 	 	+		@	*	@	  8	G		?				 *F8E'*F T P   	 'A  y  ~  3yF	 F T P   	 F T P   						 
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 
 S T R _ F T P _ S H A R E D _ F O L D E R 	 F T P 	 I C O N T E X T 	 S u b   m e n u   i t e m   o f   b l u e t o o t h   f t p   s e t t i n g 	 S h a r e d   f o l d e r 	 RNv	 RNvU_	 B%@-#LC
I#H'!	 C a r p e t a   c o m p a r t i d a 	 D o s s i e r   p a r t a g  	 F r e i g e g e b e n e r   O r d n e r 	 1I0O  ?0?:0	 C a r t e l l a   c o n d i v i s a 	 EDA  E4*1C	 P a s t a   p a r t i l h a d a 	 P a y l a _1l a n   K l a s  r 	 T h   m c   c  n g   h n g 	 S h a r e d   F o l d e r 	 F o l d e r   D i k o n g s i 	 6	G	/	0	M	!	  +	K	2	M	!	0		 S h a r e d   F o l d e r 	 S h a r e d   F o l d e r 	 S h a r e d   F o l d e r 	 M e g o s z t o t t   m a p p a 	 S h a r e d   F o l d e r 	 S h a r e d   F o l d e r 	 S h a r e d   F o l d e r 	 G e d e e l d e   m a p 	 S h a r e d   F o l d e r 	 S h a r e d   F o l d e r 	 F o l d e r   p a r t a j a t 	 S h a r e d   F o l d e r 	 S h a r e d   F o l d e r 	   	 S h a r e d   F o l d e r 	 6	G		0	M	!	  +	K	2	M	!	0		 ~H4G  E4*1	 E4*1  AHD1	   	   			  			  								 8
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	   	 I f o l d a   e l a b e l a n w a y o 	 A b e l a n a   n g e f o w l d a 	 F o l d a   y a   k u s h i r i k i 	 G e d e e l d e   l  e r g i d s 	 B e n d r a i   n a u d o j a m a s   a p l a n k a s 	 K o p j a   m a p e 	  h i s k a s u t a t a v   k a u s t 	 9riazavao  pataer  cacxntav  pvaa~xxiuatb	   	 F o l d e r   p a r t a j a t 	 *
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 S T R _ F T P _ A C C E S S _ R I G H T 	 F T P 	 T I T L E ,   I C O N T E X T 	 S u b   m e n u   i t e m   o f   b l u e t o o t h   f t p   s e t t i n g 	 A c c e s s   r i g h t 	 v
kP	 vU_CgP	 *44L2#@I26	 D e r e c h o   d e   a c c e s o 	 D r o i t   d ' a c c  s 	 Z u g r i f f s r e c h t 	 @02>  4>ABC?0	 D i r i t t i   d i   a c c e s s o 	 /DJD  'D*5'1J-	 D i r e i t o   d e   a c e s s o 	 E r i _i m   Y e t k i s i 	 Q u y n   t r u y   c p 	 A c c e s s   R i g h t 	 H a k   a k s e s   	 		M	8	G	8	  	'	?		>	0		 A c c e s s   R i g h t 	 A c c e s s   R i g h t 	 A c c e s s   R i g h t 	 H o z z  f  r  s i   j o g o s u l t s  g 	 A c c e s s   R i g h t 	 A c c e s s   R i g h t 	 A c c e s s   R i g h t 	 T o e g a n g s r e c h t e n 	 A c c e s s   R i g h t 	 A c c e s s   R i g h t 	 D r e p t   d e   a c c e s 	 A c c e s s   R i g h t 	 A c c e s s   R i g h t 	   	 A c c e s s   R i g h t 	 			5	>	  *	M	0	5	G	6		 -B  /3*13	 '33  1'&y	   	 								  							 *
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 S T R _ F T P _ O P T I O N _ B A C K _ T O _ R O O T _ D I R 	 F T P 	 I C O N T E X T 	 O p t i o n   m e n u   i t e m   w h e n   s e l e c t   a   f i l e   o r   f o l d e r 	 B a c k   t o   r o o t   d i r 	 ԏV9hv	 ԏV9hvU_	 %1DD@#-#5#2	 V o l v e r   a l   d i r .   r a  z 	 R e t o u r   a u   d o s s i e r   r a c i n e 	 Z u r  c k   z u m   S t a m m v e r z . 	 0704  2  :>@=52CN  48@5:B. 	 T o r n a   a l l a   d i r e c t o r y   r a d i c e 	 'D9H/)  'DJ  'DAG13  'D'5D	 V o l t a r   a o   d i r e c t  r i o   r a i z 	 K a y n a k   D i r ' e   g e r i 	 Q u a y   v     m c   l c 	 B a c k   t o   R o o t   D i r 	 U n d u r   k e p a d a   d i r e k t o r i   p u n c a 	 0	B		  !	>	/	0	G		M		0	@	  .	G		  5	>	*	8	  	>				 B a c k   t o   R o o t   D i r 	 B a c k   t o   R o o t   D i r 	 B a c k   t o   R o o t   D i r 	 V i s s z a   a   g y  k  r k  n y v t  r b a 	 B a c k   t o   R o o t   D i r 	 B a c k   t o   R o o t   D i r 	 B a c k   t o   R o o t   D i r 	 T e r u g   n a a r   h o o f m a p 	 B a c k   t o   R o o t   D i r 	 B a c k   t o   R o o t   D i r 	 R e v e n i ci   l a   d i r e c t o r u l   r d c i n 	 B a c k   t o   R o o t   D i r 	 B a c k   t o   R o o t   D i r 	     	 B a c k   t o   R o o t   D i r 	 0	A		  !	>	/	0	G		M		I	0	@	  .	>		@	2		 (14*  (G  4'.G  14G	 1Hy  '&1y1  E  H'~3  ,'&  	     	 			  												  				  				 0
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	 F T P   8/K  ,?M?(M(  9K?	 	 F T P   					  								  			  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ C O N _ E X I T 	 F T P 	 P O P U P C O N F I R M 	 R e q u e s t   s t r i n g   w h e n   e x i t   f r o m   f t p   a p p l i c a t i o n 	 E x i t   f i l e   b r o w s e r ? 	 ▋jHhphV	 y _eNOmȉhV	 --22#@#5"9D%L? 	  S a l i r   d e l   e x p l o r a d o r   d e   a r c h i v o s ? 	 Q u i t t e r   l e   n a v i g a t e u r   d e   f i c h i e r  ? 	 D a t e i - B r o w s e r   b e e n d e n ? 	 K9B8  87  >1>7@520B5;O  D09;0? 	 E s c i   d a   b r o s w e r   p e r   f i l e ? 	 'FG'!  *5A-  'DEDA	 S a i r   d o   b r o w s e r   d e   f i c h e i r o s ? 	 D o s y a   T a r a y 1c 1d a n    1k ? 	 R a   k h i   d u y t   t p ? 	 E x i t   F i l e   B r o w s e r ? 	 K e l u a r   p e n y e m a k   i m b   f a i l ? 	 +	>		2	  ,	M	0	>				<	0	  8	G	  ,	>	9	0	  (	?		2	G			 E x i t   F i l e   B r o w s e r ? 	 E x i t   F i l e   B r o w s e r ? 	 E x i t   F i l e   B r o w s e r ? 	 K i l  p   a   f  j l b  n g  s z Qb Ql ? 	 E x i t   F i l e   B r o w s e r ? 	 E x i t   F i l e   B r o w s e r ? 	 E x i t   F i l e   B r o w s e r ? 	 B e s t a n d s b r o w s e r   a f s l u t i e n ? 	 E x i t   F i l e   B r o w s e r ? 	 E x i t   F i l e   B r o w s e r ? 	 I e _i ci   d i n   a p l i c a ci a   d e   r s f o i r e   f i _i e r ? 	 E x i t   F i l e   B r o w s e r ? 	 E x i t   F i l e   B r o w s e r ? 	     ? 	 E x i t   F i l e   B r o w s e r ? 	 +	>		2	  ,	M	0	>				0	  ,	>	9	G	0	  /	>	? 	 .1H,  '2  E1H11  A'D	 A'&D  (1'$21  H  F'D	       ? 	 				  								  				  								  			? 	 +
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  











  



  



  

? 	      ? 	 P h u m a   k w i s i p h e q i   s e f a y e l a ? 	 P h u m e   k w i b r o w s e r   y e f a y l e ? 	 T o k a   k w a   k i v i n j a r i   c h a   f a i l i ? 	 V e r l a a t   l  e r b l a a i e r ? 	 I ae i t i   i a  f a i l o   n a r ay k l s ? 	 I z i e t   n o   f a i l u   p r l kk a ? 	 V  l j u n   f a i l i b r a u s e r i s t ? 	 4x^}  cal  aulek  dkaoyk	       ? 	 I e _i ci   d i n   a p l i c a ci a   d e   r s f o i r e   f i _i e r ? 	 +
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 
 S T R _ F T P _ Q U E S T I O N _ M A R K 	 F T P 	 U N L I M 	 Q u e s t i o n   m a r k 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ^	 ? 	 ? 	 ? 	 ? 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ N O T Y _ R E C V _ F I L E _ B R O W S E 	 F T P 	 L S K 	 G o   t o   t h e   f o l d e r   w h i c h   t h e   r e c e i v e d   f i l e   i s   s t o r e d   a t 	 B r o w s e 	 p	 Omȉ	 @#5"9	 E x p l o r a r 	 N a v i g a t e u r 	 D u r c h s u c h e n 	 @>A<>B@	 S f o g l i a 	 *5A-	 P r o c u r a r 	 k a _	 D u y t 	 B r o w s e 	 S e m a k   i m b a s 	 ,	M	0	>				<	  	0	G			 G e n n e m s e 	 P r o h l  ~e t 	 W y s z u k u j 	 B  n g  s z  s 	 S e l a a 	 S e   g j e n n o m 	 P r e h >a d a e	 B l a d e r e n 	 B l  d d r a 	 P r e t r a ~i v a n j e 	 R s f o i r e 	 P r e b r s k a j 	 	 	 @0C7	 ,	M	0	>					 E1H1	 (1'$2  ,&	 	 							 ,
0
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  


	 	 P h e q a 	 B r a w u z a 	 V i n j a r i 	 B l a a i 	 N a r ay t i 	 P r l kk o t 	 S i r v i 	 4kel	 	 C u t a r e 	 ,
M
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	 ,M0>	M	 	 						  				 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ N O T Y _ R E C V _ F I L E _ T I L 	 F T P 	 C 1 5 4 _ 1 	 f i l e s   	 f i l e s   	 PjHh	 *NeN	 D%L	 a r c h i v o s 	 F i c h i e r s 	 D a t e i e n 	 D09;K  	 f i l e 	 'DEDA'*	 f i c h e i r o s 	 D o s y a 	 t p   	 b e r k a s 	 f a i l 	 +	>		2	G			 F i l e r 	 	 	 f  j l 	 	 	 	 b e s t a n d e n 	 	 	 f i _i e r e 	 	 	 	 	 +	>		2	M	8		 A'D  G'	 A'&D	 	 					 +
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	  	 a m a f a y e l a 	 I i f a y l e 	 m a f a i l i 	 l  e r s 	 f a i l a i 	 f a i l i 	 f a i l i d 	 aule	 	 f i _i e r e 	 +
/
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 	 +>2A!?	 	 									 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ W R I T E _ F I L E _ F A I L 	 F T P 	 P O P U P 	 G e n e r a l   n o t i f y   s t r i n g   w h e n   f a i l e d   t o   w r i t e   a   f i l e 	 W r i t e   f i l e   f a i l e d 	 jHh[eQ1YWe	 eNQeQ1Y%	 @5"D%LD!HDI	 E r r o r   a l   e s c r i b i r   e l   a r c h i v o 	 E c h e c   d '  c r i t u r e   f i c h i e r 	 D a t e i   s c h r e i b e n   f e h l g e s c h l a g e n 	 5  C40;>AL  70?8A0BL  D09;	 S c r i t t u r a   f i l e   f a l l i t a 	 A4D  AJ  C*'()  'DEDA	 F a l h a   a o   e s c r e v e r   o   f i c h e i r o 	 D o s y a   y a z 1l a m a d 1  	 K h  n g   v i t   v  o   t p   c 	 	 T u l i s   f a i l   g a g a l 	 2	?		G		  +	<	>		2	  5	?	+	2	  0	9	@		 	 	 	 A   f  j l    r  s a   n e m   s i k e r  l t 	 	 	 	 S c h r i j v e n   v a n   b e s t a n d   m i s l u k t 	 	 	 I m p o s i b i l   d e   s c r i s   f i _i e r u l 	 	 	     	 	 +	>		2	  2	?	9	>	  	8	.	0	M	%		 FH4*F  ~1HF/G  F'EHAB  (H/	 A'&D  '  DF'  F''E	     	 					  					  							 2
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	 5M0HM  +H2M  5?+2.H&?	 5  240;>AO  70?8A0B8  D09;	 



  






  





	      	 U k u b h a l a   i f a y e l a   k u h l u l e k i l e 	 B h a l a   i f a y l e   k u p h a n z i l e 	 I m e s h i n d w a   k u a n d i k a   f a i l i 	 S k r y f   v a n   l  e r   o n s u k s e s v o l 	 N e p a v y k o   /r a ay t i   f a i l 	 F a i l a   i e r a k s t s   n e i z d e v s 	 F a i l i   k i r j u t a m i n e   n u r j u s 	 Vaulk  cavxth  qamxr~e	     	 S c r i e r e a   f i _i e r u l u i   n u   a   r e u _i t 	 +
/
2
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0
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
	 2?(  +>2  ,?+3  9K?	 	 					  				  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ D E T A I L _ D A T E 	 F T P 	 U N L I M 	 D a t e   i n f o   o f   a   f i l e / f o l d e r 	 D a t e : 	 eg	 eg	 '15H: 	 F e c h a : 	 D a t e : 	 D a t u m : 	 0B0: 	 D a t a : 	 *'1J.	 D a t a : 	 t a r i h : 	 N g  y : 	 t a n g g a l 	 T a r i k h : 	 &	?	(	>					 D a t o 	 D a t u m 	 D a t a 	 D  t u m : 	 P  i v  m   r  	 D a t o 	 D  t u m 	 D a t u m : 	 D a t u m 	 D a t u m 	 D a t a : 	 D a t u m 	 	 : 	 0B0	 $	>	0	@			 *'1.: 	 *'1.	 	 					: 	 $
>
0
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	 $G&@	 0B0	 




: 	 : 	 U s u k u : 	 U m h l a : 	 T a r e h e : 	 D a t u m : 	 D a t a : 	 D a t u m s : 	 K u u p  e v : 	 1t}aik~]	 : 	 D a t a : 	 $
@
/
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: 	 $>0?: 	 	 					: 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ D E T A I L _ S I Z E 	 F T P 	 U N L I M 	 S i z e   i n f o   o f   a   f i l e 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e : 	 G r   e : 	  07<5@: 	 D i m e n s i o n i : 	 -,E	 T a m a n h o : 	 B o y u t 	 C   t p : 	 U k u r a n 	 S a i z : 	 		>	0			 S t  r r e l s e 	 V e l i k o s t 	 R o z m i a r 	 M  r e t : 	 K o k o 	 S t  r r e l s e 	 V e >k o s e	 G r o o t t e : 	 S t o r l e k 	 V e l i 
i n a : 	 D i m e n s i u n e : 	 V e l i k o s t 	 	 : 	  07<5@	 		>	0		 'F/'2G: 	 3'&2	 	 				: 	 

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	 8HM	  >7<V@	 

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 
 S T R _ F T P _ D E T A I L _ N A M E 	 F T P 	 U N L I M 	 N a m e   i n f o   o f   a   f i l e / f o l d e r 	 N a m e : 	 
T1z	 
Ty	 
7H-: 	 N o m b r e : 	 N o m : 	 N a m e : 	 <O: 	 N o m e : 	 -,E	 N o m e : 	 B o y u t 	 T  n   t p : 	 U k u r a n 	 N a m a : 	 (	>	.			 S t  r r e l s e 	 V e l i k o s t 	 R o z m i a r 	 N  v : 	 K o k o 	 S t  r r e l s e " 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ F T P _ N O T Y _ S H O W _ P A R T I A L _ C O N T E N T _ O N L Y 	 F T P 	 P O P U P 	 N o t i f y   s t r i n g   w h e n   o n l y   o p e n   p a r t   o f   t h e   c o n t e n t   o f   a   f o l d e r 	 D i s p l a y   p a r t i a l   c o n t e n t   o n l y 	 So:yRvgQ[	 S>f:yRvU_Q[	 A*@	20@7I-+22*H'	 M o s t r a r   c o n t e n i d o   p a r c i a l    n i c a m e n t e 	 A f f i c h e r   c o n t e n u   p a r t i e l   s e u l e m e n t 	 N u r   T e i l i n h a l t   a n z e i g e n 	 >:070=0  B>;L:>  G0ABL  A>45@68<>3>	 V i s u a l i z z a   s o l o   c o n t e n u t o   p a r z i a l e 	 916  (96  'DE-*HJ'*  AB7	 M o s t r a r   a p e n a s   p a r t e   d o   c o n t e  d o 	 Y a l n 1z c a   k 1s m i   i  e r i i   g  r  n t  l e   	 C h   h i n   t h   c   m t   p h n   n i   d u n g 	 T a m p i l k a n   h a n y a   s e b a g i a n   k o n t e n 	 P a p a r k a n   k a n d u n g a n   s e p a r a   s a h a j a 	 8	?	0	M	+	  		6	?		  8	>	.		M	0	@	  &	0	M	6	>				 	 	 	 A   t a r t a l o m n a k   c s a k   r  s z l e g e s   m e g j e l e n  t  s e 	 	 	 	 A l l e e n   g e d e e l t e l i j k e   i n h o u d   t o n e n 	 	 	 A f i _a ci   n u m a i   o   p a r t e   d i n   c o n ci n u t 	 	 	       	 	 	G	5	3	  		6	?		  5	?	7	/	5	8	M	$	A		@	  *	M	0	&	0	M	6	(		 FE'4  AB7  (.4  '2  E-*H'	 51A  ,2H  E4*ED'*  3~D  ,&	         	 					  									  								  					 8
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	       	 B o n i s a   i n g x e n y e   y o k u q u k e t h w e   k u p h e l a   	 B o n i s a   i n x e n y e   y e s i q u l a t h o   k u p h e l a 	 O n y e s h a   y a l i y o m o   n u s u   t u 	 V e r t o o n   s l e g s   g e d e e l t e l i k e   i n h o u d 	 R o d y t i   t i k   d a l i n /  t u r i n /	 P a r d +t   t i k a i   d a <j u   s a t u r u 	 K u v a   a i n u l t   o s a l i n e   s i s u 	 Qxadel  zaxvaoxiuxvh  tkauv  ta}vaok	       	 S e   a f i _e a z   n u m a i   o   p a r t e   d i n   c o n ci n u t 	 -
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 S T R _ F T P _ O P T I O N _ A D D _ T O _ L I S T 	 F T P 	 I C O N T E X T 	 M e n u   i t e m :   A d d   a   f i l e   t o   d o w n l o a d   l i s t 	 A d d   t o   l i s t 	 ReQnU	 mR0RRh	 @4H!D"1#2"2#	 A  a d i r   a   l a   l i s t a 	 A j o u t e r      l a   l i s t e 	 Z u r   L i s t e   h i n z u f  g e n 	 >1028BL  2  A?8A>:	 A g g i u n g i   a   e l e n c o 	 '6'A)  'DJ  'DB'&E)	 A d i c i o n a r      l i s t a 	 L i s t e y e   e k l e   	 T h  m   v  o   d a n h   s  c h 	 T a m b a h k a n   k e   d a f t a r 	 T a m b a h   k e p a d a   s e n a r a i 	 8	B		@	  .	G		  6	>	.	?	2	  	0	G			 	 	 	 H o z z  a d  s   a   l i s t  h o z 	 	 	 	 A a n   l i j s t   t o e v o e g e n 	 	 	 A d u g a r e   l a   l i s t 	 	 	   	 	 2	?	8	M		  	!	G	  	K	!		 'A2H/F  (G  D3*	 A13*    E  '6'A  ,&	   	 						  			  					 8
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	   	 E n g e z a   o h l w i n i 	 D i b a n i s a   k u l u h l u 	 O n g e z a   k w a   o r o d h a 	 V o e g   b y   l y s 	 P r i d t i   p r i e   s r a ao 	 P i e v i e n o t   s a r a k s t a m 	 L i s a   l o e n d i s s e 	 1~elavel  avokv	   	 A d u g a r e   l a   l i s t 	 *

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 
 S T R _ F T P _ O P T I O N _ S H O W _ L I S T 	 F T P 	 I C O N T E X T 	 M e n u   i t e m :   S h o w   t h e   f i l e s   i n   d o w n l o a d   l i s t 	 S h o w   l i s t 	 o:ynU	 >f:yRh	 A*#2"2#	 M o s t r a r   l i s t a   	 A f f i c h e r   l a   l i s t e 	 L i s t e   z e i g e n 	 >:070BL  A?8A>:  703@C7:8	 M o s t r a   e l e n c o 	 916  B'&E)  'D*-EJD	 M o s t r a r   l i s t a 	 L i s t e y i   g  s t e r   	 H i n   t h   t i   d a n h   s  c h 	 T a m p i l k a n   d a f t a r 	 T u n j u k k a n   s e n a r a i   	 8	B		@	  &	?		>			  	 	 	 	 L i s t a   m u t a t  s a 	 	 	 	 L i j s t   t o n e n 	 	 	 A f i _a r e   l i s t 	 	 	   	 	 !	>			(	2	K	!	  2	?	8	M		  &	>		5	>		 FE'4  AG13*	 '$F  DH  A13*  /'&	         	 				  						 !
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	 !L(M  2K!M  >,?$>  B*A.A	 V4>1@078B8  A?8A>:  7020=B065=L	 






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	       	 K h o m b i s a   u h l u   o l u l a n d w a y o 	 B o n i s a   u l u h l u   l o k u k h u p h e l a 	 O n y e d h a   o r o d h a   y a   k u p a k u a 	 W y s   l y s 	 R o d y t i   a t s i s i u n t i m o   s r a a	 P a r d +t   l e j u p i e l d j u m u   s a r a k s t u 	 K u v a   a l l a l a a d i t a v a t e    k s u s t e   l o e n d 	 Qxadel  vebe|vtav  avoh	     	 A r t a ci   l i s t a   d e   f i _i e r e   d e s c r c a t e 	 !
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 
 S T R _ F T P _ O P T I O N _ G E T _ L I S T 	 F T P 	 I C O N T E X T 	 M e n u   i t e m :   G e t   a l l   f i l e s   i n   d o w n l o a d   l i s t 	 G e t   l i s t   f i l e s 	 rsSnUgQjHh	 SRhQeN	 #1D%LC#2"2#	 O b t e n e r   a r c h i v o s   d e   l a   l i s t a 	 O b t e n i r   l e s   f i c h i e r s   d e   l a   l i s t e 	 L i s t e n d a t e i e n   b e z i e h e n 	 >;CG8BL  D09;K  87  A?8A:0	 O t t i e n i   e l e n c o   f i l e 	 'D-5HD  9DJ  B'&E)  'DEDA'*	 O b t e r   f i c h e i r o s   d e   l i s t a 	 L i s t e   d o s y a l a r 1n 1  a l   	 G i  n h   c   d a n h   s  c h   t p 	 D a p a t k a n   f i l e   d a f t a r 	 D a p a t k a n   f a i l   s e n a r a i 	 8	B		@	  +	>		2	G		  *	M	0	>	*	M	$	  	0	G			 	 	 	 L i s t  z o t t   f  j l o k   l e k  r  s e 	 	 	 	 L i j s t b e s t a n d e n   o n t v a n g e n 	 	 	 S o l i c i t a ci   f i _i e r e l e   d i n   l i s t 	 	 	       	 	 2	?	8	M		  +	>		2	  .	G	3	5	>		 /1'A*  A'D  G'  D3*	 A13*  A'&D  -'5D  ,&	     	 				  								  						 +
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	      	 T h o l a   a m a f a y e l a   o h l u 	 F u m a n a   i i f y l e   z o l u h l u 	 P a t a   o r o d h a   y a   m a f a i l i 	 K r y   l y s l  e r s 	 G a u t i   s r a ao   f a i l u s 	 S a Fe m t   s a r a k s t a   f a i l u s 	 T o o   l o e n d i   f a i l i d 	 Maval  avok  bxlx  auleh	     	 S o l i c i t a ci   f i _i e r e l e   d i n   l i s t 	 *

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 
 S T R _ F T P _ O P T I O N _ G E T _ A L L 	 F T P 	 I C O N T E X T 	 M e n u   i t e m :   G e t   a l l   f i l e s   i n   c u r r e n t   f o l d e r 	 G e t   a l l   f i l e s 	 rsSvuMR@b	gjHh	 SS_MR@b	geN	 #1D%L1I+!	 O b t e n e r   t o d o s   l o s   a r c h i v o s 	 O b t e n i r   t o u s   l e s   f i c h i e r s 	 A l l e   D a t e i e n   b e z i e h e n 	 >;CG8BL  2A5  D09;K	 O t t i e n i   t u t t i   i   f i l e 	 'D-5HD  9DJ  ,EJ9  B'&E)  'DEDA'*	 O b t e r   t o d o s   o s   f i c h e i r o s 	 T  m   d o s y a l a r 1  a l   	 G i  n h   c   t t   c   c  c   t p 	 D a p a t k a n   s e m u a   f i l e 	 D a p a t k a n   s e m u a   f a i l 	 8	,	  +	>		2	G		  *	M	0	>	*	M	$	  	0	G		  	 	 	 	 A z    s s z e s   f  j l   l e k  r  s e 	 	 	 	 A l l e   b e s t a n d e n   o n t v a n g e n 	 	 	 S o l i c i t a ci   t o a t e   f i _i e r e l e 	 	 	       	 	 8	0	M	5	  +	>		2	  .	G	3	5	>		 /1'A*  GEG  A'D  G'	 *E'E  A'&D  -'5D  ,&	     	 			  								  						 8
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	      	 T h o l a   w o n k e   a m a f a y e l a 	 F u m a n a   z o n k e   i i f a y l e 	 P a t a   m a f a i l i   y o t e 	 K r y   a l l e   l  e r s 	 G a u t i   v i s u s   f a i l u s 	 S a Fe m t   v i s u s   f a i l u s 	 T o o   k  i k   f a i l i d 	 Maval  bxlx  auleh	     	 S o l i c i t a ci   t o a t e   f i _i e r e l e 	 
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 
 S T R _ F T P _ L I S T _ O P T I O N _ U P 	 F T P 	 I C O N T E X T 	 M o v e   t h e   s e l e c t e d   f i l e   i n   d o w n l o a d   l i s t   t o   a   f r o n t   l o c a t i o n 	 U p 	 
Ny	 
Ny	 6I	 A r r i b a 	 H a u t 	 O b e n 	 25@E	 S u 	 D'9DJ	 P a r a   c i m a 	 Y u k a r 1	 L  n 	 A t a s 	 A t a s 	 
	*	0		 	 	 	 F e l 	 	 	 	 O m h o o g 	 	 	 M a i   s u s 	 	 	 	 	 5	0		 ('D'	 U p 	 	 				 	
*
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	 *H?	 3>@C	 


	 	 P h e z u l u 	 P h e z u l u 	 J u u 	 O p 	 A u k at y n 	 A u g au p 	  l e s 	 Ne	 	 S u s 	 .
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 
 S T R _ F T P _ L I S T _ O P T I O N _ D O W N 	 F T P 	 I C O N T E X T 	 M o v e   t h e   s e l e c t e d   f i l e   i n   d o w n l o a d   l i s t   t o   a   r e a r   l o c a t i o n 	 D o w n 	 Ny	 Ny	 %	 A b a j o 	 B a s 	 U n t e n 	 =87	 G i  	 D'3AD	 P a r a   b a i x o 	 A _a 1  	 X u n g 	 B a w a h 	 B a w a h 	 (	@		G		 	 	 	 L e 	 	 	 	 O m l a a g 	 	 	 M a i   j o s 	 	 	 	 	 	>	2	@		 ~'F	 D o w n 	 	 					 9
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	 ?&??	 =87	 



	 	 P h a n s i 	 P h a n t s i 	 C h i n i 	 A f 	 }e m y n 	 L e j u p 	 A l l a 	 Fe	 	 J o s 	 $
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	 $3	 P o s h t e 	 						 	 	 	 	 	 	 	 P a r a   b a i x o 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ F T P _ L I S T _ A R R I V E _ M A X 	 F T P 	 P O P U P 	 T h e   n u m b e r   o f   f i l e s   i n   t h e   l i s t   h a v e   a r r i v e d   t h e   m a x   c a p a b i l i t y   o f   t h e   l i s t 	 L i s t   h a v e   a r r i v e d   t h e   m a x 	 nU]n	 Rh]n	 #2"2#63'*9*8A%I'	 L a   l i s t a   h a   l l e g a d o   a l   m  x . 	 L i s t e   a   a t t e i n t   l e   m a x . 	 L i s t e   e r r e i c h t e   m a x . 	 !?8A>:  70?>;=5=	 L ' e l e n c o   h a   r a g g i u n t o   i l   m a s s i m o 	 H5HD  'DB'&E)  'DJ  'D-/  'D'B5J	 L i s t a   a t i n g i u   o   l i m i t e   m  x i m o 	 L i s t e   m a k s i m u m a   u l a _t 1  	 D a n h   s  c h   y 	 D a f t a r   t e l a h   m e n c a p a i   m a k s . 	 S e n a r a i   t e l a h   m e n c a p a i   m a k s i m u m 	 8	B		@	  *	0	?	*	B	0	M	#	  9	K	  		  9	H		 	 	 	 A   l i s t a   e l  r t e   a   m a x i m  l i s   h o s s z  s  g o t 	 	 	 	 L i j s t   h e e f t   h e t   m a x i m u m   b e r e i k t 	 	 	 L i s t a   c o n ci n e   n u m r u l   m a x i m   d e   f i _i e r e 	 	 	       	 	 8	B		@	  	'	?		  *	9	A			  	 D3*  (G  -/'+1  13/G  '3*	 A13*  2'/  32'/  H  ~HF  	     	 				  						- 		  					  					 8
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 S T R _ F T P _ L I S T _ F I R S T _ F I L E 	 F T P 	 P O P U P 	 T h e   s e l e c t e d   f i l e   i s   a l r e a d y   a t   t h e   f i r s t   l o c a t i o n   o f   t h e   d o w n l o a d   l i s t 	 T h e   f i l e   i s   a l r e a d y   t h e   f i r s t   f i l e 	 dkjHh]}p,{ NP	 dkeN]~:N,{ N*N	 D%L@GD%LA#A%I'	 E l   a r c h i v o   y a   e s   e l   p r i m e r   a r c h i v o 	 L e   f i c h i e r   e s t   d  j    l e   p r e m i e r   f i c h i e r 	 D i e   D a t e i   i s t   b e r e i t s   d i e   e r s t e   D a t e i 	 $09;  C65  AB>8B  ?5@2K<	 I l   f i l e      g i    a l   p r i m o   p o s t o   	 ('DA9D  'DEDA  GH  #HD  'DEDA	 O   f i c h e i r o   j       o   p r i m e i r o   f i c h e i r o 	 D o s y a   z a t e n   i l k   d o s y a   	    t   t h  n h   t p   t h   n h t 	 F i l e   s u d a h   m e r u p a k a n   f i l e   p e r t a m a 	 F a i l   i n i   m e m a n g   f a i l   p e r t a m a 	 /	9	  +	>		2	  *	9	2	G	  8	G	  9	@	  *	M	0	%	.	  +	>		2	  9	H		 	 	 	 A   f  j l   m  r   a z   e l s Q  h e l y e n   s z e r e p e l 	 	 	 	 D i t   i s   a l   h e t   e e r s t e   b e s t a n d 	 	 	 F i _i e r u l   e s t e   d e j a   p r i m u l    n   l i s t a   d e   f i _i e r e 	 	 	         	 	 +	>		2	  	'	@		  *	A	9	?	2	@	  +	>		2	  	9	G		 'F  A'D  GE  'FHF  'HDF  A'D  '3*	   A'&D  ~D  3  ~D  A'&D  	         	 						  									  					  					 +
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 S T R _ F T P _ L I S T _ L A S T _ F I L E 	 F T P 	 P O P U P 	 T h e   s e l e c t e d   f i l e   i s   a l r e a d y   a t   t h e   l a s t   l o c a t i o n   o f   t h e   d o w n l o a d   l i s t 	 T h e   f i l e   i s   a l r e a d y   t h e   l a s t   f i l e 	 dkjHh]}p g_ NP	 dkeN]~:N gT N*N	 D%L@GD%L*8I2"A%I'	 E l   a r c h i v o   y a   e s   e l    l t i m o   a r c h i v o 	 L e   f i c h i e r   e s t   d  j    l e   d e r n i e r   f i c h i e r 	 D i e   D a t e i   i s t   b e r e i t s   d i e   l e t z t e   D a t e i 	 $09;  C65  AB>8B  ?>A;54=8<	 I l   f i l e      g i    a l l ' u l t i m o   p o s t o 	 ('DA9D  'DEDA  GH  #.1  'DEDA	 O   f i c h e i r o   j       o    l t i m o   f i c h e i r o 	 D o s y a   z a t e n   s o n   d o s y a   	    t   t h  n h   t p   c u i   c  n g 	 F i l e   s u d a h   m e r u p a k a n   f i l e   t e r a k h i r 	 F a i l   i n i   m e m a n g   f a i l   a k h i r 	 /	9	  +	>		2	  *	9	2	G	  8	G	  9	@	  		$	?	.	  +	>		2	  9	H		 	 	 	 A   f  j l   m  r   a z   u t o l s    h e l y e n   s z e r e p e l 	 	 	 	 D i t   i s   a l   h e t   l a a t s t e   b e s t a n d 	 	 	 F i _i e r u l   e s t e   d e j a   u l t i m u l    n   l i s t a   d e   f i _i e r e 	 	 	         	 	 +	>		2	  	'	@		  		$	?	.	  +	>		2	  	9	G		 'F  A'D  GE  'FHF  ".1F  A'D  '3*	   A'&D  ~D  3  ".1  A'&D  	         	 						  									  			  					 +
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	     	 I f a y e l a   i v e l e   i s o h l w i n i 	 I f a y l e   s e l e   i k u l u h l u 	 F a i l i   i k o   t a y a r i   k w a   o r o d h a 	 D i e   l  e r   i s   r e e d s   i n   d i e   l y s 	 F a i l a s   j a u   y r a   s r a ae 	 `i s   f a i l s   j a u   i r   s a r a k s t 	 F a i l   o n   j u b a   l o e n d i s 	 Vaulh  adev  avoxt  g	     	 F i _i e r u l   e x i s t   d e j a    n   l i s t 	 +
/
2
M

   .
A
.
M
*
G
  *

M

?

/
?
2
A
#
M

 &
M
	 +>2  *B0M,0A  $>2?>0G  ?	 D o k u m e n t i   e s h t e   t a s h m e   n e   l i s t e 	 						  								  							  				 	 	 	 	 	 	 	 O   a r q u i v o   j    e s t    n a   l i s t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ F I L E _ P R E F I X 	 F T P 	 P O P U P 	 p r e f i x   o f   t h e   o r d i n a l   n u m b e r 	 T h e   	 ,{	 ,{	 5H	 E l 	 L e   	 D i e   	 # N A M E ? 	 I l   	 AJ	 O 	 T h e   	 T h 	 Y a n g 	 K e - 	 N o t   a p p l i c a b l e   i n   H i n d i 	 	 	 	 A ( z ) 	 	 	 	 H e t 	 	 	 P r i m u l 	 	 	 	 	 	 T h e r e ' s   n o   s u c h   w o r d   i n   F a r s i 	 	 	   			 	 	 	 	 T h e   	 T h e   	 T h e   	 T h e   	 D i e   	 T h e   	 T h e   	 T h e   	 T h e   	 T h e   	 T h e   	 &
?
	 ?	 T h e   	 			 	 	 	 	 	 	 	 O 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ F I L E _ 1 S T 	 F T P 	 P O P U P 	 p o s t f i x   o f   f i r s t 	 s t   	 P	 *N	 s t 	  	 e r   	 1 	 # N A M E ? 	  	 s t   	  	 s t   	 T h   n h t 	 p e r t a m a 	 k e - 	 *	9	2	>		 	 	 	 i g 	 	 	 	 s t e 	 	 	 a l   d o i l e a 	 	 	 	 	 s t 	 EF	 s t   	 s t   	 					 s t   	 s t   	 ?5@H89	 s t 	 S t   	 s t 	 I - s t 	 s t   	 s t e   	 	 1 	 .   	 kv	   	 a l   d o i l e a   	 .
$
M
$
G
$
M
	 .	 s t   	 				 	 	 	 	 	 	 	  	 	 	 	 	 	 	 	 . 	 s t   	  /    	 o f 	    
 
 S T R _ F T P _ F I L E _ 2 N D 	 F T P 	 P O P U P 	 p o s t f i x   o f   s e c o n d 	 n d   	 P	 *N	 n d 	  	  m e   	 2 	 # N A M E ? 	  	 n d   	  	 n d   	 T h   h a i 	 k e d u a 	 k e - 	 &	B	8	0	>		 	 	 	 e s 	 	 	 	 e 	 	 	 a l   t r e i l e a 	 	 	   	 	 n d 	 EF	 n d   	 n d   	 					 n d   	 n d   	 4@C389	 n d 	 n d   	 n d 	 I - n d 	 n d   	 d e   	 	 2 	 .   	 d	   	 a l   t r e i l e a   	 .
$
M
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$
M
	 _	 n d   	 					 	 	 	 	 	 	 	  	 	 	 	 	 	 	 	 . 	 n d   	  /    	 a b 	    
 
 S T R _ F T P _ F I L E _ 3 R D 	 F T P 	 P O P U P 	 p o s t f i x   o f   t h i r d 	 r d   	 P	 *N	 r d 	  	  m e   	 3 	 # N A M E ? 	  	 r d   	  	 r d 	 T h   b a 	 k e t i g a 	 k e - 	 $	@	8	0	>		 	 	 	 a s 	 	 	 	 e 	 	 	 a l   p a t r u l e a 	 	 	 	 	 r d 	 EF	 r d   	 r d   	 					 r d   	 r d   	 B@5BV9	 




	 R d   	 r d 	 I - r d 	 r d   	 d e   	 	 3 	 .   	 d	   	 a l   p a t r u l e a   	 .
$
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$
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	 _	 r d   	 			 	 	 	 	 	 	 	  	 	 	 	 	 	 	 	 . 	 r d   	  /    	 a t 	    
 
 S T R _ F T P _ F I L E _ T H 	 F T P 	 P O P U P 	 p o s t f i x   o f   t h e   o r d i n a l   n u m b e r   a f t e r   f o r t h 	 t h   	 P	 *N	 t h 	  	  m e   	 4 	 # N A M E ? 	  	 t h   	  	 t h   	 T h   t 	 k e e m p a t 	 k e - 	 	L	%	>		 	 	 	 e s 	 	 	 	 e 	 	 	 f i _i e r 	 	 	 	 	 t h 	 EF	 t h   	 t h   	 						 t h   	 t h   	 G5B25@B89	 t h 	 T h   	 t h 	 I - t h 	 t h   	 d e   	 	 4 	 .   	 d	   	 f i _i e r   	 .
$
M
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$
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	 %	 t h   	 		 	 	 	 	 	 	 	  	 	 	 	 	 	 	 	 . 	 t h   	  /    	 a n 	    
 
 S T R _ F T P _ F I L E _ U N F I N I S H E D 	 F T P 	 P O P U P 	 g e n e r a l   p o p u p   s t r i n g   w h e n   d o w n l o a d   f i l e   f a i l e d 	 f i l e   u n f i n i s h e d 	 jHh*g[b	 eN*g[b	 D%LD!HA%I'@*#G	 a r c h i v o   s i n   t e r m i n a r 	 f i c h i e r   n o n   f i n i 	 u n f e r t i g e   D a t e i 	 D09;  =5  7025@H5=	 f i l e   n o n   t e r m i n a t o 	 'DEDA  DE  JC*ED	 f i c h e i r o   n  o   t e r m i n a d o 	 d o s y a   s o n l a n d 1r 1l m a d 1  	 t p   c h a   h o  n   t h  n h 	 f i l e   t i d a k   s e l e s a i 	 f a i l   t i d a k   s e l e s a i 	 +	>		2	  	*	B	0	M	#		 	 	 	 b e f e j e z e t l e n   f  j l 	 	 	 	 b e s t a n d   o n v o l t o o i d 	 	 	 n u   a   f o s t   d e s c r c a t 	 	 	     	 	 +	>		2	  	8	.	M	*	B	0	M	#		 A'D  *E'E  F4/G	 A'&D  :1  EED	   	 				  								 +
>

2
  (
>
.
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.
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	 8*B0M#.H(  +H2M	 =57025@H5=89  D09;	 



  





  

	   	 i f a y e l a   e l i n g a q e d i w e 	 I f a y l e   a y i g q i t y w a n g a 	 f a i l i   h a i j a k a m i l i k a 	 l  e r   o n v o l t o o i d 	 f a i l a s   n e u ~b a i g t a s 	 f a i l s   i r   n e p a b e i g t s 	 l  p e t a m a t a   f a i l 	 aulk  vebe|vxth  a~a~an  yg	       	 n u   a   f o s t   d e s c r c a t 	 +
/
2
M

   
*
B
0
M

 #

	 +>2  8.>*M$  9K(>9?	 D o k u m e n t i   I   p a m b a r u a r 	 				  									 	 	 	 	 	 	 	 a r q u i v o   n  o   t e r m i n a d o 	 	 	 	 	 	 	 	 e z   d a   f i t x a t e g o   o s o a   j e i t s i 	 h i n d i   n a t a p o s   a n g   f i l e 	 f i c h e i r o   n o n   f i n a l i z a d o 	 F a l   a g w c h a b e g h i 	 c o m h a d   n e a m h c h r  o c h n a i t h e 
 
 S T R _ F T P _ D I S C O N N _ C L I E N T 	 F T P 	 P O P U P 	 D i s c o n n e c t   F T P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   F T P   c o n n e c t i o n   f i r s t 	 ˊHQ-NeeNP8#}	 HQe _eN Oޏc	 12#@
7H-!H-D%@-GLH-	 D e s c o n e c t a r   c o n e x i  n   F T P   a n t e s   	 D  c o n n e c t e r   l a   c o n n e x i o n   F T P   e n   p r e m i e r 	 E r s t   F T P - V e r b i n d u n g   t r e n n e n 	 !=0G0;0  >B:;NG8B5  F T P   A>548=5=85	 S c o l l e g a r e   p r i m a   i l   f i l e   F T P 	 'B79  2('&F  #HD'	 D e s l i g a r   p r i m e i r o   l i g a   o   F T P 	  n c e l i k l e   k u l l a n 1c 1  b a l a n t 1s 1n 1  k e s   	 H  y   n g t   k t   n i   F T P   t r c 	 P u t u s k a n   d u l u   s a m b u n g a n   F T P 	 N y a h s a m b u n g   k l i e n   d a h u l u 	 *	9	2	G	  	M	2	>				  	K	  !	?	8	M		(	G		M		  	0	G			 	 	 	 E l Qb b   b o n t a n i   k e l l   a z   F T P   k a p c s o l a t o t 	 	 	 	 V e r b r e e k   e e r s t   F T P - v e r b i n d i n g 	 	 	 D e c o n e c t a ci   m a i    n t  i   c l i e n t u l 	 	 	           F T P 	 	 	 '(*/'  '1*('7  F T P   B79  1//	 	 	 						  		. 		. 		.   						  									  					 	 	 	 




  










  




  




  


	       	 N q a m u l a   i k l a y e n t i   k u q a l a 	 Q h a w u l a   u m x u m i   k u q h a g a m s h e l w a n o   k u q a l a 	 T e n g a n i s h a   m t e j a   k w a n z a 	 O n t k o p p e l   e e r s   F T P - v e r b i n d i n g 	 P i r m i a u s i a i   a t j u n g t i   k l i e n t 	 V i s p i r m s   a t v i e n o t   k l i e n t u 	 L a h u t a   e s m a l t   k l i e n t 	 Fam  av{ae  olkevh	     	 D e c o n e c t a ci   m a i    n t  i   c l i e n t u l 	 	 	 S h k e p u t   l i d h j e n   F T P   s e   p a r i 	 						  F T P   					  									  				 	 	 	 	 	 	 	 D e s c o n e c t a r   p r i m e i r o   a   c o n e x  o   F T P 	 	 	 	 	 	 	 	 L e h e n i k   F T P   k o n e x i o a   d e s k o n e k t a t u 	 T a n g g a l i n   m u n a   a n g   F T P   n a   k o n e k s y o n 	 D e s c o n e c t a r   a   c o n e x i  n   F T P   p r i m e i r o 	 B u r u   z   k w p   n j i k   F T P 	 D  n a s c   n a s c   F T P   a r   d t  s 
 
 S T R _ F T P _ N O T Y _ R E C V _ F I L E _ T I L _ S I N G L E 	 F T P 	 C 1 5 4 _ 1 	 f i l e   	 f i l e   	 PjHh	 *NeN	 D%L	 a r c h i v o 	 f i c h i e r 	 D a t e i 	 D09;	 f i l e 	 EDA	 f i c h e i r o 	 d o s y a   	 t p 	 f i l e 	 f a i l 	 +	>		2		 	 	 	 f  j l 	 	 	 	 b e s t a n d 	 	 	 f i _i e r 	 	 	     	 	 	 A'D	 	 	 				  	 +
>

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	 	 	 



	 	 i f a y e l a 	 I f a y l e 	 f a i l i 	 l  e r 	 f a i l a s 	 f a i l s 	 f a i l 	 aul	 	 f i _i e r 	 +
/
2
M

 	 +>2	 D o k u m e n t i 	 					 	 	 	 	 	 	 	 a r q u i v o 	 	 	 	 	 	 	 	 f i t x a t e g i     	 f i l e 	 f i c h e i r o 	 F a l 	 c o m h a d 
 
 S T R _ F T P _ N O T I F Y _ B R O W S E _ F I L E S _ F A I L E D 	 F T P 	 P O P U P 	 P o p u p   s t r i n g   W h e n   o p e n   a   f o l d e r   o f   r e m o t e   h a n d s e t 	 B r o w s e   f i l e ( s )   f a i l e d 	 pjHh1YWe	 OmȉeN1Y%	 @#5"9D%L%I!@+%'	 E r r o r   a l   e x p l o r a r   a r c h i v o ( s ) 	 E c h e c   d e   n a v i g a t i o n   d e s   f i c h i e r ( s ) 	 D u r c h s u c h e n   v o n   D a t e i ( e n )   f e h l g e s c h l a g e n 	 5  C405BAO  ?@>A<>B@5BL  D09;K	 S f o g l i a   f i l e   f a l l i t o 	 A4D  AJ  E9'JF)  'DEDA	 F a l h a   n a   p e s q u i s a   d e   f i c h e i r o s 	 D o s y a l a r a   g  z   a t l 1l a m a d 1  	 X e m   t p   t h t   b i 	 P e n e l u s u r a n   f i l e   g a g a l 	 S e m a k   i m b a s   f a i l   g a g a l 	 +	>		2	  	K	  ,	M	0	>				<	  	0	(	>	  5	?	+	2		 	 	 	 F  j l ( o k )   s i k e r t e l e n   t a l l  z  s a 	 	 	 	 B l a d e r e n   d o o r   b e s t a n d ( e n )   m i s l u k t 	 	 	 R s f o i r e a   f i _i e r u l u i / f i _i e r e l o r   n u   a   r e u _i t 	 	 	     	 	 	 E1H1  A'D( G')   F'EHAB  (H/	 	 	 				  													  			  						 	 	 	 	   ( )   	 U k u p h e q a   a m a f a y e l a   k u h l u l e k i l e 	 I ( i i ) f a y l e   y o k u b r a w u z a   i p h a n z i l e 	 I m e s h i n d w a   k u v i n j a r i   m a f a i l i 	 B l a a i   d e u r   l  e r ( s )   o n s u k s e s v o l 	 N e p a v y k o   n a r ay t i   f a i l   ( - u s ) 	 F a i l a ( u )   p r l kk o aa n a   n e i z d e v s 	 F a i l i ( d e )   s i r v i m i n e   n u r j u s 	 Vaul( e) k  vxth  qamxr~e	 ( )         	 R s f o i r e a   f i _i e r u l u i / f i _i e r e l o r   n u   a   r e u _i t 	 +
/
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	 +>2( A!?A)   ,M0>	M  0?,>  ,?+3  9K?	 L u n d r i m i   I   d o k u m e n t e v e   d e s h t o i 	 				( 				) 	  						  					 	 	 	 	 	 	 	 F a l h a   e m   p r o c u r a r   a r q u i v o ( s ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ N O T I F Y _ G O E P _ S T A T U S _ B U S Y 	 F T P 	 P O P U P 	 B e l o w   l a y e r   c o n n e t i o n   f a i l e d 	 C o n n e c t i o n   i s   b u s y 	 #}_x	 ޏc_x	 2#@
7H-!H-D!H'H2	 L a   c o n e x i  n   e s t    o c u p a d a 	 C o n n e x i o n   o c c u p  e 	 V e r b i n d u n g   i s t   b e s e t z t 	 0=0;  70=OB	 C o n n e s s i o n e   o c c u p a t a 	 'D'*5'D  E4:HD	 L i g a   o   o c u p a d a 	 B a l a n t 1  k u l l a n 1m d a     	 K t   n i   b n 	 S a m b u n g a n   s i b u k 	 S a m b u n g a n   s i b u k 	 	(	G		M	6	(	  5	M	/	8	M	$	  9	H		 	 	 	 A   k a p c s o l a t   f o g l a l t 	 	 	 	 V e r b i n d i n g   i s   b e z e t 	 	 	 C o n e x i u n e a   e s t e   o c u p a t 	 	 	   	 	 	 '*5'D  '4:'D  '3*	 	 	 								  							 	 	 	 	   	 U k u x h u m a n a   k u b h i z i 	 U q h a g a m s h e l w a n o   l u x a k e k i l e 	 U n g a n i s h o   u n a s h u g h u l i 	 V e r b i n d i n g   i s   b e s i g 	 R y ay s   u ~i m t a s 	 S a v i e n o j u m s   a i z Fe m t s 	  h e n d u s   o n   h  i v a t u d 	 ?azxrkv  fbar~an  g	   	 C o n e x i u n e a   e s t e   o c u p a t 	 
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 	 8/K(  ,M_8M$  ?	 L i d h j a   e   z e n e 	 					  							 	 	 	 	 	 	 	 C o n e x  o   o c u p a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ N O T I F Y _ W O R K _ F O L D E R _ N O _ E X I S T 	 F T P 	 P O P U P 	 F T P   w o r k   f o l d e r   i s   n o t   e x i s t e d 	 F T P   w o r k   f o l d e r   i s   n o t   e x i s t e d 	 ]\OeN>Y
NX[(W	 ]\OeN9Y
NX[(W	 D!H!5B%@-#L2  F T P 	 L a   c a r p e t a   d e   t r a b a j o   d e l   F T P   n o   e x i s t e 	 L e   d o s s i e r   d e   t r a v a i l   F T P   n  e x i s t e   p a s 	 F T P - A r b e i t s o r d n e r   e x i s t i e r t   n i c h t 	  01>G0O  ?0?:0  F T P   =5  ACI5AB2C5B	 L a   c a r t e l l a   d i   l a v o r o   F T P   n o n   e s i s t e 	 D'  *H,/  EDA  'D9ED	 A   p a s t a   d e   t r a b a l h o   F T P   n  o   e x i s t e 	 F T P    a l 1_m a   d o s y a s 1  m e v c u t   d e i l   	 T h   m c   l  m   v i c   k h  n g   t n   t i 	 F o l d e r   k e r j a   F T P   t i d a k   a d a 	 F o l d e r   k e r j a   F T P   t i d a k   w u j u d 	 F T P   5	0	M		+	K	2	M	!	0	  .	L		B	&	  (	9	@			 	 	 	 A z   F T P   m u n k a m a p p a   n e m   l  t e z i k 	 	 	 	 F T P - w e r k m a p   b e s t a a t   n i e t 	 	 	 F i _i e r u l   d e   l u c r u   F T P   n u   e x i s t 	 	 	       F T P     	 	 	 ~H4G  '1  F T P   EH,H/  F3*	 	 	 F T P   						  									  				 	 	 	 	 F T P       	 I f o l d a   l o m s e b e n z i   w e - F T P   a l i k h o 	 I f o w l d a   y o k u s e b e n z a   y e - F T P   a y i k h o 	 F o l d a   y a   k a z i   y a   F T P   h a i j a a g w a 	 F T P - w e r k l  e r g i d s   b e s t a a n   n i e 	 F T P   d a r b i n i o   a p l a n k o   n r a 	 F T P   d a r b a   m a p e   n e e k s i s t 	 F T P   t   k a u s t a   p o l e   o l e m a s 	 F T P   awmaavaukv  iriazavaoh  cxuxiuxv  yxvk	 F T P         	 F i _i e r u l   d e   l u c r u   F T P   n u   e x i s t 	 F T P   5
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	 F T P   >0M/M_  +K2M!0  *M08M%>(  0?  (>9?	 D o s j a   e   d o k u m e n t e v e   F T P   e   z e n e 	 F T P   				  	' 					  				  				 	 	 	 	 	 	 	 P a s t a   d e   t r a b a l h o   F T P   n  o   e x i s t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F T P _ D E V _ B U S Y 	 F T P 	 P O P U P 	 F T P   s e r v i c e   b u s y 	 F T P   s e r v i c e   b u s y 	 eNP8
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gR_	 #42#  F T P   D!H'H2	 E l   s e r v i c i o   F T P   e s t    o c u p a d o 	 L e   s e r v i c e   F T P   e s t   o c c u p  	 F T P - D i e n s t   b e s e t z t 	 !;C610  F T P   70=OB0	 S e r v i z i o   F T P   o c c u p a t o 	 '13'D  'DEDA  E4:HD	 S e r v i  o   F T P   o c u p a d o 	 F T P   s e r v i s i   k u l l a n 1m d a   	 M  y   p h c   v   F T P   b n 	 L a y a n a n   F T P   s i b u k 	 P e r k h i d m a t a n   F T P   s i b u k 	 F T P   8	G	5	>	  5	M	/	8	M	$		 	 	 	 A z   F T P   s z o l g  l t a t  s   e l f o g l a l t 	 	 	 	 F T P - d i e n s t   i s   b e z e t 	 	 	 S e r v i c i u   F T P   o c u p a t 	 	 	   -   F T P     	 	 	 ./E'*  F T P   '4:'D  '3*	 	 	 F T P     							  							 	 	 	 F T P   



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 
 S T R _ S C R _ J A V A _ C A P T I O N 	 J a v a 	 T I T L E ,   I C O N T E X T ,   C 0 3 2 _ 1 	 C a p t i o n   o f   J a v a 	 J a v a 	 J a v a a(u	 J a v a ^(u	 2'2	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 ,'A'	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 	>	5	>		 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 J a v a 	 ' 	 J a v a 	 	>	5	>		 J a v a 	 ,'H'	 	 					 
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 
 S T R _ J A V A _ E M 	 J a v a 	 T I T L E 	 C a p t i o n   o f   J a v a   e g i n e e r   m o d e 	 E n g i n e e r   m o d e 	 J a v a ]!j	 J a v a ]!j	 B+!'4('#	 M o d o   i n g e n i e r o 	 M o d e   i n g  n i e u r 	 T e c h n i k e r m o d u s 	  568<  :>=AB@C:B>@0	 M o d o   p r o g e t t a z i o n e   	 #3DH(  GF/3J	 M o d o   d e   e n g e n h a r i a 	 m a k i n i s t     K i p i 	 C h     s p   t 	 M o d e   T e k n i s 	 M o d   j u r u t e r a 	 	-	?	/	(	M	$	>	  *	M	0		>	0		 T e k n i k e r   T i l s t a n d 	 S t r o j o v    r e ~i m 	 T r y b   i n |y n i e r s k i 	 K e z e l Qm  d 	 E n g i n e e r - m o o d i 	 I n g e n i  r m o d u s 	 S e r v i s n    r e ~i m 	 I n g e n i e u r s s t a n d 	 T e k n i k e r p r o f i l 	 I n ~i n j e r s k i   r e ~i m 	 M o d   i n g i n e r 	 N a 
i n   I n ~i n i r a 	   E n g i n e e r 	   	 =65=5@5=   568<	 			@	(	?	/	0	  .	K	!		 -'D*  EGF/3	 'F,F&1  EH	   	 										  				 
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 S T R _ J A V A _ A P P _ O P T I O N _ L A U N C H 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m   - -     " L a u n c h " ,   t o   l a u n c h   o n e   M I D l e t . 	 L a u n c h 	 WL	 gbL	 @4	 L a n z a r 	 L a n c e r 	 S t a r t e n 	 0?CA:	 L a n c i a 	 *7(JB	 I n i c i a r 	 f 1r l a t m a 	 K h i   c h y 	 B u k a 	 L a n c a r k a n 	 2	I	(	M			 S t a r t 	 S p u s t i t 	 U r u c h o m i 	 I n d  t  s 	 J u l k a i s e 	 S t a r t 	 S p u s t i e	 S t a r t e n 	 S t a r t a 	 P o k r e n i 	 L a n s a r e 	 Z a ~e n i 	 	 	 0@548	 8	A	0	B		 1'G  'F/'2	 D'F  ,&	 	 				  				 6
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 
 S T R _ J A V A _ A P P _ O P T I O N _ I N F O 	 J a v a 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   - -   t o   s h o w   t h e   i n f o r m a t i o n   o f   a   M I D l e t 	 I n f o r m a t i o n 	 ǌ
	 Oo`	 I-!9%	 I n f o r m a c i  n 	 I n f o r m a t i o n 	 I n f o r m a t i o n 	 =D>@<0F8O  	 I n f o r m a z i o n i 	 E9DHE'*	 I n f o r m a   o 	 B i l g i s i 	 T h  n g   t i n 	 I n f o r m a s i 	 M a k l u m a t 	 8	B		(	>		 I n f o r m a t i o n 	 I n f o r m a c e 	 I n f o r m a c j a 	 I n f o r m  c i  	 T i e t o j a 	 I n f o r m a s j o n 	 I n f o r m  c i e 	 I n f o r m a t i e 	 I n f o r m a t i o n 	 I n f o r m a c i j e 	 I n f o r m a ci i 	 I n f o r m a c i j a 	 	 	 =D>@<0F8O	 8	B		(	>		 '7D'9'*	 E9DHE'*	 	 					 
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 
 S T R _ J A V A _ E M _ N O R M A L 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m   - -   N o r m a l 	 N o r m a l 	 N o r m a l 	 N o r m a l 	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 >@<0;L=K9  	 N o r m a l e 	 9'/I	 N o r m a l 	 N o r m a l 	 B i  n h   t h  n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l 	 N o r m a a l 	 N o r m a l t 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;5=	 8	0	M	5	8	>	.	>	(	M	/		 9'/	 F'1ED	 	 							 8
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 
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 
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	   	 A u t o   i n v o c a t i o n 	 A u t o   i n v o c a t i o n 	 A u t o   i n v o c a t i o n 	 O u t o m a t i e s e   i n v o k a s i e 	 A u t o   i n v o c a t i o n 	 A u t o   i n v o c a t i o n 	 A u t o   i n v o c a t i o n 	 A u t o   i n v o c a t i o n 	 A u t o   i n v o c a t i o n 	 A u t o   i n v o c a t i o n 	 	 	 	 					  							 	 	 	 	 	 	 	 I n v o c a   o   a u t o m  t i c a 
 
 S T R _ J A V A _ S E T T I N G _ M E S S A G I N G 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   l i m i t   M I D l e t   t o   a c c e s s   m e s s a g e   o n   h a n d s e t 	 M e s s a g i n g 	 
o`	 Oo`	 I-'2!	 M e n s a j e s 	 M e s s a g e r i e 	 M e s s a g i n g 	 5@540G0  A>>1I5=89	 M e s s a g g i 	 13'&D	 E n v i a r   m e n s a g e n s 	 i l e t i 	 T i n   n h n 	 m e m e s a n 	 M e s e j 	 8		&	G	6	  -	G		>	  	>	  0	9	>	  9	H		 S e n d e r   b e s k e d 	 P o s  l  n    z p r  v 	   w i a d o m o [c i 	  z e n e t k  l d  s 	 V i e s t i t y s 	 M e l d i n g 	 P o s i e l a n i e   s p r  v 	 B e r i c h t g e v i n g 	 M e d d e l a n d e 	 P o r u k e 	 M e s a g e r i e 	 P o ai l j a n j e   S p o r o 
i l 	   	   	 !J>1I020=5	 8		&	G	6	  *	>	 	5	>		 ~'E  13'F	 ~:'E  13'F	 	 							 8
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 S T R _ J A V A _ S E T T I N G _ M U L T I M E D I A 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   c o n f i g   M u l t i m e d i a   a c c e s s   a u t h o r i t y 	 M u l t i m e d i a 	 YZԚ	 YZSO	 !1%4!5@5"	 M u l t i m e d i a 	 M u l t i m  d i a 	 M u l t i m e d i a 	 C;LB8<5480	 M u l t i m e d i a 	 #9D'EJ)	 M u l t i m  d i a 	  o u l o r t a m l 1	 a   p h n g   t i n 	 M u l t i m e d i a 	 M u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>		 M u l t i m e d i e 	 M u l t i m  d i a 	 M u l t i m e d i a 	 M u l t i m  d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m  d i a 	 M u l t i m e d i a 	 M u l t i m e d i a 	 M u l t i m e d i j a 	 M u l t i m e d i a 	 M u l t i m e d i j i 	 	 	 C;B8<548O	 .	2	M		@	.	?	!	@	/	>		 F/13'FG  '	 EDy  E'    	 	 													 ,
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I	 L e e r   d a t o s   d e   u s u a r i o 	 L i r e   l e s   d o n n  e s   u t i l i s a t e u r 	 B e n u t z e r d a t e n   l e s e n 	 'B5=85  40==KE  ?>;L7>20B5;O	 L e g g i   d a t i   u t e n t e 	 B1'!)  E9DHE'*  'DE3*./E	 L e r   d a d o s   d o   u t i l i z a d o r 	 K u l l a n 1c 1  v e r i l e r i n i   o k u   	 T r u y   c p   d   l i u   n g i   s   d n g 	 B a c a   d a t a   p e n g g u n a 	 D a t a   p e n g g u n a   b a c a 	 *	M	0	/	K		M	$	>	  !	>		>	  *	]	G			 	 	 	 F e l h a s z n  l  i   a d a t o k   o l v a s  s a 	 	 	 	 G e b r u i k e r s g e g e v e n s   l e z e n 	 	 	 C i t i ci   i n f o r m a ci i l e   d e s p r e   u t i l i z a t o r 	 	 	     	 	 		*	-	K		M	$	M	/	>		@	  !	G		>	  0	@	!	  	0	>		 .H'F/F  /'/G  '1(1	 H21  y'  ~	     	 												  				  						 5
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7H-!H-C7I5H	 C o n e c t i v i d a d   l o c a l 	 C o n n e c t i v i t    l o c a l e 	 L o k a l e   K o n n e k t i v i t  t 	 >:0;L=K5  ?>4:;NG5=8O	 C o n n e t t i v i t    l o c a l e 	 '*5'D  'DE-'DJ	 L i g a   o   l o c a l 	 Y e r e l   b a l a n a b i l i r l i k   	 K t   n i   v i   b n   a 	 K o n e k t i v i t a s   l o k a l 	 K e s a m b u n g a n   t e m p a t a n 	 8	M	%	>	(	@	/	  	(	G		M		?	5	?		@		 	 	 	 H e l y   c s a t l a k o z  s i   l e h e t Qs  g 	 	 	 	 P l a a t s e l i j k e   c o n n e c t i v i t e i t 	 	 	 C o n e c t i v i t a t e   l o c a l 	 	 	   	 	 8	M	%	>	(	?		  8		*	0	M		$	>		 '*5'D  E-D	 9D'B'&  '*5'D	   	 							  										 8
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	     	 L o c a l   c o n n e c t i v i t y 	 L o c a l   c o n n e c t i v i t y 	 L o c a l   c o n n e c t i v i t y 	 P l a a s l i k e   v e r b i n d b a a r h e i d 	 L o c a l   c o n n e c t i v i t y 	 L o c a l   c o n n e c t i v i t y 	 L o c a l   c o n n e c t i v i t y 	 L o c a l   c o n n e c t i v i t y 	 L o c a l   c o n n e c t i v i t y 	 L o c a l   c o n n e c t i v i t y 	 	 	 	 							  										 	 	 	 	 	 	 	 C o n e c t i v i d a d e   l o c a l 
 
 S T R _ J A V A _ I N F O _ N A M E 	 J a v a 	 U N L I M 	 S t r i n g ,   " N a m e : " 	 N a m e : 	 
T1z	 
Ty	 
7H-: 	 N o m b r e : 	 N o m   : 	 N a m e : 	 <O: 	 N o m e : 	 '3E  : 	 N o m e : 	 a d I : 	 T  n : 	 N a m a : 	 N a m a : 	 (	>	.	: 	 N a v n : 	 N  z e v : 	 N a z w a : 	 N  v : 	 N i m i : 	 N a v n : 	 N  z o v : 	 n a a m : 	 N a m n 	 I m e : 	 N u m e : 	 I m e : 	 : 	 : 	 <5: 	 (	>		5	: 	 F'E: 	 F'E: 	 : 	 			: 	 (
>

: 	 *G0A	 0720: 	 


: 	 : 	 N a m e : 	 N a m e : 	 N a m e : 	 N a a m : 	 N a m e : 	 N a m e : 	 N a m e : 	 N a m e : 	 N a m e : 	 N a m e : 	 	 	 	 			: 	 	 	 	 	 	 	 	 N o m e : 
 
 S T R _ J A V A _ I N F O _ S I Z E 	 J a v a 	 U N L I M 	 S t r i n g ,   " S i z e : " 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@:   	 D i m e n s i o n i : 	 -,E  : 	 T a m a n h o : 	 b o y u t : 	 C : 	 U k u r a n : 	 S a i z : 	 		>	0	: 	 S t  r r e l s e : 	 V e l i k o s t : 	 R o z m i a r : 	 M  r e t : 	 K o k o : 	 S t  r r e l s e : 	 V e >k o s e: 	 G r o o t t e : 	 S t o r l e k : 	 V e l i 
i n a : 	 D i m e n s i u n e : 	 V e l i k o s t : 	 : 	 : 	  07<5@: 	 		>	0	: 	 'F/'2G: 	 3'&2: 	 : 	 				: 	 

>
0
: 	 8HA	  >7<V@: 	 

: 	 : 	 S i z e : 	 S i z e : 	 S i z e : 	 G r o o t t e : 	 S i z e : 	 S i z e : 	 S i z e : 	 S i z e : 	 S i z e : 	 S i z e : 	 	 	 	 				: 	 	 	 	 	 	 	 	 T a m a n h o : 
 
 S T R _ J A V A _ I N F O _ V E R S I O N 	 J a v a 	 U N L I M 	 S t r i n g   ,   " V e r s i o n : " 	 V e r s i o n : 	 Hr,g	 Hr,g	 @'-#L
1H: 	 V e r s i  n : 	 V e r s i o n   : 	 V e r s i o n : 	 5@A8O:   	 V e r s i o n e : 	 F3.)  : 	 V e r s  o : 	 s  r  m : 	 P h i  n   b n : 	 V e r s i : 	 V e r s i : 	 8		8	M		0	#	: 	 V e r s i o n : 	 V e r z e : 	 W e r s j a : 	 V e r z i  : 	 V e r s i o : 	 V e r s j o n : 	 V e r z i a : 	 V e r s i e : 	 V e r s i o n : 	 V e r z i j a : 	 V e r s i u n e : 	 V e r z i j a : 	 : 	 : 	 5@A8O: 	 8		8	M		0	#	: 	 F3.G: 	 H12F: 	 : 	 							: 	 5
0

(
: 	 5F0M7(M	 5@AVO: 	 






: 	 : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 W e e r g a w e : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 	 	 	 							: 	 	 	 	 	 	 	 	 V e r s  o : 
 
 S T R _ J A V A _ I N F O _ V E N D O R 	 J a v a 	 U N L I M 	 S t r i n g ,   " V e n d o r : " 	 V e n d o r : 	 OaFU	 O'FU	 9I3+H2": 	 P r o v e e d o r : 	 V e n d e u r   : 	 H  n d l e r : 	 >AB02I8::   	 F o r n i t o r e : 	 'D('&9  : 	 F a b r i c a n t e : 	 s a l a y 1c 1: 	 N h    c u n g   c p : 	 V e n d o r : 	 P e n j u a l : 	 5	?		M	0	G	$	>	: 	 S  l g e r : 	 O b c h o d n  k : 	 S p r z e d a w c a : 	 F o r g a l m a z  : 	 T o i m i t t a j a : 	 L e v e r a n d  r : 	 O b c h o d n  k : 	 L e v e r a n c i e r : 	 F  r s  l j a r e 	 P r o d a v a t e l j : 	 D i s t r i b u i t o r : 	 P r o d a j a l e c : 	 : 	 : 	 @>4020G: 	 5	?		M	0	G	$	>	: 	 A1H4F/G: 	 ('&9: 	 : 	 										: 	 5
H

!
0
: 	 5F!0M	 8@>1=8:: 	 







: 	 : 	 V e n d o r : 	 V e n d o r : 	 V e n d o r : 	 V e r s k a f f e r : 	 V e n d o r : 	 V e n d o r : 	 V e n d o r : 	 V e n d o r : 	 V e n d o r : 	 V e n d o r : 	 	 	 	 								: 	 	 	 	 	 	 	 	 V e n d e d o r : 
 
 S T R _ J A V A _ I N F O _ D E S C 	 J a v a 	 U N L I M 	 S t r i n g   ,   " D e s c r i p t i o n : " 	 D e s c r i p t i o n : 	 c	 c	 3-42": 	 D e s c r i p c i  n : 	 D e s c r i p t i o n   : 	 B e s c h r e i b u n g : 	 ?8A0=85:   	 D e s c r i z i o n e : 	 'DH5A  : 	 D e s c r i   o : 	 T a n 1m l a m a : 	 M    t : 	 D e s k r i p s i : 	 P e r i h a l a n : 	 5	?	5	0	#	: 	 B e s k r i v . : 	 P o p i s : 	 O p i s : 	 L e  r  s : 	 K u v a u s : 	 B e s k r i v e l s e : 	 P o p i s : 	 O m s c h r i j v i n g : 	 B e s k r i v n i n g 	 O p i s : 	 D e s c r i e r e : 	 O p i s : 	 : 	 : : 	 ?8A0=85: 	 5	?	5	0	#	  : 	 41-: 	 ('F: 	 : 	 					: 	 5
0
#
(
: 	 50M(	 ?8A: 	 




: 	 : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 B e s k r y w i n g : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 	 	 	 					: 	 	 	 	 	 	 	 	 D e s c r i   o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ I N F O _ W E B 	 J a v a 	 U N L I M 	 S t r i n g ,   " W e b s i t e : " 	 W e b s i t e : 	 }@W	 Q@W	 @'GDL: 	 S i t i o   W e b : 	 S i t e   w e b   : 	 W e b s i t e : 	 51- A09B: 	 S i t o   w e b : 	 'D4(C)  'D'DC*1HFJ)  : 	 W e b   s i t e : 	 w e b s i t e : 	 T r a n g   w e b : 	 W e b s i t e : 	 L a m a n   w e b : 	 5	G	,	8	>			: 	 W e b s i t e : 	 W e b o v    s t r  n k a : 	 S t r o n a   W W W : 	 W e b o l d a l : 	 V e r k k o - o s o i t e : 	 N e t t s i d e : 	 I n t e r n e t o v    s t r  n k a : 	 W e b s i t e : 	 W e b b s i d a : 	 W e b   s t r a n i c a : 	 S i t e   w e b : 	 W e b   s t r a n : 	 : 	   : 	 W e b s i t e : 	 5	G	5	8	>			: 	 H(  3'*: 	 H(  3'&y: 	 : 	 								: 	 5
H
,
8
>


: 	 5F,M  8HM	 51A09B: 	 






: 	 
 : 	 W e b s i t e : 	 W e b s i t e : 	 W e b s i t e : 	 W e b w e r f : 	 W e b s i t e : 	 W e b s i t e : 	 W e b s i t e : 	 W e b s i t e : 	 W e b s i t e : 	 W e b s i t e : 	 	 	 	 							: 	 	 	 	 	 	 	 	 S i t e   d a   W e b : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ I N F O _ A U T H 	 J a v a 	 U N L I M 	 S t r i n g ,   " A u t h o r i z e d   b y : " 	 A u t h o r i z e d   b y : 	 c
k	 cCg	 -8
2B": 	 A u t o r i z a d o   p o r : 	 A u t o r i s    p a r   : 	 A u t o r i s i e r t   v o n : 	 #?>;=><>G5==K9:   	 A u t o r i z z a t o   d a : 	 'D*HCJD  : 	 A u t o r i z a d o   p o r : 	 y e t k i l i d e n : 	 Q u y n   n h n : 	 D i b u a t   o l e h : 	 D i b e n a r k a n   o l e h : 	 . . .   &	M	5	>	0	>	  	'	?		C	$		 A u t o r i s e r e t   a f : 	 A u t o r i z o v  n o : 	 A u t o r y z o w a n e   p r z e z : 	 H i t e l e s  t e t t e : 	 V a l t u u t t a j a : 	 A u t o r i s e r t   a v : 	 A u t o r i z o v a n  : 	 G e a u t o r i s e e r d   d o o r : 	 A u k t o r i s e r a t   a v : 	 O v l a at e n   o d : 	 A u t o r i z a t   d e : 	 O d o b r e d n o   o d : 	       : 	     : 	 B>@878@0=  >B: 	 	M	/	>	5	M	9	>	0	G	  *	M	0	>	'	?		C	$		 *#/  E,H2  (': 	   019  EF8H1  4/  : 	 : 	 						  								: 	 
'
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
>
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  &
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  
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
: 	 %0H8M!M  G8?(5>0A	 2B>@87>20=>: 	 





  





  


: 	   : 	 A u t h o r i z e d   b y : 	 A u t h o r i z e d   b y : 	 A u t h o r i z e d   b y : 	 G e m a g t i g   d e u r : 	 A u t h o r i z e d   b y : 	 A u t h o r i z e d   b y : 	 A u t h o r i z e d   b y : 	 A u t h o r i z e d   b y : 	 A u t h o r i z e d   b y : 	 A u t h o r i z e d   b y : 	 	 	 	 				  						  								: 	 	 	 	 	 	 	 	 A u t o r i z a d o   p o r : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ I N F O _ C O N N 	 J a v a 	 U N L I M 	 S t r i n g ,   " C o n n e c t i o n : " 	 C o n n e c t i o n : 	 #}	 ޏc	 2#@
7H-!H-: 	 C o n e x i  n : 	 C o n n e x i o n   : 	 V e r b i n d u n g : 	 !>548=5=85:   	 C o n n e s s i o n e : 	 '*5'D  E('41  : 	 L i g a   o 	 b a l a n t 1: 	 K t   n i : 	 k o n e k s i : 	 S a m b u n g a n : 	 	(	G		M	6	(	  : 	 F o r b i n d e l s e : 	 P Yi p o j e n  	 P o Bc z e n i e : 	 K a p c s o l a t : 	 Y h t e y s : 	 T i l k o p l i n g : 	 P r i p o j e n i e : 	 V e r b i n d i n g : 	 A n s l u t n i n g : 	 P o v e z i v a n j e : 	 C o n e x i u n e : 	 P o v e z a v a : 	 : 	 : 	 @J7:0: 	 8		*	0	M		: 	 '*5'D: 	 F4F: 	 : 	 					: 	 
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: 	 : 	 C o n n e c t i o n : 	 C o n n e c t i o n : 	 C o n n e c t i o n : 	 V e r b i n d i n g : 	 C o n n e c t i o n : 	 C o n n e c t i o n : 	 C o n n e c t i o n : 	 C o n n e c t i o n : 	 C o n n e c t i o n : 	 C o n n e c t i o n : 	 	 	 	 								: 	 	 	 	 	 	 	 	 C o n e x  o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ I N F O _ B Y T E 	 J a v a 	 C 4 2 7 _ 3 	 S t r i n g ,   " B y t e " 	 b y t e 	 MOCQD}	 W[	 DL	 b y t e 	 o c t e t 	 B y t e 	 109BK	 b y t e 	 ('J*	 b y t e 	 B y t e 	 b y t e s 	 b y t e 	 b a i t 	 ,	>				 B y t e : 	 B y t e 	 B a j t 	 b  j t 	 T a v u 	 B y t e 	 B y t e 	 b y t e 	 B y t e 	 B y t e 	 o c t e t 	 B y t e 	 B y t e 	 	 B y t e 	 ,	>				 ('*	 B y t e 	 	 					 ,
>
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	 ,HA	 09B	 





	  	 b y t e s 	 b y t e s 	 b y t e s 	 g r e e p 	 b y t e s 	 b y t e s 	 b y t e s 	 b y t e s 	 b y t e s 	 b y t e s 	 	 	 	 					 	 	 	 	 	 	 	 b y t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M _ B L A N K E T _ G R A N T E D 	 J a v a 	 C 0 5 7 _ 1 	 L i s t   i t e m ,   a l w a y s   a l l o w   M I D l e t   t o   d o   s o m e t h i n g 	 A l l o w 	 =~/fAQ1	 ;`/fAQ	 -8
2	 P e r m i t i r 	 P e r m e t t r e 	 Z u l a s s e n 	  07@5H8BL	 C o n s e n t i r e 	 B(HD	 P e r m i t i r 	 0z i n   V e r 	 L u  n   c h o   p h  p 	 b i a r k a n 	 B e n a r k a n 	 	(	A	.	$	?	  &	G	(	>		 T i l l a d 	 D o v o l i t 	 Z e z w o l i 	 M e g e n g e d 	 S a l l i a 	 T i l l a t e 	 P o v o l i e	 T o e s t a a n 	 T i l l  t a 	 O m o g u i 	 P e r m i t e ci 	 D o v o l i 	 	 	  07@5H8	 	(	A	.	$	?		 ','2G  /'/F	 ','2*  /	 	 						  						 
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	 (A.$?A.A	 >72>;8B8	 





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	 	 A l l o w 	 A l l o w 	 A l l o w 	 L a a t   t o e 	 A l l o w 	 A l l o w 	 A l l o w 	 A l l o w 	 A l l o w 	 A l l o w 	 	 	 	 						  					 	 	 	 	 	 	 	 P e r m i t i r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M _ B L A N K E T 	 J a v a 	 C 0 5 7 _ 1 	 L i s t   i t e m ,   o n l y   a s k   u s e r   o n e   t i m e 	 P r o m p t   o n c e 	 SbOU N!k	 S N!k	 2!#1I@5"'@H21I	 P r e g u n t a r   u n a   v e z 	 D e m a n d e r   u n e   f o i s 	 A u f f o r d e r u n g   e i n m a l 	 >:070BL  >48=  @07	 C h i e d i   u n a   v o l t a 	 *F(JG    E1)    H'-/	 P e r g u n t a r   u m a   v e z 	 H e m e n   h a r e k e t e   g e  i r 	 C h     n h c   m t   l n 	 M i n t a   s e k a l i 	 G e s a   s e k a l i 	 		  ,	>	0	  *	B		G			 	 	 	 R  k  r d e z  s   e g y s z e r 	 	 	 	 E e n   k e e r   p r o m p t e n 	 	 	  n t r e a b   o   d a t 	 	 	       	 	 		&	>		  *	M	0	I	.	M	*	M			 ('1  3$'D  4H/	 '  ('1~1HEy	 	 					  					 

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	     	 P r o m p t   o n c e 	 P r o m p t   o n c e 	 P r o m p t   o n c e 	 P o l s   e e n   k e e r 	 P r o m p t   o n c e 	 P r o m p t   o n c e 	 P r o m p t   o n c e 	 P r o m p t   o n c e 	 P r o m p t   o n c e 	 P r o m p t   o n c e 	 	 	 	 				  					  					 	 	 	 	 	 	 	 P e r g u n t a r   u m a   v e z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M _ S E S S I O N 	 J a v a 	 C 0 5 7 _ 1 	 L i s t   i t e m ,   a s k   u s e r   a t   t h e   f i r s t   t i m e   a f t e r   t h e y   l a u n c h   m i d l e t   e v e r y t i m e . 	 P r o m p t   a t   f i r s t 	 ,{ N!kbOU	 ,{ N!k	 2!#1IA#	 P r e g u n t a r   p r i m e r o 	 D e m a n d e r   l a   p r e m i  r e   f o i s 	 A u f f o r d e r u n g   z u e r s t 	 0?@>A  ?@8  ?5@2><  70?CA:5	 C h i e d i   p e r   p r i m a   c o s a 	 *F(JG  #HD  'DE1)	 P e r g u n t a r   d a   p r i m e i r a   v e z 	  n c e l i k l e   h a r e k e t e   g e  i r   	 N h c   l n   t h   n h t 	 M i n t a   d u l u 	 G e s a   d a h u l u 	 *	9	2	@	  ,	>	0	  *	B		G			 	 	 	 R  k  r d e z  s   e l s Q  a l k a l o m m a l 	 	 	 	 E e r s t e   k e e r   p r o m p t e n 	 	 	  n t r e a b   l a    n c e p u t 	 	 	     	 	 	2	&	  *	M	0	%	.		 ('1  'HD  3$'D  4H/  	 ~D  ~1HEy  ,&	   	 							  					 *
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	 *M0>*MM  M  +8MM	 V4:07C20B8  A?>G0B:C	 




  








	       	 P r o m p t   a t   f i r s t 	 P r o m p t   a t   f i r s t 	 P r o m p t   a t   f i r s t 	 P o l s   a a n v a n k l i k 	 P r o m p t   a t   f i r s t 	 P r o m p t   a t   f i r s t 	 P r o m p t   a t   f i r s t 	 P r o m p t   a t   f i r s t 	 P r o m p t   a t   f i r s t 	 P r o m p t   a t   f i r s t 	 	 	 	 						  					  					 	 	 	 	 	 	 	 P e r g u n t a r   a   p r i n c  p i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M _ O N E S H O T 	 J a v a 	 C 0 5 7 _ 1 	 L i s t   i t e m ,   a s k   u s e r   e v e r y t i m e . 	 P r o m p t   a l w a y s 	 k!kbOU	 k!k	 2!8#1I	 P r e g u n t a r   s i e m p r e 	 T o u j o u r s   d e m a n d e r 	 A u f f o r d e r u n g   i m m e r 	 A5340  70?@0H820BL	 C h i e d i   s e m p r e 	 /'&E'    *F(JG	 P e r g u n t a r   s e m p r e 	 g  d    H e r   Z a m a n 	 L u  n   n h c 	 t a n y a   s e l a l u 	 G e s a   s e n t i a s a 	 9	.	G	6	>	  *	B		G			 A l t i d   p r o m p t 	 V ~d y   s e   d o t  z a t 	 Z a w s z e   s z y b k i 	 M i n d i g   r  k  r d e z 	 A i n a   p r o m p t i 	 B e   a l l t i d 	 V ~d y   s a   o p  t a e	 A l t i j d   p r o m p t e n 	 F r  g a   a l l t i d 	 U v i j e k   z a t r a ~i 	  n t r e a b    n t o t d e a u n a 	 T r e n u t n o   V e d n o 	   	     	 8=038  02@5<5	 	2	&	  (	G	9	.	@		 GE4G  3$'D  4H/	 E4  ~1HEy  ,&	   	 						  					 *
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	 *M0>*MM  2M2*M*A!A	 V4:07C20B8  702648	 





  








	     	 P r o m p t   a l w a y s 	 P r o m p t   a l w a y s 	 P r o m p t   a l w a y s 	 P o l s   a l t y d 	 P r o m p t   a l w a y s 	 P r o m p t   a l w a y s 	 P r o m p t   a l w a y s 	 P r o m p t   a l w a y s 	 P r o m p t   a l w a y s 	 P r o m p t   a l w a y s 	 	 	 	 					  					  					 	 	 	 	 	 	 	 P e r g u n t a r   s e m p r e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M _ U S E R D E N Y 	 J a v a 	 C 0 5 7 _ 1 	 L i s t   i t e m ,   n o t   a l l o w   M I D l e t   t o   d o   s o m e t h i n g 	 N e v e r 	 
NAQ1	 
NAQ	 D!H-8
2	 N u n c a 	 J a m a i s 	 N i e 	 8:>340  	 M a i 	 #(/'	 N u n c a 	 A s l a 	 K h  n g   c h o   p h  p 	 t a k   p e r n a h 	 J a n g a n 	 	-	@	  (	9	@			 A l d r i g 	 N i k d y 	 N i g d y 	 S o h a 	 E i   k o s k a a n 	 A l d r i 	 N i k d y 	 N o o i t 	 A l d r i g 	 N i k a d a 	 N u    n t r e b a   n i c i o d a t 	 N i k o l i 	 	   	 8:>30	 	'	@	  (	>	9	@			 G12	 (  F	   	 				  			 
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 
 S T R _ J A V A _ P E R M _ D M N _ O P E R A T O R 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   O p e r a t o r 	 O p e r a t o r 	 qKFU	 %ЏFU	 9IC+I#42#	 O p e r a d o r 	 O p  r a t e u r 	 B e d i e n e r 	 ?5@0B>@	 O p e r a t o r e 	 'DE4:D	 O p e r a d o r a 	 O p e r a t  r   	 N h    c u n g   c p 	 O p e r a t o r 	 O p e r a t o r 	 	*	0	G		0		 	 	 	 K e z e l Q	 	 	 	 O p e r a t o r 	 	 	 O p e r a t o r 	 	 	 	 	 	*	0	G		0		 '~1'*H1	 "~1y1	 	 					 
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 
 S T R _ J A V A _ P E R M _ D M N _ M A N U F A C T U R E R 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   M a n u f a c t u r e r 	 M a n u f a c t u r e r 	  FU	 6R FU	 9I%4	 F a b r i c a n t e 	 F a b r i c a n t 	 H e r s t e l l e r 	 @>872>48B5;L	 P r o d u t t o r e 	 'DEF*,	 F a b r i c a n t e 	  r e t i c i 	 N h    s n   x u t 	 P a b r i k 	 P e n g i l a n g 	 (	?	0	M	.	>	$	>		 	 	 	 G y  r t  	 	 	 	 F a b r i k a n t 	 	 	 P r o d u c t o r 	 	 	 	 	 		$	M	*	>	&			 *HD/FF/G	 EFHA11	 	 									 (
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 
 S T R _ J A V A _ P E R M _ D M N _ 3 R D P A R T Y 	 J a v a 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m ,   T h i r d   P a r t y 	 T h i r d   p a r t y 	 ,{	Ne	 ,{	Ne	 8%5H*2!	 T e r c e r o 	 T i e r s 	 D r i t t e   P a r t e i 	 "@5BL8  AB>@>=K	 T e r z a   p a r t e 	 'D71A  'D+'D+	 T e r c e i r o s 	    n c    k i _i   	 i   t n g   t h   b a 	 P i h a k   k e t i g a 	 P i h a k   k e t i g a 	 $	@	8	0	@	  *	>	0	M		@	  	 	 	 	 H a r m a d i k   f  l 	 	 	 	 D e r d e   p a r t i j 	 	 	 T e r ci 	 	 	   	 	 $	M	0	/	8	M	%	  *		M	7		 4.5  +'D+	 *31  ~'1y	 T h i r d   P a r t y 	 					  					 $
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 
 S T R _ J A V A _ P E R M _ D M N _ U N T R U S T E D 	 J a v a 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m ,   U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 
NON{
W	 
NONV	 B@!5HD!HD'IC	 D o m i n i o   s i n   c o n f i a n z a 	 D o m a i n e   i n c o n n u 	 N i c h t   v e t r a u t e   D o m  n e 	 5=0456=K9  4><5=	 D o m i n i o   n o n   a f f i d a b i l e 	 'DE,'D  :J1  E$*EF	 D o m  n i o   n  o   f i d e d i g n o 	 G  v e n i l m e y e n   a l a n   	 P h m   v i   k h  n g   t  n   n h i m 	 D o m a i n   t i d a k   t e r p e r c a y a 	 D o m a i n   t i d a k   d i p e r c a y a i 	 	5	?	6	M	5	>	8	(	?	/	  !	K	.	G	(		 	 	 	 N e m   m e g b  z h a t    t a r t o m  n y 	 	 	 	 N i e t - v e r t r o u w d   d o m e i n 	 	 	 D o m e n i u   n e a u t o r i z a t 	 	 	     	 	 	5	?	6	M	5	>	8	B	  !	K	.	G	(		 /'EFG  F'E7E&F	 :1  E9*E/  9D'B	   	 													  						 
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	   	 U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 O n v e r t r o u d e   d o m e i n 	 U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 U n t r u s t e d   d o m a i n 	 	 	 	 													  															 	 	 	 	 	 	 	 D o m  n i o   n  o   c o n f i  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ C A N C E L L E D 	 J a v a 	 P O P U P 	 P o p u p   m s g ,   C a n c e l l e d 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o 	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 A n n u l l a t o 	 *E  'D'D:'!	 C a n c e l a d o 	 0p t a l   e d i l d i   	    h y 	 D i b a t a l k a n 	 D i b a t a l k a n 	 0	&	M	&	  	?	/	>	  	/	>		 	 	 	 T  r  l v e 	 	 	 	 G e a n n u l e e r d 	 	 	 A n u l a t 	 	 	 	 	 	 D:H  4/	 	 	 					 	 	 	 

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	 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 G e k a n s e l l e e r 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 	 	 	 					  			  					 	 	 	 	 	 	 	 C a n c e l a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ S T A R T _ I N S T A L L I N G 	 J a v a 	 T I T L E ,   P O P U P 	 T i t l e ,   S t a r t   t o   i n s t a l l 	 S t a r t   i n s t a l l i n g 	 Y[݈	  _Y[ň	 @#4H!2#41I	 I n i c i a r   i n s t a l a c i  n 	 L a n c e m e n t   d e   l ' i n s t a l l a t i o n 	 I n s t a l l a t i o n   s t a r t e n 	 0G0;>  CAB0=>2:8	 I n i z i a   i n s t a l l a z i o n e 	 (/#  'D%F4'!	 I n i c i a r   i n s t a l a   o 	 Y  k l e m e   b a _l a t m a 	 B t   u   c  i   t 	 M u l a i   I n s t a l 	 M u l a   m e m a s a n g 	 		8	M		I	2	?			  6	A	0	B		 B e g y n d   i n s t a l l e r i n g 	 Z a 
 t   s   i n s t a l a c  	 S t a r t   i n s t a l o w a n i a 	 T e l e p  t  s   i n d  t  s a 	 A l o i t a   a s e n n u s 	 S t a r t   i n s t a l l e r i n g 	 Z a h  j i e  i n at a l  c i u 	 I n s t a l l a t i e   s t a r t e n 	 S t a r t a   i n s t a l l a t i o n 	 P o 
e t a k   i n s t a l a c i j e 	  n c e p e ci   i n s t a l a r e a 	 Z a 
n i   N a m e s t i t e v 	   	   	 0?>G=8  8=AB0;0F8OB0	 8		8	M	%	>	*	(	  *	M	0	>	0		-	  	0	>		 41H9  F5(	 'F3y'D  1F'  41H9  ,&	   	 				  						  					 6
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	 	 S t a r t   i n s t a l l i n g 	 S t a r t   i n s t a l l i n g 	 S t a r t   i n s t a l l i n g 	 B e g i n   i n s t a l l a s i e 	 S t a r t   i n s t a l l i n g 	 S t a r t   i n s t a l l i n g 	 S t a r t   i n s t a l l i n g 	 S t a r t   i n s t a l l i n g 	 S t a r t   i n s t a l l i n g 	 S t a r t   i n s t a l l i n g 	 	 	 	 						  					  				 	 	 	 	 	 	 	 I n i c i a r   i n s t a l a   o 	 	 	 	 	 	 	 	 I n s t a l a k u n t z a   h a s i 	 S i m u l a n   a n g   p a g - i n s t a l l 	 C o m e z a r   a   i n s t a l a c i  n 	 B i d o   t i n y e b e 	 T o s a i g h   a n   s u i t e  i l 
 
 S T R _ J A V A _ V M _ I N S T A L L I N G 	 J a v a 	 C 4 1 2 _ 1 	 P o p u p   m s g ,   J a v a   I n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 [݈J a v a -N	 ck(W[ňJ a v a 	 3%141I2'2	 I n s t a l a c i  n   d e   J a v a 	 I n s t a l l a t i o n   d e   J a v a   e n   c o u r s 	 J a v a - I n s t a l l a t i o n 	 #AB0=>2:0  J a v a   	 I n s t a l l a z i o n e   d i   J a v a   i n   c o r s o 	 (/#  *1CJ(  ,'A'	 A   i n s t a l a r   o   J a v a 	 j a v a   Y  k l e m e 	 a n g   c  i   t   J a v a 	 S e d a n g   I n s t a l 	 M e m a s a n g   j a v a 	 	>	5	>	  		8	M		I	2	?				 J a v a   i n s t a l l e r e r 	 I n s t a l a c e   J a v a 	 I n s t a l o w a n i e   J a v a 	 J a v a   t e l e p  t  s e 	 J a v a - a s e n n u s 	 J a v a - i n s t a l l e r i n g 	 I n at a l  c i a   J a v a 	 J a v a   w o r d t   g e  n s t a l l e e r d 	 J a v a - i n s t a l l a t i o n 	 I n s t a l a c i j a   J a v e 	 I n s t a l a r e   J a v a 	 J a v a   N a m e s t i t e v 	   J a v a 	   ' 	 J a v a   8=AB0;0F8O	 	>	5	>	  8		8	M	%	>	*	(		 F5(  J a v a 	 ,'H'  'F3y'D  H1  	     	 				  						  			  						 
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	 >5>  (M  8M>25A$K&?	 AB0=>2;5==O  J a v a 	 






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	   	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l e e r   t a n s 	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 J a v a   i n s t a l l i n g 	 	 	 	 J a v a   										 	 	 	 	 	 	 	 I n s t a l a n d o   J a v a 	 	 	 	 	 	 	 	 J a v a   i n s t a l a k u n t z a 	 I n i - i n s t a l l   a n g   J a v a 	 I n s t a l a n d o   J a v a 	 J a v a   n a - e t i n y e 	 J a v a   a g   s u i t e  i l 
 
 S T R _ J A V A _ I N S T A L L E D 	 J a v a 	 P O P U P 	 P o p u p   m s g ,   I n s t a l l e d 	 I n s t a l l e d 	 ][݈	 ][ň	 41IA%I'	 I n s t a l a d o 	 I n s t a l l  	 I n s t a l l i e r t 	 #AB0=>2;5=>	 I n s t a l l a t o 	 *E  'D*1CJ(~ 	 I n s t a l a d o 	 Y  k l e m e ~ 	    c  i 	 S u d a h   I n s t a l ~ 	 D i p a s a n g 	 		8	M		I	2	  	?	/	>	  	/	>		 I n s t a l l e r e t ~ 	 I n s t a l o v  n o ~ 	 Z a i n s t a l o w a n e ~ 	 T e l e p  t v e ! 	 a s e n n e t t u 	 I n s t a l l e r t ~ 	 I n at a l o v a n  ~ 	 G e  n s t a l l e e r d 	 I n s t a l l e r a t ~ 	 I n s t a l i r a n o ~ 	 I n s t a l a t 	 N a s t a v l j e n o ~ 	 	 	 =AB0;8@0=~ 	 8		8	M	%	>	*	(	  	>	2	>		 F5(  4/	 ~ 'F3y'D  H  &	     ~ 	 							  			  						 8
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 
 S T R _ J A V A _ I N S T A L L _ F A I L E D 	 J a v a 	 P O P U P 	 P o p u p   m s g ,   F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 [݈1YWe	 [ň1Y%	 41I%I!@+%'	 E r r o r   a l   i n s t a l a r 	 E c h e c   d ' i n s t a l l a t i o n 	 I n s t a l l a t i o n   f e h l g e s c h l a g e n 	 !1>9  CAB0=>2:8	 I n s t a l l a z i o n e   n o n   r i u s c i t a 	 A4D  AJ  'D*1CJ(~ ~ 	 A   i n s t a l a   o   f a l h o u 	 Y  k l e m e   b a _a r 1s 1z ~ ~ 	 K h  n g   c  i   c 	 I n s t a l   g a g a l ~ ~ 	 P a s a n g   g a g a l 	 		8	M		I	2	  	8	+	2		 I n s t a l l e r i n g   m i s l y k k e t ~ ~ 	 I n s t a l a c e   s e l h a l a ~ ~ 	 I n s t a l a c j a   n i e   p o w i o d Ba   s i ~ ~ 	 S i k e r t e l e n   t e l e p  t  s 	 A s e n n u s   e p  o n n i s t u i 	 I n s t a l l e r i n g   m i s l y k k e t ~ ~ 	 I n at a l  c i a   z l y h a l a ~ ~ 	 I n s t a l l a t i e   m i s l u k t 	 I n s t a l l a t i o n   m i s s l y c k a d e s ~ ~ 	 I n s t a l a c i j a   n i j e   u s p j e l a ~ ~ 	 I n s t a l a r e a   n u   a   r e u _i t 	 N a s t a v i t e v   n e u s p e an a ~ ~ 	   	   	 =AB0;0F8O  =5CA?5H=0~ ~ 	 8		8	M	%	>	*	(	  	8	.	0	M	%		 F5(  'F,'E  F4/	 ~ ~ 'F3y'D  F''E  H  &	   ~ ~ 	 						  				  						  	 8
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~ ~ 	 (M  8M>2M  5?+2.H&?	 5  240;>AO  2AB0=>28B8	 





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	   	 I n s t a l l   f a i l e d 	 I n s t a l l   f a i l e d 	 I n s t a l l   f a i l e d 	 I n s t a l l a s i e   o n s u k s e s v o l 	 I n s t a l l   f a i l e d 	 I n s t a l l   f a i l e d 	 I n s t a l l   f a i l e d 	 I n s t a l l   f a i l e d 	 I n s t a l l   f a i l e d 	 I n s t a l l   f a i l e d 	 	 	 	 						  				  					 	 	 	 	 	 	 	 F a l h o u   e m   i n s t a l a r 	 	 	 	 	 	 	 	 I n s t a l a k u n t z a k   p o r r o t   e g i n   d u 	 H i n d i   n a g t a g u m p a y   a n g   p a g - i n s t a l l 	 I n s t a l a c i  n   f a l l a d a 	 O k w e g h i   e t i n y e   b u k m a k 	 T h e i p   a r   s h u i t e  i l 
 
 S T R _ J A V A _ D E L E T E _ A S K 	 J a v a 	 U N L I M 	 P o p u p   m s g ,   D e l e t e ? 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 \ n  Nea(uz_yd@b	gvܕǌe\!qlb`_Pa(uz_S+T\ n 	 \ n  Ne^(uz^yd@b	gvsQpenc\elb`
Yُ*N^(uz^S+T\ n 	 ? \ @!7H-%--A%I'  09II-!9%5H@5H"'I-1I+!7D!HDI  
85I#0-I'": \ n 	 ? \ n U n a   v e z   e l i m i n a d o s   t o d o s   l o s   d a t o s   r e l a c i o n a d o s ,   n o   s e   p o d r  n   r e c u p e r a r .   E s t a   s u i t e   c o n t i e n e : \ n 	 ? \ n U n e   f o i s   s u p p r i m  ,   t o u t e s   l e s   d o n n  e s   a s s o c i  e s   n e   p o u r r o n t   p l u s    t r e   r e s t a u r  e s .   C e t t e   s u i t e   c o n t i e n t : \ n 	 ? \ n S o b a l d   e n t f e r n t   l a s s e n   s i c h   a l l e   d i e s b e z  g l i c h e n   D a t e n   n i c h t   w i e d e r h e r s t e l l e n .   D i e s e   S u i t e   e n t h  l t : \ n 	 ? \ n >A;5  ?5@5<5I5=8O  2>AAB0=>28BL  A2O70==K5  40==K5  1C45B  =52>7<>6=>.   !>AB02  MB>3>  =01>@0: \ n 	 ? \ n U n a   v o l t a   r i m o s s i ,   t u t t i   i   d a t i   r e l a t i v i   n o n   p o s s o n o   e s s e r e   r e c u p e r a t i .   Q u e s t o   p a c c h e t t o   c o n t i e n e : \ n 	 E3-	 ? \ n A p  s   a   r e m o   o ,   t o d o s   o s   d a d o s   r e l a c i o n a d o s   n  o   p o d e r  o   s e r   r e c u p e r a d o s .   E s t e   s u i t e   c o n t  m : \ n 	 ? \ n H e m e n   k a l d 1r 1l d 1,   i l g i l i   v e r i l e r   g e r i   a l 1n a m 1y o r .   B u   g r u p   \ n   i  e r i y o r 	 ? \ n N u   t r t   t   n g   d n g   k h i   b   x  a ,   n h n g   d   l i u   l i  n   q u a n   s   k h  n g   t h   p h c   h i , t r t   t   n g   d n g   n  y   b a o   h  m : \ n 	 ? \ n J i k a   d i h a p u s ,   s e m u a   d a t a   y a n g   t e r k a i t   t i d a k   d a p a t   d i p u l i h k a n .   P a k e t   i n i   b e r i s i : \ n 	 ? \ n S e l e p a s   d i k e l u a r k a n ,   s e m u a   d a t a   b e r k a i t a n   t i d a k   b o l e h   d i p u l i h k a n .   S e t   i n i   m e n g a n d u n g i : \ n 	 ? \ n 9		>	(	G	  	G	  ,	>	&	,   8		,		'	?	$	  8	.	8	M	$	  !	>		>	  *	A	(	:   *	M	0	>	*	$	  (	9	@		  	?	/	>	  	>	  8		$	>	d	  	8	  8	A			  .	G		  9	H	: \ n 	 	 	 	 ? \ n A z   e l t  v o l  t  s s a l   v  g l e g e s e n   t  r l i   a   k a p c s o l  d    a d a t o k a t .   A   c s o m a g   t a r t a l m a : \ n 	 	 	 	 ? \ n N a   v e r w i j d e r e n ,   k u n n e n   d e   r e l a t i e v e   g e g e v e n s   n i e t   m e e r   h e r s t e l d   w o r d e n .   D e z e   s u i t e   b e v a t : \ n 	 	 	 ? \ D u p   c e   a u   f o s t   _t e r s e ,   i n f o r m a ci i l e   d v s .   p e r s o n a l e   n u   m a i   p o t   f i   r e c u p e r a t e .   A c e s t   s e t   c o n ci n e : \ n 	 	 	 ? / n   ,                 .       : / n 	 	 	 \ n (G  E-6  -0A*E'E  /'/G  G'  E1(H7G  :1B'(D  ('2'(  '3*. 'F  31  4'ED: \ n 	 	 ? 	 ? \ n 					  					  				,   					  							  				  											  			  						  |   		  							  			: \ n 	 .
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? 	 $J2?*A.A? 	 ? \ n VA;O  2840;5==O  2AV  72' O70=V  40=V  =5  <>6=0  1C45  2V4=>28B8.   >  =8E  =0;568BL: \ n 	 ?   \ n   

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:   \ n 	 ? \ n       ,       .         : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n A s   d i t   e e n   k e e r   v e r w y d e r   i s ,   k a n   g e e n   r e l a t i e w e   d a t a   h e r w i n   w o r d   n i e .   H i e r d i e   s u i t e   b e v a t : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 ? \ n O n c e   r e m o v e d ,   a l l   r e l a t i v e   d a t a   c a n   n o t   b e   r e c o v e r e d .   T h i s   s u i t e   c o n t a i n s : \ n 	 	 	 	 ? \ 				  							  				,   				  									  				  										  				  							  		  							  											  		  			: \ n 	 	 	 	 	 	 	 	 ? \ n Q u a n d o   r e m o v i d o ,   o s   d a d o s   r e l a t i v o s   n  o   p o d e m   s e r   r e c u p e r a d o s .   E s t e   c o n j u n t o   c o n t  m : \ n 	 	 	 	 	 	 	 	 ? \ n E z a b a t u   e t a   g e r o ,   i n f o r m a z i o a   e z i n   d a   b e r r e s k u r a t u : \ n 	 ? \ n K a p a g   n a a l i s ,   l a h a t   n g   r e l a t i v e   n a   d a t a   a y   h i n d i   n a   m a b a b a w i .   A n g   s u i t e   n a   i t o   a y   n a g l a l a m a n   n g : \ n 	 U n h a   v e z   q u e   s e x a   e l i m i n a d o ,   t o d o s   o s   d a t o s   r e l a t i v o s   n o n   p o d e r  n   s e r   r e c u p e r a d o   E s t a   s u i t e   c o n t  n : 	 ? \ n o z i g b o   i w e p r ,   a g a g h   e w e t a c h a   d a t a   n i i l e . N g w u g w u   a   b u : \ n 	 ? \ n N u a i r   a   b h a i n f e a r    ,   n    b h e i f e a r   i n   a n n   s o n r a    g a o l m h a r   a r   b i t h   a   a i s g h a b h  i l .   S a   s r a i t h   s e o   t  : \ n 
 
 S T R _ J A V A _ S T A R T _ U P D A T I N G 	 J a v a 	 P O P U P 	 P o p u p   m s g ,   S t a r t   U p d a t i n g 	 S t a r t   u p d a t i n g 	 Yfe	  _Yfe	 @#4H!2#-1@	 I n i c i a r   a c t u a l i z a c i  n 	 L a n c e r   l a   m i s e      j o u r   ? 	 A k t u a l i s i e r u n g   s t a r t e n 	 0G0BL  >1=>2;5=85	 I n i z i a   a g g i o r n a m e n t o 	 (/#  'D*-/J+	 I n i c i a r   a c t u a l i z a   o 	 G  n c e l l e _t i r   b a _l a t m a 	 B t   u   c p   n h t 	 M u l a i   p e m b a r u a n 	 M u l a   m e n g e m a s   k i n i 	 	*	!	G		  	0	(	>	  6	A	0	B		 B e g y n d   o p d a t e r i n g 	 Z a 
 t   s   a k t u a l i z a c  	 S t a r t   a k t u a l i z o w a n i a 	 F r i s s  t  s   i n d  t  s a 	 A l o i t a   p  v i t y s 	 S t a r t   o p p d a t e r i n g 	 Z a h  j i e  a k t u a l i z  c i u 	 B i j w e r k e n   w o r d t   g e s t a r t 	 S t a r t a   u p p d a t e r i n g 	 P o k r e n i   a ~u r i r a n j e 	  n c e p e ci   a c t u a l i z a r e a 	 Z a 
n i   P o s o d a b l j a n j e 	   	   	 0?>G=8  >1=>2O20=5	 	*	!	G		?			  *	M	0	>	0		-	  	0	>		 41H9  1H2"E/3'2	 '~  y  1F'  41H1  ,&	     	 					  									 
*
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	 *M  !GM  *M0>0-?A.A	 >G0B8  >=>2;5==O	 





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	 	 S t a r t   u p d a t i n g 	 S t a r t   u p d a t i n g 	 S t a r t   u p d a t i n g 	 B e g i n   o p d a t e e r 	 S t a r t   u p d a t i n g 	 S t a r t   u p d a t i n g 	 S t a r t   u p d a t i n g 	 S t a r t   u p d a t i n g 	 S t a r t   u p d a t i n g 	 S t a r t   u p d a t i n g 	 	 	 	 						  					  				 	 	 	 	 	 	 	 I n i c i a r   a t u a l i z a   o 	 	 	 	 	 	 	 	 E g u n e r a k e t a   h a s i 	 S i m u l a n   a n g   p a g - u p d a t e 	 C o m e z a r   a c t u a l i z a c i  n 	 B i d o   m m e l i t e 	 T o s a i g h   a n   n u a s h o n r  
 
 S T R _ J A V A _ U P D A T E D 	 J a v a 	 P O P U P 	 P o p u p   m s g ,   U p d a t e d 	 U p d a t e d 	 ]fe	 ]fe	 -1@A%I'	 A c t u a l i z a d o 	 M i s      j o u r 	 A k t u a l i s i e r t 	 1=>2;5=>	 A g g i o r n a t o 	 *E  'D*-/J+~ 	 A c t u a l i z a d o 	 G  n c e l l e _t i r ~ 	    c p   n h t 	 d i p e r b a r u i ~ 	 D i k e m a s   k i n i 	 	*	!	G		  	?	/	>	  	/	>		 O p d a t e r e t ~ 	 A k t u a l i z o v  n o ~ 	 Z a k t u a l i z o w a n o ~ 	 F r i s s  t v e ! 	 P  i v i t e t t y 	 O p p d a t e r t ~ 	 A k t u a l i z o v a n  ~ 	 B i j g e w e r k t 	 U p p d a t e r i n g   l y c k a d e s ~ 	 A ~u r i r a n o ~ 	 A c t u a l i z a t 	 P o s o d o b l j e n o ~ 	 	 	 1=>25=8~ 	 	*	!	G		G	!	~ 	 1H2"E/  4/	 ~ '~  y  H  '	       ~ 	 					  			  					 
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 
 S T R _ J A V A _ U P D A T E _ F A I L E D 	 J a v a 	 P O P U P 	 P o p u p   m s g ,   F a i l e d   t o   u p d a t e 	 F a i l e d   t o   u p d a t e 	 fe1YWe	 fe1Y%	 -1@%I!@+%'	 E r r o r   a l   a c t u a l i z a r 	 E c h e c   d e   m i s e      j o u r 	 A k t u a l i s i e r u n g   f e h l g e s c h l a g e n 	 !1>9  >1=>2;5=8O	 A g g i o r n a m e n t o   n o n   r i u s c i t o 	 A4D  AJ  'D*-/J+~ ~ 	 A   a c t u a l i z a   o   f a l h o u 	 G  n c e l l e _t i r   b a _a r 1s 1z ~ ~ 	 C p   n h t   t h t   b i 	 p e m b a r u a n   g a g a l ~ ~ 	 K e m a s   k i n i   g a g a l 	 	*	!	G		  	0	(	>	  	8	+	2		 O p d a t e r i n g   m i s l y k k e t ~ ~ 	 A k t u a l i z a c e   s e l h a l a ~ ~ 	 A k t u a l i z a c j a   n i e   p o w i o d Ba   s i ~ ~ 	 S i k e r t e l e n   f r i s s  t  s 	 P  i v i t y s   e p  o n n i s t u i 	 O p p d a t e r i n g   m i s l y k k e t ~ ~ 	 A k t u a l i z  c i a   z l y h a l a ~ ~ 	 B i j w e r k e n   m i s l u k t 	 U p p d a t e r i n g   m i s s l y c k a d e s ~ ~ 	 A ~u r i r a n j e   n i j e   u s p j e l o ~ ~ 	 A c t u a l i z a r e a   n u   a   r e u _i t 	 P o s o d a b l j a n j e   n e u s p e an o ~ ~ 	   	   	 1=>2O20=5  =5CA?5H=>~ ~ 	 	*	!	G		  	8	.	0	M	%	~ 	 1H2"E/3'2  F'EHAB  (H/	 ~ ~ '~  y  F''E  H  '	     ~ ~ 	 								  				  						  	 
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 
 S T R _ J A V A _ L A U N C H _ A S K 	 J a v a 	 T I T L E 	 T i t l e ,   L a u n c h 	 L a u n c h 	 WL	 gbL	 @4	  L a n z a r ? 	 L a n c e r   	 S t a r t e n 	 0?CAB8BL?   	 L a n c i a ?   	 *4:JD	 I n i c i a r 	 b a _l a t 	 K h i   c h y 	 J a l a n k a n ? 	 L a n c a r 	 2	I	(	M		? 	 S t a r t ? 	 S p u s t i t ? 	 U r u c h o m i ? 	 I n d  t  s 	 J u l k a i s e ? 	 S t a r t ? 	 S p u s t i e? 	 S t a r t e n 	 S t a r t a ? 	 P o k r e n u t i ? 	 L a n s a r e 	 S p r o ~i ? 	 ; 	 	 0@548? 	 	0		-	  	0	(	>	? 	 1'G  'F/'2	 D'F  ,&	 ? 	 					? 	 	
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 S T R _ J A V A _ S T O P P E D 	 J a v a 	 P O P U P 	 P o p u p   m s g ,   J a v a   A p p l i c a t i o n   S t o p p e d 	 J a v a   a p p l i c a t i o n   s t o p p e d 	 J a v a a(uz_P}_g	 J a v a ^(uz^~_g	 +"8C
IB#A#!2'2	 A p l i c a c i  n   J a v a   d e t e n i d a 	 A p p l i c a t i o n   J a v a   a r r  t  e 	 J a v a - A n w e n d u n g   g e s t o p p t 	 @8;>65=85  J a v a   >AB0=>2;5=>	 A p p l i c a z i o n e   J a v a   i n t e r r o t t a 	 *7(JB'*  'D,'A'  *HBA	 A   a p l i c a   o   J a v a   p a r o u 	 J A V A   U y g u l a m a   D u r d u r u l d u 	 K t   t h  c   n g   d n g   J a v a 	 A p l i k a s i   J a v a   d i h e n t i k a n 	 A p l i k a s i   J a v a   d i h e n t i k a n 	 	>	5	>	  	*	M	2	?		G	6	(	  0	A		>		 J a v a   A p p l i k a t i o n   S t o p p e t 	 A p l i k a c e   J a v a   z a s t a v e n a 	 A p l i k a c j a   J a v a   z a t r z y m a n a . 	 J a v a   a l k a l m a z  s   l e  l l  t v a 	 J a v a - s o v e l l u s   o n   p y s  y t e t t y 	 J a v a - p r o g r a m   s t a n s e t 	 A p l i k  c i a   J a v a   z a s t a v e n  	 J a v a - t o e p a s s i n g   g e s t o p t 	 J a v a - p r o g r a m   a v b r u t e t 	 J a v a   a p l i k a c i j a   z a u s t a v l j e n a 	 A p l i c a ci e   J a v a   o p r i t 	 J a v a   A p l i k a c i j a   Z a u s t a v l j e n a 	       J a v a 	   '   	 J a v a   @8;>65=85  A?@O=>	 	>	5	>	  	*	M	2	@		G	6	(	  ,		&		 (1F'EG  J a v a   E*HBA  4/	 ,'H'  '~D4F  1  &	     	 				  									  					 
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 
 S T R _ J A V A _ S T A R T _ U P D A T E _ A S K 	 J a v a 	 U N L I M 	 A s k   u s e r   i f   t h e y   w a n t   t o   u p d a t e   t h e   m i d l e t . 	 D o   y o u   w a n t   t o   u p d a t e   a p p l i c a t i o n   f r o m   I n t e r n e t ? 	 /f&T_}fe	 /f&TNQ~fe	 8I-2#-1@B#A#!2-4@-#L@G+#7-D!H? 	  D e s e a   a c t u a l i z a r   l a   a p l i c a c i  n   d e s d e   I n t e r n e t ? 	 V o u l e z   v o u s   m e t t r e      j o u r   l e   l o g i c i e l   v i a   I n t e r n e t   ? 	 M  c h t e n   S i e   d i e   A n w e n d u n g    b e r   d a s   I n t e r n e t   a k t u a l i s i e r e n ? 	 K  E>B8B5  >1=>28BL  ?@8;>65=85  87  =B5@=5B0?   	 E s e g u i r e   l ' a g g i o r n a m e n t o   d e l l ' a p p l i c a z i o n e   d a   I n t e r n e t ? 	 GD  *1J/  'F  *-/J+  'D*7(JB  EF  'D'F*1F*	 Q u e r   a c t u a l i z a r   a   a p l i c a   o   a   p a r t i r   d a   I n t e r n e t ? 	 U y g u l a m a y 1  i n t e r n e t t e n   g  n c e l l e m e k   i s t e r   m i s i n i z ? 	 B n   m u n   c p   n h t   t   m n g   k h  n g ? 	 A n d a   i n g i n   m p e r b a r u i   a p l i k a s i   d a r i   i n t e r n e t ? 	 A n d a   i n g i n   m e n g e m a s   k i n i   a p l i k a s i   d a r i p a d a   i n t e r n e t ? 	 	M	/	>	  	*	  			0	(	G		  8	G	  	*	M	2	?		G	6	(	  	&	M	/	$	(	  	0	(	>	  	>	9	$	G	  9	H		? 	 V i l   d u   h a v e   o p d a t e r i n g s   a p p l i k a t i o n e n   f r a   i n t e r n e t t e t ? 	 C h c e t e   a p l i k a c i   a k t u a l i z o v a n o u   z   i n t e r n e t u ? 	 C h c e s z ,   a b y   a k t u a l i z o w a   a p l i k a c j e   p r z e z   I n t e r n e t ? 	 K  v  n j a   f r i s s  t e n i   a z   a l k a l m a z  s t   a z   i n t e r n e t r Ql ? 	 H a l u a t k o   p  i v i t t     s o v e l l u k s e n   I n t e r n e t i s t  ? 	 V i l   d u   h a   o p p d a t e r i n g s p r o g r a m m e t   f r a   i n t e r n e t t ? 	 C h c e t e   a k t u a l i z o v a e  a p l i k  c i u   z   i n t e r n e t u ? 	 W i l t   u   d e   t o e p a s s i n g   v a n u i t   h e t   i n t e r n e t   b i j w e r k e n ? 	 V i l l   d u   h  m t a   p r o g r a m u p p d a t e r i n g   f r  n   I n t e r n e t ? 	 }e l i t e   l i   ~e l i t e   a ~u r i r a t i   p r o g r a m   s a   i n t e r n e t a ? 	 A c t u a l i z a ci   a p l i c a ci a   d e   p e   I n t e r n e t ? 	 A l i   ~e l i a  p o s o d o b i t i   a p l i k a c i j o   i z   i n t e r n e t a ? 	               ; 	           ? 	 A:0B5  ;8  40  >1=>28B5  ?@8;>65=85B>  >B  8=B5@=5B? 	 	&	/	>	5	$	B	  	G	2	G	2	G	  	*	M	2	@		G	6	(	  			0	(	G			0	@	$	>	  9	5	G	  	9	G	  	>	/		 "J'  EJ.H'GJ/  (1F'EG  1'  '2  1'G  'JF*1F*  1H2"E/  FE'JJ/	 '  'S~  'Fy1Fy  3  '~  y  '~D4F  '*  	           ? 	 				  		  									  				  									  					  				  			? 	 
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 
 S T R _ J A V A _ P U S H _ L A U N C H _ A S K 	 J a v a 	 U N L I M 	 A s k   u s e r   i f   t h e y   w a n t   t o   l a u n c h   t h e   p u s h   m i d l e t   a n d   t e r m i n a t e   t h e   o r i g i n a l   o n e . 	 D o   y o u   w a n t   t o   l a u n c h   p u s h e d   M I D l e t   a n d   t e r m i n a t e   c u r r e n t   a p p l i c a t i o n ? 	 /f&T_UR  P u s h   J a v a z_&NP}_gvMRvz_	 /f&T/TR  P u s h   J a v a z^v^~_gvMRvz^	 I-2#@48
  M I D l e t   A%0"@%4B#A#!2#C
I2181+#7-D!H? 	  D e s e a   l a n z a r   e l   M I D l e t   c o n   p u s h   y   t e r m i n a r   l a   a p l i c a c i  n   a c t u a l ? 	 V o u l e z - v o u s   e x  c u t e r   l e   M I D l e t   e t   t e r m i n e r   l a   p r  s e n t e   a p p l i c a t i o n   ? 	 M  c h t e n   S i e   g e p u s h t e s   M I D l e t   s t a r t e n   u n d   a k t u e l l e   A n w e n d u n g   t e r m i n i e r e n ? 	 0?CAB8BL  ?>;CG5==K9  <84;5B,   70:@K2  B5:CI55  ?@8;>65=85? 	 S i   d e s i d e r a   l a n c i a r e   M I D l e t   p u s h   e   t e r m i n a r e   i l   p r o g r a m m a   c o r r e n t e ? 	 GD  *1J/  'F  *4:JD  'DF8'E  P u s h   AJ  'D,'A'	 Q u e r   i n i c i a r   o   M I D l e t   e n v i a d o   e   t e r m i n a r   a   a p l i c a   o   a c t u a l ? 	 B a s 1l a n   M I D l e t ' i   b a _l a t m a k   v e   m e  v u t   u y g u l a m a y 1  d u r d u r m a k   i s t i y o r   m u s u n u z ?   	 B n   m u n   c h y   P u s h   J a v a ? 	 A n d a   i n g i n   m e n g a k t i f k a n   M I D l e t   p u s h   d a n   m e n g h e n t i k a n   a p l i k a s i   y a n g   t e r b u k a ? 	 A n d a   m a h u   m e l a n c a r k a n   M I D l e t   d i t o l a k   d a n   t a m a t k a n   a p l i k a s i   s e m a s a ? 	 	M	/	>	  	*	  *	A	6	M	!	  M I D l e t   6	A	0	B	  	0	(	>	  	0	  5	0	M	$	.	>	(	  	*	M	2	?		G	6	(	  8	.	>	*	M	$	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 E l i n d  t j a   a   p u s h - M I D l e t e t    s   b e z  r j a   a z   a k t u  l i s   a l k a l m a z  s t ? 	 	 	 	 W i l t   u   d e   g e d u w d e   M I D l e t   s t a r t e n   e n   d e   h u i d i g e   t o e p a s s i n g   b e  i n d i g e n ? 	 	 	 L a n s a ci   a p l i c a ci a   M I D l e t   s o l i c i t a t   _i   s    n c h e i a ci   a p l i c a ci a   c u r e n t ? 	 	 	         p u s h e d   M I D l e t         ? 	 	 	 "'  E  .H'G/  M I D l e t   '13'D  4/G  1'  1'G  'F/'2  F/  H  (G  (1F'EG  A9D  .'*EG  /G/	 	 	 				  		  				  M I D l e t   				  				  			  				  											  			  				  			? 	 	 	 	 	     M I D l e t   ,        ? 	 U f u n a   u k u l o n t s h a   i - p u s h e d   M I D l e t   b e s e   u k u p h e l i s a   u h l e l o   l w a m a n j e ? 	 U f u n a   u k u k w a z i s a   i - M I D l e t   e t y h a l i w e y o   k w a y e   u p h e l i s e   i - a p l i k e s h i n i   y a n g o k u ? 	 U n a t a k a   k u z i n d u a   M I D l e t i   z i l i z o s u k u m w a   n a   u k a t i s h e   p r o g r a m u - t u m i z i   y a   s a s a ? 	 M a a k   " p u s h e d "   M I D l e t   o o p   e n   b e  i n d i g   h u i d i g e   t o e p a s s i n g ? 	 A r   n o r i t e   p a l e i s t i   /k e l t   M I D I e t   i r   n u t r a u k t i   e s a m   t a i k o m j   p r o g r a m ? 	 V a i   v l a t i e s   p a l a i s t   a t s t u m t o   M I D I l e t   u n   p r t r a u k t   p a ar e i z j o   l i e t o j u m p r o g r a m m u ? 	 K a s   s o o v i d   k  i v i t a d a   p u s h   M I D l e t i   j a   s u l g e d a   p r a e g u s e   r a k e n d u s e ? 	 Hfx^t  e  cxnaoel  p u s h e d   M I D l e t - h    hvdpael  hviako  nack  awmaavh	       M I D l e t         ? 	 D o r i ci   s   l a n s a ci   a p l i c a ci a   M I D l e t   s o l i c i t a t   _i   s    n c h e i a ci   a p l i c a ci a   c u r e n t ? 	 (
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? 	 *#  *A8M  9K%?,>  M I D l e t   	(M.K(  ,  ,0M$M$.>(  *M2KG8(M  0&M'  0?,>A  >9A(M$?  ?? 	 	 					  					  		  			  M I D l e t   								  				  			  								  						  									  				  								? 	 	 	 	 	 	 	 	 V o c    q u e r   i n i c i a r   M I D l e t   p u s h e d   e   t e r m i n a r   a p l i c a t i v o   a t u a l ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ R E S E T _ R M S _ A S K 	 J a v a 	 U N L I M 	 A s k   u s e r   i f   t h e y   w a n t   t o   u s e r   t h e   o l d   r e c o r d . 	 D o   y o u   w a n t   t h e   n e w   v e r s i o n   a p p l i c a t i o n   t o   b e   a b l e   t o   u s e   t h e   i n f o r m a t i o n   s t o r e d   b y   t h e   o l d   v e r s i o n   a p p l i c a t i o n ? 	 /f&TOYu
Hr,gvJ2b	 /f&TOYueHr,gv8nbU_	 I-2#C+IB#A#!@'-#L
1HC+!HC
I21I-!9%5H@GB"B#A#!@'-#L
1H@H2DI+#7-D!H? 	  D e s e a   q u e   l a   n u e v a   v e r s i  n   d e   l a   a p l i c a c i  n   p u e d a   u t i l i z a r   l a   i n f o r m a c i  n   a l m a c e n a d a   e n   l a   v e r s i  n   a n t i g u a   d e   l a   a p l i c a c i  n ? 	 V o u l e z   v o u s   q u e   l a   n o u v e l l e   v e r s i o n   d u   l o g i c i e l   s o i t   c a p a b l e   d ' u t i l i s e r   l e s   i n f o r m a t i o n s   c o n s e r v  e s   p a r   l ' a n c i e n n e   v e r s i o n   d u   l o g i c i e l   ? 	 S o l l   d i e   n e u e   A n w e n d u n g s v e r s i o n   f  h i g   s e i n ,   d i e   v o n   d e r   a l t e n   A n w e n d u n g s v e r s i o n   g e s p e i c h e r t e n   I n f o r m a t i o n e n   z u   v e r w e n d e n ? 	 K  E>B8B5,   GB>1K  =>20O  25@A8O  ?@8;>65=8O  8A?>;L7>20;0  8=D>@<0F8N,   A>E@0=5==CN  AB0@>9  25@A859? 	 D e s i d e r a   c h e   l a   n u o v a   a p p l i c a z i o n e   s i a   i n   g r a d o   d i   u t i l i z z a r e   l e   i n f o r m a z i o n i   s a l v a t e   c o n   l a   v e r s i o n e   p r e c e d e n t e   d e l l ' a p p l i c a t i v o ? 	 GD  *-A8  3,D'*  'DD9()  AJ  'DF3.)  'DB/JE)	 Q u e r   q u e   a   n o v a   v e r s  o   d a   a p l i c a   o   u s e   a   i n f o r m a   o   g u a r d a d a   p e l a   v e r s  o   a n t i g a ? 	 s  r  m    y e n i   U y g u l a m a   O y n a t 1l a c a k     b e l l e n m i _  b i l g i     i l e   s  r  m    e s k i   U y g u l a m a   i s t e y i r   m i ? 	 B n   m u n   l u   t r   t h  n g   t i n   t r o n g   t r    c h i   c a   p h i  n   b n   c i  k h  n g ? 	 A n d a   i n g i n   v e r s i   b a r u   a p l i k a s i   u n t u k   m e n y i m p a n   i n f o r m a s i   y a n g   t e r s i m p a n   d i   v e r s i   l a m a ? 	 A d a k a h   a n d a   m a h u   a p l i k a s i   v e r s i   b a r u   m a m p u   m e n g g u n a k a n   m a k l u m a t   y a n g   d i s i m p a n   o l e h   a p l i k a s i   v e r s i   l a m a ? 	 	M	/	>	  	*	  	>	9	$	G	  9	H		  	?	  (	/	>	  	*	M	2	?		G	6	(	  5	0	M		<	(	  *	A	0	>	(	G	  	*	M	2	?		G	6	(	  5	0	M		<	(	  &	M	5	>	0	>	  8	M		K	0	  	@	  		  	>	(		>	0	@	  		*	/	K		  	0	  8		G	? 	 V i l   d u   h a v e   a t   d e n   n y e   v e r s i o n   a p p l i k a t i o n   e r   i   s t a n d   t i l   a t   b r u g e   i n f o r m a t i o n e n   g e m t   a f   d e n   g a m l e   v e r s i o n   a p p l i k a t i o n ? 	 C h c e t e   n o v o u   v e r z i   a p l i k a c e ,   k t e r    v  m   u m o ~n    p o u ~ v a t   i n f o r m a c e   u l o ~e n    s t a r o u   v e r z    a p l i k a c e ? 	 C h c e s z   a b y   n o w a   w e r s j a   a p l i k a c j i   m o g Ba   u |w a   i n f o r m a c j e   z a w a r t e   w   s t a r e j   w e r s j i   a p l i k a c j i ? 	 K  v  n j a ,   h o g y   a z   a l k a l m a z  s    j a b b   v e r z i  j a   o l v a s n i   t u d j a   a   r  g e b b i   v e r z i     l t a l   t  r o l t   i n f o r m  c i  t ? 	 H a l u a t k o ,   e t t    s o v e l l u k s e n   u u d e l l a   v e r s i o l l a   v o i   k  y t t     v a n h a l l a   v e r s i o l l a   t a l l e n n e t t u j a   t i e t o j a ? 	 V i l   d u   a t   d e n   n y e   p r o g r a m v e r s j o n e n   s k a l   k u n n e   b e n y t t e   i n f o r m a s j o n e n   l a g r e t   i   d e n   g a m l e   p r o g r a m v e r s j o n e n ? 	 C h c e t e   s p r  s t u p n i e  n o v    v e r z i u   a p l i k  c i e ,   k t o r    V  m   u m o ~n    p o u ~ v a e  i n f o r m  c i e   u l o ~e n    s t a r o u   a p l i k  c i o u ? 	 W i l t   u   d a t   d e   n i e u w e   v e r s i e   g e b r u i k   m a a k t   v a n   d e   g e g e v e n s   d i e   d o o r   d e   o u d e   v e r s i e   z i j n   o p g e s l a g e n ? 	 V i l l   d u   a t t   d e n   n y a   v e r s i o n e n   s k a   k u n n a   a n v  n d a   i n f o r m a t i o n   s p a r a d   a v   d e n   t i d i g a r e   v e r s i o n e n ? 	 }e l i t e   l i   n o v u   v e r z i j u   p r o g r a m a   d a   b i 	 D o r i ci   c a   n o u a   v e r s i u n e   a   a p l i c a ci e i   s   p o a t   u t i l i z a   i n f o r m a ci i l e   m e m o r a t e   d e   u l t i m a   v e r s i u n e   a   a p l i c a ci e i ? 	 A l i   ~e l i a,   d a   b i   b i l a   n o v a   v e r z i j a   a p l i k a c i j e   z m o ~n a   u p o r a b i t i   i n f o r m a c i j o   s h r a n j e n o   s   s t r a n i   s t a r e   v e r z i j e   a p l i k a c i j e ?   	                                           ; 	                            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	 9?  J a v a   *M2?G8(M  >0M/M_>0@  0?  9G,  (>9?	 	 		  J a v a   						  								  				  							 	 	 	 	 	 	 	 A   a p l i c a   o   J a v a   n  o   p o d e   s e r   e x e c u t a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ E R R O R _ C O D E _ O L D _ V E R S I O N 	 J a v a 	 U N L I M 	 S t r i n g ,   O l d   v e r s i o n   % 1   i s   c u r r e n t   M I D S   n a m e   % 2   i s   v e n d o r   n a m e   % 3   i s   v e r s i o n   n u m b e r   % 4   i s   w e b   s i t e   % 5   i s   c u r r e n t   i n s t a l l   m i d s   v e r e r s i o n   	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 vMR]}	g NPeHr,gv  % 1 (W`vKb_j
N\ n \ n vMRHr,g% 5 \ n [݈Hr,g% 3 \ n OaFU% 2 \ n }@W  % 4 % 6 \ n \ n `x[[݈U	 vMR]~	g N*NeHr,gv  % 1 (W`vKb:g
N\ n \ n vMRHr,g% 5 \ n [ňHr,g% 3 \ n O'FU% 2 \ n Q@W% 4 % 6 \ n \ n `nx[[ňT	 @'-#L
1H5H@H2'H2-  % 1     2#3@42#H-0A5H@'-#L
1H5H41I-"9HCB#(1L-8\ n \ n @'-#L
1H5H41I05I:   % 5 \ n @'-#L
1H5H:   % 3 \ n 9I3+H2":   % 2 \ n @'GDL:   % 4 \ n \ n I-2#3@42#H-+#7-D!H? 	 S e   h a   e n c o n t r a d o   u n a   v e r s i  n   a n t e r i o r   d e   % 1 .   S i   c o n t i n u a   s e   b o r r a r    l a   v e r s i  n   i n s t a l a d a   e n   s u   t e l  f o n o . \ n \ n A c t u a l m e n t e   i n s t a l a d a :   % 5 \ n V e r s i  n   e n c o n t r a d a :   % 3 \ n P r o v e e d o r :   % 2 \ n S i t i o   W e b :   % 4 % 6 \ n \ n  D e s e a   c o n t i n u a r ? 	 U n e   a n c i e n n e   v e r s i o n   d e   % 1   a    t    d  t e c t  e .   S i   v o u s   c o n t i n u e z ,   l a   v e r s i o n   i n s t a l l  e   s u r   v o t r e   t  l  p h o n e   s e r a   r e m p l a c  e . \ n \ n A c t u e l l e m e n t   i n s t a l l  e   :   % 5 \ n V e r s i o n   d  t e c t  e   :   % 3 \ n V e n d e u r   :   % 2 \ n S i t e   W e b   :   % 4 % 6 \ n \ n V o u l e z - v o u s   c o n t i n u e r   ? 	 E s   w u r d e   e i n e    l t e r e   V e r s i o n   v o n   % 1   g e f u n d e n .   B e i   F o r t s e t z u n g   d e s   V o r g a n g s   w i r d   d i e   a u f   I h r e m   T e l e f o n   i n s t a l l i e r t e   V e r s i o n   e r s e t z t . \ n \ n D e r z e i t   i n s t a l l i e r t :   % 5 \ n V e r s i o n   g e f u n d e n :   % 3 \ n H  n d l e r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n M  c h t e n   S i e   d e n   V o r g a n g   f o r t s e t z e n ? 	 1=0@C65=0  ?@54K4CI0O  25@A8O  % 1 . A;8  2K?>;=8BL  40==>5  459AB285,   >=0  1C45B  C40;5=0. \ n \ n #AB0=02;8205BAO:   % 5 \ n 1=0@C65=>:   % 3 \ n >AB02I8::   % 2 \ n 51- A09B:   % 4 \ n \ n @>4>;68BL? 	 E '   s t a t a   t r o v a t a   u n a   v e r s i o n e   p i    v e c c h i a   d i   % 1 .   C o n t i n u a n d o   s i   s o s t i t u i r    l a   v e r s i o n e   i n s t a l l a t a   s u l   t e l e f o n o . \ n \ n A t t u a l m e n t e   i n s t a l l a t a :   % 5 \ n V e r s i o n e   t r o v a t a :   % 3 \ n P r o d u t t o r e :   % 2 \ n S i t o   w e b :   % 4 \ n \ n S i   d e s i d e r a   c o n t i n u a r e ? 	 AJ  G'*AC% 1 EF  'DF3.)  'DB/JE)  'D-'DJ)  EH,H/)  ('DA9D, \ n   \ n 'DF3.)  'D-'DJ): % 5 \ n 'DF3.)  'DEF4#G: % 3 \ n   'D('&9: % 2 \ n EHB9  'D4(C): % 4 \ n \ n   GD  *$C/  'D'F4'!	 F o i   e n c o n t r a d a   u m a   v e r s  o   a n t e r i o r   d e   % 1 .   C o n t i n u a r   i r    s u b s t i t u i r   a   v e r s  o   i n s t a l a d a   n o   s e u   t e l e f o n e . \ n \ n I n s t a l a d o   a c t u a l m e n t e :   % 5 \ n V e r s  o   e n c o n t r a d a :   % 3 \ n V e n d e d o r :   % 2 \ n S i t e   w e b :   % 4 \ n \ n D e s e j a   c o n t i n u a r ? 	 % 1 ' i n   d a h a   e s k i   b i r   v e r s i y o n u   b u l u n d u .   D e v a m   e d i l m e s i   h a l i n d e   t e l e f o n u n u z a   y  k l e n m i _  v e r s i y o n   d e i _t i r i l e c e k t i r . \ n \ n ^u   a n d a   y  k l e n e n :   % 5 \ n b u l u n a n   v e r s i y o n :   % 3 \ n S a t 1c 1:   % 2 \ n W e b s i t e s i :   % 4 \ n \ n D e v a m   e t m e k   i s t i y o r   m u s u n ? 	 H i n   t i   c    m t   p h i  n   b n   m i   % 1   t r o n g   m  y   c a   b n ,   \ n \ n P h i  n   b n   h i n   t i :   % 5 \ n C  i   t   p h i  n   b n   % 3 \ n N h    c u n g   c p : % 2   a   c h   m n g   % 4 % 6 \ n \ n B n   c h c   c h n   m u n   c  i   t   k h  n g ? 	 V e r s i   % 1   y a n g   l e b i h   l a m a   t e l a h   d i t e m u k a n .   J i k a   d i l a n j u t k a n   a k a n   m e n g g a n t i k a n   v e r s i   y a n g   t e r i n s t a l   p a d a   t e l e p o n   A n d a . \ n \ n V e r s i   t e r i n s t a l   s a a t   i n i :   % 5 \ n V e r s i   y a n g   d i t e m u k a n :   % 3 \ n V e n d o r :   % 2 \ n S i t u s   w e b :   % 4 % 6 \ n \ n L a n j u t k a n ? 	 V e r s i   l a m a   % 1   t e l a h   d i t e m u i .   M e n e r u s k a n   a k a n   m e n g g a n t i k a n   k e p a d a   v e r s i   y a n g   d i p a s a n g   p a d a   t e l e f o n   a n d a . \ n \ n D i p a s a n g   p a d a   m a s a   i n i :   % 5 \ n V e r s i   d i t e m u i :   % 3 \ n P e n j u a l :   % 2 \ n L a m a n   w e b :   % 4 \ n \ n A d a k a h   a n d a   m a h u   t e r u s k a n ? 	 % 1   	>	  *	A	0	>	(	>	  8		8	M		0	#	  *	>	/	>	  	/	>	  9	H	d	  	>	0	@	  0		(	G	  *	0	  	*		G	  +	K	(	  .	G		  		8	M		I	2	  	?	/	>	  	/	>	  8		8	M		0	#	  	8	8	G	  ,	&	2	  &	?	/	>	  	>			>	d	\ n \ n .	L		B	&	>	  		8	M		I	2	  	?	/	>	  	/	>	:   % 5 \ n *	>	/	>	  	/	>	  8		8	M		0	#	: % 3 \ n 5	?		M	0	G	$	>	:   % 2 \ n 5	G	,	8	>			:   % 4 \ n \ n 	M	/	>	  	*	  	>	0	@	  0		(	>	  	>	9	$	G	  9	H		? 	 E n    L D R E   v e r s i o n   a f   % 1   e r   f u n d e t .   A t   f o r t s  t t e   v i l   e r s t a t t e   v e r s i o n e n   p    d i n   t e l e f o n . \ n \ n N u v  r e n d e   i n s t a l l a t i o n :   % 5 \ n V e r s i o n   f u n d e t :   % 3 \ n S  l g e r :   % 2 \ n W e b s i t e :   % 4 \ n \ n V i l   d u   f o r t s  t t e ? 	 B y l a   n a l e z e n a   S T A R `   v e r z e   % 1 .   P o k r a 
o v  n  m   o d s t r a n  t e   v e r z i   i n s t a l o v a n o u   n a   v a ae m   t e l e f o n u . \ n \ n N y n    n a i n s t a l o v  n o :   % 5 \ n N a l e z e n    v e r z e :   % 3 \ n O b c h o d n  k :   % 2 \ n W e b o v    s t r  n k a :   % 4 \ n \ n P Ye j e t e   s i   p o k r a 
o v a t ? 	 S t a r s z a   w e r s j a   % 1   z o s t a l a   z n a l e z i o n a .   K o n t y n u o w a n i e   z m i e n i   w e r s j e   z a i n s t a l o w a n   w   t w o i m   t e l e f o n i e . \ n \ n O b e c n i e   z a i n s t a l o w a n a :   % 5 \ n W e r s j a   z n a l e z i o n a :   % 3 \ n S p r z e d a w c a :   % 2 \ n S t r o n a   W W W :   % 4 \ n \ n C h c e s z   k o n t y n u o w a ? 	 A ( z )   % 1   r  g e b b i   v e r z i  j a   t a l  l h a t  .   H a   f o l y t a t j a ,   a   t e l e f o n j  r a   t e l e p  t e t t   v e r z i  t   f o g j a   l e c s e r  l n i . \ n \ n J e l e n l e g   t e l e p  t e t t :   % 5 \ n T a l  l t   v e r z i  :   % 3 \ n S z  l l  t  :   % 2 \ n W e b o l d a l :   % 4 % 6 \ n \ n F o l y t a t j a ? 	 T u o t t e e s t a   % 1   l  y t y i   V A N H E M P I   v e r s i o .   J o s   j a t k a t ,   p u h e l i m e e n   a s e n n e t t u   v e r s i o   k o r v a t a a n . \ n \ n A s e n n e t t u   t u o t e :   % 5 \ n V e r s i o :   % 3 \ n T o i m i t t a j a :   % 2 \ n W e b - s i v u s t o :   % 4 \ n \ n H a l u a t k o   j a t k a a ? 	 E n   E L D R E   v e r s j o n   a v   % 1   h a r   b l i t t   f u n n e t .      f o r t s e t t e   v i l   e r s t a t t e   v e r s j o n e n   i n s t a l l e r t   p    t e l e f o n e n   d i n . \ n \ n I n s t a l l e r t :   % 5 \ n V e r s j o n   f u n n e t :   % 3 \ n L e v e r a n d  r :   % 2 \ n N e t t s i d e :   % 4 \ n \ n  n s k e r   d u      f o r t s e t t e ? 	 S T A R `I A   v e r z i a   % 1   b o l a   n  j d e n  .   P o k r a 
o v a n  m   o d s t r  n i t e   v e r z i u   i n at a l o v a n    n a   v a ao m   t e l e f  n e . \ n \ n   T e r a z   n a i n at a l o v a n  :   % 5 \ n V e r z i a   n  j d e n  :   % 3 \ n O b c h o d n  k :   % 2 \ n W e b o v    s t r  n k a :   % 4 \ n \ n P r a j e t e   s i   p o k r a 
o v a e?   	 E r   i s   e e n   o u d e r e   v e r s i e   v a n   % 1   g e v o n d e n .   G a a t   u   v e r d e r ,   d a n   w o r d t   d e   o p   u w   t e l e f o o n   g e  n s t a l l e e r d e   v e r s i e   v e r v a n g e n . \ n \ n M o m e n t e e l   i s   g e  n s t a l l e e r d :   % 5 \ n V e r s i e   g e v o n d e n :   % 3 \ n L e v e r a n c i e r r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n W i l t   u   v e r d e r g a a n ? 	 E n   t i d i g a r e   v e r s i o n   h i t t a d e s .   O m   d u   f o r t s  t t e r   k o m m e r   d e n   a t t   e r s  t t a   v e r s i o n e n   p    d i n   m o b i l . \ n \ n   A k t u e l l   i n s t a l l a t i o n :   % 5 \ n V e r s i o n   s o m   h i t t a d e s :   % 3 \ n V e n d o r :   % 2 \ n W e b s i d a :   % 4 \ n \ n V i l l   d u   f o r t s  t t a ? 	 P r o n a e n a   j e   S T A R I J A   v e r z i j a   o d   % 1 .   N a s t a v a k   	 A   f o s t   g s i t   o   v e r s i u n e   d e   % 1   m a i   v e c h e .    n   c a z u l    n   c a r e   c o n t i n u a ci ,   v e r s i u n e a   i n s t a l a t    n   t e l e f o n u l   d v s .   v a   f i    n l o c u i t . \ n \ n V e r s i u n e   c u r e n t :   % 5 \ n V e r s i u n e   g s i t :   % 3 \ n D i s t r i b u i t o r :   % 2 \ n S i t e   w e b :   % 4 \ n \ n C o n t i n u a ci ? 	 S T A R A   v e r z i j a   o d   % 1   j e   b i l a   n a j d e n a .   N a d a l j e v a n j e   b o   z a m e n j a l o   v e r z i j o   n a m e a
e n o   n a   v a ae m   t e l e f o n u . \ n \ n T r e n u t n o   n a m e a
e n o :   % 5 \ n V e r z i j e   n a j d e n o :   % 3 \ n P r o d a j a l e c :   % 2 \ n W e b   s t r a n :   % 4 \ n \ n A l i   ~e l i a  n a d a l j e v a t i ? 	       % 1   .                           . /     :   % 5   /       :   % 3 /     % 2 /   :   % 4 /       ; 	           % 1 .     ,               . \ n \ n   :   % 5 \ n   :   % 3 \ n :   % 2 \ n :   % 4 % 6 \ n \ n   ? 	 !B0@0B0  25@A8O  >B  % 1   5  =0<5@5=0.   @>4J;65=85B>  I5. . 	 A n   O L D E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 3.G  B/E  *1  1 %   'A*  4/G  '3*.   '/'EG  '1  F3.G  F5(  4/G  /1  *DAF  4E'  1'  ,'2F  E  F/. \ n \ n F5(  4/G  /1  -'D  -'61:   5 % \ n F3.G  'A*  4/G:   3 % \ n A1H4F/G:   2 % \ n H(  3'*:   4 % \ n \ n E'D  (G  '/'EG  G3*/	 A n   O L D E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   O L D E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 % 	- 		  				  						  							  					  				  |   							  					  					  				  							  										  												  			  				  | \ n \ n   					  							:   % 	\ n 					  							:   % 	\ n 								: % 	\ n   								:   % 	\ n \ n 				  		  						  				  			? 	 A n   O L D E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   O L D E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 !B0@VH0  25@AVO  % 1   1C;0  7=0945=0.     @07V  ?@>4>265==O  25@AVN  2AB0=>2;5=C  =0  20H><C  B5;5D>=V  1C45  70<V=5=>. \ n \ n 0@07  2AB0=>2;5=0:   % 5 \ n =0945=>:   % 3 \ n 8@>1=8::   % 2 \ n !09B:   % 4 \ n \ n 060TB5  ?@>4>268B8? 	 	     % 1     .               . \ n \ n     :   % 5 \ n     :   % 3 \ n   :   % 2 \ n    :   % 4 \ n \ n   ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 D a a r   i s   ' n   o u e r   w e e r g a w e   v a n   % 1   o p g e s p o o r .   O m   v o o r t   t e   g a a n   s a l   d i e   w e e r g a w e   v e r v a n g   w o r d   w a t   t a n s   o p   d i e   f o o n   g e  n s t a l l e e r   i s . \ n \ n T a n s   g e  n s t a l l e e r :   % 5 \ n W e e r g a w e   g e v i n d :   % 3 \ n V e r s k a f f e r :   % 2 \ n W e b w e r f :   % 4 \ n \ n G a a n   v o o r t ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A n   o l d e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 	 	 	 % 1   	  			  					  							  				  					  							  						  						  				  						  			  				  							  				  					\ n \ n 							  						  			  				: % 5 \ n 							  				  				:   % 3 \ n 								  % 2 \ n 							:   % 4 % 6 \ n \ n 					  							  					  								? 	 	 	 	 	 	 	 	 U m a   v e r s  o   m a i s   a n t i g a   d e   % 1   f o i   e n c o n t r a d a .   A   v e r s  o   i n s t a l a d a   e m   s e u   t e l e f o n e   s e r    s u b s t i t u  d a . \ n \ n A t u a l m e n t e   i n s t a l a d a :   % 5 \ n V e r s  o   e n c o n t r a d a :   % 3 \ n F o r n e c e d o r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n V o c    g o s t a r i a   d e   c o n t i n u a r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ E R R O R _ C O D E _ A L R E A D Y _ I N S T A L L E D 	 J a v a 	 U N L I M 	 S t r i n g ,   A l r e a d y   i n s t a l l e d   % 1   i s   c u r r e n t   M I D S   n a m e   % 2   i s   v e n d o r   n a m e   % 3   i s   v e r s i o n   n u m b e r   % 4   i s   w e b   s i t e   % 5   i s   c u r r e n t   i n s t a l l   m i d s   v e r s i o n 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 vMR]}	g NPvTHr,gv  % 1 (W`vKb_j
N\ n \ n vMRHr,g% 5 \ n [݈Hr,g% 3 \ n OaFU% 2 \ n }@W% 4 % 6 \ n \ n `x[[݈U	 vMR]~	g N*NvTHr,gv  % 1 (W`vKb:g
N\ n \ n vMRHr,g% 5 \ n [ňHr,g% 3 \ n O'FU% 2 \ n Q@W% 4 % 6 \ n \ n `nx[[ňT	 @'-#L
1H  % 1   2#3@42#H-0A@'-#L
1H5H41I-"9HA%I'CB#(1L-8\ n \ n @'-#L
1H5H41I05I:   % 5 \ n @'-#L
1H5H:   % 3 \ n 9I3+H2":   % 2 \ n @'GDL:   % 4 \ n \ n I-2#3@42#H-+#7-D!H? 	 S e   h a   e n c o n t r a d o   e s t a   v e r s i  n   d e   % 1 .   S i   c o n t i n u a   s e   b o r r a r    l a   v e r s i  n   i n s t a l a d a   e n   s u   t e l  f o n o . \ n \ n A c t u a l m e n t e   i n s t a l a d a :   % 5 \ n V e r s i  n   e n c o n t r a d a :   % 3 \ n P r o v e e d o r :   % 2 \ n S i t i o   W e b :   % 4 % 6 \ n \ n  D e s e a   c o n t i n u a r ? 	 C e t t e   v e r s i o n   d e   % 1   a    t    d  t e c t  e .   S i   v o u s   c o n t i n u e z ,   l a   v e r s i o n   i n s t a l l  e   s u r   v o t r e   t  l  p h o n e   s e r a   r e m p l a c  e . \ n \ n A c t u e l l e m e n t   i n s t a l l  e   :   % 5 \ n V e r s i o n   d  t e c t  e   :   % 3 \ n V e n d e u r   :   % 2 \ n S i t e   W e b   :   % 4 % 6 \ n \ n V o u l e z - v o u s   c o n t i n u e r   ? 	 E s   w u r d e   d i e s e   V e r s i o n   v o n   % 1   g e f u n d e n .   B e i   F o r t s e t z u n g   d e s   V o r g a n g s   w i r d   d i e   a u f   I h r e m   T e l e f o n   i n s t a l l i e r t e   V e r s i o n   e r s e t z t . \ n \ n D e r z e i t   i n s t a l l i e r t :   % 5 \ n V e r s i o n   g e f u n d e n :   % 3 \ n H  n d l e r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n M  c h t e n   S i e   d e n   V o r g a n g   f o r t s e t z e n ? 	 1=0@C65=0  25@A8O  % 1 .   A;8  2K?>;=8BL  40==>5  459AB285,   >=0  1C45B  C40;5=0. \ n \ n #AB0=02;8205BAO:   % 5 \ n 1=0@C65=>:   % 3 \ n >AB02I8::   % 2 \ n 51- A09B:   % 4 \ n \ n @>4>;68BL? 	 E '   s t a t a   t r o v a t a   q u e s t a   v e r s i o n e   d i   % 1 .   C o n t i n u a n d o   s i   s o s t i t u i r    l a   v e r s i o n e   i n s t a l l a t a   s u l   t e l e f o n o . \ n \ n A t t u a l m e n t e   i n s t a l l a t a :   % 5 \ n V e r s i o n e   t r o v a t a :   % 3 \ n P r o d u t t o r e :   % 2 \ n S i t o   w e b :   % 4 \ n \ n S i   d e s i d e r a   c o n t i n u a r e ? 	 AJ  G'*AC% 1 EF  FA3  'DF3.)  'DB/JE)  'D-'DJ)  EH,H/)  ('DA9D, \ n \ n 'DF3.)  'D-'DJ): % 5 \ n 'DF3.)  'DEF4#G: % 3 \ n 'D('&9: % 2 \ n EHB9  'D4(C): % 4 \ n \ n GD  *$C/  'D'F4'!	 F o i   e n c o n t r a d a   e s t a   v e r s  o   d o   % 1 .   C o n t i n u a r   e s t a   o p e r a   o   i r    s u b s t i t u i r   a   v e r s  o   i n s t a l a d a   n o   t e l e f o n e . \ n \ n I n s t a l a   o   a c t u a l :   % 5 \ n V e r s  o   e n c o n t r a d a :   % 3 \ n D i s t r i b u i d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n C o n t i n u a r ? 	 % 1 ' i n   b u   v e r s i y o n u   b u l u n d u     d a h a   e s k i   b i r   v e r s i y o n   b u l u n d u .   D e v a m   e d i l m e s i   h a l i n d e   t e l e f o n u n u z a   y  k l e n m i _  v e r s i y o n   d e i _t i r i l e c e k t i r . \ n \ n ^u   a n d a   y  k l e n e n :   % 5 \ n b u l u n a n   v e r s i y o n :   % 3 \ n S a t 1c 1:   % 2 \ n W e b s i t e s i :   % 4 \ n \ n D e v a m   e t m e k   i s t i y o r   m u s u n ? 	 H i n   t i   c    m t   p h i  n   b n   g i n g   n h   t h   % 1   t r o n g   m  y   c a   b n ,   \ n \ n   P h i  n   b n   h i n   t i : % 5   c  i   t   p h i  n   b n % 3 \ n N h    c u n g   c p % 2 \ n a   c h   M n g % 4 % 6 \ n \ n B n   c h c   c h n   m u n   c  i   t   k h  n g ? 	 V e r s i   % 1   t e l a h   d i t e m u k a n .   J i k a   d i l a n j u t k a n   a k a n   m e n g g a n t i k a n   v e r s i   y a n g   t e r i n s t a l   p a d a   t e l e p o n   A n d a . \ n \ n V e r s i   t e r i n s t a l   s a a t   i n i :   % 5 \ n V e r s i   y a n g   d i t e m u k a n :   % 3 \ n V e n d o r :   % 2 \ n S i t u s   w e b :   % 4 % 6 \ n \ n L a n j u t k a n ? 	 V e r s i   % 1   i n i   t e l a h   d i t e m u i .   M e n e r u s k a n   a k a n   m e n g g a n t i k a n   v e r s i   y a n g   d i p a s a n g   p a d a   t e l e f o n   a n d a . \ n \ n D i p a s a n g   p a d a   m a s a   i n i :   % 5 \ n V e r s i   d i t e m u i :   % 3 \ n P e n j u a l :   % 2 \ n L a m a n   w e b :   % 4 \ n \ n A d a k a h   a n d a   m a h u   t e r u s k a n ? 	 % 1   	>	  /	9	  8		8	M		0	#	  *	>	/	>	  	/	>	  9	H	d	  	>	0	@	  0		(	G	  *	0	  	*		G	  +	K	(	  .	G		  		8	M		I	2	  	?	/	>	  	/	>	  8		8	M		0	#	  	8	8	G	  ,	&	2	  &	?	/	>	  	>			>	d	\ n \ n .	L		B	&	>	  		8	M		I	2	  	?	/	>	  	/	>	:   % 5 \ n *	>	/	>	  	/	>	  8		8	M		0	#	: % 3 \ n 5	?		M	0	G	$	>	:   % 2 \ n 5	G	,	8	>			:   % 4 \ n \ n 	M	/	>	  	*	  	>	0	@	  0		(	>	  	>	9	$	G	  9	H		? 	 D e n n e   v e r s i o n   a f   % 1   e r   f u n d e t .   A t   f o r t s  t t e   v i l   e r s t a t t e   v e r s i o n e n   p    d i n   t e l e f o n . \ n \ n N u v  r e n d e   i n s t a l l a t i o n :   % 5 \ n V e r s i o n   f u n d e t :   % 3 \ n S  l g e r :   % 2 \ n W e b s i t e :   % 4 \ n \ n V i l   d u   f o r t s  t t e ? 	 B y l a   n a l e z e n a   v e r z e   % 1 .   P o k r a 
o v  n  m   o d s t r a n  t e   v e r z i   i n s t a l o v a n o u   n a   v a ae m   t e l e f o n u . \ n \ n N y n    n a i n s t a l o v  n o :   % 5 \ n N a l e z e n    v e r z e :   % 3 \ n O b c h o d n  k :   % 2 \ n W e b o v    s t r  n k a :   % 4 \ n \ n P Ye j e t e   s i   p o k r a 
o v a t ? 	 W e r s j a   % 1   z o s t a Ba   z n a l e z i o n a .   K o n t y n u o w a n i e   z m i e n i   w e r s j e   z a i n s t a l o w a n   w   t w i m   t e l e f o n i e . \ n \ n O b e c n i e   z a i n s t a l o w a n a :   % 5 \ n W e r s j a   z n a l e z i o n a :   % 3 \ n S p r z e d a w c a :   % 2 \ n S t r o n a   W W W :   % 4 \ n \ n C h c e s z   k o n t y n u o w a ? 	 A ( z )   % 1   p r o g r a m n a k   e z   a   v e r z i  j a   t a l  l h a t  .   H a   f o l y t a t j a ,   a   t e l e f o n j  r a   t e l e p  t e t t   v e r z i  t   f o g j a   l e c s e r  l n i . \ n \ n J e l e n l e g   t e l e p  t e t t :   % 5 \ n T a l  l t   v e r z i  :   % 3 \ n S z  l l  t  :   % 2 \ n W e b o l d a l :   % 4 % 6 \ n \ n F o l y t a t j a ? 	 T u o t t e e s t a   % 1   l  y t y i   t  m    v e r s i o .   J o s   j a t k a t ,   p u h e l i m e e n   a s e n n e t t u   v e r s i o   k o r v a t a a n . \ n \ n A s e n n e t t u   t u o t e :   % 5 \ n V e r s i o :   % 3 \ n T o i m i t t a j a :   % 2 \ n W e b - s i v u s t o :   % 4 \ n \ n H a l u a t k o   j a t k a a ? 	 D e n n e   v e r s j o n e n   a v   % 1   h a r   b l i t t   f u n n e t .      f o r t s e t t e   v i l   e r s t a t t e   v e r s j o n e n   i n s t a l l e r t   p    t e l e f o n e n   d i n . \ n \ n I n s t a l l e r t :   % 5 \ n V e r s j o n   f u n n e t :   % 3 \ n L e v e r a n d  r :   % 2 \ n N e t t s i d e :   % 4 \ n \ n  n s k e r   d u      f o r t s e t t e ? 	 T  t o   v e r z i a   % 1   b o l a   n  j d e n  .   P o k r a 
o v a n  m   o d s t r  n i t e   v e r z i u   i n at a l o v a n    n a   v a ao m   t e l e f  n e . \ n \ n   T e r a z   n a i n at a l o v a n  :   % 5 \ n V e r z i a   n  j d e n  :   % 3 \ n O b c h o d n  k :   % 2 \ n W e b o v    s t r  n k a :   % 4 \ n \ n P r a j e t e   s i   p o k r a 
o v a e? 	 D e z e   v e r s i e   v a n   % 1   i s   g e v o n d e n .   G a a t   u   v e r d e r ,   d a n   w o r d t   d e   o p   u w   t e l e f o o n   g e  n s t a l l e e r d e   v e r s i e   v e r v a n g e n . \ n \ n M o m e n t e e l   i s   g e  n s t a l l e e r d :   % 5 \ n V e r s i e   g e v o n d e n :   % 3 \ n L e v e r a n c i e r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n W i l t   u   v e r d e r g a a n ? 	 D e n n a   v e r s i o n   a v   % 1   h a r   h i t t a t s .   O m   d u   f o r t s  t t e r   k o m m e r   d e n   a t t   i n s t a l l e r a s   p    d i n   m o b i l . \ n \ n   A k t u e l l   i n s t a l l a t i o n :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 P r o n a e n a   j e   o v a   v e r z i j a   o d   % 1 .   N a s t a v a k   	 A   f o s t   g s i t   a c e a s t   v e r s i u n e   d e   % 1 .    n   c a z u l    n   c a r e   c o n t i n u a ci ,   v e r s i u n e a   i n s t a l a t   p e   t e l e f o n u l   d v s .   v a   f i    n l o c u i t . \ n \ n V e r s i u n e   c u r e n t :   % 5 \ n V e r s i u n e   g s i t :   % 3 \ n D i s t r i b u i t o r :   % 2 \ n S i t e   w e b :   % 4 \ n \ n C o n t i n u a ci ? 	 T a   v e r z i j a   o d   % 1   j e   b i l a   n a j d e n a .   N a d a l j e v a n j e   b o   z a m e n j a l o   v e r z i j o   n a m e a
e n o   n a   v a ae m   t e l e f o n u . \ n \ n T r e n u t n o   n a m e a
e n o :   % 5 \ n V e r z i j e   n a j d e n o :   % 3 \ n P r o d a j a l e c :   % 2 \ n W e b   s t r a n :   % 4 \ n \ n A l i   ~e l i a  n a d a l j e v a t i ? 	         % 1 .                           /     :   % 5   /       :   % 3 /     % 2 /   :   % 4 /       ; 	       % 1   .     ,               .   \ n \ n   :   % 5 \ n   :   % 3 \ n :   % 2 \ n :   % 4 % 6 \ n \ n   ? 	 5@A8OB0  >B  % 1   5  =0<5@5=0.   @>4J;65=85B>  I5. . 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 % 	- 		  		  							  					  				  |   							  					  					  				  							  										  												  			  				  | \ n \ n   					  							:   % 	\ n 					  							:   % 	\ n 								: % 	\ n   								:   % 	\ n \ n 				  		  						  				  			? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 >B>G=0  25@AVO  % 1   1C;0  7=0945=0.     @07V  ?@>4>265==O  25@AVN  2AB0=>2;5=C  =0  20H><C  B5;5D>=V  1C45  70<V=5=>. \ n \ n 0@07  2AB0=>2;5=0:   % 5 \ n =0945=>:   % 3 \ n 8@>1=8::   % 2 \ n !09B:   % 4 \ n \ n 060TB5  ?@>4>268B8? 	 	     % 1     .               . \ n \ n     :   % 5 \ n     :   % 3 \ n   :   % 2 \ n    :   % 4 \ n \ n   ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 H i e r d i e   w e e r g a w e   v a n   % 1   o p g e s p o o r .   O m   v o o r t   t e   g a a n   s a l   d i e   w e e r g a w e   v e r v a n g   w o r d   w a t   t a n s   o p   d i e   f o o n   g e  n s t a l l e e r   i s . \ n \ n T a n s   g e  n s t a l l e e r :   % 5 \ n W e e r g a w e   g e v i n d :   % 3 \ n V e r s k a f f e r :   % 2 \ n W e b w e r f :   % 4 % 6 \ n \ n G a a n   v o o r t ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 T h i s   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 	 	 	 % 1 - 	  		  							  				  					  							  						  						  				  						  			  				  							  				  					\ n \ n 							  						  			  				: % 5 \ n 							  				  				:   % 3 \ n 								  % 2 \ n 							:   % 4 % 6 \ n \ n 					  							  					  								? 	 	 	 	 	 	 	 	 E s t a   v e r s  o   d e   % 1   f o i   e n c o n t r a d a .   A   v e r s  o   i n s t a l a d a   e m   s e u   t e l e f o n e   s e r    s u b s t i t u  d a . \ n \ n A t u a l m e n t e   i n s t a l a d a :   % 5 \ n V e r s  o   e n c o n t r a d a :   % 3 \ n F o r n e c e d o r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n V o c    g o s t a r i a   d e   c o n t i n u a r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ E R R O R _ C O D E _ N E W _ V E R S I O N 	 J a v a 	 U N L I M 	 S t r i n g ,   N e w   v e r s i o n   % 1   i s   c u r r e n t   M I D S   n a m e   % 2   i s   v e n d o r   n a m e   % 3   i s   v e r s i o n   n u m b e r   % 4   i s   w e b   s i t e   % 5   i s   c u r r e n t   i n s t a l l   m i d s   v e r s i o n 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 vMR]}	g NP
Hr,gv  % 1 (W`vKb_j
N\ n \ n vMRHr,g% 5 \ n [݈Hr,g% 3 \ n OaFU% 2 \ n }@W% 4 % 6 \ n \ n `x[[݈U	 vMR]~	g N*NeHr,gv  % 1 (W`vKb:g
N\ n \ n vMRHr,g% 5 \ n [ňHr,g% 3 \ n O'FU% 2 \ n Q@W% 4 % 6 \ n \ n `nx[[ňT	 @'-#L
1H5HC+!H'H2-  % 1   2#3@42#H-0A5H@'-#L
1H@4!5H41I-"9HA%I'CB#(1L-8\ n \ n @'-#L
1H41I181:   % 5 \ n @'-#L
1H5H:   % 3 \ n 9I3+H2":   % 2 \ n @'GDL:   % 4 \ n \ n I-2#3@42#H-+#7-D!H? 	 S e   h a   e n c o n t r a d o   u n a   n u e v a   v e r s i  n   d e   % 1 .   S i   c o n t i n u a   s e   b o r r a r    l a   v e r s i  n   i n s t a l a d a   e n   s u   t e l  f o n o . \ n \ n A c t u a l m e n t e   i n s t a l a d a :   % 5 \ n V e r s i  n   e n c o n t r a d a :   % 3 \ n P r o v e e d o r :   % 2 \ n S i t i o   W e b :   % 4 % 6 \ n \ n  D e s e a   c o n t i n u a r ? 	 U n e   n o u v e l l e   v e r s i o n   d e   % 1   a    t    d  t e c t  e .   S i   v o u s   c o n t i n u e z ,   l a   v e r s i o n   i n s t a l l  e   s u r   v o t r e   t  l  p h o n e   s e r a   r e m p l a c  e . \ n \ n A c t u e l l e m e n t   i n s t a l l  e   :   % 5 \ n V e r s i o n   d  t e c t  e   :   % 3 \ n V e n d e u r   :   % 2 \ n S i t e   W e b   :   % 4 % 6 \ n \ n V o u l e z - v o u s   c o n t i n u e r   ? 	 E s   w u r d e   e i n e   n e u e r e   V e r s i o n   v o n   % 1   g e f u n d e n .   B e i   F o r t s e t z u n g   d e s   V o r g a n g s   w i r d   d i e   a u f   I h r e m   T e l e f o n   i n s t a l l i e r t e   V e r s i o n   e r s e t z t . \ n \ n D e r z e i t   i n s t a l l i e r t :   % 5 \ n V e r s i o n   g e f u n d e n :   % 3 \ n H  n d l e r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n M  c h t e n   S i e   d e n   V o r g a n g   f o r t s e t z e n ? 	 1=0@C65=0  1>;55  =>20O  25@A8O  % 1 .   A;8  2K?>;=8BL  40==>5  459AB285,   >=0  1C45B  C40;5=0. \ n \ n #AB0=02;8205BAO:   % 5 \ n 1=0@C65=>:   % 3 \ n >AB02I8::   % 2 \ n 51- A09B:   % 4 \ n \ n @>4>;68BL? 	 E '   s t a t a   t r o v a t a   u n a   n u o v a   v e r s i o n e   d i   % 1 .   C o n t i n u a n d o   s i   s o s t i t u i r    l a   v e r s i o n e   i n s t a l l a t a   s u l   t e l e f o n o . \ n \ n A t t u a l m e n t e   i n s t a l l a t a :   % 5 \ n V e r s i o n e   t r o v a t a :   % 3 \ n P r o d u t t o r e :   % 2 \ n S i t o   w e b :   % 4 \ n \ n S i   d e s i d e r a   c o n t i n u a r e ? 	 AJ  G'*AC% 1 EF  'DF3.)  'D,/J/)  'D-'DJ)  EH,H/)  ('DA9D, \ n \ n 'DF3.)  'D-'DJ): % 5 \ n 'DF3.)  'DEF4#G: % 3 \ n 'D('&9: % 2 \ n EHB9  'D4(C): % 4 \ n \ n GD  *$C/  'D'F4'!	 F o i   e n c o n t r a d a   u m a   n o v a   v e r s  o   d e   % 1 .   C o n t i n u a r   i r    s u b s t i t u i r   a   v e r s  o   i n s t a l a d a   n o   s e u   t e l e f o n e . \ n \ n I n s t a l a d o   a c t u a l m e n t e :   % 5 \ n V e r s  o   e n c o n t r a d a :   % 3 \ n V e n d e d o r :   % 2 \ n S i t e   w e b :   % 4 \ n \ n D e s e j a   c o n t i n u a r ? 	 % 1 ' i n   d a h a   y e n i   b i r   v e r s i y o n u   b u l u n d u .   D e v a m   e d i l m e s i   h a l i n d e   t e l e f o n u n u z a   y  k l e n m i _  v e r s i y o n   d e i _t i r i l e c e k t i r . \ n \ n ^u   a n d a   y  k l e n e n :   % 5 \ n b u l u n a n   v e r s i y o n :   % 3 \ n S a t 1c 1:   % 2 \ n W e b s i t e s i :   % 4 \ n \ n D e v a m   e t m e k   i s t i y o r   m u s u n ? 	 T r o n g   m  y   c a   b n   h i n   a n g   c    p h i  n   b n   c i  % 1 , \ n \ n   P h i  n   b n   h i n   t i : % 5   c  i   t   p h i  n   b n : % 3   n h    c u n g   c p : % 2   a   c h   m n g : % 4 % 6 \ n \ n B n   c h c   c h n   m u n   c  i   t   k h  n g ? 	 V e r s i   % 1   y a n g   l e b i h   b a r u   t e l a h   d i t e m u k a n .   J i k a   d i l a n j u t k a n   a k a n   m e n g g a n t i k a n   v e r s i   y a n g   t e r i n s t a l   p a d a   t e l e p o n   A n d a . \ n \ n V e r s i   t e r i n s t a l   s a a t   i n i :   % 5 \ n V e r s i   y a n g   d i t e m u k a n :   % 3 \ n V e n d o r :   % 2 \ n S i t u s   w e b :   % 4 % 6 \ n \ n L a n j u t k a n ? 	 V e r s i   b a r u   % 1   t e l a h   d i t e m u i .   M e n e r u s k a n   a k a n   m e n g g a n t i k a n   v e r s i   y a n g   d i p a s a n g   p a d a   t e l e f o n   a n d a . \ n \ n D i p a s a n g   s e m a s a :   % 5 \ n V e r s i   d i t e m u i :   % 3 \ n P e n j u a l r :   % 2 \ n L a m a n   w e b :   % 4 \ n \ n A d a k a h   a n d a   m a h u   t e r u s k a n ? 	 % 1   	>	  (	/	>	  8		8	M		0	#	  *	>	/	>	  	/	>	  9	H	.     	>	0	@	  0		(	G	  *	0	  	*		G	  +	K	(	  .	G		  		8	M		I	2	  	?	/	>	  	/	>	  8		8	M		0	#	  	8	8	G	  ,	&	2	  &	?	/	>	  	>			>	. \ n \ n .	L		B	&	>	  		8	M		I	2	  	?	/	>	  	/	>	:   % 5 \ n *	>	/	>	  	/	>	  8		8	M		0	#	: % 3 \ n 5	G		!	0	:   % 2 \ n 5	G	,	8	>			:   % 4 \ n \ n 	M	/	>	  	*	  	>	0	@	  0		(	>	  	>	9	$	G	  9	H		? 	 E n   N Y E R E   v e r s i o n   a f   % 1   e r   f u n d e t .   A t   f o r t s  t t e   v i l   e r s t a t t e   v e r s i o n e n   p    d i n   t e l e f o n . \ n \ n N u v  r e n d e   i n s t a l l a t i o n :   % 5 \ n V e r s i o n   f u n d e t :   % 3 \ n S  l g e r :   % 2 \ n W e b s i t e :   % 4 \ n \ n V i l   d u   f o r t s  t t e ? 	 B y l a   n a l e z e n a   N O V J `   v e r z e   % 1 .   P o k r a 
o v  n  m   o d s t r a n  t e   v e r z i   i n s t a l o v a n o u   n a   v a ae m   t e l e f o n u . \ n \ n N y n    n a i n s t a l o v  n o :   % 5 \ n N a l e z e n    v e r z e :   % 3 \ n O b c h o d n  k :   % 2 \ n W e b o v    s t r  n k a :   % 4 \ n \ n P Ye j e t e   s i   p o k r a 
o v a t ? 	 N o w s z a   w e r s j a   o d   % 1   z o s t a Ba   z n a l e z i o n a .   K o n t y n u o w a n i e   z m i e n i   w e r s j e   z a i n s t a l o w a n   w   t w o i m   t e l e f o n i e . \ n \ n O b e c n i e   z a i n s t a l o w a n a :   % 5 \ n W e r s j a   z n a l e z i o n a :   % 3 \ n S p r z e d a w c a :   % 2 \ n S t r o n a   W W W :   % 4 \ n \ n C h c e s z   k o n t y n u o w a ? 	 A ( z )   % 1   p r o g r a m n a k   e g y    j a b b   v e r z i  j a   t a l  l h a t  .   H a   f o l y t a t j a ,   a   t e l e f o n j  r a   t e l e p  t e t t   v e r z i  t   f o g j a   l e c s e r  l n i . \ n \ n J e l e n l e g   t e l e p  t e t t :   % 5 \ n T a l  l t   v e r z i  :   % 3 \ n S z  l l  t  :   % 2 \ n W e b o l d a l :   % 4 % 6 \ n \ n F o l y t a t j a ? 	 T u o t t e e s t a   % 1   l  y t y i   U U D E M P I   v e r s i o .   J o s   j a t k a t ,   p u h e l i m e e n   a s e n n e t t u   v e r s i o   k o r v a t a a n . \ n \ n A s e n n e t t u   t u o t e :   % 5 \ n V e r s i o :   % 3 \ n T o i m i t t a j a :   % 2 \ n W e b - s i v u s t o :   % 4 \ n \ n H a l u a t k o   j a t k a a ? 	 E n   N Y E R E   v e r s j o n   a v   a v   % 1   h a r   b l i t t   f u n n e t .      f o r t s e t t e   v i l   e r s t a t t e   v e r s j o n e n   i n s t a l l e r t   p    t e l e f o n e n   d i n . \ n \ n I n s t a l l e r t :   % 5 \ n V e r s j o n   f u n n e t :   % 3 \ n L e v e r a n d  r :   % 2 \ n N e t t s i d e :   % 4 \ n \ n  n s k e r   d u      f o r t s e t t e ? 	 N O V `I A   v e r z i a   % 1   b o l a   n  j d e n  .   P o k r a 
o v a n  m   o d s t r  n i t e   v e r z i u   i n at a l o v a n    n a   v a ao m   t e l e f  n e . \ n \ n   T e r a z   n a i n at a l o v a n  :   % 5 \ n V e r z i a   n  j d e n  :   % 3 \ n O b c h o d n  k :   % 2 \ n W e b o v    s t r  n k a :   % 4 \ n \ n P r a j e t e   s i   p o k r a 
o v a e? 	 E e n   n i e u w e r e   v e r s i e   v a n   % 1   i s   g e v o n d e n .   G a a t   u   v e r d e r ,   d a n   w o r d t   d e   o p   u w   t e l e f o o n   g e  n s t a l l e e r d e   v e r s i e   v e r v a n g e n . \ n \ n M o m e n t e e l   i s   g e  n s t a l l e e r d :   % 5 \ n V e r s i e   g e v o n d e n :   % 3 \ n L e v e r a n c i e r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n W i l t   u   v e r d e r g a a n ? 	 E n   n y   v e r s i o n   a v   % 1   h a r   h i t t a t s .   O m   d u   f o r t s  t t e r   k o m m e r   d e n   a t t   i n s t a l l e r a s   p    d i n   m o b i l .   . \ n \ n A k t u e l l   i n s t a l l a t i o n :   % 5 \ n V e r s i o n   h i t t a d e s :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n V i l l   d u   f o r t s  t t a ? 	 P r o n a e n a   j e   N O V I J A   v e r z i j a   o d   % 1 .   N a s t a v a k   	 A   f o s t   g s i t   o   v e r s i u n e   d e   % 1   m a i   r e c e n t .    n   c a z u l    n   c a r e   c o n t i n u a ci ,   v e r s i u n e a   i n s t a l a t   p e   t e l e f o n u l   d v s . v a   f i    n l o c u i t . \ n \ n V e r s i u n e   c u r e n t :   % 5 \ n V e r s i u n e   g s i t :   % 3 \ n D i s t r i b u i t o r :   % 2 \ n S i t e   w e b :   % 4 \ n \ n C o n t i n u a ci ? 	 N O V E J `A   v e r z i j a   o d   % 1   j e   b i l a   n a j d e n a .   N a d a l j e v a n j e   b o   z a m e n j a l o   v e r z i j o   n a m e a
e n o   n a   v a ae m   t e l e f o n u . \ n \ n T r e n u t n o   n a m e a
e n o :   % 5 \ n V e r z i j e   n a j d e n o :   % 3 \ n P r o d a j a l e c r :   % 2 \ n W e b   s t r a n :   % 4 \ n \ n A l i   ~e l i a
  n a d a l j e v a t i ? 	       % 1   .                         /     :   % 5   /       :   % 3 /     % 2 /   :   % 4 /       ;   	           % 1     ,         .   \ n \ n   :   % 5 \ n   :   % 3 \ n :   % 2 \ n :   % 4 % 6 \ n \ n   ? 	 >- =>20  25@A8OB0  >B  % 1   5  =0<5@5=0.   @>4J;65=85B>  I5. . 	 A   N E W E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   N E W E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   N E W E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   N E W E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 % 	- 		  				  			  				  							  					  				  |   							  					  					  				  							  										  												  			  				  | \ n \ n   					  							:   % 	\ n 					  							:   % 	\ n 								: % 	\ n   								:   % 	\ n \ n 				  		  						  				  			? 	 A   N E W E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   N E W E R   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 >2VH0  25@AVO  % 1   1C;0  7=0945=0.     @07V  ?@>4>265==O  25@AVN  2AB0=>2;5=C  =0  20H><C  B5;5D>=V  1C45  70<V=5=>. \ n \ n 0@07  2AB0=>2;5=0:   % 5 \ n =0945=>:   % 3 \ n 8@>1=8::   % 2 \ n !09B:   % 4 \ n \ n 060TB5  ?@>4>268B8? 	 	     % 1     .               . \ n \ n     :   % 5 \ n     :   % 3 \ n   :   % 2 \ n    :   % 4 \ n \ n   ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 D a a r   i s   ' n   j o n g e r   w e e r g a w e   v a n   % 1   o p g e s p o o r .   O m   v o o r t   t e   g a a n   s a l   d i e   w e e r g a w e   v e r v a n g   w o r d   w a t   t a n s   o p   d i e   f o o n   g e  n s t a l l e e r   i s . \ n \ n T a n s   g e  n s t a l l e e r :   % 5 \ n W e e r g a w e   g e v i n d :   % 3 \ n V e r s k a f f e r :   % 2 \ n W e b w e r f :   % 4 % 6 \ n \ n G a a n   v o o r t ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 A   n e w e r   v e r s i o n   o f   % 1   h a s   b e e n   f o u n d .   C o n t i n u i n g   w i l l   r e p l a c e   t h e   v e r s i o n   i n s t a l l e d   o n   y o u r   p h o n e . \ n \ n C u r r e n t l y   i n s t a l l e d :   % 5 \ n V e r s i o n   f o u n d :   % 3 \ n V e n d o r :   % 2 \ n W e b s i t e :   % 4 \ n \ n W o u l d   y o u   l i k e   t o   c o n t i n u e ? 	 	 	 	 % 1 - 	  			  				  							  				  					  							  						  						  				  						  			  				  							  				  					\ n \ n 							  						  			  				: % 5 \ n 							  				  				:   % 3 \ n 								  % 2 \ n 							:   % 4 % 6 \ n \ n 					  							  					  								? 	 	 	 	 	 	 	 	 U m a   n o v a   v e r s  o   d e   % 1   f o i   e n c o n t r a d a .   A   v e r s  o   i n s t a l a d a   e m   s e u   t e l e f o n e   s e r    s u b s t i t u  d a . \ n \ n A t u a l m e n t e   i n s t a l a d a :   % 5 \ n V e r s  o   e n c o n t r a d a :   % 3 \ n F o r n e c e d o r :   % 2 \ n W e b s i t e :   % 4 % 6 \ n \ n V o c    g o s t a r i a   d e   c o n t i n u a r ? 
 
 S T R _ J A V A _ E R R O R _ C O D E _ J A D _ M O V E D 	 J a v a 	 U N L I M 	 S t r i n g ,   J a d   m o v e d 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 [݈veHr,g  % 1 TKNMR]}[݈(W`vKb_j
NvHr,g/f1u
NTvMOnN	`x[[݈U\ n \ n 
}@W% 5 \ n e}@W% 4 	 [ňveHr,g  % 1 TKNMR]~[ň(W`vKb:g
NvHr,g/f1u
NTvMOnN}`nx[[ňT\ n \ n eQ@W% 5 \ n eQ@W% 4 	 @'-#L
1HC+!H-  % 1   D!HDI!229IC+I#42#@5"'1@'-#L
1H@H2  U R L   5HC+I2'LB+%D!H*-%I-1  I-2#41I@'-#L
1HC+!H+#7-D!H? \ n \ n U R L   @4!:   % 5 \ n U R L   C+!H:   % 4 	 L a   n u e v a   v e r s i  n   d e   % 1   n o   e s   d e l   m i s m o   p r o v e e d o r   q u e   l a   v e r s i  n   a n t i g u a .   L a s   U R L   d e   d e s c a r g a   n o   c o i n c i d e n .    D e s e a   i n s t a l a r   l a   n u e v a   v e r s i  n ? \ n \ n U R L   a n t i g u a :   % 5 \ n U R L   n u e v a :   % 4 	 L a   n o u v e l l e   v e r s i o n   d e   % 1   n ' e s t   p a s   d u   m  m e   f o u r n i s s e u r   q u e   l ' a n c i e n n e   v e r s i o n .   L e s   U R L   d e   t  l  c h a r g e m e n t   s o n t   d i f f  r e n t s .   V o u l e z - v o u s   i n s t a l l e r   l a   n o u v e l l e   v e r s i o n   ? \ n \ n A n c i e n n e   U R L   :   % 5 \ n N o u v e l l e   U R L   :   % 4 	 D i e   n e u e r e   V e r s i o n   v o n   % 1   i s t   n i c h t   v o n   d e m s e l b e n   A n b i e t e r   w i e   d i e   a l t e   V e r s i o n .   D i e   D o w n l o a d - U R L s   s t i m m e n   n i c h t    b e r e i n .   M  c h t e n   S i e   d i e   n e u e   V e r s i o n   i n s t a l l i e r e n ? \ n \ n A l t e   U R L :   % 5 \ n N e u e   U R L :   % 4 	 >AB02I8:8  =>2>9  8  AB0@>9  25@A88  % 1   @07;8G0NBAO.   U R L - 04@5A0  703@C7:8  =5  A>2?040NB.   #AB0=>28BL  =>2CN  25@A8N? \ n \ n !B0@K9  U R L - 04@5A:   % 5 \ n >2K9  U R L - 04@5A:   % 4 	 L a   n u o v a   v e r s i o n e   d i   % 1   n o n   v i e n e   d a l l o   s t e s s o   p r o v i d e r   d e l l a   v e r s i o n e   p r e c e d e n t e .   G l i   U R L   p e r   i l   d o w n l o a d   n o n   c o r r i s p o n d o n o .   S i   d e s i d e r a   i n s t a l l a r e   l a   n u o v a   v e r s o n e ? \ n \ n V e c c h i o   U R L :   % 5 \ n N u o v o   U R L :   % 4 	 'DF3.)  'D,/J/)  'D*J  J*E  #F4'&G'  E9  'DEH,H/)  AJ  G'*AC  3HA  J*E  *-EJDG'  EF  E.*DA  'DEH'B9, GD  *$C/  'D*-EJD	 A   n o v a   v e r s  o   d o   % 1   n  o      d o   m e s m o   f o r n e c e d o r   d a   v e r s  o   a n t i g a .   O s   U R L s   p a r a   t r a n s f e r  n c i a   n  o   c o r r e s p o n d e m .   Q u e r   i n s t a l a r   a   n o v a   v e r s  o ? \ n \ n U R L   a n t i g o :   % 5 \ n U R L   n o v o :   % 4 	 % 1 ' i n   y e n i   v e r s i y o n u   e s k i   v e r s i y o n   i l e   a y n 1  s a l a y 1c 1d a n   d e i l .   Y  k l e n e n   U R L ' l e r   e _l e _m i y o r .   Y e n i   v e r s i y o n u   y  k l e m e k   i s t i y o r   m u s u n u z ? \ n \ n E s k i   U R L :   % 5 \ n Y e n i   U R L : % 4 	 V   t r    n h   c  i   t   t i   p h i  n   b n   m i   % 1   k h  n g   g i n g   v i   p h i  n   b n   c i  h i n   c  i   t r o n g   m  y   c a   b n . B n   c h c   c h n   m u n   c  i   k h  n g ? \ n \ n   a   c h   m n g   c i: % 5 \ n   a   c h   m n g   m i % 4 	 V e r s i   % 1   b a r u   b u k a n   d a r i   p e n y e d i a   y a n g   s a m a   s e p e r t i   v e r s i   l a m a .   U R L   y a n g   d i - d o w n l o a d   U R L   t i d a k   c o c o k .   A n d a   i n g i n   m e n g i n s t a l   v e r s i   b a r u ? \ n \ n U R L   l a m a :   % 5 \ n U R L   b a r u :   % 4 	 V e r s i   b a r u   % 1   b u k a n   d a r i p a d a   p e m b e k a l   y a n g   s a m a   s e p e r t i   v e r s i   l a m a .   U R L   m u a t   t u r u n   t i d a k   s e p a d a n .   A d a k a h   a n d a   m a h u   p a s a n g   v e r s i   b a r u ? \ n \ n U R L   L a m a :   % 5 \ n U R L   B a r u :   % 4 	 % 1   	>	  (	/	>	  8		8	M		0	#	  *	A	0	>	(	G	  8		8	M		0	#	  	G	  		*	2	,	M	'		0	M	$	>	  8	G	  (	9	@		  9	H	d	  !	>			(	2	K	!	  U R L   .	G	2	  (	9	@		  	>	$	G	d	  	M	/	>	  	*	  (	/	>	  8		8	M		0	#	  		8	M		I	2	  	0	(	>	  	>	9	$	G	  9	H		? \ n \ n *	A	0	>	(	>	  U R L :   % 5 \ n (	/	>	  U R L :   % 4 	 D e n n e   n y e   v e r s i o n   a f   % 1   e r   i k k e   f r a   s a m e   u d b y d e r   s o m   d e n   g a m l e .   D e   d o w n l o a d e d e   U R L e r   m a t c h e r   i k k e .   V i l   d u   i n s t a l l e r e   d e n   n y e   v e r s i o n ? \ n \ G a m m e l   U R L :   % 5 \ n N y   U R L :   % 4 	 N o v    v e r z e   % 1   n e p o c h  z    o d   s t e j n  h o   p o s k y t o v a t e l e   j a k o   s t a r    v e r z e .   U R L   p r o   s t a h o v  n    n e s o u h l a s  .   P Ye j e t e   s i   i n s t a l o v a t   n o v o u   v e r z i ? \ n \ n S t a r    U R L :   % 5 \ n N o v    U R L :   % 4 	 N o w a   w e r s j a   % 1   n i e   j e s t   o d   t e g o   s a m e g o   d o s t a w c y   j a k   s t a r a   w e r s j a .   L i n k i   U R L   d o   p o b i e r a n i a   n i e   p a s u j .   C h c e s z   i n s t a l o w a   n o w   w e r s j e ? \ n \ n   S t a r y   U R L :   % 5 \ n N o w y   U R L :   % 4 	 A ( z )   % 1    j a b b   v e r z i  j a   n e m   u g y a n a t t  l   a   s z o l g  l t a t  t  l   s z  r m a z i k ,   m i n t   a   r  g e b b i   v e r z i  .   A   l e t  l t  s i   U R L - e k   n e m   e g y e z n e k   m e g .   K  v  n j a   t e l e p  t e n i   a z    j   v e r z i  t ? \ n \ n   U R L :   % 5 \ n N e w   U R L :   % 4 	 T u o t t e e n   % 1   u u s i   v e r s i o   e i   o l e   s a m a n   t o i m i t t a j a n   k u i n   v a n h a   v e r s i o .   L a t a u k s e n   U R L - o s o i t t e e t   e i v  t   o l e   s a m a t .   H a l u a t k o   a s e n t a a   u u d e n   v e r s i o n ? \ n \ n V a n h a   U R L - o s o i t e :   % 5 \ n U u s i   U R L - o s o i t e :   % 4 	 D e n   n y e r e   v e r s j o n e n   a v   % 1   e r   i k k e   f r a   d e n   s a m m e   l e v e r a n d  r e n   s o m   d e n   g a m l e   v e r s j o n e n .   D e   n e d l a s t e d e   U R L e n e   p a s s e r   i k k e .    n s k e r   d u      i n s t a l l e r e   d e n   n y e   v e r s j o n e n ? \ n \ n G a m m e l   U R L :   % 5 \ n N y   U R L :   % 4 	 N o v    v e r z i a   % 1   n e p o c h  d z a   o d   r o v n a k  h o   p o s k y t o v a t e >a   a k o   s t a r    v e r z i a .   U R L   p r e   s ea h o v a n i e   s a   n e z h o d u j e !   P r a j e t e   s i   i n at a l o v a e  n o v    v e r z i u ? \ n \ n S t a r    U R L :   % 5 \ n N o v    U R L :   % 4 . 	 D e   n i e u w e r e   v e r s i e   v a n   % 1   i s   v a n   d e z e l f d e   l e v e r a n c i e r   a l s   d e   o u d e   v e r s i e ,   D e   U R L ' s   v a n   d e   d o w n l o a d   s t e m m e n   n i e t   o v e r e e n .   W i l t   u   d e   n i e u w e   v e r s i e   i n s t a l l e r e n ? \ n \ n O u d e   U R L :   % 5 \ n N i e u w e   U R L : % 4 	 % 1 : s   n y a   v e r s i o n   k o m m e r   i n t e   a v   s a m m a   t i l l v e r k a r e   s o m   d e n   t i d i g a r e   v e r s i o n e n .   U R L   f  r   n e d l a d d n i n g   m a t c h a r   i n t e .   V i l l   d u   i n s t a l l e r a   d e n   n y a   v e r s i o n e n ?   ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 O v a   n o v a   v e r z i j a   % 1   n i j e   o d   i s t o g a   d o b a v l j a 
a 	 N o u a   v e r s i u n e   d e   % 1   n u   e s t e   o f e r i t   d e   a c e l a _i   f u r n i z o r   c a   v e c h e a   v e r s i u n e .   U R L - u r i l e   d e   d e s c r c a r e   n u   s e   p o t r i v e s c .   I n s t a l a ci   v e r s i u n e a   n o u ? \ n \ n U R L   v e c h i :   % 5 \ n U R L   n o u :   % 4 	 N o v a   v e r z i j a   o d     % 1   n i   o d   i s t e g a   p o n u d n i k a   k o t   j e   s t a r a   v e r z i j a .   D o w n l o a d   U R L - j a   s e   n e   u j e m a .   A l i   ~e l i a  n a m e s t i t i   n o v o   v e r z i j o ? \ n \ n S t a r   U R L :   % 5 \ n N o v   U R L :   % 4 	       % 1                       .       U R L         .               ; /     U R L   % 5 /     U R L : % 4 	       1 %       .     -   U R L       .             ?   / n / n     -   U R L   : 	 >20B0  25@A8OB0  >B  % 1   =5  5  AJI0B0. . . 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 % 	- 		  				  										  									  								  			  				  		  |   							  U R L 				  						  |   				  		  				  										  							  				  			?   \ n \ n 						  U R L :   % 	\ n 				:   % 		 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 >20  25@AVO  % 1   2V4  V=H>3>  ?@>20945@0  =V6  AB0@0  25@AVO.   V=:8  4;O  7020=B065==O  =5  A?V2?040NBL.   8  E>G5B5  2AB0=>28B8  =>2C  25@AVN? \ n \ n !B0@89  U R L :   % 5 \ n >289  U R L :   % 4 	 	 % 1     ,             .             .       ? \ n \ n     :   % 5 \ n     :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 D i e   n u w e   w e e r g a w e   v a n   % 1   i s   n i e   v a n   d i e s e l f d e   v e r s k a f f e r   a s   d i e   o u   w e e r g a w e   n i e .   D i e   a f l a a i - U R L ' s   s t e m   n i e   o o r e e n   n i e .   I n s t a l l e e r   d i e   n u w e   w e e r g a w e ? \ n \ n O u   U R L :   % 5 \ n N u w e   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 T h e   n e w   v e r s i o n   o f   % 1   i s   n o t   f r o m   t h e   s a m e   p r o v i d e r   a s   t h e   o l d   v e r s i o n .   T h e   d o w n l o a d   U R L s   d o   n o t   m a t c h .   D o   y o u   w a n t   t o   i n s t a l l   t h e   n e w   v e r s i o n ? \ n \ n O l d   U R L :   % 5 \ n N e w   U R L :   % 4 	 	 	 	 % 1 - 	  				  									,   					  									  					  			  					  										  				  							  			    U R L   				  				  				  					  				  									  						  				  								? \ n \ n 					U R L :   % 5 \ n 				  U R L :   % 4 	 	 	 	 	 	 	 	 A   v e r s  o   n o v a   d e   % 1   n  o      d o   m e s m o   p r o v e d o r   d a   v e r s  o   a n t i g a .   A s   U R L s   d e   d o w n l o a d   n  o   c o r r e s p o n d e m .   V o c    q u e r   i n s t a l a r   a   n o v a   v e r s  o ? \ n \ n U R L   a n t i g a :  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 S T R _ J A V A _ E R R O R _ C O D E _ N O T _ F O U N D 	 J a v a 	 P O P U P 	 S t r i n g ,   A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 ~b
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N0R^(uz^	 D!H  A P 	 A p .   n o   e n c o n t r a d a 	 A P   n o n   t r o u v  	 A P   n i c h t   g e f u n d e n 	 @8;>65=85  =5  =0945=>	 A P   n o n   t r o v a t o 	 'D*7(JB'*  :J1  EH,H/)	 P o n t o   d e   a c e s s o   n  o   e n c o n t r a d o 	 A P   b u l u n a m a d 1	 K h  n g   t  m   t h y   t r t   t   n g   d n g 	 A P   t a k   d i t e m u k a n 	 A P   t i d a k   d i t e m u i 	 	*	@	  (	9	@		  *	>	/	>	  	/	>		 A p p l i k a t i o n   e j   f u n d e t 	 A P   n e n a l e z e n o 	 A P   N i e   z n a l e z i o n y 	 A z   a l k a l m a z  s   n e m   t a l  l h a t  	 E i   A P . t  	 A P   i k k e   f u n n e t 	 A P   n e n  j d e n  	 A P   n i e t   g e v o n d e n 	 P r o g r a m e t   h i t t a d e s   i n t e 	 A P   n i j e   p r o n a e n 	 A P   n u   a   f o s t   g s i t 	 A P   n i   n a j d e n 	     	     A P 	 @8;>6. =5  5  =0<5@5=>	 	*	@	  	"	3	2	G	  (	>	9	@		 A P   'A*  F4/	   F  ED'A P 	   	   			  					  			  			 
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	 *?  (?*?2G&A	 A P   =5  7=0945=>	 	   	 A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 A P   n i e   g e v i n d   n i e 	 A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 A P   n o t   f o u n d 	 	 	 	 A P   				  		' 		 	 	 	 	 	 	 	 A P   n  o   e n c o n t r a d o 
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 S T R _ J A V A _ E R R O R _ C O D E _ I N V A L I D _ J A D 	 J a v a 	 P O P U P 	 S t r i n g ,   I n v a l i d   a p p l i c a t i o n   f i l e 	 I n v a l i d   a p p l i c a t i o n   f i l e 	 !qHeva(uz_jHh	 eHev^(uz^eN	 D%LB#A#!D!H9I-	 A r c h i v o   d e   a p l i c a c i  n   n o   v  l i d o 	 F i c h i e r   d ' a p p l i c a t i o n   i n v a l i d e 	 U n g  l t i g e   A n w e n d u n g s d a t e i 	 525@=K9  D09;  ?@8;>65=8O  ( . j a d )   8;8  >1=>2;5=85  70?@5I5=>  >?5@0B>@><	 F i l e   a p p l i c a z i o n e   n o n   v a l i d o   	 EDA  'D*7(JB'*  ( j a d . )   :J1  5'D-  ,   D'  JECF  *-/J+  9F  71JB  'DE4:D	 F i c h e i r o   d e   a p l i c a   o   i n v  l i d o 	 G e  e r s i z   u y g u l a m a   d o s y a s 1	 T p   t r t   t   n g   d n g   k h  n g   h p   l   	 B e r k a s i   a p l i k a s i   s a l a h ( . j a d ) 	 F a i l   a p l i k a s i   t i d a k   s a h 	 	5	H	'	  	*	M	2	?		G	6	(	  +	>		2	  	 U g y l d i g   a p p l i k a t i o n s   f i l ( . j a d ) 	 N e p l a t n    s o u b o r   a p l i k a c e   ( . j a d ) 	 P l i k   a p l i k a c y j n y   n i e p o p r a w n y ( . j a d ) 	  r v  n y t e l e n   a l k a l m a z  s f  j l 	 V i r h e e l l i n e n   s o v e l l u s k e n t t  t i e d o s t o   ( . j a d )   	 U g y l d i g   p r o g r a m f i l ( . j a d ) 	 N e p l a t n    s  b o r   a p l i k  c i e   ( . j a d ) 	 O n g e l d i g   t o e p a s s i n g s b e s t a n d 	 O g i l t i g   p r o g r a m f i l   ( . j a d ) 	 D a t o t e k a   s   p r o g r a m o m   n i j e   v a l j a n a   ( . j a d ) 	 F i _i e r   i n v a l i d   a p l i c a ci e 	 N e v e l j a v n a   a p l i k a c i j s k a   d a t o t e k a ( . j a d ) 	       ( . j a d ) 	       	 520;845=  D09;  =0  ?@8;>65=85( . j a d ) 	 	5	H	'	  	(	A	*	M	0	/	K		  +	>		2	  ( . 	G		!	@	)   	?		5	>	  	*	0	G		0	&	M	5	>	0	G	  +	I	0	M	,	?	!	(	  	*	!	G			 ~1HF/G  (1F'EG  '1(1/  F'E9*(1  '3*	 :D7  '~D4F  A'&D  ( . j a d )   '  "~1y1    019  EEFH9  '~  y	     ( . j a d ) 	 									  				  							  		  ( . 					) 	 0
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 
 S T R _ J A V A _ E R R O R _ C O D E _ M I S S I N G _ I N F O _ J A D 	 J a v a 	 P O P U P 	 S t r i n g ,   M i s s i n g   i n f o 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 a(uz_j( . j a d ) gQ:\ܕuǌ
	 ^(uz^eN( . j a d ) Q:\sQ.Oo`	 I-!9%*31
+2"DC  J A D 	 F a l t a   i n f o r m a c i  n   c r  t i c a   e n   J A D 	 D e s   i n f o r m a t i o n s   c r i t i q u e s   s o n t   m a n q u a n t e s   d a n s   l e   J A D 	 W i c h t i g e   I n f o   f e h l t   i n   J A D 	 06=0O  8=D>@<0F8O  >BACBAB2C5B  2  J A D   	 I n   J A D   m a n c a n o   i n f o r m a z i o n i   c r i t i c h e 	 FB5  AJ  E9DHE'*  'DEA'*J-  DD*7(JB'*	 E x i s t e   i n f o r m a   o   c r  t i c a   e m   f a l t a   n o   J A D 	 J A D   d e   k r i t i k   b i l g i   e k s i k . 	 T p   t r t   t   n g   d n g   J A D   t h i u   t h  n g   t i n   l i  n   q u a n 	 I n f o   k r i t i s   h i l a n g   d i   J A D 	 M a k l u m a t   k r i t i k a l   h i l a n g   d a l a m   J A D 	 J A D   .	G		  	M	0	?		?		2	  	>	(		>	0	@	  (	9	@		  9	H		 V i g t i g   i n f o   m a n g l e r   i   J A D 	 V   J A D   c h y b    k r i t i c k    i n f o r m a c e 	 B r a k u j e   k r y t y c z n e j   i n f o r m a c j i   w   J A D 	 K r i t i k u s   a d a t   h i  n y z i k   a   J A D - b  l 	 K r i i t t i n e n   t i e t o   p u u t t u u   J A D : s t a 	 K r i t i s k   i n f o   m a n g l e r   i   J A D 	 K r i t i c k    i n f o r m  c i a   c h  b a   v   J A D 	 K r i t i s c h e   g e g e v e n s   o n t b r e k e n   i n   J A D 	 J A D   s a k n a r   k r i t i s k   i n f o 	 N e d o s t a j u   k r i t i 
n i   p o d a c i   u   J A D 	 I n f o r m a ci i   f o a r t e   i m p o r t a n t e   l i p s e s c   d i n   f i _i e r u l   J A D 	 V a ~n a   i n f o r m a c i j a   m a n j k a   v   J A D 	         J A D 	       -   J A D 	 8?A20  =D>  2  J A D 	 	G		!	@	  .		@	2	  	!	@	2	  .	>	9	?	$	@	  9	0	5	2	@	  	9	G	. 	 '7D'9'*  61H1  /1  J A D   EH,H/  F3*	 /BB  E9DHE'*    J A D   E  EABH/  	   -       	 					- 		  												    								  					  						  			 (
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	 F!?2K  @2  8.>>0  .?8M8/?&?	 @8B8G=0  V=D>@<0FVO  2V4ACB=O  2  J A D 	 	 J A D         	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 K r i t i e k e   i n l i g t i n g   w o r d   v e r m i s   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A D 	 	 	 	 J A D   	  										  				  				 	 	 	 	 	 	 	 I n f o .   c r  t i c a s   a u s e n t e s   n o   J A D 
 
 S T R _ J A V A _ E R R O R _ C O D E _ M I S S I N G _ I N F O _ J A R 	 J a v a 	 P O P U P 	 S t r i n g ,   M i s s i n g   i n f o 	 C r i t i c a l   i n f o   i s   m i s s i n g   i n   J A R 	 a(uz_j( . j a r ) gQ:\ܕuǌ
	 ^(uz^eN( . j a r ) Q:\sQ.Oo`	 I-!9%*31
+2"DC  J A R 	 F a l t a   i n f o r m a c i  n   c r  t i c a   e n   J A R 	 D e s   i n f o r m a t i o n s   c r i t i q u e s   s o n t   m a n q u a n t e s   d a n s   l e   J A R 	 W i c h t i g e   I n f o   f e h l t   i n   J A R 	 06=0O  8=D>@<0F8O  >BACBAB2C5B  2  J A R 	 I n   J A R   m a n c a n o   i n f o r m a z i o n i   c r i t i c h e 	 FB5  AJ  E9DHE'*  'DEA'*J-  DD*7(JB'*	 E x i s t e   i n f o r m a   o   c r  t i c a   e m   f a l t a   n o   J A R 	 J A R   d e   k r i t i k   b i l g i   e k s i k . 	 T p   t r t   t   n g   d n g   J A R   t h i u   t h  n g   t i n   l i  n   q u a n 	 I n f o   k r i t i s   h i l a n g   d i   J A R 	 M a k l u m a t   k r i t i k a l   h i l a n g   d a l a m   J A R 	 J A R   .	G		  	M	0	?		?		2	  	>	(		>	0	@	  (	9	@		  9	H		 V i g t i g   i n f o   m a n g l e r   i   J A R 	 V   J A R   c h y b    k r i t i c k    i n f o r m a c e 	 B r a k u j e   k r y t y c z n e j   i n f o r m a c j i   w   J A R 	 K r i t i k u s   a d a t   h i  n y z i k   a   J A R - b  l 	 K r i i t i i n e n   t i e t o   p u u t t u u   J A R : s t a 	 K r i t i s k   i n f o   m a n g l e r   i   J A R 	 K r i t i c k    i n f o r m  c i a   c h  b a   v   J A R 	 K r i t i s c h e   g e g e v e n s   o n t b r e k e n   i n   J A R 	 J A R   s a k n a r   k r i t i s k   i n f o 	 N e d o s t a j u   k r i t i 
n i   p o d a c i   u   J A R 	 I n f o r m a ci i   f o a r t e   i m p o r t a n t e   l i p s e s c   d i n   f i _i e r u l   J A R 	 V a ~n a   i n f o r m a c i j a   m a n j k a   v   J A D 	         J A R 	       -   J A R 	 8?A20  =D>  2  J A R 	 	G			0	  .		@	2	  	!	@	2	  .	>	9	?	$	@	  9	0	5	2	@	  	9	G		 '7D'9'*  61H1  /1  J A R   EH,H/  F3*	   /BB  E9DHE'*J A R   E  EABH/  	   -       	 			- 		  												    								  					  						  			 (
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 
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N/ecvJ a v a ^(uz^	 D!H#-#12'2  A P 	 N o   s e   a d m i t e   l a   A p .   J a v a 	 L ' A P   J a v a   n ' e s t   p a s   s u p p o r t  e 	 J a v a - A P   w i r d   n i c h t   u n t e r s t  t z t 	 @8;>65=85  J a v a   =5  ?>445@68205BAO	 L ' A P   d i   G i a v a   n o n      s u p p o r t a t o 	 *7(JB'*  'D,'A'    D'    */9E	 O   p o n t o   d e   a c e s s o   J A V A   n  o      s u p o r t a d o 	 J a v a   A P   d e s t e k l e n m i y o r 	 K h  n g   h   t r   n g   d n g   J a v a 	 J a v a   A P   t a k   t e r d u k u n g 	 A P   J a v a   t i d a k   d i s o k o n g 	 	>	5	>	  A P   	8	.	0	M	%	?	$		 J a v a   a p p l i k a t i o n e n   e j   u n d e r s t  t t e t 	 J a v a   A P   n e n    p o d p o r o v  n o 	 J a v a   A P   n i e d o s t p n a 	 N e m   t  m o g a t o t t   J a v a   a l k a l m a z  s 	 E i   t u k e a   J a v a   A P : l l e 	 D e n n e   J a v a - A P   s t  t t e s   i k k e 	 J a v a   A P   n e p o d p o r o v a n  	 J a v a - A P   w o r d t   n i e t   o n d e r s t e u n d 	 J a v a - p r o g r a m e t   s t  d j e s   e j 	 J a v a   A P   n i j e   p o d r ~a n a 	 J a v a   A P   n u   e s t e   a c c e p t a t 	 J a v a   A P   n i   p o d p r t o 	   J a v a   A P     	 -   A P     '     	 J a v a   @8;>6. =5  A5  ?>44J@60	 	>	5	>	  	*	@	2	>	  8	*	K	0	M		  	0	@	$	  (	>	9	@		 J a v a   A P   ~4*('F  FE  4H/	 ,'H'  A P   -E'*  'A*  F  	       	 				  			  							  			 
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 
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N0R^(uz^eN( . j a r ) 	 D!H  J A R 	 J A R   n o   e n c o n t r a d o 	 J A R   i n t r o u v a b l e 	 J A R   n i c h t   g e f u n d e n 	 J A R   =5  =0945=0  	 J A R   n o n   t r o v a t o 	 EDA  'D*7(JB'*  :J1  EH,H/	 J A R   n  o   e n c o n t r a d o 	 J A R   b u l u n a m a d 1	 K h  n g   t  m   t h y   t r t   t   n g   d n g   J A R 	 J A R   t a k   d i t e m u k a n 	 J A R   t i d a k   d i k e t a h u i 	 J A R   (	9	@		  *	>	/	>	  	/	>		 J A R   i k k e   f u n d e t 	 J A R   n e n a l e z e n 	 J A R   N i e   z n a l e z i o n y 	 J A R   n e m   t a l  l h a t  	 J A R i a   e i   l  y d y . 	 J A R   i k k e   f u n n e t 	 J A R   n e n  j d e n  	 J A R   n i e t   g e v o n d e n 	 J A R   h i t t a d e s   i n t e 	 J A R   n i j e   p r o n a e n 	 F i _i e r u l   J A R   n u   a   f o s t   g s i t 	 J A R   N i   N a j d e n 	   J A R     	 J A R     	 J A R   =5  5  =0<5@5=	 	G			0	  	"	3	2	G	  (	>	9	@		 J A R   'A*  F4/	   F  ED'J A R 	   	 			  					  						  			 
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	 J A R   	 J A R   n o t   f o u n d 	 J A R   n o t   f o u n d 	 J A R   n o t   f o u n d 	 J A R   n i e   g e v i n d   n i e 	 J A R   n o t   f o u n d 	 J A R   n o t   f o u n d 	 J A R   n o t   f o u n d 	 J A R   n o t   f o u n d 	 J A R   n o t   f o u n d 	 J A R   n o t   f o u n d 	 	 	 	 J A R   				  		' 		 	 	 	 	 	 	 	 J A R   n  o   e n c o n t r a d o 
 
 S T R _ J A V A _ E R R O R _ C O D E _ I N V A L I D _ J A R _ U R L 	 J a v a 	 P O P U P 	 S t r i n g ,   I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 !qHeva(uz_j( . j a r ) }@W	 eHev^(uz^eN( . j a r ) Q@W	 J A R   U R L   D!H9I-	 U R L   J A R   n o   v  l i d a 	 U R L   d e   J A R   n o n   v a l i d e 	 U n g  l t i g e   J A R - U R L 	 5459AB28B5;L=K9  U R L   J A R   	   U R L   d i   J A R   n o n   v a l i d a 	 EHB9  'D4(C)  DD*7(JB'*  :J1  5'D-	 U R L   J A R   i n v  l i d o 	 G e  e r s i z   J A R   U R L 	 a   c h   m n g   c a   J A R   k h  n g   h p   l 	 U R L   J A R   s a l a h 	 U R L   J A R   t i d a k   s a h 	 	5	H	'	  J A R   U R L 	 U g y l d i g   J A R   U R L 	 N e p l a t n    J A R   U R L 	 N i e p r a w i d Bo w y   J A R   U R L 	  r v  n y t e l e n   J A R   U R L 	 V i r h e e l l i n e n   J A R   U R L 	 U g y l d i g   J A R   U R L 	 N e p l a t n    J A R   U R L 	 O n g e l d i g e   J A R   U R L 	 O g i l t i g   J A R - U R L 	 J A R   U R L   n i j e   v a l j a n 	 U R L - u l   p e n t r u   f i _i e r u l   J A R   e s t e   n e v a l i d 	 N e v e l j a v e n   J A R   U R L 	   J A R   U R L 	   -   U R L     J A R     	 520;845=  J A R   U R L 	 	G			0	  /	B		0		2	  	5	H	'		 J A R   U R L   E9*(1  F3*	   :D7J A R   U R L 	     	 				  			  		. 		. 			 0
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  J A R   U R L 	   J A R   U R L 	 I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 O n g e l d i g e   J A R - U R L 	 I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 I n v a l i d   J A R   U R L 	 	 	 	 						  J A R   U R L 	 	 	 	 	 	 	 	 J A R   U R L   i n v  l i d o 
 
 S T R _ J A V A _ E R R O R _ C O D E _ C O R R U P T _ J A R 	 J a v a 	 P O P U P 	 S t r i n g ,   T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 
Nckxva(uz_j( . j a r ) 	 
Ncknxv^(uz^eN( . j a r ) 	 D%L  J A R   @*5"	 E l   a r c h i v o   J A R   e s t    d a  a d o 	 L a   f i c h i e r   J A R   e s t   c o r r o m p u 	 D i e   J A R - D a t e i   i s t   v e r f  l s c h t 	 $09;  J A R   ?>2@5645=	 F i l e   J A R   d a n n e g g i a t o 	 EDA  'D*7(JB'*  :J1  5'D-	 O   f i c h e i r o   J A R   e s t    c o r r o m p i d o 	 J A R   d o s y a   b o z u k   d I r 	 T r t   t   n g   d n g   J A R   k h  n g   c h  n h   x  c 	 b e r k a s   J A R   t e r k o r u p s i 	 F a i l   J A R   r o s a k 	 J A R   +	>		2	  	0	>	,	  9	H		 J A R   f i l e n   e r   s k a d e t 	 S o u b o r   J A R   j e   p o ak o z e n 	 P l i k   J A R   j e s t   u s z k o d z o n y 	 A   J A R   f  j l   m e g s  r  l t 	 J A r - t i e d o s t o   o n   k o r r u p t o i t u n u t 	 J A R - f i l e n   e r   s k a d e t 	 S  b o r   J A R   j e   p o ak o d e n  	 H e t   J A R - b e s t a n d   i s   c o r r u p t 	 J A R - f i l e n    r   k o r r u m p e r a d 	 J A R   d a t o t e k a   j e   p o k v a r e n a 	 F i _i e r u l   J A R   e s t e   d e t e r i o r a t 	 J A R   d a t o t e k a   j e   s p r e m e n j e n a 	     J A R     	   -   J A R   	 J A R   $09;JB  e   ?>2@545=	 	G			0	  +	>		2	  	0	*	M		  	9	G		 A'D  J A R   .1'(  '3*	 ,  '  'S1  A'&D  .1'(  	     	 			  				  					  			  					 
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	 J A R     	 T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 D i e   J A R   l  e r   i s   g e k o r r u p t e e r 	 T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 T h e   J A R   f i l e   i s   c o r r u p t 	 	 	 	 J A R   				  						 	 	 	 	 	 	 	 O   a r q u i v o   J A R   e s t    c o r r o m p i d o 
 
 S T R _ J A V A _ E R R O R _ C O D E _ I N F O _ M I S M A T C H 	 J a v a 	 P O P U P 	 S t r i n g ,   I n f o   m i s m a t c h 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 ܕuǌ
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N;TT( j a d j a r ) 	 I-!9%*31
D!H#1  ( j a d ,   j a r ) 	 L a   i n f o r m a c i  n   c r  t i c a   d i f i e r e   ( j a d ,   j a r ) 	 I n f o r m a t i o n   c r i t i q u e   m a u v a i s e   ( j a d ,   j a r ) 	 W i c h t i g e   I n f o   f a l s c h   z u g e o r d n e t   ( j a d ,   j a r ) 	 06=0O  8=D>@<0F8O  =5  A>>B25BAB2C5B( j a d ,   j a r )   	 M a n c a t a   c o r r i s p o n d e n z a   t r a   l e   i n f o r m a z i o n i   ( j a d ,   j a r ) 	 E9DHE'*  'DEA'*J-  H  EDA  'D*7(JB'*  :J1  E*7'(B)	 A   i n f o r m a   o   c r  t i c a   n  o   c o r r e s p o n d e   ( j a d ,   j a r ) 	   K r i t i k   b i l g i   e _l e _m i y o r ( j a d ,   j a r ) 	 T h  n g   t i n   l i  n   q u a n   t i   t r t   t   n g   d n g   k h  n g   k h p   ( j a d ,   j a r ) 	 I n f o   k r i t i s   t a k   c o c o k ( j a d ,   j a r ) 	 M a k l u m a t   k r i t i k a l   t i d a k   s e p a d a n ( j a d ,   j a r ) 	 	M	0	?		?		2	  	>	(		>	0	@	  -	?	(	M	(	  ( j a d ,   j a r ) 	 V i g t i g   i n f o   p a s s e r   i k k e   ( j a d ,   j a r ) 	 K r i t i c k    i n f o r m a c e   o   n e s p r  v n  m   s p o j e n    ( j a d ,   j a r ) 	 N i e d o p a s o w a n i e   k r y t y c z n e j   i n f o r m a c j i   ( j a d ,   j a r ) 	 K r i t i k u s   a d a t e l t  r  s   ( j a d ,   j a r ) 	 K r i i t t i i n e n   t i e t o j e n   t  s m   m  t t  m y y s   ( j a d ,   j a r )   	 K r i t i s k   i n f o - f e i l m a t c h   ( j a d ,   j a r ) 	 K r i t i c k    i n f o r m  c i a   z l e   s p o j e n    ( j a d ,   j a r ) 	 K r i t i s c h e   i n f o   k o m t   n i e t   o v e r e e n   ( j a d ,   j a r ) 	 K r i t i s k   i n f o   p a s a r   i n t e   i h o p   ( j a d ,   j a r ) 	 K r i t i 
n i   p o d a c i   s e   n e   p o d u d a r a j u   ( j a d ,   j a r ) 	 E x i s t   n e c o n c o r d a n ce    n t r e   i n f o r m a ci i l e   f o a r t e   i m p o r t a n t e     ( j a d ,   j a r ) 	 V a ~n a   i n f o r m a c i j s k a   z m o t a ( j a d ,   j a r ) 	         ( j a d ,   j a r ) 	           ( j a d ,   j a r ) 	 =D>  =5  AJ2?040( j a d ,   j a r ) 	 		?	2	  .	>	9	?	$	@	  .	?	8	.	E		( 	G		!	@	,   	G			0	) 	 '7D'9'*  61H1  ( j a d   j a r )   E7'(B*  F/'1/	 /BB  E9DHE'*  ED  F  '*  ( j a d ,   j a r )   	     ( ,   j a r ) 	 												    								  					  				  		  ( 					,   			  ) 	 (
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  ( j a d ,   j a r ) 	       ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 K r i t i e k e   i n l i g t i n g   s t e m   n i e   o o r e e n   n i e ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 C r i t i c a l   i n f o   m i s m a t c h ( j a d ,   j a r ) 	 	 	 	 										  				  								( j a d ,   j a r ) 	 	 	 	 	 	 	 	 I n f o r m a   o   c r  t i c a   n  o   c o r r e s p o n d e   ( j a d ,   j a r ) 
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 S T R _ J A V A _ E R R O R _ C O D E _ V E R I F Y _ F A I L E D 	 J a v a 	 P O P U P 	 S t r i n g ,   V e r i f y   f a i l e d 	 T h e   J a v a   A P   c a n n o t   b e   v e r i f i e d   	 J a v a a(uz_[hQI1YWe	 J a v a ^(uz^[hQ1Y%	 J a v a   A P   D!H*2!2#9#'*-DI	 N o   s e   p u e d e   v e r i f i c a r   l a   a p .   J a v a 	 L  A P   J a v a   n e   p e u t   p a s    t r e   v  r i f i    	 D i e   J a v a - A P   k a n n   n i c h t   v e r i f i z i e r t   w e r d e n   	 @8;>65=85  J a v a   =5  C40;>AL  ?@>25@8BL  	 L ' A P   J a v a   n o n   p u    e s s e r e   v e r i f i c a t o 	 EDA  'D*7(JB'*  D'  JECF  *-BJBG	 O   p o n t o   d e   a c e s s o   J a v a   n  o   p o d e   s e r   v e r i f i c a d o 	 J a v a   A P   d o r u l a n a m 1y o r   	 T r t   t   n g   d n g   J a v a   k h  n g   c h n g   n h n   a n   t o  n   c 	 J a v a   A P   t i d a k   d a p a t   d i v e r i k a s i 	 A P   J a v a   t i d a k   b o l e h   d i t e n t u s a h k a n 	 	>	5	>	  A P   *	M	0	.	>	#	?	$	  (	9	@		  9	A			 	 	 	 A   J a v a   A P   n e m   e l l e n Qr i z h e t Q	 	 	 	 J a v a - A P   k a n   n i e t   g e c o n t r o l e e r d   w o r d e n 	 	 	 J a v a   A P   n u   p o a t e   f i   v e r i f i c a t 	 	 	         -   A P     ' 	 	 	   J a v a   A P   B'(D  *#/  F3*	 	 	 J a v a   A P 		  						  			  						 	 	 	 



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 S T R _ J A V A _ E R R O R _ C O D E _ P U S H _ D U P _ F A I L U R E 	 J a v a 	 P O P U P 	 S t r i n g ,   P u s h   d u p   f a i l u r e 	 A   r e s o u r c e   i s   i n   u s e   b y   a n o t h e r   A P 	 a(uz_@b vǌnck(WO(u	 ^(uz^@b vDnck(WO(u	 A P   -7H3%1C
I2#1"2#-"9H	 U n   r e c u r s o   e s t    e n   u s o   p o r   o t r a   A p . 	 U n e   r e s s o u r c e   e s t   u t i l i s  e   p a r   u n e   a u t r e   A P 	 E i n e   R e s s o u r c e   w i r d   v o n   e i n e r   a n d e r e n   A P   v e r w e n d e t 	  5AC@A  8A?>;L7C5BAO  4@C38<  ?@8;>65=85<  	 U n a   r i s o r s a      u t i l i z z a t a   d a   u n   a l t r o   A P 	 #3*./'E  'DE5/1  9F  71JB  *7(JB'*  #.1J	 O   r e c u r s o   e s t    a   s e r   u t i l i z a d o   p o r   o u t r a   a p l i c a   o 	 K a y n a k   b a _k a   b i r   A P   t a r a f 1n d a n   k u l l a n 1l 1y o r 	 N g u n   m    t r t   t   n g   d n g   c n   h i n   a n g   s   d n g 	 S u m b e r   d i p a k a i   o l e h   A P   l a i n 	 S u m b e r   s e d a n g   d i g u n a k a n   d a l a m   A P   l a i n 	 		  8	>	'	(	  &	B	8	0	G	  A P   &	M	5	>	0	>	  		*	/	K		  	?	/	>	  	>	  0	9	>	  9	H		 R e s s o u r c e   b r u g e s   a f   a n d e n   a p p l i k a t i o n 	 Z d r o j   j e   p o u ~ v  n   j i n  m   A P 	 Z a s  b   j e s t   j u z   u |y w a n y   p r z e z   i n n y   A P 	 E g y   e r Qf o r r  s t   e g y   m  s i k   a l k a l m a z  s   h a s z n  l 	 R e s u r s s i   o n   t o i s e n   A P : n   k  y t  s s  	 E n   r e s s u r s   a n v e n d e s   a v   e n   a n n e n   A P 	 Z d r o j   s a   p o u ~ v a   i n  m   A P 	 E e n   h u l p b r o n   i s   i n   g e b r u i k   b i j   e e n   a n d e r   A P 	 R e s u r s e n   a n v  n d s   a v   e t t   a n n a t   p r o g r a m   	 R e s u r s o m   s e   k o r i s t i   d r u g i   A P 	 O   r e s u r s   e s t e   u t i l i z a t   d e   c t r e   u n   a l t   A P 	 I z v i r   j e   v   u p o r a b i   s   s t r a n i   d r u g e g a   A P 	           	           A P   	  5AC@AJB  A5  87?>;720  >B  4@C3>  ?@8;>65=85	 0	?	8	K	0	M	8	  &	A	8	1	M	/	>	  	*	@	  	!	B	(	  5	>	*	0	2	G	  	>	$	  	9	G		 A P   /1  '2    EF(9  '3*A'/G  E  F/	 /H31  '  ~    019  H3'&D  '3*9E'D  E  	           	 				    			- 	  				  							  							  			  						 8
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1HC+!HD!HDI#1-8
2	 L a   n u e v a   v e r s i  n   n o   e s t    a u t o r i z a d a 	 L a   n o u v e l l e   v e r s i o n   n ' a   p a s   l ' a u t o r i s a t i o n 	 D i e   n e u e   V e r s i o n   i s t   n i c h t   a u t o r i s i e r t 	 >20O  25@A8O  =5  @07@5H5=0  	 L a   v e r s i o n e   n u o v a   n o n      a u t o r i z z a t a 	 'DF3.)  'D,/J/)  :J1  EHCD)	 A   n o v a   v e r s  o   n  o      a u t o r i z a d a 	 Y e n i   s  r  m   d o r u l a n m a d 1	 P h i  n   b n   m i   n h   c  i   c h a   n h n   c   q u y n   c p   n h t   p h i  n   b n   c i	 V e r s i   b a r u   t a k   d i k e n a l 	 V e r s i   b a r u   t a k   d i s a h k a n 	 (	/	>	  5	0	M		(	  	*	M	0	.	>	#	?	$	  9	H		 D e n   n y e   v e r s i o n   e r   i k k e   a u t o r i s e r e t 	 N o v    v e r z e   n e n    a u t o r i z o v  n a 	 N o w a   w e r s j a   j e s t   n i e u w i e r z y t e l n i o n a 	 A z    j   v e r z i    n e m   h i t e l e s  t e t t 	 U u s i   v e r s i o   e i   o l e   l u v a l l i n e n 	 D e n   n y e   v e r s j o n e n   e r   i k k e   a u t o r i s e r t 	 N o v    v e r z i a   n i e   j e   a u t o r i z o v a n  	 N i e u w e   v e r s i e   i s   n i e t   g e a u t o r i s e e r d 	 E n   n y   v e r s i o n    r   i n t e   t i l l  t e n 	 N o v a   v e r z i j a   n i j e   a u t o r i z i r a n a 	 N o u a   v e r s i u n e   n u   e s t e   a u t o r i z a t 	 N o v a   v e r z i j a   n i   p o b l a a
e n a 	             	       	 >20B0  25@A8O  =5  5  >B>@878@0=0	 (	5	G	  5	0	M		(	  	'	?		C	$	  (	>	9	@		 E,H2  F3.G  ,//  *#/  F4/G  '3*	 F&  H12F    EF8H1  F  	           	 				  							  							  			 (
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	     	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 D i e   n u w e   w e e r g a w e   i s   n i e   g e m a g t i g   n i e 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 T h e   n e w   v e r s i o n   i s   n o t   a u t h o r i z e d 	 	 	 	 				  							  															  				 	 	 	 	 	 	 	 N o v a   v e r s  o   n  o   a u t o r i z a d a 
 
 S T R _ J A V A _ E R R O R _ C O D E _ D E F A U L T _ G A M E 	 J a v a 	 P O P U P 	 S t r i n g ,   C a n   n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 !qlfe-a(uz_	 elfe؞^(uz^	 D!H*2!2#-1@H2  A P   @#4H!I	 N o   s e   p u e d e   a c t u a l i z a r   u n a   A p .   p r e d e t e r m i n a d a 	 I m p o s s i b l e   d e   m e t t r e      j o u r   u n e   A P   p a r   d  f a u t 	 K a n n   S t a n d a r d - A P   n i c h t   a k t u a l i s i e r e n 	 52>7<>6=>  >1=>28BL  ?@8;>65=85  ?>  C<>;G0=8N	 I m p o s s i b i l e   a g g i o r n a r e   u n   A P   p r e d e f i n i t o 	 *7(JB'*  'D6(7  'D3'(B  D'  JECF  *-/J+G'	 N  o      p o s s  v e l   a c t u a l i z a r   u m   p o n t o   d e   a c e s s o   p r e d e f i n i d o 	  n t a n 1m l 1  A P   g  n c e l l e n e m i y o r 	 K h  n g   t h   c p   n h t   t r t   t   n g   d n g   m c   n h 	 T a k   b i s a   p e m b a r u i   A P   S t a n d a r 	 T i d a k   b o l e h   k e m a s   k i n i   A P   l a l a i 	 *	B	0	M	5	(	?	/	$	  A P   	K	  	*	!	G		  (	9	@		  	0	  8		$	G		 K a n   i k k e   o p d a t e r e   s t a n d a r d   a p p l i k a t i o n 	 N e n    m o ~n o   a k t u a l i z o v a t   s t a n d a r d n    A P 	 N i e   m o |n a   a k t u a l i z o w a   b Bd u   A P 	 E g y   a l a p  r t e l m e z e t t   A P   n e m   f r i s s  t h e t Q	 O l e t u s - A P : t    e i   v o i   p  i v i t t   	 K a n   i k k e   o p p d a t e r e   e n   s t a n d a r d   A P 	 N e m o ~n o   a k t u a l i z o v a e  at a n d a r d n    A P 	 K a n   e e n   s t a n d a a r d - A P   n i e t   b i j w e r k e n 	 S t a n d a r d p r o g r a m   k u n d e   i n t e   u p p d a t e r a s 	 N e   m o g u   a ~u r i r a t i   z a d a n i   A P 	 U n   A P   i m p l i c i t   n u   p o a t e   f i   a c t u a l i z a t 	 N e   m o r a   p o s o d o b i t i   n a p a 
n e g a   A P 	             	       A P       	 5  <>65  40  >1=>28  B5:CI>B>  ?@8;>65=85	 !	?	+	I	2	M		  	*	@	  	*	!	G		  (	>	9	@		 A P   ~4  A16  B'(D  1H2"E/3'2  F3*	 A'Dy  'A P     '~  y  F  H  3*	           	 						  			  								    			  				  			 $
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	     	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 K a n   n i e   ' n   v e r s t e k - A P   o p d a t e e r   n i e 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 C a n n o t   u p d a t e   a   d e f a u l t   A P 	 	 	 	 			' 			  A P   						  				  							 	 	 	 	 	 	 	 N  o   p o d e   a t u a l i z a r   u m   A P   p a d r  o 
 
 S T R _ J A V A _ E R R O R _ C O D E _ D I S K _ O P _ F A I L U R E 	 J a v a 	 P O P U P 	 S t r i n g ,   N e t w o r k / d i s k   o p e r a t i o n   f a i l e d 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 }b2QX[݈nd\O1YWe	 Q~bPX[ňnd\O1Y%	 @#7-H2"/ 2#32-4*L%I!@+%'	 E r r o r   e n   l a   o p e r a c i  n   d e l   d i s c o / r e d 	  c h e c   d ' u n e   o p  r a t i o n   r  s e a u / d e   d i s q u e   	 N e t z w e r k -   o d e r   F e s t p l a t t e n v o r g a n g   f e h l g e s c h l a g e n 	 !1>9  @01>BK  A5B8/ 48A:0	 F u n z i o n a m e n t o   d i   r e t e / d i s c o   n o n   r i u s c i t o 	 A4D  AJ  9EDJ)  'DB15  H  'D4(C)	 R e d e / d i s c o   f a l h o u 	 A / D i s k   i _l e m i   b a _a r 1s 1z 	 M n g / b   n h   t h a o   t  c   l i 	 J a r i n g a n / O p e r a s i   d i s k   g a g a l 	 R a n g k a i a n / p e n g e n d a l i a n   c a k e r a   g a g a l 	 (	G		5	0	M		/ !	?	8	M		  	*	0	G	6	(	  	8	+	2		 N e t v  r k / d i s k   o p e r a t i o n   m i s l y k k e t 	 S  eo v  / d i s k o v    o p e r a c e   s e l h a l a 	 O p e r a c j a   s i e c i o w a / d y s k o w a   n i e   p o w i o d Ba   s i 	 H  l  z a t   v a g y   l e m e z   k e z e l  s e   n e m   s i k e r  l t 	 V e r k k o - / l e v y t o i m i n t o   e p  o n n i s t u i 	 N e t t v e r k s - / d i s k o p e r a s j o n   m i s l y k k e t 	 S i e eo v  / d i s k o v    o p e r  c i a   z l y h a l a 	 N e t w e r k / s c h i j f b e w e r k i n g   m i s l u k t 	 N  t v e r k / d i s k f u n k t i o n   m i s s l y c k a d e 	 R a d   m r e ~e / d i s k a   j e   n e u s p j e aa n 	 O p e r a ci a   d e   r e ce a / d i s c   n u   a   r e u _i t 	 O m r e ~j e / D i s k   o p e r a c i j a   n e u s p e an a 	   /   	               	 @56>20/ 8A:>20  >?5@0F8O  =5CA?5H=0	 (	G		5	0	M		  /   !	?	8	M		  	*	0	G	6	(	  +	G	2		 1'G  'F/'2  4(G  '/3  F'EHAB  (H/	 Fy  H1  \   3  'S~14F  F''E	 /     	 									  		  					  						  						  						 (
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	 (FM  50MM  / !?8MM  *0G7(M  +F/?2/?&?	 ><8;:0  @>1>B8  <5@56V/ 48A:0	 






  /   




  





  





  



	  /     	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 K o n   n i e   m e t   n e t w e r k   o f   s k y f   w e r k   n i e 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 F a i l e d   t o   o p e r a t e   n e t w o r k   o r   d i s k 	 	 	 	 							  		  					  						  				  					 	 	 	 	 	 	 	 F a l h o u   e m   o p e r a r   r e d e   o u   d i s c o 
 
 S T R _ J A V A _ E R R O R _ C O D E _ U N K N O W N _ F A I L U R E 	 J a v a 	 P O P U P 	 S t r i n g ,   I n s t a l l   f a i l u r e 	 F a i l e d   t o   i n s t a l l 	 [݈1YWe	 [ň1Y%	 41I%I!@+%'	 E r r o r   a l   i n s t a l a r 	  c h e c   d e   l ' i n s t a l l a t i o n 	 I n s t a l l a t i o n   f e h l g e s c h l a g e n 	 !1>9  CAB0=>2:8	 E r r o r e   d ' i n s t a l l a z i o n e 	 A4D  AJ  'D*1CJ(	 A   i n s t a l a   o   f a l h o u 	 K u r u l u m d a   h a t a 	 C  i   l i 	 I n s t a l   g a g a l 	 P a s a n g   g a g a l 	 		8	M		I	2	  	8	+	2		 I n s t a l l a t i o n   m i s l y k k e t 	 I n s t a l a c e   s e l h a l a 	 I n s t a l a c j a   n i e   p o w i o d Ba   s i 	 S i k e r t e l e n   t e l e p  t  s 	 A s e n n u s   e p  o n n i s t u 	 I n s t a l l e r i n g f e i l 	 C h y b a   p r i   i n at a l  c i i 	 I n s t a l l a t i e f o u t 	 D e t   g i c k   i n t e   a t t   i n s t a l l e r a 	 N e u s p j e l a   i n s t a l a c i j a 	 I n s t a l a r e a   n u   a   r e u _i t 	 N a m e s t i t e v   N e u s p e an a 	   	   	 =AB0;0F8>==0  3@5H:0	 		8	M		>	2	  +	G	2	M	/	A		0		 F5(  'F,'E  F4/	 'F3y'D  F''E    	   	 						  				  						  						 2

>
	
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  
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	 (M  8M>2M  +F/?2/?&?	 ><8;:0  2AB0=>2;5==O	 





  





	   	 F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 H e t   n i e   g e  n s t a l l e e r   n i e 	 F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 F a i l e d   t o   i n s t a l l 	 	 	 	 						  				  					 	 	 	 	 	 	 	 F a l h o u   e m   i n s t a l a r 
 
 S T R _ J A V A _ E R R O R _ C O D E _ C A N C E L 	 J a v a 	 P O P U P 	 S t r i n g ,   O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 R\OSm	 R\OSm	 "@%42#32	 O p e r a c i  n   c a n c e l a d a 	 O p  r a t i o n   a n n u l  e 	 V o r g a n g   a b g e b r o c h e n 	 59AB285  >B<5=5=>	 O p e r a z i o n e   a n n u l l a t a 	 %D:'!  'D9EDJ)	 O p e r a   o   c a n c e l a d a 	 0_l e m   b a _a r 1s 1z ! 	 H o t   n g      b   h y   	 O p e r a s i   b a t a l 	 P e n g e n d a l i a n   d i b a t a l k a n 	 	*	0	G	6	(	  0	&	M	&		 O p e r a t i o n   a f b r u d t 	 O p e r a c e   z r u ae n a 	 O p e r a c j a   a n u l o w a n a . 	 M qv e l e t   m e g s z a k  t v a 	 T o i m i n t o   p e r u t t u 	 H a n d l i n g   a v b r u t t 	 O p e r  c i a   z r u ae n  	 B e w e r k i n g   g e a n n u l e e r d 	 F u n k t i o n e n   a v b r u t s 	 O p e r a c i j a   j e   o t k a z a n a 	 O p e r a ci e   r e v o c a t 	 O p e r a c i j a   p r e k l i c a n a 	   	   	 59AB285B>  >B<5=5=>	 	*	0	G	6	(	  0	&	M	&		 9ED'*  D:H  4/	 'S~14F  EF3H.  H&  	     	 							  						 
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	 *0G7(M  0&M&A  G6>0A	 ?5@0FVN  2V4<V=5=>	 





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	   	 O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 H a n d e l i n g   g e k a n s e l l e e r 	 O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 O p e r a t i o n   c a n c e l l e d 	 	 	 	 							  					 	 	 	 	 	 	 	 O p e r a   o   c a n c e l a d a 
 
 S T R _ J A V A _ E R R O R _ C O D E _ O V E R _ M A X _ I N S T A L L 	 J a v a 	 P O P U P 	 S t r i n g ,   O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 [݈xeϑN
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NP	 41I@43'*9*8	 P o r   e n c i m a   d e l   l  m i t e   m  x i m o   d e   i n s t a l a c i  n 	 L i m i t e   d ' i n s t a l l a t i o n   d  p a s s  e 	  b e r   d e r   m a x i m a l e n   I n s t a l l a t i o n s g r e n z e 	 @52KH05B  <0:A.   ;8<8B  CAB0=>2:8	 S o p r a   i l   l i m i t e   m a s s i m o   d i   i n s t a l l a z i o n e 	 'D*1CJ(  *,'H2  'D-/  'D'B5J	 F o i   a t i n g i d o   o   l i m i t e   m  x i m o   p a r a   i n s t a l a   o 	 M a k s i m u m   y  k l e m e   s 1n 1r 1n 1n    z e r i n d e 	 S   l n g   c  i   t   v t   q u    c h o   p h  p 	 M e l e b i h i   b a t a s a n   m a k s i m u m   i n s t a l a s i 	 M e l e b i h i   h a d   p a s a n g   m a k s i m u m 	 	'	?		$	.	  		8	M		I	2	  8	@	.	>	  	G	  ,	>	9	0		 O v e r   m a x   i n s t a l l a t i o n s   g r  n s e 	 M a x .   i n s t a l a 
n    o m e z e n    p Ye k r o 
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e n    m a x .   i n at a l a 
n    l i m i t 	 M a x i m u m   a a n t a l   i n s t a l l a t i e s   o v e r s c h r e d e n 	  v e r s k r i d e r   i n s t a l l a t i o n s b e g r  n s n i n g e n 	 I z n a d   n a j v i ae g   o g r a n i 
e n j a   z a   i n s t a l a c i j u 	 P e s t e   l i m i t a   m a x i m   d e   i n s t a l a r e 	 P r e k o   m a k s i m a l n e   o m e j i t v e   n a m e s t i t v e 	           	         	 04  <0:A. 8=AB0;0F8>=5=  ;8<8B	 	.	>	2	  		8	M		>	2		@	  .	0	M	/	>	&	>	  8		*	2	@		 (4  '2  -/'+1  -/  F5(	 2'/  3  2'/  -/  'F3y'D  ~1	       	 								  								  				  											 !
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	       	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O o r   d i e   m a k s i m u m   i n s t a l l e e r p e r k 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 O v e r   t h e   m a x i m u m   i n s t a l l   l i m i t 	 	 	 	 								  							  						 	 	 	 	 	 	 	 A c i m a   d o   l i m i t e   m  x i m o   d e   i n s t a l a   o 
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. 	     .     . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 B e s i g   m e t   o p r o e p .   K a n   n i e   i n s t a l l e e r   n i e . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 I n   c a l l   n o w .   C a n n o t   i n s t a l l . 	 	 	 	 		  			  				  						  				  							 	 	 	 	 	 	 	 E m   c h a m a d a   a g o r a .   N  o   p o d e   i n s t a l a r . 
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 S T R _ J A V A _ E R R O R _ C O D E _ W R I T E _ P R O T E C T I O N 	 J a v a 	 P O P U P 	 S t r i n g ,   M i d l e t   c a n n o t   w r i t e   d a t a   n o w . 	 W r i t e   p r o t e c t i o n 	 [eQOw	 QeQOb	 2#I-12#@5"	 P r o t e c c i  n   d e   e s c r i t u r a 	 P r o t e c t i o n   e n    c r i t u r e 	 S c h r e i b s c h u t z 	 0I8B0  >B  70?8A8	 P r o t e z i o n e   d i   s c r i t t u r a 	 -E'J)  'DC*'()	 P r o t e c   o   c o n t r a   e s c r i t a 	 K o r u m a   y a z 	 V i t   v  o   b o   h 	 P e r l i n d u n g a n   p e n u l i s a n 	 P e r l i n d u n g a n   t u l i s 	 0	>			  *	M	0	I		G		M	6	(		 	 	 	  r  s v  d e l e m 	 	 	 	 S c h r i j f b e s c h e r m i n g 	 	 	 P r o t e c ci e   l a   s c r i e r e 	 	 	   	 	 	 E-'A8*  /1  (1'(1  FH4*F	 	   ! 	 				  									 2
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	   	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 S k r y f   v e r h o e d 	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 	 	 	 				  								 	 	 	 	 	 	 	 P r o t e   o   c o n t r a   g r a v a   o 
 
 S T R _ J A V A _ P U S H _ I N S T A L L 	 J a v a 	 U N L I M 	 S t r i n g ,   P u s h   c o n f i r m   % 1   i s   m i d s   n a m e 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   	 % 1 gR_UROc6eǌ
YgvuBf	gNUOa(uz_(WWL\	gS-Neb-Nbk0	 % 1 OꁨRo;megc6eOo`YgS_e	gNUO^(uz^(WgbL\	gS-Neb-Nbk0	 @7H-C+I32-"H2@+!20*!  I-@#4H!  % 1   @G#1I#2'@7H-#1I-!9%    I2!5B#A#!32-"9HA%I'  % 1   011+'0A%0B#A#!1I0+"832	 P a r a   q u e   f u n c i o n e   c o r r e c t a m e n t e ,   % 1   d e b e r    i n i c i a r s e   p e r i  d i c a m e n t e   p a r a   r e c i b i r   i n f o r m a c i  n .   S i   y a   h a y   u n a   a p l i c a c i  n   e n   e j e c u c i  n ,   % 1   s e   i n t e r r u m p i r    y   s e   c e r r a r    l a   a p l i c a c i  n . 	 P o u r   m a r c h e r   c o r r e c t e m e n t ,   % 1   d o i t   s  e x  c u t e r   p  r i o d i q u e m e n t   p o u r   r e c e v o i r   d e s   i n f o r m a t i o n s .   S i   u n e   a p p l i c a t i o n   e s t   d  j    e x  c u t  e ,   % 1   s  i n t e r r o m p r a   e t   c e t t e   a p p l i c a t i o n   s  a r r  t e r a . 	 U m   r i c h t i g   z u   f u n k t i o n i e r e n ,   m u s s   % 1   s i c h   r e g e l m   i g   s t a r t e n ,   u m   I n f o r m a t i o n e n   z u   e r h a l t e n .   E i n e   A n w e n d u n g   i s t   b e r e i t s   a u s g e f  h r t ,   % 1   u n t e r b r i c h t   d e n   V o r g a n g   u n d   d i e   A n w e n d u n g   b e e n d e t   s i c h . 	 ;O  :>@@5:B=>9  @01>BK  % 1   =5>1E>48<>  @53C;O@=>5  ?>;CG5=85  8=D>@<0F88.   A;8  ?@8  70?CA:5  % 1   @01>B05B  4@C3>5  ?@8;>65=85,   >=>  1C45B  70:@KB>. 	 P e r   f u n z i o n a r e   c o r r e t t a m e n t e ,   % 1   d o v r    a v v i a r s i   p e r i o d i c a m e n t e   p e r   r i c e v e r e   i n f o r m a z i o n i .   S e   g i    c '    u n ' a p p l i c a z i o n e   i n   e s e c u z i o n e ,   % 1   w i l l   l a   i n t e r r o m p e r    e   u s c i r  . 	 *F4J7  % 1     #DJ'  DD'3*D'E  13'&D, #0'  *7(JB  #J  'D*7(JB'*  AJ  0DC  'DHB*, 3HA  'FB79  #H  HBHA. 	 P a r a   f u n c i o n a r   c o r r e c t a m e n t e ,   o   % 1   t e m   d e   s e   r e i n i c i a r   p e r i o d i c a m e n t e   p a r a   r e c e b e r   i n f o r m a   o .   S e   j    t i v e r   u m a   a p l i c a   o   e m   e x e c u   o ,   o   % 1   s e r    i n t e r r o m p i d o   e   a   a p l i c a   o   e m   c a u s a   s e r    e n c e r r a d a . 	 D o r u   b i r   _e k i l d e    a l 1_m a s 1  i  i n   % 1 ' i n   k e n d i   k e n d i n e   p e r i y o d i k   o l a r a k   b i l g i   a l m a y a   b a _l a m a s 1  g e r e k e c e k t i r .    a l 1_a n   b i r   u y g u l a m a   v a r   i s e   % 1   k e s i l i r   v e   b u   u y g u l a m a   d e v a m   k a l 1r . 	 % 1   s   t   n g   k  c h   h o t   t i p   n h n   t i n   n h n , n u   h i n   t i   a n g   c    b t   c   n g   d n g   n  o   a n g   c h y , c    t h   s   b   t m   d n g   h o c   d n g   h n . 	 A g a r   b e r f u n g s i   d e n g a n   b e n a r ,   % 1   h a r u s   b e r j a l a n   s e c a r a   b e r k a l a   u n t u k   m e n e r i m a   i n f o r m a s i .   J i k a   t e l a h   a d a   a p l i k a s i   y a n g   b e r j a l a n ,   % 1   a k a n   t e r h e n t i   d a n   a p l i k a s i   t e r s e b u t   a k a n   b e r a k h i r .   	 U n t u k   b e k e r j a   d e n g a n   b e t u l ,   % 1   p e r l u k a n   m u l a k a n   d i r i n y a   s e c a r a   b e r k a l a   u n t u k   t e r i m a   m a k l u m a t .   J i k a   t e l a h   t e r d a p a t   a p l i k a s i   b e r j a l a n ,   % 1   a k a n   m e n g g a n g u   d a n   a p l i k a s i   t e r s e b u t   a k a n   k e l u a r . 	 8	9	@	- 8	9	@	  	>	0	M	/	  	0	(	>	  9	H	  $	K	,   % 1   	K	  	>	(		>	0	@	  *	M	0	>	*	M	$	  	0	(	G	  	G	  2	?		  8	.	/	- 8	.	/	  *	0	  	>	2	B	  	0	$	G	  0	9	(	>	  9	K		>	d	  /	&	?	  *	9	2	G	  8	G	  9	@	  	K		  	*	M	2	?		G	6	(	  	2	  0	9	>	  9	K	  $	K	  % 1   		8	.	G		  0	A		>	5		  !	>	2		0	  		8	G	  8	.	>	*	M	$	  	0	  &	G		>	d		 F o r   a t   k  r e   r i g t i g t ,   % 1   n  d v e n d i g   f o r   a t   s t a r t e   s i g   s e l v   p e r i o d i s k   f o r   a t   h e n t e   i n f o r m a t i o n .   H v i s   e n   a p p l i k a t i o n   a l l e r e d e   k  r e r ,   % 1   v i l   f o r s t y r r e   o g   d e n   a p p l i k a t i o n   v i l   l u k k e . 	 K   Y d n  m u   p r o v o z u   b u d e   p o t Ye b a   % 1 ,   a b y   s e   z a h  j i l   p e r i o d i c k    p Y j e m   i n f o r m a c  .     P o k u d   a p l i k a c e   b ~ ,   % 1   j i   p Ye r u a   a   t a t o   a p l i k a c e   b u d e   u k o n 
e n a . 	 D o   p o p r a w n e g o   d z i a Ba n i a ,   % 1   j e s t   n i e z b d n y   o k r e s o w y   s a m o c z y n n y   s t a r t   d l a   u z y s k a n i a   i n f o r m a c j i .   J e [l i   j a k a [  a p l i k a c j a   j u z   d z i a Ba ,   % 1   z o s t a n i e   p r z e r w a n a   i   z a k o Dc z y   s i . 	 A   m e g f e l e l Q  m qk  d  s    r d e k  b e n   a ( z )   % 1   i d Qs z a k o s a n   e l   k e l l   h o g y   i n d  t s a   m a g  t    s   i n f o r m  c i  t   k e l l   h o g y   g y qj t s  n .   H a   m  r   f o l y a m a t b a n   v a n   e g y   m  s i k   a l k a l m a z  s ,    g y   a ( z )   % 1   m e g s z a k a d    s   a   m  s i k   a l k a l m a z  s   k i l  p . 	 J o t t a   % 1   t o i m i s i   o i k e i n ,   s e   o n   k  y n n i s t e t t  v    s   n n  l l i s e s t i   t i e t o j e n   v a s t a a n o t t a m i s t a   v a r t e n .   J o s   j o k i n   t o i n e n   s o v e l l u s   o n   t  l l  i n   k  y t  s s  ,   % 1   s u l k e e   k y s e i s e n   s o v e l l u k s e n . 	 F o r      f u n g e r e   s k i k k e l i g ,   % 1   e r   n  d t   t i l      s t a r t e   s e g   s e l v   m e d   j e v n e   m e l l o m r o m   f o r      m o t t a   i n f o r m a s j o n .   D e r s o m   e t   p r o g r a m   a l l e r e d e   k j  r e s ,   v i l   % 1   a v b r y t e s   o g   p r o g r a m m e t   v i l   a v s l u t t e s . 	 P r e   s p r  v n e   f u n g o v a n  ,   % 1   s a   m u s    p e r i o d i c k y   at a r t o v a e,   a b y   p r i j a l o   i n f o r m  c i u .   A k   a p l i k  c i a   u ~  b e ~ ,   % 1   j u   p r e r u a   a   a p l i k  c i a   s a   u k o n 
 .   	 O m   g o e d   t e   k u n n e n   w e r k e n ,   m o e t   % 1   a f   e n   t o e   z i c h z e l f   o p s t a r t e n   o m   i n f o r a m t i e   t e   o n t v a n g e n .   I s   e r   a l   e e n   t o e p a s s i n g   a c t i e f ,   d a n   z a l   % 1   o n d e r b r e k e n   e n   d i e   t o e p a s s i n g   a f s l u i t e n . 	 % 1   b e h  v e r   s t a r t a s   a u t o m a t i s k t   p e r i o d i s k t   f  r   a t t   s a m l a   i n f o r m a t i o n .   O m   e t t   a n n a t   p r o g r a m   i s   p  ,   k o m m e r   % 1   a t t   a v b r y t a   d e t   o c h   p r o g r a m m e t   a v s l u t a s 	 Z a   p r a v i l n i   r a d ,   % 1   m o r a   s e   s a m a   p o k r e n u t i 	 P e n t r u   o   f u n c ci o n a r e   c o r e s p u n z t o a r e ,   % 1   v a   t r e b u i   s   p o r n e a s c   s i n g u r   p e r i o d i c   p e n t r u   a   p r i m i   i n f o r m a ci i .   D a c   e x i s t   d e j a   o   a p l i c a ci e   c a r e   r u l e a z ,   % 1   s e   v a    n t r e r u p e ,   i a r   a p l i c a ci a   r e s p e c t i v   s e   v a    n c h i d e .   	 Z a   p r a v i l n o   d e l o ,   % 1   s e   m o r a   z a g n a t i   s a m o s t o j n o   v   o b d o b j i h   z a   p r i d o b i t e v   i n f o r m a c i j e . V   k o l i k o r   a p l i k a c i j a   ~e   p o t e k a ,   % 1   b o   p r e k i n i l   i n   t a   a p l i k a c i j a   b o   o d al a .   	       ,   % 1                     .             ,   % 1                 . 	       ,   1 %           ,         .           ,   1 %           	 0  40  @01>B8  ?@028;=>,   % 1   I5  B@O120  40  40?>G=5  A0<. . . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 								  			  						  				  % 	- 		  				- 				  						  				  			  				  							  					  			  |   			  								  			  									  				  				,   % 	  				  				  			  			  											  				  			  				  | 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 ;O  ?@028;L=>W  @>1>B8,   % 1   ?>28=5=  ?5@V>48G=>  70?CA:0B8AO,   I>1  >B@8<C20B8  V=D>@<0FVN.   /:I>  ?@>3@0<0  265  70?CI5=0,   % 1   ?5@5@25  WW  28:>=0==O,   V  ?@>3@0<0  70:@8TBLAO. 	 




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.  	 % 1           ,       .         ,   % 1                . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 O m   b e h o o r l i k   t e   w e r k ,   s a l   % 1   h o m s e l f   v a n   t y d   t o t   t y d   m o e t   o o p m a a k   o m   i n l i g t i n g   t e   o n t v a n g .   I n d i e n   d a a r   r e e d s    n   t o e p a s s i n g   o o p   i s ,   s a l   % 1   d i t   o n d e r b r e e k   e n   d a a r d i e   t o e p a s s i n g   s a l   t o e m a a k . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 T o   w o r k   p r o p e r l y ,   % 1   w i l l   n e e d   t o   s t a r t   i t s e l f   p e r i o d i c a l l y   t o   r e c e i v e   i n f o r m a t i o n .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   % 1   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t . 	 	 	 	 								  			  						,   				  							  						  % 1   					  				  				  					  				  							  	' 		  			  				  						  								  			  			,     % 1 - 	  													  						  				  			  						  								  	' 			 	 	 	 	 	 	 	 P a r a   t r a b a l h a r   c o r r e t a m e n t e ,   % 1   p r e c i s a r    a u t o - r e i n i c i a r   p e r i o d i c a m e n t e   p a r a   r e c e b e r   a s   i n f o r m a   e s .   S e   h o u v e r   u m   a p l i c a t i v o   f u n c i o n a n d o ,   % 1   i n t e r r o m p e r    e   e s s e   a p l i c a t i v o   i r    f e c h a r .   
 
 S T R _ J A V A _ N O R M A L _ I N S T A L L 	 J a v a 	 U N L I M 	 S t r i n g ,   I n s t a l l a t i o n 	 A r e   y o u   s u r e   y o u   w a n t   t o   i n s t a l l   % 1 ?   \ n S i z e :   % 2 K \ n V e r s i o n :   % 3 \ n V e n d o r :   % 4 \ n D e s c r i p t i o n :   % 5 \ n M e d i a - p r i c e :   % 6 \ n W e b s i t e :   % 7 	 `x[[݈  % 1 \ n 'Y\  % 2 K \ n Hr,g  % 3 \ n OaFU  % 4 \ n c  % 5 \ n P<h  % 6 \ n }@W  % 7 	 `nx[[ň  % 1 \ n 'Y\  % 2 K \ n Hr,g  % 3 \ n O'FU  % 4 \ n c  % 5 \ n N<h  % 6 \ n Q@W  % 7 	 AHC+#7-D!H'H2I-2#41I  % 1 ?   \ n 2:   % 2 K \ n @'-#L
1H:   % 3 \ n 9I3+H2":   % 4 \ n 3-42":   % 5 \ n *7H-- #22:   % 6 \ n @'GDL:   % 7 	  E s t    s e g u r o   d e   q u e   d e s e a   i n s t a l a r   % 1 ?   \ n T a m a  o :   % 2 K \ n V e r s i  n :   % 3 \ n P r o v e e d o r :   % 4 \ n D e s c r i p c i  n :   % 5 \ n P r e c i o   d e   m e d i o :   % 6 \ n S i t i o   W e b :   % 7 	 V o u l e z - v o u s   v r a i m e n t   i n s t a l l e r   % 1  ?   \ n T a i l l e   :   % 2 K \ n V e r s i o n   :   % 3 \ n V e n d e u r   :   % 4 \ n D e s c r i p t i o n   :   % 5 \ n P r i x   m  d i a   :   % 6 \ n S i t e   W e b   :   % 7 	 M  c h t e n   S i e   % 1   w i r k l i c h   i n s t a l l i e r e n ?   \ n G r   e :   % 2 K \ n V e r s i o n :   % 3 \ n H  n d l e r :   % 4 \ n B e s c h r e i b u n g :   % 5 \ n M e d i e n p r e i s :   % 6 \ n W e b s i t e :   % 7 	 K  459AB28B5;L=>  E>B8B5  CAB0=>28BL  % 1 ?   \ n  07<5@:   % 2   \ n 5@A8O:   % 3 \ n >AB02I8::   % 4 \ n ?8A0=85:   % 5 \ n !B>8<>ABL:   % 6 \ n 51- A09B:   % 7 	 S i      s i c u r i   d i   v o l e r   i n s t a l l a r e   % 1 ?   \ n D i m e n s i o n e :   % 2 K \ n V e r s i o n e :   % 3 \ n P r o d u t t o r e :   % 4 \ n D e s c r i z i o n e :   % 5 \ n P r e z z o   s u p p p o r t o :   % 6 \ n S i t o   w e b :   % 7 	 GD  *$C/  'D'F4'!% 1 \ n   -,E  'DEDA: % 2 K \ n 'DF3.): % 3 \ n 'D('&9: % 4 \ n 'D*5FJA: % 5 \ n 'D391: % 6 \ n EHB9  'D4(C): % 7 	 T e m   a   c e r t e z a   d e   q u e   q u e r   i n s t a l a r   o   % 1 ?   \ n T a m a n h o :   % 2 K \ n V e r s  o :   % 3 \ n D i s t r i b u i d o r :   % 4 \ n D e s c r i   o :   % 5 \ n P r e  o :   % 6 \ n W e b s i t e :   % 7 	 % 1 ' i   y  k l e m e k   i s t e d i i n i z e   e m i n   m i s i n i z ?   \ n B o y u t :   % 2 K \ n V e r s i y o n :   % 3 \ n S a t 1c 1:   % 4 \ n T a n 1m :   % 5 \ n O r t a m -  c r e t :   % 6 \ n W e b s i t e s i :   % 7 	 B n   c h c   c h n   m u n   c  i   t % 1 ? \ n C   t p % 2 K \ n P h i  n   b n : % 3 \ n N h    c u n g   c p : % 4 \ n M i  u   t : % 5 \ n G i    c : % 6 \ n a   c h   m n g : % 7 	 A n d a   y a k i n   a k a n   m e n g i n s t a l   % 1 ?   \ n U k u r a n :   % 2 K \ n V e r s i :   % 3 \ n V e n d o r :   % 4 \ n K e t e r a n g a n :   % 5 \ n H a r g a   m e d i a :   % 6 \ n S i t u s   w e b :   % 7 	 A d a k a h   a n d a   p a s t i   m a h u   m e m a s a n g   % 1 ?   \ n S a i z :   % 2 K \ n V e r s i :   % 3 \ n P e n j u a l :   % 4 \ n P e r i h a l a n :   % 5 \ n H a r g a - m e d i a :   % 6 \ n L a m a n   w e b :   % 7 	 	M	/	>	  	*	  % 1   		8	M		I	2	  	0	(	>	  	>	9	$	G	  9	H		?   \ n 8	>		[	:   % 2 k \ n 8		8	M		0	#	:   % 3 \ n 5	?		M	0	G	$	>	:   % 4 \ n 5	?	5	0	#	:   % 5 \ n .	@	!	?	/	>	- *	M	0	>		8	:   % 6 \ n 5	G	,	8	>			:   % 7 	 E r   d u   s i k k e r   p    d u   v i l   i n s t a l l e r e   % 1 ? \ n S t  r r e k s e :   % 2 K \ n V e r s i o n :   % 3 \ n S  l g e r :   % 4 \ n B e s k r i v e l s e :   % 5 n M e d i e p r i s :   % 6 \ n W e b s i t e :   % 7 	 O p r a v d u   c h c e t e   i n s t a l o v a t   % 1 ?   \ n V e l i k o s t :   % 2 K \ n V e r z e :   % 3 \ n O b c h o d n  k :   % 4 \ n P o p i s :   % 5 \ n C e n a   m  d i a :   % 6 \ n W e b o v    s t r  n k a :   % 7 	 J e s t e [  p e w n y ,   |e   c h c e s z   z a i n s t a l o w a   % 1 ?   \ n R o z m i a r :   % 2 K \ n W e r s j a :   % 3 \ n S p r z e d a w c a :   % 4 \ n O p i s :   % 5 \ n M e d i a - c e n a :   % 6 \ n S t r o n a - W W W :   % 7 	 B i z t o s   b e n n e ,   h o g y   t e l e p  t e n i   k  v  n j a   a ( z )   % 1 - t ?   \ n M  r e t :   % 2 K \ n V e r z i  :   % 3 \ n F o r g a l m a z  :   % 4 \ n L e  r  s :   % 5 \ n M  d i a  r :   % 6 \ n W e b o l d a l :   % 7 	 H a l u a t k o   v a r m a s t i   a s e n t a a   t u o t t e e n   % 1 ?   \ n K o k o :   % 2 K \ n V e r s i o :   % 3 \ n T o i m i t t a j a :   % 4 \ n K u v a u s :   % 5 \ n M e d i a k u s t a n n u k s e t :   % 6 \ n W e b - s i v u s t o :   % 7 	 E r   d u   s i k k e r   p    a t   d u   v i l   i n s t a l l e r e   % 1 ?   \ n S t  r r e l s e :   % 2 K \ n V e r s j o n :   % 3 \ n L e v e r a n d  r :   % 4 \ n B e s k r i v e l s e :   % 5 \ n M e d i a p r i s :   % 6 \ n N e t t s i d e :   % 7 	 U r 
i t e   c h c e t e   n a i n at a l o v a e  % 1 ?   \ n V e >k o s e:   % 2 K \ n V e r z i a :   % 3 \ n O b c h o d n  k :   % 4 \ n : P o p i s :   % 5 \ n C e n a   m  d i a :   % 6 \ n W e b o v    s t r  n k a :   % 7 	 W e e t   u   z e k e r   d a t   u   % 1   w i l t   i n s t a l l e r e n ?   \ n G r o o t t e :   % 2 K \ n V e r s i e :   % 3 \ n L e v e r a n c i e r :   % 4 \ n O m s c h r i j v i n g :   % 5 \ n M e d i a p r i j s :   % 6 \ n W e b s i t e :   % 7 	  r   d u   s  k e r   p    a t t   d u   v i l l   i n s t a l l e r a   % 1 ? \ n S t o r l e k :   % 2 K \ n V e r s i o n :   % 3 \ n S  l j a r e :   % 4 \ n B e s k r i v n i n g :   % 5 \ n M e d i a - p r i s :   % 6 \ n H e m s i d a :   % 7 	 J e s t e   l i   s i g u r n i   d a   ~e l i t e i n s t a l i r a t i   % 1 ?   \ n V e l i 
i n a :   % 2 K \ n V e r z i j a :   % 3 \ n D o b a v l j a 
:   % 4 \ n O p i s :   % 5 \ n C i j e n a   m e d i j a :   % 6 \ n W e b   s t r a n i c a :   % 7 	 S i g u r   i n s t a l a ci   % 1 ?   \ n D i m e n s i u n e :   % 2 K \ n V e r s i u n e :   % 3 \ n D i s t r i b u i t o r :   % 4 \ n D e s c r i e r e :   % 5 \ n P r e c  m e d i a :   % 6 \ n S i t e   w e b :   % 7 	 A l i   s i   p r e p r i 
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 S T R _ J A V A _ T E R M I N A T E 	 J a v a 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m ,   t e r m i n a t e 	 T e r m i n a t e 	 B}bk	 ~bk	 *4I*8	 F i n a l i z a r 	 T e r m i n e r 	 T e r m i n i e r e n 	 025@H8BL  @01>BC	 T e r m i n a 	 EF*GJ	 T e r m i n a r 	 S o n l a n d 1r   	 K t   t h  c 	 M e n g h e n t i k a n 	 T a m a t 	 8	.	>	*	M	$		 A f s l u t 	 U k o n 
i t 	 Z a k o Dc z o n e 	 M e g s z a k  t  s 	 L o p e t a 	 A v s l u t t 	 U k o n 
i e	 B e  i n d i g e n 	 A v s l u t a 	 P r e k i n i 	 T e r m i n a r e 	 K o n 
a j 	 	 	 T e r m i n a t e 	 6	G	5		  9	K	#	G		 ~''F	 .*E  ,&	   	 			  				 8
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 
 S T R _ J A V A _ M I N I M I Z E 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m   ,   m i n i m i z e 	 M i n i m i z e 	  g\S	  g\S	 "H-@%G5H*8	 M i n i m i z a r 	 M i n i m i s e r 	 M i n i m i e r e n 	 !25@=CBL	 M i n i m i z z a 	 'D-/  'D'/FJ	 M i n i m i z a r 	 K    l t   	 N h   n h t 	 P e r k e c i l 	 M i n i m u m k a n 	 	K		>	  	0	G			 	 	 	 K i s   m  r e t 	 	 	 	 M i m i m a l i s e r e n 	 	 	 M i n i m i z a r e 	 	 	     	 	 	 H  1/F	 	 	 			  					 	 	 	 




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 
 S T R _ J A V A _ B U S Y _ F O R _ P A U S E _ M O D E 	 J a v a 	 P O P U P 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 A   J a v a   p r o g r a m   i s   p a u s e d .   P l e a s e   t e r m i n a t e   t h e   p a u s e d   p r o g r a m . 	 J a v a _df\P!qlWLdkRˊHQP}_gf\PvJ a v a z_0	 J a v a _df\PelgbLdkRHQ~_gf\PvJ a v a z^0	 B#A#!2'2+"832
1H'#2'    B#"@%4B#A#!5H+"832
1H'#2'	 U n   p r o g r a m a   J a v a   e s t    e n   p a u s a .   F i n a l i c e   e l   p r o g r a m a   e n   p a u s a 	 U n   p r o g r a m m e   J a v a   e s t   p a u s  .   V e u i l l e z   a r r  t e r   l e   p r o g r a m m e   p a u s  . 	 E i n   J a v a - P r o g r a m m   i s t   p a u s i e r t .   T e r m i n i e r e n   S i e   b i t t e   d a s   p a u s i e r t e   P r o g r a m m 	  01>B0  ?@8;>65=8O  J a v a   ?@8>AB0=>2;5=0.   025@H8B5  @01>BC  ?@8;>65=8O. 	 U n   p r o g r a m m a   J a v a      i n   p a u s a .   T e r m i n a r l o 	 (1F'E,  'D,'A'  EHBHA  E$B*'G0G  'DB/1)  D'  JECF  *7(JBG'#A5D  GF/3J)  'D,'A'  #HD'	 P r o g r a m a   J a v a   e m   p a u s a .   T e r m i n e   o   p r o g r a m a   e m   p a u s a 	 J a v a   p r o g r a m 1  b e k l e t i l i y o r .   L  t f e n   b e k l e t i l e n   p r o g r a m 1  s o n l a n d 1r 1n 	 n g   c   J a v a   b   t m   d n g , k h  n g   c h y   c   t  n h   n n g   n  y , h  y   k t   t h  c   J a v a   n  y   l i 	 P r o g r a m   J a v a   d i j e d a .   H e n t i k a n   p r o g r a m   y a n g   d i j e d a 	 P r o g r a m   J a v a   d i j e d a k a n .   S i l a   t a m a t k a n   p r o g r a m   d i j e d a 	 		  	>	5	>	  *	M	0	K		M	0	>	.	  	K	  0	K		>	  	/	>	  9	H	d	  	C	*	/	>	  0	A		G	  *	M	0	K		M	0	>	.	  	K	  8	.	>	*	M	$	  	0	G			 E t   J a v a   p r o g r a m   e r   p    p a u s e .   S l u k   v e n l i g t   p r o g r a m m e t   p    p a u s e . 	 J a v a   p r o g r a m   j e   p o z a s t a v e n .   U k o n 
e t e   p r o s  m   t e n t o   p o z a s t a v e n    p r o g r a m . 	 P r o g r a m   J a v a   j e s t   w s t r z y m a n y .   Z a k o Dc z   w s t r z y m a n e   p r o g r a m y . 	 E g y   J a v a   p r o g r a m   s z  n e t e l t e t v e   v a n .   K  r e m ,    l l  t s a   l e   a   s z  n e t e l t e t e t t   p r o g r a m o t . 	 J a v a - o h j e l m a s s a   t a u k o .   L o p e t a   o h j e l m a . 	 E t   J a v a - p r o g r a m   e r   s a t t   p    p a u s e .   A v s l u t t   p r o g r a m m e t   s o m   e r   p a u s e t . 	 P r o g r a m   J a v a   j e   p o z a s t a v e n  .   U k o n 
i t e   p r o s  m   p o z a s t a v e n    p r o g r a m . 	 E e n   J a v a p r o g r a m m a   i s   g e p a u z e e r d .   B e  i n d i g   h e t   g e p a u z e e r d e   p r o g r a m m a . 	 J a v a p r o g r a m   p a u s a t .   A v s l u t a   p a u s a t   p r o g r a m . 	 J a v a   p r o g r a m   j e   p a u z i r a n .   M o l i m o   d a   z a u s t a v i t e   p a u z i r a n i   p r o g r a m . 	 U n   p r o g r a m   J a v a   e s t e    n t r e r u p t .    n c h i d e ci   p r o g r a m u l    n t r e r u p t . 	 J a v a   p r o g r a m   j e   p a v z i r a n .   P r o s i m   k o n 
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	 J a v a   *M0KM0>.M  ,?0$?  9K?  d	  &?/>%?,>  *M0KM0>.M   ?$  9K*>0?,  (>9?	 	 J a v a   			' 					  					  			  					  					  			  			  			' 					  								  				  							 	 	 	 	 	 	 	 U m   p r o g r a m a   J a v a   e s t    p a u s a d o .   O   p r o g r a m a   p u s h   n  o   p o d e   s e r   e x e c u t a d o 
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 S T R _ J A V A _ F O R C E _ T E R M I N A T E 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   J a v a   p r o g r a m   i s   u s i n g   c r i t i c a l   r e s o u r c e s   a n d   c a n   n o t   b e   p a u s e d .   D o   y o u   w a n t   t o   t e r m i n a t e   t h e   p r o g r a m ? 	 PJ a v a z_vMRck(WO(u͑ǌn!ql2eQf\PrKa`/f&TB}bkdkz_	 ُ*NJ a v a z^vMRck(WO(u͑DnelۏeQf\Pr``/f&T~bkdkz^	 B#A#!2'23%1C
I2#1"2#*31
A%0D!H*2!2#+"832
1H'#2'  I-2#4B#A#!+#7-D!H?   	 E l   p r o g r a m a   J a v a   e s t    u s a n d o   r e c u r s o s   c r  t i c o s   y   n o   s e   p u e d e   p o n e r   e n   p a u s a .    D e s e a   f i n a l i z a r   e l   p r o g r a m a ? 	 L e   p r o g r a m m e   J a v a   u t i l i s e   d e s   r e s s o u r c e s   c r i t i q u e s   e t   n e   p e u t   p a s    t r e   p a u s  .   V o u l e z - v o u s   a r r  t e r   c e   p r o g r a m m e   ? 	 D a s   J a v a - P r o g r a m m   v e r w e n d e t   w i c h t i g e   R e s s o u r c e n   u n d   k a n n   n i c h t   p a u s i e r e n .   M  c h t e n   S i e   d a s   P r o g r a m m   t e r m i n i e r e n ? 	 @8;>65=85  J a v a   8A?>;L7C5B  206=K5  @5AC@AK.   @8>AB0=>28BL  53>  @01>BC  =5;L7O.   025@H8BL  @01>BC  ?@>3@0<<K? 	 U n   p r o g r a m m a   J a v a   u t i l i z z a   r i s o r s e   c r i t i c h e   e   n o n   p u    e s s e r e   m e s s o   i n   p a u s a .   T e r m i n a r l o ? 	 (1F'E,  'D,'A'  J3*./E  E5/1  G'ED'  JECF  HBHAG  E$B*'GD  *1J/  A5D  G0'  'D(1F'E,	 O   p r o g r a m a   J a v a   e s t    a   u s a r   r e c u r s o s   c r  t i c o s   e   n  o   p o d e   s e r   p a u s a d o .   Q u e r   t e r m i n a r   o   p r o g r a m a ? 	 J a v a   p r o g r a m 1  k r i t i k   k a y n a k l a r   k u l l a n 1y o r   v e   b e k l e t i l e m i y o r .   P r o g r a m 1  s o n l a n d 1r m a k   i s t i y o r   m u s u n u z ?   	 J a v a   n  y   a n g   s   d n g   n g u n   q u a n   t r n g , k h  n g   t h   t   v  o   t r n g   t h  i   t m   d n g , b n   m u n   k t   t h  c   n g   d n g   n  y ? 	 P r o g r a m   J a v a   m e n g g u n a k a n   s u m b e r   d a y a   p e n t i n g   d a n   t i d a k   d a p a t   d i j e d a .   A n d a   i n g i n   m e n g h e n t i k a n   p r o g r a m   i n i ? 	 P r o g r a m   J a v a   m e n g g u n a k a n   s u m b e r   k r i t i k a l   d a n   t i d a k   b o l e h   d i j e d a .   A d a k a h   a n d a   m a h u   t a m a t k a n   p r o g r a m ? 	 	>	5	>	  *	M	0	K		M	0	>	.	  .	9	$	M	5	*	B	0	M	#	  8		8	>	'	(	K		  	>	  	8	M	$	G	.	>	2	  	0	  0	9	>	  9	H	  	0	  0	K		>	  (	9	@		  	>	  8		$	>	d	  	M	/	>	  	*	  	8	  *	M	0	K		M	0	>	.	  	K	  8	.	>	*	M	$	  	0	(	>	  	>	9	$	G	  9	H		? 	 J a v a   p r o g r a m m e t   b r u g e r   n e t v  r k s   r e s s o u r c e r   o g   k a n   i k k e   p a u s e s .   V i l   d u   l u k k e   p r o g r a m m e t ? 	 J a v a   p r o g r a m   p o u ~ v    s  eo v    z d r o j e ,   k t e r    n e m o h o u   b  t   p o z a s t a v e n y .   P Ye j e t e   s i   u k o n 
i t   p r o g r a m ?   	 P r o g r a m   J a v a   u |y w a   z a s  b y   s i e c i   i   n i e   m o |e   b y   w s t r z y m a n y .   C h c e s z   z a k o Dc z y   p r o g r a m ? 	 A   J a v a   p r o g r a m   k r i t i k u s   e r Qf o r r  s o k a t   h a s z n  l ,   e z  r t   n e m   s z  n e t e l t e t h e t Q.   K  v  n j a   l e  l l  t a n i   a   p r o g r a m o t ? 	 J a v a - o h j e l m a   k  y t t     v e r k k o r e s u r s s e j a   e i k    s i t    v o i   p y s  y t t   .   H a l u a t k o   l o p e t t a a   o h j e l m a n ? 	 J a v a - p r o g r a m m e t   a n v e n d e r   n e t t v e r k s r e s s u r s e r   o g   k a n   i k k e   s e t t e s   p    p a u s e .    n s k e r   d u      a v s l u t t e   p r o g r a m m e t ? 	 T e n t o   J a v a   p r o g r a m   p o u ~ v a   s i e eo v    z d r o j e   a   n e m  ~e   b y e  p o z a s t a v e n  .   P r a j e t e   s i   u k o n 
i e  t e n t o   p r o g r a m ? 	 E e n   J a v a p r o g r a m m a   g e b r i j k t   e e n   k r i t i s c h e   h u l p b r o n   e n   k a n   n i e t   g e p a u z e e r d   w o r d e n .   W i l t   u   h e t   p r o g r a m m a   a f s l u i t e n ? 	 J a v a p r o g r a m   a n v  n d s   n  t v e r k s r e s u r s e r   o c h   k a n   i n t e   p a u s a s .   V i l l   d u   a v s l u t a   p r o g r a m m e t ? 	 J a v a   p r o g r a m   k o r i s t i   r e s u r s e   m r e ~e   i   n e   m o ~e   s e   p a u z i r a t i .   }e l i t e   l i   p r e k i n u t i   p r o g r a m ?   	 P r o g r a m u l   J a v a   u t i l i z e a z   r e s u r s e   i m p o r t a n t e   a l e   r e ce l e i   _i   n u   p o a t e   f i    n t r e r u p t .    n c h i d e ci   p r o g r a m u l ? 	 J a v a   p r o g r a m   u p o r a b l j a   o m r e ~n e   v i r e   i n   n e   m o r e   b i t i   p a v z i r a n .   A l i   ~e l i a  k o n 
a t i   p r o g r a m ? 	     j a v a                 .             ; 	   '             .         ? 	 T h e   J a v a   p r o g r a m   i s   u s i n g   n e t w o r k   r e s o u r c e s   a n d   c a n   n o t   b e   p a u s e d .   D o   y o u   w a n t   t o   t e r m i n a t e   t h e   p r o g r a m ?   	 	>	5	>	  *	M	0	K		M	0	>	.	  	 	@	2	  0	?	8	K	0	M	8	G	8	  5	>	*	0	$	  	9	G	  	#	?	  *	I		  9		 (1F'EG  J a v a   '2  EF'(9  61H1  '3*A'/G  E  F/  H  B'(D  E+  F3*.   E  .H'G/  (G  'F  (1F'EG  ~''F  /G/	 ,'H'  ~1H1'E  /BB  01'&9  '  '3*9E'D  11'    'H1  '3  H  1H'  F  ,'3*'    '  "~  ~1H1'E  H  .*E  1F'  '  	                   .               ? 	 				  											  												  							  							  				  			  					  						  			  				  			  				  		  		  													  						  				  			? 	 
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 
 S T R _ J A V A _ P U S H _ B U S Y 	 J a v a 	 P O P U P 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   r e q u e s t   c a n   n o t   b e   c o m p l e t e d .   P l e a s e   g o   t o   i d l e   s c r e e n   a n d   w a i t   f o r   e x e c u t i n g   a   p u s h   p r o g r a m . 	 dkRvMR!qlWLˊHQ__jkubI{_P U S H z_WL	 dkRvMRelgbLHQ_:g;ubI{_P U S H z^gbL	 D!H*2!2#32!3-C+I*!9#L  B#D5H+I2-+%1  A%0#-3@42#B#A#!8
	 L a   s o l i c i t u d   n o   s e   p u e d e   c o m p l e t a r .   V a y a   a   l a   p a n t a l l a   d e   i n a c t i v i d a d   y   e s p e r e   p a r a   e j e c u t a r   u n   p r o g r a m a   p u s h . 	 L a   r e q u  t e   n e   p e u t   p a s    t r e   t e r m i n  e .   V e u i l l e z   a l l e r      l   c r a n   d e   v e i l l e   e t   a t t e n d r e   a v a n t   d  e x  c u t e r   u n   p r o g r a m m e   P u s h . 	 D i e   A n f r a g e   k a n n   n i c h t   a b g e s c h l o s s e n   w e r d e n .   R u f e n   S i e   d e n   L e e r l a u f - B i l d s c h i r m   a u f   u n d   w a r t e n   S i e   a u f   A u s f  h r u n g   e i n e s   P u s h - P r o g r a m m s . 	 0?@>A  2K?>;=8BL  =5  C405BAO.   5@5948B5  2  @568<  >6840=8O  8  4>648B5AL  >:>=G0=8O  4>AB02:8  40==KE. 	 L a   r i c h i e s t a   n o n   p u    e s s e r e   c o m p l e t a t a .   A n d a r e   s u l   d i s p l a y   i n a t t i v o   e   a t t e n d e r e   p r i m a   d i   e s e g u i r e   u n   p r o g r a m m a   p u s h . 	 . p u s h   'D7D(  DE  JC*ED  '0G(  'DJ  'D4'4)  'DE$B*G  H  #F*81  *7(JB  (1F'E,	 O   p e d i d o   n  o   p o d e   s e r   c o n c l u  d o .   V    a t    a o   e c r    i n i c i a l   e   a g u a r d e   o   e n v i o   d o   p r o g r a m a . 	 0s t e k   t a m a m l a n a m 1y o r .   L  t f e n   b o _  e k r a n a   g i d i n   v e   p u s h   p r o g r a m 1n 1  y  r  t m e k   i  i n   b e k l e y i n . 	 H i n   t i   k h  n g   c h y   c   t  n h   n n g   n  y , h  y   v  o   t r n g   t h  i   m  n   h  n h   i     c h   n g   d n g   P U S H   v n   h  n h 	 P e r m i n t a a n   t i d a k   d a p a t   d i s e l e s a i k a n .   B u k a   l a y a r   s i a g a   d a n   t u n g g u   u n t u k   m e n j a l a n k a n   p r o g r a m   p u s h . 	 P e r m i n t a a n   t i d a k   b o l e h   d i s e l e s a i k a n .   S i l a   p e r g i   k e   s k r i n   m e l a h u   d a n   t u n g g u   p e l a k s a n a a n   p r o g r a m   t o l a k . 	 	(	A	0	K	'	  	@	  *	B	0	M	$	?	  (	9	@		  	@	  	>	  8		$	@	d	  	C	*	/	>	  		!	2	  8	M		M	0	@	(	  *	0	  	>			  	0	  *	A	6	  *	M	0	K		M	0	>	.	  	K	  	2	>	(	G	  	G	  2	?		  *	M	0	$	@		M	7	>	  	0	G		d		 F o r e s p  r g s l e n   k a n   i k k e   f  r d i g g  r e s .   G    v e n l i g s t   t i l   t o m   s k  r m   o g   v e n t   k  r s e l   a f   P U S H   p r o g r a m . 	 P o ~a d a v e k   n e m o~e   b  t   s p l n n .   P Ye j d t e   p r o s  m   n a   n e 
i n n    d i s p l e j   a   p o 
k e j t e   n a   p r o b h n u t    a   P U S H   p r o g r a m u . 	 Z a p y t a n i e   n i e   m o |e   b y   d o k o Dc z o n e . P r z e j d z   d o   o p u s z c z o n e g o   e k r a n u   i   c z e k a j   n a   w y k o n a n i e   p r o g r a m u   P U S H . 	 A   p a r a n c s   t e l j e s  t  s e   n e m   f e j e z Qd  t t   b e .   K  r e m ,   l  p j e n   v i s s z a   a   s z a b a d   a b l a k b a ,    s   v  r j a   m e g   a   P U S H   p r o g r a m   b e f e j e z Qd  s  t . 	 P y y n t     e i   v o i   s u o r i t t a a .   S i i r r y   i d l e - r u u t u u n   j a   o d o t a   P U S H - o h j e l m a n   l o p e t t a m i s t a . 	 A n m o d n i n g e n   k a n   i k k e   f u l l f  r e s .   G    t i l   v e n t e s k j e r m e n   o g   v e n t   p    a t   e t   P U S H - p r o g r a m   k j  r e s . 	 P o ~i a d a v k a   n e m o h l a   b y e  d o k o n 
e n  .   P r e j d i t e   p r o s  m   n a   n e 
i n n    d i s p l e j   a   v y 
k a j t e ,   d o k i a >  n e p r e b e h n e   P U S H   p r o g r a m . 	 H e t   v e r z o e k   k a n   n i e t   v o t o o i d   w o r d e n .   G a   n a a r   h e t   b e g i n s c h e r m   e n   w a c h t   t o t   e r   e e n   d u w p r o g r a m m a   w o r d t   u i t g e v o e r d . 	 F  r f r  g a n   k u n d e   i n t e   s l u t f  r a s .   A k t i v e r a   s k  r m s l  c k a r e n   o c h   v  n t a   p    a t t   P U S H - p r o g r a m m e t   s t a r t a s . 	 Z a h t j e v   n e   m o ~e   b i t i   d o v r ae n .   M o l i m o   d a   i d e t e   n a   m i r n i   p r i k a z   i   
e k a j t e   i z v r ae n j e   P U S H   p r o g r a m a . 	 S o l i c i t a r e a   n u   p o a t e   f i    n d e p l i n i t .   M e r g e ci   l a   e c r a n u l   i n a c t i v   _i   a _t e p t a ci   e x e c u t a r e a   u n u i   p r o g r a m   d e   s o l i c i t a r e . 	 Z a h t e v a   n e   m o r e   b i t i   p o p o l n a .   P r o s i m   p o j d i   d o   p r a z n e g a   z a s l o n a   i n   p o 
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NQv9(uُ7hSNT	 B#A#!I-2#*HI-!9%  ( G-@G)   6H0I-C
IA-#LD!LA%0!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   i n f o r m a c i  n   ( S o c k e t ) .   E s t o   r e q u e r i r    e l   u s o   d e   t i e m p o   e n   e l   a i r e ,   l o   c u a l   l e   p u e d e   a c a r r e a r   c o s t e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   d e s   i n f o r m a t i o n s   ( S o c k e t ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( S o c k e t ) .   D i e s   e r f o r d e r t   d i e   V e r w e n d u n g   v o n   S e n d e z e i t ,   d i e   g e b  h r e n p f l i c h t i g   s e i n   k  n n t e .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  8=D>@<0F8N  ( !") .   0  ?>;L7>20=85  A5BLN  <>65B  278<0BLAO  ?;0B0.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   i n f o r m a z i o n i   ( S o c k e t ) .   Q u e s t o   r i c h i e d e r    l ' u t i l i z z o   d i   u n   t e m p o   d i   c o n n e s s i o n e   c h e   p o t r e b b e   a v e r e   u n   c o s t o .   O K ? 	 EF  'DD'2E  /A9  CDA)  DD'F*1F*  GD  *1J/  ( S o c k e t )   'D*7(JB'*  *1J/  #13D  E9DHE'*	 A   a p l i c a   o   q u e r   e n v i a r   i n f o r m a   o   ( S o c k e t ) .   I s t o   r e q u e r   a   u t i l i z a   o   d o   s e r v i  o   d e   t r a n s m i s s  o   o   q u e   i m p l i c a   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( S o k e t ) .   B u   y a y 1n   s a a t i n i n   k u l l a n 1m 1n 1  g e r e k t i r i r   v e   s i z e     m a l i y e t i   o l a b i l i r .   T a m a m   m 1?   	 n g   d n g   n  y   c n   s   d n g   m n g ( S o c k e t )   g i   d   l i u , b n   c    t h     p h i   t r   c c   p h    v  o   m n g ,   n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n g i r i m   i n f o r m a s i   ( S o k e t ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m a k l u m a t   ( S o k e t ) .   I n i   m e m e r l u k a n   p e n g g u n a a n   m a s a   u d a r a   y a n g   m u n g k i n   a k a n   m e n g g u n a k a n   w a n g .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( 8	I		G		)   -	G		(	>	  	>	9	$	>	  9	H	d	  	8	8	G	  	*		G	  	/	0		>		.	  	>	  	8	M	$	G	.	>	2	  9	K		>	  	0	  	*		K	  6	A	2	M		  &	G	(	>	  *	\	  8		$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   k  l d e n i   ( F o g l a l a t ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   i n f o r m a t i e   v e r z e n d e n   ( S o c k e t ) .   H i r e v o o r   m o e t   u   o n - l i n e   z i j n   e n   d a t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   t r i m i t   i n f o r m a ci i   ( s o c k e t ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   u n e i   r e ce l e   e x t i n s e   f r   f i r ,   p e n t r u   c a r e   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         [ ] .                   .       ? 	 	 	*	M	2	?		G	6	(	  .	>	9	?	$	@	  *	>	 	5	>	  .	M	9	#	$	G	  ( 8	I		G		)   /	8	>	 	@	  	/	0			 (1F'EG  E  .H'G/  '7D'9'*  ( 3H*)   '13'D  F/.   'F  '1  E3*D2E  '3*A'/G  '2  2E'F  '*5'D  H  ~1/'.*  G2FG  '3*. EH'AB/	 '~D4F  E9DHE'*  (,F'  '*'    ( S o c k e t ) '3  E  H'&  HB*    '3*9E'D    61H1*    ,3  E  ~3  D  3*'    '    'H    	         ( ) .                 .     ? 	 											  				  						  			  ( 				) 	  		  				  								  							  			  			  						  			  					  				  				  		  			  			? 	 
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NQv9(uُ7hSNT	 B#A#!I-2#*HI-!9%  ( H T T P )   6H0I-C
IA-#LD!LA%0!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   i n f o r m a c i  n   ( H T T P ) .   E s t o   r e q u e r i r    e l   u s o   d e   t i e m p o   e n   e l   a i r e ,   l o   c u a l   l e   p u e d e   a c a r r e a r   c o s t e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   d e s   i n f o r m a t i o n s   ( H T T P ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( H T T P ) .   D i e s   e r f o r d e r t   d i e   V e r w e n d u n g   v o n   S e n d e z e i t ,   d i e   g e b  h r e n p f l i c h t i g   s e i n   k  n n t e .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  8=D>@<0F8N  ( H T T P ) .   0  ?>;L7>20=85  A5BLN  <>65B  278<0BLAO  ?;0B0.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   i n f o r m a z i o n i   ( H T T P ) .   Q u e s t o   r i c h i e d e r    l ' u t i l i z z o   d i   u n   t e m p o   d i   c o n n e s s i o n e   c h e   p o t r e b b e   a v e r e   u n   c o s t o .   O K ? 	 EF  'DD'2E  /A9  CDA)  DD'F*1F*  GD  *1J/  ( H T T P )   'D*7(JB'*  *1J/  #13D  E9DHE'*	 A   a p l i c a   o   q u e r   e n v i a r   i n f o r m a   o   ( H T T P ) .   I s t o   r e q u e r   a   u t i l i z a   o   d o   s e r v i  o   d e   t r a n s m i s s  o   o   q u e   i m p l i c a   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( H T T P ) .   B u   y a y 1n   s a a t i n i n   k u l l a n 1m 1n 1  g e r e k t i r i r   v e   s i z e     m a l i y e t i   o l a b i l i r .   T a m a m   m 1?   ? 	 n g   d n g   n  y   c n   t h  n g   q u a   m n g ( H T T P )   g i   d   l i u . B n   c    t h   p h i   t r   p h    v  o   m n g , n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n g i r i m   i n f o r m a s i   ( H T T P ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m a k l u m a t   ( H T T P ) .   I n i   m e m e r l u k a n   p e n g g u n a a n   m a s a   u d a r a   y a n g   m u n g k i n   a k a n   m e n g g u n a k a n   w a n g .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( H T T P )   -	G		(	>	  	>	9	$	>	  9	H	d	  	8	8	G	  	*		G	  	/	0		>		.	  	>	  	8	M	$	G	.	>	2	  9	K		>	  	0	  	*		K	  6	A	2	M		  &	G	(	>	  *	\	  8		$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   k  l d e n i   ( H T T P ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   i n f o r m a t i e   v e r z e n d e n   ( H T T P ) .   H i r e v o o r   m o e t   u   o n - l i n e   z i j n   e n   d a t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   t r i m i t   i n f o r m a ci i   ( H T T P ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   u n e i   r e ce l e   e x t i n s e   f r   f i r ,   p e n t r u   c a r e   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         [ H T T P ] .                   .       ? 	 	 	*	M	2	?		G	6	(	  .	>	9	?	$	@	  *	>	 	5	>	  .	M	9	#	$	G	  ( 			@		@	*	@		8	)   /	8	>	 	@		 (1F'EG  E  .H'G/  '7D'9'*  ( H T T P )   '13'D  F/.   'F  '1  E3*D2E  '3*A'/G  '2  2E'F  '*5'D  H  ~1/'.*  G2FG  '3*. EH'AB/	 '~D4F  E9DHE'*  (,F'  '*'    ( H T T P )   '3  E  H'&  HB*    '3*9E'D    61H1*    ,3  E  'S~  '  1H~  .1  H'  '    D  '	     ,         ( ) .             ,     .     ? 	 											  				  						  					  ( 			. 		. 		. 		) 	  		  				  								  							  			  			  						  			  					  				  				  		  			  			? 	 5
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 S T R _ J A V A _ P E R M I S S I O N _ H T T P S 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   s e n d   i n f o r m a t i o n   ( H T T P S ) .   T h i s   w i l l   r e q u i r e   t h e   u s e   o f   a i r t i m e   w h i c h   m a y   c o s t   y o u   m o n e y .   I s   t h i s   O K ? 	 Pz_ O(u}OPǌe( H T T P S ) `S_/eN
N}v(u#jSNU	 ُ*Nz^ O(uQ~( H T T P S ) eg ODe`S_{/eN
NQv9(uُ7hSNT	 B#A#!I-2#*HI-!9%  ( H T T P S )   6H0I-C
IA-#LD!LA%0!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   i n f o r m a c i  n   ( H T T P S ) .   E s t o   r e q u e r i r    e l   u s o   d e   t i e m p o   e n   e l   a i r e ,   l o   c u a l   l e   p u e d e   a c a r r e a r   c o s t e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   d e s   i n f o r m a t i o n s   ( H T T P S ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( H T T P S ) .   D i e s   e r f o r d e r t   d i e   V e r w e n d u n g   v o n   S e n d e z e i t ,   d i e   g e b  h r e n p f l i c h t i g   s e i n   k  n n t e .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  8=D>@<0F8N  ( H T T P S ) .   0  ?>;L7>20=85  A5BLN  <>65B  278<0BLAO  ?;0B0.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   i n f o r m a z i o n i   ( H T T P S ) .   Q u e s t o   r i c h i e d e r    l ' u t i l i z z o   d i   u n   t e m p o   d i   c o n n e s s i o n e   c h e   p o t r e b b e   a v e r e   u n   c o s t o .   O K ? 	 EF  'DD'2E  /A9  CDA)  DD'F*1F*  GD  *1J/  ( H T T P S )   'D*7(JB'*  *1J/  #13D  E9DHE'*	 A   a p l i c a   o   q u e r   e n v i a r   i n f o r m a   o   ( H T T P S ) .   I s t o   r e q u e r   a   u t i l i z a   o   d o   s e r v i  o   d e   t r a n s m i s s  o   o   q u e   i m p l i c a   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( H T T P S ) .   B u   y a y 1n   s a a t i n i n   k u l l a n 1m 1n 1  g e r e k t i r i r   v e   s i z e     m a l i y e t i   o l a b i l i r .   T a m a m   m 1?   ? 	 n g   d n g   n  y   c n   s   d n g   m n g   ( H T T P S )   g i   d   l i u , b n   c    t h   p h i   t r   c c   p h    v  o   m n g , n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n g i r i m   i n f o r m a s i   ( H T T P S ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m a k l u m a t   ( H T T P S ) .   I n i   m e m e r l u k a n   p e n g g u n a a n   m a s a   u d a r a   y a n g   m u n g k i n   a k a n   m e n g g u n a k a n   w a n g .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( H T T P S )   -	G		(	>	  	>	9	$	>	  9	H	.   	8	8	G	  	*		G	  	/	0		>		.	  	>	  	8	M	$	G	.	>	2	  9	K		>	  	0	  	*		K	  6	A	2	M		  &	G	(	>	  *	\	  8		$	>	  9	H	.   	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   k  l d e n i   ( H T T P S ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   i n f o r m a t i e   v e r z e n d e n   ( H T T P S ) .   H i r e v o o r   m o e t   u   o n - l i n e   z i j n   e n   d a t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   t r i m i t   i n f o r m a ci i   ( H T T P S ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   u n e i   r e ce l e   e x t i n s e   f r   f i r ,   p e n t r u   c a r e   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         [ H T T P S ]                   .       ? 	 	 	*	M	2	?		G	6	(	  .	>	9	?	$	@	  *	>	 	5	>	  .	M	9	#	$	G	  ( 			@		@	*	@		8	)   /	8	>	 	@		 (1F'EG  E  .H'G/  '7D'9'*  ( H T T P S )   '13'D  EF/.   'F  '1  E3*D2E  '3*A'/G  '2  2E'F  '*5'D  H  ~1/'.*  G2FG  '3*. EH'AB/	 '~D4F  E9DHE'*  (,F'  '*'    ( H T T P )   '3  E  H'&  HB*    '3*9E'D    61H1*    ,3  E  'S~  '  1H~  .1  H'  '    D  '	         ( ) .                 .     ? 	 											  				  						  					  ( 			. 		. 		. 		. 		)   		  				  								  							  			  			  						  			  					  				  			.   				  		  				  							? 	 
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N}v(u#jSNU	 ُ*Nz^ O(uQ~( S S L ) eg ODe`S_{/eN
NQv9(uُ7hSNT	 B#A#!I-2#*HI-!9%  ( S S L )   6H0I-C
IA-#LD!LA%0!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   i n f o r m a c i  n   ( S S L ) .   E s t o   r e q u e r i r    e l   u s o   d e   t i e m p o   e n   e l   a i r e ,   l o   c u a l   l e   p u e d e   a c a r r e a r   c o s t e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   d e s   i n f o r m a t i o n s   ( S S L ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( S S L ) .   D i e s   e r f o r d e r t   d i e   V e r w e n d u n g   v o n   S e n d e z e i t ,   d i e   g e b  h r e n p f l i c h t i g   s e i n   k  n n t e .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  8=D>@<0F8N  ( S S L ) .   0  ?>;L7>20=85  A5BLN  <>65B  278<0BLAO  ?;0B0.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   i n f o r m a z i o n i   ( S S L ) .   Q u e s t o   r i c h i e d e r    l ' u t i l i z z o   d i   u n   t e m p o   d i   c o n n e s s i o n e   c h e   p o t r e b b e   a v e r e   u n   c o s t o .   O K ? 	 EF  'DD'2E  /A9  CDA)  DD'F*1F*  GD  *1J/  ( S S L )   'D*7(JB'*  *1J/  #13D  E9DHE'*	 A   a p l i c a   o   q u e r   e n v i a r   i n f o r m a   o   ( S S L ) .   I s t o   r e q u e r   a   u t i l i z a   o   d o   s e r v i  o   d e   t r a n s m i s s  o   o   q u e   i m p l i c a   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( S S L ) .   B u   y a y 1n   s a a t i n i n   k u l l a n 1m 1n 1  g e r e k t i r i r   v e   s i z e     m a l i y e t i   o l a b i l i r .   T a m a m   m 1?   ? 	 n g   d n g   n  y   c n   t h  n g   q u a   m n g ( S S L )   g i   d   l i u . B n   c    t h   p h i   t r   p h    v  o   m n g , n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n g i r i m   i n f o r m a s i   ( S S L ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m a k l u m a t   ( S S L ) .   I n i   m e m e r l u k a n   p e n g g u n a a n   m a s a   u d a r a   y a n g   m u n g k i n   a k a n   m e n g g u n a k a n   w a n g .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( 	8		8		2	)   -	G		(	>	  	>	9	$	>	  9	H	.   	8	8	G	  	*		G	  	/	0		>		.	  	>	  	8	M	$	G	.	>	2	  9	K		>	  	0	  	*		K	  6	A	2	M		  &	G	(	>	  *	\	  8		$	>	  9	H	.   	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   k  l d e n i   ( S S L ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   i n f o r m a t i e   v e r z e n d e n   ( S S L ) .   H i r e v o o r   m o e t   u   o n - l i n e   z i j n   e n   d a t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   t r i m i t   i n f o r m a ci i   ( S S L ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   u n e i   r e ce l e   e x t i n s e   f r   f i r ,   p e n t r u   c a r e   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         [ S S L ] .                   .       ? 	 	 	*	M	2	?		G	6	(	  .	>	9	?	$	@	  *	>	 	5	>	  .	M	9	#	$	G	  ( 	8		8		2	)   /	8	>	 	@	  	/	0		 (1F'EG  E  .H'G/  '7D'9'*  ( S S L )   '13'D  F/.   'F  '1  E3*D2E  '3*A'/G  '2  2E'F  '*5'D  H  ~1/'.*  G2FG  '3*. EH'AB/	 'S~14F  E9DHE'*  (,F'  '*'    ( S S L )   '3  E  H'&  HB*    '3*9E'D    61H1*    ,3  E  'S~  '  1H~  .1  H'  '    D  '	     ,         ( ) .             ,     .     ? 	 											  				  						  					  ( S S L ) 	  		  				  								  							  			  			  						  			  					  				  				  		  			  			? 	 5
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 S T R _ J A V A _ P E R M I S S I O N _ D A T A G R A M 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   s e n d   i n f o r m a t i o n   ( D a t a g r a m ) .   T h i s   w i l l   r e q u i r e   t h e   u s e   o f   a i r t i m e   w h i c h   m a y   c o s t   y o u   m o n e y .   I s   t h i s   O K ? 	 Pz_ O(u}OPǌe( D a t a g r a m ) `S_/eN
N}v(u#jSNU	 ُ*Nz^ O(uQ~( D a t a g r a m ) eg ODe`S_{/eN
NQv9(uُ7hSNT	 B#A#!I-2#*HI-!9%  ( D a t a g r a m )   6H0I-C
IA-#LD!LA%0!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   i n f o r m a c i  n   ( D a t a g r a m ) .   E s t o   r e q u e r i r    e l   u s o   d e   t i e m p o   e n   e l   a i r e ,   l o   c u a l   l e   p u e d e   a c a r r e a r   c o s t e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   d e s   i n f o r m a t i o n s   ( D a t a g r a m m e ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( D a t a g r a m ) .   D i e s   e r f o r d e r t   d i e   V e r w e n d u n g   v o n   S e n d e z e i t ,   d i e   g e b  h r e n p f l i c h t i g   s e i n   k  n n t e .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  8=D>@<0F8N  ( 459B03@0<<0) .   0  ?>;L7>20=85  A5BLN  <>65B  278<0BLAO  ?;0B0.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   i n f o r m a z i o n i   ( D a t a g r a m ) .   Q u e s t o   r i c h i e d e r    l ' u t i l i z z o   d i   u n   t e m p o   d i   c o n n e s s i o n e   c h e   p o t r e b b e   a v e r e   u n   c o s t o .   O K ? 	 EF  'DD'2E  /A9  CDA)  DD'F*1F*  GD  *1J/  ( D a t a g r a m )   'D*7(JB'*  *1J/  #13D  E9DHE'*	 A   a p l i c a   o   q u e r   e n v i a r   i n f o r m a   o   ( D a t a g r a m a s ) .   I s t o   r e q u e r   a   u t i l i z a   o   d o   s e r v i  o   d e   t r a n s m i s s  o   o   q u e   i m p l i c a   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( V e r i b i r i m i ) .   B u   y a y 1n   s a a t i n i n   k u l l a n 1m 1n 1  g e r e k t i r i r   v e   s i z e     m a l i y e t i   o l a b i l i r .   T a m a m   m 1?   ? 	 n g   d n g   n  y   c n   s   d n g   m n g   ( D a t a g r a m )   g i   d   l i u , b n   c    t h   p h i   t r   c c   p h    v  o   m n g ,   n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n g i r i m   i n f o r m a s i   ( D a t a g r a m ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m a k l u m a t   ( D a t a g r a m ) .   I n i   m e m e r l u k a n   p e n g g u n a a n   m a s a   u d a r a   y a n g   m u n g k i n   a k a n   m e n g g u n a k a n   w a n g .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( !	>		>		M	0	>	.	)   -	G		(	>	  	>	9	$	>	  9	H	d	  	8	8	G	  	*		G	  	/	0		>		.	  	>	  	8	M	$	G	.	>	2	  9	K		>	  	0	  	*		K	  6	A	2	M		  &	G	(	>	  *	\	  8		$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   k  l d e n i   ( D a t a g r a m ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   i n f o r m a t i e   v e r z e n d e n   ( D a t a g r a m ) .   H i r e v o o r   m o e t   u   o n - l i n e   z i j n   e n   d a t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   t r i m i t   i n f o r m a ci i   ( D a t a g r a m ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   u n e i   r e ce l e   e x t i n s e   f r   f i r ,   p e n t r u   c a r e   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         [   ] .                   .       ? 	 	 	*	M	2	?		G	6	(	  .	>	9	?	$	@	  *	>	 	5	>	  .	M	9	#	$	G	  ( !	>		>		M	0	>	.	)   /	8	>	 	@	  	 (1F'EG  E  .H'G/  '7D'9'*  ( D a t a g r a m )   '13'D  F/.   'F  '1  E3*D2E  '3*A'/G  '2  2E'F  '*5'D  H  ~1/'.*  G2FG  '3*. EH'AB/	 >'~D4F  E9DHE'*  (,F'  '*'    ?y'  1'E  >'3  EH'&  HB*    '3*9E'D    61H1*    ,3  '3  E'S~  '  1H~  .1  H'  '    D  '	         ( ) .                 .     ? 	 											  				  						  					  ( 									) .   		  				  								  							  			  			  						  			  					  				  				  		  			  			? 	 5
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 
 S T R _ J A V A _ P E R M I S S I O N _ S V R _ S O C K E T 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   r e c e i v e   i n f o r m a t i o n   ( S e r v e r   s o c k e t ) .   T h i s   w i l l   r e q u i r e   t h e   u s e   o f   a i r t i m e   w h i c h   m a y   c o s t   y o u   m o n e y .   I s   t h i s   O K ? 	 Pz_ O(u}( S e r v e r   s o c k e t ) Oc6eǌe`S_/eN
N}v(u#jSNU	 ُ*Nz^ O(uQ~egc6eDe( S e v e r   S o c k e t ) `S_{/eN
NQv9(uُ7hSNT	 B#A#!I-2##1I-!9%  ( @4#L@'-#L  G-@G)   6H0I-C
IA-#LD!LA%0!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   r e c i b i r   i n f o r m a c i  n   ( S e r v e r   S o c k e t ) .   E s t o   r e q u e r i r    e l   u s o   d e   t i e m p o   e n   e l   a i r e ,   l o   c u a l   l e   p u e d e   a c a r r e a r   c o s t e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   r e c e v o i r   d e s   i n f o r m a t i o n s   ( S o c k e t   d e   s e r v e u r ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( S e r v e r - S o c k e t ) .   D i e s   e r f o r d e r t   d i e   V e r w e n d u n g   v o n   S e n d e z e i t ,   d i e   g e b  h r e n p f l i c h t i g   s e i n   k  n n t e .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  8=D>@<0F8N  ( A5@25@=K9  A>:5B) .   0  ?>;L7>20=85  A5BLN  <>65B  278<0BLAO  ?;0B0.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   r i c e v e r e   i n f o r m a z i o n i   ( S e r v e r   s o c k e t ) .   Q u e s t o   r i c h i e d e r    l ' u t i l i z z o   d i   u n   t e m p o   d i   c o n n e s s i o n e   c h e   p o t r e b b e   a v e r e   u n   c o s t o .   O K ? 	 EF  'DD'2E  /A9  CDA)  DD'F*1F*  GD  *1J/  ( S e v e r   S o c k e t )   'D*7(JB'*  *1J/  #3*D'E  E9DHE'*	 A   a p l i c a   o   q u e r   r e c e b e r   i n f o r m a   o   ( S o c k e t   d o   s e r v i d o r ) .   I s t o   r e q u e r   a   u t i l i z a   o   d o   s e r v i  o   d e   t r a n s m i s s  o   o   q u e   i m p l i c a   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   a l m a k   i s t i y o r   ( S u n u c u   s o k e t i ) ) .   B u   y a y 1n   s a a t i n i n   k u l l a n 1m 1n 1  g e r e k t i r i r   v e   s i z e     m a l i y e t i   o l a b i l i r .   T a m a m   m 1?   ? 	 n g   d n g   n  y   c n   t h  n g   q u a   m n g ( S e v e r   S o c k e t )   g i   d   l i u . B n   c    t h   p h i   t r   p h    v  o   m n g , n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n e r i m a   i n f o r m a s i   ( S o k e t   s e r v e r ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m a k l u m a t   ( S o k e t   p e l a y a n ) .   I n i   m e m e r l u k a n   p e n g g u n a a n   m a s a   u d a r a   y a n g   m u n g k i n   a k a n   m e n g g u n a k a n   w a n g .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( 8	0	M	5	0	  8	I		G		)   -	G		(	>	  	>	9	$	>	  9	H	d	  	8	8	G	  	*		G	  	/	0		>		.	  	>	  	8	M	$	G	.	>	2	  9	K		>	  	0	  	*		K	  6	A	2	M		  &	G	(	>	  *	\	  8		$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   f o g a d n i   ( K i s z o l g  l  i   f o g l a l a t ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   i n f o r m a t i e   v e r z e n d e n   ( S e r v e r   s o c k e t ) .   H i r e v o o r   m o e t   u   o n - l i n e   z i j n   e n   d a t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   p r i m e a s c   i n f o r m a ci i   ( s o c k e t   s e r v e r ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   u n e i   r e ce l e   e x t i n s e   f r   f i r ,   p e n t r u   c a r e   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         [   ] .                   .       ? 	 	 	*	M	2	?		G	6	(	  .	>	9	?	$	@	  '	M	/	>	  .	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 
 S T R _ J A V A _ P E R M I S S I O N _ S V R _ D A T A G R A M 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   r e c e i v e   i n f o r m a t i o n   ( D a t a g r a m   s e r v e r ) .   T h i s   w i l l   r e q u i r e   t h e   u s e   o f   a i r t i m e   w h i c h   m a y   c o s t   y o u   m o n e y .   I s   t h i s   O K ? 	 Pz_ O(u}( D a t a g r a m   s e r v e r ) Oc6eǌe`S_/eN
N}v(u#jSNU	 ُ*Nz^ O(uQ~egc6eDe( D a t a g r a m   s e r v e r ) `S_{/eN
NQv9(uُ7hSNT	 B#A#!I-2##1I-!9%  ( D a t a g r a m   @4#L@'-#L)   6H0I-C
IA-#LD!LA%0!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   r e c i b i r   i n f o r m a c i  n   ( s e r v i d o r   D a t a g r a m ) .   E s t o   r e q u e r i r    e l   u s o   d e   t i e m p o   e n   e l   a i r e ,   l o   c u a l   l e   p u e d e   a c a r r e a r   c o s t e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   r e c e v o i r   d e s   i n f o r m a t i o n s   ( S e r v e u r   d e   d a t a g r a m m e ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( D a t a g r a m - S e r v e r ) .   D i e s   e r f o r d e r t   d i e   V e r w e n d u n g   v o n   S e n d e z e i t ,   d i e   g e b  h r e n p f l i c h t i g   s e i n   k  n n t e .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  8=D>@<0F8N  ( A5@25@  459B03@0<<) .   0  ?>;L7>20=85  A5BLN  <>65B  278<0BLAO  ?;0B0.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   r i c e v e r e   i n f o r m a z i o n i   ( S e r v e r   d a t a g r a m ) .   Q u e s t o   r i c h i e d e r    l ' u t i l i z z o   d i   u n   t e m p o   d i   c o n n e s s i o n e   c h e   p o t r e b b e   a v e r e   u n   c o s t o .   O K ? 	 EF  'DD'2E  /A9  CDA)  DD'F*1F*  GD  *1J/  ( D a t a g r a m   s e r v e r )   'D*7(JB'*  *1J/  #3*D'E  E9DHE'*	 A   a p l i c a   o   q u e r   r e c e b e r   i n f o r m a   o   ( S e r v i d o r   d e   d a t a g r a m a s ) .   I s t o   r e q u e r   a   u t i l i z a   o   d o   s e r v i  o   d e   t r a n s m i s s  o   o   q u e   i m p l i c a   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   a l m a k   i s t i y o r   ( V e r i   b i r i m i   s u n u c u s u ) .   B u   y a y 1n   s a a t i n i n   k u l l a n 1m 1n 1  g e r e k t i r i r   v e   s i z e     m a l i y e t i   o l a b i l i r .   T a m a m   m 1?   ? 	 n g   d n g   n  y   c n   s   d n g   m n g   ( D a t a g r a m   s e r v e r )   n h n   d   l i u , b n   c    t h   p h i   t r   c c   p h    v  o   m n g ,   n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n e r i m a   i n f o r m a s i   ( S e r v e r   d a t a g r a m ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m a k l u m a t   ( P e l a y a n   d a t a g r a m ) .   I n i   m e m e r l u k a n   p e n g g u n a a n   m a s a   u d a r a   y a n g   m u n g k i n   a k a n   m e n g g u n a k a n   w a n g .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( !	>		>		M	0	>	.	  8	0	M	5	0	)   -	G		(	>	  	>	9	$	>	  9	H	d	  	8	8	G	  	*		G	  	/	0		>		.	  	>	  	8	M	$	G	.	>	2	  9	K		>	  	0	  	*		K	  6	A	2	M		  &	G	(	>	  *	\	  8		$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   f o g a d n i   ( D a t a g r a m   k i s z o l g  l  ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   i n f o r m a t i e   v e r z e n d e n   ( D a t a g r a m   s e r v e r ) .   H i r e v o o r   m o e t   u   o n - l i n e   z i j n   e n   d a t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   p r i m e a s c   i n f o r m a ci i   ( s e r v e r   D a t a g r a m ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   u n e i   r e ce l e   e x t i n s e   f r   f i r ,   p e n t r u   c a r e   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         [     ] .                   .       ? 	 	 	*	M	2	?		G	6	(	  .	>	9	?	$	@	  '	M	/	>	  .	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 S T R _ J A V A _ P E R M I S S I O N _ C O M M 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   d i r e c t l y   c o n n e c t   t o   a   c o m p u t e r   t o   e x c h a n g e   i n f o r m a t i o n ( C O M M ) .   I s   t h a t   O K ? 	 Pz_ vcf#}Ncǌe( C O M M ) #jSNU	 ُ*Nz^ vcN{:gT:gNbcDe( C O M M ) ُ7hSNT	 B#A#!I-2#@
7H-!H-B"#1-!4'@-#L@7H-A%@%5H"I-!9%  ( C O M M )   %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   c o n e c t a r s e   d i r e c t a m e n t e   a   u n   o r d e n a d o r   p a r a   i n t e r c a m b i a r   i n f o r m a c i  n   ( C O M M ) .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u r   s e   c o n n e c t e r   d i r e c t e m e n t      u n   o r d i n a t e u r   p o u r    c h a n g e r   d e s   i n f o r m a t i o n s   ( C O M M ) .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   s i c h   d i r e k t   m i t   e i n e m   C o m p u t e r   f  r   e i n e n   I n f o r m a t i o n s a u s t a u s c h   v e r b i n d e n   ( C O M M ) .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  =0?@O<CN  ?>4:;NG8BLAO  :  :><?LNB5@C  4;O  >1<5=0  8=D>@<0F859  ( C O M M ) .   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   c o n n e t t e r s i   a l   c o m p u t e r   p e r   s c a m b i a r e   i n f o r m a z i o n i   ( C O M M ) .   O K ? 	 'D*7(JB'*  *1J/  #*5'D  E('41  'DJ  'DCE(JH*1  DD*('/D  'DE9DHE'*GD  *1J/	 A   a p l i c a   o   q u e r   l i g a r   d i r e c t a m e n t e   a   u m   c o m p u t a d o r   p a r a   t r o c a r   i n f o r m a   o   ( C O M M ) .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   a l 1_v e r i _i   y a p m a k   i  i n   d o r u d a n   b i r   b i l g i s a y a r a   b a l a n m a k   i s t i y o r   ( C O M M ) . T a m a m   m 1?   ? 	 n g   d n g   n  y   c n   l i  n   k t   t r c   t i p   v i   m  y   t  n h     t r a o   i   t  i   l i u . n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n y a m b u n g   s e c a r a   l a n g s u n g   k e   k o m p u t e r   u n t u k   b e r t u k a r   i n f o r m a s i   ( C O M M ) .   O K ? 	 A p l i k a s i   m a h u   m e n y a m b u n g   s e c a r a   t e r u s   k e p a d a   k o m p u t e r   u n t u k   m e n u k a r   m a k l u m a t ( C O M M ) .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	>	(		>	0	@	  ( 	I	.	)   	>	  	&	>	(	- *	M	0	&	>	(	  	0	(	G	  	G	  2	?		  		  	.	M	*	M	/	B		0	  8	G	  8		*	0	M		  	K	\	(	>	  	>	9	$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   k  z v e t l e n  l   k  v  n   s z  m  t  g  p h e z   c s a t l a k o z n i   i n f o r m  c i  c s e r e   c  l j  b  l   ( C O M M ) .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   d r i e c t   v e r b i n d i n g   m a k e n   m e t   e e n   c o m p u t e r   o m   i n f o r m a t i e   u i t   t e   w i s s e l e n   ( C O M M ) .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   s e   c o n e c t e z e   l a   u n   c a l c u l a t o r   p e n t r u   s c h i m b u r i   d e   i n f o r m a ci i   ( C O M M ) .   A c c e p t a ci ? 	 	 	                 [ C O M M ] .       ?   	 	 .	>	9	?	$	@		@	  &	G	5	>	#	- 	G	5	>	#	  	0	#	M	/	>	8	>	 	@	  ( 	I	.	)   	>	.	M	*	M	/	B		0	2		 (1F'EG  E  .H'G/  (1'  *('/D  '7D'9'*  ( C O M M )   E3*BE'K  (G    'E~H*1  H5D  4H/.   EH'AB/	 'S~14F  E9DHE'*  '  *('/D  1F    D  (1'  1'3*  3  E~Hy1  3  ,F'  '*'  ?  3  'H  'E  'E>  '    5--  	     ,       ,                 ( ) .     ? 	 											  						  				  										  					,   				  								  				,   							  				  			    ( 		) 			  			  			? 	 5
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 S T R _ J A V A _ P E R M I S S I O N _ P U S H 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 Pz_ RWL[	gSgB}bkvuBfck(WWLvvQ[z_&NR_UR#jSNU	 ُ*Nz^ ꁨRgbL[	gSO~bkS_eck(WgbLvvQ[z^v^ꁨRo;mُ7hSNT	 B#A#!3@GI-@#4H!B"-1B!14  I2!5B#A#!-7H5HC
I2-"9H  B#A#!0911+'0C+I+"832  %+#7-D!H? 	 L a   a p l i c a c i  n   n e c e s i t a r    i n i c i a r s e   a u t o m  t i c a m e n t e .   S i   y a   h a y   u n a   a p l i c a c i  n   e n   e j e c u c i  n ,   l a   a p l i c a c i  n   s e   i n t e r r u m p i r    y   s e   c e r r a r  .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   d e v r a   s  e x  c u t e r   a u t o m a t i q u e m e n t .   S i   u n e   a p p l i c a t i o n   e s t   d  j    e x  c u t  e ,   l  a p p l i c a t i o n   s  i n t e r r o m p r a   e t   c e t t e   a p p l i c a t i o n   s  a r r  t e r a .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m u s s   s i c h   a u t o m a t i s c h   s t a r t e n .   I s t   e i n e   A n w e n d u n g   b e r e i t s   a u s g e f  h r t ,   u n t e r b r i c h t   d i e   A n w e n d u n g   u n d   b e e n d e t   s i c h .   I s t   d i e s   O K ? 	 @8;>65=85  4>;6=>  70?CA:0BLAO  02B><0B8G5A:8.   A;8  ?@8  70?CA:5  1C45B  @01>B0BL  4@C3>5  ?@8;>65=85,   >=>  1C45B  70:@KB>.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d o v r    a v v i a r s i   a u t o m a t i c a m e n t e .   C '    g i    u n ' a p p l i c a z i o n e   i n   e s e c u z i o n e ,   l ' a p p l i c a z i o n e   s i   a r r e s t e r    e   l ' a l t r a   a p p l i c a z i o n e   v e r r    c h i u s a .   O K ? 	 'D*7(JB'*  3HA  *-*',  DJ  'D9ED  #DJ', DH  JH,/  ('DA9D  *7(JB'*  *9EDG0G  'D*7(JB'*  3HA  **B79  H  3HA  *F*GJGD  *1J/	 A   a p l i c a   o   t e m   d e   s e r   i n i c i a d a   a u t o m a t i c a m e n t e .   S e   j    t i v e r   u m a   a p l i c a   o   e m   e x e c u   o ,   e s t a   s e r    i n t e r r o m p i d a   e   a   a p l i c a   o   e m   c a u s a   s e r    e n c e r r a d a .   P e r m i t i r ? 	 U y g u l a m a n 1n   k e n d i s i n i   o t o m a t i k   o l a r a k   b a _l a t m a s 1  g e r e k e c e k .    a l 1_a n   b i r   u y g u l a m a   v a r   i s e ,   u y g u l a m a   k e s i l e c e k   v e   o   u y g u l a m a   k a l a c a k t 1r .   T a m a m   m 1?   	 n g   d n g   n  y   c n   t   n g   c h y , n    c    t h   k h i n   c  c   t h a o   t  c   a n g   c h y   k h  c   b   t   o n , v    t   n g   k  c h   h o t ,   n g      k h  n g ? 	 A p l i k a s i   h a r u s   m u l a i   b e r j a l a n   s e c a r a   o t o m a t i s .   J i k a   t e l a h   a d a   a p l i k a s i   y a n g   b e r j a l a n ,   m a k a   a p l i k a s i   t e r s e b u t   a k a n   t e r h e n t i   d a n   t e r t u t u p .   O K ? 	 A p l i k a s i   p e r l u   m u l a k a n   d i r i n y a   s e c a r a   a u t o m a t i k .   J i k a   t e l a h   t e r d a p a t   a p l i k a s i   s e d a n g   b e r j a l a n ,   a p l i k a s i   i t u   a k a n   m e n g g a n g g u   d a n   t e r p a k s a   k e l u a r .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	K	  8	M	5	/		  9	@	  	>	2	B	  9	K	(	>	  9	K		>	d	  /	&	?	  *	9	2	G	  8	G	  9	@	  	K		  	*	M	2	?		G	6	(	  	2	  0	9	>	  9	K	  $	K	  /	9	  		8	.	G		  0	A		>	5		  !	>	2		0	  		8	G	  8	.	>	*	M	$	  	0	  &	G		>	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s n a k   a u t o m a t i k u s a n   e l   k e l l   m a g  t   i n d  t a n i a .   H a   m  r   f u t   e g y   a l k a l m a z  s ,   a z   a l k a l m a z  s   m e g s z a k  t j a    s   a z   k i   f o g   l  p n i .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   m o e t   z i c h z e l f   h e r s t a r t e n .   I s   e r   e e n   t o e p a s s i n g   a c t i e f ,   d a n   w o r d t   d i e   o n d e r b r o k e n .   I s   d i e   g e o o r l o o f d ? 	 	 	 A c e a s t   a p l i c a ci e   v a   t r e b u i   s   p o r n e a s c   a u t o m a t .   D a c   e x i s t   d e j a   o   a l t   a p l i c a ci e   c a r e   r u l e a z ,   a p l i c a ci a   c u r e n t   s e   v a    n t r e r u p e ,   i a r   a p l i c a ci a   r e s p e c t i v   s e   v a    n c h i d e .     A c c e p t a ci ? 	 	 	           .           ,     .       ? 	 	 	(	A	*	M	0	/	K		  8	M	5	$			  	*	K		*	  8	A	0	A	  	>	2	>	  *	>	9	?		G	.   	0	  	'	@		  	(	A	*	M	0	/	K		  	>	2	B	  	8	G	2	,   $	0	  	(	A	*	M	0	/	K		>	$	  	!	%	3	>	  /	G		2	  5	  $	K	  	(	A	*	M	0	/	K		  	8	M	$	?	$	M	5	>	$	  0	>	9	@	2	.   9	G	   	@		  	9	G	? 	 D'2E  '3*  (1F'EG  (G  5H1*  .H/'1  A9'D  4H/.   '1  (1F'EG  '  /1-'D  ',1'3*  (1F'EG  E2(H1  E*HBA  H  .'1,  E  4H/.   EH'AB/	 '~D4F  H  'HyHEy  7H1  ~1  41H9  HF    61H1*    '1  ~D  3  H&  'S~14F  D  1'  H  'S~14F  /.D  'F/'2  H'	     ,         .       ,     ,           .         .     ? 	 											  														  				  			  				  			  					  								  			  									  				  				,   			  											  				  						  				  			  						  							  			  			? 	 
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?  	       .         ,         .     ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 D i e   t o e p a s s i n g   s a l   h o m s e l f   o u t o m a t i e s   m o e t   o o p m a a k .   I n d i e n   d a a r   r e e d s   ' n   a n d e r   t o e p a s s i n g   o o p   i s ,   s a l   h i e r d i e   t o e p a s s i n g   d i t   o n d e r b r e e k   e n   d i e   a n d e r   t o e p a s s i n g   s a l   t o e m a a k .   I s   d i t   i n   d i e   h a a k ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w i l l   n e e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y .   I f   t h e r e   i s   a l r e a d y   a n   a p p l i c a t i o n   r u n n i n g ,   t h e   a p p l i c a t i o n   w i l l   i n t e r r u p t   a n d   t h a t   a p p l i c a t i o n   w i l l   e x i t .   I s   t h i s   O K ? 	 	 	 A p l i k a c i o n i   d u h e t   t e   f i l l o j e   v e t e   a u t o m a t i k i s h t .   N q s .   k a   n j e   a p l i k a c i o n   q e   p u n o n ,   a p l i k a c i o n i   d o   n d e r p r i t e t   d h e   d o   d a l e   j a s h t e .   A   j e n i   d a k o r d ? 	 		  								  					  				  				  					  					  								  			  								  			  						  			  			,   						  							  											  				  	' 	  			  		  						  								  	' 	  	  				  			  		? 	 	 	 	 	 	 	 	 O   a p l i c a t i v o   p r e c i s a r    i n i c i a r   a u t o m a t i c a m e n t e .   S e   h o u v e r   u m   a p l i c a t i v o   f u n c i o n a n d o ,   o   a p l i c a t i v o   i n t e r r o m p e r    e   e s s e   a p l i c a t i v o   i r    f e c h a r .   E s t    b e m ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M I S S I O N _ S M S 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   s e n d   t e x t   m e s s a g e ( s ) .   T h i s   c o u l d   r e s u l t   i n   c h a r g e s .   I s   t h i s   O K ? 	 Pz_ P!|
`S_/eN!|
(u#jSNU	 ُ*Nz^ SwO`S_{/eNwO9(uُ7hSNT	 B#A#!I-2#*HI-'2!1'-1)#  6H-2!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   m e n s a j e s   d e   t e x t o .   E s t o   p u e d e   p r o v o c a r   c a m b i o s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   u n   m e s s a g e ( s )   t e x t e .   C e c i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   T e x t m i t t e i l u n g e n   s e n d e n .   D a d u r c h   k  n n t e n   G e b  h r e n   f  l l i g   w e r d e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  B5:AB>2>5  A>>1I5=85.   -B0  CA;C30  <>65B  1KBL  ?;0B=>9.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   m e s s a g g i   d i   t e s t o ,   c h e   p o t r e b b e r o   r i c h i e d e r e   u n   a d d e b i t o .   O K ? 	 G0G  'D*7(JB'*  *1J/  '13'D  F5  'D13'&D  G0G  -3'(  'D*CDA)  GD  *1J/	 A   a p l i c a   o   q u e r   e n v i a r   m e n s a g e n s   d e   t e x t o .   I s t o   p o d e   i m p l i c a r   a l g u n s   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   m e t i n   i l e t i s i   ( i l e t i l e r i )   g  n d e r m e k   i s t i y o r .   B u   m a l i y e t e   n e d e n   o l a b i l i r .   T a m a m   m 1?   	 n g   d n g   n  y   c n   g i   i   t i n   n h n , b n   c    t h   p h i   t r   c c   p h    t i n   n h n , n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n g i r i m   p e s a n   t e k s .   P e n g i r i m a n   i n i   d a p a t   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m e s e j   t e k s .   I n i   b o l e h   m e n y e b a b k a n   a n d a   d i k e n a k a n   b a y a r a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	G		M	8	M		  8		&	G	6	  -	G		(	>	  	>	9	$	>	  9	H	d	  	8	8	G	  6	A	2	M		  2		  8		$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   s z  v e g e s    z e n e t e ( k e ) t   k  v  n   k  l d e n i .   E z   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   t e k s t b e r i c h t e n   v e r s t u r e n .   D i t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   t r i m i t   u n   m e s a j / m e s a j e   t e x t .   P e n t r u   a c e s t   l u c r u   v i   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	       /   .           .         ? 	 	 	*	M	2	?		G	6	(	  	G		M	8	M		  8		&	G	6	  *	>	 	5	>	  .	M	9	#	$	G	.   /	>		>	  	>	0	M		  	 (1F'EG  E  .H'G/  ~'E( G')   E*F  '13'D  F/.   'F  '1  G2FG  (1  '3*.   EH'AB/	 'S~14F    y3y  ~:'E  (,F'  '*'    ,3  E  'S~  '  1H~  .1  H'  '    5--  	     ,     ( )     .         .     ? 	 											  						  						  						  							  					  					  							  			  			? 	 
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 S T R _ J A V A _ P E R M I S S I O N _ C B S 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   r e c e i v e   t e x t   m e s s a g e ( s ) .   I s   t h i s   O K ? 	 Pz_ c6e!|
#jSNU	 ُ*Nz^ c6ewOُ7hSNT	 B#A#!I-2##1I-'2!1'-1)#  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   r e c i b i r   m e n s a j e s   d e   t e x t o .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   r e c e v o i r   u n   m e s s a g e ( s )   t e x t e .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   T e x t m i t t e i l u n g e n   e m p f a n g e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  ?>;CG8BL  B5:AB>2>5  A>>1I5=85.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   r i c e v e r e   m e s s a g g i   d i   t e s t o .   O K ? 	 'D*7(JB'*  *1J/  '13'D  F5  'D13'&D  GD  *1J/	 A   a p l i c a   o   q u e r   r e c e b e r   m e n s a g e n s   d e   t e x t o .   P e r m i t i r ? 	 U y g u l a m a   m e t i n   i l e t i l e r i n i   a l m a k   i s t i y o r .   T a m a m   m 1? 	 n g   d n g   n  y   c n   t i p   n h n   t i n   n h n , n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n e r i m a   p e s a n   t e k s .   O K ? 	 A p l i k a s i   m a h u   m e n e r i m a   m e s e j   t e k s .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	G		M	8	M		  8		&	G	6	  *	M	0	>	*	M	$	  	0	(	>	  	>	9	$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   s z  v e g e s    z e n e t e ( k e ) t   k  v  n   f o g a d n i .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   t e k s t b e r i c h t e n   o n t v a n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   r e c e p ci o n e z e   u n   m e s a j / m e s a j e   t e x t .   A c c e p t a ci ? 	 	 	       /   .       ? 	 	 	*	M	2	?		G	6	(	  	G		M	8	M		  8		&	G	6	  '	M	/	>	  .	M	9	#	$	G	.   9	G	   	?		  	9	G	? 	 (1F'EG  E  .H'G/  ~'E( G')   E*F  /1'A*  F/.   EH'AB/	 '~D4F    y3y  ~:'E  EH5HD  1F'  '*'      '    5--  	     ,     ( )     .     ? 	 											    						  						  					  				  						  			  			? 	 
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 S T R _ J A V A _ P E R M I S S I O N _ M M S 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   s e n d   m u l t i m e d i a   m e s s a g e ( s ) .   T h i s   c o u l d   r e s u l t   i n   c h a r g e s .   I s   t h i s   O K ? 	 Pz_ PYZԚ
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o`(u#jSNU	 ُ*Nz^ Si_O`S_{/eNi_O9(uُ7hSNT	 B#A#!I-2#*HI-'2!!1%4!5@5"  6H-2I-!5H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   m e n s a j e s   b i n a r i o s   ( M M S ) .   E s t o   p u e d e   p r o v o c a r   c a m b i o s .    A c e p t a ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   u n ( d e s )   m e s s a g e ( s )   m u l t i m  d i a ( s )   ( M M S ) .   C e c i   p e u t    t r e   f a c t u r  .   C o n t i n u e r  ? 	 D i e   A n w e n d u n g   m  c h t e   M u l t i m e d i a - M i t t e i l u n g e n   s e n d e n   ( M M S ) .   D a d u r c h   k  n n t e n   G e b  h r e n   f  l l i g   w e r d e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  >B?@028BL  M M S - A>>1I5=85  ( - O) .   -B0  CA;C30  <>65B  1KBL  ?;0B=>9.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   m e s s a g g i   b i n a r i   ( M M S )   c h e   p o t r e b b e r o   r i c h i e d e r e   u n   a d d e b i t o .   O K ? 	 G0G  -3'(  'D*CDA), GD  *1J/    ( M M S )   'D*7(JB'*  *1J/  '13'D  13'&D	 A   a p l i c a   o   q u e r   e n v i a r   m e n s a g e n s   M M S .   I s t o   p o d e   i m p l i c a r   a l g u n s   c u s t o s .   P e r m i t i r ? 	 U y g u l a m a   m u l t i m e d y a   m e s a j ( l a r )   g  n d e r m e k   i s t i y o r .   B u ,    c r e t l i   o l a b i l i r .   K a b u l   e d i y o r   m u s u n u z ? 	 n g   d n g   n  y   c n   g i   i   M M S , b n   c    t h   p h i   t r   c c   p h    t i n   n h n , n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e n g i r i m   p e s a n   m u l t i m e d i a .   P e n g i r i m a n   i n i   d a p a t   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   m a h u   m e n g h a n t a r   m e s e j   b i n a r i   ( M M S ) .   I n i   b o l e h   m e n y e b a b k a n   a n d a   d i k e n a k a n   b a y a r a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  .	2	M		@	.	@	!	?	/	>	  8		&	G	6	  -	G		(	>	  	>	9	$	@	  9	H	d	  	8		G	  2	?		  6	A	2	M		  2		  8		$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   s z  v e g e s    z e n e t e ( k e ) t   k  v  n   k  l d e n i .   E z   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   b i n a i r e   b e r i c h t e n   ( M M S )   v e r s t u r e n .   D i t   k a n   k o s t e n   m e t   z i c h   m e e b r e n g e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   t r i m i t   u n   m e s a j / m e s a j e   b i n a r e   ( M M S ) .   P e n t r u   a c e s t   l u c r u   v i   s e   p o t   p e r c e p e   t a x e .   A c c e p t a ci ? 	 	 	         M M S .         .     ? 	 	 	*	M	2	?		G	6	(	  ,	>	/	(	0	@	  8		&	G	6	  *	>	 	5	>	  .	M	9	>	#	$	G	  ( 	.		.		8	) .   /	>		 (1F'EG  EJ.H'G/  ~J'E( G'I)   F/13'FG  'I  (A13*/.   'JF  C'1  EJ*H'F/  G2JFG  (1  ('4/.   "J'  EI  ~0J1J/	 '~D4F  ('&F1  ~:'E  (,F'  '*'    ,3  E  'S~  '  1H~  .1  H'  '    5--  	     ,     ( )   )   (   )     .         .     ? 	 											  		. 		. 		.   						  							  				  					  					  			  		  			? 	 
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 S T R _ J A V A _ P E R M I S S I O N _ R E C O R D _ C T R L 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   r e c o r d   a   m e d i a   c l i p .   I s   t h i s   O K ? 	 Pz_ q_P#jSNU	 ُ*Nz^ U_6Rq_Pُ7hSNT	 B#A#!I-2#16%4*7H-  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   g r a b a r   u n   c l i p   m u l t i m e d i a .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   e n r e g i s t r e r   u n   c l i p   m u l t i m  d i a .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   e i n e n   M e d i e n c l i p   a u f n e h m e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  70?8A0BL  <C;LB8<5489=K9  :;8?.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   r e g i s t r a r e   u n a   c l i p   m u l t i m e d i a l e .   O K ? 	 'D*7(JB'*  *1J/  *3,JD  EB79  AJ/JH, GD  *1J/	 A   a p l i c a   o   q u e r   g r a v a r   u m   c l i p   m u l t i m  d i a .   P e r m i t i r ? 	 U y g u l a m a   b i r   m e d y a   k l i b i   o y n a t m a k   i s t i y o r .   T a m a m   m 1? 	 n g   d n g   n  y   c n   g h i   V i d e o ,   n g      k h  n g ? 	 A p l i k a s i   i n g i n   m e r e k a m   k l i p   m e d i a .   O K ? 	 A p l i k a s i   m a h u   m e r a k a m   k l i p   m e d i a .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  .	@	!	?	/	>	  	M	2	?	*	  0	?		I	0	M	!	  	0	(	>	  	>	9	$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   m  d i a k l i p e t   k  v  n   r  g z  t e n i .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   e e n   m e d i a c l i p   o p n e m e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s    n r e g i s t r e z e   u n   c l i p   m e d i a .   A c c e p t a ci ? 	 	 	           .       ? 	 	 	*	M	2	?		G	6	(	  .	?	!	?	/	>	  	M	2	?	*	  0	G		I	0	M	!	  	0	>	  .	M	9	#	$	G	.   9	G	   	?			 (1F'EG  E  .H'G/    B79G  13'FG  '  6(7  F/.   EH'AB/	 '~D4F  E'  D~  1'1  1F'  '*'    '    5--  	                   .     ? 	 											  						  					  						  				  						  			  			? 	 
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? 	 *M2?G8(M  	*2,M'  !?8M0G  +>2M A!?A  * (  0?,>A  >9A?  d	  9>   ?M  ?  ?? 	 A p l i k a c i o n i   d o   t e   l e x o j e   d o k u m e n t e t   n e   d i s q e t   e   l i r e .   A   j e n i   d a k o r d ? 	 		  							  						  										  								  				  							  				  			  		? 	 	 	 	 	 	 	 	 											,   						  					- 		  								,   					.   								  				  			  				  					  						  			  			? 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M I S S I O N _ F I L E _ W R I T E 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 Pz_	gS[eQO9eb*RdjHh#jSNU	 ُ*Nz^	gSQeQO9eb RdeNُ7hSNT	 B#A#!I-2#@5"  1A%  +#7-%D%L24*L5H!5  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e s c r i b i r ,   m o d i f i c a r   o   e l i m i n a r   a r c h i v o s   e n   d i s c o s   d i s p o n i b l e s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t    c r i r e ,   m o d i f i e r   o u   s u p p r i m e r   d e s   f i c h i e r s   s u r   l e s   d i s q u e s   d i s p o n i b l e s .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   D a t e i e n   a u f   v e r f  g b a r e n   F e s t p l a t t e n   s c h r e i b e n ,   m o d i f i z i e r e n   o d e r   d a v o n   e n t f e r n e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  70?8A0BL,   87<5=8BL  8;8  C40;8BL  D09;K  A  4>ABC?=KE  48A:>2.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   s c r i v e r e ,   m o d i f i c a r e   o   r i m u o v e r e   i   f i l e   s u i   d i s c h i   d i s p o n i b i l i .   O K ? 	 'D*7(JB'*  *1J/  C*'(), *:J1  #H  *(/JD  #B1'5  'DEDA'*  'D.'DJ)GD  *1J/	 A   a p l i c a   o   q u e r   e s c r e v e r ,   a l t e r a r   o u   r e m o v e r   o s   f i c h e i r o s   d i s p o n  v e i s   n o s   d i s c o s .   P e r m i t i r ? 	 U y g u l a m a   m e v c u t   d i s k l e r d e k i   d o s y a l a r 1  y a z m a k ,   d e i _t i r m e k   v e y a   k a l d 1r m a k   i s t i y o r .   T a m a m   m 1? 	 n g   d n g   n  y   c n   v i t   v  o , t r u y   c p   h o c   x  a   b , n g      k h  n g ? 	 	 A p l i k a s i   m a h u   m e n u l i s ,   m e n g u b a h   s u a i   a t a u   m e n g e l u a r k a n   f a i l   p a d a   c a k e r a   y a n g   t e r s e d i a .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  		*	2	,	M	'	  !	?	8	M		  .	G		  +	>		2	K		  *	0	  2	?		(	>	,   		(	M	9	G		  ,	&	2	(	>	  /	>	  9		>	(	>	  	>	9	$	>	  9	H	.   	M	/	>	  /	9	   	@		  9	H	? " " " " " " " 	 	 	 	 A z   a l k a l m a z  s   f  j l o k a t   k  v  n    r n i ,   m  d o s  t a n i   v a g y   e l t  v o l  t a n i   a z   e l  r h e t Q  l e m e z e k e n .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   b e s t a n d e n   o p   b e s c h i k b a r e   s c h i j v e n   b e s c h r i j v e n ,   w i j z i g e n   e n   v e r w i j d e r e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   c i t e a s c ,   s   m o d i f i c e   s a u   s   _t e a r g   f i _i e r e   d e   p e   d i s c u r i l e   d i s p o n i b i l e .   A c c e p t a ci ? 	 	 	                   .       ? 	 	 	*	M	2	?		G	6	(	  0	>			  	0	>	/		G	  	9	G	,   8		6	K	'	?		  	0	/		G	  	?		5	>	  			 (1F'EG  E  .H'G/  1H  /3  G'  EH,H/  A'D  (FH3/  *:1  /G/  '  -0A  F/.   EH'AB/	 '~D4F  /3*'(  3  ~1  A'&D  H  y'F'  *(/D  1F'DF'  '*'    '    5--  	             ,           .     ? 	 											,   						  					- 		  								,   					.   								  				  			  				  					  						  			  			? 	 
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?  	 "           ,           .   ?  	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 D i e   t o e p a s s i n g   w i l   l  e r s   o p   b e s k i k b a a r   s k y w e   s k r y f ,   w y s i g   o f   v e r w y d e r .   I s   d i t   i n   d i e   h a a k ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e ,   m o d i f y   o r   r e m o v e   f i l e s   o n   a v a i l a b l e   d i s k s .   I s   t h i s   O K ? 	 	 	 	 		  							  						  											  								  					,   						  		  						  							  				  			  		? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M I S S I O N _ C O N T A C T _ L I S T _ R E A D 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   r e a d   c o n t a c t   l i s t .   I s   t h i s   O K ? 	 Pz_	gSS
#jSNU	 ُ*Nz^	gSS?|ُ7hSNT	 B#A#!I-2#-H2#2"2#9I4H-  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   l e e r   l a   l i s t a   d e   c o n t a c t o s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   l i r e   l a   l i s t e   d e s   c o n t a c t s .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   d i e   K o n t a k t l i s t e   l e s e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  AG8B0BL  A?8A>:  :>=B0:B>2.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   l e g g e r e   l ' e l e n c o   c o n t a t t i .   O K ? 	 'D*7(JB'*  *1J/  B1'!)  B'&E)  'D'*5'DGD  *1J/	 A   a p l i c a   o   q u e r   l e r   a   l i s t a   d e   c o n t a c t o s .   P e r m i t i r ? 	 U y g u l a m a   k i _i   l i s t e s i n i   o k u m a k   i s t i y o r .   T a m a m   m 1?   	 n g   d n g   n  y   c    t h   t r u y   c p   d a n h   b , n g      k h  n g ? 	 	 A p l i k a s i   m a h u   m e m b a c a   s e n a r a i   k e n a l a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	.	M	*	0	M		  8	B		@	  *	]	(	>	  	>	9	$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   a   p a r t n e r l i s t  t   k  v  n j a   b e o l v a s n i .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   d e   l i j s t   v a n   c o n t a c t p e r s o n e n   l e z e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   c i t e a s c   l i s t a   d e   c o n t a c t e .   A c c e p t a ci ? 	 	 	           .       ? 	 	 $	M	/	>	  	(	A	*	M	0	/	K		>	2	>	  8		*	0	M		  8	B		@	  5	>		>	/		@	  	9	G	.    	@		  	9	G	? 	 (1F'EG  E  .H'G/  D3*  E.'7(  1'  (.H'F/.   EH'AB/	 '~D4F  Fyy  A13*  ~F'  '*'    '    'H  	         .     ? 	 											  							  				  					  				  		  			  			? 	 *
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 S T R _ J A V A _ P E R M I S S I O N _ C O N T A C T _ L I S T _ W R I T E 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   w r i t e   c o n t a c t   l i s t .   I s   t h i s   O K ? 	 Pz_	gS[eQ
#jSNU	 ُ*Nz^	gSQeQ?|ُ7hSNT	 B#A#!I-2#@5"#2"2#9I4H-  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e s c r i b i r   l a   l i s t a   d e   c o n t a c t o s .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   m o d i f i e r   l a   l i s t e   d e s   c o n t a c t s .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   d i e   K o n t a k t l i s t e   s c h r e i b e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  2=5AB8  70?8AL  2  A?8A>:  :>=B0:B>2.   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   s c r i v e r e   l ' e l e n c o   c o n t a t t i .   O K ? 	 'D*7(JB'*  *1J/  C*'()  B'&E)  'D'*5'DGD  *1J/	 A   a p l i c a   o   q u e r   e s c r e v e r   n a   l i s t a   d e   c o n t a c t o s .   P e r m i t i r ? 	 U y g u l a m a   k i _i   l i s t e s i n i   y a z m a k   i s t i y o r .   T a m a m   m 1? 	 n g   d n g   n  y   c    t h   v i t   v  o   d a n h   b , n g      k h  n g ? 	 	 A p l i k a s i   m a h u   m e n u l i s   s e n a r a i   k e n a l a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	.	M	*	0	M		  8	B		@	  .	G		  2	?		(	>	  	>	9	$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   a   p a r t n e r l i s t  t   k  v  n j a    r n i .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   d e   l i j s t   v a n   c o n t a c t p e r s o n e n   b e s c h r i j v e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   e d i t e z e   l i s t a   d e   c o n t a c t e .   A c c e p t a ci ? 	 	 	         .       ? 	 	 	(	A	*	M	0	/	K		>	2	>	  8		*	0	M		  8	B		@	  2	?	9	>	/		@	  	9	G	.    	@		  	9	G	? 	 (1F'EG  E  .H'G/  D3*  E.'7(  1'  (FH3/.   EH'AB/	 '~D4F  Fyy  A13*  H  DF'  '*'      '    'H  	           .   ? 	 											  							  				  					  				  		  			  			? 	 *
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 S T R _ J A V A _ P E R M I S S I O N _ B T _ C L I E N T 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   o p e n   c l i e n t   B l u e t o o t h   c o n n e c t i o n .   I s   t h i s   O K ? 	 Pz_ ^zͅYr#}#jSNU	 ُ*Nz^ ^z݄YrT:gُ7hSNT	 B#A#!I-2#@42#@
7H-!H-D%@-GL%99  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   a b r i r   l a   c o n e x i  n   B l u e t o o t h   d e l   c l i e n t e .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   o u v r i r   u n e   c o n n e x i o n   B l u e t o o t h   c l i e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   d i e   C l i e n t - B l u e t o o t h - V e r b i n d u n g    f f n e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  CAB0=>28BL  A>548=5=85  A  :;85=B><  G5@57  B l u e t o o t h .   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   a p r i r e   l a   c o n n e s s i o n e   d e l   c l i e n t   B l u e t o o t h .   O K ? 	 'D*7(JB'*  *-*',  'DJ  'F4'!  'D*5'D  'D(DH*H+, GD  EECF	 A   a p l i c a   o   q u e r   a b r i r   a   l i g a   o   d e   c l i e n t e   B l u e t o o t h .   P e r m i t i r ? 	 U y g u l a m a   k u l l a n 1c 1  B l u e t o o t h   b a l a n t 1s 1n 1  a  m a k   i s t i y o r .   T a m a m   m 1? 	 n g   d n g   n  y   c n   l i  n   k t   v i   B l u e t o o t h , n g      k h  n g ? 	 	 A p l i k a s i   m a h u   m e m b u k a   s a m b u n g a n   B l u e t o o t h   k l i e n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  	M	2	>				  ,	M	2	B		B	%	  8	.	M	*	0	M		  	K	2	(	>	  	>	9	$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   B l u e t o o t h - k a p c s o l a t o t   k  v  n   m e g n y i t n i   a   k l i e n s e n .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   d e   c l i e n t - B l u e t o o t h - v e r b i n d i n g   o p e n e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   d e s c h i d   c o n e x i u n e a   l a   c l i e n t   p r i n   B l u e t o o t h .   A c c e p t a ci ? 	 	 	           '   .       ? 	 	 	 (1F'EG  E  .H'G/  '*5'D  B l u e t o o t h   31H3  1F/G  1'  ('2  F/.   EH'AB/	 	 	 											  B l u e t o o t h   						  								  					  			  |   			  			? 	 	 	 	 








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 S T R _ J A V A _ P E R M I S S I O N _ B T _ S E R V E R 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   o p e n   s e r v e r   B l u e t o o t h   c o n n e c t i o n .   I s   t h i s   O K ? 	 Pz_ _URͅYr
gR#jSNU	 ُ*Nz^ o;m݄Yr
gRُ7hSNT	 B#A#!I-2#@42#@
7H-!H-@4#L@'-#L%99  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   a b r i r   l a   c o n e x i  n   B l u e t o o t h   d e l   s e r v i d o r .    E s t    c o n f o r m e ? 	 L  a p p l i c a t i o n   v e u t   o u v r i r   u n e   c o n n e x i o n   B l u e t o o t h   s e r v e u r .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   d i e   S e r v e r - B l u e t o o t h - V e r b i n d u n g    f f n e n .   I s t   d i e s   O K ? 	 @8;>65=85  ?KB05BAO  CAB0=>28BL  A>548=5=85  A  A5@25@><  G5@57  B l u e t o o t h .   K?>;=8BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   a p r i r e   l a   c o n n e s s i o n e   d e l   s e r v e r   B l u e t o o t h .   O K ? 	 'D*7(JB'*  *-*',  'DJ  *F4J7  'D./E'*  'D(DH*H+, GD  EECF	 A   a p l i c a   o   q u e r   a b r i r   a   l i g a   o   a o   s e r v i d o r   B l u e t o o t h .   P e r m i t i r ? 	 U y g u l a m a   s u n u c u   B l u e t o o t h   b a l a n t 1s 1n 1  a  m a k   i s t i y o r .   T a m a m   m 1?   	 n g   d n g   n  y   c n   k  c h   h o t   B l u e t o o t h , n g      k h  n g ? 	 	 A p l i k a s i   m a h u   m e m b u k a   s a m b u n g a n   B l u e t o o t h   p e l a y a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	0	M	5	0	  ,	M	2	B		B	%	  8	.	M	*	0	M		  	K	2	(	>	  	>	9	$	>	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   B l u e t o o t h - k a p c s o l a t o t   k  v  n   m e g n y i t n i   a   k i s z o l g  l  n .   R e n d b e n   v a n ? 	 	 	 	 H e t   p r o g r a m m a   w i l   d e   s e r v e r - B l u e t o o t h - v e r b i n d i n g   o p e n e n .   V e r d e r g a a n ? 	 	 	 A c e a s t   a p l i c a ci e    n c e a r c   s   d e s c h i d   c o n e x i u n e a   l a   s e r v e r   p r i n   B l u e t o o t h .   A c c e p t a ci ? 	 	 	           '   .       ? 	 	 	 (1F'EG  E  .H'G/  '*5'D  B l u e t o o t h   31H1  1'  ('2  F/.   EH'AB/	 	 	 											  B l u e t o o t h   							  								  					  			  |   			  			? 	 	 	 	 








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 S T R _ J A V A _ P E R M I S S I O N _ E X C L U S I V E _ P U S H 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 `O\AQ1Pz_
NbOUO(uOvcRWLFO[_Ng(Wl	gbOUO(uvrlN#}pN[hQϑbP\b#}vR9epbOU_MbWL#jSNU  ( Ygxd&T[hQ-[g}cSr0) 	 `O\AQُ*Nz^
N(u7bOvcꁨRgbLFO[_NO(Wl	g(u7bvrQNޏQ:NN[hQϑbN\bޏQvR9e:NTMbgbLُ7hSNT( Yg	b&T[hQ[O~cSr0) 	 B#A#!DI#1-8
2C+I@I26#1"2#@#7-H2"B"D!HI--  A%08"-!C+IB#A#!32DI@-B"-1B!14  @7H-'2!%- 1"  @#201IH2C+I--8
22#@I26@#7-H2"8#1I  %+#7-D!H?   ( D!H  @7H-#1)22#1IH2'2!%- 1"1I@4!) 	 L a   a p l i c a c i  n   y a   t i e n e   p e r m i s o   p a r a   a c c e d e r   a l   r e c u r s o   d e   l a   r e d   s i n   p r e g u n t a r   y   l e   e s t    c o n c e d i e n d o   a   l a   a p l i c a c i  n   l a   p o s i b i l i d a d   d e   i n i c i a r s e   a u t o m  t i c a m e n t e .   P o r   s e g u r i d a d ,   p a r a   e s t a b l e c e r   e l   p e r m i s o   d e   a c c e s o   a   r e d   s e   p r e g u n t a r    e n   c a d a   o c a s i  n .    E s t    c o n f o r m e ?   ( N o   p a r a   m a n t e n e r   l o s   a j u s t e s   d e   s e g u r i d a d   o r i g i n a l e s ) 	 L  a p p l i c a t i o n   p e u t   d  j    a c c  d e r   a u x   r e s s o u r c e s   d u   r  s e a u   s a n s   b e s o i n   d  u n e   p e r m i s s i o n   e t   v o u s   a l l e z   d o n n e r      l  a p p l i c a t i o n   l a   p e r m i s s i o n   d e   s  e x  c u t e r   a u t o m a t i q u e m e n t   s a n s   a v e r t i s s e m e n t .   P o u r   d e s   r a i s o n s   d e   s  c u r i t  ,   n o u s   a l l o n s   r  g l e r   l a   p e r m i s s i o n   d e   l  a c c  s   r  s e a u   s u r   d e m a n d e r      c h a q u e   f o i s .   E s t - c e   O K  ?   ( N o n   p o u r   g a r d e r   l e s   r  g l a g e s   d e   s  c u r i t    d  o r i g i n e ) . 	 D e r   A n w e n d u n g   i s t   b e r e i t s   g e s t a t t e t ,   o h n e   z u   f r a g e n   a u f   d i e   N e t z w e r k - R e s s o u r c e   z u z u g r e i f e n ,   u n d   S i e   g e w  h r e n   d e r   A n w e n d u n g ,   s i c h   n a c h   B e l i e b e n   a u t o m a t i s c h   z u   s t a r t e n .   D e r   S i c h e r h e i t   w e g e n   s t e l l e n   w i r   d i e   E r l a u b n i s   s o   e i n ,   d a s s   b e i   j e d e m   N e t z w e r k z u g r i f f   g e f r a g t   w i r d .   I s t   d i e s   O K ?   ( N e i n ,   w e n n   S i e   d i e   o r i g i n a l e n   S i c h e r h e i t s e i n s t e l l u n g e n   b e i b e h a l t e n   m  c h t e n . ) 	 0==><C  ?@8;>65=8N  @07@5H5=>  8A?>;L7>20BL  A5B52K5  @5AC@AK.   !59G0A  2K  @07@5H05B5  5<C  02B><0B8G5A:8  70?CA:0BLAO  157  4>?>;=8B5;L=>3>  70?@>A0.   7  A>>1@065=89  157>?0A=>AB8  ?@8  :064><  >1@0I5=88  :  A5B8  1C45B  70?@0H820BLAO  ?>4B25@645=85.   K?>;=8BL?   ( K15@8B5   5B ,   GB>1K  A>E@0=8BL  ?@56=85  =0AB@>9:8. ) 	 A l l ' a p p l i c a z i o n e      g i    c o n s e n t i t o   d i   a c c e d e r e   a l l a   r i s o r s a   d i   r e t e   s e n z a   d o v e r l o   c h i e d e r e ,   a u t o m a t i c a m e n t e   e   l i b e r a m e n t e .   P e r   s i c u r e z z a   i m p o s t e r e m o   l a   c o n n e s s i o n e   i n   m o d o   c h e   v e n g a   r i c h i e s t o   l ' a c c e s s o   a l l a   r e t e   o g n i   v o l t a .   O K ?   ( N o   p e r   m a n t e n e r e   l e   i m p o s t a z i o n i   d i   s i c u r e z z a   o r i g i n a l i . ) 	 'D*7(JB'*  E3EH-)  (/HF  3$'D, 'D*7(JB  'D'DJ  'DE('41    H  'D'*5'D  ('D4(C)  (/HF  3$'D  'DE3*./EEF  #,D  'D'EF  3HA  J*:J1  B/1)  '*5'D  'D4(C)  ('D9ED  (9/  'D3$'D, GD  *1J/	 A   a p l i c a   o   p o d e   a c e d e r   a o s   r e c u r s o s   d e   r e d e   s e m   p e r g u n t a r   e   p o d e   r e i n i c i a r - s e   a u t o m a t i c a m e n t e .   P o r   m o t i v o s   d e   s e g u r a n  a ,   s e r    n e c e s s  r i o   p e d i r   a u t o r i z a   o   s e m p r e   q u e   s e j a   p r e t e n d i d o   o   a c e s s o      r e d e .   P e r m i t i r ?   ( N  o   m a n t e r   a s   d e f i n i   e s   d e   s e g u r a n  a   o r i g i n a i s . ) 	 U y g u l a m a n 1n   s o r m a d a n   a   k a y n a 1n a   e r i _i m   i z n i   v a r   v e   u y g u l a m a y a   o t o m a t i k   o l a r a k   k e n d i s i n i   b a _l a t m a   l y e t k i s i   v e r i y o r s u n u z .   G  v e n l i k   i  i n   a   e r i _i m   i z n i n i   h e r   d e f a s 1n d a   s o r m a y a   a y a r l a y a c a 1z .   T a m a m   m 1?   ( O r i j i n a l   g  v e n l i k   a y a r l a r 1n 1  m u h a f a z a   e t m e k   i  i n   h a y 1r . ) 	 B n   s   c  i   t   t h a o   t  c   n  y     d n g   k h  n g   n h c   n h   n g i   d  n g , n    s   t   n g   c h y , c    t h   c h a   t h  n g   q u a   n h c   n h   n g i   d  n g      t   n g   l i  n   k t   m n g , v    s   a n   t o  n   c h  n g   t  i   s   i   c h c   n n g   l i  n   k t   m n g     t h  n h   s a u   k h i   n h c   n h   r i   m i   c h y , n g      k h  n g ? ( N u   c h n   k h  n g , c  i   t   a n   t o  n   s   g i     t r n g   t h  i   n h   b a n   u ) 	 	 A p l i k a s i   s u d a h   p u n   d i b e n a r k a n   u n t u k   m e n g a k s e s   s u m b e r   r a n g k a i a n   t a n p a   b e r t a n y a   d a n   a n d a   m e m b e r i   a p l i k a s i   u n t u k   b e b a s   m e m u l a k a n n y a   d i r i n y a   s e c a r a   a u t o m a t i k .   U n t u k   k e s e l a m a t a n ,   k a m i   a k a n   s e t k a n   k e b e n a r a n   a k s e s   r a n g k a i a n   u n t u k   b e r t a n y a   p a d a   s e t i a p   k a l i .   A d a k a h   i n i   O K ?   ( T i d a k   u n t u k   m e n g e k a l k a n   s e t i n g   k e s e l a m a t a n   a s a l . ) 	 	*	M	2	?		G	6	(	  ,	?	(	>	  	(	A	0	K	'	  9	@	  (	G		5	0	M		  8		8	>	'	(	  *	0	  		M	8	G	8	  	0	(	G	  	G	  2	?		  	(	A	.	$	  9	H	  	0	  	*	  	*	M	2	?		G	6	(	  	K	  8	M	5	/		  9	@	  	>	2	B	  9	K	(	G	  	@	  8	M	5	$		$	M	0	$	>	  &	G	  0	9	G	  9	H		d	  8	A	0		M	7	>	  	G	  2	?		  9	.	  (	G		5	0	M		  		M	8	G	8	  	K	  9	0	  ,	>	0	  *	B		(	G	  	G	  2	?		  	(	A	.	$	  	0	  8		$	G	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	?   ( .	B	2	  8	A	0		M	7	>	  8	G		?			M	8	  	K	  0		(	G	  	G	  2	?		  (	9	@		d	) 	 	 	 	 A z   a l k a l m a z  s   s z  m  r a   m  r   e n g e d  l y e z e t t   a   h  l  z a t i   e r Qf o r r  s   e l  r  s e   r  k  r d e z  s   n  l k  l ,    s    n   e n g e d  l y e z i ,   h o g y   a z   a l k a l m a z  s   b  r m i k o r   a u t o m a t i k u s a n   e l i n d  t s a   m a g  t .   B i z t o n s  g i   o k o k b  l   a   h  l  z a t i   e l  r  s   e n g e d  l y e z  s t   m i n d i g   r  k  r d e z  s t Ql   t e s s z  k   f  g g Qv  .   R e n d b e n   v a n ?   ( A    N e m    g o m b   m e g n y o m  s  v a l   m e g t a r t j a   a z   e r e d e t i   b i z t o n s  g i   b e  l l  t  s o k a t . ) 	 	 	 	 H e t   p r o g r a m m a   m a g   a l   g e b r u i k   m a k e n   v a n   e e n   n e t w e r k b r o n   z o n d e r   t o e s t e m m i n g   t e   v r a g e n   e n   u   s t a a t   t o e   d a t   h e t   p r o g r a m m a   z i c h z e l f   n a a r   w e n s   o p s t a r t .   O m   v e i l i g h e i d s r e d e n e n   z u l l e n   w e   s t e e d s   t o e s t e m m i n g   v r a g e n   a l s   v e r b i n d i n g   m e t   h e t   n e t w e r k   w o r d t   g e m a a k t .   I s   d i t   i n   o r d e ?   ( A n t w o o r d   N e e   o m   d e   o o r s p r o n k e l i j k e   v e i l i g h e i d s i n s t e l l i n g e n   t e   b e h o u d e n )   	 	 	 A c e a s t   a p l i c a ci e   p o a t e   a c c e s a   r e s u r s e l e   d i n   r e ce a   f r   c o n f i r m a r e   _i   s e   p o a t e   r e i n i ci a l i z a   a u t o m a t    n   o r i c e   m o m e n t .   D i n   m o t i v e   d e   s e c u r i t a t e ,   v i   s e   v a   c e r e   s   c o n f i r m a ci   a c c e s u l   l a   r e s u r s e l e   d i n   r e ce a   d e   f i e c a r e   d a t .   A c c e p t a ci ?   ( N u ,   d a c   d o r i ci   s   p s t r a ci   s e t r i l e   i n i ci a l e   d e   s e c u r i t a t e . ) 	 	 	                   ,                   .   	 	 	*	M	2	?		G	6	(	  	'	@		  (	  5	?		>	0	$	>	  (	G		5	0	M		  0	?	8	K	0	M	8	  		M	8	G	8	  	 (1F'EG  E,'2(G  /3*13  (G  EF(9  4(G  H  1. .H.   (/HF  ~134,G*  'EF*E,H21'  '1'&G  E/GE. EH'AB/	 '~D4F  H  (:1  3H'D    H  Fy  H1  H3'&D  *  ~FF    ','2*    'H1  'S~  '3  .H/  (.H/  41H9  HF    '1Fy  /*  	   ,               .                   .   ,                 .     ?   (         ,       . ) 	 												  	  								  									  								  				  								  			    						  				  						  			  			  				  		  											  														  				  				  						  								  										  				  										  						  				  			  				  								  								    				  		  			  				  			  			  						  		  			  			?   ( 			  									  					  					,   		  				) 	 *
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)  " " " 	 "               .   ,     ,                .   ,                   .     (             )  	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 D i e   t o e p a s s i n g   w o r d   r e e d s   t o e g e l a a t   o m   t o e g a n g   t e   k r y   t o t   n e t w e r k h u l p b r o n n e   s o n d e r   o m   t e   v r a ,   e n   j y   s t e l   d i e   t o e p a s s i n g   i n   s t a a t   o m   h o m s e l f   o u t o m a t i e s   n a   w i l l e k e u r   o o p   t e   m a a k .   O n s   s a l   s e k e r h e i d s h a l w e   d i e   t o e s t e m m i n g   v i r   n e t w e r k t o e g a n g   s t e l   o m   e l k e   k e e r   t e   v r a .   I s   d i t   i n   d i e   h a a k ?   ( N e e   o m   d i e   o o r s p r o n k l i k e   s e k u r i t e i t s t e l l i n g s   t e   b e h o u . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   a c c e s s   n e t w o r k   r e s o u r c e   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   n e t w o r k   a c c e s s   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 	 	 	 		  							  								  										  							  							  						  				  			  					  		  								  				  				  											  					  					  						  						  						  								  				,   				  					  						  				  							  							  						  			  					  				  			  		?   ( 			  							  						  			  				) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M I S S I O N _ E X C L U S I V E _ N E T 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 `O\AQ1Pz_
NbOUO(uOvc#}FO[_Ng(Wl	gbOUO(uvrlNRWLpN[hQϑbP\bRWLvR9epbOU_MbWL#jSNU  ( Ygxd&T[hQ-[g}cSr0) 	 `O\AQُ*Nz^
N(u7bOvcޏQFO[_NO(Wl	g(u7bvrQNꁨRgbL:NN[hQϑbN\bꁨRgbLvR9e:NTMbgbLُ7hSNT( Yg	b&T[hQ[O~cSr0) 	 B#A#!DI#1-8
2C+I@#4H!32DI@-B"-1B!14B"D!HI-2!  A%08-8
2C+IB#A#!@I26@#7-H2"DI-"H2-4*#0  @7H-'2!%- 1"  @#201IH2C+I--8
22#@#5"-1B!148#1I  %+#7-D!H?   ( D!H  @7H-#1)22#1IH2'2!%- 1"1I@4!) 	 L a   a p l i c a c i  n   y a   t i e n e   p e r m i s o   p a r a   i n i c i a r s e   a u t o m  t i c a m e n t e   s i n   p r e g u n t a r   y   l e   e s t    c o n c e d i e n d o   a   l a   a p l i c a c i  n   l a   p o s i b i l i d a d   d e   a c c e d e r   a   l a   r e d   l i b r e m e n t e .   P o r   s e g u r i d a d ,   p a r a   e s t a b l e c e r   e l   p e r m i s o   d e   i n v o c a c i  n   a u t o m  t i c a   s e   p r e g u n t a r    e n   c a d a   o c a s i  n .    E s t    c o n f o r m e ?   ( N o   p a r a   m a n t e n e r   l o s   a j u s t e s   d e   s e g u r i d a d   o r i g i n a l e s ) 	 L  a p p l i c a t i o n   p e u t   d  j    s  e x  c u t e r   a u t o m a t i q u e m e n t   s a n s   b e s o i n   d  u n e   p e r m i s s i o n   e t   v o u s   a l l e z   d o n n e r      l  a p p l i c a t i o n   u n   a c c  s   r  s e a u   i l l i m i t  .   P o u r   d e s   r a i s o n s   d e   s  c u r i t  ,   n o u s   a l l o n s   r  g l e r   l a   p e r m i s s i o n   d  e x  c u t i o n   a u t o m a t i q u e   s u r   d e m a n d e r      c h a q u e   f o i s .   E s t - c e   O K  ?   ( N o n   p o u r   g a r d e r   l e s   r  g l a g e s   d e   s  c u r i t    d  o r i g i n e ) . 	 D e r   A n w e n d u n g   i s t   b e r e i t s   g e s t a t t e t ,   s i c h   o h n e   z u   f r a g e n   a u t o m a t i s c h   z u   s t a r t e n ,   u n d   S i e   g e w  h r e n   d e r   A n w e n d u n g ,   n a c h   B e l i e b e n   a u f   d i e   N e t z w e r k - R e s s o u r c e   z u z u g r e i f e n .   D e r   S i c h e r h e i t   w e g e n   s t e l l e n   w i r   d i e   E r l a u b n i s   s o   e i n ,   d a s s   b e i   j e d e m   a u t o m .   A u f r u f   g e f r a g t   w i r d .   I s t   d i e s   O K ?   ( N e i n ,   w e n n   S i e   d i e   o r i g i n a l e n   S i c h e r h e i t s e i n s t e l l u n g e n   b e i b e h a l t e n   m  c h t e n . ) 	 0==><C  ?@8;>65=8N  @07@5H5=>  70?CA:0BLAO  02B><0B8G5A:8.   !59G0A  2K  @07@5H05B5  5<C  8A?>;L7>20BL  A5B52K5  @5AC@AK  157  4>?>;=8B5;L=>3>  70?@>A0.   7  A>>1@065=89  157>?0A=>AB8  ?@8  :064><  70?CA:5  1C45B  70?@0H820BLAO  ?>4B25@645=85.   K?>;=8BL?   ( K15@8B5   5B ,   GB>1K  A>E@0=8BL  ?@56=85  =0AB@>9:8. ) 	 A l l ' a p p l i c a z i o n e      g i    c o n s e n t i t o   d i   a v v i a r s i   s e n z a   d o v e r l o   c h i e d e r e ,   a u t o m a t i c a m e n t e   e   l i b e r a m e n t e .   P e r   s i c u r e z z a   i m p o s t e r e m o   l a   c o n n e s s i o n e   i n   m o d o   c h e   v e n g a   r i c h i e s t o   l ' a c c e s s o   a l l a   r e t e   o g n i   v o l t a .   O K ?   ( N o   p e r   m a n t e n e r e   l e   i m p o s t a z i o n i   d i   s i c u r e z z a   o r i g i n a l i . ) 	 'D*7(JB'*  E3EH-)  (/HF  3$'D, '*5'D  ('D4(C)  'DE('41    H  'D'*5'D  ('D4(C)  (/HF  3$'D  'DE3*./EEF  #,D  'D'EF  3HA  J*:J1  B/1)  'D*7(JB  'D'DJ  ('D9ED  (9/  'D3$'D, GD  *1J/	 A   a p l i c a   o   j    p o d e   r e i n i c i a r - s e   a u t o m a t i c a m e n t e   e    - l h e   p e r m i t i d o   a c e d e r      r e d e   q u a n d o   q u i s e r .   P o r   m o t i v o s   d e   s e g u r a n  a ,   s e r    n e c e s s  r i o   p e d i r   a u t o r i z a   o   p a r a   i n v o c a   o   a u t o m  t i c a   s e m p r e   q u e   n e c e s s  r i o .   P e r m i t i r ?   ( N  o   m a n t e r   a s   d e f i n i   e s   d e   s e g u r a n  a   o r i g i n a i s . ) 	 U y g u l a m a   k e n d i s i n i   s o r m a d a n   o t o m a t i k   o l a r a k   b a _l a t m a y a   i z i n l i d i r   v e   s i z   u y g u l a m a y a   s o r m a d a n   a a   e r i _i m   y e t k i s i   v e r i y o r s u n u z . G  v e n l i k   n e d e n i y l e   o t o m a t i k   b a _l a t m a   i z n i n i   h e r   d e f a s 1n d a   s o r m a y a   a y a r l 1y o r u z .   T a m a m   m 1?   ( O r i j i n a l   g  v e n l i k   a y a r l a r 1n 1  m u h a f a z a   e t m e k   a m a c 1y l a   h a y 1r . ) 	 B n   c h o   p h  p   n g   d n g   n  y   c    t h   t r c   t i p   k t   n i   m n g   m    k h  n g   c n   t h  n g   q u a      k i n   n g i   s   d n g . N h n g   n g   d n g   n  y   c    t h   c h a   q u a   h i   n g i   s   d n g      t   n g   v n   h  n h . V    s   a n   t o  n , c h  n g   t  i   s   i   c h     t   n g   v n   h  n h   t h  n h   c h     s a u   k h i   h i   n g i   s   d n g   m i   t i n   h  n h   v n   h  n h ,   b n   c    n g      k h  n g ? ( N u   c h n   k h  n g , c  i   t   a n   t o  n   s   g i   n g u y  n     t r n g   t h  i   b a n   u ) 	 	 A p l i k a s i   s u d a h   p u n   d i b e n a r k a n   u n t u k   m e m u l a k a n   d i r i n y a   t a n p a   b e r t a n y a   d a n   a n d a   m e m b e r i   a p l i k a s i   u n t u k   b e b a s   m e n g a k s e s   r a n g k a i a n   s e c a r a   a u t o m a t i k .   U n t u k   k e s e l a m a t a n ,   k a m i   a k a n   s e t k a n   k e b e n a r a n   a u t o - p e n y e r u a n   u n t u k   b e r t a n y a   p a d a   s e t i a p   k a l i .   A d a k a h   i n i   O K ?   ( T i d a k   u n t u k   m e n g e k a l k a n   s e t i n g   k e s e l a m a t a n   a s a l . ) 	 	*	M	2	?		G	6	(	  ,	?	(	>	  	(	A	0	K	'	  9	@	  	>	2	B	  9	K	(	G	  	G	  2	?		  	(	A	.	$	  9	H	  	0	  	*	  	*	M	2	?		G	6	(	  	K	  8	M	5	/		  9	@	  (	G		5	0	M		  8		8	>	'	(	  *	0	  		M	8	G	8	  	0	(	G	  	@	  8	M	5	$		$	M	0	$	>	  &	G	  0	9	G	  9	H		d	  8	A	0		M	7	>	  	G	  2	?		  9	.	  		K	  		5	K		G	6	(	  	K	  9	0	  ,	>	0	  *	B		(	G	  	G	  2	?		  	(	A	.	$	  	0	  8		$	G	  9	H	d	  	M	/	>	  /	9	   	@		  9	H	?   ( .	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 a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 D i e   t o e p a s s i n g   w o r d   r e e d s   t o e g e l a a t   o m   h o m s e l f   o u t o m a t i e s   o o p   t e   m a a k   s o n d e r   o m   t e   v r a ,   e n   j y   g e e   d i e   t o e p a s s i n g   t o e g a n g   t o t   d i e   n e t w e r k   n a   w i l l e k e u r .   O n s   s a l   s e k e r h e i d s h a l w e   d i e   t o e s t e m m i n g   v i r   o u t o m a t i e s e   i n v o k a s i e   s t e l   o m   e l k e   k e e r   t e   v r a .   I s   d i t   i n   d i e   h a a k ?   ( N e e   o m   d i e   o o r s p r o n k l i k e   s e k u r i t e i t s t e l l i n g s   t e   b e h o u . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 T h e   a p p l i c a t i o n   i s   a l r e a d y   a l l o w e d   t o   s t a r t   i t s e l f   a u t o m a t i c a l l y   w i t h o u t   a s k i n g   a n d   y o u   a r e   g r a n t i n g   t h e   a p p l i c a t i o n   t o   a c c e s s   n e t w o r k   a t   l i b e r t y .   F o r   s e c u r i t y ,   w e ' l l   s e t   t h e   p e r m i s s i o n   o f   a u t o - i n v o c a t i o n   t o   a s k   e v e r y   t i m e .   I s   t h i s   O K ?   ( N o   f o r   k e e p i n g   t h e   o r i g i n a l   s e c u r i t y   s e t t i n g s . ) 	 	 	 	 	  							  								  										  							  							  						  				  			  					  		  								  				  				  											  					  					  						  						  						  								  				,   				  					  						  				  					- 							  						  			  					  				  			  		?   ( 			  							  						  			  				) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M I S S I O N _ U N K N O W N 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 O K   t o   d o   t h e   a c t i o n ? 	 /f&TQ1WL	 /f&TQgbL	 %@7H-3@42#? 	  E s t    c o n f o r m e   c o n   q u e   s e   r e a l i c e   l a   a c c i  n ? 	 O K   p o u r   f a i r e   l  a c t i o n   ? 	 O K ,   u m   d i e   H a n d l u n g   v o r z u n e h m e n ? 	 K?>;=8BL  459AB285? 	 O K   p e r   e f f e t t u a r e   l ' a z i o n e ? 	 GD  'D*7(JB  E3EH-	 Q u e r   p e r m i t i r   e s t a   a c   o ? 	 B u   i _l e m i   y a p m a k   i  i n   t a m a m   m 1?   	 C h o   p h  p   v n   h  n h   k h  n g ? 	 	 O K   u n t u k   m e l a k u k a n   t i n d a k a n   i t u ? 	 	>	0	M	/	  	0	(	G	  	G	  2	?		   	@		  9	H	? 	 	 	 	 O K   a   m qv e l e t   v  g r e h a j t  s a ? 	 	 	 	 O K   o m   d e   a c t i e   u i t   t e   v o e r e n ? 	 	 	 A c c e p t a ci   e x e c u t a r e a   a c ci u n i i ? 	 	 	           ? 	 	 /	>	  	>	0	M	/	  	0	#	M	/	>	$	   	@		  	9	G	? 	 EH'AB  (G  'F,'E  'F  'B/'E  G3*/	 9ED  1F    D  'H    	   ,       ? 	 						  				  				? 	 
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IDI  I-2#*%1D"1#0  C S D   +#7-D!H? 	 E l   p o r t a d o r   G P R S   n o   e s t    d i s p o n i b l e .    D e s e a   c a m b i a r   a l   p o r t a d o r   C S D ? 	 L e   p o r t e u r   G P R S   n  e s t   p a s   d i s p o n i b l e ,   v o u l e z - v o u s   u t i l i s e r   l e   p o r t e u r   C S D  ? 	 G P R S - I n h a b e r   i s t   n i c h t   v e r f  g b a r ,   m  c h t e n   S i e   z u m   C S D - I n h a b e r   w e c h s e l n ? 	 >A8B5;L  G P R S   =54>ABC?5=.   5@5:;NG8BLAO  =0  =>A8B5;L  C S D ? 	 V e t t o r e   G P R S   n o n   d i s p o n i b i l e ,   s i   d e s i d e r a   p a s s a r e   a l   v e t t o r e   C S D ? 	 E13D  G P R S   E13D  :J1  .'DJ  , GD  *1J/  *-HJD  'DJ  E13D  C S D   	 S e r v i  o s   d e   t r a n s p o r t a d o r a   G P R S   n  o   d i s p o n  v e i s ,   q u e r   m u d a r   p a r a   C S D ? 	 G P R S   t a _1y 1c 1s 1  h a z 1r   d e i l ,   C S D   t a _1y 1s 1n a   g e  m e k   i s t i y o r   m u s u n u z ?   	 H i n   t i   k h  n g   t h   k t   n i   v i   m n g   G P R S , c h o   p h  p   i   t h  n h   M n g   C S D ? 	 	 P e m b a w a   G P R S   t i d a k   t e r s e d i a ,   a d a k a h   a n d a   m a h u   m e n u k a r   k e p a d a   p e m b a w a   C S D ? 	 	@	*	@		0		8	  ,	?	/	0	0	  		*	2	,	M	'	  (	9	@		  9	H	,   	M	/	>	  	*	  8	@		8	!	@	  ,	?	/	0	0	  *	0	  8	M	5	?		  	0	(	>	  	>	9	$	G	  9	H		? " " " " " " " 	 	 	 	 A   G P R S   s z o l g  l t a t    n e m   e l  r h e t Q.    t v  l t   C S D   s z o l g  l t a t  r a ? 	 	 	 	 E r   i s   g e e n   G P R S - d r a a g g o l f   b e s c h i k b a a r .   W i l t   u   o m s c h a k e l e n   n a a r   e e n   C S D - d r a a g g o l f ? 	 	 	 P u r t t o a r e a   G P R S   n u   e s t e   d i s p o n i b i l .   C o m u t a ci   l a   p u r t t o a r e a   C S D ? 	 	 	   G P R S     ,             -   C S D ? 	 	 	@	*	@		0		8	  '	>	0		  		*	2	,	M	'	  (	>	9	@	,   	*	#	>	8	  8	@		8	!	@	  '	>	0		>		!	G	  	>	/		G	  	9	G	? 	 -'ED  G P R S   EH,H/  F3*  E  .H'G/  (G  -'ED  C S D   *9H6  4H/	 ,  "1  ~  '3  (11  E'  F    '  "~    C S D (11  H  3H&  1F'  '*    	     ,           ? 	 		. 		. 		. 		  				  						  			,   				  		  		. 		. 		  				- 	  			  				  			? 	 
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 S T R _ J A V A _ T E R M I N A T E _ E U R E K A 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g .   E u r e k a   i s   a   M I D l e t   g a m e 	 E u r e k a   i s   r u n n i n g .   D o   y o u   w a n t   t o   t e r m i n a t e   i t   n o w ? 	 E u r e k a   ck(WWL-N`O/f&TP}_gN	 E u r e k a ck(WgbL-N`O/f&T~_gN	 E u r e k a   D!H'H2  I-2#+"8B#A#!@5K"'5I+#7-D!H? 	 E u r e k a   s e   e s t    e j e c u t a n d o .    D e s e a   f i n a l i z a r l o   a h o r a ? 	 E u r e k a   e s t   o u v e r t .   V o u l e z - v o u s   l e   f e r m e r   m a i n t e n a n t   ? 	 E u r e k a   l  u f t .   M  c h t e n   S i e   e s   j e t z t   t e r m i n i e r e n ? 	 @>3@0<<0  E u r e k a   @01>B05B.   025@H8BL  @01>BC? 	 E u r e k a   i n   e s e c u z i o n e .   S i   d e s i d e r a   t e r m i n a r l o   o r a ? 	 E u r e k a   ,'1M  'D*4:JD, GD  *1J/  'FG'!  'D'F	 O   E u r e k a   e s t    e m   e x e c u   o .   Q u e r   t e r m i n  - l o   a g o r a ? 	 E u r e k a    a l 1_1y o r .   ^i m d i   s o n l a n d 1r m a k   i s t i y o r   m u s u n u z ?   	 E u r e k a   a n g   v n   h  n h , b n   m u n   k t   t h  c   n  ? 	 E u r e k a   s e d a n g   b e r j a l a n .   A n d a   i n g i n   m e n g h e n t i k a n n y a   s e k a r a n g ? 	 E u r e k a   s e d a n g   b e r j a l a n .   A d a k a h   a n d a   m a h u   t a m a t k a n n y a   s e k a r a n g ? 	 /	B	0	G		>	  	>	2	B	  9	H	d	  	M	/	>	  	*	  	8	G	  	-	@	  8	.	>	*	M	$	  	0	(	>	  	>	9	$	G	  9	H	? 	 	 	 	 A z   E u r e k a   f u t .   S z e r e t n    m o s t   l e  l l  t a n i ? 	 	 	 	 E u r e k a   i s     a c t i e f .   W i l t   u   h e t   a f s l u i t e n ? 	 	 	 P r o g r a m u l   E u r e k a   r u l e a z .    n c h e i a ci   p r o g r a m u l   a c u m ? 	 	 	     .             ? 	 	 /	A	0	G		>	  	>	2	B	  	9	G	.   	*	#	>	8	  	$	>	  $	G	  8		*	5	>	/		G	  	9	G	? 	 E u r e k a   /1  -'D  ',1'3*.   'FHF  E  .H'G/  (G  "F  ~''F  /G/	 'H1'  D  1'      '  "~  '3  H  '(  .*E  1F'  '*    	   .                 ? 	 						  					  				  		  					  			  			  				  			? 	 /
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1H'#2'	 U n   p r o g r a m a   J a v a   e s t    e n   p a u s a 	 P r o g r a m m e   J a v a   p a u s  	 J a v a - P r o g r a m m   i s t   p a u s i e r t 	  01>B0  ?@8;>65=8O  J a v a   ?@8>AB0=>2;5=0. 	 P r o g r a m m a   J a v a   i n   p a u s a 	 (1F'E,  'D,'A'  EF*GJ	 P r o g r a m a   J a v a   e m   p a u s a . 	 J a v a   p r o g r a m 1  b e k l e t i l d i   	 T r t   t   J a v a      d n g 	 P r o g r a m   J a v a   s e d a n g   d i j e d a 	 P r o g r a m   J a v a   d i j e d a 	 	>	5	>	  *	M	0	K		M	0	>	.	  0	K		>	  	/	>		 	 	 	 A   J a v a   p r o g r a m   s z  n e t e l 	 	 	 	 J a v a p r o g r a m m a   i s   g e p a u z e e r d 	 	 	 P r o g r a m u l   J a v a   e s t e    n t r e r u p t 	 	 	   '   . 	 	 	 (1F'EG  J a v a   E+  4/G  '3*  	 	 	 									  				  				 	 	 	 



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 S T R _ J A V A _ M I N I M I Z E _ N O T I F Y 	 J a v a 	 P O P U P C O N F I R M 	 P o p u p   m s g . 	 J a v a   p r o g r a m   i s   m i n i m i z e d 	 J a v a z_] g\S	 J a v a z^] g\S	 B#A#!2'29"H-@%G5H*8	 U n   p r o g r a m a   J a v a   e s t    m i n i m i z a d o 	 P r o g r a m m e   J a v a   m i n i m i s  	 J a v a - P r o g r a m m   i s t   m i n i m i e r t 	 @8;>65=85  J a v a   A25@=CB>. 	 P r o g r a m m a   J a v a   m i n i m i z z a t o 	 *E  *5:J1  'D(1F'E,  'D,'A'	 P r o g r a m a   J a v a   m i n i m i z a d o . 	 J a v a   p r o g r a m 1  k    l t  l d    	 T r t   t   J a v a        c   n h   n h t 	 P r o g r a m   J a v a   d i p e r k e c i l 	 P r o g r a m   J a v a   d i m i n i m u m k a n 	 	>	5	>	  *	M	0	K		M	0	>	.	  .	?	(	@	.	>			<	  	?	/	>	  	/	>		 	 	 	 A   J a v a   p r o g r a m   a   h  t t  r b e n   f u t 	 	 	 	 J a v a p r o g r a m m a   i s   g e m i n i m a l i s e e r d 	 	 	 P r o g r a m u l   J a v a   e s t e   m i n i m i z a t 	 	 	   '     	 	 	 (1F'EG  J a v a   H  4/G  '3*	 	 	 								  			  			  				 	 	 	 



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  	       	 U h l e l o   l w e - J a v a   l u n c i s h i s i w e 	 I n k q u b o   y e - J a v a   y e n z i w e   n c i n c i 	 P r o g r a m u   y a   J a v a   i m e p u n g u z w a 	 J a v a - t o e p a s s i n g   i s   v e r k l e i n 	 J a v a   p r o g r a m a   y r a   m i n i m i z u o t a 	 J a v a   p r o g r a m m a   i r   m i n i m i z t a . 	 J a v a   p r o g r a m m   o n   m i n i m e e r i t u d 	 J a v a   nackh  xa~an  g	 J a v a     	 P r o g r a m u l   J a v a   e s t e   m i n i m i z a t 	 
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	 J a v a   *M0KM0>.M  .?(?.>M  9K?	 P r o g r a m i   J a v a   e s h t e   m i n i m i z u a r . 	 J a v a   			' 					  									  			  					 	 	 	 	 	 	 	 P r o g r a m a   J a v a   e s t    m i n i m i z a d o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ R E S U M E _ N O T I F Y 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g . 	 D o   y o u   a l l o w   t h e   J a v a   p r o g r a m   r e s u m e   f r o m   b a c k g r o u n d ?   I t   w o u l d   t e r m i n a t e   t h e   a p p l i c a t i o n   y o u   u s e   n o w . 	 `OAQ1J a v a   z_V0RMRofWLU\gP}_gvQNz_0	 `OAQJ a v a   z^V0RMRofgbLTُ\O~_gvQ[z^0	 8-8
2C+IB#A#!2'232H-2@7I-+%1+#7-D!H?   B#A#!-2"84B#A#!2#C
I25H8C
I-"9HC05I	  D e s e a   p e r m i t i r   q u e   e l   p r o g r a m a   J a v a   s e   r e a n u d e   d e s d e   e l   s e g u n d o   p l a n o ?   F i n a l i z a r    l a   a p l i c a c i  n   q u e   e s t    u s a n d o   a h o r a . 	 V o u l e z - v o u s   p e r m e t t r e   a u   p r o g r a m m e   J a v a   d e   c o n t i n u e r   d e   m a r c h e r   e n   a r r i  r e - p l a n  ?   C e c i   a r r  t e r a   l  a p p l i c a t i o n   u t i l i s  e . 	 M  c h t e n   S i e   d e m   J a v a - P r o g r a m m   g e s t a t t e n ,   d e n   B e t r i e b   v o m   H i n t e r g r u n d   w i e d e r   a u f z u n e h m e n ?   D a b e i   w  r d e   s i c h   d i e   j e t z t   v e r w e n d e t e   A n w e n d u n g   t e r m i n i e r e n . 	 >AAB0=>28BL  ?@8;>65=85  J a v a ,   @01>B0NI55  2  D>=>2><  @568<5?   "5:CI55  ?@8;>65=85  1C45B  70:@KB>. 	 S i   d e s i d e r a   c h e   i l   p r o g r a m m a   J a v a   r i p r e n d a   d a l   b a c k g r o u n d ?   Q u e s t o   t e r m i n e r    l ' a p p l i c a z i o n e     c h e   s i   s t a   u t i l i z z a n d o   o r a . 	 GD  *3E-  (1F'E,  'D,'A'  J9H/  'DJ  *7(JB  'D.DAJ)G0G  3HA  *F*GJ  'D*7(JB'*  'D'.1J	 Q u e r   q u e   o   p r o g r a m a   J a v a   s e j a   r e t o m a d o   d a   e x e c u   o   e m   s e g u n d o   p l a n o ?   I s t o   i r    t e r m i n a r   a   a p l i c a   o   q u e   t e m   a c t u a l m e n t e   e m   e x e c u   o . 	 J a v a   p r o g r a m 1n 1n   a r k a   p l a n d a   d e v a m   e t m e s i n e   i z i n   v e r i y o r   m u s u n u z ?   ^u   a n d a   k u l l a n d 11n 1z   u y g u l a m a y 1  s o n l a n d 1r a c a k t 1r . 	 B n   c h o   p h  p   n g   d n g   J a v a   q u a y   v   c h y     m  n   h  n h   t r c ?   i u   n  y   s   d n   n   s   k t   t h  c   c a   c  c   n g   d n g   k h  c 	 A n d a   m e m b o l e h k a n   p r o g r a m   J a v a   d i l a n j u t k a n   k e m b a l i   d a r i   l a t a r   b e l a k a n g ?   T i n d a k a n   t e r s e b u t   a k a n   m e n g h e n t i k a n   a p l i k a s i   y a n g   s e d a n g   A n d a   g u n a k a n   s e k a r a n g . 	 A d a k a h   a n d a   b e n a r k a n   p r o g r a m   J a v a   u n t u k   s a m b u n g   d a r i p a d a   l a t a r   b e l a k a n g ?   I a   a k a n   m e n a m a t k a n   a p l i k a s i   y a n g   a n d a   g u n a k a n   s e k a r a n g . 	 	M	/	>	  	*	  *	C	7	M	 	-	B	.	?	  8	G	  	>	5	>	  *	M	0	K		M	0	>	.	  	K	  *	A	(	:   6	A	0	B	  9	K	(	G	  	@	  	(	A	.	$	?	  &	G	$	G	  9	H		?   /	9	  		8	  	*	M	2	@		G	6	(	  	K	  0	K		  &	G		>	  	?	8	G	  	*	  	-	@	  	8	M	$	G	.	>	2	  	0	  0	9	G	  9	H		d		 	 	 	 E n g e d  l y e z i ,   h o g y   a   J a v a   p r o g r a m   a   h  t t  r b Ql   f o l y t a t  d j o n ?   E z z e l   a   j e l e n l e g   h a s z n  l t   a l k a l m a z  s t   f o g j a   l e  l l  t a n i . 	 	 	 	 W i l t   u   h e t   J a v a p r o g r a m m a   i n   d e   a c h t e r g r o n d   h e r v a t t e n ?   D a n   w o r d t   d e   t o e p a s s i n g   d i e   u   n u   g e b r u i k t   a f g e s l o t e n . 	 	 	 A c c e p t a ci   c a   p r o g r a m u l   J a v a   s   f i e   r e l u a t   d i n   f u n d a l ?   A c e s t   l u c r u   v a    n c h e i a   a p l i c a ci a   c u r e n t . 	 	 	         '         ?                 	 	 	 "'  (G  (1F'EG  J a v a   ','2G  E  /G/  '2  ~3  2EFG  '/'EG  /G/  (G  (1F'EG  '  G  'FHF  '2  "F  '3*A'/G  E  F/  ~''F  E  /G/. 	 	 	 				  		  											  										  						  				  						  						  			?   					  			  		  											  				  							  					  				  				  			  					 	 	 	 


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	     	 I - v C a l e n d a r   e y a m u k e l w e 	 F u m e n e   i v K h a l e n d a 	 v K a l e n d a   I m e p o k e w a 	 v C a l e n d a r   o n t v a n g 	 G a u t a s   v C a l e n d a r 	 S a Fe m t s   v C a l e n d a r 	 v C a l e n d a r   v a s t u   v  e t u d 	 Ma~el  g  ~Uaxu	   V   	 v C a l e n d a r   r e c e p ci o n a t 	 5
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	 v C a l e n d a r   *M0>*M$  0??	 V k a l e n d a r   u   m o r r 	 											  							  				 	 	 	 	 	 	 	 v C a l e n d a r   r e c e b i d o 	 	 	 	 	 	 	 	 v E g u t e g i a   j a s o   d u z u 	 N a t a n g g a p   a n g   v C a l e n d a r 	 v C a l e n d a r   r e c i b i d o 	 N a b a t a r a   v k a l n d a 	 F u a r t h a s   v F h  i l i r e 
 
 S T R _ I D _ V O B J _ C A N C E L _ Q U E R Y 	 v o b j e c t 	 P O P U P C O N F I R M 	 c a n c e l 	 C a n c e l ? 	 Sm	 Sm	 "@%4? 	  C a n c e l a r ? 	 A n n u l e r  ? 	 A b b r e c h e n ? 	 B<5=8BL? 	 A n n u l l a r e ? 	 'D:'!	 C a n c e l a r ? 	 0p t a l   e d i l s i n   m i ?   	 H y ? 	 B a t a l ? 	 B a t a l ? 	 0	&	M	&	? 	 	 	 	 M  g s e m ? 	 	 	 	 A n n u l e r e n ? 	 	 	 A n u l a ci ? 	 	 	 ? 	 	 	 D:H  4H/	 	 	 				  ? 	 	 	 	 

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? 	 ? 	 K h a n s e l a ? 	 R h o x i s e ? 	 G h a i r i ? 	 K a n s e l l e e r ? 	 A t aa u k t i ? 	 A t c e l t ? 	 T  h i s t a n ? 	 Ieraoe^l	   ? 	 A n u l a ci ? 	 1
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 
 S T R _ I D _ V O B J _ F O R W A R D _ T O _ S M S 	 v o b j e c t 	 I C O N T E X T 	 S e n d   v C a r d   O p t i o n   M e t h o d   - >   S M S 	 A s   t e x t   m e s s a g e 	 N!|
	 wOe_	 @GI-'2!1'-1)#	 E n v i a r   p o r   S M S 	 E n v o y e r   p a r   S M S 	 A l s   T e x t m i t t e i l u n g 	 B?@02;5=>  :0:  S M S - A>>1I5=85  	 I n v i a   c o n   S M S 	 '13'D  9(1  'D13'&D  'DB5J1)	 E n v i a r   p o r   S M S 	 M e t i n   m e s a j 1  o l a r a k   g  n d e r 	 P h n g   t h c   t i n   n h n 	 K i r i m   l e w a t   S M S 	 H a n t a r   m e l a l u i   m e s e j   t e k s 	 	G		M	8	M		  8		&	G	6	  	G	  0	B	*	  .	G			 S e n d   v i a   S M S 	 O d e s l a t   p r o s t Ye d n i c t v  m   S M S 	 W y [l i j   p o p r z e z   S M S 	 S z  v e g e s    z e n e t k  n t 	 L  h e t    S M S : l l  	 S e n d   v i a   S M S 	 P o s l a e  p r o s t r e d n  c t v o m   S M S 	 A l s   S M S 	 S k i c k a   v i a   S M S 	 P o aa l j i   p u t e m   S M S 	 E x p e d i e r e   p r i n   S M S 	 P o s l a n o   Z   S M S 	     S M S 	   S M S 	 7?@0B8  ?>  S M S 	 	8		.		8	(	@	  *	>	 	5	>		 (9FH'F  ~J'E  E*FI	   (,S M S     019	 ( )     	 		. 		. 		.   						  						 
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	         	 S e n d   b y   S M S 	 S e n d   b y   S M S 	 S e n d   b y   S M S 	 A s   t e k s b o o d s k a p 	 S e n d   b y   S M S 	 S e n d   b y   S M S 	 S e n d   b y   S M S 	 S e n d   b y   S M S 	 S e n d   b y   S M S 	 S e n d   b y   S M S 	 	 	 S i   m e s a z h   t e k s t i 	 			  						  					 	 	 	 	 	 	 	 C o m o   m e n s a g e m   d e   t e x t o 	 	 	 	 	 	 	 	 T e s t u - m e z u   b e z a l a 	 B i l a n g   t e k s t o n g   m e n s a h e 	 C o m o   m e n s a x e   d e   t e x t o 	 D k a   o z i   e d e r e d e 	 M a r   t h e a c h t a i r e a c h t   t  a c s 
 
 S T R _ I D _ V O B J _ F O R W A R D _ T O _ M M S 	 v o b j e c t 	 I C O N T E X T 	 S e n d   v C a r d   O p t i o n   M e t h o d   - >   M M S 	 A s   m u l t i m e d i a   m e s s a g e 	 NYZԚ
o`	 i_Oe_	 @GI-'2!!1%4!5@5"	 E n v i a r   p o r   M M S 	 E n v o y e r   p a r   M M S 	 A l s   M u l t i m e d i a - M i t t e i l u n g 	 B?@02;5=>  :0:  M M S - A>>1I5=85  	 I n v i a   c o n   M M S 	 '13'D  9(1  13'&D  'DH3'&7	 E n v i a r   p o r   M M S 	 M u l t i m e d y a   m e s a j 1  o l a r a k   g  n d e r 	 P h n g   t h c   M M S 	 K i r i m   l e w a t   M M S 	 H a n t a r   m e l a l u i   m e s e j   m u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6	  	G	  0	B	*	  .	G			 S e n d   v i a   M M S 	 O d e s l a t   p r o s t Ye d n i c t v  m   M M S 	 W y [l i j   p o p r z e z   M M S 	 M u l t i m  d i a    z e n e t k  n t 	 L  h e t    M M S : l l  	 S e n d   v i a   M M S 	 P o s l a e  p r o s t r e d n  c t v o m   M M S 	 A l s   M M S 	 S k i c k a   v i a   M M S 	 P o aa l j i   p u t e m   M M S 	 E x p e d i e r e   p r i n   M M S 	 P o s l a n o   Z   M M S 	     M M S 	   M M S 	 7?@0B8  ?>  M M S 	 	.		.		8	(	@	  *	>	 	5	>		 (9FH'F  ~J'E  F/13'FG  'I	   (,M M S     019	   ( )     	 		. 		. 		.   						  						 
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	       	 S e n d   b y   M M S 	 S e n d   b y   M M S 	 S e n d   b y   M M S 	 A s   m u l t i m e d i a - b o o d s k a p 	 S e n d   b y   M M S 	 S e n d   b y   M M S 	 S e n d   b y   M M S 	 S e n d   b y   M M S 	 S e n d   b y   M M S 	 S e n d   b y   M M S 	 	 	 S i   m e s a z h   m u l t i m e d i a 	 												  						  					 	 	 	 	 	 	 	 C o m o   m e n s a g e m   m u l t i m  d i a 	 	 	 	 	 	 	 	 M u l t i m e d i a - m e z u   b e z a l a 	 B i l a n g   m u l t i m e d i a   n a   m e n s a h e 	 C o m o   m e n s a x e   m u l t i m e d i a 	 D k a   o z i   m l t i m i d i a 	 M a r   t h e a c h t a i r e a c h t   i l m h e  n 
 
 S T R _ I D _ V O B J _ F O R W A R D _ T O _ I R D A 	 v o b j e c t 	 I C O N T E X T 	 S e n d   v C a r d   O p t i o n   M e t h o d   - >   I r D A 	 V i a   i n f r a r e d 	 N}Y}	 Ǐ~Y~	 B"  I r D A 	 E n v i a r   p o r   I r D A 	 E n v o y e r   p a r   I r D A 	  b e r   I n f r a r o t 	 B?@02;5=>  ?>  I r D A   	 I n v i a   d a   I r D A 	 '13'D  9(1  I r D A 	 E n v i a r   p o r   I r D A 	 K 1z 1l  t e s i y l e   g  n d e r 	 T h  n g   q u a   h n g   n g o i   	 K i r i m   l e w a t   I r D A 	 H a n t a r   m e l a l u i   I r D A 	 	(	M	+	M	0	>	0	G	!	  	G	  	0	?			 S e n d   v i a   I r D A 	 O d e s l a t   p r o s t Ye d n i c t v  m   I r D A 	 W y [l i j   p o p r z e z   I r D A 	 I n f r a v  r  s  n 	 L  h e t    I r D A : l l a 	 S e n d   v i a   I r D A 	 P o s l a e  p r o s t r e d n  c t v o m   I r D A 	 M e t   i n f r a r o o d 	 S k i c k a   v i a   I r D A 	 P o aa l j i   p u t e m   I r D A 	 E x p e d i e r e   p r i n   I r D A 	 P o s l a n o   Z   I r D A 	     I r D A 	   	 7?@0B8  ?>  I r D A 	 	/		0	!	@		(	@	  *	>	 	5	>		 '271JB  A1H31.	   (,I r D A     019	     	 											  							  					 
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	 I r D A     	 T h u m e l a   n g e - I r D A 	 T h u m e l a   n g e - I r D A 	 T u m a   k w a   I r D A 	 V i a   i n f r a r o o i 	 S i ss t i   l r D A 	 S kt +t   a r   I r D A 	 S a a d a   I R - i g a 	 Hraoel  I r D A - k  tk{xx~	   I r D A - 	 E x p e d i e r e   p r i n   I r D A 	 I r D A   
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 
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i n   u n o s a 	 M e t o d   d e   i n t r o d u c e r e 	 V h o d n a   M e t o d a 	   	   	 I n p u t   M e t h o d 	 	(	*	A		  *	&	M	'	$		 1H4  H1H/	 'F  ~y  71B	   	 					  							 
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 S T R _ I D _ V C A R D _ S A V E _ T O _ P H O N E 	 v o b j e c t 	 I C O N T E X T 	 S a v e   t o   p h o n e 	 S a v e   t o   p h o n e 	 2QX[Kb_j	 OX[0RKb:g	 1@GDB#(1L	 G u a r d a r   e n   t e l  f o n o 	 E n r e g i s t r e r   s u r   t  l  p h o n e 	 A u f   T e l e f o n   s p e i c h e r n 	 !>E@0=8BL  2  B5;5D>=5	 S a l v a   s u l   t e l e f o n o 	 -A8  'DJ  'D,H'D	 G u a r d a r   p a r a   t e l e f o n e 	 T e l e f o n a   k a y d e t   	 L u   v  o   m  y 	 S i m p a n   k e   t e l e p o n 	 S i m p a n   k e p a d a   t e l e f o n 	 +	K	(	  *	0	  8	G	5	  	0	G			 	 	 	 M e n t  s   a   t e l e f o n r a 	 	 	 	 O p s l a a n   i n   t e l e f o o n 	 	 	 S a l v a r e    n   t e l e f o n 	 	 	   	 	 	 0.1G  /1  *DAF	 	 	 				  						  					 	 	 	 





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	    	 G c i n a   e f o n i n i 	 G c i n a   k w i f o w n i 	 H i f a d h i   k w a   s i m u 	 B e r g   o p   f o o n 	 .r a ay t i   /  t e l e f o n 	 S kt +t   u z   t e l e f o n u 	 S a l v e s t a   t e l e f o n i 	 Japzavel  pe|amx}xt	   	 S a l v a r e    n   t e l e f o n 	 +
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 S T R _ I D _ V C A R D _ F I L E _ T O _ L A R G E 	 v o b j e c t 	 P O P U P 	 v c a r d   f i l e   t o o   l a r g e 	 F i l e   t o o   l a r g e 	 jHh*Y'Y	 eN*Y'Y	 D%LC+
H@4D	 A r c h i v o   d e m a s i a d o   g r a n d e   	 F i c h i e r   t r o p   g r a n d 	 D a t e i   z u   g r o  	 !;8H:><  1>;LH>9  D09;	 F i l e   t r o p p o   g r a n d e 	 'DEDA  C(J1    ,/'	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 D o s y a    o k   b  y  k 	 T p   q  a   l n 	 b e r k a s   t e r l a l u   b e s a r 	 F a i l   t e r l a l u   b e s a r 	 +	>		2	  	>	+	@	  ,	!	<	@		 F i l   f o r   s t o r 	 S o u b o r   p Y l i a  v e l k  	 P l i k   z b y t   o b s z e r n y 	 F  j l   t  l   n a g y 	 T i e d o s t o   l i i a n   s u u r i 	 F i l   f o r   s t o r 	 S  b o r   p r  l i a  d l h  	 B e s t a n d   t e   g r o o t 	 F i l e n    r   f  r   s t o r 	 D a t o t e k a   p r e v e l i k a 	 F i _i e r   p r e a   m a r e 	 D a t o t e k a   p r e v e l i k a 	     	     	 @5:0;5=>  3>;O<  D09;	 +	>		2	  	'	?		  .	K	 	@	  	9	G		 ~1HF/G  .JDI  (21  '3*	 A'&D  (*  DE('	     	 				  				    			 +
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 
 S T R _ I D _ V C L N D R _ S A V E _ T O _ T D L 	 v o b j e c t 	 I C O N T E X T 	 S a v e   t o   T a s k s 	 S a v e   t o   T a s k s 	 2QX[NR	 OX[0RNR	 16C2	 G u a r d a r   e n   t a r e a s 	 E n r e g i s t r e r   d a n s   t  c h e s 	 I n   A u f g a b e n   s p e i c h e r n 	 C >E@0=.   2  ;0=8@>2I8:	 S a l v a   i n   A t t i v i t  	 -A8  AJ  B'&E)  'DEG'E	 G u a r d a r   e m   T a r e f a s 	 T a k v i m / G  r e v l e r e   K a y d e t 	 L u   v a  o   L c h   n g  y / N h i m   v 	 S i m p a n   d i   D a f t a r 	 S i m p a n   k e   t u g a s a n 	 	>	8	M		  .	G		  8	9	G		G			 G e m   H u s k e   L i s t e 	 U l o ~i t   s e z n a m    k o l o	 Z a p i s z   d o   l i s t y   s p r a w 	 M e n t  s   a   f e l a d a t o k   k  z  	 T a l l e n n a   t e h t  v  l u e t t e l o o n 	 L a g r e   t i l      g j  r e - l i s t e 	 U k o n 
i e  z o z n a m    l o h 	 O p s l a a n   i n   t a k e n 	 S p a r a   i   U p p g i f t e r 	 S p r e m i   u   p o d s j e t n i k 	 S a l v a r e    n   a c t i v i t ci 	 S h r a n i   V   N a r e d i   S p i s e k 	               	   	 S a v e   T o   T o   D o   L i s t 	 /	>	&	@	$	  8	G	5	M	9	  	0	>		 0.1G  /1  '1G'	 E4:HD'*    A13*  E  E-AH8  ,&	     	 					  					  							  							  					 
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 
 S T R _ I D _ V C L N D R _ T A S K _ F U L L 	 v o b j e c t 	 P O P U P 	 t a s k   f u l l   w a n r i n g   s t r i n g 	 T a s k   f u l l 	 _N]n	 _RNy]n	 2@G!	 T a r e a   l l e n a 	 T  c h e   p l e i n e 	 A u f g a b e   v o l l 	 040G0  ?>;=0O	 A t t i v i t    c o m p l e t a 	 'DEGE)  'F*G*	 L i s t a   d e   t a r e f a s   c h e i a 	 G  r e v   d o l u 	 N h i m   v      y 	 T u g a s   P e n u h 	 T u g a s   p e n u h 	 	>	0	M	/	  *	0	?	*	B	0	M	#		 O p g a v e   F u l d 	 S e z n a m    k o l o  p l n  	 Z a d a n i e   p e Bn e 	 F e l a d a t   m e g t e l t 	 T e h t  v    t  y n n  	 O p p g a v e r   f u l l 	 Z o z n a m    l o h   j e   p l n  	 T a a k   v o l 	 L i s t a n   m e d   u p p g i f t e r    r   f u l l 	 Z a d a c i   s u   p o p u n j e n i 	 L i s t a   d e   a c t i v i t ci   e s t e   p l i n 	 N a l o g a   P o l n a 	   	   	 T a s k   F u l l 	 	8	M		  +	A	2		 H8AG  ~1  '3*	 y'3  ~1	   	 					  						 
>
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	 >8MM  (?!?&?	 0240==O  70?>2=5=V	 






  






  



  

  

	   	 U m s e b e n z i   u g c w e l e 	 U m s e b e n z i   u g c w e l e 	 K a z i   i m e j a a 	 T a a k   v o l 	 U ~d u o t i s   p i l n a 	 U z d e v u m u   s a r a k s t s   p i l n s 	  l e s a n n e   t  i s 	 =vdkvek  avoh  lkv  g	   	 L i s t a   d e   a c t i v i t ci   e s t e   p l i n 	 &
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	 8M  *B0M#M#  9K?	 D e t y r a   p l o t 	 					  						 	 	 	 	 	 	 	 T a r e f a   c h e i a 	 	 	 	 	 	 	 	 B e t e b e h a r   b e t e a 	 P u n o   a n g   g a w a i n 	 T a r e f a   c h e a 	 r   j u r u   e j u 	 T a s c   l  n 
 
 S T R _ I D _ V C A R D _ N A M E _ E M P T Y 	 v o b j e c t 	 P O P U P 	 G e n e r a l   s t r i n g   f o r   n a m e   f i e l d   e m p t y 	 N a m e   e m p t y 	 Y
Tkzz}v	 Y
Thzz}v	 
7H-'H2	 N o m b r e   v a c  o 	 N o m   v i d e 	 N a m e   l e e r 	 <O  ?CAB>	 N o m e   v u o t o 	 '3E  A'1:)	 N o m e   v a z i o 	 B o _  a d 1	 T r  n g   t  n 	 N a m a   K o s o n g 	 N a m a   k o s o n g 	 (	>	.	  	>	2	@		 N a v n   T o m t 	 P r  z d n    n  z e v 	 N a z w a   s k a s o w a n a 	 N  v    r e s 	 N i m i   t y h j  	 N a v n   t o m t 	 C h  b a   n  z o v 	 N a a m   l e e g 	 N a m n   t o m t 	 I m e   j e   p r a z n o 	 N u m e l e   l i p s e _t e 	 I m e   P r a z n o 	   	   	 <5  @075=	 (	>		5	  0	?		M	$		 F'E  .'D	 F'E  .'D	   	 			  					 (
>
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	   	 I g a m a   a l i n a l u t h o 	 I g a m a   a l i n a n t o 	 J i n a   w a z i 	 N a a m   l e e g 	 V a r d a s   t u a
i a s 	 N o s a u k u m s   t u k as 	 N i m i   t  h i 	 1vxvh  daao  g	   	 N u m e l e   l i p s e _t e 	 *
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	 (>.  >2?  ?	 E m r i   b o s h 	 			  					 	 	 	 	 	 	 	 N o m e   v a z i o 	 	 	 	 	 	 	 	 I z e n a   h u t s i k 	 W a l a n g   l a m a n   a n g   p a n g a l a n 	 N o m e   b a l e i r o 	 A h a   d   e f u 	 A i n m   f o l a m h 
 
 S A T _ O P E N _ C H A N N E L _ S T R I N G _ I D 	 S A T 	 U N L I M 	 O p e n   C h a n n e l 	 O p e n   c h a n n e l 	 _U;S	  _/TS	 @4
H-	 A b r i r   c a n a l 	 O u v r i r   c a n a l 	 K a n a l    f f n e n 	 B:@KBL  :0=0;  	 A p r i   c a n a l e 	 A*-  'DBF')	 A b r i r   c a n a l 	 O p e n   C h a n n e l 	 M   k  n h 	 O p e n   C h a n n e l 	 B u k a   s a l u r a n 	 	H	(	2	  	K	2	G			  b e n   K a n a l 	 O t e v Y t   k a n  l 	 O t w  r z   k a n a B	 N y i t o t t   c s a t o r n a 	 A v a a   k a n a v a 	  p n e   k a n a l 	 O t v o r i e  k a n  l 	 K a n a a l   o p e n e n 	  p p n a   k a n a l 	 O t v o r i t e   k a n a l 	 D e s c h i d e r e   c a n a l 	 O d p r i   K a n a l 	   	   	 O p e n   C h a n n e l 	 	E	(	2	  	A	2	>		 ('2  1/F  'F'D	 FD  HD	   	 							  				 
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	 >(F2M  *F(M  G/A.A	 V4:@8B8  :0=0;	 



  



	   	 V u l a   i s h a n e l i 	 V u l a   i j e l o 	 F u n g u a   i d h a a 	 M a a k   k a n a a l   o o p 	 A t i d a r y t i   k a n a l 	 A t v r t   k a n l u 	 A v a   k a n a l 	 2ael  alkh	   	 D e s c h i d e r e   c a n a l 	 
>
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	 M_>(G2  K2(M$A	 H a p   k a n a l i n 	 					  					 	 	 	 	 	 	 	 A b r i r   c a n a l 	 	 	 	 	 	 	 	 K a n a l e   i r e k i a 	 B u k s a n   a n g   c h a n n e l 	 A b r i r   c a n a l 	 M e p e e   c h a n e l 	 O s c a i l   a n   c a i n  a l 
 
 S A T _ O P E N _ C H A N N E L _ C O N F _ S T R I N G _ I D 	 S A T 	 U N L I M 	 O p e n   C h a n n e l 	 O p e n   c h a n n e l ? 	 _U;S	  _/TS	 @4
H-? 	  A b r i r   c a n a l ? 	 O u v r i r   c a n a l   ? 	 K a n a l    f f n e n ? 	 B:@KBL  :0=0;  	 A p r i   c a n a l e 	 A*-  'DBF')	 A b r i r   c a n a l ? 	 K a n a l   a  ? 	 M   k  n h ? 	 O p e n   C h a n n e l 	 B u k a   S a l u r a n ? 	 	H	(	2	  	K	2	G		? 	  b e n   K a n a l 	 O t e v Y t   k a n  l 	 O t w  r z   k a n a B	 M e g n y i t j a   a   c s a t o r n  t ? 	 A v a a   k a n a v a 	  p n e   k a n a l 	 O t v o r i e  k a n  l 	 K a n a a l   o p e n e n ? 	  p p n a   k a n a l 	 O t v o r i t e   k a n a l 	 D e s c h i d e ci   c a n a l u l ? 	 O d p r i   K a n a l 	   	   ? 	 O p e n   C h a n n e l 	 	E	(	2	  	A	2	>		 'F'D  ('2  4H/	 FD  HD	   	 							  							? 	 
H
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	 >(F2M  *F(M  G/A.A	 V4:@8B8  :0=0;	 



  



	   	 V u l a   i s h a n e l i 	 V u l a   i j e l o 	 F u n g u a   i d h a a 	 M a a k   k a n a a l   o o p ? 	 A t i d a r y t i   k a n a l 	 A t v r t   k a n l u 	 A v a   k a n a l 	 2ael  alkh	   	 D e s c h i d e r e   c a n a l 	 
>
(
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   $
A
1
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	 M_>(G2  K2(M$A	 H a p   k a n a l i n 	 					  					 	 	 	 	 	 	 	 A b r i r   c a n a l ? 	 	 	 	 	 	 	 	 K a n a l e a   i r e k i ? 	 B u k s a n   a n g   c h a n n e l ? 	 A b r i r   c a n a l ? 	 M e p e e   c h a n e l ? 	 O s c a i l   a n   c a i n  a l ? 
 
 S A T _ O P E N _ C H A N N E L _ S U C C E S S _ S T R I N G _ I D 	 S A T 	 U N L I M 	 C h a n n e l   O p e n e d ! 	 C h a n n e l   o p e n e d 	 ;S]SU	 S] _/T	 @4
H-A%I'	 C a n a l   a b i e r t o 	 C a n a l   o u v e r t 	 K a n a l   g e  f f n e t 	 0=0;  >B:@KB	 C a n a l e   a p e r t o 	 'DA*')  EA*H-)	 C a n a l   a b e r t o 	 C h a n n e l   O p e n e d ! 	 K  n h      m 	 C h a n n e l   O p e n e d ! 	 S a l u r a n   d i b u k a ! 	 	H	(	2	  	A	2	  	/	>		 K a n a l    b n e t 	 K a n  l   o t e v Ye n ! 	 K a n a B  o t w a r t y ! 	 C s a t o r n a   m e g n y i t v a ! 	 K a n a v a   a v a t t u ! 	 K a n a l    p n e t ! 	 K a n  l   o t v o r e n  	 K a n a a l   g e o p e n d 	 K a n a l e n    r    p p e n ! 	 K a n a l   j e   o t v o r e n ! 	 C a n a l   d e s c h i s 	 K a n a l   O d p r t ! 	   ! 	   	 C h a n n e l   O p e n e d ! 	 	E	(	2	  	A	2	>		 'F'D  ('2  4/	 ! FD  D  '	     	 							  				  						 
H
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! 	 >(F2M  *F(M  /?&?	 0=0;  2V4:@8B>! 	 



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	   	 I s h a n e l i   l i v u l i w e 	 I j e l o   l i v u l i w e 	 I d h a a   i m e f u n g u l i w a 	 K a n a a l   o o p g e m a a k 	 K a n a l a s   a t i d a r y t a s 	 K a n l s   a t v r t s 	 K a n a l   a v a t u d 	 1lkh  ba~an  g	   	 C a n a l   d e s c h i s 	 
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 
 S A T _ O P E N _ C H A N N E L _ F A I L _ S T R I N G _ I D 	 S A T 	 U N L I M 	 O p e n   C h a n n e l   F a i l e d ! 	 O p e n   c h a n n e l   f a i l e d 	 ;SSU1YWe	 S _/T1Y%	 @4
H-D!HDI	 E r r o r   a l   a b r i r   c a n a l 	  c h e c   l o r s   d e   l ' o u v e r t u r e   d u   c a n a l 	 K a n a l  f f n u n g   f e h l g e s c h l a g e n 	 !1>9  >B:@KB8O  :0=0;0	 A p e r t u r a   c a n a l e   n o n   r i u s c i t a 	 A4D  AJ  A*-  'DBF')	 F a l h a   a o   a b r i r   c a n a l 	 O p e n   C h a n n e l   F a i l e d ! 	 M   k  n h   t h t   b i 	 O p e n   C h a n n e l   F a i l e d ! 	 B u k a   s a l u r a n   g a g a l 	 	H	(	2	  	K	2	(	>	  	8	+	2	! 	  b e n   K a n a l   M i s l y k k e t ! 	 O t e v  r  n    k a n  l u   s e l h a l o ! 	 O t w a r c i e   k a n a Bu   n i e u d a n e ! 	 A   c s a t o r n a   m e g n y i t  s a   s i k e r t e l e n ! 	 K a n a v a n   a v a u s   e p  o n n i s t u i ! 	  p n e   k a n a l   m i s l y k k e t ! 	 O t v o r e n i e   k a n  l u   z l y h a l o ! 	 O p e n e n   v a n   k a n a a l   m i s l u k t 	 D e t   g i c k   i n t e   a t t    p p n a   k a n a l e n 	 O t v a r a n j e   k a n a l a   n i j e   u s p j e l o ! 	 D e s c h i d e r e a   c a n a l u l u i   n u   a   r e u _i t 	 O d p i r a n j e   K a n a l a   N e u s p e an o ! 	     ! 	     	 O p e n   C h a n n e l   F a i l e d ! 	 	E	(	2	  	A	2	>	  	8	.	0	M	%		 ('2  1/F  'F'D  F'EHAB  (H/	 ! FD  '  DF'  F''E	     ! 	 							  					  					 
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	     	 U k u v u l a   i s h a n e l i   k u h l u l e k i l e 	 U k u v u l a   i j e l o   k u p h a n z i l e 	 I m e s h i n d w a   k u f u n g u a   i d h a a 	 O o p m a a k   v a n   k a n a a l   o n s u k s e s v o l 	 N e p a v y k o   a t i d a r y t i   k a n a l 	 K a n l a   a t v r aa n a   n e i z d e v s 	 K a n a l i   a v a m i n e   n u r j u s 	 1lkh  ypa{xr~e  bael	       	 D e s c h i d e r e a   c a n a l u l u i   n u   a   r e u _i t 	 
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 
 S A T _ S E N D _ D A T A _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S e n d   D a t a 	 S e n d   d a t a 	 Pǌe	  ODe	 *HI-!9%	 E n v i a r   d a t o s 	 E n v o y e r   d e s   d o n n  e s 	 D a t e n   s e n d e n 	 B?@028BL  40==K5  	 I n v i a   d a t i 	 '13'D  'D(J'F'*	 E n v i a r   d a d o s 	 S e n d   D a t a 	 G i   d   i u 	 S e n d   D a t a 	 H a n t a r   d a t a 	 !	>		>	  -	G		G			 S e n d   D a t a 	 O d e s l a t   d a t a 	 W y [l i j   d a n e 	 A d a t o k   k  l d  s e 	 L  h e t    t i e d o t 	 S e n d   d a t a 	 O d o s l a e  d  t a 	 G e g e v e n s   v e r z e n d e n 	 S k i c k a   d a t a 	 S l a n j e   p o d a t a k a 	 E x p e d i e r e   d a t e 	 P o al j i   P o d a t k e 	   	   	 S e n d   D a t a 	 !	G		>	  *	>	 	5	>		 '13'D  /'/G	 y'(,	   	 				  						  			 
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	   	 T h u m e l a   i d a t h a 	 T h u m e l a   i - d a t a 	 T u m a   d a t a 	 S t u u r   d a t a 	 S i ss t i   d u o m e n i s 	 S kt +t   d a t u s 	 S a a d a   a n d m e d 	 Hraoel  ~ualve	   	 E x p e d i e r e   d a t e 	 !
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 
 S A T _ S E N D _ D A T A _ C O N F _ S T R I N G _ I D 	 S A T 	 U N L I M 	 S e n d   D a t a 	 S e n d   d a t a ? 	 Pǌe	  ODe	 *HI-!9%? 	  E n v i a r   d a t o s ? 	 E n v o y e r   d e s   d o n n  e s   ? 	 D a t e n   s e n d e n ? 	 B?@028BL  40==K5  	 I n v i a   d a t i 	 %13'D  'D(J'F'*	 E n v i a r   d a d o s ? 	 V e r i   g  n d e r ? 	 G i   d   l i u ? 	 S e n d   D a t a 	 H a n t a r   d a t a ? 	 !	>		>	  -	G		G		? 	 S e n d   D a t a 	 O d e s l a t   d a t a 	 W y [l i j   d a n e 	 E l k  l d i   a z   a d a t o k a t ? 	 L  h e t    t i e d o t 	 S e n d   d a t a 	 O d o s l a e  d  t a 	 G e g e v e n s   v e r z e n d e n ? 	 S k i c k a   d a t a 	 S l a n j e   p o d a t a k a 	 E x p e d i a ci   d a t e l e ? 	 P o al j i   P o d a t k e 	   	   ? 	 S e n d   D a t a 	 !	G		>	  *	>	 	5	>		 /'/G  G'  A13*'/G  4HF/	 y'(,	   	 				  						  						? 	 
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	   	 T h u m e l a   i d a t h a 	 T h u m e l a   i - d a t a 	 T u m a   d a t a 	 S t u u r   d a t a ? 	 S i ss t i   d u o m e n i s 	 S kt a   d a t u s 	 S a a d a   a n d m e d 	 Hraoel  ~ualve	   	 E x p e d i e r e   d a t e 	 !
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 
 S A T _ S E N D _ D A T A _ S U C C E S S _ S T R I N G _ I D 	 S A T 	 U N L I M 	 D a t a   S e n t ! 	 D a t a   s e n t 	 PǌebR	  ODebR	 *HI-!9%A%I'	 D a t o s   e n v i a d o s 	 D o n n  e s   e n v o y  e s 	 D a t e n   g e s e n d e t 	 0==K5  >B?@02;5=K	 D a t i   i n v i a t i 	 *E  '13'D  'D(J'F'*	 D a d o s   e n v i a d o s 	 D a t a   S e n t ! 	 G i   d   l i u   t h  n h   c  n g 	 D a t a   S e n t ! 	 D a t a   d i h a n t a r ! 	 !	>		>	  -	G		>	  	/	>	  	 D a t a   S e n d t ! 	 D a t a   o d e s l  n a ! 	 D a n e   w y s Ba n e ! 	 A d a t o k   e l k  l d v e ! 	 T i e d o t   l  h e t e t t y ! 	 D a t a   s e n d t ! 	 D  t a   o d o s l a n  	 G e g e v e n s   v e r z o n d e n 	 D a t a   s k i c k a d e s ! 	 P o d a c i   s u   p o s l a n i ! 	 D a t e   e x p e d i a t e 	 P o d a t k i   P o s l a n i ! 	   	   	 D a t a   S e n t ! 	 !	G		G	  *	M	0	G	7	?	$		 /'/G  '13'D  4/	 ! y'(,'  '	     ! 	 				  								 
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 
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 
 S T R _ T Y P I C A L _ S T O P W A T C H 	 s t o p w a t c h 	 T I T L E ,   I C O N T E X T 	 T y p i c a l   S t o p w a t c h   s t r i n g   f o r   m e n u   o p t i o n . 	 S t o p w a t c h 	 yh	 yh	 2,421@'%21H'D	 C r o n  m e t r o   t  p i c o 	 C h r o n o m  t r e   t y p i q u e 	 T y p i s c h e   S t o p p u h r 	 !5:C=4><5@	 C r o n o m e t r o   t i p i c o 	 3'9)  'DHBHA  'D.'5)	 C r o n  m e t r o   n o r m a l 	 T i p i k   D U R   S A A T 	 n g   h   o   t h  n g   t h n g 	 P e n g h i t u n g   d e t i k   t e r t e n t u 	 J a m   r a n d i k   t i p i k a l 	 	(	K		>	  8	M		I	*	5	I			 T y p i s k   S t o p u r 	 T y p i c k    s t o p k y 	 T y p o w y   s t o p e r 	 T i p i k u s   s t o p p e r  r a 	 T y y p i l l i n e n   s e k u n t i k e l l o 	 T y p i s k   s t o p p e k l o k k e 	 T y p i c k    s t o p k y 	 T y p i s c h e   s t o p w a t c h 	 V a n l i g   t i d t a g a r u r 	 U o b i 
a j e n a   at o p e r i c a 	 C r o n o m e t r u   s t a n d a r d 	 T i p i 
n a   S t o p a r i c a 	   	     	 T y p i c a l   S t o p w a t c h 	 	?	*	?		2	  8	M		I	*	5	>			 1HFHE*1  9'/	 E.5H5  '3y'~  H'	   	 													  									 *
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	     	 I - T y p i c a l   s t o p w a t c h 	 E s o n a   s i t o p h u - w o t s h i   	 S a a   y a   k u p i m i a   y a   k a w a i d a 	 T i p i e s e   s t o p h o r l o s i e 	 T i p i n i s   c h r o n o m e t r a s 	 P a r a s t s   h r o n o m e t r s 	 T   p i l i n e   s t o p p e r 	 @a}aao  ~auoevaya	   	 C r o n o m e t r u   s t a n d a r d 	 *
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 
 S T R _ M U L T I P U R P O S E _ S T O P W A T C H 	 s t o p w a t c h 	 I C O N T E X T 	 n W a y   S t o p w a t c h   s t r i n g   f o r   m e n u   o p t i o n . 	 n W a y   s t o p w a t c h 	 YbTx6	 YbTxh	 2,421@'%2  n W a y 	 n C r o n  m e t r o   d e   r u t a 	 C h r o n o m  t r e s   n V o i e s 	 n W a y - S t o p p u h r 	 n !5:C=4><5@  ?CB8	 C r o n o m e t r o   d i   n W a y 	 1E2  'D,/HD  'DE*9//  D3'9)  *HBJ*	 C r o n  m e t r o   n W a y 	 n y o l   D U R   S A A T 	 n g   h   o   n h i u   m t 	 n W a y   P e n g h i t u n g   d e t i k 	 n W a y   j a m   r a n d i k 	 	(	5	G	  8	M		I	*	5	I			 n V e j   S t o p u r 	 n W a y   s t o p k y 	 W a y   S t o p e r 	 n M  d    s t o p p e r  r a 	 n W a y - s e k u n t i k e l l o 	 n W a y   s t o p p e k l o k k e 	 n W a y   s t o p k y 	 n - w e g s   s t o p w a t c h 	 n W a y - t i d t a g a r u r 	 n N a 
i n   at o p e r i c e 	 n C r o n o m e t r u   m u l t i f u n c ci o n a l 	 n N a 
i n   S t o p a r i c a 	   n W a y 	     n W a y 	 n W a y   S t o p w a t c h 	 5	G	  8	M		I	*	5	>			 2E'F  3F,  n W a y 	 'F  H  '3y'~  H'	   	 n W a y   									 
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	 n W a y     	 I - n W a y   s t o p w a t c h 	 n I n d l e l a   y e s i t o p h u - w o t s h i 	 S a a   y a   k u p i m i a   y a   n W a y 	 n R i g t i n g - s t o p h o r l o s i e 	 n K e l i o   c h r o n o m e t r a s 	 n W a y   h r o n o m e t r s 	 n W a y   s t o p p e r 	 n W a y   ~auoevaya	     	 n C r o n o m e t r u   m u l t i f u n c ci o n a l 	 n 5
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 
 S T R _ S P L I T _ T I M I N G 	 s t o p w a t c h 	 I C O N T E X T 	 S p l i t   T i m i n g   s t r i n g   f o r   T y p i c a l   S t o p w a t c h   m e n u   o p t i o n . 	 S p l i t   t i m i n g 	 R%RBf	 R+Re	 1@'%2A"	 D i v i d i r   c r o n o m e t r a j e 	 T e m p s   d u   s e c o n d   c h r o n o m  t r e 	 T i m i n g   a u f t e i l e n 	 K1>@  @0745;5=8O	 S u d d i v i s i o n e   t e m p i 	 *HBJ*  3(DJ*	 T e m p o   d e   r e c u p e r a   o 	 b  l m e   z a m a n l a m a 	 P h  n   b i t   t h i   g i a n 	 b a g i   w a k t u 	 M a s a   d i b a h a g i k a n 	 8	M	*	?	2		  8	.	/		 D e l t   T i d s t a g n i n g 	 M Ye n    m e z i 
a s u 	 P o m i a r   c z a s  w   r  w n o l e g By c h 	 R  s z i d Q  m  r  s 	 J a e t t u   a j a s t u s 	 D e l t i d t a k i n g 	 M e r a n i e   m e d z i 
a s u 	 S p l i t t i j d e n 	 P a r a l l e l l   t i d t a g n i n g 	 P o d i j e l j e n o   v r i j e m e 	 C r o n o m e t r a r e   t i m p i   i n t e r m e d i a r i 	 V m e s n i   a s 	   	   	 S p l i t   T i m i n g 	 8	M	*	M	2	@		  	>		.	?				 *B3E  2E'F(F/	 '3~Dy  y'&EF	   	 									  				 ,
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  






	   	 I - S p l i t   t i m i n g 	 U k u l a w u l a   u k w e n z e k a   k o k w a h l u k a n i s a 	 U p i m a j i   m g a w a n y o 	 D u b b e l e   t y d m e t i n g 	 P e r s k i r t a s   c h r o n o m e t r a ~a s 	 D a l +t a   l a i k a   m r +aa n a 	 S p l i t   t i m i n g 	 Oxp~an  jatavaok  paw~a|xt	     	 C r o n o m e t r a r e   t i m p i   i n t e r m e d i a r i 	 8
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 
 S T R _ L A P _ T I M I N G 	 s t o p w a t c h 	 I C O N T E X T 	 L a p   T i m i n g   s t r i n g   f o r   T y p i c a l   S t o p w a t c h   m e n u   o p t i o n . 	 L a p   t i m i n g 	 NWBf	 NWe	 1@'%2#-	 C r o n o m e t r a j e   d e   v u e l t a 	 T e m p s   a u   t o u r 	 L a p - T i m i n g 	 K1>@  >B@57:0	 T e m p i   d i   o g n i   g i r o 	 *HBJ*  'DDA)	 T e m p o   d a   v o l t a 	 e t e t   z a m a n l a m a 	 L y   s   v  n g   o   t h i   g i a n 	 a k h i r i   w a k t u 	 M a s a   p u s i n g a n 	 2	H	*	  8	.	/		 O m g a n g s   T i d s t a g n i n g 	 M Ye n    
a s u   k o l a 	 P o m i a r   c z a s  w   p o [r e d n i c h 	 K  r i d Q  m  r  s 	 K i e r r o s a j a s t u s 	 R u n d e t i d t a k i n g 	 M e r a n i e   
a s u   k o l a 	 R o n d e t i j d e n 	 V a r v t i d t a g n i n g 	 V r i j e m e   k r u g a 	 C r o n o m e t r a r e   t u r 	 a s   K r o g a 	   	   	 L a p   T i m i n g 	 2	E	*	  	>		.	?				 2E'F(F/  /H1	 D~  y'&EF	   	 					  				 2
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  






	   	 I - L a p   t i m i n g 	 U k u l a w u l a   u k w e n z e k a   k o m j i k e l e z o 	 U p i m a j i   m z u n g u k o 	 R o n d t e - t y d m e t i n g 	 E t a p o   c h r o n o m e t r a ~a s 	 A p <a   l a i k a   m r +aa n a 	 R i n g i a e g 	 :atavaok  paw~a|xt  h}  zxuvek	     	 C r o n o m e t r a r e   t u r 	 2
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 
 S T R _ V I E W _ R E C O R D 	 s t o p w a t c h 	 T I T L E ,   I C O N T E X T 	 V i e w   r e c o r d   s t r i n g   f o r   T y p i c a l   S t o p w a t c h   m e n u   o p t i o n . 	 V i e w   r e c o r d s 	 j	 gwU_	 A*16	 V e r   r e g i s t r o s 	 V o i r   l e s   e n r e g i s t r e m e n t s 	 E i n t r  g e   a n z e i g e n 	 @>A<>B@  70?8A8	 V e d i   i   r e c o r d 	 916  'D*3,JD	 V e r   r e g i s t o 	 K a y 1t l a r 1  G  r  n t  l e 	 X e m   g h i   c h  p 	 L i h a t   c a t a t a n 	 L i h a t   r e k o d 	 0	?		I	0	M	!	  &	G		G			 S e   r e g i s t e r 	 Z o b r a z i t   z  z n a m 	 P o d g l d   w y n i k  w 	 E r e d m  n y e k   m e g t e k i n t  s e 	 K a t s o   e n n  t y s t  	 S e   r e k o r d 	 Z o b r a z i e  z  z n a m 	 V e r s l a g   b e k i j k e n 	 V i s a   r e k o r d 	 P r e g l e d a j   z a p i s 	 V i z u a l i z a r e    n r e g i s t r a r e 	 P o g l e j   R e k o r d 	   	   	 V i e w   r e c o r d 	 0	@		I	0	M	!	  *	9	>		 E4'G/G  1CH1/	 1'1  /	   	 						  						 0
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  


	   	 H l o l a   u k u r e k h o d a 	 J o n g a   i n g x e l o 	 A n g a l i a   r e k o d i 	 B e k y k   r e k o r d s 	 P e r ~i kr t i   /r a a	 S k a t +t   i e r a k s t u 	 K u v a   k i r j e 	 4kel  |eoxdh	   	 V i z u a l i z a r e    n r e g i s t r a r e 	 1
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 
 S T R _ S T O P W A T C H _ S P L I T 	 s t o p w a t c h 	 L S K ,   R S K 	 S t r i n g   f o r   S p l i t   k e y . 	 S p l i t 	 R	 R	 A"	 D i v i d i r 	 L a n c e r   s e c o n d   c h r o n o m  t r e 	 T r e n n e n 	  0745;8BL	 D i v i s i o n e 	 JB3E	 D i v i d i r 	 b  l m e 	 T  c h 	 b a g i 	 B a h a g i 	 8	M	*	?	2			 D e l 	 M e z i 
a s 	 P o d z i e l 	 R  s z i d Q	 J a a 	 D e l t 	 M e d z i 
a s 	 S p l i t 	 P a r a l l e l l   t i d t a g n i n g 	 R a z d v o j i 	 T i m p i   i n t e r m e d i a r i 	 R a z c e p i 	 	 	 S p l i t 	 5	?	-		M	$	  	0	>		 *B3E	 '3~Dy    	 	 										 ,
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	 	 H l u k a n a 	 H l u k a n i s a 	 G a w a 	 V e r d e e l 	 S u s k a l d y t i 	 S a d a l +t 	 T  k e l d a 	 Oxpel	 	 S c i n d a r e 	 8
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 
 S T R _ S T O P W A T C H _ L A P 	 s t o p w a t c h 	 L S K ,   R S K 	 S t r i n g   f o r   L a p   k e y . 	 L a p 	 W	 W	 #-	 V u e l t a 	 T o u r 	 L a p 	 B@57>:	 G r e m b o 	 'D-6F	 V o l t a 	 e t e k 	 V  n g   u a 	 a k h i r i 	 P u s i n g 	 2	H	*		 O m g a n g 	 K o l o 	 P o [r e d n i 	 K  r i d Q	 K i e r r o s 	 R u n d e 	 K o l o 	 R o n d e 	 V a r v t i d t a g n i n g 	 K r u g 	 T u r 	 K r o g 	 	 	 L a p 	 2	G	*		 /H1	 D~    	 	 						 2
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 
 S T R _ S T O P W A T C H _ M E M O R Y _ F U L L 	 s t o p w a t c h 	 P O P U P C O N F I R M 	 S t r i n g   f o r   M e m o r y   F u l l . 	 M e m o r y   f u l l .   R e p l a c e   o l d   r e c o r d ? 	 ]nfc	 U_]nfbc	 +H'"'2!3@G!  A5H+#7-D!H? 	 M e m o r i a   c o m p l e t a .    S u s t i t u i r   r e g i s t r o   a n t e r i o r ? 	 M  m o i r e   p l e i n e .   R e m p l a c e r   ? 	 S p e i c h e r   v o l l .   E r s e t z e n ? 	 >;=0O  ?0<OBL.   0<5=8BL  AB0@CN  70?8AL? 	 M e m o r i a   p i e n a .   S o s t i t u i r e ? 	 'D0'C1)  EED$)  ,   *(/JD  	 M e m  r i a   c h e i a .   S u b s t i t u i r ? 	 B e l l e k   d o l u .   D e i _t i r ? 	 G h i   c h  p   y , t h a y   t h      b a 	n   g h i   c u ? 	 m e m o r i   p e n u h .   G a n t i   c a t a t a n   l a m a ? 	 I n g a t a n   p e n u h .   G a n t i ? 	 8	M	.	C	$	?	  *	B	0	M	#	,   9		>			  ? 	 H u k o m m e l s e   f u l d .   U d s k i f t   g a m m e l t   r e g i s t e r ? 	 P a m e  j e   p l n  .   O d s t r a n i t   s t a r    z  z n a m ? 	 P a m i   p e Bn a .   Z m i e n i   s t a r y   z a p i s ? 	 A   m e m  r i a   m e g t e l t .   K i c s e r  l i ? 	 M u i s t i   t  y n n  .   K o r v a t a a n k o   v a n h a   e n n  t y s ? 	 M i n n e   f u l l t .   E r s t a t t   g a m m e l   r e k o r d ? 	 P a m  e  j e   p l n  .   N a h r a d i e  s t a r    z  z n a m ? 	 G e h e u g e n   v o l .   O u d e   v e r s l a g   v e r v a n g e n ? 	 M i n n e t    r   f u l l t .   E r s  t t   g a m m a l t   r e k o r d ? 	 M e m o r i j a   j e   p u n a   ! !   V r a t i   s t a r i   z a p i s ? 	 M e m o r i a   e s t e   p l i n .    n l o c u i ci ? 	 S p o m i n   P o l n .   N a d o m e s t i   S t a r   R e k o r d ? 	   .             ; 	   .   ? 	 M e m o r y   F u l l .   R e p l a c e   O l d   R e c o r d ? 	 .	G	.	0	@	  *	B	0	M	#	.   	A	(	>	  	9	5	>	2	  *	A	(	M	9	>	  8	M	%	>	*	(	  	0	>	? 	 -'A8G  ~1  '3*.   ,'2F  4H/	 EEH1  ~1    ~1'F  1'1  *(/D  ,&	   .       ? 	 						  					!   											  			? 	 8
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	 8.8M$  ,?2K*  0(M$A	 	 				  				 	 	 	 	 	 	 	 E x c l u i r   t u d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C O N F I R M _ D E L E T E _ A L L _ R E C O R D 	 s t o p w a t c h 	 P O P U P C O N F I R M 	 S t r i n g   f o r   c o n f i r m a t i o n   o f   D e l e t e   A l l   R e c o r d . 	 D e l e t e   a l l ? 	 hQ*Rd	 hQ Rd	 %1I+!? 	  E l i m i n a r   t o d o s   l o s   r e g i s t r o s ? 	 E f f a c e r   t o u s ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5  70?8A8? 	 C a n c e l l a r e   t u t t e   l e   r e g i s t r z i o n i ? 	 E3-  ,EJ9  'D3,D'*  	 E l i m i n a r   t o d o s   o s   r e g i s t o s ? 	 T  m   K a y 1t l a r   S i l 	 X  a   h t   t o  n ? 	 h a p u s   s e m u a   c a t a t a n ? 	 H a p u s   s e m u a ? 	 8	,	  0	?		I	0	M	!	  .	?		>			? 	 S l e t   A l l e   R e g i s t r e ? 	 S m a z a t   v ae c h n y   z  z n a m y ? 	 S k a s u j   w s z y s t k i e   z a p i s y ? 	 T  r l i   a z    s s z e s e t ? 	 P o i s t a   k a i k k i   e n n  t y k s e t ? 	 S l e t t   a l l e   r e k o r d e r ? 	 Z m a z a e  v ae t k y   z  z n a m y ? 	 A l l e s   v e r w i j d e r e n ? 	 T a   b o r t   a l l a   r e k o r d ? 	 U k l o n i   s v e   z a p i s e ? 	 ^t e r g e ci   t o a t e    n r e g i s t r r i l e ? 	 Z b r i ai   V s e   R e k o r d e ? 	       ; 	       ? 	 D e l e t e   A l l   R e c o r d s ? 	 8	0	M	5	  0	?		I	0	M	!	  *	A	8	B	(	  	>		>	? 	 -0A  GEG	 *E'E  1'1  H  Ey'&	     ? 	 					  						  				? 	 8
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	 (M(?  0?>0M!A2A  $J2?>2>? 	 840;8B8  2AV  70?8A8? 	 


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  



  




  

? 	     ? 	 S u s a   w o n k e   a m a r e k h o d i ? 	 C i m e   z o n k e   i i n g x e l o ? 	 F u t a   r e k o d i   z o t e ? 	 S k r a p   a l l e   r e k o r d s ? 	 `a l i n t i   v i s u s   /r a au s ? 	 D z s t   v i s u s   i e r a k s t u s ? 	 K u s t u t a n   k  i k   k i r j e d ? 	 Kv{e^l  bxlx  |eoxdveh	     ? 	 ^t e r g e ci   t o a t e    n r e g i s t r r i l e ? 	 	 	 	 				  						  						? 	 	 	 	 	 	 	 	 A p a g a r   t o d o s   r e g i s t r o s ? 	 	 	 	 	 	 	 	 G u z t i a k   e z a b a t u ? 	 T a n g g a l i n   l a h a t ? 	 B o r r a r   t o d o ? 	 K a c h a p   h a   n i i l e 	 S c r i o s   g a c h ? 
 
 S T R _ E M P T Y _ N A M E 	 s t o p w a t c h 	 P O P U P 	 S t r i n g   f o r   N a m e   E m p t y   w a r n i n g . 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 ˊ8eQjHh
T1z	 eQeN
T  	 B#I-
7H-D%L	 I n t r o d u z c a   e l   n o m b r e   d e l   a r c h i v o 	 V e u i l l e z   e n t r e r   l e   n o m   d u   f i c h i e r 	 B i t t e   D a t e i n a m e n   e i n g e b e n 	 CAB>5  8<O	 I n s e r i s c i   i l   n o m e   f i l e 	 '3E  A'1:)	 I n t r o d u z a   o   n o m e   d o   f i c h e i r o 	 L  t f e n   d o s y a   a d 1  g i r i n 	 T  n   t r n g 	 k o s o n g k a n   n a m a ! 	 K o s o n g k a n   n a m a 	 	C	*	/	>	  +	<	>		2	  (	>	.	  &	G			 T o m t   N a v n ! 	 P r  z d n    n  z e v 	 S k a s u j   n a z w ! 	 K  r e m   a d j a   m e g   a   f  j l n e v e t 	 T y h j    n i m i ! 	 T o m t   n a v n ! 	 C h  b a   n  z o v ! 	 G e e f   d e   b e s t a n d s n a a m   o p 	 T o m t   n a m n ! 	 I m e   j e   p r a z n o ! 	 I n t r o d u c e ci   u n   n u m e   p e n t r u   f i _i e r 	 P r a z n o   I m e ! 	   ! 	   	 E m p t y   N a m e ! 	 (	>		5	  0	?		>	.	>	  ! 	 D7A'  F'E  ~1HF/G  1'  H'1/  CFJ/	 ! .'D  F'E	     ! 	 							  			  							  						  					 
>
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  



  

	   	 I g a m a   a l i n a l u t h o 	 I g a m a   e l i n g e n a n t o 	 J i n a   w a z i 	 T i k   a s b   d i e   l  e r n a a m   i n 	 T u a
i a s   p a v a d i n i m a s 	 N o s a u k u m s   t u k as 	 N i m i   o n   s i s e s t a m a t a 	 4aao  avxv	   	 N u m e l e   l i p s e _t e 	 *
G
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	 (>.  >2?  0(M$A	 	 				  				 	 	 	 	 	 	 	 N o m e   v a z i o 	 	 	 	 	 	 	 	 E m a z u   f i t x a r e n   i z e n a   m e s e d e z 	 P a k i p a s o k   a n g   p a n g a l a n   n g   f i l e 	 P o r   f a v o r ,   i n s i r a   o   n o m e   d o   f i c h e i r o 	 B i k o   t i n y e   a h a   f a l 	 I o n t r  i l   a n   c o m h a d a i n m   l e   d o   t h o i l 
 
 S T R _ M U T I P U R P O S E _ T I T L E _ M S G 	 s t o p w a t c h 	 T I T L E 	 S t r i n g   f o r   n W a y   S t o p w a t c h   T i t l e . 	 S t o p w a t c h 	 S t o p W a t c h 	 S t o p W a t c h 	 2,421@'%2	 C r o n  m e t r o 	 C h r o n o m  t r e 	 S t o p p u h r 	 !5:C=4><5@	 C r o n o m e t r o 	 3'9)  *HBJ*	 C r o n  m e t r o 	 D U R   S A A T 	 n g   h   o 	 P e n g h i t u n g   D e t i k 	 J a m   r a n d i k 	 8	M		I	*	5	I			 S t o p U r 	 S t o p k y 	 S t o p e r 	 S t o p p e r  r a 	 S e k u n t i k e l l o 	 S t o p p e k l o k k e 	 S t o p k y 	 S t o p w a t c h 	 T i d t a g a r u r 	 `t o p e r i c a 	 C r o n o m e t r u 	 S t o p a r i c a 	 	   	 S t o p W a t c h 	 8	M		I	*	5	>			 1HFHE*1	 '3y'~  H'	 	 									 ,
p
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	 8M>*M  5>M	 !5:C=4><V@	 





  	  	 I - S t o p w a t c h 	 I s i t o p h u - w o t s h i 	 S a a   y a   k u p i m i a   	 S t o p h o r l o s i e 	 C h r o n o m e t r a s 	 H r o n o m e t r s 	 S t o p p e r 	 Nauoevaya	 	 C r o n o m e t r u 	 8
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M
	 7M*M q>M	 	 								 	 	 	 	 	 	 	 C r o n  m e t r o 	 	 	 	 	 	 	 	 K r o n o m e t r o a 	 S t o p w a t c h 	 C r o n  m e t r o 	 E l e k e r e   n j i a m a 	 S t o p u a i r e a d  i r 
 
 S T R _ M U T I P U R P O S E _ T I T L E _ S I D E _ M S G 	 s t o p w a t c h 	 T E X T 	 S t r i n g   f o r   n W a y   S t o p w a t c h   s i d e   T i t l e . 	 T o t a l 	 T o t a l 	 T o t a l 	 #'!	 T o t a l 	 T o t a l 	 G e s a m t 	 1I55  :>;8G5AB2>	 T o t a l e 	 'DE,EH9	 T o t a l 	 t o p l a m 	 T n g   s 	 j u m l a h 	 J u m l a h 	 	A	2		 T o t a l 	 C e l k e m 	 T o t a l 	 T e l j e s 	 Y h t e e n s  	 T o t a l 	 C e l k o m 	 T o t a a l 	 T o t a l 	 U k u p n o   : 	 T o t a l 	 S k u p n o 	 	 " 	 T o t a l 	 		B	#	>		 E,EH9	 yHyD	 	 				 
A
2
	 .J$M$	 AL>3>	 


	 	 O k u p h e l e l e 	 I y o n k e 	 J u m l a 	 T o t a a l 	 I a  v i s o 	 K o p 	 K o k k u 	 8vdpavx	 	 T o t a l 	 

F
	 .K	 	 								 	 	 	 	 	 	 	 T o t a l 	 	 	 	 	 	 	 	 G u z t i r a 	 K a b u u a n 	 T o t a l 	 N c h k t a 	 I o m l  n 
 
 S T R _ E M A I L _ C O M M O N _ S A V E _ A N D _ S E N D _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   i n   o p t i o n   m e n u   a f t e r   c o m p o s e   m a i l s ,   a f t e r   s e n d   t h e   m a i l   t h e   c o p y   w i l l   b e   s a v e d   i n   s e n t   b o x 	 S e n d   a n d   s a v e 	 P&N2QX[	 Sv^OX[	 *HA%016	 E n v i a r   y   g u a r d a r 	 E n v o y e r   e t   e n r e g i s t r e r 	 S e n d e n   u n d   s p e i c h e r n 	 B?@028BL  8  A>E@0=8BL	 I n v i a   e   s a l v a 	 '13'D  H  -A8	 E n v i a r   e   g u a r d a r 	 G  n d e r   v e   K a y d e t 	 G i   v    l u 	 K i r i m   d a n   S i m p a n 	 H a n t a r   d a n   s i m p a n 	 -	G		G		  $	%	>	  8	G	5	  	0	G			 S e n d   o g   G e m 	 O d e s l a t   a   u l o ~i t 	 W y [l i j   i   z a p i s z 	 K  l d  s    s   m e n t  s 	 L  h e t    j a   t a l l e n n a 	 S e n d   o g   l a g r e 	 O d o s l a e  a   u l o ~i e	 V e r z e n d e n   e n   o p s l a a n 	 S k i c k a   o c h   s p a r a 	 S p r e m i   i   p o aa l j i 	 E x p e d i e r e   _i   s a l v a r e 	 P o al j i   i n   S h r a n i 	     	   	 S e n d   a n d   S a v e 	 *	>	 	5	>	  	#	?	  8	G	5	M	9		 '13'D  H  0.1G	 (,  'H1  E-AH7  ,&	     	 						  			  								 -
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	 **!,   8G5M  G/!	 04VA;0B8  V  715@53B8	 




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	   	 S e n d   a n d   s a v e 	 S e n d   a n d   s a v e 	 S e n d   a n d   s a v e 	 S t u u r   e n   b e r g 	 S e n d   a n d   s a v e 	 S e n d   a n d   s a v e 	 S e n d   a n d   s a v e 	 S e n d   a n d   s a v e 	 S e n d   a n d   s a v e 	 S e n d   a n d   s a v e 	 	 	 D e r g o   d h e   r u a j 	 							  			  								 	 	 	 	 	 	 	 E n v i a r   e   s a l v a r 	 	 	 	 	 	 	 	 B i d a l i   e t a   g o r d e 	 I p a d a l a   a t   i - s a v e 	 E n v i a r   e   g a r d a r 	 Z i p   m a   d o k w a a 	 S e o l   a g u s   s  b h  i l 
 
 S T R _ E M A I L _ C O M M O N _ S A V E _ T O _ D R A F T _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   i n   o p t i o n   m e n u   a f t e r   c o m p o s e   m a i l s ,   t h e   c o p y   w i l l   b e   s a v e d   i n   d r a f t s   b o x 	 S a v e   t o   D r a f t s 	 2QX[I?z	 OX[0RI?z	 16@GA#H2	 G u a r d a r   c o m o   b o r r a d o r 	 E n r e g i s t r e r   d a n s   l e s   b r o u i l l o n s 	 I n   E n t w  r f e   s p e i c h e r n 	 !>E@0=8BL  2  '5@=>28:8	 S a l v a   i n   B o z z e 	 -A8  AJ  'DE3H/'*	 G u a r d a r   p a r a   r a s c u n h o s 	 K a y d e t   t a s l a k I 	 L u   v  o   h p   t h   n h  p 	 S i m p a n   k e   k o n s e p 	 S i m p a n   k e p a d a   D r a f 	 !	M	0	>	+	M		  .	G		  8	G	5	  	0	G			 G e m   i   U d k a s t 	 U l o ~i t   d o   k o n c e p t o	 Z a p i s z   w   r o b o c z y c h 	 M e n t  s   p i s z k o z a t k  n t 	 T a l l e n n a   l u o n n o k s i i n 	 L a g r e   t i l   U t k a s t 	 U l o ~i e  d o   k o n c e p t o v 	 O p s l a a n   i n   c o n c e p t e n 	 S p a r a   i   U t k a s t 	 S p r e m i   u   s k i c e 	 S a l v a r e    n   s c h i ce 	 S h r a n i   v   O s n u t k i h 	     	   	 S a v e   t o   D r a f t s 	 !	M	0	>	+	M		  .	'	M	/	G	  8	G	5	M	9	  	0	>		 0.1G  /1  ~4  FH3  G'	 1'Ay  E  E-AH8  ,&	   	 								  							  					 "
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  




	    	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 B e r g   i n   K o n s e p t e 	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 	 	 R u a j   t e k   s k i c a t 	 								  							  				 	 	 	 	 	 	 	 S a l v a r   e m   R a s c u n h o s 	 	 	 	 	 	 	 	 Z i r r i b o r r o e t a n   g o r d e 	 I - s a v e   s a   D r a f t s 	 G a r d a r   e n   B o r r a d o r 	 D o k w a a   n a   i h e   e d e t u r u 	 S  b h  i l   i   n D r  a c h t a  
 
 S T R _ E M A I L _ C O M M O N _ M O V E _ T O _ D R A F T _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   i n   o p t i o n   m e n u   o f   o u t b o x ,   t h e   m a i l   c o p y   w i l l   b e   m o v e d   f r o m   o u t b o x   t o   d r a f t s   b o x 	 M o v e   t o   D r a f t s 	 ,dyI?z	 yR0RI?z	 "I2"D5HA#H2	 M o v e r   a   b o r r a d o r 	 D  p l a c e r   d a n s   l e s   b r o u i l l o n s 	 Z u   E n t w  r f e   v e r s c h i e b e n 	 5@5<5AB8BL  2  '5@=>28:8	 S p o s t a   i n   B o z z e 	 *-1JC  'DJ  'DE3H/'*	 M o v e r   p a r a   r a s c u n h o s 	 T a _1  t a s l a k I 	 C h u y  	n   v a  o   t h   m u #c   n h a p 	 P i n d a h   k e   k o n s e p 	 P i n d a h   k e p a d a   D r a f 	 !	M	0	>	+	M		  .	G		  2	G	  	>				 F l y t   t i l   U d k a s t 	 P Ye s u n o u t   d o   k o n c e p t o	 P r z e n i e [  d o   r o b o c z y c h 	  t h e l y e z  s   a   p i s z k o z a t o k   k  z  	 S i i r r    l u o n n o k s i i n 	 F l y t t   t i l   U t k a s t 	 P r e s u n  e  d o   k o n c e p t o v 	 V e r p l a a t s e n   n a a r   c o n c e p t e n 	 F l y t t a   t i l l   U t k a s t 	 P r e m j e s t i   u   s k i c e 	 M u t a r e    n   s c h i ce 	 P r e m a k n i   v   O s n u t k e 	     	   	 M o v e   t o   D r a f t s 	 !	M	0	>	+	M		  .	'	M	/	G	  	>		>		 'F*B'D  (G  ~4  FH3  G'	 1'Ay  E  EF*BD  ,&	   	 								  					  				 "
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  




	    	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 S k u i f   n a   K o n s e p t e 	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 	 	 L e v i z   t e k   s k i c a t 	 									  		  					 	 	 	 	 	 	 	 M o v e r   p a r a   R a s c u n h o s 	 	 	 	 	 	 	 	 Z i r r i b o r r o e t a r a   m u g i t u 	 I l i p a t   s a   D r a f t s 	 M o v e r   a   B o r r a d o r 	 P a g h a a   n a   i h e   e d e t u r u 	 A i s t r i g h   c h u i g   D r  a c h t a  
 
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 
 S T R _ E M A I L _ S E N D _ F A I L E D _ S A V E _ S U C C E S S _ I D 	 E m a i l 	 P O P U P 	 U s e d   a f t e r   o p t i o n   s e n d   a n d   s a v e   f i n i s h e d 	 S e n d   f a i l e d   b u t   s a v e d 	 P1YWeFO]2QX[	 S1Y%FO]OX[	 *H%I!@+%', 16*3@#G	 E r r o r   a l   e n v i a r ,   g u a r d a r   c o r r e c t o 	 L ' e n v o i   a    c h o u  ,   l ' e n r e g i s t r e m e n t   a    t    e f f e c t u    a v e c   s u c c  s 	 S e n d e n   f e h l g e s c h l a g e n ,   S p e i c h e r n   e r f o l g r e i c h 	 G B 2 3 1 2   	 I n v i o   n o n   r i u s c i t o ,   s a l v a t a g g i o   c o m p l e t a t o 	 A4D  AJ  'D'13'D, H  F,'-  AJ  'D-A8	 E n v i o   f a l h o u ,   a r m a z e n a m e n t o   c o m    x i t o 	 G B 2 3 1 2 	 K h  n g   g i   c ,    l u   t h  n h   c  n g 	 G B 2 3 1 2 	 H a n t a r   g a g a l ,   s i m p a n   b e r j a y a 	 -	G		(	>	  	8	+	2	,   8	G	5	  	0	(	>	  8	+	2		 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 S i k e r t e l e n   k  l d  s ,   s i k e r e s   m e n t  s 	 G B 2 3 1 2 	 G B 2 3 1 2 	 G B 2 3 1 2 	 V e r z e n d e n   m i s l u k t ,   o p s l a a n   g e l u k t 	 G B 2 3 1 2 	 G B 2 3 1 2 	 E x p e d i e r e   e _u a t ,   s a l v a r e   r e u _i t 	 G B 2 3 1 2 	 G B 2 3 1 2 	   ,     	 G B 2 3 1 2 	 	@	,	@	2 3 1 2 	 '13'D  F'EHAB  0.1G  EHAB	 (,F'  F''E    E-AH8  1F'  'E'(	 2 3 1 2 	 						  				,   							  				 -
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 S T R _ E M A I L _ S E N D _ A N D _ R E C E I V E _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s e n d   a n d   r e c e i v e   E m a i l s   i n   E m a i l   m a i n   m e n u 	 S e n d   a n d   r e c e i v e 	 PSc6e	 SSc6e	 *HA%0#1	 E n v i a r   y   r e c i b i r 	 E n v o y e r   e t   r e c e v o i r 	 S e n d e n   u n d   e m p f a n g e n 	 B?@028BL  8  ?>;CG8BL  	 I n v i a   e   r i c e v i 	 '13'D  H  '3*D'E	 E n v i a r   e   r e c e b e r 	 G  n d e r   v e   a l m a y o r 	 G i   v    n h n 	 K i r i m   d a n   M e n e r i m a 	 H a n t a r   d a n   t e r i m a 	 -	G		G		  $	%	>	  *	M	0	>	*	M	$	  	0	G			 S e n d   o g   M o d t a g 	 O d e s l a t   a   p Yi j m o u t 	 W y [l i j   i   O d b i e r z 	 K  l d  s    s   f o g a d  s 	 L  h e t    j a   v a s t a a n o t a 	 S e n d   o g   m o t t a 	 O d o s l a e  a   p r i j  m a e	 V e r z e n d e n   e n   o n t v a n g e n 	 S k i c k a   o c h   t a   e m o t 	 S l a n j e   i   p r i j e m 	 E x p e d i e r e   _i   p r i m i r e 	 P o al j i   i n   S p r e j m i 	     	   	 7?@0B8  8  >;CG8	 *	>	 	5	?	2	G	  	#	?	  	2	G		 '13'D    H  /1'A*	 (,  'H1  EH5HD  ,&	     	   						  	  									 -
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  


  






  


	     	 T h u m e l a   w a m u k e l e 	 T h u m e l a   k w a y e   u f u m a n e 	 T u m a   n a   p o k e a 	 S t u u r   e n   o n t v a n g 	 I as i ss t i   i r   g a u t i 	 S kt +t   u n   s a Fe m t 	 S a a d a   j a   v  t a   v a s t u 	 Hraoel    }aval	     	 E x p e d i e r e   _i   p r i m i r e 	 
/
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	 *M0G0#  ,  *M0>*M$	 D e r g o   d h e   m e r r 	 							  			  								 	 	 	 	 	 	 	 E n v i a r   e   r e c e b e r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ W R I T E _ E M A I L _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   w r i t e   E m a i l   i n   E m a i l   m a i n   m e n u 	 W r i t e   E m a i l 	 }/P[N	 5uP[N	 @5"-5@!%	 E s c r i b i r   c o r r e o   e l e c t r  n i c o 	  c r i r e   c o u r r i e l 	 E - M a i l   s c h r e i b e n 	 0?8A0BL  M;.   ?8AL<>	 S c r i v i   m e s s a g g i o   d i   p o s t a   e l e t t r o n i c a 	 *-1J1  (1J/  'DC*1HFJ	 E s c r e v e r   m e n s a g e m   d e   c o r r e i o   e l e c t r  n i c o 	 y a z   e - p o s t a 	 S o n   t h   i n   t 	 M e n u l i s   E m a i l 	 M e n u l i s   E - m e l 	 	- .	G	2	  *	$	>		 S k r i v   E - m a i l 	 N a p s a t   e - m a i l 	 N a p i s z   e M a i l 	 E - m a i l    r  s a 	 K i r j o i t a   v i e s t i 	 S k r i v   e - p o s t 	 N a p  s a e  e - m a i l 	 E - m a i l   s c h r i j v e n 	 N y t t   e - p o s t m e d d e l a n d e 	 N a p i ai   e - p o at u 	 S c r i e r e   e m a i l 	 N a p i ai   E m a i l 	   E m a i l 	     	 0?8H8  E m a i l 	 	- .	G	2	  2	?	9	>		 FH4*F  'ED	 '  ED  D	   	 				  						 
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  


	 -   	 B h a l a   i - i m e y l i 	 B h a l a   i - i m e y l e 	 A n d i k a   B a r u a   p e p e 	 S k r y f   e - p o s 	 R a ay t i   e l .   l a i ak 	 R a k s t +t   e - p a s t u 	 K i r j u t a   e - k i r i 	 ?aftel  gl.   x}k  parxdacxiuxv	   E m a i l 	 C o m p u n e r e   m e s a j   e m a i l 	 
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 
 S T R _ E M A I L _ S E N T _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T ,   P O P U P C O N F I R M ,   C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   t o   e n t e r   s e n t   f o l d e r   i n   E m a i l   m a i n   m e n u 	 S e n t 	 ][N{	 ]SN{	 *H--	 E n v i a d o 	 E n v o y  	 G e s e n d e t 	 B?@02;5==K5	 P o s t a   i n v i a t a 	 *E  'D'13'D	 E n v i a d a s 	 G  n d e r   	 a   g 	i 	 K i r i m 	 D i h a n t a r 	 -	G		>		 S e n d t 	 O d e s l a n  	 W y s Ba n e 	 E l k  l d  t t 	 L  h e t e t t y 	 S e n d t 	 O d o s l a n  	 V e r z e n d e n 	 S k i c k a d e 	 P o s l a n o 	 M e s a j e   e x p e d i a t e 	 P o al j i     	   	     	 7?@0B5=>	 *	M	0	G	7	?	$		 EH'1/  '13'D  4/G	 (,'  '	 	 								 -
G

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	 	 K u t h u n y e l w e 	 T h u n y e l w e 	 I m e t u m w a 	 G e s t u u r 	 I as i ss t a 	 N o s kt +t i 	 S a a d e t u d 	 Hrao~an  parxdacxiuxvve	 	 E x p e d i a t 	 
/

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	 *M0G0#	 D e r g u a r 	 								 	 	 	 	 	 	 	 E n v i a d o 	 	 	 	 	 	 	 	 B i d a l i a 	 N a i p a d a l a 	 E n v i a d o s 	 Z i p 	 S e o l t a 
 
 S T R _ E M A I L _ D E L E T E _ A L L _ F O L D E R _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s e l e c t   f o l d e r   t o   d e l e t e   m a i l s   i n   E m a i l   m a i n   m e n u 	 C l e a r   m a i l b o x 	 nzz{	 nzz{	 %%H-@!%L1I+!	 B o r r a r   b u z  n   d e   c o r r e o 	 n e t t o y e r   l a   b o i t e   e - m a i l 	 M a i l b o x   l  s c h e n 	 G8AB8BL  ?>GB>2K9  OI8:	 E l i m i n a   t u t t e   l e   c a r t e l l e 	 E3-  5F/HB  'D(1J/	 L i m p a r   c a i x a   d e   c o r r e i o 	 S i l   T  m   K l a s  r l e r 	 X  a   t o  n   b   h p   t h 	 H a p u s   S e m u a   f o l d e r 	 K o s o n g k a n   p e t i   m e l 	 .	G	2	,	I		M	8	  	>	2	@	  	0	G			 S l e t   A l l e   m a p p e r 	 S m a z a t   c e l o u   s l o ~k u 	 S k a s u j   w s z y s t k i e   f o l d e r y 	  z e n e t e k   t  r l  s e 	 P o i s t a   k a i k k i   k a n s i o t 	 S l e t t   a l t - f o l d e r 	 Z r u ai e  c e l    z l o ~k u 	 P o s t v a k   w i s s e n 	 R a d e r a   a l l a 	 D i r e k t o r i j   U k l o n i   s v e   	 ^t e r g e r e   m e s a j e   d i n   c u t i a   p o _t a l 	 Z b r i ai   V s e   M a p e 	         	       	 7B@89  A8G:8  0?:0	 8	0	M	5	  +	K	2	M	!	0	  *	A	8	B	(	  	>		>	  	 ~'  1/F  5F/HB  ~3*	 *E'E  AHD1  H  Ey'&	     	 							  								  					 8
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	 2M  +K2M!0M  $J2?A.A	 840;8B8  2AV  ?0?:8	 








  


  


	      	 S u l a   i b h o k i s i   l e m e y i l i 	 C o c a   i m e y l b h o k s 	 T a n d u a   k i s a n d u k u   c h a   b a r u a 	 M a a k   p o s b u s   s k o o n 	 I av a l y t i   p a at o   d ~u t 	 N o t +r +t   p a s t k a s t i 	 T  h j e n d a   p o s t k a s t 	 Dael  x}aorh	     	 ^t e r g e r e   m e s a j e   d i n   c u t i a   p o _t a l 	 .
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 	 .G2M ,>M8  >2?  0(M$A	 B o s h a t i s   k u t i n e   p o s t a l e 	 								  								  				 	 	 	 	 	 	 	 L i m p a r   c a i x a   d e   c o r r e i o 	 	 	 	 	 	 	 	 P o s t o n t z i a   h u s t u 	 A l i s a n   n g   l a m a n   a n g   m a i l b o x 	 L i m p a r   c a i x a   d e   c o r r e o 	 K p o c h a p   i g b e   o z i   i k u k u 	 G l a n   b o s c a   r - p h o i s t 
 
 S T R _ E M A I L _ C O N N E C T I N G _ T O _ O U T G O I N G _ S E R V E R _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   w h e n   E m a i l   i s   c o n n e c t i n g   S M T P   s e r v e r 	 S M T P   s e r v e r 	 Y:O
ghV	 S
gRhV	 @4#L@'-#L  S M T P 	 S e r v i d o r   S M T P 	 S e r v e u r   S M T P 	 S M T P - S e r v e r 	 !5@25@  S M T P 	 S e r v e r   S M T P 	 E9/'*  'D./E)  S M T P 	 S e r v i d o r   S M T P 	 S M T P   S e r v e r . . . 	 M  y   p h c   v   S M T P 	 P e n y e d i a   S M T P . . . 	 P e l a y a n   S M T P 	 S M T P   8	0	M	5	0	. . . 	 S M T P   S e r v e r . . . 	 S M T P   S e r v e r . . . 	 S e r w e r   S M T P . . . 	 S M T P   s z e r v e r . . . 	 S M T P - n  e n n  i s p a l v e l i n 	 S M T P - s e r v e r . . . 	 S M T P   S e r v e r . . . 	 S M T P - s e r v e r 	 S M T P - s e r v e r . . . 	 S M T P   p o s l u ~i t e l j . . . 	 S e r v e r   S M T P 	 S M T P   S e r v e r . . . 	 S M T P   S e r v e r . . . 	   S M T P 	 S M T P   !J@2J@. . . 	 	8		.		@	*	@	  8	0	M	5	M	9	0	. . . 	 31H1  S M T P 	 '3  'E  y  ~  31H1	   . . . 	 		. 		. 		. 		  								 
8
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. . . 	 8M?*?  80M50M. . . 	 S M T P   A5@25@. . . 	 S M T P   




	 S M T P   	 I s e v a   y e - S M T P 	 I s e v a   y e - S M T P 	 S e v a   y a   S M T P 	 S M T P - b e d i e n e r 	 S M T P   s e r v e r i s 	 S M T P   s e r v e r i s 	 S M T P - s e r v e r 	 S M T P   }e~e	 S M T P   	 S e r v e r   S M T P 	 S M T P   8
0
M

 5
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0
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 	 S M T P   80M-0	 N y j a   S T M P 	 S M T P   								 	 	 	 	 	 	 	 S e r v i d o r   S M T P 	 	 	 	 	 	 	 	 S M T P   z e r b i t z a r i a 	 S M T P   s e r v e r 	 S e r v i d o r   S M T P 	 I g w e   S M P T 	 F r e a s t a l a    S M T P 
 
 S T R _ E M A I L _ C O N N E C T I N G _ T O _ I N C O M I N G _ S E R V E R _ P O P 3 _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   w h e n   E m a i l   i s   c o n n e c t i n g   P O P 3   s e r v e r 	 P O P 3   s e r v e r 	 gQ:O
ghV	 c6e
gRhV	 @4#L@'-#L  P O P 3 	 S e r v i d o r   P O P 3 	 S e r v e u r   P O P 3 	 P O P 3 - S e r v e r 	 !5@25@  P O P 3 	 S e r v e r   P O P 3 	 E9/'*  'D./E)  P O P 3 	 S e r v i d o r   P O P 3 	 P O P 3   S e r v e r . . . 	 M  y   p h c   v   P O P 3 	 P e n y e d i a   P O P 3 . . . 	 P e l a y a n   P O P 3 	 P O P 3   8	0	M	5	0	. . . 	 P O P 3   S e r v e r . . . 	 P O P 3   S e r v e r . . . 	 S e r w e r   P O P 3 . . . 	 P O P 3   s z e r v e r . . . 	 P O P 3 - p a l v e l i n 	 P O P 3 - s e r v e r . . . 	 P O P 3   S e r v e r . . . 	 P O P 3 - s e r v e r 	 P O P 3 - s e r v e r 	 P O P 3   p o s l u ~i t e l j . . . 	 S e r v e r   P O P 3 	 P O P 3   S e r v e r . . . 	 P O P 3   S e r v e r . . . 	   P O P 3 	 P O P 3   !J@2J@. . . 	 *	@		*	@	3   8	0	M	5	M	9	0	. . . 	 31H1  P O P 3 	 ~  'H  ~  3   31H1	 P O P 3   . . . 	 			  								 *
@
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. . . 	 *?*?3   80M50M. . . . 	 P O P 3   A5@25@. . . 	 P O P 3   




	 P O P 3   	 I s e v a   y e - P O P 3 	 I s e v a   y e - P O P 3 	 S e v a   y a   P O P 3 	 P O P 3 - b e d i e n e r 	 P O P 3   s e r v e r i s 	 P O P 3   s e r v e r i s 	 P O P 3 - s e r v e r 	 P O P 3   }e~e	 P O P 3   	 S e r v e r   P O P 3 	 P O P 3   8
0
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 5
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 	 P O P 3   80M-0	 N y j a   P O P 3 	 P O P 3   								 	 	 	 	 	 	 	 S e r v i d o r   P O P 3 	 	 	 	 	 	 	 	 P O P 3   z e r b i t z a r i a 	 P O P 3   s e r v e r 	 S e r v i d o r   P O P 3 	 I g w e   P O P 3 	 F r e a s t a l a    P O P 3 
 
 S T R _ E M A I L _ C O N N E C T I N G _ T O _ I N C O M I N G _ S E R V E R _ I M A P 4 _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   w h e n   E m a i l   i s   c o n n e c t i n g   I M A P 4   s e r v e r 	 I M A P 4   s e r v e r 	 gQ:O
ghV	 c6e
gRhV	 @4#L@'-#L  I M A P 4 	 S e r v i d o r   I M A P 4 	 S e r v e u r   I M A P 4 	 I M A P 4 - S e r v e r 	 !5@25@  I M A P 4 	 S e r v e r   I M A P 4 	 E9/'*  'D./E)  I M A P 4 	 S e r v i d o r   I M A P 4 	 I M A P 4   S e r v e r . . . 	 M  y   p h c   v   I M A P 	 P e n y e d i a   I M A P 4 	 P e l a y a n   I M A P 4 	 I M A P 4   8	0	M	5	0	. . . 	 I M A P 4   S e r v e r . . . 	 I M A P 4   S e r v e r . . . 	 S e r w e r   I M A P 4 . . . 	 I M A P 4   s z e r v e r . . . 	 I M A P 4 - p a l v e l i n 	 I M A P 4 - s e r v e r . . . 	 I M A P 4   S e r v e r . . . 	 I M P A 4 - s e r v e r 	 I M A P 4 - s e r v e r 	 I M A P 4   p o s l u ~i t e l j . . . 	 S e r v e r   I M A P 4 	 I M A P 4   S e r v e r . . . 	 I M A P 4   S e r v e r . . . 	   I M A P 4 	 I M A P 4   !J@2J@. . . 	 	/		.		*	@	4   8	0	M	5	M	9	0		 31H1  I M A P 4 	 'S&  'E  '~  4   31H1	 4   . . . 	 		. 		. 	. 			  								 

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. . . 	 *?4   80M50M. . . . 	 I M A P 4   A5@25@. . . 	 I M A P 4   




	 I M A P 4   	 I s e v a   y e - I M A P 4 	 I s e v a   y e - I M A P 4 	 S e v a   y a   I M A P 4 	 I M A P 4 - b e d i e n e r 	 I M A P 4   s e r v e r i s 	 I M A P 4   s e r v e r i s 	 I M A P 4 - s e r v e r 	 I M A P 4   }e~e	 I M A P 4   	 S e r v e r   I M A P 4 	 I M A P 4   8
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 	 I M A P 4   80M-0	 N y j a   I M A P 4 	 I M A P 4   								 	 	 	 	 	 	 	 S e r v i d o r   I M A P 4 	 	 	 	 	 	 	 	 I M A P 4   z e r b i t z a r i a 	 I M A P 4   s e r v e r 	 S e r v i d o r   I M A P 4 	 I g w e   I M A P 4 	 F r e a s t a l a    I M A P 4 
 
 S T R _ E M A I L _ A U T H O R I Z I N G _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t i t l e   w h e n   E m a i l   i s   i n   p r o g r e s s i n g   o f   a u t h o r i z i n g 	 A u t h o r i z i n g 	 NI-N	 ck(WN	 3%14*9L1'#4	 A u t o r i z a n d o 	 A u t o r i s a t i o n   e n   c o u r s 	 A u t o r i s i e r u n g 	  07@5H5=85	 A u t o r i z z a z i o n e   i n   c o r s o 	 ,'1M  'D*H+JB	 A   a u t o r i z a r 	 y e t k i   v e r m e k 	 a n g   x  c   n h n   t   c  c h 	 p e r i j i n a n 	 B e r i   k e b e n a r a n 	 	'	?		C	$	  	0	(	>		 A u t o r i s e r e r 	 O v Ye n    p r a v o s t i 	 A u t o r y z a c j a 	 H i t e l e s  t  s   f o l y a m a t b a n 	 V a l t u u t e t a a n 	 A u t o r i s e r e r 	 A u t o r i z  c i a 	 B e z i g   m e t   a u t o r i s e r e n 	 G e r   b e h  r i g h e t . . . 	 A u t o r i z a c i j a 	 A u t o r i z a r e    n   c u r s 	 A v t o r i z i r a t i 	 	 	 B>@878@0=5	 *	M	0	>	'	?		C	$		 /1  -'D  *#/  E,H2	 EF8H1	     	 									  							 
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 
 S T R _ E M A I L _ V E R I F Y I N G _ U S E R N A M E _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   w h e n   E m a i l   i s   i n   p r o g r e s s i n g   o f   a u t h o r i z i n g 	 U s e r   n a m e / 	 O(u
T1z/ 	 (u7b
T/ 	 
7H-9IC
I/ 	 N o m b r e   d e   u s u a r i o / 	 N o m   d ' u t i l i s a t e u r 	 B e n u t z e r n a m e / 	 <O  ?>;L7>20B5;O	 N o m e   u t e n t e / 	 '3E  'DE3*./E	 N o m e   d e   u t i l i z a d o r / 	 k u l a d i 	 T  n   n g i   d  n g / 	 n a m a   p e m a k a i / 	 N a m a   p e n g g u n a / 	 *	M	0	/	K		M	$	>	  (	>	.	/ 	 B r u g e r n a v n / 	 U ~i v a t e l s k    j m  n o / 	 N a z w a   u |y t k o w n i k a 	 F e l h a s z n  l  n  v / 	 K  y t t  j  n i m i 	 B r u k e r n a v n / 	 U ~ v a t e >s k    m e n o / 	 G e b r u i k e r s n a a m / 	 a n v  n d e r n a m n 	 K o r i s n i 
k o   I m e / 	 N u m e   u t i l i z a t o r / 	 U p o r a b n i ak o   I m e / 	   	   / 	 >B@518B5;A:>  <5/ 	 		*	/	K			0	M	$	>		@	(	>		5	/ 	 F'E  '1(1/ 	 / H21  F'E	 / 	 												  			/ 	 5
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  


/ 	   / 	 I g a m a   l o m s e b e n z i s i / 	 I g a m a   l o m s e b e n z i s i 	 J i n a   l a   m t u m i a j i / 	 G e b r u i k e r s n a a m / 	 N a u d o t o j o   v a r d a s / 	 L i e t o t j v r d s / 	 K a s u t a j a n i m i / 	 Uc~xrk  avxv/ 	   / 	 N u m e   u t i l i z a t o r / 	 /
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 
 S T R _ E M A I L _ M A I L S _ I D 	 E m a i l 	 H I N T ,   C 0 5 7 _ 1 ,   C 2 6 1 _ 1 ,   C 2 6 1 _ 2 	 T h e   u n i t   o f   E m a i l 	 M a i l ( s ) 	 \	 \	 	1	 C o r r e o ( s ) 	 C o u r r i e l ( s ) 	 M a i l ( s ) 	 >GB>2K5  04@5A0	 M e s s a g g i   d i   p o s t a 	 'D(1J/	 M e n s a g e n s   d e   c o r r e i o   e l e c t r  n i c o 	 P o s t a l a r 	 T h 	 s u r a t 	 M e l 	 .	G	2		 m a i l s 	 m a i l y 	 L i s t y 	 l e v e l e k 	 S  h k  p o s t i 	 e - p o s t e r 	 m a i l y 	 M a i l ( s ) 	 p o s t 	 p o at e 	 E - m a i l ( u r i ) 	 E - m a i l i 	 	 	 ?8A<0	 .	G		2	M	8		 F'EG( G') 	 ED	 	 				 .
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 
 S T R _ E M A I L _ I N P U T _ A D D R E S S _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t i t l e   w h e n   e d i t i n g   E m a i l   a d d r e s s 	 I n p u t   a d d r e s s 	 8eQ0W@W	 eQ0W@W	 C*H5H-"9H	 I n t r o d u c i r   d i r e c c i  n 	 E n t r e z   l ' a d r e s s e 	 A d r e s s e   e i n g e b e n 	 2548B5  04@5A	 I m m e t t e r e   i n d i r i z z o 	 '/.'D  9FH'F	 I n t r o d u z i r   e n d e r e  o 	 G i r i _  a d r e s 	 N h p   a   c h 	 A l a m a t   I n p u t 	 A l a m a t   i n p u t 	 	(	*	A		  *	$	>		 T a s t   A d r e s s e 	 Z a d a t   a d r e s u 	 A d r e s   w e j [c i o w y 	 C  m   m e g a d  s a 	 S y  t    o s o i t e 	 I n n f  r i n g s s a d r e s s e 	 V l o ~i e  a d r e s u 	 G e e f   a d r e s   o p 	 M a t a   i n   a d r e s s 	 U l a z n a   a d r e s a 	 I n t r o d u c e r e   a d r e s 	 V n e s i   N a s l o v 	   	   	 J2548  4@5A	 	(	*	A		  *	$	M	$	>		 H1H/  F4'F	 ~*  /'.D  ,&	     	 					  							 
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	    	 I k h e l i   l e - i n p u t 	 F a k a   i d i l e s i 	 I n g i z a   a n w a n i 	 V o e r   a d r e s   i n 	 .v e s t i   a d r e s 	 I e v a d e s   a d r e s e 	 S i s e s t a   a a d r e s s 	 Dxace  pa}ev	   	 I n t r o d u c e r e   a d r e s 	 
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 
 S T R _ E M A I L _ V I E W _ P L A Y _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   v i e w   o r   p l a y   a t t a c h m e n t 	 V i e w / P l a y 	 j/ d>e	 gw/ d>e	 A*/ @%H	 V e r / R e p r o d u c i r 	 L i r e / v i s i o n n e r 	 A n s i c h t / W i e d e r g a b e 	 @>A<>B@/ >A?@. 	 V i s u a l i z z a / R i p r o d u c i 	 916/   *4:JD	 V e r / R e p r o d u z i r 	 g  r  n  m  / O y n a t 	 X e m / P h  t 	 L i h a t / M a i n 	 L i h a t / M a i n 	 &	G		G		/ 	2	>				 S e / A f s p i l 	 Z o b r a z i t / P Ye h r  t 	 Z o b a c z / O d t w  r z 	 M e g t e k i n t  s / l e j  t s z  s 	 K a t s o / T o i s t a 	 S e / s p i l l   a v 	 Z o b r a z i e/ P r e h r a e	 B e k i j k e n / a f s p e l e n 	 V i s a / S p e l a   u p p 	 P o g l e d a j   /   i z v o d i 	 V i z u a l i z a r e / R e d a r e 	 P o g l e j / P r e d v a j a j 	 / 	   /   	 86/ 7?J;=8	 *	9	>	/ 	>	2	B		 E4'G/G/ ~.4	 /\   D'&	   / 	 			/ 						 &
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/ 




	 / 	 H l o l a / D l a l a 	 J o n g a / k h a l i s a 	 A n g a l i a / C h e z a 	 K y k   n a / S p e e l 	 P e r ~i kr t i   /   l e i s t i 	 S k a t +t / S p l t 	 K u v a / E s i t a 	 4kel/ F~acaoel	 / 	 V i z u a l i z a r e / R e d a r e 	 
>
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 
 S T R _ E M A I L _ F R O M _ I D 	 E m a i l 	 T I T L E ,   U N L I M ,   C 0 5 7 _ 1 	 T h e   n a m e   o f   E m a i l   F r o m   f i e l d   d i s p l a y e d   o n   t i t l e 	 F r o m 	 [N	 SNN	 2	 D e 	 D e 	 V o n 	 B  	 D a 	 EF	 D e 	 y e r i 	 N g i   n h n 	 D a r i 	 D a r i p a d a 	 8	G		 F r a 	 O d 	 O d 	 K  l d Q	 L  h e t t  j  	 F r a 	 O d 	 V a n 	 F r  n 	 O d 	 D i n 	 O d 	 	 	 B	 .	'	B	(		 '2  	 EF,'F(	 	 					 $
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	 	 K u v e l a   k u 	 U k u s u k a 	 K u t o k a 	 V a n 	 N u o 	 N o 	 S a a t j a : 	 Htk	 _ 	 D e   l a 	 
/
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	  >0A	 	 				 	 	 	 	 	 	 	 D e 	 	 	 	 	 	 	 	 N o r k : 	 M u l a   k a y 	 D e 	 S i t e   n a 	  
 
 S T R _ E M A I L _ A D D R E S S _ L I S T _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t i t l e   o f   a d d r e s s   l i s t   w h e n   c o m p o s e / r e a d   m a i l s 	 E m a i l   a d d r e s s   l i s t 	 P[N0W@WnU	 5uP[N0W@WRh	 #2"2#5H-"9H	 L i s t a   d e   d i r e c c i o n e s 	 L i s t e   d ' a d r e s s e s 	 A d r e s s e n l i s t e 	 !?8A>:  04@5A>2  	 E l e n c o   i n d i r i z z i 	 B'&E)  'D9F'HJF	 L i s t a   d e   e n d e r e  o 	 a d r e s   l i s t e 	 S  	  i #a   c h i 		 d a f t a r   a l a m a t 	 S e n a r a i   a l a m a t 	 *	$	>	  8	B		@		 A d r e s s e   L i s t e 	 A d r e s  Y	 L i s t a   a d r e s o w a 	 C  m l i s t a 	 O s o i t e l u e t t e l o 	 A d r e s s e l i s t e 	 A d r e s  r 	 A d r e s l i j s t 	 A d r e s s l i s t a 	 P o p i s   a d r e s a 	 L i s t   d e   a d r e s e 	 S e z n a m   N a s l o v o v 	   	   	 !?8AJ:  4@5A8	 *	$	M	$	>	  8	B		@		 D3*  F4'F	 A13*  ~*	   	 						  							 *
$
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	 !M08M  >,?$>	 !?8A>:  04@5A	 







  



	   	 U h l u   l w a m a k h e l i 	 U l u h l u   l w e d i l e s i 	 O r o d h a   y a   a n w a n i 	 A d r e s l y s 	 A d r e s a s s  s r a aa s 	 A d r e au   s a r a k s t s 	 A a d r e s s i d e   l o e n d 	 @a}evek  avo	   	 L i s t   d e   a d r e s e 	 5
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	  ?#>  $>2?>	 	 					  							 	 	 	 	 	 	 	 L i s t a   d e   e n d e r e  o s   d e   e - m a i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E P L Y _ W I T H O U T _ C O N T E N T _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   r e p l y   t h e   f r o m   a d d r e s s   o f   t h a t   m a i l   a n d   w i t h o u t   t h e   c o n t e n t   o f   t h a t   m a i l 	 R e p l y   w i t h o u t   c o n t e n t 	 VBf
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 
 S T R _ E M A I L _ R E P L Y _ A L L _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   r e p l y   a l l   t h e   a d d r e s s   o f   t h a t   m a i l 	 R e p l y   a l l 	 hQV	 hQV
Y	 -%11I+!	 R e s p o n d e r   a   t o d o s 	 R  p o n d r e      t o u s 	 A l l e s   b e a n t w o r t e n 	 B25B8BL  2A5<  	 R i s p o n d i   a   t u t t i 	 1/  'DJ  'D,EJ9	 R e s p o n d e r   a   t o d o s 	 T  m  n    Y a n 1t l a 	 T r   l i   c h o   t t   c   m i   n g i 	 j a w a b   s e m u a 	 B a l a s   s e m u a 	 8	-	@	  	>	  		$	M	$	0	  &	G			 S v a r   A l l e 	 O d p o v d t   v ae 	 O d p o w i e d z   w s z y s t k i m 	 V  l a s z   m i n d e n k i n e k 	 V a s t a a   k a i k i l l e 	 S v a r   a l l e 	 O d p o v e d a e  v ae t k o 	 A a n   a l l e n   a n t w o o r d e n 	 S v a r a   a l l a 	 O d g o v o r i   s v e 	 R s p u n d e ci   t u t u r o r 	 O d g o v o r i   V s e 	     	   	 B3>2>@  =0  A8G:8	 8	0	M	5	  		$	M	$	0	&	M	/	>		 ~'3.  (G  GEG	 *E'E  H  ,H'(  /	   	 						  					  				 8
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	 (M(???  0?*M2H  5A.A	 V4?>2VAB8  2AV<	 




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	   	 P h e n d u l a   k o n k e 	 P h e n d u l a   z o n k e 	 J i b u   z o t e 	 A n t w o o r d   a l m a l 	 A t s a k y t i   v i s i e m s 	 A t b i l d t   v i s i e m 	 V a s t a   k  i g i l e 	 Jaa}mavel  bxlxkv	   	 R s p u n d e ci   t u t u r o r 	 
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 
 S T R _ E M A I L _ R E P L Y _ A L L _ W I T H O U T _ C O N T E N T _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   r e p l y   a l l   t h e   a d d r e s s   o f   t h a t   m a i l   a n d   w i t h o u t   t h e   c o n t e n t   o f   t h a t   m a i l 	 R e p l y   a l l   w i t h o u t   c o n t e n t 	 hQV&N
ND
NOOgQ[	 hQV
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 
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ghV-[	 S
gRhVn	 @4#L@'-#L*H--	 S e r v i d o r   s a l i e n t e 	 S e r v e u r   d e   c o u r r i e r   s o r t a n t 	 A u s g e h e n d e r   S e r v e r 	 AE>4OI89  A5@25@	 S e r v e r   i n   u s c i t a 	 '9/'/'*  'DE3*./E  ('13'D	 S e r v i d o r   d e   m e n s a g e n s   a   e n v i a r 	 F a k s l a r   s u n u c u 	 C  i   m  y   p h c   v   c h u y n   r a 	 s e r v e r   k e l u a r 	 P e l a y a n   k e l u a r 	 	>	(	G	5	>	2	>	  8	0	M	5	0		 U g  e n d e   S e r v e r 	 S e r v e r   o d c h o z  c h   z p r  v 	 S e r w e r   n a d a w c z y 	 K i m e n Q  s z e r v e r 	 L  h t e v  n   p o s t i n   p a l v e l i n 	 U t g  e n d e   s e r v e r 	 S e r v e r   p r e   o d c h  d z a j  c e   s p r  v y 	 U i t g a a n d e   s e r v e r 	 U t g  e n d e   s e r v e r 	 O d l a z n i   p o s l u ~i t e l j 	 S e r v e r   p e n t r u   e x p e d i e r e 	 I z h o d n i   S e r v e r 	 S e r v e r   	   	 !J@2J@  7E>4OI8	 ,	>	9	G	0	  	>	#	>	0	G	  8	0	M	5	M	9	0		 31H1  .1H,	 Q"$y  H&F  31H1	   	 									  								 ,
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ghV-[	 c6e
gRhVn	 @4#L@'-#L#1@I2	 S e r v i d o r   e n t r a n t e 	 S e r v e u r   d e   c o u r r i e r   e n t r a n t 	 E i n g e h e n d e r   S e r v e r 	 E>4OI89  A5@25@	 S e r v e r   i n   e n t r a t a 	 '9/'/'*  'DE3*./E  ('3*D'E	 S e r v i d o r   d e   m e n s a g e n s   r e c e b i d a s 	 g e l e n   s u n u c u 	 C  i   m  y   p h c   v   c h u y n   v  o 	 s e r v e r   m a s u k 	 P e l a y a n   m a s u k 	 	(	G	5	>	2	>	  8	0	M	5	0		 I n d g  e n d e   S e r v e r 	 S e r v e r   p Y c h o z  c h   z p r  v 	 S e r w e r   o d b i o r c z y 	 B e j  v Q  s z e r v e r 	 S a a p u v a n   p o s t i n   p a l v e l i n 	 I n n k o m m e n d e   s e r v e r 	 S e r v e r   p r e   p r i c h  d z a j  c e   s p r  v y 	 I n k o m e n d e   s e r v e r 	 I n k o m m a n d e   s e r v e r 	 D o l a z n i   p o s l u ~i t e l j 	 S e r v e r   p e n t r u   r e c e p ci o n a r e 	 V h o d n i   S e r v e r 	 S e r v e r   	   	 !J@2J@  E>4OI8	 /	G	(	>	0	G	  8	0	M	5	M	9	0		 31H1  H1H/	 'F  EF  31H1	   	 			  								 
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	   	 I s e v a   y e z i n g e n a y o 	 I s e v a   e n g e n a y o 	 S e v a   i n a y o i n g i a 	 I n k o m e n d e   b e d i e n e r 	 .e i n a n t i s   s e r v e r i s 	 I e n k o a  p a s t a   s e r v e r i s 	 S i s e n e v   s e r v e r 	 Dxaukv  }e~e	   	 S e r v e r   p e n t r u   r e c e p ci o n a r e 	 
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 
 S T R _ E M A I L _ S I G N A T U R E _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   s i g n a t u r e   i n   E m a i l   a c c o u n t   s e t t i n g 	 S i g n a t u r e 	 =|
Tj	 ~{
T	 %2"@G	 F i r m a 	 S i g n a t u r e 	 S i g n a t u r 	 >4?8AL  	 F i r m a 	 *HBJ9	 A s s i n a t u r a 	 i m z a 	 C h   k  	 t a n d a 	 T a n d a t a n g a n 	 9	8	M	$	>		M	7	0		 S i g n a t u r 	 P o d p i s 	 P o d p i s 	 A l   r  s 	 A l l e k i r j o i t u s 	 U n d e r s k r i f t 	 P o d p i s 	 H a n d t e k e n i n g 	 S i g n a t u r 	 P o t p i s 	 S e m n t u r 	 P o d p i s 	 	 	 >4?8A	 9	8	M	$	>		M	7	0		 'E6'!	 /3*.7	 	 									 &
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	 8?M(G0M	 V4?8A	 


	 	 I s i g n i s h a 	 I s a n d l a 	 S a i n i 	 H a n d t e k e n i n g 	 P a r a aa s 	 P a r a k s t s 	 S i g n a t u u r 	 Mxacxiuxv	 	 S e m n t u r 	 
*
M
*
M
	 8M5>M70	 	 									 	 	 	 	 	 	 	 A s s i n a t u r a 
 
 S T R _ E M A I L _ S I G N A T U R E _ O N _ O F F _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   s w i t c h   s i g n a t u r e   o n   a n d   o f f   i n   E m a i l   a c c o u n t   s e t t i n g 	 A u t o   s i g n a t u r e 	 R=|
T	 ꁨR~{
T	 %2"@G-1B!14	 F i r m a   a u t o m  t i c a 	 S i g n a t u r e   a u t o 	 A u t o m .   S i g n a t u r 	 2B>  ?>4?8AL	 F i r m a   a u t o m a t i c a 	 *HBJ9  #DJ'	 A s s i n a t u r a   a u t o m  t i c a 	 i m z a 	 C h   k    t   n g 	 t a n d a 	 T a n d a t a n g a n   a u t o 	 8	M	5	$		  9	8	M	$	>		M	7	0		 S i g n a t u r 	 P o d p i s 	 P o d p i s 	 A u t o m a t i k u s   a l   r  s 	 A l l e k i r j o i t u s 	 U n d e r s k r i f t 	 P o d p i s 	 A u t o m a t i s c h e   h a n d t e k e n i n g 	 S i g n a t u r 	 P o t p i s 	 S e m n t u r   a u t o m a t 	 P o d p i s 	 	   	 >4?8A	 8	M	5	/		  9	8	M	$	>		M	7	0		 'E6'  .H/'1	 'HyH  /3*.7	   	 										  									 
$
.
  &
8
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
$
	 K  8?M(G0M	 2B><0B8G=89  ?V4?8A	 




  


	   	 I s i g n i s h a   y e - o t h o 	 I s a n d l a   e s i z e n z e k e l a y o 	 S a i n i   y a   o t o m a t i 	 O u t o m a t i e s e   h a n d t e k e n i n g 	 A u t o m a t i n i s   p a r a aa s 	 A u t o m t i s k a i s   p a r a k s t s 	 A u t o m a a t n e   s i g n a t u u r 	 1~x  }xacxiuxv	   	 S e m n t u r   a u t o m a t 	 

M

K
  
*
M
*
M
	 8M5$  8M5>M70	 	 					  									 	 	 	 	 	 	 	 A s s i n a t u r a   a u t o m  t i c a 
 
 S T R _ E M A I L _ S I G N A T U R E _ I M A G E _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   i m a g e   f i l e   o f   s i g n a t u r e   i n   E m a i l   a c c o u n t   s e t t i n g 	 S i g n a t u r e   i m a g e 	 =|
TjWGr	 ~{
TVGr	  2%2"@G	 I m a g e n   d e   f i r m a 	 I m a g e   s i g n a t u r e 	 S i g n a t u r b i l d 	 7>1@.   ?>4?8A8	 I m m a g i n e   c o n   f i r m a 	 *HBJ9  'D5H1)	 I m a g e m   d e   a s s i n a t u r a 	 i m z a 	 C h   k    n h 	 t a n d a 	 I m e j   t a n d a t a n g a n 	 9	8	M	$	>		M	7	0	  	?	$	M	0		 S i g n a t u r 	 P o d p i s 	 P o d p i s 	 A l   r  s   k  p e 	 A l l e k i r j o i t u s 	 U n d e r s k r i f t 	 P o d p i s 	 B e e l d   v a n   h a n d t e k e n i n g 	 S i g n a t u r 	 P o t p i s 	 I m a g i n e   s e m n t u r 	 P o d p i s 	 	   	 >4?8A	 9	8	M	$	>		M	7	0	  	?	$	M	0		 *5H1  'E6'!	 /3*.7  'E,	   	 								  					 &
8
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	 8?M(G0M  .GM	 >1@065==O  ?V4?8AC	 





  


  


	   	 U m f a n e k i s o   w e s i g n i s h a 	 I - i m e y j i   y e s a n d l a 	 T a s w i r a   y a   s a i n i 	 H a n d t e k e n i n g - a f b e e l d i n g 	 P a r a ao   v a i z d a s 	 P a r a k s t a   a t t l s 	 S i g n a t u u r i   p i l t 	 Mxacxiuxv  zaoe	   	 I m a g i n e   s e m n t u r 	 
*
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  
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
	 8M5>M70  *M0$?,?	 	 								  											 	 	 	 	 	 	 	 I m a g e   d e   a s s i n a t u r a 
 
 S T R _ E M A I L _ S I G N A T U R E _ T E X T _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   t e x t   o f   s i g n a t u r e   i n   E m a i l   a c c o u n t   s e t t i n g 	 S i g n a t u r e   t e x t 	 =|
TjeW[	 ~{
TeW[	 -1)#%2"@G	 T e x t o   d e   f i r m a 	 T e x t e   s i g n a t u r e 	 S i g n a t u r t e x t 	 "5:AB  ?>4?8A8	 T e s t o   c o n   f i r m a 	 *HBJ9  'DF5	 T e x t o   d e   a s s i n a t u r a 	 i m z a 	 C h   k    k    t 	 t a n d a 	 T e k s   t a n d a t a n g a n 	 	2	G		  9	8	M	$	>		M	7	0		 S i g n a t u r 	 P o d p i s 	 P o d p i s 	 A l   r  s   s z  v e g e 	 A l l e k i r j o i t u s 	 U n d e r s k r i f t 	 P o d p i s 	 T e k s t   v a n   h a n d t e k e n i n g 	 S i g n a t u r 	 P o t p i s 	 T e x t   s e m n t u r 	 P o d p i s 	 	   	 >4?8A	 9	8	M	$	>		M	7	0	  	G		M	8	M			 E*F  'E6'!	 /3*.7  y3y	   	 								  							 &
8
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2
	 8?M(G0M  FM8MM	 "5:AB  ?V4?8AC	 






  


  


	   	 U m b h a l o   w e s i g n i s h a 	 I g a m a   e s a n d l a 	 M a a n d i s h i   y a   s a i n i 	 H a n d t e k e n i n g t e k s 	 P a r a ao   t e k s t a s 	 P a r a k s t a   t e k s t s 	 S i g n a t u u r i   t e k s t 	 Mxacxiuav  e}	   	 T e x t   s e m n t u r 	 
*
M
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M
  
F
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M
8
M
1
M
1
M
	 8M>M70  *> 	 	 								  				 	 	 	 	 	 	 	 T e x t o   d e   a s s i n a t u r a 
 
 S T R _ E M A I L _ P R O T O C O L _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   p r o t o c o l   i n   E m a i l   a c c o u n t   s e t t i n g 	 P r o t o c o l 	 
TS[	 OS	 B#B-%	 P r o t o c o l o 	 P r o t o c o l e 	 P r o t o k o l l 	 @>B>:>;  	 P r o t o c o l l o 	 (1H*HCHD	 P r o t o c o l o 	 p r o t o k o l u 	 N g h   n h   t h  n g   t i n 	 p r o t o k o l 	 p r o t o k o l 	 *	M	0	K		K		K	2		 P r o t o k o l 	 P r o t o k o l 	 P r o t o k  B	 P r o t o k o l l 	 P r o t o k o l l a 	 P r o t o k o l l 	 P r o t o k o l 	 P r o t o c o l 	 P r o t o k o l 	 P r o t o k o l 	 P r o t o c o l 	 P r o t o k o l 	 	 	 @>B>:>;	 *	M	0	I		K		I	2		 ~1H*D	 ~1HyHHD	 	 									 .
B
2
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0
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	 *M0JJ>2M	 @>B>:>;	 








	 	 I p h r o t o k h o l i 	 I s i b h a l o   s o k u q a l a   s o m n q o p h i s o 	 I t i f a k i 	 P r o t o k o l 	 P r o t o k o l a s 	 P r o t o k o l s 	 P r o t o k o l l 	 1qavacxiuxv	 	 P r o t o c o l 	 *
M
0
K

M

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
K
3
M

 	 *M0KK2M	 	 			' 	' 			 	 	 	 	 	 	 	 P r o t o c o l o 
 
 S T R _ E M A I L _ C H E C K _ I N T E R V A L _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   c h e c k   i n t e r v a l   i n   E m a i l   a c c o u n t   s e t t i n g 	 C h e c k   i n t e r v a l 	 Rc6eN	 ꁨRc6eN	 #'*-
H'	 I n t e r v a l o   d e   c o m p r o b a c i  n 	 I n t e r v a l l e   d e   v  r i f i c a t i o n 	 I n t e r v a l l   p r  f e n 	 =B5@20;  ?@>25@:8	 C o n t r o l l a r e   l ' I n t e r v a l l o 	 A-5  'DA'5D)	 V e r i f i c a r   i n t e r v a l o 	 s 1n a m a   I N T E R V A L   	 T   n g   n h n   t h 	 c e k   i n t e r v a l 	 S e m a k   s e l a n g   w a k t u 	 		$	0	>	2	  	>			G			 T j e k   I n t e r v a l 	 I n t e r v a l   k o n t r o l y 	 K o n t o r o l a   z a k r e s u 	 I n t e r v a l l u m   e l l e n Qr z  s e 	 T a r k i s t a   v  l i a i k a 	 S j e k k   i n t e r v a l l 	 O v e r i e  i n t e r v a l 	 C o n t r o l e - i n t e r v a l 	 K o n t r o l l e r a   i n t e r v a l 	 I n t e r v a l   z a   p r o v j e r u 	 I n t e r v a l   d e   v e r i f i c a r e 	 P r e v e r i   I n t e r v a l 	   	   	 =B5@20;  70  @>25@:0	 .	'	M	/		$	0	  $	*	>	8		 A'5DG  2E'F  ('2(F	 HBA    ,&	   	 					  			  					 5

5
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  (
0
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#
	 FM  0M  52M	 =B5@20;  ?5@52V@:8	 




  




	   	 H l o l a   u m k h a w u 	 K h a n g e l a   i k h e f u 	 A n g a l i a   n a f a s i 	 G a a n   i n t e r v a l   n a 	 P a t i k r i n t i   i n t e r v a l 	 P r b a u d e s   i n t e r v l s 	 K o n t r o l l i   i n t e r v a l l i 	 Mxcel  jatavaoatk{xh	   	 I n t e r v a l   d e   v e r i f i c a r e 	 
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 
 S T R _ E M A I L _ P O P 3 _ I D 	 E m a i l 	 I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 T h e   n a m e   o f   p r o t o c o l   P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3   	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 I - P O P 3 	 I - P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 3 	 P O P 4 	 P O P 3     	 P O P 3 	 P O P 3 	 P O P 3 	 	 P O P 3 	 	 	 	 	 	 	 	 P O P 3 
 
 S T R _ E M A I L _ I M A P 4 _ I D 	 E m a i l 	 I C O N T E X T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 T h e   n a m e   o f   p r o t o c o l   I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4   	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I - I M A P 4 	 I - I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 5 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 I M A P 4 	 	 I M A P 4 	 	 	 	 	 	 	 	 I M A P 4 
 
 S T R _ E M A I L _ 5 _ M I N _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   v a l u e   n a m e   t o   s e t   c h e c k   i n t e r v a l   5   m i n u t e s 	 5   m i n 	 5 R	 5 R	 5   25	 5   m i n 	 5   m i n 	 5   M i n . 	 5   <8=	 5   m i n . 	 5 /B'&B	 5   m i n 	 5   D A K 0K A 	 5   p h  t 	 5   m i n 	 5   m i n 	 5   .	?	(			 5   m i n 	 5   m i n . 	 5   m i n u t 	 5   p e r c 	 5   m i n u u t t i a 	 5   m i n 	 5   m i n . 	 5   m i n 	 5   m i n 	 5   m i n u t a 	 5   m i n 	 5   m i n 	 5   	 5   	 5   <8=. 	 5   .	?	. 	 5   /BBG	 5 EFy	 5   	 	  						 5   .
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	 5   	 5   i m i z u z u 	 I m z .   e m i - 5 	 D a k i k a   5 	 5   m i n . 	 5   m i n . 	 5   m i n 	 5   m i n 	 5   xze	 5   . 	 5   m i n 	 5   .
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 
 S T R _ E M A I L _ 3 0 _ M I N _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   v a l u e   n a m e   t o   s e t   c h e c k   i n t e r v a l   3 0   m i n u t e s 	 3 0   m i n 	 3 0 R  	 3 0 R	 3 0   25	 3 0   m i n 	 3 0   m i n 	 3 0   M i n . 	 3 0   <8=	 3 0   m i n . 	 3 0 /B'&B	 3 0   m i n 	 3 0   D A K 0K A 	 3 0   p h  t 	 3 0   m e n i t 	 3 0   m i n 	 3 0   .	?	(			 3 0   m i n 	 3 0   m i n . 	 3 0   m i n u t 	 3 0   p e r c 	 3 0   m i n u u t t i a 	 3 0   m i n 	 3 0   m i n . 	 3 0   m i n 	 3 0   m i n 	 3 0   m i n u t a 	 3 0   m i n 	 3 0   m i n 	 3 0   	 3 0   	 3 0   <8=. 	 3 0   .	?	. 	 3 0   /BBG	 3 0 EFy	 3 0   	 		  						 3 0   .
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	 3 0   	 3 0   i m i z u z u 	 I m z .   e n g a m a - 3 0 	 D a k i k a   3 0 	 3 0   m i n . 	 3 0   m i n . 	 3 0   m i n 	 3 0   m i n 	 3 0   xze	 3 0   . 	 3 0   m i n 	 3 0   .
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 
 S T R _ E M A I L _ 1 _ H O U R _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   v a l u e   n a m e   t o   s e t   c h e c k   i n t e r v a l   1   h o u r 	 1   h o u r 	 1 \Bf	 1 \e	 1   
1H'B!	 1   h o r a 	 1   h e u r e 	 1   S t u n d e 	 1   G0A  	 1   o r a 	 1 3'9)	 1   h o r a 	 1   s a a t 	 1   g i  	 1   j a m 	 1   j a m 	 1   			>		 1   t i m e 	 1   h o d i n a 	 1   g o d z i n a 	 1    r a 	 1   t u n t i 	 1   t i m e 	 1   h o d i n a 	 1   u u r 	 1   t i m m e 	 1   s a t 	 1   o r 	 1   u r a 	 1   	 1   	 1   G0A	 1   $	>	8	. 	 1   3'9*	 1 Fy	 1   	 	  						 1   
p

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	 1   	 1   3>48=0	 1   



	 1   	 1   i h o r a 	 I y u r e   e - 1 	 s a a   1 	 1   u u r 	 1   v a l . 	 1   s t u n d a 	 1   t u n d 	 1   jat	 1   	 1   o r 	 1   .
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 
 S T R _ E M A I L _ 2 _ H O U R S _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   v a l u e   n a m e   t o   s e t   c h e c k   i n t e r v a l   2   h o u r s 	 2   h o u r s 	 2 \Bf	 2 \e	 2   
1H'B!	 2   h o r a s 	 2   h e u r e s 	 2   S t u n d e n 	 2   G0A0  	 2   o r e 	 2 3'9)	 2   h o r a s 	 2   s a a t 	 2   g i 	 2   j a m 	 2   j a m 	 2   			>		 2   t i m e r 	 2   h o d i n y 	 2   g o d z i n y 	 2    r a 	 2   t u n t i a 	 2   t i m e r 	 2   h o d i n y 	 2   u u r 	 2   t i m m a r 	 2   s a t a 	 2   o r e 	 2   u r i 	 2   	 2   	 2   G0A0	 2   $	>	8	. 	 2   3'9*	 2 Fy	 2   	 	  						 2   
p

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	 2   	 2   3>48=8	 2   



	 2     	 2   a m a h o r a 	 I i y u r e   e z i - 2 	 M a s a a   2 	 2   u r e 	 2   v a l . 	 2   s t u n d a s 	 2   t u n d i 	 2   jat	 2   	 2   o r e 	 2   .
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 	 2   #M>	 	 2   						 	 	 	 	 	 	 	 2   h o r a s 
 
 S T R _ E M A I L _ O U T G O I N G _ S E R V E R _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 T h e   n a m e   o f   s e t t i n g   o u t g o i n g   s e r v e r   a d d r e s s 	 O u t g o i n g   s e r v e r 	 Y:O
ghV	 S
gRhV	 @4#L@'-#L*H--	 S e r v i d o r   s a l i e n t e 	 S e r v e u r   d e   c o u r r i e r   s o r t a n t 	 A u s g e h e n d e r   S e r v e r 	 AE>4OI89  A5@25@	 S e r v e r   i n   u s c i t a 	 E9/'*  'D./E)  'D.'1,J)	 S e r v i d o r   d e   m e n s a g e n s   a   e n v i a r 	 F a k s l a r   s u n u c u 	 M  y   p h c   v   c h u y n   r a 	 S e r v e r   k e l u a r 	 P e l a y a n   k e l u a r 	 	>	(	G	5	>	2	>	  8	0	M	5	0		 U d g  e n d e   S e r v e r 	 S e r v e r   o d c h o z  c h   z p r  v 	 S e r w e r   n a d a w c z y 	 K i m e n Q  s z e r v e r 	 L  h t e v  n   p o s t i n   p a l v e l i n 	 U t g  e n d e   s e r v e r 	 S e r v e r   p r e   o d c h  d z a j  c e   s p r  v y 	 U i t g a a n d e   s e r v e r 	 U t g  e n d e   s e r v e r 	 O d l a z n i   p o s l u ~i t e l j 	 S e r v e r   p e n t r u   e x p e d i e r e 	 I z h o d n i   S e r v e r 	 S e r v e r   	   	 !J@2J@  7E>4OI8  	 ,	>	9	G	0	  	>	#	>	0	G	  8	0	M	5	M	9	0		 31H1  .1H,	 "$y  H&F  31H1	   	 									  								 ,
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  



  




	   	 I s e v a   y e z i p h u m a y o 	 I s e v a   e p h u m a y o 	 S e v a   i n a y o t o k a 	 U i t g a a n d e   b e d i e n e r 	 I ae i n a n t i s   s e r v e r i s 	 I z e j o a  p a s t a   s e r v e r i s 	 V  l j u v   s e r v e r 	 5laukv  }e~e	   	 S e r v e r   p e n t r u   e x p e d i e r e 	 

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 
 S T R _ E M A I L _ O U T G O I N G _ P O R T _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   n a m e   o f   s e t t i n g   o u t g o i n g   s e r v e r   p o r t 	 O u t g o i n g   p o r t 	 Y#cW	 SzS	 -#L*H--	 P u e r t o   s a l i e n t e 	 P o r t   d e   c o u r r i e r   s o r t a n t 	 A u s g e h e n d e r   P o r t 	 AE>4OI89  ?>@B	 P o r t a   i n   u s c i t a 	 EHB9  'D.'1,J	 P o r t a   d e   m e n s a g e n s   a   e n v i a r 	 p o r t o   F a k s l a r 	 C n g   g i   	 P o r t   k e l u a r 	 P o r t   k e l u a r 	 	>	(	G	5	>		>	  *	K	0	M			 U d g  e n d e   P o r t 	 P o r t   o d c h o z  c h   z p r  v 	 P o r t   n a d a w c z y 	 K i m e n Q  p o r t 	 L  h t e v  n   p o s t i n   p o r t t i 	 U t g  e n d e   k a n a l 	 P o r t   p r e   o d c h  d z a j  c e   s p r  v y 	 u i t g a a n d e   p o r t 	 U t g  e n d e   p o r t 	 O d l a z n i   p r i k l j u 
a k 	 P o r t   p e n t r u   e x p e d i e r e 	 I z h o d n a   V r a t a 	   	     	 >@B  7E>4OI8	 ,	>	9	G	0	  	>	#	>	0	G	  *	K	0	M			 ~H1*  .1H,	 "$y  H&F  ~H1y	   	 									  						 ,
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 
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7H-	 N o m b r e   d e   l a   p a n t a l l a 	 A f f i c h e r   l e   n o m 	 N a m e   a n z e i g e n 	 0720=85	 M o s t r a   n o m e 	 916  'D'3E	 M o s t r a r   n o m e 	 i s i m   E k r a n 	 H i n   t h   t  n 	 T a m p i l k a n   n a m a 	 N a m a   p a p a r a n 	 (	>	.	  &	0	M	6	>	
		 D i s p l a y   N a v n 	 N  z e v   d i s p l e j e 	 P o k a |  n a z w 	 M e g j e l e n  t e n d Q  n  v 	 N  y t t  n i m i : 	 V i s   n a v n 	 N  z o v   d i s p l e j a 	 W e e r g e g e v e n   n a a m 	 D i s p l a y n a m n 	 P r i k a z   i m e n a 	 N u m e   a f i _a r e 	 P r i k a ~i   I m e 	   	   	 >:068  <5	 (	>		5	  *	M	0	&	0	M	6	(	  	 F'E  FE'4	 F'E  3~D  ,&	   	 			  								  			 (
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 
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 
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	     	 I s e v a   y e z i n g e n a y o 	 I s e v a   e n g e n a y o 	 S e v a   i n a y o i n g i a 	 I n k o m e n d e   b e d i e n e r 	 .e i n a n t i s   s e r v e r i s 	 I e n k o a  p a s t a   s e r v e r i s 	 S i s e n e v   s e r v e r 	 Dxaukv  }e~e	   	 S e r v e r   p e n t r u   r e c e p ci o n a r e 	 
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 S T R _ E M A I L _ I N C O M I N G _ P O R T _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   n a m e   o f   s e t t i n g   i n c o m i n g   s e r v e r   p o r t 	 I n c o m i n g   p o r t 	 gQ#cW	 c6ezS	 -#L#1@I2	 P u e r t o   e n t r a n t e 	 P o r t   d e   c o u r r i e r   e n t r a n t 	 E i n g e h e n d e r   P o r t 	 E>4OI89  ?>@B	 P o r t a   i n   e n t r a t a 	 EHB9  'DH'1/	 P o r t a   d e   m e n s a g e n s   r e c e b i d a s 	 g e l e n   p o r t o 	 C n g   n h n 	 P o r t   m a s u k 	 P o r t   m a s u k 	 	(	G	5	>	2	@	  *	K	0	M			 I n d g  e n d e   p o r t 	 P o r t   p Y c h o z  c h   z p r  v 	 P o r t   o d b i o r c z y 	 B e j  v Q  p o r t 	 S a a p u v a n   p o s t i n   p o r t t i 	 I n n k o m m e n d e   k a n a l 	 P o r t   p r e   p r i c h  d z a j  c e   s p r  v y 	 I n k o m e n d e   p o r t 	 I n k o m m a n d e   p o r t 	 D o l a z n i   p r i k l j u 
a k 	 P o r t   p e n t r u   r e c e p ci o n a r e 	 D o h o d n a   V r a t a 	   	   	 >@B  E>4OI8	 /	G	#	>	0	G	  *	K	0	M			 ~H1*  H1H/	 'F  EF  ~H1y	   	 			  						 
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	   	 I - p o r t   y e z i n g e n a y o 	 I z i b u k o   e l i n g e n a y o 	 P o r t i   i n a y o i n g i a 	 I n k o m e n d e   p o o r t 	 .e i n a n t i s   p r i e v a d a s 	 I e n k o a  p a s t a   p o r t s 	 S i s e n e v   p o r t 	 Dxaukv  zx|	   	 P o r t   p e n t r u   r e c e p ci o n a r e 	 
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gRhVOYuoR,g	 *3@2C@4#L@'-#L	 C o p i a r   e n   s e r v i d o r 	 C o p i e r   s u r   l e   s e r v e u r 	 K o p i e   a u f   S e r v e r 	 >?8@>20BL  =0  A5@25@	 C o p i a   s u   s e r v e r 	 F3.)  9DJ  'DE9/'*  'D./E)	 C o p i a r   n o   s e r v i d o r 	 s u n u c u   Y e d e k l e 	 M  y   p h c   v   l u   l i   b n   s a o 	 s a l i n a n   S e r v e r 	 S a l i n   p a d a   p e l a y a n 	 8	0	M	5	0	  *	0	  	I	*	@	  	0	G			 S e r v e r   K o p i 	 K o p i e   s e r v e r u 	 K o p i a   s e r w e r a 	 S z e r v e r m  s o l a t 	 P a l v e l i n k o p i o 	 S e r v e r k o p i 	 K  p i a   s e r v e r u 	 K o p i  r e n   o p   s e r v e r 	 S e r v e r n   k o p i e r a r 	 K o p i j a   p o s l u ~i t e l j a 	 P s t r a ci   o   c o p i e   p e   s e r v e r 	 K o p i r a n j e   S e r v e r j a 	 S e r v e r   	     	 !J@2J@  C o p y 	 8	0	M	5	M	9	0	  	I	*	@		 ~  1H  31H1	 31H1  ~1  H~  ,&	     	 								  			  					 8
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 
 S T R _ E M A I L _ S E N T _ F O L D E R _ N A M E 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   n a m e   o f   s e t t i n g   s e n t   f o l d e r   n a m e 	 S e n t   f o l d e r 	 ]P
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Ty	 B%@-#L5H*H--	 C a r p e t a   e n v i a d o s 	 D o s s i e r   d e s   m e s s a g e s   e n v o y  s 	 G e s e n d e t e r   O r d n e r 	 0?:0  >B?@02;5==KE	 C a r t e l l a   M e s s a g g i   i n v i a t i 	 *E  '13'D  'DEDA	 P a s t a   E n v i a d a s 	 d o s y a l a r   K l a s  r  	 T  n      c   g i 	 f o l d e r   t e r k i r i m 	 F o l d e r   d i k i r i m 	 -	G		>	  	/	>	  +	K	2	M	!	0		 S e n d t   M a p p e 	 S l o ~k a   O d e s l a n  	 F o l d e r   n a d a w c z y 	 E l k  l d  t t   e l e m e k   k  n y v t  r 	 L  h e t e t y t - k a n s i o 	 S e n d t - m a p p e 	 Z l o ~k a   O d o s l a n  	 V e r z o n d e n   b e r i c h t e n 	 S k i c k a t 	 D i r e k t o r i j   P o s l a n o : 	 F o l d e r   m e s a j e   e x p e d i a t e 	 M a p a   P o al j i 	       	     	 0?:0  7?@0B5=8	 +	K	2	M	!	0	  *	M	0	G	7	?	$	  	0	>		 ~H4G  EH'1/  '13'D  4/G	 (,'  H'  AHD1	   	 							  								 +
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	   	 I f o l d a   e l i t h u n y e l w e 	 I t h u m e l a   i f o w l d a 	 F o l d a   y a   z i l i z o t u m w a 	 G e s t u u r - l  e r g i d s 	 A p l a n k a s    I as i ss t a  	 N o s kt +t o   m a p e 	 K a u s t   ' S a a d e t u d ' 	 Hrao~an  parxdacxiuxvvek  iriazavao	   	 F o l d e r   m e s a j e   e x p e d i a t e 	 
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 
 S T R _ E M A I L _ D R A F T _ F O L D E R _ N A M E 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   n a m e   o f   s e t t i n g   d r a f t s   f o l d e r   n a m e 	 D r a f t s   f o l d e r 	 I?z
T1z	 I?z
Ty	 B%@-#LI-'2!#H2	 C a r p e t a   b o r r a d o r 	 D o s s i e r   d e s   b r o u i l l o n s 	 E n t w  r f e o r d n e r 	 0?:0  G5@=>28:>2	 C a r t e l l a   B o z z e 	 EDA  'DE3H/'*	 P a s t a   R a s c u n h o s 	 t a s l a k   K l a s  r  	 T  n   t h   m c   n h  p 	 f o l d e r   k o n s e p 	 F o l d e r   d r a f 	 !	M	0	>	+	M		  +	K	2	M	!	0		 U d k a s t   M a p p e 	 S l o ~k a   K o n c e p t y 	 F o l d e r   k o p i i   r o b o c z y c h 	 P i s z k o z a t o k   k  n y v t  r 	 L u o n n o s k a n s i o 	 U t k a s t - m a p p e 	 Z l o ~k a   K o n c e p t y 	 M a p   m e t   c o n c e p t e n 	 U t k a s t 	 D i r e k t o r i j   S k i c e 	 F o l d e r   s c h i ce 	 M a p a   O s n u t k o v 	       	   	 0?:0  '5@=>28	 !	M	0	>	+	M		  +	K	2	M	!	0		 ~H4G  ~4  FH3  G'	 1'Ay  AHD1	   	 							  								 +
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	   	 I f o l d a   l e z i n h l a k a 	 I I d r a f t I   z e f o w l d a 	 F o l d a   y a   r a s i m u 	 K o n s e p t e l  e r g i d s 	 A p l a n k a s    J u o d r a at i n  	 M e l n r a k s t u   m a p e 	 K a u s t   ' M u s t a n d i d ' 	 Famacnek  iriazavao	   	 F o l d e r   s c h i ce 	 
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 
 S T R _ E M A I L _ P O R T _ N U M B E R _ O U T O F _ R A N G E 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   p o r t   f i e l d   i s   o u t   o f   r a n g e 	 V a l i d   p o r t   r a n g e :   1 - 6 5 5 3 5 	 	gHev#cW
W1 - 6 5 5 3 5 	 	gHevzSV1 - 6 5 5 3 5 	 
H'-#L5H9I-:   1 - 6 5 5 3 5 	 I n t e r v a l o   d e   p u e r t o s   v  l i d o s :   1 - 6 5 5 3 5 	 P l a g e   d e   p o r t s   v a l i d e s   :   1 - 6 5 5 3 5 	 G  l t i g e r   P o r t - B e r e i c h :   1 - 6 5 5 3 5 	 5459AB28B5;L=K9  =><5@  ?>@B0  	 I n t e r v a l l o   d i   p o r t a   v a l i d o :   1 - 6 5 5 3 5 	 F7'B  'DEFA0  'D5-J-: 1 - 6 5 5 3 5 	 I n t e r v a l o   d e   p o r t a s   v  l i d a s :   1 - 6 5 5 3 5 	 G e  e r s i z   b a l a n t 1  n o k t a s 1  a r a l 11:   1 - 6 5 5 3 5 	 P h m   v i   c n g   h p   l :   1 - 6 5 5 3 5 	 n o m o r   p o r t   s a l a h 	 J u l a t   p o r t   s a h :   1 - 6 5 5 3 5 	 5	H	'	  *	K	0	M		  6	M	0	G	#	@	:   1 - 6 5 5 3 5 	 U g y l d i g t   P o r t   N u m m e r 	 N e p l a t n    
 s l o   p o r t u 	 N i e p o p r a w n y   n u m e r   p o r t u 	  r v  n y e s   p o r t   t a r t o m  n y :   1 - 6 5 5 3 5 	 V i r h e e l l i n e n   p o r t i n   n u m e r o 	 U g y l d i g   k a n a l n u m m e r 	 N e p l a t n    
 s l o   p o r t u 	 G e l d i g e   p o r t n u m m e r s :   1 - 6 5 5 3 5 	 O g i l t i g t   p o r t n u m m e r 	 B r o j   p r i k l j u 
k a   n i j e   v a l j a n 	 N u m e r e   d e   p o r t   v a l i d e :   1 - 6 5 5 3 5 	 N e v e l j a v n a   `t e v i l k a   V r a t 	     	     ( )   :   1   -   6 5 5 3 5 	 520;845=  >@B  ><5@	 	5	H	'	  *	K	0	M		  	M	0	.	>				 /'EFG  E,'2  /1'GG':   1 - 6 5 5 3 5 	 :D7  ~H1y  FE(1	     	 							  					  					:   	- 						 0
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i n a   z a   p r e u z i m a n j e 	 D i m e n s i u n e   d e   d e s c r c a r e 	 D o w n l o a d   V e l i k o s t 	   	   	  07<5@  =0  !20;O=5B>	 !	>			(	2	K	!	  		>	0		 'F/'2G  /'FDH/	 '$F  DH  3'&2	     	 									  					 !
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 S T R _ E M A I L _ E R R O R _ C O D E _ N E T W O R K _ I D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   n e t w o r k   h a s   e r r o r 	 N e t w o r k   e r r o r 	 }/	 Q~	 @#7-H2"4%2	 E r r o r   d e   r e d 	 E r r e u r   r  s e a u 	 N e t z w e r k f e h l e r 	 H81:0  A5B8	 E r r o r e   d i   r e t e 	 .7#  AJ  'D4(C)	 E r r o   d e   r e d e 	 H a t a s 1  a 1	 M n g   l i 	 j a r i n g a n   s a l a h 	 R a l a t   r a n g k a i a n 	 (	G		5	0	M		  	0	>	,	@		 N e t v  r k s f e j l 	 C h y b a   s  t 	 B Bd   s i e c i 	 H  l  z a t i   h i b a 	 V e r k k o v i r h e 	 N e t t v e r k s f e i l 	 C h y b a   s i e t e 	 N e t w e r k f o u t 	 N  t v e r k s f e l 	 P o g r e ak a   m r e ~e 	 E r o a r e   r e ce a 	 N a p a k a   O m r e ~j a 	   	   	 @5H:0  =0  @560B0	 (	G		5	0	M		  	B			 .7'  4(G	 Fy  H1  :D7	   	 									  							 (
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i l o   P r e d o l g o ! 	       ! 	     	 !J>1I5=85B>  @5:0;5=>  4J;3>! 	 8		&	G	6	  	'	?		  &	@	0	M		  ! 	 ~'E  7HD'F  '3*	 ! (*  DE('  ~:'E	     ! 	 						  								  					 8
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54	 C o n f i g u r a c i  n   d e   c u e n t a   i n c o r r e c t a 	 R  g l a g e s   d e   c o m p t e   m a u v a i s 	 F a l s c h e   K o n t o e i n s t e l l u n g e n 	 5?@028;L=K5  =0AB@>9:8  CG5B=>9  70?8A8	 I m p o s t a z i o n i   a c c o u n t   e r r a t e 	 .7#  AJ  6(7  'D-3'(	 D e f i n i   e s   d e   c o n t a   i n c o r r e c t a s 	 Y a n l 1_  B i l g i s i   A y a r l a r 1	 L i   c  i   t   t  i   k h o n 	 P e n g a t u r a n   P r o f i l   S a l a h 	 S e t i n g   a k a u n   s a l a h 	 	2	$	  		>					  8	G		?				 F o r k e r t   P r o f i l   O p s  t n i n g 	 N e s p r  v n    n a s t a v e n    p r o f i l u ! 	 N i e p r a w i d Bo w e   u s t a w i e n i e   p r o f i l u 	 H i b  s   p r o f i l b e  l l  t  s o k 	 V   r    p r o f i i l i n   a s e t u s 	 F e i l   p r o f i l i n s t i l l i n g 	 C h y b n    n a s t a v e n i e   p r o f i l u 	 V e r k e e r d e   a c c o u n t i n s t e l l i n g e n 	 F e l   p r o f i l i n s t  l l n i n g a r 	 P o s t a v k e   p r o f i l a   s u   p o g r e an e 	 S e t r i   c o n t   i n c o r e c t e 	 N a p a 
n a   N a s t a v i t e v   P r o f i l a 	     	     	 @5H5=  @>D8;  0AB@>9:0	 	A		@		>	  *	M	0	G	+	>		2	  8	G		?				 *F8E'*  '4*1'  '4*('G  '3*	 :D7  ~1HA'&D  3yF	     	 			  								  						 
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 
 S T R _ E M A I L _ E R R O R _ C O D E _ A C C T _ N O T _ C O N F I G _ I D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   E m a i l   a c c o u n t   i s   n o t   c o n f i g u r e d 	 A c c o u n t   n o t   c o n f i g u r e d 	 3^6b*g-[	 ^7b*gn	 D!H!52#3+H21
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5	 C u e n t a   n o   c o n f i g u r a d a 	 C o m p t e   n o n   c o n f i g u r  	 K o n t o   n i c h t   k o n f i g u r i e r t 	 #G5B=0O  70?8AL  =5  A:>=D83C@8@>20=0	 A c c o u n t   n o n   c o n f i g u r a t o 	 DE  J*E  6(7  'D-3'(	 C o n t a   n  o   c o n f i g u r a d a 	 H e s a p   Y a p 1l a n d 1r 1l m a m 1_	 T  i   k h o n   c h a   c   c  i 	 D a t a   t a k   t e r k o n f i g u r a s i 	 A k a u n   t i d a k     d i k o n f i g u r a s i k a n 	 		>					  0	B	*	?	$	  (	9	@			 K o n t o   I k k e   K o n f i g u r e r e t 	  
e t   n e k o n f i g u r o v  n 	 K o n t o   n i e   j e s t   u s t a w i o n e 	 A   f i  k   n i n c s   k o n f i g u r  l v a 	 T i l i    e i   o l e   k o n f i g u r o i t u 	 K o n t o   i k k e   k o n f i g u r e r t 	  
e t   n e k o n f i g u r o v a n  	 A c c o u n t   n i e t   g e c o n f i g u r e e r d 	 K o n t o t    r   i n t e   k o n f i g u r e r a t 	 R a 
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u n   N i   R a z v r a
e n   	       	     	 :0C=BJB  =5  5  >=D83C@8@0=	 	>	$	>	  	A	3	>	#	@	  (	>	9	@		 '4*1'  ~1(F/  F4/G  '3*	 ''$Fy  FA14F  '  H'  F	   	 							  							  			  					 
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 S T R _ E M A I L _ E R R O R _ C O D E _ F O L D E R _ N O T _ E X I S T I N G _ I D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   m a i l b o x   d o e s   n o t   e x i s t   o r   u n a b l e   t o   a c c e s s 	 M a i l b o x   n o t   e x i s t s   o r   u n a b l e   t o   a c c e s s 	 {
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NX[(Wbel	 D!H!5%H-@!%  +#7-D!H*2!2#@I26DI	 E l   b u z  n   d e   c o r r e o   n o   e x i s t e   o   n o   s e   p u e d e   a c c e d e r 	 B o i t e   E m a i l   n o n   e x i s t a n t e   o u   n e   p e u t   p a s   l ' a c c  d e r 	 M a i l b o x   n i c h t   v o r h a n d e n   o d e r   Z u g r i f f   n i c h t   m  g l i c h 	 >GB>2K9  OI8:  =5  ACI5AB2C5B	 C a s e l l a   n o n   e s i s t e n t e 	 'DEDA  :J1  EH,H/	 C a i x a   d e   c o r r e i o   i n e x i s t e n t e   o u   i n a c e s s  v e l 	 k l a s  r   y o k 	 H  m   t h   k h  n g   t n   t i   h o c   k h  n g   t h   t r u y   c p 	 F o l d e r   t i d a k   a d a 	 P e t i   m e l   t i d a k   w u j u d 	 .	G	2	,	I		M	8	  .	L		B	&	  (	9	@		  /	>	  *	9	A			  .	G		  	8	.	0	M	%		 M a p p e   E k s i s t e r e r   I k k e 	 S l o ~k a   n e e x i s t u j e 	 F o l d e r   n i e i s t n i e j e 	 N e m   l  t e z Q  v a g y   e l  r h e t e t l e n   p o s t a f i  k 	 K a n s i o t a   e i   o l e 	 M a p p e   e k s i s t e r e r   i k k e 	 Z l o ~k a   n e e x i s t u j e 	 M a i l b o x   b e s t a a t   n i e t   o f   i s   o n t o e g a n k e l i j k 	 M a p p e n   e x i s t e r a r   i n t e 	 D i r e k t o r i j   n e   p o s t o j i 	 C u t i a   p o _t a l   n u   e x i s t 	 M a p a   N e   O b s t a j a 	           	                   	 0?:0B0  =5  !JI5AB2C20	 +	K	2	M	!	0	  		*	2	,	M	'	  (	>	9	@		 5F/HB  ~3*I  EH,H/  F(H/G  J'  /3*13I  ~0J1  FJ3*	 AHD1  EH,H/  F	   	 							  									 +
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i l o   N e   O b s t a j a 	     	     	 !J>1I5=85B>  =5  !JI5AB2C20	 8		&	G	6	  		*	2	,	M	'	  (	>	9	@		 1''F'EG  EH,H/  F3*	 ~:'E  EH,H/  F	   	 				  				 8
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7H-!H-@4#L@'-#LD!HDI	 F a l l o   e n   l a   c o n e x i  n   a l   s e r v i d o r 	  c h e c   l o r s   d e   l a   c o n n e x i o n   a u   s e r v e u r 	 S e r v e r v e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  A>548=5=8O  A5@25@0	 C o n n e s s i o n e   a l   s e r v e r   n o n   r i u s c i t a 	 A4D  AJ  '*5'D  E9/'*  'D./E)	 F a l h a   n a   l i g a   o   a o   s e r v i d o r 	 s u n u c u   S i l i n m e s i n     B a _a r 1s 1z 	 K h  n g   t h   k t   n i   v i   m  y   p h c   v 	 H u b u n g a n   S e r v e r   G a g a l 	 S a m b u n g a n   p e l a y a n   g a g a l 	 8	0	M	5	0	    	(	G		M	6	(	  	8	+	2		 S e r v e r   F o r b i n d e l s e   M i s l y k k e t 	 P Yi p o j e n    s e r v e r u   s e l h a l o 	 N i e p o w o d z e n i e   Bc z e n i a   z   s e r w e r e m 	 A   k a p c s o l  d  s   a   s z e r v e r h e z   s i k e r t e l e n 	 Y h t e y t t    p a l v e l i m e e n   e i   v o i   m u o d o s t a a . 	 S e r v e r t i l k o p l i n g   m i s l y k k e t 	 P r i p o j e n i e   s e r v e r u   z l y h a l o 	 V e r b i n d i n g   m e t   s e r v e r   m i s l u k t 	 D e t   g i c k   i n t e   a t t   a n s l u t a   t i l l   s e r v e r n 	 P o v e z i v a n j e   s a   p o s l u ~i t e l j e m   n i j e   u s p j e l o 	 C o n e x i u n e a   l a   s e r v e r   n u   a   r e u _i t 	 P o v e z a v a   S e r v e r j a   N e u s p e an a 	     S e r v e r   	     	 5CA?5H=0  @J7:0  AJA  !J@2J@0	 8	0	M	5	M	9	0	  8		*	0	M		  	8	.	0	M	%		 '*5'D  31H1  'F,'E  F4/	 31H1  '*5'D  F''E	     	 									  				  							  							 8
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 s l o   p o r t u 	 N i e p o p r a w n y   n u m e r   p o r t u 	  r v  n y t e l e n   p o r t 	 V i r h e e l l i n e n   p o r t i n   n u m e r o 	 U g y l d i g   k a n a l n u m m e r 	 N e p l a t n    
 s l o   p o r t u 	 O n g e l d i g   p o r t n u m m e r 	 O g i l t i g t   p o r t n u m m e r 	 B r o j   p r i k l j u 
k a   n i j e   v a l j a n 	 N u m r   p o r t   n e v a l i d 	 N e v e l j a v n a   `t e v i l k a   V r a t 	     	       	 520;845=  >@B  ><5@	 	5	H	'	  *	K	0	M		  	M	0	.	>				 4E'1G  ~H1*  E9*(1  F3*	 :D7  ~H1y  FE(1	     	 						  					  						 0
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	 ,H'  *K0M  (.M50	 	 						  				  						 	 	 	 	 	 	 	 N  m e r o   p o r t a   i n v  l i d o 	 	 	 	 	 	 	 	 P o r t u - z e n b a k i   b a l i o g a b e a 	 H i n d i   w a s t o n g   n u m e r o   n g   p o r t 	 N  m e r o   d e   p o r t o   n o n   v  l i d o 	 P t   n m b a   a d a b a g h 	 U i m h i r   p o i r t   n e a m h b h a i l  
 
 S T R _ E M A I L _ E R R O R _ C O D E _ I N V A L I D _ I P _ A D D R _ I D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   s e r v e r   a d d r e s s   i n   a c c o u n t   s e t t i n g   i s   i n v a l i d 	 I n v a l i d   s e r v e r   a d d r e s s 	 !qHev:O
ghV0W@W	 eHev
gRhV0W@W	 5H-"9H@4#L@'-#LD!H9I-	 D i r e c c i  n   d e   s e r v i d o r   n o   v  l i d a 	 A d r e s s e   d e   s e r v e u r   i n v a l i d e 	 U n g  l t i g e   S e r v e r - A d r e s s e 	 5459AB28B5;L=K9  04@5A  A5@25@0	 I n d i r i z z o   s e r v e r   n o n   v a l i d o 	 9FH'F  E9/'*  'D./E)  :J1  5'D-	 E n d e r e  o   d e   s e r v i d o r   i n v  l i d o 	 g e  e r s i z   s u n u c u   a d r e s 	 a   c h   m  y   p h c   v   k h  n g   h p   l 	 A l a m a t   S e r v e r   S a l a h 	 A l a m a t   p a l a y a n   t i d a k   s a h 	 	5	H	'	  8	0	M	5	0	  *	$	>		 U g y l d i g   S e r v e r   A d r e s s e 	 N e p l a t n    a d r e s a   s e r v e r u 	 N i e p o p r a w n y   a d r e s   s e r w e r a 	  r v  n y t e l e n   s z e r v e r c  m 	 V i r h e e l l i n e n   p a l v e l i m e n   o s o i t e 	 U g y l d i g   s e r v e r a d r e s s e 	 N e p l a t n    a d r e s a   s e r v e r u 	 O n g e l d i g   s e r v e r a d r e s 	 O g i l t i g   s e r v e r a d r e s s 	 A d r e s a   p o s l u ~i t e l j a   n i j e   v a l j a n a 	 A d r e s a   d e   s e r v e r   e s t e   n e v a l i d 	 N e v e l j a v e n   N a s l o v   S e r v e r j a 	     S e r v e r 	       	 520;845=  4@5A  =0  !J@2J@	 	5	H	'	  8	0	M	5	M	9	0	  *	$	M	$	>		 F4'F  31H1  E9*(1  F3*	 :D7  31H1  ~*	     	 				  							  						  	 0
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	 F2M2(?  80M50M  !M08M	 5?@028;L=0  04@5A0  A5@25@0! 	 





  




  






	     	 I k h e l i   l e s e v a   e l i n g e n a m t h e t h o 	 I d i l e s i   y e s e v a   a y i s e b e n z i 	 A n w a n i   b a t i l i   y a   s e v a 	 O n g e l d i g e   b e d i e n e r a d r e s 	 N e g a l i o j a n t i s   s e r v e r i o   a d r e s a s 	 N e d e r +g a   s e r v e r a   a d r e s e 	 V i g a n e   s e r v e r i a a d r e s s 	 Me~ek  av~a~e  pa}e	     	 A d r e s   d e   s e r v e r   n e v a l i d 	 8
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	 ,H'  80M-0   ?#>	 	 						  							  						 	 	 	 	 	 	 	 E n d e r e  o   d o   s e r v i d o r   i n v  l i d o 	 	 	 	 	 	 	 	 Z e r b i t z a r i - h e l b i d e   b a l i o g a b e a 	 H i n d i   w a s t o n g   a d d r e s s   n g   s e r v e r 	 D i r e c c i  n   d e   s e r v i d o r   n o n   v  l i d a 	 A d r e s   i g w e   r   a d a b a g h 	 S e o l a d h   f r e a s t a l a    n e a m h b h a i l  
 
 S T R _ E M A I L _ E R R O R _ C O D E _ A P P _ S O C _ T I M E O U T _ E R R _ I D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   s e r v e r   h a s   n o   r e s p o n s e   w h e n   c o n n e c t i o n 	 S e r v e r   n o   r e s p o n s e 	 :O
ghVl	gVa	 
gRhVl	gT^	 D!H!52#-*-2@4#L@'-#L	 E l   s e r v i d o r   n o   r e s p o n d e 	 A u c u n e   r  p o n s e   d u   s e r v e u r 	 S e r v e r   r e a g i e r t   n i c h t 	 !5@25@  =5  >B25G05B  	 N e s s u n a   r i s p o s t a   d a l   s e r v e r 	 E9/'*  'D./E)  DE    *1/  9DJG'	 S e m   r e s p o s t a   d o   s e r v i d o r 	 s u n u c u   y a n 1t   y o k 	 M  y   p h c   v     k h  n g   p h n   n g 	 S e r v e r     T i d a k   R e s p o n 	 P e l a y a n   t i a d a   r e s p o n 	 8	0	M	5	0	  8	G	  	K		  	5	>	,	  (	9	@			 S e r v e r   S v a r e r   I k k e 	 S e r v e r   n e o d p o v  d  	 B r a k   o d p o w i e d z i   s e r w e r a 	 A   s z e r v e r   n e m   v  l a s z o l 	 E i   v a s t a u s t a   p a l v e l i m e l t a 	 S e r v e r   i n g e n   r e s p o n s 	 S e r v e r   n e o d p o v e d  	 S e r v e r   a n t w o o r d t   n i e t 	 S e r v e r n   s v a r a r   i n t e 	 P o s l u ~i t e l j   n e   o d g o v a r a 	 S e r v e r u l   u n   r s p u n d e 	 S e r v e r   S e     N e   O d z i v a 	   S e r v e r     	     	 !J@2J@JB  =5  >B3>20@O	 8	0	M	5	M	9	0	  *	M	0	$	?	8	>	0	  &	G	$	  (	>	9	@		 31H1  ~'3.  FE  /G/	 31H1  '  13~HF3  F	     	 							  						  			  											  				 8
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	      	 A k u n a m p e n d u l o   k w i s e v a 	 I s e v a   a y i n a m p e n d u l o 	 H a k u n a   j i b u   l a   s e v a 	 G e e n   r e a k s i e   v a n   b e d i e n e r 	 N r a   s e r v e r i o   a t s a k o 	 N a v   a t b i l d e s   n o   s e r v e r a 	 S e r v e r   e i   v a s t a 	 Me~eh  yk  aqacavxt	     	 S e r v e r u l   n u   r s p u n d e 	 8
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 
 S T R _ E M A I L _ D N S _ E R R 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   D N S   h a s   e r r o r s 	 D N S   e r r o r 	 }
T1z:O
ghV/	 W
T
gRhV	 D N S   4%2	 E r r o r   e n   D N S 	 E r r e u r   D N S 	 D N S - F e h l e r 	 H81:0  D N S 	 E r r o r e   D N S 	 .7#  AJD N S 	 E r r o   d e   D N S 	 D N S   s u n u c u   y a n 1t   y o k 	 M  y   p h c   v   D N S   k h  n g   p h n   n g 	 S e r v e r   D N S   T i d a k   R e s p o n 	 R a l a t   D N S 	 D N S   $	M	0	A		?		 D N S   S e r v e r   S v a r e r   I k k e 	 D N S   s e r v e r   n e o d p o v  d  	 B r a k   o d p o w i e d z i   s e r w e r a   D N S 	 A   D N S   s z e r v e r   n e m   v  l a s z o l 	 E i   v a s t a u s t a   D N S - p a l v e l i m e l t a 	 D N S - s e r v e r   i n g e n   r e s p o n s 	 D N S   S e r v e r   n e o d p o v e d  	 D N S - f o u t 	 D N S - s e r v e r n   s v a r a r   i n t e 	 D N S   p o s l u ~i t e l j   n e   o d g o v a r a 	 S e r v e r u l   D N S   n u   r s p u n d e 	 D N S   S e r v e r   s e   n e   O d z i v a 	   S e r v e r   D N S     	   D N S 	 D N S   !J@2J@JB  =5  >B3>20@O	 !	@		(		8	  8	0	M	5	M	9	0	  *	M	0	$	?	8	>	0	  &	G	$	  (	>	9	@		 .7'  D N S 	   'F  '3  31H1  '  13~HF3  F	       	   		. 		. 		  							  							 !
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	 D N S   	 I p h u t h a   l e - D N S 	 I m p a z a m o   y e D N S 	 H i t i l a f u   y a   D N S 	 D N S - f o u t 	 D N S   k l a i d a 	 D N S   k <kd a 	 D N S   t  r g e 	 D N S   }mal	 D N S   	 E r o a r e   D N S 	 D N S   $
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 t a n i u 	 M a i l b o x   k a n   a l l e e n   g e l e z e n   w o r d e n 	 S k r i v s k y d d a d   m a p p 	 D i r e k t o r i j   s a m o   z a   
i t a n j e 	 C s u c  p o _t a l   a c c e s i b i l   n u m a i   p e n t r u   c i t i r e 	 M a p a   B e r i   S a m o 	         	       	 0?:0  A0<>  70  G5B5=5	 +	K	2	M	!	0	  	G	5	3	  5	>		>		 5F/HB  ~3*  AB7  .H'F/F  '3*	 AHD1  51A  ~F    D	     	 									  									  				  						 +
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e n   N a s l o v   P r e j e m n i k a 	     	       	 @5H5=  4@5A  =0  >;CG0B5;	 	A		@		>	  0	G	8	?	*	?	/	(	M		  *	$	M	$	>		 F4'F  1F/G  E9*(1  F3*	 EH5HD  1F  H'D  '  :D7  ~*	     	 						  						  				 
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 S T R _ E M A I L _ E R R O R _ C O D E _ S M T P _ C M D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   E m a i l   S M T P   c o m m a n d   h a s   e r r o r 	 S M T P   c o m m a n d   e r r o r 	 S M T P }TN/	 S M T P }TN	 3*1H  S M T P   4%2	 E r r o r   d e   c o m a n d o   S M T P 	 E r r e u r   d e   c o m m a n d e   S M T P 	 S M T P - 	 H81:0  :><0=4K  S M T P 	 E r r o r e   c o m a n d o   S M T P 	 .7#  AJ  #E1  S M T P 	 E r r o   d e   c o m a n d o   S M T P 	 p o p 3 K o m u t   h a t a s 1	 C  u   l n h   P O P 3   l i 	 S a l a h   P e r i n t a h   P O P 3 	 R a l a t   a r a h a n   P O P 3 	 S M T P   	.	>		!	  $	M	0	A		?		 P O P 3   K o m m a n d o   F e j l 	 C h y b a   p Y k a z u   P O P 3 	 B Bd   p o l e c e n i a   P O P 3 	 P O P 3   p a r a n c s h i b a 	 P O P 3 - k o m e n t o v i r h e 	 P O P 3   k o m m a n d o f e i l 	 C h y b a   p r  k a z u   S M T P 	 O p d r a c h t f o u t   i n   S M T P 	 S M T P - k o m m a n d o f e l 	 S M T P   P o g r e ak a   s   n a r e d b o m 	 E r o a r e   c o m a n d   S M T P 	 S M T P   N a p a k a   U k a z a 	     S M T P 	     S M T P 	 S M T P   ><0=4=0  @5H:0	 	8		.		@	*	@	    		M		>	  	B			 .7'  /3*H1  S M T P 	 S M T P     E'F  :D7	     	 		. 		. 		. 		  						  							 
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 S T R _ E M A I L _ E R R O R _ C O D E _ I M A P _ C M D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   E m a i l   I M A P 4   c o m m a n d   h a s   e r r o r 	 I M A P 4   c o m m a n d   e r r o r 	 I M A P 4 }TN/	 I M A P 4 }TN	 3*1H  I M A P 4   4%2	 E r r o r   d e   c o m a n d o   I M A P 4 	 E r r e u r   d e   c o m m a n d e   I M A P 4 	 I M A P 4 - B e f e h l s f e h l e r 	 H81:0  :><0=4K  I M A P 4 	 E r r o r e   c o m a n d o   I M A P 4 	 .7#  AJ  #E1  I M A P 4 	 E r r o   d e   c o m a n d o   I M A P 4 	 I M A P 4   K o m u t   h a t a s 1	 C  u   l n h   I M A P   4   l i 	 S a l a h   P e r i n t a h   I M A P 4 	 R a l a t   a r a h a n   I M A P 4 	 I M A P 4   	.	>		!	  $	M	0	A		?		 I M A P 4   K o m m a n d o   F e j l 	 C h y b a   p Y k a z u   I M A P 4 	 B Bd   p o l e c e n i a   I M A P 4 	 I M A P 4   p a r a n c s h i b a 	 I M A P 4 - k o m e n t o v i r h e 	 I M A P 4   k o m m a n d o f e i l 	 C h y b a   p r  k a z u   I M A P 4 	 O p d r a c h t f o u t   i n   I M A P 4 	 I M A P 4 - k o m m a n d o f e l 	 I M A P 4   P o g r e ak a   s   n a r e d b o m 	 E r o a r e   c o m a n d   I M A P 4 	 I M A P 4   N a p a k a   U k a z a 	     I M A P 4 	     I M A P 4 	 I M A P 4   ><0=4=0  @5H:0	 	/		.		*	@	4   		M		>	  	B			 .7'  /3*H1  I M A P 4 	 S M T P     E'F  :D7	 4     	 		. 		. 	. 			  						  							 
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e n a 	 L i m i t   p r z e k r o c z o n y ! 	 T  l l  p t e   a   k v  t  t 	 K i i n t i    y l i t e t t y 	 K v o t e   o v e r s t e g e t 	 S t a n o v e n    p o 
e t   p r e k r o 
e n  	 Q u o t u m   o v e r s c h r e d e n 	 K v o t e n    v e r s k r i d e n 	 K v o t a   p r e k o r a 
e n a 	 L i m i t a   d e   c o t   a   f o s t   d e p _i t 	 K v o t a   p r e s e ~e n a 	       	     	 @528H5=0  2>B0	 	K		>	  	$	?	0	?		M	$		 (4  '2  81A*  '.*5'5	 Hy'  ('/'  '	   	 				  											 
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	   	 I k o t a   y e q i l e 	 I s a b e l o   s i g q i t h i s i l e 	 U p e o   u m e z i d i s h w a 	 K w o t a   o o r s k r y 	 K v o t a   v i r ay t a 	 K v o t a   p r s n i e g t a 	 P i i r m   r    l e t a t u d 	 T~xav  ceafav~an  g	   	 A ci   d e p _i t   v a l o a r e a   s t a b i l i t 	 
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	 K>  $?M0.  2>	 	 					  				  						  						 	 	 	 	 	 	 	 C o t a   e x c e d i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ F O L D E R _ S E L E C T _ N O T _ P E R M I T T E D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   o p e r a t i o n   t o   t h e   f o l d e r   i s   d e n i e d 	 P e r m i s s i o n   d e n i e d 	 !qd\O
kP	 ed\OCgP	 D!H-8
2	 P e r m i s o   d e n e g a d o 	 P e r m i s s i o n   r e f u s  e 	 E r l a u b n i s   v e r w e i g e r t 	 5B  ?@020  4>ABC?0	 P e r m e s s o   n e g a t o 	 6(7  'D-1A  D'  J/9E	 A u t o r i z a   o   n e g a d a 	 0z i n   r e d d e t 	 K h  n g   c    q u y n   t h a o   t  c 	 P e r m i n t a a n   D i t o l a k 	 K e b e n a r a n   d i t o l a k 	 	(	A	.	$	?	  (	9	@		  &	@	  			 T i l l a d e l s e   N  g t 	 Z a m  t n u t    p o v o l e n  	 O d r z u c e n i e   p o z w o l e n i a 	 E n g e d  l y   m e g t a g a d v a 	 P   s y   e v  t t y 	 T i l g a n g   n e k t e t 	 P o v o l e n i e   z a m i e t n u t  	 T o e s t e m m i n g   g e w e i g e r d 	 T i l l  t e l s e   f  r n e k a d 	 O d b i j e n o   d o p u at e n j e 	 P e r m i s i u n e   r e s p i n s 	 D o v o l j e n j e   Z a v r n j e n o 	     	   	  07@5H5=85B>  BE2J@;5=>	 *	0	5	>	(		@	8	  (		>	0		 E,H2  1/  4/	 ','2*  E3*1/	   	 						  								  						 
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 
 S T R _ E M A I L _ I N V A L I D _ M A I L _ M E S S A G E 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   E m a i l   f o r m a t   i s   i n v a l i d 	 I n v a l i d   E m a i l   f o r m a t 	 !qHevP[N<h_	 eHev5uP[N<h_	 #9A-5@!%D!H9I-	 F o r m a t o   d e   c o r r e o   e l e c t r  n i c o   n o   v  l i d o 	 F o r m a t   d ' e - m a i l   i n v a l i d e 	 U n g  l t i g e s   E - M a i l f o r m a t 	 5459AB28B5;L=K9  D>@<0B  M;.   ?>GBK  	 F o r m a t o   p o s t a   n o n   v a l i d o 	 5J:)  'D(1J/  :J1  5'D-	 F o r m a t o   d o   e n d e r e  o   d e   c o r r e i o   e l e c t r  n i c o   i n v  l i d o 	 b i  i m i     m a i l   g e  e r s i z 	 n h   d n g   t h   s a i 	 F o r m a t   S u r a t   S a l a h 	 F o r m a t   E - m e l   t i d a k   s a h 	 	5	H	'	  	- .	G	2	  +	I	0	M	.	G			 U g y l d i g t   M a i l   f o r m a t 	 N e p l a t n    f o r m  t   p o at y 	 N i e p r a w i d Bo w y   f o r m a t   e M a i l a 	  r v  n y t e l e n   e - m a i l   f o r m  t u m 	 V   r    p o s t i m u o t o 	 U g y l d i g   p o s t f o r m a t 	 N e p l a t n    f o r m  t   m a i l u 	 O n g e l d i g e   e - m a i l i n d e l i n g 	 O g i l t i g t   m e j l f o r m a t 	 F o r m a t   p o at e   n i j e   v a l j a n 	 F o r m a t   e m a i l   n e v a l i d 	 N e v e l j a v e n   F o r m a t   P o at e 	     	       	 520;845=  M a i l   $>@<0B	 	5	H	'	  .	G		2	  +	I	0	M	.	G			 A1E*  'ED  E9*(1  F3*	 :D7  ED  A'1Ey	     	 				  			  								 0
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	   -   	 I f o m e t h i   y e - i m e y l i   e n g e n a m t h e t h o 	 I m o   k w e - I m e y l   e n g a s e b e n z i y o 	 F o m a t i   b a t i l i   y a   b a r u a   p e p e 	 O n g e l d i g e   E - p o s f o r m a a t 	 N e g a l i o j a n t i s   e l .   p a at o   f o r m a t a s 	 N e d e r +g s   e - p a s t a   f o r m t s 	 E - k i r j a   v o r m i n g   v i g a n e 	 7l.   x}k  }mal  qaya	 E m a i l -     	 F o r m a t   e m a i l   n e v a l i d 	 
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 
 S T R _ E M A I L _ E R R O R _ C O D E _ U N K N O W N _ I D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   e r r o r   h a p p e n e d   i s   n o t   d e f i n e d 	 U n k n o w n   e r r o r 	 
Nf/	 
Nf	 4%2D!H#2*2@+8	 E r r o r   d e s c o n o c i d o 	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0  	 E r r o r e   s c o n o s c i u t o 	 .7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 H a t a s 1  B i l i n m i y o r 	 L i   k h  n g   x  c   n h 	 S a l a h   t a k   d i k e t a h u i 	 R a l a t   t i d a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 U k e n d t   F e j l 	 N e z n  m    c h y b a 	 B Bd   n i e z n a n y 	 I s m e r e t l e n   h i b a 	 T u n t e m a t o n   v i r h e 	 U k j e n t   f e i l 	 N e z n  m a   c h y b a 	 O n b e k e n d e   f o u t 	 O k  n t   f e l 	 N e p o z n a t a   p o g r e ak a 	 E r o a r e   n e c u n o s c u t 	 N e z n a n a   N a p a k a 	   	     	 5?>7=0B0  3@5H:0	 		>	#	  	B			 .7'  F'4F'.*G	 F'E9DHE  :D7	   	 					  							 
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	   	 I p h u t h a   e l i n g a z i w a 	 I m p a z a m o   e n g a z i w a y o 	 H i t i l a f u   i s i o j u l i k a n a 	 O n b e k e n d e   f o u t 	 N e ~i n o m a   k l a i d a 	 N e z i n m a   k <kd a 	 T u n d m a t u   t  r g e 	 1vpau  }mal	   	 E r o a r e   n e c u n o s c u t 	 

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 	 M>$  $C?	 	 						  							 	 	 	 	 	 	 	 E r r o   d e s c o n h e c i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ S E L E C T _ F R O M _ F I L E _ I D 	 E m a i l 	 I C O N T E X T ,   C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   t o   s e l e c t   t h e   f i l e   f r o m   p h o n e   o f   s e t t i n g   s i g n a t u r e   i m a g e   f i l e   p a t h 	 F r o m   f i l e 	 _jHhx	 	beN	 2D%L	 D e   a r c h i v o 	    p a r t i r   d u   f i c h i e r 	 V o n   D a t e i 	 7  D09;0  	 D a   f i l e 	 EF  'DEDA	 D o   f i c h e i r o 	 e e   d e n   s e  	 C h n   t p 	 P i l i h   D a r i   B e r k a s 	 D a r i p a d a   f a i l 	 +	>		2	  8	G	  	 V  l g   F r a   F i l 	 V y b r a t   z e   s o u b o r u 	 W y b i e r z   z   p l i k u 	 K i v  l a s z t  s   f  j l b  l 	 V a l i t s e   t i e d o s t o s t a 	 V e l g   f r a   f i l 	 Z v o l i e  z o   s  b o r u 	 V a n   b e s t a n d 	 V  l j   f r  n   f i l 	 O d a b e r i   i z   d a t o t e k e 	 D i n   f i _i e r 	 I z b e r i   I z   D a t o t e k e 	     	 	 715@8  B  $09;	 +	>		2	  .	'	B	(		 '2  A'D	 A'&D  3	   	 				  					 +
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	  	 K u s u k a   k w i f a y e l a 	 I s u k a   k w i f a y l e 	 K u t o k a   k w a   f a i l i 	 V a n a f   l  e r 	 I a  f a i l o 	 N o   f a i l a 	 F a i l i s t 	 Vaulk	 	 D i n   f i _i e r 	 +
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 
 S T R _ E M A I L _ D E L E T E _ R E F E R E N C E _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d e l e t e   t h e   f i l e   r e f e r e n c e   o f   s e t t i n g   s i g n a t u r e   i m a g e   f i l e   p a t h 	 D e l e t e   r e f e r e n c e 	 *Rdܕo	  RdsQT	 %2#-I2-4	 E l i m i n a r   r e f e r e n c i a 	 S u p p r i m e r   l a   r  f  r e n c e 	 R e f e r e n z   l  s c h e n 	 #40;8BL  AAK;:C	 E l i m i n a   r i f e r i m e n t o 	 E3-  'D'4'1)	 E l i m i n a r   r e f e r  n c i a 	 S i l   i l g i 	 X  a   b   c h   d n 	 H a p u s   R e f e r e n s i 	 P a d a m   r u j u k a n 	 8		&	0	M	-	  9		>				 S l e t   R e f e r e n c e 	 S m a z a t   o d k a z 	 S k a s u j   r e f e r e n c j e 	 H i v a t k o z  s   t  r l  s e 	 P o i s t a   v i i t e 	 S l e t t   r e f e r a n s e 	 Z r u ai e  o d k a z 	 V e r w i j d e r i n g s r e f e r e n t i e 	 R a d e r a   r e f e r e n s 	 I z b r i ai   r e f e r e n c e 	 ^t e r g e r e   r e f e r i n c	 Z b r i ai   Z v e z o 	   	     	 7B@89  B<5B:0B0	 8		&	0	M	-	  *	A	8	B	(	  	>		>	  	 -0A  E1,9	 -H'D  Ey'&	   	 									  					  				 
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	 0?+0F(M8M  $J2?A.A	 840;8B8  ?>A8;0==O	 







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	   	 S u s a   i r e f e r e n s i 	 C i m a   i s i n g q i n i s o 	 F u t a   r e j e o 	 S k r a p   v e r w y s i n g 	 P a aa l i n t i   n u o r o d 	 D z s t   a t s a u c i 	 K u s t u t a   v i i d e 	 Kv{el  prxth	   	 ^t e r g e r e   r e f e r i n c	 1
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 
 S T R _ E M A I L _ F I L E N A M E _ T O O _ L O N G 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   f i l e   n a m e   i s   t o o   l o n g 	 F i l e n a m e   t o o   l o n g 	 jHh
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7H-D%L"2'@4D	 N o m b r e   d e   a r c h i v o   d e m a s i a d o   l a r g o 	 N o m   d e   f i c h i e r   t r o p   l o n g 	 D a t e i n a m e   z u   l a n g 	 <O  D09;0  A;8H:><  4;8==>5	 N o m e   f i l e   t r o p p o   l u n g o 	 '3E  'DEDA  7HJD  ,/'K	 O   n o m e   d o   f i c h e i r o      m u i t o   c o m p r i d o 	 D o s y a   A d 1  p e k   u z u n 	 T  n   t p   q u    d  i 	 N a m a   b e r k a s   T e r l a l u   P a n j a n g 	 N a m a   f a i l   t e r l a l u   p a n j a n g 	 +	>		2	  	>	  (	>	.	  	>	+	@	  2		,	>		 F i l n a v n   F o r   L a n g t 	 N  z e v   s o u b o r u   j e   p Y l i a  d l o u h  	 N a z w a   p l i k u   z a   d Bu g a 	 A   f  j l n  v   t  l   h o s s z  	 T i e d o s t o n i m i   l i i a n   p i t k  	 F i l n a v n   f o r   l a n g t 	 N  z o v   s  b o r u   j e   p r  l i a  d l h  	 B e s t a n d s n a a m   t e   l a n g 	 F i l n a m n e t    r   f  r   l  n g t 	 I m e   d a t o t e k e   p r e d u g a 
k o 	 N u m e l e   f i _i e r u l u i   e s t e   p r e a   l u n g 	 I m e   D a t o t e k e   P r e d o l g o 	       	       	 @5:0;5=>  J;3>  <5  =0  $09;	 +	>		2	(	>		5	  	'	?		  &	@	0	M			 F'E  A'D  7HD'F  '3*	 A'&D  F'E  (*  DE('	     ! 	 				  			  								  						 +
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	      	 I g a m a   l e f a y e l a   l i d e   k a k h u l u 	 I g a m a   l e f a y l e   l i d e   k a k h u l u 	 J i n a   l a   f a i l i   n i   n d e f u   s a n a 	 L  e r n a a m   t e   l a n k 	 P e r   i l g a s   f a i l o   p a v a d i n i m a s 	 F a i l a   n o s a u k u m s   p a r   g a r u 	 F a i l i n i m i   l i i g a   p i k k 	 Vaulk  avxvh  yaafav  eoa  g	       	 N u m e l e   f i _i e r u l u i   e s t e   p r e a   l u n g 	 +
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 
 S T R _ E M A I L _ S I Z E _ T O O _ L A R G E 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   f i l e   s i z e   i s   t o o   l a r g e   a n d   w h a t   i s   t h e   l i m i t a t i o n 	 S i z e   t o o   l a r g e , \ n l i m i t 	 jHhN'Y\ n P6R	 eN*Y'Y\ n P6R	 2C+
H@4D	 T a m a  o   d e m a s i a d o   g r a n d e , \ n l  m i t e 	 T r o p   g r a n d e   t a i l l e \ n l i m i t e 	 D a t e i   z u   g r o  , \ n G r e n z e 	 !;8H:><  1>;LH>9  @07<5@, \ n ;8<8B	 D i m e n s i o n e   e c c e s s i v a , \ l i m i t e 	 -,E  C(J1  ,/', \ n -/	 T a m a n h o   m u i t o   g r a n d e , \ n l i m i t e 	 b o y u t   p e k   b o l 	 C   q u    l n 	 U k u r a n   T e r l a l u   B e s a r 	 S a i z   t e r l a l u   b e s a r , \ n h a d 	 		>	0	  	>	+	@	  2		,	>	\ n 2	?	.	?			 F o r   S t o r 	 P Y l i a  v e l k  	 R o z m i a r   z a   d u |y 	 A   m  r e t   t  l   n a g y 	 L i i a n   s u u r i 	 F o r   s t o r   s t  r r e l s e 	 P r  l i an    v e >k o s e	 T e   g r o o t \ n L i m i e t 	 F i l e n    r   f  r   s t o r 	 V e l i 
i n a   p r e v e l i k a 	 D i m e n s i u n e a   e s t e   p r e a   m a r e , \ n l i m i t 	 V e l i k o s t   P r e v e l i k a 	     	     ,   / n   	 @5:0;5=>  >;O<   07<5@	 		>	0	  	'	?		  .	K	 	>		 'F/'2G  .D  (21  '3*\ n -/	 3'&2  (*  ('	     	 				  								  		  \ 							 
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7H-9IC
I4	 N o m b r e   d e   u s u a r i o   i n c o r r e c t o 	 N o m   d  u t i l i s a t e u r   i n c o r r e c t 	 F a l s c h e r   B e n u t z e r n a m e 	 525@=>5  8<O  ?>;L7>20B5;O	 N o m e   u t e n t e   e r r a t o 	 .7#  AJ  '3E  'DE3*./E	 N o m e   d e   u t i l i z a d o r   e r r a d o 	 T E R S   K U L A D I 	 S a i   t  n   n g i   d  n g 	 S a l a h   n a m a   P e n g g u n a 	 S a l a h   n a m a   p e n g g u n a 	 	2	$	  *	M	0	/	K		M	$	>	  (	>	.		 F o r k e r t   B r u g e r n a v n 	 N e s p r  v n    u ~i v a t e l s k    j m  n o 	 N i e p r a w i d Bo w a   n a z w a   u |y t k o w n i k a 	 H i b  s   f e l h a s z n  l  n  v 	 V   r    k  y t t  j  n i m i 	 G a l t   b r u k e r n a v n 	 C h y b n    u ~ v a t e >s k    m e n o 	 V e r k e e r d e   g e b r u i k e r s n a a m 	 F e l   a n v  n d e r n a m n 	 P o g r e an o   i m e   k o r i s n i k a 	 N u m e l e   u t i l i z a t o r   e s t e   i n c o r e c t 	 N a p a 
n o   U p o r a b n i ak o   I m e 	     	     	 @5H=>  >B@518B5;A:>  <5	 	A		@		>	  /	B		0	(	>		5		 F'E  '1(1  '4*('G  '3*	 :D7  H21  F'E	   	 												  			  				 
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 S T R _ E M A I L _ O V E R W R I T E _ W A R N I N G 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   w h e t h e r   t o   o v e r w r i t e   t h e   u n s a v e d   m a i l 	 O v e r w r i t e   u n s a v e d   E m a i l ? 	 /f&T˄*g2QX[P[N	 /f&Tv*gOX[5uP[N	 @5"1-5@!%5H"1D!HDI16? 	  S o b r e e s c r i b i r   c o r r e o   e l e c t r  n i c o   n o   g u a r d a d o ? 	 E c r a s e r   E m a i l   n o n   e n r e g i s t r   ? 	 N i c h t   g e s p e i c h e r t e   E - M a i l    b e r s c h r e i b e n ? 	 ?5@5?8A0BL  =5A>E@0=5==>5  M;.   ?8AL<>? 	 S o v r a s c r i v e r e     p o s t a   n o n   s a l v a t a ? 	 C*'()  'DEDA  'D,/J/  'D0J  DE  J-A8G	 S u b s t i t u i r   m e n s a g e m   d e   c o r r e i o   e l e c t r  n i c o   n  o   g u a r d a d a ? 	  s t  n e   Y a z   T E S A R R U F   E T M   M A I L K 	 V i t      l  n   t h   c h a   l u ? 	 T u l i s   d i   s u r a t   t a k   t e r s i m p a n 	 T u l i s   g a n t i   E - m e l   t i d a k   d i s i m p a n 	 8	G	5	  (	  	?		  		  .	G	2	  *	0	  	5	0	0	>				 O v e r s k r i v   I k k e - g e m t e   E - m a i l s 	 P Ye p s a t   n e u l o ~e n o u   p o at u 	 Z a p i s a   w y m a z u j c   n i e z a p i s a n y   e m a i l 	 E l   n e m   m e n t e t t   l e v  l   f e l  l  r  s a ? 	 K o r v a a   t a l l e n t a m a t o n   p o s t i 	 S k r i v   o v e r   u l a g r e t   e - p o s t 	 P r e p  s a e  n e u l o ~e n    p o at u 	 N i e t   o p g e s l a g e n   e - m a i l   o v e r s c h r i j v e n ? 	 E r s  t t   o s p a r a d e   m e l j 	 U p i ai   p r e k o   n e s n i m l j e n e   p o at e 	 S u p r a s c r i e ci   e m a i l u r i l e   n e s a l v a t e ? 	 P r e p i ai   N e s h r a n j e n o   P o at o 	         	           ? 	 @570?8H8  570?><=5=8OB  M a i l 	 	5	M	9	0	0	>			  	(	8	G	5	M	9	  .	G	2		 ('2FH3  'ED  0.1G  F4/G	 :1  E-AH8  D  H  ED  ~1  D	         	 									  			  								  			? 	 	
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 
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Tzz}v	 %2"@G'H2	 B o r r a r   f i r m a 	 S i g n a t u r e   v i d e 	 S i g n a t u r   l e e r 	 CAB0O  ?>4?8AL	 F i r m a   v u o t a 	 EDA  'D*HBJ9  A'1:	 A s s i n a t u r a   v a z i a 	 %E6'!  .'DI	 C h   k    t r n g 	 B O ^  I M Z A 	 T a n d a t a n g a n   t e l e f o n 	 0	?		M	$	  9	8	M	$	>		M	7	0		 T a n d a   K o s o n g 	 9	8	M	$	>		M	7	0	  	>	2	@	  	 T o m   S i g n a t u r 	  r e s   a l   r  s 	 S k a s u j   p o d p i s 	  r e s   a l   r  s 	 T y h j    a l l e k i r j o i t u s 	 L e g e   h a n d t e k e n i n g 	 C h  b a   p o d p i s 	 L e g e   H a n d t e k e n i n g 	 S e m n t u r a   l i p s e _t e 	 P r a z a n   p o t p i s 	 S e m n t u r a   l i p s e _t e 	   	   	 9	8	M	$	>		M	7	0	  0	?		M	$		 'E6'  .'D	 .'D  /3*.7	   	 								  					 
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i a s   p a r a aa s 	 T u k as   p a r a k s t s 	 S i g n a t u u r   t  h i 	 Mxacxiuxvh  daao  g	   	 S e m n t u r a   l i p s e _t e 	 
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N/ecR	 D!H#-#12#4*9L1'#45I	 A u t e n t i c a c i  n   n o   a d m i t i d a 	 A u t h e n t i f i c a t i o n   n o n   s u p p o r t  e 	 A u t h e n t i f i z i e r u n g   n i c h t   u n t e r s t  t z t 	 @>25@:0  ?>4;8==>AB8  =5  8A?>;L7C5BAO	 A u t e n t i c a z i o n e   n o n   s u p p o r t a t a 	 'D*1.J5  :J1  E/9E	 A u t e n t i c a   o   n  o   s u p o r t a d a 	 K i m l i k   d o r u l a m a   d e s t e k l e n m i y o r   	 K h  n g   h   t r   c h c   n n g   x  c   n h n 	 O t e n t i k a s i   t i d a k   d i d u k u n g 	 P e n g e s a h a n   t i d a k   m e n y o k o n g 	 *	M	0	.	>	#	@		0	#	  	8	.	0	M	%	?	$	  	 A u t h e n t i c a t i o n   N o t   S u p p o r t 	 A u t h e n t i c a t i o n   N o t   S u p p o r t 	 A u t h e n t i c a t i o n   N o t   S u p p o r t 	 A u t h e n t i c a t i o n   N o t   S u p p o r t 	 A u t h e n t i c a t i o n   N o t   S u p p o r t 	 A u t h e n t i c a t i o n   N o t   S u p p o r t 	 N e p o d p o r o v a n    a u t e n t i z  c i a 	 A u t e n t i c a t i e   n i e t   o n d e r s t e u n d 	 V e r i f i e r i n g   s t  d j e s   e j 	 A u t e n t i f i k a c i j a   n i j e   p o d r ~a n a 	 A u t e n t i f i c a r e a   n u   e s t e   a c c e p t a t 	 A v t e n t i 
n o s t   N i   P o d p r t a 	       	     	 45=B8D8:0F8OB0  =5  A5  ?>44J@60	 *	M	0	.	>	#	?		0	#	  8	*	K	0	M		  	0	(	  (	>	9	@		 *#/  '9*('1  ~4*('F  FE  4H/	 *H+B    -E'*  F	         	 										  							  			 *
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 
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 S T R _ E M A I L _ C O M M O N _ D O W N L O A D _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   w h e t h e r   t o   d o w n l o a d   d a t a   f r o m   s e r v e r 	 D o w n l o a d ? 	 N		 N}	 2'LB+%	  D e s c a r g a r ? 	 T  l  c h a r g e r  ? 	 H e r u n t e r l a d e n ? 	 03@C78BL? 	 S c a r i c a r e ? 	 *-EJD	 T r a n s f e r i r ? 	 Y  k l e n s i n   m i ?   	 T i   v ? 	 D o w n l o a d ? 	 M u a t   t u r u n ? 	 !	>			(	2	K	!	? 	 	 	 	 L e t  l t i ? 	 	 	 	 D o w n l o a d e n ? 	 	 	 D e s c r c a ci ? 	 	 	 ? 	 	 !	>	
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 
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 S T R _ E M A I L _ B C C _ I D 	 E m a i l 	 T I T L E ,   U N L I M ,   I C O N T E X T 	 T h e   n a m e   o f   E m a i l   B c c   f i e l d   d i s p l a y e d   o n   t i t l e 	 B c c 	 [NoR,g	 [	 *3@2%1	 B c c 	 C c i 	 B l i n d k o p i e   a n 	 !	 C C N 	 B C C 	 B c c 	 B c c 	 B C C 	 B c c 	 B c c 	 B c c 	 	 	 	 T i t k o s   m  s o l a t 	 	 	 	 B c c 	 	 	 B c c 	 	 	 B c c 	 	 ,	@	8	@	8	@		 1HFH4*  E.A	 (  3  3  	 	 B C C 	 ,
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 
 S T R _ E M A I L _ D E L E T E _ A L L _ M A R K _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s e l e c t   f o l d e r   t o   d e l e t e   m a r k e d   m a i l s   i n   E m a i l   m a i n   m e n u 	 D e l e t e   m a r k e d   E m a i l s 	 *Rd]jP[N	  Rd]h5uP[N	 %-5@!%5H3@#7H-+!2"1I+!	 E l i m i n a r   c o r r e o s   e l e c t r  n i c o s   m a r c a d o s 	 S u p p r i m e r   l e s   E m a i l s   c o c h  s 	 M a r k i e r t e   E - M a i l s   l  s c h e n 	 #40;8BL  >B<5G5==K5  A>>1I5=8O	 E l i m i n a   e - m a i l   c o n t r a s s e g n a t e 	 E3-  (1J/  'DC*1HFJ  *9DJB'*	 E l i m i n a r   m e n s a g e n s   d e   c o r r e i o   e l e c t r  n i c o   a s s i n a l a d a s 	 0_a r e t l e n e n   e - p o s t a l a r 1  s i l   	 X  a   t t   c   t h   i n   t       n h   d u 	 H a p u s   e m a i l   y a n g   d i t a n d a i 	 P a d a m   E - m e l   y a n g   d i t a n d a 	 	?	(	M	9	?	$	  	- .	G	2	  9		>				 	 	 	 A   m e g j e l  l t   e - m a i l e k   t  r l  s e 	 	 	 	 G e m a r k e e r d e   e - m a i l s   v e r w i j d e r e n 	 	 	 ^t e r g e ci   e m a i l u r i l e   m a r c a t e 	 	 	         	 	 8	0	M	5	  .	>	0	M		  *	A	8	B	(	  	>		>		 -0A  'ED  G'  F4'FG  /'1	 *E'E  9D'E*  Ey'&  	     	 			  							  					  					  				 8
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	     -    	 S u s a   a m a - i m e y l i   a m a k i w e 	 C i m a   i i - i m e y l e   e p h a w u l w e y o 	 F u t a   B a r u a   p e p e   z i l i z o w e k w a   a l a m a 	 S k r a p   g e m e r k t e   e - p o s s e 	 P a aa l i n t i   p a ~y m t u s   e l .   l a i ak u s 	 D z s t   a t z +m t o s   e - p a s t u s 	 K u s t u t a   m  r g i t u d   e - k i r j a d 	 Kv{el  vw~an  7l.   x}k  parxdacxiuxvveh	     E m a i l - 	 ^t e r g e ci   e m a i l u r i l e   m a r c a t e 	 

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 
 S T R _ E M A I L _ S W I T C H _ M O D E _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s w i t c h   o n l i n e / o f f l i n e   m o d e   i n   E m a i l   m a i n   m e n u 	 S w i t c h   m o d e 	 Rc!j_	 Rbc!j_	 *%1B+!	 C a m b i a r   m o d o 	 C h a n g e r   m o d e 	 M o d u s   w e c h s e l n 	 5@5:;NG8BL  @568<	 M o d a l i t    p a s s a   a   	 #3DH(  'D*-HJD	 M u d a r   d e   m o d o 	 D e i _t i r m e   m o d u   	 C h     i 	 M o d u s   p e n g a l i h a n 	 T u k a r   m o d 	 .	K	!	  ,	&	2	G			 	 	 	  z e m m  d - v  l t  s 	 	 	 	 O m s c h a k e l s t a n d 	 	 	 C o m u t a r e   m o d 	 	 	     	 	 8	M	5	@		  .	K	!		 *9H6  -'D*	 EH  H  3H&  ,&	     	 			  				 8
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  

	   	 I m o d i   y o k u s h i n t s h a 	 I m o   y o k u t s h i n t s h a 	 M o d i   y a   s w i c h i 	 S k a k e l   o o r   n a   a n d e r   m o d u s 	 P e r j u n g i m o   r e ~i m a s 	 P r s l g t   r e ~+m u 	 R e ~i i m i    m b e r l  l i t u s 	 Sxmaoel  |ejkth	   	 C o m u t a r e   m o d 	 .
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 
 S T R _ E M A I L _ E X T R A C T _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   e x t r a c t   t h e   a d d r e s s e s   f r o m   E m a i l   c o n t e n t   f i e l d 	 E x t r a c t   a d d r e s s 	 cS0W@W	 cS0W@W	 6I-!9%5H-"9H	 E x t r a e r   d i r e c c i  n 	 O b t e n i r   a d r e s s e 	 A d r e s s e   e x t r a h i e r e n 	 72;5GL  04@5A	 E s t r a i   i n d i r i z z o 	 '3*.1',  'D9FH'F	 E x t r a i r   e n d e r e  o 	 A d r e s i   a l   	 L y   a   c h   r a 	 A m b i l   a l a m a t 	 E k s t r a k   a l a m a t 	 *	$	>	  (	?		>	2	G			 	 	 	 C  m   k i v o n  s a 	 	 	 	 A d r e s   d e c o d e r e n 	 	 	 E x t r a g e r e   a d r e s 	 	 	   	 	 *	$	M	$	>	  	G	$	2	G	2	G		 '3*.1',  F4'F	 ~*  F'D	   	 						  					  			  				 *
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	   	 K h i p h a   i k h e l i 	 I d i l e s i   y a n g a p h e z u l u 	 C h u k u a   a n w a n i 	 K r y   a d r e s 	 I as k l e i s t i   a d r e s 	 I z r a k s t +t   a d r e s e s 	 E k s t r a k t i   a a d r e s s 	 1|beel  pa}ev	   	 E x t r a g e r e   a d r e s 	 5
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 
 S T R _ E M A I L _ E X T R A C T _ P H O N E N U M B E R _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   e x t r a c t   o n l y   p h o n e   n u m b e r   f r o m   E m a i l   c o n t e n t   f i e l d 	 P h o n e   n u m b e r 	 q_x	 5u݋Sx	 +!2"@%B#(1L	 N  m e r o   d e   t e l  f o n o 	 N u m  r o   d e   t  l  p h o n e 	 T e l e f o n n u m m e r 	 ><5@  B5;5D>=0	 N u m e r o   d i   t e l e f o n o 	 1BE  'DG'*A	 N  m e r o   d e   t e l e f o n e 	 T e l e f o n   n u m a r a s 1  	 S   i n   t h o i 	 N o m o r   t e l e p o n 	 N o m b o r   t e l e f o n 	 +	K	(	  (		,	0		 	 	 	 T e l e f o n s z  m 	 	 	 	 T e l e f o o n n u m m e r 	 	 	 N u m r   d e   t e l e f o n 	 	 	   	 	 +	K	(	  (		,	0		 4E'1G  *DAF	 AHF  FE(1	   	 			  						 +
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 
 S T R _ E M A I L _ E X T R A C T _ E M A I L A D D R _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   e x t r a c t   o n l y   E m a i l   a d d r e s s   f r o m   E m a i l   c o n t e n t   f i e l d 	 E m a i l   a d d r e s s 	 P[N0W@W	 5uP[N0W@W	 5H-"9H-5@!%	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A d r e s s e   E m a i l 	 E - M a i l a d r e s s e 	 4@5A  M;.   ?>GBK	 I n d i r i z z o   e - m a i l 	 9FH'F  'D(1J/  'D'DC*1HFJ	 E n d e r e  o   d e   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a   a d r e s i 	 a   c h   h p   t h   i n   t 	 A l a m a t   e m a i l 	 A l a m a t   E - m e l 	 	- .	G	2	  *	$	>		 	 	 	 E - m a i l   c  m 	 	 	 	 E - m a i l a d r e s 	 	 	 A d r e s   e m a i l 	 	 	   	 	 	.	G	2	  *	$	M	$	>		 F4'F  'ED	 '  ED  ~*	   	 	- 				  							 
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	 -   	 I k h e l i   l e - i m e y l i 	 I d i l e s i   y e - i m e y l e 	 A n w a n i   y a   b a r u a   p e p e 	 E - p o s a d r e s 	 E l .   p a at o   a d r e s a s 	 E - p a s t a   a d r e s e 	 E - p o s t i   a a d r e s s 	 7l.   x}k  pa}e	 E m a i l -   	 A d r e s   d e   e m a i l 	 .
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 
 S T R _ E M A I L _ P H O N E N U M B E R _ A D D R E S S _ L I S T _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t i t l e   o f   e x t r a c t e d   p h o n e   n u m b e r 	 P h o n e   n u m b e r   l i s t 	 q_xnU	 5u݋SxRh	 #2"2#+!2"@%	 L i s t a   d e   n  m e r o s 	 L i s t e   d e s   n u m  r o s 	 N u m m e r n l i s t e 	 !?8A>:  =><5@>2	 E l e n c o   n u m e r i 	 B'&E)  'D1BE	 L i s t a   d e   n  m e r o s 	 N u m a r a   l i s t e s i   	 D a n h   s  c h   s   	 D a f t a r   n o m o r   t e l e p o n 	 S e n a r a i   n o m b o r 	 (		,	0	  8	B		@	  	 	 	 	 S z  m l i s t a 	 	 	 	 N u m m e r l i j s t 	 	 	 L i s t   n u m e r e   d e   t e l e f o n 	 	 	   	 	 (		,	0	  2	?	8	M			 D3*  4E'1G	 FE(1  A13*	   	 					  					 (
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	   	 U h l u   l w e z i n a m b a 	 U l u h l u   l w e n o m b o l o 	 O r o d h a   y a   n a m b a 	 L y s   n o m m e r s 	 N u m e r i s  s r a aa s 	 N u m u r u   s a r a k s t s 	 N u m b r i t e   l o e n d 	 @atavek  avo	   	 L i s t   d e   n u m e r e 	 (
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 
 S T R _ E M A I L _ U R L _ A D D R E S S _ L I S T _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t i t l e   o f   e x t r a c t e d   U R L   a d d r e s s 	 U R L   l i s t 	 }@WnU	 Q@WRh	 #2"2#  U R L 	 L i s t a   d e   U R L 	 L i s t e   U R L 	 U R L - L i s t e 	 !?8A>:  U R L 	 E l e n c o   U R L 	 B'&E)  U R L 	 L i s t a   d e   U R L s 	 U R L   l i s t e s i   	 D a n h   s  c h   a   c h   m n g 	 D a f t a r   U R L 	 S e n a r a i   U R L 	 U R L   8	B		@		 	 	 	 U R L   l i s t a 	 	 	 	 U R L - l i j s t 	 	 	 L i s t   U R L 	 	 	   U R L 	 	 /	B		0		2	  2	?	8	M			 D3*  U R L 	 U R L   A13*	     	   		. 		. 		  					 /
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	 U R L   	 U h l u   l w e - U R L 	 U l u h l u   l w e - U R L 	 O r o d h a   y a   U R L 	 U R L - l y s 	 U R L   s r a aa s 	 U R L   s a r a k s t s 	 U R L - i d e   l o e n d 	 U R L   avo	 U R L   	 L i s t   U R L 	 U R L   *

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 
 S T R _ E M A I L _ U R L _ A D D _ B O O K M A R K _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   a d d   t h e   s e l e c t e d   U R L   a d d r e s s   t o   t h e   B o o k m a r k 	 A d d   t o   B o o k m a r k s 	 ReQfd|	 mR0RfN~{	 @4H!C8J!2#L	 A  a d i r   a   m a r c a d o r e s 	 A j o u t e r      S i g n e t 	 Z u   L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  2  70:;04:8	 A g g i u n g i   a   s e g n a l i b r o 	 '6'A)  'DJ  'D'4'1)  'DE1,9J)	 A d i c i o n a r   a   m a r c a d o r 	 Y e r   i m i n e   e k l e   	 L u   v  o    n h   d u 	 T a m b a h k a n   k e   P e n a n d a 	 T a m b a h   k e p a d a   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a   k  n y v j e l z Qk  z 	 	 	 	 T o e v o e g e n   a a n   b l a d w i j z e r 	 	 	 A d u g a r e   l a   m a r c a j e 	 	 	   	 	 ,	A		.	>	0	M		2	>	  	K	!	>		 'A2H/F  (G  E-D  '(	 (  E'1  E  '6'A  ,&	       	 								- 	  			  					 ,
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 
 S T R _ E M A I L _ D E L _ A F T E R _ N _ D A Y S _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d e l e t e   t h e   s e r v e r   m a i l   a f t e r   N   d a y s 	 D e l e t e   a f t e r   N   d a y s 	 *RdN )Y_	  RdN )YT	 %+%12  N   '1	 E l i m i n a r   d e s p u  s   d e   N   d  a s 	 S u p p r i m e r   a p r  s   N   j o u r s 	 L  s c h e n   n a c h   N   T a g e n 	 #40;8BL  G5@57  N   4=. 	 E l i m i n a   d o p o   N   g i o r n i 	 E3-    (9/  N   #J'E	 E l i m i n a r   a p  s   N   d i a s 	 N   g  n d e n   s o n r a   s i l 	 X  a   s a u   N   n g  y 	 H a p u s   s e t e l a h   N   h a r i 	 P a d a m   s e l e p a s   N   h a r i 	 N   &	?	(	K		  	G	  ,	>	&	  9		>				 	 	 	 T  r l  s   N   n a p   u t  n 	 	 	 	 N a   N   d a g e n   v e r w i j d e r e n 	 	 	 ^t e r g e r e   d u p   N   z i l e 	 	 	     N   	 	 	(	  !	?	5	8	>		(		$	0	  *	A	8	B	(	  	>		>		 -0A  ~3  '2  N   1H2	 /FH    *9/'/    (9/  Ey'&	 	 									  					  			  					  					 .
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	       	 S u s a   e m v a   k w e z i n s u k u   e z i n g u 	 C i m a   e m v a   k w e e n t s u k u   e z i - N 	 F u t a   b a a d a   y a   s i k u   N 	 S k r a p   n a   N   d a e 	 P a aa l i n t i   p o   N   d i e n s	 D z s t   p c   N   d i e n m 	 K u s t u t a   p  r a s t   N   p  e v a 	 Kv{el  N   k  pex	     N       	 ^t e r g e r e   d u p   N   z i l e 	 N   &
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 S T R _ E M A I L _ N _ O F _ D A Y S 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   s e t t i n g   o f   d e l e t e   a f t e r   N   d a y s   i s   i n v a l i d 	 N   o f   d a y s 	 N   )Y	 N   )Y	 N   '1	 N   d e   d  a s 	 N   d e   j o u r s 	 N   v o n   T a g e n 	 N   4=. 	 N   d i   g i o r n i 	 N   #J'E	 N   d e   d i a s 	 G  n   s a y 1s 1  	 N   n g  y 	 N   h a r i 	 N   h a r i 	 &	?	(	K		  	@	  8			M	/	>		 	 	 	 N   n a p 	 	 	 	 A a n t a l   d a g e n 	 	 	 N   z i l e 	 	 	 N   	 	 &	?	5	8	>			G	  	(		 N   1H2	 /FH    *9/'/	   	 		  				 &
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 
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gRhVN	 %-5@!%2@4#L@'-#L	 E l i m .   C o r r e o   e l e c t r  n i c o   d e   s e r v i d o r 	 S u p p r .   S e r v e u r   d  E m a i l 	 S e r v e r - E - M a i l   l  s c h e n 	 #40;OBL  A>>1I.   =0  A5@25@5	 E l i m .   e - m a i l   d a l   s e r v e r 	 E3-  'D(1J/  'D'DC*1HFJ  DE9/'*  'D./E)	 E l i m i n a r   s e r v i d o r   d e   c o r r e i o   e l e c t r  n i c o 	 S i l .   s u n u c u   E - p o s t a s 1  	 X  a   m  y   p h c   v   t h   i n   t 	 H a p u s   e m a i l   s e r v e r 	 P a d a m   E - m e l   p e l a y a n 	 8	0	M	5	0	  	- .	G	2	  9		>			  	 	 	 	 E - m a i l   t  r l  s e   a   k i s z o l g  l  n 	 	 	 	 E - m a i l   s e r v e r   v e r w i j d e r e n 	 	 	 ^t e r g e r e   e m a i l u r i   d e   p e   s e r v e r 	 	 	       	 	 8	0	M	5	M	9	0	  .	G	2	  *	A	8	B	(	  	>		>		 -0A  'ED  31H1	 31H1  ED  H  Ey'&	     	 									  									  					  					 8
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 
 S T R _ E M A I L _ H E A D E R _ O N L Y 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   i t e m   o f   d o w n l o a d   o n l y   h e a d e r   w h e n   r e t r i e v i n g   E m a i l s 	 H e a d e r   o n l y 	 S	gNj-	 S	gN4Y	 @	20*H'+1'I-	 S  l o   e n c a b e z a d o 	 T i t r e   s e u l e m e n t 	 N u r   H e a d e r 	 ">;L:>  703>;>2>:	 S o l o   i n t e s t a z i o n e 	 1#3  'D(1J/  AB7	 S    c a b e  a l h o 	 Y a l n 1z c a   b a _l 1k   	 C h   p h n   u   t h 	 H a n y a   k e p a l a 	 P e n g e p a l a   s a h a j a   	 8	?	0	M	+	  9	H	!	0		 	 	 	 C s a k   a   f e j l  c 	 	 	 	 A l l e e n   d e   h e a d e r 	 	 	 D e s c r c a ci   n u m a i   a n t e t u l 	 	 	   	 	 +		M	$	  9	G	!	0		 AB7  315A-G	 51A  1  H	   	 									  					  	 9
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	   	 I - h e a d e r   k u p h e l a 	 I s i h l o k o   k u p h e l a 	 K i c h w a   t u 	 S l e g s   k o p r e  l 	 T i k   a n t r a at 	 T i k a i   g a l v e n e s 	 A i n u l t   p  i s 	 Dkauv  ~evackh	   	 D e s c r c a ci   n u m a i   a n t e t u l 	 9
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 
 S T R _ E M A I L _ H E A D E R _ T E X T 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   i t e m   o f   d o w n l o a d   h e a d e r   a n d   t e x t   p a r t s   w h e n   r e t r i e v i n g   E m a i l s 	 H e a d e r   &   C o n t e n t 	 Nj-TgQ[	 N4YTQ[	 *H'+1'  &   @7I-+2	 E n c a b e z a d o   y   t e x t o 	 T i t r e   &   C o n t e n u 	 K o p f z e i l e   &   I n h a l t 	 03>;>2>:  8  B5:AB	 I n t e s t a z i o n e   e   t e s t o 	 1#3  'D(1J/  H  'DF5	 C a b e  a l h o   e   t e x t o 	 B a _l k 1k   v e   M e t i n   	 P h n   u   v    p h n   c h  n h   t h 	 K e p a l a   &   I s i 	 P e n g e p a l a   &   T e k s 	 9	H	!	0	  	0	  	2	G			 	 	 	 F e j l  c    s   t a r t a l o m 	 	 	 	 K o p   e n   i n h o u d 	 	 	 D e s c r c a ci   a n t e t   _i   t e x t 	 	 	   &   	 	 9	G	!	0	  	#	?	  	G		M	8	M			 315A-G  H  E*F	 1  'H1  y3y  H	     	 							  	  										 9
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 
 S T R _ E M A I L _ D O W N L O A D _ O P T I O N _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   t h e   o p t i o n s   w h e n   d o w n l o a d   E m a i l s   f r o m   s e r v e r   i n   E m a i l   a c c o u n t   s e t t i n g 	 D o w n l o a d   o p t i o n s 	 N	x	 N}	y	 1'@%7-2'LB+%	 O p c i o n e s   d e   d e s c a r g a 	 O p t i o n s   d e   t  l  c h a r g e m e n t 	 D o w n l o a d - O p t i o n e n 	 0@0<5B@K  703@C7:8	 O p z i o n i   d i   d o w n l o a d 	 .J'1'*  'D*-EJD	 O p   e s   d e   t r a n s f e r  n c i a 	 Y  k l e m e   s e  e n e k l e r i   	 C h n   t i   v 	 P i l i h a n   d o w n l o a d 	 O p s y e n   m u a t   t u r u n 	 !	>			(	2	K	!	  5	?		2	M	*		 	 	 	 L e t  l t  s i   l e h e t Qs  g e k 	 	 	 	 D o w n l o a d o p t i e s 	 	 	 O p ci u n i   d e s c r c a r e 	 	 	   	 	 !	>			(	2	K	!	  *	0	M	/	>	/		 2FG  G'  /'FDH/	 '$F  DH  '.*'1	       	 							  							 !
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 
 S T R _ E M A I L _ R E T R I E V E _ O P T I O N _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s e l e c t   t h e   m a i l   p a r t   t o   r e t r i e v e 	 R e t r i e v e   o p t i o n s 	 cSx	 cS	y	 1'@%7-2#@#5"7	 O p c i o n e s   d e   r e c u p e r a c i  n 	 T e m p s   d e   r  c u p  r a t i o n 	 E i n l e s e o p t i o n e n 	 0@0<5B@K  ?>;CG5=8O	 R e c u p e r a   o p z i o n i 	 .J'1'*  'D'3*1,'9	 O p   e s   d e   r e c u p e r a   o 	 D  z e l t m e   s e  e n e k l e r i   	 C h n   r  t   r a 	 P i l i h a n   p e n g a m b i l a n 	 O p s y e n   d a p a t k a n 	 0	?		M	0	@	5	  5	?		2	M	*		 	 	 	 L e k  r  s i   l e h e t Qs  g e k 	 	 	 	 O p h a a l o p t i e s 	 	 	 R e c u p e r a r e   o p ci u n i 	 	 	   	 	 0	?		M	0	@	5	M	9	  *	0	M	/	>	/		 2FG  G'  ('2'(	 /H('1  -'5D  ,&  '.*'1	       	 						  						  					 0
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 
 S T R _ E M A I L _ D O W N L O A D _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d o w n l o a d   a l l   t h e   p a r t s 	 D o w n l o a d   a l l 	 hQN		 hQN}	 2'LB+%1I+!	 D e s c a r g a r   t o d o 	 T  l  c h a r g e r   t o u t 	 A l l e s   h e r u n t e r l a d e n 	 03@C78BL  2A5	 S c a r i c a   t u t t o 	 *-EJD  'D,EJ9	 T r a n s f e r i r   t u d o 	 T  m  n    y  k l e   	 T i   v   t o  n   b 	 D o w n l o a d   s e m u a 	 M u a t   t u r u n   s e m u a 	 8	,	  !	>			(	2	K	!	  	0	G			 	 	 	  s s z e s   l e t  l t  s e 	 	 	 	 A l l e s   d o w n l o a d e n 	 	 	 D e s c r c a ci   t o a t e   p r ci l e   d i n   e m a i l 	 	 	   	 	 8	0	M	5	  !	>			(	2	K	!		 /'FDH/  GEG	 3(  H  '$F  DH  ,&	       	 		  							  				 8
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	 8.8M$  !>	(2K!  0(M$A	 	 				  							  				 	 	 	 	 	 	 	 B a i x a r   t o d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ D O W N L O A D _ T E X T 1 _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d o w n l o a d   t h e 1 s t   c o n t e n t   f i e l d   o f   t h e   s e l e c t e d   m a i l 	 C o n t e n t   1 	 gQ[ N	 Q[ N	 @7I-+2  1 	 C o n t e n i d o   1 	 C o n t e n u   1 	 I n h a l t   1 	 "5:AB  1 	 T e s t o   1 	 'DF5  1 	 T e x t o   1 	 M e t i n   1 	 N i   d u n g   1 	 K o n t e n   1 	 T e k s   1 	 	2	G		  1 	 	 	 	 1 .   t a r t a l o m 	 	 	 	 I n h o u d   1 	 	 	 T e x t   1 	 	 	   1 	 	 	G		M	8	M		  1 	 E*F  1 	 y3y  1 	   1 	 							  		 .
B
2
  1 	 M8MM  1 	 "5:AB  1 	 




  1 	   1 	 T e x t   1 	 T e x t   1 	 T e x t   1 	 T e k s   1 	 T e x t   1 	 T e x t   1 	 T e x t   1 	 T e x t   1 	 T e x t   1 	 T e x t   1 	 	 	 	 							  1 	 	 	 	 	 	 	 	 C o n t e  d o   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ D O W N L O A D _ T E X T 2 _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d o w n l o a d   t h e   2 n d   c o n t e n t   f i e l d   o f   t h e   s e l e c t e d   m a i l 	 C o n t e n t   2 	 gQ[N	 Q[N	 @7I-+2  2 	 C o n t e n i d o   2 	 C o n t e n u   2 	 I n h a l t   2 	 "5:AB  2 	 T e s t o   2 	 'DF5  2 	 T e x t o   2 	 M e t i n   2   	 N i   d u n g   2 	 K o n t e n   2 	 T e k s   2 	 	2	G		  2 	 	 	 	 2 .   t a r t a l o m 	 	 	 	 I n h o u d   2 	 	 	 T e x t   2 	 	 	   2 	 	 	G		M	8	M		  2 	 E*F  2 	 y3y  2 	   2 	 							  		 .
B
2
  2 	 M8MM  2 	 "5:AB  2 	 




  2 	   2 	 T e x t   2 	 T e x t   2 	 T e x t   2 	 T e k s   2 	 T e x t   2 	 T e x t   2 	 T e x t   2 	 T e x t   2 	 T e x t   2 	 T e x t   2 	 	 	 	 	 	 	 	 	 	 	 	 C o n t e  d o   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ M A R K _ U N R E A D _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   m a r k   t h e   s e l e c t e d   m a i l   a s   u n r e a d 	 M a r k   a s   u n r e a d 	 jp*g	 h:N*g	 @#7H-+!2"@!7H-"1D!H@4-H2	 M a r c a r   c o m o   n o   l e  d o 	 C o c h e r   c o m m e   n o n - l u 	 A l s   n i c h t   g e l e s e n   m a r k i e r e n 	 ><5B8BL  :0:  =5?@>G8B0==>5	 C o n t r a s s e g n a   c o m e   n o n   l e t t o 	 9D'E)  :J1  EB1H!	 A s s i n a l a r   c o m o   n  o   l i d a 	 O k u n m a d 1  o l a r a k   i _a r e t l e   	  n h   d u   l    c h a   c 	 T a n d a i   b e l u m   d i b a c a 	 T a n d a   s e b a g a i   b e l u m   d i b a c a 	 *	"	<	>	  (	9	@		  	/	>	  	?	(	M	9	?	$	  	0	G		  	 	 	 	 M e g j e l  l  s   o l v a s a t l a n k  n t 	 	 	 	 A l s   o n g e l z e n   m a r k e r e n 	 	 	 M a r c a ci   c a   n e c i t i t 	 	 	       	 	 (	  5	>		2	G	2	>	  	6	@	  	B	#	  	0	>	. 	 F4'FG  0'1  (9FH'F  .H'F/G  F4/G	 :1  ~  HF    9D'E*  D'&	     	 						  						  							  				 .
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 
 S T R _ E M A I L _ M A R K _ D E L E T E D _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   m a r k   t h e   s e l e c t e d   m a i l   a s   d e l e t e d 	 M a r k   a s   d e l e t e d 	 jp*Rd	 h:N Rd	 3+@#7H-+!2"C+I%	 M a r c a r   c o m o   e l i m i n a d o 	 C o c h e r   c o m m e   s u p p r i m  	 A l s   g e l  s c h t   m a r k i e r e n 	 ><5B8BL  :0:  C40;5==>5	 C o n t r a s s e g n a   c o m e   e l i m i n a t o 	 9D'E)  DDE3-	 A s s i n a l a r   c o m o   e l i m i n a d a 	 S i l i n d i   o l a r a k   i _a r e t l e   	  n h   d u   l    x  a 	 T a n d a i   t e l a h   d i h a p u s 	 T a n d a   s e b a g a i   d i p a d a m 	 9		>	/	>	  	/	>	  	?	(	M	9	?	$	  	0	G			 	 	 	 M e g j e l  l  s   t  r  l t k  n t 	 	 	 	 A l s   v e r w i j d e r d   m a r k e r e n 	 	 	 M a r c a ci   c a   _t e r s 	 	 	   	 	 *	A	8	B	(	  	>		2	G	2	>	  	6	@	  	B	#	  	0	>		 F4'FG  0'1  (9FH'F  -0A  4/G	 Ey  HF    9D'E*  D'&	     	 					  			  					  						  							  				 .
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 
 S T R _ E M A I L _ U N M A R K _ D E L E T E D _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   u n m a r k   t h e   s e l e c t e d   m a i l   a s   d e l e t e d 	 U n m a r k   a s   d e l e t e d 	 Sm*Rdj	 Sm Rdh	   "@%4@#7H-+!2"C+I%	 D e s m a r c a r   c o m o   e l i m i n a d o 	 D  c o c h e r   c o m m e   s u p p r i m  	 A l s   g e l  s c h t - M a r k i e r u n g   e n t f e r n e n 	 !=OBL  <5B:C  C40;5==>3>	 D e s e l e z i o n a   c o m e   e l i m i n a t o 	 'D:'!  9D'E)  'DE3-	 N  o   a s s i n a l a r   c o m o   e l i m i n a d a 	 S i l i n d i   o l a r a k   i _a r e t i   k a l d 1r   	 H y   x  a    n h   d u 	 H a p u s   t a n d a   y a n g   a k a n   d i h a p u s 	 B u a n g   t a n d a   s e b a g a i   d i p a d a m 	 9		>	/	>	  	/	>	  	?	(	M	9	  9		>				 	 	 	 T  r  l t k  n t   j e l  l  s   v i s s z a v o n  s a 	 	 	 	 N i e t   a l s   v e r w i j d e r d   m a r k e r e n 	 	 	 E l i m i n a ci   m a r c a j u l   d e   m e s a j   _t e r s 	 	 	     	 	 *	A	8	B	(	  	>		2	G	2	>	  	6	@	  	B	#	  	0	>	  	>	"	B	(	  	>		>		 D:H    F4'FG  0'1  (9FH'F  -0A  4/G	 Ey  HF      9D'E*  F  D'&	     	 					  			  					  						  								  				 .
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 
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Y0W@W	 -%15HA-@#*	 R e s p o n d e r   a   d i r e c c i  n 	 R  p o n d r e      a d r e s s e 	 A n t w o r t   a n   A d r e s s e 	 4@5A  4;O  >B25B0	 R i s p o n d i   a   i n d i r i z z o 	 ','()  'DJ  'D9FH'F	 E n d e r e  o   p a r a   r e s p o s t a 	 A d r e s e   y a n 1t   g  n d e r   	 a   c h   t r   l i 	 B a l a s   k e   a l a m a t 	 B a l a s   k e p a d a   a l a m a t 	 *	$	G	  *	0	  	5	>	,	  &	G			 	 	 	 V  l a s z c  m 	 	 	 	 A n t w o o r d e n   a a n   a d r e s 	 	 	 E x p e d i e r e   r s p u n s   l a   a d r e s a 	 	 	   	 	 	 F4'F  ~'3.	 	   	 											  							 *
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 
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I  P O P 3 / I M A P 	 U s a r   P O P 3 / I M A P 	 U t i l i s e r   P O P 3 / I M A P 	 P O P 3 / I M A P   v e r w e n d e n 	 A?>;L7>20BL  P O P 3 / I M A P 	 U s a   P O P 3 / I M A P 	 *7'(B  E9  E9/'*  'D./E)  'D'3*B('D	 U s a r   P O P 3 / I M A P 	 P O P 3 / I M A P ' i   k u l l a n   	 S   d n g     P O P 3 / I M A P 	 G u n a k a n   P O P 3 / I M A P 	 G u n a k a n   P O P 3 / I M A P 	 P O P 3 / I M A P   	8	M	$	G	.	>	2	  	0	G			 	 	 	 P O P 3 / I M A P   h a s z n  l a t a 	 	 	 	 P O P 3 / I M A P   g e b r u i k e n 	 	 	 U t i l i z a r e   P O P 3 / I M A P 	 	 	   -   P O P 3   /   I M A P 	 	 	 '3*A'/G  '2  P O P 3 / I M A P 	 	 P O P 3 / I M A P -   	 P O P 3 / I M A P   							  					 P O P 3 / I M A P   &
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 
 S T R _ E M A I L _ T E M P L A T E _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   t e m p l a t e   i n   E m a i l   m a i n   m e n u 	 T e m p l a t e s 	 {,g	 !jg	 A!HA	 P l a n t i l l a s 	 M o d  l e s 	 S c h a b l o n e n 	 (01;>=K	 M o d e l l i 	 FE'0,	 M o d e l o s 	 ^a b l o n l a r   	 M u   s n   c  	 T e m p l a t e 	 T e m p l a t 	 	G	.	M	*	M	2	G		M	8		 	 	 	 S a b l o n o k 	 	 	 	 S j a b l o n e n 	 	 	 ^a b l o a n e 	 	 	 	 	 	G	.	M	*	2	G			 'DHG'	 yE~Dy	   	 									 
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 
 S T R _ E M A I L _ E D I T _ T E M P L A T E _ I D 	 E m a i l 	 T I T L E 	 T h e   o p t i o n   m e n u   t o   e d i t   t h e   s e l e c t e d   t e m p l a t e 	 E d i t   t e m p l a t e 	 }/{,g	 !jg	 AIDA!HA	 E d i t a r   p l a n t i l l a 	  d i t e r   m o d  l e 	 S c h a b l o n e   b e a r b e i t e n 	  540:B.   H01;>=  	 M o d i f i c a   m o d e l l o 	 *9/JD  'DFEH0,	 E d i t a r   m o d e l o 	 ^a b l o n   d  z e n l e 	 S a   m u   c    s n 	 U b a h   T e m p l a t 	 E d i t   t e m p l a t 	 	G	.	M	*	M	2	G		  8		*	>	&	(		 R e d i g  r   S k a b e l o n 	 U p r a v i t   aa b l o n u 	 E d y t u j   s z a b l o n 	 S a b l o n   s z e r k e s z t  s e 	 M u o k k a a   m a l l i a 	 E n d r e   m a l 	 U p r a v i e  aa b l  n u 	 S j a b l o o n   b e w e r k e n 	  n d r a   m a l l 	 U r e d i   o b r a z a c 	 E d i t a r e   _a b l o n 	 U r e d i   V z o r e c 	   	   	 >?J;=8  0:5B	 	G	.	M	*	M	2	G		  8		*	>	&	?	$	  	0	>		 H1'4  'DH	 3'F  E  *(/D  1	     	 								  									 
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	      	 H l e l a   i t h e m p u l e t h i 	 L u n g i s a   i s i k h o k e l o 	 H a r i r i   t e m p l e t i 	 W y s i g   v o r m b r i e f 	 R e d a g u o t i   aa b l o n 	 R e d i #t   v e i d n i 	 R e d i g e e r i   m a l l i 	 =tbacel  qavtxwh	     	 E d i t a r e   _a b l o n 	 
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 
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i k! 	 P a l d i e s ! 	 T  n a n ! 	 Gvxpaoalxiuxv	 ! 	 M u l cu m e s c ! 	 $
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 S T R _ E M A I L _ T E M P L A T E _ 7 	 E m a i l 	 U N L I M ,   I C O N T E X T 	 T h e   d e f a u l t   v a l u e   o f   E m a i l   t e m p l a t e   7 	 B e s t   r e g a r d s ! 	 N g}Yv]yX	 N g}Yv]y?a	 I'"'2!#2#25! 	 S a l u d o s 	 M e i l l e u r s   v Su x  ! 	 M i t   b e s t e n   G r   e n ! 	 !  =08;CGH8<8  ?>65;0=8O<8! 	 C o r d i a l i   s a l u t i ! 	 E9  #7J(  'D*-J'*! 	 C u m p r i m e n t o s ! 	 S a y g 1l a r 1m l a ! 	 G i   l i   c h  c   t t   p   n h t   t i   b n ! 	 H o r m a t   s a y a ! 	 S a l a m   h o r m a t ! 	 6	A	-		>	.	(	>			! 	 	 	 	  d v  z l e t t e l : 	 	 	 	 G r o e t e n ! 	 	 	 S i n c e r e   s a l u t r i ! 	 	 	   	 	 (	.	8	M		>	0	! 	 ('  '-*1'E! 	 F  .H'4'*! 	 ! 	 								! 	 8
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Y0	 #-2#-%128	 Q u e d o   a   l a   e s p e r a   d e   t u   r e s p u e s t a . 	 J  e s p  r e   e n t e n d r e   d e   v o u s   b i e n t  t . 	 I c h   f r e u e   m i c h   d a r a u f ,   v o n   I h n e n   z u   h  r e n . 	 !  =5B5@?5=85<  >6840N  >B  20A  8725AB89. 	 R i m a n g o   i n   a t t e s a   d i   r i c e v e r e   t u e   n o t i z i e . 	 '*7D9  'DJ  1/CE. 	 F i c o   a   a g u a r d a r   n o t  c i a s   s u a s . 	 S e n d e n   h a b e r   b e k l i y o r u m .   	 C h   t h   t r   l i   c a   b n . 	 S a y a   t u n g g u   k a b a r   d a r i m u . 	 S a y a   m e n g h a r a p k a n   b e r i t a   d a r i p a d a   n a d a . 	 .	H		  	*		G	  		$	M	$	0	  	@	  	6	>	  	0	$	>	  9	B		d		 	 	 	 V  r v a   v i s s z a j e l z  s  t , 	 	 	 	 I k   h o o p   n o g v a n   j e   t e   h o r e n 	 	 	  n   a _t e p a r e a   r s p u n s u l u i   d v s . 	 	 	     	 	 	*	2	M	/	>	  	A	6	>	2	@		@	  .	@	  5	>		  *	9	>	$	  	9	G	. 	 E4*'B'FG  EF*81    ~'3.*  G3*E. 	 E  "~  3  3FF'  '*'H	     	 					    							  								  					 .
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 S T R _ E M A I L _ U R I _ S E N D _ N O W _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   w h e t h e r   t o   w r i t e   a   n e w   E m a i l   w i t h   t h e   d a t a   o f   t h e   l i n k 	 S e n d   E m a i l ? 	 PP[N	 S5uP[N	 *H-5@!%+#7-D!H? 	  E n v i a r   c o r r e o   e l e c t r  n i c o ? 	 E n v o y e r   E m a i l  ? 	 E - M a i l   s e n d e n ? 	 B?@028BL  M;.   ?8AL<>? 	 I n v i a   e m a i l ? 	 S e n d   E m a i l ? 	 E n v i a r   m e n s a g e m   d e   c o r r e i o   e l e c t r  n i c o ? 	 S e n d   E m a i l ? 	 G i   t h   i n   t   k h  n g ? 	 S e n d   E m a i l ? 	 H a n t a r   E - m e l ? 	 	- .	G	2	  -	G		G		? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 E - m a i l   v e r s t u r e n ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 E x p e d i e r e   e - m a i l ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	     ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 '13'D  'ED	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 				  						  			? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 S e n d   E m a i l ? 	 	   -   ? 	 T h u m e l a   i - i m e y l i ? 	 T h u m e l e   i - i m e y l e ? 	 B a r u a   p e p e   i l i o u t u m w a ? 	 S t u u r   e - p o s ? 	 S i ss t i   e l .   l a i ak ? 	 S kt +t   e - p a s t u ? 	 S a a d a n   e - k i r j a ? 	 Hraoe^l  parxdacxiuxv	   E m a i l -   ? 	 E x p e d i a ci   e m a i l ? 	 
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 
 S T R _ I D _ F M R D O _ T I T L E 	 f m r a d i o 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 F M   R a d i o 	 F M   r a d i o 	 6e_j	 6e:g	 '4"8  F M 	 R a d i o   F M 	 R a d i o   F M 	 F M - F u n k 	  048>  F M   	 R a d i o   F M 	 F M   'D1'/JH	 R  d i o   F M 	 F M   R A D Y O 	  i   F M 	 R a d i o   F M 	 R a d i o   F M 	 F M   0	G	!	?	/	K		 F M   R a d i o 	 F M   R  d i o 	 R a d i o   F M 	 F M   r  d i  	 F M   R a d i o 	 F M   R a d i o 	 F M   r  d i o 	 F M - r a d i o 	 F M - r a d i o 	 F M   R a d i o 	 R a d i o   F M 	 F M   R a d i o 	 F M   R a d i o 	   F M 	 F M    048>	 	+		.	  0	G	!	?	/	K		 1'/H  F M 	 'A  'E  1H	   	 				  						 
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	 F M   	 U m s a k a z o   i - F M 	 I - r e d i y o   y e - F M 	 R e d i o   y a   F M 	 F M - r a d i o 	 F M   r a d i j a s 	 F M   r a d i o 	 F M   r a a d i o 	 F M   |adkx	 F M   r a d i o 	 R a d i o   F M 	 F M   1
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 
 S T R _ I D _ F M R D O _ C H A N N E L _ L I S T 	 f m r a d i o 	 T I T L E ,   I C O N T E X T 	 F M   R a d i o   c h a n n e l   l i s t 	 C h a n n e l   l i s t 	 ;SnU	 SRh	 #2"2#A
@%	 L i s t a   d e   c a n a l e s 	 L i s t e   d e   c a n a u x 	 K a n a l l i s t e 	 !?8A>:  :0=0;>2	 E l e n c o   c a n a l i 	 B'&E)  'DBFH'*	 L i s t a   d e   c a n a i s 	 l i s t e   k a n a l 	 D a n h   s  c h   k  n h 	 D a f t a r   S a l u r a n 	 S e n a r a i   s a l u r a n 	 	H	(	2	  8	B		@		 K a n a l   L i s t e 	 S e z n a m   s t a n i c 	 L i s t a   k a n a B w 	 C s a t o r n a l i s t a 	 K a n a v a l i s t a 	 K a n a l l i s t e 	 Z o z n a m   s t a n  c 	 K a n a a l l i j s t 	 K a n a l l i s t a 	 P o p i s   k a n a l a 	 L i s t   d e   c a n a l e 	 S e z n a m   K a n a l o v 	   	   	 !?8AJ:  0=0;8	 	E	(	2	  8	B		@		 D3*  'F'D	 FD  A13*	   	 							  							 
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	   	 U h l u   l w a m a s h a n e l i 	 U l u h l u   l w e j e l o 	 O r o d h a   y a   i d h a a 	 K a n a a l l y s 	 K a n a l s  s r a aa s 	 K a n l u   s a r a k s t s 	 K a n a l i t e   l o e n d 	 1lkvek  avo	   	 L i s t   c a n a l e 	 
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 
 S T R _ I D _ F M R D O _ M A N U A L _ I N P U T 	 f m r a d i o 	 T I T L E ,   I C O N T E X T 	 M a n u a l   i n p u t 	 M a n u a l   i n p u t 	 KbR8eQ	 KbReQ	 I-I-!9%AA!'%	 E n t r a d a   m a n u a l 	 E n t r  e   m a n u e l l e 	 M a n u e l l e   E i n g a b e 	 2>4  G0AB>BK	 I m m i s s i o n e   m a n u a l e 	 '/.'D  J/HI	 I n t r o d u   o   m a n u a l 	 e l l e   y a p 1l a n   g i r d i 	 N h  #p   b  n g   t a y 	 I n p u t   M a n u a l 	 I n p u t   m a n u a l 	 .	H	(	A		2	  	(	*	A			 M a n u e l t   I n d t a s t n i n g 	 R u 
n    v k l  d  n  	 W e j [c i e   r c z n e 	 K  z i   b e v i t e l 	 M a n u a a l i n e n 	 M a n u e l l   i n n f  r i n g 	 R u 
n    v k l a d a n i e 	 H a n d m a t i g e   i n v o e r 	 M a n u e l l   i n m a t n i n g 	 R u 
n i   u n o s 	 I n t r o d u c e r e   m a n u a l 	 R o 
n i   V n o s 	   	   	  JG=>  J25640=5	 .	G	(	M	/	A		2	  	(	*	A			 H1H/  /3*	 EFHD  'F  ~y	   	 									  						 9
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	    	 I m a n u w a l i   i n p u t 	 F a k a   n g e s a n d l a 	 I n g i z a   w e w e   m w e n y e w e 	 S l e u t e l   p e r   h a n d   i n 	 R a n k i n   /v e s t i s 	 M a n u l a   i e v a d e 	 K  s i t s i   s i s e s t a m i n e 	 Dxacxt  qe|x~	   	 I n t r o d u c e r e   m a n u a l 	 .
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	 .>(A2  (*A	 H y r j a   e   u d h e r r e f y e s i t 	 							  						 	 	 	 	 	 	 	 E n t r a d a   m a n u a l 	 	 	 	 	 	 	 	 E s k u z   s a r t u 	 M a n w a l   n a   i n p u t 	 E n t r a d a   m a n u a l 	 T i n y e   n k w a   r 	 I o n c h u r   d e   l  i m h 
 
 S T R _ I D _ F M R D O _ P R E S E T _ A U T O _ S E A R C H 	 f m r a d i o 	 T I T L E ,   I C O N T E X T 	 P r e s e t   a u t o   s e a r c h 	 A u t o   s e a r c h 	 Rd\	 ꁨRd"}	 I+2-1B!14	 P r o g r a m a r   b  s q u e d a   a u t o m  t i c a 	 R e c h e r c h e   a u t o   d e   p r   t a b l i 	 A u t o m .   S u c h e 	 2B>?>8A:  :0=0;>2	 R i c e r c a   a u t o m a t i c a   p r e d e f i n i t e 	 (-+  *DB'&J	 P r o c u r a   a u t o m  t i c a 	 O t o m a t i k   a r a m a 	 T   n g   t  m   k i m 	 C a r i   O t o m a t i s 	 B u a t   c a r i a n   a u t o m a t i k 	 *	B	0	M	5	  (	?	0	M	'	>	0	?	$	  		K	  8	0	M			 F o r u d i n d s t i l l e t   A u t o   S  g 	 P Ye d n a s t a v e n    a u t o m a t .   v y h l e d  v  n  	 A u t o m a t y c z n e   w y s z u k i w a n i e   p r e s e l e k c j i 	 A u t o m a t i k u s   k e r e s  s 	 A u t o m a a t t i n e n   e t s i n t  	 F o r h  n d s i n n s t i l l   a u t o s  k 	 P r e d n a s t a v e n    a u t o m a t i c k    v y h >a d  v a n i e 	 A u t o m a t i s c h   z o e k e n 	 F  r i n s t  l l d   l j u d f i l s s  k n i n g 	 A u t o m a t s k o   t r a ~e n j e   p o h r a n j e n o g a 	 C u t a r e   a u t o m a t 	 N a s t a v i   A v t o   I s k a n j e 	     	       	 2B><. "J@A5=5	 		K	  8	0	M		  *	M	0	?	8	G		  	0	>		 ,3*,H  .H/C'1	 'HyH  *D'4  H  ~D  3y  ,&	       	 										  										 *
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	       - 	 U k u c i n g a   n g e - o t h o   k w e - p r e s e t 	 U k u z i k h a n g e l e l a   o k u s e t w e   n g a p h a m b i l i 	 U t a f u t a j i   o t o m a j i   u l i o s e t i w a   m a p e m a 	 O u t o m a t i e s e   s o e k   	 I a  a n k s t o   n u s t a t y t i   a u t o m a t i n   p a i e ak 	 A u t o m t i s k a   i e p r i e k aj o   i e s t a t +j u m u   m e k l aa n a 	 S e a   a u t o m a a t n e   o t s i n g 	 Famavw~an  a~x- xxvxt	       	 P r e s t a b i l i r e   c u t a r e   a u t o m a t 	 

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 
 S T R _ I D _ F M R D O _ B A C K G R O U N D _ P L A Y 	 f m r a d i o 	 I C O N T E X T 	 B a c k g r o u n d   p l a y 	 B a c k g r o u n d   p l a y 	 ̀ofd>e	 ̀ofd>e	 @%H@7I-+%1	 R e p r o d u c c i  n   e n   s e g u n d o   p l a n o 	 L i r e   e n   f o n d 	 H i n t e r g r u n d w i e d e r g a b e 	 $>=>2>5  2>A?@. 	 R i p r o d u c i   i n   s o t t o f o n d o 	 *4:JD  'D.DAJ	 R e p r o d u   o   e m   2    p l a n o 	 o r k a   p l a n   o y u n 	 P h  t   n h   n n 	 M a i n   L a t a r   b e l a k a n g 	 M a i n   l a t a r   b e l a k a n g 	 *	C	7	M	 	-	B	.	?	  .	G		  	2	>				 A f s p i l   B a g g r u n d 	 P Ye h r  v  n    n a   p o z a d  	 C o f n i j 	 L e j  t s z  s   a   h  t t  r b e n 	 N  y t a   t a u s t a 	 B a k g r u n n s a v s p i l l i n g 	 P r e h r  v a e  n a   p o z a d i e 	 O p   d e   a c h t e r g r o n d   a f s p e l e n 	 S p e l a   u p p   i   b a k g r u n d e n 	 R e p r o d u k c i j a   u   p o z a d i n i 	 R e d a r e    n   f u n d a l 	 P r e d v a j a n j e   O z a d j a 	   	   	 7?J;=5=85  =0  045=  ?;0=	 ,	E			M	0	>				!	  *	M	2	G		 ~.4  ~3  2EFG	 (  1'$F  ~D  	   	 												  							 *
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  




	   	 O k u d l a l a   k w i s e n d l a l e l o 	 K h a l i s a   n g a s e m v a 	 C h e z a   s a u t i   k w a   u s u l i 	 S p e e l   i n   a g t e r g r o n d 	 F o n o   r e ~i m o   l e i d i m a s 	 F o n a   a t s k a Fo aa n a 	 T a u s t m u u s i k a 	 Vxvaukv  v~acaoxt	     	 R e d a r e    n   f u n d a l 	 *
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 
 S T R _ I D _ F M R D O _ S K I N 	 f m r a d i o 	 I C O N T E X T 	 s k i n 	 S k i n 	 Y	 Y	 *4	 A p a r i e n c i a 	 H a b i l l a g e 	 S k i n 	 1;>6:0	 S k i n 	 'DE8G1	 M  s c a r a 	 d e r i 	 V 	 K u l i t 	 S k i n 	 8	M		?	(		 S k i n 	 S k i n 	 S k  r k a 	 F e l  l e t 	 S k i n i 	 S k i n 	 S k i n 	 W e e r g a v e 	 S k i n   	 S k i n 	 F a ce t 	 S k i n 	 	 	 !:8=	 8	M		@	(		 ~H3*G	 '3F	 	 						 
.
!
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	 8M?(M	 D>@<;5==O	 




	 	 I - S k i n   	 U l u s u 	 N g o z i 	 V e l 	 A p v a l k a l a s 	 A p v a l k s 	 R   	 ?araza	 	 F a ce t 	 8
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 	 8M?(	 M b u l e s a 	 						 	 	 	 	 	 	 	 P e l e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M R D O _ S K I N _ 1 	 f m r a d i o 	 C 0 5 7 _ 1 	 S k i n   1 	 S k i n   1 	 Y N	 Y N	 *4  1 	 A p a r i e n c i a   1 	 H a b i l l a g e   1 	 S k i n   1 	 1;>6:0  1   	 S k i n   1 	 E8G1  1 	 M  s c a r a   1 	 d e r i 1 	 V   1 	 K u l i t   1 	 S k i n   1 	 8	M		?	(	  1 	 S k i n   1 	 S k i n   1 	 S k  r k a   1 	 F e l  l e t   1 	 S k i n i   1 	 S k i n   1 	 S k i n   1 	 W e e r g a v e   1 	 S k i n   1 	 S k i n   1 	 F a ce t   1 	 S k i n   1 	   1 	   1 	 !:8=1 	 8	M		@	(	  1 	 ~H3*G  1 	 '3F1 	   1 	 					  		 
.
!
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  1 	 8M?(M  1 	 D>@<;5==O  1 	 




  1 	   1 	 I - S k i n   1 	 U l u s u   l o k u - 1 	 N g o z i   1 	 V e l   1 	 1   a p v a l k a l a s 	 1 .   a p v a l k s 	 R     1 	 ?araza  1 	   1 	 F a ce t   1 	 8
M
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M

   1 	 8M?(  1 	 M b u l e s a 1 	 					  1 	 	 	 	 	 	 	 	 P e l e   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M R D O _ S K I N _ 2 	 f m r a d i o 	 C 0 5 7 _ 1 	 S k i n   2 	 S k i n   2 	 YN	 YN	 *4  2 	 A p a r i e n c i a   2 	 H a b i l l a g e   2 	 S k i n   2 	 1;>6:0  2   	 S k i n   2 	 E8G1  2 	 M  s c a r a   2 	 d e r i 2 	 V   2 	 K u l i t   2 	 S k i n   2 	 8	M		?	(	  2 	 S k i n   2 	 S k i n   2 	 S k  r k a   2 	 F e l  l e t   2 	 S k i n i   2 	 S k i n   2 	 S k i n   2 	 W e e r g a v e   2 	 S k i n   2 	 S k i n   2 	 F a ce t   2 	 S k i n   2 	   2 	   2 	 !:8=2 	 8	M		@	(	  2 	 ~H3*G  2 	 '3F2 	   2 	 					  		 
.
!
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  2 	 8M?(M  2 	 D>@<;5==O  2 	 




  2 	   2 	 I - S k i n   2 	 U l u s u   l w e s i - 2 	 N g o z i   2 	 V e l   2 	 2   a p v a l k a l a s 	 2 .   a p v a l k s 	 R     2 	 ?araza  2 	   2 	 F a ce t   2 	 8
M
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   2 	 8M?(  2 	 	 	 	 	 	 	 	 	 	 P e l e   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
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H--1B!14? 	  B  s q u e d a   a u t o m  t i c a   y   g u a r d a r   c a n a l e s ? 	 R e c h e r c h e   a u t o   e t   e n r e g i s t r e m e n t   d e s   c a n a u x   ? 	 K a n  l e   a u t o m .   s u c h e n   u n d   s p e i c h e r n ? 	 09B8  8  A>E@0=8BL  :0=0;K? 	 E l e n c o   p r e d e f i n i t i ? 	 'D(-+  'D*DB'&J  H-A8  'DBFH'*	 P r o c u r a r   a u t o m a t i c a m e n t e   e   g u a r d a r   o s   c a n a i s ? 	 O t o m a t i k   a r a   v e   k a n a l l a r 1  k a y d e t ? 	 T   n g   t  m   k i m   v    l u   k  n h ? 	 D a f t a r   A t u r a n ? 	 B u a t   c a r i a n   a u t o m a t i k   d a n   s i m p a n   s a l u r a n ? 	 		K	  	K		  	0	  8	G	5	  	H	(	2	  	0	G		? 	 F o r u d i n d s t i l l e t   L i s t e 	 P Ye d n a s t a v e n    s e z n a m 	 L i s t a   p r e s e l e k c j i 	 V  g e z   a u t o m a t i k u s   c s a t o r n a k e r e s  s t    s   m e n t i   a   c s a t o r n  k a t ? 	 E s i a s e t u s   e t t e l o s t a 	 F o r h  n d s i n n s t i l t   l i s t e 	 P r e d n a s t a v e n    z o z n a m 	 K a n a l e n   a u t o m a t i s c h   z o e k e n   e n   o p s l a a n ? 	 F  r i n s t  l l d l i s t a   	 P o p i s   p o h r a n j e n o g a 	 C u t a ci   a u t o m a t   _i   s a l v a ci   c a n a l e l e ? 	 N a s t a v i   S e z n a m   	   	       ? 	 @54>AB025=  !?8AJ:	 *	M	0	?	8	G		  2	?	8	M			 ,3*,H  .H/'1  H  0.1G  'F'DG'  'F,'E  1/	 A13*  H  ~D  3y  ,&	     	 										  									  	  							  							? 	 *
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7H-A
@%	 N o m b r e   d e   c a n a l 	 N o m   d e   c a n a l 	 K a n a l n a m e 	 <O  :0=0;0  	 N o m e   c a n a l e 	 %3E  'DBF')	 N o m e   d a   e s t a   o 	 a d 1n   k a n a l 	 T  n   k  n h 	 N a m a   S a l u r a n 	 N a m a   S a l u r a n 	 	H	(	2	  	>	  (	>	.		 K a n a l   N a v n 	 N  z e v   s t a n i c e 	 N a z w a   k a n a Bu 	 C s a t o r n a   n e v e 	 K a n a v a n   n i m i 	 K a n a l n a v n 	 N  z o v   s t a n i c e 	 K a n a a l n a a m 	 K a n a l n a m n 	 I m e   k a n a l a 	 N u m e   c a n a l 	 I m e   K a n a l a 	   	   	 0=0;  <5	 (	>		5	  0	&	M	&		 F'E  'F'D	 FD  F'E	   	 							  				 
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 S T R _ I D _ F M R D O _ V A L I D _ F M _ B A N D W I D T H 	 f m r a d i o 	 P O P U P 	 F r e q u e n c y   r a n g e 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 . 0 	 ;s  8 7 . 5   ~   1 0 8 . 0 	 s  8 7 . 5   ~   1 0 8 . 0 	 '2!5H:   8 7 . 5   ~   1 0 8 . 0 	 F r e c u e n c i a :     8 7 , 5   ~   1 0 8 	 F r  q u e n c e :   8 7 . 7   ~ 1 0 8 	 F r e q u e n z :   8 7 . 5   ~   1 0 8 	 '0AB>B0:   8 7 , 5   ~   1 0 8   	 F r e q u e n z a :   d a   8 7 . 5   a   1 0 8 	 'D*1//:   1 0 8 -   8 7 . 5 	 F r e q u  n c i a :   8 7 . 5   ~   1 0 8 	 s 1k l 1k : 8 7 . 5   ~ 1 0 8 	 T n   s :   8 7 . 5   ~   1 0 8 . 0 	 F r e k u e n s i :   8 7 . 5   ~   1 0 8 	 F r e k u e n s i :   8 7 . 5   ~   1 0 8 . 0 	 +	M	0	@		M	5	G		8	@	:   8 7 . 5   ~   1 0 9 	 F r e k v e n s :   8 7 . 5   ~   1 0 8 	 F r e k v e n c e :   8 7 . 5   ~   1 0 8 	 C z s t o t l i w o [:   8 7 . 5   ~   1 0 8 	 F r e k v e n c i a :   8 7 . 5   ~   1 0 8 	 T a a j u u s :   8 7 . 5   ~   1 0 8 	 F r e k v e n s :   8 7 , 5   ~   1 0 8 	 F r e k v e n c i a :   8 7 . 5   ~   1 0 8 	 F r e q u e n t i e :   8 7 , 6   ~   1 0 8 	 F r e k v e n s :   8 7 . 5   ~   1 0 8 	 F r e k v e n c i j a :   8 7 , 5   ~   1 0 8 	 F r e c v e n c:   8 7 . 5   ~   1 0 8 	 F r e k v e n c a :   8 7 . 5   ~   1 0 8 	 :   8 7 . 5   ~   1 0 8 	 :   8 7 . 5   ~   1 0 8 	 '5AB>B0:   8 7 . 5   ~   1 0 8 	 +	M	0	@		M	/	B			8	@	:   8 7 . 5   ~   1 0 8 . 0 	 A1'F3:   8 7 . 5   *'  1 0 8 	 A1HF3:   1 0 8 . 0   ~ 8 7 . 5 	 :   8 7 . 5   ~   1 0 8 . 0 	 												:   		. 	  ~   			. 		 +
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 S T R _ I D _ F M R D O _ V A L I D _ F M _ D E C I M A L 	 f m r a d i o 	 P O P U P 	 O n e   d e c i m a l   d i g i t   i s   a l l o w e d 	 O n e   d e c i m a l   d i g i t   o n l y 	 \xeSP NMOxe	 \peSP NMOpe	 (4"!  1   3A+H@H21I	 S  l o   d e c i m a l e s   d e   u n   d  g i t o 	 U n e   d  c i m a l e   s e u l e m e n t 	 N u r   e i n e   D e z i m a l s t e l l e 	 5  1>;LH5  >4=>3>  7=0:0  ?>A;5  70?OB>9	 S o l o   u n a   c i f r a   d e c i m a l e 	 1BE  941J  H'-/  AB7	 A p e n a s   u m   n  m e r o   d e c i m a l 	 S a d e c e   b i r   b a s a m a k l 1  s a y 1	 C h   m t   s   t h p   p h  n 	 H a n y a   s a t u   d i g i t   d e s i m a l 	 S a t u   a n g k a   p e r p u l u h a n   s a h a j a 	 8	?	0	M	+	  		  &	6	.	2	5	  8			M	/	>		 	 	 	 C s a k   e g y   t i z e d e s   h e l y  r t  k 	 	 	 	 S l e c h t s   e e n   d e c i m a a l   c i j f e r 	 	 	 O   s i n g u r   z e c i m a l 	 	 	       	 	 	G	5	3	  		  			@	  &	6	>		6	  	?	(	M	9		 *FG'    1BE  '94'1	 51A  '  ,y  3ED	     	 				  						  						 8
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@%C+!H	 N u e v o   c a n a l 	 N o u v e a u   c a n a l 	 N e u e r   K a n a l 	 >2K9  :0=0;  	 N u o v o   c a n a l e 	 BF')  ,/J/)	 N o v o   c a n a l 	 k a n a l   y e n i 	 K  n h   m i 	 S a l u r a n   B a r u 	 S a l u r a n   b a r u 	 (	/	>	  	H	(	2		 N y   K a n a l 	 N o v    s t a n i c e 	 N o w y   k a n a B	  j   c s a t o r n a 	 u u s i   k a n a v a 	 N y   k a n a l 	 N o v    s t a n i c a 	 N i e u w   k a n a a l 	 N y   k a n a l 	 N o v i   k a n a l 	 C a n a l   n o u 	 N o v   K a n a l 	   	   	 >2  0=0;	 (	5	>	  	E	(	2		 'F'D  ,//	 F'  FD	 	 				  								 (
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i t e   n a p a j a n j e ,   m o l i m 	 P o r n i ci   m a i    n t  i   a p l i c a ci a   r a d i o 	 P r o s i m   N a j p r e j   V k l j u 
i 	       	       	 >;O,   :;NG8  ?J@2>	 	C	*	/	>	  *	M	0	%	.	  *	>	5	0	  	>	2	B	  	0	>		 D7A'K  '(*/'  1H4F  F/	 (1'E1('F  ~D  ~'H1  'SF  ,&	         	 							  			  						  						  				  					 
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i t e   s l u aa l i c u ,   m o l i m 	 C o n e c t a ci   c _t i l e 	 P r o s i m   V t a k n i   S l u aa l k e 	     	   	 >;O,   :;NG8  !;CH0;:0	 		0	+	K	(	  *	M	2		.	'	M	/	G	  2	>	5	>		 D7A'K  H4  1'  H5D  F/	 (1'E1('F  '&1  AHF  D'&	     	 							  			  				  					  					  							  					 
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e   S n e m a n j a 	   	   	 !JE@0=5=85  =0  0?8A	 0	?		I	0	M	!	  8	M		K	0			 E-D  0.1G  1H1/	 1'1  E-AH8  1F    ,	   	 						  								 0
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Ncknx	 #9A@*5"	 F o r m a t o   i n c o r r e c t o 	 F o r m a t   i n c o r r e c t 	 F a l s c h e s   F o r m a t 	 54>?CAB8<K9  D>@<0B	 F o r m a t o   e r r a t o 	 5J:)  1/J&)	 F o r m a t o   i r r e g u l a r 	 K  t    f o r m a t   	 n h   d n g   l i 	 B a d   f o r m a t 	 F o r m a t   b u r u k 	 	0	>	,	  +	I	0	M	.	G			 B a d   F o r m a t 	 B a d   F o r m a t 	 B a d   F o r m a t 	 R o s s z   f o r m  t u m 	 B a d   F o r m a t 	 B a d   F o r m a t 	 Z l    f o r m  t 	 S l e c h t e   i n d e l i n g 	 D  l i g t   f o r m a t 	 P o g r e aa n   f o r m a t 	 F o r m a t   i n c o r e c t 	 S l a b   F o r m a t 	   	   	 >H  $>@<0B	 	0	>	5	  +	I	0	M	.	G			 A1E*  (/	 (1'  A'1Ey	   	 					  								 ,
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i t o ! 	   ! 	   	 0I8B0  A@5IC  0?8A! 	 2	?	9	>	  *	M	0	$	?	,		'	  ! 	 E-'A8*  /1  (1'(1  FH4*F	 -A'8*    3'*  D	     ! 	 				  												 2
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  P U K 	 (*A  P U K 	 F u t   P U K 	 P U K   					  				 	 	 	 	 	 	 	 I n s e r i r   P U K 	 	 	 	 	 	 	 	 P U K   k o d e a   s a r t u 	 I p a s o k   a n g   P U K 	 I n s e r i r   P U K 	 T i n y e   P U K 	 I o n t r  i l   P U K 
 
 S T R _ S U B L C D _ E N T E R _ P H O N E L O C K _ M S G 	 B o o t u p 	 U N L I M 	 T e l l   t h e   u s e r   t o   e n t e r   t h e   p h o n e   l o c k   c o d e 	 I n p u t   p h o n e   l o c k   c o d e 	 8eQKb_j[x	 eQKb:g[x	 I-#+1*%G-B#(1L	 I n t r o d u z c a   c  d i g o   d e   b l o q u e o   d e   t e l  f o n o 	 E n t r e r   l e   c o d e   d e   v e r r o u i l l a g e   d u   t  l  p h o n e 	 T e l e f o n s p e r r c o d e   e i n g e b e n 	 2548B5  :>4  1;>:.   B5;. 	 D i g i t a r e   c o d i c e   d i   b l o c c o   t e l e f o n o : 	 #/.D  'D1BE  'D31J  DDG'*A  : 	 I n t r o d u z i r   c  d i g o   d e   b l o q u e i o 	 T e l e f o n   K i l i d i   ^i f r e s i n i   G i r i n : 	 N h p   m t   k h u   k h  a   m  y 	 E n t e r   P h o n e   L o c k   C o d e : 	 M a s u k k a n   k o d   k u n c i   k e k u n c i 	 +	K	(	  2	I		  	K	!	  *	M	0	5	?	7	M		  	0	G			 T a s t   T e l e f o n   L  s   K o d e : 	 V l o ~t e   k  d   p r o   u z a m 
e n    t e l e f o n u : 	 W p r o w a d z  k o d   z a b e z p i e c z e n i a   t e l e f o n u : 	 A d j a   m e g   a   t e l e f o n   z  r o l  s i   k  d j  t : 	 P u h e l i n k o o d i n   n  p p  i l y 	 T a s t   i n n   t e l e f o n s p e r r i n g s k o d e : 	 V l o ~t e   k  d   u z a m k n u t i a   t e l e f  n u : 	 G e e f   d e   b l o k k e e r c o d e   v a n   d e   t e l e f o o n   o p 	 M a t a   i n   t e l e f o n e n s   l  s k o d 	 U n e s i t e   k o d   z a k l j u 
a v a n j a   t e l e f o n a : 	 I n t r o d u c e ci   c o d u l   p e n t r u   b l o c a r e a   t e l e f o n u l u i 	 V n e s i   K o d o   K l j u 
a v n i c e   T e l e f o n a 	       : 	           	 J2548  "5;5D>=  ;8=  >4: 	 +	K	(	  2	I		  	K	!	  			0	  	0	>	: 	 1E2  BAD  *DAF  1'  H'1/  F/	 AHF  D'  H  /'.D  ,&: 	       : 	 			  		  			  								  					 +
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 
 W G U I _ C A T E G O R Y _ S P A N I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 E S 	 S P 	 E S 	 	 	 	 	 	 	 	 E S 
 
 W G U I _ C A T E G O R Y _ s p a n i s h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 e s 	 s p 	 e s 	 	 	 	 	 	 	 	 e s 
 
 W G U I _ C A T E G O R Y _ F R E N C H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F r 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 F R 	 	 	 	 	 	 	 	 F R 
 
 W G U I _ C A T E G O R Y _ f r e n c h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 F r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 f r 	 	 	 	 	 	 	 	 f r 
 
 W G U I _ C A T E G O R Y _ G E R M A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D e 	 D E 	 D E 	 D E 	 D E 	 D E 	 D e 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 D E 	 G R 	 D E 	 	 	 	 	 	 	 	 D E 
 
 W G U I _ C A T E G O R Y _ g e r m a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 d e 	 	 d e 	 	 	 	 	 	 	 	 d e 
 
 W G U I _ C A T E G O R Y _ I T A L I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 I T 	 	 I T 	 	 	 	 	 	 	 	 I T 
 
 W G U I _ C A T E G O R Y _ i t a l i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 I t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 i t 	 	 i t 	 	 	 	 	 	 	 	 i t 
 
 W G U I _ C A T E G O R Y _ R U S S I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 R U 	 	 R U 	 	 	 	 	 	 	 	 R U 
 
 W G U I _ C A T E G O R Y _ r u s s i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 r u 	 	 r u 	 	 	 	 	 	 	 	 r u 
 
 W G U I _ C A T E G O R Y _ P O R T U G U E S E _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 P T 	 	 P T 	 	 	 	 	 	 	 	 P T 
 
 W G U I _ C A T E G O R Y _ p o r t u g u e s e _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 p t 	 	 p t 	 	 	 	 	 	 	 	 p t 
 
 W G U I _ C A T E G O R Y _ T U R K I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 T R 	 	 T R 	 	 	 	 	 	 	 	 T R 
 
 W G U I _ C A T E G O R Y _ t u r k i s h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 T r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 t r 	 	 t r 	 	 	 	 	 	 	 	 t r 
 
 W G U I _ C A T E G O R Y _ I N D O N E S I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 I D 	 	 I D 	 	 	 	 	 	 	 	 I D 
 
 W G U I _ C A T E G O R Y _ i n d o n e s i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 I d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 i d 	 	 i d 	 	 	 	 	 	 	 	 i d 
 
 W G U I _ C A T E G O R Y _ M A L A Y _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 M S 	 	 M S 	 	 	 	 	 	 	 	 M S 
 
 W G U I _ C A T E G O R Y _ m a l a y _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 m s 	 	 m s 	 	 	 	 	 	 	 	 m s 
 
 W G U I _ C A T E G O R Y _ V I E T N A M E S E _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 V I 	 	 V I 	 	 	 	 	 	 	 	 V I 
 
 W G U I _ C A T E G O R Y _ v i e t n a m e s e _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 V i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 v i 	 	 v i 	 	 	 	 	 	 	 	 v i 
 
 W G U I _ C A T E G O R Y _ t h a i _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 T h 	 	 T h 	 	 	 	 	 	 	 	 T h 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ S P A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   E S 	 E S 	 'Y[sYre	 'YQsYre	 E S 	 E S 	 E S 	 E S 	 M u l t i t a p   E S 	 E S 	 E S 	 E S 	 E S 	 T B N H A 	 M u l t i t a p   E S 	 E S 	 E S 	 M u l t i t a p   E S 	 M u l t i t a p   E S 	 T r a d y c y j n e   w p i s y w a n i e   -   H I 	 E S 	 M u l t i t a p   E S 	 M u l t i t a p   E S 	 M u l t i t a p   E S 	 E S 	 M u l t i t a p   E S 	 V i ae s t r u k i   u n o s   E S 	 E S 	 M u l t i t a p   E S 	     E S 	 E S 	 =>3>C40@=>  2J2. E S 	 .	2	M		@		E	*	  E S 	 E S 	 E S     EDy  y~    	   E S 	 E S 	 8
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*
  E S 	 .2M@>*M  E S 	 28G09=0  E S 	 







  E S 	   E S 	 I - M u l t i t a p   e s 	 U m n o m b o   o m n i n z i   w e - E S 	 M u l t i t a p   E S 	 E S 	 M u l t i t a p   E S 	 M u l t i t a p   E S 	 M u l t i T a p   E S 	 ?ovaok  pzxtx~  ;M	   E S 	 M u l t i t a s t   E S 	 .
3
M

 
M

?

M

>
*
M
*
M
  E S 	 .2M?M_>*  E S 	 	 									  E S 	 	 	 	 	 	 	 	 E S 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ S P A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   e s 	 e s 	 \[sYre	 \QsYre	 e s 	 e s 	 e s 	 e s 	 M u l t i t a p   e s 	 e s 	 e s 	 e s 	 e s 	 t b n h a 	 M u l t i t a p   e s 	 e s 	 e s 	 M u l t i t a p   e s 	 M u l t i t a p   e s 	 T r a d y c y j n e   w p i s y w a n i e   -   h i 	 e s 	 M u l t i t a p   e s 	 M u l t i t a p   e s 	 M u l t i t a p   e s 	 e s 	 M u l t i t a p   e s 	 V i ae s t r u k i   u n o s   e s 	 e s 	 M u l t i t a p   e s 	     e s 	 e s 	 =>3>C40@=>  2J2. e s 	 .	2	M		@		E	*	  e s 	 e s 	 e s     EDy  y~  	   e s 	 e s 	 .
2

@

H
*
  
K

@
  e s 	 .2M@>*M  e s 	 28G09=0  e s 	 







  e s 	   e s 	 I - M u l t i t a p   E S 	 U m n o m b o   o m n i n z i   w e - e s 	 M u l t i t a p   e s 	 e s 	 M u l t i t a p   e s 	 M u l t i t a p   e s 	 M u l t i t a p   e s 	 ?ovaok  pzxtx~  k}	   e s 	 M u l t i t a s t   e s 	 .
3
M

 
M

?

M

>
*
M
*
M
  e s 	 .2M?M_>*  e s 	 	 									  e s 	 	 	 	 	 	 	 	 e s 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ S P A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   E S 	 S m a r t   E S 	 zfgasYre'Y[	 zfsYre'YQ	 S m a r t   E S 	 S m a r t   E S 	 I n t e l l i g e n t   E S 	 S m a r t - E S 	 S m a r t   E S 	 E S   i n t u i t i v o 	 B'EH3  #3('FJ  E S 	 E S   i n t e l i g e n t e 	 Z A R I F   E S 	 E S   t h  n g   m i n h 	 P a n d a i   E S 	 E S   p i n t a r 	 8	M	.	>	0	M		  8	M	*	H	(	?	6		 S m a r t   E S 	 S m a r t   E S 	 M e t o d a   s Bo w n i k o w a   -   H I 	 I n t e l l i g e n s   E S 	 S m a r t   E S 	 S m a r t   E S 	 S m a r t   E S 	 S m a r t   E S 	 S m a r t   E S 	 I n t e l i g e n t n i   E S 	 E S   i n t e l i g e n t 	 S m a r t   E S 	   E S 	 S m a r t   E S 	 J@7>  2J25640=5  E S 	 8	M	.	>	0	M		  E S 	 E S   GH4EF/	 E S   '3E'1y  	   E S 	 							  	. 			 
A
8
$
  E S 	 8M.>0MM  E S 	 =B5;5:BC0;L=0  E S 	 






  E S 	   E S 	 I - S m a r t   e s 	 I - E S   e s e m g a n g a t h w e n i 	 S m a r t   E S 	 S l i m   E S 	 I n t e l e k t u a l u s i s   E S 	 S m a r t   E S 	 S m a r t   E S 	 =elak  ;M	   E S 	 S m a r t   E S 	 8
M
.
>
0
M

 
M

M
  E S 	 8M.>0M  E S 	 	 							  E S 	 	 	 	 	 	 	 	 E S   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ S P A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   e s 	 S m a r t   e s 	 zfgasYre\[	 zfsYre\Q	 AI*!2#L4!L@%G*@	 S m a r t   e s 	 I n t e l l i g e n t   e s 	 S m a r t - e s 	 S m a r t   e s 	 e s   i n t u i t i v o 	 B'EH3  #3('FJ  e s 	 e s   i n t e l i g e n t e 	 Z A R I F   e s 	 e s   t h  n g   m i n h 	 P a n d a i   e s 	 e s   p i n t a r 	 8	M	.	>	0	M		  8	M	*	H	(	?	6		 S m a r t   e s 	 S m a r t   e s 	 M e t o d a   s Bo w n i k o w a   -   h i 	 I n t e l l i g e n s   e s 	 S m a r t   e s 	 S m a r t   e s 	 S m a r t   e s 	 S m a r t   e s 	 S m a r t   e s 	 I n t e l i g e n t n i   e s 	 e s   i n t e l i g e n t 	 S m a r t   e s 	   e s 	 S m a r t   e s 	 J@7>  2J25640=5  e s 	 8	M	.	>	0	M		  e s 	 e s   GH4EF/	 e s   '3E'1y  	   e s 	 							  	. 			 
A
8
$
  e s 	 8M.>0MM  e s 	 =B5;5:BC0;L=0  e s 	 






  e s 	   e s 	 I - S m a r t   E S 	 I - e s   e s e m g a n g a t h w e n i 	 S m a r t   e s 	 S l i m   e s 	 I n t e l e k t u a l u s i s   e s 	 S m a r t   e s 	 S m a r t   e s 	 =elak  k}	   e s 	 S m a r t   e s 	 8
M
.
>
0
M

 
M

M
  e s 	 8M.>0M  e s 	 	 							  e s 	 	 	 	 	 	 	 	 E s   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ F R E N C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   F R 	 F R 	 'Y[le	 'YQle	 F R 	 F R 	 F R 	 F R 	 M u l t i t a p   F R 	 F R 	 F R 	 F R 	 F R 	 P H  P 	 M u l t i t a p   F R 	 F R 	 F R 	 M u l t i t a p   F R 	 M u l t i t a p   F R 	 T r a d y c y j n e   w p i s y w a n i e   -   F R 	 F R 	 M u l t i t a p   F R 	 M u l t i t a p   F R 	 M u l t i t a p   F R 	 F R 	 M u l t i t a p   F R 	 V i ae s t r u k i   u n o s   F R 	 F R 	 M u l t i t a p   F R 	     F R 	 F R 	 =>3>C40@=>  2J2. F R 	 .	2	M		@		E	*	  F R 	 F R 	 F R   EDy  y~  	   F R 	 F R 	 .
2

@

H
*
  F R 	 .2M@>*M  F R 	 28G09=0  F R 	 







  F R 	   F R 	 I - M u l t i t a p   f r 	 U m n o m b o   o m n i n z i   w e - F R 	 M u l t i t a p   F R 	 F R 	 M u l t i t a p   F R 	 M u l t i t a p   F R 	 M u l t i T a p   F R 	 ?ovaok  pzxtx~  VP	   F R 	 M u l t i t a s t   F R 	 .
3
M

 
M

?

M

>
*
M
*
M
  F R 	 .2M?M_>*  F R 	 	 									  F R 	 	 	 	 	 	 	 	 F R 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ F R E N C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   f r 	 f r 	 \[le	 \Qle	 f r 	 f r 	 f r 	 f r 	 M u l t i t a p   f r 	 f r 	 f r 	 f r 	 f r 	 p h  p 	 M u l t i t a p   f r 	 f r 	 f r 	 M u l t i t a p   f r 	 M u l t i t a p   f r 	 T r a d y c y j n e   w p i s y w a n i e   -   f r 	 f r 	 M u l t i t a p   f r 	 M u l t i t a p   f r 	 M u l t i t a p   f r 	 f r 	 M u l t i t a p   f r 	 V i ae s t r u k i   u n o s   f r   	 f r 	 M u l t i t a p   f r 	     f r 	 f r 	 =>3>C40@=>  2J2. f r 	 .	2	M		@		E	*	  f r 	 f r 	 f r   EDy  y~  	   f r 	 f r 	 .
2

@

H
*
  f r 	 .2M@>*M  f r 	 28G09=0  f r 	 







  f r 	   f r 	 I - M u l t i t a p   F R 	 U m n o m b o   o m n i n z i   w e - f r 	 M u l t i t a p   f r 	 f r 	 M u l t i t a p   f r 	 M u l t i t a p   f r 	 M u l t i t a p   f r 	 ?ovaok  pzxtx~  	   f r 	 M u l t i t a s t   f r 	 .
3
M

 
M

?

M

>
*
M
*
M
  f r 	 .2M?M_>*  f r 	 	 									  f r 	 	 	 	 	 	 	 	 f r 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ F R E N C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   F R 	 S m a r t   F R 	 zfgale'Y[	 zfle'YQ	   S m a r t   F R 	 S m a r t   F R 	 I n t e l l i g e n t   F R 	 S m a r t - F R 	 S m a r t   F R 	 F R   i n t u i t i v o 	 B'EH3  A1F3J  F R 	 F R   i n t e l i g e n t e 	 Z A R I F   F R 	 F R   t h  n g   m i n h 	 P a n d a i   F R 	 F R   p i n t a r 	 8	M	.	>	0	M		  +	M	0	H				 S m a r t   F R 	 S m a r t   F R 	 M e t o d a   s Bo w n i k o w a   -   F R 	 I n t e l l i g e n s   F R 	 S m a r t   F R 	 S m a r t   F R 	 S m a r t   F R 	 S m a r t   F R 	 S m a r t   F R 	 I n t e l i g e n t n i   F R 	 F R   i n t e l i g e n t 	 S m a r t   F R 	   F R 	 S m a r t   F R 	 J@7>  2J25640=5  F R 	 8	M	.	>	0	M		  F R 	 F R   GH4EF/	 F R   '3E'1y  	   F R 	 							  		. 			 
A
8
$
  F R 	 8M.>0MM  F R 	 =B5;5:BC0;L=0  F R 	 






  F R 	   F R 	 I - S m a r t   f r 	 I - F R   e s e m g a n g a t h w e n i 	 S m a r t   F R 	 S l i m   F R 	 I n t e l e k t u a l u s i s   F R 	 S m a r t   F R 	 S m a r t   F R 	 =elak  VP	   F R 	 S m a r t   F R 	 8
M
.
>
0
M

 
M

M
  F R 	 8M.>0M  F R 	 	 							  F R 	 	 	 	 	 	 	 	 F R   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ F R E N C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   f r 	 S m a r t   f r 	 zfgale\[	 zfle\Q	 S m a r t   f r 	 S m a r t   f r 	 I n t e l l i g e n t   f r 	 S m a r t - f r 	 S m a r t   f r 	 f r   i n t u i t i v o 	 B'EH3  A1F3J  f r 	 f r   i n t e l i g e n t e 	 Z A R I F   f r 	 f r   t h  n g   m i n h 	 P a n d a i   f r 	 f r   p i n t a r 	 8	M	.	>	0	M		  +	M	0	H				 S m a r t   f r 	 S m a r t   f r 	 M e t o d a   s Bo w n i k o w a   -   f r 	 I n t e l l i g e n s   f r 	 S m a r t   f r 	 S m a r t   f r 	 S m a r t   f r 	 S m a r t   f r 	 S m a r t   f r 	 I n t e l i g e n t n i   f r 	 f r   i n t e l i g e n t 	 S m a r t   f r 	   f r 	 S m a r t   f r 	 J@7>  2J25640=5  f r 	 8	M	.	>	0	M		  f r 	 f r   GH4EF/	 f r     '3E'1y  	   f r 	 							  		. 			 
A
8
$
  f r 	 8M.>0MM  f r 	 =B5;5:BC0;L=0  f r 	 






  f r 	   f r 	 I - S m a r t   F R 	 I - f r   e s e m g a n g a t h w e n i 	 S m a r t   f r 	 S l i m   f r 	 I n t e l e k t u a l u s i s   f r 	 S m a r t   f r 	 S m a r t   f r 	 =elak  	   f r 	 S m a r t   f r 	 8
M
.
>
0
M

 
M

M
  f r 	 8M.>0M  f r 	 	 							  f r 	 	 	 	 	 	 	 	 F r   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ G E R M A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   D E 	 D E 	 'Y[_e	 'YQ_e	 D E 	 D E 	 D E 	 D E 	 M u l t i t a p   D E 	 D E 	 D E 	 D E 	 D E 	 C 	 M u l t i t a p   D E 	 D E 	 D E 	 M u l t i t a p   D E 	 M u l t i t a p   D E 	 T r a d y c y j n e   w p i s y w a n i e   -   N I 	 D E 	 M u l t i t a p   D E 	 M u l t i t a p   D E 	 M u l t i t a p   D E 	 D E 	 M u l t i t a p   D E 	 V i ae s t r u k i   u n o s   D E 	 D E 	 M u l t i t a p   D E 	     D E 	 D E 	 =>3>C40@=>  2J2. D E 	 .	2	M		@		E	*	  D E 	 D E 	 D E   EDy  y~  	   D E 	 D E 	 .
2

@

H
*
  D E 	 .2M@>*M  D E 	 28G09=0  D E 	 







  D E 	   D E 	 I - M u l t i t a p   d e 	 U m n o m b o   o m n i n z i   w e - D E 	 M u l t i t a p   D E 	 D E 	 M u l t i t a p   D E 	 M u l t i t a p   D E 	 M u l t i t a p   D E 	 ?ovaok  pzxtx~  35	   D E 	 M u l t i t a s t   D E 	 .
3
M

 
M

?

M

>
*
M
*
M
  D E 	 .2M?M_>*  D E 	 	 									  D E 	 	 	 	 	 	 	 	 D E 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ G E R M A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   d e 	 d e 	 \[_e	 \Q_e	 d e 	 d e 	 d e 	 d e 	 M u l t i t a p   d e 	 d e 	 d e 	 d e 	 d e 	 c 	 M u l t i t a p   d e 	 d e 	 d e 	 M u l t i t a p   d e 	 M u l t i t a p   d e 	 T r a d y c y j n e   w p i s y w a n i e   -   n i 	 d e 	 M u l t i t a p   d e 	 M u l t i t a p   d e 	 M u l t i t a p   d e 	 d e 	 M u l t i t a p   d e 	 V i ae s t r u k i   u n o s   d e 	 d e 	 M u l t i t a p   d e 	     d e 	 d e 	 =>3>C40@=>  2J2. d e 	 .	2	M		@		E	*	  d e 	 d e 	 d e   EDy  y~  	   d e 	 d e 	 .
2

@

H
*
  d e 	 .2M@>*M  d e 	 28G09=0  d e 	 







  d e 	   d e 	 I - M u l t i t a p   D E 	 U m n o m b o   o m n i n z i   w e - d e 	 M u l t i t a p   d e 	 d e 	 M u l t i t a p   d e 	 M u l t i t a p   d e 	 M u l t i t a p   d e 	 ?ovaok  pzxtx~  ce	   d e 	 M u l t i t a s t   d e 	 .
3
M

 
M

?

M

>
*
M
*
M
  d e 	 .2M?M_>*  d e 	 	 									  d e 	 	 	 	 	 	 	 	 d e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ G E R M A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   D E 	 S m a r t   D E 	 zfga_e'Y[	 zf_e'YQ	 S m a r t   D E 	 S m a r t   D E 	 I n t e l l i g e n t   D E 	 S m a r t - D E 	 S m a r t   D E 	 D E   i n t u i t i v o 	 B'EH3  #DE'FJ  D E 	 D E   i n t e l i g e n t e 	 Z A R I F   D E 	 D E   t h  n g   m i n h   	 P a n d a i   D E 	 D E   p i n t a r 	 8	M	.	>	0	M		  	0	M	.	(		 S m a r t   D E 	 S m a r t   D E 	 M e t o d a   s Bo w n i k o w a   -   N I 	 I n t e l l i g e n s   D E 	 S m a r t   D E 	 S m a r t   D E 	 S m a r t   D E 	 S m a r t   D E 	 S m a r t   D E 	 I n t e l i g e n t n i   D E 	 D E   i n t e l i g e n t 	 S m a r t   D E 	   D E 	 S m a r t   D E 	 J@7>  2J25640=5  D E 	 8	M	.	>	0	M		  D E 	 D E   GH4EF/	 D E   '3E'1y  	   D E 	 							  		. 		 
A
8
$
  D E 	 8M.>0MM  D E 	 =B5;5:BC0;L=0  D E 	 






  D E 	   D E 	 I - S m a r t   d e 	 I - D E   e s e m g a n g a t h w e n i 	 S m a r t   D E 	 S l i m   D E 	 I n t e l e k t u a l u s i s   D E 	 S m a r t   D E 	 S m a r t   D E 	 =elak  35	   D E 	 S m a r t   D E 	 8
M
.
>
0
M

 
M

M
  D E 	 8M.>0M  D E 	 	 							  D E 	 	 	 	 	 	 	 	 D E   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ G E R M A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   d e 	 S m a r t   d e 	 zfga_e\[	 zf_e\Q	 S m a r t   d e 	 S m a r t   d e 	 I n t e l l i g e n t   d e 	 S m a r t - d e 	 S m a r t   d e 	 d e   i n t u i t i v o 	 B'EH3  #DE'FJ  d e 	 d e   i n t e l i g e n t e 	 Z A R I F   d e 	 d e   t h  n g   m i n h   	 P a n d a i   d e 	 d e   p i n t a r 	 8	M	.	>	0	M		  	0	M	.	(		 S m a r t   d e 	 S m a r t   d e 	 M e t o d a   s Bo w n i k o w a   -   n i 	 I n t e l l i g e n s   d e 	 S m a r t   d e 	 S m a r t   d e 	 S m a r t   d e 	 S m a r t   d e 	 S m a r t   d e 	 I n t e l i g e n t n i   d e 	 d e   i n t e l i g e n t 	 S m a r t   d e 	   d e 	 S m a r t   d e 	 J@7>  2J25640=5  d e 	 8	M	.	>	0	M		  d e 	 d e   GH4EF/	 d e   '3E'1y  	   d e 	 							  		. 		 
A
8
$
  d e 	 8M.>0MM  d e 	 =B5;5:BC0;L=0  d e 	 






  d e 	   d e 	 I - S m a r t   D E 	 I - d e   e s e m g a n g a t h w e n i 	 S m a r t   d e 	 S l i m   d e 	 I n t e l e k t u a l u s i s   d e 	 S m a r t   d e 	 S m a r t   d e 	 =elak  ce	   D E 	 S m a r t   d e 	 8
M
.
>
0
M

 
M

M
  d e 	 8M.>0M  d e 	 	 							  d e 	 	 	 	 	 	 	 	 D e   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ I T A L I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   I T 	 I T 	 'Y['Y)Re	 'YQa'Y)Re	 I T 	 I T 	 I T 	 I T 	 M u l t i t a p   I T 	 I T 	 I T 	 I T 	 I T 	  	 M u l t i t a p   I T 	 I T 	 I T 	 M u l t i t a p   I T 	 M u l t i t a p   I T 	 T r a d y c y j n e   w p i s y w a n i e   -   W A	 I T 	 M u l t i t a p   I T 	 M u l t i t a p   I T 	 M u l t i t a p   I T 	 I T 	 M u l t i t a p   I T 	 V i ae s t r u k i   u n o s   I T 	 I T 	 M u l t i t a p   I T 	     I T 	 I T 	 =>3>C40@=>  2J2. I T 	 .	2	M		@		E	*	  I T 	 I T 	 I T EDy  y~	   I T 	 I T 	 .
2

@

H
*
  I T 	 .2M@>*M  I T 	 28G09=0  I T 	 







  I T 	   I T 	 I - M u l t i t a p   i t 	 U m n o m b o   o m n i n z i   w e - I T 	 M u l t i t a p   I T 	 I T 	 M u l t i t a p   I T 	 M u l t i t a p   I T 	 M u l t i t a p   I T 	 ?ovaok  pzxtx~  ;O	   I T 	 M u l t i t a s t   I T 	 .
3
M

 
M

?

M

>
*
M
*
M
  I T 	 .2M?M_>*  I T 	 	 									  I T 	 	 	 	 	 	 	 	 I T 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ I T A L I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   i t 	 i t 	 \['Y)Re	 \Qa'Y)Re	 i t 	 i t 	 i t 	 i t 	 M u l t i t a p   i t 	 i t 	 i t 	 i t 	 i t 	  	 M u l t i t a p   i t 	 i t 	 i t 	 M u l t i t a p   i t 	 M u l t i t a p   i t 	 T r a d y c y j n e   w p i s y w a n i e   -   w B	 i t 	 M u l t i t a p   i t 	 M u l t i t a p   i t 	 M u l t i t a p   i t 	 i t 	 M u l t i t a p   i t 	 V i ae s t r u k i   u n o s   i t 	 i t 	 M u l t i t a p   i t 	     i t 	 i t 	 =>3>C40@=>  2J2. i t 	 .	2	M		@		E	*	  i t 	 i t 	 i t   EDy  y~	   i t 	 i t 	 .
2

@

H
*
  i t 	 .2M@>*M  i t 	 28G09=0  i t 	 







  i t 	   i t 	 I - M u l t i t a p   I T 	 U m n o m b o   o m n i n z i   w e - i t 	 M u l t i t a p   i t 	 i t 	 M u l t i t a p   i t 	 M u l t i t a p   i t 	 M u l t i t a p   i t 	 ?ovaok  pzxtx~  k	   i t 	 M u l t i t a s t   i t 	 .
3
M

 
M

?

M

>
*
M
*
M
  i t 	 .2M?M_>*  i t 	 	 									  i t 	 	 	 	 	 	 	 	 i t 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ I T A L I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   I T 	 S m a r t   I T 	 zfga'Y)Re'Y[	 zfa'Y)Re'YQ	 S m a r t   I T 	 S m a r t   I T 	 I n t e l l i g e n t   I T 	 S m a r t - I T 	 S m a r t   I T 	 I T   i n t u i t i v o 	 B'EH3  'J7'DJ  I T 	 I T   i n t e l i g e n t e 	 Z A R I F   I T 	 I T   t h  n g   m i n h   	 P a n d a i   I T 	 I T   p i n t a r 	 8	M	.	>	0	M		  		H	2	?	/	(		 S m a r t   I T 	 S m a r t   I T 	 M e t o d a   s Bo w n i k o w a   -   W A	 I n t e l l i g e n s   I T 	 S m a r t   I T 	 S m a r t   I T 	 S m a r t   I T 	 S m a r t   I T 	 S m a r t   I T 	 I n t e l i g e n t n i   I T 	 I T   i n t e l i g e n t 	 S m a r t   I T 	   I T 	 S m a r t   I T 	 J@7>  2J25640=5  I T 	 8	M	.	>	0	M		  I T 	 I T   GH4EF/	 I T   '3E'1y  	   I T 	 							  		. 			 
A
8
$
  I T 	 8M.>0MM  I T 	 =B5;5:BC0;L=0  I T 	 






  I T 	   I T 	 I - S m a r t   i t 	 I - I T   e s e m g a n g a t h w e n i 	 S m a r t   I T 	 S l i m   I T 	 I n t e l e k t u a l u s i s   I T 	 S m a r t   I T 	 S m a r t   I T 	 =elak  ;O	   I T 	 S m a r t   I T 	 8
M
.
>
0
M

 
M

M
  I T 	 8M.>0M  I T 	 	 							  I T 	 	 	 	 	 	 	 	 I T   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ I T A L I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   i t 	 S m a r t   i t 	 zfga'Y)Re\[	 zfa'Y)Re\Q	 S m a r t   i t 	 S m a r t   i t 	 I n t e l l i g e n t   i t 	 S m a r t - i t 	 S m a r t   i t 	 i t   i n t u i t i v o 	 B'EH3  'J7'DJ  i t 	 i t   i n t e l i g e n t e 	 Z A R I F   i t 	 i t   t h  n g   m i n h   	 P a n d a i   i t 	 i t   p i n t a r 	 8	M	.	>	0	M		  		H	2	?	/	(		 S m a r t   i t 	 S m a r t   i t 	 M e t o d a   s Bo w n i k o w a   -   w B	 I n t e l l i g e n s   i t 	 S m a r t   i t 	 S m a r t   i t 	 S m a r t   i t 	 S m a r t   i t 	 S m a r t   i t 	 I n t e l i g e n t n i   i t 	 i t   i n t e l i g e n t 	 S m a r t   i t 	   i t 	 S m a r t   i t 	 J@7>  2J25640=5  i t 	 8	M	.	>	0	M		  i t 	 i t   GH4EF/	 i t   '3E'1y  	   i t 	 							  		. 			 
A
8
$
  i t 	 8M.>0MM  i t 	 =B5;5:BC0;L=0  i t 	 






  i t 	   i t 	 I - S m a r t   I T 	 I - i t   e s e m g a n g a t h w e n i 	 S m a r t   i t 	 S l i m   i t 	 I n t e l e k t u a l u s i s   i t 	 S m a r t   i t 	 S m a r t   i t 	 =elak  k	   i t 	 S m a r t   i t 	 8
M
.
>
0
M

 
M

M
  i t 	 8M.>0M  i t 	 	 							  i t 	 	 	 	 	 	 	 	 I t   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ R U S S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   R U 	 R U 	 'Y[Oe	 'YQOe	 R U 	 R U 	 R U 	 R U 	 M u l t i t a p   R U 	 R U 	 R U 	 R U 	 R U 	 N G A 	 M u l t i t a p   R U 	 R U 	 R U 	 M u l t i t a p   R U 	 M u l t i t a p   R U 	 T r a d y c y j n e   w p i s y w a n i e   -   R O 	 R U 	 M u l t i t a p   R U 	 M u l t i t a p   R U 	 M u l t i t a p   R U 	 R U 	 M u l t i t a p   R U 	 V i ae s t r u k i   u n o s   R U 	 R U 	 M u l t i t a p   R U 	     R U 	 R U 	 =>3>C40@=>  2J2. R U 	 .	2	M		@		E	*	  R U 	 R U 	 R U   EDy  y~	   R U 	 R U 	 .
2

@

H
*
  R U 	 .2M@>*M  R U 	 28G09=0  R U 	 







  R U 	   R U 	 I - M u l t i t a p   r u 	 U m n o m b o   o m n i n z i   w e - R U 	 M u l t i t a p   R U 	 R U 	 M u l t i t a p   R U 	 M u l t i t a p   R U 	 M u l t i t a p   R U 	 ?ovaok  pzxtx~  LHR	   R U 	 M u l t i t a s t   R U 	 .
3
M

 
M

?

M

>
*
M
*
M
  R U 	 .2M?M_>*  R U 	 	 									  R U 	 	 	 	 	 	 	 	 R U 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ R U S S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   r u 	 r u 	 \[Oe	 \QOe	 r u 	 r u 	 r u 	 r u 	 M u l t i t a p   r u 	 r u 	 r u 	 r u 	 r u 	 n g a 	 M u l t i t a p   r u 	 r u 	 r u 	 M u l t i t a p   r u 	 M u l t i t a p   r u 	 T r a d y c y j n e   w p i s y w a n i e   -   r o 	 r u 	 M u l t i t a p   r u 	 M u l t i t a p   r u 	 M u l t i t a p   r u 	 r u 	 M u l t i t a p   r u 	 V i ae s t r u k i   u n o s   r u 	 r u 	 M u l t i t a p   r u 	     r u 	 r u 	 =>3>C40@=>  2J2. r u 	 .	2	M		@		E	*	  r u 	 r u 	 r u   EDy  y~  	   r u 	 r u 	 .
2

@

H
*
  r u 	 .2M@>*M  r u 	 28G09=0  r u 	 







  r u 	   r u 	 I - M u l t i t a p   R U 	 U m n o m b o   o m n i n z i   w e - r u 	 M u l t i t a p   r u 	 r u 	 M u l t i t a p   r u 	 M u l t i t a p   r u 	 M u l t i t a p   r u 	 ?ovaok  pzxtx~  |x	   r u 	 M u l t i t a s t   r u 	 .
3
M

 
M

?

M

>
*
M
*
M
  r u 	 .2M?M_>*  r u 	 	 									  r u 	 	 	 	 	 	 	 	 r u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ R U S S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   R U 	 S m a r t   R U 	 zfgaOe'Y[	 zfOe'YQ	 S m a r t   R U 	 S m a r t   R U 	 I n t e l l i g e n t   R U 	 S m a r t - R U 	 S m a r t   R U 	 R U   i n t u i t i v o 	 B'EH3  1H3J  R U 	 R U   i n t e l i g e n t e 	 z a r i f   R U 	 R U   t h  n g   m i n h 	 P a n d a i   R U 	 R U   p i n t a r 	 8	M	.	>	0	M		  0	B	8	@		 S m a r t   R U 	 S m a r t   R U 	 M e t o d a   s Bo w n i k o w a   -   R O 	 I n t e l l i g e n s   R U 	 S m a r t   R U 	 S m a r t   R U 	 S m a r t   R U 	 S m a r t   R U 	 S m a r t   R U 	 I n t e l i g e n t n i   R U 	 R U   i n t e l i g e n t 	 S m a r t   R U 	   R U 	 S m a r t   R U 	 J@7>  2J25640=5  R U 	 8	M	.	>	0	M		  R U 	 R U   GH4EF/	 R U   '3E'1y  	   R U 	 							  		. 			 
A
8
$
  R U 	 8M.>0MM  R U 	 =B5;5:BC0;L=0  R U 	 






  R U 	   R U 	 I - S m a r t   r u 	 I - R U   e s e m g a n g a t h w e n i 	 S m a r t   R U 	 S l i m   R U 	 I n t e l e k t u a l u s i s   R U 	 S m a r t   R U 	 S m a r t   R U 	 =elak  LHR	   R U 	 S m a r t   R U 	 8
M
.
>
0
M

 
M

M
  R U 	 8M.>0M  R U 	 	 							  R U 	 	 	 	 	 	 	 	 R U   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ R U S S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   r u 	 S m a r t   r u 	 zfgaOe\[	 zfOe\Q	 S m a r t   r u 	 S m a r t   r u 	 I n t e l l i g e n t   r u 	 S m a r t - r u 	 S m a r t   r u 	 r u   i n t u i t i v o 	 B'EH3  1H3J  r u 	 r u   i n t e l i g e n t e 	 Z A R I F   r u 	 r u   t h  n g   m i n h 	 P a n d a i   r u 	 r u   p i n t a r 	 8	M	.	>	0	M		  0	B	8	@		 S m a r t   r u 	 S m a r t   r u 	 M e t o d a   s Bo w n i k o w a   -   r o 	 I n t e l l i g e n s   r u 	 S m a r t   r u 	 S m a r t   r u 	 S m a r t   r u 	 S m a r t   r u 	 S m a r t   r u 	 I n t e l i g e n t n i   r u 	 r u   i n t e l i g e n t 	 S m a r t   r u 	   r u 	 S m a r t   r u 	 J@7>  2J25640=5  r u 	 8	M	.	>	0	M		  r u 	 r u   GH4EF/	 r u '3E'1y  	   r u 	 							  		. 			 
A
8
$
  r u 	 8M.>0MM  r u 	 =B5;5:BC0;L=0  r u 	 






  r u 	   r u 	 I - S m a r t   R U 	 I - r u   e s e m g a n g a t h w e n i 	 S m a r t   r u 	 S l i m   r u 	 I n t e l e k t u a l u s i s   r u 	 S m a r t   r u 	 S m a r t   r u 	 =elak  |x	   r u 	 S m a r t   r u 	 8
M
.
>
0
M

 
M

M
  r u 	 8M.>0M  r u 	 	 							  r u 	 	 	 	 	 	 	 	 R u   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ T H A I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   T h a i 	 T h a i 	 le	 le	 D"	 T a i l a n d  s 	 T h a i 	 T h a i 	 M u l t i t a p   T h a i 	 T a i l a n d e s e 	 'D*'JDF/J)	 T a i 	 T h a i 	 T h  i 	 M u l t i t a p   T h a i 	 T h a i 	 %	>			 M u l t i t a p   T h a i 	 M u l t i t a p   T h a i 	 T r a d y c y j n e   w p i s y w a n i e   -   T a j s k i 	 T h a i f  l d i 	 M u l t i t a p   T h a i 	 M u l t i t a p   T h a i 	 M u l t i t a p   T h a i 	 T h a i 	 M u l t i t a p   T h a i 	 V i ae s t r u k i   T h a i 	 T h a i 	 M u l t i t a p   T h a i 	     T h a i 	 T h a i 	 =>3>C40@=>  2J2. T 09	 .	2	M		@		E	*	  %	>			 *'DF/	 T h a i   EDy  y~	   	 			  	 .
2

@

H
*
  %
>

	 .2M@>*M  %>/M	 28G09=0  B09AL:0	 







  


	   T h a i 	 I - M u l t i t a p   T h a i 	 U m n o m b o   o m n i n z i   w e - T h a i 	 M u l t i t a p   T h a i 	 T h a i s 	 M u l t i t a p   T h a i 	 M u l t i t a p   T h a i 	 M u l t i t a p   t a i 	 ?ovaok  pzxtx~  Oak	   T h a i 	 M u l t i t a s t   t h a i l a n d e z 	 .
3
M

 
M

?

M

>
*
M
*
M
  T h a i 	 .2M?M_>*  T h a i 	 	 									  				 	 	 	 	 	 	 	 T a i l a n d  s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ T H A I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   T h a i 	 S m a r t   T h a i 	 zfgale	 zfle	 S m a r t   T h a i 	 S m a r t   T h a i 	 I n t e l l i g e n t   T h a  	 S m a r t - T h a i 	 S m a r t   T h a i 	 T h a i   i n t u i t i v o 	 B'EH3  *'JD'F/J	 T a i l a n d  s   i n t e l i g e n t e 	 Z A R I F   T A Y 	 T h a i   t h  n g   m i n h 	 P a n d a i   T h a i 	   T h a i   p i n t a r 	 8	M	.	>	0	M		  %	>			 S m a r t   T h a i 	 S m a r t   T h a i 	 M e t o d a   s Bo w n i k o w a   -   T a j s k i 	 I n t e l l i g e n s   T h a i 	 S m a r t   T h a i 	 S m a r t   T h a i 	 S m a r t   T h a i 	 S m a r t   T h a i 	 S m a r t   T h a i 	 I n t e l i g e n t n i   T h a i 	 T h a i l a n d e z   i n t e l i g e n t 	 S m a r t   T h a i 	   T h a i 	 S m a r t   T h a i 	 J@7>  2J25640=5  T 09	 8	M	.	>	0	M		  %	>			 *'DF/  GH4EF/	 T h a i   '3E'1y	   	 							  				 
A
8
$
  %
>

	 8M.>0MM  %>/M	 =B5;5:BC0;L=0  B09AL:0	 






  


	   T h a i 	 I - S m a r t   T h a i 	 I - T h a i   e s e m g a n g a t h w e n i 	 S m a r t   T h a i 	 S l i m   T h a i 	 I n t e l e k t u a l u s i s   T h a i 	 S m a r t   T h a i 	 S m a r t   t a i 	 =elak  Oak	   T h a i 	 S m a r t   T h a i 	 8
M
.
>
0
M

 
M

M
  T h a i 	 8M.>0M  T h a i 	 	 							  				 	 	 	 	 	 	 	 T a i l a n d  s   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ P O R T U G U E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   P T 	 P T 	 'Y[aYre	 'YQaYre	 P T 	 P T 	 P T 	 P T 	 M u l t i t a p   P T 	 P T 	 P T 	 P T 	 P T 	 B N H A 	 M u l t i t a p   P T 	 P T 	 P T 	 M u l t i t a p   P T 	 M u l t i t a p   P T 	 T r a d y c y j n e   w p i s y w a n i e   -   P T 	 P T 	 M u l t i t a p   P T 	 M u l t i t a p   P T 	 M u l t i t a p   P T 	 P T 	 M u l t i t a p   P T 	 V i ae s t r u k i   u n o s   P T 	 P T 	 M u l t i t a p   P T 	     P T 	 P T 	 =>3>C40@=>  2J2. P T 	 .	2	M		@		E	*	  P T 	 P T 	 P T EDy  y~	   P T 	 P T 	 .
2

@

H
*
  P T 	 .2M@>*M  P T 	 28G09=0  P T 	 







  P T 	   P T 	 I - M u l t i t a p   p t 	 U m n o m b o   o m n i n z i   w e - P T 	 M u l t i t a p   P T 	 P T 	 M u l t i t a p   P T 	 M u l t i t a p   P T 	 M u l t i t a p   P T 	 ?ovaok  pzxtx~  JO	   P T 	 M u l t i t a s t   P T 	 .
3
M

 
M

?

M

>
*
M
*
M
  P T 	 .2M?M_>*  P T 	 	 									  P T 	 	 	 	 	 	 	 	 P T 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ P O R T U G U E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   p t 	 p t 	 \[aYre	 \QaYre	 p t 	 p t 	 p t 	 p t 	 M u l t i t a p   p t 	 p t 	 p t 	 p t 	 p t 	 b n h a 	 M u l t i t a p   p t 	 p t 	 p t 	 M u l t i t a p   p t 	 M u l t i t a p   p t 	 T r a d y c y j n e   w p i s y w a n i e   -   p t 	 p t 	 M u l t i t a p   p t 	 M u l t i t a p   p t 	 M u l t i t a p   p t 	 p t 	 M u l t i t a p   p t 	 V i ae s t r u k i   u n o s   p t 	 p t 	 M u l t i t a p   p t 	     p t 	 p t 	 =>3>C40@=>  2J2. p t 	 .	2	M		@		E	*	  p t 	 p t 	 p t   EDy  y~  	   p t 	 p t 	 .
2

@

H
*
  p t 	 .2M@>*M  p t 	 28G09=0  p t 	 







  p t 	   p t 	 I - M u l t i t a p   P T 	 U m n o m b o   o m n i n z i   w e - p t 	 M u l t i t a p   p t 	 p t 	 M u l t i t a p   p t 	 M u l t i t a p   p t 	 M u l t i t a p   p t 	 ?ovaok  pzxtx~  z	   p t 	 M u l t i t a s t   p t 	 .
3
M

 
M

?

M

>
*
M
*
M
  p t 	 .2M?M_>*  p t 	 	 									  p t 	 	 	 	 	 	 	 	 p t 	 	 	 	 	 	 	 	 M u l t i t a p   p t 	 M u l t i t a p   p t 	 M u l t i t a p   p t 	 M l t i t a p         p t 	 I l t a p  i l   p t 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ P O R T U G U E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   P T 	 S m a r t   P T 	 zfgaaYre'Y[	 zfaYre'YQ	 S m a r t   P T 	 S m a r t   P T 	 I n t e l l i g e n t   P T 	 S m a r t - P T 	 S m a r t   P T 	 P T   i n t u i t i v o 	 B'EH3  (1*:'DJ  P T 	 P T   i n t e l i g e n t e 	 S m a r t   P T 	 P T   t h  n g   m i n h 	 S m a r t   P T 	   P T   p i n t a r 	 8	M	.	>	0	M		  *	A	0	M	$		>	2	@		 S m a r t   P T 	 S m a r t   P T 	 M e t o d a   s Bo w n i k o w a   -   P T 	 I n t e l l i g e n s   P T 	 S m a r t   P T 	 S m a r t   P T 	 S m a r t   P T 	 S m a r t   P T 	 S m a r t   P T 	 I n t e l i g e n t n i   P T 	 P T   i n t e l i g e n t 	 S m a r t   P T 	   P T 	 S m a r t   P T 	 J@7>  2J25640=5  P T 	 8	M	.	>	0	M		  P T 	 P T   GH4EF/	 P T   '3E'1y  	   P T 	 							  		. 			 
A
8
$
  P T 	 8M.>0MM  P T 	 =B5;5:BC0;L=0  P T 	 






  P T 	   P T 	 I - S m a r t   p t 	 I - P T   e s e m g a n g a t h w e n i 	 S m a r t   P T 	 S l i m   P T 	 I n t e l e k t u a l u s i s   P T 	 S m a r t   P T 	 S m a r t   P T 	 =elak  JO	   P T 	 S m a r t   P T 	 8
M
.
>
0
M

 
M

M
  P T 	 8M.>0M  P T 	 	 							  P T 	 	 	 	 	 	 	 	 P T   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   P T 	 S m a r t   P T 	 S m a r t   P T 	 S m a t   P T 	 P T   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ P O R T U G U E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   p t 	 S m a r t   p t 	 zfgaaYre\[	 zfaYre\Q	 S m a r t   p t 	 S m a r t   p t 	 I n t e l l i g e n t   p t 	 S m a r t - p t 	 S m a r t   p t 	 p t   i n t u i t i v o 	 B'EH3  (1*:'DJ  p t 	 p t   i n t e l i g e n t e 	 S m a r t   p t 	 p t   t h  n g   m i n h 	 S m a r t   p t 	 p t   p i n t a r 	 8	M	.	>	0	M		  *	A	0	M	$		>	2	@		 S m a r t   p t 	 S m a r t   p t 	 M e t o d a   s Bo w n i k o w a   -   p t 	 I n t e l l i g e n s   p t 	 S m a r t   p t 	 S m a r t   p t 	 S m a r t   p t 	 S m a r t   p t 	 S m a r t   p t 	 I n t e l i g e n t n i   p t 	 p t   i n t e l i g e n t 	 S m a r t   p t 	   p t 	 S m a r t   p t 	 J@7>  2J25640=5  p t 	 8	M	.	>	0	M		  p t 	 p t   GH4EF/	 p t   '3E'1y  	   p t 	 							  		. 			 
A
8
$
  p t 	 8M.>0MM  p t 	 =B5;5:BC0;L=0  p t 	 






  p t 	   p t 	 I - S m a r t   P T 	 I - p t   e s e m g a n g a t h w e n i 	 S m a r t   p t 	 S l i m   p t 	 I n t e l e k t u a l u s i s   p t 	 S m a r t   p t 	 S m a r t   p t 	 =elak  z	   p t 	 S m a r t   p t 	 8
M
.
>
0
M

 
M

M
  p t 	 8M.>0M  p t 	 	 							  p t 	 	 	 	 	 	 	 	 P t   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   p t 	 S m a r t   p t 	 S m a r t   p t 	 S m a t   p t 	 P t   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ T U R K I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   T R 	 T R 	 'Y[W3vQe	 'YQW3vQe	 !1%4A  T R 	 M u l t i t a p   T R 	 T R   n o r m a l 	 M u l t i t a p - T R 	 M u l t i t a p   T R 	 T R 	 'D*1CJ)  (F8'E  'D6:7  'DE*9//  T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 T N K   c h u n 	 T R   m u l t i t e k a n 	 T R   b e r b i l a n g   k e t i k   	 .	2	M		@		G	*	  $	A	0	M		@		 M u l t i t a p   T R 	 M u l t i t a p   T R 	 T r a d y c y j n e   w p i s y w a n i e   -   T R 	 T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 V i ae s t r u k i   u n o s   T R 	 M u l t i - t a s t   T R 	 M u l t i t a p   T R 	     T R 	 M u l t i t a p   T R 	 =>3>C40@=>  2J2. T R 	 .	2	M		@		E	*	  T R 	 T R   F/61(G  '	 T R   EDy  y~  	   T R 	 											  		. 			 .
2

@

H
*
  T R 	 .2M@>*M  T R 	 28G09=0  T R 	 







  T R 	   T R 	 I - M u l t i t a p   t r 	 U m n o m b o   o m n i n z i   w e - T R 	 M u l t i t a p   T R 	 T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 ?ovaok  pzxtx~  9P	   T R 	 M u l t i t a s t   T R 	 .
3
M

 
M

?

M

>
*
M
*
M
  T R 	 .2M?M_>*  T R 	 	 									  T R 	 	 	 	 	 	 	 	 T R   m u l t i t a p 	 	 	 	 	 	 	 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 M u l t i t a p   T R 	 M l t i t a p   T R 	 I l t a p  i l   T R 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ T U R K I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   t r 	 t r 	 \[W3vQe	 \QW3vQe	 !1%4A  t r 	 M u l t i t a p   t r 	 t r   n o r m a l 	 M u l t i t a p - t r 	 M u l t i t a p   t r 	 t r 	 'D*1CJ)  (F8'E  'D6:7  'DE*9//  t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 t n k   c h u n 	 t r   m u l t i t e k a n 	 T r   b e r b i l a n g   k e t i k 	 .	2	M		@		G	*	  $	A	0	M		@		 M u l t i t a p   t r 	 M u l t i t a p   t r 	 T r a d y c y j n e   w p i s y w a n i e   -   t r 	 t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 V i ae s t r u k i   u n o s   t r 	 M u l t i - t a s t   t r 	 M u l t i t a p   t r 	     t r 	 M u l t i t a p   t r 	 =>3>C40@=>  2J2. t r 	 .	2	M		@		E	*	  t r 	 t r   F/61(G  '	 t r   EDy  y~  	   t r 	 											  		. 		. 	 .
2

@

H
*
  t r 	 .2M@>*M  t r 	 28G09=0  t r 	 







  t r 	   t r 	 I - M u l t i t a p   T R 	 U m n o m b o   o m n i n z i   w e - t r 	 M u l t i t a p   t r 	 t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 ?ovaok  pzxtx~  i	   t r 	 M u l t i t a s t   t r 	 .
3
M

 
M

?

M

>
*
M
*
M
  t r 	 .2M?M_>*  t r 	 	 									  t r 	 	 	 	 	 	 	 	 T r   m u l t i t a p 	 	 	 	 	 	 	 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 M u l t i t a p   t r 	 M l t i t a p   t r 	 I l t a p  i l   t r 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ T U R K I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   T R 	 S m a r t   T R 	 zfgaW3vQe'Y[	 zfW3vQe'YQ	   S m a r t   T R 	 S m a r t   T R 	 I n t e l l i g e n t   T R 	 S m a r t - T R 	 S m a r t   T R 	 T R   i n t u i t i v o 	 B'EH3  *1CJ  T R 	 T R   i n t e l i g e n t e 	 S m a r t   T R 	 T R   t h  n g   m i n h 	 S m a r t   T R 	   R T   p i n t a r 	 8	M	.	>	0	M		  $	A	0	M		@		 S m a r t   T R 	 S m a r t   T R 	 M e t o d a   s Bo w n i k o w a   -   T R 	 I n t e l l i g e n s   T R 	 S m a r t   T R 	 S m a r t   T R 	 S m a r t   T R 	 S m a r t   T R 	 S m a r t   T R 	 I n t e l i g e n t n i   T R 	 T R   i n t e l i g e n t 	 S m a r t   T R 	   T R 	 S m a r t   T R 	 J@7>  2J25640=5  T R 	 8	M	.	>	0	M		  T R 	 T R   GH4EF/	 T R   '3E'1y  	   T R 	 							  		. 			 
A
8
$
  T R 	 8M.>0MM  T R 	 =B5;5:BC0;L=0  T R 	 






  T R 	   T R 	 I - S m a r t   t r 	 I - T R   e s e m g a n g a t h w e n i 	 S m a r t   T R 	 S l i m   T R 	 I n t e l e k t u a l u s i s   T R 	 S m a r t   T R 	 S m a r t   T R 	 =elak  9P	   T R 	 S m a r t   T R 	 8
M
.
>
0
M

 
M

M
  T R 	 8M.>0M  T R 	 	 							  T R 	 	 	 	 	 	 	 	 T R   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   T R 	 S m a r t   T R 	 S m a r t   T R 	 S m a t   T R 	 T R   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ T U R K I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   t r 	 S m a r t   t r 	 zfgaW3vQe\[	 zfW3vQe\Q	 S m a r t   t r 	 S m a r t   t r 	 I n t e l l i g e n t   t r 	 S m a r t - t r 	 S m a r t   t r 	 t r   i n t u i t i v o 	 B'EH3  *1CJ  t r 	 t r   i n t e l i g e n t e 	 S m a r t   t r 	 t r   t h  n g   m i n h 	 S m a r t   t r 	   r t   p i n t a r 	 8	M	.	>	0	M		  $	A	0	M		@		 S m a r t   t r 	 S m a r t   t r 	 M e t o d a   s Bo w n i k o w a   -   t r 	 I n t e l l i g e n s   t r 	 S m a r t   t r 	 S m a r t   t r 	 S m a r t   t r 	 S m a r t   t r 	 S m a r t   t r 	 I n t e l i g e n t n i   t r 	 t r   i n t e l i g e n t 	 S m a r t   t r 	   t r 	 S m a r t   t r 	 J@7>  2J25640=5  t r 	 8	M	.	>	0	M		  t r 	 t r   GH4EF/	 t r   '3E'1y  	   t r 	 							  		. 			 
A
8
$
  t r 	 8M.>0MM  t r 	 =B5;5:BC0;L=0  t r 	 






  t r 	   t r 	 I - S m a r t   T R 	 I - t r   e s e m g a n g a t h w e n i 	 S m a r t   t r 	 S l i m   t r 	 I n t e l e k t u a l u s i s   t r 	 S m a r t   t r 	 S m a r t   t r 	 =elak  i	   t r 	 S m a r t   t r 	 8
M
.
>
0
M

 
M

M
  t r 	 8M.>0M  t r 	 	 							  t r 	 	 	 	 	 	 	 	 T r   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   t r 	 S m a r t   t r 	 S m a r t   t r 	 S m a t   t r 	 T r   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ I N D O N E S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   I D 	 I D 	 'Y[pS<\e	 'YQpS<\e	 I D 	 I D 	 I D 	 I D 	 M u l t i t a p   I D 	 I D 	 I D 	 I D 	 I D 	 I N  	 M u l t i t a p   I D 	 I D 	 I D 	 M u l t i t a p   I D 	 M u l t i t a p   I D 	 T r a d y c y j n e   w p i s y w a n i e   -   I D 	 I D 	 M u l t i t a p   I D 	 M u l t i t a p   I D 	 M u l t i t a p   I D 	 I D 	 M u l t i t a p   I D 	 V i ae s t r u k i   u n o s   I D 	 I D 	 M u l t i t a p   I D 	     I D 	 I D 	 =>3>C40@=>  2J2. I D 	 .	2	M		@		E	*	  I D 	 I D 	 I D   EDy  y~  	   I D 	 I D 	 .
2

@

H
*
  I D 	 .2M@>*M  I D 	 28G09=0  I D 	 







  I D 	   I D 	 I - M u l t i t a p   i d 	 U m n o m b o   o m n i n z i   w e - I D 	 M u l t i t a p   I D 	 I D 	 M u l t i t a p   I D 	 M u l t i t a p   I D 	 M u l t i t a p   I D 	 ?ovaok  pzxtx~  ;4	   I D 	 M u l t i t a s t   I D 	 .
3
M

 
M

?

M

>
*
M
*
M
  I D 	 .2M?M_>*  I D 	 	 									  I D 	 	 	 	 	 	 	 	 I D 	 	 	 	 	 	 	 	 M u l t i t a p   I D 	 M u l t i t a p   I D 	 M u l t i t a p   I D 	 M l t i t a p   I D 	 I l t a p  i l   I D 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ I N D O N E S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   i d 	 i d 	 \[pS<\e	 \QpS<\e	 i d 	 i d 	 i d 	 i d 	 M u l t i t a p   i d 	 i d 	 i d 	 i d 	 i d 	 i n  	 M u l t i t a p   i d 	 i d 	 i d 	 M u l t i t a p   i d 	 M u l t i t a p   i d 	 T r a d y c y j n e   w p i s y w a n i e   -   i d 	 i d 	 M u l t i t a p   i d 	 M u l t i t a p   i d 	 M u l t i t a p   i d 	 i d 	 M u l t i t a p   i d 	 V i ae s t r u k i   u n o s   i d 	 i d 	 M u l t i t a p   i d 	     i d 	 i d 	 =>3>C40@=>  2J2. i d 	 .	2	M		@		E	*	  i d 	 i d 	 i d   EDy  y~  	   i d 	 i d 	 .
2

@

H
*
  i d 	 .2M@>*M  i d 	 28G09=0  i d 	 







  i d 	   i d 	 I - M u l t i t a p   I D 	 U m n o m b o   o m n i n z i   w e - i d 	 M u l t i t a p   i d 	 i d 	 M u l t i t a p   i d 	 M u l t i t a p   i d 	 M u l t i t a p   i d 	 ?ovaok  pzxtx~  kd	   i d 	 M u l t i t a s t   i d 	 .
3
M

 
M

?

M

>
*
M
*
M
  i d 	 .2M?M_>*  i d 	 	 									  i d 	 	 	 	 	 	 	 	 i d 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ I N D O N E S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   I D 	 S m a r t   I D 	 zfgapS<\e'Y[	 zfpS<\e'YQ	 S m a r t   I D 	 S m a r t   I D 	 I n t e l l i g e n t   I D 	 S m a r t - I D 	 S m a r t   I D 	 I D   i n t u i t i v o 	 B'EH3  'F/HFJ3J  I D 	 I D   i n t e l i g e n t e 	 S m a r t   I D 	 I D   t h  n g   m i n h 	 S m a r t   I D 	 I D   p i n t a r 	 8	M	.	>	0	M		  		!	K	(	G	6	?	/	>			 S m a r t   I D 	 S m a r t   I D 	 M e t o d a   s Bo w n i k o w a   -   I D 	 I n t e l l i g e n s   I D 	 S m a r t   I D 	 S m a r t   I D 	 S m a r t   I D 	 S m a r t   I D 	 S m a r t   I D 	 I n t e l i g e n t n i   I D 	 I D   i n t e l i g e n t 	 S m a r t   I D 	   I D 	 S m a r t   I D 	 J@7>  2J25640=5  I D 	 8	M	.	>	0	M		  I D 	 I D   GH4EF/	 I D   '3E'1y  	   I D 	 							  		. 			 
A
8
$
  I D 	 8M.>0MM  I D 	 =B5;5:BC0;L=0  I D 	 






  I D 	   I D 	 I - S m a r t   i d 	 I - I D   e s e m g a n g a t h w e n i 	 S m a r t   I D 	 S l i m   I D 	 I n t e l e k t u a l u s i s   I D 	 S m a r t   I D 	 S m a r t   I D 	 =elak  ;4	   I D 	 S m a r t   I D 	 8
M
.
>
0
M

 
M

M
  I D 	 8M.>0M  I D 	 	 							  I D 	 	 	 	 	 	 	 	 I D   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ I N D O N E S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   i d 	 S m a r t   i d 	 zfgapS<\e\[	 zfpS<\e\Q	 S m a r t   i d 	 S m a r t   i d 	 I n t e l l i g e n t   i d 	 S m a r t - i d 	 S m a r t   i d 	 i d   i n t u i t i v o 	 B'EH3  'F/HFJ3J  i d 	 i d   i n t e l i g e n t e 	 S m a r t   i d 	 i d   t h  n g   m i n h 	 S m a r t   i d 	 i d   p i n t a r 	 8	M	.	>	0	M		  		!	K	(	G	6	?	/	>			 S m a r t   i d 	 S m a r t   i d 	 M e t o d a   s Bo w n i k o w a   -   i d 	 I n t e l l i g e n s   i d 	 S m a r t   i d 	 S m a r t   i d 	 S m a r t   i d 	 S m a r t   i d 	 S m a r t   i d 	 I n t e l i g e n t n i   i d 	 i d   i n t e l i g e n t 	 S m a r t   i d 	   i d 	 S m a r t   i d 	 J@7>  2J25640=5  i d 	 8	M	.	>	0	M		  i d 	 i d   GH4EF/	 i d   '3E'1y  	   i d 	 							  		. 			 
A
8
$
  i d 	 8M.>0MM  i d 	 =B5;5:BC0;L=0  i d 	 






  i d 	   i d 	 I - S m a r t   I D 	 I - i d   e s e m g a n g a t h w e n i 	 S m a r t   i d 	 S l i m   i d 	 I n t e l e k t u a l u s i s   i d 	 S m a r t   i d 	 S m a r t   i d 	 =elak  kd	   i d 	 S m a r t   i d 	 8
M
.
>
0
M

 
M

M
  i d 	 8M.>0M  i d 	 	 							  i d 	 	 	 	 	 	 	 	 I d   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ M A L A Y 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   M S 	 M S 	 'Y[Oe	 'YQlege	 M S 	 M S 	 M S 	 M S 	 M u l t i t a p   M S 	 M S 	 M S 	 M S 	 M S 	 M L A I 	 M u l t i t a p   M S 	 M S 	 M S 	 M u l t i t a p   M S 	 M u l t i t a p   M S 	 T r a d y c y j n e   w p i s y w a n i e   -   M S 	 M S 	 M u l t i t a p   M S 	 M u l t i t a p   M S 	 M u l t i t a p   M S 	 M S 	 M u l t i t a p   M S 	 V i ae s t r u k i   u n o s   M S 	 M S 	 M u l t i t a p   M S 	     M S 	 M S 	 =>3>C40@=>  2J2. M S 	 .	2	M		@		E	*	  M S 	 M S 	 M S   EDy  y~  	   M S 	 M S 	 .
2

@

H
*
  M S 	 .2M@>*M  M S 	 28G09=0  M S 	 







  M S 	   M S 	 I - M u l t i t a p   m s 	 U m n o m b o   o m n i n z i   w e - M S 	 M u l t i t a p   M S 	 M S 	 M u l t i t a p   M S 	 M u l t i t a p   M S 	 M u l t i t a p   M S 	 ?ovaok  pzxtx~  D1	   M S 	 M u l t i t a s t   M S 	 .
3
M

 
M

?

M

>
*
M
*
M
  M S 	 .2M?M_>*  M S 	 	 									  M S 	 	 	 	 	 	 	 	 M S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ M A L A Y 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   m s 	 m s 	 \[Oe	 \Qlege	 m s 	 m s 	 m s 	 m s 	 M u l t i t a p   m s 	 m s 	 m s 	 m s 	 m s 	 m l a i 	 M u l t i t a p   m s 	 m s 	 m s 	 M u l t i t a p   m s 	 M u l t i t a p   m s 	 T r a d y c y j n e   w p i s y w a n i e   -   m s 	 m s 	 M u l t i t a p   m s 	 M u l t i t a p   m s 	 M u l t i t a p   m s 	 m s 	 M u l t i t a p   m s 	 V i ae s t r u k i   u n o s   m s 	 m s 	 M u l t i t a p   m s 	     m s 	 m s 	 =>3>C40@=>  2J2. m s 	 .	2	M		@		E	*	  m s 	 m s 	 m s   EDy  y~  	   m s 	 m s 	 .
2

@

H
*
  m s 	 .2M@>*M  m s 	 28G09=0  m s 	 







  m s 	   m s 	 I - M u l t i t a p   M S 	 U m n o m b o   o m n i n z i   w e - m s 	 M u l t i t a p   m s 	 m s 	 M u l t i t a p   m s 	 M u l t i t a p   m s 	 M u l t i t a p   m s 	 ?ovaok  pzxtx~  ta	   m s 	 M u l t i t a s t   m s 	 .
3
M

 
M

?

M

>
*
M
*
M
  m s 	 .2M?M_>*  m s 	 	 									  m s 	 	 	 	 	 	 	 	 m s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ M A L A Y 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   M S 	 S m a r t   M S 	 zfgaOe'Y[	 zflege'YQ	 S m a r t   M S 	 S m a r t   M S 	 I n t e l l i g e n t   M S 	 S m a r t - M S 	 S m a r t   M S 	 M S   i n t u i t i v o 	 B'EH3  E'DJ2J  M S 	 M S   i n t e l i g e n t e 	 S m a r t   M S 	 M S   t h  n g   m i n h 	 S m a r t   M S 	 M S   p i n t a r 	 8	M	.	>	0	M		  .	2	/		 S m a r t   M S 	 S m a r t   M S 	 M e t o d a   s Bo w n i k o w a   -   M S 	 I n t e l l i g e n s   M S 	 S m a r t   M S 	 S m a r t   M S 	 S m a r t   M S 	 S m a r t   M S 	 S m a r t   M S 	 I n t e l i g e n t n i   M S 	 M S   i n t e l i g e n t 	 S m a r t   M S 	   M S 	 S m a r t   M S 	 J@7>  2J25640=5  M S 	 8	M	.	>	0	M		  M S 	 M S   GH4EF/	 M S   '3E'1y  	   M S 	 							  		. 			 
A
8
$
  M S 	 8M.>0MM  M S 	 =B5;5:BC0;L=0  M S 	 






  M S 	   M S 	 I - S m a r t   m s 	 I - M S   e s e m g a n g a t h w e n i 	 S m a r t   M S 	 S l i m   M S 	 I n t e l e k t u a l u s i s   M S 	 S m a r t   M S 	 S m a r t   M S 	 =elak  D1	   M S 	 S m a r t   M S 	 8
M
.
>
0
M

 
M

M
  M S 	 8M.>0M  M S 	 	 							  M S 	 	 	 	 	 	 	 	 M S   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ M A L A Y 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   m s 	 S m a r t   m s 	 zfgaOe\[	 zflege\Q	 S m a r t   m s 	 S m a r t   m s 	 I n t e l l i g e n t   m s 	 S m a r t - m s 	 S m a r t   m s 	 m s   i n t u i t i v o 	 B'EH3  E'DJ2J  m s 	 m s   i n t e l i g e n t e 	 S m a r t   m s 	 m s   t h  n g   m i n h 	 S m a r t   m s 	 m s   p i n t a r 	 8	M	.	>	0	M		  .	2	/		 S m a r t   m s 	 S m a r t   m s 	 M e t o d a   s Bo w n i k o w a   -   m s 	 I n t e l l i g e n s   m s 	 S m a r t   m s 	 S m a r t   m s 	 S m a r t   m s 	 S m a r t   m s 	 S m a r t   m s 	 I n t e l i g e n t n i   u n o s   m s 	 m s   i n t e l i g e n t 	 S m a r t   m s 	   m s 	 S m a r t   m s 	 J@7>  2J25640=5  m s 	 8	M	.	>	0	M		  m s 	 m s   GH4EF/	 m s   '3E'1y  	   m s 	 							  		. 			 
A
8
$
  m s 	 8M.>0MM  m s 	 =B5;5:BC0;L=0  m s 	 






  m s 	   m s 	 I - S m a r t   M S 	 I - m s   e s e m g a n g a t h w e n i 	 S m a r t   m s 	 S l i m   m s 	 I n t e l e k t u a l u s i s   m s 	 S m a r t   m s 	 S m a r t   m s 	 =elak  ta	   m s 	 S m a r t   m s 	 8
M
.
>
0
M

 
M

M
  m s 	 8M.>0M  m s 	 	 							  m s 	 	 	 	 	 	 	 	 M s   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ V I E T N A M E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   V I 	 V I 	 'Y[WSe	 'YQWSe	 V I 	 V I 	 V I 	 V I 	 M u l t i t a p   V I 	 V I 	 V I 	 V I 	 V I 	 V I T 	 M u l t i t a p   V I 	 V I 	 V I 	 M u l t i t a p   V I 	 M u l t i t a p   V I 	 T r a d y c y j n e   w p i s y w a n i e   -   W I 	 V I 	 M u l t i t a p   V I 	 M u l t i t a p   V I 	 M u l t i t a p   V I 	 V I 	 M u l t i t a p   V I   	 V i ae s t r u k i   u n o s   V I 	 V I 	 M u l t i t a p   V I 	     V I 	 V I 	 =>3>C40@=>  2J2. V I 	 .	2	M		@		E	*	  V I 	 V I 	 V I   EDy  y~  	   V I 	 V I 	 .
2

@

H
*
  V I 	 .2M@>*M  V I 	 28G09=0  V I 	 







  V I 	   V I 	 I - M u l t i t a p   v i 	 U m n o m b o   o m n i n z i   w e - V I 	 M u l t i t a p   V I 	 V I 	 M u l t i t a p   V I 	 M u l t i t a p   V I 	 M u l t i t a p   V I 	 ?ovaok  pzxtx~  N;	   V I 	 M u l t i t a s t   V I 	 .
3
M

 
M

?

M

>
*
M
*
M
  V I 	 .2M?M_>*  V I 	 	 									  V I 	 	 	 	 	 	 	 	 V I 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ V I E T N A M E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   v i 	 v i 	 \[WSe	 \QWSe	 v i 	 v i 	 v i 	 v i 	 M u l t i t a p   v i 	 v i 	 v i 	 v i 	 v i 	 v i t 	 M u l t i t a p   v i 	 v i 	 v i 	 M u l t i t a p   v i 	 M u l t i t a p   v i 	 T r a d y c y j n e   w p i s y w a n i e   -   w i 	 v i 	 M u l t i t a p   v i 	 M u l t i t a p   v i 	 M u l t i t a p   v i 	 v i 	 M u l t i t a p   v i 	 V i ae s t r u k i   u n o s   v i 	 v i 	 M u l t i t a p   v i 	     v i 	 v i 	 =>3>C40@=>  2J2. v i 	 .	2	M		@		E	*	  v i 	 v i 	 v i   EDy  y~	   v i 	 v i 	 .
2

@

H
*
  v i 	 .2M@>*M  v i 	 28G09=0  v i 	 







  v i 	   v i 	 I - M u l t i t a p   V I 	 U m n o m b o   o m n i n z i   w e - v i 	 M u l t i t a p   v i 	 v i 	 M u l t i t a p   v i 	 M u l t i t a p   v i 	 M u l t i t a p   v i 	 ?ovaok  pzxtx~  ~k	   v i 	 M u l t i t a s t   v i 	 .
3
M

 
M

?

M

>
*
M
*
M
  v i 	 .2M?M_>*  v i 	 	 									  v i 	 	 	 	 	 	 	 	 v i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ V I E T N A M E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   V I 	 S m a r t   V I 	 zfgaWSe'Y[	 zfWSe'YQ	 S m a r t   V I 	 S m a r t   V I 	 I n t e l l i g e n t   V I 	 S m a r t - V I 	 S m a r t   V I 	 V I   i n t u i t i v o 	 B'EH3  AJ*F'EJ  V I 	 V I   i n t e l i g e n t e 	 S m a r t   V I 	 V I   t h  n g   m i n h 	 S m a r t   V I 	 V I   p i n t a r 	 8	M	.	>	0	M		  5	?	/	$	(	>	.	@		 S m a r t   V I 	 S m a r t   V I 	 M e t o d a   s Bo w n i k o w a   -   W I 	 I n t e l l i g e n s   V I 	 S m a r t   V I 	 S m a r t   V I 	 S m a r t   V I 	 S m a r t   V I 	 S m a r t   V I   	 I n t e l i g e n t n i   V I 	 V I   i n t e l i g e n t 	 S m a r t   V I 	   V I 	 S m a r t   V I 	 J@7>  2J25640=5  V I 	 8	M	.	>	0	M		  V I 	 V I   GH4EF/	 V I   '3E'1y  	   V I 	 							  		. 			 
A
8
$
  V I 	 8M.>0MM  V I 	 =B5;5:BC0;L=0  V I 	 






  V I 	   V I 	 I - S m a r t   v i 	 I - V S   e s e m g a n g a t h w e n i 	 S m a r t   V I 	 S l i m   V I 	 I n t e l e k t u a l u s i s   V I 	 S m a r t   V I 	 S m a r t   V I 	 =elak  N;	   V I 	 S m a r t   V I 	 8
M
.
>
0
M

 
M

M
  V I 	 8M.>0M  V I 	 	 							  V I 	 	 	 	 	 	 	 	 V I   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ V I E T N A M E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   v i 	 S m a r t   v i 	 zfgaWSe\[	 zfWSe\Q	 S m a r t   v i 	 S m a r t   v i 	 I n t e l l i g e n t   v i 	 S m a r t - v i 	 S m a r t   v i 	 v i   i n t u i t i v o 	 B'EH3  AJ*F'EJ  v i 	 v i   i n t e l i g e n t e 	 S m a r t   v i 	 v i   t h  n g   m i n h 	 S m a r t   v i 	 v i   p i n t a r 	 8	M	.	>	0	M		  5	?	/	$	(	>	.	@		 S m a r t   v i 	 S m a r t   v i 	 M e t o d a   s Bo w n i k o w a   -   w i 	 I n t e l l i g e n s   v i 	 S m a r t   v i 	 S m a r t   v i 	 S m a r t   v i 	 S m a r t   v i 	 S m a r t   v i 	 I n t e l i g e n t n i   v i 	 v i   i n t e l i g e n t 	 S m a r t   v i 	   v i 	 S m a r t   v i 	 J@7>  2J25640=5  v i 	 8	M	.	>	0	M		  v i 	 v i   GH4EF/	 v i   '3E'1y  	   v i 	 							  		. 			 
A
8
$
  v i 	 8M.>0MM  v i 	 =B5;5:BC0;L=0  v i 	 






  v i 	   v i 	 I - S m a r t   V I 	 I - v s   e s e m g a n g a t h w e n i 	 S m a r t   v i 	 S l i m   v i 	 I n t e l e k t u a l u s i s   v i 	 S m a r t   v i 	 S m a r t   v i 	 =elak  ~k	   v i 	 S m a r t   v i 	 8
M
.
>
0
M

 
M

M
  v i 	 8M.>0M  v i 	 	 							  v i 	 	 	 	 	 	 	 	 V i   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ A R A B I C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   A r a b i c 	 S m a r t   A r a b i c 	 zfga?b/Oe	 zf?b/Oe	 S m a r t   A r a b i c 	 S m a r t    r a b e 	 I n t e l l i g e n t   A r a b e 	 S m a r t - A r a b i c 	 S m a r t   A r a b i c 	 A r a b o   i n t u i t i v o 	 B'EH3  91(J	  r a b e   i n t e l i g e n t e 	 S m a r t   A r a b i c 	 A r   t h  n g   m i n h 	 S m a r t   A r a b i c 	 B a h a s a   A r a b   p i n t a r 	 8	M	.	>	0	M		  	0	,	@		 S m a r t   A r a b i s k 	 S m a r t   A r a b i c 	 M e t o d a   s Bo w n i k o w a   -   A r a b s k i 	 I n t e l l i g e n s   A r a b 	 S m a r t   A r a b i c 	 S m a r t   A r a b i c 	 S m a r t   A r a b i c 	 S m a r t   A r a b i c 	 S m a r t   a r a b i s k a 	 I n t e l i g e n t n i   a r a p s k i 	 A r a b i c   i n t e l i g e n t 	 S m a r t   A r a b i c 	   A r a b i c 	 S m a r t   	 J@7>  2J25640=5  @01A:8	 8	M	.	>	0	M		  	0	>	,	?			 91(  GH4EF/	 '3E'1y  91(	   	 							  					 
A
8
$
  
0
H
,
?

	 8M.>0MM  0,?M	 =B5;5:BC0;L=0  0@01AL:0	 






  





	   	 I - S m a r t   A r a b i c 	 I - A r a b i c   e s e m g a n g a t h w e n i 	 S m a r t   A r a b i c 	 S l i m   A r a b i e s 	 I n t e l e k t u a l u s i s   a r a b s  k . 	 S m a r t   A r a b i c 	 S m a r t   a r a a b i a 	 =elak  1abeev	   	 S m a r t   A r a b i c 	 8
M
.
>
0
M

 
M

M
  
1
,
?

M
	 8M.>0M  0,@_	 	 							  					 	 	 	 	 	 	 	  r a b e   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ H I N D I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   H i n d i 	 H i n d i 	 SpS^e	 SpS^e	 !1%4A  .45	 H i n d i   m u l t i t a p 	 M u l t i t a p   H i n d i 	 M u l t i t a p - H i n d i 	 M u l t i t a p   H i n d i 	 H i n d i 	 GF/J	 M u l t i t a p   H i n d u 	  o k l u p r i z   H i n d i 	 n   n h i u   H i 	 M u l t i t a p   H i n d i 	 H i n d i   B e r b i l a n g   K e t i k 	 .	2	M		@		H	*	  9	?	(	M	&	@		 M u l t i t a p   H i n d i 	 M u l t i t a p   H i n d i 	 T r a d y c y j n e   w p i s y w a n i e   -   H i n d u i j s k i 	 H i n d i 	 M u l t i t a p   H i n d i 	 M u l t i t a p   H i n d i 	 M u l t i t a p   H i n d i 	 M u l t i t a p   H i n d i 	 	 V i ae s t r u k i   u n o s   H i n d i 	 M u l t i t a p   H i n d i 	 M u l t i t a p   H i n d i 	     H i n d i 	 M u l t i t a p   	 =>3>C40@=>  2J2. %8=48	 .	2	M		@		E	*	  9	?		&	@		 GF/  F/61(G	 EDy  y~  F/	   	 											  							 .
2

@

H
*
  9
?
p
&
@
	 .2M@M/>*M  9?&@	 28G09=0  EV=4V	 







  




	   	 I - M u l t i t a p   H i n d i 	 U m n o m b o   o m n i n z i   w e - H i n d i 	 M u l t i t a p   H i n d i 	 H i n d i 	 M u l t i t a p   h i n d i   k . 	 M u l t i t a p   H i n d i 	 M u l t i t a p   h i n d i 	 ?ovaok  pzxtx~  @kvdk	   	 M u l t i t a s t   H i n d i 	 .
3
M

 
M

?

M

>
*
M
*
M
  9
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 
 S S C _ S C R _ L A N G U A G E _ S P A N I S H _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   S p a n i s h   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   S p a n i s h 	  -[p\ n sYre	  [:N\ n sYre	 1IH2@G 2)2*@	 I d i o m a   e s t a b l e c i d o   a   e s p a  o l 	 L a n g u e   r  g l  e   s u r   E s p a g n o l 	 S p r a c h e   e i n g e s t e l l t   a u f   S p a n i s c h 	 /7K:  CAB0=>2;5=  =0  8A?0=A:89	 L i n g u a   i m p o s t a t a   s u   s p a g n o l o 	 6(7  ('DD:)  'D'3('FJ)	 I d i o m a   d e f i n i d o   p a r a   E s p a n h o l 	   I S P A N Y O L A   D I L   T A K I M 	 t   n g  n   n g   t h  n h   t i n g   T  y   B a n   N h a 	 S e t   B a h a s a   k e   B a h a s a   S p a n y o l 	 S e t   B a h a s a   k e   B a h a s a   S e p a n y o l 	 8	M	*	H	(	?	6	  -	>	7	>	  (	?	/	$		 I n d s t i l   S p r o g   t i l   S p a n s k 	 N a s t a v e n    j a z y k a   n a   ap a n l at i n u 	 U s t a w   j z y k   n a   H i s z p a Ds k i 	 N y e l v    t  l l  t v a   s p a n y o l r a 	 K i e l i v a l i n t a   e s p a n j a 	 S p a n s k   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   ap a n i e l 
i n u 	 T a a l   i n g e s t e l d   o p   t o   S p a a n s 	 V  l j a   s p a n s k a 	 J e z i k   p o d e ae n   n a   ap a n j o l s k i 	 A ci   s e l e c t a t   l i m b a   s p a n i o l 	 J e z i k   N a s t a v l j e n   v   `p a n a
i n o 	       	     	 78:JB  ?@><5=5=  =0  A?0=A:8	 8	M	*	G	(	?	6	  -	>	7	>	  8	G		  	0	>		 2('F  1H  '3~'F'  *F8E  4/	 2('F  '3~F  E  3y  ,&	     	 								  				  				 -
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 
 S S C _ S C R _ L A N G U A G E _ F R E N C H _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   F r e n c h   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   F r e n c h 	  -[p\ n le	  [:N\ n le	 1IH2 2)2@G  #1H@(*	 I d i o m a   e s t a b l e c i d o   e n   f r a n c  s 	 L a n g u e   f r a n  a i s e   c h o i s i e 	 S p r a c h e   e i n g e s t e l l t   a u f   F r a n z  s i s c h 	 /7K:  CAB0=>2;5=  =0  D@0=FC7A:89	 L i n g u a   i m p o s t a t a   s u   f r a n c e s e 	 6(7  ('DD:)  'DA1F3J)	 D e f i n i r   i d i o m a   c o m o   F r a n c  s 	 D i l   F r a n s 1z c a   o l a r a k   a y a r l a n d 1. 	 t   n g  n   n g   t h  n h   t i n g   P h  p 	 S e t   B a h a s a   k e   B a h a s a   P e r a n c i s 	 S e t   B a h a s a   k e   B a h a s a   P e r a n c i s 	 +	M	0	>		8	?	8	@	  -	>	7	>	  (	?	/	$		 I n d s t i l   S p r o g   t i l   F r a n s k 	 N a s t a v e n    j a z y k a   n a   f r a n c o u z at i n u 	 U s t a w   j z y k   n a   F r a n c u s k i 	 N y e l v    t  l l  t v a   f r a n c i  r a 	 K i e l i v a l i n t a   r a n s k a 	 F r a n k s   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   f r a n c  z at i n u 	 T a a l   i n g e s t e l d   o p   F r a n s 	 V  l j a   f r a n s k a 	 J e z i k   p o d e ae n   n a   f r a n c u s k i 	 A ci   s e l e c t a t   l i m b a   f r a n c e z 	 J e z i k   N a s t a v l j e n   v   F r a n c o a
i n o 	       	     	 78:JB  ?@><5=5=  =0  $@5=A:8	 +	M	0	G			  -	>	7	>	  8	G		  	0	>		 2('F  1H  A1'F3H  *F8E  4/	 2('F  A1'F3  E  3y  ,&	     	 							  				  				 -
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u   v a l o d a 	 K e e l e k s   o n   s e a t u d   p r a n t s u s e 	 Fwavao~an  g  Vav}eevh	     	 A ci   s e l e c t a t   l i m b a   f r a n c e z 	 -
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 
 S S C _ S C R _ L A N G U A G E _ G E R M A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   G e r m a n   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   G e r m a n 	  -[p\ n _e	  [:N\ n _e	 1IH2 2)2@G  @"-#!1	 I d i o m a   e s t a b l e c i d o   e n   a l e m  n 	 L a n g u e   a l l e m a n d e   c h o i s i e 	 S p r a c h e   e i n g e s t e l l t   a u f   D e u t s c h 	 /7K:  CAB0=>2;5=  =0  =5<5F:89	 L i n g u a   i m p o s t a t a   s u   t e d e s c o 	 6(7  ('DD:)  'D'DE'FJ)	 D e f i n i r   i d i o m a   c o m o   A l e m  o 	 D i l   A l m a n c a   o l a r a k   a y a r l a n d 1. 	 t   n g  n   n g   t h  n h   t i n g   c 	 S e t   B a h a s a   k e   B a h a s a   J e r m a n 	 S e t   B a h a s a   k e   B a h a s a   J e r m a n 	 	0	M	.	(	  -	>	7	>	  (	?	/	$		 I n d s t i l   S p r o g   t i l   T y s k 	 N a s t a v e n    j a z y k a   n a   n m 
i n u 	 U s t a w   j z y k   n a   N i e m i e c k i 	 N y e l v    t  l l  t v a   n  m e t r e 	 K i e l i v a l i n t a   s a k s a 	 T y s k   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   n e m 
i n u 	 T a a l   i n g e s t e l d   o p   D u i t s 	 V  l j a   t y s k a 	 J e z i k   p o d e ae n   n a   n j e m a 
k i 	 A ci   s e l e c t a t   l i m b a   g e r m a n 	 J e z i k   N a s t a v l j e n   v   N e m a
i n o 	       	     	 78:JB  ?@><5=5=  =0  5<A:8	 	0	M	.	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  "DE'F  *F8E  4/	 2('F  ,1EF  E  3y  ,&	     	 							  				  				 -
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	       	 U l i m i   l u s e t h w e   k w i - G e r m a n 	 U l w i m i   l u s e t e l w e   k w i s i - J a m a n i 	 L u g h a   i m e s e t i w a   k w a   K i j e r u m a n i 	 T a a l   g e s t e l   a s   D u i t s 	 N u s t a t y t a   v o k i e 
i s  k . 	 I e s t a t +t a   v c u   v a l o d a 	 K e e l e k s   o n   s e a t u d   s a k s a 	 Fwavao~an  g  3etaveevh	     	 A ci   s e l e c t a t   l i m b a   g e r m a n 	 -
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 
 S S C _ S C R _ L A N G U A G E _ I T A L I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   I t a l i a n   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   I t a l i a n 	  -[p\ n 'Y)Re	  [:N\ n a'Y)Re	 1IH2@G 2)2-42%5	 I d i o m a   e s t a b l e c i d o   a   i t a l i a n o 	 L a n g u e   r  g l  e   s u r   I t a l i e n 	 S p r a c h e   e i n g e s t e l l t   a u f   I t a l i e n i s c h 	 /7K:  CAB0=>2;5=  =0  8B0;LO=A:89	 L i n g u a   i m p o s t a t a   s u   i t a l i a n o 	 6(7  ('DD:)  'D'J7'DJ)	 I d i o m a   d e f i n i d o   p a r a   I t a l i a n o 	 I T A L Y A N A   D I L   T A K I M 	 t   n g  n   n g   t h  n h   t i n g    	 S e t   B a h a s a   k e   B a h a s a   I t a l i a 	 S e t   B a h a s a   k e   B a h a s a   I t a l i 	 		G	2	?	/	(	  -	>	7	>	  (	?	/	$		 I n d s t i l   S p r o g   t i l   I t a l i e n s k 	 N a s t a v e n    j a z y k a   n a   i t a l at i n u 	 U s t a w   j z y k   n a   W Bo s k i 	 N y e l v    t  l l  t v a   o l a s z r a 	 K i e l i v a l i n t a   i t a l i a 	 I t a l i e n s k   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   t a l i a n 
i n u 	 T a a l   i n g e s t e l d   o p   t o   I t a l i a a n s 	 V  l j a   i t a l i e n s k a 	 J e z i k   p o d e ae n   n a   t a l i j a n s k i 	 A ci   s e l e c t a t   l i m b a   i t a l i a n 	 J e z i k   N a s t a v l j e n   v   I t a l i j a n a
i n o 	       	     	 78:JB  ?@><5=5=  =0  B0;80=A:8	 		>	2	?	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  '*'D'  *F8E  4/	 2('F        'yD  E  3y  ,&	     	 										  				  				 -
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 
 S S C _ S C R _ L A N G U A G E _ T H A I _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   T h a i   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   T h a i 	  -[p\ n le	  [:N\ n le	 1IH2@G 2)2D"	 I d i o m a   e s t a b l e c i d o   a   t a i l a n d  s 	 L a n g u e   r  g l  e   s u r   T h a  	 S p r a c h e   e i n g e s t e l l t   a u f   T h a i 	 /7K:  CAB0=>2;5=  =0  B08;0=4A:89	 L i n g u a   i m p o s t a t a   s u   t a i l a n d e s e 	 6(7  ('DD:)  'D*'JD'F/J)	 I d i o m a   d e f i n i d o   p a r a   T a i l a n d  s 	 T A Y A   D I L   T A K I M 	 t   n g  n   n g   t h  n h   t i n g   T h  i 	 S e t   B a h a s a   k e   B a h a s a   T h a i 	 S e t   B a h a s a   k e   B a h a s a   T h a i 	 %	>		  -	>	7	>	  (	?	/	$		 I n d s t i l   s p r o g   t i l   T h a i 	 N a s t a v e n    j a z y k a   n a   t h a j at i n u 	 U s t a w   j z y k   n a   T a j s k i 	 N y e l v    t  l l  t v a   t h a i - r a 	 K i e l i v a l i n t a   t h a i 	 T h a i   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   t h a j at i n u 	 T a a l   i n g e s t e l d   o p   t o   T h a i 	 V  l j a   t h a i 	 J e z i k   p o d e ae n   n a   t a j l a n d s k i 	 A ci   s e l e c t a t   l i m b a   t h a i l a n d e z 	 J e z i k   N a s t a v l j e n   v   T a j a
i n o 	       	     	 78:JB  ?@><5=5=  =0  "09	 %	>		  -	>	7	>	  8	G		  	0	>		 2('F  1H  *'DF/  *F8E  4/	 2('F  *'&  E  3y  ,&	     	 			  				  				 -
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 
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i n o 	       	     	 78:JB  ?@><5=5=  =0   CA:8	 0	>	6	?	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  1H3  *F8E  4/	 2('F  1H3  E  3y  ,&	     	 							  				  				 -
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 
 S S C _ S C R _ L A N G U A G E _ P O R T U G U E S E _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   P o r t u g u e s e   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   P o r t u g u e s e 	  -[p\ n aYre	  [:N\ n aYre	 1IH2@G 2)2B#8@*	 I d i o m a   e s t a b l e c i d o   a   p o r t u g u  s 	 L a n g u e   r  g l  e   s u r   P o r t u g a i s 	 S p r a c h e   e i n g e s t e l l t   a u f   P o r t u g i e s i s c h 	 /7K:  CAB0=>2;5=  =0  ?>@BC30;LA:89	 L i n g u a   i m p o s t a t a   s u   p o r t o g h e s e 	 6(7  ('DD:)  'D(1*:'DJ)	 I d i o m a   d e f i n i d o   p a r a   P o r t u g u  s 	   L a n g u a g e   s e t   t o   P o r t u g u e s e 	 t   n g  n   n g   t h  n h   t i n g   B    o   N h a 	 L a n g u a g e   s e t   t o   P o r t u g u e s e 	 S e t   B a h a s a   k e   B a h a s a   P o r t u g i s 	 *	A	0	M	$		>	2	@	  -	>	7	>	  (	?	/	$		 I n d s t i l   s p r o g   t i l   P o r t u g i s i s k 	 N a s t a v e n    j a z y k a   n a   p o r t u g a l at i n u 	 U s t a w   j z y k   n a   P o r t u g a l s k i 	 N y e l v    t  l l  t v a   p o r t u g  l r a 	 K i e l i v a l i n t a   p o r t u g a l i 	 P o r t u g e s i s k   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   p o r t u g a l 
i n u 	 T a a l   i n g e s t e l d   o p   t o   P o r t u g e e s 	 V  l j a   p o r t u g i s i s k a 	 J e z i k   p o d e ae n   n a   p o r t u g a l s k i 	 A ci   s e l e c t a t   l i m b a   p o r t u g h e z 	 J e z i k   N a s t a v l j e n   v   P o r t u g a l a
i n o 	       	     	 78:JB  ?@><5=5=  =0  >@BC30;A:8	 *	0	M	$	A		@		  -	>	7	>	  8	G		  	0	>		 2('F  1H  ~1*:'D  *F8E  4/	 2('F  ~1*:'D  E  3y  ,&	     	 									  				  				 -
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 
 S S C _ S C R _ L A N G U A G E _ T U R K I S H _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   T u r k i s h   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   T u r k i s h 	  -[p\ n W3vQe	  [:N\ n W3vQe	 1IH2@G 2)28#5	 I d i o m a   e s t a b l e c i d o   a   t u r c o 	 L a n g u e   r  g l  e   s u r   T u r c 	 S p r a c h e   e i n g e s t e l l t   a u f   T  r k i s c h 	 /7K:  CAB0=>2;5=  =0  BC@5F:89	 L i n g u a   i m p o s t a t a   s u   t u r c o 	 6(7  ('DD:)  'D*1CJ)	 I d i o m a   d e f i n i d o   p a r a   T u r c o 	   L a n g u a g e   s e t   t o   T u r k i s h 	 t   n g  n   n g   t h  n h   t i n g   T h   N h )  K 	 L a n g u a g e   s e t   t o   T u r k i s h 	 S e t   B a h a s a   k e   B a h a s a   T u r k i 	 $	A	0	M		  -	>	7	>	  (	?	/	$		 I n d s t i l   s p r o g   t i l   T y r k i s k 	 N a s t a v e n    j a z y k a   n a   t u r e 
t i n u 	 U s t a w   j z y k   n a   T u r e c k i 	 N y e l v    t  l l  t v a   t  r  k r e 	 K i e l i v a l i n t a   t u r k k i 	 T y r k i s k   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   t u r e 
t i n u 	 T a a l   i n g e s t e l d   o p   t o   T u r k s 	 V  l j a   t u r k i s k a 	 J e z i k   p o d e ae n   n a   t u r s k i 	 A ci   s e l e c t a t   l i m b a   t u r c 	 J e z i k   N a s t a v l j e n   v   T u r a
i n o 	       	     	 78:JB  ?@><5=5=  =0  "C@A:8	 $	A	0	M		?	6	  -	>	7	>	  8	G		  	0	>		 2('F  1H  *1  *F8E  4/	 2('F  *1  E  3y  ,&	     	 						  				  				 -
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 S S C _ S C R _ L A N G U A G E _ V I E T N A M E S E _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   V i e t n a m e s e   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   V i e t n a m e s e 	  -[p\ n WSe	  [:N\ n WSe	 1IH2 2)2@G  @'5"2!	 I d i o m a   e s t a b l e c i d o   e n   v i e t n a m i t a 	 L a n g u e   d  f i n i e   a u   v i e t n a m i e n 	 S p r a c h e   e i n g e s t e l l t   a u f   V i e t n a m e s i s c h 	 /7K:  CAB0=>2;5=  =0  2L5B=0<A:89	 L i n g u a   i m p o s t a t a   s u   v i e t n a m i t a 	 6(7  ('DD:)  'DAJ*F'EJ)	 D e f i n i r   i d i o m a   c o m o   V i e t n a m i t a 	   D i l   V i e t n a m c a y a   a y a r l a n d 1. 	 t   n g  n   n g   t h  n h   t i n g   V i t   N a m 	 P e n g a t u r a n   b a h a s a   V i e t n a m 	 S e t   B a h a s a   k e   B a h a s a   V i e t n a m 	 5	?	/	$	(	>	.	@	  -	>	7	>	  (	?	/	$		 I n d s t i l   s p r o g   t i l   V i e t n a m e s i s k 	 N a s t a v e n    j a z y k a   n a   v i e t n a m at i n u 	 U s t a w   j z y k   n a   W i e t n a m s k i 	 N y e l v    t  l l  t v a   v i e t n  m i r a 	 K i e l i v a l i n t a   v i e t n a m 	 V i e t n a m e s i s k   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   v i e t n a m 
i n u 	 T a a l   i n g e s t e l d   o p   V i e t n a m e e s 	 V  l j a   v i e t n a m e s i s k a 	 J e z i k   p o d e ae n   n a   v i j e t n a m s k i 	 A ci   s e l e c t a t   l i m b a   v i e t n a m e z 	 J e z i k   N a s t a v l j e n   v   V i j e t n a m a
i n o 	       	     	 78:JB  ?@><5=5=  =0  85B=0<A:8	 5	@	/	$	(	>	.	@		  -	>	7	>	  8	G		  	0	>		 2('F  1H  H*F'E  *F8E  4/	 2('F  H*F'E  E  3y  ,&	     	 									  				  				 -
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i s  k . 	 I e s t a t +t a   v j e t n a m i e au   v a l o d a 	 K e e l e k s   o n   s e a t u d   v i e t n a m i 	 Fwavao~an  g  Nkevateevh	     	 A ci   s e l e c t a t   l i m b a   v i e t n a m e z 	 -
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i n o 	       	     	 78:JB  ?@><5=5=  =0  =4>=5789A:8	 		!	K	(	G	6	?	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  'F/HF2'  *F8E  4/	 2('F  ('4'  'FHF4'  E  3y  ,&	     	 												  				  				 -
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i s  k . 	 I e s t a t +t a   i n d o n z i e au   v a l o d a 	 K e e l e k s   o n   s e a t u d   i n d o n e e s i a 	 Fwavao~an  g  ;vdxvefeevh	     	 A ci   s e l e c t a t   l i m b a   i n d o n e z i a n 	 -
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i n o 	       	     	 78:JB  ?@><5=5=  =0  M 0;09789A:8	 .	>	2	G	  -	>	7	>	  8	G		  	0	>		 2('F  1H  E'D2'  *F8E  4/	 2('F  E'D  E  3y  ,&	     	 				  				  				 -
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 S S C _ S T R _ E R R _ S E T _ F R E N C H 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   F r e n c h 	 E r r o r   i n   s e t   F r e n c h 	 le-[/	 le[	 4%2C2#1IH2@G 2)2#1H@(*	 E r r o r   a l   e s t a b l e c e r   a   f r a n c  s 	 E r r e u r   d e   r  g l a g e   s u r   F r a n  a i s 	 F e h l e r   i n   e i n g e s t e l l t e m   F r a n z  s i s c h 	 H81:0  ?@8  CAB0=>2:5  D@0=FC7A:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   f r a n c e s e 	 .7#  AJ  6(7  ('DD:)  'DA1F3J)	 E r r o   a o   d e f i n i r   F r a n c  s 	 H a t a s 1  k  m e s i   F r a n s 1z c a 	 C  i   t   t i n g   P h  p   l i 	 K e s a l a h a n   d i   S e t   B a h a s a   P e r a n c i s 	 R a l a t   d a l a m   b a h a s a   P e r a n c i s   y a n g   d i s e t 	 (	?	/	$	  +	M	0	>		8	?	8	@	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   F r a n s k 	 C h y b a   p Yi   n a s t a v e n    n a   f r a n c o u z at i n u 	 B Bd   w   u s t a w i a n i u   j z y k a   F r a n c u s k i e g o 	 H i b a   a   f r a n c i a   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 V i r h e   v a i h d e t t a e s s a   v a l i t t u u n   k i e l e e n . 	 F e i l   v e d   v a l g   a v   f r a n s k 	 C h y b a   p r i   n a s t a v e n    n a   f r a n c  z s k y   j a z y k 	 F o u t   i n   i n s t e l l i n g   v a n   F r a n s 	 F e l   i   i n s t  l l n i n g a r n a   f  r   f r a n s k a 	 P o g r e ak a   u   p o d e aa v a n j u   f r a n c u s k o g   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   f r a n c e z e 	 N a p a k a   v   N a s t a v i t v i     F r a n c o a
i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  $@5=A:8	 +	M	0	G			    8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  A1'F3H	 A1'F3  3y  E  :D7	     	 							  				  				  							 +
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u   v a l o d a s   i e s t a t +aa n 	 T  r g e   p r a n t s u s e   k e e l e   s e a d m i s e l 	 Vav}eev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   f r a n c e z e 	 +
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 S S C _ S T R _ E R R _ S E T _ G E R M A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   G e r m a n 	 E r r o r   i n   s e t   G e r m a n 	 _e-[/	 _e[	 4%2C2#1IH2@G 2)2@"-#!1	 E r r o r   a l   e s t a b l e c e r   a   a l e m  n 	 E r r e u r   d e   r  g l a g e   s u r   A l l e m a n d 	 F e h l e r   i n   e i n g e s t e l l t e m   D e u t s c h 	 H81:0  ?@8  CAB0=>2:5  =5<5F:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   t e d e s c o 	 .7#  AJ  6(7  ('DD:)  'D'DE'FJ)	 E r r o   a o   d e f i n i r   A l e m  o 	 H a t a s 1  k  m e s i   A l m a n c a 	 C  i   t   t i n g   c   l i 	 K e s a l a h a n   d i   S e t   B a h a s a   J e r m a n 	 R a l a t   d a l a m   b a h a s a   J e r m a n   y a n g   d i s e t 	 (	?	/	$	  	0	M	.	(	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   T y s k 	 C h y b a   p Yi   n a s t a v e n    n a   n m 
i n u 	 B Bd   w   u s t a w i a n i u   j z y k a   N i e m i e c k i e g o 	 H i b a   a   n  m e t   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 V i r h e   v a i h d e t t a e s s a   v a l i t t u u n   k i e l e e n . 	 F e i l   v e d   v a l g   a v   t y s k 	 C h y b a   p r i   n a s t a v e n    n a   n e m e c k    j a z y k 	 F o u t   i n   i n s t e l l i n g   v a n   D u i t s 	 F e l   i   i n s t  l l n i n g a r n a   f  r   t y s k a 	 P o g r e ak a   u   p o d e aa v a n j u   n j e m a 
k o g   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   g e r m a n e 	 N a p a k a   v   N a s t a v i t v i     N e m a
i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  5<A:8	 	0	M	.	(	    8	G		  	0	>	  8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  "DE'F	 ,1EF  3y  E  :D7	     	 							  				  				  							 
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	       	 I p h u t h a   k w i s e t h i   y e - G e r m a n 	 I m p a z a m o   e k u s e t w e n i   k w e s i J a m a n i 	 H i t i l a f u   k a t i k a   K i j e r u m a n i   k i l i c h o s e t i w a 	 F o u t   m e t   D u i t s 	 V o k i e 
i s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   f r a n 
u   v a l o d a s   i e s t a t +aa n 	 T  r g e   s a k s a   k e e l e   s e a d m i s e l 	 3etaveev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   g e r m a n e 	 
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i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  B0;80=A:8	 		2	?	/	(	    8	G		  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E  2('F  '*'D'	 'yD  3y  E  :D7	     	 										  				  				  							 

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i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  "09	 %	>		  8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  *'DF/	 *'&  3y  E  :D7	     	 			  				  				  							 %
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 S S C _ S T R _ E R R _ S E T _ R U S S I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   R u s s i a n 	 E r r o r   i n   s e t   R u s s i a n 	 Oe-[/	 Oe[	 4%2C2#1IH2@G 2)2#1*@5"	 E r r o r   a l   e s t a b l e c e r   a   r u s o 	 E r r e u r   d e   r  g l a g e   s u r   R u s s e 	 F e h l e r   i n   e i n g e s t e l l t e m   R u s s i s c h 	 H81:0  ?@8  CAB0=>2:5  @CAA:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   r u s s o 	 .7#  AJ  6(7  ('DD:)  'D1H3J)	 E r r o   a o   d e f i n i r   R u s s o 	 H a t a s 1  k  m e s i   R u s  a 	 C  i   t   t i n g   N g a   l i 	 K e s a l a h a n   d i   S e t   B a h a s a   R u s i a 	 R a l a t   d a l a m   b a h a s a   R u s i a   y a n g   d i s e t 	 (	?	/	$	  0	B	8	@	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   R u s s i s k 	 C h y b a   p Yi   n a s t a v e n    n a   r u at i n u 	 B Bd   w   u s t a w i a n i u   j z y k a   R o s y j s k i e g o 	 H i b a   a z   o r o s z   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 V i r h e   v a i h d e t t a e s s a   v a l i t t u u n   k i e l e e n . 	 F e i l   v e d   v a l g   a v   r u s s i s k 	 C h y b a   p r i   n a s t a v e n    n a   r u s k    j a z y k 	 F o u t   i n   i n s t e l l i n g   v a n   R u s s i s c h 	 F e l   i   i n s t  l l n i n g a r n a   f  r   r y s k a 	 P o g r e ak a   u   p o d e aa v a n j u   r u s k o g   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   r u s e 	 N a p a k a   v   N a s t a v i t v i     R u a
i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0   CA:8	 0	>	6	?	/	(	  8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  1H3	 1H3  3y  E  :D7	     	 							  				  				  							 0
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i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  >@BC30;A:8	 *	0	M	$	A		@		  8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  ~1*:'D	 ~1*:'D  3y  E  :D7	     	 									  				  				  							 *
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i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  "C@A:8	 $	A	0	M		?	6	  8	G		  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E  2('F  *1	 *1  3y  E  :D7	     	 						  				  				  							 $
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i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  85B=0<A:8	 5	M	9	@	/	$	(	>	.	?		  8	G		  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E  2('F  H*F'E	 H*F'E  3y  E  :D7	     	 									  				  			  				  							 5
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i s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   v j e t n a m i e au   v a l o d a s   i e s t a t +aa n 	 T  r g e   v i e t n a m i   k e e l e   s e a d m i s e l 	 Nkevateev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   v i e t n a m e z e 	 5
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 
 S S C _ S T R _ E R R _ S E T _ I N D O N E S I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   I n d o n e s i a n 	 E r r o r   i n   s e t   I n d o n e s i a n 	 pS<\e-[/	 pS<\e[	 4%2C2#1IH2@G 2)2-4B5@5"	 E r r o r   e n   e l   i d i o m a   i n d o n e s i o   e s t a b l e c i d o 	 E r r e u r   d a n s   l e   r  g l a g e   d e   l a   l a n g u e   i n d o n  s i e n n e 	 F e h l e r   i n   e i n g e s t e l l t e m   I n d o n e s i s c h 	 H81:0  ?@8  CAB0=>2:5  8=4>=5789A:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l l ' i n d o n e s i a n o 	 .7#  AJ  6(7  ('DD:)  'D'F/HFJ3J)	 E r r o   n a   d e f i n i   o   d o   i d i o m a   I n d o n  s i o 	 E n d o n e z y a   d i l   s e t i n d e   h a t a 	 C  i   t   t i n g   I n      n    x i   a   l i 	 S a l a h   p e n g a t u r a n   b a h a s a   I n d o n e s i a 	 R a l a t   d a l a m   b a h a s a   I n d o n e s i a   y a n g   d i s e t 	 (	?	/	$	  		!	K	(	G	6	?	/	(	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   I n d o n e s i s k 	 C h y b a   p Yi   n a s t a v e n    n a   i n d o n  z at i n u 	 B Bd   w   u s t a w i a n i u   j z y k a   I n d o n e z y j s k i e g o 	 H i b a   a z   i n d o n  z   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 V i r h e   v a i h d e t t a e s s a   v a l i t t u u n   k i e l e e n . 	 F e i l   v e d   v a l g   a v   i n d o n e s i s k 	 C h y b a   p r i   n a s t a v e n    n a   i n d o n  z s k y   j a z y k 	 F o u t   b i j   i n s t e l l i n g   v a n   I n d o n e s i s c h e   t a a l 	 F e l   i   i n s t  l l n i n g a r n a   f  r   i n d o n e s i s k a 	 P o g r e ak a   u   p o d e aa v a n j u   i n d o n e ~a n s k o g   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   i n d o n e z i e n e 	 N a p a k a   v   N a s t a v i t v i     I n d o n e z i j a
i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  =4>=5789A:8	 		!	K	(	G	6	?	/	(	  8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  'F/HF2'	 ('4'  'FHF4'  3y  E  :D7	     	 												  				  			  				  							 
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	       	 I p h u t h a   k w i s i - I n d o n e s i a n   e s i s e t h i w e 	 I m p a z a m o   e k u s e t w e n i   k w e s i - I n d o n e s i a   	 H i t i l a f u   k a t i k a   K i i n d i n e s i a   k i l i c h o s e t i w a 	 F o u t   m e t   g e s t e l d e   I n d o n e s i e s e   t a a l 	 I n d o n e z i e 
i s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   i n d o n z i e au   v a l o d a s   i e s t a t +aa n 	 T  r g e   i n d o n e e s i a   k e e l e   s e a d m i s e l 	 ;vdxvefeev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   i n d o n e z i e n e 	 
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 S S C _ S T R _ E R R _ S E T _ M A L A Y 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   M a l a y 	 E r r o r   i n   s e t   M a l a y 	 Oe-[/	 lege[	 4%2C2#1IH2@G 2)2!2@%@5"	 E r r o r   a l   e s t a b l e c e r   a   m a l a y o 	 E r r e u r   d e   r  g l a g e   s u r   M a l a i s 	 F e h l e r   i n   e i n g e s t e l l t e m   M a l a i 	 H81:0  ?@8  CAB0=>2:5  <0;09A:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   m a l e s e 	 .7#  AJ  6(7  ('DD:)  'DE'DJ2J)	 E r r o   a o   d e f i n i r   M a l a i o 	 E r r o r   i n   S e t   M a l a y 	 C  i   t   t i n g   M a   l a i   x i   a   l i 	 E r r o r   i n   S e t   M a l a y 	 R a l a t   d a l a m   b a h a s a   M e l a y u   y a n g   d i s e t 	 (	?	/	$	  .	2	/	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   M a l a y s i s k 	 C h y b a   p Yi   n a s t a v e n    n a   m a l a j at i n u 	 B Bd   w   u s t a w i a n i u   j z y k a   M a l a j s k i e g o 	 H i b a   a   m a l  j   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 V i r h e   v a i h d e t t a e s s a   v a l i t t u u n   k i e l e e n . 	 F e i l   v e d   v a l g   a v   m a l a y 	 C h y b a   p r i   n a s t a v e n    n a   m a l a j s k    j a z y k 	 F o u t   i n   i n s t e l l i n g   v a n   M a l a y 	 F e l   i   i n s t  l l n i n g a r n a   f  r   m a l a j i s k a 	 P o g r e ak a   u   p o d e aa v a n j u   m a l a j s k o g   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   m a l a i e z e 	 N a p a k a   v   N a s t a v i t v i     M a l a j a
i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  M 0;09789A:8	 .	>	2	G	  8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  E'D2'	 E'D  3y  E  :D7	     	 				  				  				  							 .
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	       	 I p h u t h a   k w i s i - M a l a y   e s i s e t h i w e 	 I m p a z a m o   e k u s e t w e n i   k w e s i - M a l a y 	 H i t i l a f u   k a t i k a   K i m a l a i   k i l i c h o s e t i w a 	 F o u t   m e t   M a l e i s 	 M a l a j s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   m a l a j i e au   v a l o d a s   i e s t a t +aa n 	 T  r g e   m a l a i   k e e l e   s e a d m i s e l 	 Dalaueev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   m a l a i e z e 	 .
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M
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1
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2
M

   8
M
5
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M

M
	 8M50  ?9M(0#  8M5?M	 C e l e s i   I   n j o h j e s   s e   z e r i t 	 					  										  					 	 	 	 	 	 	 	 C h a v e   d e   r e c o n h e c i m e n t o   d e   v o z 	 	 	 	 	 	 	 	 A h o t s - h a r r e z a g u p e n a 	 S w i t c h   s a   p a g k i l a l a   n g   b o s e s 	 C a m b i a r   r e c o  e c e m e n t o   d e   v o z 	 G b a n y e   n j i r i m a r a   o l u 	 N a s c   a i t h i n t   g u t h a 
 
 S T R _ I D _ V R S D _ D I A L 	 V R S D 	 T I T L E ,   I C O N T E X T 	 V o i c e   D i a l   	 V o i c e   d i a l 	 rcd_	 XcbS	 B#I'"@*5"	 M a r c a d o   d e   v o z 	 C o m p o s i t i o n   v o c a l e 	 V o i c e - E i n w a h l 	 >;>A>2>9  =01>@	 C o m p o s i z i o n e   v o c a l e 	 'D'*5'D  'D5H*J	 M a r c a   o   p o r   v o z 	 S e s l i   a r a m a   	 Q u a y   s   b n g   c  c h   c   t i n g 	 P a n g g i l a n   m e l a l u i   s u a r a 	 D a i l   s u a r a 	 '	M	5	(	?	  !	>	/	2		 S t e m m e   O p k a l d 	 H l a s o v    v y t  
e n  	 G Bo s o w e   w y w o By w a n i e   p o Bc z e n i a 	 H a n g h  v  s 	   n i n u m e r o v a l i n t a 	 T a l e o p p r i n g i n g 	 H l a s o v    v y t  
a n i e 	 K i e z e n   m e t   s t e m 	 R  s t u p p r i n g n i n g 	 B i r a n j e   g l a s o m 	 A p e l a r e   v o c a l 	 G l a s o v n i   K l i c i 	   	   	 ;0A>2>  018@0=5	 '	M	5	(	@	  !	>	/	2		 4E'1G  1  5H*	 'SH'2  '&D  ,&	   	 								  						 
5
>

<
  !
>

2
	 5>/?8M  !/2M	 >;>A>289  =01V@	 



  



	   	 U k u d a y e l a n g e z w i 	 U d a y e l o   l i z w i 	 U p i g a j i   w a   k u t u m i a   s a u t i 	 S t e m b e l 	 R i n k i m a s   b a l s u 	 N u m u r a   s a s t d +aa n a   a r   b a l s i 	 H   l v a l i m i n e 	 Aauvaukv  patapa~axt	   	 A p e l a r e   v o c a l 	 5
K
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8
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  !
/
2
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 	 8M50  !>_2	 R e n i a   e   z e r i t 	 					  						 	 	 	 	 	 	 	 D i s c a g e m   d e   v o z 	 	 	 	 	 	 	 	 A h o t s - m a r k a k e t a 	 P a g - d i a l   g a m i t   a n g   b o s e s 	 M a r c a c i  n   p o r   v o z 	 P a   d a o l u 	 D i a i l i    g u t h a 
 
 S T R _ I D _ V R S D _ R E D I A L 	 V R S D 	 T I T L E ,   I C O N T E X T 	 V o i c e   R e d i a l   	 V o i c e   r e d i a l 	 rc͑d	 Xc͑b	 B#I3I'"@*5"	 R e m a r c a d o   d e   v o z 	 R e c o m p o s i t i o n   v o c a l e 	 V o i c e - W a h l w i e d e r h o l u n g 	 >2B>@=K9  3>;>A>2>9  =01>@	 R i c o m p o s i z i o n e   v o c a l e 	 '9'/)  'D'*5'D  'D5H*J	 R e m a r c a   o   p o r   v o z 	 S e s l i   t e k r a r   a r a m a   	 Q u a y   l i   s   b n g   c  c h   c   t i n g 	 P a n g g i l   u l a n g   m e l a l u i   s u a r a 	 D a i l   s e m u l a   s u a r a 	 '	M	5	(	?	  *	A	(		  !	>	/	2		 S t e m m e   G e n o p k a l d 	 O p t n    h l a s o v    v y t  
e n  	 G Bo s o w e   w y w o y w a n i e   p o n o w n e g o   p o Bc z e n i a 	 H a n g  j r a h  v  s 	   n i n u m e r o n   u u d e l l e e n v a l i n t a 	 T a l e g j e n o p p r i n g i n g 	 O p  t o v n    h l a s o v    v y t  
a n i e 	 H e r h a l e n   m e t   s t e m 	 R  s t  t e r u p p r i n g n i n g 	 P o n o v l j e n o   b i r a n j e   g l a s o m 	 R e a p e l a r e   v o c a l 	 G l a s o v n i   P o n o v n o   K l i c i 	     	     	 ;0A>2>  @5=018@0=5	 '	M	5	(	@	  0	?	!	>	/	2		 4E'1G  1  E,//  5H*	 'SH'2  /H('1  '&D  ,&	   	 								  								 
5
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	 5>/?8M  0?!/2M	 >;>A>289  ?>2B>@=89  =01V@	 



  




  



	   	 U k u d a y e l a   k a b u s h a   n g e z w i 	 U k u d a y e l a   k w a k h o n a   k w e l i z w i 	 U p i g a j i   t e n a   k w a   k u t u m i a   s a u t i 	 S t e m b e l   w e e r 	 P e r r i n k i m a s   b a l s u 	 A t k r t o t a   n u m u r a   s a s t d +aa n a   a r   b a l s i 	 K o r d u v   h   l v a l i m i n e 	 Aauvaukv  patapa~atav  oovxt	     	 A p e l a r e   v o c a l 	 5
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 	 8M50  0?!>_2	 R i r e n i a   e   z e r i t 	 					  										 	 	 	 	 	 	 	 R e d i s c a g e m   d e   v o z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S D _ P R O F I L E 	 V R S D 	 T I T L E ,   I C O N T E X T 	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 rc`X!j_	 Xc`of!j_	 B#D%L@*5"	 P e r f i l e s   d e   v o z 	 P r o f i l s   v o c a u x 	 V o i c e - P r o f i l e 	 >;>A>2>9  ?@>D8;L	 P r o f i l o   v o c a l e 	 4CD  'D5H*	 P e r f i s   d e   v o z 	 S e s   p r o f i l i   	 i u   c h n h   t i n g   t h e o   b i   c n h 	 P r o f i l   s u a r a 	 P r o f i l   s u a r a 	 '	M	5	(	?	  *	M	0	K	+	>		2		 S t e m m e   P r o f i l 	 H l a s o v    p r o f i l 	 G Bo s o w e   w y b i e r a n i e   p r o f i l u 	 H a n g p r o f i l 	   n i p r o f i i l i 	 T a l e p r o f i l 	 H l a s o v    p r o f i l 	 S t e m p r o f i e l e n 	 R  s t p r o f i l 	 G l a s o v n i   p r o f i l 	 P r o f i l   v o c e 	 G l a s o v n i   P r o f i l i 	   	     	 ;0A>2  @>D8;	 '	M	5	(	@	  *	M	0	K	+	>		2		 FE'G  G'  5H*	 'SH'2  ~1HA'&D	     	 								  									 
5
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	 5>/?8M  *M0J+/?2M	 >;>A>289  ?@>DV;L	 



  







	   	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 S t e m p r o f i e l e 	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 V o i c e   p r o f i l e s 	 5
K
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M
8
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  *
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M

 	 8M50  *M0K+>2	 P r o f i l e t   e   z e r i t 	 					  			' 					 	 	 	 	 	 	 	 P e r f i s   d e   v o z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S D _ A U D _ P L A Y E R 	 V R S D 	 I C O N T E X T 	 V o i c e   A u d i o   P l a y e r 	 V o i c e   a u d i o   p l a y e r 	 rcjd>ehV	 XcPNd>ehV	 @#7H-@%H@*5"9	 R e p r o d u c t o r   d e   a u d i o   d e   v o z 	 L e c t e u r   a u d i o   v o c a l 	 V o i c e - A u d i o p l a y e r 	 >A?@>872545=85  3>;>A0	 L e t t o r e   a u d i o   v o c a l e 	 E4:D  'DEH3JBJ  'D5H*J	 R e p r o d u t o r    u d i o   d e   v o z 	 S e s   o y n a t 1c 1  	 M  y   p h  t   n h c   i u   k h i n   t i n g 	 P e m u t a r   a u d i o   s u a r a 	 P e m a i n   a u d i o   s u a r a 	 '	M	5	(	?	  	!	?	/	K	  *	M	2	G	/	0		 S t e m m e   L y d a f s p i l l e r 	 H l a s o v    a u d i o   p Ye h r  v a 
	 G Bo s o w e   s t e r o w a n i e   A u d i o   P l a y e r 	 H a n g l e j  t s z  	   n i s o i t i n 	 T a l e a v s p i l l e r 	 P r e h r  v a 
  h l a s o v  h o   a u d i a 	 A u d i o s p e l e r   m e t   s t e m 	 R  s t - a u d i o s p e l a r e 	 G l a s o v n i   a u d i o   p l a y e r 	 A p l i c a ci e   d e   r e d a r e   v o c e 	 G l a s o v n i   A v d i o   P r e d v a j a l e c 	     	     	 ;0A>2  C48>  ;59J@	 '	M	5	(	@	  	!	?		  *	M	2	G	/	0		 ~.4  FF/G  5H*  5/'	 H'&3  'SH  ~D&1	     	 				  				  								 
5
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<
  
!
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
  *
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
0
	 5>/?8M  !?/K  *M2G/0M	 >;>A>289  0C4V>?@>3@020G	 



  




  





	     	 I s i d l a l i   s e - a u d i o   y e z w i 	 I s i d l a l i   s e - o d i y o   y e l i z w i 	 K i c h e z a   s a u t i 	 S t e m - o u d i o s p e l e r 	 B a l s u   v a l d o m a s   g a r s o   g r o t u v a s 	 B a l s s   a u d i o   a t s k a Fo t j s 	 H   l e   a u d i o m  n g i j a 	 Aauvaukv  axdkx  v~acaoky	     	 A p l i c a ci e   d e   r e d a r e   v o c e 	 5
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 	 8M50  !?  *M2G_>0	 L u a j t j a   e   z e r i t   a u d i o 	 					  				'   								 	 	 	 	 	 	 	 A p a r e l h o   d e    u d i o   d e   v o z 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S D _ S H O R T C U T 	 V R S D 	 T I T L E ,   I C O N T E X T 	 V o i c e   S h o r t c u t 	 V o i c e   s h o r t c u t s 	 rcwc_	 Xc_wce_	 8H!%1@*5"	 A c c e s o   d i r e c t o   d e   v o z 	 R a c c o u r c i s   v o c a u x 	 V o i c e - A b k  r z u n g e n 	 KAB@K9  4>ABC?	 S h o r t c u t   v o c e 	 '.*5'1  'D5H*	 A t a l h o   p a r a   v o z 	 S e s   k 1s a y o l l a r 1	 P h  m   t t   c h o   i u   k h i n   t i n g 	 C a r a   p i n t a s   s u a r a 	 P i n t a s a n   s u a r a 	 '	M	5	(	?	  6	I	0	M					 S t e m m e   G e n v e j 	 H l a s o v    z k r a t k a 	 S k r  t y   g Bo s o w e 	 H a n g v e z  r e l t   p a r a n c s i k o n o k 	   n i p i k a v a l i n t a 	 T a l e s n a r v e i 	 H l a s o v    s k r a t k y 	 S t e m   s n e l k o p p e l i n g 	 R  s t g e n v  g 	 G l a s o v n i   p r e 
a c 	 C o m a n d   v o c a l   r a p i d 	 G l a s o v n a   B l i ~n j i c a 	   	     	 ;0A>2  (>@B:JB	 '	M	5	(	@	  6	I	0	M					 EJ'F(1G'I  "H'JI	 H'&3  4'1y  y  	   	 				  								 
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	    	 I s h o t h i k h a t h i   y e z w i 	 U n d l e l a   m f u t s h a n e   w e l i z w i 	 N j i a   y a   m k a t o   y a   s a u t i 	 S t e m k o r t p a a i e 	 B a l s o   n u o r o d a 	 B a l s s   s a +s n e 	 H   l e   k i i r k l a h v 	 Aauvaukv  aac  avxt	     	 C o m a n d   v o c a l   r a p i d 	 5
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 
 S T R _ I D _ V R S D _ T A G _ S T A T U S 	 V R S D 	 T I T L E ,   I C O N T E X T 	 V o i c e   T a g   S t a t u s 	 V o i c e   t a g   u s a g e 	 jd|O(u`b_	 wShO(u`b_	 2#C
IAG@*5"	 U s o   d e   e t i q u e t a   d e   v o z 	 U t i l i s a t i o n    t i q u e t t e   v o c a l e 	 V o i c e - K e n n z e i c h e n v e r w e n d u n g 	 A?>;L7>20=85  3>;>A>2>9  <5B:8	 U t i l i z z o   e t i c h e t t a   v o c a l e 	 #-H'D  '3*./'E  'D9D'E)  'D5H*J)	 U t i l i z a   o   d a s   e t i q u e t a s   d e   v o z 	 S e s   e t i k e t i   k u l l a n 1m 1  	 S   d n g   n h n   d n g   t i n g     n h n   b i t 	 P e n g g u n a a n   t a g   s u a r a 	 P e n g g u n a a n   t a g   s u a r a 	 '	M	5	(	?	  	H		  *	M	0	/	K			 S t e m m e   M  r k e   B r u g 	 U ~i t    h l a s o v    s m y 
k y 	 U |y w a n i e   z n a k u   g Bo s o w e g o 	 H a n g   t a g   h a s z n  l a t a 	   n i t a g i n   k  y t t  	 B r u k   a v   t a l e m e r k e 	 P o u ~i t i e   h l a s o v e j   s l u 
k y 	 G e b r u i k   v a n   s t e m t a g 	 A n v  n d n i n g   a v   r  s t k o m m a n d o n 	 K o r i at e n j e   g l a s o v n i h   o z n a k a 	 U t i l i z a r e   e t i c h e t   v o c a l 	 G l a s o v n a   U p o r a b a   D o d a t k a 	     	     	 #?>B@510  =0  ;0A>2  "03	 '	M	5	(	@	  	E		  /	B			 '3*A'/G  '2  (13(  5H*	 5H*  y  '  '3*9E'D	     	 				  					  								 
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	     	 I t h e g i   y e z w i   i y a s e t s h e n z i s w a 	 U s e t y e n z i s o   l w e l e b h i l e   y e l i z w i 	 U t u m i a j i   t a g i   y a   s a u t i 	 S t e m - e t i k e t g e b r u i k 	 B a l s o   ~y m s   n a u d o j i m a s 	 B a l s s   t e g u   l i e t o aa n a 	 H   l e   s i l d i   k a s u t a m i n e 	 Aauvaukv  eck  cacxnxt	     	 U t i l i z a r e   e t i c h e t   v o c a l 	 5
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 
 S T R _ I D _ V R S D _ C H A N G E 	 V R S D 	 I C O N T E X T 	 C h a n g e   V o i c e   T a g 	 C h a n g e   v o i c e   t a g 	 f9ejd|	 f9ewSh	 @%5H"3*1H@*5"	 C a m b i a r   e t i q u e t a   d e   v o z 	 C h a n g e r    t i q u e t t e   v o c a l e 	 V o i c e - K e n n z e i c h e n    n d e r n 	 7<5=8BL  3>;>A>2CN  <5B:C	 C a m b i a   e t i c h e t t a   v o c a l e 	 *:J1  9D'E)  'D5H*	 A l t e r a r   e t i q u e t a   d e   v o z 	 S e s   e t i k e t i n i   d e i _t i r 	 T h a y   i   n h n   d n g   t i n g 	 U b a h   t a g   s u a r a 	 T u k a r   t a g   s u a r a 	 '	M	5	(	?	  	H		  ,	&	2	G			  n d r e   S t e m m e   M  r k e 	 Z m n i t   h l a s o v o u   s m y 
k u 	 Z m i e D  z n a k   g Bo s o w y 	 H a n g   t a g   m e g v  l t o z t a t  s a 	 M u u t a     n i t a g i a 	 E n d r e   t a l e m e r k e 	 Z m e n i e  h l a s o v    s l u 
k u 	 S t e m t a g   v e r a n d e r e n 	  n d r a   r  s t k o m m a n d o 	 P r o m i j e n i   g l a s o v n u   o z n a k u 	 S c h i m b a r e   e t i c h e t   v o c a l 	 S p r e m e n i   G l a s o v n i   D o d a t e k 	     	     	 @><5=8  ;0A>28O  "03	 '	M	5	(	@	  	E		  ,	&	2	G	2	M	/	>		 *:1  (13(  5H*	 5H*  y  H  (/D	     	 				  					  									 
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	     	 S h i n t s h a   i t h e g i   y e z w i 	 T s h i n t s h a l   i l e b h i l e   y e l i z w i 	 B a d i l i s h a   t a g i   y a   s a u t i 	 W y s i g   s t e m e t i k e t 	 P a k e i s t i   b a l s o   ~y m 	 B a l s s   t e g a   m a i Fa 	 M u u d a   h   l e   s i l t i 	 Sxmel  qauvaukv  ech	     	 S c h i m b a r e   e t i c h e t   v o c a l 	 5
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 
 S T R _ I D _ V R S D _ V O I C E _ I N 	 V R S D 	 P O P U P C O N F I R M 	 S p e a k   n a m e   c l o s e   t o   m i c r o p h o n e   a f t e r   b e e p 	 S p e a k   n a m e   c l o s e   t o   m i c r o p h o n e   a f t e r   b e e p 	 ˊ(WUr_`яKQQ
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7H-C%ID!B#B+%12DI"4@*5"5J	 D i g a   e l   n o m b r e   a l   m i c r  f o n o   d e s p u  s   d e l   p i t i d o 	 D i t e s   l e   n o m      h a u t e   v o i x   p r  s   d u   m i c r o p h o n e   a p r  s   l e   b i p 	 N a c h   P i e p s t o n   N a m e   n a h e   a m   M i k r o f o n   s p r e c h e n 	 @>87=5A8B5  8<O  2  <8:@>D>=  ?>A;5  3C4:0	 D i r e   i l   n o m e   v i c i n o   a l   m i c r o f o n o   d o p o   i l   s e g n a l e 	 *CDE  'D'3E  9F/  B1J(  EF  EC1AHF  (9/  'D5A'1)	 D i g a   o   n o m e   p e r t o   d o   m i c r o f o n e   a p  s   o   s i n a l 	 B i p   s e s i n d e n   s o n r a   i s m i n i   m i k r o f o n a   y a k 1n   b i r   _e k i l d e   s  y l e 	 t   m i c r    t h t   g n , c   h   t  n   s a u   n g h e   t h y   t i n g   b  p   p h  t   r a   t   M  y 	 S e b u t k a n   n a m a   d i   d e k a t   m i k r o f o n   s e t e l a h   b u n y i   b i p 	 S e b u t   n a m a   d e k a t   d e n g a n   m i k r o f o n   s e l e p a s   b u n y i   b i p 	 ,	@	*	  	G	  ,	>	&	  (	>	.	  .	>			M	0	K	+	K	(	  	G	  *	>	8	  ,	K	2	G			 S i g   N a v n   T  t   p    M i k r o f o n   E f t e r   B i p p e t 	 P o   z a z n n    t  n u   v y Yk n t e   j m  n o   b l  z k o   m i k r o f o n u 	 P o   s y g n a l e   b i p ,   w y p o w i e d z   n a z w   b l i s k o   m i k r o f o n u 	 A   h a n g j e l z  s   u t  n   a   m i k r o f o n h o z   k  z e l   m o n d j a   a   n e v  t 	 S a n o   n i m i   l  h e l l    m i k r o f o n i a   p i i p p a u k s e n   j  l k e e n   	 U t t a l   n a v n   n  r   m i k r o f o n e n   e t t e r   p i p e t o n e n 	 P o   p  p n u t    v y s l o v t e   m e n o   b l  z k o   m i k r o f  n u 	 S p r e e k   d e   n a a m   n a   d e   p i e p   d i c h t   b i j   d e   m i c r o f o o n 	 S  g   n a m n e t   n  r a   m i k r o f o n e n   e f t e r   s i g n a l e n 	 N a k o n   z v u 
n o g   z n a k a ,   i z g o v o r i   i m e   b l i z u   m i k r o f o n a   	 R o s t i ci   n u m e l e   a p r o a p e   d e   m i c r o f o n   d u p   s e m n a l u l   s o n o r 	 R e c i   I m e   Z a p r i   M i k r o f o n   P o   Z v o k u 	                 	             	 73>2>@8  <5  ;87>  4>  8:@>D>=0  A;54  88?	 ,	@	*	  (		$	0	  .	>	/		M	0	K	+	K	(	  ,		&	  	0	>	  	#	?	  ,	K	2	>		 ~3  '2  5/'  (HB  F'E  1'  F2/  E1HAF  (H/	 (~  'SH'2    (9/  E'&1H  AHF    F2/  F'E  ~'1	             	 					  			  												  				  			  			  					 ,
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n o g   z n a k a 	 R o s t i ci   d i n   n o u   d u p   s e m n a l u l   s o n o r 	 R e c i   P o n o v n o   P o   Z v o k u 	           	       	 >2B>@8  !;54  88?	 ,	@	*	  (		$	0	  *	A	(	M	9	>	  ,	K	2	>		 ~3  '2  5/'  (HB  E,//'K  5-(*  F/	 (~  'SH'2    (9/  /H('1  ~'1	           	 					  		  				  			  					 ,
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N0RwSh	 D!H!5AG@*5"	 N o   e x i s t e   e t i q u e t a   d e   v o z 	 A u c u n e    t i q u e t t e   v o c a l e   e x i s t a n t e 	 K e i n   V o i c e - K e n n z e i c h e n   v o r h a n d e n 	 >;>A>2KE  <5B>:  =5B	 N o n   e s i s t e   n e s s u n a   e t i c h e t t a   v o c a l e 	 9D'E)  'D5H*  :J1  EH,H/)	 S e m   e t i q u e t a s   d e   v o z   e x i s t e n t e s 	 S e s   e t i k e t i   y o k   	 K h  n g   t  m   t h y   n h n   d n g   t i n g 	 T i d a k   a d a   t a g   s u a r a 	 T i a d a   t a g   s u a r a   w u j u d 	 '	M	5	(	?	  	H		  		*	2	,	M	'	  (	9	@			 I n t e t   S t e m m e   M  r k e   F i n d e s 	 N e e x i s t u j e   ~ d n    h l a s o v    s m y 
k a 	 B r a k   z n a k  w   g Bo s o w y c h 	 N i n c s   h a n g   t a g 	 E i     n i t a g e j a 	 I n g e n   t a l e m e r k e r   f i n n e s 	 N e e x i s t u j    ~i a d n e   h l a s o v    s l u 
k y 	 E r   i s   g e e n   s t e m t a g 	 I n g e t   r  s t k o m m a n d o   e x i s t e r a r 	 N e   p o s t o j e   g l a s o v n e   o z n a k e 	 N u   e x i s t   n i c i o   e t i c h e t   v o c a l 	 N o b e d e n   G l a s o v n i   D o d a t e k   N e   O b s t a j a 	       	         	 5  !JI5AB2C20B  ;0A>28  "03>25	 5	M	9	>		8	  	G		  5	?	&	M	/	.	>	(	  (	>	9	@		 (13(  5H*  EH,H/  F3*	 H&  5H*  y  EH,H/  F	       	 				  				  					  				 
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	     	 A y i k h o   i t h e g i   y e z w i   e k h o n a 	 A k u k h o   l e b h i l e   y e l i z w i   i k h o y o 	 H a k u n a   t a g i   y a   s a u t i   i l i o p o 	 G e e n   s t e m e t i k e t   b e s t a a n   n i e 	 N r a   b a l s o   ~y m o s 	 N a v   b a l s s   t e g a 	 H   l e   s i l t i   p o l e   o l e m a s 	 Aauvaukv  ec  cxuxiuxv  yxvk	       	 N u   e x i s t   n i c i o   e t i c h e t   v o c a l 	 5
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 
 S T R _ I D _ V R S D _ N O _ E M P T Y _ T A G 	 V R S D 	 P O P U P 	 N o   v o i c e   t a g   a v a i l a b l e 	 A l l   v o i c e   t a g s   u s e d 	 @b	gjd|]O(u	 @b	gwSh]O(u	 C
IAG@*5"81'A%I'	 S e   h a n   u s a d o   t o d a s   l a s   e t i q u e t a s   d e   v o z 	 T o u t e s   l e s    t i q u e t t e s   v o c a l e s   u t i l i s  e s 	 A l l e   V o i c e - K e n n z e i c h e n   v e r w e n d e t 	 A5  <5B:8  8A?>;L7>20=K	 T u t t e   l e   e t i c h e t t e   v o c a l i   s o n o   s t a t e   u s a t e 	 9D'E'*  'D5H*  B/  E3*./E	 T o d a s   a s   e t i q u e t a s   d e   v o z   u t i l i z a d a s 	 T  m   s e s   e t i k e t l e r i   k u l l a n 1l m 1_  	    s   d n g   t t   c   c  c   n h n   d n g 	 S e m u a   t a g   s u a r a   t e l a h   d i g u n a k a n 	 S e m u a   t a g   s u a r a   w u j u d 	 8	-	@	  '	M	5	(	?	  	H		  *	M	0	/	A		M	$		 A l l e   S t e m m e   M  r k e r   B r u g t 	 V ae c h n y   h l a s o v    s m y 
k y   p o u ~i t y 	 W s z y s t k i e   z n a k i   g Bo s o w e   s   j u |  u |y w a n e . 	 M i n d e n   h a n g m i n t a   h a s z n  l a t b a n 	 K a i k k i     n i t a g i t   k  y t e t t y 	 A l l e   t a l e m e r k e r   b r u k t 	 V ae t k y   h l a s o v    s l u 
k y   p o u ~i t  	 A l l e   s t e m t a g s   g e b r u i k t 	 A l l a   r  s t k o m m a n d o n   r e d a n   a n v  n d s 	 S v e   g l a s o v n e   o z n a k e   s u   i s k o r i at e n e 	 T o a t e   e t i c h e t e l e   v o c a l e   s u n t   u t i l i z a t e 	 V s i   G l a s o v n i   D o d a t k i   U p o r a b l j e n i 	         	         	 A8G:8  ;0A>28  "03>25  7?>;720=8	 8	0	M	5	  5	M	9	>		8	  	E		  5	>	*	0	2	G		 '2  GEG  (13(  G'  5H*  '3*A'/G  4/G	 *E'E  5H*  y  '3*9E'D  '  '	           	 					  				  					  							  			  						 8
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 S T R _ I D _ V R S D _ R E C V _ V O I C E _ F A I L 	 V R S D 	 P O P U P 	 R e c e i v e   v o i c e   f a i l .   P l e a s e   t r y   a g a i n 	 R e c e i v e   v o i c e   f a i l .   P l e a s e   t r y   a g a i n 	 6e1YWeˊQf N!k	 6e1Y%QՋ N!k	 #1@*5"D!HDI  B#%--5#1I	 E r r o r   a l   r e c i b i r   v o z .   I n t  n t e l o   d e   n u e v o 	 E c h e c   d e   r  c e p t i o n   v o c a l e .   V e u i l l e z   r  e s s a y e r . 	 V o i c e - A u s f a l l   e r h a l t e n .   V o r g a n g   b i t t e   w i e d e r h o l e n 	 >;>A  =5  2>A?@8=OB.   >2B>@8B5  ?>?KB:C. 	 E r r o r e   r i c e z i o n e   v o c e .   R i p r o v a r e 	 A4D  AJ  '3*D'E  'D5H*,   'D1,'!  'DE-'HD)  E1)    #.1J	 R e c e p   o   d e   v o z   f a l h o u .   T e n t e   n o v a m e n t e . 	 S e s   a l 1n a m a d 1.   L  t f e n   t e k r a r   d e n e y i n 	 K h  n g   t h u    m   c , h  y   t h   l i   l n   n a 	 P e n e r i m a a n   s u a r a   g a g a l .   C o b a   l a g i . 	 T e r i m a   s u a r a   g a g a l .   s i l a   c u b a   l a g i 	 '	M	5	(	?	  *	M	0	>	*	M	$	  	8	+	2	d	  	C	*	/	>	  *	A	(		  *	M	0	/	>	8	  	0	G			 M o d t a g   S t e m m e   M i s l y k k e t !   P r  v   I g e n 	 P Yi j e t    h l a s u   s e l h a l o !   Z k u s t e   t o   z n o v u . 	 B r a k   o d b i o r u   g Bo s u !   P r o s z   s p r  b o w a   p o n o w n i e . 	 H a n g   f o g a d  s a   s i k e r t e l e n !   K  r e m ,   p r  b  l j a    j r a 	   n e n   v a s t a a n o t t o   e p  o n n i s t u i !   Y r i t    u u d e l l e e n 	 M o t t a k   a v   t a l e   m i s l y k k e t !   P r  v   i g j e n   	 H l a s o v    p r i j a t i e   z l y h a l o .   S k  s t e   t o   z n o v u   p r o s  m 	 S t e m   n i e t   g o e d   o n t v a n g e n .   P r o b e e r   h e t   o p n i e u w . 	 R  s t k o m m a n d o t   t o g s   i n t e   e m o t !   F  r s  k   i g e n . 	 P r i j e m   g l a s a   n e u s p i o !   P o k u aa j t e   p o n o v o ,   m o l i m . . 	 R e c e p ci o n a r e a   v o c a l   n u   a   r e u _i t .    n c e r c a ci   d i n   n o u 	 S p r e j e m   G l a s u   N e u s p e ae n !   P r o s i m   p o s k u s i   p o n o v n o 	     !         	       .       	 >;CG5=  ;0A>2  $09;!   >;O,   >?8B09  >B=>2>	 	5	>		  *	K	9		$	  (	>	9	@	  !   	C	*	/	>	  *	A	(	M	9	>	  *	M	0	/	$	M	(	  	0	>		 /1'A*  5/'  F'EHAB  (H/.   D7A'K  /H('1G  39  F/	 EH5HD  'SH'2  F''E!   (1'      E1('F  /H('1  H44  ,&	     !           	   							  				  						! 				  						  					 
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N0RwSh	 D!H!5AG@*5"5H#	 N o   c o i n c i d e   c o n   n i n g u n a   e t i q u e t a   d e   v o z 	 A u c u n e    t i q u e t t e   v o c a l e   c o r r e s p o n d a n t e 	 K e i n    b e r e i n s t i m m e n d e s   V o i c e - K e n n z e i c h e n 	 "0:>9  <5B:8  =5B	 N e s s u n a   e t i c h e t t a   v o c a l e   c o r r i s p o n d e n t e 	 :J1  EF'3(	 S e m   e t i q u e t a   d e   v o z   c o i n c i d e n t e 	 E _l e _e n   s e s   e t i k e t i   y o k   	 K h  n g   t  m   t h y   n h n   d n g   t i n g 	 T i d a k   a d a   t a g   s u a r a   y a n g   c o c o k 	 T i a d a   t a g   s u a r a   s e p a d a n 	 '	M	5	(	?	  	H		  .	G	2	  (	9	@			 I n t e t   M a t c h 	 } d n    s h o d a 	 B r a k   z g o d n o [c i 	 N i n c s   t a l  l a t 	 e i   t u l o k s i a 	 I n g e n   m a t c h 	 N e z h o d u j e   s a 	 G e e n   b i j b e h o r e n d e   s t e m t a g 	 I n g e t   m a t c h a n d e 	 N e   p o d u d a r a   s e 	 N u   s - a   i d e n t i f i c a t   n i c i o   e t i c h e t   v o c a l   c o r e s p u n z t o a r e 	 S e   N e   U j e m a 	   	         	 O<0  !J2?045=85	 .	E		  (	>	9	@		 G    '2  (13(  G'  5H*  E7'(B*  F/'4*	 EE'+D*  F	     	 			  				  					  				  			 (
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i o s   b a l s o   ~y m o s 	 N a v   a t b i l s t o aa   b a l s s   t e g a 	 S o b i v a t   h   l e   s i l t i   e i   l e i t u d 	 @athvovxr  qauvaukv  ec  yoa	       	 N u   s - a   i d e n t i f i c a t   n i c i o   e t i c h e t   v o c a l   c o r e s p u n z t o a r e 	 *
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 
 S T R _ I D _ V R S D _ T O O _ S I M I L A R 	 V R S D 	 P O P U P 	 T h e   v o i c e   r e c i e v e d   t w i c e     t o o   s i m i l a r 	 V o i c e   t o o   s i m i l a r 	 r*Yv<O	 X*Yv<O	 @*5"%I2"1@4D	 V o z   d e m a s i a d o   p a r e c i d a 	 V o i x   t r o p   s i m i l a i r e 	 V o i c e   z u    h n l i c h 	 !;8H:><  AE>685  3>;>A0	 V o c e   t r o p p o   s i m i l e 	 5H*  EE'+D  ,/'	 V o z   d e m a s i a d o   s e m e l h a n t e 	 S e s    o k   b e n z e r   	  m   t h a n h   q u    g i n g   n h a u 	 S u a r a   t e r l a l u   m i r i p 	 S u a r a   h a m p i r   s e r u p a 	 '	M	5	(	?	  ,	9	A	$	  8	.	>	(		 S t e m m e   F o r   E n s 	 H l a s   j e   p Y l i a  p o d o b n  	 G Bo s   z b y t   p o d o b n y 	 A   h a n g   t  l   h a s o n l  	   n i   l i i a n   s a m a n l a i n e n 	 T a l e   f o r   l i k 	 H l a s   j e   p r  l i a  p o d o b n  	 S t e m m e n   l i j k e n   t e   v e e l   o p   e l k a a r 	 R  s t e r n a    r   f  r   l i k a 	 G l a s   j e   p r e v i ae   s l i 
a n 	 V o c e a   e s t e   p r e a   a s e m n t o a r e 	 G l a s   P r e p o d o b e n 	       	     	 @5:0;5=>  4=0:J2  ;0A	 	5	>		  8	>	0		>		  	9	G		 5/'  .D  4(G  '3*	 ('DD  '  ,3  'SH'2	         	 								  					  				 
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 
 S T R _ I D _ V R S D _ T O O _ D I F F E R E N T 	 V R S D 	 P O P U P 	 T h e   v o i c e   r e c i e v e d   t w i c e     t o o   d i f f e r e n t 	 V o i c e   t o o   d i f f e r e n t 	 rv]*YY	 Xv]*YY	 @*5"H21@4D	 V o z   d e m a s i a d o   d i f e r e n t e 	 V o i x   t r o p   d i f f  r e n t e 	 V o i c e   z u   u n t e r s c h i e d l i c h 	 !;8H:><  @07=K5  3>;>A0	 V o c e   t r o p p o   d i f f e r e n t e 	 5H*  E.*DA  ,/'	 V o z   d e m a s i a d o   d i f e r e n t e 	 S e s    o k   f a r k l 1  	  m   t h a n h   k h  c   n h a u   q u    n h i u 	 S u a r a   t e r l a l u   b e r b e d a 	 S u a r a   t e r l a l u   b e r b e z a 	 '	M	5	(	?	  ,	9	A	$	  	2			 S t e m m e   F o r   F o r s k e l l i g 	 H l a s   j e   p Y l i a  o d l i an  	 G Bo s   z b y t   r  |n y 	 A   h a n g   t  l   e l t  r Q	   n i   l i i a n   e r i l a i n e n 	 T a l e   f o r   u l i k 	 H l a s   j e   p r  l i a  o d l i an  	 S t e m m e n   l i j k e n   t e   w e i n i g     o p   e l k a a r 	 R  s t e r n a    r   f  r   o l i k a 	 G l a s   j e   p r e v i ae   r a z l i 
i t 	 V o c e a   e s t e   p r e a   d i f e r i t 	 G l a s   P r e v e 
  D r u g a 
e n 	     	     	 @5:0;5=>   07;8G5=  ;0A	 	5	>		  5	G		3	  	9	G		 5/'  .D  E*A'H*  '3*	 ('DD  E.*DA  'SH'2	       	 								  				  						 
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  	     	 I z w i   l i h l u k e   k a k h u l u 	 I l i z w i   l a h l u k e   k a k h u l u 	 S a u t i   n i   t o f a u t i   s a n a 	 S t e m   t    v e r s k i l l e n d 	 B a l s a i   p e r n e l y g   s k i r t i n g i 	 B a l s s   p r k   a t a7i r +g a 	 H   l   l i i g a   e r i n e v 	 Aauveh  wa  abe  ev	     	 V o c e a   e s t e   p r e a   d i f e r i t 	 5
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 S T R _ I D _ V R S D _ S P E A K _ T O O _ L O N G 	 V R S D 	 P O P U P 	 S p e e c h   t o o   l o n g ,   p l e a s e   t r y   a g a i n 	 S p e e c h   t o o   l o n g 	 r*YwˊQ N!k	 X*YQU_ N!k	 9"2'@4D	 H a b l    d e m a s i a d o 	 M o t   p a r l    t r o p   l o n g 	 S p r a c h e   z u   l a n g 	 !;8H:><  4;8==0O  D@070	 M e s s a g g i o   v o c a l e   t r o p p o   l u n g o 	 'D5H*  7HJD)  ,/'	 D i s c u r s o   d e m a s i a d o   l o n g o 	 K o n u _m a    o k   u z u n 	  m   t h a n h   q u    d  i , h  y   g h i   l i   m t   l n   n a 	 U c a p a n   t e r l a l u   p a n j a n g 	 U c a p a n   t e r l a l u   p a n j a n g 	 -	>	7	#	  ,	9	A	$	  2		,	>		 T a l e   F o r   L a n g t 	 Xe 
  p Y l i a  d l o u h  	 M o w a   z a   d Bu g a 	 A   b e s z  d   t  l   h o s s z  	 P u h e   l i i a n   p i t k  	 T a l e   f o r   l a n g t 	 P r  l i a  d l h o   h o v o r  t e 	 S p r a a k   t e   l a n g 	 T a l a   f  r   l  n g e 	 G o v o r   j e   p r e d u g 	 E n u n cu l   e s t e   p r e a   l u n g 	 G o v o r   p r e d o l g 	     	     	 @5:0;5=>  4J;J3  3>2>@	 &	@	0	M		  	>	3	  ,	K	2	#	G		 5-(*  .D  7HD'F  '3*	 (HD  (*    2'/	     ! 	 								  			  				 ,
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 S T R _ I D _ V R S D _ S P E A K _ T O O _ S H O R T 	 V R S D 	 P O P U P 	 S p e e c h   t o o   s h o r t ,   p l e a s e   t r y   a g a i n 	 S p e e c h   t o o   s h o r t 	 r*YwˊQ N!k	 X*YwQU_ N!k	 9*1I@4D	 H a b l o   d e m a s i a d o   p o c o 	 M o t   p a r l    t r o p   c o u r t 	 S p r a c h e   z u   k u r z 	 !;8H:><  :>@>B:0O  D@070	 M e s s a g g i o   v o c a l e   t r o p p o   c o r t o 	 'D5H*  B5J1)  ,/'	 D i s c u r s o   d e m a s i a d o   c u r t o 	 K o n u _m a    o k   k 1s a 	  m   t h a n h   q u    n g n , h  y   g h i   l i   m t   l n   n a 	 U c a p a n   t e r l a l u   s i n g k a t 	 U c a p a n   t e r l a l u   p e n d e k 	 -	>	7	#	  -	@	  	K		>		 T a l e   F o r   K o r t 	 Xe 
  p Y l i a  k r  t k  	 M o w a   z b y t   k r  t k a 	 A   b e s z  d   t  l   r  v i d 	 P u h e   l i i a n   l y h y t 	 T a l e   f o r   k o r t 	 P r  l i a  k r  t k o   h o v o r  t e 	 S p r a a k   t e   k o r t 	 T a l a   f  r   l i t e 	 G o v o r   j e   p r e k r a t a k 	 E n u n cu l   e s t e   p r e a   s c u r t 	 G o v o r   p r e k r a t e k 	       	     	 @5:0;5=>  :JA  3>2>@	 %	K	!		M	5	>	$	  ,	K	2	#	G		 5-(*  .D  H*'G  '3*	 (HD  (*    E	       	 								  			  				 ,
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1HD!H9I-	 S e s i  n   i n c o r r e c t a 	 S e s s i o n   i n c o r r e c t e 	 F a l s c h e   S i t z u n g 	 H81:0  A50=A0  @01>BK	 S e s s i o n e   n o n   c o r r e t t a 	 'DF8'E  :J1  5'D-	 S e s s  o   i n c o r r e c t a 	 H a t a l 1  o t u r u m   	 T r  n h   t   k h  n g   c h  n h   x  c 	 S e s i   s a l a h 	 S e s i   t i d a k   b e t u l 	 	2	$	  8	$	M	0		 U k o r r e k t   S e s s i o n 	 N e s p r  v n    r e l a c e 	 N i e p o p r a w n a   s e s j a 	 H i b  s   f o l y a m a t 	 V   r    i s t u n t o k a u s i 	 G a l   s e s j o n 	 N e s p r  v n a   r e l  c i a 	 O n j u i s t e   s e s s i e 	 F e l   s e s s i o n 	 N e i s p r a v n a   s e s i j a 	 S e s i u n e   i n c o r e c t 	 N e v e l j a v n a   O d d a j a 	   	     	 5:>@5:B=0  !5A8O	 	8	B		  8	$	M	0		 ,D3G  F'/13*	 :1  /13*  34F	   	 			  					 
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 
 S T R _ I D _ V R S D _ D I A L _ R E F R E S H _ S I M 	 V R S D 	 P O P U P C O N F I R M 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M aS]fc  /f&T*RdhQS I M aSjd|	 S I M aS]fbc  /f&T RdhQS I M aSwSh	 @%5H"4!  %AG@*5"1I+!C4!+#7-D!H? 	 S I M   c a m b i a d o ,    e l i m i n a r   t o d a s   l a s   e t i q u e t a s   d e   v o z   e n   l a   S I M ? 	 S I M   c h a n g  e ,   s u p p r i m e r   t o u t e s   l e s    t i q u e t t e s   v o c a l e s   s u r   l a   S I M  ? 	 S I M   g e  n d e r t ,   a l l e   V o i c e - K e n n z e i c h e n   i m   S I M   l  s c h e n ? 	 @C30O  S I M - :0@B0.   #40;8BL  3>;>A>2K5  <5B:8? 	 S I M   c a m b i a t a ,   e l i m i n a r e   t u t t e   l e   e t i c h e t t e   v o c a l i   n e l l a   S I M ? 	 *E  *(/JD  'D(7'B), GD  E3-    CD  'D5H*	 S I M   a l t e r a d o ,   e l i m i n a r   t o d a s   a s   e t i q u e t a s   d e   v o z   n o   S I M ? 	 S I M   d e i _t i ,   S I M ' d e k i   t  m   s e s   e t i k e t l e r i   s i l i n s i n   m i ?   	    i   S I M , x  a   t t   c   n h n   d n g   t i n g   t r o n g   S I M ? 	 S I M   d i g a n t i ,   h a p u s   s e m u a   t a g   s u a r a   d i   S I M ? 	 S I M   d i t u k a r ,   h a p u s   s e m u a   t a g   s u a r a   d a l a m   S I M ? 	 8	?	.	  ,	&	2	  	/	>	,   8	?	.	  8	G	  8	-	@	  '	M	5	(	?	  	H		  9		>			? 	 S I M    n d r e t .   S l e t   a l l e   s t e m m e   m  r k e r   i   S I M 	 S I M   z m n n a .   S m a z a t   v ae c h n y   h l a s o v    s m y 
k y   n a   S I M ? 	 K a r t a   S I M   z m i e n i o n a .   S k a s u j   c a By   z a p i s   g Bo s o w y   n a   k a r c i e   S I M ? 	 S I M   k i c s e r  l v e ,   a z    s s z e s   h a n g m i n t  t   t  r  l n i   a k a r j a   a   S I M - r Ql ? 	 S I M   v a i h d e t t u .   P o i s t a   k a i k k i     n i t a g i t   S I M : s t  ? 	 S I M   e n d r e t .   S l e t t   a l l e   t a l e m e r k e r   i   S I M ? 	 S I M   z m e n e n  ,   z r u ai e  c e l    h l a s o v    s >u 
k u   n a   S I M 	 S I M   v e r v a n g e n ,   a l l e   s t e m t a g s   u i t   d e   S I M   v e r w i j d e r e n ? 	 N y t t   S I M - k o r t .   R a d e r a   a l l a   r  s t k o m m a n d o n   i   k o r t e t ? 	 S I M   p r o m i j e n j e n .   U k l o n i   s v e   g l a s o v n e   o z n a k e   i z   S I M ? 	 A ci   s c h i m b a t   c a r t e l a   S I M .   ^t e r g e ci   t o a t e   e t i c h e t e l e   v o c a l e   d e   p e   S I M ? 	 S I M   s p r e m e n j e n .   Z b r i ai   v s e   g l a s o v n e   d o d a t k e   v   S I M ? 	   S I M   .                   S I M ; 	 -   S I M   ,             -   S I M ? 	 S I M   A<5=5=.   7B@89  2A8G:8  3;0A>28  70?8A8  2  S I M ? 	 8	?	.	  ,	&	2	2	G	.   8	?	.	  .	'	A	(	  8	0	M	5	  5	M	9	>		8	  	E		  *	A	8	B	(	  	>		>	? 	 S I M   *:1  'A*  GEG  (13(  G'  5H*  /1  S I M   1'  -0A  E  F/	 3E  (/D  '  3E  E  *E'E  5H*  y  H  Ey'&  	     .               ?   	 			  								  			  					,   					  					  				  					  				  				? 	 8
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 
 S T R _ I D _ V R S D _ D I A L _ F O U N D 	 V R S D 	 P O P U P 	 F o u n d   V o i c e   T a g   	 F o u n d : 	 ~b0R	 ~b0R	 I: 	 E n c o n t r a d o : 	 T r o u v   : 	 G e f u n d e n : 	 0945=>: 	 T r o v a t o : 	 EH,H/  : 	 E n c o n t r a d o : 	 B u l u n d u :   	 T  m   t h y : 	 D i t e m u k a n : 	 D i t e m u i : 	 *	M	0	>	*	M	$			 F u n d e t : 	 N a l e z e n o : 	 Z n a j d z: 	 T a l  l a t : 	 L  y t y i : 	 F u n n e t : 	 N  j d e n  : 	 G e v o n d e n : 	 H i t t a t : 	 P r o n a aa o : 	 G s i t : 	 N a j d e n o : 	 : 	 : 	 0<5@5=: 	 .	G	3	5	>	: 	 'A*  4/: 	 ED': 	   : 	 					  						: 	 .
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 
 S T R _ I D _ V R S D _ D I A L _ A U T O _ D I A L 	 V R S D 	 P O P U P 	 A u t o   D i a l   O u t i n g 	 A u t o   d i a l i n g 	 RdQ-N	 ck(WꁨRbQ	 B#-1B!14	 M a r c a d o   a u t o m  t i c o 	 C o m p o s i t i o n   a u t o 	 A u t o m .   e i n w  h l e n 	 2B>=01>@	 C o m p o s i z i o n e   a u t o m a t i c a 	 ,'1M  'D'*5'D  #DJ'	 M a r c a   o   a u t o m  t i c a 	 O t o m a t i k   a r 1y o r   	 a n g   t   n g   q u a y   s 	 P a n g g i l a n   o t o m a t i s 	 D a i l a n   a u t o 	 		K	    !	>	/	2		 A u t o   O p k a l d e r . . . 	 A u t o m a t i c k    v y t  
e n  . . . 	 W y b i e r a n i e   a u t o m a t y c z n e . . . 	 A u t o m a t i k u s   t  r c s  z  s . . . 	 A u t o m a a t t i v a l i n t a . . . 	 A u t o - o p p r i n g i n g . . . 	 A u t o m a t i c k    v y t  
a n i e . . . 	 A u t o m a t i s c h   k i e z e n 	 A u t o m a t i s k t   u p p r i n g n i n g . . . 	 A u t o m a t s k o   b i r a n j e   . . . 	 F o r m a r e   a u t o m a t   n u m r 	 A v t o   K l i c a n j e . . . 	   . . . 	   	 2B>  018@0=5. . . 	 8	M	5	/		  !	>	/	2	?			. . . 	 4E'1G  1  .H/'1	 "yH  '&DF. . . 	     . . . 	 										  								 
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	     	 K u d a y e l w a   n g e - o t h o 	 I y a z i d a y e l e l a 	 U p i g a j i   k i o t o m a t i 	 O u t o m a t i e s e   b e l 	 A u t o m a t i n i s   r i n k i m a s 	 A u t o m t i s k a   z v a n +aa n a 	 A u t o m a a t n e   n u m b r i v a l i m i n e 	 1~xta  oezx~  patapa~axt	     	 F o r m a r e   a u t o m a t   n u m r 	 

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 
 S T R _ I D _ V R S D _ R E D I A L _ C A L L L O G _ E M P T Y 	 V R S D 	 P O P U P 	 N o   l a s t   d i a l e d   n u m b e r 	 N o   l a s t   d i a l e d   n u m b e r 	 l	g g_d__x	 l	g gTbSSx	 D!H!5+!2"@%5HB#%H2*8	 N o   h a y    l t i m o   n  m e r o   m a r c a d o 	 A u c u n   d e r n i e r   n u m  r o   c o m p o s  	 Z u l e t z t   g e w  h l t e   N u m m e r 	 01@0==KE  =><5@>2  =5B	 E l e n c o   u l t i m i   n u m e r i   c o m p o s t i   v u o t o 	 D'  JH,/  1BE  'D'*5'D  'D'.J1	 N e n h u m   n  m e r o   r e c e n t e 	 S o n   a r a n a n   n u m a r a   y o k   	 K h  n g   c    s   c u c   g i   s a u   c  n g 	 T i d a k   a d a   n o m o r   p a n g g i l a n   k e l u a r   t e r a k h i r 	 T i a d a   n o m b o r   d a i l   a k h i r 	 		$	?	.	  !	>	/	2	  (	.	M	,	0	  (	9	@			 I n t e t   S i d s t e   N u m m e r 	 } d n    p o s l e d n   v o l a n    
 s l a 	 B r a k   o s t a t n i o   w y b i e r a n e g o   n u m e r u 	 N i n c s   u t o l j  r a   t  r c s  z o t t   s z  m 	 E i   v i i m e k s i   v a l i t t u a   n u m e r o a 	 I n g e n   s i s t   o p p r i n g t e   n u m m e r 	 }i a d n e   n a p o s l e d y   v y t  
a n    
 s l a 	 G e e n   l a a t s t e   g e k o z e n   n u m m e r 	 I n g a   s e n a s t   s l a g n a   n u m m e r 	 N e m a   z a d n j e g a   b i r a n o g   b r o j a 	 N u   a ci   a p e l a t   n i c i u n   n u m r 	 N i   Z a d n j e   K l i c a n e   `t e v i l k e 	             	       	 O<0  >A;54=>  01@0=  ><5@	 !	>	/	2	  	G	2	G	2	G	  		$	?	.	  	M	0	.	>			  (	>	9	@		 ".1F  4E'1G  1A*G  4/G  EH,H/  F3*	 'S.1  '&D  '  H'  FE(1  F	         	 			  			  					  			  					  				 
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	         	 A y i k h o   i n a m b a   e d a y e l w e   e k u g c i n e n i 	 A k u k h o   n o m b o l o   i d a y e l w e y o   y o k u g q i b e l a 	 H a k u n a   n a m b a r i   y a   m w i s h o   i l i o p i g w a 	 G e e n   l a a s t e   g e s k a k e l d e   n o m m e r   n i e 	 N r a   p a s k u t i n i o   r i n k t o   n u m e r i o 	 N a v   p d j   z v a n +t   n u m u r a 	 V i i m a t i   v a l i t u d   n u m b r i t   p o l e 	 Ne{kv  pa~a~an  pata  yoa	         	 N u   a ci   a p e l a t   n i c i u n   n u m r 	 
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 
 S T R _ I D _ V R S D _ P R O F I L E _ S I L E N T 	 V R S D 	 I C O N T E X T 	 S i l e n t   m o d e 	 S i l e n t   m o d e 	 \!j_	 Y!j_	 B+!@5"	 M o d o   s i l e n c i o s o 	 M o d e   s i l e n c i e u x 	 L a u t l o s m o d u s 	 57  72C:0	 M o d a l i t    s i l e n z i o s a 	 5'E*	 M o d o   s i l  n c i o 	 S e s s i z   m o d   	 I m   l n g 	 M o d u s   d i a m 	 M o d   s e n y a p 	 .	B		  .	K	!		 T a v s 	 T i c h  	 M i l c z y 	 H a l k   m  d 	   n e t  n 	 S t i l l e 	 T i c h  	 S t i l l e   s t a n d 	 T y s t 	 T i ai n a 	 S i l e n ci o s 	 T i h o 	 	   	 "8E>	 .	L	(		 -'D*  3H*	 .'EH4	 	 							  				 
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	 (@0,  .K!	 M e n y r a   p a   z e 	 					  				 	 	 	 	 	 	 	 M o d o   s i l e n c i o s o 	 	 	 	 	 	 	 	 I s i l - m o d u a 	 T a h i m i k   n a   m o d a 	 M o d o   s i l e n c i o s o 	 T i n y e   n a   m o o d u   m e c h i e   n 	 M  d   t o s t a c h 
 
 S T R _ I D _ V R S D _ P R O F I L E _ C A N N O T _ S W I T C H 	 V R S D 	 P O P U P 	 C a n   n o t   c h a n g e   m o d e 	 C a n   n o t   c h a n g e   m o d e 	 !qlRc!j_	 elRbc!j_	 D!H*2!2#@%5H"B+!	 N o   s e   p u e d e   c a m b i a r   e l   m o d o 	 N e   p e u t   p a s   c h a n g e r   l e   m o d e   	 K a n n   M o d u s   n i c h t    n d e r n 	 !<5=8BL  @568<  =5  C405BAO	 I m p o s s i b i l e   c a m b i a r e   m o d a l i t  	 D'  JECF  *:J1  FE7	 I m p o s s  v e l   a l t e r a r   m o d o 	 M o d u   d e i _t i r e m i y o r   	 K h  n g   t h   t h a y   i   n h   d n g 	 T i d a k   d a p a t   m e n g u b a h   m o d u s 	 T i d a k   b o l e h   t u k a r   m o d 	 .	K	!	  ,	&	2	(	G		  .	G		  	8	.	0	M	%		 !qlRc!j_	 !qlRc!j_	 ? ? ? ? ? ? 	 A   m  d   n e m   v  l t h a t  	 !qlRc!j_	 ? ? ? ? ? ? 	 !qlRc!j_	 K a n   d e   s t a n d   n i e t   v e r a n d e r e n 	 !qlRc!j_	 !qlRc!j_	 M o d u l   n u   p o a t e   f i   s c h i m b a t 	 !qlRc!j_	 !qlRc!j_	       	 !qlRc!j_	 .	K	!	  ,	&	2	$	  (	>	9	@		 -'D*  B'(D  *:1  F3*	 EH  H  (/D  F  3*'	     	 			  								  				  						  			 .
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  



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  


	   	 N g e k e   i k w a z i   u k u s h i n t s h w a   i m o d i 	 A y i n a k u t s h i n t s h a   i m o 	 H a i w e z i   k u b a d i l i s h a   m o d i 	 K a n   n i e   m o d u s   w y s i g   n i e 	 N e g a l i m a   p a k e i s t i   r e ~i m o 	 R e ~+m u   n e v a r   m a i n +t 	 E i   s a a   r e ~i i m i   m u u t a 	 @vaa~x  yg  xmel  |ejkth	     	 M o d u l   n u   p o a t e   f i   s c h i m b a t 	 .
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	 .K!  *0?,0M$M$(  0?*>0?,  (>9?	 N u k   m u n d   t e   n d r y s h o j e   m e n y r e n 	 			  								  				  							 	 	 	 	 	 	 	 N  o      p o s s  v e l   a l t e r a r   m o d o 	 	 	 	 	 	 	 	 E z i n   d a   m o d u a   a l d a t u 	 H i n d i   m a b a g o   a n g   m o d a 	 N o n   p o d e   c a m b i a r   m o d o 	 E n w e g h i   i k e   g b a n w e   m o o d u 	 N    f  i d i r   a n   m  d   a   a t h r  
 
 S T R _ I D _ V R S I _ A P P 	 V R S I 	 T I T L E 	 V o i c e   c o m m a n d   s e t t i n g s 	 V o i c e   c o m m a n d   s e t t i n g s 	 󗨏X-[	 󗨏Ƌn	 2#1IH23*1H@*5"	 A j u s t e s   d e   m a n d o   d e   v o z 	 R  g l a g e s   d e   c o m m a n d e   v o c a l e 	 V o i c e - B e f e h l s e i n s t e l l u n g e n 	 0AB@>9:0  3>;>A>2KE  :><0=4	 I m p o s t a z i o n i   c o m a n d o   v o c a l e 	 6(7  '9*1'A  'D5H*	 D e f i n i   e s   d o   c o m a n d o   d e   v o z 	 S e s   k o m u t u   a y a r l a r 1	 C  i   t   p h  n   b i t   t i n g 	 P e n g a t u r a n   p e r i n t a h   s u a r a 	 S e t i n g   a r a h a n   s u a r a 	 '	M	5	(	?	  	&	G	6	  8	G		?			M	8		 S t e m m e   K o m m a n d o 	 H l a s o v    p Y k a z 	 P o l e c e n i a   g Bo s o w e 	 H a n g v e z  r l  s   b e  l l  t  s o k 	   n i k o m e n t o 	 T a l e k o m m a n d o 	 H l a s o v    o v l  d a n i e 	 I n s t e l l i n g e n   v a n   s t e m b e s t u r i n g 	 R  s t k o m m a n d o 	 G l a s o v n a   n a r e d b a 	 S e t r i   c o m e n z i   v o c a l e 	 G l a s o v n i   U k a z 	   	     	 ;0A>20  ><0=40	 '	M	5	(	@	  		M		>		 *F8E'*  A1E'F  5H*	 5H*  E'F	   	 								  				  										 
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	 5>/?8M  .>!M	 >;>A>20  :><0=40	 



  





  







	     	 A m a s e t h i n g i   o m y a l e l o   w e z w i 	 U s e t o   l o m y a l e l o   w e l i z w i 	 M i p a n g i l i o   y a   a m r i   y a   s a u t i 	 S t e m o p d r a g i n s t e l l i n g s 	 B a l s o   k o m a n d s  n u o s t a t o s 	 B a l s s   k o m a n d u   i e s t a t +j u m i 	 H   l k  s k l u s e   s  t t e d 	 Aauvaukv  patavk  oauavve	     	 S e t r i   c o m a n d   v o c a l 	 5
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 
 S T R _ I D _ V R S I _ S E T T I N G 	 V R S I 	 I C O N T E X T 	 V o i c e   c o m m a n d   s e t t i n g s 	 V o i c e   c o m m a n d   s e t t i n g s 	 󗨏X-[	 󗨏Ƌn	 2#1IH23*1H@*5"	 A j u s t e s   d e   m a n d o   d e   v o z 	 R  g l a g e s   d e   c o m m a n d e   v o c a l e 	 V o i c e - B e f e h l s e i n s t e l l u n g e n 	 0AB@>9:0  3>;>A>2KE  :><0=4	 I m p o s t a z i o n i   c o m a n d o   v o c a l e 	 6(7  '9*1'A  'D5H*	 D e f i n i   e s   d o   c o m a n d o   d e   v o z 	 S e s   k o m u t u   a y a r l a r 1  	 C  i   t   p h  n   b i t   t i n g 	 P e n g a t u r a n   p e r i n t a h   s u a r a 	 S e t i n g   a r a h a n   s u a r a 	 '	M	5	(	?	  	&	G	6	  8	G		?			M	8		 S t e m m e   K o m m a n d o   O p s  t n i n g 	 N a s t a v e n    h l a s o v  h o   p Y k a z u 	 U s t a w i e n i a   p o l e c e D  g l o s o w y c h 	 H a n g v e z  r l  s   b e  l l  t  s o k 	   n i k o m e n n e o n   a s e t u s 	 T a l e k o m m a n d o i n n s t i l l i n g 	 N a s t a v e n i e   h l a s o v  h o   o v l  d a n i a 	 I n s t e l l i n g e n   v a n   s t e m b e s t u r i n g 	 I n s t  l l n i n g a r   f  r   r  s t k o m m a n d o t 	 P o d e aa v a n j e   g l a s o v n e   n a r e d b e 	 S e t r i   c o m e n z i   v o c a l e 	 N a s t a v i t e v   G l a s o v n e g a   U k a z a 	     	     	 0AB@>920=5  ;0A>20  ><0=40	 '	M	5	(	@	  		M		>	  8	G		?				 *F8E'*  A1E'F  5H*	 5H*  E'F  3yF	     	 								  				  										 
5
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	 5>/?8M  .>!M  8FM?M	 0;0HBC20==O  3>;>A>2>W  :><0=48	 



  





  







	     	 A m a s e t h i n g i   o m y a l e l o   w e z w i 	 U s e t o   l o m y a l e l o   w e l i z w i 	 M i p a n g i l i o   y a   a m r i   y a   s a u t i 	 S t e m o p d r a g i n s t e l l i n g s 	 B a l s o   k o m a n d s  n u o s t a t o s 	 B a l s s   k o m a n d u   i e s t a t +j u m i 	 H   l k  s k l u s e   s  t t e d 	 Aauvaukv  patavk  oauavve	     	 S e t r i   c o m a n d   v o c a l 	 5
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 	 8M50  (?0M&M&G6  8G?	 R e g j i s t r i m e t   e   k o n t r o l l i t   t e   z e r i t 	 					  							  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c o m a n d o   d e   v o z 	 	 	 	 	 	 	 	 A h o t s - a g i n d u   e z a r p e n a k 	 M g a   s e t t i n g   n g   b o s e s   n a   u t o s 	 C o n f i g u r a c i  n   d e   c o m a n d o s   d e   v o z 	 H a z i e   o l u   n t i m i i w u   g a 	 S o c r u i t h e   o r d u i t h e   g u t h a 
 
 S T R _ I D _ V R S I _ I N I T _ P R O C E S S I N G 	 V R S I 	 P O P U P C O N F I R M 	 V R   i n i t i a l i z i n g 	 V R   i n i t i a l i z i n g 	 󗨏XRYS-N	 󗨏Ƌck(WRYS	 3%11IH2@#4H!I  V R 	 I n i c i a n d o   r e c o n o c i m i e n t o   d e   v o z 	 I n i t i a l i s a t i o n   V R 	 V R - I n i t i a l i s i e r u n g 	 =8F80;870F8O  @0A?>7=020=8O  @5G8	 I n i z i a l i z z a z i o n e   V R 	 *GJ&)  'DH'B9  'D'A*1'6J	 A   i n i c i a l i z a r   R V 	 V R   b a _l a t 1l 1y o r   	 a n g   k h i   c h y   p h  n   b i t   t i n g 	 V R   m e n g i n i s i a l i s a s i 	 M e m u l a k a n   V R 	 V R   6	A	0	B		 I n i t i a l i s e r e r   S t e m m e   G e n k e n d e l s e 	 I n i c i a l i z a c e   V R 	 Z a p o c z t k o w a n i e   r o z p o z n a w a n i a   g Bo s o w e g o   	 V R   i n i c i a l i z  l  s   f o l y a m a t b a n 	   V R   v a l m i s t e l l a a n 	 V R - o p p s t a r t 	 I n i c i a l i z  c i a   V R 	 V R   w o r d t   g e  n i t i a l i s e e r d 	 V R   p  b  r j a r 	 V R   i n i c i j a l i z a c i j a 	 I n i ci a l i z a r e   V R 	 V R   Z a 
e n j a n j e 	   V R 	     V R 	 V R   =8F80;870F8O	 5	M	9	@	  	0	  	(	?	6	?	2	>	/		?				 V R   /1  -'D  1'G  'F/'2	 H  'S1  'S:'2'1	   	 		. 		  											  					 5
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	 V R   	 K u q a l i s w a   i - V R 	 U k u q a l i s a   i - V R 	 I n a a n z i s h a   V R 	 S t e m h e r k e n n i n g   i n i s i e e r   t a n s 	 P a l e i d ~i a m a s   b a l s o   a t p a ~i n i m a s 	 V R   i n i c i a l i z c i j a 	 V R   l  h t e s t a m i n e 	 V R   cxnaoxt	 V R -   	 I n i ci a l i z a r e   V R 	 V R   $
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 
 S T R _ I D _ V R S I _ E N A B L E _ R C G 	 V R S I 	 I C O N T E X T 	 V o i c e   r e c o g n i t i o n   s w i t c h 	 V o i c e   r e c o g n i t i o n   s w i t c h 	 󗨏Xܕ	 󗨏Ƌ _sQ	 *%12#3A@*5"	 C a m b i o   d e   r e c o n o c i m i e n t o   d e   v o z 	 S  l e c t e u r   d e   r e c o n n a i s s a n c e   d e   p a r o l e 	 V o i c e - E r k e n n u n g s s c h a l t e r 	 5@5:;NG5=85  @0A?>7=020=8O  @5G8	 A t t i v a z i o n e   c o m a n d o   v o c a l e 	 'D*91A  9DJ  'D5H*  'D*-HD	 S e l e c t o r   d e   r e c o n h e c i m e n t o   d e   v o z 	 S e s   k a y 1t   d  m e s i   	 T t   m     p h  n   b i t   t i n g 	 T o m b o l   p e n g e n a l a n   s u a r a 	 T u k a r   p e n g e c a m a n   s u a r a 	 '	M	5	(	?	  *	9		>	(	  8	M	5	?			 A k t i v e r   G e n k e n d e l s e 	 P o v o l i t   r o z p o z n  v  n  	 U m o |l i w i a j   r o z p o z n a w a n i e 	 F e l i s m e r  s   e n g e d  l y e z  s e 	 O t a   k  y t t   n   t u n n i s t u s 	 A k t i v e r   g j e n k j e n n e l s e 	 P o v o l i e  r o z p o z n  v a n i e 	 S c h a k e l a a r   v a n   s t e m h e r k e n n i n g 	 S l    p    i d e n t i f i e r i n g 	 O m o g u i   p r e p o z n a v a n j e 	 C o m u t a r e   r e c u n o a _t e r e   v o c e 	 O m o g o 
i   P r e p o z n a v o 	   	     	  07@5H8   07?>7=020=5	 	8	.	0	M	%	  .	>	(	M	/	$	>		 3H&  4F'3'  5/'	 ~'F  H  B'(D  (F'&	     	 								  					  					 *
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 s l i c 	 D o s t o s o w a n i e   z n a k  w 	 S z  m j e g y   a d a p t  l  s a 	 L u k u a d a p t a a t i o 	 S i f f e r t i l p a s n i n g 	 A d a p t  c i a   
 s l i c 	 C i j f e r a a n p a s s i n g 	 S i f f e r a n p a s s n i n g 	 B r o j e v n a   p r i l a g o d b a 	 A d a p t a r e   d i g i t a l 	 S p r e j e m   `t e v i l k   	   	   	 &8D@>20  40?B0F8O	 !	?		@		  	!	>	*	M	6	(		 3'2'1  1BE	 ,y  '  9ED  *H'AB	   	 						  									  						  						 !
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	   	 I - D i g i t   a d a p t a t i o n 	 U k u m e l a n a   k w e m i v o 	 U c h u k u a j i   d i j i t i 	 S y f e r a a n p a s s i n g 	 S k a i t m e n i n   a d a p t a c i j a 	 C i p a r u   p i e l g o aa n a 	 A r v u d e   k o h a n d u s 	 9~aukv  pataext	   	 A d a p t a r e   d i g i t a l 	 !
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 
 S T R _ I D _ V R S I _ R E D I A L _ D I A L E D 	 V R S I 	 P O P U P C O N F I R M 	 D i a l e d   n u m b e r 	 D i a l e d   n u m b e r 	 ]dq	 ]b5u݋	 +!2"@%5HB#	 N  m e r o s   m a r c a d o s 	 N u m  r o   c o m p o s  	 E i n g e w  h l t e   N u m m e r 	 01@0==K9  =><5@	 N u m e r o   c h i a m a t o 	 1BE  'D'*5'D	 N  m e r o   m a r c a d o 	 A r a n a n   n u m a r a   	 C  c   c u c      g i 	 N o m o r   y a n g   d i h u b u n g i 	 N o m b o r   d i d a i l 	 !	>	/	2	  	?	/	>	  	/	>	  (	.	M	,	0		 O p k a l d t   N u m m e r 	 V y t  
e n    
 s l o 	 W y b i e r a n e   n u m e r y 	 H  v o t t   s z  m 	 S o i t .   p u h e l u t 	 O p p r i n g t   n u m m e r 	 V y t o 
e n    
 s l o 	 G e k o z e n   n u m m e r 	 U p p r i n g d a   n u m m e r 	 B i r a n i   b r o j 	 N u m r   f o r m a t 	 K l i c a n e   `t e v i l k e 	     	   	 01@0=  =><5@	 !	>	/	2	  	G	2	G	2	G	  	M	0	.	>				 4E'1G  1A*G  4/G	 '&D  '  H'  FE(1	     	 					  			  						 !
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	     	 I n a m b a   e d a y e l i w e 	 I n o m b o l o   e d a y e l i w e y o 	 N a m b a r i   i l i o p i g w a 	 G e s k a k e l d e   n o m m e r 	 R i n k t a s   n u m e r i s 	 Z v a n +t a i s   n u m u r s 	 V a l i t u d   n u m b e r 	 @a~a~an  pata	   	 N u m r   f o r m a t 	 !
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 
 S T R _ I D _ V R S I _ R E D I A L _ M I S S E D 	 V R S I 	 P O P U P C O N F I R M 	 M i s s e d   c a l l 	 M i s s e d   c a l l 	 *gcO	 *gceg5u	 *2"5HD!HDI#1	 L l a m a d a   p e r d i d a 	 A p p e l   e n   a b s e n c e 	 V e r p a s s t e r   A n r u f 	 @>?CI5==K9  2K7>2	 C h i a m a t a   p e r s a 	 'DEC'DE)  DE    J1/  9DJG'	 C h a m a d a   p e r d i d a 	 C e v a p s 1z   a r a m a 	 C u c   g i   l 	 P a n g g i l a n   t i d a k   t e r j a w a b 	 P a n g g i l a n   t i d a k   d i j a w a b 	 	B		@	  	I	2	G			 M i s t e t   o p k a l d 	 Z m e ak a n    h o v o r 	 P o Bc z e n i a   n i e o d e b r a n e 	 E l m u l a s z t o t t   h  v  s 	 V a s t a a m a t t o m a t   p u h e l u t 	 T a p t   a n r o p 	 N e p r i j a t    h o v o r 	 G e m i s t e   o p r o e p 	 O b e s v a r a d e   s a m t a l 	 P r o p u at e n i   p o z i v 	 A p e l   n e p r e l u a t 	 Z g r e ae n   k l i c 	     	   	 @>?CA=0B>  ?>28:20=5	 8	A		2	G	2	G	  	I	2	M	8		 *E'3  (  ~'3.	 E3  'D	   	 			  			  			 
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	   	 I n a m b a   e p h u t h e l w e 	 I f o w n i   e p h o s i w e y o 	 S i m u   a m b a z o   h a z i k u j i b i w a 	 G e m i s t e   o p r o e p 	 P r a l e i s t a s   s k a m b u t i s 	 N e a t b i l d t s   z v a n s 	 V a s t a m a t a   k  n e 	 2aixrv~an  oavy	   	 A p e l   n e p r e l u a t 	 .
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 
 S T R _ I D _ V R S I _ R E D I A L _ R E C E I V E D 	 V R S I 	 P O P U P C O N F I R M 	 R e c e i v e d   c a l l 	 R e c e i v e d   c a l l 	 ]cO	 ]ceg5u	 *2"5H#1	 L l a m a d a   r e c i b i d a 	 A p p e l   r e  u 	 E m p f a n g e n e r   A n r u f 	 @8=OBK9  2K7>2	 C h i a m a t a   r i c e v u t a 	 'DEC'DE'*  'DE3*DE)	 C h a m a d a   r e c e b i d a 	 G e l e n   a r a m a   	 C u c   g i   n 	 P a n g g i l a n   d i t e r i m a 	 P a n g g i l a n   d i t e r i m a 	 *	M	0	>	*	M	$	  	I	2		 M o d t a g e t   o p k a l d 	 P Yi j a t    h o v o r 	 O d e b r a n e   p o Bc z e n i a 	 B e j  v Q  h  v  s 	 V a s t a a n o t e t u t   p u h e l u t 	 M o t t a t t   a n r o p 	 P r i j a t    h o v o r 	 O n t v a n g e n   o p r o e p 	 B e s v a r a d e   s a m t a l 	 D o l a z n i   p o z i v i 	 A p e l   p r i m i t 	 S p r e j e t   k l i c 	     	   	 @85B>  ?>28:20=5	 	G	$	2	G	2	G	  	I	2		 *E'3  /1'A*  4/G	 EH5HD  'D	   	   							  			 *
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 
 S T R _ I D _ V R S I _ P R O F I L E _ S I L E N T 	 V R S I 	 P O P U P C O N F I R M 	 S i l e n t   m o d e 	 S i l e n t   m o d e 	 \!j_	 Y!j_	 B+!@5"	 M o d o   s i l e n c i o s o 	 M o d e   s i l e n c i e u x 	 L a u t l o s m o d u s 	 57  72C:0	 M o d a l i t    s i l e n z i o s a 	 4CD  'D5'E)	 M o d o   s i l  n c i o 	 S e s s i z   m o d   	 C h     i m   l n g 	 M o d u s   d i a m 	 M o d   s e n y a p 	 .	B		  .	K	!		 T a v s   T i l s t a n d 	 T i c h    r e ~i m 	 T r y b   m i l c z y 	 H a l k   m  d 	   n e t  n 	 S t i l l e m o d u s 	 T i c h    r e ~i m 	 S t i l l e   s t a n d 	 T y s t p r o f i l 	 T i h i   n a 
i n   r a d a 	 M o d   s i l e n ci o s 	 N a 
i n   T i h o 	   	   	 "8E   568<	 .	L	(	  .	K	!		 -'D*  3H*	 .'EH4  EH	   	 							  				 
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 
 S T R _ I D _ V R S I _ S H O R T C U T _ I T E M 	 V R S I 	 P O P U P C O N F I R M 	 S h o r t c u t   i t e m 	 S h o r t c u t   i t e m 	 _wcRv	 _wcRyv	 #2"2#8H!%1	 E l e m e n t o   d e   a c c e s o   d i r e c t o 	 E l  m e n t   d e   r a c c o u r c i 	 A b k  r z u n g s e l e m e n t 	 KAB@K9  4>ABC?	 E l e m e n t o   s c o r c i a t o i a 	 '4J'!  'D'.*5'1	 I t e m   d e   a t a l h o 	 K 1s a y o l   m a d d e s i   	 H n g   m c   p h  m   t t 	 I t e m   c a r a   p i n t a s 	 I t e m   p i n t a s a n 	 6	I	0	M				  5	8	M	$	A				 G e n v e j s   P o s t 	 Z k r a t k a 	 S k r  t y 	 P a r a n c s i k o n 	 P i k a v a l i n t a k o h t a 	 S n a r v e i o b j e k t 	 S k r a t k o v    p o l o ~k a 	 S n e l k o p p e l i n g s o b j e c t 	 G e n v  g 	 S t a v k a   p r e 
a c a 	 A r t i c o l   c o m a n d   r a p i d 	 P r e d m e t   B l j i ~n i c e 	   	     	 (>@B:JB  >15:B	 6	I	0	M				  	/		G	.		 2FG  E'F(1	 4'1y  y  'S&yE	   	 							  					 
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 
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T1z	 W^
Ty	 
7H-@!7-	 N o m b r e   d e   c i u d a d 	 N o m   d e   l a   v i l l e 	 S t a d t n a m e 	 >@>4	 N o m e   c i t t  	 '3E  'DE/JF)	 N o m e   d a   c i d a d e 	 ^e h i r   a d 1  	 T  n   t h  n h   p h 	 N a m a   k o t a 	 N a m a   b a n d a r 	 6	9	0	  	>	  (	>	.		 B y n a v n 	 N  z e v   m s t a 	 N a z w a   m i a s t a 	 T e l e p  l  s n  v 	 K a u p u n k i 	 B y 	 N  z o v   m e s t a 	 N a a m   v a n   s t a d 	 S t a d s n a m n 	 I m e   g r a d a 	 N u m e   o r a _	 I m e   M e s t a 	   	   	 <5  =0  @04	 8	?		@	  (	>		5		 F'E  4G1	 F'E  41	   	 					  				 6
9
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>
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	 8?@  *G0A	 0720  <VAB0	 






  


	   	 I g a m a   l e d o l o b h a 	 I g a m a   l e s i x e k o 	 J i n a   l a   m j i 	 S t a d   s e   n a a m 	 M i e s t o   p a v a d i n i m a s 	 P i l s t a s   n o s a u k u m s 	 L i n n a   n i m i 	 Tarak  av~avxt	   	 N u m e   o r a _	 8
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	 890  (>.	 E m r i   I   q y t e t i t 	 			  				 	 	 	 	 	 	 	 N o m e   d a   c i d a d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S I _ H E L P _ P R O M P T 	 V R S I 	 U N L I M 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 S(ucN  Sbqf}< oa}N> gb< oa}N> gb< W^> Bf_U< _wcR> Rc< `X!j_> xeW[d_▋f0	 S(ucN  Sb5u݋~< T|N> g~b< T|N> g~b< W^> e _/T< _wcR> Rbc< `of!j_> peW[bSy _.^R0	 3*1H5HC
IDI:   B#< 9I4H-> ,   I+2< 9I4H-> ,   I+2@'%2-  < @!7-> ,   @4  < 8H!%1> ,   *%1D"1  < B#D%L> ,   +!2"@%,   %2H-,   '45C
I	 C o m a n d o s   d i s p o n i b l e s :   L l a m a r   a   < C o n t a c t o > ,   b u s c a r   a   < C o n t a c t o > ,   b u s c a r   h o r a   d e   < C i u d a d > ,   A b r i r   < A c c e s o   d i r e c t o > ,   c a m b i a r   a   < P e r f i l > ,   m a r c a d o   d i g i t a l ,   a d i  s ,   a y u d a . 	 C o m m a n d e s   d i s p o n i b l e s   :   A p p e l e r   < C o n t a c t > ,   t r o u v e r   < C o n t a c t > ,   t r o u v e r   h e u r e   d e   < V i l l e > ,   o u v r i r   < R a c c o u r c i > ,   a l l e r      < P r o f i l > ,   c o m p o s i t i o n   d e   c h i f f r e ,   a u   r e v o i r ,   a i d e . 	 V e r f  g b a r e   B e f e h l e :   < K o n t a k t >   a n r u f e n ,   < K o n t a k t >   f i n d e n ,   < S t a d t > - Z e i t   f i n d e n ,   < A b k  r z u n g >    f f n e n ,   z u m   < P r o f i l >   w e c h s e l n ,   Z i f f e r n e i n w a h l ,   A u f   W i e d e r s e h e n ,   H i l f e . 	 >ABC?=K5  :><0=4K:   2K7>2  < 01>=5=B0> ,   =09B8  < 01>=5=B0> ,   C7=0BL  2@5<O  < 3>@>4> ,   >B:@KBL  < O@;K:> ,   ?5@5:;NG8BLAO  < ?@>D8;L> ,   =01@0BL  =><5@,   4>  A2840=8O,   A?@02:0. 	 C o m a n d i   d i s p o n i b i l i :   C h i a m a < C o n t a t t o > ,   t r o v a   < C o n t a t t o > ,   t r o v a   o r a   < C i t t  > ,   a p r i   < s c o r c i a t o i a > ,   p a s s a   a   < P r o f i l o > ,   d i g i t a ,   c i a o ,   G u i d a . 	   #E1:   '*5'D< E*5D> ,   (-+  < E*5D> ,   (-+  < E/F>   HB*,   A*-  < '.*5'1> ,   *-HJD  'DJ  < 4CD> ,   '*5'D  'D1BEJ,   E9  'D3D'E, E3'9/. 	 C o m a n d o s   d i s p o n  v e i s :   C h a m a r   < C o n t a c t o > ,   l o c a l i z a r   < C o n t a c t o > ,   l o c a l i z a r   < C i d a d e >   h o r a ,   a b r i r   < A t a l h o > ,   m u d a r   p a r a   < P e r f i l > ,   m a r c a   o   p o r   n  m e r o ,   a t    l o g o ,   a j u d a .   	 M e v c u t   K o m u t l a r :   C a l l   < A r a > ,   b u l   < A r a > ,   b u l   < ^e h i r >   s a a t ,   a  1k   < K 1s a y o l > ,   d e i _t i r   < P r o f i l > ,   n u m a r a   a r a m a ,   h o _ a k a l ,   y a r d 1m . 	 C  u   l n h   c    t h   d  n g : g i   i n   c h o < n g i   c n   l i  n   h > , t  m < n g i   c n   l i  n   h > , t  m   < t h  n h   p h > t h i   g i a n , m < p h  m   t t > , t h a y   i < c h     b i   c n h > , q u a y   s ,   r i   k h i , g i  p   . 	 P e r i n t a h   y a n g   t e r s e d i a :   P a n g g i l   < K o n t a k > ,   c a r i   < K o n t a k > ,   c a r i   w a k t u   < K o t a > ,   b u k a   < C a r a   p i n t a s > ,   a l i h k a n   k e   < P r o f i l > ,   n o m o r   p a n g g i l a n   k e l u a r ,   s e l a m a t   t i n g g a l ,   b a n t u a n . 	 A r a h a n   t e r s e d i a :   P a n g g i l a n   < K e n a l a n > ,   c a r i   < K e n a l a n > ,   c a r i   < B a n d a r >   m a s a ,   b u k a   < P i n t a s a n > ,   t u k a r   k e p a d a   < P r o f i l > ,   d a i l   d i g i t ,   s e l a m a t   t i n g g a l ,   b a n t u a n . 	 		*	2	,	M	'	  	&	G	6		  	I	2	  < 8	.	M	*	0	M		> ,   	K		G		  < 8	.	M	*	0	M		> ,   	K		G		  < 6	9	0	>   8	.	/	,   	K	2	G		  < 6	I	0	M				> ,   < *	M	0	K	+	>		2	>   ,	&	2	G		,   			  !	>	/	2	,   ,	>		,   8	9	>	/	$	>		 T i l g  n g e l i g e   k o m m a n d o e r :   O p k a l d ,   F o r e s p  r g ,    b n ,   B y t ,   T a l e o p k a l d ,   A f s l u t ,   H j  l p . 	 D o s t u p n    p Y k a z :   V y t o 
,   D o t a z ,   O t e v Yi ,   P Ye p n i ,   V y t o 
  
 s l o ,   O d e j d i ,   N  p o v d a . 	 D o s t p n e   p o l e c e n i a :   W y b i e r z ,   P y t a j ,   O t w  r z ,   P r z e l a c z ,   W y b i e r z   c y f r y ,   W y j [c i e ,   P o m o c . 	 R e n d e l k e z  s r e    l l    p a r a n c s o k :   C a l l   < K a p c s o l a t > ,   f i n d   < K a p c s o l a t > ,   f i n d   < V  r o s >   t i m e ,   o p e n   < P a r a n c s i k o n > ,   s w i t c h   t o   < P r o f i l > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 M a h d o l l i s e t   k o m e n n o t :   v a l i t s e   n u m e r o ,   k y s e l y ,   a v a a ,   v a i h d a ,   n u m e r o v a l i n t a ,   p o i s t u ,   o h j e 	 T i l g j e n g e l i g e   k o m m a n d o e r :   R i n g ,   s p  r ,    p n e ,   b y t t ,   d i g i t a l   o p p r i n g i n g ,   a v s l u t t ,   h j e l p . 	 D o s t u p n    p r  k a z y :   V y t o 
i e,   Z i s t i e,   O t v o r i e,   P r e p n  e,   V y t o 
i e  
 s l o ,   O d  s e,   N  p o v e d a 	 B e s c h i k b a r e   o p d r a c h t e n :   B e l   < C o n t a c t p e r s o o n > ,   v i n d   < C o n t a c t p e r s o o n > ,   v i n d   t i j d   i n   < S t a d > ,   o p e n   < S n e l k o p p e l i n g > ,   s c h a k e l   n a a r   < P r o f i e l > ,   c i j f e r   k i e z e n ,   t o t   z i e n s ,   h e l p . 	 T i l l g  n g l i g a   k o m m a n d o n :   S l    n u m m e r ,   s k i c k a   f  r f r  g a n ,    p p n a ,   v  x l a ,   d i g i t a l   u p p r i n g n i n g ,   a v s l u t a ,   h j  l p 	 R a s p o l o ~i v e   n a r e d b e :   B i r a j   < k o n t a k t > ,   T r a ~i   < k o n t a k t >   ,   O t v o r i   < p r e 
i c a > ,   P r i j e i   n a   < p r o f i l > ,   D i g i t a l n o   b i r a n j e ,   D o v i e n j a ,   P o m o 	 C o m e n z i   d i s p o n i b i l e :   a p e l a r e   < C o n t a c t > ,   g s i r e   < C o n t a c t > ,   g s i r e   f u s   o r a r   < O r a _> ,   d e s c h i d e r e   < C o m a n d   r a p i d > ,   c o m u t a r e   l a   < P r o f i l > ,   a p e l a r e   d e   l a   t a s t a t u r ,   l a   r e v e d e r e ,   a j u t o r . 	 D o s t o p n i   u k a z i :   K l i 
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	   :       < > ,     < > ,     < >   ,     <  > ,         < > ,     ,     ,   . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 B e s k i k b a r e   b e v e l e :   B e l   < C o n t a c t > ,   v i n d   < C o n t a c t > ,   v i n d   < C i t y >   t y d ,   o o p m a a k   < S h o r t c u t > ,   s k a k e l   o o r   n a   < P r o f i l e > ,   s y f e r s k a k e l i n g ,   t o t   s i e n s ,   h u l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 A v a i l a b l e   c o m m a n d s :   C a l l   < C o n t a c t > ,   f i n d   < C o n t a c t > ,   f i n d   < C i t y >   t i m e ,   o p e n   < S h o r t c u t > ,   s w i t c h   t o   < P r o f i l e > ,   d i g i t   d i a l ,   g o o d b y e ,   h e l p . 	 	 	 K o m a n d a   t e   l i r a :   T e l e f o n o   < K o n t a k t > ,   g j e j   < k o n t a k t > ,   g j e j   < Q y t e t >   o r a ,   h a p   < S h k u r t e s a > ,   s h k e m b e   t e k   < P r o f i l i > ,   r e n i a   d i x h i t a l e ,   m i r u p a f s h i m ,   n d i h m e . 	 						  											:   		  < 							> ,   						  < 							> ,   						  < 			>   			,   				  < 					> ,   				  			  < 			' 				> ,   					  					,   					,   						 	 	 	 	 	 	 	 C o m a n d o s   d i s p o n  v e i s :   C h a m a r   < C o n t a t o > ,   e n c o n t r a r   < C o n t a t o > ,   e n c o n t r a r   h o r a   d e   < C i d a d e > ,   a b r i r   < a t a l h o > ,   t r o c a r   p a r a   < P e r f i l > ,   d i s c a g e m   d e   d  g i t o ,   a t    l o g o ,   a j u d a . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S I _ G R A M M A R 1 _ P R O M P T 	 V R S I 	 P O P U P C O N F I R M 	 S a y   c o m m a n d 	 S a y   c o m m a n d 	 ˊcN	 cN	 93*1H	 D e c i r   c o m a n d o 	 D i t e s   l a   c o m m a n d e 	 B e f e h l   s a g e n 	 @>87=5A8B5  :><0=4C	 D i r e   c o m a n d o 	 BD  #E1	 D i z e r   c o m a n d o 	 K o m u t   v e r   	 H  y   c   c  u   l n h 	 S e b u t k a n   p e r i n t a h 	 S e b u t   a r a h a n 	 	&	G	6	  &	G			 S i g   v e n l i g s t   k o m m a n d o 	 V y Yk n t e   p r o s  m   r o z k a z 	 P r o s z   w y p o w i e d z i e   p o l e c e n i e 	 K  r e m ,   m o n d j a   b e   a   p a r a n c s o t 	 S a n o   k  s k y 	 V e n n l i g s t   u t t a l   k o m m a n d o 	 V y s l o v t e   p r  k a z ,   p r o s  m 	 Z e g   e e n   o p d r a c h t 	 U t t a l a   r  s t k o m m a n d o t 	 M o l i m o   i z r e c i t e   n a r e d b u 	 V   r u g m   s   r o s t i ci   c o m a n d a 	 P r o s i m   g o v o r i   u k a z 	     	   	 P l e a s e   s p e a k   c o m m a n d 	 	C	*	/	>	  		M		>	  &	G			 A*F  A1E'F	 E'F  	   	 				  					 
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	   	 Y i s h o   u m y a l e z o 	 Y i t s h o   u m y a l e l o 	 S e m a   a m r i 	 S    o p d r a g 	 S a k y t i   k o m a n d 	 S a k i e t   k o m a n d u 	  t l e   k  s k 	 1a}avel  patav	   	 V   r u g m   s   r o s t i ci   c o m a n d a 	 
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 
 S T R _ I D _ V R S I _ G R A M M A R 2 _ P R O M P T 	 V R S I 	 P O P U P 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   	gYP_x	   	gY*NSx	 !5!2'H2+6H+!2"@%	   T i e n e   m  s   d e   u n   n  m e r o , 	   P o s s  d e   p l u s   d  u n   n u m  r o , 	   H a t   m e h r   a l s   e i n e   N u m m e r , 	   8<55B  =5A:>;L:>  =><5@>2, 	 H a   p i    d i   u n   n u m e r o , 	 #C+1  EF  9//  H'-/	 T e m   m a i s   d e   u m   n  m e r o , 	 B i r d e n   f a z l a   n u m a r a   v a r , 	 C    n h i u   s   i n   t h o i , 	   M e m i l i k i   l e b i h   d a r i   s a t u   n o m o r , 	 M e m p u n y a i   l e b i h   d a r i p a d a   s a t u   n o m b o r , 	 		  8	G	  	'	?		  (	.	M	,	0	  9	H		   h a r   f l e r e   n u m r e , 	   m    v  c e   
 s e l , 	 p o s i a d a   k i l k a   n u m e r  w , 	   t  b b   t e l e f o n s z  m m a l   r e n d e l k e z i k 	   o n   u s e i t a   n u m e r o i t a , 	   h a r   f l e r e   n u m m e r , 	   m    v i a c e j   
 s i e l 	 H e e f t   m e e r   d a n   e e n   n u m m e r 	 h a r   f l e r   n u m m e r 	   i m a   v i ae   b r o j e v a , 	 A r e   m a i   m u l t e   n u m e r e , 	 i m a   v e 
k r a t n a   at e v i l a , 	     , 	         	   h a s   m u l t i p l e   n u m b e r s , 	 	(	G		  	M	0	.	>				 /'1'  (4  '2    4E'1G  '3*	 '  FE(1  3  2'/	         	 				  				  					  			, 	 
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, 	         , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H e t   m e e r   a s   e e n   n o m m e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	   H a s   m o r e   t h a n   o n e   n u m b e r , 	 	 	 K a   m e   s h u m e   s e   n j e   n u m e r 	 						  				  					  					  					, 	 	 	 	 	 	 	 	   P o s s u i   m a i s   d e   u m   n  m e r o , 
 
 S T R _ I D _ V R S I _ G R A M M A R 2 _ P R O M P T _ M O B I L E 	 V R S I 	 P O P U P 	 m o b i l e 	   m o b i l e 	 Kb_j	 Kb:g	 !7-7-	   m  v i l 	   p o r t a b l e 	   M o b i l 	   <>18;L=K9	 c e l l u l a r e 	 ,H'D	 m  v e l 	 m o b i l   	 M  y 	   p o n s e l 	 m u d a h   a l i h 	 .	K	,	>		2		 m o b i l 	 m o b i l 	 K o m  r k a 	 m o b i l 	 k  n n y k k  	 m o b i l 	 m o b i l n  	 m o b i e l 	 m o b i l 	 m o b i l n i 	 m o b i l 	 m o b i l e n 	 	 	 <>18;5=	 .	K	,	>		2		 GE1'G	 EH('&D	 	 							 .
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	   	 i - m o b i l e 	 i m o b h a y l e 	 r u n u n u 	   s e l f o o n 	   m o b i l u s 	   m o b i l a i s 	   m o b i i l 	 b{{aukv	 	   m o b i l 	 .
J
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 	 .K,>2	 c e l u l a r 	 							 	 	 	 	 	 	 	   m  v e l 
 
 S T R _ I D _ V R S I _ G R A M M A R 2 _ P R O M P T _ H O M E 	 V R S I 	 P O P U P 	 h o m e 	   h o m e 	 [	 [̑	 I2	   c a s a 	   m a i s o n 	   P r i v a t 	   4><0H=89	 a b i t a z i o n e 	 'D(J*	 c a s a 	 e v   	 N h  	   r u m a h 	 r u m a h 	 	0	  	 h j e m 	 d o m o	 D o m o w y 	 o t t h o n i 	 k o t i 	 h j e m 	 d o m o v 	 t h u i s 	 h e m 	 k u n i 	 a c a s 	 d o m 	 	 	 4><	 	0		 EF2D	 E'F	 	 			 

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  9
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  	 2M2A	 4><0H=V9	 

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@

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 
 S T R _ I D _ V R S I _ G R A M M A R 2 _ P R O M P T _ O F F I C E 	 V R S I 	 P O P U P 	 o f f i c e 	   o f f i c e 	 lQS	 lQS	 *312	   o f i c i n a 	   b u r e a u 	   B  r o 	   @01>G89	 u f f i c i o 	 'D41C)	 e m p r e g o 	 o f i s   	 C  n g   t y 	   k a n t o r 	 p e j a b a t 	 	>	0	M	/	>	2	/		 k o n t o r 	 p r  c e 	 B i u r o 	 m u n k a h e l y i 	 t o i m i s t o 	 k o n t o r 	 d o   p r  c e 	 k a n t o o r 	 k o n t o r e t 	 u   u r e d u 	 b i r o u 	 p i s a r n a 	 	 	 >D8A	 	+	?	8		 '/'1G	 "A3	 	 					 &
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 
 S T R _ I D _ V R S I _ G R A M M A R 2 _ P R O M P T _ F A X 	 V R S I 	 P O P U P 	 f a x 	   f a x 	 Pw	  Ow	 B#*2#	   f a x 	   f a x 	   F a x 	   D0:A	 f a x 	 'DA'C3	 f a x 	 f a k s 	 f a x 	   f a k s 	 f a k s 	 +	H		M	8		 f a x 	 f a x 	 f a k s 	 f a x 	 F a k s i 	 f a k s 	 f a x 	 f a x 	 f a x 	 f a k s 	 f a x 	 f a k s 	 	 	 D0:A	 +	E		M	8		 A3	 A3	   	 								 +
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  	 +M/>M8M	 D0:A	 



	   	 i f e k s i 	 i f e k s i 	 f a k s i 	   f a k s 	   f a k s a s 	   f a k s s 	   f a k s 	 a}	 	   f a x 	 +
>
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 
 S T R _ I D _ V R S I _ G R A M M A R 2 _ P R O M P T _ C A N C E L 	 V R S I 	 P O P U P 	 o r   c a n c e l ? 	   o r   c a n c e l ? 	   bSm	   bSm	 +#7-"@%4? 	    o   c a n c e l a r ? 	   o u   a n n u l e r  ? 	   o d e r   a b b r e c h e n ? 	   8;8  >B<5=8BL? 	 o   a n n u l l a ? 	 #H    'D:'!	 o u   c a n c e l a r ? 	 v e y a   i p t a l   e d i l s i n   m i ?   	 H o c   h y ?   	   a t a u   b a t a l k a n ? 	 a t a u   b a t a l ? 	 /	>	  0	&	M	&	? 	   e l l e r   a f b r y d 	   n e b o   z r u ai t 	 l u b   A n u l u j 	   v a g y   m  g s e 	 t a i   p e r u u t a 	   e l l e r   a v b r y t 	   a l e b o   z r u ai e	 o f   a n n u l e r e n ? 	 e l l e r   a v b r y t 	   i l i   o d u s t a n i 	 s a u   r e v o c a ci ? 	 a l i   p r e k l i 
i 	   	   ? 	   8;8  >B:07	 	?		5	>	  0	&	M	&		 '  D:H  4H/	 '  EF3H.  ,&	     	 				  					? 	 
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  

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 
 S T R _ I D _ V R S I _ G R A M M A R 3 _ P R O M P T 	 V R S I 	 P O P U P 	 T h e r e   a r e   m o r e   t h a n   o n e   	 T h e r e   a r e   m o r e   t h a n   o n e   	 ~b0RYMO  	 ~b0RYMO  	 !5!2'H2+6H	 H a y   m  s   d e   u n o 	 I l   y   a   p l u s i e u r s   	 E s   g i b t   m e h r   a l s   e i n e   	 ABL  =5A:>;L:>  	 C '    p i    d i   u n 	 H  GF'C  #C+1  EF  H'-/	 E x i s t e   m a i s   d o   q u e   u m 	 B i r d e n   f a z l a   v a r   	 T  m   t h y   n h i u   s 	 A d a   l e b i h   d a r i   s a t u 	 T e r d a p a t   l e b i h   d a r i p a d a   s a t u 	 		  8	G	  	'	?		  9	H			 F u n d e t   f l e r e 	 N a j  t   n k o l i k 	 Z n a j d z  k i l k a 	 T  b b   t a l  l a t 	 L  y t y i   m o n t a   	 F u n n e t   f l e r e 	 N i e k o >k o   n  j d e n  c h 	 E r   i s   m e e r   d a n   e e n 	 M e r    n   e t t    r   t i l l g  n g l i g a 	 P r o n a aa o   n e k o l i k o : 	 A u   f o s t   g s i t e   m a i   m u l t e 	 N a j d e n o   n e k a j 	       	     	 O:>;:>  =0<5@5=8	 /	G	%	G	  		>	*	G		M	7	>	  	>	8	M	$	  	9	G		 (4  '2    H,H/  /'1/	 '  3  2'/  	         	 						  				  				  				 
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  

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  

	       	 K u k h o n a   o k u n g a p h e z u   k o k u k o d w a 	 Z i n g a p h e z u l u   k e s i n y e 	 K u n a   z a i d i   y a   m o j a 	 D a a r   i s   m e e r   a s   e e n   	 Y r a   d a u g i a u   n e g u   v i e n a s   	 I r   v a i r k   p a r   v i e n u 	 N e i d   o n   r o h k e m   k u i    k s   	 ?a  a~elk  av  teoh	     	 A u   f o s t   g s i t e   m a i   m u l t e   	 
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NvpeW[	 B#91'@%+%1@*5"5J	 D i g a   l o s   d  g i t o s   d e s p u  s   d e l   p i t i d o 	 V e u i l l e z   d i r e   l e s   c h i f f r e s   a p r  s   l e   b i p 	 N a c h   P i e p s t o n   b i t t e   Z i f f e r n f o l g e   s a g e n 	 @>48:BC9B5  ?>A;54>20B5;L=>ABL  F8D@  ?>A;5  3C4:0	 D i r e   l a   s t r i n g a   d e l l a   c i f r a   d o p o   i l   s e g n a l e 	 'B1#  1BE  (9/  'D5A'1)	 D i g a   a   c o m b i n a   o   d e   n  m e r o s   a p  s   o   s i n a l 	 B i p   s e s i n d e n   h e m e n   s o n r a   s a y 1y 1  s  y l e y i n     	 S a u   k h i   n g h e   t h y    m   n h c   n h ,   h  y   c   s   h i n   t h   t r  n   m  n   h  n h 	 S e b u t k a n   r a n g k a i a n   a n g k a   s e t e l a h   b u n y i   b i p 	 S i l a   s e b u t   r e n t e t a n   d i g i t   s e l e p a s   b u n y i   b i p 	 	C	*	/	>	  ,	@	*	  	G	  ,	>	&	  !	?		?		  8	M		M	0	?			  ,	K	2	G			 S i g   v e n l i g s t   t a l l e t   p    s k  r m e n   e f t e r   b i p p e t 	 P o   z a z n n    t  n u   v y Yk n t e   
 s l i c i   n a   d i s p l e j i 	 P o   s y g n a l e   b i p   p r o s z   w y p o w i e d z i e   c y f r y   n a   e k r a n i e 	 K  r e m ,   a   s  p s z    u t  n   m o n d j a   b e   a   k  p e r n y Qn   l  v Q  s z  m o t 	 S a n o   n  y t  s s    n  k y v    n u m e r o     n i m e r k i n   k u u l t u a s i 	 V e n n l i g s t   u t t a l   s i f f e r e t   p    s k j e r m e n   e t t e r   p i p e l y d e n 	 P o   p  p n u t    v y s l o v t e   
 s l o   n a   o b r a z o v k e 	 Z e g   d e   c i j f e r s   n a   d e   p i e p 	 U t t a l a   s i f f r a n   e f t e r   s i g n a l e n 	 M o l i m   i z g o v o r i t e   b r o j k u   n a   z a s l o n u   n a k o n   s i g n a l a 	 R o s t i ci   c i f r e l e   d u p   s e m n a l u l   s o n o r 	 P r o s i m   r e c i   at e v i l k o   n a   z a s l o n   p o   z v o k u 	           	             	 >;O,   873>2>@8  F8D@0  =0  5:@0=0  A;54  188?	 ,	@	*	  (		,	0	  	C	*	/	>	  !	?		?		  8	M		M	0	@			  8	>			>		 D7A'K  ~3  '2  5/'  (HB  31  '1B'E  1'  (H/	 (1'      E1('F  (~  'SH'2    (9/  ,y  '3y1F  (HD	           	 							  			  							  					  				  					  				 
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I8H!C2#*1H2	 U s e   e l   t e c l a d o   p a r a   o p e r a r 	 V e u i l l e z   u t i l i s e r   l e s   b o u t o n s   p o u r   u t i l i s e r 	 B i t t e   m i t   T a s t e n f e l d   b e d i e n e n 	 A?>;L7C9B5  :=>?:8  B5;5D>=0	 U s a r e   l a   t a s t i e r a   p e r   o p e r a r e 	 J1,J  '3*./'E  DH-)  'DEA'*J-  D*4:JD	 U t i l i z e   o   t e c l a d o   n u m  r i c o   p a r a   o p e r a r 	 L  t f e n   i _l e m   i  i n   t u _  t a k 1m 1n 1  k u l l a n 1n     	 H  y   d  n g   b  n   p h  m   t i p   t c   t h a o   t  c 	 G u n a k a n   k e y p a d   u n t u k   m e n j a l a n k a n 	 S i l a   g u n a k a n   p a d   k e k u n c i   u n t u k   m e n j a n a 	 	C	*	/	>	  	A			@	*		  	>	  *	M	0	/	K		  	0	G			 B r u g   v e n l i g s t   t a s t a t u r e t 	 K   o v l  d  n    p o u ~ v e j t e   p r o s  m   k l  v e s n i c i 	 P r o s z   u |y   k l a w i a t u r   d o   o b s Bu g i 	 H a s z n  l j a   a   b i l l e n t y qz e t e t   a z   i r  n y  t  s h o z 	 K  y t    n  p p  i m i s t  n   a v u l l a 	 V e n n l i g s t   b r u k   t a s t a t u r   	 K   o v l  d a n i u   p o u ~ v a j t e   k l  v e s n i c u 	 G e b r u i k   h e t   t o e t s e n b o r d   v o o r   d e   b e d i e n i n g 	 A n v  n d   k n a p p a r n a 	 K o r i s t i t e   s e   t i p k o v n i c o m   u   r a d u ,   m o l i m 	 U t i l i z a ci   t a s t a t u r a   p e n t r u   o p e r a r e 	 P r o s i m   u p o r a b i   t i p k o v n i c o   z a   d e l o 	           	           	 >;O,   87?>;7209  :;028H8B5  70  C?@02;5=85	 	>	2	5	?	#	M	/	>	8	>	 	@	  	C	*	/	>	  	@	*	E	!	  5	>	*	0	>	  0	?		>	.	@	  	9	G	,   	C	*	/		 D7A'K  '2  5A-G  D/  (1'  1'G  'F/'2  '3*A'/G  F/	 "~1y  1F    ~  '3*9E'D  ,&	         .     	 						  				  				  							  			  							  							  					 
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  	   ,       	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   l e e g ,   s    a s s e b l i e f   w e e r 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	   i s   e m p t y ,   p l e a s e   s a y   a g a i n 	 	 	 e s h t e   b o s h ,   j u   l u t e m   t h o n i   s e r i s h 	 				,   							  			  			  				 	 	 	 	 	 	 	   e s t    v a z i o ,   t e n t e   n o v a m e n t e 
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 S T R _ I D _ V R S I _ T T S _ N U M B E R _ N O _ D A T A 	 V R S I 	 P O P U P 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   !q_xˊ͑	   eSx͑	 D!H!5+!2"@%B#(1L  B#9-5#1I! 	   n o   t i e n e   n  m e r o   d e   t e l  f o n o ,   d  g a l o   d e   n u e v o 	   n ' a   p a s   d e   n u m  r o   d e   t  l  p h o n e ,   v e u i l l e z   l e   d i r e   d e   n o u v e a u 	   h a t   k e i n e   T e l e f o n n u m m e r ,   b i t t e   n o c h m a l s   s a g e n 	   =5  8<55B  =><5@0.   @>87=5A8B5  5I5  @07. 	 n o n   h a   n u m e r o   d i   t e l e f o n o ,   d i r e   d i   n u o v o 	 D'  JH,/  1BE, H  JBHD  E1)  #.1J  EF  A6DC	 s e m   n  m e r o ,   d i g a   n o v a m e n t e 	 t e l e f o n   n u m a r a s 1  y o k ,   l  t f e n   t e k r a r   s  y l e y i n   	 K h  n g   c    s ,   h  y   n  i   l i 	   t i d a k   m e m i l i k i   n o m o r   t e l e p o n ,   s e b u t k a n   k e m b a l i 	 t i d a k   m e m p u n y a i   n o m b o r   t e l e f o n ,   s i l a   s e b u t   s e k a l i   l a g i 	 +	K	(	  (		,	0	  (	9	@		  9	H	,   	C	*	/	>	  *	A	(		  ,	K	2	G			   h a r   i n t e t   n u m m e r ,   g e n t a g   v e n l i g s t . 	   n e o b s a h u j e   ~ d n    
 s l o ,   Ye k n t e   z n o v a   p r o s  m 	 B r a k   n u m e r u ,   p r o s z   m  w i   p o n o w n i e 	   n e m   r e n d e l k e z i k   s z  m m a l ,   k  r e m ,   m o n d j a   b e    j r a 	   n u m e r o a   e i   o l e ,   s a n o   s e   u u d e s t a a n . 	   h a r   i k k e   n o e   n u m m e r ,   v e n n l i g s t   g j e n t a . 	   ~i a d n e   
 s l o ,   h o v o r t e   z n o v u   p r o s  m . 	 h e e f t   g e e n   t e l e f o o n n u m m e r ,   z e g   h e t   o p n i e u w 	 I n g e t   n u m m e r ,   f  r s  k   i g e n 	 n e m a   b r o j a ,   m o l i m o   r e c i t e   j o a  j e d n o m 	 n u   c o n ci n e   n i c i u n   n u m r .   R o s t i ci   d i n   n o u 	 n i m a   at e v i l k e ,   p r o s i m   r e c i   p o n o v n o . 	     ,       . 	       ,       	   =O<0  =><5@,   <>;O,   :068  >B=>2>. 	 (		,	0	  (	>	9	@	,   	C	*	/	>	  *	A	(	M	9	>	  8	>			>		 /'1'  4E'1G  *DAF  F3*  D7A'K  E,//'K  (H/	 ! H&  FE(1  F    /H('1  	     ,       ! 	 			  			  					  			,   			  			  				  					 +
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	       ,       	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h e t   g e e n   f o o n n o m m e r ,   s    a s s e b l i e f   w e e r 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	   h a s   n o   p h o n e   n u m b e r ,   p l e a s e   s a y   a g a i n 	 	 	 n u k   k a   n u m e r   t e l e f o n i ,   j u   l u t e m   t h o n i   s e r i s h 	 			  					  			,   							  			  			  				 	 	 	 	 	 	 	   n  o   p o s s u i   n  m e r o   d e   t e l e f o n e ,   t e n t e   n o v a m e n t e 
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 S T R _ I D _ V R S I _ T T S _ F O U N D 	 V R S I 	 P O P U P 	 F o u n d   	 F o u n d   	 ~b0R  	 ~b0R  	 I	 E n c o n t r a d o 	 T r o u v    	 G e f u n d e n   	 0945=>  	 T r o v a 	 EH,H/	 L o c a l i z a d o 	 B u l u n d u 	 T  m   t h y 	 D i t e m u k a n 	 D i t e m u i 	 .	?	2	  	/	>		 F u n d e t 	 N a l e z e n o 	 Z n a j d z	 C s a t l a k o z t a t v a 	 L  y t y i 	 F u n n e t 	 N  j d e n    	 G e v o n d e n 	 U p p t  c k t 	 p r o n a e n o 	 G s i t 	 N a j d e n o 	 	     	 0<5@5=	 .	?	3	>	2	>		 'A*  4/	 ED'	   	 						 .
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 S T R _ I D _ V R S I _ G R A M M A R 5 _ P R O M P T 	 V R S I 	 P O P U P 	   C a l l ,   o p t i o n ,   n e x t ,   p r e v i o u s ,   o r   r e t r y ? 	   C a l l ,   o p t i o n ,   n e x t ,   p r e v i o u s ,   o r   r e t r y ? 	   d_x
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N NMON NMOb͑eeQ	 B#  1'@%7-  1D  H-+I2  +#7-%-C+!H? 	    L l a m a r ,   o p c i  n ,   s i g u i e n t e ,   a n t e r i o r   o   r e i n t e n t a r ? 	   A p p e l e r ,   o p t i o n ,   s u i v a n t ,   p r  c  d e n t   o u   r  e s s a y e r  ? 	   A n r u f e n ,   O p t i o n ,   w e i t e r ,   z u v o r   o d e r   w i e d e r h o l e n ? 	   K7>2,   ?0@0<5B@K,   40;55,   =0704  8;8  ?>2B>@8BL? 	 C h i a m a ,   o p z i o n e ,   a v a n t i ,   i n d i e t r o   o   r i p r o v a ? 	 '*5'D, 'D.J'1'*, 'DEB(D  'D3'(B), #H  '9'/)  'DE-'HD)	 C h a m a r ,   o p   o ,   s e g u i n t e ,   a n t e r i o r   o u   r e p e t i r ? 	 A r a ,   s e  e n e k ,   b i r   s o n r a k i ,   b i r    n c e k i   v e y a   y e n i d e n   d e n e ?     	 Q u a y   s ,   c h n   m c , v   t r  t r c , v   t r    s a u   h o c   n h p   l i 	   H u b u n g i ,   p i l i h a n ,   b e r i k u t n y a ,   s e b e l u m n y a ,   a t a u   c o b a   l a g i ? 	 P a n g g i l a n ,   o p s y e n ,   s e t e r u s n y a ,   s e b e l u m n y a ,   a t a u   c u b a   s e m u l a ? 	 	I	2	,   5	?		2	M	*	,   		2	>	,   *	?		2	>	  /	>	  *	A	(		  	K	6	?	6	? 	   o p k a l d ,   i n d s t i l l i n g ,   f o r r i g e ,   n  s t e ,   e l l e r   t a s t   i g e n . 	   v y t o 
i t ,   v o l b a ,   p Ye d c h o z  ,   d a l a   n e b o   z n o v u   z a d a t 	 W y b i e r z ,   O p c j a ,   w s t e c z ,   d o   p r z o d u ,   l u b   w p i s z   p o n o w n i e . 	   t  r c s  z  s ,   o p c i  ,   e l Qz Q,   k  v e t k e z Q  v a g y   a d j a   m e g    j r a 	   v a l i t s e ,   v a i h t o e h t o ,   e d e l l i n e n ,   s e u r a a v a ,   t a i   n  p p  i l e   u u d e l l e e n . 	   r i n g ,   v a l g ,   f o r r i g e ,   n e s t e   e l l e r   g    i n n   i g j e n . 	   v y t o 
i e,   z v o l i e,   p r e d c h  d z a j  c i ,   n  s l e d n    a l e b o   v l o ~i e  z n o v u 	 B e l l e n ,   o p t i e ,   v o l e n d e ,   v o r i g e   o f   o p n i e u w   p r o b e r e n ?   	 S l    n u m m e r ,   a l t e r n a t i v ,   f  r e g  e n d e ,   n  s t a ,   e l l e r   m a t a   i n   i g e n 	 p o z i v ,   o p c i j a ,   p r e t h o d n o ,   s l j e d e e ,   i l i   p o n o v n i   p o k u aa j 	 A p e l a r e ,   o p ci u n e ,   p r e c e d e n t u l ,   u r m t o r u l   s a u   r e i n t r o d u c e r e ? 	 k l i 
i ,   m o ~n o s t ,   p r e j an j i ,   n a s l e d n j i ,   a l i   p o n o v n o   v n e s i 	 ,   ,   ,   ,       . 	 ,   ,   ,   ,       ? 	   =015@8,   >?F8O,   ?@548H5=,   A;5420I  8;8  2J2548  >B=>2>. 	 	I	2	,   *	0	M	/	>	/	,   .	>		@	2	,   *	A	"	@	2	  	?		5	>	  *	A	(	: *	M	0	/	$	M	(	  	 *E'3  2FG  (9/  B(D  '  *D'4  E,//	 'D  ,&'.*'1'D'  3'(B  '  /H('1  H44  ,&  	 ,     ,   ,   ,         	 		,   				,   										,   							,   				  						  						  			? 	 
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 S T R _ I D _ V R S I _ N O _ N U M B E R _ P R O M P T 	 V R S I 	 P O P U P 	   h a s   n o   p h o n e   n u m b e r 	   h a s   n o   p h o n e   n u m b e r 	 l	g_x	 l	gSx	 D!H!5+!2"@%B#(1L	   n o   t i e n e   n  m e r o   d e   t e l  f o n o 	   n ' a   p a s   d e   n u m  r o   d e   t  l  p h o n e 	   h a t   k e i n e   T e l e f o n n u m m e r 	   =5  8<55B  =><5@0	 n o n   h a   n u m e r o   d i   t e l e f o n o 	 1BE  :J1  EH,H/	 s e m   n  m e r o 	 t e l e f o n   n u m a r a s 1  y o k 	 K h  n g   c    s   	   t i d a k   m e m i l i k i   n o m o r   t e l e p o n 	 t i d a k   m e m p u n y a i   n o m b o r   t e l e f o n 	 +	K	(	  (		,	0	  (	9	@		  9	H		 h a r   i n t e t   n u m m e r 	 n e o b s a h u j e   ~ d n    
 s l o 	 B r a k   n u m e r u 	 n e m   r e n d e l k e z i k   s z  m m a l 	 e i   o l e   n u m e r o a 	 h a r   i k k e   n o e   n u m m e r 	   n e m    ~i a d n e   
 s l o 	 h e e f t   g e e n   t e l e f o o n n u m m e r 	 n u m r e t   s a k n a s 	 n e m a   b r o j e v a 	   n u   c o n ci n e   n i c i u n   n u m r 	 n i m a   at e v i l a 	     	         	 h a s   n o   n u m b e r 	 (		,	0	  (	>	9	@		 /'1'  4E'1G  *DAF  F3*	 FE(1  F  	     	 				  					  				 (
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  


, 	       	 a k a n a n a m b a   y e f o n i 	 A y i n a n o m b o l o   y e f o w n i 	 h a i n a   n a m b a r i   y a   s i m u 	   h e t   g e e n   f o o n n o m m e r   n i e 	   n e t u r i   t e l e f o n o   n u m e r i o 	   n a v   t e l e f o n a   n u m u r a 	   e i   s i s a l d a   t e l e f o n i n u m b r i t 	   yxvk  pe|amx}apata	       	   n u   c o n ci n e   n i c i u n   n u m r 	 +
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 
 S T R _ I D _ V R S I _ S W I T C H E D _ P R O M P T 	 V R S I 	 P O P U P 	 S w i t c h   t o   	 S w i t c h   t o   	 Rc0R  	 Rbc0R  	 *%1D5H	 C a m b i a r   a 	 A l l e r      	 W e c h s e l n   z u   	 5@5:;NG8BLAO  =0  	 P a s s a   a 	 *-HJD  'DJ	 M u d a r   p a r a 	 D e i _t i r 	 T h a y   i   n 	 A l i h k a n   k e 	 T u k a r   k e p a d a 	 ,	&	2	G			 S k i f t   t i l 	 P Ye p n o u t   n a 	 P r z e Bc z   n a 	  t v  l t  s   a   k  v e t k e z Qr e 	 S i i r r y . . . 	 B y t t   t i l 	 P r e p n  e  n a 	 O m s c h a k e l e n   n a a r 	 B y t   t i l l 	 P r i j e i   n a   	 C o m u t a r e   l a 	 P r e m a k n i   d o 	   	   	 S w i t c h   t o   	 	!	G	  8	M	5	@		  	0	>		 *9H6  (G	   E  ,'&	 	 								 
2
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	 8M5?M  A	 5@5<:=CB8  =0	 


  



	       	 S w i s h a   u k u 	 T s h i n t s h e l a   k u 	 B a d i l i   k w a 	 S k a k e l   o o r   n a   	 P e r j u n g t i   /  	 P r s l g t   u z 	  m b e r l  l i t u s :   	 Sxmaoel  dezk	   _ 	 C o m u t a r e   l a     	 .
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	 %?A  8M5?  0(M$A	 S h k e m b e   m e   	 					  				  				 	 	 	 	 	 	 	 T r o c a r   p a r a 
 
 S T R _ I D _ V R S I _ C A N T _ S W I T C H _ P R O M P T 	 V R S I 	 P O P U P 	 C a n   n o t   s w i t c h   t o   	 C a n   n o t   s w i t c h   t o   	 !qlRc0R  	 elRbc0R  	 D!H*2!2#*%1D"1	 N o   s e   p u e d e   c a m b i a r   a 	 N e   p e u t   p a s   a l l e r      	 K a n n   n i c h t   w e c h s e l n   z u   	 5  C405BAO  ?5@5:;NG8BLAO  =0  	 I m p o s s i b i l e   p a s s a r e   a 	 D'  JECF  'D*-HJD	 I m p o s s  v e l   m u d a r   p a r a 	 D e i _t i r e m i y o r   	 K h  n g   t h   t h a y   i   n 	 T i d a k   d a p a t   m e n g a l i h k a n   k e 	 T i d a k   b o l e h   t u k a r   k e p a d a 	 ,	&	2	(	G	  .	G		  	8	.	0	M	%	  	 K a n   i k k e   s k i f t e   t i l 	 N e m o~e   p Ye p n o u t   n a 	 N i e   m o |n a   p r z e Bc z y   n a 	 S i k e r t e l e n    t v  l t  s   a   k  v e t k e z Qr e : 	 E i   v o i   s i i r t y  . . . 	 K a n   i k k e   b y t t e   t i l 	 N e m  ~e   p r e p n  e  n a 	 K a n   n i e t   o m s c h a k e l e n   n a a r 	 D e t   g i c k   i n t e   a t t   b y t a   t i l l 	 N e   m o g u   p r i j e i   n a 	 I m p o s i b i l   d e   c o m u t a t   l a 	 N e   m o r e m   p r e m a k n i t i   d o 	         	       	 C a n   n o t   s w i t c h   t o   	 	!	G	  8	M	5	@		  9	K	$	  (	>	9	@		 B'(D  *9H6  F3*  (G	 E  F  ,'  3*'	   	 				  						  			 
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	       	 N g e k e   u k w a z i   u k u s w i s h a   u k u 	 A y i n a k u t s h i n t s h e l a   k u 	 H a i w e z i   k u b a d i l i   k w a 	 K a n   n i e   o o r s k a k e l   n a 	 N e g a l i m a   p e r j u n g t i   /    	 N e v a r   p r s l g t   u z 	 E i   s a a    m b e r   l  l i t u d a :   	 @vaa~x  yg  xmel  dezk	     _ 	 I m p o s i b i l   d e   c o m u t a t   l a   	 .
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	 %?A  8M5?  0?*>0?,  (>9?	 N u k   m u n d   t e   s h k e m b e j e   t e k 	 					  				  				  							 	 	 	 	 	 	 	 N  o   p o d e   t r o c a r   p a r a 
 
 S T R _ I D _ V R S I _ O P E N I N G _ P R O M P T 	 V R S I 	 P O P U P 	   i s   o p e n i n g 	   i s   o p e n i n g 	   _U-N	   ck(W _/T	 3%1@4	   s e   e s t    a b r i e n d o 	   e s t   e n   t r a i n   d e   s  o u v r i r 	    f f n e t   s i c h 	   >B:@K205BAO	 s i   s t a   a p r e n d o 	 ,'1M  'DA*-	 e s t    a   a b r i r 	 a  1y o r 	 a n g   m 	   t e r b u k a 	 s e d a n g   m e m b u k a 	 . . .   	A	2	  0	9	>	  9	H		  b n e r 	 o t e v  r    s e 	 o t w i e r a   s i 	 m e g n y i t  s a   f o l y a m a t b a n 	 a v a u t u u 	  p n e r 	 o t v  r a   s a 	 w o r d t   g e o p e n d 	  p p n a s . . . 	   s e   o t v a r a 	   d e s c h i d e r e    n   c u r s 	 s e   o d p i r a 	 	 	   i s   o p e n i n g 	 			!	$	  	9	G		 /1  -'D  ('2  4/F  '3*	 D  1'  	 	 						 
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  	   	 i y a v u l e k a 	 i y a v u l a 	 i n a f u n g u a 	   m a a k   t a n s   o o p 	   a t i d a r o m a 	   a t v e r a s 	   a v a b 	   ba~xt  g	 	   s e   d e s c h i d e 	 $
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	 K2A?	 e s h t e   h a p u r 	 				  				 	 	 	 	 	 	 	 e s t    a b r i n d o 
 
 S T R _ I D _ V R S I _ C I T Y _ T I M E 	 V R S I 	 P O P U P 	 C u r r e n t   t i m e   	 C u r r e n t   t i m e   	 s(WBf  	 s(We  	 @'%2181	 H o r a   a c t u a l 	 H e u r e   c o u r a n t e   	 A k t u e l l e   Z e i t   	 "5:CI55  2@5<O  	 O r a   c o r r e n t e 	 'DHB*  'D-'DJ	 H o r a   a c t u a l 	 G e  e r l i   s a a t   	 T h i   g i a n   h i n   t i 	 W a k t u   s a a t   i n i 	 M a s a   s e m a s a 	 5	0	M	$	.	>	(	  8	.	/		 N u v  r e n d e   T i d 	 P Ye s n    
a s 	 A k t u a l n y   c z a s 	 P o n t o s   i d Q	 O i k e a   a i k a 	 G j e l d e n d e   t i d 	 P r e s n    
a s 	 H u i d i g e   t i j d 	 A k t u e l l   t i d 	 T r e n u t n o   v r i j e m e   	 O r a   c u r e n t 	 T r e n u t n i   a s 	   	   	 C u r r e n t   T i m e   	 5	0	M	$	.	>	(	  5	G	3		 2E'F  A9D	 -'D  HB*	   	 							  				 5
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	 *M08M$A$  8./	 >B>G=89  G0A	 







  


	     	 I s i k h a t h i   s a m a n j e 	 I x e s h a   l a n g o k u 	 M u d a   w a   s a s a 	 H u i d i g e   t y d   	 D a b a r t i n i s   l a i k a s   	 P a ar e i z j a i s   l a i k s 	 P r a e g u n e   k e l l a a e g   	 8viako  jatavaoh	   	 O r   c u r e n t   	 
*
M
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4
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  8
.
/

	 8.M*M0$?  8._	 K o h a   e   t a n i s h m e 	 								  				 	 	 	 	 	 	 	 H o r a   a t u a l 
 
 S T R _ I D _ V R S I _ C I T Y _ T I M E _ A M 	 V R S I 	 P O P U P 	 A M 	 A M 	 
NHS	 
NHS	 A . M . 	 A M 	 A M 	 V o r m . 	 >  ?>;C4=O	 A M 	 A M 	 A M 	  l e d e n    n c e   	 B u i   s  n g 	 A M 	 P g 	 *	B	0	M	5	>	9	M	(		 A M 	 D O P . 	 A M 	 D e 	 A M 	 A M 	 A M 	 v . m . 	 f . m . 	 A M 	 A M 	 A M 	 	 A M 	 A M 	 8		>	3		 5(-	 A . M . 	   	 					 A . M . 	 	&/	 .   . 	 A M 	 	 A M 	 A M 	 A M 	 v m 	 i k i   p u s i a u d i e n i o 	 p r i e k ap u s d i e n 	 A M 	 A M 	 A M 	 A M 	 
  

	 *B0M,>9M(	 p a r a d i t e 	 A M 	 	 	 	 	 	 	 	 A M 
 
 S T R _ I D _ V R S I _ C I T Y _ T I M E _ P M 	 V R S I 	 P O P U P 	 P M 	 P M 	 NHS	 NHS	 P M 	 P M 	 P M 	 N a c h m . 	 >A;5  ?>;C4=O	 P M 	 P M 	 P M 	  l e d e n   S o n r a   	 B u i   c h i u 	 P M 	 P t g 	 	*	0	>	9	M	(		 P M 	 O D P . 	 P M 	 D u 	 P M 	 P M 	 P M 	 n . m . 	 e . m . 	 P M 	 P M 	 P M 	 	 P M 	 P M 	 8	>	/			>	3		 (9/  '2  8G1	 P . M . 	 	 								 P . M . 	 8/$M0	 . . 	 P M 	 	 P M 	 P M 	 P M 	 n m 	 p o   p u s i a u d i e n i o 	 p c p u s d i e n 	 P M 	 P M 	 P M 	 P M 	 *
?
  

	 *0>9M(	 p a s d i t e 	 P M 	 	 	 	 	 	 	 	 P M 
 
 S T R _ I D _ V R S I _ C I T Y _ T I M E _ H O U R 	 V R S I 	 P O P U P 	 h o u r 	 	 ޞ	 p	 2,42	 	 	 	 G	 	 'D3'9)	 	 S a a t 	 G i 	 	 j a m 	 	   	   	   	   	   	   	   	 u u r 	   	   	   	   	   	 	   	 6	K	'	  (	?	7	M		0	M	7	  (	>	9	@		 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S I _ C I T Y _ T I M E _ M I N U T E 	 V R S I 	 P O P U P 	 m i n u t e 	   	 R	 R	 25	   	   	 6 2 5 6 	   	 	 'D/BJB)	 	 D a k i k a 	 P h  t 	   	 m i n i t 	 	 	 	 	 	 	 	 	 m i n u u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   	   	   	   	   	   	   	   	   	   	   	 	 	 	 	 	 	 	 	 	 	 	   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S I _ I N I T _ F A I L 	 V R S I 	 P O P U P 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 󗨏XwY1YWeˊQf N!k	 󗨏ƋwY1Y%QՋ N!k	 V R   1IH2@#4H!I%I!@+%'  B#%--5#1I	 F a l l o   a l   i n i c i a r   r e c o n o c i m i e n t o   d e   v o z ,   i n t  n t e l o   d e   n u e v o 	 E c h e c   d  i n i t .   V R ,   v e u i l l e z   r  e s s a y e r 	 V R - I n i t i a l i s i e r u n g   f e h l g e s c h l a g e n ,   b i t t e   w i e d e r h o l e n 	 !1>9  8=8F80;870F88  @0A?>7=020=8O  @5G8.   >2B>@8B5  ?>?KB:C. 	 V R   i n i z .   f a l l i t o ,   r i p r o v a r e 	 A4D  AJ  *4:JD  *EJJ2  'D5H*,   'D1,'!  'DE-'HD)  E1)  #.1J	 I n i c i a l i z a   o   R C   f a l h o u . 	 V R   b a _l a t 1l a m a d 1,   l  t f e n   t e k r a r   d e n e y i n   	 P h  n   b i t   t i n g   t h t   b i , h  y   t h   l i   l n   n a 	 I n i s i a s i   V R   g a g a l ,   c o b a   l a g i 	 P e m u l a a n   V R   g a g a l ,   s i l a   c u b a   l a g i   s e k a l i 	 V R   6	A	0	B	  	0	(	G		  .	G		  	8	+	2	,   	C	*	/	>	  *	A	(		  	K	6	?	6	  	0	G			 S G   m i s l y k k e d e s ,   p r  v   i g e n . 	 I n i c .   V R   s e l h a l a ,   z k u s t e   t o   z n o v u   p r o s  m 	 B Bd   i n i c j a l i z a c j i   r o z p o z n a n i a   g Bo s o w e g o ,   p r o s z   s p r  b o w a   p o n o w n i e . 	 V R   i n i c i a l i z  l  s i   h i b a ,   k  r e m   p r  b  l j a    j r a 	 V R : n   k  y n n i s t y s   e p  o n n i s t u i ,   y r i t    u u d e s t a a n . 	 V R - s t a r t   m i s l y k k e t ,   v e n n l i g s t   p r  v   i g j e n . 	 I n i c .   V R   z l y h a l a ,   s k  s t e   t o   z n o v u   p r o s  m 	 V R   i n i t i a l i s a t i e   m i s l u k t ,   p r o b e e r   h e t   o p n i e u w 	 D e t   g i c k   i n t e   a t t   s t a r t a   V R .   F  r s  k   i g e n 	 V R   i n i c i j a l i z a c i j a   n e u s p j e l a ,   p o k u aa j t e   o p e t ,   m o l i m . 	 I n i ci a l i z a r e   V R   e _u a t .    n c e r c a ci   d i n   n o u 	 V R   i n i t   n e u s p e an o ,   p r o s i m   p o s k u s i   p o n o v n o . 	       V R         . 	   V R   ,       	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n . 	 5	M	9	@		0	  	>	2	B	  	8	.	0	M	%	,   	C	*	/	>	  *	A	(	M	9	>	  *	M	0	/	$	M	(	  	0	>		 1'G  'F/'2  V R   'F,'E  F4/  D7A'K  /H('1G  39  F/	 H  'S1  'S:'2'1  F''E  (1'      E1('F  /H('1  H44  ,&	     ,           	 				  				  						,   							  			  				  						  						 5
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. 	 5?0M  M2?M  5?+2,   &/G8?  .3M3@  *M0/$M(?!?	 ><8;:0  V=VFV0;V70FVW  V R ,   1C4L  ;0A:0,   A?@>1C9B5  7=>2C. 	 V R   



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, .   



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  


   	       .       	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 S t e m h e r k e n n i n g   n i e   g e  n i s i e e r ,   p r o b e e r   a s s e b l i e f   w e e r 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 V R   i n i t   f a i l ,   p l e a s e   t r y   a g a i n 	 	 	 N i s j a   e   V R   d e s h t o i ,   j u   l u t e m   p r o v o   s e r i s h 	 V R   									  				,   							  			  				  						  				 	 	 	 	 	 	 	 F a l h a   n a   i n i c .   V R ,   t e n t e   n o v a m e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S I _ L A N G _ N O T _ S U P P O R T 	 V R S I 	 P O P U P 	 L a n g u a g e   n o t   s u p p o r t 	 L a n g u a g e   n o t   s u p p o r t e d 	 r|
N/ec	 |
N/ec	 D!H#-#1 2)25I	 I d i o m a   n o   a d m i t i d o 	 L a n g u e   n o n   s u p p o r t  e 	 S p r a c h e   n i c h t   u n t e r s t  t z t 	 /7K:  =5  ?>445@68205BAO	 L i n g u a   n o n   s u p p o r t a t a 	 'DD:)  D'  */9E	 I d i o m a   n  o   s u p o r t a d o 	 D i l   d e s t e k l e n m i y o r   	 K h  n g   h   t r   n g  n   n g   n  y 	 B a h a s a   t i d a k   d i d u k u n g 	 B a h a s a   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  -	>	7	>		 S p r o g   i k k e   u n d e r s t  t t e t 	 J a z y k   n e n    p o d p o r o v  n 	 J z y k   n i e d o s t p n y 	 N e m   t  m o g a t o t t   n y e l v 	 K i e l e l l e   e i   t u k e a 	 S p r  k   i k k e   s t  t t e t 	 N e p o d p o r o v a n    j a z y k 	 T a a l   n i e t   o n d e r s t e u n d 	 S p r  k   s o m   i n t e   s t  d j a s 	 J e z i k   n i j e   p o d r ~a n 	 L i m b a   n u   e s t e   a c c e p t a t 	 J e z i k   n i   p o d p r t 	       	     	 78:JB  =5  A5  ?>44J@60	 -	>	,   8	*	K	0	M		  &	G	$	  (	>	9	@		 2('F  ~4*('F  FE  4H/	 2('F    -E'*  F	     	 				  						  				  			 -
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a k 	 N u m r u l   e s t e   p r e a   l u n g 	 `t e v i l k a   p r e d o l g a 	         	     	 ><5@JB  ?@5:0;5=>  4J;J3	 (		,	0	  .	K	 	>	  	9	G		 4E'1G  7HD'F  '3*	 FE(1  (*  2'/  DE('	     	 					  				  						 (
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 S T R _ I D _ V R S I _ S D _ T A G _ F U L L 	 V R S I 	 P O P U P 	 V o i c e   t a g s   f u l l 	 S D   t a g s   f u l l 	 jd|]n	 wSh]n	 AG  S D   @G!	 E t i q u e t a s   S D   c o m p l e t a s 	 E t i q u e t t e s   S D   p l e i n e 	 S D - K e n n z e i c h e n   v o l l 	 !?8A>:  <5B>:  S D   70?>;=5=	 E t i c h e t t a   S D   p i e n a 	 9D'E)  'D5H*  EED$)	 E t i q u e t a s   S D   e s g o t a d a s 	 S D   e t i k e t i   d o l u   	 N h n   d n g   t i n g      y 	 T a g   S D   p e n u h 	 T a g   S D   p e n u h 	 S D   	H		  *	B	0	M	#		 S D   m  r k e   f u l d 	 S m y 
k a   S D   p l n  	 K a r t a   S D   p e Bn a 	 A z   S D   h a n g m i n t  k   m e g t e l t e k 	 S D - t a g i   t  y n n  	 S D - m e r k e   f u l l t 	 S D   s l u 
k a   p l n  	 S D - t a g   i s   v o l 	 S D - m a r k e r i n g    r   f u l l 	 S D   o z n a k a   j e   p u n a 	 M e m o r i a   d e   e t i c h e t e   S D   e s t e   p l i n 	 S D   d o d a t e k   p o l n 	   S D   	   S D   	 S D   B03  ?J;5=	 	8	!	@	  	E		  *	B	0	M	#		 (13(  G'  S D   ~1  '3*	 '3    y  ~1	     	 				  					  						 
8
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	 8M  !?  M/>M  +A2M	 "53  S D   70?>2=5=89	 S D   


  






  



  



  

	 S D     	 S D   t a g s   f u l l 	 S D   t a g s   f u l l 	 S D   t a g s   f u l l 	 S D - e t i k e t t e   v o l 	 S D   t a g s   f u l l 	 S D   t a g s   f u l l 	 S D   t a g s   f u l l 	 S D   t a g s   f u l l 	 S D   t a g s   f u l l 	 S D   t a g s   f u l l 	 S D   
>

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  (
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	 S D   M_>  *B0M#M#	 E t i k e t a t   S D   p l o t 	 S D   			  						 	 	 	 	 	 	 	 I d e n t i f i c a d o r e s   S D   c h e i o s 	 	 	 	 	 	 	 	 S D   e t i k e t a k   b e t e r i k 	 P u n o   a n g   m g a   S D   n a   t a g 	 E t i q u e t a s   S D   c h e o 	 A k a r a   S D   e j u l a 	 C l i b e a n n a   S D   l  n 
 
 S T R _ I D _ V R S I _ B U S Y 	 V R S I 	 P O P U P 	 V o i c e   r e c o g n i t i o n   i s   b u s y 	 V R   b u s y 	 󗨏XO(u-N	 󗨏ƋO(u-N	 V R   D!H'H2	 R e c o n o c i m i e n t o   d e   v o z   o c u p a d o 	 V R   o c c u p  	 V R   a u s g e l a s t e t 	 ;>:  @0A?>7=020=8O  70=OB	 V R   o c c u p a t o 	 *EJJ2  'D5H*  E4:HD	 R C   o c u p a d o 	 V R   k u l l a n 1m d a   	 a n g   s   d n g   c h c   n n g   p h  n   b i t   t i n g 	 V R   s i b u k 	 V R   s i b u k 	 V R   5	M	/	8	M	$		 	 	 	 A   V R   f o g l a l t 	 	 	 V R   B u s y 	 V R   i s   b e z i g 	 V R   B u s y 	 V R   B u s y 	 F u n c ci a   V R   e s t e   o c u p a t 	 V R   B u s y 	 V R   B u s y 	 V R   	 V R   B u s y 	 5	M	9	@		0	  5	M	/	8	M	$		 V R   '4:'D  '3*	 H  'S1  E4:HD	       ! ! 	 				  							 5
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	 5?0M  ,?@	 V R   709=OB89	 V R   





  

	 V R   	 I - V R   i b h i z i 	 I - V R   i x a k e k i l e 	 V R   i n a s h u g h u l i 	 S t e m h e r k e n n i n g   t a n s   b e s i g 	 B a l s o   a t p a ~i n i m a s   u ~i m t a s 	 V R   a i z Fe m t s 	 V R   h  i v a t u d 	 V R - v  fbar~an  g	     -   	 F u n c ci a   V R   e s t e   o c u p a t 	 V R   $
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 	 V R   ,M_8M$	 V R   I   z e n e 	 V R   							 	 	 	 	 	 	 	 V R   o c u p a d o 	 	 	 	 	 	 	 	 V R   l a n p e t u r i k 	 A b a l a   a n g   V R 	 V R   o c u p a d o 	 V R   n   n a - r 	 V R   g a f a 
 
 S T R _ I D _ V R S I _ A L R E A D Y _ I N _ M O D E 	 V R S I 	 P O P U P 	 A l r e a d y   i n   t h e   m o d e 	 A l r e a d y   i n   t h e   m o d e 	 ]}/fr!j_	 ]~/f!j_	 -"9HCB+!5IA%I'	 Y a   e s t    e n   e l   m o d o 	 D  j    d a n s   c e   m o d e 	 B e r e i t s   i m   M o d u s 	  568<  C65  2:;NG5=	 G i    i n   m o d a l i t  	 ('DA9D  AJ  G0'  'D'3DH(	 M o d o   a c t u a l 	 Z a t e n   m o d d a   v a r   	 a n g     c h     n  y   r i 	 S u d a h   d a l a m   m o d u s 	 S u d a h   d i   d a l a m   m o d 	 *	9	2	G	  9	@	  .	K	!	  .	G		  9	H		 	 	 	 M  r   b e   v a n    l l  t v a   e z   a   m  d 	 	 	 A l r e a d y   i n   t h e   m o d e 	 R e e d s   i n   d i e   s t a n d 	 A l r e a d y   i n   t h e   m o d e 	 A l r e a d y   i n   t h e   m o d e 	 M o d u l   e s t e   d e j a   s e l e c t a t 	 A l r e a d y   i n   t h e   m o d e 	 A l r e a d y   i n   t h e   m o d e 	     	 A l r e a d y   i n   t h e   m o d e 	 	'	@		  .	K	!	.	'	M	/	G		 GE  'FHF  /1  'F  -'D*  '3*	 ~D  3  EH  E	     	 					  						  						 .
K
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	 *M*?@  .K!M  2K  	&?	 65  2  @568<V	 






  




  

	    	 K u k w i m o d i   v e l e 	 S e l e   i k w i m o 	 T a y a r i   k w a   m o d i 	 I s   r e e d s   i n   h i e r d i e   m o d u s 	 J a u   f u n k c i o n u o j a 	 J a u   i r   aa j   r e ~+m 	 J u b a   o n   r e ~i i m i s 	 1dev  aud  |ejktxt  g	   	 M o d u l   e s t e   d e j a   s e l e c t a t 	 (
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 	 *B0M,0A  .K!0G  09??	 T a s h m e   n e   m e n y r e 	 								  				  				 	 	 	 	 	 	 	 J    n o   m o d o 	 	 	 	 	 	 	 	 M o d u   h o r r e t a n   d a g o e n e k o 	 N a s a   m o d a   n a 	 X a   n o   m o d o 	 d r g o   n a   m o o d u 	 S a   m h  d   c h e a n a   f  i n 
 
 S T R _ I D _ V R S I _ T R A I N _ T A G 	 V R S I 	 T I T L E ,   I C O N T E X T 	 S D   t a g s 	 S D   t a g s 	 jd|	 wSh	 AG  S D 	 E t i q u e t a s   S D 	 E t i q u e t t e s   S D 	 S D - K e n n z e i c h e n 	 5B:8  S D 	 E t i c h e t t e   S D 	 9D'E)  'D5H*	 E t i q u e t a s   S D 	 S D   e t i k e t l e r i   	 N h n   d n g   t i n g 	 T a g   S D 	 T a g   S D 	 S D   	H			 S D   m  r k e r 	 S m y 
k y   S D 	 K a r t a   S D 	 S D   t a g - e k 	 S D - t a g e j a 	 S D - m e r k e 	 S D   s l u 
k y 	 S D - t a g s 	 S D - m a r k e r i n g 	 S D   o z n a k e 	 E t i c h e t e   S D 	 S D   d o d a t e k 	   S D 	   S D     	 S D   T 03>25	 	8	!	@	  	E		M	8		 (13(  G'  S D 	 '3    y2	   	 				  						 
8
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>

	 8M  !?  M/>A2A	 "538  S D 	 S D   




	 S D   	 A m a t h e g i   e - S D 	 I i l e b h u l e   z e - S D 	 T a g i   z a   S D 	 S D - e t i k e t t e 	 S D   ~y m o s 	 S D   t e g i 	 S D   s i l d i d 	 S D   ece	     	 E t i c h e t e   S D 	 S D   
>

A
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3
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 	 S D   M_>	 E t i k e t a t   S D 	 V R   								 	 	 	 	 	 	 	 I d e n t i f i c a d o r e s   S D 	 	 	 	 	 	 	 	 S D   e t i k e t a k     	 M g a   S D   n a   t a g 	 E t i q u e t a s   S D 	 A k a r a   S D   	 C l i b e a n n a   S D 
 
 S T R _ I D _ V R S I _ N A M E _ L I S T 	 V R S I 	 T I T L E ,   I C O N T E X T 	 P h o n e b o o k   l i s t 	 P h o n e b o o k   l i s t 	 q?|nU	 5u݋?|Rh	 #2"2#*!8B#(1L	 L i s t a   d e   l a   a g e n d a   t e l e f  n i c a 	 L i s t e   d e s   r  p e r t o i r e s    l e c t r o n i q u e s 	 T e l e f o n b u c h l i s t e 	 "5;5D>==0O  :=830	 E l e n c o   t e l e f o n i c o 	 B'&E)  /DJD  'DG'*A	 A g e n d a   t e l e f  n i c a 	 T e l e f o n   d e f t e r i   l i s t e s i   	 D a n h   s  c h   d a n h   b 	 D a f t a r   B u k u   t e l e p o n 	 S e n a r a i   b u k u   t e l e f o n 	 +	K	(	  *	A	8	M	$		  8	B		@		 T e l e f o n b o g s   L i s t e 	 T e l e f o n n    s e z n a m 	 K s i |k a   t e l e f o n i c z n a 	 T e l e f o n k  n y v   l i s t a 	 P u h e l i n l u e t t e l o n   l i s t a 	 T e l e f o n b o k l i s t e 	 T e l e f  n n y   z o z n a m 	 T e l e f o o n b o e k l i j s t 	 T e l e f o n b o k s l i s t a 	 P o p i s   i z   t e l e f o n s k o g   i m e n i k a 	 A g e n d 	 T e l e f o n s k i   I m e n i k 	     	     	 !?8AJ:  "5;5D>==0  =830	 +	K	(	,	A		  8	B		@		 D3*  /A*1  *DAF	 AHF  (  A13*	     	 						  							 +
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	    	 U h l u   l w e f o n i b h u k u 	 U l u h l u   l w e n c w a d i   y e f o w n i 	 O r o d h a   y a   k i t a b u   c h a   s i m u 	 F o o n b o e k l y s 	 T e l e f o n s  k n y g o s   s r a aa s 	 T e l e f o n u   g r m a t a s   s a r a k s t s 	 T e l e f o n i r a a m a t u   k i r j e d 	 @e|amx}ack  avo	   	 L i s t   a g e n d   t e l e f o n i c 	 +
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 
 S T R _ I D _ V R S I _ S H O R T C U T _ L I S T 	 V R S I 	 T I T L E ,   I C O N T E X T 	 S h o r t c u t   l i s t 	 S h o r t c u t   l i s t 	 _wcRnU	 _wcRRh	 #2"2#8H!%1	 L i s t a   d e   a c c e s o s   d i r e c t o s 	 L i s t e   d e s   r a c c o u r c i s 	 A b k  r z u n g s l i s t e 	 !?8A>:  O@;K:>2	 E l e n c o   s c o r c i a t o i e 	 B'&E)  'D'.*5'1	 A t a l h o   p a r a   a   l i s t a 	 K 1s a y o l   l i s t e s i 	 D a n h   s  c h   p h  m   t t 	 D a f t a r   c a r a   p i n t a s 	 S e n a r a i   p i n t a s a n 	 6	I	0	M				  8	B		@		 G e n v e j s   L i s t e 	 S e z n a m   z k r a t e k 	 L i s t a   s k r  t  w 	 P a r a n c s i k o n o k   l i s t  j a 	 P i k a k u v a k k e i d e n   l i s t a 	 S n a r v e i l i s t e 	 Z o z n a m   s k r a t i e k   	 S n e l k o p p e l i n g l i j s t 	 G e n v  g s l i s t a 	 P o p i s   p r e 
a c a 	 L i s t   c o m e n z i   r a p i d e 	 S e z n a m   B l i ~n j i c 	   	     	 !?8AJ:  H>@B:JB8	 6	I	0	M				  8	B		@		 D3*  E'F(1	 4'1y  y  A13*	   	 							  							 
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 
 S T R _ I D _ V R S I _ C I T Y _ L I S T 	 V R S I 	 T I T L E ,   I C O N T E X T 	 C i t y   l i s t 	 C i t y   l i s t 	 W^nU	 W^Rh	 #2"2#@!7-	 L i s t a   d e   c i u d a d e s 	 L i s t e   d e s   v i l l e s 	 S t a d t l i s t e 	 !?8A>:  3>@>4>2	 E l e n c o   c i t t  	 B'&E)  'DE/F	 L i s t a   d e   c i d a d e s 	 ^e h i r   l i s t e s i   	 D a n h   s  c h   t h  n h   p h 	 D a f t a r   k o t a 	 S e n a r a i   b a n d a r 	 6	9	0	  8	B		@		 B y l i s t e 	 S e z n a m   m s t 	 L i s t a   m i a s t 	 T e l e p  l  s l i s t a 	 K a u p u n k i   L i s t a a 	 B y l i s t e 	 M e s t s k    z o z n a m 	 S t e d e n l i j s t 	 S t a d s l i s t a 	 P o p i s   g r a d o v a 	 L i s t   o r a _e 	 S e z n a m   M e s t 	   	   	 !?8AJ:  3@04>25	 8	?		@	  8	B		@		 D3*  4G1	 A13*  41	   	 				  							 6
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 
 S T R _ I D _ V R S I _ T R A I N _ T A G _ S T A T U S 	 V R S I 	 T I T L E ,   I C O N T E X T 	 S D   t a g   s t a t u s 	 S D   t a g   s t a t u s 	 jd|rKa	 wShr`	 *20AG  S D 	 E s t a d o   d e   e t i q u e t a s   S D 	 E t a t   d   t i q u e t t e   S D 	 S D - K e n n z e i c h e n s t a t u s 	 !>AB>O=85  <5B:8  S D 	 S t a t o   e t i c h e t t a   S D 	 -'D)  9D'E)  'D5H*	 E s t a d o   d e   e t i q u e t a s   S D 	 S D   e t i k e t   d u r u m u   	 T r n g   t h  i   n h n   d n g   n g    m 	 S t a t u s   t a g   S D 	 S t a t u s   t a g   S D 	 S D   	H		  8	M	%	?	$	?		 S D   M  r k e   S t a t u s 	 S t a v   s m y 
k y   S D 	 S t a t u s   k a r t y   S D 	 S D   t a g    l l a p o t 	 S D   t a g   - t i l a 	 S D - m e r k e s t a t u s 	 S t a v   S D   s l u 
k y 	 T o e s t a n d   v a n   S D - t a g 	 S D - m a r k e r i n g s s t a t u s 	 S t a t u s   S D   o z n a k e 	 S t a r e   e t i c h e t   S D 	 S D   S t a n j e   D o d a t k a 	     S D 	     S D 	 S D   T a g   !B0BCA	 	8	!	@	  	E		  8	M	%	?	$	@	  	 H69*  (13(  S D 	 '3    y  '3yy3	     	 				  					  								 
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	 S D     	 i s i m o   s e t h e g i   y e - S D 	 I w o n g a   l e b h i l e   y e - S D 	 H a d h i   y a   t a g i   y a   S D 	 S D - e t i k e t s t a t u s 	 S D   ~y m o s   b ks e n a 	 S D   t e g a   s t a t u s s 	 S D   s i l d i   o l e k 	 S D   eck  oaca~ksao	       	 S t a r e   e t i c h e t   S D 	 S D   
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	 S D   M_>  8M%?$?	 S t a t u s i   I   e t i k e t e s   S D 	 S D   			  							 	 	 	 	 	 	 	 S t a t u s   d o   i d e n t i f i c a d o r   S D 	 	 	 	 	 	 	 	 S D   e t i k e t e n   e g o e r a 	 E s t a d o   n g   S D   t a g 	 E s t a d o   d e   e t i q u e t a   S D 	 k w a   a k a r a   S D 	 S t  d a s   c l i b e a n n a   S D 
 
 S T R _ I D _ V R S I _ P L A Y B A C K 	 V R S I 	 I C O N T E X T 	 P l a y b a c k 	 P l a y b a c k 	 d>e	 d>e	 @%H	 R e p r o d u c c i  n 	 L e c t u r e 	 W i e d e r g a b e 	 @>A<>B@	 R i p r o d u c i 	 *4:JD	 R e p r o d u z i r 	 T e k r a r    a l   	 P h  t   l i 	 P u t a r   u l a n g 	 M a i n   b a l i k 	 *	M	2	G	,	H			 A f s p i l 	 P Ye h r  n    n a h r a n  h o   z  z n a m u 	 O d t w a r z a n i e 	 V i s s z a j  t s z  s 	 K u u n t e l u 	 A v s p i l l i n g 	 P r e h r  v a n i e 	 A f s p e l e n 	 U p p s p e l n i n g 	 R e p r o d u k c i j a 	 R e d a r e 	 P r e d v a j a j   N a z a j 	 	 	 ;5915:	 *	M	2	G	,	E			 ~.4	 ~  3  D'&	   	 										 *
?
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	 *M2G  ,M/>M	 V4B2>@5==O	 






	 	 I - P l a y b a c k 	 K h a l i s a   u b u y ' u m v a 	 C h e z a 	 S p e e l   t e r u g 	 L e i d i m a s   	 A t s k a Fo aa n a 	 T a a s e s i t u s 	 F~acaoel	     	 R e d a r e 	 *
M
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	 *M2G,M_>	 L u a j   m b r a p s h t 	 								 	 	 	 	 	 	 	 R e p r o d u   o 	 	 	 	 	 	 	 	 B e r r i z   i k u s i 	 P l a y b a c k 	 R e p r o d u c i  n 	 K p c h i g h a a   a z 	 A t h s h e i n m 
 
 S T R _ I D _ V R S I _ R E F R E S H _ S I M 	 V R S I 	 P O P U P C O N F I R M 	 S I M   c h a n g e d ,   d e l e t e   v o i c e   t a g   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M aS]fc/f&T*RdhQS I M aS
Njd|	 S I M aS]fbc/f&T RdhQS I M aS
NwSh	 @%5H"4!  %AG@*5"1I+!C4!+#7-D!H? 	 S I M   c a m b i a d a ,    e l i m i n a r   l a   e t i q u e t a s   d e   v o z   e n   l a   S I M ? 	 S I M   c h a n g  e ,   s u p p r i m e r   t o u t e s   l e s    t i q u e t t e s   v o c a l e s   s u r   l a   S I M  ? 	 S I M   g e  n d e r t ,   a l l e   V o i c e - K e n n z e i c h e n   i m   S I M   l  s c h e n ? 	 @C30O  S I M - :0@B0.   #40;8BL  3>;>A>2K5  <5B:8? 	 S I M   c a m b i a t a ,   e l i m i n a r e   e t i c h e t t a   v o c a l e   n e l l a   S I M ? 	 *E  *:J1  'D(7'B), E3-  9D'E)  'D5H*  AJ  'D(7'B)	 S I M   a l t e r a d o ,   e l i m i n a r   e t i q u e t a s   d e   v o z   n o   S I M ? 	 S I M   d e i _t i ,   S I M ' d e k i   s e s   e t i k e t i   s i l i n s i n   m i ?   	    i   S I M , x  a   t o  n   b   n h n   d n g   t i n g   t r o n g   S I M ? 	 S I M   d i g a n t i ,   h a p u s   s e m u a   t a g   s u a r a   d i   S I M ? 	 S I M   d i t u k a r ,   h a p u s   t a g   s u a r a   d a l a m   S I M ? 	 8	?	.	  ,	&	2	>	  	/	>	,   8	?	.	  8	G	  '	M	5	(	?	  	H		  9		>			? 	 S I M    n d r e t ,   s l e t   s t e m m e   m  r k e   i   S I M ? 	 S I M   z m n n a ,   s m a z a t   h l a s o v o u   s m y 
k u   n a   S I M ? 	 K a r t a   S I M   z m i e n i o n a ,   S k a s u j   z n a k i   g Bo s o w e   z   k a r t y   S I M ? 	 S I M   k i c s e r  l v e ,   a z    s s z e s   h a n g m i n t  t   t  r  l n i   a k a r j a   a   S I M - r Ql ? 	 S I M   v a i h d e t t u ,   p o i s t e t a a n k o     n i t a g i   S I M : s t  ? 	 S I M   e n d r e t ,   s l e t t   t a l e m e r k e   i   S I M ? 	 S I M   z m e n e n  ,   z r u ai e  c e l    h l a s o v    s l u 
k u   n a   S I M ? 	 S I M   v e r v a n g e n ,   a l l e   s t e m t a g s   u i t   S I M   v e r w i j d e r e n ? 	 E t t   n y t t   S I M - k o r t .   V i l l   d u   r a d e r a   r  s t u p p r i n g n i n g ? 	 S I M   j e   p r o m i j e n j e n a ,   u k l o n i   g l a s o v n e   o z n a k e   i z   S I M ? 	 A ci   s c h i m b a t   c a r t e l a   S I M .   ^t e r g e ci   t o a t e   e t i c h e t e l e   v o c a l e   d e   p e   S I M ? 	 S I M   s p r e m e n j e n ,   i z b r i ai   g l a s o v n i   d o d a t e k   v   S I M ?   	   S I M   ,             S I M ; 	 S I M   ,             -   S I M ? 	 S I M   ?@><5=5=,   87B@820=5  =0  3;0A>28O  B03  2  S I M ? 	 8	?	.	  ,	&	2	2	G	.   8	?	.	  .		B	#	  5	M	9	>		8	  	E		  *	A	8	B	(	  	>		>	? 	 S I M   *:1  'A*  GEG  (13(  G'  5H*  /1  S I M   1'  -0A  E  F/	 3E  (/D  '  3E  E  5H*  y  H  Ey'&	   ,             ? 	 			  								  			  					,   			  				  				  					  				  				? 	 8
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,   S I M   




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  



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   



?  	   .            ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   g e w y s i g ,   s k r a p   a l l e   s t e m - e t i k e t t e   o p   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 S I M   c h a n g e d ,   d e l e t e   a l l   v o i c e   t a g s   i n   S I M ? 	 	 	 S I M   n d r y s h o i ,   f s h i j   t e   g j i t h e   e t i k e t a t   e   z e r i t   n e   S I M ? 	 			  								  			  				,   				  				  					  			  						? 	 	 	 	 	 	 	 	 S I M   a l t e r a d o ,   e x c l u i r   t o d a s   a s   i d e n t i f i c a   e s   d e   v o z   n o   S I M ? 	 	 	 	 	 	 	 	 S I M   a l d a t u   e g i n   d a ;   b e r t a k o   a h o t s - e t i k e t a   g u z t i a k   e z a b a t u ? 	 N a p a l i t a n   a n g   S I M ,   t a n g g a l i n   l a h a t   n g   m g a   t a g   n g   b o s e s   s a   S I M ? 	 S I M   c a m b i a d o ,   b o r r a r   t o d a s   a s   e t i q u e t a s   d e   v o z   n a   t a r x e t a   S I M ? 	 S I M   a g b a n w e e l a , k a c h a p   a k a r a   o l u   n i i l e   d   n a   S I M ? 	 S I M   a t h r a i t h e ,   s c r i o s   g a c h   c l i b   g u t h a   s a   S I M ? 
 
 S T R _ S U B L C D _ E N G _ S U N D A Y 	 S U B L C D 	 U N L I M 	 D a y   o f   w e e k   s t r i n g   f o r   S u b   L C D   S u n 	 ( S u n ) 	 ( S u n ) 	 ( S u n ) 	 ( -2. ) 	 ( D o m ) 	 ( D i m ) 	 ( S o n ) 	 ( A) 	 ( D o m ) 	 ( 'D'-/) 	 ( D o m ) 	 ( S u n ) 	 ( C h   n h t ) 	 ( S u n ) 	 ( A h d ) 	 ( 0	5	?	) 	 ( S  n ) 	 ( N e ) 	 ( N i e ) 	 ( V a s ) 	 ( s u ) 	 ( S  n ) 	 ( N e ) 	 ( z o ) 	 ( s  n ) 	 ( N e d ) 	 ( D ) 	 ( N e d ) 	 ( ) 	   ' 	 >=. 	 ( 0	5	?	) 	 ( 4F(G) 	 ( S u n ) 	 ( ) 	 ( 			) 	 ( 
$
) 	 ( &?) 	 ( 4) 	 ( 


) 	 ( ) 	 ( S o n t o ) 	 ( S u n ) 	 ( J u m a p i l i ) 	 ( S o ) 	 ( S e k m . ) 	 ( S v d ) 	 ( P ) 	 ( ?o) 	 ( ) 	 ( D ) 	 ( 
>
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 ) 	 ( 0,?) 	 	 ( 			) 	 	 	 	 	 	 	 	 ( D o m ) 	 	 	 	 	 	 	 	 ( i g a ) 	 ( L i n ) 	 ( D o m ) 	 ( S n d e ) 	 ( D o m h ) 
 
 S T R _ S U B L C D _ E N G _ M O N D A Y 	 S U B L C D 	 U N L I M 	 D a y   o f   w e e k   s t r i n g   f o r   S u b   L C D   M o n 	 ( M o n ) 	 ( M o n ) 	 ( M o n ) 	 ( . ) 	 ( L u n ) 	 ( L u n ) 	 ( M o n ) 	 ( =) 	 ( L u n ) 	 ( 'D'+FJF) 	 ( S e g ) 	 ( M o n ) 	 ( T h   h a i ) 	 ( M o n ) 	 ( I s n ) 	 ( 8	K	.	) 	 ( M a n ) 	 ( P o ) 	 ( P o n ) 	 ( H  t ) 	 ( m a ) 	 ( M a n ) 	 ( P o ) 	 ( m a ) 	 ( m o n ) 	 ( P o n ) 	 ( L ) 	 ( P o n ) 	 ( ) 	   ' 	 B>. 	 ( 8	K	.	) 	 ( /H4F(G) 	 ( M o n ) 	 ( ) 	 ( 			) 	 ( 8
K
.
) 	 ( 8K.) 	 ( =) 	 ( 


) 	 ( ) 	 ( M s o m b u ) 	 ( M o n ) 	 ( J u m a t a t u ) 	 ( M a ) 	 ( P i r m . ) 	 ( P m d ) 	 ( E ) 	 ( 5o) 	 ( ) 	 ( L ) 	 ( $
?

M

3
M

 ) 	 ( 8K.) 	 	 ( 			) 	 	 	 	 	 	 	 	 ( S e g ) 	 	 	 	 	 	 	 	 ( a l n ) 	 ( L u n ) 	 ( L u n ) 	 ( M n d e ) 	 ( L u a n ) 
 
 S T R _ S U B L C D _ E N G _ T U E S D A Y 	 S U B L C D 	 U N L I M 	 D a y   o f   w e e k   s t r i n g   f o r   S u b   L C D   T u e 	 ( T u e ) 	 ( T u e ) 	 ( T u e ) 	 ( -. ) 	 ( M a r ) 	 ( M a r ) 	 ( D i e ) 	 ( B) 	 ( M a r ) 	 ( 'D+D'+'!) 	 ( T e r ) 	 ( T u e ) 	 ( T h   b a ) 	 ( T u e ) 	 ( S e l ) 	 ( .			2	) 	 ( T i r ) 	 (  t ) 	 ( W t ) 	 ( K e d ) 	 ( t i ) 	 ( T i r ) 	 ( U t ) 	 ( d i ) 	 ( t i s ) 	 ( U t o ) 	 ( M a ) 	 ( T o r ) 	 ( ) 	   ' 	 !@O. 	 ( .			3	) 	 ( 3G  4F(G) 	 ( T u e ) 	 ( ) 	 ( 					) 	 ( .
p

2
) 	 ( .3) 	 ( B) 	 ( 



) 	 ( ) 	 ( B i l i ) 	 ( T u e ) 	 ( J u m a n n e ) 	 ( D i ) 	 ( A n t r . ) 	 ( O t d ) 	 ( T ) 	 ( 5) 	 ( ) 	 ( M a ) 	 ( 
J
5
M
5
) 	 ( .M3) 	 	 ( 					) 	 	 	 	 	 	 	 	 ( T e r ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S U B L C D _ E N G _ W E D N E S D A Y 	 S U B L C D 	 U N L I M 	 D a y   o f   w e e k   s t r i n g   f o r   S u b   L C D   W e d 	 ( W e d ) 	 ( W e d ) 	 ( W e d ) 	 ( . ) 	 ( M i  ) 	 ( M e r ) 	 ( M i t ) 	 ( !@) 	 ( M e r ) 	 ( 'D'1(9'!) 	 ( Q u a ) 	 ( W e d ) 	 ( T h   t ) 	 ( W e d ) 	 ( R a b ) 	 ( ,	A	'	) 	 ( O n s ) 	 ( S t ) 	 ( Zr ) 	 ( S z e ) 	 ( k e ) 	 ( O n s ) 	 ( S t ) 	 ( w o ) 	 ( o n s ) 	 ( S r i ) 	 ( M i ) 	 ( S r e ) 	 ( ) 	   ' 	 '5B2. 	 ( ,	A	'	) 	 ( G'14F(G) 	 ( W e d ) 	 ( ) 	 ( 			) 	 ( ,
A
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. ) 	 ( T r d ) 	 ( K ) 	 ( I) 	 ( ) 	 ( M i ) 	 ( ,
A
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(
M

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 
 S T R _ S U B L C D _ E N G _ T H U R S D A Y 	 S U B L C D 	 U N L I M 	 D a y   o f   w e e k   s t r i n g   f o r   S u b   L C D   T h u 	 ( T h u ) 	 ( T h u ) 	 ( T h u ) 	 ( $. ) 	 ( J u e ) 	 ( J e u ) 	 ( D o n ) 	 ( 'B) 	 ( G i o ) 	 ( 'D.EJ3) 	 ( Q u i ) 	 ( T h u ) 	 ( T h   n m ) 	 ( T h u ) 	 ( K h a ) 	 ( 	A	0	A	) 	 ( T o r ) 	 ( t ) 	 ( C z w ) 	 ( C s  ) 	 ( t o ) 	 ( T o r ) 	 ( `t ) 	 ( d o ) 	 ( t o r s ) 	 ( e t ) 	 ( J ) 	 ( e t ) 	 ( ) 	   ' 	 5B. 	 ( 	A	0	A	) 	 ( ~F,  4F(G) 	 ( T h u ) 	 ( ) 	 ( 			) 	 ( 5
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0
) 	 ( A0A) 	 ( 'B) 	 ( 



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M
/
>
4

) 	 ( A0A) 	 	 ( 			) 	 	 	 	 	 	 	 	 ( Q u i ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S U B L C D _ E N G _ F R I D A Y 	 S U B L C D 	 U N L I M 	 D a y   o f   w e e k   s t r i n g   f o r   S u b   L C D   F r i 	 ( F r i ) 	 ( F r i ) 	 ( F r i ) 	 ( (. ) 	 ( V i e ) 	 ( V e n ) 	 ( F r e ) 	 ( B) 	 ( V e n ) 	 ( 'D,E9)) 	 ( S e x ) 	 ( F r i ) 	 ( T h   s  u ) 	 ( F r i ) 	 ( J u m ) 	 ( 6	A		M	0	) 	 ( F r e ) 	 ( P  ) 	 ( P i a ) 	 ( P  n ) 	 ( p e ) 	 ( F r e ) 	 ( P i ) 	 ( v r ) 	 ( f r e ) 	 ( P e t ) 	 ( V ) 	 ( P e t ) 	 ( ) 	   ' 	 !J1. 	 ( 6	A		M	0	) 	 ( ,E9G) 	 ( F r i ) 	 ( ) 	 ( 					) 	 ( 6
A

0
) 	 ( 6AM0) 	 ( Bi ) 	 ( 




) 	 ( ) 	 ( H l a n u ) 	 ( F r i ) 	 ( I j u m a a ) 	 ( V r ) 	 ( P e n k t . ) 	 ( P k d ) 	 ( R ) 	 ( Hb) 	 ( ) 	 ( V ) 	 ( 5
F
3
M
3
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) 	 ( 6AM0) 	 	 ( 					) 	 	 	 	 	 	 	 	 ( S e x ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S U B L C D _ E N G _ S A T U R D A Y 	 S U B L C D 	 U N L I M 	 D a y   o f   w e e k   s t r i n g   f o r   S u b   L C D   S a t 	 ( S a t ) 	 ( S a t ) 	 ( S a t ) 	 ( *. ) 	 ( S  b ) 	 ( S a m ) 	 ( S a m ) 	 ( !1) 	 ( S a b ) 	 ( 'D3(*) 	 ( S  b ) 	 ( S a t ) 	 ( T h   b y ) 	 ( S a t ) 	 ( S a b ) 	 ( 6	(	?	) 	 ( L  r ) 	 ( S o ) 	 ( S o b ) 	 ( S z o ) 	 ( l a ) 	 ( L  r ) 	 ( S o ) 	 ( z a ) 	 ( l  r ) 	 ( S u b ) 	 ( S ) 	 ( S o b ) 	 ( ) 	 	 54. 	 ( 6	(	?	) 	 ( 4F(G) 	 ( S a t ) 	 ( ) 	 ( 			) 	 ( 8
(
@
) 	 ( 6(?) 	 ( !1) 	 ( 


) 	 ( ) 	 ( M g q i ) 	 ( S a t ) 	 ( J u m a m o s i ) 	 ( S a ) 	 ( `e at . ) 	 ( S e d ) 	 ( L ) 	 ( Gbi) 	 ( ) 	 ( S ) 	 ( 6
(
?
) 	 ( 6(?) 	 	 ( 			) 	 	 	 	 	 	 	 	 ( S  b ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E T T I N G _ S O U N D _ E F F E C T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 s o u n d   e f f e c t s 	 S o u n d   e f f e c t s 	 He	 He	 @-@GL@*5"	 E f e c t o s   d e   s o n i d o 	 E f f e t s   s o n o r e s 	 S o u n d e f f e k t e 	 2C:>2K5  MDD5:BK	 E f f e t t i   a u d i o 	 *#+J1  'D5H*	 E f e i t o   d e   s o m 	 S e s   e f e k t l e r i 	 H i u   n g    m   t h a n h 	 E f e k   s u a r a 	 K e s a n   b u n y i 	 '	M	5	(	?	  *	M	0	-	>	5		 L y d   E f f e k t 	 Z v u k o v    e f e k t 	 E f e k t y   d zw i k o w e 	 H a n g h a t  s o k 	 M u s i i k k i e f f e k t i 	 L y d e f f e k t 	 Z v u k o v    e f e k t y 	 G e l u i d s e f f e c t 	 L j u d e f f e k t 	 Z v u 
n i   e f e k t 	 E f e c t e   s o n o r e 	 Z v o 
n i   U 
i n e k 	   	   	 2C:>2  D5:B	 '	M	5	(	@	  *	M	0	-	>	5		 ,DHG  G'I  5H*I	 "H'2  'Ay	   	 						  							 
5
>

<
  
8
0
	 8L!M  +FMM	 2C:>289  5D5:B	 







  


	   	 U m p h u m e l a   w o m s i n d o 	 I m p e m b e l e l o   y e s a n d i 	 A t h a r i   y a   s a u t i 	 K l a n k e f f e k t e 	 G a r s o   e f e k t a s 	 S k a Fu   e f e k t s 	 H e l i e f e k t 	 Aauvaukv  geo	   	 E f e c t   d e   s u n e t 	 8
L
#
M

M
  
+

M

M
	 'M5(?  *M0->,	 E f e k t e t   e   z e r i t 	 					  							 	 	 	 	 	 	 	 E f e i t o s   s o n o r o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R 	 S e t t i n g 	 C 0 5 7 _ 1 	 s o u n d   e f e c t :   a u d i o   e q u a l i z e r 	 E q u a l i z e r 	 I{ShV	 GWahV	 -5'-D%@-#L	 E c u a l i z a d o r 	 E g a l i s a t e u r 	 E q u a l i z e r 	 -:20;0975@	 E q u a l i z z a t o r e 	 ,G'2  'DE*H'2F	 E q u a l i z a d o r 	 E k o l a y z e r   	 C  n   i 	 E k u a l i s e r 	 P e n y a m a 	 		M	5	2	>			<	0		 E q u a l i z e r 	 E k v a l i z  r 	 E q u a l i z e r 	 E q u a l i z e r 	 E k v a l i s a a t t o r i 	 U t l i g n e r 	 E k v a l i z  r 	 E q u a l i s e r 	 U t j  m n a r e 	 E k v a l i z a t o r 	 E g a l i z a t o r 	 E q u a l i z e r 	 E q u a l i z e r 	 	 :20;0975@	 	5	>		  8	.	>	(	  	0	#	G		 'HD'21	 (1'(1  1F  H'D'	 	 												 ,
0
>
,
0
	 M52F0M	 :20;0975@	 









	 	 I - E q u a l i z e r 	 I s i l i n g a n i s i 	 K i s a w a z i s h a j i 	 E w e n a a r 	 I al y g i n a m a s i s   /r e n g i n y s 	 E k v a l a i z e r s 	 E k v a l a i s e r 	 7~alaufe	 	 E g a l i z a t o r 	 

M
5
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H
8
0
M

 	 8.>(>0	 B a r a z u e s i 	 												 	 	 	 	 	 	 	 E q u a l i z a d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ S E T _ 1 	 S e t t i n g 	 C 0 5 7 _ 1 	 a u d i o   e q u a l i z e r   :   n o r m a l 	 N o r m a l 	 ck8^	 ck8^	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 1KG=K9	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l   	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 N o r m a l 	 N o r m  l n  	 N o r m a l n y 	 N o r m  l 	 N o r m a a l i 	 N o r m a l 	 N o r m  l n e 	 N o r m a a l 	 N o r m a l t 	 N o r m a l n o 	 N o r m a l 	 N o r m a l n o 	 	 	 >@<0;5=	 8	0	M	5	8	>	.	>	(	M	/		 9'/	 F'1ED	 	 							 
.
	 (>0M.2M	 >@<0;L=89	 






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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ S E T _ 2 	 S e t t i n g 	 C 0 5 7 _ 1 	 a u d i o   e q u a l i z e r   :   b a s s 	 B a s s 	 ͑NO	 ͑NO	 @*	 G r a v e s 	 G r a v e s 	 B  s s e 	 #A8;5=85  10A>2	 B a s s i 	 'D('3	 G r a v e s 	 B a s 	 G i n g   t r m 	 B a s s 	 B a s s 	 ,	>	8		 B a s e 	 B a s e 	 P o d s t a w o w y 	 B a s s z u s 	 B a s s o 	 B a s s 	 B a s s 	 L a a g 	 B a s 	 B a s o v i 	 B a s 	 B a s 	 	 	 0A	 ,	>	8		 (E	 ('3	 	 					 8
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ S E T _ 3 	 S e t t i n g 	 C 0 5 7 _ 1 	 a u d i o   e q u a l i z e r   :   d a n c e 	 D a n c e 	 f	 f	 AL	 D a n c e 	 D a n s e 	 T a n z 	 8A:>	 D i s c o 	 1B5	 D a n  a 	 D a n s   	 N h c   n h y 	 D a n s a 	 T a r i a n 	 (	>			 D a n c e 	 T a n e 
n  	 T a n i e c 	 T  n c z e n e 	 T a n s s i 	 D a n c e 	 T a n e 
n  	 D a n s 	 D a n s 	 P l e s 	 D a n c e 	 P l e s 	 	 	 5=A	 (	C	$	M	/		 1B5	 1B5	 	 						 (
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 
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n o 	 	 	 ;0A8G5A:8	 	M	2	>	8	?		2		 D'3	 D'3	 	 								 *
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ S E T _ 5 	 S e t t i n g 	 C 0 5 7 _ 1 	 a u d i o   e q u a l i z e r   :   t r e b l e 	 T r e b l e 	 ؚ	 ؚ	 #5@4%	 A g u d o s 	 A i g u s 	 H  h e n 	 #<5=LH5=85  10A>2	 A c u t i 	 +D'+  #69'A	 A g u d o s 	 T i z 	 G i n g   c a o 	 T r e b l e 	 T r e b e l 	 	M	0	G	,	2		 D i s k a n t 	 F i s t u l e 	 W y s o k i   d zw i k 	 M a g a s 	 D i s k a n t t i 	 D i s k a n t 	 F i s t u l a   	 H o o g 	 D i s k a n t 	 V i s o k i 	  n a l t 	 T r e b e l 	 	 	 !>?@0=>	 	M	0	G	,	2		 21	 'HF  ~*D  'SH'2	 	 								 $
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ S E T _ 6 	 S e t t i n g 	 C 0 5 7 _ 1 	 a u d i o   e q u a l i z e r   :   p a r t y 	 P a r t y 	 [g	 [O	 2#L5I	 F i e s t a 	 P a r t i e 	 P a r t y 	 5G5@8=:0	 F e s t a 	 E#/()	 F e s t a 	 P a r t i   	 T i c 	 P e s t a 	 P a r t i 	 *	>	0	M		@	  	 P a r t y 	 P  r t y 	 Z a b a w a 	 B u l i 	 J u h l a 	 P a r t y 	 P  r t y 	 F e e s t 	 P a r t y 	 T u l u m 	 P e t r e c e r e 	 Z a b a v a 	 	 	 0@B8	 *	>	0	M		@		 EGE'F	 ~'1y	 	 							 *
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	 	 I - P a r t y 	 E n z a   i t h e k o 	 S h e r e h e 	 P a r t y t j i e m u s i e k 	 V a k a r l i s 	 B a l l +t e 	 P i d u 	 5eoxui	 	 P e t r e c e r e 	 *
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ S E T _ 7 	 S e t t i n g 	 C 0 5 7 _ 1 	 a u d i o   e q u a l i z e r   :   p o p 	 P o p 	 AmLj	 AmLPN	 J-	 P o p 	 P o p 	 P o p 	 >?	 P o p 	 'D(H(	 P o p 	 P o p   	 N h c   P o p 	 P o p 	 P o p 	 *	I	*		 P o p 	 P o p 	 P o p 	 P o p z e n e 	 P o p 	 P o p 	 P o p 	 P o p 	 P o p 	 P o p 	 P o p 	 P o p 	 	 	 >?	 *	I	*		 ~'~	 ~H~	 	 			 9
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ S E T _ 8 	 S e t t i n g 	 C 0 5 7 _ 1 	 a u d i o   e q u a l i z e r   :   r o c k 	 R o c k 	 dnj	 GdnPN	 #G-	 R o c k 	 R o c k 	 R o c k 	  >:	 R o c k 	 1HC	 R o c k 	 R o c k   	 N h c   R o c k 	 R o c k 	 R o c k 	 0	I			 R o c k 	 R o c k 	 R o c k 	 R o c k z e n e 	 R o c k 	 R o c k 	 R o c k 	 R o c k 	 R o c k 	 R o c k 	 R o c k 	 R o c k 	 	 	  >:	 0	I			 1'	 1H	 	 			 
2
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	 0>M	  >:	 


	 	 I - R o c k 	 I - r o c k 	 R o k i 	 R o c k m u s i e k 	 R o k a s 	 R o k s 	 R o c k 	 Lx	 	 R o c k 	 1
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 s o u n d   e f f e c t :   a u d i o   e q u a l i z e r   c a p t i o n 	 E q u a l i z e r 	 I{ShV	 GWahV	 -5'-D%@-#L	 E c u a l i z a d o r 	 E g a l i s a t e u r 	 E q u a l i z e r 	 -:20;0975@	 E q u a l i z z a t o r e 	 ,G'2  'DE*H'2F	 E q u a l i z a d o r 	 E k o l a y z e r   	 C  n   i 	 E k u a l i s e r 	 P e n y a m a 	 		M	5	2	>		[	0		 	 	 	 E k v a l i z  t o r 	 	 	 	 E q u a l i s e r 	 	 	 E g a l i z a t o r 	 	 	 	 E q u a l i z e r 	 		M	/	B	2	>			0		 'HD'21	 (1'(1  1F  H'D'	 	 												 ,
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ R E S T _ F A C T _ D E F A U L T 	 S e t t i n g 	 I C O N T E X T 	 r e s t o r i n g   a u d i o   e q u a l i z e r   s e t t i n g   v a l u e s   t o   d e f a u l t   o p t i o n 	 R e s t o r e   d e f a u l t 	 b`_-<P	 b`
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Ty	 I-
7H-	 I n t r o d u c i r   n o m b r e 	 E n t r e r   u n   n o m 	 N a m e   e i n g e b e n 	 2548B5  8<O	 I n s e r i s c i   n o m e 	 '/.'D  'D'3E	 I n t r o d u z i r   n o m e 	 A d 1  g i r   	 N h p   t  n 	 M a s u k k a n   n a m a 	 M a s u k k a n   n a m a 	 (	>	.	  *	M	0	5	?	7	M		  	0	G			 	 	 	 N  v   b e v i t e l e 	 	 	 	 N a a m   o p g e v e n 	 	 	 I n t r o d u c e ci   n u m e 	 	 	   	 E n t e r   N a m e 	 E n t e r   N a m e 	 H'1/  1/F  F'E	 F'E  /'.D  ,&	     	 			  								  			 (
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7H-'H2	 N o m b r e   v a c  o 	 N o m   v i d e 	 N a m e   l e e r 	 5B  8<5=8	 S v u o t a   n o m e 	 'D'3E  :J1  5'D-	 N o m e   v a z i o 	 A d   b o _  	 T  n   k h  n g   h p   l 	 K o s o n g k a n   n a m a 	 N a m a   k o s o n g 	 	>	2	@	  (	>	.	  	 	 	 	  r e s   n  v 	 	 	 	 L e g e   n a a m 	 	 	 N u m e l e   l i p s e _t e 	 	 	   	 	 +	>		2	(	>		5	  0	?		>	.	>		 F'E  .'D  '3*	 :D7  F'E	       	 				  								 
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i a s   p a v a d i n i m a s 	 N o s a u k u m s   t u k as 	 N i m i   o n   s i s e s t a m a t a 	 4aao  avxv	   	 N u m e l e   l i p s e _t e 	 *
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 
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25'5--	 S a l i d a   T V 	 S o r t i e   T V 	 T V - A u s g a n g 	 "- 2KE>4	 U s c i t a   T V 	 '.1',  T V 	 S a  d a   T V 	 T V    1k 1_1  	 P h  t   T V 	 T V - o u t 	 T V   k e l u a r 	 	@	5	@	  					 T V   O u t 	 T V   O u t 	 T V   O u t 	 T V   k i 	 T V   O u t 	 T V   O u t 	 T V   v  s t u p 	 T e l e v i s i e   u i t 	 T V - u t 	 T V   i z l a z . . . 	 M u f   d e   i e _i r e   p e n t r u   T V 	 T V   V e n 	   T V 	   T V 	 "  7E>4	 	@	5	M	9	@	  ,	>	9	G	0		 .1H,  *DH2HF	 T V   O u t 	     	 				  				 
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 S T R _ I D _ S E T T I N G _ T V O U T _ A U D _ P A T H 	 T V O U T 	 I C O N T E X T 	 T V O U T     f u n c t i o n   o p t i o n   n a m e : M u s i c   o u t p u t 	 M u s i c   o u t p u t 	 j8Q	 PNQ	 @-2L8#5	 S a l i d a   d e   m  s i c a 	 S o r t i e   d e   m u s i q u e 	 M u s i k a u s g a n g 	 K2>4  0C48>	 U s c i t a   m u s i c a 	 *5/J1  'D5H*	 S a  d a   d e   m  s i c a 	 M  z i k    1k 1_1  	 P h  t   n h c 	 O u t p u t   m u s i k 	 O u t p u t   m u z i k 	 8			@	$	  				*	A			 	 	 	 Z e n e i   k i m e n e t 	 	 	 	 M u z i e k u i t g a n g 	 	 	 M u f   d e   i e _i r e   p e n t r u   m u z i c 	 	 	   	 	 	!	?	/	K	  				*	A			 .1H,  EH3B	 EH2  "$y  ~y	   	 				  							 
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 
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	   	 I - V i s u a l   a d j u s t 	 U l u n g i s e l e l o   o l u b o n w a y o 	 r e k e b i s h a   m u o n e k a n o 	 V i s u e l e   v e r s t e l l i n g 	 V i z u a l i n i s   k o r e g a v i m a s     	 V i z u l a   p i e l g o aa n a 	 V i s u a a l n e   k o h a n d u s 	 Jaoek  oaca~xxt	   	 R e g l a r e   i m a g i n e 	 5
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 
 S T R _ I D _ S E T T I N G _ T V O U T _ P L U G _ I N 	 T V O U T 	 P O P U P 	 T V O U T     m e s s a g e :   T V - o u t   p l u g   i n 	 T V - o u t   p l u g g e d   i n 	 
OnceQ	 ƉegnceQ	 @*5"*2"5'5--A%I'	 S a l i d a   d e   T V   c o n e c t a d a 	 S o r t i e   T V   b r a n c h  e 	 T V - A u s g a n g   v e r b u n d e n 	 "- 2KE>4  ?>4:;NG5=	 U s c i t a   T V   i n s e r i t a 	 *H5JD  '.1',  'D*DA2JHF	 S a  d a   T V   l i g a d a 	 T V    1k 1_1  t a k 1l 1  	 C m   n g u n   T V   v  o 	 T V - o u t   d i p a s a n g 	 T V   k e l u a r   d i p l a g   m a s u k 	 	@	5	@	- 				  2		>	  9	H		 T V - O u t   p l u g g e d   i n 	 T V - O u t   p l u g g e d   i n 	 T V - O u t   p l u g g e d   i n 	 A   T V - k i m e n e t   c s a t l a k o z i k 	 T V - O u t   p l u g g e d   i n 	 T V - O u t   p l u g g e d   i n 	 T V   v  s t u p   z a p o j e n  	 T e l e v i s i e - u i t g a n g   a a n g e s l o t e n 	 T V - u t    r   a n s l u t e n 	 T V   i z l a z   j e   u k l j u 
e n 	 M u f a   d e   i e _i r e   p e n t r u   T V   e s t e   c o n e c t a t 	 T V - V e n   v t a k n j e n 	   T V     	     	 "- 87E>4  2:;NG5=	 	@	5	M	9	@	- 				  *	M	2		  	(		 .1H,  *DH2HF  H5D  '3*	 y  H  'S$y  D''  '	 T V - O u t     	 				- 			  					  							 
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	       	 F a k a   i p u l a g i   y e - T V   o u t   	 I - T V - o u t   i f a k i w e 	 T V - z a o   i m e i n g i z w a 	 T V - u i t   i n g e p r o p 	 T e l e v i z o r i a u s   i av e s t i s   /j u n g t a 	 T V - i z v a d e   p i e v i e n o t a 	 T V - v  l j u n d    h e n d a t u d 	 T V - elh  tka~an  g	 -   	 M u f a   d e   i e _i r e   p e n t r u   T V   e s t e   c o n e c t a t 	 T V - 

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 
 S T R _ I D _ S E T T I N G _ T V O U T _ P L U G _ O U T 	 T V O U T 	 P O P U P 	 T V O U T     m e s s a g e :   T V - o u t   p l u g   o u t 	 T V - o u t   p l u g g e d   o u t 	 
Onyd	 Ɖegnyd	 -*2"  T V - O u t   A%I'	 S a l i d a   d e   T V   d e s c o n e c t a d a 	 S o r t i e   T V   d  b r a n c h  e 	 T V - A u s g a n g   g e t r e n n t 	 "- 2KE>4  >B:;NG5=	 U s c i t a   T V   d i s i n s e r i t a 	 A5D  '.1',  'D*DA2JHF	 S a  d a   T V   d e s l i g a d a 	 T V    1k 1_1  t a k 1l 1  d e i l   	 R  t   n g u n   T V   r a 	 T V - o u t   d i l e p a s k a n 	 T V   k e l u a r   d i p l a g   k e l u a r 	 	@	5	@	- 				  (	?		2	  	/	>		 T V - O u t   p l u g g e d   o u t 	 T V - O u t   p l u g g e d   o u t 	 T V - O u t   p l u g g e d   o u t 	 A   T V - k i m e n e t   k i h  z v a 	 T V - O u t   p l u g g e d   o u t 	 T V - O u t   p l u g g e d   o u t 	 T V   v  s t u p   o d p o j e n  	 T e l e v i s i e - u i t g a n g   n i e t   a a n g e s l o t e n 	 T V - u t    r   i n t e   a n s l u t e n 	 T V   i z l a z   j e   i s k l j u 
e n 	 M u f a   d e   i e _i r e   p e n t r u   T V   e s t e   d e c o n e c t a t 	 T V - V e n   i z t a k n j e n 	   T V   	     	 "- 87E>4  87:;NG5=	 	@	5	M	9	@	- 				  *	M	2		  					 .1H,  *DH2HF  H5D  F3*	 y  H  'S$y  F'D  D'  '	 T V - O u t       	 				- 			  					  					 
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 
 S T R _ I D _ S E T T I N G _ T V O U T _ N O T _ R E A D Y 	 T V O U T 	 P O P U P 	 T V O U T     m e s s a g e :   T V - o u t   i s   n o t   r e a d y 	 T V - o u t   i s   n o t   r e a d y 	 
*g1\}	 Ɖ*g1\~	 T V - --  D!H#I-!C
I2	 S a l i d a   d e   T V   n o   e s t    l i s t a 	 S o r t i e   T V   p a s   p r  t e 	 T V - A u s g a n g   i s t   n i c h t   b e r e i t 	 "- 2KE>4  =5  3>B>2	 U s c i t a   T V   n o n   p r o n t a 	 '.1',  'D*DA2JHF  :J1  E3*9/	 S a  d a   T V   n  o   e s t    p r o n t a 	 T V    1k 1_1  h a z 1r   d e i l   	 T V   c h a   s n   s  n g 	 T V - o u t   b e l u m   s i a p 	 T V   k e l u a r   b e l u m   b e r s e d i a 	 	@	5	@	- 				  $	H	/	>	0	  (	9	@			 	 	 	 A   T V - k i m e n e t   n e m    z e m k  s z 	 	 	 	 T e l e v i s i e - u i t g a n g   n i e t   g e r e e d 	 	 	 M u f a   d e   i e _i r e   p e n t r u   T V   n u   e s t e   p r e g t i t 	 	 	       	 	 	@	5	M	9	@	- 				  $	/	>	0	  (	>	9	@		 .1H,  *DH2HF  "E'/G  F3*	 y  H  'S$y  *'1  F	 T V - O u t   	 				- 			  								  			 
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	     	 I - T V   o u t   a y i k a l u n g i 	 I - T V - o u t   a y i k a l u n g e l i 	 T V - z a o   h a i k o   t a y a r i 	 T V - u i t   n i e   g e r e e d   n i e 	 T e l e v i z o r i a u s   i av e s t i s   n e p a r e n g t a 	 T V - i z v a d e   n a v   g a t a v a 	 T V - v  l j u n d   p o l e   v a l m i s 	 T V - elh  zaa}  yg	 -       	 M u f a   d e   i e _i r e   p e n t r u   T V   n u   e s t e   p r e g t i t 	 T V - 

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o`	 sSeOo`	 I-'2!BI-A15	 M e n s a j e   i n s t a n t  n e o 	 M e s s a g e   i n s t a n t a n  	 S o f o r t n a c h r i c h t 	 3=>25==>5  A>>1I5=85	 M e s s a g g i o   i s t a n t a n e o 	 13'D)  AH1J)	 M e n s a g e m   i n s t a n t  n e a 	 H 1z l 1  i l e t i   	 T i n   n h n   t c   t h i 	 P e s a n   c e p a t 	 M e s e j   s e g e r a 	 $	M	5	0	?	$	  8		&	G	6		  j e b l i k k e l i g   B e s k e d 	 O k a m ~i t    z p r  v a 	 P i l n a   w i a d o m o [	 A z o n n a l i    z e n e t k  l d  s 	 P i k a v i e s t i 	  y e b l i k k e l i g   m e l d i n g 	 S p r  v a   n a   d i s p l e j 	 E x p r e s b e r i c h t 	 I n s t a n t   m e s s a g e 	 T r e n u t n a   p o r u k a 	 M e s a j   i n s t a n t a n e u 	 T r e n u t n o   S p o r o 
i l o 	   	   	 ><5=B=>  !J>1I5=85	 $	$	!	@		>	  8		&	G	6		 ~'E  13'F  AH1	 AH1  ~:'E	   	 										  							 
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 S T R _ I D _ I M P S _ P R O G R E S S I N G 	 I M P S 	 C 1 5 4 _ 1 	 P r o g r e s s i n g   S t r i n g 	 P r o g r e s s i n g 	 Ut-N	 ck(WYt	 3%13@42#	 P r o g r e s a n d o 	 P r o g r e s s i o n 	 D u r c h f  h r u n g 	 K?>;=O5BAO	 I n   c o r s o 	 ,'1M  'DE9'D,)	 E m   p r o g r e s s o 	 0_l e m   d e v a m   e d i y o r   	 a n g   x   l  	 B e r j a l a n 	 S e d a n g   b e r j a l a n 	 *	M	0		$	?	  *	0	  9	H		 U d v i k l i n g 	 P r o v  d n  	 W   t r a k c i e 	 F o l y a m a t b a n 	 E d i s t y y 	 U t v i k l i n g 	 S p r a c o v a n i e 	 V o o r t g a n g 	 P  g  r 	 N a p r e d o v a n j e . . 	  n   c u r s 	 N a p r e d o v a n j e 	   	 	 0?@5420=5	 	>	2	B	  	9	G		 /1  -'D  ~41A*	 'S  (  1'  	   	 							  						 5
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5  1 	 C u e n t a   1 	 C o m p t e   1 	 K o n t o   1 	 #G.   70?8AL  1   	 A c c o u n t   1 	 -3'(1 	 C o n t a   1 	 P r o f i l   1 	 C a  i   s n   1 	 p r o f i l   1 	 A k a u n   1 	 		>					  1 	 P r o f i l   1 	 P r o f i l   1 	 P r o f i l   1 	 1 .   p r o f i l 	 P r o f i i l i   1 	 P r o f i l   1 	 P r o f i l   1 	 A c c o u n t   1 	 P r o f i l   1 	 P r o f i l   1 	 C o n t   1 	 P r o f i l   1 	   1 	   1 	 @>D8;  1 	 *	M	0	K	+	>		2	  1 	 '4*1'  1 	 ~1HA'&D  1   	     1 	 								  		 *
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 
 S T R _ I D _ I M P S _ P R O F I L E 2 	 I M P S 	 C 0 5 7 _ 1 ,   U N L I M ,   C 0 7 3 _ 1 	 S t r i n g   f o r   D e f a u l t   P r o f i l e   N a m e   2 	 A c c o u n t   2 	 3^6bN	 ^7bN	 1
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5  2 	 C u e n t a   2 	 C o m p t e   2 	 K o n t o   2 	 #G.   70?8AL  2   	 A c c o u n t   2 	 -3'(2 	 C o n t a   2 	 P r o f i l   2 	 C a  i   s n   2 	 p r o f i l   2 	 A k a u n   2 	 		>					  2 	 P r o f i l   2 	 P r o f i l   2 	 P r o f i l   2 	 2 .   p r o f i l 	 P r o f i i l i   2 	 P r o f i l   2 	 P r o f i l   2 	 A c c o u n t   2 	 P r o f i l   2 	 P r o f i l   2 	 C o n t   2 	 P r o f i l   2 	   2 	   2 	 @>D8;  2 	 *	M	0	K	+	>		2	  2 	 '4*1'  2 	 ~1HA'&D  2 	     2 	 								  		 *
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 
 S T R _ I D _ I M P S _ P R O F I L E 3 	 I M P S 	 C 0 5 7 _ 1 ,   U N L I M ,   C 0 7 3 _ 1 	 S t r i n g   f o r   D e f a u l t   P r o f i l e   N a m e   3 	 A c c o u n t   3 	 3^6b	N	 ^7b	N	 1

5  3 	 C u e n t a   3 	 C o m p t e   3 	 K o n t o   3 	 #G.   70?8AL  3   	 A c c o u n t   3 	 -3'(3 	 C o n t a   3 	 P r o f i l   3 	 C a  i   s n   3 	 p r o f i l   3 	 A k a u n   3 	 		>					  3 	 P r o f i l   3 	 P r o f i l   3 	 P r o f i l   3 	 3 .   p r o f i l 	 P r o f i i l i   3 	 P r o f i l   3 	 P r o f i l   3 	 A c c o u n t   3 	 P r o f i l   3 	 P r o f i l   3 	 C o n t   3 	 P r o f i l   3 	   3 	   3 	 @>D8;  3 	 *	M	0	K	+	>		2	  3 	 '4*1'  3 	 ~1HA'&D  3 	     3 	 								  		 *
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  3 	 >	#M  3 	 L l o g a r i a   3 	 	 	 	 	 	 	 	 	 C o n t a   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ P R O F _ S E T T I N G 	 I M P S 	 T I T L E ,   I C O N T E X T 	 P r o f i l e   S e t t i n g   S t r i n g 	 A c c o u n t   s e t t i n g s 	 3^6b-[	 ^7bn	 H241I1

5	 A j u s t e s   d e   c u e n t a s 	 R  g l a g e   d e   c o m p t e 	 K o n t o e i n s t e l l u n g e n 	 0AB@>9:8  CG5B=>9  70?8A8	 I m p o s t a z i o n i   a c c o u n t 	 '9/'/'*  'D-3'(	 D e f i n i   e s   d e   c o n t a 	 H e s a p   a y a r l a r 1  	 C  i   t   g h i   c h  p   c    n h  n 	 P e n g a t u r a n   a c c o u n t 	 S e t i n g   a k a u n 	 		>					  8	G		?			M	8		 P r o f i l   O p s  t n i n g 	 N a s t a v e n    p r o f i l u 	 U s t a w i e n i a   p r o f i l u 	 P r o f i l b e  l l  t  s 	 P r o f i i l i n   a s e t u s 	 P r o f i l i n n s t i l l i n g 	 N a s t a v e n i e   p r o f i l u 	 A c c o u n t i n s t e l l i n g e n 	 P r o f i l i n s t  l l n i n g a r 	 P o s t a v k e   p r o f i l a 	 S e t r i   c o n t 	 N a s t a v e t e v   P r o f i l a 	   	       	 @>D8;  0AB@>9:0	 *	M	0	K	+	>		2	  8	G		?				 *F8E'*  '4*1'	 ~1HA'&D  3yF	     	 								  										 *
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 
 S T R _ I D _ I M P S _ P R O F _ C O N N 	 I M P S 	 T I T L E ,   I C O N T E X T 	 C o n n e c t i o n   S e t t i n g   S t r i n g 	 C o n n e c t i o n   s e t t i n g s 	 #P}-[	 ޏcn	 H241I2#@
7H-!H-	 A j u s t e s   d e   c o n e x i  n 	 R  g l a g e s   d e   c o n n e x i o n 	 V e r b i n d u n g s e i n s t e l l u n g e n 	 0@0<5B@K  A>548=5=8O	 I m p o s t a z i o n i   d i   c o n n e s s i o n e 	 '9/'/'*  'D'*5'D	 D e f i n i   e s   d e   l i g a   o 	 B a l a n t 1  a y a r l a r 1  	 C  i   t   k t   n i 	 P e n g a t u r a n   S a m b u n g a n 	 S e t i n g   s a m b u n g a n 	 	(	G		M	6	(	  8	G		?			M	8		 F o b i n d e l s e s   O p s  t n i n g 	 N a s t a v e n    p Yi p o j e n  	 U s t a w i e n i a   p o Bc z e D	 K a p c s o l a t   b e  l l  t  s o k 	 Y h t e y d e n   a s e t u s 	 T i l k o p l i n g s i n n s t i l l i n g 	 N a s t a v e n i e   p r i p o j e n i a 	 V e r b i n d i n g s i n s t e l l i n g e n 	 U p p k o p p l i n g s i n s t  l l n i n g a r 	 P o s t a v k e   p o d e aa v a n j a 	 S e t r i   c o n e x i u n e 	 N a s t a v i t e v   P o v e z a v e 	   	   	 @J7:0  0AB@>9:0	 	(	G		6	(	  8	G		?				 *F8E'*  '*5'D	 F4F  3yF	   	 							  										 
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 
 S T R _ I D _ I M P S _ P R O F _ N A M E 	 I M P S 	 T I T L E ,   I C O N T E X T 	 P r o f i l e   N a m e   S t r i n g 	 A c c o u n t   n a m e 	 3^6b
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7H-1
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5	 N o m b r e   d e   c u e n t a 	 N o m   d u   c o m p t e 	 K o n t o n a m e 	 <O  CG5B=>9  70?8A8	 N o m e   a c c o u n t 	 '3E  'D-3'(	 N o m e   d e   c o n t a 	 H e s a p   a d 1  	 T  n   g h i   c h  p   c    n h  n 	 N a m a   a c c o u n t 	 N a m a   a k a u n 	 		>					  (	>	.	  	 P r o f i l   N a v n 	 N  z e v   p r o f i l u 	 N a z w a   p r o f i l u 	 F i  k   n e v e 	 P r o f i i l i n   n i m i 	 P r o f i l n a v n 	 N  z o v   p r o f i l u 	 A c c o u n t n a a m 	 P r o f i l n a m n 	 N a z i v   p r o f i l a 	 N u m e   c o n t 	 I m e   P r o f i l a 	   	   	 @>D8;  <5	 *	M	0	K	+	>		2	  (	>		5		 F'E  '4*1'	 ~1HA'&D  F'E	     	   							  				 *
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	   	 I g a m a   l e - a k h a w u n t i 	 I g a m a   l e - a k h a w u n t i 	 J i n a   l a   a k a u n t i 	 R e k e n i n g n a a m 	 S s k a i t o s   p a v a d i n i m a s 	 K o n t a   n o s a u k u m s 	 K o n t o   n i m i 	 @aw~k  avxvh	   	 N u m e   c o n t 	 
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 
 S T R _ I D _ I M P S _ S E R V E R 	 I M P S 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 S e r v e r   S t r i n g 	 S e r v e r   a d d r e s s 	 :O
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gRhV0W@W	 @4#L@'-#LA-@#*	 D i r e c c i  n   d e l   s e r v i d o r 	 A d r e s s e   d u   s e r v e u r 	 S e r v e r a d r e s s e 	 !5@25@	 I n d i r i z z o   s e r v e r 	 E9/'*  'D./E)	 E n d e r e  o   d o   s e r v i d o r 	 S u n u c u   	 a   c h   m  y   p h c   v 	 A l a m a t   s e r v e r 	 A l a m a t   p e l a y a n 	 8	0	M	5	0		 S e r v e r 	 S e r v e r 	 S e r w e r 	 S z e r v e r   c  m e 	 P a l v e l i n 	 S e r v e r 	 S e r v e r 	 S e r v e r a d r e s 	 S e r v e r 	 P o s l u ~i t e l j 	 S e r v e r 	 S e r v e r 	 S e r v e r 	       	 !J@2J@	 8	0	M	5	M	9	0		 F4'F  31H1	 31H1  	 	 							  							 8
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 
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42#@
7H-!H-	 T i p o   d e   c o n e x i  n 	 T y p e   d e   c o n n e x i o n 	 V e r b i n d u n g s t y p 	 "8?  ?>4:;NG5=8O	 T i p o   d i   c o n n e s s i o n e 	 FH9  'D'*5'D	 T i p o   d e   l i g a   o 	 B a l a n t 1  t  r    	 K i u   k t   n i 	 J e n i s   s a m b u n g a n 	 J e n i s   s a m b u n g a n 	 	(	G		M	6	(	  *	M	0		>	0		 F o r b i n d e l s e s   T y p e 	 T y p   p Yi p o j e n  	 T y p   p o Bc z e n i a 	 K a p c s o l a t   t  p u s a 	 L i i t  n t  t y y p p i 	 T i l k o p l i n g 	 T y p   p r i p o j e n i a 	 V e r b i n d i n g s t y p e 	 A n s l u t n i n g 	 V r s t a   v e z e 	 T i p   d e   c o n e x i u n e 	 T i p   P o v e z a v e 	   	   	 "8?  @J7:0	 	(	G		6	(	  	>		*		 FH9  '*5'D	 B3E  '*5'D	   	 									  				 
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	   	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 I n s t a a n - I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 *
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 
 S T R _ I D _ I M P S _ P R O X Y _ P O R T 	 I M P S 	 I C O N T E X T 	 P r o x y   P o r t   S t r i n g 	 P r o x y   p o r t 	 Nt:O
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gRhVzS	 -#L  P r o x y 	 P u e r t o   p r o x y 	 P o r t   p r o x y 	 P r o x y - P o r t 	 >@B  ?@>:A8	 P o r t a   p r o x y 	 EHB9  'DHCJD	 P o r t a   p r o x y 	 P r o x y   p o r t u   	 C n g   P r o x y 	 P o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	I		M	8	@	  *	K	0	M			 P r o x y   P o r t 	 P r o x y   P o r t 	 P o r t   P r o x y 	 P r o x y   p o r t 	 V  l i t y s p o r t t i 	 P r o x y - k a n a l 	 P r o x y   P o r t 	 P r o x y p o r t 	 P r o x y p o r t 	 P r o x y   p r i k l j u 
a k 	 P o r t   p r o x y 	 P r o x y   V r a t a 	     	   	 @>:A8  >@B	 *	M	0	I		M	8	@	  *	K	0	M			 ~H1*  ~1'3	 ~1H3  ~H1y	   	 							  						 *
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 S T R _ I D _ I M P S _ P R O X Y _ U S E R N A M E 	 I M P S 	 T I T L E ,   I C O N T E X T 	 P r o x y   U s e r   N a m e   S t r i n g 	 U s e r   n a m e 	 O(u3^_	 (u7b
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7H-9IC
I  P r o x y 	 N o m b r e   d e   u s u a r i o 	 N o m   d ' u t i l i s a t e u r 	 B e n u t z e r n a m e 	 <O  ?>;L7>20B5;O	 N o m e   u t e n t e 	 '3E  'DE3*./E	 N o m e   d e   u t i l i z a d o r 	 K u l l a n 1c 1  a d 1  	 T  n   s   d n g 	 N a m a   p e n g g u n a 	 N a m a   p e n g g u n a 	 *	M	0	/	K		M	$	>	  (	>	.		 P r o x y   B r u g e r n a v n 	 P r o x y   u ~i v a t e l s k    j m  n o 	 N a z w a   u |y t k o w n i k a   d o   t r y b u   P r o x y 	 P r o x y   f e l h a s z n  l  n  v 	 V  l i t y s - k  y t t  j  t u n n u s 	 P r o x y - b r u k e r n a v n 	 U ~ v a t e >s k    m e n o   P r o x y 	 G e b r u i k e r s n a a m 	 P r o x y a n v  n d e r n a m n 	 K o r i s n i 
k o   i m e   p r o x y 	 N u m e   u t i l i z a t o r 	 P r o x y   U p o r a b n i ak o   I m e 	     	   	 @>:A8  >B@518B5;A:>  <5	 *	M	0	K		M	8	@	  /	B		0	(	>		5		 F'E  '1(1	 ~1H3  H21  F'E	     	 							  												  				 *
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a 	 L i s t   o b s e r v a t o r i 	 S e z n a m   O p a z o v a l c e v 	     	   	 01;N4020=  !?8AJ:	 &	0	M	6		  8	B		@		 D3*  (FF/'F	 A13*  /F  H'D'	   	 											  							 &
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 S T R _ I D _ I M P S _ D E L _ C O N T A C T 	 I M P S 	 I C O N T E X T 	 D e l e t e   C o n t a c t   S t r i n g 	 D e l e t e   c o n t a c t 	 *Rdoa}N	  RdT|N	 %
7H-5H4H-	 B o r r a r   c o n t a c t o 	 S u p p r i m e r   u n   c o n t a c t 	 K o n t a k t   l  s c h e n 	 #40;8BL  :>=B0:B	 E l i m i n a   c o n t a t t o 	 E3-  'D'*5'D	 E l i m i n a r   c o n t a c t o 	 K i _i y i   s i l   	 X  a   n g i   c n   l i  n   h 	 H a p u s   k o n t a k 	 P a d a m   k e n a l a n 	 8		*	0	M		  9		>				 S l e t   K o n t a k t 	 S m a z a t   k o n t a k t 	 S k a s u j   k o n t a k t 	 P a r t n e r   t  r l  s e 	 P o i s t a   h e n k i l  	 S l e t t   k o n t a k t 	 Z r u ai e  k o n t a k t 	 C o n t a c t p e r s o o n   v e r w i j d e r e n 	 T a   b o r t   k o n t a k t 	 U k l o n i   k o n t a k t 	 ^t e r g e r e   c o n t a c t 	 Z b r i ai   K o n t a k t 	   	   	 7B@89  >=B0:B	 8		*	0	M		  *	A	8	B	(	  	>		>	  	 -0A  E.'7(	 1'(7  Ey'&  	   	 							  					  			 8
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 S T R _ I D _ I M P S _ S E N D _ R E A D _ M S G 	 I M P S 	 I C O N T E X T 	 S e n d / R e a d   M e s s a g e   S t r i n g 	 S e n d / R e a d   m e s s a g e 	 P/ S
o`	 S/ SOo`	 *H/ -H2  I-'2!	 E n v i a r / L e e r   m e n s a j e 	 E n v o y e r / L i r e   u n   m e s s a g e 	 M i t t e i l u n g   s e n d e n / l e s e n 	 B?@028BL/ ?@>G5ABL  A>>1I5=85	 M e s s a g g i o   i n v i a t o / l e t t o 	 '13'D  \   B1'!)  13'&D	 E n v i a r / L e r   m e n s a g e m 	 0l e t i   g  n d e r / o k u   	 G i / c   t i n   n h n 	 K i r i m / B a c a   p e s a n 	 H a n t a r / B a c a   m e s e j 	 8		&	G	6	  -	G		G	/ *	]	G		 S e n d / L  s   B e s k e d 	 O d e s l a t /  s t   z p r  v u 	 W y [l i j / C z y t a j   w i a d o m o [	  z e n e t   k  l d  s e / o l v a s  s a 	 P o i s t a   h e n k i l  	 S e n d / l e s   m e l d i n g 	 O d o s l a e/ P r e 
 t a e  s p r  v u 	 B e r i c h t   z e n d e n / l e z e n 	 S k i c k a / l  s a   m e d d e l a n d e 	 S l a n j e / i t a n j e   p o r u k e 	 E x p e d i e r e / C i t i r e   m e s a j 	 P o al j i / B e r i   S p o r o 
i l o 	 /   	   /   	 7?@0I0=5/ '5B5=5  !J>1I5=85	 8		&	G	6	  *	>	 	5	>	/ 5	>		>		 '13'D/ .H'F/F  ~'E	 ~:'E  (,/   ~	   / 	   						  						/ 					 -

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	   / 	 T h u m e l a / F u n d a   u m b i k o 	 T h u m e l a / F u n d a   u m y a l e z o 	 T u m a / S o m a   u j u m b e 	 S t u u r / L e e s   b o o d s k a p 	 S i ss t i   /   s k a i t y t i   p r a n e ai m 	 L a s +t / L a s +t   z i Fo j u m u 	 S a a d a   s  n u m   /   L o e   s  n u m i t 	 Hraoel/ ?adal  parxdacxiuxvh	 /   	 E x p e d i e r e / C i t i r e   m e s a j 	 8
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 
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7H-5H4H-	 A  a d i r   c o n t a c t o 	 A j o u t e r   u n   c o n t a c t 	 K o n t a k t   h i n z u f  g e n 	 >1028BL  :>=B0:B	 A g g i u n g i   c o n t a t t o 	 '6'A)  'D'*5'D	 A d i c i o n a r   c o n t a c t o 	 K i _i   e k l e   	 T h  m   l i  n   l c 	 T a m b a h k a n   k o n t a k 	 T a m b a h   k e n a l a n 	 8		*	0	M		  6	>	.	?	2	  	0	G			 T i l f  j   K o n t a k t 	 P Yi d a t   k o n t a k t 	 D o d a j   k o n t a k t 	 P a r t n e r   h o z z  a d  s a 	 L i s     h e n k i l  	 L e g g   t i l   k o n t a k t 	 P r i d a e  k o n t a k t 	 C o n t a c t p e r s o o n   t o e v o e g e n 	 L  g g   t i l l   k o n t a k t 	 D o d a j   k o n t a k t 	 A d u g a r e   c o n t a c t 	 D o d a j   K o n t a k t 	   	   	 >1028  >=B0:B	 8		*	0	M		  8	>	'	>		 'A2H/F  E.'7(	 1'(7  '6'A  ,&	   	 							  			  			 8
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	 8.M*0M  /K!(M$A	 S h t o   k o n t a k t i n 	 							  			  				 	 	 	 	 	 	 	 A d i c i o n a r   c o n t a t o 
 
 S T R _ I D _ I M P S _ C H A T _ R O O M S 	 I M P S 	 T I T L E ,   I C O N T E X T 	 C h a t   R o o m s   S t r i n g 	 C h a t   r o o m s 	 J)Y[	 J)Y[	 +I-*2	 s a l a   d e   c h a r l a 	 S a l o n s   d e   c h a t 	 C h a t r  u m e 	 '0BK	 C h a t   r o o m 	 :1A)  'D/1/4)	 S a l a s   d e   c o n v e r s a   o 	 S o h b e t   o d a l a r 1  	 P h  n g   t  n   g u 	 R u a n g   o b r o l a n 	 B i l i k   b u a l 	 	H		  0	B	.	M	8		 C h a t   R u m 	 M  s t n o s t i   c h a t u 	 P o k o j e   c z a t o w e 	 C h a t s z o b  k 	 C h a t t i h u o n e e t 	 C h a t t e r o m 	 C h a t o v a c i e   m i e s t n o s t i 	 C h a t r o o m s 	 C h a t r u m   	 S o b e   p r i 
a o n i c e 	 C a m e r e   d e   d i s c u ci i 	 C h a t   S o b e 	   	   ' 	 '0B  !B08	 	E		  0	B	.		 '*'BG'  A*H  	 y  1HE	   	 					  				 
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	 >M  0B.M8M	 '0B8	 



  



	   	 A m a g u m b i   e n g x o x o 	 A m a g u m b i   o k u n c o k o l a 	 V y u m b a   v y a   k u p i g a   s o g a 	 K l e t s k a m e r s 	 P o k a l b i s  k a m b a r i a i 	 T r z t a v a s 	 J u t u t o a d 	 Iak  }evuao	 - 	 C a m e r e   d e   c h a t 	 
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 	 >  *M0K7M 	 D h o m e   b a s h k e b i s e d i m i 	 								   				 	 	 	 	 	 	 	 S a l a s   d e   b a t e - p a p o 
 
 S T R _ I D _ I M P S _ M A N A G E _ G R O U P S 	 I M P S 	 T I T L E ,   I C O N T E X T 	 M a n a g e   G r o u p s   S t r i n g 	 M a n a g e   g r o u p s 	 D}{t	 ~{t	 12#%8H!	 G e s t i o n a r   g r u p o s 	 G  r e r   l e s   g r o u p e s 	 G r u p p e n   v e r w a l t e n 	 #?@02;5=85  3@C??0<8	 G e s t i s c i   g r u p p i 	 '/'1)  'DE,EH9'*	 G e r i r   g r u p o s 	 G r u p l a r 1  y  n e t     	 Q u n   l    n h  m 	 A t u r   g r u p 	 U r u s k a n   k u m p u l a n 	 8	.	B	9	  *	M	0	,		'	(		 H  n d t  r   G r u p p e r 	 S p r  v a   s k u p i n 	 Z a r z d z a j   g r u p a m i 	 C s o p o r t o k   k e z e l  s e 	 H a l l i n n o i   r y h m i  	 A d m i n i s t r e r   g r u p p e r 	 S p r  v a   s k u p  n 	 G r o e p e n   b e h e r e n 	 H a n t e r a   g r u p p e r 	 U p r a v l j a n j e   s k u p i n a m a 	 A d m i n i s t r a r e   g r u p u r i 	 R a z p o r e d i   S k u p i n o 	   	   	 @30=878@09  @C?8	 .	E	(	G		  	M	0	A	*		 E/1*  1HG  G'	 1H~H  H  EF,  ,&	   	 											  											  			 8
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  







  


	   	 S i n g a t h a   a m a q e m b u 	 L a w u l a   a m a q e l a 	 S i m a m i s   v i k u n d i 	 B e s t u u r   g r o e p e 	 T v a r k y t i   g r u p e s 	 P r v a l d +t   g r u p a s 	 H a l d a   g r u p p e 	 ?a|a~ael  mtbeh	   	 A d m i n i s t r a r e   g r u p u r i 	 
M
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	 K7M @  *0?>3(>  0(M$A	 D r e j t o   g r u p e t 	 			  								  				 	 	 	 	 	 	 	 G e r e n c i a r   g r u p o s 
 
 S T R _ I D _ I M P S _ G R O U P _ E X I S T 	 I M P S 	 P O P U P 	 G r o u p   e x i s t   S t r i n g 	 G r o u p   e x i s t s 	 D}]X[(W	 ~]X[(W	 %8H!!5-"9H	 E l   g r u p o   e x i s t e 	 G r o u p e   e x i s t a n t 	 G r u p p e   e x i s t i e r t 	 @C??0  ACI5AB2C5B	 G r u p p o   e s i s t e n t e 	 'DE,EH9'*  EH,H/)	 G r u p o   j    e x i s t e 	 G r u p   m e v c u t 	 N h  m      t n   t i 	 G r u p   s u d a h   a d a 	 K u m p u l a n   w u j u d 	 8	.	B	9	  .	L		B	&	  9	H		 	 	 	 L  t e z Q  c s o p o r t 	 	 	 	 G r o e p   b e s t a a t   a l 	 	 	 G r u p u l   e x i s t   d e j a 	 	 	   	 	 	 1HG  EH,H/  '3*	 	 	 				  								 	 	 	 




  



  

	   	 I q e m b u   l i k h o n a 	 I q e l a   l i k h o n a 	 K i k u n d i   k i p o 	 G r o e p   b e s t a a n   r e e d s 	 G r u p s   e g z i s t u o j a 	 G r u p a   e k s i s t 	 G r u p p   o n   o l e m a s 	 =xtbh  cxuxiuxv  xvk	   	 G r u p u l   e x i s t   d e j a 	 (
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	 K7M @  ,?&M_.>(	 G r u p e t   e k z i s t o j n e   	 			  				  				 	 	 	 	 	 	 	 G r u p o   e x i s t e 
 
 S T R _ I D _ I M P S _ M Y _ P R O F I L E 	 I M P S 	 T I T L E ,   I C O N T E X T 	 M y   P r o f i l e   S t r i n g 	 M y   p r o f i l e 	 bvǌe	 bvDe	 B#D%L-	1	 M i   p e r f i l 	 M o n   p r o f i l 	 M e i n   P r o f i l 	 >9  ?@>D8;L	 I l   m i o   p r o f i l o 	 #-H'DJ	 M e u   p e r f i l 	 P r o f i l i m   	 T h  n g   t i n   v   t  i 	 P r o f i l   s a y a 	 P r o f i l   s a y a 	 .	G	0	>	  *	M	0	K	+	>		2		 M i n   P r o f i l 	 M oj   p r o f i l 	 M  j   p r o f i l 	 S a j  t   p r o f i l 	 O m a   p r o f i i l i 	 M i n   p r o f i l 	 M  j   p r o f i l 	 M i j n   p r o f i e l 	 M i n   p r o f i l 	 M o j   p r o f i l 	 P r o f i l u l   m e u 	 M o j   P r o f i l 	     	   	 >9  @>D8;	 .	>		G	  *	M	0	K	+	>		2		 FE'G  EF	 E1'  ~1HA'&D	     	 				  									 .
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	 (>  +M0J+H2M	 V9  ?@>DV;L	 



  







	   	 I p h r o f a y l i   l a m i 	 I p r o f a y l e   y a m 	 P r o f a i l i   y a n g u 	 M y   p r o f i e l 	 M a n o   p r o f i l i s 	 M a n s   p r o f i l s 	 M i n u   p r o f i i l 	 ;t  zxklh	   	 P r o f i l u l   m e u 	 
* (
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 	 .K  *M0K+>2	 P r o f i l i   i m 	 			  			' 					 	 	 	 	 	 	 	 M e u   p e r f i l 
 
 S T R _ I D _ I M P S _ S T A T U S 	 I M P S 	 T I T L E ,   I C O N T E X T 	 S t a t u s   S t r i n g 	 S t a t u s 	 (W}rKa	 (W~r`	 *20	 E s t a d o 	 E t a t 	 S t a t u s 	 !>AB>O=85	 S t a t o 	 -'D)	 E s t a d o 	 D u r u m   	 T r n g   t h  i 	 S t a t u s 	 S t a t u s 	 8	M	%	?	$	?		 S t a t u s 	 S t a v 	 S t a t u s 	  l l a p o t 	 A s e m a 	 S t a t u s 	 S t a v 	 T o e s t a n d 	 S t a t u s 	 S t a t u s 	 I n f o r m a ci i 	 P o l o ~a j 	   	 	 !B0BCA	 8	M	%	?	$	@		 H69*	 '3yy3	 	 							 &
0

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	 8MG8M	 !B0=	 





	 	 I s i m o 	 I w o n g a 	 H a d h i 	 S t a t u s 	 B ks e n a 	 S t a t u s s 	 O l e k 	 ?aca~ksao	 	 S t a r e 	 (
?
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	 8M%?$?	 S t a t u s i 	 							 	 	 	 	 	 	 	 S t a t u s 
 
 S T R _ I D _ I M P S _ M O O D 	 I M P S 	 C 4 2 9 _ 1 ,   I C O N T E X T 	 M o o d   S t r i n g 	 M o o d 	 _`	 _`	 -2#!L	 E s t a d o   e m o c i o n a l 	 H u m e u r 	 S t i m m u n g 	 0AB@>5=85	 U m o r e 	 'DE2',	 E s p  r i t o 	 M o d 	 T  m   t r n g 	 S u a s a n a   h a t i 	 S u a s a n a 	 .	B	!		 H u m  r 	 N  l a d a 	 N a s t r  j 	 K e d v 	 M i e l i a l a 	 H u m  r 	 N  l a d a 	 S t e m m i n g 	 H u m  r 	 R a s p o l o ~e n j e 	 S t a r e 	 R a z p o l o ~e n j e 	 	   	 0AB@>5=85	 .	K	!		 -'D*	 E2',	   	 						 .
?

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	 .B!M	  568<	 




	 	 I - M o o d 	 I s i m o   s e n g q o n d o 	 H a l i 	 S t e m m i n g 	 N u o t a i k a 	 G a r a s t v o k l i s 	 T u j u 	 Oatadxiuxv	 	 S t a r e 	 
5
8
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	 .A!	 G j e n d j a   s h p i r t e r o r e 	 				 	 	 	 	 	 	 	 H u m o r 
 
 S T R _ I D _ I M P S _ M Y _ P I C T U R E 	 I M P S 	 I C O N T E X T 	 M y   P i c t u r e   S t r i n g 	 M y   p i c t u r e 	 bvgqGr	 bvgqGr	 #9 2-	1	 M i   i m a g e n 	 M o n   i m a g e 	 M e i n   B i l d 	 7>1@065=85	 L a   m i a   i m m a g i n e 	 5H1*J	 M i n h a   i m a g e m 	 R e s m i m   	 n h   c a   t  i 	 G a m b a r   s a y a 	 G a m b a r 	 .	G	0	>	  	?	$	M	0		 M i t   B i l l e d e 	 M oj   o b r  z e k 	 M o j e   Z d j c i a 	 S a j  t   k  p 	 V a l o k u v a 	 M i t t   b i l d e 	 M  j   o b r  z o k 	 M i j n   f o t o 	 M i n   v i s n i n g s b i l d 	 M o j a   s l i k a   	 F o t o g r a f i a   m e a 	 M o j a   S l i k a 	     	   	 >O  0@B8=0	 .	>		>	  	?	$	M	0		 *5H1  EF	 E1  *5H1	   	 				  				 .
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	 (>  *?M0M	 >O  :0@B8=:0	 




  




	   	 I s i t h o m b e   s a m i 	 U m f a n e k i s o   w a m 	 P i c h a   y a n g u 	 M y   f o t o 	 M a n o   p a v e i k s l l i s 	 M a n s   a t t l s 	 M i n u   p i l t 	 ;t  voah	   	 I m a g i n e a   m e a 	 
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	 .K  ,?	 F o t o t   e   m i a 	 			  						 	 	 	 	 	 	 	 M i n h a   i m a g e m 
 
 S T R _ I D _ I M P S _ S E L _ F I L E 	 I M P S 	 I C O N T E X T 	 S e l e c t   F i l e   S t r i n g 	 S e l e c t   f i l e 	 xdjHh	 	beN	 @%7-D%L	 S e l e c c i o n a r   a r c h i v o 	 S  l e c t i o n n e r   u n   f i c h i e r 	 D a t e i   w  h l e n 	 K1@0BL  D09;	 S e l e z i o n a   f i l e 	 #.*J'1  'DEDA	 S e l e c c i o n a r   f i c h e i r o 	 D o s y a   s e    	 C h n   t p 	 P i l i h   f i l e 	 P i l i h   f a i l 	 +	>		2	  	A	(	G			 V  l g   F i l 	 Z v o l i t   s o u b o r 	 W y b i e r z   p l i k 	 F  j l   k i v  l a s z t  s a 	 V a l i t s e   t i e d o s t o 	 V e l g   f i l 	 Z v o l i e  s  b o r 	 B e s t a n d   s e l e c t e r e n 	 V  l j   f i l 	 O d a b e r i   d a t o t e k u 	 S e l e c t a r e   f i _i e r 	 I z b e r i   d a t o t e k o 	   	   	 715@8  $09;	 +	>		2	  (	?	5	!	>		 'F*.'(  A'D	 A'&D  EF*.(  ,&	   	 				  									 +
>
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  



  


	     	 K h e t h a   i f a y e l a 	 K h e t h a   i f a y l e 	 C h a g u a   f a i l i 	 K i e s   l  e r 	 P a r i n k t i   f a i l 	 I z v l t i e s   f a i l u 	 V a l i   f a i l 	 8vel  aul	   	 S e l e c t a ci   u n   f i _i e r 	 +
/
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	 +>2  _(  0(M$A	 Z g j i d h   d o k u m e n t i n 	 				  					 	 	 	 	 	 	 	 S e l e c i o n a r   a r q u i v o 
 
 S T R _ I D _ I M P S _ B U S Y 	 I M P S 	 C 0 5 7 _ 1 ,   T W O S T A T E 	 B u s y   S t r i n g 	 B u s y 	 _x	 _x	 "8H	 O c u p a d o 	 O c c u p  	 B e l e g t 	 0=OB	 O c c u p a t o 	 E4:HD	 O c u p a d o 	 M e _g u l   	 B n 	 S i b u k 	 S i b u k 	 5	M	/	8	M	$		 	 	 	 E l f o g l a l t 	 	 	 	 B e z e t 	 	 	 O c u p a t 	 	 	 	 	 	 '4:'D	 	 	 							 	 	 	 





	 	 B h i z i 	 X a k e k i l e 	 S h u g h u l i 	 B e s i g 	 U ~i m t a 	 A i z Fe m t s 	 H  i v a t u d 	 6bar~an  g	 	 O c u p a t 	 $
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 
 S T R _ I D _ I M P S _ O N L I N E 	 I M P S 	 C 0 5 7 _ 1 ,   T W O S T A T E 	 A v a i l a b l e   S t r i n g 	 O n l i n e 	 }
N	 (W~	 --D%L	 E n   l  n e a 	 E n   l i g n e 	 O n l i n e 	   A5B8	 O n l i n e 	 EH,H/	 O n l i n e 	  e v r i m i  i   	 T r c   t u y n 	 O n l i n e 	 D a l a m   t a l i a n 	 	(	2	>		(		 O n l i n e 	 O n l i n e 	 P o d c z a s   p o Bc z e n i a 	 O n l i n e 	 O n l i n e - t i l a s s a 	 P  k o p l e t 	 O n l i n e 	 O n - l i n e 	 O n l i n e 	 O n l i n e 	 O n l i n e 	 P o v e z a n 	 O n l i n e 	 	 0  8=8O	 	(	2	>		(		 "FD'F	 'SF  D'&F	   	 							 
>
2
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
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	 (M  2H(M	 =;09=	 





	  	 U l a y i n i   o v u l i w e 	 O n l a y n 	 K w e n y e   m t a n d a o 	 A a n l y n 	 P r i s i j u n g u s 	 T i e as a i s t 	 V  r g u s 	 1|av	 O n l i n e 	 O n l i n e 	 
#
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 2
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M

 	 (2>(M	 	 							 	 	 	 	 	 	 	 O n l i n e 
 
 S T R _ I D _ I M P S _ O F F L I N E 	 I M P S 	 C 0 5 7 _ 1 ,   T W O S T A T E 	 O f f l i n e   S t r i n g 	 O f f l i n e 	 }	 y~	 --D%L	 D e s c o n e c t a d o 	 H o r s   l i g n e 	 O f f l i n e 	 5  2  A5B8	 O f f l i n e 	 .1H,	 O f f l i n e 	  e v r i m d 1_1  	 R i   M n g 	 O f f l i n e 	 L u a r   t a l i a n 	 	+	2	>		(		 O f f l i n e 	 O f f l i n e 	 P o z a   p o Bc z e n i e m 	 O f f l i n e 	 O f f l i n e - t i l a s s a 	 F r a k o p l e t 	 O f f l i n e 	 O f f - l i n e 	 O f f l i n e 	 O f f l i n e 	 O f f l i n e 	 B r e z   P o v e z a v e 	 O f f l i n e 	   	 5  =0  8=8O	 	+	2	>		(		 "AD'F	 'SA  D'&F	   	 							 ,
p
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	 +M  2H(M	 D;09=	 





	  	 U l a y i n i   o v a l i w e 	 O f l a y n 	 N j e   y a   m t a n d a o 	 A f l y n 	 N e p r i s i j u n g u s 	 N e s a i s t 	  h e n d u s e t a 	 1~xvxt	 O f f l i n e 	 O f f l i n e 	 
+
M

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M

 	 +2>(M	 	 							 	 	 	 	 	 	 	 O f f l i n e 
 
 S T R _ I D _ I M P S _ A W A Y 	 I M P S 	 C 0 5 7 _ 1 ,   T W O S T A T E 	 A w a y   S t r i n g 	 A w a y 	 ▋	 y _	 D!H-"9H	 A u s e n t e 	 A b s e n t 	 W e g 	 5B  =0  <5AB5	 A s s e n t e 	 .1H,	 A u s e n t e 	 D 1_a r 1d a   	 T h o  t 	 P e r g i 	 J a u h 	 &	B	0		 I k k e   T i l s t e d e 	 P r y 
	 N i e o b e c n y 	 T  v o l   v a n 	 P o i s s a 	 B o r t e 	 P r e 
	 A f w e z i g 	 B o r t a 	 O d s u t a n 	 D e p a r t e 	 S t r a n 	 	   	 02J=	 &	B	0		 /H1	 /H1	 	 					 &
B
0
	 &B0>	 89H>2	 


	 	 K u d e 	 K u d e 	 N j e 	 W e g 	 I av y k s 	 P r o j m 	 E e m a l 	 4x}h	 	 P l e c a t 	 *
K
/
?
	 &B00G	 	 						 	 	 	 	 	 	 	 A f a s t a d o 	 	 	 	 	 	 	 	 A t 	 M a l a y o 	 A u s e n t e 	 P 	 A r   s h i  l 
 
 S T R _ I D _ I M P S _ H A P P Y 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 H a p p y   S t r i n g 	 H a p p y 	 _j	 _PN	 *8C	 F e l i z 	 C o n t e n t 	 F r  h l i c h 	 !G0AB;82	 F e l i c e 	 39J/	 F e l i z 	 M u t l u   	 H n h   p h  c 	 S e n a n g 	 G e m b i r a 	 	<	A	6		 G l a d 	 `ea s t n  	 Z a d o w o l o n y 	 B o l d o g 	 I l o i n e n 	 G l a d 	 V e s e l  	 B l i j 	 G l a d 	 S r e t a n 	 F e r i c i t 	 S r e 
e n 	 	 	 )0AB;82	 	(		&	@		 .H4-'D	 .H4	 	 					 
A
6
	 8$K7	 )0A;8289	 



	 	 J a b u l i l e 	 O n w a b i l e 	 F u r a h a 	 G e l u k k i g 	 L a i m i n g a s 	 L a i m +g s 	  n n e l i k 	 5{avko	 	 F e r i c i t 	 8
(
M
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7

	 A8?	 	 					 	 	 	 	 	 	 	 F e l i z 	 	 	 	 	 	 	 	 P o z i k 	 M a s a y a 	 L e d o 	 A n r 	 S  s t a 
 
 S T R _ I D _ I M P S _ S A D 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 S a d   S t r i n g 	 S a d 	 P_	 $O_	 @(#I2C	 T r i s t e 	 T r i s t e 	 T r a u r i g 	 @CIC	 T r i s t e 	 -2JF	 T r i s t e 	  z g  n   	 B u n   b  	 S e d i h 	 S e d i h 	 		&	>	8		 K e d 	 S m u t n  	 S m u t n y 	 S z o m o r  	 S u r u l l i n e n 	 T r i s t 	 S m u t n  	 D r o e v i g 	 L e d s e n 	 T u ~a n 	 T r i s t 	 }a l o s t e n 	 	 	 "J65=	 &	A	: 	@		 F'1'-*	 :EF	 	 						 &
A

@
	 5?>0	 !C<=89	 



	 	 K h a t h a z e k i l e 	 D a k u m b i l e 	 H u z u n i 	 H a r t s e e r 	 L i kd n a s 	 S k u m j a	 K u r b 	 Omx	 	 T r i s t 	 &
A



	 &A	 	 					 	 	 	 	 	 	 	 T r i s t e 	 	 	 	 	 	 	 	 G o i b e l 	 M a l u n g k o t 	 T r i s t e 	 I w e 	 B r  n a c h 
 
 S T R _ I D _ I M P S _ A N G R Y 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 A n g r y   S t r i n g 	 A n g r y 	 u#l	 ul	 B#	 E n f a d a d o 	 E n   c o l  r e 	  r g e r l i c h 	 ;NAL	 A r r a b b i a t o 	 :'6(	 Z a n g a d o 	 S i n i r l i   	 T c   g i n 	 M a r a h 	 M a r a h 	 	M	0	A	&	M	'		 S u r 	 R o z 
 l e n  	 Z By 	 M  r g e s 	 V i h a i n e n 	 S i n t 	 R o z h n e v a n  	 B o o s 	 A r g 	 S r d i t 	 F u r i o s 	 J e z e n 	 	 	 /4>A0=	 0	>			 95('F	 :5	 	 					 
A
q
8
>
	 K*	 ;89	 





	 	 D i n i w e 	 N o m s i n d o 	 H a s i r a 	 K w a a d 	 P i k t a s 	 D u s m +g s 	 V i h a n e 	 6auaan	 	 F u r i o s 	 8

M



	 0>	 	 						 	 	 	 	 	 	 	 F u r i o s o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ J E A L O U S 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 J e a l o u s   S t r i n g 	 J e a l o u s 	 _Y	 _Y	 #4)"2	 C e l o s o 	 J a l o u x 	 E i f e r s  c h t i g 	  52=CN	 G e l o s o 	 :JH1	 C i u m e n t o 	 K 1s k a n    	   k 	 C e m b u r u 	 C e m b u r u 	 	0	M	7	M	/	>		 J a l o u x 	 } r l i v  	 Z a z d r o s n y 	 I r i g y 	 M u s t a s u k k a i n e n 	 S j a l u 	 }i a r l i v  	 J a l o e r s 	 A v u n d s j u k 	 L j u b o m o r a n 	 G e l o s 	 L j u b o s u m e n 	 	 	  52=82	 .	$	M	8	0		 -3H/	 F'1H'/'1	 	 						 
0

>
2
B
	 8B/	  52=8289	 




	 	 N o m o n a 	 N o m o n a 	 U w i v u 	 J a l o e r s 	 P a v y d u s 	 G r e i z s i r d +g s 	 A r m u k a d e 	 =avdx	 	 G e l o s 	 &
G
7
M
/

	 0M7>	 	 						 	 	 	 	 	 	 	 C i u m e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ A S H A M E D 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 A s h a m e d   S t r i n g 	 A s h a m e d 	 [	 [	 %0-2"	 A v e r g o n z a d o 	 E m b a r r a s s  	 B e s c h  m t 	 =5  ABK4=>	 V e r g o g n o s o 	 .,D'F	 E n v e r g o n h a d o 	 U t a n d 1	 X u   h 	 M a l u 	 M a l u 	 6	0	M	.	?	(	M	&	>		 S k a m f u l d 	 Z a h a n b e n  	 Z a w s t y d z o n y 	 S z  g y e l l i   m a g  t 	 H  p e i s s   n 	 S k a m f u l l 	 Z a h a n b e n  	 B e s c h a a m d 	 G e n e r a d 	 P o s r a m l j e n 	 R u _i n a t 	 O s r a m o 
e n 	 	 	 0A@0<5=	 2	>		>	3	A		 .,'D*  2/G	 41EF/	 	 						 8
0
.
?
p
&
>
	 8?MA*!!	 @8A>@><;5=89	 





	 	 P h o x e k i l e 	 N e e n t l o n i 	 A i b u 	 S k a a m 	 S u s i g d s 	 N o k a u n j i e s 	 A s h a m e d 	 1txiapa	 	 R u _i n a t 	 
8
B
/
	 2M_>	 	 				 	 	 	 	 	 	 	 E n v e r g o n h a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ I N V I N C I B L E 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 I n v i n c i b l e   S t r i n g 	 I n v i n c i b l e 	 
NH\
Ndv	 
NH\
N cv	 D!H*0*0I2	 I n v e n c i b l e 	 I n v i n c i b l e 	 U n b e s i e g b a r 	 5=O  =5  ?>1548BL! 	 I n v i n c i b i l e 	 EFJ9	 I n v e n c  v e l 	 Y e n i l m e z   	 V    c h 	 T i d a k   t e r l i h a t 	 H a l i m u n a n 	 	!	?			 U s y n l i g 	 N e p Ye m o ~i t e l n  	 N i e p o k o n a n y 	 L e g y Qz h e t e t l e n 	 J  r k k y m  t  n 	 U o v e r v i n n e l i g 	 N e p r e m o ~i t e >n  	 O n o v e r w i n n e l i j k 	 O  v e r v i n n e l i g 	 N e p o b j e d i v 	 I n v i n c i b i l 	 N e v i d e n 	 	   	 5?>1548<	 		?			M	/		 43*  F'~01	 F'B'(D  *3.1	 	 							 

?
$
	 (M5?8?,A2M	 5?5@5<>6=89	 



	 	 O k u n g e n a k u h l u l w a 	 N g e n a k o y i s w a 	 K u t o o n e k a n a 	 O n o o r w i n l i k 	 N e n u g a l i m a s 	 N e u z v a r m s 	 V  i t m a t u 	 1vpari	 	 I n v i n c i b i l 	 (
>
#

M

G

M
	 _	 	 					 	 	 	 	 	 	 	 I n v e n c  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ I N _ L O V E 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 I n   L o v e   S t r i n g 	 I n   l o v e 	  ba-N	 ck(WK`1r	 !5'2!#1	 E n a m o r a d o 	 A m o u r e u x 	 V e r l i e b t 	 ;N1;5=	 I n n a m o r a t o 	 AJ  'D-(	 A p a i x o n a d o 	 A _1k   	 a n g   y  u 	 K a s m a r a n 	 S e d a n g   b e r c i n t a 	 *	M	0	G	.	  .	G			 F o r e l s k e t 	 Z a m i l o v a n  	 Z a k o c h a n y 	 S z e r e l m e s 	 R a k a s t u n u t 	 F o r e l s k e t 	 Z a m i l o v a n  	 V e r l i e f d 	 F  r  l s k a d 	 Z a l j u b l j e n 	  n d r g o s t i t 	 Z a l j u b l j e n 	 	 	 ;N15=	 *	M	0	G	.	>	$		 9'4B	 E-(*  E	 	 							 *
?

0
  5
?

	 *M0G.2K	 0:>E0=89	 







	 	 O t h a n d w e n i 	 T h a n d a n a 	 M a p e n z i 	 V e r l i e f 	 M y l i n t i s 	 I e m +l j i e s 	 A r m u n u d 	 Mkapa~an	 	  n d r g o s t i t 	 
&
C
6
M
/

	 *M0G.0G	 	 							 	 	 	 	 	 	 	 A p a i x o n a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ S L E E P Y 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 S l e e p y   S t r i n g 	 S l e e p y 	 ff2kawv	 ff2kawv	 H'-	 S o  o l i e n t o 	 S o m n o l a n t 	 S c h l  f r i g 	 %>GC  A?0BL	 A s s o n n a t o 	 F93'F	 D o r m i n h o c o 	 U y k u l u   	 B u n   n g 	 M e n g a n t u k 	 M e n g a n t u k 	 (	@		&	  .	G			 S  v n i g 	 O s p a l  	 Zp i c y 	  l m o s 	 U n i n e n 	 S  v n i g 	 O s p a l  	 S l a p e r i g 	 S  m n i g 	 P o s p a n 	 S o m n o r o s 	 Z a s p a n 	 	 	 !?OI	 	K	*	>	3	B		 .H'(  "DH/G	 'HF*'  H'	 	 							 8
A
$
>
  9
K


	 (?&M0  .$M$A>	 !>==89	 





	 	 Y e z e l a 	 S a l e l e 	 U s i n g i z i 	 V a a k 	 M i e g u i s t a s 	 M i e g a i n s 	 U n i n e 	 Tvox	 	 S o m n o r o s 	 *
M
0
#
/
$
M
$
?
2
M

 	 (?&M0>3A	 	 						 	 	 	 	 	 	 	 S o n o l e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ B O R E D 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 B o r e d   S t r i n g 	 B o r e d 	 !qJ	 eJ	 @7H-	 A b u r r i d o 	 E n n u y  	 G e l a n g w e i l t 	 !:CG=>	 A n n o i a t o 	 +B(	 A b o r r e c i d o 	 S 1k 1l d 1  	 V    v 	 B o s a n 	 B o s a n 	 		,	>	
		 K e d e r   s i g 	 Z n u d n  	 Z m a r t w i o n y 	 U n a t k o z i k 	 P i t k  s t y n y t 	 K j e d e r   s e g 	 U n a v e n  	 V e r v e e l d 	 U t t r  k a d 	 D o s a d n o 	 P l i c t i s i t 	 D o l g o 
a s e n 	 	 	 B53G5=	 			>	3	5	>	#	G		 .3*G	 '*''  H'	 	 					  				 
@
  (
9
@
  2

&
>
	 ,K0G!M	 C4L3CN	 








	 	 B h o r e k i l e 	 D i k i w e 	 C h o k a 	 V e r v e e l d 	 N u o b o d ~i a u j a n t i s 	 N o r kp j i e s 	 T  d i n u d 	 Aavqaan	 	 P l i c t i s i t 	 	
1

M


	 ,?0M$	 	 									 	 	 	 	 	 	 	 E n t e d i a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ E X C I T E D 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 E x c i t e d   S t r i n g 	 E x c i t e d 	 nY	 tQKY	 7H@I	 E m o c i o n a d o 	 E x c i t  	 A u f g e r e g t 	 72>;=>20=	 E c c i t a t o 	 E*-E3	 E x c i t a d o 	 H e y e c a n l 1  	 P h n   c h n 	 G e m b i r a 	 T e r u j a 	 		$	M	$	G		?	$		 O p s t e m t 	 V z r u ae n  	 P o d n i e c o n y 	 I z g a t o t t 	 I n n o k a s 	 S p e n t 	 V z r u ae n  	 O p g e w o n d e n 	 E x a l t e r a d 	 U z b u e n 	 E m o ci o n a t 	 V z n e m i r j e n 	 	 	 0?@53=0B	 		$	M	8	>	9	@		 G,'F  2/G	 ,0('*  3  ~1	 	 									 	
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 
 S T R _ I D _ I M P S _ A N X I O U S 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 A n x i o u s   S t r i n g 	 A n x i o u s 	 &qna	 &qQ	 1'%C	 A n s i o s o 	 A n x i e u x 	  n g s t l i c h 	 5A?>:>NAL	 A n s i o s o 	 BDB	 A n s i o s o 	 E n d i _e l i   	 L o   l n g 	 G e l i s a h 	 K h u a t i r 	 ,	G		H	(		 N e r v  s 	  z k o s t l i v  	 Z a n i e p o k o j o n y 	 N y u g t a l a n 	 P e l o k a s 	 E n g s t e l i g 	 Z n e p o k o j e n  	 A n g s t i g 	 O r o l i g 	 T j e s k o b a n 	  n g r i j o r a t 	 N e s t r p e n 	 	 	 5A?>:>5=	 	?		$	>	$	A	0		 E671(	 (F	 	 									 +
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 
 S T R _ I D _ I M P S _ S E A R C H _ C O N T A C T 	 I M P S 	 T I T L E 	 S e a r c h   C o n t a c t   S t r i n g 	 S e a r c h   c o n t a c t 	 d\oa}N	 g~bT|N	 I+2
7H-5H4H-	 B u s c a r   c o n t a c t o 	 R e c h e r c h e r   u n   c o n t a c t 	 K o n t a k t   s u c h e n 	 >8A:  :>=B0:B>2	 R i c e r c a   c o n t a t t o 	 (-+  'D'*5'D	 P e s q u i s a r   c o n t a c t o 	 K i _i   a r a   	 T  m   n g i   c n   l i  n   l c 	 C a r i   k o n t a k 	 C a r i   k e n a l a n 	 8	.	M	*	0	M		  	K		G			 S  g   K o n t a k t 	 N a j  t   k o n t a k t 	 S z u k a j   k o n t a k t  w 	 P a r t n e r   k e r e s  s e 	 E t s i   y h t e y s h e n k i l  a 	 F i n n   k o n t a k t 	 H >a d a e  k o n t a k t 	 C o n t a c t p e r s o o n   z o e k e n 	 S  k   k o n t a k t 	 T r a ~i   k o n t a k t 	 C u t a r e   c o n t a c t 	 I a
i   K o n t a k t 	   	   	 "J@A8  >=B0:B	 8		*	0	M		  6	K	'	>		 ,3*,H  E.'7(	 1'(7  *D'4  ,&	   	 									  									  										 8
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 
 S T R _ I D _ I M P S _ S E A R C H _ R E S U L T 	 I M P S 	 T I T L E 	 S e a r c h   R e s u l t   S t r i n g 	 S e a r c h   r e s u l t 	 d\P}g	 g~b~g	 %2#I+2	 B u s c a r   r e s u l t a d o 	 R  s u l t a t s   d e   l a   r e c h e r c h e 	 E r g e b n i s   s u c h e n 	  57C;LB0B  ?>8A:0	 R i s u l t a t i   d e l l a   r i c e r c a 	 F*J,)  'D(-+	 R e s u l t a d o   d e   p e s q u i s a 	 S o n u    a r a   	 K t   q u   t  m   	 H a s i l   p e n c a r i a n 	 C a r i   k e p u t u s a n 	 *	0	?	#	>	.	  	K		G			 S  g e r e s u l t a t 	 N a j  t   v  s l e d e k 	 W y n i k   w y s z u k i w a n i a 	 K e r e s  s   e r e d m  n y e 	 E t s i n t  t u l o s 	 S  k e r e s u l t a t 	 H >a d a e  v  s l e d o k 	 R e s u l t a a t   z o e k e n 	 S  k   r e s u l t a t 	 R e z u l t a t   t r a ~e n j a 	 C u t a r e   r e z u l t a t 	 R e z u l t a t   I s k a n j a 	   	   	 "J@A8   57C;B0B	 *	0	?	#	>	.	  6	K	'	>		 F*,G  ,3*,H	 F*,  *D'4  ,&	   	 					  						 (
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 
 S T R _ I D _ I M P S _ P H O N E _ N O 	 I M P S 	 T I T L E ,   I C O N T E X T 	 P h o n e   N u m b e r   S t r i n g 	 P h o n e   n u m b e r 	 q_x	 5u݋Sx	 +!2"@%B#(1L	 N  m e r o   d e   t e l  f o n o 	 N u m  r o   d e   t  l  p h o n e 	 T e l e f o n n u m m e r 	 ><5@  B5;5D>=0	 N u m e r o   d i   t e l e f o n o 	 1BE  'DG'*A	 N  m e r o   d e   t e l e f o n e 	 T e l e f o n   n u m a r a s 1  	 S   i n   t h o i 	 N o m o r   t e l e p o n 	 N o m b o r   t e l e f o n 	 +	K	(	  (		,	0		 T e l e f o n   N u m m e r 	 T e l e f o n n    
 s l o 	 N u m e r   t e l e f o n u 	 T e l e f o n s z  m 	 P u h e l i n n u m e r o 	 T e l e f o n n u m m e r 	 T e l e f  n n e   
 s l o 	 T e l e f o o n n u m m e r 	 T e l e f o n n u m m e r 	 B r o j   t e l e f o n a 	 N u m r   d e   t e l e f o n 	 T e l e f o n s k a   `t e v i l k a 	   	   	 "5;5D>=5=  ><5@	 +	K	(	  	M	0	.	>				 4E'1G  *DAF	 AHF  FE(1	   	 			  						 +
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 
 S T R _ I D _ I M P S _ A L I A S 	 I M P S 	 T I T L E ,   I C O N T E X T 	 A l i a s   S t r i n g 	 A l i a s 	 +R
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7H--7H	 S o b r e n o m b r e 	 A l i a s 	 A l i a s 	 ;80A	 A l i a s 	 '3E  'DE3*9'1	 P s e u d  n i m o 	 R u m u z 	 B    d a n h 	 A l i a s 	 A l i a s 	 		*	(	>	.		  g e n a v n 	 P Ye z d  v k a 	 L o g i n 	 B e c e n  v 	 L e m p i n i m i 	 K a l l e n a v n 	 P r e z  v k a 	 A l i a s 	 A n v  n d e r n a m n 	 N a d i m a k 	 P o r e c l 	 N a d i m e k 	 	 	 8:	 		*	  (	>		5		 '3E  E3*9'1	 91A  F'E	   	 			  				 
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 S T R _ I D _ I M P S _ E M A I L 	 I M P S 	 T I T L E ,   I C O N T E X T 	 E m a i l   A d d r e s s   S t r i n g 	 E m a i l   a d d r e s s 	 P[O{	 5uP[O{	 5H-"9H-5@!%	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A d r e s s e   E m a i l 	 E - M a i l a d r e s s e 	 4@5A  M;.   ?>GBK	 I n d i r i z z o   e - m a i l 	 9FH'F  'D(1J/  'D'DC*1HFJ	 E n d e r e  o   d e   e - m a i l 	 E - p o s t a   a d r e s i   	 a   c h   t h   i n   t 	 A l a m a t   e m a i l 	 A l a m a t   E - m e l 	 	- .	G	2	  *	$	>		 E - m a i l   A d r e s s e 	 E - m a i l o v    a d r e s a 	 A d r e s   e m a i l 	 E - m a i l   c  m 	 S  h k  p o s t i o s o i t e 	 E - p o s t a d r e s s e 	 E - m a i l o v    a d r e s a 	 E - m a i l a d r e s 	 E - p o s t a d r e s s 	 A d r e s a   e - p o at e 	 A d r e s   d e   e m a i l 	 E m a i l   N a s l o v 	   	   	 E - m a i l   04@5A	 	.	G	2	  *	$	M	$	>		 F4'F  'ED	 '  ED  ~*	   	 				  							 
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I'H2	 N o m b r e   d e   u s u a r i o   v a c  o   	 N o m   d  u t i l i s a t e u r   v i d e 	 L e e r e r   B e n u t z e r n a m e 	 <5=8  ?>;L7>20B5;O  =5B	 N o m e   u t e n t e   v u o t o 	 '3E  'DE3*./E  A'1:	 N o m e   d e   u t i l i z a d o r   v a z i o 	 K u l l a n 1c 1  a d 1  b o _	 T  n   n g i   d  n g   t r n g 	 K o s o n g k a n   n a m a   p e n g g u n a 	 N a m a   p e n g g u n a   k o s o n g 	 		*	/	K			0	M	$	>	  (	>	.	  	>	2	@	  	0	G			 T o m t   B r u g e r n a v n 	 U ~i v a t e l s k    j m  n o   n e n    v y p l n n o 	 S k a s u j   n a z w e   u |y t k o w n i k a 	  r e s   f e l h a s z n  l  n  v 	 T y h j    k  y t t  j  t u n n u s 	 T o m t   b r u k e r n a v n 	 C h  b a   u ~ v a t e >s k    m e n o 	 L e g e   g e b r u i k e r s n a a m 	 T o m   s e r v e r 	 P r a z n o   k o r i s n i 
k o   i m e 	 N u m e l e   d e   u t i l i z a t o r   l i p s e _t e 	 P r a z n o   U p o r a b n i ak o   I m e 	     	     	 @07=>  >B@518B5;A:>  <5	 0	?		>	.	>	  /	B		0	(	>		5		 F'E  '1(1  .'D  '3*	 H21F'E  .'D	     	 												  			  					 
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i a s   n a u d o t o j o   v a r d a s 	 T u k as   l i e t o t j v r d s 	 K a s u t a j a n i m i   s i s e s t a m a t a 	 4aao  c~xrk  avxv	     	 N u m e l e   d e   u t i l i z a t o r   l i p s e _t e 	 /
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e n 	         	     	 @>D8;  5  >=D83C@8@0=	 *	M	0	K	+	>		2	  	A	3	>	#	@	  (	>	9	@		 '4*1'  ~1(F/  F4/G  '3*	 ~1HA'&D  FA14F  '  H'  F	     	 								  							  			  				 *
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	 +H2M  (A!?  5>AJ.M.A	 81@0B8  7  D09;0	 	      	 K h e t h a   e f a y e l e n i 	 K h e t h a   k w i f a y l e 	 C h a g u a   k u t o k a   k w a   f a i l i 	 K i e s   u i t   l  e r 	 P a r i n k t i   i a  f a i l o 	 I z v l t i e s   n o   f a i l a 	 V a l i   f a i l i s t 	 8vel  aulk	   	 S e l e c t a r e   d i n   f i _i e r 	 +
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 
 S T R _ I D _ I M P S _ S I Z E _ T O O _ L A R G E 	 I M P S 	 P O P U P 	 F i l e   S i z e   T o o   L a r g e   S t r i n g 	 F i l e   t o o   l a r g e , \ n l i m i t 	 jHh*Y'Y\ n P6R	 eN*Y'Y\ n P6R	 2C+
H@4D	 A r c h i v o   d e m a s i a d o   g r a n d e , \ n l  m i t e 	 F i c h i e r   t r o p   g r a n d , \ n l i m i t e 	 D a t e i   z u   g r o  , \ n G r e n z e   	 !;8H:><  1>;LH>9  D09;. \ n @545;	 F i l e   t r o p p o   g r a n d e ,   \ n l i m i t e 	 'D-,E  C(J1  ,/'\ n   -/	 F i c h e i r o   d e m a s i a d o   g r a n d e , n \ l i m i t e 	 D o s y a    o k   b  y  k ,   \ n l i m i t 	 T p   q u    l n , \ n g i i   h n 	 F i l e   t e r l a l u   b e s a r , \ n b a t a s i 	 F a i l   t e r l a l u   b e s a r ,   \ n h a d 	 	>	+	@	  ,	!	<	@	  +	>		2	, \ n 2	?	.	?			 F o r   S t o r 	 P Y l i a  v e l k  	 R o z m i a r   z a   d u |y 	 T  l   n a g y   m  r e t 	 K o k o   o n   l i i a n   s u u r i 	 F o r   s t o r   s t  r r e l s e 	 P r  l i a  v e >k  	 B e s t a n d   t e   g r o o t , \ n l i m i e t 	 F  r   s t o r 	 V e l i 
i n a   p r e v e l i k a 	 D i m e n s i u n e a   f i _i e r u l u i   e s t e   p r e a   m a r e , \ n l i m i t 	 V e l i k o s t   P r e v e l i k a 	     	       / n   	 @5:0;5=>  >;O<   07<5@	 		>	0	  	'	?		  .	K	 	>		 A'D  .D  (21  '3*\ n -/	 3'&2  (*  ('	     	 				  				  			,   \ 		  					 
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 
 S T R _ I D _ I M P S _ C O N T _ L I S T 	 I M P S 	 T I T L E ,   T A B 	 C o n t a c t   L i s t   S t r i n g 	 C o n t a c t   l i s t 	 oa}NnU	 T|NRh	 #2"
7H-5H4H-	 L i s t a   d e   c o n t a c t o s 	 L i s t e   d e s   c o n t a c t s 	 K o n t a k t l i s t e 	 !?8A>:  :>=B0:B>2	 E l e n c o   c o n t a t t i 	 B'&E)  'D'*5'D'*	 L i s t a   d e   c o n t a c t o s 	 K i _i   l i s t e s i 	 D a n h   s  c h   n g i   c n   l i  n   l c 	 D a f t a r   k o n t a k 	 S e n a r a i   k e n a l a n 	 8	.	M	*	0	M		  8	B		@		 K o n t a k t   L i s t e 	 S e z n a m   k o n t a k t o	 L i s t a   k o n t a k t o w a 	 P a r t n e r l i s t a 	 K o n t a k t i l i s t a 	 K o n t a k t l i s t e 	 K o n t a k t y 	 L i j s t   v a n   c o n t a c t p e r s o n e n 	 K o n t a k t l i s t a n    r   f u l l 	 P o p i s   k o n t a k a t a 	 L i s t   d e   c o n t a c t e 	 S e z n a m   K o n t a k t o v 	   	   	 >=B0:B  !?8AJ:	 8		*	0	M		  8	B		@		 D3*  E.'7(	 A13*  1'(7	   	 							  							 8
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 
 S T R _ I D _ I M P S _ L O A D _ F R O M _ P H B 	 I M P S 	 I C O N T E X T 	 S e a r c h   F r o m   P h o n e b o o k   S t r i n g 	 S e a r c h   f r o m   P h o n e b o o k 	 _q?|	eQd\ǌe	 N5u݋?|R}g~bDe	 I+22*!8B#(1L	 B u s c a r   d e s d e   a g e n d a   t e l e f  n i c a 	 R e c h e r c h e   d a n s   r  p e r t o i r e    l e c t r o n i q u e 	 V o n   T e l e f o n b u c h   s u c h e n 	 >8A:  2  B5;5D>==>9  :=835	 C e r c a   d a   r u b r i c a 	 (-+  EF  /DJD  'DG'*A	 P e s q u i s a r   n a   a g e n d a   t e l e f  n i c a 	 T e l e f o n   d e f t e r i n d e n   s e    	 T  m   t r o n g   d a n h   b 	 C a r i   d a r i   B u k u   t e l e p o n 	 C a r i   d a r i p a d a   b u k u   k e n a l a n 	 +	K	(	  *	A	8	M	$		  8	G	  	K		G			 S  g   i   T e l e f o n b o g 	 V y h l e d a t   z   t e l e f o n n  h o   s e z n a m u 	 S z u k a j   w   k s i |c e   k o n t a k t o w e j 	 K e r e s  s   a   t e l e f o n k  n y v b Ql 	 H a e   p u h e l i n l u e t t e l o s t a 	 S  k   i   t e l e f o n b o k 	 H >a d a e  z   t e l e f  n n e h o   z o z n a m u 	 Z o e k e n   i n   t e l e f o o n b o e k 	 S  k   i   t e l e f o n b o k e n 	 T r a ~i   u   t e l e f o n s k o m   i m e n i k u 	 C u t a r e   d i n   a g e n d 	 I a
i   I z   T e l e f o n s k e g a   I m e n i k a     	       	     	 "J@A8  B  "5;5D>==0B0  =830	 +	K	(	,	A		8	>	 	@	  6	K	'	>		 ,3*,H  '2  /A*1  *DAF	 AHF  (  3  *D'4  ,&	       	 						  				  										 +
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 S T R _ I D _ I M P S _ S O R T _ B Y _ N A M E 	 I M P S 	 I C O N T E X T 	 B y   N a m e   S t r i n g 	 N a m e 	 O
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7H-	 P o r   n o m b r e 	 N o m 	 N a m e 	 >  8<5=8	 N o m e 	 *F8JE  ('D'3E	 N o m e 	 0s m e   g  r e 	 T h e o   t  n 	 N a m a 	 N a m a 	 (	>	.		 E f t e r   N a v n 	 P o d l e   j m  n a 	 P o p r z e z   N a z w 	 N  v 	 N i m e n   p e r u s t e e l l a 	 E t t e r   n a v n 	 P o d >a   m e n a 	 N a a m 	 V i a   n a m n 	 P r e m a   i m e n u 	 D u p   n u m e 	 P o   I m e n u 	   	     	 >  <5	 (	>	5	>	8	9		 F'E	 F'E  3	   	 				 (
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 S T R _ I D _ I M P S _ S O R T _ B Y _ S T A T U S 	 I M P S 	 I C O N T E X T 	 B y   S t a t u s   S t r i n g 	 S t a t u s 	 O(W}rKa	 O(W~r`	 *20	 P o r   e s t a d o 	 E t a t 	 S t a t u s 	 >  A>AB>O=8N	 S t a t o 	 *F8JE  ('D'-H'D	 E s t a d o 	 D u r u m a   g  r e   	 T h e o   t r n g   t h  i 	 S t a t u s 	 S t a t u s 	 8	M	%	?	$	?		 E f t e r   S t a t u s 	 P o d l e   s t a v u 	 P o p r z e z   S t a t u s 	  l l a p o t 	 A s e m a n   p e r u s t e e l l a 	 E t t e r   s t a t u s 	 P o d >a   s t a t u s u 	 T o e s t a n d 	 V i a   s t a t u s 	 P r e m a   s t a t u s u 	 D u p   s t a r e 	 P o   P o l o ~a j u 	   	     	 >  !B0BCA	 8	M	%	?	$	@	(	A	8	>	0		 H69J*	 /1,  3	 	 							 &
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 
 S T R _ I D _ I M P S _ S O R T _ B Y _ G R O U P 	 I M P S 	 I C O N T E X T 	 B y   G r o u p   S t r i n g 	 G r o u p 	 OD}	 O~	 %8H!	 P o r   g r u p o 	 G r o u p e 	 G r u p p e 	 >  3@C??0<	 G r u p p o 	 *F8JE  ('DE,EH9	 G r u p o 	 G r u b a   g  r e 	 T h e o   n h  m 	 G r u p 	 K u m p u l a n 	 8	.	B	9		 E f t e r   G r u p p e 	 P o d l e   s k u p i n y 	 P o p r z e z   G r u p 	 C s o p o r t 	 R y h m  n   p e r u s t e e l l a 	 E t t e r   g r u p p e 	 P o d >a   s k u p i n y 	 G r o e p 	 V i a   g r u p p 	 P r e m a   s k u p i n i 	 D u p   g r u p 	 P o   S k u p i n i 	   	     	 >  @C?0	 	M	0	A	*	(	A	8	>	0		 1HG	 1H~  3	 	 							 8
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 
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@7H-	 I n v i t a r   a   a m i g o 	 I n v i t e r   u n   a m i 	 F r e u n d   e i n l a d e n 	 @83;0A8BL  4@C30	 I n v i t a   a m i c o 	 /9H)  #5/B'!	 C o n v i d a r   a m i g o 	 A r k a d a _1n 1  d a v e t   e t   	 M i   l  m   b n 	 U n d a n g   t e m a n 	 J e m p u t   r a k a n 	 &	K	8	M	$	  	K	  	.		$	M	0	?	$	  	0	G			 I n v i t e r   V e n 	 P o z v a t   p Y t e l e 	 Z a p r o [  z n a j o m e g o 	 B a r  t   m e g h  v  s a 	 K u t s u   y s t  v  	 I n v i t e r   v e n n 	 P o z v a e  p r i a t e >a   	 V r i e n d   u i t n o d i g e n 	 B j u d a   i n   e n   k o m p i s 	 P o z o v i   p r i j a t e l j a 	 I n v i t a ci   u n   p r i e t e n 	 P o v a b i   P r i j a t e l j a 	   	   	 >:0=8  @8OB5;	 .	?	$	M	0	>	8	  	.		$	M	0	#		 /9H*  1/F  /H3*	 /H3*  H  /9H*  /	   	 							  								  						 &
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a o n i c e 	 S a l v a r e   j u r n a l   d e   d i s c u ci e 	 S h r a n i   C h a t   L o g 	     	     ' 	 0?8H8  '0B   538AB@0F8OB0	 	E		  2	I		  8	G	5	M	9		 0.1G  /A*1  +(*  A*H	 y  DH  E-AH8  ,&	     	 					  		  							  					 
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 S T R _ I D _ I M P S _ M Y S E L F 	 I M P S 	 H I N T 	 M y s e l f   S t r i n g 	 M y s e l f 	 ]	 ]	 1'	1@-	 Y o   m i s m o 	 M o i 	 I c h   s e l b s t 	 /	 I o 	 FA3J	 E u 	 B e n   	 B n   t h  n 	 S a y a   s e n d i r i 	 D i r i   s a y a   s e n d i r i 	 .	H			 M i g 	 J  	 S i e b i e 	 M a g a m 	 M i n    i t s e 	 M e g   s e l v 	 J a 	 I k z e l f 	 M i g   s j  l v 	 J a   s a m 	 E u 	 J a z 	 	 	 5=	 8	M	5	$	: 	 .H/E	 E1  0'*	 	 				 .
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	 .H  8F2M*M	 /	 	 	 M i n a 	 M n a 	 M i m i   m w e n y e w e 	 E k 	 P a t s 	 E s   p a t s 	 I s e 	 5}	 	 E u 	 
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 
 S T R _ I D _ I M P S _ E M P T Y _ F I L E N A M E 	 I M P S 	 P O P U P 	 E m p t y   F i l e n a m e   S t r i n g 	 E m p t y   f i l e n a m e 	 jHh
T1zzz}v	 eN
Tzz}v	 D!H!5
7H-D%L	 N o m b r e   d e   a r c h i v o   v a c  o 	 N o m   d e   f i c h i e r   v i d e 	 D a t e i n a m e   l e e r 	 <5=8  D09;0  =5B	 N o m e   f i l e   v u o t o 	 '3E  'DEDA  .'DJ	 N o m e   d e   f i c h e i r o   v a z i o 	 D o s y a   a d 1  b o _  	 T  n   t p   t r n g 	 K o s o n g k a n   n a m a   f i l e 	 N a m a   f a i l   k o s o n g 	 +	>		2	  (	>	.	  	>	2	@		 T o m t   F i l n a v n 	 N  z e v   s o u b o r u   n e n    v y p l n n 	 S k a s u j   n a z w   p l i k u 	  r e s   f  j l n  v 	 T y h j    t i e d o s t o n   n i m i 	 T o m t   f i l n a v n 	 C h  b a   n  z o v   s  b o r u 	 L e g e   b e s t a n d s n a a m 	 T o m t   f i l n a m n 	 I m e   d a t o t e k e   p r a z n o 	 N u m e l e   f i _i e r u l u i   l i p s e _t e 	 S p r a z n i   I m e   D a t o t e k e 	     	     	 @07=>  <5  =0  $09;	 0	?		>	.	>	  +	>		2	(	>		5		 F'E  A'D  .'D  '3*	 .'D  A'&D  F'E	   	 							  					 
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i a s   f a i l o   p a v a d i n i m a s 	 T u k as   f a i l a   n o s a u k u m s 	 F a i l i n i m i   p u u d u b 	 4aao  aulk  avxv	     	 N u m e l e   f i _i e r u l u i   l i p s e _t e 	 +
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 
 S T R _ I D _ I M P S _ F I L E N A M E _ T O O _ L O N G 	 I M P S 	 P O P U P 	 F i l e n a m e   T o o   L o n g   S t r i n g 	 F i l e n a m e   t o o   l o n g 	 jHh
T1zNw	 eN
TǏ	 
7H-D%L"2'@4D	 N o m b r e   d e   a r c h i v o   d e m a s i a d o   l a r g o 	 N o m   d e   f i c h i e r   t r o p   l o n g 	 D a t e i n a m e   z u   l a n g 	 !;8H:><  4;8==>5  8<O  D09;0	 N o m e   f i l e   t r o p p o   l u n g o 	 '3E  'DEDA  7HJD  ,/'	 N o m e   d e   f i c h e i r o   d e m a s i a d o   l o n g o 	 D o s y a   a d 1   o k   u z u n   	 T  n   t p   q u    d  i 	 N a m a   f i l e   t e r l a l u   p a n j a n g 	 N a m a   f a i l   t e r l a l u   p a n j a n g 	 	>	+	@	  ,	!	<	>	  +	>		2	  (	>	.	  	 F i l n a v n   F o r   L a n g t 	 N  z e v   s o u b o r u   j e   p Y l i a  d l o u h  	 N a z w a   p l i k u   z a   d Bu g a 	 A   f  j l n  v   t  l   h o s s z  	 T i e d o s t o l l a   l i i a n   p i t k    n i m i 	 F i l n a v n   f o r   l a n g t 	 N  z o v   s  b o r u   j e   p r  l i a  d l h  	 B e s t a n d s n a a m   t e   l a n g 	 F i l n a m n e t    r   f  r   l  n g t 	 I m e   d a t o t e k e   p r e d u g a 
k o 	 N u m e l e   f i _i e r u l u i   e s t e   p r e a   l u n g 	 I m e   D a t o t e k e   P r e v e l i k o 	         	       	 @5:0;5=>  J;3>  <5  =0  $09;	 +	>		2	(	>		5	  	'	?		  &	@	0	M			 F'E  A'D  7HD'F  '3*	 A'&D  F'E  (*  DE('	     	 							  				  						 +
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 
 S T R _ I D _ I M P S _ E M P T Y _ I N P U T 	 I M P S 	 P O P U P 	 E m p t y   I n p u t   S t r i n g 	 E m p t y   i n p u t 	 8eQzz}v	 eQzz}v	 2#C*HH2'H2@%H2	 V a c i a r   e n t r a d a 	 E n t r  e   v i d e 	 E i n g a b e   l e e r 	 0==K5  =5  22545=K	 I n g r e s s o   v u o t o 	 '/.'D  .'DJ	 I n t r o d u   o   v a z i a 	 G i r d i   b o _	 N h p   v  o   t r n g 	 K o s o n g k a n   i n p u t 	 I n p u t   k o s o n g 	 +	>		2	  (	>	.	  	>	2	@		 T o m   I n d t a s t n i n g 	 P r  z d n    z a d  n  	 S k a s u j   w e j [c i e 	  r e s   b e v i t e l 	 T y h j e n n    s y  t t  	 T o m   i n n f  r i n g 	 }i a d n e   z a d a n i e 	 L e g e   i n v o e r 	 T o m   d a t a i n m a t n i n g 	 P r a z a n   u n o s 	 I n t r a r e a   l i p s e _t e 	 P r a z e n   V n o s 	   	   	 @07=>  J25640=5	 0	?		>	.	>	  	(	*	A			 H1H/  .'D  '3*	 .'D  'F  ~y	   	 				  						 
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i a   /v e s t i s 	 T u k aa   i e v a d e 	 S i s e s t u s   p u u d u b 	 4aao  veanxt	   	 I n t r a r e a   l i p s e _t e 	 
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 
 S T R _ I D _ I M P S _ J U M P _ T O 	 I M P S 	 I C O N T E X T 	 J u m p   T o   S t r i n g 	 J u m p   t o 	 xSvJ)Y[	 	SvJ)Y[	 I2!D5H	 S a l t a r   a 	 A l l e r    	 S p r i n g e n   z u 	 5@59B8  :	 S a l t a   a   	 'F*B'D  'DJ	 I r   p a r a 	 G i t 	 T i   c h n   p h  n g   t  n   g u 	 L o m p a t   k e 	 L o m p a t   k e p a d a 	 *	0	  	>				 H o p   T i l 	 S k o 
  n a 	 P r z e j d z   d o 	 U g r  s 	 H y p p   	 G    t i l 	 P r e j s e  n a   	 S p r i n g e n   n a a r 	 H o p p a   t i l l 	 S k o 
i   n a 	 T r e c e r e   l a   	 S k o 
i   d o 	   	   	 B848  =0	 	M	/	>	  *	A	"	G		 ~14  (G	 E  ,'&	 	 			  				 
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	 %?A  />(M$A	 	 					  								 	 	 	 	 	 	 	 P u l a r   p a r a 
 
 S T R _ I D _ I M P S _ O P E N _ C H A T _ R O O M 	 I M P S 	 T I T L E ,   I C O N T E X T 	 C r e a t e   S t r i n g 	 N e w   c h a t   r o o m 	 eXJ)Y[	 e^J)Y[	 @4+I-*2	 N u e v a   s a l a   d e   c h a r l a 	 N o u v e a u   s a l o n   d e   c h a t 	 N e u e r   C h a t r a u m 	 >2K9  G0B	 N u o v a   c h a t   r o o m 	 A*-  :1A)  'D/1/4)  'D,/J/)	 N o v a   s a l a   d e   c o n v e r s a   o 	 Y e n i   s o h b e t   o d a s 1  	 M   p h  n g   t  n   g u   m i 	 R u a n g   o b r o l a n   b a r u 	 B i l i k   b u a l   b a r u 	 (	/	>	  	H		  0	B	.		  b n   e t   C h a t   R u m 	 O t e v Yi   m  s t n o s t   c h a t u 	 O t w  r z   p o k  j   c z a t u 	 C h a t s z o b a   n y i t  s a 	 A v a a   c h a t t i h u o n e 	  p n e   c h a t t e r o m 	 O t v o r i e  c h a t o v a c    m i e s t n o s e	 N i e u w e   c h a t r o o m 	  p p n a   e t t   c h a t r u m 	 O t v o r i   s o b u   p r i 
a o n i c e 	 D e s c h i d e r e   c a m e r   d e   d i s c u ci i 	 O d p r i   C h a t   S o b o 	     	   '   	 B2>@8  '0B  !B0O	 	E		  0	B	.	  		&	M	/	!	>		 '*'B  A*H  ,//	 '  y  1HE  HD	       	   				  									 
2
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
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  5
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.
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	 >M  0B.M  *F(M  G/A.A	 V4:@8B8  G0B	 	     	 I g u m b i   l e n g x o x o   e l i s h a 	 I g u m b i   l o k u n c o k o l a   e l i t s h a 	 C h u m b a   k i p y a   c h a   k u p i g a   s o g a 	 N u w e   k l e t s k a m e r 	 N a u j a s   p o k a l b i s  k a m b a r y s 	 J a u n a   t r z t a v a 	 U u s   j u t u t u b a 	 Iak  vx  }evuao	   - 	 C a m e r   d e   c h a t   n o u 	 *
A
$
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  
>
1
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  1
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
	 (B$(  >  *M0K7M 	 	 				  								   				 	 	 	 	 	 	 	 N o v a   s a l a   d e   b a t e - p a p o 
 
 S T R _ I D _ I M P S _ N E W 	 I M P S 	 T I T L E 	 C r e a t e   S t r i n g 	 N e w 	 eX	 e^	 C+!H	 N u e v o 	 N o u v e a u 	 N e u 	 !>740BL	 N u o v o 	 'D,/J/	 N o v a 	 Y e n i 	 L p   m i 	 B a r u 	 B a r u 	 (	/	>		 	 	 	  j 	 	 	 	 N i e u w 	 	 	 N o u 	 	 	 	 	 	 ,//	 	 	 					 	 	 	 	 	 O k u s h a 	 I n t s h a 	 M p y a 	 N u u t 	 N a u j a s 	 J a u n s 	 U u s 	 Fx	     	 N o u 	 *
A
$
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$
M
	 (B$(	 	 					 	 	 	 	 	 	 	 N o v o 
 
 S T R _ I D _ I M P S _ N A M E 	 I M P S 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 N a m e   S t r i n g 	 N a m e 	 
T1z	 
Ty	 
7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e   	 '3E	 N o m e 	 A d 	 T  n 	 N a m a 	 N a m a 	 (	>	.		 N a v n 	 N  z e v 	 N a z w a 	 N  v 	 N i m i 	 N a v n 	 M e n o 	 N a a m 	 N a m n 	 I m e 	 N u m e 	 I m e 	 	 	 <5	 (	>		5		 F'E	 F'E	 	 				 (
>

	 *G0A	 <' O	 	 	 I g a m a 	 I g a m a 	 J i n a 	 N a a m 	 V a r d a s 	 N o s a u k u m s 	 N i m i 	 1vxv	   	 N u m e 	 *
G
0
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	 (>.	 	 				 	 	 	 	 	 	 	 N o m e 
 
 S T R _ I D _ I M P S _ T O P I C 	 I M P S 	 T I T L E ,   I C O N T E X T 	 T o p i c   S t r i n g 	 T o p i c 	 ;NL	 ;N	 +1'I-	 T e m a 	 S u j e t 	 T h e m a 	 "5<0	 A r g o m e n t o 	 EH6H9	 T  p i c o 	 B a _l 1k   	 C h   	 T o p i k 	 T o p i k 	 5	?	7	/		 E m n e 	 T  m a 	 T y t u l   r o z m o w y 	 T  m a 	 A i h e 	 E m n e 	 T  m a 	 O n d e r w e r p 	  m n e 	 T e m a 	 S u b i e c t 	 T e m a 	 	 	 "5<0	 5	?	7	/		 EH6H9	 EH6H9	 	 					 5
?
6
>
	 >*?M	 "5<0	 	 	 I s i h l o k o 	 I n t l o k o 	 M a d a 	 O n d e r w e r p 	 T e m a 	 T m a 	 T e e m a 	 9eta	 	 S u b i e c t 	 5
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7
/

	 *M08M	 	 					 	 	 	 	 	 	 	 T  p i c o 
 
 S T R _ I D _ I M P S _ W E L C O M E _ T E X T 	 I M P S 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 W e l c o m e   S t r i n g 	 W e l c o m e 	 akΏ	 "kΏ	 "45I-#1	 B i e n v e n i d o 	 B i e n v e n u 	 W i l l k o m m e n 	 @825BAB285	 B e n v e n u t o 	 E1-('	 B e m - v i n d o 	 H o _g e l d i n i z 	 L i   c h  o 	 S e l a m a t   d a t a n g 	 S e l a m a t   d a t a n g 	 8	M	5	>		$		 V e l k o m m e n 	 V  t e j t e 	 W i t a j 	  d v 	 T e r v e t u l o a 	 V e l k o m m e n 	 V i t a j t e 	 W e l k o m 	 V  l k o m n a 	 D o b r o d o aa o 	 B i n e   a ci   v e n i t 	 D o b r o d o ae l 	 	   	 >1@5  >HJ;! 	 8	M	5	>		$		 .H4  "E//	 .H4  'SE//	 	 							 8
5
>

$
	 8M5>$	 0A:02>  ?@>A8<>	 	 	 S i y a k w a m u k e l a 	 W a m k e l e k i l e 	 K a r i b u 	 W e l k o m 	 D ~i a u g i a m s   j u s   m a t y d a m i ! 	 S v e i c i e n s 	 T e r e   t u l e m a s t 	 2ak  calx}	       	 B i n e   a ci   v e n i t 	 8
M
5
>

$

	 8M5>$	 	 								 	 	 	 	 	 	 	 B e m - v i n d o 
 
 S T R _ I D _ I M P S _ D I S P L A Y _ N A M E 	 I M P S 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 N i c k n a m e   S t r i n g 	 N i c k n a m e 	 f1z	 5fy	 
7H-@%H	 S o b r e n o m b r e 	 P s e u d o n y m e 	 N i c k n a m e 	 A524>=8<	 S o p r a n n o m e 	 'D'3E  'DE3*9'1	 N i c k 	 T a k m a   a d 	 T  n   t h  n   m t 	 N a m a   p a n g g i l a n 	 N a m a   b e r i a n 	 		*	(	>	.		  g e n a v n 	 P Ye z d  v k a 	 L o g i n 	 B e c e n  v 	 L e m p i n i m i 	 K a l l e n a v n 	 P r e z  v k a 	 B i j n a a m 	 A n v  n d e r n a m n 	 N a d i m a k 	 P o r e c l 	 N a d i m e k 	 	 	 8:	 		*	  (	>		5		 F'E  .H/E'F	 91A  F'E	   	 			  				 
K

>
  (
>

	 (?M  (G.M	 A524>=V<	 	 	 I g a m a   l o k u d l a l a 	 I s i q h u l o     	 J i n a   l a   u t a n i 	 B y n a a m 	 S l a p y v a r d i s 	 N i k s 	 H   d n i m i 	 ?ernavxv	 	 P o r e c l 	 5
?
3
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*
M
*
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0
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	 !>(>.	 	 						 	 	 	 	 	 	 	 A p e l i d o 
 
 S T R _ I D _ I M P S _ O W N E R 	 I M P S 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 O w n e r   S t r i n g 	 O w n e r 	 J)Y[@b	gN	 J)Y[@b	gN	 @I2-	 P r o p i e t a r i o 	 P r o p r i  t a i r e 	 E i g e n t  m e r 	 ;045;5F	 P r o p r i e t a r i o 	 5'-(	 P r o p r i e t  r i o 	 S a h i b i 	 N g i   c h 	 P e m i l i k 	 P e m i l i k 	 .	>	2	?			 E j e r 	 V l a s t n  k 	 W Ba [c i c i e l 	 T u l a j d o n o s 	 O m i s t a j a 	 E i e r 	 M a j i t e >	 E i g e n a a r 	  g a r e 	 V l a s n i k 	 P r o p r i e t a r 	 L a s t n i k 	 	 	 !>1AB25=8:	 .	>	2			 E'D	 E'D	 	 						 .
>
2
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
	 (0M	 ;0A=8:	 	 	 U m n i k a z i 	 U m n i n i 	 M m i l i k i 	 E i e n a a r 	 S a v i n i n k a s 	 *p a an i e k s 	 O m a n i k 	 Meaoavae	 	 P r o p r i e t a r 	 	

.
	 .>2?	 	 						 	 	 	 	 	 	 	 P r o p r i e t  r i o 
 
 S T R _ I D _ I M P S _ J O I N E D _ U S E R 	 I M P S 	 T I T L E ,   I C O N T E X T 	 J o i n e d   U s e r   S t r i n g 	 J o i n e d   u s e r 	 J)Y[bT	 J)Y[bXT	 9IC
I5H@I2#H'!	 U s u a r i o   q u e   s e   h a   u n i d o 	 U t i l i s a t e u r   j o i n t 	 B e i g e t r e t e n e r   B e n u t z e r 	 #G0AB=8:8	 U t e n t e   u n i t o 	 #96'!	 U t i l i z a d o r   a d e r i u 	 K a t 1l a n   k u l l a n 1c 1	 T h  n h   v i  n   p h  n g   t  n   g u 	 P e n g g u n a   y a n g   b e r g a b u n g 	 P e n g g u n a   y a n g   m e n y e r t a i 	 8	.	M	.	?	2	?	$	  *	M	0	/	K		M	$	>		 B r u g e r   D e l t a g 	 P Yi p o j e n    u ~i v a t e l 	 U |y t k o w n i k   d o Bc z y B	 C s a t l a k o z o t t   f e l h a s z n  l  	 K  y t t  j    o n   l i i t t y n y t 	 D e l t a g e n d e   m e d l e m 	 P r i p o j e n    u ~ v a t e >	 G e k o p p e l d e   g e b r u i k e r 	 I n l o g g a d   a n v  n d a r e 	 P r i d o al i   k o r i s n i k 	 U t i l i z a t o r   a s o c i a t 	 P r i d r u ~e n i   U p o r a b n i k 	   	   	 @8AJ548=5=  >B@518B5;	 8		/	A		M	$	  		*	-	K		M	$	>		 '1(1  ED-B  4/G	 E4*1  H21	   	   			  					  												 5
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	 >/?(M!M  /B0M	 >@8ABC20G,   I>  ?@8T4=02AO	 	   	 U m s e b e n z i s i   o j o y i n i w e 	 U m s e b e n z i s i   o m a n y i w e y o 	 W a t u m i a j i   w a   p a m o j a 	 B y   g e b r u i k e r   a a n g e s l u i t 	 P r i s i j u n g s   n a u d o t o j a s 	 I e s a i s t +j i e s   l i e t o t j s 	 L i i t u n u d   k a s u t a j a 	 Dkaan  c~xr	   	 U t i l i z a t o r   a s o c i a t 	 
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 
 S T R _ I D _ I M P S _ J O I N 	 I M P S 	 T I T L E ,   L S K 	 J o i n   S t r i n g 	 J o i n 	 ReQ	 ReQ	 @4H!	 U n i r s e 	 J o i n d r e 	 B e i t r e t e n 	 @8A>548=8BLAO	 U n i s c i 	 JF5E	 A d e r i r 	 K a t 1l 	 G i a   n h p 	 G a b u n g 	 S e r t a i 	 8	.	M	.	?	2	(		 D e l t a g 	 P Yi p o j i t   s e 	 D o Bc z 	 C s a t l a k o z  s 	 L i i t y 	 B l i   m e d 	 P r i p o j i e  s a 	 K o p p e l e n 	 L o g g a   i n 	 P r i d r u ~i v a n j e 	 A l t u r a ci - v 	 P r i d r u ~i 	 	 	 @8AJ548=8	 	B	3	#	G		 ED-B  4/F	 41  H  ,'&	 	 			  						 
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	 /K  &?(M$A	 	 								  				 	 	 	 	 	 	 	 P a r t i c i p a r 
 
 S T R _ I D _ I M P S _ L I S T _ M E M B E R 	 I M P S 	 T I T L E ,   I C O N T E X T 	 L i s t   M e m b e r s   S t r i n g 	 L i s t   m e m b e r s 	 bTnU	 bXTRh	 A*
7H-*!2
4	 L i s t a r   m i e m b r o s 	 L i s t e   d e s   m e m b r e s 	 M i t g l i e d e r   a u f l i s t e n 	 5@5G8A;8BL  CG0AB=8:>2	 M e m b r i   e l e n c o 	 B'&E)  'D'96'!	 L i s t a   d e   m e m b r o s 	 L i s t e    y e l e r i   	 D a n h   s  c h   t h  n h   v i  n 	 D a f t a r   a n g g o t a 	 S e n a r a i   a h l i 	 8	&	8	M	/	  8	B		@		 L i s t e   M e d l e m m e r 	 S e z n a m   
l e n o	 L i s t a   c z Bo n k  w 	 L i s t a t a g o k 	 L i s t a a   j  s e n e t 	 L i s t   o p p   m e d l e m m e r 	 Z o z n a m   
l e n o v 	 L i j s t   v a n   l e d e n 	 M e d l e m s l i s t a 	 I s p i s   
l a n o v a 	 L i s t   d e   m e m b r i 	 S e z n a m   U p o r a b n i k o v 	   	     	 !?8AJ:  ';5=>25	 8	&	8	M	/	  8	B		@		 '96'  D3*	 A13*  EE(1'F	   	 					  						  						 8
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 
 S T R _ I D _ I M P S _ D I S C L O S E _ I D 	 I M P S 	 I C O N T E X T 	 D i s c l o s e   U s e r   I D   S t r i n g 	 D i s c l o s e   u s e r   I D 	 lQO(uI D 	 lQ _(u7bI D 	 @4@"#+1*9IC
I	 P r o p o r c i o n a r   I D   d e   u s u a r i o 	 A f f i c h e r   I D   d e   l  u t i l i s a t e u r 	 B e n u t z e r - I D   o f f e n l e g e n 	 >:070BL  845=B8D8:0B>@  ?>;L7>20B5;O	 M o s t r a   I D   u t e n t e 	 916  E3*./E  I D 	 R e v e l a r   I D   d o   u t i l i z a d o r 	 K u l l a n 1c 1  k i m l i i n i   a  1k l a 	 H i n   t h   I D   c a   c  c   t h  n h   v i  n 	 U n g k a p k a n   I D   p e n g g u n a 	 P e r l i h a t k a n   I D   p e n g g u n a 	 *	M	0	/	K		M	$	>	  		!	@	  ,	$	>				 A f s l  r   B r u g e r   I D 	 O d k r  t   I D   u ~i v a t e l e 	 U j a w n i j   I D   u |y t k o w n i k a 	 F e l h a s z n  l  i   a z o n o s  t    f e l f e d  s e 	 L i i t    k  y t t  j  t u n n u t 	 V i s   b r u k e r - I D 	 Z o b r a z i e  I D   u ~ v a t e >a 	 G e b r u i k e r s - I D   b e k e n d m a k e n 	 V i s a   a n v  n d a r e n s   I D 	 P r i k a ~i   k o r i s n i 
k i   I D 	 D e z v l u i r e   i d e n t i t a t e   u t i l i z a t o r 	 R a z k r i j   U p o r a b n i ak i   I D 	     	       	  07:@89  >B@518B5;A:>B>  I D 	 /	A		0	  *	$	M	$	>	  8	>			B	  (		>		 "4'13'2  4F'3G  '1(1	 H21  'S&    8'1  ,&	     	 												  				  							 5
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	 	*/K0M$M$>  I D   	(M.AM$  0(M$A	 	 												  				  					  				 	 	 	 	 	 	 	 R e v e l a r   I D   d e   u s u  r i o 
 
 S T R _ I D _ I M P S _ H I D E 	 I M P S 	 C 0 5 7 _ 1 	 H i d e   S t r i n g 	 H i d e 	 υ	 υ	 H-	 O c u l t a r 	 C a c h e r 	 A u s b l e n d e n 	 !:@KBL	 N a s c o n d i 	 '.A'!	 O c u l t a r 	 G i z l e 	 n   n p 	 S e m b u n y i k a n 	 S e m b u n y i 	 	?	*	>				 G e m 	 S k r  t 	 M a s k u j 	 E l r e j t  s 	 P i i l o t a 	 S k j u l 	 S k r y e	 V e r b e r g e n 	 D  l j 	 S a k r i j 	 A s c u n d e r e 	 S k r i j 	 	 	 !:@89	 2	A	*	M	$		 ~FG'F  1/F	 ~'&	 	 							 
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 S T R _ I D _ I M P S _ S H O W 	 I M P S 	 C 0 5 7 _ 1 	 S h o w   S t r i n g 	 S h o w 	 o:y	 >f:y	 A*	 M o s t r a r 	 A f f i c h e r 	 A n z e i g e n 	 >:070BL	 M o s t r a 	 916	 M o s t r a r 	 G  s t e r 	 H i n   t h 	 T a m p i l k a n 	 T u n j u k k a n 	 ,	$	>				 V i s 	 U k  z a t 	 P o k a |	 F e l f e d  s 	 N  y t  	 V i s 	 Z o b r a z i e	 T o n e n 	 V i s a 	 P o k a ~i 	 A f i _a r e 	 P r i k a ~i 	 	     	 >:068	 &	>		5	>		 FE'4	 /'&	 	 							 &
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 
 S T R _ I D _ I M P S _ G R O U P _ N O T _ E M P T Y 	 I M P S 	 P O P U P 	 G r o u p   N o t   E m p t y   S t r i n g 	 G r o u p   n o t   e m p t y 	 D}N	goa}N	 ~N	gT|N	 C%8H!!5I-!9%-"9H	 G r u p o   n o     v a c  o 	 G r o u p e   n o n   v i d e 	 G r u p p e   n i c h t   l e e r 	 @C??0  =5  ?CAB0	 G r u p p o   n o n   v u o t o 	 'DE,EH9)  :J1  .'DJ)	 G r u p o   n  o   e s t    v a z i o 	 G r u p   b o _  d e i l   	 N h  m   h i n   v n   c  n   n g i   l i  n   l c 	 G r u p   t i d a k   k o s o n g 	 K u m p u l a n   t i d a k   k o s o n g 	 8	.	B	9	  	>	2	@	  (	9	@			 G r u p p e   I k k e   T o m 	 S k u p i n a   n e n    p r  z d n  	 G r u p a   n i e   z o s t a Ba   u s u n i t a 	 A   c s o p o r t   n e m    r e s 	 R y h m    e i   o l e   t y h j  	 G r u p p e   i k k e   t o m 	 S k u p i n a   n i e   j e   p r  z d n a 	 G r o e p   n i e t   l e e g 	 G r u p p l i s t a n    r   i n t e   t o m 	 S k u p i n a   n i j e   p r a z n a 	 G r u p u l   n u   e s t e   g o l 	 S k u p i n a   N i   P r a z n a 	         	     	 @C?0B0  =5  5  @07=0	 	M	0	A	*	  0	?		>	.	>	  (	>	9	@		 1HG  .'D  F3*	 1H~  .'D  F	     	   						  				  			 8
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i a 	 G r u p a   n a v   t u k aa 	 G r u p p   e i   o l e   t  h i 	 =xtbh  daao  yg	       	 G r u p u l   n u   e s t e   g o l 	 
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7H-5H4H-A%I'	 E l   c o n t a c t o   e x i s t e 	 C o n t a c t   e x i s t a n t 	 K o n t a k t   v o r h a n d e n 	 <5NBAO  :>=B0:BK	 C o n t a t t o   e s i s t e n t e 	 '*5'D'*  EH,H/	 C o n t a c t o   j    e x i s t e 	 K i _i   v a r 	 N g i   c n   l i  n   h      c  	 K o n t a k   s u d a h   a d a 	 K e n a l a n   w u j u d 	 8	.	M	*	0	M		  		*	2	,	M	'		 K o n t a k t   E k s i s t e r e r 	 K o n t a k t   e x i s t u j e 	 I s t n i e j c e   k o n t a k t y 	 A   p a r t n e r   m  r   l  t e z i k 	 Y h t e y s   o l e m a s s a 	 K o n t a k t   e k s i s t e r e r 	 K o n t a k t   e x i s t u j e 	 C o n t a c t p e r s o o n   b e s t a a t   a l 	 K o n t a k t e n   r e d n a   e x i s t e r a r 	 K o n t a k t   p o s t o j i 	 C o n t a c t u l   e x i s t   d e j a 	 K o n t a k t   O b s t a j a 	     	   	 >=B0:B0B  !JI5AB2C20	 8		*	0	M		  5	?	&	M	/	.	>	(		 E.'7(  EH,H/  '3*	 1'(7  EH,H/  	   	 							  				 8
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 
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7H-> 	 < A n  n i m o > 	 < A n o n y m e > 	 < A n o n y m > 	 < =>=8<=>> 	 < A n o n i m o > 	 <   E,GHD  'D'3E  > 	 < A n  n i m o > 	 < A n o n i m > 	 < V    d a n h > 	 < A n o n i m ? 	 < T a n p a   n a m a > 	 < ,	G	(	>	.	> 	 < A n o n y m > 	 < A n o n y m n  > 	 < A n o n i m o w y > 	 < N  v t e l e n > 	 < A n o n y y m i > 	 < A n o n y m > 	 < A n o n y m n  > 	 < A n o n i e m > 	 < o k  n d > 	 < A n o n i m n o > 	 < A n o n i m > 	 < A n o n i m n i > 	 < > 	 < > 	 < =>=8<5=> 	 < (	?	(	>	5	@	> 	 < F'4F'3> 	 < E,HD  > 	 <   > 	 < 					> 	 < ,
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 
 S T R _ I D _ I M P S _ I N V I T E _ N O T E 	 I M P S 	 T I T L E 	 I n v i t a t i o n   S t r i n g 	 I n v i t a t i o n 	 ˊ	 	 2#@
4
	 I n v i t a c i  n 	 I n v i t a t i o n 	 E i n l a d u n g 	 @83;0H5=85	 I n v i t o 	 'D/9H)	 C o n v i t e 	 D a v e t   	 L i   m i 	 U n d a n g a n 	 J e m p u t a n 	 (	?	.		$	M	0	#		 I n v i t a t i o n 	 P o z v  n  	 Z a p r o s z e n i e 	 M e g h  v  s 	 K u t s u   	 I n v i t a s j o n 	 P o z v a n i e 	 U i t n o d i g i n g 	 I n b j u d a n 	 P o z i v 	 I n v i t a ci e 	 V a b i l o 	 	 	 >:0=0	 (	?	.		$	M	0	#		 /9H*	 /9H*	 	 									 8
q
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	 9M5>(	 0?@>H5==O	 	 	 I s i m e m o 	 I s i m e m o 	 M w a l i k o 	 U i t n o d i g i n g 	 P a k v i e t i m a s 	 I e l kg u m s 	 K u t s e 	 @a~e	 	 I n v i t a ci e 	 
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
	 .(M$M0#	 	 										 	 	 	 	 	 	 	 C o n v i t e 
 
 S T R _ I D _ I M P S _ M S G _ C A N N O T _ S E N D 	 I M P S 	 U N L I M 	 < M e s s a g e   s e n t   f a i l e d >   S t r i n g 	 < F a i l e d   t o   s e n d   m e s s a g e > 	 < 
o`P1YWe> 	 < Oo`S1Y%> 	 < *HI-'2!D!HDI> 	 < E r r o r   a l   e n v i a r   e l   m e n s a j e > 	 < E c h e c   d  e n v o i   d u   m e s s a g e > 	 < M i t t e i l u n g   k o n n t e   n i c h t   g e s e n d e t   w e r d e n > 	 < !1>9  >B?@02:8  A>>1I5=8O> 	 < I n v i o   m e s s a g g i o   f a l l i t o > 	 <   A4D  AJ  '13'D  'D13'&D  > 	 < E n v i o   d e   m e n s a g e m   f a l h o u > 	 < 0l e t i   g  n d e r i l e m e d i > 	 < K h  n g   g i   c   t i n   n h n > 	 < G a g a l   m e n g i r i m   p e s a n > 	 < G a g a l   m e n g h a n t a r   m e s e j > 	 < 8		&	G	6	  -	G		(	>	  	8	+	2	> 	 < B e s k e d   S e n d t   M i s l y k k e t > 	 < O d e s l  n    z p r  v y   s e l h a l o > 	 < B r a k   p o w o d z e n i a   w   w y s y Ba n i u   W i a d o m o [c i > 	 < A z    z e n e t   k  l d  s e   s i k e r t e l e n > 	 < V i e s t i n   l  h e t t  m i n e n   e p  o n n i s t u i > 	 < M e l d i n g   s e n d t   m i s l y k k e t > 	 < O d o s l a n i e   s p r  v y   z l y h a l o > 	 < K o n   b e r i c h t   n i e t   v e r s t u r e n > 	 < M e d d e l a n d e t   h a r   i n t e   s k i c k a t s > 	 < N e u s p j e an o   s l a n j e   p o r u k e > 	 < E x p e d i e r e a   m e s a j u l u i   n u   a   r e u _i t > 	 < P o ai l j a n j e   S p o r o 
i l a   N e u s p e an o > 	 <     > 	 <     > 	 < !J>1I5=85  7?@0B5=>  5CA?5H=>> 	 < 8		&	G	6	  *	M	0	G	7	?	$	  5	M	/	0	M	%	> 	 < '13'D  ~'E  F'EHAB  (H/> 	 < (,'  H'  ~:'E  F''E> 	 <       > 	 < 							  						  									> 	 < 8
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> 	 < 8(M&G6  * >,>A  ,?+3  9G2>> 	 	 < 						  						  				  				> 	 	 	 	 	 	 	 	 < F a l h o u   e m   e n v i a r   m e n s a g e m > 
 
 S T R _ I D _ I M P S _ I N V I T I N G 	 I M P S 	 P O P U P ,   U N L I M 	 I n v i t i n g   S t r i n g 	 I n v i t i n g 	 ˊ-N	 ck(W	 3%1@
4
	 I n v i t a n d o 	 E n   t r a i n   d  i n v i t e r 	 W i r d   e i n g e l a d e n 	 @83;0H5=85	 I n v i t o 	 ,'1M  'D/9H)	 A   c o n v i d a r 	 D a v e t   e d i y o r 	 a n g   m i 	 M e n g u n d a n g 	 M e n j e m p u t 	 	.		$	M	0	?	$	  	0	(	>	  	>	0	@		 I n v i t e r e r 	 P o z v  n  	 Z a p r a s z a n i e 	 M e g h  v  s   f o l y a m a t b a n 	 K u t s u u 	 I n v i t e r e r 	 P o z  v a n i e 	 B e z i g   m e t   u i t n o d i g e n 	 S k i c k a r   i n b j u d a n 	 P o z i v 	 I n v i t a ci e    n   c u r s 	 V a b l j e n j e 	 	 	 >:0=0	 (	?	.		$	M	0	#	  	 /1  -'D  /9H*  1/F	 /9H*  /F'	 	 									 8
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	 9M5>(?8M$A!	 0?@>H5==O	 	 	 K u y a m e n y w a 	 I y a m e m a 	 I n a a l i k a 	 N o o i   t a n s   u i t 	 K v i e 
i a m a 	 I e l kd z 	 K u t s u m i n e 	 @a~kxt	 	 I n v i t a ci e    n   c u r s 	 
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 
 S T R _ I D _ I M P S _ I N V I T E _ F A I L 	 I M P S 	 U N L I M 	 F a i l e d   t o   i n v i t e   S t r i n g 	 F a i l e d   t o   i n v i t e : 	 ˊ1YWe	 1Y%	 @
4
D!HDI	 E r r o r   a l   i n v i t a r 	 E c h e c   d  i n v i t a t i o n 	 E i n l a d u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  ?@83;0A8BL: 	 I n v i t o   f a l l i t o 	 A4D  AJ  'D/9H)  : 	 O   c o n v i t e   f a l h o u 	 D a v e t   e d e m e d i   	 M i   t h t   b i : 	 G a g a l   m e n g u n d a n g : 	 G a g a l   u n t u k   m e n j e m p u t 	 	.		$	M	0	?	$	  	0	(	G	  .	G		  5	?	+	2	, 	 M i s l y k k e t   a t   i n v i t e r e : 	 P o z v  n    s e l h a l o : 	 B r a k u j e   d o   z a p r o s z e n i a : 	 S i k e r t e l e n   m e g h  v  s 	 K u t s u   e p  o n n i s t u i : 	 M i s l y k k e t   i n v i t a s j o n : 	 P o z  v a n i e   z l y h a l o 	 K o n   n i e t   u i t n o d i g e n 	 I n b j u d a n   k u n d e   i n t e   s k i c k a s 	 P o z i v a n j e   n i j e   u s p j e l o : 	 I m p o s i b i l   d e   i n v i t a t 	 N e u s p e an o   v a b l j e n j e : 	     : 	   	 5CA?5E  40  ?>:0=8: 	 (	?	.		$	M	0	#	>	$	  	*	/	6		 /9H*  F'EHAB  (H/	 : /9H*  /F  E  F''E	   : 	 								  						  						 8
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
: 	 .(M$M0#  0?,>A  ,?+3  9G2>: 	 	 									  				  					 	 	 	 	 	 	 	 F a l h o u   e m   c o n v i d a r : 
 
 S T R _ I D _ I M P S _ J O I N E D _ R O O M 	 I M P S 	 U N L I M 	 J o i n e d   C h a t   R o o m   S t r i n g 	 h a s   j o i n e d   c h a t   r o o m 	 ReQJ)Y[	 ReQJ)Y[	 @I2#H'!C+I-A
	 s e   h a   u n i d o   a   l a   s a l a   d e   c h a r l a 	 a   r e j o i n t   l e   s a l o n   d e   d i s c u s s i o n 	 i s t   C h a t r a u m   b e i g e t r e t e n 	 B5?5@L  2  G0B5	    e n t r a t o   n e l l a   c h a t   r o o m 	 'D'F6E'E  'DJ  :1A)  /1/4)	 e n t r o u   n a   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1n a   g i r d i 	 G i a   n h p   p h  n g   t  n   g u 	 t e l a h   b e r g a b u n g   k e   r u a n g   o b r o l a n 	 s e r t a i   b i l i k   b u a l 	 	H		  0	B	.	  8	G	  	A	\	  	/	>		 D e l t a g   C h a t   R u m 	 P Yi p o j e n   d o   m  s t n o s t i 	 J e s t e [  w   p o k o j u   c z a t u 	 b e l  p e t t   a   c s e v e g Qs z o b  b a 	 L i i t t y n y t   c h a t t i h u o n e e s e e n 	 B l i t t   m e d   i   c h a t t e r o m 	 P r i p o j e n    c h a t o v a c i a   m i e s t n o s e	 I s   d e   c h a t r o o m   b i n n e n g e k o m e n 	 L o g g a t   i n   p    e t t   c h a t r u m 	 Z d r u ~e n a   s o b a   p r i 
a o n i c e 	 s - a   a l t u r a t   c a m e r e i   d e   d i s c u ci i 	 P r i d r u ~i   s e   C h a t   S o b i 	       	     ' 	 @8AJ548=5=  2  '0B  !B0O	 8		/	A		M	$	  	E		  0	B	.		 (G  ~'G  ~H3*	 y  1HE  E  41  H'	     	 					  				  			  							 
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	 A c t u a l i z a r 	 R a f r a  c h i r 	 A k t u a l i s i e r e n 	 1=>28BL	 A g g i o r n a 	 'D*-/J+	 A c t u a l i z a r 	 Y e n i l e 	 C p   n h t   d   l i u 	 R e f r e s h 	 M u a t   s e m u l a 	 0	?	+	M	0	G	6		 O p d a t  r 	 O b n o v i t 	 A k t u a l i z a c j a 	 F r i s s  t  s 	 P  i v i t    n  y t t  	 O p p d a t e r 	 O b n o v i e	 V e r v e r s e n 	 U p p d a t e r a 	 O s v j e ~i 	 R e  m p r o s p t a r e 	 O s v e ~i 	 R e f r e s h 	 	 1=>28	 0	?	+	M	0	G	6		 *,//	 1A14	 	 								 &
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7H-!H-D!HDI	 E r r o r   a l   c o n e c t a r 	 E c h e c   d e   c o n n e x i o n 	 V e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  A>548=5=8O	 C o n n e s s i o n e   f a l l i t a 	 A4D  AJ  'D'*5'D	 L i g a   o   f a l h o u 	 B a l a n t 1  k o p t u   	 K h  n g   k t   n i   c 	 G a g a l   t e r s a m b u n g 	 S a m b u n g a n   g a g a l 	 8	.	M	*	0	M		  	8	+	2		 F o r b i n d e l s e   M i s l y k k e d e s 	 P Yi p o j e n    s e l h a l o 	 B r a k   p o Bc z e n i a 	 A   k a p c s o l a t   n e m   j  t t   l  t r e 	 Y h t e y s   e p  o n n i s t u i 	 T i l k o p l i n g   m i s l y k k e t 	 P r i p o j e n i e   z l y h a l o 	 K a n   g e e n   v e r b i n d i n g   m a k e n 	 K u n d e   i n t e   k o p p l a s   u p p 	 P o v e z i v a n j e   n i j e   u s p j e l o 	 C o n e x i u n e a   a   e _u a t 	 P o v e z a v a   N i   U s p e l a 	   	     	 @J7:0B0  5CA?5H=0	 8		*	0	M		  	8	.	0	M	%		 '*5'D  F'EHAB  (H/	 '*5'D  F''E	   	 							  						 
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 	 I p h a s i w e d i   e n g e n a m t h e t h o 	 I p a s w e d i   a y i s e b e n z i 	 N y w i l a   b a t i l i 	 O n g e l d i g e   w a g w o o r d 	 N e g a l i o j a n t i s   s l a p t a ~o d i s 	 N e d e r +g a   p a r o l e 	 L u b a m a t u   p a r o o l 	 1v~a~e  carvaba|	   	 P a r o l   i n c o r e c t 	 *
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ID!H9I-	 N o m b r e   d e   u s u a r i o   n o   v  l i d o 	 N o m   d  u t i l i s a t e u r   i n v a l i d e 	 U n g  l t i g e r   B e n u t z e r n a m e 	 525@=>5  8<O  ?>;L7>20B5;O	 N o m e   u t e n t e   n o n   v a l i d o 	 '3E  'DE3*./E  :J1  5'D-	 N o m e   d e   u t i l i z a d o r   i n v  l i d o 	 G e  e r s i z   k u l l a n 1c 1  a d 1  	 T  n   s   d n g   k h  n g   h p   l 	 N a m a   p e n g g u n a   t i d a k   v a l i d 	 N a m a   p e n g g u n a   t i d a k   s a h 	 	.	>	(	M	/	  		*	/	K			0	M	$	>	  (	>	.		 U g y l d i g t   B r u g e r n a v n 	 N e p l a t n    u ~i v a t e l s k    j m  n o 	 N i e p r a w i d Bo w a   n a z w a   u |y t k o w n i k a 	  r v  n y t e l e n   f e l h a s z n  l  n  v 	 V   r    k  y t t  j  n i m i 	 U g y l d i g   b r u k e r n a v n 	 N e p l a t n    u ~ v a t e >s k    m e n o 	 O n g e l d i g e   g e b r u i k e r s n a a m 	 O g i l t i g t   a n v  n d e r n a m n 	 K o r i s n i 
k o   i m e   n i j e   v a l j a n o 	 N u m e   u t i l i z a t o r   n e v a l i d 	 N e v e l j a v n o   U p o r a b n i ak o   I m e 	     	       	 520;845=  >B@518B5;A:>  <5	 	5	H	'	  /	B		0	(	>		5		 F'E  '1(1  F'E9*(1  '3*	 :D7  H21  F'E	     	   				  												  				 5
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	 .>(M_  	*/K0M$M$>  (>.	 	 						  											  				 	 	 	 	 	 	 	 N o m e   d e   u s u  r i o   i n v  l i d o 
 
 S T R _ I D _ I M P S _ E R R _ I N V A L I D _ S E R V E R 	 I M P S 	 P O P U P 	 I n v a l i d   S e r v e r   S t r i n g 	 I n v a l i d   s e r v e r   a d d r e s s 	 !qHev:O
ghV0W@W	 eHev
gRhV0W@W	 5H-"9H@4#L@'-#LD!H9I-	 D i r e c c i  n   d e   s e r v i d o r   n o   v  l i d a 	 A d r e s s e   d u   s e r v e u r   i n v a l i d e 	 U n g  l t i g e   S e r v e r a d r e s s e 	 525@=K9  A5@25@	 I n d i r i z z o   s e r v e r   n o n   v a l i d o 	 E9/'*  'D./E)  :J1  5'D-	 E n d e r e  o   d e   s e r v i d o r   i n v  l i d o 	 G e  e r s i z   s u n u c u   a d r e s i 	 C  i   t   m  y   p h c   v   k h  n g   h p   l 	 A l a m a t   s e r v e r   t i d a k   v a l i d 	 A l a m a t   p e l a y a n   t i d a k   s a h 	 	.	>	(	M	/	  8	0	M	5	0	  *	$	>		 U g y l d i g   S e r v e r 	 N e p l a t n    s e r v e r 	 N i e p r a w i d Bo w y   s e r w e r 	  r v  n y t e l e n   k i s z o l g  l  c  m 	 P a l v e l i n   e i   t o i m i 	 U g y l d i g   s e r v e r 	 N e p l a t n    s e r v e r 	 O n g e l d i g   s e r v e r a d r e s 	 O g i l t i g   s e r v e r 	 P o s l u ~i t e l j   n i j e   v a l j a n 	 A d r e s   d e   s e r v e r   n e v a l i d 	 N e v e l j a v e n   S e r v e r 	   S e r v e r 	     	 520;845=  !J@2J@	 	5	H	'	  8	0	M	5	M	9	0		 F4'F  31H1  F'E9*(1  '3*	 :D7  31H1    	   	   								  							  							 8
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 
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a o n i c e   p u n a 	 C a m e r   d e   d i s c u ci i   p l i n 	 C h a t   S o b a   P o l n a 	     	   '   	 '0B  !B0O  J;=0	 	E		  		M	7	  *	B	0	M	#		 '*'B  A*H  ~1  '3*	 y  1HE  ~1	     ! 	 					  			  						 
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 
 S T R _ I D _ I M P S _ E R R _ R O O M _ E X I S T 	 I M P S 	 P O P U P 	 R o o m   E x i s t s   S t r i n g 	 R o o m   e x i s t s 	 J)Y[]X[(W	 J)Y[]X[(W	 !5+I-*25IA%I'	 L a   s a l a   e x i s t e 	 S a l o n   e x i s t a n t 	 R a u m   v o r h a n d e n 	 '0B  ACI5AB2C5B	 R o o m   e s i s t e n t e 	 :1A)  /1/4)  EH,H/)	 S a l a   j    e x i s t e 	 O d a   v a r 	 P h  n g   t  n   g u      t n   t i 	 R u a n g   s u d a h   a d a 	 B i l i k   w u j u d 	 0	B	.	  		*	2	,	M	'		 R u m   E k s i s t e r e r 	 M  s t n o s t   e x i s t u j e 	 P o k  j   i s t n i e j e 	 A   s z o b a   m  r   l  t e z i k 	 H u o n e   o n   o l e m a s s a 	 R o m   e k s i s t e r e r 	 M i e s t n o s e  e x i s t u j e 	 R o o m   b e s t a a t   a l 	 R u m   e x i s t e r a r   r e d a n 	 S o b a   p o s t o j i 	 C a m e r a   d e   d i s c u ci i   e x i s t   d e j a 	 S o b a   O b s t a j a 	   	   	 !B0OB0  !JI5AB2C20	 		M	7	  5	?	&	M	/	.	>	(		 '*'B  EH,H/  '3*	 ,  EH,H/  	   	   		  				 
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 
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 S T R _ I D _ I M P S _ E R R _ R O O M _ N O T _ J O I N E D 	 I M P S 	 P O P U P 	 C h a t   R o o m   N o t   J o i n e d   S t r i n g 	 C h a t   r o o m   n o t   j o i n e d 	 \*gReQJ)Y[	 \*gReQJ)Y[	 D!HDI@I2#H'!C+I-*2	 N o   s e   h a   u n i d o   a   l a   s a l a   d e   c h a r l a 	 S a l o n   d e   c h a t   p a s   j o i n t 	 C h a t r a u m   n i c h t   b e i g e t r e t e n 	 E>4  2  G0B  =5  2K?>;=5=	 C h a t   r o o m   n o n   u n i t a 	 DE  'D*-'B  ('D:1A)  'D/1/4)	 N  o   a d e r i u      s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1n a   g i r i l m e d i 	 C h a   g i a   n h p   p h  n g   t  n   g u 	 R u a n g   o b r o l a n   y a n g   t i d a k   b e r g a b u n g 	 B i l i k   b u a l   t i d a k   d i s e r t a i 	 	H		  0	B	.	  .	G		  8	.	M	.	?	2	?	$	  (	9	@			 I k k e   D e l t a g e r   C h a t   R u m 	 M  s t n o s t   c h a t u   n e n    p Yi p o j e n a 	 P o k  j   c z a t u   n i e d o s t p n y 	 N e m   l  p e t t   b e   a   c h a t s z o b  b a 	 C h a t t i h u o n e t t a   e i   o l e   l i i t e t t y 	 I k k e   b l i t t   m e d   i   c h a t t e r o m 	 C h a t o v a c i a   m i e s t n o s e  n e p r i p o j e n  	 N i e t   i n   d e   c h a t r o o m   g e k o m e n 	 D u   h a r   i n t e   l o g g a t   i n   p    c h a t r u m m e t 	 S o b a   p r i 
a o n i c e   n i j e   z d r u ~e n a 	 N u   v - a ci   a l t u r a t   c a m e r e i   d e   d i s c u ci i 	 C h a t   S o b a   N i   P r i d r u ~e n a 	           	   '     	 '0B  !B0OB0  =5  5  @8AJ548=5=0	 	E		  0	B	.	  	I		(	  	>	2	@	  (	>	9	@		 (G  '*'B  A*H  ED-B  F4/G  '3*	 y  1HE  E  41  F  H'	     	 					  				  			  			  			 
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 S T R _ I D _ I M P S _ E R R _ R E Q U E S T _ T I M E O U T 	 I M P S 	 P O P U P 	 R e q u e s t   T i m e o u t   S t r i n g 	 R e q u e s t   t i m e o u t 	 #}>Bf	 ޏce	 +!@'%22#-	 S o l i c i t a r   t i e m p o   d e   e s p e r a 	 R e q u  t e   e x p i r  e 	 A u s z e i t   a n f o r d e r n 	 @5<O  2K?>;=5=8O  70?@>A0  8AB5:;>	 R i c h i e d i   s c a d e n z a 	 *,'H2  'DHB*	 P e d i d o   c a d u c o u 	 0s t e k   z a m a n   a _1m 1	 L i  n   k t   q  a   g i 	 W a k t u   p e r m i n t a a n   h a b i s 	 T a m a t   m a s a   p e r m i n t a a n 	 	(	A	0	K	'	  	5	'	?	  	$	M	.		 F o r e s p  r g s e l   T i m e   o u t 	 D o b a   ~ d o s t i   v y p r ae l a 	 B r a k   c z a s u   n a   z a p y t a n i e 	 I d Qt  l l  p  s 	 L i i a n   m y  h  i n e n   p y y n t  	 B e   o m   t i d s a v b r u d d 	 }i a d o s e  v y p r aa l a 	 T i m e o u t   v e r z o c h t 	 F  r f r  g a n   t i m e o u t 	 I s t i j e k   z a h t j e v a 	 A ci   d e p _i t   t i m p u l   p e r m i s   p e n t r u   s o l i c i t a r e 	 Z a s t o j   v   Z a h t e v i 	     	     	 0O2:0B0  7B5:;0	 5	?	(		$	@	  	>		.						 HBAG  /1.H'3*	 'D*E'3  '  HB*  .*E	     	 								  			  						  					 ,
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o`P1YWe	 Oo`S1Y%	 *HI-'2!D!HDI	 E r r o r   a l   e n v i a r   e l   m e n s a j e 	 E c h e c   d  e n v o i   d u   m e s s a g e 	 M i t t e i l u n g   k o n n t e   n i c h t   g e s e n d e t   w e r d e n 	 5  C40;>AL  >B?@028BL  A>>1I5=85	 I n v i o   m e s s a g g i o   f a l l i t o 	 A4D  AJ  '13'D  'D13'&D	 E n v i o   d e   m e n s a g e m   f a l h o u 	 0l e t i   g  n d e r i l e m e d i 	 G i   t i n   n h n   t h t   b i 	 G a g a l   m e n g i r i m   p e s a n 	 M e s e j   d i h a n t a r   g a g a l 	 8		&	G	6	  -	G		(	>	  	8	+	2		 B e s k e d   S e n d t   M i s l y k k e d e s 	 O d e s l  n    z p r  v y   s e l h a l o 	 W y s y Ba n i e   w i a d o m o [c i   s i   n i e p o w i o d Bo 	 A z    z e n e t   k  l d  s e   s i k e r t e l e n 	 V i e s t i n   l  h e t t  m i n e n   e p  o n n i s t u i 	 M e l d i n g   s e n d t   m i s l y k k e t 	 O d o s l a n i e   s p r  v y   z l y h a l o 	 K o n   b e r i c h t   n i e t   v e r s t u r e n 	 D e t   g i c k   i n t e   a t t   s k i c k a   m e d d e l a n d e t 	 N e u s p j e an o   s l a n j e   p o r u k e 	 E x p e d i e r e a   m e s a j u l u i   n u   a   r e u _i t 	 P o ai l j a n j e   S p o r o 
i l a   N e u s p e an o 	     	     	 !J>1I5=85  7?@0B5=>  5CA?5H=>	 8		&	G	6	  *	M	0	G	7	?	$	  5	M	/	0	M	%		 '13'D  ~'E  F'EHAB  (H/	 (,'  H'  ~:'E  F''E  	     	 						  							  							 8
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 S T R _ I D _ I M P S _ E R R _ C O N T _ F U L L 	 I M P S 	 P O P U P 	 C o n t a c t   F u l l   S t r i n g 	 C a n n o t   a d d   m o r e   c o n t a c t s 	 oa}N]n	 T|N]n	 @4H!
7H-5H4H-D!HDIA%I'	 N o   s e   p u e d e n   a  a d i r   m  s   c o n t a c t o s 	 N e   p e u t   p a s   a j o u t e r   d  a u t r e s   c o n t a c t s 	 K a n n   w e i t e r e   K o n t a k t e   n i c h t   h i n z u f  g e n 	 52>7<>6=>  4>1028BL  :>=B0:BK	 I m p o s s i b i l e   a g g i u n g e r e   u l t e r i o r i   c o n t a t t i 	 'D'*5'D'*  EED$)	 I m p o s s  v e l   a d i c i o n a r   m a i s   c o n t a c t o s 	 D a h a   f a z l a   k i _i   e k l e y e m i y o r 	 N g i   l i  n   h      y 	 T i d a k   d a p a t   m e n a m b a h k a n   k o n t a k   l a i n 	 T i d a k   b o l e h   t a m b a h   l e b i h   b a n y a k   k e n a l a n 	 	'	?		  8	.	M	*	0	M		  6	>	.	?	2	  (	9	@		  	0	  8		$	G		 K o n t a k t   F u l d 	 K o n t a k t   p l n  	 K a r t a   k o n t a k t o w a   p e Bn a 	 A   p a r t n e r l i s t a   m e g t e l t 	 K o n t a k t i   t  y n n  	 K o n t a k t   f u l l 	 K a p a c i t a   k o n t a k t u   n a p l n e n  	 K a n   n i e t   m e e r   c o n t a c t p e r s o n e n   t o e v o e g e n 	 K o n t a k t l i s t a n    r   f u l l 	 K o n t a k t   p o p u n j e n 	 L i s t a   d e   c o n t a c t e   e s t e   p l i n 	 K o n t a k t   P o l n 	   	         	 >=B0:B  J;5=	 8		*	0	M		  *	B	0	M	#		 'A2H/F  E.'7(F  (4*1  EEF  F3*	 1'(7  ~1	   ! 	 		  									  							  			  			  						  			 8
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 S T R _ I D _ I M P S _ E R R _ R O O M _ A L R E A D Y _ J O I N E D 	 I M P S 	 P O P U P 	 A l r e a d y   J o i n e d   C h a t   R o o m   S t r i n g 	 A l r e a d y   j o i n e d   t h e   c h a t   r o o m 	 ]ReQJ)Y[	 ]ReQJ)Y[	 @I2C
I+I-*2@#5"#I-"A%I'	 Y a   s e   h a   u n i d o   a   l a   s a l a   d e   c h a r l a 	 D  j    d a n s   l e   s a l o n   d e   c h a t 	 C h a t - R a u m   w u r d e   s c h o n   b e t r e t e n 	 #65  2  G0B5	 G i    i n s e r i t o   n e l l a   c h a t   r o o m 	 *E  'D'F6E'E  'DJ  :1A)  /1/4)	 J    e n t r o u   n a   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1n a   g i r i l d i 	    g i a   n h p   p h  n g   t  n   g u 	 S u d a h   b e r g a b u n g   k e   r u a n g   o b r o l a n 	 S u d a h   s e r t a i   b i l i k   b u a l 	 *	9	2	G	  8	G	  9	@	  	H		  0	B	.	  .	G		  6	>	.	?	2		 D e l t a g e r   A l l e r e d e   i   C h a t   R u m 	 J i ~  p Yi p o j e n   d o   m  s t n o s t i 	 J u z   j e s t e [  w   p o k o j u   c z a t u 	 M  r   b e l  p e t t   a   c s e v e g Qs z o b  b a 	 J o   l i i t t y n y t   c h a t t i h u o n e e s e e n 	 A l l e r e d e   b l i t t   m e d   i   c h a t t e r o m 	 U ~  p r i p o j e n    c h a t o v a c i a   m i e s t n o s e	 R e e d s   i n   c h a t r o o m 	 D u   h a r   r e d a n   l o g g a t   i n   i   c h a t t e n 	 V e   z d r u ~e n a   s o b a   p r i 
a o n i c e 	 D e j a   v - a ci   a l t u r a t   c a m e r e i   d e   d i s c u ci i 	 }e   P r i d r u ~e n a   C h a t   S o b a 	         	       ' 	 5G5  @8AJ548=5=0  '0B  !B0O	 	'	@		  	E		  0	B	.	2	>	  	I		(	  	>	2	G		 ~4*1  (G  ~'G  ~H3*G  '3*	 ~D      y  1HE  E  41  H'	         	 									  								  			  							 
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a o n i c e   p u n a 	 C a m e r a   d e   d i s c u ci i   e s t e   p l i n 	 C h a t   S o b a   P o l n a 	     	   '   	 '0B  !B0O  J;=0	 	G		  0	B	.	  *	B	0	M	#		 '*'B  A*H  ~1  '3*	 y  1HE  ~1	     ! 	 					  			  						 
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H'-#L5H9I-:   1 - 6 5 5 3 5 	 I n t e r v a l o   d e   p u e r t o s   v  l i d o :   1 - 6 5 5 3 5 	 P l a g e   d e   p o r t   v a l i d e   :   1 - 6 5 5 3 5 	 G  l t i g e r   P o r t b e r e i c h :   1  6 5 5 3 5 	 54>?CAB8<K9  =><5@  ?>@B0	 I n t e r v a l l o   d i   p o r t a   v a l i d o :   1 - 6 5 5 3 5 	 F7'B  EHB9  'D71AJ): 1 - 6 5 5 3 5 	 I n t e r v a l o   d e   p o r t a s   v  l i d a s :   1 - 6 5 5 3 5 	 G e  e r s i z   p o r t   a r a l 11:   1 - 6 5 5 3 5 	 C n g   l i 	 J a n g k a u a n   p o r t   y a n g   v a l i d :   1 - 6 5 5 3 5 	 J u l a t   p o r t   s a h :   1 - 6 5 5 3 5 	 5	H	'	  *	K	0	M		  8	@	.	>	:   1 - 6 5 5 3 5 	 U g y l d i g t   P o r t   N u m m e r 	 N e p l a t n    
 s l o   p o r t u 	 N i e p r a w i d Bo w y   n u m e r u   P o r t u 	  r v  n y e s   p o r t   t a r t o m  n y :   1 - 6 5 5 3 5 	 V i a l l i n e n   p o r t t i n u m e r o 	 U g y l d i g   i n n f  r i n g s n u m m e r 	 N e p l a t n    
 s l o   p o r t u 	 G e l d i g e   p o r t s :   1 - 6 5 5 3 5 	 O g i l t i g t   p o r t n u m m e r 	 B r o j   p r i k l j u 
k a   n i j e   v a l j a n 	 N u m r   d e   p o r t   v a l i d :   1 - 6 5 5 3 5 	 N e v e l j a v n o   `t e v i l k o   V r a t 	     	     :   1 - 6 5 5 3 5 	 520;845=  >@B  ><5@	 	5	H	'	  *	K	0	M		  (		,	0		 /'EFG  E,'2  /1'GG':   1 - 6 5 5 3 5 	 :D7  ~H1y  FE(1	     	 								  					  					: 1 - 6 5 5 3 5 	 0
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 
 S T R _ I D _ I M P S _ E R R _ E M P T Y _ N A M E 	 I M P S 	 P O P U P 	 E m p t y   N a m e   S t r i n g 	 E m p t y   n a m e 	 
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Tyzz}v	 D!H!5
7H-	 N o m b r e   v a c  o 	 N o m   v i d e 	 N a m e   l e e r 	 5B  8<5=8	 N o m e   v u o t o 	 'D'3E  .'DJ	 N o m e   v a z i o 	 A d   b o _  	 T  n   t r n g 	 K o s o n g k a n   n a m a 	 N a m a   k o s o n g 	 (	>	.	  	>	2	@		 T o m t   N a v n 	 P r  z d n    j m  n o 	 S k a s u j   n a z w 	  r e s   n  v 	 T y h j    n i m i 	 T o m t   n a v n 	 C h  b a   m e n o 	 L e g e   n a a m 	 T o m t   n a m n 	 I m e   j e   p r a z n o 	 N u m e l e   l i p s e _t e 	 P r a z n o   I m e 	   	   	 @07=>  <5	 0	?		>	.	>	  (	>		5		 F'E  .'D  '3*	 .'D  F'E	   	 				  				 
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i a s   v a r d a s 	 N o s a u k u m s   t u k as 	 N i m i   o n   s i s e s t a m a t a 	 4aao  avxv	   	 N u m e l e   l i p s e _t e 	 *
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 
 S T R _ I D _ I M P S _ E R R _ E M P T Y _ D I S P _ N A M E 	 I M P S 	 P O P U P 	 E m p t y   N i c k n a m e   S t r i n g 	 E m p t y   n i c k n a m e 	 f1zzz}v	 5fyzz}v	 D!H!5
7H-@%H	 S o b r e n o m b r e   v a c  o 	 P s e u d o n y m e   v i d e 	 N i c k n a m e   l e e r 	 5B  ?A524>=8<0	 N i c k n a m e   v u o t o 	 '3E  'DE3*9'1  'DA'1:	 N i c k   v a z i o 	 T a k m a   a d   b o _  	 T  n   t h  n   m t   t r n g 	 K o s o n g k a n   n a m a   p a n g g i l a n 	 N a m a   b e r i a n   k o s o n g 	 		*	(	>	.	  	>	2	@		 T o m t    g e n a v n 	 P r  z d n    p Ye z d  v k a 	 S k a s u j   l o g i n 	  r e s   b e c e n  v 	 T y h j    l e m p i n i m i 	 T o m t   k a l l e n a v n 	 C h  b a   p r e z  v k a 	 L e g e   b i j n a a m 	 T o m n   a n v  n d e r n a m n 	 N a d i m a k   j e   p r a z a n 	 P o r e c l a   l i p s e _t e 	 S p r a z n i   N a d i m e k 	   	   	 @075=  8:	 		*	  (	>		5	  0	?		>	.	>		 F'E  .H/E'F  .'D  '3*	 .'D  91A  F'E	     	 				  			  				 
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i a s   s l a p y v a r d i s 	 T u k as   n i k s 	 H   d n i m i   p u u d u b 	 4aao  oernavxv	   	 P o r e c l a   l i p s e _t e 	 5
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 
 S T R _ I D _ I M P S _ E R R _ E M P T Y _ R O O M _ N A M E 	 I M P S 	 P O P U P 	 E m p t y   R o o m   N a m e   S t r i n g 	 E m p t y   r o o m   n a m e 	 J)Y[
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Tyzz}v	 
7H-+I-'H2	 N o m b r e   d e   s a l a   v a c  o 	 N o m   d e   s a l o n   v i d e 	 R a u m n a m e   l e e r 	 5B  =0720=8O  G0B0	 N o m e   c h a t   r o o m   v u o t o 	 '3E  'D:1A)  'DA'1:)	 N o m e   d e   s a l a   v a z i a 	 O d a   a d 1  b o _  	 T  n   p h  n g   t  n   g u   t r n g 	 K o s o n g k a n   n a m a   r u a n g 	 N a m a   b i l i k   k o s o n g 	 	>	2	@	  0	B	.	  	>	  (	>	.		 	 	 	  r e s   s z o b a n  v 	 	 	 	 L e g e   r o o m k a m e r 	 	 	 N u m e l e   c a m e r e i   l i p s e _t e 	 	 	   	 	 	 F'E  '*'B  .'D  '3*	 	 	 					  				  				 	 	 	 





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	     	 I g a m a   l e g u m b i   a l i n a l u t h o 	 I g a m a   l e g u m b i   e l i n g e n a n t o 	 J i n a   w a z i   l a   c h u m b a 	 K l e t s k a m e r n a a m   l e e g 	 T u a
i a s   k a m b a r i o   p a v a d i n i m a s 	 T r z t a v a s   n o s a u k u m s   t u k as 	 J u t u t o a   n i m i   p u u d u b 	 4aao  }evuaok  avxv	     	 N u m e l e   c a m e r e i   l i p s e _t e 	 1
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 
 S T R _ I D _ I M P S _ E R R _ E M P T Y _ R O O M _ I D 	 I M P S 	 P O P U P 	 E m p t y   R o o m   I D   S t r i n g 	 E m p t y   r o o m   I D 	 J)Y[N_zz}v	 J)Y[NSzz}v	 #+1*+I-'H2	 I D   d e   s a l a   v a c  a 	 I D   d e   s a l o n   v i d e 	 R a u m - I D   l e e r 	 5B  845=B8D8:0B>@0  G0B0	 I D   c h a t   r o o m   v u o t o 	 GHJ)  'D:1A)  'DA'1:)	 I D   d e   s a l a   v a z i o 	 O d a   k i m l i i   b o _  	 M    p h  n g   t  n   g u   t r n g 	 K o s o n g k a n   I D   r u a n g 	 I D   b i l i k   k o s o n g 	 0	B	.	  		. !	@	.   	>	2	@		 	 	 	  r e s   s z o b a a z o n o s  t  	 	 	 	 L e g e   r o o m - I D 	 	 	 I d e n t i t a t e a   c a m e r e i   l i p s e _t e 	 	 	     	 	 	 4F'3G  '*'B  .'D  '3*	 	 	 					  				  I D 	 	 	 	 


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	     	 I - I D   y e g u m b i   a y i n a l u t h o 	 I - I D   y e g u m b i   e l i n g e n a n t o 	 I D   w a z i   y a   c h u m b a 	 K l e t s k a m e r - I D   l e e g 	 T u a
i a s   k a m b a r i o   I D 	 T r z t a v a s   I D   t u k as 	 J u t u t o a   I D   p u u d u b 	 4aao  }evuaok  I D 	     	 I d e n t i t a t e a   c a m e r e i   l i p s e _t e 	 1
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	 6B(M_  *M0K7M   I D 	 	 				  			  					 	 	 	 	 	 	 	 I D   d a   s a l a   v a z i a 
 
 S T R _ I D _ I M P S _ N E W _ R O O M _ C R E A T E D 	 I M P S 	 U N L I M 	 N e w   C h a t   R o o m   O p e n e d   S t r i n g 	 N e w   c h a t   r o o m   o p e n e d 	 eJ)Y[_U	 eJ)Y[ _/T	 @4+I-*2C+!HA%I'	 N u e v a   s a l a   d e   c h a r l a   a b i e r t a 	 N o u v e a u   s a l o n   d e   c h a t   o u v e r t 	 N e u e r   C h a t r a u m   g e  f f n e t 	 >2K9  G0B  >B:@KB	 N u o v a   c h a t   r o o m   a p e r t a 	 :1A)  'D/1/4)  'D,/J/)  EA*H-	 A b e r t a   n o v a   s a l a 	 Y e n i   s o h b e t   o d a s 1  a  1l d 1  	    m   p h  n g   t  n   g u   m i 	 R u a n g   o b r o l a n   b a r u   t e r b u k a 	 B i l i k   b u a l   b a r u   d i b u k a 	 (	/	>	  	H		  0	B	.	  	A	2	>		 N y t   C h a t   R u m    b n e t 	 N o v    m  s t n o s t   c h a t u   o t e v Ye n a 	 N o w y   p o k  j   c z a t u   o t w a r t y 	  j   c h a t s z o b a   m e g n y i t v a 	 U u s i   c h a t t i h u o n e   a v a t t u 	 N y t t   c h a t t e r o m    p n e t 	 N o v    c h a t o v a c i a   m i e s t n o s e  o t v o r e n  	 N i e u w e   c h a t r o o m   g e o p e n d 	 E t t   n y t t   c h a t t r u m    r    p p e t 	 O t v o r e n a   j e   n o v a   s o b a   p r i 
a o n i c e 	 S - a   d e s c h i s   o   c a m e r   d e   d i s c u ci i   n o u 	 N o v a   C h a t   S o b a   O d p r t a 	       	   '   	 >20  '0B  !B0O  5  B2>@5=0	 (	5	>	  	E		  		M	7	  	A	2	>		 '*'B  A*H  ,//  ('2  4/	 F'  y  1HE  D'	       	 				  					  			  				  						 (
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 
 S T R _ I D _ I M P S _ W R I T E _ M S G 	 I M P S 	 I C O N T E X T 	 W r i t e   M e s s a g e   S t r i n g 	 W r i t e   m e s s a g e 	 [
o`	 QOo`	 @5"I-'2!	 E s c r i b i r   m e n s a j e 	 E c r i r e   u n   m e s s a g e 	 M i t t e i l u n g   s c h r e i b e n 	 0?8A0BL  A>>1I5=85	 S c r i v i   m e s s a g g i o 	 C*'()  13'D)	 E s c r e v e r   m e n s a g e m 	 0l e t i   y a z   	 S o n   t i n   n h n 	 T u l i s   p e s a n 	 T u l i s   m e s e j 	 8		&	G	6	  2	?		G			 S k r i v   B e s k e d 	 N a p s a t   z p r  v u 	 N a p i s z   w i a d o m o [	  z e n e t    r  s a 	 K i r j o i t a   v i e s t i 	 S k r i v   m e l d i n g 	 N a p  s a e  s p r  v u 	 B e r i c h t   s c h r i j v e n 	 N y t t   m e d d e l a n d e 	 U p i ai   p o r u k u 	 S c r i e ci   u n   m e s a j 	 N a p i ai   S p o r o 
i l o 	   	   	 0?8H8  !J>1I5=85	 8		&	G	6	  2	?	9	>		 FH4*F  ~'E	 ~:'E  D	   	 						  						 8
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  


	   	 B h a l a   u m b i k o 	 B h a l a   u m y a l e z o 	 A n d i k a   u j u m b e 	 S k r y f   b o o d s k a p 	 R a ay t i   p r a n e ai m 	 R a k s t +t   z i Fo j u m u 	 K i r j u t a   s  n u m 	 ?aftel  parxdacxiuxv	   	 S c r i e r e   m e s a j 	 8
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 
 S T R _ I D _ I M P S _ E R R _ N O _ S P A C E 	 I M P S 	 P O P U P 	 M e s s a g e   t o o   l o n g   S t r i n g 	 M e s s a g e   t o o   l o n g 	 
o`Nw	 Oo`Ǐ	 I-'2!"2'@4D	 M e n s a j e   d e m a s i a d o   l a r g o 	 M e s s a g e   t r o p   l o n g 	 M i t t e i l u n g   z u   l a n g 	 5B  <5AB0	 M e m o r i a   i n s u f f i c i e n t e 	 'D13'D)  7HJD)  ,/'K	 M e n s a g e m   d e m a s i a d o   l o n g a 	 0l e t i    o k   u z u n 	 T i n   n h n   q u    d  i 	 P e s a n   t e r l a l u   p a n j a n g 	 M e s e j   t e r l a l u   p a n j a n g 	 8		&	G	6	  	$	M	/	'	?		  2		,	>	  9	H		 I k k e   P l a d s 	 N e n    m  s t o 	 B r a k   m i e j s c a 	  z e n e t   t  l   h o s s z  	 E i   t i l a a 	 I n g e n   p l a s s 	 N i e   j e   m i e s t o 	 B e r i c h t   t e   l a n g 	 I n g e t   u t t r y m m e 	 N e m a   m j e s t a 	 M e s a j u l   e s t e   p r e a   l u n g 	 N i   P r o s t o r a 	     	     	 O<0  OAB>	 	>		>	  (	>	9	@		 ~'E  (4  '2  'F/'2G  7HD'F  '3*	 ,  F	 	   						  				  						 
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	 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 B o o d s k a p   t e   l a n k 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 5
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 
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	   	 I s i c e l o   e s i n g e n a m t h e t h o 	 I s i c e l o   e s i n g a s e b e n z i y o 	 O m b i   b a t i l i 	 O n g e l d i g e   v e r s o e k 	 N e g a l i o j a n t i   u ~k l a u s a 	 N e d e r +g s   p i e p r a s +j u m s 	 V i g a n e   p  r i n g 	 1v~a~e  paxt	   	 S o l i c i t a r e   n e v a l i d 	 
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 
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1*#4!51
+2	 P r o b l e m a   d e   s e s i  n 	 P r o b l  m e   d e   s e s s i o n 	 S i t z u n g s p r o b l e m 	 H81:8  2  A50=A5  @01>BK	 P r o b l e m i   s e s s i o n e 	 'DE4'CD  AJ  'D'*5'D  'DE('41	 P r o b l e m a   n a   s e s s  o 	 O t u r u m   s o r u n u   	 Q u n   l    l i  n   k t   c h a   x  c   n h   c   l i 	 S e s i   b e r m a s a l a h 	 M a s a l a h   s e s i 	 8	$	M	0	  .	G		  	!	<	,	!	<	@		 S e s s i o n s   P r o b l e m 	 P r o b l  m   r e l a c e 	 P r o b l e m   s e s j i 	 K a p c s o l a t i   h i b a 	 S e s s i o - o n g e l m a 	 S e s j o n s p r o b l e m 	 P r o b l  m   r e l  c i e 	 P r o b l e e m   m e t   s e s s i e 	 N  r v a r o f e l 	 P r o b l e m   s a   s e s i j o m 	 P r o b l e m   d e   s e s i u n e 	 P r o b l e m   O d d a j e 	   	     	 @>1;5<  AJA  !5A8OB0	 8	$	M	0	  8	.	8	M	/	>		 E4D  ,D3G	 34F  ~14'F	   	 						  							 8
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 
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	     	 F a i l e d   t o   a c c e s s   f i l e 	 F a i l e d   t o   a c c e s s   f i l e 	 F a i l e d   t o   a c c e s s   f i l e 	 H e t   n i e   t o e g a n g   t o t   l  e r   g e k r y   n i e 	 F a i l e d   t o   a c c e s s   f i l e 	 F a i l e d   t o   a c c e s s   f i l e 	 F a i l e d   t o   a c c e s s   f i l e 	 F a i l e d   t o   a c c e s s   f i l e 	 F a i l e d   t o   a c c e s s   f i l e 	 F a i l e d   t o   a c c e s s   f i l e 	 +
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	 +>2  8G8M  0?,>0G  ,?+3  9G2>	 	 				  						  				  					 	 	 	 	 	 	 	 F a l h o u   e m   a c e s s a r   a r q u i v o 
 
 S T R _ I D _ I M P S _ E R R _ C O N T _ N O T _ R E A D Y 	 I M P S 	 P O P U P 	 C o n t a c t   D a t a   N o t   R e a d y   S t r i n g 	 C o n t a c t   d a t a   n o t   r e a d y 	 ǌe\*gS[b	 De\*gS[b	 I-!9%
7H-5H4H-D!H#I-!	 L o s   d a t o s   d e   c o n t a c t o   n o   e s t  n   l i s t o s 	 D o n n  e s   d e   c o n t a c t   p a s   p r  t e s 	 K o n t a k t d a t e n   n i c h t   b e r e i t 	 >=B0:B=K5  40==K5  =5  3>B>2K	 D a t i   d i   c o n t a t t o   n o n   p r o n t i 	 (J'F'*  'D'*5'D  :J1  E3*9/	 D a d o s   d e   c o n t a c t o   n  o   e s t  o   p r o n t o s 	 K i _i   v e r i l e r i   h a z 1r   d e i l   	 C h a   x e m   c   t o  n   b   d   l i u 	 D a t a   k o n t a k   b e l u m   s i a p 	 D a t a   k e n a l a n   b e l u m   b e r s e d i a 	 8		*	0	M		  !	>		>	  $	H	/	>	0	  (	9	@			 K o n t a k t   D a t a   I k k e   K l a r 	 K o n t a k t n    d a t a   n e j s o u   p Yi p r a v e n a 	 D a n e   k o n t a k t u   n i e g o t o w e 	 A   k a p c s o l a t i   a d a t o k   n e m    l l n a k   k  s z e n 	 K o n t a k t i n   t i e d o t   e i v  t   o l e   v a l m i i t 	 K o n t a k t d a t a   i k k e   k l a r 	 K o n t a k t n    d  t a   n i e   s    p r i p r a v e n  	 C o n t a c t g e g e v e n s   n i e t   g e r e e d 	 K o n t a k t d a t a   e j   k l a r 	 P o d a c i   o   k o n t a k t u   n i s u   s p r e m n i 	 D a t e l e   d e   c o n t a c t   n u   s u n t   p r e g t i t e 	 P o d a t k i   K o n t a k t o v   N i s o   P r i p r a v l j e n i 	         	         	 0==8B5  =0  >=B0:B0  =5  A0  >B>28	 8		*	0	M		  !	>		>	  $	/	>	0	  (	>	9	@		 /'/G  E.'7(  "E'/G  F3*	 1'(7  y'  *'1  F	       	 									  				  								  			 8
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 S T R _ I D _ I M P S _ E R R _ N E T W O R K _ B U S Y 	 I M P S 	 P O P U P 	 N e t w o r k   B u s y   S t r i n g 	 N e t w o r k   b u s y 	 }_}	 Q~_~	 @#7-H2"D!H'H2	 R e d   o c u p a d a 	 R  s e a u   o c c u p  	 N e t z w e r k   a u s g e l a s t e t 	 !5BL  70=OB0	 R e t e   o c c u p a t a 	 'D4(C)  E4:HD)	 R e d e   o c u p a d a 	 A   k u l l a n 1m d a   	 M n g   b n 	 J a r i n g a n   s i b u k 	 R a n g k a i a n   s i b u k 	 (	G		5	0	M		  5	M	/	8	M	$		 N e t v  r k   O p t a g e t 	 S  e  j e   z a n e p r  z d n n  	 S i e   z a j t a 	 A   h  l  z a t   f o g l a l t 	 V e r k k o   v a r a t t u 	 N e t t v e r k   o p p t a t t 	 S i e e  j e   z a n e p r  z d n e n  	 N e t w e r k   b e z e t 	 N  t v e r k e t    r   u p p t a g e t 	 M r e ~a   j e   z a u z e t a 	 R e ce a u a   e s t e   o c u p a t 	 O m r e ~j e   z a v z e t o 	   	   	 @560B0  05B0	 (	G		5	0	M		  5	M	/	8	M	$		 4(G  '4:'D  '3*	 Fy  H1  E4:HD	       ! 	 									  							 (
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   	 I n e t h i w e k h i   i b h i z i 	 U t h u n g e l w a n o   l u x a k e k i l e 	 M t a n d a o   u n a s h u g h u l i 	 N e t w e r k   b e s i g 	 T i n k l a s   u ~i m t a s 	 T +k l s   p r s l o g o t s 	 V  r k   o n   h  i v a t u d 	 Qavh  navabe|v~an  g	   	 R e ce a   o c u p a t 	 (
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o`	 l	gsSeOo`	 D!H!5I-'2!15	 N o   h a y   m e n s a j e   i n s t a n t  n e o 	 A u c u n   m e s s a g e   i n s t a n t a n  	 K e i n e   S o f o r t m i t t e i l u n g 	 3=>25==KE  A>>1I5=89  =5B	 N e s s u n   m e s s a g g i o   i s t a n t a n e o 	 D'  *H,/  'D13'&D  'DAH1J)	 S e m   m e n s a g e m   i n s t a n t  n e a 	 H 1z l 1  i l e t i   y o k   	 K h  n g   c    t i n   n h n   t c   t h  	 T i d a k   a d a   p e s a n   c e p a t 	 T i a d a   m e s e j   s e g e r a 	 	K		  $	$	M		>	2	  8		&	G	6	  (	9	@			 	 	 	 N i n c s   a z o n n a l i    z e n e t 	 	 	 	 G e e n   e x p r e s b e r i c h t 	 	 	 N i c i u n   m e s a j   i n s t a n t a n e u 	 	 	     	 	 	 ~'E  AH1  EH,H/  F3*	 	 	 			  										  						  				 	 	 	 


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 
 S T R _ I D _ I M P S _ E R R _ I N V I T E _ T I M E O U T 	 I M P S 	 P O P U P 	 I n v i t e   r e q u e s t   t i m e o u t 	 I n v i t e   r e q u e s t   t i m e o u t 	 ˊˊBlBf	 Ble	 3-2#@
4
@'%2+!	 I n v i t a r   s o l i c i t a r   t i e m p o   d e   e s p e r a 	 R e q u  t e   d  i n v i t a t i o n   e x p i r  e 	 E i n l a d u n g s a n f r a g e - A u s z e i t 	 @5<O  2K?>;=5=8O  70?@>A0  ?@83;0H5=8O  8AB5:;>	 S c a d e n z a   r i c h i e s t a   i n v i t o 	 'DHB*    'D/9H)  E*,'H2)	 P e d i d o   d e   c o n v i t e   c a d u c o u 	 0s t e k   z a m a n   a _1m 1n 1  d a v e t   e t 	 L i   m i   v t   q u    t h i   g i a n 	 W a k t u   p e r m i n t a a n   u n d a n g a n   h a b i s 	 T a m a t   m a s a   p e r m i n t a a n   j e m p u t 	 	.		$	M	0	#	  	(	A	0	K	'	  8	.	/	  8	.	>	*	M	$		 	 	 	 M e g h  v  s - k  r  s   i d Qt  l l  p  s e 	 	 	 	 T i m e o u t   i n   u i t n o d i g i n g 	 	 	 A ci   d e p _i t   t i m p u l   p e r m i s   p e n t r u   i n v i t a ci e 	 	 	         	 	 	 HBAG  /1.H'3*  /9H*	 	 	 									  					  												 	 	 	 








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 
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\qbU}	 ibU\[݋b~	 2#*2H-94@*	 A m p l i a r   c o n v e r s a c i  n   r e c h a z a d a 	 E x t e n s i o n   d e   c o n v e r s a t i o n   r e f u s  e 	 A u s w e i t e n   d e r   K o n v e r s a t i o n   z u r  c k g e w i e s e n 	  0AH8@5==K9  >1<5=  40==K<8  >B:;>=5=	 E s t e n s i o n e   c o n v e r s a z i o n e   r i f i u t a t a 	 E/  'D-H'1  E1AH6	 R e j e i t a d a   c o n t i n u a   o   d e   c o n v e r s a 	 K o n u _m a y 1  b  y  t m e   r e d d e d i l d i 	 T   c h i   m   r n g   i   t h o i 	 P e r p a n j a n g a n   p e r c a k a p a n   d i t o l a k 	 P e r b u a l a n   l a n j u t a n   d i t o l a k 	 5	>	0	M	$	>	2	>	*	  ,	"	<	>	(	>	  	8	M	5	@		C	$		 	 	 	 B e s z  l g e t  s   m e g h o s s z a b b  t  s   e l u t a s  t v a 	 	 	 	 V e r z o e k   o m   c o n v e r s a t i e   t e   v e r l e n g e n   a f g e w e z e n 	 	 	 C e r e r e   d e   e x t i n d e r e   a   c o n v e r s a ci e i   r e f u z a t 	 	 	     	 	 	 7HD'F  1/F  E'DEG  1/  4/	 	 	 									  								  								 	 	 	 







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	     	 L u l a   i n g x o x o   e y a l i w e 	 U k w a n d i s a   i n c o k o   k w a l i w e 	 M a z u n g u z o   y a   z i a d a   y a m e k a t a l i w a 	 V e r l e n g i n g   v a n   g e s p r e k   g e w e i e r 	 A t m e s t a s   p o k a l b i o   p r a t s i m a s 	 P a g a r i n t a   s a r u n a   a t t e i k t a 	 V e s t l u s e   p i k e n d a m i n e   t a g a s i   l  k a t u d 	 =x}aoxiuav  eoaatav  paxth  tej~an  g	       	 C e r e r e   d e   e x t i n d e r e   a   c o n v e r s a ci e i   r e f u z a t 	 (
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 S T R _ I D _ I M P S _ E R R _ R E C I P I E N T _ N O T _ S U P P O R T 	 I M P S 	 P O P U P 	 R e c i p i e n t   n o t   s u p p o r t   r e q u e s t 	 R e c i p i e n t   n o t   s u p p o r t   r e q u e s t 	 c6e
N/ecrˊBl	 c6e
N/ecBl	 9I#1D!H*1*83-	 E l   d e s t i n a t a r i o   n o   a d m i t e   l a   s o l i c i t u d 	 L e   r  c i p i e n t   n e   s u p p o r t e   p a s   l a   r e q u  t e 	 E m p f  n g e r   u n t e r s t  t z t   A n f r a g e   n i c h t 	 0==K9  70?@>A  =5  ?>445@68205BAO  ?>;CG0B5;5<	 I l   d e s t i n a t a r i o n   n o n   s u p p o r t a   l a   r i c h i e s t a 	 'DE3*DE  D'  J/9E  7D(	 D e s t i n a t  r i o   n  o   s u p o r t a   o   p e d i d o 	 A l 1c 1  i s t e i   d e s t e k l e m i y o r 	 N g i   n h n   k h  n g   h   t r     n g h   n  y 	 P e n e r i m a   t i d a k   m e n d u k u n g   p e r m i n t a a n 	 P e n e r i m a   t i d a k   m e n y o k o n g   p e r m i n t a a n 	 *	M	0	>	*	M	$		0	M	$	>	  	(	A	0	K	'	  	>	  8	.	0	M	%	(	  (	9	@		  	0	$	>		 	 	 	 A   f o g a d    n e m   t  m o g a t j a   a   k  r  s t 	 	 	 	 O n t v a n g e r   o n d e r s t e u n t   h e t   v e r z o e k   n i e t 	 	 	 C e r e r e a   d e s t i n a t a r u l u i   n u   e s t e   a c c e p t a t 	 	 	         	 	 	 1F/G  '2  /1.H'3*  ~4*('F  FE  F/	 	 	 						  								  						 	 	 	 












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 
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I94@*	 E l   u s u a r i o   h a   s i d o   r e c h a z a d o 	 L  u t i l i s a t e u r   a    t    r e f u s  	 B e n u t z e r   w u r d e   z u r  c k g e w i e s e n 	 >;L7>20B5;L  >B:;>=5=	 L ' u t e n t e      s t a t o   r i f i u t a t o 	 'DE3*./E  E1AH6	 U t i l i z a d o r   r e j e i t a d o 	 K u l l a n 1c 1  r e d d e d i l m e d i   	 N g i   s   d n g   b   t   c h i 	 P e n g g u n a   t e l a h   d i t o l a k 	 P e n g g u n a   t e l a h   d i t o l a k 	 *	M	0	/	K		M	$	>	  	8	M	5	@		C	$	  	?	/	>	  	/	>		 	 	 	 A   f e l h a s z n  l  t   e l u t a s  t o t t  k 	 	 	 	 G e b r u i k e r   i s   v e r w o r p e n 	 	 	 U t i l i z a t o r u l   n u   a   f o s t   a c c e p t a t 	 	 	   	 	 	 '1(1  1/  4/G  '3*	 	 	 											  						  					 	 	 	 









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 
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H*!2
4A
#9!	 M i e m b r o   n o   e n   s a l a   d e   c h a r l a 	 A u c u n   m e m b r e   d a n s   s a l o n   d e   c h a t 	 K e i n   C h a t r a u m - M i t g l i e d 	 5  CG0AB=8:  G0B0	 N u o v o   n u m e r o   c h a t   r o o m 	 DJ3  96H'  AJ  :1A)  'D/1/4)	 N  o      m e m b r o   d a   s a l a 	 S o h b e t   o d a s 1   y e s i   y o k 	 K h  n g   p h i   l    t h  n h   v i  n   c a   p h  n g   t  n   g u 	 B u k a n   a n g g o t a   r u a n g   o b r o l a n 	 T i a d a   a h l i   b i l i k   b u a l 	 	H		  0	B	.	  8	&	8	M	/	  (	9	@			 	 	 	 N e m   a   c s e v e g Qs z o b a   t a g j a 	 	 	 	 G e e n   l i d   v a n   d e   c h a t r o o m 	 	 	 N u   s u n t e ci   m e m b r u   a l   c a m e r e i   d e   d i s c u ci i 	 	 	       ' 	 	 	 4E'1G  '*'B  A*H  EH,H/  F3*	 	 	 			  							  					  				 	 	 	 


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 
 S T R _ I D _ I M P S _ E R R _ G R O U P _ P R O B L E M 	 I M P S 	 P O P U P 	 C h a t   r o o m   p r o b l e m 	 C h a t   r o o m   p r o b l e m 	 J)Y[OUL	 J)Y[	 1
+2A
#9!	 P r o b l e m a   c o n   l a   s a l a   d e   c h a r l a 	 P r o b l  m e   a v e c   s a l o n   d e   c h a t 	 C h a t r a u m p r o b l e m 	 H81:8  2  @01>B5  G0B0	 P r o b l e m a   c h a t   r o o m 	 E4CD)  AJ  :1A)  'D/1/4)	 P r o b l e m a   n a   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1  s o r u n u   	 V n     p h  n g   t  n   g u 	 R u a n g   o b r o l a n   b e r m a s a l a h 	 M a s a l a h   b i l i k   b u a l 	 	H		  0	B	.	  8	.	8	M	/	>		 	 	 	 C s e v e g Qs z o b a   p r o b l  m a 	 	 	 	 P r o b l e e m   m e t   c h a t r o o m 	 	 	 S - a   i d e n t i f i c a t   o   p r o b l e m   l a   n i v e l u l   c a m e r e i   d e   d i s c u ci i 	 	 	     ' 	 	 	 E4D  '*'B  A*H	 	 	 							  							 	 	 	 



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zPQՋ	 B#%-#1IH-D	 I n t  n t e l o   m  s   t a r d e 	 V e u i l l e z   r  e s s a y e r   p l u s   t a r d . 	 B i t t e   s p  t e r   w i e d e r h o l e n 	 >2B>@8B5  ?>?KB:C  ?>74=55	 R i p r o v a r e   p i    t a r d i 	 'D1,'!  'DE-'HD)  D'-B	 T e n t e   m a i s   t a r d e 	 L  t f e n   d a h a   s o n r a   t e k r a r   d e n e y i n   	 T h   l i   s a u 	 C o b a   l a g i   n a n t i 	 S i l a   c u b a   k e m u d i a n 	 	C	*	/	>	  ,	>	&	  .	G		  	K	6	?	6	  	0	G			 P r  v   I g e n   S e n e r e 	 Z k u s t e   t o   p o z d j i   p r o s  m 	 P r o s z   s p r  b o w a   p o n o w n i e 	 K  r j  k ,   p r  b  l k o z z o n   k  s Qb b 	 Y r i t    m y  h e m m i n   u u d e l l e e n 	 P r  v   i g j e n   s e n e r e 	 S k  s t e   t o   z n o v u   p r o s  m 	 P r o b e e r   h e t   l a t e r   n o g   e e n s 	 F  r s  k   i g e n   s e n a r e 	 P o k u aa j t e   k a s n i j e 	 V   r u g m   s    n c e r c a ci   m a i   t  r z i u 	 P r o s i m   P o s k u s i   K a s n e j e 	   	       	 >;O,   >?8B09  >B=>2>  ?>- :JA=>	 	C	*	/	>	  (		$	0	  8		*	0	M		  	0	>		 D7A'K  (9/'K  39  F/	 (1'      E1('F  (9/  E  H44  ,&	       	 							  			  			  						  					 
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	 I n v i t a c i  n 	 I n v i t a t i o n 	 E i n l a d u n g 	 @83;0H5=85	 I n v i t o 	 /9H)	 C o n v i t e 	 D a v e t   	 L i   m i 	 U n d a n g a n 	 J e m p u t a n 	 	.		$	M	0	#		 I n v i t a t i o n 	 P o z v  n  	 Z a p r o s z e n i e 	 M e g h  v  s 	 K u t s u 	 I n v i t a s j o n 	 P o z v a n i e 	 U i t n o d i g i n g 	 I n b j u d a n 	 P o z i v 	 I n v i t a ci e 	 V a b i l o 	 	 	 >:0=0	 (	?	.		$	M	0	#		 /9H*	 /9H*	 	 									 8
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	 9M5>(	 0?@>H5==O	 






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 
 S T R _ I D _ I M P S _ S E R V E R _ D I S C O N N E C T 	 I M P S 	 P O P U P 	 S e r v e r   D i s c o n n e c t e d   S t r i n g 	 S e r v e r   d i s c o n n e c t e d 	 :O
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gRhVe _ޏc	 @4#L@'-#LD!HDI@
7H-!H-	 S e r v i d o r   d e s c o n e c t a d o 	 S e r v e u r   d  c o n n e c t  	 S e r v e r   g e t r e n n t 	 !5@25@  >B:;NG5=	 S e r v e r   d i s c o n n e s s o 	 E9/'*  'D./E)  :J1  E*5D	 S e r v i d o r   d e s l i g a d o 	 S u n u c u n u n   b a l a n t 1s 1  k e s i l d i   	 K t   n i   v i   m  y   p h c   v     n g t   q u  n g 	 S a m b u n g a n   s e r v e r   t e r p u t u s 	 P e l a y a n   d i n y a h s a m b u n g a n 	 8	0	M	5	0	  8		*	0	M		  8	.	>	*	M	$		 S e r v e r   A f b r u d t 	 S e r v e r   o d p o j e n 	 S e r w e r   r o z Bc z o n y 	 M e g s z a k a d t   a   k a p c s o l a t   a   s z e r v e r r e l 	 Y h t e y s   s u l j e t t u 	 S e r v e r   f r a k o p l e t 	 S e r v e r   o d p o j e n  	 V e r b i n d i n g   m e t   s e r v e r   v e r b r o k e n 	 S e r v e r n   f r  n k o p p l a d e s 	 P o s l u ~i t e l j   j e   o d s p o j e n 	 S e r v e r u l   a   f o s t   d e c o n e c t a t 	 S e r v e r   I z k l j u 
e n 	   S e r v e r   	   	 !J@2J@  5  5  !2J@70=	 8	0	M	5	M	9	0	  5	?	8		,		'	(		 '*5'D  31H1  B79  4/	 31H1  3  '*5'D  .*E  H'	     	 							  										 8
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 
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a o n i c e 	 a   p r s i t   c a m e r a   d e   d i s c u ci i 	 Z a p u s t i   C h a t   S o b o 	     	   '   	 O20  '0B  !B0O	 	E		  0	B	.	  8	K	!	>		 '*'B  A*H  1'  *1  1/	 y  1HE  H/'	     	 					  			  					  								  					 
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	     	 u s h i y e   i g u m b i   l e n g x o x o 	 s h i y e   i g u m b i   l o k u n c o k o l a 	 T o k a   k w a   c h u m b a   c h a   k u p i g a   s o g a 	 h e t   k l e t s k a m e r   v e r l a a t 	 i ae i t a   i a  p o k a l b i s  k a m b a r i o 	 a t s t j a   t r z t a v u 	 j u t u t o a s t   l a h k u n u d 	 lel  g  yak  }evuaoh	 -   	 a   p r s i t   c a m e r a   d e   c h a t 	 
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 
 S T R _ I D _ I M P S _ C H A N G E _ N I C K _ N A M E 	 I M P S 	 I C O N T E X T 	 C h a n g e   N i c k n a m e   S t r i n g 	 C h a n g e   n i c k n a m e 	 ff1z	 f9e5fy	 @%5H"
7H-@%H	 C a m b i a r   s o b r e n o m b r e 	 C h a n g e r   p s e u d o n y m e 	 N i c k n a m e    n d e r n 	 !<5=8BL  ?A524>=8<	 C a m b i a   n i c k n a m e 	 *:J1  'D'3E  'DE3*9'1	 A l t e r a r   n i c k n a m e 	 T a k m a   a d 1n 1  d e i _t i r   	 i   t  n   t h  n   m t 	 U b a h   n a m a   p a n g g i l a n 	 T u k a r   n a m a   b e r i a n 	 		*	(	>	.	  ,	&	2	G			 S k i f t    g e n a v n 	 Z m n i t   p Ye z d  v k u 	 Z m i e D  p s e u d o 	 B e c e n  v   m e g v  l t o z t a t  s a 	 V a i h d a   n i m i 	 E n d r e   k a l l e n a v n 	 Z m e n i e  p r e z  v k u 	 B i j n a a m   v e r a n d e r e n 	 B y t   a n v  n d e r n a m n 	 P r o m i j e n i   n a d i m a k 	 S c h i m b a r e   p o r e c l 	 S p r e m e n i   N a d i m e k 	     	     	 @><5=8  8:	 		*	  (	>		5	  ,	&	2	>		 *:1  F'E  .H/E'F	 91A  F'E  (/D	     	 			  			  								  					 
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	   	 I g a m a   l e g u m b i 	 I g a m a   l e g u m b i 	 J i n a   l a   c h u m b a 	 K a m e r n a a m 	 K a m b a r i o   p a v a d i n i m a s 	 T r z t a v a s   n o s a u k u m s 	 J u t u t o a   n i m i 	 Mevuaok  avxvh	   	 N u m e   c a m e r 	 1
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 
 S T R _ I D _ I M P S _ R O O M _ J O I N 	 I M P S 	 I C O N T E X T 	 J o i n   E x i s t i n g   C h a t   R o o m   S t r i n g 	 J o i n   e x i s t i n g   c h a t   r o o m 	 ReQc[vJ)Y[	 ReQc[vJ)Y[	 @I2C
I+I-*25H!5-"9H	 U n i r s e   a   s a l a   d e   c h a r l a   e x i s t e n t e 	 J o i n d r e   l e   s a l o n   d e   c h a t   e x i s t a n t 	 V o r h a n d e n e n   C h a t r a u m   b e i t r e t e n 	 @8A>548=8BLAO  :  ACI5AB2CNI5<C  G0BC	 E n t r a   i n   c h a t   r o o m   e s i s t e n t e 	 'D'F6E'E  'DJ  'DB'&E)  :1A)  'D/1/4)	 A d e r i r   a   s a l a   e x i s t e n t e 	 M e v c u t   s o h b e t   o d a s 1n a   k a t 1l   	 G i a   n h p   p h  n g   t  n   g u   c h   n h 	 G a b u n g   d e n g a n   r u a n g   o b r o l a n   y a n g   a d a 	 S e r t a i   b i l i k   b u a l   y a n g   s u d a h   w u j u d 	 5	0	M	$	.	>	(	  	H		  0	B	.	  .	G		  6	>	.	?	2	  9	K			 D e l t a g   E k s i s t e r e n d e   C h a t   R u m 	 P Yi p o j i t   s e   d o   e x i s t u j  c    m  s t n o s t i 	 D o Bc z   d o   i s t n i e j c e g o   p o k o j u   c z a t u 	 B e l  p  s   l  t e z Q  c h a t s z o b  b a 	 L i i t y   o l e m a s s a   o l e v a a n   c h a t t i h u o n e e s e e n 	 B l i   m e d   i   e k s i s t e r e n d e   c h a t t e r o m 	 P r i p o j i e  s a   k   e x i s t u j  c e j   m i e s t n o s t i 	 M e e d o e n   i n   b e s t a a n d e   c h a t r o o m 	 L o g g a   i n   p    e x i s t e r a n d e   c h a t t r u m 	 P r i d r u ~i   v e   p o s t o j e u   s o b u   p r i 
a o n i c e 	 A l t u r a ci - v   c a m e r e i   d e   d i s c u ci i   e x i s t e n t e 	 P r i d r u ~i   O b s t o j e 
o   C h a t   S o b o 	         	     '   	 @8AJ548=8  A5  :J<  !JI5AB2C20I0  '0B  !B0O	 		*	2	,	M	'	  	E		  0	B	.	  	I		(	  	0	>		 ED-B  4/F  (G  '*'B  A*H  EH,H/	 EH,H/  y  1HE  E  4'ED  H	       	 				  				  					  				  			  				 .
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	       	 J o y i n a   i g u m b i   l e n g x o x o   e l i k h o n a 	 Z i m a n y e   n e s e l e   l i k h o n a   i g u m b i   l o k u n c o k o l a   	 J i u n g e   n a   c h u m b a   c h a   k u p i g a   s o g a   k i l i o p o 	 S l u i t   a a n   b y   b e s t a a n d e   k l e t s k a m e r 	 P r i s i j u n g t i   p r i e   e s a m o   p o k a l b i s  k a m b a r i o 	 I e s a i s t +t i e s   e s o a  t r z t a v 	 L i i t u   o l e m a s o l e v a   j u t u t o a g a 	 1uelel  cxuxiuxv  xvexr  yak  }evuao	     - 	 A l t u r a ci - v   c a m e r e i   d e   c h a t   e x i s t e n t e 	 (
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 
 S T R _ I D _ I M P S _ I N V A L I D _ G R O U P _ N A M E 	 I M P S 	 P O P U P 	 I n v a l i d   N a m e   F o r m a t   S t r i n g 	 I n v a l i d   g r o u p   n a m e 	 !qHevD}
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7H-%8H!D!H9I-	 N o m b r e   d e   g r u p o   n o   v  l i d o 	 N o m   d u   g r o u p e   i n v a l i d e 	 U n g  l t i g e r   G r u p p e n n a m e 	 525@=K9  D>@<0B  8<5=8	 N o m e   g r u p p o   n o n   v a l i d o 	 '3E  'D5J:)  :J1  E/9E	 N o m e   d e   g r u p o   i n v  l i d o 	 G e  e r s i z   g r u p   a d 1	 C h     t  n   k h  n g   h p   l 	 N a m a   g r u p   t i d a k   v a l i d 	 N a m a   k u m p u l a n   t i d a k   s a h 	 	.	>	(	M	/	  8	.	B	9	  (	>	.		 U g y l d i g t   N a v n e   F o r m a t 	 N e p l a t n    f o r m  t   n  z v u 	 N i e p r a w i d Bo w y   f o r m a t   n a z w y 	  r v  n y t e l e n   c s o p o r t n  v 	 V   r    n i m i f o r m a a t t i 	 U g y l d i g   n a v n e f o r m a t 	 N e p l a t n    f o r m  t   n  z v u 	 O n g e l d i g e   g r o e p n a a m 	 O g i l t i g t   n a m n f o r m a t 	 F o r m a t   i m e n a   n i j e   v a l j a n 	 N u m e   g r u p   n e v a l i d 	 N e v e l j a v n o   I m e   F o r m a t a 	     	       	 520;845=  $>@<0B  =0  <5B>	 	5	H	'	  (	>		5	  +	I	0	M	.	G			 F'E  1HG  F'E9*(1  '3*	 F'E  '  A'1Ey  :D7	     	 								  				  			  	 0
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	     	 I f o m e t h i   y e g a m a   e n g e n a m t h e t h o 	 I m o   k w e g a m a   a k u s e b e n z i 	 F o m a t i   b a t i l i   y a   j i n a 	 O n g e l d i g e   g r o e p n a a m 	 N e g a l i o j a n t i s   v a r d o   f o r m a t a s 	 N e d e r +g s   n o s a u k u m a   f o r m t s 	 S o b i m a t u   n i m e v o r m i n g 	 1v~av  av~a~e  qaya	     	 F o r m a t   n u m e   n e v a l i d 	 (
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 
 S T R _ I D _ I M P S _ C H A T _ R O O M _ C L O S E 	 I M P S 	 U N L I M ,   P O P U P 	 C h a t   R o o m   C l o s e d   S t r i n g 	 C h a t   r o o m   c l o s e d 	 J)Y[]}ܕ	 J)Y[]~sQ	 4+I-*2A%I'	 S a l a   d e   c h a r l a   c e r r a d a 	 S a l o n   d e   c h a t   f e r m  	 C h a t r a u m   g e s c h l o s s e n 	 '0B  70:@KB	 C h a t   r o o m   c h i u s a 	 :1A)  /1/4)  E:DB	 S a l a   f e c h a d a 	 S o h b e t   o d a s 1  k a p a t 1l d 1  	 P h  n g   t  n   g u       n g 	 R u a n g   o b r o l a n   d i t u t u p 	 B i l i k   b u a l   d i t u t u p 	 	H		  0	B	.	  ,		&		 C h a t   R u m   L u k k e t 	 M  s t n o s t   u z a v Ye n a 	 P o k  j   c z a t u   z a m k n i t y 	 C h a t s z o b a   b e z  r v a 	 C h a t t i h u o n e   s u l j e t t u 	 C h a t t e r o m   l u k k e t 	 C h a t o v a c i a   m i e s t n o s e  j e   u z a t v o r e n    	 C h a t r o o m   g e s l o t e n 	 C h a t t r u m   s t  n g t 	 S o b a   p r i 
a o n i c e   z a t v o r e n a 	 C a m e r   d e   d i s c u ci i    n c h i s 	 C h a t   S o b a   Z a p r t a 	     	   '   	 '0B  !B0O  0B2>@5=0	 	E		  0	B	.	  ,		&		 '*'B  A*H  (3*G  4/	 y  1HE  (F/	     	 					  			  					 
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 S T R _ I D _ I M P S _ N E W _ I N V I T A T I O N 	 I M P S 	 T I T L E ,   P O P U P 	 N e w   I n v i t a t i o n   S t r i n g 	 N e w   i n v i t a t i o n 	 6e0ReˊQ	 6e0ReQ	 3@
4
C+!H	 N u e v a   i n v i t a c i  n 	 N o u v e l l e   i n v i t a t i o n 	 N e u e   E i n l a d u n g 	 >2>5  ?@83;0H5=85	 N u o v o   i n v i t o 	 /9H)  ,/J/)	 N o v o   c o n v i t e 	 Y e n i   d a v e t i y e   	 L i   m i   m i 	 U n d a n g a n   b a r u 	 J e m p u t a n   b a r u 	 (	/	>	  	.		$	M	0	#		 N y   I n v i t a t i o n 	 N o v    p o z v  n  	 N o w e   z a p r o s z e n i e 	  j   m e g h  v  s 	 U u s i   k u t s u 	 N y   i n v i t a s j o n 	 N o v    p o z v a n i e 	 N i e u w e   u i t n o d i g i n g 	 N y   i n b j u d a n 	 N o v i   p o z i v 	 I n v i t a ci e   n o u 	 N o v o   V a b i l o 	   	   	 >20  >:0=0	 (	5	G	  (	?	.		$	M	0	#		 /9H*  ,//	 F&  /9H*	   	 				  									 (
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o`a(uz_-NSˊQ	 `SN0RsSeOo`^(uz^-NSQ	 H2*2!2#D"1I-'2!BI-A15@7H--H23@
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	 P u e d e   i r   a   m e n s a j e   i n s t a n t  n e o   p a r a   l e e r   l a   i n v i t a c i  n 	 V o u s   p o u v e z   a l l e r   a u x   m e s s a g e s   i n s t a n t a n  s   p o u r   l i r e   l  i n v i t a t i o n 	 S i e   k  n n e n   z u r   S o f o r t m i t t e i l u n g   g e h e n   u n d   d i e   E i n l a d u n g   l e s e n 	 K  <>65B5  >B:@KBL  <3=>25==>5  A>>1I5=85  8  ?@>G8B0BL  ?@83;0H5=85	 P e r   l e g g e r e   l ' i n v i t o   a n d a r e   s u i   m e s s a g g i   i s t a n t a n e i 	 EECF  0'G(  'DJ  'D13'&D  'DAH1J)  DB1'!)  'D/9H)	 V    a   m e n s a g e n s   i n s t a n t  n e a s   p a r a   l e r   c o n v i t e 	 D a v e t i y e y i   o k u m a k   i  i n   h 1z l 1  i l e t i y e   g i d e b i l i r s i n i z 	 B n   c    t h   n   n g   d n g   t i n   n h n   t c   t h i   c   l i   m i 	 A n d a   d a p a t   m e m b u k a   p e s a n   c e p a t   u n t u k   m e m b a c a   u n d a n g a n 	 A n d a   b o l e h   p e r g i   k e p a d a   m e s e j   s e g e r a   u n t u k   m e m b a c a   j e m p u t a n 	 (	?	.		$	M	0	#	  *	"	<	(	G	  	G	  2	?		  	*	  $	M	5	0	?	$	  8		&	G	6	  *	0	  	>	  8		$	G	  9	H			 D u   k a n   g    t i l    j e b l i k k e l i g   B e s k e d   f o r   a t   l  s e   i n v i t a t i o n 	 P r o   p Ye 
t e n    p o z v  n k y   m o~e t e   p Ye j  t   k   o k a m ~i t    z p r  v 	 M o |e s z   u |y   P i l n e j   W i a d o m o [c i , 	 A   m e g h  v  s   m e g t e k i n t  s  h e z   u g o r j o n   a z   a z o n n a l i    z e n e t r e 	 V o i t   m e n n    p i k a v i e s t i i n   l u k e a k s e s i   k u t s u n . 	 D u   k a n   g    t i l    y e b l i k k e l i g   m e l d i n g   f o r      l e s e   i n v i t a s j o n 	 M u s  t e    s e  n a   i n s t a n t n    s p r  v u ,   k e   c h c e t e   p r e 
 t a e  p o z v a n i e 	 U   k u n t   n a a r   e x r s b e r i c h t   g a a n   o m   d e   u i t n o d i g i n g   t e   l e z e n 	 G    p    I n s t a n t   m e s s a g e   f  r   a t t   l  s a   i n b j u d a n 	 M o ~e t e   o t i i   n a   t r e n u t n e   p o r u k e   d a   p r o 
i t a t e   p o z i v 	 P u t e ci   m e r g e   l a   m e s a j e   i n s t a n t a n e e   p e n t r u   a   c i t i   i n v i t a ci a 	 L a h k o   g r e a  d o   H i t r e g a   s p o r o 
i l a ,   d a   p r e b e r e a  v a b i l o 	                   	                 	 >65  40  ?@5<8=5B5  :J<  ><5=B=>  !J>1I5=85  70  40  @>G5B5B5  >:0=0B0	 (	?	.		$	M	0	#	  5	>		#	M	/	>	8	>	 	@	  $	A	.	M	9	>	2	>	  $	M	5	0	?	$	  8		&	G	6	  	!	G	  	>	5	G	  2	>		G	2		 E  *H'F/  (1'  .H'F/F  /9H*  (G  ~'E  AH1  (1H/	 /9H*  ~F    D  "~  AH1  ~:'E  E  ,'3*  	           . 	 								  					  				  										  							  			  	 $
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i u o s i u s   p r a n e ai m u s   i r   p e r s k a i t y t i   p a k v i e t i m 	 J ks   v a r a t   s a Fe m t   t kl +t j u   z i Fo j u m u ,   l a i   i z l a s +t u   i e l kg u m u 	 V  i d   m i n n a   v a h e t u   s  n u m s i d e   r a k e n d u s s e   k u t s e   l u g e m i s e k s 	 4x  oaxr  e  avvel  aohviaiaukv  parxdacxiuavh`   pa~eh  oadalx  pata	           	 P u t e ci   m e r g e   l a   m e s a j e   i n s t a n t a n e e   p e n t r u   a   c i t i   i n v i t a ci a 	 
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 S T R _ I D _ I M P S _ R O O M _ I D 	 I M P S 	 T I T L E ,   I C O N T E X T 	 C h a t   R o o m   I D   S t r i n g 	 R o o m   I D 	 J)Y[N_	 J)Y[NS	 #+1*+I-	 I D   d e   l a   s a l a   d e   c h a r l a 	 I D   d u   s a l o n   d e   c h a t 	 C h a t r a u m - I D 	 45=B8D8:0B>@  G0B0	 I D   c h a t   r o o m 	 GHJ)  'D:1A)	 I D   d a   s a l a 	 O d a   I D 	 I D   p h  n g   c h a t 	 I D   r u a n g 	 I D   b i l i k   	 	H		  0	B	.	  		!	@		 C h a t r u m   I D 	 I D   m  s t n o s t i 	 I d e n t y f i k a t o r   p o k o j u   c z a t u 	 S z o b a   a z o n o s  t  	 C h a t t i h u o n e - I D 	 C h a t t e r o m - I D 	 I D   c h a t o v a c e j   m i e s t n o s t i 	 I D   v a n   c h a t r o o m 	 C h a t r u m   I D 	 I D   s o b e   p r i 
a o n i c e 	 I d e n t i t a t e   c a m e r   d e   d i s c u ci i   	 I D   C h a t   S o b e 	     	   	 '0B  !B0O  I D 	 	E		  0	B	.	  *	$	M	$	>		 4F'3G  ~'G	 y  1HE  "&  	     	 					  			  					 
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  


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	     	 I - I D   y e g u m b i   l e n g x o x o 	 I - I D   y e g u m b i   l o k u n c o k o l a 	 I D   y a   c h u m b a   c h a   k u p i g a   s o g a 	 K l e t s k a m e r - I D 	 P o k a l b i s  k a m b a r i o   I D 	 T r z t a v a s   I D 	 J u t u t o a   I D 	 Iak  }evuaok  I D 	 -   	 I d e n t i t a t e   c a m e r   d e   c h a t 	 
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  I D 	 >  *M0K7M   I D 	 	 								   			  					 	 	 	 	 	 	 	 I D   d a   s a l a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ O P E N 	 I M P S 	 C 0 5 7 _ 1 	 O p e n   S t r i n g 	 O p e n 	 >e	  _>e	 @4	 A b r i r 	 O u v r i r 	  f f n e n 	 B:@KBL	 A p r i 	 EA*H-	 A b r i r 	 A    	 M 	 B u k a 	 B u k a 	 	K	2	G			 	 	 	 M e g n y i t  s 	 	 	 	 O p e n e n 	 	 	 D e s c h i d e r e 	 	 	 	 	 	A	2	>		 ('2  1/F	 HD	 	 					   
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 
 S T R _ I D _ I M P S _ R E S T R I C T 	 I M P S 	 C 0 5 7 _ 1 	 R e s t r i c t   S t r i n g 	 R e s t r i c t 	 P6R	 P6R	 31	 R e s t r i n g i r 	 L i m i t e r 	 B e s c h r  n k e n 	 3@0=8G8BL	 L i m i t a 	 'DBJH/	 R e s t r i n g i r 	 S 1n 1r l a   	 H n   c h 	 T e r b a t a s 	 S e k a t 	 8	@	.	?	$	  	0	G			 	 	 	 K o r l  t o z  s 	 	 	 	 B e p e r k e n 	 	 	 R e s t r i c ci o n a r e 	 	 	 	 	 *	M	0	$	?	,		'	?	$		 E-/H/  1/F	 1H	 	 											 ,
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	 0?8MM0?MM	 1<568B8	 







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 
 S T R _ I D _ I M P S _ D E L E T E _ M E M B E R 	 I M P S 	 I C O N T E X T 	 D e l e t e   M e m b e r 	 D e l e t e   m e m b e r 	 *RdbT	  RdbXT	 %*!2
4	 E l i m i n a r   m i e m b r o 	 S u p p r i m e r   u n   m e m b r e 	 M i t g l i e d   l  s c h e n 	 #40;8BL  CG0AB=8:0	 E l i m i n a   m e m b r o 	 E3-  96H	 E l i m i n a r   m e m b r o 	 N u m a r a y 1  s i l   	 X  a   t h  n h   v i  n 	 H a p u s   a n g g o t a 	 P a d a m   a h l i 	 8	&	8	M	/	  9		>				 	 	 	 T a g   t  r l  s e 	 	 	 	 L i d   v e r w i j d e r e n 	 	 	 ^t e r g e r e   m e m b r u 	 	 	   	 	 8	&	8	M	/	  *	A	8	B	(	  	>		>		 -0A  96H	 EE(1  Ey'&	   	 					  					  			 .
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	     	 S u s a   i l u n g a 	 C i m a   i l u n g u 	 F u t a   m w a n a c h a m a 	 S k r a p   l i d 	 `a l i n t i   n a r /	 D z s t   d a l +b n i e k u 	 K u s t u t a   l i i g e 	 Kv{el  avdat	   	 ^t e r g e r e   m e m b r u 	 
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 
 S T R _ I D _ I M P S _ A C C E S S _ T Y P E 	 I M P S 	 I C O N T E X T 	 A c c e s s   T y p e   S t r i n g 	 A c c e s s   t y p e 	 *OU^W	 {|W	 
42#@I26	 T i p o   d e   a c c e s o 	 T y p e   d  a c c  s 	 Z u g r i f f s t y p 	 "8?  4>ABC?0	 T i p o   d i   a c c e s s o 	 FH9  'DH5HD	 T i p o   d e   a c e s s o 	 E r i _i m   t  r  	 C h     t r u y   c p 	 J e n i s   a k s e s 	 J e n i s   a k s e s 	 		M	8	G	8	  *	M	0		>	0		 	 	 	 H o z z  f  r  s   t  p u s a 	 	 	 	 T o e g a n g s t y p e 	 	 	 T i p   d e   a c c e s 	 	 	   	 	 *	M	0	5	G	6		@	  *	M	0		>	0		 FH9  /3*13	 '33  B3E	   	 								  				 *
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  





	   	 U h l o b o   l o k u n g e n a 	 U h l o b o   l o k u f i k e l e l a 	 A i n a   y a   u f i k i a j i 	 T o e g a n g t i p e 	 P r i e i g o s   t i p a s 	 P i e k <u v e s   v e i d s 	 K a s u t u s t   p 	 Dxk  e}ao	   	 T i p   d e   a c c e s 	 

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	 *M0,G6  *M0>0	 	 						  							 	 	 	 	 	 	 	 L u z   d e   a c e s s o 	 	 	 	 	 	 	 	 S a r b i d e   m o t a 	 U r i   n g   a c c e s s 	 T i p o   d e   a c c e s o 	 d   a s e s 	 C i n e  l   r o c h t a n a 
 
 S T R _ I D _ I M P S _ A D D _ M E M B E R 	 I M P S 	 I C O N T E X T 	 A d d   M e m b e r   S t r i n g 	 A d d   m e m b e r 	 ReQbT	 mRbXT	 @4H!*!2
4	 A  a d i r   m i e m b r o 	 A j o u t e r   u n   m e m b r e 	 M i t g l i e d   h i n z u f  g e n 	 >1028BL  CG0AB=8:0	 A g g i u n g i   m e m b r o 	 '6'A)  96H	 A d i c i o n a r   m e m b r o 	  y e   e k l e   	 T h  m   t h  n h   v i  n 	 T a m b a h k a n   a n g g o t a 	 T a m b a h   a h l i 	 8	&	8	M	/	  6	>	.	?	2	  	0	G			 	 	 	 T a g   h o z z  a d  s a 	 	 	 	 L i d   t o e v o e g e n 	 	 	 A d u g a r e   m e m b r u 	 	 	   	 	 8	&	8	M	/	  	K	!		 'A2H/F  96H	 EE(1  ('&	   	 					  			  				 .
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  




	   	 E n g e z a   i l u n g a 	 Y o n g e z a   i l u n g u 	 O n g e z a   m w a n a c h a m a 	 V o e g   l i d   b y 	 P r i d t i   n a r /	 P i e v i e n o t   d a l +b n i e k u 	 L i s a   l i i g e 	 1~elavel  avdat	   	 A d u g a r e   m e m b r u 	 

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 
 S T R _ I D _ I M P S _ L I S T _ R E J E C T E D 	 I M P S 	 T I T L E ,   I C O N T E X T 	 L i s t   R e j e c t e d   S t r i n g 	 L i s t   r e j e c t e d 	 bU}(u6bnU	 b~(u7bRh	 #2"
7H-5H4@*	 L i s t a   d e   r e c h a z a d o s 	 L i s t e   d e s   r e f u s  s 	 L i s t e   z u r  c k g e w i e s e n 	 !?8A>:  >B:;>=5=	 E l e n c o   r i f i u t a t o 	 B'&E)  'DE1AH6	 L i s t a   r e j e i t a d a 	 L i s t e   r e d d e d i l d i   	 D a n h   s  c h   n g i   b   t   c h i 	 D a f t a r   d i t o l a k 	 S e n a r a i   d i t o l a k 	 8	B		@	  	8	M	5	@		C	$	  	 	 	 	 K i t i l t o t t a k   f e l s o r o l  s a 	 	 	 	 L i j s t   v e r w o r p e n 	 	 	 L i s t   m e m b r i   r e s p i n _i 	 	 	       	 	 8	B		@	  0	&	M	&		 D3*  1/  4/	 A13*  1/  1/  &  	       	 				  					  			  						 8
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	 >,?$>  $?08M0?,!?&?	 !?8A>:  2V4E8;5=>	 



  





	   	 U h l u   l w a l i w e 	 U l u h l u   o l w a l i w e y o 	 O r o d h a   i m e k a t a l i w a 	 L y s   l e d e   w a t   g e w e i e r   i s 	 S r a aa s   a t m e s t a s 	 S a r a k s t s   n o r a i d +t s 	 L o e n d   t a g a s i   l  k a t u d 	 Qavoh  tej~an  g	   	 L i s t   m e m b r i   r e s p i n _i 	 (
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	 $>2?>  *M0$M_>?$	 	 				  			  				  						  				 	 	 	 	 	 	 	 L i s t a r   r e j e i t a d o s 	 	 	 	 	 	 	 	 Z e r r e n d a   b a z t e r t u a 	 T i n a n g g i h a n   a n g   l i s t a h a n 	 L i s t a   r e x e i t a d o s 	 A j l a   l i s t i 	 L i o s t a   d i  l t a i t h e 
 
 S T R _ I D _ I M P S _ L I S T _ J O I N E D 	 I M P S 	 T I T L E ,   I C O N T E X T 	 L i s t   J o i n e d   S t r i n g 	 L i s t   j o i n e d 	 ]ReQ(u6bnU	 ]ReQ(u7bRh	 #2"
7H-5H@I2#H'!	 L i s t a   d e   u n i d o s 	 L i s t e   d e s   j o i n t s 	 L i s t e   b e i g e t r e t e n 	 !?8A>:  ?@8A>548=5=	 U n i t o   a   e l e n c o 	 *E  'F6E'E  'DJ  'DB'&E)	 L i s t a   a d e r i d a 	 L i s t e   e k l e n d i   	    t h  m   v  o   d a n h   s  c h   n g i   d  n g 	 D a f t a r   d i g a b u n g k a n 	 S e n a r a i   d i t o l a k 	 8	B		@	  6	>	.	?	2	  	@	  			 	 	 	 C s a t l a k o z  k   f e l s o r o l  s a 	 	 	 	 A a n   l i j s t   t o e g e v o e g d 	 	 	 L i s t   m e m b r i   a s o c i a ci 	 	 	       	 	 	K	!	2	G	2	@	  8	B		@		 D3*  ED-B  4/	 A13*  4'ED  1D  &	     	 				  					  			  						 8
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	   	 U h l u   l u j o y i n i w e 	 U l u h l u   o l u m a n y i w e y o 	 O r o d h a   i m e u n g w a 	 L y s   l e d e   w a t   a a n g e s l u i t   h e t 	 S r a aa s   p r i j u n g t a s 	 P i e v i e n o j i e s   s a r a k s t a m 	 L o e n d i g a   l i i t u t u d 	 Qavh  a~ela~an  g	   	 L i s t   m e m b r i   a s o c i a ci 	 
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	 $>2?  /K&G2G	 	 								  			  						  				 	 	 	 	 	 	 	 L i s t a r   p a r t i c i p a n t e s 	 	 	 	 	 	 	 	 Z e r r e n d a r a t u a 	 S i n a l i h a n g   l i s t a h a n 	 L i s t a   u n i d o s 	 J i k   l i s t i 	 L i o s t a   d u l t a   i s t e a c h 
 
 S T R _ I D _ I M P S _ S E T _ M O D E R A T O R 	 I M P S 	 I C O N T E X T 	 S e t   a s   M o d e r a t o r   S t r i n g 	 S e t   a s   m o d e r a t o r 	 -[pTS{T	 n:NOS{XT	 1IH2@G9I9A%	 E s t a b l e c e r   c o m o   m o d e r a d o r 	 R  g l e r   c o m m e   m o d  r a t e u r 	 A l s   D i s k u s s i o n s l e i t e r   e i n s t e l l e n 	 07=0G8BL  <>45@0B>@><	 I m p o s t a   c o m e   m o d e r a t o r e 	 6(7  (1&J3  'D,D3)	 D e f i n i d o   c o m o   m o d e r a d o r 	 M o d e r a t  r   o l a r a k   a y a r l a   	 C  i   t   l  m   n g i   q u n   l  	 T e t a p k a n   s e b a g a i   m o d e r a t o r 	 S e t   s e b a g a i   m o d e r a t o r 	 .	I	!	G	0	G		0	  	G	  0	B	*	  .	G		  (	?	/	$	  	0	G			 	 	 	 B e  l l  t  s   m o d e r  t o r k  n t 	 	 	 	 I n g e s t e l d   a l s   m o d e r a t o r 	 	 	 S t a b i l i r e   c a   m o d e r a t o r 	 	 	   	 	 .	I	!	0	G		0	  .	M	9	#	B	(	  8	G		  	G	2	G		 (G  9FH'F  F'81  *F8E  4H/	 +'D+    -+*  3  3y  ,&	   	 									  						  			  				 8
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	     	 S e t h a   n j e n g o m o n g a m e l i 	 S e t a   n j e n g o m o n g a m e l i - m v i w o 	 S e t i   k a m a   m s i m a m i z i 	 S t e l   a s   m o d e r a t o r 	 N u s t a t y t i   k a i p   m o d e r a t o r i s	 I e s t a t +t s   p a r   m o d e r a t o r u 	 M   r a   m o d e r a a t o r i k s 	 Fwavaoel  xze}  txdeax	   	 S t a b i l i r e   c a   m o d e r a t o r 	 .
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	 .'M_8M$0B*G  8GM  0(M$A	 	 							  				  			  				 	 	 	 	 	 	 	 D e f i n i r   c o m o   m o d e r a d o r 	 	 	 	 	 	 	 	 M o d e r a t z a i l e   b e z a l a   e z a r r i 	 I t a k d a   b i l a n g   m o d e r a t o r 	 C o n f i g u r a r   c o m o   m o d e r a d o r 	 H a z i e   d k a   o n y e   n c h k t a 	 S o c r a i g h   m a r   m h o d h n  i r 
 
 S T R _ I D _ I M P S _ S E T _ U S E R 	 I M P S 	 I C O N T E X T 	 S e t   a s   U s e r   S t r i n g 	 S e t   a s   u s e r 	 -[pnfbT	 n:NnfbXT	 1IH2@G9IC
I	 E s t a b l e c e r   c o m o   u s u a r i o 	 R  g l e r   c o m m e   u t i l i s a t e u r 	 A l s   B e n u t z e r   e i n s t e l l e n 	 07=0G8BL  ?>;L7>20B5;5<	 I m p o s t a   c o m e   u t e n t e 	 6(7  (E3*./E	 D e f i n i d o   c o m   u t i l i z a d o r 	 K u l l a n 1c 1  o l a r a k   a y a r l a   	 C  i   t   l  m   t h  n h   v i  n   	 T e t a p k a n   s e b a g a i   p e n g g u n a 	 S e t   s e b a g a i   p e n g g u n a 	 *	M	0	/	K		M	$	>	  	G	  0	B	*	  .	G		  (	?	/	$	  	0	G			 	 	 	 B e  l l  t  s   f e l h a s z n  l  k  n t 	 	 	 	 I n g e s t e l d   a l s   g e b r u i k e r 	 	 	 S t a b i l i r e   c a   u t i l i z a t o r 	 	 	   	 	 *	M	0	/	K		M	$	>	  .	M	9	#	B	(	  8	G		  	G	2	G		 (G  9FH'F  '1(1  *F8E  4H/	 H21    71-  3y  ,&	   	 											  						  			  				 8
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	 /B0M  52F  8FM  G/A.A	 AB0=>28B8  O:  >@8ABC20A	 









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	     	 S e t h a   n j e n g o m s e b e n z i s i 	 S e t a   n j e n g o m s e b e n z i s i 	 S e t i   k a m a   m t u m i a j i 	 S t e l   a s   g e b r u i k e r 	 N u s t a t y t i   k a i p   n a u d o t o j 	 I e s t a t +t s   p a r   l i e t o t j u 	 M   r a   k a s u t a j a k s 	 Fwavaoel  xze}  c~xr	   	 S t a b i l i r e   c a   u t i l i z a t o r 	 /
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 
 S T R _ I D _ I M P S _ A D D _ T O _ M E M 	 I M P S 	 I C O N T E X T 	 A d d   t o   M e m b e r   S t r i n g 	 A d d   t o   m e m b e r   l i s t 	 ReQbTnU	 mR0RbXTRh	 @4H!@G*!2
4	 A  a d i r   a   l a   l i s t a   d e   m i e m b r o s 	 A j o u t e r      l a   l i s t e   d e s   m e m b r e s 	 Z u r   M i t g l i e d s l i s t e   h i n z u f  g e n 	 >1028BL  2  A?8A>:  CG0AB=8:>2	 A g g i u n g i   a   e l e n c o   m e m b r i 	 '6'A)  'DJ  B'&E)  'D'96'!	 A d i c i o n a d o      l i s t a   d e   m e m b r o s 	  y e   l i s t e s i n e   e k l e   	 T h  m   t h  n h   v i  n 	 T a m b a h k a n   k e   d a f t a r   a n g g o t a 	 T a m b a h   k e p a d a   s e n a r a i   a h l i 	 8	&	8	M	/	  8	B		@	  .	G		  6	>	.	?	2	  	0	G			 	 	 	 H o z z  a d  s   a   t a g l i s t  h o z 	 	 	 	 A a n   l e d e n l i j s t   t o e v o e g e n 	 	 	 A d u g a r e   l a   l i s t a   d e   m e m b r i 	 	 	     	 	 8	&	8	M	/	.	'	G	  	>	2	>		 'A2H/F  (G  D3*  '96'!	 EE(1  E  '6'A  ,&	   	 							  							    			  				 .
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 S T R _ I D _ I M P S _ A D D _ T O _ R E J 	 I M P S 	 I C O N T E X T 	 A d d   t o   R e j e c t e d   S t r i n g 	 A d d   t o   r e j e c t e d   l i s t 	 ReQ󁫈bU}nU	 mR0Rb~Rh	 @4H!C#2"
7H-5H94@*	 A  a d i r   a   l a   l i s t a   d e   r e c h a z a d o s 	 A j o u t e r      l a   l i s t e   d e s   r e f u s  s 	 Z u r   Z u r  c k g e w i e s e n e n l i s t e   h i n z u f  g e n 	 >1028BL  2  A?8A>:  >B:;>=5==KE	 A g g i u n g i   a   e l e n c o   r i f i u t a t i 	 '6'A)  'DJ  B'&E)  'DE1AH6	 A d i c i o n a d o      l i s t a   r e j e i t a d a 	 R e d d e d i l e n l e r   l i s t e s i n e   e k l e   	 T h  m   v  o   d a n h   s  c h   b   t   c h i 	 T a m b a h k a n   k e   d a f t a r   d i t o l a k 	 T a m b a h   k e p a d a   s e n a r a i   d i t o l a k 	 	8	M	5	@		C	$	  8	B		@	  .	G		  6	>	.	?	2	  	0	G			 	 	 	 H o z z  a d  s   a   t i l t  l i s t  h o z 	 	 	 	 A a n   l i j s t   v a n   v e r w o r p e n e n   t o e v o e g e n 	 	 	 A d u g a r e   l a   l i s t a   d e   m e m b r i   r e s p i n _i 	 	 	     	 	 (	>		>	0	2	G	2	M	/	>	.	'	G	  	>	2	>		 'A2H/F  (G  D3*  1/  4/G	 1/  1/  E  '6'A  ,&	     	 					  				  							    			  				 0
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 
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A#'*-D!H9I-	 C l a v e   d e   v e r i f i c a c i  n   i n c o r r e c t a 	 C l    d e   v  r i f i c a t i o n   i n c o r r e c t e 	 F a l s c h e r   V e r i f i z i e r u n g s s c h l  s s e l 	 525@=K9  :>4  ?@>25@:8	 C h i a v e   d i   v e r i f i c a   n o n   c o r r e t t a 	 .7#  AJ  *-BB  CDE)  'D31	 C h a v e   d e   v e r i f i c a   o   i n c o r r e c t a 	 H a t a l 1  d o r u l a m a   t u _u 	 X  c   n h n   t i n   t c   l i 	 T o m b o l   v e r i f i k a s i   s a l a h 	 K u n c i   p e n e n t u s a h a n   t i d a k   b e t u l 	 	2	$	  8	$	M	/	>	*	(	  	A			@		 	 	 	 N e m   m e g f e l e l Q  h i t e l e s  t Q  k u l c s 	 	 	 	 O n j u i s t e   v e r i f i c a t i e s l e u t e l 	 	 	 C h e i e   d e   v e r i f i c a r e   n e v a l i d 	 	 	       	 	 	A		@		G	  *	!	$	>	3	#	@	  ,		#		 D/  *#/  F'/13*	 :1  /13*  *5/B  	     	 					  		  				  			 
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 
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4	 C a n c e l a r   s u s c r i p c i  n   a   n o t i f i c a c i  n 	 N o t i f i c a t i o n   d  a n n u l a t i o n   d e   s o u s c r i p t i o n 	 B e n a c h r i c h t u n g   d e r   A b b e s t e l l u n g 	 B:070BLAO  >B  >?>25I5=89	 D i s a t t i v a   n o t i f i c a 	 'D:'!  'D'4*1'C  ('.7'1	 N o t i f i c a r   a n u l a   o   d e   s u b s c r i   o 	 B i l g i l e n d i r m e   a b o n e l i i n i   i p t a l   e t   	 R  t   t   t h  n g   b  o 	 P e m b e r i t a h u a n   b e r h e n t i   b e r l a n g g a n a n 	 B e r i t a h u   t i d a k   m e l a n g g a n 	 	(	8	,	8	M		M	0	>		,	  	'	?	8	B		?	$		 	 	 	 L e i r a t k o z  s i    r t e s  t  s 	 	 	 	 M e l d i n g   v a n   a f m e l d i n g 	 	 	 N o t i f i c a r e   d e   d e z a b o n a r e 	 	 	     	 	 	(	8	,	8	M		M	0	>		5	  (	K		?	+	>			 D:H  '4*1'  '7D'9G	 '7D'9  3(31'&(  F  ,&	     	 												  										 
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 
 S T R _ I D _ I M P S _ M A L E 	 I M P S 	 C 0 5 7 _ 1 ,   U N L I M 	 M a l e 	 M a l e 	 7u	 7u	 
2"	 m a s c u l i n o 	 M  l e 	 M  n n l i c h 	 C6A:>9	 M a s c h i o   	 0C1	 H o m e m 	 E r k e k   	 N a m 	 P r i a 	 L e l a k i 	 *	A	0	B	7		 	 	 	 F  r f i 	 	 	 	 M a n n e l i j k 	 	 	 B r b a t 	 	 	 	 	 *	A	0	A	7		 E1/	 E1/	 	 						 .
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	 *A0A7A!A	 '>;. 	 




	 	 O w e s i l i s a 	 I n d o d a 	 M w a n a u m e 	 M a n l i k 	 V y r a s 	 V +r i e t i s 	 M e e s 	 1aoav	 	 B r b a t 	 *
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M

 	 *A0A7	 	 						 	 	 	 	 	 	 	 M a s c u l i n o 
 
 S T R _ I D _ I M P S _ F E M A L E 	 I M P S 	 C 0 5 7 _ 1 ,   U N L I M 	 F e m a l e 	 F e m a l e 	 sY	 sY	 +
4	 f e m e n i n o 	 F e m e l l e 	 W e i b l i c h 	 5=A:89	 F e m m i n a 	 #F+J	 M u l h e r 	 K a d 1n   	 N 	 W a n i t a 	 P e r e m p u a n 	 .	9	?	2	>		 	 	 	 N Q	 	 	 	 V r o u w e l i j k 	 	 	 F e m e i e 	 	 	 	 	 .	9	?	2	>		 2F	 9H1*	 	 						 
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	 8M$M0@	 V=. 	 





	 	 O w e s i f a z a n e 	 U m f a z i 	 M w a n a m k e 	 V r o u l i k 	 M o t e r i s 	 S i e v i e t e 	 N a i n e 	 ;caoav	 	 F e m e i e 	 8
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	 .9?3>	 	 						 	 	 	 	 	 	 	 F e m i n i n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ A G E 	 I M P S 	 I C O N T E X T ,   U N L I M 	 B i r t h d a y 	 B i r t h d a y 	 ue	 ue	 -2"8	 C u m p l e a  o s 	 A n n i v e r s a i r e 	 G e b u r t s t a g 	 5=L  @>645=8O	 C o m p l e a n n o 	 9E1	 A n i v e r s  r i o 	 D o u m g  n    	 T u i 	 U l a n g   t a h u n 	 H a r i   l a h i r 	 	(	M	.	&	?	(		 	 	 	 S z  l e t  s n a p 	 	 	 	 V e r j a a r d a g 	 	 	 Z i   d e   n a _t e r e 	 	 	   	 	 5	/		 1H2  *HD/	 9E1	 	 				 	
.
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	 5/8A	 V:	 



  


	 	 U s u k u   l o k u z a l w a 	 U m h l a   w o k u z a l w a 	 S i k u   y a   k u z a l i w a 	 V e r j a a r d a g 	 G i m t a d i e n i s 	 D z i m aa n a s   d i e n a 	 S  n n i p  e v 	 >vvduav  	   	 Z i   d e   n a _t e r e 	 
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 
 S T R _ I D _ I M P S _ F R I E N D L Y _ N A M E 	 I M P S 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 F r i e n d l y   n a m e 	 F r i e n d l y   n a m e 	 S}Y1z|T	 S}Yy|T	 	2"2	 N o m b r e   i n f o r m a l 	 N o m   c o n v i v i a l 	 F r e u n d l i c h e r   N a m e 	 @0B:>5  8<O	 S o p r a n n o m e 	 '3E  'DH/J	 D i m i n u t i v o 	 K u l l a n 1l a n   a d   	 T  n   g i   k h  c 	 N a m a   d e k a t 	 N a m a   r a m a h 	 .	?	$	M	0	5	$	M	  (	>	.		 	 	 	 B e c e n  v 	 	 	 	 V r i e n d e l i j k e   n a a m 	 	 	 N u m e   d e   a l i n t 	 	 	   	 	 .	H	$	M	0	@	$	@	2	  (	>		5		 F'E  /H3*'FG	 /H3*'F  F'E	   	 													  				 &
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  


	   	 I g a m a   e l i n o b u n g a n i 	 I g a m a   l o b u h l o b o 	 J i n a   l a   k i r a f i k i 	 V r i e n d e l i k e   n a a m 	 D r a u g i ak a s   v a r d a s 	 D r a u d z +g s   v r d s 	 N i m i 	 8voeaoav  avxv]	   	 N u m e   p r i e t e n o s 	 8
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 
 S T R _ I D _ I M P S _ C I T Y 	 I M P S 	 I C O N T E X T ,   U N L I M 	 C i t y 	 C i t y 	 W^	 W^	 @!7-	 C i u d a d 	 V i l l e 	 S t a d t 	 >@>4	 C i t t  	 E/JF)	 C i d a d e 	 ^e h i r 	 T h  n h   p h 	 K o t a 	 B a n d a r 	 6	9	0		 	 	 	 V  r o s 	 	 	 	 S t a d 	 	 	 O r a _	 	 	 	 	 6	9	0		 4G1	 41	 	 				 6
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	 	 I d o l o b h a 	 I s i x e k o 	 M j i 	 S t a d 	 M i e s t a s 	 P i l s t a 	 L i n n 	 Tara	 	 O r a _	 (

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	 890	 	 				 	 	 	 	 	 	 	 C i d a d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ F R E E _ T E X T 	 I M P S 	 I C O N T E X T ,   U N L I M 	 F r e e   t e x t 	 F r e e   t e x t 	 !|N	 {N	 A031'	 T e x t o   l i b r e 	 T e x t e   l i b r e 	 F r e i e r   T e x t 	 @>872>;L=K9  B5:AB	 T e s t o   l i b e r o 	 AG13	 T e x t o   l i v r e 	 S e r b e s t   m e t i n   	 S   l c 	 T e k s   b e b a s 	 T e k s   p e r c u m a 	 .	A		M	$	  	H		M	8	M			 	 	 	 S z a b a d   s z  v e g 	 	 	 	 V r i j e   t e k s t 	 	 	 T e x t   l a   a l e g e r e 	 	 	   	 	 .	K	+	$	  *	>	 	M	/		 E*F  "2'/	 A1  y3y	   	 										  							 .
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	 +M0@  FMM8M	 >40B:>2>	 


  




	   	 U m b h a l o   w a m a h h a l a 	 I g a m a   l a m a h a l a 	 M a a n d i s h i   h u r u 	 B e s k i k b a r e   t e k s 	 L a i s v a s   t e k s t a s 	 B r +v s   t e k s t s 	 T a s u t a   t e k s t 	 1fa  e}	   	 T e x t   l a   a l e g e r e 	 8
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	 .AM$  *> 	 	 					  				 	 	 	 	 	 	 	 T e x t o   l i v r e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ G E N D E R 	 I M P S 	 I C O N T E X T ,   U N L I M 	 G e n d e r 	 G e n d e r 	 '`+R	 '`+R	 @(	 S e x o 	 S e x e 	 G e s c h l e c h t 	 >;	 S e s s o 	 'D,F3	 G  n e r o 	 C i n s i y e t   	 G i i   t  n h 	 J e n i s   k e l a m i n 	 J a n t i n a 	 2	?				 	 	 	 N e m 	 	 	 	 G e s l a c h t 	 	 	 S e x 	 	 	 	 	 2	?				 ,F3*	 ,F3	 	 						 2
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p
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	 2?	 !B0BL	 



	 	 U b u l i l i 	 I s i n i 	 J i n s i a 	 G e s l a g 	 L y t i s 	 D z i m u m s 	 S u g u 	 Me|	 	 S e x 	 2
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
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
	 2?M	 	 						 	 	 	 	 	 	 	 S e x o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ I N T E N T I O N 	 I M P S 	 I C O N T E X T ,   U N L I M 	 I n t e n t i o n 	 I n t e n t i o n 	 aT	 aT	 8!8H+!2"	 P r o p  s i t o 	 I n t e n t i o n 	 A b s i c h t 	 &5;8	 I n t e n z i o n e 	 B5/	 I n t e n   o 	 A m a    	    t n g 	 M a k s u d 	 T u j u a n 	 	6	/		 	 	 	 S z  n d  k 	 	 	 	 B e d o e l i n g 	 	 	 I n t e n ci e 	 	 	 	 	 9	G	$	B		 B5/	 EB5/	 	 						 
0
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	 	&M&G6	 &V;L	 



	 	 I n h l o s o 	 I n j o n g o 	 N i a 	 D o e l w i t t e 	 K e t i n i m a i 	 N o l kk s 	 K a v a t s u s 	 Dadxiuxv	 	 I n t e n ci e 	 	
&
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
	 	&M&G6M_	 	 									 	 	 	 	 	 	 	 I n t e n   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ H O B B I E S 	 I M P S 	 I C O N T E X T ,   U N L I M 	 H o b b i e s 	 H o b b i e s 	 a}Y	 1r}Y	 2-4@#	 A f i c i o n e s 	 P a s s e - t e m p s 	 H o b b i e s 	 %>118	 H o b b y 	 'DGH'J'*	 P a s s a t e m p o s 	 H o b i l e r   	 S   t h  c h 	 H o b i 	 H o b i 	 6	L			 	 	 	 H o b b i k 	 	 	 	 H o b b y ' s 	 	 	 H o b b y - u r i 	 	 	 	 	 		&		 311E  G'	 *A1-  E4:D	 	 							 6
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	 9>@2A	 %>11V	 



	 	 A m a - h o b b i e s 	 I i h o b h i 	 S h u g h u l i   z a   b u r u d a n i 	 S t o k p e r d j i e s 	 H o b i s 	 V a <a s p r i e k i 	 H o b i d 	 @eaxiuxvve	 	 H o b b y - u r i 	 9
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 
 S T R _ I D _ I M P S _ M A R I T A L _ S T A T U S 	 I M P S 	 I C O N T E X T ,   U N L I M 	 M a r i t a l   s t a t u s 	 M a r i t a l   s t a t u s 	 ZZYrKa	 ZZYr`	 *2 2*!#*	 E s t a d o   c i v i l 	 E t a t   m a t r i m o n i a l 	 F a m i l i e n s t a n d 	 !5<59=>5  ?>;>65=85	 S t a t o   c i v i l e 	 'DH69  'D9'&DJ	 E s t a d o   c i v i l 	 M e d e n i   d u r u m   	 T  n h   t r n g   h  n   n h  n 	 S t a t u s   n i k a h 	 S t a t u s   P e r k a h w i n a n 	 5	H	5	>	9	?		  8	M	%	?	$	?		 	 	 	 C s a l  d i    l l a p o t 	 	 	 	 B u r g e r l i j k e   s t a a t 	 	 	 S t a r e   c i v i l 	 	 	   	 	 5	H	5	>	9	?		  8	M	%	?	$	@		 H69*  *#GD	 '2/H',  -'D*	     	 							  							 5
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 S T R _ I D _ I M P S _ F I R S T _ N A M E 	 I M P S 	 T I T L E ,   I C O N T E X T 	 F i r s t   n a m e 	 F i r s t   n a m e 	 
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7H-	 N o m b r e 	 P r  n o m 	 V o r n a m e 	 <O	 N o m e 	 '3E	 N o m e   p r  p r i o 	 0l k   a d 1	 T  n 	 N a m a   d e p a n 	 N a m a   p e r t a m a 	 *	9	2	>	  (	>	.		 	 	 	 U t  n  v 	 	 	 	 V o o r n a a m 	 	 	 P r e n u m e 	 	 	   	 	 *	M	0	%	.	  (	>		5		 F'E	 ~D'  F'E	   	 					  				 *
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I	 I D   d e   u s u a r i o 	 I D   u t i l i s a t e u r 	 B e n u t z e r - I D 	 45=B8D8:0B>@  ?>;L7>20B5;O	 I D   u t e n t e 	 E91A  'DE3*./E	 I D   d e   u t i l i z a d o r 	 K u l l a n 1c 1  k i m l i i   	 I D   n g i   s   d n g 	 I D   p e n g g u n a 	 I D   p e n g g u n a 	 /	B		<	0	  		!	@		 	 	 	 F e l h a s z n  l  i   a z o n o s  t  	 	 	 	 G e b r u i k e r s - I D 	 	 	 N u m e   u t i l i z a t o r 	 	 	   	 	 /	B		0	  	/	!	@		 4F'3G  '1(1	 H21  "&  	   	 												  		. 			 
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 
 S T R _ I D _ I M P S _ M A X _ A G E 	 I M P S 	 I C O N T E X T 	 M a x   a g e 	 M a x   a g e 	  g'Yt^a	  g'Yt^	 -2"8!25H*8	 E d a d   m  x . 	 A g e   m a x . 	 H  c h s t a l t e r 	 0:A.   2>7@0AB	 E t    m a s s i m a 	 #C(1  3F	 I d a d e   m  x . 	 M a k s i m u m   y a _  	   t u i   l n   n h t 	 U s i a   m a k s . 	 U m u r   m a k s 	 	'	?	.   	/	A		 	 	 	 M a x .   k o r 	 	 	 	 M a x i m a l e   l e e f t i j d 	 	 	 V  r s t a   m i n i m 	 	 	   	 	 	.	>	2	  5	/		 -/'+1  3F	 2'/  3  2'/  9E1	   	 						  				 5
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 
 S T R _ I D _ I M P S _ M I N _ A G E 	 I M P S 	 I C O N T E X T 	 M i n   a g e 	 M i n   a g e 	  g\t^a	  g\t^	 -2"8I-"5H*8	 E d a d   m  n . 	 A g e   m i n . 	 M i n d e s t a l t e r 	 8=.   2>7@0AB	 E t    m i n i m a 	 #5:1  3F	 I d a d e   m  n . 	 M i n i m u m   y a _  	   t u i   n h   n h t 	 U s i a   m i n . 	 U m u r   m i n 	 (	M	/	B	(	.   	/	A		 	 	 	 M i n .   k o r 	 	 	 	 M i n i m a l e   l e e f t i j d 	 	 	 V  r s t a   m a x i m 	 	 	   	 	 	?	.	>	(	  5	/		 -/'BD  3F	 E  3  E  9E1	   	 							  				 

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 
 S T R _ I D _ I M P S _ A U T O _ J O I N E D _ U S E R 	 I M P S 	 T I T L E 	 A u t o   j o i n e d   u s e r 	 A u t o   j o i n e d   u s e r 	 QeQbT	 QeQbXT	 @I2@G*!2
4-1B!14	 U s u a r i o   u n i d o   a u t o m  t i c a m e n t e 	 U t i l i s a t e u r   a y a n t   j o i n t   a u t o 	 A u t o m .   b e i g e t r e t e n e r   B e n u t z e r 	 2B><0B8G5A:8  ?@8A>548=5==K9  ?>;L7>20B5;L	 U t e n t e   u n i t o   a u t o m a t i c a m e n t e 	 'D96HJ	 A d e s  o   a u t o m  t i c a   d e   u t i l i z a d o r 	 O t o m a t i k   k a t 1l a n   k u l l a n 1c 1  	 T   n g   t h  m   n g i   s   d n g 	 P e n g g u n a   b e r g a b u n g   o t o m a t i s 	 P e n g g u n a   m e n y e r t a i   a u t o 	 		K	  	M	5	>		(	M	!	  *	M	0	/	K		M	$	>		 	 	 	 A u t o m a t i k u s a n   c s a t l a k o z o t t   f e l h a s z n  l  	 	 	 	 A u t o m a t i s c h   t o e g e v o e g d e   g e b r u i k e r 	 	 	 U t i l i z a t o r   a s o c i a t    n   m o d   a u t o m a t 	 	 	     ' 	 	 	*	K		*	  8	>	.	@	2	  	>	2	G	2	>	  *	M	0	/	K		M	$	>		 '1(1  (G  7H1  .H/'1  ED-B  4/G	 .H/  (.H/  E4*1  H21	     	 										  			  					  												 
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	       	 U m s e b e n z i s i   o j o y i n w e   n g e - o t h o 	 U m s e b e n z i s i   o z i m a n y e l a y o 	 M t u m i a j i   a n a y e j i u n g a   k i o t o m a t i 	 O u t o m a t i e s   i n g e s k a k e l d e   g e b r u i k e r 	 A u t o m a t i ak a i   p r i s i j u n g s   n a u d o t o j a s 	 A u t o m t i s k i   i e s a i s t +t s   l i e t o t j s 	 K a s u t a j a   a u t o m a a t s e l t   l i i t u n u d 	 1~xta  oezx~  tkaan  c~xr	     	 U t i l i z a t o r   a s o c i a t    n   m o d   a u t o m a t 	 

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 
 S T R _ I D _ I M P S _ T E X T _ F O R M A T 	 I M P S 	 T I T L E ,   I C O N T E X T 	 T e x t   f o r m a t 	 T e x t   f o r m a t 	 eW[<h_	 eW[<h_	 #9A1'-1)#	 F o r m a t o   d e   t e x t o 	 F o r m a t   d u   t e x t e 	 T e x t f o r m a t 	 $>@<0B  B5:AB0	 F o r m a t o   t e s t o 	 5J:)  'DF5	 F o r m a t o   d e   t e x t o 	 M e t i n   f o r m a t 1  	 n h   d n g   k    t 	 F o r m a t   t e k s 	 F o r m a t   t e k s 	 	H		M	8	M		  +	I	0	M	.	G				 	 	 	 S z  v e g   f o r m  t u m 	 	 	 	 T e k s t i n d e l i n g 	 	 	 F o r m a t   t e x t 	 	 	   	 	 	G		M	8	M		  +	I	0	M	.	G			 A1E*  E*F	 y3y  A'1Ey	   	 						  							 .
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 
 S T R _ I M P S _ T E X T _ S I Z E _ D E F A U L T 	 I M P S 	 C 0 5 7 _ 1 	 D e f a u l t 	 D e f a u l t 	 -<P	 ؞<P	 H2@#4H!I	 P r e d e t e r m i n a d o 	 D  f a u t 	 S t a n d a r d 	 >  C<>;G0=8N	 P r e d e f i n i t o 	 'A*1'6J	 P r e d e f i n i   o 	 V a r s a y 1l a n   	 M c   n h 	 D e f a u l t 	 L a l a i 	 !	?	+	>	2	M			 	 	 	 A l a p  r t e l m e z e t t 	 	 	 	 S t a n d a a r d 	 	 	 I m p l i c i t 	 	 	   	 	 !	?	+	I	2	M			 ~4  A16	 A'Dy	 	 							 $
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	 	 I d i f o l t h i 	 S i l e l a 	 M s i n g i 	 V e r s t e k 	 N u m a t y t a s i s 	 P c   n o k l u s j u m a 	 V a i k i m i s i 	 <|eluauv	     	 I m p l i c i t 	 !
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 
 S T R _ I M P S _ T E X T _ S I Z E _ T I N Y 	 I M P S 	 C 0 5 7 _ 1 	 T i n y 	 T i n y 	 _\	 _\	 @%G!2	 M i n  s c u l a 	 M i n u s c u l e 	 W i n z i g 	 G5=L  <0;5=L:89	 M i n u s c o l o 	 5:J1  ,/'	 M i n  s c u l o 	 U f a k   	 R t   n h 	 M u n g i l 	 S a n g a t   k e c i l 	 (	(	M	9	>		 	 	 	 A p r  	 	 	 	 H e e l   k l e i n 	 	 	 F o a r t e   m i c 	 	 	 	 	 2	9	>	(		 (3'1  H	 FF'EF'	 	 				 ,
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 
 S T R _ I M P S _ T E X T _ S I Z E _ S M A L L 	 I M P S 	 C 0 5 7 _ 1 	 S m a l l 	 S m a l l 	 \	 \	 @%G	 P e q u e  a 	 P e t i t 	 K l e i n 	 0;5=L:89	 P i c c o l o 	 5:J1	 P e q u e n o 	 K    k   	 N h 	 K e c i l 	 K e c i l 	 	K		>		 	 	 	 K i c s i 	 	 	 	 K l e i n 	 	 	 M i c 	 	 	 	 	 2	9	>	(		 H	 Hy'  	 	 				 
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	 ?(M(&?	 0;89	 




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 
 S T R _ I M P S _ T E X T _ S I Z E _ M E D I U M 	 I M P S 	 C 0 5 7 _ 1 	 M e d i u m 	 M e d i u m 	 -N	 -N	 %2	 N o r m a l 	 M o y e n 	 M i t t e l 	 !@54=89	 M e d i o 	 E*H37	 M  d i o 	 O r t a   	 T r u n g   b  n h 	 S e d a n g 	 S e d e r h a n a 	 .	'	M	/	.		 	 	 	 K  z e p e s 	 	 	 	 M i d d e l 	 	 	 M e d i u 	 	 	 	 	 .	'	M	/	.		 E*H37	 E*H37	 	 							 &
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	 	 O k u p h a k a t h i   n e n d a w o 	 P h a k a t h i 	 W a s t a n i 	 M e d i u m 	 V i d u t i n i s 	 V i d j s 	 K e s k m i n e 	 Dk{kv	 	 M e d i u 	 

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 
 S T R _ I M P S _ T E X T _ S I Z E _ B I G 	 I M P S 	 C 0 5 7 _ 1 	 B i g 	 B i g 	 'Y	 'Y	 C+
H	 G r a n d e 	 G r a n d 	 G r o  	 >;LH>9	 G r a n d e 	 C(J1	 G r a n d e 	 B  y  k   	 T o 	 B e s a r 	 B e s a r 	 ,	!	<	>		 	 	 	 N a g y 	 	 	 	 G r o o t 	 	 	 M a r e 	 	 	 	 	 .	K	 	>		 (21	 ('	 	 				 5
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	 	 O k u k h u l u 	 N k u l u 	 K u b w a 	 G r o o t 	 D i d e l i s 	 L i e l s 	 S u u r 	 Den	 	 M a r e 	 5
2
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	 ,!	 	 					 	 	 	 	 	 	 	 G r a n d e 	 	 	 	 	 	 	 	 H a n d i a 	 M a l a k i 	 G r a n d e 	 I b u 	 M  r 
 
 S T R _ I M P S _ T E X T _ S I Z E _ H U G E 	 I M P S 	 C 0 5 7 _ 1 	 H u g e 	 H u g e 	 'Y	 'Y	 C+
H!2	 M u y   g r a n d e 	 G  a n t 	 R i e s i g 	 3@><=K9	 E n o r m e 	 6.E	 E n o r m e 	 0r i   	 R t   t o 	 S a n g a t   b e s a r 	 S a n g a t   b e s a r 	 5	?	6	>	2		 	 	 	  r i  s 	 	 	 	 H e e l   g r o o t 	 	 	 F o a r t e   m a r e 	 	 	 	 	 .	K	 	>		 (3'1  (21	 (*  ('	 	 				  				 ,
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 	 ,C9$	 	 						 	 	 	 	 	 	 	 E n o r m e 	 	 	 	 	 	 	 	 O s o   h a n d i a 	 N a p a k a l a k i 	 X i g a n t e 	 O g b a l a a g b a 	 O l l m h  r 
 
 S T R _ I M P S _ T E X T _ C O L O R _ D E F A U L T 	 I M P S 	 C 0 5 7 _ 1 	 D e f a u l t 	 D e f a u l t 	 -<P	 ؞<P	 H2@#4H!I	 P r e d e t e r m i n a d o 	 D  f a u t 	 S t a n d a r d 	 >  C<>;G0=8N	 P r e d e f i n i t o 	 'A*1'6J	 P r e d e f i n i   o 	 V a r s a y 1l a n   	 M c   n h 	 D e f a u l t 	 L a l a i 	 !	?	+	>	2	M			 	 	 	 A l a p  r t e l m e z e t t 	 	 	 	 S t a n d a a r d 	 	 	 I m p l i c i t 	 	 	   	 	 !	?	+	I	2	M			 ~4  A16	 A'Dy	 	 							 $
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	 !?+2M	 	 			' 				 	 	 	 	 	 	 	 P r e d e f i n i d o 	 	 	 	 	 	 	 	 J a t o r r i z k o   b a l i o a k 	 D e f a u l t 	 P r e d e f i n i d o 	 I h e   a g a z i g h i   a g a z i 	 R  a m h s h o c r a i t h e 
 
 S T R _ I M P S _ T E X T _ C O L O R _ B L A C K 	 I M P S 	 C 0 5 7 _ 1 	 B l a c k 	 B l a c k 	 ўr	 ўr	 3	 N e g r o 	 N o i r 	 S c h w a r z 	 '5@=K9	 N e r o 	 #3H/	 P r e t o 	 S i y a h   	 M  u   e n 	 H i t a m 	 H i t a m 	 	>	2	>		 	 	 	 F e k e t e 	 	 	 	 Z w a r t 	 	 	 N e g r u 	 	 	 	 	 	>	3	>		 3'G	 3'	 	 					 
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	 	 O m n y a m a 	 M n y a m a 	 N y e u s i 	 S w a r t 	 J u o d a s 	 M e l n s 	 M u s t 	 M	 	 N e g r u 	 
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 
 S T R _ I M P S _ T E X T _ C O L O R _ G R E E N 	 I M P S 	 C 0 5 7 _ 1 	 G r e e n 	 G r e e n 	 }r	 ~r	 @5"'	 V e r d e 	 V e r t 	 G r  n 	 5;5=K9	 V e r d e 	 #.61	 V e r d e 	 Y e _i l   	 M  u   x a n h   l    c  y 	 H i j a u 	 H i j a u 	 9	0	>		 	 	 	 Z  l d 	 	 	 	 G r o e n 	 	 	 V e r d e 	 	 	 	 	 	?	0	5	>		 3(2	 1'	 	 					 9
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	 8,A	 	 								 	 	 	 	 	 	 	 V e r d e 	 	 	 	 	 	 	 	 O r l e g i a 	 B e r d e 	 V e r d e 	 A k w k w   n d 	 G l a s 
 
 S T R _ I M P S _ T E X T _ C O L O R _ S I L V E R 	 I M P S 	 C 0 5 7 _ 1 	 S i l v e r 	 S i l v e r 	 r	 r	 @4	 P l a t a 	 A r g e n t 	 S i l b r i g 	 !5@51@O=K9	 A r g e n t o 	 'DA6)	 P r a t e a d o 	 G  m  _  	 M  u   b c 	 P e r a k 	 P e r a k 	 8	?	2	M	5	0		 	 	 	 E z  s t 	 	 	 	 Z i l v e r 	 	 	 A r g i n t i u 	 	 	 	 	 	>		&	@		 FB1G  '	 'F/	 	 							 
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 
 S T R _ I M P S _ T E X T _ C O L O R _ L I M E 	 I M P S 	 C 0 5 7 _ 1 	 L i m e 	 L i m e 	 m}r	 Em~r	 @5"'-H-	 L i m a 	 V e r t   v i f 	 H e l l g r  n 	 8<>==K9	 G i a l l o   l i m o n 	 'DCD3	 V e r d e   l i m  o 	 A  1k   y e _i l   	 M  u   x a n h   l    c  y   n h t 	 H i j a u 	 H i j a u   l i m a u   n i p i s 	 2	>		.		 	 	 	 V i l  g o s z  l d 	 	 	 	 D o n k e r g r o e n 	 	 	 V e r d e   d e s c h i s 	 	 	 - 	 	 2	?		,	B		 21/  DEH	 D'  ~D'	 	 				 
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	 (?.M.	 8?>289	 



	 	 O - l i m e 	 L a m u n i 	 N d i m u 	 L e m m e t j i e 	 C i t r i n i n i s 	 Z a <g a n d z e l t e n s 	 R o h e k a s k o l l a n e 	 ?kxvacxuv	   	 V e r d e   d e s c h i s 	 (
>
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 
 S T R _ I M P S _ T E X T _ C O L O R _ G R A Y 	 I M P S 	 C 0 5 7 _ 1 	 G r a y 	 G r a y 	 ppr	 ppr	 @2	 G r i s 	 G r i s 	 G r a u 	 !5@K9	 G r i g i o 	 1E'/J	 C i n z e n t o 	 G r i   	 M  u   n  u 	 A b u - a b u 	 K e l a b u 	 -	B	0	>		 	 	 	 S z  r k e 	 	 	 	 G r i j s 	 	 	 G r i 	 	 	 	 	 	6	M	/	>		 .'3*1	 .'3*1	 	 					 
M
0
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	 ,B!?&0A	 !V@89	 



	 	 O - g r a y 	 N g w e v u 	 K i j i v u 	 G r y s 	 P i l k a s 	 P e l k s 	 H a l l 	 3xw	 	 G r i 	 
>
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 
 S T R _ I M P S _ T E X T _ C O L O R _ O L I V E 	 I M P S 	 C 0 5 7 _ 1 	 O l i v e 	 O l i v e 	 Djkr	 Djir	 @5"'!0-	 O l i v a 	 O l i v e 	 O l i v g r  n 	 ;82:>2K9	 V e r d e   o l i v a 	 'D2J*HF	 V e r d e   e s c u r o 	 Z e y t i n   r e n g i   	 M  u      l i u 	 O l i v e 	 H i j a u   b u a h   z a i t u n 	 	2	?	5		 	 	 	 O l  v a 	 	 	 	 L i c h t g r o e n 	 	 	 M s l i n i u 	 	 	 	 	 	2	@	5	M	9		 2*HF	 2*HF  1F	 	 					 
H
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	 2@5M	 ;82:>289	 



	 	 O - o l i v e 	 T y h e l i - l u h l a z a 	 Z e i t u n i 	 O l y f k l e u r 	 R u s v a i   ~a l i a s 	 O l +v k r s a s 	 O l i i v r o h e l i n e 	 Akiazrk  cxuv	   	 M s l i n i u 	 
2
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5
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	 2?-	 	 					 	 	 	 	 	 	 	 V e r d e   o l i v a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I M P S _ T E X T _ C O L O R _ W H I T E 	 I M P S 	 C 0 5 7 _ 1 	 W h i t e 	 W h i t e 	 }vr	 }vr	 2'	 B l a n c o 	 B l a n c 	 W e i  	 5;K9	 B i a n c o 	 #(J6	 B r a n c o 	 B e y a z   	 M  u   t r n g 	 P u t i h 	 P u t i h 	 8	+	G	&		 	 	 	 F e h  r 	 	 	 	 W i t 	 	 	 A l b 	 	 	 	 	 *	>		"	0	>		 3A/	 3A/	 	 					 
?
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	 $F2A*A	 V;89	 




	 	 O m h l o p h e 	 M h l o p h e 	 N y e u p e 	 W i t 	 B a l t a s 	 B a l t s 	 V a l g e 	 Mzkao	 	 A l b 	 5
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	 '3>	 	 				 	 	 	 	 	 	 	 B r a n c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I M P S _ T E X T _ C O L O R _ Y E L L O W 	 I M P S 	 C 0 5 7 _ 1 	 Y e l l o w 	 Y e l l o w 	 Ğr	 Ğr	 @+%7-	 A m a r i l l o 	 J a u n e 	 G e l b 	 5;BK9	 G i a l l o 	 #5A1	 A m a r e l o 	 S a r 1  	 M  u   v  n g 	 K u n i n g 	 K u n i n g 	 *	@	2	>		 	 	 	 S  r g a 	 	 	 	 G e e l 	 	 	 G a l b e n 	 	 	 	 	 *	?	5	3	>		 21/	 21/	 	 					 *
@
2
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9
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	 *8A*A	 >2B89	 



	 	 O p h u z i 	 T y h e l i 	 M a n j a n o 	 G e e l 	 G e l t o n a s 	 D z e l t e n s 	 K o l l a n e 	 4erkv	 	 G a l b e n 	 .

M

	 93&?	 	 								 	 	 	 	 	 	 	 A m a r e l o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I M P S _ T E X T _ C O L O R _ M A R O O N 	 I M P S 	 C 0 5 7 _ 1 	 M a r o o n 	 M a r o o n 	 f}r	 f~r	 @%7-+!9	 G r a n a t e 	 M a r r o n 	 K a s t a n i e n b r a u n 	 "5<=>- 1>@4>2K9	 M a r r o n e 	 'DEA1B9'*	 A m a r e l o   t o r r a d o 	 K e s t a n e   r e n g i   	 M  u   n  u   t h m 	 M a r u n 	 M e r a h   m a n g g i s 	 .	0	B	(		 	 	 	 D r a p p 	 	 	 	 K a s t a n j e b r u i n 	 	 	 M a r o 	 	 	 - 	 	 	>	3	*		  2	>	2	  ( .	0	A	(	) 	 B1E2  "D('DH	 1'  4E4  1F	 	 						  				 	
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	 	 O - m a r o o n 	 M f u s a 	 D a m u   y a   m z e e 	 W y n r o o i 	 K a at o n i n i s 	 S a r k a n b r kn s 	 K a s t a n p r u u n 	 Gaoavaoacxuv	 - 	 M a r o 	 .
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 	 .G0A(	 	 						 	 	 	 	 	 	 	 C a s t a n h o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I M P S _ T E X T _ C O L O R _ N A V Y 	 I M P S 	 C 0 5 7 _ 1 	 N a v y 	 N a v y 	 mͅr	 m݄r	 I3@4@I!	 A z u l   m a r i n o 	 B l e u   m a r i n e 	 M a r i n e b l a u 	 8@N7>2K9	 B l u 	 'D(-1J)	 A z u l   m a r i n h o 	 L a c i v e r t   	 M  u   x a n h   l    c  y   t h m 	 B i r u   l a u t 	 B i r u   l a u t 	 (	G	5	@		 	 	 	 S  t  t k  k 	 	 	 	 M a r i n e b l a u w 	 	 	 A l b a s t r u    n c h i s 	 	 	 	 	 (	G	5	M	9	@		 31EG  '	 1'  FD'  	 	 					 
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 
 S T R _ I M P S _ T E X T _ C O L O R _ R E D 	 I M P S 	 C 0 5 7 _ 1 	 R e d 	 R e d 	 }r	 ~r	 A	 R o j o 	 R o u g e 	 R o t 	 @0A=K9	 R o s s o 	 #-E1	 V e r m e l h o 	 K 1r m 1z 1	 M  u   	 M e r a h 	 M e r a h 	 2	>	2		 	 	 	 V  r  s 	 	 	 	 R o o d 	 	 	 R o _u 	 	 	 	 	 2	>	2		 B1E2	 31.	 	 				 2
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	 	 O b o m v u 	 B o m v u 	 N y e k u n d u 	 R o o i 	 R a u d o n a s 	 S a r k a n s 	 P u n a n e 	 ?atk	 	 R o _u 	 
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 
 S T R _ I M P S _ T E X T _ C O L O R _ B L U E 	 I M P S 	 C 0 5 7 _ 1 	 B l u e 	 B l u e 	 ͅr	 ݄r	 I3@4	 A z u l 	 B l e u 	 B l a u 	 !8=89	 A z z u r r o 	 #21B	 A z u l 	 M a v i   	 M  u   x a n h   l    c  y 	 B i r u 	 B i r u 	 (	@	2	>		 	 	 	 K  k 	 	 	 	 B l a u w 	 	 	 A l b a s t r u   d e s c h i s 	 	 	 	 	 (	?	3	>		 "(	 FD'	 	 				 (
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 
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 
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 
 S T R _ I M P S _ T E X T _ C O L O R _ F U C H S I A 	 I M P S 	 C 0 5 7 _ 1 	 F u c h s i a 	 F u c h s i a 	 +}}r	 +}~r	 A-!!H'	 F u c s i a 	 M a g e n t a 	 F u c h s i e n r o t 	  >7>2K9	 F u c s i a 	 'DAH4JG	 R o s a 	 E f l a t u n   	 M  u   m n   c h  n 	 F u s i a 	 F u c h s i a 	 +	M	/	B		6	?	/	>		 	 	 	 F u k s z i a 	 	 	 	 L i l a 	 	 	 R o z   i n t e n s 	 	 	 	 	 +	B		8	?	/	>		 (FA4	 3A/  31.	 	 							  	 +
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	 *M/A7?/>	 $C:AVO	 






	 	 O - F u c h s i a 	 F u c h s i a 	 D a m u   y a   m z e e 	 S k e l p i e n k 	 T a m s i a i   p u r p u r i n i s 	 T u m ai   p u r p u r s a r k a n s 	 F u k s i a p u n a n e 	 Vx}ka	 - 	 F u c s i a 	 +
M
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	 +A8?	 	 							 	 	 	 	 	 	 	 F  c s i a 
 
 S T R _ I M P S _ T E X T _ C O L O R _ A Q U A 	 I M P S 	 C 0 5 7 _ 1 	 A q u a 	 A q u a 	 4l}r	 4l~r	 @5"'C*	 A g u a 	 B l e u   p a c i f i q u e 	 A q u a m a r i n 	 >;C1>9	 C e l e s t e 	 FJDJ	 A z u l   c l a r o 	 D e n i z   m a v i s i 	 M  u   x a n h   n h t 	 A q u a 	 A k u a 	 		M	5	>		 	 	 	 K  k e s z  l d 	 	 	 	 A q u a 	 	 	 T u r c o a z 	 	 	 	 	 
		M	5	>		 3(2  E*E'D  (G  "(	 (H/	 	 						 
2
	 M5>	 :20	 



	 	 O - a q u a 	 A q u a 	 Y a   m a j i 	 S e e g r o e n 	 `v i e s i a i   m e l s v a s 	 A k v a m a r +n s 	 V e s i 	 >x~k  alkk  cxuv	 	 V e r d e - a l b a s t r u 	 

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	 *>#?	 	 						 	 	 	 	 	 	 	 A z u l - p i s c i n a 
 
 S T R _ I D _ I M P S _ T E X T _ B O L D 	 I M P S 	 I C O N T E X T 	 B o l d 	 B o l d 	 |Ԛ	 |SO	 1'+2	 N e g r i t a 	 G r a s 	 F e t t 	 8@=K9	 G r a s s e t t o 	 ',*1&	 N e g r i t o 	 K o y u 	 D n g   c h   m 	 T e b a l 	 T e b a l 	 ,	K	2	M	!		 	 	 	 F  l k  v  r 	 	 	 	 V e t 	 	 	 A l d i n 	 	 	 	 	 .	K		>		 *1G	 EHy'	 	 						 .
K

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	 	 O k u - B o l d 	 C a c i l e 	 K o z a 	 V e t d r u k 	 P a r y ak i n t a s 	 T r e k n r a k s t s 	 P a k s 	 Mezaa|	 	 A l d i n 	 ,
K
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 !
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	 ,K2M!	 	 	' 				 	 	 	 	 	 	 	 N e g r i t o 
 
 S T R _ I D _ I M P S _ T E X T _ I T A L I C 	 I M P S 	 I C O N T E X T 	 I t a l i c 	 I t a l i c 	 eԚ	 eSO	 1'@-5"	 C u r s i v a 	 I t a l i q u e 	 K u r s i v 	 C@A82	 C o r s i v o 	 E'&D	 I t  l i c o 	 0t a l i k   	 D n g   c h   n g h i  n g 	 M i r i n g 	 I t a l i k 	 		H	2	?			 	 	 	 D Ql t 	 	 	 	 C u r s i e f 	 	 	 C u r s i v 	 	 	 	 	 		>	2	?		M	8		 '*'D	 *1'	 	 							 

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	 >2?M	 C@A82	 





	 	 I - I t a l i c 	 K e k e l e 	 K i i t a l i k i 	 K u r s i e f 	 P a s v i r a s 	 K u r s +v s 	 K u r s i i v 	 Geraa|	 	 C u r s i v 	 
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7H-H2C#2"
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TUS9eS	 @%5H"A%1
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 S T R _ I D _ I M P S _ C O N T A C T _ L I S T _ C R E A T E D 	 I M P S 	 P O P U P 	 C o n t a c t   l i s t   c r e a t e d 	 C o n t a c t   l i s t   c r e a t e d 	 uR^Noa}NnU	 R^NT|NRh	 #2"
7H-5H4H-9*#I2A%I'	 L i s t a   d e   c o n t a c t o s   c r e a d a 	 L i s t e   d e s   c o n t a c t s   c r   e 	 K o n t a k t l i s t e   e r s t e l l t 	 !?8A>:  :>=B0:B>2  A>740=	 E l e n c o   c o n t a t t i   c r e a t o 	 *E  'F4'!  B'&E)  'D'*5'D	 L i s t a   d e   c o n t a c t o s   c r i a d a 	 K i _i   l i s t e s i   o l u _t u r u l d u   	    t o   d a n h   s  c h   n g i   c n   l i  n   h 	 D a f t a r   k o n t a k   t e l a h   d i b u a t 	 S e n a r a i   k e n a l a n   d i b u a t 	 8		*	0	M		  8	B		@	  8	C		?	$		 	 	 	 P a r t n e r l i s t a   l  t r e h o z v a 	 	 	 	 L i j s t   v a n   c o n t a c t p e r s o n e n   g e m a a k t 	 	 	 L i s t   d e   c o n t a c t e   c r e a t 	 	 	       	 	 8		*	0	M		  8	B		@	  (	?	0	M	.	>	#	  	G	2	@		 D3*  E.'7(  ','/  4/	 1'(7  A13*  (F'&  &	     	 							  				  				  			  						 8
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	     	 U h l u   l o x h u m a n a   n a y e   l w a k h i w e 	 U l u h l u   l o m q h a g a m s h e l w a   l u d a l i w e 	 O r o d h a   y a   m a j i n a   i m e u n d w a 	 K o n t a k l y s   g e s k e p 	 K o n t a k t s  s r a aa s   s u k u r t a s 	 K o n t a k t u   s a r a k s t s   i z v e i d o t s 	 K o n t a k t i d e   l o e n d   o n   l o o d u d 	 ?xvaovek  avoh  }ern~an  g	     	 L i s t   d e   c o n t a c t e   c r e a t 	 8
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 S T R _ I D _ I M P S _ C O N T A C T _ L I S T _ C H A N G E D 	 I M P S 	 P O P U P 	 C o n t a c t   l i s t   c h a n g e d 	 C o n t a c t   l i s t   c h a n g e d 	 O9eNoa}NnU	 O9eNT|NRh	 #2"
7H-5H4H-@%5H"A%A%I'	 L i s t a   d e   c o n t a c t o s   c a m b i a d a 	 L i s t e   d e s   c o n t a c t s   c h a n g  e 	 K o n t a k t l i s t e   g e  n d e r t 	 !?8A>:  :>=B0:B>2  87<5=5=	 E l e n c o   c o n t a t t i   c a m b i a t o 	 *E  *:J1  B'&E)  'D'*5'D	 L i s t a   d e   c o n t a c t o s   a l t e r a d a 	 K i _i   l i s t e s i   d e i _t i r i l d i   	    s a   d a n h   s  c h   n g i   c n   l i  n   h 	 D a f t a r   k o n t a k   b e r u b a h 	 S e n a r a i   k e n a l a n   d i t u k a r 	 8		*	0	M		  8	B		@	  *	0	?	5	0	M	$	?	$		 	 	 	 A   p a r t n e r l i s t a   m  d o s u l t 	 	 	 	 L i j s t   v a n   c o n t a c t p e r s o n e n   v e r a n d e r d 	 	 	 L i s t   d e   c o n t a c t e   m o d i f i c a t 	 	 	       	 	 8		*	0	M		  8	B		@	  ,	&	2	2	@		 D3*  E.'7(  *:1  1/	 1'(7  A13*  *(/D  1/'  '	     	 							  				  				  					 8
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	     	 U h l u   l o x h u m a n a   n a y e   l u s h i n t s h i w e 	 U l u h l u   l o m q h a g a m s h e l w a   l u t s h i n t s h i w e 	 O r o d h a   y a   m a j i n a   i m e b a d i l i s h w a 	 K o n t a k l y s   g e w y s i g 	 K o n t a k t s  s r a aa s   p a k e i s t a s 	 K o n t a k t u   s a r a k s t s   m a i n +t s 	 K o n t a k t i d e   l o e n d   m u u t u n u d 	 ?xvaovek  avoh  xm~an  g	     	 L i s t   d e   c o n t a c t e   m o d i f i c a t 	 8
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7H-5H4H-A%I'	 L i s t a   d e   c o n t a c t o s   e l i m i n a d a 	 L i s t e   d e s   c o n t a c t s   s u p p r i m  e 	 K o n t a k t l i s t e   g e l  s c h t 	 !?8A>:  :>=B0:B>2  C40;5=	 E l e n c o   c o n t a t t i   e l i m i n a t o 	 *E  E3-  B'&E)  'D'*5'D	 L i s t a   d e   c o n t a c t o s   e l i m i n a d a 	 K i _i   l i s t e s i   s i l i n d i   	    x  a   d a n h   s  c h   n g i   c n   l i  n   h 	 D a f t a r   k o n t a k   d i h a p u s 	 S e n a r a i   k e n a l a n   d i p a d a m 	 8		*	0	M		  8	B		@	  .	?		>		  			 	 	 	 P a r t n e r l i s t a   t  r  l v e 	 	 	 	 L i j s t   v a n   c o n t a c t p e r s o n e n   v e r w i j d e r d 	 	 	 L i s t   d e   c o n t a c t e   _t e a r s 	 	 	       	 	 8		*	0	M		  8	B		@	  *	A	8	B	(	  	>		2	@		 D3*  E.'7(  -0A  4/	 1'(7  A13*  Ey'/''	       	 							  				  					  			  						 8
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TUS9eS	 -8
22#@%5H"#2"2#	 L i s t a   d e   c o n c e s i o n e s   c a m b i a d a 	 L i s t e   d  a c c e p t a t i o n   c h a n g  e 	 G e w  h r u n g s l i s t e   g e  n d e r t 	 !?8A>:  02B>@87>20==KE  ?>;L7>20B5;59  87<5=8;AO	 E l e n c o   s i c u r i   c a m b i a t o 	 *E  *:J1  B'&E)  'DE3EH-	 A l t e r a d a   l i s t a   d e   c o n c e s s  e s 	 0z i n   l i s t e s i   d e i _t i r i l d i   	 T h a y   i   s   t r n g 	 D a f t a r   p e m b e r i a n   b e r u b a h 	 S e n a r a i   b e r i a n   d i t u k a r 	 	M	0	>			  8	B		@	  *	0	?	5	0	M	$	?	$		 	 	 	 A z   e n g e d  l y e z  s i   l i s t a   m  d o s u l t 	 	 	 	 T o e s t e m m i n g s l i j s t   v e r a n d e r d 	 	 	 L i s t   u t i l i z a t o r i   a c c e p t a ci 	 	 	     	 	 	M	0	E	(	M		  8	B		@	  ,	&	2	2	@		 D3*  '97'  E,H2  *:1  'A*	 1'Fy  A13*  *(/D  1/'  '	     	 											  				  				  					 .
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	     	 U h l u   l w e g r a n t i   l u s h i n t s h i w e 	 U l u h l u   l o n i k e z e l o   l u t s h i n t s h i w e 	 O r o d h a   y a   k u t o l e w a   i m e b a d i l i s h w a 	 T o e g e w i n g l y s   g e w y s i g 	 S u t e i k i m o   s r a aa s   p a k e i s t a s 	 A t <a u j u   s a r a k s t s   m a i n +t s 	 G r a n t - l i s t   o n   m u u t u n u d 	 Oatad~anvek  avoh  xm~el  g	       	 L i s t   a p r o b r i   m o d i f i c a t 	 
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 
 S T R _ I D _ I M P S _ G R A N T _ L I S T _ U S A G E C H A N G E 	 I M P S 	 P O P U P 	 G r a n t   l i s t   u s a g e   c h a n g e d 	 G r a n t   l i s t   u s a g e   c h a n g e d 	 }v
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TUS(ul9eS	 -8
22#@%5H"#2"2#C
I2	 U s o   d e   l a   l i s t a   d e   c o n c e s i o n e s   c a m b i a d o 	 L i s t e   d  a c c e p t a t i o n   u t i l i s a t i o n   c h a n g  e 	 N u t z u n g   d e r   G e w  h r u n g s l i s t e   g e  n d e r t 	 A?>;L7>20=85  A?8A:0  02B>@87>20==KE  ?>;L7>20B5;59  87<5=8;>AL	 U t i l i z z o   e l e n c o   s i c u r i   c a m b i a t o 	 *E  *:J1  '3*9E'D  B'&E)  'DE3EH-	 A l t e r a d a   u t i l i z a   o   d e   l i s t a   d e   c o n c e s s  e s 	 0z i n   l i s t e s i   k u l l a n 1m 1  d e i _t i r i l d i   	 T h a y   i   c  c h   d  n g   s   t r n g 	 P e n g g u n a a n   d a f t a r   p e m b e r i a n   b e r u b a h 	 P e n g g u n a a n   s e n a r a i   b e r i a n   d i t u k a r 	 	M	0	>			  8	B		@	  		*	/	K		  *	0	?	5	0	M	$	?	$		 	 	 	 A z   e n g e d  l y e z  s i   l i s t a   h a s z n  l a t a   m  d o s u l t 	 	 	 	 G e b r u i k   v a n   t o e s t e m m i n g s l i j s t   v e r a n d e r d 	 	 	 M o d u l   d e   u t i l i z a r e   a   l i s t e i   d e   u t i l i z a t o r i   a c c e p t a ci   a   f o s t   m o d i f i c a t 	 	 	       	 	 	M	0	E	(	M		  8	B		@	  5	>	*	0	>	$	  ,	&	2		 '1(1/  D3*  '97'  E,H2  *:1  'A*	 1'Fy  A13*  '3*9E'D  E  *(/D  	       	 											  					  							  				  					 .
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 S T R _ I D _ I M P S _ G R O U P _ C R E A T E D 	 I M P S 	 P O P U P 	 C h a t   r o o m   c r e a t e d 	 C h a t   r o o m   c r e a t e d 	 uR^NJ)Y[	 R^NJ)Y[	 *#I2+I-*2A%I'	 S a l a   d e   c h a r l a   c r e a d a 	 S a l o n   d e   c h a t   c r   	 C h a t r a u m   e r s t e l l t 	 '0B  A>740=	 C h a t   r o o m   c r e a t a 	 *E  'F4'!  :1B)    'D/1/4)	 S a l a   d e   c o n v e r s a   o   c r i a d a 	 S o h b e t   o d a s 1  o l u _t u r u l d u   	    t o   p h  n g   t  n   g u 	 R u a n g   o b r o l a n   t e l a h   d i b u a t 	 B i l i k   b u a l   d i b u a t 	 	H		  0	B	.	  8	C		?	$		 	 	 	 C s e v e g Qs z o b a   l  t r e h o z v a 	 	 	 	 C h a t r o o m   g e m a a k t 	 	 	 C a m e r   d e   d i s c u ci i   c r e a t 	 	 	   '   	 	 	E		  0	A	.		@	  (	?	0	M	.	?	$	@	  	G	2	@		 '*'B  A*H  ','/  4/	 y  1HE  (F''  '  	     	 					  			  				  			  						 
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 S T R _ I D _ I M P S _ G R O U P _ D E L E T E D 	 I M P S 	 P O P U P 	 C h a t   r o o m   d e l e t e d 	 C h a t   r o o m   d e l e t e d 	  RdNJ)Y[	  RdNJ)Y[	 %+I-*2A%I'	 S a l a   d e   c h a r l a   e l i m i n a d a 	 S a l o n   d e   c h a t   s u p p r i m  	 C h a t r a u m   g e l  s c h t 	 '0B  C40;5=	 C h a t   r o o m   e l i m i n a t a 	 *E  E3-  :1A)  'D/1/4)	 S a l a   d e   c o n v e r s a   o   e l i m i n a d a 	 S o h b e t   o d a s 1  s i l i n d i   	    x  a   p h  n g   t  n   g u 	 R u a n g   o b r o l a n   t e r h a p u s 	 B i l i k   b u a l   d i p a d a m 	 	H		  0	B	.	  .	?		>	/	>	  	/	>		 	 	 	 C s e v e g Qs z o b a   t  r  l v e 	 	 	 	 C h a t r o o m   v e r w i j d e r d 	 	 	 C a m e r   d e   d i s c u ci i   _t e a r s 	 	 	   '   	 	 	E		  0	A	.	  *	A	8	B	(	  	>		2	@		 '*'B  A*H  -0A  4/	 y  1HE  Ey''  '	     	 					  			  					  			  						 
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 S T R _ I D _ I M P S _ G R O U P _ M E M B E R S H I P _ G R A N T E D 	 I M P S 	 P O P U P 	 C h a t   r o o m   m e m b e r s h i p   g r a n t e d 	 C h a t   r o o m   m e m b e r s h i p   g r a n t e d 	 `OS_NbTǌ<h	 `OS_NbXTD<h	 -8
22#@G*!2
4+I-*2	 A s o c i a c i  n   a   l a   s a l a   d e   c h a r l a   g a r a n t i z a d a 	 S a l o n   d e   c h a t   m e m b r e   a c c e p t  	 C h a t r a u m - M i t g l i e d e r s c h a f t   g e w  h r t 	 K40=>  @07@5H5=85  =0  CG0AB85  2  G0B5	 A s s o c i a z i o n e   a l l a   c h a t   r o o m   g a r a n t i t a 	 'D96HJ)  'D:1A)  'D/1/4)  E3EH-	 C o n c e d i d a   c o n t a   d e   m e m b r o   d a   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1   y e l i i   v e r i l d i   	 B n      g i  n h   c   t   c  c h   l    h i   v i  n 	 K e a n g g o t a a n   r u a n g   o b r o l a n   d i b e r i k a n 	 K e a h l i a n   b i l i k   b u a l   d i b e r i k a n 	 	H		  0	B	.	  8	&	8	M	/	$	>	  &	@	  			 	 	 	 C s e v e g Qs z o b a - t a g s  g   m e g a d v a 	 	 	 	 L i d m a a t s c h a p   v a n   c h a t r o o m   t o e g e s t a a n 	 	 	 A c o r d a r e   s t a t u t   d e   m e m b r u   a l   c a m e r e i   d e   d i s c u ci i 	 	 	     '   	 	 	E		  0	A	.		G	  8	&	8	M	/	$	M	5	  &	?	2	G	  	 E,H2  96H*  '*'B  A*H  '97'  4/	 y  1HE  EE(1  4~  /  &	           	 					  			  							  							  			  						 
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4+I-*2	 A s o c i a c i  n   a   l a   s a l a   d e   c h a r l a   r e v o c a d a 	 S a l o n   d e   c h a t   m e m b r e   a n n u l  	 C h a t r a u m - M i t g l i e d e r s c h a f t   a u f g e h o b e n 	 B>720=>  @07@5H5=85  =0  CG0AB85  2  G0B5	 A s s o c i a z i o n e   a l l a   c h a t   r o o m   r e v o c a t a 	 'D96HJ)  'D:1A)  'D/1/4)  E(7D	 C a n c e l a d a   c o n t a   d e   m e m b r o   d a   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1   y e l i i   i p t a l   e d i l d i   	 T   c  c h   h i   v i  n   c a   b n      b   h y   b 	 K e a n g g o t a a n   r u a n g   o b r o l a n   d i t a r i k 	 K e a h l i a n   b i l i k   b u a l   d i b a t a l k a n 	 	H		  0	B	.	  8	&	8	M	/	$	>	  0	&	M	&		 	 	 	 C s e v e g Qs z o b a - t a g s  g   v i s s z a v o n v a 	 	 	 	 L i d m a a t s c h a p   v a n   c h a t r o o m   i n g e t r o k k e n 	 	 	 R e v o c a r e   s t a t u t   d e   m e m b r u   a l   c a m e r e i   d e   d i s c u ci i 	 	 	     '   	 	 	E		  0	A	.		G	  8	&	8	M	/	$	M	5	  0	&	M	&	  	>	2	G		 96H*  '*'B  A*H  D:H  4/	 y  1HE  EE(14~  EF3H.  1/  &	           	 					  			  							  		  			  						 
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 
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4
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A%I'	 P r i o r i d a d   d e   s e s i  n   a j u s t a d a 	 P r i o r i t    d e   s e s s i o n   m o d i f i  e 	 S i t z u n g s p r i o r i t  t   e i n g e s t e l l t 	 @8>@8B5B  A50=A0  =0AB@>5=	 P r i o r i t    d e l l a   s e s s i o n e   a g g i u s t a t a 	 *E  6(7  -H'1  'D'HDJ)	 A j u s t a d a   p r i o r i d a d e   d e   s e s s  o 	 O t u r u m    n c e l i i   a y a r l a n d 1  	    i u   c h n h   c p   u   t i  n   h i   t h o i 	 P r i o r i t a s   s e s i   d i s e s u a i k a n 	 K e u t a m a a n   s e s i   d i l a r a s k a n 	 8	$	M	0	  *	M	0	>	%	.	?		$	>	  	!		8	M		  	@	  			 	 	 	 A   m u n k a m e n e t   p r i o r i t  s  n a k   m  d o s  t  s a   m e g t  r t  n t 	 	 	 	 S e s s i e p r i o r i t e i t   b i j g e w e r k t 	 	 	 P r i o r i t a t e   s e s i u n e   r e g l a t 	 	 	     	 	 8	$	M	0	  *	M	0	'	>	(	M	/	G	  	A	3	5	B	(	  	G	$	2	@		 'HDH*  ,D3G  *F8E  4/	 34F  'HD*      *5--    &	     	 						  											  										  			  						 8
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I@%5H"A%A%I'	 I D   d e   u s u a r i o   c a m b i a d a 	 I D   d e   l  u t i l i s a t e u r   c h a n g  	 B e n u t z e r - I D   g e  n d e r t 	 45=B8D8:0B>@  ?>;L7>20B5;O  87<5=5=	 I D   u t e n t e   c a m b i a t o 	 *E  *:J1GHJ)  'DE3*./E	 I D   d o   u t i l i z a d o r   a l t e r a d a 	 K u l l a n 1c 1  k i m l i i   d e i _t i r i l d i 	    s a   I D   n g i   s   d n g 	 I D   p e n g g u n a   b e r u b a h 	 I D   p e n g g u n a   d i t u k a r 	 /	B		<	0	  		!	@	  *	0	?	5	0	M	$	?	$		 	 	 	 F e l h a s z n  l  i   a z o n o s  t    m  d o s  t v a 	 	 	 	 G e b r u i k e r s - I D   v e r a n d e r d 	 	 	 M o d i f i c a r e   i d e n t i t a t e   u t i l i z a t o r 	 	 	     	 	 /	B		0	  	/	!	@	  ,	&	2	>		 4F'3G  '1(1  *:1  'A*	 H21  "&    *(/D  1/  &	     	 											    				  				  					 
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 S T R _ I D _ I M P S _ N E W _ P A _ A U T H 	 I M P S 	 P O P U P 	 N e w   p r e s e n c e   a u t h e n t i c a t i o n 	 N e w   p r e s e n c e   a u t h e n t i c a t i o n 	 eIˊBl	 eBl	 2#4*9L1'#45HA*C+!H	 N u e v a   a u t e n t i c a c i  n   d e   p r e s e n c i a 	 A u t h e n t i f i c a t i o n   d e   n o u v e l l e   p r  s e n c e 	 N e u e   A n w e s e n h e i t s a u t h e n t i f i z i e r u n g 	 >20O  ?@>25@:0  ?>4;8==>AB8  ?@8ACBAB28O	 A u t e n t i c a z i o n e   n u o v a   p r e s e n z a 	 7D(  'D4G'/)  'D,/J/)	 A u t e n t i c a   o   d e   n o v a   p r e s e n  a 	 Y e n i   b u l u n m a   d o r u l a m a s 1  	 Y  u   c u   x  c   n h n   m i 	 O t e n t i k a s i   k e h a d i r a n   b a r u 	 P e n g e s a h a n   k e h a d i r a n   b a r u 	 (		  		*	8	M	%	?	$	?	  8	$	M	/	>	*	?	$		 	 	 	  j   j e l e n l  t - h i t e l e s  t  s 	 	 	 	 A u t e n t i c a t i e   v a n   n i e u w e   a a n w e z i g h e i d 	 	 	 A u t e n t i f i c a r e   p r e z e n c  n o u 	 	 	     	 	 (	5	@	(	  		*	8	M	%	?	$	@		>	  	8	M	8	2	*	#	>		 *#/  '9*('1  -6H1  ,//	 F&  EH,H/    *H+B	         	 				  								  										 (
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 
 S T R _ I D _ I M P S _ P A _ A U T H _ N O T E 	 I M P S 	 U N L I M 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   A c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 `Ovr`Oo`cST	 `Ovr`Oo`cST	 -*202#@G*!2
4%H'+I2, "-!#1+#7-D!H? 	 S u s c r i b i r   s u   a t r i b u t o   d e   p r e s e n c i a ,    a c e p t a r ? 	 S o u s c r i r e   l  a t t r i b u t   d e   v o t r e   p r  s e n c e ,   a c c e p t e r  ? 	 I h r   A n w e s e n h e i t s a t t r i b u t   a b o n n i e r e n ,   a k z e p t i e r e n ? 	 >4?8A:0  =0  0B@81CB  ?@8ACBAB28O.    07@5H8BL? 	 I n v i a   a t t r i b u t o   d e l l a   t u a   p r e s e n z a ,   a c c e t t a r e ? 	 '4*1C  13'D*C  'D-'DJ), B(HD	 S u b s c r e v e r   o   a t r i b u t o   d e   p r e s e n  a ? 	 B u l u n m a    z e l l i i n i   k a y d e t ,   k a b u l   e d i y o r   m u s u n ? 	 t   t r n g   t h  i   t i n   n h n   c a   b n , n g      k h  n g ? 	 B e r l a n g g a n g a n   a t r i b u t   k e h a d i r a n   A n d a ,   t e r i m a ? 	 L a n g g a n   a t r i b u t   k e h a d i r a n   a n d a ,   t e r i m a ? 	 	*	(	@	  		*	8	M	%	?	$	?	  5	?	6	G	7	$	>	  8	,	M	8	M		M	0	>		,	  	0	G		,   8	M	5	@		>	0	M	/	? 	 	 	 	 F i z e s s e n   e l Q  j e l e n l  t i   j e l l e m z Qr e ,   e l f o g a d j a ? 	 	 	 	 A b o n n e r e n   o p   a a n w e z i g h e i d s i n f o r m a t i e ,   a c c e p t e r e n ? 	 	 	 S e    n s c r i u   a t r i b u t e l e   p r e z e n ce i   d v s .   A c c e p t a ci ? 	 	 	         ,   ? 	 	 	*	2	G	  8	'	M	/	>		G	  		M	0	?	,	M	/	B		  8	,	8	M		M	0	>		,	  	0	#	G	,   8	M	5	@		>	0	>	/		G	? 	 '4*1'  H  -6H1  .H/  1'  *#/  E  F/	 '~F  EH,H/  'y1(Hy  H  3(31'&(  ,&	       ,   ? 	 					  									  									  										,   							  				? 	 
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?  	       .   ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 A a n v a a r   i n t e k e n i n g   t o t   j o u   t e e n w o o r d i g h e i d s e i e n s k a p ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 S u b s c r i b e   y o u r   p r e s e n c e   a t t r i b u t e ,   a c c e p t ? 	 	 	 	 						  							  									  											  			,   					  						? 	 	 	 	 	 	 	 	 S u b s c r e v e r   s e u   a t r i b u t o   d e   p r e s e n  a ,   a c e i t a r ? 	 	 	 	 	 	 	 	 N a h i   d u z u n   g a i a r e n   h a r p i d e d u n   b i h u r t u ;   a d o s ? 	 I - s u b s c r i b e   a n g   k a t a n g i a n g   n g   i y o n g   p r e s e n s i y a ,   t a n g g a p i n ? 	 S u b s c r i b a   o   s e u   a t r i b u t o   d e   p r e s e n z a ,   a c e p t a r ? 	 M e e   k a   a m a t a   n j i r i m a r a   g , n a b a t a ? 	 L i o s t  i l   d o   t h r  i t h   l  i t h r e a c h t a ,   g l a c   l e i s ? 
 
 S T R _ I D _ I M P S _ N E W _ S Y S T E M _ M E S S A G E 	 I M P S 	 P O P U P 	 I M P S   N e w   S y s t e m   M e s s a g e 	 I M   n e w   s y s t e m   m e s s a g e 	 sSBf
o`e|q}
o`	 sSeOo`e|~Oo`	 I-'2!#0  I M   C+!H	 N u e v o   m e n s a j e   d e   s i s t e m a   M e n s a j e   I n s t a n t  n e o   	 I M   n o u v e a u   m e s s a g e   s y s t  m e 	 I M   n e u e   S y s t e m m i t t e i l u n g 	 >2>5  A8AB5<=>5  A>>1I5=85  I M P S 	 N u o v o   m e s s a g g i o   I M P S   d e l   s i s t e m a 	 13'&D  'DF8'E  'D,/J/	 N o v a   m e n s a g e m   i n s t a n t  n e a 	 I M P S   y e n i   s i s t e m   i l e t i s i 	 H   t h n g   t i n   t c   m i 	 P e s a n   s i s t e m   b a r u   I M 	 M e s e j   s i s t e m   b a r u   I M 	 I M P S   (	/	>	  8	?	8	M		.	  8		&	G	6		 	 	 	 I M    j   r e n d s z e r  z e n e t 	 	 	 	 I M   n i e u w   s y s t e e m b e r i c h t 	 	 	 M e s a j   d e   s i s t e m   I M P S   n o u 	 	 	       	 	 (	5	@	(	  *	M	0	#	>	2	@	  8		&	G	6		 ~'E  33*E  ,//  I M 	 F'  33yE  ~:'E	     	 		. 		. 		. 		  				  							  							 (
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 
 S T R _ I D _ I M P S _ C O N T E N T _ P O L I C Y _ E X T R A _ C O S T 	 I M P S 	 P O P U P C O N F I R M 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   C o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 勅Q[\&^egDR9(u~~T	 勅Q[\&^egDR9(u~~T	 0!5H2C
IH2"2-"H2@4H!6I, 3H-+#7-D!H? 	 S e   a  a d i r    a l g  n   c a r g o   e x t r a .    C o n t i n u a r ? 	 D e s   f r a i s   e x t r a   s e r o n t   a j o u t  s ,   c o n t i n u e r  ? 	 E i n e   Z u s a t z g e b  h r   w i r d   h i n z u g e f  g t ,   f o r t s e t z e n ? 	 >B@51C5BAO  4>?>;=8B5;L=0O  ?;0B0.   @>4>;68BL? 	 V e r r    a g g i u n t o   u n   c o s t o   e x t r a ,   c o n t i n u a r e ? 	 ((96  13HE  '6'AJ)  3*6'A, *H'5D	 T a r i f a   e x t r a ,   c o n t i n u a r ? 	 B a z 1  e k s t r a    c r e t l e r   e k l e n e c e k ,   d e v a m   e t m e k   i s t i y o r   m u s u n ? 	 N i   d u n g   n  y   s   k  m   t h  m   p h    p h , t i p   t c   k h  n g ? 	 S e j u m l a h   b i a y a   l a i n n y a   a k a n   d i t a m b a h k a n ,   l a n j u t k a n ? 	 B e b e r a p a   c a j   t a m b a h a n   a k a n   d i t a m b a h ,   t e r u s k a n ? 	 	A		  	$	?	0	?		M	$	  6	A	2	M		  	K	!	<	>	  	>			>	,   	>	0	@	  0		G		? 	 	 	 	 N  m i   t  b b l e t k  l t s  g g e l   j  r ,   f o l y t a t j a ? 	 	 	 	 E r   w o r d e n   e x t r a   k o s t e n   i n   r e k e n i n g   g e b r a c h t ,   v e r d e r g a a n ? 	 	 	 S e   v o r   p e r c e p e   t a x e   s u p l i m e n t a r e .   D o r i ci   s   c o n t i n u a ci ? 	 	 	       ,     ? 	 	 	>	9	@	  	$	?	0	?		M	$	  	>	0	M		  	>	$	2	>	  	>		2	,   	>	2	B	   	G	5	>	/		G	? 	 EB/'1  G2FG  '6'A  '6'AG  E  4H/  '/'EG  E  /G/	   2'&/  '1,  D  '  ,'1  1	       ,   ? 	 				  								  				  			  			  			,   						  		? 	 
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?  	       ,   ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	  n   E k s t r a   f o o i   s a l   b y g e v o e g   w o r d ,   g a a n   v o o r t ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 S o m e   e x t r a   c h a r g e   w i l l   b e   a d d e d ,   c o n t i n u e ? 	 	 	 	 								  					  			  	' 	,   							  							? 	 	 	 	 	 	 	 	 C o b r a n  a   e x t r a   s e r    a d i c i o n a d a ,   c o n t i n u a r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ C O N T E N T _ P O L I C Y _ R E J E C T 	 I M P S 	 P O P U P 	 T h e   c o n t e n t   i s   l a r g e r   t h a n   t h e   l i m i t a t i o n 	 T h e   c o n t e n t   i s   l a r g e r   t h a n   t h e   l i m i t a t i o n 	 勅Q[ǏP6R	 勅Q[ǏP6R	 @7I-+2C+
H@455H3+D'I	 E l   c o n t e n i d o   e s   m a y o r   q u e   l a   l i m i t a c i  n 	 L e   c o n t e n u   e s t   p l u s   g r a n d   q u e   l a   l i m i t e 	 D e r   I n h a l t   i s t   g r   e r   a l s   d i e   B e g r e n z u n g 	  07<5@  A>45@68<>3>  ?@52KH05B  4>?CAB8<K9	 I l   c o n t e n u t o      s u p e r i o r e   a l l a   l i m i t a z i o n e 	 'DE-*HJ'*  C(J1)  ,/'	 C o n t e  d o   e x c e d e   l i m i t a   o 	 0 e r i k   s 1n 1r l a m a d a n   d a h a   b  y  k     	 N i   d u n g   n  y   v t   q u    h n   c h 	 K o n t e n   l e b i h   b e s a r   d a r i p a d a   p e m b a t a s a n 	 K a n d u n g a n   l e b i h   b e s a r   d a r i p a d a   h a d n y a 	 5	?	7	/	- 5	8	M	$	A	  8	@	.	>	  8	G	  	'	?		  ,	!	<	@	  9	H		 	 	 	 A   t a r t a l o m   m  r e t e   m e g h a l a d j a   a   k o r l  t o t 	 	 	 	 D e   i n h o u d   i s   g r o t e r   d a n   d e   b e p e r k i n g 	 	 	 D i m e n s i u n e a   c o n ci n u t u l u i   d e p _e _t e   l i m i t a   i m p u s . 	 	 	     	 	 			G			  .	0	M	/	>	&	G	*	G		M	7	>	  	>	8	M	$	  	9	G		 E-*H'  (21*1  '2  -/  '3*	 E4*ED'*  DEy  3  2'/  	         	 											  					  				  				  				 .

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I"2'@4D	 I D   d e   u s u a r i o   d e m a s i a d o   l a r g o 	 I D   d e   l  u t i l i s a t e u r   t r o p   l o n g 	 U s e r - I D   z u   l a n g 	 !;8H:><  4;8==K9  845=B8D8:0B>@	 I D   u t e n t e   t r o p p o   l u n g o 	 GHJ)  'DE3*./E  7HJD  ,/'	 I D   d e   u t i l i z a d o r   d e m a s i a d o   l o n g a 	 K u l l a n 1c 1  k i m l i i    o k   u z u n 	 I D   n g i   s   d n g   q u    d  i 	 I D   p e n g g u n a   t e r l a l u   p a n j a n g 	 I D   p e n g g u n a   t e r l a l u   p a n j a n g 	 /	B		<	0	  		!	@	  	'	?		  ,	!	<	>		 	 	 	 A   f e l h a s z n  l  i   a z o n o s  t    t  l   h o s s z  	 	 	 	 G e b r u i k e r s I D   t e   l a n g 	 	 	 I d e n t i t a t e   u t i l i z a t o r   p r e a   l u n g 	 	 	       	 	 /	B		0	  	/	!	@	  	'	?		  &	@	0	M			 4F'3G  '1(1  7HD'F  '3*	 H21  "&    (*  DE('	     	 											  				  				  						 
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 S T R _ I D _ I M P S _ I N V A L I D _ F R I E N D L Y _ N A M E 	 I M P S 	 P O P U P 	 I n v a l i d   f r i e n d l y   n a m e 	 I n v a l i d   f r i e n d l y   n a m e 	 !qHevS}Y1z|T	 eHevS}Yy|T	 	2"2D!H9I-	 N o m b r e   i n f o r m a l   n o   v  l i d o 	 A l i a s   i n v a l i d e 	 F r e u n d l i c h e r   N a m e   u n g  l t i g 	 54>?CAB8<>5  :@0B:>5  8<O	 S o p r a n n o m e   n o n   v a l i d o 	 '3E  'D5/JB  :J1  5'D-	 D i m i n u t i v o   i n v  l i d o 	 G e  e r s i z   k u l l a n 1l a n   a d   	 T  n   t h  n   m t   k h  n g   h p   l 	 N a m a   d e k a t   t i d a k   v a l i d 	 N a m a   r a m a h   t i d a k   s a h 	 	5	H	'	  .	?	$	M	0	5	$	M	  (	>	.		 	 	 	  r v  n y t e l e n   b e c e n  v 	 	 	 	 O n g e l d i g e   v r i e n d e l i j k e   n a a m 	 	 	 N u m e l e   d e   a l i n t   e s t e   n e v a l i d 	 	 	       	 	 	5	H	'	  .	H	$	M	0	@	*	B	0	M	#	  (	>		5		 F'E  /H3*'FG  E9*(1  F3*	 /H3*'F  F'E  :D7	     	 				  					  				 
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i a s   f a i l a s 	 T u k as   f a i l s 	 T  h i   f a i l 	 4aao  aul	     	 F i _i e r   g o l 	 +
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o`	 Oo`	 I-'2!@*5"	 M e n s a j e   d e   v o z 	 M e s s a g e   v o c a l 	 V o i c e - M i t t e i l u n g 	 >;>A>2>5  A>>1I5=85	 M e s s a g g i o   v o c a l e 	 13'D)  'D5H*	 M e n s a g e m   d e   v o z 	 S e s l i   i l e t i 	 T i n   n h n   n g    m 	 P e s a n   s u a r a 	 M e s e j   s u a r a 	 5	I	/	8	  8		&	G	6		 	 	 	 H a n g   z e n e t 	 	 	 	 S t e m b e r i c h t 	 	 	 M e s a j   v o c a l 	 	 	   	 	 	 ~'E  5H*	 	 	 					  							 	 	 	 



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o`	 VGrOo`	 I-'2! 2	 M e n s a j e   d e   i m a g e n 	 M e s s a g e   i m a g e 	 B i l d m i t t e i l u n g 	 !>>1I5=85  A  87>1@065=85<	 M e s s a g g i o   i m m a g i n e 	 13'D)  'D5H1)	 M e n s a g e m   d e   i m a g e m 	 R e s i m l i   i l e t i   	 T i n   n h n   n h 	 P e s a n   g a m b a r 	 M e s e j   g a m b a r 	 *	?		M		0	  8		&	G	6		 	 	 	 K  p  z e n e t 	 	 	 	 B e e l d b e r i c h t 	 	 	 M e s a j   i m a g i n e 	 	 	   	 	 	 ~'E  *5H1	 	 	 			  							 	 	 	 




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o`	 ƉOo`	 I-'2!'45B-	 M e n s a j e   d e   v  d e o 	 M e s s a g e   v i d  o 	 V i d e o m i t t e i l u n g 	 845>A>>1I5=85	 M e s s a g g i o   v i d e o 	 13'D)  'DAJ/JH	 M e n s a g e m   d e   v  d e o 	 G  r  n t  l    i l e t i   	 T i n   n h n   V i d e o 	 P e s a n   v i d e o 	 M e s e j   v i d e o 	 5	@	!	?	/	K	  8		&	G	6		 	 	 	 V i d e     z e n e t 	 	 	 	 V i d e o b e r i c h t 	 	 	 M e s a j   v i d e o 	 	 	   	 	 	 ~'E  H/H	 	 	 					  							 	 	 	 





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	 	 L a l e l a 	 M a m e l a 	 S i k i l i z a 	 L u i s t e r 	 K l a u s y t i 	 K l a u s i e t i e s 	 K u u l a 	 Hvovdel	 	 A s c u l t a r e 	 6
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I	 D e c i d i d o   p o r   u s u a r i o 	 D  c i d    p a r   l ' u t i l i s a t e u r 	 E n t s c h i e d e n   v o n   N u t z e r 	 ?@545;O5BAO  ?>;L7>20B5;5<	 D e c i s o   d a l l  u t e n t e 	 *B11  EF  B(D  'DE3*./E	 D e c i d i d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a r a f 1n d a n   k a r a r   	 N g i   s   d n g   q u y t   n h 	 D i t e t a p k a n   o l e h   p e n g g u n a 	 D i p u t u s k a n   o l e h   p e n g g u n a 	 		*	/	K			0	M	$	>	  &	M	5	>	0	>	  (	?	0	M	#	/	  2	?	/	>	  	/	>		 	 	 	 F e l h a s z n  l    d  n t  s e 	 	 	 	 B e s l i s t   d o o r   g e b r u i k e r 	 	 	 D e c i d e ci    n   f u n c ci e   d e   u t i l i z a t o r 	 	 	       	 	 	 *H37  '1(1  *9F  1//G	 	 	 												  										 	 	 	 









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 S T R _ I D _ I M P S _ A U T O _ S A V E 	 I M P S 	 I C O N T E X T 	 A u t o   S a v e 	 A u t o   s a v e 	 R2QX[	 ꁨROX[	 16-1B!14	 G u a r d a r   a u t o m  t i c a m e n t e 	 E n r e g i s t r e m e n t   a u t o 	 A u t o m .   s p e i c h e r n 	 2B>A>E@0=5=85	 S a l v a t a g g i o   a u t o m a t i c o 	 -A8  #DJ'	 G u a r d a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   k a y d e t   	 T   n g   l u   l i 	 P e n y i m p a n a n   o t o m a t i s 	 S i m p a n   a u t o 	 		K	  8	G	5		 	 	 	 A u t o .   m e n t  s 	 	 	 	 A u t o m a t i s c h   o p s l a a n 	 	 	 S a l v a r e   a u t o m a t 	 	 	   	 	 	 0.1G  .H/'1	 	 	 										  						 	 	 	 




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 
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 S T R _ I D _ I M P S _ L O G I N _ M O D E 	 I M P S 	 I C O N T E X T 	 L o g i n   M o d e 	 L o g i n   m o d e 	 {veQ!j_	 {vU_!j_	 B+!%G--4	 M o d o   d e   i n i c i o   d e   s e s i  n 	 M o d e   d e   c o n n e x i o n 	 E i n l o g m o d u s 	  568<  2E>40  2  A8AB5<C	 M o d a i l t    d i   a c c e s s o 	 4CD  'D*3,JD	 M o d o   d e   i n  c i o   d e   s e s s  o 	 O t u r u m   a  m a   m o d u 	 C h     n g   n h p 	 M o d u s   l o g i n 	 M o d   l o g   m a s u k 	 2	I			(	  .	K	!		 	 	 	 B e j e l e n t k e z  s i   m  d 	 	 	 	 A a n m e l d i n g s s t a n d 	 	 	 M o d   d e   c o n e c t a r e 	 	 	   	 	 	 -'D*  H1H/  (G  33*E	 	 	 		
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 
 S T R _ I D _ I M P S _ L O G I N _ S E C U R E 	 I M P S 	 C 0 5 7 _ 1 	 S e c u r e 	 S e c u r e 	 [hQ	 [hQ	 %- 1"	 S e g u r o 	 S  c u r i s  	 S i c h e r n 	 57>?0A=K9	 S i c u r a   	 'D'EF	 S e g u r o 	 G  v e n l i   	 A n   t o  n 	 A m a n 	 S e l a m a t 	 8	A	0		M	7	?	$		 	 	 	 B i z t o n s  g o s 	 	 	 	 B e v e i l i g d 	 	 	 S e c u r i z a t 	 	 	 	 	 	 'EF	 	 	 									 	 	 	 







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 S T R _ I D _ I M P S _ T E M P L A T E _ 2 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   2 	 H o w   a b o u t   l u n c h ? 	 HSbT	 ~[̑V5u݋0	 2-2+2#%2'1D+!? 	  C o m e m o s ? 	 V o u l e z - v o u s   a l l e r   m a n g e r  ? 	 M i t t a g e s s e n   O K ? 	 >>15405<  2<5AB5? 	 C h e   n e   d i r e s t i   d i   p r a n z a r e   i n s i e m e ? 	 E'0'  9F  'D:/'!	 Q u e   t a l   a l m o  a r m o s ? 	 Y e m e e   n e   d e r s i n ?   	 B a   t r a   t h   n  o ? 	 B a g a i m a n a   k a l a u   m a k a n   s i a n g ? 	 M a r i   m a k a n   t e n g a h   h a r i ? 	 2			  *	0	  	2	G		? 	 	 	 	 E b  d e l  n k ? 	 	 	 	 Z u l l e n   w e   l u n c h e n ? 	 	 	 V r e i   s   i e i   p r  n z u l   c u   m i n e ? 	 	 	       ? 	 	 	 ('  F'G'1  EH'AB/	 	 	 							  				  				? 	 	 	 	 





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? 	   ? 	 K a n j a n i   n g e l a n t s h i ? 	 K u n j a n i   n g e d i n a l a ? 	 N i   v i p i   k u h u s u   c h a k u l a   c h a   m c h a n a ? 	 H o e   k l i n k   m i d d a g e t e ? 	 G a l   p a p i e t a u j a m ? 	 K   b kt u   a r   p u s d i e n m ? 	 K a s   l  h e k s   l  u n a l e ? 	 Cawe^v	       ? 	 V r e i   s   i e i   p r  n z u l   c u   m i n e ? 	 	
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 
 S T R _ I D _ I M P S _ T E M P L A T E _ 3 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   3 	 B e   r i g h t   b a c k . 	  N[gVO0	 bs(W__Zf NN~`OSb5u݋0	 @5K"'%1!2	 V u e l v o   e n s e g u i d a . 	 J e   v a i s   r e v e n i r   d a n s   u n   i n s t a n t . 	 B i n   g l e i c h   z u r  c k . 	 !:>@>  25@=CAL. 	 T o r n o   s u b i t o . 	 3HA  #9H/  'DJ  (J*	 V o l t o   j  . 	 H e m e n   d  n e c e k . 	 Q u a y   l i   n g a y 	 S e g e r a   k e m b a l i . 	 T u n g g u   s e k e j a p . 	 	2	M	&	  2	L		G			 	 	 	 R  g t  n   j  v  k . 	 	 	 	 I k   b e n   z o   t e r u g . 	 	 	 M    n t o r c   i m e d i a t . 	 	 	   / 	 	 	 2H/  (1E  1/E. 	 	 	 			
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. 	   . 	 N g i y a b u y a   m a n j e . 	 N d i y a b u y a . 	 N i t a r u d i   s a h i i   t u . 	 E k ' s   n o u - n o u   t e r u g . 	 T u o j   g r /ai u . 	 T kl +t   b kau   a t p a k a <. 	 T u l e n   k o h e   t a g a s i 	 @kta  o~eadavat	   . 	 M    n t o r c   i m e d i a t . 	 	

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 
 S T R _ I D _ I M P S _ T E M P L A T E _ 4 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   4 	 I   a m   b u s y   n o w . 	 bs(W__0	 b	gNZf NpV[0	 "8H-"9H-5I	 A h o r a   e s t o y   o c u p a d o . 	 J e   s u i s   o c c u p    m a i n t e n a n t . 	 B i n   j e t z t   b e s c h  f t i g t . 	 /  A59G0A  70=OB. 	 O r a   s o n o   o c c u p a t o . 	 #F'  E4:HD  'D'F. 	 E s t o u   o c u p a d o . 	 ^u   a n d a   m e _g u l  m   	 T  i   a n g   b n 	 S a y a   s e d a n g   s i b u k . 	 S a y a   s i b u k   s e k a r a n g . 	 .	H		  	-	@	  5	M	/	8	M	$	  9	B		. 	 	 	 	 M o s t    p p e n   e l f o g l a l t   v a g y o k . 	 	 	 	 I k   h e b   h e t   n u   d r u k . 	 	 	 A c u m   s u n t   o c u p a t . 	 	 	   /   	 	 	 'D"F  1A*'1E. 	 	 	 			  			  							 	 	 	 


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. 	     . 	 N g i b h i z i   m a n j e . 	 N d i x a k e k i l e   n g o k u . 	 N i n a s h u g h u l i   s a s a . 	 E k   i s   t a n s   b e s i g . 	 D a b a r   l a b a i   u ~s i m s   ( - u s i ) . 	 E s m u   a i z Fe m t s . 	 O l e n   p r a e g u   h  i v a t u d . 	 5}  pkta  fbar~an  et	     . 	 A c u m   s u n t   o c u p a t . 	 
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 S T R _ I D _ I M P S _ T E M P L A T E _ 5 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   5 	 S o r r y ! 	 bIk	 `Os(W(WT̑	 -- 1"! 	 L o   s i e n t o . 	 D  s o l   ! 	 T u t   m i r   l e i d ! 	 728=8B5! 	 S p i a c e n t e ! 	 9AH'	 D e s c u l p a ! 	  z g  n  m !   	 X i n   l i 	 M a a f ! 	 M i n t a   m a a f ! 	 .	>	+	<	  	@		?		! 	 	 	 	 E l n  z  s t ! 	 	 	 	 S o r r y ! 	 	 	  m i   p a r e   r u ! 	 	 	 / ! 	 	 	 E*#3AE! 	 	 	 						! 	 	 	 	 





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! 	 ! 	 N g i y a x o l i s a ! 	 U x o l o ! 	 P o l e ! 	 J a m m e r ! 	 A t s i p r a aa u ! 	 P i e d o d ! 	 V a b a n d u s t ! 	 ?vee}\  	 ! 	  m i   p a r e   r u ! 	 8
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 S T R _ I D _ I M P S _ T E M P L A T E _ 6 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   6 	 T h a n k   y o u ! 	 	 `ONHNeP0R	 -8! 	 G r a c i a s . 	 M e r c i  ! 	 D a n k e ! 	 !?0A81>! 	 G r a z i e ! 	 4C1'	 O b r i g a d o ! 	 T e _e k k  r l e r ! 	 C  m   n 	 T e r i m a   k a s i h ! 	 T e r i m a   k a s i h ! 	 '	(	M	/	5	>	&	! 	 	 	 	 K  s z  n  m ! 	 	 	 	 D a n k   j e ! 	 	 	 M u l cu m e s c ! 	 	 	 ! 	 	 	 E*41E! 	 	 	 							! 	 	 	 	 



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! 	 ! 	 N g i y a b o n g a ! 	 E n k o s i ! 	 A s a n t e ! 	 B a i e   d a n k i e ! 	 A 
i k! 	 P a l d i e s ! 	 T  n a n ! 	 Gvxpaoalxiuxv\  	 ! 	 M u l cu m e s c ! 	 (
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 
 S T R _ I D _ I M P S _ T E M P L A T E _ 7 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   7 	 H o w   w a s   t h e   d a y ? 	 N)Y`#j	 	gzz~bSb5u݋0	 '15I@G-"H2D#I2? 	  Q u    t a l   e l   d  a ? 	 C o m m e n t   e s t   v o t r e   j o u r  ? 	 W i e   w a r   d e r   T a g ? 	 0:  ?@>H5;  45=L? 	 C o m '    a n d a t a   l a   g i o r n a t a ? 	 CJA  CF*  'DJHE	 C o m o   c o r r e u   o   d i a ? 	 G  n  n   n a s 1l   g e  t i ? 	 N g  y   h  m   n a y   t h   n  o ? 	 B a g a i m a n a   h a r i m u ? 	 B a g a i m a n a   h a r i   i n i ? 	 &	?	(	  	H	8	>	  0	9	>	? 	 	 	 	 M i l y e n   v o l t   a   n a p o d ? 	 	 	 	 F i j n e   d a g   g e h a d ? 	 	 	 C u m   a   f o s t   a z i ? 	 	 	       ? 	 	 	 'E1H2  7H1  04*	 	 	 					  				  			? 	 	 	 	 



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? 	     ? 	 B e l u n j a n i   u s u k u ? 	 B e l u n j a n i   u s u k u   ? 	 S i k u   i l i k u w a   a j e ? 	 H o e   w a s   j o u   d a g ? 	 K a i p   p r a j o   d i e n a ? 	 K   ao d i e n   g j a ? 	 K u i d a s   p  e v   m   d u s ? 	 ;vyze^}  ava~  h	     ? 	 C u m   a   f o s t   a s t z i ? 	 
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? 	 &?(?  ?*0?  %?2>? 	 	 					  							  	' 	? 	 	 	 	 	 	 	 	 C o m o   f o i   o   d i a ? 
 
 S T R _ I D _ I M P S _ T E M P L A T E _ 8 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   8 	 L o n g   t i m e   n o   s e e . 	 }YEN
N0	 b	g%`NSm~O0	 D!H12A%I'	 H a c e   t i e m p o   q u e   n o   t e   v e  a . 	 C a   f a i t   l o n g t e m p s . 	 L a n g e   n i c h t   g e s e h e n . 	 02=>  =5  2845;8AL. 	 E '   t a n t o   c h e   n o n   c i   v e d i a m o . 	 EF  2E'F  E'  4A*C	 H    q u a n t o   t e m p o . 	 U z u n   z a m a n d 1r   g  r  n m  y o r . 	 L  u   r i   k h  n g   g p 	 L a m a   t i d a k   b e r j u m p a . 	 L a m a   t a k   j u m p a . 	 	>	+	@	  8	.	/	  8	G	  .	?	2	G	  (	9	@		. 	 	 	 	 E z e r    v e n   n e m   l  t t a l a k ! 	 	 	 	 L a n g   n i e t   g e z i e n . 	 	 	 A   t r e c u t   m u l t   t i m p   d e   c  n d   n u   n e - a m   v z u t . 	 	 	     . 	 	 	 E/*  2'/  '3*  G  F//E*. 	 	 	 						  				  				 	 	 	 




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. 	     . 	 K u d a l a   n g a k u g c i n a . 	 I x e s h a   e l i d e   s i n g a b o n a n i . 	 M u d a   m r e f u   s i j a k u o n a . 	 H e t   l a n k l a a s   v a n   j o u   g e h o o r . 	 I l g a i   n e s i m a t m e . 	 S e n   n e e s a m   r e d z j u ai e s . 	 P o l e   k a u a   n  i n u d . 	 5oa  jatavao  yev  e}v~el	       . 	 A   t r e c u t   m u l t   t i m p   d e   c  n d   n u   n e - a m   v z u t . 	 
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 
 S T R _ I D _ I M P S _ T E M P L A T E _ 9 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   9 	 L o t s   o f   l u v ! 	 _a	 ue_PNNNYa	 I'"#1! 	  M u c h o s   b e s o s ! 	 B e a u c o u p   d e   b i s o u s  ! 	 A l l e s   L i e b e ! 	 !  ;N1>2LN! 	 C o n   a f f e t t o ! 	 9J/  EJD'/C  39J/! 	 B e i j o s ! 	 K u c a k   d o l u s u   s e v g i l e r ! 	 S i n h   n h t   v u i   v ,   v n   s   t t   l  n h ! 	 B a n y a k   c i n t a ! 	 S a l a m   s a y a n g ! 	 "	G	0	  8	>	0	>	  *	M	/	>	0	! 	 	 	 	 S o k - s o k    l e l  s ! 	 	 	 	 V e e l   l i e f d e ! 	 	 	 C u   t o a t   d r a g o s t e a ! 	 	 	   ! 	 	 	   /F'  94B! 	 	 	 				  									 	 	 	 


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k i s! 	 M +<i   s v e i c i e n i ! 	 P a l j u   a r m a s t u s t ! 	 Ga  et  }kxt\  	   ! 	 C u   t o a t   d r a g o s t e a ! 	 
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 
 S T R _ I D _ I M P S _ T E M P L A T E _ 1 0 	 I M P S 	 I C O N T E X T 	 P r e - d e f i n e d   t e x t   1 0 	 H o w   a r e   y o u ? 	 `O}YU	 ]ySOeP^	 @G-"H2D#I2? 	  C  m o   e s t  s ? 	 C o m m e n t   a l l e z - v o u s   ? 	 W i e   g e h t   e s ? 	 0:  45;0? 	 C o m e   s t a i ? 	 CJA  -'DC	 C o m o   e s t  s ? 	 N a s 1l s 1n ? 	 B n   t h   n  o ? 	 A p a   k a b a r m u ? 	 A p a   k h a b a r ? 	 	*	  	H	8	G	  9	H		? 	 	 	 	 H o g y   v a g y ? 	 	 	 	 H o e   g a a t   h e t   e r m e e ? 	 	 	 C e   m a i   f a c i ? 	 	 	   ? 	 	 	 -'D*  7H1  '3*	 	 	 				  			? 	 	 	 	 


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 
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 
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o`	 esSeOo`y~Oo`	 I-'2!--D%L  I M   C+!H	 N u e v o   m e n s a j e   d e   d e s c o n e c t a d o   I M P S 	 N o u v e a u   m e s s a g e   I M P S   h o r s   l i g n e 	 N e u e   I M P S - O f f l i n e - M i t t e i l u n g 	 >2>5  A>>1I5=85  I M   2  02B>=><=><  @568<5	 N u o v o   m e s s a g g i o   I M   o f f l i n e 	 13D)  'D,/J/)  'DAH1J)  AJ  .'1,  'D'F*1F*	 N o v a   m e n s a g e m   o f f l i n e   I M P S 	 Y e n i   I M P S    e v r i m d 1_1  i l e t i s i   	 T i n   n h n   r i   t u y n   I M P S   m i 	 P e s a n   o f f l i n e   I M P S   b a r u 	 M e s e j   l u a r   t a l i a n   I M   b a r u 	 (	/	>	  I M P S   	+	2	>		(	  8		&	G	6		 	 	 	  j   I M P S   o f f l i n e    z e n e t 	 	 	 	 N i e u w   I M P S   o f f l i n e - b e r i c h t 	 	 	 M e s a j   o f f l i n e   I M P S   n o u 	 	 	   I M P S       	 	 	 ~'E  "AD'F  I M   ,//	 	 	 				  		. 		. 		. 		.   						  							 	 	 	 


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	              	 U m b i k o   k a l a y i n i   o v a l i w e   w e - I M P S   e n t s h a 	 U m y a l e z o   w e - o f l a y n   w e - I M P S   o m t s h a 	 U j u m b e   m p y a   w a   I M P S   w a   n j e   y a   m k o n d o 	 N u w e   I M P S - v a n - l y n - a f - b o o d s k a p 	 N a u j a s   I M P S   t i n k l o   p r a n e ai m a s 	 J a u n s   I M P S   n e s a i s t e s   z i Fo j u m s 	 U u s   I M P S   o f f l i n e   t e a d e 	 Fx  I M P S   a~xvxt  parxdacxiuxv	   I M P S     	 M e s a j   o f f l i n e   I M P S   n o u 	 *
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 
 S T R _ I D _ I M P S _ S E N D E R 	 I M P S 	 U N L I M 	 S e n d e r : 	 S e n d e r : 	 P	 S	 9I*H: 	 R e m i t e n t e : 	 E n v o y e u r  : 	 S e n d e r : 	 B?@028B5;L: 	 M i t t e n t e : 	 E3*DE: 	 R e m e t e n t e : 	 G  n d e r e n :   	 N g i   g i : 	 P e n g i r i m : 	 P e n g h a n t a r : 	 *	M	0	G	7		: 	 	 	 	 K  l d Q: 	 	 	 	 V e r z e n d e r : 	 	 	 D e   l a : 	 	 	 : 	 	 	 A13*F/G: 	 	 	 							 	 	 	 






: 	 : 	 U m t h u m e l i : 	 U m t h u m e l i : 	 M t u m a j i : 	 G e s t u u r   d e u r : 	 S i u n t j a s : 	 S kt +t j s : 	 S a a t j a : 	 Hraoxr` 	 : 	 E x p e d i t o r : 	 
/

M

$
M
: 	 *M0G0: 	 	 						: 	 	 	 	 	 	 	 	 R e m e t e n t e : 
 
 S T R _ I D _ I M P S _ G I V E _ U P 	 I M P S 	 R S K 	 G i v e   u p 	 G i v e   u p 	 >eh	 >e_	 "@%4	 A b a n d o n a r 	 A b a n d o n n e r 	 A u f g e b e n 	 @5:@0B8BL  ?>?KB:8	 L a s c i a   s t a r e 	 'D:'!	 A b a n d o n a r 	 V a z g e  	 H y 	 M e n y e r a h 	 P u t u s   a s a 	 	K	!	<	  &	G			 	 	 	 F e l a d  s 	 	 	 	 O p g e v e n 	 	 	 R e n u n ca r e 	 	 	 	 	 	 51AF81	 	 	 				  				 	 	 	 



  

	   	 Y e k a 	 N c a m a 	 K a t a   t a m a a 	 L a a t   v a a r 	 A t s i s a k y t i 	 P a m e s t 	 L o o b u 	 @aja~el	 	 R e n u n ca r e 	 5
?

M

A

3
/
A

	 *0?$M_>  0(M$A	 	 					  				 	 	 	 	 	 	 	 D e s i s t i r 
 
 S T R _ I D _ I M P S _ F I L E _ R E T R I E V E 	 I M P S 	 L S K 	 R e c e i v e 	 R e c e i v e 	 c6e	 c6e	 DI#1	 R e c i b i r 	 R e c e v o i r 	 E m p f a n g e n 	 >;CG8BL	 R i c e v i 	 '3*D'E	 R e c e b e r 	 A l 	 N h n 	 T e r i m a 	 T e r i m a 	 *	M	0	>	*	M	$	  	0	G			 	 	 	 F o g a d  s 	 	 	 	 O n t v a n g e n 	 	 	 R e c e p ci o n a r e 	 	 	 	 	 	 /1'A*	 	 	 							  					 	 	 	 






  


	 	 A m u k e l a 	 F u m a n a 	 P o k e a 	 O n t v a n g 	 G a u t i 	 S a Fe m t 	 V  t a   v a s t u 	 Maval	 	 P r i m i r e 	 8
M
5
@

0
?

M

A

	 M09#  0(M$A	 	 							  	 	 	 	 	 	 	 	 R e c e b e r 
 
 S T R _ I D _ I M P S _ F I L E _ S I Z E 	 I M P S 	 U N L I M 	 F i l e   S i z e : 	 F i l e   s i z e : 	 jHh'Y\	 eN'Y\	 2-D%L: 	 T a m a  o   d e   a r c h i v o : 	 T a i l l e   d u   f i c h i e r   : 	 D a t e i g r   e : 	  07<5@  D09;0: 	 D i m e n s i o n e   f i l e : 	 -,E  'DEDA: 	 T a m a n h o   d o   f i c h e i r o 	 D o s y a   b o y u t u : 	 C   t p : 	 U k u r a n   f i l e : 	 S a i z   f a i l : 	 +	>		2	  		>	0	: 	 	 	 	 F  j l m  r e t : 	 	 	 	 B e s t a n d s g r o o t t e : 	 	 	 D i m e n s i u n e   f i _i e r : 	 	 	   : 	 	 	 'F/'2G  A'D: 	 	 	 				  					 	 	 	 



  

: 	   : 	 U s a y i z i   w e f a y e l a : 	 U b u n g a k a n a n i   b e f a y l e : 	 S a i z i   y a   f a i l i : 	 L  e r g r o o t t e : 	 F a i l o   d y d i s : 	 F a i l a   i z m r s : 	 F a i l i   s u u r u s : 	 Vaulk  ya}` 	   : 	 D i m e n s i u n e   f i _i e r : 	 +
/
2
M

   5
2
?
*
M
*

: 	 *B0M#M#  >0: 	 	 				  				: 	 	 	 	 	 	 	 	 T a m a n h o   d e   a r q u i v o : 
 
 S T R _ I D _ I M P S _ F I L E _ T Y P E 	 I M P S 	 U N L I M 	 F i l e   T y p e : 	 F i l e   t y p e : 	 jHh^W	 eN{|W	 #0@ -D%L: 	 T i p o   d e   a r c h i v o : 	 T y p e   d e   f i c h i e r  : 	 D a t e i t y p : 	 "8?  D09;0	 T i p o   f i l e : 	 FH9  'DEDA: 	 T i p o   d e   f i c h e i r o 	 D o s y a   t  r  :   	 L o i   t p : 	 J e n i s   f i l e : 	 J e n i s   f a i l : 	 +	>		2	  *	M	0		>	0	: 	 	 	 	 F  j l t  p u s : 	 	 	 	 B e s t a n d s t y p e : 	 	 	 T i p   f i _i e r : 	 	 	   : 	 	 	 FH9  A'D: 	 	 	 				  							 	 	 	 





  





: 	   : 	 U h l o b o   l w e f a y e l a : 	 U h l o b o   l w e f a y l e : 	 A i n a   y a   f a i l i : 	 L  e r t i p e : 	 R i n k m e n o s   t i p a s : 	 F a i l a   v e i d s : 	 F a i l i   t   p : 	 Vaulk  e}ao` 	   : 	 T i p   f i _i e r : 	 +
/
2
M

   $
0

: 	 +>2  *M0>0: 	 	 					  						: 	 	 	 	 	 	 	 	 T i p o   d e   a r q u i v o : 
 
 S T R _ I D _ I M P S _ R E C E I V E D _ F I L E _ S E T T I N G 	 I M P S 	 T I T L E ,   I C O N T E X T 	 R e c e i v e d   F i l e   S e t t i n g 	 R e c e i v e d   f i l e   s e t t i n g s 	 c6ejHh-[	 c6eeNn	 2#1IH2D%L5HDI#1	 A j u s t e s   d e   r e c e p c i  n   d e   a r c h i v o s 	 R  g l a g e s   d e   f i c h i e r   r e  u 	 E i n s t e l l u n g e n   v o n   e m p f a n g e n e r   D a t e i 	 0@0<5B@K  ?>;CG5==>3>  D09;0	 I m p o s t a z i o n i   f i l e   r i c e v u t o 	 6(7  '3*D'E  'DEDA	 D e f i n i   e s   d e   f i c h e i r o   r e c e b i d o 	 A l 1n a n   d o s y a   a y a r l a r 1  	 C  i   t   n h n   t p 	 P e n g a t u r a n   f i l e   y a n g   d i t e r i m a 	 T e t a p a n   f a i l   d i t e r i m a 	 +	>		2	  8	G		?			M	8	  *	M	0	>	*	M	$		 	 	 	 F o g a d o t t   f  j l o k   b e  l l  t  s a i 	 	 	 	 O n t v a n g e n   b e s t a n d s i n s t e l l i n g e n 	 	 	 S e t r i   f i _i e r e   r e c e p ci o n a t e 	 	 	     	 	 	 *F8E'*  A'D  /1'A*  4/	 	 	 							  				  							 	 	 	 



  







  






  



	     	 A m a s e t h i n g i   e f a y e l a   e l a m u k e l w e 	 I f u m e n e   u s e t o   l w e f a y l e 	 M i p a n g i l i o   y a   f a i l i   i l i o p o k e a 	 O n t v a n g d e   l  e r i n i n s t e l l i n g s 	 G a u t o   f a i l o   n u o s t a t o s 	 S a Fe m t i   f a i l a   i e s t a t +j u m i 	 F a i l i   s  t t e d   v a s t u   v  e t u d 	 Ma~an  aulk  oauavve	     	 S e t r i   f i _i e r e   p r i m i t e 	 +
/
2
M

   
M
0
.
@

0
#

M

3
M

   2
-
?

M

A
	 +>2  8G?  M09#  9G2>	 	 				  							  								 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   a r q u i v o   r e c e b i d o 
 
 S T R _ I D _ I M P S _ M E S S A G E _ S E T T I N G 	 I M P S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   S e t t i n g 	 M e s s a g e   s e t t i n g s 	 
o`-[	 Oo`n	 2#1IH2I-'2!	 A j u s t e s   d e   m e n s a j e s 	 R  g l a g e s   d e   m e s s a g e 	 M i t t e i l u n g s e i n s t e l l u n g e n 	 0AB@>9:0  A>>1I5=89	 I m p o s t a z i o n i   m e s s a g g i o 	 6(7  'D13'&D	 D e f i n i   e s   d e   m e n s a g e m 	 0l e t i   a y a r l a r 1  	 C  i   t   t i n   n h n 	 P e n g a t u r a n   p e s a n 	 T e t a p a n   m e s e j 	 8		&	G	6	  8	G		?			M	8		 	 	 	  z e n e t   b e  l l  t  s o k 	 	 	 	 B e r i c h t i n s t e l l i n g e n 	 	 	 S e t r i   m e s a j 	 	 	   	 	 	 *F8E'*  ~'E	 	 	 						  							 	 	 	 




  







	   	 A m a s e t h i n g i   o m b i k o 	 U s e t o   l o m y a l e z o 	 M i p a n g i l i o   y a   u j u m b e 	 B o o d s k a p i n i n s t e l l i n g s 	 P r a n e ai m o   n u o s t a t o s 	 Z i Fo j u m a   i e s t a t +j u m i 	 S  n u m i s  t t e d 	 @arxdacxiuav  oauavve	   	 S e t r i   m e s a j 	 8
(
M
&
G
6
  
M
0
.
@

0
#

M

3
M

 	 8(M&G6  8G?	 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   m e n s a g e m 
 
 S T R _ I D _ I M P S _ N E W _ M S G 	 I M P S 	 T I T L E 	 N e w   I M P S   F i l e 	 N e w   I M   f i l e 	 sSBf
o`jHh	 sSeOo`eN	 D%L  I M   C+!H	 N u e v o   a r c h i v o   d e   M e n s a j e   I n s t a n t  n e o   	 N o u v e a u   f i c h i e r   I M 	 N e u e   I M P S - D a t e i 	 >2K9  D09;  I M 	 N u o v o   f i l e   I M 	 EDA  '.('1  'DAH1J)	 N o v o   f i c h e i r o   I M 	 Y e n i   I M P S   d o s y a s 1  	 T p   I M P S   m i 	 F i l e   I M   b a r u 	 F a i l   I M   b a r u 	 (		  I M P S   +	>		2		 	 	 	  j   I M   f  j l 	 	 	 	 N i e u w   I M - b e s t a n d 	 	 	 F i _i e r   I M P S   n o u 	 	 	       	 	 	 A'D  I M   ,//	 	 	 				  		. 		.   					 	 	 	 


  I M P S   



	   I M P S   	 N e w   I M   f i l e 	 N e w   I M   f i l e 	 N e w   I M   f i l e 	 N u w e   I M - l  e r 	 N e w   I M   f i l e 	 N e w   I M   f i l e 	 N e w   I M   f i l e 	 N e w   I M   f i l e 	 N e w   I M   f i l e 	 N e w   I M   f i l e 	 *
A
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/
  I M   +
/
2
M

 	 (B$(  I M   +>2	 	 				  I M   					 	 	 	 	 	 	 	 N o v o   a r q u i v o   d e   m e n s a g e m   i n s t a n t  n e a 
 
 S T R _ I D _ I M P S _ C O N T A C T _ N O T _ A V A I L A B L E 	 I M P S 	 P O P U P 	 C o n t a c t   n o t   a v a i l a b l e 	 C o n t a c t   n o t   a v a i l a b l e 	 }YS
N(W}	 }YS
N(W~	 9I4H-D!H-"9H	 C o n t a c t o   n o   d i s p o n i b l e 	 C o n t a c t   n o n   d i s p o n i b l e 	 K o n t a k t   n i c h t   v e r f  g b a r 	 >;L7>20B5;L  =54>ABC?5=	 C o n t a t t o   n o n   d i s p o n i b i l e 	 '5/B'!  DJ3*  9DJ  'D'F*1F*	 C o n t a c t o   i n d i s p o n  v e l 	 K i _i   y o k   	 N g i   l i  n   l c   k h  n g   t r c   t u y n 	 K o n t a k   t i d a k   t e r s e d i a 	 K e n a l a n   t i d a k   t e r s e d i a 	 8		*	0	M		  	(	A	*	2	,	M	'		 	 	 	 A   p a r t n e r   n e m   e l  r h e t Q	 	 	 	 C o n t a c t p e r s o o n   n i e t   b e s c h i k b a a r 	 	 	 A c e s t   c o n t a c t   n u   e s t e   d i s p o n i b i l 	 	 	       	 	 	 E.'7(  /1  /3*13  F3*	 	 	 							  						  			 	 	 	 





  





  


	   	 O x h u m a n a   n a y e   a k a t h o l a k a l i 	 U m q h a g a m s h e l w a   a k a f u m a n e k i 	 J i n a   h a l i p a t i k a n i 	 K o n t a k   n i e   b e s k i k b a a r   n i e 	 K o n t a k t o   n r a 	 K o n t a k t s   n a v   p i e e j a m s 	 K o n t a k t   p o l e   s a a d a v a l 	 ?xvaoh  a|oa  yg	     	 C o n t a c t   i n d i s p o n i b i l 	 8
.
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
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.
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	 8.M*0M  	*2,M'  (A9G	 	 							  						  				 	 	 	 	 	 	 	 C o n t a t o   n  o   d i s p o n  v e l 
 
 S T R _ I D _ I M P S _ R E C O N N 	 I M P S 	 C 1 5 4 _ 1 	 R e c o n n e c t i n g 	 R e c o n n e c t i n g 	 ͑e#P}-N	 ck(W͑eޏc	 @
7H-!H-C+!H	 V o l v i e n d o   a   c o n e c t a r 	 R e c o n n e x i o n 	 N e u   v e r b i n d e n 	 >AAB0=>2;5=85  ?>4:;NG5=8O	 R i c o n n e s s i o n e   i n   c o r s o 	 ,'1M  '9'/)  'D'*5'D	 A   r e s t a b e l e c e r   l i g a   o 	 Y e n i d e n   b a l a n 1y o r 	 a n g   k t   n i   l i 	 M e n y a m b u n g   u l a n g 	 M e n y a m b u n g   s e m u l a 	 *	A	(	:   8	.	M	*	0	M		  	0	  0	9	>	  9	H		 	 	 	  j r a c s a t l a k o z  s 	 	 	 	 W e e r   v e r b i n d i n g   m a k e n 	 	 	 R e c o n e c t a r e 	 	 	   	 	 	 /1  -'D  '*5'D  E,//	 	 	 						  					  			  						 	 	 	 




  




  

  





  

	   	 K u x h u n y w a   k a b u s h a 	 I y a q h a g a m s h e l a   k w a k h o n a 	 I n a u n g a n i s h a 	 V e r b i n d   t a n s 	 J u n g i a m a s i   p a k a r t o t i n a i 	 A t k r t o   s a v i e n o j u m u 	  h e n d a n   u u e s t i 	 ?okv  tkaxt	   	 R e c o n e c t a r e 	 5
@
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A
	 *A(8/K  0A?	 	 				  					  			  				 	 	 	 	 	 	 	 R e c o n e c t a n d o 
 
 S T R _ I D _ I M P S _ R E C O N N _ F A I L 	 I M P S 	 P O P U P 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 ͑e#P}1YWeˊ
zTQf	 ͑eޏc1Y%
zTQՋ	 @
7H-!H-%I!@+%'    B#%--5#1I	 E r r o r   a l   v o l v e r   a   c o n e c t a r ,   i n t  n t e l o   m  s   t a r d e 	 E c h e c   d e   r e c o n n e x i o n ,   v e u i l l e z   r  e s s a y e r   p l u s   t a r d 	 N e u v e r b i n d u n g   f e h l g e s c h l a g e n ,   b i t t e   s p  t e r   w i e d e r h o l e n 	 5  C40;>AL  2>AAB0=>28BL  ?>4:;NG5=85.   >2B>@8B5  ?>?KB:C  ?>74=55. 	 R i c o n n e s s i o n e   f a l l i t a ,   r i p r o v a r e   p i    t a r d i 	 A4D  AJ  '9'/)  'D'*5'D, 'D1,'!  'DE-'HD)  D'-B	 R e s t a b e l e c i m e n t o   f a l h o u ,   t e n t e   m a i s   t a r d e 	 Y e n i d e n   b a l a n a m a d 1,   l  t f e n   d a h a   s o n r a   d e n e y i n   	 K t   n i   t h t   b i , i   m t   l  t   r i   t h   l i 	 P e n y a m b u n g a n   u l a n g   g a g a l ,   c o b a   l a g i   n a n t i 	 S a m b u n g   s e m u l a   g a g a l ,   s i l a   c u b a   k e m u d i a n 	 *	A	(	:   8	.	M	*	0	M		  	0	(	>	  	8	+	2	,   	C	*	/	>	  ,	>	&	  .	G		  	K	6	?	6	  	0	G			 	 	 	 S i k e r t e l e n    j r a c s a t l a k o z  s ,   p r  b  l j a   m e g   k  s Qb b 	 	 	 	 V e r b i n d i n g   m i s l u k t ,   p r o b e e r   h e t   l a t e r   o p n i e u w 	 	 	 R e c o n e c t a r e   e _u a t ,   v   r u g m   s    n c e r c a ci   m a i   t  r z i u 	 	 	       ,           	 	 	 '*5'D  E,//  F'EHAB  (H/  D7A'K  (9/'K  39  F/	 	 	 									  			  					,   			  				  						  					 	 	 	 







  





,   



  


  




  





  


	     ,       	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 H e r v e r b i n d i n g   o n s u k s e s v o l ,   p r o b e e r   a s s e b l i e f   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 R e c o n n e c t   f a i l ,   p l e a s e   t r y   l a t e r 	 	 	 	 				  					  				,   							  			  				  						  				 	 	 	 	 	 	 	 F a l h a   n a   r e c o n e x  o ,   t e n t e   m a i s   t a r d e 
 
 S T R _ I D _ I M P S _ M E S S A G E _ S H O W _ T I M E 	 I M P S 	 I C O N T E X T 	 S h o w   t i m e 	 S h o w   t i m e 	 o:yBf	 >f:ye	 A*@'%2	 M o s t r a r   h o r a 	 D u r  e   d u   s h o w 	 Z e i t   a n z e i g e n 	 @5<O  >B>1@065=8O	 M o s t r a   o r a 	 916  'DHB*	 M o s t r a r   h o r a   	 Z a m a n 1  g  s t e r   	 H i n   t h   t h i   g i a n 	 T a m p i l k a n   w a k t u 	 M a s a   p e r t u n j u k k a n 	 6	K	  	>		.		 	 	 	  r a   m e g j e l e n  t  s e 	 	 	 	 T o o n   d e   t i j d 	 	 	 A r a t   o r a 	 	 	     	 	 	 FE'4  2E'F	 	 	 					  				 	 	 	 


  




	   	 I - S h o w   t i m e 	 I x e s h a   l o m b o n i s o 	 M u d a   w a   m a o n y e s h o 	 V e r t o o n   t y d 	 R o d y t i   l a i k 	 P a r d +t   l a i k u 	 K u v a   k e l l a a e g 	 Qxadel  jatavaoh	   	 A f i _a r e   o r 	 8
.
/

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>

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	 8./  &G>(M$A	 	 			  									 	 	 	 	 	 	 	 M o s t r a r   h o r a 
 
 S T R _ I D _ I M P S _ G E T _ M E S S A G E _ F A I L 	 I M P S 	 P O P U P 	 G e t   m e s s a g e   f a i l 	 F a i l e d   t o   g e t   m e s s a g e 	 rsS
o`1YWe	 SOo`1Y%	 #1I-'2!%I!@+%'	 E r r o r   a l   r e c i b i r   e l   m e n s a j e 	 E c h e c   d  o b t e n t i o n   d u   m e s s a g e 	 M i t t e i l u n g   k o n n t e   n i c h t   b e z o g e n   w e r d e n 	 5  C40;>AL  ?>;CG8BL  A>>1I5=85	 R i c e z i o n e   m e s s a g g i o   f a l l i t o 	 A4D  AJ  '3*B('D  'D13'&D	 O b t e r   m e n s a g e m   f a l h o u 	 0l e t i   a l 1n a m 1y o r   	 o t   t i n   n h n   t h t   b i 	 G a g a l   m e n d a p a t k a n   p e s a n 	 G a g a l   m e n d a p a t k a n   m e s e j 	 8		&	G	6	  *	M	0	>	*	M	$	?	  	8	+	2		 	 	 	 A z    z e n e t   l e k  r  s e   n e m   s i k e r  l t 	 	 	 	 K a n   b e r i c h t   n i e t   o n t v a n g e n 	 	 	 R e c e p ci o n a r e a   m e s a j u l u i   n u   a   r e u _i t 	 	 	       	 	 	 /1'A*  ~'E  F'EHAB  (H/	 	 	 						  							  					 	 	 	 





  








  





	     	 F a i l e d   t o   g e t   m e s s a g e 	 F a i l e d   t o   g e t   m e s s a g e 	 F a i l e d   t o   g e t   m e s s a g e 	 H e t   n i e   b o o d s k a p   g e k r y   n i e 	 F a i l e d   t o   g e t   m e s s a g e 	 F a i l e d   t o   g e t   m e s s a g e 	 F a i l e d   t o   g e t   m e s s a g e 	 F a i l e d   t o   g e t   m e s s a g e 	 F a i l e d   t o   g e t   m e s s a g e 	 F a i l e d   t o   g e t   m e s s a g e 	 8
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
	 8(M&G6  *>,>0G  ,?+3  9G2>	 	 						  							  				  					 	 	 	 	 	 	 	 F a l h o u   e m   o b t e r   m e n s a g e m 
 
 S T R _ I D _ I M P S _ R E J E C T _ M E S S A G E _ F A I L 	 I M P S 	 P O P U P 	 R e j e c t   m e s s a g e   f a i l 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 bU}
o`1YWe	 b~Oo`1Y%	 4@*I-'2!%I!@+%'	 E r r o r   a l   r e c h a z a r   e l   m e n s a j e 	 E c h e c   d e   r e j e c t i o n   d u   m e s s a g e   	 M i t t e i l u n g   k o n n t e   n i c h t   z u r  c k g e w i e s e n   w e r d e n 	 5  C40;>AL  >B:;>=8BL  A>>1I5=85	 R i f i u t o   m e s s a g g i o   f a l l i t o 	 A4D  AJ  1A6  'D13'&D	 R e j e i t a r   m e n s a g e m   f a l h o u 	 0l e t i   r e d d e d i l e m i y o r 	 T   c h i   t i n   n h n   t h t   b i 	 G a g a l   m e n o l a k   p e s a n 	 G a g a l   m e n o l a k   m e s e j 	 8		&	G	6	  	8	M	5	@		C	$	?	  	8	+	2		 	 	 	 A z    z e n e t   e l u t a s  t  s a   n e m   s i k e r  l t 	 	 	 	 k a n   b e r i c h t   n i e t   v e r w e r p e n 	 	 	 R e f u z a r e a   m e s a j u l u i   n u   a   r e u _i t 	 	 	       	 	 	 1/  ~'E  'F,'E  F4/	 	 	 						  							  			  						 	 	 	 






  








  





	     	 F a i l e d   t o   r e j e c t   m e s s a g e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 H e t   n i e   b o o d s k a p   v e r w e r p   n i e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 F a i l e d   t o   r e j e c t   m e s s a g e 	 8
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	 8(M&G6  *M0$M_>M_>(  0?,>0G  ,?+3  9G2>	 	 						  				  				  					 	 	 	 	 	 	 	 F a l h o u   e m   r e j e i t a r   m e n s a g e m 
 
 S T R _ I D _ I M P S _ F I L E _ A U T O _ S A V E _ T O 	 I M P S 	 U N L I M 	 R e c e i v e   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 6e0RejHhR2QX[	 6e0ReeNꁨROX[0R	 DI#1D%LC+!H    1@G-1B!14D"1: 	 N u e v o   a r c h i v o   r e c i b i d o ,   g u a r d a d o   a u t o m  t i c a m e n t e   e n : 	 N o u v e a u   f i c h i e r   r e  u ,   e n r e g i s t r    a u t o m a t i q u e m e n t   d a n s  :   	 N e u e   D a t e i   e r h a l t e n ,   a u t o m .   g e s p e i c h e r t   i n :   	 >;CG5=  =>2K9  D09;.   2B><0B8G5A:8  A>E@0=5=: 	 R u c e v i   n u o v o   f i l e ,   s a l v a t o   a u t o m a t i c a m e n t e   i n : 	 EDA  ,/J/  E3*DE, A4D  AJ  'D-A8  #DJ'  'DJ: 	 N o v o   f i c h e i r o   r e c e b i d o ,   g u a r d a d o   a u t o m a t i c a m e n t e   e m : 	 Y e n i   d o s y a   a l ,   o t o m a t i k   o l a r a k   _u r a y a   k a y d e d i l d i : 	 N h n   c   t p   m i , t   n g   l u   t i : 	 F i l e   b a r u   d i t e r i m a ,   s i m p a n   o t o m a t i s   k e :   	 T e r i m a   f a i l   b a r u ,   d i s i m p a n   s e c a r a   a u t o m a t i k   d a l a m : 	 (		  +	>		2	  *	M	0	>	*	M	$	,   . . . : .	G		  		K	  8	G	5	  	0	G			 	 	 	  j   f  j l    r k e z e t t ,   a u t o m a t i k u s a n   m e n t v e   i d e : 	 	 	 	 N i e u w   b e s t a n d   o n t v a n g e n ,   a u t o m a t i s c h   o p g e s l a g e n   i n : 	 	 	 R e c e p ci o n a r e   f i _i e r   n o u ,   s a l v a r e   a u t o m a t    n : 	 	 	     ,     '   : 	 	 	 A'D  ,//  /1'A*  4/  (G  7H1  .H/'1  0.1G  4/G  /1: 	 	 	 				  				  							,   														  			  						: 	 	 	 	 


  



  



,   


  




  


	     ,         :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 H e t   n u w e   l  e r   o n t v a n g ,   O u t o m a t i e s   g e b e r g   n a :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   a u t o   s a v e d   t o :   	 	 	 	 				  				  							,   					  					  							  				 	 	 	 	 	 	 	 N o v o   a r q u i v o   r e c e b i d o ,   s a l v o u   a u t o m a t i c a m e n t e   e m :   
 
 S T R _ I D _ I M P S _ F I L E _ A U T O _ S A V E _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e   n e w   f i l e ,   f a i l   t o   a u t o   s a v e 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 6e0RejHhR2QX[1YWe	 6e0ReeNꁨROX[1Y%	 DI#1D%LC+!H    %I!@+%'C2#1@G-1B!14: 	 N u e v o   a r c h i v o   r e c i b i d o ,   g u a r d a d o   a u t o m  t i c a m e n t e   e n : 	 N o u v e a u   f i c h i e r   r e  u ,    c h e c   d  e n r e g i s t r e m e n t   a u t o  : 	 N e u e   D a t e i   e r h a l t e n ,   a u t o m .   S p e i c h e r u n g   f e h l g e s c h l a g e n : 	 >;CG5=  =>2K9  D09;.   5  C40;>AL  02B><0B8G5A:8  A>E@0=8BL: 	 R i c e v i   n u o v o   f i l e ,   s a l v a t a g g i o   a u t o m a t i c o   f a l l i t o : 	 EDA  ,/J/  E3*DE, A4D  AJ  'D-A8  #DJ': 	 N o v o   f i c h e i r o   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   a u t o m a t i c a m e n t e   e m : 	 Y e n i   d o s y a   a l ,   o t o m a t i k   o l a r a k   _u r a y a   k a y d e d i l e m i y o r :   	 N h n   c   t p   m i ,   t   n g   l u   t h t   b i : 	 F i l e   b a r u   d i t e r i m a ,   g a g a l   m e n y i m p a n   o t o m a t i s : 	 T e r i m a   f a i l   b a r u ,   g a g a l   m e n y i m p a n   s e c a r a   a u t o m a t i k : 	 (		  +	>		2	  *	M	0	>	*	M	$	,   . . . .	G		  		K	  8	G	5	  	8	+	2		 	 	 	  j   f  j l    r k e z e t t ,   a z   a u t o m a t i k u s   m e n t  s   s i k e r t e l e n : 	 	 	 	 N i e u w   b e s t a n d   o n t v a n g e n ,   k o n   n i e t   a u t o m a t i s c h   o p s l a a n : 	 	 	 R e c e p ci o n a r e   f i _i e r   n o u ,   s a l v a r e   a u t o m a t   e _u a t : 	 	 	     ,     '   	 	 	 A'D  ,//  /1'A*  4/  0.1G  .H/'1  F'EHAB  (H/: 	 	 	 				  				  							,   														  						  			  					: 	 	 	 	 


  



  




,   


  


  






  






	     ,           : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 H e t   n u w e   l  e r   o n t v a n g ,   h e t   n i e   o u t o m a t i e s   g e b e r g   n i e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   a u t o   s a v e : 	 	 	 	 				  				  							,   					  					  							  				  					 	 	 	 	 	 	 	 N o v o   a r q u i v o   r e c e b i d o ,   f a l h o u   e m   s a l v a r   a u t o m a t i c a m e n t e : 
 
 S T R _ I D _ I M P S _ F I L E _ A U T O _ D E L E T E 	 I M P S 	 U N L I M 	 R e c e i v e   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 6e0RejHh]R*Rd	 6e0ReeN]ꁨR Rd	 DI#1D%LC+!H    %-1B!14	 N u e v o   a r c h i v o   r e c i b i d o ,   e l i m i n a d o   a u t o m  t i c a m e n t e 	 N o u v e a u   f i c h i e r   r e  u ,   s u p p r i m    a u t o m a t i q u e m e n t 	 N e u e   D a t e i   e r h a l t e n ,   a u t o m .   g e l  s c h t 	 >;CG5=  =>2K9  D09;.   2B><0B8G5A:8  C40;5=. 	 R i c e v i   n u o v o   f i l e ,   e l i m i n a t o   a u t o m a t i c a m e n e 	 EDA  ,/J/  E3*DE,   *E  'DE3-  #DJ'	 N o v o   f i c h e i r o   r e c e b i d o ,   e l i m i n a d o   a u t o m a t i c a m e n t e 	 Y e n i   d o s y a   a l ,   o t o m a t i k   o l a r a k   s i l i n d i   	 N h n   c   t p   m i ,      t   n g   x  a 	 F i l e   b a r u   d i t e r i m a ,   h a p u s   o t o m a t i s 	 T e r i m a   f a i l   b a r u ,   d i h a p u s   s e c a r a   a u t o m a t i k : 	 (		  +	>		2	  *	M	0	>	*	M	$	,   8	M	5	$	:   .	?		>		  			 	 	 	  j   f  j l    r k e z e t t ,   a u t o m a t i k u s a n   t  r  l v e 	 	 	 	 N i e u w   b e s t a n d   o n t v a n g e n ,   a u t o m a t i s c h   v e r w i j d e r d 	 	 	 R e c e p ci o n a r e   f i _i e r   n o u ,   _t e r g e r e   a u t o m a t 	 	 	     ,     ' 	 	 	 A'D  ,//  /1'A*  4/  (G  7H1  .H/'1  -0A  4/	 	 	 				  				  							,   														  						  					 	 	 	 


  



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,   


  







	     ,       	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 H e t   n u w e   l  e r   o n t v a n g ,   O u t o m a t i e s   g e s k r a p 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 R e c e i v e d   n e w   f i l e ,   a u t o   d e l e t e d 	 	 	 	 				  				  							,   					  			  					 	 	 	 	 	 	 	 N o v o   a r q u i v o   r e c e b i d o ,   e x c l u  d o   a u t o m a t i c a m e n t e : 
 
 S T R _ I D _ I M P S _ F I L E _ S A V E _ N O 	 I M P S 	 U N L I M 	 R e c e i v e   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 6e0RejHh]>eh2QX[	 6e0ReeN]>e_OX[	 DI#1D%LC+!H  "@%42#1@G	 N u e v o   a r c h i v o   r e c i b i d o ,   a b a n d o n a r   g u a r d a d o 	 N o u v e a u   f i c h i e r   r e  u ,   e n r e g i s t r e m e n t   a b a n d o n n  	 N e u e   D a t e i   e r h a l t e n ,   S p e i c h e r v o r g a n g   a u f g e b e n 	 >;CG5=  =>2K9  D09;.   >?KB:8  A>E@0=8BL  ?@5:@0I5=K. 	 R i c e v i   n u o v o   f i l e ,   n o n   s a l v a r e 	 EDA  ,/J/  E3*DE, 'D:'!  'D-A8	 N o v o   f i c h e i r o   r e c e b i d o ,   n  o   g u a r d a r 	 Y e n i   d o s y a   a l ,   k a y d e t m e k t e n   v a z g e  	 N h n   c   t p   m i ,      h y   l u   	 F i l e   b a r u   d i t e r i m a ,   p e n y i m p a n a n   m e n y e r a h 	 T e r i m a   f a i l   b a r u ,   p u t u s   a s a   m e n y i m p a n 	 (		  +	>		2	  *	M	0	>	*	M	$	,   8	G	5	  	0	(	>	  	K	!	<	G			 	 	 	  j   f  j l    r k e z e t t ,   a   m e n t  s e   f e l a d v a 	 	 	 	 N i e u w   b e s t a n d   o n t v a n g e n ,   o p s l a a n   w o r d t   n i e t   m e e r   g e p r o b e e r d 	 	 	 R e c e p ci o n a r e   f i _i e r   n o u ,   r e n u n ca r e   l a   s a l v a r e 	 	 	     ,         	 	 	 A'D  ,//  /1'A*  4/  '2  0.1G  51AF81  4H/	 	 	 				  				  							,   					  						  						  				  					  						 	 	 	 


  



  




,   





  



  




   	     ,       	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 H e t   n u w e   l  e r   o n t v a n g ,   s t a a k   b e r g i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 R e c e i v e d   n e w   f i l e ,   g i v e   u p   s a v i n g 	 	 	 	 				  				  							,   							  					  				 	 	 	 	 	 	 	 N o v o   a r q u i v o   r e c e b i d o ,   d e s i s t i u   d e   s a l v a r 
 
 S T R _ I D _ I M P S _ F I L E _ S A V E _ T O 	 I M P S 	 U N L I M 	 R e c e i v e   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 6e0RejHh]2QX[	 6e0ReeN]OX[0R  	 DI#1D%LC+!H  1@GD"1: 	 N u e v o   a r c h i v o   r e c i b i d o ,   g u a r d a d o   e n : 	 N o u v e a u   f i c h i e r   r e  u ,   e n r e g i s t r    d a n s  :   	 N e u e   D a t e i   e r h a l t e n ,   g e s p e i c h e r t   i n :   	 >;CG5=  =>2K9  D09;.   !>E@0=5=: 	 R i c e v i   n u o v o   f i l e ,   s a l v a t o   i n : 	 EDA  ,/J/  E3*DE  , *E  -A8  'DJ: 	 N o v o   f i c h e i r o   r e c e b i d o ,   g u a r d a d o   e m : 	 Y e n i   d o s y a   a l ,   _u r a y a   k a y d e d i l d i :   	 N h n   c   t p   m i ,      l u   t i : 	 F i l e   b a r u   d i t e r i m a ,   t e r s i m p a n   k e :   	 T e r i m a   f a i l   b a r u ,   d i s i m p a n   d a l a m : 	 (		  +	>		2	  *	M	0	>	*	M	$	,   . . . : .	G		  8	G	5	  	@	  			 	 	 	  j   f  j l    r k e z e t t ,   m e n t v e   i d e : 	 	 	 	 N i e u w   b e s t a n d   o n t v a n g e n ,   o p g e s l a g e n   i n : 	 	 	 R e c e p ci o n a r e   f i _i e r   n o u ,   s a l v a t    n : 	 	 	     ,     : 	 	 	 A'D  ,//  /1'A*  4/  0.1G  4/  /1: 	 	 	 				  				  							,   			  						: 	 	 	 	 


  



  




,   




  


	     ,       :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 H e t   n u w e   l  e r   o n t v a n g ,   g e b e r g   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 R e c e i v e d   n e w   f i l e ,   s a v e d   t o :   	 	 	 	 				  				  							,   					  								: 	 	 	 	 	 	 	 	 N o v o   a r q u i v o   r e c e b i d o ,   s a l v o   e m :   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ F I L E _ S A V E _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e   n e w   f i l e ,   s a v e   f a i l 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 6e0RejHh2QX[1YWe	 6e0ReeNOX[1Y%	 DI#1D%LC+!H    %I!@+%'C2#1@G: 	 N u e v o   a r c h i v o   r e c i b i d o ,   e r r o r   a l   g u a r d a r : 	 N o u v e a u   f i c h i e r   r e  u ,    c h e c   d  e n r e g i s t r e m e n t  : 	 N e u e   D a t e i   e r h a l t e n ,   S p e i c h e r u n g   f e h l g e s c h l a g e n : 	 >;CG5=  =>2K9  D09;.   5  C40;>AL  A>E@0=8BL: 	 R i c e v i   n u o v o   f i l e ,   s a l v a t a g g i o   f a l l i t o   i n : 	 EDA  ,/J/  E3*DE, A4D  AJ  'D-A8	 N o v o   f i c h e i r o   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   e m : 	 Y e n i   d o s y a   a l ,   _u r a y a   k a y d e d e m i y o r : 	 N h n   c   t p   m i ,   l u   t h t   b i : 	 F i l e   b a r u   d i t e r i m a ,   g a g a l   m e n y i m p a n : 	 T e r i m a   f a i l   b a r u ,   g a g a l   u n t u k   m e n y i m p a n : 	 (		  +	>		2	  *	M	0	>	*	M	$	,   . . . : .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	  j   f  j l    r k e z e t t ,   a   m e n t  s   s i k e r t e l e n : 	 	 	 	 N i e u w   b e s t a n d   o n t v a n g e n ,   k o n   n i e t   o p s l a a n : 	 	 	 R e c e p ci o n a r e   f i _i e r   n o u ,   s a l v a r e   e _u a t : 	 	 	     ,     . 	 	 	 A'D  ,//  /1'A*  4/  0.1G  F'EHAB  (H/: 	 	 	 				  				  							,   						  			  					: 	 	 	 	 


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	     ,       : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 H e t   n u w e   l  e r   o n t v a n g ,   h e t   n i e   g e b e r g   n i e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 R e c e i v e d   n e w   f i l e ,   f a i l e d   t o   s a v e : 	 	 	 	 				  				  							,   							  				  				: 	 	 	 	 	 	 	 	 N o v o   a r q u i v o   r e c e b i d o ,   f a l h o u   e m   s a l v a r : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ I N S E R T _ P B _ N U M 	 I M P S 	 I C O N T E X T 	 i n s e r t   p h o n e b o o k   n u m b e r 	 I n s e r t   P H B   n u m b e r 	 ceQq_x	 ceQ5u݋Sx	 C*H+!2"@%  P H B 	 I n s e r t e   n  m e r o   P H B 	 I n s  r e r   n u m  r o   P H B 	 P H B - N u m m e r   e i n f  g e n 	 AB02LB5  =><5@  P H B 	 I n s e r i s c i   n u m e r o   P H B 	 '/.D  1BE  'DG'*A	 I n s e r i r   n  m e r o   P H B   	 Y e n i   d o s y a   a l ,   _u r a y a   k a y d e d i l e m i y o r :   	 C h  n   s   i n   t h o i 	 S i s i p k a n   n o m o r   P H B 	 M a s u k k a n   n o m b o r   P H B 	 P H B   (		,	0	  &	0	M		<	  	0	G			 	 	 	 P H B   s z  m   b e s z  r  s a 	 	 	 	 P H B - n u m m e r   i n v o e g e n 	 	 	 I n t r o d u c e ci   n u m r   P H B 	 	 	     P H B 	 	 	 /1,  4E'1G  P H B 	 	 	 P H B   					  								  					 	 	 	 P H B   



  



  


	 P H B     	 F a k a   i n a m b a   y e - P H B 	 F a k a   i n o m b o l o   y e P H B 	 I n g i z a   n a m b a r i   y a   P H B 	 V o e g   P H B - n o m m e r   i n 	 .t e r p t i   P H B   n u m e r /	 I e s p r a u s t   P H B   n u m u r u 	 S i s e s t a   P H B   n u m b e r 	 Dxace  P H B   patah	   P H B   	 I n s e r a r e   n u m r   P H B 	 P H B   (
.
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	 P H B   (.M,0  8(M(?,G6  0(M$A	 	 P H B   					  										  				 	 	 	 	 	 	 	 I n s e r i r   n  m e r o   P H B 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ I N S E R T _ P B _ N A M E 	 I M P S 	 I C O N T E X T 	 i n s e r t   p h o n e b o o k   n a m e 	 I n s e r t   P H B   n a m e 	 ceQq?|Y
T	 ceQ5u݋?|Y
T	 C*H
7H-  P H B 	 I n s e r t e   n o m b r e   P H B 	 I n s  r e r   n o m   P H B 	 P H B - N a m e   e i n f  g e n 	 AB02LB5  8<O  P H B 	 I n s e r i s c i   n o m e   P H B 	 '/.D  '3E  B'&E)  'DG'*A	 I n s e r i r   n o m e   P H B 	 P H B   a d 1n 1  g i r   	 C h  n   t  n   d a n h   b 	 S i s i p k a n   n a m a   P H B 	 M a s u k k a n   n a m a   P H B 	 P H B   (	>	.	  &	0	M		<	  	0	G			 	 	 	 P H B   n  v   b e s z  r  s a 	 	 	 	 P H B - n a a m   i n v o e g e n 	 	 	 I n t r o d u c e ci   n u m e   P H B 	 	 	     P H B 	 	 	 /1,  F'E  P H B 	 	 	 P H B   			  								  					 	 	 	 P H B   


  



  


	 P H B     	 F a k a   i g a m a   l e - P H B 	 F a k a   i g a m a   l e P H B 	 I n g i z a   j i n a   l a   P H B 	 V o e g   P H B - n a a m   i n 	 .t e r p t i   P H B   p a v a d i n i m 	 I e s p r a u s t   P H B   n o s a u k u m u 	 S i s e s t a   P H B   n i m i 	 Dxace  P H B   avxvh	   P H B   	 I n s e r a r e   n u m e   P H B 	 P H B   *
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	 P H B   (>.  8(M(?,G6  0(M$A	 	 P H B   					  										  				 	 	 	 	 	 	 	 I n s e r i r   n o m e   P H B 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ I N S E R T _ B O O K M A R K 	 I M P S 	 I C O N T E X T 	 i n s e r t   b o o k m a r k 	 I n s e r t   b o o k m a r k 	 ceQfd|	 ceQfN~{	 C*H8J!2#L	 I n s e r t e   m a r c a d o r 	 I n s  r e r   s i g n e t 	 L e s e z e i c h e n   e i n f  g e n 	 AB02LB5  70:;04:C	 I n s e r i s c i   s e g n a l i b r o 	 '/.D  '4'1)  'DE1,9J)	 I n s e r i r   m a r c a d o r 	 Y e r   i m i n i   g i r   	 C h  n    n h   d u 	 S i s i p k a n   p e n a n d a 	 M a s u k k a n   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  &	0	M		<	  	0	G			 	 	 	 K  n y v j e l z Q  b e s z  r  s a 	 	 	 	 B l a d w i j z e r   i n v o e g e n 	 	 	 I n t r o d u c e ci   m a r c a j 	 	 	   	 	 	 /1,  E-D  '(	 	 	 								  								  					 	 	 	 







  



  


	  
   	 F a k a   i b h u k u m a k a 	 F a k a   i b h u k i m a k i 	 I n g i z a   k i a l a m a 	 V o e g   b o e k m e r k   i n 	 .t e r p t i   ~y m e l 	 I e s p r a u s t   g r m a t z +m i 	 L i s a   j  r j e h o i d j a 	 Dxace  g{avkwh	   	 I n s e r a r e   m a r c a j 	 ,
A
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	 ,A.>0M  8(M(?,G6  0(M$A	 	 								  										  				 	 	 	 	 	 	 	 I n s e r i r   i n d i c a d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ A U T O _ L O G I N _ H O M E _ N E T W O R K 	 I M P S 	 C 0 5 7 _ 1 	 a u t o l o g i n   i n   h o m e   n e t w o r k 	 O n l y   h o m e   n e t w o r k 	 P(W,g0W}	 N(W,g0WQ~	 @	20@#7-H2"I2	 S  l o   r e d   d e   c a s a 	 R  s e a u   m a i s o n   s e u l e m e n t 	 N u r   H e i m n e t z w e r k 	 ">;L:>  A2>O  A5BL	 S o l o   r e t e   d o m e s t i c a 	 'D4(C)  'DEF2DJ)  AB7	 A p e n a s   r e d e   l o c a l 	 Y a l n 1z c a   a n a   a 	 C h   t i   m n g   b n   a 	 H a n y a   j a r i n g a n   a s a l 	 H a n y a   r a n g k a i a n   u t a m a 	 	G	5	2	  9	K	.	  (	G		5	0	M			 	 	 	 C s a k   o t t h o n i   h  l  z a t 	 	 	 	 A l l e e n   h u i s n e t w e r k 	 	 	 N u m a i   l a   r e ce a u a   d e   d o m i c i l i u 	 	 	     	 	 	 AB7  4(G  .'F	 	 	 									  													 	 	 	 




  


  






	      	 I n e t h i w e k h i   y a s e k h a y a   k u p h e l a 	 K u p h e l a   u t h u n g e l w a n o   l w a s e k h a y a 	 M t a n d a o   w a   n y u m b a n i   t u 	 S l e g s   t u i s n e t w e r k 	 T i k   p a g r i n d i n i s   t i n k l a s 	 T i k a i   m j a s   t +k l s 	 A i n u l t   k o d u v  r k 	 Dkauv  bvaoxiuav  eok  avh	     	 N u m a i   r e ce a u a   d e   d o m i c i l i u 	 9
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
	 G,3  .B3  (Gq>0M0G	 	 				  			  								 	 	 	 	 	 	 	 S o m e n t e   r e d e   d o m  s t i c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ A U T O _ L O G I N _ A L W A Y S 	 I M P S 	 C 0 5 7 _ 1 	 a u t o l o g i n   a l w a y s 	 A l w a y s 	 =~/f	 ;`/f	 @*!-	 S i e m p r e 	 T o u j o u r s 	 I m m e r 	 A5340	 S e m p r e   	 /'&E'	 S e m p r e 	 H e r   z a m a n   	 L u  n   l u  n 	 S e l a l u 	 S e n t i a s a 	 9	.	G	6	>		 	 	 	 M i n d i g 	 	 	 	 A l t i j d 	 	 	  n t o t d e a u n a 	 	 	 	 	 	 GE4G	 	 	 							 	 	 	 





	 	 N j a l o 	 R h o q o 	 D a i m a 	 A l t y d 	 V i s a d a 	 V i e n m r 	 A l a t i 	 Dkw	 	  n t o t d e a u n a 	 
*
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	 80M,&>	 	 					 	 	 	 	 	 	 	 S e m p r e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ A U T O _ L O G I N _ N E V E R 	 I M P S 	 C 0 5 7 _ 1 	 a u t o l o g i n   n e v e r 	 N e v e r 	 _
N	 N
N	 D!H@"	 N u n c a 	 J a m a i s 	 N i e 	 8:>340	 M a i 	 D'  #(/'	 N u n c a 	 H i  b i r   z a m a n   	 K h  n g   b a o   g i 	 J a n g a n   p e r n a h 	 J a n g a n 	 	-	@	  (	9	@			 	 	 	 S o h a 	 	 	 	 N o o i t 	 	 	 N i c i o d a t 	 	 	   	 	 	 G12	 	 	 			
 	  			 	 	 	 






  



	   	 N h l o b o 	 Z a n g e 	 K a m w e 	 N o o i t 	 N i e k a d a 	 N e k a d 	 M i t t e   k u n a g i 	 5be	 	 N i c i o d a t 	 
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	 &>*?  (A9G	 	 							  				 	 	 	 	 	 	 	 N u n c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ M E S S A G E 	 I M P S 	 I C O N T E X T 	 v c a r d   m e s s a g e 	 v C a r d   m e s s a g e 	 
TGr
o`	 
TGrOo`	 I-'2!  v C a r d 	 M e n s a j e   d e   v C a r d 	 M e s s a g e   V c a r d 	 v C a r d - M i t t e i l u n g 	 !>>1I5=85  A  2878B=>9  :0@B>G:>9	 M e s s a g g i o   v C a r d 	 13'D)  'D(7'B)	 M e n s a g e m   v c a r d 	 v K a r t   i l e t i s i   	 T i n   n h n   d a n h   t h i p 	 P e s a n   v C a r d 	 M e s e j   v K a d 	 v - 	>	0	M	!	  8		&	G	6		 	 	 	 v C a r d    z e n e t 	 	 	 	 v C a r d - b e r i c h t 	 	 	 M e s a j   v C a r d 	 	 	   v C A r d 	 	 	 ~'E  v C a r d 	 	 	 v C a r d   							 	 	 	 






  




	     	 U m b i k o   w e - v C a r d 	 U m y a l e z o   w e v K h a l e n d a 	 U j u m b e   w a   v K a d i 	 v C a r d - b o o d s k a p 	 v C a r d   p r a n e ai m a s 	 v C a r d   z i Fo j u m s 	 v C a r d   s  n u m 	 ~Ta  parxdacxiuxv	     	 M e s a j   v C a r d 	 5
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	 v C a r d   8(M&G6	 	 							  							 	 	 	 	 	 	 	 M e n s a g e m   d e   v C a r d 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A L E N D A R _ M E S S A G E 	 I M P S 	 I C O N T E X T 	 v c a l e n d a r   m e s s a g e 	 v C a l e n d a r   m e s s a g e 	 LNf
o`	 ezOo`	 I-'2!  v C a l e n d a r 	 M e n s a j e   d e   v C a l e n d a r 	 M e s s a g e   v C a l e n d a r 	 v C a l e n d a r - M i t t e i l u n g 	 !>>1I5=85  A  :0;5=40@5<	 M e s s a g g i o   v C a l e n d a r 	 13'D)  'D*BHJE	 M e n s a g e m   v C a l e n d a r 	 v T a k v i m   i l e t i s i   	 T i n   n h n   d a n h   s  c h   v i c   c n   l  m 	 P e s a n   v C a l e n d e r 	 M e s e j   v K a l e n d a r 	 v - 	H	2	G		!	0	  8		&	G	6		 	 	 	 v C a l e n d a r    z e n e t 	 	 	 	 v C a l e n d a r - b e r i c h t 	 	 	 M e s a j   v C a l e n d a r 	 	 	   v C a l e n d a r 	 	 	 ~'E  v C a l e n d a r 	 	 	 v C a l e n d a r   							 	 	 	 









  




	       	 U m b i k o   w e - v C a l e n d a r 	 U m y a l e z o   w e v K h a l e n d a 	 U j u m b e   w a   v K a l e n d a 	 v C a l e n d a r - b o o d s k a p 	 v C a l e n d a r   p r a n e ai m a s 	 v C a l e n d a r   z i Fo j u m s 	 v C a l e n d a r   s  n u m 	 NUacxu  parxdacxiuxv	     	 M e s a j   v C a l e n d a r 	 5
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 
 S T R _ I D _ I M P S _ N E T W O R K _ I N D 	 I M P S 	 P O P U P C O N F I R M 	 n e t w o r k   i n d i c a t i o n 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 }2eQ+oJ/f&T|~~O(usSBf
o`	 Q~ۏeQ+o8n/f&T~~O(usSeOo`	 @G@'4#LB#!!4H,   3  I M   H-? 	 m i v i l i d a d   d e   r e d ,    c o n t i n u a r   M I ? 	 I t i n  r a n c e   d e   r  s e a u ,   c o n t i n u e r   I M  ? 	 N e t z w e r k - R o a m i n g ,   I M   f o r t s e t z e n ? 	 :;NG5=  @>C<8=3.   @>4>;68BL  >1<5=  <3=>25==K<8  A>>1I5=8O<8? 	 R o a m i n g   d i   r e t e ,   c o n t i n u a r e   I M ? 	 'D4(C)  AJ  -'D)  'D*,H'D, GD  *3*E1  13'D)  'DAH1J)  'E  D'	 N a v e g a   o   d e   r e d e ,   c o n t i n u a r   I M ? 	 G e z i c i   a ,   I M   d e v a m   e t s i n   m i ?   	 M n g     t r n g   t h  i   c h u y n   v  n g ,   t i p   t c   s   d n g   t i n   n h n   t c   t h i   k h  n g 	 J a r i n g a n   r o a m i n g ,   l a n j u t k a n   I M ? 	 R a n g k a i a n   m e r a y a u ,   t e r u s k a n   I M ?   	 (	G		5	0	M		  0	K	.	?			,   I M   	>	0	@	  0		G		? 	 	 	 	 B a r a n g o l  s   a   h  l  z a t o n ,   f o l y t a t j a   a z   I M - e t ? 	 	 	 	 N e t w e r k r o a m i n g ,   d o o r g a a n   m e t   I M ? 	 	 	 R e ce a   r o a m i n g .   C o n t i n u a ci   s   t r i m i t e ci   m e s a j e   i n s t a n t a n e e ? 	 	 	   ,         ? 	 	 	 1HEF  4(G  I M   1'  '/'EG  E  /G/	 	 	 									  					,   I M   				  					? 	 	 	 	 






  





  I M   



  





?  	     ,       ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w e r k s w e r w i n g ,   g a a n   v o o r t   m e t   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 N e t w o r k   r o a m i n g ,   c o n t i n u e   I M ? 	 	 	 	 							  					,   I M   							  							? 	 	 	 	 	 	 	 	 R o a m i n g   d e   r e d e ,   c o n t i n u a r   m e n s a g e m   i n s t a n t  n e a ? 	 	 	 	 	 	 	 	 R o a m i n g   s a r e a ,   s o l a s g e l a n   j a r r a i t u   n a h i ? 	 R o a m i n g   n g   n e t w o r k ,   i p a g p a t u l o y   a n g   I M ? 	 I t i n e r a n c i a   d e   r e d e ,   c o n t i n u a r   I M ? 	 N e t w k   n a - a g a g h a r , G a a n i i r u   I M ? 	 F  n a  o c h t   l  o n r a ,   l e a n   a r   a g h a i d h   l e   c u r   t e a c h t a i r e a c h t a    m e a n d r a c h a ? 
 
 S T R _ I D _ I M P S _ V I E W _ P U B L I C _ P R O F I L E 	 I M P S 	 I C O N T E X T 	 V i e w   d e t a i l   i n f o 	 V i e w   d e t a i l   i n f o 	 wˊvlQqQOo`	 gwvlQqQOo`	 9I-!9%#2"%0@-5"	 V e r   i n f o r m a c i  n   d e t a l l a d a 	 A f f i c h e r   i n f o s   d  t a i l l  e s 	 D e t a i l i n f o   a n z e i g e n 	 >4@>1=K5  A2545=8O	 V i s u a l i z z a   i n f o   d e t t a g l i a t e 	 916  E9DHE'*  'D*A'5JD	 V e r   i n f o r m a   o   d e t a l h a d a 	 A t r 1n t 1  b i l g i s i n i   g  r  n t  l e 	 X e m   t i n   t c   n g i   m i 	 L i h a t   i n f o   r i n c i 	 L i h a t   m a k l u m a t   b u t i r a n 	 5	?	8	M	$	C	$	  8	B		(	>	  &	G		G			 	 	 	 R  s z l e t e k   m e g t e k i n t  s e 	 	 	 	 D e t a i l g e g e v e n s   b e k i j k e n 	 	 	 V i z u a l i z a r e   i n f o r m a ci i   d e t a l i a t e 	 	 	     	 	 	 E4'G/G  '7D'9'*  /BB	 	 	 							  					  						 	 	 	 






  





  


	     	 H l o l a   u l w a z i   l w e m i n i n i n g w a n e 	 J o n g a   i n k c u k a c h a   z o l w z 	 A n g a l i a   h a b a r i   y a   m a e l e z o 	 K y k   n a   b e s o n d e r h e d e 	 P e r ~i kr t i   i as a m e s n   i n f o r m a c i j 	 S k a t +t   d e t a <a s   i n f o r m c i j u 	 K u v a    k s i k a s j a d 	 4kel  tavata}v  ereoxiuxvveh	     	 V i z u a l i z a r e   i n f o r m a ci i   d e t a l i a t e 	 5
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	 8,?6G7  8B(>  &G(M$A	 	 				  				  					  				 	 	 	 	 	 	 	 V e r   i n f o r m a   e s   d e t a l h a d a s 	 	 	 	 	 	 	 	 I n f o r m a z i o   z e h a t z a   i k u s i 	 T i n g n a n   a n g   i n f o   n g   d e t a l y e 	 V e r   i n f o r m a c i  n   d e t a l l a d a 	 G o s i p t a   a m a   n ' u j u 	 A m h a r c   a r   f h a i s n  i s   s o n r a  
 
 S T R _ I D _ I M P S _ A D D _ T O _ G R O U P 	 I M P S 	 I C O N T E X T 	 A d d   t o   g r o u p 	 A d d   t o   g r o u p 	 bˊRp}YS	 bR:N}YS	 @4H!D"1%8H!	 A  a d i r   a   g r u p o 	 A j o u t e r   a u   g r o u p e 	 Z u r   G r u p p e   h i n z u f  g e n 	 >1028BL  2  3@C??C	 A g g i u n g i   a   g r u p p o 	 '6'A)  'DJ  B'&E)  'D5/'B)	 A d i c i o n a r   a o   g r u p o 	 G r u b a   e k l e   	 a   n g i   m i   v  o   n h  m   b n   t t 	 T a m b a h k a n   k e   g r u p 	 T a m b a h   k e p a d a   k u m p u l a n 	 8	.	B	9	  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   c s o p o r t h o z 	 	 	 	 A a n   g r o e p   t o e v o e g e n 	 	 	 A d u g a r e   l a   g r u p 	 	 	   	 	 	 'A2H/F  (G  1HG	 	 	 					  			  					 	 	 	 







  




	   	 E n g e z a   e q e n j i n i 	 Y o n g e z a   k w i q e l a 	 O n g e z a   k w a   k i k u n d i 	 V o e g   b y   g r o e p 	 P r i d t i   p r i e   g r u p s 	 P i e v i e n o t   g r u p a i 	 L i s a   g r u p p i 	 1~elavel  mtbkv	   	 A d u g a r e   l a   g r u p 	 
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	 K7M @0G  /K!(M$A	 	 					  			  				 	 	 	 	 	 	 	 A d i c i o n a r   a o   g r u p o 	 	 	 	 	 	 	 	 T a l d e r a   g e h i t u 	 I d a g d a g   s a   p a n g k a t 	 E n g a d i r   a   g r u p o 	 T i n y e   n a   -   o u t 	 C u i r   l e   g r  p a 
 
 S T R _ I D _ I M P S _ I N V I T E _ A D D _ F R I E N D 	 I M P S 	 U N L I M 	 A d d   y o u   t o   g r o u p 	 A d d   y o u   t o   g r o u p 	 ˊRp}YS	 R:N}YS	 @4H!8@I2DC%8H!	 A  a d i r l e   a   u s t e d   a l   g r u p o 	 V o u s   a j o u t e r   a u   g r o u p e 	 S i e   z u r   G r u p p e   h i n z u f  g e n 	 >1028BL  A51O  2  3@C??C	 A g g i u n g i   t e   a   g r u p p o 	 '6'A)  'DJ  B'&E)  'D5/'B)	 A d i c i o n a r - s e   a o   g r u p o 	 S e n i   g r u b a   e k l e s i n   	 M i   k t   b n 	 T a m b a h k a n   A n d a   k e   g r u p 	 T a m b a h   a n d a   k e p a d a   k u m p u l a n 	 8	M	5	/		  	K	  8	.	B	9	  8	G	  	K	!	<	G			 	 	 	 A z    n   f e l v  t e l e   a   c s o p o r t b a 	 	 	 	 U   a a n   g r o e p   t o e v o e g e n 	 	 	 A d u g a ci - v   l a   g r u p 	 	 	     	 	 	 'A2H/F  4E'  (G  1HG	 	 	 						  					  			  					 	 	 	 







  



  




	     	 E n g e z a   w e n a   e q e n j i n i 	 Z o n g e z e   k w i q e l a 	 J i o n g e z e   k w a   k i k u n d i 	 S l u i t   b y   g r o e p   a a n 	 P r i d t i   j u s     p r i e   g r u p s 	 P i e v i e n o t   j ks   g r u p a i 	 L i s a   o m a   g r u p p i 	 1~elavel  qef  mtbkv	       	 A d u g a r e   l a   g r u p u l   d v s . 	 (
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	 *#MA  K7M @0G  /K!(M$?	 	 					  						  			  				 	 	 	 	 	 	 	 A d i c i o n a r   v o c    a o   g r u p o 	 	 	 	 	 	 	 	 Z u   z e u   t a l d e r a   g e h i t u 	 I d a g d a g   k a   s a   p a n g k a t 	 E n g a d i r   a o   s e u   g r u p o 	 T i n y e   o n w e   g   n a   o u t 	 C u i r   l e   g r  p a   t h  
 
 S T R _ I D _ I M P S _ E M P T Y _ M O B I L E _ N U M B E R 	 I M P S 	 P O P U P 	 E m p t y   m o b i l e   n u m b e r 	 E m p t y   p h o n e   n u m b e r 	 q_xpzz	 5u݋Sx:Nzz	 +!2"@%B#(1L'H2	 B o r r a r   n  m e r o   d e   t e l  f o n o 	 N u m  r o   d e   t  l  p h o n e   v i d e 	 L e e r e   T e l e f o n n u m m e r 	 ><5@  <>18;L=>3>  =5  C:070=	 N u m e r o   t e l .   v u o t o 	 1BE  'DG'*A  .'DJ	 N  m e r o   d e   t e l e m  v e l   v a z i o 	 T e l e f o n   n u m a r a s 1  y o k 	 S   i n   t h o i   t r n g 	 K o s o n g k a n   n o m o r   t e l e p o n 	 N o m b o r   t e l e f o n   k o s o n g 	 	>	2	@	  +	K	(	  (		,	0		 	 	 	  r e s   t e l e f o n s z  m 	 	 	 	 L e e g   t e l e f o o n n u m m e r 	 	 	 N u m r u l   d e   t e l e f o n   l i p s e _t e 	 	 	     	 	 	 4E'1G  *DAF  .'DJ3*	 	 	 				  			  						 	 	 	 





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	     	 I n a m b a   y e - m o b i l e   e n g a n a l u t h o 	 I n o m b o l o   y e m o b h a y l   e n g e n a n t o 	 N a m b a r i   w a z i   y a   r u n u n u 	 L e    f o o n n o m m e r 	 T u a
i a s   m o b i l i o j o   t e l e f o n o   n u m e r i s 	 T u k as   m o b i l   t e l e f o n a   n u m u r s 	 M o b i i l i n u m b e r   p u u d u b 	 4aao  b{{aukv  pata	       	 N u m r   d e   t e l e f o n   m o b i l   n e c o m p l e t a t 	 .
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	 6B(M_  .K,>2  (.M,0	 	 				  						  						 	 	 	 	 	 	 	 N  m e r o   d e   t e l e f o n e   v a z i o 	 	 	 	 	 	 	 	 Z e n b a k i   h u t s a 	 W a l a n g   l a m a n   n a   n u m e r o   n g   t e l e p o n o 	 N  m e r o   d e   t e l  f o n o   b a l e i r o 	 E k w e n t   n m b a   a d g h 	 U i m h i r   f  i n   f o l a m h 
 
 S T R _ I D _ I M P S _ M O B I L E _ N U M B E R _ T O O _ L O N G 	 I M P S 	 P O P U P 	 M o b i l e   n u m b e r   t o o   l o n g 	 P h o n e   n u m b e r   t o o   l o n g 	 q_xNw	 5u݋SxǏ	 +!2"@%B#(1L"2'@4D	 N  m e r o   d e   t e l .   d e m a s i a d o   l a r g o 	 N u m  r o   d e   t  l  p h o n e   t r o p   l o n g 	 T e l e f o n n u m m e r   z u   l a n g 	 !;8H:><  4;8==K9  =><5@  <>18;L=>3>	 N u m e r o   t e l .   t r o p p o   l u n g o 	 1BE  'D,H'D  7HJD  ,/'	 N  m e r o   d e   t e l e m  v e l   d e m a s i a d o   l o n g o 	 T e l e f o n   n u m a r a s 1   o k   u z u n 	 S   i n   t h o i   q  a   d  i 	 N o m o r   t e l e p o n   t e r l a l u   p a n j a n g 	 N o m b o r   t e l e f o n   t e r l a l u   p a n j a n g 	 +	K	(	  (		,	0	  	>	+	@	  2		,	>		 	 	 	 A   t e l e f o n s z  m   t  l   h o s s z  	 	 	 	 T e l e f o o n n u m m e r   t e   l a n g 	 	 	 N u m r u l   d e   t e l e f o n   e s t e   p r e a   l u n g 	 	 	       	 	 	 4E'1G  *DAF  .D  (DF/  '3*	 	 	 						  					  				  			 	 	 	 





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	       	 I - m o b i l e   n a m b a   y i n d e   k a k h u l u 	 I n o m b o l o   y e m o b h a y l   i n d e   k a k h u l u 	 N a m b a r i   y a   r u n u n u   n i   n d e f u   s a n a 	 F o o n n o m m e r   t e   l a n k 	 M o b i l i o j o   t e l e f o n o   n u m e r i s   p e r   i l g a s   	 M o b i l   t e l e f o n a   n u m u r s   p a r   g a r u 	 M o b i i l i n u m b e r   l i i g a   p i k k 	 2{{aukvk  patah  yaafav  eoa  g	       	 N u m r   d e   t e l e f o n   m o b i l   p r e a   l u n g 	 .
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 
 S T R _ I D _ I M P S _ P U B L I C _ P R O F I L E 	 I M P S 	 I C O N T E X T 	 P u b l i c   p r o f i l e 	 P u b l i c   p r o f i l e 	 lQqQOo`	 lQqQOo`	 B#D%L*22#0	 P e r f i l   p  b l i c o 	 P r o f i l   p u b l i c 	  f f e n t l i c h e s   P r o f i l 	 B:@KBK9  ?@>D8;L	 P r o f i l o   p u b b l i c o 	 13'D)  'D9'E	 P e r f i l   p  b l i c o 	 G e n e l   p r o f i l   	 T i n   t c   c    n h  n   	 P r o f i l   u m u m 	 P r o f i l   a w a m 	 8	>	0	M	5		(	?		  *	M	0	K	+	>		2		 	 	 	 N y i l v  n o s   p r o f i l 	 	 	 	 O p e n b a a r   p r o f i e l 	 	 	 P r o f i l   p u b l i c 	 	 	   	 	 	 FE'G  9EHE	 	 	 						  								 	 	 	 




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	   	 I p h r o f a y l i   l o m p h a k a t h i 	 I p r o f a y l e   k a w o n k e w o n k e 	 P r o f a i l i   y a   u m m a 	 O p e n b a r e   p r o f i e l 	 V i e aa s i s   p r o f i l i s 	 P u b l i s k a i s   p r o f i l s 	 A v a l i k   p r o f i i l 	 @a}aaoaoav  zxkl	   	 P r o f i l   p u b l i c 	 *
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 S T R _ I D _ I M P S _ E M P T Y _ A L I A S 	 I M P S 	 P O P U P 	 E m p t y   a l i a s 	 E m p t y   a l i a s 	 +R
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T:Nzz	 2!A'H2@%H2	 B o r r a r   s o b r e n o m b r e 	 A l i a s   v i d e 	 A l i a s   l e e r 	 ;8G:0  =5  C:070=0	 A l i a s   v u o t o 	 'D'3E  'DE3*9'1  A'1:	 P s e u d  n i m o   v a z i o 	 D i e r   a d   b o _  	 B    d a n h   t r n g 	 K o s o n g k a n   a l i a s 	 A l i a s   k o s o n g 	 	>	2	@	  		*	(	>	.		 	 	 	  r e s    l n  v 	 	 	 	 L e g e   a l i a s 	 	 	 P o r e c l a   l i p s e _t e 	 	 	     	 	 	 '3E  E3*9'1  .'D  '3*	 	 	 					  				 	 	 	 




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i a s   p s e u d o n i m a s 	 T u k as   a i z s t j v r d s 	 P s e u d o n   m   p u u d u b 	 4aao  aulhvavaukv  avxv	   	 A l i a s     n e c o m p l e t a t 	 
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 
 S T R _ I D _ I M P S _ E D I T _ D I S P L A Y _ N A M E 	 I M P S 	 P O P U P C O N F I R M 	   E d i t   n i c k n a m e ? 	   E d i t   n i c k n a m e ? 	 }/f1z	 5fy	 AID
7H-@%H? 	    E d i t a r   s o b r e n o m b r e ? 	   E d i t e r   p s e u d o n y m e  ? 	   N i c k n a m e   b e a r b e i t e n ? 	   7<5=8BL  ?A524>=8<? 	 M o d i f i c a r e   n i c k n a m e ? 	 *9/JD  '3E  'DE3*9'1	 E d i t a r   n i c k ? 	 T a k m a   a d   d  z e n l e n s i n   m i ?   	 S a   t  n   t h  n   m t 	   E d i t   n a m a   p a n g g i l a n ? 	   E d i t   n a m a   b e r i a n ? 	 (	?		(	G	.	  8		*	>	&	?	$	  	0	G		? 	 	 	 	   S z e r k e s z t i   a   b e c e n e v e t ? 	 	 	 	 B i j n a a m   b e w e r k e n ? 	 	 	   E d i t a ci   s u p r a n u m e l e ? 	 	 	   ? 	 	 	 F'E  .H/E'F  H1'4  4H/	 	 	 						  							? 	 	 	 	 






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 
 S T R _ I D _ I M P S _ E D I T _ F R I E N D L Y _ N A M E 	 I M P S 	 P O P U P C O N F I R M 	   E d i t   f r i e n d l y   n a m e ? 	   E d i t   f r i e n d l y   n a m e ? 	 }/S}Y1z|T	 S}Yy|T	 AID
7H-5H@#5"H2"? 	    E d i t a r   n o m b r e   i n f o r m a l ? 	   E d i t e r   n o m   d  a m i  ? 	   F r e u n d l i c h e n   N a m e n   b e a r b e i t e n ? 	   7<5=8BL  :@0B:>5  8<O? 	 M o d i f i c a r e   s o p r a n n o m e ? 	 *9/JD  '3E  'D5/'B)	 E d i t a r   d i m i n u t i v o ? 	 K u l l a n 1l a n   a d   d  z e n l e n s i n   m i ?   	 S a   t  n   b n   b  	   E d i t   n a m a   d e k a t ? 	   E d i t   n a m a   r a m a h ? 	 +	M	0	G		!	2	@	  (	>	.	  8		*	>	&	?	$	  	0	G		? 	 	 	 	   S z e r k e s z t i   a   b e c e n e v e t ? 	 	 	 	 V r i e n d e l i j k e   n a a m   b e w e r k e n ? 	 	 	   E d i t a ci   n u m e l e   d e   a l i n t ? 	 	 	     ? 	 	 	 F'E  /H3*'FG  H1'4  4H/	 	 	 								  							? 	 	 	 	 






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 
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T	 AID2!A? 	    E d i t a r   s o b r e n o m b r e ? 	   E d i t e r   a l i a s  ? 	   A l i a s   b e a r b e i t e n ? 	   7<5=8BL  :;8G:C? 	 M o d i f i c a r e   a l i a s ? 	 *9/JD  '3E	 E d i t a r   p s e u d  n i m o ? 	 D i e r   a d   d  z e n l e n s i n   m i ?   	 S a   b i t   d a n h 	   E d i t   a l i a s ? 	   E d i t   a l i a s ? 	 		*	(	>	.	  8		*	>	&	?	$	  	0	G		? 	 	 	 	   S z e r k e s z t i   a z    l n e v e t ? 	 	 	 	 A l i a s   b e w e r k e n ? 	 	 	   E d i t a ci   p o r e c l a ? 	 	 	     ? 	 	 	 '3E  E3*9'1  H1'4  4H/	 	 	 			  							? 	 	 	 	 






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  




  

?   	             ? 	 H l e l a   i - a l i a s ? 	 L u n g i s e   n g o k u n y e ? 	 H a r i r i   j i n a   l i n g i n e ? 	 W y s i g   s k u i l n a a m ? 	   R e d a g u o t i   p s e u d o n i m ? 	   R e d i #t   a i z s t j v r d u ? 	   R e d i g e e r i n   p s e u d o n   m i ? 	 =tbace^l  aulhvavaukv  avxvh	     ? 	   E d i t a ci   a l i a s ? 	 
%
5
>
  
!
?
1
M
1
M
  
F
/
M
/
#
K
? 	 &M((>.  8.M*>&(  0?,G? 	 	 							  								  						? 	 	 	 	 	 	 	 	   E d i t a r   a p e l i d o ? 	 	 	 	 	 	 	 	 E z i z e n a   a l d a t u ? 	   B a g u h i n   a n g   a l i a s ? 	   E d i t a r   a l i a s ? 	 D e z i e   a l i a s ? 	   C u i r   a i l i a s   i n   e a g a r ? 
 
 S T R _ I D _ I M P S _ F M G R _ I M A G E _ N O T _ S U P P O R T 	 I M P S 	 P O P U P 	   U n s u p p o r t e d   f o r m a t 	   U n s u p p o r t e d   f o r m a t 	 <h_
N/ec	 <h_
N/ec	 #9A5HD!H*1*8	   F o r m a t o   n o   a d m i t i d o 	 F o r m a t   p a s   s u p p o r t  	   N i c h t   u n t e r s t  t z t e s   F o r m a t 	   $>@<0B  =5  ?>445@68205BAO	   F o r m a t o   n o n   s u p p o r t a t o 	 'D5J:)  :J1  E/9E	 F o r m a t o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   f o r m a t   	 K h  n g   h   t r   c h   	   F o r m a t   t i d a k   d i d u k u n g 	   F o r m a t   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  8	M	5	0	B	*		 	 	 	   N e m   t  m o g a t o t t   f o r m  t u m 	 	 	 	 I n d e l i n g   n i e t   o n d e r s t e u n d 	 	 	   F o r m a t u l   n u   e s t e   a c c e p t a t 	 	 	     	 	 	   A1E*  ~4*J('F  F4/G	 	 	 								  								 	 	 	 






  






	     	   N o t   s u p p o r t e d   f o r m a t 	   N o t   s u p p o r t e d   f o r m a t 	   N o t   s u p p o r t e d   f o r m a t 	 F o r m a a t   n i e   g e s t e u n   n i e 	   N o t   s u p p o r t e d   f o r m a t 	   N o t   s u p p o r t e d   f o r m a t 	   N o t   s u p p o r t e d   f o r m a t 	   N o t   s u p p o r t e d   f o r m a t 	   N o t   s u p p o r t e d   f o r m a t 	   N o t   s u p p o r t e d   f o r m a t 	 *
?
(
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M
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  +
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 .
>
1
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	 8.0M%?$  +0M.>  (A9G	 	 								  						 	 	 	 	 	 	 	   F o r m a t o   n  o   a c e i t o 	 	 	 	 	 	 	 	 F o r m a t u a k   e z   d u   e u s k a r r i r i k 	   H i n d i   s u p o r t a d o n g   f o r m a t 	   F o r m a t o   n o n   s o p o r t a d o 	 U s o r o   a k w a d o g h i 	   F o r m  i d   g a n   t a c  
 
 S T R _ I D _ I M P S _ D E V I C E _ T Y P E 	 I M P S 	 C 4 2 9 _ 2 	 D e v i c e 	 D e v i c e 	 -P	 Y	 -8#L	 D i s p o s i t i v o 	 A p p a r e i l 	 G e r  t 	 #AB@>9AB2>	 D i s p o s i t i v o 	 'D'/')	 D i s p o s i t i v o 	 C i h a z   	 T h i t   b 	 P e r a n g k a t 	 P e r a n t i 	 		*		0	#		 	 	 	 E s z k  z 	 	 	 	 A p p a r a a t 	 	 	 D i s p o z i t i v 	 	 	 	 	 	 /3*'G	 	 	 						 	 	 	 




	 	 I d i v a y s i 	 I s i x h o b o 	 K i f a a 	 T o e s t e l 	 .r e n g i n y s 	 I e r +c e 	 S e a d e 	 Ma	 	 D i s p o z i t i v 	 	
*
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0
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
	 !?->8	 	 							 	 	 	 	 	 	 	 D i s p o s i t i v o 	 	 	 	 	 	 	 	 G a i l u a 	 A p a r a t o 	 D i s p o s i t i v o 	 I g w e 	 G l  a s 
 
 S T R _ I D _ I M P S _ D E V I C E _ T Y P E _ M O B I L E 	 I M P S 	 C 4 2 9 _ 3 	 M o b i l e 	 M o b i l e 	 Kb_j	 Kb:g	 !7-7-	 M  v i l 	 P o r t a b l e 	 M o b i l 	 >18;L=K9  B5;5D>=	 C e l l u l a r e 	 ,H'D	 M  v e l 	 M o b i l   	 M  y 	 P o n s e l 	 M u d a h   a l i h 	 .	K	,	>		2		 	 	 	 M o b i l 	 	 	 	 M o b i e l 	 	 	 T e l e f o n   m o b i l 	 	 	 	 	 	 GE1'G	 	 	 							 	 	 	 





	 	 I - m o b i l e 	 I m o b h a y l 	 R u n u n u 	 S e l f o o n 	 M o b i l u s i s   t e l e f o n a s 	 M o b i l a i s 	 M o b i i l t e l e f o n 	 2{{aukv	 	 M o b i l 	 .
J
,
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2
M

 	 .K,>2	 	 							 	 	 	 	 	 	 	 M  v e l 	 	 	 	 	 	 	 	 M u g i k o r r a     	 M o b i l e 	 M  b i l 	 I h e   n a - a g a g h a r   a g a g h a r 	 M  i b  l e a c h 
 
 S T R _ I D _ I M P S _ D E V I C E _ T Y P E _ P C 	 I M P S 	 C 4 2 9 _ 3 	 P C 	 P C 	 P C 	 P C 	 P C 	 P C 	 P C 	 P C 	 	 P C 	 P C 	 P C 	 P C   	 P C 	 P C 	 P C 	 P C 	 	 	 	 P C 	 	 	 	 C o m p u t e r 	 	 	 P C 	 	 	 P C 	 	 	 'E~H*1	 	 	 P C 	 	 	 	 P C 	 P C 	 I - P C 	 I - P C 	 K o m p y u t a   	 P R 	 K o m p i u t e r i s 	 D a t o r s 	 P C 	 @ataoacky	 P C 	 P C 	 P C 	 P C 	 	 P C 	 	 	 	 	 	 	 	 P C 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ D E V I C E _ T Y P E _ P D A 	 I M P S 	 C 4 2 9 _ 3 	 P D A 	 P D A 	 P D A 	 P D A 	 P D A 	 P D A 	 P D A 	 P D A 	 0@<0==K9  :><?LNB5@  ( P D A ) 	 P D A 	 P D A 	 P D A 	 P D A   	 P D A 	 P D A 	 P D A 	 P D A 	 	 	 	 P D A 	 	 	 	 P D A 	 	 	 P D A 	 	 	 P D A 	 	 	 P D A 	 	 	 P D A 	 	 	 	 P D A 	 P D A 	 I - P D A 	 I - P D A 	 P D A 	 P D A 	 S k a i t m e n i n i s   a s m e n i n i s   a s i s t e n t a s 	 P D A 	 P D A 	 P D A 	 P D A 	 P D A 	 P D A 	 P D A 	 	 P D A 	 	 	 	 	 	 	 	 P D A 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ D E V I C E _ T Y P E _ C L I 	 I M P S 	 C 4 2 9 _ 3 	 C L I 	 C L I 	 C L I 	 C L I 	 C L I 	 C L I 	 C L I 	 C L I 	 ?@545;5=85  ;8=88  ( C L I ) 	 C L I 	 C L I 	 C L I 	 C L I   	 C L I 	 C L I 	 C L I 	 C L I 	 	 	 	 C L I 	 	 	 	 C L I 	 	 	 C L I 	 	 	 C L I 	 	 	 C L I 	 	 	 C L I 	 	 	 	 C L I 	 C L I 	 I - C L I 	 I - C L 1 	 C L I 	 C L I 	 K o m a n d i n s   e i l u t s   s s a j a 	 C L I 	 C L I 	 C L I 	 C L I 	 C L I 	 C L I 	 C L I 	 	 C L I 	 	 	 	 	 	 	 	 C L I 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ D E V I C E _ T Y P E _ O T H E R 	 I M P S 	 C 4 2 9 _ 3 	 O t h e r 	 O t h e r 	 vQ[	 vQ[	 -7HF	 O t r o s 	 A u t r e 	 A n d e r e s 	 @C3>5	 A l t r o 	 'D'.1J	 O u t r o 	 D i e r   	 K h  c 	 L a i n n y a 	 L a i n - l a i n 	 	(	M	/		 	 	 	 E g y  b 	 	 	 	 O v e r i g e 	 	 	 A l t e l e 	 	 	 	 	 	 3'1	 	 	 					 	 	 	 



	 	 O k u n y e 	 E n y e 	 N y e n g i n e 	 A n d e r 	 K i t a 	 C i t s 	 M u u 	 1ul	 	 A l t u l 	 .
1
M
1
A
3
M
3
5
	 (M_>(M_	 	 					 	 	 	 	 	 	 	 O u t r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ D E V I C E _ T Y P E _ I N V I S I B L E 	 I M P S 	 C 4 2 9 _ 3 	 I n v i s i b l e 	 I n v i s i b l e 	 !qlX	 elƋ	 !-D!H@+G	 I n v i s i b l e 	 I n v i s i b l e 	 U n s i c h t b a r 	 52848<K9	 I n v i s i b i l e 	 :J1  E91HA	 I n v i s  v e l 	 G  r  n m e z   	 K h  n g   n h n   b i t   c 	 T i d a k   t e r l i h a t 	 H a l i m u n a n 	 	&	C	6	M	/		 	 	 	 R e j t e t t 	 	 	 	 O n z i c h t b a a r 	 	 	 I n v i z i b i l 	 	 	 	 	 	 ~FG'F	 	 	 							 	 	 	 





	 	 A k u b o n a k a l i 	 A y i b o n a k a l i 	 I s i o o n e k a n a 	 O n s i g b a a r 	 N e m a t o m a s 	 N e r e d z a m s 	 N  h t a m a t u 	 1ve}avelk	 	 I n v i z i b i l 	 
&
C
6
M
/

	 &C6M_	 	 										 	 	 	 	 	 	 	 I n v i s  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ A G R E E _ O T H E R _ J O I N 	 I M P S 	 U N L I M 	 h a s   a g r e e d   o t h e r   j o i n   c h a t   r o o m 	 h a s   a g r e e d   o t h e r   j o i n   t h e   c h a t   r o o m 	 TavQNNReQJ)Y[	 TavQNNReQJ)Y[	 %C+I9I-7H@I2+I-*2	 h a   a c e p t a d o   q u e   o t r o s   s e   u n a n   a   s a l a   d e   c h a r l a 	 a   p e r m i s   a u x   a u t r e s   d e   r e j o i n d r e   l e   s a l o n   d e   c h a t 	 h a t   z u g e s t i m m t ,   d a s s   A n d e r e r   d e m   C h a t r a u m   b e i t r i t t 	 =5  ?@>B82  ?@8A>548=OBLAO  :  4@C38<  G0B0<	 h a   a c c e t t a t o   d i   u n i r s i   a   a l t r a   c h a t   r o o m 	 *H'AB  'D'.1J  'D'F6E'E  'DJ  :1A)  'D/1/4)	 a c e i t o u   o u t r a   s a l a   d e   c o n v e r s a   o 	 d i e r i n i n   s o h b e t   o d a s 1n a   g i r m e s i n i   k a b u l   e t 	 n g      c h o   n g i   k h  c   n h p   v  o   p h  n g   t  n   g u 	 t e l a h   s e t u j u   b e r g a b u n g   k e   r u a n g   o b r o l a n 	 b e r s e t u j u   o r a n g   l a i n   m e n y e r t a i   b i l i k   b u a l 	 	(	M	/	  2	K		K		  	G	  	H		  0	B	.	  .	G		  	(	G	  *	0	  8	9	.	$		 	 	 	 b e l e e g y e z e t t   a b b a ,   h o g y   m  s   c s a t l a k o z z o n   a   c s e v e g Qs z o b  h o z 	 	 	 	 t o e s t a a n   d a t   e e n   a n d e r   i n   d e   c h a t r o o m   k o m t 	 	 	 p e r m i t e ci   a l t o r   u t i l i z a t o r i   s   s e   a l t u r e    n   c a m e r a   d e   d i s c u ci i 	 	 	             ' 	 	 	 ,G*  ~H3*F  /1'F  (G  ~'G  EH'AB*  FEH/G	 	 	 								  						  							  						  							 	 	 	 



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	         	 v u m a   o m u n y e   a j o y i n e   i g u m b i   l e n g x o x o 	 V u m e l a   a b a n y e   b a z i m a n y e   n e g u m b i   l o k u n c o k o l a 	 k u b a l i   m w i n g i n e   a j i u n g e   n a   c h u m b a   c h a   k u p i g a   s o g a 	 S t e m   i n   d a t   a n d e r   b y   k l e t s k a m e r   a a n s l u i t 	 s u t i k t i ,   k a d   k i t a s   p r i s i j u n g t s  p r i e   p o k a l b i s  k a m b a r i o 	 p i e k r +t u ,   k a   c i t i   i e s a i s t s   t r z t a v 	 n  u s t u ,   e t   t e i n e   l i i t u b   j u t u t o a g a 	 pataqauv~el,   xze}fk  aul  avqkv  tkavav  yak  }evuaokv	 ,         - 	 a p r o b a ci   i n t r a r e a   c e l u i l a l t    n   c a m e r a   d e   c h a t 	 .
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 
 S T R _ I D _ I M P S _ I N V I T E _ O T H E R _ J O I N 	 I M P S 	 U N L I M 	 a l r e a d y   i n v i t e   o t h e r   j o i n   c h a t   r o o m 	   h a s   a l r e a d y   i n v i t e d   o t h e r   j o i n   t h e   c h a t   r o o m 	 ]}ˊvQNNReQJ)Y[	 ]~vQNNReQJ)Y[	 DI@
4
C+I9I-7H@I2+I-*2A%I'	 y a   h a   i n v i t a d o   a   o t r o s   a   u n i r s e   a   s a l a   d e   c h a r l a 	 a   d  j    i n v i t    d ' a u t r e s      r e j o i n d r e   a u   s a l o n   d e   c h a t 	   h a t   b e r e i t s   A n d e r e   e i n g e l a d e n ,   d e m   C h a t r a u m   b e i z u t r e t e n 	   C65  ?@83;0H05B  4@C38E  ?@8A>548=8BLAO  :  G0BC	 g i    i n v i t a t o   a l t r o   a   u n i r s i   a l l a   c h a t   r o o m 	 ('DA9D  *E    /9H)  4.5  'D'.1J  'D'F6E'E  'DJ  :1A)  'D/1/4)	 j    c o n v i d o u   o u t r a   s a l a   d e   c o n v e r s a   o 	 h a l i   h a z 1r d a   d i e r i n i   s o h b e t   o d a s 1n a   g i r m e y e   d a v e t   e t t i 	    m i   n g i   k h  c   n h p   v  o   p h  n g   t  n   g u 	   t e l a h   m e n g u n d a n g   p e n g g u n a   l a i n   u n t u k   b e r g a b u n g   k e   r u a n g   o b r o l a n 	 s u d a h   m e n j e m p u t   o r a n g   l a i n   m e n y e r t a i   b i l i k   b u a l 	 	(	M	/	  2	K		K		  	K	  	H		  0	B	.	  .	G		  	(	G	  	G	  2	?		  *	9	2	G	  9	@	  	.		$	M	0	?	$	  	?	/	>	  	/	>		 	 	 	   m  r   m e g h  v o t t   m  s t ,   h o g y   c s a t l a k o z z o n   a   c s e v e g Qs z o b  h o z 	 	 	 	 n o d i g d e   r e e d s   e e n   a n d e r   u i t   o m   i n   d e   c h a t r o o m   t e   k o m e n 	 	 	   d e j a   a ci   i n v i t a t   a l t   u t i l i z a t o r   s   s e   a l t u r e    n   c a m e r a   d e   d i s c u ci i 	 	 	           ' 	 	 	   ~4*1  /1'F  1'  (1'  ~H3*F  (G  ~'G  /9H*  FEH/G	 	 	 									  						  								  								  				  								  							 	 	 	 



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	             	 m e m a   v e l e   o m u n y e   a j o y i n e   i g u m b i   l e n g x o x o   	 s e l e   i m e m a   a b a n y e   u k u z i m a n y a   n e g u m b i   l o k u n c o k o l a 	 T a y a r i   a l i k a   m w i n g i n e   k u j i u n g a   n a   c h u m b a   c h a   k u p i g a   s o g a 	 A n d e r   a l r e e d s   u i t g e n o o i   o m   b y   k l e t s k a m e r   a a n   t e   s l u i t 	   p a k v i e s t i   k i t   p r i s i j u n g t i   p r i e   p o k a l b i s  k a m b a r i o 	   j a u   i e l kd z u   c i t u s   i e s a i s t +t i e s   t r z t a v 	   j u b a   e s i t a t u d   k u t s e   j u t u t o a g a   l i i t u m i s e k s 	 adev  pa~kel  e  aul  avqav  tkaval  yak  }evuaokv	       -   	   d e j a   l - a ci   i n v i t a t   p e   c e l l a l t   s   i n t r e    n   c a m e r a   d e   c h a t 	 .
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 
 S T R _ I D _ I M P S _ F O R B I D _ S E N D _ I M 	 I M P S 	 P O P U P 	 M M I   s t r i n g 	 C a n n o t   s e n d   I M   t o   s e l f 	 
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N~]SsSeOo`	 D!H*2!2#*H  I M   C+I1'@-	 N o   s e   p u e d e   e n v i a r   M I   a   u n o   m i s m o 	 N e   p e u t   p a s   e n v o y e r   I M      s o i - m  m e 	 K a n n   I M   n i c h t   z u   s i c h   s e l b s t   s e n d e n 	 K  =5  <>65B5  >B?@028BL  A>>1I5=85  A515	 I m p o s s i b i l e   i n v i a r e   I M   a   s    s t e s s o 	 D'  JECF  '13'D  'D13'&D  'DAH1J)  'DJ  FA3C	 I m p o s s  v e l   e n v i a r   I M   a   s i   p r  p r i o 	 K e n d i n e   I M   g  n d r e e m e z s i n 	 K h  n g   t h   t   g i   c h o   m  n h   t i n   n h n   n h t   t h i 	 T i d a k   d a p a t   m e n g i r i m   I M   k e   d i r i   s e n d i r i 	 T i d a k   b o l e h   h a n t a r   I M   k e p a d a   d i r i   s e n d i r i 	 8	M	5	/		  	K	  			.	  (	9	@		  -	G		  8		$	>		 	 	 	 S a j  t   m a g  n a k   n e m   k  l d h e t   I M - e t 	 	 	 	 K a n   I M   n i e t   n a a r   z i c h z e l f   v e r s t u r e n 	 	 	 N u   v   p u t e ci   t r i m i t e   m e s a j e   i n s t a n t a n e e   d v s .   	 	 	           	 	 	 I M   1'  FE  *H'F  (G  .H/  '13'D  1/	 	 	 						  I M   						  							 	 	 	 I M   

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	         	 N g e k e   i t h u m e l e   i - I M   k u y o n a 	 A y i n a k u t h u m e l a   i - I M   k u w e 	 H a i w e z i   k u t u m a   I M   k w a k e 	 K a n   n i e   I M   n a   j o u s e l f   s t u u r   n i e 	 N e g a l i m a   s i ss t i   I M   s a u   p a 
i a m 	 N e v a r   n o s kt +t   I M   p a t s   s e v 	 E i   s a a   s a a t a   I M - i   e n d a l e 	 Ik  oaxr  xraoel  I M   kvv  kev	   I M -       	 N u   v   p u t e ci   t r i m i t e   I M   d v s . 	 8
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	 (?A  I M   * >  *>0?,G  (>9?	 	 							  I M   								 	 	 	 	 	 	 	 N  o   p o d e   e n v i a r   m e n s a g e m   i n s t a n t  n e a   p a r a   s i   m e s m o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ A C C E P T _ I N V I T E 	 I M P S 	 U N L I M 	 a c c e p t   i n v i t a t i o n 	 h a s   a c c e p t e d   t h e   i n v i t a t i o n 	 cSNˊ	 cSN	 "-!#13@
4
	 h a   a c e p t a d o   l a   i n v i t a c i  n 	 a   a c c e p t    l ' i n v i t a t i o n 	 h a t   d i e   E i n l a d u n g   a k z e p t i e r t 	 @8=OBL  ?@83;0H5=85	 i n v i t o   a c c e t t a t o 	 'D/9H)  EB(HD)	 a c e i t o u   o   c o n v i t e 	 D a v e t i   k a b u l   e t   	    n h n   l i   m i 	 t e l a h   m e n e r i m a   u n d a n g a n 	 t e l a h   m e n e r i m a   j e m p u t a n 	 (	?	.		$	M	0	#	  8	M	5	@		>	0	  	0	G			 	 	 	 e l f o g a d t a   a   m e g h  v  s t 	 	 	 	 h e e f t   d e   u i t n o d i g i n g   g e a c c e p t e e r d 	 	 	 a   a c c e p t a t   i n v i t a ci a 	 	 	     	 	 	 /9H*  1'  ~01A*G	 	 	 								  						 	 	 	 






  







	   	 a m u k e l a   i s i m e m o 	 y a m k e l a   i s i m e m o 	 K u b a l i   m w a l i k o 	 H e t   u i t n o d i g i n g   a a n v a a r 	 p r i i m t i   k v i e t i m 	 p i e Fe m t   i e l kg u m u 	 a k t s e p t e e r i   k u t s e 	 hvdxvel  pa~eh	   	 a c c e p t a r e   i n v i t a ci e 	 
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 
 S T R _ I D _ I M P S _ N O _ S P A C E _ T O _ G E T _ F I L E 	 I M P S 	 P O P U P 	 N o   s p a c e   t o   g e t   f i l e 	 N o t   e n o u g h   m e m o r y 	 aԚ
N	 X[Pzz
N	 +H'"'2!3D!H@5"-	 N o   h a y   m e m o r i a   s u f i c i e n t e 	 M  m o i r e   i n s u f f i s a n t e 	 S p e i c h e r   r e i c h t   n i c h t 	 5B  <5AB0  4;O  D09;0	 S p a z i o   i n s u f f i c i e n t e   p e r   r i c e v e r e   f i l e 	 'DE3'-)  :J1  C'AJ)  DD'3*D'E  'DEDA	 M e m  r i a   i n s u f i c i e n t e 	 D o s y a   a l m a k   i  i n   y e r   y o k   	 B   n h   k h  n g   	 M e m o r i   t i d a k   c u k u p 	 T i a d a   r u a n g   u n t u k   m e n d a p a t k a n   f a i l 	 	*	0	M	/	>	*	M	$	  .	G	.	K	0	@		 	 	 	 N i n c s   e l  g   m e m  r i a 	 	 	 	 N i e t   g e n o e g   g e h e u g e n 	 	 	 N u   e x i s t   s p a ci u   l i b e r   p e n t r u   r e c e p ci o n a r e a   f i _i e r u l u i 	 	 	     	 	 	 -'A8G  'A  F3*	 	 	 											  							 	 	 	 



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	     	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N i e   g e n o e g   g e h e u e   n i e 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 N o t   e n o u g h   m e m o r y 	 5
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 
 S T R _ I D _ I M P S _ I N V A L I D _ A L I A S 	 I M P S 	 P O P U P 	   I n v a l i d   a l i a s 	   I n v a l i d   a l i a s 	 !qHev+R
T	 eHev+R
T	 2!AD!H9I-	   S o b r e n o m b r e   n o   v  l i d o 	   A l i a s   i n v a l i d e 	   U n g  l t i g e r   A l i a s 	   525@=0O  :;8G:0	 A l i a s   n o n   v a l i d o 	 '3E  'DE3*9'1  :J1  5'D-	 P s e u d  n i m o   i n v  l i d o 	 G e  e r s i z   r u m u z 	 B i t   d a n h   k h  n g   h p   l 	   A l i a s   t i d a k   v a l i d 	   A l i a s   t i d a k   s a h 	 	5	H	'	  		*	(	>	.		 	 	 	    r v  n y t e l e n    l n  v 	 	 	 	 O n g e l d i g e   a l i a s 	 	 	 P o r e c l   n e v a l i d 	 	 	     	 	 	 F'E  E3*9'1  E9*(1  F3*	 	 	 				  				 	 	 	 





  




	     	 I - a l i a s   e n g e n a m t h e t h o 	 I - a l i a s   e n g a s e b e n z i y o 	 J i n a   l i n g i n e   n i   b a t i l i 	 O n g e l d i g e   s k u i l n a a m 	   N e g a l i o j a n t i s   p s e u d o n i m a s 	   N e d e r +g s   a i z s t j v r d s 	   V i g a n e   p s e u d o n   m 	   1v~a~e  aulhvavaukv  avxv	   	   A l i a s   n e v a l i d 	 
%
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	 .>(M_  &M.(>.	 	 						  								 	 	 	 	 	 	 	   A p e l i d o   i n v  l i d o 
 
 S T R _ I D _ I M P S _ V I E W _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 V i e w ? 	 V i e w ? 	 j	 gw	 9? 	  V e r ? 	 A f f i c h e r  ? 	 A n s i c h t ? 	 @>A<>B@5BL? 	 V i s u a l i z z a r e ? 	 916	 V e r ? 	 G  r  n t  l e n s i n   m i ?   	 T  m ? 	 L i h a t ? 	 L i h a t ? 	 &	G		G		? 	 	 	 	 M e g t e k i n t i ? 	 	 	 	 B e k i j k e n ? 	 	 	 V i z u a l i z a ci ? 	 	 	 ? 	 	 	 FE'4  /'/G  4H/	 	 	 						? 	 	 	 	 




  

? 	 ? 	 H l o l a ? 	 J o n g e ? 	 A n g a l i a ? 	 K y k   n a ? 	 P e r ~i kr t i ? 	 A p l kk o t ? 	 K u v a n ? 	 4ke^l	   ? 	 V i z u a l i z a ci ? 	 
>
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? 	 &G?,G? 	 	 					  						? 	 	 	 	 	 	 	 	 V e r ? 
 
 S T R _ I D _ I M P S _ P L A Y _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 P l a y ? 	 P l a y ? 	 d>e	 d>e	 @%H? 	  R e p r o d u c i r ? 	 J o u e r  ? 	 W i e d e r g a b e ? 	 >A?@>8725AB8? 	 R i p r o d u r r e ? 	 *4:JD	 R e p r o d u z i r ? 	 O y n a s 1n   m 1?   	 P h  t ? 	 P u t a r ? 	 M a i n k a n ? 	 *	M	2	G	  	0	G		? 	 	 	 	 L e j  t s s z a ? 	 	 	 	 S p e l e n ? 	 	 	 R e d a ci ? 	 	 	 ? 	 	 	 ~.4  4H/	 	 	 					? 	 	 	 	 






  

? 	 ? 	 D l a l a ? 	 K h a l i s e ? 	 C h e z a ? 	 S p e e l ? 	 L e i s t i ? 	 S p l t ? 	 E s i t a n ? 	 F~acaoe^l	   ? 	 R e d a ci ? 	 *
M
2
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? 	 3>,G? 	 	 				  						? 	 	 	 	 	 	 	 	 R e p r o d u z i r ? 
 
 S T R _ I D _ I M P S _ S E N D _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 S e n d ? 	 S e n d ? 	 P	 S	 *H? 	  E n v i a r ? 	 E n v o y e r  ? 	 S e n d e n ? 	 B?@028BL? 	 I n v i a r e ? 	 '13'D	 E n v i a r ? 	 G  n d e r i l s i n   m i ?   	 G i ? 	 K i r i m ? 	 H a n t a r ? 	 -	G		G		? 	 	 	 	 E l k  l d i ? 	 	 	 	 V e r z e n d e n ? 	 	 	 T r i m i t e ci ? 	 	 	 ? 	 	 	 '13'D  4H/	 	 	 						? 	 	 	 	 






  

? 	 ? 	 T h u m e l a ? 	 T h u m e l e ? 	 T u m a ? 	 S t u u r ? 	 S i ss t i ? 	 S kt +t ? 	 S a a d a n ? 	 Hraoe^l	   ? 	 T r i m i t e ci ? 	 
/

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? 	 * >,G? 	 	 								? 	 	 	 	 	 	 	 	 E n v i a r ? 
 
 S T R _ I D _ I M P S _ C L O S E _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 C l o s e ? 	 C l o s e ? 	 ܕ	 sQ	 4? 	  C e r r a r ? 	 F e r m e r  ? 	 S c h l i e  e n ? 	 0:@KBL? 	 C h i u d e r e ? 	 ':D'B	 F e c h a r ? 	 K a p a n s 1n   m 1? 	 T t ? 	 T u t u p ? 	 T u t u p ? 	 ,		&	  	0	G		? 	 	 	 	 B e z  r j a ? 	 	 	 	 S l u i t e n ? 	 	 	  n c h i d e ci ? 	 	 	 ? 	 	 	 (3*G  4H/	 	 	 				? 	 	 	 	 


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 
 S T R _ I D _ I M P S _ C A N C E L _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 C a n c e l ? 	 C a n c e l ? 	 Sm	 Sm	 "@%4? 	  C a n c e l a r ? 	 A n n u l e r  ? 	 A b b r e c h e n ? 	 B<5=8BL? 	 A n n u l l a r e ? 	 'D:'!	 C a n c e l a r ? 	 0p t a l   e d i l s i n   m i ? 	 H y ? 	 B a t a l ? 	 B a t a l ? 	 0	&	M	&	  	0	G		? 	 	 	 	 M  g s e m ? 	 	 	 	 A n n u l e r e n ? 	 	 	 A n u l a ci ? 	 	 	 ? 	 	 	 D:H  4H/	 	 	 				  ? 	 	 	 	 

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 
 S T R _ I D _ I M P S _ R E J E C T _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 Q u i t ? 	 Q u i t ? 	 ▋	 y _	 @%4? 	  S a l i r ? 	 Q u i t t e r  ? 	 B e e n d e n ? 	 K9B8? 	 S p e g n e r e ? 	 .1H,	 S a i r ? 	  1k 1_?   	 T h o  t ? 	 K e l u a r ? 	 K e l u a r ? 	 	K	!	<	G		? 	 	 	 	 K i l  p ? 	 	 	 	 S l u i t e n ? 	 	 	 R e n u n ca ci ? 	 	 	 ? 	 	 	 E*HBA  4H/	 	 	 				? 	 	 	 	 



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 
 S T R _ I D _ I M P S _ I N V I T E _ A S K 	 I M P S 	 P O P U P C O N F I R M 	   I n v i t e ? 	   I n v i t e ? 	 ˊ	 	 @
4
? 	    I n v i t a r ? 	   I n v i t e r  ? 	   E i n l a d e n ? 	   @83;0A8BL? 	 I n v i t a r e ? 	 /9H)	 C o n v i d a r ? 	 D a v e t   e d i l s i n   m i ?   	 M i ? 	   U n d a n g ? 	   J e m p u t ? 	 	.		$	M	0	?	$	  	0	G		? 	 	 	 	   M e g h  v j a ? 	 	 	 	 U i t n o d i g e n ? 	 	 	 I n v i t a ci ? 	 	 	 ? 	 	 	 /9H*  4H/	 	 	 									? 	 	 	 	 






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 
 S T R _ I D _ I M P S _ L O G O U T _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 L o g o u t ? 	 L o g o u t ? 	 {vQ	 l 	 %G-@-2L? 	  C e r r a r   s e s i  n ? 	 D  c o n n e c t e r  ? 	 A u s l o g g e n ? 	 K9B8  87  A8AB5<K? 	 U s c i r e ? 	 .1H,	 T e r m i n a r   s e s s  o ? 	 O t u r u m   k a p a t 1l s 1n   m 1?   	 n g   k  ? 	 L o g o   u t ? 	 L o g   k e l u a r ? 	 2	I						  	0	G		? 	 	 	 	 K i j e l e n t k e z i k ? 	 	 	 	 A f m e l d e n ? 	 	 	 V   d e c o n e c t a ci ? 	 	 	 ? 	 	 	 '2  33*E  .'1,  E  4H/	 	 	 					? 	 	 	 	 





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 
 S T R _ I D _ I M P S _ J O I N _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 J o i n ? 	 J o i n ? 	 ReQ	 ReQ	 @I2#H'!? 	  U n i r s e ? 	 J o i n d r e  ? 	 B e i t r e t e n ? 	 @8A>548=8BLAO? 	 E n t r a r e ? 	 '6'A)	 A d e r i r ? 	 K a t 1l m a k   i s t i y o r   m u s u n ?   	 N h p   v  o ? 	 G a b u n g ? 	 S e r t a i ? 	 6	>	.	?	2	  9	K		? 	 	 	 	 C s a t l a k o z i k ? 	 	 	 	 M e e d o e n ? 	 	 	 V   a l t u r a ci   l a   c a m e r a   d e   d i s c u ci i ? 	 	 	 ? 	 	 	 ED-B  4H/	 	 	 								? 	 	 	 	 






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 
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 		? 	 	 	 	 




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 
 S T R _ I D _ I M P S _ O P E N _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 O p e n ? 	 O p e n ? 	 _U	 Sb _	 @4? 	  A b r i r ? 	 O u v r i r  ? 	  f f n e n ? 	 B:@KBL? 	 A p r i r e ? 	 A*-	 A b r i r ? 	 A  1l s 1n   m 1?   	 M ? 	 B u k a ? 	 B u k a ? 	 	K	2	G		? 	 	 	 	 M e g n y i t j a ? 	 	 	 	 O p e n e n ? 	 	 	 D e s c h i d e ci ? 	 	 	 ? 	 	 	 ('2  4H/	 	 	 				? 	 	 	 	 





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 
 S T R _ I D _ I M P S _ G R A N T _ C O N T A C T _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 U n b l o c k ? 	 U n b l o c k ? 	 d\	 d\	 %%G-? 	  D e s b l o q u e a r ? 	 D  b l o q u e r  ? 	 E n t b l o c k i e r e n ? 	  071;>:8@>20BL? 	 S b l o c c a r e ? 	 A*-	 D e s b l o q u e a r ? 	 E n g e l l e m e   k a l d 1r 1l s 1n   m 1?   	 M   k h  a ? 	 B a t a l k a n   b l o k i r ? 	 B u k a   h a l a n g ? 	 	(	,	M	2	I		  	0	G		? 	 	 	 	 F e l o l d j a   a   t i l t  s t ? 	 	 	 	 D e b l o k k e r e n ? 	 	 	 D e b l o c a ci ? 	 	 	   ? 	 	 	 'F3/'/  D:H  4H/	 	 	 						? 	 	 	 	 




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 
 S T R _ I D _ I M P S _ B L O C K _ C O N T A C T _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 B l o c k ? 	 B l o c k ? 	 \	 \	 %G-? 	  B l o q u e a r ? 	 B l o q u e r     ? 	 B l o c k i e r e n ? 	 ;>:8@>20BL? 	 B l o c c a r e ? 	 ':D'B	 B l o q u e a r ? 	 E b g e l l e n s i n   m i ?   	 K h  a ? 	 B l o k i r ? 	 H a l a n g ? 	 ,	M	2	I		  	0	G		? 	 	 	 	 L e t i l t j a ? 	 	 	 	 B l o k k e r e n ? 	 	 	 B l o c a ci ? 	 	 	 ? 	 	 	 E3/H/  4H/	 	 	 					? 	 	 	 	 







  

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 
 S T R _ I D _ I M P S _ A D D _ T O _ R E J _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 A d d   t o   r e j e c t e d   l i s t ? 	 A d d   t o   r e j e c t e d   l i s t ? 	 ReQ󁫈bU}nU	 mR0Rb~Rh	 @4H!D"1#2"2#5H4@*? 	  A  a d i r   a   l a   l i s t a   d e   r e c h a z a d o s ? 	 A j o u t e r      l a   l i s t e   d e s   r e f u s  s  ? 	 Z u r   Z u r  c k g e w i e s e n e n l i s t e   h i n z u f  g e n ? 	 >1028BL  2  A?8A>:  >B:;>=5==KE? 	 A g g i u n g e r e   a   e l e n c o   r i f i u t a t i ? 	 '6'A)  'DJ  B'&E)  'DE1AH6	 A d i c i o n a r   a   l i s t a   r e j e i t a d a ? 	 R e d d e d i l e n l e r   l i s t e s i n e   e k l e n s i n   m i ?   	 T h  m   v  o   d a n h   s  c h   b   t   c h i ? 	 T a m b a h k a n   k e   d a f t a r   d i t o l a k ? 	 T a m b a h   k e p a d a   s e n a r a i   d i t o l a k ? 	 	8	M	5	@		C	$	  8	B		@	  .	G		  	K	!	<	G		? 	 	 	 	 H o z z  a d j a   a   t i l t  l i s t  h o z ? 	 	 	 	 A a n   l i j s t   v a n   v e r w o r p e n e n   t o e v o e g e n ? 	 	 	 A d u g a ci   l a   l i s t a   d e   m e m b r i   r e s p i n _i ? 	 	 	     ? 	 	 	 (G  D3*  1/  4/G  '6'AG  4H/	 	 	 							  						  			? 	 	 	 	 






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 
 S T R _ I D _ I M P S _ A D D _ T O _ M E M _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 A d d   t o   m e m b e r   l i s t ? 	 A d d   t o   m e m b e r   l i s t ? 	 ReQbTnU	 mR0RbXTRh	 @4H!D"1#2"2#*!2
4? 	  A  a d i r   a   l a   l i s t a   d e   m i e m b r o s ? 	 A j o u t e r      l a   l i s t e   d e s   m e m b r e s  ? 	 Z u r   M i t g l i e d s l i s t e   h i n z u f  g e n ? 	 >1028BL  2  A?8A>:  CG0AB=8:>2? 	 A g g i u n g e r e   a   e l e n c o   m e m b r i ? 	 '6'A)  'DJ  B'&E)  'D'96'!	 A d i c i o n a r   a   l i s t a   d e   m e m b r o s ? 	  y e   l i s t e s i n e   e k l e n s i n   m i ?   	 T h  m   v  o   d a n h   s  c h   t h  n h   v i  n ? 	 T a m b a h k a n   k e   d a f t a r   a n g g o t a ? 	 T a m b a h   k e p a d a   s e n a r a i   a h l i ? 	 8	&	8	M	/	  8	B		@	  .	G		  	K	!	<	G		? 	 	 	 	 H o z z  a d j a   a   t a g l i s t  h o z ? 	 	 	 	 A a n   l e d e n l i j s t   t o e v o e g e n ? 	 	 	 A d u g a ci   l a   l i s t a   d e   m e m b r i ? 	 	 	     ? 	 	 	 (G  D3*  '96'!  '6'AG  4H/	 	 	 					  						  			? 	 	 	 	 



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 S T R _ I D _ I M P S _ D E L E T E _ M E M B E R _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 D e l e t e   m e m b e r ? 	 D e l e t e   m e m b e r ? 	 *RdbT	  RdbXT	 %+!2"@%? 	  E l i m i n a r   m i e m b r o ? 	 S u p p r i m e r   u n   m e m b r e  ? 	 M i t g l i e d   l  s c h e n ? 	 #40;8BL  CG0AB=8:0? 	 E l i m i n a r e   m e m b r o ? 	 E3-  'D96H	 E l i m i n a r   m e m b r o ? 	  y e   s i l i n s i n   m i ?   	 X  a   t h  n h   v i  n ? 	 H a p u s   a n g g o t a ? 	 H a p u s   a h l i ? 	 8	&	8	M	/	  .	?		>			? 	 	 	 	 T  r l i   a   t a g o t ? 	 	 	 	 L i d   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   m e m b r u l ? 	 	 	   ? 	 	 	 96H  -0A  4H/	 	 	 					  						? 	 	 	 	 





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 S T R _ I D _ I M P S _ N E W _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 C o n t i n u e ? 	 C o n t i n u e ? 	 ~~	 ~~	 3H-? 	  C o n t i n u a r ? 	 C o n t i n u e r   ? 	 F o r t s e t z e n ? 	 !>740BL? 	 C o n t i n u a r e ? 	 ('3*E1'1	 C o n t i n u a r ? 	 D e v a m   E t ?   	 L p   m i ? 	 L a n j u t k a n ? 	 T e r u s k a n ? 	 	>	0	@	  0		G		? 	 	 	 	 F o l y t a t j a ? 	 	 	 	 V e r d e r g a a n ? 	 	 	 C o n t i n u a ci ? 	 	 	 ? 	 	 	 9EDJ'*  '/'EG  J'(/	 	 	 							  					? 	 	 	 	 



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 S T R _ I D _ I M P S _ D E L E T E _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  E l i m i n a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ?   	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 						? 	 	 	 	 



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 S T R _ I D _ I M P S _ V C A R D _ S A V E _ G I V E _ U P 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 6e0R
TGr]>eh2QX[	 6e0R
TGr]>e_OX[	 v C a r d   5HDI#1  "@%42#1@G	 v C a r d   r e c i b i d a ,   a b a n d o n a r   g u a r d a n d o 	 v C a r d   r e  u e ,   a r r  t e r   d e   d i r e 	 v C a r d   e r h a l t e n ,   S p e i c h e r v o r g a n g   a u f g e b e n 	 >;CG5=0  2878B=0O  :0@B>G:0.   5  A>E@0=5=0. 	 v C a r d   r i c e v u t a ,   r i n u n c i a   a l   s a l v a t a g g i o 	 '3*D'E  'D(7'B),   *.DJ  9F  'D-A8	 v C a r d   r e c e b i d o ,   n  o   g u a r d a r 	 v K a r t   a l 1n d 1,   k a y d e t m e k t e n   v a z g e    	 N h n   c   d a n h   t h i p ,   k h  n g   l u   	 v C a r d   d i t e r i m a ,   p e n y i m p a n a n   m e n y e r a h 	 v K a d   d i t e r i m a ,   	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   8	G	5	  	0	(	>	  	K	!	<	G			 	 	 	 v C a r d    r k e z e t t ,   a   m e n t  s e   f e l a d v a 	 	 	 	 v C a r d   o n t v a n g e n ,   e r   w o r d t   n i e t   m e e r   g e p r o b e e r d   o p   t e   s l a a n 	 	 	 v C a r d   r e c e p ci o n a t ,   r e n u n ca r e   l a   s a l v a r e 	 	 	   v C a r d ,       	 	 	 v C a r d   /1'A*  4/  '2  0.1G  51AF81  4H/	 	 	 v C a r d   							,   					  			  				  				 	 	 	 v 




  







,   





  



  




   	   ,       	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 H e t   v C a r d   o n t v a n g ,   s t a a k   b e r g i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a r d ,   g i v e   u p   s a v i n g 	 	 	 	 							  							,   							  					  				 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   d e s i s t i u   d e   s a l v a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ T O 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 6e0R
TGr]2QX[	 6e0R
TGr]OX[0R	 v C a r d   5HDI#1  1@GD"1:   	 v C a r d   r e c i b i d a ,   g u a r d a d a   e n : 	 v C a r d   r e  u e ,   e n r e g i s t r  e   d a n s  :   	 v C a r d   e r h a l t e n ,   g e s p e i c h e r t   i n :   	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=5=0: 	 v C a r d   r i c e v u t a ,   s a l v a t a   i n : 	 '3*D'E  'D(7'B),   *E  -A8  'DJ: 	 v C a r d   r e c e b i d o ,   g u a r d a d o   e m : 	 v K a r t   a l 1n d 1,   _u r a y a   k a y d e d i l d i :   t e l e f o n   	 N h n   c   d a n h   t h i p ,      l u   v  o : 	 v C a r d   d i t e r i m a ,   t e r s i m p a n   k e :   	 v K a d   d i t e r i m a ,   d i s i m p a n   k e p a d a : 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   . . .   .	G		  8	G	5	  	0	G			 	 	 	 v C a r d    r k e z e t t ,   m e n t v e   i d e : 	 	 	 	 v C a r d   o n t v a n g e n ,   o p g e s l a g e n   i n : 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e    n : 	 	 	   v C a r d ,     : 	 	 	 v C a r d   /1'A*  4/  0.1G  4/  /1: 	 	 	 v C a r d   							,   			  						: 	 	 	 	 v 




,   




  


	   ,   - -   :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 H e t   v C a r d   o n t v a n g ,   g e b e r g   i n :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   	 	 	 	 							  							,   					  							  				 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   s a l v o   e m :   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ F I L E _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   f a i l   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 6e0R
TGr2QX[eN1YWe	 6e0R
TGrOX[0ReN1Y%	 v C a r d   5HDI#1  %I!@+%'C2#1@G%D%L	 v C a r d   r e c i b i d a ,   e r r o r   a l   g u a r d a r   e n   e l   a r c h i v o 	 v C a r d   r e  u e ,    c h e c   d  e n r e g i s t r e m e n t   d a n s   u n   f i c h i e r  : 	 v C a r d   e r h a l t e n ,   k o n n t e   n i c h t   i n   D a t e i   g e s p e i c h e r t   w e r d e n 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=8BL  2  D09;  =5  C40;>AL. 	 v C a r d   r i c e v u t a ,   s a l v a t a g g i o   s u   f i l e   f a l l i t o 	 '3*D'E  'D(7'B),   A4D  AJ  -A8  'DEDA	 v C a r d   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   f i c h e i r o 	 v K a r t   a l 1n d 1,   d o s y a y a   k a y d e d i l e m e d i   	 N h n   c   d a n h   t h i p ,   l u   v  o   t p   t h t   b i 	 v C a r d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e   f i l e 	 v K a d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e p a d a   f a i l 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   +	>		2	  .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 v C a r d    r k e z e t t ,   a   f  j l b a   m e n t  s   s i k e r t e l e n 	 	 	 	 v C a r d   o n t v a n g e n ,   k o n   n i e t   o p s l a a n   i n   b e s t a n d 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   e _u a t    n   f i _i e r 	 	 	   v C a r d ,       : 	 	 	 v C a r d   /1'A*  4/  0.1G  /1  A'D  F'EHAB  (H/	 	 	 v C a r d   							,   					  						  			  						 	 	 	 v 




  







,   






  


  






  





	   ,       	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 H e t   v C a r d   o n t v a n g ,   h e t   n i e   i n   l  e r   g e b e r g   n i e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   f i l e 	 	 	 	 							  							,   						  							  				  					 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   f a l h o u   e m   s a l v a r   e m   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ P H O N E _ S U C C E S S 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 6e0R
TGr2QX[Kb_j	 6e0R
TGrOX[0RKb:g	 v C a r d   5HDI#1  1@GD"1:   B#(1L	 v C a r d   r e c i b i d a ,   g u a r d a d a   e n :   t e l  f o n o 	 v C a r d   r e  u e ,   e n r e g i s t r  e   s u r  :   t  l  p h o n e 	 v C a r d   e r h a l t e n ,   g e s p e i c h e r t   i n :   T e l e f o n 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=5=0:   ?0<OBL  B5;5D>=0	 v C a r d   r i c e v u t a ,   s a l v a t a   s u :   t e l e f o n o 	 '3*D'E  'D(7'B),   -A8  'DJ  'DG'*A	 v C a r d   r e c e b i d o ,   g u a r d a d o   e m :   t e l e f o n e 	 v K a r t   a l 1n d 1,   _u r a y a   k a y d e d i l d i :   t e l e f o n   	 N h n   c   d a n h   t h i p ,   l u   t i :   m  y 	 v C a r d   d i t e r i m a ,   t e r s i m p a n   k e :   t e l e p o n 	 v K a d   d i t e r i m a ,   d i s i m p a n   k e p a d a :   t e l e f o n 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   +	K	(	  .	G		  8	G	5	  	?	/	>	  	/	>		 	 	 	 v C a r d    r k e z e t t ,   m e n t v e   i d e :   t e l e f o n 	 	 	 	 v C a r d   o n t v a n g e n ,   o p g e s l a g e n   i n :   t e l e f o o n 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e    n :   t e l e f o n 	 	 	   v C a r d ,     :   	 	 	 v C a r d   /1'A*  4/  0.1G  4/  /1:   *DAF	 	 	 v C a r d   							,   			  						:   					 	 	 	 v 




  







,   


  


  


	   ,      	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 H e t   v C a r d   o n t v a n g ,   g e b e r g   i n :   f o o n 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   p h o n e 	 	 	 	 							  							,   							  			:   				 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   s a l v o   e m :   t e l e f o n e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ P H O N E _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   f a i l   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 6e0R
TGr2QX[Kb_j1YWe	 6e0R
TGrOX[0RKb:g1Y%	 v C a r d   5HDI#1  %I!@+%'C2#1@GD"1B#(1L	 v C a r d   r e c i b i d a ,   e r r o r   a l   g u a r d a r   e n   e l   t e l  f o n o 	 v C a r d   r e  u e ,    c h e c   d  e n r e g i s t r e m e n t   s u r   l e   t  l  p h o n e 	 v C a r d   e r h a l t e n ,   k o n n t e   n i c h t   i n   T e l e f o n   g e s p e i c h e r t   w e r d e n 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=8BL  2  ?0<OB8  B5;5D>=0  =5  C40;>AL. 	 v C a r d   r i c e v u t a ,   s a l v a t a g g i o   s u   t e l e f o n o   f a l l i t o 	 '3*D'E  'D(7'B),     A4D  AJ  -A8  'DJ  'DG'*A	 v C a r d   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   n o   t e l e f o n e 	 v K a r t   a l 1n d 1,   t e l e f o n a   k a y d e d e m i y o r   	 N h n   c   d a n h   t h i p ,   l u   v  o   m  y   t h t   b i 	 v C a r d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e   t e l e p o n 	 v K a d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e p a d a   t e l e f o n 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   +	K	(	  .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 v C a r d    r k e z e t t ,   a   t e l e f o n r a   m e n t  s   s i k e r t e l e n 	 	 	 	 v C a r d   o n t v a n g e n ,   k o n   n i e t   o p s l a a n   i n   t e l e f o o n 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   e _u a t    n   t e l e f o n 	 	 	   v C a r d ,       : 	 	 	 v C a r d   /1'A*  4/  0.1G  /1  *DAF  F'EHAB  (H/	 	 	 v C a r d   							,   				  						  			  						 	 	 	 v 




  







,   


  

  





  





	   ,      	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 H e t   v C a r d   o n t v a n g ,   h e t   n i e   i n   f o o n   g e b e r g   n i e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   p h o n e 	 	 	 	 							  							,   					  							  				  					 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   f a l h o u   e m   s a l v a r   n o   t e l e f o n e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ S I M _ S U C C E S S 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 6e0R
TGr2QX[S I M aS	 6e0R
TGrOX[0RS I M aS	 v C a r d   5HDI#1  1@GD"1:   4!	 v C a r d   r e c i b i d a ,   g u a r d a d a   e n :   S I M 	 v C a r d   r e  u e ,   e n r e g i s t r  e   s u r  :   S I M 	 v C a r d   e r h a l t e n ,   g e s p e i c h e r t   i n :   S I M 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=5=0:   S I M 	 v C a r d   r i c e v u t a ,   s a l v a t a   s u :   S I M 	 '3*D'E  'D(7'B), -A8  'DJ  'D(7'B)	 v C a r d   r e c e b i d o ,   g u a r d a d o   e m :   S I M 	 v K a r t   a l 1n d 1,   _u r a y a   k a y d e d i l d i :   S I M   	 N h n   c   d a n h   t h i p ,   l u   t i : S I M 	 v C a r d   d i t e r i m a ,   t e r s i m p a n   k e :   S I M 	 v K a d   d i t e r i m a ,   d i s i m p a n   k e p a d a :   S I M 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   8	?	.	  .	G		  8	G	5	  	?	/	>	  	/	>		 	 	 	 v C a r d    r k e z e t t ,   m e n t v e   i d e :   S I M 	 	 	 	 v C a r d   o n t v a n g e n ,   o p g e s l a g e n   i n :   S I M 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   p e :   S I M 	 	 	   v C a r d ,     :   S I M 	 	 	 v C a r d   /1'A*  4/  0.1G  4/  /1:   S I M 	 	 	 v C a r d   							,   			  						:   S I M 	 	 	 	 v 




  







,   


  


  S I M  	   ,      	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 H e t   v C a r d   o n t v a n g ,   g e b e r g   i n :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 	 	 	 	 							  							,   							  			:   				 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   s a l v o   e m :   S I M 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ S I M _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   f a i l   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 6e0R
TGr2QX[S I M aS1YWe	 6e0R
TGrOX[0RS I M aS1Y%	 v C a r d   5HDI#1  %I!@+%'C2#1@GD"14!	 v C a r d   r e c i b i d a ,   e r r o r   a l   g u a r d a r   e n   S I M 	 v C a r d   r e  u e ,    c h e c   d  e n r e g i s t r e m e n t   s u r   S I M 	 v C a r d   e r h a l t e n ,   k o n n t e   n i c h t   i n   S I M   g e s p e i c h e r t   w e r d e n 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=8BL  =0  S I M - :0@B5  =5  C40;>AL. 	 v C a r d   r i c e v u t a ,   s a l v a t a g g i o   s u   S I M   f a l l i t o 	 '3*D'E  'D(7'B), A4D  AJ  -A8  'D(7'B)	 v C a r d   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   n o   S I M 	 v K a r t   a l 1n d 1,   S I M ' e   k a y d e d e m i y o r   	 N h n   c   d a n h   t h i p ,   l u   v  o   S I M   t h t   b i 	 v C a r d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e   S I M 	 v K a d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e p a d a   S I M 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   8	?	.	  .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 v C a r d    r k e z e t t ,   a   S I M - r e   m e n t  s   s i k e r t e l e n 	 	 	 	 v C a r d   o n t v a n g e n ,   k o n   n i e t   o p s l a a n   i n   S I M 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   e _u a t   p e   S I M 	 	 	   v C a r d ,       :   S I M 	 	 	 v C a r d   /1'A*  4/  0.1G  /1  S I M   F'EHAB  (H/	 	 	 v C a r d   							,   S I M - 	  						  			  						 	 	 	 v 




  







,   


  


  S I M   


  





 	   ,      	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 H e t   v C a r d   o n t v a n g ,   h e t   n i e   i n   S I M   g e b e r g   n i e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 	 	 	 	 							  							,   					  							  				  					 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   f a l h o u   e m   s a l v a r   n o   S I M 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ S I M 1 _ S U C C E S S 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 6e0R
TGr2QX[S I M aS1 	 6e0R
TGrOX[0RS I M aS1 	 v C a r d   5HDI#1  1@GD"1:   4!1 	 v C a r d   r e c i b i d a ,   g u a r d a d a   e n :   S I M 1 	 v C a r d   r e  u e ,   e n r e g i s t r  e   s u r  :   S I M 1 	 v C a r d   e r h a l t e n ,   g e s p e i c h e r t   i n :   S I M 1 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=5=0:   S I M 1 	 v C a r d   r i c e v u t a ,   s a l v a t a   s u :   S I M 1 	 '3*D'E  'D(7'B), -A8  'DJ  'D(7'B)1 	 v C a r d   r e c e b i d o ,   g u a r d a d o   e m :   S I M 1 	 v K a r t   a l 1n d 1,   _u r a y a   k a y d e d i l d i :   S I M 1 	 N h n   c   d a n h   t h i p ,   l u   t i : S I M 1 	 v C a r d   d i t e r i m a ,   t e r s i m p a n   k e :   S I M 1 	 v K a d   d i t e r i m a ,   d i s i m p a n   k e p a d a :   S I M 1 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   8	?	.	1   .	G		  8	G	5	  	?	/	>	  	/	>		 	 	 	 v C a r d    r k e z e t t ,   m e n t v e   i d e :   S I M 1 	 	 	 	 v C a r d   o n t v a n g e n ,   o p g e s l a g e n   i n :   S I M 1 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   p e :   S I M 1 	 	 	   v C a r d ,     :   S I M 1 	 	 	 v C a r d   /1'A*  4/  0.1G  4/  /1:   S I M 1 	 	 	 v C a r d   							,   			  						:   S I M 		 	 	 	 v 




  







,   


  


  S I M   1  	   ,    1   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 H e t   v C a r d   o n t v a n g ,   g e b e r g   i n :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 1 	 	 	 	 							  							,   							  			:   			1 	 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   s a l v o   e m :   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ S I M 1 _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   f a i l   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 6e0R
TGr2QX[S I M aS1 1YWe	 6e0R
TGrOX[0RS I M aS1 1Y%	 v C a r d   5HDI#1  %I!@+%'C2#1@GD"14!1 	 v C a r d   r e c i b i d a ,   e r r o r   a l   g u a r d a r   e n   S I M 1 	 v C a r d   r e  u e ,    c h e c   d  e n r e g i s t r e m e n t   s u r   S I M 1 	 v C a r d   e r h a l t e n ,   k o n n t e   n i c h t   i n   S I M 1   g e s p e i c h e r t   w e r d e n 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=8BL  =0  S I M 1   =5  C40;>AL. 	 v C a r d   r i c e v u t a ,   s a l v a t a g g i o   s u   S I M 1   f a l l i t o 	 '3*D'E  'D(7'B), A4D  AJ  -A8  'D(7'B)1 	 v C a r d   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   n o   S I M 	 v K a r t   a l 1n d 1,   S I M 1 ' e   k a y d e d e m i y o r 	 N h n   c   d a n h   t h i p ,   l u   v  o   S I M 1   t h t   b i 	 v C a r d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e   S I M 1 	 v K a d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e p a d a   S I M 1 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   8	?	.	1   .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 v C a r d    r k e z e t t ,   a   S I M 1 - r e   m e n t  s   s i k e r t e l e n 	 	 	 	 v C a r d   o n t v a n g e n ,   k o n   n i e t   o p s l a a n   i n   S I M 1 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   e _u a t   p e   S I M 1 	 	 	   v C a r d ,       :   S I M 1 	 	 	 v C a r d   /1'A*  4/  0.1G  /1  S I M 1   F'EHAB  (H/	 	 	 v C a r d   							,   S I M 	- 	  						  			  						 	 	 	 v 




  







,   S I M 1 


  





	   ,    1   	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 H e t   v C a r d   o n t v a n g ,   h e t   n i e   i n   S I M 1   g e b e r g   n i e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 1 	 	 	 	 							  							,   			  1 		  							  				  					 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   f a l h o u   e m   s a l v a r   n o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ S I M 2 _ S U C C E S S 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 6e0R
TGr2QX[S I M aS2 	 6e0R
TGrOX[0RS I M aS2 	 v C a r d   5HDI#1  1@GD"1:   4!2 	 v C a r d   r e c i b i d a ,   g u a r d a d a   e n :   S I M 2 	 v C a r d   r e  u e ,   e n r e g i s t r  e   s u r  :   S I M 2 	 v C a r d   e r h a l t e n ,   g e s p e i c h e r t   i n :   S I M 2 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=5=0:   S I M 2 	 v C a r d   r i c e v u t a ,   s a l v a t a   s u :   S I M 2 	 '3*D'E  'D(7'B), -A8  'DJ  'D(7'B)2 	 v C a r d   r e c e b i d o ,   g u a r d a d o   e m :   S I M 2 	 v K a r t   a l 1n d 1,   S I M 2 ' y e   k a y d e d e m i y o r 	 N h n   c   d a n h   t h i p ,   l u   t i : S I M 2 	 v C a r d   d i t e r i m a ,   t e r s i m p a n   k e :   S I M 2 	 v K a d   d i t e r i m a ,   d i s i m p a n   k e p a d a :   S I M 2 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   8	?	.	  2   .	G		  8	G	5	  	?	/	>	  	/	>		 	 	 	 v C a r d    r k e z e t t ,   m e n t v e   i d e :   S I M 2 	 	 	 	 v C a r d   o n t v a n g e n ,   o p g e s l a g e n   i n :   S I M 2 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   p e :   S I M 2 	 	 	   v C a r d ,     :   S I M 2 	 	 	 v C a r d   /1'A*  4/  0.1G  4/  /1:   S I M 2 	 	 	 v C a r d   							,   			  						:   S I M 		 	 	 	 v 




  







,   




  


  S I M 2  	   ,    2   	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 H e t   v C a r d   o n t v a n g ,   g e b e r g   i n :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 R e c e i v e d   v C a r d ,   s a v e d   t o :   S I M 2 	 	 	 	 							  							,   							  			:   			2 	 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   s a l v o   e m :   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I M P S _ V C A R D _ S A V E _ S I M 2 _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a r d ,   f a i l   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 6e0R
TGr2QX[S I M aS2 1YWe	 6e0R
TGrOX[0RS I M aS2 1Y%	 v C a r d   5HDI#1  %I!@+%'C2#1@GD"14!2 	 v C a r d   r e c i b i d a ,   e r r o r   a l   g u a r d a r   e n   S I M 2 	 v C a r d   r e  u e ,    c h e c   d  e n r e g i s t r e m e n t   s u r   S I M 2 	 v C a r d   e r h a l t e n ,   k o n n t e   n i c h t   i n   S I M 2   g e s p e i c h e r t   w e r d e n 	 >;CG5=0  2878B=0O  :0@B>G:0.   !>E@0=8BL  =0  S I M 2   =5  C40;>AL. 	 v C a r d   r i c e v u t a ,   s a l v a t a g g i o   s u   S I M 2   f a l l i t o 	 '3*D'E  'D(7'B), A4D  AJ  -A8  'DJ  'D(7'B)2 	 v C a r d   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   n o   S I M 2 	 v K a r t   a l 1n d 1,   S I M 2 ' y e   k a y d e d e m i y o r   	 N h n   c   d a n h   t h i p ,   l u   v  o   S I M 2   t h t   b i 	 v C a r d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e   S I M 2 	 v K a d   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e p a d a   S I M 2 	 v   	>	0	M	!	  *	M	0	>	*	M	$	,   8	?	.	  2   .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 v C a r d    r k e z e t t ,   a   S I M 2 - r e   m e n t  s   s i k e r t e l e n 	 	 	 	 v C a r d   o n t v a n g e n ,   k o n   n i e t   o p s l a a n   i n   S I M 2 	 	 	 v C a r d   r e c e p ci o n a t ,   s a l v a r e   e _u a t   p e   S I M 2 	 	 	   v C a r d ,       :   S I M 2 	 	 	 v C a r d   /1'A*  4/  0.1G  /1  S I M 2   F'EHAB  (H/	 	 	 v C a r d   							,   S I M 	- 	  						  			  						 	 	 	 v 




  







,   S I M 2   


  





 	   ,    2   	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 H e t   v C a r d   o n t v a n g ,   h e t   n i e   i n   S I M 2   g e b e r g   n i e 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 R e c e i v e d   v C a r d ,   f a i l e d   t o   s a v e   t o   S I M 2 	 	 	 	 							  							,   			  2 		  							  				  					 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   f a l h o u   e m   s a l v a r   n o   S I M 2 	 	 	 	 	 	 	 	 v C a r d - a   j a s o   d a   b a i n a   S I M 2 a n   g o r d e t z e a k   p o r r o t   e g i n   d u 	 N a t a n g g a p   a n g   v C a r d ,   h i n d i   m a t a g u m p a y   a n g   p a g - s a v e   s a   S I M 2 	 v C a r d   r e c i b i d a ,   f a l l o   a o   g a r d a l a   e n   S I M 2 	 N a b a t a r a   v k a a d , o k w e g h   e d o k w a   n a   S I M 2 	 F u a r t h a s   v C h  r t a ,   t h e i p   a r   s h  b h  i l   c h u i g   S I M 2 
 
 S T R _ I D _ I M P S _ V C A L E N D A R _ S A V E _ G I V E _ U P 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e 	 6e0RLNwk2QX[1YWe	 6e0RLNSOX[1Y%	 v C a l e n d a r   5HDI#1  "@%42#1@G	 v C a l e n d a r   r e c i b i d o ,   a b a n d o n a r   g u a r d a n d o 	 v C a l e n d a r   r e  u ,   a r r  t e r   d e   d i r e 	 v C a l e n d a r   e r h a l t e n ,   S p e i c h e r v o r g a n g   a u f g e b e n 	 >;CG5=  :0;5=40@L.   5  A>E@0=5=. 	 v C a l e n d a r   r i c e v u t o ,   r i n u n c i a   a l   s a l v a t a g g i o 	 '3*D'E  ,/HD  'D'9E'D, *E  *.DJ  9F  'D-A8	 v C a l e n d a r   r e c e b i d o ,   n  o   g u a r d a r 	 v T a k v i m   a l 1n d 1,   k a y d e t m e k t e n   v a z g e    	 N h n   c   l c h   n g  y ,   k h  n g   l u 	 v C a l e n d a r   d i t e r i m a ,   g a g a l   m e n y i m p a n 	 v K a l e n d a r   d i t e r i m a , 	 v   	H	2	G		!	0	  *	M	0	>	*	M	$	,   8	G	5	  	0	(	>	  	K	!	<	G			 	 	 	 v C a l e n d a r    r k e z e t t ,   a   m e n t  s e   f e l a d v a 	 	 	 	 v C a l e n d a r   o n t v a n g e n ,   e r   w o r d t   n i e t   m e e r   g e p r o b e e r d   o p   t e   s l a a n 	 	 	 v C a l e n d a r   r e c e p ci o n a t ,   r e n u n ca r e   l a   s a l v a r e 	 	 	   v C a l e n d e r ,       	 	 	 v C a l e n d a r   /1'A*  4/  '2  0.1G  51AF81  4H/	 	 	 v C a l e n d a r   							,   					  			  				  				 	 	 	 v 







  







,   





  



  




	   ,       	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 H e t   v C a l e n d a r   o n t v a n g ,   s t a a k   b e r g i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 R e c e i v e d   v C a l e n d a r ,   g i v e   u p   s a v i n g 	 	 	 	 							  							,   							  					  				 	 	 	 	 	 	 	 v C a r d   r e c e b i d o ,   f a l h o u   e m   s a l v a r 	 	 	 	 	 	 	 	 v E g u t e g i a   j a s o   d u z u   b a i n a   e z   d a   g o r d e 	 N a t a n g g a p   a n g   v C a l e n d a r ,   h u w a g   i - s a v e 	 v C a l e n d a r   r e c i b i d o ,   d e i x a r   d e   g a r d a r 	 N a b a t a a   v k a l n d a , e d o k w a z i l a 	 F u a r t h a s   v F h  i l i r e ,   d   i r i g h   a s   s  b h  i l 
 
 S T R _ I D _ I M P S _ V C A L E N D A R _ S A V E _ T O 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 6e0RLNwk]2QX[	 6e0RLNS]OX[0R	 v C a l e n d a r   5HDI#1  1@GD"1: 	 v C a l e n d a r   r e c i b i d o ,   g u a r d a d o   e n : 	 v C a l e n d a r   r e  u ,   e n r e g i s t r    s u r  :   	 v C a l e n d a r   e r h a l t e n ,   g e s p e i c h e r t   i n :   	 >;CG5=  :0;5=40@L.   !>E@0=5=  2: 	 v C a l e n d a r   r i c e v u t o ,   s a l v a t o   s u : 	 '3*D'E  ,/HD  'D'9E'D, *E  -A8  'DJ: 	 v C a l e n d a r   r e c e b i d o ,   g u a r d a d o   e m : 	 v T a k v i m   a l 1n d 1,   _u r a y a   k a y d e d i l d i :   	 N h n   c   l c h   n g  y ,      l u   v  o : 	 v C a l e n d a r   d i t e r i m a ,   t e r s i m p a n   k e :   	 v K a l e n d a r   d i t e r i m a ,   d i s i m p a n   k e p a d a : 	 v   	H	2	G		!	0	  *	M	0	>	*	M	$	,   . . .   .	G		  8	G	5	  	?	/	>	  	/	>		 	 	 	 v C a l e n d a r    r k e z e t t ,   m e n t v e   i d e : 	 	 	 	 v C a l e n d a r   o n t v a n g e n ,   o p g e s l a g e n   i n : 	 	 	 v C a l e n d a r   r e c e p ci o n a t ,   s a l v a r e    n : 	 	 	   v C a l e n d e r ,     : 	 	 	 v C a l e n d a r   /1'A*  4/  0.1G  4/  /1: 	 	 	 v C a l e n d a r   							,   			  						: 	 	 	 	 v 







  







,   




  


   	   ,     :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 H e t   v C a l e n d a r   o n t v a n g ,   g e b e r g   i n :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 	 	 	 							  							,   					  							  				 	 	 	 	 	 	 	 v C a l e n d a r   r e c e b i d o ,   s a l v o   e m :   	 	 	 	 	 	 	 	 v E g u t e g i a   j a s o   d a   e t a   h e m e n   g o r d e   d a : 	 N a t a n g g a p   a n g   v C a l e n d a r ,   n a i - s a v e   s a :   	 v C a l e n d a r   r e c i b i d o ,   g a r d a d o   e n :   	 N a b a t a r a   v k a l n d a , d o k w a a   n a : 	 F u a r t h a s   v F h  i l i r e ,   s  b h  i l t e   c h u i g :   
 
 S T R _ I D _ I M P S _ V C A L E N D A R _ S A V E _ F I L E _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 6e0RLNwk2QX[eN1YWe	 6e0RLNSOX[0ReN1Y%	 v C a l e n d a r   5HDI#1  %I!@+%'C2#1@GD"1D%L	 v C a l e n d a r   r e c i b i d o ,   e r r o r   a l   g u a r d a r   e n   e l   a r c h i v o 	 v C a r d   r e  u ,    c h e c   d  e n r e g i s t r e m e n t   d a n s   u n   f i c h i e r 	 v C a l e n d a r   e r h a l t e n ,   k o n n t e   n i c h t   i n   D a t e i   g e s p e i c h e r t   w e r d e n 	 >;CG5=  :0;5=40@L.   !>E@0=8BL  2  D09;  =5  C40;>AL. 	 v C a l e n d a r   r i c e v u t o ,   s a l v a t a g g i o   s u   f i l e   f a l l i t o 	 '3*D'E  ,/HD  'D'9E'D,   A4D  AJ  -A8  'DJ  'DEDA	 v C a l e n d a r   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   n o   f i c h e i r o 	 v T a k v i m   a l 1n d 1,   d o s y a y a   k a y d e d e m i y o r   	 N h n   c   l c h   n g  y ,   l u   v  o   t p   t h t   b i 	 v C a l e n d a r   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e   f i l e 	 v K a l e n d a r   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e p a d a   f a i l 	 v   	H	2	G		!	0	  *	M	0	>	*	M	$	,   +	>		2	  .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 v C a l e n d a r    r k e z e t t ,   a   f  j l b a   m e n t  s   s i k e r t e l e n 	 	 	 	 v C a l e n d a r   o n t v a n g e n ,   k o n   n i e t   o p s l a a n   i n   b e s t a n d 	 	 	 v C a l e n d a r   r e c e p ci o n a t ,   s a l v a r e   e _u a t    n   f i _i e r 	 	 	   v C a l e n d e r ,       :   	 	 	 v C a l e n d a r   /1'A*  4/  0.1G  /1  A'D  F'EHAB  (H/	 	 	 v C a l e n d a r   							,   					  						  			  						 	 	 	 v 







  







, 






  


  






  





   	   ,     	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 H e t   v C a l e n d a r   o n t v a n g ,   b e r g i n g   i n   l  e r   h e t   m i s l u k 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   f i l e 	 	 	 	 							  							,   						  							  				  					 	 	 	 	 	 	 	 v C a l e n d a r   r e c e b i d o ,   f a l h o u   e m   s a l v a r   e m   a r q u i v o 	 	 	 	 	 	 	 	 v E g u t e g i a   j a s o   d a   b a i n a   e z   d a   f i t x a t e g i a n   g o r d e 	 N a t a n g g a p   a n g   v C a l e n d a r ,   h i n d i   m a t a g u m p a y   a n g   p a g - s a v e   s a   f i l e 	 v C a l e n d a r   r e c i b i d o ,   f a l l o   a o   g a r d a r   f i c h e i r o 	 N a b a t a r a   v k a l n d a , o k w e g h i   e d o k w a   n a   f a l 	 F u a r t h a s   v F h  i l i r e ,   t h e i p   a r   s h  b h  i l   c h u i g   c o m h a d 
 
 S T R _ I D _ I M P S _ V C A L E N D A R _ S A V E _ P H O N E _ S U C C E S S 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 6e0RLNwk2QX[_N	 6e0RLNSOX[0R_RNy	 v C a l e n d a r   5HDI#1  1@GD"1:   25H03	 v C a l e n d a r   r e c i b i d o ,   g u a r d a d o   e n :   T a r e a   p e n d i e n t e 	 v C a l e n d a r   r e  u ,   e n r e g i s t r    s u r  :      f a i r e 	 v C a l e n d a r   e r h a l t e n ,   g e s p e i c h e r t   i n :   E r l e d i g u n g e n 	 >;CG5=  :0;5=40@L.   !>E@0=5=  2:   !?8A>:  7040G	 v C a l e n d a r   r i c e v u t o ,   s a l v a t o   s u :   d a   f a r e 	 '3*D'E  ,/HD  'D'9E'D, -A8  'DJ  #EH1  'DE3*9/	 v C a l e n d a r   r e c e b i d o ,   g u a r d a d o   e m :   A   f a z e r 	 v T a k v i m   a l 1n d 1,   y a p 1l a c a k l a r   l i s t e s i n e   k a y d e d i l e m i y o r 	 N h n   c   l c h   n g  y ,   l u   v  o : d a n h   s  c h   v i c   c n   l  m 	 v C a l e n d a r   d i t e r i m a ,   t e r s i m p a n   k e :   A g e n d a 	 v K a l e n d a r   d i t e r i m a ,   d i s i m p a n   k e p a d a :   T u g a s a n 	 v   	H	2	G		!	0	  *	M	0	>	*	M	$	,   	B	  !	B	  .	G		  8	G	5	  	?	/	>	  	/	>		 	 	 	 v C a l e n d a r    r k e z e t t ,   m e n t v e   i d e :   T e e n d Qk 	 	 	 	 v C a l e n d a r   o n t v a n g e n ,   o p g e s l a g e n   i n :   d i n g e n   d i e   g e b e u r e n   m o e t e n 	 	 	 v C a l e n d a r   r e c e p ci o n a t ,   s a l v a r e    n :   l i s t a   d e   s a r c i n i 	 	 	   v C a l e n d e r ,     :   	 	 	 v C a l e n d a r   /1'A*  4/  0.1G  4/  /1:   '1G'	 	 	 v C a l e n d a r   							,   			  						:   				  				 	 	 	 v 







  







,   




  


  

  

	   ,       	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 H e t   v C a l e n d a r   o n t v a n g ,   g e b e r g   i n :   T a k e 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   s a v e d   t o :   T o   d o 	 	 	 	 							  							,   							  			:   						 	 	 	 	 	 	 	 v C a l e n d a r   r e c e b i d o ,   s a l v o   e m :   A   F a z e r 	 	 	 	 	 	 	 	 v E g u t e g i a   j a s o   d a   e t a   h e m e n   g o r d e   d a :   E g i t e k e - n 	 N a t a n g g a p   a n g   v C a l e n d a r ,   n a i - s a v e   s a :   G a g a w i n 	 v C a l e n d a r   r e c i b i d o ,   g a r d a d o   e n :   T o   d o 	 N a b a t a r a   v k a l n d a , d o k w a a   n a : G a   - e m e 	 F u a r t h a s   v F h  i l i r e ,   s  b h  i l t e   c h u i g :   L e   d  a n a m h 
 
 S T R _ I D _ I M P S _ V C A L E N D A R _ S A V E _ P H O N E _ F A I L 	 I M P S 	 U N L I M 	 R e c e i v e d   v C a l e n d a r ,   f a i l   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 6e0RLNwk2QX[_N1YWe	 6e0RNSOX[0R_RNy1Y%	 v C a l e n d a r   5HDI#1  %I!@+%'C2#1@GD"125H03	 v C a l e n d a r   r e c i b i d o ,   e r r o r   a l   g u a r d a r   e n   T a r e a   p e n d i e n t e 	 v C a l e n d a r   r e  u ,    c h e c   d  e n r e g i s t r e m e n t   d a n s   A   f a i r e 	 v C a l e n d a r   e r h a l t e n ,   k o n n t e   n i c h t   i n   E r l e d i g u n g e n   g e s p e i c h e r t   w e r d e n 	 >;CG5=  :0;5=40@L.   !>E@0=8BL  2  A?8A:5  7040G  =5  C40;>AL. 	 v C a l e n d a r   r i c e v u t o ,   s a l v a t o a g g i o   s u   D a   f a r e   f a l l i t o 	 '3*D'E  ,/HD  'D'9E'D, A4D  AJ  -A8  'DJ  #EH1  'DE3*9/	 v C a l e n d a r   r e c e b i d o ,   f a l h o u   a o   g u a r d a r   e m   A   f a z e r 	 v T a k v i m   a l 1n d 1,   y a p 1l a c a k l a r   l i s t e s i n e   k a y d e d e m i y o r   	 N h n   c   l c h   n g  y ,   l u   t i   d a n h   s  c h   v i c   c n   l  m   t h t   b i 	 v C a l e n d a r   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e   A g e n d a 	 v K a l e n d a r   d i t e r i m a ,   g a g a l   m e n y i m p a n   k e p a d a   T u g a s a n 	 v   	H	2	G		!	0	  *	M	0	>	*	M	$	,   	B	!	B	  .	G		  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 v C a l e n d a r    r k e z e t t ,   a   T e e n d Qk   k  z    m e n t  s   s i k e r t e l e n 	 	 	 	 v C a l e n d a r   o n t v a n g e n ,   k o n   n i e t   o p s l a a n   i n   d i n g e n   d i e   g e b e u r e n   m o e t e n 	 	 	 v C a l e n d a r   r e c e p ci o n a t ,   s a l v a r e   e _u a t    n   l i s t a   d e   s a r c i n i 	 	 	   v C a l e n d e r ,       :   	 	 	 v C a l e n d a r   /1'A*  4/  0.1G  /1  '1G'  F'EHAB  (H/	 	 	 v C a l e n d a r   							,   				  					  						  			  						 	 	 	 v 







  







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	   ,     	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 H e t   v C a l e n d a r   o n t v a n g ,   h e t   n i e   i n   T a k e   g e b e r g   n i e 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 R e c e i v e d   v C a l e n d a r ,   f a i l e d   t o   s a v e   t o   T o   d o 	 	 	 	 							  							,   							  							  				  					 	 	 	 	 	 	 	 v C a l e n d a r   r e c e b i d o ,   f a l h o u   e m   s a l v a r   e m   A   F a z e r 	 	 	 	 	 	 	 	 v E g u t e g i a   j a s o   d a     b a i n a   e z   d a   E g i t e k e - n   g o r d e 	 N a t a n g g a p   a n g   v C a l e n d a r ,   h i n d i   m a t a g u m p a y   a n g   p a g - s a v e   s a   G a g a w i n 	 v C a l e n d a r   r e c i b i d o ,   f a l l o   a o   g a r d a r   e n   T o   d o 	 N a b a t a r a   v k a l n d a , o k w e g h i   e d o k w a   n a   f a l   i h e   a g a - e m e 	 F u a r t h a s   v F h  i l i r e ,   t h e i p   a r   s h  b h  i l   c h u i g   L e   d  a n a m h 
 
 S T R _ I D _ I M P S _ F O L D _ C O N T _ L I S T 	 I M P S 	 I C O N T E X T 	 F o l d   c o n t a c t   l i s t 	 F o l d   c o n t a c t   l i s t 	 buoa}NnU	 bST|NRh	 1#2"2#9I4H-	 C e r r a r   l i s t a   d e   c o n t a c t o s 	 D o s s i e r   L i s t e   d e s   c o n t a c t s 	 K o n t a k t l i s t e   f a l t e n 	 !25@=CBL  A?8A>:  :>=B0:B>2	 C a r t e l l a   e l e n c o   c o n t a t t i 	 -8J1)  B'&E)  'D'*5'D	 O c u l t a r   l i s t a   d e   c o n t a c t o s 	 K i _i   l i s t e s i n i   k a p a t 	 X p   d a n h   s  c h   n g i   c n   l i  n   h 	 L i p a t   d a f t a r   k o n t a k 	 G a b u n g k a n   s e n a r a i   k e n a l a n 	 8		*	0	M		  8	B		@	  ,		&	  	0	G			 	 	 	 P a r t n e r l i s t a    s s z e c s u k  s a 	 	 	 	 L i j s t   v a n   c o n t a c t p e r s o n e n   o p v o u w e n 	 	 	  n c a d r a r e   l i s t   d e   c o n t a c t e 	 	 	         	 	 	 ,E9  1/F  D3*  E.'7(	 	 	 							  				  						 	 	 	 





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	     	 G o q a   u h l u   l o x h u m a n a   n a b o 	 S o n g a   u l u h l u   l o m q h a g a m s h e l w a 	 K u n j a   o r o d h a   y a   m a j i n a 	 V o u   k o n t a k l y s   t o e 	 S u g l a u s t i   k o n t a k t s  s r a a	 S a l o k u   k o n t a k t u   s a r a k s t u 	 P a k i   k o n t a k t i d e   l o e n d 	 >alel  oxvaovek  avoh	     	 R e s t r  n g e r e   l i s t   d e   c o n t a c t e 	 8
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 
 S T R _ I D _ I M P S _ U N W R A P _ C O N T _ L I S T 	 I M P S 	 I C O N T E X T 	 U n w r a p   c o n t a c t   l i s t 	 U n w r a p   c o n t a c t   l i s t 	 U\oa}NnU	 U\ _T|NRh	 A0#2"2#9I4H-	 A b r i r   l i s t a   d e   c o n t a c t o s 	 D  v e l o p p e r   l a   l i s t e   d e s   c o n t a c t s 	 K o n t a k t l i s t e   e n t f a l t e n 	  0725@=CBL  A?8A>:  :>=B0:B>2	 A p r i   e l e n c o   c o n t a t t i 	 A*-  B'&E)  'D'*5'D'*	 E x i b i r   l i s t a   d e   c o n t a c t o s 	 K i _i   l i s t e s i n i   a    	 M   d a n h   s  c h   n g i   c n   l i  n   h 	 B u k a   d a f t a r   k o n t a k 	 B u k a   b a l u t a n   s e n a r a i   k e n a l a n 	 8		*	0	M		  8	B		@	  	K	2	G			 	 	 	 P a r t n e r l i s t a   k i n y i t  s a 	 	 	 	 L i j s t   v a n   c o n t a c t p e r s o n e n   u i t v o u w e n 	 	 	 A n u l a r e    n c a d r a r e   l i s t   d e   c o n t a c t e 	 	 	         	 	 	 ('2  1/F  D3*  E.'7(	 	 	 							  					  				  						 	 	 	 





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	      	 U m s e b e n z i s i   u k h a n s e l a   i - l o g i n 	 U m s e b e n z i s i   u r h o x i s a   u k u n g e n a 	 M t u m i a j i   g h a i r i   k u i n g i a 	 G e b r u i k e r   k a n s e l l e e r   i n t e k e n i n g 	 N a u d o t o j a s   a t aa u k   /s i r e g i s t r a v i m 	 L i e t o t j s   a t c l a   p i e t e i k aa n o s 	 K a s u t a j a   l o o b u s   s i s s e l o g i m i s e s t 	 Uc~xrk  oxrtk  yerao~an  tx	       	 C o n e c t a r e   a n u l a t   d e   u t i l i z a t o r 	 /
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 
 S T R _ I D _ I M P S _ I N V A L I D _ R O O M _ N A M E 	 I M P S 	 P O P U P 	 I n v a l i d   r o o m   n a m e 	 I n v a l i d   r o o m   n a m e 	 !qHevJ)Y[
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7H-+I-D!H9I-	 N o m b r e   d e   s a l a   n o   v  l i d o 	 N o m   d e   s a l o n   i n v a l i d e 	 U n g  l t i g e r   R a u m n a m e 	 525@=>5  =0720=85  G0B0	 N o m e   c h a t   r o o m   n o n   v a l i d o 	 '3E  'D:1A)  'D/1/4)  :J1  5'D-	 N o m e   d e   s a l a   i n v  l i d o 	 G e  e r s i z   o d a   a d 1  	 T  n   p h  n g   t  n   g u   k h  n g   h p   l 	 N a m a   r u a n g   t i d a k   v a l i d 	 N a m a   b i l i k   t i d a k   s a h 	 	5	H	'	  0	B	.	  (	>	.		 	 	 	  r v  n y t e l e n   s z o b a n  v 	 	 	 	 O n g e l d i g e   r o o m n a a m 	 	 	 N u m e   c a m e r   d e   d i s c u ci i   n e v a l i d 	 	 	     	 	 	 F'E  '*'B  E9*(1  F3*	 	 	 				  		  				 	 	 	 





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 
 S T R _ I D _ I M P S _ G I V E _ U P _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 G i v e   u p ? 	 G i v e   u p ? 	 >eh	 >e_	 "-!AI? 	  A b a n d o n a r ? 	 A b a n d o n n e r  ? 	 A u f g e b e n ? 	 B:070BLAO? 	 L a s c i a r   p e r d e r e ? 	 *.DJ	 S a i r ? 	 0p t a l   m i   e d i y o r s u n ?   	 H y ? 	 M e n y e r a h ? 	 P u t u s   a s a ? 	 	K	!	<	  &	G		? 	 	 	 	 F e l a d j a ? 	 	 	 	 O p g e v e n ? 	 	 	 R e n u n ca ci ? 	 	 	 ? 	 	 	 51AF81  4H/	 	 	 				  					  			? 	 	 	 	 



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 
 S T R _ H A N D W R I T I N G _ S E T T I N G 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 H a n d w r i t i n g   s e t t i n g 	 H a n d w r i t i n g 	 Kb[-[	 KbQn	 2#@5"I'"!7-	 E s c r i t u r a 	 E c r i t u r e      m a i n 	 H a n d s c h r i f t 	 >G5@:	 S c r i t t u r a   a   m a n o 	 C*'()  'DJ/HJ	 C a l i g r a f i a 	 E l   y a z 1s 1  	 C  i   t   v i t   t a y 	 T u l i s a n   t a n g a n 	 T u l i s a n   t a n g a n 	 9	H		!	0	>			?				 H  n d s k r i f t 	 R u k o p i s 	 P i s m o   r c z n e 	 K  z  r  s 	 K  s i n   k i r j o i t e t t u 	 H  n d s k r i f t 	 R u k o p i s 	 H a n d s c h r i f t 	 S k r i v s t i l 	 P i s a n j e   r u k o m 	 S c r i s   d e   m  n 	 N a   R o k o   N a p i s a n o 	 	   	  J:>?8A=>	 9	8	M	$	2	?	*	@		 /3*.7	 '*  3  DF'	 	 					  					 9
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 
 S T R _ C A L I B R A T I O N _ S E T T I N G 	 S e t t i n g 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 C a l i b r a t i o n   s e t t i n g 	 P e n   c a l i b r a t i o n 	 !hncF{	 O\!hQ	 2#'2*@%22	 C a l i b r a c i  n   d e   b o l  g r a f o 	 C a l i b r a g e   d u   s t y l e t 	 S t i f t k a l i b r i e r u n g 	 0;81@>2:0  ?5@0	 C a l i b r a z i o n e   p e n n a 	 E9'J1)  4'4)  'DDE3	 C a l i b r a   o   d a   c a n e t a 	 0_a r e t  i   a y a r 1  	 n h   c h u n   b  t 	 K a l i b r a s i   p e n a 	 K a l i b r a s i   p e n 	 *	G	(	  	H	2	?	,	M	0	G	6	(		 P e n j u s t e r i n g 	 K a l i b r a c e   p e r a 	 K a l i b r a c j a   d Bu g o p i s u . 	 C e r u z a   k a l i b r  l  s a 	 K y n  n   k a l i b r o i n t i 	 P e n n e k a l i b r e r i n g 	 K a l i b r  c i a   p e r a 	 P e n   k a l i b r e r e n 	 P e n n j u s t e r i n g 	 P o d e aa v a n j e   p e r a 	 C a l i b r a r e   s t y l u s 	 P o l n j e n j e   P i s a l a 	     	   	 515;8=0  =0  8A0;:0B0	 *	G	(	  	E	2	?	,	0	G	6	(		 'D(1'3HF  BDE	 BDE  D(14F	   	 			  													 
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	   	 I - P e n   c a l i b r a t i o n 	 A m a q o n d o   e p e n i 	 K a d i r i o   l a   k a l a m u 	 P e n k a l i b r a s i e 	 R a ai k l i o   k a l i b r a v i m a s 	 S p a l v a s   k a l i b r aa n a 	 P l i i a t s i   k a l i b r e e r i m i n e 	 3kyk  }xcayaxt	   	 C a l i b r a r e   s t y l u s 	 *
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	 *G(  >2?,M0G8(	 K a l i b r i m i   I   s t i l o l a p s i t 	 			  										 	 	 	 	 	 	 	 C a l i b r a   o   d e   c a n e t a 	 	 	 	 	 	 	 	 A x o t a r e n   k a l i b r a z i o a 	 C a l i b r a t i o n   n g   p e n 	 C a l i b r a c i  n   d e   b o l  g r a f o 	 M k p s o d e e e   e i j i   a n w a   o g o   i h e 	 C a l a b r    a n   p h i n n 
 
 S T R _ H A N D W R I T I N G _ P E N _ S P E E D 	 S e t t i n g 	 I C O N T E X T 	 P e n   s p e e d 	 P e n   s p e e d 	 Kb[^	 KbQ^	 '2!@#G'22	 V e l o c i d a d   d e   b o l  g r a f o 	 V i t e s s e   d u   s t y l e t 	 S t i f t e e s c h w i n d i g k e i t 	 !:>@>ABL  ?5@0	 V e l o c i t    p e n n a 	 319)  'DBDE	 V e l o c i d a d e   d a   c a n e t a 	 0_a r e t  i   h 1z 1	 T c     v i t   t a y 	 K e c e p a t a n   p e n a 	 K e l a j u a n   p e n 	 *	G	(	  	$	?		 P e n h a s t i g h e d 	 R y c h l o s t   p e r a 	 S z y b k o [  d Bu g o p i s u . 	 C e r u z a   s e b e s s  g e 	 K y n  n   n o p e u s 	 P e n n e h a s t i g h e t 	 R  c h l o s e  p e r a 	 P e n s n e l h e i d 	 P e n n h a s t i g h e t 	 B r z i n a   p e r a 	 V i t e z   s t y l u s 	 H i t r o s t   P i s a l a 	   	   	 !:>@>AB  =0  8A0;:0B0	 *	G	(	  8	M	*	@	!		 319*  BDE	 BDE    1A*'1	   	 			  				 
2
.
  
$
@
	 *F(M  8M*@!M	 (284:VABL  ?5@0	 




  


	   	 I s i v i n i n i   s e p e n i 	 I s a n t y a   s e p e n i 	 K a s i   y a   k a l a m u 	 P e n s p o e d 	 R a ai k l i o   s p a r t a 	 S p a l v a s   t r u m s 	 P l i i a t s i   k i i r u s 	 3kyk  aacxiuxv	   	 V i t e z   s t y l u s 	 *
F
(
M

   5
G

$
	 *G(  $?	 S h p e j t e s i a   e   s t i l o l a p s i t 	 			  							 	 	 	 	 	 	 	 V e l o c i d a d e   d a   c a n e t a 	 	 	 	 	 	 	 	 A x o t a r e n   a b i a d u r a 	 T u l i n   n g   p e n 	 V e l o c i d a d e   d e   b o l  g r a f o 	 M k p s o d e e   n a - e d e   s s 	 L u a s   a n   p h i n n 
 
 S T R _ H A N D W R I T I N G _ P E N _ C O L O R 	 S e t t i n g 	 I C O N T E X T 	 P e n   c o l o r 	 P e n   c o l o r 	 Kb[F{ri_	 KbQ{ri_	 *522	 C o l o r   d e   b o l  g r a f o 	 C o u l e u r   d u   s t y l e t 	 S t i f t f a r b e 	 &25B  ?5@0	 C o l o r e   p e n n a 	 DHF  'DBDE	 C o r   d a   c a n e t a 	 0_a r e t  i   r e n g i   	 M  u   s c   v i t   t a y 	 W a r n a   p e n a 	 W a r n a   p e n 	 *	G	(	  0				 P e n f a r v e 	 B a r v a   p e r a 	 K o l o r   d Bu g o p i s u . 	 C e r u z a   s z  n e 	 K y n  n   v  r i 	 P e n n e f a r g e 	 F a r b a   p e r a 	 P e n k l e u r 	 P e n n f  r g 	 B o j a   p e r a 	 C u l o a r e   s t y l u s 	 B a r v a   P i s a l a 	   	   	 &2OB  =0  8A0;:0B0	 *	G	(	  	2	0		 1F  BDE	 BDE  '  1F	   	 			  			 
2
.
  
2
0
	 *F(M  20M	 >;V@  ?5@0	 




  


	   	 U m b a l a   w e p e n i 	 U m b a l a   w e p e n i 	 R a n g i   y a   k a l a m u 	 P e n k l e u r 	 R a ai k l i o   s p a l v o s 	 S p a l v a s   k r s a 	 P l i i a t s i   v  r v 	 3kyk  cxuv	   	 C u l o a r e   s t y l u s 	 *
F
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M

   (
?
1

	 *G(  0M	 N g j y r a   e   s t i l o l a p s i t 	 			  			 	 	 	 	 	 	 	 C o r   d a   c a n e t a 	 	 	 	 	 	 	 	 A x o t a r e n   k o l o r e a 	 K u l a y   n g   p e n 	 C o l o r   d e   b o l  g r a f o 	 K l   m k p s o d e e 	 D a t h   a n   p h i n n 
 
 S T R _ C A L I B R A T I O N _ W E L C O M E _ T E X T 	 S e t t i n g 	 C A L I B R I A T I O N _ W E L C O M E _ T E X T 	 C a l i b r a t i o n   w e l c o m e   d e s c r i p t i o n 	 C l i c k   a n y w h e r e   o n   t h e   s c r e e n   w i t h   y o u r   s t y l u s   t o   s t a r t   c a l i b r a t i o n . 	 ˊޞxkubY2L!hn0	 pQ;ub _YۏL!hQ0	 B#A#!
H'"2#'2*@%  H2I-3+*@%+I2-*1!1*  C
I*D%1*A05HCGDI+I2-@7H-@#4H!'2*@%	 A s i s t e n t e   d e   c a l i b r a c i  n .   T i e n e   q u e   c a l i b r a r   l a   p a n t a l l a   t  c t i l .   H a g a   c l i c   e n   c u a l q u i e r   p a r t e   d e   l a   p a n t a l l a   c o n   s u   l  p i z   p a r a   i n i c i a r   l a   c a l i b r a c i  n . 	 A s s i s t a n t   d e   c a l i b r a g e .   V o u s   d e v e z   c a l i b r e r   l   c r a n   t a c t i l e .   C l i q u e z   n  i m p o r t e   o    s u r   l   c r a n   a v e c   v o t r e   s t y l e t   p o u r   c o m m e n c e r   l e   c a l i b r a g e . 	 K a l i b r i e r u n g s a s s i s t e n t .   S i e   m  s s e n   d e n   T o u c h s c r e e n   k a l i b r i e r e n .   K l i c k e n   S i e   m i t   d e m   S t y l u s   a u f   e i n e   b e l i e b i g e   S t e l l e   a u f   d e m   B i l d s c h i r m ,   u m   d i e   K a l i b r i e r u n g   z u   s t a r t e n . 	 >A=8B5AL  AB8;CA><  A5=A>@=>3>  M:@0=0,   GB>1K  =0G0BL  ?@>F54C@C  :0;81@>2:8. 	 P r o c e d u r a   g u i d a t a   c a l i b r a z i o n e .   I L   t o u c h s c r e e n   v a   c a l i b r a t o .   P e r   i n i z i a r e   t o c c a r e   l o   s c h e r m o   i n   q u a l s i a s i   p u n t o   c o n   l o   s t i l o . 	 *-/J/  'D3'-1, 9DJC  #F  *-/J/  'D4'4)  'DED'E3. 'FB1  #J  EC'F  ('D'(1)  D*-/J/	 A s s i s t e n t e   d e   c a l i b r a   o .   T e m   d e   c a l i b r a r   o   e c r    t  c t i l .   C l i q u e   n o   e c r  	 A y a r   s i h i r b a z 1.   D o k u n m a t i k   e k r a n 1  a y a r l a m a l 1s 1n 1z .   A y a r l a m a y a   b a _l a m a k   i  i n   i _a r e t l e m e   a l e t i n i z l e   e k r a n d a k i   h e r n a g i   b i r   y e r e   d o k u n m a l 1s 1n 1z . 	 B n   c    t h   n h   c h u n   c h   t i p   x  c   v i   t r a n h     b  t   t i p   x  c   t h  m   c h  n h   x  c , h  y   k  c h   v  o   m t   t r a n h     b t   u   n h   c h u n 	 K l i k   s a l a h   s a t u   p o s i s i   p a d a   l a y a r   m e n g g u n a k a n   s t y l u s   u n t u k   m e m u l a i   k a l i b r a s i . 	 W i z a r d   k a l i b r a s i .   A n d a   p e r l u   m e n g k a l i b r a s i   s k r i n   s e n t u h .   K l i k   d i   m a n a - m a n a   p a d a   s k r i n   d e n g a n   s t i l u s   a n d a   u n t u k   m u l a k a n   k a l i b r a s i . 	 	H	2	?	,	M	0	G	6	(	  5	?		<	>	0	M	!	.   	*		K	  		- 8	M		M	0	@	(	  *	0	  	H	2	?	,	M	0	G		  	0	(	>	  9	H	d	  	H	2	?	,	M	0	G	6	(	  6	A	0	B	  	0	(	G	  	G	  2	?		  	*	(	G	  8	M		>		2	8	  8	G	  8	M		M	0	@	(	  *	0	  	9	@		  -	@	  	M	2	?		  	0	G		d		 J u s t e r i n g s h j  l p e r .   D u   s k a l   j u s t e r e   t o u c h - s c r e e n e n 	 P r ov o d c e   k a l i b r a c  .   M u s  t e   k a l i b r o v a t   d o t y k o v    d i s p l e j .   K l i k n t e   n a   j a k  k o l i   m  s t o   d i s p l e j e   v a a m   p e r e m   a   z a 
n t e   k a l i b r a c i . 	 K r e a t o r   k a l i b r a c j i .   M u s i s z   s k a l i b r o w a   e k r a n   d o t y k o w y 	 K a l i b r  c i  s   v a r  z s l  .   K a l i b r  l n i a   k e l l   a z    r i n t Qk  p e r n y Qt .   A   b e  l l  t  s   m e g k e z d  s  h e z   k a t t i n t s o n   a   t o l l a l   b  r h o v a   a   k  p e r n y Qn . 	 O h j a t t u   k a l i b r o i n t i .   K o s k e t u s n  y t t    o n   k a l i b r o i t a v a .   A l o i t a   k a l i b r o i n t i   n a p s a u t t a m a l l a   n  y t t     k o s k e t u s k y n  l l  . 	 K a l i b r e r i n g s v e i l e d e r .   D u   m    k a l i b r e r e   b e r  r i n g s s k j e r m e n .   K l i k k   h v o r   s o m   h e l s t   p    s k j e r m e n   m e d   p e k e r e n   f o r      s t a r t e   k a l i b r e r i n g e n . 	 P o m o c n  k   p r i   k a l i b r  c i i .   	 K a l i b r a t i e w i z a r d .   U   m o e t   h e t   a a n r a a k s c h e r m   k a l i b r e r e n .   K l i k   m e t   d e   p e n   e r g e n s   o p   h e t   s c h e r m   o m   d e   k a l i b r a t i e   t e   s t a r t e n . 	 G u i d e n   t i l l   j u s t e r i n g .   D u   m  s t e   j u s t e r a   p e k s k  r m e n .   K l i c k a   n  n s t a n s   p    s k  r m e n   m e d   p e k n  l e n   f  r   a t t   b  r j a   	 a r o b n j a k   z a   p o d e aa v a n j e   M o r a t e   p o d e s i t i   	 E x p e r t   c a l i b r a r e .   T r e b u i e   s   c a l i b r a ci   e c r a n u l   t a c t i l .   F a c e ci   c l i c   c u   s t y l u s - u l    n   o r i c e   p a r t e   a   e c r a n u l u i   p e n t r u    n c e p e r e a   c a l i b r r i i . 	 P o l n i l n i ak i   
a r o v n i k .   M o r a a  p o l n i t i   z a s l o n   n a   d o t i k .   K l i k n i   k j e r k o l i   n a   z a s l o n   s   s v o j i m   s t i l o m   z a   z a 
e t e k   p o l n j e n j a .   	 C a l i b r a t i o n   w i z a r d .               .                                 . 	   .           .                 	 ><>I=8:  70  ?@545;O=5  =0  515;8=0.   85  B@O120  40  >?@545;8B5. . . 	 	E	2	?	,	M	0	G	6	(	  5	?		>	0	M	!	.   $	A	.	M	9	>	2	>	  		  8	M		M	0	@	(	2	>	  	E	2	?	,	M	0		 D7A'K  (1'  41H9  'D(1'3HF  5A-G  DE3  ('  BDE  .H/  1H  G1  ,'  /D.H'G  '2  5A-G  D  F/. 	 D(14F  H2'1:   '31F  H  H  1  "~  H*9F  1F'  ~  '  D(14F  41H9  1F    D    '~F  '3y'&D3  3  '31F  ~1  3  (  ,  H  /	   .         .     ,                 .   	 												  														  			  							  											  				  				  									  						  						  								  				  					  				  												  				  						 
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 
 S T R _ C A L I B R A T I O N _ T O P _ L E F T _ T E X T 	 S e t t i n g 	 C A L I B R I A T I O N _ T O P _ L E F T _ T E X T 	 C a l i b r a t i o n   t o p   l e f t   p o i n t   d e s c r i p t i o n 	 C l i c k   o n   t h e   t o p - l e f t   p o i n t 	 ˊޞxkub]
N҉v{--N_	 pQ;ub]
N҉v{4Y-N_	 A05H8I2"	 H a g a   c l i c   e n   e l   p u n t o   s u p e r i o r   d e   l a   i z q u i e r d a 	 C l i q u e z   s u r   l e   p o i n t   e n   h a u t      g a u c h e 	 K l i c k e n   S i e   a u f   d e n   P u n k t   o b e n   l i n k s 	 >A=8B5AL  ;52>9  25@E=59  B>G:8	 F a r e   c l i c   s u l   p u n t o   i n   a l t o   a   s i n i s t r a 	 'FB1  FB7)    'D,G)  'D9DJ'  'DJ31J	 C l i q u e   n o   p o n t o   s u p e r i o r   e s q u e r d o 	 S o l    s t   n o k t a y a   t 1k l a   	 H  y   k  c h   v  o   p h n   g i a   m ii   t  n   c a   g  c   t r  n   b  n   t r  i   t r a n h 	 K l i k   t i t i k   d i   k i r i   a t a s 	 K l i k   p a d a   p u s a t   a t a s   k i r i 	 
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k u . 	 F a c e ci   c l i c   p e   p u n c t u l   d i n   s t  n g a   s u s 	 K l i k n i   n a   z g o r n j o   l e v o   t o 
k o . 	       . 	         	 ;8:=8  =0  3>@=0B0  ;O20  B>G:0. 	 5	0		M	/	>	  !	>	,	M	/	>	  *	I				5	0	  	M	2	?		  	0	>		 1H  FB7G  3E*  ~  ('D'  D  F/	   ('&  'H~1    FB7  ~1  D  ,&	         .     	 				  			  				  					  					 	
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	 6@0M7- ,>.  ,?(M&A0G  M2?M  0(M$A	 K l i k o   n e   p i k e n   e   m a j t e   t e   s i p e r m e 	 					- 				  						  					  				 	 	 	 	 	 	 	 C l i q u e   n o   p o n t o   s u p e r i o r   e s q u e r d o 	 	 	 	 	 	 	 	 E g i z u   k l i k   g o i   e t a   e z k e r r a l d e a n 	 M a g - c l i c k   s a   i t a a s   n a   k a l i w a n g   p u n t o 	 P r e m a   n o   p u n t o   s u p e r i o r   e s q u e r d o 	 P a   n a   o g h e r e   e l u   a k a   e k p e 	 C l i c e  i l   a r   a n   b p o i n t e   s a   b h a r r   a r   c h l  
 
 S T R _ C A L I B R A T I O N _ B O T T O M _ R I G H T _ T E X T 	 S e t t i n g 	 C A L I B R I A T I O N _ B O T T O M _ R I G H T _ T E X T 	 C a l i b r a t i o n   b o t t o m   r i g h t   p o i n t   d e s c r i p t i o n 	 C l i c k   o n   t h e   b o t t o m - r i g h t   p o i n t 	 ˊޞxkubSN҉v{--N_	 pQ;ubSN҉v{4Y-N_	 A05H8%H2'2	 H a g a   c l i c   e n   e l   p u n t o   i n f e r i o r   d e   l a   d e r e c h a 	 C l i q u e z   s u r   l e   p o i n t   e n   b a s      d r o i t e 	 K l i c k e n   S i e   a u f   d e n   P u n k t   u n t e n   r e c h t s 	 >A=8B5AL  ?@02>9  =86=59  B>G:8	 F a r e   c l i c   s u l   p u n t o   i n   b a s s o   a   d e s t r a 	 'FB1  FB7)  'D,G)  'DB'9)  'DJEFJ	 C l i q u e   n o   p o n t o   i n f e r i o r   d i r e i t o 	 S a   a l t   n o k t a y a   t 1k l a   	 H  y   k  c h   v  o   p h n   g i a   m ii   t  n   c a   g  c   t r  n   b  n   p h i   t r a n h 	 K l i k   t i t i k   d i   k a n a n   b a w a h 	 K l i k   p a d a   p u s a t   b a w a h   k a n a n 	 (	?		2	G	  &	>			  ,	?		&	A	  *	0	  	M	2	?		  	0	G			 K l i k   o p   n e d e r s t e   h  j r e   p u n k t 	 K l i k n t e   n a   p r a v    s p o d n    b o d . 	 K l i k n i j   w   d o l n y m   p r a w y m   p u n k c i e . 	 K a t t i n t s o n   a   j o b b   a l s    p o n t r a 	 N  p s  y t    o i k e a a   a l a k u l m a a 	 K l i k k   p    p u n k t e t   n e d e r s t   t i l   h  y r e 	 K l i k n i t e   n a   s p o d n    p r a v    b o d . 	 K l i k   o p   d e   p u n t   r e c h t s o n d e r 	 K l i c k a   n e r e   t i l l   h  g e r 	 P r i t i s n i t e   n a   d o n j u   d e s n u   t o 
k u . 	 F a c e ci   c l i c   p e   p u n c t u l   d i n   d r e a p t a   j o s 	 K l i k n i   n a   s p o d n j o - d e s n o   t o 
k o . 	       . 	         	 ;8:=8  =0  4>;=0B0  4OA=0  B>G:0. 	 ,	I		.	- 			5	M	/	>	  *	>				5	0	  	M	2	?		  	0	>		 1H  FB7G  3E*  1'3*  ~'F  D  F/	 /'&  F  FB7  ~1  D  ,&	         .     	 				  			  				  					  					 	
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 S T R _ C A L I B R A T I O N _ C E N T E R _ T E X T 	 S e t t i n g 	 C A L I B R I A T I O N _ C E N T E R _ T E X T 	 C a l i b r a t i o n   c e n t e r   p o i n t   d e s c r i p t i o n 	 C l i c k   o n   t h e   c e n t e r   p o i n t 	 ˊޞxkub-N.Yv{--N_	 pQ;ub-N.Yv{4Y-N_	 A05H8%2	 H a g a   c l i c   e n   e l   p u n t o   c e n t r a l 	 C l i q u e z   s u r   l e   p o i n t   a u   c e n t r e 	 K l i c k e n   S i e   a u f   d e n   P u n k t   i n   d e r   M i t t e 	 >A=8B5AL  F5=B@0;L=>9  B>G:8	 F q a r e   c l i c   s u l   p u n t o   a l   c e n t r o 	 'FB1  FB7)  'DE1C2J	 C l i q u e   n o   p o n t o   c e n t r a l 	 O r t a   n o k t a y a   t 1k l a   	 H  y   k  c h   v  o   p h n   g i a   m ii   t  n   c a   t r u n g   t  m   t r a n h 	 K l i k   d i   t i t i k   t e n g a h 	 K l i k   p a d a   p u s a t   t e n g a h 	 .	'	M	/	  ,	?		&	A	  *	0	  	M	2	?		  	0	G			 K l i k   p    m i d t e r s t e   p u n k t 	 K l i k n t e   n a   s t Ye d o v    b o d . 	 K l i k n i j   w   c e n t r a l n y m   p u n k c i e . 	 K a t t i n t s o n   a   k  z  p s Q  p o n t r a 	 N  p s  y t    k e s k i k o h t a a 	 K l i k k   p    s e n t e r p u n k t e t 	 K l i k n i t e   n a   s t r e d o v    b o d . 	 K l i k   o p   d e   p u n t   i n   h e t   m i d d e n 	 K l i c k a   i   m i t t e n 	 P r i t i s n i t e   n a   s r e d n j u   t o 
k u . 	 F a c e ci   c l i c   p e   p u n c t u l   d i n   c e n t r u 	 K l i k n i   n a   c e n t r a l n o   t o 
k o . 	       . 	       	 ;8:=8  =0  F5=B@0;=0B0  B>G:0. 	 8	G			0	  *	>				5	0	  	M	2	?		  	0	>		 1H  FB7G  E12  D  F/	 E12  FB7  ~1  D  ,&	     .     	   							  								  					  					 5
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Y	 A B   #55@-#L	 R e p e t i c i  n   A B 	 R  p  t e r   A B 	 A B - R e p e a t e r 	 >2B>@5=85  A B 	 R i p e t i t o r e   A B 	 'DEC11  A B 	 T  t u l o   d a   a p l i c a   o 	 A P   t e k r a r l a y 1c 1s 1	 A B   c   l i 	 P e n g u l a n g   A B 	 P e n g u l a n g   A B 	 A B   0	@	*	@		0		 A B   G e n t a g e r 	 A B   v y r o v n  v a 
	 P o w t a r z a c z   A B 	 A B   i s m  t l Q	 A B - t o i s t i n 	 A B - g j e n t a k e r 	 A B   o p a k o v a c i e   z a r i a d e n i e 	 A B - r e p e a t e r 	 A B - u p p r e p n i n g 	 P o n a v l j a 
  A B 	 R e p e t i t o r   A B 	 A B   P o n a v l j a l e c 	 A B   R e p e a t e r 	     A B 	 A B   >2B0@O=5	 	,	@	  0	?	*	?		0		 *1'1FF/G  A B 	 '  (  '9'/  1F  H'D'	 A B   	 			  								 
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i   E k r a n 	   	   	 @52:;NG8  :@0=	 8	M	5	?		  8	M		M	0	@	(		 *9H6  5A-G	 '31F  (/D	   	 				  								 8
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 
 S T R _ I D _ A B R E P E A T _ O P E N _ F I L E _ E R R O R 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " C a n ' t   O p e n " 	 C a n n o t   o p e n 	 !ql_U	 elSb _	 D!H*2!2#@4	 N o   s e   p u e d e   a b r i r 	 I m p o s s i b l e   d ' o u v r i r 	 K a n n   n i c h t    f f n e n 	 5  C405BAO  >B:@KBL	 I m p o s s i b i l e   a p r i r e 	 *901  'DA*-	 N  o      p o s s  v e l   a b r i r 	 A  1l a m 1y o r 	 K h  n g   t h   m 	 T i d a k   d a p a t   d i b u k a 	 T i d a k   b o l e h   b u k a 	 	K	2	  (	9	@		  8		$	>		 K a n   I k k e    b n e 	 N e m o h u   o t e v Y t 	 N i e   m o |n a   o t w o r z y 	 N e m   n y i t h a t    m e g 	 E i   v o i   a v a t a 	 K a n   i k k e    p n e 	 N e m o ~n    o t v o r i e  	 K a n   n i e t   o p e n e n 	 K a n   i n t e    p p n a 	 N e   m o g u   o t v o r i t i 	 I m p o s i b i l   d e   d e s c h i s 	 N e   M o r e   O d p r e t i 	   	     	 5  <>65  40  B2>@8	 		'	!	$	  (	>	9	@		 'EC'F  ('2C1/F  FJ3*	 HD  F  3*	   	 					  				  						  			 
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  



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	 	 C a n ' t   o p e n 	 C a n ' t   o p e n 	 C a n ' t   o p e n 	 K a n   n i e   o o p m a a k   n i e 	 C a n ' t   o p e n 	 C a n ' t   o p e n 	 C a n ' t   o p e n 	 C a n ' t   o p e n 	 C a n ' t   o p e n 	 C a n ' t   o p e n 	 	 	 N u k   m u n d   t e   h a p e 	 					  							 	 	 	 	 	 	 	 N  o      p o s s  v e l   a b r i r 	 	 	 	 	 	 	 	 E z i n   d a   i r e k i 	 H i n d i   m a b u k s a n 	 N o n   p o d e   a b r i r 	 O n w e g h i   i k e   m m e p e 	 N    f  i d i r      a   o s c a i l t 
 
 S T R _ I D _ A B R E P E A T _ C A N N O T _ P A U S E 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " C a n ' t   P a u s e " 	 C a n n o t   p a u s e 	 !qlf\P	 elf\P	 D!H*2!2#+"8
1H'#2'	 N o   s e   p u e d e   h a c e r   p a u s a 	 I m p o s s i b l e   d e   m e t t r e   e n   p a u s e 	 K a n n   n i c h t   p a u s i e r e n 	 5  C405BAO  ?@8>AB0=>28BL	 I m p o s s i b i l e   m e t t e r e   i n   p a u s a 	 *901  'D%JB'A  'DE$B*	 N  o      p o s s  v e l   c o l o c a r   e m   p a u s a 	 D u r a k l a t 1l a m 1y o r 	 K h  n g   t h   t m   d n g 	 T i d a k   d a p a t   d i j e d a 	 T i d a k   b o l e h   j e d a 	 0	K		  (	9	@		  8		$	>		 K a n   I k k e   P a u s e 	 N e m o h u   p o z a s t a v i t 	 B r a k   m o |l i w o [c i   z a t r z y m a n i a 	 N e m   s z  n e t e l t e t h e t Q	 E i   v o i   k e s k e y t t   	 K a n   i k k e   p a u s e 	 N e m o ~n    p r e r u ai e	 K a n   n i e t   p a u z e r e n 	 K a n   i n t e   p a u s a 	 N e   m o g u   p a u z i r a t i 	 I m p o s i b i l   d e    n t r e r u p t 	 N e   M o r e   P a v z i r a t i 	     	     	 5  <>65  40  @5:JA=5	 *	I		  	8	.	0	M	%		 'EC'F  /1F  FJ3*	 EHBHA  F  1  3*	   	 					  				  				  						  			 0
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 
 S T R _ I D _ A B R E P E A T _ C O M M A N D _ E R R O R 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " F a i l e d   T o   P l a y " 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 @%HD!HDI	 E r r o r   a l   r e p r o d u c i r 	 E c h e c   d e   l e c t u r e 	 W i e d e r g a b e   f e h l g e s c h l a g e n 	 !1>9  2>A?@>872545=8O	 R i p r o d u z i o n e   f a l l i t a 	 A4D  AJ  'D*4:JD	 I m p o s s  v e l   r e p r o d u z i r 	 O y n a t a m a d 1  	 K h  n g   p h  t   c 	 G a g a l   d i p u t a r 	 G a g a l   u n t u k   m a i n k a n 	 	2	>	(	G	  .	G		  	8	+	2		 A f s p i l   M i s l y k k e t 	 P Ye h r  v  n    s e l h a l o 	 O d t w a r z a n i e   n i e p o w i o d Bo   s i 	 S i k e r t e l e n   l e j  t s z  s 	 T o i s t o   e p  o n n i s t u i 	 M i s l y k k e t   a v s p i l l i n g 	 P r e h r  v a n i e   z l y h a l o 	 A f s p e l e n   m i s l u k t 	 K u n d e   i n t e   s p e l a s   u p p 	 N e u s p j e l a   r e p r o d u k c i j a 	 R e d a r e a   n u   a   r e u _i t 	 P r e d v a j a n j e   N i   U s p e l o 	     	   	 5  <>65  40  7?J;=8	 		$	M	$	0	  &	G	#	M	/	>	$	  	*	/	6	@		 ~.4  F'EHAB  (H/  	 D'F'  F''E  H'	   	 						  						 
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	   	 F a i l e d   t o   p l a y 	 F a i l e d   t o   p l a y 	 F a i l e d   t o   p l a y 	 H e t   n i e   g e s p e e l   n i e 	 F a i l e d   t o   p l a y 	 F a i l e d   t o   p l a y 	 F a i l e d   t o   p l a y 	 F a i l e d   t o   p l a y 	 F a i l e d   t o   p l a y 	 F a i l e d   t o   p l a y 	 	 	 D e s h t o i   t e   l u a j e 	 				  				  					 	 	 	 	 	 	 	 F a l h o u   e m   r e p r o d u z i r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A B R E P E A T _ D E V I C E _ B U S Y 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " D e v i c e   B u s y " 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxN_x-N	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 'D'/')  E4:HD)	 D i s p o s i t i v o   o c u p a d o 	 C i h a z   k u l l a n 1m d a 	 T h i t   b   a n g   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	  9	H		 E n h e d   O p t a g e t 	 Z a Y z e n    j e   z a n e p r  z d n n o 	 U r z d z e n i e   z a j t e 	 A z   e s z k  z   f o g l a l t 	 L a i t e   o n   v a r a t t u 	 E n h e t   o p p t a t t 	 Z a r i a d e n i e   j e   z a n e p r  z d n e n  	 A p p a r a a t   b e z i g 	 E n h e t e n    r   u p p t a g e n 	 U r e a j   z a u z e t 	 D i s p o z i t i v u l   e s t e   o c u p a t 	 N a p r a v a   Z a s e d e n a 	   	   	 @8;>65=85B>  05B>	 		*		0	#	  5	M	/	8	M	$		 /3*'G  '4:'D  '3*	 H'&3  E4:HD	       	 						  							 8
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 
 S T R _ I D _ A B R E P E A T _ B A D _ F O R M A T 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " B a d   F o r m a t " 	 B a d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9A@*5"	 F o r m a t o   i n c o r r e c t o 	 F o r m a t   i n c o r r e c t 	 F a l s c h e s   F o r m a t 	 54>?CAB8<K9  D>@<0B	 F o r m a t o   e r r a t o 	 5J:)  1/J&)	 F o r m a t o   i r r e g u l a r 	 K  t    f o r m a t   	 n h   d n g   k h  n g   c h  n h   x  c 	 F o r m a t   s a l a h 	 F o r m a t   r o s a k 	 	0	>	,	  +	I	0	M	.	G			 S k a d e l i g t   F o r m a t 	 N e s p r  v n    f o r m  t 	 Z By   f o r m a t 	 H i b  s   f o r m  t u m 	 T i e d o s t o   e i   k e l p a a . 	 D  r l i g   f o r m a t 	 Z l    f o r m  t 	 S l e c h t e   i n d e l i n g 	 D  l i g t   f o r m a t 	 P o g r e aa n   f o r m a t 	 F o r m a t   i n c o r e c t 	 S l a b   F o r m a t 	   	     	 >H  $>@<0B	 	A		@		>	  +	I	0	M	.			 A1E*  (/	 (1'  A'1Ey	   	 							  						 ,
A
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	 $*M*A  +>0M.>M	 52V@=89  D>@<0B	 



  






	   	 B a d   f o r m a t 	 B a d   f o r m a t 	 B a d   f o r m a t 	 S w a k   f o r m a a t 	 B a d   f o r m a t 	 B a d   f o r m a t 	 B a d   f o r m a t 	 B a d   f o r m a t 	 B a d   f o r m a t 	 B a d   f o r m a t 	 	 	 F o r m a t i   I   k e q 	 				  						 	 	 	 	 	 	 	 F o r m a t o   r u i m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A B R E P E A T _ I N V A L I D _ F O R M A T 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " I n v a l i d   F o r m a t " 	 I n v a l i d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9AD!H9I-	 F o r m a t o   n o   v  l i d o 	 F o r m a t   i n v a l i d e 	 U n g  l t i g e s   F o r m a t 	 525@=K9  D>@<0B	 F o r m a t o   n o n   v a l i d o 	 'D5J:)  :J1  5'D-	 F o r m a t o   i n v  l i d o 	 G e  e r s i z   f o r m a t   	 n h   d n g   k h  n g   c h  n h   x  c 	 F o r m a t   t i d a k   v a l i d 	 F o r m a t   t i d a k   s a h 	 	5	H	'	  +	I	0	M	.	G			 U g y l d i g t   F o r m a t 	 N e p l a t n    f o r m  t 	 N i e p r a w i d Bo w y   f o r m a t 	  r v  n y t e l e n   f o r m  t u m 	 V i r h e e l l i n e n   m u o t o 	 U g y l d i g   f o r m a t 	 N e p l a t n    f o r m  t 	 O n g e l d i g e   i n d e l i n g 	 O g i l t i g t   f o r m a t 	 N e v a l j a n i   f o r m a t 	 F o r m a t   n e v a l i d 	 N e v e l j a v e n   F o r m a t   	   	     	 520;845=  $>@<0B	 	5	H	'	  +	I	0	M	.	G			 A1E*  E9*(1  F3*	 :D7  A'1Ey	   	 							  							 0
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	 F2M2(?  +>0M.>M	 5?@028;L=89  D>@<0B	 





  






	   	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 O n g e l d i g e   f o r m a a t 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 	 	 F o r m a t i   I   p a v l e f s h e m 	 						  						 	 	 	 	 	 	 	 F o r m a t o   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A B R E P E A T _ N O _ S P A C E 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " E x c e e d   F i l e   L i m i t " 	 E x c e e d   f i l e   l i m i t 	 jHhNP6R	 eNǏP6R	 D%L@4531	 L  m i t e   d e   a r c h i v o   s u p e r a d o 	 L i m i t e   d e   f i c h i e r   d  p a s s  e 	 D a t e i g r e n z e    b e r s c h r e i t e n 	 @545;  D09;0  ?@52KH5=	 L i m i t e   f i l e   s u p e r a t o 	 'DEDA  E*,'H2	 E x c e d e   o   l i m i t e   d o   f i c h e i r o 	 D o s y a   s 1n 1r 1n 1  a _1y o r   	 T p   v t   q u    g i i   h n 	 B a t a s   f i l e   t e r l a m p a u i 	 M e l a m p a u i   h a d   f a i l 	 +	>		2	  8	@	.	>	  8	.	>	*	M	$		 F i l g r  n s e   O v e r s k r e d e t 	 P Ye k r o 
e n   l i m i t   s o u b o r u 	 L i m i t   p l i k u   p r z e k r o c z o n y 	 F  j l l i m i t   t  l l  p v e 	 Y l i t t     t i e d o s t o r a j a n 	 F i l g r e n s e   o v e r s t e g e t 	 P r e k r o 
e n    l i m i t   p r e   z l o ~k y 	 B e s t a n d s l i m i e t   o v e r s c h r e d e n 	  v e r s k r i d e r   f i l b e g r  n s n i n g e n 	 O g r a n i 
e n j e   d a t o t e k e   p r e k o r a 
e n o 	 A ci   d e p _i t   l i m i t a   f i _i e r u l u i 	 P r e s e ~e n a   O m e j i t e v   D a t o t e k e 	     	     	 @528H5=  $09;>2  8<8B	 +	>		2	  .	0	M	/	>	&	>	  	$	?	0	?		M	$		 A1'*1  '2  -/  A'D	 A'&D    -/  (  &	     	 				  				  							  						 +
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	     	 E x c e e d   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 O o r s k r y   l  e r l i m i e t 	 E x c e e d   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 E x c e e d   f i l e   l i m i t 	 	 	 T e j k a l o   k u f i r i n   e   d o k u m e n t i t 	 				  				  					 	 	 	 	 	 	 	 E x c e d e u   l i m i t e   d e   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A B R E P E A T _ E R R O R 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " A u d i o   C o n t e n t   E r r o r " 	 A u d i o   c o n t e n t   e r r o r 	 HegQ[/	 HeQ[	 @7I-+2@*5"4%2	 E r r o r   d e   c o n t e n i d o   d e   a u d i o 	 E r r e u r   d e   c o n t e n u   a u d i o 	 A u d i o i n h a l t s f e h l e r 	 H81:0  0C48>	 E r r o r e   c o n t e n u t o   a u d i o 	 .7#  AJ  E-*HJ'*  'D5H*	 E r r o   d e   c o n t e  d o   d o   f i c h e i r o 	 S e s   i  e r i k   h a t a s 1  	 N i   d u n g    m   t h a n h   l i 	 K e s a l a h a n   p a d a   k o n t e n   a u d i o 	 R a l a t   k a n d u n g a n   a u d i o 	 	!	?	/	K	  			G			  $	M	0	A		?		 L y d i n d h o l d   F e j l 	 C h y b a   o b s a h u   a u d i a 	 B Bd   z a w a r t o [c i   A u d i o 	 H i b  s   a u d i o t a r t a l o m 	 A u d i o s i s  l t  v i r h e 	 F e i l   i   a u d i o i n n h o l d ! ! 	 C h y b a   o b s a h u   a u d i a ! ! 	 F o u t   b i j   a u d i o - i n h o u d 	 L j u d i n n e h  l l   s t  d j e s   e j 	 P o g r e ak a   u   a u d i o   s a d r ~a j u ! ! 	 E r o a r e    n   c o n ci n u t u l   a u d i o 	 V s e b i n a   A v d i a   N a p a k a ! ! 	     ! 	     	 @5H:0  2  !J4J@60=85B>  =0  C48>  ! ! 	 	!	?	/	K	  5	?	7	/	8	B		@	  	B		  ! 	 .7'  E-*H'  5H*	 ! ! "H  ,HF  E  :D7	     ! 	 				  								  							 
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	     	 A u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 O u d i o - i n h o u d f o u t 	 A u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 A u d i o   c o n t e n t   e r r o r 	 	 	 G a b i m   i   p e r m b a j t j e s   a u d i o 	 				'   							  							 	 	 	 	 	 	 	 E r r o   d e   c o n t e  d o   d e    u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A B R E P E A T _ U N S U P P O R T E D _ C H A N N E L 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " U n s u p p o r t e d   C h a n n e l " 	 U n s u p p o r t e d   c h a n n e l 	 
N/ecvS	 
N/ecvOS	 A
@%5HD!H#-#1	 C a n a l   n o   a d m i t i d o 	 C a n a l   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   K a n a l 	 0=0;  =5  ?>445@68205BAO	 C a n a l e   n o n   s u p p o r t a t o 	 'DBF')  D'    */9E	 C a n a l   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   k a n a l   	 K h  n g   h   t r   k  n h 	 S a l u r a n   t i d a k   d i d u k u n g 	 S a l u r a n   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  	H	(	2		 E j   U n d e r s t  t t e t   K a n a l 	 N e p o d p o r o v a n    k a n  l 	 K a n a B  n i e o b s Bu g i w a n y 	 N e m   t  m o g a t o t t   c s a t o r n a 	 T u k e m a t o n   k a n a v a 	 U s t  t t e t   k a n a l 	 N e p o d p o r o v a n    k a n  l 	 K a n a a l   n i e t   o n d e r s t e u n d 	 K a n a l e n   s t  d j e s   e j 	 K a n a l   n i j e   p o d r ~a n 	 C a n a l   n e a c c e p t a t 	 N e p o d p r t   K a n a l 	       	     	 5?>44J@60=  0=0;	 	E	(	2	  *	A	7	M		@	&	>		2	  (	>	9	@		 'F'D  ~4*('F  F4/G	 :1  -E'*  'A*  FD	       	 								  								 
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  



	   	 U n s u p p o r t e d   c h a n n e l 	 U n s u p p o r t e d   c h a n n e l 	 U n s u p p o r t e d   c h a n n e l 	 O n g e s t e u n d e   k a n a a l 	 U n s u p p o r t e d   c h a n n e l 	 U n s u p p o r t e d   c h a n n e l 	 U n s u p p o r t e d   c h a n n e l 	 U n s u p p o r t e d   c h a n n e l 	 U n s u p p o r t e d   c h a n n e l 	 U n s u p p o r t e d   c h a n n e l 	 	 	 K a n a l   I   p a m b e s h t e t u r 	 								  						 	 	 	 	 	 	 	 C a n a l   n  o   s u p o r t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A B R E P E A T _ U N S U P P O R T E D _ F R E Q 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " U n s u p p o r t e d   F r e q u e n c y " 	 U n s u p p o r t e d   f r e q u e n c y 	 
N/ecv;s	 
N/ecvs	 '2!5H5HD!H#-#1	 F r e c u e n c i a   n o   a d m i t i d a 	 F r  q u e n c e   n o n   s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e   F r e q u e n z 	 '0AB>B0  =5  ?>445@68205BAO	 F r e q u e n z a   n o n   s u p p o r t a t a 	 'D*1//  D'  J/9E	 F r e q u  n c i a   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   f r e k a n s   	 K h  n g   h   t r   t n   s 	 F r e k u e n s i   t i d a k   d i d u k u n g 	 F r e k u e n s i   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  +	M	0	@		M	5	G		8	@		 E j   U n d e r s t  t t e t   F r e k v e n s 	 N e p o d p o r o v a n    f r e k v e n c e 	 C z s t o t l i w o [  n i e o b s Bu g i w a n a 	 N e m   t  m o g a t o t t   f r e k v e n c i a 	 T u k e m a t o n   t a a j u u s 	 U s t  t t e t   f r e k v e n s 	 N e p o d p o r o v a n    f r e k v e n c i a 	 F r e q u e n t i e   n i e t   o n d e r s t e u n d 	 F r e k v e n s e n   s t  d j e s   e j 	 F r e k v e n c i j a   n i j e   p o d r ~a n a 	 F r e c v e n c  n e a c c e p t a t 	 N e p o d p r t a   F r e k v e n c a 	       	     	 5?>44J@60=0  '5AB>B0	 +	M	0	?		M	5	G		6	@	  *	A	7	M		@	&	>		2	  (	>	9	@		 A1'F3  ~4*('F  F4/G	 :1  -E'*  'A*  A1HF3	       	 								  													 
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  









	   	 U n s u p p o r t e d   f r e q u e n c y 	 U n s u p p o r t e d   f r e q u e n c y 	 U n s u p p o r t e d   f r e q u e n c y 	 O n g e s t e u n d e   f r e k w e n s i e 	 U n s u p p o r t e d   f r e q u e n c y 	 U n s u p p o r t e d   f r e q u e n c y 	 U n s u p p o r t e d   f r e q u e n c y 	 U n s u p p o r t e d   f r e q u e n c y 	 U n s u p p o r t e d   f r e q u e n c y 	 U n s u p p o r t e d   f r e q u e n c y 	 	 	 F r e k u e n c e   e   p a m b e s h t e t u r 	 								  													 	 	 	 	 	 	 	 F r e q u  n c i a   n  o   s u p o r t a d a 	 	 	 	 	 	 	 	 F r e k u e n t z i a k   e z   d u   e u s k a r r i r i k 	 H i n d i   s u p o r t d o n g   f r e q u e n c y 	 F r e c u e n c i a   n o n   s o p o r t a d a 	 F r i k w e n s i   a k w a d o g h i 	 M i n i c  o c h t   g a n   t a c  
 
 S T R _ I D _ A B R E P E A T _ U N S U P P O R T E D _ T Y P E 	 A B R T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " U n s u p p o r t e d   T y p e " 	 U n s u p p o r t e d   t y p e 	 
N/ecvW_	 
N/ecvW_	 
45HD!H#-#1	 T i p o   n o   a d m i t i d o 	 T y p e   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   T y p 	 "8?  =5  ?>445@68205BAO	 T i p o   n o n   s u p p o r t a t o 	 'DFH9    D'    J/9E	 T i p o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   t  r   	 K h  n g   h   t r   k i u   l o i   	 J e n i s   t i d a k   d i d u k u n g 	 J e n i s   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  *	M	0		>	0		 I k k e   U n d e r s t  t t e t   T y p e 	 N e p o d p o r o v a n    t y p 	 T y p   n i e o b s Bu g i w a n y 	 N e m   t  m o g a t o t t   t  p u s 	 T u k e m a t o n   t y y p p i 	 U s t  t t e t   t y p e 	 N e p o d p o r o v a n    t y p 	 T y p e   n i e t   o n d e r s t e u n d 	 F i l t y p e n   s t  d j e s   e j 	 V r s t a   n i j e   p o d r ~a n a 	 T i p   n e a c c e p t a t 	 N e p o d p r t   T i p 	       	     	 5?>44J@60=  "8?	 	>		*	  *	A	7	M		@	&	>		2	  (	>	9	@		 FH9  ~4*('F  F4/G	 :1  -E'*  'A*  B3E	     	 								  				 
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  





	   	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 O n g e s t e u n d e   t i p e 	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 	 	 L l o j   I   p a m b e s h t e t u r 	 								  							 	 	 	 	 	 	 	 T i p o   n  o   s u p o r t a d o 	 	 	 	 	 	 	 	 M o t a k   e z   d u   e u s k a r r i r i k 	 H i n d i   s u p o r t a d o n g   u r i 	 T i p o   n o n   s o p o r t a d o 	   d   a k w a d o g h i 	 C i n e  l   g a n   t a c  
 
 S T R _ I D _ A B R E P E A T _ B U I L D I N G _ C A C H E 	 A B R T 	 T I T L E 	 b u i l d   a n   i n d e x   t a b l e   f o r   q u i c k l y   s e e k   i n   a n   a u d i o   f i l e . 	 B u i l d i n g   c a c h e 	 ^z_S	 ^zX[	 3%1*#I2A
	 C r e a n d o   c a c h  	 C o n s t r u c t i o n   d e   l a   c a c h e 	 C a c h e   w i r d   a u f g e b a u t 	 $>@<8@>20=85  :MH0	 C o s t r u z  i o n e   c a c h e 	 'F4'!  -A8  'DE$B*	 A   e l a b o r a r    n d i c e 	  n   b e l l e i   y a p 1l a n d 1r 1y o r 	 L p   t m   l u 	 M e m b u a t   c a c h e 	 M e m b i n a   c a c h e 	 	H	6	G	  ,	(	>	  0	9	>	  9	H		 	 	 	 G y o r s  t  t  r   f e l  p  t  s e 	 	 	 	 C a c h e   w o r d t   o p g e b o u w d 	 	 	 C r e a r e   m e m o r i e   c a c h e 	 	 	     	 	 ,	?	2	M	!	?			  	G			 3'.*  -'A8G  +'(*	 4  (F'F'	     	 						  				  					 
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	   	 K w a k h i w a   i - c a c h e 	 Y a k h a   i n d a w o   y o k u b e k a 	 I n a j e n g a   k a s h e 	 S k e p   t a n s   c a c h e 	 K u r i a m a   t a l p y k l 	 V e i d o   k e aa t m i Fu 	 V a h e m  l u   l o o m i n e 	 ?ew- pkwxrxiuav  oa|xxt	   	 C r e a r e   m e m o r i e   c a c h e 	 
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 
 M A I N _ M E N U _ A U D P L Y _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 A u d i o   P l a y e r   S t r i n g 	 A u d i o   p l a y e r 	 jd>ehV	 PNd>ehV	 @#7H-@*5"	 R e p r o d u c t o r   d e   a u d i o 	 L e c t e u r   a u d i o 	 A u d i o - P l a y e r 	 C48>?;55@	 R i p r o d u t t o r e   a u d i o 	 E4:D  'D5H*	 L e i t o r    u d i o 	 o d i o   O k u y u c u 	 M  y   p h  t   n h c 	 P e m u t a r   S u a r a 	 P e m a i n   a u d i o 	 	!	?	/	K	  *	M	2	G	/	0		 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   p r e h r  v a 
	 A u d i o s p e l e r 	 A u d i o s p e l a r e 	 A u d i o   p l a y e r 	 A p l i c a ci e   d e   r e d a r e   f i _i e r e   a u d i o 	 A v d i o   P r e d v a j a l e c 	   	   	 C48>  ;59J@	 	!	?	/	K	  *	M	2	G	/	0		 ~.4  FF/G  5H*	 "H  ~D&1	   	 				  								 
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	   	 I s i d l a l i   s e - a u d i o 	 I s i d l a l i - o d i y o 	 K i c h e z a   s a u t i 	 O u d i o s p e l e r 	 G a r s o   g r o t u v a s 	 A u d i o   a t s k a Fo t j s 	 A u d i o p l e i e r 	 1xdkx  v~acaoky	 a u d i o   	 A p l i c a ci e   d e   r e d a r e   f i _i e r e   a u d i o 	 
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 
 M A I N _ M E N U _ V D O R E C _ T E X T 	 V I D E O 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   M A T R I X ,   B D I T E M 	 V i d e o   P l a y e r   S t r i n g 	 V i d e o   r e c o r d e r 	 q_Grq_hV	 ƉU_PhV	 @#7H-16'45B-	 G r a b a d o r   d e   v  d e o 	 E n r e g i s t r e u r   v i d  o 	 V i d e o r e k o r d e r 	 #AB@>9AB2>  2845>  70?8A8	 R e g i s t r a t o r e   v i d e o 	 E3,D  'DAH/JH	 G r a v a d o r   v  d e o 	 V i d e o   R e c o r d e r 	 Q u a y   V i d e o 	 V i d e o   R e c o r d e r 	 P e r a k a m   v i d e o 	 5	?	!	?	/	K	  0	?		I	0	M	!	0		 V i d e o   R e c o r d e r 	 V i d e o   R e c o r d e r 	 V i d e o   R e c o r d e r 	 V i d e o   R e c o r d e r 	 V i d e o   R e c o r d e r 	 V i d e o   R e c o r d e r 	 V i d e o   r e k o r d  r 	 V i d e o r e c o r d e r 	 V i d e o i n s p e l a r e 	 V i d e o   s n i m a n j e 	 A p l i c a ci e   d e    n r e g i s t r a r e   c l i p u r i   v i d e o 	 V i d e o   S n e m a l n i k 	   	   	 845>   5:>@4J@	 5	?	!	?	/	K	  0	?		>	0	M	!	0		 6(7  FF/G  ADE	 HH  1'11	   	 					  									 +
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	   	 I v i d y o   r e k h o d a 	 I s i s h i c i l e l i - v i d i y o 	 K i n a s a   v i d e o 	 V i d e o - o p n e m e r 	 V a i z d o   /r a ay m o   /r e n g i n y s 	 V i d e o i e r a k s t a   i e r +c e 	 V i d e o s a l v e s t i 	 Oe}aqauvacky	 v i d e o   	 A p l i c a ci e   d e    n r e g i s t r a r e   c l i p u r i   v i d e o 	 5
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 
 M A I N _ M E N U _ V D O P L Y _ T E X T 	 V I D E O 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   M A T R I X ,   B D I T E M 	 V i d e o   P l a y e r   S t r i n g 	 V i d e o   p l a y e r 	 q_Grd>ehV	 Ɖd>ehV	 @#7H-@%H'45B-	 R e p r o d u c t o r   d e   v  d e o 	 L e c t e u r   v i d  o 	 V i d e o p l a y e r 	 845>- ?;55@	 R i p r o d u t t o r e   v i d e o 	 E4:D  'DAJ/JH	 L e i t o r   v  d e o 	 V i d e o   P l a y e r 	 P h  t   V i d e o 	 V i d e o   P l a y e r 	 P e m a i n   v i d e o 	 5	?	!	?	/	K	  *	M	2	G	/	0		 V i d e o   P l a y e r 	 V i d e o   P l a y e r 	 V i d e o   P l a y e r 	 V i d e o   P l a y e r 	 V i d e o   P l a y e r 	 V i d e o   P l a y e r 	 V i d e o   p r e h r  v a 
	 V i d e o s p e l e r 	 V i d e o s p e l a r e 	 V i d e o   p l a y e r 	 A p l i c a ci e   d e   r e d a r e   c l i p u r i   v i d e o 	 V i d e o   P r e d v a j a l n i k 	   	   	 845>  ;5J@	 5	?	!	?	/	K	  *	M	2	G	/	0		 ~.4  FF/G  ADE	 HH  ~D&1	   	 					  								 +
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  





	   	 I s i d l a l i   s e v i d y o 	 I s i d l a l i - v i d i y o 	 K i c h e z a   v i d e o 	 V i d e o s p e l e r 	 V a i z d o   k l i p s  l e i s t u v a s 	 V i d e o   a t s k a Fo t j s 	 V i d e o p l e i e r 	 Oe}av~acaoky	 v i d e o   	 A p l i c a ci e   d e   r e d a r e   c l i p u r i   v i d e o 	 5
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 	 -?!?  *M2G_>0	 L u a j t e s   v i d e o 	 					'   								 	 	 	 	 	 	 	 A p a r e l h o   d e   v  d e o 	 	 	 	 	 	 	 	 B i d e o - i k u s g a i l u a 	 P l a y e r   n g   v i d e o 	 R e p r o d u t o r   d e   v  d e o 	 V i d i o   n a - a k p 	 S e i n n t e o i r   f  s e  n 
 
 M A I N _ M E N U _ C A M E R A _ T E X T 	 C A M E R A 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   M A T R I X ,   B D I T E M 	 C a m e r a   S t r i n g 	 C a m e r a 	 v_j	 v:g	 %I-H2"#9	 C  m a r a 	 A p p a r e i l   p h o t o 	 K a m e r a 	 0<5@0	 F o t o c a m e r a 	 C'EJ1'	 C  m a r a 	 C A M  R U 	 M  y   n h 	 K a m e r a 	 K a m e r a 	 	H	.	0	>		 C a m e r a 	 C a m e r a 	 C a m e r a 	 C a m e r a 	 C a m e r a 	 C a m e r a 	 K a m e r a 	 C a m e r a 	 K a m e r a 	 K a m e r a 	 C a m e r 	 K a m e r a 	 	 	 0<5@0	 	H	.	0	>		 /H1(F	 E1'	 	 									 
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	 F.0>  	 0<5@0	 





	 	 I k h a m e r a 	 I k h a m e r a 	 K a m e r a 	 K a m e r a 	 F o t o a p a r a t a s 	 F o t o k a m e r a 	 K a a m e r a 	 =ko	 	 C a m e r 	 
M
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.
1
	 M_>.G0>	 K a m e r a 	 							 	 	 	 	 	 	 	 C  m e r a 	 	 	 	 	 	 	 	 A r g a z k i m a k i n a 	 K a m e r a 	 C  m a r a 	 K a m e r a 	 C e a m a r a 
 
 M A I N _ M E N U _ A V Z O N E _ T E X T 	 A V Z O N E 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   B D T I T L E 	 A V   Z o n e   S t r i n g 	 A V   z o n e 	 q_\@S	 q_yr:S	 B  A V 	 Z o n a   A V 	 Z o n e   A V 	 A V - Z o n e 	 >=0  A V 	 Z o n a   A V 	 EF7B)    A V 	 Z o n a   A V 	 A V   b  l g e s i   	 K h u   v c   A V 	 Z o n a   A V 	 Z o n   A V 	 	5	@	  	<	K	(		 A V   Z o n e 	 A V   Z o n e 	 A V   Z o n e 	 A V   Z o n e 	 A V   Z o n e 	 A V   Z o n e 	 A V   Z  n a 	 A V - z o n e 	 A V - z o n 	 A V   z o n a 	 Z o n a   A V 	 A V   P o d r o 
j e 	   A V 	   / 	 A V   >=0	 	5	M	9	@	  	K	(		 F'-G  A V 	 '  H  2HF	   	 			  				 
,
@
  
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	 5?  K(M	 >=0  A V 	 A V   






  	 A V   	 I - A V   z o n e 	   I n d a w o   y e - A V 	 Z o n i   y a   A V 	 A V - s o n e 	 A V   z o n a 	 A V   z o n a 	 A V   t s o o n 	 A V   cxk	 A V   	 Z o n a   A V 	 A V   8
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#
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 	 A V   M3	 Z o n a   A V 	 A V   	' 		 	 	 	 	 	 	 	 Z o n a   A V 	 	 	 	 	 	 	 	 A V   e s p a r r u a 	 A V   z o n e 	 Z o n a   A V 	 O k i r i k i r i   A V 	 C r i o s   A V 
 
 M A I N _ M E N U _ C A M C O _ T E X T 	 C A M C O 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   B D I T E M 	 C a m c o r d e r 	 C a m c o r d e r 	 ev_j	 DdU_v:g	 %I-'45B-	 V i d e o c  m a r a 	 C a m  s c o p e 	 C a m c o r d e r 	 845>:0<5@0	 V i d e o c a m e r a 	 E3,D  'DAJ/JH	 C a m c o r d e r 	 K a y d e d i c i   k a m e r a 	 M  y   g h i   h  n h 	 C a m c o r d e r 	 K a m k o r d e r 	 	H	.		I	0	M	!	0		 	 	 	 K a m k o r d e r 	 	 	 	 C a m c o r d e r 	 	 	 C a m c o r d e r 	 	 	   	 	 	 /H1(F  ADE(1/'1	 	 	 												 	 	 	 






	  	 I - C a m c o r d e r 	 I - c a m c o d e r 	 K a m k o d a 	 V i d e o k a m e r a 	 P o r t a t y v i n   v a i z d o   k a m e r a 	 V i d e o k a m e r a 	 V i d e o k a a m e r a 	 Oe}amko	 / 	 C a m c o r d e r 	 
>
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 	 M_>.0M!0	 K a m e r a 	 									 	 	 	 	 	 	 	 C  m e r a   d e   v  d e o 	 	 	 	 	 	 	 	 C a m c o r d e r 	 C a m c o r d e r 	 V i d e o c  m a r a 	 K a m k o d a 	 C e a m t h a i f e a d  n 
 
 M A I N _ M E N U _ E N T E R T A I N M E N T _ T E X T 	 E N T E R T A I N M E N T 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   B D T I T L E 	 M a i n m e n u   E N T E R T A I N M E N T   s t r i n g 	 E n t e r t a i n m e n t 	 Zj	 1ZPN	 1@4	 E n t r e t e n i m i e n t o 	 D i v e r t i s s e m e n t 	 U n t e r h a l t u n g 	  072;5G5=85	 I n t r a t t e n i m e n t o 	 'D*1AJG	 E n t r e t e n i m e n t o 	 E n t e r t a i n m e n t 	 G i i   t r  	 E n t e r t a i n m e n t 	 H i b u r a n 	 .	(	K	0			(		 E n t e r t a i n m e n t 	 E n t e r t a i n m e n t 	 E n t e r t a i n m e n t 	 S z  r a k o z  s 	 E n t e r t a i n m e n t 	 E n t e r t a i n m e n t 	 Z  b a v a 	 O n t s p a n n i n g 	 U n d e r h  l l n i n g 	 Z a b a v a   	 D i v e r t i s m e n t 	 Z a b a v a 	 	 	 0102;5=8O	 .	(	K	0			(		 311E	 *A1-	 	 							 .
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  	 0M  H(M  .FM	  >72038	 






	 	 E z i k a q e d i s i z u n g u 	 U l o n w a b o 	 B u r u d a n i 	 V e r m a a k 	 P r a m o g o s 	 I z k l a i d e 	 M e e l e l a h u t u s 	 6~asav	 	 D i v e r t i s m e n t 	 5
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 
 M A I N _ M E N U _ S Y S T E M _ T E X T 	 S Y S T E M 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   B D I T E M 	 M a i n m e n u   S Y S T E M   s t r i n g 	 S y s t e m 	 |q}	 |~	 #0	 S i s t e m a 	 S y s t  m e 	 S y s t e m 	 !8AB5<0	 S i s t e m a 	 'DF8'E	 S i s t e m a 	 S y s t e m 	 H   t h n g 	 S y s t e m 	 S i s t e m 	 8	?	8	M		.		 S y s t e m 	 S y s t e m 	 S y s t e m 	 R e n d s z e r 	 S y s t e m 	 S y s t e m 	 S y s t  m 	 S y s t e e m 	 S y s t e m 	 S u s t a v 	 S i s t e m 	 S i s t e m 	 	 	 !8AB5<0	 *	M	0	#	>	2	@		 33*E	 33yE	 	 								 8
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	 8?8M	 !8AB5<0	 





	 	 I s i s t i m u 	 I n d l e l a 	 M f u m o 	 S t e l s e l 	 S i s t e m a 	 S i s t m a 	 S  s t e e m 	 @ataoac	 	 S i s t e m 	 8
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
	 8?7M.	 S i s t e m 	 								 	 	 	 	 	 	 	 S i s t e m a 	 	 	 	 	 	 	 	 S i s t e m a 	 S i s t e m a 	 S i s t e m a 	 S i s t e m 	 C  r a s 
 
 M A I N _ M E N U _ P I M _ T E X T 	 P I M 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   B D T I T L E 	 M a i n m e n u   P I M   s t r i n g 	 P I M 	 PNǌ
{t	 *NNOo`{t	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	     	 P I M 	 *	@		/		.		 P I M 	 ~  "&  'E	 	 							 *
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	 *?	 P I M 	 P I M 	 P I M 	 I - P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 P I M 	 	 	 	 	 	 	 	 P I M 	 	 	 	 	 	 	 	 P I M 	 P I M 	 P I M 	 P i m 	 P I M 
 
 S C R E E N _ L O C K E D _ T E X T 	 I d l e 	 L S K ,   R S K 	 T e l l   t h e   u s e r   t h e   k e y p a d   i s   l o c k e d 	 L o c k e d 	 ]OO	 ]OO	 %G-A%I'	 B l o q u e a d o 	 V e r r o u i l l  	 G e s p e r r t 	 01;>:. 	 B l o c c a t o 	 E:DB	 B l o q u e a d o 	 L o c k e d 	    k h  a 	 L o c k e d 	 D i k u n c i 	 2	I		M	!		 L o c k e d 	 L o c k e d 	 L o c k e d 	 L e z  r v a 	 L o c k e d 	 L o c k e d 	 U z a m k n u t  	 G e b l o k k e e r d 	 L  s t 	 Z a k l j u 
a n 	 B l o c a t 	 Z a k l e n j e n o 	 	 	 0:;NG5=	 	A	2	B	*	,		&		 BAD  4/	 EBAD  H'	   	 					 ,
p
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	 2>/?&?	 01;>:>20=>	 


  



	   	 K u l o k h i w e 	 I t s h i x i w e 	 I m e f u n g w a 	 G e s l u i t 	 U ~r a k i n t a 	 B l o 7t s 	 L u k u s 	 1celaao~an  g	 	 B l o c a t 	 2
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	 ,0K'?$	 K y c u r 	 		  			  					 	 	 	 	 	 	 	 B l o q u e a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ A P P 	 F M S c h e d u l e R e c 	 T I T L E ,   I C O N T E X T ,   T E X T ,   H I N T ,   T W O S T A T E 	 R e c o r d   F M   R a d i o   i n   S c h e d u l e 	 S c h e d u l e   F M   r e c o r d 	 F M [Bf	 F M [eU_	 3+@'%216  F M 	 P r o g r a m a r   g r a b a c i  n   d e   F M 	 E n r e g i s t r e m e n t   F M   p r o g r a m m  	 F M - A u f n a h m e   z e i t l i c h   p l a n e n 	 0?;0=8@>20BL  70?8AL  F M 	 R e g i s t r a z i o n e   p r o g r a m m a z i o n e   F M 	 ,/HD  'D*3,JD  F M 	 C a l e n d  r i o   d e   g r a v a   o   F M 	 P r o g r a m   F M   k a y d 1  	 n h   g i   g h i   F M 	 J a d w a l k a n   p e r e k a m a n   F M 	 J a d u a l k a n   r a k a m a n   F M 	 6	G	!	M	/	B	2	  F M   0	?		I	0	M	!		 S c h e d u l e   F M   R e c o r d 	 S c h e d u l e   F M   R e c o r d 	 S c h e d u l e   F M   R e c o r d 	 F M   r  g z  t  s    t e m e z  s e 	 S c h e d u l e   F M   R e c o r d 	 S c h e d u l e   F M   R e c o r d 	 N a p l  n o v a e  z  z n a m   F M 	 F M - o p n a m e   p l a n n e n 	 S t  l l   i n   F M - i n s p e l n i n g 	 R a s p o r e d i   F M   z a p i s e 	 P r o g r a m a r e    n r e g i s t r a r e   F M 	 R a z p o r e d   F M   S n e m a n j a 	   F M   R e c o r d 	     F M 	 S c h e d u l e   F M   R e c o r d 	 6	G	!	/	A	2	  	+		.	  0	G		>	0	M	!		 2E'F(F/  6(7  F M 	 *1*(  /  F M 1'1  H	     	   				  						  									  			 
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  F M   





	       	 I - S c h e d u l e   F M   r e c o r d 	 U s h i c i l e l o   l w e n k q u b o   y e F M 	 M p a n g i l i o   w a   k u r e k o d i   F M 	 S k e d u l e e r   F M - o p n a m e 	 S u p l a n u o t i   F M   /r a a	 P l n o t   F M   i e r a k s t u 	 K a v a n d a   F M   s a l v e s t u s 	 >aca~xel  F M   qauvacxiuxv	   F M   	 P r o g r a m a r e    n r e g i s t r a r e   F M 	 F M   1
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	 F M   0G0M!  (?0M&M'>0#  0(M$A	 V e   n e   o r a r   i n c i z i m i n   F M 	 				  						  							  				 	 	 	 	 	 	 	 P r o g r a m a r   r e g i s t r o   F M 	 	 	 	 	 	 	 	 F M   g r a b a k e t a   p r e s t a t u 	 I t a k d a   a n g   p a g - r e c o r d   n g   F M 	 P r o g r a m a r   g r a v a c i  n   F M 	 H a z i e   o g e   n d e k   F M 	 S c e i d e a l a i g h   t a i f e a d a d h   F M 
 
 S T R _ I D _ F M S R _ S A V E _ C O N F I R M 	 F M S c h e d u l e R e c 	 P O P U P C O N F I R M 	 S a v e   s e t t i n g s ? 	 S a v e   s e t t i n g s ? 	 2QX[-[	 OX[n	 1@G2#1IH2? 	  G u a r d a r   c o n f i g u r a c i  n ? 	 E n r e g i s t r e r   l e s   r  g l a g e s  ? 	 E i n s t e l l u n g e n   s p e i c h e r n ? 	 !>E@0=8BL  =0AB@>9:8? 	 S a l v a r e   l e   i m p o s t a z i o n i ? 	 -A8  'D'9/'/'*	 G u a r d a r   d e f i n i   e s ? 	 A y a r l a r   k a y d e d i l s i n   m i ?   	 L u   c  i   t ? 	 S i m p a n   p e n g a t u r a n ? 	 S i m p a n   S e t i n g ? 	 8	G		?			M	8	  8	G	5	  	0	G		? 	 P l u g   e a r p h o n e   w h e n   r e c o r d i n g ! 	 P l u g   e a r p h o n e   w h e n   r e c o r d i n g ! 	 P l u g   e a r p h o n e   w h e n   r e c o r d i n g ! 	 M e n t i   a   b e  l l  t  s o k a t ? 	 P l u g   e a r p h o n e   w h e n   r e c o r d i n g ! 	 P l u g   e a r p h o n e   w h e n   r e c o r d i n g ! 	 P r i   n a h r  v a n    m a j t e   z a p n u t    s l  c h a d l o ! 	 I n s t e l l i n g e n   o p s l a a n ? 	 A n s l u t    r o n m u s s l a   u n d e r   i n s p e l n i n g ! 	 Z a   v r i j e m e   s n i m a n j a   u k l j u 
i t e   s l u aa l i c e ! 	 S a l v a ci   s e t r i l e ? 	 V t a k n i   s l u aa l k e   k o   s n e m a a! 	             ! 	     ? 	 P l u g   e a r p h o n e   w h e n   r e c o r d i n g ! 	 0	G		>	0	M	!	?			  	0	$	>	(	  	/	0	+	K	(	  8	>	5	>		 *F8E'*  0.1G  4H/	 ! 1'1F    HB*  '&1  AHF  D'&	       ! 	   									  							  			? 	 
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	 0?>0M!M  G8G*M*A!A  .0M  +K(M  *M2M  G/A.A	 15@53B8  =0;0HBC20==O	 







  






  

? 	   ? 	 G c i n a   a m a s e t h i n g i ? 	 G c i n e   u s e t o ? 	 O k o a   M i p a n g i l i o ? 	 B e r g   i n s t e l l i n g s ? 	 .r a ay t i   n u o s t a t a s ? 	 S a g l a b t   i e s t a t +j u m u s ? 	 S a l v e s t a n   s  t t e d ? 	 Japzave^l  ?auavveh	       ? 	 S a l v a ci   s e t r i l e ? 	 
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 
 S T R _ I D _ F M S R _ C H A N _ S E T T I N G 	 F M S c h e d u l e R e c 	 I C O N T E X T 	 C h a n n e l   s e t t i n g s 	 C h a n n e l   s e t t i n g s 	 ;S-[	 Sn	 2#1IH2A
@%	 A j u s t e s   d e   c a n a l e s 	 R  g l a g e s   d u   c a n a l 	 K a n a l e i n s t e l l u n g e n 	 0@0<5B@K  :0=0;>2	 I m p o s t a z i o n i   c a n a l e 	 '9/'/'*  'DBF')	 D e f i n i   e s   d e   c a n a l 	 K a n a l   A y a r l a r 1	 C  i   t   k  n h 	 P e n g a t u r a n   s a l u r a n 	 S e t i n g   S a l u r a n 	 	H	(	2	  8	G		?			M	8		 C h a n n e l   S e t t i n g 	 C h a n n e l   S e t t i n g 	 C h a n n e l   S e t t i n g 	 C s a t o r n a b e  l l  t  s 	 C h a n n e l   S e t t i n g 	 C h a n n e l   S e t t i n g 	 N a s t a v e n i e   s t a n  c 	 K a n a a l i n s t e l l i n g e n 	 K a n a l i n s t  l l n i n g a r 	 P o s t a v k e   k a n a l a 	 S e t r i   c a n a l 	 N a s t a v i t v e   K a n a l o v 	   	   	 C h a n n e l   S e t t i n g 	 	E	(	2	  8	G		?				 *F8E'*  'F'D	 FD  3yF	   	 							  										 
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	 >(F2M  8FM?M	 0;0HBC20==O  :0=0;C	 



  







	   	 A m a s e t h i n g i   a m a s h a n e l i 	 U s e t o   l w e j e l o 	 M i p a n g i l i o   y a   I d h a a 	 K a n a a l i n s t e l l i n g s 	 K a n a l o   n u o s t a t o s 	 K a n l u   i e s t a t +j u m i 	 K a n a l i   s  t t e d 	 1lkk  ?auavve	   	 S e t r i   c a n a l 	 
>
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 	 M_>(G2  8G?A!?	 R e g j i s t r i m e t   e   k a n a l i t 	 					  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c a n a l 	 	 	 	 	 	 	 	 K a t e - e z a r p e n a k 	 M g a   s e t t i n g   n g   c h a n n e l 	 C o n f i g u r a c i  n   d e   c a n a l 	 N h a z i   c h a n e l 	 S o c r u i t h e   a n   c h a i n  i l 
 
 S T R _ I D _ F M S R _ C H A N _ L I S T 	 F M S c h e d u l e R e c 	 T I T L E ,   I C O N T E X T 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 ;SnU	 SRh	 #2"2#A
@%	 L i s t a   d e   c a n a l e s 	 L i s t e   d e s   c a n a u x 	 K a n a l l i s t e 	 !?8A>:  :0=0;>2	 E l e n c o   c a n a l i 	 B'&E)  'DBFH'*	 L i s t a   d e   c a n a i s 	 K a n a l   l i s t e s i   	 D a n h   s  c h   k  n h 	 D a f t a r   s a l u r a n 	 S e n a r a i   S a l u r a n 	 	H	(	2	  8	B		@		 C h a n n e l   L i s t 	 C h a n n e l   L i s t 	 C h a n n e l   L i s t 	 C s a t o r n a l i s t a 	 C h a n n e l   L i s t 	 C h a n n e l   L i s t 	 Z o z n a m   s t a n  c 	 K a n a a l l i j s t 	 K a n a l l i s t a 	 P o p i s   k a n a l a 	 L i s t   c u   c a n a l e 	 S p i s e k   K a n a l o v 	   	   	 C h a n n e l   L i s t 	 	E	(	2	  8	B		@		 D3*  'F'D	 FD    A13*	   	 							  							 
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 
 S T R _ I D _ F M S R _ C H A N _ M A N U A L 	 F M S c h e d u l e R e c 	 T I T L E ,   I C O N T E X T 	 M a n u a l   i n p u t   c h a n n e l 	 M a n u a l   i n p u t 	 KbR8eQ	 KbReQ	 I-I-!9%AA!'%	 E n t r a d a   m a n u a l 	 E n t r  e   m a n u e l l e 	 M a n u e l l e   E i n g a b e 	 K1>@  2@CG=CN	 I n s e r i m e n t o   m a n u a l e 	 '/.'D  'DJ/HJ	 I n t r o d u   o   m a n u a l 	 M a n  e l   g i r d i   	 N h p   b n g   t a y 	 I n p u t   m a n u a l 	 I n p u t   m a n u a l 	 .	H	(	A		2	  	(	*	A			 M a n u a l   I n p u t 	 M a n u a l   I n p u t 	 M a n u a l   I n p u t 	 K  z i   b e v i t e l 	 M a n u a l   I n p u t 	 M a n u a l   I n p u t 	 R u 
n    v k l a d a n i e 	 H a n d m a t i g e   i n v o e r 	 M a n u e l l   i n m a t n i n g 	 R u 
n i   u n o s 	 I n t r o d u c e r e   m a n u a l 	 R o 
n i   V n o s 	   	   	 M a n u a l   I n p u t 	 .	G	(	M	/	A		2	  	(	*	A			 H1H/  /3*	 EFHD  'F  ~y	   	 									  						 *
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Y	 I3	 R e p e t i r 	 R  p  t e r 	 W i e d e r h o l e n 	 >2B>@	 R i p e t i 	 'D'9'/)	 R e p e t i r 	 T e k r a r l a   	 L p   l i 	 U l a n g 	 U l a n g 	 &	K	9	0	>				 R e p e a t 	 R e p e a t 	 R e p e a t 	 I s m  t l  s 	 R e p e a t 	 R e p e a t 	 O p a k o v a e	 H e r h a l e n 	 U p p r e p a 	 P o n o v i 	 R e p e t a r e 	 P o n o v i 	 	 	 R e p e a t 	 *	A	(	M	9	>	  	0	>		 *1'1	 '9'/  ,&	 	 					 &
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	 	 N s u k u z o n k e 	 M i h l a   y o n k e 	 K i l a   s i k u 	 E l k e   d a g 	 K a s d i e n 	 K a t r u   d i e n u 	 I g a   p  e v 	 1tev  	 	 Z i l n i c 	 
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
	 *M0$?&?(	 	 						 	 	 	 	 	 	 	 D i  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ W E E K L Y 	 F M S c h e d u l e R e c 	 C 0 5 7 _ 1 	 W e e k l y 	 W e e k l y 	 k1	 khT	 #2"*12+L	 S e m a n a l m e n t e 	 H e b d o m a d a i r e 	 W  c h e n t l i c h 	 65=545;L=>	 O g n i   s e t t i m a n a 	 CD  #3(H9	 S e m a n a l 	 H a f t a l 1k 	 M i   t u n 	 S e t i a p   m i n g g u 	 M i n g g u a n 	 8	>	*	M	$	>	9	?			 W e e k l y 	 W e e k l y 	 W e e k l y 	 H e t i 	 W e e k l y 	 W e e k l y 	 T  ~d e n n e 	 W e k e l i j k s 	 V a r j e   v e c k a 	 T j e d n o 	 S p t m  n a l 	 T e d e n s k o 	   	 	 W e e k l y 	 	 	5		M	/	>	2	>		 GA*	 A*  E	 	 									  	 9
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	 	 M a v i k i   o n k e 	 N g e v e k i 	 K i l a   w i k i 	 W e e k l i k s 	 K a s   s a v a i t 	 I k   n e d <u 	 I g a   n  d a l 	 1tev  wabai	 	 S p t m  n a l 	 
4
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 	 8>*M$>9?	 	 									 	 	 	 	 	 	 	 S e m a n a l m e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ M O N T H L Y 	 F M S c h e d u l e R e c 	 C 0 5 7 _ 1 	 M o n t h l y 	 M o n t h l y 	 kg	 kg	 #2"@7-	 M e n s u a l m e n t e 	 M e n s u e l 	 M o n a t l i c h 	 65<5AOG=>	 O g n i   m e s e 	 CD  4G1	 M e n s a l 	 A y l 1k   	 M i   t h  n g 	 S e t i a p   b u l a n 	 B u l a n a n 	 .	>	8	?			 M o n t h l y 	 M o n t h l y 	 M o n t h l y 	 H a v i 	 M o n t h l y 	 M o n t h l y 	 M e s a 
n e 	 M a a n d e l i j k s 	 V a r j e   m  n a d 	 M j e s e 
n o 	 L u n a r 	 M e s e 
n o 	 	 	 M o n t h l y 	 .	9	?	(	M	/	>	2	>		 E'G'FG	 EF  E	 	 						 .
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	 	 N y a n g a   z o n k e 	 N g e n y a n g a 	 K i l a   m w e z i 	 M a a n d e l i k s 	 K a s   m n e s /	 I k   m n e s i 	 I g a   k u u 	 1tev  atk}	 	 L u n a r 	 .
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 
 S T R _ I D _ F M S R _ R E C _ F O R M A T 	 F M S c h e d u l e R e c 	 I C O N T E X T 	 R e c o r d   f i l e   f o r m a t 	 R e c o r d   f o r m a t 	 <h_	 U_<h_	 #9A2#16	 F o r m a t o   d e   g r a b a c i  n 	 F o r m a t   d  e n r e g i s t r e m e n t 	 A u f n a h m e f o r m a t 	 $>@<0B  70?8A8	 R e g i s t r a   f o r m a t o 	 5J:)  'D*3,JD	 F o r m a t o   d e   g r a v a   o 	 K a y 1t   f o r m a t 1  	 n h   d n g   g h i    m 	 F o r m a t   r e k a m a n 	 F o r m a t   r a k a m a n 	 0	?		I	0	M	!	  +	I	0	M	.	G			 R e c o r d   F o r m a t 	 R e c o r d   F o r m a t 	 R e c o r d   F o r m a t 	 R  g z  t  s i   f o r m  t u m 	 R e c o r d   F o r m a t 	 R e c o r d   F o r m a t 	 F o r m  t   z  z n a m u 	 O p n a m e - i n d e l i n g 	 I n s p e l n i n g s f o r m a t 	 F o r m a t   s n i m a n j a 	 F o r m a t    n r e g i s t r a r e 	 F o r m a t   S n e m a n j a 	   	   	 R e c o r d   F o r m a t 	 0	?		I	0	M	!	  +	I	0	M	.	G			 A1E*  6(7	 A'1Ey  1'1  ,&	   	 								  								 "
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	   	 R e k h o d a   i f o m e t h i 	 U k u m i l a   k o s h i c i l e l o 	 F o m a t i   y a   r e k o d i 	 O p n a m e - f o r m a a t 	 .r a ay t i   f o r m a t 	 I e r a k s t a   f o r m t s 	 S a l v e s t u s f o r m a a t 	 Aauvactav  qaya	   	 F o r m a t    n r e g i s t r a r e 	 1
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 
 S T R _ I D _ F M S R _ R E C _ T Y P E 	 F M S c h e d u l e R e c 	 I C O N T E X T 	 r e c o r d e d   f i l e 	 R e c o r d   f i l e 	 jHh	 U_eN	 16D%L	 A r c h i v o   d e   g r a b a c i  n 	 F i c h i e r   d  e n r e g i s t r e m e n t 	 A u f n a h m e d a t e i 	 0?8A0BL  D09;	 R e g i s t r a   f i l e 	 EDA  'D*3,JD	 F i c h e i r o   d e   g r a v a   o 	 K a y 1t   d o s y a s 1  	 L u   t p 	 F i l e   r e k a m a n 	 F a i l   r a k a m a n 	 0	?		I	0	M	!	  +	>		2		 R e c o r d   F i l e 	 R e c o r d   F i l e 	 R e c o r d   F i l e 	 F  j l   r  g z  t  s e 	 R e c o r d   F i l e 	 R e c o r d   F i l e 	 S  b o r   z  z n a m u 	 O p n a m e b e s t a n d 	 S p e l a   i n   f i l 	 D a t o t e k a   s n i m a n j a 	 F i _i e r    n r e g i s t r a r e 	 D a t o t e k a   S n e m a n j a 	   	   	 R e c o r d   F i l e 	 0	?		I	0	M	!	  +	>		2		 A'(D  6(7	 A'&D  1'1  ,&	   	 						  			  					 +
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  






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	   	 R e k h o d a   i f a y e l a 	 I f a y l e   y o k u g c i n a 	 R e k o d i   f a i l i 	 O p n a m e l  e r 	 .r a ay t i   f a i l 	 I e r a k s t a   f a i l s 	 S a l v e s t a   f a i l 	 Aauvac~xr  aul	   	 F i _i e r    n r e g i s t r a r e 	 1
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 	 0G0M!  +>2	 	 						  					 	 	 	 	 	 	 	 G r a v a r   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ A M R 	 F M S c h e d u l e R e c 	 C 0 5 7 _ 1 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R   	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 I - A M R 	 I - A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 A M R 	 	 A M R 	 	 	 	 	 	 	 	 A M R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ W A V 	 F M S c h e d u l e R e c 	 C 0 5 7 _ 1 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V   	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 I - W A V 	 I - W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 W A V 	 	 W A V 	 	 	 	 	 	 	 	 W A V 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ N E W _ F I L E 	 F M S c h e d u l e R e c 	 C 0 5 7 _ 1 	 N e w   f i l e 	 N e w   f i l e 	 eXjHh	 e^eN	 D%LC+!H	 N u e v o   a r c h i v o 	 N o u v e a u   f i c h i e r 	 N e u e   D a t e i 	 >2K9  D09;	 N u o v o   f i l e 	 'DEDA  'D,/J/	 N o v o   f i c h e i r o 	 Y e n i   d o s y a   	 T p   m i 	 F i l e   b a r u 	 F a i l   b a r u 	 (		  +	>		2		 N e w   F i l e 	 N e w   F i l e 	 N e w   F i l e 	  j   f  j l 	 N e w   F i l e 	 N e w   F i l e 	 N o v    s  b o r 	 N i e u w   b e s t a n d 	 N y   f i l 	 N o v a   d a t o t e k a 	 F i _i e r   n o u 	 N o v a   d a t o t e k a 	   	   	 N e w   F i l e 	 (	5	>	  +	>		2		 A'D  ,//	 F'  A'&D	   	 				  					 (
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  



	   	 I f a y e l a   e l i s h a 	 I f a y l e   e n t s h a 	 F a i l i   m p y a 	 N u w e   l  e r 	 N a u j a s   f a i l a s 	 J a u n s   f a i l s 	 U u s   f a i l 	 Fx  aul	   	 F i _i e r   n o u 	 *
A
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2
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 	 (B$(  +>2	 	 				  					 	 	 	 	 	 	 	 N o v o   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ A P P E N D _ F I L E 	 F M S c h e d u l e R e c 	 C 0 5 7 _ 1 	 f i l e   u s e d   f o r   a p p e n d i n g 	 A p p e n d   f i l e 	 DRjHh	 DReN	 @4H!@4!D%L	 A r c h i v o   p a r a   a  a d i r 	 A j o u t e r   a u   f i c h i e r 	 D a t e i   a n h  n g e n 	 >1028BL  D09;	 I n s e r i s c i   f i l e 	 EDA  'D'6'AJ	 F i c h e i r o   d e   a n e x o 	 D o s y a   e k l e   	  n h   k  m 	 T a m b a h k a n   f i l e 	 F a i l   l a m p i r a n 	 8		2		M	(	  +	>		2		 A p p e n d   F i l e 	 A p p e n d   F i l e 	 A p p e n d   F i l e 	 F  j l h o z   f qz  s 	 A p p e n d   F i l e 	 A p p e n d   F i l e 	 P r i p o j i e  s  b o r 	 A a n   b e s t a n d   t o e v o e g e n 	 L  g g   t i l l   f i l 	 D o d a j   d a t o t e k u 	 A d u g a r e   f i _i e r 	 P r i p n i   D a t o t e k o 	   	   	 A p p e n d   F i l e 	 	*	G	(	M	!	  +	>		2		 ~H3*  A'D	 A'&D  ED-B  ,&	   	 						  				  			  					 +
>
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	 *F!M  +H2M	 @8T4=0B8  D09;	 



  




	   	 J o b e l e l a   i f a y e l a 	 I f a y l e   y e s i h l m l 	 O n g e z a   f a i l i 	 V o e g   l  e r   b y 	 P r i d t i   f a i l 	 P a p i l d i n t   f a i l u 	 L i s a   f a i l 	 ?el  aul	   	 A d u g a r e   f i _i e r 	 
*
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2
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 	 *G#M!  +>2	 	 				  							  				 	 	 	 	 	 	 	 A n e x a r   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ R E C O R D I N G 	 F M S c h e d u l e R e c 	 T I T L E 	 R e c o r d i n g 	 R e c o r d i n g 	 -N	 ck(WU_	 3%116	 G r a b a n d o 	 E n r e g i s t r e m e n t 	 A u f n a h m e 	 0?8AL	 R e g i s t r a z i o n e   i n   c o r s o 	 ,'1M  'D*3,JD	 A   g r a v a r 	 K a y d e d i y o r   	 a n g   g h i    m 	 M e r e k a m 	 M e r a k a m 	 0	?		I	0	M	!	?				 R e c o r d i n g 	 R e c o r d i n g 	 R e c o r d i n g 	 R  g z  t  s   f o l y a m a t b a n 	 R e c o r d i n g 	 R e c o r d i n g 	 N a h r  v a n i e 	 B e z i g   m e t   o p n a m e 	 I n s p e l n i n g 	 S n i m a n j e 	  n r e g i s t r a r e    n   c u r s 	 S n e m a n j e 	 	 	 R e c o r d i n g 	 0	?		I	0	M	!	?				 /1  -'D  6(7	 1'1F	     . . . 	 									 0
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	 0?>0M!5A$K&?	 0?8A	 









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  

	     ( ) 	 K u y a r e k h o d w a 	 I y a s h i c i l e l a 	 I n a r e k o d i 	 N e e m   t a n s   o p 	 .r a ao m a 	 I e r a k s t a 	 S a l v e s t a m i n e 	 Aauvacxt	 	  n r e g i s t r a r e    n   c u r s 	 1
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	 0G0M!  0A?	 	 						  			  				 	 	 	 	 	 	 	 G r a v a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ B A D _ F O R M A T 	 F M S c h e d u l e R e c 	 P O P U P 	 B a d   f o r m a t 	 B a d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9A@*5"	 F o r m a t o   i n c o r r e c t o 	 F o r m a t   i n c o r r e c t 	 F a l s c h e s   F o r m a t 	 54>?CAB8<K9  D>@<0B	 F o r m a t o   e r r a t o 	 5J:)  1/J&)	 F o r m a t o   i r r e g u l a r 	 K  t    f o r m a t   	 n h   d n g   h n g 	 F o r m a t   s a l a h 	 F o r m a t   r o s a k 	 	0	>	,	  +	I	0	M	.	G			 B a d   F o r m a t 	 B a d   F o r m a t 	 B a d   F o r m a t 	 R o s s z   f o r m  t u m 	 B a d   F o r m a t 	 B a d   F o r m a t 	 N e s p r  v n y   f o r m  t 	 S l e c h t e   i n d e l i n g 	 F o r m a t f e l 	 P o g r e aa n   f o r m a t 	 F o r m a t   i n c o r e c t 	 S l a b   F o r m a t 	   	     	 B a d   F o r m a t 	 ,	A	0	>	  +	I	0	M	.	G			 A1E*  (/	 (1'  A'1Ey	   	 					  								 ,
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	 $*M*A  +>0M.>M	 52V@=89  D>@<0B	 



  






	   	 I f o m e t h i   e m b i 	 U k u m i l a   o k u b i 	 F o m a t i   m b a y a 	 S w a k   f o r m a a t 	 B l o g a s   f o r m a t a s 	 S l i k t s   f o r m t s 	 V i g a n e   v o r m i n g 	 Mmal  qaya	   	 F o r m a t   i n c o r e c t 	 +
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	 0>*  +0M.>	 	 				  						 	 	 	 	 	 	 	 F o r m a t o   r u i m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ I N V A L I D _ F O R M A T 	 F M S c h e d u l e R e c 	 P O P U P 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9AD!H9I-	 F o r m a t o   n o   v  l i d o 	 F o r m a t   i n v a l i d e 	 U n g  l t i g e s   F o r m a t 	 525@=K9  D>@<0B	 F o r m a t o   n o n   v a l i d o 	 'D5J:)  :J1  5'D-	 F o r m a t o   i n v  l i d o 	 G e  e r s i z   f o r m a t   	 n h   d n g   k h  n g   c h  n h   x  c 	 F o r m a t   t i d a k   v a l i d 	 F o r m a t   t i d a k   s a h 	 	5	H	'	  +	I	0	M	.	G			 I n v a l i d   F o r m a t 	 I n v a l i d   F o r m a t 	 I n v a l i d   F o r m a t 	  r v  n y t e l e n   f o r m  t u m 	 I n v a l i d   F o r m a t 	 I n v a l i d   F o r m a t 	 N e p l a t n    f o r m  t 	 O n g e l d i g e   i n d e l i n g 	 O g i l t i g   f o r m a t 	 N e v a l j a n i   f o r m a t 	 F o r m a t   n e v a l i d 	 N e v e l j a v e n   F o r m a t 	   	     	 I n v a l i d   F o r m a t 	 	5	H	'	  +	I	0	M	.	G			 A1E*  E9*(1  F3*	 :D7  A'1Ey	   	 				  								 
H
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>
	 F2M2(?  +>0M.>M	 5?@028;L=89  D>@<0B	 





  






	   	 I f o m e t h i   e n g e n a m t h e t h o 	 U k u m i l a   o k u n g a s e b e n z i y o 	 F o m a t i   b a t i l i 	 O n g e l d i g e   f o r m a a t 	 N e g a l i o j a n t i s   f o r m a t a s 	 N e d e r +g s   f o r m t s 	 S o b i m a t u   v o r m i n g 	 1v~a~e  qaya	   	 F o r m a t   n e v a l i d 	 +
K
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 .
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8
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	 .>(M_  +0M.>	 	 						  						 	 	 	 	 	 	 	 F o r m a t o   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ D E V I C E _ B U S Y 	 F M S c h e d u l e R e c 	 P O P U P 	 D e v i c e   b u s y 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxN_x-N	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 'D'/')  E4:HD)	 D i s p o s i t i v o   o c u p a d o 	 C i h a z   k u l l a n 1m d a   	 T h i t   b     a n g   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	  9	H		 D e v i c e   B u s y 	 D e v i c e   B u s y 	 D e v i c e   B u s y 	 A z   e s z k  z   e l f o g l a l t 	 D e v i c e   B u s y 	 D e v i c e   B u s y 	 Z a r i a d e n i e   j e   z a n e p r  z d n e n  	 A p p a r a a t   b e z i g 	 E n h e t e n    r   u p p t a g e n 	 U r e a j   z a u z e t 	 D i s p o z i t i v   o c u p a t 	 N a p r a v a   Z a s e d e n a 	       	   	 D e v i c e   B u s y 	 !	?	5	>		8	  5	M	/	8	M	$		 /3*'G  '4:'D  '3*	 H'&3  E4:HD	       	 						  							 8
>
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	 !?5HM  ,?@>  	&?	 @8AB@V9  709=OB89	 




  





  

	   	 I d i v a y s i   i b h i z i 	 I s i x h o b o     s i x a k e k i l e 	 K i f a a   k i n a   s h u g h u l i 	 T o e s t e l   b e s i g 	 .r e n g i n y s   u ~i m t a s 	 I e r +c e   p r s l o g o t a 	 S e a d e   h  i v a t u d 	 Mah  fbar~an  g	   	 D i s p o z i t i v u l   e s t e   o c u p a t 	 	
*
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 	 !?->8  ,M_8M$	 	 						  							 	 	 	 	 	 	 	 D i s p o s i t i v o   o c u p a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ O P E N _ F I L E _ E R R O R 	 F M S c h e d u l e R e c 	 P O P U P 	 C a n   n o t   o p e n 	 C a n n o t   o p e n 	 !ql_U	 elSb _	 @4D!HDI	 N o   s e   p u e d e   a b r i r 	 N e   p e u t   p a s   o u v r i r 	 K a n n   n i c h t    f f n e n 	 5  C405BAO  >B:@KBL	 I m p o s s i b i l e   a p r i r e 	 *901  'DA*-	 N  o      p o s s  v e l   a b r i r 	 A  a m 1y o r   	 K h  n g   t h   m 	 T i d a k   d a p a t   d i b u k a 	 T i d a k   b o l e h   b u k a 	 	K	2	  (	9	@		  8		$	>		 C a n ' t   O p e n 	 C a n ' t   O p e n 	 C a n ' t   O p e n 	 N e m   n y i t h a t    m e g 	 C a n ' t   O p e n 	 C a n ' t   O p e n 	 N i e   j e   m o ~n    o t v o r i e	 K a n   n i e t   o p e n e n 	 D e t   g i c k   i n t e   a t t    p p n a 	 N e   m o g u   o t v o r i t i 	 I m p o s i b i l   d e   d e s c h i s 	 N e   m o r e   O d p r e t i 	       	     	 C a n ' t   O p e n 	 		&	M	/	!	2	  (	>	9	@		 'EC'F  ('2C1/F  FJ3*	 HD  F  3*	   	 					  							 (
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 S T R _ I D _ F M S R _ N O _ C A R D 	 F M S c h e d u l e R e c 	 P O P U P 	 D r i v e   n o t   f o u n d 	 D r i v e   n o t   f o u n d 	 ~b
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N0RX[Pňn	 D!HD#L	 U n i d a d   n o   e n c o n t r a d a 	 D i s q u e   n o n   t r o u v  	 L a u f w e r k   n i c h t   g e f u n d e n 	 8A:  =5  =0945=	 U n i t    n o n   t r o v a t a 	 'D0'C1)  :J1  EH,H/)	 U n i d a d e   n  o   e n c o n t r a d a 	 S  r  c    b u l u n a m a d 1  	 K h  n g   t  m   t h y   t h i t   b   l u   t r 	 D r i v e   t i d a k   d i t e m u k a n 	 P e m a c u   t i d a k   d i t e m u i 	 !	M	0	>		5	  (	9	@		  .	?	2	@		 D r i v e   N o t   F o u n d 	 D r i v e   N o t   F o u n d 	 D r i v e   N o t   F o u n d 	 A   m e g h a j t    n e m   t a l  l h a t  	 D r i v e   N o t   F o u n d 	 D r i v e   N o t   F o u n d 	 J e d n o t k a   n e b o l a   n  j d e n  	 S t a t i o n   n i e t   g e v o n d e n 	 E n h e t e n   h i t t a d e s   i n t e 	 P o g o n   n i j e   p r o n a e n 	 U n i t a t e a   n u   a   f o s t   g s i t 	 Z a g o n   N i   N a j d e n 	     D r i v e 	     	 D r i v e   N o t   F o u n d 	 !	M	0	>		5	  .	G	2	5	>	  (	>	9	@		 /1'H  'A*  F4/	 1'&H  F  ED'	   	 								  					  						 !
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 
 S T R _ I D _ F M S R _ W R I T E _ P R O T E C T I O N _ E R R O R 	 F M S c h e d u l e R e c 	 P O P U P 	 W r i t e   p r o t e c t i o n 	 W r i t e   p r o t e c t i o n 	 [eQOw	 QeQOb	 I-12#@5"	 P r o t e c c i  n   d e   e s c r i t u r a 	 P r o t e c t i o n   e n    c r i t u r e 	 S c h r e i b s c h u t z 	 0I8B0  >B  70?8A8	 P r o t e z i o n e   s c r i t t u r a 	 -E'J)  6/  'DC*'()	 P r o t e c   o   d e   e s c r i t a 	 Y a z m a   k o r u m a s 1  	 V i t   v  o   b o   h 	 P e r l i n d u n g a n   p e n u l i s a n 	 P e r l i n d u n g a n   b e r t u l i s 	 0	>			  *	M	0	I		G		M	6	(		 W r i t e   P r o t e c t i o n ! 	 W r i t e   P r o t e c t i o n ! 	 W r i t e   P r o t e c t i o n ! 	  r  s v  d e l e m ! 	 W r i t e   P r o t e c t i o n ! 	 W r i t e   P r o t e c t i o n ! 	 O c h r a n a   p r o t i   p r e p  s a n i u 	 S c h r i j f b e s c h e r m i n g 	 S k r i v s k y d d ! 	 Z a at i t a   o d   p r e s n i m a v a n j a 	 P r o t e j a r e   l a   s c r i e r e 	 Z a p i ai   Z a a
i t o ! 	       ! 	     	 W r i t e   P r o t e c t i o n ! 	 2	?	9	>	  *	M	0	$	?	,		'	  ! 	 E-'A8*  /1  (1'(1  FH4*F	 ! -A'8*  3  D	     ! 	 						  									 8
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	   ( )   	 U k u b h a l a   k u v i k e l w e 	 B h a l a   u k h u s e l e k o 	 U l i n z i   w a   k u a n d i k a 	 S k r y f b e s k e r m i n g 	 A p s a u g a   n u o   /r a ay m o 	 A i z s a r g t s   p r e t   i e r a k s t +aa n u 	 K i r j u t u s k a i t s e 	 Jawzav~an  g  qauvacxtk	   	 P r o t e j a r e   l a   s c r i e r e 	 1
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 
 S T R _ I D _ F M S R _ V A L I D _ F R E Q U E N C Y 	 F M S c h e d u l e R e c 	 P O P U P 	 F r e q u e n c y   r a n g e 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 . 0 	 ;s  8 7 . 5   ~   1 0 8 . 0 	 s  8 7 . 5   ~   1 0 8 . 0 	 '2!5H:   8 7 . 5   ~   1 0 8 . 0 	 F r e c u e n c i a :   8 7 . 5   ~   1 0 8 . 0 	 F r  q u e n c e   :   8 7 , 5   ~   1 0 8 , 0 	 F r e q u e n z :   8 7 . 5   ~   1 0 8 . 0 	 '0AB>B0:   8 7 , 5   ~   1 0 8 . 0 	 F r e q u e n z a :   8 7 , 5   ~   1 0 8 , 0 	 'D*1//  :   1 0 8   ~   8 7 . 5 	 F r e q u  n c i a :   8 7 . 5   ~   1 0 8 . 0 	 F r e k a n s :   8 7 . 5   ~   1 0 8 . 0   	 T n   s :     8 7 . 5   ~   1 0 8 	 F r e k u e n s i :   8 7 . 5   ~   1 0 8 . 0 	 F r e k u e n s i :   8 7 . 5   ~   1 0 8 . 0 	 +	M	0	@		M	5	G		8	@	:   8 7 . 5   ~   1 0 8 . 0 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 F r e k v e n c i a :   8 7 , 5      1 0 8 , 0 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 F r e k v e n c i a :   8 7 . 5   ~   1 0 8 	 F r e q u e n t i e :   8 7 , 5   ~   1 0 8 , 0 	 F r e k v e n s o m r  d e :   8 7 . 5   ~   1 0 8 	 F r e k v e n c i j a :   8 7 , . 5   ~   1 0 8 	 F r e c v e n c:   8 7 . 5   ~   1 0 8 . 0 	 F r e k v e n c a :   8 7 . 5   ~   1 0 8 	 :   8 7 . 5   ~   1 0 8 	 :   8 7 . 5   ~   1 0 8 . 0 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 +	M	0	?		M	5	G		6	@	  :   8 7 . 5   ~   1 0 8 	 A1'F3:   8 7 . 5   ~   1 0 8 . 0 	 A1HF3: 1 0 8 . 0   ~   8 7 . 5   	 :   8 7 . 5   ~   1 0 8 . 0 	 												:   		. 	  ~   				 +
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:   8 7 . 5   ~   1 0 8 . 0 	 :   8 7 . 5   ~   1 0 8 . 0 	 I f r i k h w e n s i :   8 7 . 5   ~   1 0 8 . 0 	 I f r i k w e n s i :   8 7 . 5   ~   1 0 8 . 0   	 F r i k w e n s i :   8 7 . 5   ~   1 0 8 . 0 	 F r e k w e n s i e :   8 7 . 5   ~   1 0 8 . 0 	 D a ~n i s :   8 7 . 5   ~   1 0 8 . 0 	 F r e k v e n c e :   8 7 . 5   ~   1 0 8 . 0 	 S a g e d u s :   8 7 . 5   ~   1 0 8 . 0 	 @asamaoavxiuxv]  8 7 . 5   ~   1 0 8 . 0 	 : 8 7 . 5 ~ 1 0 8 . 0 	 F r e c v e n c:   8 7 . 5   ~   1 0 8 . 0 	 +
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 
 S T R _ I D _ F M S R _ F I L E N A M E _ T O O _ L O N G 	 F M S c h e d u l e R e c 	 P O P U P 	 F i l e n a m e   t o o   l o n g 	 F i l e n a m e   t o o   l o n g 	 j
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7H-D%L"2'@4D	 N o m b r e   d e   a r c h i v o   d e m a s i a d o   l a r g o 	 N o m   d e   f i c h i e r   t r o p   l o n g 	 D a t e i n a m e   z u   l a n g 	 !;8H:><  4;8==>5  8<O  D09;0	 N o m e   f i l e   t r o p p o   l u n g o 	 '3E  'DEDA  7HJD  ,/'	 N o m e   d e   f i c h e i r o   d e m a s i a d o   l o n g o 	 D o s y a   a d 1   o k   u z u n   	 T  n   t p   q u    d  i 	 N a m a   f i l e   t e r l a l u   p a n j a n g 	 N a m a   f a i l   t e r l a l u   p a n j a n g 	 +	>		2	  	>	  (	>	.	  	$	M	/	'	?		  ,	!	<	>	  9	H		 F i l e n a m e   t o o   l o n g 	 F i l e n a m e   t o o   l o n g 	 F i l e n a m e   t o o   l o n g 	 A   f  j l n  v   t  l   h o s s z  	 F i l e n a m e   t o o   l o n g 	 F i l e n a m e   t o o   l o n g 	 N  z o v   s  b o r u   j e   p r  l i a  d l h  	 B e s t a n d s n a a m   t e   l a n g 	 F i l n a m n e t    r   f  r   l  n g t 	 I m e   d a t o t e k e   p r e d u g a 
k o 	 N u m e l e   f i _i e r u l u i   e s t e   p r e a   l u n g 	 I m e   D a t o t e k e   P r e d o l g o 	       	       	 F i l e n a m e   t o o   l o n g 	 +	>		2	(	>		5	  	'	?		  &	@	0	M			 F'E  A'D  7HD'F  '3*	 A'&D  '  F'E  (*  ('	     	 				  			  				  						 +
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	       	 I g a m a   l e f a y e l a   l i d e   k a k h u l u 	 I g a m a   l e f a y l e   l i d e   k a k h u l u 	 J i n a   l a   f a i l i   n i   n d e f u   s a n a 	 L  e r n a a m   t e   l a n k 	 P e r   i l g a s   f a i l o   p a v a d i n i m a s 	 F a i l a   n o s a u k u m s   p a r   g a r u 	 F a i l i n i m i   l i i g a   p i k k 	 Vaulk  avxvh  yaafav  eoa  g	       	 N u m e l e   f i _i e r u l u i   e s t e   p r e a   l u n g 	 +
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 S T R _ I D _ F M S R _ F I L E _ E M P T Y 	 F M S c h e d u l e R e c 	 P O P U P 	 P l e a s e   s e l e c t   a p p e n d   f i l e 	 P l e a s e   s e l e c t   a p p e n d   f i l e 	 ˊxdDRjHh	 	bDReN	 B#@%7-D%L5H0@4H!@4!	 S e l e c c i o n e   a r c h i v o   p a r a   a  a d i r 	 V e u i l l e z   s  l e c t i o n n e r   u n   f i c h i e r   d  a j o u t 	 B i t t e   D a t e i   a n h  n g e n   w  h l e n 	 K15@8B5  D09;  4;O  4>102;5=8O	 S e l e z i o n a r e   i n s e r i s c i   f i l e 	 '3E  'DEDA  .'DJ	 S e l e c c i o n e   f i c h e i r o   d e   a n e x o 	 L  t f e n   d o s y a   e k l e m e y i   s e  i n   	 H  y   c h n   t p    n h   k  m 	 P i l i h   f i l e   t a m b a h a n 	 S i l a   p i l i h   f a i l   l a m p i r a n 	 	C	*	/	>	  8		2		M	(	  +	>		2	  	A	(	G			 F i l e n a m e   E m p t y 	 F i l e n a m e   E m p t y 	 F i l e n a m e   E m p t y 	 A   f  j l n  v    r e s 	 F i l e n a m e   E m p t y 	 F i l e n a m e   E m p t y 	 C h  b a   n  z o v   s  b o r u 	 S e l e c t e e r   h e t   b e s t a n d   o m   a a n   t o e   t e   v o e g e n 	 F i l n a m n e t    r   t o m t 	 I m e   d a t o t e k e   p r a z n o 	 S e l e c t a ci   f i _i e r u l   p e   c a r e   d o r i ci   s    l   a d u g a ci 	 I m e   D a t o t e k e   P r a z n o 	     	       	 F i l e n a m e   E m p t y 	 +	>		2	(	>		5	  0	?		>	.	>		 D7A'K  ~H3*  A'D  1'  'F*.'(  F/	 A'&D  'F'E  .'D  	     	 							  			  						  				  								  					 +
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	         	 S i c e l a   u k h e t h e   i f a y e l a   e l i j o b e l e l e 	 N c e d a   k h e t h a   i f a y l e   y e s i h l m l 	 T a f a h d a l i   c h a g u a   f a i l i   y a   k u o n g e z a 	 K i e s   a s s e b l i e f   l  e r   w a a r b y   g e v o e g   m o e t   w o r d 	 P a s i r i n k i t e   p r i d e d a m   f a i l 	 L kd z u ,   i z v l i e t i e s   p a p i l d i n t   f a i l u 	 V a l i   l i s a t a v   f a i l 	 =vdxt  ev  hvel  oelx  aulh	 ,       	 S e l e c t a ci   f i _i e r u l   d e   a d u g a t 	 &
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 
 S T R _ I D _ F M S R _ F I L E _ E X I S T 	 F M S c h e d u l e R e c 	 P O P U P 	 F i l e   e x i s t s 	 F i l e   a l r e a d y   e x i s t s 	 jHh]X[(W	 eN]X[(W	 !5D%L-"9HA%I'	 E l   a r c h i v o   e x i s t e 	 F i c h i e r   e x i s t a n t 	 D a t e i   b e r e i t s   v o r h a n d e n 	 $09;  C65  ACI5AB2C5B	 I l   f i l e   e s i s t e   g i  	 'DEDA  EH,H/  ('DA9D	 O   f i c h e i r o   j    e x i s t e 	 D o s y a   z a t e n   v a r 	 T p   t i n      t n   t i 	 F i l e   s u d a h   a d a 	 F a i l   s u d a h   w u j u d 	 +	>		2	  *	9	2	G	  8	G	  .	L		B	&	  9	H		 F i l e   E x i s t s 	 F i l e   E x i s t s 	 F i l e   E x i s t s 	 L  t e z Q  f  j l 	 F i l e   E x i s t s 	 F i l e   E x i s t s 	 S  b o r   e x i s t u j e 	 B e s t a n d   b e s t a a t   a l 	 F i l e n   e x i s t e r a r 	 D a t o t e k a   p o s t o j i 	 F i _i e r u l   e x i s t   d e j a 	 D a t o t e k a   O b s t a j a 	     	     	 F i l e   E x i s t s 	 +	>		2	  5	?	&	M	/	.	>	(		 ~1HF/G  '2~4  EH,H/  '3*	 A'&D  EH,H/  	   	 				  									  				 +
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n    
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n  	 E i n d t i j d   m o e t   l a t e r   z i j n   d a n   s t a r t t i j d 	 S l u t t i d e n   m  s t e   v a r a   s t  r r e    n   s t a r t t i d e n 	 V r i j e m e   z a v r ae t k a   m o r a   b i t i   v e e   o d   v r e m e n a   p o 
e t k a 	 O r a   d e   o p r i r e   t r e b u i e   s   f i e   m a i    n a i n t a t   d e c  t   c e a   d e   p o r n i r e 	 K o n 
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 S T R _ I D _ F M S R _ S T A R T _ T I M E _ I N C O R R E C T 	 F M S c h e d u l e R e c 	 P O P U P 	 S t a r t   t i m e   m u s t   b e   g r e a t e r   t h a n   c u r r e n t   t i m e 	 S t a r t   t i m e   m u s t   b e   g r e a t e r   t h a n   c u r r e n t   t i m e 	 wYBf_'Yes(WBf	 wYe_{'YNs(We	 @'%2@#4H!II-!2'H2@'%2181	 L a   h o r a   d e   i n i c i o   d e b e   s e r   p o s t e r i o r   a   l a   h o r a   a c t u a l 	 L  h e u r e   d e   d  b u t   d o i t    t r e   a p r  s   l  h e u r e   a c t u e l l e 	 S t a r t z e i t   m u s s   s p  t e r   s e i n   a l s   a k t u e l l e   Z e i t 	 @5<O  =0G0;0  4>;6=>  1KBL  1>;LH5  B5:CI53>  2@5<5=8	 I l   t e m p o   d i   i n i z i o   d e v e   e s s e r e   s u p e r i o r e   a   q u e l l o   c o r r e n t e 	 (/'J)  'DHB*  J,(  #F  JCHF  #C(1  EF  'DHB*  'D-'DJ	 T e m p o   i n i c i a l   d e v e   s e r   s u p e r i o r   a o   t e m p o   a c t u a l 	 B a _l a n g 1   s a a t i   _u   a n k i   s a a t t e n   b  y  k   o l m a l 1    	 T h i   g i a n   b t   u   p h i   l n   h n   t h i   g i a n   h i n   t i 	 W a k t u   m u l a i   h a r u s   s e t e l a h   w a k t u   s a a t   i n i 	 M a s a   m u l a   m e s t i l a h   m e l e b i h   m a s a   s e m a s a 	 *	M	0	>	0		-	  8	.	/	  	K	  5	0	M	$	.	>	(	  8	.	/	  8	G	  ,	!	<	>	  9	K	(	>	  	>	9	?			 S t a r t   t i m e   m u s t   g r e a t e r   t h a n   c u r r e n t   t i m e 	 S t a r t   t i m e   m u s t   g r e a t e r   t h a n   c u r r e n t   t i m e 	 S t a r t   t i m e   m u s t   g r e a t e r   t h a n   c u r r e n t   t i m e 	 A   k e z d  s   i d e j  n e k   k  s Qb b i n e k   k e l l   l e n n i e ,   m i n t   a   p o n t o s   i d Q	 S t a r t   t i m e   m u s t   g r e a t e r   t h a n   c u r r e n t   t i m e 	 S t a r t   t i m e   m u s t   g r e a t e r   t h a n   c u r r e n t   t i m e 	 P o 
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a s n  	 S t a r t t i j d   m o e t   l a t e r   z i j n   d a n   n u 	 S t a r t t i d e n   m  s t e   v a r a   s t  r r e    n   a k t u e l l   t i d 	 V r i j e m e   p o 
e t k a   m o r a   b i t i   v e e   o d   t r e n u t n o g a   v r e m e n a 	 O r a   d e   p o r n i r e   t r e b u i e   s   f i e   m a i    n a i n t a t   d e c  t   o r a   c u r e n t 	 K o n 
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j i   o d   t r e n u t n e g a 	                     . 	             	 S t a r t   t i m e   m u s t   g r e a t e r   t h a n   c u r r e n t   t i m e 	 8	'	M	/	>		M	/	>	  5	G	3	*	G		M	7	>	  8	A	0	B	  	0	#	M	/	>		@	  5	G	3	  .	9	$	M	5	>		@		 2E'F  41H9  ('/  '2  2E'F  A9D  (4*1  ('4/	 '(*/'&  HB*  EH,H/  HB*  3  61H1  ('  HF'  '	               	 					  			  							  							  					  				  				  			  				 6
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e n o 	 T i m p u l   d e    n r e g i s t r a r e   s - a   s u p r a p u s 	 a s   s n e m a n j a   p r e s k o 
e n 	       	       	 R e c o r d   t i m e   o v e r l a p p e d 	 0	?		I	0	M	!	  	>		.	  	5	M	9	0	2	E	*		 2E'F  6(7  */'.D  ~/'  1/	 1'1  HB*  E*,'H2  1'	     	 						  			  									  			  					 0
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k o   z a u s t a v l j a n j e 	  n r e g i s t r a r e   o p r i t   d e   c t r e   u t i l i z a t o r 	 U p o r a b n i ak i   S t o p 	   	   "   	 U s e r   S t o p 	 /	B		0	  %	>		,	>		 *HBA  *H37  '1(1	 H211H	   	 											  						 5
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I+"8
1H'#2'	 P a u s a   d e   u s u a r i o 	 P a u s    p a r   l  u t i l i s a t e u r 	 B e n u t z e r p a u s e 	 @8>AB0=>2;5=>  ?>;L7>20B5;5<	 M e s s o   i n   p a u s a   d a l l ' u t e n t e 	 HBA  'DE$B*  'DE3*./E	 P a u s a   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  b e k l e t i l i y o r 	 N g i   s   d n g   t m   d n g   	 P e n g g u n a   m e n j e d a 	 P e n g g u n a   d i j e d a 	 *	M	0	/	K		M	$	>	  *	I		<		 U s e r   P a u s e 	 U s e r   P a u s e 	 U s e r   P a u s e 	 F e l h a s z n  l     l t a l   s z  n e t e l t e t v e 	 U s e r   P a u s e 	 U s e r   P a u s e 	 U ~ v a t e >:   P o z a s t a v i e	 G e b r u i k e r   p a u z e 	 M a n u e l l   p a u s 	 K o r i s n i 
k a   p a u z a 	  n r e g i s t r a r e    n t r e r u p t   d e   c t r e   u t i l i z a t o r 	 U p o r a b n i ak a   P a v z a 	   	   "   	 U s e r   P a u s e 	 /	B		0	  *	I			 E+  *H37  '1(1	 H21EHBHA  ,&	   	 												  						 5
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n o   d a t o t e k o   z a   s n e m a n j e 	           	           	 U s e   d e f a u l t   f i l e   t o   r e c o r d 	 !	?	+	I	2	M		  +	>		2	  0	?		I	0	M	!	  	0	#	M	/	>	8	>	 	@	  5	>	*	0	>		 '3*A'/G  '2  A'D  ~4  A16  ,G*  6(7	 1'1  1F  D  A'Dy  A'&D  '  '3*9E'D  ,&	         	 						  				  				  						  				  							  					 $
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 S T R _ I D _ F M S R _ T I M E _ E X P I R E 	 F M S c h e d u l e R e c 	 U N L I M 	 R e c o r d   t i m e   e x p i r e d 	 R e c o r d   t i m e   e x p i r e d 	 Bf]N	 U_e]Ǐ	 @'%216H2DA%I'	 E l   t i e m p o   d e   g r a b a c i  n   e x p i r  	 H e u r e   d  e n r e g i s t r e m e n t   e x p i r  e 	 A u f n a h m e z e i t   a b g e l a u f e n 	 @5<O  70?8A8  8AB5:;>	 T e m p o   d i   r e g i s t r a z i o n e   s c a d u t o 	 'F*G*  AJ  HB*  'D*3,JD	 T e m p o   d e   g r a v a   o   e x p i r o u 	 K a y 1t   s  r e s i   s o n a   e r d i   	 T h i   g i a n   g h i    m      v t   q u    g i i   h n 	 W a k t u   p e r e k a m a n   k e d a l u w a r s a 	 R e k o d   m a s a   t a m a t   t e m p o h   	 0	?		I	0	M	!	  8	.	/	  8	.	>	*	M	$		 R e c o r d   t i m e   e x p i r e d 	 R e c o r d   t i m e   e x p i r e d 	 R e c o r d   t i m e   e x p i r e d 	 A   f e l v  t e l i   i d Q  l e j  r t 	 R e c o r d   t i m e   e x p i r e d 	 R e c o r d   t i m e   e x p i r e d 	 D o b a   z  z n a m u   v y p r aa l a 	 O p n a m e t i j d   v e r s t r e k e n 	 I n s p e l n i n g s t i d e n    r   s l u t 	 V r i j e m e   z a   s n i m a n j e   j e   i s t e k l o 	 T i m p u l   d e    n r e g i s t r a r e   a   e x p i r a t 	 a s   s n e m a n j a   i z t e k e l 	       	     	 R e c o r d   t i m e   e x p i r e d 	 0	?		I	0	M	!	  	>		.	  8	.	>	*	M	$		 2E'F  6(7  EFB6  4/	 1'1  HB*  .*E  H'	       	 						  			  						  			  					 0
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Ncknx	 '2!5H  F M   D!H9I-	 F r e c u e n c i a   d e   F M   n o   v  l i d a 	 F r  q u e n c e   F M   i n v a l i d e 	 U n g  l t i g e   F M - F r e q u e n z 	 525@=0O  G0AB>B0  F M 	 F r e q u e n z a   F M   n o n   v a l i d a 	 'D*1//  1'/JH  :J1  5'D-	 F r e q u  n c i a   F M   e x p i r o u 	 G e  e r s i z   F M   f r e k a n s 1  	 T n   s   g h i    m   k h  n g   c h  n h   x  c 	 F r e k u e n s i   F M   t i d a k   v a l i d 	 F r e k u e n s i   F M   t i d a k   s a h 	 	.	>	(	M	/	  	+		.	  +	M	0	@		M	5	G		8	@		 I n v a l i d   F M   f r e q u e n c y 	 I n v a l i d   F M   f r e q u e n c y 	 I n v a l i d   F M   f r e q u e n c y 	  r v  n y t e l e n   F M   f r e k v e n c i a 	 I n v a l i d   F M   f r e q u e n c y 	 I n v a l i d   F M   f r e q u e n c y 	 N e p l a t n    f r e k v e n c i a   F M 	 O n g e l d i g e   F M - f r e q u e n t i e 	 O g i l l t i g   F M - f r e k v e n s 	 N e v a l j a n a   F M   f r e k v e n c i j a 	 F r e c v e n c  F M   i n c o r e c t 	 N e v e l j a v n a   F M   f r e k v e n c a 	     F M 	   F M     	 I n v a l i d   F M   f r e q u e n c y 	 	.	>	(	M	/	  	+		.	  +	M	0	?		M	5	G		6	@		 A1'F3  F M   E9*(1  F3*	 'A  'E  A1HF3  :D7	     	 				  				  													 
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 S T R _ I D _ F M S R _ R E C O R D _ F I N I S H _ 1 	 F M S c h e d u l e R e c 	 U N L I M 	 t h e   f i r s t   s c h e d u l e   r e c o r d   f i n i s h 	 S c h e d u l e   r e c o r d   < 1 >   f i n i s h : 	 [Bf[  N] [b	 [eU_[  N] [b	 3+2#16  < 1 >   *3@#G: 	 P r o g r a m a r   g r a b a c i  n   < 1 >   p a r a   t e r m i n a r : 	 E n r e g i s t r e m e n t   p r o g r a m m    < 1 >   f i n i  : 	 A u f n a h m e p l a n   < 1 >   f e r t i g : 	 0?;0=8@>20==0O  70?8AL  < 1 >   7025@H5=0: 	 R e g i s t r a z i o n e   p r o g r a m m a   < 1 >   f i n i t a : 	 *E  *3,JD  'DE-//  < 1 >   : 	 C a l e n d  r i o   d e   g r a v a   o   < 1 >   t e r m i n o u : 	 K a y 1t   < 1 >   b i t i _i n i   p r o g r a m l a : 	 n h   g i   g h i    m   < 1 >   H o  n   t h  n h : 	 J a d w a l k a n   p e r e k a m a n   < 1 >   s e l e s a i : 	 R e k o d   j a d u a l   < 1 >   s e l e s a i : 	 6	G	!	M	/	B	2	  0	?		I	0	M	!	  < 1 >   8	.	>	*	M	$	: 	 	 	 	  t e m e z e t t   f e l v  t e l   < 1 >   b e f e j e z  s : 	 	 	 	 P l a n   o p n a m e   < 1 >   e i n d e : 	 	 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 1 > : 	 	 	     < 1 >   : 	 	 8	G	!	M	/	B	2	  0	?		I	0	M	!	  < 1 >   *	B	0	M	#	: 	 ~''F  6(7  2E'F(F/  4/G  < 1 > :   	 < 1 > : 4HD  1'1  EED  	   < 1 >   : 	 									  						  < 	>     							 
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:   	     < 1 >   : 	 I r e k h o d i   l e s h e j u l i   < 1 >   q e d a : 	 I n g x e l o   y e n k q u b o   < 1 >   g q i b i l e : 	 R e k o d i   i l i o p a n g i w a   < 1 >   m a l i z a : 	 S k e d u l e e r   o p n a m e   < 1 >   v o l t o o i : 	 S u p l a n u o t i   < 1 >   /r a ao   p a b a i g : 	 G r a f i k s   i e r a k s t +t   < 1 >   b e i g t : 	 K a v a n d a   s a l v e s t u s e   < 1 >   l  p e t a m i n e : 	 < 1 >   qauvacxiuav  naca~x~an  a~a]	   < 1 >     : 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 1 > : 	 7
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: 	 (?0M&M'>0#  0G0M!  < 1 >   8.>*M$: 	 	 							  						  < 1 >   						: 	 	 	 	 	 	 	 	 T  r m i n o   d a   g r a v a   o   p r o g r a m a d a   < 1 > : 	 	 	 	 	 	 	 	 G r a b a k e t a   a n t o l a t u   < 1 >   a m a i t u : 	 I t a k d a   a n g   r e c o r d < 1 > p a g t a t a p o s : 	 P r o g r a m a r   g r a v a r     < 1 >   f i n a l i z a r : 	 N d e k   o g e < 1 >   g w c h a a : 	 T a i f e a d a d h   s c e i d e a l t a   < 1 >   c r  o c h n a i t h e : 
 
 S T R _ I D _ F M S R _ R E C O R D _ F I N I S H _ 2 	 F M S c h e d u l e R e c 	 U N L I M 	 t h e   s e c o n d   s c h e d u l e   r e c o r d   f i n i s h 	 S c h e d u l e   r e c o r d   < 2 >   f i n i s h : 	 [Bf[ N] [b	 [eU_[ N] [b	 3+2#16  < 2 >   *3@#G: 	 P r o g r a m a r   g r a b a c i  n   < 2 >   p a r a   t e r m i n a r : 	 E n r e g i s t r e m e n t   p r o g r a m m    < 2 >   f i n i  : 	 A u f n a h m e p l a n   < 2 >   f e r t i g : 	 0?;0=8@>20==0O  70?8AL  < 2 >   7025@H5=0: 	 R e g i s t r a z i o n e   p r o g r a m m a   < 2 >   f i n i t a : 	 *E  *3,JD  'DE-//  < 2 >   : 	 C a l e n d  r i o   d e   g r a v a   o   < 2 >   t e r m i n o u : 	 K a y 1t   < 2 >   b i t i _i n i   p r o g r a m l a : 	 n h   g i   g h i    m   < 2 >   H o  n   t h  n h : 	 J a d w a l k a n   p e r e k a m a n   < 2 >   s e l e s a i : 	 R e k o d   j a d u a l   < 2 >   s e l e s a i : 	 6	G	!	M	/	B	2	  0	?		I	0	M	!	  < 2 >   8	.	>	*	M	$	: 	 	 	 	  t e m e z e t t   f e l v  t e l   < 2 >   b e f e j e z  s : 	 	 	 	 P l a n   o p n a m e   < 2 >   e i n d e : 	 	 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 2 > : 	 	 	     < 2 >   : 	 	 8	G	!	M	/	B	2	  0	?		I	0	M	!	  < 2 >   *	B	0	M	#	: 	 ~''F  6(7  2E'F(F/  4/G  < 2 > :   	 < 2 > : 4HD  1'1  EED  	   < 2 >   : 	 									  						  < 	>     							 
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:   	     < 2 >   : 	 I r e k h o d i   l e s h e j u l i   < 2 >   q e d a 	 I n g x e l o   y e n k q u b o   < 2 >   g q i b i l e : 	 R e k o d i   i l i o p a n g i w a   < 2 >   m a l i z a : 	 S k e d u l e e r   o p n a m e   < 2 >   v o l t o o i : 	 S u p l a n u o t i   < 2 >   /r a ao   p a b a i g : 	 G r a f i k s   i e r a k s t +t   < 2 >   b e i g t : 	 K a v a n d a   s a l v e s t u s e   < 2 >   l  p e t a m i n e : 	 < 2 >   qauvacxiuav  naca~x~an  a~a]	   < 2 >     : 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 2 > : 	 7
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: 	 (?0M&M'>0#  0G0M!  < 2 >   8.>*M$: 	 	 	 	 	 	 	 	 	 	 T  r m i n o   d a   g r a v a   o   p r o g r a m a d a   < 2 > : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ R E C O R D _ F I N I S H _ 3 	 F M S c h e d u l e R e c 	 U N L I M 	 t h e   t h i r d   s c h e d u l e   r e c o r d   f i n i s h 	 S c h e d u l e   r e c o r d   < 3 >   f i n i s h : 	 [Bf[ 	N] [b	 [eU_[ 	N] [b	 3+2#16  < 3 >   *3@#G: 	 P r o g r a m a r   g r a b a c i  n   < 3 >   p a r a   t e r m i n a r : 	 E n r e g i s t r e m e n t   p r o g r a m m    < 3 >   f i n i  : 	 A u f n a h m e p l a n   < 3 >   f e r t i g : 	 0?;0=8@>20==0O  70?8AL  < 3 >   7025@H5=0: 	 R e g i s t r a z i o n e   p r o g r a m m a   < 3 >   f i n i t a : 	 *E  *3,JD  'DE-//  < 3 >   : 	 C a l e n d  r i o   d e   g r a v a   o   < 3 >   t e r m i n o u : 	 K a y 1t   < 3 >   b i t i _i n i   p r o g r a m l a : 	 n h   g i   g h i    m   < 3 >   H o  n   t h  n h : 	 J a d w a l k a n   p e r e k a m a n   < 3 >   s e l e s a i : 	 R e k o d   j a d u a l   < 3 >   s e l e s a i : 	 6	G	!	M	/	B	2	  0	?		I	0	M	!	  < 3 >   8	.	>	*	M	$	: 	 	 	 	  t e m e z e t t   f e l v  t e l   < 3 >   b e f e j e z  s : 	 	 	 	 P l a n   o p n a m e   < 3 >   e i n d e : 	 	 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 3 > : 	 	 	     < 3 >   : 	 	 8	G	!	M	/	B	2	  0	?		I	0	M	!	  < 3 >   *	B	0	M	#	: 	 ~''F  6(7  2E'F(F/  4/G  < 3 > : 	 < 3 > : 4HD  1'1  EED  	   < 3 >   : 	 									  						  < 	>   							 
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  




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:   	     < 3 >   : 	 I r e k h o d i   l e s h e j u l i   < 3 >   q e d a 	 I n g x e l o   y e n k q u b o   < 3 >   g q i b i l e : 	 R e k o d i   i l i o p a n g i w a   < 3 >   m a l i z a : 	 S k e d u l e e r   o p n a m e   < 3 >   v o l t o o i : 	 S u p l a n u o t i   < 3 >   /r a ao   p a b a i g : 	 G r a f i k s   i e r a k s t +t   < 3 >   b e i g t : 	 K a v a n d a   s a l v e s t u s e   < 3 >   l  p e t a m i n e : 	 < 3 >   qauvacxiuav  naca~x~an  a~a]	   < 3 >     : 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 3 > : 	 7
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: 	 (?0M&M'>0#  0G0M!  < 3 >   8.>*M$: 	 	 	 	 	 	 	 	 	 	 T  r m i n o   d a   g r a v a   o   p r o g r a m a d a   < 3 > : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M S R _ R E C O R D _ F I N I S H _ 4 	 F M S c h e d u l e R e c 	 U N L I M 	 t h e   f o u r t h   s c h e d u l e   r e c o r d   f i n i s h 	 S c h e d u l e   r e c o r d   < 4 >   f i n i s h : 	 [Bf[ V] [b	 [eU_[ V] [b	 3+2#16  < 4 >   *3@#G: 	 P r o g r a m a r   g r a b a c i  n   < 4 >   p a r a   t e r m i n a r : 	 E n r e g i s t r e m e n t   p r o g r a m m    < 4 >   f i n i  : 	 A u f n a h m e p l a n   < 4 >   f e r t i g : 	 0?;0=8@>20==0O  70?8AL  < 4 >   7025@H5=0: 	 R e g i s t r a z i o n e   p r o g r a m m a   < 4 >   f i n i t a : 	 *E  *3,JD  'DE-//  < 4 >   : 	 C a l e n d  r i o   d e   g r a v a   o   < 4 >   t e r m i n o u : 	 K a y 1t   < 3 >   b i t i _i n i   p r o g r a m l a : 	 n h   g i   g h i    m   < 4 >   H o  n   t h  n h : 	 J a d w a l k a n   p e r e k a m a n   < 4 >   s e l e s a i : 	 R e k o d   j a d u a l   < 4 >   s e l e s a i : 	 6	G	!	M	/	B	2	  0	?		I	0	M	!	  < 4 >   8	.	>	*	M	$	: 	 	 	 	  t e m e z e t t   f e l v  t e l   < 4 >   b e f e j e z  s : 	 	 	 	 P l a n   o p n a m e   < 4 >   e i n d e : 	 	 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 4 > : 	 	 	     < 4 >   : 	 	 8	G	!	M	/	B	2	  0	?		I	0	M	!	  < 4 >   *	B	0	M	#	: 	 ~''F  6(7  2E'F(F/  4/G  < 4 > : 	 < 4 > : 4HD  1'1  EED  	   < 4 >   : 	 									  						  < 	>   							 
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:   	     < 4 >   : 	 I r e k h o d i   l e s h e j u l i   < 4 >   q e d a : 	 I n g x e l o   y e n k q u b o   < 4 >   g q i b i l e : 	 R e k o d i   i l i o p a n g i w a   < 4 >   m a l i z a : 	 S k e d u l e e r   o p n a m e   < 4 >   v o l t o o i : 	 S u p l a n u o t i   < 4 >   /r a ao   p a b a i g : 	 G r a f i k s   i e r a k s t +t   < 4 >   b e i g t : 	 K a v a n d a   s a l v e s t u s e   < 4 >   l  p e t a m i n e : 	 < 4 >   qauvacxiuav  naca~x~an  a~a]	   < 4 >     : 	  n c h e i e r e    n r e g i s t r a r e   p r o g r a m a t   < 4 > : 	 7
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 
 S T R _ M E N U _ F L I G H T _ M O D E 	 S e t t i n g 	 I C O N T E X T ,   P O P U P ,   U N L I M ,   C 0 3 3 _ 1 ,   T I T L E 	 F l i g h t   M o d e 	 F l i g h t   m o d e 	 ۘ*!j_	 ޘL!j_	 B+!@#7H-4	 M o d o   a v i  n 	 M o d e   V o l 	 F l u g m o d u s 	   A0<>;5B5	 M o d a l i t    v o l o 	 H69  'D7J1'F	 M o d o   d e   v o o 	 U  u _  m o d u   	 C h     b a y 	 M o d u s   p e n e r b a n g a n 	 M o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!		 F l i g h t   M o d e 	 F l i g h t   M o d e 	 F l i g h t   M o d e 	 R e p  l  s   m  d 	 F l i g h t   M o d e 	 F l i g h t   M o d e 	 F l i g h t   M o d e 	 V l u c h t s t a n d 	 F l i g h t   M o d e 	 N a 
i n   r a d a   f i l t r a 	 M o d   a v i o n 	 F l i g h t   M o d e 	   	   	 F l i g h t    568<	 +	>			  .	K	!		 -'D*  ~1H'2	 AD'&y  EH	   	 						  				 	
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  

	   	 I m o d i   y e n d i z a 	 I m o   y o k u d l u l a 	 M o d i   y a   a n g a n i   	 V l u g m o d u s 	 S k r y d ~i o   r e ~i m a s 	 L i d o j u m a   r e ~+m s 	 L e n n u r e ~i i m 	 9|kyk  |ejkt	   	 M o d   a v i o n 	 +
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	 ,?.>(  .K!	 M e n y r a   e   f l u t u r i m i t 	 						  				 	 	 	 	 	 	 	 M o d o   d e   v o o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F L I G H T _ M O D E _ N O R M A L 	 S e t t i n g 	 H I N T ,   T W O S T A T E 	 N o r m a l   M o d e 	 N o r m a l   m o d e 	 ck8^!j_	 ck8^!j_	 B+!4	 M o d o   n o r m a l 	 M o d e   N o r m a l 	 N o r m a l m o d u s 	 1KG=K9  @568<	 M o d a l i t    n o r m a l e 	 H69  'D7(J9J)	 M o d o   n o r m a l 	 N o r m a l   m o d   	 C h     b  n h   t h n g 	 M o d u s   n o r m a l 	 M o d   n o r m a l 	 8	>	.	>	(	M	/	  .	K	!		 N o r m a l   M o d e 	 N o r m a l   M o d e 	 N o r m a l   M o d e 	 N o r m  l   m  d 	 N o r m a l   M o d e 	 N o r m a l   M o d e 	 N o r m a l   M o d e 	 N o r m a l e   s t a n d 	 N o r m a l   M o d e 	 N o r m a l n i   r e ~i m 	 M o d   n o r m a l 	 N o r m a l   M o d e 	   	   	 N o r m a l    568<	 8	0	M	5	8	>	.	>	(	M	/	  .	K	!		 -'D*  9'/	 F'1ED  EH	   	 						  				 8
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  

	   	 I m o d i   e j w a y e l e k i l e 	 I m o   e q h e l e k i l e y o 	 M o d i   y a   k a w a i d a 	 N o r m a l e   m o d u s 	 N o r m a l u s   r e ~i m a s 	 N o r m l a i s   r e ~+m s 	 T a v a r e ~i i m 	 Fxtal  |ejkt	   	 M o d   n o r m a l 	 8
>
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	 8>.>(M_  .K!	 M e n y r a   n o r m a l e 	 						  				 	 	 	 	 	 	 	 M o d o   n o r m a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F L I G H T _ M O D E _ S I L E N T 	 S e t t i n g 	 H I N T ,   T W O S T A T E 	 F l i g h t   M o d e 	 F l i g h t   m o d e 	 ۘ*!j_	 ޘL!j_	 B+!@#7H-4	 M o d o   a v i  n 	 M o d e   V o l 	 F l u g m o d u s 	   A0<>;5B5	 M o d a l i t    v o l o 	 H69  'D7J1'F	 M o d o   d e   v o o 	 U  u _  m o d u   	 C h     b a y 	 M o d u s   p e n e r b a n g a n 	 M o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!		 F l i g h t   M o d e 	 F l i g h t   M o d e 	 F l i g h t   M o d e 	 R e p  l  s   m  d 	 F l i g h t   M o d e 	 F l i g h t   M o d e 	 F l i g h t   M o d e 	 V l u c h t s t a n d 	 F l i g h t   M o d e 	 N a 
i n   r a d a   f i l t r a 	 M o d   a v i o n 	 F l i g h t   M o d e 	   	   	 F l i g h t    568<	 +	>			  .	K	!		 -'D*  ~1H'2	 AD'&y  EH	   	 						  				 	
!
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  .
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	 +M2HM  .K!M	  568<  ?>;L>BC	 





  

	   	 I m o d i   y e n d i z a 	 I m o   y o k u d l u l a 	 M o d i   y a   a n g a n i   	 V l u g m o d u s 	 S k r y d ~i o   r e ~i m a s 	 L i d o j u m a   r e ~+m s 	 L e n n u r e ~i i m 	 9|kyk  |ejkt	   	 M o d   a v i o n 	 +
M
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	 ,?.>(  .K!	 M e n y r a   e   f l u t u r i m i t 	 						  				 	 	 	 	 	 	 	 M o d o   d e   v o o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F L I G H T _ M O D E _ Q U E R Y 	 S e t t i n g 	 H I N T ,   T W O S T A T E 	 Q u e r y   W h e n   P o w e r   O n 	 Q u e r y   w h e n   p o w e r   o n 	 _jbOU	  _:g	 -C
I@!7H-@4@#7H-	 P r e g u n t a r   a l   e n c e n d e r 	 D e m a n d e r   l o r s q u e   a l l u m  	 F r a g e ,   w a n n   e i n s c h a l t e n 	 0?@0H820BL  ?@8  2:;NG5=88	 D o m a n d a   q u a n d o   i l   t e l e f o n o      a t t i v o 	 'D3$'D  9F/  'DA*-	 P e s q u i s a r   a o   l i g a r 	 A  1k k e n   s o r   	 H i   k h i   b t   m  y 	 T a n y a   b i l a   d i a k t i f k a n 	 T a n y a   a p a b i l a   k u a s a   h i d u p 	 	>	2	B	  9	K	(	G	  *	0	  *	B		$	>			 Q u e r y   W h e n   P o w e r   O n 	 Q u e r y   W h e n   P o w e r   O n 	 Q u e r y   W h e n   P o w e r   O n 	 R  k  r d e z  s   b e k a p c s o l  s k o r 	 Q u e r y   W h e n   P o w e r   O n 	 Q u e r y   W h e n   P o w e r   O n 	 Q u e r y   W h e n   P o w e r   O n 	 O p v r a g e n   b i j   i n s c h a k e l e n 	 Q u e r y   W h e n   P o w e r   O n 	 `a l j i   u p i t   p r i   u k l j u 
e n j u 	  n t r e b a ci   a t u n c i   c  n d   d i s p o z i t i v u l   e s t e   a l i m e n t a t 	 Q u e r y   W h e n   P o w e r   O n 	         	     	 Q u e r y   W h e n   P o w e r   O n 	 *	>	5	0	  	>	2	B	  	0	$	>		(	>	  *	M	0	6	M	(		 ~134  GF'E  1H4F  1/F	 ~H  ,(  ~'H1  "F  H	           	 						  				  					  								  	 8
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	 .K!  8M5?M  0?	 M e n y r a   d u k e   n d r y s h u a r 	 			  							 	 	 	 	 	 	 	 T r o c a   d e   m o d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ D A N I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 D A 	 	 	 	 	 	 	 	 D A 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ d a n i s h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 D a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 d a 	 	 	 	 	 	 	 	 d a 
 
 W G U I _ C A T E G O R Y _ C Z E C H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 C S 	 C S 	 C S 	 C S 	 C h e c o s l o v a c o 	 C Z 	 C S 	 C Z 	 C Z 	 'D*4JCJ)  C S 	 C S 	 C S 	 C . H  A   S  C 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 L D A 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C S 	 C Z 	 C Z 	 C S 	 C Z 	 C Z 	 C S 	 C Z 	 C Z 	 C S 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C S 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C Z 	 C K 	 C Z 	 	 	 	 	 	 	 	 C S 
 
 W G U I _ C A T E G O R Y _ c z e c h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 c s 	 c s 	 c s 	 c s 	 C h e c o s l o v a c o   I n t e l i g e n t e 	 c z 	 c s 	 c z 	 c z 	 'D*4JCJ)  c s 	 c s 	 c s 	 c . h  a   s  c 	 c z 	 c z 	 c z 	 c z 	 c z 	 c z 	 c s 	 c z 	 c z 	 c z 	 c z 	 c z 	 c z 	 c s 	 c z 	 c z 	 c s 	 c z 	 c z 	 c s 	 c z 	 c z 	 c z 	 c z 	 c z 	 c z 	 C z 	 C z 	 c z 	 c z 	 c z 	 c s 	 c z 	 c z 	 c z 	 c z 	 c z 	 c z 	 c z 	 c z 	 c k 	 c z 	 	 	 	 	 	 	 	 c s 
 
 W G U I _ C A T E G O R Y _ P O L I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 P L 	 P L 	 P L 	 P L 	 P O 	 P O 	 P L 	 P O 	 P L 	 P O 	 P L 	 P L 	 P L 	 P O 	 P L 	 P L 	 P O 	 P O 	 P O 	 P L 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P L 	 P O 	 P O 	 P L 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P L 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P O 	 P L 	 P O 	 	 	 	 	 	 	 	 P L 
 
 W G U I _ C A T E G O R Y _ p o l i s h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 p l 	 p l 	 p l 	 p l 	 p o 	 p o 	 p l 	 p o 	 p l 	 p o 	 p l 	 p l 	 p l 	 p o 	 p l 	 p l 	 p o 	 p o 	 p o 	 p l 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p l 	 p o 	 p o 	 p l 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 P o 	 p o 	 p o 	 p o 	 p l 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p o 	 p l 	 p o 	 	 	 	 	 	 	 	 p l 
 
 W G U I _ C A T E G O R Y _ F I N N I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 F I 	 	 	 	 	 	 	 	 F I 
 
 W G U I _ C A T E G O R Y _ f i n n i s h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 F i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 f i 	 	 	 	 	 	 	 	 f i 
 
 W G U I _ C A T E G O R Y _ H U N G A R I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 H U 	 H U 	 H U 	 H U 	 H G 	 H G 	 H U 	 H G 	 H U 	 H G 	 H U 	 H U 	 H U 	 H G 	 H U 	 H U 	 H G 	 H G 	 H G 	 H U 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 U N G 	 H G 	 H G 	 H U 	 H G 	 H G 	 H U 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H U 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H G 	 H U 	 H G 	 	 	 	 	 	 	 	 H U 
 
 W G U I _ C A T E G O R Y _ h u n g a r i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 h u 	 h u 	 h u 	 h u 	 h g 	 h g 	 h u 	 h g 	 h u 	 h g 	 h u 	 h u 	 h u 	 h g 	 h u 	 h u 	 h g 	 h g 	 h g 	 h u 	 h g 	 h g 	 h g 	 h g 	 h g 	 h g 	 m a g h 	 h g 	 h g 	 h u 	 h g 	 h g 	 h u 	 h g 	 h g 	 h g 	 h g 	 h g 	 h g 	 h g 	 H g 	 h g 	 h g 	 h g 	 h u 	 h g 	 h g 	 h g 	 h g 	 h g 	 h g 	 h g 	 h g 	 h u 	 h g 	 	 	 	 	 	 	 	 h u 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ D A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   D A 	 D A 	 'Y[9Ne	 'YQ9Ne	 D A 	 D A 	 D A 	 D A 	 M u l t i t a p   D A 	 D A 	 D A 	 D A 	 D A 	 M C H 	 M u l t i t a p   D A 	 D A 	 D A 	 M u l t i t a p   D A 	 M u l t i t a p   D A 	 M u l t i t a p   D A 	 D A 	 M u l t i t a p   D A 	 M u l t i t a p   D A 	 M u l t i t a p   D A 	 D A 	 M u l t i t a p   D A 	 V i ae s t r u k i   u n o s   D A 	 D A 	 M u l t i t a p   D A 	     D A 	 D A 	 M u l t i t a p   D A 	 .	2	M		@		G	*	  D A 	 D A 	 D a EDy  y~	     ( ) 	 D A 	 .
2

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*
  !
@

	 .2M@>*M  !?	 28G09=0  D A 	 







  D A 	   D A 	 I - M u l t i t a p   d a 	 U m n o m b o   o m o n i n z i   w e D A 	 M u l t i t a p   D A 	 D A 	 M u l t i t a p   D A 	 M u l t i t a p   D A 	 M u l t i t a p   D A 	 ?ovaok  pzxtx~  41	   D A 	 M u l t i t a s t   D A 	 .
3
M

 
M

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*
M
*
M
  D A 	 .2M?M_>*  D A 	 M u l t i t a p   D A 	 								  D A 	 	 	 	 	 	 	 	 D A 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ D A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   d a 	 d a 	 \[9Ne	 \Q9Ne	 d a 	 d a 	 d a 	 d a 	 M u l t i t a p   d a 	 d a 	 d a 	 d a 	 d a 	 m c h 	 M u l t i t a p   d a 	 d a 	 d a 	 M u l t i t a p   d a 	 M u l t i t a p   d a 	 M u l t i t a p   d a 	 d a 	 M u l t i t a p   d a 	 M u l t i t a p   d a 	 M u l t i t a p   d a 	 d a 	 M u l t i t a p   d a 	 V i ae s t r u k i   u n o s   d a 	 d a 	 M u l t i t a p   d a 	     d a 	 d a 	 M u l t i t a p   d a 	 .	2	M		@		E	*	  d a 	 d a 	 d a EDy  y~	       ( ) 	 d a 	 .
2

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  
K

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  !
@

	 .2M@>*M  !?	 28G09=0  d a 	 







  d a 	   d a 	 I - M u l t i t a p   D A 	 U m n o m b o   o m o n i n z i   w e - d a 	 M u l t i t a p   d a 	 d a 	 M u l t i t a p   d a 	 M u l t i t a p   d a 	 M u l t i t a p   d a 	 ?ovaok  pzxtx~  da	   d a 	 M u l t i t a s t   d a 	 .
3
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*
M
  d a   	 .2M?M_>*  d a 	 M u l t i t a p   d a 	 								  d a 	 	 	 	 	 	 	 	 d a 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ D A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   D A 	 S m a r t   D A 	 zfga9Ne'Y[	 zf9Ne'YQ	   S m a r t   D A 	 S m a r t   D A 	 i n t e l l i g e n t   D A 	 S m a r t - D A 	 S m a r t   D A 	 D A   i n t u i t i v o 	 B'EH3  /FE'1CJ  D A 	 D A   i n t e l i g e n t e 	 S m a r t   D A 	 D A   t h  n g   m i n h 	 S m a r t   D A 	 D A   P i n t a r 	 8	M	.	>	0	M		  !	H	(	?	6		 S m a r t   D A 	 S m a r t   D A 	 S m a r t   D A 	 I n t e l l i g e n s   D A 	 S m a r t   D A 	 S m a r t   D A 	 S m a r t   D A 	 S m a r t   D A 	 S m a r t   D A 	 I n t e l i g e n t n i   D A 	 D A   i n t e l i g e n t 	 S m a r t   D A 	   D A 	 S m a r t   D A 	 S m a r t   D A 	 8	M	.	>	0	M		  D A 	 D A   GH4EF/	 D A   '3E'1y	     ( ) 	 							  				 
A
8
$
  !
@

	 8M.>0MM  !?	 =B5;5:BC0;L=0  D A 	 






  D A 	   D A 	 I - S m a r t   d a 	 I - D A   e s e m g a n g a t h w e n i 	 S m a r t   D A 	 S l i m   D A 	 I n t e l e k t u a l u s i s   D A 	 S m a r t   D A 	 S m a r t   D A 	 =elak  41	   D A 	 S m a r t   D A 	 8
M
.
>
0
M

 
M

M
  D A 	 8M.>0M  D A 	 S m a r t   D A 	 							  D A 	 	 	 	 	 	 	 	 D A   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ D A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   d a 	 S m a r t   d a 	 zfga9Ne\[	 zf9Ne\Q	 S m a r t   d a 	 S m a r t   d a 	 i n t e l l i g e n t   d a 	 S m a r t - d a 	 S m a r t   d a 	 d a   i n t u i t i v o 	 B'EH3  /FE'1CJ  d a 	 d a   i n t e l i g e n t e 	 S m a r t   d a 	 d a   t h  n g   m i n h 	 S m a r t   d a 	 d a   P i n t a r 	 8	M	.	>	0	M		  !	H	(	?	6		 S m a r t   d a 	 S m a r t   d a 	 S m a r t   d a 	 I n t e l l i g e n s   d a 	 S m a r t   d a 	 S m a r t   d a 	 S m a r t   d a 	 S m a r t   d a 	 S m a r t   d a 	 I n t e l i g e n t n i   d a 	 d a   i n t e l i g e n t 	 S m a r t   d a 	   d a 	 S m a r t   d a 	 S m a r t   d a 	 8	M	.	>	0	M		  d a 	 d a   GH4EF/	 d a   '3E'1y	     ( ) 	 							  				 
A
8
$
  
K

@
  !
@

	 8M.>0MM  !?	 =B5;5:BC0;L=0  d a 	 






  d a 	   d a 	 I - S m a r t   D A 	 I - d a   e s e m g a n g a t h w e n i 	 S m a r t   d a 	 S l i m   d a 	 I n t e l e k t u a l u s i s   d a 	 S m a r t   d a 	 S m a r t   d a 	 =elak  da	   d a 	 S m a r t   d a 	 8
M
.
>
0
M

 
M

M
  d a 	 8M.>0M  d a 	 S m a r t   d a 	 							  d a 	 	 	 	 	 	 	 	 d a   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ C Z E C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   C S 	 C S 	 'Y[wcKQe	 'YQwcKQe	 C S 	 C S 	 C S 	 C S 	 M u l t i t a p   C Z 	 C S 	 C S 	 C S 	 C S 	 S  C 	 M u l t i t a p   C Z 	 C S 	 C S 	 M u l t i t a p   C Z 	 M u l t i t a p   C Z 	 M u l t i t a p   C Z 	 C S 	 M u l t i t a p   C Z 	 M u l t i t a p   C Z 	 M u l t i t a p   C Z 	 C S 	 M u l t i t a p   C Z 	 V i ae s t r u k i   u n o s   C Z 	 C S 	 M u l t i t a p   C Z 	     C Z 	 C S 	 M u l t i t a p   C Z 	 .	2	M		@		E	*	  C Z 	 C S 	 C Z EDy  y~	   ( ) 	 C S 	 .
2

@

H
*
  8
@

H
!
	 .2M@>*M  8?F!M	 28G09=0  C Z 	 







  C Z 	   C Z 	 I - M u l t i t a p   c z 	 U m n o m b o   o m o n i n z i   w e C Z 	 M u l t i t a p   C Z 	 C S 	 M u l t i t a p   C Z 	 M u l t i t a p   C Z 	 M u l t i t a p   C Z 	 ?ovaok  pzxtx~  I=	   C Z 	 M u l t i t a s t   C Z 	 .
3
M

 
M

?

>
*
M
*
M
  C Z 	 .2M?M_>*  C Z 	 M u l t i t a p   C K 	 								  C Z 	 	 	 	 	 	 	 	 C S 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ C Z E C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   c s 	 c s 	 \[wcKQe	 \QwcKQe	 c s 	 c s 	 c s 	 c s 	 M u l t i t a p   c z 	 c s 	 c s 	 c s 	 c s 	 s  c 	 M u l t i t a p   c z 	 c s 	 c s 	 M u l t i t a p   c z 	 M u l t i t a p   c z 	 M u l t i t a p   c z 	 c s 	 M u l t i t a p   c z 	 M u l t i t a p   c z 	 M u l t i t a p   c z 	 c s 	 M u l t i t a p   c z 	 V i ae s t r u k i   u n o s   c z 	 c s 	 M u l t i t a p   c z 	     c z 	 c s 	 M u l t i t a p   c z 	 .	2	M		@		E	*	  c z 	 c s 	 c z EDy  y~	   ( ) 	 c s 	 .
2

@

H
*
  
K

@
  8
@

H
!
	 .2M@>*M  8?F!M	 28G09=0  c z 	 







  c z 	   c z 	 I - M u l t i t a p   C Z 	 U m n o m b o   o m o n i n z i   w e - c z 	 M u l t i t a p   c z 	 c s 	 M u l t i t a p   c z 	 M u l t i t a p   c z 	 M u l t i t a p   c z 	 ?ovaok  pzxtx~  ym	   c z 	 M u l t i t a s t   c z 	 .
3
M

 
M

?

>
*
M
*
M
  c z 	 .2M?M_>*  c z 	 M u l t i t a p   c k 	 								  c z 	 	 	 	 	 	 	 	 c s 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ C Z E C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   C S 	 S m a r t   C S 	 zfgawcKQe'Y[	 zfwcKQe'YQ	 *!2#L  C S 	 C h e c o s l o v a c o   i n t e l i g e n t e 	 C Z   S m a r t 	 S m a r t - C S 	 S m a r t   C Z 	 C Z   i n t u i t i v o 	 S m a r t   C S 	 C S   i n t e l i g e n t e 	 S m a r t   C S 	 S  C   t h . m i n h 	 S m a r t   C Z 	 C Z   S m a r t 	 8	M	.	>	0	M		  	H			 S m a r t   C Z 	 S m a r t   C Z 	 S m a r t   C Z 	 S m a r t   C S 	 S m a r t   C Z 	 S m a r t   C Z 	 S m a r t   C Z 	 S m a r t   C Z 	 S m a r t   C Z 	 I n t e l i g e n t n i   C Z 	 S m a r t   C S 	 S m a r t   C Z 	   C Z 	 S m a r t   C S 	 S m a r t   C Z 	 8	M	.	>	0	M		  C Z 	 S m a r t   C S 	 C Z '3E'1y	     ( ) 	 							  C S 	 
A
8
$
  8
@

H
!
	 8M.>0MM  8?F!M	 =B5;5:BC0;L=0  C Z 	 






  C Z 	   C Z 	 I - S m a r t   c z 	 I - C Z   e s e m g a n g a t h w e n i 	 S m a r t   C Z 	 S m a r t   C S 	 I n t e l e k t u a l u s i s   C Z 	 S m a r t   C Z 	 S m a r t   C Z 	 =elak  I=	   C Z 	 S m a r t   C Z 	 8
M
.
>
0
M

 
M

M
  C Z 	 8M.>0M  C Z 	 S m a r t   C K 	 							  C Z 	 	 	 	 	 	 	 	 C S   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ C Z E C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   c s 	 S m a r t   c s 	 zfgawcKQe\[	 zfwcKQe\Q	 *!2#L  c s 	 c h e c o s l o v a c o   i n t e l i g e n t e   	 c z   S m a r t 	 S m a r t - c s 	 S m a r t   c z 	 c z   i n t u i t i v o 	 S m a r t   c s 	 c s   i n t e l i g e n t e 	 S m a r t   c s 	 s  c   t h . m i n h 	 S m a r t   c z 	 c z   S m a r t 	 8	M	.	>	0	M		  	H			 S m a r t   c z 	 S m a r t   c z 	 S m a r t   c z 	 S m a r t   c s 	 S m a r t   c z 	 S m a r t   c z 	 S m a r t   c z 	 S m a r t   c z 	 S m a r t   c z 	 I n t e l i g e n t n i   c z 	 S m a r t   c s 	 S m a r t   c z 	   c z 	 S m a r t   c s 	 S m a r t   c z 	 8	M	.	>	0	M		  c z 	 S m a r t   c s 	 c z '3E'1y	       ( ) 	 							  c s 	 
A
8
$
  
K

@
  8
@

H
!
	 8M.>0MM  8?F!M	 =B5;5:BC0;L=0  c z 	 






  c z 	   c z 	 I - S m a r t   C Z 	 I - c z   e s e m g a n g a t h w e n i 	 S m a r t   c z 	 S m a r t   c s 	 I n t e l e k t u a l u s i s   c z 	 S m a r t   c z 	 S m a r t   c z 	 =elak  ym	   c z 	 S m a r t   c z 	 8
M
.
>
0
M

 
M

M
c z 	 8M.>0M  c z 	 S m a r t   c k 	 							  c z 	 	 	 	 	 	 	 	 c s   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ P O L I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   P O 	 P L 	 'Y[l-e	 'YQlpQe	 P L 	 P L 	 P L 	 P L 	 M u l t i t a p   P O 	 P L 	 P L 	 P L 	 P L 	 B L A N 	 M u l t i t a p   P O 	 P L 	 P L 	 M u l t i t a p   P O 	 M u l t i t a p   P O 	 T r a d y c y j n e   w p i s y w a n i e   P O 	 P L 	 M u l t i t a p   P O 	 M u l t i t a p   P O 	 M u l t i t a p   P O 	 P L 	 M u l t i t a p   P O 	 V i ae s t r u k i   u n o s   P O 	 P L 	 M u l t i t a p   P O 	     P O 	 P L 	 M u l t i t a p   P O 	 .	2	M		@		E	*	  P O 	 P L 	 P O EDy  y~	       ( ) 	 P L 	 .
2

@

H
*
  *
@

	 .2M@>*M  *?	 28G09=0  P O 	 







  P O 	   P O 	 I - M u l t i t a p   p o 	 U m n o m b o   o m o n i n z i   w e P O 	 M u l t i t a p   P O 	 P L 	 M u l t i t a p   P O 	 M u l t i t a p   P O 	 M u l t i t a p   P O 	 ?ovaok  pzxtx~  <@	   P O 	 M u l t i t a s t   P O 	 .
3
M

 
M

?

>
*
M
*
M
  P O 	 .2M?M_>*  P O 	 M u l t i t a p   P L 	 								  P O 	 	 	 	 	 	 	 	 P L 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ P O L I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   p o 	 p l 	 \[l-e	 \QlpQe	 p l 	 p l 	 p l 	 p l 	 M u l t i t a p   p o 	 p l 	 p l 	 p l 	 p l 	 b l a n 	 M u l t i t a p   p o 	 p l 	 p l 	 M u l t i t a p   p o 	 M u l t i t a p   p o 	 T r a d y c y j n e   w p i s y w a n i e   p o 	 p l 	 M u l t i t a p   p o 	 M u l t i t a p   p o 	 M u l t i t a p   p o 	 p l 	 M u l t i t a p   p o 	 V i ae s t r u k i   u n o s   p o 	 p l 	 M u l t i t a p   p o 	     p o 	 p l 	 M u l t i t a p   p o 	 .	2	M		@		E	*	  p o 	 p l 	 p o EDy  y~	         ( ) 	 p l 	 .
2

@

H
*
  
K

@
  *
@

	 .2M@>*M  *?	 28G09=0  p o 	 







  p o 	   p o 	 I - M u l t i t a p   P O 	 U m n o m b o   o m o n i n z i   w e - p o 	 M u l t i t a p   p o 	 p l 	 M u l t i t a p   p o 	 M u l t i t a p   p o 	 M u l t i t a p   p o 	 ?ovaok  pzxtx~  lp	   p o 	 M u l t i t a s t   p o 	 .
3
M

 
M

?

>
*
M
*
M
  p o 	 .2M?M_>*  p o 	 M u l t i t a p   p l 	 								  p o 	 	 	 	 	 	 	 	 p l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ P O L I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   P O 	 S m a r t   P L 	 zfgal-e'Y[	 zflpQe'YQ	 S m a r t   P O 	 S m a r t   P O 	 i n t e l l i g e n t   P O 	 S m a r t - P O 	 S m a r t   P O 	 P O   i n t u i t i v o 	 B'EH3  (HDF/J  P O 	 P O   i n t e l i g e n t e 	 S m a r t   P O 	 P O   t h  n g   m i n h 	 S m a r t   P O 	 P O   P i n t a r 	 8	M	.	>	0	M		  *	I	2	?	6		 S m a r t   P O 	 S m a r t   P O 	 M e t o d a   s Bo w n i k o w a   P O 	 I n t e l l i g e n s   P O 	 S m a r t   P O 	 S m a r t   P O 	 S m a r t   P O 	 S m a r t   P O 	 S m a r t   P O 	 I n t e l i g e n t n i   P O 	 P O   i n t e l i g e n t 	 S m a r t   P O 	   P O 	 S m a r t   P O 	 S m a r t   P O 	 8	M	.	>	0	M		  P O 	 P O   GH4EF/	 P O '3E'1y	         ( ) 	 							  				 
A
8
$
  *
@

	 8M.>0MM  *?	 =B5;5:BC0;L=0  P O 	 






  P O 	   P O 	 I - S m a r t   p o 	 I - P O   e s e m g a n g a t h w e n i 	 S m a r t   P O 	 S l i m   P O 	 I n t e l e k t u a l u s i s   P O 	 S m a r t   P O 	 S m a r t   P O 	 =elak  <@	   P O 	 S m a r t   P O 	 8
M
.
>
0
M

 
M

M
  P O 	 8M.>0M  P O 	 S m a r t   P L 	 							  P O 	 	 	 	 	 	 	 	 P L   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ P O L I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   p o 	 S m a r t   p l 	 zfgal-e\[	 zflpQe\Q	 S m a r t   p o 	 S m a r t   p o 	 i n t e l l i g e n t   p o 	 S m a r t - p o 	 S m a r t   p o 	 p o   i n t u i t i v o 	 B'EH3  (HDF/J  p o 	 p o   i n t e l i g e n t e 	 S m a r t   p o 	 p o   t h  n g   m i n h 	 S m a r t   p o 	 p o   P i n t a r 	 8	M	.	>	0	M		  *	I	2	?	6		 S m a r t   p o 	 S m a r t   p o 	 M e t o d a   s Bo w n i k o w a   p o 	 I n t e l l i g e n s   p o 	 S m a r t   p o 	 S m a r t   p o 	 S m a r t   p o 	 S m a r t   p o 	 S m a r t   p o 	 I n t e l i g e n t n i   p o 	 p o   i n t e l i g e n t 	 S m a r t   p o 	   p o 	 S m a r t   p o 	 S m a r t   p o 	 8	M	.	>	0	M		  p o 	 p o   GH4EF/	 p o '3E'1y	       ( ) 	 							  				 
A
8
$
  
K

@
  *
@

	 8M.>0MM  *?	 =B5;5:BC0;L=0  p o 	 






  p o 	   p o 	 I - S m a r t   P O 	 I - p o   e s e m g a n g a t h w e n i 	 S m a r t   p o 	 S l i m   p o 	 I n t e l e k t u a l u s i s   p o 	 S m a r t   p o 	 S m a r t   p o 	 =elak  lp	   p o 	 S m a r t   p o 	 8
M
.
>
0
M

 
M

M
  p o 	 8M.>0M  p o 	 S m a r t   p l 	 							  p o 	 	 	 	 	 	 	 	 p l   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ F I N N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   F I 	 F I 	 'Y[-e	 'YQpQe	 F I 	 F I 	 F I 	 F I 	 M u l t i t a p   F I 	 F I 	 F I 	 F I 	 F I 	 P L A N 	 M u l t i t a p   F I 	 F I 	 F I 	 M u l t i t a p   F I 	 M u l t i t a p   F I 	 T r a d y c y j n e   w p i s y w a n i e   -   F I 	 F I 	 M u l t i t a p   F I 	 M u l t i t a p   F I 	 M u l t i t a p   F I 	 F I 	 M u l t i t a p   F I 	 V i ae s t r u k i   u n o s   F I 	 F I 	 M u l t i t a p   F I 	     F I 	 F I 	 M u l t i t a p   F I 	 .	2	M		@		E	*	  F I 	 F I 	 F I EDy  y~	       ( ) 	 F I 	 .
2

@

H
*
  
+


	 .2M@>*M  +M	 28G09=0  F I 	 







  F I 	   F I 	 I - M u l t i t a p   f i 	 U m n o m b o   o m o n i n z i   w e F I 	 M u l t i t a p   F I 	 F I 	 M u l t i t a p   F I 	 M u l t i t a p   F I 	 M u l t i t a p   F I 	 ?ovaok  pzxtx~  V;	   F I 	 M u l t i t a s t   F I 	 .
3
M

 
M

?

>
*
M
*
M
  F I 	 .2M?M_>*  F I 	 M u l t i t a p   F I 	 								  F I 	 	 	 	 	 	 	 	 F I 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ F I N N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   f i 	 f i 	 \[-e	 \QpQe	 f i 	 f i 	 f i 	 f i 	 M u l t i t a p   f i 	 f i 	 f i 	 f i 	 f i 	 p l a n 	 M u l t i t a p   f i 	 f i 	 f i 	 M u l t i t a p   f i 	 M u l t i t a p   f i 	 T r a d y c y j n e   w p i s y w a n i e   -   f i 	 f i 	 M u l t i t a p   f i 	 M u l t i t a p   f i 	 M u l t i t a p   f i 	 f i 	 M u l t i t a p   f i 	 V i ae s t r u k i   u n o s   f i 	 f i 	 M u l t i t a p   f i 	     f i 	 f i 	 M u l t i t a p   f i 	 .	2	M		@		E	*	  f i 	 f i 	 f i EDy  y~	         ( ) 	 f i 	 .
2

@

H
*
  
K

@
  
+


	 .2M@>*M  +M	 28G09=0  f i 	 







  f i 	   f i 	 I - M u l t i t a p   F I 	 U m n o m b o   o m o n i n z i   w e - f i 	 M u l t i t a p   f i 	 f i 	 M u l t i t a p   f i 	 M u l t i t a p   f i 	 M u l t i t a p   f i 	 ?ovaok  pzxtx~  V;	   f i 	 M u l t i t a s t   f i 	 .
3
M

 
M

?

>
*
M
*
M
  f i 	 .2M?M_>*  f i 	 M u l t i t a p   f i 	 								  f i 	 	 	 	 	 	 	 	 f i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ F I N N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   F I 	 S m a r t   F I 	 zfga-e'Y[	 zfpQe'YQ	 S m a r t   F I 	 S m a r t   F I 	 i n t e l l i g e n t   F I 	 S m a r t - F I 	 S m a r t   F I 	 F I   i n t u i t i v o 	 B'EH3  AFDF/J  F I 	 F I   i n t e l i g e n t e 	 S m a r t   F I 	 F I   t h  n g   m i n h 	 S m a r t   F I 	 F I   P i n t a r 	 8	M	.	>	0	M		  +	?	(	?	6		 S m a r t   F I 	 S m a r t   F I 	 M e t o d a   s Bo w n i k o w a   -   F I 	 I n t e l l i g e n s   F I 	 S m a r t   F I 	 S m a r t   F I 	 S m a r t   F I 	 S m a r t   F I 	 S m a r t   F I 	 I n t e l i g e n t n i   F I 	 F I   i n t e l i g e n t 	 S m a r t   F I 	   F I 	 S m a r t   F I 	 S m a r t   F I 	 8	M	.	>	0	M		  F I 	 F I   GH4EF/	 F i '3E'1y	     ( ) 	 							  					 
A
8
$
  
*


	 8M.>0MM  +M	 =B5;5:BC0;L=0  F I 	 






  F I 	   F I 	 I - S m a r t   f i 	 I - F L   e s e m g a n g a t h w e n i 	 S m a r t   F I 	 S l i m   F I 	 I n t e l e k t u a l u s i s   F I 	 S m a r t   F I 	 S m a r t   F I 	 =elak  V;	   F I 	 S m a r t   F I 	 8
M
.
>
0
M

 
M

M
  F I 	 8M.>0M  F I 	 S m a r t   F I 	 							  F I 	 	 	 	 	 	 	 	 F I   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ F I N N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   f i 	 S m a r t   f i 	 zfga-e\[	 zfpQe\Q	 S m a r t   f i 	 S m a r t   f i 	 i n t e l l i g e n t   f i 	 S m a r t - f i 	 S m a r t   f i 	 f i   i n t u i t i v o 	 B'EH3  AFDF/J)  (-1A  5:J1	 f i   i n t e l i g e n t e 	 S m a r t   f i 	 f i   t h  n g   m i n h 	 S m a r t   f i 	 f i   P i n t a r 	 8	M	.	>	0	M		  +	?	(	?	6		 S m a r t   f i 	 S m a r t   f i 	 M e t o d a   s Bo w n i k o w a   -   f i 	 I n t e l l i g e n s   f i 	 S m a r t   f i 	 S m a r t   f i 	 S m a r t   f i 	 S m a r t   f i 	 S m a r t   f i 	 I n t e l i g e n t n i   f i 	 f i   i n t e l i g e n t 	 S m a r t   f i 	   f i 	 S m a r t   f i 	 S m a r t   f i 	 8	M	.	>	0	M		  f i 	 f i   GH4EF/	 f i '3E'1y	     ( ) 	 							  					 
A
8
$
  
K

@
  
+


	 8M.>0MM  +M	 =B5;5:BC0;L=0  f i 	 






  f i 	   f i 	 I - S m a r t   F I 	 I - f i   e s e m g a n g a t h w e n i 	 S m a r t   f i 	 S l i m   f i 	 I n t e l e k t u a l u s i s   f i 	 S m a r t   f i 	 S m a r t   f i 	 =elak  k	   f i 	 S m a r t   f i 	 8
M
.
>
0
M

 
M

M
  f i 	 8M.>0M  f i 	 S m a r t   f i 	 							  f i 	 	 	 	 	 	 	 	 f i   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ H U N G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   H G 	 H U 	 'Y[SYr)Re	 'YQSYr)Re	 H U 	 H U 	 H U 	 H U 	 M u l t i t a p   H G 	 H U 	 H U 	 H U 	 H U 	 H G R I 	 M u l t i t a p   H G 	 H U 	 H U 	 M u l t i t a p   H G 	 M u l t i t a p   H G 	 M u l t i t a p   H G 	 H U 	 M u l t i t a p   H G 	 M u l t i t a p   H G 	 M u l t i t a p   H G 	 H U 	 M u l t i t a p   H G 	 V i ae s t r u k i   u n o s   H G 	 H U 	 M u l t i t a p   H G 	     H G 	 H U 	 M u l t i t a p   H G 	 .	2	M		@		E	*	  H G 	 H U 	 H G EDy  y~	       ( ) 	 H U 	 .
2

@

H
*
  


@
	 .2M@>*M  9FM  ?	 28G09=0  H G 	 







  H G 	   H G 	 I - M u l t i t a p   h g 	 U m n o m b o   o m o n i n z i   w e H G 	 M u l t i t a p   H G 	 H U 	 M u l t i t a p   H G 	 M u l t i t a p   H G 	 M u l t i t a p   H G 	 ?ovaok  pzxtx~  @3	   H G 	 M u l t i t a s t   H G 	 .
3
M

 
M

?

>
*
M
*
M
  H G 	 .2M?M_>*  H G 	 M u l t i t a p   H U 	 								  H G 	 	 	 	 	 	 	 	 H U 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ H U N G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   h g 	 h u 	 \[SYr)Re	 \QSYr)Re	 h u 	 h u 	 h u 	 h u 	 M u l t i t a p   h g 	 h u 	 h u 	 h u 	 h u 	 h g r i 	 M u l t i t a p   h g 	 h u 	 h u 	 M u l t i t a p   h g 	 M u l t i t a p   h g 	 M u l t i t a p   h g 	 h u 	 M u l t i t a p   h g 	 M u l t i t a p   h g 	 M u l t i t a p   h g 	 h u 	 M u l t i t a p   h g 	 V i ae s t r u k i   u n o s   h g 	 h u 	 M u l t i t a p   h g 	     h g 	 h u 	 M u l t i t a p   h g 	 .	2	M		@		E	*	  h g 	 h u 	 h g EDy  y~	         ( ) 	 h u 	 .
2

@

H
*
  
K

@
  


@
	 .2M@>*M  9FM  ?	 28G09=0  h g 	 







  h g 	   h g 	 I - M u l t i t a p   H G 	 U m n o m b o   o m n i n z i   w e - h g 	 M u l t i t a p   h g 	 h u 	 M u l t i t a p   h g 	 M u l t i t a p   h g 	 M u l t i t a p   h g 	 ?ovaok  pzxtx~  pc	   h g 	 M u l t i t a s t   h g 	 .
3
M

 
M

?

>
*
M
*
M
  h g 	 .2M?M_>*  h g 	 M u l t i t a p   h u 	 								  h g 	 	 	 	 	 	 	 	 h u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ H U N G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   H G 	 S m a r t   H U 	 zfgaSYr)Re'Y[	 zfSYr)Re'YQ	 S m a r t   H G 	 S m a r t   H G 	 i n t e l l i g e n t   H G 	 S m a r t - H G 	 S m a r t   H G 	 H G   i n t u i t i v o 	 B'EH3  E,1J  H G 	 H G   i n t e l i g e n t e 	 S m a r t   H G 	 H G   t h  n g   m i n h 	 S m a r t   H G 	 H G   P i n t a r 	 8	M	.	>	0	M		  9			G	0	?		(		 S m a r t   H G 	 S m a r t   H G 	 S m a r t   H G 	 I n t e l l i g e n s   H G 	 S m a r t   H G 	 S m a r t   H G 	 S m a r t   H G 	 S m a r t   H G 	 S m a r t   H G 	 I n t e l i g e n t n i   H G 	 H G   i n t e l i g e n t 	 S m a r t   H G 	   H G 	 S m a r t   H G 	 S m a r t   H G 	 8	M	.	>	0	M		  H G 	 H G   GH4EF/	 H G '3E'1y	       ( ) 	 							  						 
A
8
$
  


@
	 8M.>0MM  9FM  ?	 =B5;5:BC0;L=0  H G 	 






  H G 	   H G 	 I - S m a r t   h g 	 I - H G   e s e m g a n g a t h w e n i 	 S m a r t   H G 	 S l i m   H G 	 I n t e l e k t u a l u s i s   H G 	 S m a r t   H G 	 S m a r t   H G 	 =elak  @3	   H G 	 S m a r t   H G 	 8
M
.
>
0
M

 
M

M
  H G 	 8M.>0M  H G 	 S m a r t   H U 	 							  H G 	 	 	 	 	 	 	 	 H U   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   H U 	 S m a r t   H U 	 S m a r t   H U 	 S m a t   H U 	 H U   c l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ H U N G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   h g 	 S m a r t   h u 	 zfgaSYr)Re\[	 zfSYr)Re\Q	 S m a r t   h g 	 S m a r t   h g 	 i n t e l l i g e n t   h g 	 S m a r t - h g 	 S m a r t   h g 	 h g   i n t u i t i v o 	 B'EH3  E,1J  h g 	 h g   i n t e l i g e n t e 	 S m a r t   h g 	 h g   t h  n g   m i n h 	 S m a r t   h g 	 h g   P i n t a r 	 8	M	.	>	0	M		  9			G	0	?		(		 S m a r t   h g 	 S m a r t   h g 	 S m a r t   h g 	 I n t e l l i g e n s   h g 	 S m a r t   h g 	 S m a r t   h g 	 S m a r t   h g 	 S m a r t   h g 	 S m a r t   h g 	 I n t e l i g e n t n i   h g 	 h g   i n t e l i g e n t 	 S m a r t   h g 	   h g 	 S m a r t   h g 	 S m a r t   h g 	 8	M	.	>	0	M		  h g 	 h g   GH4EF/	 g h '3E'1y	       ( ) 	 							  						 
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  h g 	   h g 	 I - S m a r t   H G 	 I - h g   e s e m g a n g a t h w e n i 	 S m a r t   h g 	 S l i m   h g 	 I n t e l e k t u a l u s i s   h g 	 S m a r t   h g 	 S m a r t   h g 	 =elak  pc	   h g 	 S m a r t   h g 	 8
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 
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 
 S S C _ S C R _ L A N G U A G E _ C Z E C H _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   C z e c h   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   C z e c h 	  -[p\ n wcKQe	  [:N\ n wcKQe	 1IH2@G 2)2@
	 I d i o m a   e s t a b l e c i d o   a   c h e c o 	 L a n g u e   r  g l  e   s u r   T c h  q u e 	 S p r a c h e   e i n g e s t e l l t   a u f   T s c h e c h i s c h 	 /7K:  CAB0=>2;5=  =0  G5HA:89	 L i n g u a   i m p o s t a t a   s u   c e c o 	 6(7  ('DD:)  'D*4JCJ)	 I d i o m a   d e f i n i d o   p a r a   C h e c o 	 L a n g u a g e   s e t   t o   C z e c h 	 t   n g  n   n g   t h  n h   t i n g   T i p   K h c 	 L a n g u a g e   s e t   t o   C z e c h 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   C z e z h 	 -	>	7	>	  	H		  	0	  &	@	  			 L a n g u a g e   s e t   t o   C z e c h 	 L a n g u a g e   s e t   t o   C z e c h 	 L a n g u a g e   s e t   t o   C z e c h 	 A   n y e l v   c s e h r e    l l  t v a 	 L a n g u a g e   s e t   t o   C z e c h 	 L a n g u a g e   s e t   t o   C z e c h 	 L a n g u a g e   s e t   t o   C z e c h 	 T a a l   i n g e s t e l d   o p   T s j e c h i s c h 	 L a n g u a g e   s e t   t o   C z e c h 	 L a n g u a g e   s e t   t o   C z e c h 	 A ci   s e l e c t a t   l i m b a   c e h 	 L a n g u a g e   s e t   t o   C z e c h 	 L a n g u a g e   s e t   t o   C z e c h 	     ' 	 L a n g u a g e   s e t   t o   C z e c h 	 	E		  -	>	7	>	  8	G		  	0	>		 2('F  1H    *F8E  4/	 2('F    3y  ,&	     	 			  					  			  			  					  	 -
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	       	 U l i m i   l u s e t h w e   k w i - C z e c h 	 U s e t o   l o l w i m i   k w i s i C z e c h 	 L u g h a   i m e s e t i w a   k w a   K i c h e k i 	 T a a l   a s   T j e g g i e s   g e s t e l 	 N u s t a t y t a   
e k s  k . 	 I e s t a t +t a   
e h u   v a l o d a 	 K e e l e k s   o n   s e a t u d   t ae h h i 	 Fwavao~an  g  Iemeevh	     	 A ci   s e l e c t a t   l i m b a   c e h 	 
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 S S C _ S C R _ L A N G U A G E _ P O L I S H _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   P o l i s h   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   P o l i s h 	  -[p\ n l-e	  [:N\ n lpQe	 1IH2@G 2)2BA%L	 I d i o m a   e s t a b l e c i d o   a   p o l a c o 	 L a n g u e   r  g l  e   s u r   P o l o n a i s 	 S p r a c h e   e i n g e s t e l l t   a u f   P o l n i s c h 	 /7K:  CAB0=>2;5=  =0  ?>;LA:89	 L i n g u a   i m p o s t a t a   s u   p o l a c c o 	 6(7  ('DD:)  'D(HDF/J)	 I d i o m a   d e f i n i d o   p a r a   P o l a c o 	 L a n g u a g e   s e t   t o   P o l i s h 	 t   n g  n   n g   t h  n h   t i n g   B a   L a n 	 L a n g u a g e   s e t   t o   P o l i s h 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   P o l a n d 	 -	>	7	>	  *	I	2	?	6	  	0	  &	@	  			 L a n g u a g e   s e t   t o   P o l i s h 	 L a n g u a g e   s e t   t o   P o l i s h 	 L a n g u a g e   s e t   t o   P o l i s h 	 A   n y e l v   l e n g y e l r e    l l  t v a 	 L a n g u a g e   s e t   t o   P o l i s h 	 L a n g u a g e   s e t   t o   P o l i s h 	 L a n g u a g e   s e t   t o   P o l i s h 	 T a a l   i n g e s t e l d   o p   P o o l s 	 L a n g u a g e   s e t   t o   P o l i s h 	 L a n g u a g e   s e t   t o   P o l i s h 	 A ci   s e l e c t a t   l i m b a   p o l o n e z 	 L a n g u a g e   s e t   t o   P o l i s h 	 L a n g u a g e   s e t   t o   P o l i s h 	     	 L a n g u a g e   s e t   t o   P o l i s h 	 *	I	2	?	6	  -	>	7	>	  8	G		  	0	>		 2('F  1H  DG3*'F  *F8E  4/	 2('F  ~HD4  3y  ,&	     	 					  					  			  			  					  	 -
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 S S C _ S T R _ E R R _ S E T _ D A N I S H 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   D a n i s h . 	 E r r o r   i n   s e t   D a n i s h 	 9Ne-[/	 9Ne[	 4%2C2#1IH2@G 2)2@!2#L	 E r r o r   a l   e s t a b l e c e r   a   d a n  s 	 E r r e u r   d e   r  g l a g e   s u r   D a n o i s 	 F e h l e r   i n   e i n g e s t e l l t e m   D  n i s c h 	 H81:0  ?@8  CAB0=>2:5  40BA:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   d a n e s e 	 .7#  AJ  6(7  'DD:)  'D/FE'1CJ)	 E r r o   a o   d e f i n i r   D i n a m a r q u  s 	 E r r o r   i n   S e t   D a n i s h 	 t   t i n g   a n   M c h   l i 	 E r r o r   i n   S e t   D a n i s h 	 R a l a t   d a l a m   s e t   b a h a s a   D e n m a r k 	 8	G		  	?		  		  !	H	(	?	6	  .	G		  $	M	0	A		?		 E r r o r   i n   S e t   D a n i s h 	 E r r o r   i n   S e t   D a n i s h 	 E r r o r   i n   S e t   D a n i s h 	 H i b a   a   d  n   b e  l l  t  s a   k  z b e n 	 E r r o r   i n   S e t   D a n i s h 	 E r r o r   i n   S e t   D a n i s h 	 E r r o r   i n   S e t   D a n i s h 	 F o u t   i n   D e e n s e   t a a l 	 E r r o r   i n   S e t   D a n i s h 	 E r r o r   i n   S e t   D a n i s h 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   d a n e z e 	 E r r o r   i n   S e t   D a n i s h 	 E r r o r   i n   S e t   D a n i s h 	       	 E r r o r   i n   S e t   D a n i s h 	 !	G	(	?	6	  8	G		  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E    2('F  /'FE'1	 F4  3y  1F  E  :D7	     	 							  				    							 !
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	 E r r o r   a l   e s t a b l e c e r   a   c h e c o 	 E r r e u r   d e   r  g l a g e   s u r   T c h  q u e 	 F e h l e r   i n   e i n g e s t e l l t e m   T s c h e c h i s c h 	 H81:0  ?@8  CAB0=>2:5  G5HA:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   c e c o 	 .7#  AJ  6(7  'DD:)  'D*4JCJ)	 E r r o   a o   d e f i n i r   C h e c o 	 E r r o r   i n   S e t   C z e c h 	 t   t i n g   T i p   K h c   l i 	 E r r o r   i n   S e t   C z e c h 	 R a l a t   d a l a m   s e t   b a h a s a   C z e c h 	 8	G		  	?		  		  	H		  .	G		  $	M	0	A		?		 E r r o r   i n   S e t   C z e c h 	 E r r o r   i n   S e t   C z e c h 	 E r r o r   i n   S e t   C z e c h 	 H i b a   a   c s e h   b e  l l  t  s a   k  z b e n 	 E r r o r   i n   S e t   C z e c h 	 E r r o r   i n   S e t   C z e c h 	 E r r o r   i n   S e t   C z e c h 	 F o u t   i n   T s j e c h i s c h e   t a a l 	 E r r o r   i n   S e t   C z e c h 	 E r r o r   i n   S e t   C z e c h 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   c e h e 	 E r r o r   i n   S e t   C z e c h 	 E r r o r   i n   S e t   C z e c h 	       ' 	 E r r o r   i n   S e t   C z e c h 	 	E		  8	G		  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E    2('F  	   3y  1F  E  :D7	     	 			  			  			  					  							 
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e h u   v a l o d a s   i e s t a t +aa n 	 T  r g e   t ae h h i   k e e l e   s e a d m i s e l 	 Iemeev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   c e h e 	 
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 S S C _ S T R _ E R R _ S E T _ P O L I S H 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   P o l i s h . 	 E r r o r   i n   s e t   P o l i s h 	 l-e-[/	 lpQe[	 4%2C2#1IH2@G 2)2BA%L	 E r r o r   a l   e s t a b l e c e r   a   p o l a c o 	 E r r e u r   d e   r  g l a g e   s u r   P o l o n a i s 	 F e h l e r   i n   e i n g e s t e l l t e m   P o l n i s c h 	 H81:0  ?@8  CAB0=>2:5  ?>;LA:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   p o l a c c o 	 .7#  AJ  6(7  'DD:)  'D(HDF/J)	 E r r o   a o   d e f i n i r   P o l a c o 	 E r r o r   i n   S e t   P o l i s h 	 t   t i n g   B a   L a n   l i 	 E r r o r   i n   S e t   P o l i s h 	 R a l a t   d a l a m   s e t   b a h a s a   P o l a n d 	 8	G		  	?		  		  *	I	2	?	6	  .	G		  $	M	0	A		?		 E r r o r   i n   S e t   P o l i s h 	 E r r o r   i n   S e t   P o l i s h 	 E r r o r   i n   S e t   P o l i s h 	 H i b a   a   l e n g y e l   b e  l l  t  s a   k  z b e n 	 E r r o r   i n   S e t   P o l i s h 	 E r r o r   i n   S e t   P o l i s h 	 E r r o r   i n   S e t   P o l i s h 	 F o u t   i n   P o o l s e   t a a l 	 E r r o r   i n   S e t   P o l i s h 	 E r r o r   i n   S e t   P o l i s h 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   p o l o n e z e 	 E r r o r   i n   S e t   P o l i s h 	 E r r o r   i n   S e t   P o l i s h 	       	 E r r o r   i n   S e t   P o l i s h 	 *	I	2	?	6	    	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E    2('F  DG3*'F	 ~HD4  3y  1F  E  :D7	     	 			  			  					  					  							 *
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	 8FM  9@0?/(M  2K  &K7	 ><8;:0  ?@8  2AB0=>2;5==V  C3>@AL:>W  <>28	 







  


  






  


	       	 I p h u t h a   k w i s i - H u n g a r i a n   e s i s e t h i w e 	 I m p a z a m o   e k u s e t e n i   i s i H a n g a r i a n 	 H i t i l a f u   k a t i k a   K i h a n g a r i   k i l i c h o s e t i w a 	 F o u t   m e t   H o n g a a r s 	 V e n g r s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   u n g r u   v a l o d a s   i e s t a t +aa n 	 T  r g e   u n g a r i   k e e l e   s e a d m i s e l 	 @xvcaeev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   m a g h i a r e 	 9
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 	 9MG0?(  8GM  0?,>0G  $M0A?	 G a b i m   n e   r e g j i s t r i m i n   h u n g a r i s h t 	 											  			  				  							 	 	 	 	 	 	 	 E r r o   a o   d e f i n i r   h  n g a r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ N O R W E G I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 N O 	 	 	 	 	 	 	 	 N O 	 	 	 	 	 	 	 	 N O 	 H I N D I 	 N O N 	 N O 	 N    D  A N 
 
 W G U I _ C A T E G O R Y _ n o r w e g i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 n o 	 	 	 	 	 	 	 	 n o 	 	 	 	 	 	 	 	 n o 	 h i n d i 	 n o n 	 n o 	 n    d  a n 
 
 W G U I _ C A T E G O R Y _ D U T C H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 N L 	 H L L 	 N L 	 	 	 	 	 	 	 	 N L 	 	 	 	 	 	 	 	 N L 	 N L 	 N L 	 N L 	 N L 
 
 W G U I _ C A T E G O R Y _ d u t c h _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 n l 	 h l l 	 n l 	 	 	 	 	 	 	 	 n l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ S L O V A K _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 S K 	 	 	 	 	 	 	 	 S K 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ s l o v a k _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 s k 	 	 	 	 	 	 	 	 s k 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ A R A B I C _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 A R 	 	 	 	 	 	 	 	 A R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ N O R W E G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   N O 	 N O 	 'Y[*cZe	 'YQ*cZe	 N O 	 N O 	 N O 	 N O 	 M u l t i t a p   N O 	 N O 	 N O 	 N O 	 N O 	 N U Y 	 M u l t i t a p   N O 	 N O 	 N O 	 M u l t i t a p   N O 	 M u l t i t a p   N O 	 T r a d y c y j n e   w p i s y w a n i e   -   N O 	 N O 	 M u l t i t a p   N O 	 M u l t i t a p   N O 	 M u l t i t a p   N O 	 N O 	 M u l t i t a p   N O 	 V i ae s t r u k i   u n o s   N O 	 N O 	 M u l t i t a p   N O 	     N O 	 N O 	 M u l t i t a p   N O 	 .	2	M		@		E	*	  N O 	 N O 	 N O EDy  y~	   N O 	 N O 	 .
2

@

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*
  
(

	 .2M@>*M  (M	 28G09=0  N O 	 







  N O 	   N O 	 I - M u l t i t a p   n o 	 U m n o m b o   o m n i n z i   w e N O 	 M u l t i t a p   N O 	 N O 	 M u l t i t a p   N O 	 M u l t i t a p   N O 	 M u l t i t a p   N O 	 ?ovaok  pzxtx~  FH	   N O 	 M u l t i t a s t   N O 	 .
3
M

 
M

?

>
*
M
*
M
  N O 	 .2M?M_>*  N O 	 M u l t i t a p   N O 	 									  N O 	 	 	 	 	 	 	 	 N O 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ N O R W E G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   n o 	 n o 	 \[*cZe	 \Q*cZe	 n o 	 n o 	 n o 	 n o 	 M u l t i t a p   n o 	 n o 	 n o 	 n o 	 n o 	 n u y 	 M u l t i t a p   n o 	 n o 	 n o 	 M u l t i t a p   n o 	 M u l t i t a p   n o 	 T r a d y c y j n e   w p i s y w a n i e   -   n o 	 n o 	 M u l t i t a p   n o 	 M u l t i t a p   n o 	 M u l t i t a p   n o 	 n o 	 M u l t i t a p   n o 	 V i ae s t r u k i   u n o s   n o 	 n o 	 M u l t i t a p   n o 	     n o 	 n o 	 M u l t i t a p   n o 	 .	2	M		@		E	*	  n o 	 n o 	 n o EDy  y~	   n o 	 n o 	 .
2

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  
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  
(

	 .2M@>*M  (M	 28G09=0  n o 	 







  n o 	   n o 	 I - M u l t i t a p   N O 	 U m n o m b o   o m n i n z i   w e - n o 	 M u l t i t a p   n o 	 n o 	 M u l t i t a p   n o 	 M u l t i t a p   n o 	 M u l t i t a p   n o 	 ?ovaok  pzxtx~  vx	   n o 	 M u l t i t a s t   n o 	 .
3
M

 
M

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M
*
M
  n o 	 .2M?M_>*  n o 	 M u l t i t a p   n o 	 									  n o 	 	 	 	 	 	 	 	 n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ N O R W E G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   N O 	 S m a r t   N O 	 zfga*cZe'Y[	 zf*cZe'YQ	 S m a r t   N O 	 S m a r t   N O 	 i n t e l l i g e n t   N O 	 S m a r t - N O 	 S m a r t   N O 	 N O   i n t u i t i v o 	 B'EH3  F1HJ,J  N O 	 N O   i n t e l i g e n t e 	 S m a r t   N O 	 N O   t h  n g   m i n h 	 S m a r t   N O 	 N O   P i n t a r 	 8	M	.	>	0	M		  (	I	0	M	5	G		?	/	(		 S m a r t   N O 	 S m a r t   N O 	 M e t o d a   s Bo w n i k o w a   -   N O 	 I n t e l l i g e n s   N O   	 S m a r t   N O 	 S m a r t   N O 	 S m a r t   N O 	 S m a r t   N O 	 S m a r t   N O 	 I n t e l i g e n t n i   N O 	 N O   i n t e l i g e n t 	 S m a r t   N O 	   N O 	 S m a r t   N O 	 S m a r t   N O 	 8	M	.	>	0	M		  N O 	 N O   GH4EF/	 N O '3E'1y	   N O 	 							  			 
A
8
$
  
(

	 8M.>0MM  (M	 =B5;5:BC0;L=0  N O 	 






  N O 	   N O 	 I - S m a r t   n o 	 I - N O   e s e m g a n g a t h w e n i 	 S m a r t   N O 	 S l i m   N O 	 I n t e l e k t u a l u s i s   N O 	 S m a r t   N O 	 S m a r t   N O 	 =elak  FH	   N O 	 S m a r t   N O 	 8
M
.
>
0
M

 
M

M
  N O 	 8M.>0M  N O 	 S m a r t   N O 	 							  N O 	 	 	 	 	 	 	 	 N O   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ N O R W E G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   n o 	 S m a r t   n o 	 zfga*cZe\[	 zf*cZe\Q	 S m a r t   n o 	 S m a r t   n o 	 i n t e l l i g e n t   n o 	 S m a r t - n o 	 S m a r t   n o 	 n o   i n t u i t i v o 	 B'EH3  F1HJ,J  n o 	 n o   i n t e l i g e n t e 	 S m a r t   n o 	 n o   t h  n g   m i n h 	 S m a r t   n o 	 n o   P i n t a r 	 8	M	.	>	0	M		  (	I	0	M	5	G		?	/	(		 S m a r t   n o 	 S m a r t   n o 	 M e t o d a   s Bo w n i k o w a   -   n o 	 I n t e l l i g e n s   n o 	 S m a r t   n o 	 S m a r t   n o 	 S m a r t   n o 	 S m a r t   n o 	 S m a r t   n o 	 I n t e l i g e n t n i   n o 	 n o   i n t e l i g e n t 	 S m a r t   n o 	   n o 	 S m a r t   n o 	 S m a r t   n o 	 8	M	.	>	0	M		  n o 	 n o   GH4EF/	 n o '3E'1y	   n o 	 							  			 
A
8
$
  
K

@
  
(

	 8M.>0M  (M	 =B5;5:BC0;L=0  n o 	 






  n o 	   n o 	 I - S m a r t   N O 	 I - n o   e s e m g a n g a t h w e n i 	 S m a r t   n o 	 S l i m   n o 	 I n t e l e k t u a l u s i s   n o 	 S m a r t   n o 	 S m a r t   n o 	 =elak  vx	   n o 	 S m a r t   n o 	 8
M
.
>
0
M

 
M

M
  n o 	 8M.>0M  n o 	 S m a r t   n o 	 							  n o 	 	 	 	 	 	 	 	 N o   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ D U T C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   N L 	 N L 	 'Y[w-e	 'YQwpQe	 N L 	 N L 	 N L 	 N L 	 M u l t i t a p   N L 	 N L 	 N L 	 N L 	 N L 	 H L A N 	 M u l t i t a p   N L 	 N L 	 N L 	 M u l t i t a p   N L 	 M u l t i t a p   N L 	 T r a d y c y j n e   w p i s y w a n i e   -   N L 	 N L 	 M u l t i t a p   N L 	 M u l t i t a p   N L 	 M u l t i t a p   N L 	 N L 	 M u l t i t a p   N L 	 V i ae s t r u k i   u n o s   N L 	 N L 	 M u l t i t a p   N L 	     N L 	 N L 	 M u l t i t a p   N L 	 .	2	M		@		E	*	  N L 	 N L 	 N L EDy  y~	   N L 	 N L 	 .
2

@

H
*
  
(

2
	 .2M@>*M  (M2M	 28G09=0  N L 	 







  N L 	   N L 	 I - M u l t i t a p   n l 	 U m n o m b o   o m n i n z i   w e N L 	 M u l t i t a p   N L 	 N L 	 M u l t i t a p   N L 	 M u l t i t a p   N L 	 M u l t i t a p   N L 	 ?ovaok  pzxtx~  @<	   N L 	 M u l t i t a s t   N L 	 .
3
M

 
M

?

>
*
M
*
M
  N L 	 .2M?M_>*  N L 	 M u l t i t a p   H L L 	 									  N L 	 	 	 	 	 	 	 	 N L 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ D U T C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   n l 	 n l 	 \[w-e	 \QwpQe	 n l 	 n l 	 n l 	 n l 	 M u l t i t a p   n l 	 n l 	 n l 	 n l 	 n l 	 h l a n 	 M u l t i t a p   n l 	 n l 	 n l 	 M u l t i t a p   n l 	 M u l t i t a p   n l 	 T r a d y c y j n e   w p i s y w a n i e   -   n l 	 n l 	 M u l t i t a p   n l 	 M u l t i t a p   n l 	 M u l t i t a p   n l 	 n l 	 M u l t i t a p   n l 	 V i ae s t r u k i   u n o s   n l 	 n l 	 M u l t i t a p   n l 	     n l 	 n l 	 M u l t i t a p   n l 	 .	2	M		@		E	*	  n l 	 n l 	 n l EDy  y~	   n l 	 n l 	 .
2

@

H
*
  
K

@
  
(

2
	 .2M@>*M  (M2M	 28G09=0  n l 	 







  n l 	     n l 	 I - M u l t i t a p   N L 	 U m n o m b o   o m n i n z i   w e - n l 	 M u l t i t a p   n l 	 n l 	 M u l t i t a p   n l 	 M u l t i t a p   n l 	 M u l t i t a p   n l 	 ?ovaok  pzxtx~  pl	   n l 	 M u l t i t a s t   n l 	 .
3
M

 
M

?

>
*
M
*
M
  n l i 	 .2M?M_>*  n l 	 M u l t i t a p   h l l 	 									  n l 	 	 	 	 	 	 	 	 n l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ D U T C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   N L 	 S m a r t   N L 	 zfgaw-e'Y[	 zfwpQe'YQ	 S m a r t   N L 	 S m a r t   N L 	 i n t e l l i g e n t   N L 	 S m a r t - N L 	 S m a r t   N L 	 N L   i n t u i t i v o 	 B'EH3  GHDF/J  N L 	 N L   i n t e l i g e n t e 	 S m a r t   N L 	 N L   t h  n g   m i n h 	 S m a r t   N L 	 N L   P i n t a r 	 8	.	>	0	M		  !			 S m a r t   N L 	 S m a r t   N L 	 M e t o d a   s Bo w n i k o w a   -   N L 	 I n t e l l i g e n s   N L   	 S m a r t   N L 	 S m a r t   N L 	 S m a r t   N L 	 S m a r t   N L 	 S m a r t   N L 	 I n t e l i g e n t n i   N L 	 N L   i n t e l i g e n t 	 S m a r t   N L 	   N L 	 S m a r t   N L 	 S m a r t   N L 	 8	M	.	>	0	M		  N L 	 N L   GH4EF/	 N L '3E'1y	   N L 	 							  					 
A
8
$
  
(

2
	 8M.>0MM  (M2M	 =B5;5:BC0;L=0  N L 	 






  N L 	   N L 	 I - S m a r t   n l 	 I - N L   e s e m g a n g a t h w e n i 	 S m a r t   N L 	 S l i m   N L 	 I n t e l e k t u a l u s i s   N L 	 S m a r t   N L 	 S m a r t   N L 	 =elak  @<	   N L 	 S m a r t   N L 	 8
M
.
>
0
M

 
M

M
  N L 	 8M.>0M  N L 	 S m a r t   H L L 	 							  N L 	 	 	 	 	 	 	 	 N L   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ D U T C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   n l 	 S m a r t   n l 	 zfgaw-e\[	 zfwpQe\Q	 S m a r t   n l 	 S m a r t   n l 	 i n t e l l i g e n t   n l 	 S m a r t - n l 	 S m a r t   n l 	 n l   i n t u i t i v o 	 B'EH3  GHDF/J  n l 	 n l   i n t e l i g e n t e 	 S m a r t   n l 	 n l   t h  n g   m i n h 	 S m a r t   n l 	 n l   P i n t a r 	 8	.	>	0	M		  !			 S m a r t   n l 	 S m a r t   n l 	 M e t o d a   s Bo w n i k o w a   -   n l 	 I n t e l l i g e n s   n l 	 S m a r t   n l 	 S m a r t   n l 	 S m a r t   n l 	 S m a r t   n l 	 S m a r t   n l 	 I n t e l i g e n t n i   n l 	 n l   i n t e l i g e n t 	 S m a r t   n l 	   n l 	 S m a r t   n l 	 S m a r t   n l 	 8	M	.	>	0	M		  n l 	 n l   GH4EF/	 n l '3E'1y	   n l 	 							  					 
A
8
$
  
K

@
  
(

2
	 8M.>0MM  (M2M	 =B5;5:BC0;L=0  n l 	 






  n l 	   n l 	 I - S m a r t   N L 	 I - n l   e s e m g a n g a t h w e n i 	 S m a r t   n l 	 S l i m   n l 	 I n t e l e k t u a l u s i s   n l 	 S m a r t   n l 	 S m a r t   n l 	 =elak  pl	   n l 	 S m a r t   n l 	 8
M
.
>
0
M

 
M

M
  n l 	 8M.>0M  n l 	 S m a r t   h l l 	 							  n l 	 	 	 	 	 	 	 	 n l   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   n l 	 S m a r t   n l 	 S m a r t   n l 	 S m a t   n l 	 N l   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ S L O V A K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   S K 	 S K 	 'Y[emOKQe	 'YQemOKQe	 S K 	 S K 	 S K 	 S K 	 M u l t i t a p   S K 	 S K 	 S K 	 S K 	 S K 	 S L O V A K I A 	 M u l t i t a p   S K 	 S K 	 S K 	 M u l t i t a p   S K 	 M u l t i t a p   S K 	 T r a d y c y j n e   w p i s y w a n i e   -   S K 	 S K 	 M u l t i t a p   S K 	 M u l t i t a p   S K 	 M u l t i t a p   S K 	 S K 	 M u l t i t a p   S K 	 V i ae s t r u k i   u n o s   S K 	 S K 	 M u l t i t a p   S K 	     S K 	 S K 	 M u l t i t a p   S K 	 .	2	M		@		E	*	  S K 	 S K 	 S K EDy  y~	   S K 	 S K 	 .
2

@

H
*
  
8

G
	 .2M@>*M  8M  F	 28G09=0  S K 	 







  S K 	   S K 	 I - M u l t i t a p   s k 	 U m n o m b o   o m n i n z i   w e S K 	 M u l t i t a p   S K 	 S K 	 M u l t i t a p   S K 	 M u l t i t a p   S K 	 M u l t i t a p   S K 	 ?ovaok  pzxtx~  M?	   S K 	 M u l t i t a s t   S K 	 .
3
M

 
M

?

>
*
M
*
M
  S K 	 .2M?M_>*  S K 	 M u l t i t a p   S K 	 									  S K 	 	 	 	 	 	 	 	 S K 	 	 	 	 	 	 	 	 M u l t i t a p   S K 	 M u l t i t a p   S K 	 M u l t i t a p   S K 	 M l t i t a p   S K 	 I l t a p  i l   S K 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ S L O V A K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   s k 	 s k 	 \[emOKQe	 \QemOKQe	 s k 	 s k 	 s k 	 s k 	 M u l t i t a p   s k 	 s k 	 s k 	 s k 	 s k 	 s l o v a k i a 	 M u l t i t a p   s k 	 s k 	 s k 	 M u l t i t a p   s k 	 M u l t i t a p   s k 	 T r a d y c y j n e   w p i s y w a n i e   -   s k 	 s k 	 M u l t i t a p   s k 	 M u l t i t a p   s k 	 M u l t i t a p   s k 	 s k 	 M u l t i t a p   s k 	 V i ae s t r u k i   u n o s   s k 	 s k 	 M u l t i t a p   s k 	     s k 	 s k 	 M u l t i t a p   s k 	 .	2	M		@		E	*	  s k 	 s k 	 s k '3E'1y	   s k 	 s k 	 .
2

@

H
*
  
K

@
  
8

G
	 .2M@>*M  8M  F	 28G09=0  s k 	 







  s k 	   s k 	 I - M u l t i t a p   S K 	 U m n o m b o   o m n i n z i   w e - s k 	 M u l t i t a p   s k 	 s k 	 M u l t i t a p   s k 	 M u l t i t a p   s k 	 M u l t i t a p   s k 	 ?ovaok  pzxtx~  }o	   s k 	 M u l t i t a s t   s k 	 .
3
M

 
M

?

>
*
M
*
M
  s k 	 .2M?M_>*  s k 	 M u l t i t a p   s k 	 									  s k 	 	 	 	 	 	 	 	 s k 	 	 	 	 	 	 	 	 M u l t i t a p   s k 	 M u l t i t a p   s k 	 M u l t i t a p   s k 	 M l t i t a p   s k 	 I l t a p  i l   s k 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ S L O V A K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   S K 	 S m a r t   S K 	 zfgaemOKQe'Y[	 zfemOKQe'YQ	 S m a r t   S K 	 S m a r t   S K 	 i n t e l l i g e n t   S K 	 S m a r t - S K 	 S m a r t   S K 	 S K   i n t u i t i v o 	 B'EH3  3DHA'CJ  S K 	 S K   i n t e l i g e n t e 	 S m a r t   S K 	 S K   t h  n g   m i n h 	 S m a r t   S K 	 S K   P i n t a r 	 8	M	.	>	0	M		  8	M	2	K	5	H			 S m a r t   S K 	 S m a r t   S K 	 M e t o d a   s Bo w n i k o w a   -   S K 	 I n t e l l i g e n s   S K   	 S m a r t   S K 	 S m a r t   S K 	 S m a r t   S K 	 S m a r t   S K 	 S m a r t   S K 	 I n t e l i g e n t n i   S K 	 S K   i n t e l i g e n t 	 S m a r t   S K 	   S K 	 S m a r t   S K 	 S m a r t   S K 	 8	M	.	>	0	M		  S K 	 S K   GH4EF/	 S K '3E'1y	   S K 	 							  					 
A
8
$
  
.

G
	 8M.>0MM  8M  F	 =B5;5:BC0;L=0  S K 	 






  S K 	   S K 	 I - S m a r t   s k 	 I - S K   e s e m g a n g a t h w e n i 	 S m a r t   S K 	 S l i m   S K 	 I n t e l e k t u a l u s i s   S K 	 S m a r t   S K 	 S m a r t   S K 	 =elak  M?	   S K 	 S m a r t   S K 	 8
M
.
>
0
M

 
M

M
  S K 	 8M.>0M  S K 	 S m a r t   S K 	 							  S K 	 	 	 	 	 	 	 	 S K   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ S L O V A K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   s k 	 S m a r t   s k 	 zfgaemOKQe\[	 zfemOKQe\Q	 S m a r t   s k 	 S m a r t   s k 	 i n t e l l i g e n t   s k 	 S m a r t - s k 	 S m a r t   s k 	 s k   i n t u i t i v o 	 B'EH3  3DHA'CJ  s k 	 s k   i n t e l i g e n t e 	 S m a r t   s k 	 s k   t h  n g   m i n h 	 S m a r t   s k 	 s k   P i n t a r 	 8	M	.	>	0	M		  8	M	2	K	5	H			 S m a r t   s k 	 S m a r t   s k 	 M e t o d a   s Bo w n i k o w a   -   s k 	 I n t e l l i g e n s   s k 	 S m a r t   s k 	 S m a r t   s k 	 S m a r t   s k 	 S m a r t   s k 	 S m a r t   s k 	 I n t e l i g e n t n i   s k 	 s k   i n t e l i g e n t 	 S m a r t   s k 	   s k 	 S m a r t   s k 	 S m a r t   s k 	 8	M	.	>	0	M		  s k 	 s k   GH4EF/	 s k '3E'1y	   s k 	 							  					 
A
8
$
  
K

@
  
8

G
	 8M.>0MM  8M  F	 =B5;5:BC0;L=0  s k 	 






  s k 	   s k 	 I - S m a r t   S K 	 I - s k   e s e m g a n g a t h w e n i 	 S m a r t   s k 	 S l i m   s k 	 I n t e l e k t u a l u s i s   s k 	 S m a r t   s k 	 S m a r t   s k 	 =elak  }o	   s k 	 S m a r t   s k 	 8
M
.
>
0
M

 
M

M
  s k 	 8M.>0M  s k 	 S m a r t   s k 	 							  s k 	 	 	 	 	 	 	 	 s k   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ A R A B I C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   M u l t i t a p   A r a b i c 	 A r a b i c 	 ?b/Oe	 ?b/Oe	 !1%4A  -2#04	 M u l t i t a p    r a b e 	 A r a b e   n o r m a l 	 M u l t i t a p - A r a b i s c h 	 M u l t i t a p   A r a b i c 	 A r a b o 	 'D91(J)  (F8'E  'D6:7  'DE*9//	 M u l t i t a p    r a b e 	 M u l t i t a p   A r a p  a 	   r p   c h u n 	 A r a b   m u l t i t e k a n 	 B a h a s a   A r a b   b e r b i l a n g   k e t i k   	 .	2	M		@		G	*	  	0	,	@		 M u l t i t a p   A r a b i c 	 M u l t i t a p   A r a b i c 	 M u l t i t a p   A r a b i c 	 A r a b 	 M u l t i t a p   A r a b i c 	 M u l t i t a p   A r a b i c 	 M u l t i t a p   A r a b i c 	 M u l t i t a p   A r a b i s c h 	 M u l t i t a p   A r a b i c 	 V i ae s t r u k i   u n o s   A r a b i c 	 M u l t i - t a s t   a r a b 	 M u l t i t a p   A r a b i c 	     A r a b i c 	   M u l t i t a p 	 M u l t i t a p   A r a b i c 	 .	2	M		@		E	*	  	0	>	,	?			 91(  F/61(G  '	 EDy  y~  91(	   	 											  					 .
2

@

H
,
  
0
H
,
?

	 .2M@>*M  0>,?M	 28G09=0  0@01AL:0	 







  





	   	 I - M u l t i t a p   A r a b i c 	 U m n o m b o   o m n i n z i   w e - A r a b i c 	 M u l t i t a p   A r a b i c 	 A r a b i e s 	 M u l t i t a p   a r a b s  k . 	 M u l t i t a p   A r a b i c 	 M u l t i t a p   a r a a b i a 	 ?ovaok  pzxtx~  1abeev	   	 M u l t i t a s t   a r a b 	 .
3
M

 
M

?

>
*
M
*
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 S S C _ S C R _ L A N G U A G E _ N O R W E G I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   N o r w e g i a n   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   N o r w e g i a n 	  -[p\ n *cZe	  [:N\ n *cZe	 1IH2@G 2)2-#L@'"L	 I d i o m a   e s t a b l e c i d o   a   n o r u e g o 	 L a n g u e   r  g l  e   s u r   N o r v  g i e n 	 S p r a c h e   e i n g e s t e l l t   a u f   N o r w e g i s c h 	 /7K:  CAB0=>2;5=  =0  =>@256A:89	 L i n g u a   i m p o s t a t a   s u   n o r v e g e s e 	 6(7  ('DD:)  'DF1HJ,J)	 I d i o m a   d e f i n i d o   p a r a   N o r u e g u  s 	   L a n g u a g e   s e t   t o   N o r w e g i a n 	 t   n g  n   n g   t h  n h   t i n g   N a   U y 	 L a n g u a g e   s e t   t o   N o r w e g i a n 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   N o r w a y 	 -	>	7	>	  (	I	0	M	5	G		?		(	  	0	  &	@	  			 I n d s t i l   s p r o g   t i l   N o r w e g i a n 	 N a s t a v e n    j a z y k a   n a   N o r w e g i a n 	 U s t a w   j z y k   n a   N o r w e g i a n 	 N o r w e g i a n   v a l g t   s o m   s p r  k 	 N o r w e g i a n   v a l g t   s o m   s p r  k 	 N o r w e g i a n   v a l g t   s o m   s p r  k 	 L a n g u a g e   s e t   t o   N o r w e g i a n 	 T a a l   i n g e s t e l d   o p   N o o r s 	 L a n g u a g e   s e t   t o   N o r w e g i a n 	 L a n g u a g e   s e t   t o   N o r w e g i a n 	 A ci   s e l e c t a t   l i m b a   n o r v e g i a n 	 L a n g u a g e   s e t   t o   N o r w e g i a n 	 L a n g u a g e   s e t   t o   N o r w e g i a n 	     	 L a n g u a g e   s e t   t o   N o r w e g i a n 	 (	I	0	5	G	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  F1H  *F8E  4/	 2('F  F'1HF  3y  ,&	     	 										  					  			  			  					  	 -
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 
 S S C _ S C R _ L A N G U A G E _ D U T C H _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   D u t c h   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   D u t c h 	  -[p\ n w-e	  [:N\ n wpQe	 1IH2@G 2)21
L	 I d i o m a   e s t a b l e c i d o   a   h o l a n d  s 	 L a n g u e   r  g l  e   s u r   H o l l a n d a i s 	 S p r a c h e   e i n g e s t e l l t   a u f   H o l l  n d i s c h 	 /7K:  CAB0=>2;5=  =0  3>;;0=4A:89	 L i n g u a   i m p o s t a t a   s u   o l a n d e s e 	 6(7  ('DD:)  'DGHDF/J)	 I d i o m a   d e f i n i d o   p a r a   N e e r l a n d  s 	   L a n g u a g e   s e t   t o   D u t c h 	 t   n g  n   n g   t h  n h   t i n g   H    L a n 	 L a n g u a g e   s e t   t o   D u t c h 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   B e l a n d a 	 -	>	7	>	  !		  	0	  &	@	  			 I n d s t i l   s p r o g   t i l   D u t c h 	 N a s t a v e n    j a z y k a   n a   D u t c h 	 U s t a w   j z y k   n a   D u t c h 	 D u t c h   v a l g t   s o m   s p r  k 	 D u t c h   v a l g t   s o m   s p r  k 	 D u t c h   v a l g t   s o m   s p r  k 	 L a n g u a g e   s e t   t o   D u t c h 	 T a a l   i n g e s t e l d   o p   N e d e r l a n d s 	 L a n g u a g e   s e t   t o   D u t c h 	 L a n g u a g e   s e t   t o   D u t c h 	 A ci   s e l e c t a t   l i m b a   o l a n d e z 	 L a n g u a g e   s e t   t o   D u t c h 	 L a n g u a g e   s e t   t o   D u t c h 	     	 L a n g u a g e   s e t   t o   D u t c h 	 !	I		  -	>	7	>	  8	G		  	0	>		 2('F  1H  GDF/  *F8E  4/	 2('F    3y  ,&	     	 			  					  			  			  					  	 -
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 
 S S C _ S C R _ L A N G U A G E _ S L O V A K _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   S l o v a k   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   S l o v a k 	  -[p\ n emOKQe	  [:N\ n emOKQe	 1IH2@G 2)2*B%'1	 I d i o m a   e s t a b l e c i d o   a   e s l o v a c o 	 L a n g u e   r  g l  e   s u r   S l o v a q u e 	 S p r a c h e   e i n g e s t e l l t   a u f   S l o w a k i s c h 	 /7K:  CAB0=>2;5=  =0  A;>20F:89	 L i n g u a   i m p o s t a t a   s u   s l o v a c c o 	 6(7  ('DD:)  'D3DHA'CJ)	 I d i o m a   d e f i n i d o   p a r a   E s l o v a c o 	   L a n g u a g e   s e t   t o   S l o v a k 	 t   n g  n   n g   t h  n h   t i n g   S l o v a k 	 L a n g u a g e   s e t   t o   S l o v a k 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   S l o v a k 	 -	>	7	>	  8	M	2	K	5	H		  	0	  &	@	  			 I n d s t i l   s p r o g   t i l   S l o v a k 	 N a s t a v e n    j a z y k a   n a   S l o v a k 	 U s t a w   j z y k   n a   S l o v a k 	 S l o v a k   v a l g t   s o m   s p r  k 	 S l o v a k   v a l g t   s o m   s p r  k 	 S l o v a k   v a l g t   s o m   s p r  k 	 L a n g u a g e   s e t   t o   S l o v a k 	 T a a l   i n g e s t e l d   o p   S l o v a a k s 	 L a n g u a g e   s e t   t o   S l o v a k 	 L a n g u a g e   s e t   t o   S l o v a k 	 A ci   s e l e c t a t   l i m b a   s l o v a c 	 L a n g u a g e   s e t   t o   S l o v a k 	 L a n g u a g e   s e t   t o   S l o v a k 	     	 L a n g u a g e   s e t   t o   S l o v a k 	 8	M	2	I	5		  -	>	7	>	  8	G		  	0	>		 2('F  1H  '3DH'  *F8E  4/	 2('F  3DHH  3y  ,&	     	 							  					  			  			  					  	 -
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 S S C _ S T R _ E R R _ S E T _ S L O V A K 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   S l o v a k 	 E r r o r   i n   s e t   S l o v a k 	 emOKQe-[/	 emOKQe[	 4%2C2#1IH2@G 2)2*B%'1	 E r r o r   a l   e s t a b l e c e r   a   e s l o v a c o 	 E r r e u r   d e   r  g l a g e   s u r   S l o v a q u e 	 F e h l e r   i n   e i n g e s t e l l t e m   S l o w a k i s c h 	 H81:0  ?@8  CAB0=>2:5  A;>20F:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l l o   s l o v a c c o 	 .7#  AJ  6(7  'DD:)  'D3DHA'CJ)	 E r r o   a o   d e f i n i r   E s l o v a c o 	 E r r o r   i n   S e t   S l o v a k 	 C  i   t   t i n g     S l o v a k   l i 	 E r r o r   i n   S e t   S l o v a k 	 R a l a t   d a l a m   m e n g e s e t k a n   b a h a s a   S l o v a k 	 8	G		  	?		  		  8	M	2	K	5	H		  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   S l o v a k 	 C h y b a   p Yi   n a s t a v e n    n a   S l o v a k 	 B Bd   w   u s t a w i a n i u   j z y k a   S l o v a k 	 F e i l   v e d   v a l g   a v   S l o v a k 	 F e i l   v e d   v a l g   a v   S l o v a k 	 F e i l   v e d   v a l g   a v   S l o v a k 	 E r r o r   i n   S e t   S l o v a k 	 F o u t   i n   S l o v a a k s e   t a a l 	 E r r o r   i n   S e t   S l o v a k 	 E r r o r   i n   S e t   S l o v a k 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   s l o v a c e 	 E r r o r   i n   S e t   S l o v a k 	 E r r o r   i n   S e t   S l o v a k 	       	 E r r o r   i n   S e t   S l o v a k 	 8	M	2	I	5		  8	G		  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E  2('F  '3DH'	 3DHH  3y  1F  E  :D7	     	 			  			  							  					  							 8
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 W G U I _ C A T E G O R Y _ S W E D I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S V 	 S U 	 S V 	 	 	 	 	 	 	 	 S V 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ S W E D I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   S V 	 S V 	 'Y[^txQe	 'YQ^txQe	 S V 	 S V 	 S V 	 S V 	 M u l t i t a p   S V 	 S V 	 S V 	 S V 	 S V 	 T I N 	 M u l t i t a p   S V 	 S V 	 S V 	 M u l t i t a p   S V 	 M u l t i t a p   S V 	 T r a d y c y j n e   w p i s y w a n i e   -   S V 	 S V 	 M u l t i t a p   S V 	 	 M u l t i t a p   S V 	 S V 	 M u l t i t a p   S V 	 M u l t i t a p   S V 	 S V 	 M u l t i t a p   S V 	     S V 	 S V 	 M u l t i t a p   S V 	 .	2	M		@		E	*	  S V 	 S V 	 S V EDy  y~	     ( ) 	 S V 	 .
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  S V 	   S V 	 I - M u l t i t a p   s v 	 I - S V   e s e m g a n g a t h w e n i 	 M u l t i t a p   S V 	 S V 	 M u l t i t a p   S V 	 M u l t i t a p   S V 	 M u l t i t a p   S V 	 ?ovaok  pzxtx~  GN	   S V 	 M u l t i t a s t   S V 	 .
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 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ S W E D I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   s v 	 s v 	 \[^txQe	 \Q^txQe	 s v 	 s v 	 s v 	 s v 	 M u l t i t a p   s v 	 s v 	 s v 	 s v 	 s v 	 t i n 	 M u l t i t a p   s v 	 s v 	 s v 	 M u l t i t a p   s v 	 M u l t i t a p   s v 	 T r a d y c y j n e   w p i s y w a n i e   -   s v 	 s v 	 M u l t i t a p   s v 	 	 M u l t i t a p   s v 	 s v 	 M u l t i t a p   s v 	 M u l t i t a p   s v 	 s v 	 M u l t i t a p   s v 	     s v 	 s v 	 M u l t i t a p   s v 	 .	2	M		@		E	*	  s v 	 s v 	 s v EDy  y~	       ( ) 	 s v 	 .
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  s v 	   s v 	 I - M u l t i t a p   S V 	 I - s v   e s e m g a n g a t h w e n i 	 M u l t i t a p   s v 	 s v 	 M u l t i t a p   s v 	 M u l t i t a p   s v 	 M u l t i t a p   s v 	 ?ovaok  pzxtx~  w~	   s v 	 M u l t i t a s t   s v 	 .
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 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ S W E D I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   S V 	 S m a r t   S V 	 zfga^txQe'Y[	 zf^txQe'YQ	 S m a r t   S V 	 S m a r t   S V 	 i n t e l l i g e n t   S V 	 S m a r t - S V 	 S m a r t   S V 	 S V   i n t u i t i v o 	 B'EH3  3HJ/J  S V 	 S V   i n t e l i g e n t e 	 S m a r t   S V 	 S V   t h  n g   m i n h 	 S m a r t   S V 	 S V   P i n t a r 	 8	M	.	>	0	M		  8	M	2	K	5	H			 S m a r t   S V 	 S m a r t   S V 	 M e t o d a   s Bo w n i k o w a   -   S V 	 I n t e l l i g e n s   S V 	 S m a r t   S V 	 	 S m a r t   S V 	 S m a r t   S V 	 S m a r t   S V 	 S m a r t   S V 	 S V   i n t e l i g e n t 	 S m a r t   S V 	   S V 	 S m a r t   S V 	 S m a r t   S V 	 8	M	.	>	0	M		  S V 	 S V   GH4EF/	 S V '3E'1y	     ( ) 	 							  					 
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5"	 I d i o m a   e s t a b l e c i d o   a   c r o a t a 	 L a n g u e   r  g l  e   s u r   C r o a t e 	 S p r a c h e   e i n g e s t e l l t   a u f   K r o a t i s c h 	 /7K:  CAB0=>2;5=  =0  E>@20BA:89	 L i n g u a   i m p o s t a t a   s u   c r o a t o 	 6(7  ('DD:)  'DC1H'*J)	 I d i o m a   d e f i n i d o   p a r a   C r o a t a 	   L a n g u a g e   s e t   t o   C r o a t i a n 	 t   n g  n   n g   t h  n h   t i n g     C r o a t i a n 	 L a n g u a g e   s e t   t o   C r o a t i a n 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   C r o a t i a 	 -	>	7	>	  	M	0	K		6	?		(	  	0	  &	@	  			 I n d s t i l   s p r o g   t i l   C r o a t i a n 	 N a s t a v e n    j a z y k a   n a   C r o a t i a n 	 U s t a w   j z y k   n a   C r o a t i a n 	 N y e l v    t  l l  t v a   h o r v  t r a 	 K i e l i v a l i n t a   C r o a t i a n 	 L a n g u a g e   s e t   t o   C r o a t i a n 	 L a n g u a g e   s e t   t o   C r o a t i a n 	 T a a l   i n g e s t e l d   o p   K r o a t i s c h 	 L a n g u a g e   s e t   t o   C r o a t i a n 	 L a n g u a g e   s e t   t o   C r o a t i a n 	 A ci   s e l e c t a t   l i m b a   c r o a t 	 L a n g u a g e   s e t   t o   C r o a t i a n 	 L a n g u a g e   s e t   t o   C r o a t i a n 	     	 L a n g u a g e   s e t   t o   C r o a t i a n 	 	M	0	I		6	?	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  1H'*  *F8E  4/	 2('F  1H&4  3y  ,&	     	 											  					  			  			  					  	 -
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 
 S S C _ S T R _ E R R _ S E T _ C R O A T I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   C r o a t i a n 	 E r r o r   i n   s e t   C r o a t i a n 	 KQWNe-[/	 KQW0WNe[	 4%2C2#1IH2@G 2)2B#@-@
5"	 E r r o r   a l   e s t a b l e c e r   a   c r o a t a 	 E r r e u r   d e   r  g l a g e   s u r   C r o a t e 	 F e h l e r   i n   e i n g e s t e l l t e m   K r o a t i s c h 	 H81:0  ?@8  CAB0=>2:5  E>@20BA:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   c r o a t o 	 .7#  AJ  6(7  'DD:)  'DC1H'*J)	 E r r o   a o   d e f i n i r   C r o a t a 	 E r r o r   i n   S e t   C r o a t i a n 	 C  i   t   t i n g   C r o a t i a n   l i 	 E r r o r   i n   S e t   C r o a t i a n 	 R a l a t   d a l a m   m e n g e s e t k a n   b a h a s a   C r o a t i a 	 8	G		  	?		  		  	M	0	K		6	?		(	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   C r o a t i a n 	 C h y b a   p Yi   n a s t a v e n    n a   C r o a t i a n 	 B Bd   w   u s t a w i a n i u   j z y k a   C r o a t i a n 	 H i b a   a   h o r v  t   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 V i r h e   v a i h d e t t a e s s a   v a l i t t u u n   k i e l e e n . 	 E r r o r   i n   S e t   C r o a t i a n 	 E r r o r   i n   S e t   C r o a t i a n 	 F o u t   i n   K r o a t i s c h e   t a a l 	 E r r o r   i n   S e t   C r o a t i a n 	 E r r o r   i n   S e t   C r o a t i a n 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   c r o a t e 	 E r r o r   i n   S e t   C r o a t i a n 	 E r r o r   i n   S e t   C r o a t i a n 	       	 E r r o r   i n   S e t   C r o a t i a n 	 	M	0	I	/	6	?	/	(	  8	G		  	0	>	  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E  2('F  1H'*	 1H&4  3y  1F  E  :D7	     	 			  			  											  					  							 
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 W G U I _ C A T E G O R Y _ c r o a t i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 h r 	 k r 	 h r 	 	 	 	 	 	 	 	 h r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ C R O A T I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   H R 	 H R 	 'Y[KQWNe	 'YQKQW0WNe	 H R 	 H R 	 H R 	 H R 	 M u l t i t a p   H R 	 H R 	 H R 	 H R 	 H R 	 C R O A T I A 	 M u l t i t a p   H R 	 H R 	 H R 	 M u l t i t a p   H R 	 M u l t i t a p   H R 	 T r a d y c y j n e   w p i s y w a n i e   -   H R 	 H R 	 M u l t i t a p   H R 	 M u l t i t a p   H R 	 M u l t i t a p   H R 	 H R 	 M u l t i t a p   H R 	 V i ae s t r u k i   u n o s   H R 	 H R 	 M u l t i t a p   H R 	     H R 	 H R 	 M u l t i t a p   H R 	 .	2	M		@		E	*	  H R 	 H R 	 H R EDy  y~	     ( ) 	 H R 	 .
2

@

H
*
  


0
	 .2M@>*M  M0M	 28G09=0  H R 	 







  H R 	   H R 	 I - M u l t i t a p   h r 	 U m n o m b o   o m n i n z i   w e H R 	 M u l t i t a p   H R 	 H R 	 M u l t i t a p   H R 	 M u l t i t a p   H R 	 M u l t i t a p   H R 	 ?ovaok  pzxtx~  =N	   H R 	 M u l t i t a s t   H R 	 .
3
M

 
M

?

>
*
M
*
M
  H R 	 .2M?M_>*  H R 	 M u l t i t a p   K R 	 									  H R 	 	 	 	 	 	 	 	 H R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ C R O A T I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   h r 	 h r 	 \[KQWNe	 \QKQW0WNe	 h r 	 h r 	 h r 	 h r 	 M u l t i t a p   h r 	 h r 	 h r 	 h r 	 h r 	 c r o a t i a 	 M u l t i t a p   h r 	 h r 	 h r 	 M u l t i t a p   h r 	 M u l t i t a p   h r 	 T r a d y c y j n e   w p i s y w a n i e   -   h r 	 h r 	 M u l t i t a p   h r 	 M u l t i t a p   h r 	 M u l t i t a p   h r 	 h r 	 M u l t i t a p   h r 	 V i ae s t r u k i   u n o s   h r 	 h r 	 M u l t i t a p   h r 	     h r 	 h r 	 M u l t i t a p   h r 	 .	2	M		@		E	*	  h r 	 h r 	 h r EDy  y~	       ( ) 	 h r 	 .
2

@

H
*
  
K

>
  


0
	 .2M@>*M  M0M	 28G09=0  h r 	 







  h r 	   h r 	 I - M u l t i t a p   H R 	 U m n o m b o   o m n i n z i   w e - h r 	 M u l t i t a p   h r 	 h r 	 M u l t i t a p   h r 	 M u l t i t a p   h r 	 M u l t i t a p   h r 	 ?ovaok  pzxtx~  m~	   h r 	 M u l t i t a s t   h r 	 .
3
M

 
M

?

>
*
M
*
M
  h r 	 .2M?M_>*  h r 	 M u l t i t a p   k r 	 									  h r 	 	 	 	 	 	 	 	 h r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ C R O A T I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   H R 	 S m a r t   H R 	 zfgaKQWNe'Y[	 zfKQW0WNe'YQ	 S m a r t   H R 	 S m a r t   H R 	 i n t e l l i g e n t   H R 	 S m a r t - H R 	 S m a r t   H R 	 H R   i n t u i t i v o 	 B'EH3  C1H'*J  H R 	 H R   i n t e l i g e n t e 	 S m a r t   H R 	 H R   t h  n g   m i n h 	 S m a r t   H R 	 H R   P i n t a r 	 8	M	.	>	0	M		  9	@	,	M	0	B		 S m a r t   H R 	 S m a r t   H R 	 M e t o d a   s Bo w n i k o w a   -   H R 	 I n t e l l i g e n s   H R   	 S m a r t   H R 	 S m a r t   H R 	 S m a r t   H R 	 S m a r t   H R 	 S m a r t   H R 	 I n t e l i g e n t n i   H R 	 H R   i n t e l i g e n t 	 S m a r t   H R 	   H R 	 S m a r t   H R 	 S m a r t   H R 	 8	M	.	>	0	M		  H R 	 H R   GH4EF/	 H R '3E'1y	     ( ) 	 							  						 
A
8
$
  


0
	 8M.>0MM  M0M	 =B5;5:BC0;L=0  H R 	 






  H R 	   H R 	 I - S m a r t   h r 	 I - H R   e s e m g a n g a t h w e n i 	 S m a r t   H R 	 S l i m   H R 	 I n t e l e k t u a l u s i s   H R 	 S m a r t   H R 	 S m a r t   H R 	 =elak  =N	   H R 	 S m a r t   H R 	 8
M
.
>
0
M

 
M

M
  H R 	 8M.>0M  H R 	 S m a r t   K R 	 							  H R 	 	 	 	 	 	 	 	 H R   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ C R O A T I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   h r 	 S m a r t   h r 	 zfgaKQWNe\[	 zfKQW0WNe\Q	 S m a r t   h r 	 S m a r t   h r 	 i n t e l l i g e n t   h r 	 S m a r t - h r 	 S m a r t   h r 	 h r   i n t u i t i v o 	 B'EH3  C1H'*J  h r 	 h r   i n t e l i g e n t e 	 S m a r t   h r 	 h r   t h  n g   m i n h 	 S m a r t   h r 	 h r   P i n t a r 	 8	M	.	>	0	M		  9	@	,	M	0	B		 S m a r t   h r 	 S m a r t   h r 	 M e t o d a   s Bo w n i k o w a   -   h r 	 I n t e l l i g e n s   h r 	 S m a r t   h r 	 S m a r t   h r 	 S m a r t   h r 	 S m a r t   h r 	 S m a r t   h r 	 I n t e l i g e n t n i   h r 	 h r   i n t e l i g e n t 	 S m a r t   h r 	   h r 	 S m a r t   h r 	 S m a r t   h r 	 8	M	.	>	0	M		  h r 	 h r   GH4EF/	 h r '3E'1y	     ( ) 	 							  						 
A
8
$
  
K

>
  


0
	 8M.>0MM  M0M	 =B5;5:BC0;L=0  h r 	 






  h r 	   h r 	 I - S m a r t   H R 	 I - h r   e s e m g a n g a t h w e n i 	 S m a r t   h r 	 S l i m   h r 	 I n t e l e k t u a l u s i s   h r 	 S m a r t   h r 	 S m a r t   h r 	 =elak  m~	   h r 	 S m a r t   h r 	 8
M
.
>
0
M

 
M

M
  h r 	 8M.>0M  h r 	 S m a r t   k r 	 							  h r 	 	 	 	 	 	 	 	 h r   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ R O M A N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R O 	 R U 	 R O 	 	 	 	 	 	 	 	 R O 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ r o m a n i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r o 	 r u 	 r o 	 	 	 	 	 	 	 	 r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ R O M A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   R O 	 R O 	 'Y[<\Ne	 'YQWl<\Ne	 R O 	 R O 	 R O 	 R O 	 M u l t i t a p   R O 	 R O 	 R O 	 R O 	 R O 	 R U M A N I 	 M u l t i t a p   R O 	 R O 	 R O 	 M u l t i t a p   R O 	 M u l t i t a p   R O 	 T r a d y c y j n e   w p i s y w a n i e   -   R O 	 R O 	 M u l t i t a p   R O 	 M u l t i t a p   R O 	 M u l t i t a p   R O 	 R O 	 M u l t i t a p   R O 	 V i ae s t r u k i   u n o s   R O 	 R O 	 M u l t i t a p   R O 	     R O 	 R O 	 M u l t i t a p   R O 	 .	2	M		@		E	*	  R O 	 R O 	 R O EDy  y~	     ( ) 	 R O 	 .
2

@

H
*
  
0

	 .2M@>*M  0M	 28G09=0  R O 	 







  R O 	   R O 	 I - M u l t i t a p   r o 	 U m n o m b o   o m n i n z i   w e R 0 	 M u l t i t a p   R O 	 R O 	 M u l t i t a p   R O 	 M u l t i t a p   R O 	 M u l t i t a p   R O 	 ?ovaok  pzxtx~  LD	   R O 	 M u l t i t a s t   R O 	 .
3
M

 
M

?

>
*
M
*
M
  R O 	 .2M?M_>*  R O 	 M u l t i t a p   R U 	 									  R O 	 	 	 	 	 	 	 	 R O 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ R O M A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   r o 	 r o 	 \[<\Ne	 \QWl<\Ne	 r o 	 r o 	 r o 	 r o 	 M u l t i t a p   r o 	 r o 	 r o 	 r o 	 r o 	 r u m a n i 	 M u l t i t a p   r o 	 r o 	 r o 	 M u l t i t a p   r o 	 M u l t i t a p   r o 	 T r a d y c y j n e   w p i s y w a n i e   -   r o 	 r o 	 M u l t i t a p   r o 	 M u l t i t a p   r o 	 M u l t i t a p   r o 	 r o 	 M u l t i t a p   r o 	 V i ae s t r u k i   u n o s   r o 	 r o 	 M u l t i t a p   r o 	     r o 	 r o 	 M u l t i t a p   r o 	 .	2	M		@		E	*	  r o 	 r o 	 r o EDy  y~	       ( ) 	 r o 	 .
2

@

H
*
  
K

>
  
0

	 .2M@>*M  0M	 28G09=0  r o 	 







  r o 	   r o 	 I - M u l t i t a p   R O 	 U m n o m b o   o m n i n z i   w e - r o 	 M u l t i t a p   r o 	 r o 	 M u l t i t a p   r o 	 M u l t i t a p   r o 	 M u l t i t a p   r o 	 ?ovaok  pzxtx~  |t	   r o 	 M u l t i t a s t   r o 	 .
3
M

 
M

?

>
*
M
*
M
  r o 	 .2M?M_>*  r o 	 M u l t i t a p   r u 	 									  r o 	 	 	 	 	 	 	 	 r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ R O M A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   R O 	 S m a r t   R O 	 zfga<\Ne'Y[	 zfWl<\Ne'YQ	 S m a r t   R O 	 S m a r t   R O 	 i n t e l l i g e n t   R O 	 S m a r t - R O 	 S m a r t   R O 	 R O   i n t u i t i v o 	 B'EH3  1HE'FJ  R O 	 R O   i n t e l i g e n t e 	 S m a r t   R O 	 R O   t h  n g   m i n h 	 S m a r t   R O 	 R O   P i n t a r 	 8	M	.	>	0	M		  0	K	.	>	(	?		(		 S m a r t   R O 	 S m a r t   R O 	 M e t o d a   s Bo w n i k o w a   -   R O 	 I n t e l l i g e n s   R O   	 S m a r t   R O 	 S m a r t   R O 	 S m a r t   R O 	 S m a r t   R O 	 S m a r t   R O 	 I n t e l i g e n t n i   R O 	 R O   i n t e l i g e n t 	 S m a r t   R O 	   R O 	 S m a r t   R O 	 S m a r t   R O 	 8	M	.	>	0	M		  R O 	 R O   GH4EF/	 R O '3E'1y	     ( ) 	 							  				 
A
8
$
  
0

	 8M.>0MM  0M	 =B5;5:BC0;L=0  R O 	 






  R O 	   R O 	 I - S m a r t   r o 	 I - R 0   e s e m g a n g a t h w e n i 	 S m a r t   R O 	 S l i m   R O 	 I n t e l e k t u a l u s i s   R O 	 S m a r t   R O 	 S m a r t   R O 	 =elak  LD	   R O 	 S m a r t   R O 	 8
M
.
>
0
M

 
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  R O 	 8M.>0M  R O 	 S m a r t   R U 	 							  R O 	 	 	 	 	 	 	 	 R O   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ R O M A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   r o 	 S m a r t   r o 	 zfga<\Ne\[	 zfWl<\Ne\Q	 S m a r t   r o 	 S m a r t   r o 	 i n t e l l i g e n t   r o 	 S m a r t - r o 	 S m a r t   r o 	 r o   i n t u i t i v o 	 B'EH3  1HE'FJ  r o 	 r o   i n t e l i g e n t e 	 S m a r t   r o 	 r o   t h  n g   m i n h 	 S m a r t   r o 	 r o   P i n t a r 	 8	M	.	>	0	M		  0	K	.	>	(	?		(		 S m a r t   r o 	 S m a r t   r o 	 M e t o d a   s Bo w n i k o w a   -   r o 	 I n t e l l i g e n s   r o 	 S m a r t   r o 	 S m a r t   r o 	 S m a r t   r o 	 S m a r t   r o 	 S m a r t   r o 	 I n t e l i g e n t n i   r o 	 r o   i n t e l i g e n t 	 S m a r t   r o 	   r o 	 S m a r t   r o 	 S m a r t   r o 	 8	M	.	>	0	M		  r o 	 r o   GH4EF/	 r o '3E'1y	     ( ) 	 							  				 
A
8
$
  
K

>
  
0

	 8M.>0MM  0M	 =B5;5:BC0;L=0  r o 	 






  r o 	   r o 	 I - S m a r t   R O 	 I - r o   e s e m g a n g a t h w e n i 	 S m a r t   r o 	 S l i m   r o 	 I n t e l e k t u a l u s i s   r o 	 S m a r t   r o 	 S m a r t   r o 	 =elak  |t	   r o 	 S m a r t   r o 	 8
M
.
>
0
M

 
M

M
  r o 	 8M.>0M  r o 	 S m a r t   r u 	 							  r o 	 	 	 	 	 	 	 	 r o   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   r o 	 S m a r t   r o 	 S m a r t   r o 	 S m a t   r o 	 R o   C l i s t e 
 
 S S C _ S C R _ L A N G U A G E _ R O M A N I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   R o m a n i a n   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   R o m a n i a n 	  -[p\ n <\Ne	  [:N\ n Wl<\Ne	 1IH2 2)2@G  B#!2@5"	 I d i o m a   e s t a b l e c i d o   e n   r u m a n o 	 L a n g u e   r o u m a i n e   c h o i s i e 	 S p r a c h e   e i n g e s t e l l t   a u f   R u m  n i s c h 	 /7K:  CAB0=>2;5=  =0  @C<K=A:89	 L i n g u a   i m p o s t a t a   s u   r u m e n o 	 6(7  ('DD:)  'D1HE'FJ)	 D e f i n i r   i d i o m a   c o m o   R o m e n o 	 D i l   R o m e n c e   o l a r a k   a y a r l a n d 1. 	 t   n g  n   n g   t h  n h   t i n g   R o   m a   n i 	 L a n g u a g e   s e t   t o   R o m a n i a n 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   R o m a n i a 	 -	>	7	>	  0	K	.	>	(	?		(	  	0	  &	@	  			 I n d s t i l   s p r o g   t i l   R o m a n i a n 	 N a s t a v e n    j a z y k a   n a   R o m a n i a n 	 U s t a w   j z y k   n a   R o m a n i a n 	 R o m a n i a n   v a l g t   s o m   s p r  k 	 R o m a n i a n   v a l g t   s o m   s p r  k 	 R o m a n i a n   v a l g t   s o m   s p r  k 	 L a n g u a g e   s e t   t o   R o m a n i a n 	 T a a l   i n g e s t e l d   o p   R o e m e e n s 	 L a n g u a g e   s e t   t o   R o m a n i a n 	 L a n g u a g e   s e t   t o   R o m a n i a n 	 A ci   s e l e c t a t   l i m b a   r o m  n 	 L a n g u a g e   s e t   t o   R o m a n i a n 	 L a n g u a g e   s e t   t o   R o m a n i a n 	     	 L a n g u a g e   s e t   t o   R o m a n i a n 	 0	K	.	>	(	?	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  1HE'F'  *F8E  4/	 1HE'FF  2('F  3y  ,&	     	 									  				  			  					 -
>
6
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	 2>M5GM  8FM  A  0J.G(?/(M	 AB0=>2;5=0  <>20  @C<C=AL:0	 





  










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  


	       	 U l i m i   l u s e t h w e   k w i s i - R o m a n i a n 	 U s e t o   l o l w i m i   l e s i R o m a n i a 	 L u g h a   i m e s e t i w a   k w a   K i r o m a n i 	 T a a l   g e s t e l   a s   R o e m e e n s 	 N u s t a t y t a   r u m u n s  k . 	 I e s t a t +t a   r u m Fu   v a l o d a 	 K e e l e k s   o n   s e a t u d   r u m e e n i a 	 Fwavao~an  g  Lxtkveevh	     	 A ci   s e l e c t a t   l i m b a   r o m  n 	 1
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	 ->7>  0K.>(?0G  8GM  9G2>	 G j u h a   r e g j i s t r u a r   n e   r u m a n i s h t 	 											  				  			  				 	 	 	 	 	 	 	 I d i o m a   a j u s t a d o   p a r a   p o r t u g u  s 	 	 	 	 	 	 	 	 E r r u m a n i e r a   e z a r r i   h i z k u n t z   b e z a l a 	 A n g   w i k a   a y   n a k a t a k d a   s a   R o m a n i a n 	 C o n f i g u r a c i  n   d e   i d i o m a   a   r o m a n  s 	 A s s   n h a z i   n a   R o m a n i a n 	 T e a n g a   s o c r a i t h e   g o   R  m  i n i s 
 
 S S C _ S T R _ E R R _ S E T _ R O M A N I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   R o m a n i a n 	 E r r o r   i n   s e t   R o m a n i a n 	 <\Ne-[/	 Wl<\Ne[	 4%2C2#1IH2@G 2)2B#!2@5"	 E r r o r   a l   e s t a b l e c e r   a   r u m a n o 	 E r r e u r   d e   r  g l a g e   s u r   R o u m a i n 	 F e h l e r   i n   e i n g e s t e l l t e m   R u m  n i s c h 	 H81:0  ?@8  CAB0=>2:5  @C<K=A:>3>  O7. 	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l   r i m e n o 	 .7#  AJ  6(7  'DD:)  'D1HE'FJ)	 E r r o   a o   d e f i n i r   R o m e n o 	 E r r o r   i n   S e t   R o m a n i a n 	 C  i   t   t i n g   R o   m a   n i   l i 	 E r r o r   i n   S e t   R o m a n i a n 	 R a l a t   d a l a m   m e n g e s e t k a n   b a h a s a   R o m a n i a 	 8	G		  	?		  		  0	K	.	>	(	?		(	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   R o m a n i a n 	 C h y b a   p Yi   n a s t a v e n    n a   R o m a n i a n 	 B Bd   w   u s t a w i a n i u   j z y k a   R o m a n i a n 	 F e i l   v e d   v a l g   a v   R o m a n i a n 	 F e i l   v e d   v a l g   a v   R o m a n i a n 	 F e i l   v e d   v a l g   a v   R o m a n i a n 	 E r r o r   i n   S e t   R o m a n i a n 	 F o u t   i n   R o e m e e n s e   t a a l 	 E r r o r   i n   S e t   R o m a n i a n 	 E r r o r   i n   S e t   R o m a n i a n 	 E r o a r e   l a   s e l e c t a r e   l i m b i i   r o m  n e 	 E r r o r   i n   S e t   R o m a n i a n 	 E r r o r   i n   S e t   R o m a n i a n 	       	 E r r o r   i n   S e t   R o m a n i a n 	 0	K	.	>	(	?	/	(	  8	G		  	0	>	  .	'	M	/	G	  	B			 .7'  /1  *F8E  2('F  1HE'F'	 1HE'FF  3y  1F  E  :D7	     	 			  			  									  					  							 0
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	 8FM  0J.G(?/(M  2K  &K7	 ><8;:0  ?@8  2AB0=>2;5==V  @C<C=AL:>W  <>28	 







  


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	       	 I p h u t h a   k w i s i - R o m a n i a n   e s i s e t h i w e 	 I m p a z a m o   e k u s e t e n i   i s i R o m a n i a 	 H i t i l a f u   k a t i k a   K i r o m a n i   k i l i c h o s e t i w a 	 F o u t   m e t   R o m e e n s 	 R u m u n s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   r u m Fu   v a l o d a s   i e s t a t +aa n 	 T  r g e   r u m e e n i a   k e e l e   s e a d m i s e l 	 Lxtkveev  lef~k  vwavaotav  }mal	     	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   r o m  n e 	 1
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 	 0K.>(?  8GM  0?,>0G  $M0A?	 G a b i m   n e   r e g j i s t r i m i n   n e   r u m a n i s h t 	 									  			  				  							 	 	 	 	 	 	 	 E r r o   a o   d e f i n i r   r o m e n o 	 	 	 	 	 	 	 	 E r r u m a n i e r a   h i z k u n t z   b e z a l a   e z a r t z e a k   p o r r o t   e g i n   d u 	 E r r o r   s a   s e t   n a   R o m a n i a n 	 E r r o   e n   c o n f i g u r a c i  n   r o m a n  s 	 M m e j   n h a z i   n a   R o m a n i a n 	 E a r r  i d   a g   s o c r    g o   R  m  i n i s 
 
 W G U I _ C A T E G O R Y _ S L O V E N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 S L 	 	 	 	 	 	 	 	 S L 	 	 	 	 	 	 	 	 S L 	 S L 	 S L 	 S l     	 S L 
 
 W G U I _ C A T E G O R Y _ s l o v e n i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 s l 	 	 	 	 	 	 	 	 s l 	 	 	 	 	 	 	 	 s l 	 s l 	 s l 	 s l     	 s l 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ S L O V E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   S L 	 S L 	 'Y[em}<\Ne	 'YQem~<\Ne	 S L 	 S L 	 S L 	 S L 	 M u l t i t a p   S L 	 S L 	 S L 	 S L 	 S L 	 S L O V E N I A 	 M u l t i t a p   S L 	 S L 	 S L 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 S L 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 S L 	 M u l t i t a p   S L 	 V i ae s t r u k i   u n o s   S L 	 S L 	 M u l t i t a p   S L 	     S L 	 S L 	 M u l t i t a p   S L 	 .	2	M		@		E	*	  S L 	 S L 	 S L EDy  y~  	   S L 	 S L 	 .
2

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	 .2M@>*M  8M2M	 28G09=0  S L 	 







  S L 	   S L 	 I - M u l t i t a p   s l 	 I - S L   e s e m g a n g a t h w e n i 	 M u l t i t a p   S L 	 S L 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 ?ovaok  pzxtx~  M<	   S L 	 M u l t i t a s t   S L 	 .
3
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  S L 	 .2M?M_>*  S L 	 M u l t i t a p   S L 	 									  S L 	 	 	 	 	 	 	 	 S L 	 	 	 	 	 	 	 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 M u l t i t a p   S L 	 M l t i t a p   S L 	 I l t a p  i l   S L 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ S L O V E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   s l 	 s l 	 \[em}<\Ne	 \Qem~<\Ne	 s l 	 s l 	 s l 	 s l 	 M u l t i t a p   s l 	 s l 	 s l 	 s l 	 s l 	 s l o v e n i a 	 M u l t i t a p   s l 	 s l 	 s l 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 s l 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 s l 	 M u l t i t a p   s l 	 V i ae s t r u k i   u n o s   s l 	 s l 	 M u l t i t a p   s l 	     s l 	 s l 	 M u l t i t a p   s l 	 .	2	M		@		E	*	  s l 	 s l 	 s l   EDy  y~  	   s l 	 s l 	 .
2

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	 .2M@>*M  8M2M	 28G09=0  s l 	 







  s l 	   s l 	 I - M u l t i t a p   S L 	 I - s l   e s e m g a n g a t h w e n i 	 M u l t i t a p   s l 	 s l 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 ?ovaok  pzxtx~  }l	   s l 	 M u l t i t a s t   s l 	 .
3
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  s l 	 .2M?M_>*  s l 	 M u l t i t a p   s l 	 									  s l 	 	 	 	 	 	 	 	 s l 	 	 	 	 	 	 	 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 M u l t i t a p   s l 	 M l t i t a p   s l 	 I l t a p  i l   s l 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ S L O V E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   S L 	 S m a r t   S L 	 zfgaem}<\Ne'Y[	 zfem~<\Ne'YQ	 S m a r t   S L 	 S m a r t   S L 	 i n t e l l i g e n t   S L 	 S m a r t - S L 	 S m a r t   S L 	 S L   i n t u i t i v o 	 B'EH3  3DHAJFJ  S L 	 S L   i n t e l i g e n t e 	 S m a r t   S L 	 S L   t h  n g   m i n h 	 S m a r t   S L 	 S L   P i n t a r 	 8	M	.	>	0	M		  8	M	2	K	5	G	(	?		(		 S m a r t   S L 	 S m a r t   S L 	 S m a r t   S L 	 I n t e l l i g e n s   S L 	 S m a r t   S L 	 S m a r t   S L 	 S m a r t   S L 	 S m a r t   S L 	 S m a r t   S L 	 I n t e l i g e n t n i   S L 	 S L   i n t e l i g e n t 	 S m a r t   S L 	   S L 	 S m a r t   S L 	 S m a r t   S L 	 8	M	.	>	0	M		  S L 	 S L   GH4EF/	 S L '3E'1y	   S L 	 											  					 
A
8
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  
8
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	 8M.>0MM  8M2M	 =B5;5:BC0;L=0  S L 	 






  S L 	   S L 	 I - S m a r t   s l 	 I - S L   e s e m g a n g a t h w e n i 	 S m a r t   S L 	 S l i m   S L 	 I n t e l e k t u a l u s i s   S L 	 S m a r t   S L 	 S m a r t   S L 	 =elak  M<	   S L 	 S m a r t   S L 	 8
M
.
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M
  S L 	 8M.>0M  S L 	 S m a r t   S L 	 							  S L 	 	 	 	 	 	 	 	 S L   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   S L 	 S m a r t   S L 	 S m a r t   S L 	 S m a t   S L 	 S L   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ S L O V E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   s l 	 S m a r t   s l 	 zfgaem}<\Ne\[	 zfem~<\Ne\Q	 S m a r t   s l 	 S m a r t   s l 	 i n t e l l i g e n t   s l 	 S m a r t - s l 	 S m a r t   s l 	 S L   i n t u i t i v o 	 B'EH3  3DHAJFJ  s l 	 s l   i n t e l i g e n t e 	 S m a r t   s l 	 s l   t h  n g   m i n h 	 S m a r t   s l 	 s l   P i n t a r 	 8	M	.	>	0	M		  8	M	2	K	5	G	(	?		(		 S m a r t   s l 	 S m a r t   s l 	 S m a r t   s l 	 I n t e l l i g e n s   s l 	 S m a r t   s l 	 S m a r t   s l 	 S m a r t   s l 	 S m a r t   s l 	 S m a r t   s l 	 I n t e l i g e n t n i   s l 	 s l   i n t e l i g e n t 	 S m a r t   s l 	   s l 	 S m a r t   s l 	 S m a r t   s l 	 8	M	.	>	0	M		  s l 	 s l   GH4EF/	 s l   '3E'1y	   s l 	 							  					 
A
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	 8M.>0MM  8M2M	 =B5;5:BC0;L=0  s l 	 






  s l 	   s l 	 I - S m a r t   S L 	 I - s l   e s e m g a n g a t h w e n i 	 S m a r t   s l 	 S l i m   s l 	 I n t e l e k t u a l u s i s   s l 	 S m a r t   s l 	 S m a r t   s l 	 =elak  }l	   s l 	 S m a r t   s l 	 8
M
.
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M
  s l 	 8M.>0M  s l 	 S m a r t   s l 	 							  s l 	 	 	 	 	 	 	 	 S l   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S S C _ S C R _ L A N G U A G E _ S L O V E N I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   S l o v e n i a n   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	  -[p\ n em}<\Ne	  [:N\ n em~<\Ne	 1IH2@G 2)2*B%'5@5"	 I d i o m a   e s t a b l e c i d o   a   e s l o v e n o 	 L a n g u e   r  g l  e   s u r   S l o v  n i e n 	 S p r a c h e   e i n g e s t e l l t   a u f   S l o w e n i s c h 	 /7K:  CAB0=>2;5=  =0  A;>25=A:89	 L i n g u a   i m p o s t a t a   s u   s l o v e n o 	 6(7  ('DD:)  'D3DHAJFJ)	 I d i o m a   d e f i n i d o   p a r a   E s l o v e n o 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 t   n g  n   n g   t h  n h   t i n g   X l  v e n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   S l o v e n i a 	 -	>	7	>	  8	M	2	K	5	G	(	?		(	  	0	  &	@	  			 L a n g u a g e   s e t   t o   S l o v e n i a n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 A   n y e l v   s z l o v  n r e    l l  t v a 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 T a a l   i n g e s t e l d   o p   S l o v e e n s 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 A ci   s e l e c t a t   l i m b a   s l o v e n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 L a n g u a g e   s e t   t o   S l o v e n i a n 	     	 L a n g u a g e   s e t   t o   S l o v e n i a n 	 8	M	2	I	5	G	(	?	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  '3DHHF'  *F8E  4/	 2('F  3DHHFF  3y  ,&	     	 											  					  			  			  					  	 -
>
6
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	 2>M5GM  8FM  A  8J5G(?/(M	 AB0=>2;5=0  <>20  A;>20FL:0	 





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	       	 U l i m i   l u s e t h w e   k w i s i - S l o v e n i a n 	 U s e t o   l o l w i m i   k w i s i S l o v a n i a 	 L u g h a   i m e s e t i w a   k w a   K i s l o v e n i a 	 T a a l   g e s t e l   a s   S l o w e e n s   g e s t e l 	 N u s t a t y t a   s l o v n s  k . 	 I e s t a t +t a   s l o v Fu   v a l o d a 	 K e e l e k s   o n   s e a t u d   s l o v e e n i 	 Fwavao~an  g  Mlx~eveevh	     	 A ci   s e l e c t a t   l i m b a   s l o v e n 	 8
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	 ->7>  8M2K-G(?0G  8GM  9G2>	 G j u h a   r e g j i s t r u a r   n e   s l l o v e n i s h t 	 												  				  			  				 	 	 	 	 	 	 	 I d i o m a   a j u s t a d o   p a r a   e s l o v e n o 	 	 	 	 	 	 	 	 E s l o b e n i e r a   e z a r r i   h i z k u n t z   b e z a l a 	 A n g   w i k a   a y   n a k a t a k d a   s a   S l o v e n i a n 	 C o n f i g u r a c i  n   d e   i d i o m a   a   e s l o v e n o 	 A s s   a h a z i r i   n a   S l o v e n i a n 	 T e a n g a   s o c r a i t h e   g o   S l  i v  i n i s 
 
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	 9G,M0M_A	 H e b r a i s h t 	 							 	 	 	 	 	 	 	 H e b r a i c o 	 	 	 	 	 	 	 	 H e b r a i e r a     	 H e b r e w 	 H e b r e o 	 H e b r e w     	 E a b h r a i s 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ H E B R E W 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   H e b r e w 	 H e b r e w 	 ^/OOe	 ^/Oege	 .4#9	 H e b r e o 	 H  b r e u 	 H e b r  i s c h 	 M u l t i t a p   H e b r e w 	 E b r a i c o 	 'D9(1J)	 H e b r a i c o 	 H e b r e w 	 D o   T h  i 	 M u l t i t a p   H e b r e w 	 I b r a n i 	 9	?	,	M	0	B		 M u l t i t a p   H e b r e w 	 M u l t i t a p   H e b r e w 	 T r a d y c y j n e   w p i s y w a n i e   -   H e b r e w 	 H  b e r 	 	 	 	 H e b r e e u w s 	 	 	 H e b r e w 	 	 M u l t i t a p   H e b r e w 	 	 M u l t i t a p   H e b r e w 	 .	2	M		@		E	*	  9	@	,	0	B		 9(1	 EDy  y~  9(1'F	   	 							 .
2

@

H
*
  9
?
,
0
B
	 .2M@>*M  9@,M0B	 28G09=0    V2@8B	 







  





	   	 I - M u l t i t a p   H e b r e w 	 U m n o m b o   o m n i n z i   w e s i H e b h e r e 	 M u l t i t a p   H e b r e w 	 H e b r e e u s 	 M u l t i t a p   h e b r a j s  k . 	 M u l t i t a p   H e b r e w 	 M u l t i t a p   h e e b r e a 	 ?ovaok  pzxtx~  5baueev	   	 M u l t i t a s t   e b r a i c 	 8
M
.
>
0
M

 
M

M
  9
@
,
M
0
A
	 .2M?M_>*  9G,M0M_A	 M u l t i t a p   H e b r a i s h t 	 									  							 	 	 	 	 	 	 	 H e b r a i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ H E B R E W 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   H e b r e w 	 S m a r t   H e b r e w 	 zfga^/OOe	 zf^/Oege	 S m a r t   H e b r e w 	 S m a r t   h e b r e o 	 H  b r e u x   i n t e l l i g e n t 	 S m a r t - H e b r  i s c h 	 S m a r t   H e b r e w 	 E b r a i c o   i n t u i t i v o 	 B'EH3  9(1J	 H e b r e u   i n t e l i g e n t e 	 S m a r t   H e b r e w 	 H y   L p   t h  n g   m i n h   	 S m a r t   H e b r e w 	 H e b r e w   P i n t a r 	 8	M	.	>	0	M		  9	@	,	M	0	B		 S m a r t   H e b r e w 	 S m a r t   H e b r e w 	 M e t o d a   s Bo w n i k o w a   -   H e b r e w 	 I n t e l l i g e n s   h  b e r 	 	 	 	 S m a r t   H e b r e e u w s 	 	 	 E b r a i c   i n t e l i g e n t 	 	 S m a r t   H e b r e w 	 S m a r t   	 S m a r t   H e b r e w 	 8	M	.	>	0	M		  9	@	,	0	B		 9(1  GH4EF/	 '3E'1y  9(1'F	   	 							  							 
A
8
$
  9
?
,
0
B
	 8M.>0MM  9@,M0B	 =B5;5:BC0;L=0    V2@8B	 






  





	   	 I - S m a r t   H e b r e w 	 I s i H e b h e r e   e s i s e m g a n g a t h w e n i 	 S m a r t   H e b r e w 	 S l i m   H e b r e e u s 	 I n t e l e k t u a l u s i s   h e b r a j s  k . 	 S m a r t   H e b r e w 	 S m a r t   h e e b r e a 	 =elak  5baueev	   	 S m a r t   H e b r e w 	 8
M
.
>
0
M

 
M

M
  9
@
,
M
0
A
	 8M.>0M  9G,M0M_A	 S m a r t   H e b r a i s h t 	 							  							 	 	 	 	 	 	 	 H e b r a i c o   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ G R E E K _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 E L 	 G R 	 E L 	 	 	 	 	 	 	 	 E L 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ g r e e k _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 e l 	 g r 	 e l 	 	 	 	 	 	 	 	 e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ G R E E K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   E L 	 E L 	 'Y[^؁e	 'YQ^Je	 E L 	 E L 	 E L 	 E L 	 M u l t i t a p   E L 	 E L 	 E L 	 E L 	 E L 	 H L P 	 M u l t i t a p   E L 	 E L 	 E L 	 M u l t i t a p   E L 	 M u l t i t a p   E L 	 T r a d y c y j n e   w p i s y w a n i e   -   E L 	 E L 	 M u l t i t a p   E L 	 M u l t i t a p   E L 	 M u l t i t a p   E L 	 E L 	 	 M u l t i t a p   E L 	 E L 	 M u l t i t a p   E L 	     E L 	 E L 	 M u l t i t a p   E L 	 .	2	M		@		E	*	  E L 	 E L 	 E L EDy  y~  	   E L 	 E L 	 .
2

@

H
*
  

2
	 .2M@>*M  2M	 28G09=0  E L 	 







  E L 	   E L 	 I - M u l t i t a p   e l 	 U m n o m b o   o m n i n z i   w e - E L 	 M u l t i t a p   E L 	 E L 	 M u l t i t a p   E L 	 M u l t i t a p   E L 	 M u l t i t a p   E L 	 ?ovaok  pzxtx~  @F	   E L 	 M u l t i t a s t   E L 	 .
3
M

 
M

?

>
*
M
*
M
  E L 	 .2M?M_>*  E L 	 M u l t i t a p   G R 	 									  E L 	 	 	 	 	 	 	 	 E L 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ G R E E K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   e l 	 e l 	 \[^؁e	 \Q^Je	 e l 	 e l 	 e l 	 e l 	 M u l t i t a p   e l 	 e l 	 e l 	 e l 	 e l 	 h l p 	 M u l t i t a p   e l 	 e l 	 e l 	 M u l t i t a p   e l 	 M u l t i t a p   e l 	 T r a d y c y j n e   w p i s y w a n i e   -   e l 	 e l 	 M u l t i t a p   e l 	 M u l t i t a p   e l 	 M u l t i t a p   e l 	 e l 	 	 M u l t i t a p   e l 	 e l 	 M u l t i t a p   e l 	     e l 	 e l 	 M u l t i t a p   e l 	 .	2	M		@		E	*	  e l 	 e l 	 e l   EDy  y~  	   e l 	 e l 	 .
2

@

H
*
  
K

>
  

2
	 .2M@>*M  2M	 28G09=0  e l 	 







  e l 	   e l 	 I - M u l t i t a p   E L 	 U m n o m b o   o m n i n z i   w e - e l 	 M u l t i t a p   e l 	 e l 	 M u l t i t a p   e l 	 M u l t i t a p   e l 	 M u l t i t a p   e l 	 ?ovaok  pzxtx~  pv	   e l 	 M u l t i t a s t   e l 	 .
3
M

 
M

?

>
*
M
*
M
  e l 	 .2M?M_>*  e l 	 M u l t i t a p   g r 	 									  e l 	 	 	 	 	 	 	 	 e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ G R E E K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   E L 	 S m a r t   E L 	 zfga^؁e'Y[	 zf^Je'YQ	 S m a r t   E L 	 S m a r t   E L 	 i n t e l l i g e n t   E L 	 S m a r t - E L 	 S m a r t   E L 	 E L   i n t u i t i v o 	 B'EH3    JHF'FJ  E L 	 E L   i n t e l i g e n t e 	 S m a r t   E L 	 E L   t h  n g   m i n h 	 S m a r t   E L 	 E L   P i n t a r 	 8	M	.	>	0	M		  E L 	 S m a r t   E L 	 S m a r t   E L 	 M e t o d a   s Bo w n i k o w a   -   E L 	 I n t e l l i g e n s   E L   	 S m a r t   E L 	 S m a r t   E L 	 S m a r t   E L 	 S m a r t   E L 	 	 S m a r t   E L 	 E L   i n t e l i g e n t 	 S m a r t   E L 	   E L 	 S m a r t   E L 	 S m a r t   E L 	 8	M	.	>	0	M		  E L 	 E L   GH4EF/	 E L 	   E L 	 							  E L 	 
A
8
$
  

2
	 8M.>0MM  2M	 =B5;5:BC0;L=0  E L 	 






  E L 	   E L 	 I - S m a r t   e l 	 I - E L   e s e m g a n g a t h w e n i 	 S m a r t   E L 	 S l i m   E L 	 I n t e l e k t u a l u s i s   E L 	 S m a r t   E L 	 S m a r t   E L 	 =elak  @F	   E L 	 S m a r t   E L 	 8
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 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ G R E E K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   e l 	 S m a r t   e l 	 zfga^؁e\[	 zf^Je\Q	 S m a r t   e l 	 S m a r t   e l 	 i n t e l l i g e n t   e l 	 S m a r t - e l 	 S m a r t   e l 	 E L   i n t u i t i v o 	 B'EH3    JHF'FJ  e l 	 e l   i n t e l i g e n t e 	 S m a r t   e l 	 e l   t h  n g   m i n h 	 S m a r t   e l 	 e l   P i n t a r 	 8	M	.	>	0	M		  e l 	 S m a r t   e l 	 S m a r t   e l 	 M e t o d a   s Bo w n i k o w a   -   e l 	 I n t e l l i g e n s   e l 	 S m a r t   e l 	 S m a r t   e l 	 S m a r t   e l 	 S m a r t   e l 	 	 S m a r t   e l 	 e l   i n t e l i g e n t 	 S m a r t   e l 	   e l 	 S m a r t   e l 	 S m a r t   e l 	 8	M	.	>	0	M		  e l 	 e l   GH4EF/	 e l   '3E'1y	   e l 	 							  e l 	 
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	       	 P l a y b a c k   s e t t i n g s 	 P l a y b a c k   s e t t i n g s 	 P l a y b a c k   s e t t i n g s 	 T e r u g s p e e l - i n s t e l l i n g s 	 P l a y b a c k   s e t t i n g s 	 P l a y b a c k   s e t t i n g s 	 P l a y b a c k   s e t t i n g s 	 P l a y b a c k   s e t t i n g s 	 P l a y b a c k   s e t t i n g s 	 P l a y b a c k   s e t t i n g s 	 *
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 	 *M2G,M_>  8G?A!?	 R e g j i s t r i m e t   e   l u a j t j e s   m b r a p s h t 	 							  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 E n t z u t e - e z a r p e n a k 	 M g a   s e t t i n g   s a   p l a y b a c k 	 C o n f i g u r a c i  n   d e   r e p r o d u c i  n 	 M e g h a r i a   n h a z i 	 S o c r u i t h e   a t h s h e a n m a 
 
 S T R _ I D _ B G S N D _ E F F E C T _ L I S T 	 B G S N D 	 T I T L E ,   I C O N T E X T 	 B a c k g r o u n d   s o u n d   e f f e c t   l i s t 	 E f f e c t   l i s t 	 ̀ofnU	 ̀ofRh	 #2"2#@-@GL	 L i s t a   d e   e f e c t o s 	 L i s t e   d e s   e f f e t s 	 E f f e k t l i s t e 	 !?8A>:  MDD5:B>2	 E l e n c o   e f f e t t i 	 B'&E)  'DA9'DJ)	 L i s t a   d e   e f e i t o s 	 E f e k t   l i s t e s i   	 D a n h   s  c h    m   t h a n h   n n 	 D a f t a r   e f e k 	 S e n a r a i   k e s a n 	 	+	G		M		  8	B		@		 	 	 	 H a t  s l i s t a 	 	 	 	 E f f e c t l i j s t 	 	 	 L i s t   e f e c t e 	 	 E f f e c t   L i s t 	   	 E f f e c t   L i s t 	 *	M	0	-	>	5	  8	B		@		 D3*  ,DHG	 'Ay  A13*	   	 						  							 
8
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  



	   	 E f f e c t   l i s t 	 E f f e c t   l i s t 	 E f f e c t   l i s t 	 E f f e k t e l y s 	 E f f e c t   l i s t 	 E f f e c t   l i s t 	 E f f e c t   l i s t 	 E f f e c t   l i s t 	 E f f e c t   l i s t 	 E f f e c t   l i s t 	 
+
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	 *M0->,  $>2?>	 L i s t a   e   e f e k t e v e 	 						  							 	 	 	 	 	 	 	 L i s t a   d e   e f e i t o s 	 	 	 	 	 	 	 	 E f e k t u - z e r r e n d a 	 L i s t a h a n   n g   e f f e c t 	 L i s t a   d e   e f e c t o s 	 G b a n w e e   l i s t i 	 L i o s t a   m a i s  o c h t a  
 
 S T R _ I D _ B G S N D _ O N C E 	 B G S N D 	 C 0 5 7 _ 1 	 P l a y   o n c e 	 O n c e 	 d>e N!k	 d>e N!k	 #1I@5"'	 U n a   v e z 	 U n e   f o i s 	 E i n m a l 	 48=  @07	 U n a   v o l t a 	 E1)  H'-/)	 U m a   v e z 	 B i r   k e z   	 M t   l n 	 S e k a l i 	 S e k a l i 	 		  ,	>	0		 	 	 	 E g y s z e r 	 	 	 	 E e n   k e e r 	 	 	 O   d a t 	 	 O n c e 	   	 O n c e 	 		&	>		 ('1	 '  E1*(	 	 						 
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 	 %0G	 N j e h e r e 	 					 	 	 	 	 	 	 	 U m a   v e z 	 	 	 	 	 	 	 	 B e h i n 	 M i n s a n 	 U n h a   v e z 	 O t u   u g b o l o 	 U a i r   a m h  i n 
 
 S T R _ I D _ B G S N D _ I N T E R V A L 	 B G S N D 	 C 0 5 7 _ 1 	 I n t e r v a l   p l a y 	 I n t e r v a l 	 d>e	 d>e	 @G
H'	 I n t e r v a l o 	 I n t e r v a l l e 	 I n t e r v a l l 	 =B5@20;	 I n t e r v a l l o 	 *4:JD  'DA'5D)	 I n t e r v a l o 	 A r a 	 G i  n   c  c h 	 I n t e r v a l 	 S e l a n g   m a s a 	 		$	0	>	2		 	 	 	 I d Qk  z 	 	 	 	 I n t e r v a l 	 	 	 R e d a r e   l a   i n t e r v a l e 	 	 I n t e r v a l 	 	 I n t e r v a l 	 	>	2	>		$	0		 A'5DG  2E'F	 HBA	 	 						 
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	 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 I n t e r v a l 	 

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	 .'M_>(M$0	 I n t e r v a l 	 						 	 	 	 	 	 	 	 I n t e r v a l o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ C O N T I N U E 	 B G S N D 	 C 0 5 7 _ 1 	 C o n t i n u a l   p l a y 	 C o n t i n u o u s 	 #~d>e	 ޏ~d>e	   @%HH-	 C o n t i n u a r 	 C o n t i n u e r 	 F o r t s e t z e n 	 @>4>;68BL	 C o n t i n u a 	 *4:JD  'DE*H'5D	 C o n t i n u a r 	 D e v a m   e t   	 L i  n   t c 	 L a n j u t 	 T e r u s k a n 	 	>	0	@	  	0	G			 	 	 	 F o l y t a t  s 	 	 	 	 C o n t i n u 	 	 	 R e d a r e   c o n t i n u 	 	 C o n t i n u e 	 	 C o n t i n u e 	 *	A	"	G	  	>	2	B		 '/'EG	 E3D3D	 	 								 2
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  



	 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 G a a n   v o o r t 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 $
A

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	 >0?0(M$A	 V a z h d o 	 							  					 	 	 	 	 	 	 	 C o n t i n u a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ I N V A L I D _ I N T E R V A L 	 B G S N D 	 P O P U P 	 I n v a l i d   i n t e r v a l   ( 1   ~   1 2 0   s e c ) 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 	gHeBfp1 ^1 2 0 y	 	gHee:N1 ^1 2 0 y	 
H'5H9I-7-  1   ~   1 2 0   '4	 I n t e r v a l o   n o   v  l i d o   ( 1   ~   1 2 0   s e g ) 	 I n t e r v a l e   v a l i d e   e n t r e   1 - 1 2 0   s e c 	 G  l t i g e s   I n t e r v a l l   i s t   1   ~   1 2 0   S e k 	 >?CAB8<K9  8=B5@20;  1   ~   1 2 0   A	 I n t e r v a l l o   ( 1   ~   1 2 0   s e c . )   n o n   v a l i d o 	 .7#  AJ  'DA'5D)  (   1   ~   1 2 0   +'FJ)    ) 	 I n t e r v a l o   v  l i d o   ( 1   ~ 1 2 0   s e g ) 	 G e  e r s i z   a r a   ( 1   ~   1 2 0   s n ) 	 T h i   g i a n   g i  n   c  c h   h p   l   1   ~   1 2 0   g i  y 	 I n t e r v a l   y a n g   v a l i d   a d a l a h   1   ~   1 2 0   d e t i k 	 S e l a n g   m a s a   t i d a k   s a h   ( 1   ~   1 2 0   s a a t ) 	 	5	H	'	  		$	0	>	2	  ( 1   ~   1 2 0   8	G			!	) 	 	 	 	 A z    r v  n y e s   i d Qk  z   1      1 2 0   m p 	 	 	 	 G e l d i g   i n t e r v a l   i s   t u s s e n   1   e n   1 2 0   s e c 	 	 	 I n t e r v a l   n e v a l i d   ( 1   ~   1 2 0   s e c ) 	 	 I n v a l i d   I n t e r v a l   ( 1   ~   1 2 0   s e c ) 	           1 ~   1 2 0   	 I n v a l i d   I n t e r v a l   ( 1   ~   1 2 0   s e c ) 	 	5	H	'	  	>	2	>		$	0	  ( 1   ~   1 2 0 s ) 	 A'5DG  2E'F  E9*(1  1   *'  1 2 0   +'FG  '3*	 ( 1   ~   1 2 0 s )   :D7  HBA	     [ 1   ~   1 2 0 s ] 	 								  					  [ 	  ~   			  							] 	 .
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  




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  ) 	       ( 1   ~   1 2 0   s e c ) 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 G e l d i g e   i n t e r v a l   i s   1   ~   1 2 0   s e k 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 V a l i d   i n t e r v a l   i s   1   ~   1 2 0   s e c 	 6
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#
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	 .>(M_  .'M_>(M$0  1   ~   1 2 0   8GG#M!	 I n t e r v a l i   I   v l e f s h e m   e s h t e   1   ~   1 2 0   s e k 	 					  					  				  1   ~   1 2 0   								 	 	 	 	 	 	 	 I n t e r v a l o   v  l i d o      1   a   1 2 0   s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ I N V A L I D _ V O L U M E 	 B G S N D 	 P O P U P 	 I n v a l i d   v o l u m e   ( 0   ~   7 ) 	 V a l i d   v o l u m e   i s   1   ~   7 	 	gHeϑp1 ^7 	 	gHeϑ:N1 ^7 	 #01@*5"5HC
IDI7-  1   ~   7 	 V o l u m e n   n o   v  l i d o   ( 0   ~   7 ) 	 V o l u m e   v a l i d e   e n t r e   1 - 7 	 G  l t i g e   L a u t s t  r k e   i s t   0   ~   7 	 >?CAB8<0O  3@><:>ABL  1   ~   7 	 V o l u m e   ( 0   ~   7 )   n o n   v a l i d o 	 .7#  AJ  'D5H*  ( 0   ~   7 ) 	 V o l u m e   v  l i d o   ( 1   ~   7 ) 	 G e  e r s i z   s e s   ( 0   ~   7   s n ) 	  m   l n g   h p   l   0   ~   7 	 V o l u m e   y a n g   v a l i d   a d a l a h   1   ~   7 	 K e l a n t a n g a n   t i d a k   s a h   ( 0   ~   7 ) 	 	5	H	'	  5	I	2	M	/	A	.	  ( 1   ~   7 ) 	 	 	 	 A z    r v  n y e s   h a n g e r Q  1      7 	 	 	 	 G e l d i g e   g e l u i d s s t e r k t e   i s   t u s s e n   0   e n   7 	 	 	 V o l u m   n e v a l i d   ( 0   ~   7 ) 	 	 I n v a l i d   V o l u m e   ( 0   ~   7 ) 	             1 ~ 7 	 I n v a l i d   V o l u m e   ( 0   ~   7 ) 	 	5	H	'	  	>	2	>		$	0	  ( 0   ~   7 ) 	 E2'F  5/'  E9*(1  1   *'  7   '3*	 (   0   ~   7 )   :D7  HDHE	     ( 0 ~   7 )   	 								  					  [ 	  ~   	] 	 0
q
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  
5
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  ( 0   ~   7 ) 	 F2M2(?  5>2M/B  ( 0 ~ 7 ) 	 5?@028;L=0  3CG=VABL  ( 0   ~   7 ) 	 





  






  ( 0   ~   7 ) 	     ( 0   ~   7 ) 	 V a l i d   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 G e l d i g   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 V a l i d   v o l u m e   i s   1   ~   7 	 8
>
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  6
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M
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
  1   ~   7   
#
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	 .>(M_  .'M_>(M$0  1   ~   7 	 V o l u m i   I   v l e f s h e m   e s h t e   1   ~   7 	 					  					  				  1   ~   7 	 	 	 	 	 	 	 	 V o l u m e   v  l i d o      d e   1   a   7 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ I N V A L I D _ F I L E 	 B G S N D 	 P O P U P ,   P O P U P C O N F I R M 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 ̀of<h_
Nckx	 ̀of<h_
Ncknx	 #9A@*5"@7I-+%1D!H9I-	 F o r m a t o   d e   s o n i d o   d e   f o n d o   n o   v  l i d o 	 F o r m a t   d e   s o n   d  a r r i  r e   p l a n   i n v a l i d e 	 U n g  l t i g e s   H i n t e r g r u n d s o u n d f o r m a t 	 54>?CAB8<K9  D>@<0B  D>=>2>3>  72C:0	 F o r m a t o   s u o n o   d i   b a c k g r o u n d   n o n   v a l i d o 	 'D5J:)  'D5H*J)  'D.DAJ)  :J1  5'D-	 F o r m a t o   i n v  l i d o   d e   s o m   d e   f u n d o 	 G e  e r s i z   a r k a   p l a n   s e s   f o r m a t 1  	 n h   d n g    m   t h a n h   n n   k h  n g   c h  n h   x  c 	 F o r m a t   s u a r a   l a t a r   t i d a k   v a l i d 	 F o r m a t   b u n y i   l a t a r   b e l a k a n g   t i d a k   s a h 	 	5	H	'	  *	>	0	M	6	M	5	  '	M	5	(	?	  +	I	0	M	.	G			 	 	 	  r v  n y t e l e n   h  t t  r h a n g - f o r m  t u m 	 	 	 	 O n g e l d i g e   i n d e l i n g   v a n   a c h t e r g r o n d g e l u i d 	 	 	 F o r m a t   s u n e t   f u n d a l   n e v a l i d 	 	 I n v a l i d   B a c k g r o u n d   S o u n d   F o r m a t 	             	 I n v a l i d   B a c k g r o u n d   S o u n d   F o r m a t 	 	5	H	'	  ,	E			M	0	>				!	  '	M	5	(	@	  +	I	0	M	.	G			 A1E*  5/'  2EFG  E9*(1  F3*	 :D7  (  1'$F  "H'2  A'1Ey	     	 								  												  						  								 0
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  







  





  






	       	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 O n g e l d i g e   f o r m a a t   v i r   a g t e r g r o n d k l a n k 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 I n v a l i d   b a c k g r o u n d   s o u n d   f o r m a t 	 *
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	 .>(M_  *C7M *M  'M5(?  +0M.>	 F o r m a t i   I   z e r i t   t e   p r a p a s k e n e s   I   p a v l e f s h e m 	 						  									  					  						 	 	 	 	 	 	 	 F o r m a t o   d e   s o m   d e   f u n d o   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ D E L _ F I L E _ C O N F I R M 	 B G S N D 	 P O P U P C O N F I R M 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 *RdjHh#P}	  RdeNޏ~	 %2#@
7H-!B"D%L? 	  E l i m i n a r   e n l a c e   d e   a r c h i v o ? 	 S u p p r i m e r   l e   l i e n   d e   f i c h i e r  ? 	 D a t e i - L i n k   l  s c h e n ? 	 #40;8BL  AAK;:C  =0  D09;? 	 E l i m i n a r e   c o l l e g a m e n t o   a l   f i l e ? 	 E3-  5D)  'DEDA	 E l i m i n a r   l i g a   o   a   f i c h e i r o ? 	 D o s y a   l i n k i   s i l i n s i n   m i ?   	 X  a   l i  n   k t   t p 	 H a p u s   l i n k   f i l e ? 	 H a p u s   p a u t a n   f a i l ? 	 +	>		2	  2	?			  	K	  9		>			? 	 	 	 	 T  r l i   a   f  j l h i v a t k o z  s t ? 	 	 	 	 B e s t a n d s k o p p e l i n g   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   l e g t u r a   s p r e   f i _i e r ? 	 	 D e l e t e   F i l e   L i n k 	     ? 	 D e l e t e   F i l e   L i n k 	 +	>		2	  2	?			  *	A	8	B	(	  	>		>	  	 ~HF/  A'D  -0A  4H/	 A'&D  DF  Ey'&	     	 				  					  				  							?   	 +
>
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	 +H2M  2?M  $J2?A.A	 840;8B8  ?>A8;0==O  D09;C	 



  





  



  




  

? 	     ? 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 S k r a p   l  e r s k a k e l ? 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 D e l e t e   f i l e   l i n k ? 	 +
/
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? 	 +>2  /K8B$M0  ,?2K*  0?,G? 	 F s h i j   l i d h j e n   e   d o k u m e n t i t ? 	 					  				  						? 	 	 	 	 	 	 	 	 E x c l u i r   l i n k   d e   a r q u i v o ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ O P E N _ F I L E _ F A I L 	 B G S N D 	 P O P U P ,   P O P U P C O N F I R M 	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 ~b
N0RjHh	 ~b
N0ReN	 D!HD%L	 A r c h i v o   n o   e n c o n t r a d o   	 F i c h i e r   i n t r o u v a b l e 	 D a t e i   n i c h t   g e f u n d e n 	 $09;  =5  ACI5AB2C5B	 F i l e   i n e s i s t e n t e 	 DE  J*E  'D9+H1  9DI  'DEDA	 F i c h e i r o   n  o   e n c o n t r a d o 	 D o s y a   b u l u n a m a d 1	 K h  n g   t  m   t h y   t p   t i n 	 F i l e   t i d a k   d i t e m u k a n 	 F a i l   t i d a k   d i d a p a t i 	 +	>		2	  .	L		B	&	  (	9	@		  9	H		 	 	 	 A   f  j l   n e m   t a l  l h a t  	 	 	 	 B e s t a n d   b e s t a a t   n i e t 	 	 	 F i _i e r u l   n u   a   f o s t   g s i t 	 	 	     	 	 +		M	$	  +	>		(	  5	?	&	M	/	.	>	(	  (	>	9	@		 ~1HF/G  ~J/'  F4/	 A'&D  EH,H/  F  	   	 				  					  						 +
>

2
  .
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  (
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	 +H2M  2G&A	 $09;0  =5  VA=CT	 



  



  


	   	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 L  e r   n i e   g e v i n d   n i e 	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 +
/
2
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	 +>2  ,?&M_.>(  (A9G	 	 				  				  				 	 	 	 	 	 	 	 A r q u i v o   n  o   e n c o n t r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ P L A Y _ F A I L 	 B G S N D 	 P O P U P ,   P O P U P C O N F I R M 	 P l a y   b a c k g r o u n d   s o u n d   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 d>èof1YWe	 d>èof1Y%	 @%H@-@GLD!HDI	 R e p r o d u c i r   e f e c t o   d e   f a l l o 	 E c h e c   d e   l e c t u r e   d  e f f e t 	 W i e d e r g a b e e f f e k t   f e h l g e s c h l a g e n 	 5  C40;>AL  2>A?@>8725AB8  MDD5:B	 R i p r o d u z i o n e   e f f e t t o   f a l l i t a 	 A4D  AJ  *4:JD  'D5H*  'D.DAJ)	 E f e i t o   d e   r e p r o d u   o   f a l h o u 	 E f e k t   o y n a t 1l a m a d 1  	 C h y    m   t h a n h   n n   t h t   b i 	 P e m u t a r a n   e f e k   g a g a l 	 G a g a l   m a i n k a n   k e s a n 	 *	M	2	G	  	+	G		M		  +	G	2		 	 	 	 H a t  s   s i k e r t e l e n   l e j  t s z  s a 	 	 	 	 A f s p e e l e f f e c t   m i s l u k t 	 	 	 R e d a r e a   e f e c t e l o r   n u   a   r e u _i t 	 	 P l a y   E f f e c t   F a i l 	     	 P l a y   E f f e c t   F a i l 	 *	M	2	G	  	+	G		M		  	*	/	6		 ,DHG  ~.4  F'EHAB  (H/	 ~D  'Ay  F''E	     	 				  						  							 
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  


  





	       	 P l a y   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 S p e e l e f f e k   o n s u k s e s v o l 	 P l a y   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 P l a y   e f f e c t   f a i l 	 *
M
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	 ,>?,>  *M0->,  ,?+3	 	 						  				  				  					 	 	 	 	 	 	 	 F a l h a   n a   r e p r o d u   o   d e   e f e i t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ L I S T _ F U L L 	 B G S N D 	 P O P U P 	 B a c k g r o u n d   s o u n d   e f f e c t   l i s t   i s   f u l l 	 E f f e c t   l i s t   f u l l 	 ̀ofnU]n	 ̀ofRh]n	 #2"2#@-@GL@G!	 L i s t a   d e   e f e c t o s   l l e n a 	 L i s t e   d e s   e f f e t s   p l e i n e 	 E f f e k t l i s t e   v o l l 	 !?8A>:  MDD5:B>2  70?>;=5=	 E l e n c o   e f f e t t i   p i e n o 	 B'&E)  'DA9'DJ)  EED$)	 L i s t a   d e   e f e i t o s   e s t    c h e i a 	 E f e k t   l i s t e s i   d o l u   	 D a n h   s  c h    m   t h a n h   n n   y 	 D a f t a r   e f e k   p e n u h 	 S e n a r a i   k e s a n   p e n u h 	 	+	G		M		  8	B		@	  *	B	0	M	#		 	 	 	 A   h a t  s l i s t a   m e g t e l t 	 	 	 	 E f f e c t l i j s t   v o l 	 	 	 L i s t a   d e   e f e c t e   e s t e   p l i n 	 	 	     	 	 	+	G		M		  8	B		@	  *	B	0	M	#		 D3*  ,DHG  ~1  '3*	 'Ay  A13*  ~1	     	 						  						  						 8
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  



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	     	 E f f e c t   l i s t   f u l l 	 E f f e c t   l i s t   f u l l 	 E f f e c t   l i s t   f u l l 	 E f f e k t e l y   i s   v o l 	 E f f e c t   l i s t   f u l l 	 E f f e c t   l i s t   f u l l 	 E f f e c t   l i s t   f u l l 	 E f f e c t   l i s t   f u l l 	 E f f e c t   l i s t   f u l l 	 E f f e c t   l i s t   f u l l 	 
+
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M

A
	 *M0->,  $>2?>  *B0M#M#	 	 						  						  						 	 	 	 	 	 	 	 L i s t a   d e   e f e i t o s   c h e i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ F I L E _ D U P L I C A T E D 	 B G S N D 	 P O P U P 	 F i l e   d u p l i c a t e d 	 F i l e   e x i s t s 	 jHh]X[(W	 eN]X[(W	 D%L!5-"9HA%I'	 E l   a r c h i v o   e x i s t e   	 F i c h i e r   e x i s t a n t 	 D a t e i   e x i s t i e r t 	 $09;  4C1;8@>20=	 F i l e   d o p p i o 	 'DEDA  EH,H/	 O   f i c h e i r o   e x i s t e 	 D o s y a   v a r 	 T p   t i n      t n   t i 	 F i l e   s u d a h   a d a 	 F a i l   w u j u d 	 +	>		2	  *	9	2	G	  8	G	  9	@	  9	H		 	 	 	 L  t e z Q  f  j l 	 	 	 	 B e s t a n d   b e s t a a t   a l 	 	 	 F i _i e r u l   e x i s t   d e j a 	 	 	   	 	 +	>		2	  !	A	*	M	2	?		G		  	>	2	@		 ~1HF/G  H,H/  /'1/	 ~Dy  A'&D  (F'  D'  '	       	 				  				 +
>
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	 +H2M  !B*M2?GF!M	 >2B>@=89  D09;	 





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  


	     	 F i l e   d u p l i c a t e d 	 F i l e   d u p l i c a t e d 	 F i l e   d u p l i c a t e d 	 L  e r   b e s t a a n 	 F i l e   d u p l i c a t e d 	 F i l e   d u p l i c a t e d 	 F i l e   d u p l i c a t e d 	 F i l e   d u p l i c a t e d 	 F i l e   d u p l i c a t e d 	 F i l e   d u p l i c a t e d 	 +
/
2
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	 +>2  (2  9K?	 	 				  								  					 	 	 	 	 	 	 	 A r q u i v o   e x i s t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ C T M _ M O D E _ O N 	 B G S N D 	 P O P U P 	 C a n   n o t   u s e   i n   t e x t   p h o n e   m o d e 	 C a n   n o t   u s e   i n   t e x t   p h o n e   m o d e 	 eW[q!j_-N!qlO(u	 eW[݋!j_-NelO(u	 D!H*2!2#C
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 
 S T R _ I D _ B G S N D _ E F F E C T _ 5 	 B G S N D 	 C 0 8 9 _ 1 	 R e s t a u r a n t 	 R e s t a u r a n t 	 ^	 S	 #I2-2+2#	 R e s t a u r a n t e 	 R e s t a u r a n t 	 R e s t a u r a n t 	  5AB>@0=	 R i s t o r a n t e 	 E79E	 R e s t a u r a n t e 	 R e s t a u r a n t   	 T i m   n 	 R e s t o r a n 	 R e s t o r a n 	 0	G	8	M	$	M	0	>			 	 	 	  t t e r e m 	 	 	 	 R e s t a u r a n t 	 	 	 R e s t a u r a n t 	 	 	 	 R e s t a u r a n t 	 		*	9	>	0		C	9		 13*H1'F	 79'E  '	 	 												 -
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 
 S T R _ I D _ B G S N D _ E F F E C T _ 6 	 B G S N D 	 C 0 8 9 _ 1 	 P u b 	 P u b 	 ^	 S	 1	 B a r 	 P u b 	 P u b 	 0@	 P u b 	 'D-'F)	 P u b 	 B a r   	 T i m   n h y 	 P u b 	 P u b 	 *	,		 	 	 	 K o c s m a 	 	 	 	 K r o e g 	 	 	 B a r 	 	 	 	 P u b 	 *	,		 ('1	 41'(  .'F	 	 				 6
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 
 S T R _ I D _ B G S N D _ E F F E C T _ 7 	 B G S N D 	 C 0 8 9 _ 1 	 C h o r d 	 C h o r d 	 r	 X	 -#L	 A c o r d e 	 A c c o r d 	 A k k o r d 	 ::>@4	 A c c o r d o 	 'D-(D	 A c o r d e 	 T e l   	 H p    m 	 P a d u a n   n a d a 	 K o r d 	 	I	0	M	!		 	 	 	 A k k o r d 	 	 	 	 S n a a r 	 	 	 A c o r d 	 	 	 	 C h o r d 	 	I	0	M	!		 "E2G	 H1	 	 					 $
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	 	 C h o r d 	 C h o r d 	 C h o r d 	 A k k o o r d 	 C h o r d 	 C h o r d 	 C h o r d 	 C h o r d 	 C h o r d 	 C h o r d 	 $
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 
 S T R _ I D _ B G S N D _ E F F E C T _ 8 	 B G S N D 	 C 0 8 9 _ 1 	 A l a r m   s o u n d 	 A l a r m 	 f:yr	 f:yX	 @*5"%8	 A l a r m a 	 A l a r m e 	 A l a r m 	 C48;L=8:	 A l l a r m e 	 'DA29	 A l a r m e 	 A l a r m   	 T i n g   b  o   n g 	 A l a r m 	 P e n g g e r a 	 	2	>	0	M	.		 	 	 	  b r e s z t Q	 	 	 	 W e k k e r 	 	 	 A l a r m 	 	 	 	 A l a r m 	 8		>		$	>		 2F  G4/'1	 'D'1E	   	 							 
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	 	 A l a r m 	 A l a r m 	 A l a r m 	 W e k k e r 	 A l a r m 	 A l a r m 	 A l a r m 	 A l a r m 	 A l a r m 	 A l a r m 	 
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 
 S T R _ I D _ B G S N D _ E F F E C T _ 9 	 B G S N D 	 C 0 8 9 _ 1 	 D o u   d o u   s o u n d 	 D o u 	 VVr	 VVX	 @2	 D o u 	 D o u 	 D o u 	 >C	 D r i n 	 /H/H	 D o u 	 D o u 	 T i n g   t u   t u 	 D o u 	 D o u 	 !				 	 	 	 D  	 	 	 	 D o u 	 	 	 D o u 	 	 	 	 D o u 	 !	K	
		 D o u 	 H	 	 			 !
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	 !L	 >C	 D o u 	 	 D o u 	 D o u 	 D o u 	 D o u 	 D o u 	 D o u 	 D o u 	 D o u 	 D o u 	 D o u 	 !
L
	 !L	 	 			' 	 	 	 	 	 	 	 	 D o u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 0 	 B G S N D 	 C 0 8 9 _ 1 	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 ܖ
	 jVX	 @*5"+%-	 R u i d o   b l a n c o 	 B r u i t   b l a n c 	 W e i  e s   R a u s c h e n 	 5;K9  HC<	 R u m o r e   b i a n c o 	 'D6H6'!	 R u  d o   b r a n c o 	 B e y a z   g  r  l t    	 T i n g   n h i u 	 N o i s e   p o s i t i f 	 H i n g a r   p u t i h 	 5	M	9	>			  (	I		[		 	 	 	 F e h  r z a j 	 	 	 	 W i t t e   r u i s 	 	 	 Z g o m o t   a l b 	 	 W h i t e   N o i s e 	   	 W h i t e   N o i s e 	 5	M	9	>			  (	I		8		 5/'  F/(3'E/	 3A/  4H1	   	 						  					 
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	 5HM  (>/?8M	 V;89  HC<	 




  





	   	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 W i t g e r a a s 	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 W h i t e   n o i s e 	 5
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 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 1 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 1 	 E f f e c t   1 1 	 Heg1 1 	 Heg1 1 	 @-@GL  1 1 	 E f e c t o 1 1 	 E f f e t 1 1   	 E f f e k t   1 1 	 -DD5:B  1 1 	 E f f e t t o 1 1 	 'DE$+1  1 1 	 E f e i t o 1 1 	 E f e k t 1 1 	 H i u   n g   1 1 	 E f e k   1 1 	 K e s a n 1 1 	 *	M	0	-	>	5	1 1 	 	 	 	 1 1 .   h a t  s 	 	 	 	 E f f e c t 1 1 	 	 	 E f e c t   1 1 	 	 E f f e c t 1 1 	   1 1 	 E f f e c t 1 1 	 *	M	0	-	>	5	  1 1 	 ,DHG  1 1 	 'Ay  1 1 	 1 1 	 									 
8
0
  1 1 	 +FMM  1 1 	 D5:B1 1 	 


1 1 	   1 1 	 E f f e c t 1 1 	 E f f e c t 1 1 	 E f f e c t 1 1 	 E f f e k   1 1 	 E f f e c t 1 1 	 E f f e c t 1 1 	 E f f e c t 1 1 	 E f f e c t 1 1 	 E f f e c t 1 1 	 E f f e c t 1 1 	 
+

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  1 1 	 *M0->,  1 1 	 	 						  1 1 	 	 	 	 	 	 	 	 E f e i t o   1 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 2 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 2 	 E f f e c t   1 2 	 Heg1 2 	 Heg1 2 	 @-@GL  1 2 	 E f e c t o 1 2 	 E f f e c t 1 2 	 E f f e k t   1 2 	 -DD5:B  1 2 	 E f f e t t o 1 2 	 'DE$+1  1 2 	 E f e i t o 1 2 	 E f e k t 1 2 	 H i u   n g   1 2 	 E f e k   1 2 	 K e s a n 1 2 	 *	M	0	-	>	5	1 2 	 	 	 	 1 2 .   h a t  s 	 	 	 	 E f f e c t 1 2 	 	 	 E f e c t   1 2 	 	 E f f e c t 1 2 	   1 2 	 E f f e c t 1 2 	 *	M	0	-	>	5	  1 2 	 ,DHG  1 2 	 'Ay  1 2 	 1 2 	 									 
8
0
  1 2 	 +FMM  1 2 	 D5:B1 2 	 


1 2 	   1 2 	 E f f e c t 1 2 	 E f f e c t 1 2 	 E f f e c t 1 2 	 E f f e k   1 2 	 E f f e c t 1 2 	 E f f e c t 1 2 	 E f f e c t 1 2 	 E f f e c t 1 2 	 E f f e c t 1 2 	 E f f e c t 1 2 	 
+

M

M
  1 2 	 *M0->,  1 2 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 3 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 3 	 E f f e c t   1 3 	 Heg1 3 	 Heg1 3 	 @-@GL  1 3 	 E f e c t o 1 3 	 E f f e c t 1 3 	 E f f e k t   1 3 	 -DD5:B  1 3 	 E f f e t t o 1 3 	 'DE$+1  1 3 	 E f e i t o 1 3 	 E f e k t 1 3 	 H i u   n g   1 3 	 E f e k   1 3 	 K e s a n 1 3 	 *	M	0	-	>	5	1 3 	 	 	 	 1 3 .   h a t  s 	 	 	 	 E f f e c t 1 3 	 	 	 E f e c t   1 3 	 	 E f f e c t 1 3 	   1 3 	 E f f e c t 1 3 	 *	M	0	-	>	5	  1 3 	 ,DHG  1 3 	 'Ay1 3 	 1 3 	 									 
8
0
  1 3 	 +FMM  1 3 	 D5:B1 3 	 


1 3 	   1 3 	 E f f e c t 1 3 	 E f f e c t 1 3 	 E f f e c t 1 3 	 E f f e k   1 3 	 E f f e c t 1 3 	 E f f e c t 1 3 	 E f f e c t 1 3 	 E f f e c t 1 3 	 E f f e c t 1 3 	 E f f e c t 1 3 	 
+

M

M
  1 3 	 *M0->,  1 3 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 4 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 4 	 E f f e c t   1 4 	 Heg1 4 	 Heg1 4 	 @-@GL  1 4 	 E f e c t o 1 4 	 E f f e c t 1 4 	 E f f e k t   1 4 	 -DD5:B  1 4 	 E f f e t t o 1 4 	 'DE$+1  1 4 	 E f e i t o 1 4 	 E f e k t 1 4 	 H i u   n g   1 4 	 E f e k   1 4 	 K e s a n 1 4 	 *	M	0	-	>	5	1 4 	 	 	 	 1 4 .   h a t  s 	 	 	 	 E f f e c t 1 4 	 	 	 E f e c t   1 4 	 	 E f f e c t 1 4 	   1 4 	 E f f e c t 1 4 	 *	M	0	-	>	5	  1 4 	 ,DHG  1 4 	 'Ay1 4 	 1 4 	 									 
8
0
  1 4 	 +FMM  1 4 	 D5:B1 4 	 


1 4 	   1 4 	 E f f e c t 1 4 	 E f f e c t 1 4 	 E f f e c t 1 4 	 E f f e k   1 4 	 E f f e c t 1 4 	 E f f e c t 1 4 	 E f f e c t 1 4 	 E f f e c t 1 4 	 E f f e c t 1 4 	 E f f e c t 1 4 	 
+

M

M
  1 4 	 *M0->,  1 4 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 5 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 5 	 E f f e c t   1 5 	 Heg1 5 	 Heg1 5 	 @-@GL  1 5 	 E f e c t o 1 5 	 E f f e c t 1 5 	 E f f e k t   1 5 	 -DD5:B  1 5 	 E f f e t t o 1 5 	 'DE$+1  1 5 	 E f e i t o 1 5 	 E f e k t 1 5 	 H i u   n g   1 5 	 E f e k   1 5 	 K e s a n 1 5 	 *	M	0	-	>	5	1 5 	 	 	 	 1 5 .   h a t  s 	 	 	 	 E f f e c t 1 5 	 	 	 E f e c t   1 5 	 	 E f f e c t 1 5 	   1 5 	 E f f e c t 1 5 	 *	M	0	-	>	5	  1 5 	 ,DHG  1 5 	 'Ay1 5 	 1 5 	 									 
8
0
  1 5 	 +FMM  1 5 	 D5:B1 5 	 


1 5 	   1 5 	 E f f e c t 1 5 	 E f f e c t 1 5 	 E f f e c t 1 5 	 E f f e k   1 5 	 E f f e c t 1 5 	 E f f e c t 1 5 	 E f f e c t 1 5 	 E f f e c t 1 5 	 E f f e c t 1 5 	 E f f e c t 1 5 	 
+

M

M
  1 5 	 *M0->,  1 5 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 6 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 6 	 E f f e c t   1 6 	 Heg1 6 	 Heg1 6 	 @-@GL  1 6 	 E f e c t o 1 6 	 E f f e c t 1 6 	 E f f e k t   1 6 	 -DD5:B  1 6 	 E f f e t t o 1 6 	 'DE$+1  1 6 	 E f e i t o 1 6 	 E f e k t 1 6 	 H i u   n g   1 6 	 E f e k   1 6 	 K e s a n 1 6 	 *	M	0	-	>	5	1 6 	 	 	 	 1 6 .   h a t  s 	 	 	 	 E f f e c t 1 6 	 	 	 E f e c t   1 6 	 	 E f f e c t 1 6 	   1 6 	 E f f e c t 1 6 	 *	M	0	-	>	5	  1 6 	 ,DHG  1 6 	 'Ay  1 6 	 1 6 	 									 
8
0
  1 6 	 +FMM  1 6 	 D5:B1 6 	 


1 6 	   1 6 	 E f f e c t 1 6 	 E f f e c t 1 6 	 E f f e c t 1 6 	 E f f e k   1 6 	 E f f e c t 1 6 	 E f f e c t 1 6 	 E f f e c t 1 6 	 E f f e c t 1 6 	 E f f e c t 1 6 	 E f f e c t 1 6 	 
+

M

M
  1 6 	 *M0->,  1 6 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 6 	 	 	 	 	 	 	 	 1 6 . e f e k t u a 	 E f f e c t   1 6 	 E f e c t o   1 6 	 G b a n w e e   1 6 	 M a i s  o c h t   1 6 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 7 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 7 	 E f f e c t   1 7 	 Heg1 7 	 Heg1 7 	 @-@GL  1 7 	 E f e c t o 1 7 	 E f f e c t 1 7 	 E f f e k t   1 7 	 -DD5:B  1 7 	 E f f e t t o 1 7 	 'DE$+1  1 7 	 E f e i t o 1 7 	 E f e k t 1 7 	 H i u   n g   1 7 	 E f e k   1 7 	 K e s a n 1 7 	 *	M	0	-	>	5	1 7 	 	 	 	 1 7 .   h a t  s 	 	 	 	 E f f e c t 1 7 	 	 	 E f e c t   1 7 	 	 E f f e c t 1 7 	   1 7 	 E f f e c t 1 7 	 *	M	0	-	>	5	  1 7 	 ,DHG  1 7 	 'Ay1 7 	 1 7 	 									 
8
0
  1 7 	 +FMM  1 7 	 D5:B1 7 	 


1 7 	   1 7 	 E f f e c t 1 7 	 E f f e c t 1 7 	 E f f e c t 1 7 	 E f f e k   1 7 	 E f f e c t 1 7 	 E f f e c t 1 7 	 E f f e c t 1 7 	 E f f e c t 1 7 	 E f f e c t 1 7 	 E f f e c t 1 7 	 
+

M

M
  1 7 	 *M0->,  1 7 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 7 	 	 	 	 	 	 	 	 1 7 . e f e k t u a 	 E f f e c t   1 7 	 E f e c t o   1 7 	 G b a n w e e   1 7 	 M a i s  o c h t   1 7 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 8 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 8 	 E f f e c t   1 8 	 Heg1 8 	 Heg1 8 	 @-@GL  1 8 	 E f e c t o 1 8 	 E f f e c t 1 8 	 E f f e k t   1 8 	 -DD5:B  1 8 	 E f f e t t o 1 8 	 'DE$+1  1 8 	 E f e i t o 1 8 	 E f e k t 1 8 	 H i u   n g   1 8 	 E f e k   1 8 	 K e s a n 1 8 	 *	M	0	-	>	5	1 8 	 	 	 	 1 8 .   h a t  s 	 	 	 	 E f f e c t 1 8 	 	 	 E f e c t   1 8 	 	 E f f e c t 1 8 	   1 8 	 E f f e c t 1 8 	 *	M	0	-	>	5	  1 8 	 ,DHG  1 8 	 'Ay1 8 	 1 8 	 									 
8
0
  1 8 	 +FMM  1 8 	 D5:B1 8 	 


1 8 	   1 8 	 E f f e c t 1 8 	 E f f e c t 1 8 	 E f f e c t 1 8 	 E f f e k   1 8 	 E f f e c t 1 8 	 E f f e c t 1 8 	 E f f e c t 1 8 	 E f f e c t 1 8 	 E f f e c t 1 8 	 E f f e c t 1 8 	 
+

M

M
  1 8 	 *M0->,  1 8 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 8 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 1 9 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   1 9 	 E f f e c t   1 9 	 Heg1 9 	 Heg1 9 	 @-@GL  1 9 	 E f e c t o 1 9 	 E f f e c t 1 9 	 E f f e k t   1 9 	 -DD5:B  1 9 	 E f f e t t o 1 9 	 'DE$+1  1 9 	 E f e i t o 1 9 	 E f e k t 1 9 	 H i u   n g   1 9 	 E f e k   1 9 	 K e s a n 1 9 	 *	M	0	-	>	5	1 9 	 	 	 	 1 9 .   h a t  s 	 	 	 	 E f f e c t 1 9 	 	 	 E f e c t   1 9 	 	 E f f e c t 1 9 	   1 9 	 E f f e c t 1 9 	 *	M	0	-	>	5	  1 9 	 ,DHG  1 9 	 'Ay1 9 	 1 9 	 									 
8
0
  1 9 	 +FMM  1 9 	 D5:B1 9 	 


1 9 	   1 9 	 E f f e c t 1 9 	 E f f e c t 1 9 	 E f f e c t 1 9 	 E f f e k   1 9 	 E f f e c t 1 9 	 E f f e c t 1 9 	 E f f e c t 1 9 	 E f f e c t 1 9 	 E f f e c t 1 9 	 E f f e c t 1 9 	 
+

M

M
  1 9 	 *M0->,  1 9 	 	 	 	 	 	 	 	 	 	 E f e i t o   1 9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S N D _ E F F E C T _ 2 0 	 B G S N D 	 C 0 8 9 _ 1 	 E f f e c t   2 0 	 E f f e c t   2 0 	 Heg2 0 	 Heg2 0 	 @-@GL  2 0 	 E f e c t o 2 0 	 E f f e c t 2 0 	 E f f e k t   2 0 	 -DD5:B  2 0 	 E f f e t t o 2 0 	 'DE$+1  2 0 	 E f e i t o 2 0 	 E f e k t 2 0 	 H i u   n g   2 0 	 E f e k   2 0 	 K e s a n 2 0 	 *	M	0	-	>	5	2 0 	 	 	 	 2 0 .   h a t  s 	 	 	 	 E f f e c t 2 0 	 	 	 E f e c t   2 0 	 	 E f f e c t 2 0 	   2 0 	 E f f e c t 2 0 	 *	M	0	-	>	5	  2 0 	 ,DHG  2 0 	 'Ay2 0 	 2 0 	 									 
8
0
  2 0 	 +FMM  2 0 	 D5:B2 0 	 


2 0 	   2 0 	 E f f e c t 2 0 	 E f f e c t 2 0 	 E f f e c t 2 0 	 E f f e k   2 0 	 E f f e c t 2 0 	 E f f e c t 2 0 	 E f f e c t 2 0 	 E f f e c t 2 0 	 E f f e c t 2 0 	 E f f e c t 2 0 	 
+

M

M
  2 0 	 *M0->,  2 0 	 	 	 	 	 	 	 	 	 	 E f e i t o   2 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ U N S U P P O R T E D _ S P E E D 	 A u d i o P l a y e r 	 P O P U P 	 d o   n o t   s u p p o r t   t o   p l a y   a u d i o   w i t h   t h i s   s p e e d 	 S p e e d   n o t   s u p p o r t 	 d>e^
N/ec	 d>e^
N/ec	 D!H#-#1'2!@#G'5I	 V e l o c i d a d   n o   a d m i t i d a 	 V i t e s s e   n o n   s u p p o r t  e 	 G e s c h w i n d i g k e i t   n i c h t   u n t e r s t  t z t 	 !:>@>ABL  =5  ?>445@68205BAO	 V e l o c i t    n o n   s u p p o r t a t a 	 'D319)  D'  */9E	 V e l o c i d a d e   n  o   s u p o r t a d a 	 H 1z   d e s t e k l e n m i y o r   	 K h  n g   h   t r   t c     p h  t 	 K e c e p a t a n   t i d a k   d i d u k u n g 	 K e l a j u a n   t i d a k   m e n y o k o n g 	 8	M	*	@	!	  8	.	0	M	%	?	$	  (	9	@			 	 	 	 N e m   t  m o g a t o t t   s e b e s s  g 	 	 	 	 S n e l h e i d   n i e t   o n d e r s t e u n d 	 	 	 V i t e z a   n u   e s t e   a c c e p t a t 	 	 	     	 	 6	@		M	0	$	>	  *	A	7	M		@	&	>		2	  (	>	9	@		 319*  ~4*('F  F4/G	 1A*'1    -E'*  F	   	 					  					  				  			 
$
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0
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9
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	 8M*@!M  .&M&$A  2G&A	 (284:VABL  =5  ?V4B@8<CTBLAO	 


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	   	 I s i v i n i n i   a s i s a p h o t h i 	 I s a n t y a   a s i x h a s w a n g a 	 K a s i   h a i k u b a l i w i 	 S p o e d   n i e   g e s t e u n   n i e 	 S p a r t a   n e p a l a i k o m a 	  t r u m s   n a v   a t b a l s t +t s 	 K i i r u s   t o e t u s e t a 	 1acxiuxvh  pataerelk  yg	       	 V i t e z a   n u   e s t e   a c c e p t a t 	 5
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 
 S T R _ I D _ A U D P L Y _ S P E E D 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 p l a y   s p e e d   i n   a u d i o   p l a y e r 	 P l a y   s p e e d 	 d>e^	 d>e^	 '2!@#G'2#@%H	 R e p r o d u c i r   v e l o c i d a d 	 V i t e s s e   d e   l e c t u r e 	 W i e d e r g a b e g e s c h w i n d i g k e i t 	 !:>@>ABL  2>A?@>872545=8O	 V e l o c i t    d i   g i o c o 	 319)  'D*4:JD	 V e l o c i d a d e   d e   r e p r o d u   o 	 O y n a t m a   h 1z 1	 T c     p h  t 	 K e c e p a t a n   p e m u t a r a n 	 K e l a j u a n   m a i n 	 *	M	2	G	  8	M	*	@	!		 	 	 	 L e j  t s z  s   s e b e s s  g e 	 	 	 	 A f s p e e l s n e l h e i d 	 	 	 V i t e z   d e   r e d a r e 	 	 	   	 P l a y   S p e e d 	 6	@		M	0	  	>	2	B	  	0	>		 319*  ~.4	 1A*'1  D'&	     	 				  						 
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 
 S T R _ I D _ A U D P L Y _ S P E E D _ F A S T 2 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 s p e e d   f a s t e s t 	 F a s t e s t 	  g_	  g_	 @#G'5H*8	 M  s   r  p i d a 	 T r  s   r a p i d e 	 A m   s c h n e l l s t e n 	 !0<0O  2KA>:0O	 L a   p i    v e l o c e 	 #319	 M a i s   r  p i d a 	 E n   h 1z l 1  	 N h a n h   n h t 	 T e r c e p a t 	 P a l i n g   c e p a t 	 8	,	8	G	  $	@	5	M	0		 	 	 	 L e g g y o r s a b b 	 	 	 	 S n e l s t 	 	 	 C e a   m a i   m a r e 	 	 	   	 F a s t e s t 	 	$	?		2	&		 319  *1F	 3(  3  *2	   	 								 8
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i a u s i a s 	  t r k a i s 	 K i i r e i m 	 1tevaaac	 	 C e a   m a i   m a r e 	 
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 
 S T R _ I D _ A U D P L Y _ S P E E D _ S L O W 2 	 A u d i o P l a y e r 	 C 0 5 7 _ 1 	 s p e e d   s l o w e s t 	 S l o w e s t 	  gba	  gba	 
I25H*8	 M  s   l e n t a 	 T r  s   l e n t 	 A m   l a n g s a m s t e n 	 !0<0O  =87:0O	 L a   p i    l e n t a 	 #(7#	 M a i s   l e n t a 	 E n   y a v a _  	 C h m   n h t 	 T e r l a m b a t 	 P a l i n g   p e r l a h a n 	 8	,	8	G	  '	@	.	>		 	 	 	 L e g l a s s a b b 	 	 	 	 L a n g z a a m s t 	 	 	 C e a   m a i   m i c 	 	 	   	 S l o w e s t 	 	$	?	  .		&		 "G3*G  *1F	 3(  3  /E'	   	 						 8
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i a u s i a s 	 L n k a i s 	 A e g l a s e i m 	 1tevadavdar	   	 C e a   m a i   m i c 	 
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ R E V E R B _ E F F E C T 	 S e t t i n g 	 C 0 5 7 _ 1 	 s o u n d   e f f e c t :   a u d i o   r e v e r b 	 R e v e r b   e f f e c t 	 He	 VTHe	 @-@GL*0I-	 E f e c t o   e c o 	 E f f e t   r  v e r b 	 H a l l e f f e k t 	  525@15@0F8O	 E f f e t t o   r i v e r b e r o 	 A9'DJ)  'D*1//	 E f e i t o   d e   e c o 	 E f e k t i   y a n k 1l a n d 1r   	  m   h n g   h i    m 	 E f e k   g a u n g 	 K e s a n   g e m a 	 0	?	5	0	M	,	  	+	G		M			 	 	 	 Z e n g e t Q  h a t  s 	 	 	 	 E c h o e f f e c t 	 	 	 E f e c t   d e   e c r a n 	 	 	   	 	 0	?	5	M	9	0	M	,	  	+	G		M			 ,DHG  7FF  'F/'2	 'F9'3  'Ay	   	 							  							 0
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ R E V E R B _ E F F E C T _ S E T 1 	 S e t t i n g 	 C 0 5 7 _ 1 	 r e v e r b   e f f e c t   :   c o n e c e r t 	 C o n c e r t 	 jg	 PNO	 -@*4#L	 C o n c i e r t o 	 C o n c e r t 	 K o n z e r t 	 >=F5@B	 C o n c e r t o 	 'D-AD)  'DEH3JBJ)	 C o n c e r t o 	 K o n s e r   	 H  a   n h c 	 K o n s e r 	 K o n s e r t 	 		8	0	M			 	 	 	 K o n c e r t 	 	 	 	 C o n c e r t 	 	 	 C o n c e r t 	 	 	 	 C o n c e r t 	 	I	(	M	8	0	M			 F31*	 EH3B    *B1(	 	 								 8
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	   	 I k h o n s a t h i 	 I k o n s a t h i 	 T a m a s h a 	 K o n s e r t 	 K o n c e r t a s 	 K o n c e r t s 	 K o n t s e r t 	 @atec	 	 C o n c e r t 	 
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ R E V E R B _ E F F E C T _ S E T 2 	 S e t t i n g 	 C 0 5 7 _ 1 	 r e v e r b   e f f e c t   :   s h o w e r 	 S h o w e r 	 mtm	 mtm	 -2I311'	 D u c h a 	 D o u c h e 	 D u s c h e 	 CH	 D o c c i a 	 ':*3'D	 C h u v e i r o 	 D u _  	 X i   n c 	 H u j a n 	 P a n c u r a n 	 6	>	5	0		 	 	 	 Z u h a n y z  	 	 	 	 D o u c h e 	 	 	 D u _	 	 	 	 S h o w e r 	 6	I	5	0		 /H4	 4'H1	 	 							 +
A
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	 	 I s h a w a 	 I s h a w a 	 M a n y u n y u 	 S t o r t 	 D u aa s 	 D u aa 	 S a d u 	 Qvxr	 	 D u _	 7
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 
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i a 	 B a z n +c a 	 K i r i k 	 5oerek	 	 B i s e r i c 	 
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 
 S T R _ I D _ S E T T I N G _ A U D I O _ R E V E R B _ E F F E C T _ S E T 4 	 S e t t i n g 	 C 0 5 7 _ 1 	 r e v e r b   e f f e c t   :   s m a l l   r o o m 	 S m a l l   r o o m 	 \?b	 \?b	 +I-2@%G	 H a b i t a c i  n   p e q u e  a 	 P e t i t e   p i  c e 	 K l e i n e s   Z i m m e r 	 0;5=L:>5  ?><5I5=85	 S t a n z a   p i c c o l a 	 :1A)  'D5:J1)	 S a l a   p e q u e n a 	 K    k   o d a   	 P h  n g   n h 	 R u a n g   k e c i l 	 B i l i k   k e c i l 	 	K		>	  	.	0	>		 	 	 	 K i s   h e l y i s  g 	 	 	 	 K l e i n e   k a m e r 	 	 	  n c p e r e   m i c 	 	 	   	 S m a l l   R o o m 	 	K		@	  	K	2	@		 '*'B  H	 Hy'  1HE	   	 			  						 
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 
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 
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	 0?-0M,  ,  *0?*>0M6M5  >%0G  >2A  9K*>0?,  (>9?	 R i v e r b e r i m i   d h e   r r e t h i m i   n u k   m u n d   t e   n d i z e n   s e   b a s h k u 	 							  			  							  						  					  		  				  							 	 	 	 	 	 	 	 R e v e r b e r a   o   e   s u r r o u n d   n  o   p o d e m   s e r   l i g a d o s   j u n t o s 
 
 W G U I _ C A T E G O R Y _ H I N D I _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 H I 	 	 	 	 	 	 	 	 H I 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ H I N D I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 C a t e g o r y   s c r e e n s   s t r i n g 	 S m a r t   H i n d i 	 zfgaSpS^e	 zfSpS^e	 S m a r t   H i n d 9	 S m a r t   h i n d i 	 i n t e l l i g e n t   H i n d i 	 S m a r t - H i n d i 	 S m a r t   H i n d i 	 H i n d i   i n t u i t i v o 	 GF/J	 H i n d i   i n t e l i g e n t e 	 S m a r t   H i n d i 	 H i n d i   t h  n g   m i n h 	 S m a r t   H i n d i 	 H i n d i   P i n t a r 	 8	M	.	>	0	M		  9	?	(	M	&	@		 S m a r t   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 I n t e l l i g e n s   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 H i n d i   i n t e l i g e n t 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 S m a r t   H i n d i 	 8	M	.	>	0	M		  9	?		&	@		 GF/  GH4EF/	 '3E'1y  F/	   	 							  							 
A
8
$
  9
?
p
&
@
	 8M.>0MM  9?&@	 =B5;5:BC0;L=0  EV=4V	 






  




	   	 I - S m a r t   H i n d i 	 I - H i n d i   e s e m g a n g a t h w e n i 	 S m a r t   H i n d i 	 S l i m   H i n d i 	 I n t e l e k t u a l u s i s   h i n d i 	 S m a r t   H i n d i 	 S m a r t   h i n d i 	 =elak  @kvdk	   	 S m a r t   H i n d i 	 8
M
.
>
0
M

 
M

M
  9
?
(
M
&
?
	 8M.>0M  9?(M&@	 S m a r t   H i n d i 	 							  							 	 	 	 	 	 	 	 H i n d i   i n t e l i g e n t e 
 
 W G U I _ C A T E G O R Y _ B U L G A R I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 B G 	 	 	 	 	 	 	 	 B G 
 
 W G U I _ C A T E G O R Y _ b u l g a r i a n _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 b g 	 	 	 	 	 	 	 	 b g 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ B U L G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   B G 	 B G 	 'Y[OR)RNe	 'YQOR)RNe	 B G 	 B G 	 B G 	 B G 	 M u l t i t a p   B G 	 B G 	 B G 	 B G 	 B G 	 B U N G A R I 	 M u l t i t a p   B G 	 B G 	 B G 	 M u l t i t a p   B G 	 M u l t i t a p   B G 	 T r a d y c y j n e   w p i s y w a n i e   -   B G 	 B G 	 M u l t i t a p   B G 	 M u l t i t a p   B G 	 M u l t i t a p   B G 	 B G 	 M u l t i t a p   B G 	 V i ae s t r u k i   u n o s   B G 	 B G 	 M u l t i t a p   B G 	     B G 	 B G 	 =>3>C40@=>  2J2. B G 	 .	2	M		@		E	*	  B G 	 B G 	 B G EDy  y~	     ( ) 	 B G 	 .
2

@

H
*
  ,
@

@
	 .2M@>*M  ,??	 28G09=0  B G 	 







  B G 	   B G 	 I - M u l t i t a p   b g 	 u m n o m b o   o m n i n z i   w e - B G 	 M u l t i t a p   B G 	 B G 	 M u l t i t a p   B G 	 M u l t i t a p   B G 	 M u l t i t a p   B G 	 ?ovaok  pzxtx~  23	   B G 	 M u l t i t a s t   B G 	 .
3
M

 
M

?

>
*
M
*
M
  B G 	 .2M?M_>*  B G 	 M u l t i t a p   B G 	 									  B G 	 	 	 	 	 	 	 	 B G 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ B U L G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   M u l t i t a p   b g 	 b g 	 \[OR)RNe	 \QOR)RNe	 b g 	 b g 	 b g 	 b g 	 M u l t i t a p   b g 	 b g 	 b g 	 b g 	 b g 	 b u n g a r i 	 M u l t i t a p   b g 	 b g 	 b g 	 M u l t i t a p   b g 	 M u l t i t a p   b g 	 T r a d y c y j n e   w p i s y w a n i e   -   b g 	 b g 	 M u l t i t a p   b g 	 M u l t i t a p   b g 	 M u l t i t a p   b g 	 b g 	 M u l t i t a p   b g 	 V i ae s t r u k i   u n o s   b g   	 b g 	 M u l t i t a p   b g 	     b g 	 b g 	 =>3>C40@=>  2J2. b g 	 .	2	M		@		E	*	  b g 	 b g 	 b g EDy  y~	     ( ) 	 b g 	 .
2

@

H
*
  
K

@
  ,
@

@
	 .2M@>*M  ,??	 28G09=0  b g 	 







  b g 	   b g 	 I - M u l t i t a p   B G 	 u m n o m b o   o m n i n z i   w e - b g 	 M u l t i t a p   b g 	 b g 	 M u l t i t a p   b g 	 M u l t i t a p   b g 	 M u l t i t a p   b g 	 ?ovaok  pzxtx~  bc	   b g 	 M u l t i t a s t   b g 	 .
3
M

 
M

?

>
*
M
*
M
  b g 	 .2M?M_>*  b g 	 M u l t i t a p   b g 	 									  b g 	 	 	 	 	 	 	 	 b g 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ B U L G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   B G 	 S m a r t   B G 	 zfgaOR)RNe'Y[	 zfOR)RNe'YQ	 AI*!2#L4!LC+
H1%A@#5"	 S m a r t   B G 	 i n t e l l i g e n t   B G 	 S m a r t - B G 	 S m a r t   B G 	 B G   i n t u i t i v o 	 B'EH3  (D:'1J  B G 	 B G   i n t e l i g e n t e 	 Z A R I F   B G 	 B G   t h  n g   m i n h 	 P a n d a i   B G 	 B G   P i n t a r 	 8	M	.	>	0	M		  ,	A	2	M		G	0	?	/	(		 S m a r t   B G 	 S m a r t   B G 	 M e t o d a   s Bo w n i k o w a   -   B G 	 I n t e l l i g e n s   B G 	 S m a r t   B G 	 S m a r t   B G 	 S m a r t   B G 	 S m a r t   B G 	 S m a r t   B G 	 I n t e l i g e n t n i   B G 	 B G   i n t e l i g e n t 	 S m a r t   B G 	   B G 	 S m a r t   B G 	 J@7>  2J25640=5  B G 	 8	M	.	>	0	M		  B G 	 B G   GH4EF/	 B G '3E'1y	     ( ) 	 							  					 
A
8
$
  ,
@

@
	 8M.>0MM  ,??	 =B5;5:BC0;L=0  B G 	 






  B G 	   B G 	 I - S m a r t   b g 	 I - B G   e s e m g a n g a t h w e n i 	 S m a r t   B G 	 S l i m   B G 	 I n t e l e k t u a l u s i s   B G 	 S m a r t   B G 	 S m a r t   B G 	 =elak  23	   B G 	 S m a r t   B G 	 8
M
.
>
0
M

 
M

M
  B G 	 8M.>0M  B G 	 S m a r t   B G 	 							  B G 	 	 	 	 	 	 	 	 B G   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ B U L G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   S m a r t   b g 	 S m a r t   b g 	 zfgaOR)RNe\[	 zfOR)RNe\Q	 S m a r t   b g 	 S m a r t   b g 	 i n t e l l i g e n t   b g 	 S m a r t - b g 	 S m a r t   b g 	 B G   i n t u i t i v o 	 B'EH3  (D:'1J  b g 	 b g   i n t e l i g e n t e 	 Z A R I F   b g 	 b g   t h  n g   m i n h 	 P a n d a i   b g 	 b g   P i n t a r 	 8	M	.	>	0	M		  ,	A	2	M		G	0	?	/	(		 S m a r t   b g 	 S m a r t   b g 	 M e t o d a   s Bo w n i k o w a   -   b g 	 I n t e l l i g e n s   b g 	 S m a r t   b g 	 S m a r t   b g 	 S m a r t   b g 	 S m a r t   b g 	 S m a r t   b g 	 I n t e l i g e n t n i   b g 	 b g   i n t e l i g e n t 	 S m a r t   b g 	   b g 	 S m a r t   b g 	 J@7>  2J25640=5  b g 	 8	M	.	>	0	M		  b g 	 b g   GH4EF/	 b g '3E'1y	     ( ) 	 							  					 
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  b g 	   b g 	 I - S m a r t   B G 	 I - b g   e s e m g a n g a t h w e n i 	 S m a r t   b g 	 S l i m   b g 	 I n t e l e k t u a l u s i s   b g 	 S m a r t   b g 	 S m a r t   b g 	 =elak  bc	   b g 	 S m a r t   b g 	 8
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 
 S S C _ S C R _ L A N G U A G E _ B U L G A R I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   B u l g a r i a n   S S C   s t r i n g   s c r e e n 	 L a n g u a g e   s e t   t o   B u l g a r i a n 	  -[p\ n OR)RNe	  [:N\ n OR)RNe	 1IH2@G 2)21%A@#5"	 I d i o m a   e s t a b l e c i d o   a   b  l g a r o 	 L a n g u e   r  g l  e   s u r   B u l g a r e 	 S p r a c h e   e i n g e s t e l l t   a u f   B u l g a r i s c h 	 /7K:  CAB0=>2;5=  =0  1>;30@A:89	 L i n g u a   i m p o s t a t a   s u   b u l g a r o 	 6(7  ('DD:)  'D(D:'1J)	 I d i o m a   d e f i n i d o   p a r a   B  l g a r o 	 F R A N S I Z A   D I L   T A K I M 	 t   n g  n   n g   t h  n h   t i n g   B u n   g a   r i 	 S e t   B a h a s a   k e   B a h a s a   P e r a n c i s 	 B a h a s a   d i s e t k a n   k e p a d a   b a h a s a   B u l g a r i a 	 +	M	0	>		8	?	8	@	  -	>	7	>	  	K	  (	?	/	$	  	0	G			 I n d s t i l   S p r o g   t i l   F r a n s k 	 N a s t a v e n    j a z y k a   n a   f r a n c o u z at i n u 	 U s t a w   j z y k   n a   F r a n c u s k i 	 N y e l v    t  l l  t v a   f r a n c i  r a 	 K i e l i v a l i n t a   r a n s k a 	 F r a n k s   v a l g t   s o m   s p r  k 	 J a z y k   n a s t a v e n    n a   f r a n c  z at i n u 	 T a a l   i n g e s t e l d   o p   B u l g a a r s 	 V  l j a   f r a n s k a 	 J e z i k   p o d e ae n   n a   f r a n c u s k i 	 A ci   s e l e c t a t   l i m b a   b u l g a r 	 J e z i k   N a s t a v l j e n   v   F r a n c o a
i n o 	       	     	 78:JB  ?@><5=5=  =0  $@5=A:8	 ,	A	2		G	0	?	/	(	  .	'	M	/	G	  -	>	7	>	  8	G		  	0	>		 2('F  1H  (D:'1  *F8E  4/	 2('F  (D1F  3y  ,&	     	 										  				  			  					 -
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i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  $@5=A:8	 ,	A	2		G	0	?	/	(	  8	G		  	0	>	$	  	B			 .7'  /1  *F8E  2('F  (D:'1	 (D1F  3y  1F  E  :D7	     	 										  			  				  							 ,
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 
 S T R _ D I C T I O N A R Y _ T I T L E 	 D I C T 	 T I T L E ,   I C O N T E X T 	 E - D i c t i o n a r y   	 E - D i c t i o n a r y 	 P[xQ	 5uP[͋xQ	 28#!-4@%G#-4*L	 D i c c i o n a r i o   e l e c t r  n i c o 	 E - D i c t i o n n a i r e 	 E - W  r t e r b u c h 	 -;5:B@>==K9  A;>20@L	 D i z i o n a r i o   e l e t t r o n i c o 	 B'EH3  'DC*1HFJ	 E - d i c t i o n a r y 	 E - S  z l  k 	 T   i n   i n   t 	 E - D i c t i o n a r y 	 E - k a m u s 	 	- 6	,	M	&		K	7		 	 	 	 E - S z  t  r 	 	 	 	 E - w o o r d e n b o e k 	 	 	 D i c ci o n a r   e l e c t r o n i c 	 	 	   	 	 	- !	?		M	6	(	0	@		 A1GF  D:*  'D*1HF	 '  4F1	   	 	- 							 
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- 








	 - 	 I - E - D i c t i o n a r y 	 E - i s i c h a z i - m a g a m a 	 K a m u s i   E 	 E - W o o r d e b o e k 	 E l e k t r o n i n i s   ~o d y n a s 	 E - v r d n +c a 	 E - D i c t i o n a r y 	 7l.   ba|aav	 E - 	 D i c ci o n a r   e l e c t r o n i c 	 
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 
 S T R _ D I C T I O N A R Y _ S H O W _ M E A N I N G 	 D I C T 	 I C O N T E X T 	 S h o w   m e a n i n g 	 S h o w   m e a n i n g 	 o:yˑ	 >f:yʑ	 A*'2!+!2"	 M o s t r a r   s i g n i f i c a d o 	 A f f i c h e r   d e s c r i p t i o n 	 B e d e u t u n g   a n z e i g e n 	 >:070BL  7=0G5=85	 M o s t r a   s i g n i f i c a t o 	 916  'DE9FJ	 M o s t r a r   s i g n i f i c a d o 	 A n l a m 1  g  s t e r 	 G i i   t h  c h   h i n   t h 	 T a m p i l k a n   a r t i 	 T u n j u k k a n   m a k s u d 	 	0	M	%	  &	?		>				 	 	 	 J e l e n t  s   m e g j e l e n  t  s e 	 	 	 	 B e t e k e n i s   t o n e n 	 	 	 A f i _e a z    n ce l e s 	 	 	   	 	 	0	M	%	  &	>		5	>		 FE'4  E9F'	 E9F  /'&	   	   				  									 .
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 
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I*1
%1)LA	 B  s q u e d a   c o m o d  n 	 R e c h e r c h e   g  n  r i q u e 	 P l a t z h a l t e r s u c h e 	 >8A:  ?>  H01;>=C	 R i c e r c a   w i l d c a r d 	 'D(-+  9F  BJE)  4'ED)	 P e s q u i s a   b o l e a n a 	 E _l e m e   a r a m a s 1  	 T  m   t h   p h i   h p 	 P e n c a r i a n   w i l d c a r d 	 C a r i a n   k a d   b e b a s 	 5	>		2	M	!	  	>	0	M	!	  	K			 	 	 	 K e r e s  s   h e l y e t t e s  t Q  k a r a k t e r e k k e l 	 	 	 	 Z o e k e n   m e t   j o k e r t e k e n 	 	 	 C u t a r e   m e t a c a r a c t e r 	 	 	   - 	 	 5	>		2	M	!		>	0	M	!	  6	K	'	>		 ,3*,H  FH3G  ,'2F	 H'&D  '1    *D'4	   	 												  										 5
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 
 S T R _ D I C T I O N A R Y _ E X A C T _ S E A R C H 	 D I C T 	 T I T L E ,   I C O N T E X T 	 w o r d   s e a r c h 	 W o r d   s e a r c h 	 d\&{TW[	 g~bUS͋	 I+23	 B  s q u e d a   d e   p a l a b r a 	 R e c h e r c h e   d e   m o t 	 W o r t s u c h e 	 >8A:  A;>20	 R i c e r c a   p a r o l a 	 (-+  9F  'DCDE'*	 P e s q u i s a   d e   p a l a v r a 	 K e l i m e   a r a m a s 1  	 T  m   c h   t h  c h   h p 	 P e n c a r i a n   k a t a 	 C a r i a n   p e r k a t a a n 	 6	,	M	&	  	K			 	 	 	 S z  k e r e s  s 	 	 	 	 W o o r d   z o e k e n 	 	 	 C u t a r e   c u v  n t 	 	 	   	 	 6	,	M	&	  6	K	'		 ,3*,H  DEG	 'DA'8    *D'4	   	 				  						 
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	   	 U k u c i n g a   a m a g a m a 	 U k h a n g e l o - m a g a m a 	 U t a f u t a j i   n e n o 	 W o o r d s o e k t o g 	 }o d ~i o   p a i e ak a 	 V r d a   m e k l aa n a 	 S  n a   o t s i n g 	 =x}k  xxvxt	   	 C u t a r e   c u v  n t 	 5
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 	 6,M&  8(M'>(	 K e r k i m   I   f j a l e s 	 				  							 	 	 	 	 	 	 	 P r o c u r a   d e   p a l a v r a 	 	 	 	 	 	 	 	 H i t z - b i l a k e t a 	 P a g h a h a n a p   n g   k a t a g a 	 P r o c u r a r   p a l a b r a 	 C h   o k w u 	 C u a r d a c h   f o c a i l 
 
 S T R _ D I C T I O N A R Y _ L A N G U A G E _ N O T _ S U P P O R T E D 	 D I C T 	 P O P U P 	 L a n g u a g e   i s   n o t   s u p p o r t e d 	 L a n g u a g e   n o t   s u p p o r t e d 	 r|
N/ec	 |
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	   	 U l i m i   a l u s a p h o t h i w e 	 U l w i m i   a l u x h a s w a n g a 	 L u g h a   h a i k u b a l i w i 	 T a a l   n i e   g e s t e u n   n i e 	 K a l b a   n e p a l a i k o m a 	 V a l o d a   n a v   a t b a l s t +t a 	 K e e l   t o e t u s e t a 	 <efxv  pataerelk  yg	       	 L i m b a   n u   e s t e   a c c e p t a t 	 -
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 
 S T R _ D I C T I O N A R Y _ N O _ M A T C H _ F O U N D 	 D I C T 	 P O P U P 	 N o   m a t c h   f o u n d 	 N o   m a t c h   f o u n d 	 *g~b0R	 *g~b0R	 D!H35H#	 N o   h a y   r e s u l t a d o s 	 A u c u n   r  s u l t a t   t r o u v  	 K e i n e    b e r e i n s t i m m u n g   g e f u n d e n 	 !>>B25BAB285  =5  =0945=>	 N e s s u n a   c o r r i s p o n d e n z a   t r o v a t a 	 D'    JH,/	 S e m   r e s u l t a d o s 	 E _l e _m e   b u l u n a m a d 1  	 C h a   t  m   t h y 	 T i d a k   a d a   k e c o c o k a n   y a n g   d i t e m u k a n 	 T i a d a   p a d a n a n   d i t e m u i 	 .	H		  (	9	@		  .	?	2	>		 	 	 	 N i n c s   e g y e z  s 	 	 	 	 G e e n   o v e r e e n k o m s t   g e v o n d e n 	 	 	 N u   s - a   g s i t   n i c i u n   e l e m e n t 	 	 	     	 	 $	8	>		  8	>	*	!	2	>	  (	>	9	@		 F81  'A*  F4/	 H&  EF  F  ED	   	 			  			  					  						 8
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 
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	     	 A m a s e t h i n g i   o k u k h u l u m a 	 U s e t o   l o k u t h e t h a 	 M i p a n g i l i o   y a   k u n e n a 	 P r a a t i n s t e l l i n g s 	 K a l b j i m o   n u o s t a t o s 	 R u n a s   i e s t a t +j u m i 	 R   k i m i s e   s  t t e d 	 1a}avelx  oauavve	     	 S e t r i   c o n v e r s a ci e 	 8
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 
 S T R _ D I C T I O A N R Y _ T T S _ S P E A K I N G 	 D I C T 	 T I T L E ,   I C O N T E X T 	 S p e a k i n g 	 S p e a k i n g 	 	 	 2#9	 C o n v e r s a c i  n 	 V o i x 	 S p r e c h v o r g a n g 	  5GL	 C o n v e r s a z i o n e 	 F7B	 A   f a l a r 	 K o n u _m a   	 P h  t    m 	 B i c a r a 	 B e r c a k a p 	 8	M	*	@		?				 	 	 	 B e s z  d 	 	 	 	 B e z i g   m e t   g e s p r e k 	 	 	 C o n v e r s a ci e 	 	 	 	 	 	@	(	  8	M		M	0	?			  6	K	'		 /1  -'D  5-(*  1/F	 '3~F	       	 			  				 
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 
 S T R _ D I C T I O A N R Y _ T T S _ S P E A K _ S P E E D 	 D I C T 	 I C O N T E X T 	 S p e a k   s p e e d 	 S p e a k   s p e e d 	 ^	 ^	 '2!@#G'2#9	 V e l o c i d a d   d e   c o n v e r s a c i  n 	 V i t e s s e   d e   v o i x 	 S p r e c h e e s c h w i n d i g k e i t 	 !:>@>ABL  @5G8	 V e l o c i t    c o n v e r s a z i o n e 	 319)  'DCD'E	 V e l o c i d a d e   d e   d i s c u r s o 	 K o n u _m a   h 1z 1  	 T c     p h  t    m 	 K e c e p a t a n   b i c a r a 	 K e l a j u a n   b e r c a k a p 	 8	M	*	@		  8	M	*	@	!		 	 	 	 B e s z  d   s e b e s s  g e 	 	 	 	 S p r a a k s n e l h e i d 	 	 	 V i t e z   d i s c u ci e 	 	 	   	 	 8	.	>	(	>	0	M	%	@		 319*  5-(*  1/F	 '3~    1A*'1	     	 			  				  						 8
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 
 S T R _ D I C T I O A N R Y _ T T S _ S P E A K _ V E R Y _ S L O W 	 D I C T 	 C 0 5 7 _ 1 	 V e r y   s l o w 	 V e r y   s l o w 	 ^8^ba	 ^8^ba	 
I2!2	 M u y   l e n t a 	 T r  s   l e n t e 	 S e h r   l a n g s a m 	 G5=L  =87:0O	 M o l t o   l e n t a 	 (7J&  ,/'	 M u i t o   l e n t a 	  o k   y a v a _  	 C c   c h m 	 S a n g a t   l a m b a t 	 S a n g a t   p e r l a h a n 	 ,	9	A	$	  '	@	.	>		 	 	 	 N a g y o n   l a s s  	 	 	 	 Z e e r   l a n g z a a m 	 	 	 F o a r t e   m i c 	 	 	   	 	 (	?	(	>	5	@		 .D  "G3*G	 (*  /E'	 	 						 5
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  




	   	 N e n s a   k a k h u l u 	 C o t h a   k a k h u l u 	 P o l e p o l e   s a n a 	 B a i e   s t a d i g 	 L a b a i   l t a s 	 ;o t i   l n s 	 V  g a   m a d a l 	 Ga  davdar	   	 F o a r t e   m i c 	 5
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 
 S T R _ D I C T I O A N R Y _ T T S _ S P E A K _ V E R Y _ F A S T 	 D I C T 	 C 0 5 7 _ 1 	 V e r y   f a s t 	 V e r y   f a s t 	 ^8^_	 ^8^_	 @#G'!2	 M u y   r  p i d a 	 T r  s   r a p i d e 	 S e h r   s c h n e l l 	 G5=L  2KA>:0O	 M o l t o   v e l o c e 	 31J9  ,/'	 M u i t o   r  p i d a 	  o k   h 1z l 1  	 C c   n h a n h 	 S a n g a t   c e p a t 	 S a n g a t   c e p a t 	 ,	9	A	$	  $	@	5	M	0		 	 	 	 N a g y o n   g y o r s 	 	 	 	 Z e e r   s n e l 	 	 	 F o a r t e   m a r e 	 	 	   	 	 	'	?		  $	G			 .D  319	 (*  *2	   	 								 ,
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  



	   	 S h e s h a   k a k h u l u 	 K h a w u l e z a   k a k h u l u 	 H a r a k a   s a n a 	 B a i e   v i n n i g 	 L a b a i   g r e i t a s 	 ;o t i   t r s 	 V  g a   k i i r e 	 Ga  aac	   	 F o a r t e   m a r e 	 5
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	 '?  &M0A$	 S h u m e   s h p e j t 	 				  								 	 	 	 	 	 	 	 M u i t o   r  p i d o 	 	 	 	 	 	 	 	 O s o   a z k a r r a 	 M a s y a d o n g   m a b i l i s 	 M o i   r  p i d o 	 d   o k e   s s 	 A n - t h a p a 
 
 S T R _ D A _ T E X T _ F I L E 	 D L A g e n t 	 U N L I M 	 T e x t   f i l e 	 T e x t   f i l e 	 eW[jHh	 e,geN	 D%LI-'2!	 A r c h i v o   d e   t e x t o 	 F i c h i e r   t e x t e 	 T e x t d a t e i 	 "5:AB>2K9  D09;	 F i l e   d i   t e s t o 	 EDA  'DF5	 F i c h e i r o   d e   t e x t o 	 M e t i n   d o s y a s 1  	 T p   k    t 	 F i l e   t e k s 	 F a i l   t e k s 	 	2	G		  +	>		2		 	 	 	 S z  v e g f  j l 	 	 	 	 T e k s t b e s t a n d 	 	 	 F i _i e r   t e x t 	 	 	   	 	 	G		M	8	M		  +	>		2	  ! 	 A'D  E*F	 ! y3y  A'&D	   ! 	 					  				! 	 .
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  



	   	 T e x t   f i l e 	 T e x t   f i l e 	 T e x t   f i l e 	 T e k s l  e r 	 T e x t   f i l e 	 T e x t   f i l e 	 T e x t   f i l e 	 T e x t   f i l e 	 T e x t   f i l e 	 T e x t   f i l e 	 
F
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 	 *>   +>2	 D o k u m e n t i   t e k s t 	 			  					 	 	 	 	 	 	 	 A r q u i v o   d e   t e x t o 	 	 	 	 	 	 	 	 T e s t u - f i t x a t e g i a 	 F i l e   n g   t e k s t o 	 F i c h e i r o   d e   t e x t o 	 E d e r e d e   f a l 	 C o m h a d   t  a c s 
 
 S T R _ D A _ I M A G E _ F I L E 	 D L A g e n t 	 U N L I M 	 I m a g e   f i l e 	 I m a g e   f i l e 	 WGrjHh	 VGreN	 D%L 2	 A r c h i v o   d e   i m a g e n 	 F i c h i e r   i m a g e 	 B i l d d a t e i 	 $09;  87>1@065=8O	 F i l e   i m m a g i n e 	 EDA  'D5H1	 F i c h e i r o   d e   i m a g e m 	 R e s i m   d o s y a s 1  	 T p   n h 	 F i l e   f o t o 	 F a i l   i m e j 	 	?	$	M	0	  +	>		2		 	 	 	 K  p f  j l 	 	 	 	 B e e l d b e s t a n d 	 	 	 F i _i e r   i m a g i n e 	 	 	   	 	 	.	G		  +	>		2	  ! 	 A'D  *5H1	 ! 'E,  A'&D	   ! 	 				  				! 	 *
M
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! 	 .GM  +H2M	 @0DVG=89  D09;! 	 



  



	   	 I m a g e   f i l e 	 I m a g e   f i l e 	 I m a g e   f i l e 	 A f b e e l d i n g s l  e r 	 I m a g e   f i l e 	 I m a g e   f i l e 	 I m a g e   f i l e 	 I m a g e   f i l e 	 I m a g e   f i l e 	 I m a g e   f i l e 	 
?
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  +
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2
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 	 *M0$?,?  +>2	 D o k u m e n t i   i m a z h i t 	 										  					 	 	 	 	 	 	 	 A r q u i v o   d e   i m a g e m 	 	 	 	 	 	 	 	 I r u d i - f i t x a t e g i a 	 F i l e   n g   i m a h e 	 F i c h e i r o   d e   i m a x e 	 I m e j i   f a l 	 C o m h a d    o m h  
 
 S T R _ D A _ A U D I O _ F I L E 	 D L A g e n t 	 U N L I M 	 A u d i o   f i l e 	 A u d i o   f i l e 	 rjHh	 XeN	 D%L@*5"	 A r c h i v o   d e   a u d i o 	 F i c h i e r   a u d i o 	 A u d i o d a t e i 	 C48>D09;	 F i l e   a u d i o 	 EDA  'D5H*	 F i c h e i r o   d e    u d i o 	 S e s   d o s y a s 1  	 T p    m   t h a n h 	 F i l e   a u d i o 	 F a i l   a u d i o 	 	2	G		  +	>		2		 	 	 	 H a n g f  j l 	 	 	 	 A u d i o b e s t a n d 	 	 	 F i _i e r   a u d i o 	 	 	   	 	 	!	?		  +	>		2	  ! 	 A'D  5H*	 ! "H  A'&D	     ! 	 				  				! 	 
!
@

  +
>

2
! 	 !?/K  +H2M	 C4V>  D09;! 	 




  



	   	 A u d i o   f i l e 	 A u d i o   f i l e 	 A u d i o   f i l e 	 O u d i o l  e r 	 A u d i o   f i l e 	 A u d i o   f i l e 	 A u d i o   f i l e 	 A u d i o   f i l e 	 A u d i o   f i l e 	 A u d i o   f i l e 	 
!
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/
K
  +
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2
M

 	 !?  +>2	 D o k u m e n t i   I   a u d i o s 	 				'   					 	 	 	 	 	 	 	 A r q u i v o   d e    u d i o 	 	 	 	 	 	 	 	 A u d i o - f i t x a t e g i a 	 F i l e   n g   a u d i o 	 F i c h e i r o   d e   a u d i o 	 F a l   e g w u 	 C o m h a d   f u a i m e 
 
 S T R _ D A _ V I D E O _ F I L E 	 D L A g e n t 	 U N L I M 	 V i d e o   f i l e 	 V i d e o   f i l e 	 q_GrjHh	 ƉeN	 D%L'45B-	 A r c h i v o   d e   v  d e o 	 F i c h i e r   v i d  o 	 V i d e o d a t e i 	 845>D09;	 F i l e   v i d e o 	 EDA  'DAJ/JH	 F i c h e i r o   d e   v  d e o 	 V i d e o   d o s y a s 1  	 T p   V i d e o 	 F i l e   v i d e o 	 F a i l   v i d e o 	 5	@	!	?	/	K	  +	>		2		 	 	 	 V i d e o f  j l 	 	 	 	 V i d e o b e s t a n d 	 	 	 F i _i e r   v i d e o 	 	 	   	 	 5	M	9	?	!	@	/	K	  +	>		2	  ! 	 A'D  ADE	 ! "H  A'&D	     ! 	 									! 	 +
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! 	 5?!?/K  +H2M	 V45>  D09;! 	 





  



	   	 V i d e o   f i l e 	 V i d e o   f i l e 	 V i d e o   f i l e 	 V i d e o l  e r 	 V i d e o   f i l e 	 V i d e o   f i l e 	 V i d e o   f i l e 	 V i d e o   f i l e 	 V i d e o   f i l e 	 V i d e o   f i l e 	 5
@
!
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/
K
  +
/
2
M

 	 -?!?  +>2	 D o k u m e n t i   I   v i d e o s 	 					'   					 	 	 	 	 	 	 	 A r q u i v o   d e   v  d e o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D A _ A P P _ F I L E 	 D L A g e n t 	 U N L I M 	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 SWLj	 SgbLeN	 D%LB#A#!	 A r c h i v o   d e   a p l i c a c i  n 	 F i c h i e r   d  a p p l i c a t i o n 	 A n w e n d u n g s d a t e i 	 $09;  ?@8;>65=8O	 F i l e   a p p l i c a z i o n e 	 EDA  *FAJ0J	 F i c h e i r o   d e   a p l i c a   o 	 U y g u l a m a   d o s y a s 1  	 T p   c    t h   v n   h  n h 	 F i l e   a p l i k a s i 	 F a i l   a p l i k a s i 	 	*	M	2	?	.   +	>		2		 	 	 	 A l k a l m a z  s i   f  j l 	 	 	 	 T o e p a s s i n g s b e s t a n d 	 	 	 A d u g a r e   f i _i e r 	 	 	   	 	 	*	@	*	@	  +	>		2	  ! 	 A'D  (1F'EG	 ! '  ~  ~  A'&D	   ! 	 									  				! 	 
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  


	   	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 T o e p a s s i n g l  e r 	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 A p p l i c a t i o n   f i l e 	 
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 	 *M2?G8(  +>2	 D o k u m e n t i   I   a p l i k a c i o n i t 	 						  					 	 	 	 	 	 	 	 A r q u i v o   d e   a p l i c a t i v o 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D A _ M S G _ F I L E 	 D L A g e n t 	 U N L I M 	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 
o`jHh	 Oo`eN	 D%LI-'2!	 A r c h i v o   d e   m e n s a j e 	 F i c h i e r   d e   m e s s a g e 	 M i t t e i l u n g s d a t e i 	 $09;  A>>1I5=8O	 F i l e   m e s s . 	 EDA  'D13'&D	 F i c h e i r o   d e   m e n s a g e m 	 0l e t i   d o s y a s 1  	 T p   t i n   n h n 	 	 F a i l   m e s e j 	 8		&	G	6	  +	>		2		 	 	 	  z e n e t f  j l 	 	 	 	 B e r i c h t b e s t a n d 	 	 	 F i _i e r   m e s a j 	 	 	   	 	 	.		8		@	  +	>		2	  ! 	 A'D  ~'E	 ! 'E  '3  ,  A'&D  	   ! 	 						  				! 	 
.
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  



	   	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 B o o d s k a p l  e r 	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 M e s s a g e   f i l e 	 8
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 
 S T R _ D A _ M U L T I _ F I L E 	 D L A g e n t 	 U N L I M 	 M u l t i p a r t / A r c h i v e   f i l e 	 M u l t i p l e   f i l e 	 TjHh	 
YTeN	 +%2"D%L	 A r c h i v o   m  l t i p l e 	 F i c h i e r s   m u l t i p l e s 	 M e h r f a c h e   D a t e i 	 5A:>;L:>  D09;>2	 F i l e   m u l t i p l o 	 'DEDA'*  'DE*9//)	 F i c h e i r o   m  l t i p l o 	  o k l u   d o s y a   	 T p   g h  p 	 	 B e r b i l a n g   f a i l 	 .	2	M		?	*	2	  +	>		2		 	 	 	 T  b b   f  j l 	 	 	 	 M e e r d e r e   b e s t a n d e n 	 	 	 F i _i e r   m u l t i p l u 	 	 	 '   	 	 	.	/	B		/		@		/	  +	>		2	  ! 	 F/  A'D	 ! EDy  ~D  A'&D	   ! 	 								  				! 	 ,
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	   	 M u l t i p l e   f i l e 	 M u l t i p l e   f i l e 	 M u l t i p l e   f i l e 	 V e e l v u l d i g e   l  e r 	 M u l t i p l e   f i l e 	 M u l t i p l e   f i l e 	 M u l t i p l e   f i l e 	 M u l t i p l e   f i l e 	 M u l t i p l e   f i l e 	 M u l t i p l e   f i l e 	 .
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 
 S T R _ D A _ U N K N O W N _ F I L E 	 D L A g e n t 	 U N L I M 	 U n k n o w n   f i l e 	 U n k n o w n   f i l e 	 *gwjHh	 *gweN	 D%L5HD!H#9I1	 A r c h i v o   d e s c o n o c i d o 	 F i c h i e r   i n c o n n u 	 U n b e k a n n t e   D a t e i 	 58725AB=K9  D09;	 F i l e   s c o n o s c i u t o 	 'DEDA  :J1  E91HA	 F i c h e i r o   d e s c o n h e c i d o 	 B i l i n m e y e n   d o s y a   	 T p   c h a   x  c   n h 	 	 F a i l   t i d a k   d i k e t a h u i 	 		M		>	$	  +	>		2		 	 	 	 I s m e r e t l e n   f  j l 	 	 	 	 O n b e k e n d   b e s t a n d 	 	 	 F i _i e r   n e c u n o s c u t 	 	 	     	 	 		>	#	  +	>		2	  ! 	 A'D  F'4F'.*G	 ! F'E9DHE    A'&D  	   ! 	 					  				! 	 (
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  



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 
 S T R _ D A _ V C A R D _ F I L E 	 D L A g e n t 	 U N L I M 	 v C a r d   f i l e 	 v C a r d   f i l e 	 
TGrjHh	 
TGreN	 D%L  v C a r d 	 A r c h i v o   v C a r d 	 F i c h i e r   v C a r d 	 v C a r d - D a t e i 	 $09;  2878B=>9  :0@B>G:8	 F i l e   v C a r d 	 EDA  'D(7'B)	 F i c h e i r o   v C a r d 	 v K a r t   d o s y a s 1  	 T p   d a n h   t h i p 	 	 F a i l   v K a d 	 5	@	- 	>	0	M	!	  +	>		2		 	 	 	 v C a r d   f  j l 	 	 	 	 v C a r d - b e s t a n d 	 	 	 F i _i e r   v C a r d 	 	 	   v C a r d 	 	 5	M	9	@		>	0	M	!	  +	>		2	  ! 	 A'D  v C a r d 	 ! H  '1  A'&D	   ! 	 							  				! 	 5
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  



	   	 v C a r d   f i l e 	 v C a r d   f i l e 	 v C a r d   f i l e 	 v C a r d - l  e r 	 v C a r d   f i l e 	 v C a r d   f i l e 	 v C a r d   f i l e 	 v C a r d   f i l e 	 v C a r d   f i l e 	 v C a r d   f i l e 	 5
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 	 v >0M!  +>2	 	 							  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D A _ V C A L E N D A R _ F I L E 	 D L A g e n t 	 U N L I M 	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 LNfjHh	 LNSeN	 D%L  v C a l e n d a r 	 A r c h i v o   v C a l e n d a r 	 F i c h i e r   v C a l e n d a r 	 v C a l e n d a r - D a t e i 	 $09;  :0;5=40@O	 F i l e   v C a l e n d a r 	 EDA  'D*BHJE	 F i c h e i r o   v C a l e n d a r 	 v T a k v i m   d o s y a s 1  	 T p   d a n h   s  c h   v i c   c n   l  m 	 	 F a i l   v K a l e n d a r 	 5	@	- 	H	2	G		!	0	  +	>		2		 	 	 	 v C a l e n d a r   f  j l 	 	 	 	 v C a l e n d a r - b e s t a n d 	 	 	 F i _i e r   v C a l e n d a r 	 	 	   v C a l e n d a r 	 	 5	M	9	@		H	2	G		!	0	  +	>		2	  ! 	 A'D  v C a l e n d a r 	 ! H  DF1  A'&D	   ! 	 													  				! 	 5
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  



	   	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 v C a l e n d a r - l  e r 	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 v C a l e n d a r   f i l e 	 5
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 	 v M_>2G#M!0  +>2	 	 											  					 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D A _ E M P T Y _ U S E R N A M E 	 D L A g e n t 	 P O P U P 	 U s e r n a m e   i s   e m p t y 	 E m p t y   u s e r n a m e 	 O(u
T1z*g8eQ	 (u7b
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7H-9IC
I	 B o r r a r   n o m b r e   d e   u s u a r i o 	 N o m   d  u t i l i s a t e u r   v i d e 	 B e n u t z e r n a m e   l e e r 	 <5=8  ?>;L7>20B5;O  =5B	 N o m e   u t e n t e   v u o t o 	 '3E  'DE3*./E  A'1:)	 N o m e   d e   u t i l i z a d o r   v a z i o 	 K u l l a n 1c 1  a d 1  b o _  	 C h a   n h p   t  n   n g i   s   d n g   	 	 N a m a   p e n g g u n a   k o s o n g 	 0	?		M	$	  *	M	0	/	K		M	$	>	  (	>	.		 	 	 	  r e s   f e l h a s z n  l  n  v 	 	 	 	 L e g e   g e b r u i k e r s n a a m 	 	 	 N u m e l e   d e   u t i l i z a t o r   l i p s e _t e 	 	 	     	 	 /	B		0	  (	>		5	  0	?		>	.	>		 F'E  .'FH'/  .'D  '3*	 H21  F'E  .'D	     	 												  			  					 5
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 S T R _ I D _ D A _ N E W _ P U S H 	 D L A g e n t 	 P O P U P 	 R e c e i v e d   a   f i l e 	 F i l e   r e c e i v e d 	 6e0RjHh	 6e0ReN	 DI#1D%LA%I'	 A r c h i v o   r e c i b i d o 	 F i c h i e r   r e  u 	 D a t e i   e r h a l t e n 	 $09;  ?>;CG5=	 F i l e   r i c e v u t o 	 *DBJ  EDA	 F i c h e i r o   r e c e b i d o 	 D o s y a   a l 1n d 1  	 N h n   c   t p 	 	 F a i l   d i t e r i m a 	 +	>		2	  *	M	0	>	*	M	$		 	 	 	 F  j l   f o g a d v a 	 	 	 	 B e s t a n d   o n t v a n g e n 	 	 	 F i _i e r   r e c e p ci o n a t 	 	 	   	 	 	 A'D  /1'A*  4/	 	 	 				  								 	 	 	 



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I@5K"'5I? 	   g u a r d a d o .    U s a r l o   a h o r a ? 	   e n r e g i s t r  .   L  u t i l i s e r   m a i n t e n a n t  ? 	   g e s p e i c h e r t .   J e t z t   v e r w e n d e n ? 	   A>E@0=5=.   A?>;L7>20BL? 	 s a l v a t o .   U s a r e   o r a ? 	 'DEDA  EH,H/, '3*./'EG'  'D'F	 g u a r d a d o .   U s a r   a g o r a ? 	 k a y d e d i l d i .   ^i m d i   k u l l a n 1l s 1n   m 1?   	 T p      c   l u   l i , b  y   g i   s   d n g ? 	 	 d i s i m p a n .   G u n a k a n   s e k a r a n g ? 	 8	G	5	>	  9	K	  	/	>	d	  	,	  		*	/	K		  	0	G		? 	 	 	 	   m e n t v e .   F e l h a s z n  l j a   m o s t ? 	 	 	 	   o p g e s l a g e n .   N u   g e b r u i k e n ? 	 	 	   s a l v a t .    l   u t i l i z a ci   a c u m ? 	 	 	 .     ? 	 	 +	>		2	  8	G	5	M	9	  	G	2	G	.   /	A		  	0	>	? 	 0.1G  4/.   'FHF  '3*A'/G  4H/	 A'&D  E-AH8  H'    '(  '3*9E'D  ,&	     .     ? 	   				  			  									  							  				  			? 	 +
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 S T R _ I D _ D A _ F A I L E D 	 D L A g e n t 	 P O P U P ,   U N L I M 	 F a i l e d 	 F a i l e d 	 1YWe	 1Y%	 %I!@+%'	 F a l l  	 E c h e c 	 F e h l g e s c h l a g e n 	 5  C40;>AL	 F a l l i t o 	 A4D	 F a l h o u 	 B a _a r 1s 1z 	 T h t   b i 	 	 G a g a l 	 	8	+	2		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 N u   a   r e u _i t 	 	 	 	 	 	 F'EHAB  (H/	 	 	 						  						 	 	 	 	 	 	 	 	 O n s u k s e s v o l 	 	 	 	 	 	 	 *
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 S T R _ I D _ D A _ C A N C E L L E D 	 D L A g e n t 	 P O P U P ,   U N L I M 	 C a n c e l l e d 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o   	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 C a n c e l l a t a 	 *E  'D%D:'!	 C a n c e l a d o 	 0p t a l   e d i l d i 	    h y 	 	 T e r b a t a l 	 0	&	M	&	  	?	/	>	  	/	>		 	 	 	 M e g s z a k  t v a 	 	 	 	 G e a n n u l e e r d 	 	 	 R e v o c a t 	 	 	 	 	 	 D:H  4/	 	 	 					  			  						 	 	 	 	 	 	 	 	 G e k a n s e l l e e r 	 	 	 	 	 	 	 1
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 S T R _ I D _ D A _ V I E W _ O B J E C T _ D E S C _ S H O R T 	 D L A g e n t 	 L S K 	 V i e w   d e s c r i p t i o n   i n   s h o r t 	 D e s c 	 c	 c	 3-42"	 D e s c r i p .   	 D e s c 	 B e s c h r . 	 ?8A0=85	 D e s c 	 H5A	 D e s c 	 A  1k l a m a 	 M i  u   t 	 	 H u r a i a n 	 5	?	5	0	#		 	 	 	 C s  k k e n Q	 	 	 	 O m s c h r i j v i n g 	 	 	 D e s c r . 	 	 	 	 	 	 41-	 	 	 						 	 	 	 	 	 	 	 	 B e s k r y w i n g 	 	 	 	 	 	 	 5
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 
 S T R _ I D _ D A _ P R O M P T _ S I Z E 	 D L A g e n t 	 U N L I M 	 S i z e : 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o :   	 T a i l l e   : 	 G r   e 	  07<5@: 	 D i m e n s i o n e : 	 -,E	 T a m a n h o : 	 B o y u t : 	 C : 	 	 S a i z : 	 		>	0	: 	 	 	 	 M  r e t : 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 	 'F/'2G: 	 	 	 				: 	 	 	 	 

	 	 S i z e 	 S i z e 	 S i z e 	 G r o o t t e : 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 5
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 
 S T R _ I D _ D A _ P R O M P T _ T Y P E 	 D L A g e n t 	 U N L I M 	 T y p e : 	 T y p e : 	 ^W	 {|W	 
4: 	 T i p o :   	 T y p e   : 	 T y p : 	 "8?: 	 T i p o : 	 FH9	 T i p o : 	 T  r : 	 L o i   h  n h : 	 	 J e n i s : 	 *	M	0		>	0	: 	 	 	 	 T  p u s : 	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 : 	 	 	 FH9: 	 	 	 						: 	 	 	 	 





	 	 T y p e 	 T y p e 	 T y p e 	 T i p e : 	 T y p e 	 T y p e 	 T y p e 	 T y p e 	 T y p e 	 T y p e 	 $
0
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 
 S T R _ I D _ D A _ P R O M P T _ N A M E 	 D L A g e n t 	 U N L I M 	 N a m e : 	 N a m e : 	 
T1z	 
Ty	 
7H-: 	 N o m b r e :   	 N o m   : 	 N a m e : 	 <O: 	 N o m e : 	 '3E	 N o m e : 	 A d 1: 	 T  n : 	 	 N a m a : 	 (	>	.	: 	 	 	 	 N  v : 	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 : 	 	 	 F'E: 	 	 	 			: 	 	 	 	 


	 	 N a m e 	 N a m e 	 N a m e 	 N a a m : 	 N a m e 	 N a m e 	 N a m e 	 N a m e 	 N a m e 	 N a m e 	 *
G
0
M
	 (>.	 	 			: 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ V E N D O R 	 D L A g e n t 	 U N L I M 	 V e n d o r ;   t h e   o r g a n i z a t i o n   t h a t   p r o v i d e s   t h e   m e d i a   o b j e c t .   B e   s u r e   t o   a p p e n d   a   c o l o n   a t   e n d . 	 V e n d o r : 	 ^FU	 SFU	 9I3+H2": 	 P r o v e e d o r : 	 V e n d e u r   : 	 H  n d l e r : 	 >AB02I8:: 	 P r o d u t t o r e : 	 ('&9	 D i s t r i b u i d o r : 	 S a l a y 1c 1: 	 N h    c u n g   c p : 	 	 P e n j u a l : 	 5	?		M	0	G	$	>	: 	 	 	 	 S z  l l  t  : 	 	 	 	 L e v e r a n c i e r : 	 	 	 D i s t r i b u i t o r : 	 	 	 : 	 	 	 A1H4F/G: 	 	 	 								: 	 	 	 	 







	 	 V e n d o r 	 V e n d o r 	 V e n d o r 	 V e r s k a f f e r : 	 V e n d o r 	 V e n d o r 	 V e n d o r 	 V e n d o r 	 V e n d o r 	 V e n d o r 	 5
F
#
M

0
M

 	 -G#M!0	 	 								: 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ D E S C 	 D L A g e n t 	 U N L I M 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 c	 c	 3-42": 	 D e s c r i p c i  n : 	 D e s c r i p t i o n   : 	 B e s c h r e i b u n g 	 ?8A0=85: 	 D e s c r i z i o n e : 	 'DH5A	 D e s c r i   o : 	 T a n 1m : 	 M i  u   t : 	 	 H u r a i a n : 	 5	?	5	0	#	: 	 	 	 	 L e  r  s : 	 	 	 	 O m s c h r i j v i n g : 	 	 	 D e s c r i e r e : 	 	 	 : 	 	 	 41-: 	 	 	 						: 	 	 	 	 




	 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 B e s k r y w i n g : 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 5
?
5
0
#

	 ,?,0#@	 	 					: 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ I N F O U R L 	 D L A g e n t 	 U N L I M 	 I n f o U R L ,   t h i s   i s   f r o m   O M A D L   s p e c ,   t h e   U R L   f o r   f u r t h e r   i n f o r m a t i o n   o f   t h e   f i l e   t o   d o w n l o a d .   T h i s   t e r m   i s   d e f i n i e d   i n   t h e   s p e c .   B e   s u r e   t o   a p p e n d   a   c o l o n   a t   e n d . 	 I n f o U R L : 	 ǌ
}@W	 Oo`Q@W	 I n f o U R L : 	 I n f o U R L : 	 U R L   d ' i n f o   : 	 I n f o - U R L : 	 I n f o U R L : 	 I n f o U R L : 	 'DE9DHE'*U R L 	 I n f o U R L : 	 B i l g i U R L ' s i : 	 T i n   l i  n   q u a n   U R L : 	 	 U R L   M a k l u m a t : 	 U R L   8	B		(	>	: 	 	 	 	 I n f o U R L : 	 	 	 	 I n f o - U R L : 	 	 	 I n f o r m a ci i   d e s p r e   U R L : 	 	 	   U R L : 	 	 	 U R L   '7D'9  13'FI: 	 	 	 						  									  				: 	 	 	 	 U R L   





  	     	 I n f o U R L 	 I n f o U R L 	 I n f o U R L 	 I n l i g t i n g - U R L 	 I n f o U R L 	 I n f o U R L 	 I n f o U R L 	 I n f o U R L 	 I n f o U R L 	 I n f o U R L 	 	 	 	 				U R L : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ E S T I M A T E D 	 D L A g e n t 	 U N L I M 	 T i m e : 	 T i m e : 	 Bf	 e	 @'%2: 	 T i e m p o : 	 H e u r e   : 	 Z e i t : 	 @5<O: 	 O r a : 	 HB*	 T e m p o : 	 S  r e : 	 T h i   g i a n : 	 	 M a s a : 	 8	.	/	: 	 	 	 	 I d Q: 	 	 	 	 T i j d : 	 	 	 O r a : 	 	 	 : 	 	 	 2E'F  : 	 	 	 			: 	 	 	 	 


	 	 T i m e 	 T i m e 	 T i m e 	 T y d : 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 8
.
/

	 8._	 	 			: 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ U N K N O W N 	 D L A g e n t 	 U N L I M 	 U n k n o w n 	 U n k n o w n 	 *gw	 *gw	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=>	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r   	 C h a   x  c   n h 	 	 T i d a k   d i k e t a h u i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 O n b e k e n d 	 	 	 N e c u n o s c u t 	 	 	   	 	 	 F'4F'.*G	 	 	 						 	 	 	 







	 	 U n k n o w n 	 U n k n o w n 	 U n k n o w n 	 O n b e k e n d e 	 U n k n o w n 	 U n k n o w n 	 U n k n o w n 	 U n k n o w n 	 U n k n o w n 	 U n k n o w n 	 
1
?
/
>
$
M
$
$
M
	 M>$	 	 							 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ S E C 	 D L A g e n t 	 U N L I M 	 S e c o n d .   T o   s h o w   t h e   t i m e   i n   f o r m a t   o f   x   m i n   y   s e c 	 s e c 	 y	 y	 '425	 s e g 	 s e c 	 S e k . 	 A	 s e c 	 'D+H'FJ	 s e g 	 s a n i y e   	 G i  y 	 	 s a a t 	 8	G		G		!		 	 	 	 m p 	 	 	 	 s e c 	 	 	 s e c 	 	 	 	 	 	 +'FG	 	 	 							 	 	 	 





	 	 s e c 	 s e c 	 s e c 	 s e k . 	 s e c 	 s e c 	 s e c 	 s e c 	 s e c 	 s e c 	 8
F

M

	 8GG#M!	 	 								 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ M I N 	 D L A g e n t 	 U N L I M 	 M i n u t e .   T o   s h o w   t h e   t i m e   i n   f o r m a t   o f   x   m i n   y   s e c 	 m i n 	 R	 R	 25	 m i n 	 m i n 	 M i n . 	 <8=	 m i n 	 /BJB)	 m i n 	 d a k i k a   	 P h  t 	 	 m i n i t 	 .	?	(			 	 	 	 p e r c 	 	 	 	 m i n 	 	 	 m i n 	 	 	 	 	 	 /BBG	 	 	 						 	 	 	 




	 	 m i n 	 m i n 	 m i n 	 m i n . 	 m i n 	 m i n 	 m i n 	 m i n 	 m i n 	 m i n 	 .
?
(
?
	 .?(?M	 	 						 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ T I M E _ R E M A I N 	 D L A g e n t 	 U N L I M 	 T i m e   r e m a i n i n g : 	 T i m e   r e m a i n i n g : 	 0OiRBf	 eiRYOe	 @+%7-@'%2: 	 T i e m p o   r e s t a n t e : 	 D u r  e   r e s t a n t e   : 	 V e r b l e i b e n d e   Z e i t : 	 AB02H55AO  2@5<O: 	 T e m p o   r i m a n e n t e : 	 'DHB*  'DE*(BJ	 T e m p o   r e s t a n t e : 	 K a l a n   s  r e : 	 T h i   g i a n   c  n   l i : 	 	 B a k i   m a s a : 	 6	G	7	  8	.	/	: 	 	 	 	 H  t r a l  v Q  i d Q  : 	 	 	 	 R e s t e r e n d e   t i j d : 	 	 	 T i m p   r m a s : 	 	 	   : 	 	 	 2E'F  ('BJE'F/G: 	 	 	 			  				: 	 	 	 	 


  



	   	 T i m e   r e m a i n i n g 	 T i m e   r e m a i n i n g 	 T i m e   r e m a i n i n g 	 T y d   o o r b l y w e n d : 	 T i m e   r e m a i n i n g 	 T i m e   r e m a i n i n g 	 T i m e   r e m a i n i n g 	 T i m e   r e m a i n i n g 	 T i m e   r e m a i n i n g 	 T i m e   r e m a i n i n g 	 
5
6
G
7
?

M

A
(
M
(
  8
.
/

	 ,6?7M  8._	 	 							  			: 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ P R O M P T _ N O T _ S U P P O R T 	 D L A g e n t 	 U N L I M 	 ( P a r t i a l   s t r i n g )   T h i s   f i l e   m a y   n o t   b e   s u p p o r t e d .   S t i l l   d o w n l o a d ? \ n T h i s   f i l e   w o u l d   b e   s a v e d   i n t o   t h e   % F o l d e r % 	 T h i s   f i l e   m a y   n o t   b e   s u p p o r t e d .   S t i l l   d o w n l o a d ? \ n T h i s   f i l e   w o u l d   b e   s a v e d   i n t o   t h e   	 S
N/ecNN	\ n \2QX[	 S
N/ecNN}\ n \OX[	 -2D!H#-#1D%L5I  "12'LB+%? \ n D%L5I-291@G%C	 P u e d e   q u e   n o   s e   a d m i t a   e s t e   a r c h i v o .    D e s c a r g a r   d e   t o d o s   m o d o s ? \ n E l   a r c h i v o   s e   g u a r d a r    e n 	 C e   f i c h i e r   n ' e s t   p e u t -  t r e   p a s   p r i s   e n   c h a r g e .   T  l  c h a r g e r   q u a n d   m  m e  ? \ n C e   f i c h i e r   s e r a   e n r e g i s t r    d a n s   	 D i e s e   D a t e i   w i r d   e v e n t u e l l   n i c h t   u n t e r s t  t z t .   T r o t z d e m   h e r u n t e r l a d e n ? \ n D i e s e   D a t e i   w  r d e   g e s p e i c h e r t   a u f 	 >7<>6=>,   MB>B  D09;  =5  ?>445@68205BAO.   A5  @02=>  703@C78BL? \ n $09;  1C45B  A>E@0=5=  2	 Q u e s t o   f i l e   p o t r e b b e   n o n   e s s e r e   s u p p o r t a t o .   S c a r i c a r l o   u g u a l m e n t e ? \ n Q u e s t o   f i l e   v e r r    s a l v a t o   n e l l a 	 H  F-F  B/  D'  J$J/HF  G0'  'DEDA. H  E9  'D*-EJD  G0'  'DEDA  3J*E  -A8  AJ	    p o s s  v e l   q u e   o   f i c h e i r o   n  o   s e j a   s u p o r t a d o .   C o n t i n u a r   t r a n s f e r  n c i a ? \ n E s t e   f i c h e i r o   s e r    g u a r d a d o   e m 	 B u   d o s y a   d e s t e k l e n m e y e b i l i r .   Y  k l e m e y e   d e v a m   e d i l s i n   m i ? \ n B u   d o s y a   _u r a y a   k a y d e d i l e c e k :   	 C    t h   k h  n g     h   t r ,   v n   t i   v ? \ n   S   l u   t i 	 	 F a i l   i n i   m u n g k i n   t i d a k   d i s o k o n g .   M a s i h   m u a t   t u r u n ? \ n F a i l   i n i   a k a n   d i s i m p a n   k e   d a l a m 	 9	.	  	8	  +	>		2	  	>	  8	.	0	M	%	(	  (	9	@		  	0	  8		$	G	d	  +	?	0	  -	@	  !	>			(	2	K	!	  	0	G		? \ n /	9	  +	>		2	  /	9	>		  8	G	5	  	@	  	>			@	. . . 	 	 	 	 E l Qf o r d u l h a t ,   h o g y   a   f  j l   n e m   t  m o g a t o t t .   M  g i s   l e t  l t i ? \ n A   f  j l   m e n t  s e   a   k  v e t k e z Q  h e l y r e   t  r t  n i k 	 	 	 	 D i t   b e s t a n d   w o r d t   m i s s c h i e n   n i e t   o n d e r s t e u n d .   T o c h   d o w n l o a d e n ? \ n H e t   w o r d t   o p g e s l a g e n   i n   d e   	 	 	 E s t e   p o s i b i l   c a   a c e s t   f i _i e r   s   n u   f i e   a c c e p t a t .   C o n t i n u a ci   d e s c r c a r e a ? \ n A c e s t   f i _i e r   v a   f i   s a l v a t    n 	 	 	         .     ? n \       	 	 	 4'/  'F  ~1HF/G  ~4*('F  F4/G  ('4/  GEF'F  ('11  4H// n 'F  ~1HF/G  /1  ~H4G  21  0.1G  .H'G/4/  	 	 	 		  						  							  			  			  				d	  				  							  					? \ n   		  						  								  				 	 	 	 


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 S T R _ I D _ D A _ P R O M P T _ E X C E E D _ M A X _ D L 	 D L A g e n t 	 P O P U P 	 E x c e e d   m a x i m u m   n u m b e r   o f   c o n c u r r e n t   d o w n l o a d s 	 E x c e e d   m a x   c o n c u r r e n t   d o w n l o a d 	 N g'YTBfN	xev	 Ǐ g'YTeN}pev	 @42#2'LB+%#I-!1*9*8	 M  x .   d e   d e s c a r g a s   s i m u l t  n e a s   s o b r e p a s a d o 	 D  p a s s e   l e   n o m b r e   m a x .   d e   t  l  c h a r g e m e n t s   s i m u l t a n  s 	 M a x .   g l e i c h z e i t i g e r   D o w n l o a d    b e r s c h r i t t e n 	 @545;  >4=>2@5<5==KE  ?>B>:>2  703@C7:8  ?@52KH5=	 L i m i t e   d i   d o w n l o a d   c o n t e m p o r a n e i   s u p e r a t o 	 **,'H2'D-/    #D'B5J  DD*-EJD  'DE*2'EF)	 E x c e d e u   m  x .   d e   t r a n s f e r  n c i a s   s i m u l t  n e a s 	 M a k s i m u m   e _z a m a n l 1  y  k l e m e y i   a _1y o r   	 V t   q u    s   l n g     l n   n h t   n g   t h i   t i   v   	 	 M u a t   t u r u n   s e r e n t a k   m e l e b i h i   m a k s i m u m 	 	'	?		$	.	  8	9	5	0	M	$	@	  !	>			(	2	K	!	  8	G	  	'	?			 	 	 	 M e g h a l a d j a   a   m a x .   e g y i d e j q  l e t  l t  s t 	 	 	 	 M a x i m a l e   g e l i j k t i j d i g e   d o w n l o a d s   o v e r s c h r e d e n . 	 	 	 A ci   d e p _i t   n u m r u l   m a x i m   d e   d e s c r c r i   c o n c o m i t e n t e 	 	 	   '       ' 	 	 	 A1'*1  '2  -/'+1  /'FDH/  GE2E'F	 	 	 								  								  							  									 	 	 	 





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 S T R _ I D _ D A _ E R R O R _ F I L E _ M I S M A T C H 	 D L A g e n t 	 P O P U P 	 F i l e   i s   l o s t   o r   m o d i f i e d ,   r e m o v e   i t e m 	 F i l e   i s   l o s t   o r   m o d i f i e d 	 jHhz1Yb]9e	 eNW1Yb]9eS	 D%L+2"D+#7-9AID  2'LB+%9%	 E l   a r c h i v o   s e   h a   p e r d i d o   o   m o d i f i c a d o .   D e s c a r g a   e l i m i n a d a 	 F i c h i e r   m a n q u a n t   o u   m o d i f i  .   T  l  c h a r g e m e n t   s u p p r i m  	 D a t e i   f e h l t   o d e r   w i r d   m o d i f i z i e r t .   D o w n l o a d   e n t f e r n t 	 $09;  87<5=5=  8;8  >BACBAB2C5B.   040=85  ?>  703@C7:5  C40;5=>	 F i l e   m a n c a n t e   o   m o d i f i c a t o .   D o w n l o a d   r i m o s s o 	 'DEDA  EABH/  #H  *:J1.   '2'D)  'D*-EJD. 	 F i c h e i r o   a u s e n t e   o u   m o d i f i c a d o .   T r a n s f e r  n c i a   r e m o v i d a 	 D o s y a   e k s i k   v e y a   d e i _t i r i l m i _.   K a l d 1r 1l a n 1  y  k l e   	 T p   b   m t   h o c      b i n   i , x  a   t i   v ? 	 	 F a i l   t i a d a   a t a u   d i u b a h s u a i .   M u a t   t u r u n   d i k e l u a r k a n 	 +	>		2	  	A	.	  	%	5	>	  8		6	K	'	?	$	  9	H	d	  !	>			(	2	K	!	  9		>	/	>	  	/	>		 	 	 	 A   f  j l   h i  n y z i k   v a g y   m  d o s u l t .   L e t  l t  s   e l t  v o l  t v a 	 	 	 	 B e s t a n d   o n t b r e e k t   o f   i s   g e w i j z i g d .   D o w n l o a d   v e r w i j d e r d 	 	 	 F i _i e r u l   l i p s e _t e   s a u   a   f o s t   m o d i f i c a t .   D e s c r c a r e   e l i m i n a t 	 	 	       .     	 	 	 A'D  EH,H/  F3*  '  *:1  'A*G  '3*.   /'FDH/  -0A  4/	 	 	 				  						  				  									  |   							  					  						 	 	 	 



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	       .       . 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 L  e r   i s   v e r m i s   o f   g e w y s i g .   A f l a a i   i s   v e r w y d e r 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 F i l e   i s   m i s s i n g   o r   m o d i f i e d .   D o w n l o a d   r e m o v e d 	 +
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 S T R _ I D _ D A _ E R R O R _ T E M P _ U N A V A I L A B L E 	 D L A g e n t 	 P O P U P 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 jHhfBf!qlO(u	 eNfeelO(u	 D%LC
ID!HDI
1H'#2'	 E l   a r c h i v o   n o   e s t    d i s p o n i b l e   t e m p o r a l m e n t e 	 F i c h i e r   t e m p o r a i r e m e n t   n o n   d i s p o n i b l e 	 D a t e i   i s t   v o r  b e r g e h e n d   n i c h t   v e r f  g b a r 	 $09;  2@5<5==>  =54>ABC?5=	 F i l e   t e m p o r a n e a m e n t e   n o n   d i s p o n i b i l e 	 'DEDA  D'  JECF  '3*./'E	 F i c h e i r o   t e m p o r a r i a m e n t e   i n d i s p o n  v e l 	 D o s y a   g e  i c i   o l a r a k   k u l l a n 1l a m 1y o r   	 T m   t h i   k h  n g   s   d n g   t p   c 	 	 F a i l   t i d a k   t e r s e d i a   s e m e n t a r a   w a k t u 	 	8	M	%	>		  $	L	0	  *	0	  +	>		2	  	(	A	*	2	,	M	'		 	 	 	 A   f  j l   i d e i g l e n e s e n   n e m   e l  r h e t Q	 	 	 	 B e s t a n d   i s   t i j d e l i j k   n i e t   b e s c h i k b a a r 	 	 	 F i _i e r u l   n u   e s t e   d i s p o n i b i l   m o m e n t a n 	 	 	       	 	 	 A'D  EHB*'K  /1  /3*13  F3*	 	 	 				  										  									 	 	 	 



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	     	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 L  e r   i s   t y d e l i k   n i e   b e s k i k b a a r   n i e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 F i l e   i s   t e m p o r a r y   u n a v a i l a b l e 	 +
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 
 S T R _ I D _ D A _ E R R O R _ R E S U M E _ F A I L 	 D L A g e n t 	 P O P U P 	 F a i l e d   t o   r e s u m e 	 F a i l e d   t o   r e s u m e 	 ~P1YWe	 ~ O1Y%	 D!H*2!2#3H-	 N o   s e   p u d o   r e a n u d a r 	 N e   p e u t   p a s   c o n t i n u e r 	 F o r t s e t z e n   n i c h t   m  g l i c h 	 5  C40;>AL  2>7>1=>28BL	 R i p r e s a   f a l l i t a 	 A4D  AJ  'D'3*E1'1	 F a l h a   a o   r e t o m a r 	 D e v a m   e d e m e d i 	 H i   p h c   l i   t h t   b i 	 	 G a g a l   u n t u k   s a m b u n g   s e m u l a 	 *	A	(	0	>	0		-	  	0	(	G	  .	G		  5	?	+	2	  	 	 	 	 S i k e r t e l e n   f o l y t a t  s 	 	 	 	 H e r v a t t e n   m i s l u k t 	 	 	 R e l u a r e a   n u   a   r e u _i t 	 	 	   	 	 	 '2311  9ED'*  F'EHAB  (H/	 	 	 						  				  				  							 	 	 	 


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	     	 F a i l   t o   r e s u m e 	 F a i l   t o   r e s u m e 	 F a i l   t o   r e s u m e 	 H e r v a t t i n g   o n s u k s e s v o l 	 F a i l   t o   r e s u m e 	 F a i l   t o   r e s u m e 	 F a i l   t o   r e s u m e 	 F a i l   t o   r e s u m e 	 F a i l   t o   r e s u m e 	 F a i l   t o   r e s u m e 	 *
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 
 S T R _ I D _ D A _ E R R O R _ C O N N E C T _ C L O S E D 	 D L A g e n t 	 P O P U P 	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 #P}-Ne	 ޏc-Ne	 2#@
7H-!H-94	 L a   c o n e x i  n   e s t    c e r r a d a 	 L a   c o n n e x i o n   e s t   f e r m  e 	 V e r b i n d u n g   i s t   g e s c h l o s s e n 	 >4:;NG5=85  ?@5@20=>	 C o n n e s s i o n e   c h i u s a 	 '*5'D  E('41  EFB79	 L i g a   o   e n c e r r a d a 	 B a l a n t 1  k e s i l d i   	 K t   n i   b   n g t   q u  n g 	 	 S a m b u n g a n   d i t u t u p 	 8	.	M	*	0	M		  ,		&	  9	H		 	 	 	 A   k a p c s o l a t   b e z  r v a 	 	 	 	 V e r b i n d i n g   i s   g e s l o t e n 	 	 	 C o n e x i u n e a   a   f o s t    n c h i s 	 	 	   	 	 	 '*5'D  (3*G  4/G  '3*	 	 	 								  					 	 	 	 




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	   	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 V e r b i n d i n g   i s   g e s l u i t 	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 C o n n e c t i o n   i s   c l o s e d 	 
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 
 S T R _ I D _ D A _ E R R O R _ S T O R A G E _ I S _ U N A V A I L A B L E 	 D L A g e n t 	 P O P U P 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 2QX[MOn!qlO(u	 X[PMOnelO(u	 5H@GC
ID!HDI	 A l m a c e n a m i e n t o   n o   d i s p o n i b l e   	 S t o c k a g e   n o n   d i s p o n i b l e 	 S p e i c h e r m e d i u m   i s t   n i c h t   v e r f  g b a r 	 %@0=8;8I5  =54>ABC?=>. 	 A r c h i v i a z i o n e   n o n   d i s p o n i b i l e 	 'DE3'-)  :J1  .'DJ)	 A r m a z e n a m e n t o   i n v  l i d o 	 H a f 1z a   g e  e r l i   d e i l 	 K h  n g   g i a n   l u   k h  n g   t h   s   d n g 	 	 S t o r a n   t i d a k   b o l e h   d i d a p a t i 	 8	M		K	0	G		  	(	A	*	2	,	M	'		 	 	 	 A   h  t t  r t  r   n e m   e l  r h e t Q	 	 	 	 G e e n   o p s l a g   b e s c h i k b a a r 	 	 	 M e m o r i a   e s t e   i n d i s p o n i b i l 	 	 	     	 	 	 E-D  0.1G  /1  /3*13  F3*	 	 	 							  				  				  				  					  				 	 	 	 	 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 B e r g p l e k   i s   n i e   b e s k i k b a a r   n i e 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 S t o r a g e   i s   u n a v a i l a b l e 	 8
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 
 S T R _ I D _ D A _ J O B _ L I S T 	 D L A g e n t 	 T I T L E ,   I C O N T E X T 	 D o w n l o a d   L i s t 	 D o w n l o a d   l i s t 	 N	nU	 N}Rh	 #2"2#2'LB+%	 L i s t a   d e   d e s c a r g a s 	 L i s t e   d e   t  l  c h a r g e m e n t 	 D o w n l o a d - L i s t e 	 !?8A>:  703@C7:8	 E l e n c o   d o w n l o a d 	 B'&E)  'D*-EJD	 L i s t a   d e   t r a n s f e r  n c i a s 	 Y  k l e m e   l i s t e s i   	 T i   d a n h   s  c h 	 	 S e n a r a i   m u a t   t u r u n 	 !	>			(	2	K	!	  8	B		@		 	 	 	 L i s t a   l e t  l t  s e 	 	 	 	 D o w n l o a d l i j s t 	 	 	 L i s t   d e   d e s c r c a r e 	 	 	   	 	 	 D3*  /'FDH/	 	 	 							  					 	 	 	 






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	       	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 A f l a a i l y s 	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 D o w n l o a d   l i s t 	 !
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 S T R _ I D _ D A _ J O B _ O P E N _ I N F O _ P A G E 	 D L A g e n t 	 I C O N T E X T 	 B r o w s e   t h e   i n f o   p a g e   a s s o c i a t e d   t o   t h e   f i l e   f o r   f u r t h e r   i n f o r m a t i o n 	 O p e n   i n f o   p a g e 	 _Uǌ
}	 Sb _Oo`Qu	 @4+I2I-!9%	 A b r i r   p  g i n a   d e   i n f o r m a c i  n   	 O u v r i r   p a g e   d ' i n f o 	 I n f o - S e i t e    f f n e n 	 B:@KBL  8=D>@<0F8>==CN  AB@0=8FC	 A p r i   p a g i n a   i n f o r m a z i o n i 	 A*-  5A-)  'DE9DHE'*	 A b r i r   p  g .   i n f . 	 B i l g i   s a y f a s 1n 1  a  	 M   m n g   t i n   t c 	 	 B u k a   h a l a m a n   m a k l u m a t 	 8	B		(	>	  *	C	7	M	 	  	K	2	G			 	 	 	 I n f o   o l d a l   m e g n y i t  s a 	 	 	 	 I n f o p a g i n a   o p e n e n 	 	 	 D e s c h i d e r e   p a g i n   i n f o 	 	 	       	 	 	 ('2  1/F  5A-G  '7D'9'*	 	 	 				  				/ 						  						 	 	 	 	 	 	 	 	 M a a k   i n l i g t i n g s b l a d   o o p 	 	 	 	 	 	 	 
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 
 S T R _ I D _ D A _ J O B _ R E S U M E 	 D L A g e n t 	 I C O N T E X T 	 R e s u m e 	 R e s u m e 	 ~P	 ~ O	 3H-	 R e a n u d a r 	 C o n t i n u e r 	 W i e d e r   a u f n e h m e n 	 >7>1=>28BL	 R i p r e n d i 	 '3*E1'1	 R e t o m a r 	 D e v a m   e t   	 T i p   t c 	 	 S a m b u n g   s e m u l a 	 *	A	(	0	>	0		-	  	0	G			 	 	 	 F o l y t a t  s 	 	 	 	 H e r v a t t e n 	 	 	 R e l u a r e 	 	 	   	 	 	 '/'EG  /'/F	 	 	 						  					 	 	 	 


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 
 S T R _ I D _ D A _ J O B _ U S E 	 D L A g e n t 	 T I T L E ,   I C O N T E X T 	 U s e   f i l e 	 U s e   f i l e 	 O(ujHh	 O(ueN	 C
ID%L	 U s a r   a r c h i v o 	 U t i l i s e r   f i c h i e r 	 D a t e i   v e r w e n d e n 	 A?>;L7>20BL	 U s a   o r a 	 '3*./'E  'D'F	 U s a r   f i c h e i r o 	 ^i m d i   k u l l a n   	 S   d n g   t p 	 	 G u n a k a n   s e k a r a n g 	 	,	  	8	M	$	G	.	>	2	  	0	G			 	 	 	 F  j l   h a s z n  l a t a 	 	 	 	 B e s t a n d   g e b r u i k e n 	 	 	 U t i l i z a ci   a c u m 	 	 	   	 	 	 '3*A'/G  '2  A'D	 	 	 				  								 	 	 	 




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	   	 U s e   f i l e 	 U s e   f i l e 	 U s e   f i l e 	 G e b r u i k   l  e r 	 U s e   f i l e 	 U s e   f i l e 	 U s e   f i l e 	 U s e   f i l e 	 U s e   f i l e 	 U s e   f i l e 	 +
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 
 S T R _ I D _ D A _ J O B _ M O V E 	 D L A g e n t 	 I C O N T E X T 	 M o v e 	 M o v e 	 ,dy	 yR	 "I2"	 M o v e r 	 D  p l a c e r 	 V e r s c h i e b e n 	 5@5<5AB8BL	 S p o s t a 	 -A8  (	 M o v e r 	 T a _1	 D i   c h u y n 	 	 P i n d a h 	 8	M	%	>	(	  ,	&	2	G			 	 	 	  t h e l y e z  s 	 	 	 	 V e r p l a a t s e n 	 	 	 M u t a r e 	 	 	 	 	 	 'F*B'D	 	 	 						 	 	 	 	 	 M o v e 	 M o v e 	 M o v e 	 V e r s k u i f 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 .
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 
 S T R _ I D _ D A _ J O B _ R E M O V E _ A L L 	 D L A g e n t 	 I C O N T E X T 	 R e m o v e   a l l   c o m p l e t e d   d o w n l o a d s 	 R e m o v e   c o m p l e t e d 	 yd][bN		 yd][bN}	 %5H*!9#L	 B o r r a r   t o d a s   l a s   f i n a l i z a d a s 	 S u p p r e s s i o n   t e r m i n  e 	 A b g e s c h l o s s e n e   e n t f e r n e n 	 #40;8BL  2A5  7025@H5==K5	 R i m o z i o n e   c o m p l e t a t a 	 *E  '2'D)  'D,EJ9	 R e m o v e r   c o n c l u  d o s 	 T  m   t a m a m l a n a n l a r 1  k a l d 1r 	 X  a   p h n      t i   v   h o  n   t h  n h 	 	 K e l u a r k a n   y a n g   t e l a h   s e l e s a i 	 (	?		>	2	(	>	  *	B	0	M	#		 	 	 	  s s z e s   e l k  s z  l t   e l t  v o l  t  s a 	 	 	 	 A l l e s   v e r w i j d e r d 	 	 	 ^t e r g e r e   t o a t e   d e s c r c r i l e   f i n a l i z a t e 	 	 	         	 	 	 9ED'*  2/H/F  ~''F  'A*	 	 	 					  					  			  				 	 	 	 


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 
 S T R _ I D _ D A _ J O B _ E X I S T 	 D L A g e n t 	 P O P U P 	 A n o t h e r   d o w n l o a d   i s   u s i n g   t h e   s a m e   p a t h 	 A n o t h e r   d o w n l o a d   i s   u s i n g   t h e   s a m e   p a t h 	 ]	gS NPN	O(udkjHh_	 ]	gS N*NN}O(udkeN_	 !5-52'LB+%+6H5HC
ID%L2@5"'1	 E x i s t e   o t r a   d e s c a r g a   c o n   e l   m i s m o   a r c h i v o 	 U n   a u t r e   t  l  c h a r g e m e n t   u t i l i s e   l e   m  m e   c h e m i n   d e   f i c h i e r 	 E i n   a n d e r e r   D o w n l o a d   v e r w e n d e t   d e n s e l b e n   D a t e i p f a d 	 $09;  A  B0:8<  8<5=5<  C65  5ABL  2  A?8A:5  703@C7:8	 E s i s t e   u n   a l t r o   d o w n l o a d   c o n   l o   s t e s s o   p e r c o r s o 	 #.1  'D*-EJD  E9  H,H/  FA3  'DEDA	 E x i s t e   u m a   t r a n s f e r  n c i a   c o m   o   m e s m o   n o m e 	 A y n 1  d o s y a   i l e   b a _k a   b i r   y  k l e m e   m e v c u t   	    c    t p   k h  c   t i   v   c    n g   d n   g i n g   n h   t p   n  y 	 	 M u a t   t u r u n   d e n g a n   f a i l   y a n g   s a m a   w u j u d 	 8	.	>	(	  +	>		2	  	G	  8	>	%	  	(	M	/	  !	>			(	2	K	!	  .	L		B	&		 	 	 	 M  s i k   l e t  l t  s   h a s z n  l j a   u g y a n a z t   a z    t v o n a l a t 	 	 	 	 E e n   a n d e r e   d o w n l o a d   g e b r u i k t   h e t z e l f d e   b e s t a n d s p a d 	 	 	 M a i   e x i s t   o   d e s c r c a r e   p e n t r u   a c e s t   f i _i e r 	 	 	           	 	 	 /'FDH/  /1  '2  GEF  E31  A'D  '3*A'/G  E  F/	 	 	 				  						  		  				  							  								 	 	 	 



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@*5"#42#	 P  r d i d a   d e   s e r v i c i o 	 S e r v i c e   p e r d u 	 V e r l u s t   d e s   D i e n s t e s 	 1A;C6820=85  >AB0=>2;5=>	 P e r d i t a   d i   s e r v i z i o 	 'D./E'*  :J1  EH,H/)	 P e r d a   d e   s e r v i  o 	 S e r v i s   d 1_1  	 M t   k t   n i   v i   m  y   p h c   v 	 	 K e h i l a n g a n   p e r k h i d m a t a n 	 8	G	5	>	  .	G		  	M	7	$	?		 	 	 	 N i n c s   s z o l g  l t a t  s 	 	 	 	 V e r l i e s   v a n   d i e n s t 	 	 	 S e r v i c i u l   a   f o s t    n t r e r u p t 	 	 	   	 	 8	G	5	>	  9	>	(	@		 31H3  B79  4/	 ./E*  '  FB5'F	   	 								  						 8
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 S T R _ I D _ D A _ O M A _ I N V A L I D _ D E S C R I P T O R _ M S G 	 D L A g e n t 	 P O P U P 	 I n v a l i d   d e s c r i p t o r ,   O M A D L   e r r o r   s t r i n g 	 I n v a l i d   d e s c r i p t o r 	 !qHevcj	 eHevc&{	 1'-42"D!H9I-	 D e s c r i p t o r   n o   v  l i d o 	 D e s c r i p t e u r   i n v a l i d e 	 U n g  l t i g e r   D e s k r i p t o r 	 54>?CAB8<K9  45A:@8?B>@	 D e s c r i t t o r e   n o n   v a l i d o 	 'DEH5A  :J1  5'D-	 D e s c r i t o r   i n v  l i d o 	 G e  e r s i z   t a n 1m l a y a 1c 1  	 M i  u   t   t p   l i 	 K e t e r a n g a n   t i d a k   v a l i d 	 P e m e r i h a l   t i d a k   s a h 	 	.	>	(	M	/	  !	?	8	M		M	0	?	*	M		0		 	 	 	  r v  n y t e l e n   l e  r    k  d 	 	 	 	 O n g e l d i g e   d e s c r i p t o r 	 	 	 T e r m e n   d e   i d e n t i f i c a r e   n e v a l i d 	 	 	     	 	 	 *H5A  FF/G  E9*(1  F3*	 4F'.*  1F  H'D'  :D7	   	 								  													 0
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7H-!H-%I!@+%'+#7-@4#L@'-#L4%2	 F a l l    l a   c o n e x i  n   o   e r r o r   e n   s e r v i d o r   	 E c h e c   d e   c o n n e x i o n   o u   e r r e u r   d e   s e r v e u r 	 V e r b i n d u n g   f e h l g e s c h l a g e n   o d e r   S e r v e r f e h l e r 	 H81:0  A5@25@0  8;8  A1>9  703@C7:8	 C o n n e s s i o n e   f a l l i t a   o   e r r o r e   s e r v e r 	 A4D  AJ  'DH5D  #H  .7#  AJ  E9/'*  'D./E)	 F a l h a   d e   l i g a   o   o u   e r r o   d o   s e r v i d o r 	 B a l a n t 1  v e y a   s u n u c u   h a t a s 1  	 K t   n i   v   t r    t i   t h t   b i 	 S a m b u n g a n   g a g a l   a t a u   k e s a l a h a n   p a d a   s e r v e r 	 S a m b u n g a n   g a g a l   a t a u   r a l a t   p e l a y a n 	 	(	G		M	6	(	  +	G	2	  /	>	  8	0	M	5	0	  $	M	0	A		?	  	 	 	 	 K a p c s o l  d  s i   v a g y   s z e r v e r h i b a 	 	 	 	 F o u t   b i j   v e r b i n d i n g   o f   s e r v e r 	 	 	 E r o a r e   c o n e x i u n e   s a u   e r o a r e   p e   s e r v e r 	 	 	     U R L     	 	 !	>			(	2	K	!	  /	B		0		2	  5	  8	0	M	5	M	9	0	  	B			 '*5'D  F'EHAB  '  .7'  31H1	 H  "1  'D  '$F  DH  1  '  31H1  :D7	             	   					  						  		  									  						  	 /
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	             	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 V e r b i n d i n g   o n s u k s e s v o l   o f   b e d i e n e r f o u t 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 D o w n l o a d   U R L   o r   s e r v e r   e r r o r 	 	 	 	 U R L   		  							  						  							  				 	 	 	 	 	 	 	 C o n e x  o   f a l h o u   o u   e r r o   d o   s e r v i d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D A _ O M A _ I N S U F F I C I E N T _ S T O R A G E _ M S G 	 D L A g e n t 	 P O P U P 	 M o r e   f r e e   s p a c e   i s   n e e d e d   f o r   i n s t a l l a t i o n ,   O M A D L   e r r o r   s t r i n g 	 M o r e   f r e e   s p a c e   i s   n e e d e d   f o r   i n s t a l l a t i o n 	 2QX[zz
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I7I5H'H2@4H!@4!*3+#12#41I	 S e   n e c e s i t a   m  s   e s p a c i o   l i b r e   p a r a   l a   i n s t a l a c i  n 	 V o u s   a v e z   b e s o i n   d e   p l u s   d  e s p a c e   p o u r   l  i n s t a l l a t i o n 	 M e h r   f r e i e r   P l a t z   w i r d   f  r   I n s t a l l a t i o n   b e n  t i g t 	 ;O  CAB0=>2:8  B@51C5BAO  1>;LH5  A2>1>4=>3>  <5AB0	 P e r   l ' i n s t a l l a z i o n e      n e c e s s a r i o   u l t e r i o r e   s p a z i o   l i b e r o 	 'D0'C1)  :J1  C'AJ)	 N e c e s s  r i o   m a i s   e s p a  o   l i v r e   p a r a   a   i n s t a l a   o 	 Y  k l e m e   i  i n   d a h a   f a z l a   b o _  a l a n   g e r e k l i   	 B   n h   k h  n g   	 K a p a s i t a s   k o s o n g   y a n g   l e b i h   b e s a r   d i p e r l u k a n   u n t u k   p e n g i n s t a l a n 	 L e b i h   b a n y a k   r u a n g   k o s o n g   d i p e r l u k a n   b a g i   p e m a s a n g a n 	 		8	M		>	2	  	0	(	G	  	G	  2	?		  	'	?		  	>	2	@	  8	M	%	>	(	  	@	  	5	6	M	/		$	>		 	 	 	 A   t e l e p  t  s h e z   t  b b   s z a b a d   h e l y   s z  k s  g e s 	 	 	 	 E r   i s   m e e r   r u i t m e   n o d i g   v o o r   d e   i n s t a l l a t i e 	 	 	 A v e ci   n e v o i e   d e   m a i   m u l t   s p a ci u   l i b e r   p e n t r u   i n s t a l a r e 	 	 	             	 	 		8	M		>	2	  	0	#	M	/	>	8	>	 	@	  	'	?		  	>		G		@	  	0		  	9	G		 A6'  .'D  (4*1  (1'  F5(  D'2E  '3*	 'F3y'D  1F  D  E2/  .'D  ,    61H1*  	           	 											  				  			  					  								 
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 S T R _ I D _ D A _ O M A _ D O W N L O A D I N G _ I C O N 	 D L A g e n t 	 U N L I M 	 D o w n l o a d i n g   i c o n 	 D o w n l o a d i n g   i c o n 	 W:yN	-N	 ck(WN}Vh	 3%12'LB+%D--	 D e s c a r g a n d o   i c o n o   	 T  l  c h a r g e m e n t   d e   l ' i c  n e 	 S y m b o l   w i r d   h e r u n t e r g e l a d e n 	 03@C7:0  7=0G:0	 I m m a g i n e   i n   c o r s o   d i   t r a s f e r i m e n t o 	 #JBHF)  'D*F2JD	 A   t r a n s f e r i r    c o n e 	 S i m g e   i n d i r i l i y o r 	 a n g   t i   h  n h   t n g 	 M e n - d o w n l o a d   i k o n 	 I k o n   m e m u a t   t u r u n 	 			I	(	  !	>			(	2	K	!	  9	K	  0	9	>	  9	H		 	 	 	 I k o n   l e t  l t  s e 	 	 	 	 P i c t o g r a m   w o r d t   g e d o w n l o a d 	 	 	 D e s c r c a r e   p i c t o g r a m    n   c u r s 	 	 	   	 	 	 /1  -'D  /'FDH/  FE'/	 	 	 				  								  					 	 	 	 	 	 	 	 	 L a a i   t a n s   i k o o n   a f 	 	 	 	 	 	 	 
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 S T R _ I D _ D A _ O M A _ S E N D _ R E P O R T 	 D L A g e n t 	 P O P U P ,   U N L I M 	 S e n d i n g   R e p o r t 	 S e n d i n g   r e p o r t 	 |v1XJT-N	 ck(WSbJT	 3%1*H#2"2	 E n v i a r   i n f o r m e 	 E n v o y e r   u n   r a p p o r t 	 B e r i c h t   w i r d   g e s e n d e t 	 B?@028BL  >BG5B	 I n v i a   r a p p o r t o 	 *B1J1  'D%13'D	 A   e n v i a r   r e l a t  r i o 	 R a p o r   g  n d e r i l i y o r 	 G i   b  o   c  o 	 M e n g i r i m   l a p o r a n 	 H a n t a r   l a p o r a n 	 0	?	*	K	0	M		  -	G		@	  	>	  0	9	@	  9	H		 	 	 	 K  l d  s i   j e l e n t  s 	 	 	 	 V e r s l a g   w o r d t   v e r z o n d e n 	 	 	 E x p e d i e r e   r a p o r t 	 	 	   	 	 S e n d   R e p o r t 	 /1  -'D  A13*'/F  2'14	 1~H1y  (,	   	 								  									 8
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 S T R _ I D _ D A _ O M A _ E R R O R _ S E N D _ R E P O R T _ F A I L 	 D L A g e n t 	 P O P U P ,   U N L I M 	 F a i l e d   t o   s e n d   r e p o r t 	 F a i l e d   t o   s e n d   r e p o r t 	 |v1XJT1YWe	 SbJT1Y%	 D!H*2!2#*H#2"2	 N o   s e   p u d o   e n v i a r   e l   i n f o r m e 	 E c h e c   d ' e n v o i   d u   r a p p o r t 	 B e r i c h t   s e n d e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B?@028BL  >BG5B	 I n v i o   r a p p o r t o   f a l l i t o 	 A4D  AJ  '13'D  'D*B'1J1	 O   e n v i o   d e   r e l a t  r i o   f a l h o u 	 R a p o r   g  n d e r e m e d i   	 G i   b  o   c  o   t h t   b i 	 G a g a l   m e n g i r i m   l a p o r a n 	 G a g a l   u n t u k   m e n g h a n t a r   l a p o r a n 	 0	?	*	K	0	M		  -	G		(	G	  .	G		  5	?	+	2		 	 	 	 A   j e l e n t  s   e l k  l d  s e   s i k e r t e l e n 	 	 	 	 K a n   v e r s l a g   n i e t   v e r z e n d e n 	 	 	 E x p e d i e r e a   r a p o r t u l u i   n u   a   r e u _i t 	 	 	   "   	 	 	 A13*'/F  2'14  F'EHAB  (H/	 	 	 							  						  							 	 	 	 





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	     	 F a i l   t o   s e n d   r e p o r t 	 F a i l   t o   s e n d   r e p o r t 	 F a i l   t o   s e n d   r e p o r t 	 S t u u r   v a n   v e r s l a g   o n s u k s e s v o l 	 F a i l   t o   s e n d   r e p o r t 	 F a i l   t o   s e n d   r e p o r t 	 F a i l   t o   s e n d   r e p o r t 	 F a i l   t o   s e n d   r e p o r t 	 F a i l   t o   s e n d   r e p o r t 	 F a i l   t o   s e n d   r e p o r t 	 1
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 
 S T R _ I D _ D A _ O M A _ E R R O R _ S E N D _ R E P O R T _ C A N C E L 	 D L A g e n t 	 P O P U P ,   U N L I M 	 S e n d i n g   r e p o r t   i s   c a n c e l l e d 	 S e n d i n g   r e p o r t   i s   c a n c e l l e d 	 |v1XJT]Sm	 SbJT]Sm	 2#*H#2"29"@%4	 S e   c a n c e l    e l   e n v  o   d e   i n f o r m e 	 L  e n v o i   d u   r a p p o r t   a    t    a n n u l  	 B e r i c h t   s e n d e n   a b g e b r o c h e n 	 B?@02:0  >BG5B0  >B<5=5=0	 I n v i o   r a p p o r t o   a n n u l l a t o 	 *E  'D:'!  'D*B'1J1	 E n v i o   d e   r e l a t  r i o   c a n c e l a d o 	 R a p o r   g  n d e r m e   i p t a l   e d i l d i   	 G i   b  o   c  o      h y 	 P e n g i r i m a n   l a p o r a n   d i b a t a l k a n 	 P e n g h a n t a r a n   l a p o r a n   d i b a t a l k a n 	 0	?	*	K	0	M		  -	G		(	>	  0	&	M	&	  	 	 	 	 A   j e l e n t  s   k  l d  s e   m e g s z a k  t v a 	 	 	 	 V e r z e n d e n   v a n   v e r s l a g   i s   g e a n n u l e e r d 	 	 	 E x p e d i e r e a   r a p o r t u l u i   a   f o s t   a n u l a t 	 	 	   "   	 	 	 A13*'/F  2'14  D:H  1//	 	 	 							  						  					 	 	 	 





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 S T R _ I D _ D A _ O M A _ V I E W _ D D 	 D L A g e n t 	 T I T L E ,   I C O N T E X T 	 V i e w   d e s c r i p t o r 	 V i e w   d e s c r i p t o r 	 cjgQ[	 c&{Q[	 91'-42"	 V e r   d e s c r i p t o r 	 A f f i c h e r   d e s c r i p t e u r 	 D e s k r i p t o r   a n z e i g e n 	 @>A<>B@5BL  45A:@8?B>@	 V i s u a l i z z a   d e s c r i t t o r e 	 916  'DEH5A	 V e r   d e s c r i   o 	 T a n a 1m l a y 1c 1y 1  g  r  n t  l e   	 H i n   t h   m i  u   t   n i   d u n g 	 L i h a t   k e t e r a n g a n 	 L i h a t   p e m e r i h a l 	 !	?	8	M		M	0	?	*	M		0	  &	G		G			 	 	 	 L e  r    m e g t e k i n t  s e 	 	 	 	 D e s c r i p t o r   b e k i j k e n 	 	 	 V i z u a l i z a r e   t e r m e n   d e   i d e n t i f i c a r e 	 	 	   	 	 	 E4'G/G  *H5A  FF/G	 	 	 						  						 	 	 	 




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 S T R _ I D _ D A _ P O P U P _ S U S P E N D E D 	 D L A g e n t 	 P O P U P 	 P a u s e d 	 P a u s e d 	 ]f\P	 ]f\P	 91	 S u s p e n d i d o 	 S u s p e n d u 	 A u s e s e t z t 	 @8>AB0=>2;5=>	 S o s p e s o 	 EF*GJ	 S u s p e n d i d o 	 E r t e l e n d i   	    t m   d n g 	 D i j e d a 	 D i g a n t u n g 	 (	?	2		,	?	$		 	 	 	 F e l f  g g e s z t v e 	 	 	 	 T i j d e l i j k   o n d e r b r o k e n 	 	 	 S u s p e n d a t 	 	 	 	 	 	 E9DB  4/	 	 	 									 	 	 	 





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 S T R _ I D _ D A _ P O P U P _ C A N C E L _ A S K 	 D L A g e n t 	 P O P U P C O N F I R M 	 C a n c e l ? 	 C a n c e l ? 	 Sm	 Sm	 "@%4+#7-D!H? 	  C a n c e l a r ? 	 A n n u l e r  ? 	 A b b r e c h e n ? 	 B<5=8BL? 	 A n n u l l a r e ? 	 'D:'!	 C a n c e l a r ? 	 0p t a l   e d i l s i n   m i ?   	 H y ? 	 B a t a l ? 	 B a t a l ? 	 0	&	M	&	  	0	G		? 	 	 	 	 M  g s e m ? 	 	 	 	 A n n u l e r e n ? 	 	 	 A n u l a ci ? 	 	 	 ? 	 	 	 D:H  4H/	 	 	 				  ? 	 	 	 	 

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 
 S T R _ I D _ D A _ P O P U P _ C A N _ N O T _ S T A R T _ W I T H _ S P A C E 	 D L A g e n t 	 P O P U P 	 P r o m p t   t h e   u s e r   t h a t   f i l e n a m e   c a n   n o t   s t a r t   w i t h   s p a c e 	 C a n n o t   s t a r t   w i t h   s p a c e 	 !qlNzz<hY	 elNzz<h _4Y	 D!H*2!2#@#4H!II'"
H-'H2	 N o   p u e d e   i n i c i a r   c o n   e s p a c i o 	 N e   p e u t   p a s   c o m m e n c e r   p a r   u n   e s p a c e 	 K a n n   n i c h t   m i t   L e e r s t e l l e   b e g i n n e n 	 5;L7O  =0G0BL  A  ?@>15;0	 I m p o s s i b i l e   a v v i a r e   c o n   s p a z i o 	 *901  'D(/!  (E3'A)	 I m p o s s  v e l   c o m e  a r   p o r   e s p a  o 	 B o _l u k l a   b a _l a y a m a z 	 K h  n g   t h   b t   u   v i   m t   c h   t r n g 	 T i d a k   b o l e h   d i a w a l i   d e n g a n   s p a s i 	 T i d a k   b o l e h   b e r m u l a   d e n g a n   r u a n g   k o s o n g 	 	>	2	@	  8	M	%	>	(	  8	G	  	0		-	  (	9	@		  	?	/	>	  	>	  8		$	>	  	 	 	 	 S z  k  z z e l   n e m   k e z d Qd h e t 	 	 	 	 K a n   n i e t   m e t   s p a t i e   b e g i n n e n 	 	 	 N u   p u t e ci    n c e p e   c u   s p a ci u 	 	 	         	 	 	 FEJ*H'F/  ('  A'5DG  ":'2  4H/	 	 	 							  				  				  						  	 	 	 	 	 	 	 	 	 K a n   n i e   m e t   s p a s i e   b e g i n   n i e 	 	 	 	 	 	 	 	 	 	 				  						  				  					  				  							 	 	 	 	 	 	 	 N  o      p o s s  v e l   i n i c i a r   c o m   e s p a  o 	 	 	 	 	 	 	 	 E z i n   d a   t a r t e   b a t e z   h a s i 	 H i n d i   m a a a r i n g   m a g s i m u l a   g a m i t   a n g   e s p a s y o 	 N o n   p o d e   c o m e z a r   c u n   e s p a z o 	 E n w e g h i   i k e   i j i   o g h e r e     b i d o 	 N    f  i d i r   l e i s   t o s    l e   s p  s 
 
 S T R _ I D _ D A _ P O P U P _ C A N _ N O T _ S T A R T _ W I T H _ D O T 	 D L A g e n t 	 P O P U P 	 P r o m p t   t h e   u s e r   t h a t   f i l e n a m e   c a n   n o t   s t a r t   w i t h   " . " 	 C a n n o t   s t a r t   w i t h   " . " 	 !qlN .  Y	 elN .   _4Y	 D!H*2!2#@#4H!II'"  " . " 	 N o   p u e d e   i n i c i a r   c o n   " . " 	 N e   p e u t   p a s   c o m m e n c e r   p a r   " . " 	 K a n n   n i c h t   m i t   " . "   b e g i n n e n 	 5;L7O  =0G0BL  A  " . " 	 I m p o s s i b i l e   a v v i a r e   c o n   " . " 	 *901  'D(/!  (@"   . " 	 I m p o s s  v e l   c o m e  a r   p o r   " . " 	 .   i l e   b a _l a y a m a z 	 K h  n g   t h   b t   u   v i   " . " 	 T i d a k   b o l e h   d i a w a l i   d e n g a n   " . " 	 T i d a k   b o l e h   b e r m u l a   d e n g a n   " . " 	 .   8	G	  	0		-	  (	9	@		  	?	/	>	  	>	  8		$	>		 	 	 	  .     r  s j e l l e l   n e m   k e z d Qd h e t 	 	 	 	 K a n   n i e t   m e t   ' . '   b e g i n n e n 	 	 	 N u   p u t e ci    n c e p e   c u   " . " 	 	 	         " . " 	 	 	 FEJ*H'F/  ('  " . "   ":'2  4H/	 	 	 .   		  				  				  				  			 	 	 	 	 	 	 	 	 K a n   n i e   m e t   " . "   b e g i n   n i e 	 	 	 	 	 	 	 	 	 	 .   				  					  				  							 	 	 	 	 	 	 	 N  o      p o s s  v e l   i n i c i a r   c o m   " e s p a  o " 	 	 	 	 	 	 	 	 E z i n   d a   " . "   b a t e k i n   h a s i 	 H i n d i   m a a a r i n g   m a g s i m u l a   g a m i t   a n g    .  	 N o n   p o d e   c o m e z a r   c o n   " . " 	 E n w e g h i   i k e   i j i   ' ' .   ' '       b i d o 	 N    f  i d i r   l e i s   t o s    l e    .  
 
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 S T R _ T H E M E S _ D O W N L O A D 	 T H E M E 	 T I T L E ,   I C O N T E X T 	 D o w n l o a d   T h e m e 	 D o w n l o a d   t h e m e 	 N	;NL	 N};N	 2'LB+%5!	 D e s c a r g a r   t e m a 	 T h  m e   d e   t  l  c h a r g e m e n t 	 T h e m a   h e r u n t e r l a d e n 	 03@C78BL  B5<C	 S c a r i c a   t e m a 	 *-EJD  'D9FH'F	 T r a n s f e r i r   t e m a 	 K o n u y u   y  k l e   	 T i   c h   	 D o w n l o a d   t e m a 	 M u a t   t u r u n   t e m a 	 %	@	.	  !	>			(	2	K	!	  	0	G			 	 	 	 T  m a   l e t  l t  s e 	 	 	 	 D o w n l o a d t h e m a 	 	 	 T e m   d e   d e s c r c a r e 	 	 	     	 	 5	?	7	/	  !	>			(	2	K	!	  	0	>		 /'FDH/  E6EHF	 *E  '$F  DH,&	       	 							  				 *
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 S T R _ D E F A U L T _ T H E M E _ A C T I V A T I O N 	 T H E M E 	 P O P U P 	 C u r r e n t   T h e m e   N o t   F o u n d   A c t i v a t i n g   D e f a u l t   T h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 s(W;NL*g~b0R_U(u-;NL	 s(W;N*g~b0R/T(u;N	 D!H5!5H3+, C
I5!!2#2	 T e m a   a c t u a l   n o   e n c o n t r a d o ,   a c t i v a r   t e m a   p r e d e t e r m i n a d o 	 P r  s e n t   t h  m e   n o n   t r o u v  ,   u t i l i s e r   l e   t h  m e   p a r   d  f a u t 	 A k t u e l l e s   T h e m a   n i c h t   g e f u n d e n ,   S t a n d a r d t h e m a   a k t i v i e r e n 	 "5:CI0O  B5<0  =5  =0945=0.   :B828@C5BAO  AB0=40@B=0O  B5<0. 	 T e m a   c o r r e n t e   n o n   t r o v a t o ,   a t t i v a r e   t e m a   p r e d e f i n i t o 	 EH6H9  'D-'DJ  :J1  ,H,H/,   *F4J7  EH6H9  'D6(7  'DE3(B	 t e m a   a c t u a l   n  o   e n c o n t r a d o ,   a c t i v a r   t e m a   p r e d e f i n i d o 	 M e v c u t   k o n u   b u l u n a m a d 1,   v a r s a y 1l a n   k o n u y u   e t k i n l e _t i r   	 H i n   t i   c h a   t  m   t h y   c h   ,   d  n g   c h     c  i   t   s n 	 T e m a   a k t i f   t i d a k   d i t e m u k a n ,   a k t i f k a n   t e m a   d e f a u l t 	 T e m a   s e m a s a   t i d a k   d i t e m u i ,   a k t i f k a n   t e m a   l a l a i 	 .	L		B	&	>	  %	@	.	  (	9	@		  *	>		  		,   !	@	+	I	2	M		  %	@	.	  8		M	0	?	/	  	@	  	>	  0	9	@	  9	H		 	 	 	 A z   a k t u  l i s   t  m a   n e m   t a l  l h a t  ,   a k t i v  l j a   a z   a l a p  r t e l m e z e t t e t 	 	 	 	 H u i d i g e   t h e m a   n i e t   g e v o n d e n ,   a c t i v e e r   h e t   s t a n d a a r d t h e m a 	 	 	 T e m a   c u r e n t   n u   a   f o s t   g s i t ,   a c t i v a ci   t e m a   i m p l i c i t 	 	 	         ,             	 	 	>	2	B	  5	?	7	/	  		*	2	,	M	'	  (	>	9	@	.   !	?	+	>	2	M		  %	?	.	  	M	0	?	/	>	6	@	2	  	0	>		 E6EHF  A9D  'A*  F4/  E6EHF  ~4  A16  1'  A9'D  F/	 EH,H/  *E  F  ED'  A9'D    1F  H'D'  A'Dy  *E	     ,         	 										  			  					  			  		,   						  			  						  					 5
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	     ,       	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 H u i d i g e   t e m a   n i e   g e v i n d ,   a k t i v e e r   v e r s t e k t e m a 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 C u r r e n t   t h e m e   n o t   f o u n d ,   a c t i v a t e   d e f a u l t   t h e m e 	 	 	 T e m a   e   t a s h m e   n u k   u   g j e t ,   a k t i v i z o   t e m e n   s t a n d a r d 	 								  									  				  		' 	,   			' 			  									  						  				 	 	 	 	 	 	 	 T e m a   a t u a l   n  o   e n c o n t r a d o ,   a t i v a r   t e m a   p a d r  o 	 	 	 	 	 	 	 	 	 	 	 	 
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Nckx/f&TyR	 MOn
Ncknx/f&TyR	 5H1ID!H9I-  I-2#"I2"+#7-D!H? 	 U b i c a c i  n   i n c o r r e c t a .    D e s e a   m o v e r ? 	 E m p l a c e m e n t   i n c o r r e c t .   V o u l e z - v o u s   l e   c h a n g e r  ? 	 S t a n d o r t   f a l s c h .   M  c h t e n   S i e   v e r s c h i e b e n ? 	 5AB>?>;>65=85  C:070=>  =525@=>.   5@5<5AB8BL? 	 P o s i z i o n e   n o n   c o r r e t t a ,   s i   d e s i d e r a   s p o s t a r e ? 	 'DEHB9  :J1  5'D-, GD  *1J/  *-1JC	 L o c a l i z a   o   i n c o r r e c t a .   P r e t e n d e   m o v e r ? 	 Y e r   h a t a l 1.   T a _1m a k   i s t i y o r   m u s u n ?   	 V   t r    k h  n g   c h  n h   x  c , b n   m u n   c h u y n   i ? 	 L o k a s i   s a l a h .   A n d a   i n g i n   m e m i n d a h k a n n y a ? 	 L o k a s i   t i d a k   b e t u l .   A d a k a h   a n d a   m a h u   p i n d a h k a n ? 	 	2	$	  8	M	%	>	(	d	  	M	/	>	  	*	  8	M	%	>	(	>		$	0	?	$	  	0	(	>	  	>	9	$	G	  9	H	? 	 	 	 	 H i b  s   h e l y .    t   a k a r j a   h e l y e z n i ? 	 	 	 	 L o c a t i e   o n j u i s t .   W i l t   u   v e r p l a a t s e n ? 	 	 	 L o c a ci e   i n c o r e c t .   D o r i ci   s   m u t a ci   t e m a ? 	 	 	   .     ? 	 	 	/	K		M	/	  2	K		G	6	(	.   $	A	.	M	9	>	2	>	  .	A	5	M	9	  	0	>	  	9	K	$	? 	 E-D  F'/13*  '3*.   E  .H'G/  'F*B'D  /G/	 EB'E  :D7  '  "~  EF*BD  1F'  '*  	   .       ? 	 							  				  			  				  		  							  				  				 
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	     	 K u f i n y e l e l w e   e s i b a l w e n i   e s i k h u l u   s o k u g c i n a 	 U k u b a l a   o k u k h u l u   k u f i k e l e l w e 	 H e s a b u   y a   u p e o   i m e f i k i w a 	 M a k s i m u m   a a n t a l   b e r e i k 	 P a s i e k t a s   m a k s i m a l u s   s k a i 
i u s 	 S a s n i e g t s   m a k s i m l a i s   s k a i t s 	 M a x   a r v   k  e s 	 @a}el  g  a|a~elacxuv  avaokv	     	 A ci   a t i n s   n u m r u l   m a x m 	 *
0
.
>

 5
'
?
  
#
M
#

  
$
M
$
?
	 80M,>'?  #(>0G  *9M?2>	 N u m e r i m i   m a k s i m a l   u   a r r i t 	 								  					  				  						  						 	 	 	 	 	 	 	 C o n t a g e m   m  x i m a   a l c a n  a d a 	 	 	 	 	 	 	 	 E z i n   g e h i a g o   z e n b a t u 	 N a a b o t   a n g   p i n a k a m a r a m i n g   b i l a n g 	 M  x i m o   d e   c o n t a   a l c a n z a d o 	 O l u e l a   o g o   i h e   a c h r 	 U a s l  o n   b a i n t e   a m a c h 
 
 E B O O K _ T I T L E _ B O O K S H E L F 	 E B O O K 	 T I T L E 	 E b o o k   R e a d e r   S t r i n g 	 T e x t   r e a d e r 	 P[fhV	 5uP[fNhV	 
1I+1*7-	 E s t a n t e r  a 	 E t a g  r e 	 B  c h e r r e g a l 	 =86=0O  ?>;:0	 L i b r e r i a 	 /HD'(  'DC*1HFJ	 E s t a n t e 	 K i t a p l 1k   	 G i    s  c h 	 P e n u n j u k 	 R a k   b u k u 	 ,	A		6	G	2	M	+		 	 	 	 K  n y v e s p o l c 	 	 	 	 B o e k e n p l a n k 	 	 	 B i b l i o t e c 	 	 	 	 	 ,	A		6	G	2	M	+		 BA3G  *'(	 (  4DA    	 	 									 
?
$
>
,
  
2
.
>
0
@
	 ,AM  7F2M+M	 =86:>20  ?>;8FO	 







	   	 I - b o o k s h e l f 	 I s h e l f u   y e n c w a d i 	 R a f u   y a   v i t a b u 	 B o e k r a k 	 K n y g s  l e n t y n a 	 G r m a t p l a u k t s 	 R a a m a t u r i i u l 	 3adaao	   	 B i b l i o t e c 	 ,
A

M
* 7
F
2
M

 * +
M
	 ,A8G2M+	 R a f t i   I   l i b r a v e 	 									 	 	 	 	 	 	 	 E s t a n t e 	 	 	 	 	 	 	 	 A p a l a 	 B o o k s h e l f 	 E s t a n t e 	 g b a k w k w 	 S e i l f   l e a b h a r 
 
 E B O O K _ B K S L F _ O P T I O N 	 E B O O K 	 L S K ,   T I T L E 	 E b o o k   R e a d e r   S t r i n g 	 B o o k s h e l f   o p t i o n s 	 x	 	y	 1'@%7-
1I+1*7-	 O p c i o n e s   d e   e s t a n t e r  a 	 O p t i o n s   d   t a g  r e 	 B  c h e r r e g a l o p t i o n e n 	 0@0<5B@K  :=86=>9  ?>;:8	 O p z i o n i   l i b r e r i a 	 .J'1'*  /HD'(  'DC*1HFJ	 O p   e s   d e   e s t a n t e 	 K i t a p l 1k   s e  e n e k l e r i   	 C h n   g i    s  c h 	 P i l i h a n   p e n u n j u k 	 O p s y e n   r a k   b u k u 	 ,	A		6	G	2	M	+	  5	?		2	M	*		 	 	 	 K  n y v e s p o l c   l e h e t Qs  g e i 	 	 	 	 O p t i e s   v a n   b o e k e n p l a n k 	 	 	 O p ci u n i   b i b l i o t e c 	 	 	   	 	 ,	A		6	G	2	M	+	  *	0	M	/	>	/		 2FG  G'  BA3G  *'(	 (  4DA  '.*'1'*	     	 								  					 
?
$
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  
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.
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0
@
  5
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2
*
	 ,AM  7F2M+M  *M7(M8M	 ?FVW  :=86:>2>W  ?>;8FV	 







  






	     	 O k o k u k h e t h a   i s h a l o f u   l a m a b h u k u 	 O k u n y e   k w e s h e l f u   y e n c w a d i 	 C h a g u z i   z a   r a f u   y a   v i t a b u 	 B o e k r a k o p s i e s 	 K n y g s  l e n t y n o s   p a r i n k t y s 	 G r m a t p l a u k t a   o p c i j a s 	 R a a m a t u r i i u l i   v a l i k u d 	 3adaaok  oauavve	     	 O p ci u n i   b i b l i o t e c 	 ,
A

M
* 7
F
2
M

 * +
M
  

?


M

3
M

 	 ,A8G2M+  ,?3M*	 M u n d e s i t e   e   r a f t i t   t e   l i b r a v e 	 								  											 	 	 	 	 	 	 	 O p   e s   d e   e s t a n t e 	 	 	 	 	 	 	 	 A p a l - a u k e r a k 	 M g a   p a g p i p i l i a n   s a   b o o k s h e l f 	 O p c i  n s   d e   e s t a n t e 	 g b a k w k w   n h r 	 R o g h a n n a   s e i l f   l e a b h a r 
 
 S T R _ R E F R E S H _ E B O O K 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 C l e a n   u p   b o o k s h e l f 	 fe	 fe	 3'2!*0-2
1I+1*7-	 L i m p i a r   e s t a n t e r  a 	 N e t t o y e r   l   t a g  r e 	 B  c h e r r e g a l   s  u b e r n 	 G8AB8BL  :=86=CN  ?>;:C	 P u l i r e   l i b r e r i a 	 *-/J+  /HD'(  'DC*1HFJ	 L i m p a r   e s t a n t e 	 K i t a p l 11  t e m i z l e   	 L  m   m i   g i    s  c h 	 K o s o n g k a n   p e n u n j u k 	 B e r s i h k a n   r a k   b u k u 	 ,	A		6	G	2	M	+	  8	>	+	  	0	G			 	 	 	 K  n y v e s p o l c   t a k a r  t  s a 	 	 	 	 B o e k e n p l a n k   o p r u i m e n 	 	 	 C u r ci r e   b i b l i o t e c 	 	 	     	 	 ,	A		6	G	2	M	+	  	M	2	?	#	  	>	2	G		 ~'  1/F  BA3G  *'(	 (  4DA  5'A  ,&	   	 								  					  					 
?
$
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,
  
2
.
>
0
@
  8
>
+
  
0
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	 M2@(M  *M  ,AM  7F2M*M	 2V;L=8B8  :=86:>2C  ?>;8FN	 







  


  


	     	 K i l i n a   i - b o o k s h e l f 	 C o c a   i s h e l f u   y e n c w a d i 	 S a f i s h a   r a f u   y a   v i t a b u 	 M a a k   b o e k r a k   s k o o n 	 I av a l y t i   k n y g s  l e n t y n 	 N o t +r +t   g r m a t p l a u k t u 	 P u h a s t a   r a a m a t u r i i u l 	 Dael  cadaaoh	     	 C u r ca r e   b i b l i o t e c 	 ,
A

M
* 7
F
2
M

 * +
M
  6
A
&
M
'
.
>

M

B
	 ,A8G2M+  >2?  0(M$A	 P a s t r o   r a f t i n   e   l i b r a v e 	 								  								  				 	 	 	 	 	 	 	 L i m p a r   e s t a n t e 	 	 	 	 	 	 	 	 A p a l a   g a r b i t u 	 L i n i s i n   a n g   b o o k s h e l f 	 L i m p a r   e s t a n t e 	 K p o c h a p   g b a k w k w 	 G l a n   s u a s   s e i l f   l e a b h a r 
 
 S T R _ O P E N _ E B O O K 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 O p e n   e b o o k 	 _UP[f	 Sb _5uP[fN	 @4-58J	 A b r i r   l i b r o   e l e c t r  n i c o   	 O u v r i r   E - B o o k 	 e B o o k    f f n e n 	 B:@KBL  :=83C	 A p r i   e - b o o k 	 'A*-  C*'(  'DC*1HFJ	 A b r i r   E - B o o k 	 E - K i t a b 1  a    	 M   s  c h   i n   t 	 B u k a   e - b o o k 	 B u k a   E - B u k u 	 	- ,	A		  	K	2	G			 	 	 	 E - b o o k   m e g n y i t  s a 	 	 	 	 E - b o e k   o p e n e n 	 	 	 D e s c h i d e r e   c a r t e   e l e c t r o n i c 	 	 	   E - B o o k 	 	 	- ,	A		  	A	2	>	? 	 ('2C1/F  1'J'C*'(	 '  (  HD	     	 	- 			  						 
- 
?
$
>
,
  
K
2
K
	 *F(M  - ,AM	 V4:@8B8  E - B o o k 	 
- 







  



	 -   	 O p e n   E - B o o k 	 O p e n   E - B o o k 	 O p e n   E - B o o k 	 M a a k   E - b o e k   o o p 	 O p e n   E - B o o k 	 O p e n   E - B o o k 	 O p e n   E - B o o k 	 O p e n   E - B o o k 	 O p e n   E - B o o k 	 O p e n   E - B o o k 	 	 	 H a p   e b o o k 	 				  					 	 	 	 	 	 	 	 A b r i r   e b o o k 	 	 	 	 	 	 	 	 e L i b u r u a   i r e k i 	 B u k s a n   a n g   e b o o k 	 A b r i r   l i b r o   e l e c t r  n i c o 	 M e p e e   e b u k 	 O s c a i l   r  o m h l e a b h a r 
 
 S T R _ I N F O _ E B O O K 	 E B O O K 	 T I T L E ,   I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 B o o k   i n f o 	 ǌ
	 Oo`	 I-!9%+1*7-	 I n f o r m a c i  n   d e l   l i b r o 	 I n f o   d e   l i v r e 	 B u c h i n f o 	 =D>@<0F8O  >  :=835	 I n f o   l i b r o 	 E9DHE'*  'DC*'(	 I n f o r m a   o   s o b r e   l i v r o 	 K i t a p   b i l g i s i   	 T i n   t c 	 I n f o   b u k u 	 M a k l u m a t   b u k u 	 ,	A		  8	B		(	>		 	 	 	 K  n y v   i n f o . 	 	 	 	 B o e k i n f o 	 	 	 I n f o r m a ci i   c a r t e 	 	 	   	 	 ,	A		  .	>	9	?	$	@		 '7D'9'*  *'(	 *'(    E9DHE'*	   	 					  					 
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IH241I*H'%2	 A p l i c a r   a j u s t e s   g l o b a l e s 	 A p p l i q u e r   l e s   r  g l a g e s   g l o b a u x 	 G l o b a l e   E i n s t e l l u n g e n    b e r n e h m e n 	 @8<5=8BL  >1I85  =0AB@>9:8	 A p p l i c a   i m p o s t a z i o n i   g l o b a l i 	 6(7  F8'E  'D*FAJ0	 A p l i c a r   d e f i n i   e s   g l o b a i s 	 G l o b a l   a y a r l a r 1  u y g u l a   	 C  i   t   h   t h n g   v n   h  n h 	 T e r a p k a n   p e n g a t u r a n   g l o b a l 	 G u n a k a n   s e t i n g   g l o b a l 	 	M	2	K	,	2	  8	G		?			M	8	  2	>		B	  	0	G			 	 	 	 G l o b  l i s   b e  l l  t  s o k   a l k a l m a z  s a 	 	 	 	 W e r e l d w i j d e   i n s t e l l i n g e n   t o e p a s s e n 	 	 	 A p l i c a ci   s e t r i l e   g l o b a l e 	 	 	     	 	   !	?	+	I	2	M		  8	G		?			  *	0	$	   	G	5	>		 '9E'D  *F8E'*  D	 DH(D  3yF2  F'A0  ,&	     	 							  					  							 &
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 S T R _ A D D _ T O _ B O O K _ S H E L F 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 A d d   t o   b o o k s h e l f ? 	 ReQP[f	 mR5uP[fN	 @4H!5H
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i a   ~y m e l 	 T u k aa   g r m a t z +m e 	 T  h i   j  r j e h o i d j a 	 4aao  g{avkw	   	 M a r c a j u l   l i p s e _t e 	 ,
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 S T R _ S E T T I N G S _ F O N T _ S I Z E 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 F o n t   s i z e 	 W[Ԛ'Y\	 W[SO'Y\	 21'-1)#	 T a m a  o   d e   t i p o g r a f  a 	 T a i l l e   d e   l a   p o l i c e 	 S c h r i f t a r t g r   e 	  07<5@  H@8DB0	 D i m e n s i o n e   c a r a t t e r e 	 -,E  'DCDE)	 T a m a n h o   d e   f o n t e 	 Y a z 1  t i p i   	 C   c h 	 U k u r a n   f o n t 	 S a i z   f o n 	 +	I	(	M		  8	>		[		 	 	 	 B e t qm  r e t 	 	 	 	 L e t t e r g r o o t t e 	 	 	 D i m e n s i u n e   f o n t 	 	 	   	 	 .	H	.	K	0	@	  (	?	5	!	  	0	>		 'F/'2G  BDE	 -1HA  3'&2	   	 				- 		  					 +
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 
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 
 S T R _ S E T T I N G S _ A U T O _ S C R O L L _ S P E E D 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 S c r o l l   s p e e d 	 rc^	 wSu^	 '2!@#G'2#@%7H--	 V e l o c i d a d   d e   d e s p l a z a m i e n t o 	 V i t e s s e   d e   d  f i l e m e n t 	 S c r o l l - G e s c h w i n d i g k e i t 	 !:>@>ABL  ?@>:@CB:8	 V e l o c i t    s c o r r i m e n t o 	 'D319)  'DDAJA)	 V e l o c i d a d e   d e   d e s l o c a m e n t o 	 K a y d 1r m a   h 1z 1	 T c     c u n   t r a n g 	 K e c e p a t a n   g u l i r 	 K e l a j u a n   m e n s k r o l 	 8	M		M	0	I	2	  8	M	*	@	!		 	 	 	 G  r g e t  s   s e b e s s  g e 	 	 	 	 S c r o l l s n e l h e i d 	 	 	 V i t e z   d e f i l a r e 	 	 	   	 	 		K	  8	M		M	0	B	2	  8	M	*	@	!		 319*  -1*	 '3H1D  1A*'1	   	 						  						 8
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 
 S T R _ S E T T I N G S _ F U L L _ S C R E E N 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 F u l l   s c r e e n 	 hQU^	 hQO\U^	 @G!+I2-	 P a n t a l l a   C o m p l e t a 	 P l e i n    c r a n 	 V o l l b i l d 	 0  25AL  M:@0=	 S c h e r m o   p i e n o 	 4'4)  'DC'ED)	 E c r    i n t e i r o 	 T a m   e k r a n   	 T o  n   b   m  n   h  n h 	 L a y a r   p e n u h 	 S k r i n   p e n u h 	 +	A	2	  8	M		M	0	@	(		 	 	 	 T e l j e s   k  p e r n y Q	 	 	 	 V o l l e d i g   s c h e r m 	 	 	 E c r a n   c o m p l e t 	 	 	   	 	 *	B	0	M	#	  8	M		M	0	@	#		 *E'E  5A-G	 EED  '31F	 	 					  								 *
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	 +A2M  8MM0@(M	 >2=89  5:@0=	 




  






	   	 I s i k r i n i   e s i g c w e l e 	 I s k r i n i   e s i g c w e l e 	 S k r i n i   y o t e 	 V o l s k e r m 	 V i s a s   e k r a n a s 	 P i l n s   e k r n s 	 T  i s e k r a a n 	 1tbxr{  goavx~	   	 E c r a n   c o m p l e t 	 +
A
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M

 	 *B0M#M#  8MM0?(	 E k r a n   I   p l o t e 	 					  								 	 	 	 	 	 	 	 T e l a   c h e i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 E n c o d i n g 	 }xe_	 xe_	 2#@I2#+1*	 C o d i f i c a c i  n 	 E n c o d a g e 	 V e r s c h l  s s e l u n g 	 >48@>2:0	 C o d i f i c a 	 #3DH(  'D*4AJ1	 C o d i f i c a   o 	 ^i f r e l i y o r 	 P h n g   t h c   m    h  a 	 P e n g e n k o d e a n 	 M e n g e k o d 	 	(		K	!	?				 	 	 	 K  d o l  s 	 	 	 	 C o d e r e n 	 	 	 C o d a r e 	 	 	 	 	 	(		K	!	?			  +	I	0	M	.	G			 /1  -'D  1E20'1	 'F  HF	   	 								 
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	 (M  K!?M	 >4C20==O	 





  

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  

	   	 K w e n z i w a   i k h o d i 	 T s h i n t s h e l a   k u m a n a n i 	 I n a s i m b u a 	 E n k o d e e r   t a n s 	 I ak o d u o j a m a 	 K o d j u m s 	 K o d e e r i m i n e 	 >anoacxt	 	 C o d a r e 	 
(
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	 (K!?	 D e s h i f r i m 	 								 	 	 	 	 	 	 	 C o d i f i c a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ F O N T _ S T Y L E _ B O L D 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 B o l d 	 |Ԛ	 |SO	 1'+2	 N e g r i t a 	 G r a s 	 F e t t 	 8@=K9	 G r a s s e t t o 	 ',*1&	 N e g r i t o 	 K o y u   	 D n g   c h   m 	 T e b a l 	 T e b a l 	 ,	K	2	M	!	  		M	7	0		 	 	 	 F  l k  v  r 	 	 	 	 V e t 	 	 	 A l d i n 	 	 	 	 	 .	K	 	>		 *1G	 EHy'	 	 					 .
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	 ,K2M!M	 8@=89	 




	   (   ) 	 I - B o l d 	 C a c i l e 	 K o z a 	 V e t d r u k 	 P a r y ak i n t a s 	 T r e k n r a k s t s 	 P a k s 	 Mezaa|	 	 A l d i n 	 ,
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 
 S T R _ S E T T I N G S _ F O N T _ S T Y L E _ I T A L I C 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 I t a l i c 	 eԚ	 eSO	 1'@-5"	 C u r s i v a 	 I t a l i q u e 	 K u r s i v 	 C@A82	 C o r s i v o 	 E'&D	 I t  l i c o 	 0t a l i k   	 D n g   c h   n g h i  n g 	 M i r i n g 	 I t a l i k 	 		H	2	?		  		M	7	0		 	 	 	 D Ql t 	 	 	 	 C u r s i e f 	 	 	 C u r s i v 	 	 	 	 	 		2	?			 '*'D	 *1'	 	 						 

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	 >2?M	 C@A82	 





	 	 I - I t a l i c 	 K e k e l e 	 K i i t a l i k i 	 K u r s i e f 	 P a s v i r a s 	 K u r s +v s 	 K u r s i i v 	 Geraa|	 	 C u r s i v 	 
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 
 S T R _ S E T T I N G S _ F O N T _ S T Y L E _ N O R M A L 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 N o r m a l 	 ck8^eW[	 ck8^eW[	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 1KG=>5	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l   	 D n g   c h   t h  n g   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 	 	 	 N o r m  l 	 	 	 	 N o r m a a l 	 	 	 N o r m a l 	 	 	 	 	 8	0	M	5	8	>	.	>	(	M	/		 9'/	 F'1ED	 	 							 8
'
>
0
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	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l s 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
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>
0
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
	 8>.>(M_	 N o r m a l 	 							 	 	 	 	 	 	 	 N o r m a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ F O N T _ S I Z E _ L A R G E 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 L a r g e 	 'Y	 'Y	 C+
H	 G r a n d e 	 G r a n d 	 G r o  	 >;LH>9	 G r a n d e 	 C(J1	 G r a n d e 	 B  y  k   	 T o 	 B e s a r 	 B e s a r 	 ,	\	G		 	 	 	 N a g y 	 	 	 	 G r o o t t e 	 	 	 M a r e 	 	 	 	 	 .	K	 	>		 (21	 ('	 	 				 5
q
!
@
	 *F&M&	 (8@>:89	 




	 	 K h u l u 	 N k u l u 	 K u b w a 	 G r o o t 	 D i d e l i s 	 L i e l s 	 S u u r 	 =xwx	 	 M a r e 	 5
2
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$
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	 ,C9$	 I   m a d h 	 					 	 	 	 	 	 	 	 G r a n d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ F O N T _ S I Z E _ S M A L L 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 S m a l l 	 \	 \	 @%G	 P e q u e  a 	 P e t i t 	 K l e i n 	 0;5=L:89	 P i c c o l o 	 5:J1	 P e q u e n o 	 K    k   	 N h 	 K e c i l 	 K e c i l 	 	K		G		 	 	 	 K i c s i 	 	 	 	 K l e i n 	 	 	 M i c 	 	 	 	 	 2	9	>	(		 H	 Hy'	 	 				 
K

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	 ?(M(&?	 0;5=L:89	 




	 	 N c a n e 	 N c i n c i 	 N d o g o 	 K l e i n 	 M a ~a s 	 M a z s 	 V  i k e 	 Sx	     	 M i c 	 
F
1
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$
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	 M7A&M0	 I   v o g e l 	 				 	 	 	 	 	 	 	 P e q u e n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ S C R O L L _ B Y _ P A G E 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 P a g e 	 	 u	 +I2	 P  g i n a 	 P a g e 	 S e i t e 	 !B@0=8F0	 P a g i n a 	 5A-)	 P  g i n a 	 S a y f a   	 T r a n g 	 H a l a m a n 	 H a l a m a n 	 *	C	7	M	 		 	 	 	 O l d a l 	 	 	 	 P a g i n a 	 	 	 P a g i n 	 	 	 	 	 *	G			 5A-G	 5A-	 	 							 *
p
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>

	 *G@	 !B>@V=:0	 




	 	 I k h a s i 	 I p h e p h a 	 G o m b o 	 B l a d s y 	 P u s l a p i s 	 L a p p u s e 	 L e h e k  l g 	 7{	 	 P a g i n 	 *
G

M
	 *C7M >	 F a q j a 	 							 	 	 	 	 	 	 	 P  g i n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ S C R O L L _ B Y _ L I N E 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 L i n e 	 L	 L	 A'	 L  n e a 	 L i g n e 	 Z e i l e 	 !B@>:0	 L i n e a 	 .7	 L i n h a 	  i z g i   	 H  n g 	 B a r i s 	 T a l i a n 	 0	G		>		 	 	 	 S o r 	 	 	 	 R e g e l 	 	 	 L i n i e 	 	 	 	 	 2	>		(		 371	 371	 	 					 2
>

(
	 2H(M	 V=VO	 



	 	 U l a y i n i 	 U m g c a 	 L a i n i 	 L y n 	 E i l u t 	 R i n d a 	 L i i n 	 Oxr	 	 L i n i e 	 5
0
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	 2>(	 R r e s h t i 	 					 	 	 	 	 	 	 	 L i n h a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ A U T O _ S C R O L L _ S P E E D _ 1 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 1 	  N	  N	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 	 	 	 1 	 	 	 	 1 	 	 	 1 	 	 	 1 	 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 	 	 	 	 	 	 	 	 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ A U T O _ S C R O L L _ S P E E D _ 2 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 2 	 N	 N	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 	 	 	 2 	 	 	 	 2 	 	 	 2 	 	 	 2 	 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 1 	 	 	 	 	 	 	 	 	 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G S _ A U T O _ S C R O L L _ S P E E D _ 3 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 3 	 	N	 	N	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 	 	 	 3 	 	 	 	 3 	 	 	 3 	 	 	 3 	 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 3 	 1 	 	 	 	 	 	 	 	 	 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 
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 
 S T R _ S E T T I N G S _ S E L E C T _ M E M O R Y 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 S e l e c t   s t o r a g e 	 xd2QX[MOn	 	bX[PMOn	 @%7-5H@G	 S e l e c c i o n a r   a l a m c e n a m i e n t o 	 S  l e c t i o n n e r   l e   s t o c k a g e 	 S p e i c h e r m e d i u m   w  h l e n 	 K15@8B5  ?0<OBL	 S e l e z i o n a   m e m o r i a 	 '.*J'1  0'C1)	 S e l e c c i o n a r   m e m  r i a 	 H a f 1z a y 1  s e    	 C h n   v   t r    l u 	 P i l i h   p e n y i m p a n a n 	 P i l i h   s t o r a n 	 8	M	.	C	$	?	  	A	(	G			 	 	 	 H  t t  r t  r   v  l a s z t  s a 	 	 	 	 G e h e u g e n   s e l e c t e r e n 	 	 	 S e l e c t a ci   m e m o r i a   d e   s t o c a r e 	 	 	     	 	 .	G	.	0	@	  (	?	5	!	>		 'F*.'(  13'FG  0.J1G  3'2I	 EEH1  EF*.(  ,&	   	 						  								  					 8
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 
 S T R _ E B O O K _ W A I T 	 E B O O K 	 T I T L E ,   P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 E b o o k :   P l e a s e   w a i t 	 P[fˊ
zP	 5uP[fN
zP	 -58J:   B##-	 L i b r o   e l e c t r  n i c o :   E s p e r e ,   p o r   f a v o r 	 E - B o o k  :   V e u i l l e z   p a t i e n t e r 	 e B o o k :   B i t t e   w a r t e n 	 =830:   ?>60;C9AB0,   ?>4>648B5	 E - b o o k :   a t t e n d e r e   p r e g o 	 C*'(  'DC*1HFJ:   'F*81	 E - B o o k :   A g u a r d e 	 E - K i t a p :   L  t f e n   b e k l e y i n   	 S  c h   i n   t : x i n   c h   	 E - b o o k :   T u n g g u 	 E - B u k u :   S i l a   t u n g g u 	 	- ,	A		:   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G			 	 	 	 E - b o o k :   K  r e m   v  r j o n 	 	 	 	 E - b o e k :   E v e n   w a c h t e n 	 	 	 C a r t e   e l e c t r o n i c :   a _t e p t a ci 	 	 	 E - B o o k :     	 	 	C	*	/	>	  5	>		  ,	'	>	! 	 1'J'C*'(:   D7A'K  5(1  CF/	 ! (1'&      E1('F  'F*8'1  ,&	 :   ! 	 	- 			  :   			  			  							  					 
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	 - :     	 E - B o o k :   P l e a s e   w a i t 	 E - B o o k :   P l e a s e   w a i t 	 E - B o o k :   P l e a s e   w a i t 	 E - b o e k :   W a g   a s s e b l i e f 	 E - B o o k :   P l e a s e   w a i t 	 E - B o o k :   P l e a s e   w a i t 	 E - B o o k :   P l e a s e   w a i t 	 E - B o o k :   P l e a s e   w a i t 	 E - B o o k :   P l e a s e   w a i t 	 E - B o o k :   P l e a s e   w a i t 	 	 	 E b o o k :   J u   l u t e m   p r i s n i 	 				:   							  			  							  				 	 	 	 	 	 	 	 E b o o k :   A g u a r d e 	 	 	 	 	 	 	 	 e L i b u r u a :   i t x a r o n   m e s e d e z 	 E b o o k :   P a k i h i n t a y 	 L i b r o   e l e c t r  n i c o :   p o r   f a v o r ,   e s p e r e 	 E b u k :   b i k o   c h e r e 	 R  o m h l e a b h a r :   F a n   g o   f  i l l 
 
 S T R _ E B O O K _ W A I T _ F O R _ M O V I N G _ F I L E 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 E b o o k :   M o v i n g   f i l e 	 P[f,dyjHh	 5uP[fNyReN	 -58J:   3%1"I2"D%L	 L i b r o   e l e c t r  n i c o :   M o v i e n d o   a r c h i v o 	 E - B o o k  :   D  p l a c e m e n t   d u   f i c h i e r 	 e B o o k :   D a t e i   w i r d   v e r s c h o b e n 	 =830:   ?5@5<5I5=85  D09;0	 E - b o o k :   s p o s t a m e n t o   f i l e 	 C*'(  'DC*1HFJ  :   *-1JC  EDA	 E - B o o k :   A   m o v e r   f i c h e i r o 	 E - K i t a p :   D o s y a y 1  t a _1y o r   	 S  c h   i n   t :   r i   t p 	 E - b o o k :   M e m i n d a h k a n   f i l e 	 E - B u k u :   M e m i n d a h k a n   f a i l 	 	- ,	A		:   +	>		2	  8	M	%	>	(	>		$	0	?	$	  	@	  	>	  0	9	@	  9	H		 	 	 	 E - b o o k :   f  j l    t h e l y e z  s e 	 	 	 	 E - b o e k :   B e s t a n d   w o r d t   v e r p l a a t s t 	 	 	 C a r t e   e l e c t r o n i c :   m u t a r e   f i _i e r 	 	 	 E - B o o k :     	 	 	,	A		:   9	2	#	>	0	@	  +	>		2	! 	 1'J'C*'(:   /1-'D  ,'(,'JI  ~1HF/G	 ! '  (  :   EF*BD  H1  A'&D	 :     ! 	 	- 			  :   				  					  						 
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	 - :     	 E - B o o k :   M o v i n g   f i l e 	 E - B o o k :   M o v i n g   f i l e 	 E - B o o k :   M o v i n g   f i l e 	 E - b o e k :   S k u i f   t a n s   l  e r 	 E - B o o k :   M o v i n g   f i l e 	 E - B o o k :   M o v i n g   f i l e 	 E - B o o k :   M o v i n g   f i l e 	 E - B o o k :   M o v i n g   f i l e 	 E - B o o k :   M o v i n g   f i l e 	 E - B o o k :   M o v i n g   f i l e 	 	 	 E b o o k :   D u k e   l e v i z u r   d o k u m e n t i n 	 				:   				  		  					 	 	 	 	 	 	 	 E b o o k :   M o v e n d o   a r q u i v o 	 	 	 	 	 	 	 	 e L i b u r u a :   f i t x a t e g i a   m u g i t z e n 	 E b o o k :   N i l i l i p a t   a n g   f i l e 	 L i b r o   e l e c t r  n i c o :   m o v e n d o   f i c h e i r o 	 E b u k : n a - a p a g h a   f a l 	 R  o m h l e a b h a r :   A g   a i s t r i    c o m h a i d 
 
 S T R _ S U C E S S F U L L _ R E S T O R E _ D E F A U L T 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 S e t t i n g s   a p p l i e d 	 -[]WL	 n]gbL	 C
IH241I	 A j u s t e s   a p l i c a d o s 	 R  g l a g e s   a p p l i q u  s 	  b e r n o m m e n e   E i n s t e l l u n g e n 	 0AB@>9:8  ?@8<5=5=K	 I m p o s t a z i o n i   a p p l i c a t e 	 FA0  6(7  'DF8'E	 D e f i n i   e s   a p l i c a d a s 	 A y a r l a r   u y g u l a n d 1	 C  i   t      v n   h  n h 	 P e n g a t u r a n   d i t e r a p k a n 	 S e t i n g   d i g u n a k a n 	 8	G		?			M	8	  2	>		B	  	@	  			 	 	 	 B e  l l  t  s o k   a l k a l m a z v a 	 	 	 	 I n s t e l l i n g e n   t o e g e p a s t 	 	 	 S e t r i l e   a u   f o s t   a p l i c a t e 	 	 	   	 	 !	?	+	I	2	M		  8	G		?			  *	0	$	   	G	5	>	? 	 *F8E'*  '9E'D  4/	 3yF2  F'A0    &	   	 					  						  			  						 8
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  



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	     	 A m a s e t h i n g i   a s e t s h e n z i s i w e 	 U s e t o   l u s e t y e n z i s i w e 	 M i p a n g i l i o   i m e t u m i k a 	 I n s t e l l i n g s   t o e g e p a s 	 P r i t a i k y t o s   n u o s t a t o s 	 P i e l i e t o t i   i e s t a t +j u m i 	 S  t t e d   r a k e n d a t u d 	 ?auavveh  oka|~an  ev	   	 S e t r i l e   a u   f o s t   a p l i c a t e 	 
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 
 S T R _ U N S U C E S S F U L L _ R E S T O R E _ D E F A U L T 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 E r r o r   w h i l e   r e s t o r e 	 !qlb`_	 elb`
Y	 4%207H2	 E r r o r   a l   r e s t a u r a r 	 E r r e u r   p e n d a n t   r e s t a u r a t i o n 	 F e h l e r   b e i   W i e d e r h e r s t e l l u n g 	 H81:0  ?@8  2>AAB0=>2;5=88	 E r r o r e   d u r a n t e   i l   r i p r i s t i n o 	 .7#  AJ  'D'3*1,'9	 E r r o   a o   r e s t a u r a r 	 G e r i   y  k l e r k e n   h a t a   o l u _t u 	 K h  n g   t h   h i   p h c 	 T e r j a d i   k e s a l a h a n   s e w a k t u   m e n g e m b a l i k a n 	 R a l a t   s e m a s a   s i m p a n   s e m u l a 	 0	?	8	M		K	0	  	0	$	G	  8	.	/	  $	M	0	A		?		 	 	 	 V i s s z a  l l  t  s i   h i b a 	 	 	 	 F o u t   t i j d e n s   h e r s t e l 	 	 	 E r o a r e   l a   r e i n i ci a l i z a r e 	 	 	     	 	 	B		  *	B	0	M	#	  8	G		?			M	8	  0	?	8	M		K	0	  	0	$	>	$	  $	M	0	A		@	  	>	2	M	/	>		 .7'  /1  -F  ('2'(	 (-'D  1F    /H1'F  :D7	     	 							  				  			  							 
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	     	 I p h u t h a   n g e n k a t h i   k u l o n d w a 	 I m p a z a m o   n g e x e s h a   i b u y i s e l a 	 H i t i l a f u   i l i p o k u w a   i k i r e j e s h a 	 F o u t   m e t   h e r l a a i 	 A t s t a t y m o   k l a i d a 	 K <kd a   a t j a u n o j o t 	 T  r g e   t a a s t a m i s e l 	 Neaoavcvtav  }mal	   	 E r o a r e   l a   r e i n i ci a l i z a r e 	 *
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 
 S T R _ S E T T I N G S _ P H O N E _ M E M O R Y 	 E B O O K 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 P h o n e   m e m o r y 	 Kb_j	 Kb:g	 +H'"'2!3C@#7H-	 M e m o r i a   d e l   t e l  f o n o 	 M  m o i r e   d u   t  l  p h o n e 	 T e l e f o n s p e i c h e r 	 0<OBL  B5;5D>=0	 M e m o r i a   t e l e f o n o 	 0'C1)  'DG'*A	 M e m  r i a   d o   t e l e f o n e 	 T e l e f o n   h a f 1z a s 1  	 M  y 	 M e m o r i   t e l e p o n 	 M e m o r i   t e l e f o n 	 +	K	(	  8	M	.	C	$	?		 	 	 	 T e l e f o n   m e m  r i a 	 	 	 	 T e l e f o o n g e h e u g e n 	 	 	 M e m o r i a   t e l e f o n u l u i 	 	 	   	 	 +	K	(	  .	G	.	0	@		 -'A8G  *DAF	 AHF  EEH1	   	 			  							 +
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	   	 I m e m o r i   y e f o n i 	 I m e m o r i   y e f o w n i 	 K u m b u k u m b u   y a   s i m u 	 F o o n g e h e u e 	 T e l e f o n o   a t m i n t i s 	 T e l e f o n a   a t m i Fa 	 T e l e f o n i m  l u 	 @e|amx}k  pkwxrxiuxv	   	 M e m o r i e   t e l e f o n 	 +
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 
 S T R _ D E L E T E D 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 B o o k m a r k   d e l e t e d 	 fd|]*Rd	 fN~{] Rd	 %	 M a r c a d o r   e l i m i n a d o 	 S i g n e t   s u p p r i m  	 L e s e z e i c h e n   g e l  s c h t 	 0:;04:0  C40;5=0	 S e g n a l i b r o   e l i m i n a t o 	 *E  'DE3-	 M a r c a d o r   e l i m i n a d o 	 Y e r   i m i   s i l i n d i   	 X  a 	 P e n a n d a   t e r h a p u s 	 P e n a n d a   b u k u   d i p a d a m 	 ,	A		.	>	0	M		  9		>	/	>	  	/	>		 	 	 	 K  n y v j e l z Q  t  r  l v e 	 	 	 	 B l a d w i j z e r   v e r w i j d e r d 	 	 	 M a r c a j   _t e r s 	 	 	   	 	 *	A	8	B	(	  	>		2	G		 E-D  '(  -0A  4/	 Ey'/'  '	 	 								  				  				  						 .
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	     	 I b h u k u m a k a   i s u s i w e 	 I b h u k i m a k i   i c i n y i w e 	 K i a l a m a   k i m e f u t w a 	 B o e k m e r k   g e s k r a p 	 }y m e l   p a aa l i n t a 	 G r m a t z +m e   d z s t a 	 J  r j e h o i d j a   k u s t u t a t u d 	 7{avkwh  {v{~an  g	   	 M a r c a j   _t e r s 	 ,
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i u s 	 I e l i k t s   m a k s i m l a i s   g r m a t z +m j u   s k a i t s 	 L i s a t u d   j  r j e h o i d j a t e   m a x   a r v 	 1~ela~el  g  g{avkwek  a|a~elacxuv  avaoh	       	 A ci   a t i n s   n u m r u l   m a x i m   d e   m a r c a j e   a d u g a t e 	 ,
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 S T R _ E B O O K _ T O U C H _ S C R E E N _ H E L P 	 E B O O K 	 U N L I M 	 E b o o k   R e a d e r   S t r i n g 	 H o w   t o   u s e   s h o r t c u t s : \ n \ n U s e   k e y   0   t o   g o   t o   e b o o k   s e t t i n g s   s c r e e n . \ n \ n U s e   k e y   1   f o r   h e l p . \ n \ n U s e   k e y   2   t o   a d d   a   b o o k m a r k . \ n \ n U s e   k e y   3   t o   g o   t o   f i n d   s c r e e n . \ n \ n U s e   k e y   4   t o   g o   t o   j u m p   t o   s c r e e n . \ n \ n U s e   k e y   5   t o   g o   t o   b o o k m a r k . \ n \ n U s e   k e y   6   t o   f i n d   n e x t . \ n \ n U s e   k e y   7   t o   t o g g l e   t h e   a u t o   s c r o l l . \ n \ n U s e   k e y   8   t o   d e l e t e   b o o k m a r k . \ n \ n U s e   k e y   9   t o   t o g g l e   f u l l   s c r e e n   m o d e . 	 O(u0 MR_-[R0\ n \ n O(u1 2eQf0\ n \ n O(u2 ReQfd|0\ n \ n O(u3 MR_d\b0\ n \ n O(u4 MR_R0\ n \ n O(u5 MR_fd|0\ n \ n O(u6 \~bN NP0\ n \ n O(u7 RcRrc0\ n \ n O(u8 *Rdfd|0\ n \ n O(u9 RchQU^!j_0	 O(u0 ۏeQnR0\ n \ n O(u1 ۏeQ.^R0\ n \ n O(u2 mRfN~{0\ n \ n O(u3 ۏeQ[~bub0\ n \ n O(u4 ۏeQuR0\ n \ n O(u5 ۏeQfN~{0\ n \ n O(u6 [~bN N*N0\ n \ n O(u7 RbcꁨRwSu0\ n \ n O(u8  RdfN~{0\ n \ n O(u9 RbchQO\U^!j_0	 '452#C
I8H!%1: \ n \ n C
I8H!  0   @7H-D"1+I2-2#1IH2+1*7-  \ n \ n C
I8H!  1   *3+#1'45C
I\ n \ n C
I8H!  2   @7H-@4H!8J!2#L\ n \ n C
I8H!  3   @7H-D5H+I2-I+2\ n \ n C
I8H!  4   @7H-D5H2#I2!+I2\ n \ n C
I8H!  5   @7H-D"18J!2#L\ n \ n C
I8H!  6   @7H-I+2#2"2#1D\ n \ n C
I8H!  7   @7H-*%12#@%7H-- 2-1B!14\ n \ n C
I8H!  8   @7H-%8J!2#L\ n \ n C
I8H!  9   @7H-*%1D5HB+!@G!+I2-	 C  m o   u s a r   l o s   a c c e s o s   d i r e c t o s : \ n \ n U s e   l a   t e c l a   0   p a r a   i r   a   l a   p a n t a l l a   d e   a j u s t e s   d e   l i b r o s . \ n \ n U s e   l a   t e c l a   1   p a r a   o b t e n e r   a y u d a . \ n \ n U s e   l a   t e c l a   2   p a r a   a  a d i r   u n   m a r c a d o r . \ n \ n U s e   l a   t e c l a   3   p a r a   b u s c a r   u n a   p a n t a l l a . \ n \ n U s e   l a   t e c l a   4   p a r a   s a l t a r   a   u n a   p a n t a l l a . \ n \ n U s e   l a   t e c l a   5   p a r a   i r   a   u n   m a r c a d o r . \ n \ n U s e   l a   t e c l a   6   p a r a   b u s c a r   s i g u i e n t e . \ n \ n U s e   l a   t e c l a   7   p a r a   c a m b i a r   e l   d e s p l a z a m i e n t o   a u t o m  t i c o . \ n \ n U s e   l a   t e c l a   8   p a r a   e l i m i n a r   u n   m a r c a d o r . \ n \ n U s e   l a   t e c l a   9   p a r a   c a m b i a r   a   m o d o   d e   p a n t a 	 C o m m e n t   u t i l i s e r   l e s   r a c c o u r c i s   : \ n \ n U t i l i s e z   l e   b o u t o n   0   p o u r   a l l e r      l   c r a n   d e   r  g l a g e   d u   l i v r e . \ n \ n U t i l i s e z   l e   b o u t o n   1   p o u r   l  a i d e . \ n \ n U t i l i s e z   l e   b o u t o n   2   p o u r   a j o u t e r   u n   s i g n e t . \ n \ n U t i l i s e z   l e   b o u t o n   3   p o u r   a l l e r      l   c r a n   d e   r e c h e r c h e . \ n \ n U t i l i s e z   l e   b o u t o n   4   p o u r   a l l e r      l   c r a n . \ n \ n U t i l i s e z   l e   b o u t o n   5   p o u r   a l l e r      S i g n e t . \ n \ n U t i l i s e z   l e   b o u t o n   6   p o u r   t r o u v e r   l e   s u i v a n t . \ n \ n U t i l i s e z   l e   b o u t o n   7   p o u r   a c t i v e r   l e   d  f i l e m e n t   a u t o . \ n \ n U t i l i s e z   l e   b o u t o n   8   p o u r   s u p p r i m e r   l e   s i g n e t . \ n \ n U t i l i 	 S o   v e r w e n d e n   S i e   S c h n e l l t a s t e n : \ n \ n T a s t e   0 :   B u c h e i n s t e l l u n g e n - B i l d s c h i r m   a u f r u f e n . \ n \ n T a s t e   1 :   H i l f e . \ n \ n T a s t e   2 :   L e s e z e i c h e n   h i n z u f  g e n . \ n \ n T a s t e   3 :   F i n d e n - B i l d s c h i r m   a u f r u f e n . \ n \ n T a s t e   4 :   S p r i n g e n - z u - B i l d s c h i r m   a u f r u f e n . \ n \ n T a s t e   5 :   L e s e z e i c h e n   a u f r u f e n . \ n \ n T a s t e   6 :   V o r w  r t s   s u c h e n . \ n \ n T a s t e   7 :   A u t o - B i l d l a u f   u m s c h a l t e n . \ n \ n T a s t e   8 :   L e s e z e i c h e n   l  s c h e n . \ n \ n T a s t e   9 :   V o l l b i l d m o d u s   u m s c h a l t e n . 	 KAB@K9  4>ABC?: \ n \ n =>?:0  0      ?0@0<5B@K  :=838. \ n \ n =>?:0  1      A?@02:0. \ n \ n =>?:0  2      4>102;5=85  70:;04:8. \ n \ n =>?:0  3      ?>8A:. \ n \ n =>?:0  4      M:@0=  ?5@5E>40. \ n \ n =>?:0  5      ?5@5E>4  :  70:;04:5. \ n \ n =>?:0  6      ?>8A:  A;54CNI53>  M;5<5=B0. \ n \ n =>?:0  7      2:;NG5=85  8  2K:;NG5=85  02B>?@>:@CB:8. \ n \ n =>?:0  8      C40;5=85  70:;04:8. \ n \ n =>?:0  9      2:;NG5=85  8  2K:;NG5=85  ?>;=>M:@0==>3>  ?@>A<>B@0. 	 C o m e   u s a r e   i   t a s t i   d i   s c e l t a   r a p i d a : \ n \ n U s a r e   i l   t a s t o   0   p e r   a n d a r e   a l l a   s c h e r m a t a   d e l l e   i m p o s t a z i o n i   d e l   s e g n a l i b r o . \ n \ n U s a r e   i l   t a s t o   1   p e r   l a   g u i d a . \ n \ n U s a r e   i l   t a s t o   2   p e r   a g g i u n g e r e   u n   s e g n a l i b r o . \ n \ n U s a r e   i l   t a s t o   3   p e r   c e r c a r e   l a   s c h e r m a t a . \ n \ n U s a r e   i l   t a s t o   4   p e r   s a l t a r e   a l l a   s c h e r m a t a . \ n \ n U s a r e   i l   t a s t o   5   p e r   a n d a r e   a l   s e g n a l i b r o . \ n \ n U s a r e   i l   t a s t o   6   p e r   t r o v a r e   i l   s u c c e s s i v o . \ n \ n U s a r e   i l   t a s t o   7   p e r   a t t i v a r e / d i s a t t i v a r e   l o   s c o r r i m e n t o   a u t o m a t i c o . \ n \ n U s a r e   i l   t a s t o   8   p e r   e l i m i n a r e   i l   s 	 CJA  '3*./E  'D'.*5'1'*\ n \ n '3*./E  EA*'-  1   D/.HD  'D  'DE3'9/). \ n \ n '3*./E  EA*'-  2 D'6'A)  '4'1)  'DE1,9J). \ n \ n '3*./E  EA*'-  3 D/.HD  'DJ  'D4'4)  'D(-+  . \ n \ n '3*./E  EA*'-  5 D/.HD  'DJ  '4'1)  'DE1,9J). \ n \ n '3*./E  EA*'-  6   D(-+  9F  'D*'DJ)  '. \ n \ n '3*./E  EA*'-  7   D*-HJD  'D5A-)  'DDA  'D'DJ'.   . \ n \ n '3*./E  EA*'-8   DE3-  '4'1)  'DE1,9J). \ n \ n   '3*./E  EA*'-9   D*-HJD  4CD  'D4'4)  'DC'ED). 	 C o m o   u t i l i z a r   a t a l h o s : \ n \ n U t i l i z e   a   t e c l a   0   p a r a   i r   p a r a   o   e c r    d e   d e f i n i   e s   d e   l i v r o s . \ n \ n U t i l i z e   a   t e c l a   1   p a r a   a j u d a . \ n \ n U t i l i z e   a   t e c l a   2   p a r a   a d i c i o n a r   u m   m a r c a d o r . \ n \ n U t i l i z e   a   t e c l a   3   p a r a   i r   p a r a   o   e c r    L o c a l i z a r . \ n \ n U t i l i z e   a   t e c l a   4   p a r a   i r   p a r a   o   e c r    I r   p a r a . \ n \ n U t i l i z e   a   t e c l a   5   p a r a   i r   p a r a   o   m a r c a d o r . \ n \ n U t i l i z e   a   t e c l a   6   p a r a   L o c a l i z a r   s e g u i n t e . \ n \ n U t i l i z e   a   t e c l a   7   p a r a   a l t e r n a r   a   d e s l o c a   o   a u t o m  t i c a . \ n \ n U t i l i z e   a   t e c l a   8   p a r a   e l i m i n a r   o   m a r c a d o r . \ n \ n U t i l i z e   a   t e c l a   9   p a r a   a 	 K 1s a   y o l l a r   n a s 1l   k u l l a n 1l 1r : \ n \ n R e h b e r   a y a r l a r 1  e k r a n 1n a   g i t m e k   i  i n   0   t u _u n u   k u l l a n 1n .   \ n y a r d 1m   i  i n   1   t u _u n u   k u l l a n 1n . . \ n \ n Y e r   i m i   e k l e m e k   i  i n   2   t u _u n u   k u l l a n 1n . \ n \ n E k r a n 1  b u l m a k   i  i n   3   t u _u n u   k u l l a n 1n . \ n \ n E k r a n a   g i t m e k   i  i n   4   t u _u n u   k u l l a n 1n . \ n \ n Y e r   i m i n e   g i t m e k   i  i n   5   t u _u n u   k u l l a n 1n . \ n \ n S o n r a k i n i   b u l m a k   i  i n   6   t u _u n u   k u l l a n 1n . \ n \ n O t o m a t i k   k a y d 1r m a y 1  d e i _t i r m e k   i  i n   7   t u _u n u   k u l l a n 1n . \ n \ n Y e r   i m i n i   k a l d 1r m a k   i  i n   8   t u _u n u   k u l l a n 1n . \ n \ n T a m   e k r a n   m o d u n u   d e i _t i r m e k   i  i n   9   t u _u n u   k u l l a n 1n   	 S   d n g   p h  m   0     v  o   t  n h   n n g   c  i   t . \ n \ n S   d n g   p h  m   1     n h   g i  p   . \ n \ n S   d n g   p h  m   3     m   t  m   t r a n g   c h . \ n \ n S   d n g   p h  m   4     v  o   c h c   n n g   c h u y n   t r a n g . \ n \ n S   d n g   p h  m   5     v  o    n h   d u \ n \ n S   d n g   p h  m   6     t  m   t r a n g   t i p   t h e o . \ n \ n S   d n g   p h  m   7       t   n g   c u n   i   t r a n g \ n \ n S   d n g   p h  m   8     b    n h   d u . \ n \ n S   d n g   p h  m   9     c h u y n   t o  n   b   c h     m  n   h  n h . 	 C a r a   m e n g g u n a k a n   c a r a   p i n t a s : \ n \ n G u n a k a n   t o m b o l   0   u n t u k   m e n a m p i l k a n   l a y a r   p e n g a t u r a n   e - b o o k . \ n \ n G u n a k a n   t o m b o l   1   u n t u k   b a n t u a n . \ n \ n G u n a k a n   t o m b o l   2   u n t u k   m e n a m b a h k a n   p e n a n d a . \ n \ n G u n a k a n   t o m b o l   3   u n t u k   m e n a m p i l k a n   l a y a r   p e n c a r i a n . \ n \ n G u n a k a n   t o m b o l   4   u n t u k   m e l o m p a t   k e   l a y a r . \ n \ n G u n a k a n   t o m b o l   5   u n t u k   m e m b u k a   p e n a n d a . \ n \ n G u n a k a n   t o m b o l   6   u n t u k   m e n c a r i   t e k s . \ n \ n G u n a k a n   t o m b o l   7   u n t u k   b e r a l i h   k e   g u l i r   o t o m a t i s . \ n \ n G u n a k a n   t o m b o l   8   u n t u k   m e n g h a p u s   p e n a n d a . \ n \ n G u n a k a n   t o m b o l   9   u n t u k   b e r a l i h   k e   m o d u s   	 B a g a i m a n a   u t k   m e n g g u n a k a n   p i n t a s a n : \ n \ n G u n a   k e k u n c i   0   u t k   p e r g i   k e   s k r i n   p e n g e s e t a n   b u k u . \ n \ n G u n a   k e k u n c i   1   u t k   b a n t u a n . \ n \ n G u n a   k e k u n c i   2   u t k   t a m b a h   p e n a n d a   b u k u . \ n \ n G u n a   k e k u n c i   3   u t k   p e r g i   k e   s k r i n   c a r i a n . \ n \ n G u n a   k e k u n c i   4   u t k   p e r g i   k e   s k r i n   m e l a n g k a u . \ n \ n G u n a   k e k u n c i   5   u t k   p e r g i   k e   p e n a n d a   b u k u . \ n \ n G u n a   k e k u n c i   6   u t k   c a r i   s e t e r u s n y a . \ n \ n G u n a   k e k u n c i   7   u t k   t o g o l   t a t a l a n   a u t o . \ n \ n G u n a   k e k u n c i   8   u t k   h a p u s k a n   p e n a n d a   b u k u . \ n \ n G u n a   k e k u n c i   9   u t k   t o g o l   m o d   s k r i n   p e n u h . 	 6	I	0	M		M			  	H	8	G	  	8	M	$	G	.	>	2	  	0	G		: \ n \ n ,	A		  8	G		?			  8	M		M	0	@	(	  *	0	  	>	(	G	  	G	  2	?		  	A			@	  0   	8	M	$	G	.	>	2	  	0	G		d	\ n \ n 8	9	>	/	$	>	  	G	  2	?		  	A			@	  1   	8	M	$	G	.	>	2	  	0	G		d	n \ n ,	A		.	>	0	M		  	K	\	(	G	  	G	  2	?		  	A			@	  2   	8	M	$	G	.	>	2	  	0	G		d	\ n \ n 8	M		M	0	@	(	  *	0	  	>	(	G	  	G	  2	?		  	A			@	  3   	8	M	$	G	.	>	2	  	0	G		d	\ n \ n 	.	M	*	  	A	  8	M		M	0	@	(	  *	0	  	G	  2	?		  	A			@	  4   	8	M	$	G	.	>	2	  	0	G		d	\ n \ n 	K		A	  ,	A		.	>	0	M		  *	0	  	>	(	G	  	G	  2	?		  	A			@	  5   	8	M	$	G	.	>	2	  	0	G		d	\ n \ n +	>		(	M	!	  (	G		M	8	M		  	G	  2	?		  	A			@	  6   	8	M	$	G	.	>	2	  	0	G		d	\ n \ n   		K	  8	M		M	0	I	2	  	K	  	I		2	  	0	(	G	  	G	  2	?		  	A			@	  7   	8	M	$	G	.	>	2	  	0	G		d	\ n \ n ,	A		.	>	0	M		  9		>	(	G	  	G	  2	?		  	A			@	  8   	8	M	$	G	.	>	2	  	0	G		\ n \ n +	A	2	  8	M		M	0	@		 	 	 	 P a r a n c s i k o n o k   h a s z n  l a t a : \ n \ n A   0   g o m b b a l   b e l  p h e t   a   k  n y v b e  l l  t  s   k  p e r n y Qb e . \ n \ n A z   1 - e s   g o m b b a l   m e g n y i t h a t j a   a   s  g  t . \ n \ n A   2 - e s   g o b b a l   k  n y v j e l z Qt   a d h a t   h o z z  . \ n \ n A   3 - a s   g o m b b a l   a   k e r e s  s   k  p e r n y Qt   t u d j a   m e g n y i t n i . \ n \ n A   4 - e s   g o m b b a l   a z   u g r  s   k  p e r n y Qb e   l  p h e t . \ n \ n A z   5 -  s   g o m b b a l   a   k  n y v j e l z Qr e   l  p h e t . \ n \ n A   6 - o s   g o m b b a l   a   k  v e t k e z Qr e   l  p h e t . \ n \ n A   7 - e s   g o m b b a l   a z   a u t o m a t a   g  r g e t  s t   k a p c s o l h a t j a   k i   v a g y   b e . \ n \ n A   8 - a s   g o m b b a l   t  r  l h e t i   a   k  n y v j e l z Qk e t . \ n \ n A   9 - e s   g o m b b a l   a   t e l j e s   k  p e r n y Qs   m  d o t   t 	 	 	 	 G e b r u i k   v a n   s n e l t o e t s e n : \ n \ n 0   v o o r   h e t   s c h e r m   m e t   b o e k i n s t e l l i n g e n . \ n \ n 1   v o o r   h u l p \ n \ n 2   o m   e e n   b l a d w i j z e r   t o e   t e   v o e g e n . \ n \ n 3   o m   n a a r   h e t   z o e k s c h e r m   t e   g a a n . \ n \ n 4   o m   n a a r   e e n   a n d e r   s c h e r m   t e   g a a n . \ n \ n 5   o m   n a a r   d e   b l a d w i j z e r   t e   g a a n . \ n \ n 6   o m   d e   v o l g e n d e   t e   v i n d e n \ n \ n 7   o m   a u t o m a t i s c h   s c r o l l e n   i n -   e n   u i t   t e   s c h a k e l e n \ n \ n 8   o m   e e n   b l a d w i j z e r   t e   v e r w i j d e r e n \ n \ n 9   o m   v o l l e d i g   s c h e r m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 U t i l i z a r e   c o m e n z i   r a p i d e : \ n \ n U t i l i z a ci   t a s t a   0   p e n t r u   a   m e r g e   l a   e c r a n u l   d e   s e t r i   a g e n d . \ n \ n U t i l i z a ci   t a s t a   1   p e n t r u   a j u t o r . \ n \ n U t i l i z a ci   t a s t a   2   p e n t r u   a   a d u g a   u n   m a r c a j . \ n \ n U t i l i z a ci   t a s t a   3   p e n t r u   a   m e r g e   l a   e c r a n u l   d e   c u t a r e . \ n \ n U t i l i z a ci   t a s t a   4   p e n t r u   s a l t   l a   e c r a n . \ n \ n U t i l i z a ci   t a s t a   5   p e n t r u   a   m e r g e   l a   m a r c a j . \ n \ n U t i l i z a ci   t a s t a   6   p e n t r u   a   g s i   u r m t o r u l   e l e m e n t . \ n \ n U t i l i z a ci   t a s t a   7   p e n t r u   a   c o m u t a   l a   d e f i l a r e   a u t o m a t . \ n \ n U t i l i z a ci   t a s t a   8   p e n t r u   a   _t e r g e   m a r c a j u l . \ n \ n U t i l i z a ci   t a 	 	 	       : \ n \ n     0           . \ n \ n     1   . \ n \ n       2       . \ n \ n       3               : \ n \ n     0           . \ n \ n     1   . \ n \ n       2       . \ n \ n       3         . \ n \ n     4           . \ n \ n     5       . \ n \ n     6         . \ n \ n     7             . \ n 	 	 6	>	0	M				  	8	G	  5	M	/	>	*	0	>	5	G	. \ n \ n   7 	>	  5	>	*	0	  	0	>	,   		K	  8	M		M	0	K	2	  . \ n \ n   	I		2	  	0	#	M	/	8	>	 	@	  9 ,		#		>	  5	>	*	0	  	0	>	  *	B	0	M	#	  8	M		M	0	@	(	  .	K	!	  	I		2	  	0	#	M	/	>	8	>	 	@	. \ n \ n   .	&	$	@	8	>	 	@	  1   ,		#	  5	>	*	0	>	. \ n \ n     ,	A		.	>	0	M		  
	!	  	0	#	M	/	>	8	>	 	@	  2   ,		#	  &	>	5	>	. \ n \ n   8	M		M	0	@	(	  +	>		(	M	!	  	>	0	$	>	  3   ,		#	  &	>	5	>	. \ n \ n   8	M		M	0	@	(	5	0	  	.	M	*	  	#	M	/	>	8	>	 	@	  4   ,		#	  &	>	5	>	. \ n \ n   ,	A		.	>	0	M		  	!	G	  5   	>	#	M	/	>	8	>	 	@	  ,		#	  &	>	5	>	. \ n \ n   *	A	"	@	2	  6	K	'	#	M	/	>	8	>	 	@	  6   ,		#	  &	>	5	>	. \ n \ n   ,	A		.	>	0	M		  0	?	.	A		  	0	#	M	/	>	8	>	 	@	  8   ,		#	  5	>	*	0	>	. \ n \ n   ,	A		8	G		?			  	0	?	$	>	  0   ,		#	  &	>	,	>	. 	 F-HG  '3*A'/G  '2  E'F(1G': \ n \ n '2  D/  0   (1'  1A*F  (G  5A-G  *F8EG'  *'(  '3*A'/G  F/. \ n \ n '2  D/  1   (1'  //F  1'GFE'  '3*A'/G  F/. \ n \ n '2  D/  2   (1'  'A2H/F  F4'FG  0'1  '3*A'/G  F/. \ n \ n '2  D/  3   (1'  1A*F  (G  5A-G  ,3*,H'3*A'/G  F/. \ n \ n '2  D/  4   (1'  1A*F  (G  ~14  (G  5A-G  '3*A'/G  F/. \ n \ n '2  D/  5   (1'  1A*F  (G  F4'FG  0'1  '3*A'/G  F/. \ n \ n '2  D/  6   (1'  'A*F  (9/  '3*A'/G  F/. \ n \ n '2  D/  7   (1'  *:1  -'D*  (G  ~E'4  .H/'1  '3*A'/G  F/. \ n \ n '2  D/  8   (1'  -0A  F4'FG  0'1  '3*A'/G  F/. \ n \ n '2  D/  9   (	 4'1y  y  3  71-  '3*9E'D  ,&\ n \ n "yH  '31HD  yHD  1F    D  7   '  '3*9E'D  ,&. \ n \ n EED  '31F  EH  yHD  1F  D    9   '3*9E'D  ,&  \ n \ n E//    D    1   '  '3*9E'D  ,&\ n \ n (  E'1  E  '6'A  1F    D  2   '3*9E'D  ,&\ n \ n '31F  -'5D  1F    D  3   '  '3*9E'D  ,&  \ n \ n '31F  E  ,'F    D4   '  '3*9E'D  ,&\ n \ n (  E'1  E  ,'F  D5   '  '3*9E'D  ,&  \ n \ n 'D'~'F  D    6   '  '3*9E'D  ,&\ n \ n (  E'1  y'F  D    8   '  '3*9E'D  ,&\ n \ n (  3yF  E  ,'F    D    0   '  '3*9	       \ n \ n             7   .   \ n \ n             9   . \ n \ n       1   .   \ n \ n             2   .   \ n \ n       3   .   \ n \ n       4   .   \ n \ n     	 		  				  							  							  					: \ n \ n   			  					  								  				  	  		  							  					\ n \ n 									  				  		  	  							  				d	\ n \ n   								  			  				  		  	  							  					\ n \ n   						  								  				  	  		  							  					\ n \ n   								  					  				  	  		  							  					\ n \ n   									  				  	  		  							  					\ n \ n   							  						  				  	  		  							  					\ n \ n   									  				  		  				  				  	  		  							  				d	\ n \ n   								  					  	  		  							  					\ n \ n   									  							  			  				  		  				  				  	  		  							  				d		 6
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 k u p a t a . \ n \ n T u m i a   k i t u f e   c h a   4   k u e n d a   k w a   r u k a   k w a   s k r i n i . \ n \ n T u m i a   k i t u f e   c h a   5   i l i   k u e n d a   k w a   k i a l a m a . \ n \ n T u m i a   k i t u f e   c h a   6   i l i   u p a t e   i f u a t a y o . \ n \ n T u m i a   k i t u f e   c h a   7   k u b a d i l i   t e m b e z a   y a   k i o t o m a t i . \ n \ n T u m i a   k i t u f e   c h a   8   i l i   k u o n d o a   k i a l a m . \ n \ n T u m i a   k i t u f e   c h a   9   k u b a d i l i   m o 	 H o e   o m   k o r t p a a i e   t e   g e b r u i k : \ n \ n G a a n   n a   b o e k i n s t e l l i n g s k e r m   m e t   t o e t s   0 . \ n \ n G e b r u i k   t o e t s   1   v i r   h u l p . \ n \ n G e b r u i k   t o e t s   2   o m   b o e k m e r k   b y   t e   v o e g . \ n \ n G e b r u i k   t o e t s   3   o m   s o e k s k e r m   o o p   t e   m a a k . \ n \ n G e b r u i k   t o e t s   4   o m   n a   r o n d s p r i n g s k e r m   t e   g a a n . \ n \ n G e b r u i k   t o e t s   5   o m   n a   b o e k m e r k   t e   g a a n . \ n \ n G e b r u i k   t o e t s   6   o m   v o l g e n d e   i t e m   t e   v i n d . \ n \ n G e b r u i k   t o e t s   7   o m   o u t o - r o l   a a n   e n   a f   t e   s i t . \ n \ n G e b r u i k   t o e t s   8   o m   b o e k m e r k   t e   v e r w y d e r . \ n \ n G e b r u i k   t o e t s   9   o m   v o l s k e r m m o d u s   a a n   e n   a f   t e   s i t . 	 K a i p   n a u d o t i   n u o r o d a s : \ n \ n N o r d a m i   e i t i   /  k n y g o s   n u o s t a t s  e k r a n ,   n a u d o k i t e   0   m y g t u k . \ n \ n P a g a l b   r a s i t e   1   m y g t u k u . \ n \ n N o r d a m i   p r i d t i   ~y m e l ,   n a u d o k i t e   2   m y g t u k . \ n \ n N o r d a m i   e i t i   /  e k r a n o   p a i e ak ,   n a u d o k i t e   3   m y g t u k . \ n \ n N o r d a m i   p e r ao k t i   e k r a n ,   n a u d o k i t e   4   m y g t u k . \ n \ n N o r d a m i   p a ~y m t i ,   n a u d o k i t e   5   m y g t u k . \ n \ n N o r d a m i   s u r a s t i   k i t ,   n a u d o k i t e   6   m y g t u k . \ n \ n N o r d a m i   k a i t a l i o t i   a u t o m a t i n   s l i n k t /,   n a u d o k i t e   7   m y g t u k . \ n \ n 8   m y g t u k u   p a aa l i n k i t e   ~y m e l . \ n \ n N o r d a m i   k a i t a l i o t i   v i s o   e k r a n o   r e ~i m 	 K   l i e t o t   s a +s n e s : \ n \ n L i e t o t   t a u s t i Fu   0 , l a i   i e t u   u z   g r m a t u   i e s t a t +j u m u   e k r n u . \ n \ n L i e t o t   t a u s t i Fu 1   p a l +d z +b a i . \ n \ n L i e t o t   t a u s t i Fu   2 ,   l a i   i e l i k t u   g r m a t z +m i . \ n \ n L i e t o t   t a u s t i Fu   3 ,   l a i   i e t u   u z   a t r a aa n a s   e k r n u . \ n \ n L i e t o t   t a u s t i Fu   4 ,   l a i   p r l k t u   u z   e k r n u . \ n \ n L i e t o t   t a u s t i Fu   5 ,   l a i   d o t o s   u z   g r m a t z +m i . \ n \ n L i e t o t   t a u s t i Fu   6 ,   l a i   a t r a s t u k o ao . \ n \ n L i e t o t   t a u s t i Fu   7 ,   l a i p r s l g t u   a u t o m t i s k o   r i t i n aa n u . \ n \ n L i e t o t   t a u s t i Fu   8 ,   l a i   a i z v k t u   g r m a t z +m i . \ n \ n L i e t o t   t a u s t i Fu   9 ,   l a i   p r s l g t u   p i l n a   e k r n a   r 	 K u i d a s   k a s u t a d a   k i i r k l a h v e : \ n \ n K a s u t a g e   k l a h v i   0 ,   e t   m i n n a   r a a m a t u   s  t e t e   k u v a s s e . \ n \ n K a s u t a g e   k l a h v i   1   s p i k r i   j a o k s . \ n \ n K a s u t a g e   k l a h v i   2   j  r j e h o i d j a   l i s a m i s e k s . \ n \ n K a s u t a g e   k l a h v i   3   k u v a   l e i d m i s e k s . \ n \ n K a s u t a g e   k l a h v i   4   k u v a s s e   h  p p a m i s e k s . \ n \ n K a s u t a g e   k l a h v i   5   j  r j e h o i d j a s s e   m i n e m i s e k s . \ n \ n K a s u t a g e   k l a h v i   6   j  r g m i s e    k s u s e   o t s i m i s e k s . \ n \ n K a s u t a g e   k l a h v i   7 ,   e t   l  l i t u d a   a u t o m a a t s e l e   k e r i m i s e l e   j a   t a g a s i . \ n \ n K a s u t a g e   k l a h v i   8   j  r j e h o i d j a   e e m a l d a m i s e k s . \ n \ n K a s u t a g e   k l a h v i   9 ,   e t   l  l i t u d a   t  i s e k r a 	 ;vyze}  cacxnel  aac  avxtveh]\ n \ n   Ucacxne  0   }ervh]  ck  oauavvek  goavkv  avvelx  pata: \ n \ n   Ucacxne  1   }ervh  cvxiuav  pata: \ n \ n   Ucacxne  2   }ervh  g{avkw  a~elavelx  pata\ n \ n   Ucacxne  3   }ervh   velx  goavkv   avvelx  pata\ n \ n   Ucacxne  4   }ervh`    goavk  avtav   veoauatavh  avvelx  pata\ n \ n   Ucacxne  5   }ervh  dezk  g{avkw  avvelx  pata\ n \ n   Ucacxne  6   }ervh   pa{xdh  velx   pata: \ n \ n   Ucacxne  7   }ervh  a~x  ieielx  oauavh  xmaoelx  pata\ n \ n   Ucacxne  8   }	         :   \ n \ n       0         .   \ n \ n       1   .   \ n \ n   G     2     .   \ n \ n   G     3     .   \ n \ n       4     .   \ n \ n       5     .   \ n \ n       6     .   \ n \ n       7       .   \ n \ n       8     	 C u m   s   f o l o s i ci   c o m e n z i l e   r a p i d e : \ n \ n U t i l i z a ci   t a s t a   0   p e n t r u   a   m e r g e   l a   e c r a n u l   d e   s e t r i   p e n t r u   c r ci . \ n \ n U t i l i z a ci   t a s t a   1   p e n t r u   a j u t o r . \ n \ n U t i l i z a ci   t a s t a   2   p e n t r u   a   a d u g a   u n   m a r c a j . \ n \ n U t i l i z a ci   t a s t a   3   p e n t r u   a   m e r g e   l a   e c r a n u l   d e   c u t a r e . \ n \ n U t i l i z a ci   t a s t a   4   p e n t r u   s a l t   l a   e c r a n . \ n \ n U t i l i z a ci   t a s t a   5   p e n t r u   a   m e r g e   l a   u n   m a r c a j . \ n \ n U t i l i z a ci   t a s t a   6   p e n t r u   a   g s i   u r m t o r u l   e l e m e n t . \ n \ n U t i l i z a ci   t a s t a   7   p e n t r u   a   c o m u t a   l a   d e f i l a r e  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 S T R _ G O T O _ B O O K M A R K _ E B O O K 	 E B O O K 	 T I T L E ,   I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 G o   t o   b o o k m a r k 	 MR_fd|	 ۏeQfN~{	 D5H8J!2#L	 I r   a   m a r c a d o r 	 A l l e r   a u   s i g n e t 	 Z u   L e s e z e i c h e n   w e c h s e l n 	 5@59B8  :  70:;04:5	 V a i   a   s e g n a l i b r o 	 0G'(  'DJ  '4'1)  'DE1,9J)	 I r   p a r a   m a r c a d o r 	 Y e r   i m i n e   g i t   	 V  o    n h   d u 	 B u k a   p e n a n d a 	 P e r g i   k e p a d a   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  *	0	  	>				 	 	 	 U g r  s   k  n y v j e l z Qr e 	 	 	 	 G a   n a a r   b l a d w i j z e r 	 	 	 M e r g e ci   l a   m a r c a j 	 	 	   	 	 ,	A		.	>	0	M		  	K	  	>	  	 1A*F  (G  E-D  '(	 (  E'1  E  ,'&	       	 									  				 
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 
 S T R _ A D D _ B O O K M A R K _ E B O O K 	 E B O O K 	 T I T L E ,   I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 A d d   b o o k m a r k 	 ReQfd|	 mRfN~{	 @4H!8J!2#L	 A  a d i r   m a r c a d o r 	 A j o u t e r   u n   s i g n e t 	 L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  70:;04:C	 A g g i u n g i   s e g n a l i b r o 	 '6'A)  '4'1)  'DE1,9J)	 A d i c i o n a r   m a r c a d o r 	 Y e r   i m i   e k l e   	 T h  m    n h   d u 	 T a m b a h k a n   p e n a n d a 	 T a m b a h   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  6	>	.	?	2	  	0	G			 	 	 	 K  n y v j e l z Q  h o z z  a d  s a 	 	 	 	 B l a d w i j z e r   t o e v o e g e n 	 	 	 A d u g a r e   m a r c a j 	 	 	   	 	 ,	A		.	>	0	M		  
	!	  	0	>		 'A2H/F  E-D  '(	 (  E'1  E  '6'A  ,&	       	 								  									 
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	     	 E n g e z a   i b h u k u m a k a 	 Y o n g e z a   i b h u k i m a k i 	 O n g e z a   k i a l a m a 	 V o e g   b o e k m e r k   b y 	 P r i d t i   ~y m e l 	 I e l i k t   g r m a t z +m i 	 L i s a   j  r j e h o i d j a 	 1~elavel  g{avkw	   	 A d u g a r e   m a r c a j 	 ,
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 S T R _ R M V _ B O O K M A R K _ E B O O K 	 E B O O K 	 T I T L E ,   I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 D e l e t e   b o o k m a r k 	 *Rdfd|	  RdfN~{	 %8J!2#L	 E l i m i n a r   m a r c a d o r 	 S u p p r i m e r   u n   s i g n e t 	 L e s e z e i c h e n   l  s c h e n 	 #40;8BL  70:;04:C	 E l i m i n a   s e g n a l i b r o 	 E3-  '4'1)  'DE1,9J)	 E l i m i n a r   m a r c a d o r 	 Y e r   i m i n i   s i l   	 X  a    n h   d u 	 H a p u s   p e n a n d a 	 P a d a m   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  9		>				 	 	 	 K  n y v j e l z Q  t  r l  s e 	 	 	 	 B l a d w i j z e r   v e r w i j d e r e n 	 	 	 ^t e r g e r e   m a r c a j 	 	 	   	 	 ,	A		.	>	0	M		  0	@	.	A	5	M	9	  	0	>		 -0A  E-D  '(	 (  E'1  y'&	       	 								  				  						 
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 S T R _ B O O K _ I N F O _ E B O O K 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 B o o k   i n f o 	 ǌ
	 Oo`	 I-!9%+1*7-	 I n f o r m a c i  n   d e l   l i b r o 	 I n f o   d e   l i v r e 	 B u c h i n f o 	 =D>@<0F8O  >  :=835	 I n f o   l i b r o 	 E9DHE'*  'DC*'(	 I n f o r m a   o   s o b r e   l i v r o 	 K i t a p   b i l g i l e r i   	 T i n   t c 	 I n f o   b u k u 	 M a k l u m a t   b u k u 	 ,	A		  8	B		(	>		 	 	 	 K  n y v   i n f o . 	 	 	 	 B o e k i n f o 	 	 	 I n f o r m a ci i   c a r t e 	 	 	   	 	 ,	A		  .	>	9	?	$	@		 '7D'9'*  *'(	 (    E9DHE'*	   	 					  					 
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	   	 U l w a z i   l w e b h u k u 	 I n c w a d i   y o l w z 	 H a b a r i   y a   k i t a b u 	 B o e k i n l i g t i n g 	 K n y g o s   i n f o r m a c i j a 	 G r m a t a s   i n f o r m c i j a 	 T e a v e   r a a m a t u   k o h t a 	 3k  ta}kv  ereoxiuxv	   	 I n f o r m a ci i   c a r t e 	 ,
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  	       	 I s i k r i n i   e s i p h e l e l e   s i v a l i w e 	 I s k r i n i   e s i g c w e l e y o   s i v a l i w e 	 S k r i n i   n z i m a   i m e z i m w a 	 V o l s k e r m   a f 	 I aj u n g t a s   v i s a s   e k r a n a s 	 I z s l g t   p i l n o   e k r n u 	 T  i s e k r a a n   v  l j a s 	 1v{ael  atbxr{  goavx~  veoauaxth	     	 E c r a n   c o m p l e t   d e z a c t i v a t 	 +
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 S T R _ F U L L _ S C R E E N _ O N 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 F u l l   s c r e e n   o n 	 _UhQU^	  _/ThQO\U^	 @4#9A@G!+I2-	 P a n t a l l a   c o m p l e t a   a c t i v a d a 	 P l e i n    c r a n   a c t i v  	 V o l l b i l d   e i n 	 >;=>M:@0==K9  @568<  2:;. 	 S c h e r m o   i n t e r o   a t t i v o 	 A*-  'D4'4)  'DC'ED)	 L i g a r   e c r    i n t e i r o 	 T a m   e k r a n   a  1k   	 M   t o  n   m  n   h  n h 	 L a y a r   p e n u h   a k t i f 	 H i d u p k a n   s k r i n   p e n u h 	 +	A	2	  8	M		M	0	@	(	  	>	2	B		 	 	 	 T e l j e s   k  p e r n y Q  b e 	 	 	 	 V o l l e d i g   s c h e r m   a a n 	 	 	 E c r a n   c o m p l e t   a c t i v a t 	 	 	     	 	 +	A	2	  8	M		M	0	@	#	  	>	2	B		 *E'E  5A-G  A9'D	 ~H1'  '31F    "F	   	 								  							  					 *
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  	       	 I s i k r i n i   e s i p h e l e l e   s i v u l i w e 	 I s k r i n i   e s i g c w e l e y o   s i v u l i w e 	 S k r i n i   n z i m a   i m e w a s h w a 	 V o l s k e r m   a a n 	 .j u n g t a s   v i s a s   e k r a n a s 	 I e s l g t   p i l n o   e k r n u 	 T  i s e k r a a n   s e e s 	 Dkavel  atbxr{  goavx~  veoauaxth	     	 E c r a n   c o m p l e t   a c t i v a t 	 +
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 
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 
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 
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H4!L@%G	 D i s t i n g u i r   m a y  s c u l a s   d e   m i n  s c u l a s 	 S e n s i b l e      l a   c a s s e 	 G r o  - / K l e i n s c h r e i b u n g   b e a c h t e n 	 #G8BK20BL  @538AB@	 S e n s .   m a i u s c o l e 	 *EJJ2  C*'()  'DC(J1)  H  'D5:J1)	 C o i n c i d i r   m a i  s c u l a s / m i n  s c u l a s 	 B  y  k - k    k   h a r f e   d u y a r l 1  	 P h  n   b i t   c h   h o a , c h   t h n g 	 P e k a   h u r u f   b e s a r - k e c i l 	 S e n s i t i f   h u r u f 	 	G	8	  8		5	G	&	(	6	@	2		 	 	 	 K i s -    s   n a g y b e t q  m e g k  l  n b  z t e t  s e 	 	 	 	 H o o f d l e t t e r g e v o e l i g 	 	 	 D i f e r e n ci e r e   l i t e r e   m a r i   _i   m i c i   a c t i v a t 	 	 	     / 	 	 *	M	0		0	#	  8		5	G	&	(	6	@	2		 -3'3  (G  -1HA  (21  H  H	 3  -3'3	   	 				  									 
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 
 S T R _ S R C H _ C A S E I N _ E B O O K 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 C a s e   i n s e n s i t i v e 	 
N@SR'Y\[	 
N:SR'Y\Q	 D!HAH1'4!LC+
H4!L@%G	 N o   d i s t i n g u i r   m a y  s c u l a s   d e   m i n  s c u l a s 	 N o n   s e n s i b l e      l a   c a s s e 	 G r o  - / K l e i n s c h r e i b u n g   n i c h t   b e a c h t e n 	 5  CG8BK20BL  @538AB@	 N o n   s e n s .   m a i u s c o l e 	 D'  *EJ2  C*'()  'DC(J1)  H  'D5:J1)	 N  o   c o i n c i d i r   m a i  s c u l a s / m i n  s c u l a s 	 B  y  k - k    k   h a r f e   d u y a r l 1  d e i l   	 K h  n g   p h  n   b i t   c h   h o a , c h   t h n g 	 T i d a k   p e k a   h u r u f   b e s a r - k e c i l 	 T i d a k   s e n s i t i f   h u r u f 	 	G	8	  	8		5	G	&	(	6	@	2		 	 	 	 K i s -    s   n a g y b e t q  n i n c s   m e g k  l  n b  z t e t v e 	 	 	 	 H o o f d l e t t e r o n g e v o e l i g 	 	 	 D i f e r e n ci e r e   l i t e r e   m a r i   _i   m i c i   d e z a c t i v a t 	 	 	       / 	 	 *	M	0		0	#	  	8		5	G	&	(	6	@	2		 :1-3'3  (G  -1HA  (21  H  H	 3  :1  -3'3	   	 				  										  	 
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  









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	   	 I - C a s e   i n s e n s i t i v e 	 I s e h l o   e s i n g a v a k a l i y o 	 H e r u f i   h a i a t h i r i w i 	 K a s s e n s i t i e f 	 N e s k i r t i   d i d ~i sj s  i r   m a ~sj s  r a i d ~i s	 R e #i s t r n e j u t +g s 	 T  s t u t u n d e t u 	 Hy  fcauxv  |eck}k  voatatb	   - 	 D i f e r e n ci e r e   l i t e r e   m a r i   _i   m i c i   d e z a c t i v a t 	 
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 
 S T R _ J M P _ B E G _ E B O O K 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 B e g i n n i n g 	 Y	  _Y	 @#4H!I	 C o m i e n z o 	 D  b u t 	 A n f a n g 	 0G0;>	 I n i z i o 	 (/#	 I n  c i o 	 B a _l 1y o r 	 B t   u 	 D i m u l a i 	 P e r m u l a a n 	 	0	.	M	-	?			 	 	 	 E l e j e 	 	 	 	 B e g i n 	 	 	  n c e p u t 	 	 	 	 	 8	A	0	B	  9	K	$	  	9	G		 '(*/'	 41H9'*	 	 						 6
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	 0.M-  0A?	 	 					  			  				 	 	 	 	 	 	 	 I n  c i o 	 	 	 	 	 	 	 	 H a s i e r a 	 S i m u l a 	 C o m e z o 	 M b i d o 	 T  s 
 
 S T R _ J M P _ M I D _ E B O O K 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 M i d d l e 	 -N	 -N	 H2!%2	 M e d i o 	 M i l i e u 	 M i t t e 	 !5@548=0	 M e t  	 E*H37	 M e i o 	 O r t a 	 G i a 	 T e n g a h 	 P e r t e n g a h a n 	 .	'	M	/	5	0	M	$	@		 	 	 	 K  z e p e 	 	 	 	 M i d d e n 	 	 	 M i j l o c 	 	 	 	 	 .	'	M	/	.		 H37	 E*H37	 	 					 5
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 
 S T R _ J M P _ E N D _ E B O O K 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 E n d 	 P}>\	 ~>\	 *4I*8	 F i n 	 F i n 	 E n d e 	 >=5F	 F i n e 	 'F*G'!	 F i m 	 S o n   	 K t   t h  c 	 S e l e s a i 	 T a m a t 	 		$	?	.		 	 	 	 V  g e 	 	 	 	 E i n d e 	 	 	 S f  r _i t 	 	 	 	 	 8	.	>	*	M	$		 ".1	 '.**'E	 	 							 
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	 	 Q e d a 	 I s i p h e l o 	 M a l i z a 	 E i n d e 	 P a b a i g a 	 B e i g a s 	 L  p e t a 	 Ne{	 	 S f  r _i t 	 

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
	 6G7	 	 							 	 	 	 	 	 	 	 F i m 	 	 	 	 	 	 	 	 B u k a e r a 	 D u l o 	 F i n 	 K w s 	 D e i r e a d h 
 
 S T R _ J M P _ P E R C E N T A G E _ E B O O K 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 I n p u t   p e r c e n t a g e 	 ~vRk	 ~vRk	 I--1#2#I-"%0	 I n t r o d u c i r   p o r c e n t a j e 	 E n t r e r   l e   p o u r c e n t a g e 	 P r o z e n t w e r t   e i n g e b e n 	 2548B5  ?@>F5=B	 I n s e r i s c i   p e r c e n t u a l e 	 'DF3()  'DE&HJ)	 I n t r o d u z i r   p e r c e n t a g e m 	 Y  z d e y i   g i r   	 T   l   p h n   t r m 	 M a s u k k a n   p e r s e n t a s e 	 M a s u k k a n   p e r a t u s 	 *	M	0	$	?	6	$	  .	>	(	  !	>	2	G			 	 	 	 S z  z a l  k   m e g a d  s a 	 	 	 	 G e e f   p e r c e n t a g e   o p 	 	 	 I n t r o d u c e ci   p r o c e n t a j 	 	 	   	 	 	A	#	>			@	  			0	  	0	>		 /15/  1'  H'1/  CFJ/	 A5/  /'.D  ,&	       	 					  						  					 *
M
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	 *0M8FGM  0M  G/!?	 254VBL  ?@>F5=B	 






  



  


	   	 E n t e r   p e r c e n t a g e 	 E n t e r   p e r c e n t a g e 	 E n t e r   p e r c e n t a g e 	 T i k   p e r s e n t a s i e 	 E n t e r   p e r c e n t a g e 	 E n t e r   p e r c e n t a g e 	 E n t e r   p e r c e n t a g e 	 E n t e r   p e r c e n t a g e 	 E n t e r   p e r c e n t a g e 	 E n t e r   p e r c e n t a g e 	 	 	 	 					  					  				 	 	 	 	 	 	 	 I n s e r i r   p o r c e n t a g e m 	 	 	 	 	 	 	 	 P o r t z e n t a i a   s a r t u 	 P o r s i y e n t o   n g   p i n a s o k 	 P o r c e n t a x e   d e   e n t r a d a 	 T i n y e   p a s e n t e e j i 	 I o n t r  i l   c  a t a d  n 
 
 S T R _ C H A N G E _ C A R D _ T O _ P H O N E 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 C h a n g e   B o o k s h e l f   f r o m   c a r d   t o   p h o n e ? 	 \fd|yKb_j	 \fN~{yKb:g	 "I2"
1I+1*7-22#LD5H@#7H-	  C a m b i a r   e s t a n t e r  a   d e   t a r j e t a   a   t e l  f o n o ? 	 C h a n g e r   E t a g  r e   d e   c a r t e      t  l  p h o n e  ? 	 B  c h e r r e g a l   v o n   K a r t e   z u m   T e l e f o n   w e c h s e l n ? 	 K1@0BL  4;O  :=86=>9  ?>;:8  B5;5D>=  2<5AB>  :0@BK  ?0<OB8? 	 C a m b i a r e   l i b r e r i a   d a   s c h e d a   a   t e l e f o n o ? 	 *:J1  '4'1)  'DE1,9J)  EF  (7'B)  'DJ  ,H'D	 M u d a r   E s t a n t e   d o   c a r t  o   p a r a   t e l e f o n e ? 	 K i t a p l 1k   k a r t t a n   t e l e f o n a   d e i _t i r i l s i n   m i ?   	 C h u y n    n h   d u   n   m  y ? 	 U b a h   P e n u n j u k   d a r i   k a r t u   k e   t e l e p o n ? 	 T u k a r   r a k   b u k u   d a r i p a d a   k a d   k e p a d a   t e l e f o n ? 	 ,	A		6	H	2	M	+	  	K	  	>	0	M	!	  8	G	  +	K	(	  *	0	  ,	&	2	G		? 	 	 	 	  t h e l y e z i   a   K  n y v e s p o l c o t   a   m e m  r i a k  r t y  r  l   a   t e l e f o n r a ? 	 	 	 	 B o e k e n p l a n k   v e r p l a a t s e n   v a n   k a a r t   n a a r   t e l e f o o n ? 	 	 	 M u t a ci   b i b l i o t e c a   d i n   m e m o r i a   c a r t e l e i    n   m e m o r i a   t e l e f o n u l u i ? 	 	 	           ? 	 	 	>	0	M	!	  .		B	(	  +	K	(	  .	'	M	/	G	  	- ,	A		  ,	A		6	G	2	M	+	   	?		>	#	  ,	&	2	5	>	? 	 BA3G  *'(  1'  '2  '1*  (G  *DAF  *:1  E  /G/	 (  4DA  '1  3  AHF  E  (/D	       ?     	 								  					  				  				  								  				  			? 	 
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 S T R _ R E S T O R E _ D E F A U L T _ S E T T I N G S 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 A p p l y   g l o b a l   s e t t i n g s ? 	 WL|q}-[	 gbL|~n	 C
I2H241I*H'%2? 	  A p l i c a r   a j u s t e s   g l o b a l e s ? 	 A p p l i q u e r   l e s   r  g l a g e s   g l o b a u x   ? 	 G l o b a l e   E i n s t e l l u n g e n    b e r n e h m e n ? 	 @8<5=8BL  3;>10;L=K5  =0AB@>9:8? 	 A p p l i c a r e   i m p o s t a z i o n i   g l o b a l i ? 	 *FAJ0  F8'E  'D'A*1'6J	 A p l i c a r   d e f i n i   e s   g l o b a i s ? 	 G l o b a l   a y a r l a r   u y g u l a n s 1n   m 1?   	 C  i   t   h   t h n g   v n   h  n h ? 	 T e r a p k a n   p e n g a t u r a n   g l o b a l ? 	 G u n a k a n   s e t i n g   g l o b a l ? 	 	M	2	K	,	2	  8	G		?			M	8	  2	>		B	  	@	  	>			? 	 	 	 	 A l k a l m a z z a   a   g l o b  l i s   b e  l l  t  s o k a t ? 	 	 	 	 W e r e l d w i j d e   i n s t e l l i n g e n   t o e p a s s e n ? 	 	 	 A p l i c a ci   s e t r i l e   g l o b a l e ? 	 	 	     ? 	 	 !	?	+	I	2	M		  8	G		?			  *	0	$	   	G	5	>	? 	 *F8E'*  D  '9E'D  4H/	 3yF2  F'A0  ,&	   ?     	 					  						? 	 8
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 
 S T R _ W R O N G _ P E R C E N T A G E _ V A L U E 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 P e r c e n t a g e : \ n 1   ~   1 0 0 	 ~vRk8eQ\ n 1   ~   1 0 0 	 ~vRkeQ\ n 1   ~   1 0 0 	 -1#2#I-"%0: \ n 1   ~   1 0 0 	 P o r c e n t a j e : \ n 1 - 1 0 0 	 P o u r c e n t a g e : \ n 1 - 1 0 0 	 P r o z e n t w e r t : \ n 1   ~   1 0 0 	 @>F5=B: \ n 1 - 1 0 0 	 P e r c e n t u a l e : \ n 1 - 1 0 0 	 'DF3()  'DE&HJ): \ n 1   -   1 0 0 	 P e r c e n t a g e m : \ n 1 - 1 0 0 	 Y  z d e : \ n 1   ~   1 0 0 	 T   l   % : \ n 1   ~   1 0 0 	 P e r s e n t a s e : \ n 1 ~   1 0 0 	 P e r a t u s a n : \ n 1   ~ 1 0 0 	 *	M	0	$	?	6	$	: \ n 1 - 1 0 0 	 	 	 	 S z  z a l  k : \ n 1  1 0 0 	 	 	 	 P e r c e n t a g e : \ n 1 - 1 0 0 	 	 	 P r o c e n t a j : \ n 1   ~   1 0 0 	 	 	 : \ n 1   ~   1 0 0 	 	 		M		G	5	>	0	@	  1 - 1 0 0   /	>	*	M	0		>	0	G	  2	?	*	M	$		 /15/: \ n 1   ~   1 0 0 	 1 - 1 0 0       : A5/  	 :   1 - 1 0 0 	 						  					- 				 *
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  :   1 - 1 0 0 	 :   1 - 1 0 0 	 I p h e s e n t e j i : \ n 1 - 1 0 0 	 I p e r s e n t i : \ n 1 - 1 0 0 	 A s i l i m i a : \ n 1 - 1 0 0 	 P e r s e n t a s i e : \ n 1   ~   1 0 0 	 P r o c e n t a i : \ n 1 - 1 0 0 	 P r o c e n t i : \ n 1 - 1 0 0 	 P r o t s e n t : \ n 1 - 1 0 0 	 Oxox}]\ n 1 - 1 0 0 	 :   \ n   1 - 1 0 0 	 P r o c e n t a j : \ n 1 - 1 0 0 	 6
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 
 S T R _ D E L E T E _ B O O K _ M A R K 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 D e l e t e   t h e   b o o k m a r k ? 	 *Rdfd|	  RdfN~{	 %8J!2#L? 	  B o r r a r   e l   m a r c a d o r ? 	 S u p p r i m e r   l e   s i g n e t  ? 	 L e s e z e i c h e n   l  s c h e n ? 	 #40;8BL  70:;04:C? 	 E l i m i n a r e   s e g n a l i b r o ? 	 E3-  '4'1)  'DE1,9J)	 E l i m i n a r   m a r c a d o r ? 	 Y e r   i m i   s i l i n s i n   m i ?   	 X  a    n h   d u ? 	 H a p u s   p e n a n d a ? 	 P a d a m   p e n a n d a   b u k u ? 	 ,	A		.	>	0	M		  9		>	/	>	  	>		? 	 	 	 	 T  r l i   a   k  n y v j e l z Qt ? 	 	 	 	 B l a d w i j z e r   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   m a r c a j u l ? 	 	 	   ? 	 	 ,	A		.	>	0	M		  *	A	8	B	(	  	>		>	  	0	>	/		G	  	9	G	  	>	? 	 E-D  '(  -0A  4H/	 (  E'1  Ey'&	       ? 	 								  				  					  			? 	 
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 
 S T R _ E B O O K _ B O O K M A R K _ A D D E D 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 B o o k m a r k   a d d e d 	 fd|]ReQ	 fN~{]mR	 @4H!8J!2#LA%I'	 M a r c a d o r   a  a d i d o 	 S i g n e t   a j o u t  	 L e s e z e i c h e n   h i n z u g e f  g t 	 0:;04:0  4>102;5=0	 S e g n a l i b r o   a g g i u n t o 	 *E  '6'A)  '4'1)  'DE1,9J)	 M a r c a d o r   a d i c i o n a d o 	 Y e r   i m i   e k l e n d i   	    n h p    n h   d u 	 P e n a n d a   d i t a m b a h k a n 	 P e n a n d a   b u k u   d i t a m b a h 	 ,	A		.	>	0	M		  6	>	.	?	2	  	?	/	>	  	/	>		 	 	 	 K  n y v j e l z Q  h o z z  a d v a 	 	 	 	 B l a d w i j z e r   t o e g e v o e g d 	 	 	 M a r c a j   a d u g a t 	 	 	   	 	 ,	A		.	>	0	M			>	  8	.	>	5	G	6	  	0	>		 E-D  '(  '6'AG  4/	 (  E'1  E  '6'A  1/'  '	       	 								  									 
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	     	 I b h u k u m a k a   y e n g e z i w e 	 I b h u k i m a k i   y o n g e z i w e 	 K i a l a m a   k i m e o n g e z w a 	 B o e k m e r k   b y g e v o e g 	 }y m e l   p r i d t a 	 I e l i k t a   g r m a t z +m e 	 J  r j e h o i d j a   l i s a t u d 	 7{avkwh  a~ela~an  g	   	 M a r c a j   a d u g a t 	 ,
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 S T R _ E B O O K _ D E F A U L T _ B O O K M A R K 	 E B O O K 	 U N L I M ,   I C O N T E X T 	 B o o k m a r k   	 B o o k m a r k   	 fd|  	 fN~{  	 8J!2#L	 M a r c a d o r 	 S i g n e t   	 L e s e z e i c h e n 	 0:;04:0  	 S e g n a l i b r o 	 '4'1)  'DE1,9J)	 M a r c a d o r 	 Y e r   i m i   	  n h   d u 	 P e n a n d a 	 P e n a n d a   b u k u 	 ,	A		.	>	0	M			 	 	 	 K  n y v j e l z Q	 	 	 	 B l a d w i j z e r 	 	 	 M a r c a j 	 	 	 	 	 ,	A		.	>	0	M			 E-D  '(	 (  E'1	     	 									 B o o k m a r k   	 B o o k m a r k   	 0:;04:0	 







	     	 I b h u k u m a k a 	 I b h u k i m a k i 	 K i a l a m i s h a 	 B o e k m e r k   	 }y m e l   	 G r m a t z +m e 	 J  r j e h o i d j a   	 7{avkw	 	 M a r c a j   	 ,
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 
 S T R _ B O O K _ S H E L F _ R E F R E S H E D 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 B o o k s h e l f   c l e a n e d 	 ͑etet	 ͑etet	 %I2
1I+1*7-	 M a r c a d o r   b o r r a d o 	 E t a g  r e   n e t t o y  e 	 L e s e z e i c h e n   g e s  u b e r t 	 =86=0O  ?>;:0  >G8I5=0	 L i b r e r i a   p u l i t a 	 '9'/)  'D*1*(	 E s t a n t e   l i m p a 	 K i t a p l 1k   t e m i z l e n d i   	 C h n h   l    l i 	 P e n u n j u k   d i k o s o n g k a n 	 R a k   b u k u   d i b e r s i h k a n 	 ,	A		6	G	2	M	+	  8	>	+	  	@	  			 	 	 	 K  n y v e s p o l c   k i t a k a r  t v a 	 	 	 	 B o e k e n p l a n k   l e e g g e m a a k t 	 	 	 B i b l i o t e c a   a   f o s t   c u r ci t 	 	 	   	 	 ,	A		6	G	2	M	+	  	M	2	?	#	  	>	2	G		 BA3G  *'(  ~'  4/	 (  4DA  5'A  1/'  '	   	 			  					  					  			  						 
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	     	 I - b o o k s h e l f   i k i l i n i w e 	 I s h e l f u   y e n c w a d i   i c o c i w e 	 R a f u   y a   v i t a b u   i m e s a f i s h w a 	 B o e k r a k   s k o o n g e m a a k 	 K n y g s  l e n t y n a   i av a l y t a 	 G r m a t p l a u k t s   n o t +r +t s 	 R a a m a t u r i i u l   p u h a s t a t u d 	 3adaaoh  ta~an  g	     	 B i b l i o t e c a   a   f o s t   c u r ci t 	 ,
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 
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 
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 
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 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T _ G B 2 3 1 2 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 G B 2 3 1 2   ( !|Ԛ-Ne) 	 G B 2 3 1 2   ( {SO-Ne) 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 G B 2 3 1 2   ( c h i n o   s i m p l i f i c a d o ) 	 G B 2 3 1 2   ( C h i n o i s   s i m p l i f i  ) 	 G B 2 3 1 2   ( V e r e i n f a c h t e s   C h i n e s i s c h ) 	 G B 2 3 1 2   ( C?@>I5==K9  :8B09A:89) 	 G B 2 3 1 2   ( c i n e s e   s e m p l i f i c a t o ) 	 G B 2 3 1 2   ( 'D5JFJ)) 	 G B 2 3 1 2   ( C h i n  s   S i m p l i f i c a d o ) 	 G B 2 3 1 2   ( B a s i t l e _t i r i l m i _   i n c e )     	 G B 2 3 1 2 ( T i n g   T r u n g   p h   t h  n g ) 	 G B 2 3 1 2   ( C i n a   M o d e r n ) 	 G B 2 3 1 2   ( C i n a   M u d a h ) 	 G B 2 3 1 2   ( 8	0	2	@		C	$	  	@	(	@	) 	 	 	 	 G B 2 3 1 2   ( e g y s z e r qs  t e t t   k  n a i ) 	 	 	 	 G B 2 3 1 2   ( V e r e e n v o u d i g d   C h i n e e s ) 	 	 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 	 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 	 	@	,	@	2 3 1 2 ( 8	?	.	M	*	M	2	?	+	>	/	!	  	>		2	@		) 	 G B 2 3 1 2   ( F  3'/G  4/G) 	 G B 2 3 1 2 ( S i m p l i f i e d   C h i n e s e ) 	 2 3 1 2 (     ) 	 								  ( 			  						) 	 
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 
 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T _ T U R K I S H _ I S O 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 T u r k i s h   I S O ( T u r k i s h   I n t e r n a t i o n a l ) 	 W3vQe( I S O ) 	 W3vQe( I S O ) 	 T u r k i s h   I S O ( T u r k i s h   I n t e r n a t i o n a l ) 	 I S O   t u r c o   ( t u r c o   i n t e r n a c i o n a l ) 	 T u r c   I S O   ( T u r c   i n t e r n a t i o n a l ) 	 T  r k i s c h   I S O ( T  r k i s c h   I n t e r n a t i o n a l ) 	 T u r k i s h   I S O   ( BC@5F:0O  <564C=0@>4=0O) 	 T u r c o   I S O   ( t u r c o   i n t e r n a z i o n a l e ) 	 'DD:)  'D*1CJ)  ( I S O   ) 	 T u r k i s h   I S O ( T u r c o   I n t e r n a c i o n a l ) 	 T  r k  e   I S O   ( U l u s l a r a r a s 1  T  r k  e )   	 T i n g   T h   N h )  K   ( I S O ) 	 I S O   T u r k i   ( I n t e r n a s i o n a l   T u r k i ) 	 B a h a s a   T u r k i   I S O ( B a h a s a   T u r k i   A n t a r a b a n g s a ) 	 $	A	0	M		@	  		8	K	  ( $	A	0	M		@	  		$	0	M	0	>	7	M		M	0	@	/	) 	 	 	 	 T u r k i s h   I S O   ( t  r  k ,   n e m z e t k  z i ) 	 	 	 	 T u r k s   I S O ( T u r k s   I n t e r n a t i o n a a l ) 	 	 	 T u r k i s h   I S O ( T u r k i s h   I n t e r n a t i o n a l ) 	 	 	 T u r k i s h   I S O ( T u r k i s h   I n t e r n a t i o n a l ) 	 	 $	A	0	M		?	6	  	/		8		( $	A	0	M		?	6	  			0	(	G	6	(	2	) 	 I S O   *1  ( *1  (F  'DEDD) 	 T U R K I S H   I S O ( T u r k i s h   I n t e r n a t i o n a l ) 	   (     ) 	 						  				  ( 						  											) 	 
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 
 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T _ T U R K I S H _ W I N 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 T u r k i s h   W I N ( T u r k i s h   W i n d o w s ) 	 W3vQe( W i n d o w s ) 	 W3vQe( W i n d o w s ) 	 T u r k i s h   W I N ( T u r k i s h   W i n d o w s ) 	 W I N   t u r c o   ( W i n d o w s   t u r c o ) 	 T u r c   W I N   ( T u r c   W i n d o w s ) 	 T  r k i s c h   W I N ( T  r k i s c h   W i n d o w s ) 	 T u r k i s h   W I N   ( BC@5F:0O  4;O  W i n d o w s ) 	 T u r c o   W I N   ( t u r c o   W i n d o w s ) 	 'DD:)  'D*1CJ)  (   w i n d o w s   ) 	 T u r k i s h   W I N ( T u r c o   W i n d o w s ) 	 T  r k  e   W I N   ( T  r k  e   W i n d o w s ) 	 T i n g   T h   N h )  K   ( W i n d o w s ) 	 W I N   T u r k i   ( W i n d o w s   T u r k i ) 	 B a h a s a   T u r k i   W I N ( B a h a s a   T u r k i   W i n d o w s ) 	 $	A	0	M		@	  5	?	(	  ( $	A	0	M		@	  5	?		!	K	[	) 	 	 	 	 T u r k i s h   W I N   ( t  r  k ,   W i n d o w s ) 	 	 	 	 T u r k s   W I N ( T u r k s   W i n d o w s ) 	 	 	 T u r k i s h   W I N ( T u r k i s h   W i n d o w s ) 	 	 	 T u r k i s h   W I N ( T u r k i s h   W i n d o w s ) 	 	 $	A	0	M		?	6	  5	?	(	( $	A	0	M		?	6	  5	?		!	K		) 	 W I N   *1  ( W i n d o w s   *1) 	 T U R K I S H   W I N ( T u r k i s h   W i n d o w s ) 	     (     ) 	 						  			  ( 						  							) 	 
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 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T _ B A L T I C _ I S O 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 B a l t i c   I S O ( B a l t i c   I n t e r n a t i o n a l ) 	 lvwme( I S O ) 	 lWvwme( I S O ) 	 B a l t i c   I S O ( B a l t i c   I n t e r n a t i o n a l ) 	 I S O   b  l t i c o   ( b  l t i c o   i n t e r n a c i o n a l ) 	 B a l t e   I S O   ( B a l t e   i n t e r n a t i o n a l ) 	 B a l t i s c h   I S O ( B a l t i s c h   I n t e r n a t i o n a l ) 	 B a l t i c   I S O   ( 10;B89A:0O  <564C=0@>4=0O) 	 B a l t i c o   I S O   ( b a l t i c   i n t e r n a z i o n a l e ) 	 'DD:)  'D(D7JBJ)( I S O   ) 	 B a l t i c   I S O ( B  l t i c o   I n t e r n a c i o n a l ) 	 B a l t 1k   d i l i   I S O   ( U l u s l a r a r a s 1  B a l t 1k   D i l i ) 	 T i n g   B a n   T  c h   ( I S O ) 	 I S O   B a l t i k   ( I n t e r n a t i o n a l   B a l t i k ) 	 B a l t i k   I S O ( B a l t i k   A n t a r a b a n g s a ) 	 ,	>	2	M		?		  		8	K	  ( ,	>	2	M		?		  		$	0	M	0	>	7	M		M	0	@	/	) 	 	 	 	 B a l t i c   I S O   ( b a l t i ,   n e m z e t k  z i ) 	 	 	 	 B a l t i s c h   I S O ( B a l t i s c h   I n t e r n a t i o n a a l ) 	 	 	 B a l t i c   I S O ( B a l t i c   I n t e r n a t i o n a l ) 	 	 	 B a l t i c   I S O ( B a l t i c   I n t e r n a t i o n a l ) 	 	 ,	E	2	M		?		  	/		8		  ( ,	E	2	M		?		  			0	(	G	6	(	2	) 	 I S O   ('D*  ( ('D*  (F  'DEDD) 	 B A L T I C   I S O ( B a l t i c   I n t e r n a t i o n a l ) 	     (   ) 	 						  					  ( 						  											) 	 ,
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 
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 
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 
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 
 S T R _ E B O O K _ B O O K _ I N F O _ T I T L E 	 E B O O K 	 U N L I M 	 E b o o k   R e a d e r   S t r i n g 	 T i t l e : 	 jL	 h	 
7H-: 	 T  t u l o : 	 T i t r e   : 	 T i t e l : 	 03>;>2>:: 	 T i t o l o : 	 'D9FH'F  : 	 T  t u l o : 	 B a _l 1k : 	 T i  u   : 	 J u d u l : 	 T a j u k : 	 6	@	0	M	7		: 	 	 	 	 C  m : 	 	 	 	 T i t e l : 	 	 	 T i t l u : 	 	 	 : 	 	 6	@	0	M	7			 9FH'F: 	 DB(: 	 : 	 							: 	 5
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 
 S T R _ E B O O K _ B O O K _ I N F O _ S I Z E 	 E B O O K 	 U N L I M 	 E b o o k   R e a d e r   S t r i n g 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@: 	 D i m e n s i o n e : 	 'D-,E  : 	 T a m a n h o : 	 B o y u t : 	 C : 	 U k u r a n : 	 S a i z : 	 8	>		[	: 	 	 	 	 M  r e t : 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 		>	0		 'F/'2G: 	 3'&2: 	 : 	 				: 	 
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 
 S T R _ E B O O K _ B O O K _ I N F O _ F O R M A T 	 E B O O K 	 U N L I M 	 E b o o k   R e a d e r   S t r i n g 	 F i l e   f o r m a t : 	 jHh<h_	 eN<h_	 #9AD%L: 	 F o r m a t o   d e   a r c h i v o : 	 F o r m a t  d e   f i c h i e r   : 	 D a t e i f o r m a t : 	 $>@<0B: 	 F o r m a t o : 	 *F3JB  'DEDA: 	 F o r m a t o   d o   f i c h e i r o : 	 D o s y a   b i  i m i : 	 n h   d n g   t p   t i n : 	 F o r m a t   f i l e : 	 F o r m a t   f a i l : 	 +	>		2	  +	I	0	M	.	G		: 	 	 	 	 F  j l f o r m  t u m : 	 	 	 	 B e s t a n d s i n d e l i n g : 	 	 	 F o r m a t   f i _i e r : 	 	 	   : 	 	 +	I	0	M	.	G			 A1E*  ~1HF/G: 	 A'1Ey: 	 : 	 				  							: 	 "
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 
 S T R _ B O O K _ T O O _ S M A L L 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 J u m p   n o t   a l l o w e d 	 
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2C+II2!+I2	 S a l t o   n o   p e r m i t i d o 	 S a u t   p a s   p e r m i s 	 S p r u n g   n i c h t   e r l a u b t 	 KAB@K9  ?5@5E>4  =54>?CAB8<	 S a l t o   n o n   c o n s e n t i t o 	 BA2)  :J1  E3EH-	 I r   p a r a   n  o   p e r m i t i d o 	 A t l a m a y a   i z i n   y o k 	 K h  n g   c h o   p h  p   c h u y n   t r a n g : 	 L o m p a t   t i d a k   d i b o l e h k a n 	 L o m p a t   t i d a k   d i b e n a r k a n 	 	.	M	*	  	(	A	.	$	  (	9	@			 	 	 	 A z   u g r  s   n e m   e n g e d  l y e z e t t 	 	 	 	 S p r o n g   n i e t   t o e g e s t a a n 	 	 	 S a l t u l   n u   e s t e   p e r m i s 	 	 	   	 	 	.	M	*	  	(	A	.	$	@	  (	>	9	@		 ~14  E,'2  F3*	 ,E~    ','2*  F	     	 				  					  						  						  				 
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 
 S T R _ E B O O K _ S E A R C H _ I N V A L I D 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 I n c o r r e c t   e n c o d i n g 	 }x/	 x	 2#@I2#+1*4%2	 C o d i f i c a c i  n   i n c o r r e c t a 	 E n c o d a g e   i n c o r r e c t 	 F a l s c h e   V e r s c h l  s s e l u n g 	 525@=0O  :>48@>2:0	 C o d i f i c a   n o n   c o r r e t t a 	 'D*4AJ1  :J1  5'D-	 C o d i f i c a   o   i n c o r r e c t a 	 H a t a l 1  _i f r e l e m e   	 M    h  a   l i 	 P e n g e n k o d e a n   s a l a h 	 M e n g e k o d   t i d a k   b e t u l 	 	2	$	  	(		K	!	?				 	 	 	 H i b  s   k  d o l  s 	 	 	 	 O n j u i s t e   c o d e r i n g 	 	 	 C o d a r e   i n c o r e c t 	 	 	     	 	 	B		@		>	  	(		K	!	?				 1E20'1  F'/13*  '3*	 :D7  'FHF	     	 			  								 
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	   	 U k w e n z a   i k h o d i   o k u n g e s i k h o 	 U k w e n z a   i b e y i k h o w u d i   o k u n g a c h a n e k a n g a 	 U s i m b u a j i   s i   s a h i h i 	 E n k o d e r i n g   v e r k e e r d 	 N e t i n k a m a s   i ak o d a v i m a s 	 N e k o r e k t s   k o d j u m s 	 S o b i m a t u   k o d e e r i m i n e 	 Mmal  nanoacxt	   	 C o d a r e   i n c o r e c t 	 
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 
 S T R _ I D _ N E T S E T _ U S E R _ C T R L _ P L M N 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 U s e r   C o n t r o l   P L M N 	 P L M N   m a n a g e m e n t 	 P L M N {t	 P L M N {t	 2#12#  P L M N 	 G e s t i  n   P L M N 	 G e s t i o n   P L M N 	 P L M N - V e r w a l t u n g 	 #?@02;5=85  P L M N 	 G e s t i o n e   P L M N 	 '/'1)  P L M N 	 G e s t  o   P L M N 	 P L M N   y  n e t i m i   	 Q u n   l    P L M N 	 M a n a j e m e n   P L M N 	 P e n g u r u s a n   P L M N 	 *	@		2		.		(	  *	M	0	,		'	(		 	 	 	 P L M N   k e z e l  s 	 	 	 	 P L M N - b e h e e r 	 	 	 A d m i n i s t r a r e   P L M N 	 	 	   P L M N 	 	 *	@		2		.		(	  5	M	/	5	8	M	%	>	*	(		 E/1*  P L M N 	 ~  'D  'E  'F  EF,EFy	   	 								  													 *
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	 P L M N   	 U k u s i n g a t h w a   k w e - P L M N 	 U l a w u l o   l w e P L M N 	 U s i m a m i a j i   P L M N 	 B e s t u u r   P L M N 	 P L M N   t v a r k y m a s 	 P L M N   p r v a l d +b a 	 P L M N   h a l d u s 	 P L M N   oa|a~axt	 P L M N -   	 A d m i n i s t r a r e   P L M N 	 P L M N   .
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 
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T1z	 Q~
Ty	 
7H-9I3@42#	 N o m b r e   d e l   o p e r a d o r 	 N o m   d e   l  o p  r a t e u r 	 B e d i e n e r n a m e 	 0720=85  >?5@0B>@0	 N o m e   o p e r a t o r e 	 '3E  'D4(C)	 N o m e   d o   o p e r a d o r 	 O p e r a t  r   a d 1  	 T  n   n h    c u n g   c p 	 N a m a   o p e r a t o r 	 N a m a   o p e r a t o r 	 	*	0	G		0	  (	>	.		 	 	 	 S z o l g  l t a t    n e v e 	 	 	 	 N a a m   v a n   o p e r a t o r 	 	 	 N u m e   o p e r a t o r 	 	 	   	 	 	*	0	G		0	  (	>		5		 F'E  '~1'*H1	 "~1y1  '  F'E	   	 									  				 
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	   	 I g a m a   l e - o p h a r e t h a 	 I g a m a   l o m s e b e n z i s i 	 J i n a   l a   o p e r e t a 	 O p e r a t e u r n a a m 	 O p e r a t o r i a u s   p a v a d i n i m a s 	 O p e r a t o r a   v r d s 	 O p e r a a t o r i   n i m i 	 Uzeaxk  avxvh	   	 N u m e   o p e r a t o r 	 
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 
 S T R _ I D _ N E T S E T _ U N K N O W N _ P L M N _ M S G 	 S e t t i n g 	 U N L I M 	 U s e r   C o n t r o l   P L M N 	 U n a b l e   t o   f i n d   t h e   o p e r a t o r   n a m e   f r o m   t h i s   p h o n e .   D o   y o u   w a n t   t o   i n p u t   i t   m a n u a l l y ? 	 Kb_j];Q NP*gwv}/f&T8eQ}
T1z	 Kb:g]lQ N*N*gwvQ~/f&TeQQ~
Ty	 D!H
7H-9I3@42#2@#7H-B#(1L5I  I-2#C*H
7H-@-+#7-D!H? 	 N o   s e   p u e d e   e n c o n t r a r   e l   n o m b r e   d e l   o p e r a d o r   e n   e s t e   t e l  f o n o .    D e s e a   i n t r o d u c i r l o   m a n u a l m e n t e ? 	 N e   p e u t   p a s   t r o u v e r   l e   n o m   d e   l  o p  r a t e u r   s u r   c e   t  l  p h o n e .   V o u l e z - v o u s   l  e n t r e r   m a n u e l l e m e n t   ? 	 K a n n   B e d i e n e r n a m e   a u f   d i e s e m   T e l e f o n   n i c h t   f i n d e n .   M  c h t e n   S i e   i h n   m a n u e l l   e i n g e b e n ? 	 5  C405BAO  >?@545;8BL  =0720=85  >?5@0B>@0.   25AB8  =0720=85  2@CG=CN? 	 I m p o s s i b i l e   t r o v a r e   n o m e   o p e r a t o r e   d a   q u e s t o   t e l e f o n o .   S i   d e s i d e r a   i n s e r i r l o   m a n u a l m e n t e ? 	 D'  JECF  'D(-+  9F  '3E  'DE4:D  EF  G0'  'D,H'D, GD  *1J/  #F  */.D  '3E  'D4(C)	 N  o   f o i   p o s s  v e l   l o c a l i z a r   o   n o m e   d o   o p e r a d o r   d e s t e   t e l e f o n e .   D e s e j a   i n t r o d u z i - l o   m a n u a l m e n t e ? 	 O p e r a t  r   a d 1n 1  b u   t e l e f o n d a n   b u l a m 1y o r .   M a n  e l   o l a r a k   g i r m e k   i s t e r   m i s i n i z ?   	 M  y      c   n g   k    t i   m t   M n g   c h a   x  c   n h ,   n h p   t  n   M n g ? 	 T i d a k   d a p a t   m e n e m u k a n   n a m a   o p e r a t o r   d a r i   t e l e p o n   i n i .   A p a k a h   A n d a   i n g i n   m e m a s u k k a n n y a   s e c a r a   m a n u a l ? 	 T i d a k   b o l e h   m e n c a r i   n a m a   o p e r a t o r   d a r i p a d a   t e l e f o n   i n i .   A d a k a h   a n d a   m a h u   m a s u k k a n y a   s e c a r a   m a n u a l ? 	 	8	  +	K	(	  8	G	  	*	0	G		0	  	>	  (	>	.	  *	$	>	  (	9	@		  2		>	/	>	  	>	  8		>	!   	M	/	>	  	*	  	8	G	  8	M	5	/		  *	M	0	5	?	7	M		  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 N e m   t a l  l h a t    a   t e l e f o n h o z   t a r t o z    s z o l g  l t a t    n e v e .   S z e r e t n    k  z z e l   m e g a d n i ? 	 	 	 	 K a n   d e   o p e r a t o r   v a n   d e z e   t e l e f o o n   n i e t   v i n d e n .   W i l t   u   d e   n a a m   h a n d m a t i g   i n v o e r e n ? 	 	 	 N u m e l e   o p e r a t o r u l u i   n u   a   p u t u t   f i   g s i t    n   a c e s t   t e l e f o n .   D o r i ci   s   i n t r o d u c e ci   n u m e l e   m a n u a l ? 	 	 	               .         ? 	 	 /	>	  +	K	(	5	0	A	(	  	*	0	G		0		G	  (	>		5	  6	K	'	#	M	/	>	8	  	8	.	0	M	%	  $	A	.	M	9	>	2	>		 B'/1  (G  'A*F  F'E  '~1'*H1  '2  'F  *DAF  F3*.   E  .H'G/  "F  1'  /3*  H'1/  F/	 '3  AHF  3  "~1y1  '  F'E  F  -'5D  '  ,'3*'  !   '  "~  '3  E  /3*  7H1  ~1  'F/1',  1F'  '*      	           !           ? 	 									  			  					  				  					!   				  		  										  					  				  			? 	 
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7H-D%LD!H9I-	 T i p o   d e   n o m b r e   d e   a r c h i v o   i n c o r r e c t o 	 T y p e   d e   n o m   d e   f i c h i e r   i n c o r r e c t 	 F a l s c h e r   D a t e i n a m e n s t y p 	 525@=K9  B8?  8<5=8  D09;0	 T i p o   n o m e   f i l e   n o n   c o r r e t t o 	 FH9    '3E  'DEDA  :J1  5'D-	 T i p o   i n c o r r e c t o   d e   n o m e   d e   f i c h e i r o 	 H a t a l 1  d o s y a   a d 1  t  r    	 L o i   t  n   t p   l i 	 J e n i s   n a m a   f i l e   s a l a h 	 J e n i s   n a m a   f a i l   t i d a k   b e t u l 	 +	>		2	  (	>	.	  *	M	0		>	0	  	2	$		 	 	 	 H i b  s   f  j l n  v   t  p u s 	 	 	 	 O n j u i s t   t y p e   v a n   b e s t a n d s n a a m 	 	 	 T i p   n u m e   f i _i e r   i n c o r e c t 	 	 	         	 	 	B		@		>	  +	>		2	(	>		5	  *	M	0		>	0		 FH9  F'E  A'D  F'/13*  '3*	 A'&D  F'E    :D7  B3E	     	 			  							  				  							 +
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 S T R _ I D _ B R W _ B O O K M A R K S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   b o o k m a r k   l i s t 	 B o o k m a r k s 	 fd|	 fN~{	 8J!2#L	 M a r c a d o r e s 	 M a r q u e - p a g e s 	 L e s e z e i c h e n 	 0:;04:8	 S e g n a l i b r i 	 '4'1)  'DE1,9J)	 M a r c a d o r e s 	 Y e r   0m l e r i 	  n h   d u 	 B u k u   p e t u n j u k 	 P e n a n d a   b u k u 	 ,	A		.	>	0	M			 B o g m  r k e r 	 Z  l o ~k y 	 Z a k Ba d k i 	 K  n y v j e l z Qk 	 K i r j a n m e r k i t 	 B o k m e r k e r 	 Z  l o ~k y 	 B l a d w i j z e r s 	 B o k m  r k e n 	 O z n a k e 	 M a r c a j e 	 O z n a k e 	 	 	 B<5B:8	 ,	A		.	>	0	M			 E-D  '(  G'	 (  E'13	     	 													 
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	     	 A m a b h u k u m a k a 	 I i b h u k i m a k i 	 A l a m a 	 B o e k m e r k e 	 }y m e l s 	 G r m a t z +m e s 	 J  r j e h o i d j a d 	 7{avkwe	 	 M a r c a j e 	 ,
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 
 S T R _ I D _ B R W _ E D I T _ B O O K M A R K 	 O B I G O _ Q 0 5 A 	 T I T L E 	 T i t l e   s t r i n g   o f   e d i t   b o o k m a r k   s c r e e n 	 E d i t   b o o k m a r k 	 }/fd|	 fN~{	 AID8J!2#L	 E d i t a r   m a r c a d o r 	  d i t e r   l e   m a r q u e - p a g e 	 L e s e z e i c h e n   b e a r b e i t e n 	  540:B.   70:;04:C  	 M o d i f i c a   s e g n a l i b r o 	 *9/JD  '4'1)  'DE1,9J)	 E d i t a r   m a r c a d o r 	 D  z e n l e   Y e r   0m l e r i 	 S a    n h   d u 	 U b a h   b u k u   p e t u n j u k 	 E d i t   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  8		*	>	&	(		 R e d i g  r   B o g m  r k e r 	 U p r a v i t   z  l o ~k u 	 E d y t u j   z a k Ba d k 	 K  n y v j e l z Q  s z e r k e s z t  s e 	 M u o k k a a   k i r j a n m e r k k e j  	 E n d r e   b o k m e r k e 	 U p r a v i e  z  l o ~k u 	 B l a d w i j z e r   b e w e r k e n 	  n d r a   b o k m  r k e 	 U r e i v a n j e   o z n a k e 	 E d i t a r e   m a r c a j 	 U r e d i   O z n a k e 	   	   	  540:B8@09  B<5B:0	 ,	A		.	>	0	M		  8		*	>	&	?	$	  	0	>		 H1'4  E-D  '(	 (  E'1  'y  ,&	       	 								  						  				 
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	       	 H l e l a   i b h u k u m a k a 	 L u n g i s a   i b h u k i m a k i 	 H a r i r i   k i a l a m a 	 W y s i g   b o e k m e r k 	 R e d a g u o t i   ~y m e l 	 R e d i #t   g r m a t z +m i 	 R e d i g e e r i   j  r j e h o i d j a t 	 =tbacel  g{avkwh	     	 E d i t a r e   m a r c a j 	 
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 
 S T R _ I D _ B R W _ A D D _ B O O K M A R K 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 T i t l e   s t r i n g   o f   a d d   b o o k m a r k   s c r e e n 	 A d d   b o o k m a r k 	 ReQefd|	 mRefN~{	 @4H!8J!2#L	 A  a d i r   m a r c a d o r 	 A j o u t e r   l e   m a r q u e - p a g e 	 L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  70:;04:C  	 A g g i u n g i   s e g a n l i b r o 	 '6'A)  '4'1)  'DE1,9J)	 A d i c i o n a r   m a r c a d o r 	 E k l e   Y e r   0m l e r i 	 T h  m    n h   d u   m i 	 T a m b a h   B u k u   p e t u n j u k 	 T a m b a h   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  6	>	.	?	2	  	0	G			 T i l f  j   B o g m  r k e 	 P Yi d a t   z  l o ~k u 	 D o d a j   z a k Ba d k 	 K  n y v j e l z Q  h o z z  a d  s a 	 L i s     k i r j a n m e r k k i 	 L e g g   t i l   b o k m e r k e 	 P r i d a e  z  l o ~k u 	 B l a d w i j z e r   t o e v o e g e n 	 L  g g   t i l l   b o k m  r k e 	 D o d a j   o z n a k u 	 A d u g a r e   m a r c a j 	 D o d a j   O z n a k o 	   	   	 >1028  B<5B:0	 ,	A		.	>	0	M		  	K	!		 'A2H/F  E-D  '(	 (  E'1  ('&	       	 								  			  				 
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	     	 E n g e z a   i b h u k u m a k a 	 Y o n g e z a   i b h u k i m a k i 	 O n g e z a   k i a l a m a 	 V o e g   b o e k m e r k   b y 	 P r i d t i   ~y m e l 	 I e l i k t   g r m a t z +m i 	 L i s a   j  r j e h o i d j a 	 1~elavel  g{avkw	   	 A d u g a r e   m a r c a j 	 ,
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 
 S T R _ I D _ B R W _ R E C E N T _ P A G E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   r e c e n t   p a g e   l i s t 	 R e c e n t   p a g e s 	 }wkS	 QuSSU_	 +I2@#G'F  5I	 P  g i n a s   r e c i e n t e s 	 P a g e s   r  c e n t e s 	 K  r z l i c h e   S e i t e n 	 5402=85  AB@0=8FK  	 P a g i n e   r e c e n t i 	 'D5A-'*  'D'.J1)	 P  g i n a s   r e c e n t e s 	 e n   s o n   s a y f a 	 N h n g   t r a n g   g n    y 	 H a l a m a n   b a r u - b a r u   i n i 	 H a l a m a n   b a r u - b a r u   i n i 	 9	>	2	  	G	  *	C	7	M	 	  	 S i d s t e   S i d e r 	 P o s l e d n    s t r  n k y 	 O s t a t n i o   o t w i e r a n e   s t r o n y 	 L e g u t o l j  r a   m e g t e k i n t e t t   o l d a l a k 	 V i i m e i s e t   s i v u t 	 S i s t e   s i d e r 	 H i s t  r i a   s t r  n o k 	 R e c e n t e   p a g i n a ' s 	 S e n a s t b e s  k t a   s i d o r 	 P r e t h o d n e   s t r a n i c e 	 P a g i n i   r e c e n t e 	 Z a d n j e   S t r a n i 	   	   	 R e c e n t   P a g e s 	 8	'	M	/	>		@	  *	C	7	M	 		 5A-'*  '.1	 EH,H/  5A-'*	   	 										  											 (
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	   	 A m a k h a s i   a k a m u v a 	 A m a p h e p h a   a k u t s h a n j e 	 G o m b o   z a   h i v i   k a r i b u n i 	 O n l a n g s e   b l a d s y e 	 D a b a r t i n i a i   p u s l a p i a i 	 N e s e n s   l a p a s 	 H i l j u t i s e d   l e h e d 	 Ne{kv  dk~an  g{eh	   	 P a g i n i   r e c e n t e 	 
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 S T R _ I D _ B R W _ E N T E R _ A D D R E S S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   E n t e r   a d d r e s s   l i s t 	 I n p u t   a d d r e s s 	 8eQ0W@W	 eQ0W@W	 I-5H-"9H	 I n t r o d u c i r   d i r e c c i  n 	 E n t r e z   l ' a d r e s s e 	 A d r e s s e   e i n g e b e n 	 2548B5  04@5A  	 I m m e t t e r e   i n d i r i z z o 	 %/.'D  9FH'F	 I n t r o d u z i r   e n d e r e  o 	 G i r i _  a d r e s 	 N h p   a   c h   m n g 	 m a s u k k a n   a l a m a t 	 M a s u k k a n   a l a m a t 	 *	$	>	  *	M	0	5	?	7	M		  	0	G			 I n d t a s t   A d r e s s e 	 V l o ~i t   a d r e s u 	 W p r o w a d z   a d r e s 	 A d j a   m e g   a   c  m e t 	 S y  t    o s o i t e 	 F  r   i n n   a d r e s s e 	 V l o ~i e  a d r e s u 	 A d r e s   i n v o e r e n 	 M a t a   i n   a d r e s s 	 U p i ai t e   a d r e s u 	 I n t r o d u c e r e   a d r e s 	 V n e s i   N a s l o v 	   	   	 J2548  4@5A	 *	$	M	$	>	  			0	  	0	>		 H1H/  F4'F	 ~*  /'.D  ,&	   	 						  						  					 *
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 S T R _ I D _ B R W _ S E T _ A S _ H O M E P A G E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T ,   P O P U P C O N F I R M 	 O p t i o n   t o   s e t   t h e   s e l e c t e d   U R L   a s   a   b r o w s e r   h o m e p a g e 	 S e t   a s   H o m e p a g e 	 -[b	 :N;Nu	 1I@GB.!@	 E s t a b l e c e r   c o m o   P  g i n a   d e   i n i c i o 	 C h o i s i r   c o m m e   p a g e   d ' a c c u e i l 	 A l s   H o m e p a g e   e i n s t e l l e n 	 #AB0=>28BL  :0:  4><0H=NN  AB@0=8FC	 I m p o s t a   c o m e   p a g i n a   p r i n c i p a l e 	 6(7  ('D5A-)  'D1&J3J)	 D e f i n i r   c o m o   p  g i n a   i n i c i a l 	 s e c   y a   a n a 	 t   t h  n h   t r a n g   c h 	 A t u r   s e b a g a i   h a l a m a n   r u m a h 	 S e t k a n   s e b a g a i   h a l a m a n   u t a m a 	 .	A		M	/	  *	C	7	M	 	  (	?	/	$	  	0	G			 I n d s t i l   s o m   h j e m m e s i d e 	 N a s t a v i t   j a k o   d o m o v s k o u   s t r  n k u 	 U s t a w   j a k o   s t r o n e   d o m o w 	 B e  l l  t  s   k e z d Ql a p k  n t 	 A s e t a   k o t i s i v u k s i 	 S e t t   s o m   h j e m m e s i d e 	 U l o ~i e  a k o   d o m o v s k    s t r  n k u 	 A l s   h o m e p a g e   i n s t e l l e n 	 A n v  n d   s o m   h e m s i d a 	 P o s t a v i   k a o   o s n o v n u   s t r a n i c u 	 S t a b i l i r e   c a   p a g i n   d e   p o r n i r e 	 N a s t a v i   k o t   d o m a 
o   s t r a n 	       	     	 0AB@>9  :0B>  0G0;=0  AB@0=8F0	 9	K	.	*	G		  .	'	B	(	  8	G		  	0	>		 *F8E  (9FH'F  5A-G  '5D	 HE  ~,    71-  3y  ,&	     	 						  						  			  				 
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 
 S T R _ I D _ B R W _ T I T L E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   f o r   n e w   b o o k m a r k   n a m e   f i e l d 	 T i t l e 	 jL	 h	 
7H-	 T  t u l o 	 T i t r e 	 T i t e l 	 03>;>2>:	 T i t o l o 	 'D9FH'F	 T  t u l o 	 B a _l 11	 T i  u   	 J u d u l 	 T a j u k 	 6	@	0	M	7			 T i t e l 	 N  z e v 	 T y t u B	 C  m 	 O t s i k k o 	 N a v n 	 T i t u l 	 T i t e l 	 T i t e l 	 N a s l o v 	 T i t l u 	 N a s l o v : 	 	 	 03;0285	 6	@	0	M	7			 9FH'F	 DB(	 	 								 5
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 S T R _ I D _ B R W _ B R O W S E R _ O P T I O N S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   b r o w s e r   o p t i o n s   s c r e e n 	 B r o w s e r   o p t i o n s 	 px	 Omȉ	y	 1'@%7-@#2@-#L	 O p c i o n e s   d e l   e x p l o r a d o r 	 O p t i o n s   d u   n a v i g a t e u r 	 B r o w s e r - O p t i o n e n 	 ?F88  1@0C75@0	 O p z i o n i   b r o w s e r 	 *5A-  'D.J'1'*	 O p   e s   d o   b r o w s e r 	 i n c e l e y i c i   S e  e n e k l e r i 	 C h n   d u y t 	 O p s i   b r o w s e r 	 O p s y e n   p e n y e m a k   i m b a s 	 ,	M	0	>				<	0	  5	?		2	M	*		 B r o w s e r   I n d s t i l l i n g e r 	 V o l b y   p r o h l  ~e 
e 	 O p c j e   w y b i e r a n i a 	 B  n g  s z Q  b e  l l  t  s a i 	 S e l a i n a s e t u k s e t 	 N e t t l e s e r v a l g 	 V o >b y   p r e h l i a d a 
a 	 B r o w s e r o p t i e s 	 B l  d d r a   i   a l t e r n a t i v 	 O p c i j e   p r e g l e d n i k a 	 O p ci u n i   b r o w s e r 	 P r e i s k o v a l n e   M o ~n o s t i 	   	   	 ?F88  @0C7J@	 ,	M	0	>				0	  *	0	M	/	>	/		 2FG  G'  E1H11	 (1'$21  '.*'1	     	 								  									 ,
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 
 S T R _ I D _ B R W _ C L E A R _ C A C H E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T ,   P O P U P C O N F I R M 	 O p t i o n   t o   c l e a r   c a c h e 	 C l e a r   c a c h e 	 nzz}X[	 nzzX[	 %I2A
	 B o r r a r   c a c h  	 E f f a c e r   l e   c a c h e 	 C a c h e   l  s c h e n 	 G8AB8BL  :MH- ?0<OBL	 C a n c e l l a   c a c h e 	 E3-  -A8  'DE$B*	 L i m p a r   c a c h e 	 b o _a l t    n b e l l e k 	 X  a   t m   l u 	 B e r s i h k a n   c a c h e 	 K o s o n g k a n   c a c h e 	 	G	6	G	  9		>			          	 R y d   C a c h e 	 S m a z a t   r y c h l o u   v y r o v n  v a c    p a m e  ( c a c h e ) 	 W y c z y [  b u f o r   p o d r c z n y 	 G y o r s  t  t  r    r  t  s e 	 P y y h i   v  l i m u i s t i 	 T  m   h u r t i g m i n n e 	 V y m a z a e  C a c h e 	 C a c h e   l e e g m a k e n 	 R e n s a   C a c h e 	 I s p r a z n i   c a c h e 	 ^t e r g e r e   m e m o r i e   c a c h e 	 O 
i s t i   S k r i v a l i a
e 	   C a c h e 	     	 7G8AB8  5H	   	G		  *	A	8	B	(	  	>		>		 ~'  1/F  -'A8G  +'(*	 4  5'A  ,&	       	 					  								  				 8
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	 M2?/0M  M/>7G	 G8AB8B8  :5H	 


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	     	 S u l a   i - c a c h e 	 C o c a   i n d a w o   y o k u b e k a 	 T a n d u a   k a s h e 	 W i s   c a c h e 	 I av a l y t i   t a l p y k l 	 N o t +r +t   k e aa t m i Fu 	 T  h j e n d a   v a h e m  l u 	 Dael  oew- pkwxrxiuxvh	   	 ^t e r g e r e   m e m o r i e   c a c h e 	 
>
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 
 S T R _ I D _ B R W _ T R U S T E D _ C E R T I F I C A T E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   t r u s t e d   c e r t i f i c a t e s   l i s t 	 T r u s t e d   c e r t i f i c a t e s 	 ONaI	 ONfN	 C#1#-5HD'IC	 C e r t i f i c a d o s   d e   c o n f i a n z a 	 C e r t i f i c a t s   s  r s 	 V e r t r a u t e   Z e r t i f i k a t e 	 @>25@5==K5  A5@B8D8:0BK	 C e r t i f i c a t i   a f f i d a b i l i 	 4G'/)  'DEH+HB)	 C e r t i f i c a d o s   a s s i n a d o s 	 t r u s t   Y e t k i l e r 	 C h n g   n h n   x  c   t h c 	 S e r t i f i k a t 	 S i j i l   d i p e r c a y a i 	 5	?	6	M	5	>	8	M	$	  *	M	0	.	>	#	*	$	M	0		 B e t r o e d e   C e r t i f i k a t e r 	 D ov r y h o d n    c e r t i f i k  t y 	 Z a u f a n e   c e r t y f i k a t y 	 M e g b  z h a t    h i t e l e s  t  s e k 	 L u o t e t u t   s e r t i f i k a a t i t 	 T i l t r o d d e   s e r t i f i k a t e r 	 D  v e r y h o d n    c e r t i f i k  t y 	 V e r t r o u w d e   c e r t i f i c a t e n 	 P  l i t l i g a   c e r t i f i k a t 	 C e r t i f i k a t i   o d   p o v j e r e n j a 	 C e r t i f i c a t e   a c r e d i t a t e 	 Z a u p l j i v i   C e t r i f i k a t i 	   	   	 @>25@5=8  !5@B8D8:B8	 .	>	(	M	/	$	>	*	M	0	>	$	  *	M	0	.	>	#	*	$	M	0		 H'GF'EG  G'  E7E&F	 E9*E/  31y  Ay  	   	 											  															 5
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	   	 I z i t i f i k e t i   e z i t h e n j i w e 	 I z a t i f i k e t i   e z i t h e m b a k e l e y o 	 V y e t i   v i n a v y o a m i n i k a 	 V e r t r o u d e   s e r t i f i k a t e 	 P a t i k i m i   s e r t i f i k a t a i 	 U z t i c a m i   s e r t i f i k t i 	 U s a l d u s v   r s e d   s e r t i f i k a a d i d 	 N}ap~an  ~oauaoavve	   	 C e r t i f i c a t e   a c r e d i t a t e 	 5
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 
 S T R _ I D _ B R W _ A C T I V A T E _ P R O F I L E 	 O B I G O _ Q 0 5 A 	 T I T L E 	 B u s y   s c r e e n   t i t l e   f o r   a c t i v a t i n g   a   p r o f i l e 	 A c t i v a t e   a c c o u n t 	 _UR3^6b	 /TR^7b	 @4C
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	   	 C u p h a   i - a k h a w u n t i 	 I - a k h a w u n t i   e s e b a n z a y o 	 A m i l i s h a   a k a u n t i 	 A k t i v e e r   r e k e n i n g 	 S u a k t y v i n t i   s s k a i t 	 A k t i v t   k o n t u 	 A k t i v e e r i   k o n t o 	 1ok~avel  pawk~h	   	 A c t i v a r e   c o n t 	 
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 
 S T R _ I D _ B R W _ T I M E O U T 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   f o r   b r o w s e r   t i m e o u t   v a l u e 	 T i m e o u t 	 I{_Bf	 I{_e	 +!@'%2	 T i e m p o   v e n c i d o 	 P a u s e 	 A u s z e i t 	 @5<O  >6840=8O	 T e m p o   s c a d u t o 	 'DHB*  .1H,	 E x p i r o u 	 s a a t 	 T h i   g i a n   i 	 W a k t u   H a b i s 	 M a s a   t a m a t 	 8	.	/	  8	.	>	*	M	$		 T i m e o u t 	 P Ye k r o 
e n    
a s o v  h o   l i m i t u 	 P r z e r w a 	 I d Qt  l l  p  s 	 A i k a k a t k a i s u 	 T i d s a v b r u d d 	 a s o v    l i m i t 	 T i m e o u t 	 T i m e o u t 	 I s t e k   v r e m e n a 	 T i m p u l   a   e x p i r a t 	 Z a s t o j 	   	   	 0C70	 	>		.						 HBAG	 y'&E  "$y	   	 			  				 8
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 
 S T R _ I D _ B R W _ S H O W _ I M A G E S 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   t o   e n a b l e / d i s a b l e   i m a g e s   o n   t h e   r e n d e r e d   p a g e 	 S h o w   p i c t u r e s 	 o:yWGr	 >f:yVGr	 A*#9 2	 M o s t r a r   i m  g e n e s 	 M o n t r e r   d e s   i m a g e s 	 B i l d e r   a n z e i g e n 	 >:07  87>1@065=89	 M o s t r a   i m m a g i n i 	 916  'D5H1	 M o s t r a r   i m a g e n s 	 G  s t e r   g  r  n t  	 H i n   t h   t r a n h 	 t a m p i l k a n   g a m b a r 	 T u n j u k k a n   g a m b a r 	 	?	$	M	0	  &	?		>				 V i s   B i l l e d e r 	 U k a ~  o b r a z y 	 P o k a |  o b r a z k i 	 K  p e k   m e g j e l e n  t  s e 	 N  y t    k u v a t 	 V i s   b i l d e r 	 U k  z a e  o b r a z y 	 F o t o ' s   t o n e n 	 V i s a   b i l d e r 	 P r i k a ~i   s l i k e 	 A f i _a r e   i m a g i n i 	 P o k a ~i   S l i k e 	   	   	 >:068  7>1@065=8O	 	.	G		  &	>		5	>		 FE'4  *5'H1	 'E,  /'&	   	 							  						 *
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 
 S T R _ I D _ B R W _ D E L E T E _ B O O K M A R K 	 O B I G O _ Q 0 5 A 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   m e s s a g e   f o r   d e l e t i n g   a   b o o k m a r k 	 D e l e t e   b o o k m a r k ? 	 *Rdfd|	  RdfN~{	 %8J!2#L? 	  B o r r a r   m a r c a d o r ? 	 S u p p r i m e r   l e   s i g n e t  ? 	 L e s e z e i c h e n   l  s c h e n ? 	 #40;8BL  70:;04:C? 	 E l i m i n a r e   s e g n a l i b r o ? 	 E3-  '4'1)  'DE1,9J)	 E l i m i n a r   m a r c a d o r ? 	 Y e r   i m i   s i l i n s i n   m i ? 	 X  a    n h   d u 	 H a p u s   p e n a n d a ? 	 H a p u s   p e n a n d a   b u k u ? 	 ,	A		.	>	0	M		  9		>			? 	 	 	 	 T  r l i   a   k  n y v j e l z Qt ? 	 	 	 	 B l a d w i j z e r   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   m a r c a j u l ? 	 	 	   ? 	 	 ,	A		.	>	0	M		  *	A	8	B	(	  	>		>	  	 E-D  '(  -0A  4H/	 (  E'1  Ey'&	       	 								  				  							? 	 
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	     	 G c i n a   i b h u k u m a k a 	 G c i n a   i b h u k i m a k i 	 H i f a d h i   k i a l a m a 	 B e r g   b o e k m e r k 	 .r a ay t i   ~y m e l 	 S a g l a b t   g r m a t z +m i 	 S a l v e s t a   j  r j e h o i d j a 	 Japzavel  g{avkwh	   	 S a l v a r e   m a r c a j 	 ,
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 S T R _ I D _ B R W _ C O N T E N T _ S I Z E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   f o r   p a g e   o b j e c t   s i z e 	 S i z e 	 'Y\	 'Y\	 2	 T a m a  o 	 T a i l l e 	 G r   e 	  07<5@	 D i m e n s i o n e 	 -,E	 T a m a n h o 	 B o y u t   	 C   t p 	 U k u r a n 	 S a i z 	 		>	0		 	 	 	 M  r e t 	 	 	 	 G r o o t t e 	 	 	 D i m e n s i u n e 	 	 	 	 	 		>	0		 'F/'2G	 3'&2	 	 					 
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 S T R _ I D _ B R W _ B Y T E S 	 O B I G O _ Q 0 5 A 	 U N L I M 	 S t r i n g   t o   d i s p l a y   o b j e c t   s i z e   i n   b y t e s .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 b y t e s 	 MOCQD}	 W[	 B y t e s 	 b y t e s 	 o c t e t s 	 B y t e 	 109B	 b y t e 	 ('J*	 b y t e s 	 b a y t   	 B y t e s 	 b y t e 	 b a i t 	 ,	>			M	8		 	 	 	 b  j t 	 	 	 	 b y t e s 	 	 	 o c t e ci 	 	 	 	 	 B y t e s 	 ('*	 B y t e s 	 B y t e s 	 					 ,
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	   	 a m a - b y t e s 	 I b y t e s 	 b a i t i 	 g r e p e 	 b a i t a i 	 b a i t i 	 b a i t i 	 baui	 	 o c t e ci 	 ,
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I2	 E l   s e r v i c i o   d e   I n t e r n e t     n o   e s t    l i s t o 	 W A P   p a s   e n c o r e   p r  t 	 I n t e r n e t d i e n s t   n i c h t   b e r e i t 	 W A P   =5  3>B>2	 W A P   n o n   p r o n t o 	 ./E)  'D%F*1F*  :J1  ,'G2)	 S e r v i  o   d e   I n t e r n e t   n  o   p r e p a r a d o 	 0n t e r n e t   h i z m e t i   h a z 1r   d e i l 	 D c h   v   I n t e r n e t   c h a   s n   s  n g 	 L a y a n a n   I n t e r n e t   b e l u m   s i a p 	 P e r k h i d m a t a n   I n t e r n e t   b e l u m   s e d i a 	 W A P   $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A z   i n t e r n e t - s z o l g  l t a t  s   n e m    z e m k  s z 	 	 	 	 I n t e r n e t s e r v i c e   n i e t   g e r e e d 	 	 	 S e r v i c i u l   I n t e r n e t   n u   e s t e   p r e g t i t 	 	 	       	 	 5	G	*	  $	/	>	0	  (	>	9	@		 31H3  'F*1F*  "E'/G  F3*	 H~  *'1  F	       	 									  							  								  			 5
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	 W A P   	 I - W A P   a y i k a l u n g i 	 I - W A P   a y i k a l u n g e l i 	 W A P   h a i k o   t a y a r i 	 I n t e r n e t d i e n s   n i e   g e r e e d   n i e 	 W A P   n e p a r e n g t a s 	 W A P   n a v   g a t a v s 	 W A P   p o l e   v a l m i s 	 W A P - h  zaa}  yg	 W A P       	 W A P   n u   e s t e   p r e g t i t 	 W A P   $
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	 W A P   *M08M$A$  (A9G	 W A P   n u k   e s h t e   g a t i 	 W A P   				  				 	 	 	 	 	 	 	 S e r v i  o   d e   i n t e r n e t   n  o   e s t    p r o n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E N T E R _ N S S P _ M S G 	 S I M - M E - L o c k 	 C 1 1 1 _ 1 	 R e q u e s t   f o r   p a s s w o r d   t o   u n l o c k   N S - S P   p e r s o n a l i z a t i o n 	 I n p u t   N S - S P   c o d e 	 8eQN S - S P x	 eQN S - S P x	 I-#+1*  N S - S P 	 I n t r o d u c i r   c  d i g o   N S - S P : 	 E n t r e r   l e   c o d e   N S - S P   : 	 N S - S P - C o d e   e i n g e b e n 	 2548B5  :>4  N S - S P : 	 I n s e r i r e   c o d i c e   N S - S P 	 #/.D  1E2  N S - S P : 	 I n t r o d u z i r   c  d i g o   N S - S P 	 N S - S P   k o d u n u   g i r :     	 N h p   m      N S - S P 	 M a s u k k a n   k o d e   N S - S P 	 M a s u k k a n   k o d   N S - S P : 	   N S - S P   	K	!	    &	0	M		<	  	0	G		: 	 	 	 	 N S - S P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   N S - S P - c o d e 	 	 	 I n t r o d u c e ci   c o d u l   N S - S P : 	 	 	     N S - S P 	 	 	(		8	- 	8	*	@	  	K	!	  *	M	0	5	?	7	M		  	0	>		 H'1/  1/F  1E2  N S - S P 	   ,&N S - S P   C o d e   /'.D: 	 -         	 				- 				  			  						  					 
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  



  


: 	   -       : 	 E n t e r   N S - S P   c o d e : 	 E n t e r   N S - S P   c o d e : 	 E n t e r   N S - S P   c o d e : 	 T i k   N S - S P - k o d e   i n : 	 E n t e r   N S - S P   c o d e : 	 E n t e r   N S - S P   c o d e : 	 E n t e r   N S - S P   c o d e : 	 E n t e r   N S - S P   c o d e : 	 E n t e r   N S - S P   c o d e : 	 E n t e r   N S - S P   c o d e : 	 
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	 (*A  N S - S P   K!	 K o d i   I   h y r j e s   N S - S P 	 N S - S P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   N S - S P   	 	 	 	 	 	 	 	 S a r t u   N S - S P   k o d e a 	 I p a s o k   a n g   N S - S P   c o d e 	 I n s e r i r   c  d i g o   N S - S P 	 T i n y e   N S - P S   k o o d u 	 I o n t r  i l   c  d   N S - S P 
 
 S T R _ E N T E R _ S I M C _ M S G 	 S I M - M E - L o c k 	 C 1 1 1 _ 1 	 R e q u e s t   f o r   p a s s w o r d   t o   u n l o c k   S I M - C   p e r s o n a l i z a t i o n 	 I n p u t   S I M - C   c o d e 	 8eQS I M - C x	 eQS I M - C x	 I-#+1*  S I M - C 	 I n t r o d u c i r   c  d i g o   S I M - C : 	 E n t r e r   l e   c o d e   S I M - C   : 	 S I M - C - C o d e   e i n g e b e n 	 2548B5  :>4  S I M - C : 	 I n s e r i r e   c o d i c e   S I M - C 	 #/.D  1E2S I M - C : 	 I n t r o d u z i r   c  d i g o   S I M - C 	 S I M - C   k o d u n u   g i r :   	 N h p   m    S I M - C 	 M a s u k k a n   k o d e   S I M - C 	 M a s u k k a n   k o d   S I M - C : 	   S I M - C   	K	!	    &	0	M		<	  	0	G		: 	 	 	 	 S I M - C   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   S I M - C - c o d e 	 	 	 I n t r o d u c e ci   c o d u l   S I M - C : 	 	 	     S I M - C 	 	 8	?	.	- 8	@	  	K	!	  *	M	0	5	?	7	M		  	0	>		 H'1/  1/F  1E2  S I M - C 	 ,&S I M - C   C o d e   /'.D    : 	 -         	 			- 		  			  						  					 8
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  



  


: 	 -     : 	 E n t e r   S I M - C   c o d e : 	 E n t e r   S I M - C   c o d e : 	 E n t e r   S I M - C   c o d e : 	 T i k   S I M - C - k o d e   i n : 	 E n t e r   S I M - C   c o d e : 	 E n t e r   S I M - C   c o d e : 	 E n t e r   S I M - C   c o d e : 	 E n t e r   S I M - C   c o d e : 	 E n t e r   S I M - C   c o d e : 	 E n t e r   S I M - C   c o d e : 	 
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 
 S T R _ W R O N G _ N S S P _ M S G 	 S I M - M E - L o c k 	 P O P U P 	 E r r o r   p a s s w o r d   o f   N S - S P   p e r s o n a l i z a t i o n 	 W r o n g   N S - S P   c o d e 	 /N S - S P x	 N S - S P x	 #+1*  N S - S P   4	 C  d i g o   N S - S P   e r r  n e o 	 C o d e   N S - S P   i n c o r r e c t 	 F a l s c h e r   N S - S P - C o d e 	 525@=K9  :>4  N S - S P 	 C o d i c e   N S - S P   e r r a t o 	 .7#  AJ  1E2  N S - S P 	 C  d i g o   N S - S P   e r r a d o 	 H a t a l 1  N S - S P   k o d u 	 M    N S - S P   l i 	 K o d e   N S - S P   s a l a h 	 K o d   N S - S P   s a l a h 	 	2	$	    N S - S P   	K	!		 	 	 	 H i b  s   N S - S P   k  d 	 	 	 	 V e r k e e r d e   N S - S P - c o d e 	 	 	 C o d   N S - S P   i n c o r e c t : 	 	 	   N S - S P     	 	 	A		@		>	  	(	- 	8	*	@	  	K	!	! 	 1E2  N S - S P   '4*('G  '3*	 N S - S P   C o d e   :D7  ! 	   -   ! 	 			  				- 				  				 
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  N S - S P   


	       -     	 I k h o d i   y e - N S - S P   e n g a l u n g i l e 	 I k h o w u d i   y e N S - S P   e n g a c h a n e k a n g a 	 M s i m b o   m b a y a   w a   N S - S P : 	 V e r k e e r d e   N S - S P - k o d e 	 K l a i d i n g a s   N S - S P   k o d a s 	 N e p a r e i z s   N S - S P   k o d s : 	 S o b i m a t u   N S - S P   k o o d : 	 Mmal  N S - S P   nanoack	   N S - S P   	 C o d   N S - S P   i n c o r e c t 	 N S - S P   
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 
 S T R _ W R O N G _ S I M C _ M S G 	 S I M - M E - L o c k 	 P O P U P 	 E r r o r   p a s s w o r d   o f   S I M - C   p e r s o n a l i z a t i o n 	 W r o n g   S I M - C   c o d e 	 /S I M - C x	 S I M - C x	 #+1*  S I M - C   4	 C  d i g o   S I M - C   e r r  n e o 	 C o d e   S I M - C   i n c o r r e c t 	 F a l s c h e r   S I M - C - C o d e 	 525@=K9  :>4  S I M - C 	 C o d i c e   S I M - C   e r r a t o 	 .7#  AJ  1E2  S I M - C 	 C  d i g o   S I M - C   e r r a d o 	 H a t a l 1  S I M - C   k o d u 	 M    S I M - C   l i 	 K o d e   S I M - C   s a l a h 	 K o d   S I M - C   s a l a h 	 	2	$	    S I M - C   	K	!		 	 	 	 H i b  s   S I M - C   k  d 	 	 	 	 V e r k e e r d e   S I M - C - c o d e 	 	 	 C o d   S I M - C   i n c o r e c t : 	 	 	   S I M - C     	 	 	A		@		>	  8	@	.	- 8	@	  	K	!	! 	 1E2    S I M - C   '4*('G  '3*	 S I M - C   C o d e   :D7  ! 	   -   ! 	 			  			- 		  				 
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  S I M - C   


	   -   	 I k h o d i   y e - S I M - C   e n g a l u n g i l e 	 I k h o w u d i   y e S I M - C   e n g a c h a n e k a n g a 	 M s i m b o   m b a y a   w a   S I M - C 	 V e r k e e r d e   S I M - C - k o d e 	 K l a i d i n g a s   S I M - C   k o d a s 	 N e p a r e i z s   S I M - C   k o d s : 	 S o b i m a t u   S I M - C   k o o d : 	 Mmal  S I M - C   nanoack	   S I M - C   	 C o d   S I M - C   i n c o r e c t 	 S I M - C   
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 
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	   -     	 I - N S - S P   p e r s o n a l i z a t i o n 	 U s h i c i l e l o - g a m a     l w e N S - S P 	 U b i n a f s i s h a j i   N S - S P 	 N S - S P - v e r p e r s o o n l i k i n g 	 N S - S P   i n d i v i d u a l i z a v i m a s 	 N S - S P   p e r s o n a l i z c i j a 	 N S - S P   k o h a n d a m i n e 	 N S - S P   avpaaoavaxt	 N S - S P   	 P e r s o n a l i z a r e   N S - S P 	 N S - S P   5
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 
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I2	 E s t a   c a t e g o r  a   e s t    d e s a c t i v a d a 	 C a t  g o r i e   d  s a c t i v  e 	 D i e s e   K a t e g o r i e   i s t   d e a k t i v i e r t 	 0==0O  :0B53>@8O  4570:B828@>20=0	 Q u e s t a   c a t e g o r i a      d i s a t t i v a t a 	 G0'  'DFH9  E:DB	 C a t e g o r i a   d e s a c t i v a d a 	 K a t e g o r i   d e v r e   d 1_1  b 1r a k 1l d 1	 H n g   m c   n  y       n g 	 K a t e g o r i   i n i   d i n o n a k t i f k a n 	 K a t e g o r i   d i n y a h a k t i f k a n 	 /	9	  6	M	0	G	#	@	  (	?	7	M		M	0	?	/	  	@	  		  9	H		 	 	 	 A   k a t e g  r i a   l e   v a n   t i l t v a 	 	 	 	 D e z e   c a t e g o r i e   i s   n i e t   g e a c t i v e e r d 	 	 	 A c e a s t   c a t e g o r i e   e s t e   d e z a c t i v a t 	 	 	       	 	 	 'F  1HG  :1  A9'D  4/G  '3*	 	 	 		  								  			  			 	 	 	 	 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 H i e r d i e   k a t e g o r i e   i s   g e d e a k t i v e e r 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 T h i s   c a t e g o r y   i s   d e a c t i v a t e d 	 
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 
 S T R _ I D _ S M L _ A U T O L O C K E D 	 S I M - M E - L o c k 	 P O P U P 	 T h i s   S I M   c a r d   i s   a u t o   l o c k e d 	 T h i s   S I M   i s   a u t o   l o c k e d 	 ]R
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N	 4!5I9%G--1B!14	 E l   S I M   s e   h a   b l o q u e a d o   a u t o m  t i c a m e n t e 	 C e t t e   S I M   e s t   a u t o m a t i q u e m e n t   v e r r o u i l l  e 	 D i e s e s   S I M   i s t   a u t o m .   g e s p e r r t 	 -B0  S I M - :0@B0  701;>:8@>20=0  02B><0B8G5A:8	 Q u e s t a   s i m      b l o c c a t a   a u t o m a t i c a m e n t e 	 E:DB	 E s t e   S I M   e s t    a u t o - b l o q u e a d o 	 B u   S I M   o t o m a t i k   o l a r a k   k i l i t l i   	    t   n g   k h  a 	 S I M   i n i   t e r k u n c i   o t o m a t i s 	 S I M   i n i   d i k u n c i   a u t o m a t i k 	 /	9	  8	?	.	  8	M	5	$		  2	I		  9	H		 	 	 	 A   S I M   a u t o .   z  r o l t    l l a p o t b a n   v a n 	 	 	 	 D e z e   S I M   i s   a u t o m a t i s c h   g e b l o k k e e r d 	 	 	 A c e a s t   c a r t e l   S I M   e s t e   b l o c a t   a u t o m a t 	 	 	 S I M       ' 	 	 9	>	  8	?	.	  		K	  2	I		M	!	  	9	G	! 	 'F  S I M   (G  7H1  .H/'1  BAD  4/G  '3*	   "yH  D'    S I M   	       ! 	 		  					  														  								  			  						 
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 
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N1Y%	 %G--1B!14D!HDI	 E l   b l o q u e o   a u t o m  t i c o   f a l l  	 V e r r o u i l l a g e   a u t o   a    c h o u  	 A u t o m .   S p e r r e   f e h l g e s c h l a g e n 	 !1>9  02B><0B8G5A:>9  1;>:8@>2:8	 B l o c c o   a u t o m a t i c o   f a l l i t o 	 A4D  AJ  'D':D'B	 A u t o - b l o q u e i o   f a l h o u 	 O t o m a t i k   k i l i t   b a _a r 1s 1z 	 T   n g   k h  a   t h t   b i 	 P e n g u n c i a n   o t o m a t i s   g a g a l 	 K u n c i   a u t o m a t i k   g a g a l 	 8	M	5	$		  2	I		  	8	+	2		 	 	 	 S i k e r t e l e n   a u t o .   z  r o l  s 	 	 	 	 A u t o m a t i s c h   b l o k k e r e n   m i s l u k t 	 	 	 B l o c a r e a   a u t o m a t   n u   a   r e u _i t 	 	 	   '   	 	 		K	  2	I		  .	'	G	  	*	/	6	! 	 BAD  .H/'1  'F,'E  F4/	 ! .H/  (.H/  D'  F''E  H'  	     ! 	 										  								  				  						 

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 
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 
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	     	 I r i n g i t h o n i   y e n d i k i m b a 	 I s i k h a l o   s e t h o w n i   s o m x h o l o 	 T o n i   y a   k u i t a   y a   m a n d h a r i 	 T e m a - l u i t o o n 	 S k a m b e s i o   t o n o   t e m a 	 T m a s   z v a n a   m e l o d i j a 	 T e e m a   h e l i n 	 9atauk  yavyk  teredk	     	 T e m   s o n e r i e 	 $
@
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 	 %?.  0?MK(	 T i n g u l l i   I   z i l e s   s e   t e m e s 	 										  					' 		 	 	 	 	 	 	 	 T o q u e   d e   t e m a 
 
 S T R _ I D _ D I S P C H A R _ T H E M E _ W A L L P A P E R 	 S e t t i n g 	 H I N T ,   T W O S T A T E ,   C 1 3 0 _ 1 	 T h e m e   I m a g e 	 T h e m e   p i c t u r e 	 ;NLWGr	 ;NVGr	 #9 25!	 I m a g e n   t e m  t i c a 	 I m a g e   d u   t h  m e 	 T h e m e n b i l d 	 >;L7>20B5;LA:85	 I m m a g i n e   d e l   t e m a 	 5H1)  'DEH6H9	 I m a g e m   d e   t e m a 	 T e m a l 1  r e s i m   	 n h   c h   	 G a m b a r   t e m a 	 G a m b a r   t e m a 	 %	@	.	    *	?		M		0		 	 	 	 T  m a   k  p 	 	 	 	 T h e m a   a f b e e l d i n g 	 	 	 I m a g i n e   t e m 	 	 	     	 	 %	?	.	  	?	$	M	0		 *5H1  E6EHF	 *E  'E,	   	 			  					 5
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  




	   	 I s i t h o m b e   s e n d i k i m b a 	 U m f a n e k i s o   w o m x h o l o 	 P i c h a   y a   m a n d h a r i 	 T e m a - f o t o 	 P a v e i k s l l i o   t e m a 	 T m a s   a t t l s 	 T e e m a   p i l t 	 9etauk  voa	   	 T e m   i m a g i n e 	 $
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	 %?.  ,?	 F o t o j a   e   t e m e s 	 									  						 	 	 	 	 	 	 	 I m a g e m   d e   t e m a 
 
 S T R _ I D _ D I S P C H A R _ T H E M E _ S C R E E N S A V E R 	 S e t t i n g 	 H I N T ,   T W O S T A T E ,   C 1 3 0 _ 1 	 T h e m e   I m a g e 	 T h e m e   p i c t u r e 	 ;NLWGr	 ;NVGr	 #9 25!	 I m a g e n   t e m  t i c a 	 I m a g e   d u   t h  m e 	 T h e m e n b i l d 	 7>1@065=85  87  B5<K	 I m m a g i n e   d e l   t e m a 	 5H1)  'DEH6H9	 I m a g e m   d e   t e m a 	 T e m a l 1  r e s i m   	 n h   c h   	 G a m b a r   t e m a 	 G a m b a r   t e m a 	 %	@	.	    *	?		M		0		 	 	 	 T  m a   k  p 	 	 	 	 T h e m a   a f b e e l d i n g 	 	 	 I m a g i n e   t e m 	 	 	     	 	 %	?	.	  	?	$	M	0		 F5H1  E6EHF	 *E  'E,	   	 			  					 5
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  




	   	 I s i t h o m b e   s e n d i k i m b a 	 U m f a n e k i s o   w o m x h o l o 	 P i c h a   y a   m a n d h a r i 	 T e m a - f o t o 	 P a v e i k s l l i o   t e m a 	 T m a s   a t t l s 	 T e e m a   p i l t 	 9etauk  voa	   	 T e m   i m a g i n e 	 $
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 
 S T R _ I D _ S Y N C _ M E N U 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 S y n c h r o n i z e 	 S y n c h r o n i z a t i o n 	 Tek	 Tek	 2#4B#DL	 S i n c r o n i z a c i  n   	 S y n c h r o n i s a t i o n 	 S y n c h r o n i s a t i o n 	 !8=E@>=870F8O	 S i n c r o n i z z a z i o n e 	 *4:JD  E*2'EF)	 S i n c r o n i z a   o 	 S e n k r o n i z a s y o n   	 n g   b 	 S i n k r o n i s a s i 	 P e n y e g e r a k a n 	 8	?			M	0	K	(	>			G	6	(		 	 	 	 S z i n k r o n i z  c i  	 	 	 	 S y n c h r o n i s e r e n 	 	 	 S i n c r o n i z a r e 	 	 	 	 	 8	?			M	0	K	(	>			G	6	(		 GE'E  3'2	 E  "F	 	 															 8
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	 	 S y n c h r o n i z a t i o n 	 S y n c h r o n i z a t i o n 	 S y n c h r o n i z a t i o n 	 S i n c h r o n i s e r i n g 	 S y n c h r o n i z a t i o n 	 S y n c h r o n i z a t i o n 	 S y n c h r o n i z a t i o n 	 S y n c h r o n i z a t i o n 	 S y n c h r o n i z a t i o n 	 S y n c h r o n i z a t i o n 	 8
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 	 8?MM0K(>G8(	 S i n k r o n i z i m i 	 						' 										 	 	 	 	 	 	 	 S i n c r o n i z a   o 
 
 S T R _ I D _ S Y N C _ N O W 	 S y n c M L 	 I C O N T E X T 	 T o   s t a r t   s y n c 	 S y n c   n o w 	 YTek	  _YTek	 4L@5K"'5I	 S i n c .   a h o r a 	 S y n c   m a i n t e n a n t 	 J e t z t   s y n c h r . 	 !8=E@>=87>20BL  A59G0A	 S i n c r .   o r a 	 '(/#  E*2'EF)	 S i n c .   A g o r a 	 ^i m d i   s e n k r o n i z e   e t     	 B t   u   n g   b   h  a 	 S i n k r o n i s a s i k a n   s e k a r a n g 	 S e g e r a k k a n   s e k a r a n g 	 	,	  8	?			  	0	G			 	 	 	 S z i n k .   m o s t 	 	 	 	 N u   s y n c h r o n i s e r e n 	 	 	  n c e p e r e   s i n c r o n i z a r e 	 	 	 .   	 	 8	?			  	0	>		 'FHF  GE'E  3'2  4H/	 '(  3F  ,&	   	 			  											  	 8
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  






  


	   	 S y n c   n o w 	 S y n c   n o w 	 S y n c   n o w 	 S i n c h r o n i s e e r   n o u 	 S y n c   n o w 	 S y n c   n o w 	 S y n c   n o w 	 S y n c   n o w 	 S y n c   n o w 	 S y n c   n o w 	 8
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 
 S T R _ I D _ S Y N C _ S E T T I N G S 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 S y n c   c o n f i g u r a t i o n 	 S y n c   s e t t i n g s 	 Tek-[	 Tekn	 2#1IH22#4L	 C o n f i g u r a c i  n   d e   s i n c .   	 R  g l a g e s   d e   s y n c 	 S y n c h r . - E i n s t e l l u n g e n 	 0@0<5B@K  A8=E@>=870F88	 I m p o s t a z i o n i   s i n c r . 	 6(7  E*2'EF)	 D e f i n i   e s   d e   s i n c . 	 S e n k r o n i z a s y o n   a y a r l a r 1  	 C  i   t   n g   b   h  a 	 P e n g a t u r a n   s i n k r o n i s a s i 	 S e t i n g   p e n y e g e r a k a n 	 8	?			  8	G		?				 	 	 	 B e  l l  t  s o k   s z i n k . 	 	 	 	 S y n c h r o n i s a t i e - i n s t e l l i n g e n 	 	 	 S e t r i   s i n c r o n i z a r e 	 	 	   . 	 	 8	?			  8	G		?			M	8		 *F8E'*  GE'E  3'2	 3F  3yF2	   	 											  						 8
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  







	     	 S y n c   s e t t i n g s 	 S y n c   s e t t i n g s 	 S y n c   s e t t i n g s 	 S i n c h r o n i s e r i n g s i n s t e l l i n g s 	 S y n c   s e t t i n g s 	 S y n c   s e t t i n g s 	 S y n c   s e t t i n g s 	 S y n c   s e t t i n g s 	 S y n c   s e t t i n g s 	 S y n c   s e t t i n g s 	 8
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 
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5	 N o   h a y   c u e n t a 	 A u c u n   c o m p t e 	 K e i n   K o n t o 	 5B  CG5B=>9  70?8A8	 N e s s u n   a c c o u n t 	 D'  JH,/  -3'(	 S e m   c o n t a 	 H e s a p   y o k   	 K h  n g   c    t  i   k h o n 	 T i d a k   a d a   a c c o u n t 	 T i a d a   a k a u n 	 	K		    		>					  (	9	@			 	 	 	 N i n c s   f i  k 	 	 	 	 G e e n   a c c o u n t 	 	 	 N u   s - a   g s i t   n i c i u n   c o n t 	 	 	   	 	 *	M	0	K	+	>		2	  (	>	9	@	! 	 '4*1'  EH,H/  F3*	 ! H&  ~1HA'&D  F	     	 							  			! 	 *
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5-5I? 	  E d i t a r   c u e n t a   a h o r a ? 	 E d i t e r   l e   c o m p t e   m a i n t e n a n t  ? 	 K o n t o   j e t z t   b e a r b e i t e n ? 	  540:B8@>20BL  CG5B=CN  70?8AL? 	 M o d i f i c a r e   o r a   l ' a c c o u n t ? 	 *9/JD  'D-3'(	 E d i t a r   c o n t a   a g o r a ? 	 H e s a p   _i m d i   d  z e n l e n s i n   m i ?   	 S a   c  i   t ? 	 E d i t   a c c o u n t   s e k a r a n g ? 	 E d i t   a k a u n   s e k a r a n g ? 	 	,	  		>					  8		*	>	&	(	  	0	G		? 	 	 	 	 M o s t   a k a r j a   s z e r k e s z t e n i   a   f i  k o t ? 	 	 	 	 A c c o u n t   n u   b e w e r k e n ? 	 	 	 E d i t a ci   c o n t u l ? 	 	 	       ? 	 	 *	M	0	K	+	>		2	  8		*	>	&	?	$	  	0	>		 '4*1'  H1'4  4H/	 '(  ~1HA'&D  'y  ,&	       ? 	 			  							  								  					? 	 9
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 
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 
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 S T R _ I D _ S Y N C _ P R O F I L E _ C A L E N D A R 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 c a l e n d a r   d a t a b a s e 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 efǌe^-[	 eSpenc^n	 2#1IH22I-!9%44	 C o n f i g u r a c i  n   d e   b a s e   d e   d a t o s   d e   c a l e n d a r i o   	 R  g l a g e s   d e   l a   b a s e   d e   d o n n  e s   d e s   c a l e n d r i e r s 	 E i n s t e l l u n g e n   d e r   K a l e n d e r d a t e n b a n k 	 0@0<5B@K  107K  40==KE  :0;5=40@O	 I m p o s t a z i o n i   d a t a b a s e   d e l   c a l e n d a r i o 	 6(7  'D(J'F'*  'D*BHJE	 D e f i n i   e s   d a   b a s e   d e   d a d o s   d o   c a l e n d  r i o 	 T a k v i m   v e r i   t a b a n 1  a y a r l a r 1  	 C  i   t   d   l i u   l c h   n g  y 	 P e n g a t u r a n   d a t a b a s e   K a l e n d e r 	 S e t i n g   p a n g k a l a n   d a t a   k a l e n d a r 	 	H	2	G		!	0	  !	>		>	,	G	8	  8	G		?			M	8	  	 	 	 	 N a p t  r - a d a t b  z i s   b e  l l  t  s o k 	 	 	 	 K a l e n d e r   d a t a b a s e - i n s t e l l i n g e n 	 	 	 S e t r i   p e n t r u   b a z a   d e   d a t e   c a l e n d a r 	 	 	             	 	 	E	2	G		!	0	  !	>		>	,	G	8	  8	G		?			M	8		 *F8E'*  ~''G  /'/G  *BHE	 DF1  y'  (3  3yF2	     	 											  							  						 
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	         	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 K a l e n d e r d a t a b a s i s i n s t e l l i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 C a l e n d a r   d a t a b a s e   s e t t i n g s 	 
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 
 S T R _ I D _ S Y N C _ P R O F I L E _ B O O K M A R K 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 B o o k m a r k   d a t a b a s e   s e t t i n g s 	 B o o k m a r k   d a t a b a s e   s e t t i n g s 	 fd|ǌe^-[	 fN~{penc^n	 2#1IH22I-!9%8J!2#L	 C o n f i g u r a c i  n   d e   b a s e   d e   d a t o s   d e   m a r c a d o r e s 	 R  g l a g e s   d e   l a   b a s e   d e   d o n n  e s   d e s   s i g n e t s 	 E i n s t e l l u n g e n   d e r   L e s e z e i c h e n d a t e n b a n k 	 0@0<5B@K  107K  40==KE  70:;04>:	 I m p o s t a z i o n i   d a t a b a s e   d e l   s e g n a l i b r o 	 6(7  (J'F'*  D'4'1)  'DE1,9J)	 D e f i n i   e s   d a   b a s e   d e   d a d o s   d e   m a r c a d o r 	 Y e r   i m i   v e r i   t a b a n 1  a y a r l a r 1  	 C  i   t   d   l i u    n h   d u 	 P e n g a t u r a n   d a t a b a s e   P e n a n d a 	 S e t i n g   p a n g k a l a n   d a t a   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  !	>		>	,	G	8	  8	G		?			M	8		 	 	 	 K  n y v j e l z Q- a d a t b  z i s   b e  l l  t  s o k 	 	 	 	 B l a d w i j z e r   d a t a b a s e - i n s t e l l i n g e n 	 	 	 S e t r i   p e n t r u   b a z a   d e   d a t e   m a r c a j e 	 	 	         	 	 	 *F8E'*  ~''G  /'/G  E-D  '(	 	 	 								  						  								  					 	 	 	 







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 
 S T R _ I D _ S Y N C _ P R O F I L E _ E M A I L 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 P[Nǌe^-[	 5uP[Npenc^n	 2#1IH22I-!9%-5@!%	 C o n f i g u r a c i  n   d e   b a s e   d e   d a t o s   d e   c o r r e o   e l e c t r  n i c o 	 R  g l a g e s   d e   l a   b a s e   d e   d o n n  e s   d e s   E m a i l 	 E i n s t e l l u n g e n   d e r   E - M a i l - D a t e n b a n k 	 0@0<5B@K  107K  40==KE  M;.   ?>GBK	 I m p o s t a z i o n i   d a t a b a s e   e - m a i l 	 6(7  'D(J'F'*  'D(1J/  'D'DC*H1HFJ	 D e f i n i   e s   d e   b a s e   d e   d a d o s   d e   e - m a i l 	 E - p o s t a   v e r i   t a b a n 1  a y a r l a r 1  	 C  i   t   d   l i u   h  m   t h   i n   t 	 P e n g a t u r a n   d a t a b a s e   E m a i l 	 S e t i n g   p a n g k a l a n   d a t a   e - m e l 	 	- .	G	2	  !	>		>	,	G	8	  8	G		?			M	8		 	 	 	 E - m a i l   a d a t b  z i s   b e  l l  t  s o k 	 	 	 	 E - m a i l   d a t a b a s e - i n s t e l l i n g e n 	 	 	 S e t r i   p e n t r u   b a z a   d e   d a t e   d e   e - m a i l 	 	 	         " 	 	 	 *F8E'*  ~''G  /'/G  'ED	 	 	 								  						  				  					 	 	 	 




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	         	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E p o s   d a t a b a s i s i n s t e l l i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 E m a i l   D a t a b a s e   S e t t i n g s 	 
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 
 S T R _ I D _ S Y N C _ P R O F I L E _ C O N N E C T I O N 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 C o n n e c t i o n   s e t t i n g s 	 C o n n e c t i o n   s e t t i n g s 	 #P}-[	 ޏcn	 2#1IH22#@
7H-!H-	 C o n f i g u r a c i  n   d e   c o n e x i  n   	 R  g l a g e s   d e   c o n n e x i o n 	 V e r b i n d u n g s e i n s t e l l u n g e n 	 0@0<5B@K  A>548=5=8O	 I m p o s t a z i o n i   d i   c o n n e s s i o n e 	 6(7  '*5'D	 D e f i n i   e s   d e   l i g a   o 	 B a l a n t 1  a y a r l a r 1  	 C  i   t   k t   n i 	 P e n g a t u r a n   S a m b u n g a n 	 S e t i n g   s a m b u n g a n 	   	(	G		M	6	(	  8	G		?			  	 	 	 	 K a p c s o l a t   b e  l l  t  s a i 	 	 	 	 V e r b i n d i n g s i n s t e l l i n g e n 	 	 	 S e t r i   c o n e x i u n e 	 	 	   	 	 8		*	0	M		  8	G		?			M	8		 *F8E'*  '*5'D	 '*5'D  3yF2	   	 					  						 
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	   	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o e k m e r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 ,
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 
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	       	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W a n n e e r   h a n d s t e l   a a n g e s i t   w o r d 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 W h e n   h a n d s e t   i s   t u r n e d   o n 	 9
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 
 S T R _ I D _ S Y N C _ R E G U L A R I T Y _ D A Y 	 S y n c M L 	 H I N T ,   T W O S T A T E 	 E v e r y   d a y 	 E v e r y   d a y 	 k)YTek	 k)YTek	 8'1	 D i a r i a m e n t e 	 T o u s   l e s   j o u r s 	 J e d e n   T a g 	 654=52=>	 O g n i   g i o r n o 	 CD  JHE	 T o d o s   o s   d i a s 	 H e r   g  n   	 M i   n g  y 	 S e t i a p   h a r i 	 S e t i a p   h a r i 	 *	M	0	$	?	&	?	(		 	 	 	 M i n d e n   n a p 	 	 	 	 E l k e   d a g 	 	 	  n   f i e c a r e   z i 	 	 	   	 	 *	M	0	$	?	  &	?	(		 G1  1H2	 1H2'F	 	 									 9
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 
 S T R _ I D _ S Y N C _ R E G U L A R I T Y _ W E E K 	 S y n c M L 	 H I N T ,   T W O S T A T E 	 E v e r y   w e e k 	 E v e r y   w e e k 	 k1Tek	 khTTek	 8*12+L	 S e m a n a l m e n t e 	 T o u t e s   l e s   s e m a i n e s 	 J e d e   W o c h e 	 65=545;L=>	 O g n i   s e t t i m a 	 CD  #3(H9	 T o d a s   a s   s e m a n a s 	 H e r   h a f t a   	 M i   t u n 	 S e t i a p   m i n g g u 	 S e t i a p   m i n g g u 	 *	M	0	$	?	  8	*	M	$	>	9		 	 	 	 M i n d e n   h  t e n 	 	 	 	 E l k e   w e e k 	 	 	  n   f i e c a r e   s p t m  n 	 	 	   	 	 *	M	0	$	?	  8	*	M	$	>	9		 G1  GA*G	 1  A*	 	 					  								 9
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 
 S T R _ I D _ S Y N C _ R E G U L A R I T Y _ M O N T H 	 S y n c M L 	 H I N T ,   T W O S T A T E 	 E v e r y   m o n t h 	 E v e r y   m o n t h 	 kgTek	 kgTek	 8@7-	 M e n s u a l m e n t e 	 T o u s   l e s   m o i s 	 J e d e n   M o n a t 	 65<5AOG=>	 O g n i   m e s e 	 CD  4G1	 T o d o s   o s   m e s e s 	 H e r   a y   	 M i   t h  n g 	 S e t i a p   b u l a n 	 S e t i a p   b u l a n 	 *	M	0	$	?	  .	>	9		 	 	 	 H a v o n t a 	 	 	 	 E l k e   m a a n d 	 	 	  n   f i e c a r e   l u n 	 	 	   	 	 *	M	0	$	?	  .	>	9	?	(	>		 G1  E'G	 1EF	 	 										 9
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 
 S T R _ I D _ S Y N C _ S E R V E R _ A D D R E S S 	 S y n c M L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 S e r v e r   a d d r e s s 	 S e r v e r   a d d r e s s 	 :O
ghV0W@W	 
gRhV0W@W	 5H-"9H@4#L@'-#L	 D i r e c c i  n   d e l   s e r v i d o r 	 A d r e s s e   d u   s e r v e u r 	 S e r v e r a d r e s s e 	 4@5A  A5@25@0	 I n d i r i z z o   s e r v e r 	 9FH'F  'DE3*./E	 E n d e r e  o   d o   s e r v i d o r 	 S u n u c u   a d r e s i   	 a   c h   m  y   p h c   v 	 A l a m a t   s e r v e r 	 A l a m a t   p e l a y a n 	 8	0	M	5	0	  	>	  *	$	>		 	 	 	 K i s z o l g  l    c  m e 	 	 	 	 S e r v e r a d r e s 	 	 	 A d r e s   s e r v e r 	 	 	   	 	 8	0	M	5	M	9	0	  *	$	M	$	>		 F4'F  31H1	 31H1  '  ~*	   	 							  							 8
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 
 S T R _ I D _ S Y N C _ B E A R E R 	 S y n c M L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 #P}݈n	 ޏcňn	 #0I-4H	 P o r t a d o r   l o c a l 	 P o r t e u r   l o c a l 	 L o k a l e r   I n h a b e r 	 >:0;L=K9  =>A8B5;L	 V e t t o r e   l o c a l e 	 ,G'2  'D'*5'D  'DE('41	 S u p o r t e   l o c a l 	 Y e r e l   t a _1y 1c 1  	 T h i t   b   k t   n i 	 M e d i a   l o k a l 	 P e m b a w a   t e m p a t a n 	 8	M	%	>	(	@	/	    '	>	0		  	 	 	 	 H e l y i   s z o l g  l t a t  	 	 	 	 P l a a t s e l i j k e   d r a a g g o l f 	 	 	 P u r t t o a r e   l o c a l 	 	 	   	 	 8	M	%	(	?		  '	>	0			 -'ED  E-D	 DHD  (11	   	 							  								 8
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  	   	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 P l a a s l i k e   d r a e r 	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 L o c a l   b e a r e r 	 2
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 
 S T R _ I D _ S Y N C _ B E A R E R _ U S B 	 S y n c M L 	 I C O N T E X T 	 D a t a   c a b l e 	 D a t a   c a b l e 	 P8}	 penc~	 *2"I-!9%	 C a b l e   d e   d a t o s 	 C  b l e   d e   d o n n  e s 	 D a t e n k a b e l 	 015;L  ?5@540G8  40==KE	 C a v o   d a t i 	 (J'F'*  'D3DC	 C a b o   d e   d a d o s 	 V e r i   k a b l o s u   	 C  p   d   l i u 	 K a b e l   d a t a 	 K a b e l   d a t a 	 !	>		>	  	G	,	2		 	 	 	 A d a t k  b e l 	 	 	 	 G e g e v e n s k a b e l 	 	 	 C a b l u   d e   d a t e 	 	 	   	 	 !	>		>	  	G	,	2		 '(D  /'/G	 y'  (D	   	 				  					 
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42#4L	 T i p o   d e   s i n c r o n i z a c i  n 	 T y p e   d e   s y n c 	 S y n c h r . - T y p 	 "8?  A8=E@>=870F88	 T i p o   s i n c r . 	 FH9  'DE*2'EF	 T i p o   d e   s i n c . 	 S e n k r o n z i a s y o n   t  r    	 L o i   h  n h   n g   b   h  a 	 J e n i s   s i n k r o n i s a s i 	 J e n i s   p e n y e g e r a k a n 	 8	?			  *	M	0		>	0	  	 	 	 	 S z i n k .   t  p u s a 	 	 	 	 S y n c h r o n i s a t i e t y p e 	 	 	 T i p   d e   s i n c r o n i z a r e 	 	 	   . 	 	 8	?			  *	M	0		>	0		 FH9  GE'E  3'2	 3F  B3E	   	 										  				 8
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	 *M0KM8?  ,M_,9>0  0(M$A	 P e r d o r   P r o x y n 	 							  								 	 	 	 	 	 	 	 U s a r   p r o x y 
 
 S T R _ I D _ S Y N C _ P R O X Y _ S E R V E R 	 S y n c M L 	 I C O N T E X T 	 P r o x y   I P 	 P r o x y   I P 	 Nt:O
ghV0W@W	 Nt
gRhV0W@W	 #G-5H  I P 	 I P   d e   p r o x y 	 I P   p r o x y 	 P r o x y - I P 	 I P - 04@5A  ?@>:A8	 I P   p r o x y 	 9FH'F  E9/'*  'D./E)	 I P   p r o x y 	 P r o x y   I P   	 a   c h     P r o x y 	 I P   p r o x y 	 I P   p r o k s i 	 *	M	0	I		M	8	@	    I P 	 	 	 	 P r o x y   I P 	 	 	 	 P r o x y - I P 	 	 	 I P   p r o x y 	 	 	   - I P     	 	 *	M	0	I		M	8	@	  	/	*	@		 I P   ~1'3	 P r o x y   I P 	   	 							  					 .
A
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	 *M0>M8@  *?	 @>:AV  I P 	 







  



	   	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 V o l m a g   I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 P r o x y   I P 	 *
M
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  I P 	 *M0KM8?  I P 	 I P   p r o x y 	 							  I P 	 	 	 	 	 	 	 	 I P   p r o x y 
 
 S T R _ I D _ S Y N C _ P R O X Y _ P O R T 	 S y n c M L 	 I C O N T E X T 	 P r o x y   p o r t 	 P r o x y   p o r t 	 Nt:O
ghV#cW	 Nt
gRhVzS	 -#L#G-5H	 P u e r t o   d e   p r o x y 	 P o r t   p r o x y 	 P r o x y - P o r t 	 >@B  ?@>:A8	 P o r t a   p r o x y 	 EHB9  E9/'*  'D./E)	 P o r t a   p r o x y 	 P r o x y   p o r t u   	 C n g   P r o x y 	 P o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	I		M	8	@	  *	K	0	M			 	 	 	 P r o x y   p o r t 	 	 	 	 P r o x y p o r t 	 	 	 P o r t   p r o x y 	 	 	     	 	 *	M	0	I		M	8	@	  *	K	0	M			 ~H1*  ~1'3	 P r o x y   P o r t 	   	 							  						 .
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	   	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 V o l m a g p o o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 *
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 
 S T R _ I D _ S Y N C _ P H B _ B U S Y 	 S y n c M L 	 P O P U P 	 P h o n e b o o k   b u s y   n o w 	 P r o c e s s i n g   P h o n e b o o k 	 q?|Ut-N	 5u݋?|Yt-N	 3%1#0!'%%*!8B#(1L	 P r o c e s a n d o   l a   L i b r e t a   T e l e f  n i c a 	 U t i l i s a t i o n   d e   l ' a n n u a i r e 	 T e l e f o n b u c h   w i r d   b e a r b e i t e t 	 "5;5D>==0O  :=830  A59G0A  70=OB0	 E l a b o r a z i o n e   r u b r i c a 	 ,'1M  E9'D,)  B'&E)  'D/DJD  'DG'*A	 A   p r o c e s s a r   a   l i s t a   t e l e f  n i c a 	 T e l e f o n   R e h b e r i   i _l e n i y o r   	 a n g   x   l    d a n h   b 	 M e m p r o s e s   B u k u   t e l e p o n 	 M e m p r o s e s   B u k u   T e l e f o n 	 +	K	(	,	A		  *	M	0	K	8	G	8	  	@	  	>	  0	9	@	  9	H		 	 	 	 T e l e f o n k  n y v   f e l d o l g o z  s a 	 	 	 	 T e l e f o o n b o e k   w o r d t   v e r w e r k t 	 	 	 P r o c e s a r e   a g e n d 	 	 	       	 	 +	K	(	,	A		  5	M	/	8	M	$	  	9	G	! 	 /1-'D  ~1/'24  /A*1G  *DAF	 ! '3  HB*  AHF  (  E4:HD  	           ! 	 			  						  						  	 +
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	       	 P h o n e b o o k   b u s y   n o w 	 P h o n e b o o k   b u s y   n o w 	 P h o n e b o o k   b u s y   n o w 	 V e r w e r k   t a n s   F o o n b o e k 	 P h o n e b o o k   b u s y   n o w 	 P h o n e b o o k   b u s y   n o w 	 P h o n e b o o k   b u s y   n o w 	 P h o n e b o o k   b u s y   n o w 	 P h o n e b o o k   b u s y   n o w 	 P h o n e b o o k   b u s y   n o w 	 +
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 
 S T R _ I D _ S Y N C _ I N C O M P L E T E _ P R O F I L E 	 S y n c M L 	 P O P U P 	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 3^6b
N[te	 ^7b
N[te	 1

5D!H*!9#L	 C u e n t a   i n c o m p l e t a 	 C o m p t e   i n c o m p l e t 	 U n v o l l s t  n d i g e s   K o n t o 	   CG5B=>9  70?8A8  C:070=K  =5  2A5  40==K5	 A c c o u n t   i n c o m p l e t o 	 'D-3'(  DE  JC*ED	 C o n t a   i n c o m p l e t a 	 E k s i k   h e s a p   	 C  i   t   k h  n g   h o  n   c h n h 	 A c c o u n t   t i d a k   l e n g k a p 	 A k a u n   t i d a k   l e n g k a p 	 	*	B	0	M	#	    		>						 	 	 	 H i  n y o s   f i  k 	 	 	 	 V o l l e d i g e   a c c o u n t 	 	 	 C o n t   i n c o m p l e t 	 	 	     	 	 	8	.	M	*	B	0	M	#	  *	M	0	K	+	>		2	! 	 '4*1'  F'*E'E  '3*	 ! F'EED  ~1HA'&D	     	 							  								 *
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	   	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 O n v o l l e d i g e   r e k e n i n g 	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 I n c o m p l e t e   a c c o u n t 	 
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 
 S T R _ I D _ S Y N C _ N O _ A P P L I C A T I O N 	 S y n c M L 	 P O P U P 	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 !qTeka(uz_	 eTek^(uz^	 D!H!5B#A#!	 N o   h a y   a p l i c a c i  n   	 A u c u n e   a p p l i c a t i o n 	 K e i n e   A n w e n d u n g 	 5B  ?@8;>65=8O	 N e s s u n a   a p p l i c a z i o n e 	 DE  '.*'1  'D*7(JB'*  'DE*2'EF)	 S e m   a p l i c a   o 	 U y g u l a m a   y o k   	 C h a   c h n   n g   d n g   n g   b 	 T i d a k   a d a   a p l i k a s i 	 T i a d a   a p l i k a s i 	 	K		  	*	M	2	?		G	6	(	  (	9	@		  	 	 	 	 N i n c s   a l k a l m a z  s 	 	 	 	 G e e n   t o e p a s s i n g 	 	 	 N i c i o   a p l i c a ci e 	 	 	   	 	 	>	9	@	  	*	M	2	@		G	6	(	  (	>	9	@	! 	 (1F'EG  EH,H/  F3*	 ! H&  '~D4F  F	     ! 	 				  									  				 
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	   	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 G e e n   t o e p a s s i n g 	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 N o   a p p l i c a t i o n 	 
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 
 S T R _ I D _ S Y N C _ P L E A S E _ W A I T 	 S y n c M L 	 P O P U P ,   P O P U P C O N F I R M 	 H i n t   u s r   t o   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 Tek-Nˊ
zP	 ck(WTek
zP	 3%14B#DL\ n B##-	 S i n c r o n i z a n d o , \ n p o r   f a v o r   e s p e r e 	 S y n c h r o n i s a t i o n , \ n v e u i l l e z   p a t i e n t e r 	 W i r d   s y n c h r o n i s i e r t , \ n b i t t e   w a r t e n 	 K?>;=O5BAO  A8=E@>=870F8O. \ n >60;C9AB0,   ?>4>648B5. 	 S i n c r o n i z z a z i o n e   i n   c o r s o ,   \ n a t t e n d e r e   p r e g o 	 ,'1M  'DE*2'EF), 'F*81	 A   s i n c r o n i z a r , \ n p o r   f a v o r ,   a g u a r d e 	 S e n k r o n i z e   e d i y o r , \ n l  t f e n   b e k l e y i n     	 a n g   n g   b   h  a , x i n   c h 	 M e n s i n k r o n i s a s i , \ n t u n g g u 	 M e n y e g e r a k , \ n s i l a   t u n g g u 	 8	?			  9	K	  0	9	>	  9	H	,   \ n   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G			 	 	 	 S z i n k r o n i z  l  s , \ n k  r e m   v  r j o n 	 	 	 	 B e z i g   m e t   s y n c h r o n i s r e n , \ n e v e n   w a c h t e n 	 	 	 S i n c r o n i z a r e    n   c u r s . \ n A _t e p t a ci 	 	 	 . n \   	 	 8	?			  	0	>	, \ n   	C	*	/	>	  5	>		  ,	'	>	. . . 	 /1  -'D  GE'E  3'2\ n D7A'K  5(1  F/	 '(  3F  ,'1  (1'&  E1('F  'F*8'1  ,&	     ,     . . 	   												  				, \ 		  							  					 													  			,   							  			  							  					 *M*A!A  8?M,   \ n   &/G8?  5G?  5A!!?	 !8=E@>=V70FVO, \ n 1C4L  ;0A:0,   70G5:09B5	 











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 	 , \ n     	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S i n k r o n i s e e r   t a n s , \ n w a g   a s s e b l i e f 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 S y n c h r o n i z i n g , \ n p l e a s e   w a i t 	 	 	 	 						' 				  			  			, \ n 							  			  							  				 	 	 	 	 	 	 	 A   s i n c r o n i z a r , \ n a g u a r d e 
 
 S T R _ I D _ S Y N C _ W A P _ N O T _ R E A D Y 	 S y n c M L 	 P O P U P 	 W a p   i s   n o   r e a d y 	 S y n c   s e r v i c e   i s   u n a v a i l a b l e   n o w 	 Tek
gRvMR!qlO(u	 Tek
gRS_MR
NS(u	 05I#42#4LD!H#I-!	 S e r v i c i o   s i n c .   n o   e s t    d i s p o n i b l e   a h o r a 	 S e r v i c e   d e   s y n c   p a s   e n c o r e   p r  t 	 S y n c h r . - D i e n s t   i s t   j e t z t   n i c h t   v e r f  g b a r 	 !;C610  A8=E@>=870F88  =5  3>B>20	 S e r v i z i o   s i n c r .   n o   p r o n t o 	 ./E)  'DE2'EF)  :J1  E*'-)  'D"F	 S e r v i  o   d e   s i n c r o n i z a   o   n  o   e s t    d i s p o n  v e l   a g o r a 	 S e n k r o n i z e   s e r v i s i   _u   a n   h a z 1r   d e i l   	 D c h   v   n g   b   h  a   c h a   s n   s  n g 	 L a y a n a n   s i n k r o n i s a s i   t i d a k   t e r s e d i a   s a a t   i n i 	 P e r k h i d m a t a n   s e g e r a k   t i d a k   t e r s e d i a   k i n i 	 8	?			  8	0	M	5	?	8	  	-	@	  		*	2	,	M	'	  (	9	@		  9	H		 	 	 	 A   s z i n k r .   s z o l g  l t a t  s   p i l l a n a t n y i l a g   n e m   e l  r h e t Q	 	 	 	 S y n c h r o n i s a t i e d i e n s t   m o m e n t e e l   n i e t   b e s c h i k b a a r 	 	 	 S e r v i c i u l   d e   s i n c r o n i z a r e   n u   e s t e   d i s p o n i b i l 	 	 	         . 	 	 8	?			  8	G	5	>	  $	/	>	0	  (	>	9	@	! 	 31H3  GE3'F  3'2  GE  'FHF  /1/3*13  F3*	 3F  31H3  *'1  F! 	     ! 	 												  							  			  					  						  			 
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	     	 S y n c   s e r v i c e   n o t   r e a d y 	 S y n c   s e r v i c e   n o t   r e a d y 	 S y n c   s e r v i c e   n o t   r e a d y 	 S i n k r . - d i e n s   n i e   t a n s   b e s k i k b a a r   n i e 	 S y n c   s e r v i c e   n o t   r e a d y 	 S y n c   s e r v i c e   n o t   r e a d y 	 S y n c   s e r v i c e   n o t   r e a d y 	 S y n c   s e r v i c e   n o t   r e a d y 	 S y n c   s e r v i c e   n o t   r e a d y 	 S y n c   s e r v i c e   n o t   r e a d y 	 8
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 S T R _ I D _ S Y N C _ E M A I L _ B U S Y 	 S y n c M L 	 P O P U P 	 E m a i l   i s   b e i n g   u s e d . 	 E m a i l   b u s y   n o w ! 	 P[NUt-N! 	 5uP[NYt-N! 	 -5@!%D!H'H2C-5I! 	  C o r r e o   e l e c t r  n i c o   o c u p a d o   a h o r a ! 	 E m a i l   o c c u p    m a i n t e n a n t  ! 	 E - M a i l   j e t z t   a u s g e l a s t e t ! 	 -;.   ?>GB0  A59G0A  70=OB0. 	 E - m a i l   o c c u p a t a   o r a ! 	 ,'1M  'DE9'D,)  'D(1J/  'D'DC*H1HFJ	 E - m a i l   o c u p a d o ! 	 E - p o s t a   _u   a n d a   k u l l a n 1m d a ! 	 a n g   x   l    t h   i n   t 	 E m a i l   s e d a n g   s i b u k ! 	 E - m e l   s i b u k   s e k a r a n g ! 	 	- .	G	2	    	-	@	  5	M	/	8	M	$	  9	H	! 	 	 	 	 A z   e - m a i l    p p e n   f o g l a l t ! 	 	 	 	 E - m a i l   i n   n u   b e z e t 	 	 	 A p l i c a ci a   d e   e - m a i l   e s t e   m o m e n t a n   f o l o s i t 	 	 	 "       ! 	 	 	 'ED  E4:HD  '3*! 	 	 	 				  			  						! 	 	 	 	 




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 S T R _ I D _ S Y N C _ I N V A L I D _ C R E D E N T I A L 	 S y n c M L 	 P O P U P 	 I n v a l i d   u s r   n a m e   o r   p a s s w a r d 	 I n v a l i d   c r e d e n t i a l s 	 !qHev(u6b
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Tb[x	 I-!9%*H'1'D!H9I-	 C r e d e n c i a l e s   i n v  l i d a s   	 J u s t i f i c a t i f   d  i d e n t i t    i n v a l i d e 	 U n g  l t i g e   Z u g a n g s d a t e n 	 525@=K5  CG5B=K5  40==K5	 C r e d e n z i a l i   n o n   v a l i d e 	 .7#  AJ  1BE  'D-3'(  'H  CDE)  'D31J	 C r e d e n c i a i s   i n v  l i d a s 	 G e  e r s i z   b e l g e l e r   	 T  i   k h o n   h o c   m t   k h u   l i 	 K r e d e n s i a l   t i d a k   v a l i d 	 W a s i k a h   t a k   s a h 	 	.	>	(	M	/	  *	0	?		/		 	 	 	  r v  n y t e l e n   j o g o s u l t s  g o k 	 	 	 	 O n g e l d i g e   i d e n t i f i c a t i e 	 	 	 A c r e d i t a r e   n e v a l i d 	 	 	     	 	 	5	H	'	  	M	0	G	!	G	(	M	6	?	/	2	M	8	! 	 '9*('1F'EG  G'  E9*(1  F3*	 ! :D7  '3F'/	   !   	 																					 0
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	   	 I n v a l i d   c r e d e n t i a l s 	 I n v a l i d   c r e d e n t i a l s 	 I n v a l i d   c r e d e n t i a l s 	 O n g e l d i g e   v e r w y s i n g s 	 I n v a l i d   c r e d e n t i a l s 	 I n v a l i d   c r e d e n t i a l s 	 I n v a l i d   c r e d e n t i a l s 	 I n v a l i d   c r e d e n t i a l s 	 I n v a l i d   c r e d e n t i a l s 	 I n v a l i d   c r e d e n t i a l s 	 
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8
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	 .>(M_  8M5@C$?*$M0	 	 						  													 	 	 	 	 	 	 	 C r e d e n c i a i s   i n v  l i d a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ M I S S I N G _ C R E D E N T I A L 	 S y n c M L 	 P O P U P 	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 (u6b
Tb[x*g-[	 (u7b
Tb[x*gn	 I-!9%#0'14+2"D	 C r e d e n c i a l e s   a u s e n t e s 	 J u s t i f i c a t i f   d  i d e n t i t    m a n q u a n t 	 F e h l e n d e   Z u g a n g s d a t e n 	 5B  CG5B=KE  40==KE	 C r e d e n z i a l i   m a n c a n t i 	 DE  J6(7  1BE  'D-3'(  'H  CDE)  'D31J	 C r e d e n c i a i s   a u s e n t e s 	 E k s i k   b e l g e l e r   	 C h a   c  i   t   t  i   k h o n   h o c   m t   k h u 	 K r e d e n s i a l   t i d a k   a d a 	 W a s i k a h   t i a d a 	 *	0	?		/	    2	A	*	M	$		 	 	 	 H i  n y z    j o g o s u l t s  g o k 	 	 	 	 O n t b r e k e n d e   i d e n t i f i c a t i e 	 	 	 N u   s - a   g s i t   n i c i o   a c r e d i t a r e 	 	 	     	 	 	>	/	,	  	M	0	G	!	G	(	M	6	?	/	2	M	8	! 	 '9*('1F'EG  G'  EH,H/  F3*	 ! :'&(  '3F'/	   ! 	 						  													 *
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	   	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 V e r m i s d e   v e r w y s i n g s 	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 M i s s i n g   c r e d e n t i a l s 	 
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 
 S T R _ I D _ S Y N C _ P A Y M E N T _ R E Q U I R E D 	 S y n c M L 	 P O P U P 	 P a y m e n t   r e q u i r e 	 P a y m e n t   r e q u i r e d 	 dk3^_ NMbO(u	 dk^S N9MbO(u	 I-
3#0@4	 P a g o   n e c e s a r i o   	 P a i e m e n t   r e q u i s 	 B e z a h l u n g   e r f o r d e r l i c h 	 "@51C5BAO  >?;0B0	 P a g a m e n t o   r i c h i e s t o 	 'D/A9  'DE7DH()	 N e c e s s  r i o   p a g a m e n t o 	  d e m e   i s t e n i y o r 	 T  i   k h o n   n  y   y  u   c u   n p   l   p h    m i   c    t h   s   d n g 	 P e m b a y a r a n   d i p e r l u k a n 	 P e m b a y a r a n   d i p e r l u k a n 	 -	A		$	>	(	  	5	6	M	/			 	 	 	 F i z e t  s   s z  k s  g e s 	 	 	 	 B e t a l i n g   v e r e i s t 	 	 	 P l a t   n e c e s a r 	 	 	   	 	 *	G	.	G			  	5	6	M	/		! 	 ~1/'.*  D'2E  '3*	 ! "/'&  E7DH(    	   ! 	 										  							 -
A
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  	 F2M2?*A  580	 5>1EV4=89  ?;0BV6! 	 





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	   	 P a y m e n t   r e q u i r e d 	 P a y m e n t   r e q u i r e d 	 P a y m e n t   r e q u i r e d 	 V e r e i s   b e t a l i n g 	 P a y m e n t   r e q u i r e d 	 P a y m e n t   r e q u i r e d 	 P a y m e n t   r e q u i r e d 	 P a y m e n t   r e q u i r e d 	 P a y m e n t   r e q u i r e d 	 P a y m e n t   r e q u i r e d 	 *
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 
 S T R _ I D _ S Y N C _ D O N E 	 S y n c M L 	 P O P U P 	 F i n i s h 	 S y n c   d o n e 	 Tek[b	 Tek[b	 4L@*#GA%I'	 S i n c .   r e a l i z a d a 	 S y n c   f i n i e 	 S y n c h r .   f e r t i g 	 !8=E@>=870F8O  2K?>;=5=0	 S i n c r .   e s e g u i t a 	 'DE*2'EF  F',-	 S i n c .   e f e c t u a d a 	 S e n k r o n i z a s y o n   y a p 1l d 1  	 n g   b   h  a   t h  n h   c  n g 	 S i n k r o n i s a s i   s e l e s a i 	 P e n y e g e r a k a n   s e l e s a i 	 8	?			  9	K	  	/	>		 	 	 	 S z i n k .   k  s z 	 	 	 	 S y n c h r o n i s a t i e   g e r e e d 	 	 	 S i n c r o n i z a r e   t e r m i n a t 	 	 	   	 	 8	?			  	G	2	G		 GE'E  3'2  'F,'E  4/	 3F  H&	         	 											  			  						 8
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  



	   	 S y n c   d o n e 	 S y n c   d o n e 	 S y n c   d o n e 	 S i n k r .   k l a a r 	 S y n c   d o n e 	 S y n c   d o n e 	 S y n c   d o n e 	 S y n c   d o n e 	 S y n c   d o n e 	 S y n c   d o n e 	 8
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 
 S T R _ I D _ S Y N C _ F A I L 	 S y n c M L 	 P O P U P 	 F a i l 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 Tek*g[b\ n ( 5 0 0 ) 	 Tek*g[b\ n ( 5 0 0 ) 	 4LD!H@*#G\ n ( 5 0 0 ) 	 S i n c .   s i n   f i n a l i z a r \ n ( 5 0 0 ) 	 S y n c   n o n   f i n i e \ n ( 5 0 0 ) 	 S y n c h r .   n i c h t   f e r t i g \ n ( 5 0 0 ) 	 !8=E@>=870F8O  =5  2K?>;=5=0\ n ( 5 0 0 ) 	 S i n c r .   n o n   f i n i t a \ n ( 5 0 0 ) 	 A4D  AJ  'DEF2'EF\ n ( 5 0 0 ) 	 S i n c .   i n c o m p l e t a \ n ( 5 0 0 ) 	 S e n k r o n i z a s y o n   b i t m e d i \ n ( 5 0 0 )   	 n g   b   h  a   t h t   b i \ n ( 5 0 0 ) 	 S i n k r o n i s a s i   b e l u m   s e l e s a i \ n ( 5 0 0 ) 	 P e n y e g e r a k a n   t a k   s e l e s a i \ n ( 5 0 0 ) 	 8	?			  	'	B	0	>	\ n   ( 5 0 0 ) 	 	 	 	 S z i n k .   n i n c s   k  s z \ n ( 5 0 0 ) 	 	 	 	 S y n c h r o n i s a t i e   n i e t   v o l t o o i d \ n ( 5 0 0 ) 	 	 	 S i n c r o n i z a r e   n e e x e c u t a t \ n ( 5 0 0 ) 	 	 	     n \ ( 5 0 0 ) 	 	 8	?			  8		*	2	G	  (	>	9	@	, \ n   ( 5 0 0 ) 	 GE'E  3'2  *E'E  F4/G  '3*\ n ( 5 0 0 ) 	 3F  :1  EED\ 5 0 0 n           	   	 					  									\ n ( 			) 	 8
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  \ n ( 5 0 0 ) 	   \ n   ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S i n k r .   o n v o l t o o i d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 S y n c   u n f i n i s h e d \ n ( 5 0 0 ) 	 8
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 S T R _ I D _ S Y N C _ I N C O M P L E T E _ C M D 	 S y n c M L 	 P O P U P 	 U n f i n i s h e d 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 Tek*g[b\ n ( 4 1 2 ) 	 Tek*g[b\ n ( 4 1 2 ) 	 4LD!H@*#G\ n ( 4 1 2 ) 	 S i n c .   s i n   f i n a l i z a r \ n ( 4 1 2 ) 	 S y n c   n o n   f i n i e \ n ( 4 1 2 ) 	 S y n c h r o n i s i e r u n g   n i c h t   a b g e s c h l o s s e n \ n ( 4 1 2 ) 	 !8=E@>=870F8O  =5  2K?>;=5=0\ n ( 4 1 2 ) 	 S i n c r   n o n   t e r m i n a t a d \ n ( 4 1 2 ) 	 A4D  AJ  'DE*2'EF	 S i n c .   n  o   c o n c l u  d a \ n ( 4 1 2 ) 	 S e n k r o n i z a s y o n   b i t m e d i \ n ( 4 1 2 )   	 n g   b   h  a   t h t   b i \ n ( 4 1 2 ) 	 	 P e n y e g e r a k a n   t a k   s e l e s a i \ n ( 4 1 2 ) 	 8	?			M	0	  	'	B	0	>	  9	H	  \ n ( 4 1 2 ) 	 	 	 	 S z i n k .   n i n c s   k  s z \ n ( 4 1 2 ) 	 	 	 	 S y n c h r o n i s a t i e   n i e t   v o l t o o i d \ n ( 4 1 2 ) 	 	 	 S i n c r o n i z a r e   n e f i n a l i z a t \ n ( 4 1 2 ) 	 	 	     n \ ( 4 1 2 ) 	 	 8	?			  8		*	2	G	  (	>	9	@	\ n   ( 4 1 2 ) 	 GE3'F  3'2  *E'E  F4/G  '3*/ n ( 4 1 2 ) 	 3F  :1  EED\ 4 1 2 n 	   , \ n ( 4 1 2 ) 	 											  									,   \ n   ( 			) 	 8
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  \ n ( 4 1 2 ) 	   \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S i n k r .   o n v o l t o o i d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 4 1 2 ) 	 8
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 S T R _ I D _ S Y N C _ S V R _ D E V I C E _ F U L L 	 S y n c M L 	 P O P U P 	 S e r v e r   d e v i c e   i s   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 Tek*g[b\ n :O
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 	     , \ n       	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S i n k r .   o n v o l t o o i d , \ n b e d i e n e r - t o e s t e l   v o l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 S y n c   u n f i n i s h e d , \ n s e r v e r   d e v i c e   f u l l 	 	 	 	 						' .   								\ n 							  						  					
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 S T R _ I D _ S Y N C _ S E R V I C E _ U N A V A I L A B L E 	 S y n c M L 	 P O P U P 	 S e r v e r   i s   b u s y 	 S e r v e r   b u s y , \ n R e t r y   l a t e r 	 :O
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zPQՋ	 @4#L@'-#LD!H'H2\ n B#%-C+!H 2"+%1	 S e r v i d o r   o c u p a d o ,   \ n p o r   f a v o r   r e i n t e n t e   m  s   t a r d e 	 S e r v e u r   o c c u p  , \ n V e u i l l e z   r  e s s a y e r   p l u s   t a r d 	 S e r v e r   a u s g e l a s t e t , \ n V o r g a n g   s p  t e r   w i e d e r h o l e n 	 !5@25@  70=OB. \ n >2B>@8B5  ?>?KB:C  ?>765	 S e r v e r   o c c u p a t o , \ n r i p r o v a r e   p i    t a r d i 	 E9/'*  'D./E)  E4:HD), \ n 'F*81	 S e r v i d o r   o c u p a d o , \ n t e n t e   m a i s   t a r d e 	 S u n u c u   m e _g u l , \ n D a h a   s o n r a   t e k r a r   d e n e y i n 	 M  y   p h c   v   b n , \ n   i   m t   l  t   t h   l i 	 S e r v e r   s i b u k , \ n c o b a   l a g i   n a n t i 	 P e l a y a n   s i b u k , \ n S i l a   c u b a   l a g i   k e m u d i a n 	 8	0	M	5	0	  5	M	/	8	M	$	, \ n ,	>	&	  .	G		  	K	6	?	6	  	0	G			 	 	 	 A   k i s z o l g  l    f o g l a l t , \ n p r  b  l j a   m e g   k  s Qb b 	 	 	 	 S e r v e r   i s   b e z e t , \ n p r o b e e r   h e t   l a t e r   n o g   e e n s 	 	 	 S e r v e r u l   e s t e   o c u p a t , \ n v   r u g m   s    n c e r c a ci   m a i   t  r z i u 	 	 	   , n \       	 	 8	0	M	5	M	9	0	  5	M	/	8	M	$	  	9	G	, \ n   	C	*	/	>	  (		$	0	  8		*	0	M		  	0	>	! 	 31H1  E4:HD  '3*/ n /H('1G  'E*-'F  CFJ/	 31H1  E4:HD\ n (9/  E  H44  ,&! 	       ,   \ n     ! 	 							  						,   \ n 			  						  					 8
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 	   , \ n       	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 B e d i e n e r   b e s e t , \ n P r o b e e r   w e e r   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 S e r v e r   b u s y , \ n p l e a s e   r e t r y   l a t e r 	 	 	 	 							  						, \ n 				  						  				 	 	 	 	 	 	 	 S e r v i d o r   o c u p a d o , \ n T e n t e   d e   n o v o   m a i s   t a r d e 	 	 	 	 	 	 	 	 Z e r b i t z a r i a   l a n p e t u r i k ,   g e r o   s a i a t u   b e r r i z 	 A b a l a   a n g   s e r v e r , \ n S u b u k a n   m a m a y a 	 S e r v i d o r   o c u p a d o , \ n R e i n t e n t e   m  i s   t a r d e 	 I g w e   n   n a - r , \ n m e g h a r a   m g b e   z 	 F r e a s t a l a    g a f a , \ n B a i n   t r i a i l   a s   a r  s   n  o s   m o i l l e 	 	 	 	 	 
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  





  \ n ( 5 1 1 ) 	   \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S i n k r .   o n v o l t o o i d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 1 ) 	 8
?
(
M

  
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  
*
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0
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 #

\ n ( 5 1 1 ) 	 8?M  8.>*M$\ n ( 5 1 1 ) 	 	 						'   								, \ n ( 5 1 1 ) 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   i n a c a b a d a \ n ( 5 1 1 ) 	 	 	 	 	 	 	 	 S i n k r o n i z a k e t a   e z   d a   b u k a t u \ n ( 5 1 1 ) 	 H i n d i   t a p o s   a n g   s y n c \ n ( 5 1 1 ) 	 S i n c r o n i z a c i  n   n o n   f i n a l i z a d a \ n ( 5 1 1 ) 	 N h a z i   e m e c h a b e g h i \ n ( 5 1 1 ) 	 S i o n c r o n    n e a m h c h r  o c h n a i t h e \ n ( 5 1 1 ) 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ E R R _ O C C U R 	 S y n c M L 	 P O P U P 	 E r r o r   n o   5 1 2 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 Tek*g[b\ n ( 5 1 2 ) 	 Tek*g[b\ n ( 5 1 2 ) 	 4LD!H@*#G\ n ( 5 1 2 ) 	 S i n c .   s i n   f i n a l i z a r \ n ( 5 1 2 ) 	 S y n c   n o n   f i n i e \ n ( 5 1 2 ) 	 S y n c h r .   n i c h t   f e r t i g \ n ( 5 1 2 ) 	 !8=E@>=870F8O  =5  2K?>;=5=0\ n ( 5 1 2 ) 	 S i n c r .   n o n   f i n i t a \ n ( 5 1 2 ) 	 A4D  AJ  'DE*2'EF\ n ( 5 1 2 ) 	 S i n c .   i n c o m p l e t a \ n ( 5 1 2 ) 	 S e n k r o n i z a s y o n   b i t m e d i \ n ( 5 1 2 )   	 n g   b   h  a   t h t   b i \ n ( 5 1 2 ) 	 S i n k r o n i s a s i   b e l u m   s e l e s a i \ n ( 5 1 2 ) 	 P e n y e g e r a k a n   t a k   s e l e s a i \ n ( 5 1 2 ) 	 8	?			  	'	B	0	>	\ n   ( 5 1 2 ) 	 	 	 	 S z i n k .   n i n c s   k  s z \ n ( 5 1 2 ) 	 	 	 	 S y n c h r o n i s a t i e   n i e t   v o l t o o i d \ n ( 5 1 2 ) 	 	 	 S i n c r o n i z a r e   n e e x e c u t a t \ n ( 5 1 2 ) 	 	 	     n \ ( 5 1 2 ) 	 	 8	?			  8		*	2	G	  (	>	9	@	\ n   ( 5 1 2 ) 	 GE'E  3'2  *E'E  F4/G  '3*\ n ( 5 1 2 ) 	 3F  :1  EED\ 5 1 2 n 	   , \ n ( 5 1 2 ) 	 					  									  \ n ( 			) 	 8
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  
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  (
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\ n ( 5 1 2 ) 	 8?M  8*B0M#  ( 5 1 2 ) 	 !8=E@>=V70FVO  =5  7025@H5=0\ n ( 5 1 2 ) 	 






  





  \ n ( 5 1 2 ) 	   \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S i n k r .   o n v o l t o o i d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 2 ) 	 8
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  
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  
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 #

\ n ( 5 1 2 ) 	 8?M  8.>*M$\ n ( 5 1 2 ) 	 	 						'   								, \ n ( 5 1 2 ) 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   i n a c a b a d a \ n ( 5 1 2 ) 	 	 	 	 	 	 	 	 S i n k r o n i z a k e t a   e z   d a   b u k a t u \ n ( 5 1 2 ) 	 H i n d i   t a p o s   a n g   s y n c \ n ( 5 1 2 ) 	 S i n c r o n i z a c i  n   n o n   f i n a l i z a d a \ n ( 5 1 2 ) 	 N h a z i   e m e c h a b e g h i \ n ( 5 1 2 ) 	 S i o n c r o n    n e a m h c h r  o c h n a i t h e \ n ( 5 1 2 ) 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ P R O T O C O L _ U N S U P P O R T 	 S y n c M L 	 P O P U P 	 E r r o r   n o   5 1 3 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 Tek*g[b\ n ( 5 1 3 ) 	 Tek*g[b\ n ( 5 1 3 ) 	 4LD!H@*#G\ n ( 5 1 3 ) 	 S i n c .   s i n   f i n a l i z a r \ n ( 5 1 3 ) 	 S y n c   n o n   f i n i e \ n ( 5 1 3 ) 	 S y n c h r .   n i c h t   f e r t i g \ n ( 5 1 3 ) 	 !8=E@>=870F8O  =5  2K?>;=5=0\ n ( 5 1 3 ) 	 S i n c r .   n o n   f i n i t a \ n ( 5 1 3 ) 	 A4D  AJ  'DE*2'EF\ n ( 5 1 3 ) 	 S i n c .   i n c o m p l e t a \ n ( 5 1 3 ) 	 S e n k r o n i z a s y o n   b i t m e d i \ n ( 5 1 3 )   	 n g   b   h  a   t h t   b i \ n ( 5 1 3 ) 	 S i n k r o n i s a s i   b e l u m   s e l e s a i \ n ( 5 1 3 ) 	 P e n y e g e r a k a n   t a k   s e l e s a i \ n ( 5 1 3 ) 	 8	?			  	'	B	0	>	\ n   ( 5 1 3 ) 	 	 	 	 S z i n k .   n i n c s   k  s z \ n ( 5 1 3 ) 	 	 	 	 S y n c h r o n i s a t i e   n i e t   v o l t o o i d \ n ( 5 1 3 ) 	 	 	 S i n c r o n i z a r e   n e e x e c u t a t \ n ( 5 1 3 ) 	 	 	     n \ ( 5 1 3 ) 	 	 8	?			  8		*	2	G	  (	>	9	@	\ n   ( 5 1 3 ) 	 GE'E  3'2  *E'E  F4/G  '3*\ n ( 5 1 3 ) 	 3F  :1  EED\ 5 1 3 n 	   , \ n ( 5 1 3 ) 	 					  									  \ n ( 			) 	 8
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  
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  





  \ n ( 5 1 3 ) 	   \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S i n k r .   o n v o l t o o i d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 S y n c   u n f i n i s h e d \ n ( 5 1 3 ) 	 8
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  
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  
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 #

\ n ( 5 1 3 ) 	 8?M  8.>*M$\ n ( 5 1 3 ) 	 	 						'   								, \ n ( 5 1 3 ) 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   i n a c a b a d a \ n ( 5 1 3 ) 	 	 	 	 	 	 	 	 S i n k r o n i z a k e t a   e z   d a   b u k a t u \ n ( 5 1 3 ) 	 H i n d i   t a p o s   a n g   s y n c \ n ( 5 1 3 ) 	 S i n c r o n i z a c i  n   n o n   f i n a l i z a d a \ n ( 5 1 3 ) 	 N h a z i   e m e c h a b e g h i \ ( 5 1 3 ) 	 S i o n c r o n    n e a m h c h r  o c h n a i t h e \ n ( 5 1 3 ) 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ D E F A U L T _ F A I L 	 S y n c M L 	 P O P U P 	 D e f a u l t   f a i l 	 S y n c   u n f i n i s h e d 	 Tek*g[b	 Tek*g[b	 4LD!H@*#G	 S i n c .   s i n   f i n a l i z a r 	 S y n c   n o n   f i n i e 	 S y n c h r .   n i c h t   f e r t i g 	 !8=E@>=870F8O  =5  2K?>;=5=0	 S i n c r .   n o n   f i n i t a 	 A4D  AJ  'DE*2'EF)	 S i n c .   i n c o m p l e t a 	 S e n k r o n i z a s y o n   b i t m e d i 	 n g   b   h  a   t h t   b i 	 S i n k r o n i s a s i   b e l u m   s e l e s a i 	 P e n y e g e r a k a n   t a k   s e l e s a i 	 8	?			    	'	B	0	>		 	 	 	 S z i n k .   n i n c s   k  s z 	 	 	 	 S y n c h r o n i s a t i e   n i e t   v o l t o o i d 	 	 	 S i n c r o n i z a r e   n e e x e c u t a t 	 	 	     	 	 8	?			  8		*	2	G	  (	>	9	@		 GE'E  3'2  *E'E  F4/G  '3*	 3F  :1  EED	   	 					  										 8
p
.
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  
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.
  (
9
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	 8?M  8*B0M#	 !8=E@>=V70FVO  =5  7025@H5=0	 






  





  	   	 S y n c   u n f i n i s h e d 	 S y n c   u n f i n i s h e d 	 S y n c   u n f i n i s h e d 	 S i n k r .   o n v o l t o o i d 	 S y n c   u n f i n i s h e d 	 S y n c   u n f i n i s h e d 	 S y n c   u n f i n i s h e d 	 S y n c   u n f i n i s h e d 	 S y n c   u n f i n i s h e d 	 S y n c   u n f i n i s h e d 	 8
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M

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  
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 
 S T R _ I D _ P R O G R E S S _ L I N K _ E S T A B L I S H E D 	 S y n c M L 	 P O P U P C O N F I R M 	 C o n n e c t e d 	 C o n n e c t e d 	 #P}]^z	 ޏc]^z	 @
7H-!H-A%I'	 C o n e c t a d o 	 C o n n e c t  	 V e r b u n d e n 	 >4:;NG5=>	 C o n n e s s o 	 *E  'F4'!  'D'*5'D  'DE('41	 L i g a d o 	 B a l a n d 1  	    k t   n i 	 T e r s a m b u n g 	 B e r s a m b u n g 	   	(	G		M		  9	K	  	/	>		 	 	 	 C s a t l a k o z t a t v a 	 	 	 	 V e r b o n d e n 	 	 	 C o n e c t a t 	 	 	 	 	 8		*	0	M		/	A		M	$		 H5D  4/	 1'(7  H'	 	 								 
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 S T R _ I D _ P R O G R E S S _ L I N K _ D I S C O N N E C T E D 	 S y n c M L 	 P O P U P C O N F I R M 	 D i s c o n n e c t e d 	 D i s c o n n e c t e d 	 #P}]-Ne	 ޏc]-Ne	 12#@
7H-!H-A%I'	 D e s c o n e c t a d o 	 D  c o n n e c t  	 G e t r e n n t 	 B:;NG5=>	 D i s c o n n e s s o 	 'D'*5'D  'DE('41  EB'79	 D e s l i g a d o 	 B a l a n t 1  k e s i l d i   	 K t   n i   b   n g t   q u  n g 	 T e r p u t u s 	 D i p u t u s k a n     s a m b u n g a n 	   !	?	8		(	G		M		  9	K	  	/	>		 	 	 	 N i n c s   k a p c s o l a t 	 	 	 	 N i e t   v e r b o n d e n 	 	 	 D e c o n e c t a t 	 	 	 	 	 8		*	0	M		  (	>	9	@		 '*5'D  B79  4/	 1'(7    EFB79  H'	   	 					  										 
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 
 S T R _ I D _ P R O G R E S S _ R X _ F A I L E D 	 S y n c M L 	 P O P U P C O N F I R M 	 R e c e i v i n g   f a i l e d 	 R e c e i v i n g   u n f i n i s h e d 	 c6e*g[b	 c6e*g[b	 2##1%I!@+%'	 F a l l    l a   r e c e p c i  n 	 R  c e p t i o n   n o n   f i n i e 	 E m p f a n g e n   f e h l g e s c h l a g e n 	 !1>9  ?>;CG5=8O	 R i c e z i o n e   n o n   t e r m i n a t a 	 A4D  AJ  'D'3*D'E	 R e c e p   o   n  o   c o n c l u  d a 	 A l 1n a m a d 1  	 N h n   t h t   b i 	 P e n e r i m a a n   b e l u m   s e l e s a i 	 M e n e r i m a   g a g a l 	 *	M	0	>	*	M	$	?	  	'	B	0	@	  9	H		 	 	 	 A   f o g a d  s   n i n c s   k  s z 	 	 	 	 O n t v a n g e n   n i e t   v o l t o o i d 	 	 	 R e c e p ci o n a r e   n e f i n a l i z a t 	 	 	   	 	 *	M	0	>	*	M	$	?	  	8	.	0	M	%		 /1'A*  *E'E  F4/G  '3*	 H5HD  1F'  F''E  H'	   	 					  										 *
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 
 S T R _ I D _ P R O G R E S S _ T X _ F A I L E D 	 S y n c M L 	 P O P U P C O N F I R M 	 S e n d i n g   f a i l e d 	 S e n d i n g   u n f i n i s h e d 	 P*g[b	  O*g[b	 2#*H%I!@+%'	 F a l l    e l   e n v  o 	 E n v o i   n o n   f i n i 	 S e n d e n   f e h l g e s c h l a g e n 	 !1>9  >B?@02:8	 I n v i o   n o n   t e r m i n a t o 	 A4D  AJ  'D'13'D	 E n v i o   n  o   c o n c l u  d o 	 G  n d e r i l e m e d i 	 G i   t h t   b i 	 P e n g i r i m a n   b e l u m   s e l e s a i 	 M e n g h a n t a r   g a g a l 	 -	G		(	>	  	'	B	0	>	  9	H		 	 	 	 A   k  l d  s   n i n c s   k  s z 	 	 	 	 V e r z e n d e n   n i e t   v o l t o o i d 	 	 	 E x p e d i e r e   n e f i n a l i z a t 	 	 	   	 	 *	>	 	5	>	  	8	.	0	M	%		 A13*'/F  *E'E  F4/G  '3*	 (,F'  F''E  H'	   	 						  										 -
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 
 S T R _ I D _ P R O G R E S S _ T A S K _ D A T A S T O R E _ S E N D I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 S e n d i n g   T o - d o 	 S e n d i n g   t a s k s 	 PNR-N	 ck(WSNR	 3%1*H2	 E n v i a n d o   t a r e a s 	 E n v o i   d e s   t  c h e s 	 A u f g a b e n   w e r d e n   g e s e n d e t 	 B?@02:0  7040G	 I n v i o   d a   f a r e 	 '13'D  'D9ED	 A   e n v i a r   T a r e f a 	 G  r e v l e r   g  n d e r i l i y o r 	 a n g   g i   n h i m   v 	 M e n g i r i m   t u g a s 	 M e n g h a n t a r   t u g a s a n 	 	>	0	M	/	  -	G		  0	9	>	  9	H		 	 	 	 F e l a d a t o k   k  l d  s e 	 	 	 	 T a k e n   w o r d e n   v e r z o n d e n 	 	 	 T r i m i t e r e   s a r c i n i 	 	 	   	 	 	A	  !	A	  2	?	8	M		  *	>	 	5	>	  	 /1-'D  A13*'/F  C'1G'	 E4:HD'*  A13*  (,F'  ,'1	       	 							  					  				 -
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 
 S T R _ I D _ P R O G R E S S _ C O N T A C T _ D A T A S T O R E _ S E N D I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 S e n d i n g   P h o n e b o o k 	 S e n d i n g   p h o n e b o o k 	 Pq?|-N	 ck(WS5u݋?|	 3%1*H*!8B#(1L	 E n v i a n d o   l i b r e t a   t e l e f  n i c a 	 E n v o i   d e   R  p e r t o i r e    l e c t r o n i q u e 	 T e l e f o n b u c h   w i r d   g e s e n d e t 	 B?@02:0  B5;5D>==>9  :=838	 I n v i o   r u b r i c a 	 '13'D  B'&E)  'D'*5'D	 A   e n v i a r   a g e n d a   t e l e f  n i c a 	 T e l e f g o n   r e h b e r i n i   g  n d e r i y o r   	 a n g   g i   d a n h   b 	 M e n g i r i m   b u k u   t e l e p o n 	 M e n g h a n t a r   b u k u   t e l e f o n 	 +	K	(	,	A		    -	G		  0	9	>	  9	H		 	 	 	 T e l e f o n k  n y v   k  l d  s e 	 	 	 	 T e l e f o o n b o e k   v e r z e n d e n 	 	 	 E x p e d i e r e   a g e n d 	 	 	     	 	 +	K	(	,	A		  *	>	 	5	>	  9	K	$	  	9	G		 '13'D  /A*1  *DAF	 AHF    (  E  (,F'	     	 							  							 -
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 
 S T R _ I D _ P R O G R E S S _ B O O K M A R K _ D A T A S T O R E _ S E N D I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 S e n d i n g   b o o k m a r k 	 S e n d i n g   b o o k m a r k 	 Pfd|-N	 ck(WSfN~{	 3%1*H8J!2#L	 E n v i a n d o   m a r c a d o r 	 E n v o i   d e   s i g n e t 	 L e s e z e i c h e n   w i r d   g e s e n d e t 	 B?@02:0  70:;04>:	 I n v i o   s e g n a l i b r o 	 '13'D  '4'1)  'DE1,9J)	 A   e n v i a r   m a r c a d o r 	 Y e r   i m i n i   g  n d e r i y o r   	 a n g   g i    n h   d u 	 M e n g i r i m   p e n a n d a 	 M e n g h a n t a r   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  -	G		  0	9	>	  9	H		 	 	 	 K  n y v j e l z Q  k  l d  s e 	 	 	 	 B l a d w i j z e r   v e r z e n d e n 	 	 	 E x p e d i e r e   m a r c a j e 	 	 	   	 	 	 '13'D  E-D  '(	 	 	 								  						  						 	 	 	 







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 
 S T R _ I D _ P R O G R E S S _ T A S K _ D A T A S T O R E _ R E C E I V E D 	 S y n c M L 	 P O P U P C O N F I R M 	 R e c e i v i n g   T o - d o 	 R e c e i v i n g   t a s k s 	 c6eNR-N	 ck(Wc6eNR	 3%1#12	 R e c i b i e n d o   t a r e a s   	 R  c e p t i o n   d e s   t  c h e s 	 A u f g a b e n   w e r d e n   e m p f a n g e n 	 >;CG5=85  7040G	 R i c e z i o n e   d a   f a r e 	 '3*D'E  'D'9E'D	 A   r e c e b e r   T a r e f a 	 G  r e v l e r   a l 1n 1y o r 	 a n g   n h n   n h i m   v 	 M e n e r i m a   t u g a s 	 M e n e r i m a   t u g a s a n 	 	>	0	M	/	  *	M	0	>	*	M	$	  	0	  0	9	>	  9	H		 	 	 	 F e l a d a t o k   f o g a d  s a 	 	 	 	 T a k e n   w o r d e n   o n t v a n g e n 	 	 	 P r i m i r e   s a r c i n i 	 	 	   	 	 	0	#	M	/	>		M	/	>	  	K	7	M		@			@	  8	B		@	  *	M	0	>	*	M	$	  9	K	$	  	9	G		 /1-'D  /1J'A*  C'1G'	 E4:HD'*  A13*  EH5HD  1F'  ,'1	       	 					  					  				 *
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 
 S T R _ I D _ P R O G R E S S _ C O N T A C T _ D A T A S T O R E _ R E C E I V E D 	 S y n c M L 	 P O P U P C O N F I R M 	 R e c e i v i n g   P h o n e b o o k 	 R e c e i v i n g   p h o n e b o o k 	 c6eq?|-N	 ck(Wc6e5u݋?|	 3%1#1*!8B#(1L	 R e c i b i e n d o   l i b r e t a   t e l e f  n i c a 	 R  c e p t i o n   d e   R  p e r t o i r e    l e c t r o n i q u e 	 T e l e f o n b u c h   w i r d   e m p f a n g e n 	 >;CG5=85  B5;5D>==>9  :=838	 R i c e z i o n e   r u b r i c a 	 '3*D'E  B'&E)  'D'*5'D	 A   r e c e b e r   a g e n d a   t e l e f  n i c a 	 T e l e f o n   r e h b e r i n i   a l 1y o r 	 a n g   n h n   d a n h   b 	 M e n e r i m a   b u k u   t e l e p o n 	 M e n e r i m a   b u k u   t e l e f o n 	 +	K	(	,	A		    *	M	0	>	*	M	$	  	0	  0	9	>	  9	H		 	 	 	 T e l e f o n k  n y v   f o g a d  s a 	 	 	 	 T e l e f o o n b o e k   o n t v a n g e n 	 	 	 R e c e p ci o n a r e   a g e n d 	 	 	     	 	 +	K	(	,	A		  *	M	0	>	*	M	$	  9	K	$	  	9	G		 /1  -'D  /1'A*  /A*1  *DAF	 AHF    (  H5HD  1F'	     	 						  							 *
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 
 S T R _ I D _ P R O G R E S S _ S E S S I O N _ D O N E 	 S y n c M L 	 P O P U P C O N F I R M 	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 Tekgq[b	 TekO݋[b	 @*
1H2#4L@*#GA%I'	 S i n c .   d e   s e s i  n   r e a l i z a d a 	 S e s s i o n   d e   s y n c   t e r m i n  e 	 S y n c h r . - S i t z u n g   f e r t i g 	 !8=E@>=870F8O  7025@H5=0	 S e s s i o n e   s i n c r .   f a t t a 	 'F*G'!  E*2'EF	 S e s s  o   d e   s i n c .   c o n c l u  d a 	 S e n k r o n i z a s y o n   o t u r u m u   y a p 1l d 1  	 n g   b   h  a   k t   t h  c 	 S e s i   s i n k r o n i s a s i   s e l e s a i 	 S e s i   s e g e r a k   s e l e s a i 	 8	?			  8	$	M	0	  *	B	0	>		 	 	 	 S z i n k .   m u n k a m e n e t   k  s z 	 	 	 	 S y n c h r o n i s a t i e s e s s i e   v o l t o o i d 	 	 	 S e s i u n e   d e   s i n c r o n i z a r e   t e r m i n a t 	 	 	     	 	 8	?			  8	$	M	0	  *	B	0	M	#	  	>	2	G		 GE'E  3'2  ,D3G  'F,'E  4/	 3F  34F  H'  	         	 											  				  			  			  					 8
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	     	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 S i n k r .   s e s s i e   v o l t o o i 	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 S y n c   s e s s i o n   d o n e 	 8
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 
 S T R _ I D _ P R O G R E S S _ T A S K _ D A T A S T O R E _ U P D A T I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 U p d a t i n g   T o - d o 	 U p d a t i n g   t a s k s 	 feNR-N	 ck(WfeNR	 3%1-1@2	 A c t u a l i z a n d o   t a r e a s   	 M i s e      j o u r   d e s   t  c h e s 	 A u f g a b e n   w e r d e n   a k t u a l i s i e r t 	 1=>2;5=85  7040G	 A g g i o r n a m e n t o   d a   f a r e 	 ,'1M  *-/J+  'D'4J'!	 A   a c t u a l i z a r   T a r e f a s 	 G  r e v l e r   g  n c e l l e n i y o r 	 a n g   l  m   m i   n h i m   v 	 M e m p e r b a r u i   t u g a s 	 M e n g e m a s   k i n i   t u g a s a n 	 	>	0	M	/	  	&	M	/	$	(	  	0	  0	9	>	  9	H		 	 	 	 F e l a d a t o k   f r i s s  t  s e 	 	 	 	 T a k e n   w o r d e n   b i j g e w e r k t 	 	 	 A c t u a l i z a r e   s a r c i n i 	 	 	   	 	 	0	#	M	/	>		M	/	>	  	K	7	M		@			@	  8	B		@	  	&	M	/	/	>	5	$	  	0	$	  	9	G		 (GF'E  3'2  C'1G'	 E4:HD'*  A13*  '~  y  H1  	         	 					  					  						  					  				 9
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 S T R _ I D _ P R O G R E S S _ B O O K M A R K _ D A T A S T O R E _ U P D A T I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 U p d a t i n g   b o o k m a r k 	 U p d a t i n g   b o o k m a r k 	 fefd|-N	 ck(WfefN~{	 3%1-1@8J!2#L	 A c t u a l i z a n d o   m a r c a d o r 	 M i s e      j o u r   S i g n e t 	 L e s e z e i c h e n   w i r d   a k t u a l i s i e r t 	 1=>2;5=85  70:;04>:	 A g g i o r n a m e n t o   s e g n a l i b r o 	 ,'1M  *-/J+  '4'1)  'DE1,9J)	 A   a c t u a l i z a r   m a r c a d o r 	 Y e r   i m i   g  n c e l l e n i y o r   	 a n g   l  m   m i    n h   d u 	 M e m p e r b a r u i   p e n a n d a 	 M e n g e m a s   k i n i   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  	&	M	/	$	(	  	0	  0	9	>	  9	H		 	 	 	 K  n y v j e l z Qk   f r i s s  t  s e 	 	 	 	 B l a d w i j z e r   w o r d t   b i j g e w e r k t 	 	 	 A c t u a l i z a r e   m a r c a j 	 	 	   	 	 	 /1  -'D  1H2"E/3'2  E-D  '(	 	 	 								  					  			  						 	 	 	 







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	 ,A.>0M  *!GM  0A?	 	 								  						  			  				 	 	 	 	 	 	 	 A t u a l i z a n d o   d e   m a r c a d o r e s 
 
 S T R _ I D _ P R O G R E S S _ E M A I L _ D A T A S T O R E _ S E N D I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 PP[N-N	 ck(WS5uP[N	 3%1*H-5@!%	 E n v i a n d o   c o r r e o   e l e c t r  n i c o 	 E n v o i   d e   E m a i l 	 E - M a i l   w i r d   g e s e n d e t 	 B?@02:0  M;.   ?>GBK	 I n v i o   e - m a i l 	 ,'1M  '13'D  'D(1J/  'D'DC*1HFJ	 A   e n v i a r   e - m a i l 	 E - p o s t a   g  n d e r i l i y o r   	 a n g   g i   t h   i n   t 	 M e n g i r i m   e m a i 	 M e n g h a n t a r   e - m e l 	 	- .	G	2	  -	G		  0	9	>	  9	H		 	 	 	 E - m a i l   k  l d  s e 	 	 	 	 E - m a i l   v e r s t u r e n 	 	 	 E x p e d i e r e   e - m a i l 	 	 	   " 	 	 	 '13'D  'ED	 	 	 				  						  						 	 	 	 




  





  




  

	   	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 S t u u r   t a n s   e - p o s 	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 S e n d i n g   e m a i l 	 
.
F
/
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2
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   
/
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	 .G2  * >	?	 	 					  						  				 	 	 	 	 	 	 	 E n v i a n d o   e - m a i l 
 
 S T R _ I D _ P R O G R E S S _ E M A I L _ D A T A S T O R E _ R E C E I V E D 	 S y n c M L 	 P O P U P C O N F I R M 	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 c6eP[N-N	 ck(Wc6e5uP[N	 3%1#1-5@!%	 R e c i b i e n d o   c o r r e o   e l e c t r  n i c o 	 R  c e p t i o n   d e   E m a i l 	 E - M a i l   w i r d   e m p f a n g e n 	 >;CG5=85  M;.   ?>GBK	 R i c e z i o n e   e - m a i l 	 ,'1M  '3*D'E  'D(1J/  'D'DC*1HFJ	 A   r e c e b e r   e - m a i l 	 E - p o s t a   a l 1n 1y o r   	 a n g   n h n   t h   i n   t 	 M e n e r i m a   e m a i l 	 M e n e r i m a   e - m e l 	 	- .	G	2	  *	M	0	>	*	M	$	  	0	  0	9	>	  9	H		 	 	 	 E - m a i l   f o g a d  s a 	 	 	 	 E - m a i l   o n t v a n g e n 	 	 	 R e c e p ci o n a r e   e - m a i l 	 	 	   " 	 	 	 /1'A*  'ED	 	 	 				  							  			  						 	 	 	 




  






  

  




  

	   	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 O n t v a n g   t a n s   e - p o s 	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 R e c e i v i n g   e m a i l 	 
.
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	 .G2  M09#  0A?	 	 					  							  			  				 	 	 	 	 	 	 	 R e c e b e n d o   e - m a i l 
 
 S T R _ I D _ P R O G R E S S _ E M A I L _ D A T A S T O R E _ D O N E 	 S y n c M L 	 P O P U P C O N F I R M 	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 P[NTek[b	 5uP[NTek[b	 4L-5@!%*3@#G	 S i n c .   d e   c o r r e o   e l e c t r  n i c o   r e a l i z a d a 	 S y n c   d e   E m a i l   t e r m i n  e 	 E - M a i l - S y n c h r .   f e r t i g 	 -;.   ?>GB0  A8=E@>=87>20=0	 S i n c r .   e - m a i l   f a t t a 	 *E  *2'EF  'D(1J/  'D'DC*1HFJ	 S i n c .   d e   e - m a i l   c o n c l u  d a 	 E - p o s t a   s e n k r o n i z a s y o n u   y a p 1l d 1  	    n g   b   h  a   t h   i n   t 	 S i n k r o n i s a s i   e m a i l   s e l e s a i 	 P e n y e g e r a k a n   e - m e l   s e l e s a i 	 	- .	G	2	  8	?			  *	B	0	M	#		 	 	 	 E - m a i l   s z i n k .   k  s z 	 	 	 	 S y n c h r o n i s a t i e   v a n   e - m a i l   v o l t o o i d 	 	 	 S i n c r o n i z a r e   e - m a i l   t e r m i n a t 	 	 	   "   	 	 	 GE'E  3'2  'ED  'F,'E  4/	 	 	 				  				  			  					 	 	 	 




  






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	     	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 E - p o s - s i n k r .   g e d o e n 	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 E m a i l   s y n c   d o n e 	 
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	 .G2  8?M  0>/>?	 	 					  						' .   								 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   e - m a i l   f e i t a 
 
 S T R _ I D _ P R O G R E S S _ E M A I L _ D A T A S T O R E _ F A I L E D 	 S y n c M L 	 P O P U P C O N F I R M 	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   u n f i n i s h e d 	 P[NTek*g[b	 5uP[NTek*g[b	 4L-5@!%%I!@+%'	 S i n c .   d e   c o r r e o   e l e c t r  n i c o   f a l l  	 S y n c   d e s   e m a i l s   n o n   f i n i e 	 e M a i l - S y n c h r o n i s i e r u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  A8=E@>=87>20BL  M;.   ?>GBC	 S i n c r .   e - m a i l   n o n   t e r m i n a t a 	 A4D  AJ  *2'EF  'D(1J/  'D'DC*1HFJ	 S i n c .   d e   e - m a i l   n  o   c o n c l u  d a 	 E - p o s t a   s e n k r o n i z a s y o n u   y a p 1l a m a d 1  	 n g   b   h  a   t h   i n   t   t h t   b i 	 S i n k r o n i s a s i   e m a i l   b e l u m   s e l e s a i 	 P e n y e g e r a k a n   e - m e l   g a g a l 	 	.	G	2	  8	?			  	'	B	0	>		 	 	 	 A z   e - m a i l   s z i n k .   n i n c s   k  s z 	 	 	 	 S y n c h r o n i s a t i e   v a n   e - m a i l   n i e t   v o l t o o i d 	 	 	 S i n c r o n i z a r e   e - m a i l u r i   n e f i n a l i z a t 	 	 	   "   	 	 	 GE3'F  3'2  1''F'EG  *E'E  F4/G  '3*	 	 	 				  											  										 	 	 	 




  






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	     	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   f a i l e d 	 E - p o s - s i n k r .   o n v o l t o o i d 	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   f a i l e d 	 E m a i l   s y n c   f a i l e d 	 
.
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	 .G2  8?M  ,?+3  9G2>	 	 					  						' .   					 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   e - m a i l   i n a c a b a d a 
 
 S T R _ I D _ P R O G R E S S _ E M A I L _ D A T A S T O R E _ U P D A T I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 feP[N-N	 ck(Wfe5uP[N	 3%1-1@-5@!%	 A c t u a l i z a n d o   c o r r e o   e l e c t r  n i c o 	 M i s e      j o u r   E m a i l 	 E - M a i l   w i r d   a k t u a l i s i e r t 	 1=>2;5=85  M;.   ?>GBK	 A g g i o r n a m e n t o   e - m a i l 	 ,'1M  *-/J+  'D(1J/  'D'DC*1HFJ	 A   a c t u a l i z a r   e - m a i l 	 E - p o s t a   g  n c e l l e n i y o r 	 a n g   l  m   m i   t h   i n   t 	 M e m p e r b a r u i   e m a i l 	 M e n g e m a s   k i n i   e - m e l 	 	- .	G	2	  	&	M	/	$	(	  	0	  0	9	>	  9	H		 	 	 	 E - m a i l e k   f r i s s  t  s e 	 	 	 	 E - m a i l   w o r d t   b i j g e w e r k t 	 	 	 A c t u a l i z a r e   e - m a i l 	 	 	   " 	 	 	 /1  -'D  1H2"E/3'2  'ED	 	 	 				  					  			  						 	 	 	 




  





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	   	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 D a t e e r   t a n s   e - p o s   o p 	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 U p d a t i n g   e m a i l 	 
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	 .G2  *!GM  0A?	 	 					  						  			  				 	 	 	 	 	 	 	 A t u a l i z a n d o   e - m a i l 
 
 S T R _ I D _ S Y N C _ T W O W A Y 	 S y n c M L 	 H I N T ,   T W O S T A T E ,   U N L I M 	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 ٖTTek	 STTek	 4L*-2	 S i n c .   d e   d o b l e   v  a 	 S y n c   d e u x   s e n s 	 Z w e i w e g - S y n c h r . 	 2C=0?@02;5==0O  A8=E@>=870F8O	 S i n c r .   a   d u e   v i e 	 *2'EF  +F'&J  'D'*,'G	 S i n c .   b i d i r e c c i o n a l 	 0k i   y o l l u   s e n k r o n i z a s y o n   	 n g   b   h  a   h a i   h n g 	 S i n k r o n i s a s i   d u a   a r a h 	 P e n y e g e r a k a n   d u a   h a l a 	 &	K	  $	0	+	>	  8	?				 	 	 	 K  t i r  n y    s z i n k . 	 	 	 	 T w e e w e g s   s y n c h r o n i s a t i e 	 	 	 S i n c r o n i z a r e    n   d o u   d i r e c ci i 	 	 	   - 	 	 &	A	9	G	0	@	  .	>	0	M		>		G	  8	?				 1H2"E/3'2  /H71AG	 /H  3E*H  H'D'  3F	     	 				- 				    												 &
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	   -   	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 T w e e r i g t i n g - s i n k r . 	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 T w o - w a y   s y n c 	 
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 
 S T R _ I D _ S Y N C _ B A C K U P 	 S y n c M L 	 H I N T ,   T W O S T A T E ,   U N L I M 	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 PN:O
ghV	 YN
gRhV	 *3#-D"1@4#L@'-#L	 R e s p a l d a r   e n   s e r v i d o r 	 S a u v e g a r d e r   s u r   s e r v e u r 	 S i c h e r n   z u m   S e r v e r 	  575@2=>5  :>?8@>20=85  =0  A5@25@	 B a c k u p   s u   s e r v e r 	 F3.)  'DJ  E9'/)  'D./E)	 C  p i a   d e   s e g u r a n  a   d o   s e r v i d o r 	 S u n u c u y a   y e d e k l e   	 D   p h  n g   n   m  y   p h c   v 	 C a d a n g k a n   k e   s e r v e r 	 B u a t   s a n d a r a n   p a d a   p e l a y a n 	 8	0	M	5	0	  *	0	  ,	H			*		 	 	 	 M e n t  s   a   k i s z o l g  l  r a 	 	 	 	 B a c k - u p   n a a r   s e r v e r 	 	 	 C o p i e r e   d e   r e z e r v   p e   s e r v e r 	 	 	   	 	 8	0	M	5	M	9	0	2	>	  ,	E			*		 *GG  F3.G  ~4*'F  /1  31H1	 31H1  H  *9'HF	   	 								  							  						 8
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	       	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 R u g s t e u n   n a   b e d i e n e r 	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 B a c k u p   t o   s e r v e r 	 8
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 
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ghVSV	 N
gRhVSV	 6%1!22@4#L@'-#L	 R e s t a u r a r   d e s d e   e l   s e r v i d o r 	 R e s t a u r e r      p a r t i r   d u   s e r v e u r 	 W i e d e r h e r s t e l l e n   v o m   S e r v e r 	 >AAB0=>2;5=85  A  A5@25@0	 R i p r i s t i n a   d a   s e r v e r 	 '.0  EF  E9/'*  'D./E)	 R e s t a u r a r   d o   s e r v i d o r 	 S u n u c u d a n   y e n i d e n   y  k l e   	 H o  n   l i   t   m  y   p h c   v 	 K e m b a l i k a n   d a r i   s e r v e r 	 P u l i h k a n   d a r i   p e l a y a n 	 8	0	M	5	0	  8	G	  *	A	(		*	M	0	>	*	M	$	  	0	G		  	 	 	 	 V i s s z a  l l  t  s   a   k i s z o l g  l  r  l 	 	 	 	 H e r s t e l l e n   v a n   s e r v e r 	 	 	 R e s t a b i l i r e   d e   p e   s e r v e r 	 	 	   	 	 8	0	M	5	M	9	0	  5	0	A	(	  *	A	(	0	M	8	M	%	>	*	?	$	  	0	>		 ('2'(  '2  31H1	 31H1  3  (-'D  ,&	     	 							  				  										  					 8
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	       	 R e s t o r e   f r o m   s e r v e r 	 R e s t o r e   f r o m   s e r v e r 	 R e s t o r e   f r o m   s e r v e r 	 H e r s t e l   v a n   b e d i e n e r 	 R e s t o r e   f r o m   s e r v e r 	 R e s t o r e   f r o m   s e r v e r 	 R e s t o r e   f r o m   s e r v e r 	 R e s t o r e   f r o m   s e r v e r 	 R e s t o r e   f r o m   s e r v e r 	 R e s t o r e   f r o m   s e r v e r 	 8
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 
 S T R _ I D _ S Y N C _ E X P O R T 	 S y n c M L 	 H I N T ,   T W O S T A T E ,   U N L I M 	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 UT8Q:O
ghV	 USTQ
gRhV	 *H--D"1@4#L@'-#L	 E x p o r t a r   h a c i a   e l   s e r v i d o r 	 E x p o r t e r   s u r   s e r v e u r 	 E x p o r t i e r e n   z u m   S e r v e r 	 -:A?>@B  =0  A5@25@	 E s p o r t a   d a   s e r v e r 	 '.1',  H-J/  'D'*,'G  'DJ  E9/'*  'D./E)	 E x p o r t a r   p a r a   s e r v i d o r 	 S u n u c u y a   g  n d e r 	 X u t   r a   m t   h n g   n   m  y   p h c   v 	 E k s p o r   k e   s e r v e r 	 E k s p o r t   k e   p e l a y a n 	 8	0	M	5	0	  	K	  -	G		G			 	 	 	 E x p o r t  l  s   a   k i s z o l g  l  r a 	 	 	 	 E x p o r t e r e n   n a a r   s e r v e r 	 	 	 E x p o r t   p e   s e r v e r 	 	 	   	 	 	 5'/1  1/F  (G  31H1	 31H1  H  '3~H1y  ,&	     	 								  						  					 8
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	       	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 U i t v o e r   n a   b e d i e n e r 	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 E x p o r t   t o   s e r v e r 	 8
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 
 S T R _ I D _ S Y N C _ I M P O R T 	 S y n c M L 	 H I N T ,   T W O S T A T E ,   U N L I M 	 I m p o r t   f r o m   s e r v e r 	 I m p o r t   f r o m   s e r v e r 	 UT_:O
ghV8eQ	 USTN
gRhVeQ	 3@I22@4#L@'-#L	 I m p o r t a r   d e s d e   e l   s e r v i d o r 	 I m p o r t e r      p a r t i r   d e   s e r v e u r 	 I m p o r t i e r e n   v o m   S e r v e r 	 <?>@B  A  A5@25@0	 I m p o r t a   d a   s e r v e r 	 '/.'D  H-J/  'D'*,'G  EF  E9/'*  'D./E)	 I m p o r t a r   d e   s e r v i d o r 	 S u n u c u d a n   a l   	 N h p   v  o   m t   h n g     t   m  y   p h c   v 	 I m p o r   d a r i   s e r v e r 	 I m p o r t   d a r i   p e l a y a n 	 8	0	M	5	0	  8	G	  2	>				 	 	 	 I m p o r t  l  s   a   k i s z o l g  l  r  l 	 	 	 	 I m p o r t e r e n   v a n   s e r v e r 	 	 	 I m p o r t   d e   p e   s e r v e r 	 	 	   	 	 	 H'1/  1/F  '2  31H1	 31H1  3  'E~H1y  ,&	       	 							  				  					  					 8
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 S T R _ I D _ S Y N C _ B A C K U P _ W A R N I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 S y n c   t y p e   w a r n i n g 	 A l l   r e m o t e   r e c o r d s   w i l l   b e   d e l e t e d   b e f o r e   s y n c .   C o n t i n u e ? 	 YTekMR:O
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gRhVpenc\O Rdnx	 I-!9%#0"0D%1I+!09%H-4L  3H-+#7-D!H? 	 T o d o s   l o s   r e g i s t r o s   r e m o t o s   s e   b o r r a r  n   a n t e s   d e   s i n c .      C o n t i n u a r ? 	 T o u s   l e s   e n r e g i s t r e m e n t s   d i s t a n t s   s e r o n t   s u p p r i m  s   a v a n t   l a   s y n c .   C o n t i n u e r   ? 	 A l l e   F e r n e i n t r  g e   w e r d e n   v o r   S y n c h r .   g e l  s c h t .   F o r t s e t z e n ? 	 A5  48AB0=F8>==K5  70?8A8  1C4CB  C40;5=K  ?5@54  A8=E@>=870F859.   @>4>;68BL? 	 T u t t e   l e   r e g i s t r a z i o n i   r e m o t e   v e r r a n n o   e l i m i n a t e   p r i m a   d e l l a   s i n c r o n i z z a a z i o n e .   C o n t i n u a r e ? 	 ,EJ9  'DF'&J)  'D3,D'*  3J*E  -0A  B(D  'DE*2'EF), *E*E1	 T o d o s   o s   r e g i s t o s   r e m o t o s   s e r  o   e l i m i n a d o s   a n t e s   d a   s i n c .   C o n t i n u a r ? 	 T  m   u z a k t a n   k a y 1t l a r   s e n k r o n i z a s y o n d a n    n c e   s i l i n e c e k .   D e v a m   e d i l s i n   m i ?   	 T r c   k h i   b t   u   n g   b   h  a ,   d   l i u   t r o n g   m  y   p h c   v   s   b   x  a !   T i p   t c ? 	 S e m u a   d a t a   j a u h   a k a n   t e r h a p u s   s e b e l u m   s i n k r o n i s a s i .   L a n j u t k a n ? 	 S e m u a   r e k o d   j a u h   a k a n   d i h a p u s   s e b e l u m   p e n y e g e r a k a n .   T e r u s k a n ? 	 8	?			  8	G	  *	9	2	G	  8	-	@	  0	?	.	K		  0	?		I	0	M	!	  .	?		  	>	
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 S T R _ I D _ S Y N C _ R E P O R T _ C A L _ O K 	 S y n c M L 	 U N L I M 	 C a l e n d a r   d o n e 	 C a l e n d a r   d o n e 	 efTek[b	 eSTek[b	 44@*#GA%I'	 C a l e n d a r i o   f i n a l i z a d o   	 C a l e n d r i e r   t e r m i n  	 K a l e n d e r   f e r t i g 	 040G8  3>B>2K	 D a   f a r e   e s e g u i t o 	 *2'EF  '4J'!  'D9ED  F'-,	 T a r e f a   c o n c l u  d a 	 T a k v i m   y a p 1l d 1	 n g   b   h  a   l c h   n g  y   t h  n h   c  n g 	 K a l e n d e r   s e l e s a i 	 K a l e n d a r   s e l e s a i 	   	H	2	G		!	0	  *	B	0	M	#		 	 	 	 N a p t  r   k  s z 	 	 	 	 K a l e n d e r   g e r e e d 	 	 	 L i s t   d e   s a r c i n i   s i n c r o n i z a t 	 	 	     	 	 	A	  !	A	  2	?	8	M		  	G	2	G		 1HJ/'/  *BHJE  'F,'E  4/	 E4:HD'*    A13*  H&	           	 								  							  			  						 
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	   	 T o - d o   d o n e 	 T o - d o   d o n e 	 T o - d o   d o n e 	 K a l e n d e r   v o l t o o i 	 T o - d o   d o n e 	 T o - d o   d o n e 	 T o - d o   d o n e 	 T o - d o   d o n e 	 T o - d o   d o n e 	 T o - d o   d o n e 	 
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	     	 B o o k m a r k   d o n e 	 B o o k m a r k   d o n e 	 B o o k m a r k   d o n e 	 B o e k m e r k   v o l t o o i 	 B o o k m a r k   d o n e 	 B o o k m a r k   d o n e 	 B o o k m a r k   d o n e 	 B o o k m a r k   d o n e 	 B o o k m a r k   d o n e 	 B o o k m a r k   d o n e 	 ,
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 S T R _ I D _ S Y N C _ R E P O R T _ B K M _ N G 	 S y n c M L 	 U N L I M 	 B o o k m a r k   s y n c   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 fd|Tek*g[b	 fN~{Tek*g[b	 8J!2#LD!H@*#G	 M a r c a d o r   s i n   f i n a l i z a r 	 S i g n e t   n o n   f i n i 	 L e s e z e i c h e n   n i c h t   f e r t i g 	 0:;04:8  =5  3>B>2K	 S e g n a l i b r o   n o n   f i n i t o 	 A4D  AJ  *2'EF  '4'1)'DE1,9J)	 M a r c a d o r   i n c o m p l e t o 	 Y e r   i m i   b i t m e d i   	 n g   b   h  a    n h   d u   t h t   b i 	 P e n a n d a   b e l u m   s e l e s a i 	 P e n a n d a   b u k u   t a k   s e l e s a i 	 ,	A		.	>	0	M		  	'	B	0	>		 	 	 	 K  n y v j e l z Qk   n i n c s   k  s z 	 	 	 	 B l a d w i j z e r   n i e t   v o l t o o i d 	 	 	 S i n c r o n i z a r e   m a r c a j e   n e f i n a l i z a t 	 	 	     	 	 	 E-D  '(  *E'E  F4/G  '3*	 	 	 								  								 	 	 	 







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	     	 B o o k m a r k   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 B o e k m e r k   o n v o l t o o i d 	 B o o k m a r k   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 B o o k m a r k   u n f i n i s h e d 	 ,
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	     	 B o o k m a r k   n o t   s y n c 	 B o o k m a r k   n o t   s y n c 	 B o o k m a r k   n o t   s y n c 	 B o e k m e r k   n i e   g e s i n k r . 	 B o o k m a r k   n o t   s y n c 	 B o o k m a r k   n o t   s y n c 	 B o o k m a r k   n o t   s y n c 	 B o o k m a r k   n o t   s y n c 	 B o o k m a r k   n o t   s y n c 	 B o o k m a r k   n o t   s y n c 	 ,
A
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	 ,A.>0M  8?M  (A9G	 	 								  						' .   			  				 	 	 	 	 	 	 	 M a r c a d o r e s   n  o   s i n c r o n i z a m 
 
 S T R _ I D _ S Y N C _ R E P O R T _ E M A I L _ O K 	 S y n c M L 	 U N L I M 	 E m a i l   s y n c   d o n e 	 E m a i l   d o n e 	 P[NTek[b	 5uP[NTek[b	 -5@!%@*#G	 C o r r e o   e l e c t r  n i c o   f i n a l i z a d o 	 E m a i l   t e r m i n  	 E - M a i l   f e r t i g 	 -;.   ?>GB0  3>B>20	 E - m a i l   f a t t a 	 *2'EF  'D(1J/  'D'DC*1HFJ  F'-,	 E - m a i l   c o n c l u  d o 	 E - p o s t a   h a z 1r 	 n g   b   h  a   t h   i n   t   t h  n h   c  n g 	 E m a i l   s e l e s a i 	 E - m e l   s e l e s a i 	 	- .	G	2	  *	B	0	M	#		 	 	 	 E - m a i l   k  s z 	 	 	 	 E - m a i l   g e r e e d 	 	 	 A p l i c a ci e   E - m a i l   s i n c r o n i z a t 	 	 	 "   	 	 	 'ED  'F,'E  4/	 	 	 				  			  					 	 	 	 




  

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	   	 E m a i l   d o n e 	 E m a i l   d o n e 	 E m a i l   d o n e 	 E - p o s   v o l t o o i d 	 E m a i l   d o n e 	 E m a i l   d o n e 	 E m a i l   d o n e 	 E m a i l   d o n e 	 E m a i l   d o n e 	 E m a i l   d o n e 	 
.
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	 .G2  0>/>?	 	 					  								 	 	 	 	 	 	 	 E - m a i l   f e i t o 
 
 S T R _ I D _ S Y N C _ R E P O R T _ E M A I L _ N G 	 S y n c M L 	 U N L I M 	 E m a i l   s y n c   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 P[NTek*g[b	 5uP[NTek*g[b	 -5@!%D!H@*#G	 C o r r e o   e l e c t r  n i c o   n o   f i n a l i z a d o 	 E m a i l   p a s   f i n i 	 E - M a i l   n i c h t   f e r t i g 	 -;.   ?>GB0  =5  3>B>20	 E - m a i l   n o n   f i n i t a 	 A4D  AJ  *2'EF  'D(1J/  'D'DC*1HFJ	 E - m a i l   i n c o m p l e t o 	 E - p o s t a   b i t m e d i   	 n g   b   h  a   t h   i n   t   t h t   b i 	 E m a i l   b e l u m   s e l e s a i 	 E - m e l   t a k   s e l e s a i 	 	- .	G	2	  	'	B	0	>		 	 	 	 E - m a i l   n i n c s   k  s z 	 	 	 	 E - m a i l   n i e t   v o l t o o i d 	 	 	 S i n c r o n i z a r e   E - m a i l   n e f i n a l i z a t 	 	 	 "     	 	 	 'ED  *E'E  F4/G  '3*	 	 	 				  								 	 	 	 




  





  


	   	 E m a i l   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 E - p o s   o n v o l t o o i d 	 E m a i l   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 E m a i l   u n f i n i s h e d 	 
.
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	 .G2  8.>*M$	 	 					  									 	 	 	 	 	 	 	 E - m a i l   i n a c a b a d o 
 
 S T R _ I D _ S Y N C _ R E P O R T _ E M A I L _ C K 	 S y n c M L 	 U N L I M 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 ˊjgP[N-[	 hg5uP[Nn	 B##'*-2#1IH2-5@!%	 P o r   f a v o r   v e r i f i q u e   l a   c o n f i g u r a c i  n   d e l   c o r r e o   e l e c t r  n i c o 	 V e u i l l e z   v  r i f i e r   l e s   r  g l a g e s   d e s   E m a i l s 	 B i t t e   E . M a i l e i n s t e l l u n g e n   p r  f e n 	 @>25@LB5  ?0@0<5B@K  M;.   ?>GBK	 V e r i f i c a r e   l e   i m p o s t a z i o n i   d e l l ' e - m a i l 	 'A-5  E6(7  'D(1J/  'D'DC*1HFJ	 V e r i f i q u e   a s   d e f i n i   e s   d e   e - m a i l 	 L  t f e n   e - p o s t a   a y a r l a r 1n 1  k o n t r o l   e d i n   	 H  y   k i m   t r a   c  i   t   t h   i n   t 	 P e r i k s a   p e n g a t u r a n   e m a i l 	 S i l a   s e m a k   s e t i n g   e - m e l 	 	C	*	/	>	  	- .	G	2	  8	G		?			M	8	  	>			G			 	 	 	 K  r j  k   e l l e n Qr i z z e   a z   e - m a i l   b e  l l  t  s a i t 	 	 	 	 C o n t r o l e e r   d e   e - m a i l i n s t e l l i n g e n 	 	 	 V e r i f i c a ci   s e t r i l e   p e n t r u   e - m a i l 	 	 	         " 	 	 	 D7A'K  *F8E'*  'ED  1'  ('2(F  F/	 	 	 				  						  							  					 	 	 	 




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  





  





	         	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 G a a n   a s s e b l i e f   e - p o s i n s t e l l i n g s   n a 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 P l e a s e   c h e c k   e m a i l   s e t t i n g s 	 
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	 &_>0?  .G2  8G?  />M  0(M$A	 	 							  			  					  						  							  				 	 	 	 	 	 	 	 V e r i f i q u e   a s   c o n f i g u r a   e s   d e   e - m a i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ R E P O R T _ M O V E 	 S y n c M L 	 U N L I M 	 M o v e   e m a i l   o b j e c t 	 M o v e 	 ,dy	 yR	 "I2"	 M o v e r 	 D  p l a c e r 	 V e r s c h i e b e n 	 5@5<5AB8BL	 S p o s t a 	 FBD	 M o v e r 	 T a _1  	 D i   c h u y n 	 P i n d a h 	 P i n d a h k a n 	 8	M	%	>	(	  ,	&	2	G			 	 	 	  t h e l y e z  s 	 	 	 	 V e r p l a a t s e n 	 	 	 M u t a r e 	 	 	 	 	 	 'F*B'D	 	 	 					 	 	 	 




	 	 M o v e 	 M o v e 	 M o v e 	 S k u i f 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 M o v e 	 (
@
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	 3>(M$A	 	 		  					 	 	 	 	 	 	 	 M o v e r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ R E P O R T _ S E R V E R 	 S y n c M L 	 U N L I M 	 S e r v e r 	 S e r v e r 	 :O
ghVz	 
gRhVz	 @4#L@'-#L	 S e r v i d o r 	 S e r v e u r 	 S e r v e r 	 !5@25@	 S e r v e r 	 71AJ)  DE9/'*  'D./E)	 S e r v i d o r 	 S u n u c u   	 C n g   m  y   p h c   v 	 S e r v e r 	 P e l a y a n 	 8	0	M	5	0		 	 	 	 K i s z o l g  l  	 	 	 	 S e r v e r 	 	 	 S e r v e r 	 	 	 	 	 8	0	M	5	M	9	0		 31H1	 31H1	 	 								   8
0
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	 80M50M	 !5@25@	 




	 	 S e r v e r 	 S e r v e r 	 S e r v e r 	 B e d i e n e r 	 S e r v e r 	 S e r v e r 	 S e r v e r 	 S e r v e r 	 S e r v e r 	 S e r v e r 	 8
0
M

 5
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0
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 	 80M-0	 	 								 	 	 	 	 	 	 	 S e r v i d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ R E P O R T _ C L I E N T 	 S y n c M L 	 U N L I M 	 C l i e n t 	 C l i e n t 	 Kb_jz	 [7bz	 D%@-GL	 C l i e n t e 	 C l i e n t 	 C l i e n t 	 ;85=B	 C l i e n t 	 71AJ)  DD2('&F	 C l i e n t e 	 0s t e m c i   	 C n g   k h  c h   h  n g 	 K l i e n 	 K l i e n 	 	M	2	>					 	 	 	 K l i e n s 	 	 	 	 C l i e n t 	 	 	 C l i e n t 	 	 	 	 	 	M	2	>	/	G	(	M			 31H3  1F/G	 D'&Fy	 	 							 .
A
5
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  	 M2/?M	 ;VT=B	 





	 / 	 C l i e n t 	 C l i e n t 	 C l i e n t 	 K l i  n t 	 C l i e n t 	 C l i e n t 	 C l i e n t 	 C l i e n t 	 C l i e n t 	 C l i e n t 	 
M
2
/
(
M
1
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	 M2>#M	 	 										 	 	 	 	 	 	 	 C l i e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S Y N C _ I N V A L I D _ D A T A _ A C C O U N T 	 S y n c M L 	 P O P U P 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 !qHev_ǌe	 eHevpenc&7b	 1

5I-!9%D!H9I-	 C u e n t a   d e   d a t o s   i n v  l i d a 	 C o m p t e   d e   d o n n  e s   i n v a l i d e 	 U n g  l t i g e s   D a t e n k o n t o 	 525@=0O  CG5B=0O  70?8AL  40==KE	 A c c o u n t   d a t i   n o n   v a l i d o 	 .7#  AJ  6(7  'D*H5JD	 D a d o s   d e   c o n t a   i n v  l i d o s 	 G e  e r s i z   v e r i   h e s a b 1  	 T  i   k h o n   d   l i u   l i 	 A c c o u n t   d a t a   t i d a k   v a l i d 	 A k a u n   d a t a   t a k   s a h 	 	.	>	(	M	/	  !	>		>	    		>					  	 	 	 	  r v  n y t e l e n   a d a t f i  k 	 	 	 	 O n g e l d i g e   g e g e v e n s a c c o u n t 	 	 	 C o n t   d e   d a t e   n e v a l i d 	 	 	       	 	 	5	H	'	  !	>		>	  		>	
			! 	 '4*1'  /'/G  E9*(1  F3*	 ! :D7  y'  ''$Fy	     ! 	 								  				  								 
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	     	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 O n g e l d i g e   d a t a - r e k e n i n g 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 !
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 
 S T R _ I D _ S Y N C _ P R O F I L E _ I D 1 	 S y n c M L 	 H I N T ,   I C O N T E X T ,   C 0 7 3 _ 1 	 A c c o u n t   1 	 A c c o u n t   1 	 3^6b N	 ^7b N	 1

5  1 	 C u e n t a   1 	 C o m p t e   1 	 K o n t o   1 	 #G5B=0O  70?8AL  1 	 A c c o u n t   1 	 'D-3'(1 	 C o n t a   1 	 H e s a p   1   	 C  i   t   s n   1 	 A c c o u n t   1 	 A k a u n   1 	   		>					  1 	 	 	 	 1 .   f i  k 	 	 	 	 A c c o u n t   1 	 	 	 C o n t   1   	 	 	   1 	 	 *	M	0	K	+	>		2	  1 	 '4*1'  1 	 ~1HA'&D  1   	   1 	 							  		 *
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  1 	   1 	 A c c o u n t   1 	 A c c o u n t   1 	 A c c o u n t   1 	 R e k e n i n g   1 	 A c c o u n t   1 	 A c c o u n t   1 	 A c c o u n t   1 	 A c c o u n t   1 	 A c c o u n t   1 	 A c c o u n t   1 	 
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 
 S T R _ I D _ S Y N C _ P R O F I L E _ I D 2 	 S y n c M L 	 H I N T ,   I C O N T E X T ,   C 0 7 3 _ 1 	 A c c o u n t   2 	 A c c o u n t   2 	 3^6bN	 ^7bN	 1

5  2 	 C u e n t a   2 	 C o m p t e   2 	 K o n t o   2 	 #G5B=0O  70?8AL  2 	 A c c o u n t   2 	 'D-3'(2 	 C o n t a   2 	 H e s a p   2 	 C  i   t   s n   2 	 A c c o u n t   2 	 A k a u n   2 	   		>					  2 	 	 	 	 2 .   f i  k 	 	 	 	 A c c o u n t   2 	 	 	 C o n t   2 	 	 	   2 	 	 *	M	0	K	+	>		2	  2 	 '4*1'  2 	 ~1HA'&D  2 	   2 	 							  		 *
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 
 S T R _ I D _ S Y N C _ P R O F I L E _ I D 3 	 S y n c M L 	 H I N T ,   I C O N T E X T ,   C 0 7 3 _ 1 	 A c c o u n t   3 	 A c c o u n t   3 	 3^6b	N	 ^7b	N	 1

5  3 	 C u e n t a   3 	 C o m p t e   3 	 K o n t o   3 	 #G5B=0O  70?8AL  3 	 A c c o u n t   3 	 'D-3'(3 	 C o n t a   3 	 H e s a p   3 	 C  i   t   s n   3 	 A c c o u n t   3 	 A k a u n   3 	   		>					  3 	 	 	 	 3 .   f i  k 	 	 	 	 A c c o u n t   3 	 	 	 C o n t   3 	 	 	   3 	 	 *	M	0	K	+	>		2	  3 	 '4*1'  3 	 ~1HA'&D  3 	   3 	 							  		 *
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 
 S T R _ I D _ S Y N C _ P R O F I L E _ D E A C T I V A T E D 	 S y n c M L 	 P O P U P 	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 3^6b]ܕ	 ^7b]sQ	 4321

5A%I'	 C u e n t a   d e s a c t i v a d a 	 C o m p t e   d  s a c t i v  	 K o n t o   d e a k t i v i e r t 	 #G5B=0O  70?8AL  4570:B828@>20=0	 A c c o u n t   d i s a t t i v a t o 	 'D:'!  'DE6(H7  , '9'/)  *9/JD	 C o n t a   d e s a c t i v a d a 	 H e s a p   d e v r e   d 1_1  b 1r a k 1l d 1  	     n g   t  i   k h o n 	 A c c o u n t   d i n o n a k t i f k a n 	 A k a u n   d i n y a h a k t i f k a n 	   		>					  (	?	7	M		M	0	?	/	  	?	/	>	  	/	>		 	 	 	 A   f i  k   n e m   a k t  v 	 	 	 	 A c c o u n t   g e , n a c t i v e e r d 	 	 	 C o n t   d e z a c t i v a t 	 	 	       	 	 *	M	0	K	+	>		2	  		M	0	?	/	>	6	@	2	  	G	2	>	! 	 '4*1'  :1  A9'D  4/	 ! ~1HA'&D  H  :1  A9'D  1/'  '  	       ! 	 							  									  			  						 *
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  	   	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 R e k e n i n g   g e d e a k t i v e e r 	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 A c c o u n t   d e a c t i v a t e d 	 
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 
 S T R _ I D _ S Y N C _ C O N N _ T Y P E 	 S y n c M L 	 I C O N T E X T 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 #P}^W	 ޏc{|W	 
42#@
7H-!H-	 T i p o   d e   c o n e x i  n 	 T y p e   d e   c o n n e x i o n 	 V e r b i n d u n g s t y p 	 "8?  ?>4:;NG5=8O	 T i p o   d i   c o n n e s s i o n e 	 FH9  'D5D)	 T i p o   d e   l i g a   o 	 B a l a n t 1  t  r    	 L o i   k t   n i 	 J e n i s   s a m b u n g a n 	 J e n i s   s a m b u n g a n 	 	(	G		6	(	  *	M	0		>	0		 	 	 	 K a p c s o l a t   t  p u s a 	 	 	 	 V e r b i n d i n g s t y p e 	 	 	 T i p   d e   c o n e x i u n e 	 	 	   : 	 	 	 FH9  '*5'D	 	   	 							  							 
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 
 S T R _ I D _ V O I P _ P R O C E S S I N G 	 V o I P 	 P O P U P 	 P r o c e s s i n g 	 P r o c e s s i n g 	 Ut-N	 Yt-N	 3%13@42#	 P r o c e s a n d o 	 T r a i t e m e n t 	 W i r d   v e r a r b e i t e t 	 1@01>B:0	 E l a b o r a z i o n e 	 ,'1M  'DE9'D,)	 A   p r o c e s s a r 	 0_l e n i y o r   	 a n g   x   l  	 M e m p r o s e s 	 M e m p r o s e s 	 *	M	0	K	8	G	8	?				 	 	 	 F e l d o l g o z  s 	 	 	 	 B e z i g   m e t   v e r w e r k e n 	 	 	 P r o c e s a r e    n   c u r s 	 	 	 	 	 *	M	0		M	0	?	/	>	  9	K	$	  	9	G		 /1  -'D  ~1/'24	 ~1H33F	   	 									 *
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 
 S T R _ I D _ V O I P _ L O G I N _ O K 	 V o I P 	 P O P U P 	 L o g i n   S u c c e s s 	 L o g i n   s u c c e s s f u l l y 	 bR{veQ	 bR{vU_	 @I2*9H#0A%I'	 I n i c i o   d e   s e s i  n   e x i t o s o 	 C o n n e x i o n   r  u s s i e 	 E i n l o g g e n   e r f o l g r e i c h 	 E>4  2K?>;=5=	 A c c e s s o   a v v e n u t o   	 *3,JD  F',-	 S e s s  o   i n i c i a d a 	 O t u r u m   b a _a r 1y l a   a  1l d 1  	 n g   k    t h  n h   c  n g 	 L o g   i n   b e r h a s i l 	 L o g   m a s u k   b e r j a y a 	 2	I			(	  8	+	2		 	 	 	 S i k e r e s   b e j e l e n t k e z  s 	 	 	 	 A a n m e l d e n   g e l u k t 	 	 	 C o n e c t a r e   r e u _i t 	 	 	   	 	 2	I			(	  8	+	2		 H1H/  (G  33*E  EHAB  (H/	 'E'(    3'*  D'  'F	   	 						  				  				  							 2
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 
 S T R _ I D _ V O I P _ L O G O U T _ O K 	 V o I P 	 P O P U P 	 L o g o u t   S u c c e s s 	 L o g o u t   s u c c e s s f u l l y 	 bR{vQ	 bRl 	 --2#0A%I'	 F i n   d e   s e s i  n   e x i t o s o 	 D  c o n n e x i o n   r  u s s i e 	 A u s l o g g e n   e r f o l g r e i c h 	 KE>4  2K?>;=5=	 U s c i t a   a v v e n u t a 	 'D:'!  F'-,	 S e s s  o   t e r m i n a d a 	 O t u r u m   b a _a r 1y l a   k a p a t 1l d 1  	 X  a   n g   k    t h  n h   c  n g 	 L o g   o u t   b e r h a s i l 	 L o g   k e l u a r   b e r j a y a 	 2	I						  8	+	2		 	 	 	 S i k e r e s   k i j e l e n t k e z  s 	 	 	 	 A f m e l d e n   g e l u k t 	 	 	 D e c o n e c t a r e   r e u _i t 	 	 	   	 	 2	I			(					  8	+	2		 .1H,  '2  33*E  EHAB  (H/	 'E'(    3'*  D'  "$y	     	 						  				  					  							 2
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 
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	       V o I P     	 I - V o I P   l o g o u t   n g e n e t h i w e k h i 	 U p h u m o   l w e V o l P   n g o t h u n g e l w a n o 	 V o I P   i m e t o l e w a   n a   m t a n d a o 	 D e u r   n e t w e r k   v a n   V o I P   a f g e t e k e n 	 V o I P   i as i r e g i s t r a v i m a s   t i n k l u 	 V o I P   a t t e i k aa n s   a r   t +k l u 	 V o I P   v  l j a l o g i m i n e   v  r g u   p o o l t 	 V o I P   el  avk  oxrtk	 V o I P       	 A p l i c a ci e   V o I P   d e c o n e c t a t   d e   r e ce a 	 (
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 
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gRhVޏ~	 3%1@
7H-!H-@4#L@'-#L	 C o n e c t  n d o s e   a l   s e r v i d o r   	 S e r v e u r   d e   c o n n e x i o n 	 W i r d   m i t   S e r v e r   v e r b u n d e n 	 >4:;NG5=85  :  A5@25@C	 C o n n e s s i o n e   a l   s e r v e r 	 'F4'!  '*5'D  'DE9/'*  'D./E)	 A   l i g a r   a o   s e r v i d o r 	 S u n u c u y a   b a l a n 1y o r   	 T o   k t   n i   m  y   p h c   v 	 M e n y a m b u n g   k e   s e r v e r 	 M e n y a m b u n g k a n   p e l a y a n 	 8	0	M	5	0	  8	G	    	K	!	<	  0	9	>	  9	H		 	 	 	 K i s z o l g  l    c s a t l a k o z t a t  s a 	 	 	 	 V e r b i n d i n g   m a k e n   m e t   s e r v e r 	 	 	 C o n e c t a r e   s e r v e r    n   c u r s 	 	 	   	 	 8	0	M	5	M	9	0	  	(	G		M		  	0	$	  	9	G		 /1  -'D  '*5'D  31H1	 '3  "&  ~  31H1  3  1'(7  ,'1	     	   									  							  				 
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gRhVޏ~	 3%112#@
7H-!H-@4#L@'-#L	 D e s c o n e c t  n d o s e   d e l   s e r v i d o r 	 S e r v e u r   d e   d  c o n n e x i o n 	 W i r d   v o m   S e r v e r   g e t r e n n t 	 B:;NG5=85  >B  A5@25@0	 D i s c o n n e s s i o n e   d a l   s e r v e r 	 B79  '*5'D  'DE9/'*  'D./E)	 A   d e s l i g a r   d o   s e r v i d o r 	 S u n u c u n u n   b a l a n t 1s 1  k e s i l i y o r   	 K t   n i   v i   m  y   p h c   v   b   n g t   q u  n g 	 M e m u t u s k a n   s a m b u n g a n   d a r i   s e r v e r 	 M e m u t u s k a n   s a m b u n g a n   p e l a y a n 	 8	0	M	5	0	  8	G	    !	?	8		(	G		M		  	0	  0	9	>	  9	H		 	 	 	 K i s z o l g  l    l e v  l a s z t  s a 	 	 	 	 V e r b i n d i n g   v e r b r e k e n   m e t   s e r v e r 	 	 	 D e c o n e c t a r e   s e r v e r    n   c u r s 	 	 	   	 	 8	0	M	5	M	9	0	  !	?	8		(	G		M		  	0	$	  	9	G		 /1  -'D  B79  '*5'D  31H1	 '3  "&  ~  31H1  31'(7  EFB79  ,'1	       	   							  				  					  									  				 
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 S T R _ I D _ V O I P _ P R O F _ E D I T _ C O M M O N 	 V o I P 	 T I T L E ,   I C O N T E X T 	 C o m m o n   S e t t i n g 	 C o m m o n   s e t t i n g s 	  N,-[	  N,n	 2#1IH21H'D	 C o n f i g u r a c i  n   c o m  n   	 P a r a m  t r a g e   g  n  r a l 	 A l l g e m e i n e   E i n s t e l l u n g e n 	 1I0O  =0AB@>9:0	 I m p o s t a z i o n e   c o m u n e 	 6(7  9'/J	 D e f i n i   e s   c o m u n s 	 O r t a k   a y a r   	 C  i   t   t h  n g   t h n g 	 P e n g a t u r a n   u m u m 	 S e t i n g   b i a s a 	 8	>	.	>	(	M	/	  8	G		?				 	 	 	 K  z  s   b e  l l  t  s o k 	 	 	 	 G e m e e n s c h a p p e l i j k e   i n s t e l l i n g 	 	 	 S e t r i   c o m u n e 	 	 	   	 	 8	>	.	>	(	M	/	  8	G		?				 *F8JEG'  E4*1C	 9'E  3yF	   	 						  						 
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	   	 I s e t h i n g i   e l i v a m i l e 	 U s e t o   l w a b o   b o n k e 	 M p a n g i l i o   w a   k a w a i d a 	 A l g e m e n e   i n s t e l l i n g s 	 B e n d r o j i   n u o s t a t a 	 K o p j a i s   i e s t a t +j u m s 	 T a v a s  t e 	 8vdpavx  oauav	   	 S e t a r e   c o m u n 	 *
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 
 S T R _ I D _ V O I P _ P R O F _ E D I T _ A C C O U N T 	 V o I P 	 T I T L E ,   I C O N T E X T 	 A c c o u n t   S e t t i n g 	 A c c o u n t   s e t t i n g s 	 3^6b-[	 ^7bn	 2#1IH21

5	 C o n f i g u r a c i  n   d e   c u e n t a 	 P a r a m  t r a g e   d u   c o m p t e 	 K o n t o e i n s t e l l u n g e n 	 0AB@>9:0  CG5B=>9  70?8A8	 I m p o s t a z i o n i   a c c o u n t 	 6(7  'D-3'(	 D e f i n i   e s   d e   c o n t a 	 H e s a p   a y a r l a r 1  	 C  i   t   t  i   k h o n 	 P e n g a t u r a n   a c c o u n t 	 S e t i n g   a k a u n 	 		>					  8	G		?				 	 	 	 F i  k b e  l l  t  s o k 	 	 	 	 A c c o u n t i n s t e l l i n g 	 	 	 S e t r i   c o n t 	 	 	   	 	 		>	
			  8	G		?				 *F8EG'  '4*1'	 ''$Fy  3yF	   	 							  						 
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	   	 I s e t h i n g i   y e - a k h a w u n t i 	 U s e t o   l w e - a k h a w u n t i 	 M p a n g i l i   w a   a k a u n t i 	 R e k e n i n g i n s t e l l i n g s 	 S s k a i t o s   n u o s t a t a 	 K o n t a   i e s t a t +j u m s 	 K o n t o   s  t e 	 @aw~k  oauav	   	 S e t a r e   c o n t 	 
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 
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gRhVn	 @4#L@'-#L*H--	 S e r v i d o r   d e   s a l i d a 	 S e r v e u r   s o r t a n t . 	 A u s g e h e n d e r   S e r v e r 	 !5@25@  8AE>4OI53>  A>548=5=8O	 S e r v e r   o u t b o u n d 	 6(7  'DE9/'*  'D./E)	 S e r v i d o r   d e   s a  d a 	 G i d e n   s u n u c u   	 C  i   t   m  y   p h c   v   O u t b o u n d 	 S e r v e r   o u t b o u n d 	 P e l a y a n   k e l u a r 	 				,	>				!	  8	0	M	5	0		 	 	 	 K i m e n Q  k i s z o l g  l  	 	 	 	 U i t g a a n d e   s e r v e r 	 	 	 S e r v e r   d e   i e _i r e 	 	 	   	 	 				,		!	  8	0	M	5	M	9	0		 31H1  .1H,	 "Hy  ('$F  31H1  	     	 									  								 (
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	   	 I - O u t b o u n d   s e r v e r 	 I s e v a   y o k u p h u m a 	 S e v a   y a   n j e 	 U i t g a a n d e   b e d i e n e r 	 S i u n 
i a m a s   s e r v e r i s 	 N o s kt +j u m u   s e v e r i s 	 V  l j a m i n e v   s e r v e r 	 5laukv  }e~e	   	 S e r v e r   d e   i e _i r e 	 

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 
 S T R _ I D _ V O I P _ P R O F _ E D I T _ R E G I S T E R 	 V o I P 	 T I T L E ,   I C O N T E X T 	 R e g i s t e r   S e r v e r 	 R e g i s t e r   s e r v e r 	 R e g i s t e r :O
ghV-[	 R e g i s t e r 
gRhVn	 @4#L@'-#L%0@5"	 S e r v i d o r   d e   r e g i s t r o 	 S e r v e u r   r e g i s t r e 	 R e g i s t r i e r s e r v e r 	 !5@25@  @538AB@0F88	 R e g i s t r a   s e r v e r 	 6(7  'DE9/'*  'D./E)	 R e g i s t a r   s e r v i d o r 	 K a y 1t   s u n u c u s u 	 n g   n h p   m  y   p h c   v   R e g i s t e r 	 S e r v e r   r e g i s t e r 	 D a f t a r k a n   p e l a y a n 	 0		?	8	M		0	  8	0	M	5	0		 	 	 	 R e g i s z t r  c i  s   k i s z o l g  l  	 	 	 	 R e g i s t e r s e r v e r 	 	 	 S e r v e r   d e    n r e g i s t r a r e 	 	 	   	 	 (	K		&	  8	0	M	5	M	9	0		 +(*  31H1	 31H1  'F/1',  ,&	   	 								  								 0
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	   	 I s e v a   y o k u b h a l i s a 	 I s e v a   y o k u b h a l i s a 	 S a j i l i   s e v a 	 R e g i s t r e e r   b e d i e n e r 	 R e g i s t r u o j a m a s   s e r v e r i s 	 R e #i s t r a   s e r v e r i s 	 R e g i s t r e e r i m i s s e r v e r 	 3avtav  }e~e	   	 S e r v e r   d e    n r e g i s t r a r e 	 0

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 
 S T R _ I D _ V O I P _ P R O F _ E D I T _ N A T 	 V o I P 	 T I T L E ,   I C O N T E X T 	 N A T   S e t t i n g 	 N A T   s e t t i n g s 	 N A T -[	 N A T n	 2#1IH2  N A T 	 C o n f i g u r a c i  n   N A T 	 P a r a m  t r a g e   N A T 	 N A T - E i n s t e l l u n g e n 	 0AB@>9:0  N A T 	 I m p o s t a z i o n i   N A T 	 6(7	 D e f i n i   e s   N A T 	 N A T   a y a r l a r 1	 C  i   t   N A T 	 P e n g a t u r a n   N A T 	 S e t i n g   N A T 	 N A T   8	G		?				 	 	 	 N A T   b e  l l  t  s o k 	 	 	 	 N A T - i n s t e l l i n g 	 	 	 S e t r i   N A T 	 	 	   N A T 	 	 	(			@	  8	G		?				 *F8EG'  N A T 	 N A T   3yF	 N A T   	 					  						 
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	 N A T   	 I s e t h i n g i   y e - N A T 	 U s e t o   l w e N A T 	 M p a n g i l i o   w a   N A T 	 N A T - i n s t e l l i n g s 	 N A T   n u o s t a t a 	 N A T   i e s t a t +j u m s 	 N A T   s  t e 	 N A T   oauav	 N A T -   	 S e t a r e   N A T 	 N A T   
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 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F N A M E 	 V o I P 	 T I T L E ,   I C O N T E X T 	 P r o f i l e   N a m e 	 P r o f i l e   n a m e 	 -[j
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7H-B#D%L: 	 N o m b r e   d e   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 0720=85  ?@>D8;O	 N o m e   p r o f i l o 	 '3E  'D4CD	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1  	 T  n   c  i   t 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	>		2	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   : 	 	 *	M	0	K	+	>		2	  (	>		5		 F'E  FE'G	 ~1HA'&D  '  F'E	     	 								  				 *
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 
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5I-!9%	 C u e n t a   d e   d a t o s   	 C o m p t e   d e   d o n n  e s 	 D a t e n k o n t o 	 #G5B=0O  70?8AL	 A c c o u n t   d a t i 	 (J'F'*  'D-3'(	 D a d o s   d e   c o n t a 	 V e r i   h e s a b 1  	 T  i   k h o n   d   l i u 	 A c c o u n t   d a t a 	 A k a u n   d a t a 	 !	>		>	    		>						 	 	 	 A d a t f i  k 	 	 	 	 G e g e v e n s a c c o u n t 	 	 	 C o n t   d e   d a t e 	 	 	   	 	 !	>		>	  		>	
				 '4*1'  /'/G	 y'  ''$Fy	   	 				  								 
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 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ A U T O L O G I N 	 V o I P 	 I C O N T E X T 	 A u t o   L o g i n 	 A u t o   l o g i n 	 R{veQ	 ꁨR{vU_	 @I2#9H#0B"-1B!14	 I n i c i o   d e   s e s i  n   a u t o m  t i c o 	 C o n n e x i o n   a u t o 	 A u t o m .   E i n l o g g e n 	 2B><0B8G5A:89  2E>4	 A c c e s s o   a u t o m a t i c o 	 *3,JD  'D/.HD  #DJ'	 I n  c i o   a u t o m  t i c o   d e   s e s s  o 	 O t o m a t i k   o t u r u m   a    	 T   n g   n g   n h p 	 L o g   i n   o t o m a t i s 	 L o g   m a s u k   a u t o m a t i k 	 8	M	5	$		  2	I			(		 	 	 	 A u t o m a t i k u s   b e j e l e n t k e z  s 	 	 	 	 A u t o m a t i s c h   a a n m e l d e n 	 	 	 C o n e c t a r e   a u t o m a t 	 	 	   ' 	 	 8	M	5	/		    2	I			(		 H1H/  .H/'1  (G  33*E	 .H/  (.H/  /.HD	   	 										  					 
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 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ V M S E R V E R 	 V o I P 	 T I T L E ,   I C O N T E X T 	 V o i c e   M a i l   S e r v e r 	 V o i c e   m a i l   s e r v e r 	 O{	 O{	 @4#L@'-#L%H-2I-'2!	 S e r v i d o r   d e   c o r r e o   d e   v o z 	 S e r v e u r   d e   m e s s a g e r i e   v o c a l e 	 V o i c e m a i l - S e r v e r 	 !5@25@  3>;>A>2>9  ?>GBK	 S e r v e r   m a i l   v o c e 	 5F/HB  'D13'&D  'D5H*J)	 S e r v i d o r   d e   c o r r e i o   d e   v o z 	 S e s l i   p o s t a   s u n u c u s u   	 H p   t h   n g    m 	 S e r v e r   p e s a n   s u a r a 	 P e l a y a n   m e l   s u a r a 	   5	I	/	8	  .	G	2	  8	0	M	5	0		 	 	 	 H a n g p o s t a   s z e r v e r 	 	 	 	 V o i c e m a i l s e r v e r 	 	 	 S e r v e r   d e   m e s a g e r i e   v o c a l 	 	 	     	 	 5	M	9	>	/	8	  .	G	2	  8	0	M	5	M	9	0		 31H1  ~3*  5H*	 5H*  ED  31H1  	     	 				  				  								 
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 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 1 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   1 	 P r o f i l e   1 	 -[j N	 nch N	 B#D%L  1 	 P e r f i l   1 	 P r o f i l   1 	 P r o f i l   1 	 @>D8;L  1 	 P r o f i l o   1 	 'D4CD1 	 P e r f i l   1 	 P r o f i l   1 	 C  i   t   s n   1 	 P r o f i l   1 	 P r o f i l   1 	 *	M	0	K	+	>		2	  1 	 	 	 	 1 .   p r o f i l 	 	 	 	 P r o f i e l   1 	 	 	 P r o f i l   1 	 	 	   1 	 	 *	M	0	K	+	>		2	  1 	 FE'G  1 	 ~1HA'&D  1   	   1 	 								  		 *
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 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 2 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   2 	 P r o f i l e   2 	 -[jN	 nchN	 B#D%L  2 	 P e r f i l   2 	 P r o f i l   2 	 P r o f i l   2 	 @>D8;L  2 	 P r o f i l o   2 	 'D4CD2 	 P e r f i l   2 	 P r o f i l   2 	 C  i   t   s n   2 	 P r o f i l   2 	 P r o f i l   2 	 *	M	0	K	+	>		2	  2 	 	 	 	 2 .   p r o f i l 	 	 	 	 P r o f i e l   2 	 	 	 P r o f i l   2 	 	 	   2 	 	 *	M	0	K	+	>		2	  2 	 FE'G  2 	 ~1HA'&D2 	   2 	 								  		 *
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   2 	 *M0K+>2  2 	 P r o f i l i   2 	 	 	 	 	 	 	 	 	 P e r f i l   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 3 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   3 	 P r o f i l e   3 	 -[j	N	 nch	N	 B#D%L  3 	 P e r f i l   3 	 P r o f i l   3 	 P r o f i l   3 	 @>D8;L  3 	 P r o f i l o   3 	 'D4CD3 	 P e r f i l   3 	 P r o f i l   3 	 C  i   t   s n   3 	 P r o f i l   3 	 P r o f i l   3 	 *	M	0	K	+	>		2	  3 	 	 	 	 3 .   p r o f i l 	 	 	 	 P r o f i e l   3 	 	 	 P r o f i l   3 	 	 	   3 	 	 *	M	0	K	+	>		2	  3 	 FE'G  3 	 ~1HA'&D  3 	   3 	 								  		 *
M
0
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+
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
2
  3 	 *M0J+H2M  3 	 @>DV;L  3 	 







  3 	   3 	 I p h r o f a y l i   3 	 I p r o f a y l e   y e - 3 	 P r o f a i l i   3 	 P r o f i e l   3 	 3   p r o f i l i s 	 3 .   p r o f i l s 	 P r o f i i l   3 	 Jxkl  3 	   3 	 P r o f i l   3 	 *
M
0
J
+
H
2
M

   3 	 *M0K+>2  3 	 P r o f i l i   3 	 	 	 	 	 	 	 	 	 P e r f i l   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 4 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   4 	 P r o f i l e   4 	 -[jV	 nchV	 B#D%L  4 	 P e r f i l   4 	 P r o f i l   4 	 P r o f i l   4 	 @>D8;L  4 	 P r o f i l o   4 	 'D4CD4 	 P e r f i l   4 	 P r o f i l   4 	 C  i   t   s n   4 	 P r o f i l   4 	 P r o f i l   4 	 *	M	0	K	+	>		2	  4 	 	 	 	 4 .   p r o f i l 	 	 	 	 P r o f i e l   4 	 	 	 P r o f i l   4 	 	 	   4 	 	 *	M	0	K	+	>		2	  4 	 FE'G  4 	 ~1HA'&D  4   	   4 	 								  		 *
M
0
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+
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
2
  4 	 *M0J+H2M  4 	 @>DV;L  4 	 







  4 	   4 	 I p h r o f a y l i   4 	 I p r o f a y l e   y e - 4 	 P r o f a i l i   4 	 P r o f i e l   4 	 4   p r o f i l i s 	 4 .   p r o f i l s 	 P r o f i i l   4 	 Jxkl  4 	   4 	 P r o f i l   4 	 *
M
0
J
+
H
2
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   4 	 *M0K+>2  4 	 P r o f i l i   4 	 	 	 	 	 	 	 	 	 P e r f i l   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 5 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   5 	 P r o f i l e   5 	 -[jN	 nchN	 B#D%L  5 	 P e r f i l   5 	 P r o f i l   5 	 P r o f i l   5 	 @>D8;L  5 	 P r o f i l o   5 	 'D4CD5 	 P e r f i l   5 	 P r o f i l   5 	 C  i   t   s n   5 	 P r o f i l   5 	 P r o f i l   5 	 *	M	0	K	+	>		2	  5 	 	 	 	 5 .   p r o f i l 	 	 	 	 P r o f i e l   5 	 	 	 P r o f i l   5 	 	 	   5 	 	 *	M	0	K	+	>		2	  5 	 FE'G  5 	 ~1HA'&D  5   	   5 	 								  		 *
M
0
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+
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
2
  5 	 *M0J+H2M  5 	 @>DV;L  5 	 







  5 	   5 	 I p h r o f a y l i   5 	 I p r o f a y l e   y e - 5 	 P r o f a i l i   5 	 P r o f i e l   5 	 5   p r o f i l i s 	 5 .   p r o f i l s 	 P r o f i i l   5 	 Jxkl  5 	   5 	 P r o f i l   5 	 *
M
0
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+
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2
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   5 	 *M0K+>2  5 	 P r o f i l i   5 	 	 	 	 	 	 	 	 	 P e r f i l   5 	 	 	 	 	 	 	 	 5 . p r o f i l a 	 P r o f i l e   5 	 P e r f i l   5 	 P r o f a l   i s e 	 P r  i f  l   5 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 6 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   6 	 P r o f i l e   6 	 -[jmQ	 nchmQ	 B#D%L  6 	 P e r f i l   6 	 P r o f i l   6 	 P r o f i l   6 	 @>D8;L  6 	 P r o f i l o   6 	 'D4CD6 	 P e r f i l   6 	 P r o f i l   6 	 C  i   t   s n   6 	 P r o f i l   6 	 P r o f i l   6 	 *	M	0	K	+	>		2	  6 	 	 	 	 6 .   p r o f i l 	 	 	 	 P r o f i e l   6 	 	 	 P r o f i l   6 	 	 	   6 	 	 *	M	0	K	+	>		2	  6 	 FE'G  6 	 ~1HA'&D  6 	   6 	 								  		 *
M
0
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+
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
2
  6 	 *M0J+H2M  6 	 @>DV;L  6 	 







  6 	   6 	 I p h r o f a y l i   6 	 I p r o f a y l e   y e - 6 	 P r o f a i l i   6 	 P r o f i e l   6 	 6   p r o f i l i s 	 6 .   p r o f i l s 	 P r o f i i l   6 	 Jxkl  6 	   6 	 P r o f i l   6 	 *
M
0
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+
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2
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   6 	 *M0K+>2  6 	 P r o f i l i   6 	 	 	 	 	 	 	 	 	 P e r f i l   6 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 7 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   7 	 P r o f i l e   7 	 -[jN	 nchN	 B#D%L  7 	 P e r f i l   7 	 P r o f i l   7 	 P r o f i l   7 	 @>D8;L  7 	 P r o f i l o   7 	 'D4CD7 	 P e r f i l   7 	 P r o f i l   7 	 C  i   t   s n   7 	 P r o f i l   7 	 P r o f i l   7 	 *	M	0	K	+	>		2	  7 	 	 	 	 7 .   p r o f i l 	 	 	 	 P r o f i e l   7 	 	 	 P r o f i l   7 	 	 	   7 	 	 *	M	0	K	+	>		2	  7 	 FE'G  7 	 ~1HA'&D  7   	   7 	 								  		 *
M
0
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+
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
2
  7 	 *M0J+H2M  7 	 @>DV;L  7 	 







  7 	   7 	 I p h r o f a y l i   7 	 I p r o f a y l e   y e - 7 	 P r o f a i l i   7 	 P r o f i e l   7 	 7   p r o f i l i s 	 7 .   p r o f i l s 	 P r o f i i l   7 	 Jxkl  7 	   7 	 P r o f i l   7 	 *
M
0
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+
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2
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   7 	 *M0K+>2  7 	 P r o f i l i   7 	 	 	 	 	 	 	 	 	 P e r f i l   7 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 8 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   8 	 P r o f i l e   8 	 -[jkQ	 nchkQ	 B#D%L  8 	 P e r f i l   8 	 P r o f i l   8 	 P r o f i l   8 	 @>D8;L  8 	 P r o f i l o   8 	 'D4CD8 	 P e r f i l   8 	 P r o f i l   8 	 C  i   t   s n   8 	 P r o f i l   8 	 P r o f i l   8 	 *	M	0	K	+	>		2	  8 	 	 	 	 8 .   p r o f i l 	 	 	 	 P r o f i e l   8 	 	 	 P r o f i l   8 	 	 	   8 	 	 *	M	0	K	+	>		2	  8 	 FE'G  8 	 ~1HA'&D  8   	   8 	 								  		 *
M
0
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+
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
2
  8 	 *M0J+H2M  8 	 @>DV;L  8 	 







  8 	   8 	 I p h r o f a y l i   8 	 I p r o f a y l e   y e - 8 	 P r o f a i l i   8 	 P r o f i e l   8 	 8   p r o f i l i s 	 8 .   p r o f i l s 	 P r o f i i l   8 	 Jxkl  8 	   8 	 P r o f i l   8 	 *
M
0
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+
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2
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   8 	 *M0K+>2  8 	 P r o f i l i   8 	 	 	 	 	 	 	 	 	 P e r f i l   8 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 9 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   9 	 P r o f i l e   9 	 -[j]N	 nch]N	 B#D%L  9 	 P e r f i l   9 	 P r o f i l   9 	 P r o f i l   9 	 @>D8;L  9 	 P r o f i l o   9 	 'D4CD9 	 P e r f i l   9 	 P r o f i l   9 	 C  i   t   s n   9 	 P r o f i l   9 	 P r o f i l   9 	 *	M	0	K	+	>		2	  9 	 	 	 	 9 .   p r o f i l 	 	 	 	 P r o f i e l   9 	 	 	 P r o f i l   9 	 	 	   9 	 	 *	M	0	K	+	>		2	  9 	 FE'G  9 	 ~1HA'&D  9   	   9 	 								  		 *
M
0
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+
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
2
  9 	 *M0J+H2M  9 	 @>DV;L  9 	 







  9 	   9 	 I p h r o f a y l i   9 	 I p r o f a y l e   y e - 9 	 P r o f a i l i   9 	 P r o f i e l   9 	 9   p r o f i l i s 	 9 .   p r o f i l s 	 P r o f i i l   9 	 Jxkl  9 	   9 	 P r o f i l   9 	 *
M
0
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+
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2
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   9 	 *M0K+>2  9 	 P r o f i l i   9 	 	 	 	 	 	 	 	 	 P e r f i l   9 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ C O M M O N _ P R O F 1 0 	 V o I P 	 C 0 7 3 _ 1 	 P r o f i l e   1 0 	 P r o f i l e   1 0 	 -[jAS	 nchAS	 B#D%L  1 0 	 P e r f i l   1 0 	 P r o f i l   1 0 	 P r o f i l   1 0 	 @>D8;L  1 0 	 P r o f i l o   1 0 	 'D4CD1 0 	 P e r f i l   1 0 	 P r o f i l   1 0 	 C  i   t   s n   1 0 	 P r o f i l   1 0 	 P r o f i l   1 0 	 *	M	0	K	+	>		2	  1 0 	 	 	 	 1 0 .   p r o f i l 	 	 	 	 P r o f i e l   1 0 	 	 	 P r o f i l   1 0 	 	 	   1 0 	 	 *	M	0	K	+	>		2	  1 0 	 FE'G  1 0 	 ~1HA'&D  1 0   	   1 0 	 								  			 *
M
0
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+
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
2
  1 0 	 *M0J+H2M  1 0 	 @>DV;L  1 0 	 







  1 0 	   1 0 	 I p h r o f a y l i   1 0 	 I p r o f a y l e   y e - 1 0 	 P r o f a i l i   1 0 	 P r o f i e l   1 0 	 1 0   p r o f i l i s 	 1 0 .   p r o f i l s 	 P r o f i i l   1 0 	 Jxkl  1 0 	   1 0 	 P r o f i l   1 0 	 *
M
0
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+
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2
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   1 0 	 *M0K+>2  1 0 	 P r o f i l i   1 0 	 	 	 	 	 	 	 	 	 P e r f i l   1 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
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ghV0W@W	 
gRhV0W@W	 @4#L@'-#L  S I P 	 S e r v i d o r   S I P 	 S e r v e u r   S I P 	 S I P - S e r v e r 	 !5@25@  S I P 	 S e r v e r   S I P 	 9FH'F  'DE9/'*  'D./E)	 S e r v i d o r   S I P 	 S I P   s u n u c u s u 	 a   c h   m  y   p h c   v   S I P 	 S e r v e r   S I P 	 P e l a y a n   S I P 	   S I P   8	0	M	5	0		 	 	 	 S I P   k i s z o l g  l  	 	 	 	 S I P - s e r v e r 	 	 	 S e r v e r   S I P 	 	 	   S I P 	 	 	8		/	*	@	  8	0	M	5	M	9	0		 31H1  S I P 	 S I P   31H1	 S I P   	 						  								 
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 
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ghV#cW	 
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7H-9IC
I	 N o m b r e   d e   u s u a r i o 	 N o m   d  u t i l i s a t e u r 	 B e n u t z e r n a m e 	 <O  ?>;L7>20B5;O	 N o m e   u t e n t e 	 '3E  'DE3*./E	 N o m e   d e   u t i l i z a d o r 	 K u l l a n 1c 1  a d 1  	 T  n   n g i   s   d n g 	 N a m a   p e n g g u n a 	 N a m a   p e n g g u n a 	   /	B		<	0	  	>	  (	>	.		 	 	 	 F e l h a s z n  l  n  v 	 	 	 	 G e b r u i k e r s n a a m 	 	 	 N u m e   u t i l i z a t o r 	 	 	   	 	 /	A		0	(	>		5		 F'E  '1(1	 '3*9E'D  1F  H'D'F'E	 	 												  				 5
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7H-5HDI#1-8
2	 N o m b r e   d e   a u t o r 	 N o m   d  a u t h 	 A u t h e n t i f i z i e r u n g s n a m e 	 <O  4;O  ?@>25@:8  ?>4;8==>AB8	 N o m e   a u t . 	 '3E  'D*EJJ2	 N o m e   d e   a u t o r i z a   o 	 Y e t k i l i   a d 	 P h  n   b i t   t  n 	 N a m a   O t e n t i k a s i 	 N a m a   p e n g e s a h a n 	   *	M	0	>	'	?		C	$	  (	>	.		 	 	 	 H i t .   n  v 	 	 	 	 G e a u t o r i s e e r d e   n a a m 	 	 	 N u m e   a u t e n t i f i c a r e 	 	 	   	 	 2	G			>		G	  (	>		5		 F'E  FH3F/G	 E3*F/  F'E	   	 										  				 *
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 S T R _ I D _ V O I P _ P R O F _ D E F A U L T 	 V o I P 	 I C O N T E X T 	 D e f a u l t 	 D e f a u l t 	 -	 ؞	 H2@#4H!I	 P r e d e t e r m i n a d o 	 D  f a u t 	 S t a n d a r d 	 >  C<>;G0=8N	 P r e d e f i n i t o 	 'A*1'6J	 P r e d e f i n i d o 	 V a r s a y 1l a n   	 M c   n h 	 D e f a u l t 	 L a l a i 	   !	?	+	>	2	M			 	 	 	 A l a p  r t e l m e z e t t 	 	 	 	 S t a n d a a r d 	 	 	 I m p l i c i t 	 	 	   	 	 !	?	+	I	2	M			 ~4  A16	 A'Dy	 	 							 $
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	 	 I d i f o l t h i 	 S i l e l a 	 M s i n g i 	 V e r s t e k 	 N u m a t y t a s i s 	 P c   n o k l u s j u m a 	 V a i k i m i s i 	 <|eluauv	   	 I m p l i c i t 	 !
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	 !?+2M	 S t a n d a r d 	 			' 				 	 	 	 	 	 	 	 P r e d e f i n i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ S T A T U S 	 V o I P 	 I C O N T E X T 	 S t a t u s 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o 	 E t a t 	 S t a t u s 	 !>AB>O=85	 S t a t o 	 -'D)	 E s t a d o 	 D u r u m   	 T r n g   t h  i 	 S t a t u s 	 S t a t u s 	 8	M	%	?	$	?		 	 	 	  l l a p o t 	 	 	 	 T o e s t a n d 	 	 	 S t a r e 	 	 	 	 	 8	M	%	?	$	@		 H69*	 '3yy3	 	 							 &
0

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	 8MG8M	 !B0=	 





	 	 I s i m o 	 I w o n g a   	 H a d h i 	 S t a t u s 	 B ks e n a 	 S t a t u s s 	 O l e k 	 ?aca~ksao	 	 S t a r e 	 (
?
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	 8M%?$?	 S t a t u s i 	 							 	 	 	 	 	 	 	 S t a t u s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ O U T B O U N D _ S E R V E R 	 V o I P 	 T I T L E ,   I C O N T E X T 	 O u t b o u n d   S e r v e r 	 O u t b o u n d   s e r v e r 	 :O
ghV0W@W	 
gRhV0W@W	 @4#L@'-#L*H--	 S e r v i d o r   d e   s a l i d a 	 S e r v e u r   s o r t a n t 	 A u s g e h e n d e r   S e r v e r 	 !5@25@  8AE>4OI53>  A>548=5=8O	 S e r v e r   o u t b o u n d 	 9FH'F  'DE9/'*  'D./E)	 S e r v i d o r   d e   s a  d a 	 G i d e n   s u n u c u 	 a   c h   m  y   p h c   v   O u t b o u n d 	 S e r v e r   o u t b o u n d 	 P e l a y a n   k e l u a r 	 				,	>				!	  8	0	M	5	0		 	 	 	 K i m e n Q  k i s z o l g  l  	 	 	 	 U i t g a a n d e   s e r v e r 	 	 	 S e r v e r   d e   i e _i r e 	 	 	   	 	 	
		,	>	
		!	  8	0	M	5	M	9	0		 31H1  .1H,	 O u t b o u n d   31H1	     	 									( 									)   								 (
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	 M  ,>!M  80M50M	 8EV4=89  A5@25@	 







  




	   	 I - O u t b o u n d   s e r v e r 	 I s e v a   y o k o p h u m a 	 S e v a   y a   n j e 	 U i t g a a n d e   b e d i e n e r 	 S i u n 
i a m a s   s e r v e r i s 	 N o s kt +j u m u   s e v e r i s 	 V  l j a m i n e v   s e r v e r 	 5laukv  }e~e	   	 S e r v e r   d e   i e _i r e 	 

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 
 S T R _ I D _ V O I P _ P R O F _ O U T B O U N D _ P O R T 	 V o I P 	 I C O N T E X T 	 O u t b o u n d   P o r t 	 O u t b o u n d   p o r t 	 :O
ghV#cW	 
gRhVzS	 -#L*H--	 P u e r t o   d e   s a l i d a 	 P o r t   s o r t a n t 	 A u s g e h e n d e r   P o r t 	 >@B  8AE>4OI53>  A>548=5=8O	 P o r t a   o u t b o u n d 	 EHB9  'D'*5'D	 P o r t a   d e   s a  d a 	 G i d e n   p o r t   	 C n g   O u t b o u n d 	 P o r t   o u t b o u n d 	 P o r t   k e l u a r 	 				,	>				!	  *	K	0	M			 	 	 	 K i m e n Q  p o r t 	 	 	 	 U i t g a a n d e   p o r t 	 	 	 P o r t   d e   i e _i r e 	 	 	   	 	 	
		,	>	
		!	  *	K	0	M			 ~H1*  .1H,	 O u t b o u n d   ~H1y	     	 									( 									)   						 (
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	   	 I - O u t b o u n d   p o r t 	 I n d a w o   y o k u p h u m a 	 P o r t i   y a   n j e 	 U i t g a a n d e   p o o r t 	 S i u n 
i a m a s   p r i e v a d a s 	 N o s kt +j u m u   p o r t s 	 V  l j u v   p o r t 	 5laukv  zx|	   	 P o r t   d e   i e _i r e 	 

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 
 S T R _ I D _ V O I P _ P R O F _ O U T B O U N D _ N E V E R 	 V o I P 	 C 0 5 7 _ 1 	 N e v e r 	 N e v e r 	 _
N	 N
N	 D!H@"	 N u n c a 	 J a m a i s 	 N i e 	 8:>340	 M a i 	 DF	 N u n c a 	 H i  b i r   z a m a n   	 K h  n g   b a o   g i 	 J a n g a n   p e r n a h 	 J a n g a n 	 	-	@	  (	9	@			 	 	 	 S o h a 	 	 	 	 N o o i t 	 	 	 N i c i o d a t 	 	 	   	 	 	'	@	9	@	  (	>	9	@		 G12	 (  F	   	 				  			 
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	   	 N h l o b o 	 Z a n g e 	 K a m w e 	 N o o i t 	 N i e k a d a 	 N e k a d 	 M i t t e   k u n a g i 	 5be	 	 N i c i o d a t 	 
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 
 S T R _ I D _ V O I P _ P R O F _ A U T O 	 V o I P 	 C 0 5 7 _ 1 	 A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o m  t i c o 	 O t o m a t i k 	 T   n g 	 O t o m a t i s 	 A u t o m a t i k 	 8	M	5	$		  	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 8	M	5	/		  	 .H/'1	 .H/  (.H/	 	 											 
$
.
  	 K	 2B>	 







	 	 I - a u t o 	 N g o k u z e n z e k e l a 	 O t o m a t i 	 O u t o m a t i e s 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

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	 8M5$	 A u t o 	 						 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ O U T B O U N D _ A L W A Y S 	 V o I P 	 C 0 5 7 _ 1 	 A l w a y s 	 A l w a y s 	 8lEN	 8lEN	 %-@'%2	 S i e m p r e 	 T o u j o u r s 	 I m m e r 	 A5340	 S e m p r e 	 '(/'	 S e m p r e 	 H e r   z a m a n   	 L u  n   l u  n 	 S e l a l u 	 S e n t i a s a 	 9	.	G	6	>		 	 	 	 M i n d i g 	 	 	 	 A l t i j d 	 	 	  n t o t d e a u n a 	 	 	 	 	 (	G	9	.	@		 GE4G	 E4	 	 							 9
.
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	 2M2*M*A!A  	 02648	 





	 	 N j a l o 	 R h o q o 	 D a i m a 	 A l t y d 	 V i s a d a 	 V i e n m r 	 A l a t i 	 Dkw	 	  n t o t d e a u n a 	 
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	 80M,&>	 P e r g j i t h n j e 	 					 	 	 	 	 	 	 	 S e m p r e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ R E G I S T E R _ S E R V E R 	 V o I P 	 T I T L E ,   I C O N T E X T 	 R e g i s t e r   S e r v e r 	 R e g i s t e r   s e r v e r 	 :O
ghV0W@W	 
gRhV0W@W	 @4#L@'-#L%0@5"	 S e r v i d o r   d e   r e g i s t r o 	 E n r e g i s t r e r   s e r v e u r 	 R e g i s t r i e r s e r v e r 	 !5@25@  @538AB@0F88	 R e g i s t r a   s e r v e r 	 9FH'F  'DE9/'*  'D./E)	 R e g i s t a r   s e r v i d o r 	 K a y 1t   s u n u c u s u 	 a   c h   m  y   p h c   v   R e g i s t e r 	 S e r v e r   r e g i s t e r 	 D a f t a r k a n   p e l a y a n 	 0		?	8	M		0	  8	0	M	5	0		 	 	 	 R e g i s z t r  c i  s   k i s z o l g  l  	 	 	 	 R e g i s t e r s e r v e r 	 	 	 S e r v e r   d e    n r e g i s t r a r e 	 	 	   	 	 (	K		&	  8	0	M	5	M	9	0		 +(*  31H1	 31H1  'F/1',  ,&	   	 								  								 0

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  





  


	   	 I s e v a   y o k u b h a l i s a 	 I s e v a   y o k u b h a l i s a 	 S a j i l i   s e v a 	 R e g i s t r e e r   b e d i e n e r 	 R e g i s t r u o j a m a s   s e r v e r i s 	 R e #i s t r a   s e r v e r i s 	 R e g i s t r e e r i m i s s e r v e r 	 3avtav  }e~e	     	 S e r v e r   d e    n r e g i s t r a r e 	 0

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 	 80M-0  *M?0#  0(M$A	 R e g j i s t r o   n y j e n 	 							  								 	 	 	 	 	 	 	 R e g i s t r a r   s e r v i d o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ P R O F _ R E G I S T E R _ P O R T 	 V o I P 	 I C O N T E X T 	 R e g i s t e r   P o r t 	 R e g i s t e r   p o r t 	 :O
ghV#cW	 
gRhVzS	 -#L%0@5"	 P u e r t o   d e   r e g i s t r o 	 E n r e g i s t r e r   p o r t 	 R e g i s t r i e r - P o r t 	 >@B  @538AB@0F88	 R e g i s t r a   p o r t a 	 EHB9  'D'*5'D	 R e g i s t a r   p o r t a 	 P o r t u   k a y d e t   	 C n g   R e g i s t e r 	 P o r t   r e g i s t e r 	 D a f t a r k a n   p o r t 	 0		?	8	M		0	  *	K	0	M			 	 	 	 P o r t   r e g i s z t r  l  s a 	 	 	 	 R e g i s t e r p o r t 	 	 	 P o r t   d e    n r e g i s t r a r e 	 	 	   	 	 (	K		&	  *	K	0	M			 +(*  ~H1*	 ~H1y  'F/1',  ,&	   	 								  						 0

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	   	 B h a l i s a   i - p o r t 	 I n d a w o   y o k u b h a l i s a 	 S a j i l i   p o r t i 	 R e g i s t r e e r   p o o r t 	 R e g i s t r u o j a m a s   p r i e v a d a s 	 R e #i s t r a   p o r t s 	 R e g i s t r e e r i m i s p o r t 	 3avel  zx|h	     	 P o r t   d e    n r e g i s t r a r e 	 0

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 
 S T R _ I D _ V O I P _ P R O F _ N A T _ F I R E W A L L 	 V o I P 	 I C O N T E X T 	 N A T   F i r e w a l l   I P 	 N A T   f i r e w a l l   I P 	 N A T 2kpFr0W@W	 N A T 2kpX0W@W	 N A T   D#L'-%%L  I P 	 I P   d e   c o n t r a f u e g o s   N A T 	 I P   p a r e - f e u   N A T 	 N A T - F i r e w a l l - I P 	 I P - 04@5A  1@0=4<0CM@0  N A T 	 I P   f i r e w a l l   N A T 	 ,/'1  E'F9  DD-1JB	 I P   p a r a   N A T   d e   f i r e w a l l 	 N A T   g  v e n l i k   d u v a r 1  I P   	 a   c h   t n g   c h n g   l a   N A T 	 I P   f i r e w a l l   N A T 	 I P   F i r e w a l l   N A T 	   N A T   +	>	/	0	5	>	2	  I P   	 	 	 	 N A T   t qz f a l   I P 	 	 	 	 N A T   f i r e w a l l   I P 	 	 	 I P   f i r e w a l l   N A T 	 	 	 I P       - - N A T 	 	 	(			@	  +	>	/	2	5	>	2	  	/	*	@		 I P   A'1H'D  N A T 	 N A T   F i r e w a l l   I P 	 N A T       	 					  									  					 
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	 N A T       	 I - N A T   f i r e w a l l   I P 	 I - N A T   y e - I P   y o d o n g a   l o m l i l o 	 I P   y a   k i z u i a   N A T 	 N A T   v u u r m u u r - I P 	 N A T   I P   u g n i a s i e n 	 N A T   u g u n s m kr a   I P 	 N A T   t u l e m   r i   I P 	 N A T   acelazavewk  I P 	 N A T     I P 	 I P   f i r e w a l l   N A T 	 N A T   +
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 
 S T R _ I D _ V O I P _ P R O F _ N A T _ S T U N S E R V E R 	 V o I P 	 C 0 5 7 _ 1 ,   T I T L E ,   I C O N T E X T 	 S T U N   S e r v e r 	 S T U N   s e r v e r 	 :O
ghV0W@W	 
gRhV0W@W	 @4#L@'-#L  S T U N 	 S e r v i d o r   S T U N 	 S e r v e u r   S T U N 	 S T U N - S e r v e r 	 !5@25@  S T U N 	 S e r v e r   S T U N 	 E9/'*  'D./E)	 S e r v i d o r   S T U N 	 S T U N   s u n u c u   	 M  y   p h c   v   S T U N   	 S e r v e r   S T U N 	 P e l a y a n   S T U N 	   S T U N   8	0	M	5	0		 	 	 	 S T U N   k i s z o l g  l  	 	 	 	 S T U N - s e r v e r 	 	 	 S e r v e r   S T U N 	 	 	   S T U N 	 	 	8		@	/	B		(	  8	0	M	5	M	9	0		 31H1  S T U N 	 S T U N   31H1	 S T U N   	 								  								 
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	 S T U N   	 I - S T U N   s e r v e r 	 I s e v a   y e S T U N 	 S e v a   y a   S T U N 	 S T U N - b e d i e n e r 	 S T U N   s e r v e r i s 	 S T U N   s e r v e r i s 	 S T U N   s e r v e r 	 S T U N   }e~e	 S T U N   	 S e r v e r   S T U N 	 S T U N   8
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 
 S T R _ I D _ V O I P _ P R O F _ N A T _ S T U N P O R T 	 V o I P 	 I C O N T E X T 	 S T U N   P o r t 	 S T U N   p o r t 	 :O
ghV#cW	 
gRhVzS	 -#L  S T U N 	 P u e r t o   S T U N 	 P o r t   S T U N 	 S T U N - P o r t 	 >@B  S T U N 	 P o r t a   S T U N 	 EHB9  'D'*5'D	 P o r t a   S T U N 	 S T U N   p o r t   	 C n g   S T U N   	 P o r t   S T U N 	 P o r t   S T U N 	   S T U N   *	K	0	M			 	 	 	 S T U N   p o r t 	 	 	 	 S T U N - p o r t 	 	 	 P o r t   S T U N 	 	 	   S T U N 	 	 	8		@	/	B		(	  *	K	0	M			 ~H1*  S T U N 	 S T U N   ~H1y	 S T U N   	 								  						 
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	 S T U N   	 I - S T U N   p o r t 	 I n d a w o   y e S T U N 	 P o r t i   y a   S T U N 	 S T U N - p o o r t 	 S T U N   p r i e v a d a s 	 S T U N   p o r t s 	 S T U N   p o r t 	 S T U N   zx|	 S T U N   	 P o r t   S T U N 	 S T U N   *
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 
 S T R _ I D _ V O I P _ P R O F _ N A T _ I N T E R V A L 	 V o I P 	 I C O N T E X T 	 R e f r e s h   I n t e r v a l 	 R e f r e s h   i n t e r v a l 	 fe	 fe	 
H'#5@#
  N A T 	 I n t e r v a l o   d e   a c t u a l i z a c i  n   d e   N A T 	 I n t e r v a l l e   d e   r a f r a  c h i s s e m e n t   N A T 	 N A T - A k t u a l i s i e r u n g s i n t e r v a l l 	 =B5@20;  >1=>2;5=8O  N A T 	 I n t e r v a l l o   a g g i o r n a m e n t o   N A T 	 *-/J+  'DE3'A)	 I n t e r v a l o   d e   a c t u a l i z a   o   N A T 	 N A T   y e n i l e m e   a r a l 11  	 L  m   m i   g i  n   c  c h 	 I n t e r v a l   r e f r e s h 	 S e l a n g   m u a t   s e m u l a   N A T 	   N A T   0	?	+	M	0	G	6	  		$	0	>	2		 	 	 	 N A T   f r i s s  t  s i   i d Qk  z 	 	 	 	 N A T   v e r v e r s i n t e r v a l 	 	 	 I n t e r v a l   d e   r e  m p r o s p t a r e   N A T 	 	 	     N A T 	 	 	(			@	  0	?	+	M	0	G	6	  	(	M		0	5	G	2		 A'5DG  2E'F  *,//  N A T 	 N A T   1A14  HBA	     	 					  							  										 
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 
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 
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 
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 
 S T R _ I D _ V O I P _ S E T T I N G _ O U T B A N D 	 V o I P 	 T W O S T A T E ,   H I N T 	 O u t b a n d 	 O u t b a n d 	 Y;	 Y	 %7H--	 F u e r a   d e   b a n d a 	 H o r s   d e   b a n d e 	 A u s g e h e n d 	 AE>4OI55	 O u t b a n d 	 *1//  .'1,J	 B a n d a   d e   s a  d a 	 B a n t   d 1_1  	 B n g   t n   n g o  i 	 O u t b a n d 	 J a l u r   k e l u a r 	 				,	H		!		 	 	 	 S  v o n   k  v  l i 	 	 	 	 B u i t e n   d e   b a n d 	 	 	 S e   f o l o s e _t e   o   f r e c v e n c  d i f e r i t 	 	 	 	 	 				,	G		!		 (1HF  ('F/	 O u t b a n d 	 	 											 ,
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 
 S T R _ I D _ V O I P _ S E T T I N G _ P R I O R I T Y 	 V o I P 	 T I T L E 	 P r i o r i t y 	 P r i o r i t y 	 *QHQ
k	 OHQz^	 %31'2!*31
	 P r i o r i d a d 	 P r i o r i t  	 P r i o r i t  t 	 @8>@8B5B	 P r i o r i t  	 5A  #HDJ	 P r i o r i d a d e 	  n c e l i k   	 u   t i  n   	 P r i o r i t a s 	 K e u t a m a a n 	 *	M	0	>	%	.	?		$	>		 	 	 	 P r i o r i t  s 	 	 	 	 P r i o r i t e i t 	 	 	 P r i o r i t a t e 	 	 	 	 	 *	M	0	>	'	>	(	M	/		 'HDH*	 'HD*	 	 											 *
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 
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 
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I1'@%7-	 B  s q u e d a   d e   o p c i  n 	 R e q u  t e   d  o p t i o n 	 O p t i o n s f r a g e 	 0?@>A  ?0@0<5B@0	 D o m a n d a   o p z i o n a l e 	 (-+  'D'.*J'1	 O p   e s   d e   p e s q u i s a 	 S e  e n e k   s o r u s u 	 C h n   t   v n 	 P e r m i n t a a n   p i l i h a n 	 P e r t a n y a a n   o p s y e n 	   5	?		2	M	*	  *	B		$	>			 	 	 	 L e h e t Qs  g   l e k  r d e z  s e 	 	 	 	 O p t i e a a n v r a a g 	 	 	 O p ci u n e   i n t e r o g a r e 	 	 	   	 	 	*	M	6	(	  	M	/	A	0	@		 ,3*,H  2FG	 ~HF  '  '.*'1	     	 				  									 *
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 
 S T R _ I D _ V O I P _ C A L L _ F O R W A R D E D 	 V o I P 	 P O P U P 	 C a l l   F o r w a r d e d 	 C a l l   f o r w a r d e d 	 Ic_UR	 lc _/T	 B-*2"A%I'	 L l a m a d a   r e e n v i a d a   	 A p p e l   t r a n s f  r  	 A n r u f   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=	 C h i a m a t a   i n o l t r a t a 	 'D*-HJD  EA*H-	 C h a m a d a   r e e n c a m i n h a d a 	 A r a m a   i l e t i l d i   	    c h u y n   h n g   c u c   g i 	 P a n g g i l a n   d i t e r u s k a n 	 P a n g g i l a n   d i k i r i m   s e m u l a 	 	I	2	  		M	0	G	7	?	$		 	 	 	 H  v  s   t o v  b b  t v a 	 	 	 	 G e s p r e k   d o o r g e s t u u r d 	 	 	 A p e l   r e d i r e c ci o n a t 	 	 	   	 	 	I	2	  *	>	 	5	>		 *E'3  G/'*  4/	 'D  A'1H1  1/  &	     	 		  								  			  						 
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  	     	 U c i n g o   l u d l u l i s i w e 	 I f o w n i   i g q i t h i s e l w e 	 S i m u   i m e p e l e k w a   m b e l e 	 O p r o e p   a a n g e s t u u r 	 S k a m b u t i s   p e r a d r e s u o t a s 	 Z v a n s   p r a d r e s t s 	 K  n e   s u u n a t u d 	 ?avyh  ~eapa}ea~x~an  g	   	 A p e l   r e d i r e c ci o n a t 	 
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	 2  M0>.@  9G2>	 	 		  						  			  					 	 	 	 	 	 	 	 C h a m a d a   e n c a m i n h a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ H O L D _ O K 	 V o I P 	 P O P U P 	 H o l d   S u c c e s s 	 H o l d   s u c c e s s f u l l y 	 qOYubR	 ݋OYubR	 1*2"A%I'	 L l a m a d a   e n   e s p e r a   e x i t o s a 	 A t t e n t e   r  u s s i e 	 H a l t e n   e r f o l g r e i c h 	 #45@60=85  CAB0=>2;5=>	 T r a t t e n i m e n t o   a v v e n u t o 	 -'A8)  EC'DE)  F',-	 R e t i d a 	 B e k l e t m e   b a _a r 1l 1  	 C u c   g i   g i   t h  n h   c  n g 	 B e r h a s i l   d i t a h a n 	 T u n d a   b e r j a y a 	 9	K	2	M	!	  8	+	2		 	 	 	 S i k e r e s   t a r t  s 	 	 	 	 M e t   s u c c e s   i n   d e   w a c h t   g e z e t 	 	 	 R e ci n e r e   r e u _i t   	 	 	   	 	 9	K	2	M	!	  		$	M	$	@	0	M	#		 'F*8'1  EHAB  (H/	 'E'(  HHD  ,&	   	 			  				  				 8
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  


	   	 U k u b a m b a   k u y i m p u m e l e l o 	 B a m b a   i m p u m e l e l o 	 I m e f a u l u   k u s u b i r i s h a 	 S u k s e s v o l   o n d e r b r e e k 	 P a v y k o   s u l a i k y t i 	 A i z t u r t s   v e i k s m +g i 	 H o i e    n n e s t u s 	 Japxth  pa{xr~e	     	 A p e l   p u s    n   a _t e p t a r e 	 9
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	 8+3$>  9K2M!  0(M$A	 	 					  				  				 	 	 	 	 	 	 	 E m   e s p e r a   c o m    x i t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ R E T R I E V E _ O K 	 V o I P 	 P O P U P 	 R e t r i e v e   S u c c e s s 	 R e t r i e v e   s u c c e s s f u l l y 	 qOYub`_	 ݋b`
YbR	 7*2"A%I'	 R e c u p e r a c i  n   d e   l l a m a d a   e x i t o s a 	 R  c u p  r a t i o n   r  u s s i e 	 A b f r a g e n   e r f o l g r e i c h 	 >;CG5=85  2K?>;=5=>	 R e c u p e r o   a v v e n u t o 	 '3*9'/)  'DEC'DE)  F',-	 R e t o m a d a 	 G e r i   a l m a   b a _a r 1l 1  	 C u c   g i   k h  i   p h c   t h  n h   c  n g 	 B e r h a s i l   d i a m b i l 	 A m b i l a n   b e r j a y a 	 *	A	(	: *	M	0	>	*	M	$	?	  8	+	2		 	 	 	 S i k e r e s   v i s s z a k a p c s o l  s 	 	 	 	 M e t   s u c c e s   o p g e h a a l d 	 	 	 R e l u a r e   r e u _i t 	 	 	   	 	 0	?		M	0	@	5	M	9	  		$	M	$	@	0	M	#		 ('2'(  EHAB  (H/	 'E'(  H  /H('1  -'5D  ,&	     	 										  				 8
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 
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	     	 U k u s h i n t s h a n i s a   k u y i m p u m e l e l o 	 T s h i n t s h a   i m p u m e l e l o 	 I m e f a u l u   k u b a d i l i s h a 	 S u k s e s v o l   o o r g e s k a k e l 	 P a v y k o   s u k e i s t i 	 M a i n +t s   v e i k s m +g i 	 V a h e t a m i n e    n n e s t u s 	 Samavaoxth  pa{xr~e	   	 C o m u t a r e a   a   r e u _i t 	 8
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 
 S T R _ I D _ V O I P _ C O N F E R E N C E _ O K 	 V o I P 	 P O P U P 	 C o n f e r e n c e   S u c c e s s 	 C o n f e r e n c e   s u c c e s s f u l l y 	 gpbR	 ObR	 #0
8!A%I'	 L l a m a d a   e n   c o n f e r e n c i a   e x i t o s a 	 C o n f  r e n c e   r  u s s i e 	 K o n f e r e n z   e r f o l g r e i c h 	 >=D5@5=F8O  A>740=0	 C o n f e r e n z a   a v v e n u t a 	 'D',*E'9  F',-	 E m   c o n f e r  n c i a 	 K o n f e r a n s   b a _a r 1l 1  	 H i   n g h   t h  n h   c  n g 	 B e r h a s i l   m e l a k u k a n   k o n f e r e n s i 	 P e r s i d a n g a n   b e r j a y a 	 	I	(	M	+	M	0	G		8	  8	+	2		 	 	 	 S i k e r e s   k o n f e r e n c i a h  v  s 	 	 	 	 M e t   s u c c e s   c o n f e r e n t i e 	 	 	 C o n f e r i n c  r e u _i t 	 	 	     	 	 	I	(	+	>	0	G		8	  		$	M	$	@	0	M	#		 FA1'F3  EHAB  (H/	 'E'(  H  'FA1F3  ,&	     	 							  				 8
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	   	 I n k o m f a   i y i m p u m l e l o 	 I m p u m e l e l o   y e n k o m f a 	 M k u t a n o   u m e f a u l u 	 K o n f e r e n s i e   s u k s e s v o l 	 P a v y k o   k o n f e r e n c i j a 	 K o n f e r e n c e   v e i k s m +g a 	 K o n v e r e n t s    n n e s t u s 	 2aftaoxrtavk  oavyh  pa{xr~e	   	 C o n f e r i n ca   a   r e u _i t 	 
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	 8+3$>  (+0G(M8  0(M$A	 	 									  				 	 	 	 	 	 	 	 C o n f e r  n c i a   c o m    x i t o 	 	 	 	 	 	 	 	 K o n f e r e n t z i a   o n g i   e g i n   d a 	 T a g u m p a y   n a   k o m p e r e n s i y a 	 C o n f e r e n c i a   c o n    x i t o 	 g b a k   g a r a   n k e   m a 	 D   i r i g h   l e i s   a n   g c o m h d h  i l 
 
 S T R _ I D _ V O I P _ S P L I T _ O K 	 V o I P 	 P O P U P 	 S p l i t   S u c c e s s 	 S p l i t   s u c c e s s f u l l y 	 R_jbR	 R:gbR	 A"*2"A%I'	 D i v i s i  n   d e   l l a m a d a   e x i t o s a 	 P a r t a g e   r  u s s i e 	 T r e n n e n   e r f o l g r e i c h 	  0745;5=85  2K?>;=5=>	 S u d d i v i s i o n e   a v v e n u t a 	 'DG'*A  'DA19J  F',-	 P a r t i l h a d a 	 B  l m e   b a _a r 1l 1  	 T  c h   t h  n h   c  n g 	 B e r h a s i l   d i p i s a h k a n 	 P e m b a h a g i a n   b e r j a y a 	 5	?	-	>		(	  8	+	2		 	 	 	 S i k e r e s   m e g o s z t  s 	 	 	 	 M e t   s u c c e s   g e s p l i t s t 	 	 	  m p r ci r e   r e u _i t 	 	 	   	 	 8	M	*	M	2	?		  		$	M	$	@	0	M	#		 ,/'1/F  EHAB  (H/	 'E'(  H  'D  ,&	     	 						  			  				 8
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 
 S T R _ I D _ V O I P _ T R A N S F E R _ O K 	 V o I P 	 P O P U P 	 T r a n s f e r   S u c c e s s 	 T r a n s f e r   s u c c e s s f u l l y 	 IcbR	 lcbR	 B-*2"A%I'	 T r a n s f e r e n c i a   d e   l l a m a d a   e x i t o s a 	 T r a n s f e r t   r  u s s i 	  b e r t r a g e n   e r f o l g r e i c h 	 5@540G0  2K?>;=5=0	 T r a s f e r i m e n t o   a v v e n u t o 	 'D'9'/)  F',-	 T r a n s f e r i d a 	 A k t a r m a   b a _a r 1l 1  	 C h u y n   t h  n h   c  n g 	 B e r h a s i l   d i t r a n s f e r 	 P e m i n d a h a n   b e r j a y a 	 8	M	%	>	(	>		$	0	#	  8	+	2		 	 	 	 S i k e r e s    t a d  s 	 	 	 	 M e t   s u c c e s   d o o r v e r b o n d e n 	 	 	 T r a n s f e r   r e u _i t 	 	 	   	 	 8	M	%	>	(	>		$	0	#	  		$	M	$	@	0	M	#		 'F*B'D  EHAB  (H/	 'E'(  H  y1'F3A1  ,&	     	 										  				 8
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 
 S T R _ I D _ V O I P _ R E P L A C E _ O K 	 V o I P 	 P O P U P 	 R e p l a c e   S u c c e s s 	 R e p l a c e   s u c c e s s f u l l y 	 fcbR	 fbcbR	 A5HA%I'	 R e e m p l a z o   d e   l l a m a d a   e x i t o s o 	 R e m p l a c e m e n t   r  u s s i 	 E r s e t z e n   e r f o l g r e i c h 	 0<5=0  2K?>;=5=0	 S o s t i t u z i o n e   a v v e n u t a 	 'D*(/JD  F',-	 S u b s t i t u  d a 	 D e i _t i r m e   b a _a r 1l 1  	 i   t h  n h   c  n g 	 B e r h a s i l   d i g a n t i 	 P e n g g a n t i a n   b e r j a y a 	 ,	&	2	(	>	  8	+	2		 	 	 	 S i k e r e s   v  l t  s 	 	 	 	 M e t   s u c c e s   v e r v a n g e n 	 	 	  n l o c u i r e   r e u _i t 	 	 	   	 	 ,	&	2	G	2	>	  		$	M	$	@	0	M	#		 ,'2F  EHAB  (H/	 'E'(  H  *(/D  ,&	   	 							  			  				 ,
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 
 S T R _ I D _ V O I P _ C A L L _ E N D 	 V o I P 	 P O P U P 	 C a l l   E n d 	 C a l l   e n d e d 	 q]P}_g	 ݋]~_g	 '2*2"	 F i n a l i z a r   l l a m a d a 	 A p p e l   t e r m i n  	 A n r u f   b e e n d e n 	 025@H5=85  2K7>20	 F i n e   c h i a m a t a 	 'DEC'DE)  EF*GJ	 C h a m a d a   t e r m i n a d a 	 A r a m a   s o n l a n d 1r 1l d 1  	 K t   t h  c   c u c   g i 	 P a n g g i l a n   d i a k h i r i 	 T a m a t   p a n g g i l a n 	 	I	2	  8	.	>	*	M	$		 	 	 	 H  v  s   v  g e 	 	 	 	 G e s p r e k   b e  i n d i g e n 	 	 	  n c h e i e r e   a p e l 	 	 	   	 	 	I	2	  8	.	>	*	M	$		 ~''F  *E'3	 'D  .*E	     	 		  							 
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	   	 U c i n g o   l u y a q e d a 	 P h e l i s a   i f o w n i 	 S i m u   i m e k a t i s h w a 	 B e  i n d i g   o p r o e p 	 U ~b a i g t i   s k a m b u t /	 S a r u n a s   b e i g a s 	 K  n e   l  p e t a m i n e 	 ?avyk  a~a	   	  n c h e i e r e   a p e l 	 
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 
 S T R _ I D _ V O I P _ C A L L _ A B O R T 	 V o I P 	 P O P U P 	 C a l l   A b o r t 	 C a l l   a b o r t e d 	 q>eh	 ݋>e_	 %I!@%42#B#	 A b o r t a r   l l a m a d a   	 A p p e l   a n n u l  	 A n r u f   t e r m i n i e r e n 	 AB0=>2:0  2K7>20	 I n t e r r u z i o n e   c h i a m a t a 	 'DEC'DE)  EB'79)	 C h a m a d a   c a n c e l a d a 	 A r a m a   i p t a l   e d i l d i   	 T   b   c u c   g i 	 P a n g g i l a n   d i b a t a l k a n 	 H e n t i k a n   p a n g g i l a n 	 	I	2	    0	K		G			 	 	 	 H  v  s   m e g s z a k  t  s a 	 	 	 	 G e s p r e k   a f b r e k e n 	 	 	 R e n u n ca r e   l a   a p e l 	 	 	   	 	 	I	2	  0	&	M	&		 D:H  *E'3	 'D  1/  	   	 		  					 
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 
 S T R _ I D _ V O I P _ U S E R _ B U S Y 	 V o I P 	 P O P U P 	 U s e r   B u s y 	 U s e r   b u s y 	 
\e_}-N	 [e_~-N	 9IC
ID!H'H2	 U s u a r i o   o c u p a d o   	 U t i l i s a t e u r   o c c u p  	 B e n u t z e r   a u s g e l a s t e t 	 >;L7>20B5;L  70=OB	 U t e n t e   o c c u p a t o 	 EC'DE)  'D'.1J  E4:HD)	 U t i l i z a d o r   o c u p a d o 	 K u l l a n 1c 1  m e _g u l   	 M  y   b n 	 P e n g g u n a   s i b u k 	 P e n g g u n a   s i b u k 	   /	B		<	0	  5	M	/	8	M	$		 	 	 	 A   f e l h a s z n  l    f o g l a l t 	 	 	 	 G e b r u i k e r   i s   b e z e t 	 	 	 U t i l i z a t o r   o c u p a t 	 	 	 	 	 /	B		0	  5	M	/	8	M	$		 '1(1  E4:HD  '3*	 H21E4:HD	       	 											  							 5
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 S T R _ I D _ V O I P _ U S E R _ N O T _ F O U N D 	 V o I P 	 P O P U P 	 U s e r   N o t   F o u n d 	 U s e r   n o t   f o u n d 	 O(u
NX[(W	 O(u
NX[(W	 D!H9IC
I	 U s u a r i o   n o   e n c o n t r a d o 	 U t i l i s a t e u r   n o n   t r o u v  	 B e n u t z e r   n i c h t   g e f u n d e n 	 >;L7>20B5;L  =5  =0945=	 U t e n t e   n o n   t r o v a t o 	 'DE3*./E  :J1  EH,H/	 U t i l i z a d o r   n  o   e n c o n t r a d o 	 K u l l a n 1c 1  b u l u n a m a d 1    	 K h  n g   t  m   t h y   n g i   d  n g 	 P e n g g u n a   t i d a k   d i t e m u k a n 	 P e n g g u n a   t i d a k   d i t e m u i 	   /	B		<	0	  	(	A	*	2	,	M	'		 	 	 	 A   f e l h a s z n  l    n e m   t a l  l h a t  	 	 	 	 G e b r u i k e r   n i e t   g e v o n d e n 	 	 	 U t i l i z a t o r u l   n u   a   f o s t   g s i t 	 	 	     	 	 /	B		0	  .	G	3	5	>	  (	>	9	@		 '1(1  'A*  F4/	 H21F  ED'	   	 											  					  			  			 5
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 
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I	 N o   h a y   u n   p e r f i l   a c t i v a d o 	 A u c u n   p r o f i l   a c t i f 	 K e i n   a k t i v i e r t e s   P r o f i l 	 5B  0:B828@>20==>3>  ?@>D8;O	 N e s s u n   p r o f i l o   a t t i v a t o 	 DE  J*E  6(7  'D4CD	 S e m   p e r f i l   a c t i v o 	 E t k i n l e _t i r i l m i _  p r o f i l   y o k   	 C h a   c  i   t   c  i   t   s n 	 T i d a k   a d a   p r o f i l   y a n g   d i a k t i f k a n 	 T i a d a   p r o f i l   d i a k t i f k a n 	 8		M	0	?	/	  *	M	0	K	+	>		2	  	(	A	*	2	,	M	'		 	 	 	 N i n c s   a k t i v  l t   p r o f i l 	 	 	 	 G e e n   g e a c t i v e e r d   p r o f i e l 	 	 	 N u   a ci   a c t i v a t   n i c i u n   p r o f i l 	 	 	     	 	 	>	9	@	  8		M	0	?	/	  *	M	0	K	+	>		2	  (	>	9	@		 FE'G  A9'D  EH,H/  F3*	 ~1HA'&D  A9'D  F  '  '	         	 								  						  			 *
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 
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7H-B#D%L	 V a c i a r   n o m b r e   d e l   p e r f i l 	 N o m   d e   p r o f i l   v i d e 	 L e e r e r   P r o f i l n a m e 	 0720=85  ?@>D8;O  =5  C:070=>	 N o m e   p r o f i l o   v u o t o 	 DE  J*E  '/.'D  '3E  'D4CD	 N o m e   d e   p e r f i l   v a z i o 	 P r o f i l   a d 1  b o _  	 C h a   n h p   t  n   c  i   t 	 K o s o n g k a n   n a m a   p r o f i l 	 N a m a   p r o f i l   k o s o n g 	 *	M	0	K	+	>		2	  (	>	.	  	>	2	@		 	 	 	  r e s   p r o f i l n  v 	 	 	 	 L e g e   p r o f i e l n a a m 	 	 	 N u m e l e   p r o f i l u l u i   l i p s e _t e 	 	 	     	 	 0	?		>	.	>	  *	M	0	K	+	>		2	  (	>		5		 F'E  FE'G  .'D  '3*	 ~1HA'&D    F'E  .'D	       	 				  								  				 *
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i a s   p r o f i l i o   p a v a d i n i m a s 	 P r o f i l a   n o s a u k u m s   t u k as 	 P r o f i i l i   n i m i   p u u d u b 	 4aao  zxklk  avxv	     	 N u m e l e   p r o f i l u l u i   l i p s e _t e 	 *
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 
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gRhV*geQ	 @4#L@'-#L  S I P   'H2	 V a c i a r   S e r v i d o r   S I P 	 S e r v e u r   S I P   v i d e 	 L e e r e r   S I P - S e r v e r 	 !5@25@  S I P   =5  C:070=	 S e r v e r   S I P   v u o t o 	 DE  J*E  '/.'D  E9/'*  'D./E)S I P 	 S e r v i d o r   S I P   v a z i o 	 S I P   s u n u c u s u   b o _  	 M  y   p h c   v   S I P   t r n g 	 K o s o n g k a n   s e r v e r   S I P 	 P e l a y a n   S I P   k o s o n g 	 	>	2	@	    S I P   8	0	M	5	0	  	 	 	 	  r e s   S I P   k i s z o l g  l  	 	 	 	 L e g e   S I P - s e r v e r 	 	 	 S e r v e r u l   S I P   l i p s e _t e 	 	 	   S I P   	 	 0	?		>	.	>	  	8		/	*	@	  8	0	M	5	M	9	0		 31H1  S I P   .'D  '3*	   .'DS I P   31H1	     	 				  						  								 
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i a s   S I P   s e r v e r i s 	 S I P   s e r v e r i s   t u k as 	 S I P   s e r v e r   s i s e s t a m a t a 	 4aao  S I P   }e~e	   S I P   	 S e r v e r u l   S I P   l i p s e _t e 	 S I P   8
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ghV*g8eQ	 O u t b o u n d 
gRhV*geQ	 @4#L@'-#L*H--'H2	 V a c i a r   s e r v i d o r   d e   s a l i d a 	 S e r v e u r   s o r t a n t   v i d e 	 A u s g e h e n d e r   S e r v e r   l e e r 	 !5@25@  8AE>4OI53>  ?>4:;NG5=8O  =5  C:070=	 S e r v e r   o u t b o u n d   v u o t o 	 DE  J*E  '/.'D  E9/'*  'D./E)O u t b o u n d 	 S e r v i d o r   d e   s a  d a   v a z i o 	 G i d e n   s u n u c u   b o _  	 M  y   p h c   v   g i   r a   t r n g 	 K o s o n g k a n   s e r v e r   o u t b o u n d 	 P e l a y a n   k e l u a r   k o s o n g 	 	>	2	@	  				,	>				!	  8	0	M	5	0	  	 	 	 	  r e s   k i m e n Q  k i s z o l g  l  	 	 	 	 L e g e   u i t g a a n d e   s e r v e r 	 	 	 S e r v e r u l   d e   i e _i r e   l i p s e _t e 	 	 	     	 	 0	?		>	.	>	  				,		!	  8	0	M	5	M	9	0		 31H1  .1H,  .'D  '3*	   .'D  "$y  (HF  31H1	       	 									  							  					 
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i a m a s   s e r v e r i s 	 N o s kt +j u m u   s e r v e r i s   t u k as 	 V  l j a m i n e v   s e r v e r   s i s e s t a m a t a 	 4aao  elaukv  }e~e	     	 S e r v e r u l   d e   i e _i r e   l i p s e _t e 	 

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gRhV*geQ	 @4#L@'-#L%0@5"'H2	 V a c i a r   s e r v i d o r   d e   r e g i s t r o 	 S e r v e u r   d e   r e g i s t r e   v i d e 	 R e g i s t r i e r s e r v e r   l e e r 	 !5@25@  @538AB@0F88  =5  C:070=	 S e r v e r   d i   r e g i s t r o   v u o t o 	 DE  J/.D  E9/'*  'D./E)R e g i s t e r 	 S e r v i d o r   d e   r e g i s t o   v a z i o 	 K a y 1t   s u n u c u s u   b o _  	 M  y   p h c   v   n g   n h p   t r n g 	 K o s o n g k a n   s e v e r   r e g i s t e r 	 P e l a y a n   d a f t a r   k o s o n g 	 	>	2	@	  0		?	8	M		0	  8	0	M	5	0	  	 	 	 	  r e s   r e g i s z t r  c i  s   k i s z o l g  l  	 	 	 	 L e g e   r e g i s t e r s e r v e r 	 	 	 S e r v e r u l   d e    n r e g i s t r a r e   l i p s e _t e 	 	 	     	 	 0	?		>	.	>	  0		?	8	M		0	  8	0	M	5	M	9	0		 +(*  31H1  .'D  '3*	 1,3y131H1  .'D	     	 								  							  					 
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i a s   r e g i s t r u o j a m a s   s e r v e r i s 	 R e #i s t r a   s e r v e r i s   t u k as 	 R e g i s t r e e r i m i s s e r v e r   s i s e s t a m a t a 	 4aao  cavtav  }e~e	     	 S e r v e r u l   d e    n r e g i s t r a r e   l i p s e _t e 	 0

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gRhV*geQ	 @4#L@'-#L  S T U N   'H2	 V a c i a r   S e r v i d o r   S T U N 	 S e r v e u r   S T U N   v i d e 	 L e e r e r   S T U N - S e r v e r 	 !5@25@  S T U N   =5  C:070=	 S e r v e r   S T U N   v u o t o 	 DE  J/.D  E9/'*  'D./E)S T U N 	 S e r v i d o r   S T U N   v a z i o 	 S T U N   s u n u c u s u   b o _  	 M  y   p h c   v   S T U N   t r n g 	 K o s o n g k a n   s e r v e r   S T U N 	 P e l a y a n   S T U N   k o s o n g 	 	>	2	@	    S T U N   8	0	M	5	0	  	 	 	 	  r e s   S T U N   k i s z o l g  l  	 	 	 	 L e g e   S T U N - s e r v e r 	 	 	 S e r v e r u l   S T U N   l i p s e _t e 	 	 	   S T U N   	 	 0	?		>	.	>	  	8		@	/	B		(	  8	0	M	5	M	9	0		 31H1  S T U N   .'D  '3*	   .'D  S T U N   31H1	     	 								  							  					 
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	   S T U N   	 I - S T U N   s e v a   e n g e n a l u t h o 	 I s e v a   y e S T U N   e n g e n a n t o 	 S e v a   w a z i   y a   S T U N 	 L e    S T U N - b e d i e n e r 	 T u a
i a s   S T U N   s e r v e r i s 	 S T U N   s e r v e r i s   t u k as 	 S T U N   s e r v e r   s i s e s t a m a t a 	 4aao  S T U N   }e~e	   S T U N   	 S e r v e r u l   S T U N   l i p s e _t e 	 S T U N   8
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 
 S T R _ I D _ V O I P _ E M P T Y _ U S E R N A M E 	 V o I P 	 P O P U P 	 E m p t y   U s e r   n a m e 	 E m p t y   u s e r   n a m e 	 O(u
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7H-9IC
I'H2	 N o m b r e   d e   u s u a r i o   e n   b l a n c o 	 N o m   d  u t i l i s a t e u r   v i d e 	 B e n u t z e r n a m e   l e e r 	 <5=8  ?>;L7>20B5;O  =5B	 N o m e   u t e n t e   v u o t o 	 DE  J/.D  '3E  'DE3*./E	 N o m e   d e   u t i l i z a d o r   v a z i o 	 K u l l a n 1c 1  a d 1  b o _  	 C h a   n h p   t  n   n g i   s   d n g 	 K o s o n g k a n   n a m a   p e n g g u n a 	 N a m a   p e n g g u n a   k o s o n g 	 	>	2	@	    /	B		<	0	  (	>	.	  	 	 	 	  r e s   f e l h a s z n  l  n  v 	 	 	 	 L e g e   g e b r u i k e r s n a a m 	 	 	 N u m e l e   d e   u t i l i z a t o r   l i p s e _t e 	 	 	     	 	 /	A		0	(	>		5	  0	?		>	.	>		 F'E  '1(1  .'D  '3*	 H21F'E  .'D	   	 				  												  				 
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i a s   n a u d o t o j o   v a r d a s 	 T u k as   l i e t o t j v r d s 	 K a s u t a j a n i m i   s i s e s t a m a t a 	 4aao  c~xrk  avxv	     	 N u m e l e   d e   u t i l i z a t o r   l i p s e _t e 	 /
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 
 S T R _ I D _ V O I P _ I N V A L I D _ P O R T _ N U M B E R 	 V o I P 	 P O P U P 	 I n v a l i d   P o r t   N u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 #cW/	 zS	 +!2"@%-#LD!H9I-	 N  m e r o   d e   p u e r t o   i n v  l i d o 	 N u m  r o   d e   p o r t   i n c o r r e c t 	 U n g  l t i g e   P o r t - N u m m e r 	 54>?CAB8<K9  =><5@  ?>@B0	 N u m e r o   p o r t a   n o n   v a l i d o 	 .7#  AJ  EHB9  'D'*5'D	 N  m e r o   d e   p o r t a   i n v  l i d o 	 G e  e r s i z   p o r t   n u m a r a s 1  	 S   c n g   l i 	 N o m o r   p o r t   t i d a k   v a l i d 	 N o m b o r   p o r t   t a k   s a h 	 	.	>	(	M	/	  *	K	0	M		  (		,	0		 	 	 	  r v  n y t e l e n   p o r t s z  m 	 	 	 	 O n g e l d i g   p o r t n u m m e r 	 	 	 N u m r   p o r t   n e v a l i d 	 	 	       	 	 	5	H	'	  *	K	0	M		  (		,	0		 4E'1G  ~H1*  E9*(1  F3*	 ~H1y  FE(1:D7	     	 								  					  						 0
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 
 S T R _ I D _ V O I P _ I N V A L I D _ U S E R N A M E 	 V o I P 	 P O P U P 	 I n v a l i d   U s e r   n a m e 	 I n v a l i d   u s e r   n a m e 	 O(u
T1z/	 O(u
Ty	 
7H-9IC
ID!H9I-	 N o m b r e   d e   u s u a r i o   i n v  l i d o 	 N o m   d  u t i l i s a t e u r   i n v a l i d e 	 U n g  l t i g e r   B e n u t z e r n a m e 	 525@=>5  8<O  ?>;L7>20B5;O	 N o m e     u t e n t e   n o n   v a l i d o 	 '3E  'DE3*./E  .'7#	 N o m e   d e   u t i l i z a d o r   i n v  l i d o 	 G e  e r s i z   k u l l a n 1c 1  a d 1  	 T  n   n g i   d  n g   l i 	 N a m a   p e n g g u n a   t i d a k   v a l i d 	 N a m a   p e n g g u n a   t a k   s a h 	 	.	>	(	M	/	    /	B		<	0	  (	>	.		 	 	 	  r v  n y t e l e n   f e l h a s z n  l  n  v 	 	 	 	 O n g e l d i g e   g e b r u i k e r s n a a m 	 	 	 N u m e   u t i l i z a t o r   n e v a l i d 	 	 	       	 	 	5	H	'	  /	A		0	(	>		5		 F'E  '1(1  E9*(1  F3*	 H21:D7	   	 								  																 0
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	     	 I g a m a   l o m s e b e n z i s i   e l i n g e n a m t h e t h o 	 I g a m a   l o m s e b e n z i s i   e l i n g a s e b e n z i 	 J i n a   b a t i l i   l a   m t u m i a j i 	 O n g e l d i g e   g e b r u i k e r s n a a m 	 N e g a l i o j a n t i s   n a u d o t o j o   v a r d a s 	 N e d e r +g s   l i e t o t j v r d s 	 V a l e   k a s u t a j a n i m i 	 1v~a~e  c~xrk  avxv	     	 N u m e   u t i l i z a t o r   n e v a l i d 	 /
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 
 S T R _ I D _ V O I P _ I N V A L I D _ A U T H N A M E 	 V o I P 	 P O P U P 	 I n v a l i d   A u t h   N a m e 	 I n v a l i d   a u t h   n a m e 	 WI
T1z/	 
Ty	 
7H-5H-8
2D!H9I-	 N o m b r e   d e   a u t o r   i n v  l i d o 	 N o m   d  a u t h ,   i n v a l i d e 	 U n g  l t i g e r   A u t h e n t i f i z i e r u n g s n a m e 	 525@=>5  8<O  4;O  ?@>25@:8  ?>4;8==>AB8	 N o m e   a u t .   n o n   v a l i d o 	 .7#  AJ  '3E  'D*EJJ2	 N o m e   d e   a u t e n t i c a   o   i n v  l i d o 	 G e  e r s i z   y e t k i   a d 1  	 P h  n   b i t   t  n   l i 	 N a m a   o t e n t i k a s i   t i d a k   v a l i d 	 N a m a   p e n g e s a h a n   t a k   s a h 	 	.	>	(	M	/	    	'	?		C	$	  (	>	.		 	 	 	  r v  n y t e l e n   h i t .   n  v 	 	 	 	 O n g e l d i g e   a u t o r i s a t i e n a a m 	 	 	 N u m e   a u t e n t i f i c a r e   n e v a l i d 	 	 	       	 	 	5	H	'	  *	M	0	.	>	#	?	$	  (	>		5		 F'E  FH3F/G  E9*(1  F3*	 "*1  F'E  :D7	     	 				  							  				 I n v a l i d   A u t h   N a m e 	 F2M2(?  0/?$  *G0A	 52V@=5  V<' O  0CB5=B8DV:0FVW	 





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	     	 I g a m a   l o b u f a k a z i   e l i n g e n a m t h e t h o 	 I g a m a   l o k n g q n l n .   e l i n g a s e b e n z i 	 J i n a   b a t i l i   y a   u h a l i s i s h a j i 	 O n g e l d i g e   b e k r a g t i g i n g s n a a m 	 N e g a l i o j a n t i s   a u t e n t i f .   v a r d a s 	 N e d e r +g s   a u t o r .   v r d s 	 A u t o r i s e e r i t a v   n i m i   v i g a n e 	 1v~a~e  ~a~e.   avxv	     	 N u m e   a u t e n t i f i c a r e   n e v a l i d 	 
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 S T R _ I D _ V O I P _ I N V A L I D _ V M _ S E R V E R 	 V o I P 	 P O P U P 	 I n v a l i d   V o i c e   M a i l   S e r v e r 	 I n v a l i d   v o i c e   m a i l   s e r v e r 	 O{/	 O{	 @4#L@'-#L@!%L2I-'2!4%2	 S e r v i d o r   d e   c o r r e o   d e   v o z   i n v  l i d o 	 S e r v e u r   d e   m e s s a g e r i e   v o c a l e   i n v a l i d e 	 U n g  l t i g e r   V o i c e m a i l s e r v e r 	 525@=K9  A5@25@  3>;>A>2>9  ?>GBK	 S e r v e r   m a i l   v o c e   n o n   v a l i d o 	 .7#  AJ  5F/HB  'D5H*J	 S e r v i d o r   d e   c o r r e i o   d e   v o z   i n v  l i d o 	 G e  e r s i z   s e s l i   p o s t a   s u n u c u s u   	 H p   t h   n g    m   l i 	 S e r v e r   p e s a n   s u a r a   t i d a k   v a l i d 	 P e l a y a n   m e l   s u a r a   t a k   s a h 	 	.	>	(	M	/	    5	I	/	8	  .	G	2	  8	0	M	5	0		 	 	 	  r v  n y t e l e n   h a n g p o s t a   k i s z o l g  l  	 	 	 	 O n g e l d i g e   v o i c e m a i l s e r v e r 	 	 	 S e r v e r   m e s a g e r i e   v o c a l   n e v a l i d 	 	 	         	 	 	5	H	'	  5	M	9	>	/	8	  .	G	2	  8	0	M	5	M	9	0		 31H1  ~3*  5H*  E9*(1  F3*	 5H*  ED  31H1  :D7	       	 								  				  			  								 0
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 S T R _ I D _ V O I P _ I N V A L I D _ U R I 	 V o I P 	 P O P U P 	 I n v a l i d   U R I 	 I n v a l i d   U R I 	 U R I /	 U R I 	 U R I   D!H9I-	 U R I   i n v  l i d o 	 U R L   i n v a l i d e 	 U n g  l t i g e   U R I 	 54>?CAB8<K9  U R I 	 U R I   n o n   v a l i d o 	 .7#  AJ  U R I 	 U R I   i n v  l i d o 	 G e  e r s i z   U R I   	 U R I   l i 	 U R I   t i d a k   v a l i d 	 U R I   t a k   s a h 	 	.	>	(	M	/	  U R I   	 	 	 	  r v  n y t e l e n   U R I 	 	 	 	 O n g e l d i g e   U R I 	 	 	 U R I   n e v a l i d 	 	 	 U R I     	 	 	5	H	'	  /	B		0				 U R I   E9*(1  F3*	 :D7  U R I 	   	 								  							 0
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  U R I 	   U R I 	 I - U R L   e n g e n a m t h e t h o 	 I - U R L   e n g a s e b e n z i y o 	 U R I   b a t i l i 	 O n g e l d i g e   U R L 	 N e g a l i o j a n t i s   U R I 	 N e d e r +g s   U R I 	 V i g a n e   U R L 	 1v~a~e  U R L 	   U R I 	 U R I   i n c o r e c t 	 U R I   
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 
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Nd_f}]	 
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 
 S T R _ I D _ V O I P _ N O T _ A L L O W _ T O _ D I A L 	 V o I P 	 P O P U P 	 N o t   A l l o w e d   t o   D i a l 	 N o t   a l l o w e d   t o   d i a l 	 
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NAQbS	 D!H-8
2C+I+!8	 N o   s e   p e r m i t e   m a r c a r 	 P a s   p e r m i s   d ' a p p e l e r 	 A n w a h l   n i c h t   e r l a u b t 	 01>@  70?@5I5=	 C o m p o s i z i o n e   n o n   c o n s e n t i t a 	 'D'*5'D  :J1  E3EH-	 M a r c a   o   n  o   p e r m i t i d a 	 A r a m a y a   i z i n   y o k   	 K h  n g   c h o   p h  p   q u a y   s 	 T i d a k   d i b o l e h k a n   u n t u k   m e n g h u b u n g i 	 T a k   d i b e n a r k a n   d a i l 	 !	>	/	2	  	0	(	G	  	@	  	(	A	.	$	?	  (	9	@		  &	@		 	 	 	 A   t  r c s  z  s   n e m   l e h e t s  g e s 	 	 	 	 M a g   n i e t   k i e z e n 	 	 	 A p e l a r e a   n u   e s t e   p e r m i s 	 	 	     	 	 !	>	/	2	  	0	>	  	(	A	.	$	?	  (	>	9	@		 'F,'E  4E'1G  J1  E,'2  FJ3*	 '&D    ','2*  F	       	 					  				  						  				 !
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	       	 A k u v u m e l i   u k u d a y e l i 	 A y i v u m e l e k a n g a   i d a y e l e 	 H a i r u h u s i w i   k u p i g a   s i m u 	 M a g   n i e   s k a k e l   n i e 	 N e l e i d ~i a m a   r i n k t i 	 N e <a u t   z v a n +t 	 V a l i m i n e   p o l e   l u b a t u d 	 @atapa~axth  yk  ixula~xt	       	 A p e l a r e a   n u   e s t e   p e r m i s 	 !
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 
 S T R _ I D _ V O I P _ R E G I S T E R 	 V o I P 	 U N L I M 	 R e g i s t e r e d 	 R e g i s t e r e d 	 ]{veQ	 ]{vU_	 %0@5"A%I'	 R e g i s t r a d o 	 E n r e g i s t r  	 R e g i s t r i e r t 	 0@538AB@8@>20=>	 R e g i s t r a t o 	 *E  *3,JD  'D/.HD	 R e g i s t a d o 	 K a y 1t l 1	    n g   n h p 	 T e r d a f t a r 	 B e r d a f t a r 	 0		?	8	M		0	M	!		 	 	 	 R e g i s z t r  l t 	 	 	 	 G e r e g i s t r e e r d 	 	 	  n r e g i s t r a t 	 	 	   	 	 (	K		&		 +(*  4/	 1,3	 	 									 0

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 
 S T R _ I D _ V O I P _ N O T _ R E G I S T E R 	 V o I P 	 U N L I M 	 N o t   R e g i s t e r e d 	 N o t   r e g i s t e r e d 	 *g{veQ	 *g{vU_	 "1D!H%0@5"	 N o   r e g i s t r a d o   	 N o n   e n r e g i s t r  	 N i c h t   r e g i s t r i e r t 	 5  70@538AB@8@>20=>	 N o n   r e g i s t r a t o 	 DE  J*E  *3,JD  'D/.HD	 N  o   r e g i s t a d o 	 K a y 1t l 1  d e i l   	 C h a   n g   n h p 	 T i d a k   t e r d a f t a r 	 T i d a k   b e r d a f t a r 	 0		?	8	M		0	M	!	  (	9	@			 	 	 	 N e m   r e g i s z t r  l t 	 	 	 	 N i e t   g e r e g i s t r e e r d 	 	 	 N e  n r e g i s t r a t 	 	 	   	 	 (	K		&	  (	>	9	@		 +(*  F4/	 1,3  F	   	 									  			 &
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	 0??8M0M  >2G&A	 5  70@5TAB@>20=>	 







  


	 	 A k u b h a l i s i w e 	 A y i b h a l i s w a n g a 	 H a i j a s a j i l i w a 	 N i e   g e r e g i s t r e e r   n i e 	 N e r e g i s t r u o t a s 	 N a v   r e #i s t r t s 	 P o l e   r e g i s t r e e r i t u d 	 3av~an  yg	     	 N e  n r e g i s t r a t 	 0

?
8
M
1
M
1
G
0
M

 !
M
  
2
M
2
	 *M?C$  (A9G	 	 										  				 	 	 	 	 	 	 	 N  o   r e g i s t r a d o 	 	 	 	 	 	 	 	 E z   d u   i z e n i k   e m a n   o r a i n d i k 	 H i n d i   r e h i s t r a d o 	 N o n   r e x i s t r a d o 	 E t i n y e g h i   y a 	 G a n   a   b h e i t h   c l  r a i t h e 
 
 S T R _ I D _ V O I P _ A L R E A D Y _ R E G I S T E R 	 V o I P 	 P O P U P 	 A l r e a d y   R e g i s t e r e d 	 A l r e a d y   r e g i s t e r e d 	 ͑{veQ	 ͑
Y{vU_	 %0@5"A%I'	 Y a   r e g i s t r a d o   	 D  j    e n r e g i s t r  	 B e r e i t s   r e g i s t r i e r t 	 #65  70@538AB@8@>20=>	 G i    r e g i s t r a t o 	 *3,JD  'D/.HD  'DE*C11	 J    r e g i s t a d o 	 Z a t e n   k a y 1t l 1	 n g   n h p   l i 	 T e l a h   t e r d a f t a r 	 T e l a h   b e r d a f t a r 	 *	9	2	G	  8	G	  0		?	8	M		0	M	!	  	 	 	 	 M  r   r e g i s z t r  l v a   v a n 	 	 	 	 R e e d s   g e r e g i s t r e e r d 	 	 	  n r e g i s t r a t   d e j a 	 	 	   	 	 +		M	$	  (	K		&		 '2  B(D  +(*  4/G  '3*	 ~D  3  1,3y1	     	 									  									 &
0

  *
9
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  9
@
	 *M*?@  0??8M0/?&?	 65  70@5TAB@>20=>	 






  





  




  

  	   	 S e k u v e l e   k u b h a l i s i w e 	 S e l e   i b h a l i s i w e 	 T a y a r i   i m e s a j i l i w a 	 A l r e e d s   g e r e g i s t r e e r 	 J a u   r e g i s t r u o t a s 	 J a u   r e #i s t r t s 	 J u b a   r e g i s t r e e r i t u d 	 1dev  cav~an  g	   	  n r e g i s t r a t   d e j a 	 .
A
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M
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G
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M

 !
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	 *B0M,0A  *M?C$	 	 								  											 	 	 	 	 	 	 	 J    r e g i s t r a d o 	 	 	 	 	 	 	 	 I z e n   e m a n a   d a g o   d a g o e n e k o 	 R e h i s t r a d o   n a 	 X a   r e x i s t r a d o 	 E t i n y e l a   y a 	 C l  r a i t h e   c h e a n a 
 
 S T R _ I D _ V O I P _ R E G I S T E R _ F A I L 	 V o I P 	 P O P U P 	 R e g i s t e r   F a i l e d 	 R e g i s t e r   f a i l e d 	 {veQ1YWe	 {vU_1Y%	 %0@5"D!HDI	 F a l l    e l   r e g i s t r o 	 E c h e c   d  e n r e g i s t r e m e n t 	 R e g i s t r i e r u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  70@538AB@8@>20BL	 R e g i s t r a z i o n e   f a l l i t a 	 A4D  AJ  *3,JD  'D/.HD	 R e g i s t o   f a l h o u 	 K a y d e d i l e m e d i   	 n g   n h p   t h t   b i 	 P e n d a f t a r a n   g a g a l 	 D a f t a r   g a g a l 	 0		?	8	M		0	  	8	+	2		 	 	 	 S i k e r t e l e n   r e g i s z t r  c i  	 	 	 	 R e g i s t r a t i e   m i s l u k t 	 	 	  n r e g i s t r a r e a   n u   a   r e u _i t 	 	 	   	 	 (	K		&	  	8	.	0	M	%		 +(*  F'EHAB  (H/	 1,3y1F''E	   	 									  									 &
0

  
8
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	 0??8M0M  5?+2.H&?	 1V9  @5TAB@0FVW	 





  





  

	   	 U k u b h a l i s a   k u h l u l e k i l e 	 U b h a l i s a   k u p h a n z i l e 	 I m e s h i n d w a   k u s a j i l i 	 R e g i s t r a s i e   o n s u k s e s v o l 	 R e g i s t r a v i m a s   n e p a v y k o 	 R e #i s t r c i j a   n e i z d e v s 	 R e g i s t r e e r i m i n e   e b a  n n e s t u s 	 3avxth  qamxr~e	     	  n r e g i s t r a r e a   n u   a   r e u _i t 	 0

?
8
M
1
M
1
0
M

   *
0
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/

	 *M?0#  ,?+3  9G2>	 	 							  					 	 	 	 	 	 	 	 R e g i s t r o   f a l h o u 	 	 	 	 	 	 	 	 I z e n e m a t e a k   p o r r o t   e g i n   d u 	 H i n d i   n a g t a g u m p a y   a n g   p a g p a p a r e h i s t r o 	 F a l l o   a o   r e x i s t r a r 	 N t i n y e   a g a g h 	 T h e i p   a r   c h l  r  
 
 S T R _ I D _ V O I P _ A U T H E N T I C A T I O N _ F A I L 	 V o I P 	 P O P U P 	 A u t h e n t i c a t i o n   F a i l e d 	 A u t h e n t i c a t i o n   f a i l e d 	 WI1YWe	 1Y%	 4*9L1'#4D!HDI	 L a   a u t e n t i c a c i  n   f a l l  	 E c h e c   d ' a u t h e n t i f i c a t i o n 	 A u t h e n t i f i z i e r u n g   f e h l g e s c h l a g e n 	 !1>9  ?@>25@:8  ?>4;8==>AB8	 A u t e n t i c a z i o n a   f a l l i t a 	 A4D  AJ  'D*EJJ2	 A u t e n t i c a   o   f a l h o u 	 K i m l i k   d o r u l a n a m a d 1  	 X  c   n h n   t h t   b i 	 O t e n t i k a s i   g a g a l 	 P e n g e s a h a n   g a g a l 	   *	M	0	>	'	?		0	#	  	8	+	2		 	 	 	 S i k e r t e l e n   h i t e l e s  t  s 	 	 	 	 A u t e n t i c a t i e   m i s l u k t 	 	 	 A u t e n t i f i c a r e a   n u   a   r e u _i t 	 	 	   	 	 *	M	0	.	>	#	?		0	#	  	8	.	0	M	%		 *#/  '9*('1  F'EHAB  (H/	 *H+B  F''E	       	 										  							 *
M
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.
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  
8
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	 %F?G7(M  5?+2.H&?	 5  240;>AO  0CB5=B8DV:C20B8	 









  





  



	   	 U b u f a k a z i   b u h l u l e k i l e 	 U k u n g q i n e l a n a   k u p h a n z i l e 	 I m e s h i n d w a   k u h a l i s i s h a 	 B e k r a g t i g i n g s v a s s t e l l i n g   o n s u k s e s v o l 	 A u t e n t i f i k a v i m a s   n e p a v y k o 	 A u t e n t i f i k c i j a   n e s e k m +g a 	 A u t e n t i m i n e   n u r j u s 	 Na~eaoavaxth  qamxr~e	     	 A u t e n t i f i c a r e a   n u   a   r e u _i t 	 
'
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/

	 *M0>.>#?0#  ,?+3  9G2>	 	 										  					 	 	 	 	 	 	 	 A u t e n t i c a   o   f a l h o u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ R E Q U E S T _ T I M E O U T 	 V o I P 	 P O P U P 	 R e q u e s t   T i m e o u t 	 R e q u e s t   t i m e o u t 	 d\O>Bf	 d\Oe	 2#-@4@'%2	 V e n c i m i e n t o   t i e m p o   d e   s o l i c i t u d 	 R e q u  t e   e x p i r  e 	 A u s z e i t   a n f o r d e r n 	 @5<O  2K?>;=5=8O  70?@>A0  8AB5:;>	 R i c h i e d i   t i m e o u t 	 *,'H2  2EF  'D*4:JD	 P e d i d o   e x p i r o u 	 0s t e k   z a m a n   a _1m 1n a   u r a d 1  	 T h a o   t  c   q u    g i 	 W a k t u   p e r m i n t a a n   h a b i s 	 M i n t a   t a m a t   m a s a 	 	(	A	0	K	'	  	5	'	?	    8	.	>	*	M	$		 	 	 	 K  r  s   i d Qt  l l  p  s e 	 	 	 	 T i m e o u t   v e r z o c h t 	 	 	 T i m p u l   p e n t r u   s o l i c i t a r e   a   e x p i r a t 	 	 	   	 	 5	?	(		$	@	  	>		.						 HBAG  /1.H'3*	 y'&E  "Hy    /1.H'3*  ,&	     	 						  			  						  					 ,
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	 0?M5F8MM  H.M  M	 "09<- 0CB  70?8BC	 





  


  





	     	 I s i c e l o   s i p h e l e l w e   i s i k h a t h i 	 C e l a   i x e s h a   l o k u p h u m a 	 M u d a   w a   o m b o   u m e i s h a 	 V e r s o e k   t y d o p s k o r t i n g 	 S k i r t o j o   l a i k o   u ~k l a u s a 	 P i e p r a s +j u m a   t a i m a u t s 	 P  r i n g u   a j a l  p p 	 @atav  jatavaok  }za|xt	   	 T i m p u l   p e n t r u   s o l i c i t a r e   a   e x p i r a t 	 
-
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/
0
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 $
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  8
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
  
4
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A
	 (A0K'  8./  ,9?0M-B$	 	 						  			  					  	 	 	 	 	 	 	 	 T e m p o   e s g o t a d o   d a   s o l i c i t a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 
 S T R _ I D _ V O I P _ S P L I T _ F A I L 	 V o I P 	 P O P U P 	 S p l i t   F a i l e d 	 S p l i t   f a i l e d 	 R_j1YWe	 R:g1Y%	 A"*2"D!HDI	 F a l l    l a   d i v i s i  n   d e   l a   l l a m a d a 	 E c h e c   d e   s  p a r a t i o n 	 T r e n n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  @0745;8BL	 S u d d i v i s i o n e   f a l l i t a 	 A4D  AJ  'DG'*A  'DA19J	 P a r t i l h a   f a l h o u 	 B  l m e   b a _a r 1s 1z   	 T  c h   t h t   b i 	 P e m i s a h a n   g a g a l 	 B a h a g i   g a g a l 	   5	?	-	>		(	  	8	+	2		 	 	 	 S i k e r t e l e n   m e g o s z t  s 	 	 	 	 S p l i t s e n   m i s l u k t 	 	 	 D i v i z a r e a   n u   a   r e u _i t 	 	 	   	 	 8	M	*	M	2	?		  	8	.	0	M	%		 *B3E  F'EHAB  (H/	 'D  1F'  F''E  H'	   	 						  							 &
0
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	 8M*M2?M  5?+2.H&?	  >7' T4=0==O  =5  240;>AO	 





  






  





  



	   	 U k u h l u k a n i s a   k u h l u l e k i l e 	 U l w a h l u l o   l u p h a n z i l e 	 I m e s h i n d w a   k u g a w a n y a 	 V e r d e l i n g   o n s u k s e s v o l 	 P a d a l i j i m a s   n e p a v y k o 	 S a d a l +aa n a   n e i z d e v s 	 T  k e l d a m i n e   n u r j u s 	 Oxpxth  qamxr~e	     	 D i v i z a r e a   n u   a   r e u _i t 	 8
M
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
	 ,&3>,>  ,?+3  9G2>	 	 						  					 	 	 	 	 	 	 	 D i v i s  o   f a l h o u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ T R A N S F E R _ F A I L 	 V o I P 	 P O P U P 	 T r a n s f e r   F a i l e d 	 T r a n s f e r   f a i l e d 	 Ic1YWe	 lc1Y%	 B-*2"D!HDI	 F a l l    l a   t r a n s f e r e n c i a 	 E c h e c   d e   t r a n s f e r t 	  b e r t r a g e n   f e h l g e s c h l a g e n 	 5  C40;>AL  ?5@540BL	 T r a s f e r i m e n t o   f a l l i t o 	 A4D  AJ  'D'9'/)	 T r a n s f e r  n c i a   f a l h o u 	 A k t a r m a   b a _a r 1s 1z   	 C h u y n   t h t   b i 	 T r a n s f e r   g a g a l 	 P e m i n d a h a n   g a g a l 	 8	M	%	>	(	>		$	0	#	  	8	+	2		 	 	 	 S i k e r t e l e n    t a d  s 	 	 	 	 D o o r v e r b i n d e n   m i s l u k t 	 	 	 T r a n s f e r u l   n u   a   r e u _i t 	 	 	   	 	 8	M	%	>	(	>		$	0	#	  	8	.	0	M	%		 'F*B'D  F'EHAB  (H/	 y1'F3A1  F''E  H'	   	 										  							 ,
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  





  



	   	 U k u d l u l i s a   k u h l u l e k i l e 	 U t s h i n t s h o   l u p h a n z i l e 	 I m e s h i n d w a   k u h a w i l i 	 O o r d r a g   o n s u k s e s v o l 	 P e r d a v i m a s   n e p a v y k o 	 P r a d r e s aa n a   n e i z d e v s 	 E d a s t a m i n e   n u r j u s 	 Sxmavxth  qamxr~e	     	 T r a n s f e r u l   n u   a   r e u _i t 	 
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	 8M%>(>(M$0  ,?+3  9G2>	 	 										  					 	 	 	 	 	 	 	 T r a n s f e r  n c i a   f a l h o u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ S D P _ E R R O R 	 V o I P 	 P O P U P 	 I n c o m p a t i b l e   M e d i a 	 I n c o m p a t i b l e   m e d i a 	 
Nv[v
	 
N|Q[v󗯋	 *7H-5HD!H*1*8	 M e d i o   i n c o m p a t i b l e 	 M  d i a   i n c o m p a t i b l e 	 I n k o m p a t i b l e   M e d i e n 	 5A>2<5AB8<K5  <5480>1J5:BK	 S u p p o r t o   i n c o m p a t i b i l e 	 E9DHE'*  :J1  E*H'&E)	 M  d i a   i n c o m p a t  v e l 	 U y u m s u z   o r t a m   	 T r u y n   t h  n g   k h  n g   t n g   t h  c h 	 M e d i a   t i d a k   k o m p a t i b e l 	 M e d i a   t a k   s e r a s i 	   	8			$	    .	@	!	?	/	>	  	 	 	 	 N e m   k o m p a t i b i l i s   m  d i a 	 	 	 	 I n c o m p a t i b e l e   m e d i a 	 	 	 F i _i e r   m e d i a   i n c o m p a t i b i l 	 	 	     	 	 	8	!	@	*	@	  	B			 13'FG  F'3'2'1  '3*	 S D P   :D7	   	 						  							 
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	   	 I m i d y a   e n g a h a m b e l a n i 	 I m i d i y a   e n g a d i b a n i y o 	 M e d i a   i s i o e n d a n a 	 M e d i a   o n v e r s o e n b a a r 	 N e s u d e r i n a m a   l a i k m e n a 	 N e s a d e r +g a   v i d e 	 M i t t e  h i l d u v   m e e d i a 	 1vpataerelk  tedka	   	 F i _i e r   m e d i a   i n c o m p a t i b i l 	 *
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	 8M$  .?!?	 	 													  							 	 	 	 	 	 	 	 M  d i a   i n c o m p a t  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ S I P _ E R R O R 	 V o I P 	 P O P U P 	 S I P   E r r o r 	 S I P   e r r o r 	 S I P /	 S I P 	 I-4%2  S I P 	 E r r o r   d e   S I P 	 E r r e u r   S I P 	 S I P - F e h l e r 	 H81:0  S I P 	 E r r o r e   S I P 	 .7#  AJS I P 	 E r r o   d e   S I P 	 S I P   h a t a s 1  	 S I P   l i 	 K e s a l a h a n   p a d a   S I P 	 R a l a t   S I P 	   S I P   $	M	0	A		?		 	 	 	 S I P   h i b a 	 	 	 	 S I P - f o u t 	 	 	 E r o a r e   S I P 	 	 	   S I P 	 	 	8		/	*	@	  	B			 .7'  S I P 	 S I P   :D7	 S I P   	 						  							 
8
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	 8?*M  &K7	 	 S I P   


	 S I P   	 I p h u t h a   l e - S I P 	 I m p a z a m o   y e S I P 	 H i t i l a f u   y a   S I P 	 S I P - f o u t 	 S I P   k l a i d a 	 S I P   k <kd a 	 S I P   t  r g e 	 S I P   }mal	 S I P   	 E r o a r e   S I P 	 S I P   $

0
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 	 S I P   $M0A?	 	 S I P   							 	 	 	 	 	 	 	 E r r o   S I P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ D N S _ E R R O R 	 V o I P 	 P O P U P 	 D N S   E r r o r 	 D N S   e r r o r 	 D N S /	 D N S 	 I-4%2  D N S 	 E r r o r   d e   D N S 	 E r r e u r   D N S 	 D N S - F e h l e r 	 H81:0  D N S 	 E r r o r e   D N S 	 .7#  AJD N S 	 E r r o   d e   D N S 	 D N S   h a t a s 1  	 D N S   l i 	 K e s a l a h a n   p a d a   D N S 	 R a l a t   D N S 	   D N S   $	M	0	A		?		 	 	 	 D N S   h i b a 	 	 	 	 D N S - f o u t 	 	 	 E r o a r e   D N S 	 	 	   D N S 	 	 !	@		(		8	  	B			 .7'  D N S 	 D N S   :D7	 D N S   	 						  							 !
@
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	 !?(M8M  &K7	 	 D N S   


	 D N S   	 I p h u t h a   l e - D N S 	 I m p a z a m o   y e D N S 	 H i t i l a f u   y a   D N S 	 D N S - f o u t 	 D N S   k l a i d a 	 D N S   k <kd a 	 D N S   t  r g e 	 D N S   }mal	 D N S   	 E r o a r e   D N S 	 D N S   $

0
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 	 D N S   $M0A?	 	 D N S   							 	 	 	 	 	 	 	 E r r o   d e   D N S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V O I P _ N A T _ E R R O R 	 V o I P 	 P O P U P 	 N A T   E r r o r 	 N A T   e r r o r 	 N A T /	 N A T 	 I-4%2  N A T 	 E r r o r   d e   N A T 	 E r r e u r   N A T 	 N A T - F e h l e r 	 H81:0  N A T 	 E r r o r e   N A T 	 .7#  AJN A T 	 E r r o   d e   N A T 	 N A T   h a t a s 1  	 N A T   l i 	 K e s a l a h a n   p a d a   N A T 	 R a l a t   N A T 	   N A T   $	M	0	A		?		 	 	 	 N A T   h i b a 	 	 	 	 N A T - f o u t 	 	 	 E r o a r e   N A T 	 	 	   N A T 	 	 	(			@	  	B			 .7'  N A T 	 N A T   :D7	 N A T   	 					  							 
(


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	 (M?  &K7	 	 N A T   


	 N A T   	 I p h u t h a   l e - N A T 	 I m p a z a m o   y e N A T 	 H i t i l a f u   y a   N A T 	 N A T - f o u t 	 N A T   k l a i d a 	 N A T   k <kd a 	 N A T   t  r g e 	 N A T   }mal	 N A T   	 E r o a r e   N A T 	 N A T   $

0
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0
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 	 N A T   $M0A?	 	 N A T   							 	 	 	 	 	 	 	 E r r o   N A T 	 	 	 	 	 	 	 	 	 	 	 	 
 
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Nf/	 
Nf	 4%2D!H#2*2@+8	 E r r o r   d e s c o n o c i d o   	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o 	 'D.7#  :J1  5'D-	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a   	 L i   k h  n g   x  c   n h   c 	 K e s a l a h a n   t i d a k   d i k e t a h u i 	 R a l a t   t a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 	 	 	 I s m e r e t l e n   h i b a 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 E r o a r e   n e c u n o s c u t 	 	 	     	 	 		>	#	  	B			 .7'  F'E4.5	 F'E9DHE  :D7	   	 					  							 (
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	   	 I p h u t h a   e l i n g a z i w a 	 I m p a z a m o   e n g a z i w a y o 	 H i t i l a f u   i s i o j u l i k a n a 	 O n b e k e n d e   f o u t 	 N e ~i n o m a   k l a i d a 	 N e z i n m a   k <kd a 	 T u n d m a t u   t  r g e 	 1vpau  }mal	   	 E r o a r e   n e c u n o s c u t 	 

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 
 S T R _ I D _ V O I P _ V O I C E _ M E S S A G E 	 V o I P 	 P O P U P 	 V o i c e   M e s s a g e 	 V o i c e   m e s s a g e 	 
o`	 mo`	 I-'2!@*5"	 M e n s a j e   d e   v o z 	 M e s s a g e   v o c a l 	 V o i c e - M i t t e i l u n g 	 >;>A>2>5  A>>1I5=85	 M e s s a g g i o   v o c e 	 13'&D  5H*J)	 M e n s a g e m   d e   v o z 	 S e s l i   i l e t i   	 T i n   n h n   n g    m 	 P e s a n   s u a r a 	 M e s e j   s u a r a 	   5	I	/	8	  8		&	G	6		 	 	 	 H a n g  z e n e t 	 	 	 	 S t e m b e r i c h t 	 	 	 M e s a j   v o c a l 	 	 	   	 	 5	M	9	>	/	8	  8		&	G	6		 ~'E  5H*	 5H*  ~:'E	   	 				  							 
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	   	 U m b i k o   w e z w i 	 U m y a l e z o   w e l i z w i 	 U j u m b e   w a   s a u t i 	 S t e m b o o d s k a p 	 B a l s o   p r a n e ai m a s 	 B a l s s   z i Fo j u m s 	 H   l t e a d e 	 Aauvaukv  parxdacxiuxv	   	 M e s a j   v o c a l 	 5
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 
 S T R _ I D _ V O I P _ F A X _ M E S S A G E 	 V o I P 	 P O P U P 	 F a x   M e s s a g e 	 F a x   m e s s a g e 	 Pw
o`	  Owmo`	 I-'2!B#*2#	 M e n s a j e   d e   f a x 	 M e s s a g e   f a x 	 F a x - M i t t e i l u n g 	 $0:A	 M e s s a g g i o   f a x 	 13'&D  'DA'C3	 M e n s a g e m   d e   f a x 	 F a k s   i l e t i s i   	 F a x   t i n   n h n 	 P e s a n   f a k s 	 M e s e j   f a k s 	 +	H		M	8	  8		&	G	6		 	 	 	 F a x  z e n e t 	 	 	 	 F a x b e r i c h t 	 	 	 M e s a j   f a x 	 	 	   	 	 +	E		M	8	  8		&	G	6		 ~'E  A3	 A3  ~:'E	   	 							  							 +
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	   	 U m b i k o   w e f e k s i 	 U m y a l e z o   w e f e k s i 	 U j u m b e   w a   f a k s i 	 F a k s b o o d s k a p 	 F a k s o   p r a n e ai m a s 	 F a k s a   z i Fo j u m s 	 F a k s i s  n u m 	 Va}  parxdacxiuxv	 	 M e s a j   f a x 	 +
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 
 S T R _ I D _ V O I P _ P A G E R _ M E S S A G E 	 V o I P 	 P O P U P 	 P a g e r   M e s s a g e 	 P a g e r   m e s s a g e 	 P|T
o`	  O|Tmo`	 I-'2!@@-#L	 M e n s a j e   d e   l o c a l i z a d o r   	 M e s s a g e   p a g e u r 	 P a g e r - M i t t e i l u n g 	 !>>1I5=85  ?59465@0	 M e s s a g g i o   c e r c a p e r s o n e 	 13'&D  'D'*5'D	 M e n s a g e m   d e   p a g e r 	  a r 1  c i h a z 1  i l e t i s i   	 M  y   n h n   t i n 	 P e s a n   p e n y e r a n t a 	 M e s e j   a l a t   k e l u i 	 *	G		<	0	  8		&	G	6		 	 	 	 S z e m  l y h  v     z e n e t 	 	 	 	 S e m a f o o n b e r i c h t 	 	 	 M e s a j   p a g e r 	 	 	   	 	 *	G		0	  8		&	G	6		 ~'E  ~,1	 ~,1  ~:'E	   	 					  							 *
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	   	 U m b i k o   w e p h e y j a 	 u m y a l e z o   w e p h e p h a 	 U j u m b e   w a   p e j a 	 R o e p r a d i o b o o d s k a p 	 P r a n e ai m s  g a v i k l i o   p r a n e ai m a s 	 P e i d ~e r a   z i Fo j u m s 	 P e i l e r i s  n u m 	 Seu{ek  parxdacxiuxv	   	 M e s a j   p a g e r 	 *
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 
 S T R _ I D _ V O I P _ M U L T I M E D I A _ M E S S A G E 	 V o I P 	 P O P U P 	 M u l t i m e d i a   M e s s a g e 	 M u l t i m e d i a   m e s s a g e 	 YZԚ
o`	 YZSOmo`	 I-'2!!1%4!5@5"	 M e n s a j e   d e   m u l t i m e d i o s 	 M e s s a g e   m u l t i m  d i a 	 M u l t i m e d i a - M i t t e i l u n g 	 C;LB8<5489=>5  A>>1I5=85	 M e s s a g g i o   m u l t i m e d i a l e 	 'D13'&D  'DH3'&7  'DE*9//)	 M e n s a g e m   m u l t i m  d i a 	 M u l t i m e d y a   i l e t i s i   	 T i n   n h n   a   p h n g   t i n 	 P e s a n   m u l t i m e d i a 	 M e s e j   m u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6		 	 	 	 M u l t i m  d i a    z e n e t 	 	 	 	 M u l t i m e d i a b e r i c h t 	 	 	 M e s a j   m u l t i m e d i a 	 	 	   	 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6		 ~'E  F/13'FG  '	 EDy  E'  ~:'E	       	 												  							 ,
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	   	 U m b i k o   w e - m u l t i m e d i a 	 U m y a l e z o   w e m a l t i m i d i y a 	 U j u m b e   w a   m e d i a n u w a i 	 M u l t i m e d i a b o o d s k a p 	 D a u g i a l y p s   t e r p s   p r a n e ai m a s 	 M u l t i v i d e s   z i Fo j u m s 	 M u l t i m e e d i a   s  n u m 	 Dxlktedka  parxdacxiuxv	   	 M e s a j   m u l t i m e d i a 	 .
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 
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	 M8MM  .F8GM	 "5:AB>25  ?>2V4><;5==O	 




  




	   	 U m b i k o   w o m b h a l o 	 U m y a l e z o   w a m a g a m a 	 u j u m b e   w a   m a a n d i s h i 	 T e k s b o o d s k a p 	 T e k s t o   p r a n e ai m a s 	 T e k s t a   z i Fo j u m s 	 T e k s t s  n u m 	 Oe}aukv  parxdacxiuxv	   	 M e s a j   t e x t 	 
F
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
	 *>   8(M&G6	 	 			  							 	 	 	 	 	 	 	 M e n s a g e m   d e   t e x t o 	 	 	 	 	 	 	 	 T e s t u m e z u a 	 M e n s a h e n g   t e k s t o 	 M e n s a x e   d e   t e x t o 	 O z i   e d e r e r d e 	 T e a c h t a i r e a c h t   t  a c s 
 
 S T R _ I D _ V O I P _ U N K N O W N _ M E S S A G E 	 V o I P 	 P O P U P 	 U n k n o w n   M e s s a g e 	 U n k n o w n   m e s s a g e 	 
Nf
o`	 
Nfmo`	 I-'2!5HD!H#9I1	 M e n s a j e   d e s c o n o c i d o 	 M e s s a g e   i n c o n n u 	 U n b e k a n n t e   M i t t e i l u n g 	 58725AB=>5  A>>1I5=85	 M e s s a g g i o   s c o n o s c i u t o 	 'D13'&D  :J1  E91HA	 M e n s a g e m   d e s c o n h e c i d a 	 B i l i n m e y e n   i l e t i   	 T i n   n h n   k h  n g   x  c   n h 	 P e s a n   t i d a k   d i k e t a h u i 	 M e s e j   t a k   d i k e t a h u i 	 		M		>	$	  8		&	G	6		 	 	 	 I s m e r e t l e n    z e n e t 	 	 	 	 O n b e k e n d   b e r i c h t 	 	 	 M e s a j   n e c u n o s c u t 	 	 	     	 	 		>	#	  8		&	G	6		 ~'E  F'E4.5	 F'E9DHE  ~:'E	   	 					  							 (
>
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	 $F2?/(?  .F8GM	 52V4><5  ?>2V4><;5==O	 






  




	   	 U m b i k o   o n g a z i w a 	 U m y a l e z o   o n g a z i w a y o 	 U j u m b e   u s i o j u l i k a n a 	 O n b e k e n d e   b o o d s k a p 	 N e ~i n o m a s   p r a n e ai m a s 	 N e p a z +s t a m s   z i Fo j u m s 	 T u n d m a t u   s  n u m 	 1vpau  parxdacxiuxv	   	 M e s a j   n e c u n o s c u t 	 

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
	 M>$  8(M&G6	 	 						  							 	 	 	 	 	 	 	 M e n s a g e m   d e s c o n h e c i d a 	 	 	 	 	 	 	 	 M e z u   e z e z a g u n a 	 H i n d i   k i l a l a n g   m e n s a h e 	 M e n s a x e   d e s c o  e c i d o 	 O z i   a m a g h 	 T e a c h t a i r e a c h t   a n a i t h n i d 
 
 S T R _ I D _ V O I P _ N E W _ M E S S A G E 	 V o I P 	 T E X T 	 N e w   /   T o t a l   M e s s a g e s : 	 N e w   /   T o t a l   m e s s a g e s : 	 e/ hQ
o`: 	 e/ hQ萈mo`: 	 C+!H/ I-'2!1I+!: 	 M e n s a j e   n u e v o   /   t o t a l   d e   m e n s a j e s : 	 N o u v e a u / t o t a l   m e s s a g e 	 N e u e   /   G e s a m t e   M i t t e i l u n g e n : 	 >2KE/ 2A53>: 	 M e s s a g g i   n u o v i   /   t o t a l i : 	 ,/J/\ ,EJ9  'D13'&D: 	 N o v a   /   T o t a l   d e   m e n s a g e n s : 	 Y e n i   /   T o p l a m   i l e t i l e r i :   	 M i /   T o  n   b   t i n   n h n : 	 P e s a n   B a r u / T o t a l : 	 M e s e j   B a r u   /   J u m l a h : 	 (	/	G	/ 	A	2	  8		&	G	6	: 	 	 	 	  j   /    s s z e s    z e n e t : 	 	 	 	 N i e u w e   /   t o t a a l   a a n t a l   b e r i c h t e n : 	 	 	 M e s a j e   n o i / N u m r   t o t a l   d e   m e s a j e : 	 	 	   / " 	 	 (	5	>	/ 		B	#	  8		&	G	6	: 	 ~'EG'  ,//  /   D  ~'EG': 	 F'/   E,EH9  ~:'E'*: 	   /     : 	 				/ 			  								 (
5
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
: 	 J$M$/ .J$M$  .F8GM	 >28E/ AL>3>  ?>2V4><;5=L: 	 


  /   


  





  : 	 /   : 	 O k u s h a   /   i m i b i k o   e p h e l e l e : 	 I n t s h a   /   I y o n k e   i m i y a l e z o : 	 U j u m b e   m p y a   /   J u m l a : 	 N u w e   /   A a n t a l   b o o d s k a p p e : 	 N a u j i   /   i a  v i s o   p r a n e ai m s: 	 J a u n i / K o p   z i Fo j u m i : 	 U u s i / K o k k u   s  n u m e i d : 	 Fx  /   8vdpavx  parxdacxiuxvve]	 /   : 	 M e s a j e   n o i / N u m r   t o t a l   d e   m e s a j e : 	 *
A
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/ 

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
M

3
M

 : 	 (B$(/ .K  8(M&G6: 	 	 				/ 							  										: 	 	 	 	 	 	 	 	 M e n s a g e n s   t o t a i s / n o v a s : 	 	 	 	 	 	 	 	 M e z u   b e r r i a k / g u z t i r a : 	 M g a   B a g o   /   K a b u u a n g   m e n s a h e : 	 N o v a s /   T o d a s   m e n s a x e s : 	 h r   /   N c h k t a   o z i   g a : 	 T e a c h t a i r e a c h t a    N u a   /   I o m l  n : 
 
 S T R _ I D _ V O I P _ U R G E N T _ M E S S A G E 	 V o I P 	 T E X T 	 U r g e n t   /   T o t a l   M e s s a g e s : 	 U r g e n t   /   T o t a l   m e s s a g e s : 	 }%`/ hQ
o`: 	 '}%`/ hQ萈mo`: 	 H'/ #'!I-'2!1I+!: 	 M e n s a j e   u r g e n t e   /   t o t a l   d e   m e n s a j e s : 	 U r g e n t / t o t a l   m e s s a g e 	 D r i n g e n d e   /   G e s a m t e   M i t t e i l u n g e n : 	 !@>G=KE/ 2A53>: 	 M e s s a g g i   u r g e n t i   /   t o t a l i : 	 7H'1&\ ,EJ9  'D13'&D: 	 U r g e n t e s /   T o t a l   d e   m e n s a g e n s : 	 A c i l   /   T o p l a m   i l e t i l e r :   	 K h n   c p /   T o  n   b   t i n   n h n : 	 P e s a n   P e n t i n g / T o t a l : 	 M e s e j   P e n t i n g   /   J u m l a h : 	   $	$	M		>	2	/ 	A	2	  8		&	G	6		 	 	 	 S  r g Qs   /    s s z e s    z e n e t : 	 	 	 	 D r i n g e n d e   /   t o t a a l   a a n t a l   b e r i c h t e n : 	 	 	 M e s a j e   u r g e n t e / N u m r   t o t a l   d e   m e s a j e : 	 	 	   / " 	 	 $	$	M		>	3	/ 		B	#	  8		&	G	6	: 	 ~'EG'  AH1  /   D  ~'EG': 	 AH1/ E,EH9  ~:'E'*	   /     : 	 						/ 			  								 
2
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@
/ 
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6
>

: 	 0MM/ .J$M$  .F8GM	 "5@<V=>28E/ AL>3>  ?>2V4><;5=L: 	 






/ 


  





: 	 /   : 	 O k u p h u t h u m a y o   /   I m i b i k o   e p h e l e l e : 	 N g o k u k h a w u l e z a   /   I y o n k e   i m i y a l e z o : 	 U j u m b e   w a   H a r a k a   /   J u m l a : 	 D r i n g e n d e   /   A a n t a l   b o o d s k a p p e : 	 S k u b ks   /   i a  v i s o   p r a n e ai m s: 	 S t e i d z a m i / K o p   z i Fo j u m i : 	 P a k i l i s i / K o k k u   s  n u m e i d : 	 @aaz  /   8vdpavx  parxdacxiuxvve]	 /   : 	 M e s a j e   u r g e n t e / N u m r   t o t a l   d e   m e s a j e : 	 '
C
$
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/
A
3
M
3
/ .
J
$
M
$
  8
(
M
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6

M

3
M

 : 	 0A0@/ .K  8(M&G6: 	 	 								/ 							  										: 	 	 	 	 	 	 	 	 M e n s a g e n s   t o t a i s / u r g e n t e s : 	 	 	 	 	 	 	 	 P r e s a z k o   m e z u a k / g u z t i r a : 	 M g a   A p u r a h a n g   /   K a b u u a n g   m e n s a h e : 	 U r x e n t e s   /   T o d a s   m e n s a x e s : 	 s s   /   N c h k t a   o z i   g a : 	 T e a c h t a i r e a c h t a    P r  i n n e a c h a   /   I o m l  n : 
 
 S T R _ I D _ V O I P _ M S G _ U N I T 	 V o I P 	 H I N T 	   m s g ( s ) 	   m s g ( s ) 	 \	 \	   	1	   m e n s a j e ( s ) 	   m s g ( s ) 	   M i t t l g ( n ) 	   A>>1I. 	 m e s s . 	 81A	 m s g ( s ) 	 i l e t i ( l e r )   	 T i n   n h n 	   p e s a n 	 m s j 	 8		&	G	6		 	 	 	    z e n e t 	 	 	 	 b e r i c h t ( e n ) 	 	 	   m s j ( e ) 	 	 	 	 	 8	G	&	G	6		 ~J'E( G') 	 ~:'E'*	 ( ) 	 							 8
p
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	 .G8MM( 2A) 	 ?>2V4. 	 





( 

) 	   ( ) 	 i m i b i k o 	 u ( i ) m y l z . 	 u j u m b e 	 b d s k p ( p e ) 	   p r a n e a. 	   z i Fo j u m s ( i ) 	   s  n u m ( e i d ) 	 prd( e) 	 ( ) 	   m s j ( e ) 	 8
(
M
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
( 
M

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  L A N 	     L A N 	 I - W i r e l e s s   L A N 	 I - L A N   e n g e n a z i n g c i n g o 	 L A N   i s i o t u m i a   w a y a 	 W L A N 	 B e v i e l i s   L A N 	 B e z v a d u   L A N 	 T r a a d i t a   L A N 	 1vla  <@Q	   L A N 	 R e ce a   L A N   f r   f i r 	 5
/
0
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  L A N 	 qG_>02G8  L A N 	 L A N   m e   v a l e 	 						  L A N 	 	 	 	 	 	 	 	 W L A N 	 	 	 	 	 	 	 	 W L A N 	 W L A N 	 W L A N 	 W l a n 	 W L A N 
 
 S T R _ I D _ D T C N T _ W L A N _ C H A N N E L 	 W L A N 	 U N L I M 	 C h a n n e l   u s e d   b y   W I F I   A c c e s s   P o i n t 	 C h a n n e l 	 ;S	 S	 A
@%	 C a n a l 	 C a n a l 	 K a n a l 	 0=0;	 C a n a l e 	 BFH'*	 C a n a l 	 K a n a l   	 K  n h 	 S a l u r a n 	 S a l u r a n 	 	H	(	2		 	 	 	 C s a t o r n a 	 	 	 	 K a n a a l 	 	 	 C a n a l 	 	 	 	 	 	E	(	2		 'F'D	 FD	 	 								 
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	 	 I s h a n e l i 	 I j e l o 	 I d h a a 	 K a n a a l 	 K a n a l a s 	 K a n l s 	 K a n a l 	 1lk	 	 C a n a l 	 
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 	 M_>(G2	 K a n a l i 	 						 	 	 	 	 	 	 	 C a n a l 	 	 	 	 	 	 	 	 K a t e a 	 C h a n n e l 	 C a n a l 	 C h a n e l 	 C a i n  a l 
 
 S T R _ I D _ D T C N T _ W L A N _ S I G N A L _ S T R E N G T H 	 W L A N 	 U N L I M 	 S i g n a l   S t r e n g t h   o f   a n   A c c e s s   P o i n t 	 S i g n a l   s t r e n g t h 	 
_T	 OS:_^	 '2!A#*1

2	 F u e r z a   d e   l a   s e  a l 	 P u i s s a n c e   d u   s i g n a l 	 S i g n a l s t  r k e 	 >I=>ABL  A83=0;0	 P o t e n z a   d e l   s e g n a l e 	 '4'1)	 I n t e n s i d a d e   d o   s i n a l 	 S i n y a l   g  c    	 D   m n h   t  n   h i u 	 K e k u a t a n   s i n y a l 	 K e k u a t a n   i s y a r a t 	 8	?		M	(	2	  $	@	5	M	0	$	>		 	 	 	 J e l e r Qs s  g 	 	 	 	 S i g n a a l s t e r k t e 	 	 	 P u t e r e   s e m n a l 	 	 	   	 	 8	?			2	  8	M		M	0	G			%		 B/1*  3F'D	 3FD    7'B*	   	 								  							 8
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  




  	   	 A m a n d l a   e s i g n a l i 	 A m a n d l a   o p h a w u 	 N g u v u   y a   m a w i m b i 	 S e i n s t e r k t e 	 S i g n a l o   s t i p r u m a s 	 S i g n l a   s t i p r u m s 	 S i g n a a l i   t u g e v u s 	 1fdavwavk  xjcvxiuxv	   	 P u t e r e   s e m n a l 	 8
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 
 S T R _ I D _ D T C N T _ W L A N _ P O W E R _ O N 	 W L A N 	 I C O N T E X T 	 M e n u   i t e m   f o r   E n a b l e   W i r e l e s s   L A N 	 E n a b l e   W L A N 	 _U(u!q}@SW}	 /T(ue~@\WQ~	 @432  W L A N 	 A c t i v a r   l a   W L A N 	 A c t i v e r   W L A N 	 W L A N   a k t i v i e r e n 	 :;NG8BL  W L A N 	 A b i l i t a   W L A N 	 *4:JD  'D4(C)  'DA19J)  (/HF  'D3DC	 A c t i v a r   W L A N 	 W L A N ' 1  e t k i n l e _t i r   	 K h i   n g   W L A N 	 A k t i f k a n   W L A N 	 D a y a k a n   W L A N 	   W L A N   8		M	7	.		 	 	 	 W L A N   e n g e d  l y e z  s e 	 	 	 	 W L A N   a c t i v e r e n 	 	 	 A c t i v a r e   W L A N 	 	 	   W L A N   	 	 !	,	M	2	M	/	B		2			(	  	M	0	?	/	>	6	@	2		 A9'D3'2  W L A N 	 W L A N   B'(D  FA'0  (F'&  	             	 					  													 8
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	 W L A N   	 Y e n z a   i - W L A N   i s e b e n z e 	 E n z a   i W L A N   i s e b e n z e 	 W e z e s h a   W L A N 	 O n t s p e r   W L A N 	 L e i s t i   W L A N 	 I e s p j o t   W L A N 	 L u b a   W L A N 	 1ok~avel  W L A N - h	 W L A N -   	 A c t i v a r e   W L A N 	 W L A N   8
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 
 S T R _ I D _ D T C N T _ W L A N _ P O W E R _ O F F 	 W L A N 	 I C O N T E X T 	 M e n u   i t e m   f o r   D i s a b l e   W i r e l e s s   L A N 	 D i s a b l e   W L A N 	 \P(u!q}@SW}	 \P(ue~@\WQ~	 432  W L A N 	 D e s a c t i v a r   l a   W L A N 	 D  s a c t i v e r   W L A N 	 W L A N   d e a k t i v i e r e n 	 B:;NG8BL  W L A N 	 D i s a b i l i t a   W L A N 	 'D:'!  'D4(C)  'DA19J)  (/HF  'D3DC	 D e s a c t i v a r   W L A N 	 W L A N ' 1  d e v r e   d 1_1  b 1r a k   	 D n g     W L A N 	 N o n a k t i f k a n   W L A N 	 N y a h d a y a k a n   W L A N 	   W L A N   		M	7	.		 	 	 	 W L A N   l e t i l t  s a 	 	 	 	 W L A N   i n a c t i v e r e n 	 	 	 D e z a c t i v a r e   W L A N 	 	 	   W L A N   - 	 	 !	,	M	2	M	/	B		2			(	  	M	0	?	/	>	6	@	2	  (	>	9	@		 :1A9'D3'2  W L A N 	 W L A N   F'B'(D  FA'0  ,&	 W L A N     	 					  													 
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	 W L A N   	 Y e n z a   i - W L A N   i n g a s e b e n z i 	 E n z a   i W L A N   i n g a s e b e n z i 	 L e m a z a   W L A N 	 V e r s p e r   W L A N 	 N e l e i s t i   W L A N 	 A t s p j o t   W L A N 	 K e e l a   W L A N 	 1zaaok~avel  W L A N - h	 W L A N -   	 D e z a c t i v a r e   W L A N 	 W L A N   
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 
 S T R _ I D _ D T C N T _ W L A N _ C O N N _ S T A T U S 	 W L A N 	 T I T L E ,   I C O N T E X T 	 W L A N   C u r r e n t   S t a t u s 	 W L A N   s t a t u s 	 !q}}rKa	 e~Q~r`	 *20  W L A N 	 E s t a d o   d e   W L A N   	 E t a t   W L A N 	 W L A N - S t a t u s 	 "5:CI55  A>AB>O=85	 S t a t o   W L A N 	 -'D)  'D4(C)  'DD'3DCJ)	 E s t a d o   W L A N 	 W L A N   d u r u m u 	 T r n g   t h  i   M n g   k h  n g   d  y 	 S t a t u s   W L A N 	 S t a t u s   W L A N 	 W L A N   8	M	%	?	$	?		 	 	 	 W L A N    l l a p o t 	 	 	 	 W L A N - t o e s t a n d 	 	 	 S t a r e   W L A N 	 	 	     	 	 5	0	M	$	.	>	(	  8	M	%	?	$	@		 H69*  W L A N 	 EH,H/  '3yy3	   	 								  							 5
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	   	 I s i m o   s a m a n j e 	 I w o n g a   l a n g o k u 	 H a d h i   y a   s a s a 	 W L A N - s t a t u s 	 D a b a r t i n   b ks e n a 	 P a ar e i z j a i s   s t a t u s s 	 P r a e g u n e   o l e k 	 8viako  oaca~ksao	   	 S t a r e   c u r e n t 	 (
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 
 S T R _ I D _ D T C N T _ W L A N _ S E T T I N G S 	 W L A N 	 T I T L E 	 W L A N   A c c e s s   P o i n t 	 A c c e s s   p o i n t s 	 X[Sޞ	 ceQp	 8@I26	 P u n t o s   d e   a c c e s o 	 P o i n t s   d  a c c  s 	 A c c e s s   P o i n t s 	 ">G:8  4>ABC?0	 A c c e s s   p o i n t 	 EHB9  'DH5D	 P o n t o s   d e   a c e s s o 	 E r i _i m   n o k t a l a r 1	 i m   t i p   n i 	 J a l u r   a k s e s 	 P u s a t   a k s e s 	   		M	8	G	8	  ,	?		&	A		 	 	 	 H o z z  f  r  s i   p o n t o k 	 	 	 	 A c c e s s   p o i n t s 	 	 	 P u n c t e   d e   a c c e s 	 	 	   	 	 *	M	0	5	G	6	  *	I				8		 FB'7  /3*13	 '33  ~H'&Fy	   	 					  							 *
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 S T R _ I D _ D T C N T _ W L A N _ N E T W O R K _ S E T T I N G S 	 W L A N 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   f o r   W L A N   a c c o u n t   l i s t 	 A c c e s s   p o i n t s 	 X[Sޞ	 ceQp	 2#1IH28@I26	 C o n f i g u r a c i  n   d e   p u n t o s   d e   a c c e s o 	 R  g l a g e s   d e   p o i n t   d  a c c  s 	 A c c e s s   P o i n t - E i n s t e l l u n g e n 	 0@0<5B@K  B>G:8  4>ABC?0	 I m p o s t a z i o n i   a c c e s s   p o i n t 	 6(7  EHB9  'DH5D	 D e f i n i   e s   d o   p o n t o   d e   a c e s s o 	 E r i _i m   n o k t a s 1  a y a r l a r 1  	 C  i   t   i m   t i p   n i 	 J a l u r   a k s e s 	 S e t i n g   p u s a t   a k s e s 	   		M	8	G	8	  ,	?	(	M	&	A	  8	G		?			M	8		 	 	 	 H o z z  f  r  s i   p o n t   b e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n   v a n   a c c e s s   p o i n t 	 	 	 S e t r i   p u n c t   d e   a c c e s 	 	 	     	 	 *	M	0	5	G	6	  *	I				  8	G		?			M	8		 *F8E'*  FB7G  /3*13	 '33  ~H'&Fy  3yF2	   	 									  						 (
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 S T R _ I D _ D T C N T _ W L A N _ N E T W O R K _ S E T T I N G S _ O P T _ P R I O R I T Y 	 W L A N 	 T I T L E ,   I C O N T E X T 	 C h a n g e   p r i o r i t y   o f   a   W L A N   a c c o u t 	 C h a n g e   p r i o r i t y 	 f*QHQ
k	 f9eOHQ~	 @%5H"%31'2!*31
	 C a m b i a r   p r i o r i d a d 	 C h a n g e r   p r i o r i t  	 P r i o r i t  t    n d e r n 	 7<5=8BL  ?@8>@8B5B	 C a m b i a   p r i o r i t  	 *:J1  /1,)  #HDJ)	 A l t e r a r   p r i o r i d a d e 	  n c e l i i   d e i _t i r   	 T h a y   i   c p   u   t i  n 	 U b a h   p r i o r i t a s 	 T u k a r   k e u t a m a a n 	   *	M	0	>	%	.	?		$	>	  ,	&	2	G			 	 	 	 E l s Qb b s  g   m  d o s  t  s a 	 	 	 	 P r i o r i t e i t   v e r a n d e r e n 	 	 	 S c h i m b a r e   n i v e l   d e   p r i o r i t a t e 	 	 	   	 	 *	M	0	>	'	>	(	M	/	  ,	&	2	>		 *:1  'HDH*	 'HD*  (/D	   	 								  											 *
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I  D H C P 	 U s a r   D H C P 	 U t i l i s e r   D H C P 	 D H C P   v e r w e n d e n 	 A?>;L7>20BL  D H C P 	 U s a   D H C P 	 -5HD  9DJ  'D9FH'F  I P   #DJ'	 U s a r   D H C P 	 D H C P   k u l l a n   	 S   d n g   D H C P 	 G u n a k a n   D H C P 	 G u n a k a n   D H C P 	   D H C P   		*	/	K		  	0	G			 	 	 	 D H C P   h a s z n  l a t a 	 	 	 	 D H C P   g e b r u i k e n 	 	 	 U t i l i z a r e   D H C P 	 	 	   - D H C P 	 	 !	@			8	@	*	@	  5	>	*	0	>		 '3*A'/G  '2  D H C P 	   D H C P '3*9E'D  ,&	 D H C P   	 									  								 !
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 S T R _ I D _ D T C N T _ W L A N _ D N S 1 	 W L A N 	 I C O N T E X T ,   U N L I M 	 P r i m a r y   D N S   a d d r e s s 	 P r i m a r y   D N S 	 ;ND N S 0W@W	 ;ND N S 0W@W	 D N S   +%1	 D N S   p r i m a r i o 	 D N S   p r i n c i p a l 	 P r i m  r e r   D N S 	 @54?>G8B05<K9  D N S - A5@25@	 D N S   p r i m a r i o 	 9FH'F  D N S   1&J3J	 D N S   p r i m  r i o 	 B i r i n c i l   D N S   	 a   c h   D N S   c h   y u 	 D S N   u t a m a 	 D N S   u t a m a 	 *	M	0	>	%	.	?		  D N S   	 	 	 	 E l s Qd l e g e s   D N S 	 	 	 	 P r i m a i r e   D N S 	 	 	 A d r e s   D N S   p r i m a r 	 	 	 D N S   	 	 .	B	3	  !	@		(		8		 D N S   'HDG	 '(*/'&  D N S 	   	 								  							 *
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  D N S 	   D N S 	 I - P r i m a r y   D N S 	 I - D N S   y o k u q a l a 	 D N S   m s i n g i 	 P r i m  r e   D N S 	 P i r m i n i s   D N S 	 P r i m r a i s   D N S 	 P r i m a a r n e   D N S 	 1|a{vaukv  D N S 	   D N S 	 A d r e s   D N S   p r i m a r 	 *
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 
 S T R _ I D _ D T C N T _ W L A N _ D N S 2 	 W L A N 	 I C O N T E X T ,   U N L I M 	 S e c o n d a r y   D N S   a d d r e s s 	 S e c o n d a r y   D N S 	 !kD N S 0W@W	 !kD N S 0W@W	 D N S   #-	 D N S   s e c u n d a r i o 	 D N S   s e c o n d a i r e 	 S e k u n d  r e r   D N S 	 ;LB5@=0B82=K9  D N S - A5@25@	 D N S   s e c o n d a r i o 	 9FH'F  D N S   A19J	 D N S   s e c u n d  r i o 	 0k i n c i l   D N S   	 a   c h   D N S   t h   y u 	 D S N   k e d u a 	 D N S   k e d u a 	 &	M	5	?	$	@	/	    D N S 	 	 	 	 M  s o d l a g o s   D N S 	 	 	 	 S e c u n d a i r e   D N S 	 	 	 A d r e s   D N S   s e c u n d a r 	 	 	 D N S   	 	 &	A	/	M	/	.	  !	@		(		8		 D N S   +'FHG	 +'FHD N S 	   	 								  							 &
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  D N S 	   D N S 	 I - S e c o n d a r y   D N S 	 I - D N S   y e s i b i n i 	 D N S   y a   p i l i 	 S e k o n d  r e   D N S 	 A n t r i n i s   D N S 	 S e k u n d r a i s   D N S 	 S e k u n d a a r n e   D N S 	 5oxdaoav  D N S 	   D N S 	 A d r e s   D N S   s e c u n d a r 	 8
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 
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7H-2#@
7H-!H-	 N o m b r e   d e   c o n e x i  n 	 N o m   d e   c o n n e x i o n 	 V e r b i n d u n g s n a m e 	 <O  ?>4:;NG5=8O	 N o m e   c o n n e s s i o n e 	 '3E  'D'*5'D	 N o m e   d a   l i g a   o 	 B a l a n t 1  a d 1  	 T  n   k t   n i 	 N a m a   s a m b u n g a n 	 N a m a   s a m b u n g a n 	   	(	G		M	6	(	  	>	  (	>	.		 	 	 	 K a p c s o l a t   n e v e 	 	 	 	 V e r b i n d i n g s n a a m 	 	 	 N u m e   c o n e x i u n e 	 	 	   	 	 8		*	0	M		  (	>		5		 F'E  '*5'D	 1'(7  '  F'E  	   	 							  				 (
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	   	 I g a m a   l o k u x h u m a n a 	 I g a m a   l o q h a g a m s h e l w a n o 	 J i n a   l a   u n g a n i s h o 	 V e r b i n d i n g n a a m 	 J u n g t i e s   p a v a d i n i m a s 	 S a v i e n o j u m a   n o s a u k u m s 	  h e n d u s e   n i m i 	 Dkatav  avxv	   	 N u m e   c o n e x i u n e 	 
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 S T R _ I D _ D T C N T _ W L A N _ S S I D 	 W L A N 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 S S I D   o f   a n   a c c e s s   p o i n t 	 S S I D 	 S S I D 	 S S I D 	 S S I D 	 S S I D 	 S S I D 	 S S I D 	 S S I D 	 S S I D 	 '3E  'D4(C)  'DA19J)  (/HF  'D3DC	 S S I D 	 S S I D   	 S S I D 	 S S I D 	 S S I D 	   S S I D 	 	 	 	 S S I D 	 	 	 	 S S I D 	 	 	 S S I D 	 	 	 S S I D 	 	 	8		8		/	!	@		 S S I D 	 S S I D 	 S S I D 	 									 
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 
 S T R _ I D _ D T C N T _ W L A N _ N E T W O R K _ T Y P E 	 W L A N 	 U N L I M ,   T I T L E ,   I C O N T E X T 	 S t r u c t u r e   o f   W L A N   N e t w o r k 	 N e t w o r k   t y p e 	 }^W	 Q~{|W	 
4@#7-H2"	 T i p o   d e   c o n e x i  n 	 T y p e   d e   r  s e a u 	 N e t z w e r k t y p 	 "8?  A5B8	 T i p o   d i   r e t e 	 4CD  'D4(C)  'DA19J)  (/HF  'D3DC	 T i p o   d e   r e d e 	 A   t  r    	 L o i   h  n h   m n g   	 J e n i s   j a r i n g a n 	 J e n i s   r a n g k a i a n 	   (	G		5	0	M		  *	M	0		>	0		 	 	 	 H  l  z a t   t  p u s a 	 	 	 	 N e t w e r k t y p e 	 	 	 T i p   r e ce a 	 	 	   	 	 (	G		5	0	M		  *	M	0		>	0		 FH9  4(G	 Fy  H1    B3E	   	 											  				 (
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 
 S T R _ I D _ D T C N T _ W L A N _ A U T H _ M O D E 	 W L A N 	 T I T L E ,   I C O N T E X T 	 A u t h e n t i c a t i o n   m o d e 	 S e c u r i t y   m o d e 	 [hQ!j_	 [hQ!j_	 B+!'2!%- 1"	 M o d o   d e   s e g u r i d a d 	 M o d e   d e   s  c u r i t  	 S i c h e r h e i t s m o d u s 	  568<  157>?0A=>AB8	 M o d a l i t    s i c u r e z z a 	 4CD  'D'EF  'D4(C)  'DA19J)  (/HF  'D3DC	 M o d o   d e   s e g u r a n  a 	 G  v e n l i k   m o d u   	 C h     a n   t o  n   	 M o d u s   k e a m a n a n 	 M o d   k e s e l a m a t a n 	   8	A	0		M	7	>	  .	K	!		 	 	 	 B i z t o n s  g i   m  d 	 	 	 	 B e v e i l i g i n g s m o d u s 	 	 	 M o d   d e   s e c u r i t a t e 	 	 	   	 	 !	,	M	2	M	/	B		2			(	  8	A	0		M	7	>	  .	K	!		 -'D*  'EF*	 3H1y  W L A N     EH	 ,             	   									  				 !
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 
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 S T R _ I D _ D T C N T _ W L A N _ N E T W O R K _ T Y P E _ I N F R A 	 W L A N 	 U N L I M ,   I C O N T E X T ,   T W O S T A T E 	 N e t w o r k   t y p e   i s   I n f r a s t u c t u r e   n e t w o r k 	 I n f r a s t r u c t u r e 	 Wy^-	 W@x^	 B#*#I27I2	 I n f r a e s t r u c t u r a 	 I n f r a s t r u c t u r e 	 I n f r a s t r u k t u r 	 =D@0AB@C:BC@0	 I n f r a s t r u t t u r a 	 'F4'!  'D'3'3J)	 I n f r a - e s t r u t u r a 	 A l t   y a p 1  	 C  i   t   c   s 	 I n f r a s t r u k t u r 	 I n f r a s t r u k t u r 	 		+	M	0	>	8	M		M	0		M		0		 	 	 	 I n f r a s t r u k t  r a 	 	 	 	 I n f r a s t r u c t u u r 	 	 	 I n f r a s t r u c t u r 	 	 	 	 	 	(	M	+	M	0	>	8	M		M	0			0		 213'.*	 (F'/  .'	 	 										 "
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	 	 I - I n f r a s t r u c t u r e 	 A m a z i k o   a k h o y o 	 M u u n d o m b i n u 	 I n f r a s t r u k t u u r 	 I n f r a s t r u k t kr o s 	 I n f r a s t r u k t kr a 	 I n f r a s t r u k t u u r 	 5viaoa|x~an	 	 I n f r a s t r u c t u r 	 
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 
 S T R _ I D _ D T C N T _ W L A N _ N E T W O R K _ T Y P E _ A D H O C 	 W L A N 	 U N L I M ,   I C O N T E X T ,   T W O S T A T E 	 N e t w o r k   t y p e   i s   A d - h o c   N e t w o r k 	 A d - h o c 	 ޞ
\ޞ!q}P8	 p[pe~ O	 A d - h o c 	 A d - h o c 	 S p  c i a l 	 A d - h o c 	 4=>@0=3>20O  A5BL	 A d - h o c 	 '13'D  (/HF  'D3DC  EF  FB7)  'DJ  FB7)	 A d - h o c 	 A n l 1k   	 M n g   r i  n g 	 A d - h o c 	 A d - h o c 	   $	&	0	M	%		 	 	 	 A d - h o c 	 	 	 	 A d - h o c 	 	 	 A d - h o c 	 	 	 - 	 	 	!	- 9	E			 .'5	 A d - h o c 	   	 		- 							 	
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 
 S T R _ I D _ D T C N T _ W L A N _ A U T H _ M O D E _ O P E N 	 W L A N 	 I C O N T E X T ,   T W O S T A T E ,   U N L I M 	 A u t h e n t i a t i o n   m o d e   i s   O p e n   S y s t e m 	 O p e n   n e t w o r k 	 lQqQ}	  _>e_Q~	 @#7-H2"@4	 R e d   A b i e r t a 	 O u v r i r   r  s e a u 	 O f f e n e s   N e t z w e r k 	 B:@KB0O  A5BL	 R e t e   a p e r t a 	 'D4(C)  'DA*-J)	 A b r i r   r e d e 	 A 1  a    	 M   M n g 	 J a r i n g a n   t e r b u k a 	 R a n g k a i a n   t e r b u k a 	 	A	2	>	    (	G		5	0	M			 	 	 	 N y  l t   h  l  z a t 	 	 	 	 N e t w e r k   o p e n e n 	 	 	 D e s c h i d e r e   r e ce a 	 	 	   	 	 	A	2	>	  (	G		5	0	M			 4(G  ('2	 Fy  H1  HD	   	   									  					 
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 
 S T R _ I D _ D T C N T _ W L A N _ A U T H _ M O D E _ S H A R E D 	 W L A N 	 I C O N T E X T ,   T W O S T A T E ,   U N L I M 	 A u t h e n t i a t i o n   m o d e   i s   S h a r e d 	 S h a r e d 	 qQ(u	 qQN	 A
#L	 C o m p a r t i d a 	 P a r t a g  	 F r e i g e g e b e n 	 1I0O  A5BL	 C o n d i v i s o 	 E4*1C	 P a r t i l h a d a 	 P a y l a _1l a n   	 C n g   h n g 	 B e r s a m a 	 B e r k o n g s i 	 6	G	/	0	  	?	/	>	  	/	>		 	 	 	 M e g o s z t o t t 	 	 	 	 G e d e e l d 	 	 	 P a r t a j a t 	 	 	 	 	 6	G		0	M	!		 E4*1	 E4*1  	   	 								 5
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	 7G0M!M	  >74V;L=89	 







	 	 O k w a b e l a n a y o 	 Y a b i w e 	 S h i r i k i 	 G e d e e l 	 B e n d r a s 	 K o p j s 	  h i s k a s u t a t a v 	 @ataer  cacxnxtx~	 	 P a r t a j a t 	 7
F
/
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!
M
	 6@&>0	 	 							  				 	 	 	 	 	 	 	 C o m p a r t i l h a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ E N C R Y P T _ M O D E _ N O N E 	 W L A N 	 I C O N T E X T ,   T W O S T A T E ,   U N L I M 	 N o   E n c r y p t i o n 	 N o n e 	 >e	 e	 D!H!5	 N i n g u n a 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'	 N e n h u m a 	 H i  b i r i   	 K h  n g 	 T i d a k   a d a 	 T i a d a 	   	K		  (	9	@			 	 	 	 N i n c s 	 	 	 	 G e e n 	 	 	 N i c i u n u l 	 	 	 	 	 	>	9	@	9	@	  (	>	9	@		 G/'E	   (  F  	 ,   	 					  			 
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	 &@>&A	 5<0T	 


  



	   	 L u t h o 	 N a n y e 	 H a m n a 	 G e e n 	 N r a 	 N e k d s 	 P u u d u b 	 Hy  teoh	 	 N i c i u n a 	 
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	 ??(A9G	 	 			  				 	 	 	 	 	 	 	 N e n h u m a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ W E P _ K E Y _ I D 	 W L A N 	 I C O N T E X T 	 W E P   k e y   i n   u s e 	 W E P   k e y   i n   u s e 	 O(u-NvW E P [p	 O(u-NvW E P [	 3%1C
I8
A  W E P 	 C l a v e   W E P   e n   u s o 	 C l    W E P   u t i l i s  e 	 W E P - S c h l  s s e l   v e r w e n d e t 	 ;NG  W E P   8A?>;L7C5BAO	 C h i a v e   W E P   i n   u s o   	 ,'1M  *4:JD  'DEA*'-  'D31JW E P 	 C h a v e   W E P   e m   u s o 	 W E P   t u _u   k u l l a n 1m d a   	 C h  a   k h  a   m   W E P   a n g   s   d n g 	 K o d e   k u n c i   W E P   y a n g   d i g u n a k a n 	 K e k u n c i   W E P   d i g u n a k a n 	   W E P   	A			@	  		*	/	K		  .	G		  9	H		 	 	 	 W E P   k u l c s   h a s z n  l a t b a n 	 	 	 	 W E P - s l e u t e l   i n   g e b r u i k 	 	 	 C h e i e   W E P   u t i l i z a t 	 	 	   W E P   	 	 5	G	*	  	@	    5	>	*	0	>	$	  	9	G		 D/  W E P   EH1/  '3*A'/G  '3*	                                                           W E P '3*9E'D  E	 W E P     	 										  		  							  			  						 !
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  







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 
 S T R _ I D _ D T C N T _ W L A N _ W E P _ K E Y _ S E T T I N G S 	 W L A N 	 T I T L E ,   I C O N T E X T 	 W E P   k e y   s e t t i n g s 	 W E P   k e y   s e t t i n g s 	 W E P [p-[	 W E P [n	 H241I8
A  W E P 	 C o n f i g u r a c i  n   c l a v e   W E P 	 R  g l a g e s   d e   c l    W E P 	 W E P - S c h l  s s e l e i n s t e l l u n g e n 	 0@0<5B@K  :;NG0  W E P 	 I m p o s t a z i o n e   c h i a v e   W E P 	 6(7  EA*'-  'D31JW E P 	 D e f i n i   e s   d e   c h a v e   W E P 	 W E P   t u _u   a y a r l a r 1  	 C  i   t   c h  a   k h  a   m   W E P   	 P e n g a t u r a n   k o d e   k u n c i   W E P 	 S e t i n g   k e k u n c i   W E P 	   W E P   	A			@	  8	G		?			M	8		 	 	 	 W E P   k u l c s   b e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n   v a n   W E P - s l e u t e l 	 	 	 S e t r i   c h e i e   W E P 	 	 	     W E P 	 	 5	G	*	  	@	  8	G		?			M	8		 *F8E'*  D/  W E P 	 W E P 3yF2	 W E P     	 										  		  							 !
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  







	 W E P       	 A m a s e t h i n g i   k a k h i y e   k w e - W E P 	 U s e t o   l w e q h o s h a   l e W E P 	 M i p a n g i l i o   y a   k i t u f e   c h a   W E P 	 W E P - t o e t s i n s t e l l i n g s 	 W E P   r a k t o   n u o s t a t o s 	 W E P   a t s l g a s   i e s t a t +j u m i 	 W E P   v  t m e   s  t t e d 	 W E P   bavalkk  oauavve	 W E P     	 S e t r i   c h e i e   W E P 	 W E P   
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 
 S T R _ I D _ D T C N T _ W L A N _ W E P _ K E Y _ E N C R Y P T 	 W L A N 	 I C O N T E X T 	 W E P   e n c r y p t i o n   s t r e n g t h 	 W E P   e n c r y p t i o n 	 W E P R[	 W E P R[	 2#@I2#+1*  W E P 	 C i f r a d o   W E P 	 C r y p t a g e   W E P 	 W E P - V e r s c h l  s s e l u n g 	 (8D@>20=85  W E P 	 C r i p t a z i o n e   W E P 	 6(7  'DCDE)  'D31J)W E P 	 E n c r i p t a   o   W E P 	 W E P   _i f r e l e m e   	 T h  m   a n   t o  n   c h o   W E P 	 E n k r i p s i   W E P 	 P e n y u l i t a n   W E P 	   W E P   	(	M	0	M		?	*	M	6	(		 	 	 	 W E P   t i t k o s  t  s 	 	 	 	 W E P - v e r s l e u t e l i n g 	 	 	 C r i p t a r e   W E P 	 	 	   W E P 	 	 5	G	*	  	(		M	0	@	*	M	6	(		 1E20'1  W E P 	 W E P   1E2F'1	 W E P     	 										  										 !
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	 !,M2M/A*?  (M  M0?*M7(M	 (8D@C20==O  W E P 	 W E P   










	 W E P     	 I - W E P   e n c r y p t i o n 	 I - W E P   e y e n z i w e   y a f i h l a k a l a 	 U s i m b u a j i   w a   W E P 	 W E P - e n k o d e r i n g 	 W E P   ai f r a v i m a s 	 W E P   ai f r aa n a 	 W E P   k r  p t i m i n e 	 W E P   carvacxt	 W E P   	 C r i p t a r e   W E P 	 W E P   
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M

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M

 	 W E P   (M0?*8(	 	 W E P   												 	 	 	 	 	 	 	 C r i p t o g r a f i a   W E P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ W E P _ K E Y _ E N C R Y P T _ 6 4 	 W L A N 	 C 0 5 7 _ 1 	 6 4   b i t s   e n c r y p t i o n 	 6 4   b i t s 	 6 4 MOCQ	 6 4 MO	 6 4   4	 6 4   b i t s 	 6 4   b i t s 	 6 4   B i t 	 6 4   18B	 6 4   b i t 	 6 4 (*	 6 4   b i t s 	 6 4   b i t   	 6 4   b i t s 	 6 4   b i t 	 6 4   b i t 	 6 4   ,	?		M	8		 	 	 	 6 4   b i t 	 	 	 	 6 4   b i t s 	 	 	 6 4   d e   o c t e ci 	 	 	 6 4   	 	 6 4   ,	>			8		 6 4   (*	 6 4   b i t s 	 6 4   	 		  					 6 4   ,
?

8
	 6 4   ,?M8M	 6 4   1VB	 6 4   



	 6 4   	 6 4   b i t s 	 I n t w a n a   e z i - 6 4 	 b i t i   6 4 	 6 4   b i s . 	 6 4   b i t a i 	 6 4   b i t u 	 6 4 - b i t i n e 	 6 4   iki	 6 4   	 6 4   d e   b i ci 	 6 4   b i t s 	 6 4   ,?M8	 	 6 4   				 	 	 	 	 	 	 	 6 4   b i t s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ W E P _ K E Y _ E N C R Y P T _ 1 2 8 	 W L A N 	 C 0 5 7 _ 1 	 1 2 8   b i t s   e n c r y p t i o n 	 1 2 8   b i t s 	 1 2 8 MOCQ	 1 2 8 MO	 1 2 8   4	 1 2 8   b i t s 	 1 2 8   b i t s 	 1 2 8   B i t 	 1 2 8   18B	 1 2 8   b i t 	 1 2 8 (*	 1 2 8   b i t s 	 1 2 8   b i t   	 1 2 8   b i t s 	 1 2 8   b i t 	 1 2 8   b i t 	 1 2 8   ,	?		M	8		 	 	 	 1 2 8   b i t 	 	 	 	 1 2 8   b i t s 	 	 	 1 2 8   d e   o c t e ci 	 	 	 1 2 8   	 	 1 2 8   ,	>			8		 1 2 8   (*	 1 2 8   b i t s 	 1 2 8   	 			  					 1 2 8   ,
?

8
	 1 2 8   ,?M8M	 1 2 6   1VB	 1 2 8   




	 1 2 8   	 1 2 8   b i t s 	 I n t w a n a   e z i - 1 2 8 	 b i t i   1 2 8 	 1 2 8   b i s . 	 1 2 8   b i t a i 	 1 2 8   b i t u 	 1 2 8 - b i t i n e 	 1 2 8   bki	 1 2 8   	 1 2 8   d e   b i ci 	 1 2 8   b i t s 	 1 2 8   ,?M8	 	 	 	 	 	 	 	 	 	 1 2 8   b i t s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ W E P _ K E Y _ E N C R Y P T _ 2 5 6 	 W L A N 	 C 0 5 7 _ 1 	 2 5 6   b i t s   e n c r y p t i o n 	 2 5 6   b i t s 	 2 5 6 MOCQ	 2 5 6 MO	 2 5 6   4	 2 5 6   b i t s 	 2 5 6   b i t s 	 2 5 6   B i t 	 2 5 6   18B	 2 5 6   b i t 	 2 5 6 (*	 2 5 6   b i t s 	 2 5 6   b i t   	 2 5 6   b i t s 	 2 5 6   b i t 	 2 5 6   b i t 	 2 5 6   ,	?		M	8		 	 	 	 2 5 6   b i t 	 	 	 	 2 5 6   b i t s 	 	 	 2 5 6   d e   o c t e ci 	 	 	 2 5 6   	 	 2 5 6   ,	>			8		 2 5 6   (*	 2 5 6   b i t s 	 2 5 6   	 			  					 2 5 6   ,
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A  W E P 	 C l a v e   W E P 	 C l    W E P 	 W E P - S c h l  s s e l 	 ;NG  W E P 	 C h i a v e   W E P 	 'DEA*'-  'D31JW E P 	 C h a v e   W A P 	 W E P   a n a h t a r 1  	 C h  a   k h  a   m   W E P   	 K o d e   k u n c i   W E P 	 K e k u n c i   W E P 	   W E P   	A			@		 	 	 	 W E P   k u l c s 	 	 	 	 W E P - s l e u t e l 	 	 	 C h e i e   W E P 	 	 	   W E P 	 	 5	G	*	  	@		 D/  W E P 	 W E P   	 W E P   	 													 !
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 
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7H-!H-+#7-D!H? 	  B o r r a r   p u n t o   d e   a c c e s o ? 	 E f f a c e r   l e   p o i n t   d ' a c c  s  ? 	 Z u g a n g s p u n k t   l  s c h e n ? 	 #40;8BL  ACI5AB2CNICN  =0AB@>9:C? 	 E l i m i n a r e   p u n t o   d i   a c c e s s o ? 	 E3-  FB7)  'DH5D	 E l i m i n a r   p o n t o   d e   a c e s s o ? 	 E r i _i m   n o k t a s 1  s i l i n s i n   m i ?   	 X  a   i m   t i p   n i ? 	 H a p u s   j a l u r   a k s e s ? 	 H a p u s   t i t i k   c a p a i a n ? 	 *	9	A			  ,	?		&	A	  	K	  9		>			? 	 	 	 	 T  r l i   a   h o z z  f  r  s i   p o n t o t ? 	 	 	 	 A c c e s s - p o i n t   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   p u n c t u l   d e   a c c e s ? 	 	 	     ? 	 	 5	?	&	M	/	.	>	(	  8	G		?			  *	A	8	B	(	  	>		>	? 	 FB7G  /3*13  -0A  4H/	 EH,H/  3yF  Ey'&	     ? 	 					  						  				  							? 	 .
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	     	 I n d a w o   y o k u n g e n a   e n t s h a 	 I n d a w o   y o k u f i k e l e l a   e n t s h a 	 S e h e m u   m p y a   y a   u f i k i a j i 	 N u w e   t o e g a n g s p u n t 	 N a u j a s   p r i e i g o s   t a ak a s 	 J a u n s   p i e k <u v e s   p u n k t s 	 U u s   p   s u p u n k t 	 Fx  txk  oe	     	 P u n c t   d e   a c c e s   n o u 	 *
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 
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 
 S T R _ I D _ D T C N T _ W L A N _ S I G N A L _ L E V E L 0 	 W L A N 	 U N L I M 	 S i g n a l   i s   E x c e l l e n t 	 E x c e l l e n t 	 ^8^}Y	 ^8^}Y	 "-@"5H"!	 E x c e l e n t e 	 E x c e l l e n t 	 A u s g e z e i c h n e t 	 B;8G=>5	 E c c e l l e n t e   	 ,J/  ,/'	 E x c e l e n t e 	 M  k e m m e l   	 X u t   s c 	 S e m p u r n a 	 C e m e r l a n g 	 		$	M		C	7	M	 		 	 	 	 K i v  l  	 	 	 	 U i t s t e k e n d 	 	 	 S e m n a l   e x c e l e n t 	 	 	 	 	 		$	M		C	7	M			 9'D	 (*  9E/	   	 								 8
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 
 S T R _ I D _ D T C N T _ W L A N _ S I G N A L _ L E V E L 1 	 W L A N 	 U N L I M 	 S i g n a l   i s   V e r y   g o o d 	 V e r y   g o o d 	 o}Y	 o}Y	 5!2	 M u y   b u e n o 	 T r  s   b i e n 	 S e h r   g u t 	 G5=L  E>@>H55	 M o l t o   b u o n o 	 ,J/	 M u i t o   b o m 	  o k   i y i   	 R t   t t 	 S a n g a t   b a i k 	 S a n g a t   b a i k 	 ,	9	A	$	  		M		>		 	 	 	 N a g y o n   j  	 	 	 	 Z e e r   g o e d 	 	 	 S e m n a l   f o a r t e   b u n 	 	 	   	 	 	B	*	  	>	(		 .D  .H(	 (*  ''	 	 			  					 ,
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 
 S T R _ I D _ D T C N T _ W L A N _ S I G N A L _ L E V E L 2 	 W L A N 	 U N L I M 	 S i g n a l   i s   G o o d 	 G o o d 	 nf	 nf	 5	 B u e n o 	 B i e n 	 G u t 	 %>@>H55	 B u o n o 	 9'/J	 B o m 	 0y i 	 B  n h   t h n g   	 B a g u s 	 B a i k 	 		M		>		 	 	 	 J  	 	 	 	 G o e d 	 	 	 S e m n a l   b u n 	 	 	   	 	 	>	(		 .H(	 ''	 	 					 
p
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	 A!M	 >1@5	 


	 	 K u h l e 	 I l u n g i l e 	 N z u r i 	 G o e d 	 G e r a s 	 L a b s 	 H e a 	 <a~	 	 S e m n a l   b u n 	 (
2
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	 	$M$.	 	 				 	 	 	 	 	 	 	 B o m 	 	 	 	 	 	 	 	 O n a 	 M a h u s a y 	 B o 	 N k e   m a 	 G o   m a i t h 
 
 S T R _ I D _ D T C N T _ W L A N _ S I G N A L _ L E V E L 3 	 W L A N 	 U N L I M 	 S i g n a l   i s   P o o r 	 P o o r 	 1_	 1_	 A"H	 P o b r e 	 M a u v a i s 	 S c h l e c h t 	 ;>E>5	 S c a r s o 	 69JA	 F r a c o 	 Z a y 1f 	 K  m 	 B u r u k 	 L e m a h 	 (	?		C	7	M	 		 	 	 	 G y e n g e 	 	 	 	 Z w a k 	 	 	 S e m n a l   s l a b 	 	 	   	 	 	0	>	,	<		 69A	 .1'(	 	 						 ,
A
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	 *B0M	 >30=>	 




	 	 K u m b i 	 I m b i 	 M b a y a 	 S w a k 	 P r a s t a s 	 S l i k t s 	 H a l b 	 Na	 	 S e m n a l   s l a b 	 .
K
6

	 0>*	 	 					 	 	 	 	 	 	 	 F r a c o 	 	 	 	 	 	 	 	 T x a r r a 	 H i n d i   m a h u s a y 	 M a l o 	   d g h   m m a 	 G o   d o n a 
 
 S T R _ I D _ D T C N T _ W L A N _ S I G N A L _ L E V E L 4 	 W L A N 	 U N L I M 	 S i g n a l   i s   V e r y   p o o r 	 V e r y   p o o r 	 ^8^1_	 ^8^1_	 A"H!2	 M u y   p o b r e 	 T r  s   m a u v a i s 	 S e h r   s c h l e c h t 	 G5=L  ?;>E>5	 M o l t o   s c a r s o 	 69JA  ,/'	 M u i t o   f r a c o 	  o k   z a y 1f   	 Q u    k  m 	 S a n g a t   b u r u k 	 S a n g a t   l e m a h 	 ,	9	A	$	  (	?		C	7	M	 		 	 	 	 N a g y o n   g y e n g e 	 	 	 	 Z e e r   z w a k 	 	 	 S e m n a l   f o a r t e   s l a b 	 	 	 	 	 		&	@	  	0	>	,		 .D  69A	 (*  .1'(	 	 			  						 ,
9
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	 5F0@  *B0M	 C65  ?>30=>	 



  



	   	 K u m b i   k a k h u l u 	 I m b i   k a k h u l u 	 M b a y a   s a n a 	 B a i e   s w a k 	 L a b a i   p r a s t a s 	 ;o t i   s l i k t s 	 V  g a   h a l b 	 Ga  ~a	   	 S e m n a l   f o a r t e   s l a b 	 5
3
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
	 ->0?  0>*	 	 		  					 	 	 	 	 	 	 	 M u i t o   f r a c o 	 	 	 	 	 	 	 	 O s o   t x a r r a 	 M a s y a d o n g   h i n d i   m a h u s a y 	 M o i   m a l o 	 d g h   m m a   m a   n c h a 	 A n - d o n a 
 
 S T R _ I D _ D T C N T _ W L A N _ S E C U R I T Y 	 W L A N 	 U N L I M 	 S e c u r i t y 	 S e c u r i t y 	 [hQ'`	 [hQ'`	 '2!%- 1"	 S e g u r i d a d 	 S  c u r i t  	 S i c h e r h e i t 	 57>?0A=>ABL	 S i c u r e z z a 	 'D'EF	 S e g u r a n  a 	 G  v e n l i k   	 T  n h   a n   t o  n 	 K e a m a n a n 	 K e s e l a m a t a n 	 8	A	0		M	7	>		 	 	 	 B i z t o n s  g 	 	 	 	 B e v e i l i g i n g 	 	 	 S e c u r i t a t e 	 	 	 	 	 8	A	0		M	7	>		 'EF*	 3H1y	 	 										 8
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	 8FM/B0?@	 57?5:0	 






	 	 U k u p h e p h a 	 U k h u s e l e k o 	 U l i n z i 	 S e k u r i t e i t 	 S a u g a 	 D r o a+b a 	 T u r v a l i s u s 	 1v~avcxiuxv	 	 S e c u r i t a t e 	 8
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 
 S T R _ I D _ D T C N T _ W L A N _ L I N K _ S P E E D 	 W L A N 	 U N L I M 	 L i n k   S p e e d 	 L i n k   s p e e d 	 ^	 s	 '2!@#G'	 V e l o c i d a d   d e l   e n l a c e 	 V i t e s s e   d e   l i e n 	 L i n k - G e s c h w i n d i g k e i t 	 !:>@>ABL  :0=0;0	 V e l o c i t    l i n k 	 'D319)	 V e l o c i d a d e   d e   l i g a   o 	 B a l a n t 1  h 1z 1	 T c   	 K e c e p a t a n   l i n k 	 K e l a j u a n   p a u t a n 	 2	?			  8	M	*	@	!		 	 	 	 K a p c s o l a t   s e b e s s  g e 	 	 	 	 V e r b i n d i n g s s n e l h e i d 	 	 	 V i t e z   l e g t u r 	 	 	   	 	 2	?			  8	M	*	@	!		 319*  ~HF/	 DF  '3~	   	 					  						 
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  


	   	 I s i v i n i n i   s e l i n k i 	 I s a n t y a   s e n k o n c o 	 K a s i   y a   k i u n g o 	 S k a k e l s p o e d 	 N u o r o d o s   g r e i t i s 	 S a v i e n o j u m a   t r u m s 	 L i n g i   k i i r u s 	 ?azxrx  aacxiuxv	     	 V i t e z   l e g t u r 	 2
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	 2?M  $?	 	 				  							 	 	 	 	 	 	 	 V e l o c i d a d e   d o   l i n k 	 	 	 	 	 	 	 	 K o n e x i o - a b i a d u r a 	 T u l i n   n g   l i n k 	 V e l o c i d a d e   d a   l i g a z  n 	 N j i k   s s 	 L u a s   n a i s c 
 
 S T R _ I D _ D T C N T _ W L A N _ W P A _ P A S S P H R A S E 	 W L A N 	 T I T L E ,   I C O N T E X T 	 P r e - s h a r e d   k e y   f o r   W P A   m o d e 	 P r e - s h a r e d   k e y 	 HQqQ(u[p	 qQN[	 #5A
#L5"L	 C l a v e   p r e c o m p a r t i d a 	 C l    p r  - p a r t a g  e 	 V o r i n s t a l l i e r t e r   S c h l  s s e l 	 1I89  :;NG	 C h i a v e   p r e c o n d i v i s a 	 E4*1C  'DEA*'-  'D31J  'DE3(B	 C h a v e   p r  - p a r t i l h a d a 	  n c e d e n   p a y l a _1l m 1_  a n a h t a r   	 V  o   c n g   h n g   m   k h  a 	 K u n c i   b e r s a m a   a w a l 	 K e k u n c i   d i p r a   k o n g s i 	   *	M	0	@	- 6	G	/	0	M	!	  	A			@		 	 	 	 M e g o s z t o t t   k u l c s 	 	 	 	 V o o r g e d e e l d e   s l e u t e l 	 	 	 C h e i e   p r e p a r t a j a t 	 	 	     	 	 *	>	8	+	M	0	G		  *	M	0	5	?	7	M		  	0	>		 D/  '2  ~4  (G  '4*1'  0'4*G  4/G	 '  ~'3  A12  /'.D  ,&	       	 				- 							  			 *
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	 -   	 I - P r e - s h a r e d   k e y 	 I q h o s h a   e l a b i w e y o   n g a p h a m b i l i   	 K i f u n g u o   k i l i c h o s h i r i k i w a   m a p e m a 	 V o o r a f g e d e e l d e   t o e t s 	 I aa n k s t i n i o   b e n d r o   d a l i j i m o s i   r a k t a s 	 I e p r i e k a  n o t e i k t a   k o p l i e t o aa n a s   a t s l g a 	 E e l j a g a t u d   v  t i 	 8vdpavx  bavalk	     	 C h e i e   p r e p a r t a j a t 	 *
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 
 S T R _ I D _ D T C N T _ W L A N _ U S E R _ C E R T 	 W L A N 	 I C O N T E X T 	 U s e r   c e r t i f i c a t e s 	 U s e r   c e r t i f i c a t e s 	 (u6baI	 *NNfN	 C#1#-9IC
I	 C e r t i f i c a d o   d e   u s u a r i o 	 C e r t i f i c a t s   d  u t i l i s a t e u r 	 B e n u t z e r z e r t i f i k a t e 	 >;L7>20B5;LA:85  A5@B8D8:0BK	 C e r t i f i c a t i   u t e n t e 	 4G'/)  'D4.5J)	 C e r t i f i c a d o s   d o   u t i l i z a d o r 	 K u l l a n 1c 1  s e r t i f i k a l a r 1  	 C h n g   n h n   c    n h  n 	 S e r t i f i k a t   p e n g g u n a 	 S i j i l   p e n g g u n a 	 /	B	[	0	    *	M	0	.	>	#	*	$	M	0		 	 	 	 F e l h a s z n  l  i   t a n  s  t v  n y o k 	 	 	 	 G e b r u i k e r s c e r t i f i c a t e n 	 	 	 C e r t i f i c a t e   u t i l i z a t o r 	 	 	   	 	 *	M	0	/	K		M	$	>	  *	M	0	.	>	#	*	$	M	0		 H'GF'EG  G'  '1(1	 H2131yAy3	   	 												  												 5
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  










	   	 I z i t i f i k e t i   z o m s e b e n z i s i 	 A b a s e b e n z i s i   b e z a t i f i k e t i 	 V y t e t i   v y a   m t u m i a j i 	 G e b r u i k e r s e r t i f i k a t e 	 N a u d o t o j o   s e r t i f i k a t a i 	 L i e t o t j a   s e r t i f i k t i 	 K a s u t a j a s e r t i f i k a a d i d 	 Uc~xrk  ~oauaoavve	   	 C e r t i f i c a t e   u t i l i z a t o r 	 /
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 
 S T R _ I D _ D T C N T _ W L A N _ C A _ C E R T 	 W L A N 	 I C O N T E X T 	 C A   c e r t i f i c a t e s 	 C A   c e r t i f i c a t e s 	 C A aI	 C A fN	 C#1#-  C A 	 C e r t i f i c a d o   C A 	 C e r t i f i c a t s   C A 	 C A - Z e r t i f i k a t e 	 !5@B8D8:0BK,   2K40==K5  F5=B@><	 C e r t i f i c a t i   C A 	 4G'/)  C A 	 C e r t i f i c a d o s   C A 	 C A   s e r t i f i k a l a r 1  	 C h n g   n h n   C A 	 S e r t i f i k a t   C A 	 S i j i l   C A 	 8	@		    *	M	0	.	>	#	*	$	M	0		 	 	 	 C A   t a n  s  t v  n y o k 	 	 	 	 C A - c e r t i f i c a t e n 	 	 	 C e r t i f i c a t e   C A 	 	 	   C A 	 	 8	@		  *	M	0	.	>	#	*	$	M	0		 H'GF'EG  G'  C A 	 31  yAy3  C A 	 C A   	 			  												 8
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	   	 I z i t i f i k e t i   z e - C A 	 I z a t i f i k e t h i   z e C A 	 V y e t i   v y a   C A 	 C A - s e r t i f i k a t e 	 C A   s e r t i f i k a t a i 	 C A   s e r t i f i k t i 	 C A   s e r t i f i k a a d i d 	 C A   ~oauaoavve	 C A   	 C e r t i f i c a t e   C A 	 C A   8
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3
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 	 C A   8>0M?+?G	 	 C A   															 	 	 	 	 	 	 	 C e r t i f i c a d o   d a   a u t o r i d a d e   d e   c e r t i f i c a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ P R I V _ K E Y 	 W L A N 	 I C O N T E X T 	 P r i v a t e   K e y   f o r   C l i e n t   C e r t i f i c a t e 	 P r i v a t e   c e r t i f i c a t e 	 yNaI	 yNfN	 C#1#-*H'1'	 C e r t i f i c a d o   p r i v a d o   	 C e r t i f i c a t   p r i v  	 P r i v a t z e r t i f i k a t 	 0:@KBK9  :;NG	 C h i a v e   c e r t i f i c a t a 	 EA*'-  'D4.5J	 C e r t i f i c a d o   p r i v a d o 	  z e l   a n a h t a r   	 C h n g   n h n   r i  n g 	 S e r t i f i k a t   p r i b a d i 	 K e k u n c i   p e r i b a d i 	 *	M	0	>		5	G		    	A			@		 	 	 	 S z e m  l y e s   b i z o n y  t v  n y 	 	 	 	 P r i v  c e r t i f i c a a t 	 	 	 C h e i e   p r i v a t 	 	 	   	 	 	>			@	  	@		 H'GI  .5H5I	 ~1'&Hy  	   	 									  												 
A
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	 *M0H5GA  @	 !5:@5B=89  :;NG	 



  

	   	 P r i v a t e   k e y 	 P r i v a t e   k e y 	 P r i v a t e   k e y 	 P r i v a t e   s e r t i f i k a a t 	 P r i v a t e   k e y 	 P r i v a t e   k e y 	 P r i v a t e   k e y 	 P r i v a t e   k e y 	 P r i v a t e   k e y 	 P r i v a t e   k e y 	 	 	 	 						  											 	 	 	 	 	 	 	 C e r t i f i c a d o   p r i v a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ P R I V _ K E Y _ P A S S W D 	 W L A N 	 T I T L E ,   I C O N T E X T 	 P r i v a t e   K e y   p a s s w o r d 	 P r i v a t e   k e y 	 yN[p	 yN[	 5"L*H'1'	 T e c l a   p r i v a d a 	 C l    p r i v  e 	 P r i v a t s c h l  s s e l - K e n n w o r t 	 0@>;L  70:@KB>3>  :;NG0	 C h i a v e   p r i v a t a 	 'DCDE)  'D31J  D-A8  'DEA*'-  'D31J	 C h a v e   p r i v a d a 	  z e l   a n a h t a r   _i f r e s i   	 M t   k h u   c    n h  n 	 K o d e   k u n c i   p r i b a d i 	 K a t a   l a l u a n   k e k u n c i   p e r i b a d i 	 *	M	0	>		5	G		    	A			@	  *	>	8	5	0	M	!		 	 	 	 S z e m  l y e s   k u l c s 	 	 	 	 P r i v  s l e u t e l 	 	 	 P a r o l   c h e i e   p r i v a t 	 	 	   	 	 	>			@	  	@	  *	>	8	5	0	M	!		 CDJ/  .5H5I	 ~1'&Hy      ~'3  H1	     	 									  		  										 
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	 *M0H5GA  @  *>8M  50M!M	 0@>;L  A5:@5B=>3>  :;NG0	 



  

  






	       	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   t o e t s 	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   k e y   p a s s w o r d 	 P r i v a t e   k e y   p a s s w o r d 	 	 	 	 						  			 	 	 	 	 	 	 	 C h a v e   p r i v a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ U S E R _ I N F O 	 W L A N 	 T I T L E 	 I d e n t i f i c a t i o n   I n f o 	 I d e n t i f i c a t i o n   i n f o 	 (u6bǌ
	 (u7bOo`	 I-!9%A*	 I n f o r m a c i  n   d e   i d e n t i f i c a c i  n   	 I n f o   d  i d e n t i f i c a t i o n 	 I d e n t i f i z i e r u n g s i n f o 	 0==K5  4;O  845=B8D8:0F88	 I n f o   i d e n t i f i c a z i o n e 	 E9DHE'*  DDE3*./E	 I n f o r m a   o   d e   i d e n t i f i c a   o 	 T a n 1m l a m a   b i l g i s i   	 T i n   t c   n g i   s   d n g 	 I n f o   i d e n t i f i k a s i 	 M a k l u m a t   p e n g e n a l a n 	 *	9		>	(	    8	B		(	>		 	 	 	 A z o n o s  t  s i   i n f o . 	 	 	 	 I n d e n t i f i c a t i e - i n f o 	 	 	 I n f o r m a ci i   i d e n t i f i c a r e 	 	 	   	 	 	3		5	?	7	/		  .	>	9	?	$	@		 '7D'9'*  4F'3'	 4F'.*  E9DHE'*	   	 										  					 
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	 !F?+?G7(M  (M+K	 45=B8DV:0FV9=0  V=D>@<0FVO	 


  





	     	 U l w a z i   l u k a m a z i s i 	 U l w z .   l o k u c h o n g a 	 H a b a r i   y a   k i t a m b u l i s h o 	 I d e n t i f i k a s i e b e s o n d e r h e d e 	 I d e n t i f i k a c i j o s   i n f o r m a c i j a 	 I d e n t i f i k c i j a s   i n f o r m c i j a 	 I d e n t i f i t s e e r i m i s e   t e a v e 	 Fxuvaoavatav  ta}kv  ereoxiuxv	   	 I n f o r m a ci i   i d e n t i f i c a r e 	 
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 
 S T R _ I D _ D T C N T _ W L A N _ E A P _ T L S _ S E T T I N G S 	 W L A N 	 T I T L E 	 E A P - T L S   S e t t i n g s 	 E A P - T L S   s e t t i n g s 	 E A P - T L S -[	 E A P - T L S n	 H241I  E A P - T L S 	 C o n f i g u r a c i  n   E A P - T L S 	 R  g l a g e s   E A P - T L S 	 E A P - T L S - E i n s t e l l u n g e n 	 0AB@>9:8  E A P - T L S 	 I m p o s t a z i o n i   E A P - T L S 	 6(7E A P - T L S 	 D e f i n i   e s   E A P - T L S 	 E A P - T L S   a y a r l a r 1  	 C  i   t   E A P - T L S   	 P e n g a t u r a n   E A P - T L S 	 S e t i n g   E A P - T L S 	   E A P - T L S   8	G		?			M	8		 	 	 	 E A P - T L S   b e  l l  t  s o k 	 	 	 	 E A P - T L S - i n s t e l l i n g e n 	 	 	 S e t r i   E A P - T L S 	 	 	   E A P - T L S 	 	 		*	@	- 	@		2		8	  8	G		?			M	8		 *F8E'*  E A P - T L S 	 E A P - T L S   3yF2	 E A P - T L S   	 				- 						  							 
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	 E A P - T L S     	 A m a s e t h i n g i   e - E A P - T L S 	 U s e t o   l w e - E A P - T T L S 	 M i p a n g i l i o   y a   E A P - T L S 	 E A P - T L S - i n s t e l l i n g s 	 E A P - T L S   n u o s t a t o s 	 E A P - T L S   i e s t a t +j u m i 	 E A P - T L S   s  t t e d 	 E A P - T L S   oauavve	 E A P - T L S   	 S e t r i   E A P - T L S 	 E A P - T L S   
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 
 S T R _ I D _ D T C N T _ W L A N _ E A P _ P E A P _ S E T T I N G S 	 W L A N 	 T I T L E 	 E A P - P E A P   S e t t i n g s 	 E A P - P E A P   s e t t i n g s 	 E A P - P E A P -[	 E A P - P E A P n	 H241I  E A P - P E A P 	 C o n f i g u r a c i  n   E A P - P E A P 	 R  g l a g e s   E A P - P E A P 	 E A P - P E A P - E i n s t e l l u n g e n 	 0AB@>9:8  E A P - P E A P 	 I m p o s t a z i o n i   E A P - P E A P 	 6(7E A P - P E A P 	 D e f i n i   e s   E A P - P E A P 	 E A P - P E A P   a y a r l a r 1  	 C  i   t   E A P - P E A P 	 P e n g a t u r a n   E A P - P E A P 	 S e t i n g   E A P - P E A P 	   E A P - P E A P   8	G		?			M	8		 	 	 	 E A P - P E A P   b e  l l  t  s o k 	 	 	 	 E A P - P E A P - i n s t e l l i n g e n 	 	 	 S e t r i   E A P - P E A P 	 	 	     E A P - P E A P 	 	 		*	@	- *	@			*	@	  8	G		?			M	8		 *F8E'*  E A P - P E A P 	 E A P - P E A P   3yF2	 E A P - P E A P   	 				- 						  							 
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	 *?- *?*?  8FM?A2A	 0;0HBC20==O  E A P - P E A P 	 E A P - P E A P   







	 E A P - P E A P     	 A m a s e t h i n g i   e - E A P - P E A P 	 U s e t o   l w e - E A P - P E A P 	 M i p a n g i l i o   y a   E A P - P E A P 	 E A P - P E A P - i n s t e l l i n g s 	 E A P - P E A P   n u o s t a t o s 	 E A P - P E A P   i e s t a t +j u m i 	 E A P - P E A P   s  t t e d 	 E A P - P E A P   oauavve	 E A P - P E A P   	 S e t r i   E A P - P E A P 	 E A P - P E A P   
M
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
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
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 	 E A P - P E A P   8G?	 	 E A P - P E A P   							 	 	 	 	 	 	 	 C o n f i g u r a   e s   E A P - P E A P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ E A P _ T T L S _ S E T T I N G S 	 W L A N 	 T I T L E 	 E A P - T T L S   S e t t i n g s 	 E A P - T T L S   s e t t i n g s 	 E A P - T T L S -[	 E A P - T T L S n	 H241I  E A P - T T L S 	 C o n f i g u r a c i  n   E A P - T T L S 	 R  g l a g e s   E A P - T T L S 	 E A P - T T L S - E i n s t e l l u n g e n 	 0AB@>9:8  E A P - T T L S 	 I m p o s t a z i o n i   E A P - T T L S 	 6(7E A P - T T L S 	 D e f i n i   e s   E A P - T T L S 	 E A P - T L S   a y a r l a r 1  	 C  i   t   E A P - T T L S 	 P e n g a t u r a n   E A P - T T L S 	 S e t i n g   E A P - T T L S 	   E A P - T T L S   8	G		?			M	8		 	 	 	 E A P - T T L S   b e  l l  t  s o k 	 	 	 	 E A P - T T L S - i n s t e l l i n g e n 	 	 	 S e t r i   E A P - T T L S 	 	 	     E A P - T T L S   	 	 		*	@	- 	@		@		2		8	  8	G		?			M	8		 *F8E'*  E A P - T T L S 	 E A P - T T L S     3yF2	 E A P - T T L S   	 				- 								  							 
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	 *?- ??2M8M  8FM?A2A	 0;0HBC20==O  E A P - T T L S 	 E A P - T T L S   







	 E A P - T T L S     	 A m a s e t h i n g i   e - E A P - T T L S 	 U s e t o   l w e - E A P - T T L S 	 M i p a n g i l i o   y a   E A P - T T L S 	 E A P - T T L S - i n s t e l l i n g s 	 E A P - T T L S   n u o s t a t o s 	 E A P - T T L S   i e s t a t +j u m i 	 E A P - T T L S   s  t t e d 	 E A P - T T L S   oauavve	 E A P - T T L S   	 S e t r i   E A P - T T L S 	 E A P - T T L S   
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 	 E A P - T T L S   8G?	 	 E A P - T T L S   							 	 	 	 	 	 	 	 C o n f i g u r a   e s   E A P - T T L S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ T U N N E L E D _ A U T H _ P R O T O C O L 	 W L A N 	 T I T L E 	 T u n n e l e d   A u t h e n t i c a t i o n   P r o t o c o l   o f   E A P - T T L S 	 U s e d   a u t h .   p r o t o . 	 O(uvWIe_	 O(uvt+Rel	 B#B-%2#4*9L1'#4A  T u n n e l e d 	 P r o t o c o l o   d e   a u t o r .   d e   t u n e l a d o 	 P r o t o   a u t h   t u n n e l  	 G e t u n n e l t e s   A u t h . - P r o t o . 	 "C==5;8@>20==K9  ?@>B>:>;  ?@>25@:8  ?>4;8==>AB8	 P r o t .   a u t .   t u n n e l 	 FH9  'D*EJJ2  DD'3*./'E	 T  n e l   d e   P r o t o c .   A u t .   	 T  n e l l e n m i _  o n a y   p r o t . 	 P h n g   p h  p   s   d n g   p h  n   b i t 	 P r o t o t i p e   o t e n t i k a s i   d i g u n a k a n 	 P r o t o k o l   p e n g e s a h a n   b e r t e r o w o n g 	 	(	2	M	!	  	'	?	.   *	M	0	K		K	. 	 	 	 	 L e f  r t   h i t .   p r o t o k o l l 	 	 	 	 G e t u n n e l d   a u t o r i s a t i e p r o t o c o l 	 	 	 P r o t o c o l   d e   a u t e n t i f i c a r e   a c c e s a r e 	 	 	     	 	 	(	G	2	M	!	  	%	.   *	M	0	K		K	. 	 ~1H*D  'F'D  *#/  '9*('1	 T u n n e l e d   A u t h .   P r o t o . 	         	 						  							  							 
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 
 S T R _ I D _ D T C N T _ W L A N _ E R R O R _ I N V A L I D _ K E Y 	 W L A N 	 P O P U P 	 I n v a l i d   W E P   k e y 	 I n v a l i d   W E P   k e y 	 !qHevW E P [p	 eHevW E P [	 8
A  W E P   D!H9I-	 C l a v e   W E P   i n v  l i d a 	 C l    W E P   i n v a l i d e 	 U n g  l t i g e r   W E P - S c h l  s s e l 	 54>?CAB8<K9  :;NG  W E P 	 C h i a v e   W E P   n o n   v a l i d a 	 'DEA*'-  'D31JW E P   :J1  5'D-	 C h a v e   W E P   i n v  l i d a 	 G e  e r s i z   W E P   a n a h t a r 1  	 C h  a   k h  a   m   W E P   k h  n g   h p   l 	 K o d e   k u n c i   W E P   t i d a k   v a l i d 	 K e k u n c i   W E P   t a k   s a h 	 	.	>	(	M	/	  W E P   	A			@	  	 	 	 	  r v  n y t e l e n   W E P   k u l c s 	 	 	 	 O n g e l d i g e   W E P - s l e u t e l 	 	 	 C h e i e   W E P   n e v a l i d 	 	 	   W E P     	 	 	5	H	'	  !	,	M	2	M	/	B		*	@	  	@		 D/  W E P   E9*(1  F3*	 :D7  (DHW E P 	   W E P   	 					  							  			 0
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	   W E P   	 U k h i y e   w e - W E P   o n g e n a m t h e t h o 	 I q h o s h a   l e W E P   e l i n g a s e b e n z i y o 	 K i f u n g u o   b a t i l i   c h a   W E P 	 O n g e l d i g e   W E P - t o e t s 	 N e g a l i o j a n t i s   W E P   r a k t a s 	 N e d e r +g a   W E P   a t s l g a 	 S o b i m a t u   W E P   v  t m e 	 1v~a~e  W E P   bavalk	   W E P   	 C h e i e   W E P   n e v a l i d 	 W E P   
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 
 S T R _ I D _ D T C N T _ W L A N _ E R R O R _ I N V A L I D _ S S I D 	 W L A N 	 P O P U P 	 S S I D   c a n n o t   b e   e m p t y 	 S S I D   c a n n o t   b e   e m p t y 	 S S I D _[	 S S I D _{[IN	 I-C*HH2  S S I D   	 E l   S S I D   n o   p u e d e   e s t a r   v a c  o   	 S S I D   n e   p e u t   p a s    t r e   v i d e 	 S S I D   d a r f   n i c h t   l e e r   s e i n 	 S S I D   =5  <>65B  1KBL  ?CABK<	 I m p o s s i b i l e   l a s c i a r e   v u o t a   S S I D 	 D'  (/  'F  *91JA  '3E  'D4(C)	 S S I D   n  o   p o d e   e s t a r   v a z i o 	 S S I D   b o _  b 1r a k 1l a m a z   	 S S I D     k h  n g   t h     t r n g 	 S S I D   t i d a k   b o l e h   k o s o n g 	 S S I D   t a k   b o l e h   k o s o n g 	   S S I D   	>	2	@	  (	9	@		  9	K	  8		$	>		 	 	 	 A z   S S I D   n e m   l e h e t    r e s 	 	 	 	 S S I D   k a n   n i e t   l e e g   z i j n 	 	 	 C o n ci n u t u l   S S I D   n u   p o a t e   f i   g o l 	 	 	 - S S I D         	 	 	8		8		/	!	@	  0	?		M	$	  	8	B	  6		$	  (	>	9	@		 S S I D   FE  *H'F/  .'D  ('4/	 S S I D .'D  F  H3*'	       	 								  				  					  						  			 
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i a s 	 S S I D   n e v a r   b kt   t u k as 	 S S I D   e i   s a a   o l l a   t  h i 	 S S I D - v  yk  oaxr  lkvel  daao	   S S I D     	 C o n ci n u t u l   S S I D   n u   p o a t e   f i   g o l 	 S S I D   6
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i a s 	 S a v i e n o j u m a   n o s a u k u m s   n e v a r   b kt   t u k as 	  h e n d u s e   n i m i   e i   s a a   o l l a   t  h i 	 Dkatav  avxvh  yk  oaxr  lkvel  daao	           	 N u m e l e   c o n e x i u n i i   n u   p o a t e   l i p s i 	 
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7H-!H-B"#	 N o   s e   p u e d e   c o n e c t a r   d i r e c t a m e n t e   	 C o n n e x i o n   d i r e c t e   i m p o s s i b l e 	 K a n n   n i c h t   d i r e k t   v e r b i n d e n 	 !=0G0;0  70409B5  A5BL	 D e f i n i r e   p r i m a   l a   r e t e 	 *91JA  FB7)  'DH5D)  #HD'	 I m p o s s  v e l   l i g a r   d i r e c t a m e n t e 	 L  t f e n    n c e l i k l e   a 1  t a n 1m l a y 1n   	 K h  n g   t h   k t   n i   t r c   t i p 	 T i d a k   d a p a t   m e n y a m b u n g   s e c a r a   l a n g s u n g 	 S i l a   t e n t u k a n   r a n g k a i a n   d a h u l u 	 	C	*	/	>	  *	9	2	G	  (	G		5	0	M		    	K	    *	0	?	-	>	7	?	$	  	0	G			 	 	 	 N e m   l e h e t   k  z v e t l e n  l   k a p c s o l  d n i 	 	 	 	 K a n   n i e t   d i r e c t   v e r b i n d i n g   m a k e n 	 	 	 I m p o s i b i l   d e   c o n e c t a t   d i r e c t 	 	 	       	 	 	C	*	/	>	  *	M	0	%	.	  (	G		5	0	M			@	  5	M	/	>		M	/	>	  	0	>		 'EC'F  '1*('7  E3*BJE  FJ3*	 (1'&      E1('F  ~D  Fy  H1  HA'&F  ,&	       	 							  			  											  						 
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	         	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 K a n   n i e   d i r e k   k o p p e l   n i e 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 P l e a s e   d e f i n e   n e t w o r k   f i r s t 	 (
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 S T R _ I D _ D T C N T _ W L A N _ E A P _ T Y P E S 	 W L A N 	 T I T L E ,   I C O N T E X T 	 E A P   T y p e s 	 E A P   t y p e s 	 E A P -[	 E A P n	 
4  E A P 	 T i p o s   E A P 	 T y p e s   E A P 	 E A P - T y p e n 	 "8?K  E A P 	 T i p i   E A P 	 'DFH9E A P 	 T i p o s   E A P 	 E A P   t  r l e r i   	 C  i   t   E A P 	 J e n i s   E A P 	 J e n i s   E A P 	   E A P   *	M	0		>	0		 	 	 	 E A P   t  p u s o k 	 	 	 	 E A P - t y p e s 	 	 	 T i p u r i   E A P 	 	 	   E A P 	 	 		*	@	  	G	  *	M	0		>	0		 'FH'9  E A P 	 E A P   B3E	   	 				  					  	 
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 
 S T R _ I D _ D T C N T _ W L A N _ A L L O W _ P E A P _ 0 	 W L A N 	 I C O N T E X T 	 A l l o w   P E A P v 0 	 A l l o w   P E A P v 0 	 AQ1P E A P v 0 	 AQP E A P v 0 	 -8
2  P E A P v 0 	 P e r m i t i r   P E A P v 0 	 P e r m e t t r e   P E A P v 0 	 P E A P v 0   z u l a s s e n 	  07@5H8BL  P E A P v 0 	 C o n s e n t i   P E A P v 0 	 E3EH-P E A P v 0 	 P e r m i t i r   P E A P v 0 	 P E A P v 0 ' a   i z i n   v e r   	 C h o   p h  p   P E A P v 0 	 B o l e h k a n   P E A P v 0 	 B e n a r k a n   P E A P v 0 	   P E A P v 0   	@	  	(	A	.	$	?	  &	G			 	 	 	 P E A P v 0   e n g e d  l y e z  s e 	 	 	 	 P E A P v 0   t o e s t a a n 	 	 	 A c c e p t a ci   P E A P v 0 	 	 	   P E A P v 0 	 	 *	@			*	@	5	M	9	@	0   2	>	  	(	A	.	$	@	  &	M	/	>		 P E A P v 0   E,'2	   P E A P v 0   ','2*  /	 P E A P v 0   	 				  										 

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	 P E A P v 0   	 V u m e l a   i -   P E A P v 0 	 V u m e l a   i P E A P v O 	 R u h u s u   P E A P v 0 	 L a a t   P E A P v 0   t o e 	 L e i s t i   P E A P v 0 	 A t <a u t   P E A P v 0 	 L u b a   P E A P v 0 	 9xulael  P E A P v 0 	   P E A P 0 	 A c c e p t a ci   P E A P v 0 	 P E A P v 0   
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 
 S T R _ I D _ D T C N T _ W L A N _ A L L O W _ P E A P _ 1 	 W L A N 	 I C O N T E X T 	 A l l o w   P E A P v 1 	 A l l o w   P E A P v 1 	 AQ1P E A P v 1 	 AQP E A P v 1 	 -8
2  P E A P v 1 	 P e r m i t i r   P E A P v 1 	 P e r m e t t r e   P E A P v 1 	 P E A P v 1   z u l a s s e n 	  07@5H8BL  P E A P v 1 	 C o n s e n t i   P E A P v 1 	 E3EH-P E A P v 1 	 P e r m i t i r   P E A P v 1 	 P E A P v 1 ' e   i z i n   v e r   	 C h o   p h  p   P E A P v 1 	 B o l e h k a n   P E A P v 1 	 B e n a r k a n   P E A P v 1 	   P E A P v 1   	@	  	(	A	.	$	?	  &	G			 	 	 	 P E A P v 1   e n g e d  l y e z  s e 	 	 	 	 P E A P v 1   t o e s t a a n 	 	 	 A c c e p t a ci   P E A P v 1 	 	 	   P E A P v 1 	 	 *	@			*	@	5	M	9	@	1   2	>	  	(	A	.	$	@	  &	M	/	>		 P E A P v 1   E,'2	   P E A P v ','2*  /1 	 P E A P v 1   	 				  										 

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	 P E A P v 1   	 V u m e l a   i -   P E A P v 1 	 V u m e l a   i P E A P v 1 	 R u h u s u   P E A P v 1 	 L a a t   P E A P v 1   t o e 	 L e i s t i   P E A P v 1 	 A t <a u t   P E A P v 1 	 L u b a   P E A P v 1 	 9xulael  P E A P v 1 	   P E A P 1 	 A c c e p t a ci   P E A P v 1 	 P E A P v 1   
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 
 S T R _ I D _ D T C N T _ W L A N _ A D H O C _ C H A N N E L 	 W L A N 	 I C O N T E X T 	 A d - h o c   C h a n n e l 	 A d - h o c   c h a n n e l 	 yr[;S	 yr[S	 
H-@	204	 C a n a l   A d - h o c 	 C a n a l   s p  c i a l 	 A d - h o c - K a n a l 	 4=>@0=3>2K9  :0=0;	 C a n a l e   a d - h o c 	 BF')  .'5)	 C a n a l   a d - h o c 	 A n l 1k   k a n a l   	 K  n h   r i  n g 	 S a l u r a n   A d - h o c 	 S a l u r a n   A d - h o c 	   $	&	0	M	%	  	H	(	2		 	 	 	 A d - h o c   c s a t o r n a 	 	 	 	 A d - h o c - k a n a a l 	 	 	 C a n a l   a d - h o c 	 	 	   - 	 	 	!	- 9	I		  	E	(	G	2		 'F'D  .'5	 HB*  FD	     	 		- 						  								 	
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	   	 I s h a n e l i   y e - a d - h o c 	 I j e l o   e l i n g a l u n g i s e l e l w a n g a 	 I d h a a   m a a l u m 	 A d   h o c - k a n a a l 	 I n t e l e k t u a l u s i s   k a n a l a s 	 A d - h o c   k a n l s 	 A d - h o c   k a n a l 	 @axo  alk	   	 C a n a l   a d - h o c 	 
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7H-5I!52#C
I-"9HA%I'	 E l   n o m b r e   y a   e s t    e n   u s o   	 N o m   d  j    u t i l i s  	 N a m e   b e r e i t s   v e r w e n d e t 	 <O  C65  8A?>;L7C5BAO	 N o m e   g i    i n   u s o 	 '3E  'D4(C)  E3*./E	 N o m e   e m   u t i l i z a   o 	 0s i m   k u l l a n 1m d a   	 T  n   m n g      b   s   d n g 	 N a m a   t e l a h   d i g u n a k a n 	 N a m a   t e l a h   d i g u n a k a n 	 (	>	.	  *	9	2	G	  9	@	  		*	/	K		  .	G		  9	H		 	 	 	 H a s z n  l a t b a n   l  v Q  n  v 	 	 	 	 N a a m   i s   a l   i n   g e b r u i k 	 	 	 N u m e l e   e s t e   d e j a   a t r i b u i t 	 	 	     	 	 (	>		5	    5	>	*	0	>	$	  	9	G		 F'E  EH1/  '3*A'/G  '3*	 F'E  ~D  3  '3*9E'D  E  	       	   								  							  			  				 (
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 
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I2#D!H#08
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zP	 |~n-N
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	   ,     	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 K o n f i g u r e e r   t a n s   s t e l s e l ,   w a g   a s s e b l i e f 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 C o n f i g u r i n g   s y s t e m ,   p l e a s e   w a i t 	 	 	 D u k e   p e r s h t a t u r   s i s t e m i n ,   j u   l u t e m   p r i s n i 	 							  							  			  			,   							  			  							  				 	 	 	 	 	 	 	 C o n f i g u r a n d o   o   s i s t e m a ,   a g u a r d e 	 	 	 	 	 	 	 	 S i s t e m a   o s a t z e n ,   i t x a r o n   m e s e d e z 	 K i n o k o m p i g u r a   a n g   s i s t e m a ,   p a k i h i n t a y 	 C o n f i g u r a n d o   s i s t e m a ,   p o r   f a v o r ,   e s p e r e 	 A n a   a h a z i g h a r   s i s t e m , b i k o   c h e r e 	 A g   c u m r    a n   c h  r a i s ,   f a n   g o   f  i l l 
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 S T R _ I D _ C C A _ P R E I N F O _ C O N T E N T 	 C C A 	 U N L I M 	 S e t t i n g s   i n f o   w i n d o w   c o n t e n t 	 S e t t i n g s   f o r : 	 -[NRa(u	 nNR^(u	 H241I*3+#1: 	 C o n f i g u r a c i  n   p a r a : 	 R  g l a g e s   p o u r  : 	 E i n s t e l l u n g e n   f  r : 	 0@0<5B@K  4;O: 	 I m p o s t a z i o n i   p e r : 	 6(7  'D(1F'E,  'D*'DJ	 D e f i n i   e s   p a r a : 	 A y a r l a r :   	 C  i   t   c h o   n g   d n g : 	 P e n g a t u r a n   u n t u k : 	 S e t i n g   u n t u k : 	 . . . : 	G	  2	?		  8	G		?			M	8		 	 	 	 B e  l l  t  s o k   e h h e z : 	 	 	 	 I n s t e l l i n g e n   v o o r : 	 	 	 S e t r i   p e n t r u : 	 	 	   : 	 	 /	>	8	>	 	@	  8	G		?			M	8	  : 	 *F8E'*  (1': 	 3yF2  (1': 	   : 	 						  		  				: 	 8
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 
 S T R _ I D _ C C A _ P O S T I N F O _ T I T L E 	 C C A 	 T I T L E 	 S u m m a r y   r e p o r t   t i t l e 	 S u m m a r y   r e p o r t 	 =~P}1XJT	 ;`~bJT	 #2"2*#8	 I n f o r m e   R e s u m e n 	 R a p p o r t   r  s u m  	 Z u s a m m e n f a s s u n g s b e r i c h t 	 !2>4=K9  >BG5B	 R a p p o r t o   r i a s s u n t i v o 	 .D'5	 S u m  r i o   d e   r e l a t  r i o 	  z e t   r a p o r u 	 T n g   k t   b  o   c  o 	 L a p o r a n   r i n g k a s 	 L a p o r a n   r i n g k a s a n 	 8	>	0	  0	?	*	K	0	M			 	 	 	  s s z e f o g l a l    j e l e n t  s 	 	 	 	 S a m e n v a t t i n g s v e r s l a g 	 	 	 R a p o r t   r e z u m a t 	 	 	 "   	 	 8	>	0	>		6	>		>	  	9	5	>	2		 2'14  .D'5G	 .D'5  1~H1y	   	 						  								 8
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 
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 
 S T R _ I D _ C C A _ C O N F I G U R E D 	 C C A 	 U N L I M 	 S e t t i n g s   a r e   c o n f i g u r e d 	 C o n f i g u r e d 	 -[bR	 nbR	 3+H2A%I'	 C o n f i g u r a d o   	 C o n f i g u r  	 K o n f i g u r i e r t 	 0AB@>5=>	 C o n f i g u r a t o 	 'D6(7  F',-	 C o n f i g u r a d o 	 Y a p 1l a n d 1r 1l d 1  	 C  i   t   t h  n h   c  n g 	 D i k o n f i g u r a s i 	 D i k o n f i g u r a s i k a n 	   	I	(	M	+	?		0	  	?	/	>	  	/	>		 	 	 	 K o n f i g u r  l v a 	 	 	 	 G e c o n f i g u r e e r d 	 	 	 S e t r i l e   a u   f o s t   c o n f i g u r a t e 	 	 	 	 	 		C	$	@	,		'	?	$		 ~1(F/  4/	 FA14F  EED	 	 			  			  						   
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 
 S T R _ I D _ C C A _ I N V A L I D _ S E T T I N G 	 C C A 	 P O P U P ,   U N L I M 	 S e t t i n g s   a r e   i n v a l i d 	 I n v a l i d   s e t t i n g s 	 !qHev-[	 eHevn	 2#1IH2D!H9I-	 C o n f i g u r a c i  n   i n v  l i d a 	 R  g l a g e s   i n v a l i d e s 	 U n g  l t i g e   E i n s t e l l u n g e n   	 54>?CAB8<K5  =0AB@>9:8	 I m p o s t a z i o n i   n o n   v a l i d e 	 '9/'/'*  :J1  5'D-	 D e f i n i   e s   i n v  l i d a s 	 G e  e r s i z   a y a r l a r   	 C  i   t   k h  n g   h p   l 	 P e n g a t u r a n   t i d a k   v a l i d 	 S e t i n g   t a k   s a h 	 	.	>	(	M	/	  8	G		?				 	 	 	  r v  n y t e l e n   b e  l l  t  s o k 	 	 	 	 O n g e l d i g e   i n s t e l l i n g e n 	 	 	 S e t r i   n e v a l i d e 	 	 	   	 	 	5	H	'	  8	G		?				 *F8E'*  E9*(1  F3*	 :D7  3yF	     	 								  						 0
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	 F2M2(?  8FM?A2A	 52V@=V  =0;0HBC20==O	 





  





	   	 A m a s e t h i n g i   a n g e n a m t h e t h o 	 U s e t o   o l u n g a s e b e n z i y o 	 M i p a n g i l i o   b a t i l i 	 O n g e l d i g e   i n s t e l l i n g s 	 N e g a l i o j a n 
i o s   n u o s t a t o s 	 N e d e r +g i   i e s t a t +j u m i 	 V i g a s e d   s  t t e d 	 1v~a~e  oauavve	   	 S e t r i   i n c o r e c t e 	 
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	 .>(M_  8G?	 R e g j i s t r i m e   t e   p a v l e f s h m e 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   i n v  l i d a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C C A _ S E T T I N G _ S K I P P E D 	 C C A 	 U N L I M 	 S e t t i n g s   a r e   s k i p p e d 	 S k i p p e d 	 *g[݈	 *g[ň	 I2!A%I'	 S a l t a d o 	 S a u t  	  b e r s p r u n g e n 	 @>?CI5=>	 I g n o r a t o 	 DE  J*E  'D*1CJ(	 I g n o r a d o 	 A t l a n m 1_  	 C h a   l p   t 	 D i l e w a t i 	 D i l a n g k a u 	 8	M		?	*	  	?	/	>	  	/	>		 	 	 	 K i h a g y v a 	 	 	 	 O v e r g e s l a g e n 	 	 	 U n e l e   s e t r i   a u   f o s t   i g n o r a t e 	 	 	 	 	 5		3	2	G	2	>		 51AF81  4/	 H/''	 	 					  				  						 
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  




	 	 K w e q i w e 	 Q a k a t h i w e 	 I m e r u k w a 	 O o r g e s l a a n 	 P r a l e i s t a 	 I z l a i s t s 	 V a h e l e   j  e t u d 	 2a  g  ixrv~an	 	 U n e l e   s e t r i   a u   f o s t   i g n o r a t e 	 5
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	 $?M0.  2>	 K a p e r c y e r 	 						 	 	 	 	 	 	 	 I g n o r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C C A _ M I S S I N G _ D A T A 	 C C A 	 P O P U P 	 S e t t i n g s   a r e   i n c o m p l e t e 	 I n c o m p l e t e   s e t t i n g s 	 -[ǌe
N[te	 npenc
N[te	 2#1IH2D!H*!9#L	 C o n f i g u r a c i  n   i n c o m p l e t a 	 R  g l a g e s   i n c o m p l e t s 	 U n v o l l s t  n d i g e   E i n s t e l l u n g e n 	 040=K  =5  2A5  =0AB@>9:8	 I m p o s t a z i o n i   i n c o m p l e t e 	 'D(J'F'*  'D6(7  :J1  EC*ED	 D e f i n i   e s   i n c o m p l e t a s 	 T a m a m l a n m a m 1_  a y a r l a r   	 C  i   t   d   l i u   k h  n g   h o  n   c h n h 	 P e n g a t u r a n   t i d a k   l e n g k a p 	 S e t i n g   t a k   l e n g k a p 	 	*	B	0	M	#	  8	G		?				 	 	 	 H i  n y o s   b e  l l  t  s o k 	 	 	 	 O n v o l l e d i g e   i n s t e l l i n g e n 	 	 	 S e t r i   i n c o m p l e t e 	 	 	   	 	 	*	B	0	M	#	  8	G		?				 *F8E'*  'ED  F3*	 F'EED  3yF	   	 									  						 (
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	   	 A m a s e t h i n g i   a n g a p h e l e l e 	 U s e t o   a l u g q i t y w a n g a 	 M i p a n g i l i o   s i   k a m i l i 	 O n v o l l e d i g e   i n s t e l l i n g s 	 N e u ~b a i g t o s   n u o s t a t o s 	 N e p i l n +g i   i e s t a t +j u m i 	 P u u d u l i k u d   s  t t e d 	 1va~a  oauavve	   	 S e t r i   i n c o m p l e t e 	 
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	 8.M*B0M#M#  8G?	 R e g j i s t r i m e   t e   p a p l o t e s u a r a 	 									  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   i n c o m p l e t a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C C A _ I N S T A L L _ S E T T I N G 	 C C A 	 T I T L E 	 I n s t a l l   s e t t i n g s   s c r e e n   t i t l e 	 I n s t a l l   s e t t i n g s 	 [݈-[	 [ňn	 2#1IH22#41I	 I n s t a l a r   c o n f i g u r a c i  n   	 I n s t a l l e r   l e s   r  g l a g e s 	 E i n s t e l l u n g e n   i n s t a l l i e r e n 	 040BL  =0AB@>9:8	 I n s t a l l a   i m p o s t a z i o n i 	 *1CJ(  6(7	 I n s t a l a r   d e f i n i   e s 	 A y a r l a r 1  y  k l e   	 L p   c  i   t 	 P e n g a t u r a n   p e n g i n s t a l a n 	 P a s a n g   s e t i n g 	   8	G		?			M	8	  		8	M		>	2	  	0	G			 	 	 	 T e l e p  t  s i   b e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n   i n s t a l l e r e n 	 	 	 I n s t a l a r e   s e t r i 	 	 	   	 	 8	G		?			  8		8	M	%	>	*	(		 F5(  *F8E'*	 3yF  'F3y'D  ,&	   	 						  						  				 8
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	 8FM?M  (M  8M>2M  G/A.A	 AB0=>28B8  =0;0HBC20==O	 








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  


	   	 F a k a   a m a s e t h i n g i 	 F a k e l a   u s e t o 	 S a k i n i s h a   m i p a n g i l i o 	 I n s t a l l a s i e - i n s t e l l i n g s 	 .d i e g t i   n u o s t a t a s 	 I n s t a l aa n a s   i e s t a t +j u m i 	 I n s t a l l i   s  t t e d 	 Oeradel  oauavveh	     	 I n s t a l a r e   s e t r i 	 
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	 8G?  88M%>*(  0(M$A	 I n s t a l o   r e g j i s t r i m e t 	 						  						  				 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   i n s t a l a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C C A _ R E P L A C E _ S E T T I N G 	 C C A 	 T I T L E 	 R e p l a c e   s e t t i n g s   s c r e e n   t i t l e 	 R e p l a c e   s e t t i n g s 	 fc-[	 fbcn	 A5H2#1IH2	 R e e m p l a z a r   c o n f i g u r a c i  n   	 R e m p l a c e r   l e s   r  g l a g e s 	 E i n s t e l l u n g e n   e r s e t z e n 	 0<5=8BL  =0AB@>9:8	 S o s t i t u i s c i   i m p o s t a z i o n i 	 *(/JD  6(7	 S u b s t i t u i r   d e f i n i   e s 	 A y a r l a r 1  d e i _t i r   	 T h a y   t h   c  i   t 	 G a n t i   p e n g a t u r a n 	 G a n t i k a n   s e t i n g 	   8	G		?			M	8	  ,	&	2	G			 	 	 	 B e  l l  t  s o k   c s e r  j e 	 	 	 	 I n s t e l l i n g e n   v e r v a n g e n 	 	 	  n l o c u i r e   s e t r i 	 	 	   	 	 8	G		?			  ,	&	2	G	2	>		 ,'2F  *F8E'*	 3yF  *(/D  ,&	   	 					  											  				 8
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	 8FM?M  0?*M2G8M  G/A.A	 0<V=8B8  CAB0=>2:C	 







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 
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I2-"9H	 P e r f i l   e n   u s o   	 P r o f i l   u t i l i s  	 P r o f i l   i n   V e r w e n d u n g 	 @>D8;L  8A?>;L7C5BAO	 P r o f i l o   i n   u s o 	 E,EH9  'D6(7  AJ  'DE3*./E	 P e r f i l   e m   u t i l i z a   o 	 P r o f i l   k u l l a n 1m d a   	 C  i   t   h i n   a n g   s   d n g 	 P r o f i l   y a n g   d i g u n a k a n 	 P r o f i l   d i g u n a k a n 	 *	M	0	K	+	>		2	  		*	/	K		  .	G		  9	H		 	 	 	 H a s z n  l a t b a n   l  v Q  p r o f i l 	 	 	 	 P r o f i e l   i n   g e b r u i k 	 	 	 P r o f i l u l   e s t e   a c t i v a t 	 	 	   	 	 *	M	0	K	+	>		2	    5	>	*	0	>	$	  	9	G		 FE'G  EH1/  '3*A'/G  '3*	 ~1HA'&D  '3*9E'D  E  	         	 								  								  				 *
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 
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 
 S T R _ I D _ C C A _ A B O R T _ A S K 	 C C A 	 P O P U P C O N F I R M 	 C o n f i r m   t o   c a n c e l 	 C a n c e l ? 	 Sm	 Sm	 "@%4? 	  C a n c e l a r ? 	 A n n u l e r  ? 	 A b b r e c h e n ? 	 B<5=8BL? 	 A n n u l l a r e ? 	 'D:'!	 C a n c e l a r ? 	 0p t a l   e d i l s i n   m i ?   	 H y ? 	 B a t a l ? 	 B a t a l k a n ? 	 0	&	M	&	  	0	G		? 	 	 	 	 M  g s e m ? 	 	 	 	 A n n u l e r e n ? 	 	 	 A n u l a ci ? 	 	 	 ? 	 	 	 D:H  4H/	 	 	 				  ? 	 	 	 	 

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 S T R _ I D _ C C A _ U P D A T E _ P R O F I L E 	 C C A 	 U N L I M 	 U p d a t e   e x i s t i n g   p r o f i l e 	 U p d a t e   e x i s t i n g   p r o f i l e 	 fes	g-[j	 fes	gnch	 #1#8B#D%L5H!5-"9H	 A c t u a l i z a r   p e r f i l   e x i s t e n t e 	 M e t t r e      j o u r   l e   p r o f i l   e x i s t a n t 	 V o r h a n d e n e s   P r o f i l   a k t u a l i s i e r e n 	 1=>28BL  ACI5AB2CNI89  ?@>D8;L	 A g g i o r n a   p r o f i l o   e s i s t e n t e 	 *,/J/  4CD  'D-'DJ)	 A c t u a l i z a r   p e r f i l   e x i s t e n t e 	 M e v c u t   p r o f i l i   g  n c e l l e   	 C p   n h t   c  i   t   c    s n 	 P e r b a r u i   p r o f i l   y a n g   a d a 	 K e m a s k i n i k a n   p r o f i l   s e d i a   a d a 	 .	L		B	&	>	  *	M	0	K	+	>		2	  	&	M	/	$	(	  	0	G			 	 	 	 M e g l  v Q  p r o f i l   f r i s s  t  s e 	 	 	 	 b e s t a a n d   p r o f i e l   b i j w e r k e n 	 	 	 A c t u a l i z a ci   p r o f i l u l   e x i s t e n t 	 	 	     	 	 	 1H2"E/3'2  FE'G  EH,H/	 	 	 							  							  					  					 	 	 	 




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 
 S T R _ I D _ C C A _ U P D A T E D 	 C C A 	 U N L I M 	 P r o f i l e   i s   u p d a t e d 	 U p d a t e d 	 ]fe	 ]fe	 -1@A%I'	 A c t u a l i z a d o 	 M i s      j o u r 	 A k t u a l i s i e r t 	 1=>2;5=>	 A g g i o r n a t o 	 *E  'D*,/J/	 A c t u a l i z a d o 	 G  n c e l l e n d i   	    c p   n h t 	 D i p e r b a u i 	 D i k e m a s   k i n i 	 	&	M	/	$	(	  	?	/	>		 	 	 	 F r i s s  t v e 	 	 	 	 B i j g e w e r k t 	 	 	 A c t u a l i z a t 	 	 	 	 	 	 1H2"E/3'2  4/	 	 	 					  			  					 	 	 	 





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	 	 K u v u s e l e l w e 	 H l a z i y a 	 I m e s a s i s h w a 	 B y g e w e r k 	 A t n a u j i n t a 	 A t j a u n i n t s 	 V  r s k e n d a t u d 	 9ata~an  g	 	 A c t u a l i z a t 	 
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 
 S T R _ I D _ C C A _ P R O F I L E 	 C C A 	 U N L I M 	 C o m m o n l y   t o   p r o m p t   p r o f i l e   n u m b e r :   P r o f i l e   x / x 	 P r o f i l e 	 -[j	 nch	 B#D%L	 P e r f i l 	 P r o f i l 	 P r o f i l 	 @>D8;L	 P r o f i l o 	 4CD	 P e r f i l 	 P r o f i l   	 C  i   t   s n 	 P r o f i l 	 P r o f i l 	 *	M	0	K	+	>		2		 	 	 	 P r o f i l 	 	 	 	 P r o f i e l 	 	 	 P r o f i l 	 	 	 	 	 *	M	0	K	+	>		2		 FE'G	 ~1HA'&D	   	 									 *
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 S T R _ I D _ C C A _ N E W _ S E T T I N G 	 C C A 	 T I T L E ,   P O P U P ,   C 1 5 4 _ 1 	 N e w   s e t t i n g s   r e c e i v e d   p r o m p t   o r   t i t l e 	 N e w   s e t t i n g s 	 e-[	 en	 2#1IH2C+!H	 C o n f i g u r a c i  n   n u e v a 	 N o u v e a u x   r  g l a g e s 	 N e u e   E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8	 N u o v e   i m p o s t a z i o n i 	 6(7  ,/J/	 N o v a s   d e f i n i   e s 	 Y e n i   a y a r l a r   	 C  i   t   m i 	 P e n g a t u r a n   b a r u 	 S e t i n g   b a r u 	 (		    8	G		?				 	 	 	  j   b e  l l  t  s o k 	 	 	 	 N i e u w e   i n s t e l l i n g e n 	 	 	 S e t r i   n o i 	 	 	   	 	 (	5	>	  8	G		?				 *F8E'*  ,//	 F&  3yF	   	 				  						 (
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Ncknx͑eeQ	 #+1*  P I N   D!H9I-  B#%--5#1I	 P I N   i n c o r r e c t o ,   p o r   f a v o r   t r a t e   n u e v a m e n t e 	 P I N   i n c o r r e c t ,   v e u i l l e z   r  e s s a y e r 	 F a l s c h e   P I N ,   b i t t e   w i e d e r h o l e n 	 525@=K9  P I N - :>4.   >2B>@8B5  ?>?KB:C. 	 P I N   n o n   c o r r e t t o 	 'DCDE)  'D31J)  :J1  5'D-,   'D1,'!  'DE-'HJ)  E1)  #.1J	 P I N     i n c o r r e c t o ,   t e n t e   n o v a m e n t e 	 H a t a l 1  P I N ,   l  t f e n   t e k r a r   d e n e y i n   	 M t   k h u   k h  n g   c h  n h   x  c , h  y   n h p   l i 	 P I N   s a l a h ,   c o b a   l a g i 	 P I N   s a l a h , s i l a   c u b a   l a g i 	 	2	$	    P I N ,   	C	*	/	>	    	K	6	?	6	  	0	G			 	 	 	 H i b  s   P I N ,   p r  b  l j a   m e g    j r a 	 	 	 	 O n j u i s t e   P I N ,   p r o b e e r   h e t   o p n i e u w 	 	 	 C o d u l   P I N   e s t e   i n c o r e c t ,   v   r u g m   s    n c e r c a ci   d i n   n o u 	 	 	 '   P I N     ,     	 	 	B		@		>	  *	?	(	,   	C	*	/	>	  (		$	0	  8		*	0	M		  	0	>		 P I N   F'/13*  '3*  D7A'K  /H('1G  39  F/	 :D7  ~F/H('1  H44  ,&	     ,       ! 	 						  			,   			  			  				  						  					 
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 S T R _ I D _ C C A _ P I N _ E M P T Y 	 C C A 	 P O P U P 	 P l e a s e   i n p u t   P I N 	 P l e a s e   i n p u t   P I N 	 ˊ8eQ[x	 eQ[x	 B#C*H4	 I n t r o d u z c a   e l   P I N 	 V e u i l l e z   e n t r e r   l e   P I N 	 B i t t e   P I N   e i n g e b e n 	 C6=>  225AB8  P I N - :>4	 I n s e r i r e   i l   P I N 	 '/.D  'DCDE)  'D31J)	 D e v e   i n t r o d u z i r   P I N 	 L  t f e n   P I N ' i   g i r i n 	 H  y   n h p   P I N 	 M a s u k k a n   P I N 	 P I N   m e s t i   d i i n p u t k a n 	 	C	*	/	>	  P I N   &	0	M		<	  	0	G			 	 	 	 K  r j  k   a d j a   m e g   a   P I N - t 	 	 	 	 P I N   m o e t   i n g e v o e r d   w o r d e n 	 	 	 T r e b u i e   s   i n t r o d u c e ci   u n   c o d   P I N 	 	 	     P I N 	 	 	 D7A'  P I N   1'  H'1/  FE'JJ/	 	 	 							  			  			  						  					 	 	 	 


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 
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N/ec	 2#1IH2D!H#-#1	 C o n f i g u r a c i  n   n o   a d m i t i d a 	 P a r a m  t r e s   n o n   p r i s   e n   c h a r g e 	 K e i n e   u n t e r s t  t z t e   E i n s t e l l u n g e n 	 >445@68205<KE  ?@8;>65=89  =5B	 I m p o s t a z i o n i   n o n   s u p p o r t a t a 	 %9/'/'*  :J1  E/9HE)	 D e f i n i   e s   n  o   s u p o r t a d a s 	 D e s t e k l e n m e y e n   a y a r l a r 	 C  i   t   k h  n g   h   t r 	 P e n g a t u r a n   t i d a k   d i d u k u n g 	 P e n g e s e t a n   t i d a k   d i s o k o n g 	 	K		    	(	A	0	B	*	  	*	M	2	?		G	6	(	  (	9	@			 	 	 	 N e m   t  m o g a t o t t   b e  l l  t  s o k 	 	 	 	 I n s t l l i n g e n   n i e t   o n d e r s t e u n d 	 	 	 A p l i c a ci a   n u   e s t e   a c c e p t a t 	 	 	     	 	 8	.	0	M	%	(	@	/	  	(	A	*	M	0	/	K		  (	>	9	@		 *F8EG'  ~4*('F  F4/G  'F/	 :1  -E'*  'A*  '~D4F	       	 					  						  			  			 *
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o`	 sSeOo`	 I-'2!BI-A15	 M e n s a j e   i n s t a n t  n e o 	 M e s s a g e   i n s t a n t a n  	 S o f o r t n a c h r i c h t 	 3=>25==>5  A>>1I5=85	 M e s s a g g i o   i s t a n t a n e o 	 E9DHE'*  'DD-8)	 M e n s a g e m   i n s t a n t  n e a 	 H 1z l 1  i l e t i   	 T i n   n h n   t c   t h i 	 P e s a n   c e p a t 	 M e s e j   s e g e r a 	 $	$	M		>	2	  8		&	G	6		 	 	 	 A z o n n a l i    z e n e t k  l d  s 	 	 	 	 E x p r e s b e r i c h t 	 	 	 M e s a j   i n s t a n t a n e u 	 	 	   	 	 $	>	$	M		>	3	  8		&	G	6		 ~'E  13'F  AH1	 AH1  ~:'E	   	 										  							 (

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 
 S T R _ I D _ C C A _ S Y N C M L D S 	 C C A 	 U N L I M 	 S y n c M L   D S   a p p l i c a t i o n   n a m e 	 S y n c h r o n i z a t i o n 	 Tek	 Tek	 4B#DL	 S i n c r o n i z a c i  n   	 S y n c h r o n i s a t i o n 	 S y n c h r o n i s a t i o n 	 !8=E@>=870F8O	 S i n c r o n i z z a z i o n e 	 E9'D,)  'DE*2'EF	 S i n c r o n i z a   o 	 S e n k r o n i z a s y o n   	 n g   b 	 S i n k r o n i s a s i 	 P e n y e g e r a k a n 	 8	?			M	0	K	(	>		[	G	6	(		 	 	 	 S z i n k r o n i z  c i  	 	 	 	 S y n c h r o n i s a t i e 	 	 	 S i n c r o n i z a r e 	 	 	 	 	 	A	3	#	@		 GE'E  3'2	 E  "F	 	 											  				 
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	 	 U k u v u m e l a n i s a 	 E n z a   i s e b e n z e   n g e x e s h a   e l i n y e 	 U o a n i s h a j i 	 S i n k r o n i s a s i e 	 S i n c h r o n i z a c i j a 	 S i n h r o n i z c i j a 	 S  n k r o o n i m i n e 	 @atajataxt	 	 S i n c r o n i z a r e 	 8
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 	 8?MM0K(>G8(	 S i n k r o n i z i m i 	 						' 										 	 	 	 	 	 	 	 S i n c r o n i z a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C C A _ S Y N C M L D M 	 C C A 	 U N L I M 	 S y n c M L   D M   a p p l i c a t i o n   n a m e 	 D e v i c e   m a n a g e m e n t 	 -P{t	 Y{t	 2#12#-8#L	 A d m i n i s t r a c i  n   d e   d i s p o s i t i v o 	 G e s t i o n   d e   l  a p p a r e i l 	 G e r  t e v e r w a l t u n g 	 8A?5BG5@  CAB@>9AB2	 G e s t i o n e   d i s p o s i t i v o 	 '/'1)  'D,G'2	 G e s t  o   d e   d i s p o s i t i v o s 	 C i h a z   y  n e t i m i   	 Q u n   l    t h i t   b 	 M a n a j e m e n   p e r a n g k a t 	 P e n g u r u s a n   p e r a n t i 	 !	?	5	>		8	  .	H	(	G		.	G				 	 	 	 E s z k  z k e z e l  s 	 	 	 	 A p p a r a a t b e h e e r 	 	 	 G e s t i o n a r e   d i s p o z i t i v 	 	 	   	 	 		*		0	#	  5	M	/	5	8	M	%	>	*	(		 E/1*  /3*'G	 H'&3  EF,EFy	   	 						  									 !
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

	 *0?0  />.>(M/	 #?@02;V==O  ?@8AB@>T<	 




  







	   	 U k u s i n g a t h w a   k w e d i v a y s i 	 U l a w u l o   l w e d i v a y i s i 	 U s i m a m i a j i   k i f a a 	 T o e s t e l b e s t u u r 	 .r e n g i n i o   t v a r k y m a s 	 I e r +c e s   p r v a l d +b a 	 S e a d m e h a l d u s 	 Mak  oa|a~axt	   	 G e s t i o n a r e   d i s p o z i t i v 	 !
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	 !?->8  *0?>3(>	 D r e j t i m i   I   p a j i s j e s 	 						  									 	 	 	 	 	 	 	 G e r e n c i a m e n t o   d e   d i s p o s i t i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C C A _ A U T H _ F A I L E D 	 C C A 	 P O P U P 	 A u t h e n t i c a t i o n   f a i l e d 	 A u t h e n t i c a t i o n   f a i l e d 	 I1YWe	 1Y%	 2#"7"11'8%%I!@+%'	 L a   a u t e n t i c a c i  n   f a l l  	 E c h e c   d ' a u t h e n t i f i c a t i o n 	 A u t h e n t i f i z i e r u n g   f e h l g e s c h l a g e n 	 !1>9  ?@>25@:8  ?>4;8==>AB8	 A u t e n t i c a z i o n e   f a l l i t a 	 A4D  AJ  *H+JB  'DCDE)  'D31J)	 A u t e n t i c a   o   f a l h o u 	 K i m l i k   d o r u l a n a m a d 1  	 C h n g   n h n   t h t   b i 	 O t e n t i k a s i   g a g a l 	 P e n g e s a h a n   g a g a l 	 *	M	0	>	'	?		0	#	  	8	+	2		 	 	 	 S i k e r t e l e n   h i t e l e s  t  s 	 	 	 	 A u t e n t i c a t i e   m i s l u k t 	 	 	 A u t e n t i f i c a r e a   n u   a   r e u _i t 	 	 	   	 	 	 *#/  '9*('1  F'EHAB  (H/	 	 	 							  					 	 	 	 









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	   	 U b u f a k a z i   b u h l u l e k i l e 	 U k u n g q i n e l a n a   k u p h a n z i l e 	 I m e s h i n d w a   k u h a l i s i s h a 	 B e k r a g t i g i n g   o n s u k s e s v o l 	 A u t e n t i f i k a v i m a s   n e p a v y k o 	 A u t e n t i f i k c i j a   n e s e k m +g a 	 A u t e n t i m i n e   n u r j u s 	 Na~eaoavaxth  qamxr~e	     	 A u t e n t i f i c a r e a   n u   a   r e u _i t 	 
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 
 S T R _ I D _ C C A _ N E W _ S I M 1 _ S E T T I N G 	 C C A 	 P O P U P ,   C 1 5 4 _ 1 	 N e w   S I M 1   s e t t i n g s   r e c e i v e d   p r o m p t 	 N e w   S I M 1   s e t t i n g s 	 S I M aS1 e-[	 S I M aS1 en	 2#1IH24!1   C+!H  	 C o n f i g u r a c i  n   S I M 1   n u e v a 	 N o u v e a u x   r  g l a g e s   S I M 1 	 N e u e   S I M 1 - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  S I M 1 	 N u o v e   i m p o s t a z i o n i   S I M 1 	 6(7  ,J/  AJ  'D(7'B)1 	 N o v a s   d e f i n i   e s   d e   S I M 1 	 Y e n i   S I M 1   a y a r l a r 1  	 C  i   t   S I M 1   m i 	 P e n g a t u r a n   S I M 1   b a r u 	 S e t i n g   S I M 1   b a r u 	 (		  S I M 1   8	G		?			M	8		 	 	 	  j   S I M 1   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 1 - i n s t e l l i n g e n 	 	 	 S e t r i   n o i   p e n t r u   S I M 1 	 	 	   S I M 1   	 	 	 *F8E'*  ,//  S I M 1 	 	 	 				  S I M 	  							 	 	 	 



  


1   





	   	 A m a s e t h i n g i   e - S I M 1   e n t s h a 	 U s e t o   l w e S I M   y o - 1   e n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 1 	 N u w e   S I M 1 - i n s t e l l i n g s 	 N a u j o s   1   S I M   k o r t e l s   n u o s t a t o s 	 J a u n i   S I M 1   i e s t a t +j u m i 	 U u e d   S I M 1   s  t t e d 	 Fx  S I M 1 - k  oauavve	   S I M 1   	 S e t r i   n o i   p e n t r u   S I M 1 	 *
A
$
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/
  S I M 1   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 1   8G?	 R e g j i s t r i m e t   e   r e j a   S I M 1 	 				  			1   							 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   S I M 1 	 	 	 	 	 	 	 	 S I M 1   b e r r i a r e n   e z a r p e n a k 	 M g a   b a g o n g   s e t t i n g   n g   S I M 1 	 N o v a   c o n f i g u r a c i  n   S I M 1 	 N h a z i   S I M 1   h r 	 S o c r u i t h e   S I M 1   n u a 
 
 S T R _ I D _ C C A _ N E W _ S I M 2 _ S E T T I N G 	 C C A 	 P O P U P ,   C 1 5 4 _ 1 	 N e w   S I M 2   s e t t i n g s   r e c e i v e d   p r o m p t 	 N e w   S I M 2   s e t t i n g s 	 S I M aS2 e-[	 S I M aS2 en	 2#1IH24!2   C+!H  	 C o n f i g u r a c i  n   S I M 2   n u e v a 	 N o u v e a u x   r  g l a g e s   S I M 2 	 N e u e   S I M s - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  S I M 2 	 N u o v e   i m p o s t a z i o n i   S I M 2 	 6(7  ,J/  AJ  'D(7'B)2 	 N o v a s   d e f i n i   e s   d e   S I M 2 	 Y e n i   S I M 2   a y a r l a r 1  	 C  i   t   S I M 2   m i 	 P e n g a t u r a n   S I M 2   b a r u 	 S e t i n g   S I M 2   b a r u 	 (		  S I M 2   8	G		?			M	8		 	 	 	  j   S I M 2   b e  l l  t  s o k 	 	 	 	 N i e u w e   S I M 2 - i n s t e l l i n g e n 	 	 	 S e t r i   n o i   p e n t r u   S I M 2 	 	 	   S I M 2   	 	 	 *F8E'*  ,//  S I M 2 	 	 	 				  S I M 	  							 	 	 	 



  


2   





	   	 A m a s e t h i n g i   e - S I M 2   e n t s h a 	 U s e t o   l w e S I M   y e - 2   e n t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 2 	 N u w e   S I M 2 - i n s t e l l i n g s 	 N a u j o s   2   S I M   k o r t e l s   n u o s t a t o s 	 J a u n i   S I M 2   i e s t a t +j u m i 	 U u e d   S I M 2   s  t t e d 	 Fx  S I M 2 - k  oauavve	   S I M 2   	 S e t r i   n o i   p e n t r u   S I M 2 	 *
A
$
?
/
  S I M 2   
M
0
.
@

0
#

M

3
M

 	 (B$(  S I M 2   8G?	 R e g j i s t r i m e t   e   r e j a   S I M 2 	 				  			2   							 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   S I M 2 	 	 	 	 	 	 	 	 S I M 2   b e r r i a r e n   e z a r p e n a k 	 M g a   b a g o n g   s e t t i n g   n g   S I M 2 	 N o v a   c o n f i g u r a c i  n   S I M 2 	 N h a z i   S I M 2   h r 	 S o c r u i t h e   S I M 2   n u a 
 
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	   	 I - M u l t i t a p   M a r a t h i 	 U m n o m b o   o m n i n z i   w e M a r a t h i 	 M u l t i t a p   M a r a t h i 	 M a r a t h i 	 M u l t i t a p   m a r a t h s  k . 	 M u l t i t a p   M a r a t h i 	 M u l t i t a p   m a r a t h i 	 2aftaok  pzxtx~  Daamk	   	 M u l t i t a s t   m a r a t h i 	 .
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 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ P E R S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   P e r s i a n 	 S m a r t   P e r s i a n 	 zfgalee	 zflee	 S m a r t   P e r s i a n 	 P e r s a   I n t e l i g e n t e 	 P e r s e   i n t e l l i g e n t 	 S m a r t - P e r s i s c h 	 S m a r t   P e r s i a n 	 F a r s i   s m a r t 	 B'EH3  A'13J	 P e r s a   i n t e l i g e n t e 	 S m a r t   F a r s  a 	 T i n g   B a   T   t h  n g   m i n h 	 S m a r t   P e r s i a n 	 P a r s i   b i j a k 	 8	M	.	>	0	M		  +	>	0	8	@		 S m a r t   A r a b i s k 	 S m a r t   P e r s i a n 	 M e t o d a   s Bo w n i k o w a   -   A r a b s k i 	 I n t e l l i g e n s   A r a b 	 S m a r t   P e r s i a n 	 S m a r t   P e r s i a n 	 S m a r t   P e r s i a n 	 S m a r t   P e r z i s c h 	 S m a r t   a r a b i s k a 	 I n t e l i g e n t n i   a r a p s k i 	 P e r s a n   i n t e l i g e n t 	 S m a r t   P e r s i a n 	   P e r s i a n 	 S m a r t   	 J@7>  2J25640=5  @01A:8	 8	M	.	>	0	M		  *	0	6	?	/	(		 A'13  GH4EF/	 '3E'1y  A'13	   	 							  										 
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	   	 I - S m a r t   P e r s i a n 	 I - P e r s i a n   e h l a k a n i p h i l e y o 	 S m a r t   K i a j e m i 	 S l i m   P e r s i e s 	 I n t e l e k t u a l u s i s   p e r s s  k . 	 S m a r t   P e r s i a n 	 S m a r t   p  r s i a 	 =elak  Ja}oeev	   	 S m a r t   P e r s i a n 	 8
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i n o 	       	     	 78:JB  ?@><5=5=  =0  M 0;09789A:8	 *	0	6	?	/	(	  -	>	7	>	  8	G		  	0	>		 2('F  1H  A'13  *F8E  4/	 A'13  2('F  3y  ,&	       	 									  				  			  					 -
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i n e 	       	       	 @5H:0  ?@8  0AB@>9:0  =0  M 0;09789A:8	 8	G		  *	0	6	?	/	(	  	B			 .7'  /1  *F8E  2('F  A'13	 A'13  3y  1F  E  :D7	           	 									  			  				  							 
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 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ P E R S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   M u l t i t a p   P e r s i a n 	 P e r s i a n 	 lee	 lee	 @-#L@5"	 P e r s a 	 P e r s a n 	 P e r s i s c h 	 M u l t i t a p   P e r s i a n 	 P e r s i a n o 	 'DA'13J)	 P e r s a 	 F a r s  a 	 B a   t 	 M u l t i t a p   P e r s i a n 	 P a r s i 	 +	>	0	8	@		 M u l t i t a p   P e r s i a n 	 M u l t i t a p   P e r s i a n 	 M u l t i t a p   P e r s i a n 	 P e r z s a 	 M u l t i t a p   P e r s i a n 	 M u l t i t a p   P e r s i a n 	 M u l t i t a p   P e r s i a n 	 P e r s i s c h 	 M u l t i t a p   P e r s i a n 	 V i ae s t r u k i   u n o s   P e r s i a n 	 P e r s i a n 	 M u l t i t a p   P e r s i a n 	     P e r s i a n 	 	 M u l t i t a p   P e r s i a n 	 .	2	M		@		*	  *	0	6	?	/	(		 A'13	 EDy  y~  A'13	   	 							 .
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	   	 I - M u l t i t a p   P e r s i a n 	 U m n o m b o   o m n i n z i   w e P e r s i a n 	 M u l t i t a p   K i a j e m i 	 P e r s i e s 	 M u l t i t a p   p e r s s  k . 	 M u l t i t a p   P e r s i a n 	 M u l t i t a p   p  r s i a 	 ?ovaok  pzxtx~  Ja}oeev	   	 M u l t i t a s t   p e r s a n 	 .
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 W G U I _ C A T E G O R Y _ P E R S I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 F A 	 	 	 	 	 	 	 	 F A 	 	 	 	 	 	 	 	 	 	 	 	 
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I2  B l u e t o o t h   H-	 P o r   f a v o r   d e t e n g a   e l   B l u e t o o t h   p r i m e r o   	 V e u i l l e z   d ' a b o r d   a r r  t e r   B l u e t o o t h 	 S t o p p e n   v o n   B l u e t o o t h   b e i   e r s t e m 	 !=0G0;0  2K:;NG8B5  B l u e t o o t h 	 A r r e s t a r e   p r i m a   i l   B l u e t o o t h 	 'D:'!  'D(DH*H+  #HD'	 P a r a r   B l u e t o o t h   p r i m e i r o 	 L  t f e n    n c e l i k l e   B l u e t o o t h ' u   d u r d u r u n   	 H  y   t m   d n g     B l u e t o o t h   l i 	 H e n t i k a n   d u l u   B l u e t o o t h 	 S i l a   h e n t i k a n   B l u e t o o t h   p a d a   m u l a n y a 	 	C	*	/	>	  *	9	2	G	  ,	M	2	B		B	%	  	K	  ,		&	  	0	G			 	 	 	 E l Qs z  r    l l  t s a   l e   a   B l u e t o o t h - f u n k c i  t 	 	 	 	 S t o p   B l u e t o o t h   e e r s t 	 	 	 V   r u g m   s   o p r i ci   a p l i c a ci a   B l u e t o o t h   m a i    n t  i 	 	 	         - ' 	 	 	C	*	/	>	  *	M	0	%	.	  ,	M	2	B		A	%	  %	>		,	5	>		 D7A'K  '(*/'  B l u e t o o t h   1'  E*HBA  F/	 ~D  (DH*H*  H  1H	       	 			  			  						  							  						 
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	     	 S i c e l a   u m i s e   i - B l u e t o o t h   e k u q a l e n i 	 N c e d a   n q a n d a   i B l u e t o o t h   k u q a l a 	 T a f a d h a l i   s i m a m i s h a   B l u e t o o t h   m a r a   y a   k w a n z a 	 S t o p   B l u e t o o t h   a s s e b l i e f   e e r s 	 P i r m i a u s i a i   s u s t a b d y k i t e   B l u e t o o t h 	 L kd z u ,   v i s p i r m s   a p t u r i e t   B l u e t o o t h 	 S e a   e s m a l t   B l u e t o o t h 	 =vdxt  ev  vam  av{ael  B l u e t o o t h - h	     	 V   r u g m   s   o p r i ci   a p l i c a ci a   B l u e t o o t h   m a i    n t  i 	 
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 S T R _ I D _ D I A L E R _ S C R E E N _ O P T I O N S _ G S M _ D I A L 	 I d l e 	 I C O N T E X T 	 D i a l   a n   o u t g o i n g   v o i c e   c a l l 	 V o i c e   c a l l 	 dq	 b5u݋	 @#5"*2"*2	 L l a m a d a   d e   v o z 	 A p p e l   v o c a l 	 V o i c e a n r u f 	 >;>A>2>9  2K7>2	 C h i a m a t a   v o c e 	 '*5'D  'D1BE  'D5H*J	 C h a m a d a   d e   v o z 	 S e s l i   a r a m a   	 G i    m   t h o i   n g    m 	 P a n g g i l a n   s u a r a 	 P a n g g i l a n   s u a r a 	 5	I	/	8	  	I	2		 	 	 	 H a n g h  v  s 	 	 	 	 S t e m g e s p r e k 	 	 	 A p e l   v o c a l 	 	 	   	 	 5	>	/	8	  	I	2		 *E'3  5H*	 5H*  'D	   	 				  			 
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 
 S T R _ I D _ D I A L E R _ S C R E E N _ O P T I O N S _ W L A N _ D I A L 	 I d l e 	 I C O N T E X T 	 D i a l   a   o u t g o u n g   V o I P   c a l l 	 V o I P   c a l l 	 d}q	 bQ~5u݋	 @#5"*2"  V o I P 	 L l a m a d a   d e   V o I P 	 A p p e l   V o I P 	 V o I P - A n r u f 	 K7>2  V o I P 	 C h i a m a t a   V o I P 	 '*5'D  'D1BE  'D4(C)	 C h a m a d a   V o I P 	 V o I P   a r a m a   	  m   t h o i   q u a   M n g 	 P a n g g i l a n   V o I P 	 P a n g g i l a n   V o I P 	 V o I P   	I	2		 	 	 	 V o I P   h  v  s 	 	 	 	 V o I P - g e s p r e k 	 	 	 A p e l   V o I P 	 	 	   V o I P 	 	 5	@				*	@	  	I	2		 *E'3  V o I P 	 V o I P   'D	   	 							  			 5
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	 V o I P   	 U c i n g o   l e - V o I P 	 I l i z w i   l e V o I P 	 S i m u   y a   V o I P 	 V o I P - o p r o e p 	 V o I P   s k a m b u t i s 	 V o I P   z v a n s 	 V o I P   k  n e 	 V o I P   oavy	 V o I P   	 A p e l   V o I P 	 V o I P   
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 	 8M50  2	 T h i r r j a   V o I P 	 V o I P   			 	 	 	 	 	 	 	 C h a m a d a   V o I P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D I A L E R _ S C R E E N _ O P T I O N S _ C H A N G E _ M O D E 	 I d l e 	 I C O N T E X T 	 C h a n g e   d i a l   m o d e   b e t w e e n   G S M   a n d   V o I P 	 C h a n g e   d i a l   m o d e 	 Rcd_!j_	 RbcbS!j_	 @%5H"B+!2#+!8	 C a m b i a r   m o d o   d e   m a r c a d o 	 C h a n g e r   l e   m o d e   d e   c o m p o s i t i o n 	 E i n w  h l m o d u s    n d e r n 	 !<5=8BL  @568<  =01>@0	 C a m b i a   m o d a l i t    c o m p o s i z i o n e 	 *-HJD  4CD  'D'*5'D	 A l t e r a r   m o d o   d e   m a r c a   o 	 A r a m a   m o d u n u   d e i _t i r   	 i   c h     q u a y   s 	 U b a h   m o d u s   p a n g g i l 	 T u k a r   m o d   d a i l 	 !	>	/	2	  .	K	!	  ,	&	2	G			 	 	 	 T  r c s  z  s i   m  d   v  l t  s a 	 	 	 	 K i e s w i j z e   v e r a n d e r e n 	 	 	 S c h i m b a ci   m o d u l   d e   a p e l a r e 	 	 	     	 	 !	>	/	2	  .	K	!	  ,	&	2	>		 *:1  -'D*  4E'1G  1	 '&D  EH  *(/D  ,&	     	 					  			  							 !
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  

  



	     	 S h i n t s h a   i m o d i   y o k u d a y e l a 	 T s h i n t s h a   i m o   y o k u d a y e l a 	 B a d i l i s h a   m o d i   y a   k u p i g a   s i m u 	 V e r a n d e r   s k a k e l m o d u s 	 P a k e i s t i   r i n k i m o   r e ~i m 	 M a i n +t   z v a n +aa n a s   r e ~+m u 	 V a h e t a   v a l i m i s r e ~i i m i 	 Sxmel  patapa~atav  |ejkth	     	 S c h i m b a ci   m o d u l   d e   a p e l a r e 	 !
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	 !>_2  .K!  *0?,0M$M$(  0(M$A	 N d r y s h o   m e n y r e n   e   r e n i e s 	 					  			  								  				 	 	 	 	 	 	 	 M u d a r   o   m o d o   d e   d i s c a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ P R E F E R R E D _ M O D E 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 P r e f e r r e d   m o d e   t i t l e   s t r i n g 	 P r e f e r r e d   m o d e 	 *QHQ!j_	 OHQ!j_	 B+!5HI-2#	 M o d o   p r e f e r i d o 	 M o d e   p r  f  r  	 B e v o r z u g t e r   M o d u s 	 @54?>GB8B5;L=K9  @568<	 M o d a l i t    p r e f e r i t a 	 4CD  #HDJ	 M o d o   p r e f e r i d o 	 T e r c i h   e d i l e n   m o d   	 C h     u   t i  n 	 M o d u s   y a n g   d i p i l i h 	 M o d   d i u t a m a k a n 	 	'	?	.	>	(	M	/	  .	K	!		 	 	 	 E l Qn y b e n   r  s z e s  t e t t   m  d 	 	 	 	 V o o r k e u r s s t a n d 	 	 	 M o d   p r e f e r a t 	 	 	   	 	 *	8		$	@		>	  .	K	!		 -'D*  /D.H'G	 *1,-  EH	     	 								  				 $
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  



  

	   	 I m o d i   e t h a n d w a y o 	 I m o   e k h e t h w a y o 	 M o d i   i n a y o p e n d e l e w a 	 V e r k o s e   m o d u s 	 P a g e i d a u t i n a s   r e ~i m a s 	 R e ~+m a   p r e f e r e n c e 	 E e l i s t a t u d   r e ~i i m 	 3eada}~xr  |ejkt	   	 M o d   p r e f e r a t 	 
7
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	 *8(M&?$  .K!	 M e n y r a   e   p r e f e r u a r 	 						  				 	 	 	 	 	 	 	 M o d o   p r e f e r i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ P R E F E R R E D _ M O D E _ G S M _ O N L Y 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 O n l y   a l l o w   t o   u s e   G S M 	 G S M   o n l y 	 SO(uLRq|q}	 SO(uyR5u݋|~	 @	20  G S M 	 G S M   s o l a m e n t e   	 G S M   s e u l e m e n t 	 N u r   G S M 	 ">;L:>  G S M 	 S o l o   G S M 	 '3*./'E  F8'E  'DFB'D  AB7	 A p e n a s   G S M 	 Y a l n 1z c a   G S M   	 C h   s   d n g   M n g   G S M 	 H a n y a   G S M 	 H a n y a   G S M 	   	G	5	2	  G S M   	 	 	 	 C s a k   G S M 	 	 	 	 A l l e e n   G S M 	 	 	 N u m a i   G S M 	 	 	 G S M   	 	 +		M	$	  G S M 	 AB7  G S M 	   51A  G S M 	   	 						  										 8
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  G S M   	     	 I - G S M   k u p h e l a 	 I - G S M   k u p h e l a 	 G S M   t u 	 S l e g s   G S M 	 T i k   G S M 	 T i k a i   G S M 	 A i n u l t   G S M 	 Dkauv  G S M 	   G S M 	 N u m a i   G S M 	 G S M   .
>
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
	 G S M   G,3	 G S M   v e t e m 	 				  G S M 	 	 	 	 	 	 	 	 G S M   s o m e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ P R E F E R R E D _ M O D E _ W L A N _ O N L Y 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 O n l y   a l l o w   t o   u s e   W L A N 	 W L A N   o n l y 	 SO(u!q}@SW}	 SO(ue~@\WQ~	 @	20  W L A N 	 W L A N   s o l a m e n t e   	 W L A N   s e u l e m e n t 	 N u r   W L A N 	 ">;L:>  W L A N 	 S o l o   W L A N 	 '3*./'E  'D4(C)  'DA19J)  (/HF  'D3DC  AB7	 A p e n a s   W L A N 	 Y a l n 1z c a   W L A N   	 C h   s   d n g   M n g   k h  n g   d  y   W L A N 	 H a n y a   W L A N 	 H a n y a   W L A N 	 	G	5	2	  W L A N 	 	 	 	 C s a k   W L A N 	 	 	 	 A l l e e n   W L A N 	 	 	 N u m a i   W L A N 	 	 	 W L A N   	 	 +		M	$	  !	,	M	2	M	/	B		2			(	  	 AB7  W L A N 	   51A  W L A N 	   	 										  										 8
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  	 !,M2M/A2M(M  .>$M0.G	 "V;L:8  W L A N 	 W L A N   




	 W L A N   	 I - W L A N   k u p h e l a 	 I - W L A N   k u p h e l a 	 W L A N   t u 	 S l e g s   W L A N 	 T i k   W L A N 	 T i k a i   W L A N 	 A i n u l t   W L A N 	 Dkauv  W L A N 	   W L A N 	 N u m a i   W L A N 	 W L A N   .
>
$
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0

	 W L A N   G,3	 W L A N   v e t e m 	 				  W L A N 	 	 	 	 	 	 	 	 W L A N   a p e n a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ P R E F E R R E D _ M O D E _ G S M _ P R E F E R R E D 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 P r e f e r r e d   t o   u s e   G S M 	 G S M   p r e f e r r e d 	 LRq|q}*QHQ	 yR5u݋|~OHQ	 I-2#  G S M 	 G S M   p r e f e r i d o 	 G S M   p r  f  r  	 G S M   b e v o r z u g t 	 @54?>G8B0BL  G S M 	 G S M   p r e f e r i t a 	 F8'E  'DG'*A  'DFB'D  #HD'	 G S M   p r e f e r i d o 	 T e r c i h   e d i l e n   G S M   	 u   t i  n   M n g   G S M 	 G S M   t e l a h   d i p i l i h 	 G S M   d i u t a m a k a n 	   G S M   	'	?	.	>	(	M	/		 	 	 	 G S M   e l Qn y b e n 	 	 	 	 V o o r k e u r   v o o r   G S M 	 	 	 G S M   p r e f e r a t 	 	 	   - G S M 	 	 G S M   *	M	0	@	+	0	M	!		 G S M   /D.H'G  '3*	   *1,-  G S M 	     	 						  					  			  						 G S M   $
0

@
9
@
	 ?8M  *M0?+0M	 5@52030  G S M 	 G S M   





	     	 K u t h a n d w a   i - G S M 	 I - G S M   e t h a n d w a y o 	 G S M   i n a y o p e n d e l e w a 	 G S M   v e r k i e s 	 P a g e i d a u t i n a s   G S M 	 G S M   p r e f e r . 	 G S M   e e l i s t a t u d 	 G S M - k  ceada}xt	   G S M 	 G S M   p r e f e r a t 	 G S M   *
M
0
>
.
A

M
/

	 G S M   *8(M&?$	 G S M   e   p r e f e r u a r 	 						  G S M 	 	 	 	 	 	 	 	 G S M   p r e f e r i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ N E T S E T _ P R E F E R R E D _ M O D E _ W L A N _ P R E F E R R E D 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 P r e f e r r e d   t o   u s e   W L A N 	 W L A N   p r e f e r r e d 	 !q}@SW}*QHQ	 e~@\WQ~OHQ	 I-2#  W L A N 	 W L A N   p r e f e r i d o 	 W L A N   p r  f  r  	 W L A N   b e v o r z u g t 	 @54?>G8B0BL  W L A N 	 W L A N   p r e f e r i t a 	 4(C)  (/HF  'D3DC  #HD'	 W L A N   p r e f e r i d o 	 T e r c i h   e d i l e n   W L A N   	 u   t i  n   M n g   G S M   k h  n g   d  y   W L A N 	 W L A N   t e l a h   d i p i l i h 	 W L A N   d i u t a m a k a n 	   W L A N   	'	?	.	>	(	M	/		 	 	 	 W L A N   e l Qn y b e n 	 	 	 	 V o o r k e u r   v o o r   W L A N 	 	 	 W L A N   p r e f e r a t 	 	 	   - W L A N 	 	 W L A N   *	M	0	@	+	0	M	!		 W L A N   /D.H'G  '3*	   *1,-  W L A N 	     	 										  					  			  						 W L A N   $
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 
 S T R _ I D _ D T C N T _ W L A N _ E R R O R _ N O _ P R O F I L E S 	 W L A N 	 P O P U P 	 N o   v a l i d   s e t t i n g s 	 N o   v a l i d   s e t t i n g s 	 !q	gHe-[j	 e	gHench	 D!H!5H241I5HC
IDI	 C o n f i g u r a c i  n   n o   v  l i d a 	 A u c u n   r  g l a g e   v a l i d e 	 K e i n e   g  l t i g e n   E i n s t e l l u n g e n 	 5B  4>?CAB8<KE  =0AB@>5:	 N e s s u n a   i m p o s t a z i o n e   v a l i d a 	 D'  JH,/  '9/'/'*  'D4CD  :J1  5'D-	 S e m   d e f i n i   e s   v  l i d a s 	 G e  e r l i   a y a r   y o k   	 C  i   t   k h  n g   h p   l 	 T i d a k   a d a   p e n g a t u r a n   y a n g   v a l i d 	 T i a d a   s e t i n g   s a h 	 	K		    .	>	(	M	/	  8	G		?			M	8	  (	9	@			 	 	 	 N i n c s    r v  n y e s   b e  l l  t  s 	 	 	 	 G e e n   g e l d i g e   i n s t e l l i n g e n 	 	 	 S e t r i l e   n u   s u n t   v a l i d e 	 	 	     	 	 5	H	'	  8	G		?			M	8	  (	>	9	@	$		 *F8E'*  E9*(1  EH,H/  F3*	 H&  5--  3yF  F	     	 			  							  						  				 
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	     	 A w e k h o   a m a s e t h i n g i   a n g o m t h e t h o 	 A k u k h o   l u s e t o   l u s e b e n z a y o 	 H a k u n a   m i p a n g i l i o   h a l a l i 	 G e e n   g e l d i g e   i n s t e l l i n g s   n i e 	 N r a   g a l i o j a n 
i s  n u o s t a t s	 N a v   d e r +g u   i e s t a t +j u m u 	 S o b i v a d   s  t t e d   p u u d u v a d 	 1v~a~e  oauavve	     	 S e t r i l e   n u   s u n t   v a l i d e 	 8
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 
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I2-"9H	 N o   p u e d e   r e e m p l a z a r   l a   c o n f i g u r a c i  n   e n   u s o   	 I m p o s s i b l e   d e   r e m p l a c e r   l e s   r  g l a g e s   u t i l i s  s 	 V e r w e n d e t e   E i n s t e l l u n g e n   k  n n e n   n i c h t   e r s e t z t   w e r d e 	 52>7<>6=>  70<5=8BL  8A?>;L7C5<K9  ?0@0<5B@	 I m p o s s i b i l e   s o s t i t u i r e   l e   i m p o s t a z i o n i   i n   u s o 	 *901  '3*(/'D  'D%9/'/'*  'DE3*./E)	 N  o      p o s s  v e l   s u b s t i t u i r   a s   d e f i n i   e s   e m   u t i l i z a   o 	 K u l l a n 1m d a k i   a y a r l a r   d e i _t i r i l e m e z 	 K h  n g   t h   i   c  i   t   a n g   d  n g 	 T i d a k   d a p a t   m e n g g a n t i   p e n g a t u r a n   y a n g   s e d a n g   d i g u n a k a n 	 T a k   d a p a t   m e n g g a n t i   p e n g e s e t a n   y a n g   s e d a n g   d i g u n a 	 		*	/	K		  .	G		  2	>		  	>	  0	9	@	  8	G		?			  	K	  ,	&	2	  (	9	@		  8		$	G		 	 	 	 A   h a s z n  l a t b a n   l  v Q  b e  l l  t  s o k   n e m   c s e r  l h e t Qk 	 	 	 	 K a n   i n s t e l l i n g e n   t i j d e n s   g e b r u i k   n i e t   v e r a n d e r e n 	 	 	 I m p o s i b i l   d e    n l o c u i t   s e t r i l e   u t i l i z a t e 	 	 	         	 	 5	>	*	0	>	  8	G		?			  ,	&	2	G	2	>	  	8	.	0	M	%		 FE*H'F  *F8EG'  EH1/  '3*A'/G  1'  ,'2F  FEH/	 ,H  3yF  '3*9E'D  E    '3  H  *(/D  F  13*'	           	 							  			  					  			  					  									  				  						  			 
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i a s   n u o s t a t a s 	 I z l a i s t   n e d e r +g u s   i e s t a t +j u m u s 	 J  t a   v i g a s e d   s  t t e d   v a h e l e 	 2a  ixrvel  av~a~e  oauavveh	     	 I g n o r a ci   s e t r i l e   n e v a l i d e 	 
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 
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 S T R _ I D _ V D O E D T _ A U D 1 	 V D O E D T 	 I C O N T E X T 	 M e n u   s t r i n g :   d e f a u l t   a u d i o   t r a c k   1 	 M u s i c   1 	 j1 	 PN1 	 @%  1 	 M  s i c a   1 	 M u s i q u e   1 	 M u s i k   1 	 C7K:0  1 	 M u s i c a   1 	 'DEH3JBJ1 	 M  s i c a   1 	 M  z i k   1   	 N h c   1 	 M u s i k   1 	 M u z i k   1 	   .	M	/	B		<	?		  1 	 	 	 	 1 .   z e n e 	 	 	 	 M u z i e k   1 	 	 	 M e l o d i e   1 	 	 	   1 	 	 	!	?	/	K	  1 	 EH3B  1 	 "H  1 	     1 	 						  		 
!
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  1 	 !?/K  1 	 2C:  1 	 




  1 	   1 	 U m c u l o   1 	 U m c u l o   w e - 1 	 M u z i k i   1 	 M u s i e k   1 	 1   m u z i k a 	 1 .   m kz i k a 	 M u u s i k a   1 	 5ajwxiuxv  1 	   1 	 M u z i c   1 	 8
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  1 	 8M@$  1 	 	 					  1 	 	 	 	 	 	 	 	 M  s i c a   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O E D T _ A U D 2 	 V D O E D T 	 I C O N T E X T 	 M e n u   s t r i n g :   d e f a u l t   a u d i o   t r a c k   2 	 M u s i c   2 	 j2 	 PN2 	 @%  2 	 M  s i c a   2 	 M u s i q u e   2 	 M u s i k   2 	 C7K:0  2 	 M u s i c a   2 	 'DEH3JBJ2 	 M  s i c a   2 	 M  z i k   2   	 N h c   2 	 M u s i k   2 	 M u z i k   2 	   .	M	/	B		<	?		  2 	 	 	 	 2 .   z e n e 	 	 	 	 M u z i e k   2 	 	 	 M e l o d i e   2 	 	 	   2 	 	 	!	?	/	K	  2 	 EH3B  2 	 "H  2 	     2 	 						  		 
!
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  2 	 !?/K  2 	 2C:  2 	 




  2 	   2 	 U m c u l o   2 	 U m c u l o   w e - 2 	 M u z i k i   2 	 M u s i e k   2 	 2   m u z i k a 	 2 .   m kz i k a 	 M u u s i k a   2 	 5ajwxiuxv  2 	   2 	 M u z i c   2 	 8
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  2 	 8M@$  2 	 	 					  2 	 	 	 	 	 	 	 	 M  s i c a   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O E D T _ S E L _ F R O M _ F I L E 	 V D O E D T 	 I C O N T E X T 	 M e n u   s t r i n g :   c h o o s e   i m a g e / a u d i o / v i d e o   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 xdjHh	 	beN	 @%7-2D%L	 S e l e c c i o n a r   d e s d e   a r c h i v o 	 S  l e c t i o n n e r      p a r t i r   d  u n   f i c h i e r 	 V o n   D a t e i   w  h l e n 	 K1@0BL  D09;	 S e l e z i o n a   d a   f i l e 	 '.*J'1  'DEDA	 S e l e c c i o n a r   d e   f i c h e i r o 	 D o s y a d a n   s e    	 C h n   t p 	 P i l i h   d a r i   f i l e 	 P i l i h   d a r i p a d a   f a i l 	 +	>		2	  8	G	  	/	(	  	0	G			 	 	 	 V  l a s z t  s   f  j l b  l 	 	 	 	 S e l e c t e r e n   v a n   b e s t a n d 	 	 	 S e l e c t a r e   d i n   f i _i e r 	 	 	   	 	 +	>		2	  .	'	B	(	  (	?	5	!	>		 'F*.'(  '2  A'D	 A'&D  3  EF*.(  ,&	     	 				  				  								  					 +
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	       	 K h e t h a   e f a y e l e n i 	 K h e t h a   k w i f a y l e 	 C h a g u a   k u t o k a   k w a   f a i l i 	 K i e s   u i t   l  e r 	 P a r i n k t i   i a  f a i l o 	 I z v l t i e s   n o   f a i l a 	 V a l i   f a i l i s t 	 8vel  aulk	   	 S e l e c t a r e   d i n   f i _i e r 	 +
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 
 S T R _ I D _ V D O E D T _ R E M O V E _ C O N F I R M 	 V D O E D T 	 P O P U P C O N F I R M 	   	 R e m o v e   t h e   c l i p ? 	 x[ydGrk	 nx[ydGrk	 %%45I? 	  E l i m i n a r   e s t a   t o m a ? 	 E n l e v e r   c e   c l i p   ? 	 D e n   C l i p   e n t f e r n e n ? 	 #40;8BL  MB>B  A=8<>:? 	 R i m u o v e r e   q u e s t a   f o t o ? 	 %2'D)  'DEB79	 R e m o v e r   o   c l i p ? 	  e k i m   k a l d 1r 1l s 1n   m 1?   	 X  a   c l i p ? 	 H a p u s   k l i p ? 	 K e l u a r k a n   k l i p   i n i ? 	 /	9	  	M	2	?	*	  9		>			  ? 	 	 	 	 E l t  v o l  t j a   a   k l i p e t ? 	 	 	 	 D e   c l i p   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   a c e a s t   s e c v e n c? 	 	 	     ? 	 	 9	>	  6	I		  	>		B	(	  	>		>	/		>	? 	 D~  ~'  4H/	 '3  EF81  H  y'&	     ? 	 		  				  					  						? 	 
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 
 S T R _ I D _ V D O E D T _ R E M O V _ S H O T 	 V D O E D T 	 I C O N T E X T 	 M e n u   s t r i n g :   r e m o v e   a   v i d e o   s h o t 	 R e m o v e   t h e   c l i p 	 ydGrk	 ydGrk	 %%4	 E l i m i n a r   e s t a   t o m a 	 E n l e v e r   l e   c l i p 	 D e n   C l i p   e n t f e r n e n 	 #40;8BL  A=8<>:	 R i m u o v i   l a   f o t o 	 %2'D)  'DEB79	 R e m o v e r   o   c l i p 	  e k i m i   k a l d 1r   	 X  a   c l i p 	 H a p u s   k l i p 	 K e l u a r k a n   k l i p   i n i 	 	8	  	M	2	?	*	  	K	  9		>				 	 	 	 A   k l i p   e l t  v o l  t  s a 	 	 	 	 C l i p   v e r w i j d e r e n 	 	 	 ^t e r g e r e   s e c v e n c	 	 	     	 	 6	I		  	>	"	B	(	  	>		>		 ~'  1/F  D~	 EF81  H  y'&	     	 		  				  					  						 
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	     	 K h i p h a i - s h o t 	 S u s a   i s i t h o n g a 	 O n d o a   p i c h a   h i i 	 V e r w y d e r   d i e   s n i t 	 P a aa l i n t i   k a d r 	 A i z v k t   k i n o k a d r u 	 E e m a l d a n   s e l l e   v  t t e ? 	 @e|avel  pxlx~aoh	     	 ^t e r g e r e   s e c v e n c	 7
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 
 S T R _ I D _ V D O E D T _ R E M O V _ F R M T X T 	 V D O E D T 	 I C O N T E X T 	 m e n u   s t r i n g :   r e m o v e   a   f r a m e   o r   t e x t   w h i c h   a d d e d   t o   v i d e o 	 R e m o v e   f r a m e / t e x t 	 ydWFh/ eW[	 ydꁢVFh/ eW[	 %@#!/ I-'2!	 E l i m i n a r   c u a d r o / t e x t o 	 E n l e v e r   l e   c a d r e / t e x t e 	 R a h m e n / T e x t   e n t f e r n e n 	 #40;8BL  @0<:C/ B5:AB	 R i m u o v i   f o t o g r a m m a / t e s t o 	 '2'D)  'D,/HD\ F5H5	 R e m o v e r   f o t o g r a m a / t e x t o 	  e r  e v e y i / m e t n i   k a l d 1r   	 X  a   k h u n g   n h / k    t 	 H a p u s   b i n g k a i / t e k s 	 K e l u a r k a n   b i n g k a i / t e k s 	 +	M	0	G	.	/ 	G		M	8	M		  9		>				 	 	 	 K e r e t / s z  v e g   e l t  v o l  t  s a 	 	 	 	 F r a m e / t e k s t   v e r w i j d e r e n 	 	 	 ^t e r g e r e   c a d r u / t e x t 	 	 	   / 	 	 	L			/ *	>	 	M	/	  	>	"	B	(	  	>		>		 -0A  A1E/ E*F	 A1E/ y3y  H  y'&	 /   	 					/ 						  					  						 +
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 S T R _ I D _ V D O E D T _ I M G _ D U R _ 1 	 V D O E D T 	 I C O N T E X T 	 m e n u   s t r i n g :   c h a n g e   i m a g e   d u r a t i o n   t o   2   s e c o n d s 	 2   s e c o n d s 	 Ny	 Ny	 2   '425	 2   s e g u n d o s 	 2   s e c o n d e s 	 2   S e k u n d e n 	 2   A	 2   s e c o n d i 	 2 +'FJ)	 2   s e g u n d o s 	 2   s a n i y e   	 2   g i  y 	 2   d e t i k 	 2   s a a t 	 2   8	G		G		!		 	 	 	 2   m  s o d p e r c 	 	 	 	 2   s e c o n d e n 	 	 	 2   s e c u n d e 	 	 	 2   	 	 2   8	G	. 	 2   +'FG	 2 3F	 2   	 	  								 2   8
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 
 S T R _ I D _ V D O E D T _ I M G _ D U R _ 2 	 V D O E D T 	 I C O N T E X T 	 m e n u   s t r i n g :   c h a n g e   i m a g e   d u r a t i o n   t o   3   s e c o n d s 	 3   s e c o n d s 	 	Ny	 	Ny	 3   '425	 3   s e g u n d o s 	 3   s e c o n d e s 	 3   S e k u n d e n 	 3   A	 3   s e c o n d i 	 3 +'FJ)	 3   s e g u n d o s 	 3   s a n i y e   	 3   g i  y 	 3   d e t i k 	 3   s a a t 	 3   8	G		G		!		 	 	 	 3   m  s o d p e r c 	 	 	 	 3   s e c o n d e n 	 	 	 3   s e c u n d e 	 	 	 3   	 	 3   8	G	. 	 3   +'FG	 3 3F	 3   	 	  								 3   8
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 
 S T R _ I D _ V D O E D T _ I M G _ D U R _ 3 	 V D O E D T 	 I C O N T E X T 	 m e n u   s t r i n g :   c h a n g e   i m a g e   d u r a t i o n   t o   4   s e c o n d s 	 4   s e c o n d s 	 Vy	 Vy	 4   '425	 4   s e g u n d o s 	 4   s e c o n d e s 	 4   S e k u n d e n 	 4   A	 4   s e c o n d i 	 4 +'FJ)	 4   s e g u n d o s 	 4   s a n i y e   	 4 g i  y 	 4   d e t i k 	 4   s a a t 	 4   8	G		G		!		 	 	 	 4   m  s o d p e r c 	 	 	 	 4   s e c o n d e n 	 	 	 4   s e c u n d e 	 	 	 4   	 	 4   8	G	. 	 4   +'FG	 4 3F	 4   	 	  								 4   8
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 
 S T R _ I D _ V D O E D T _ I M G _ D U R _ 4 	 V D O E D T 	 I C O N T E X T 	 m e n u   s t r i n g :   c h a n g e   i m a g e   d u r a t i o n   t o   5   s e c o n d s 	 5   s e c o n d s 	 Ny	 Ny	 5   '425	 5   s e g u n d o s 	 5   s e c o n d e s 	 5   S e k u n d e n 	 5   A	 5   s e c o n d i 	 5 +'FJ)	 5   s e g u n d o s 	 5   s a n i y e   	 5   g i  y 	 5   d e t i k 	 5   s a a t 	 5   8	G		G		!		 	 	 	 5   m  s o d p e r c 	 	 	 	 5   s e c o n d e n 	 	 	 5   s e c u n d e 	 	 	 5   	 	 5   8	G	. 	 5   +'FG	 5 3F	 5   	 	  								 5   8
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 
 S T R _ I D _ V D O E D T _ I M G _ D U R _ 5 	 V D O E D T 	 I C O N T E X T 	 m e n u   s t r i n g :   c h a n g e   i m a g e   d u r a t i o n   t o   6   s e c o n d s 	 6   s e c o n d s 	 mQy	 mQy	 6   '425	 6   s e g u n d o s 	 6   s e c o n d e s 	 6   S e k u n d e n 	 6   A	 6   s e c o n d i 	 6 +'FJ)	 6   s e g u n d o s 	 6   s a n i y e   	 6   g i  y 	 6   d e t i k 	 6   s a a t 	 6   8	G		G		!		 	 	 	 6   m  s o d p e r c 	 	 	 	 6   s e c o n d e n 	 	 	 6   s e c u n d e 	 	 	 6   	 	 6   8	G	. 	 6   +'FG	 6 3F	 6   	 	  								 6   8
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	   	 U m p h u m e l a   o p h u m a y o 	 I m p e m b e l e l o   y a n g a p h a n d l e 	 A t h a r i   y a   n j e 	 U i t - e f f e k 	 E f e k t a s   n e v e i k i a 	 B e i g u   e f e k t s 	 O u t   e f f e c t 	 1vpeavalx  geo	     	 E f e c t   d u p   s e c v e n c	 

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 
 S T R _ I D _ V D O E D T _ E F F E C T _ N O N E 	 V D O E D T 	 C 0 5 7 _ 1 	 m e n u   o p t i o n :   n o   t r a n s i t i o n   e f f e c t s 	 N o n e 	 !q	 e	 D!H!5	 N i n g u n o 	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'	 N e n h u m 	 H i  b i r i   	 K h  n g 	 T i d a k   a d a 	 T i a d a 	   	K		  (	9	@			 	 	 	 N i n c s 	 	 	 	 G e e n 	 	 	 N i c i u n   e f e c t 	 	 	 	 	 	>	9	@	9	@	  (	>	9	@		 G/'E	 H&  F	 ,   	 						  			 
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 
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 
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 
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 
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	   /   	 E n g e z a / H l e l a   u m b h a l o 	 O n g e z a / L u n g i s a   a m a g a m a 	 O n g e z a / H a r i r i   m a a n d i s h i 	 V o e g   t e k s   b y / w y s i g   t e k s 	 P r i d t i   /   r e d a g u o t i   t e k s t 	 P i e l i k t / R e d i #t   t e k s t u 	 L i s a   t e k s t   /   R e d i g e e r i   t e k s t 	 1~elavel/ =tbacel  e}h	 /     	 A d u g a r e / e d i t a r e   t e x t 	 
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H	 F u e n t e   g r a n d e 	 G r a n d e   p o l i c e 	 G r o  	 @C?=K9  H@8DB	 C a r a t t e r e   g r a n d e 	 C(J1	 G r a n d e 	 G e n i _	 L n 	 B e s a r 	 F o n   b e s a r 	 ,	\	>		 	 	 	 N a g y 	 	 	 	 G r o o t 	 	 	 C a r a c t e r e   m a r i 	 	 	 	 	 &	@	0	M		  +	E	(	M			 (21	 ('  3'&2	   	 				 5
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	   	 I f o n t i   e p h a k a t h i   n e n d a w o 	 I f o n t i   e p h a k a t h i 	 F o n t i   y a   w a s t a n i 	 M e d i u m 	 V i d u t i n i s   ar i f t a s 	 V i d j s   f o n t s 	 K e s k m i n e   f o n t 	 Dk{kv  a|ae}ao	   	 F o n t   m e d i u 	 

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 
 S T R _ I D _ V D O E D T _ T X T _ S 	 V D O E D T 	 C 0 5 7 _ 1 	 m e n u   o p t i o n :   s m a l l   f o n t 	 S m a l l 	 \	 \	 @%G	 F u e n t e   p e q u e  a 	 P e t i t e   p o l i c e     	 K l e i n 	 5;:89	 C a r a t t e r e   p i c c o l o 	 5:J1	 P e q u e n a 	 K    k 	 N h 	 K e c i l 	 F o n   k e c i l 	 	K		>	  	 	 	 	 K i c s i 	 	 	 	 K l e i n 	 	 	 C a r a c t e r e   m i c i 	 	 	 	 	 2	9	>	(	  +	E	(	M			 CHC	 Hy'  3'&2	   	 			  	 
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 
 S T R _ I D _ V D O E D T _ T X T _ A L I G N _ T O P 	 V D O E D T 	 C 0 5 7 _ 1 	 m e n u   o p t i o n :   t e x t   a l i g n   t o   t o p   e d g e   o f   t h e   v i d e o 	 T o p 	 
N	 
N	 I2	 P a r t e   s u p e r i o r 	 H a u t 	 O b e n 	 >  25@E=5<C  :@0N	 A l t o 	 #9DJ	 S u p e r i o r 	  s t   	 L  n 	 A t a s 	 A t a s 	 
	*	0		 	 	 	 F e l s Q	 	 	 	 T o p 	 	 	 A l i n i e r e    n   p a r t e a   d e   s u s 	 	 	 	 	 8	0	M	5	*	M	0	%	.		 ('D'	 'H~1	 	 				 8
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 
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 
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>
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 
 S T R _ I D _ V D O E D T _ T X T _ C H O O S E _ F R M 	 V D O E D T 	 T I T L E ,   I C O N T E X T 	 M M I   t i t l e   t e x t :   s e l e c t   a   c u s t o m   f r a m e   o f   v i d e o 	 S e l e c t   a   f r a m e 	 ˊxdWFh	 	bVFh	 @%7-@#!	 S e l e c c i o n a r   u n   c u a d r o 	 S  l e c t i o n n e r   u n   c a d r e 	 E i n e n   R a h m e n   w  h l e n 	 K15@8B5  @0<:C	 S e l e z i o n a   f o t o g r a m m a 	 *.*'1  'DJ  'D,/HD	 S e l e c c i o n a r   u m   f o t o g r a m a 	 B i r    e r  e v e   s e  i n   	 C h n   k h u n g   h  n h 	 P i l i h   b i n g k a i 	 P i l i h   b i n g k a i 	 		  +	M	0	G	.	  	A	(	G		  	 	 	 	 K e r e t   v  l a s z t  s a 	 	 	 	 S e l e c t e e r   e e n   k a d e r 	 	 	 S e l e c t a ci   u n   c a d r u 	 	 	   	 	 	L			  (	?	5	!	>		 'F*.'(  A1E	 '  A1E  EF*.(  ,&	     	 				  					  								  					 
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	       	 K h e t h a   i f r e m u 	 K h e t h a   i f r e y i m i 	 C h a g u a   f r e m u 	 K i e s   ' n   r a a m 	 P a s i r i n k t i   r m e l /	 I z v l i e t i e s   k a d r u 	 V a l i   k a a d e r 	 8vel  w{avao	   	 S e l e c t a ci   u n   c a d r u 	 
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 
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 
 S T R _ I D _ V D O E D T _ E N C O D I N G 	 V D O E D T 	 C 4 0 2 _ 1 	 t i t l e :   r e m a i n   t i m e   o f   s a v i n g   p r o c e s s 	 R e m a i n i n g   t i m e 	 iRBf	 iRYOe	 @'%25H@+%7-	 T i e m p o   r e s t a n t e   	 D u r  e   r e s t a n t e 	 V e r b l e i b e n d e   Z e i t 	 AB02H55AO  2@5<O	 T e m p o   r i m a n e n t e 	 2EF  'D('BJ	 T e m p o   r e s t a n t e 	 K a l a n   s  r e   	 a n g   l u   	 W a k t u   t e r s i s a 	 B a k i   m a s a 	   6	G	7	  8	.	/		 	 	 	 H  t r a l  v Q  i d Q	 	 	 	 R e s t e r e n d e   t i j d 	 	 	 T i m p   r m a s 	 	 	   	 	 6	?	2	M	2		  5	G	3		 2E'F  ('BE'F/G	 E-AH8  HF'  ,'1	   	 			  								 
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?  	     ,   ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 L  e r   b e s t a a n   a l r e e d s ,   o o r s k r y f ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 F i l e   a l r e a d y   e x i s t s ,   o v e r w r i t e ? 	 	 	 D o k u m e n t i   t a s h m e   e k z i s t o n ,   m b i s h k r u a j ? 	 				  								  				  			?   							  						? 	 	 	 	 	 	 	 	 A r q u i v o   j    e x i s t e ,   s o b r e s c r e v e r ? 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ V D O E D T _ I N V A L I D _ V D O 	 V D O E D T 	 P O P U P 	 p o p u p :   t h i s   v i d e o   i s   n o t   a n   a v a i l a b l e   o n e ,   c a n n o t   i n s e r t   i n t o   v i d e o   e d i t o r 	 I n v a l i d   v i d e o   f i l e 	 !qHevq_Grj	 eHevƉeN	 D%L'45B-D!H9I-	 A r c h i v o   d e   v i d e o   i n v  l i d o 	 F i c h i e r   v i d  o   i n v a l i d e 	 U n g  l t i g e   V i d e o d a t e i 	 54>?CAB8<K9  2845>D09;	 F i l e   v i d e o   n o n   v a l i d o 	 EDA  'DAJ/JH  :J1  5'D-	 F i c h e i r o   d e   v  d e o   i n v  l i d o 	 G e  e r s i z   v i d e o   d o s y a s 1  	 T p   h o t   h  n h   k h  n g   h p   l 	 F i l e   v i d e o   t i d a k   v a l i d 	 F a i l   v i d e o   t a k   s a h 	 	.	>	(	M	/	  5	@	!	?	/	K	  +	>		2		 	 	 	  r v  n y t e l e n   v i d e o f  j l 	 	 	 	 O n g e l d i g   v i d e o b e s t a n d 	 	 	 F i _i e r   v i d e o   n e v a l i d 	 	 	       	 	 	5	H	'	  5	M	9	?	!	?	/	K	  +	>		2		 A'D  ADE  E9*(1  F3*	 :D7  HH  A'&D	         	 								  					  					 
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 
 S T R _ I D _ V D O E D T _ F I L E _ N O T _ F O U N D 	 V D O E D T 	 P O P U P 	 p r o m p t :   t h e   f i l e   i s   n o t   e x i s t 	 F i l e   n o t   f o u n d 	 jHh
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NX[(W	 D!HD%L	 A r c h i v o   n o   e n c o n t r a d o 	 F i c h i e r   n o n   t r o u v  	 D a t e i   n i c h t   g e f u n d e n 	 $09;  =5  =0945=	 F i l e   n o n   t r o v a t o 	 'DEDA  :J1  EH,H/	 F i c h e i r o   n  o   e n c o n t r a d o 	 D o s y a   b u l u n a m a d 1  	 T p   k h  n g   t n   t i 	 F i l e   t i d a k   d i t e m u k a n 	 F a i l   t a k   d i t e m u i 	 +	>		2	  (	9	@		  *	>		  		  	 	 	 	 A   f  j l   n e m   t a l  l h a t  	 	 	 	 B e s t a n d   n i e t   g e v o n d e n 	 	 	 F i _i e r u l   n u   a   f o s t   g s i t 	 	 	     	 	 +	>		2	  .	G	3	5	>	  (	>	9	@		 A'D  'A*  F4/	 A'&D  F  ED	   	 				  					  						 +
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 S T R _ I D _ V D O E D T _ W H I T E 	 V D O E D T 	 C 0 5 7 _ 1 	 o p t i o n :   t e x t   c o l o r   -   w h i t e 	 W h i t e 	 }v	 }v	 2'	 B l a n c o 	 B l a n c 	 W e i  	 5;K9	 B i a n c o 	 (J6'!	 B r a n c o 	 B e y a z   	 T r n g 	 P u t i h 	 P u t i h 	   8	+	G	&		 	 	 	 F e h  r 	 	 	 	 W i t 	 	 	 A l b 	 	 	 	 	 *	>		"	0	>		 3A/	 3A/	 	 					 8
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 S T R _ I D _ V D O E D T _ E M P T Y _ S T R I N G 	 V D O E D T 	 P O P U P 	 p r o m p t   e r r o r :   u s e r   h a s   i n p u t e d   n o t h i n g 	 E m p t y   s t r i n g 	 zz}veW[gQ[	 zz}veW[Q[	 *#4'H2	 C a d e n a   d e   t e x t o   v a c  a 	 C h a  n e   v i d e 	 L e e r e   Z e i c h e n f o l g e 	 CAB0O  AB@>:0	 S t r i n g a   v u o t a 	 E-*HJ'*  .'DJ)	 I n s t r u   o   v a z i a 	 B o _  d i z i 	 N i   d u n g   k    t   t r n g 	 S t r i n g   k o s o n g 	 R e n t e t a n   k o s o n g 	 	>	2	@	  8	M		M	0	?				 	 	 	  r e s   k a r a k t e r s o r 	 	 	 	 L e g e   s t r i n g 	 	 	 ^i r   g o l 	 	 	   	 	 0	?		>	.	>	  8	M		M	0	@			! 	 14*G  .'D  '3*	 .'D  '3y1F! 	   ! 	 				  							! 	 
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i a   e i l u t 	 T u k aa   v i r k n e 	 T  h i   s t r i n g 	 4aao  xr	   	 ^i r   g o l 	 6
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 S T R _ I D _ V D O E D T _ E R R _ T O O _ S H O R T 	 V D O E D T 	 P O P U P 	 e r r o r   p r o m p t :   t h e   v i d e o   i s   t o o   s h o r t ,   c a n n o t   i n s e r t 	 V i d e o   d u r a t i o n   s h o r t e r   t h a n   2   s e c o n d s 	 q_Grwe2 y	 ƉwN2 y	 '45B-*1I'H2  2   '425	 E l   v i d e o   e s   d e   m e n o s   d e   2   s e g , 	 L a   v i d  o   e s t   t r o p   c o u r t e   ( m o i n s   d e   2   s e c o n d e s ) 	 V i d e o   i s t   k  r z e r   a l s   2   S e k u n d e n 	 @>4>;68B5;L=>ABL  2845>  <5=55  2 - E  A5:C=4	 D u r a t a   d e l   v i d e o   i n f e r i o r e   a   2   s e c o n d i 	 'DAJ/JH  B5J1  ,/'	 D u r a   o   d e   v  d e o   i n f e r i o r   a   2   s e g u n d o s 	 V i d e o   s  r e s i   2   s a n i y e d e n   k 1s a 	 V i d e o   n g n   h n   2   g i  y 	 D u r a s i   v i d e o   k u r a n g   d a r i   2   d e t i k 	 V i d e o   l e b i h   p e n d e k   d a r i   2   s a a t 	 5	@	!	?	/	K	  	5	'	?	  2   8	G		G		!	  8	G	  	.		 	 	 	 A   v i d e    2   m p - n  l   r  v i d e b b 	 	 	 	 V i d e o   d u u r t   m i n d e r   d a n   2   s e c o n d e n 	 	 	 D u r a t a   c l i p u l u i   v i d e o   e s t e   m a i   s c u r t   d e   2   s e c u n d e 	 	 	       - 2   	 	 5	M	9	?	!	?	/	K	  	B	*	  	K		>	  	9	G		 7HD  E/*  AJDE  CE*1  '2  2   +'FJG  '3*	 HH  (*  E.*51	     	 					' 	  						  	  									  				  					 5
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 	 8.0M%?$  0?K2M_A8(	 D a l l u e s h m e r i a   e   p a m b e s h t e t u r 	 								  											 	 	 	 	 	 	 	 R e s o l u   o   n  o   a c e i t a 	 	 	 	 	 	 	 	 Z e h a z t a s u n - m a i l a   h o n e k   e z   d u   e u s k a r r i r i k 	 H i n d i   s u p o r t a d o n g   r e s o l u s y o n 	 R e s o l u c i  n   n o n   s o p o r t a d a 	 N k p e b i   a k w a d o g h i 	 T a i f e a c h   g a n   t a c  
 
 S T R _ I D L E _ D U M M Y _ S C R E E N 	 I d l e 	 C 0 0 9 _ 1 	 F o r   S u b L C D   m a s t e r   m o d e 	 E x i t   S u b L C D 	 ck(W QoRO\a(u	 ck(W QoRO\^(u	 --2  S u b L C D 	 S a l i d   S u b L C D 	 Q u i t t e r   S u b L C D 	 N e b e n - L C D   b e e n d e n 	 025@H8BL  @01>BC  A>  2A?><>30B5;L=K<  M:@0=><	 E s c i   d a   S u b L C D 	 ,'1M  .1H,  'D4'4)  'DE3'9/)	 S a i r   d e   S u b L C D 	 S u b L C D ' d e n    1k   	 a n g   t h o  t   k h i   n g   d n g   m  n   h  n h   p h 	 K e l u a r   d a r i   S u b L C D 	 K e l u a r   S u b L C D 	   S u b L C D   8	G	  ,	>	9	0	    (	?		2	G			 	 	 	 K i l  p  s   a   m  s o d l a g o s   L C D - b Ql 	 	 	 	 S u b - l c d   a f s l u i t e n 	 	 	 I e _i r e   L C D   s e c u n d a r 	 	 	   - L C D   	 	 8	,		2	8	@	!	@	  .	'	B	(	  ,	>	9	G	0	  *	!	>	. . . . . . 	 .1H,  '2  FE'41  A19	 3(  'D  3    3  ('1  FD	     	 									  					. . . . . . 	 8
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  
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. . . . . . 	 8,M  2M  8?  !?  (?7MM0.#	 8EV4  7  7>2=VH=L>3>  48A?;5O. . . . . 	 S u b L C D   



  


	       	 P h u m a   k w i - S u b L C D 	 P h u m a   k w i n x u s a   l e L C D 	 T o k a   k w a   L C D   n d o g o 	 V e r l a a t   S u b - L C D 	 I ae i t i   i a  a n t r i n i o   L C D 	 I z i e t   n o   P a l +g L C D 	 V  l j u   l i s a e k r a a n i l t 	 4x}  cal  eoxdaoav  goavk	     L C D -   	 I e _i r e   L C D   s e c u n d a r 	 

M
8
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1
M
  S u b L C D 	 	*  L C D   *0?$M_>  0(M$A	 D i l   n g a   S u b L C D 	 		L C D   			  								  				 	 	 	 	 	 	 	 S a i r   d e   S u b L C D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ S U B _ O P T I O N _ R E P E A T _ O F F 	 A u d i o P l a y e r 	 S U B I C O N T E X T 	 r e a p e a r   o f f   i n   s u b   l c d   a u d i o   p l a y e r 	 R e p e a t   o f f 	 \Pbk͑d>e	 \Pbk͑
Yd>e	 +"82#@%HI3	 R e p e t i r   d e s a c t i v a d o 	 R  p  t e r   d  s a c t . 	 W i e d e r h o l e n   a u s 	 >2B>@  2K:;. 	 R i p e t .   d i s a t t . 	 ':D'B  '9'/)  'D*4:JD	 R e p e t i   o   d e s l i g a d a 	 T e k r a r l a m a   k a p a l 1  	 D n g   p h  t   l i 	 P e n g u l a n g a n   t i d a k   a k t i f 	 U l a n g   m a t i 	 &	K	9	0	>	5	  ,		&		 	 	 	 I s m  t l  s   k i k a p c s o l v a 	 	 	 	 H e r h a l e n   u i t 	 	 	 R e p e t a r e   d e z a c t i v a t 	 	 	   	 	 ,		&	  0	?	*	@		  	0	>		 *1'1  .'EH4	 "A  '  '9'/  ,&	   	 						  					 &
A
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9
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	 0?*@M  +M	 >2B>@=5  28<:=5==O	 









  


  

	   	 P h i n d a   v a l i w e 	 U k u p h i n d a   k u v a l i w e 	 Z i m a   k u r u d i a 	 H e r h a l i n g   a f 	 P a k a r t o t i   i aj u n g i m 	 A t k r t o j u m s   i z s l g t s 	 K o r d a m i n e   v  l j a s 	 1v{ael  oovxth	   	 R e p e t a r e   d e z a c t i v a t 	 1
?
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1
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  
+
M
	 *A(0>,C$M$?  +M	 P e r s e r i t   f i k u r 	 								  			 	 	 	 	 	 	 	 R e p e t i   o   d e s a t i v a d a 	 	 	 	 	 	 	 	 E r r e p i k a t z e a   d e s a k t i b a t u 	 N a k a - o f f   a n g   p a g - u l i t 	 R e p e t i c i  n   a p a g a d a 	 G b a y n   m e g h a r   	 A t h d h  a n   a s 
 
 S T R _ I D _ A U D P L Y _ S U B _ O P T I O N _ R E P E A T _ O N C E 	 A u d i o P l a y e r 	 S U B I C O N T E X T 	 r e p e a t   o n c e   i n   s u b   l c d   a u d i o   p l a y e r 	 R e p e a t   o n c e 	 d>e N!k	 d>e N!k	 I3+6H#1I	 R e p e t i r   u n a   v e z 	 R  p  t e r   u n e   f o i s 	 E i n m a l   w i e d e r h o l e n 	 >2B>@8BL  >48=  @07	 R i p e t i   u n a   v o l t a 	 E1)  H'-/)	 R e p e t i r   u m a 	 B i r   k e z   t e k r a r   e t   	 P h  t   m t   l n 	 U l a n g i   s e k a l i 	 U l a n g   s e k a l i 	 		  ,	>	0	  &	K	9	0	>				 	 	 	 I s m  t l  s   e g y s z e r 	 	 	 	 E e n   h e r h a l e n 	 	 	 R e p e t a r e   o   s i n g u r   d a t 	 	 	     	 	 		&	>	  0	?	*	@		  	0	>		 ('1  *1'1  4H/	 '  ('1  '9'/  ,&	   	 						  						 

  5
>
0
  &
A
9
0
>
	
#
>
	 8>0?  0?*@M	 >2B>@8B8  >48=  @07	 




  









  


	   	 P h i n d a   k a n y e 	 P h i n d a   k a n y e 	 R u d i a   m a r a   m o j a 	 H e r h a a l   e e n   k e e r 	 P a k a r t o t i   d a r   k a r t 	 A t k r t o t   v i e n r e i z 	  h e k o r d n e   k o r d u s 	 ?ovel  teo  avcat	   	 R e p e t a r e   o   s i n g u r   d a t 	 1
?
*
M
*
@
1
M
1
M
  
0
?

M

2
M

 	 %0G  *A(0>,C$M$?	 P e r s e r t   n j e h e r e 	 				  									 	 	 	 	 	 	 	 R e p e t i r   u m a   v e z 	 	 	 	 	 	 	 	 B e h i n   e r r e p i k a t u 	 U l i t i n   m i n s a n 	 R e p e t i r   u n h a   v e z 	 M e g h a r a   o t u   u g b o l o 	 A t h d h  a n   u a i r   a m h  i n 
 
 S T R _ I D _ A U D P L Y _ S U B _ O P T I O N _ R E P E A T _ A L L 	 A u d i o P l a y e r 	 S U B I C O N T E X T 	 r e p e a t   a l l   i n   s u b   l c d   a u d i o   p l a y e r 	 R e p e a t   a l l 	 ͑d>e	 ͑
Yd>e	 I31I+!	 R e p e t i r   t o d o s 	 R  p  t e r   t o u t 	 A l l e s   w i e d e r h o l e n 	 >2B>@  2A5E	 R i p e t i   t u t t o 	 *4:JD  E*C11	 R e p e t i r   t o d a s 	 T  m  n    t e k r a r   e t   	 P h  t   l i 	 U l a n g i   s e m u a 	 U l a n g   s e m u a 	 8	-	@	  	K	  &	K	9	0	>				 	 	 	  s s z e s   i s m  t l  s e 	 	 	 	 A l l e s   h e r h a l e n 	 	 	 R e p e t a r e   t o a t e   p i e s e l e 	 	 	     	 	 8	0	M	5	  0	?	*	@		  	0	>		 *1'1  GEG	 3(  '  '9'/  ,&	   	 						  			 8
>
0
>
  &
A
9
0
>
	
#
>
	 (M(@  0?*@M	 >2B>@8B8  2A5	 





  









  


	   	 P h i n d a   k o n k e 	 P h i n d a   z o n k e 	 R u d i a   z o t e 	 H e r h a a l   a l l e s 	 P a k a r t o t i   v i s k 	 A t k r t o t   v i s u 	 K o r d a b   k  i k i 	 ?ovel  bxlxh	   	 R e p e t a r e   t o a t e   p i e s e l e 	 
2
M
2
>

  1
?
*
M
*
@
1
M
1
M
	 8.8M$  *A(0>,C$M$?	 P e r s e r i t i   t e   g j i t h a 	 				  								  				 	 	 	 	 	 	 	 R e p e t i r   t o d o s 	 	 	 	 	 	 	 	 G u z t i a k   e r r e p i k a t u 	 U l i t i n   l a h a t 	 R e p e t i r   t o d o 	 M e g h a r a   h a   n i i l e 	 A t h d h  a n   a n   t - i o m l  n 
 
 S T R _ I D _ A U D P L Y _ S U B _ O P T I O N _ E X I T 	 A u d i o P l a y e r 	 S U B I C O N T E X T 	 e x i t   s u b   l c d   a u d i o   p l a y e r 	 E x i t 	 ▋	 y _	 --	 S a l i r 	 Q u i t t e r 	 B e e n d e n 	 KE>4	 E s c i 	 .1H,	 S a i r 	  1k 1_  	 T h o  t 	 K e l u a r 	 K e l u a r 	 ,	>	9	0	  (	?		2	G			 	 	 	 K i l  p  s 	 	 	 	 A f s l u i t e n 	 	 	 I e _i r e 	 	 	 	 	 ,	>	9	G	0	  /	>		 .1H,	 ('1  FD	 	 						 ,
>
9
0
	 M8?M	 89B8	 



  


	 	 P h u m a 	 P h u m a 	 T o k a 	 V e r l a a t 	 I ae i t i 	 I z i e t 	 V  l j u 	 4x}  cal	 	 I e _i r e 	 *
A
1
$
M
$
A



M

A
	 *0?$M_>  0(M$A	 D a l j a 	 									 	 	 	 	 	 	 	 S a i r 	 	 	 	 	 	 	 	 I r t e n 	 L u m a b a s 	 S a  r 	 P 	 S c o i r 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S H U F F L E _ O N 	 A u d i o P l a y e r 	 S U B I C O N T E X T 	 t u r n   o n   s h u f f l e   i n   s u b   l c d   a u d i o   p l a y e r 	 S h u f f l e   o f f - > o n 	 _j( ܕ- > ) 	 :g( sQ- >  _/T) 	 2#*8H!  4- > @4	 B a r a j a r   d e s a c t i v a d o 	 A l  a t o i r e   d  s a c t - > a c t i v  	 M i s c h e n   a u s - > e i n 	 :;NG8BL  A;CG09=>5  2>A?@>872545=85	 C a s u a l e   o f f - > o n 	 94H'&  E:DB- A*-	 A l e a t  r i o   d e s l i g a d o - > l i g a d o 	 K a r 1_t 1r m a   k a p a l 1- > a  1k   	 N g u   n h i  n   ( T t - > M ) 	 A c a k   t i d a k   a k t i f - > a k t i f 	 R o m b a k   p a d a m - > n y a l a 	 6	+	2	  	+	- > 	(		 	 	 	 V  l e t l e n   s o r r e n d   k i - > b e 	 	 	 	 W i l l k e u r i g e   v o l g o r d e   u i t - > a a n 	 	 	 A m e s t e c a r e   d e z a c t i v a t - > a c t i v a ci 	 	 	   > 	 	 6	+	2	  ,		&	  - >   	>	2	B		 *1*(  *5'/A  .'EH4- > 1H4F	 4AD  o f f - > O n 	     - >   	 						  				  				- > 					 6
+
2
  ,
p
&
- >   
>
2
B
	 7*A2M  +M  >   (M	 8?04:>289  281V@  8<:=. - > 2V<:=. 	 


  - >   






  


  


	   - > 	 S h u f f l e   v a l i w e - > v u l i w e 	 T s h i n t s h a > v u l a - > v a l a 	 Z i m a > w a s h a   m c h a n g a n y o 	 S k o m m e l   a f - > a a n 	 A t s i t i k t i n s   t v a r k o s   i aj u n g i m a s - > /j u n g i m a s 	 P r b +d e   i z s l g t a - > i e s l g t a 	 J u h u v a l i k   v  l j a s - > s e e s 	 Dkavel  ekfveh  ma|velx  |ejkth	   - > 	 A m e s t e c a r e   d e z a c t i v a t - > a c t i v a ci 	 7
+
?
3
M

   
+
M
- > 
#
M

 	 8+2  +- > (M	 P e r z j e   f i k u r - >   n d e z u r 	 												   		- > 			 	 	 	 	 	 	 	 R e a r r a n j o   d e s a t i v a d o   - >   a t i v a d o 	 	 	 	 	 	 	 	 N a h a s t u   d e s a k t i b a t u - > a k t i b a t u 	 S h u f f l e   i - o f f - > i - o n 	 M o d o   a l e a t o r i o   a p a g a d o - > p r e n d i d o 	 G b a n y e >   g b a n y   s h f l 	 S u a i t h e a d h   a s - > a r   s i  l 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ S H U F F L E _ O F F 	 A u d i o P l a y e r 	 S U B I C O N T E X T 	 t u r n   o f f   s h u f f l e   i n   s u b   l c d   a u d i o   p l a y e r 	 S h u f f l e   o n - > o f f 	 _j( - > ܕ) 	 :g(  _/T- > sQ) 	 2#*8H!  @4- > 4	 B a r a j a r   a c t i v a d o - > d e s a c t i v a d i 	 A l  a t o i r e   a c t i v  - > d  s a c t 	 M i s c h e n   e i n - > a u s 	 K:;NG8BL  A;CG09=>5  2>A?@>872545=85	 C a s u a l e   o n - > o f f 	 94H'&  A*-- E:DB	 A l e a t  r i o   l i g a d o - > d e s l i g a d o 	 K a r 1_t 1r m a   a  1k - > k a p a l 1  	 N g u   n h i  n   ( M - > T t ) 	 A c a k   a k t i f - > t i d a k   a k t i f 	 R o m b a k   n y a l a - > p a d a m 	 6	+	2	  	(	- > 	+		 	 	 	 V  l e t l e n   s o r r e n d   b e - > k i 	 	 	 	 W i l l k e u r i g e   v o l g o r d e   a a n - > u i t 	 	 	 A m e s t e c a r e   a c t i v a t - > d e z a c t i v a ci 	 	 	   > 	 	 6	+	2	  	>	2	B	  - >   	>	2	B		 *1*(  *5'/A  1H4F- > .'EH4	 4AD  o f f - > O n 	     - >   	 						  				  				- > 					 6
+
2
  
>
2
B
- >   ,
p
&
	 7*A2M  (M  >   +M	 8?04:>289  281V@  #2V<:=. - > 8<:=. 	 



  - >   





  


  


	   - > 	 S h u f f l e   v u l i w e - > v a l i w e 	 T s h i n t s h a > v a l a - > v u l a 	 W a s h a > z i m a   m c h a n g a n y o 	 S k o m m e l   a a n - > a f 	 A t s i t i k t i n s   t v a r k o s   /j u n g i m a s - > i aj u n g i m a s 	 P r b +d e   i e s l g t a - > i z s l g t a 	 J u h u v a l i k   s e e s - > v  l j a s 	 1v{ael  ekfveh  ma|velx  |ejkth	   - > 	 A m e s t e c a r e   a c t i v a t - > d e z a c t i v a ci 	 7
+
?
3
M

   
#
M

 - > 
+
M
	 8+2  (- >   +M	 P e r z j e   n d e z u r - >   f i k u r 	 												   		- > 			 	 	 	 	 	 	 	 R e a r r a n j o   a t i v a d o   - >   d e s a t i v a d o 	 	 	 	 	 	 	 	 N a h a s t u   a k t i b a t u - > d e s a k t i b a t u 	 S h u f f l e   i - o n - > i - o f f 	 M o d o   a l e a t o r i o   p r e n d i d o - > a p a g a d o 	 G b a n y e >   g b a n y   s h f l 	 S u a i t h e a d h   a r   s i  l - > a s 
 
 S T R _ I D _ F M _ R A D I O _ O N _ S U B L C D _ M O D E _ S E L E C T 	 f m r a d i o 	 T I T L E ,   L S K 	 S u b - F M   S t r i n g 	 O p t i o n 	 x	 	y	 1'@%7-	 O p c i  n 	 O p t i o n 	 O p t i o n 	 ?F88	 O p z i o n e 	 .J'1	 O p   o 	 S e  e n e k 	 C h n 	 p i l i h a n 	 O p s y e n 	 5	?		2	M	*		 I n d s t i l l i n g 	 V o l b a 	 O p c j a 	 O p c i  	 V a l i n t a 	 V a l g 	 V o >b a 	 O p t i e 	 A l t e r n a t i v 	 O p c i j a 	 O p ci u n e 	 M o ~n o s t 	 	   	 ?F8O	 *	0	M	/	>	/		 2FG	 '.*'1	   	 					 5
?

2
*
	 *M7(M	 ?FVO	 





	 	 O k o k u k h e t h a 	 O k u n y e 	 C h a g u o 	 O p s i e 	 P a r i n k t i s 	 O p c i j a 	 V a l i k 	 8vav	 	 O p ci u n e 	 

?


	 ,?3M*	 Z g j e d h j a 	 							 	 	 	 	 	 	 	 O p   o 	 	 	 	 	 	 	 	 A u k e r a 	 P a g p i p i l i a n 	 O p c i  n 	 N h r 	 R o g h a 
 
 S T R _ I D _ F M _ R A D I O _ O N _ S U B L C D _ S T E P _ M O D E 	 f m r a d i o 	 I C O N T E X T 	 S u b - F M   S t r i n g 	 S t e p   m o d e 	 KbR!j_	 KbR!j_	 B+!  S t e p 	 M o d o   d e   p a s o 	 M o d e    t a p e 	 S c h r i t t m o d u s 	  568<  H030	 M o d a l i t    s t e p 	 4CD  'DJ/HJ	 M o d o   E s c a l a 	 A d 1m   m o d u   	 C h     t   n g 	 M o d u s   k i s a r a n 	 M o d   l a n g k a h 	 8	M		G	*	  .	K	!		 	 	 	 L  p  s    z e m m  d 	 	 	 	 S t a p m o d u s 	 	 	 M o d   p a s   c u   p a s 	 	 	   	 	 8	M		G	*	  .	K	!		 -'D*  E1-DG  '	 '3y~  EH	   	 					  				 8

H
*
  .
K
!
	 8MF*M  .K!M	 >:@>:>289   568<	 




  

	   	 I m o d i   y e s i t e p h u 	 I m o   y e n y a t h e l o 	 M o d i   y a   h a t u a 	 T r a p p i e m o d u s 	 }i n g s n i n i s   r e ~i m a s 	 S o <u   r e ~+m s 	 S t e p   r e ~i i m 	 Taulek  |ejkt	   	 M o d   p a s   c u   p a s 	 8
M
1
M
1
F
*
M
  .
K
!
M
	 *&>M  .K!	 M e n y r a   e   s h k a l l e s 	 						  				 	 	 	 	 	 	 	 M o d o   d e   e t a p a 	 	 	 	 	 	 	 	 U r r a t s - m o d u a 	 M o d a   n g   h a k b a n g 	 M o d o   d e   p a s o 	 Z n y e   m o o d u 	 M  d   c  i m e 
 
 S T R _ I D _ F M _ R A D I O _ O N _ S U B L C D _ S E A R C H _ M O D E 	 f m r a d i o 	 I C O N T E X T 	 S u b - F M   S t r i n g 	 S e a r c h   m o d e 	 d\!j_	 d"}!j_	 B+!2#I+2	 M o d o   d e   b  s q u e d a 	 M o d e   d e   r e c h e r c h e 	 S u c h m o d u s 	  568<  ?>8A:0	 M o d a l i t    r i c e r c a 	 4CD  'D(-+	 M o d o   P e s q u i s a 	 A r a m a   m o d u   	 C h     t  m 	 M o d u s   p e n c a r i a n 	 M o d   c a r i 	 	K		  .	K	!		 	 	 	 K e r e s  s   m  d 	 	 	 	 Z o e k m o d u s 	 	 	 M o d   c u t a r e 	 	 	   	 	 8	0	M		  .	K	!		 -'D*  ,3*,H	 *D'4  EH	   	 									  				 .
K
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  $
2
>
6
  
0
K
	 80MM  .K!M	  568<  ?>HC:C	 


  

	   	 I m o d i   y o k u c i n g a 	 I m o   y o k u k h a n g e l o 	 M o d i   y a   k u t a f u t a 	 S o e k m o d u s 	 P a i e ak o s   r e ~i m a s 	 M e k l aa n a s   r e ~+m s 	 O t s i n g u r e ~i i m 	 Hxvtav  |ejkt	   	 M o d   c u t a r e 	 $
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	 8(M'>(  .K!	 M e n y r a   e   k e r k i m i t 	 						  				 	 	 	 	 	 	 	 M o d o   d e   p r o c u r a 	 	 	 	 	 	 	 	 B i l a k e t a - m o d u a 	 M o d a   n g   p a g h a h a n a p 	 M o d o   d e   p r o c u r a 	 C h     m o o d u 	 M  d   c u a r d a i g h 
 
 S T R _ I D _ F M _ R A D I O _ O N _ S U B L C D _ C H A N N E L _ M O D E 	 f m r a d i o 	 I C O N T E X T 	 S u b - F M   S t r i n g 	 C h a n n e l   m o d e 	 ;S!j_	 S!j_	 B+!
H-	 M o d o   d e   c a n a l 	 M o d e   d e   c h a  n e 	 K a n a l m o d u s 	  568<  :0=0;0	 M o d a l i t    c a n a l e 	 4CD  'DBFH'*	 M o d o   C a n a l 	 K a n a l   m o d u   	 C h     k  n h 	 M o d u s   s a l u r a n 	 M o d   s a l u r a n 	 	H	(	2	  .	K	!		 	 	 	 C s a t o r n a   m  d 	 	 	 	 K a n a a l m o d u s 	 	 	 M o d   c a n a l 	 	 	   	 	 	E	(	2	  .	K	!		 -'D*  'F'D	 FD  EH	   	 							  				 
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  

	   	 I m o d i   y e s h a n e l i 	 I m o   y e j e l o 	 M o d i   y a   i d h a a 	 K a n a a l m o d u s 	 K a n a l o   r e ~i m a s 	 K a n l a   r e ~+m s 	 K a n a l i r e ~i i m 	 1lkk  |ejkt	   	 M o d   c a n a l 	 
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 
 S T R _ I D _ F M _ R A D I O _ O N _ S U B L C D _ B A C K _ T O _ M A I N M E N U 	 f m r a d i o 	 I C O N T E X T 	 S u b - F M   S t r i n g 	 E x i t 	 ▋	 y _	 --	 S a l i r 	 Q u i t t e r 	 B e e n d e n 	 KE>4	 E s c i 	 .1H,	 S a i r 	  1k 1_  	 T h o  t 	 K e l u a r 	 K e l u a r 	 ,	>	9	0	  (	?		2	G			 	 	 	 K i l  p  s 	 	 	 	 A f s l u i t e n 	 	 	 I e _i r e 	 	 	 	 	 ,	>	9	G	0	  /	>		 .1H,	 ('1  FD	 	 						 ,
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	 	 P h u m a 	 P h u m a 	 T o k a 	 V e r l a a t 	 I ae i t i 	 I z i e t 	 V  l j u 	 4x}  cal	 	 I e _i r e 	 *
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 
 S T R _ I D _ F M _ R A D I O _ O N _ S U B L C D _ C H A N N E L _ N A M E _ S E A R C H 	 f m r a d i o 	 P O P U P 	 S u b - F M   S t r i n g 	 S e a r c h 	 d\-N	 d"}-N	 I+2	 B u s c a r 	 R e c h e r c h e r 	 S u c h e n 	 >8A:	 C e r c a 	 ,'1M  'D(-+	 P e s q u i s a r 	 A r a 	 a n g   t  m 	 C a r i 	 C a r i a n 	 	K			 	 	 	 K e r e s  s 	 	 	 	 Z o e k e n 	 	 	 C u t a r e 	 	 	 	 	 8	0	M		  	 ,3*,H	 *D'4  ,&	 	 										 $
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	 8(M'>(  0(M$A	 K e r k i m 	 							 	 	 	 	 	 	 	 P r o c u r a r 	 	 	 	 	 	 	 	 B i l a t u 	 M a g h a n a p 	 P r o c u r a r 	 C h 	 C u a r d a i g h 
 
 S T R _ I D _ P H B _ A V A T A R _ S E L E C T _ F I L E 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S e l e c t   I m a g e   F r o m   3 D   A v a t a r 	 F r o m   3 D   A v a t a r 	 _3 D [dNx	 N3 D ZbN		 2  3 D   A v a t a r   	 D e s d e   e l   A v a t a r   3 D 	 A   p a r t i r   d e   l  a v a t a r   3 D 	 V o n   3 D - A v a t a r 	 7  3 D - 020B0@0	 D a   i m m a g i n e   p e r s o n a l e   3 D 	 EF  4.5  'D8'G1)3 D 	 D e   a v a t a r   3 D 	 3   b o y u t l u   A v a t a r d a n   	 C h n   t   3 D   n g i   g i   n h 	 D a r i   A v a t a r   3 D 	 D a r i p a d a   A v a t a r   3 D 	 3 !	@	  	5	$	>	0	  8	G		 	 	 	 3 D   A v a t a r b  l 	 	 	 	 V a n   3 D - a v a t a r a 	 	 	 D i n   a v a t a r e l e   3 D 	 	 	     	 	 3 !	@	  	5	M	9	$	>	0	  .	'	B	(		 '2  3 D   A v a t a r 	 'H*'13 D 3	 3       	 			  							  					 3   !
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    	 3   	 K u s u k a   k w i - 3 D   A v a t a r 	 U k u s u k a   k u - 3 D   A v a t a r 	 K u t o k a   k w a   K i h u i s h a j i   c h a   3 D 	 V a n a f   3 D - a v a t a r 	 I a  t r i m a 
i o   a v a t a r o 	 N o   3 D   A v a t a r 	 3 D   A v a t a r i l t 	 3 D   A v a t a r - k	   	 D i n   a v a t a r e l e   3 D 	 3 D   
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 
 S T R _ I D _ P H B _ A V A T A R _ S E L E C T E D 	 P h o n e B o o k 	 I C O N T E X T ,   C 0 5 7 _ 1 	 S e l e c t e d   I m a g e   F r o m   3 D   A v a t a r 	 3 D   A v a t a r   s e l e c t e d 	 3 D [dN]x	 3 D ZbN]		 @%7-  3 D   A v a t a r   A%I'	 A v a t a r   3 D   s e l e c c i o n a d o 	 A v a t a r   3 D   s  l e c t i o n n  	 3 D - A v a t a r   g e w  h l t 	 3 D - 020B0@  2K1@0=	 I m m a g i n e   p e r s o n a l e   3 D   s e l e z i o n a t a 	 4.5  'D8'G1)3 D   E.*'1	 A v a t a r   3 D   s e l e c c i o n a d o 	 S e  i l e n   3   b o y u t l u   a v a t a r   	    c h n   t   3 D   n g i   g i   n h 	 A v a t a r   3 D   d i p i l i h 	 A v a t a r   3 D   d i p i l i h 	 3 !	@	  	5	$	>	0	  	/	(	?	$	  	 	 	 	 3 D   A v a t a r   k i j e l  l v e 	 	 	 	 3 D - a v a t a r a   g e s e l e c t e e r d 	 	 	 A v a t a r   3 D   s e l e c t a t 	 	 	       	 	 3 !	@	  	5	M	9	$	>	0	  (	?	5	!	>		 3 D   A v a t a r   'F*.'(  4/	 'H*'13 D   EF*.(  H'	 3     	 			  							  									  						 3   !
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  



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	 3     	 I - 3 D   A v a t a r   i k h e t h i w e 	 I - 3 D   A v a t a r   i k h e t h i w e 	 K i h u i s h a j i   c h a   3 D   u m e c h a g u l i w a 	 3 D - a v a t a r   g e k i e s 	 P a s i r i n k t a s   t r i m a t i s   a v a t a r a s 	 I z v l t s   3 D   A v a t a r 	 3 D   A v a t a r   v a l i t u d 	 3 D   A v a t a r - h  hv~an  g	     	 A v a t a r   3 D   s e l e c t a t 	 3 D   
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 
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NX[(W	 D!H!5  3 D   A v a t a r 	 E l   A v a t a r   3 D   n o   e x i s t e 	 A v a t a r   3 D   n o n   e x i s t a n t 	 3 D - A v a t a r   n i c h t   v o r h a n d e n 	 3 D - 020B0@  =5  ACI5AB2C5B	 I m m a g i n e   p e r s o n a l e   3 D   i n e s i s t e n t e 	 4.5  'D8'G1)3 D   :J1  EH,H/)	 A v a t a r   3 D   n  o   e x i s t e 	 3   b o y u t l u   a v a t a r   m e v c u t   d e i l   	 3 D   n g i   g i   n h   k h  n g   t n   t i 	 A v a t a r   3 D   t i d a k   a d a 	 A v a t a r   3 D   t a k   w u j u d 	 3 !	@	  	5	$	>	0	  .	L		B	&	  (	9	@			 	 	 	 3 D   A v a t a r   n e m   l  t e z i k 	 	 	 	 3 D - a v a t a r a   b e s t a a t   n i e t 	 	 	 A v a t a r u l   3 D   n u   e x i s t 	 	 	         	 	 3 !	@	  	5	M	9	>	$	>	0	  5	0	M	$	.	>	(	  (	>	9	@		 3 D   A v a t a r   EH,H/  F3*	 'H*'1  3 D EH,H/  F	 3     	 			  					  							  				 3 !
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	 3     	 I - 3 D   A v a t a r   a y i k h o 	 I - 3 D   A v a t a r   a y i k h o 	 K i h u i s h a j i   c h a   3 D   h a k i j a t o l e w a 	 3 D - a v a t a r   b e s t a a n   n i e 	 T r i m a 
i o   a v a t a r o   n r a 	 3 D   A v a t a r   n e e k s i s t j a 	 3 D   A v a t a r i   p o l e   o l e m a s 	 3 D   A v a t a r - h  cxuxiuxv  yxvk	       	 A v a t a r u l   3 D   n u   e x i s t 	 3 D   
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 
 S T R _ I D _ S I M _ R E F R E S H 	 S T K 	 P O P U P ,   U N L I M ,   C 0 0 9 _ 1 	 T h i s   s t r i n g   i s   s h o w n   i n   a   p o p - u p   s c r e e n   t o   t e l l   t h e   u s e r   t h e   S I M   c a r d   i s   r e f r e s h i n g 	 S I M   c a r d   i s   r e f r e s h i n g 	 S I M aSfe-N	 S I M aSfe-N	 3%1#5@#
4!2#L	 L a   t a r j e t a   S I M   s e   e s t    a c t u a l i z a n d o 	 C a r t e   S I M   e n   t r a i n   d   t r e   r a f r a  c h i e 	 S I M - K a r t e   w i r d   a k t u a l i s i e r t 	 1=>2;5=85  S I M - :0@BK	 L a   s c h e d a   S I M   s i   s t a   a g g i o r n a n d o 	 ,'1M  *-/J+  'D(7'B)	 A   a c t u a l i z a r   c a r t  o   S I M   	 S I M   k a r t   y e n i l e n i y o r   	 a n g   l  m   m i   S I M 	 K a r t u   S I M   s e d a n g   d i - r e f r e s h 	 K a d   S I M   d i s e g a r k a n   s e m u l a 	 8	?	.	  	>	0	M	!	  0	?	+	M	0	G	6	  9	K	  0	9	>	  9	H	. . . 	 	 	 	 A   S I M - k  r t y a   f r i s s  l 	 	 	 	 S I M - k a a r t   w o r d t   v e r v e r s t 	 	 	 C a r t e l a   S I M   s e   r e  m p r o s p t e a z 	 	 	     - S I M 	 	 8	?	.	  	>	0	M	!	  0	?	+	M	0	G	6	  9	K	$	  	9	G		 S I M   '1*  /1  -'D  *,//  '3*	 3E  '1  1A14  H1'	       	 			  					  							  			  					. . . 	 8
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 
 W G U I _ C A T E G O R Y _ M A R A T H I _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M A 	 M R 	 'DEG'1'*J)  M R 	 M R 	 M R 	 T I N G   M A R A T H I 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 M R 	 	 	 	 	 	 	 	 M R 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ B E N G A L I _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B E 	 B N 	 'D(F:'DJ)  B N 	 B N 	 B N 	 T I N G   B E N G A L I 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 B N 	 	 	 	 	 	 	 	 B N 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 
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 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ T A M I L 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   T a m i l 	 T a m i l 	 fWs|>r	 fWs|\	 !1%4A  !4,	 T a m i l   m u l t i t a p 	 M u l t i t a p   T a m i l 	 M u l t i t a p - T a m i l i s c h 	 M u l t i t a p   T a m i l 	 T a m i l 	 'D*'EJDJ)	 M u l t i t a p   T a m i l 	  o k l u   D  m e   T a m i l 	 n   n h i u   T a   m i n 	 M u l t i t a p   t a m i l 	 T a m i l   B e r b i l a n g   K e t i k 	 .	2	M		@		H	*	  $	.	?	2		 M u l t i t a p   T a m i l 	 M u l t i t a p   T a m i l 	 T r a d y c y j n e   w p i s y w a n i e   -   T a m i l 	 T a m i l 	 M u l t i t a p   T a m i l 	 M u l t i t a p   T a m i l 	 M u l t i t a p   T a m i l 	 M u l t i t a p   T a m i l 	 S m a r t   T a m i l 	 V i ae s t r u k i   u n o s   T a m i l 	 M u l t i t a p   T a m i l 	 M u l t i t a p   T a m i l 	     T a m i l 	   M u l t i t a p 	 =>3>C40@=>  2J2. %8=48	 .	2	M		@		E	*	  $	.	?	2		 *'ED  F/61(G	 EDy  y~  *ED	   	 											  						 .
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	 .2M?M_>*  $>.?2	 M u l t i t a p   T a m i l 	 									  						 	 	 	 	 	 	 	 T  m i l   M u l t i t a p 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S S C _ S C R _ L A N G U A G E _ U R D U _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   U r d u   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   U r d u 	 -[ pp	 [ :N  LN	 1IH2@G 2)2-9#9	 I d i o m a   c o n f i g u r a d o   U r d u 	 L a n g u e   r  g l  e   s u r   U r d u 	 S p r a c h e   e i n g e s t e l l t   a u f   U r d u 	 /7K:  CAB0=>2;5=  =0  C@4C	 I m p o s t a   s c h e r m a t a   s t r i n g a   S S C   U r d u . 	 6(7  (DD:)  'D'1/J)	 I d i o m a   d e f i n i d o   p a r a   U r d u 	 D i l   U r d u 	 t   n g  n   n g   t h  n h   t i n g   U r d u 	 S e t   U r d u   S S C   s t r i n g   s c r e e n . 	 B a h a s a   d i s e t k a n   i a l a h   U r d u 	 		0	M	&	B	  -	>	7	>	    8	G		  	0	G			 I n d s t i l   S p r o g   t i l   U r d u 	 L a n g u a g e   s e t   U r d u 	 L a n g u a g e   s e t   U r d u 	 L a n g u a g e   s e t   U r d u 	 K i e l i v a l i n t a   U r d u 	 U r d u   v a l g t   s o m   s p r  k 	 J a z y k o v    n a s t a v e n i e   U r d u 	 T a a l i n s t e l l i n g   U r d u 	 F e l   i   i n s t  l l n i n g a r n a   f  r   U r d u 	 J e z i k   p o d e ae n   n a   U r d u 	 A ci   s e l e c t a t   l i m b a   u r d u 	 J e z i k     N a s t a v l j e n   v   U r d u 	 L a n g u a g e   s e t   U r d u 	     	 L a n g u a g e   s e t   U r d u 	 		0	M	&	B	  -	>	7	>	  8	G		  	0	>		 2('F  1H  '1/H  *F8E  4/	 '1/H  2('F  3y  ,&	     	 				  							  			  				 -
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 S S C _ S T R _ E R R _ S E T _ U R D U 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   U r d u . 	 E r r o r   i n   s e t   U r d u   l a n g u a g e 	 -[ ppBf|vu/	 [ :NLNSu	 4%2C2#1IH2@G 2)2-9#9	 E r r o r   a l   c o n f i g u r a r   i d i o m a   U r d u 	 E r r e u r   d a n s   l a   m i s e   e n   p l a c e   d e   l a   l a n g u e   U r d u 	 F e h l e r   b e i m   e i n g e s t e l l t e n   U r d u 	 H81:0  ?@8  CAB0=>2:5  O7.   C@4C	 E r r o r e   d u r a n t e   l ' i m p o s t a z i o n e   d e l l a   l i n g u a   U r d u 	 .7#  AJ  6(7  (DD:)  'D'1/J)	 E r r o   a o   d e f i n i r   U r d u 	 U r d u   d i l i   a y a r 1n d a   h a t a 	 t   n g  n   n g   t h  n h   t i n g   U r d u   l i 	 S a l a h   p e n g a t u r a n   b a h a s a   U r d u 	 R a l a t   d a l a m   b a h a s a   U r d u   y a n g   d i s e t k a n 	 		0	M	&	B	  -	>	7	>	    8	G		  	0	(	G	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   U r d u   S p r o g 	 C h y b a   p Yi   n a s t a v e n    n a   U r d u 	 B Bd   w   u s t a w i a n i u   j z y k a   U r d u 	 H i b a   a   U r d u   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 E r r o r   i n   S e t   U r d u   L a n g u a g e 	 F e i l   v e d   v a l g   a v   U r d u 	 C h y b a   p r i   n a s t a v e n    j a z y k a   U r d u 	 F o u t   i n   U r d u - t a a l 	 F e l   i   i n s t  l l n i n g a r n a   f  r   U r d u 	 P o g r e ak a   u   p o d e aa v a n j u   U r d u   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   u r d u 	 N a p a k a   v   N a s t a v i   U r d u   J e z i k 	 E r r o r   i n   S e t   U r d u   L a n g u a g e   	       	 E r r o r   i n   S e t   U r d u   L a n g u a g e 	 		0	M	&	B	  -	>	7	>	  8	G		  	0	#	M	/	>	$	  	B			 .7'  /1  *F8E  2('F  '1/H	 '1/H  2('F  3y  1F  E  :D7	     	 					  				  			  				  							 8
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	         	 I p h u t h a   o l i m i n i   l w e - U r d u   o l u s e t h i w e 	 I m p a z a m o   e k u s e t e n i   u l w i m i   l w e - U r d 	 H i t i l a f u   k a t i k a   l u g h a   y a   U r d u   i l i o w e k w a 	 F o u t   m e t   i n g e s t e l d e   U r d u - t a a l 	 E r r o r   i n   s e t   U r d u   l a n g u a g e 	 K <kd a   u r d u   v a l o d a s   i e s t a t +aa n 	 T  r g e   u r d u   k e e l e   s e a d m i s e l 	 Hdx  lef~k  vwavaotav  }mal	       	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   u r d u 	 	
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	 	0M&M&A  8GM  0?,>0G  $M0A?	 G a b i m   n e   r e g j i s t r i m i n   e   g j u h e s   u r d i s h t 	 					  			  				  							 	 	 	 	 	 	 	 E r r o   a o   d e f i n i r   i d i o m a   u r d u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U R D U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   U r d u 	 U r d u 	 p	 LN	 !1%4A  @--#L9	 U r d u   m u l t i t a p 	 s a i s i e   n o r m a l e   U r d u 	 M u l t i t a p - U r d u 	 M u l t i t a p   U r d u 	 U r d u 	 'D'1/J)	 M u l t i t a p   U r d u 	 M u l t i t a p   U r d u 	 n   n h i u   U r d u 	 M u l t i t a p   U r d u 	 U r d u   B e r b i l a n g   K e t i k 	 .	2	M		@		H	*	  		0	M	&	B		 M u l t i t a p   U r d u 	 M u l t i t a p   U r d u 	 T r a d y c y j n e   w p i s y w a n i e   -   U r d u 	 U r d u 	 M u l t i t a p   U r d u 	 M u l t i t a p   U r d u 	 M u l t i t a p   U r d u 	 M u l t i t a p   U r d u 	 S m a r t   U r d u 	 V i ae s t r u k i   u n o s   U r d u 	 M u l t i t a p   U r d u 	 M u l t i t a p   U r d u 	     U r d u 	   M u l t i t a p 	 =>3>C40@=>  2J2. %8=48	 .	2	M		@		E	*	  
	0	M	&	B		 '1/H  F/61(G	 EDy  y~  '1/H	   	 											  						 .
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	   	 I - M u l t i t a p   U r d u 	 U m n o m b o   o m n i n z i   w e - U r d u 	 M u l t i t a p   U r d u 	 U r d u 	 M u l t i t a p   u r d u   k . 	 M u l t i t a p   U r d u 	 M u l t i t a p   u r d u 	 ?ovaok  pzxtx~  Hdx	   	 M u l t i t a s t   U r d u 	 .
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	 .2M?M_>*  	0M&M&A	 M u l t i t a p   U r d i s h t 	 									  						 	 	 	 	 	 	 	 U r d u   M u l t i t a p 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ B E N G A L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   B e n g a l i 	 B e n g a l i 	 _[Rb	 _[Rb	 !1%4A  @2%5	 B e n g a l i   m u l t i t a p 	 M u l t i t a p   B e n g a l i 	 M u l t i t a p - B e n g a l i 	 M u l t i t a p   B e n g a l i 	 B e n g a l i 	 'D(F:'DJ)	 M u l t i t a p   B e n g a l i 	  o k l u   D  m e   B e n g a l i 	 n   n h i u   B n g   g a n 	 M u l t i t a p   B e n g a l i 	 B e n g a l i   B e r b i l a n g   K e t i k 	 .	2	M		@		H	*	  ,			>	2	@		 M u l t i t a p   B e n g a l i 	 M u l t i t a p   B e n g a l i 	 T r a d y c y j n e   w p i s y w a n i e   -   B e n g a l i 	 B e n g  l i 	 M u l t i t a p   B e n g a l i 	 M u l t i t a p   B e n g a l i 	 M u l t i t a p   B e n g a l i 	 M u l t i t a p   B e n g a a l s 	 S m a r t   B e n g a l i 	 V i ae s t r u k i   u n o s   B e n g a l i 	 M u l t i t a p   B e n g a l i 	 M u l t i t a p   B e n g a l i 	     B e n g a l i 	   M u l t i t a p 	 =>3>C40@=>  2J2. %8=48	 .	2	M		@		E	*	  ,			>	2	@		 (F'D  F/61(G	 EDy  y~  (F'D	   	 											  						 .
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	   	 I - M u l t i t a p   B e n g a l i 	 U m n o m b o   o m n i n z i   w e B e n g a l i 	 M u l t i t a p   B e n g a l i 	 B e n g a l i 	 M u l t i t a p   b e n g a l s  k . 	 M u l t i t a p   B e n g a l i 	 M u l t i t a p   b e n g a l i 	 ?ovaok  pzxtx~  2evcalk	   	 M u l t i t a s t   B e n g a l i 	 .
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 S S C _ S C R _ L A N G U A G E _ B E N G A L I _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   B e n g a l i   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   B e n g a l i 	 -[ p_[Rb	 [ :N_[Rb	 1IH2 2)2@G  @2%5	 I d i o m a   e s t a b l e c i d o   e n   b e n g a l  	 L a n g u e   r  g l  e   s u r   B e n g a l i 	 S p r a c h e   e i n g e s t e l l t   a u f   B e n g a l i 	 #AB0=>2;5=  O7K::   15=30;8	 L i n g u a   i m p o s t a t a   b e n g a l i 	 6(7  (DD:)  'D(F:'DJ)	 D e f i n i r   i d i o m a   c o m o   B e n g a l i 	 D i l   B e n g a l i   	 t   n g  n   n g   t h  n h   t i n g   B e n g a l i 	 S e t   B e n g a l i   S S C   s t r i n g   s c r e e n . 	 B a h a s a   d i s e t k a n   i a l a h   B e n g a l i 	 (	?	/	$	  -	>	7	>	  ,			>	2	@		 	 	 	 N y e l v b e  l l  t  s :   b e n g  l i 	 	 	 	 T a a l   i n g e s t e l d   o p   B e n g a a l s 	 	 	 A ci   s e l e c t a t   l i m b a   b e n g a l i 	 	 	     	 	 ,			>	2	@	  -	>	7	>	  8	G		  	0	>		 2('F  1H  (F'D  *F8E  4/	 (F'D  2('F  3y  ,&	     	 					  						  			  				 -
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 S S C _ S T R _ E R R _ S E T _ B E N G A L I 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   B e n g a l i . 	 E r r o r   i n   s e t   B e n g a l i   l a n g u a g e 	 -[ p_[RbBf|vu/	 [ :N_[RbSu	 4%2C2#1IH2@G 2)2@2%5	 E r r o r   a l   c o n f i g u r a r   i d i o m a   B e n g a l i 	 E r r e u r   d a n s   l a   m i s e   e n   p l a c e   d e   l a   l a n g u e   B e n g a l i 	 F e h l e r   b e i m   e i n g e s t e l l t e n   B e n g a l i 	 H81:0  ?@8  CAB0=>2:5  15=30;LA:>3>  O7K:0	 E r r o r e   n e l l ' i m p o s t a z i o n e   d e l l a   l i n g u a   	 .7#  AJ  6(7  (DD:)  'D(F:'DJ)	 E r r o   a o   d e f i n i r   T a m i l 	 B e n g a l i   d i l i   a y a r 1n d a   h a t a 	 t   n g  n   n g   t h  n h   t i n g   B e n g a l i   l i 	 S a l a h   p e n g a t u r a n   b a h a s a   B e n g a l i 	 R a l a t   d a l a m   b a h a s a   B e n g a l i   y a n g   d i s e t k a n 	 (	?	/	$	  -	>	7	>	  ,			>	2	@	  .	G		  $	M	0	A		?		 	 	 	 H i b a   a   b e n g  l i   n y e l v   b e  l l  t  s a   k  z b e n 	 	 	 	 F o u t   i n   B e n g a a l s e   t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   b e n g a l i 	 	 	       	 	 ,			>	2	@	  -	>	7	>	  8	G		  	0	#	M	/	>	$	  	B			 .7'  /1  *F8E  2('F  (F'D	 (F'D  2('F  3y  1F  E  :D7	       	 				  				  			  				  							 8
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	         	 I p h u t h a   o l i m i n i   l w e - B e n g a l i   o l u s e t h i w e 	 I m p a z a m o   e k u s e t e n i   u l w i m i   l w e B e n g a l i 	 H i t i l a f u   k a t i k a   l u g h a   y a   K i b e n g a l i   i l i o w e k w a 	 F o u t   m e t   i n g e s t e l d e   B e n g a l i - t a a l 	 B e n g a l s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   b e n g <u   v a l o d a s   i e s t a t +aa n 	 T  r g e   b e n g a l i   k e e l e   s e a d m i s e l 	 2evcalk  lef~k  vwavaotav  }mal	       	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   b e n g a l i 	 ,
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 
 S T R _ I D _ S W F L A S H _ A P P 	 S W F L A S H 	 I C O N T E X T 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 Kb_jR+o	 Kb:gR+o	 A%
!7-7-	 F l a s h   d e l   c e l u l a r 	 F l a s h   p o r t a b l e 	 M o b i l b l i t z 	 >18;L=K9  F l a s h 	 F l a s h   m o b i l e 	 AD'4  'D,HD	 F l a s h   t e l e m  v e l 	 M o b i l   f l a _  	 M  y   f l a s h 	 F l a s h   p o n s e l 	 F l a s h   m u d a h   a l i h 	 .	K	,	>		2	  +	M	2	H	6		 	 	 	 M o b i l   f l a s h 	 	 	 	 M o b i e l e   f l a s h 	 	 	 F l a s h   m o b i l 	 	 	   	 	 	 AD'4  GE1'G	 	 	 						  								 	 	 	 	   	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 M o b i l e   f l a s h 	 .
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	 .K,>2  +M2>8	 	 						  						 	 	 	 	 	 	 	 F l a s h   m  v e l 	 	 	 	 	 	 	 	 M u g i k o r r a r e n   f l a s h a 	 M o b i l e   n a   f l a s h 	 F l a s h   m  b i l 	 F l a s h   n a - a g a g h a r   a g a g h a r 	 S p l a n c   m h  i b  l e a c h 
 
 S T R _ I D _ S W F L A S H _ P L A Y B A C K 	 S W F L A S H 	 T I T L E 	 p l a y b a c k 	 P l a y b a c k 	 R+od>e	 R+od>e	 @%H	 R e p r o d u c c i  n 	 L e c t u r e 	 W i e d e r g a b e 	 @>A<>B@	 R i p r o d u c i 	 *4:JD  'DAD'4	 R e i n i c i a r   r e p r o d u   o ? 	 K a y 1t t a n   o y n a t   	 P h  t   l i 	 P u t a r   u l a n g 	 M a i n   b a l i k 	   *	M	2	G	,	H			 	 	 	 V i s s z a j  t s z  s 	 	 	 	 A f s p e l e n 	 	 	 R e d a r e 	 	 	 	 	 *	M	2	G	,	G			 ~.4	 ~  3  D'&	     	 										 *
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	   	 I - P l a y b a c k 	 K h a l i s e l a   e m v a 	 C h e z a 	 T e r u g s p e e l 	 L e i d i m a s   	 A t s k a Fo aa n a 	 T a a s e s i t u s 	 F~acaoel	   	 R e d a r e 	 *
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 
 S T R _ I D _ S W F L A S H _ O P T I O N 	 S W F L A S H 	 I C O N T E X T 	 O p t i o n 	 O p t i o n 	 x	 	y	 1'@%7-	 O p c i  n 	 O p t i o n 	 O p t i o n 	 0@0<5B@K	 O p z i o n e 	 .J'1'*	 O p   o 	 S e  e n e k   	 C h n 	 P i l i h a n 	 O p s y e n 	 5	?		2	M	*		 	 	 	 L e h e t Qs  g 	 	 	 	 O p t i e 	 	 	 O p ci u n e 	 	 	 	 	 *	0	M	/	>	/		 2FG	 '.*'1	   	 					 5
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	 	 O k o k u k h e t h a 	 O k u n y e 	 C h a g u o 	 O p s i e 	 P a r i n k t i s 	 O p c i j a 	 V a l i k 	 8vav	 	 O p ci u n e 	 
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 
 S T R _ I D _ S W F L A S H _ O P T I O N _ I N F O 	 S W F L A S H 	 I C O N T E X T 	 A t t r i b u t e 	 A t t r i b u t e 	 l\'`	 ^\'`	 8%1)0	 A t r i b u t o 	 A t t r i b u t 	 A t t r i b u t 	 B@81CBK	 A t t r i b u t o 	 'D5A)	 A t r i b u t o 	  z e l l i k   	 T h u c   t  n h 	 A t r i b u t 	 A t r i b u t 	 	0	K	*	#		 	 	 	 J e l l e m z Q	 	 	 	 A t t r i b u u t 	 	 	 A t r i b u t 	 	 	 	 	 
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 
 S T R _ I D _ S W F L A S H _ I N F O _ C A T E G O R Y _ A N I M A T I O N 	 S W F L A S H 	 U N L I M 	 A n i m a t i o n   C l u b 	 A n i m a t i o n   C l u b 	 R+ojW	 R+oPNV	 %1 2@%7H-D+'	 C l u b   d e   a n i m a c i  n   	 C l u b   d  a n i m a t i o n 	 A n i m a t i o n s c l u b 	  072;5G5=8O	 C l u b   a n i m a z i o n e 	 F'/J  'DAD'4	 A n i m a t i o n   C l u b 	 A n i m a s y o n   k l  b    	 C  u   l c   b   h o t   h  n h 	 K l u b   a n i m a s i 	 K e l a b   A n i m a s i 	 	(	?	.	G	6	(	  	M	2	,		 	 	 	 A n i m a t i o n   C l u b 	 	 	 	 A n i m a t i e c l u b 	 	 	 C l u b   d e   a n i m a ci e 	 	 	   	 	 	(	?	.	G	6	(	  	M	2	,		 DH~  'FE4F	 'FE4F  D(	   	 							  						 
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	   	 I - A n i m a t i o n   C l u b 	 U M b u t h o   w o b u l w a n y a n e 	 K l a b u   y a   u h u i s h a j i 	 A n i m a s i e - k l u b 	 A n i m a c i j o s   k l u b a s 	 A n i m c i j a s   K l u b s 	 A n i m a t s i o o n i k l u b i 	 1vktakxv  aoxtb	   	 A n i m a t i o n   C l u b 	 
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 
 S T R _ I D _ S W F L A S H _ I N F O _ C A T E G O R Y _ C R A Z Y G A M E 	 S W F L A S H 	 U N L I M 	 C r a z y   G a m e 	 C r a z y   G a m e 	 vrG a m e 	 urG a m e 	 @!I2%1H	 J u e g o   L o c o 	 J e u   f o u 	 V e r r  c k t e s   S p i e l 	 57C<=K5  83@K	 C r a z y   g a m e 	 D9(  :(J	 C r a z y   G a m e 	  1l g 1n   O y u n   	 S a y   m    G a m e 	 P e r m a i n a n   H e b a t 	 P e r m a i n a n   G i l a - g i l a 	 	M	0	G	[	@	  	G	.		 	 	 	 C r a z y   G a m e 	 	 	 	 G e k   s p e l 	 	 	 J o c   u l u i t o r 	 	 	   	 	 	M	0	G		@	  	G	.		 C r a z y   G a m e 	 ,H4D  E	     	 							  					 8
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  


	   	 I - C r a z y   G a m e 	 U M d l a l o   w a M a g e z a 	 M c h e z o   M a j u n u n i 	 M a l s p e l e t j i e 	 P a al s   ~a i d i m a s 	 T r a k   s p l e 	 C r a z y   G a m e 	 Tekfk  mar	   	 C r a z y   G a m e 	 
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
	 M0G?  G.	 	 									  							 	 	 	 	 	 	 	 J o g o   L o u c o 	 	 	 	 	 	 	 	 J o l a s   e r o a 	 C r a z y   n a   G a m e 	 X o g o   t o l o 	 E g w u r e g w u   e n w e g h i   i s i 	 C l u i c h e   C r a i c e  i l t e 
 
 S T R _ I D _ S W F L A S H _ I N F O _ C A T E G O R Y _ K A R A O K 	 S W F L A S H 	 U N L I M 	 K a r a O K 	 K a r a O K 	 aSbO K 	 aSbO K 	 2#2B-@0	 K a r a O K 	 K a r a o k  	 K a r a O K 	 0@0>:5	 K a r a o k e 	 C'D'#HC	 K a r a O K 	 K a r a o k e 	 K a r a O K 	 K a r a O K 	 K a r a O K 	 	>	0	>			G		 	 	 	 K a r a O K 	 	 	 	 K a r a o k e 	 	 	 K a r a O K 	 	 	 K a r a O K 	 	 	>	0	>			G		 K a r a O K 	 '1'  'H	 	 								 
>
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>
0
O K 	 K a r a O K 	 	 					' 			 	 	 	 	 	 	 	 K a r a O K 	 	 	 	 	 	 	 	 K a r a O K 	 K a r a O K 	 K a r a O K 	 K a r a o k 	 K a r a O K 
 
 S T R _ I D _ S W F L A S H _ I N F O _ C A T E G O R Y _ M O V I E C L I P 	 S W F L A S H 	 U N L I M 	 M o v i e   C l i p 	 M o v i e   C l i p 	 q_w	 q_Ɖw	 %4 2"#L	 V i d e o   	 C l i p   v i d  o 	 F i l m c l i p 	 845>:;8?K	 F i l m a t o   v i d e o 	 D-8)  'DADE	 C l i p   d e   v  d e o 	 F i l   k l i b i   	 P h i m   n g n 	 K l i p   F i l m 	 K l i p   F i l e m 	 .	B	5	@	  	M	2	?	*		 	 	 	 F i l m k l i p 	 	 	 	 F i l m c l i p 	 	 	 C l i p   v i d e o 	 	 	   	 	 .	A	5	M	9	@	  	M	2	?	*		 B79G  ADE	 EHH  D~	   	 				  						 .
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	 .B5@  M2?*M	 V=>@>;8:	 



  




	   	 I s i f a s o   s e m u v i 	 I k l i p   y e m u v i 	 P o g o a   y a   S i n e m a 	 F l i e k g r e e p 	 V a i z d o   k l i p a s 	 K i n o   k l i p s 	 M o v i e   C l i p 	 Oe}apxlx~ao	   	 C l i p   v i d e o 	 .
B
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  
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M
	 .A-?  M2?*	 	 							  						 	 	 	 	 	 	 	 C l i p e   d e   f i l m e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ I N F O _ C A T E G O R Y _ U N K N O W N 	 S W F L A S H 	 U N L I M 	 U n k n o w 	 U n k n o w 	 
Nf	 
Nf	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=>	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r   	 K h  n g   x  c   n h 	 T i d a k   d i k e t a h u i 	 T i d a k   d i k e t a h u i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 O n b e k e n d 	 	 	 N e c u n o s c u t 	 	 	   	 	 		>	#		 F'E4.5	 F'E9DHE	 	 						 (
>
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	 $F2?/(?	 52V4><>	 







	 	 a k w a z i w a 	 A y a z i w a 	 H a i j u l i k a n i 	 O n b e k e n d 	 N e ~i n o m a s 	 N e z i n m s 	 T u n d m a t u 	 1vpau	 	 N u   s e   c u n o a _t e 	 

M

>
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
	 M>$	 	 							 	 	 	 	 	 	 	 D e s c o n h e c i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ N O T I F Y _ F I L E _ E R R O R 	 S W F L A S H 	 P O P U P 	 F i l e   S a v e   E r r o r 	 F i l e   s a v e   e r r o r 	 jHh2QX[/	 eNOX[	 D%L4%2	 E r r o r   a l   g r a b a r   a r c h i v o 	 E r r e u r   d ' e n r e g i s t r e m e n t   d u   f i c h i e r 	 D a t e i s p e i c h e r f e h l e r 	 H81:0  ?@8  A>E@0=5=88  D09;0	 E r r o r e   s a l v a t a g g i o   f i l e 	 .7#  AJ  -A8  'DEDA	 E r r o   a o   g u a r d a r   f i c h e i r o 	 D o s y a   k a y d e d i l i r k e n   h a t a   o l u _t u   	 T p   l i 	 K e s a l a h a n   s a a t   m e n y i m p a n   f i l e 	 R a l a t   s i m p a n   f a i l 	 +	>		2	    8	G	5	  $	M	0	A		?		 	 	 	 F  j l m e n t  s i   h i b a 	 	 	 	 F o u t   b i j   o p s l a a n   v a n   b e s t a n d 	 	 	 E r o a r e   l a   s a l v a r e a   f i _i e r u l u i 	 	 	     	 	 +	>		2	  	B			 .7'  0.1G  A'D	 A'&D  E  :D7	     	 				  							 +
>
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	 +H2M  &K7	 $09;>20  ?><8;:0	 



  








  


	     	 I p h u t h a   l o k u g c i n a   i f a y e l a 	 I m p a z a m o   y e s e v a   y e f a y l e 	 H i t i l a f u y a   k u h i f a d h i   f a i l i 	 F o u t   m e t   b e r g   v a n   l  e r 	 F a i l o   /r a ay m o   k l a i d a 	 F a i l a   s a g l a b aa n a s   k <kd a 	 T  r g e   f a i l i   s a l v e s t a m i s e l 	 Vaulk  zapzavtav  }mal	     	 E r o a r e   l a   s a l v a r e a   f i _i e r u l u i 	 +
/
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 	 +>2  8M_  $M0A?	 	 				  							  							 	 	 	 	 	 	 	 E r r o   a o   s a l v a r   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ N O T I F Y _ N E T W O R K _ E R R O R 	 S W F L A S H 	 P O P U P 	 N e t w o r k   D i s c o n n e c t 	 N e t w o r k   d i s c o n n e c t 	 #}-Ne	 ޏ~-Ne	 12#@
7H-!H-@#7-H2"	 D e s c o n e c t a r   d e   l a   r e d 	 D  c o n n e x i o n   d u   r  s e a u 	 N e t z w e r k   t r e n n e n 	 !5BL  >B:;NG5=0	 D i s c o n n e s s i o n e   r e t e 	 '*5'D  EB'79	 R e d e   d e s l i g a d a 	 A   b a l a n t 1s 1  k e s i l d i   	 M n g   l i 	 J a r i n g a n   t e r p u t u s 	 R a n g k a i a n   p u t u s   s a m b u n g a n 	 (	G		M	5	0	M		    !	?	8		(	G		M			 	 	 	 H  l  z a t   l e v  l a s z t v a 	 	 	 	 N e t w e r k   v e r b r o k e n 	 	 	 D e c o n e c t a r e   r e ce a 	 	 	   	 	 (	G		5	0	M		  	B			 '*5'D  4(G  B79  4/	 Fy  H1  :D7	   	 									  							 (
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  




  

	       	 I n e t h i w e k h i   i y a n q a m u k a 	 Q h a w u l a   u t h u n g e l w a n o 	 M t a n d a o   u m e t e n g a n i s h w a 	 N e t w e r k   o n t k o p p e l 	 T i n k l a s   a t j u n g t a s 	 T +k l s   a t v i e n o t s 	 V  r g u  h e n d u s   p u u d u b 	 Qavhvav{a~an  g	   	 D e c o n e c t a r e   r e ce a 	 (
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 
 S T R _ I D _ S W F L A S H _ N O T I F Y _ D I S K _ F U L L 	 S W F L A S H 	 P O P U P 	 D i s k   F u l l 	 D i s k   f u l l 	 xx]n	 xv]n	 4*L@G!	 D i s c o   l l e n o   	 D i s q u e   p l e i n 	 F e s t p l a t t e   v o l l 	 5@5?>;=5=85  48A:0	 D i s c o   p i e n o 	 'DB15  EED$	 D i s c o   c h e i o 	 D i s k   d o l u   	 )a   y 	 D i s k   p e n u h 	 C a k e r a   p e n u h 	 !	?	8	M		  *	B	0	>		 	 	 	 A   l e m e z   m e g t e l t 	 	 	 	 S c h i j f   v o l 	 	 	 D i s c u l   e s t e   p l i n 	 	 	   	 	 !	?	8	M		  *	B	0	M	#		 /3  ~1  '3*	 3  ~1	     	 					  						 !
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  






  



  

  

	   	 I d i s k i   i g c w e l e 	 I c w e c w e   l i g c w e l e 	 D i s k i   i m e j a a 	 S k y f   i s   v o l 	 D i s k a s   p i l n a s 	 D i s k s   p i l n s 	 K e t a s   t  i s 	 Moa~a|aoh  lkv  g	   	 D i s c   p l i n 	 !
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	 !?8M  *B0M#M#	 	 					  						 	 	 	 	 	 	 	 D i s c o   c h e i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ A S K _ P L A Y B A C K 	 S W F L A S H 	 P O P U P C O N F I R M 	 P l a y b a c k ? 	 P l a y b a c k ? 	 d>eU	 d>eT	 @%H? 	  R e p r o d u c i r ? 	 L e c t u r e  ? 	 W i e d e r g a b e ? 	 @>A<>B@5BL? 	 R i p r o d u r r e ? 	 *4:JD	 R e i n i c i a r   r e p r o d u   o ? 	 Y e n i d e n   o y n a t 1l s 1n   m 1?   	 M u n   p h  t   l i ? 	 P u t a r   u l a n g ? 	 M a i n   b a l i k ? 	   *	M	2	G	,	H		  	0	G		? 	 	 	 	 L e j  t s s z a ? 	 	 	 	 A f s p e l e n ? 	 	 	 R e d a ci ? 	 	 	 ? 	 	 *	M	2	G	,	G		? 	 ~.4  4H/	 ~  3  D'&	   ? 	 									? 	 *
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? 	     ? 	 I - P l a y b a c k ? 	 K h a l i s e l a   e m v a ? 	 C h e z a ? 	 S p e e l   t e r u g ? 	 L e i s t i ? 	 A t s k a Fo t ? 	 T a a s e s i t u s ? 	 F~acaoe^l	     ? 	 R e d a ci ? 	 *
M
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? 	 *M2G,M_>  0?,G? 	 	 							? 	 	 	 	 	 	 	 	 R e p r o d u z i r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ A S K _ D O W N L O A D 2 	 S W F L A S H 	 P O P U P C O N F I R M 	 D o w n l o a d   i n c o m p l e t e d , C o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 N	*g[b|~~N	U	 N}*g[b~~N}T	 2'LB+%D!H*!9#L, 2'LB+%H-+#7-D!H? 	 D e s c a r g a   i n c o m p l e t a ,    c o n t i n u a r ? 	 T  l  c h a r g e r   l e s   n o n - t e r m i n  s ,   c o n t i n u e r  ?   	 D o w n l o a d   u n v o l l s t  n d i g ,   f o r t s e t z e n ? 	 03@C7:0  =5  7025@H5=0.   @>4>;68BL? 	 D o w n l o a d   i n c o m p l e t o ,   s c a r i c a r e ? 	 *E  'D*-EJD, *3*E1	 T r a n s f e r  n c i a   i n c o m p l e t a ,   c o n t i n u a r ? 	 Y  k l e m e   t a m a m l a n d 1,   d e v a m   e d i l s i n   m i ?   	 T i   v   c h a   h o  n   t h  n h , t i p   t c   t i   k h  n g ? 	 D o w n l o a d   b e l u m   s e l e s a i ,   l a n j u t k a n ? 	 M u a t   t u r u n   t a k   s e l e s a i ,   t e r u s k a n ? 	 !	>			(	2	K	!	  	*	B	0	M	#	,   	>	0	@	    0		G		? 	 	 	 	 H i  n y o s   l e t  l t  s ,   f o l y t a t j a ? 	 	 	 	 D o w n l o a d   n i e t   v o l t o o i d .   D o o r g a a n ? 	 	 	 D e s c r c a r e   i n c o m p l e t ,   d o r i ci   s   c o n t i n u a ci ? 	 	 	     .   ? 	 	 !	>			(	2	K	!	  	8	.	M	*	B	0	M	#	,   	>	2	B	   	G	5	>	/		G	? 	 /'FDH/  *ED  F4/  '/'EG  E  /G/	 '$F  DH  F'EED,'1  1	       .   ? 	 							  									,   						  					? 	 !
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  





,   



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? 	     ,   ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 A f l a a i   o n v o l l e d i g ,   g a a n   v o o r t ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 D o w n l o a d   i n c o m p l e t e d , c o n t i n u e ? 	 	 	 	 							  									,   							  							? 	 	 	 	 	 	 	 	 D o w n l o a d   i n c o m p l e t o , c o n t i n u a r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ I N F O _ T I T L E 	 S W F L A S H 	 U N L I M 	 T i t l e : 	 T i t l e : 	 
T1z: 	 
Ty: 	 
7H-: 	 T  t u l o : 	 T i t r e   : 	 T i t e l : 	 03>;>2>:: 	 T i t o l o : 	 'D'3E: 	 T  t u l o : 	 B a _l 1k : 	 T  n : 	 J u d u l : 	 T a j u k : 	 6	@	0	M	7		: 	 	 	 	 C  m : 	 	 	 	 T i t e l : 	 	 	 T i t l u : 	 	 	 : 	 	 6	@	0	M	7			 9FH'F: 	 9FH'F: 	 : 	 							: 	 
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 : 	 >2: 	 	 						: 	 	 	 	 	 	 	 	 T  t u l o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ I N F O _ C A T E G O R Y 	 S W F L A S H 	 U N L I M 	 T y p e : 	 T y p e : 	 ^W: 	 {|W: 	 
4: 	 T i p o : 	 T y p e   : 	 T y p : 	 "8?: 	 T i p o : 	 'DFH9: 	 T i p o : 	 T  r : 	 L o i   h  n h : 	 J e n i s : 	 J e n i s : 	 *	M	0		>	0	: 	 	 	 	 T  p u s : 	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 : 	 	 5	0	M		: 	 FH9: 	 y1: 	 : 	 						: 	 6
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: 	 : 	 U h l o b o : 	 U h l o b o : 	 A i n a : 	 T i p e : 	 T i p a s : 	 T i p s : 	 T   p : 	 Oe}ao]	 : 	 T i p : 	 $
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 
 S T R _ I D _ S W F L A S H _ I N F O _ S I Z E 	 S W F L A S H 	 U N L I M 	 S i z e : 	 S i z e : 	 'Y\: 	 'Y\: 	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@: 	 D i m e n s i o n e : 	 'D-,E: 	 T a m a n h o : 	 B o y u t :   	 C : 	 U k u r a n : 	 S a i z : 	 		>	0	: 	 	 	 	 M  r e t 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 		>	0	: 	 'F/'2G: 	 3'&2: 	 : 	 				: 	 

>
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: 	 8HA	  >7<V@: 	 

: 	 : 	 U s a y i z i : 	 U b u n g a k a n a n i : 	 S a i z i : 	 G r o o t t e : 	 D y d i s : 	 A p j o m s : 	 M a h t : 	 Ia}]	 : 	 D i m e n s i u n e : 	 5
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: 	 >0: 	 	 				: 	 	 	 	 	 	 	 	 T a m a n h o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ I N F O _ B Y T E 	 S W F L A S H 	 U N L I M 	 B y t e s 	 b y t e s 	 MOTD}	 W[	 DL: 	 b y t e s 	 o c t e t s 	 B y t e 	 109B	 b y t e 	 ('J*: 	 b y t e s 	 b a y t 	 b y t e s 	 b y t e 	 b a i t 	 ,	>			M	8	: 	 	 	 	 b  j t 	 	 	 	 b y t e s 	 	 	 o c t e ci 	 	 	 	 	 ,	>			: 	 ('*	 ('&y: 	 : 	 				: 	 ,
>


: 	 ,HA	 09B	 





	   	 a m a - b y t e s 	 I - b y t e s 	 b a i t i 	 g r e p e 	 b a i t a i 	 b a i t i 	 b a i t i 	 baui	 	 o c t e ci 	 ,
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	 ,>: 	 	 					 	 	 	 	 	 	 	 b y t e s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ I N F O _ T I M E 	 S W F L A S H 	 U N L I M 	 T i m e : 	 T i m e : 	 Bf: 	 e: 	 @'%2: 	 T i e m p o : 	 H e u r e  : 	 Z e i t : 	 @5<O: 	 O r a : 	 'DHB*: 	 T e m p o : 	 S  r e :   	 T h i   g i a n : 	 W a k t u : 	 M a s a : 	 8	.	/	: 	 	 	 	 I d Q: 	 	 	 	 T i j d : 	 	 	 O r a : 	 	 	 : 	 	 5	G	3	: 	 2E'F: 	 HB*: 	 : 	 			: 	 8
.
>

: 	 8./	 '0A: 	 


: 	 : 	 I s i k h a t h i : 	 I x e s h a : 	 S a a : 	 T y d : 	 L a i k a s : 	 L a i k s : 	 K e l l a a e g : 	 :atavao]	 : 	 O r a : 	 8
.
/

: 	 8._: 	 	 			: 	 	 	 	 	 	 	 	 H o r a : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S W F L A S H _ I N F O _ C O M P A N Y 	 S W F L A S H 	 U N L I M 	 C o m p a n y : 	 C o m p a n y : 	 cOFU: 	 cOFU: 	 #4)1: 	 C o m p a   a : 	 E n t r e p r i s e   : 	 F i r m a : 	 ><?0=8O: 	 S o c i e t  : 	 'D41C): 	 E m p r e s a : 	 ^i r k e t :   	 N h    c u n g   c p : 	 P e r u s a h a a n : 	 S y a r i k a t : 	 	.	M	*	(	@	: 	 	 	 	 V  l l a l a t : 	 	 	 	 B e d r i j f : 	 	 	 C o m p a n i e : 	 	 	 : 	 	 	.	M	*	(	@	: 	 41*: 	 E~F: 	 : 	 								: 	 
p
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@
: 	 *(@	 ><?0=VO: 	 




: 	 : 	 I n k a m p a n i : 	 I n k a m p a n i : 	 K a m p u n i : 	 M a a t s k a p p y : 	 B e n d r o v : 	 U z Fm u m s : 	 E t t e v  t e : 	 8voexiuxv]	 : 	 C o m p a n i e : 	 
.
M
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: 	 .M*>(@: 	 	 								: 	 	 	 	 	 	 	 	 E m p r e s a : 	 	 	 	 	 	 	 	 E n p r e s a : 	 K o m p a n y a : 	 E m p r e s a : 	 l   r 	 C u i d e a c h t a : 
 
 S T R _ I D _ S W F L A S H _ I N F O _ D A T E 	 S W F L A S H 	 U N L I M 	 D a t e : 	 D a t e : 	 eg: 	 eg: 	 '15H: 	 F e c h a : 	 D a t e   : 	 D a t u m : 	 0B0: 	 D a t a : 	 'D*'1J.: 	 D a t a : 	 T a r i h : 	 N g  y   t h  n g : 	 T a n g g a l : 	 T a r i k h : 	 $	?	%	?	: 	 	 	 	 D  t u m : 	 	 	 	 D a t u m : 	 	 	 D a t a : 	 	 	 : 	 	 $	>	0	@		: 	 *'1.: 	 *'1.: 	 : 	 					: 	 $
>
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: 	 $G&@	 0B0: 	 




: 	 : 	 U s u k u : 	 U m h l a : 	 T a r e h e : 	 D a t u m : 	 D a t a : 	 D a t u m s : 	 K u u p  e v : 	 1t}aik~]	 : 	 D a t a : 	 $
@
/
$
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: 	 $>0?: 	 	 					: 	 	 	 	 	 	 	 	 D a t a : 	 	 	 	 	 	 	 	 D a t a : 	 P e t s a : 	 D a t a : 	 D e e t i : 	 D  t a : 
 
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	   	 I s e t h i n g i   y e p h r i n t i 	 S h i c i l e l a   u s e t o 	 M p a n g i l i o   w a   k u c h a p i s h a 	 D r u k i n s t e l l i n g s 	 S p a u s d i n i m o   n u o s t a t a 	 D r u k a s   i e s t a t +j u m s 	 P r i n d i s  t e 	 Oztav  oauav	     	 S e t a r e   i m p r i m a n t 	 *
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 S T R _ I D _ P I C T _ P R E V I E W 	 P i c t B r i d g e 	 T I T L E 	 P r e v i e w   t h e   p r i n t   r e s u l t 	 P r i n t   p r e v i e w 	 RpS	 SbpSȉ	 A*1'-"H2	 V i s t a   p r e v i a   	 P r  v i s u a l i s e r   i m p r e s s i o n 	 D r u c k v o r s c h a u 	 @>A<>B@	 A n t e p r i m a   d i   s t a m p a 	 E9'JF)  'D7('9)	 P r  - v i s u a l i z a r   i m p r e s s  o 	 Y a z 1r m a    n i z l e m e s i 	 X e m   t r c   i n 	 P r a t i n j a u   p e n c e t a k a n 	 P r a t o n t o n   c e t a k a n 	 .	A	&	M	0	#	  *	B	0	M	5	>	5	2	K		(	  	 	 	 	 N y o m t a t  s i   k  p 	 	 	 	 V o o r b e s c h o u w i n g 	 	 	 E x a m i n a r e    n a i n t e a   i m p r i m r i i 	 	 	   	 	 *	B	0	M	5	>	5	2	K		(		 ~4  FE'4  '~	 ~4  E4'/	 	 							  								 *
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 
 S T R _ I D _ P I C T _ P R I N T I N G 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 S t a r t   t o   p r i n t 	 P r i n t i n g 	 RpS-N	 SbpS-N	 3%14!L	 I m p r i m i e n d o 	 I m p r i m e r 	 W i r d   g e d r u c k t 	 5G0BL	 S t a m p a   i n   c o r s o 	 ,'1M  'D7('9)	 A   i m p r i m i r 	 Y a z d 1r 1y o r 	 a n g   i n 	 M e n c e t a k 	 M e n c e t a k 	 *	M	0	?			?				 	 	 	 N y o m t a t  s 	 	 	 	 B e z i g   m e t   a f d r u k k e n 	 	 	 T i p r i r e    n   c u r s 	 	 	 	 	 *	M	0	?			?				 /1  -'D  '~	 ~1Fy  ,'1	     	 							  			  						 *
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 S T R _ I D _ P I C T _ Q U E R Y 	 P i c t B r i d g e 	 U N L I M 	 Q u e r y   i f   t h e   u s e r   w a n t s   t o   a b o r t   t h e   p r i n t   j o b 	 C a n c e l   t h e   p r i n t i n g   j o b ? \ n P r e s s   Y e s   t o   c a n c e l   o r   N o   t o   k e e p   i t   i n   t h e   b a c k g r o u n d . 	 /f&TSmRpS\ n 	c" /f" SmRpSb	c" &T" Oc̀ofRpS0	 /f&TSmSbpS\ n 	c" /f" SmSbpSb	c" &T" Oc̀ofSbpS0	 "@%424!L? \ n   C
H  @7H-"@%4  +#7-  D!H  @7H-4!LC@7I-+%1	  A b o r t a r   t r a b a j o   d e   i m p r e s i  n ? \ n O p r i m a   S    p a r a   a b o r t a r   o   N o   p a r a   m a n t e n e r l o   e n   s e g u n d o   p l a n o .   	 A n n u l e r   l a   t  c h e   d  i m p r e s s i o n ? \ n A p p u y e z   s u r   O u i   p o u r   a n n u l e r   o u   s u r   N o n   p o u r   l a   g a r d e r   e n   a r r i  r e   p l a n . 	 D r u c k a u f t r a g   a b b r e c h e n ? \ n J a :   A b b r e c h e n .   N e i n :   I m   H i n t e r g r u n d   a u s f  h r e n . 	 B<5=8BL  7040=85  =0  ?5G0BL? \ n 06<8B5  ? 0? ,   GB>1K  >B<5=8BL,   8;8  ? 5B? ,   GB>1K  >AB028BL  2  D>=>2><  @568<5. 	 A n n u l l a r e   l a   s t a m p a ? \ n P r e m e r e   S    p e r   a n n u l l a r e   o   N o   p e r   m a n t e n e r l a   s u l l o   s f o n d o . 	 'D:'!  'D7('9)'6:7" F9E" D'D:'!  'D7('9)  #H  '6:7  " D'"   -'A8)  'D7('9)	 C a n c e l a r   a   t a r e f a   d e   i m p r e s s  o ? \ n P r i m a   S i m   p a r a   c a n c e l a r   o u   N  o   p a r a   m a n t e r   e m   s e g u n d o   p l a n o . 	 Y a z d 1r m a   i p t a l   e d i l s i n   m i ? \ n 0p t a l   e t m e k   i  i n   E v e t   v e y a   a r k a p l a n d a   t u t m a k   i  i n   H a y 1r   t u _u n a   b a s 1n   	 M u n   h y   i n \ n C h n   " c  "     h y   i n   h o c   c h n   " k h  n g "   t i p   t c   b i   c n h   i n 	 B a t a l k a n   t u g a s   c e t a k ? \ n T e k a n   Y a   u n t u k   m e m b a t a l k a n   a t a u   T i d a k   u n t u k   m e l a n j u t k a n n y a   d i   l a t a r   b e l a k a n g . 	 H e n t i k a n   t u g a s   m e n c e t a k ? \ n T e k a n   Y a   u n t u k   h e n t i k a n   a t a u   T i d a k   u n t u k   m e n g e k a l k a n n y a   d i   l a t a r   b e l a k a n g . 	 *	M	0	?			?			  	>	0	M	/	  0	K		G		?   \ n   0	K		(	G	  	G	  2	?		  9	>		  	%	5	>	  	8	G	  *	C	7	M	 	-	B	.	?	  .	G		  0		(	G	  	G	  2	?		  (	9	@		  &	,	>			d		 	 	 	 M e g   a k a r j a   s z a k  t a n i   a   n y o m t a t  s i   f e l a d a t o t ? \ n N y o m j a   m e g   a   I g e n   g o m b o t   a   m e g s z a k  t  s h o z ,   v a g y   a   N e m   g o m b o t   a   h  t t  r b e n   t a r t  s  h o z . 	 	 	 	 P r i n t t a a k   a f b r e k e n ? \ n D r u k   o p   J a   o m   a f   t e   b r e k e n   e n   o p   N e e   o m   i n   d e   a c h t e r g r o n d   v e r d e r   t e   p r i n t e n . 	 	 	 A n u l a ci   o p e r a ci a   d e   i m p r i m a r e ? \ n A p s a ci   p e   D a   p e n t r u   a   a n u l a   s a u   p e   N u   p e n t r u   a   p s t r a   o p e r a ci a    n   f u n d a l . 	 	 	       ? n \       ,           	 	 	*	#	>	8	  *	M	0	?			?		  	I	,	  (	?	7	M	+	3	  	0	>	/		>	  	9	G	?   (	?	7	M	+	3	  	0	#	M	/	>	8	>	 	@	  9	K	/	  5	  *	>	0	M	6	M	5	-	B	.	@	2	>	  *	M	0	?			?			  	I	,	   	G	5	#	M	/	>	8	>	 	@	  (	>	9	@	  &	>	,	>	. 	 '1  '~  D:H  4H// n (1'  D:H  (DG  H  (1'  FG/'4*F  '1  /1  ~3  2EFG  FG  1'  (A4'1/. 	 '  "~  ~1FyF  9ED  H  1HF'  '*  \ n 1HF    D  '  /('&  '  ~1FyF  9ED  H  (  1'$F  E  1F    D  F'  /('&	         ?   \ n                       . 	 					  			  					  					? \ n   					  					  				  					  		  														  					  		  					  | 	 
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8	 C o p i a s 	 C o p i e s 	 K o p i e n 	 >?89	 C o p i a 	 F3.)	 C  p i a s 	 K o p y a l a r   	 S   t r a n g   i n 	 S a l i n a n 	 S a l i n a n 	 *	M	0	$	?	2	?	*	?	/	>			 	 	 	 P  l d  n y s z  m 	 	 	 	 K o p i e  n 	 	 	 N u m r   d e   c o p i i 	 	 	 	 	 	I	*	@			 ~	 '~'	 	 								 
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 
 S T R _ I D _ P I C T _ E N A B L E 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 E n a b l e   a   s e t t i n g 	 E n a b l e 	 _U	  _/T	 @4C
I	 A c t i v a r 	 A c t i v e r 	 A k t i v i e r e n 	 :;NG8BL	 A b i l i t a 	 A*-	 A c t i v a r 	 E t k i n l e _t i r 	 M 	 A k t i f k a n 	 D a y a k a n 	   8		M	7	.		 	 	 	 E n g e d  l y e z  s 	 	 	 	 A c t i v e r e n 	 	 	 A c t i v a ci 	 	 	   	 	 8	.	0	M	%		 A9'D3'2	 B'(D  FA'0	 	 						  				 /
K

	 (G,A2M	 :B82C20B8	 




  


	 	 Y e n z a   k u s e b e n z e 	 E n z a   i s e b e n z e 	 W e z e s h a 	 O n t s p e r 	 L e i s t i 	 I e s p j o t 	 L u b a 	 1ok~avel	 	 A c t i v a ci 	 8
A
8
>
'
M
/

	 8M7.	 	 						 	 	 	 	 	 	 	 H a b i l i t a r 
 
 S T R _ I D _ P I C T _ D I S A B L E 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 D i s a b l e   a   s e t t i n g 	 D i s a b l e 	 ܕ	 sQ	 4C
I	 D e s a c t i v a r 	 D  s a c t i v e r 	 D e a k t i v i e r e n 	 B:;NG8BL	 D i s a b i l i t a 	 ':D'B	 D e s a c t i v a r 	 D e v r e   d 1_1  b 1r a k   	 T t 	 N o n a k t i f k a n 	 N y a h d a y a k a n 	   		M	7	.		 	 	 	 L e t i l t  s 	 	 	 	 I n a c t i v e r e n 	 	 	 D e z a c t i v a ci 	 	 	     	 	 	8	.	0	M	%		 :1A9'D3'2	 :1  B'(D  FA'0	 	 									  				 
/
K

	 !?G,A2M	 50:B82C20B8	 




  


	 	 Y e n z a   k u n g a s e b e n z i 	 E n z a   i n g a k w a z i   u k u s e b e n z a 	 L e m a z a 	 V e r s p e r 	 N e l e i s t i 	 A t s p j o t 	 K e e l a 	 1zaaok~avel	   	 D e z a c t i v a ci 	 
8
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9
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
	 M7.	 	 						 	 	 	 	 	 	 	 D e s a b i l i t a r 
 
 S T R _ I D _ P I C T _ S T A N D A R D 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P r i n t   b y   a   s t a n d a r d   f o r m a t 	 S t a n d a r d 	 jn	 hQ	 !2#2	 E s t  n d a r 	 S t a n d a r d 	 S t a n d a r d 	 !B0=40@B	 S t a n d a r d 	 E9J'1	 P a d r  o 	 S t a n d a r t   	 T i  u   c h u n 	 S t a n d a r 	 S t a n d a r d 	   8	M		H		!	0	M	!		 	 	 	 S z a b v  n y o s 	 	 	 	 S t a n d a a r d 	 	 	 S t a n d a r d 	 	 	 	 	 8	M		H	#	M	!	0	M	!		 '3*'F/'1/	 E9'1	 	 				 8

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
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	 *M0.>#	 !B0=40@B=89	 





	 	 O k u j w a y e l e k i l e 	 U m g a n g a t h o 	 K a w a i d a 	 S t a n d a a r d 	 S t a n d a r t i n i s 	 S t a n d a r t s 	 S t a n d a r d 	 Mavda	 	 S t a n d a r d 	 8
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 
 S T R _ I D _ P I C T _ M U L T I P L E 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P r i n t   b y   m u l t i p l y   i m a g e s   i n   a   p a g e 	 M u l t i p l e 	 ͑	 ͑
Y	 +%2"H2	 M  l t i p l e 	 M u l t i p l e 	 M e h r f a c h 	 0B@8G=0O	 M u l t i p l o 	 E*C11	 M  l t i p l o 	  o k l u   	 L p   l i 	 M u l t i 	 B e r b i l a n g 	 	(	G			 	 	 	 T  b b s z  r  s 	 	 	 	 M e e r d e r e 	 	 	 I m a g i n i   m u l t i p l e 	 	 	 	 	 .	2	M		@		E	*		 F/*'	 EDy  ~D	 	 									 ,
9
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	 	 O k u n i n g i 	 P h i n d a p h i n d a 	 K a d h a a 	 V e e l v u l d i g 	 D a u g y b i n i s 	 V a i r k i 	 M i t u 	 2aftaavao	 	 I m a g i n i   m u l t i p l e 	 .
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 
 S T R _ I D _ P I C T _ I N D E X 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P r i n t   b y   i n d e x 	 I n d e x 	 "}_	 "}_	 1
5	  n d i c e 	 I n d e x 	 I n d e x 	 =45:A	 I n d i c e 	 AG13	  n d i c e 	 0n d e k s   	 M c   l c 	 I n d e k s 	 I n d e k s 	 $	>	2	?		>		 	 	 	 I n d e x 	 	 	 	 I n d e x 	 	 	 I n d e x 	 	 	 	 	 		!	G		M	8		 F*'*	 '4'1	 	 									 
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	 	 I - I n d e x 	 I s a l a t h i s o 	 F a h a r a s a 	 I n d e k s 	 I n d e k s a s 	 K a r t o t k a 	 R e g i s t e r 	 ;vde}	 	 I n d e x 	 
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	 (AM0.#?>	 	 												 	 	 	 	 	 	 	  n d i c e 
 
 S T R _ I D _ P I C T _ P A P E R _ P O S T C A R D 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P a p e r   s i z e   a s   p o s t c a r d 	 P o s t c a r d 	 fOGr	 fOGr	 B*L2#L	 T a r j e t a   p o s t a l 	 C a r t e   p o s t a l e 	 P o s t k a r t e 	 B:@KB:0	 C a r t o l i n a 	 (7'B)  'D(1J/	 P o s t a l 	 P o s t a   k a r t 1	 B u   t h i p 	 K a r t u   p o s 	 P o s k a d 	 *	K	8	M			>	0	M	!		 	 	 	 L e v e l e z Ql a p 	 	 	 	 B r i e f k a a r t 	 	 	 C a r t e   p o _t a l 	 	 	 	 	 *	K	8	M			>	0	M	!		 '1*  ~3*'D	 ~H3y  '1	 	 											 *
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	     (   ) 	 I p o s i k h a d i 	 I p o s k h a d i 	 P o s t i k a d i 	 P o s k a a r t 	 A t v i r u k a s 	 P a s t k a r t e 	 P o s t k a a r t 	 2ako	   	 C a r t e   p o _t a l 	 *
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 
 S T R _ I D _ P I C T _ P A P E R _ 4 x 6 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P a p e r   s i z e   a s   4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6   	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 	 	 	 4 x 6 	 	 	 	 4 x 6 	 	 	 4 x 6 	 	 	 4 x 6 	 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 	x 		 4 x 6 	 4 x 6 	 4 x 6 	 4   x   6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 	 4 x 6 	 	 	 	 	 	 	 	 4 x 6 
 
 S T R _ I D _ P I C T _ P A P E R _ L E T T E R 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P a p e r   s i z e   a s   l e t t e r 	 L e t t e r 	 O}	 O~	 +!2"	 C a r t a 	 L e t t r e 	 B r i e f 	 L e t t e r 	 L e t t e r a 	 H1B	 L e t t e r 	 H a r f 	 G i y   t h 	 L e t t e r 	 S u r a t 	 *	$	M	0		 	 	 	 L e t t e r 	 	 	 	 L e t t e r 	 	 	 S c r i s o a r e 	 	 	 	 	 2	G		0		 F'EG	 L e t t e r 	 	 						 
$
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 
 S T R _ I D _ P I C T _ P A P E R _ A 4 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P a p e r   s i z e   a s   A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4   	 A 4 	 A 4 	 A 4 	 A 4 	 	 	 	 A 4 	 	 	 	 A 4 	 	 	 A 4 	 	 	 A 4 	 	 A 4 	 A 4 	 A 4 	 A 4 	 A 		 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 A 4 	 	 A 4 	 	 	 	 	 	 	 	 A 4 
 
 S T R _ I D _ P I C T _ E R R O R 	 P i c t B r i d g e 	 P O P U P 	 E r r o r   i n   p r i n t   j o b 	 P r i n t i n g   e r r o r 	 RpS/	 SbpS	 2#4!L4%2	 E r r o r   d e   i m p r e s i  n   	 E r r e u r   d ' i m p r e s s i o n 	 D r u c k f e h l e r 	 H81:0  ?5G0B8	 E r r o r e   d i   s t a m p a 	 .7#  AJ  'D7('9)	 E r r o   d e   i m p r e s s  o 	 Y a z d 1r m a   h a t a s 1  	 L i   i n 	 K e s a l a h a n   s a a t   m e n c e t a k 	 R a l a t   m e n c e t a k 	 *	M	0	?			  	@	  $	M	0	A		?		 	 	 	 N y o m t a t  s i   h i b a 	 	 	 	 A f d r u k f o u t 	 	 	 E r o a r e   d e   t i p r i r e 	 	 	   	 	 *	M	0	?			  	B		! 	 .7'  /1  '~	 ~1Fy  E  :D7! 	   ! 	 								  							 *
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! 	 *M0?M  &K7	 ><8;:0  4@C:C	 






  


	   	 I p h u t h a   l e p h r i n t a 	 I m p a z a m o   y o k u s h i c i l e l a 	 H i t i l a f u   y a   c h a p a 	 D r u k k e r f o u t 	 S p a u s d i n i m o   k l a i d a 	 D r u k a s   k <kd a 	 P r i n t i m i s t  r g e 	 Ozelx  }mal	   	 E r o a r e   d e   t i p r i r e 	 *
M
0
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0
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 	 .A&M0#  $M0A?	 	 							  							 	 	 	 	 	 	 	 E r r o   d e   i m p r e s s  o 
 
 S T R _ I D _ P I C T _ E R R O R _ P A P E R 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 E r r o r   m e s s a g e   o f   p a p e r 	 P a p e r   e r r o r ,   c o n t i n u e ? 	 }5_//f&T|~~	 ~ _/f&T~~	 #02)4%2	 E r r o r   d e l   p a p e l 	 E r r e u r   d e   p a p i e r 	 P a p i e r f e h l e r 	 H81:0  1C<038	 E r r o r e   c a r t a 	 .7#  AJ  'DH1B	 E r r o   d e   p a p e l 	 S a y f a   h a t a s 1  	 G i y   i n   l i 	 K e s a l a h   p a d a   k e r t a s 	 R a l a t   k e r t a s 	 	>		<		<	  	@	  $	M	0	A		?		 	 	 	 P a p  r h i b a 	 	 	 	 P a p i e r f o u t 	 	 	 E r o a r e   h  r t i e 	 	 	   	 	 *	G	*	0	  	B		! 	 .8'  ':0	 ~~1  E  :D7! 	 ! 	 						  							 *
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! 	 *G*0M  &K7	 ><8;:0  ?0?5@C	 



  


	   	 I p h u t h a   l e p h e p h a 	 I m p a z m o   y e p h e p h a 	 H i t i l a f u   y a   k a r a t a s i 	 P a p i e r f o u t 	 P o p i e r i a u s   k l a i d a 	 P a p +r a   k <kd a 	 P a b e r i   v i g a 	 9rik  }mal	   	 E r o a r e   h  r t i e 	 *
G
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   $
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 	 *C7M >  $M0A?	 	 				  							 	 	 	 	 	 	 	 E r r o   d e   p a p e l 
 
 S T R _ I D _ P I C T _ E R R O R _ I N K 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 E r r o r   m e s s a g e   o f   i n k 	 I n k   e r r o r ,   c o n t i n u e ? 	 X4l#S//f&T|~~	 Xv/f&T~~	 +!64!L4%2	 E r r o r   d e   t i n t a 	 E r r e u r   d  i m p r i m a n t e 	 T i n t e n f e h l e r 	 H81:0  G5@=8;	 E r r o r e   i n c h i o s t r o 	 .7#  AJ  'D-(1	 E r r o   d e   t i n t e i r o 	 M  r e k k e p   h a t a s 1  	 M c   i n   l i 	 K e s a l a h a n   p a d a   t i n t a 	 R a l a t   d a k w a t 	 8	M	/	>	9	@	  	@	  $	M	0	A		?		 	 	 	 T i n t a h i b a 	 	 	 	 I n k t f o u t 	 	 	 E r o a r e   c e r n e a l 	 	 	   	 	 			  	B		! 	 .7'  ,HG1	 3'  E  :D7! 	   ! 	 					  							 8
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9
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  &
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! 	 M  &K7	 ><8;:0  7  B>=5@><	 


  


	   	 I p h u t h a   l e - i n k i 	 I m p a z m o   y e - i n k i 	 H i t i l a f u   y a   w i n o 	 I n k f o u t 	 R a aa l o   k l a i d a 	 T i n t e s   k <kd a 	 T i n d i k a s s e t i   v i g a 	 9avak  }mal	   	 E r o a r e   c e r n e a l 	 .
7
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 	 >3?  $M0A?	 	 							  							 	 	 	 	 	 	 	 E r r o   d e   t i n t a 
 
 S T R _ I D _ P I C T _ E R R O R _ H A R D W A R E 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 E r r o r   m e s s a g e   o f   p r i n t e r   i t s e l f 	 H a r d w a r e   e r r o r ,   c o n t i n u e ? 	 pSh_j//f&T|~~	 SbpS:g/f&T~~	 .2#LA'#L4%2	 E r r o r   d e   h a r d w a r e 	 E r r e u r   m a t  r i e l l e 	 H a r d w a r e f e h l e r 	 ??0@0B=0O  >H81:0	 E r r o r e   h a r d w a r e 	 .7#  AJ  'D7'(9)	 E r r o   d e   h a r d w a r e 	 D o n a n 1m   h a t a s 1  	 M  y   i n   l i 	 K e s a l a h a n   p a d a   p e r a n g k a t   k e r a s 	 R a l a t   p e r k a k a s a n 	 9	>	0	M	!	5	G	/	0	  	@	  $	M	0	A		?		 	 	 	 H a r d v e r h i b a 	 	 	 	 H a r d w a r e f o u t 	 	 	 E r o a r e   h a r d w a r e 	 	 	   	 	 9	>	0	M	!	5	G	/	0	  	B		! 	 .7'  3.*  'A2'1	 '1  H&1E  :D7! 	   ! 	 											  							 9
>
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! 	 9>0M!M  5G0M  &K7	 ?0@0B=0  ?><8;:0! 	 







  


	     	 I p h u t h a   l e h a d i w e 	 I m p a z a m o   y e s i x h o b o 	 H i t i l a f u   y a   m a u n z i 	 H a r d e w a r e - f o u t 	 T e c h n i n s   /r a n g o s   k l a i d a 	 A p a r a t kr a s   k <kd a 	 R i i s t v a r a   t  r g e 	 Mak  }mal	   	 E r o a r e   h a r d w a r e 	 9
>
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 	 9>0M!qG_>0  $M0A?	 	 								  							 	 	 	 	 	 	 	 E r r o   d e   h a r d w a r e 
 
 S T R _ I D _ P I C T _ E R R O R _ F I L E 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 E r r o r   m e s s a g e   o f   f i l e 	 F i l e   e r r o r ,   c o n t i n u e ? 	 jHh//f&T|~~	 eN/f&T~~	 D%L4%2	 E r r o r   d e   a r c h i v o 	 E r r e u r   d e   f i c h i e r 	 D a t e i f e h l e r 	 H81:0  D09;0	 E r r o r e   f i l e 	 .7#  AJ  'DEDA	 E r r o   d e   f i c h e i r o 	 D o s y a   h a t a s 1  	 T p   l i 	 K e s a l a h a n   p a d a   f i l e 	 R a l a t   f a i l 	 +	>		2	  	@	  $	M	0	A		?		 	 	 	 F  j l h i b a 	 	 	 	 B e s t a n d s f o u t 	 	 	 E r o a r e   f i _i e r 	 	 	   	 	 +	>		2	  	B		! 	 .7'  A'D	 A'&D  E  :D7! 	     ! 	 				  							 +
>

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  
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! 	 +H2M  &K7	 ><8;:0  D09;C! 	 



  


	   	 I p h u t h a   l e f a y e l a 	 I m p a z a m o   y e f a y l e 	 H i t i l a f u   y a   f a i l i 	 L  e r f o u t 	 F a i l o   k l a i d a 	 F a i l a   k <kd a 	 V i g a n e   f a i l 	 Vaulk  }mal	   	 E r o a r e   f i _i e r 	 +
/
2
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0
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 	 +>2  $M0A?	 	 				  							 	 	 	 	 	 	 	 E r r o   d e   a r q u i v o 
 
 S T R _ I D _ P I C T _ N O _ P A P E R 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 E r r o r   m e s s a g e   o f   o u t   o f   p a p e r 	 N o   p a p e r s ,   c o n t i n u e ? 	 }5_(uv/f&T|~~	 ~ _(u=\/f&T~~	 D!H!5#02)	 N o   h a y   p a p e l 	 P a s   d e   p a p i e r 	 K e i n   P a p i e r 	 5B  1C<038	 N o n   c '    c a r t a 	 D'  JH,/  H1B	 S e m   p a p e l 	 K a 1t   y o k   	 K h  n g   c    g i y   i n 	 T i d a k   a d a   k e r t a s 	 T i a d a   k e r t a s 	 	>		<	[	  (	9	@			 	 	 	 N i n c s   p a p  r 	 	 	 	 G e e n   p a p i e r 	 	 	 N u   m a i   e x i s t   c o l i    n   i m p r i m a n t 	 	 	   	 	 *	G	*	0	  (	>	9	@	! 	 ':0  EH,H/  F3*	 ~~1  F! 	   ! 	 				  				 
>


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  (
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
! 	 *G*0M2A  2G5A	 5<0T  ?0?5@C! 	 


  




  



	 	 A m a p h e p h a 	 A k u k h o   m a p h e p h a 	 H a k u n a   k a r a t a s i 	 G e e n   p a p i e r 	 N r a   p o p i e r i a u s 	 N a v   p a p +r a 	 P a b e r   p u u d u b 	 9xri  yoa	   	 N u   m a i   e x i s t   c o l i    n   i m p r i m a n t 	 *
G
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*
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2
	 L#8?  *G*0  (A9G	 	 				  				 	 	 	 	 	 	 	 S e m   p a p e l 
 
 S T R _ I D _ P I C T _ N O _ I N K 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 E r r o r   m e s s a g e   o f   e m p t y   i n k 	 N o   i n k ,   c o n t i n u e ? 	 X4l#S(uv/f&T|~~	 Xv(u=\/f&T~~	 D!H!5+!64!L	 N o   h a y   t i n t a 	 P a s   d  e n c r e 	 K e i n e   T i n t e 	 5B  G5@=8;	 N o n   c '    i n c h i o s t r o 	 D'  JH,/  'D-(1	 S e m   t i n t a 	 M  r e k k e p   y o k   	 K h  n g   c    m c   i n 	 T i d a k   a d a   t i n t a 	 T i a d a   d a k w a t 	 8	M	/	>	9	@	  (	9	@			 	 	 	 N i n c s   t i n t a 	 	 	 	 G e e n   i n k t 	 	 	 N u   m a i   e x i s t   c e r n e a l 	 	 	   	 	 			  (	>	9	@	! 	 ,HG1  EH,H/  F3*	 3'  F! 	   ! 	 				  				 8
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
9
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  (
9
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
! 	 M  2G&A	 5<0T  G>@=8;0! 	 


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I2-"9H	 I m p r e s o r a   o c u p a d a   	 I m p r i m a n t e   o c c u p  e 	 D r u c k e r   a u s g e l a s t e t 	 @8=B5@  70=OB	 S t a m p a n t e   o c c u p a t a 	 'D7'(9)  E4:HD)	 I m p r e s s o r a   o c u p a d a 	 Y a z 1c 1  k u l l a n 1m d a   	 M  y   i n   b n 	 P r i n t e r   s i b u k 	 P e n c e t a k   s i b u k 	 *	M	0	?			0	  5	M	/	8	M	$		 	 	 	 A   n y o m t a t    f o g l a l t 	 	 	 	 P r i n t e r   b e z e t 	 	 	 I m p r i m a n t   o c u p a t 	 	 	   	 	 *	M	0	?			0	  5	M	/	8	M	$	! 	 '~1  E4:HD  '3*	 ~1Fy1  E4:HD! 	       ! 	 									  							 *
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	   X   	 I - O r i g i n   X   c o o r d i n a t e 	 U - X   w o k u q a l a   u l u n g e l e l a n i s a 	 A m b a t a n i s h i   X   a s i l i 	 X - o o r s p r o n g k o  r d i n a a t 	 P i r m i n   X   k o o r d i n a t 	 S k u m a   X   k o o r d i n t e 	 L  h t e  k s u s e   X   k o o r d i n a a t 	 Mofbvaoav  X   oxxdkva	   X   	 C o o r d o n a t a   X   o r i g i n a l 	 
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 S T R _ I D _ P I C T _ Y _ C O O R D I N A T E 	 P i c t B r i d g e 	 I C O N T E X T 	 F r o m   Y   c o o r d i n a t e   t o   p r i n t 	 O r i g i n   Y   c o o r d i n a t e 	 wYޞY ^j	 wYpY PWh	 41  y   @#4H!I	 C o o r d e n a d a   Y   o r i g e n 	 C o o r d o n n  e   o r i g i n e   Y 	 U r s p r u n g s - Y - K o o r d i n a t e 	 AE>4=0O  :>>@48=0B0  ?>  Y 	 C o o r d i n a t a   o r i g .   Y 	 'DE-H1  'D5Q'/J  'D'5DJ	 O r i g e m   c o o r d e n a d a   Y 	 O r i j i n a l   Y   k o o r d i n a t 1  	 K h i   i m   t i   t a     Y 	 K o o r d i n a t   Y   a s l i 	 K o o r d i n a t   Y   a s a l 	   	0	?		?	(	  Y     8	G	  8	.	(	M	5	/		 	 	 	 O r i g    Y   k o o r d i n  t a 	 	 	 	 Y - c o - o r d i n a a t   v a n   o o r s p r o n g 	 	 	 C o o r d o n a t a   Y   o r i g i n a l 	 	 	   - Y     	 	 .	B	3	  5	>		  	K		0	M	!	?	(	G			 E.*5'*  Y   E(/'!	 'H1,Fy H"1Fy	     	 				  Y   											 
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			>		    	 '1*A'9  (14	 1H~F  'HF'&	   	 						  				  						 

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	     	 C o n n e c t e d   t o   P C 	 C o n n e c t e d   t o   P C 	 C o n n e c t e d   t o   P C 	 G e k o p p e l   a a n   P R 	 C o n n e c t e d   t o   P C 	 C o n n e c t e d   t o   P C 	 C o n n e c t e d   t o   P C 	 C o n n e c t e d   t o   P C 	 C o n n e c t e d   t o   P C 	 C o n n e c t e d   t o   P C 	 	 	 	 P C   		  								 	 	 	 	 	 	 	 C o n e c t a d o   a o   P C 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ I N C O M P A T I B L E _ F I L E 	 P i c t B r i d g e 	 P O P U P 	 E r r o r   m e s s a g e   o f   f i l e   a c c e s s 	 F a i l   t o   o p e n   f i l e 	 RpSjHh_U1YWe	 SbpSeN _/T1Y%	 @4D%LD!HDI	 N o   s e   p u d o   a b r i r   e l   a r c h i v o 	 E c h e c   d  o u v e r t u r e   d u   f i c h i e r 	 D a t e i   k a n n   n i c h t   g e  f f n e t   w e r d e n 	 5  C405BAO  >B:@KBL  D09;	 I m p o s s i b i l e   a p r i r e   i l   f i l e 	 .7#  AJ  A*-  'D7('9)  'DEDA'*	 F a l h a   a   a b r i r   f i c h e i r o 	 D o s y a y 1  a  a m a d 1  	 K h  n g   h   t r   t p 	 G a g a l   m e m b u k a   f i l e 	 G a g a l   m e m b u k a   f a i l 	 +	>		2	  	K	2	(	>	  	8	+	2		 	 	 	 N e m   s i k e r  l t   m e g n y i t n i   a   f  j l t 	 	 	 	 K a n   b e s t a n d   n i e t   o p e n e n 	 	 	 E r o a r e   l a   d e s c h i d e r e a   f i _i e r u l u i 	 	 	     	 	 	 ('2  1/F  A'D  F'EHAB  (H/	 	       ! 	 				  				  						 	 	 	 



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	     	 K u h l u l e k i l e   u k u v u l a   i f a y e l a 	 I p h a n z i l e   u k u v u l a   i f a y l e 	 I m e s h i n d w a   k u f u n g u a   f a i l i 	 O o p m a a k   v a n   l  e r   o n s u k s e s v o l 	 N e p a v y k o   a t i d a r y t i   f a i l o 	 N a v   i e s p j a m s   a t v r t   f a i l u 	 F a i l i   a v a m i n e   n u r j u s 	 Vaulk  baxth  qamxr~e	       	 E r o a r e   l a   d e s c h i d e r e a   f i _i e r u l u i 	 +
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	 U S B     	 U k u s e t h a   k a b u s h a   i - U S B 	 U k u s e t a   k w a k h o n a   i U S B 	 U S B   i m e s e t i w a   u p y a 	 U S B - h e r s t e l 	 U S B   a t s t a t a 	 U S B   a t i e s t a t +aa n a 	 U S B   l  h t e s t a m i n e 	 U S B   fxuaxt	 U S B -   	 R e i n i ci a l i z a r e   U S B 	 U S B   *
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 S T R _ I D _ P I C T _ I N V A L I D _ J P G _ F I L E 	 P i c t B r i d g e 	 P O P U P 	 E r r o r   m e s s a g e   o f   b r o k e n   J P G   f i l e 	 I n v a l i d   J P G   f i l e 	 !qHevJ P G jHh	 eHevJ P G eN	 D%L  J P G   D!H9I-	 A r c h i v o   J P G   i n v  l i d o 	 F i c h i e r   J P G   i n v a l i d e 	 U n g  l t i g e   J P G - D a t e i 	 525@=K9  J P G   D09;	 F i l e   J P G   n o n   v a l i d o 	 .7#  AJ  EDA  J P G 	 F i c h e i r o   J P E G   i n v  l i d o 	 G e  e r s i z   J P G   d o s y a s 1	 T p   J P G   k h  n g   h p   l 	 F I l e   J P G   t i d a k   v a l i d 	 F a i l   J P G   t i d a k   s a h 	 	.	>	(	M	/	  J P G   +	>		2		 	 	 	  r v  n y t e l e n   J P G   f  j l 	 	 	 	 O n g e l d i g   J P G - b e s t a n d 	 	 	 F i _i e r   J P G   n e v a l i d 	 	 	   J P G     	 	 	 ~1HF/G  J P G   F'E9*(1  '3*	 	   J P G   ! 	 								  						  					 
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 
 S T R _ B T _ B P P _ S E T T I N G _ P A P E R _ 4 X 6 	 B P P 	 C 0 5 7 _ 1 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6   	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 	 	 	 4 x 6 	 	 	 	 4 x 6 	 	 	 4 x 6 	 	 	 4 x 6 	 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 	x 		 4 x 6 	 4 x 6 	 4 x 6 	 4   x   6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 x 6 	 4 X 6 	 4 x 6 	 4 x 6 	 A 4 	 4 x 6 	 4 x 6 	 	 	 	 	 	 	 	 4 x 6 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ B P P _ S E T T I N G _ S I D E S 	 B P P 	 I C O N T E X T 	 S i d e s   s e t t i n g s 	 S i d e s   s e t t i n g s 	 ٖb-[	 Sbn	 2#1IH2I2	 C o n f i g u r a c i  n   d e   l a d o s 	 R  g l a g e s   d e s   c o t  s 	 S e i t e n e i n s t e l l u n g e n 	 >;8G5AB2>  AB>@>=	 I m p o s t a z i o n i   l a t i 	 'D,H'F(	 D e f i n i   e s   l a t e r a i s 	 K e n a r   a y a r l a r 1	 C  i   t   h a i   m t 	 P e n g a t u r a n   s i s i 	 P e n g e s e t a n   s i s i 	 8	>		!	  	@	  8	G		?				 	 	 	 O l d a l b e  l l  t  s o k 	 	 	 	 Z i j d e - i n s t e l l i n g e n 	 	 	 S e t r i   p r ci 	 	 	 	 	 8	>		!	M	8		 *F8EG'  1HG  G'	 F'1	 	 					  						 8
>
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>
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	 8H!M2A	 !B>@>=8	 




	 	 A m a s a y i d i 	 A m a c a l a 	 P a n d e 	 K a n t i n s t e l l i n g s 	 P u s s 	 P u s e s 	 P o o l e d 	 ?xrte	 	 P r ci 	 5
6

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
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 	 *>0M6M5A!?	 A n e t 	 								 	 	 	 	 	 	 	 C o n f i g u r a   e s   l a t e r a i s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ B P P _ S E T T I N G _ S I D E S _ O N E 	 B P P 	 C 0 5 7 _ 1 	 O n e - s i d e d 	 O n e - s i d e d 	 Ub	 USb	 +I2@5"'	 D e   u n   l a d o 	 U n   s e u l   c o t  	 E i n s e i t i g 	 4=0	 A   l a t o   s i n g o l o 	 #-'/J  'D,'F(	 U m a   f a c e 	 B i r   k e n a r l 1  	 M t   m t 	 S a t u   s i s i 	 S a t u   s i s i 	 		-   $	0	+	>		 	 	 	 E g y o l d a l a s 	 	 	 	 E n k e l z i j d i g 	 	 	 P e   o   p a r t e 	 	 	   	 	 8	?			2	  8	>		!		   1H	   71A	 - 	 		- 											 

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	   5H*A	 4=>AB>@>==V9	 

  








	 - 	 I - o n e - s i d e d 	 I m b o l o - n y e 	 U p a n d e   m m o j a   	 E e n   k a n t 	 V i e n p u s i s 	 V i e n p u s j i 	  h e p o o l n e 	 Dkaoxrtavk	 	 P e   o   p a r t e 	 
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	 K?- *>0M6M5	 N j e a n s h m e 	 			- 								 	 	 	 	 	 	 	 U m   l a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ B P P _ S E T T I N G _ S I D E S _ T W O _ L O N G 	 B P P 	 C 0 5 7 _ 1 	 T w o - s i d e d - l o n g - e d g e 	 T w o - s i d e d - l o n g - e d g e 	 ٖbw	 Sb	 -"2'*-I2	 D e   d o s   l a d o s   b o r d e   l a r g o 	 D e u x - c o t  s - l o n g u e - b o r d u r e 	 Z w e i s e i t i g   l a n g e   K a n t e 	 2CAB>@>==OO  ?>  4;8==><C  :@0N	 S t a m p a   f r o n t e - r e t r o   l a t o   l u n g o 	 E2/H,  (71A  7HJD	 D u a s   f a c e s - t o p o s   l o n g o s 	 0k i   t a r a f l 1  u z u n   k e n a r 	 H a i   m t   l   d  i 	 T e p i   p a n j a n g   d u a   s i s i 	 T e p i - p a n j a n g - d u a - s i s i 	 &	A	$	0	+	>	  2		,	@	  '	>	0		 	 	 	 K  t o l d a l a s ,   h o s s z a n t i 	 	 	 	 D u b b e l z i j d i g   l a n g s   l a n g e   r a n d 	 	 	 D o u - f e ce - l a t u r - l u n g 	 	 	   -   	 	 &	K	(	K	- 8	>		!		 /H  1H  ('  D(G  (DF/	 /H  71A	 - 	 			- 			- 					- 															 &
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 
 S T R _ B T _ B P P _ S E T T I N G _ S I D E S _ T W O _ S H O R T 	 B P P 	 C 0 5 7 _ 1 	 T w o - s i d e d - s h o r t - e d g e 	 T w o - s i d e d - s h o r t - e d g e 	 ٖbw	 Sbw	 -*1I*-I2	 D e   d o s   l a d o s   b o r d e   c o r t o 	 D e u x - c o t  s - c o u r t e - b o r d u r e 	 Z w e i s e i t i g   k u r z e   K a n t e 	 2CAB>@>==O  ?>  :>@>B:><C  :@0N	 S t a m p a   f r o n t e - r e t r o   l a t o   c o r t o 	 E2/H,  (71A  B5J1	 D u a s   f a c e s - t o p o s   c u r t o s 	 0k i   t a r a f l 1  k 1s a   k e n a r 	 H a i   m t   l   n g n 	 T e p i   p e n d e k   d u a   s i s i 	 T e p i - p e n d e k - d u a - s i s i 	 &	A	$	0	+	>	  2		,	@	  '	>	0		 	 	 	 K  t o l d a l a s ,   r  v i d   o l d a l   m e n t i 	 	 	 	 D u b b e l z i j d i g   l a n g s   k o r t e   r a n d 	 	 	 D o u - f e ce - l a t u r - s c u r t 	 	 	   -   	 	 &	K	(	K	- 8	>		!		 /H  1H  ('  D(G  H*'G	 /H  71A	 - 	 			- 			- 				- 															 &
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 
 S T R _ B T _ B P P _ S E T T I N G _ P A G E S 	 B P P 	 I C O N T E X T 	 P a g e s   p e r   s h e e t 	 P a g e s   p e r   s h e e t 	 k5_xe	 ku _pe	 3'+I2H-AH	 P  g i n a s   p o r   h o j a 	 P a g e s   p a r   p a g e 	 S e i t e n   p r o   B l a t t 	 !B@0=8F  =0  ;8AB5	 P a g i n e   p e r   f o g l i o 	 'D5A-'*  AJ  CD  'D5A-)	 P  g i n a s   p o r   f o l h a 	 H e r   y a p r a k t a k i   s a y f a   	 M i   t r a n g   u    n h   s   t r a n g 	 H a l a m a n   p e r   l e m b a r 	 H a l a m a n   s e t i a p   h e l a i a n 	 *	M	0	$	?	  6	@		  *	G			 	 	 	 O l d a l a k   e g y   l a p o n 	 	 	 	 P a g i n a ' s   p e r   v e l 	 	 	 P a g i n i   p e   h  r t i e 	 	 	     	 	 *	G		  *	0	  6	@			 5A-G  /1  G1  (1	 1  4y    -3'(  3  5A-	     	 					  				  							  							 *
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	   	 A m a k h a s i   n g e s h i d i 	 A m a p h e p h a   n g e s h i t i   n g a l i n y e 	 G o m b o   k w a   k i l a   k a r a t a s i 	 B l a d s y e   p e r   v e l 	 P u s l a p i a i   l a k at e 	 L a p a s   l o k s n 	 L e h e k  l g i   l e h e   k o h t a 	 7{ek  avaoh  teo  ieik  ~a	       	 P a g i n i   p e   h  r t i e 	 
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 
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8	 C a n t i d a d   d e   c o p i a s 	 N o m b r e   d e   c o p i e s 	 A n z a h l   a n   K o p i e n 	 >;8G5AB2>  :>?89	 N u m e r o   d i   c o p i e 	 #9/'/  'DF3.)	 N  m e r o   d e   c  p i a s 	 K o p y a   s a y 1s 1  	 S   p h n 	 J u m l a h   s a l i n a n 	 B i l a n g a n   s a l i n a n 	   *	M	0	$	?	2	?	*	?	/	K		  	@	  8			M	/	>		 	 	 	 P  l d  n y s z  m 	 	 	 	 A a n t a l   k o p i e  n 	 	 	 N u m r   d e   c o p i i 	 	 	 '   	 	 	I	  *	@		  	@	  8			M	/	>		 *9/'/  ~  G'	 '~H    *9/'/	   	 								  							 
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	 .A&M0#  0A?	 D u k e   s h t y p u r 	 										 	 	 	 	 	 	 	 I m p r e s s  o 
 
 S T R _ B T _ B P P _ P O P U P _ N O _ P R E V I E W 	 B P P 	 T E X T ,   P O P U P 	 N o   p r e v i e w   a v a i l a b l e 	 N o   p r e v i e w   a v a i l a b l e 	 l	g	 l	gȉ	 D!H!5 21'-"H2	 N o   h a y   u n a   v i s t a   p r e v i a   d i s p o n i b l e 	 A u c u n e   p r  v i s .   D i s p o n i b l e 	 K e i n e   V o r s c h a u   v e r f  g b a r 	 @>A<>B@  =54>ABC?5=	 A n t e p r i m a   d i   s t a m p a   d i s p o n i b i l e 	 'DE9'JF)  :J1  E*'-)	 P r  - v i s u a l i z a   o   i n d i s p o n  v e l 	  n i z l e m e   g e  e r s i z 	 C h a   x e m   t r c 	 P r a t i n j a u   t i d a k   t e r s e d i a 	 T i a d a   p r a t o n t o n   b o l e h   d i d a p a t i 	 *	B	0	M	5	>	5	2	K		(	  		*	2	,	M	'	  (	9	@			 	 	 	 N e m    l l   r e n d e l k e z  s r e   e l Qn  z e t 	 	 	 	 G e e n   v o o r b e s c h o u w i n g   b e s c h i k b a a r 	 	 	 N i c i o   e x a m i n a r e   d i s p o n i b i l 	 	 	       	 	 	 GJ  ~J4  FE'JI  EH,H/  FJ3*	 	 	 											    					  						  			 	 	 	 	 	 	 	 	 G e e n   v o o r s k o u   b e s k i k b a a r 	 	 	 	 	 	 	 	 	 N u k   e s h t e   n e   d i s p o z i c i o n   p a r a s h i k i m i 	 				  									  						  				 	 	 	 	 	 	 	 N e n h u m a   v i s u a l i z a   o   d i s p o n  v e l 
 
 S T R _ B T _ B P P _ N O T I C E 	 B P P 	 P O P U P 	 P l e a s e   c h e c k   p r i n t e r 	 P l e a s e   c h e c k   p r i n t e r 	 ˊjgpSh_j	 hgSbpS:g	 B##'*-@#7H-4!L	 P o r   f a v o r   v e r i f i q u e   l a   i m p r e s o r a 	 V e u i l l e z   v  r i f i e r   l ' i m p r i m a n t e 	 D r u c k e r   p r  f e n 	 @>25@LB5  ?@8=B5@	 C o n t r o l l a r e   s t a m p a n t e 	 J1,I  A-5  'D7'(9)	 V e r i f i q u e   i m p r e s s o r a 	 L  t f e n   y a z 1c 1y 1  k o n t r o l   e d i n 	 H  y   k i m   t r a   m  y   i n 	 P e r i k s a   p r i n t e r 	 S i l a   p e r i k s a   p e n c e t a k 	 	C	*	/	>	  *	M	0	?	(	M		0	  	@	  	>			  	0	G			 	 	 	 K  r j  k   e l l e n Qr i z z e   a   n y o m t a t  t 	 	 	 	 C o n t r o l e e r   d e   p r i n t e r 	 	 	 V e r i f i c a ci   i m p r i m a n t a 	 	 	     	 	 	 D7A'  '~1  1'  (113I  CFJ/	 	 	 							  			  									  					  					 	 	 	 	 	 	 	 	 G a a n   a s s e b l i e f   d r u k k e r   n a 	 	 	 	 	 	 	 	 	 J u   l u t e m   k o n t r o l l o n i   s h t y p s h k r o n j e n 	 							  			  									  							  				 	 	 	 	 	 	 	 V e r i f i q u e   a   i m p r e s s o r a 
 
 S T R _ B T _ B P P _ M E D I A _ J A M 	 B P P 	 P O P U P 	 P r i n t e r   p a p e r   j a m 	 P r i n t e r   p a p e r   j a m 	 pSh_jaS}	 SbpS:gaS~	 #02)@#7H-4!L4	 A t a s c o   d e   p a p e l   e n   l a   i m p r e s o r a   	 V e u i l l e z   v  r i f i e r   l e   b o u r r a g e   p a p i e r 	 D r u c k e r p a p i e r s t a u 	 0540=85  1C<038  2  ?@8=B5@5	 C a r t a   s t a m p a n t e   i n c e p p a t a 	 *C/3  'DH1B  ('D7'(9)	 E n c r a v a m e n t o   d e   p a p e l 	 Y a z 1c 1  k a 1d 1  y o k 	 M  y   i n   b   k t   g i y 	 K e r t a s   m a c e t   p a d a   p r i n t e r 	 K e r t a s   p e n c e t a k   t e r s e s a k 	 *	M	0	?	(	M		0	  *	G	*	0	  	>	.		 	 	 	 P a p  r e l a k a d  s 	 	 	 	 P a p i e r s t o r i n g   i n   p r i n t e r 	 	 	 H  r t i e   b l o c a t    n   i m p r i m a n t 	 	 	     	 	 	 C':0  '~1  J1C1/G	 	 	 										  				  				  					 	 	 	 	 	 	 	 	 D r u k k e r - p a p i e r k n o o p 	 	 	 	 	 	 	 	 	 B l l o k i m   I   l e t r e s   n e   s h t y p s h k r o n j e 	 									  				  						 	 	 	 	 	 	 	 O b s t r u   o   d e   p a p e l   n a   i m p r e s s o r a 
 
 S T R _ B T _ B P P _ P A U S E D 	 B P P 	 P O P U P 	 P r i n t e r   p a u s e 	 P r i n t e r   p a u s e 	 pSh_j]f\PRpS	 SbpS]f\PSbpS	 @#7H-4!L+"8
1H'#2'	 P a u s a   e n   l a   i m p r e s o r a 	 P a u s e   d ' i m p r i m a n t e 	 D r u c k e r p a u s e 	 @8>AB0=>2:0  ?5G0B8	 S t a m p a n t e   i n   p a u s a 	 %JB'A  E$B*  DD7'(9)	 I m p r e s s o r a   e m   p a u s a 	 Y a z 1c 1y 1  d u r a k l a t 	 M  y   i n      d n g   i n 	 P r i n t e r   d i j e d a 	 P e n c e t a k   b e r h e n t i   s e k e t i k a 	 *	M	0	?	(	M		0	  *	I		<		 	 	 	 N y o m t a t  s i   s z  n e t 	 	 	 	 P r i n t e r   g e p a u z e e r d 	 	 	 P a u z   i m p r i m a n t 	 	 	   	 	 	 '~1  /1FJ/G	 	 	 											  						  						 	 	 	 	 	 	 	 	 D r u k k e r   o n d e r b r e e k 	 	 	 	 	 	 	 	 	 S h t y p s h k r o n j a   n e   p a u z e 	 									  						 	 	 	 	 	 	 	 P a u s a   d a   i m p r e s s o r a 
 
 S T R _ B T _ B P P _ D O O R _ O P E N 	 B P P 	 P O P U P 	 P r i n t e r   d o o r s   o p e n 	 P r i n t e r   d o o r s   o p e n 	 pSh_jjO*gܕ
N	 SbpS:ghO*gsQ
N	 2@#7H-4!L@4	 C o m p u e r t a   d e   l a   i m p r e s o r a   a b i e r t a 	 C o u v e r c l e   d e   l ' i m p r i m a n t e   o u v e r t 	 D r u c k e r t  r e n   g e  f f n e t 	 B:@KB0  :@KH:0  ?@8=B5@0	 P o r t e   s t a m p a n t e   a p e r t e 	 #/1',  'D7'(9)  EA*H-)	 P o r t a s   d a   i m p r e s s o r a   a b e r t a s 	 Y a z 1c 1  k a p a k l a r 1  a  1k 	 C a   m  y   i n   c h a    n g 	 P i n t u   p r i n t e r   t e r b u k a 	 P i n t u   p e n c e t a k   t e r b u k a 	 *	M	0	?	(	M		0	  	G	  &	0	5	>		G	  	A	2	G	  9	H			 	 	 	 N y i t v a   a   n y o m t a t    f e d e l e 	 	 	 	 K l e p   v a n   p r i n t e r   o p e n 	 	 	 U _i l e   i m p r i m a n t e i   s u n t   d e s c h i s e 	 	 	     	 	 	 /1G'I  '~1  ('2  G3*F/	 	 	 											  			  						 	 	 	 	 	 	 	 	 D r u k k e r d e u r e   o o p 	 	 	 	 	 	 	 	 	 D y e r t   e   s h t y p s h k r o n j e s   j a n e   h a p u r 	 									  					  					 	 	 	 	 	 	 	 P o r t a s   d a   i m p r e s s o r a   a b e r t a s 
 
 S T R _ B T _ B P P _ M E D I A _ L O W 	 B P P 	 P O P U P 	 p r i n t e r   m e i d a   l o w 	 P l e a s e   m e i d a   l o w 	 pSh_j}vX[}ϑNO	 SbpS:gP~ϑNO	 *7H-@#7H-4!L@+%7-I-"	 M e d i o s   d e   l a   i m p r e s o r a   b a j o s 	 C o n s o m m a b l e s   f a i b l e s 	 D r u c k e r m e d i u m   n i e d r i g 	 87:89  70@O4  ?@8=B5@0	 S u p p o r t o   c a r t a c e o   b a s s o 	 H3'&7  'D7('9)  EF.A6)	 S u p o r t e   d e   i m p r e s s  o   b a i x o 	 Y a z 1c 1  o r t a m 1  d  _ k 	 L n g   c h a   g i y   c a   m  y   i n   t h p 	 M e d i a   h a m p i r   h a b i s 	 M e d i a   p e n c e t a k   r e n d a h 	 *	M	0	?	(	M		0	  .	@	!	>	  (	?	.	M	(		 	 	 	 K e v  s   a   p a p  r 	 	 	 	 P a p i e r i n v o e r b a k   b i j n a   l e e g 	 	 	 S u p o r t   d e   i m p r i m a r e    n   c a n t i t a t e   m i c 	 	 	     	 	 	 C':0  '~1  CE  '3*	 	 	 								  							  			  				  						 	 	 	 	 	 	 	 	 M e d i a   a s s e b l i e f   l a a g 	 	 	 	 	 	 	 	 	 J u   j u t e m   m e d i a   e   u l e t 	 							  						  						 	 	 	 	 	 	 	 M  d i a   b a i x a 
 
 S T R _ B T _ B P P _ M E I D A _ E M P T Y 	 B P P 	 P O P U P 	 P r i n t e r   m e d i a   e m p t y 	 P r i n t e r   m e d i a   e m p t y 	 pSh_j:}	 SbpS:g:~	 *7H-@#7H-4!L'H2	 M e d i o s   d e   l a   i m p r e s o r a   v a c  o s 	 C o n s o m m a b l e s   v i d e s 	 D r u c k e r m e d i u m   l e e r 	 @8=B5@  ?CAB>9	 S u p p o r t o   c a r t a c e o   v u o t o 	 H3'&7  'D7('9)  A'1:)	 s u p o r t e   d e   i m p r e s s  o   v a z i o 	 Y a z 1c 1  o r t a m 1  b o _	 M  y   i n   t h i u   g i y 	 M e d i a   p r i n t e r   k o s o n g 	 m e d i a   p e n c e t a k   k o s o n g 	 *	M	0	?	(	M		0	  .	@	!	>	  	>	2	@		 	 	 	 n i n c s   t  b b   p a p  r 	 	 	 	 P a p i e r i n v o e r b a k   l e e g 	 	 	 N u   m a i   e x i s t   s u p o r t   d e   i m p r i m a r e 	 	 	     	 	 	 C':0  '~1  .'DJ3*	 	 	 											  						  					 	 	 	 	 	 	 	 	 D r u k k e r m e d i a   l e e g 	 	 	 	 	 	 	 	 	 M e d i a   e   s h t y p s h k r o n j e s   b o s h 	 									  						  					 	 	 	 	 	 	 	 M  d i a   d a   i m p r e s s o r a   v a z i a 
 
 S T R _ B T _ B P P _ O U T P _ A R E A _ A L M O S T _ F U L L 	 B P P 	 P O P U P 	 P r i n t e r   o u t p u t   a r e a   a l m o s t   f u l l 	 P r i n t e r   o u t p u t   e r e a   a l m o s t   f u l l 	 pSh_jQ}v\n	 SbpS:gQ~v\n	 #4@'@-2L8@#7H-4!L@7-@G!	  r e a   d e   s a l i d a   d e   l a   i m p r e s o r a   c a s i   l l e n a 	 Z o n e   d e   s o r t i e   d ' i m p r i m a n t e   p r e s q u e   p l e i n e 	 D r u c k e r a u s g a b e b e r e i c h   f a s t   v o l l 	 1;0ABL  2K2>40  =0  ?5G0BL  ?>GB8  70?>;=5=0	 A r e a   u s c i t a   s t a m p a n t e   q u a s i   p i e n a 	 E.1,  'DH1B  EF  'D7'(9)  EE*D&  *B1J(K'	 S a  d a   d a   i m p r e s s o r a   q u a s e   c h e i a 	 Y a z 1c 1   1k t 1  a l a n 1  n e r e d e y s e   d o l u 	 H p   g i y   r a   c a   m  y   i n      y 	 A r e a   h a s i l   p a d a   p r i n t e r   h a m p i r   p e n u h 	 K a w a s a n   o u t p u t   p e n c e t a k   h a m p i r   p e n u h 	 *	M	0	?	(	M		0	  		$	M	*	>	&	(	  	M	7	G	$	M	0	  2		-		  -	0	  	/	>		 	 	 	 A   k i m e n e t i   t  l c a   m a j d n e m   m e g t e l t 	 	 	 	 P a p i e r u i t v o e r b a k   b i j n a   v o l 	 	 	 Z o n a   d e   i e _i r e   a   i m p r i m a n t e i   e s t e   a p r o a p e   p l i n 	 	 	         	 	 	 E-D  .1H,I  '~1  *B1J('  ~14/G	 	 	 											  						  					  						  					 	 	 	 	 	 	 	 	 D r u k k e r - u i t s e t a r e a   a m p e r   v o l 	 	 	 	 	 	 	 	 	 Z o n a   e   d a l j e s   s e   s h t y p s h k o n j e s   g a t i   p l o t 	 									  						  							  					  						 	 	 	 	 	 	 	  r e a   d e   s a  d a   d a   i m p r e s s o r a   q u a s e   c h e i a 
 
 S T R _ B T _ B P P _ O U T P _ A R E A _ F U L L 	 B P P 	 P O P U P 	 P r i n t e r   o u t p u t   a r e a   f u l l 	 P r i n t e r   o u t p u t   a r e a   f u l l 	 pSh_jQ}v]n	 SbpS:gQ~v]n	 #4@'@-2L8@#7H-4!L@G!	  r e a   d e   s a l i d a   d e   l a   i m p r e s o r a   l l e n a 	 Z o n e   d e   s o r t i e   d ' i m p r i m a n t e   p l e i n e 	 D r u c k e r a u s g a b e b e r e i c h   v o l l 	 1;0ABL  2K2>40  =0  ?5G0BL  70?>;=5=0	 A r e a   u s c i t a   s t a m p a n t e   p i e n a 	 E.1,  'DH1B  EF  'D7'(9)  EE*D&	 S a  d a   d a   i m p r e s s o r a   c h e i a 	 Y a z 1c 1   1k t 1  a l a n 1  d o l u 	 H p   g i y   r a   c a   m  y   i n      y 	 A r e a   h a s i l   p a d a   p r i n t e r   p e n u h 	 K a w a s a n   o u t p u t   p e n c e t a k   p e n u h 	 *	M	0	?	(	M		0	  		$	M	*	>	&	(	  	M	7	G	$	M	0	  -	0	  	/	>		 	 	 	 A   k i m e n e t i   t  l c a   m e g t e l t 	 	 	 	 P a p i e r u i t v o e r b a k   v o l 	 	 	 Z o n a   d e   i e _i r e   a   i m p r i m a n t e i   e s t e   p l i n 	 	 	       	 	 	 E-D  .1H,I  '~1  ~14/G	 	 	 											  						  					  								  						 	 	 	 	 	 	 	 	 D r u k k e r - u i t s e t a r e a   v o l 	 	 	 	 	 	 	 	 	 Z o n a   e   d a l j e s   s e   s h t y p s h k o n j e s   p l o t 	 									  						  							  						 	 	 	 	 	 	 	  r e a   d e   s a  d a   d a   i m p r e s s o r a   c h e i a 
 
 S T R _ B T _ B P P _ S U P P L Y _ L O W 	 B P P 	 P O P U P 	 P r i n t e r   m a r k e r   s u p p l y   l o w 	 P r i n t e r   m a r k e r   s u p p l y   l o w 	 pSh_jXϑNO	 SbpS:gXϑNO	 '1*8*4I@%7-@#7H-4!LH3	 m a r c a d o r   d e   s u m i n i s t r o   d e   l a   i m p r e s o r a   b a j o 	 A l i m e n t a t i o n   m a r q u e u r   d ' i m p r .   f a i b l e 	 D r u c k e r m a r k i e r u n g s v e r s o r g u n g   n i e d r i g 	 =87:89  70@O4  ?8B0NI53>  CAB@>9AB20  <0@:5@0  ?@8=B5@0  	 R i f o r n i m e n t o   i n c h i o s t r o   s t a m p a n t e   b a s s o 	 'D%E/'/  ('D-(1  AJ  'D7'(9)  EF.A6	 a b a s t e c i m e n t o   d e   m a r c a d o r e s   b a i x o 	 Y a z 1c 1  k a r t u _u   d  _ k 	 L n g   m c   t r o n g   m  y   i n   t h p 	 P e r s e d i a a n   p e n a n d a   p r i n t e r   h a m p i r   h a b i s 	 b e k a l a n   p e n a n d a   p e n c e t a k   r e n d a h 	 *	M	0	?	(	M		0	  .	>	0	M		0	  	*	B	0	M	$	?	  (	?	.	M	(		 	 	 	 a   t i n t a s z i n t   a l a c s o n y 	 	 	 	 I n k t v o o r r a a d   b i j n a   l e e g 	 	 	 M a r k e r   d e   i m p r i m a n t    n   c a n t i t a t e   m i c 	 	 	           	 	 	 EH,H/I  F4'F0'1  '~1  CE  '3*	 	 	 									  									  						  						 	 	 	 	 	 	 	 	 D r u k k e r m e r k e r - v o o r r a a d   l a a g 	 	 	 	 	 	 	 	 	 B o j a   e   s h t y p s h k r o n j e s   e s h t e   e   u l e t 	 									  								  					  						 	 	 	 	 	 	 	 A b a s t e c i m e n t o   d o   m a r c a d o r   d a   i m p r e s s o r a   b a i x o 
 
 S T R _ B T _ B P P _ S U P P L Y _ E M P T Y 	 B P P 	 P O P U P 	 P r i n t e r   m a r k e r   s u p p l y   e m p t y 	 P r i n t e r   m a r k e r   s u p p l y   e m p t y 	 ˊfcpSh_jXv	 fbcSbpS:gXv	 '1*8*4I@%7-@#7H-4!L'H2	 m a r c a d o r   d e   s u m i n i s t r o   d e   l a   i m p r e s o r a   v a c  o 	 A l i m e n t a t i o n   m a r q u e u r   d ' i m p r .   v i d e 	 D r u c k e r m a r k i e r u n g s v e r s o r g u n g   l e e r 	 ?8B0NI55  CAB@>9AB2>  <0@:5@0  ?@8=B5@0  ?CAB>. 	 R i f o r n i m e n t o   i n c h i o s t r o   s t a m p a n t e   v u o t o 	 #/')  'D%E/'/  ('D-(1  AJ  'D7'(9)  A'1:)	 a b a s t e c i m e n t o   d e   m a r c a d o r e s   v a z i o 	 Y a z 1c 1  k a r t u _u   b o _	 H  y   i   h p   m c   c a   m  y   i n 	 P e r s e d i a a n   p e n a n d a   p r i n t e r   k o s o n g 	 b e k a l a n   p e n a n d a   p e n c e t a k   k o s o n g 	 *	M	0	?	(	M		0	  .	>	0	M		0	  	*	B	0	M	$	?	  	>	2	@		 	 	 	 a   t i n t a   k i f o g y o t t 	 	 	 	 I n k t v o o r r a a d     l e e g 	 	 	 N u   m a i   e x i s t   m a r k e r   d e   i m p r i m a n t 	 	 	           	 	 	 EH,H/I  F4'F0'1  '~1  .'DJ3*	 	 	 									  									  						  					 	 	 	 	 	 	 	 	 D r u k k e r m e r k e r - v o o r r a a d   l e e g 	 	 	 	 	 	 	 	 	 B o j a   e   s h t y p s h k r o n j e s   e s h t e   b o s h 	 									  								  					  					 	 	 	 	 	 	 	 A b a s t e c i m e n t o   d o   m a r c a d o r   d a   i m p r e s s o r a   v a z i o 
 
 S T R _ B T _ B P P _ S U P P L Y _ F A I L U R E 	 B P P 	 P O P U P 	 P r i n t e r   m a r k i n g   d e v i c e   f a i l u r e 	 P r i n t e r   m a r k i n g   d e v i c e   f a i l u r e 	 pSh_jXv/	 SbpS:gXv	 @#7H-4!L3@#7H-+!2"-8#L%I!@+%'	 F a l l o   e n   d i s p o s i t i v o   d e   m a r c a d o   d e   l a   i m p r e s o r a 	 E c h e c   d  a p p a r e i l   m a r q u e u r   d ' i m p r . 	 F e h l e r   b e i m   D r u c k e r m a r k i e r u n g s g e r  t 	 >H81:0  ?8B0NI53>  CAB@>9AB20  <0@:5@0  ?@8=B5@0	 A n o m a l i a   m a r c a t o r e   s t a m p a n t e 	 A4D  AJ  ,G'2  'D-(1  ('D7'(9)	 F a l h a   d o   d i s p o s i t i v o   d e   m a r c a   o   d e   i m p r e s s  o 	 Y a z 1c 1  i _a r e t l e m e   c i h a z 1  b a _a r 1s 1z 	 L i   t h i t   b   c h n   m  y   i n 	 P e r a n g k a t   p e n a n d a   p r i n t e r   g a g a l 	 P e r a n t i   p e n a n d a   p e n c e t a k   g a g a l 	 *	M	0	?			0	  	?	(	M	9	?	$	  	0	(	G	  5	>	2	>	  		*		0	#	  (	>		>	.		 	 	 	 A   n y o m t a t  e s z k  z   m e g h i b  s o d o t t 	 	 	 	 F o u t   b i j   h e t   m a r k e r e n   v a n   d e   p r i n t e r . 	 	 	 E r o a r e   d i s p o z i t i v   m a r c a r e   i m p r i m a n t 	 	 	       	 	 	 .1'(  H3DG  F4'FG  0'1  '~1	 	 	 											  							  								  								  	 	 	 	 	 	 	 	 	 F o u t   m e t   d r u k k e r - m e r k t o e s t e l 	 	 	 	 	 	 	 	 	 B o j a   e   s h t y p s h k r o n j e s   d e s h t o i 	 									  								  					  					 	 	 	 	 	 	 	 F a l h a   d o   d i s p o s i t i v o   d e   m a r c a   o   d a   i m p r e s s o r a 
 
 S T R _ B T _ B P P _ P O P U P _ C O N N E C T _ F A I L E D 	 B P P 	 P O P U P 	 C o n n e c t i o n   f a i l e d 	 C o n n e c t i o n   f a i l e d 	 #P}1YWe	 ޏc1Y%	 2#@
7H-!H-%I!@+%'	 F a l l    l a   c o n e x i  n 	 E c h e c   d e   c o n n e x i o n 	 V e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  ?>4:;NG5=8O	 C o n n e s s i o n e   f a l l i t a 	 '*5'D  'DE('41  A'4D	 A   l i g a   o   f a l h o u 	 B a l a n t 1  k o p t u   	 K t   n i   t h t   b i 	 P e n y a m b u n g a n   g a g a l 	 S a m b u n g a n   g a g a l 	 	(	G		M	6	(	  5	?	+	2		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s 	 	 	 	 V e r b i n d e n   m i s l u k t 	 	 	 C o n e c t a r e a   n u   a   r e u _i t 	 	 	   	 	 8		*	0	M		  	8	.	0	M	%		 '1*('7  F'EHAB  (H/	 1'(7  F''E	   	 					  							 8
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2	 A d m i n i s t r a d o r   d e   l i c e n c i a 	 G e s t i o n n a i r e   d e   l i c e n c e 	 L i z e n z m a n a g e r 	 #?@02;5=85  ?@020<8	 G e s t i o n e   l i c e n z a 	 E/J1  'D*1'.J5	 G e s t o r   d e   l i c e n  a s 	 L i s a n s   y  n e t i c i s i 	 Q u n   l    g i y   p h  p 	 M a n a j e r   l i s e n s i 	 P e n g u r u s   l e s e n 	 2	>		8	G		8	  .	H	(	G		0		 	 	 	 L i c e n c k e z e l Q	 	 	 	 L i c e n t i e b e h e e r 	 	 	 M a n a g e r   l i c e n c	 	 	   	 	 0	>			8	  .	H	(	G		0		 E/1*  'E*'2G'	 -BHB  EF,1	   	 								  									  	 .
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2	 L i s t a   d e   l i c e n c i a s   	 L i s t e   d e s   d r o i t s 	 L i z e n z l i s t e 	 !?8A>:  ?@02	 E l e n c a   d i r i t t i 	 B'&E)  'D-BHB	 L i s t a   d e   l i c e n  a s 	 L i s a n s   l i s t e s i 	 D a n h   s  c h   q u y n   h n 	 D a f t a r   l i s e n s i 	 S e n a r a i   l e s e n 	 0	>			M	8	    8	B		@		 	 	 	 J o g l i s t a 	 	 	 	 L i j s t   v a n   r e c h t e n 	 	 	 L i s t   l i c e n c	 	 	   	 	 2	?	8	M		  0	>			8		 FE'4  AG13*  'E*'2G'	 A13*  -BHB	   	 								  							 
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 S T R _ I D _ R M G R _ I N F O 	 R M G R 	 T I T L E ,   I C O N T E X T 	 G e n e r a l   i n f o r m a t i o n   a n d   s t a t u s   o f   R i g h t s   a g e n t 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o   	 S t a t u t 	 S t a t u s 	 1I0O  8=D>@<0F8O	 S t a t o 	 13'D)  9'/J)	 E s t a d o 	 D u r u m 	 T r n g   t h  i 	 S t a t u s 	 S t a t u s 	 8	M	$	0		 	 	 	  l l a p o t 	 	 	 	 T o e s t a n d 	 	 	 S t a r e 	 	 	 	 	 8	>	.	>	(	M	/	  .	>	9	?	$	@		 H69J*	 9'E  E9DHE'*	   	 										 
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52'	 L i s t a   b l a n c a 	 L i s t e   b l a n c h e 	 W e i  e   L i s t e 	 5;K9  A?8A>:	 L i s t a   b i a n c a 	 B'&E)  'D(J6'!	 L i s t a   e m   b r a n c o 	 B e y a z   l i s t e   	 D a n h   s  c h   q u y n   h n   t r n g 	 D a f t a r   p u t i h 	 S e n a r a i   p u t i h 	 6	M	5	G	$	  8	B		@		 	 	 	 F e h  r l i s t a 	 	 	 	 W i t t e   l i j s t 	 	 	 L i s t a   a l b 	 	 	   	 	 5	M	9	>			  2	?	8	M			 D3*  3A/	 3A/  A13*	   	 				  					 8
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 
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kP*	 CgPߍ*	 42!#2"2#	 R a s t r e o   d e   t r a n s . 	 S u i v i   d e   t r a n s . 	 T r a n s a k t i o n s v e r f o l g u n g 	 BA;56820=85  ?5@540G8	 T r a c c i a t u r a   t r a n s . 	 **(9  'D41J9)	 M o n i t o r i z a   o   d e   t r a n s a c   o 	 0l e t i m   i z l e m e 	 T h e o   d  i   q u y n   h n 	 P e l a c a k a n   t r a n s . 	 P e n j e j a k a n   t r a n s a k s i 	 	M	0	>		8	.   	M	0	H		?				 	 	 	 S z  l l .   n y o m o n k  v e t  s 	 	 	 	 T r a n s .   T r a c k i n g 	 	 	 U r m r i r e   t r a n z a c ci e 	 	 	   	 	 	M	0	G	(	M	8	.   	M	0	G		?				 1/'(  'F*B'D	 y1'F3  y1F	 .   	 							.   										 
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 
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Y	 9I7	 R e s t a u r a r 	 R e s t a u r e r 	 W i e d e r h e r s t e l l e n 	 >AAB0=>2;5=85	 R i p r i s t i n a 	 '3*9'/)	 R e s t a u r a r 	 G e r i   y  k l e   	 T r   l i 	 K e m b a l i k a n 	 S i m p a n   s e m u l a 	 *	A	(	: *	M	0	>	*	M	$		 	 	 	 V i s s z a  l l  t  s 	 	 	 	 H e r s t e l l e n 	 	 	 R e s t a b i l i r e 	 	 	 	 	 	 ('2'(	 	 	 											 	 	 	 









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	   	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 H e r l a a i 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 *
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 
 S T R _ I D _ R M G R _ L I S T _ R O _ D E T A I L 	 R M G R 	 T I T L E ,   I C O N T E X T 	 D e t a i l s   o f   o f   a   r i g h t s   o b j e c t 	 D e t a i l 	 s0}ǌ
	 ~Oo`	 #2"%0@-5"	 D e t a l l e s 	 D  t a i l s 	 D e t a i l 	 >4@>1=K5  A2545=8O	 D e t t a g l i o 	 E9DHE'*  'D*A'5J1	 D e t a l h e 	 A y r 1n t 1  	 C h i   t i t 	 R i n c i a n 	 B u t i r a n 	 5	?	5	0	#		 	 	 	 R  s z l e t e k 	 	 	 	 D e t a i l 	 	 	 D e t a l i i 	 	 	 	 	 $	*	6	@	2		 ,2&'*	 *A5D'*	 	 										 5
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	 8,?6G7	 H o l l e s i 	 						 	 	 	 	 	 	 	 D e t a l h e 
 
 S T R _ I D _ R M G R _ V E R S I O N 	 R M G R 	 T E X T 	 V e r s i o n   o f   D R M   a g e n t 	 V e r s i o n : 	 Hr,g	 Hr,g	 @'-#L
1H: 	 V e r s i  n : 	 V e r s i o n   : 	 V e r s i o n : 	 5@A8O: 	 V e r s i o n e : 	 F3.): 	 V e r s  o 	 V e r s i y o n :   	 P h i  n   b n : 	 V e r s i : 	 V e r s i : 	 8		8	M		0	#	: 	 	 	 	 V e r z i  : 	 	 	 	 V e r s i e : 	 	 	 V e r s i u n e : 	 	 	 : 	 	 	 F3.G: 	 	 	 								: 	 	 	 	 






: 	 : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 W e e r g a w e : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 V e r s i o n : 	 *
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: 	 88M0#: 	 V e r s i o n i : 	 							: 	 	 	 	 	 	 	 	 V e r s  o : 
 
 S T R _ I D _ R M G R _ T I M E 	 R M G R 	 T E X T 	 S e c u r e   t i m e 	 T i m e : 	 Bf	 e	 @'%2: 	 T i e m p o : 	 H e u r e  : 	 Z e i t : 	 @5<O: 	 O r a : 	 HB*: 	 T e m p o : 	 S  r e : 	 T h i   g i a n : 	 W a k t u : 	 M a s a : 	 8	.	/			 	 	 	 I d Q: 	 	 	 	 T i j d : 	 	 	 O r a : 	 	 	 : 	 	 	 2E'F: 	 	 	 			: 	 	 	 	 


: 	 : 	 T i m e : 	 T i m e : 	 T i m e : 	 T y d : 	 T i m e : 	 T i m e : 	 T i m e : 	 T i m e : 	 T i m e : 	 T i m e : 	 8
.
/

: 	 8._: 	 O r a : 	 			: 	 	 	 	 	 	 	 	 H o r a : 
 
 S T R _ I D _ R M G R _ S T A T U S 	 R M G R 	 T E X T 	 T o   i n d i c a t e   i f   D R M   a g e n t   n e e d   t o   s y n c .   w i t h   t h e   s e r v e r 	 N e e d   t o   s y n c . : 	  !h
\	  !h[	 3@GI-4L: 	 D e b e   s i n c r o n i z a r : 	 B e s o i n   d e   s y n c .  : 	 S y n c h r .   e r f o r d e r l i c h : 	 5>1E>48<>  A8=E@>=87>20BL: 	 N e c e s s i t    d i   s i n c r . 	 'D-',)  'DJ  'DE1',9)	 N e c e s s  r i o   s i n c r o n i z a r : 	 S e n k r o n i z e   e d i l m e s i   g e r e k i y o r :   	 C n   k i m   t r a : 	 H a r u s   m e n s i n k r o n i s a s i : 	 P e r l u   m e n y e g e r a k : 	 8	?			.   	0	(	G	  	@	  	0	B	0	$	: 	 	 	 	 S z i n k .   s z  k s  g e s : 	 	 	 	 M o e t   s y n c h r o n i s e r e n : 	 	 	 N e c e s i t   s i n c r o n i z a r e : 	 	 	     . : 	 	 	 F'2  (G  GE'E  3'2: 	 	 	 				  						: 	 	 	 	 








  



  

: 	 : 	 N e e d   t o   s y n c . : 	 N e e d   t o   s y n c . : 	 N e e d   t o   s y n c . : 	 S i n k r o n i s a s i e   b e n o d i g : 	 N e e d   t o   s y n c . : 	 N e e d   t o   s y n c . : 	 N e e d   t o   s y n c . : 	 N e e d   t o   s y n c . : 	 N e e d   t o   s y n c . : 	 N e e d   t o   s y n c . : 	 8
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: 	 8?M  0?,  ,6M_: 	 N e v o j i t e t   t e   s i n k r o n i z o h e t : 	 						' .   				  							: 	 	 	 	 	 	 	 	 P r e c i s a   s i n c r o n i z a r : 
 
 S T R _ I D _ R M G R _ S W E E P _ R E M O V E _ R I G H T S 	 R M G R 	 P O P U P C O N F I R M 	 T o   r e m o v e   u s e l e s s   r i g h t s   o b j e c t 	 R e m o v e   u s e l e s s   l i c e n c e s   a n d   r e b o o t ? 	 yd!q(uv
kP&NN͑_UKb_j	 yde(uvCgPv^N͑/TKb:g	 %C-8
25HD!H!5#0B"
L  A%09C+!H? 	  B o r r a r   l a s   l i c e n c i a s   s i n   u s o   y   r e i n i c i a r ? 	 S u p p r i m e r   l e s   d r o i t s   i n u t i l e s   e t   r e d  m a r r e r   ? 	 N u t z l o s e   L i z e n z e n   e n t f e r n e n   u n d   n e u   s t a r t e n ? 	 #40;8BL  =5=C6=K5  ?@020  8  ?5@570?CAB8BL? 	 R i m u o v e r e   i   d i r i t t i   i n u t i l i   e d   e s e g u i r e   i l   r e b o o t ? 	 '2'D)  -BHB  9/E  'DA'&/)	 R e m o v e r   l i c e n  a s   e x p i r a d a s   e   r e i n i c i a r ? 	 G e r e k s i z   l i s a n s l a r   k a l d 1r 1l 1p   y e n i d e n   b a _l a t 1l s 1n   m 1? 	 D i   q u y n   h n   k h  n g   s   d n g   v    k h i   n g   l i   m  y ? 	 H a p u s   l i s e n s i   y a n g   t i d a k   b e r g u n a   d a n   j a l a n k a n   u l a n g   b o o t ? 	 K e l u a r k a n   h a k   y a n g   t i d a k   d i p e r l u k a n   d a n   b u t   s e m u l a ? 	 	(	A	*	/	K		@	  2	>		8	G		8	  9		>			  	0	  0	@	,	B		  	0	G		? 	 	 	 	 E l t  v o l  t j a   a   f  l  s l e g e s   j o g o k a t    s    j r a i n d  t j a ? 	 	 	 	 O n n o d i g e   r e c h t e n   v e r w i j d e r e n   e n   h e r s t a r t e n ? 	 	 	 ^t e r g e r e   l i c e n ce   i n u t i l e   _i   r e p o r n i r e ? 	 	 	         ? 	 	 	 'E*'2G'  (  '3*A'/G  ~'C  4/G  H  1'G  'F/'2  E,//  'F,'E  4H/	 	 	 								  								  					  				  			  					  			? 	 	 	 	 	 	 	 	 	 V e r w y d e r   n u t t e l o s e   l i s e n s i e s   e n   h e r l a a i ? 	 	 	 	 	 	 	 	
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? 	 &0>0@  '?>0  *8>0#  0?,G? 	 H i q   l i c e n s a t   e   p a d o b i s h m e   d h e   r i n i s ? 	 								  										  							  			  					  						? 	 	 	 	 	 	 	 	 R e m o v e r   l i c e n  a s   i n  t e i s   e   r e i n i c i a l i z a r ? 
 
 S T R _ I D _ R M G R _ B A C K U P _ A N D _ R E B O O T 	 R M G R 	 P O P U P C O N F I R M 	 R M G R   B a c k u p 	 B a c k u p   l i c e n c e s   a n d   r e b o o t ? 	 PN
kP&NN͑_UKb_j	 YNCgPv^N͑/TKb:g	 *3#-C-8
2H2F  A%09C+!H? 	  H a c e r   u n a   c o p i a   d e   s e g u r i d a d   d e   l a s   l i c e n c i a s   y   r e i n i c i a r ? 	 E f f e c t u e r   u n e   c o p i e   d e   s a u v e g a r d e   d e s   d r o i t s   e t   r e d  m a r r e r   ? 	 L i z e n z e n   s i c h e r n   u n d   n e u   s t a r t e n ? 	 !>740BL  @575@2=CN  :>?8N  ;8F5=789  8  ?5@5703@C78BL? 	 C o p i a r e   i   d i r i t t i   e d   e s e g u i r e   i l   r e b o o t ? 	 F3.  'D*1'.J5  '-*J'7JK'  H%9'/)  'D*EGJ/	 G u a r d a r   l i c e n  a s   e   r e i n i c i a r ? 	 L i s a n s l a r 1  y e d e k l e y i p   y e n i d e n   b a _l a t 1l s 1n   m 1? 	 S a o   c h  p   q u y n   h n   v    k h i   n g   l i   m  y ? 	 C a d a n g k a n   l i s e n s i   d a n   j a l a n k a n   u l a n g   b o o t ? 	 S i m p a n   s e m u l a   l e s e n   d a n   b u t   s e m u l a ? 	 2	>		8	G		8	  	K	  ,	H			*	  	0	G		  	0	  0	@	,	B		  	0	G		? 	 	 	 	 M e n t i   a   j o g o k a t    s    j r a i n d  t j a ? 	 	 	 	 B a c k - u p   m a k e n   v a n   r e c h t e n   e n   h e r s t a r t e n ? 	 	 	 C o p i e r e   d e   r e z e r v   l i c e n ce   _i   r e p o r n i r e ? 	 	 	       ? 	 	 	 '2  'E*'2G'  ~4*J('F  *GJG  4/G  H  1'G  'F/'2  E,//  'F,'E  J1/	 	 	 								  							  			  					  			? 	 	 	 	 	 	 	 	 	 R u g s t e u n   l i s e n s i e s   e n   h e r l a a i ? 	 	 	 	 	 	 	 	 	 R u a j i   l i c e n s a t   d h e   r i n i s ? 	 											  					  	' 			  			  					  						? 	 	 	 	 	 	 	 	 F a z e r   b a c k u p   d e   l i c e n  a s   e   r e i n i c i a l i z a r ? 
 
 S T R _ I D _ R M G R _ R E S T O R E _ A N D _ R E B O O T 	 R M G R 	 P O P U P C O N F I R M 	 R M G R   R e s t o r e 	 R e s t o r e   l i c e n c e s   a n d   r e b o o t ? 	 b`_
kP&NN͑_UKb_j	 b`
YCgPv^N͑/TKb:g	 @#5"7C-8
2H2F  A%09C+!H? 	  R e s t a u r a r   l a s   l i c e n c i a s   y   r e i n i c i a r ? 	 R e s t a u r e r   l e s   d r o i t s   e t   r e d  m a r r e r   ? 	 L i z e n z e n   w i e d e r h e r s t e l l e n   u n d   n e u   s t a r t e n ? 	 >AAB0=>28BL  ;8F5=788  8  ?5@5703@C78BL? 	 R e c u p e r a r e   i   d i r i t t i   e d   e s e g u i r e   i l   r e b o o t ? 	 '3*9'/)  'D*1'.J5  H%9'/)  'D*EGJ/	 R e s t a u r a r   l i c e n  a s   e   r e i n i c i a r ? 	 L i s a n s l a r 1  g e r i   y  k l e   v e   y e n i d e n   b a _l a t ? 	 K h  i   p h c   q u y n   h n   v    k h i   n g   l i   m  y ? 	 K e m b a l i k a n   l i s e n s i   d a n   j a l a n k a n   u l a n g   b o o t ? 	 P u l i h k a n   l e s e n   d a n   b u t   s e m u l a ? 	 2	>		8	G		8	  0	?	8	M		K	0	  	0	G		  	0	  0	@	,	B		  	0	G		? 	 	 	 	 V i s s z a  l l  t j a   a   j o g o k a t    s    j r a i n d  t j a ? 	 	 	 	 B a c k - u p   v a n   r e c h t e n   h e r s t e l l e n   e n   h e r s t a r t e n ? 	 	 	 R e s t a u r e   l i c e n ce   _i   r e p o r n i r e ? 	 	 	       ? 	 	 	 'E*'2G'  ('2'(  4/G  H  1'G  'F/'2  E,//  'F,'E  J1/	 	 	 								  				  							  				  					  			? 	 	 	 	 	 	 	 	 	 H e r s t e l   l i s e n s i e s   e n   h e r l a a i ? 	 	 	 	 	 	 	 	 	 R i v e n d o s   l i c e n s a t   d h e   r i n i s ? 	 										  									  			  					  						? 	 	 	 	 	 	 	 	 R e s t a u r a r   l i c e n  a s   e   r e i n i c i a l i z a r ? 
 
 S T R _ I D _ R M G R _ W H I T E _ L I S T _ E D I T _ E N T E R _ A D D R E S S 	 R M G R 	 T I T L E 	 I n p u t   A d d r e s s 	 I n p u t   a d d r e s s 	 8eQMO@W	 eQ0W@W	 C*H5H-"9H	 D i r e c c i  n   d e l   s e r v i d o r : 	 E n t r e r   l  a d r e s s e 	 A d r e s s e   e i n g e b e n 	 2548B5  04@5A	 I n s e r i r e   i n d i r i z z o 	 '/.'D  9FH'F	 I n t r o d u z i r   e n d e r e  o 	 A d r e s i   g i r   	 N h p   a   c h 	 M a s u k k a n   a l a m a t 	 M a s u k k a n   a l a m a t 	   *	$	>	  &	0	M		<	  	0	G			 	 	 	 C  m   m e g a d  s a 	 	 	 	 G a d r e s   i n v o e r e n 	 	 	 I n t r o d u c e ci   a d r e s a 	 	 	   	 	 *	$	M	$	>	  *	M	0	5	?	7	M		  	0	>		 H'1/  1/F  F4'F	 ~*  /'.D  ,&	     	 						  						 *
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  






	   	 I n p u t   a d d r e s s 	 I n p u t   a d d r e s s 	 I n p u t   a d d r e s s 	 S l e u t e l   a d r e s   i n 	 I n p u t   a d d r e s s 	 I n p u t   a d d r e s s 	 I n p u t   a d d r e s s 	 I n p u t   a d d r e s s 	 I n p u t   a d d r e s s 	 I n p u t   a d d r e s s 	 
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 
 S T R _ I D _ R M G R _ W H I T E _ L I S T _ E M P T Y 	 R M G R 	 I C O N T E X T ,   P O P U P 	 E m p t y   i t e m 	 < E m p t y > 	 zz	 zz	 < 'H2> 	 < V a c  o > 	 < V i d e > 	 < L e e r > 	 < CAB>> 	 < V u o t o > 	 <       .'DJ  > 	 < V a z i o > 	 < B o _> 	 < T r n g > 	 < K o s o n g > 	 < K o s o n g > 	 < 	>	2	@	> 	 	 	 	 <  r e s > 	 	 	 	 < L e e g > 	 	 	 < G o l > 	 	 	 < > 	 	 < 0	?		>	.	>	> 	 < .'D> 	 < .'D> 	 <   > 	 < 				> 	 < 
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> 	 < 6B(M_> 	 < B o s h > 	 < 				> 	 	 	 	 	 	 	 	 < V a z i o > 
 
 S T R _ I D _ R M G R _ W H I T E _ L I S T _ D U P L I C A T E 	 R M G R 	 P O P U P 	 D u p l i c a t e   i t e m 	 S a m e   i t e m   e x i s t s 	 v]X[(W	 yv]X[(W	 #2"2#@5"'1!5-"9HA%I'	 E x i s t e   u n   e l e m e n t o   i g u a l   	 C e t    l  m e n t   e x i s t e   d  j  	 D a s s e l b e   E l e m e n t   e x i s t i e r t 	 "0:>9  M;5<5=B  C65  ACI5AB2C5B	 N o n   s u p p o r t a t o 	 FA3  'D4J&  EH,H/	 J    e x i s t e   i t e m   i d  n t i c o 	 A y n 1  m a d d e   m e v c u t   	 H n g   m c      t n   t i 	 I t e m   y a n g   s a m a   s u d a h   a d a 	 I t e m   s a m a   w u j u d 	 8	.	>	(	  			.	  .	L		B	&	  9	H		 	 	 	 I l y e n   e l e m   m  r   l  t e z i k 	 	 	 	 Z e l f d e   o b j e c t   b e s t a a t 	 	 	 A c e s t   a r t i c o l   e x i s t   d e j a 	 	 	     	 	 	 GE'FF/  'JF  EH1/  H,H/  /'1/	 	 	   			  					  									 	 	 	 



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	     	 I n t o   e f a n a y o   i k h o n a 	 I n t o   e f a n a y o   i k h o n a 	 K i t u   k a m a   h i c h o   k i k o 	 D i e s e l f d e   i t e m   b e s t a a n   r e e d s 	 J a u   y r a   t o k s   p a t s   e l e m e n t a s 	 T d s   p a t s   v i e n u m s   j a u   e k s i s t 	 S a m a    k s u s   o n   o l e m a s 	 Fxuv  ah  cxuxiuxv  xvk	     	 A c e s t   a r t i c o l   e x i s t   d e j a 	 	 	 E   n j e j t a   n j e s i   e k z i s t o n : 	 						  					  				  				 	 	 	 	 	 	 	 E x i s t e   o   m e s m o   i t e m 
 
 S T R _ I D _ R M G R _ D E T A I L _ R I G H T 	 R M G R 	 T E X T 	 C o p y r i g h t 	 C o p y r i g h t : 	 Hr
k	 HrCg	 %4*44L:   	 D e r e c h o s   r e s e r v a d o s : 	 C o p y r i g h t   : 	 C o p y r i g h t : 	 2B>@A:>5  ?@02>:   	 C o p y r i g h t :   	 -BHB  'D7(9    : 	 C o p y r i g h t : 	 T e l i f   h a k k 1: 	 B n   q u y n : 	 H a k   c i p t a 	 H a k   c i p t a : 	   	I	*	@	0	>			:   	 C o p y r i g h t : 	 A u t o r s k    p r  v a : 	 P r a w a   a u t o r s k i e : 	 C o p y r i g h t : 	 T e k i j  n o i k e u s : 	 O p p h a v s r e t t : 	 A u t o r s k    p r  v a : 	 A u t e u r s r e c h t : 	 C o p y r i g h t : 	 V l a s n i 
k a   p r a v a : 	 D r e p t u r i   d e   a u t o r : 	 A v t o r s k e   P r a v i c e : 	 C o p y r i g h t : 	   : 	 2B. @020: 	 	I	*	@	0	>				 -B  F3.G  (1/'1: 	 -B  '4'9*: 	 : 	 							: 	 
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: 	   : 	 C o p y r i g h t : 	 C o p y r i g h t : 	 C o p y r i g h t : 	 K o p i e r e g : 	 C o p y r i g h t : 	 C o p y r i g h t : 	 C o p y r i g h t : 	 C o p y r i g h t : 	 C o p y r i g h t : 	 C o p y r i g h t : 	 *
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 
 S T R _ I D _ R M G R _ D E T A I L _ P R O T E C T E D 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   o b j e c t   i s   D R M - p r o t e c t e d   	 P r o t e c t e d 	 Ow	 Ob	 I-1D'I	 P r o t e g i d o 	 P r o t  g  	 G e s c h  t z t 	 0I8I5=>	 P r o t e t t o 	 'D-E'J)	 P r o t e g i d o 	 K o r u m a l 1	 B o   h 	 P r o t e c t e d 	 P r o t e c t e d 	 8	A	0		M	7	?	$		 B e s k y t t e t 	 C h r  n n o 	 C h r o n i o n e 	 V  d e t t 	 S u o j a t t u 	 B e s k y t t e t 	 C h r  n e n  	 B e s c h e r m d 	 S k y d d a t   i n n e h  l l 	 Z a at i e n o 	 P r o t e j a t 	 Z a a
i t e n o 	 	 	 0I8B5=	 8		0		M	7	@	$		 E-'A8*  4/G	 E-AH8	 	 									 8
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	 	 P r o t e c t e d 	 P r o t e c t e d 	 P r o t e c t e d 	 B e s k e r m 	 P r o t e c t e d 	 P r o t e c t e d 	 P r o t e c t e d 	 P r o t e c t e d 	 P r o t e c t e d 	 P r o t e c t e d 	 8
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	 8A0M7?$	 M b r o j t u r 	 									 	 	 	 	 	 	 	 P r o t e g i d o 
 
 S T R _ I D _ R M G R _ D E T A I L _ U N P R O T E C T E D 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   o b j e c t   i s   u n p r o t e c t e d 	 N o t   p r o t e c t e d 	 !qOw	 eOb	 D!HDII-1D'I	 N o   p r o t e g i d o 	 N o n   p r o t  g  	 N i c h t   g e s c h  t z t 	 5  70I8I5=>	 N o n   p r o t e t t o 	 D'  JH,/  -E'J)	 S e m   p r o t e c   o 	 K o r u m a s 1z 	 K h  n g   b o   h 	 N o t   P r o t e c t e d 	 T a k   d i l i n d u n g i 	 	8	A	0		M	7	?	$		 U b e s k y t t e t 	 N e c h r  n n o 	 N i e c h r o n i o n e 	 N e m   v  d e t t 	 S u o j a a m a t o n 	 I k k e   b e s k y t t e t 	 N e c h r  n e n  	 N i e t   b e s c h e r m d 	 I n t e   s k y d d a t 	 N i j e   z a at i e n o 	 N e p r o t e j a t 	 N i   Z a a
i t e n o 	   	   	 570I8B5=	 8	A	0		M	7	@	$	  (	>	9	@		 E-'A8*  F4/G	 :1  E-AH8	 	 								  			 8
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	 	 N o t   p r o t e c t e d 	 N o t   p r o t e c t e d 	 N o t   p r o t e c t e d 	 N i e   b e s k e r m   n i e 	 N o t   p r o t e c t e d 	 N o t   p r o t e c t e d 	 N o t   p r o t e c t e d 	 N o t   p r o t e c t e d 	 N o t   p r o t e c t e d 	 N o t   p r o t e c t e d 	 8
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 
 S T R _ I D _ R M G R _ D E T A I L _ U N L I M I T E D 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   o b j e c t   c a n   b e   u s e d   u n l i m i t e d 	 U n l i m i t e d 	 !qP6R	 eP6R	 D!H31	 S i n   l  m i t e s 	 I l l i m i t  	 U n b e g r e n z t 	 5>3@0=8G5==>	 I l l i m i t a t o 	 :J1  E-/H/	 S e m   l i m i t a   e s 	 S 1n 1r s 1z 	 K h  n g   h n   c h 	 U n l i m i t e d 	 T a k   t e r b a t a s 	   	8	@	.	?	$		 U b e g r  n s e t 	 N e o m e z e n o 	 N i e s k o Dc z o n y 	 K o r l  t l a n 	 R a j o i t t a m a t o n 	 U b e g r e n s e t 	 N e o b m e d z e n  	 O n b e p e r k t 	 O b e g r  n s a t 	 N e o g r a n i 
e n o 	 N e l i m i t a t 	 N e o m e j e n o 	 	   	 5>3@0=8G5=	 	.	0	M	/	>	&	>		 F'E-/H/	 :1  E-/H/	 	 					 8
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 
 S T R _ I D _ R M G R _ D E T A I L _ C O U N T 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   r e m a i n i n g   u s a g e   c o u n t 	 U s a g e   c o u n t   l e f t : 	 iRO(u!kxe	 iRYOO(u!kpe	 3'2#C
I5H@+%7--"9H:   	 C o n t a d o r   d e   u s o   r e s t a n t e : 	 N o m b r e   d  u t i l i s a t i o n   r e s t a n t e  : 	 V e r b l e i b e n d e   N u t z u n g s z  h l u n g : 	 AB0;>AL  8A?>;L7>20BL:   	 C o n t e g g i o   u t i l i z z i   r e s i d u i : 	 E1'*  'D(BJ)  : 	 T e m p o   d e   u t i l i z a   o   r e s t a n t e : 	 K a l a n   k u l l a n 1m   s a y 1s 1: 	 S   l n   s   d n g   c  n   t h a : 	 h i t u n g a n   p e n g g u n a a n : 	 B i l a n g a n   p e n g g u n a a n   t i n g g a l : 	 6	G	7	  		*	/	K		  	#	(	>	    : 	 F o r b r u g   T  l l e r   T i l b a g e : 	 P o 
e t   z b  v a j  c  c h   p o v o l e n  c h   p o u ~i t  : 	 U |y c i e   l e w e g o   l i c z n i k a 	 F e l h a s z n  l h a t    m a r a d t : 	 K  y t t  l u k e m a a   j  l j e l l  : 	 R e s t e r e n d e   a n v e n d e l s e : 	 U p l y n u l    d o b a   p o u ~ v a n i a : 	 R e s t e r e n d e   g e b r u i k s t e l l i n g : 	 A n v  n t   u t r y m m e 	 B r o j i l o   u p o r a b e : 	 N u m r   d e   u t i l i z r i   r m a s e : 	 U p o r a b n i ak i   `t e v e c   L e v o : 	         : 	     : 	 AB0BJ:  70  #?>B@510: 	 /	A	8	G		  	>					  2	G	+	M		: 	 *9/'/  '3*A'/G  ('BE'F/G: 	 '3*9E'D  '  '$Fy  ('  H': 	     : 	 							  				  					  				: 	 /
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  : 	     : 	 U s a g e   c o u n t   l e f t : 	 U s a g e   c o u n t   l e f t : 	 U s a g e   c o u n t   l e f t : 	 A a n t a l   g e b r u i k e   o o r : 	 U s a g e   c o u n t   l e f t : 	 U s a g e   c o u n t   l e f t : 	 U s a g e   c o u n t   l e f t : 	 U s a g e   c o u n t   l e f t : 	 U s a g e   c o u n t   l e f t : 	 U s a g e   c o u n t   l e f t : 	 
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 
 S T R _ I D _ R M G R _ D E T A I L _ S T A R T 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   b e g i n i n g   o f   u s a g e   d u r a t i o n 	 V a l i d   f r o m : 	 
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IDI2: 	 V  l i d a   d e s d e : 	 V a l i d e      p a r t i r   d e   : 	 G  l t i g   a b : 	 =0G0;>  459AB28O  ?@02:   	 V a l i d o   d a : 	 J(/#  'DHJB*  DD-BHB: 	 V  l i d o   d e : 	 0t i b a r e n   g e  e r l i : 	 T h i   g i a n   b t   u   q u y n   h n : 	 w a k t u   m u l a i : 	 S a h   d a r i : 	 8	G	  5	H	'	: 	 R e t t i g h e d e r   B e g y n d e r : 	 D o b a   u d l e n    p r  v : 	 U p r a w n i e n i a   r o z p o c z c i a   c z a s u : 	  r v .   k e z d e t e : 	 O i k e u k s i e n   a l o i t u s a i k a : 	 S t a r t t i d   f o r   r e t t i g h e t e r : 	 D o b a   p l a t n o s t i   p r  v : 	 G e l d i g   v a n a f : 	 R  t t i g h e t e r   b  r j a r   g  l l a   f r  n : 	 P o 
e t a k   v a l j a n o s t i   p r a v a : 	 V a l i d   d e   l a : 	 D e s n o   Z a 
e t e k   a s a : 	     : 	   : 	 0G0;>  =0  @020: 	 0	>			M	8	  5	G	3	  8	A	0	B	: 	 E9*(1  '2: 	 -BHB  41H9  HF  '  HB*: 	     : 	 	  					  			  			  		: 	 
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: 	 9MA2A  8>0./M/G  8./	 @020  4V9A=V  7: 	 


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: 	     : 	 R i g h t s   b e g i n   t i m e : 	 R i g h t s   b e g i n   t i m e : 	 R i g h t s   b e g i n   t i m e : 	 G e l d i g   v a n a f : 	 R i g h t s   b e g i n   t i m e : 	 R i g h t s   b e g i n   t i m e : 	 R i g h t s   b e g i n   t i m e : 	 R i g h t s   b e g i n   t i m e : 	 R i g h t s   b e g i n   t i m e : 	 R i g h t s   b e g i n   t i m e : 	 1
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 
 S T R _ I D _ R M G R _ D E T A I L _ E N D 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   e n d   o f   u s a g e   d u r a t i o n 	 V a l i d   u n t i l : 	 
kPNgBf	 CgPǏge	 C
IDI6: 	 V  l i d a   h a s t a : 	 V a l i d e   j u s q u '    : 	 G  l t i g   b i s : 	 >:>=G0=85  459AB28O  ?@02:   	 V a l i d o   f i n o : 	 HB*  'DEF*GJ: 	 V  l i d o   a t  : 	 k a d a r   g e  e r l i   	 T h i   g i a n   h t   h n   q u y n   h n : 	 w a k t u   a k h i r : 	 S a h   s e h i n g g a : 	 $		  5	H	'	: 	 R e t t i g h e d e r   U d l  b e r : 	 D o b a   v y p r ae n    p r  v : 	 U p r a w n i e n i a   z a k o Dc z e n i a   c z a s u : 	  r v  n y e s s  g i   i d e j e : 	 O i k e u k s i e n   p   t t y m i s a i k a : 	 U t l  p s t i d   f o r   r e t t i g h e t e r : 	 a s   v y p r aa n i a   p r  v : 	 G e l d i g   t o t : 	 R  t t i g h e t e r   u p p h  r : 	 I s t i j e k   v a l j a n o s t i   p r a v a : 	 V a l i d   p  n   l a : 	 D e s n o   a s   P o t e k a : 	     : 	   : 	 0;84=>AB  =0  @020: 	 0	>			M	8	  5	G	3	  8	.	>	*	M	$	: 	 E9*(1  *': 	 -BHB  .*E  HF  '  HB*: 	     : 	 	  					  		  			  		: 	 
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: 	       : 	 R i g h t s   e x p i r e   t i m e : 	 R i g h t s   e x p i r e   t i m e : 	 R i g h t s   e x p i r e   t i m e : 	 G e l d i g   t o t : 	 R i g h t s   e x p i r e   t i m e : 	 R i g h t s   e x p i r e   t i m e : 	 R i g h t s   e x p i r e   t i m e : 	 R i g h t s   e x p i r e   t i m e : 	 R i g h t s   e x p i r e   t i m e : 	 R i g h t s   e x p i r e   t i m e : 	 1
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 
 S T R _ I D _ R M G R _ D E T A I L _ A C C U M U L A T E D 	 R M G R 	 T E X T 	 L a b l e   o f   r e m a i n i n g   c o u n t 	 R e m a i n : 	 iR	 iRYO	 @+%7-: 	 R e s t a n t e : 	 R e s t a n t  : 	 V e r b l e i b e n : 	 AB0;>AL: 	 R i m a n e n t e : 	 ('BJ: 	 R e s t a : 	 K a l a n :   	 C  n   t h a : 	 S i s a : 	 B a k i : 	 6	G	7	: 	 	 	 	 M a r a d t : 	 	 	 	 R e s t e r e n d : 	 	 	 A u   m a i   r m a s : 	 	 	 : 	 	 	 ('BE'F/G: 	 	 	 			: 	 	 	 	 



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: 	 : 	 R e m a i n : 	 R e m a i n : 	 R e m a i n : 	 O o r b l y w e n d : 	 R e m a i n : 	 R e m a i n : 	 R e m a i n : 	 R e m a i n : 	 R e m a i n : 	 R e m a i n : 	 
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 
 S T R _ I D _ R M G R _ D E T A I L _ T I M E D C O U N T 	 R M G R 	 T E X T 	 T o   i n d i c a t e   r e m a i n i n g   c o u n t   w i t h   a d d i t i o n   t i m e   c o n s t r a i n t 	 C o u n t   w i t h   t i m e : 	 	gBfP6Rv!kxe	 	geP6Rv!kpe	 #1I#I-!@'%2: 	 C o n t a d o r   d e   t i e m p o : 	 C o m p t e   a v e c   n o m b r e   d e   f o i s  : 	 Z  h l u n g   m i t   Z e i t : 	 BG5B  ?>  2@5<5=8: 	 C o n t o   c o n   o r a : 	 E1')  E-//)  2EFJ': 	 T e m p o   r e s t a n t e : 	 S a a t l e   s a y :   	 S   l n   b   t h i   g i a n   h n   c h   : 	 H i t u n g   d e n g a n   w a k t u : 	 B i l a n g a n   d e n g a n   m a s a : 	 8	.	/	  	G	  8	>	%	  	#	(	>	: 	 	 	 	 S z  m l  l  s   i d Qv e l : 	 	 	 	 T e l l e n   m e t   t i j d : 	 	 	 N u m r   d e   u t i l i z r i   _i   t i m p   r m a s : 	 	 	     : 	 	 	 *9/'/  ('  2E'F: 	 	 	 			  				  				: 	 	 	 	 


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 
 S T R _ I D _ R M G R _ D E T A I L _ T I M E D C O U N T _ T I M E 	 R M G R 	 T E X T 	 T o   i n d i c a t e   r e m a i n i n g   t i m e s 	 T i m e s   m o r e   t h a n   	 !kAQ1N  	 !kAQǏ	 @'%2!2'H2	 V e c e s   m  s   q u e 	 D u r  e s   s u p  r i e u r e s    	 M a l e   m e h r   a l s   	 @5<O:   1>;LH5  	 O r a r i   s u p e r i o r i   a 	 'DHB*  #C+1  EF	 U t i l i z a   e s   m a i s   d o   q u e 	 K a t   d a h a   f a z l a   	 S   l n   c h o   p h  p   v t   q u a 	 W a k t u   l e b i h   d a r i 	 K a l i   l e b i h   d a r i p a d a 	 . . . 8	G	  	'	?		  8	.	/		 	 	 	 E n n y i s z e r   t  b b ,   m i n t 	 	 	 	 T i j d ( e n )   m e e r   d a n 	 	 	 A u   m a i   r m a s 	 	 	     	 	 	 ('1  (4  '2  	 	 	 			  					 	 	 	 


( 

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	 . .       	 T i m e ( s )   m o r e   t h a n   	 T i m e ( s )   m o r e   t h a n   	 T i m e ( s )   m o r e   t h a n   	 K e r e   m e e r   a s 	 T i m e ( s )   m o r e   t h a n   	 T i m e ( s )   m o r e   t h a n   	 T i m e ( s )   m o r e   t h a n   	 T i m e ( s )   m o r e   t h a n   	 T i m e ( s )   m o r e   t h a n   	 T i m e ( s )   m o r e   t h a n   	 
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 
 S T R _ I D _ R M G R _ D E T A I L _ S E C 	 R M G R 	 T E X T 	 S e c o n d s 	 S e c o n d s 	 y	 y	 '425	 S e g u n d o ( s ) 	 S e c o n d e s 	 S e k u n d e n 	 !5:. 	 S e c o n d i 	 +'FJ)	 S e g u n d o ( s ) 	 S a n i y e l e r 	 G i  y 	 D e t i k 	 S a a t 	 8	G		G		!		 	 	 	 M  s o d p e r c 	 	 	 	 S e c o n d e ( n ) 	 	 	 S e c u n d e 	 	 	 	 	 	 +'FG	 	 	 								 	 	 	 





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 
 S T R _ I D _ R M G R _ D E T A I L _ L E F T _ C O U N T 	 R M G R 	 T E X T 	 D e t a i l 	 U s a g e   l e f t : 	 iRO(u!kxe	 iRYOO(u!kpe	 @+%7-2#C
I: 	 U s o s   r e s t a n t e s :   	 U t i l i s a t i o n   r e s t a n t e   : 	  b r i g e   N u t z u n g : 	 AB0;>AL  8A?>;L7>20=89: 	 U t i l i z z o   s i n i s t r o : 	 'D'3*./'E  'DE*(BJ: 	 U t i l i z a   o   r e s t a n t e : 	 K u l l a n 1l a b i l e c e k : 	 S   l n   s   d n g   c  n   t h a : 	 P e n g g u n a a n   y a n g   t e r s i s a : 	 P e n g u n a a n   t e r t i n g g a l : 	 6	G	7	  		*	/	K				 	 	 	 F e n n m a r a d    h a s z n  l a t o k   s z  m a : 	 	 	 	 R e s t e r e n d   g e b r u i k : 	 	 	 T i m p   d e   u t i l i z a r e   r m a s : 	 	 	   : 	 	 	 '3*A'/G  ('BE'F/G: 	 	 	 							  				  			: 	 	 	 	 	 	 	 	 	 G e b r u i k e   o o r : 	 	 	 	 	 	 	 ,
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 
 S T R _ I D _ R M G R _ D E T A I L _ L E F T _ T I M E 	 R M G R 	 T E X T 	 D e t a i l 	 V a l i d   f o r : 	 iRO(uBf	 iRYOO(ue	 C
IDI*3+#1: 	 V  l i d o   d u r a n t e :   	 V a l i d e   p o u r   : 	 G  l t i g   f  r : 	 59AB28B5;5=: 	 V a l i d o   p e r : 	 5'D-  DE/): 	 V  l i d a   a t  : 	 G e  e r l i l i k   s  r e s i : 	 S   l n   s   d n g   c  n   t h a : 	 V a l i d   s e l a m a : 	 S a h   u n t u k : 	 	G	  2	?		  .	>	(	M	/			 	 	 	  r v  n y e s : 	 	 	 	 G e l d i g   g e d u r e n d e : 	 	 	 V a l i d   p e n t r u : 	 	 	   : 	 	 	 E9*(1  (1': 	 	 	 							:   	 	 	 	 	 	 	 	 	 G e l d i g   v i r : 	 	 	 	 	 	 	 8
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 
 S T R _ I D _ R M G R _ D E T A I L _ L E F T _ D A Y S 	 R M G R 	 T E X T 	 D e t a i l 	 D a y ( s ) 	 )Y	 )Y	 '1	 D  a ( s ) 	 J o u r ( s ) 	 T a g ( e ) 	 =59	 G i o r n i 	 #J'E	 D i a ( s ) 	 G  n 	 N g  y 	 H a r i 	 H a r i 	 &	?	(		 	 	 	 n a p 	 	 	 	 D a g ( e n ) 	 	 	 Z i l e 	 	 	 	 	 	 1H2	 	 	 			  	 	 	 	 	 	 	 	 	 D a g ( d a e ) 	 	 	 	 	 	 	 &
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 S T R _ I D _ R M G R _ D E T A I L _ L E F T _ H O U R S 	 R M G R 	 T E X T 	 D e t a i l 	 H o u r ( s ) 	 \Bf	 \e	 
1H'B!	 H o r a ( s ) 	 H e u r e ( s ) 	 S t u n d e ( n ) 	 '0A>2	 O r e 	 3'9)  ( 3'9'*) 	 H o r a ( s ) 	 S a a t ( l e r ) 	 G i 	 J a m 	 J a m 	 			>	  ( 			G	) 	 	 	 	  r a 	 	 	 	 U u r / U r e n 	 	 	 O r / o r e 	 	 	 	 	 	 3'9*	 	 	 					  	 	 	 	 	 	 	 	 	 U u r / u r e 	 	 	 	 	 	 	 .
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 S T R _ I D _ R M G R _ D E T A I L _ L E F T _ L A S T 	 R M G R 	 T E X T 	 D e t a i l 	 L e s s   t h a n   1   h o u r 	 
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1H'B!	 M e n o s   d e   1   h o r a 	 M o i n s   d ' 1   h e u r e 	 W e n i g e r   a l s   1   S t u n d e 	 5=55  1   G0A0	 M e n o   d i   1   o r a 	 #BD  EF  3'9)	 M e n o s   d e   1   h o r a 	 1   s a a t t e n   d a h a   a z 	 K h  n g     1   g i 	 K u r a n g   d a r i   1   j a m 	 K u r a n g   d a r i   1   j a m 	   1   			G	  8	G	  	.		 	 	 	 K e v e s e b b   m i n t   1    r a 	 	 	 	 M i n d e r   d a n   e e n   u u r 	 	 	 M a i   p u ci n   d e   1   o r 	 	 	   	 	 	 E*1  '2    3'9*	 	 	 	  						  				  			 	 	 	 	 	 	 	 	 M i n d e r   a s   1   u u r 	 	 	 	 	 	 	 1   .
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 
 S T R _ I D _ R M G R _ R E Q _ R I G H T S 	 R M G R 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   s t r i n g   f o r   r i g h t s   e x p i r y . 	 N o   l i c e n c e   a v a i l a b l e .   C o n t a c t   l i c e n c e   s e r v e r ? 	 !qS(u
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gRhV	 -*44L? 	  S o l i c i t a r   d e r e c h o s ? 	 D e m a n d e r   l ' o b t e n t i o n   d e s   d r o i t s   ? 	 R e c h t e   a b f r a g e n ? 	 8F5=78O  >BACBAB2C5B.   #AB0=>28BL  A2O7L  A  A5@25@><  ;8F5=789? 	 R i c h i e d e r e   i   d i r i t t i ? 	 *-EJD  419J  	 P e d i r   d i r e i t o s ? 	 T a l e p   h a k l a r 1? 	 T i   q u y n   h n ? 	 A k t i f k a n 	 M i n t a   h a k ? 	 	(	A	0	K	'	  8	9	@	? 	 A k t i v 	 A k t i v . 	 A k t y w n y 	 K  r   j o g o s u l t s  g o t ? 	 A k t . 	 A k t v . 	 A k t i v . 	 N u   d e b l o k k e r e n ? 	 A k t i v . 	 A c t v . 	 S o l i c i t a r e   d r e p t u r i ? 	 A k t . 	 . 	   ? 	 :B82. 	 5	?		(	$	@	  5	>		>		 -BHB  /1.H'3*  1/F/	 /1.H'3*  -BHB	   ? 	 			  							? 	 ,
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 
 S T R _ I D _ R M G R _ S P A C E _ C H E C K 	 R M G R 	 I C O N T E X T 	 T o g g l e   o f   r i g h t s   s t o r a g e   s p a c e 	 S p a c e   c h e c k 	 2QX[zzjg	 PX[zzhg	 #'*-5H'H2	 V e r i f i c a c i  n   d e   e s p a c i o 	 V  r i f i c a t i o n   d ' e s p a c e 	 S p e i c h e r p l a t z p r  f u n g 	 @>25@:0  <5AB0	 C o n t r o l l o   s p a z i o 	 A-5  'DE3'-)	 V e r i f i c a r   e s p a  o 	 B o _l u k   k o n t r o l  	 K i m   t r a   k h  n g   g i a n   l u 	 P e m e r i k s a a n   r u a n g 	 P e r i k s a   r u a n g 	 8	M	%	>	(	  	>				 	 	 	 T  r h e l y   e l l e n Qr z  s e 	 	 	 	 R u i m t e c o n t r o l e 	 	 	 V e r i f i c a r e   s p a ci u 	 	 	   	 	 	 ('2(F  A6'	 	 	 					  					  					 	 	 	 	 	 	 	 	 R u i m t e   n a g a a n 	 	 	 	 	 	 	 8
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 S T R _ I D _ R M G R _ S P A C E _ P R O M P T 	 R M G R 	 P O P U P C O N F I R M 	 C o n f r i m   o f   l o w   f r e e   s p a c e   w a r n i n g 	 L i c e n c e   s p a c e   l o w .   D e l e t e   s o m e   l i c e n c e s ? 	 
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N0 RdNCgP	 7I5HC-8
2@+%7-I-"  %C-8
22#2"2#+#7-D!H? 	 E s p a c i o   d e   l i c e n c i a   b a j o ,    b o r r a r   a l g u n a s   l i c e n c i a s ? 	 E s p a c e   d e   l i c e n c e   b a s .   S u p p r i m e r  d e s   l i c e n c e s   ? 	 W e n i g   L i z e n z p l a t z .   E i n i g e   L i z e n z e n   l  s c h e n ? 	 0;>  <5AB0  4;O  ;8F5=789.   #40;8BL  =5:>B>@K5  ;8F5=788? 	 S p a z i o   l i c e n z a   b a s s o .   E l i m i n a r e   a l c u n e   l i c e n z e ? 	 E3'-)  'D*1'.J5  EF.A6).   -0A  (96  'D*1'.J5	 P o u c o   e s p a  o   p a r a   l i c e n  a .   E l i m i n a r   a l g u m a s   l i c e n  a s ? 	 L i s a n s   b o _l u u   a z .   B a z 1  l i s a n s l a r   s i l i n s i n   m i ? 	 D u n g   l n g   g i y   p h  p   c  n    t .   X  a   b t   m t   s   g i y   p h  p ? 	 R u a n g   l i s e n s i   h a m p i r   h a b i s .   H a p u s   b e b e r a p a   l i s e n s i ? 	 M u a t a n   l e s e n   r e n d a h .   H a p u s   b e b e r a p a   l e s e n ? 	 2	>		8	G		8	  	G	  2	?		  8	M	
 %	>	(	  	@	  	.	@	d	  	A		  2	>		8	G		8	  !	?	2	@		  	0	G		? 	 	 	 	 A   l i c e n c e k   t  r h e l y e   k e z d   b e t e l n i .   T  r  l   n  h  n y   l i c e n c e t ? 	 	 	 	 E r   i s   w e i n g i   l i c e n t i e r u i m t e .   S o m m i g e   l i c e n t i e s   v e r w i j d e r e n ? 	 	 	 S p a ci u   i n s u f i c i e n t   p e n t r u   l i c e n c.   ^t e r g e ci   u n e l e   l i c e n ce ? 	 	 	           .       ? 	 	 	 A6'  'E*'2G'  E  '3*.   "'  E'D/  (1.  '2  'E*'2G'  -0A  4HF/	 	 	 										  					  			,   				  								  				  				?   	 	 	 	 	 	 	 	 	 L i s e n s i e r u i m t e   m i n .   S k r a p   s o m m i g e   l i s e n s i e s ? 	 	 	 	 	 	 	 1
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 
 S T R _ I D _ R M G R _ M U L T I _ P A R T 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   o b j e c t   i s   c o m p o s i t e 	 M u l t i p a r t 	 TjHh	 
YTech	 +%2"*H'	 M u l t i p a r t e 	 M u l t i p a r t i e 	 M u l t i p a r t 	 =>3>A53<5=B=K9	 M u l t i p a r t e 	 EDA  E*C11	 M u l t i p a r t e s 	  o k   p a r t i l i   	 T p   g h  p 	 B e b e r a p a   b a g i a n 	 B e r b i l a n g   b a h a g i a n 	 .	2	M		@	*	>	0	M			 	 	 	 T  b b r  s z e s 	 	 	 	 M u l t i p a r t 	 	 	 M a i   m u l t e   p r ci 	 	 	 M u l t i p a r t   (   ) 	 	 	 F/(.4	 	 	 						  					 	 	 	 









	 	 M u l t i p a r t 	 M u l t i p a r t 	 M u l t i p a r t 	 V e e l d e l i g 	 M u l t i p a r t 	 M u l t i p a r t 	 M u l t i p a r t 	 M u l t i p a r t 	 M u l t i p a r t 	 M u l t i p a r t 	 .
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 
 S T R _ I D _ R M G R _ S U M M A R Y 	 R M G R 	 T E X T 	 L a b l e   o f   s u m m a r y 	 S u m m a r y : 	 rKa	 r`	 *#8: 	 R e s u m e n : 	 R  s u m    : 	 Z u s a m m e n f a s s u n g : 	 !2>4:0: 	 I n d i c e : 	 -'D): 	 S u m  r i o : 	  z e t :   	 T r n g   t h  i : 	 R i n g k a s a n : 	 R i n g k a s a n : 	 8	>	0	: 	 	 	 	  s s z e f o g l a l  s : 	 	 	 	 S a m e n v a t t i n g : 	 	 	 R e z u m a t : 	 	 	 : 	 	 	 .D'5G: 	 	 	 										 	 	 	 





: 	 : 	 S u m m a r y : 	 S u m m a r y : 	 S u m m a r y : 	 O p s o m m i n g : 	 S u m m a r y : 	 S u m m a r y : 	 S u m m a r y : 	 S u m m a r y : 	 S u m m a r y : 	 S u m m a r y : 	 8
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 
 S T R _ I D _ R M G R _ D E L E T E _ Q U E R Y 	 R M G R 	 P O P U P C O N F I R M 	 D e l e t e 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ?   	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 						? 	 	 	 	 



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? 	 ? 	 S u s a ? 	 C i m e ? 	 F u t a ? 	 S k r a p ? 	 `a l i n t i ? 	 D z s t ? 	 K u s t u t a n ? 	 Kv{e^l	   ? 	 ^t e r g e ci ? 	 (
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 
 S T R _ I D _ R M G R _ S H A R E D _ R O 	 R M G R 	 T E X T 	 T o   i n d i c a t e   t h e   o b j e c t   i s   s h a r e a b l e 	 S h a r e d : 	 qQ(u	 qQN	 A
#L: 	 C o m p a r t i d a : 	 P a r t a g    : 	 F r e i g e g e b e n : 	 1I89: 	 C o n d i v i s o : 	 EH'AB: 	 P a r t i l h a d o : 	 P a y l a _1l a n :   	 C n g   h n g : 	 B e r s a m a : 	 D i k o n g s i : 	 6	G	/	0	M	!	: 	 	 	 	 M e g o s z t o t t : 	 	 	 	 G e d e e l d : 	 	 	 P a r t a j a t 	 	 	 : 	 	 	 E4*1: 	 	 	 							 	 	 	 







: 	 : 	 S h a r e d : 	 S h a r e d : 	 S h a r e d : 	 G e d e e l : 	 S h a r e d : 	 S h a r e d : 	 S h a r e d : 	 S h a r e d : 	 S h a r e d : 	 S h a r e d : 	 7
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: 	 6@-B$:   	 N d a r e : 	 			- 				  			: 	 	 	 	 	 	 	 	 C o m p a r t i l h a d o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D R M _ R E G I S T R A T I O N _ S U C C E S S 	 D R M 	 P O P U P 	 R e g i s t r a t i o n   s u c c e s s   m e s s a g e 	 R e g i s t r a t i o n   O K 	 ;QbR	 lQbR	 %0@5"*3@#G	 R e g i s t r o   r e a l i z a d o 	 E n r e g i s t r e m e n t   O K 	 R e g i s t r i e r u n g   O K 	  538AB@0F8O  2K?>;=5=0	 R e g i s t r a z i o n e   O K 	 *3,JD  'D/.HD  F',-	 R e g i s t o   O K 	 K a y 1t   T a m a m   	 n g   k    t h  n h   c  n g 	 P e n d a f t a r a n   O K 	 P e n d a f t a r a n   O K 	 0		?	8	M		M	0	G	6	(	  		G		 	 	 	 R e g i s z t r  c i    O K 	 	 	 	 R e g i s t r a t i e   O K 	 	 	  n r e g i s t r a r e a   a   r e u _i t 	 	 	 :   	 	 0		?	8	M		M	0	G	6	(	   	@			 +(*  EHAB  (H/	 1,3y14F  'H  	   	 							  			  				 0

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	   	 U k u b h a l i s a   k u   O K 	 U b h a l i s o   K U L U N G I L E 	 S a w a   k u s a j i l i 	 R e g i s t r a s i e   O K 	 R e g i s t r a c i j a   p a v y k o 	 R e #i s t r c i j a   O K 	 R e g i s t r e e r i m i n e   O K 	 3avxth  pa{xr~e	   O K 	  n r e g i s t r a r e a   a   r e u _i t 	 0

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 
 S T R _ I D _ D R M _ R O _ A C Q U I S I T I O N _ S U C C E S S 	 D R M 	 P O P U P 	 R O   a c q u i s i t i o n   s u c c e s s   m e s s a g e 	 G e t   l i c e n c e   O K 	 c
kbR	 cCgbR	 #1C-8
2*3@#G	 O b t e n c i  n   d e   l i c e n c i a   r e a l i z a d a 	 O b t e n i r   l e   d r o i t   O K 	 L i z e n z   b e z i e h e n   O K 	 >;CG5=85  ?@02  2K?>;=5=>	 O t t i e n i   d i r i t t i   O K 	 'D-5HD  9DJ  'D-BHB  F',-	 O b t e r   l i c e n  a   O K 	 Y e t k i   A l 1m 1  T a m a m   	 o t   q u y n   n h n   t h  n h   c  n g 	 D a p a t k a n   l i s e n s i   O K 	 D a p a t k a n   l e s e n   O K 	 2	>		8	G		8	  		G	  	0	>				 	 	 	 J o g   l e k  r  s e   O K 	 	 	 	 R e c h t e n   o n t v a n g e n   O K 	 	 	 O b ci n e r e   l i c e n c  O K 	 	 	     	 	 0	>			M	8	  		G	  .	?	3	5	>		 /1'A*  'E*'2  EHAB  (H/	 -BHB  '-5HD  'H	     	 								  					  			  				 
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	   	 U k u t h o l a   a m a l u n g e l o   k u   O K 	 F u m a n a   a m a l u n g e l o   K U L U N G I L E 	 S a w a   k u p a t a   h a k i 	 V e r k r y g i n g   v a n   l i s e n s i e   O K 	 P a v y k o   g a u t i   t e i s e s 	 T i e s +b u   s a Fe m aa n a   O K 	  i g u s e d   s a a d u d 	 ;a~xvvek  }axth  pa{xr~e	     O K 	 O b ci n e r e a   d r e p t u r i l o r   a   r e u _i t 	 1
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 
 S T R _ I D _ D R M _ D O M A I N _ J O I N _ S U C C E S S 	 D R M 	 P O P U P 	 D o m a i n   j o i n   s u c c e s s   m e s s a g e 	 J o i n e d   d o m a i n   O K 	 ]ReQD}	 ]ReQ~	 @I2C
IB@!A%I'	 I n g r e o   a   d o m i n i o   r e a l i z a d o 	 J o i n d r e   l e   d o m a i n e   O K 	 B e i g e t r e t e n e   D o m  n e   O K 	 @8A>548=5=85  :  4><5=C  2K?>;=5=>	 D o m i n i o   u n i t o   O K 	 *E  'F6E'E  'DJ  'DE,EH9)	 A c e d e r   a   d o m  n i o   O K 	 G i r i l e n   A l a n   T a m a m   	    n h p   v  o   n h  m 	 D o m a i n   g a b u n g a n   O K 	 S e r t a i   d o m a i n   O K 	 !	K	.	G	(	  .	G		  *	M	0	5	G	6	  		G		 	 	 	 K a p c s .   t a r t o m  n y h o z   O K 	 	 	 	 G e k o p p e l d   d o m e i n   O K 	 	 	 A s o c i e r e a   l a   u n   d o m e n i u   a   r e u _i t 	 	 	   :   	 	 	I		(	M	!	  !	K	.	G	(	  		G		 ED-B  4/F  (G  /'EFG  EHAB  (H/	 E4*1  9D'B  'H	     	 					  					  			  				 
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 
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 S T R _ I D _ D R M _ N O T _ I N _ D O M A I N 	 D R M 	 P O P U P 	 N o t   i n   d o m a i n   m e s s a g e 	 N o t   i n   t h e   d o a m i n 	 *g(WD}-N	 *g(W~-N	 D!H-"9HCB@!	 N o   e s t    d e n t r o   d e l   d o m i n i o 	 P a s   d a n s   l e   d o m a i n e 	 N i c h t   i n   d e r   D o m  n e 	 5  2  4><5=5	 N o n   n e l   d o m i n i o 	 D'  JH,/  AJ  'DE,EH9)	 N  o   s e   e n c o n t r a   n o   d o m  n i o 	 A l a n d a   d e i l   	 C h a     t r o n g   n h  m 	 T i d a k   d a l a m   d o m a i n 	 T i a d a   d a l a m   d o m a i n 	 !	K	.	G	(	  .	G		  .	L		B	&	  (	9	@			 	 	 	 N i n c s   a   t a r t o m  n y b a n 	 	 	 	 N i e t   i n   h e t   d o m e i n 	 	 	 N u   v - a ci   c o n e c t a t   l a   u n   d o m e n i u 	 	 	   	 	 !	K	.	G	(	.	'	G	  (	>	9	@		 /1  /'EFG  EH,H/  F3*	 9D'B  E  F	   	 					- 		  					  				 
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	   	 A k u k h o   k w i d o m e y n i 	 A w u k h o   k u m m a n d l a 	 S i o   k w a   k i k o a 	 N i e   i n   d i e   d o m e i n   n i e 	 N e   d o m e n e 	 N a v   d o m n 	 P o l e   d o m e e n i s 	 4xtevxt  yg	     	 N u   v - a ci   c o n e c t a t   l a   u n   d o m e n i u 	 !
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	 !K.G(M  -?$0G  (>9?	 N u k   e s h t e   n e   d o m a i n 	 	' 					  				 	 	 	 	 	 	 	 N  o   n o   d o m  n i o 	 	 	 	 	 	 	 	 E z   d a g o   d o m e i n u a n 	 W a l a   s a   d o m a i n 	 N o n   n o   d o m i n i o 	 d g h   n a   k w a 	 N  l   s    s a n   f h e a r a n n 
 
 S T R _ I D _ D R M _ D O M A I N _ J O I N _ F A I L E D 	 D R M 	 P O P U P 	 J o i n   d o m a i n   f a i l   m e s s a g e 	 J o i n   d o m a i n   f a i l e d 	 ReQD}1YWe	 ReQ~1Y%	 @I2C
IB@!D!HDI	 I n g r e s o   a l   d o m i n i o   f a l l  	 J o i n d r e   l e   d o m a i n e   -   E c h e c 	 D o m  n e   b e i t r e t e n   f e h l g e s c h l a g e n 	 5  C40;>AL  ?@8A>548=8BLAO  :  4><5=C	 I m p o s s i b i l e   u n i r s i   a l   d o m i n i o 	 A4D  AJ  '4*1'C  'DJ  'DE,EH9)	 A c e d e r   a   d o m  n i o   f a l h o u 	 A l a n a   g i r i l e m e d i   	 N h p   v  o   n h  m   t h t   b i 	 B e r g a b u n g   d e n g a n   d o m a i n   g a g a l 	 S e r t a i   d o m a i n   g a g a l 	 !	K	.	G	(	  *	M	0	5	G	6	  	8	+	2		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s   a   t a r t o m  n y h o z 	 	 	 	 K o p p e l e n   v a n   d o m e i n   m i s l u k t 	 	 	 A s o c i e r e a   l a   u n   d o m e n i u   n u   a   r e u _i t 	 	 	     	 	 	I		(	  !	K	.	G	(	  	/	6	8	M	5	@		 ED-B  4/F  (G  /'EFG  F'EHAB  (H/	 9D'B  E4*1  ,&  F''E  H'	       	 					  					  				  						 
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	     	 U k u j o y i n a   i d o m e y n i   k u h l u l e k i l e 	 U k u z i m a n y a   n o m m a n d l a   k u p h a n z i l e 	 I m e s h i n d w a   k u j i u n g a   n a   k i k o a 	 A a n s l u i t i n g   b y   d o m e i n   o n s u k s e s v o l 	 N e p a v y k o   p r i s i j u n g t i   p r i e   d o m e n o 	 N e i z d e v s   p i e v i e n o t i e s   d o m n a m 	 D o m e e n i g a   l i i t u m i n e   n u r j u s 	 4xtevkv  tkavalh  qamxr~e	       	 A s o c i e r e a   l a   u n   d o m e n i u   n u   a   r e u _i t 	 
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 
 S T R _ I D _ D R M _ D O M A I N _ L E A V E _ F A I L E D 	 D R M 	 P O P U P 	 L e a v e   d o m a i n   f a i l   m e s s a g e 	 L e a v e   d o m a i n   f a i l e d 	 ▋D}1YWe	 y _~1Y%	 --2B@!D!HDI	 A b a n d o n o   d e   d o m i n i o   f a l l  	 Q u i t t e r   l e   d o m a i n e   -   E c h e c 	 D o m  n e   v e r l a s s e n   f e h l g e s c h l a g e n 	 5  C40;>AL  ?>:8=CBL  4><5=	 I m p o s s i b i l e   l a s c i a r e   i l   d o m i n i o 	 A4D  AJ  .1H,  EF  'DE,EH9)	 A b a n d o n a r   d o m  n i o   f a l h o u 	 A l a n   t e r k   e d i l e m e d i   	 R i   k h i   n h  m   t h t   b i 	 M e n i n g g a l k a n   d o m a i n   g a g a l 	 T i n g g a l k a n   d o m a i n   g a g a l 	 !	K	.	G	(	    	K	!	<	(	>	  	8	+	2		 	 	 	 A   t a r t o m  n y   s i k e r t e l e n   e l h a g y  s a 	 	 	 	 A c h t e r l a t e n   v a n   d o m e i n   m i s l u k t 	 	 	 P r s i r e a   u n u i   d o m e n i u   n u   a   r e u _i t 	 	 	     	 	 2	@	5	M	9	  !	K	.	G	(	  	/	6	8	M	5	@		 *1  1/F  /'EFG  F'EHAB  (H/	 9D'B  H/,&  F''E  H'	       	 					  					  			  				  						 
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 
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Ngv/	 *gw	 4%2D!H#2*2@+8	 E r r o r   d e s c o n o c i d o   	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o 	 .7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a   	 L i   k h  n g   x  c   n h 	 K e s a l a h a n   t i d a k   d i k e t a h u i 	 R a l a t   t a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 	 	 	 I s m e r e t l e n   h i b a 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 E r o a r e   n e c u n o s c u t 	 	 	     	 	 		>	#	  	B			 .7'  F'E4.5	 F'E9DHE  :D7	   	 					  							 (
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 
 S T R _ I D _ D R M _ E R R O R _ C O D E 	 D R M 	 P O P U P 	 E r r o r   c o d e   s t r i n g 	 E r r o r   c o d e 	 /Nx	 Nx	 #+1*D!H9I-	 C  d i g o   d e   e r r o r 	 C o d e   d ' e r r e u r 	 F e h l e r c o d e 	 >4  >H81:8	 C o d i c e   e r r o r e 	 .7#  AJ  'DCH/	 E r r o   d e   c  d i g o 	 H a t a   k o d u   	 M    l i 	 K o d e   k e s a l a h a n 	 K o d   r a l a t 	 $	M	0	A		?	  	K	!		 	 	 	 H i b a k  d 	 	 	 	 F o u t c o d e 	 	 	 C o d   e r o a r e 	 	 	   	 	 	B		  	K	!		 /  .7'	 H  E  :D7	   	 											  				 
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kP|vL	 CgPSL	 9I!5*44--	 E m i s o r   d e   d e r e c h o s 	 F o u r n i s s e u r   d e s   d r o i t s 	 A u s s t e l l e r   v o n   R e c h t e n 	 740B5;L  ?@02	 P a r t e   c h e   e m e t t e   i   d i r i t t i 	 E5'/1	 E m i s s  o   d e   d i r e i t o s 	 H a k   d  z e n l e y i c i   	 N g i   p h  t   h  n h   b n   q u y n   	 H a k   p e n e r b i t 	 P e n g e l u a r   h a k 	 0	>			M	8	  	>	0	@		0	M	$	>		 	 	 	 J o g   k i b o c s  t  j a 	 	 	 	 U i t g e v e r   v a n   r e c h t e n 	 	 	 E m i t e n t   d r e p t u r i 	 	 	   	 	 0	>			8	  		8	0		 5'/1FF/G  -BHB	 -BHB  ,'1  1F  H'D'	   	 						  											 
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2+#7-D!H? 	  R e g i s t r a r   l a   l i c e n c i a ? 	 E n r e g i s t r e r   l e   d r o i t   ? 	 L i z e n z   r e g i s t r i e r e n ? 	 0@538AB@8@>20BL  ?@020? 	 R e g i s t r a r e   i   d i r i t t i ? 	 *3,JD  'D-BHB	 R e g i s t a r   l i c e n  a ? 	 L i s a n s   k a y d e d i l s i n   m i ?   	 n g   k    q u y n   n h n ? 	 D a f t a r k a n   l i s e n s i ? 	 D a f t a r k a n   l e s e n ? 	 2	>		8	G	8		  0		?	8	M		0	  	0	G		? 	 	 	 	 B e j e g y z i   a   j o g o t ? 	 	 	 	 R e c h t e n   r e g i s t r e r e n ? 	 	 	  n r e g i s t r a r e   l i c e n c? 	 	 	     ? 	 	 0	>			M	8	  0		?	8	M		0	  	0	>	/		G	? 	 'E*'2  +(*  4H/	 -BHB  H  1,3y1  ,&	     ? 	 								  												  			  			? 	 
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IB@!+#7-D!H? 	  I n g r e s a r   a l   d o m i n i o ? 	 J o i n d r e   l e   d o m a i n e  ? 	 D o m  n e   b e i t r e t e n ? 	 @8A>548=8BLAO  :  4><5=C? 	 U n i r s i   a l   d o m i n i o ? 	 '4*1'C  AJ  'DE,EH9)	 A d e r i r   a o   d o m  n i o ? 	 A l a n a   g i r i l s i n   m i ?   	 N h p   v  o   n h  m   n  y ? 	 G a b u n g   k e   d o m a i n ? 	 S e r t a i   d o m a i n ? 	 !	K	.	G	(	  .	G		  *	M	0	5	G	6	    	0	G		? 	 	 	 	 K a p c s o l  d i k   a   t a r t o m  n y h o z ? 	 	 	 	 D o m e i n   k o p p e l e n ? 	 	 	 D o r i ci   s   v   a s o c i a ci   l a   a c e s t   d o m e n i u ? 	 	 	   ? 	 	 	I	(	  &	@	  !	B	.	G	(		 (G  /'EFG  ED-B  E  4H/	 9D'B  E  4'ED  H	     ? 	 					- 	  					  			? 	 
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 
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kP	 /f&TN}ȉCgP	 2'LB+%C-8
22#A*1'-"H2#5+#7-D!H? 	  D e s c a r g a r   l i c e n c i a   d e   v i s u a l i z a c i  n   p r e v i a   g r a t i s ? 	 T  l  c h a r g e r   l e s   d r o i t s   d e   p r  v i s u a l i s a t i o n   g r a t u i t e 	 F r e i e   V o r s c h a u l i z e n z   h e r u n t e r l a d e n ? 	 >;CG8BL  15A?;0B=K5  ?@020  =0  ?@>A<>B@? 	 S c a r i c a r e   d i r i t t i   d i   a n t e p r i m a   g r a t u i t i ? 	 *-EJD  419J  'D916  'DE3(B	 T r a n s f e r i r   l i c e n  a   d e   p r  - v i s u a l i z a   o   g r a t u i t a ? 	  c r e t s i z    n   i z l e m e   l i s a n s 1  y  k l e n s i n   m i ?   	 T i   d u y t   x e m   q u y n   n h n ? 	 D o w n l o a d   l i s e n s i   p r a t i n j a u   g r a t i s ? 	 M u a t   t u r u n   l e s e n   p r a t o n t o n   p e r c u m a ? 	 .	A	+	M	$	  *	M	0	@	5	M	/	B	  2	>		8	G		8	  !	>			(	2	K	!	    	0	G		? 	 	 	 	 L e t  l t i   a z   i n g y e n e s   e l Qn  z e t i   j o g o k a t ? 	 	 	 	 V r i j e   v o o r b e s c h o u w i n g s r e c h t e n   d o w n l o a d e n ? 	 	 	 D e s c r c a r e   e x a m i n a r e   l i c e n c  g r a t u i t ? 	 	 	             ? 	 	 .	K	+	$	  *	M	0	@	5	M	9	M	/	B	  0	>			M	8	  !	>			(	2	K	!	  	0	>	/		G	? 	 'E*'2  ~4  FE'4  1''F  ('11  4H/	 ~4  E4'/  -BHB  EA*  '$F  DH  ,&	           ? 	 										  							  						  							  				  			? 	 !
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2#5+#7-D!H? 	  D e s c a r g a r   l i c e n c i a   g r a t i s ? 	 T  l  c h a r g e r   l e s   d r o i t s   g r a t u i t s   ? 	 F r e i e   L i z e n z   h e r u n t e r l a d e n ? 	 >;CG8BL  15A?;0B=K5  ?@020? 	 S c a r i c a r e   i   d i r i t t i   g r a t u i t i ? 	 *-EJD  'D-BHB  E,'F'	 T r a n s f e r i r   l i c e n  a   g r a t u i t a ? 	  c r e t s i z   l i s a n s   y  k l e n s i n   m i ?   	 T i   q u y n   n h n   m i n   p h  ? 	 D o w n l o a d   l i s e n s i   g r a t i s ? 	 M u a t   t u r u n   l e s e n   p e r c u m a ? 	 .	A	+	M	$	  2	>		8	G		8	  !	>			(	2	K	!	    	0	G		? 	 	 	 	 L e t  l t i   a z   i n g y e n e s   j o g o k a t ? 	 	 	 	 V r i j e   r e c h t e n   d o w n l o a d e n ? 	 	 	 D e s c r c a r e   l i c e n c  g r a t u i t ? 	 	 	     ? 	 	 .	K	+	$	  0	>			M	8	  !	>			(	2	K	!	  	0	>	/		G	? 	 'E*'2  1''F  ('11  4H/	 -BHB  EA*  '$F  DH  ,&	           ? 	 										  						  							  				  			? 	 !
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I2DI	 E l   s i g u i e n t e   c o n t e n i d o   e s   r e p r o d u c i b l e 	 L e   c o n t e n u   s u i v a n t   p e u t   m a i n t e n a n t    t r e   j o u  	 F o l g e n d e   I n h a l t e   w e r d e n   a b s p i e l b a r 	 "5?5@L  <>6=>  2>A?@>872>48BL  A;54CNI55	 I   s e g u e n t i   d i r i t t i   d i v e n g o n o   g i o c a b i l i 	 'DE-*HJ'*  'D*'DJ)  EECF  '3*./'E	 O s   s e g u i n t e s   c o n t e  d o s   p o d e m   s e r   r e p r o d u z i d o s 	 A _a 1d a k i   i  e r i k l e r    d e n e c e k t i r 	 i   t n g   d i    y   c    t h   s   d n g 	 K o n t e n   b e r i k u t   j a d i   d a p a t   d i p u t a r 	 K a n d u n g a n   b e r i k u t   m e n j a d i   b o l e h   d i m a i n 	 (	?	.	M	(	2	?		?	$	  			G			    *	M	2	G	  	0	(	G	  /	K		M	/	  9	K	  		  9	H			 	 	 	 A   k  v e t k e z Q  t a r t a l o m   v  l t   l e j  t s z h a t  v  	 	 	 	 D e   v o l g e n d e   i n h o u d   w e r d   s p e e l b a a r 	 	 	 U r m t o a r e l e   c o n ci n u t u r i   p o t   f i   r e d a t e 	 	 	           	 	 *	A	"	@	2	  			G			M	8	  5	>		5	#	M	/	>		K		G	  	>	2	G	. 	 E-*H'*  21  B'(D  ~.4  4/	 EF/1,  0D  E4*ED'*  B'(D  '/'  H&  	         .   	 										  													  					  					  			  					. 	 9
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	           	 O k u q u k e t h w e   o k u l a n d e l a y o   k u d l a l e k i l e 	 I z i q u l a t h o   e z i l a n d e l a y o   z i y a h l a w u l e l w a 	 Y a l i y o m o   y a n a y o f u a t a   y a n a k u w a   y a n a y o w e z a   k u c h e z w a 	 D i e   v o l g e n d e   i n h o u d   h e t   s p e e l b a a r   g e w o r d 	 `i u o s   t u r i n i u s   j a u   g a l i m a   l e i s t i 	 `d s   s a t u r s   k <u v i s   a t s k a Fo j a m s 	 J  r g m i n e   s i s u   m u u t u s   e s i t a t a v a k s 	 @eual  zaxvaoxiuxvh  daqel  g  v~acaotav  eviaoa	         	 U r m t o a r e l e   c o n ci n u t u r i   p o t   f i   r e d a t e 	 
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 
 S T R _ I D _ D R M _ N O T E _ F U T U R E R I G H T S 	 D R M 	 U N L I M 	 F u t u r e   r i g h t s   m e s s a g e 	 N o t e :   H a v e   l i c e n c e   t h a t   w i l l   b e   v a l i d   i n   t h e   f u t u r e 	 D;]	g
kP\(W*gOuHe	 Yl]	gCgP\(W*geguHe	 +!2"@+8:   !5*44L5H0C
I2DIC-2	 N o t a :   T i e n e   u n a   l i c e n c i a   q u e   q u e   s e r    v  l i d a   e n   e l   f u t u r o 	 R e m a r q u e   :   U t i l i s e z   d e s   l i c e n c e s   q u i   s e r o n t   v a l i d e s   d a n s   l e   f u t u r 	 H i n w e i s :   L i z e n z   b e s i t z e n ,   d i e   k  n f t i g   g  l t i g   w i r d 	 @8<5G0=85.   <5NBAO  ?@020,   :>B>@K5  AB0=CB  459AB28B5;L=K<8  2  1C4CI5<. 	 N o t a :   l e   l i c e n z e   i n   p o s s e s s o   d i v e r r a n n o   v a l i d i   i n   f u t u r o 	 ED'-8):   '-5D  9DI  *1.J5  5'D-'K  E3*B(D'K  	 N o t a :   L i c e n  a   v  l i d a   n o   f u t u r o 	 N o t :   G e l e c e k t e   g e  e r l i   o l a c a k   l i s a n s a   s a h i p   o l u n 	 L u    :   C    g i y   p h  p   s   c    h i u   l c   t r o n g   t n g   l a i 	 C a t a t a n :   M i l i k i   l i s e n s i   y a n g   a k a n   v a l i d   d i   w a k t u   m e n d a t a n g 	 N o t a :   M e m p u n y a i   l e s e n   y a n g   m e n j a d i   s a h   p a d a   m a s a   h a d a p a n 	 (	K		:   	8	G	  2	>		8	G		8	  9	H		  	K	    -	5	?	7	M	/	  .	G		  .	>	(	M	/	  9	K			G		 	 	 	 M e g j e g y z  s :   a   j  v Qb e n    r v  n y e s s    v  l    j o g o k k a l   r e n d e l k e z i k 	 	 	 	 O p m e r k i n g :   D e   r e c h t e n   z u l l e n   i n   d e   t o e k o m s t   g e l d i g   z i j n 	 	 	 N o t :   a v e ci   l i c e n c  v a l i d    n   v i i t o r 	 	 	 :             	 	 	@	*	:   0	>			M	8	  	8	B	&	M	/	>	  	G	  -	5	?	7	M	/	>	$	  5	H	'	  9	K	$	@	2	. 	 *H,G:   'E*'2  EH,H/  /1  "F/G  /'1'  '9*('1  .H'G/(H/	 FHy:   '3  -BHB    ,H  E3*B(D  E  B'(D  '3*9E'D  H  	 :         . 	 									  :   			  								  			  				  								  			  			  				  			d		 (
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	 :           	 Y a z i :   I b a   n a m a l u n g e l o   a z o b a   s e m t h e t h w e n i   k u s a s a 	 Q a p h e l a :   I n a m a l u n g e l o   a s e b e n z a y o   a z a k u s e b e n z a   k w i x e s h a   e l i z a y o 	 K u m b u k a :   K u w a   n a   h a k i   a m b a z o   z i t a k u w a   h a l a l i   u s o n i 	 L e t   w e l :   B e s k i k   o o r   l i s e n s i e   w a t   i n   d i e   t o e k o m s   s a l   g e l d 	 P a s t a b a :   T u r i t e   t e i s e s ,   k u r i o s   g a l i o s   i r   v l i a u 	 P i e z +m e :   I r   t i e s +b a s ,   k a s   k <ks   d e r +g a s   n k o t n 	 M  r k u s :   H a n g i    i g u s e d ,   m i s   k e h t i v a d   t u l e v i k u s 	 Fwxt]  Hvk  ka~xvve,   xxv  ~a~e  olkvev  peacauxt	 :     ,         	 N o t :   O b ci n e ci   d r e p t u r i   v a l i d e    n   v i i t o r 	 6
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 
 S T R _ I D _ D R M _ N O T E _ V A L I D R I G H T S 	 D R M 	 U N L I M 	 H a v e   v a l i d   r i g h t s   m e s s a g e 	 N o t e :   H a v e   v a l i d   l i c e n c e 	 D;]	gSNO(uv
kP	 Yl]	gSNO(uvCgP	 +!2"@+8:   !5*44L5HC
I2DI	 N o t a :   T i e n e   u n a   l i c e n c i a   v  l i d a   	 R e m a r q u e   :   U t i l i s e z   d e s   l i c e n c e s   v a l i d e s 	 H i n w e i s :   G  l t i g e   L i z e n z   b e s i t z e n 	 @8<5G0=85.   <5NBAO  459AB28B5;L=K5  ?@020. 	 N o t a :   l e   l i c e n z e   i n   p o s s e s s o 	 ED'-8):   '-5D  9DI  *1.J5  5'D-	 N o t a :   L i c e n  a   v  l i d a 	 N o t :   G e  e r l i   l i s a n s a   s a h i p   o l u n 	 L u    :   C    g i y   p h  p   h p   l 	 C a t a t a n :   M i l i k i   l i s e n s i   y a n g   v a l i d 	 N o t a :   M e m p u n y a i   l e s e n   s a h 	 (	K		:   5	H	'	  2	>		8	G		8	  9	H			 	 	 	 M e g j e g y z  s :    r v  n y e s   l i c e n c c e l   r e n d e l k e z i k 	 	 	 	 O p m e r k i n g :   E r   z i j n   g e l d i g e   r e c h t e n   	 	 	 N o t :   a v e ci   l i c e n c  v a l i d 	 	 	 :       	 	 	@	*	:     5	H	'	  0	>			M	8	  	8	B	&	M	/	>	. 	 *H,G:   /'1'  'E*'2  E9*(1  '3*	 FHy:   B'(D  '3*9E'D  -B  	 :       	 									:   			  								  					  				  	 (
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i a s   t e i s e s 	 P i e z +m e :   I r   d e r +g a s   t i e s +b a s 	 M  r k u s :   H a n g i   k e h t i v a d    i g u s e d 	 Fwxt]  Hvk  ~a~e  ka~xvve	 :         	 N o t :   O b ci n e ci   d r e p t u r i   v a l i d e 	 6
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 S T R _ I D _ D R M _ S E R V E R _ E R R O R M E S S A G E 	 D R M 	 U N L I M 	 S e r v e r   e r r o r   m e s s a g e 	 S e r v e r   r e t u r n e d   e r r o r   m e s s a g e 	 ;N_jVP/
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gRhVV O	 @4#L@'-#L7I-'2!4%2	 E l   s e r v i d o r   d e v o l v i    u n   m e n s a j e   d e   e r r o r 	 L e   s e r v e u r   a   r e n v o y    u n   m e s s a g e   d ' e r r e u r 	 S e r v e r   g a b   F e h l e r m e l d u n g   a u s 	 !5@25@  2K40;  A>>1I5=85  >1  >H81:5	 I l   s e r v e r   h a   i n v i a t o   i n d i e t r o   u n   m e s s a g g i o   d i   e r r o r e 	 .7#  AJ  'D1/  DE9/'*  'D./E)	 S e r v i d o r   d e v o l v e u   m e n s a g e m   d e   e r r o 	 S u n u c u   h a t a   m e s a j 1  v e r d i   	 C h u y n   v   m  y   p h c   v   l i 	 S e r v e r   t e l a h   m e n g e m b a l i k a n   p e s a n   k e s a l a h a n 	 P e l a y a n   m e n g e m b a l i k a n   m e s e j   r a l a t   	 8	0	M	5	0	  (	G	  $	M	0	A		?	    8		&	G	6	  2	L		>	  &	?	/	>	  9	H		 	 	 	 A   k i s z o l g  l    h i b a  z e n e t e t   j e l z e t t 	 	 	 	 S e r v e r   g a f   e e n   f o u t m e l d i n g   t e r u g 	 	 	 S e r v e r u l   a    n t o r s   u n   m e s a j   d e   e r o a r e 	 	 	       	 	 8	0	M	5	M	9	0	(	G	  	0	0	  8		&	G	6	  *	0	$	  *	>	 	5	2	>	. 	 31H1  ~'E  .7'  /'/	 31H1  H'~3  E  :D7  '  ~:'E	         . 	 							  							  						  				  								. 	 8
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	       	 I s e v a   i b u y i s e l e   u m b i k o   w e p h u t h a 	 I s e v a   i b u y i s e l e   u m y a l e z o   w e m p a z a m o 	 S e v a   i m e r u d i s h a   u j u m b e   w a   h i t i l a f u 	 B e d i e n e r   h e t   f o u t b o o d s k a p   t e r u g g e s t u u r 	 S e r v e r i s   s u g r ~i n o   k l a i d o s   p r a n e ai m 	 S e r v e r i s   a t s kt +j a   k <kd a s   p a z i Fo j u m u 	 S e r v e r   t a g a s t a s   v e a t e a t e 	 Me~eh  ~eadaqe  }malk  ta}kv  parxdacxiuxv	         	 S e r v e r u l   a    n t o r s   u n   m e s a j   d e   e r o a r e 	 8
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 S T R _ I D _ D R M _ E R R O R _ R E D I R E C T _ U R L 	 D R M 	 U N L I M 	 R e d i r e c t   U R L   q u e s t i o n 	 V i s i t   t h e   U R L   b e l o w   t o   r e s o l v e   t h e   p r o b l e m ? 	 /f&T#0RNN}@W\BlTSR	 /f&TǏNNc[Bl.^R	 D5H  U R L   I2%H25I@7H-AID1
+2? 	  V i s i t a r   e l   U R L   d e   a b a j o   p a r a   r e s o l v e r   e l   p r o b l e m a ? 	 V i s i t e z   l  U R L   s u i v a n t   p o u r   r  s o u d r e   l e   p r o b l  m e  ? 	 N a c h s t e h e n d e   U R L   b e s u c h e n ,   u m   P r o b l e m   z u   b e h e b e n ? 	 B:@KBL  U R L ,   GB>1K  CAB@0=8BL  ?@>1;5<C? 	 V i s i t a r e   l ' U R L   i n   b a s s o   p e r   r i s o l v e r e   i l   p r o b l e m a ? 	 (-+  9F  'DE3'9/  9(1  H5D)  3D3DJ)  *'DJ)	 V i s i t a r   U R L   a b a i x o   p a r a   r e s o l v e r   p r o b l e m a ? 	 S o r u n u     z m e k   i  i n   a _a 1d a k i   U R L   z i y a r e t   e d i l s i n   m i ?   	 T h  n g   q u a   k t   n i   d i    y     t  m   k i m   s   t r   g i  p ? 	 K u n j u n g i   U R L   d i   b a w a h   i n i   u n t u k   m e n g a t a s i   m a s a l a h ? 	 L a w a t i   U R L   d i   b a w a h   u n t u k   m e n y e l e s a i k a n   m a s a l a h ? 	 (	@		G	  &	?		  		  U R L     *	0	  	>		0	  8	.	8	M	/	>	  	>	  8	.	>	'	>	(	    	0	G		? 	 	 	 	 A   p r o b l  m a   m e g o l d  s  h o z   m e g l  t o g a t j a   a z   a l  b b i   U R L - t ? 	 	 	 	 O n d e r s t a a n d e   U R L   b e z o e k e n   o m   h e t   p r o b l e e m   o p   t e   l o s s e n ? 	 	 	 V i z i t a ci   U R L - u l   d e   m a i   j o s   p e n t r u   a   r e z o l v a   p r o b l e m a ? 	 	 	               ? 	 	 8	.	8	M	/	>	  8	K	!	5	#	M	/	>	8	>	 	@	  	>	2	@	2	  /	B		0		2	  2	>	  -	G		  &	M	/	>	/		@	? 	 (1'  -D  'F  E4D  '2  U R L   21  ('2//  E  F/	   ~14'F  -D  1F    DF  E0H1  H"1'D  E  ,'&	             ? 	 		  								  						  				  				  					  						- 	  					? 	 8
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N};QU	 CgP\*glQ/f&TzsSlQ	 !5*44LAH"1D!HDI%0@5"  I-2#--D%L@7H-%0@5"+#7-D!H? 	 L i c e n c i a   d i s p o n i b l e   p e r o   n o     n o   s e   r e g i s t r  .      C o n e c t a r s e   a   I n t e r n e t   p a r a   r e g i s t r a r l a ? 	 L i c e n c e   d i s p o n i b l e   m a i s   p a s   e n r e g i s t r  e .   A l l e r   e n   l i g n e   p o u r   l ' e n r e g i s t r e r   ? 	 L i z e n z   v e r f  g b a r ,   a b e r   n i c h t   r e g i s t r i e r t .   Z u m   R e g i s t r i e r e n   o n l i n e   g e h e n ? 	 @020  4>ABC?=K,   =>  =5  70@538AB@8@>20=K.   >4:;NG8BLAO  :  A5B8  4;O  @538AB@0F88? 	 L i c e n z a   d i s p o n i b i l e   m a   n o n   r e g i s t r a t a .   A n d a r e   o n l i n e   p e r   r e g i s t r a r l a ? 	 'D*1.J5  E*'-  HDCFG  :J1  E3,D.   GD  *1:(  AJ  'D'*5'D  ('D%F*1F*  D*3,JDG	 L i c e n  a   d i s p o n  v e l   m a s   n  o   r e g i s t a d a .   L i g a r      I n t e r n e t   p a r a   r e g i s t a r ? 	 L i s a n s   b u l u n u y o r   a n c a k   k a y 1t l 1  d e i l .   K a y d e t m e k    z e r e   o n l i n e   o l u n s u n   m u ?   	 G i y   p h  p   c    s n   n h n g   c h a   n g   k  .   V  o   m n g     n g   k  ? 	 L i s e n s i   t e r s e d i a   n a m u n   t i d a k   t e r d a f t a r   K e   o n l i n e   u n t u k   m e n d a f t a r k a n n y a ? 	 L e s e n   t e r s e d i a   t e t a p i   t i d a k   b e r d a f t a r .   P e r g i   k e   d a l a m   t a l i a n   u n t u k   m e n d a f t a r n y a ? 	 2	>		8	G		8	  		*	2	,	M	'	    	?		$	A	  0		?	8	M		0	M	!	  (	9	@		d	  	(	2	>		(	  	>		0	  0		?	8	M		0	    	0	G		? 	 	 	 	 A   l i c e n c   e l  r h e t Q,   d e   n e m   r e g i s z t r  l t .   R e g i s z t r  l j a   o n l i n e ? 	 	 	 	 R e c h t e n   b e s c h i k b a a r   m a a r   n i e t   g e r e g i s t r e e r d .   O n - l i n e   g a a n   o m   t e   r e g i s t r e r e n ? 	 	 	 L i c e n c  d i s p o n i b i l ,   d a r   n e  n r e g i s t r a t .   V   c o n e c t a ci   p e n t r u    n r e g i s t r a r e ? 	 	 	         .           ? 	 	 0	>			  		*	2	,	M	'	  *	0		$	A	  0		?	8	M		0	M	!	  (	>	9	@	$	.   $	G	  (	K		&	  5	#	M	/	>	8	>	 	@	  	(	2	>		(	  	>	/		G	? 	 'E*'2  EH,H/  '3*  HD  +(*  F1//G  (1'  +(*  1/F  "FD'F  E4H/	 -B  E'  DF  1,3y1  F  '3  H  1,3y1  1'F    D&  "F  D'&F  H	         .         ? 	 								  			  						  												  			  				.   					  												  				  				  						- 	  				  			? 	 
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	 	 A k u t h o l w a n g a 	 A y i f u n y a n w a 	 H a i k u p a t i k a n a 	 N i e   g e v i n d   n i e 	 N e r a s t a s 	 N a v   a t r a s t s 	 E i   l e i t u d 	 @auvabe~an  yg	   	 N u   a   f o s t   g s i t 	 
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 
 S T R _ I D _ D R M _ N O _ M E M O R Y 	 D R M 	 P O P U P 	 n o   m e m o r y   m e s s a g e 	 N o   m e m o r y 	 aԚ
N	 QX[
N	 D!H!5+H'"'2!3	 N o   h a y   m e m o r i a 	 P a s   d e   m  m o i r e 	 K e i n   S p e i c h e r 	 5B  ?0<OB8	 N e s s u n a   m e m o r i a 	 'D0'C1)  :J1  C'AJ)	 S e m   m e m  r i a 	 B e l l e k   y o k   	 K h  n g   c    t h   n h 	 T i d a k   a d a   m e m o r i 	 T i a d a   m e m o r i 	   .	G	.	0	@	  (	9	@			 	 	 	 N i n c s   m e m  r i a 	 	 	 	 G e e n   g e h e u g e n 	 	 	 N u   m a i   e x i s t   m e m o r i e 	 	 	     	 	 .	H	.	0	@	  (	>	9	@		 -'A8G  EH,H/  F3*	 H&  EEH1  F	   	 			  						  				 8
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 S T R _ I D _ D R M _ K E Y _ N O T _ F O U N D 	 D R M 	 P O P U P 	 k e y   n o t   f o u n d   m e s s a g e 	 K e y   n o t   f o u n d 	 ёp
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NX[(W	 D!H8
A	 C l a v e   n o   e n c o n t r a d a 	 C l    n o n   t r o u v  	 S c h l  s s e l   n i c h t   g e f u n d e n 	 ;NG  =5  =0945=	 C h i a v e   n o n   t r o v a t a 	 EA*'-  :J1  EH,H/	 C h a v e   n  o   e n c o n t r a d a 	 A n a h t a r   b u l u n a m a d 1  	 K h  n g   t  m   t h y   c h  a   k h  a 	 K o d e   k u n c i   t i d a k   d i t e m u k a n 	 K e k u n c i   t i d a k   d i t e m u i 	   	A			@	  (	9	@		  *	>		  		  	 	 	 	 A   k u l c s   n e m   t a l  l h a t  	 	 	 	 S l e u t e l   n i e t   g e v o n d e n 	 	 	 C h e i a   n u   a   p u t u t   f i   g s i t 	 	 	     	 	 	@	  +	>			(	M	!	  9	K	$	  (	>	9	@		 D/  'A*  F4/	   F  ED	   . 	 		  					  						 
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NX[(W	 D!HC#1#-	 C e r t i f i c a d o   n o   e n c o n t r a d o 	 C e r t i f i c a t   n o n   t r o u v  	 Z e r t i f i k a t   n i c h t   g e f u n d e n 	 !5@B8D8:0B  =5  =0945=	 C e r t i f i c a t o   n o n   t r o v a t o 	 'D4G'/)  :J1  EH,H/)	 C e r t i f i c a d o   n  o   e n c o n t r a d o 	 S e r t i f i k a   b u l u n a m a d 1  	 C h n g   n h n   k h  n g   t n   t i 	 S e r t i f i k a t   t i d a k   d i t e m u k a n 	 S i j i l   t i d a k   d i t e m u i 	 *	M	0	.	>	#	*	$	M	0	  (	9	@		  .	?	2	>		 	 	 	 A   t a n  s  t v  n y   n e m   t a l  l h a t  	 	 	 	 C e r t i f i c a a t   n i e t   g e v o n d e n 	 	 	 C e r t i f i c a t u l   n u   a   p u t u t   f i   g s i t 	 	 	     	 	 	 H'GF'EG  'A*  F4/	 	   	 										  					  						 *
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 
 S T R _ I D _ D R M _ C E R T _ R O O T _ N O T _ F O U N D 	 D R M 	 P O P U P 	 c e r t   r o o t   n o t   f o u n d   m e s s a g e 	 R o o t   c e r t i f i c a t e   n o t   f o u n d 	  gؚaI
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NX[(W	 D!HC#1#-#2	 C e r t i f i c a d o   r a  z   n o   e n c o n t r a d o 	 C e r t i f i c a t   r a c i n e   n o n   t r o u v  	 S t a m m z e r t i f i k a t   n i c h t   g e f u n d e n 	 >@=52>9  A5@B8D8:0B  =5  =0945=	 C e r t i f i c a t o   r o o t   n o n   t r o v a t o 	 4G'/)  #5DJ)  :J1  EH,H/)	 C e r t i f i c a d o   n  o   e n c o n t r a d o 	 K  k   s e r t i f i k a   b u l u n a m a d 1  	 C h n g   n h n   l n   n h t   k h  n g   t n   t i 	 S e r t i f i k a t   a k a r   t i d a k   d i t e m u k a n 	 S i j i l   p u n c a   t i d a k   d i t e m u i 	 0	B		  *	M	0	.	>	#	*	$	M	0	  (	9	@		  .	?	2	>		 	 	 	 A   g y  k  r t a n  s  t v  n y   n e m   t a l  l h a t  	 	 	 	 W o r t e l c e r t i f i c a a t   n i e t   g e v o n d e n 	 	 	 C e r t i f i c a t u l   r d c i n   n u   a   p u t u t   f i   g s i t 	 	 	       	 	 	 H'GF'EG  14G  'A*  F4/	 	 	 			  										  					  						 	 	 	 


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	 .B3  *M0.>#*$M0  K?*>2>  (>9?	 C e r t i f i k a t a   e   r r e n j e s   n u k   u   g j e t 	 			  										  				  		' 		 	 	 	 	 	 	 	 C e r t i f i c a d o   r a i z   n  o   e n c o n t r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D R M _ I N V A L I D _ C E R T 	 D R M 	 P O P U P 	 c e r t i f i c a t e   i n v a l i d   m e s s a g e   C e r t i f i c a t e   I n v a l i d 	 I n v a l i d   c e r t i f i c a t e 	 !qHevaI	 eHevfN	 C#1#-D!H9I-	 C e r t i f i c a d o   i n v  l i d o 	 C e r t i f i c a t   i n v a l i d e 	 U n g  l t i g e s   Z e r t i f i k a t 	 54>?CAB8<K9  A5@B8D8:0B	 C e r t i f i c a t o   n o n   v a l i d o 	 'D4G'/)  :J1  5'D-	 C e r t i f i c a d o   i n v  l i d o 	 G e  e r s i z   s e r t i f i k a   	 C h n g   n h n   k h  n g   h p   l 	 S e r t i f i k a t   t i d a k   v a l i d 	 S i j i l   t a k   s a h 	 	.	>	(	M	/	  *	M	0	.	>	#	*	$	M	0		 	 	 	  r v  n y t e l e n   t a n  s  t v  n y 	 	 	 	 O n g e l d i g   c e r t i f i c a a t 	 	 	 C e r t i f i c a t   n e v a l i d 	 	 	     	 	 	 H'GF'EG  E9*(1  F3*	 	 	 				  											 	 	 	 





  









	   	 I s i t i f i k e t i   e s i n g e n a m t h e t h o 	 I s a t i f i k e t i   a s i s e b e n z i 	 C h e t i   b a t i l i 	 O n g e l d i g e   s e r t i f i k a a t 	 N e g a l i o j a n t i s   s e r t i f i k a t a s 	 N e d e r +g s   s e r t i f i k t s 	 V i g a n e   s e r t i f i k a a t 	 1v~a~e  ~oauaoav	   	 C e r t i f i c a t   n e v a l i d 	 8
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	 ,H'  *M0.>#*$M0  	 C e r t i f i k a t e   e   p a v l e f s h m e 	 						  											 	 	 	 	 	 	 	 C e r t i f i c a d o   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D R M _ I N V A L I D _ K E Y 	 D R M 	 P O P U P 	 I n v a l i d   K e y   m e s s a g e 	 I n v a l i d   k e y 	 !qHevёp	 eHevё	 5"LD!H9I-	 C l a v e   i n v  l i d a 	 C l    i n v a l i d e 	 U n g  l t i g e r   S c h l  s s e l 	 54>?CAB8<K9  :;NG	 C h i a v e   n o n   v a l i d a 	 EA*'-  :J1  5'D-	 C h a v e   i n v  l i d a 	 G e  e r s i z   a n a h t a r   	 M t   k h u   k h  n g   h p   l 	 K o d e   k u n c i   t i d a k   v a l i d 	 K e k u n c i   t a k   s a h 	 	.	>	(	M	/	  	A			@		 	 	 	  r v  n y t e l e n   k u l c s 	 	 	 	 O n g e l d i g e   s l e u t e l 	 	 	 C h e i e   n e v a l i d 	 	 	     	 	 	 D/  E9*(1  F3*	   	 	 
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 
 S T R _ I D _ D R M _ C E R T _ E X P I R E D 	 D R M 	 P O P U P 	 c e r t i f i c a t e   e x p i r e d   m e s s a g e 	 C e r t i f i c a t e   e x p i r e d 	 aI]Ng	 fN]0Rg	 C#1#-+!-2"8	 V e n c i    e l   c e r t i f i c a d o 	 C e r t i f i c a t   e x p i r  	 Z e r t i f i k a t   a b g e l a u f e n 	 !@>:  459AB28O  A5@B8D8:0B0  8AB5:	 C e r t i f i c a t o   s c a d u t o 	 'D4G'/)  EF*GJ	 C e r t i f i c a d o   e x p i r a d o 	 S e r t i f i k a n 1n   s  r e s i   d o l d u   	 C h n g   n h n   h t   h n 	 S e r t i f i k a t   k e d a l u w a r s a 	 S i j i l   t a m a t   t e m p o h 	   *	M	0	.	>	#	M	*	$	M	0	  8	.	>	*	M	$		 	 	 	 L e j  r t   t a n  s  t v  n y 	 	 	 	 C e r t i f i c a a t   g e  x p i r e e r d 	 	 	 C e r t i f i c a t u l   a   e x p i r a t 	 	 	       	 	 *	M	0	.	>	#	*	$	M	0	>		@	  .	A	&	$	  8		*	2	@		 H'GF'EG  EFB6  4/	 31yAy    E9'/  .*E	   	 													  			  								  						 8
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	       	 I s i t i f i k e t i   s i p h e l e l w e   i s i k h a t h i 	 I s a t i f i k e t i   s i p h e l e l w e 	 C h e t i   k i m e i s h a 	 S e r t i f i k a a t   h e t   v e r v a l 	 S e r t i f i k a t a s   n e b e g a l i o j a 	 S e r t i f i k t a   t e r m i Fa  b e i d z i e s 	 S e r t i f i k a a t   a e g u n u d 	 Noauaoavh  }za|~an  g	   	 C e r t i f i c a t u l   a   e x p i r a t 	 8
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	 *M0.>#*$M0  (?0M,>*?$  	 C e r t i f i k a t a   s k a d o i 	 											  					  						 	 	 	 	 	 	 	 C e r t i f i c a d o   e x p i r a d o 	 	 	 	 	 	 	 	 Z i u r t a g i r i a k   i r a u n g i   d u 	 N a p a s o   a n g   s e r t i p i k o 	 C e r t i f i c a d o   v e n c e u 	 A s a m b o d o   e m e b i e l a 	 D e i m h n i    a s   d  t a 
 
 S T R _ I D _ D R M _ I N V A L I D _ R O 	 D R M 	 P O P U P 	 i n v a l i d   r o   m e s s a g e 	 I n v a l i d   l i c e n c e 	 !qHev
kP	 eHevCgP	 *44LD!H9I-	 L i c e n c i a   i n v  l i d a 	 L i c e n c e   i n v a l i d e 	 U n g  l t i g e   L i z e n z 	 @020  7040=K  =525@=>	 L i c e n z a   n o n   v a l i d a 	 *1.J5  :J1  5'D-	 L i c e n  a   i n v  l i d a 	 G e  e r s i z   l i s a n s   	 G i y   p h  p   k . h p   l 	 L i s e n s i   t i d a k   v a l i d 	 L e s e n   t a k   s a h 	 	5	H	'	  2	>		8	G		8		 	 	 	  r v  n y t e l e n   l i c e n c 	 	 	 	 O n g e l d i g e   r e c h t e n 	 	 	 L i c e n c  n e v a l i d 	 	 	   	 	 	5	H	'	  0	>			M	8		 'E*'2  F'E9*(1  '3*	 :D7  -BHB	   	 								  									 
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	   	 A m a l u n g e l o   a n g e n a m t h e t h o 	 A m a l u n g e l o   a n g a s e b e n z i y o 	 H a k i   b a t i l i 	 O n g e l d i g e   l i s e n s i e 	 N e g a l i o j a n 
i o s   t e i s s 	 N e d e r +g a s   t i e s +b a s 	 S o b i m a t u d    i g u s e d 	 1v~a~e  ka~xvve	   	 D r e p t u r i   n e v a l i d e 	 
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	 ,H'  '?>08.B9  	 T e   d r e j t a   t e   p a v l e f s h m e 	 						  							 	 	 	 	 	 	 	 L i c e n  a   i n v  l i d o 	 	 	 	 	 	 	 	 B a i m e n   b a l i o g a b e a 	 H i n d i   w a s t o n g   l i s e n s i y a 	 L i c e n z a   n o n   v  l i d a 	 L a i s e n s   a d g h 	 C e a d  n a s   n e a m h b h a i l  
 
 S T R _ I D _ D R M _ D O M A I N _ E X P I R E D 	 D R M 	 P O P U P 	 d o m a i n   e x p i r e d   m e s s a g e 	 D o m a i n   e x p i r e d 	 D}
kP]Ng	 ~CgP]Ǐg	 B@!+!-2"8	 V e n c i    e l   d o m i n i o 	 D o m a i n e   e x p i r  	 D o m  n e   a b g e l a u f e n 	 !@>:  459AB28O  4><5=0  8AB5:	 D o m i n i o   s c a d u t o 	 41J9)  'DE,EH9)  EF*GJ	 D o m  n i o   e x p i r o u 	 A l a n 1n   s  r e s i   d o l d u   	 N h  m   v t   q u    t h i   h n 	 D o m a i n   k e d a l u w a r s a 	 D o m a i n   t a m a t   t e m p o h 	 !	K	.	G	(	    8	.	>	*	M	$		 	 	 	 L e j  r t   t a r t o m  n y 	 	 	 	 D o m e i n   g e  x p i r e e r d 	 	 	 D o m e n i u l   a   e x p i r a t 	 	 	       	 	 !	K	.	G	(		@	  .	A	&	$	  8	.	>	*	M	$		 /'EFG  EFB6  4/	 9D'B    E9'/  .*E	   	 							  			  								  						 !
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	       	 I d o m e y n i   i p h e l e l w e   i s i k h a t h i 	 U m m a n d l a   u p h e l e l w e 	 K i k o a   k i m e i s h a 	 D o m e i n   v e r s t r e k e 	 D o m e n a s   n e b e g a l i o j a 	 D o m n a   t e r m i Fa  i z b e i d z i e s 	 D o m e e n   o n   a e g u n u d 	 4xtevh  }za|~el  g	   	 D o m e n i u l   a   e x p i r a t 	 !
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 
 S T R _ I D _ D R M _ N E E D _ D O M A I N _ U P G D 	 D R M 	 P O P U P 	 n e e d   d o m a i n   u p g d   m e s s a g e 	 N e e d   t o   u p g r a t e   d o m a i n 	  feD}	  fe~	 I-#1#8B@!	 D e b e   a c t u a l i z a r   e l   d o m i n i o 	 V o u s   d e v e z   m e t t r e      j o u r   l e   d o m a i n e 	 D o m  n e   m u s s   a k t u a l i s i e r t   w e r d e n 	 5>1E>48<>  >1=>28BL  4><5=	 E '   n e c e s s a r i o   a g g i o r n a r e   i l   d o m i n i o 	 'D-',)  'DJ  *-/J+  'DE,EH9)	 N e c e s s  r i o   a c t u a l i z a r   d o m  n i o 	 A l a n 1  y  k s e l t m e k   g e r e k   	 C n   n  n g   c p   n h  m 	 H a r u s   m e n i n g k a t k a n   k e m a m p u a n   d o m a i n 	 P e r l u   m e n a i k k a n   t a r a f   d o m a i n 	 !	K	.	G	(	  	*		M	0	G	!	  	@	  	5	6	M	/		$	>		 	 	 	 A   t a r t o m  n y t   f r i s s  t e n i   k e l l 	 	 	 	 D o m e i n   m o e t   w o r d e n   o p g e w a a r d e e r d 	 	 	 D o m e n i u l   t r e b u i e   a c t u a l i z a t 	 	 	         	 	 !	K	.	G	(	  	&	M	/	/	>	5	$	  	0	#	G	  	5	6	M	/			 F'2  (G  '1*B'  /'EFG	 9D'B  H  '~  1  1F    61H1*  	   	 					  							  			  						 !
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	     	 D i n g a   u k u t h u t h u k i s a   i d o m e y n i 	 F u n a   u k u h l a z i y a   u m m a n d l a 	 U n a h i t a j i   k u b o r e s h a   k i k o a 	 D o m e i n   b e n o d i g   o p g r a d e r i n g 	 R e i k i a   a t n a u j i n t i   d o m e n . 	 V a j a g   a t j a u n i n t   d o m n u 	 N  u t a v   o n   d o m e e n i   t  i e n d a m i n e 	 1vpajew  g  adkaoavavel  dxtevh	       ( ) 	 D o m e n i u l   t r e b u i e   a c t u a l i z a t 	 !
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 
 S T R _ I D _ D R M _ I N V A L I D _ D R M T I M E 	 D R M 	 P O P U P 	 i n v a l i d   d r m t i m e   m e s s a g e 	 I n v a l i d   D R M   t i m e 	 !qHev[hQBf	 eHev[hQe	 @'%2  D R M   D!H9I-	 T i e m p o   d e   G e s t i  n   d e   D e r e c h o s   D i g i t a l e s   ( D R M )   i n v  l i d o 	 H e u r e   G D N   i n v a l i d e 	 U n g  l t i g e   D R M - Z e i t 	 54>?CAB8<>5  2@5<O  D R M 	 T e m p o   D R M   n o n   v a l i d o 	 2E'F  'D'EF  :J1  5'D-	 T e m p o   d e   D R M   i n v  l i d o 	 G e  e r s i z   D R M   s a a t i   	 T h i   g i a n   D R M   l i 	 W a k t u   D R M   t i d a k   v a l i d 	 M a s a   D R M   t a k   s a h 	 	.	>	(	M	/	    D R M   8	.	/		 	 	 	  r v  n y t e l e n   D R M   i d Q	 	 	 	 O n g e l d i g e   D R M - t i j d 	 	 	 O r   D R M   n e v a l i d 	 	 	   D R M     	 	 	5	H	'	  !	@		0		.	  5	G	3		 2E'F  D R M   E9*(1  F3*	 :D7  D R M   HB*	     	 								  						  				 
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	   D R M   	 I s i k h a t h i   s e - D R M   e s i n g e n a m t h e t h o 	 I x e s h a   l e D R M   e l i n g a s e b e n z i y o 	 M u d a   b a t i l i   w a   D R M 	 O n g e l d i g e   D R M - t y d 	 N e g a l i o j a n t i s   D R M   l a i k a s 	 N e d e r +g s   D R M   l a i k s 	 S o b i m a t u   D R M   a e g 	 1v~a~e  D R M   jatoe	   D R M   	 O r   D R M   n e v a l i d 	 D R M   8
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 
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gRhVbQ~	 @4#L@'-#L+#7-@#7-H2"4%2	 E r r o r   d e   s e r v i d o r   o   d e   r e d 	 E r r e u r   d e   s e r v e u r   o u   d e   r  s e a u 	 S e r v e r -   o d e r   N e t z w e r k f e h l e r 	 H81:0  A5B8  8;8  A5@25@0	 E r r o r e   d i   s e r v e r   o   d i   r e t e 	 .7#  AJ  E9/'*  'D./E)  #H  'D4(C)	 E r r o   d e   s e r v i d o r   o u   r e d e 	 S u 1n u c u   v e y a   a   h a t a s 1  	 M  y   p h c   v   h o c   M n g   l i 	 K e s a l a h a n   p a d a   s e r v e r   a t a u   j a r i n g a n 	 R a l a t   p e l a y a n   a t a u   r a n g k a i a n 	 8	0	M	5	0	  	%	5	>	  (	G		5	0	M		  $	M	0	A		?		 	 	 	 S z e r v e r   v a g y   h  l  z a t   h i b a 	 	 	 	 S e r v e r -   o f   n e t w e r k f o u t 	 	 	 E r o a r e   d e   s e r v e r   s a u   e r o a r e   d e   r e ce a 	 	 	       	 	 	 .7'  31H1  '  4(G	 	       	 							  				  									  							 8
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 
 S T R _ I D _ D R M _ D A T A B A S E _ E R R O R 	 D R M 	 P O P U P 	 D a t a b a s e   E r r o r 	 D a t a b a s e   e r r o r 	 ǌe^/	 penc^	 2I-!9%4%2	 E r r o r   d e   b a s e   d e   d a t o s 	 E r r e u r   d e   b a s e   d e   d o n n  e s 	 D a t e n b a n k f e h l e r 	 H81:0  107K  40==KE	 E r r o r e   d a t a b a s e 	 .7#  AJ  'D(J'F'*  'D'3'3J)	 E r r o   n a   b a s e   d e   d a d o s 	 V e r i   t a b a n 1  h a t a s 1  	 K h o   d   l i u   l i 	 K e s a l a h a n   p a d a   d a t a b a s e 	 R a l a t   p a n g k a l a n   d a t a 	 !	>		>	,	G	8	  $	M	0	A		?		 	 	 	 A d a t b  z i s   h i b a 	 	 	 	 D a t a b a s e f o u t 	 	 	 E r o a r e   b a z   d e   d a t e 	 	 	     	 	 	 .7'  ~''G  /'/G	 	   	 								  							 !
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	   	 I p h u t h a   k w i d a t h a b h e y s i 	 I m p a z a m o   y e s i s e k o   s e - d a t a 	 H i t i l a f u   y a   h i f a d h i d a t a 	 D a t a b a s i s - f o u t 	 D u o m e n s  b a z s   k l a i d a 	 D a t u   b z e s   k <kd a 	 A n d m e b a a s i   t  r g e 	 O~ualve  bafauk  }mal	     	 E r o a r e   b a z   d e   d a t e 	 !
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 
 S T R _ I D _ D R M _ T I M E _ U N T R U S T E D 	 D R M 	 P O P U P 	 T i m e   U n t r u s t e d 	 T i m e   u n t r u s t e d 	 ^SONBf	 ^SONe	 @'%2D!HD'IC	 H o r a   n o   c o n f i a b l e 	 H e u r e   n o n   f i a b l e 	 Z e i t   n i c h t   v e r t r a u t 	 @5<O  =5  ?@>25@5=>	 T e m p o   n o n   a f f i d a b i l e 	 'D2E'F  :J1  E5/B	 H o r a   i n d e t e r m i n a d a 	 G  v e n i l m e y e n   s a a t   	 T h i   g i a n   k h  n g    n g   t i n   c y 	 W a k t u   t i d a k   t e r p e r c a y a 	 M a s a   t i d a k   d i p e r c a y a i 	 	5	?	6	M	5	8	(	@	/	  8	.	/		 	 	 	 N e m   m e g b  z h a t    i d Q	 	 	 	 T i j d   n i e t   v e r t r o u w d 	 	 	 O r   n e a c r e d i t a t 	 	 	     	 	 	 2E'F  F'E7E&F	 	   	 			  													 5
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	   	 I s i k h a t h i   e s i n g a t h e n j i w e 	 I x e s h a   e l i n g a t h e m b e k e l a n g a 	 M u d a   h a u a m i n i k i 	 T y d   w o r d   n i e   v e r t r o u   n i e 	 L a i k a s   n e p a t i k i m a s 	 L a i k s   n a v   u z t i c a m s 	 K e l l a a e g   e b a u s a l d u s v   r n e 	 :atavaoh  ~}ap~an  yg: 	   	 O r   n e a u t o r i z a t 	 8
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 
 S T R _ I D _ D R M _ P R O C E S S _ E R R O R 	 D R M 	 P O P U P 	 S T R _ I D _ D R M _ P R O C E S S _ E R R O R 	 D R M   p r o c e s s   e r r o r 	 
kPUt/	 CgPYt	 I-4%2#0'2#  D R M 	 E r r o r   d e   p r o c e s o   D R M 	 E r r e u r   d e   t r a i t e m e n t   G D N 	 D R M - V e r a r b e i t u n g s f e h l e r 	 H81:0  >1@01>B:8  D R M 	 E r r o r e   e l a b o r a z i o n e   D R M 	 .7#  AJ  E9'D,)  'D41J9)	 E r r o   d e   p r o c e s s a m e n t o   D R M 	 D R M   i _l e m   h a t a s 1  	 X   l    q u y n   h n   l i 	 K e s a l a h a n   p a d a   p r o s e s   D R M 	 R a l a t   p r o s e s   D R M 	 D R M   *	M	0	K	8	G	8	  $	M	0	A		?		 	 	 	 D R M   f e l d o l g o z  s i   h i b a 	 	 	 	 F o u t   i n   D R M - p r o c e s 	 	 	 E r o a r e   p r o c e s   D R M 	 	 	     D R M 	 	 	 .7'  ~1/'24  D R M 	 	 	 									  							 	 	 	 D R M   








  


	 D R M     	 I p h u t h a   k w i n q u b o   y e - D R M 	 I m p a z a m o   y e n k q u b o   y e D R M 	 H i t i l a f u   y a   u t a r a t i b u   w a   D R M 	 F o u t   m e t   D R M - p r o s e s 	 D R M   p r o c e s o   k l a i d a 	 D R M   a p s t r d e s   k <kd a 	 T  r g e   D R M   t   t l e m i s e l 	 D R M   cxnhviak  }mal	 D R M     	 E r o a r e   p r o c e s   D R M 	 D R M   *
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 
 S T R _ I D _ D R M _ D B _ L O C K E D _ B Y _ A P P 	 D R M 	 P O P U P 	 S h o u l d   c l o s e   a l l   a p p   b e f o r e   b a c k u p   d b 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n s 	 ˊܕ@b	ga(uz_	 sQ@b	g^(uz^	 B#4A-%4@
1H1I+!	 P o r   f a v o r   c i e r r e   t o d a s   l a s   a p l i c a c i o n e s 	 V e u i l l e z   f e r m e r   t o u t e s   l e s   a p p l i c a t i o n s 	 B i t t e   s  m t l i c h e   A n w e n d u n g e n   s c h l i e  e n 	 0:@>9B5  2A5  ?@>3@0<<K	 C h i u d e r e   t u t t e   l e   a p p l i c a z i o n i 	 'D1,'!  ':D'B  CD  'D*7(JB'*	 F e c h e   t o d a s   a s   a p l i c a   e s 	 L  t f e n   t  m   u y g u l a m a l a r 1  k a p a t 1n 	 H  y    n g   t t   c   t r t   t   n g   d n g 	 T u t u p   s e m u a   a p l i k a s i 	 S i l a   t u t u p   s e m u a   a p l i k a s i 	 	C	*	/	>	  8	-	@	  	(	A	*	M	0	/	K		  ,		&	  	0	G			 	 	 	 Z  r j o n   b e   m i n d e n   a l k a l m a z  s t 	 	 	 	 S l u i t   a l l e   t o e p a s s i n g e n 	 	 	  n c h i d e ci   t o a t e   a p l i c a ci i l e 	 	 	         	 	 	 D7A'  GEG  (1F'EG  G'  1'  ((F//	 	 	 					  									  				  			  				 	 	 	 	 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 M a a k   a s s e b l i e f   a l l e   t o e p a s s i n g s   t o e 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 P l e a s e   c l o s e   a l l   a p p l i c a t i o n 	 &
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	 &_>0?  8.8M$  (A*M0_K  ,(M&  0(M$A  	 J u   l u t e m   m b y l l n i   t e   g j i t h e   a p l i k a c i o n e t 	 							  			  				  						  				  				 	 	 	 	 	 	 	 F e c h e   t o d o s   o s   a p l i c a t i v o s 	 	 	 	 	 	 	 	 I t x i   a p l i k a z i o   o r o   m e s e d e z 	 P a k i s a r h a n   l a h a t   n g   a p p l i c a t i o n 	 P o r   f a v o r ,   p e c h e   t o d a s   a s   a p l i c a c i  n s 	 B i k o   m e c h i   n g w u g w u   n i i l e 	 D  n   g a c h   f e i d h m c h l  r   l e   d o   t h o i l 
 
 S T R _ I D _ D R M _ N O _ R I G H T _ S P A C E 	 D R M 	 P O P U P 	 R i g h t   S p a c e   i s   f u l l 	 L i c e n c e   s p a c e   f u l l 	 
kPzz]n	 CgPzz]n	 7I5HC-8
2@G!	 E s p a c i o   d e   l i c e n c i a   l l e n o   	 E s p a c e   d e   d r o i t   p l e i n 	 L i z e n z p l a t z   v o l l 	 @02>5  ?@>AB@0=AB2>  70?>;=5=>	 S p a z i o   d i r i t t i   p i e n o 	 'DE3'-)  'D41J9)  EED$)	 E s p a  o   d e   l i c e n  a s   c h e i o 	 L i s a n s   a l a n 1  d o l u 	 K h  n g   g i a n   q u y n   h n      y 	 R u a n g   l i s e n s i   p e n u h 	 R u a n g   l e s e n   p e n u h 	 2	>		8	G		8	  8	M	%	>	(	  -	0	  	/	>		 	 	 	 A   j o g o s u l t s  g   t  r h e l y e   m e g t e l t 	 	 	 	 R u i m t e   v o o r   r e c h t e n   v o l 	 	 	 S p a ci u   l i c e n c  p l i n 	 	 	       	 	 	 A6'  'E*'2G'  ~1  '3*	 	 	 										  					  			  					 	 	 	 	 	 R i g h t   s p a c e   f u l l 	 R i g h t   s p a c e   f u l l 	 R i g h t   s p a c e   f u l l 	 L i s e n s i e r u i m t e   v o l 	 R i g h t   s p a c e   f u l l 	 R i g h t   s p a c e   f u l l 	 R i g h t   s p a c e   f u l l 	 R i g h t   s p a c e   f u l l 	 R i g h t   s p a c e   f u l l 	 R i g h t   s p a c e   f u l l 	 
5
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	 '?>0  ,M_,'>(  *B0M#M#  	 V e n d i   I   l i c e n s e s   p l o t 	 							  					  						 	 	 	 	 	 	 	 E s p a  o   d e   l i c e n  a   c h e i o 	 	 	 	 	 	 	 	 B a i m e n a r e n   t a r t e a   b e t e r i k   d a g o 	 P u n o   n a   a n g   e s p a s y o   n g   l i s e n s i y a 	 E s p a z o   d e   l i c e n z a   c h e o 	 O g h e r e   l a i s e n s   e j u 	 S p  s   d o   c h e a d  n a i s   l  n 
 
 S T R _ I D _ D R M _ N O T _ A R C H I V E 	 D R M 	 P O P U P 	 N o t   A r c h i v e   M e s s a g e 	 N o t   m u l t i p a r t   f i l e 	 ^TjHh	 ^
YTeN	 D!HC
HD%L+%2"*H'	 N o   e s   u n   a r c h i v o   m u l t i p a r t e 	 P a s   u n   f i c h i e r   m u l t i p a r t i e 	 K e i n e   M u l t i p a r t - D a t e i 	 $09;  =5  O2;O5BAO  <=>3>A53<5=B=K<	 N o n      u n   f i l e   m u l t i p a r t e 	 'DEDA  :J1  E*C11	 N  o      f i c h e i r o   d e   a r q u i v o 	  o k   t a r a f l 1  d o s y a   d e i l   	 K h  n g   p h i   t p   p h c   h p 	 B u k a n   f i l e   m u l t i b a g i a n 	 B u k a n   b e r b i l a n g   b a h a g i a n   f a i l 	 .	2	M		@	*	>	0	M		  +	>		2	  (	9	@			 	 	 	 N i n c s   t  b b r  s z e s   f  j l 	 	 	 	 G e e n   m e e r d e l i g   b e s t a n d 	 	 	 F i _i e r u l   n u   a r e   m a i   m u l t e   p r ci 	 	 	     M u l t i p a r t 	 	 	 A'D  F/(.4  EH,H/  F3*	 	 	 						  				  				  			 	 	 	 









  



  


	     	 A l i k h o   i f a y e l a   e l i - m u l t i p a r t 	 A k u k h o   n x a l e n y e   z i n i n z i   z e f a y l e 	 S i o   f a i l i   y a   s e h e m u   n y i n g i 	 N i e    n   v e e l v u l d i g e   l e  r   n i e 	 N e d a u g i a d a l i s   f a i l a s 	 N a v   d a u d z d a <u   f a i l s 	 S e e   e i   o l e   m i t m e o s a l i n e   f a i l 	 2aftata}  aul  yg	     	 F i _i e r u l   n u   a r e   m a i   m u l t e   p r ci 	 .
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	 ,9A6,?6?7M  +>2M  (>9?	 N u k   e s h t e   d o k u m e n t   m u l t i p a r t 	 											  				  				 	 	 	 	 	 	 	 N  o      a r q u i v o   d e   p a r t e s   m  l t i p l a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D R M _ E O F 	 D R M 	 P O P U P 	 E O F   M e s s a g e 	 F i l e   e n d 	 jHhP}>\	 eN~>\	 *4I*8D%L	 F i n a l   d e   a r c h i v o 	 F i n   d u   f i c h i e r 	 D a t e i e n d e 	 >=5F  D09;0	 F i n e   d e l   f i l e 	 FG'J)  'DEDA	 F i m   d e   f i c h e i r o 	 D o s y a   s o n u   	 P h n   k t   t p 	 A k h i r   f i l e 	 A k h i r   f a i l 	 +	>		2	  8	.	>	*	M	$		 	 	 	 F  j l   v  g e 	 	 	 	 B e s t a n d   e i n d e 	 	 	 A ci   a j u n s   l a   s f  r _i t u l   f i _i e r u l u i 	 	 	   	 	 	 ~''F  A'D	 	 	 				  				 	 	 	 



  





  

	   	 I f a y e l a   l i y a p h e l a 	 I s i p h e l o   s e f a y l e 	 M w i s h o   w a   f a i l i 	 L  e r   e i n d i g 	 F a i l a s   u ~b a i g t a s 	 F a i l a   b e i g a s 	 F a i l i   l  p p 	 Vaulk  ~e{h	   	 A ci   a j u n s   l a   s f  r _i t u l   f i _i e r u l u i 	 +
/
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	 +>2  8.>*M$  	 F u n d i   I   d o k u m e n t i t 	 				  							 	 	 	 	 	 	 	 F i n a l   d e   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D R M _ T R U N C A T E D 	 D R M 	 P O P U P 	 T r u n c a t e d   M e s s a g e 	 S t r i n g   t r u n c a t e d 	 W[2N.~n	 W[&{2N)Q	 *#491	 C a d e n a   t r u n c a d a 	 C h a  n e   t r o n q u  e   	 Z e i c h e n f o l g e   g e k  r z t 	 !B@>:0  >1@570=0	 S t r i n g a   t r o n c a t a 	 -1HA  'D3D3D)  EB7H9)	 I n s t r u   o   t r u n c a d a 	 D i z i   k e s i l d i   	 R  t   g n   d  y   c h 	 S t r i n g   t e r p o t o n g 	 R e n t e t a n   d i p a n g k a s 	 8	M		M	0	?			  5	?		C	$		 	 	 	 C s o n k a   s z t r i n g 	 	 	 	 S t r i n g   a f g e k a p t 	 	 	 ^i r   t r u n c h i a t 	 	 	   	 	 	 14*G  H*'G  4/	 	 	 					  					 	 	 	 









  






	     	 U h i d e   l u n q a m p u n i w e 	 S h u n q u l a   u k r o z o 	 U t u n g o   u m e k a t w a 	 S t r i n g   v e r k o r t 	 S e k a   s u t r u m p i n t a 	 V i r k n e   s a +s i n t a 	 S t r i n g   k  r b i t u d 	 Oxrh  osa~an  g	   	 ^i r   t r u n c h i a t 	 8
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 
 S T R _ I D _ D R M _ S T A R T _ R E G I S T E R _ A G E N T 	 D R M 	 P O P U P C O N F I R M 	 S t a r t   R e g i s t e r   A g e n t   m e s s a g e 	 R e g i s t e r i n g   p h o n e 	 ;QKb_j-N	 lQKb:g-N	 3%1%0@5"B#(1L	 R e g i s t r a n d o   e l   t e l  f o n o 	 E n r e g i s t r e m e n t   d u   t  l  p h o n e 	 T e l e f o n   w i r d   r e g i s t r i e r t 	  538AB@0F8O  B5;5D>=0	 T e l e f o n o   r e g i s t r a t o 	 ,'1M  *3,JD  'DG'*A	 A   r e g i s t a r   t e l e f o n e 	 T e l e f o n u   k a y d e d i y o r   	 a n g   n g   k    m  y 	 M e n d a f t a r k a n   t e l e p o n 	 M e n d a f t a r k a n   t e l e f o n 	 +	K	(	  	K	    0		?	8	M		0	    	0	  0	9	>	  9	H		 	 	 	 T e l e f o n   r e g i s z t r  l  s a 	 	 	 	 T e l e f o o n   w o r d t   g e r e g i s t r e e r d 	 	 	  n r e g i s t r a r e   t e l e f o n    n   c u r s 	 	 	     	 	 +	K	(	  (	K		&	  	 /1  -'D  +(*  *DAF	 AHF  H  1,3y1  11'	     . 	 			  												  			  						 +
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IB@!	 I n g r e s a n d o   a l   d o m i n i o 	 E n   t r a i n   d e   j o i n d r e   l e   d o m a i n e 	 D o m  n e   w i r d   b e i g e t r e t e n 	 @8A>548=5=85  :  4><5=C	 I n g r e s s o   n e l   d o m i n i o 	 ,'1M  '4*1'C  AJ  'DE,EH9)	 A   a d e r i r   a o   d o m  n i o 	 A l a n a   g i r i y o r   	 a n g   n h p   v  o   n h  m 	 B e r g a b u n g   k e   d o m a i n 	 M e n y e r t a i   d o m a i n 	 !	K	.	G	(	  .	G		  *	M	0	5	G	6	    	0	  0	9	>	  9	H		 	 	 	 K a p c s o l  d  s   a   t a r t o m  n y h o z 	 	 	 	 A a n s l u i t e n   b i j   h e t   d o m e i n 	 	 	 A s o c i e r e   l a   d o m e n i u    n   c u r s 	 	 	   	 	 	I	(	  &	@	  !	B	.	G	(		 /1  -'D  ED-B  4/F  (G  /'EFG	 9D'B  E  4'ED  HF'  ,'1	     . 	 					- 	  					  						 
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i a m a 	 N o t i e k   l e j u p i e l d e 	 A l l a l a a d i m i n e 	 Febe|vxt	 	 S e   d e s c a r c 	 !
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\Bf-N	 !h[e-N	 3%14L@'%2	 S i n c r o n i z a n d o   l a   h o r a 	 S y n c h r o n i s a t i o n   d e   l  h e u r e 	 Z e i t   w i r d   s y n c h r o n i s i e r t 	 !8=E@>=870F8O  2@5<5=8	 S i n c r o n i z z a z i o n e   d e l l ' o r a 	 AJ  2EF  'DE1',9	 A   s i n c r o n i z a r   t e m p o 	 S a a t i   s e n k r o n i z e   e d i y o r   	 T h i   g i a n   i   c h i u 	 M e n s i n k r o n i s a s i   w a k t u 	 M e n y e g e r a k k a n   m a s a 	 8	.	/	    8	?			M	0	K	(	>			<	  	0	G			 	 	 	 A z    r a   s z i n k r o n i z  l  s a 	 	 	 	 D e   t i j d   w o r d t   g e s y n c h r o n i s e e r d 	 	 	 S i n c r o n i z a r e   o r    n   c u r s 	 	 	     	 	 8	?	(	M		0	K	(	>			?			  8	.	/		 /1  -'D  GE'E  3'2  2E'F	 HB*    E  "F  '  9ED  ,'1	   	 			  							  			  						 8
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IB@!	 I n g r e s a r   a l   d o m i n i o 	 J o i n d r e   l e   d o m a i n e 	 D o m  n e   b e i t r e t e n 	 @8A>548=8BLAO  :  4><5=C	 E n t r a   n e l   d o m i n i o 	 '4*1'C  AJ  'DE,EH9)	 A d e r i r   a o   d o m  n i o 	 A l a n a   g i r   	 N h p   v  o   n h  m 	 G a b u n g   k e   d o m a i n 	 S e r t a i   d o m a i n 	 !	K	.	G	(	  .	G		  *	M	0	5	G	6	  	0	G			 	 	 	 K a p c s o l  d  s   t a r t o m  n y h o z 	 	 	 	 A a n s l u i t e n   b i j   d o m e i n 	 	 	 A s o c i e r e   l a   d o m e n i u 	 	 	   	 	 !	B	.	G	(	  	I	(		 ED-B  4/F  (G  /'EFG	 9D'B  E  4'ED  H	     	 					  			  				 
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 
 S T R _ I D _ D R M _ L E A V E 	 D R M 	 T I T L E 	 T i t l e   o f   L e a v e 	 L e a v e   d o m a i n 	 ▋D}	 y _~	 --2B@!	 A b a n d o n a r   e l   d o m i n i o 	 Q u i t t e r   l e   d o m a i n e 	 D o m  n e   v e r l a s s e n 	 >:8=CBL  4><5=	 L a s c i a   i l   d o m i n i o 	 .1H,    EF  'DE,EH9)	 S a i r   d o   d o m  n i o 	 A l a n 1  t e r k   e t   	 R i   k h i   n h  m 	 T i n g g a l k a n   d o m a i n 	 T i n g g a l k a n   d o m a i n 	 !	K	.	G	(	  	K	\	G			 	 	 	 T a r t o m  n y   e l h a g y  s a 	 	 	 	 D o m e i n   v e r l a t e n 	 	 	 P r s i r e   d o m e n i u 	 	 	     	 	   !	B	.	G	(	  .	'	M	/	G	  2	?	5	M	9	  	 *1  1/F  /'EFG	 9D'B  H/	     	 					  					  				 
2
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	 !J.F/?(M  (A!?  5F3M2A.A	 0;8H8B8  4><5=	 





  



  

	   	 S h i y a   i d o m e y n i 	 S h i y a   u m m a n d l a 	 T o k a   k w a   k i k o a 	 V e r l a a t   d o m e i n 	 P a l i k t i   d o m e n 	 A t s t j u   d o m n u 	 L a h k u   d o m e e n i s t 	 1v{a~el  dxtevk	   	 P r s i r e   d o m e n i u 	 !
J
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	 !K.G(M  *0?$M_>  0(M$A  	 L e s h o   d o m a i n 	 	' 				  								  				 	 	 	 	 	 	 	 D e i x a r   d o m  n i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D R M _ P L A Y 	 D R M 	 T E X T 	 S t r i n g   o f   P e r m i s s i o n 	 [ P l a y ] 	 [ d>e] 	 [ d>e] 	 [ @%H] 	 [ R e p r o d u c i r ] 	 [ J o u e r ] 	 [ W i e d e r g a b e ] 	 [ >A?@>8725AB8] 	 [ R i p r o d u c i ] 	 [ *4:JD] 	 [ R e p r o d u z i r ] 	 [ O y n a t ]   	 [ P h  t ] 	 [ P u t a r ] 	 [ M a i n ] 	 [   *	M	2	G	  	0	G		] 	 	 	 	 [ L e j  t s z  s ] 	 	 	 	 [ A f s p e l e n ] 	 	 	 [ R e d a r e ] 	 	 	 [ ] 	 	 	 [ ~.4] 	 	 	 						 	 	 	 [   


  ] 	 [ ] 	 [ D l a l a ] 	 [ K h a l i s a ] 	 [ C h e z a ] 	 [ S p e e l ] 	 [ L e i s t i ] 	 [ S p l t ] 	 [ E s i t a ] 	 [ F~acaoel] 	 [ ] 	 [ R e d a r e ] 	 [ *
M
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 
 S T R _ I D _ D R M _ D I S P L A Y 	 D R M 	 T E X T 	 S t r i n g   o f   P e r m i s s i o n 	 [ D i s p l a y ] 	 [ o:y] 	 [ >f:y] 	 [ A*] 	 [ V i s u a l i z a r ] 	 [ A f f i c h a g e ] 	 [ A n z e i g e n ] 	 [ B>1@078BL] 	 [ V i s u a l i z z a ] 	 [ 916] 	 [ M o s t r a r ] 	 [ G  r  n t  l e ] 	 [ H i n   t h ] 	 [ T a m p i l k a n ] 	 [ P a p a r a n ] 	 [ *	M	0	&	0	M	6	?	$	  	0	G		] 	 	 	 	 [ M e g j e l e n  t  s ] 	 	 	 	 [ W e e r g a v e ] 	 	 	 [ A f i _a r e ] 	 	 	 [ ] 	 	 	 [ FE'4] 	 	 	 						 	 	 	 [   








  


  ] 	 [ ] 	 [ B o n i s a ] 	 [ B o n i s a ] 	 [ K i z i n z a ] 	 [ W y s ] 	 [ R o d y t i ] 	 [ R d +t ] 	 [ E k r a a n ] 	 [ Qxadel] 	 [ ] 	 [ A f i _a r e ] 	 [ !
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 
 S T R _ I D _ D R M _ E X E C U T E 	 D R M 	 T E X T 	 S t r i n g   o f   P e r m i s s i o n 	 [ E x e c u t e ] 	 [ WL] 	 [ gbL] 	 [ 32] 	 [ E j e c u t a r ] 	 [ E x  c u t e r ] 	 [ A u s f  h r e n ] 	 [ K?>;=8BL] 	 [ E s e g u i ] 	 [ *1CJ(] 	 [ E x e c u t a r ] 	 [ U y g u l a ]   	 [ C  i   t ] 	 [ J a l a n k a n ] 	 [ J a l a n k a n ] 	 [ 	>	0	M	/	>	(	M	5	?	$	  	0	G		] 	 	 	 	 [ V  g r e h a j t  s ] 	 	 	 	 [ U i t v o e r e n ] 	 	 	 [ E x e c u t a r e ] 	 	 	 [ ] 	 	 	 [ ',1'] 	 	 	 						 	 	 	 [   









  


  ] 	 [ ] 	 [ Y e n z a ] 	 [ E n z a ] 	 [ T e k e l e z a ] 	 [ M a a k   o o p ] 	 [ V y k d y t i ] 	 [ I z p i l d +t ] 	 [ K  i v i t a ] 	 [ ?aael] 	 [ ] 	 [ E x e c u t a r e ] 	 [ 
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 
 S T R _ I D _ D R M _ P R I N T 	 D R M 	 T E X T 	 S t r i n g   o f   P e r m i s s i o n 	 [ P r i n t ] 	 [ RpS] 	 [ SbpS] 	 [ 4!L] 	 [ I m p r i m i r ] 	 [ I m p r i m e r ] 	 [ D r u c k e n ] 	 [ 5G0BL] 	 [ S t a m p a ] 	 [ 7('9)] 	 [ I m p r i m i r ] 	 [ Y a z d 1r ]   	 [ I n ] 	 [ C e t a k ] 	 [ C e t a k 	 [ *	M	0	?			  	0	G		] 	 	 	 	 [ N y o m t a t  s ] 	 	 	 	 [ A f d r u k k e n ] 	 	 	 [ T i p r i r e ] 	 	 	 [ ] 	 	 	 [ '~] 	 	 	 						 	 	 	 [   






  


  ] 	 [ ] 	 [ P h r i n t a ] 	 [ B h a l a ] 	 [ C h a p i s h a ] 	 [ D r u k ] 	 [ S p a u s d i n t i ] 	 [ D r u k t ] 	 [ P r i n d i ] 	 [ Ozel] 	 [ ] 	 [ T i p r i r e ] 	 [ *
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 
 S T R _ I D _ D R M _ E X P O R T 	 D R M 	 T E X T 	 S t r i n g   o f   P e r m i s s i o n 	 [ E x p o r t ] 	 [ 8Q] 	 [ Q] 	 [ *H--] 	 [ E x p o r t a r ] 	 [ E x p o r t e r ] 	 [ E x p o r t i e r e n ] 	 [ -:A?>@B] 	 [ E s p o r t a ] 	 [ '.1',] 	 [ E x p o r t a r ] 	 [ G  n d e r ] 	 [ T r u y n   r a ] 	 [ E k s p o r ] 	 [ E k s p o r t ] 	 [ 		M	8	*	K	0	M		  	0	G		] 	 	 	 	 [ E x p o r t  l  s ] 	 	 	 	 [ E x p o r t e r e n ] 	 	 	 [ E x p o r t ] 	 	 	 [ ] 	 	 	 [ 5'/1  1/F] 	 	 	 						 	 	 	 [   




  ] 	 [   ] 	 [ O k u k h i s h w a y o ] 	 [ T h u m e l a ] 	 [ H a m i s h a ] 	 [ V o e r   u i t ] 	 [ E k s p o r t u o t i ] 	 [ E k s p o r t t ] 	 [ E k s p o r d i ] 	 [ 1apavel] 	 [   ] 	 [ E x p o r t ] 	 [ 
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 
 S T R _ I D _ D M U I _ M A I N 	 D M U I 	 T I T L E ,   I C O N T E X T 	 D e v i c e   M a n a g e m e n t 	 D e v i c e   m a n a g e m e n t 	 -P{t	 Y{t	 2#12#-8#L	 A d m i n i s t r a c i  n   d e   d i s p o s i t i v o 	 G e s t i o n   d e   l  a p p a r e i l 	 G e r  t e v e r w a l t u n g 	 8A?5BG5@  CAB@>9AB2	 G e s t i o n e   d i s p o s i t i v o 	 '/'1)  'DE9/'*	 G e s t  o   d e   d i s p o s i t i v o s 	 C i h a z   y  n e t i c i s i   	 Q u n   l    t h i t   b   	 M a n a j e m e n   p e r a n g k a t 	 P e n g u r u s a n   p e r a n t i 	 !	?	5	>		8	  .	H	(	G		.	G				 	 	 	 E s z k  z k e z e l  s 	 	 	 	 A p p a r a a t b e h e e r 	 	 	 G e s t i o n a r e   d i s p o z i t i v 	 	 	   	 	 !	?	5	M	9	>		8	  .	G	(	G		.	H	(	M			 E/1*  /3*'G	 H'&3  EF,EFy	   	 						  									 !
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  







	   	 U k u s i n g a t h w a   k w e d i v a y s i 	 U l a w u l o   l w e d i v a y i s i 	 U s i m a m i a j i   k i f a a 	 B e s t u u r   t o e s t e l 	 .r e n g i n i o   t v a r k y m a s 	 I e r +c e s   p r v a l d +b a 	 S e a d m e h a l d u s 	 Mak  oa|a~axt	   	 G e s t i o n a r e   d i s p o z i t i v 	 !
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	 !?->8M  *0?>3(>  	 D r e j t u e s   I   p a j i s j e s 	 						  									 	 	 	 	 	 	 	 G e r e n c i a m e n t o   d e   d i s p o s i t i v o 	 	 	 	 	 	 	 	 G a i l u a r e n   k u d e a k e t a 	 P a m a m a h a l a   n g   a p a r a t o 	 X e s t i  n   d e   d i s p o s i t i v o s 	 I j i k w a   i g w e 	 B a i n i s t  o c h t   g l  a s a n n a 
 
 S T R _ I D _ D M U I _ S E R V E R I D 	 D M U I 	 T I T L E ,   I C O N T E X T 	 S e r v e r   I D 	 S e r v e r   I D 	 :O
ghV3^_	 
gRhV^S	 #+1*@4#L@'-#L	 I D   d e   S e r v i d o r 	 I D   d u   s e r v e u r 	 S e r v e r - I D 	 45=B8D8:0B>@  A5@25@0	 I D   s e r v e r 	 GHJ)  'DE9/'*  'D./E)	 I D   d o   s e r v i d o r 	 K u l l a n 1c 1  k i m l i i   	 T  i   k h o n   m  y   p h c   v 	 I D   s e r v e r 	 I D   P e l a y a n 	 8	0	M	5	0	    I D 	 	 	 	 K i s z o l g  l  a z o n o s  t  	 	 	 	 S e r v e r - I D 	 	 	 I d e n t i t a t e   s e r v e r 	 	 	   	 	 8	0	M	5	M	9	0	  	/	!	@		 4F'3G  31H1	 31H1  "&  	   	 							  					 8
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  



	   	 I - I D   y e s e v a 	 I - I D   y e s e v a 	 I D   y a   s e v a 	 B e d i e n e r - I D 	 S e r v e r i o   I D 	 S e r v e r a   I D 	 S e r v e r i   I D 	 Me~ek  I D 	   	 I d e n t i t a t e   s e r v e r 	 8
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 
 S T R _ I D _ D M U I _ S E R V E R _ P A S S W O R D 	 D M U I 	 I C O N T E X T 	 S e r v e r   P a s s w o r d 	 S e r v e r   p a s s w o r d 	 :O
ghV[x	 
gRhV[x	 #+1*H2@4#L@'-#L	 C o n t r a s e  a   d e   s e r v i d o r 	 M o t   d e   p a s s e   d u   s e r v e u r 	 S e r v e r k e n n w o r t 	 0@>;L  A5@25@0	 P a s s w o r d   s e r v e r 	 CDE)  'D31J)  DE9/'*  'D./E)	 P a l a v r a - p a s s e   d o   s e r v i d o r 	 K u l l a n 1c 1  _i f r e s i   	 M t   k h u   m  y   p h c   v 	 S a n d i   s e r v e r 	 K a t a   l a l u a n   p e l a y a n 	 8	0	M	5	0	  *	>	8	5	0	M	!		 	 	 	 K i s z o l g  l    j e l s z  	 	 	 	 S e r v e r w a c h t w o o r d 	 	 	 P a r o l   s e r v e r 	 	 	   	 	 8	0	M	5	M	9	0	  *	>	8	5	0	M	!		 1E29(H1  31H1	 31H1  ~'3  H1	   	 							  										 8
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	     	 I p h a s i w e d i   y e s e v a 	 I p a s w e d i   y e s e v a 	 N y w i l a   y a   s e v a 	 B e d i e n e r - w a g w o o r d 	 S e r v e r i o   s l a p t a ~o d i s 	 S e r v e r a   p a r o l e 	 S e r v e r i   p a r o o l 	 Me~ek  carvaba|	   	 P a r o l   s e r v e r 	 8
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 
 S T R _ I D _ D M U I _ C O N N E C T I O N _ S E T T I N G 	 D M U I 	 T I T L E ,   I C O N T E X T 	 C o n n e c t i o n   S e t t i n g 	 C o n n .   s e t t i n g s 	 #P}-[	 ޏcn	 2#1IH22#@
7H-!H-	 C o n f i g u r a c i  n   d e   c o n e x i  n   	 R  g l a g e s   d e   c o n n e x i o n 	 V e r b i n d u n g s e i n s t e l l u n g e n 	 0@0<5B@K  A>548=5=8O	 I m p o s t a z i o n i   c o n n . 	 '*5'D  6(7	 D e f i n i   e s   d e   l i g a   o 	 B a l a n t 1  a y a r l a r 1  	 C  i   t   k t   n i 	 P e n g a t u r a n   s a m b u n g a n 	 P e n g e s e t a n   s a m b u n g a n 	 C o n n .   8	G		?			M	8		 	 	 	 C s a t l .   b e  l l  t  s o k 	 	 	 	 V e r b i n d i n g s i n s t e l l i n g e n 	 	 	 S e t r i   c o n e x i u n e 	 	 	   	 	 	(	G		M	6	(	  8	G		?				 *F8EG'  '1*('7	 1'(7  3yF	   	 					  						 
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  







	     	 A m a s e t h i n g i   o k u x h u m a n a   	 u s e t o   l o q h a g a m s h e l o 	 M i p a n g i l i o   y a   u n g a n i s h o 	 V e r b i n d i n g s i n s t e l l i n g s 	 R y ai o   n u o s t a t o s 	 S a v i e n o j u m a   i e s t a t +j u m i 	  h e n d u s e   s  t t e d 	 Dkatav  oauavve	   	 S e t r i   c o n e x i u n e 	 
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 
 S T R _ I D _ D M U I _ S E R V E R _ A D D R E S S 	 D M U I 	 T I T L E ,   I C O N T E X T 	 S e r v e r   A d d r e s s 	 S e r v e r   a d d r e s s 	 :O
ghV0W@W	 
gRhV0W@W	 5H-"9H@4#L@'-#L	 D i r e c c i  n   d e l   s e r v i d o r 	 A d r e s s e   d u   s e r v e u r 	 S e r v e r a d r e s s e 	 4@5A  A5@25@0	 I n d i r i z z o   s e r v e r 	 9FH'F  'DE9/'*  'D./E)	 E n d e r e  o   d o   s e r v i d o r 	 S u n u c u   a d r e s i   	 a   c h   m  y   p h c   v 	 A l a m a t   s e r v e r 	 A l a m a t   p e l a y a n 	 8	0	M	5	0	  	>	  *	$	>		 	 	 	 K i s z o l g  l    c  m e 	 	 	 	 S e r v e r a d r e s 	 	 	 A d r e s   s e r v e r 	 	 	   	 	 8	0	M	5	M	9	0	  *	$	M	$	>		 F4'F  31H1	 31H1  ~*	   	 							  							 8
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	   	 I k h e l i   l e s e v a 	 I d i l e s i   y e s e v a 	 A n w a n i   y a   s e v a 	 B e d i e n e r a d r e s 	 S e r v e r i o   a d r e s a s 	 S e r v e r a   a d r e s e 	 S e r v e r i   a a d r e s s 	 Me~ek  pa}e	   	 A d r e s   s e r v e r 	 8
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 
 S T R _ I D _ D M U I _ U S E R _ P A S S W O R D 	 D M U I 	 I C O N T E X T 	 U s e r   P a s s w o r d 	 U s e r   p a s s w o r d 	 O(u[x	 (u7b[x	 #+1*H29IC
I	 C o n t r a s e  a   d e   u s u a r i o 	 M o t   d e   p a s s e   d e   l  u t i l i s a t e u r 	 B e n u t z e r k e n n w o r t 	 0@>;L  ?>;L7>20B5;O	 P a s s w o r d   u t e n t e 	 CDE)  31J)  DDE3*./E	 P a l a v r a - p a s s e   d o   u t i l i z a d o r 	 K u l l a n 1c 1  _i f r e s i   	 M t   k h u   n g i   s   d n g 	 S a n d i   p e n g g u n a 	 K a t a   l a l u a n   p e n g g u n a 	 /	B	[	0	  *	>	8	5	0	M	!		 	 	 	 F e l h a s z n  l  i   j e l s z  	 	 	 	 G e b r u i k e r s w a c h t w o o r d 	 	 	 P a r o l   u t i l i z a t o r 	 	 	   	 	 		*	/	K			0	M	$	M	/	>		G	  *	>	8	5	0	M	!		 1E29(H1  '1(1	 H21  ~'3  H1	   	 												  										 5
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	     	 I p h a s i w e d i   y o m s e b e n z i s i 	 U m s e b n z i s i   w e p a s w e d i 	 N y w i l a   y a   m t u m i a j i 	 G e b r u i k e r s w a g w o o r d 	 N a u d o t o j o   s l a p t a ~o d i s 	 L i e t o t j a   p a r o l e 	 K a s u t a j a   s a l a s  n a 	 Uc~xrk  carvaba|	   	 P a r o l   u t i l i z a t o r 	 /
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 
 S T R _ I D _ D M U I _ A U T H T Y P E 	 D M U I 	 I C O N T E X T 	 A u t h e n t i c a t i o n   T y p e 	 A u t h .   t y p e 	 I^W	 {|W	 
42#"7"11'8%	 T i p o   d e   a u t o r i z a c i  n   	 T y p e   d ' a u t h . 	 A u t h . - T y p 	 "8?  ?@>25@:8  ?>4;8==>AB8	 T i p o   a u t . 	 FH9  'D*H+JB	 T i p o   d e   a u t e n t i c a   o 	 Y e t k i   t  r    	 C h     x  c   n h n 	 J e n i s   o t e n t i k a s i 	 J e n i s   p e n g e s a h a n 	   *	M	0	>	'	?	.   *	M	0		>	0		 	 	 	 H i t .   t  p u s a 	 	 	 	 A u t o r i s a t i e t y p e 	 	 	 T i p   d e   a u t e n t i f i c a r e 	 	 	   	 	 *	M	0	.	>	#	?		  *	M	0		>	0		 FH9  *#JJ/  '9*('1	 "*1  B3E	 .   	 									  				 *
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 
 S T R _ I D _ D M U I _ A U T H T Y P E _ B A S I C 	 D M U I 	 C 0 5 7 _ 1 	 B A S I C ( a n   a u t h e n t i c a t i o n   a l g o r i t h m   n a m e ) 	 B a s i c 	 W,g	 W,g	 7I2	 B  s i c o 	 B a s i q u e 	 G r u n d l e g e n d 	 A=>2=K5	 D i   b a s e 	 #3'3J)	 B  s i c o 	 T e m e l   	 C   b n 	 D a s a r 	 A s a s 	   	'	>	0	-	B	$		 	 	 	 E g y s z e r q	 	 	 	 B a s i s 	 	 	 B a s i c 	 	 	 	 	 ,	G	8	?			 EB/E'*	 (F'/	 	 				 ,
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 
 S T R _ I D _ D M U I _ A U T H T Y P E _ M D 5 	 D M U I 	 C 0 5 7 _ 1 	 M D 5 ( a n   a u t h e n t i c a t i o n   a l g o r i t h m   n a m e ) 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5   	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 	 	 	 M D 5 	 	 	 	 M D 5 	 	 	 M D 5 	 	 	 M D 5 	 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 		 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 I - M D 5 	 I - M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 	 	 	 	 	 	 	 M D 5 
 
 S T R _ I D _ D M U I _ A U T H T Y P E _ H M A C 	 D M U I 	 C 0 5 7 _ 1 	 H M A C ( a n   a u t h e n t i c a t i o n   a l g o r i t h m   n a m e ) 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 	 	 	 H M A C 	 	 	 	 H M A C 	 	 	 H M A C 	 	 	 H M A C 	 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 I - H M A C 	 I - H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 H M A C 	 	 	 	 	 	 	 	 H M A C 
 
 S T R _ I D _ D M U I _ I N F O _ S E R V E R I D _ E M P T Y 	 D M U I 	 P O P U P 	 S e r v e r   I D   i s   e m p t y ! 	 S e r v e r   I D   i s   e m p t y 	 :O
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gRhV^S:Nzz	 #+1*@4#L@'-#L@GH2'H2	 I D   d e   S e r v i d o r   v a c  a 	 I D   d u   s e r v e u r   v i d e 	 S e r v e r - I D   i s t   l e e r 	 45=B8D8:0B>@  A5@25@0  =5  C:070=	 I D   s e r v e r   v u o t o 	 GHJ)  'DE3*./E  .'DJ)	 I D   d o   s e r v i d o r   v a z i a 	 K u l l a n 1c 1  k i m l i i   b o _  	 T  i   k h o n   m  y   p h c   v   t r n g 	 I D   s e r v e r   k o s o n g 	 I D   p e l a y a n   k o s o n g 	 8	0	M	5	0	  I D     	>	2	@	  9	H	! 	 	 	 	 A   k i s z o l g  l  a z o n o s  t     r e s 	 	 	 	 S e r v e r - I D   i s   l e e g 	 	 	 I d e n t i t a t e a   s e r v e r u l u i   l i p s e _t e 	 	 	     	 	 8	0	M	5	M	9	0	  	/	!	@	  0	?		>	.	>	! 	 4F'3G  31H1  .'D  '3*	 31H1  "&    .'D  ! 	       ! 	 							  				  				! 	 8
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	       	 I s e v a   I D   a y i n a l u t h o 	 I - I D   y e s e v a   a y i n a n t o 	 I D   y a   s e v a   i k o   w a z i 	 B e d i e n e r - I D   i s   l e e g 	 S e r v e r i o   I D   t u a
i a s 	 S e r v e r a   I D   i r   t u k as 	 S e r v e r i   I D   p u u d u b 	 Me~ek  I D - v  daao  g	     	 I d e n t i t a t e a   s e r v e r u l u i   l i p s e _t e 	 8
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 S T R _ I D _ D M U I _ I N F O _ S E R V E R I D _ E X I S T 	 D M U I 	 P O P U P 	 S e r v e r   I D   i s   e x i s t e d ! 	 S e r v e r   I D   e x i s t e d 	 :O
ghV3^_]X[(W	 
gRhV^S]X[(W	 !5#+1*@4#L@'-#L-"9HA%I'	 I D   d e   S e r v i d o r   e x i s t e n t e 	 I D   d u   s e r v e u r   e x i s t a n t e 	 S e r v e r - I D   v o r h a n d e n 	 45=B8D8:0B>@  A5@25@0  ACI5AB2C5B	 I D   s e r v e r   e s i s t e n t e 	 GHJ)  'DE3*./E  EH,H/)	 I D   d o   s e r v i d o r   e x i s t e 	 K u l l a n 1c 1  k i m l i   m e v c u t   	 T  i   k h o n   m  y   p h c      t n   t i 	 I D   s e r v e r   s u d a h   a d a 	 I D   p e l a y a n   w u j u d 	 8	0	M	5	0	  I D     *	9	2	G	  9	@	  .	L		B	&	! 	 	 	 	 L  t e z Q  k i s z o l g  l  a z o n o s  t  	 	 	 	 S e r v e r - I D   b e s t o n d 	 	 	 I d e n t i t a t e a   s e r v e r u l u i   e x i s t 	 	 	     	 	 8	0	M	5	M	9	0	  	/	!	@	  5	0	M	$	.	>	(	! 	 4F'3G  31H1  EH,H/  '3*	 31H1  "&    EH,H/  ! 	     ! 	 							  				  							! 	 8
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 
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I#G-5H	 U s a r   p r o x y 	 U t i l i s e r   p r o x y 	 P r o x y   v e r w e n d e n 	 A?>;L7>20BL  ?@>:A8	 U s a   p r o x y 	 '3*./'E  'DHCJD	 U s a r   p r o x y 	 P r o x y   k u l l a n   	 S   d n g   P r o x y 	 G u n a k a n   p r o x y 	 G u n a k a n   p r o k s i 	   *	M	0	I		M	8	@	  	8	M	$	G	.	>	2	  	0	G			 	 	 	 P r o x y   h a s z n  l a t a 	 	 	 	 P r o x y   g e b r u i k e n 	 	 	 U t i l i z a r e   p r o x y 	 	 	   	 	 /	B		  *	M	0	I		M	8	@		 '3*A'/G  '2  ~1'3	   ~1H3  '3*9E'D  ,&	   	 								  								 .
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 
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gRhVzS	 -#L#G-5H	 P u e r t o   d e   p r o x y 	 P o r t   p r o x y 	 P r o x y - P o r t 	 >@B  ?@>:A8	 P o r t a   p r o x y 	 EHB9  'DHCJD	 P o r t a   p r o x y 	 P r o x y   p o r t u   	 C n g   P r o x y 	 P o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	I		M	8	@	  *	K	0	M			 	 	 	 P r o x y   p o r t 	 	 	 	 P r o x y p o r t 	 	 	 P o r t   p r o x y 	 	 	   	 	 *	M	0	I		M	8	@	  *	K	0	M			 ~H1*  ~1'3	 ~1H3  ~H1y	   	 								  						 *
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7H-9IC
I#G-5H	 N o m b r e   d e   u s u a r i o   d e   p r o x y 	 N o m   d  u t i l i s a t e u r   p r o x y 	 P r o x y - B e n u t z e r n a m e 	 <O  ?>;L7>20B5;O  4;O  ?@>:A8	 N o m e   u t e n t e   p r o x y 	 '3E  'DE3*./E  'DHCJD	 N o m e   d o   u t i l i z a d o r   d e   p r o x y 	 P r o x y   k u l l a n 1c 1  a d 1  	 T  n   n g i   s   d n g   P r o x y 	 N a m a   p e n g g u n a   p r o x y 	 N a m a   p e n g g u n a   p r o k s i 	 *	M	0	I		M	8	@	  /	B	[	0	(	G	.		 	 	 	 P r o x y   f e l h a s z n  l  n  v 	 	 	 	 P r o x y   g e b r u i k e r s n a a m 	 	 	 N u m e   u t i l i z a t o r   p r o x y 	 	 	     	 	 *	M	0	I		M	8	@	  /	A		0	(	>		5		 F'E  '1(1  ~1'3	 ~1H3  H21  F'E	   	 								  												  				 *
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M
	 *M0KM8?  *>8M q>0M!M  	 F j a l e k a l i m i   p r o x y 	 							  								 	 	 	 	 	 	 	 S e n h a   p r o x y 
 
 S T R _ I D _ D M U I _ C S _ I N V A L I D _ P O R T 	 D M U I 	 P O P U P 	 I n v a l i d   C o n n e c t i o n   P o r t   o f   P r o x y   S e r v e r 	 I n v a l i d   p r o x y   p o r t 	 !qHevNt:O
ghV#cW	 eHevNt
gRhVzS	 -#L#G-5HD!H9I-	 P u e r t o   p r o x y   i n v  l i d o 	 P o r t   p r o x y   i n v a l i d e 	 U n g  l t i g e r   P r o x y - P o r t 	 525@=K9  ?>@B  ?@>:A8	 P o r t a   p r o x y   n o n   v a l i d a 	 EHB9  'DHCJD  :J1  5'D-	 P o r t a   p r o x y   i n v  l i d a 	 G e  e r s i z   p r o x y   p o r t u   	 C n g   P r o x y   l i 	 P o r t   p r o x y   t i d a k   v a l i d 	 P o r t   p r o k s i   t a k   s a h 	 	.	>	(	M	/	  *	M	0	I		M	8	@	  *	K	0	M			 	 	 	  r v  n y t e l e n   p r o x y - p o r t 	 	 	 	 O n g e l d i g e   p r o x y p o r t 	 	 	 P o r t   p r o x y   n e v a l i d 	 	 	       	 	 	5	H	'	  *	M	0	I		M	8	@	  *	K	0	M			 ~H1*  ~1'3  E9*(1  F3*	 :D7  ~1H3  ~H1y	       	 								  								  						 
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  







  




	     	 I - p r o x y   p o r t   e n g e n a m t h e t h o 	 I z i b u k o   l o m m e l i   e l i n g a s e b e n z i y o 	 P o r t i   b a t i l i   y a   p r o k s i 	 O n g e l d i g e   v o l m a g b e d i e n e r - p o o r t 	 N e g a l i o j a n t i s   /g a l i o t a s i s   p r i e v a d a s 	 N e d e r +g s   s t a r p n i e k s e r v e r a   p o r t s 	 V i g a n e   p u h v e r p o r t 	 1v~a~e  zx}k  zx|	     	 P o r t   p r o x y   n e v a l i d 	 *
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 
 S T R _ I D _ D M U I _ C S _ I N V A L I D _ I P 	 D M U I 	 P O P U P 	 I n v a l i d   I P   A d d r e s s   o f   P r o x y   S e r v e r 	 I n v a l i d   p r o x y   I P 	 !qHevNt:O
ghV0W@W	 eHevNt
gRhV0W@W	 #G-5H  I P   D!H9I-	 I P   d e   p r o x y   i n v  l i d o 	 I P   p r o x y   i n v a l i d e 	 U n g  l t i g e s   P r o x y - I P 	 525@=K9  I P - 04@5A  ?@>:A8	 I P   p r o x y   n o n   v a l i d o 	 9FH'F  'DHCJD  :J1  5'D-	 I P   p r o x y   i n v  l i d o 	 G e  e r s i z   p r o x y   I P 	 a   c h     P r o x y   k h  n g   h i u   l c 	 I P   p r o x y   t i d a k   v a l i d 	 I P   p r o k s i   t a k   s a h 	 	.	>	(	M	/	  *	M	0	I		M	8	@	  I P   	 	 	 	  r v  n y t e l e n   p r o x y   I P 	 	 	 	 O n g e l d i g e   p r o x y - I P 	 	 	 A d r e s   I P   p r o x y   n e v a l i d 	 	 	   I P       	 	 	5	H	'	  *	M	0	I		M	8	@	  	/	*	@		 I P   ~1'3  E9*(1  F3*	 :D7  ~1H3  "&  ~	     	 								  								  					 
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	     	 I - p r o x y   I P   e n g e n a m t h e t h o 	 I - I P   y o m m e l i   e n g a s e b e n z i y o 	 I P   b a t i l i   y a   p r o k s i 	 O n g e l d i g e   v o l m a g - I P 	 N e g a l i o j a n t i s   /g a l i o t a s i s   I P 	 N e d e r +g s   s t a r p n i e k s e r v e r a   I P 	 P u h v r i   I P   v i g a n e 	 1v~a~e  zx}k  I P 	     I P 	 A d r e s   I P   p r o x y   n e v a l i d 	 *
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	 ,H'  *M0KM8?  I P 	 I P   p r o x y   I   p a v l e f s h e m 	 						  							  I P 	 	 	 	 	 	 	 	 P o r t a   I P   i n v  l i d a 
 
 S T R _ I D _ D M U I _ N O T I F _ E N T E R _ P I N 	 D M U I 	 C 1 1 1 _ 1 	 E n t e r   P I N 	 E n t e r   P I N 	 8eQP I N 	 eQP I N 	 C*HH2    P I N 	 I n t r o d u c i r   P I N 	 E n t r e r   P I N 	 P I N   e i n g e b e n 	 2548B5  P I N 	 I n s e r i r e   P I N 	 #/.DP I N 	 I n t r o d u z i r   P I N 	 P I N   g i r   	 N h p   P I N 	 M a s u k k a n   P I N 	 M a s u k k a n   P I N 	   P I N   !	>	2	G			 	 	 	 P I N   m e g a d  s a 	 	 	 	 P I N   i n v o e r e n 	 	 	 I n t r o d u c e ci   c o d u l   P I N 	 	 	   P I N 	 	 *	?	(	  	(	M		0	  	0	>		 H'1/  1/F  P I N 	 ~F  /'.D  ,&	     	 			  						 *
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	   	 F a k a   i - P I N 	 F a k a   i P I N 	 I n g i z a   P I N 	 S l e u t e l   P I N   i n 	 .v e s t i   P I N 	 I e v a d i e t   P I N 	 S i s e s t a   P I N 	 Dxacel  P I N   nanoackh	   P I N   	 I n t r o d u c e ci   c o d u l   P I N 	 
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   P I N 	 P I N   *M0,G6  0(M$A  	 F u t   P I N 	 P I N   								  				 	 	 	 	 	 	 	 I n s e r i r   P I N 
 
 S T R _ I D _ D M U I _ N O T I F _ D O W N L O A D _ C A P T I O N 	 D M U I 	 T I T L E 	 D o w n l o a d ? 	 D o w n l o a d ? 	 N		 N}	 2'LB+%? 	  D e s c a r g a r ? 	 T  l  c h a r g e r  ? 	 H e r u n t e r l a d e n ? 	 03@C78BL? 	 S c a r i c a r e ? 	 *-EJD	 T r a n s f e r i r ? 	 Y  k l e n s i n   m i ?   	 T i   v ? 	 D o w n l o a d ? 	 M u a t   t u r u n ? 	 !	>			(	2	K	!	    	0	G		? 	 	 	 	 L e t  l t i ? 	 	 	 	 D o w n l o a d e n ? 	 	 	 D e s c r c a ci ? 	 	 	 ? 	 	 !	>			(	2	K	!	? 	 /'FDH/  4H/	 '$F  DH    	     ? 	 							  			? 	 !
>


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  




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? 	     ? 	 L a n d a ? 	 K h u p h e l e ? 	 P a k u a ? 	 L a a i   a f ? 	 A t s i s i ss t i ? 	 L e j u p i e l d t ? 	 L a a d i n   a l l a ? 	 Febe|ve^l	   ? 	 D e s c r c a ci ? 	 !
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 
 S T R _ I D _ D M U I _ N O T I F _ D O W N L O A D _ T I T L E 	 D M U I 	 U N L I M 	 D o   y o u   w a n t   t o   d o w n l o a d   t h i s   f i l e ? 	 D o   y o u   w a n t   t o   d o w n l o a d   t h i s   f i l e ? 	 `O/f&T^gN	PeN	 `O/f&T^gN}ُ*NeN	 I-2#2'LB+%D%L5I+#7-D!H? 	  D e s e a   d e s c a r g a r   e s t e   a r c h i v o ? 	 V o u l e z - v o u s   t  l  c h a r g e r   c e   f i c h i e r  ? 	 M  c h t e n   S i e   d i e s e   D a t e i   h e r u n t e r l a d e n ? 	 03@C78BL  MB>B  D09;? 	 S i   d e s i d e r a   s c a r i c a r e   q u e s t o   f i l e ? 	 GD  *1J/  *-EJD  G0'  'DEDA	 D e s e j a   t r a n s f e r i r   e s t e   f i c h e i r o ? 	 B u   d o s y a y 1  y  k l e m e k   i s t i y o r   m u s u n u z ? 	 B n   m u n   t i   t p   n  y   ? 	 A n d a   i n g i n   m e n - d o w n l o a d   f i l e   i n i ? 	 A n d a   h e n d a k   m e m u a t   t u r u n   f a i l   i n i ? 	 	M	/	>	  	*	  	8	  +	>		2	  	K	  !	>			(	2	K	!	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 L e   a k a r j a   t  l t e n i   e z t   a   f  j l t ? 	 	 	 	 W i l t   u   d i t   b e s t a n d   d o w n l o a d e n ? 	 	 	 D o r i ci   s   d e s c r c a ci   a c e s t   f i _i e r ? 	 	 	         ? 	 	 	*	#	>	8	  9	@	  +	>		2	  !	>			(	2	K	!	  	0	>	/		@	  	9	G	? 	 E  .H'G/  'F  A'D  1'  /'FDH/  F/	 '  "~  '3  A'&D  H  '$F  DH  1F'  '*  	               	 				  		  		  						  							  				  			? 	 
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? 	   +H2M  !L(M  2K!M  G/.A(M(>0>? 	 8  1060TB5  7020=B068B8  F59  D09;? 	 


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? 	         ? 	 U f u n a   u k u l a n d a   l e l i   f a y e l a ? 	 U y a f u n a   u k u h l a z i y a   l e   f a y l e ? 	 U n a t a k a   k u p a k u a   f a i l i   h i i ? 	 L a a i   h i e r d i e   l  e r   a f ? 	 A r   n o r i t e   a t s i ss t i   a/  f a i l ? 	 V a i   v l a t i e s   l e j u p i e l d t   ao   f a i l u ? 	 K a s   s o o v i d   s e l l e   f a i l i   a l l a   l a a d i d a ? 	 Hfx^t  e  vebe|vel  au}  aulh	       ? 	 D o r i ci   s   d e s c r c a ci   a c e s t   f i _i e r ? 	 
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 
 S T R _ I D _ D M U I _ N O T I F _ D O W N L O A D _ I N F O 	 D M U I 	 U N L I M 	 D o w n l o a d   I n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 N	Oo`	 N}Oo`	 I-!9%2#2'LB+%: 	 I n f o r m a c i  n   d e   d e s c a r g a : 	 I n f o r m a t i o n   d e   t  l  c h a r g e m e n t   : 	 D o w n l o a d - I n f o r m a t i o n : 	 =D>@<0F8O  >  703@C7:5: 	 I n f o r m a z i o n i   d i   d o w n l o a d : 	 E9DHE'*  'D*-EJD: 	 I n f o r m a   o   d a   t r a n s f e r  n c i a : 	 Y  k l e m e   b i l g i s i :   	 T i n   t c   t i   v : 	 I n f o r m a s i   d o w n l o a d : 	 M a k l u m a t   m u a t   t u r u n : 	 !	>			(	2	K	!	  	>	(		>	0	@	: 	 	 	 	 L e t  l t  s i   i n f o r m  c i  : 	 	 	 	 D o w n l o a d i n f o r m a t i e : 	 	 	 I n f o r m a ci i   d e   d e s c r c a r e : 	 	 	   : 	 	 !	>			(	2	K	!	  8	B		(	>		 '7D'9'*  /'FDH/: 	 '$F  DH  E9DHE'*	       : 	 							  				: 	 !
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 
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 
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 S T R _ I D _ D M U I _ N O T I F _ U P D A T E _ I N F O 	 D M U I 	 U N L I M 	 U p d a t e   I n f o r m a t i o n : 	 U p d a t e   i n f o r m a t i o n : 	 feOo`	 feOo`	 I-!9%-1@: 	 I n f o r m a c i  n   d e   a c t u a l i z a c i  n :   	 I n f o r m a t i o n   d e   m i s e      j o u r   : 	 A k t u a l i s i e r u n g s i n f o : 	 =D>@<0F8O  >  703@C7:5: 	 I n f o r m a z i o n i   d i   d o w n l o a d : 	 E9DHE'*  'D*-/J+	 A c t u a l i z a r   i n f o r m a   o : 	 Y  k l e m e   b i l g i s i   	 C p   n h t   t i n   t c : 	 I n f o r m a s i   p e m b a r u a n : 	 M a k l u m a t   m u a t   t u r u n : 	 !	>			(	2	K	!	  	>	(		>	0	@	: 	 	 	 	 F r i s s  t  s i   a d a t o k : 	 	 	 	 B i j w e r k i n f o r m a t i e : 	 	 	 I n f o r m a ci i   d e   d e s c r c a r e : 	 	 	   : 	 	 !	>			(	2	K	!	  8	B		(	>		 '7D'9'*  1H2"E/3'2: 	 '$F  E9DHE'*	       : 	 								  				: 	 !
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: 	     : 	 D o w n l o a d   i n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 W e r k   i n l i g t i n g   b y : 	 D o w n l o a d   i n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 D o w n l o a d   i n f o r m a t i o n : 	 
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: 	 &M_$(  8B(>:     	 I n f o r m a c i o n   I   r i f r e s k i m i t : 	 				  						  			: 	 	 	 	 	 	 	 	 I n f o r m a   e s   d e   a t u a l i z a   o : 	 	 	 	 	 	 	 	 I n f o r m a z i o a   e g u n e r a t u : 	 I m p o r m a s y o n   s a   p a g - u p d a t e : 	 A c t u a l i z a r   i n f o r m a c i  n : 	 M m e l i t e   a m a : 	 F a i s n  i s   n u a s h o n r a i t h e : 
 
 S T R _ I D _ D M U I _ N O T I F _ U P D A T E _ R E B O O T 	 D M U I 	 U N L I M 	 S o f t w a r e   u p g r a d i n g   r e m i n d 	 T h e   s o f t w a r e   u p d a t i n g   m i g h t   t a k e   1 0   m i n u t e s .   D u r i n g   t h e   u p d a t i n g ,   a l l   t h e   f u n c t i o n s   w i l l   b e   u n a v a i l a b l e ,   i n c l u d i n g   e m e r g e n c y   c a l l . 	 ߎNfe'Y} 1 0 R(Wdkg@b	gKb_jR\!qlO(uSb}%`d_0	 oNfe'Y~ 1 0 R0(Wdkg@b	gKb:gR\elO(uSb'}%`|TS0	 2#-1@-LA'#L-2C
I@'%2  1 0   25  #0+'H22#-1@  1L
1H1I+!0C
ID!HDI  #'!1I2#B#	8@	4	 L a   a c t u a l i z a c i  n   d e l   s o f t w a r e   p o d r  a   t a r d a r   1 0   m i n u t o s .   D u r a n t e   l a   a c t u a l i z a c i  n ,   t o d a s   l a s   f u n c i o n e s   e s t a r  n   d i s p o n i b l e s ,   i n c l u y e n d o   l a   l l a m a d a   d e   e m e r g e n c i a .   	 L a   m i s e      j o u r   d u   l o g i c i e l   p e u t   p r e n d r e   j u s q u     1 0   m i n u t e s .   P e n d a n t   l a   m i s e      j o u r ,   t o u t e s   l e s   f o n c t i o n s   n e   s e r o n t   p a s   d i s p o n i b l e s ,   y - c o m p r i s   l e s   a p p e l s   d  u r g e n c e . 	 D i e   S o f t w a r e a k t u a l i s i e r u n g   k a n n   b i s   z u   1 0   M i n u t e n   d a u e r n .   W  h r e n d   d i e s e s   V o r g a n g s   s i n d   k e i n e   F u n k t i o n e n   v e r f  g b a r ,   e i n s c h l i e  l i c h   d e m   N o t r u f . 	 !8AB5<0  B5;5D>=0  1C45B  ?5@5703@C65=0  ?>765	 P e r   l ' a g g i o r n a m e n t o   d e l   s o f t w a r e   o c c o r r o n o   1 0   m i n u t i .   D u r a n t e   l ' a g g i o r n a m e n t o ,   t u t t e   l e   f u n z i o n i   n o n   s a r a n n o   d i s p o n i b i l i ,   c o m p r e s e   l e   c h i a m a t e   d i   e m e r g e n z a . 	 B/  J3*:1B  *-/J+  'D(1F'E,  1 0   /B'&B.   #+F'!  'D*-/J+  3*CHF  ,EJ9  'DH8'&A  :J1  E*'-)  (E'  AJ  0DC  '*5'D  'D7H'1&. 	 A   a c t u a l i z a   o   d o   s o f t w a r e   p o d e r    d e m o r a r   1 0   m i n u t o s .   D u r a n t e   a   a c t u a l i z a   o ,   t o d a s   a s   f u n   e s   e s t a r  o   i n d i s p o n  v e i s ,   i n c l u i n d o   a s   c h a m a d a s   d e   e m e r g  n c i a . 	 Y a z 1l 1m   g  n c e l l e m e   1 0   d a k i k a   a l a b i l i r .   G  n c e l l e m e   s 1r a s 1n d a   a c i l   d u r u m    a r 1s 1  d a h i l   h i  b i r   f o n k s i y o n   k u l l a n 1l a m a z . 	 C p   n h t   p h n   m m   c    t h   m t   1 0   p h  t .   T r o n g   k h i   c p   n h t ,   m i   c h c   n n g   s   k h  n g   c    s n   k   c   g i   k h n   c p . 	 P e m b a r u a n   p e r a n g k a t   l u n a k   d a p a t   b e r l a n g s u n g   s e l a m a   1 0   m e n i t .   S e l a m a   p e m b a r u a n ,   s e m u a   f u n g s i   t i d a k   t e r s e d i a ,   t e r m a s u k   p a n g g i l a n   d a r u r a t . 	 P e n g e m a s k i n i a n   p e r i s i a n   m u n g k i n   m e n g a m b i l   1 0   m i n i t .   S e m a s a   p e n g e m a s k i n i a n ,   s e m u a   f u n g s i   d i n y a h b o l e h k a n ,   t e r m a s u k   p a n g g i l a n   k e c e m a s a n . 	 8	I	+	M		5	G	/	0	  	K	  	*	!	G		  9	K	(	G	  .	G		  1 0   .	?	(		  2		  8		$	G	  9	H		d	  	*	!	G		  	0	(	G	  	G	  &	L	0	>	(	,   	*	>	$		>	2	@	(	  	I	2	  8	9	?	$	  8	-	@	  +			M	
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 '	  9	K			G	d		 	 	 	 A   s z o f t v e r f r i s s  t  s   1 0   p e r c e t   i s   i g  n y b e   v e h e t .   F r i s s  t  s   k  z b e n   e g y i k   f u n k c i    s e m   l e s z   e l  r h e t Q,   a   v  s z h e l y z e t i   h  v  s t   i s   b e l e  r t v e . 	 	 	 	 H e t   b i j w e r k e n   v a n   d e   s o f t w a r e   k a n   1 0   m i n u t e n   d u r e n .   T i j d e n s   h e t   b i j w e r k e n   z i j n   d e   f u n c t i e s   n i e t   b e s c h i k b a a r ,   z e l f s   e e n   a l a r m n u m m e r   k a n   n i e t   g e b e l d   w o r d e n . 	 	 	 A c t u a l i z a r e a   d e   s o f t w a r e   p o a t e   d u r a   1 0   m i n u t e .    n   t i m p u l   a c t u a l i z r i i   v o r   f i   i n d i s p o n i b i l e   t o a t e   f u n c ci i l e ,   i n c l u s i v   a p e l u l   d e   u r g e n c. 	 	 	         1 0   .     ,           ,       . 	 	 (		$	0	  +	K	(	  0	@	,	B		  9	K		2		 (1H213'F  F1E  'A2'1  E*H'F/  1 0   /BBG  2E'F  ((1/.   /1GF'E  (1H213'F  GEG  '11/G'  *DAF  '2  ,EDG  *E'3  '671'1  /3*13  F'~01  .H'GF/(H/. 	 AHF  (9/  E  1(Hy  1  '	         	 									  								  				  		  					  			  					  				d	  										  			  					  				  		  					  					  				  		d	  	 ,
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	       	 I f o n i   i z o h l e l a   k a b u s h a   e k u h a m b e n i   k w e s i k h a t h i 	 I f o w n i   i z a k u k h u s e l a   k w a k h o n a 	 S i m u   i t a w a s h a   u p y a   b a a d a y e 	 D i e   s a g t e w a r e - b y w e r k i n g   k a n   1 0   m i n u t e   n e e m .   G e d u r e n d e   d i e   b y w e r k i n g   s a l   g e e n   f u n k s i e s   b e s k i k b a a r   w e e s   n i e ,   i n s l u i t e n d   n o o d o p r o e p e . 	 T e l e f o n a s   v l i a u   /s i k r a u s   i a  n a u j o 	 T e l e f o n s   t i k s   a t s k n t s   v l k 	 T e l e f o n   t a a s k  i v i t u b   h i l j e m 	 @e|amx}h  o~eacxnao~k  a~elk  xw	     	 T e l e f o n u l   s e   v a   r e i n i ci a l i z a   m a i   t  r z i u 	 +
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
	 +K(  *0G  0?,A  9G,	 T e l e f o n i   d o   r i n i s e   m e   v o n e 	 			  					  					  			  	' 		 	 	 	 	 	 	 	 A   a t u a l i z a   o   d o   s o f t w a r e   p o d e   l e v a r   1 0   m i n u t o s .   D u r a n t e   a   a t u a l i z a   o ,   t o d a s   a s   f u n   e s   e s t a r  o   i n d i s p o n  v e i s ,   i n c l u i n d o   a   c h a m a d a   d e   e m e r g  n c i a . 	 	 	 	 	 	 	 	 F i r m w a r e   e g u n e r a k e t a r a k o   m u g i k o r r a   b e r r a b i a r a z i   e g i n g o   d a   e t a   h o r t a z   u n e   b a t z u z   e z i n g o   d a   e r a b i l i .   E g u n e r a k e t a   n a h i ? 	 A n g   h a n d s e t   a y   m a g r e - r e b o o t   p a r a   s a   p a g - u p d a t e   n g   f i r m w a r e   a t   h i n d i   p a n s a m a n t a l a n g   m a g a g a m i t .   N a i s   m o   b a n g   m a g - u p d a t e ? 	 D i s p o s i t i v o   a u r i c u l a r   r e i n i c i a r    p a r a   u n h a   a c t u a l i z a c i  n   d e   f i m w a r e   e   n o n   p o d e   u s a r s e   t e m p o r a l m e n t e .   Q u e r e   a c t u a l i z a r ? 	 E k w e n t   g a - e b i d o g h a r   m a k a   m m e l i t e , i n w e g h i   i k e   i j i   y a   r a   r   n w a   o b e r e o g e .     c h r   i m e l i t e ? 	 A t h b h  t  i l f i d h   a n   s  s   l  i m h e   i   g c o m h a i r   n u a s h o n r a i t h e   d o c h t e a r r a    a g u s   n    b h e i f e a r   i n   a n n      a    s  i d   g o   s e a l a d a c h .   A n   m i a n   l e a t   n u a s h o n r  ? 
 
 S T R _ I D _ D M U I _ N O T I F _ U P D A T E _ D E F E R 	 D M U I 	 R S K 	 D e f e r 	 D e f e r 	 ^}	 cT	 @%7H---	 A p l a z a r 	 D  f  r e r 	 Z u r  c k s t e l l e n 	 045@60BL	 R i n v i a 	 *.DA	 D e f e r i r 	 E r t e l e 	 H o  n   l i   s a u 	 T u n d a 	 T a n g g u h 	 8	M	%		?	$		 	 	 	 E l h a l a s z t  s 	 	 	 	 U i t s t e l l e n 	 	 	 A m  n a r e 	 	 	 	 	 5	G		3	G		 E9HB  1/F	 ED*H  ,&	   	 						 .
A
2
$
5
@
	 5>/?&>	 0B@8<0B8	 





  


	 	 H l e h l i s a 	 M i s e l a 	 S u b i r i 	 S k o r t   o p 	 A t i d t i 	 P a g a r i n t 	 V i i v i t a 	 @eaqcel	 	 A m  n a r e 	 (
@

M

?
5
/
M

M

2
M

 	 8.0M*#  0?,>  	 S h t y 	 				 	 	 	 	 	 	 	 A d i a r 	 	 	 	 	 	 	 	 B e r a n d u a g o 	 I p a g p a l i b a n 	 A p r a z a r 	 B u g a   n a -   i h u 	 C u i r   s i a r 
 
 S T R _ I D _ D M U I _ N O T I F _ N A M E 	 D M U I 	 U N L I M 	 N a m e   : 	 N a m e   : 	 
T1z	 
Ty	 
7H-: 	 N o m b r e : 	 N o m   : 	 N a m e : 	 <O: 	 N o m e : 	 '3E: 	 N o m e : 	 A d :   	 T  n : 	 N a m a : 	 N a m a   : 	 (	>	.	  : 	 	 	 	 N  v : 	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 : 	 	 (	>		5	: 	 F'E: 	 F'E: 	   : 	 			  : 	 (
>
.
: 	 *G0A	 <' O: 	 


: 	 : 	 I g a m a : 	 I g a m a : 	 J i n a : 	 N a a m : 	 V a r d a s : 	 N o s a u k u m s : 	 N i m i : 	 1vxv]	 : 	 N u m e : 	 *
G
0
M
: 	 (>.: 	 E m r i : 	 			: 	 	 	 	 	 	 	 	 N o m e : 	 	 	 	 	 	 	 	 I z e n a : 	 P a n g a l a n : 	 N o m e   : 	 A h a : 	 A i n m : 
 
 S T R _ I D _ D M U I _ N O T I F _ T Y P E 	 D M U I 	 U N L I M 	 T y p e   : 	 T y p e   : 	 ^W	 {|W	 
4: 	 T i p o : 	 T y p e   : 	 T y p : 	 "8?: 	 T i p o : 	 FH9: 	 T i p o : 	 T  r :   	 L o i   h  n h : 	 J e n i s : 	 J e n i s   : 	 *	M	0		>	0	  : 	 	 	 	 T  p u s : 	 	 	 	 T y p e   : 	 	 	 T i p : 	 	 	 : 	 	 	>		*		 FH9: 	 B3E: 	   : 	 			  : 	 *
M
0

>
0
  : 	 H*M	 "8?: 	 





: 	 : 	 U h l o b o : 	 U h l o b o : 	 A i n a : 	 T i p e : 	 T i p a s : 	 T i p s : 	 T   p : 	 Oe}ao]	 : 	 T i p : 	 $
0

: 	 *M0>0: 	 L l o j i : 	 						: 	 	 	 	 	 	 	 	 T i p o : 	 	 	 	 	 	 	 	 M o t a : 	 U r i : 	 T i p o   : 	 d : 	 C i n e  l : 
 
 S T R _ I D _ D M U I _ N O T I F _ S I Z E 	 D M U I 	 U N L I M 	 S i z e   : 	 S i z e   : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@: 	 D i m e n s i o n e : 	 -,E: 	 T a m a n h o : 	 B o y u t :   	 C : 	 U k u r a n : 	 S a i z   : 	 8	>		[	  : 	 	 	 	 M  r e t 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 		>	0	: 	 'F/'2G: 	 3'&2: 	   : 	 				  : 	 

>
0
: 	 8HA  	  >7<V@: 	 

: 	 : 	 U s a y i z i : 	 U b u n g a k a n a n i : 	 S a i z i : 	 G r o o t t e : 	 D y d i s : 	 A p j o m s : 	 M a h t : 	 Ia}]	 : 	 D i m e n s i u n e : 	 5
2
?
*
M
*

: 	 >0: 	 M a d h e s i a : 	 				: 	 	 	 	 	 	 	 	 T a m a n h o : 	 	 	 	 	 	 	 	 T a m a i n a : 	 L a k i : 	 T a m a  o   : 	 O g o : 	 M  i d : 
 
 S T R _ I D _ D M U I _ N O T I F _ D E S C R I P T I O N 	 D M U I 	 U N L I M 	 D e s c r i p t i o n   : 	 D e s c r i p t i o n   : 	 c	 c	 3-42": 	 D e s c r i p c i  n : 	 D e s c r i p t i o n   : 	 B e s c h r e i b u n g : 	 ?8A0=85: 	 D e s c r i z i o n e : 	 'DH5A	 D e s c r i   o : 	 T a n 1m : 	 M i  u   t : 	 K e t e r a n g a n : 	 H u r a i a n   : 	 5	?	5	0	#	  : 	 	 	 	 L e  r  s : 	 	 	 	 O m s c h r i j v i n g : 	 	 	 D e s c r i e r e : 	 	 	 : 	 	 5	0	M	#	(	: 	 41-: 	 ('F: 	   : 	 					  : 	 *
0
?
-
>
6
>
: 	 50M#	 ?8A: 	 




: 	 : 	 I n c a z e l o : 	 I n k c a z o : 	 U f a f a n u z i : 	 B e s k r y w i n g : 	 A p r a aa s : 	 A p r a k s t s : 	 K i r j e l d u s : 	 Foaacxiuxv]	 : 	 D e s c r i e r e : 	 5
?
5
0
#

: 	 ,?,0#: 	 P e r s h k r i m i : 	 					: 	 	 	 	 	 	 	 	 D e s c r i   o : 	 	 	 	 	 	 	 	 D e s k r i b a p e n a : 	 P a g s a s a l a r a w a n : 	 D e s c r i c i  n   : 	 N k w a : 	 C u r   s  o s : 
 
 S T R _ I D _ D M U I _ N O T I F _ U P D A T E _ R E Q U E S T 	 D M U I 	 P O P U P 	 F O T A   U p d a t e 	 F O T A   u p d a t e 	 F O T A fe	 F O T A fe	 #1#8  F O T A 	 A c t u a l i z a c i  n   F O T A 	 M i s e      j o u r     F O T A 	 F O T A - A k t u a l i s i e r u n g 	 1=>2;5=85  F O T A 	 A g g i o r n a m e n t o   F O T A 	 *-/J+F O T A 	 A c t u a l i z a   o   F O T A 	 F O T A   g  n c e l l e m e 	 C p   n h t   F O T A   	 P e m b a r u a n   F O T A 	 K e m a s   k i n i a n   F O T A 	   F O T A   	&	M	/	$	(		 	 	 	 F O T A   f r i s s  t  s e 	 	 	 	 F O T A   b i j w e r k e n 	 	 	 A c t u a l i z a r e   F O T A 	 	 	   F O T A 	 	 +	K		>	  	*	!	G			 1H2"E/3'2  F O T A 	 F O T A   '~  y	 F O T A     	 						  						 +
K

>
  
*
!
G

	 +M?  *M  !GM	 >=>2;5==O  F O T A 	 F O T A   





  



	 F O T A   	 U k u v u s e l e l a   i - F O T A 	 H l a z i y a   i F O T A 	 U s a s i s h a j i   F O T A 	 F O T A - b y w e r k i n g 	 A t n a u j i n t i   F O T A   	 F O T A   a t j a u n i n j u m s 	 F O T A   v  r s k e n d u s 	 F O T A   iataxt	 F O T A -   	 A c t u a l i z a r e   F O T A 	 F O T A   
>
2
?

.
>

M

2
M

 	 F O T A   &M_$(  	 R i f r e s k i m   F O T A 	 F O T A   							 	 	 	 	 	 	 	 A t u a l i z a   o   F O T A 	 	 	 	 	 	 	 	 F O T A   e g u n e r a k e t a 	 U p d a t e   n g   F O T A 	 A c t u a l i z a r   F O T A 	 M m e l i t e   F O T A 	 N u a s h o n r    F O T A 
 
 S T R _ I D _ D M U I _ N O T I F _ D O W N L O A D _ R E Q U E S T 	 D M U I 	 P O P U P 	 F O T A   D o w n l o a d 	 F O T A   d o w n l o a d 	 YKb_jߎNN	TGS}
gR	  _YKb:goNN}TGS~
gR	 2'LB+%  F O T A 	 D e s c a r g a   F O T A 	 T  l  c h a r g e m e n t   F O T A 	 F O T A - D o w n l o a d 	 03@C7:0  F O T A 	 D o w n l o a d   F O T A 	 *-EJDF O T A 	 T r a n s f e r  n c i a   F O T A 	 F O T A   y  k l e m e   	 T i   F O T A   	 D o w n l o a d   F O T A 	 M u a t   t u r u n   F O T A 	   F O T A   !	>			(	2	K	!		 	 	 	 F O T A   l e t  l t  s e 	 	 	 	 F O T A   d o w n l o a d e n 	 	 	 D e s c r c a r e   F O T A 	 	 	   F O T A 	 	 +	K		>	  !	>			(	2	K	!		 /'FDH/  F O T A 	 F O T A   '$F  DH	 F O T A         	 						  								 +
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  



	 F O T A     	 U k u l a n d a   i - F O T A 	 K h u p h e l a   i F O T A 	 U p a k u a j i   F O T A 	 F O T A - a f l a a i 	 A t s i s i ss t i   F O T A 	 F O T A   l e j u p i e l d e 	 F O T A   a l l a l a a d i m i n e 	 F O T A   vebe|vxt	 F O T A -   	 D e s c r c a r e   F O T A 	 F O T A   !
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 
 S T R _ I D _ D M U I _ N O T I F _ R E B O O T 	 D M U I 	 T I T L E 	 R e b o o t 	 R e b o o t 	 ͑_U	 ͑/T	 9JC+!H	 R e i n i c i a r 	 R e d  m a r r e r 	 N e u   s t a r t e n 	 5@5703@C7:0	 R i a v v i a 	 '9'/)  *4:JD	 R e i n i c i a r 	 Y e n i d e n   a    	 K h i   n g   l i 	 B o o t   u l a n g 	 R e b u t 	 0	@	,	B			 	 	 	  j r a i n d  t  s 	 	 	 	 H e r s t a r t e n 	 	 	 R e p o r n i r e 	 	 	 	 	 0	?	,	K			 1'G  'F/'2  E,//	 1(Hy	 	 						  				  				 0
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 
 S T R _ I D _ D M U I _ N O T I F _ R E B O O T _ P R O G R E S S 	 D M U I 	 P O P U P C O N F I R M 	 H a n d s e t   R e b o o t 	 H a n d s e t   r e b o o t 	 Kb_j͑_U	 Kb:g͑/T	 9J@#7H-C+!H	 R e i n i c i a r   t e l  f o n o 	 R e d  m a r r e r   l e   c o m b i n  	 H a n d a p p a r a t   n e u   s t a r t e n 	 5@5703@C7:0  B5;5D>=0	 R i a v v i a   v i v a v o c e 	 '9'/)  *4:JD  'D,H'D	 R e i n i c i a l i z a   o   d o   t e l e m  v e l 	 A h i z e   y e n i d e n   a  1l 1y o r   	 K h i   n g   l i   m  y 	 B o o t   u l a n g   h a n d s e t 	 R e b u t   t e l e f o n   b i m b i t 	   9	H		!	8	G		  0	@	,	B			 	 	 	 K  s z  l  k    j r a i n d  t  s a 	 	 	 	 T e l e f o o n h o o r n   h e r s t a r t e n 	 	 	 R e p o r n i r e   r e c e p t o r 	 	 	     	 	 9	H	#	M	!	8	G		  0	?	,	K			 1'G  'F/'2  E,//  H4	 F  3y  1(Hy	   	 										  						  				  				 9
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 
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 
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	     	 S e b e n z i s a   i k h e l i   l e - i m e y l i 	 S e b e n z i s a   i d i l e s i   y e - i m e y l e 	 T u m i a   a n w a n i   y a   b a r u a   p e p e 	 G e b r u i k   e - p o s 	 N a u d o t i   e l .   p a at o   a d r e s 	 L i e t o t   e - p a s t a   a d r e s i 	 K a s u t a t a v   e - p o s t i   a a d r e s s 	 Ucacxnel  gl.   x}k  pa}ev	   E m a i l   	 U t i l i z a r e   a d r e s   d e   e m a i l 	 
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	 .G2   ?#>  	*/K  0(M$A  	 P e r d o r   a d r e s e n   e   E m a i l i t 	 					  					  							  				 E l e k t r o n   p o  t    n v a n 1n d a n   i s t i f a d Y  e t 	 O(u0W@W	 U t i l i t z a   l  a d r e  a   d e   c o r r e u   e l e c t r  n i c 	 U t i l i s e r   l  a d r e s s e   d e   c o u r r i e l 	 N o t a   n e t f a n g 	 U t i l i z a r   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 >@8AB8  04@5A0  70  5- ?>HB0	 U s a r   e n d e r e  o   d e   e - m a i l 	 U p o t r e b i   e - m a i l   a d r e s u 	 S e b e d i s a   A t e r e s . y a   I m e i l e 	 G a m i t i n   a n g   E m a i l   a d d r e s s 	 U s e   E m a i l   a d d r e s s 	 Y i   a m f a n i   d a   a d i r e s h i n   E m a i l 	 L o   A d i r s i   i m e e l i 	 -;5:B@>=4K  ?>HB0  <5:5=609K=  ?0940;0=C	 E - p o s t a   e r a b i l i 	 G a m i t i n   a n g   E - m a i l 	 U s a r   c o r r e o   e l e c t r  n i c o 	   J i r i   e - m a i l   a d r e s 	  s  i d   r - p h o s t 
 
 S T R _ U S E _ E M A I L _ A D D R E S S _ L I S T _ C A P T I O N 	 S M S 	 T I T L E 	 C a p t i o n   o f   U s e   E m a i l   A d d r e s s   L i s t 	 E m a i l   a d d r e s s   l i s t 	 P[N0W@WnU	 5uP[N0W@WRh	 #2"2#5H-"9H-5@!%	 L i s t a   d e   c o r r e o s   e l e c t r  n i c o s 	 L i s t e   d e s   a d r e s s e s   E m a i l 	 E - M a i l a d r e s s l i s t e 	 !?8A>:  04@5A>2  M;.   ?>GBK	 E l e n c o   i n d i r i z z o   e - m a i l 	 B'&E)  'D9F'HJF  'D(1J/  'D'DC*1HFJ	 L i s t a   d e   e n d e r e  o s   d e   e - m a i l 	 E - p o s t a   a d r e s   l i s t e s i   	 D a n h   s  c h   a   c h   t h   i n   t 	 D a f t a r   a l a m a t   e m a i l 	 S e n a r a i   a l a m a t   e - m e l 	 	- .	G	2	    *	$	>	  8	B		@		 	 	 	 E - m a i l   c  m l i s t a 	 	 	 	 E - m a i l a d r e s l i j s t 	 	 	 L i s t   a d r e s e   d e   e m a i l 	 	 	     " 	 	 	.	G	2	  *	$	M	$	>	  8	B		@		 D3*  F4'F  'ED	 '  ED  ~*  A13*	     	 					  							  							     
.
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	   .F/?2M  !M08M  >,?$>	 !?8A>:  E m a i l 	 




  








  



	     	 U h l u   l w e k h e l i   l e - i m e y l i 	 U l u h l u   l w e d i l e s i   y e - i m e y l e 	 O r o d h a   y a   a n w a n i   y a   b a r u a   p e p e 	 L y s   m e t   e - p o s a d r e s s e 	 E l .   p a at o   a d r e s s  s r a aa s 	 e - p a s t a   a d r e au   s a r a k s t s 	 E - p o s t i   a a d r e s s i d e   l o e n d 	 7l.   x}k  pa}evek  avo	 E m a i l     	 L i s t   a d r e s e   d e   e m a i l 	 
.
F
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M

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8
  *

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
	 .G2   ?#>  $>2?>  	 L i s t a   e   a d r e s e s   s e   e m a i l i t 	 					  					  							 E l e k t r o n   p o  t    n v a n l a r 1n 1n   s i y a h 1s 1	 0W@WnU	 L l i s t a   d  a d r e c e s   d e   c o r r e u   e l e c t r  n i c 	 L i s t e   d e s   a d r e s s e s   d e   c o u r r i e l 	 N e t f a n g a l i s t i 	 L i s t a   d e   d i r e c c i o n e s   d e   c o r r e o   e l e c t r  n i c o 	 !?8A>:  70  04@5A8  70  5- ?>HB0	 L i s t a   d e   e n d e r e  o s   d e   e - m a i l 	 L i s t a   e - m a i l   a d r e s a 	 L e n a n e   l a   d i a t e r e s e   t s a   i m e i l e 	 L i s t a h a n   n g   E m a i l   a d d r e s s 	 E m a i l   a d d r e s s   l i s t 	 T s a r i n   a d i r e s h i   n a   E m a i l 	  k  j   a d i r s i   i m e e l i 	 -;5:B@>=4K  ?>HB0  <5:5=609K=K  BV7V<V	 E - p o s t e n   h e l b i d e - z e r r e n d a 	 L i s t a h a n   n g   E - m a i l   a d d r e s s 	 L i s t a   d e   c o r r e o   e l e c t r  n i c o 	 L i s t i   e - m a i l   a d r e s 	 L i o s t a   s e o l t a    r - p h o i s t 
 
 S T R _ N O _ E M A I L _ A D D R E S S _ N O T I F I C A T I O N 	 S M S 	 P O P U P 	 N o   E m a i l   A d d r e s s   N o t i f i c a t i o n 	 N o   E m a i l   a d d r e s s 	 !qP[N0W@W	 e5uP[N0W@W	 D!H!55H-"9H-5@!%	 N o   h a y   u n a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A u c u n e   a d r e s s e   E m a i l 	 K e i n e   E - M a i l a d r e s s e 	 5B  04@5A>2  M;.   ?>GBK	 N e s s u n   i n d i r i z z o   e - m a i l 	 D'  JH,/  9FH'F  'D(1J/  'D'DC*1HFJ	 S e m   e n d e r e  o s   d e   e - m a i l 	 E - p o s t a   a d r e s i   y o k   	 K h  n g   c    a   c h   h p   t h   i n   t 	 T i d a k   a d a   a l a m a t   e m a i l 	 T i a d a   a l a m a t   e - m e l 	 	K		  	- .	G	2	    *	$	>	  (	9	@			 	 	 	 N i n c s   e - m a i l   c  m 	 	 	 	 G e e n   e - m a i l a d r e s 	 	 	 N i c i o   a d r e s   d e   e m a i l 	 	 	     " 	 	   	.	G	2	  *	$	M	$	>	(	>	9	@		 F4'F  'ED  EH,H/  F3*	 H&  '  ED  ~*  F	     	 			  					  						  				 
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	   .F/?2M  !M08M  2G&A	 5<0T  04@5A8  E m a i l 	 


  




  






  


	     	 A l i k h o   i k h e l i   l e - i m e y l i 	 A k u k h o   d i l e s i   y e - i m e y l e 	 H a k u n a   a n w a n i   y a   b a r u a   p e p e 	 G e e n   e - p o s a d r e s   n i e 	 N r a   e l .   p a at o   a d r e s o 	 N a v   e - p a s t a   a d r e s e s 	 E - p o s t i   a a d r e s s   p u u d u b 	 7l.   x}k  pa}e  yoa	   E m a i l   	 N i c i o   a d r e s   d e   e m a i l 	 
.
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
  
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	 L#8?  .G2   ?#>  (>9?	 N u k   k a   a d r e s e   e m a i l i 	 					  					  				 E l e k t r o n   p o  t    n v a n 1  m  v c u d   d e y i l 	 !q0W@W	 N o   h i   h a   c a p   a d r e  a   d e   c o r r e u   e l e c t r  n i c 	 P a s   d  a d r e s s e   d e   c o u r r i e l 	 E k k e r t   n e t f a n g 	 N i n g u n a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 5<0  04@5A0  70  5- ?>HB0	 N e n h u m   e n d e r e  o   d e   e - m a i l 	 N e m a   e - m a i l   a d r e s e 	 H a   h o   A t e r e s e   y a   I m e i l e 	 W a l a n g   E m a i l   a d d r e s s 	 N o   E m a i l   a d d r e s s 	 B a b u   A d i r e s h i   n a   E m a i l 	 K    s    a d i r s i   i m e e l i   k a n k a n 	 -;5:B@>=4K  ?>HB0  <5:5=609K  6>	 E - p o s t a   h e l b i d e r i k   e z 	 W a l a n g   E - m a i l   a d d r e s s 	 N i n g u n h a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 O n w e g h i   e m a i l   a d r e s 	 N  l   s e o l a d h   r - p h o i s t   a n n 
 
 W G U I _ C A T E G O R Y _ P U N J A B I _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P U 	 P A 	 'D(F,'(J)  P A 	 P A 	 P A 	 T I N G   P U N J A B I 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 K  	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 P A 	 	 	 	 	 	 	 	 P A 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 	 *M>,@  ->7>  8GM  0G  $M0A?  	 G a b i m   n e   r e g j i s t r i m i n   e   g j u h e s   P u n j a b i 	 							  			  				  							 P e n c a b   d i l i n i n   q u r a _d 1r 1l m a s 1n d a   s Yh v   v a r   	 -[ennf Bf|vu/	 E r r o r   a l   p a q u e t   d e   l  i d i o m a   P u n j a b i 	 E r r e u r   d a n s   l a   l a n g u e   P u n j a b i 	 V i l l a   v i    v a l      P u n j a b i 	 E r r o r   a l   e s t a b l e c e r   I d i o m a   e n   P u n j a b  	 @5H:0  2>  ?>AB02C20Z5  ?C=X018  X078:  	 E r r o   e m   d e f i n i r   i d i o m a   P u n j a b i 	 G r e ak a   u   p o d e aa v a n j u   j e z i k a   P a n d ~a b i 	 P h o s o   l e l e m e n g   l e   s e t i l w e n g   l a   S e P u n j a b i 	 E r r o r   s a   s e t   n g   P u n j a b i   n a   w i k a 	 E r r o r   i n   s e t t i n g   P u n j a b i   l a n g u a g e 	 K u s k u r i   a   d a i d a i t a   h a r c e   P u n j a b i 	  c ce   n i n u    t     d    P u n j a b i 	 0=46018  BV;V=  >@=0BC40K  0B5	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ P U N J A B I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   P u n j a b i 	 P u n j a b i 	 ennf	 ennf	 !1%4A  125	 P u n y a b    m u l t i t a p 	 M u l t i t a p   P u n j a b i 	 M u l t i t a p - P u n j a b i 	 M u l t i t a p   P u n j a b i 	 P u n j a b i 	 'D(F,'(J)	 M u l t i t a p   P u n j a b i 	  o k l u   D  m e   P u n j a b i 	 n   n h i u   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 P u n j a b i   B e r b i l a n g   K e t i k 	 .	2	M		@		H	*	  *			>	,	@		 M u l t i t a p   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 T r a d y c y j n e   w p i s y w a n i e   -   P u n j a b i 	 P a n d z s  b i 	 M u l t i t a p   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 V i ae s t r u k i   u n o s   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 M u l t i t a p   P u n j a b i 	     P u n j a b i 	 '   M u l t i t a p 	 =>3>C40@=>  2J2. %8=48	 .	2	M		@		E	*	  *			>	,	@		 ~F,'(  F/61(G	 EDy  ~D  ~F,'(	   	 											  									 .
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	   	 I - M u l t i t a p   P u n j a b i 	 U m n o m b o   o m n i n z i   w e -   P u n j a b i 	 M u l t i t a p   P u n j a b i 	 P a n d j a b s 	 M u l t i t a p   p e n d ~a b s  k . 	 M u l t i t a p   P u n j a b i 	 M u l t i t a p   p a n d ~a b i 	 ?ovaok  pzxtx~  Sev{abk	   	 M u l t i t a s t   P u n j a b i 	 .
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	 ->7>  8GM  $G2AA  	 G j u h a   u   r e g j i s t r u a   n e   T e l u g u 	 								  				  			  				 T e l u q u   d i l i n i   q u r a _d 1r 	 -[ plvV	 P a q u e t   d ' i d i o m a   T e l u g u 	 L a n g u e   d  f i n i e   T e l u g u 	 T e l u g u   v a l i    s e m   t u n g u m  l 	 E s t a b l e c e r   I d i o m a   e n   T e l u g  	 >AB02C20Z5  B5;C3C  X078:  	 D e f i n i r   i d i o m a   T e l u g u 	 J e z i k   p o d e ae n   T e l u g u 	 L e l e m e   l e   s e t i l w e   k a   S e T e l u g u 	 S e t   n g   w i k a   T e l u g u 	 L a n g u a g e   s e t   T e l u g u 	 A n   d a i d a i t a   a   h a r c e   T e l u g u 	 T i   c t     d    s    T e l u g u 	 "5;C3C  BV;V=  >@=0BC	 	 	 	 	 
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 S S C _ S T R _ E R R _ S E T _ T E L U G U 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   T e l u g u . 	 E r r o r   i n   s e t   T e l u g u   l a n g u a g e 	 -[ pT e l u g u Bf|vu/	 [ :N  T e l u g u Su	 4%2C2#1IH2@G 2)2@%99	 E r r o r   a l   c o n f i g u r a r   i d i o m a   T e l e g u   	 E r r e u r   d a n s   l a   m i s e   e n   p l a c e   d e   l a   l a n g u e   T e l u g u 	 F e h l e r   b e i m   e i n g e s t e l l t e n   T e l u g u 	 H81:0  ?@8  CAB0=>2:5  O7.   B5;C3C	 E r r o r e   d u r a n t e   l ' i m p o s t a z i o n e   d e l l a   l i n g u a   T e l u g u 	 .7#  AJ  6(7  ('DD:)  'D*JD,H	 E r r o   a   d e f i n i r   T e l u g u 	 T e l u g i   d i l i   a y a r 1n d a   h a t a 	 t   n g  n   n g   t h  n h   t i n g   T e l u g u   l i 	 S a l a h   p e n g a t u r a n   b a h a s a   T e l u g u 	 R a l a t   d a l a m   b a h a s a   T e l u g u   y a n g   d i s e t k a n 	 (	?	/	$	  -	>	7	>	  $	G	2		B	  .	G		  $	M	0	A		?		 F e j l   i   I n d s t i l   T e l u g u   S p r o g 	 C h y b a   p Yi   n a s t a v e n    n a   T e l u g u 	 B Bd   w   u s t a w i a n i u   j z y k a   T e l u g u 	 H i b a   a   T e l u g u   n y e l v r e   v a l     t  l l  t  s   s o r  n 	 E r r o r   i n   S e t   T e l u g u   L a n g u a g e 	 F e i l   v e d   v a l g   a v   T e l u g u 	 C h y b a   p r i   n a s t a v e n    j a z y k a   T e l u g u 	 F o u t   i n   T e l u g u 	 F e l   i   i n s t  l l n i n g a r n a   f  r   T e l u g u 	 P o g r e ak a   u   p o d e aa v a n j u   T e l u g u   j e z i k a 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   t e l u g u 	 N a p a k a   v   N a s t a v i   T e l u g u   J e z i k 	 E r r o r   i n   S e t   T e l u g u   L a n g u a g e   	       	 E r r o r   i n   S e t   T e l u g u   L a n g u a g e 	 $	G	2	A		A	  -	>	7	>	  8	G		  	0	>	  .	'	M	/	  	B			 .7'  /1  *F8E  2('F  *DHH	 *DH  2('F  3y  1F  E  :D7	       	 						  				  			  				  							 8
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	         	 I p h u t h a   o l i m i n i   l w e - T e l u g u   o l u s e t h i w e 	 I m p a z a m o   e k u s e t e n i   u l w i m i   l e T e l u g u 	 H i t i l a f u   k a t i k a   l u g h a   y a   T e l u g u   i l i o w e k w a 	 F o u t   m e t   i n g e s t e l d e   T e l u g u - t a a l 	 T e l u g s  k .   n u s t a t y m o   k l a i d a 	 K <kd a   t e l u g u   v a l o d a s   i e s t a t +aa n 	 T  r g e   t e l u g u   k e e l e   s e a d m i s e l 	 Oelxcx  lef~k  vwavaotav  }mal	       	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   t e l u g u 	 $
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	 ,(M&  0(M$A  	 N d a l 	 					 D a y a n 	 \Pbk	 A t u r a 	 A r r  t 	 S t   v a 	 D e t e n e r 	 @5:8=8	 P a r a r 	 Z a u s t a v i 	 E m i s a 	 I h i n t o 	 S t o p 	 D a k a t a 	 D  r  	 ">B0	 G e l d i t u 	 T i g i l 	 D e t e r 	 K w s 	 S t a d 
 
 S T R _ I D _ P H N S E T _ W P _ A V A T A R 	 S e t t i n g 	 I C O N T E X T 	 3 D   A v a t a r 	 3 D   A v a t a r 	 3 D [dN	 3 D ZbN	 3 D   A v a t a r 	 A v a t a r   3 D 	 A v a t a r   3 D 	 3 D - A v a t a r 	 3 D - 020B0@	 I m m a g i n e   p e r s o n a l e   3 D 	 3 D E2JA	 A v a t a r   3 D 	 3   B o y u t l u   A v a t a r   	 3 D   n g i   g i   n h 	 A v a t a r   3 D 	 A v a t a r   3 D 	 3 D   	5	$	>	0		 	 	 	 3 D   A v a t a r 	 	 	 	 3 D - a v a t a r a 	 	 	 A v a t a r   3 D 	 	 	   3 D 	 	 3 !	@	  	5	M	9	$	>	0		 3 D   A v a t a r 	 3 D 'H*'1	 3 D   	 			  						 3 !
@
  
5
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0
	 3 !?  5$>0M	 3 D   020B0@	 3 D   




	 3   	 I - 3 D   A v a t a r 	 I - 3 D   a v a t a r 	 U h u i s h a j i   w a   3 D 	 3 D - s k y n b e e l d 	 T r i m a t i s   a v a t a r a s 	 3 D   A v a t a r 	 3 D   A v a t a r 	 3 D   A v a t a r 	   	 A v a t a r   3 D 	 3 D   
5
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>
0
M

 	 3 D   ,$>0	 3 D   A v a t a r 	 3 D   						 	 	 	 	 	 	 	   A v a t a r   3 D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ S S _ A V A T A R 	 S e t t i n g 	 I C O N T E X T 	 3 D   A v a t a r 	 3 D   A v a t a r 	 3 D [dN	 3 D ZbN	 3 D   A v a t a r 	 A v a t a r   3 D 	 A v a t a r   3 D 	 3 D - A v a t a r 	 3 D - 020B0@	 I m m a g i n e   p e r s o n a l e   3 D 	 3 D E2JA	 A v a t a r   3 D 	 3   B o y u t l u   A v a t a r   	 3 D   n g i   g i   n h 	 A v a t a r   3 D 	 A v a t a r   3 D 	 3 D   	5	$	>	0		 	 	 	 3 D   A v a t a r 	 	 	 	 3 D - a v a t a r a 	 	 	 A v a t a r   3 D 	 	 	   3 D 	 	 3 !	@	  	5	M	9	$	>	0		 3 D   A v a t a r 	 3 D 'H*'1	 3 D   	 			  						 3 !
@
  
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0
	 3 !?  5$>0M	 3 D   020B0@	 3 D   




	 3   	 I - 3 D   A v a t a r 	 I - 3 D   a v a t a r 	 U h u i s h a j i   w a   3 D 	 3 D - s k y n b e e l d 	 T r i m a t i s   a v a t a r a s 	 3 D   A v a t a r 	 3 D   A v a t a r 	 3 D   A v a t a r 	   	 A v a t a r   3 D 	 3 D   
5
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0
M

 	 3 D   ,$>0	 3 D   A v a t a r 	 3 D   						 	 	 	 	 	 	 	   A v a t a r   3 D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ O N _ O F F _ A V A T A R 	 S e t t i n g 	 I C O N T E X T 	 3 D   A v a t a r 	 3 D   A v a t a r 	 3 D [dN	 3 D ZbN	 3 D   A v a t a r 	 A v a t a r   3 D 	 A v a t a r   3 D 	 3 D - A v a t a r 	 3 D - 020B0@	 I m m a g i n e   p e r s o n a l e   3 D 	 3 D E2JA	 A v a t a r   3 D 	 3   B o y u t l u   A v a t a r   	 3 D   n g i   g i   n h 	 A v a t a r   3 D 	 A v a t a r   3 D 	 3 D   	5	$	>	0		 	 	 	 3 D   A v a t a r 	 	 	 	 3 D - a v a t a r a 	 	 	 A v a t a r   3 D 	 	 	   3 D 	 	 3 !	@	  	5	M	9	$	>	0		 3 D   A v a t a r 	 3 D 'H*'1	 3 D   	 			  						 3 !
@
  
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0
	 3 !?  5$>0M	 3 D   020B0@	 3 D   




	 3   	 I - 3 D   A v a t a r 	 I - 3 D   a v a t a r 	 U h u i s h a j i   w a   3 D 	 3 D - s k y n b e e l d 	 T r i m a t i s   a v a t a r a s 	 3 D   A v a t a r 	 3 D   A v a t a r 	 3 D   A v a t a r 	   	 A v a t a r   3 D 	 3 D   
5
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M

 	 3 D   ,$>0	 3 D   A v a t a r 	 3 D   						 	 	 	 	 	 	 	   A v a t a r   3 D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ U R D U _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 C a t e g o r y   s c r e e n s   s t r i n g 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 U R 	 	 	 	 	 	 	 	 U R 	 	 	 	 	 	 	 	 U R   	 U R 	 U R 	 U r 	 U R 
 
 W G U I _ C A T E G O R Y _ A R A B I C _ N U M E R I C _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 H i n t   m e s s a g e   f o r   A r a b i c   N u m e r i c 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R   1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3   	 A R   1 2 3 	 A R 1 2 3 	 A R 1 2 3 	   A R 1 2 3 	 	 	 	 A R 1 2 3 	 	 	 	 A R 1 2 3 	 	 	 A R 1 2 3 	 	 	 A R 1 2 3 	 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 				 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R   1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 I - A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 A R 1 2 3 	 	 	 	 	 	 	 	 A R 1 2 3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ A R A B I C _ N U M E R I C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   A r a b i c   N u m e r i c   i n   s e t t i n g 	 A r a b i c   n u m e r i c 	 ?b/OxeW[8eQl	 ?b/OpeW[eQl	 1'@%-2#4	 N  m e r o   a r  b i g o 	 A r a b e   n u m  r i q u e 	 A r a b i s c h e   Z a h l 	 @01A:85  F8D@K	 N u m e r o   a r a b o 	 1BEJ  91(J	 N u m e r a   o    r a b e 	 A r a p  a   r a k a m   	 P h n g   t h c   n h p   c h   s   A   r p 	 A n g k a   A r a b 	 N o m b o r   a r a b 	 	0	,	@	  				 	 	 	 A r a b   s z  m o s 	 	 	 	 A r a b i s c h   n u m e r i e k 	 	 	 C i f r e   a r a b e 	 	 	   	 	 	0	>	,	?		  (	M	/	B	.	G	0	?			 91(  9//	 91(  9//	   	 				  							 
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  







	   	 I - A r a b i c   n u m e r i c 	 A m a n a n i   a s e - A r a b h u 	 N a m b a r i   z a   k i a r a b u 	 A r a b i e s - n u m e r i e s 	 A r a b i ak i   s k a i t m e n y s 	 A r b u   c i p a r i 	 A r a a b i a   n u m b r i d 	 1abaoav  i~avkw	   	 C i f r e   a r a b e 	 
1
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	 0,@_  8M_>(AM0.?  	 N u m e r i k   A r a b i s h t 	 				  							 	 	 	 	 	 	 	 A r a b i c   n u m  r i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D M U I _ I N F O _ I N V A L I D _ S E R V E R _ A D D R E S S 	 D M U I 	 P O P U P 	 D M   I n f o   i n v a l i d   U R L 	 I n v a l i d   s e r v e r   a d d r e s s 	 !qHev:O
ghV0W@W	 eHev
gRhV0W@W	 5H-"9H@4#L@'-#LD!H9I-	 D i r e c c i  n   d e   s e r v i d o r   i n v  l i d a 	 A d r e s s e   d u   s e r v e u r   i n v a l i d e 	 U n g  l t i g e   S e r v e r a d r e s s e 	 525@=K9  04@5A  A5@25@0	 I n d i r i z z o   s e r v e r   n o n   v a l i d o 	 9FH'F  'DE9/'*  'D./E)  :J1  5'D-	 E n d e r e  o   d o   s e r v i d o r   i n v  l i d o 	 G e  e r s i z   s u n u c u   a d r e s i   	 a   c h   m  y   p h c   v   l i 	 A l a m a t   s e r v e r   t i d a k   v a l i d 	 A l a m a t   p e l a y a n   t a k   s a h 	 	.	>	(	M	/	  8	0	M	5	0	    *	$	>		 	 	 	  r v  n y t e l e n   k i s z o l g  l  c  m 	 	 	 	 O n g e l d i g   s e r v e r a d r e s 	 	 	 A d r e s   d e   s e r v e r   n e v a l i d 	 	 	       	 	 	5	H	'	  8	0	M	5	M	9	0	  *	$	M	$	>		 F4'F  31H1  E9*(1  F3*	 :D7  31H1  ~*	     	 				  							  							 
5
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	 F2M2(?  80M50M  !M08M	 52V@=0  04@5A0  A5@25@0	 





  




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	     	 I k h e l i   l e s e v a   e l i n g e n a m t h e t h o 	 I d i l e s i   y e s e v a   e n g a s e b e n z i y o 	 A n w a n i   b a t i l i   y a   s e v a 	 O n g e l d i g e   b e d i e n e r a d r e s 	 N e g a l i o j a n t i s   s e r v e r i o   a d r e s a s 	 N e d e r +g a   s e r v e r a   a d r e s e 	 V i g a n e   s e r v e r i a a d r e s s 	 Me~ek  av~a~e  pa}e	     	 A d r e s   d e   s e r v e r   n e v a l i d 	 8
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 
 S T R _ I D _ U C M _ C A L L I N G 	 U C M 	 C 0 1 7 _ 1 	 D i a l i n g   o u t g o i n g   c a l l 	 C a l l i n g 	 d_-N	 ck(W|TS	 3%1B#	 L l a m a n d o 	 A p p e l 	 A n r u f 	 >72>=	 I n   c h i a m a t a 	 ,'1M  'D'*5'D	 A   c h a m a r 	 A r 1y o r 	 a n g   q u a y   s 	 M e n g h u b u n g i 	 M e m a n g g i l 	 	I	2	    	0	  0	9	>	  9	H		 	 	 	 H  v  s 	 	 	 	 B e z i g   m e t   g e s p r e k   t o t   s t a n d   t e   b r e n g e n 	 	 	 A p e l    n   c u r s 	 	 	 	 	 	 /1  -'D  *E'3	 	 	 						 
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 
 S T R _ I D _ U C M _ V O I P _ C A L L I N G 	 U C M 	 C 0 1 7 _ 1 	 D i a l i n g   o u t g o i n g   V o I P   c a l l 	 V o I P   c a l l i n g 	 }qd_-N	 ck(WQ~5u݋|TS	 3%1B#I'"  V o I P 	 L l a m a n d o   V o I P 	 A p p e l   V o I P 	 V o I P - A n r u f 	 K7>2  V o I P 	 C h i a m a t a   V o I P 	 ,'1M  'D'*5'D  'D4(C)	 C h a m a d a   V o I P 	 V o I P   a r 1y o r   	 a n g   g i   i n   t h o i   q u a   m n g 	 V o I P   m e n g h u b u n g i 	 V o I P   m e m a n g g i l 	 V o I P   	I	2	?				 	 	 	 V o I P   h  v  s 	 	 	 	 V o I P   o p r o e p e n 	 	 	 A p e l   V o I P    n   c u r s 	 	 	     V o I P 	 	 	 /1  -'D  *E'3  '2  71B  V o I P 	 	 V o I P   	 							  		  	 V o I P   
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 
 S T R _ I D _ U C M _ R E J E C T 	 U C M 	 R S K 	 A c t i o n   t o   r e j e c t   t h e   c a l l 	 R e j e c t 	 bc	 bc	 4@*	 R e c h a z a r 	 R e f u s e r 	 A b l e h n e n 	 B:;>=8BL	 R i f i u t a 	 1A6	 R e j e i t a r 	 R e d d e t   	 T   c h i 	 T o l a k 	 T o l a k 	 	8	M	5	@		>	0	  	0	G			 	 	 	 E l u t a s  t  s 	 	 	 	 V e r w e r p e n 	 	 	 R e s p i n g e r e 	 	 	 	 	 	 1/  1/F	 	 	 							  					 
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 
 S T R _ I D _ U C M _ A N S W E R 	 U C M 	 T I T L E ,   L S K ,   I C O N T E X T ,   C 0 1 7 _ 2 	 A c t i o n   t o   a n s w e r   t h e   c a l l 	 A n s w e r 	 c}	 c,T	 #1*2"	 C o n t e s t a r 	 R  p o n d r e 	 A n t w o r t e n 	 B25B	 R i s p o n d i 	 H5D	 A t e n d e r 	 C e v a p l a   	 T r   l i 	 J a w a b 	 J a w a b 	 		$	M	$	0	  &	G			 	 	 	 V  l a s z 	 	 	 	 B e a n t w o o r d e n 	 	 	 R s p u n s 	 	 	 	 	 	 ~'3.  /'/F	 	 	 					  				 
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	 	 P h e n d u l a 	 P h e n d u l a 	 J i b u 	 A n t w o o r d 	 A t s a k y t i 	 A t b i l d t 	 V a s t a 	 Jaa}mavel	 	 R s p u n d e ci 	 .
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 
 S T R _ I D _ U C M _ D E F L E C T 	 U C M 	 T I T L E ,   I C O N T E X T ,   P O P U P 	 A c t i o n   t o   d e f l e c t   t h e   c a l l 	 D e f l e c t 	 Ic	 lc	 @%5H@*I2*2"	 D e s v i a r 	 D  v i e r 	 U m l e i t e n 	 B:;>=5=85	 D e v i a 	 '9'/)	 D e s v i a r 	 Y  n l e n d i r   	 C h u y n   n h n   	 A l i h k a n 	 T a n g g u h k a n 	 5	?		2	?	$	  	0	G			 	 	 	 H  r  t  s 	 	 	 	 A f b u i g e n 	 	 	 R e d i r e c ci o n a r e 	 	 	 	 	 	 1/  C1/F	 	 	 				  			  					 .
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	   	 P h a m b u k i s a 	 S i l e l a 	 Z u i a 	 S k r a m   w e g 	 N u k r e i p t i 	 N o r a i d +t 	 K  r v a l e k a l l e 	 Neapa}ea~xel	   	 D e v i e r e 	 $

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	 ,($	 P a r a n d a l o 	 								  				 S Ym t i n i   d Yy i _	 Ic	 D e s v i a 	 D  v i e r 	 B r e y t a   s t e f n u 	 D e s v i a r 	 !:@H=C20	 D e s v i a r 	 O d v r a t i 	 F a p o s a 	 I l i h i s 	 D e f l e c t 	 S a k e   i s k a 	 Y    s g b 	 CKBC	 S a i h e s t u 	 I - d e f l e c t 	 D e s v i a r 	 G b a n w e e 	 S r a o n 
 
 S T R _ I D _ U C M _ C A L L _ B A C K G R O U N D _ S O U N D 	 U C M 	 I C O N T E X T 	 b a c k g r o u n d   s o u n d   d u r i n g   i n - c a l l   m e n u   i t e m   s t r i n g 	 C a l l   b a c k g r o u n d   s o u n d 	 q̀of	 ݋̀of	 @*5"B#@7I-+%1	 I n v o c a r   s o n i d o   d e   f o n d o 	 S o n   d  a r r i  r e   p l a n   d  a p p e l 	 H i n t e r g r u n d s o u n d   A n r u f 	 $>=>2K9  72C:  4;O  2K7>20	 A u d i o   c h i a m a t a   i n   b a c k g r o u n d 	 5H*  'DEC'DE)  'D.DAJ)	 C h a m a d a   s o m   a m b i e n t e 	 A r a m a   a r k a   p l a n 1  s e s i   	  m   t h a n h   n n   k h i    m   t h o i 	 S u a r a   l a t a r   p a n g g i l a n 	 B u n y i   l a t a r   b e l a k a n g   p a n g g i l a n 	 	I	2	  *	C	7	M	 	-	B	.	?	  '	M	5	(	?		 	 	 	 H  v  s   h  t t  r h a n g j a 	 	 	 	 A c h t e r g r o n d g e l u i d   o p r o e p e n 	 	 	 T o n   a p e l a r e    n   f u n d a l 	 	 	     	 	 	 5/'  2EFG  *E'3	 	     	 									  					  						 
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	     	 F o n e l a   u m s i n d o   o k w i s i n d l a l e l o 	 I s a n d i   s a s e m v a   s e f o w n i 	 S a u t i   y a   u s u l i   y a   s i m u 	 O p r o e p   s e   a g t e r g r o n d k l a n k 	 F o n i n i s   s k a m b u 
i o   g a r s a s 	 I z s a u k t   f o n a   s k a Fu 	 K  n e   t a u s t a h e l i 	 ?avyk  qauvaukv  xv	     	 S u n e t   a p e l    n   f u n d a l 	 
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 
 S T R _ I D _ U C M _ H A N D _ H E L D 	 U C M 	 R S K ,   C 0 1 7 _ 2 	 h a n d - h e l d   s t a t e   o f   t h e   c a l l 	 H - H e l d 	 Kbc	 ck8^	 !7-7-	 A p a r a t o   e n   m a n o 	 P o s i t i o n   H 	 H - G e h a l t e n 	 @. A2O7L	 A   m a n o 	 9'/J	 M  o s   l i v r e s   d e s l i g a d o 	 E l   i l e   	 B  n h   t h n g 	 H - H e l d 	 D i p e g a n g - T 	 H - 9	H	2	M	!		 	 	 	 K  z i b e s z . 	 	 	 	 H - i n   d e   w a c h t 	 	 	 C u   m  i n i 	 	 	   	 	 	 ('  *DAF	 	 - 	 				  				 
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n o 	 Y a   l e t s o h o 	 H - H e l d 	 H - H e l d 	 H - Y a n a   r i k e 	 H - H e l d 	 H - AB0C	 	 	 	 	 
 
 S T R _ I D _ U C M _ H A N D _ F R E E 	 U C M 	 R S K ,   C 0 1 7 _ 2 	 h a n d - f r e e   s t a t e   o f   t h e   c a l l 	 H - F r e e 	 MQc	 MQc	 A.L#5	 M a n o s   l i b r e s 	 M a i n s   l i b r e s 	 H - F r e i 	 @. A2O7L	 V i v a v o c e 	 EC1AHF	 M  o s   l i v r e s 	 E l l e r   s e r b e s t   	 R n h   t a y 	 H - F r e e 	 B e b a s - T 	 H - +	M	0	@		 	 	 	 K i h a n g . 	 	 	 	 H - v r i j 	 	 	 F r   m  i n i 	 	 	 	 	 	 ('  GF/2A1	 	 - 	 			  					 
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	   	 I - H - F r e e 	 I - H - z i m e l e 	 H - F r e e 	 H a n d e v r y 	 L a i s v .   r a n k s  /r a n g a 	 B r +v r o k u 	 K  e d - v a b a d 	 2aqamx}h  tka~an	     	 M  i n i   l i b e r e 	 H - +
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	 H - .AM$  	 H - L i r e 	 							 					 l s i z   	 MQc	 M a n s   l l i u r e s 	 M a i n s   l i b r e s 	 H a n d f r j  l s t 	 M a n o s   l i b r e s 	 57  @0F5	 V i v a   v o z 	 S l o b o d n e   r u k e 	 E s e   y a   l e t s o h o 	 H - F r e e 	 H - F r e e 	 H - K a u t a 	 H - F r e e 	 H - 1>A	 	 	 	 	 
 
 S T R _ I D _ U C M _ V O I P _ A C T I V E 	 U C M 	 T I T L E ,   C 0 1 7 _ 1 	 A c t i v e   V o I P   c a l l 	 V o I P   a c t i v e 	 vMR}q	 vMRQ~݋	 V o I P   C
I2DI	 V o I P   a c t i v o 	 V o I P   a c t i v e 	 V o I P   a k t i v 	 V o I P   2:;NG5=	 V o I P   a t t i v o 	 EC'DE)  'D4(C)  'D-'DJ)	 V o I P   a c t i v a 	 V o I P   e t k i n   	  m   t h o i   q u a   m n g   h i n   t i 	 V o I P   a k t i f 	 V o I P   a k t i f 	 V o I P   8		M	0	?	/		 	 	 	 A k t  v   V o I P 	 	 	 	 V o I P   a c t i e f 	 	 	 A p e l   V o I P   a c t i v 	 	 	 V o I P   	 	 	 V o I P   A9'D  '3*	 	 V o I P     	 V o I P   							 V o I P   
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	 V o I P   	 I - V o I P   i y a s e b e n z a 	 I V o l P   i y a s e b e n z a 	 V o I P   i n a t u m i k a 	 V o I P   a k t i e f 	 V o I P   s u a k t y v i n t a 	 V o I P   a k t +v s 	 V o I P   a k t i i v n e 	 V o I P - h  aok~  g	 V o I P   	 A p e l   V o I P   a c t i v 	 V o I P   8

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
	 V o I P   8M0?_  	 V o I P   a k t i v e 	 V o I P   							 V o 0P   a k t i v   h a l d a 	 _URV o I P 	 V o I P   a c t i u 	 V o I P   a c t i f 	 V o I P - s  m t a l   v i r k t 	 V o I P   a c t i v o 	 V o I P   0:B825=	 V o I P   a t i v o 	 V o I P   a k t i v a n 	 V o I P   e   a   s e b e t s a 	 A k t i b o   a n g   V o I P 	 V o I P   a c t i v e 	 V o I P   y a n a   a i k i 	 V o I P   n ci c	 5;A5=4V    	 	 	 	 	 
 
 S T R _ I D _ U C M _ V O I P _ H O L D 	 U C M 	 T I T L E ,   C 0 1 7 _ 1 	 H e l d   V o I P   c a l l 	 V o I P   h e l d 	 OYu}q	 OYuQ~݋	 1*2"  V o I P 	 V o I P   e n   e s p e r a 	 V o I P   e n   a t t e n t e 	 V o I P   g e h a l t e n 	 V o I P   C45@68205BAO	 V o I P   t r a t t e n u t o 	 *-A8'*  'DEC'DE)  'D4(C)	 V o I P   r e t i d a 	 V o I P   b e k l e m e d e 	 G i   t r n g   t h  i    m   t h o i   q u a   m n g 	 V o I P   d i t a h a n 	 V o I P   d i t u n d a 	 V o I P   9	H	2	M	!		 	 	 	 T a r t o t t   V o I P 	 	 	 	 V o I P   i n   d e   w a c h t 	 	 	 A p e l   V o I P    n   a _t e p t a r e 	 	 	 V o I P   	 	 	 *E'3  V o I P   /1  'F*8'1	 	 V o I P     	 V o I P   				 V o I P   0
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	 	 #B@8<0==O  V o I P 	 V o I P   



  





	 V o I P   	 I - V o I P   i b a n j i w e 	 I V o l P   y a b a n j w a 	 V o I P   i n a s u b u r i 	 V o I P   o n d e r b r e e k 	 V o I P   s u l a i k y t a s 	 V o I P   a i z t u r t s 	 V o I P   o o t e l 	 V o I P - h  zap~an  g	 V o I P     	 A p e l   V o I P    n   a _t e p t a r e 	 V o I P   9
F
2
M

 !
M
	 V o I P   '>0?$  	 V o I P   n e   p r i t j e 	 V o I P   						 V o 0P   g  z l Ym Y  h a l 1n d a 	 KbcV o I P 	 V o I P   r e t i n g u t 	 V o I P   e n   a t t e n t e 	 V o I P - s  m t a l      b i  	 V o I P   r e t e n i d o 	 V o I P   70D0B5=	 V o I P   r e t i d a 	 V o I P   z a d r ~a n 	 V o I P   e   t s h w a r i s i t s w e 	 H a w a k   n g   V o I P   	 V o I P   h e l d 	 V o I P   y a n a   r i k e 	 M    V o I P   d  r  	   AB0C  	 	 	 	 	 
 
 S T R _ I D _ U C M _ V O I C E _ A C T I V E 	 U C M 	 T I T L E ,   C 0 1 7 _ 1 	 A c t i v e   v o i c e   c a l l 	 V o i c e   a c t i v e 	 vMRq	 vMR݋	 C
I*2"*2DI	 V o z   a c t i v a 	 V o i x   a c t i v e 	 V o i c e   a k t i v 	 >;>A  2:;NG5=	 V o c e   a t t i v a 	 EC'DE)  'D5H*J)  'D-'DJ)	 C h a m .   v o z   a c t i v a 	 S e s   e t k i n   	  m   t h o i   n g    m   h i n   t i 	 S u a r a   a k t i f 	 S u a r a   a k t i f 	 5	I	/	8	  8		M	0	?	/		 	 	 	 A k t  v   h a n g 	 	 	 	 S t e m   a c t i e f 	 	 	 A p e l   v o c a l   a c t i v 	 	 	   	 	 	 *E'3  5H*  A9'D  '3*	 	     	 					  							 
5
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	 	 >;>A>289  72' O7>:  0:B82=89	 



  





  	   	 I z w i   e l i s e b e n z a y o 	 I l i z w i   l i y a s e b e n z a 	 S a u t i   i n a t u m i k a 	 S t e m   a k t i e f 	 S u a k t y v i n t a s   b a l s a s 	 B a l s s   a k t +v a 	 H   l k  n e   a k t i i v n e 	 Aauvaukvh  aok~  g	 V o i c e   	 A p e l   v o c a l   a c t i v 	 5
K
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8
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  8

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5

	 8M50  8M0?_  	 V o I P   a k t i v e 	 					  							 S Ys   a k t i v   h a l d a 	 _URq	 V e u   a c t i v a 	 V o i x   a c t i v e 	 R a d d s  m t a l   v i r k t 	 V o z   a c t i v a 	 ;0A>2=>  18@0Z5  0:B82=>	 V o z   a t i v a 	 G l a s   a k t i v a n 	 L e n t s w e   l e   a   s e b e t s a 	 A k t i b o   a n g   B o s e s 	 V o i c e   a c t i v e 	 M u r y a   y a n a   a i k i 	 O h  n   n ci c	 5;A5=4V  40CKA	 	 	 	 	 
 
 S T R _ I D _ U C M _ V O I C E _ H O L D 	 U C M 	 T I T L E ,   C 0 1 7 _ 1 	 H e l d   v o i c e   c a l l 	 V o i c e   h e l d 	 OYuq	 OYu݋	 1*2"*2	 V o z   e n   e s p e r a 	 V o i x   e n   a t t e n t e 	 V o i c e   g e h a l t e n 	 >;>A  C45@68205BAO	 V o c e   t r a t t e n u t a 	 *-A8'*  'DEC'DE)  'D5H*J)	 C h a m .   v o z   r e t i d a 	 S e s   b e k l e m e d e 	 G i    m   t h o i   n g    m 	 S u a r a   d i t a h a n 	 S u a r a   d i t u n d a 	 5	I	/	8	  9	H	2	M	!		 	 	 	 T a r t o t t   h a n g 	 	 	 	 S t e m   i n   d e   w a c h t 	 	 	 A p e l   v o c a l    n   a _t e p t a r e 	 	 	   	 	 	 *E'3  5H*  /1  'F*8'1	 	     	 					  				 
5
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	 	 >;>A>289  72' O7>:  =0  CB@8<0==V	 



  



  





	   	 I z w i   e l i b a n j i w e 	 I l i z w i   y a b a n j w a 	 S a u t i   i n a s u b i r i 	 S t e m   o n d e r b r e e k 	 B a l s a s   s u l a i k y t a s 	 B a l s s   a i z t u r t a 	 H   l k  n e   o o t e l 	 Aauvaukvh  zap~an  g	 V o i c e     	 A p e l   v o c a l    n   a _t e p t a r e 	 5
K
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 !
M
	 8M50  '>0?$  	 V o I P   n e   p r i t j e 	 					  						 S Ys   g  z l Ym Y  h a l 1n d a 	 OYuq	 V e u   r e t i n g u d a 	 V o i x   e n   a t t e n t e 	 R a d d s  m t a l      b i  	 V o z   r e t e n i d a   	 ;0A>2=>  18@0Z5  70D0B5=>	 V o z   r e t i d a 	 G l a s   z a d r ~a n 	 L e n t s w e   l e   t s h w a r i s i t s w e 	 H a w a k   n g   b o s e s   	 V o i c e   h e l d 	 M u r y a   y a n a   r i k e 	 M    o h  n   d  r  	 0CKA  AB0C	 	 	 	 	 
 
 S T R _ I D _ U C M _ P R O C E S S I N G 	 U C M 	 P O P U P ,   P O P U P C O N F I R M 	 P r o c e s s i n g   s t r i n g   f o r   g e n e r a l   u s a g e 	 P r o c e s s i n g 	 Ut-N	 ck(WYt	 3%1#0!'%%	 P r o c e s a n d o 	 T r a i t e m e n t   e n   c o u r s 	 V e r a r b e i t u n g 	 1@01>B:0	 I n   e l a b o r a z i o n e 	 ,'1M  'DE9'D,)	 A   p r o c e s s a r 	 0_l e n i y o r   	 a n g   x   l  	 M e m p r o s e s 	 M e m p r o s e s 	 *	M	0	>	8	G	8	?				 	 	 	 F e l d o l g o z  s 	 	 	 	 B e z i g   m e t   v e r w e r k e n 	 	 	 P r o c e s a r e    n   c u r s   	 	 	 	 	 	 /1  -'D  ~1/'24	 	   . 	 												    						 
.
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	 	 K u y a q h u t s h w a 	 I y a q h u b e k a 	 I n a c h a k a t a 	 V e r w e r k   t a n s 	 V y k s t a   a p d o r o j i m a s 	 A p s t r d j u 	 T   t l e m i n e 	 Neatwaoxt	 	 P r o c e s a r e    n   c u r s 	 *
M
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	 *M0M0?_>0$  	 N e   p r o c e s 	 												 E m a l 	 Ut-N	 S  e s t    p r o c e s s a n t 	 E n   c o u r s   d e   t r a i t e m e n t 	 M e  h  n d l a 	 P r o c e s a n d o 	 !5  >1@01>BC20	 P r o c e s s a n d o 	 O b r a d a 	 E   a   s e b e t s a 	 P i n o p r o s e s o 	 P r o c e s s i n g 	 Y a n a   c i n   g a b a 	 N ci c  l  r    r 	 45C	 	 	 	 	 
 
 S T R _ I D _ U C M _ R E L E A S I N G 	 U C M 	 P O P U P C O N F I R M 	 T h e   c a l l   i s   b e i n g   r e l e a s e d 	 R e l e a s i n g 	 P}_gq-N	 ck(W~_g݋	 3%1%H-"	 L i b e r a n d o 	 R a c c r o c h e m e n t 	 F r e i g a b e 	 025@H5=85  A>548=5=8O	 R i l a s c i o 	 ,'1M  'D'F*G'!	 A   l i b e r t a r 	 S e r b e s t   	 a n g   k t   t h  c   c u c   g i 	 M e n g a k h i r i 	 M e l e p a s k a n 	 0	?	2	@		?				 	 	 	 F e l s z a b a d  t  s 	 	 	 	 V r i j m a k e n 	 	 	 D e c o n e c t a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  "2'/3'2	 	 	 					  			  					  	 
q
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	 	 V4' T4=0==O	 



  

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	   	 K u y a k h u l u l w a 	 I y a k h u l u l w a 	 I n a a c h i l i a 	 S t e l   t a n s   v r y 	 A t j u n g i a m a 	 N o t i e k   a t b r +v o aa n a 	 L a h u s t a m i n e 	 1v{axt	 	 D e c o n e c t a r e    n   c u r s 	 1
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	 .AM$0A?  	 D u k e   l e s h u a r 	 					  					  			  			  					 l a q Y  k Ys i l i r 	 P}_g-N	 S  e s t    a l l i b e r a n t 	 L i b  r a t i o n   e n   c o u r s 	 G e f    t 	 L i b e r a n d o 	 !5  >A;>1>4C20	 L i b e r a n d o 	 P o z i v a n j e 	 E   a   l o k o l l a 	 P i n a k a k a w a l a n 	 R e l e a s i n g 	 S a k e w a 	 N c   s  l  	 (K0@C	 	 	 	 	 
 
 S T R _ I D _ U C M _ N O T _ A L L O W _ T O _ H O L D 	 U C M 	 P O P U P 	 E r r o r   m e s s a g e   t o   i n d i c a t e   u s e r s   t h e   c a l l   i s   d i s a l l o w e d   t o   b e   h e l d 	 N o t   a l l o w e d   t o   h o l d 	 
NAQ1OYu	 
NAQOYu	 D!H-8
2C+I1*2"	 N o   s e   p e r m i t e   p o n e r   e n   e s p e r a 	 P a s   p e r m i s   d e   m e t t r e   e n   a t t e n t e 	 H a l t e n   n i c h t   z u g e l a s s e n 	 >AB028BL  =0  C45@60=85  =5;L7O	 I m p o s s i b i l e   t r a t t e n e r e 	 'D'-*,'2  :J1  E3EH-	 R e t e r   n  o   p e r m i t i d o 	 B e k l e t m e y e   i z i n   v e r i l m e d i   	 K h  n g   c h o   p h  p   g i   c u c   g i 	 T i d a k   d i b o l e h k a n   u n t u k   d i t a h a n 	 T i d a k   d i b e n a r k a n   m e n u n d a 	 9	K	2	M	!	  	0	(	G	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 A   t a r t  s   n e m   l e h e t s  g e s 	 	 	 	 M a g   n i e t   i n   d e   w a c h t   z e t t e n 	 	 	 N u   a v e ci   p e r m i s i u n e a   d e   a   p u n e    n   a _t e p t a r e 	 	 	     	 	 	 E,'2  (G  /1  'F*8'1  0'4*F  F3*	 	     	 			  						  						  				 0
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  




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  


	     	 A k u v u n y e l w e   u k u b a m b a 	 A y i v u n y e l w a n g a   u k u b a m b a 	 H a i r u h u s i w i   k u s u b i r i 	 N i e   t o e g e l a a t   o m   a a n   t e   h o u   n i e 	 N e l e i d ~i a m a   s u l a i k y t i 	 N a v   a t <a u t s   a i z t u r t 	 H o i e   p o l e   l u b a t u d 	 ?avyk  zapxth  ixula~an  yg	           	 T r a n s f e r u l   a p e l u l u i    n   a _t e p t a r e   n u   e s t e   p e r m i s 	 9
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	 '>0#  0?,>  2>?  (A.K&?$  (A9G	 N u k   l e j o h e t   t e   m b a h e t 	 					  				  						  				 S a x l a m a y a   i c a z Y  y o x d u r 	 
NAQ1OYu	 N o   e s   p o t   r e t e n i r 	 M i s e   e n   a t t e n t e   d e   l  a p p e l   n o n   a u t o r i s  e 	 E k k i   e r   h e i m i l t   a    s e t j a      b i  	 N o   p e r m i t i d o   p a r a   r e t e n e r 	 04@6C20Z5  =5  5  4>72>;5=>	 N  o   p e r m i t i d o   r e t e r 	 e k a n j e   n i j e   d o z v o l j e n o 	 H a   e   d u m e l l w e   h o   t s h w a r i s a 	 H i n d i   p i n a p a y a g a n g   i - h o l d 	 H o l d i n g   n o t   a l l o w e d   ( C a n n o t   h o l d ) 	 K a d d a   k a   r i k e 	 K    g b a   l   y    l a t i   d a d  r  	 AB0C0  @A0B  6>	 	 	 	 	 
 
 S T R _ I D _ U C M _ N O T _ A L L O W _ T O _ S W A P 	 U C M 	 P O P U P 	 E r r o r   m e s s a g e   t o   i n d i c a t e   u s e r s   t h e   c a l l   i s   d i s a l l o w e d   t o   b e   s w a p p e d 	 N o t   a l l o w e d   t o   s w a p 	 
NAQ1Rc	 
NAQRbc	 D!H-8
2C+I*%1	 N o   s e   p e r m i t e   l l a m a d a   d e   3   v  a s 	 P a s   p e r m i s   d '  c h a n g e r 	 V e r t a u s c h e n   n i c h t   z u g e l a s s e n 	 1<5=OBL  =5;L7O	 I m p o s s i b i l e   c a m b i a r e 	 'D*-HJD  :J1  E3EH-	 T r o c a   n  o   p e r m i t i d a 	 D e i _t i r m e y e   i z i n   v e r i l m e d i   	 K h  n g   c h o   p h  p   c h u y n   i 	 T i d a k   d i b o l e h k a n   u n t u k   d i t u k a r 	 T i d a k   d i b e n a r k a n   m e n u k a r 	 8	M	5	H	*	  	0	(	G	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 A   c s e r e   n e m   l e h e t s  g e s 	 	 	 	 M a g   n i e t   v e r w i s s e l e n 	 	 	 N u   a v e ci   p e r m i s i u n e a   d e   a   c o m u t a 	 	 	     	 	 	 E,'2  (G  *9H6  F3*	 	 	 						  					  						  				 	 	 	 



- 



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	       	 A k u v u n y e l w e   u k u s h i n t s h a n i s a 	 A y i v u n y e l w a n g a   u k u t s h i n t s h a 	 H a i r u h u s i w i   k u b a d i l i 	 N i e   t o e g e l a a t   o m   t e   r u i l   n i e 	 N e l e i d ~i a m a   s u k e i s t i 	 N a v   a t <a u t s   m a i n +t 	 V a h e t u s   p o l e   l u b a t u d 	 ?avyk  xmavaoxth  ixula~an  yg	         	 C o m u t a r e a    n t r e   a p e l u r i   n u   e s t e   p e r m i s 	 8
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	 9G0>+G0?  2>?  (A.K&?$  (A9G	 N u k   l e o h e t   t e   s h k e m b e h e t 	 			- 			  				  						  				 Z Yn g l Yr a r a s 1  k e  i r i l m Yy Y  i c a z Y  y o x d u r 	 
NAQ1Rc	 N o   e s   p o t   i n t e r c a n v i a r 	 C h a n g e m e n t   d  a p p e l   n o n   a u t o r i s  	 E k k i   e r   h e i m i l t   a    s k i p t a 	 N o   p e r m i t i d o   p a r a   c a m b i a r 	  07<5=0  =5  5  4>72>;5=0	 N  o   p e r m i t i d o   t r o c a r 	 Z a m e n a   n i j e   d o z v o l j e n a 	 H a   e   d u m e l l w e   h o   f a p a n y e t s a 	 H i n d i   p i n a p a y a g a n g   i p a l i t 	 S w a p p i n g   n o t   a l l o w e d   ( C a n n o t   s w a p ) 	 K a d d a   k a   c h a n j a 	 K    g b a   l   y    l a t i   p   r  	 ;<0ABK@C0  @A0B  6>	 	 	 	 	 
 
 S T R _ I D _ U C M _ C A L L _ A B O R T 	 U C M 	 P O P U P 	 E r r o r   m e s s a g e   t o   i n d i c a t e   u s e r s   t h e   o u t g o i n g   c a l l   i s   a b o r t e d 	 C a l l   a b o r t 	 q>eh	 ݋>e_	 %I!@%42#B#	 A b o r t a r   l l a m a d a   	 A p p e l   a n n u l  	 A n r u f   t e r m i n i e r e n 	 AB0=>2:0  2K7>20	 C h i a m a t a   i n t e r r o t t a 	 'D:'!  'DEC'DE)	 C h a m a d a   c a n c e l a d a 	 A r a m a   i p t a l   e d i l d i   	 H y   c u c   g i 	 P a n g g i l a n   d i b a t a l k a n 	 H e n t i k a n   p a n g g i l a n 	 	I	2	  0	K		@	  			 	 	 	 H  v  s   m e g s z a k  t  s a 	 	 	 	 G e s p r e k   a f b r e k e n 	 	 	 A p e l   a n u l a t 	 	 	   	 	 	 *E'3  D:H  4/	 	 	 		  									 	 	 	 


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	   	 U c i n g o   l u k h i s h i w e 	 I f o w n i   i s i l e l e 	 S i m u   i m e t o l e w a 	 S t a a k   o p r o e p 	 N u t r a u k t i   s k a m b u t /	 Z v a n s   p r i e k al a i k u s   p r t r a u k t s 	 K  n e   k a t k e s t a m i n e 	 ?avyh  hvdpa~an  g	   	 R e n u n ca r e   l a   a p e l 	 
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Nq	 T r u c a d a   i n t e r r o m p u d a 	 A p p e l   a n n u l  	 H  t t a   v i    s  m t a l 	 L l a m a d a   a b o r t a d a 	 @5:88  ?>28:	 C a n c e l a m e n t o   d e   c h a m a d a 	 P r e k i d   p o z i v a 	 N y a h l a t s o   y a   m o h a l a 	 I h i n t o   a n g   t a w a g 	 C a l l   a b o r t 	 K a s h e   k i r a 	 D a    p    d  r  	 >K@0C  H0;C4K  4>0@C
 
 S T R _ I D _ U C M _ C A L L _ H O L D 	 U C M 	 P O P U P 	 I n d i c a t i o n   t h a t   t h e   c a l l   i s   h e l d   s u c c e s s f u l l y 	 C a l l   h e l d 	 qOYu	 ݋OYu	 1*2"A%I'	 L l a m a   e n   e s p e r a 	 A p p e l   e n   a t t e n t e 	 A n r u f   g e h a l t e n 	 K7>2  ?>AB02;5=  =0  C45@60=85	 C h i a m a t a   t r a t t e n u t a 	 EC'DE)  'D'-*,'2)	 C h a m a d a   r e t i d a 	 A r a m a   b e k l e t i l d i   	 G i   c u c   g i 	 P a n g g i l a n   d i t a h a n 	 P a n g g i l a n   d i t u n d a 	 	I	2	  9	H	2	M	!		 	 	 	 T a r t o t t   h  v  s 	 	 	 	 G e s p r e k   i n   d e   w a c h t   g e z e t 	 	 	 A p e l   p u s    n   a _t e p t a r e 	 	 	   	 	 	 *E'3  /1  'F*8'1  0'4*G  4/	 	     	 		  				 
>
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	   	 U c i n g o   l u b a n j i w e 	 I f o w n i   y a b a n j w a 	 S i m u   i n a s u b i r i 	 O p r o e p   a a n g e h o u 	 S k a m b u 
i o   s u l a i k y m a s 	 Z v a n s   a i z t u r t s 	 K  n e   o n   o o t e l 	 ?avyh  zap~an  g	     	 A p e l    n   a _t e p t a r e 	 
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 
 S T R _ I D _ U C M _ C A L L _ R E T R I E V E 	 U C M 	 P O P U P 	 I n d i c a t i o n   t h a t   t h e   c a l l   i s   r e t r i e v e d   s u c c e s s f u l l y 	 C a l l   r e t r i e v e d 	 qb`_	 ݋b`
Y	 7*2"A%I'	 L l a m a d a   r e c u p e r a d a   	 A p p e l   r e p r i s 	 A n r u f   e i n g e l e s e n 	 K7>2  ?>;CG5=	 C h i a m a t a   r e c u p e r a t a 	 '3*1,9  'DEC'DE)	 C h a m a d a   r e t o m a d a 	 A r a m a   g e r i   a l 1n d 1	 K h  i   p h c   c u c   g i 	 P a n g g i l a n   d i a m b i l 	 P a n g g i l a n   d i a m b i l 	 	I	2	  *	A	(	:   *	M	0	>	*	M	$	  	@	  			 	 	 	 V i s s z a k a p c s o l t   h  v  s 	 	 	 	 O p r o e p   o p g e h a a l d 	 	 	 A p e l   r e l u a t 	 	 	   	 	 	 *E'3  ('2'(  4/	 	   	 		  										  				 
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	     	 U c i n g o   l u q a q i w e 	 I f o w n i   i f u n y e n w e 	 S i m u   i m e c h u k u l i w a 	 O p r o e p   h e r w i n 	 S k a m b u 
i o   s u g r ~i n i m a s 	 Z v a n s   i z g kt s 	 K  n e   t o o d u d 	 ?avyh  a|be~an  g	   	 A p e l   r e g s i t 	 
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 
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i o   s u k e i t i m a s 	 Z v a n s   m a i n +t s 	 K  n e   v a h e t a t u d 	 ?avyh  xmavao~an  g	   	 A p e l   c o m u t a t 	 
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 
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8!*2"	 L l a m a d a   e n   c o n f e r e n c i a 	 C o n f  r e n c e   t  l  p h o n i q u e 	 A n r u f k o n f e r e n z 	 >=D5@5=F- 2K7>2	 C h i a m a t a   i n   c o n f e r e n z a 	 E$*E1  'DEC'DE)	 C h a m a d a   e m   c o n f e r  n c i a 	 A r a m a   k o n f e r a n s 1  	 C u c   g i   h i   n g h 	 K o n f e r e n s i   p a n g g i l a n 	 P e r s i d a n g a n   p a n g g i l a n 	 	I	2	  	I	(	M	+	M	0	G		8		 	 	 	 K o n f e r e n c i a h  v  s 	 	 	 	 O p r o e p c o n f e r e n t i e 	 	 	 A p e l   c o n f e r i n c	 	 	   	 	 	 FA1'F3  *E'3	 	   	 		  									 
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 
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i o   s k a l d y m a s 	 Z v a n s   s a d a l +t s 	 K  n e   t  k e l d a m i n e 	 ?avyh  xp~an  g	   	 S c i n d a r e   a p e l 	 
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	 2  $?M0.  	 T e l e f o n a t a   u   n d a 	 		  							  			  					 B i r l Y_m Y  p a y l a n 1l d 1	 Rcq	 T r u c a d a   d i v i d i d a 	 S  p a r a t i o n   d e   l  a p p e l 	 K l j  f a   s  m t a l 	 L l a m a d a   d i v i d i d a 	 >45;5=  ?>28:	 R e p a r t i   o   d e   c h a m a d a 	 P o z i v   p r e k i n u t 	 K a r o h a n y o   y a   m o h a l a 	 N a h a t i n g   t a w a g 	 C a l l   s p l i t 	 R a b u w a n   k i r a n 	  p    t i   p  n 	 >K@0C  H0;C4K  1;C
 
 S T R _ I D _ U C M _ C A L L _ E N D 	 U C M 	 P O P U P 	 I n d i c a t i o n   f o r   c a l l   d i s c o n n e c t i o n 	 C a l l   e n d e d 	 qP}_g	 ݋~_g	 '2*2"A%I'	 L l a m a d a   f i n a l i z a d a 	 A p p e l   t e r m i n  	 A n r u f   b e e n d e t 	 K7>2  7025@H5=	 C h i a m a t a   t e r m i n a t a 	 'DEC'DE)  EF*GJ	 C a m a d a   t e r m i n a d a 	 A r a m a   s o n l a n d 1  	 K t   t h  c   c u c   g i 	 P a n g g i l a n   d i a k h i r i 	 P a n g g i l a n   d i t a m a t k a n 	 	I	2	  8	.	>	*	M	$	  	@	  			 	 	 	 H  v  s   v  g e 	 	 	 	 O p r o e p   b e  i n d i g d 	 	 	 A p e l    n c h e i a t 	 	 	   	 	 	 *E'3  ~''F  'A*	 	   	 		  				 
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 
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 
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 
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Y	 @#5"7*2"	 R e c u p e r a r 	 R e p r e n d r e 	 E i n l e s e n 	 03@C78BL	 R e c u p e r a 	 '3*1,9	 R e t o m a r 	 G e r i   a l   	 K h  i   p h c 	 A m b i l 	 A m b i l 	 *	A	(	: *	M	0	>	*	M	$	  	0	G			 	 	 	 F o l y t a t  s 	 	 	 	 O p h a l e n 	 	 	 R e l u a r e 	 	 	 	 	 	 ('2'(	 	 	 											 .
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 
 S T R _ I D _ U C M _ C O N F E R E N C E 	 U C M 	 T I T L E ,   I C O N T E X T ,   C 0 1 7 _ 2 	 A c t i o n   t o   c o n f e r e n c e   t h e   c a l l 	 C o n f e r e n c e 	 gp	 O	 #0
8!*2"	 C o n f e r e n c i a 	 C o n f  r e n c e 	 K o n f e r e n z 	 >=D5@5=F8O	 C o n f e r e n z a 	 'D',*E'9	 C o n f e r  n c i a 	 K o n f e r a n s   	 H i   n g h 	 K o n f e r e n s i 	 P e r s i d a n g a n 	 	I	(	M	+	M	0	G		8		 	 	 	 K o n f e r e n c i a 	 	 	 	 C o n f e r e n t i e 	 	 	 C o n f e r i n c	 	 	 	 	 	 FA1'F3	 	 	 									 
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	 	 I n k o m f a 	 I n k o m f a 	 M k u t a n o 	 K o n f e r e n s i e 	 K o n f e r e n c i j a 	 K o n f e r e n c e 	 K o n v e r e n t s 	 2aftaoxrtavk	   	 C o n f e r i n c	 
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 
 S T R _ I D _ U C M _ S P L I T 	 U C M 	 T I T L E ,   I C O N T E X T ,   C 0 1 7 _ 2 	 A c t i o n   t o   s p l i t   t h e   c a l l 	 S p l i t 	 R_j	 R:g	 A"	 D i v i d i r 	 S  p a r e r 	 T r e n n e n 	  0745;8BL	 S u d d i v i d i 	 A19J	 P a r t i l h a r 	 B  l   	 T  c h 	 B a g i 	 B a h a g i 	 5	?	-	>		?	$	  	0	G			 	 	 	 M e g o s z t  s 	 	 	 	 S p l i t s e n 	 	 	 D i v i z a r e 	 	 	 	 	 	 *B3E	 	 	 							 &
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 S T R _ I D _ U C M _ E N D _ S I N G L E 	 U C M 	 T I T L E ,   I C O N T E X T 	 A c t i o n   t o   e n d   s i n g l e   c a l l 	 E n d   s i n g l e   c a l l 	 P}_gU}q	 ~_gUS~݋	 '2*2"@5"'	 T e r m i n a r   l l a m a d a   s e n c i l l a   	 T e r m i n e r   u n   a p p e l 	 E i n z e l n e n   A n r u f   b e e n d e n 	 025@H8BL  >48=  2K7>2	 T e r m i n a   s i n g o l a   c h i a m a t a 	 'F*G'!  EC'DE)  'DH'-/	 T e r m i n a r   c h a m a d a    n i c a 	 T e k   a r a m a y 1  s o n l a n d 1r   	 K t   t h  c    m   t h o i   v i   m t   b  n 	 A k h i r i   s a t u   p a n g g i l a n 	 T a m a t k a n   p a n g g i l a n   t u n g g a l 	 		2	  	I	2	  8	.	>	*	M	$	  	0	G			 	 	 	 E g y   h  v  s   v  g e 	 	 	 	 E i n d e   v a n   e n k e l   g e s p r e k 	 	 	  n c h e i e r e   a p e l   u n i c 	 	 	     	 	 	 ~''F  *E'3  *	 	         	 			  		  						  					 
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 
 S T R _ I D _ U C M _ E N D _ C O N F E R E N C E 	 U C M 	 T I T L E ,   I C O N T E X T ,   C 0 1 7 _ 2 	 A c t i o n   t o   e n d   c o n f e r e n c e   c a l l 	 E n d   c o n f .   c a l l 	 P}_ggpq	 ~_gO݋	 '2*2"2##0
8!	 T e r m i n a r   l l a m a d a   e n   c o n f e r e n c i a   	 T e r m i n e r   c o n f .   t  l  p h . 	 K o n f e r e n z a n r u f   b e e n d e n 	 025@H8BL  :>=D5@5=F8N	 T e r m i n a   c h i a m a t a   i n   c o n f e r e n z a 	 'F*G'!  EC'DE)  'D',*E'9	 T e r m i n a r   c h a m a d a   e m   c o n f . 	 K o n f e r a n s   a r a m a s 1n 1  s o n l a n d 1r   	 K t   t h  c   c u c   g i   h i   n g h 	 A k h i r i   p a n g g i l a n   k o n f e r e n s i 	 T a m a t k a n   p a n g g i l a n   p e r s i d a n g a n 	 	I	(	M	+	M	0	G		8	  	I	2	  8	.	>	*	M	$	  	0	G			 	 	 	 K o n f e r e n c i a h  v  s   v  g e 	 	 	 	 E i n d e   v a n   c o n f e r e n t i e g e s p r e k 	 	 	  n c h e i e r e   a p e l   p e n t r u   c o n f e r i n c	 	 	     	 	 	 ~''F  *E'3  FA1'F3	 	       	 			.   		  						  					 
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 
 S T R _ I D _ U C M _ E N D _ A L L 	 U C M 	 T I T L E ,   I C O N T E X T 	 A c t i o n   t o   e n d   a l l   c a l l s 	 E n d   a l l   c a l l s 	 P}_ghQq	 ~_ghQ݋	 '2*2"1I+!	 T e r m i n a r   t o d a s   l a s   l l a m a d a s 	 T e r m i n e r   t o u s   l e s   a p p e l s 	 A l l e   A n r u f e   b e e n d e n 	 025@H8BL  2A5  2K7>2K	 T e r m i n a   t u t t e   l e   c h i a m a t e 	 'F*G'!  ,EJ9  'DEC'DE'*	 T e r m i n a r   t o d a s   a s   c h a m a d a s 	 T  m   a r a m a l a r 1  s o n l a n d 1r   	 K t   t h  c   t t   c   c  c   c u c   g i 	 A k h i r i   s e m u a   p a n g g i l a n 	 T a m a t k a n   s e m u a   p a n g g i l a n 	 8	-	@	  	I	2	M	8	  8	.	>	*	M	$	  	0	G			 	 	 	  s s z e s   h  v  s   v  g e 	 	 	 	 E i n d e   v a n   a l l e   g e s p r e k k e n 	 	 	  n c h e i e r e   t o a t e   a p e l u r i l e 	 	 	       	 	 	 ~''F  GEG  *E'3G'	 	       	 		  		  				  					 8
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i u s 	 B e i g t   v i s a s   s a r u n a s 	 L  p e t a   k  i k   k  n e d 	 1~ael  bxlx  oavyeh	     	  n c h e i a ci   t o a t e   a p e l u r i l e 	 
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	 8.8M$  2  8.>*M$  	 M b y l l   t e   g j i t h a   t e l e f o n a t a t 	 				  		  						  				 B  t  n   b i r l Y_m Yl Yr i   b i t i r 	 P}_g@b	gq	 F i n a l i t z a   t o t e s   l e s   t r u c a d e s 	 T e r m i n e r   t o u s   l e s   a p p e l s 	 S l  t a    l l u m   s  m t  l u m 	 F i n a l i z a r   t o d a s   l a s   l l a m a d a s 	 @5:8=8  38  A8B5  ?>28F8	 E n c e r r a r   t o d a s   a s   c h a m a d a s 	 Z a v r ai   s v e   p o z i v e 	 K g a o t s a   m e h a l a   y o h l e 	 T a p u s i n   k a h a t   n g   t a w a g 	 E n d   a l l   c a l l s 	 K a s h e   d u k a n   k i r a 	 M    g b o g b o    p    d  p i n 	 0@;K  >K@0C  H0;C4K  0OB0C
 
 S T R _ I D _ U C M _ E N D _ C A L L 	 U C M 	 T I T L E ,   C 0 1 7 _ 2 	 A c t i o n   t o   e n d   c a l l 	 E n d   c a l l 	 P}_gq	 ~_g݋	 '2*2"	 L l a m a d a   f i n a l i z a d a 	 T e r m i n e r   l  a p p e l 	 A n r u f   b e e n d e n 	 025@H8BL  2K7>2	 T e r m i n a   c h i a m a t a 	 'F*G'!  'DEC'DE)	 T e r m i n a r   c h a m a d a 	 A r a m a y 1  s o n l a n d 1r 	 K t   t h  c   c u c   g i 	 A k h i r i   p a n g g i l a n 	 T a m a t k a n   p a n g g i l a n 	 	I	2	  8	.	>	*	M	$	  	0	G			 	 	 	 H  v  s   b e f e j e z  s e 	 	 	 	 E i n d e   v a n   g e s p r e k 	 	 	  n c h e i e r e   a p e l 	 	 	     	 	 	 ~''F  *E'3	 	       	 		  						  					 
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	   	 Q e d a   u c i n g o 	 P h e l i s a   i f o w n i 	 K a t a   s i m u 	 B e  i n d i g   o p r o e p 	 U ~b a i g t i   s k a m b u t /	 B e i g t   z v a n u 	 L  p e t a   k  n e 	 1~ael  oavyh	       	  n c h e i a ci   a p e l u l 	 
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 
 S T R _ I D _ U C M _ H O L D _ S I N G L E 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   h o l d   s i n g l e   c a l l 	 H o l d   s i n g l e   c a l l 	 OYuU}q	 OYuUS~݋	 1*2"@5"'	 P o n e r   l l a m a d a   s e n c i l l a   e n   e s p e r a 	 M e t t r e   u n   a p p e l   e n   a t t e n t e 	 E i n z e l n e n   A n r u f   h a l t e n 	 #45@60BL  >48=  2K7>2	 T r a t t i e n i   s i n g o l a   c h i a m a t a 	 *-'A8  'DEC'DE)  'DH'-/)	 R e t e r   c h a m a d a    n i c a 	 T e k   a r a m a y 1  s o n l a n d 1r   	 G i   c u c   g i   v i   m t   b  n 	 T a h a n   s a t u   p e n g g i l a n 	 T u n d a   p a n g g i l a n   t u n g g a l 	 		2	  	I	2	  9	K	2	M	!	  	0	G			 	 	 	 E g y   h  v  s   t a r t  s a 	 	 	 	 E n k e l   g e s p r e k   i n   d e   w a c h t   z e t t e n 	 	 	 P u n e r e   a p e l   u n i c    n   a _t e p t a r e 	 	 	     	 	 	 /1  'F*8'1  FG  /'4*F  *E'3  *	 	       	 			  		  			  						 
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 
 S T R _ I D _ U C M _ H O L D _ C O N F E R E N C E 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   h o l d   c o n f e r e n c e   c a l l 	 H o l d   c o n f .   c a l l 	 OYugpq	 OYuO݋	 1*2"2##0
8!	 P o n e r   l l a m a d a   e n   c o n f e r e n c i a   e n   e s p e r a 	 M e t t r e   e n   a t t e n t e   c o n f .   t  l  p h . 	 K o n f e r e n z a n r u f   h a l t e n 	 #45@60=85  :>=D5@5=F88	 T r a t t i e n i   c h i a m a t a   i n   c o n f e r e n z a 	 *-'A8  EC'DE)  'D',*E'9	 R e t e r   c h a m a d a   e m   c o n f e r  n c i a 	 K o n f e r a n s   a r a m a s 1n 1  b e k l e t   	 G i   c u c   g i   h i   n g h 	 T a h a n   p a n g g i l a n   k o n f e r e n s i 	 T u n d a   p a n g g i l a n   p e r s i d a n g a n 	 	I	(	M	+	M	0	G		8	  	I	2	  9	K	2	M	!	  	0	G			 	 	 	 K o n f e r e n c i a h  v  s   t a r t  s a 	 	 	 	 C o n f e r e n t i e g e s p r e k   i n   d e   w a c h t   z e t t e n 	 	 	 P u n e r e   a p e l   c o n f e r i n c   n   a _t e p t a r e 	 	 	     	 	 	 /1  'F*8'1  FG  /'4*F  *E'3  FA1'F3	 	     	 			.   		  			  						 
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	     	 B a m b a   u c i n g o   l w e n k o m f a 	 B a m b a   i s q n s k s .   s e f o w n i 	 S u b i r i s h a   s i m u   y a   m k u t a n o 	 H o u   k o n f e r e n s i e - o p r o e p   a a n 	 S u l a i k y t i   k o n f .   s k a m b u t /	 A i z t u r t   k o n f .   z v a n u 	 K o n v - k  n e   o o t e l e 	 Japel  baftaoxrtavk  oavyh	         	 P u n e ci    n   a _t e p t a r e   a p e l u l   c o n f e r i n c	 9
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 
 S T R _ I D _ U C M _ R E T R I E V E _ S I N G L E 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   r e t r i e v e   s i n g l e   c a l l 	 R e t r i e v e   s i n g l e   c a l l 	 b`_U}q	 b`
YUS~݋	 @#5"7*2"@5"'	 R e c u p e r a r   l l a m a d a   s e n c i l l a   	 R e p r e n d r e   u n   a p p e l 	 E i n z e l n e n   A n r u f   a b f r a g e n 	 >;CG5=85  >48=>G=>3>  2K7>20	 R e c u p e r a   s i n g o l a   c h i a m a t a 	 '3*1,9  'DEC'DE)  'DH-/)	 R e t o m a r   c h a m a d a    n i c a 	 T e k   a r a m a y 1  g e r i   a l   	 H i   p h c    m   t h o i   v i   m t   b  n 	 A m b i l   s a t u   p a n g g i l a n 	 A m b i l   p a n g g i l a n   t u n g g a l 	 		2	  	I	2	  *	A	(	: *	M	0	>	*	M	$	  	0	G			 	 	 	 E g y   h  v  s   f o l y t a t  s a 	 	 	 	 E n k e l   g e s p r e k   o p h a l e n 	 	 	 R e l u a r e   a p e l   u n i c 	 	 	     	 	 	 ('2'(  *E'3  *	 	       	 			  		  										  					 
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 
 S T R _ I D _ U C M _ R E T R I E V E _ C O N F E R E N C E 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   r e t r i e v e   c o n f e r e n c e   c a l l 	 R e t r i e v e   c o n f .   c a l l 	 b`_gpq	 b`
YO݋	 @#5"7*2"#0
8!	 R e c u p e r a r   l l a m a d a   e n   c o n f e r e n c i a   	 R e p r e n d r e   c o n f .   t  l  p h . 	 K o n f e r e n z a n r u f   a b f r a g e n 	 >;CG5=85  :>=D5@5=F88	 R e c u p e r a   c h i a m a t a   i n   c o n f e r e n z a 	 '3*1,9  EC'DE)  'D',*E'9	 R e t o m a r   c h a m a d a   e m   c o n f e r  n c i a 	 K o n f e r a n s   a r a m a s 1n 1  g e r i   a l   	 H i   p h c   c u c   g i   h i   n g h 	 A m b i l   p a n g g i l a n   k o n f e r e n s i 	 A m b i l   p a n g g i l a n   p e r s i d a n g a n 	 	I	(	M	+	M	0	G		8	  	I	2	  *	A	(	: *	M	0	>	*	M	$	  	0	G			 	 	 	 K o n f e r e n c i a h  v  s   f o l y t a t  s a 	 	 	 	 C o n f e r e n t i e g e s p r e k   o p h a l e n 	 	 	 R e l u a r e   a p e l   p e n t r u   c o n f e r i n c	 	 	     	 	 	 ('2'(  *E'3  FA1'F3	 	     	 			.   		  										  					 &
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 
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 S T R _ I D _ U C M _ P H O N E B O O K 	 U C M 	 I C O N T E X T 	 p h o n e b o o k   m e n u   i t e m   s t r i n g 	 P h o n e b o o k 	 q?|	 5u݋?|	 *!8B#(1L	 L i b r e t a   t e l e f  n i c a 	 R  p e r t o i r e    l e c t r o n i q u e 	 T e l e f o n b u c h 	 "5;5D>==0O  :=830	 R u b r i c a 	 B'&E)  'DG'*A	 A g e n d a   t e l e f  n i c a 	 T e l e f o n   r e h b e r i   	 D a n h   b 	 B u k u   t e l e p o n 	 B u k u   t e l e f o n 	 +	K	(	,	A			 	 	 	 T e l e f o n k  n y v 	 	 	 	 T e l e f o o n b o e k 	 	 	 A g e n d 	 	 	   	 	 	 /A*1  *DAF	 	   	 				
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 
 S T R _ I D _ U C M _ S M S 	 U C M 	 I C O N T E X T 	 m e s s a g e   c e n t e r   m e n u   i t e m   s t r i n g 	 M e s s a g e   c e n t e r 	 
o`-N_	 mo`-N_	 (9"LI-'2!	 C e n t r o   d e   m e n s a j e s   	 C e n t r e   d e   m e s s a g e 	 M i t t e i l u n g s c e n t e r 	 &5=B@  >1@01>B:8  A>>1I5=89	 C e n t r o   m e s s a g g i 	 E1C2  'D13'&D	 C e n t r o   d e   m e n s a g e n s 	 M e s a j   m e r k e z i   	 T r u n g   t  m   t i n   n h n 	 P u s a t   p e s a n 	 P u s a t   m e s e j 	 8		&	G	6	  	G		&	M	0		 	 	 	  z e n e t k e z e l Q  k  z p o n t 	 	 	 	 B e r i c h t e n c e n t r u m 	 	 	 C e n t r u   d e   m e s a j e 	 	 	   	 	 	 E12  ~'E	 	   	 						  								 8
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o`-N_	 C e n t r e   d e   m i s s a t g e s 	 C e n t r e   d e   m e s s a g e r i e 	 S k i l a b o  a m i  s t   	 C e n t r o   d e   m e n s a j e s 	 &5=B0@  70  ?>@0:8	 C e n t r o   d e   m e n s a g e n s 	 C e n t a r   z a   p o r u k e 	 S e t s i   s a   m e l a e t s a 	 S e n t r o   n g   m e n s a h e 	 M e s s a g e   c e n t r e 	 W u r i n   s a k o 	 I l  - i c   f i r a n c	 %010@  >@B0;KK
 
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 
 S T R _ I D _ U C M _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 v o i c e   c a l l   m e n u   i t e m   s t r i n g 	 V o i c e   c a l l 	 q	 5u݋	 *2"*2	 L l a m a d a   d e   v o z 	 A p p e l   v o c a l 	 V o i c e a n r u f 	 >;>A>2>9  2K7>2	 C h i a m a t a   v o c e 	 EC'DE)  'D5H*J)	 C h a m a d a   d e   v o z 	 S e s l i   a r a m a   	  m   t h o i   n g    m 	 P a n g g i l a n   s u a r a 	 P a n g g i l a n   s u a r a 	 5	I	/	8	  	I	2		 	 	 	 H a n g h  v  s 	 	 	 	 G e s p r e k 	 	 	 A p e l   v o c a l 	 	 	   	 	 	 *E'3  5H*	 	   	 					  		  	 
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	   	 U c i n g o   l e z w i 	 I l i z w i   l e f o w n i 	 S i m u 	 S t e m o p r o e p 	 B a l s o   s k a m b u t i s 	 B a l s s   z v a n s 	 T a v a k  n e 	 Aauvaukv  oavy	   	 A p e l   v o c a l 	 5
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 
 S T R _ I D _ U C M _ V O I P _ C A L L 	 U C M 	 I C O N T E X T 	 V o I P   C a l l   m e n u   i t e m   s t r i n g 	 V o I P   c a l l 	 }q	 Q~5u݋	 *2"  V o I P 	 L l a m a d a   d e   V o I P 	 A p p e l   V o I P 	 V o I P - A n r u f 	 K7>2  V o I P 	 C h i a m a t a   V o I P 	 EC'DE)  'D4(C)	 C h a m a d a   V o I P 	 V o I P   a r a m a   	  m   t h o i   q u a   M n g   	 P a n g g i l a n   V o I P 	 P a n g g i l a n   V o I P 	 V o I P   	I	2		 	 	 	 V o I P   h  v  s 	 	 	 	 V o I P - o p r o e p 	 	 	 A p e l   V o I P 	 	 	   V o I P 	 	 	 *E'3  V o I P 	 	 V o I P   	 V o I P   		  	 V o I P   
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 
 S T R _ I D _ U C M _ C A L L _ C E N T E R 	 U C M 	 T I T L E ,   M A T R I X ,   B D T I T L E 	 c a l l   c e n t e r   m e n u   i t e m   s t r i n g 	 C a l l s 	 q	 ݋	 (9"L#42#	 C e n t r o   d e   l l a m a d a s   	 C e n t r e   d  a p p e l 	 A n r u f c e n t e r 	 K7>2K	 C e n t r o   c h i a m a t a 	 E1C2  'DEC'DE'*	 C e n t r o   d e   a s s i s t  n c i a 	  a r 1  m e r k e z i   	 T r u n g   t  m    m   t h o i 	 P u s a t   p a n g g i l a n 	 P u s a t   p a n g g i l a n 	 	I	2	  8	G			0		 	 	 	 H  v  s k  z p o n t 	 	 	 	 O p r o e p c e n t r u m 	 	 	 C e n t r u   d e   a p e l 	 	 	   	 	 	 E12  *E'3	 	   	 		  								   
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i s  c e n t r a s 	 Z v a n u   c e n t r s 	 K  n e k e s k u s 	 ?avyek  oevxv	   	 C e n t r u   d e   a p e l 	 
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 
 S T R _ I D _ U C M _ G E N E R A L _ C A L L _ S E T T I N G 	 U C M 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 C a l l   s e t t i n g s     m e n u   i t e m   s t r i n g 	 C a l l   s e t t i n g s 	 q-[	 ݋n	 2#1IH22#B#	 C o n f i g u r a c i  n   d e   l l a m a d a   	 R  g l a g e s   d ' a p p e l 	 A n r u f e i n s t e l l u n g e n 	 0AB@>9:8  2K7>2>2	 I m p o s t a z i o n i   c h i a m a t a 	 6(7  EC'DE)  'D9'/J)	 D e f i n i   e s   d e   c h a m a d a 	 G e n e l   a r a m a   a y a r l a r 1  	 C  i   t    m   t h o i   t h  n g   t h n g 	 P e n g a t u r a n   p a n g g i l a n 	 P e n g e s e t a n   p a n g g i l a n 	 	I	2	  8	G		?			M		 	 	 	 H  v  s b e  l l  t  s o k 	 	 	 	 O p r o e p i n s t e l l i n g e n 	 	 	 S e t r i   a p e l u r i 	 	 	     	 	 	 *F8EG'  *E'3	 	     	 		  						 8
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i o   n u o s t a t o s 	 V i s p r j i e   z v a n u   i e s t a t +j u m i 	  l d i s e d   k  n e s  t t e d 	 ?avyk  hvdpavx  oauavve	     	 S e t r i   g e n e r a l e   p e n t r u   a p e l u r i 	 *
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 
 S T R _ I D _ U C M _ M O R E 	 U C M 	 T I T L E ,   I C O N T E X T 	 A d v a n c e   s e t t i n g s   m e n u   i t e m   s t r i n g 	 A d v a n c e   s e t t i n g s 	 2-[	 ؚ~n	 2#1IH21I*9	 C o n f i g u r a c i  n   a v a n z a d a 	 R  g l a g e s   a v a n c  s 	 E r w e i t e r t e   E i n s t e l l u n g e n 	 >?.   =0AB@>9:8	 I m p o s t a z i o n i   a v a n z a t e 	 '9'/'/'*  E*B/E)	 D e f i n i   e s   a v a n  a d a s 	 G e l i _m i _  a y a r l a r 	 N h i u   h n 	 P e n g a t u r a n   l a n j u t a n 	 P e n g e s e t a n   l a n j u t 	 		(	M	(	$	  8	G		?				 	 	 	 S p e c i  l i s   b e  l l  t  s o k 	 	 	 	 G e a v a n c e e r d e   i n s t e l l i n g e n 	 	 	 M a i   m u l t e   s e t r i 	 	 	 	 	 	 *F8JEG'  ~J41A*G	 	 . . . 	 							  						 
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	 	 O k u n i n g i 	 N g a p h e z u l u 	 Z a i d i 	 G e v o r d e r d e   i n s t e l l i n g s 	 D a u g i a u 	 V a i r k 	 V e e l 	 1~elk	 	 M a i   m u l t e 	 
(
?
/
A

	 '?(M$A  	 M e   s h u m e 	 					 Q a b a q c 1l   q u r a _d 1r m a l a r 	 2-[	 C o n f i g u r a c i    a v a n  a d a 	 P a r a m  t r e s   a v a n c  s 	  t a r l e g a r   s t i l l i n g a r   	 C o n f i g u r a c i  n   a v a n z a d a 	 4=0?@54  45D8=8@0=8  ?>AB02:8	 C o n f i g u r a   e s   a v a n  a d a s 	 N a p r e d n a   p o d e aa v a n j a 	 D i - s e t t i n g   t s e   h a t e t s e n g   p e l e 	 M g a   a d v a n c e d   n a   s e t t i n g 	 A d v a n c e   s e t t i n g s 	 C i   g a b a   d a i d a i t a   	  t    t i   o   g b  r  	 >AK<H0  ?0@0<5B@;5@	 	 	 	 	 
 
 S T R _ I D _ U C M _ L O U D _ S P E A K E R _ O F F 	 U C M 	 P O P U P 	 i n d i c a t i o n   f o r   t u r n i n g   o f f   l o u d   s p e a k e r 	 L o u d s p e a k e r   o f f 	 dܕ	 ibsQ	 %3B4	 A l t o p a r l a n t e   a p a g a d o 	 H a u t - p a r l e u r    t e i n t 	 L a u t s p r e c h e r   a u s s c h a l t e n 	 @><:0O  A2O7L  >B:;NG5=0	 A l t o p a r l a n t e   s p e n t o 	 EC(1  'D5H*  D'  J9ED	 A l t i f a l a n t e   d e s l i g a d o 	 H o p a r l  r   k a p a l 1	 L o a   n g o  i   t t 	 L o u d s p e a k e r   t i d a k   a k t i f 	 P e m b e s a r   s u a r a   p a d a m 	 2	>			!	8	M	
 *	@		0	  ,		&		 	 	 	 H a n g s z  r    k i 	 	 	 	 L o u d s p r e k e r   u i t 	 	 	 D i f u z o r   o p r i t 	 	 	   	 	 	 (DF/H  .'EH4	 	     	 											  					 2
>
	
!
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	 	 CG=><>25FL  28<:=. 	 



  





  


  

	     	 I l a w u d i s p i k h a   i v a l i w e 	 I s i p i k a   e s i n g x o l a y o   s i v a l i w e 	 K i p a s a   s a u t i   k i m e z i m w a 	 L u i d s p r e k e r   a f 	 G a r s i a k a l b i s   i aj u n g t a s 	 S k a <r u n i s   i z s l g t s 	 V a l j u h   l d i   v  l j a s 	 1v{ael  baqamx}h	   	 D i f u z o r   d e z a c t i v a t 	 2
L
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	 2>	!M 8M*?0M  +M  	 A u t o p a r l a n t i   I   l a r t e   f i k u r 	 				  							  			 S Ys u c a l d a n   q a p a n 1b 	 dhVܕ	 A l t a v e u   a p a g a t 	 H a u t - p a r l e u r    t e i n t 	 S l  k k t      h  t a l a r a 	 A l t a v o z   d e s a c t i v a d o 	 A:;CG5=  3;0A5=  72CG=8:	 A l t o - f a l a n t e   a l t o   d e s l i g a d o 	 Z v u 
n i k   i s k l j u 
e n 	 S e b u e l a h o l e   s e   t i n n g w e 	 N a k a   o f f   a n g   l o u d s p e a k e r 	 L o u d   S p e a k e r   o f f 	 K a s h e   s i p i k a 	  r   g b o h  n g b o h  n   w    n i   p  p a 	 =45B:VHBV  HV@C	 	 	 	 	 
 
 S T R _ I D _ U C M _ L O U D _ S P E A K E R _ O N 	 U C M 	 P O P U P 	 i n d i c a t i o n   f o r   t u r n i n g   o n   l o u d   s p e a k e r 	 L o u d s p e a k e r   o n 	 d󗋕_U	 ib _/T	 %3B@4	 A l t o p a r l a n t e   e n c e n d i d o   	 H a u t - p a r l e u r   a l l u m  	 L a u t s p r e c h e r   e i n s c h a l t e n 	 @><:0O  A2O7L  2:;NG5=0	 A l t o p a r l a n t e   a c c e s s o 	 EC(1  'D5H*  J9ED	 A l t i f a l a n t e   l i g a d o 	 H o p a r l  r   a  1k 	 L o a   n g o  i   b t 	 L o u d s p e a k e r   a k t i f 	 P e m b e s a r   s u a r a   n y a l a 	 2	>			!	8	M	
 *	@		0	  	>	2	B		 	 	 	 H a n g s z  r    b e 	 	 	 	 L o u d s p r e k e r   a a n 	 	 	 D i f u z o r   p o r n i t 	 	 	   	 	 	 (DF/H  1H4F	 	     	 											  				  	 2
>
	
!
  8
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  
>
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	 	 CG=><>25FL  C2V<:=. 	 



  





  



  

	     	 I l a w u d i s p i k h a   i v u l i w e 	 I s i p i k a   e s i n g x o l a y o   s i v u l i w e 	 K i p a s a   s a u t i   k i m e w a s h w a 	 L u i d s p r e k e r   a a n 	 G a r s i a k a l b i s   /j u n g t a s 	 S k a <r u n i s   i e s l g t s 	 V a l j u h   l d i   s e e s 	 Dkavel  baqamx}h	   	 D i f u z o r   a c t i v a t 	 2
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 	 2>	!M 8M*?0M  (M    	 A u t o p a r l a n t i   I   l a r t e   n d e z u r 	 				  							  			 S Ys u c a l d a n   a  1l 1b 	 dhV	 A l t a v e u   e n c  s 	 H a u t - p a r l e u r   a c t i v  	 K v e i k t      h  t a l a r a 	 A l t a v o z   a c t i v a d o 	 :;CG5=  3;0A5=  72CG=8:	 A l t o - f a l a n t e   a l t o   l i g a d o 	 Z v u 
n i k   u k l j u 
e n 	 S e b u e l a h o l e   s e   b u l e t s w e 	 N a k a - o n   a n g   l o u d s p e a k e r 	 L o u d   S p e a k e r   o n 	 K u n n a   s i p i k a 	  r   g b o h  n g b o h  n   w    n i   t  t  n 	 =45B:VHBV  >AC	 	 	 	 	 
 
 S T R _ I D _ U C M _ S W I T C H _ A U D I O _ P A T H 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   s w i t c h   a u d i o   p a t h 	 S w i t c h   a u d i o   p a t h 	 Rcr_	 RbcX_	 *%1@*I2@*5"	 C a m b i a r   r u t a   d e   a u d i o 	 C h a n g e r   l e   c h e m i n   a u d i o 	 A u d i o p f a d   w e c h s e l n 	 5@5:;NG8BL  72C:	 P a s s a   a   p e r c o r s o   a u d i o 	 71JB  'D*-HJD  'D5H*	 M u d a r   c a m i n h o   d e    u d i o 	 S e s   y o l u n a   g e    	 i   n g   d n    m   t h a n h 	 A l i h k a n   j a l u r   a u d i o 	 A l i h k a n   l a l u a n   a u d i o 	 	!	?	/	K	  *	>	%	  ,	&	2	G			 	 	 	 A u d i     t v o n a l   v  l t  s a 	 	 	 	 A u d i o p a d   o m s c h a k e l e n 	 	 	 C o m u t a r e   c a l e   a u d i o 	 	 	     	 	 	 *9H6  E31  5/'	 	     	 					  		  			  					 8
5
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  
!
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>
%
	 	 5@5<:=CB8  H;OE  0C4V>	 




  


  



	       	 S h i n t s h e l a   e n d l e l e n i   y e - a u d i o 	 T s h i n t s h a   i n d l e l a n a   y e - o d i y o 	 B a d i l i   n j i a   y a   s a u t i 	 V e r a n d e r   k l a n k r o e t e 	 P e r j u n g t i   g a r s o   k e l i 	 P r s l g t   a u d i o   c e <u 	 V a h e t a   a u d i o   t e e 	 Sxmaoel  axdkx  xrkv	     	 C o m u t a r e   c a l e   a u d i o 	 
!
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  *
>
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>
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M
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	 !?  *%  8Mq?M  0(M$A  	 N d r y s h o   l i n j e n   a u d i o 	 				'   		  				  				 A u d i o   y o l a    e v i r 	 Rcr_	 I n t e r c a n v i a   r u t a   d e   s o   	 C h a n g e r   l e   c h e m i n   a u d i o 	 S k i p t a   u m   l e i    h l j   s   	 C a m b i a r   r u t a   d e   a u d i o 	 0<5=8  ?0B5:0  70  0C48>  70?8A	 T r o c a r   c a m i n h o   d e    u d i o 	 U k l j u 
u   a u d i o   s m e r 	 F a p o s a   m o t j h a   w a   m o d u m o 	 I l i p a t   a n g   d a a n a n   n g   a u d i o 	 S w i t c h   a u d i o   p a t h 	 K u n n n a   h a n y a r   m u r y a 	 Y i    n    o h  n   p a d  	 K1KA  6>;K=  >AC	 	 	 	 	 
 
 S T R _ I D _ U C M _ A C T I V E 	 U C M 	 T I T L E ,   C 0 1 7 _ 1 	 a c t i v e   v o i c e   c a l l   t y p e   s t r i n g   i n   i n - c a l l   s c r e e n 	 A c t i v e 	 vMRq	 vMR݋	 A-5	 A c t i v o 	 A c t i f 	 A k t i v 	 :B82=>	 A t t i v o 	 EC'DE)  'D-'DJ)	 A c t i v o 	 E t k i n   	 C u c   g i   h i n   t i 	 A k t i f 	 A k t i f 	 8		M	0	?	/		 	 	 	 A k t  v 	 	 	 	 A c t i e f 	 	 	 A p e l   a c t i v 	 	 	 	 	 	 A9'D  '3*	 	 	 							 
M
0
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6
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	 	 	 





	 	 O k u s e b e n z a y o 	 I y a s e b e n z a 	 I n a y o t u m i k a 	 A k t i e f 	 S u a k t y v i n t a s 	 A k t +v s 	 A k t i i v n e 	 1ok~	 	 A p e l   a c t i v 	 8

@
5

	 8M0?_  	 A k t i v e 	 							 A k t i v 	 _U	 A c t i v a 	 A c t i f 	 K v e i k t 	 A c t i v a 	 :B82=>	 A t i v o 	 A k t i v a n 	 E   a   s e b e t s a 	 A k t i b o 	 A c t i v e 	 Y a n a   a i k i 	 N ci c	 5;A5=4V	 	 	 	 	 
 
 S T R _ I D _ U C M _ V I D E O _ C A L L 	 U C M 	 I C O N T E X T ,   C 0 1 7 _ 1 	 V i d e o   C a l l   m e n u   i t e m   s t r i n g 	 V i d e o   c a l l 	 
q	 Ɖ5u݋	 *2"'45B-	 L l a m a d a   d e   v i d e o 	 A p p e l   v i d  o 	 V i d e o a n r u f 	 845>2K7>2	 C h i a m a t a   v i d e o 	 EC'DE)  'DAJ/JH	 C h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a   	 C u c   g i   v i d e o 	 P a n g g i l a n   v i d e o 	 P a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2		 	 	 	 V i d e o h  v  s 	 	 	 	 V i d e o g e s p r e k 	 	 	 A p e l   v i d e o 	 	 	   	 	 	 *E'3  *5H1	 	 	 					  			 	 	 	 





  


	   	 U c i n g o   l w e v i d y o 	 I f o w n i   y e v i d i y o 	 S i m u   y a   v i d e o   	 V i d e o - o p r o e p 	 V a i z d o   s k a m b u t i s 	 V i d e o   z v a n s 	 V i d e o k  n e 	 Nkdex  oavy	   	 A p e l   v i d e o 	 5
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 	 -?!?  2	 T h i r r j e   v i d e o 	 					'   			 V i d e o   z Yn g 	 Pq	 T r u c a d a   d e   v  d e o 	 A p p e l   v i d  o 	 M y n d s  m t a l 	 L l a m a d a   d e   v i d e o 	 845>  ?>28:	 C h a m a d a   c o m   v  d e o 	 V i d e o   p o z i v 	 M o h a l a   w a   v i d e o 	 V i d e o   n a   p a g t a w a g 	 V i d e o   c a l l 	 K i r a   b i d i o 	  p    f i d i o 	 59=5  >K@0CK	 	 	 	 	 
 
 S T R _ I D _ U C M _ D I A L I N G _ V I D E O _ C A L L 	 U C M 	 C 0 1 7 _ 1 	 d i a l i n g   o u t g o i n g   v i d e o   c a l l 	 D i a l i n g   v i d e o   c a l l 	 
qd_-N	 ck(WƉ5u݋|TS	 2#B#*2"'45B-	 M a r c a n d o   l l a m a d a   d e   v i d e o   	 C o m p o s i t i o n   d  a p p e l   v i d  o 	 V i d e o a n r u f   w i r d   e i n g e w  h l t 	 0G0;>  2845>2K7>20	 C o m p o s i z i o n e   c h i a m a t a   v i d e o 	 ,'1M  '*5'D  'D'AJ/JH	 A   m a r c a r   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a   y a p 1y o r 	 a n g   t i n   h  n h   c u c   g i   v i d e o 	 M e m b u a t   p a n g g i l a n   v i d e o 	 M e n d a i l   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  !	>	/	2	  	0	  0	9	>	  9	H		 	 	 	 V i d e o h  v  s   t  r c s  z  s a 	 	 	 	 V i d e o g e s p r e k   k i e z e n 	 	 	 E f e c t u a r e   a p e l   v i d e o    n   c u r s 	 	 	     	 	 	 /1  -'D  4E'1G  1  *E'3  *5H1	 	 	 					  		  					  			  						 	 	 	 






  





  


	       	 K u d a y e l w a   u c i n g o   l w e v i d y o 	 I d a y e l a   i f o w n i   y e v i d i y o 	 I n a p i g a   s i m u   y a   v i d e o 	 S k a k e l   t a n s   v i d e o - o p r o e p 	 R e n k a m a s   v a i z d o   s k a m b u t i s 	 Z v a n u   v i d e o   z v a n u 	 V i d e o k  n e   v a l i m i n e 	 Nkdex  oavyh  oaa~xt  g	     	 E f e c t u a r e   a p e l   v i d e o 	 5
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	 -?!?  2  !>_2?  0A?  	 D u k e   I   r e n e   t h i r r j e s   v i d e o 	 					'   		  					  			  				 V i d e o   z Yn g i n   y 11l m a s 1	 dQPq	 S  e s t    m a r c a n t   t r u c a d a   d e   v  d e o 	 C o m p o s i t i o n   d e   l  a p p e l   v i d  o 	 H r i n g i   m y n d s  m t a l 	 M a r c a n d o   l l a m a d a   d e   v i d e o 	 >28:C20Z5  2845>  ?>28:	 D i s c a n d o   c h a m a d a   c o m   v  d e o 	 P o z i v a n j e   s a   v i d e o m 	 E   d a e l a   m o h a l a   w a   v i d e o 	 N a g d a - d i a l   n g   v i d e o   n a   p a g t a w a g 	 D i a l l i n g   v i d e o   c a l l 	 b u g u n   k i r a n   b i d i o 	 N t    p    f i d i o 	 59=5  >K@0CK=  B5@C	 	 	 	 	 
 
 S T R _ I D _ U C M _ C T M _ C O N N E C T 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   c o n n e c t   C T M   	 C T M   c o n n e c t 	 eW[!j_#P}	 eW[!j_ޏc	 @
7H-!H-  C T M 	 C o n e c t a r   C T M   	 C o n n e c t e r   C T M 	 C T M - V e r b i n d u n g 	 >4:;NG5=85  C T M 	 C o n n e s s i o n e   C M T 	 '*5'D  FE7  'DF5	 L i g a r   C T M 	 C T M   b a l a n t 1s 1  	 C h     k t   n i   k    t 	 C T M   t e r s a m b u n g 	 S a m b u n g   C T M 	 C T M   	(	G		M			 	 	 	 C T M   c s a t l a k o z t a t  s 	 	 	 	 C T M   v e r b i n d e n 	 	 	 C o n e c t a r e   C T M 	 	 	   C T M 	 	 	 '*5'D  (G  C T M 	 	 	 C T M   						 	 	 	 C T M   




	 C T M   	 X h u m a   i - C T M 	 Q h a q g a m s h e l a   i C T M 	 U n g a n i s h a   C T M 	 K o p p e l   C T M 	 C T M   j u n g i m a s 	 C T M   s a v i e n o j u m s 	 C T M    h e n d u s 	 C T M   tkaxt	 C T M   	 C o n e c t a r e   C T M 	 C T M   
#
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	 C T M   8/K  	 L i d h j a   C T M 	 C T M   						 C T M   b i r l Y_m Ys i 	 C T M #c	 C o n n e c t a   C T M 	 C o n n e x i o n   C T M 	 C T M - t e n g i n g 	 C o n e x i  n   C T M 	 >2@78  C T M   	 C o n e c t a r   C T M 	 C T M   p o v e z i v a n j e 	 K g o k e l o   y a   C T M 	 C T M   k o n e k t a 	 C T M   c o n n e c t 	 H a d u w a n   C T M 	  s o p    C T M 	 C T M   >AC	 	 	 	 	 
 
 S T R _ I D _ U C M _ R E D I A L _ F R O M _ O T H E R _ S I M 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   e n d   i n c o m i n g   c a l l   a n d   r e d i a l   i t   f r o m   t h e   o t h e r   S I M 	 R e d i a l   f r o m   t h e   o t h e r   S I M 	 caS͑d	 bcaS͑b	 B#I324!-7H	 R e m a r c a r   d e s d e   o t r o   S I M 	 R e c o m p o s e r      p a r t i r   d e   l  a u t r e   S I M 	 N e u e i n w a h l   v o n   a n d e r e m   S I M 	 01@0BL  A  4@C3>9  S I M - :0@BK	 R i c o m p o n i   d a   a l t r a   S I M 	 '*5'D  EF  'D(7'B)  #.1J	 R e m a r c a r   d e s d e   o u t r o   S I M 	 D i e r   S I M ' d e n   t e k r a r   a r a   	 D  n g   S I M   k h  c   g i   l i 	 H u b u n g i   u l a n g   d a r i   S I M   l a i n 	 D a i l   s e m u l a   d a r i   S I M   s a t u   l a g i 	 	(	M	/	  S I M   8	G	  *	A	(	:   !	>	/	2	  	0	G			 	 	 	  j r a t  r c s  z  s   a   m  s i k   S I M - r Ql 	 	 	 	 N u m m e r   h e r h a l e n   m e t   a n d e r e   S I M 	 	 	 R e a p e l a r e   d e   p e   c e a l a l t   c a r t e l   S I M 	 	 	     - S I M   	 	 	 4E'1G  1  '2  S I M   /1	 	 	 				  S I M   				  						  					  					 	 	 	 



  







  




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	           	 D a y e l a   k a b u s h a   k w e n y e   i - S I M 	 D a y e l a   k w a k h o n a   k w e n y e   i S I M 	 P i g a   u p y a   k u t o k a   k w a   S I M   n y i n g i n e 	 S k a k e l   w e e r   v a n a f   a n d e r   S I M 	 R i n k t i   p a k a r t o t i n a i   i a  k i t o s   S I M   k o r t e l s 	 P r z v a n +t   n o   c i t a   S I M 	 V a l i   u u e s t i   t e i s e l t   S I M - i l t 	 ?okv  pa~ael  patah  aul  S I M   ak	       S I M - 	 R e a p e l a r e   d e   p e   c e a l a l t   c a r t e l   S I M 	 .
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	 (M_  S I M 0A  *A(!>_2  0(M$A  	 B j e r i   s e r i s h   n g a   S I M   t j e t e r 	 				  				  			  				  					  				 B a _q a   S 0M - d Yn   t Yk r a r Yn   y 1	 _vQNS I M aS͑d	 T o r n a   a   m a r c a r   d e   l  a l t r e   S I M 	 R a p p e l      p a r t i r   d e   l  a u t r e   c a r t e   S I M 	 H r i n g j a   a f t u r    r     r u   S I M - k o r t i 	 R e m a r c a r   d e s d e   l a   o t r a   S I M 	 >2B>@=>  18@0Z5  >4  4@C30  S I M   :0@B8G:0	 R e d i s c a r   d e   o u t r o   S I M 	 P o z o v i   s a   d r u g e   S I M 	 D a e l a   b o t j h a   h o   t s w a   h o   S I M   e   n n g w e . 	 I - d i a l   m u l i   m u l a   s a   k a b i l a n g   S I M 	 R e d i a l   f r o m   t h e   o t h e r   S I M 	 S a k e   b u g a w a   d a g a   c i k i n   d a y a n   S I M 	 T  n - u n   p    l a t i   S I M   m i i r a n 	 0A0  S I M - :0@B040=  09B0;0C	 	 	 	 	 
 
 S T R _ I D _ U C M _ S I M 1 _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 S I M 1   v o i c e   c a l l   m e n u   i t e m   s t r i n g 	 S I M 1   v o i c e   c a l l 	 S I M aS1 q	 S I M aS1 5u݋	 *2"*24!1 	 L l a m a d a   d e   v o z   S I M 1 	 A p p e l   v o c a l   S I M 1 	 S I M 1 - V o i c e a n r u f 	 K7>2  G5@57  S I M 1 	 C h i a m a t a   v o c e   S I M 1 	 'DEC'DE)  'D5H*J)  AJ  'D(7'B)1 	 C h a m a d a   d e   v o z   S I M 1 	 S I M 1   s e s l i   a r a m a   	 C u c   g i   n g    m   S I M 1 	 P a n g g i l a n   s u a r a   d i   S I M 1 	 P a n g g i l a n   s u a r a   S I M 1 	 S I M 1   5	I	/	8	  	I	2		 	 	 	 S I M 1   h a n g h  v  s 	 	 	 	 S I M 1   g e s p r e k 	 	 	 A p e l   v o c a l   S I M 1 	 	 	     - S I M 1 	 	 	 *E'3  5H*  S I M 1 	 	 	 S I M 	  					  			 	 	 	 


1   



  


	 1     	 U c i n g o   l e z w i   l e - S I M 1 	 I l i z w i   l e f o w n i   l e S I M 1 	 S i m u   y a   S I M 1 	 S I M 1 - s t e m o p r o e p 	 1   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 1   b a l s s   z v a n s 	 S I M 1   h   l k  n e 	 S I M 1   qauvaukv  oavy	 S I M 1 -     	 A p e l   v o c a l   S I M 1 	 S I M 1   5
K
/
M
8
M
  
K
3
M

 	 S I M 1   8M50  2	 T h i r r j e   m e   z e   S I M 1 	 			  1   					  			 S 0M 1 - i n   s Ys   b i r l Y_m Ys i 	 S I M aS1 vq	 T r u c a d a   d e   v e u   S I M 1 	 A p p e l   v o c a l   c a r t e   S I M 1 	 S I M 1 - s  m t a l 	 L l a m a d a   d e   v o z   S I M 1 	 ;0A>25=  ?>28:  >4  S I M 1   :0@B8G:0	 C h a m a d a   c o m   v o z   e m   S I M 1 	 S I M 1   g l a s o v n i   p o z i v 	 M o h a l a   w a   S I M 1   y a   l e n t s w e 	 S I M 1   b o s e s   n a   t a w a g 	 S I M 1   v o i c e   c a l l 	 M u r y a r   k i r a   S I M 1 	  p    o h  n   S I M 1 	 S I M 1    :0@B040K  40CKABK  >K@0C	 	 	 	 	 
 
 S T R _ I D _ U C M _ S I M 2 _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 S I M 2   v o i c e   c a l l   m e n u   i t e m   s t r i n g 	 S I M 2   v o i c e   c a l l 	 S I M aS2 q	 S I M aS2 5u݋	 *2"*24!2 	 L l a m a d a   d e   v o z   S I M 2 	 A p p e l   v o c a l   S I M 2 	 S I M 1 - V o i c e a n r u f 	 K7>2  G5@57  S I M 2 	 C h i a m a t a   v o c e   S I M 2 	 'DEC'DE)  'D5H*J)  AJ  'D(7'B)2 	 C h a m a d a   d e   v o z   S I M 2 	 S I M 2   s e s l i   a r a m a   	 C u c   g i   n g    m   S I M 2 	 P a n g g i l a n   s u a r a   d i   S I M 2 	 P a n g g i l a n   s u a r a   S I M 2 	 S I M 2   5	I	/	8	  	I	2		 	 	 	 S I M 2   h a n g h  v  s 	 	 	 	 S I M 2   g e s p r e k 	 	 	 A p e l   v o c a l   S I M 2 	 	 	     - S I M 2 	 	 	 *E'3  5H*  S I M 2 	 	 	 S I M 	  					  			 	 	 	 


2   



  


	 2     	 U c i n g o   l e z w i   l e - S I M 2 	 I l i z w i   l e f o w n i   l e S I M 2 	 S i m u   y a   S I M 2 	 S I M 2 - s t e m o p r o e p 	 2   S I M   k o r t e l s   b a l s o   s k a m b u t i s 	 S I M 2   b a l s s   z v a n s 	 S I M 2   h   l k  n e 	 S I M 2   qauvaukv  oavy	 S I M 2 -     	 A p e l   v o c a l   S I M 2 	 S I M 2   5
K
/
M
8
M
  
K
3
M

 	 S I M 2   8M50  2	 T h i r r j e   m e   z e   S I M 2 	 			  2   					  			 S 0M 2 - i n   s Ys   b i r l Y_m Ys i 	 S I M aS2 vq	 T r u c a d a   d e   v e u   S I M 2 	 A p p e l   v o c a l   c a r t e   S I M 2 	 S I M 2 - s  m t a l 	 L l a m a d a   d e   v o z   S I M 2 	 ;0A>25=  ?>28:  >4  S I M 2   :0@B8G:0	 C h a m a d a   c o m   v o z   e m   S I M 2 	 S I M 2   g l a s o v n i   p o z i v 	 M o h a l a   w a   S I M 2   y a   l e n t s w e 	 S I M 2   b o s e s   n a   t a w a g 	 S I M 2   v o i c e   c a l l 	 M u r y a r   k i r a   S I M 2 	  p    o h  n   S I M 2 	 S I M 2    :0@B040K  40CKABK  >K@0C	 	 	 	 	 
 
 S T R _ I D _ U C M _ S I M 1 _ V O I C E _ A C T I V E 	 U C M 	 T I T L E ,   C 0 1 7 _ 1 	 a c t i v e   S I M 1   v o i c e   c a l l   t y p e   s t r i n g   i n   i n - c a l l   s c r e e n 	 S I M 1   v o i c e   a c t i v e 	 S I M aS1 q	 S I M aS1 ݋	 *2"*24!1   32	 V o z   a c t i v a   S I M 1 	 V o i x   a c t i v e   S I M 1 	 S I M 1 - V o i c e   a k t i v 	 K7>2  G5@57  S I M 1 	 V o c e   a t t i v a   S I M 1 	 'DEC'DE)  'D5H*J)  AJ  'D(7'B)1 	 V o z   S I M 1   a c t i v a 	 S I M 1   s e s   e t k i n   	 C u c   g i   n g    m   S I M 1 	 S u a r a   d i   S I M 1   a k t i f 	 S u a r a   a k t i f   S I M 1 	 S I M 1   5	I	/	8	  8		M	0	?	/		 	 	 	 A k t  v   S I M 1   h a n g h  v  s 	 	 	 	 S I M 1   s t e m   a c t i e f 	 	 	 A p e l   v o c a l   a c t i v   S I M 1 	 	 	       - S I M 1 	 	 	 *E'3  5H*  S I M 1   A9'D  '3*	 	 	 S I M 	  					  							 	 	 	 


1   



  





  	 1     	 I z w i   e l i s e b e n z a y o   l e - S I M 1 	 I l i z w i   l e S I M 1   l i y a s e b e n z a 	 S I M 1   s a u t i   i n a t u m i k a 	 S I M 1 - s t e m   a k t i e f 	 1   S I M   k o r t e l s   b a l s a s   s u a k t y v i n t a s 	 S I M 1   b a l s s   a k t +v a 	 S I M 1   h   l k  n e   a k t i i v n e 	 S I M 1   qauvaukvh  aok~  g	 S I M 1 -     	 A p e l   v o c a l   a c t i v   S I M 1 	 S I M 1   5
K
/
M
8
M
  8

@
5

	 S I M 1   8M50  8M0?_	 Z e   a k t i v   I   S I M 1 	 			  1   					  							 S 0M 1   s Ys   b i r l Y_m Ys i   a k t i v d i r 	 _URS I M aS1 vq	 V e u   S I M 1   a c t i v a 	 A p p e l   v o c a l   a c t i f   s u r   l a   c a r t e   S I M 1 	 S I M 1 - s  m t a l   v i r k t 	 L l a m a d a   d e   v o z   a c t i v a   S I M 1 	 ;0A>2=>B>  18@0Z5  A>  S I M 1   :0@B8G:0  5  0:B82=>	 V o z   a t i v a   e m   S I M 1 	 S I M 1   g l a s   a k t i v a n 	 L e n t s w e   l a   S I M 1   l e   a   s e b e t s a 	 S I M 1   a k t i b o   a n g   b o s e s 	 S I M 1   v o i c e   a c t i v e 	 M u r y a r   S I M 1   y a n a   a i k i 	 O h  n   S I M 1   n ci c	 S I M 1    :0@B040K  15;A5=4V  40CKA	 S I M 1   a h o t s   a k t i b o a 	 S I M 1   a k t i b o   a n g   b o s e s 	 V o z   a c t i v a   S I M 1 	 O l u   S I M 1   n a -   a r   r 	 S I M 1   g u t h   g n  o m h a c h 
 
 S T R _ I D _ U C M _ S I M 1 _ V O I C E _ H O L D 	 U C M 	 T I T L E ,   C 0 1 7 _ 1 	 h e l d   S I M 1   v o i c e   c a l l   t y p e   s t r i n g   i n   i n - c a l l   s c r e e n 	 S I M 1   v o i c e   h e l d 	 S I M aS1 OYu	 S I M aS1 OYu	 *2"*24!1   91	 V o z   e n   e s p e r a   S I M 1 	 V o i x   e n   a t t e n t e   S I M 1 	 S I M 1 - V o i c e   g e h a l t e n 	 K7>2  G5@57  S I M 1   C45@68205BAO	 V o c e   a t t i v a   S I M 2 	 *-'A8  'DEC'DE)  'D5H*J)  AJ  'D(7'B)1 	 V o z   S I M 2   a c t i v a 	 S I M 1   s e s   b e k l e t i l i y o r   	 G i   c u c   g i   n g    m   S I M 1 	 S u a r a   d i   S I M 1   d i t a h a n 	 S u a r a   d i t u n d a   S I M 1 	 S I M 1   5	I	/	8	  9	H	2	M	!		 	 	 	 T a r t o t t   S I M 1   h a n g h  v  s 	 	 	 	 S I M 1   s t e m   i n   d e   w a c h t 	 	 	 A p e l   v o c a l   p u s    n   a _t e p t a r e   S I M 2 	 	 	       - S I M 2 	 	 	 *E'3  5H*  S I M 1   /1  'F*8'1	 	 	 S I M 	  					  				 	 	 	 


1   





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	 1     	 I z w i   e l i b a n j i w e   l e - S I M 1 	 I l i z w i   l e S I M 1   l a b a n j w a 	 S I M 1   s a u t i   i n a s u b i r i 	 S I M 1 - s t e m   o n d e r b r e e k 	 1   S I M   k o r t e l s   b a l s a s   s u l a i k y t a s 	 S I M 1   b a l s s   a i z t u r t a 	 S I M 1   h   l k  n e   o o t e l 	 S I M 1   qauvaukvh  zap~an  g	 S I M 1 -       	 A p e l   v o c a l   p u s    n   a _t e p t a r e   S I M 2 	 S I M 1   5
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	 S I M 1   8M50  9G2M!	 Z e   a k t i v   I   S I M 2 	 			  1   					  						 S 0M 1 - i n   s Ys   b i r l Y_m Ys i   s a x l a n 1l 1r 	 OYuS I M aS1 vq	 V e u   S I M 1   r e t i n g u d a 	 A p p e l   v o c a l   e n   a t t e n t e   s u r   l a   c a r t e   S I M 1 	 S I M 1 - s  m t a l      b i  	 L l a m a d a   d e   v o z   r e t e n i d a   S I M 1 	 ;0A>2=>B>  18@0Z5  A>  S I M 1   :0@B8G:0  5  704@60=>	 V o z   r e t i d a   e m   S I M 1 	 S I M 1   g l a s   z a d r ~a n 	 L e n t s w e   l a   S I M 1   l e   t s h a r i s i t s w e 	 S I M 1   n a k a - h o l d   a n g   b o s e s 	 S I M 1   v o i c e   h e l d 	 M u r y a r   S I M 1   a n   r i k e 	 T i   d    o h  n   S I M 1   d  r  	 S I M 1    :0@B040K  40CKABK  AB0C	 S I M 1   a h o t s - d e i a   e t e n   d a 	 S I M 1   n a - h o l d   a n g   b o s e s 	 V o z   m a n t i d a   S I M 1 	 E j i   o l u   S I M 1 	 S I M 1   g u t h   a r   f i o n r a  
 
 S T R _ I D _ U C M _ Q U E S T I O N _ M A R K 	 U C M 	 P O P U P C O N F I R M 	 q u e s t i o n   m a r k 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ^	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	   A k a r a   a j j 	 ? 
 
 S T R _ I D _ U C M _ S E N D I N G _ D T M F 	 U C M 	 P O P U P C O N F I R M 	 D T M F   t o n e   i s   s e n d i n g 	 S e n d i n g   D T M F 	 ٖY;P-N	 ck(WSSY	 3%1*H  D T M F 	 E n v i a n d o   D T M F 	 E n v o i e   D T M F 	 D T M F   w i r d   g e s e n d e t 	 B?@02:0  D T M F 	 I n v i o   D T M F 	 ,'1M  '13'D  D T M F 	 A   e n v i a r   D T M F 	 D T A M F   g  n d e r i y o r   	 a n g   g i   D T M F 	 M e n g i r i m   D T M F 	 M e n g h a n t a r   D T M F 	 D T M F   -	G		  0	9	>	  9	H		 	 	 	 D T M F   k  l d  s e 	 	 	 	 D T M F   v e r z e n d e n 	 	 	 E x p e d i e r e   D T M F 	 	 	   D T M F 	 	 	 /1  -'D  '13'D  D T M F 	 	 	 D T M F   						  						 	 	 	 	 	 K u t h u n y e l w a   i - D T M F 	 I t h u m e l a   i D T M F 	 I n a t u m a   D T M F 	 S t u u r   t a n s   D T M F 	 S i u n 
i a m a s   D T M F 	 S kt u   D T M F 	 S a a d a n   D T M F - i 	 D T M F   xraoxt	 D T M F -   	 E x p e d i e r e   D T M F 	 D T M F   
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 
 S T R _ I D _ S N D R E C _ S E T T I N G _ Q U A L I T Y 	 S o u n d R e c o r d e r 	 I C O N T E X T 	 A u d i o   Q u a l i t y 	 A u d i o   q u a l i t y 	 rT	 XT(	 8 2@*5"	 C a l i d a d   d e   a u d i o   	 Q u a l i t    a u d i o 	 A u d i o q u a l i t  t 	 0G5AB2>  70?8A8	 Q u a l i t    a u d i o 	 FH9J)  'D5H*	 Q u a l i d a d e   d e   v  d e o 	 S e s   k a l i t e s i   	 C h t   l n g    m   t h a n h 	 K u a l i t a s   a u d i o 	 K u a l i t i   a u d i o 	   	!	?	/	K	  	A	#	5	$	M	$	>		 	 	 	 A u d i    m i n Qs  g 	 	 	 	 A u d i o k w a l i t e i t 	 	 	 C a l i t a t e   a u d i o 	 	 	   	 	 	!	?	/	K	  	M	5	>	2	?		@		 A*  5/'	 "H  H'Dy	     	 					  									 
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	   	 I k h w a l i t h i   y e - a u d i o 	 U b u l u n g a   b e - o d i y o 	 U b o r a   w a   s a u t i 	 K l a n k g e h a l t e 	 G a r s o   k o k y b 	 A u d i o   k v a l i t t e 	 H e l i   k v a l i t e e t 	 1xdkx  xao	   	 C a l i t a t e   a u d i o 	 
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 S T R _ I D _ P H B _ M U L T I _ O P 	 P h o n e B o o k 	 I C O N T E X T 	 M u l t i   O p e r a t i o n 	 S e l e c t   m u l t i p l e 	 Yx	 Y		 3+%2"#2"2#	 M a r c a r   v a r i o s 	 S  l e c t i o n   m u l t i p l e 	 M e h r e r e   m a r k i e r e n 	 K1@0BL  =5A:>;L:>	 S e l e z i o n e   m u l t i p l a 	 9EDJ)  C+J1)	 M u l t i - o p e r a   o 	 B i r   k a  1n 1  i _a r e t l e   	  n h   d u   n h i u 	 T a n d a i   b e b e r a p a 	 P i l i h   p e l b a g a i 	 		  .	>	0	M		  	0	G			 	 	 	 T  b b   k i j e l  l  s e 	 	 	 	 D i v e r s e   s e l e c t e r e n 	 	 	 M a r c a r e   m a i   m u l t e 	 	 	   	 	 .	2	M		@	  	*	0	G	6	(		 9D'E*0'1  F/EH1/	 EDy  "~14F	 	 								  								  					 ,
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	 .2M@  *0G7(M	 030B>>?5@0FV9=89	 





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	   	 U m s e b e n z i s i   o n h l o b o n h l o b o 	 I m i s e b e n z i   e m i n i n z i 	 U t e n d a j i   k a z i   k a d h a a 	 M e r k   v e r s k e i e 	 D a u g e r i o p a s   v e i k i m a s 	 V a i r k a s   o p e r c i j a s 	 M i t m e n e   t o i m i n g 	 2afatok  cxnantav  pvaa~xxiuxvvex~	 - 	 O p e r a ci i   m u l t i p l e 	 .
3
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 	 >'?  8>3(>  	 S h e n o   d i s a 	 						  								 B i r   n e  Ys i n i   i _a r Yl Y	 j:yY	 M a r c a  n   m o l t s 	 C o c h e r   p l u s i e u r s 	 M e r k j a   n o k k r a r 	 M a r c a r   v a r i o s 	 7=0G8  =5:>;:C	 M a r c a r   v  r i o s 	 O z n a 
i   n e k o l i k o 	 T s h w a y a   e   m m a l w a 	 M a r k a h a n   a n g   i l a n 	 M a r k   s e v e r a l 	 S a   a l a m u 	 S  m  s    p  p  	 V@=5H5CV=  15;3V;5C	 B a t   b a i n o   g e h i a g o   m a r k a t u 	 M a r k a h a n   a n g   i l a n 	 M a r c a r   v a r i o s 	 M a a k a   t t 	 M a r c  i l   r o i n n t 
 
 S T R _ I D _ P H B _ M U L T I _ O P _ C O P Y _ S E L E C T E D 	 P h o n e B o o k 	 I C O N T E X T 	 C o p y   S e l e c t e d 	 C o p y   m a r k e d 	 j	 
Y6Rh	 1%-5H@%7-	 C o p i a r   l o s   m a r c a d o s 	 C o p i e r   s  l e c t i o n 	 M a r k i e r t e s   k o p i e r e n 	 >?8@>20BL  2K1@0==>5	 C o p i a   s e l e z i o n a t i 	 F3.  E.*'1	 C o p i a r   s e l e c   o 	 0_a r e t l i l e r i   k o p y a l a 	 S a o   c h  p    n h   d u 	 S a l i n   y a n g   d i t a n d a i 	 S a l i n   p i l i h a n 	 	/	(	  	?		  9	A		  	K	  	I	*	@	  	0	G			 	 	 	 A   m e g j e l  l t e k   m  s o l  s a 	 	 	 	 G e s e l e c t e e r d e   k o p i  r e n 	 	 	 C o p i e r e   m a r c a t e 	 	 	   	 	 	I	*	@	  (	?	5	!	2	G		 1HFH4*  9D'E*  0'4*G  G'	 EF*.(  4/  H  H~  ,&	     	 			  								  			  						 
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	 *?  G8?(  5>?(?  >+@  G/A.A	 >?VN20B8  281@0=V	 



  






  


  


	     	 U k u k o p i s h a   k u k h e t h i w e 	 K h u p h e l a   e z i k h e t h i w e y o 	 N a k a l a   i m e c h a g u l i w a 	 K o p i e e r   g e m e r k t e 	 K o p i j u o t i   p a s i r i n k t u s 	 K o p t   a t l a s +t s 	 K o p e e r i   v a l i k 	 Jasevel  hv~anveh	     	 C o p i e r e   a r t i c o l e   s e l e c t a t e 	 $
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	 *?  (?0M,>?$  	 K o p j o   t e   s h e n u a r a t 	 					  			  									  				 0_a r Yl Yn m i _l Yr i n   s u r Yt i n i    1x a r 	 ]j:yv	 C o p i a   e l s   m a r c a t s 	 C o p i e r   l a   s  l e c t i o n 	 A f r i t a   m e r k t 	 C o p i a r   m a r c a d o s 	 >?8@0X  3>  >7=0G5=>B>	 C o p i a r   m a r c a d o 	 K o p i r a j   o z n a 
e n o 	 K o p i t s a   t s e   t s h w a i l w e n g . 	 K o p y a h i n   a n g   n a k a m a r k a 	 C o p y   m a r k e d 	 K o f e   a l a m a r 	 D a   t i   a   s  m  s i   k 	 5;3V;5=35=4V  :HV@C	 M a r k a t u a k   k o p i a t u 	 K o p y a h i n   a n g   n a k a m a r k a 	 C o p i a r   m a r c a d o 	 K p a   i h e   a m a k r 	 C  i p e  i l   i a d   s i  d   a t    m a r c  i l t e 
 
 S T R _ I D _ P H B _ M U L T I _ O P _ D E L E T E _ S E L E C T E D 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   S e l e c t e d 	 D e l e t e   m a r k e d 	 *Rdj	  Rdh	 %5H@%7-	 B o r r a r   l o s   m a r c a d o s   	 S u p p r i m e r   s  l e c t i o n n  	 M a r k i e r t e s   l  s c h e n 	 #40;8BL  2K1@0==>5	 E l i m i n a   s e l e z i o n a t i 	 E3-  E.*'1	 E l i m i n a r   s e l e c   o 	 0_a r e t l i l e r i   s i l 	 X  a    n h   d u 	 H a p u s   y a n g   d i t a n d a i 	 H a p u s   p i l i h a n 	 	/	(	  	?		  9	A		  	K	  9		>				 	 	 	 A   m e g j e l  l t e k   t  r l  s e 	 	 	 	 G e s e l e c t e e r d e   v e r w i j d e r e n 	 	 	 ^t e r g e r e   m a r c a t e 	 	 	   	 	 !	?	2	@		  (	?	5	!	2	G		 -0A  9D'E*  0'4*G  G'	 EF*.(  4/  H  Ey'&	   	 											  				  					 
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	 *?  G8?(  5>?(?  $J2?A.A	 840;8B8  281@0=V	 



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	     	 U k u s u s a   k u k h e t h i w e 	 C i m a   e z i k h e t h i w e y o 	 F u t a   i m e c h a g u l i w a 	 S k r a p   g e m e r k t e 	 `a l i n t i   p a s i r i n k t u s 	 D z s t   a t l a s +t s 	 K u s t u t a   v a l i k 	 Kv{el  hv~anveh	   	 ^t e r g e r e   a r t i c o l e   s e l e c t a t e 	 $
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	 .(K(@$  ,?2K*  0(M$A	 F s h i j   t e   s h e n u a r a t 	 					  			  				 0_a r Yl Yn m i _l Yr i   p o z 	 *Rd]j:yv	 S u p r i m e i x   e l s   m a r c a t s 	 S u p p r i m e r   l a   s  l e c t i o n 	 E y  a   m e r k t u 	 E l i m i n a r   m a r c a d o s 	 71@8H8  3>  >7=0G5=>B>	 E x c l u i r   m a r c a d o 	 O b r i ai   o z n a 
e n o 	 P h u m u l a   e   t s h w a i l w e n g 	 T a n g g a l i n   a n g   n a k a m a r k a 	 D e l e t e   m a r k e d 	 S h a r e   a l a m a r 	 P a   t i   a   s  m  s i   r   	 5;3V;5=35=4V  6>N	 M a r k a t u a k   e z a b a t u 	 T a n g g a l i n   a n g   n a k a m a r k a 	 B o r r a r   m a r c a d o 	 K a c h a p   i h e   a m a k r 	 S c r i o s   i a d   s i  d   a t    m a r c  i l t e 
 
 S T R _ I D _ P H B _ M U L T I _ O P _ C O P Y _ S E L E C T E D _ A S K 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 C o p y   S e l e c t e d ? 	 C o p y   m a r k e d ? 	 j	 
Y6Rh	 1%-5H@%7-? 	  C o p i a r   l o s   m a r c a d o s ? 	 C o p i e r   s  l e c t i o n   ? 	 M a r k i e r t e s   k o p i e r e n ? 	 >?8@>20BL  2K1@0==>5? 	 C o p i a r e   s e l e z i o n a t i ? 	 F3.)  'DE.*'1'*	 C o p i a r   s e l e c   o ? 	 0_a r e t l i l e r   k o p y a l a n s 1n   m 1?   	 S a o   c h  p    n h   d u ? 	 S a l i n   y a n g   d i t a n d a i ? 	 S a l i n   p i l i h a n ? 	 	/	(	?	$	  	K	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   a   m e g j e l  l t e k e t ? 	 	 	 	 G e s e l e c t e e r d e   k o p i  r e n ? 	 	 	 C o p i e r e   m a r c a t e ? 	 	 	   ? 	 	 	 9D'E*  0'4*G  G'  1HFH4*  4HF/	 	 	 											  			  						? 	 	 	 	 



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? 	       ? 	 U k u k o p i s h a   k u k h e t h i w e ? 	 k h u p h e l e   e z i k h e t h i w e y o ? 	 N a k a l a   i m e c h a g u l i w a ? 	 K o p i e e r   g e m e r k t e ? 	 K o p i j u o t i   p a s i r i n k t u s ? 	 K o p t   a t l a s +t s ? 	 K o p e e r i n   v a l i k u ? 	 Jaseve^l  hv~anveh	       	 C o p i a ci   a r t i c o l e l e   s e l e c t a t e ? 	 $
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? 	 *?  (?0M,>?$  ??   	 K o p j o   t e   s h e n u a r a t ? 	 					  			  									  						? 	 0_a r Yl Yn m i _l Yr i n   s u r Yt i n i    1x a r m a q ? 	 ]j:yv	 V o l e u   c o p i a r   e l s   m a r c a t s ? 	 C o p i e   d e   l a   s  l e c t i o n ? 	 A f r i t a   m e r k t ? 	  C o p i a r   m a r c a d o s ? 	 >?8@0X  3>  >7=0G5=>B>? 	 C o p i a r   m a r c a d o ? 	 K o p i r a j   o z n a 
e n o ? 	 O   k o p i t s a   t s e   t s h w a i l w e n g ? 	 K o p y a h i n   a n g   n a k a m a r k a ? 	 C o p y   m a r k e d ? 	 K o f e   a l a m a r ? 	 D a   t i   a   s  m  s i   k   b  ? 	 5;3V;5=35=4V  :HV@C  :5@5:  ?5? 	 M a r k a t u a k   k o p i a t u ? 	 K o p y a h i n   a n g   n a k a m a r k a / 	 C o p i a r   m a r c a d o ? 	 K p a   i h e   a m a k r ? 	 C  i p e  i l   i a d   s i  d   a t    m a r c  i l t e ? 
 
 S T R _ I D _ P H B _ M U L T I _ O P _ D E L E T E _ S E L E C T E D _ A S K 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 D e l e t e   S e l e c t e d ? 	 D e l e t e   m a r k e d ? 	 *Rdj	  Rdh	 %5H@%7-? 	  B o r r a r   l o s   m a r c a d o s ? 	 S u p p r i m e r   s  l e c t i o n   ? 	 M a r k i e r t e s   l  s c h e n ? 	 #40;8BL  2K1@0==>5? 	 E l i m i n a r e   s e l e z i o n a t i ? 	 E3-  'DE.*1'*	 E l i m i n a r   s e l e c   o ? 	 0_a r e t l i l e r   s i l i n s i n   m i ?   	 X  a    n h   d u ? 	 H a p u s   y a n g   d i t a n d a i ? 	 H a p u s   p i l i h a n ? 	 	/	(	?	$	  	K	  .	?		>			? 	 	 	 	 T  r l i   a   m e g j e l  l t e k e t ? 	 	 	 	 G e s e l e c t e e r d e   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   m a r c a t e ? 	 	 	   ? 	 	 	 9D'E*  0'4*G  G'  -0A  4HF/	 	 	 											  				  							? 	 	 	 	 



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? 	     ? 	 U k u s u s a   k u k h e t h i w e ? 	 C i m e   e z i k h e t h i w e y o ? 	 F u t a   i m e c h a g u l i w a ? 	 S k r a p   g e m e r k t e ? 	 `a l i n t i   p a s i r i n k t u s ? 	 D z s t   a t l a s +t s ? 	 K u s t u t a n   v a l i k u ? 	 Kv{e^l  hv~anveh	     ? 	 ^t e r g e ci   a r t i c o l e l e   s e l e c t a t e ? 	 $
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e n o ? 	 O   p h u m u l a   e   t s h w a i l w e n g ? 	 T a n g g a l i n   a n g   n a k a m a r k a ? 	 D e l e t e   m a r k e d ? 	 S h a r e   a l a m a r ? 	 P a   t i   a   s  m  s i   r   b  ? 	 5;3V;5=35=4V  6>N  :5@5:  ?5? 	 M a r k a t u a k   e z a b a t u ? 	 T a n g g a l i n   a n g   n a k a m a r k a ? 	 B o r r a r   m a r c a d o ? 	 K a c h a p   i h e   a m a k r ? 	 S c r i o s   i a d   s i  d   a t    m a r c  i l t e ? 
 
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i v a n j e 	 T o b e t s a   *   h o   b u l e l a / t i m a 	 P i n d u t i n   a n g   *   p a r a   i - o n / i - o f f 	 P r e s s   *   f o r   O n / O f f 	 D a n n a   *   d o n   y a   k u n n a   k a s h e w a 	 T   *   l a t i   t  n -  n / p a    	 >AC\ HV@C  HV=  *   B9<5HV3V=  10AKK7	 P i z t e k o / i t z a l t z e k o   *   s a k a t u 	 P i n d u t i n   a n g   *   u p a n g   i - o n / i - o f f 	 P r e m e r   *   p a r a   p r e n d e r / a p a g a r 	 P a   *   w e e   g b a n y e / g b a n y 	 B r  i g h   *   l e   c u r   a r   s i  l / a s 
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	 (M/ +M    0?,>  2>?  ,>M8  A(M$A  	 P r e k   k u t i n e   t e   f i k e s h   / t e   n d e z e s h 	 		/ 		  						  						  					 A c 1b   q a p a t m a q      n   q u t u   i _a r Ys i n Y  t o x u n 	 ޞxe<h_Uܕ	 T o q u e u   q u a d r e   p e r   a c t i v a r / d e s a c t i v a r 	 T o u c h e z   l a   c a s e   p o u r   a l l u m e r /  t e i n d r e 	 S n e r t u   k a s s a n n   t i l   a    k v e i k j a / s l  k k v a 	 T o c a r   e n   l a   c a j a   p a r a   a c t i v a r / d e s a c t i v a r 	 >?@8  ?@>7>@5F  70  2:;CGC20Z5/ 8A:;CGC20Z5	 T o c a r   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 	 D o d i r n i   s a n d u 
e   z a   u k l j u 
i v a n j e / i s k l j u 
i v a n j e 	 T h e t s a   l e b o k o s e   h o   b u l e l a / t i m a 	 H i p u i n   a n g   k a h o n   u p a n g   i - o n / i - o f f 	 T o u c h   b o x   f o r   O n / O f f 	 T a b a   a k w a t i   d o n   k u n n a / k a s h e w a 	 F i   w   k a n    p  t    l a t i   t  n -  n / p a    	 >AC\ HV@C  HV=    B5@575=V  B@BVV7	 	 	 	 	 
 
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NP	 6#2"2#5H*2!2#@%7-DI*9*8	 M  x i m o   d e   e l e m e n t o s   s e l e c c i o n a b l e s   a l c a n z a d o 	 N o m b r e   d   l  m e n t s   m a x   a t t e i n t 	 M a x .   w  h l b a r e   E l e m e n t e   e r r e i c h t 	 >AB83=CB  ?@545;  :>;8G5AB20  M;5<5=B>2	 E l e m e n t i   m a s s i m i   s e l e z i o n a b i l i   r a g g i u n t i 	 H  B/  (D:*  'D-/  'D'B5J  DD'.*J'1	 A t i n g i d o   m  x .   d e   i t e n s   s e l e c c i o n a d o s 	 M a k s .   s e  i l e b i l i r   m a d d e   s a y 1s 1n a   u l a _1l d 1  	 L a   c h n      t   n   n g n g   c a o   n h t 	 I t e m   m a k s i m a l   y a n g   d i p i l i h   t e r c a p a i 	 I t e m   b o l e h   p i l i h   m a k s i m u m   d i c a p a i 	 	'	?	.   	/	(	  /	K		M	/	  			.	M	8	  $		  *	9	A			>		 	 	 	 M a x i m  l i s   e l e m s z  m   e l  r v e 	 	 	 	 M a x i m u m   a a n t a l   v a n   s e l e c t e e r b a r e   o b j e c t e n 	 	 	 A ci   s e l e c t a t   n u m r u l   m a x i m   d e   e l e m e n t e 	 	 	   '     '       	 	 	 (G  -/'+1  2FG  G'  B'(D  'F*.'(  13/	 	 	 								  								  		  							 	 	 	 





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	       	 I z i n t o   e z i k h e t h e k a y o   e z i n o b u k h u l u   b o k u g c i n a   k u f i n y e l e l w e   k u z o 	 U b k h l   b e z i n t o   e z i k h e t h e k a y o   b u y a f i k a 	 U p e o   w a   v i t u   v i n a v y o w e z a   k u c h a g u l i w a   u m e f i k a 	 M a k s i m u m   k i e s b a r e   i t e m s   b e r e i k 	 P a s i e k t a s   m a k s .   p a s i r i n k a m s  e l e m e n t s  s k a i 
i u s 	 S a s n i e g t s   m a k s .   a t l a s m o   v i e n u m u   s k a i t s 	 V a l i t a v a t e    k s u s t e   m a x   a r v   k  e s 	 @a}el  g  a|a~elacxuv  pvaa~x  hv~xr  aek  avaokv	       	 A ci   s e l e c t a t   n u m r u l   m a x i m   d e   e l e m e n t e 	 $
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NP	 S  h a   a s s o l i t   e l   m  x i m   d  e l e m e n t s   s e l e c c i o n a b l e s 	 N o m b r e   m a x .   d  o b j e t s   s  l e c t i o n n a b l e s   a t t e i n t 	 L e y f i l e g u   h  m a r k i   v a l i n n a   h l u t a   e r   n   	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   d e   e l e m e n t o s   s e l e c c i o n a b l e s 	 >AB83=0B  5  <0:A8<0;5=  1@>X  =0  AB02:8  70  8718@0Z5  	 M  x .   d e   i t e n s   s e l e c i o n  v e i s   a t i n g i d o 	 M a k s   s t a v k e   k o j e   s e   m o g u   s e l e k t o v a t i   d o s t i ~u 	 M o e d i   w a   d i a e t h e m e   t s e   k a   k g e t h w a n g   o   f i h l e t s w e 	 N a a b o t   n a   a n g   p i n a k a m a r a m i n g   m a p i p i l i n g   b a g a y 	 M a x   s e l e c t a b l e   i t e m s   r e a c h e d   ( T o o   m a n y   s e l e c t i o n s ) 	 Z a b u w a   a b u b u w a   y a   k u r e 	 T i   d     p i n   a w n   n k a n   t i   o   ce   y a n   t    p    j  	   :?  B040;0BK=  M;5<5=BB5@	 	 	 	 	 
 
 S T R _ I D _ V R S I _ P R O C E S S I N G 	 V R S I 	 P O P U P 	 P h o n e   B o o k   P r o c e s s i n g , W a i t   a n d   R e t r y 	 P h o n e b o o k   p r o c e s s i n g ,   w a i t   a n d   r e t r y 	 q?|Ut-N
zPQf	 5u݋?|Yt-N
zPQՋ	 3%13@42#*!8B#(1L,   #-A%0%-C+!H	 P r o c e s a n d o   l i b r e t a   t e l e f  n i c a ,   e s p e r e   y   r e i n t e n t e   	 U t i l i s a t i o n   d u   r  p e r t o i r e    l e c t r o n i q u e   e n   c o u r s ,   v e u i l l e z   p a t i e n t e r   e t   r  e s s a y e r 	 T e l e f o n b u c h   w i r d   v e r a r b e i t e t ,   w a r t e n   u n d   V o r g a n g   w i e d e r h o l e n 	 1@01>B:0  B5;5D>==>9  :=838.   >2B>@8B5  ?>?KB:C  ?>74=55. 	 E l a b o r a z i o n e   r u b r i c a ,   a t t e n d e r e   e   t e n t a r e   d i   n u o v o 	 ,'1M  E9'D,)  /A*1  'DG'*A,   'F*81  H#9/  'DE-'HD)	 A   p r o c e s s a r   a   l i s t a   t e l e f  n i c a ,   a g u a r d e   e   t e n t e   n o v a m e n t e 	 T e l e f o n   r e h b e r i   i _l e n i y o r ,   b e k l e   v e   y e n i d e n   d e n e   	 D a n h   b   a n g   x   l  ,   i   v    t h   l i 	 P e m r o s e s a n   b u k u   t e l e p o n ,   t u n g g u   d a n   c o b a   l a g i 	 B u k u   t e l e f o n   s e d a n g   d i p r o s e s ,   t u n g g u   d a n   c u b a   s e m u l a 	 +	K	(	,	A		  *	M	0	K	8	G	8	  	0	  0	9	>	  9	H	,   *	M	0	$	@		M	7	>	  	0	  *	A	(	:   *	M	0	/	>	8	  	0	G			 	 	 	 A   t e l e f o n k  n y v   f e l d o l g o z  s a ,   v  r a k o z  s    s    j r a p r  b  l k o z  s 	 	 	 	 T e l e f o o n b o e k   v e r w e r k e n ,   w a c h t e n   e n   o p n i e u w   p r o b e r e n 	 	 	 C i t i r e   a g e n d    n   c u r s ,   a _t e p t a ci   _i    n c e r c a ci   m a i   t  r z i u 	 	 	       .             	 	 *	M	0		M	0	?	/	>	  9	K	$	  	9	G		 /1  -'D  ~1/'24  /A*1G  *DAF  4('  ('4/  H  /H('1G  *D'4  F/	 ~1H33  ,'1	   . . . 	 						  															  					, 							  				  			  						  						  					 $
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	     ,       	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 F o o n b o e k   v e r w e r k   t a n s ,   w a g   e n   p r o b e e r   w e e r 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 P h o n e b o o k   p r o c e s s i n g , w a i t   a n d   r e t r y 	 	 	 N u m e r a t o r i   n e   p r o c e s ,   p r i t   d h e   p r o v o   s e r i s h 	 											  											,   							  			  			  				  						  				 	 	 	 	 	 	 	 P r o c e s s a n d o   a g e n d a   t e l e f  n i c a ,   a g u a r d a r   t e n t e   n o v a m e n t e 	 	 	 	 	 	 	 	 Z e n b a k i - z e r r e n d a   l a n e a n ,   i t x a r o n   e t a   b e r a n d u a g o   s a i a t u 	 P i n o p r o s e s o   a n g   p h o n e b o o k ,   m a g h i n t a y   a t   s u b u k a n   m u l i 	 P r o c e s a n d o   a x e n d a ,   e s p e r e   e   r e i n t e n t e 	 F o n b u k   n a - a r , c h e r e   k a   i m e g h a r a 	 A g   p r  i s e  i l   a n   l e a b h a i r   f  i n ,   f a n   a g u s   a t r i a i l   l e   d o   t h o i l 
 
 S T R _ I D _ F M R D O _ R E C O R D _ Q U A L I T Y 	 F M R a d i o 	 I C O N T E X T 	 A u d i o   Q u a l i t y 	 A u d i o   q u a l i t y 	 rT	 XT(	 8 2@*5"	 C a l i d a d   d e   a u d i o   	 Q u a l i t    a u d i o 	 A u d i o q u a l i t  t 	 0G5AB2>  0C48>	 Q u a l i t    a u d i o 	 FH9J)  'D5H*	 Q u a l i d a d e   d e    u d i o 	 S e s   k a l i t e s i   	 C h t   l n g    m   t h a n h 	 K u a l i t a s   a u d i o 	 K u a l i t i   a u d i o 	 '	M	5	(	?	  	A	#	5	$	M	$	>		 	 	 	 A u d i    m i n Qs  g 	 	 	 	 A u d i o k w a l i t e i t 	 	 	 C a l i t a t e   a u d i o 	 	 	   	 	 	!	?	/	K	  	M	5	>	2	?		@		 A*  5/'	 "H  H'Dy	     	 					  									 
!
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	 !?/K  	 /:VABL  0C4V>	 




  







	   	 I k h w a l i t h i   y e - a u d i o 	 U b u l u n g a   b e - o d i y o 	 U b o r a   w a   s a u t i 	 K l a n k g e h a l t e 	 G a r s o   k o k y b 	 A u d i o   k v a l i t t e 	 H e l i   k v a l i t e e t 	 1xdkx  xao	   	 C a l i t a t e   a u d i o 	 
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	 !?  A#,$M$>  	 C i l e s i a   a u d i o 	 				'   							 	 	 	 	 	 	 	 Q u a l i d a d e   d e    u d i o 	 	 	 	 	 	 	 	 A u d i o - k a l i t a t e a 	 K a l i d a d   n g   a u d i o 	 C a l i d a d e   d e   a u d i o 	 d   o t i   e g w u 	 C a i g h d e  n   f u a i m e 
 
 S T R _ I D _ F M S R _ R E C _ Q U A L I T Y 	 F M S c h e d u l e R e c 	 I C O N T E X T 	 A u d i o   Q u a l i t y 	 A u d i o   q u a l i t y 	 rT	 XT(	 8 2@*5"	 C a l i d a d   d e   a u d i o   	 Q u a l i t    a u d i o 	 A u d i o q u a l i t  t 	 0G5AB2>  0C48>	 Q u a l i t    a u d i o 	 FH9J)  'D5H*	 Q u a l i d a d e   d e    u d i o 	 S e s   k a l i t e s i   	 C h t   l n g    m   t h a n h 	 K u a l i t a s   a u d i o 	 K u a l i t i   a u d i o 	 '	M	5	(	?	  	A	#	5	$	M	$	>		 	 	 	 A u d i    m i n Qs  g 	 	 	 	 A u d i o k w a l i t e i t 	 	 	 C a l i t a t e   a u d i o 	 	 	   	 	 	!	?	/	K	  	M	5	>	2	?		@		 A*  5/'	 "H  H'Dy	     	 					    									 
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	 !?/K  	 /:VABL  0C4V>	 




  







	   	 I k h w a l i t h i   y e - a u d i o 	 U b u l u n g a   b e - o d i y o 	 U b o r a   w a   s a u t i 	 K l a n k g e h a l t e 	 G a r s o   k o k y b 	 A u d i o   k v a l i t t e 	 H e l i   k v a l i t e e t 	 1xdkx  xao	   	 C a l i t a t e   a u d i o 	 
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 
 S T R _ I D _ U M M S _ O P T I O N S _ U S E _ D E T A I L S 	 U M M S 	 T I T L E ,   I C O N T E X T 	 O p t i o n   p r o v i d e d   t o   u s e r   t o   u s e   E m a i l   I D ,   P h o n e   n u m b e r   o r   U R L   p r e s e n t   i n   M M S     	 A d v a n c e d 	 2x	 ؚ~	y	 1I*9	 A v a n z a d o   	 U t i l i s e r   l e s   d  t a i l s 	 E r w e i t e r t 	 >?>;=8B5;L=>	 U s a   d e t t a g l i 	 E*B/E)	 A v a n  a d o 	 G e l i _m i _	 N  n g   c a o 	 L a n j u t a n 	 L a n j u t a n 	 		(	M	(	$		 	 	 	 S p e c i  l i s 	 	 	 	 G e a v a n c e e r d 	 	 	 A v a n s a t 	 	 	 	 	 U s e   D e t a i l s 	 ~J41A*G	 	 	 							 	 	 	 






  




  


	   	 U s e   d e t a i l s 	 U s e   d e t a i l s 	 U s e   d e t a i l s 	 G e v o r d e r d 	 U s e   d e t a i l s 	 U s e   d e t a i l s 	 U s e   d e t a i l s 	 U s e   d e t a i l s 	 U s e   d e t a i l s 	 U s e   d e t a i l s 	 	 	 P e r d o r   h o l l e s i t e 	 					  							  				 Q a b a q c 1l 	 2	 A v a n  a d e s 	 A v a n c  	  t a r l e g t 	 A v a n z a d o 	 0?@54=>	 A v a n  a d o 	 N a p r e d n o 	 E   h a t e t s e n g   p e l e 	 P i n a s u l o n g 	 A d v a n c e d 	 C i n   g a b a 	 T i   o   g b  r    	 >AK<H0	 A u r r e r a t u a 	 A d v a n c e d 	 A v a n z a d o 	 G a a n i i h u 	 A r d l e i b h  a l 
 
 S T R _ I D _ U M M S _ O P T I O N S _ P R O P E R T I E S 	 U M M S 	 T I T L E ,   I C O N T E X T 	 P r o p e r t i e s   o f   M M S 	 P r o p e r t i e s 	 
o`s`	 Oo``	 8*!14	 P r o p i e d a d e s 	 P r o p r i  t  s 	 E i g e n s c h a f t e n 	 !2>9AB20  	 P r o p r i e t  	 -'D)  'D13'D)	 P r o p r i e d a d e s 	  z e l l i k l e r 	 C h i   t i t   t i n   n h n 	 K e t e r a n g a n 	 S i f a t 	   5	?	6	G	7	$	>				 E g e n s k a b e r 	 M o ~n o s t i 	 W Ba [c i w o [c i 	 T u l a j d o n s  g o k 	 O m i n a i s u u d e t 	 E g e n s k a p e r 	 M o ~n o s t i 	 E i g e n s c h a p p e n 	 E g e n s k a p e r 	 S v o j s t v a 	 P r o p r i e t ci 	 P o s e s t i 	 	 	 %0@0:B5@8AB8:8	 P r o p e r t i e s 	 H  G'	 	 	 								 	 	 	 







	 	 A m a - P r o p e r t i e s 	 I i m p a w u 	 S i f a 	 E i e n s k a p p e 	 Y p a t y b s 	 *p a a+b a s 	 A t r i b u u d i d 	 @aoxiuxvve	 	 P r o p r i e t ci 	 *
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 	 A#'0M.8.B9  	 V e t i t e 	 								 X  s u s i y y Yt l Yr 	 l\'`	 P r o p i e t a t s 	 P r o p r i  t  s 	 E i g i n l e i k a r 	 P r o p i e d a d e s 	 !2>XAB20	 P r o p r i e d a d e s 	 S v o j s t v a 	 D i k a r o l o 	 M g a   K a t a n g i a n 	 P r o p e r t i e s 	 K a y a k i 	 A w n    b  d  	 !8?0BB0@	 E z a u g a r r i a k 	 M g a   K a t a n g i a n 	 P r o p i e d a d e s 	 N g w o n g w o 	 A i r  o n n a 
 
 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ A R C H I V E 	 U M M S 	 I C O N T E X T 	 M o v e   T o   A r c h i v e   f r o m   a n y   B o x 	 M o v e   t o   A r c h i v e 	 ,dyǌe>Y	 yR0ReN9Y	 "I2"D"15H@G	 M o v e r   a   A r c h i v o 	 D  p l a c e r   d a n s   A r c h i v e 	 Z u m   A r c h i v   v e r s c h i e b e n 	 5@5<5AB8BL  2  0@E82	 S p o s t a   i n   a r c h i v i o 	 *-1JC  'DJ	 M o v e r   p a r a   A r q u i v o 	 A r _i v e   t a _1  	 C h u y n   t i   t h   m c   l u   t r 	 P i n d a h k a n   k e   A r s i p 	 P i n d a h k a n   k e   A r k i b 	 	0	M		>		5	  *	0	  	>				 	 	 	  t h e l y e z  s   a z   a r c h  v u m b a 	 	 	 	 N a a r   a r c h i e f   v e r p l a a t s e n 	 	 	 M u t a r e    n   a r h i v 	 	 	   	 	 	 'F*B'D  (G  "14H	 	 	 											  					  						 M o v e   T o   A r c h i v e 	 M o v e   T o   A r c h i v e 	 	 









  




	     	 Y i s a   k u - a r c h i v e 	 I s a   k u L o n d o l o z o 	 H a m i s h a   k w a   H i f a d h i 	 S k u i f   n a   A r g i e f 	 P e r k e l t i   /  a r c h y v 	 P r c e l t   u z   a r h +v u 	 T e i s a l d a   a r h i i v i 	 Oeraxmel  1mk~	   	 M u t a r e    n   a r h i v 	 
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	 -?2G>>0A  3(  0(M$A  	 L e v i z   t e k   A r k i v a 	 									  		  					 A r x i v   q u t u s u n a   k e  	 yRjHh(	 D e s p l a  a   a   a r x i u 	 D  p l a c e r   v e r s   l e s   a r c h i v e s 	 F  r a      S a f n 	 M o v e r   a   A r c h i v o 	 @5<5AB8  2>  @E820	 M o v e r   a o   a r q u i v o   c o m p a c t a d o 	 P r e b a c i   u   A r h i v u 	 I s a   P o l o k e l o n g 	 I l i p a t   s a   A r c h i v e 	 M o v e   t o   A r c h i v e 	 M o t s a   z u w a   k a i 	 G b    l   s    I b i    p a m   	 @00B0  6K;6KBC	 A r t x i b o r a t u 	 I l i p a t   s a   A r c h i v e 	 M o v e r   a   a r q u i v o 	 B u g a   n a   a k a i v 	 A i s t r i g h   c h u i g   C a r t l a n n 
 
 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ D R A F T S 	 U M M S 	 I C O N T E X T 	 M o v e   T o   D r a f t s   f r o m   a n y   B o x 	 M o v e   t o   D r a f t s 	 ,dyI?z	 yR0RI?z	 "I2"D"1A#H2	 M o v e r   a   B o r r a d o r e s   	 D  p l a c e r   v e r s   l e s   b r o u i l l o n s 	 Z u   E n t w  r f e   v e r s c h i e b e n 	 5@59B8  2  '5@=>28:8	 S p o s t a   n e l l e   B o z z e 	 FBD  %DI  'DE3H/'*	 M o v e r   p a r a   R a s c u n h o s 	 T a s l a k l a r a   t a _1	 C h u y  	n   v a  o   t h   m u #c   n h a p 	 P i n d a h   k e   k o n s e p 	 P i n d a h k a n     k e   D r a f 	 !	M	0	>	+	M		  .	G		    2	G	  	>				 F l y t   t i l   U d k a s t 	 P Ye s u n o u t   d o   k o n c e p t o	 P r z e n i e [  d o   r o b o c z y c h 	  t h e l y e z  s   a   p i s z k o z a t o k   k  z  	 S i i r r    l u o n n o k s i i n 	 F l y t t   t i l   U t k a s t 	 P r e s u n  e  d o   k o n c e p t o v 	 N a a r   c o n c e p t e n   v e r p l a a t s e n 	 F l y t t a   t i l l   U t k a s t 	 P r e m j e s t i   u   s k i c e 	 M u t a r e    n   s c h i ce 	 P r e m a k n i   v   O s n u t k e 	     	   	 M o v e   t o   D r a f t s 	 M o v e   t o   D r a f t s 	 'F*B'D  (G  ~4  FH3  G'	 	 	 						  					  				 	 	 	 










  




	   	 Y i s a   e z i n h l a k e n i 	 I s a   k u Y i l o 	 H a m i s h a   k w a   R a s i m u 	 S k u i f   n a   K o n s e p t e 	 P e r k e l t i   /  a p l a n k    J u o d r a at i n  	 P r c e l t   p i e   m e l n r a k s t i e m 	 T e i s a l d a   m u s t a n d i t e s s e 	 Oeraxmel  dezk  Famacne	       	 M u t a r e    n   s c h i ce 	 
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 
 S T R _ I D _ U M M S _ N O _ S U B J E C T 	 U M M S 	 I C O N T E X T 	 E m p t y   S u b j e c t 	 < N o   s u b j e c t > 	 < !q;Ne> 	 < e;N> 	 < D!H!5+1'I-> 	 ( S i n   a s u n t o ) 	 < A u c u n   s u j e t > 	 ( K e i n   B e t r e f f ) 	 ( 5B  B5<K)   	 < N e s s u n   o g g e t t o > 	 < D'    JH,/  EH6H9> 	 < S e m   a s s u n t o > 	 ( k o n u   y o k ) 	 < K h  n g   c h u 	    > 	 ( t a k   a d a   s u b y e k ) 	 < T i a d a   s u b j e k > 	 ( 	K		  5	?	7	/	  (	9	@		) 	 ( I n t e t   E m n e ) 	 ( } d n    p Ye d m t ) 	 ( b e z   t e m a t u ) 	 < N i n c s   t  r g y > 	 ( E i   A i h e t t a ) 	 ( I k k e   n o e   e m n e ) 	 ( }i a d n y   p r e d m e t ) 	 ( G e e n   o n d e r w e r p ) 	 ( i n g e t    m n e ) 	 ( N e m a   p r e d m e t a ) 	 ( F r   s u b i e c t ) 	 ( N i   T e m e ) 	 (     ) 	 <   > 	 ( O<0  @54<5B) 	 ( 5	?	7	/	  (	>	9	@	) 	 < GJ  4&  H,H/  F/'1/> 	 ( EH6H9  ) 	 (   ) 	 < 				  				  			> 	 ( 
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) 	 ( ) 	 ( A k u n a s i h l o k o ) 	 ( A k u k h o   l u n g u ) 	 ( H a k u n a   k i u m b i l e ) 	 < G e e n   o n d e r w e r p > 	 ( N r a   t e m o s ) 	 ( N a v   t m a s ) 	 ( T e e m a   p u u d u b ) 	 ( 9eta  yoa) 	 (   ) 	 ( F r   s u b i e c t ) 	 ( 5
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 
 S T R _ I D _ U M M S _ O P T I O N S _ U S E _ D E T A I L S _ N U M B E R 	 U M M S 	 I C O N T E X T 	 O p t i o n   t o   U s e   N u m b e r   p r e s e n t   i n   M M S 	 U s e   n u m b e r 	 O(u_x	 O(uSx	 C
I+!2"@%	 U s a r   n  m e r o 	 U t i l i s e r   l e   n u m  r o 	 N u m m e r   v e r w e n d e n 	 A?>;L7>20BL  =><5@	 U s a   n u m e r o 	 %3*./'E  'D1BE	 U s a r   n  m e r o 	 N u m a r a y 1  k u l l a n 	 S   d n g   s 	 G u n a k a n   N o m o r 	 G u n a k a n   n o m b o r 	 /	B		<	0	  (		,	0	  	 B r u g   N u m m e r 	 P o u ~ t   
 s l o 	 U |y j   n u m e r 	 S z  m   b e i l l e s z t  s e 	 K  y t    n u m e r o a 	 B r u k   n u m m e r 	 P o u ~i e  
 s l o 	 N u m m e r   g e b r u i k e n 	 A n v  n d   n u m m e r 	 K o r i s t i   b r o j 	 U t i l i z a r e   n u m r 	 U p o r a b i   `t e v i l k o 	   	   	 7?>;7209  ><5@	 	M	0	.	>			  		*	/	K			 '3*A'/G  '2  4E'1G	 FE(1  '3*9E'D  1	   .     	 					  							  	 (
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 
 S T R _ I D _ U M M S _ O P T I O N S _ U S E _ D E T A I L S _ E M A I L 	 U M M S 	 I C O N T E X T 	 O p t i o n   t o   U s e   E m a i l   A d d r e s s   p r e s e n t   M M S 	 U s e   E m a i l 	 O(uP[N0W@W	 O(u5uP[N0W@W	 C
I-5@!%	 U s a r   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 U t i l i s e r   a d r e s s e   E m a i l 	 E - M a i l   v e r w e n d e n 	 A?>;L7>20BL  04@5A  M;.   ?>GBK	 U s a   i n d i r i z z o   e - m a i l 	 '3*./'E  'D(1J/  'D%DC*1HFJ	 U t i l i z a r   E - m a i l 	 E - p o s t a   k u l l a n 	 D  n g   e m a i l 	 G u n a k a n   E m a i l 	 G u n a     E m e l 	 	- .	G	2	  *	$	>	  	8	M	$	G	.	>	2	  	0	G			 	 	 	 E - m a i l   h a s z n  l a t a 	 	 	 	 W - m a i l   g e b r u i k e n 	 	 	 U t i l i z a r e   a d r e s   d e   e - m a i l 	 	 	     	 	 	 ('11  1''F'EG	 	 	 				  							  					 	 	 	 




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 
 S T R _ I D _ U M M S _ O P T I O N S _ U S E _ D E T A I L S _ N U M B E R _ L I S T 	 U M M S 	 T I T L E 	 T i t l e   f o r   N u m b e r   l i s t   s c r e e n 	 N u m b e r   l i s t 	 _xnU	 SxRh	 #2"2#+!2"@%	 L i s t a   d e   n  m e r o s 	 E n r e g i s t r e r   d a n s   l ' a n n u a i r e 	 N u m m e r n l i s t e 	 !?8A>:  =><5@>2	 E l e n c o   n u m e r i 	 B'&E)  'D1BE	 L i s t a   d e   n  m e r o s 	 N u m a r a   l i s t e 	 D a n h   s a c h   s  	 D a f t a r   N o m o r 	 S e n a r a i   n o m b o r 	 (		,	0	    8	B		@		 N u m m e r   L i s t e 	 S e z n a m   
 s e l 	 L i s t   n u m e r  w 	 S z  m l i s t a 	 N u m e r o l u e t t e l o 	 N u m m e r l i s t e 	 Z o z n a m   
 s e l 	 N u m m e r l i j s t 	 N u m m e r l i s t a 	 P o p i s   b r o j e v a 	 L i s t   d e   n u m e r e 	 `t e v i l k a   S e z n a m a 	   	   	 !?8AJ:  ><5@0	 	M	0	.	>			  8	B		@		 D3*  4E'1G	 FE(1  D3y	   	 					  							 (
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 
 S T R _ I D _ U M M S _ O P T I O N S _ U S E _ D E T A I L S _ E M A I L _ L I S T 	 U M M S 	 T I T L E 	 T i t l e   f o r   E m a i l   L i s t   S c r e e n 	 E m a i l   a d d r e s s   l i s t 	 P[N0W@WnU	 5uP[N0W@WRh	 #2"2#-5@!%	 L i s t a   d e   c o r r e o s   e l e c t r  n i c o s 	 L i s t e   d  E m a i l 	 E - M a i l l i s t e 	 !?8A>:  04@5A>2  M;.   ?>GBK	 E l e n c o   e - m a i l 	 B'&E)  'D(1J/  'D'DC*1HFJ	 L i s t a   d e   e - m a i l s 	 E - p o s t a   a d r e s   l i s t e s i   	 D a n h   s a c h   t h   i n   t 	 D a f t a r   a l a m a t   e m a i l 	 S e n a r a i   e - m e l 	 	- .	G	2	  8	B		@		 	 	 	 E - m a i l   l i s t a 	 	 	 	 E - m a i l l i j s t 	 	 	 L i s t   d e   a d r e s e   d e   e - m a i l 	 	 	   " 	 	 E m a i l   L i s t 	 D3*  'ED	 	 	 				  					 	 	 	 






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	   	 U h l u   l w e - i m e y l i 	 U l u h l u   l w e - i m e y l 	 O r o d h a   y a   b a r u a   p e p e 	 E - p o s l y s 	 E l .   p a at o   s r a aa s 	 e - p a s t a   s a r a k s t s 	 E - p o s t i   a a d r e s s i d e   l o e n d 	 7l.   x}k  parxdacxiuxvvek  avo	 E m a i l -   	 L i s t   d e   a d r e s e   d e   e m a i l 	 
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	 .G2M  $>2?>  	 L i s t a   e   a d r e s e s   s e   e m a i l i t 	 					  						 E l e k t r o n   p o  t   u n v a n l a r 1n 1n   s 1y a h 1s 1	 0W@WnU	 L l i s t a   d  a d r e c e s   d e   c o r r e u   e l e c t r  n i c 	 L i s t e   d e s   a d r e s s e s   d e   c o u r r i e l 	 N e t f a n g a l i s t i 	 L i s t a   d e   d i r e c c i o n e s   d e   c o r r e o   e l e c t r  n i c o 	 !?8A>:  70  04@5A8  70  5- ?>HB0	 L i s t a   d e   e n d e r e  o s   d e   e - m a i l 	 L i s t a   e - m a i l   a d r e s e 	 L e n a n e   l a   d i a t e r e s e   t s a   i m e i l e 	 L i s t a h a n   n g   E m a i l   a d d r e s s 	 E m a i l   a d d r e s s   l i s t 	 T s a r i n   a d i r e s h i   n a   E m a i l 	  k  j   a d i r s i   i m e e l i 	 -;5:B@>=4K  ?>HB0  <5:5=609K=K  BV7V<V	 	 	 	 	 
 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ N O _ N U M B E R 	 U M M S 	 P O P U P 	 I t s   a   p o p u p   s h o w n   t o   u s e r   i f   n u m b e r   l i s t   i s   e m p t y 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 N o   h a y   u n   n  m e r o 	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   n u m e r o 	 D'  JH,/  1BE	 S e m   n  m e r o 	 N u m a r a   y o k 	 K h  n g   c    s 	 N o   N u m b e r ! 	 T i a d a   n o m b o r 	   	K		  (		,	0	  (	9	@			 N o   N u m b e r ! 	 N o   N u m b e r ! 	 N o   N u m b e r ! 	 N i n c s   s z  m 	 N o   N u m b e r ! 	 N o   N u m b e r ! 	 N o   N u m b e r ! 	 G e e n   n u m m e r 	 N o   N u m b e r ! 	 N o   N u m b e r ! 	 A g e n d a   n u   c o n ci n e   n i c i u n   n u m r   d e   t e l e f o n 	 N o   N u m b e r ! 	 N o   N u m b e r ! 	     	 N o   N u m b e r ! 	 N o   N u m b e r ! 	 4E'1G  EH,H/  F3*	 	 	 			  					  				 	 	 	 


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 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ N O _ E M A I L _ I D 	 U M M S 	 P O P U P 	 I t s   a   p o p u p   s h o w n   t o   u s e r   i f   E m a i l   l i s t   i s   e m p t y 	 N o   E m a i l   a d d r e s s 	 !qP[N0W@W	 e5uP[N0W@W	 D!H!55H-"9H-5@!%	 N o   h a y   u n a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A u c u n e   a d r e s s e   E m a i l 	 K e i n e   E - M a i l a d r e s s e 	 5B  04@5A0  M;.   ?>GBK	 N e s s u n   i n d i r i z z o   e - m a i l 	 D'  JH,/  1E2  'D(1J/	 S e m   e n d e r e  o s   d e   e - m a i l 	 E p o s t a   a d r e s i   y o k 	 K h  n g   c    I D   t h   i n   t 	 N o   E m a i l   I D ! 	 T i a d a   a l a m a t   e - m e l 	   	K		  	- .	G	2	  I D   (	9	@			 N o   E m a i l   I D ! 	 N o   E m a i l   I D ! 	 N o   E m a i l   I D ! 	 N i n c s   e - m a i l   c  m 	 N o   E m a i l   I D ! 	 N o   E m a i l   I D ! 	 N o   E m a i l   I D ! 	 G e e n   e - m a i l a d r e s 	 N o   E m a i l   I D ! 	 N o   E m a i l   I D ! 	 L i s t a   n u   c o n ci n e   n i c i o   a d r e s   d e   e - m a i l 	 N o   E m a i l   I D ! 	 N o   E m a i l   I D ! 	     " 	 N o   E m a i l   I D ! 	 N o   E m a i l   I D ! 	 F4'F  'ED  EH,H/  F3*	 	 	 			  				  				 	 	 	 


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	     	 A l i k h o   i k h e l i   l e - i m e y l i 	 A k u k h o   d i l e s i   y e - i m e y l 	 H a k u n a   a n w a n i   y a   b a r u a   p e p e 	 G e e n   e - p o s a d r e s   n i e 	 N r a   e l .   p a at o   a d r e s o 	 N a v   e - p a s t a   a d r e s e s 	 E - p o s t i   a a d r e s s   p u u d u b 	 7l  . x}k  pa}e  yoa	   E m a i l   	 N i c i o   a d r e s   d e   e m a i l 	 
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 
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o`Pxe]T
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NP	 63'  M M S   *9*8	 C a n t i d a d   m  x i m a   d e   M M S   a l c a n z a d a 	 N o m b r e   m a x   M M S   a t t e i n t 	 M a x .   M M S - A n z a h l   e r r e i c h t 	 0<OBL,   >B2545==0O  ?>4  A>>1I5=8O,   70?>;=5=0. 	 N u m e r o   M M S   m a x   r a g g i u n t o 	 *E  'DH5HD  %DI  #B5I  9//  EF  13'&D  M M S 	 N  m e r o   m  x i m o   d e   M M S   a t i n g i d o 	 M a k s i m u m   M M S   s a y 1s 1n a   e r i _i l d i 	    q u    s   M M S   t i   a 	 J u m l a h   M M S   m a k s .   t e r c a p a i 	 N o m b o r   M M S   m a k s .   D i c a p a i 	 	.		.		8	  	'	?		$	.	  8			M	
 /	>	  $		  *	9	A			  	/	>		 	 	 	 M a x i m  l i s   M M S   s z  m   e l  r v e 	 	 	 	 M a x   a a n t a l   M M S - b e r i c h t e n   b e r e i k t 	 	 	 S - a   a t i n s   n u m r u l   m a x i m   d e   M M S - u r i 	 	 	           M M S 	 	 	 *9/'/  ~J'EG'  (G  -/'C+1  13J/G	 	 	 								  						  								  							  								 	 	 	 M M S   




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o`xeW[]T
NP	 S  h a   a s s o l i t   e l   n  m e r o   m  x i m   d e   m i s s a t g e s 	 N o m b r e   d e   m e s s a g e s   m a x .   a t t e i n t 	 H  m a r k s f j  l d a   s k i l a b o  a   e r   n   	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   d e   m e n s a j e s 	 >AB83=0B  5  <0:A8<0;5=  1@>X  =0  ?>@0:8	 N  m e r o   m  x .   d e   m e n s a g e n s   a t i n g i d o 	 P o s t i g n u t   m a k s   b r o j   P o r 	 M o e d i   w a   p a l o   y a   M l t s   o   f i h l e t s w e 	 N a a b o t   n g   a n g   p i n a k a m a r a m i n g   d a m i   n g   M e n s 	 M a x   M s g   n u m b e r   r e a c h e d 	 K u r e w a   l a m b a   s a k o   t a   k a i 	 T i   d     p i n   N m b a    f i r a n c  t    p    j  	   :?  E010@  =<V@;5@V	 	 	 	 	 
 
 S T R _ I D _ U M M S _ O P T I O N S _ S A V E _ O B J E C T S 	 U M M S 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   S a v e   t h e   O b j e c t s   p r e s e n t   i n   t h e   M M S 	 S a v e   o b j e c t s 	 2QX[irN	 OX[[a	 1@G--@GL	 G u a r d a r   o b j e t o s 	 E n r e g i s t r e r   o b j e t s 	 O b j e k t e   s p e i c h e r n 	 !>E@0=8BL  >1J5:BK	 S a l v a   o g g e t t i 	 -A8  'D'4J'!	 G u a r d a r   o b j e c t o s 	 N e s n e l e r i   k a y d e t   	 L u   i   t n g 	 S i m p a n   o b j e k 	 S i m p a n   o b j e k 	 	,	M		G		M		M	8	  8	G	5	  	0	G			 	 	 	 O b j e k t u m o k   m e n t  s e 	 	 	 	 O b j e c t e n   o p s l a a n 	 	 	 S a l v a r e   o b i e c t e 	 	 	   	 	 S a v e   O b j e c t s 	 0.1G  '4'!	 	 	 					  						  					 	 	 	 







  




	   	 G c i n a   i z i n t o 	 G c i n a   i z i n t o 	 H i f a d h i   v i u m b i l e 	 B e r g   o b j e k t e 	 .r a ay t i   o b j e k t u s 	 S a g l a b t   o b j e k t u s 	 S a l v e s t a   o b j e k t i d 	 Japzavel  bueoveh	   	 S a l v a r e   o b i e c t e 	 
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	 ,M GM  80M7#  0(M$A  	 R u a j   o b j e k t e t 	 							  							  				 O b y e k t l Yr i   s a x l a 	 2QX[irN	 D e s a   o b j e c t e s 	 E n r e g i s t r e r   l e s   o b j e t s 	 V i s t a   h l u t i 	 G u a r d a r   o b j e t o s 	 0GC20X  >1X5:B8	 S a l v a r   o b j e t o s 	 S a 
u v a j   p r e d m e t e 	 B o l o k a   d i o b j e k t e 	 I - s a v e   a n g   m g a   b a g a y 	 S a v e   o b j e c t s 	 A j i y e   a b u b u w a 	 F i   a w n   n k a n   p a m 	 KA0=40@4K  A0B0C	 	 	 	 	 
 
 S T R _ I D _ U M M S _ F A I L E D _ T O _ D I S P L A Y _ J S R _ M M S 	 U M M S 	 P O P U P 	 M M S   i s   r e a d   o n l y   b y   J a v a   A p p l i c a t i o n 	 R e a d   o n l y   b y   J a v a 	 ˊO(uJ a v a a(uz_Sdk
o`	 O(uJ a v a ^(uz^Sdki_O	 -H2-"H2@5"'B"2'2	 S  l o   l e c t u r a   p o r   J a v a 	 L e c t u r e   J a v a   s e u l e m e n t 	 L e s e n   n u r   d u r c h   J a v a 	 'B5=85  B>;L:>  G5@57  J a v a 	 L e t t o   s o l o   d a   J a v a 	 B1'!)  9(1  ,'A'  AB7	 L e r   a p e n a s   p o r   J a v a 	 Y a l n 1z c a   J a v a   i l e   o k u   	 H  y   d  n g   n g   d n g   J A V A     x e m 	 H a n y a   b a c a   o l e h   J a v a 	 D i b a c a   h a n y a   o l e h   J a v a 	 	G	5	2	  	>	5	>	  &	M	5	>	0	>	  *	 	(	@	/		 	 	 	 C s a k   J a v a    l t a l   o l v a s h a t  	 	 	 	 A l l e e n   l e z e n   d o o r   J a v a 	 	 	 F o l o s i ci   n u m a i   a p l i c a ci a   J a v a   p e n t r u   c i t i r e 	 	 	     "   J a v a 	 	 +		M	$	  	>	5	>	  5	>		>		 .H'F/F  AB7  ('  J a v a 	 ,'H'    019  51A  ~	     	 										  				  				  					 
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	       	 K u f u n d w a   y i - J a v a   k u p h e l a 	 F u n d w a   k u p h e l a   n g u J a v a 	 S o m a   t u   n a   J a v a 	 K a n   s l e g s   m e t   J a v a   g e l e e s   w o r d 	 T i k   s k a i t y t i   s u   J a v a 	 T i k a i   l a s m s   a r   J a v a 	 L o e t a v   a i n u l t   J a v a g a 	 8vieel  tkauv  J a v a - k  tk{xx~	     -   	 F o l o s i ci   n u m a i   a p l i c a ci a   J a v a   p e n t r u   c i t i r e 	 
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i t a j   s a m o   p o m o u   J a v a - e 	 E   b a l w a   k a   J a v a   f e e l a 	 N a b a b a s a   l a n g   n g   J a v a 	 R e a d   o n l y   b y   J a v a 	 K a r a n t a   k a w a i   d a   J a v a 	 K       n i p a   J a v a   n  k a n 	 J a v a     0@K;K  B5:  >C0  0@=0;0=	 	 	 	 	 
 
 S T R _ I D _ U M M S _ E X P I R E _ T I M E 	 U M M S 	 U N L I M 	 E x p i r y   t i m e   o f   t h e   N o t i f i c a t i o n 	 E x p i r e   t i m e : 	 NgBf	 Ǐge	 @'%2+!-2"8: 	 T i e m p o   d e   v e n c i m i e n t o : 	 D u r  e   d  e x p i r a t i o n  : 	 A b l a u f z e i t : 	 !@>:  459AB28O: 	 T e m p o   d i   s c a d e n z a : 	 5D'-J)  'DEF*GJ	 D a t a   d e   v a l i d a d e : 	 S o n a   e r m e   s  r e s i :   	 T h i   g i a n   h t   h n : 	 W a k t u   k e d a l u w a r s a : 	 M a s a   t a m a t   m a s a : 	 8	.	>	*	M	$	?	  8	.	/	: 	 	 	 	 L e j  r a t : 	 	 	 	 E x p i r a t i e t i j d : 	 	 	 E x p i r    n : 	 	 	   : 	 	 E x p i r e   T i m e : 	 *'1.  'FB6'!: 	 	 	 			  						: 	 	 	 	 






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: 	     : 	 I s i k h a t h i   s o k u p h e l e l w a : 	 I x e s h a   l o k u p h e l a : 	 M u d a   w a   k u i s h a : 	 V e r v a l t y d : 	 N e b e g a l i o j i m o   l a i k a s : 	 D e r +g u m a   l a i k s : 	 A e g u m i s e   k e l l a a e g : 	 Mza|tav  jatoe]	     : 	 E x p i r    n : 	 
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 
 S T R _ I D _ U M M S _ M I N S 	 U M M S 	 U N L I M 	 C o n v e r s i o n   f r o m   o n e   f o r m a t   t o   D a t e   M i n u t e s   F o r m a t 	 m i n 	 R	 R	 25	 m i n u t o s 	 m i n s 	 M i n . 	 <8=. 	 m i n . 	 /B'&B	 m i n s 	 d a k i k a   	 P h  t 	 m e n i t 	 m i n 	 .	?	(			 	 	 	 p e r c 	 	 	 	 m i n 	 	 	 m i n 	 	 	 : 	 	 m i n s 	 /BBG	 	 	 						 	 	 	 




	 	 i m i z u z w a n a 	 i i m z z . 	 D a k i k a 	 m i n u t e 	 m i n . 	 m i n kt e s 	 m i n u t i t 	 xze	 	 m i n 	 .
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 	 .?(M 8.B9  	 M i n . 	 						 d Yq 	 R	 m i n 	 m i n 	 m  n . 	 m i n 	 <8=. 	 m i n 	 m i n 	 m e t s . 	 m i n 	 m i n 	 m i n 	  cj  	 <8=	 	 	 	 	 
 
 S T R _ I D _ U M M S _ S I Z E 	 U M M S 	 U N L I M 	 S i z e   o f   t h e   M M S 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@: 	 D i m e n s i o n e : 	 -,E: 	 T a m a n h o : 	 B o y u t :   	 D u n g   l n g : 	 U k u r a n : 	 S a i z : 	 		>	0	: 	 	 	 	 M  r e t : 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e 	 	 	 : 	 	 S i z e : 	 'F/'2G: 	 	 	 				: 	 	 	 	 

: 	 : 	 U s a y i z i : 	 U b u n g a k a n a n i : 	 S a i z i : 	 G r o o t t e : 	 D y d i s : 	 A p j o m s : 	 M a h t : 	 Ia}]	 : 	 D i m e n s i u n e : 	 5
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: 	 >0: 	 M a d h e s i a : 	 				: 	  l   s  : 	 'Y\	 M i d a : 	 T a i l l e  : 	 S t  r  : 	 T a m a  o : 	 >;5<8=0: 	 T a m a n h o : 	 V e l i 
i n a : 	 S a e s e : 	 L a k i : 	 S i z e : 	 F a d i : 	  w  n   t  t  b i : 	 ;H5<V: 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ K B 	 U M M S 	 P O P U P ,   U N L I M 	 S i z e   o f   t h e   M M S   i n   K B 	 K B 	 CSMOCQD}	 CSW[	 K B 	 K B 	 K o 	 K B 	 	 K B 	 ('J*	 K B 	 K B   	 K B 	 K B 	 K B 	 K B 	 	 	 	 K B 	 	 	 	 k B 	 	 	 K B 	 	 	 K B 	 	 	 DH('*	 	 	 					 	 	 	 K B 	 	 I - K B 	 I - K B 	 K B 	 K b 	 K B 	 K B 	 K B 	 ?2	 	 K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 K o 	 K B 	 K B 	 	 K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 K B 	 109B	 	 	 	 	 
 
 S T R _ I D _ U M M S _ B Y T E S 	 U M M S 	 U N L I M 	 S i z e   o f   t h e   M M S   i n   b y t e s 	 b y t e s 	 MOCQD}	 W[	 DL	 b y t e s 	 o c t e t s 	 B y t e 	 109B	 b y t e 	 ('J*	 b y t e s 	 b a y t   	 b y t e s 	 b y t e 	 b a i t 	 ,	>			M	8		 	 	 	 b  j t 	 	 	 	 b y t e s 	 	 	 o c t e ci 	 	 	 	 	 	 ('*	 	 	 					 	 	 	 





	   	 a m a - b y t e s 	 I - b y t e s 	 b a i t i 	 g r e p e 	 b a i t a i 	 b a i t i 	 b a i t i 	 baui	 	 o c t e ci 	 ,
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 
 S T R _ I D _ U M M S _ M S G _ C L A S S 	 U M M S 	 U N L I M 	 T y p e   o f   M M S 	 T y p e : 	 ^W	 {|W	 
4: 	 T i p o : 	 T y p e   : 	 T y p : 	 "8?: 	 T i p o : 	 FH9  : 	 T i p o : 	 T  r :   	 L o i : 	 J e n i s : 	 J e n i s : 	 *	M	0		>	0	: 	 	 	 	 T  p u s : 	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 : 	 	 T y p e : 	 FH9: 	 	 	 						: 	 	 	 	 





: 	 : 	 U h l o b o : 	 U h l o b o : 	 A i n a : 	 T i p e : 	 T i p a s : 	 T i p s : 	 T   p : 	 Oe}ao]	 : 	 T i p : 	 $
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 
 S T R _ I D _ U M M S _ P E R S O N E L _ M S G _ C L A S S 	 U M M S 	 U N L I M 	 T y p e   o f   M M S   i s   P e r s o n a l 	 P e r s o n a l 	 PN	 *NN	 *H'1'	 P e r s o n a l 	 P e r s o n n e l 	 P e r s  n l i c h 	 8G=K5	 P e r s o n a l e 	 4.5J	 P e s s o a l 	 K i _i s e l   	 C    n h  n 	 P r i b a d i 	 P e r i b a d i 	 5	M	/		M	$	?		$		 	 	 	 S z e m  l y e s 	 	 	 	 P e r s o o n l i j k 	 	 	 P e r s o n a l 	 	 	 	 	 	 4.5	 	 	 										 	 	 	 








	   ( ) 	 O k u q o n d e n e   n a w e 	 Y e s i q u 	 B i n a f s i 	 P e r s o o n l i k 	 A s m e n i n i s 	 P e r s o n +g a 	 I s i k l i k 	 1vqvaoav	 	 P e r s o n a l 	 5
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n i 	 Y a   h a o 	 P e r s o n a l 	 P e r s o n a l 	 K a d a i c e 	 T i   a r a   n i 	 5:5
 
 S T R _ I D _ U M M S _ I N F O R M A T I O N A L _ M S G _ C L A S S 	 U M M S 	 U N L I M 	 T y p e   o f   M M S   i s   I n f o r m a t i o n a l 	 I n f o r m a t i o n a l 	 w	 w	 I-!9%	 I n f o r m a t i v o 	 I n f o r m a t i o n n e l 	 I n f o r m a t i v 	 =D>@<0F8>==K5	 I n f o r m a t i v o 	 '9D'F	 I n f o r m a t i v o 	 B i l g i l e n d i r i c i   	 T h  n g   t i n 	 I n f o r m a s i 	 B e r m a k l u m a t 	 8	B		(	>		 	 	 	 T  j  k o z t a t    j e l l e g q	 	 	 	 I n f o r m a t i o n e e l 	 	 	 I n f o r m a t i v 	 	 	 	 	 I n f o r m a t i o n a l 	 '7D'9'*	 	 	 												 	 	 	 










	 	 U l w a z i 	 I y a z i s a 	 H a b a r i 	 I n f o r m a t i e w e 	 I n f o r m a c i n i s 	 I n f o r m a t +v a 	 I n f o r m a t i i v n e 	 Oereoa~aoav	 	 I n f o r m a t i v 	 
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	 I n f o r m a t i u 	    t i t r e   i n f o r m a t i f 	 T i l   u p p l  s i n g a r 	 I n f o r m a t i v o 	 =D>@<0B82=8	 I n f o r m a t i v o 	 I n f o r m a c i o n i 	 Y a   t l h a h i s o l e s e d i n g 	 N a g b i b i g a y   I m p o r m a s y o n 	 I n f o r m a t i o n a l 	 W a t s a   l a b a r u 	 T i   a l  l  y  	 ?0@0BBK
 
 S T R _ I D _ U M M S _ A U T O _ M S G _ C L A S S 	 U M M S 	 U N L I M 	 T y p e   o f   M M S   i s   A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #H*HE'*JCJ	 A u t o m  t i c o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o m a t i k 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 A u t o 	 .H/'1	 	 	 											 	 	 	 







	 	 I - a u t o 	 N g o k u z e n z e k e l a 	 O t o m a t i 	 O u t o m a t i e s 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

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	 8M5$	 A u t o 	 						 A v t o 	 R	 A u t o 	 A u t o 	 S j  l f v i r k t 	 A u t o m  t i c o 	 2B><0BA:8	 A u t o m  t i c o 	 A u t o m a t s k i 	 E   i k e t s a n g 	 A w t o 	 A u t o 	 A t o m a t i c 	   f w y  	 2B>
 
 S T R _ I D _ U M M S _ E R R O R _ I N _ S E N D 	 U M M S 	 P O P U P 	 S e n d i n g   M M S   F a i l e d 	 S e n d   f a i l e d 	 
o`P1YWe	 mo`S1Y%	 *H%I!@+%'	 F a l l    e l   e n v  o 	 L ' e n v o i   a    c h o u  	 S e n d e n   f e h l g e s c h l a g e n 	 !1>9  >B?@02:8	 I n v i o   n o n   r i u s c i t o 	 %13'D  A4D	 E n v i o   f a l h o u 	 G  n d e r i l e m e d i 	 G i   t i n   n h n   t h t   b i 	 K i r i m a n   P e s a n   G a g a l 	 H a n t a r   g a g a l 	   -	G		(	>	  	8	+	2		 S e n d   B e s k e d   M i s l y k k e t 	 O d e s l  n    z p r  v y   s e l h a l o 	 W y s y Ba n i e   w i a d o m o [c i   n i e p o w i o d Bo   s i 	  z e n e t   k  l d  s e   s i k e r t e l e n 	 V i e s t i n   l  h e t y s   e p  o n n i s t u i 	 S e n d i n g   a v   m e l d i n g   m i s l y k k e t 	 O d o s l a n i e   s p r  v y   z l y h a l o 	 V e r z e n d e n   m i s l u k t 	 D e t   g i c k   i n t e   a t t   s k i c k a   m e d d e l a n d e t 	 N e u s p j e an o   s l a n j e   p o r u k e 	 E x p e d i e r e a   m e s a j u l u i   n u   a   r e u _i t 	 P o ai l j a n j e   S p o r o 
i l a   N e u s p e an o 	     	   	 7?@0I0=5  =0  !J>1I5=85B>  5CA?5H=>	 8		&	G	6	  *	>	 	5	>	5	G	  	8	.	0	M	%		 '13'D  F'EHAB  (H/	 (,'  H  '  ~:'E  F''E	     	 						  						  							 8
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	   	 U k u t h u m e l a   k u h l u l e k i l e 	 U k u t h u m e l a   k u p h a n z i l e 	 I m e s h i n d w a   k u t u m a 	 S t u u r - a k s i e   o n s u k s e s v o l 	 S i u n t i m a s   n e p a v y k o 	 S kt +aa n a   n e i z d e v s 	 S a a t m i n e   n u r j u s 	 Hraoxth  qamxr~e	     	 E x p e d i e r e a   n u   a   r e u _i t 	 
/
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	 *M0G0#  ,?+3  9G2>  	 D e r g i m i   d e s h t o i 	 						  					 G  n d Yr m Y  b a _  t u t m a d 1	 P1YWe	 E r r o r   d ' e n v i a m e n t 	  c h e c   d  e n v o i 	 S e n d i n g   m i s t  k s t 	 E n v  o   f a l l i d o 	 A?@0\0Z5B>  5  =5CA?5H=>	 F a l h a   d e   e n v i o 	 S l a n j e   n i j e   u s p e l o 	 T h o m e l o   e   h l o l e h i l e 	 H i n d i   n a g t a g u m p a y   a n g   p a g p a p a d a l a 	 S e n d   f a i l e d 	 A i k a   t a   f a s a 	 F  f i r a n c  k  n  	 V15@C  ABAV7  0OB0;4K
 
 S T R _ I D _ U M M S _ S U C C E S S _ M M S _ S E N T _ O N L Y 	 U M M S 	 P O P U P 	 M M S   S e n t   s u c e s s f u l y   t o   t h e   f o l l o w i n g   n u m b e r : 	 M M S   s e n t   t o :   	 
o`Q6eNN	 i_OQ6eNN	 M M S   *HD"1: 	 M M S   e n v i a d o   a :   	 M M S   e n v o y      :   	 M M S   g e s e n d e t   a n :   	 M M S   >B?@02;5=>:   	 M M S   i n v i a t o   a : 	 *E  'D'13'D  , E3*DE: 	 M M S   e n v i a d a   p a r a : 	 M M S   g  n d e r i l d i :   	 T i n   n h n      g i   i ,   n g i   n h n : 	 M M S   t e r k i r i m   k e : 	 M M S   d i h a n t a r   k e p a d a : 	 . . . : 	K	  M M S   -	G		>	  	/	>		 	 	 	 M M S   e l k  l d v e   i d e : 	 	 	 	 M M S   v e r z o n d e n   a a n 	 	 	 M M S   e x p e d i a t   c t r e : 	 	 	 M M S     : 	 	 	 M M S   '13'D  4/  (G: 	 	 	 M M S   						  					  				 	 	 	 

  M M S   




: 	         :   	 I - M M S   i t h u n y e l w e   k u : 	 I - M M S   i t h u n y e l w e   k u : 	 M M S   i m e t u m w a   k w a : 	 M M S   g e s t u u r   a a n :   	 M M S   i as i ss t a :   	 M M S   n o s kt +t s : 	 M M S   s a a d e t u d :   	 M M S - h  xrao~an  g  . . . - kv	 M M S     _ 	 M e s a j   M M S   e x p e d i a t   c t r e :   	 M M S   
/
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: 	 M M S   $>9>MA  *M0G0?$: 	 M M S   u   d e r g u a   t e k : 	 M M S   					  							: 	 & n  m r Ys i n Y  M M S   g  n d Yr i l d i 	 PYZԚ
o`	 M M S   e n v i a t   a :   	 M M S   e n v o y      :   	 M M S   s e n t   t i l :   	 M M S   e n v i a d o   a :   	 M M S   ?>@0:0B0  5  8A?@0B5=0  4>:   	 M M S   e n v i a d o   p a r a :   	 M M S   p o s l a t :   	 M M S   e   r o m e t s w e   h o :   	 A n g   M M S   a y   i p i n a d a l a   s a :   	 M M S   s e n t   t o :   	 A i k a n   M M S   z u w a   g a : 	 F i   M M S   r a n c  s  :   	 M M S   :V<35  6V15@V;4V:   
 
 S T R _ I D _ U M M S _ C O M M _ A B O R T E D _ A N D _ F A I L _ S T O R E 	 U M M S 	 P O P U P 	 M M S   d o w n l o a d   i s   c a n c e l l e d   b y   t h e   u s e r   o r   d u e   t o   s o m e   o t h e r   r e a s o n 	 D o w n l o a d i n g   c a n c e l l e d 	 N	]Sm	 N}]Sm	 2#2'LB+%"@%4A%I'	 D e s c a r g a   c a n c e l a d a 	 T  l  c h a r g e m e n t   a n n u l  	 H e r u n t e r l a d e n   a b g e b r o c h e n 	 03@C7:0  >B<5=5=0	 D o w n l o a d   a n n u l l a t o 	 .1H,  EF  'D*-EJD	 T r a n s f e r  n c i a   c a n c e l a d a 	 0n d i r m e   i p t a l   e d i l d i 	 K t   n i   n g t   q u  n g 	 D o w n l o a d i n g   A b o r t e d ! 	 M u a t   t u r u n   d i b a t a l k a n 	 !	>			(	2	K	!	?			  0	K		@	  		  ! 	 D o w n l o a d i n g   A b o r t e d ! 	 D o w n l o a d i n g   A b o r t e d ! 	 D o w n l o a d i n g   A b o r t e d ! 	 L e t  l t  s   m e g s z a k  t v a 	 D o w n l o a d i n g   A b o r t e d ! 	 D o w n l o a d i n g   A b o r t e d ! 	 D o w n l o a d i n g   A b o r t e d ! 	 D o w n l o a d   g e a n n u l e e r d 	 D o w n l o a d i n g   A b o r t e d ! 	 D o w n l o a d i n g   A b o r t e d ! 	 D e s c r c a r e   a n u l a t 	 D o w n l o a d i n g   A b o r t e d ! 	 D o w n l o a d i n g   A b o r t e d ! 	   	 D o w n l o a d i n g   A b o r t e d ! 	 C o m m u n i c a t i o n   A b o r t e d !   F a i l   i n   S t o r i n g   A l s o 	 /'FDH/  D:H  4/	 	 	 							  				  			  						 	 	 	 






  






  

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	       	 U k u l a n d a   k u y a k h a n s e l w a 	 U k u k h u p h e l a   k u r h o x i s i w e 	 I m e g h a i r i   u p a k u a j i 	 A f l a a i   i s   g e k a n s e l l e e r 	 A t s i s i u n t i m a s   a t aa u k t a s 	 L e j u p i e l d e   a t c e l t a 	 A l l a l a a d i m i n e   t  h i s t a t u d 	 Febe|vxth  yerao~e	   	 D e s c r c a r e   a n u l a t 	 !
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	 !>	(2K!  0?,>  ,>$?2  9G2>	 S h k a r k i m i   u   a n u l l u a 	 									  			  					 Y  k l Yn m Y  l Yv   o l u n d u 	 SmN		 D e s c  r r e g a   c a n c e l  l a d a 	 T  l  c h a r g e m e n t   a n n u l  	 H  t t   v i    n i  u r h a l 	 D e s c a r g a   c a n c e l a d a 	 @575<0Z5B>  5  >B:060=>	 D o w n l o a d   c a n c e l a d o 	 D a u n l o d o v a n j e   o t k a z a n o 	 H o   l o u t o l l a   h o   k h a n s e t s w e 	 K i n a n s e l a   a n g   p a g - d o w n l o a d 	 D o w n l o a d i n g   c a n c e l l e d 	 A n   k a s h a   k a r b a   d a g a   d u n i y a n   d a   g i z o 	 T i   f a g i   l e   s  s  k a l  	 >B0@C  1>;4K@K;<04K
 
 S T R _ I D _ U M M S _ F R O M 	 U M M S 	 U N L I M 	 F r o m   A d r e s s   i n   t h e   M M S 	 F r o m : 	 [NN	 SNN	 2: 	 D e : 	 D e   : 	 V o n : 	 B:   	 D a : 	 EF: 	 D e : 	 K i m d e n : 	 N g i   g i : 	 D a r i : 	 D a r i p a d a : 	 8	G	: 	 F r a : 	 O d : 	 O d : 	 K  l d Q: 	 L  h e t t  j  : 	 F r a : 	 O d : 	 V a n : 	 F r  n 	 I z : 	 D e   l a : 	 O d : 	 : 	 : 	 B: 	 .	'	B	(	:   	 '2: 	 3: 	 : 	 				: 	 5
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: 	 : 	 K u s u k a   k u : 	 I s u k a : 	 K u t o k a : 	 V a n : 	 N u o : 	 N o : 	 S a a t j a : 	 Htk]	 _ : 	 D e   l a : 	 
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 
 S T R _ I D _ U M M S _ S U B J E C T 	 U M M S 	 U N L I M 	 S u b j e c t   o f   t h e   M M S 	 S u b j e c t : 	 ;Ne	 ;N	 @#7H-: 	 A s u n t o : 	 S u j e t   : 	 B e t r e f f : 	 "5<0:   	 O g g e t t o : 	 EH6H9: 	 A s s u n t o : 	 K o n u : 	 C h   : 	 S u b y e k : 	 S u b j e k : 	 5	?	7	/	: 	 E m n e : 	 P Ye d m t : 	 T e m a t : 	 T  m a : 	 A s i a : 	 E m n e : 	 P r e d m e t : 	 O n d e r w e r p : 	  m n e : 	 P r e d m e t : 	 S u b i e c t : 	 T e m a : 	 : 	 S u b j e c t : 	 @54<5B: 	 5	?	7	/	  : 	 EH6H9: 	 EH6H9: 	 : 	 				: 	 5
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: 	 : 	 I s i h l o k o : 	 I l u n g u : 	 M a d a : 	 O n d e r w e r p : 	 T e m a : 	 T m a : 	 T e e m a : 	 9eta]	 : 	 S u b i e c t : 	 5
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: 	 ,?7_: 	 S u b j e k t i : 	 				: 	 M  v z u : 	 ;NL	 A s s u m p t e : 	 S u j e t  : 	 E f n i : 	 A s u n t o : 	 0A;>2: 	 A s s u n t o : 	 P r e d m e t : 	 T a b a : 	 P a k s a : 	 S u b j e c t : 	 F a n n i 	 K  k  -  r  : 	 "0K@K?: 
 
 S T R _ I D _ U M M S _ C C 	 U M M S 	 U N L I M 	 C c   a d d r e s s   i n   t h e   M M S 	 C c : 	 oR,g	 b	 C c : 	 C c : 	 C i  : 	 K o p i e   a n : 	 >?8O: 	 C C : 	 F3.)  'D+'FJ): 	 C c : 	 C c :   	 C c : 	 C c : 	 S k : 	 8	@	8	@	: 	 	 	 	 M  s o l a t : 	 	 	 	 C c : 	 	 	 C c : 	 	 	 C c : 	 	 C c : 	 1HFH4*: 	 	 	 									: 	 	 	 	 C c : 	 . : 	 I - C c 	 I - C c : 	 C c : 	 K o p i e : 	 K o p i j a : 	 C c : 	 K o o p i a : 	 Jasevh]	 : 	 C c : 	 C c : 	 *M0$?2?*?: 	 K k : 	 C c : 	 S u r Yt i : 	 oR,g	 A / c : 	 C c  : 	 A f r i t : 	 C c : 	 C c : 	 C c : 	 C c : 	 C c : 	 C c : 	 C c : 	 C c : 	 C c : 	 HV@<5: 
 
 S T R _ I D _ U M M S _ T O 	 U M M S 	 U N L I M 	 T o   a d d r e s s   i n   t h e   M M S 	 T o : 	 6eNN	 6eNN	 6: 	 P a r a : 	    : 	 A n : 	 ><C: 	 A : 	 'DJ: 	 P a r a : 	 K i m e : 	 N g i   n h n : 	 K e p a d a : 	 K e p a d a : 	 	K	: 	 	 	 	 C  m z e t t : 	 	 	 	 A a n : 	 	 	 C t r e : 	 	 	 : 	 	 T o : 	 (G: 	 	 	 					: 	 	 	 	 




: 	 : 	 K u y a   k u : 	 K u : 	 K w a : 	 A a n : 	 K a m : 	 K a m : 	 A d r e s s a a t : 	 Ht]	 _ : 	 C t r e : 	 T o : 	 *M0>*M$?: 	 P e r : 	 		: 	 K i m Y: 	 	 P e r   a : 	   : 	 T i l : 	 A : 	 >: 	 P a r a : 	 K o m e : 	 H o : 	 P a p u n t a   k a y : 	 T o : 	 Z u w a : 	 S  : 	 V<35: 
 
 S T R _ I D _ U M M S _ S T A T U S 	 U M M S 	 U N L I M 	 S t a t u s   o f   t h e   M M S 	 S t a t u s : 	 rKa	 r`	 *20: 	 E s t a d o : 	 E t a t   : 	 S t a t u s : 	 !>AB>O=85: 	 S t a t o : 	 -'D): 	 E s t a d o : 	 D u r u m :   	 T r n g   t h  i : 	 S t a t u s : 	 S t a t u s : 	 8	M	%	?	$	?	: 	 	 	 	  l l a p o t : 	 	 	 	 T o e s t a n d 	 	 	 S t a r e : 	 	 	 : 	 	 S t a t u s : 	 H69*: 	 	 	 						: 	 	 	 	 





: 	 : 	 I s i m o : 	 I w o n g a : 	 H a d h i : 	 S t a t u s : 	 B ks e n a : 	 S t a t u s s : 	 O l e k : 	 ?aca~ksao]	 : 	 S t a r e : 	 (
?
2
: 	 8M%?$?:   	 S t a t u s i : 	 						: 	 D u r u m : 	 rKa	 E s t a t : 	  t a t  : 	 S t a  a : 	 E s t a d o : 	 !B0BCA: 	 S t a t u s : 	 S t a t u s : 	 B o e m o : 	 E s t a d o : 	 S t a t u s : 	 M a s a y i : 	 I p  : 	 9: 
 
 S T R _ I D _ U M M S _ B C C 	 U M M S 	 U N L I M 	 B c c   A d d r e s s   i n   t h e   M M S 	 B c c : 	 [NoR,g	 [	 B c c : 	 B c c : 	 C c i  : 	 B l i n d k o p i e   a n : 	 !: 	 C C N : 	 F3.)  +'FJ)  31J): 	 B c c : 	 B c c :   	 B c c : 	 B c c : 	 S k t : 	 ,	@	8	@	8	@	: 	 	 	 	 T i t k o s   m  s o l a t : 	 	 	 	 B c c : 	 	 	 B c c : 	 	 	 B c c : 	 	 B c c : 	 1HFH4*  E.A: 	 	 	 					  					: 	 	 	 	 B c c : 	 B c c : 	 I - B c c 	 I - B c c : 	 B c c : 	 B c c : 	 N e m a t o m a   k o p i j a : 	 B c c : 	 S a l a k o o p i a : 	 ?xu  zasevh]	 .   : 	 B c c : 	 B c c : 	 A*M$  *M0$?2?*?: 	 K o p j e   k a r b o n i : 	 B c c : 	 G i z l i   s u r Yt : 	 [N	 C / o : 	 C c i  : 	 F a l i    a f r i t : 	 C c o : 	 B c c : 	 B c c : 	 B c c : 	 B c c : 	 B c c : 	 B c c : 	 B c c : 	 B c c : 	 : 
 
 S T R _ I D _ U M M S _ U N K N O W N 	 U M M S 	 U N L I M 	 T h e   p a r a m e t e r   i s   U n k n o w n 	 < U n k n o w n > 	 < 
Nfv> 	 < 
Nfv> 	 < D!H#9I1> 	 < D e s c o n o c i d o > 	 < I n c o n n u > 	 < U n b e k a n n t > 	 < 58725AB=>> 	 < S c o n o s c i u t o > 	 < :J1  E91HA> 	 < D e s c o n h e c i d o > 	 < B i l i n m i y o r > 	 < K h  n g   x  c   n h > 	 < T i d a k   d i k e t a h u i > 	 < T a k   d i k e t a h u i > 	 < 		M		>	$	> 	 	 	 	 < i s m e r e t l e n > 	 	 	 	 < O n b e k e n d > 	 	 	 < N e c u n o s c u t > 	 	 	 <   > 	 	 < U n k n o w n > 	 < F'4F'3> 	 	 	 < 					> 	 	 	 	 <   







  > 	 < > 	 < A k w a z i w a > 	 < A y a z i w a > 	 < H a i j u l i k a n i > 	 < O n b e k e n d > 	 < N e ~i n o m a s > 	 < N e z i n m s > 	 < T u n d m a t u > 	 < 1vpau> 	 < > 	 < N e c u n o s c u t > 	 < 

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
> 	 < M>$>   	 < P a d i t u r > 	 < 						> 	 < N a m Yl u m > 	 !qlX%R	 < D e s c o n e g u t > 	 < I n c o n n u > 	 <   e k k t > 	 < D e s c o n o c i d o > 	 < 5?>7=0B>> 	 < D e s c o n h e c i d o > 	 < N e p o z n a t > 	 < H a   t s e j w e > 	 < H i n d i   K i l a l a > 	 < U n k n o w n > 	 < B a  a   s a n i   b a 	 <   m  > 	 < 5;3VAV7> 
 
 S T R _ I D _ U M M S _ A P P L I C A T I O N _ I D 	 U M M S 	 U N L I M 	 A p p l i c a t i o n - I d   f o r   J a v a   M M S 	 A p p l i c a t i o n - I D : 	 a(uz_Nx	 ^(uz^Nx	 +!2"@%B#A#!: 	 I d e n t i f i c a c i  n   d e   a p l i c a c i  n :   	 I D - A p p l i c a t i o n   : 	 A n w e n d u n g s - I D : 	 45=B8D8:0B>@  ?@8;>65=8O	 I D   a p p l i c a z i o n e : 	 GHJ)  'D*7(JB'*	 I D - a p l i c a   o 	 U y g u l a m a   k i m l i i   	 M    t r t   t   n g   d n g 	 I D   A p l i k a s i : 	 I D - A p l i k a s i : 	 	*	M	2	@		G	6	(	- I D : 	 	 	 	 A l k a l m a z  s - a z o n o s  t  : 	 	 	 	 T o e p a s s i n g s - I D : 	 	 	 I D   a p l i c a ci e : 	 	 	   : 	 	 A p p l i c a t i o n   I d 	 4F'3G  (1F'EG  '1(1/: 	 	 	 					- 				: 	 	 	 	 








  -   



  	 - 	 I - I D   y o h l e l o 	 I - I D - y e - a p l i k e s h i n i   	 I D - P r o g r a m u - t u m i z i 	 T o e p a s s i n g - I D 	 T a i k o m o s i o s   p r o g r a m o s   I D 	 L i e t o j u m p r o g r a m m a s   I D 	 R a k e n d u s - I D 	 >ack  I D 	 - 	 N u m r   a p l i c a ci e 	 
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M

 - I D 	 (A*M0_K- I D   	 I D - e   a p l i k a c i o n i t : 	 						- 					 Q o _m a n 1n   k o d u : 	 z_
T1z	 I d e n t i f i c a c i    d e   l  a p l i c a c i  	 I D   d e   l  a p p l i c a t i o n  : 	 A u  k e n n i   f o r r i t s : 	 I D   d e   a p l i c a c i  n : 	 ?;8:0F8X0- @>X  =0  845=B8D8:0F8X0: 	 I D   d e   a p l i c a t i v o : 	 A p l i k a c i j a - I D : 	 I D   y a   t s h e b e d i s o : 	 A p p l i c a t i o n - I D : 	 A p p l i c a t i o n - I D : 	 N e m a n - I D : 	   m     d  n i m  - o h u n    l  : 	 040@;0<0  :>4K: 
 
 S T R _ I D _ U M M S _ R E P L Y _ T O _ A P P L I C A T I O N _ I D 	 U M M S 	 U N L I M 	 R e p l y - T o - A p p l i c a t i o n - I d   f o r   J a v a   M M S 	 R e p l y - t o - a p p l i c a t i o n - I D : 	 Va(uz_Nx	 V
Y^(uz^Nx	 -%1D"1+!2"@%B#A#!: 	 R e s p o n d e r - a - i n d e n t . - d e - A p l i c a c i  n : 	 R  p o n d r e -  - I D - A p p l i c a t i o n   : 	 A n t w o r t - a u f - A n w e n d u n g s - I D : 	 45=B8D8:0B>@  >B25B0  ?@8;>65=8N	 R i s p o n d i   a   I D   a p p l i c a z i o n e : 	 1/  'DJ  GHJ)  'D*7(JB'*	 R e s p o n d e r   p a r a   I D - a p l i c a   o 	 U y g u l a m a   k i m l i i n i   y a n 1t l a   	 M      t r t   t   n g   d n g   t r   l i 	 I D   B a l a s   k e   a p l i k a s i : 	 B a l a s   k e   I D   a p l i k a s i : 	 0	?	*	M	2	>		- 	B	- 	*	M	2	@		G	6	(	- I D : 	 	 	 	 V  l a s z t   f o g a d    a l k a l m a z  s - a z o n o s  t  : 	 	 	 	 A a n t w o o r d e n - a a n - t o e p a s s i n g - I D : 	 	 	 I D   r s p u n s - l a - a p l i c a ci e : 	 	 	     : 	 	 R e p l y - T o - A p p l i c a t i o n - I d 	 4F'3G  ~'3.  (G  (1F'EG  '1(1/: 	 	 	 					- 					-   					-   					: 	 	 	 	 








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	 -   - 	 P h e n d u l a   k w i - I D   y o h l e l o 	 P h e n d u l a - k w i - I D   - y e - a p l i k e s h i n i   	 J i b u - k w a - p r o g r a m u - t u m i z i - I D 	 A n t w o o r d - o p - t o e p a s s i n g - I D 	 A t s a k y t i   t a i k o m o s i o s   p r o g r a m o s   I D 	 A t b i l d t   u z   l i e t o j u m p r o g r a m m a s   I D 	 V a s t a - r a k e n d u s e - I D - l e 	 Jaa}mav- >ackv- I D 	 - - 	 N u m r   r s p u n s   l a   a p l i c a ci e 	 
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	 (A*M0_K- I D A- *M0$M_A$M$0	 P e r g j i g j u - t e k - I D - e   a p l i k a c i o n i t : 	 								- 											- 					 Q o _m a n 1n   k o d u n a   c a v a b : 	 Vz_v
T1z	 I d e n t i f i c a c i    d e   l  a p l i c a c i    d e   r e s p o s t a : 	 R  p o n d r e -  - I D - a p p l i c a t i o n  : 	 A u  k e n n i   s v a r s   t i l   f o r r i t s : 	 I D   d e   r e s p u e s t a   a   l a   a p l i c a c i  n : 	 43>2>@8  =0  ?;8:0F8X0- @>X  =0  845=B8D8:0F8X0: 	 R e s p o n d e r   p a r a   I D   d e   a p l i c a t i v o : 	 O d g o v o r i - k o m e - a p l i k a c i j a - I D : 	 A r a b a   k a   I D   y a   t s h e b e d i s o : 	 R e p l y - t o - a p p l i c a t i o n - I D : 	 R e p l y - t o - a p p l i c a t i o n - I D : 	 B a d a   a m s a   n e m a n   I D 	 F  s  - s  -   m     d  n i m  - o h u n    l  	 040@;0<0  :>4K=0  60C0?  15@C: 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ V A L I D I T Y _ P E R I O D 	 U M M S 	 I C O N T E X T 	 V a l i d i t y   P e r i o d   o f   t h e   M M S 	 V a l i d i t y   p e r i o d 	 O(uggQ	 O(ugQ	 
H'@'%2@G	 P e r  o d o   d e   v a l i d e z 	 P  r i o d e   d e   v a l i d i t  	 G  l t i g k e i t s d a u e r 	 !@>:  459AB28O	 P e r i o d o   d i   v a l i d i t  	 A*1)  5'D-)	 P e r  o d o   d e   v a l i d a d e 	 G e  e r l i l i k   s  r e s i 	 T h i   g i a n   s   d n g 	 p e r i o d e   b e r l a k u a n 	 T e m p o h   k e s a h a n 	   5	H	'	$	>	  	5	'	?		 G y l d i g h e d s   P e r i o d e 	 D o b a   p l a t n o s t i 	 O k r e s   w a |n o [c i 	  r v  n y e s s  g i   i d Qs z a k 	 V o i m a s s a o l o a i k a 	 G y l d i g h e t s p e r i o d e 	 D o b a   p l a t n o s t i 	 G e l d i g h e i d s p e r i o d e 	 G i l t i g h e t s p e r i o d 	 P e r i o d   v a l j a n o s t i 	 P e r i o a d   d e   v a l a b i l i t a t e 	 O b d o b j e   v e l j a v n o s t i 	   	   	 5@8>4  =0  0;84=>AB	 5	H	'	  	>	3		 E/*  '9*('1	 E/*  ,H'2	   	 									 5
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	 F2>.#?  >2	 5@V>4  4VW	 








  






	   	 I s i k h a t h i   s o b u q i n i s o 	 I x e s h a   l o k u n g q i n e l a 	 K i p i n d i   c h a   u h a l a l i 	 B e k r a g t i g i n g s t y d p e r k 	 G a l i o j i m o   l a i k o t a r p i s 	 D e r +g u m a   p e r i o d s 	 K e h t i v u s p e r i o o d 	 Na~eaoavxiuav  jatoe	     	 P e r i o a d   d e   v a l a b i l i t a t e 	 8
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
	 ,H'$>  >3  	 P e r i u d h a   e   v l e f s h m e 	 					  				 E t i b a r l 1l 1q   m  d d Yt i 	 	gHeg	 P e r  o d e   d e   v a l i d e s a 	 P  r i o d e   d e   v a l i d i t  	 G i l d i s t  m i 	 P e r  o d o   d e   v a l i d e z 	  >:  =0  20;84=>AB	 P e r  o d o   d e   v a l i d a d e 	 P e r i o d   v a ~e n j a 	 N a k o   y a   t u m e l l o 	 P a n a h o n   n a   b a l i d o 	 V a l i d i t y   p e r i o d 	 S a u r a n   l o k a c i 	  s  k     w  l  	 >;40=C  <5@7V<V
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 1 _ H R 	 U M M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   o f   t h e   M M S   i s   1   H o u r 	 1   h o u r 	 1 \Bf	 1 \e	 1   
1H'B!	 1   h o r a 	 1   H e u r e 	 1   S t u n d e 	 1   G0A  	 1   o r a 	 3'9)	 1   h o r a 	 1   s a a t 	 1   g i  	 1   j a m 	 1   j a m 	 1   			>		 1   t i m e 	 1   h o d i n a 	 1   g o d z i n a 	 1    r a 	 1   t u n t i 	 1   t i m e 	 1   h o d i n a 	 1   u u r 	 1   t i m m e 	 1   s a t 	 1   o r 	 1   U r a 	 1   	 	 1   G0A	 1   			>		 '  3'9*	 1 Fy	 1   	 	  						 1   
p

>
	 1   	 1   3>48=0	 1   



	 1   	 1   i h o r a 	 I y u r e   e - 1 	 s a a   1 	 1   u u r 	 1   v a l . 	 1   s t u n d a 	 1   t u n d 	 1   jat	 1   	 1   o r 	 1   .
#
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 	 1   #M>  	 1   o r e 	 1   						 1   s a a t 	 1 \Bf	 1   h o r a 	 1   h e u r e 	 1   k l u k k u s t u n d 	 1   h o r a 	 1   G0A	 1   h o r a 	 1   s a t 	 H o r a   e   1 	 1   o r a s 	 1   h o u r 	 S a  a   1 	 W  k  t    1 	   1   A00B
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 1 2 _ H R S 	 U M M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   o f   t h e   M M S   i s   1 2   H o u r s 	 1 2   h o u r s 	 1 2 \Bf	 1 2 \e	 1 2   
1H'B!	 1 2   h o r a s 	 1 2   H e u r e s 	 1 2   S t u n d e n 	 1 2   G0A>2	 1 2   o r e 	 3'9'*  1 2 	 1 2   h o r a s 	 1 2   s a a t 	 1 2   g i  	 1 2   j a m 	 1 2   j a m 	 1 2   			G		 1 2   t i m e r 	 1 2   h o d i n 	 1 2   g o d z i n 	 1 2    r a 	 1 2   t u n t i a 	 1 2   t i m e r 	 1 2   h o d  n 	 1 2   u u r 	 1 2   t i m m a r 	 1 2   s a t i 	 1 2   o r e 	 1 2   U r 	 1 2   	 1 2   	 1 2   G0A0	 1 2   			G		 1 2   3'9*	 1 2 Fy	 1 2   	 		  						 1 2   
p

G
	 1 2   2A	 1 2   3>48=	 1 2   



	 1 2   	 1 2   a m a h o r a 	 I i y u r e   e - 1 2 	 M a s a a   1 2 	 1 2   u r e 	 1 2   v a l . 	 1 2   s t u n d a s 	 1 2   t u n d i 	 1 2   jat	 1 2   	 1 2   o r e 	 1 2   .
#
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
M

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0
M

 	 1 2   #M>  	 1 2   o r e 	 1 2   						 1 2   s a a t 	 1 2 \Bf	 1 2   h o r e s 	 1 2   h e u r e s 	 1 2   k l s t . 	 1 2   h o r a s 	 1 2   G0A0	 1 2   h o r a s 	 1 2   s a t i 	 D i h o r a   t s e   1 2 	 1 2   n a   o r a s 	 1 2   h o u r s 	 S a  a   1 2 	 W  k  t    1 2 	 1 2   A00B
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 1 _ D A Y 	 U M M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   o f   t h e   M M S   i s   1   D a y 	 1   d a y 	 1 )Y	 1 )Y	 1   '1	 1   d  a 	 1   j o u r 	 1   T a g 	 1   45=L  	 1   g i o r n o 	 JHE  D@	 1   d i a 	 1   g  n 	 1   n g a  y 	 1   H a r i   	 1   h a r i   	 1   &	?	(		 1   d a g 	 1   d e n 	 1   d z i e D	 1   n a p 	 1   p  i v  	 1   d a g 	 1   d e H	 1   d a g 	 1   d a g 	 1   d a n 	 1   z i 	 1   d a n 	 1   	 	 1   45=	 1   D a y 	 '  1H2	 	 1   	 	  				 1   &
?
(
	 	 1   45=L	 1   



	 1 	 1   u s u k u 	 U s u k u   o - 1 	 S i k u   1 	 1   d a g 	 1   d i e n a 	 1   d i e n a 	 1   p  e v 	 1   	 1   	 1   z i 	 1   &
?
5
8

	 1   &?(	 1   d i t e 	 1   				 1   g  n 	 1 )Y	 1   d i a 	 1   j o u r 	 1   d a g u r 	 1   d  a 	 1   45=	 1   d i a 	 1   d a n 	 L e t s a t s i   l e   1 	 1   a r a w 	 1   d a y 	 K w a n a   1 	 j   1 	 1   :=
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 1 _ W E E K 	 U M M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   o f   t h e   M M S   i s   1   W e e k 	 1   w e e k 	 1 1	 1 hT	 1   *12+L	 1   s e m a n a 	 1   S e m a i n e 	 1   W o c h e 	 1   =545;O  	 1   s e t t i m a n a 	 '3(H9  D@	 1   s e m a n a 	 1   h a f t a 	 1   t u   n 	 1   M i n g g u 	 1   m i n g g u 	 1   8	*	M	$	>	9		 1   u g e 	 1   t  d e n 	 1   t y d z i e D	 1   h  t 	 1   v i i k k o 	 1   u k e 	 1   t  ~d e H	 1   w e e k 	 1   v e c k a 	 1   t j e d a n 	 1   s p t m  n 	 1   t e d e n 	 1   	 	 1   A54<8F0	 1   W e e k 	 1   GA*G	 	 1   	 	  							 1   9
+
$
>
	 	 1   B8645=L	 1   








	 1   	 1   i v i k i 	 I v e k i - 1 	 W i k i   1 	 1   w e e k 	 1   s a v a i t 	 1   n e d <a 	 1   n  d a l 	 1   wabai	 1   	 1   s p t m  n 	 1   
4
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
	 1   8*M$>9  	 1   j a v e 	 1   							 1   h Yf t Y	 1 fg	 1   s e t m a n a 	 1   s e m a i n e 	 1   v i k a 	 1   s e m a n a 	 1   A54<8F0	 1   s e m a n a 	 1   s e d m i c a 	 B e k e   e   1   	 1   l i n g g o 	 1   w e e k 	 M a k o   1 	  s    1 	 1   0?B0
 
 S T R _ I D _ U M M S _ S E T T I N G S _ R E A D _ R E P O R T 	 U M M S 	 I C O N T E X T 	 T h e   m m s   i s   a   R e a d   R e p o r t 	 R e a d   r e p o r t 	 S1XJT	 SbJT	 #2"22#-H2	 I n f o r m e   d e   l e c t u r a 	 L i r e   l e   r a p p o r t 	 L e s e b e r i c h t 	 BG5B  >  ?@>GB5=88	 R a p p o r t o   d i   l e t t u r a 	 B1#)  'D*B1J1	 R e l a t  r i o   d e   l e i t u r a 	 O k u n d u   r a p o r u 	 T r u y   c p   b  o   c  o 	 b a c a   l a p o r a n 	 L a p o r a n   t e l a h   d i b a c a 	   0	@	!	  0	?	*	K	0	M			 L  s   r a p p o r t 	  s t   z p r  v u 	 C z y t a j   r a p o r t 	 J e l e n t  s   o l v a s  s a 	 L u e   r a p o r t t i 	 L e s   r a p p o r t 	  t a e  s p r  v u 	 L e e s v e r s l a g 	 L  s   r a p p o r t 	 i t a n j e   i z v j e at a j a 	 R a p o r t   d e   c i t i r e 	 P r e b e r i   p o r o 
i l o 	   	   " 	 '5B8  @5?>@B	 0	?	*	K	0	M		  5	>		>		 2'14  .H'F/F	 ~F    1~H1y	   	 							  						 0
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  




	   	 F u n d a   i r i p h o t h i 	 I n g x e l o   y o f u n d o 	 S o m a   r i p o t i 	 L e e s v e r s l a g 	 S k a i t y t i   a t a s k a i t 	 L a s +aa n a s   a t s k a i t e 	 L o e   r a p o r t i t 	 8vietav  feoxu	       	 R a p o r t   d e   c i t i r e 	 5
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	 * (  0?*K0MM  	 L e x o   r a p o r t i n 	 									  				 M Yr u z Yn i   o x u 	 1XJT	 I n f o r m e   d e   l e c t u r a 	 L i r e   l e   r a p p o r t 	 L e s t i l k y n n i n g 	 L e e r   i n f o r m e 	 @>G8B0X  8725HB0X	 L e r   r e l a t  r i o 	 I z v e at a j   o   
i t a n j u 	 B a l a   t l a l e h o 	 U l a t   n a   n a b a s a 	 R e a d   r e p o r t 	 K a r a n t a   r o h o t o 	 K a    j  b  	 C  5A51V
 
 S T R _ I D _ U M M S _ S E T T I N G S _ D E L I V E R Y _ T I M E 	 U M M S 	 I C O N T E X T 	 D e l i v e r y   T i m e   o f   t h e   M M S 	 D e l i v e r y   t i m e 	 PBf	 Se	 @'%2*H	 T i e m p o   d e   e n t r e g a 	 D u r  e   d e   l i v r a i s o n 	 S e n d e z e i t 	 @5<O  4>AB02:8	 T e m p o   d i   c o n s e g n a 	 HB*  'D'13'D	 H o r a   d e   e n t r e g a 	 T e s l i m a t   s  r e s i   	 T h i   g i a n   g i   	 W a k t u   p e n g i r i m a n 	 M a s a   p e n g h a n t a r a n 	 !	?	2	@	5	0	@	  8	.	/		 	 	 	 K  z b e s  t  s   i d e j e 	 	 	 	 A f l e v e r i n g s t i j d 	 	 	 O r   d e   l i v r a r e 	 	 	   	 	 D e l i v e r y   T i m e 	 2E'F  *-HD	 *B3E  1F  '  HB*	   	 								  				 -
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  


	   	 I s i k h a t h i   s o k u d i l i v a 	 I x e s h a   l o k u h a m b i s o 	 M u d a   w a   k u w a s i l i s h a 	 A f l e w e r i n g s t y d 	 P r i s t a t y m o   t r u k m 	 P i e g d e s   l a i k s 	 K  t t e t o i m e t a m i s e   a e g 	 1|atav  jatavao	   	 O r   d e   l i v r a r e 	 !
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	 ,?$0#  8._  	 K o h a   e   d e r g e s e s 	 								  				  a t d 1r 1l m a   v a x t 1	 PBf	 H o r a   d  e n v i a m e n t 	 H e u r e   d e   l i v r a i s o n 	 S k i l a t  m i 	 E n t r e g a 	 @5<5  =0  8A?>@0:0	 T e m p o   d e   e n t r e g a 	 V r e m e   d o s t a v l j a n j a 	 N a k o   y a   p h i n y e l l o 	 O r a s   n g   p a g p a p a d a l a 	 D e l i v e r y   t i m e 	 L o k a c i n   b a d a   s a k o 	  k  k     f i j  c	 5B:V7C  C0KBK
 
 S T R _ I D _ U M M S _ S E T T I N G S _ I M M E D I A T E 	 U M M S 	 C 0 5 7 _ 1 	 D e l i v e r y   T i m e   o f   t h e   M M S   i s   I m m e d i a t e 	 I m m e d i a t e 	 zsS	 zsS	 15	 I n m e d i a t o 	 I m m  d i a t 	 S o f o r t 	 5<54;5==>	 I m m e d i a t o 	 AH1J	 I m e d i a t a 	 A c i l 	 T c   t h i 	 S e g e r a 	 S e g e r a 	 $	$	M		>	2		 M i d l e r t i d i g 	 B e z p r o s t Ye d n  	 N a t y c h m i a s t o w y 	 A z o n n a l 	 V  l i t  n 	  y e b l i k k e l i g 	 B e z p r o s t r e d n e 	 D i r e c t 	 D i r e k t 	 T r e n u t n i 	 I m e d i a t 	 N e p o s r e d e n 	 	 	 570102=>	 $	$	M		>	2		 AH1	 AH1'K	 	 											 $
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	 $M7#	 5309=>	 





	 	 E d u z e 	 K a m s i n y a 	 M a r a   m o j a 	 O n m i d d e l l i k 	 T u o j a u   p a t 	 N e k a v j o as 	 V a h e t u 	 1vtk{aze}	 	 I m e d i a t 	 	

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M

 	 $$M M7#>$M  	 M e n j e h e r e 	 										 D Yr h a l 	 
N	 I m m e d i a t a m e n t 	 I m m  d i a t e 	 N     e g a r 	 I n m e d i a t a 	 54=0H	 I m e d i a t o 	 O d m a h 	 H a n g h a n g 	 A g a d 	 I m m e d i a t e 	 K u r k u s a 	 L s  k s  	 5@5C
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 2 4 _ H R S 	 U M M S 	 C 0 5 7 _ 1 	 D e l i v e r y   T i m e   o f   t h e   M M S   i s   2 4   h r s 	 2 4   h r s 	 NASV\Bf	 NASV\e	 2 4   
1H'B!	 2 4   h o r a s 	 2 4   h r s 	 2 4   S t d . 	 2 4   G	 2 4   o r e 	 2 4   3'9)	 2 4   h o r a s 	 2 4   s a a t   	 2 4   g i 	   2 4   j a m 	 2 4   j a m 	 2 4   			G		 	 	 	 2 4    r a 	 	 	 	 2 4   u u r 	 	 	  n   2 4   d e   o r e 	 	 	 2 4   	 	 2 4   h r s 	 2 4   3'9*	 	 2 4   	 		  						 2 4   
p

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	 	 2 4   3>4. 	 2 4   



	 2 4   	 2 4   h r s 	 I i y r .   e - 2 4 	 m a s a a   2 4 	 2 4 - u u r 	 2 4   v a l . 	 2 4   s t 	 2 4   t u n d i 	 2 4   jat	 2 4   	  n   2 4   d e   o r e 	 2 4   .
#
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 	 2 4   #M>  	 2 4   o r e 	 2 4   							 2 4   s a a t 	 2 4 \Bf	 2 4   h o r e s 	 2 4   h r 	 2 4   k l s t . 	 2 4   h o r a s 	 2 4   G0A0	 2 4   h 	 2 4   s a t a 	 D i h o r a   t s e   2 4 	 2 4   o r a s 	 2 4   h r s 	 S a  a   2 4 	 W  k t   2 4 	 2 4   A0
 
 S T R _ I D _ U M M S _ S E T T I N G S _ H I D E _ S E N D E R 	 U M M S 	 I C O N T E X T 	 H i d e   S e n d e r   f r o m   t h e   R e c e i v e r   o f   t h e   M M S 	 H i d e   s e n d e r 	 υ_x	 υSx	 H-9I*H	 O c u l t a r   r e m i t e n t e 	 C a c h e r   l ' e x p  d i t e u r 	 S e n d e r   a u s b l e n d e n 	 !:@KBL  >B?@028B5;O	 N a s c o n d i   m i t t e n t e 	 %.A'!  'D1BE	 O c u l t a r   r e m e t e n t e 	 G  n d e r e n i   g i z l e 	 n   s 	 s e m b u n y i k a n   n o m o r 	 S e m b u n y i k a n   p e n g h a n t a r 	   *	M	0	G	7		  	?	*	>	
		 S k j u l   n u m m e r 	 S k r  t   
 s l o 	 U k r y j   n u m e r 	 S z  m   e l r e j t  s e 	 P i i l o t a   n u m e r o 	 S k j u l   n u m m e r 	 S c h o v a e  
 s l o 	 Z e n d e r   v e r b e r g e n 	 D  l j   n u m m e r 	 S a k r i j   b r o j 	 A s c u n d e r e   n u m r 	 S k r i j   at e v i l k o 	   	   	 !:@89  =><5@	 H i d e   S e n d e r 	 ~FG'F  1/F  A13*F/G	 	   	 						  						 -
G

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	 	 @8E>20B8  2V4?@02=8:0	 








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	   	 F i h l a   u m t h u m e l i 	 F i h l a   u m t h u m e l i 	 F i c h a   m t u m a j i 	 V e r b e r g   s t u u r d e r 	 S l p t i   s i u n t j 	 S l p t   s kt +t j u 	 P e i d a   s a a t j a 	 9avel  xraoxrkv	   	 A s c u n d e r e   n u m r 	 
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ S E N D _ A N D _ S A V E 	 U M M S 	 I C O N T E X T 	 S e n d   A n d   t h e n   S a v e   t h e   M M S 	 S e n d   a n d   s a v e 	 P&N2QX[	 Sv^OX[	 *HA%01@G	 E n v i a r   y   g u a r d a r 	 E n v o y e r   e t   e n r e g i s t r e r 	 S e n d e n   u n d   s p e i c h e r n 	 B?@028BL  8  A>E@0=8BL	 I n v i a   e   s a l v a 	 'D'13'D  H  'D-A8	 E n v i a r   e   g u a r d a r 	 G  n d e r   v e   k a y d e t   	 G i   i   v    l u   l i 	 K i r i m   d a n   s i m p a n 	 H a n t a r   d a n   s i m p a n 	 -	G		G		  	0	  8	G	5	  	0	G			 	 	 	 K  l d  s    s   m e n t  s 	 	 	 	 V e r z e n d e n   e n   o p s l a a n 	 	 	 E x p e d i e r e   _i   s a l v a r e 	 	 	   	 	 	 '13'D  H  0.1G	 	     	 					  	  						  					 -
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u v a j 	 R o m e l a   o   b o l o k e 	 I p a d a l a   a t   i - s a v e 	 S e n d   a n d   s a v e 	 A i k a   d a   k u m a   a j i y e 	 F i r a n c  k    o   s    f i p a m 	 V15@C  6=5  A0B0C
 
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Y9	 4@42#-%1	 R e s p u e s t a   c o n   c a r g o s 	 r  p o n s e      l a   c h a r g e   d u   d e s t i n a t a i r e 	 R e p l y   c h a r g i n g A n t w o r t g e b  h r e n 	 ?;0B0  >B25B0	 A d d e b i t o   r i s p o s t a 	 1/'  9DJ  'D*(D:	 R e s p o s t a   p a g a 	 S o r u m l u y u   y a n 1t l a 	 T r   l i   n p 	 m e m b a l a s   p e n g i s i a n 	 P e n g e c a s a n   b a l a s 	   0	?	*	M	2	>		  	>	0	M		?				 S v a r   f o r l a n g 	 P o p l a t e k   z a   o d p o v 	 Aa d o w a n i e   o d p o w i e d z i   	 V  l a s z   d  j  n a k    t v  l l a l  s a 	 V a s t a u s t o i m i t u s 	 S v a r k o s t n a d 	 S p o p l a t n e n    s p r  v a 	 B e t a a l d   a n t w o o r d 	 S v a r r a p p o r t 	 N a k n a d a   z a   o d g o v o r 	  n c r c a r e   r s p u n s 	 P o l n j e n j e   o d g o v o r a 	   	   	 B3>2>@  87?J;=5=85	 R e p l y   C h a r g i n g 	 G2FG  ~'3.	 	   	 					  							 
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 
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Y{|W	 
43-	 T i p o   d e   s o l i c i t u d 	 T y p e   d e   r e q u  t e 	 A n f r a g e t y p 	 "8?  70?@>A0	 T i p o   d i   r i c h i e s t a 	 FH9  'D1/	 T i p o   d e   p e d i d o 	 0s t e k   t  r    	 C h     t r   l i 	 J e n i s   p e r m i n t a a n 	 J e n i s   p e r m i n t a a n 	 	(	A	0	K	'	  *	M	0		>	0		 	 	 	 K  r  s   t  p u s a 	 	 	 	 V e r z o e k t y p e 	 	 	 T i p   d e   s o l i c i t a r e 	 	 	   	 	 R e q u e s t   T y p e 	 FH9  /1.H'3*	 	   	 					  							 ,
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	   	 U h l o b o   l e s i c e l o 	 C e l a   u h l o b o 	 A i n a   y a   o m b i 	 V e r s o e k t i p e 	 U ~k l a u s o s   t i p a s 	 P i e p r a s +j u m a   v e i d s 	 P  r i n g u   t   p 	 @atav  e}ao	   	 T i p   d e   s o l i c i t a r e 	 
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 
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o`	 [tei_O	 M M S   5H*!9#L	 M M S   l l e n o 	 M M S   e n t i e r 	 V o l l e   M M S 	 >;=>5  M M S - A>>1I5=85	 M M S   p i e n o 	 13'D)  'DH3'&7  'DC'ED)	 M M S   e s g o t a d a 	 M M S   d o l u   	 M M S   h o  n   c h n h 	 M M S   p e n u h 	 M M S   p e n u h 	 M M S   *	B	0	M	#		 	 	 	 T e l j e s   M M S 	 	 	 	 V o l l e d i g e   M M S 	 	 	 D i m e n s i u n e   m a x i m   M M S 	 	 	 M M S   	 	 F u l l   M M S 	 M M S   ~1  '3*	 	       	 					  M M S 	 
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	       	 I - M M S   e p h e l e l e 	 I - M M S   i g c w e l e 	 M M S   N z i m a 	 V o l   M M S 	 V i s a   M M S 	 P i l n s   M M S 	 K o g u   M M S 	 M M S   lkv  g	   M M S 	 D i m e n s i u n e   m a x i m   m e s a j   M M S 	 .
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   M M S 	 *B0M#M#  M M S 	 M M S   P l o t 	 					  M M S 	 M M S    l   s    t a m   d o l u d u r 	 YZԚ
o`]n	 M M S   c o m p l e t 	 M M S   p l e i n 	 F u l l t   M M S 	 M M S   l l e n o 	 &5;0  M M S   ?>@0:0	 M M S   c o m p l e t o 	 P u n   M M S 	 M M S   e   t l e t s e n g 	 B u o n g   M M S 	 F u l l   M M S 	 M M S   t a   c i k a 	 M M S   t i   k  n 	 ">;K  M M S 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ R E Q U E S T _ T Y P E _ O N L Y _ T E X T 	 U M M S 	 C 0 5 7 _ 1 	 O n l y   T e x t   c a n   b e   i n s e r t e d   i n   t h e   M M S 	 O n l y   t e x t 	 SAQ1eW[	 SAQeW[	 @	20I-'2!	 S  l o   t e x t o 	 T e x t e   s e u l e m e n t 	 N u r   T e x t 	 ">;L:>  B5:AB	 S o l o   t e s t o 	 'DF5  AB7	 A p e n a s   t e x t o 	 Y a l n 1z c a   m e t i n   	 C h   c h o   p h  p   k    t   t h n g 	 H a n y a   t e k s 	 H a n y a   t e k s 	 	G	5	2	  	H		M	8	M			 	 	 	 C s a k   s z  v e g 	 	 	 	 A l l e e n   t e k s t 	 	 	 N u m a i   t e x t 	 	 	   	 	 O n l y   T e x t 	 AB7  E*F	 	   	 				  						 8
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 
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e n j e   o d g o v o r a ( s a t i ) 	 M o e d i   w a   k a r a b o   ( d i h o r a ) 	 L i m i t a s y o n   n g   s a g o t ( o r a s ) 	 R e p l y   l i m i t ( h r s ) 	 I y a k a n   l o k a c i n   m a y a d   ( S a  a ) 	  w  n    s    ( w  k t ) 	 0C0?  15@C4V  H53V  ( A0) 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ R E P L Y _ C H A R G E _ S I Z E 	 U M M S 	 I C O N T E X T 	 S i z e   o f   t h e   M M S   i n   K B 	 S i z e   ( K B ) 	 jHh'Y\  ( K B ) 	 eN'Y\  ( K B ) 	 2  ( K B ) 	 T a m a  o   ( K B ) 	 T a i l l e   ( K o ) 	 G r   e   ( K B ) 	  07<5@  ( ) 	 D i m e n s i o n e   ( K B ) 	 -,E( C  () 	 T a m a n h o ( K B ) 	 B o y u t   ( K B ) 	 D u n g   l n g   ( K B ) 	 U k u r a n   ( K B ) 	 S a i z   ( K B ) 	 		>	0	  ( K B ) 	 	 	 	 M  r e t   ( K B ) 	 	 	 	 G r o o t t e   ( k B ) 	 	 	 D i m e n s i u n e   ( K B ) 	 	 	 ( K B ) 	 	 S i z e   ( K B ) 	 'F/'2G  ( DH('*) 	 	   ( K B ) 	 				  ( K B ) 	 
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i n a   ( K B ) 	 S a e s e   ( K B ) 	 L a k i ( K B ) 	 S i z e   ( K B ) 	 F a d i   ( K B ) 	  w  n   t  t  b i   ( K B ) 	 ;H5<V  ( 109B) 
 
 S T R _ I D _ U M M S _ F A I L E D 	 U M M S 	 P O P U P ,   U N L I M 	 O p e r a t i o n   F a i l e d 	 F a i l e d 	 1YWe	 1Y%	 %I!@+%'	 F a l l  	  c h e c 	 F e h l g e s c h l a g e n 	 !1>9	 F a l l i t o 	 A'4D	 F a l h o u 	 B a _a r 1s 1z 	 T h t   b i 	 G a g a l 	 G a g a l 	 	8	+	2		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 O p e r a ci a   n u   a   r e u _i t 	 	 	 	 	 	 F'EHAB  (H/	 	 	 					 
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 
 S T R _ I D _ U M M S _ D W N L O A D I N G 	 U M M S 	 U N L I M 	 S t a t u s   o f   t h e   M M S   D o w n l o a d i n g 	 D o w n l o a d i n g 	 N	-N	 N}-N	 3%12'LB+%	 D e s c a r g a n d o 	 T  l  c h a r g e m e n t 	 W i r d   h e r u n t e r g e l a d e n 	 03@C7:0	 D o w n l o a d   i n   c o r s o 	 ,'1M  'D*-EJD	 A   t r a n s f e r i r 	 Y  k l  y o r   	 a n g   t i   v 	 M e n - d o w n l o a d 	 M e m u a t   t u r u n 	 !	>			(	2	K	!	  	0	  0	9	>	  9	H		 	 	 	 L e t  l t  s   f o l y a m a t b a n 	 	 	 	 B e z i g   m e t   d o w n l o a d e n 	 	 	 D e s c r c a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  /'FDH/	 	   	 							  						 !
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i a m a 	 N o t i e k   l e j u p i e l d e 	 A l l a l a a d i m i n e 	 Febe|vxt	 	 S e   d e s c a r c 	 !
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 S T R _ I D _ U M M S _ W A I T I N G _ D W N L O A D I N G 	 U M M S 	 U N L I M 	 S t a t u s   o f   t h e   M M S   i s   W a i t i n g   D o w n l o a d 	 W a i t i n g   d o w n l o a d 	 I{_N		 I{_N}	 #-2#2'LB+%	 E s p e r a n d o   d e s c a r g a 	 A t t e n t e   d e   t  l  c h a r g e m e n t 	 W a r t e n   a u f   D o w n l o a d 	 6840=85  703@C7:8	 I n   a t t e s a   d e l   d o w n l o a d 	 'F*8'1  'D*-EJD	 A   a g u a r d a r   t r a n s f e r  n c i a 	 Y  k l e m e   b e k l e n i y o r   	 i   t i   v 	 M e n u n g g u   d o w n l o a d 	 M e n u n g g u   m u a t   t u r u n 	 !	>			(	2	K	!	  	@	  *	M	0	$	@		M	7	>	  9	H		 	 	 	 V  r a k o z  s   l e t  l t  s r e 	 	 	 	 W a c h t   o p   d o w n l o a d 	 	 	 S e   a _t e a p t   d e s c r c a r e a 	 	 	   	 	 	 /1  'F*8'1  /'FDH/	 	   	 									  								 	
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 
 S T R _ I D _ U M M S _ W A I T I N G _ S E N D I N G 	 U M M S 	 U N L I M 	 S t a t u s   o f   t h e   M M S   i s   W a i t i n g   S e n d i n g 	 W a i t i n g   t o   b e   s e n t 	 I{_P	 I{_S	 #-2#*H	 E s p e r a n d o   e n v  o 	 A t t e n t e   d  e n v o i 	 W a r t e n   a u f   S e n d e v o r g a n g 	 6840=85  >B?@02:8	 I n   a t t e s a   d e l l ' i n v i o 	 AJ  'F*8'1  'D%13'D	 A   a g u a r d a r   e n v i o 	 G  n d e r m e   b e k l e n i y o r   	 a n g   i   g i 	 M e n u n g g u   u n t u k   d i k i r i m 	 M e n u n g g u   u n t u k   d i h a n t a r 	 -	G		(	G	  	@	  *	M	0	$	@		M	7	>	  9	H		 	 	 	 K  l d  s r e   v  r a k o z i k 	 	 	 	 W a c h t   o p   v e r z e n d e n 	 	 	 S e   a _t e a p t   e x p e d i e r e a 	 	 	   	 	 	 /1  'F*8'1  A13*'/F	 	   	 							  								 	
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o`rKa	 Oo`r`	 *20I-'2!	 E s t a d o   d e   m e n s a j e 	 E t a t   d u   m e s s a g e 	 M i t t e i l u n g s s t a t u s 	 !>AB>O=85  A>>1I5=8O	 S t a t o   d e l   m e s s a g g i o 	 -'D)  'DE9DHE'*	 E s t a d o   d e   m e n s a g e m 	 0l e t i   d u r u m u   	 T r n g   t h  i   t i n   n h n 	 S t a t u s   p e s a n 	 S t a t u s   m e s e j 	 8		&	G	6	  	@	  8	M	%	?	$	?		 	 	 	 A z    z e n e t    l l a p o t a 	 	 	 	 B e r i c h t t o e s t a n d 	 	 	 S t a r e   m e s a j 	 	 	   	 	 	 H69*  ~'E	 	   	 						  							 8
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o`rKa	 E s t a t   d e l   m i s s a t g e 	 S t a t u t   d u   m e s s a g e 	 S t a  a   s k i l a b o  a 	 E s t a d o   d e l   m e n s a j e 	 !B0BCA  =0  ?>@0:0	 S t a t u s   d a   m e n s a g e m 	 S t a t u s   p o r u k e 	 B o e m o   b a   m o l a e t s a 	 E s t a d o   n g   m e n s a h e 	 M e s s a g e   s t a t u s 	 M a s a y i n   s a k o 	 I p     f i r a n c	 %010@  :9V
 
 S T R _ I D _ U M M S _ C A N C E L L I N G _ M M S 	 U M M S 	 T I T L E ,   P O P U P C O N F I R M 	 D o w n l a o d   i s   i n   t h e   c a n c e l l i n g   s t a t e 	 C a n c e l l i n g   d o w n l o a d 	 SmN	-N	 SmN}-N	 3%1"@%42#2'LB+%	 C a n c e l a n d o   d e s c a r g a   	 A n n u l a t i o n   d u   t  l  c h a r g e m e n t 	 D o w n l o a d   w i r d   a b g e b r o c h e n 	 B<5=0  703@C7:8	 A n n u l l a m e n t o   d o w n l o a d 	 'D:'!  'D*-EJD	 A   c a n c e l a r   t r a n s f e r  n c i a 	 Y  k l e m e   i p t a l   e d i l i y o r   	 a n g   h y   t i   v   	 M e m b a t a l k a n   d o w n l o a d 	 M e m b a t a l k a n   m u a t   t u r u n 	 !	>			(	2	K	!	  0	&	M	&	  	0	  0	9	>	  9	H		 	 	 	 L e t  l t  s   m e g s z a k  t  s a 	 	 	 	 D o w n l o a d   w o r d t   g e a n n u l e e r d 	 	 	 A n u l a r e   d e s c r c a r e 	 	 	   	 	 	 /1  -'D  D:H  /'FDH/	 	   	 							  				  			  						 !
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o`'Y\N	 M i d a   d e   m i s s a t g e   s u p e r a d a 	 T a i l l e   d u   m e s s a g e   e x c  d  e 	 H  m a r k s s t  r    s k i l a b o  a   n     	 E l   t a m a  o   d e l   m e n s a j e   e x c e d e   e l   l  m i t e 	 >;5<8=0B0  =0  ?>@0:0B0  5  =04<8=0B0	 E x c e d e   t a m a n h o   d e   m e n s a g e m 	 V e l i 
i n a   p o r u k e   p r e m a au j e 	 S a e s e   y a   m o l a e t s a   e   t l o t s e   m o e d i 	 L a g p a s   a n g   l a k i   n g   m e n s a h e 	 M e s s a g e   s i z e   e x c e e d s   q u o t a   ( M e s s a g e   t o o   l o n g ) 	 F a d i   s a k o   t a   w u c e 	 T i   k j     w  n    f i r a n c	 %010@  ;H5<V=5=  0AK?  :5BBV
 
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 
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 
 S T R _ I D _ U M M S _ D R _ S T A T U S _ R E J E C T E D 	 U M M S 	 U N L I M 	 M M S   R e j e c t e d   b y   t h e   s e r v e r 	 R e j e c t e d 	 bU}	 b~	 4@*A%I'	 R e c h a z a d o 	 R e f u s  	 A b g e l e h n t 	 B:;>=5=>	 R i f i u t a t o 	 1A6	 R e j e i t a d a 	 R e d d e d i l d i   	 T   c h i 	 D i t o l a k 	 D i t o l a k 	 	8	M	5	@		C	$		 	 	 	 E l u t a s  t v a 	 	 	 	 V e r w o r p e n 	 	 	 R e s p i n s 	 	 	 	 	 R e j e c t e d 	 1/  4/	 	 	 								 
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 
 S T R _ I D _ U M M S _ D R _ S T A T U S _ D E F E R R E D 	 U M M S 	 U N L I M 	 M M S   s e n d i n g   h a s   b e e n   D e f f e r e d   b y   t h e   S e r v e r 	 D e f f e r e d 	 ^r	 ^ߏ	 +H'	 A p l a z a d o 	 D  f  r  	 Z u r  c k g e s t e l l t 	 B;>65=>	 D i f f e r i t o 	 '3*#,1	 D e f e r i d a 	 E r t e l e n d i   	 H o  n   l i 	 D i t u n d a 	 D i t a n g g u h 	 8	M	%		?	$		 	 	 	 E l h a l a s z t v a 	 	 	 	 U i t g e s t e l d 	 	 	 A m  n a t 	 	 	 	 	 D e f f e r e d 	 E9HB  E'F/	 	     	 							 .
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 
 S T R _ I D _ U M M S _ D R _ S T A T U S _ U N R E C O G N I S E D 	 U M M S 	 U N L I M 	 T h e   c o n t e n t   o f   t h e   M M S   i s   U n r e c o g n i s e d 	 U n r e c o g n i s e d 	 !qlX	 elƋ	 D!H#9I1	 N o   r e c o n o c i d o 	 N o n   r e c o n n u 	 N i c h t   e r k a n n t 	 5  @0A?>7=0=>	 N o n   r i c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d a 	 B i l i n m i y o r 	 K h  n g   n h n   b i t   c 	 T i d a k   d i k e n a l i 	 T i d a k   d i k e n a l i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 N i e t   h e r k e n d 	 	 	 N e r e c u n o s c u t 	 	 	   	 	 U n r e c o g n i s e d 	 4F'3'  F4/	 	 	 						 (
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	   	 A k u b o n w a 	 A y i q o n d a k a l i 	 H a i t a m b u l i w i 	 N i e   h e r k e n   n i e 	 N e a t p a ~i n t a 	 N e a t p a z +t s 	 T u v a s t a m a t a 	 Isavay~an  zaxvaoxiuxv	     	 N e r e c u n o s c u t 	 
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 
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Nfv	 
Nfv	 #0+'H2%2	 S i n   f i n a l i z a r 	 N o n   t e r m i n  	 I n t e r m i n a t e S M S   n i c h t   f e r t i g 	 5  7025@H5=>	 I n t e r m i n a t o 	 :J1  E91HA	 I n d e t e r m i n a d a 	 B i t i m s i z   	 K h  n g   r  	 N o n - s t o p 	 T i d a k   d a p a t   d i t e n t u k a n 	 	8	@	.	?	$		 	 	 	 B e   n e m   f e j e z e t t 	 	 	 	 O n b e  i n d i g d 	 	 	 N e d e t e r m i n a t 	 	 	 	 	 I n d e t e r m i n a t e 	 (  'F*G'	 	 	 					 
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 
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 
 S T R _ I D _ U M M S _ D R _ S T A T U S _ U N R E A C H A B L E 	 U M M S 	 U N L I M 	 T h e   S e r v e r   i s   U n r e a c h a b l e 	 U n r e a c h a b l e 	 !qlT	 el	 @I26D!HDI	 I n a l c a n z a b l e 	 I n d i s p o n i b l e 	 N i c h t   e r r e i c h b a r 	 54>ABC?=>	 N o n   r a g g i u n g i b i l e 	 D'  ECF  'D'13'D	 I n a c e s s  v e l 	 U l a _1l a m a z   	 K h  n g   g i   i   c 	 T i d a k   t e r j a n g k a u 	 T a k   d a p a t   d i c a p a i 	 		.	M	/		 	 	 	 N e m   e l  r h e t Q	 	 	 	 O n b e r e i k b a a r 	 	 	 I n a c c e s i b i l 	 	 	     	 	 U n r e a c h a b l e 	 :1  B'(D  /3*13	 	 	 						 (
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 
 S T R _ I D _ U M M S _ D R _ S T A T U S _ N O _ R E A D 	 U M M S 	 U N L I M 	 T h e   M M S   i s   n o t   R e a d 	 N o t   r e a d 	 *gS	 *gS	 "1D!H-H2	 N o   l e  d o   	 P a s   l u 	 N i c h t   g e l e s e n 	 5  ?@>G8B0=>	 N o n   l e t t o 	 DE  J*E  'DB1'!)	 N  o   l i d a 	 O k u n m a m 1_	 C h a   c 	 B e l u m   d i b a c a 	 B e l u m   d i b a c a 	 (	9	@		  *	"	<	>		 	 	 	 N e m   o l v a s v a 	 	 	 	 N i e t   l e z e n 	 	 	 N e c i t i t 	 	 	   	 	 	 .H'F/G  F4/	 	 	 			  			 $
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i t a n o 	 O   s a   b a l w a n g 	 H i n d i   n a b a s a 	 N o t   r e a d 	 B a   k a r a n t a w a 	 K    k     	 K<0K7	 	 	 	 	 
 
 S T R _ I D _ U M M S _ O P T I O N S _ U S E _ D E T A I L S _ U R L _ L I S T 	 U M M S 	 T I T L E 	 T i t l e   f o r   U R L   L i s t   S c r e e n 	 U R L   l i s t 	 }@WnU	 Q@WRh	 #2"2#  U R L 	 L i s t a   d e   U R L s 	 L i s t e   U R L 	 U R L - L i s t e 	 !?8A>:  U R L 	 E l e n c o   U R L 	 B'&E)  9FH'F  'D4(C)	 L i s t a   d e   U R L s 	 U R L   l i s t e s i   	 D a n h   s  c h   a   c h     M n g 	 D a f t a r   U R L 	 S e n a r a i   U R L 	 U R L   8	B		@		 	 	 	 U R L   l i s t a 	 	 	 	 U R L - l i j s t 	 	 	 L i s t   U R L - u r i 	 	 	   U R L 	 	 	 D3*  U R L 	 	 U R L   	 U R L   					 /
B

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	 	 !?8A>:  U R L 	 U R L   



	     	 U h l u   l w e - U R L 	 U l u h l u   l w e U R L 	 O r o d h a   y a   U R L 	 U R L - l y s 	 U R L   s r a aa s 	 U R L   s a r a k s t s 	 U R L - i d e   l o e n d 	 U R L   avo	 U R L   	 L i s t   U R L - u r i 	 U R L   *

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	 U R L   $>2?>  	 L i s t a   U R L 	 U R L   							 U R L   s i y a h 1s 1	 }@WnU	 L l i s t a   d  U R L 	 L i s t e   d e s   U R L 	 V e f s l   a l i s t i 	 L i s t a   U R L 	 !?8A>:  =0  U R L   	 L i s t a   d e   U R L 	 U R L   l i s t a 	 L e n a n e   l a   U R L 	 L i s t a h a n   n g   U R L 	 U R L   l i s t 	 T s a r i n   U R L 	  k  j   U R L 	 U R L - <5:5=609K=K  BV7V<V	 	 	 	 	 
 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ N O _ U R L 	 U M M S 	 P O P U P 	 P o p u p   i f   U R L   L i s t   i s   e m p t y 	 N o   U R L 	 !q}@W	 eQ@W	 D!H!5  U R L 	 N o   h a y   U R L s 	 A u c u n e   U R L 	 K e i n   U R L 	 5B  U R L 	 N e s s u n   U R L 	 D'  JH,/  9FH'F  'D4(C)	 S e m   U R L 	 U R L   y o k   	 K h  n g   c    d a n h   s  c h   M n g 	 T i d a k   a d a   U R L 	 T i a d a   U R L 	 	K		  U R L   (	9	@			 	 	 	 N i n c s   U R L 	 	 	 	 G e e n   U R L 	 	 	 L i s t a   d e   U R L - u r i   e s t e   g o a l 	 	 	   U R L 	 	 	 U R L   EH,H/  F3*	 	 U R L   ! 	 			  U R L   				 /
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  U R L   



	       	 A y i k h o   i - U R L 	 A k u k h o   U R L 	 H a k u n a   U R L 	 G e e n   U R L 	 N r a   U R L 	 N a v   U R L 	 U R L   p u u d u b 	 U R L   yoa	   U R L 	 L i s t a   d e   U R L - u r i   e s t e   g o a l 	 U R L   
2
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	 L#8?  U R L   (>9?	 P a   U R L 	 U R L   				 U R L   m  v c u d   d e y i l 	 !q}@W	 N o   h i   h a   c a p   U R L 	 A u c u n   U R L 	 E n g i n   v e f s l   	 S i n   U R L 	 5<0  U R L 	 N e n h u m   U R L 	 N e m a   U R L 	 H a   h o   U R L 	 W a l a n g   U R L 	 N o   U R L 	 B a b u   U R L 	 K    s    U R L   k a n k a n 	 U R L - <5:5=609K  6>	 	 	 	 	 
 
 S T R _ I D _ U M M S _ O B J E C T S _ A T T A C H M E N T _ L I S T 	 U M M S 	 T I T L E ,   I C O N T E X T 	 L i s t   o f   a t t a c h e m n t s   p r e s e n t   i n   t h e   M M S 	 A t t a c h m e n t   l i s t 	 DNnU	 DNRh	 #2"2#*4H5HA	 L i s t a   d e   a n e x o s 	 L i s t e   d e   p i  c e s   j o i n t e s 	 A n h a n g l i s t e 	 !?8A>:  ?@8:@5?;5=89	 E l e n c o   a l l e g a t i 	 B'&E)  'D*9DJB	 L i s t a   d e   a n e x o s 	 E k   l i s t e s i 	 D a n h   s  c h    n h   k  m 	 D a f t a r   s i s i p a n 	 S e n a r a i   l a m p i r a n 	 8		2		M	(		    8	B		@		 V e d h  f t n i n g s   L i s t e 	 S e z n a m   p Y l o h 	 L i s t a   z a Bc z n i k  w 	 M e l l  k l e t e k   l i s t  j a 	 L i i t e l i s t a 	 V e d l e g g s l i s t e 	 Z o z n a m   p r  l o h 	 B i j l a g e n l i j s t 	 L i s t a    v e r   b e f o g a d e   f i l e r 	 P o p i s   p r i v i t a k a 	 L i s t   d e   a t a _a m e n t e 	 S p i s e k   P r i l o g 	     	   	 A t t a c h m e n t   L i s t 	 8		2		M	(	  8	B		@		 D3*  ~H3*	 'yEFy  D3y	     	 									  							 
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	 >M.FM  2?8MM	 !?8A>:  2:;045=L	 






  



	   	 U h l u   l w e s i n a m a t h i s e l o 	 U l u h l u   l o k u d i b a n i s a 	 O r o d h a   y a   k u a m b a t a n i s h a 	 L y s   v a n   a a n h e g s e l s 	 P r i e d s  s r a aa s 	 P i e s a i s t Fu   s a r a k s t s 	 M a n u s t e   l o e n d 	 ?k  bueovek  avo	   	 L i s t   d e   a t a _a m e n t e 	 
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	 8/AM$?0#  $>2?>  	 L i s t a   e   b a s h k e n g j i t j e v e 	 						  							 Q o _m a l a r   s i y a h 1s 1	 DNnU	 L l i s t a   d  a d j u n t s 	 L i s t e   d e s   p i  c e s   j o i n t e s 	 V i  h e n g i s l i s t i 	 L i s t a   d e   a d j u n t o s 	 !?8A>:  =0  ?@8;>78	 L i s t a   d e   a n e x o s 	 L i s t a   a t a 
m e n t a 	 L e n a n e   l a   d i p h u t h e l w a n a 	 L i s t a h a n   n g   a t t a c h m e n t 	 A t t a c h m e n t   l i s t 	 H a d a n   t s a r i 	  k  j    s o p  m 	 "V@:5<5  BV7V<V	 	 	 	 	 
 
 S T R _ I D _ U M M S _ L O C K _ M O D E 	 U M M S 	 T I T L E ,   I C O N T E X T 	 L o c k   M o d e   A p p l i c a t i o n ,   u s e d   t o   l o c k   t h e   f o r w a r d   o p t i o n   f o r   a   M M S 	 L o c k   m o d e 	 [!j_	 [!j_	 B+!%G-	 M o d o   d e   b l o q u e o 	 M o d e   d e   v e r r o u i l l a g e 	 S p e r r m o d u s 	  568<  1;>:8@>2:8	 M o d a l i t    b l o c c o 	 FE7  'D'FBA'D	 M o d o   B l o q u e i o 	 K i l i t   m o d u   	 C h     k h  a 	 K u n c i   m o d u s 	 M o d   k u n c i 	 2	I		  .	K	!		 	 	 	 L e z  r t   m  d 	 	 	 	 B l o k k e e r m o d u s 	 	 	 M o d   r e d i r e c ci o n a r e   b l o c a t 	 	 	   	 	 	 -'D*  BAD	 	   	 				  							 ,
p
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	   	 L o c k   m o d e 	 L o c k   m o d e 	 L o c k   m o d e 	 S l u i t m o d u s 	 L o c k   m o d e 	 L o c k   m o d e 	 L o c k   m o d e 	 L o c k   m o d e 	 L o c k   m o d e 	 L o c k   m o d e 	 	 	 M e n y r a   e   k y c j e s 	 		  				 K i l i d l Yn m i _  r e j i m 	 
N!j_	 M o d e   b l o q u e i g 	 M o d e   d e   v e r r o u i l l a g e 	 L  s i s t i l l i n g 	 M o d o   d e   b l o q u e o 	  568<  =0  70:;CGC20Z5	 M o d o   d e   b l o q u e i o 	 R e ~i m   z a k l j u 
a v a n j a 	 M o k g w a   w a   h o   n o t l e l a 	 M o d a   n g   p a g - l o c k 	 L o c k   m o d e 	 W u r i n   n a   k u l l e w a 	 I p    t  t  p a 	 @A0C;0C  :9V	 	 	 	 	 
 
 S T R _ I D _ U M M S _ T E M P L A T E S _ T I T L E _ 0 1 	 U M M S 	 I C O N T E X T ,   U N L I M 	 S u b j e c t   t i t l e   f o r   t h e   t e m p l a t e   i s   H a p p y   B i r t h d a y 	 H a p p y   b i r t h d a y 	 ue_j	 ue_PN	 *8*1L'1@4	 F e l i z   c u m p l e a  o s 	 J o y e u x   a n n i v e r s a i r e 	 A l l e s   G u t e   z u m   G e b u r t s t a g 	 !  4=5<  @>645=8O	 B u o n   c o m p l e a n n o 	 9J/  'DEJD'/  39J/'	 F e l i z   a n i v e r s  r i o 	 M u t l u   y 1l l a r 	 C h  c   m n g   s i n h   n h t 	 S e l a m a t   U l t a h 	 S e l a m a t   U l a n g   t a h u n 	 	(	M	.	&	?	(	  	@	  ,	'	>			 T i l l y k k e   m e d   f  d s e l s d a g e n 	 V ae c h n o   n e j l e p a   k   n a r o z e n i n  m 	 W s z y s t k i e g o   n a j l e p s z e g o   z   o k a z j i   u r o d z i n 	 B o l d o g   s z  l e t  s n a p o t ! 	 H y v     s y n t y m  p  i v   	 G r a t u l e r e r   m e d   d a g e n 	 `ea s t n    n a r o d e n i n y 	 G e f e l i c i t e e r d 	 G r a t t i s   p    f  d e l s e d a g e n 	 S r e t a n   r o e n d a n 	 L a   m u l ci   a n i 	 V s e   n a j b o l j ae   z a   R o j s t n i   D a n 	     	     	 '5AB8B   >645=  5=	 5	>	"	&	?	5	8	>		M	/	>	  6	A	-	G		M		>		 *HD/*  E('1	 HE  ~/'&4  E('1  H! 	   	 			  								 
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  





  







	   	 U s u k u   l o k u z a l w a   o k u h l e 	 O n w a b e l a   u s u k u l o k u z a l w a 	 S i k u   y a   k u z a l i w a   y e n y e   f u r a h a 	 V e e l s   g e l u k 	 S v e i k i n u   g i m t a d i e n i o   p r o g a 	 D a u d z   l a i m e s   d z i m aa n a s   d i e n 	  n n e   s  n n i p  e v a k s 	 >vxvd  wvxpa~x	     	 L a   m u l ci   a n i 	 
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 	 6A-  (M.&?(  	 G e z u a r   D i t e l i n d j e n 	 			  								 A d   g  n  n   m  b a r Yk 	 ue_j	 P e r   m o l t s   a n y s 	 J o y e u x   a n n i v e r s a i r e 	 T i l   h a m i n g j u   m e    a f m  l i  	 F e l i z   c u m p l e a  o s 	 !@5\5=  @>45=45=	 F e l i z   a n i v e r s  r i o 	 S r e a n   r o e n d a n 	 L e t s a t s i   l e   m o n a t e   l a   t s w a l o 	 M a l i g a y a n g   b a t i 	 H a p p y   b i r t h d a y 	 M u r n a   r a n a r   h a i f u w a n 	 K    o r  i r e   j -  b    r 	 "C0=  :=V<5=	 	 	 	 	 
 
 S T R _ I D _ U M M S _ T E M P L A T E S _ T I T L E _ 0 2 	 U M M S 	 I C O N T E X T ,   U N L I M 	 S u b j e c t   t i t l e   f o r   t h e   t e m p l a t e   i s   C a l l   m e 	 C a l l   m e 	 Sbqf}b	 Sb5u݋~b	 B#+2	1	 L l  m a m e 	 A p p e l   m o i 	 R u f   m i c h   a n 	 >72>=8  <=5	 C h i a m a m i 	 CDEFJ	 L i g a - m e 	 B e n i   a r a 	 G i   c h o   t  i 	 p a n g g i l   s a y a 	 P a n g g i l   s a y a 	 .	A		G	  	I	2	  	0	G			 R i n g 	 Z a v o l e j   m i 	 Z a d z w o D  d o   m n i e 	 B e s z  l n  n k   k e l l 	 S o i t a   m i n u l l e 	 R i n g   m e g 	 Z a v o l a j   m i 	 B e l   m e 	 R i n g   m i g 	 P o z o v i   m e 	 S u n - m 	 P o k l i 
i   m e 	   	 /   	 1048  <8  A5	 +	K	(	  	0	>		 ('  EF  *E'3  (1	 E,  'D  1	   	 					  		  					 .
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	 (>A  >2M  G/A.A	 >47>=8  <5=V	 


  


  


	     	 N g i f o n e l e 	 N d i f o w n e l e 	 N i p i g i e   s i m u 	 S k a k e l   m y   a s s e b l i e f 	 P a s k a m b i n k   m a n   	 P i e z v a n i   m a n 	 H e l i s t a   m u l l e 	 6avcapak  kvq	 	 S u n - m 	 
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	 .K$M  2M  0(M$A  	 M e   t h i r r   n e   t e l e f o n 	 				  		  				 M Yn Y  z Yn g   e t 	 Sbf}b	 T r u c a  m 	 A p p e l l e - m o i 	 H r i n g d u      m i g   	 L l  m a m e 	 028  A5	 L i g a r - m e 	 P o z o v i   m e 	 N t e t s e t s e 	 T a w a g a n   a k o 	 C a l l   m e 	 K i r a   n i 	 P    m i 	 00=  B5;5D>=  H0;KK7	 D e i   e g i d a z u 	 T a w a g a n   a k o 	 C h  m a m e 	 K p   m 	 G l a o i g h   o r m 
 
 S T R _ I D _ U M M S _ T E M P L A T E S _ T I T L E _ 0 3 	 U M M S 	 I C O N T E X T ,   U N L I M 	 S u b j e c t   t i t l e   f o r   t h e   t e m p l a t e   i s   H a v e   g o o d   h e a l t h 	 H a v e   g o o d   h e a l t h 	 ]yԚeP^	 ]ySOeP^	 -C+I!5*8 25	 S  n a t e 	 A v o i r   l a   b o n n e   s a n t  	 G u t e   G e s u n d h e i t 	 @5?:>3>  74>@>2LO	 S p e r o   t u   s t i a   b e n e 	 #1,H  5-)  ,J/)	 B o a   s a  d e 	 S a l 1k   d i l e r i m 	 C    s c   k h e   t t 	 S e m o g a   s e h a t 	 S e m o g a   s i h a t 	   	*		>	  8	M	5	>	8	M	%	M	/	  		M		>	  0	9	G		 G o d   b e d r i n g 	 H o d n   z d r a v  	 T r z y m a j   s i e   z d r o w o 	 J    e g  s z s  g e t 	 V o i   h y v i n 	 H a   g o d   b e d r i n g 	 V e >a   z d r a v i a 	 B e t e r s c h a p 	 K r y a   p    d i g 	 }e l i m   t i   d o b r o   z d r a v l j e   	  n s n t o _i r e   g r a b n i c 	 V e l i k o   z d r a v j a 	   	   	 0  A8  682  8  74@02	 	>	3		@	  '	M	/	>		 3D'E*  ('4/	 '~F'  .'D  1	   	 													  							  				 
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  





  




	   	 U p h i l e 	 Y i b a   n e m p i l o   e n t l e 	 K u w a   n a   a f y a   n z u r i 	 G e s o n d h e i d   v i r   j o u 	 L i n k i u   s v e i k a t o s 	 L a b u   v e s e l +b u 	 H e a d   t e r v i s t   s u l l e 	 1|xr{xiuxv	   	  n s n t o _i r e   g r a b n i c 	 
/
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	 	$M$.  8M5>8M%M_  >.(>  	 J u   u r o j   s h e n d e t   t e   m i r e 	 												  					  						 S a l a m   o l 	 ]yԚeP^	 D e s i t j o   q u e   e t   c u r i s   a v i a t 	 J e   t e   s o u h a i t e   u n   b o n   r  t a b l i s s e m e n t 	 G   a n   b a t a 	 E s p e r o   q u e   e s t  s   b i e n 	 >1@>  74@02X5	 T e n h a   b o a   s a  d e 	 B u d i   z d r a v 	 E b a   l e   b o p h e l o   b o   m o n a t e 	 S a n a   a y   m a h u s a y   a n g   i y o n g   k a l u s u g a n 	 K e e p   w e l l 	 S a m u   c i k a k e n   l a f i y a 	 K  i   o   n i    l e r a   t i   o   d  r a 	 5=A0C;KKK7  <KBK  1>;AK=	 O s a s u n   o n a   o p a   d i z u t 	 M a g i n g   m a l u s o g 	 Q u e   t e  a   b o a   s a  d e 	 N w e e   a r   i k e 	 S l  i n t e   m h a i t h   o r t 
 
 S T R _ I D _ U M M S _ T E M P L A T E S _ T I T L E _ 0 4 	 U M M S 	 I C O N T E X T ,   U N L I M 	 S u b j e c t   t i t l e   f o r   t h e   t e m p l a t e   i s   I   h a v e   n o   t i m e   n o w 	 I   h a v e   n o   t i m e   n o w 	 bs(Wlzz	 bs(Wlzz	 	1D!H!5@'%2'H2-5I	 N o   t e n g o   t i e m p o   a h o r a 	 J e   n ' a i   p a s   l e   t e m p s   m a i n t e n a n t 	 I c h   h a b e   j e t z t   k e i n e   Z e i t 	 #  <5=O  =5B  2@5<5=8	 S o n o   o c c u p a t o 	 E'9F/I  HB*	 A g o r a   n  o   t e n h o   t e m p o 	 ^u   a n d a   z a m a n 1m   y o k 	 B  y   g i   t  i   k h  n g   c    t h    g i 	 S a y a   t a k   p u n y a   w a k t u 	 S a y a   t a k   a d a   m a s a   s e k a r a n g 	 	-	@	  .	G	0	G	  *	>	8	  8	.	/	  (	9	@		  9	H		 H a r   i k k e   t i d   l i g e   n u 	 T e   n e m  m   
a s 	 N i e   m a m   t e r a z   c z a s u 	 M o s t   n i n c s   i d Qm 	 O l e n   k i i r e i n e n 	 J e g   h a r   i k k e   t i d   n  	 N e m  m   t e r a z   
a s   	 I k   h e b   n u   g e e n   t i j d 	 H i n n e r   i n t e 	 T r e n u t n o   n e m a m   v r e m e n a 	 N u   a m   t i m p   a c u m 	 T r e n u t n o   n i m a m   
a s a 	       	       	 O<0<  2@5<5  A530	 .	@	  8	'	M	/	>	  &	M	/	>		$	  	9	K		 'D"F  HB*  F/'1E	 E  '(  E51HA  H	         	 			  			  						  				 .
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i k	 P a l d i e s ! 	 T  n a n 	 Gvxpaoalxiuxv	 ! 	 M u l cu m e s c 	 (
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o   s a   s t a l o .   M u s  m   z r u ai e  s c h  d z k u 	 E r   i s   i e t s   v e r k e e r d   g e g a a n ,   i k   m o e t   d e   a f s p r a a k   a f z e g g e n 	 N  g o t   f e l .   J a g   h a r   s t  l l t   i n   m  t e t 	 N e at o   n i j e   u   r e d u   M o r a m   o t k a z a t i   s a s t a n a k 	 A   i n t e r v e n i t   c e v a .   T r e b u i e   s   a n u l e z    n t  l n i r e a . 	 N e k a j   j e   n a r o b e .   M o r a m   o d p o v e d a t i   s e s t a n e k . 	     .               	   .           	 5I>  A5  >1J@:0.   "@O120  40  >B<5=O  C3>2>@:0B0	 -	G		  0	&	M	&	  	>	2	@		 E4D  ~4  "E/G.   E,(H1E  B1'1  ED'B'*  1'  D:H  FE	 '~'&FyEFy  EF3H.  H  &	       	 					  			  					d	  					  										  					  				  			d		 
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I3+	 D e f i n i d o   p o r   e l   u s u a r i o 	 D  f i n i   p a r   l ' u t i l i s a t e u r 	 B e n u t z e r d e f i n i e r t 	 >;L7>20B5;LA:85	 D e f i n i t o   d a l l ' u t e n t e 	 *91JA  'DE3*./E	 D e f i n i d a   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a n 1m l a n m 1_  	 N g i   s   d n g   c  i   t 	 D i t e n t u k a n   p e n g g u n a 	 D i t e n t u k a n   p e n g g u n a 	 /	B		<	0	  *	0	?	-	>	7	?	$		 	 	 	 F e l h a s z n  l     l t a l   m e g a d o t t 	 	 	 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 	 	 D e f i n i t   d e   u t i l i z a t o r 	 	 	   	 	 	 *91A  4/G  *H37  '1(1	 	   	 																	  										 
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I: 	 U s o : 	 U t i l i s a t i o n   : 	 N u t z u n g : 	 A?>;L7>20=85	 U t i l i z z o : 	 F3()  'D'3*./'E	 U t i l i z a   o : 	 K u l l a n 1m : 	 T   l   s   d n g : 	 P e n g g u n a a n : 	 P e n g g u n a a n : 	 		*	/	K		: 	 	 	 	 H a s z n  l a t : 	 	 	 	 G e b r u i k : 	 	 	 U t i l i z a r e : 	 	 	 : 	 	 U s a g e 	 '1(1/: 	 	 	 							: 	 
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	 *M03(  0@$?  	 P e r d o r i m i : 	 							: 	 0s t i f a d Y i : 	 (uϑ	  s : 	 U s a g e  : 	 N o t k u n : 	 U t i l i z a d o : 	 #?>B@510:   	 U s o : 	 U p o t r e b a : 	 T s h e b e d i s o : 	 P a g g a m i t : 	 U s a g e : 	 A m f a n n i s a 	  l  : 	 0940;0=CK: 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ M E S S A G E _ S T A T U S _ U S A G E 	 U M M S 	 U N L I M 	 T o t a l   S p a c e   u s e d   b y   a l l   t h e   M M S   p r e s e n t 	 U s e d   m e m o r y : 	 ](uaԚ	 ](uX[P	 +H'"'2!35HC
I: 	 M e m o r i a   u s a d a : 	 E s p a c e   u t i l i s    : 	 B e l e g t e r   S p e i c h e r p l a t z : 	 A?>;L7>20=>  ?0<OB8	 S p a z i o   u t i l i z z a t o : 	 'D0'C1)  'DE3*./E): 	 M e m  r i a   u t i l i z a d a : 	 K u l l a n 1l a n   b e l l e k : 	 B   n h      d  n g : 	 M e m o r i   y a n g   d i g u n a k a n : 	 I n g a t a n   y a n g   d i g u n a : 	 		*	/	K		  	@	  		  .	G	.	K	0	@	: 	 	 	 	 H a s z n  l t   m e m  r i a : 	 	 	 	 G e b r u i k t e   r u i m t e : 	 	 	 M e m o r i e   u t i l i z a t : 	 	 	   : 	 	 U s e d   S p a c e 	 -'A8G  ('11A*G: 	 	   	 							  							: 	 
8
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	 	 8:>@8AB0=89  ?@>ABV@	 







  




	   	 I s i k h a l a   e s i s e t s h e n z i s i w e 	 I s i t h u b a   e s i s e t y e n z i s i w e y o 	 N a f a s i   i l i o t u m i w a 	 G e b r u i k t e   g e h e u e : 	 P a n a u d o t a   v i e t a 	 A i z Fe m t   v i e t a 	 K a s u t a t u d   r u u m i 	 Ucacxn~an  aanxiuxv	   	 S p a ci u   u t i l i z a t 	 	
*
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  


	 ,M_,9C$  ,M_,'>(  	 V e n d i   I   p e r d o r u r : 	 							  					: 	 0s t i f a d Y  o l u n m u _  y e r : 	 ](uzz	 E s p a i   u t i l i t z a t : 	 E s p a c e   u t i l i s   : 	 P l  s s      n o t k u n : 	 E s p a c i o   u t i l i z a d o : 	 A:>@8AB5=  ?@>AB>@: 	 E s p a  o   u t i l i z a d o : 	 I s k o r i ae n   p r o s t o r : 	 S e b a k a   s a   m o s e b e d i s i : 	 N a g a m i t   n a   e s p a s y o : 	 U s e d   s p a c e : 	 A n   y i   m a f a n i   d a   w a n n a n   f i l i 	 T i   l o     y  : 	 0940;0=K;0=  >@K=: 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M M S _ S E T T I N G S 	 U M M S 	 T I T L E 	 S e t t i n g s   S t r i n g   f o r   M M S 	 M M S   s e t t i n g s 	 YZԚ
o`-[	 i_On	 2#1IH2  M M S 	 C o n f i g u r a c i  n   M M S 	 R  g l a g e s   M M S 	 M M S - E i n s t e l l u n g e n 	 0AB@>9:8  M M S 	 I m p o s t a z i o n i   M M S 	 B'&E)  EH'69	 D e f i n i   e s   M M S 	 M M S   a y a r l a r 1	 C a  i   #t   M M S 	 p e n g a t u r a n   M M S 	 S e t i n g   M M S 	   M M S     8	G		?			M	8		 M M S   o p s  t n i n g 	 N a s t a v e n    M M S 	 U s t a w i e n i a   M M S 	 M M S   b e  l l  t  s o k 	 M M S - a s e t u k s e t 	 M M S - i n n s t i l l i n g e r 	 N a s t a v e n i e   M M S 	 M M S - i n s t e l l i n g e n 	 M M S - i n s t  l l n i n g a r 	 M M S   p o s t a v k e 	 S e t r i   M M S 	 M M S   n a s t a v i t v e 	   M M S 	   M M S 	 M M S   s e t t i n g s 	 M M S   s e t t i n g s 	 *F8E'*  M M S 	 	       	 M M S   							 M M S   8
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	 	 0;0HBC20==O  M M S 	 M M S   







	         	 A m a s e t h i n g i   e - M M S 	 U s e t o   l w e M M S 	 M i p a n g i l i o   y a   M M S 	 M M S - s t e l l i n g s 	 M M S   n u o s t a t o s 	 M M S   i e s t a t +j u m i 	 M M S - i   s  t t e d 	 M M S   oauavve	 M M S   	 S e t r i   m e s a j e   M M S 	 M M S   
M
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 	 M M S   8G?MM  	 R e g j i s t r i m e t   M M S 	 M M S   							 M M S   q u r a _d i r m a l a r 1	 YZԚ
o`-[	 C o n f i g u r a c i    d ' M M S 	 P a r a m  t r e s   M M S 	 M M S - s t i l l i n g a r 	 C o n f i g u r a c i  n   d e   M M S 	 >AB02:8  70  M M S   ?>@0:8	 C o n f i g u r a   e s   d e   M M S 	 M M S   p o d e aa v a n j a 	 D i - s e t t i n g   t s a   M M S 	 M g a   s e t t i n g   n g   M M S 	 M M S   s e t t i n g s 	 D a i d a i t a   M M S 	  t    M M S 	 M M S   ?0@0<5B@;5@V	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M E S S A G E _ S E T T I N G S _ C O M P O S E 	 U M M S 	 T I T L E ,   I C O N T E X T 	 M M S   C o m p o s e   S e t t i n g s 	 C o m p o s e 	 }/-[	 n	 *#I2	 C o m p o n e r 	 C o m p o s e r 	 E n t w e r f e n 	 !>740=85	 C o m p o n i 	 *9/JD  'D6(7	 C o m p o r 	 O l u _t u r 	 C  i   t   c h n h 	 B u a t 	 K a r a n g 	 		*	K			 	 	 	 S z e r k e s z t  s 	 	 	 	 S a m e n s t e l l e n 	 	 	 C o m p u n e ci 	 	 	 	 	 C o m p o s e 	 FH4*F	 	 	 					 8
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	 	 !B2>@8B8	 




  


	 	 Q a m b a 	 Q a m b a 	 T u n g a 	 S t e l   b o o d s k a p   o p 	 S u k u r t i 	 I z v e i d o t 	 K o o s t a 	 ?aftel	 	 S c r i e r e 	 
.
M
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	 0(>  	 K o m p o z o 	 				' 		 T Yr t i b a t 	 }[	 C o m p o s i c i  	 C o m p o s e r 	 S k r i f a   p  s t 	 C r e a r 	 !>AB028	 C o m p o r 	 S a s t a v i 	 H l o p h i s a 	 I - c o m p o s e 	 C o m p o s e 	 H a d a w a   w a k o k i 	 K   n k a n 	 %0B  607C	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M E S S A G E _ S E T T I N G S _ S E N D I N G 	 U M M S 	 T I T L E ,   I C O N T E X T 	 M M S   S e n d i n g   S e t t i n g s 	 S e n d i n g 	 P-[	 Sn	 3%1*H	 E n v i a n d o 	 E n v o i   e n   c o u r s 	 W i r d   g e s e n d e t 	 B?@02:0	 I n v i o   i n   c o r s o 	 %13'D	 A   e n v i a r 	 G  n d e r i l i y o r 	 C  i   t   g i 	 m e n g i r i m 	 M e n g h a n t a r 	 -	G		  0	9	>	  9	H		 S e n d e r 	 O d e s l  n  	 W y s y Ba n i e 	 K  l d  s   f o l y a m a t b a n 	 L  h e t e t   n 	 S e n d e r 	 O d o s i e l a n i e 	 B e z i g   m e t   v e r z e n d e n 	 S k i c k a r 	 S l a n j e 	 E x p e d i e r e    n   c u r s 	 P o ai l j a n j e 	     	 	 7?@0I0=5	 S e n d i n g 	 /1  -'D  '13'D	 	 	 						  						 -
G

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  





  

	 	 K u y a t h u n y e l w a 	 I y a t h u m e l a 	 I n a t u m a 	 S t u u r   t a n s 	 S i u n 
i a m a 	 S kt a 	 S a a t m i n e 	 Hraoxt	 	 E x p e d i e r e    n   c u r s 	 
/

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	 *M0G0#  	 D u k e   d e r g u a r 	 						  				 G  n d Yr i _	 P-N	 E n v i a m e n t 	 E n v o i   e n   c o u r s 	 S e n d i 	 E n v i a n d o 	 !5  8A?@0\0	 E n v i a n d o 	 S l a n j e 	 E   a   r o m e l a 	 P i n a p a d a l a 	 S e n d i n g 	 A i k a w a 	 N f i r a n c	 V15@C	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M E S S A G E _ S E T T I N G S _ R E T R I E V A L 	 U M M S 	 T I T L E ,   I C O N T E X T 	 M M S   R e t r i e v a l   S e t t i n g s 	 R e t r i e v a l 	 c6e-[	 c6en	 2#6	 R e c u p e r a c i  n   	 R  c u p  r a t i o n 	 W i e d e r g e w i n n u n g 	 >;CG5=85	 R e c u p e r o   i n   c o r s o 	 %3*1,9	 A c e d e r 	 D  z e l t m e 	 C  i   t   n h n 	 R e t r i v a s i 	 P e n g a m b i l a n 	 *	A	(	: *	M	0	>	*	M	$		 H e n t n i n g 	 Z p Y s t u p n n  	 W y s z u k i w a n i e 	 V i s s z a k e r e s  s 	 T a k a s i n s a a n t i 	 I n n h e n t i n g 	 O b n o v a 	 O p h a l e n 	  t e r s t  l l a n d e 	 D o h v a t 	 R e c u p e r a r e 	 N a d o m e s t i t e v 	 	 	 J7AB0=>2O20=5	 R e t r i e v a l 	 ('2'	 	 	 											 .
A
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	 	 B@8<0==O	 


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  	   	 U k u q a q a 	 U k u f u m a n a 	 U c h u k u a j i 	 H e r w i n 	 N u s k a i t y m a s 	 I z g kaa n a 	 A n d m e v  t u t e e n u s 	 1|bext	 	 R e c u p e r a r e 	 5
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ L A Y O U T 	 U M M S 	 I C O N T E X T 	 L a y o u t   o f   t h e   M M S 	 L a y o u t 	 cHr	 cHr	 B##H2	 P r e s e n t a c i  n   	 P r  s e n t a t i o n 	 L a y o u t 	 ><?>=>2:0	 V i s u a l i z z a z i o n e 	 *.7J7	 E s q u e m a 	 M i z a n p a j   	 S p   c h 	 T a t a   l e t a k 	 S u s u n   a t u r 	 2	G						 	 	 	 E l r e n d e z  s 	 	 	 	 L a y o u t 	 	 	 A s p e c t 	 	 	 	 	 L a y o u t 	 /E'F	 	 	 								 2
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ P O T R A I T 	 U M M S 	 C 0 5 7 _ 1 	 L a y o u t   o f   t h e   M M S   i s   P o r t r a i t 	 P o r t r a i t 	 NP!j_	 NP!j_	 A'1I	 R e t r a t o 	 P o r t r a i t 	 H o c h f o r m a t 	 >@B@5B	 V e r t i c a l e 	 FE7  'D'F3'F	 V e r t i c a l 	 D i k e y 	 n h   c h  n   d u n g 	 P o t r e t 	 P o t r e t 	 *	K	0	M		M	0	G			 	 	 	  l l  	 	 	 	 V e r t i c a a l 	 	 	 P o r t r e t 	 	 	 	 	 P o r t r a i t 	 9EH/	 	   	 											 $
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 
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 
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e n o 	 E   t h i b e t s w e 	 N a k a - r e s t r i k t o 	 R e s t r i c t e d 	 T a k u r a w a 	 T i   h  m 	 (5:B5;35=	 M u g a t u a 	 B i n a b a w a l a n 	 R e s t r i n x i d o 	 G b o c h i r i 	 S r i a n t a 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ W A R N I N G 	 U M M S 	 C 0 5 7 _ 1 	 C r e a t i o n   m o d e   i s     W a r n i n g 	 W a r n i n g 	 fJT	 fJT	 3@7-	 A d v e r t e n c i a   	 A v e r t i s s e m e n t 	 W a r n u n g 	 @54C?@5645=85  	 A v v e r t e n z a 	 *-0J1	 A v i s o 	 U y a r 1	 C h     	 P e r i n g a t a n 	 A m a r a n 	 	G	$	>	5	(	@		 A d v a r s e l 	 V a r o v  n  	 O s t r z e |e n i e 	 F i g y e l m e z t e t  s 	 V a r o i t u s 	 A d v a r s e l 	 V a r o v a n i e 	 W a a r s c h u w i n g 	 V a r n i n g 	 U p o z o r e n j e 	 A v e r t i s m e n t 	 O p o z o r i l o 	 	 	 @54C?@5645=85	 W a r n i n g 	 G4/'1	 	 	 								 
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 
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NSP	 -4*#0	 L i b r e 	 L i b r e 	 F r e i 	 !2>1>4=>	 L i b e r o 	 :J1  EBJ/	 L i v r e 	  c r e t s i z   	 K h  n g   c h u   h n   c h 	 B e b a s 	 P e r c u m a 	 .	A		M	$		 	 	 	 S z a b a d 	 	 	 	 V r i j 	 	 	 L i b e r 	 	 F r e e 	 	 F r e e 	 F r e e 	 "2'/	 	 	 						 .
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 S T R _ I D _ U M M S _ S E T T I N G S _ M A X _ N U M _ P A G E S 	 U M M S 	 I C O N T E X T 	 M a x i m u m   S l i d e s   s u p p o r t e d   i n   M M S 	 M a x   p a g e s 	  g'Ybxev	  g'Yubpev	 +I2*9*8	 M  x i m o   d e   p  g i n a s 	 P a g e s   m a x 	 M a x .   S e i t e n 	 0:A.   :>;8G5AB2>  AB@0=8F	 P a g i n e   m a x 	 9//  'DB5HJ	 M  x .   d e   p  g i n a s 	 M a k s .   s a y f a   	 S   t r t   l n   n h t 	 H a l a m a n   m a k s . 	 H a l a m a n   m a k s i m u m 	 	'	?	.   *	G		<		 	 	 	 M a x .   o l d a l s z  m 	 	 	 	 M a x i m a a l   a a n t a l   p a g i n a ' s 	 	 	 N u m r   m a x i m   d e   d i a p o z i t i v e 	 	 	 '     ' 	 	 M a x   N o   o f   P a g e s 	 -/'+1  5A-'*	 	   	 								  							 
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	   	 A m a k h a s i   a m a k h u l u   o k u g c i n a 	 U b k h l .   b a m a p h e p h a 	 U p e o   w a   g o m b o 	 M a k s i m u m   b l a d s y e 	 M a k s .   p u s l a p i s  s k . 	 M a k s .   l a p u   s k a i t s 	 M a x   l e h e k  l g i 	 7{ek  a|a~elacxuv  avao	   	 N u m r   m a x i m   d e   d i a p o z i t i v e 	 *
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NP	 M  x .   p  g i n e s 	 P a g e s   m a x 	 H  m a r k s f j  l d i   s   n a 	 P  g i n a s   m  x i m a s 	 0:A8<0;5=  1@>X  =0  AB@0=8F8  	 M  x .   d e   p  g i n a s 	 M a k s   s t r a n i c a 	 M o e d i   w a   m a q e p h e 	 P i n a k a m a r a m i n g   p a h i n a 	 M a x   p a g e s 	 I y a k a n   s h a f i 	 O j  - e w    t    p    j  	   :?  15B  	 O r r i - k o p u r u   b a i m e n d u a 	 P i n a k a m a d a m i n g   p a h i n a 	 P  x i n a s   m  x i m a s 	 I h u   a k w k w   o l e   a c h r 	 U a s m h  i d   l e a t h a n a c h 
 
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	     	 I s i k h a t h i   s e k h a s i   e l i h l e 	 E l o n a   x e s h a   l o k u t h u m e l a   u m q u q u z e l a n a 	 M u d a   b o r a   w a   g o m b o 	 B e s t e   b l a d s y t y d 	 G e r i a u s i a s   p u s l a p i o   l a i k a s 	 L a b k a i s   l a p a s   l a i k s 	 L e h e k  l j e   l a a d i m i s e   p a r i m   a e g 	 7{k  zaoetav  zktal  jatavao	     	 C e l   m a i   b u n   t i m p   p e n t r u   d i a p o z i t i v e 	 .
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
	 80M,K$MC7M  *C7M >  8._  	 K o h a   e   f a q e s   m e   t e   m i r e 	 								  						  				 n   y a x _1  s Yh i f Y  v a x t 1	  gsOvkBfP	 M i l l o r   t e m p s   p e r   p  g i n a 	 M e i l l e u r e   h e u r e   p a g e 	 B e s t i   s   u t  m i 	 T i e m p o   d e   p  g i n a    p t i m o 	 0X4>1@>  2@5<5  70  AB@0=8F0	 T e m p o   d e   m e l h o r   p  g i n a 	 N a j b o l j e   v r e m e   s t r a n i c e 	 N a k o   y a   l e q e p h e   e   n t l e   k a   h o   f e t i s i s a 	 P i n a k a m a h u s a y   n a   o r a s   s a   p a h i n a 	 B e s t   p a g e   t i m e 	 W u r i n   w a s a   d a i d a i t a 	  k  k    o j  - e w    t    o   d  r a   j  l 	   60AK  15B  C0KBK	 O r r i a l d e - d e n b o r a   o n e n a 	 P i n a k a m a h u s a y   n a   o r a s   n g   p a h i n a 	 M e l l o r   t e m p o   d e   p  x i n a 	 O g e   k a c h a   m m a   n ' i h u   a k w k w 	 A m   i s   f e a r r   d o n   l e a t h a n a c h 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ A U T O _ S I G N A T U R E 	 U M M S 	 I C O N T E X T 	 S i g n a t u r e   w i l l   b e   i n s e r t e d   a u t o m a l t i c a l l y   i n   t h e   M M S 	 A u t o   s i g n a t u r e 	 R=|
T	 ꁨR~{
T	 %2"@G-1B!14	 F i r m a   a u t o m  t i c a 	 S i g n a t u r e   a u t o 	 A u t o m .   S i g n a t u r 	 2B>  ?>4?8AL	 F i r m a   a u t o m a t i c a 	 *HBJ9  #DJ'	 A s s i n a t u r a   a u t o m  t i c a 	 O t o m a t i k   i m z a 	 C h   k    t   n g 	 A u t o   S i g n a t u r e 	 T a n d a t a n g a n   a u t o m a t i k 	 		K	  8	?		M	(	G		0		 A u t o   S i g n a t u r 	 A u t o m a t i c k    p o d p i s 	 A u t o   p o d p i s 	 A u t o m a t i k u s   a l   r  s 	 A u t o m a a t t i n e n   a l l e k i r j o i t u s 	 A u t o s i g n a t u r 	 A u t o m a t i c k    p o d p i s 	 A u t o m a t i s c h e   h a n d t e k e n i n g 	 L  g g   t i l l   u n d e r s k r i f t 	 A u t o p o t p i s 	 S e m n t u r   a u t o m a t 	 S a m o p o d p i s 	   	   ' 	 2B>  ?>4?8A	 A u t o   S i g n a t u r e 	 'E6'  .H/'1	 	   	 					  	
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	   	 I s i g n i s h a   y e - a u t o 	 I s a n d l a   e s i n g o k u z e n z e k e l a y o 	 S a i n i   y a   o t o m a t i 	 O u t o m a t i e s e   h a n d t e k e n i n g 	 A u t o m a t i n i s   p a r a aa s 	 A u t o m t i s k a i s   p a r a k s t s 	 A u t o m a a t n e   s i g n a t u u r 	 1~x  }xacxiuxv	   	 S e m n t u r   a u t o m a t 	 

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 	 8M5$  98M$>M70  	 F i r m a   a u t o 	 					  									 A v t o   i m z a 	 R=|
T	 S i g n a t u r a   a u t o m  t i c a 	 S i g n a t u r e   a u t o 	 S j  l f v i r k   u n d i r s k r i f t 	 F i r m a   a u t o m  t i c a 	 2B><0BA:8  ?>B?8A	 A s s i n a t u r a   a u t o m  t i c a 	 A u t o   p o t p i s 	 T s h a e n o   e   i k e t s a n g 	 A w t o m a t i k o n g   p i r m a 	 A u t o   s i g n a t u r e 	 S a   h a n n u   a t o m a t i c 	  b u w l    l   f w y  	 2B>  >;B010	 S i n a d u r a   a u t o m a t i k o a 	 A w t o   n a   l a g d a 	 S i n a t u r a   a u t o m  t i c a 	 S i g i n e c h   o n w e 	 S  n i    u a t h o i b r  o c h 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ E D I T _ C O N T E N T 	 U M M S 	 T I T L E 	 O p t i o n   t o   e d i t   t h e   c o n t e n t 	 E d i t   c o n t e n t 	 }/gQ[	 Q[	 AID@7I-+2	 E d i t a r   c o n t e n i d o 	 E d i t e r   l e   c o n t e n u 	 I n h a l t   b e a r b e i t e n 	  540:B8@>20BL  A>45@68<>5	 M o d i f i c a   c o n t e n u t o 	 *9/JD  F5	 E d i t a r   c o n t e  d o 	 0 e r i i   d  z e n l e   	 B i  n   s o n   n i   d u n g 	 E d i t   k o n t e n 	 U b a h   k a n d u n g a n 	 			G			  8		*	>	&	?	$	  	0	G			 	 	 	 T a r t a l o m   s z e r k e s z t  s e 	 	 	 	 I n h o u d   b e w e r k e n 	 	 	 E d i t a r e   c o n ci n u t 	 	 	   	 	 E d i t   C o n t e n t 	 H1'4  E-*H'	 	   	 									  								 5
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	     	 H l e l a   o k u q u k e t h w e 	 L u n g i s a   i s i q u l a t h o 	 H a r i r i   y a l i y o m o 	 W y s i g   i n h o u d 	 R e d a g u o t i   t u r i n /	 R e d i #t   s a t u r u 	 R e d i g e e r i   s i s u 	 =tbacel  zaxvaoxiuxvh	     	 E d i t a r e   c o n ci n u t 	 	
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	 (M$0M,?7_,8M$A  8*>&>(  0(M$A  	 N d r y s h o   p e r m b a j t j e n 	 							  								  				 T Yr k i b i n i   r e d a k t Y  e t 	 }/gQ[	 M o d i f i c a   e l   c o n t i n g u t 	 M o d i f i e r   l e   c o n t e n u 	 B r e y t a   e f n i 	 E d i t a r   c o n t e n i d o 	 #@548  A>4@68=0	 E d i t a r   c o n t e  d o 	 P r i k a ~i   s a d r ~a j 	 E d i t a   d i k a t e n g 	 I - e d i t   a n g   n i l a l a m a n 	 E d i t   c o n t e n t 	 N e m i   s h i r y e   k o m a i 	 b t  n k    k   n  	 07<=4K  45C	 E d u k i a   a l d a t u 	 B a g u h i n   a n g   n i l a l a m a n 	 E d i t a r   c o n t i d o 	 D e z i e   n d n a y a 	 C u i r   i n n e a c h a r   i n   e a g a r 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ I M A G E _ R E S I Z E 	 U M M S 	 I C O N T E X T 	 S e t t i n g   f o r   r e s o l u t i o n   o f   t h e   P i c t u r e   s u p p o r t e d 	 P i c t u r e   r e s i z i n g 	 WGr.~\	 VGr)\	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? 	 C a m b i o   d e   t a m a ? o   d e   i m a g e n 	 R e d i m e n s i o n n e m e n t   d e ? l  i m a g e 	 B i l d g r ? ? e   w i r d   g e ? n d e r t 	 7<5=5=85  @07<5@0  87>1@. 	 R i d i m e n s i o n a m e n t o   i m m a g i n e 	 ? ? ? ? ? 	 R e d i m e n s i o n a m e n t o   d e   i m a g e m 	 R e s i m   y e n d i e n   b o y u t l a n d ? r ? l ? y o r   	 T h u   p h  n g   ? n h 	 P e n g u b a h a n   u k u r a n   g a m b a r 	 M e n s a i z k a n   s e m u l a   g a m b a r 	 ? ? ? ? ? ?   ? ?   ? ? ? ?   ? ? ?   ? ? ?   ? ? 	 	 	 	 K  p    t m  r e t e z  s e 	 	 	 	 G r o o t t e   v a n   f o t o   v e r a n d e r e n 	 	 	 R e d i m e n s i o n a r e   i m a g i n e 	 	 	 ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? 	 	 I m a g e   R e s i z e 	 ? ? ? ? ?   ? ? ? ? ? ?   ? ? ? ? ? 	 	 ? ? ? ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? ? ? ? ? ? ? 	 ? ? ?   ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? ? ? 	 	 0AHB01C20==O  7>1@065==O	 ? ? ? ? ?   ? ? ?   ? ? ? ? ?   ? ?   ? ? ? ? ? ?   ? ? 	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ?   ? ? ? ? ?   ? ? ? ? ? ? ? ? ? ? ? ? ? 	 U k u s a y i z a   k a b u s h a   i s i t h o m b e 	 U k u s a y i z a   k w a k h o n a   u m f a n e k i s o 	 U b a d i l i s h a j i   s a i z i   y a   p i c h a 	 V e r s t e l   b e e l d g r o o t t e 	 P a v e i k s l ? l i o   d y d ? i o   k e i t i m a s 	 A t t l a   i z m r u   m a i ? a 	 P i l d i   s u u r u s e   m u u t m i n e 	 ? ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ?   ? ? ? ? ?   ? ? ? ? ? ? 	 R e d i m e n s i o n a r e   i m a g i n e 	 ? ? ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ? ? ? 	 ? ? ?   ? ? ? ? ? ? ? ? ? ? ?   	 F o t o j a   d u k e   n d r y s h u a r   m a d h e s i n e 	 ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 ? ? k l i n   ? l ?  l ? r i n i n   d ? y i ? i l m ? s i 	 teWGr'Y\	 C a n v i a   l a   m i d a   d e   l a   i m a t g e 	 R e d i m e n s i o n n e r   l  i m a g e 	 S t ? r e   m y n d a r   b r e y t t 	 C a m b i o   d e l   t a m a ? o   d e   l a   i m a g e n 	 @><5=0  =0  3>;5<8=0  =0  A;8:0	 R e d i m e n s i o n a m e n t o   d e   i m a g e m 	 P r o m e n a   v e l i ? i n e   s l i k e 	 S a e s a   s e t s h w a n t s h o   b o t j h a 	 P a p a l i t   n g   l a k i   n g   l a r a w a n 	 P i c t u r e   r e s i z i n g 	 G y a r a n   g i r m a n   a b i n   k a l l o 	 N d  n    w ? ? n   t  t  b i    w  r  n   k  	 !C@5BB? ?   ? ;H5<? =  ? 735@BC	 A r g a z k i - t a m a i n a   a l d a t u 	 P a g b a b a g o   n g   l a k i   n g   l i t r a t o 	 R e d i m e n s i o n a d o   d e   i m a x e 	 F o t o   n a - a r ? s a i z ? 	 A g   a t h m h  i d n i    a n   p i c t i  r 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 1 6 0 _ X _ 1 2 0 	 U M M S 	 C 0 5 7 _ 1 	 R e s o l u t i o n   o f   t h e   P i c t u r e   s u p p o r t e d   i s   1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 	 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0   	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 	 	 	 1 6 0 x 1 2 0 	 	 	 	 1 6 0 x 1 2 0 	 	 	 1 6 0 x 1 2 0 	 	 	 1 6 0 x 1 2 0 	 	 	 1 6 0 x 1 2 0 	 	 	 			x 				 1 6 0 x 1 2 0 	 	 1 6 0 x 1 2 0 	 1 6 0   x   1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 1 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0   x   1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 	 1 6 0 x 1 2 0 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 3 2 0 _ X _ 2 4 0 	 U M M S 	 C 0 5 7 _ 1 	 R e s o l u t i o n   o f   t h e   P i c t u r e   s u p p o r t e d   i s   3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 	 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 1 4 0   	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 	 	 	 3 2 0 x 2 4 0 	 	 	 	 3 2 0 x 2 4 0 	 	 	 3 2 0 x 2 4 0 	 	 	 3 2 0 x 2 4 0 	 	 	 3 2 0 x 2 4 0 	 	 	 			x 				 3 2 0 x 2 4 0 	 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 1 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0   x   2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 	 3 2 0 x 2 4 0 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ H O M E _ N E T W O R K 	 U M M S 	 I C O N T E X T 	 H a n d s e t   i s   i n   i t s   o w n   N e t w o r k 	 H o m e   n e t w o r k 	 ;N}	 ,g0WQ~	 @#7-H2"+%1	 R e d   R e s i d e n c i a l 	 R  s e a u   d o m e s t i q u e 	 H e i m n e t z w e r k 	 ><0H=OO  A5BL  	 R e t e   d o m e s t i c a 	 4(C)  'D1&J3J)	 R e d e   d o m  s t i c a 	 E v   a 1	 M n g   b n   a 	 J a r i n g a n   r u m a h 	 R a n g k a i a n   r u m a h 	   9	K	.	  (	G		5	0	M			 H j e m m e   n e t v  r k 	 D o m  c    s  e	 S i e   d o m o w a 	 O t t h o n i   h  l  z a t 	 K o t i v e r k k o 	 H j e m - n e t t v e r k 	 D o m  c a   s i e e	 H u i s n e t w e r k 	 H e m n  t v e r k 	 K u n a   m r e ~a 	 R e ce a   l o c a l 	 D o m a 
e   o m r e ~j e 	   	   	 ><0H=0  <@560	 H o m e   N e t w o r k 	 4(G  .'F	 	   	 			  										 
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	 9K.M  (GM q>0MM  	 R r j e t i   I   s h t e p i s e 	 			  								 E v   _Yb Yk Ys i 	 ,g0W@Sv}a}	 X a r x a   p r  p i a 	 R  s e a u   p e r s o n n e l 	 H e i m a n e t 	 R e d   h o g a r e  a 	 @560  4><0	 R e d e   d o m  s t i c a 	 D o m a a   m r e ~a 	 N e t w e k e   y a   l a p e n g 	 N e t w o r k   s a   t a h a n a n 	 H o m e   n e t w o r k 	 N e t w o r k   n a   g i d a 	 N t i w k i   t i   i l  	 7V=4V:  65;V	 E t x e k o   s a r e a 	 T a h a n a n g   n e t w o r k 	 R e d e   p e r s o a l 	 l   n e t w k 	 L  o n r a   b a i l e 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ R O A M I N G 	 U M M S 	 I C O N T E X T 	 H a n d s e t   i s   i n   R o a m i n g   N e t w o r k 	 R o a m i n g 	 +oJ}	 +o8nQ~	 B#!!4	 m i v i l i d a d 	 i t i n  r a n c e 	 R o a m i n g 	  >C<8=3	 R o a m i n g 	 *,HD	 R o a m i n g 	 D o l a _1m 	 C h u y n   v  n g 	 r o a m i n g 	 M e r a y a u 	 0	K	.	?				 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 V e k s l e r 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 R o a m i n g 	 G o s t o v a n j e 	 	 	  >C<8=3	 R o a m i n g 	 1HEF	 	 	 						 
A
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	 	  >C<V=3	 





	 	 K u y a z u l w a 	 I y a b h a d u l a 	 I n a r a n d a 	 S w e r w i n g 	 T a r p t i n k l i n i s   r y ay s 	 V i e s a b o n aa n a 	 R  n d l u s 	 Lxxtkvc	 	 R o a m i n g 	 1
K
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	 0K.?M	 D u k e   l u n d r u a r 	 						 R o u m i n q 	 +oJ-N	 E n   i t i n e r  n c i a 	 I t i n  r a n c e 	 R e i k i 	 I t i n e r a n c i a 	  >0<8=3	 R o a m i n g 	 R o m i n g 	 H o   e t a 	 N a k a - r o a m i n g 	 R o a m i n g 	 Z a g a y o w a 	 N r  n   k i r i 	  >C<8=3	 R o a m i n g 	 R o a m i n g 	 I t i n e r a n c i a 	 N a - a g a g h a r 	 A g   f  n a  o c h t 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ F I L T E R S 	 U M M S 	 T I T L E ,   I C O N T E X T 	 F i l t e r s   t o   b e   s e t   f o r   M M S   S e n d i n g   a n d   R e c e i v i n g 	 F i l t e r s 	 NohV	 ǏnhV	 1'#-	 F i l t r o s 	 F i l t r e s 	 F i l t e r 	 $8;LB@K  	 F i l t r i 	 EC11	 F i l t r o s 	 F i l t r e l e r 	 B   l c 	 F i l t e r 	 P e n a p i s 	   +	?	2	M		0	M	8		 F i l t r e 	 F i l t r y 	 F i l t r y 	 S z qr Qk 	 S u o d a t t i m e t 	 F i l t r e 	 F i l t r e 	 F i l t e r s 	 F i l t r a r 	 F i l t r i 	 F i l t r e 	 F i l t r i 	 	 	 $8;B@8	 F i l t e r s 	 AD*1G'	 	 	 							 +
?
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	 	 $V;LB@8	 







	   	 A m a - f i l t e r 	 I n t l u z o 	 V i c h u j a j i 	 F i l t e r s 	 F i l t r a i 	 F i l t r i 	 F i l t r i d 	 6kyve	 	 F i l t r e 	 +
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ O N _ R E Q U E S T 	 U M M S 	 C 0 5 7 _ 1 	 S e n d   M M S   r e a d   r e p o r t   O n   R e q u e s t   O p t i o n 	 O n   r e q u e s t 	 bOU	 	 @!7H--	 A   s o l i c i t u d 	 S u r   d e m a n d e 	 A u f   A n f r a g e 	 >  B@51>20=8N	 S u   r i c h i e s t a 	 9F/  'D%D*E'3	 A   p e d i d o 	 0s t e e   b a l 1	 Y  u   c u   	 p e r m i n t a a n 	 A t a s   p e r m i n t a a n 	 	(	A	0	K	'	  *	0		 P    a n m o d n i n g 	 N a   ~ d o s t 	 N a   z a d a n i e 	 K  r  s r e 	 P y y n n  s t  	 V e d   a n m o d n i n g 	 N a   ~i a d o s e	 O p   v e r z o e k 	 V i d   b e h o v 	 N a   z a h t j e v 	 L a   c e r e r e 	 N a   z a h t e v o 	   	     	 @8  70O2:0	 O n   R e q u e s t 	 ('  /1.H'3*	 	   	 							 +
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	   	 O k u c e l i w e 	 N g e s i c e l o 	 K w a   m a o m b i 	 O p   v e r s o e k 	 P a p r a ai u s 	 U z   p i e p r a s +j u m u 	 N  u d m i s e l 	 Japav{elx  dezxt	 	 L a   c e r e r e 	 
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ N E V E R _ S E N D 	 U M M S 	 C 0 5 7 _ 1 	 N e v e r   S e n d   M M S   r e a d   r e p o r t   o p t i o n 	 N e v e r   s e n d 	 
NP	 
NS	 D!H*H	 N o   e n v i a r   n u n c a 	 N e   j a m a i s   e n v o y e r 	 N i e   s e n d e n 	 5  >B?@02;OBL	 N o n   i n v i a r e   m a i 	 D'  *13D  #(/'K	 N u n c a   e n v i a r 	 H i    g  n d e r m e 	 K h  n g   g 	i 	 t a k   d i k i r i m 	 J a n g a n   h a n t a r 	 	-	@	  (	9	@		  -	G		G			 S e n d   A l d r i g 	 N i k d y   n e o d e s  l a t 	 N i g d y   n i e   w y s y Ba j 	 S o s e m   k  l d 	  l    l  h e t    k o s k a a n 	 A l d r i   s e n d 	 N i k d y   n e o d o s i e l a e	 N o o i t   v e r z e n d e n 	 S k i c k a   a l d r i g 	 N i k a d   n e   aa l j i 	 N u   e x p e d i a   n i c i o d a t 	 N i k o l i   N e   P o al j i 	     	     	 8:>30  =5  87?@0I09	 N e v e r   S e n d 	 G12  '13'D  F4H/	 	   	 			
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  






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	   	 A k u t h u n y e l w a n g a 	 Z a n g e   i t h u n y e l w e 	 K a m w e   u s i t u m e 	 S t u u r   n o o i t 	 N i e k a d a   n e s i ss t i 	 N e k a d   n e s kt +t 	  r a   s a a d a   k u n a g i 	 5be  yxraoel	   	 N u   s e   e x p e d i a z   n i c i o d a t 	 
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NP	 N o   l  e n v i  s   m a i 	 N e   j a m a i s   e n v o y e r 	 S e n d a   a l d r e i 	 N u n c a   e n v i a r 	 8:>30H  =5  8A?@0\0X	 N u n c a   e n v i a d o 	 N i k a d a   n e   aa l j i 	 S e   r o m e l e   l e   k a m o h l a 	 H u w a g   n a   h u w a g   i p a d a l a 	 N e v e r   s e n d 	 K a d d a   a   a i k a   	 M  ce   f i r a n c	 H0H0=40  6V15@<5C	 E z   i n o i z   b i d a l i 	 H u w a g   i p a d a l a 	 N u n c a   e n v i a d o 	 E z i p k w a l a 	 N    s e o l   c h o  c h e 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ A N N O N Y M O U S 	 U M M S 	 I C O N T E X T 	 F i l t e r   o p t i o n   t o   f i l t e r   A n o n y m o u s   M M S 	 A n o n y m o u s 	 ?S
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T[ON	 D!H#08
7H-	 A n  n i m o 	 A n o n y m e 	 A n o n y m 	 =>=8<=K9  	 A n o n i m o 	 :J1  E91HA	 A n  n i m o 	 A n o n i m 	 N g i   g i   v    d a n h 	 A n o n i m 	 T a n p a   n a m a 	   	A	.	(	>	.		 A n o n y m 	 A n o n y m n  	 A n o n i m o w e 	 N  v t e l e n 	 A n o n y y m i 	 A n o n y m 	 A n o n y m n  	 A n o n i e m 	 A n o n y m 	 A n o n i m n o 	 A n o n i m 	 A n o n i m n o 	 	 	 =>=8<5=	 A n n o n y m o u s 	 F'4F'3	 	 	 					 ,
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	 	 I g a m a   a l a z i w a 	 N g e n a g a m a 	 I s i o j u l i k a n a 	 A n o n i e m 	 A n o n i m a s 	 A n o n +m s 	 A n o n   m n e 	 1vavxv	 	 A n o n i m 	 

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 
 S T R _ I D _ U M M S _ S E T T I N G S _ M A X _ M S G _ S I Z E 	 U M M S 	 I C O N T E X T 	 M a x i m u m   S i z e   o f   t h e   M M S   i n   K B 	 M a x   m s g   s i z e   ( K B ) 	  g'Y
o`[ϑ( K B ) 	  g'Yi_O[ϑ( K B ) 	 2I-'2!*9*8  ( K B ) 	 T a m a  o   m  x i m o   d e   m e n s a j e   ( K B ) 	 M s g   t a i l l e   m a x   ( K o ) 	 M a x .   M i t t e i l u n g s g r   e   ( K B ) 	 0:A.   @07<5@  A>>1I5=8O  ( :109B) 	 D i m e n s i o n e   m a x .   m e s s a g g i o   ( K B ) 	 -,E  'DB5HJ( C  () 	 T a m a n h o   m  x .   d e   m e n s a g e m 	 M a k s .   i l e t i   b o y u t u   ( K B )   	 D u n g   l n g   M s g   l n   n h t   ( K B ) 	 U k u r a n   p e s a n   m a k s .   ( K B ) 	 S a i z   m s j   m a k s i m u m   ( K B )   	 	'	?		$	.	  8		&	G	6	  		>	0	  ( K B ) 	 	 	 	 M a x .    z e n e t m  r e t   ( K B ) 	 	 	 	 M a x i m a l e   b e r i c h t g r o o t t e   ( k B ) 	 	 	 D i m e n s i u n e a   m a x i m   a   m e s a j u l u i   ( K B ) 	 	 	     ' ( K B ) 	 	 M a x   M s g   S i z e   ( K B ) 	 -/'+1  'F/'2G  ~'E  ( DH('*) 	 	       ( K B ) 	 								  						  				  ( K B ) 	 
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  ( K B ) 	       ( ) 	 U s a y i z i   w o m b i k o   o m k h u l u   w o k u g c i n a   ( K B ) 	 U b u n g a k a n a n i   b o b k h l .   b o m y l z . ( i K B ) 	 U p e o   w a   u j u m b e   ( K B ) 	 M a k s i m u m   b o o d s k a p g r o o t t e   ( K b ) 	 M a k s .   p r a n e a.   d y d i s   ( K B ) 	 M a k s .   z i F.   i z m r s   ( K B ) 	 M a x   s  n u m i   s u u r u s   ( K B ) 	 prd.   a|a~elacxuv  ya}  ( ?2) 	       ( ) 	 D i m e n s i u n e a   m a x i m   a   m e s a j u l u i   ( K B ) 	 *
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o`'Y\
NPK B 		 M i d a   m  x .   d e   m i s s a t g e   ( K B ) 	 T a i l l e   m a x   m s g   ( K o ) 	 H  m a r k s s t  r    s k i l a b o  a   ( k B ) 	 T a m a  o   d e   m e n s a j e   m  x i m o   ( K B ) 	 0:A8<0;=0  3>;5<8=0  =0  ?>@0:0  ( ) 	 T a m a n h o   m  x .   d e   m e n s a g e m   ( K B ) 	 M a k s   v e l i 
i n a   p o r   ( K B ) 	 M o e d i   w a   s a e s e   y a   m l t s   ( K B ) 	 P i n a k a m a l a k i n g   m s g   ( K B ) 	 M a x   m s g   s i z e   ( K B ) 	 K u r e w a n   g i r m a n   s a k o 	  w  n   t  t  b i    f i r a n c  t    p    j    ( K B ) 	   :?  E010@  ;H5<V  ( 109B) 	 M e z u a r e n   t a m a i n a   b a i m e n d u   h a n d i e n a   ( K B ) 	 P i n a k a m a l a k i n g   m e n s   ( K B ) 	 T a m a  o   m a x   m e n   ( K B ) 	 O g o   o z i   a c h r ( K B ) 	 U a s m h  i d   n a   t e a c h t a i r e a c h t a   ( K B ) 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ A D V E R T I S M E N T 	 U M M S 	 I C O N T E X T ,   U N L I M 	 F i l t e r   o p t i o n   t o   f i l t e r   A d v e r t i s e m e n t   M M S 	 A d v e r t i s e m e n t 	 ^JT
o`	 ^JTmo`	 B)2	 A n u n c i o   p u b l i c i t a r i o   	 P u b l i c i t  	 W e r b u n g 	  5:;0<0  	 A n n u n c i o   p u b b l i c i t a r i o 	 %9D'F	 P u b l i c i d a d e 	 R e k l a m 	 Q u n g   c  o 	 I k l a n 	 I k l a n 	   5	?		M		>	*	(		 R e k l a m e 	 R e k l a m a 	 O g Bo s z e n i e 	 R e k l  m 	 M a i n o s 	 A n n o n s e 	 R e k l a m a 	 A d v e r t e n t i e 	 A n n o n s 	 O g l a s 	 R e c l a m   	 R e k l a m a 	 	 	  5:;0<0	 A d v e r t i s e m e n t 	 *(D:'*	 	 	 									 *
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ A L L O W 	 U M M S 	 C 0 5 7 _ 1 	 A l l o w   A d v e r t i s m e n t   o r   A n o n y m o u s   M M S 	 A l l o w 	 AQ1	 AQ	 -8
2	 P e r m i t i r 	 P e r m e t t r e 	 Z u l a s s e n 	  07@5H8BL	 C o n s e n t i 	 D'  JB/1  8GH1  'D*9DJB	 P e r m i t i r 	 0z i n   v e r 	 C h o   p h  p 	 I j i n 	 B e n a r k a n 	   	(	A	.	$	?	  &	G			 T i l l a d 	 P o v o l i t 	 Z e z w a l a j 	 E n g e d  l y e z 	 S a l l i 	 T i l l a t 	 P o v o l i e	 T o e s t a a n 	 T i l l  t 	 O m o g u i 	 A c c e p t a r e 	 D o v o l i 	 	 	  07@5H8	 A l l o w 	 ','2G  /'/F	 	 	 						  				 

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	 	 V u m e l a 	 V u m e l a 	 R u h u s u 	 L a a t   t o e 	 L e i s t i 	 A t <a u t 	 L u b a 	 9xulael	   	 A c c e p t a ci 	 
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ R E J E C T 	 U M M S 	 C 0 5 7 _ 1 	 R e j e c t   A d v e r t i s e m e n t   o r   A n o n y m o u s   M M S 	 R e j e c t 	  V	  V	 4@*	 R e c h a z a r 	 R e j e t e r 	 A b l e h n e n 	 B:;>=8BL	 R i f i u t a 	 1A6	 R e j e i t a r 	 R e d d e t 	 T   c h i 	 k e l u a r k a n 	 T o l a k 	   	8	M	5	@		C	$	  	0	G			 A f v i s 	 O d m  t n o u t 	 O d r z u 	 E l u t a s  t 	 H y l k   	 A v v i s 	 O d m i e t n u e  	 V e r w e r p e n 	 A v v i s a 	 O d b a c i 	 R e s p i n g e r e 	 Z a v r z i 	 	 	 B:068	 R e j e c t 	 1/  1/F	 	 	 							  					 
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	 ,0M(  0?,>  	 R e f u z o 	 					 R Yd d   e t 	 bv}	 R e b u t j a 	 R e j e t e r 	 H a f n a 	 R e c h a z a r 	 418X	 R e j e i t a r 	 O d b i j 	 Q h e l e l a   t h o k o 	 T a n g g i h a n 	 R e j e c t 	 H a n n a 	 K  	 01K;40<0C	 B a z t e r t u 	 T a n g g i h a n 	 R e x e i t a r 	 J 	 D i  l t a i g h 
 
 S T R _ I D _ U M M S _ U M M S _ D E L I V E R Y _ R E P O R T 	 U M M S 	 I C O N T E X T 	 D e l i v e r y   R e p o r t   s t r i n g 	 D e l i v e r y   r e p o r t 	 PV1X	 SbJT	 #2"22#*H	 I n f o r m e   d e   e n t r e g a   	 R a p p o r t   d e   r e m i s e 	 S e n d e b e r i c h t 	 BG5B  >  4>AB02:5	 R a p p o r t o   i n o l t r o 	 *B1J1  'D*3DJE	 R e l a t  r i o   d e   e n t r e g a 	 T e s l i m   r a p o r u 	 G i   b  o   c  o 	 l a p o r a n   p e n g i r i m a n 	 L a p o r a n   p e n g h a n t a r a n 	   !	?	2	@	5	0	@	  0	?	*	K	0	M			 A f l e v e r i n g s   r a p p o r t 	 D o r u 
e n k a 	 P o t w i e r d z e n i e 	 S t  t u s z j e l e n t  s 	 J a k e l u r a p o r t t i 	 L e v e r i n g s r a p p o r t 	 S p r  v a   o   d o r u 
e n  	 A f l e v e r i n g s v e r s l a g 	 S t a t u s r a p p o r t 	 I z v j e ae   o   i s p o r u c i 	 R a p o r t   d e   r e m i t e r e 	 P o r o 
i l o   o   p r e j e m u 	   	 "   	  5?>@B  70  4>AB02O=5	 *	>	 	5	?	2	M	/	>		>	  0	?	*	K	0	M			 2'14  *-HD	 DH1  1~H1y	   	 						  								 -
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	   	 I r i p h o t h i   y o k u d i l i v i w e 	 I n g x e l o   y o h a m b i s o 	 R i p o t i   z a   u w a s i l i s h a j i 	 A f l e w e r i n g s v e r s l a g 	 P r i s t a t y m o   a t a s k a i t a 	 P i e g d e s   a t s k a i t e 	 S a a t m i s a r u a n n e 	 1|atav  feoxu	     	 R a p o r t   d e   r e m i t e r e 	 !
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ D E F F E R E D 	 U M M S 	 C 0 5 7 _ 1 	 D e f e r r e d   R e t r e i v a l   o f   M M S 	 D e f e r r e d 	 ^}	 ^	 @%7H-@'%2	 A p l a z a d o 	 D i f f  r  .   	 Z u r  c k g e s t e l l t 	 B;>65=>	 D i f f e r i t o   	 E9DB	 D e f e r i d o 	 E r t e l e n m i _	 H o  n   l i   	 D i b e d a k a n 	 D i t a n g g u h k a n 	   8	M	%		?	$		 U d s a t . 	 O d l o ~e n o . 	 P r z e Bo |o n e . 	 K  s l e l t e t e t t 	 S i i r r e t t y 	 U t s a t t : 	 O d l o ~e n  . 	 U i t g e s t e l d 	 F  r d r  j d 	 O d g o e n o . 	 A m  n a t 	 O d l o ~e n o . 	 . 	 	 B;>65=>. 	 D e f e r r e d 	 E9HB  E'F/	 	     	 							 .
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ A S _ H O M E 	 U M M S 	 C 0 5 7 _ 1 	 S e t   t h e   M M S   R e t r i v a l   t y p e   w h i l e   i n   r o a m i n g   n e t w o r k ,   a s   i n   h o m e   n e t w o r k 	 A s   h o m e 	 ;N}vT	 T,g0WQ~	 @G+%1	 C o m o   e n   c a s a 	 C o m m e      l a   m a i s o n 	 W i e   p r i v a t 	 0:  2  4><0H=59  A5B8	 C o m e   p r i n c i p a l e 	 CE'  'DEF2D	 C o m o     P  g i n a   i n i c i a l 	 E v d e k i   g i b i 	 G i n g   n h   m n g   b n   a 	 s e b a g a i   r u m a h 	 S e b a g a i   r u m a h 	   9	K	.	  	@	  $	0	9		 S o m   H j e m m e 	 J a k o   d o m  c  	 J a k o   d o m o w y 	 M i n t   o t t h o n 	 K o t i n a 	 S o m   h j e m m e 	 A k o   d o m a 	 Z o a l s   t h u i s 	 S o m   h e m m a 	 K a o   d o m a 	 C a    n   r e ce a u a   l o c a l 	 K o t   D o m a 	     	 	 0B>  H o m e 	 A s   H o m e 	 E'FF/  .'F	 	     	 								 
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	   	 A s   h o m e 	 A s   h o m e 	 A s   h o m e 	 S o o s   T u i s n e t w e r k 	 A s   h o m e 	 A s   h o m e 	 A s   h o m e 	 A s   h o m e 	 A s   h o m e 	 A s   h o m e 	 	 	 S i   n e   s h t e p i 	 				  				 E v d Yk i   k i m i 	 N,g0W@S	 C o m   a   c a s a 	 C o m m e   r  s e a u   p e r s o n n e l 	 S e m   h e i m a 	 I g u a l   q u e   e n   e l   h o g a r 	 0:>  4><0	 C o m o   d o m  s t i c o 	 K a o   d o m a a 	 J w a l o   k a   h a e 	 B i l a n g   h o m e 	 A s   h o m e 	 K a m a r   g i d a 	 B  i   i l  	 9  @5BV=45	 	 	 	 	 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ O N 	 U M M S 	 C 0 5 7 _ 1 	 H o m e   N e t w o r k   S e t t i n g   i s   O N 	 O n 	 	  _	 @4	 A c t i v a d o 	 A c t i v  	 E i n 	 :;. 	 O n 	 EA*H-	 L i g a d o 	 A  1k   	 M 	 A k t i f 	 N y a l a 	 	(		 	 	 	 B e 	 	 	 	 A a n 	 	 	 R e ce a   l o c a l   a c t i v a t 	 	 	 	 	 O n 	 1H4F	 	 	 					 
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	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
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e n o 	 B u l e t s w e 	 O n 	 O n 	 K u n n a   	 T  n -  n 	 >AC	 	 	 	 	 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ O F F 	 U M M S 	 C 0 5 7 _ 1 	 H o m e   N e t w o r k   S e t t i n g   i s   O f f 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 O f f 	 E:DB	 D e s l i g a d o 	 K a p a l 1  	 T t 	 T i d a k   a k t i f 	 P a d a m 	 	+		 	 	 	 K i 	 	 	 	 U i t 	 	 	 R e ce a   l o c a l   d e z a c t i v a t 	 	 	 	 	 O f f 	 .'EH4	 	 	 					 ,
p
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	 	 8<:=CB8	 


	 	 V a l i w e 	 V a l i w e 	 Z i m a 	 A f 	 I aj u n g t a 	 I z s l g t 	 V  l j a s 	 1v{ael	 	 O p r i t 	 
+
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e n o 	 T i m m e 	 O f f 	 O f f 	 K a s h e 	 P a    	 HV@C	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M A X _ P A G E S _ L I M I T 	 U M M S 	 P O P U P 	 N o   o f   P a g e s   s h o u l d   b e   1 ~ 2 0 	 N o   o f   p a g e s   s h o u l d   b e   1 ~ 2 0 	 b]T
NP	 ub]
NP	 3'+I2'#@G  1 ~ 2 0 	 L a   c a n t i d a d   d e   p  g i n a s   d e b e   e s t a r   e n t r e   1   y   2 0 	 N o   d e   p a g e s   d o i t    t r e   1 - 2 0 	 A n z .   d e r   S e i t e n   s o l l t e   1 ~ 2 0   b e t r a g e n 	 >;8G5AB2>  AB@0=8F  4>;6=>  1KBL  2  8=B5@20;5  1 ~ 2 0 	 I l   n u m e r o   d e l l e   p a g i n e   d e v e   e s s e r e   1 - 2 0 	 5A-)  B/  (D:  'DJ  'D-/  'D'B5J	 N    d e   p  g i n a s   d e v e   s e r   ~ 2 0 	 S a y f a   s a y 1s 1  1 ~ 2 0   o l m a l 1d 1r     	 S   t r t      t   n   n g n g   c a o   n h t 	 N o m o r   h a l a m a n   h a r u s   1 ~ 2 0 	 B i l a n g a n   h a l a m a n   h e n d a k l a h   1 ~ 2 0 	 *	G		<	K		  	@	  8			M	/	>	  1 - 2 0   9	K	(	@	  	>	9	?			 	 	 	 A z   o l d a l a k   s z  m a   1  2 0   l e h e t 	 	 	 	 A a n t a l   p a g i n a ' s   m o e t   t u s s e n   1   e n   2 0   z i j n 	 	 	 N u m r u l   d e   p a g i n i   t r e b u i e   s   f i e    n t r e   1   _i   2 0 	 	 	 '         1 - 2 0 	 	 E x c e e d   L i m i t   M a x   N o   o f   P a g e s 	 *9/'/  5A-'*  ('/  1   *'2 0   ('4/	 	     1 ~ 2 0         	 						  						  	  ~   		  				  							 *
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	     1 ~ 2 0   	 I n a n i   l a m a k h a s i   k u f a n e l e   l i b e   n g u   1 ~ 2 0 	 I n o m b o l o   y a m a p h e p h a   m a y i b e   s i - 1 ~ 2 0   	 N a m b a r i   y a   g o m b o   z i n a p a s w a   k u w a   1 ~ 2 0 	 A a n t a l   b l a d s y e   m o e t   1 - 2 0   w e e s 	 P u s l a p i s  s k a i 
i u s   t u r i   b kt i   1 ~ 2 0 	 L a p u   s k a i t a m   j b kt   1 ~ 2 0 	 L e h e k  l g e d e   a r v   p e a b   o l e m a   1 ~ 2 0 	 7{ek  avaoh  ze  g  lkvk  1 ~ 2 0   }aptavvext	         1 ~ 2 0 	 N u m r u l   d e   p a g i n i   t r e b u i e   s   f i e    n t r e   1   _i   2 0 	 *
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TQ[	 D!H!5@7I-+2%2"@G	 N o   h a y   c o n t e n i d o   d e   f i r m a   a u t o m  t i c a 	 A u c u n e   s i g n a t u r e   p r  s e n t e 	 K e i n   S i g n a t u r i n h a l t 	 5B  A>45@68<>3>  4;O  02B><0B8G5A:>9  ?>4?8A8	 N e s s u n   c o n t e n u t o   c o n   f i r m a   a u t o 	 D'  JH,/  E-*HI  *HBJ9	 S e m   c o n t e  d o   d e   a s s i n a t u r a 	 0m z a   i  e r i i   y o k 	 K h  n g   c    n i   d u n g   k    t  n 	 T i d a k   a d a   k o n t e n   t a n d a   t a n g a n 	 T i a d a   k a n d u n g a n   t a n d a t a n g a n   	 	K		  		K	  8	>		(	  			G			  (	9	@			 	 	 	 N i n c s   a l   r  s - t a r t a l o m 	 	 	 	 L e g e   h a n d t e k e n i n g 	 	 	 S e m n t u r a   n u   c o n ci n e   n i m i c 	 	 	     	 	 N o   A u t o   S i g n   C o n t e n t 	 G  E-*H'  'E6'  EH,H/  F3*	 	       	 				  								  									  				 
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	       	 A y i k h o   i - a u t o   s i g n   y o k u q u k e t h w e 	 A k u k h o   s i q u l a t h o   s o p h a w u   s i N g o k u z e n z e k e l a y o 	 H a k u n a   y a l i y o m o   y a   s a i n i   o t o m a t i 	 G e e n   h a n d t e k e n i n g - i n h o u d   n i e 	 N r a   a u t o m a t i n i o   p a r a ao   t u r i n i o 	 N a v   a u t o m .   s i g n .   s a t u r a 	 S i s u   e i   e e l d a   a u t o m   s i s s e l o g i m i s t 	 1~x  }xacxiuav  zaxvaoxiuxvh  baaoauxt  g	       	 S e m n t u r a   a u t o m a t   n u   c o n ci n e   n i m i c 	 

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TgQ[	 C a p   c o n t i n g u t   d e   s i g n a t u r a   a u t o m  t i c a 	 A u c u n   c o n t e n u   d a n s   l a   s i g n a t u r e 	 S j  l f v i r k a   u n d i r s k r i f t   v a n t a r 	 S i n   c o n t e n i d o   e n   l a   f i r m a   a u t o m  t i c a 	 5<0  02B><0BA:8  ?>B?8H0=0  A>4@68=0  	 N e n h u m   c o n t e  d o   d e   a s s i n a t u r a   a u t o m  t i c a 	 N e m a   s a d r ~a j a   a u t o   p o t p i s a 	 H a   h o   d i k a t e n g   t s e   i t s h a e n a n g   	 W a l a n g   l a m a n   n a   n a k a   a w t o   s i g n 	 N o   a u t o   s i g n   c o n t e n t 	 B a b u   s h i g a   a t o m a t i c 	 K    s     k   n u    b u w l    l   f w y  	 2B>  >;B010  <07<=K  6>	 	 	 	 	 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ R E P L Y _ D E A D L I N E _ E R R O R 	 U M M S 	 P O P U P 	 E n t e r   s o m e   v a l u e   i n   R e p l y   L i m i t 	 E n t e r   s o m e   v a l u e   i n   r e p l y   l i m i t 	 ˊ8eQVgP	 eQV
YgP	 I-H2C5312#-%1	 I n t r o d u z c a   u n   v a l o r   e n   e l   l  m i t e   d e   r e s p u e s t a 	 E n t r e r   u n e   v a l e u r   d a n s   l i m i t e   d e   r  p o n s e 	 E i n e n   W e r t   i n   A n t w o r t g r e n z e   e i n g e b e n 	 #:068B5  7=0G5=85  ?@545;0  >B25B0	 I n s e r i r e   a l c u n i   v a l o r i   n e l   l i m i t e   d e l l a   r i s p o s t a 	 '/.D  E/)  'D1/	 I n t r o d u z a   u m   v a l o r   e m   l i m i t e   d e   r e s p o s t a 	 Y a n 1t   s 1n 1r 1n a   b a z 1  d e e r l e r   g i r i n   	 H  y   n h p   t h i   h n   t r   l i 	 M a s u k k a n   s e j u m l a h   n i l a i   d a l a m   b a t a s   b a l a s a n 	 M a s u k k a n   s e d i k i t   n i l a i   d a l a m   h a d   b a l a s a n 	 		$	M	$	0	  8	@	.	>	  .	G		  	A		  5	H	2	M	/	B	  &	0	M		<	  	0	G			 	 	 	  r j o n   e g y    r t  k e t   a   v  l a s z   h a t  r i d e j e   m e z Qb e 	 	 	 	 G e e f   e e n   w a a r d e   o p   a l s   a n t w o o r d l i m i e t 	 	 	 I n t r o d u c e ci   o   v a l o a r e   p e n t r u   t i m p u l   l i m i t   d e   r s p u n s 	 	 	         	 	 E n t e r   s o m e   v a l u e   i n   R e p l y   L i m i t 	 EB/'1  1'  /1  E-/H/G  ~'3.  H'1/  F/	 	         	 					  						  			  			  								  					 
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	         	 F a k a   i n a n i   e l i t h i l e   e m k h a w u l w e n i   w o k u p h e n d u l a 	 F a k a   e l i n y e   i x a b i s o   k w i s i t h i n t e l o   s e m p e n d u l o 	 I n g i z a   t h a m a n i   k i a s i   k a t i k a   m p a k a   w a   k u j i b u 	 S l e u t e l    n   w a a r d e   v i r   a n t w o o r d p e r k   i n 	 .v e s k i t e   k a i   k u r i a s   v e r t e s   a t s a k y m o   r i b a i 	 I e v a d i e t   k d u   v r t +b u   a t b i l d e s   l i m i t a m 	 S i s e s t a   v a s t u s e   p i i r a n g u   v   r t u s 	 Dxace  aje  zaa}mavk  ~e{vajatoek  pata	         	 I n t r o d u c e ci   o   v a l o a r e   p e n t r u   t i m p u l   l i m i t   d e   r s p u n s 	 .
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e n j e   o d g o v o r a 	 K e n y a   p a l o   e   i t s e n g   m o e d i n g   w a   k a r a b o 	 M a g p a s o k   n g   i l a n g   h a l a g a   s a   l i m i t   s a   p a g s a g o t 	 E n t e r   v a l u e   f o r   r e p l y   l i m i t 	 S h i g a r   d a   w a d a n s u   a m f a n i   n a   i y a k a n   m a y a d   d a   a m s a 	 T   i y e   a w n    w  n    d  w  n    s    k a n   s  i 	 0C0?  15@C  H53=45  :591V@  <=4V  5=3V7VV7	 	 	 	 	 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ R E P L Y _ C H A R G E _ S I Z E _ E R R O R 	 U M M S 	 P O P U P 	 E n t e r   s o m e   v a l u e   i n   R e p l y   S i z e 	 E n t e r   s o m e   v a l u e   i n   R C   s i z e 	 ˊ8eQV[ϑ	 eQV
Y9[ϑ	 I-H2C2  R C 	 I n t r o d u z c a   u n   v a l o r   e n   e l   t a m a  o   d e   r e s p u e s t a   c o n   c a r g o s 	 E n t r e r   u n e   v a l e u r   d a n s   t a i l l e   R C 	 E i n e n   W e r t   i n   R C - G r   e   e i n g e b e n 	 #:068B5  @07<5@  R C 	 I n s e r i r e   a l c u n i   v a l o r i   n e l l a   d i m e n s i o n e   R C 	 '/.D  -,E  'DE(D:	 I n t r o d u z a   u m   v a l o r   e m   t a m a n h o   R C 	 R C   b o y u t u n a   b a z 1  d e e r l e r   g i r i n   	 H  y   n h p   d u n g   l n g   n p   t r   l i 	 M a s u k k a n   s e j u m l a h   n i l a i   d a l a m   u k u r a n   R C 	 M a s u k k a n   s e d i k i t   n i l a i   d a l a m   s a i z   R C 	 R C   		>	0	  .	G		  	A		  5	H	2	M	/	B	  &	0	M		<	  	0	G			 	 	 	  r j o n   e g y    r t  k e t   a z   R C   m  r e t   m e z Qb e 	 	 	 	 G e e f   e e n   w a a r d e   o p   a l s   R C - g r o o t t e 	 	 	 I n t r o d u c e ci   o   v a l o a r e   p e n t r u   d i m e n s i u n e a   d e    n c r c a r e   a   m e s a j u l u i 	 	 	         R C 	 	 E n t e r   s o m e   v a l u e   i n   R C   S i z e 	 EB/'1  1'  /1  'F/'2G  R C   H'1/  F/	 	 R C         	 R C   				  			  			  								  					 R C   8
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	           	 F a k a   i n a n i   e l i t h i l e   k u s a y i z i   w e - R C 	 F a k a   e l i n y e   i x a b i s o   k u b u n g a k a n a n i   b e R C 	 I n g i z a   t h a m a n i   k i a s i   k a t i k a   s a i z i   y a   R C 	 S l e u t e l   ' n   w a a r d e   v i r   R C - g r o o t t e   i n 	 .v e s k i t e   k a i   k u r i a s   v e r t e s   R C   d y d ~i u i 	 I e v a d i e t   k d u   v r t +b u   R C   a p j o m a m 	 S i s e s t a   R C   s u u r u s e   v   r t u s 	 Dxace  aje  zaa}mavk  pata  cavq~xr  cxtak  ya}k  pata	       R C   	 I n t r o d u c e ci   o   v a l o a r e   p e n t r u   d i m e n s i u n e a   d e    n c r c a r e   a   m e s a j u l u i 	 R C   5
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i n u 	 K e n y a   p a l o   e   i t s e n g   s a e s e n g   y a   R C 	 M a g p a s o k   n g   i l a n g   h a l a g a   s a   l a k i   n g   R C 	 E n t e r   v a l u e   f o r   R C   s i z e 	 S h i g a r   d a   w a d a n s u   a m f a n i   a   R C 	 T   i y e   a w n    w  n   k a n   s  i   n i    w  n   t  t  b i   R C 	 R C   ;H5<V=45  :591V@  <=  5=3V7VV7	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M A X _ M S G _ S I Z E _ L I M T 	 U M M S 	 P O P U P 	 M s g   S i z e   s h o u l d   b e   1 ~ 3 0 0   K B 	 M s g   s i z e   s h o u l d   b e   1 ~ 3 0 0   K B 	 
o`'Y\ Lue1 3 0 0 K B 	 i_O'Y\ LuN1 3 0 0 K B 	 2I-'2!'#@G  1 ~ 3 0 0   K B 	 E l   t a m a  o   d e l   m e n s a j e   d e b e   e s t a r   e n t r e   1   y   3 0 0   K B 	 T a i l l e   d e   m s g   d o i t    t r e   1 - 3 0 0   K o   	 M i t t e i l u n g s g r   e   s o l l t e   1 ~ 3 0 0   K B   b e t r a g e n 	 0:A.   @07<5@  4>;65=  1KBL  2  8=B5@20;5  1 ~ 3 0 0   :109B	 L a   d i m e n s i o n e   d e l   m e s s a g g i o   d e v e   e s s e r e   1 - 3 0 0 K B 	 'D-,E  'D*2'E  AJE'  (JF1   'DJ  3 0 0   C  (	 T a m a n h o   d a   m e n s a g e m   d e v e   s e r   1 ~ 3 0 0   K B 	 0l e t i   b o y u t u   1 ~ 3 0 0   K B   o l m a l 1d 1r     	 H  y   n h p   d u n g   l n g   n p   t r   l i   t   1   n   3 0 0 K B 	 U k u r a n   p e s a n   h a r u s   1 ~ 3 0 0   K B 	 S a z i   m s j   h e n d a k l a h   1 ~ 3 0 0   K B 	 8		&	G	6	  	>	  		>	0	  1 - 3 0 0   K B   9	K	(	>	  	>	9	?			 	 	 	 A z    z .   m  r e t e   1      3 0 0   K B   l e h e t 	 	 	 	 B e r i c h t g r o o t t e   m o e t   t u s s e n   1   e n   3 0 0   k B   z i j n . 	 	 	 D i m e n s i u n e a   m e s a j u l u i   t r e b u i e   s   f i e    n t r e   1   _i   3 0 0   K B 	 	 	           1 ~ 3 0 0   K B 	 	 M s g   S i z e   c a n   b e   b e t w e e n   1   a n d   3 0 0 	 'F/'2G  ~'E  ('/  1   *'  3 0 0   DH('*  ('4/	 	     1 ~ 3 0         	 						  				  	  ~   			  K B   				  							 8
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	     1 ~ 3 0 0     	 U s a y i z i   w o m b i k o   k u f a n e l e   u b e   n g u   1 ~ 3 0 0   K B 	 U b u n g a k a n a n i   b o m y a l e z o   m a b u b e   s i - 1 ~ 3 0 0   K B 	 S a i z i   y a   u j u m b e   i n a p a s w a   k u w a   1 ~ 3 0 0   K B 	 B o o d s k a p g r o o t t e   m o e t   1 - 3 0 0   K b   w e e s 	 P r a n e a.   d y d i s   t u r i   b kt i   1 ~ 3 0 0   K B 	 Z i F.   a p j o m a m   j b kt   1 ~ 3 0 0   K B 	 S  n u m i   s u u r u s   p e a b   o l e m a   1 ~ 3 0 0   K B 	 @rd.   ya}h  ze  g  lkvk  1 ~ 3 0 0   ?2  }aptavvext	         1 ~ 3 0 0   	 D i m e n s i u n e a   m e s a j u l u i   t r e b u i e   s   f i e    n t r e   1   _i   3 0 0   K B 	 *
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o`'Y\p1 ~ 3 0 0 K B 	 L a   m i d a   d e l   m i s s a t g e   h a   d  e s t a r   e n t r e   1   i   3 0 0   K B 	 L a   t a i l l e   m a x .   d e v r a i t    t r e   d e   1      3 0 0   K o 	 S t  r    s k i l a b o  a    t t i   a    v e r a   1 ~ 3 0 0   K B 	 E l   t a m a  o   d e l   m e n s a j e   d e b e   s e r   1 ~ 3 0 0   K B 	 0:A8<0;=0B0  3>;5<8=0  B@510  40  5  1 ~ 3 0 0   	 T a m a n h o   d e   m e n s a g e m   d e v e   s e r   1   a   3 0 0   K B 	 V e l i 
i n a   p o r u k e   b i   t r e b a l o   d a   b u d e   1 ~ 3 0 0   K B 	 S a e s e   y a   m l t s   e   t l a m e h a   h o   b a   1 ~ 3 0 0   K B 	 A n g   l a k i   n g   m e n s a h e   a y   d a p a t   1 ~ 3 0 0   K B 	 M s g   s i z e   s h o u l d   b e   1 ~ 3 0 0   K B 	 g i r m a n   s a k o   s h i n e   1 ~ 3 0 0   K B 	  w  n   t  t  b i    f i r a n c  g b d    j   1 ~ 3 0 0   K B 	 %010@  ;H5<V  1 ~ 3 0 0   109B  1>;C  :5@5:	 	 	 	 	 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 6 4 0 _ X _ 4 8 0 	 U M M S 	 C 0 5 7 _ 1 	 R e s o l u t i o n   i s   6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 	 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0   	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 	 	 	 6 4 0 x 4 8 0 	 	 	 	 6 4 0 x 4 8 0 	 	 	 6 4 0 x 4 8 0 	 	 	 6 4 0 x 4 8 0 	 	 	 6 4 0 x 4 8 0 	 	 6 4 0 x 4 8 0 	 			x 				 6 4 0 x 4 8 0 	 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0   x   4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 6 4 0 x 4 8 0 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ C R E A T I O N _ D A T E 	 U M M S 	 U N L I M 	 C r e a t i o n   D a t e   o f   t h e   M M S 	 C r e a t i o n   d a t e : 	 ^zBf	 ^ze	 '15H*#I2: 	 F e c h a   d e   c r e a c i  n : 	 D a t e   d e   c r  a t i o n  : 	 E r s t e l l u n g s d a t u m : 	 0B0  A>740=8O: 	 D a t a   d i   c r e a z i o n e : 	 *'1J.  'D'F4'!: 	 D a t a   d e   c r i a   o : 	 O l u _t u r m a   t a r i h i :   	 T h i   g i a n   t o : 	 T a n g g a l   p e m b u a t a n : 	 T a r i k h   d i w u j u d k a n : 	 8	C		(	  &	?	(	>			: 	 	 	 	 L  t r e h o z  s   d  t u m a : 	 	 	 	 C r e a t i e d a t u m : 	 	 	 C r e a t   l a : 	 	 	   : 	 	 	 *'1.  ','/: 	 	   : 	 						  					: 	 8
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 
 S T R _ I D _ U M M S _ R E C E I V E _ D A T E 	 U M M S 	 U N L I M 	 R e c e i v e   D a t e   o f   t h e   M M S 	 R e c e i v e d   d a t e : 	 c6eBf	 c6ee	 '15HDI#1: 	 F e c h a   d e   r e c e p c i  n : 	 D a t e   d e   r  c e p t i o n  : 	 E m p f a n g s d a t u m : 	 0B0  ?>;CG5=8O: 	 D a t a   r i c e z i o n e : 	 *'1J.  'D'3*D'E: 	 D a t a   d e   r e c e p   o : 	 A l 1n m a   t a r i h i :   	 N g  y   n h n : 	 T a n g g a l   d i t e r i m a : 	 T a r i k h   d i t e r i m a : 	 *	M	0	>	*	M	$	?	  &	?	(	>			: 	 	 	 	 F o g a d  s   d  t u m a : 	 	 	 	 O n t v a n g d a t u m : 	 	 	 P r i m i t   l a : 	 	 	   : 	 	 	 *'1.  /1'A*: 	 	   : 	 									  					: 	 *
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: 	 M09#  $>0?: 	 D a t a   e   m a r r j e s : 	 									  					: 	 A l 1n a n   t a r i x : 	 c6eeg	 D a t a   d e   r e c e p c i  : 	 D a t e   d e   r  c e p t i o n  : 	 M  t t e k i     a n n : 	 F e c h a   d e   r e c e p c i  n : 	 0BC<  =0  ?@85<: 	 D a t a   r e c e b i d a : 	 D a t u m   p r i m a n j a : 	 L e t s a t s i   l a   k a m o h e l o : 	 P e t s a   n g   p a g t a n g g a p : 	 R e c e i v e d   d a t e : 	 K w a n a n   k a r b a : 	 j   t i   a   g b    w l  : 	 ;C  C0KBK: 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ O P E R A T I O N _ N O T _ A L L O W E D 	 U M M S 	 P O P U P 	 O p e r a t i o n   i s   N o t   A l l o w e d 	 N o t   a l l o w e d 	 
NAQ1	 
NAQ	 D!H-8
2	 N o   p e r m i t i d o 	 N o n   a u t o r i s  	 N i c h t   z u g e l a s s e n 	 5  @07@5H5=>	 N o n   c o n s e n t i t o   	 :J1  E3EH-	 N  o   p e r m i t i d o 	 0z i n   y o k 	 K h  n g   c h o   p h e p 	 T i d a k   d i b o l e h k a n ! 	 T i d a k   d i b e n a r k a n 	   	(	A	.	$	?	  (	9	@		  	 I k k e   T i l l a d t ! 	 N e p o v o l e n o ! 	 N i e   d o z w o l o n y ! 	 N e m   e n g e d  l y e z e t t ! 	 E i   s a l l i t t u ! 	 I k k e   t i l l a t t ! 	 N e p o v o l e n  	 N i e t   t o e g e s t a a n 	 E j   t i l l  t e t ! 	 N i j e   d o z v o l j e n o ! 	 O p e r a ci a   n u   e s t e   p e r m i s 	 N i   d o v o l j e n o ! 	   	   	 5@07@5H5=! 	 .	>	(	M	/	  (	>	9	@	  ! 	 E,'2  F3*	 ','2*  F! 	   	 						  				 
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  


	   	 A k u v u n y e l w e 	 A y i v u m e l e k a n g a   	 H a i r u h u s i w i 	 N i e   t o e g e l a a t   n i e 	 N e l e i d ~i a m a 	 N a v   a t <a u t s 	 P o l e   l u b a t u d 	 9xula~an  yg	     	 N e p e r m i s 	 
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	 (A.K&?$  (A9G	 N u k   l e j o h e t 	 						  				 0c a z Y  v e r i l m i r 	 
NAQ1	 N o   p e r m  s 	 N o n   a u t o r i s  e 	 E k k i   l e y f t 	 N o   p e r m i t i d a 	 5  5  4>72>;5=>	 N  o   p e r m i t i d o 	 N i j e   d o z v o l j e n o 	 H a   e   a   d u m e l l w a 	 H i n d i   p i n a y a g a n 	 N o t   a l l o w e d 	 B a  a   y a r d a 	 K    g b a n i   l   y  	  A0B  5BV;<535=	 	 	 	 	 
 
 S T R _ I D _ U M M S _ R E S T R I C T E D _ M O D E 	 U M M S 	 P O P U P C O N F I R M 	 T h e   M M S   c o n t a i n s   r e s t r i c t e d   o b j e c t s ,   a n d   t h e s e   o b j e c t s   n e e d s   t o   b e   r e m o v e d 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 
N/ecvirN<h_yd	 [a<h_
N/ecyd	 --@GL5H31  %+#7-D!H? 	 O b j e t o s   r e s t r i n g i d o s ,    e l i m i n a r ? 	 O b j e t ( s )   l i m i t  ( s ) ,   e n l e v e r  ? 	 B e s c h r  n k t e   O b j e k t e ,   e n t f e r n e n ? 	 3@0=8G5==K5  >1J5:BK.   #40;8BL? 	 O g g e t t i   l i m i t a t i ,   r i m u o v e r e ? 	 FE7  'DEBJ/: '2'D  'DEDA  :J1  E/9E	 O b j e c t o ( s )   r e s t r i t o ( s ) ,   r e m o v e r ? 	 S 1n 1r l 1  n e s n e l e r   k a l d 1r 1l s 1n   m 1?   	 C h     i   t n g   k h  n g   c   h   t r ,   d i   i ? 	 O b j e k   d i b a t a s i ,   h a p u s ? 	 O b j e k   d i s e k a t ,   k e l u a r k a n ? 	 *	M	0	$	?	,		'	?	$	  8	>	.		M	0	@	,   9		>			? 	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k ) ,   e l t  v o l  t j a ? 	 	 	 	 B e p e r k t e   o b j e c t e n ,   v e r w i j d e r e n ? 	 	 	 M e s a j u l   c o n ci n e   o b i e c t e   r e s t r i c ci o n a t e .   L e   e l i m i n a ci ? 	 	 	   ,   ? 	 	 *	M	0	$	?	,		'	?	$	  .	K	!	  :   	(	8	*	K	0	M		G	!	  	6	/	  	>	"	>	? 	 '4'!  E-/H/4/G  -0A  4H/	 EEFH9  EH: (:1  3~H1y  '  H'  E6EHF  H  y'  /	   :         ? 	 							  					( 				) 					  						? 	 0
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? 	 0?8MM0?MF!M  .K!M  :   .&M&$A2G(?  FM  $J2?>2>? 	 1<565=89  @568<:   840;8B8  =5?V4B@8<C20=89  :>=B5=B? 	 











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  ( 
) ,    


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?  	   ( ) ,   ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 B e p e r k t e   o b j e k ( t e ) ,   v e r w y d e r ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   r e m o v e ? 	 	 	 H i q   o b j e k t e t   e   n d a l u a r ? 	 								  							( 				) ,   								? 	 O b y e k t ( l Yr )   m Yh d u d l a _d 1r 1l 1b ,   o n u   ( o n l a r 1)   y o x   e t m Yk ? 	 irNSP6Ryd	 O b j e c t e s   r e s t r i n g i t s ,   v o l e u   e l i m i n a r - l o ? 	 O b j e t ( s )   r e s t r e i n t ( s ) ,   s u p p r i m e r ? 	 T a k m a r k a  i r   h l u t i r ,   f j a r l  g j a ? 	 O b j e t o ( s )   r e s t r i n g i d o ,    e l i m i n a r ? 	 3@0=8G5=( 8)   ?@54<5B( 8) ,   >BAB@0=8? 	 O b j e t o ( s )   r e s t r i t o ( s ) ,   r e m o v e r ? 	 O g r a n i 
e n i   p r e d m e t ( i ) ,   u k l o n i ? 	 ( D i ) o b j e k t e   t s e   t h i b e t s w e n g ,   o   a   t l o s a ? 	 ( M g a )   b a g a y   n a   b a w a l ,   a l i s i n ? 	 R e m o v e   r e s t r i c t e d   o b j e c t ( s ) ? 	 A n   t a k u r a   w a d a n n a n   a b u b u w a n ,   a   c i r e ? 	 ( A w n ) n k a n   t i   a   h  m ,   y   k  r    b  ? 	 (5:B5;35=  =KA0=40@,   6>N  :5@5:  ?5? 
 
 S T R _ I D _ M M S _ V I E W E R _ A P P 	 U M M S 	 T I T L E 	 M M S   V i e w e r   A p p l i c a t i o n 	 M M S   v i e w e r 	 YZԚ
o`d>ehV	 i_Od>ehV	 1'9  M M S 	 V i s u a l i z a d o r   d e   M M S 	 V i s u a l i s a t e u r   M M S 	 M M S - B e t r a c h t e r 	 @>A<>B@  M M S 	 V i s u a l i z z a t o r e   M M S 	 E4:D  'D13'&D  'DH3'&7	 V i s u a l i z a d o r   M M S 	 M M S   g  r  n t  l e y i c i   	 P h  t   M M S   	 P e n a m p i l   M M S 	 P e m a n d a n g   M M S 	 M M S   5	M	/	B		0		 	 	 	 M M S   n  z e g e t Q	 	 	 	 M M S - v i e w e r 	 	 	 A p l i c a ci e   d e   v i z u a l i z a r e   m e s a j e   M M S 	 	 	   M M S 	 	 	 FE'41  M M S 	 	   	 						 M M S   5
?


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0
	 	 5@53;O40G  M M S 	 M M S   








	       	 U m h l o l i   w e - M M S 	 U m j o n g i   w e M M S 	 K i a n g a l i a   M M S 	 M M S - k y k e r 	 M M S   p e r ~i kr y k l 	 M M S   s k a t +t j s 	 M M S   v a a t u r 	 M M S   dkaoky	 M M S     	 A p l i c a ci e   d e   v i z u a l i z a r e   m e s a j e   M M S 	 M M S   5
M
/
A
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0
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 	 M M S   &0M6(>0@  	 S h i k u e s i   M M S 	 M M S   										 M M S   s e y r i c i s i 	 YZԚ
o`gwhV	 V i s o r   d  M M S 	 V i s i o n n e u s e   d e   M M S 	 M M S - s k j  r 	 V i s o r   d e   M M S 	 @8:07  =0  M M S   ?>@0:0	 V i s u a l i z a d o r   M M S 	 M M S   p o s m a t r a 
	 S e s h e b i   s a   M M S 	 P a n t i n g i n   n g   M M S 	 M M S   v i e w e r 	 A b i g a n i n   M M S 	  w  r a n   M M S 	 M M S   0@0?  HKC  @0;K
 
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i t a n j u ? 	 O   r o m e l a   t l a l e h o   e   b a d i l w e n g ? 	 M a g p a d a l a   n g   u l a t   n a   n a b a s a ? 	 S e n d   r e a d   r e p o r t ? 	 A i k a   k a r a n t a   r o h o t o ? 	 F i    j  b    k  k    r a n c  b  ? 	 C  5A51V=  6V15@C  :5@5:  ?5? 
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a k 	 U R L   e   t e l e l e   h a h o l o 	 M a s y a d o n g   m a h a b a   a n g   U R L 	 U R L   t o o   l o n g 	 U R L   y a   y i   t s a w o 	 U R L   t i   g  n   j  	 U R L - <5:5=609K  BK<  7K=
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dk*RdU	 i_O]_ck RdT	 M M S   @*5"  %+#7-D!H? 	 M M S   c o r r u p t o .    B o r r a r ? 	 M M S   c o r r o m p u .   S u p p r i m e r  ? 	 M M S   v e r f  l s c h t .   L  s c h e n ? 	 M M S - A>>1I5=85  ?>2@5645=>.   #40;8BL? 	 M M S   c o r r o t t o .   E l i m i n a r e ? 	 13D)  'DH3'&7  E.31, E3-	 M M S   c o r r o m p i d a .   E l i m i n a r ? 	 M M S   b o z u l d u .   S i l i n s i n   m i ?   	 M M S      b   t n   h i ,   c    x  a   k h  n g ? 	 M M S   r u s a k .   H a p u s ? 	 M M S   r o s a k .   H a p u s ? 	 M M S   	0	>	,	  9	H	.   .	?		>			? 	 	 	 	 S  r  l t   M M S .   T  r l i ? 	 	 	 	 M M S   c o r r u p t .   V e r w i j d e r e n ? 	 	 	 M e s a j   M M S   d e t e r i o r a t .    l   _t e r g e ci ? 	 	 	 - M M S   ,   ? 	 	 	 M M S   .1'(  '3*.   -0A  4H/	 	 M M S   .     ? 	 M M S   				  |   						  					  			? 	 M M S   -
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d0*Rd	 M M S   m a l m  s .     V o l e u   s u p r i m i r - l o ? 	 M M S   c o r r o m p u .   S u p p r i m e r ? 	 M M S   e r   s k e m m t .   E y  a ? 	 M M S   d a  a d o .    E l i m i n a r ? 	 M M S   ?>@0:0B0  5  @0A8?0=0.   71@8H8? 	 M M S   c o r r o m p i d o .   E x c l u i r ? 	 M M S   o at e e n .   O b r i ai ? 	 M M S   e   s e n y e h i l e   O a   p h u m u l a ? 	 S i r a   a n g   M M S .   T a n g g a l i n ? 	 M M S   c o r r u p t e d .   D e l e t e ? 	 M M S ,   y a   l a l a c e .   A   s h a r e ? 	 M M S   t i   b  j .   P a a r   b  ? 	 M M S   1;V=35=.   >N  :5@5:  ?5? 
 
 S T R _ I D _ U M M S _ C A N C E L _ S E N D 	 U M M S 	 I C O N T E X T 	 C a n c e l   t h e   S e n d   O p e r a t i o n   o f   a   M M S 	 C a n c e l   s e n d 	 SmP	 SmS	 "@%42#*H	 C a n c e l a r   e n v  o 	 A n n u l e r   l  e n v o i 	 S e n d e n   a b b r e c h e n 	 B<5=8BL  >B?@02:C	 A n n u l l a   i n v i o 	 'D:'!  'D'13'D	 C a n c e l a r   e n v i o 	 G  n d e r m e y i   i p t a l   e t   	 H y   g i 	 B a t a l k a n   p e n g i r i m a n 	 B a t a l k a n   h a n t a r 	 -	G		(	>	  0	&	M	&	  	0	G			 	 	 	 K  l d  s   m e g s z a k  t  s a 	 	 	 	 V e r z e n d e n   a n n u l e r e n 	 	 	 A n u l a r e   e x p e d i e r e 	 	 	     	 	 	 D:H  '13'D	 	     	 						  				  					 -
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 
 S T R _ I D _ U M M S _ C A N C E L L I N G _ S E N D 	 U M M S 	 T I T L E ,   P O P U P C O N F I R M 	 S t a t e   o f   t h e   M M S   i s   c a n c e l   s e n d i n g 	 C a n c e l l i n g   s e n d 	 SmP-N	 ck(WSmS	 3%1"@%42#*H	 C a n c e l a n d o   e n v  o 	 A n n u l a t i o n   d e   l  e n v o i 	 S e n d e n   w i r d   a b g e b r o c h e n 	 B<5=0  >B?@02:8	 A n n u l l a m e n t o   i n v i o 	 ,'1M  .1H,  'D'13'D	 A   c a n c e l a r   e n v i o 	 G  n d e r m e   i p t a l   e d i l i y o r   	 D n g   g i 	 M e m b a t a l k a n   p e n g i r i m a n 	 M e m b a t a l k a n   h a n t a r 	 -	G		(	>	  0	&	M	&	  	0	  0	9	>	  9	H		 	 	 	 K  l d  s   m e g s z a k  t  s a   f o l y a m a t b a n 	 	 	 	 V e r z e n d e n   w o r d t   g e a n n u l e e r d 	 	 	 A n u l a r e   e x p e d i e r e    n   c u r s 	 	 	     	 	 	 /1  -'D  D:H  '13'D	 	   	 						  				  			  						 
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 
 S T R _ I D _ U M M S _ C A N C E L L I N G _ S E N D _ S U C E S S 	 U M M S 	 P O P U P 	 S t a t e   o f   t h e   M M S   i s   S e n d   C a n c e l l e d 	 S e n d   c a n c e l l e d   	 P]Sm	  O]Sm	 2#*H"@%4A%I'	 E n v  o   c a n c e l a d o   	 E n v o i   a n n u l    	 S e n d e n   a b g e b r o c h e n 	 B?@02:0  >B<5=5=0  	 I n v i o   a n n u l l a t o 	 *E  'D:'!  'D'13'D	 E n v i o   c a n c e l a d o 	 G  n d e r m e   i p t a l   e d i l d i   	 G i      b   h y 	 P e n g i r i m a n   d i b a t a l k a n 	 P e n g h a n t a r a n   d i b a t a l k a n 	 0	&	M	&	  	?	/	>	  9	A		  -	G		G			 	 	 	 K  l d  s   m e g s z a k  t v a 	 	 	 	 V e r z e n d e n   g e a n n u l e e r d 	 	 	 E x p e d i e r e   a n u l a t 	 	 	   	 	 	 '13'D  D:H  4/	 	     	 						  					 -
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	     	 U k u t h u m e l a   k u k h a n s e l i w e 	 U k u t h u m e l a   k u r h o x i s i w e 	 T u m a   i m e g h a i r i w a 	 S t u u r - a k s i e   g e k a n s e l l e e r   	 S i u n t i m a s   a t aa u k t a s   	 S kt +aa n a   a t c e l t a 	 S a a t m i n e   t  h i s t a t i   	 Hraoxth  yerao~an  g	   	 E x p e d i e r e   a n u l a t   	 
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ S I G N A T U R E 	 U M M S 	 T I T L E ,   I C O N T E X T 	 S i g n a t u r e   S t r i n g 	 S i g n a t u r e 	 =|
T	 ~{
T	 %2"@G	 F i r m a 	 S i g n a t u r e 	 S i g n a t u r 	 >4?8AL	 F i r m a 	 *HBJ9	 A s s i n a t u r a 	 0m z a   	 C h   k  	 T a n d a   t a n g a n 	 T a n d a t a n g a n 	 8	?		M	(	G		0		 	 	 	 A l   r  s 	 	 	 	 H a n d t e k e n i n g 	 	 	 S e m n t u r 	 	 	   ' 	 	 	 'E6'!	 	 	 	
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 
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 
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NAQ1	 ݋-N
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2#0+'H22#B#	 N o   s e   p e r m i t e   d u r a n t e   l a   l l a m a d a 	 P a s   p e r m i s   p e n d a n t   u n   a p p e l 	 W  h r e n d   A n r u f   n i c h t   z u g e l a s s e n 	 54>?CAB8<>  2>  2@5<O  @073>2>@0	 N o n   c o n s e n t i t o   d u r a n t e   l a   c h i a m a t a 	 :J1  E3EH-  AJ  'DEC'DE)	 N  o   p e r m i t i d o   d u r a n t e   c h a m a d a 	 A r a m a   s 1r a s 1n d a   i z i n   v e r i l m i y o r   	 K h  n g   c h o   p h  p   k h i   a n g    m   t h o i 	 T i d a k   d i b o l e h k a n   s e l a m a   p a n g g i l a n   b e r l a n g s u n g 	 T i d a k   d i b e n a r k a n   s e m a s a   d a l a m   p a n g g i l a n 	 	I	2	  	G	  &	L	0	>	(	  	(	A	.	$	?	  (	9	@			 	 	 	 N e m   n e g e d  l y e z e t t   h  v  s   s o r  n 	 	 	 	 N i e t   t o e g e s t a a n   t i j d e n s   g e s p r e k 	 	 	 O p e r a ci a   n u   e s t e   p e r m i s    n   t i m p u l   u n u i   a p e l 	 	 	       	 	 	 /1  -F  *E'3  E,'2  F3*	 	       	 		  								  								  			 
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i o   m e t u 	 N a v   a t <a u t s   s a r u n a s   l a i k 	 P o l e   l u b a t u d   k  n e   a j a l 	 9xula~an  yg  oavyk  hviaxt	           	 O p e r a ci a   n u   e s t e   p e r m i s    n   t i m p u l   u n u i   a p e l 	 
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NAQ1	 N o   p e r m  s   d u r a n t   l a   t r u c a d a 	 N o n   a u t o r i s    d u r a n t   l  a p p e l 	 E k k i   l e y f i l e g t      s  m t a l i 	 N o   p e r m i t i d a   d u r a n t e   l a   l l a m a d a 	 5  5  4>72>;5=>  70  2@5<5  =0  ?>28:	 N  o   p e r m i t i d o   d u r a n t e   c h a m a d a 	 N i j e   d o z v o l j e n o   t o k o m   p o z i v a n j a 	 H a   e   d u m e l l w e   k a   n a k o   y a   m o h a l a 	 H i n d i   p i n a p a y a g a n   h a b a n g   m a y   t a w a g 	 N o t   a l l o w e d   d u r i n g   c a l l 	 B a  a   y a r d a   a   l o k a c i n   k i r a   	 K    g b a   l   y    b     p    b    n l   l w 	 >K@0C  H0;C  :57V=45  @A0B  5BV;<594V
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ S E L E C T _ M E D I A 	 U M M S 	 C 0 5 7 _ 1 	 S e l e c t   M e d i a   t o   a d d   t o   t h e   S i g n a t u r e 	 < S e l e c t   m e d i a > 	 < xdirN> 	 < 	b[a> 	 < @%7-*7H-> 	 < S e l e c c i o n a r   m e d i o > 	 < S  l e c t i o n n e r   m  d i a > 	 < M e d i e n   w  h l e n > 	 < K1@0BL  <5480>1J5:B> 	 < S e l e z i o n a   s u p p o r t o > 	 '.*J'1  'DJ  'D'4J'!	 < S e l e c c i o n a r   m  d i a > 	 < O r t a m   s e  > 	 [ C h n   a   p h n g   t i n ] 	 < P i l i h   m e d i a > 	 < P i l i h   m e d i a > 	 < .	@	!	?	/	>	  	A	(	G		> 	 	 	 	 < M  d i a   k i v  l a s z t  s a > 	 	 	 	 < M e d i a   s e l e c t e r e n > 	 	 	 < S e l e c t a ci   f i _i e r   m e d i a > 	 	 	 <   > 	 	 	 < 'F*.'(  13'FG> 	 	 <   > 	 < 						  					> 	 < .
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 
 S T R _ I D _ U M M S _ E R R O R _ M M S _ S E N T 	 U M M S 	 P O P U P 	 T h e   r e a s o n   d u e   t o   w h i c h   t h e   s e n d   o p e r a t i o n   f a i l e d 	 S e n d   f a i l e d   d u e   t o : 	 P1YWe	  O1Y%  	 2#*H%I!@+%'@7H-2: 	 F a l l    e l   e n v  o   d e b i d o   a : 	 E c h e c   d  e n v o i      c a u s e   d e   : 	 S e n d e n   f e h l g e s c h l a g e n ,   w e i l : 	 @8G8=0  A1>O  >B?@02:8: 	 I n v i o   f a l l i t o   p e r : 	 A4D  AJ  'D'13'D: 	 E n v i o   f a l h o u   d e v i d o   a : 	 G  n d e r m e   a _a 1d a k i l e r e   b a l 1  o l a r a k   b a _a r 1s 1z   o l d u :   	 G i   i   t h t   b i : 	 P e n g i r i m a n   g a g a l   k a r e n a : 	 H a n t a r   g a g a l   d i s e b a b k a n   o l e h : 	 . . . 	G	  	>	0	#	  -	G		(	>	  	8	+	2		 	 	 	 S i k e r t e l e n   k  l d  s   e m i a t t : 	 	 	 	 V e r z e n d e n   m i s l u k t   w e g e n s : 	 	 	 E x p e d i e r e a   n u   a   r e u _i t   d e o a r e c e 	 	 	     : 	 	 	 '13'D  F'EHAB  (H/  (G  /DD: 	 	 	 						  					  				: 	 	 	 	 

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 
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k a 	 M o t j h a   o   m o t e l e l e   h a h o l o 	 M a s y a d o n g   m a h a b a   a n g   p a t h 	 P a t h   t o o   l o n g 	 H a n y a   y a   y i   n i s a   	  n    y    t i   g  n   j  	 >;  BK<  7K=
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 S T R _ I D _ M M S _ V I E W E R _ O U T _ O F _ M E M O R Y 	 U M M S 	 P O P U P 	 V i e w e r   h a s   r u n   o u t   o f   D e f i n e d   Q u o t a   o f   M e m o r y 	 O u t   o f   m e m o r y 	 aԚ
N	 QX[
N	 +H'"'2!3+!	 S i n   m e m o r i a 	 P a s   a s s e z   d e   m  m o i r e 	 S p e i c h e r p l a t z   r e i c h t   n i c h t 	 54>AB0B>G=>  ?0<OB8	 M e m o r i a   e s a u r i t a 	 'D0'C1)  :J1  C'AJ)	 M e m  r i a   e s g o t a d a 	 B e l l e k   d o l u   	 B   n h   k h  n g   	 K e h a b i s a n   m e m o r i 	 K e h a b i s a n   i n g a t a n 	 .	G	.	0	@	  8	.	>	*	M	$		 	 	 	 E l f o g y o t t   a   m e m  r i a 	 	 	 	 G e e n   g e h e u g e n   m e e r 	 	 	 N u   m a i   e x i s t   m e m o r i e 	 	 	     	 	 	 -'A8G  EH,H/  F3*	 	   	 							  						 8
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	   	 I p h e l i l e   i m e m o r i 	 N g a p h a n d l a   k w e m e m o r i 	 K u m b u k u m b u   i m e i s h a 	 G e h e u e   o p g e b r u i k 	 N e u ~t e n k a   a t m i n t i e s 	 T r kk s t   a t m i Fa s 	 M  l u   p o l e   p i i s a v a l t 	 @kwxrxiuxvh  ba~aoav  yg	       	 N u   e x i s t   m e m o r i e   d i s p o n i b i l 	 .
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N	 N o   q u e d a   m e m  r i a 	 H o r s   m  m o i r e 	 M i n n i    r o t i  	 S i n   m e m o r i a 	 5<0  <5<>@8X0	 S e m   m e m  r i a 	 N e m a   m e m o r i j e 	 E   f e l e t s w e   k e   m e m o r i 	 W a l a   n a n g   m e m o r y a 	 O u t   o f   m e m o r y 	 B a y i   d a   t u n i   	 K    n     p     r  n t    m 	 04  B0CAK;4K
 
 S T R _ I D _ M M S _ V I E W E R _ O D F _ M O V E D _ T O _ A T T A C H M E N T 	 U M M S 	 U N L I M 	 O D F   M o v e d   t o   A t t a c h m e n t 	 O D F   f i l e   m o v e d   t o   a t t a c h m e n t 	 O D F jy>Yj	 O D F chy9Ych	 D%L  O D F   9"I2"D@GD%LA	 A r c h i v o   O D F   m o v i d o   a l   a n e x o 	 F i c h i e r   O D F   d  p l a c    v e r s   a t t a c h e m e n t 	 O D F - D a t e i   z u m   A n h a n g   v e r s c h o b e n 	 $09;  O D F   ?5@5<5I5=  2>  2;>65=8O	 F i l e   O D F   s p o s t a t o   s u   a l l e g a t o 	 FBD  'DEDAO D F   'DJ  'DE3H/'*	 F i c h e i r o   O D F   m o v i d o   p a r a   a n e x o 	 O D F   d o s y a s 1  e k e   t a _1n d 1  	 R i   t p   O D F   n    n h   k  m 	 F i l e   O D F   d i p i n d a h k a n   k e   l a m p i r a n 	 F a i l   O D F   d i p i n d a h k a n   k e   l a m p i r a n 	 O D F   +	>		2	  	K	  		H		.	G			  .	G		  2	G	  	>	/	>	  	/	>		 	 	 	 A z   O D F   f  j l   m e l l  k l e t b e   k e r  l t 	 	 	 	 O D F - b e s t a n d   n a a r   b i j l a g e   b e r p l a a t s t 	 	 	 F i _i e r   O D F   m u t a t    n   a t a _s a m e n t 	 	 	   O D F     	 	 	 A'D  O D F   (G  ~H3*  'F*B'D  'A*	 	 O D F       	 				  								  					  					  						 O D F   +
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	 O D F       	 I f a y e l a   l e - O D F   l i y i s w e   k w i s i n a m a t h i s e l o 	 I f a y l e   y e - O D F   i s i w e   k u d i b a n i s o 	 F a i l i   y a   O D F   i m e h a m i s h w a   k w a   k i a m b a t a n i s h o 	 O D F - l  e r   n a   a a n h e g s e l   g e s k u i f 	 O D F   f a i l a s   p e r k e l t a s   /  p r i e d 	 O D F   f a i l s   p r c e l t s   u z   p i e s a i s t n i 	 O D F   f a i l   t e i s a l d a t i   m a n u s e s s e 	 O D F   aulh  eraxm~el  g  dezk  ok  bueo	 O D F       	 F i _i e r   O D F   m u t a t    n   a t a _a m e n t 	 O D F   +
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	 O D F   +>2  8/AM$?0#A  3(  0>2>  	 D o k u m e n t i   O D F   l e v i z i   t e k   b a s h k a n g j i t j a 	 								  O D F   				  		  				  					 O D F   f a y l 1  q o _m a y a   k    r  l  b 	 ]yRDNO D F jHh	 F i t x e r   O D F   d e s p l a  a t   a   a d j u n t 	 F i c h i e r   O D F   d  p l a c    e n   p i  c e   j o i n t e 	 O D F - s k r    f  r  i      v i  h e n g i 	 A r c h i v o   O D F   m o v i d o   a l   a d j u n t o 	 0B>B5:0B0  O D F   5  ?@5<5AB5=0  2>  ?@8;>3>B  	 A r q u i v o   O D F   m o v i d o   p a r a   a n e x o 	 O D F   f a j l   p r e b a 
e n   u   a t a 
m e n t 	 F a e l e   y a   O D F   e   i s i t s w e   s e p h u t h e l w a n e n g . 	 A n g   f i l e   n a   O D F   a y   i n i l i p a t   s a   a t t a c h m e n t 	 O D F   f i l e   m o v e d   t o   a t t a c h m e n t 	 O D F   s h a f i   a n   m o t s a   z u w a   h a d i d e 	 T i   g b    f a i l i   O D F   l   s     s o p  m 	 O D F   D09;K  BV@:5<535  6K;6KBK;4K
 
 S T R _ I D _ M M S _ V I E W E R _ F I L E _ E R R O R 	 U M M S 	 P O P U P 	 F i l e   O p e r a t i o n   E r r o r   o c c u r e d 	 F i l e   e r r o r 	 jHh/	 eN	 D%L4%2	 E r r o r   d e   a r c h i v o 	 E r r e u r   d e   f i c h i e r 	 D a t e i f e h l e r 	 H81:0  D09;0	 E r r o r e   f i l e 	 .7#  AJ  'DEDA	 E r r o   d e   f i c h e i r o 	 D o s y a   h a t a s 1  	 T p   l i 	 K e s a l a h a n   p a d a   f i l e 	 R a l a t   f a i l 	 +	>		2	  $	M	0	A		?		 	 	 	 F  j l h i b a 	 	 	 	 B e s t a n d s f o u t 	 	 	 E r o a r e   f i _i e r 	 	 	   	 	 	 .7'  A'D	 	   	 				  							 +
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	   	 I p h u t h a   l e f a y e l a 	 I m p a z a m o   y e f a y l e 	 H i t i l a f u   y a   f a i l i 	 L  e r f o u t 	 F a i l o   k l a i d a 	 F a i l a   k <kd a 	 V i g a n e   f a i l 	 Vaulk  }mal	   	 E r o a r e   f i _i e r 	 +
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 	 +>2M  $M0A?  	 G a b i m   I   d o k u m e n t i t 	 				  							 F a y l d a   s Yh v 	 jHh/	 E r r o r   d e l   f i t x e r 	 E r r e u r   d e   f i c h i e r 	 V i l l a      s k r  	 E r r o r   d e   a r c h i v o 	 @5H:0  2>  40B>B5:0	 E r r o   d e   a r q u i v o 	 G r e ak a   u   f a j l u 	 P h o s o   y a   f a e l e 	 E r r o r   s a   f i l e 	 F i l e   e r r o r 	 K u s k u r i n   s h a f i 	  c ce   f a i l i 	 $09;  0B5AV
 
 S T R _ I D _ U M M S _ T E R M I N A T E D 	 U M M S 	 P O P U P 	 A l l   M M S   P r o c e s s   W i l l   b e   T e r m i n a t e d 	 A l l   M M S   p r o c e s s   w i l l   b e   t e r m i n a t e d 	 YZԚ
o`z_\\PbkWL	 i_Oz^\\PbkgbL	 #0'2#  M M S   1I+!0"84	 S e   t e r m i n a r  n   t o d o s   l o s   p r o c e s o s   M M S 	 T o u s   l e s   p r o c e s s u s   M M S   s e r o n t   t e r m i n  s 	 G e s a m t e   M M S - V e r a r b e i t u n g   w i r d   t e r m i n i e r t 	 A5  ?@>F54C@K  >1@01>B:8  M M S   1C4CB  >AB0=>2;5=K	 T u t t i   i   p r o c e s s i   M M S   v e r r a n n o   t e r m i n a t i 	 *HBA  *7(JB'*  'D13'&D  'DH3'&7	 P r o c e s s a m e n t o   M M S   s e r    t e r m i n a d o 	 T  m   M M S   s  r e c i   i p t a l   e d i l e c e k 	 T t   c   M M S   s   k h  n g   h o t   n g   c 	 S e m u a   p r o s e s   M M S   a k a n   d i h e n t i k a n 	 S e m u a   p r o s e s   M M S   a k a n   d i t a m a t k a n 	 8	.	8	M	$	  M M S   *	M	0	K	8	G	8	  8	.	>	*	M	$	  	?		  	>				G		 	 	 	 M i n d e n   M M S   f o l y a m a t   m e g   l e s z   s z a k  t v a 	 	 	 	 A l l e   M M S - p r o c e s s e n   w o r d e n   b e  i n d i g d 	 	 	 T o a t e   p r o c e s e l e   M M S   v o r   f i   o p r i t e 	 	 	     - M M S   	 	 	 D  A1'F/  M M S   .'*EG  .H'G/  'A*	 	         	 					  M M S   									  				  			  					  				 8
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 
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I  U R L 	 U s a r   U R L 	 U t i l i s e r   U R L 	 U R L   v e r w e n d e n 	 A?>;L7>20BL  U R L 	 U s a   U R L 	 U R L   '3*./'E	 U s a r   U R L 	 U R L   k u l l a n 	 S   d n g   U R L 	 U s e   U R L 	 G u n a k a n   U R L 	   U R L   		*	/	K		  	0	G			 B r u g   U R L 	 P o u ~ t   U R L 	 U |y j   U R L 	 U R L   b e i l l e s z t  s e 	 K  y t    U R L .   	 B r u k   U R L 	 P o u ~i e  U R L 	 U R L   g e b r u i k e n 	 A n v  n d   U R L 	 K o r i s t i   U R L 	 U t i l i z a r e   U R L 	 U p o r a b i   U R L 	   U R L 	   - U R L 	 7?>;7209  U R L 	 /	B		0		2	  		*	/	K			 '3*A'/G  '2  U R L 	   '3*9E'D  ,&U R L 	   . 	 						  								 /
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e n k a 	 P o t w i e r d z e n i e 	 S t  t u s z j e l e n t  s 	 L  h e t y s r a p o r t t i 	 L e v e r i n g s r a p p o r t 	 S p r  v a   o   d o r u 
e n  	 A f l e v e r i n g s v e r s l a g 	 L e v e r a n s s t a t u s 	 I z v j e ae   o   i s p o r u c i 	 R a p o r t   d e   r e m i t e r e 	 P o r o 
i l o   D o s t a v e 	   	 "   	 !J>1I5=85  70  >AB02O=5	 *	>	 	5	?	2	M	/	>		>	  0	?	*	K	0	M			 2'14  .H'F/F	 ~FF    1~H1y	   	 								  								 -
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 S T R _ I D _ U M M S _ S E T T I N G S _ F R E E _ S P A C E 	 U M M S 	 U N L I M 	 F r e e   S p a c e   a v a i l a b l e   f o r   M M S 	 F r e e   m e m o r y : 	 S(uaԚ	 S(uX[P	 +H'"'2!35H'H2: 	 M e m o r i a   l i b r e : 	 E s p a c e   l i b r e   : 	 F r e i e r   S p e i c h e r : 	 !2>1>4=>5  <5AB>	 S p a z i o   l i b e r o : 	 'D0'C1)  'D.'DJ): 	 M e m  r i a   l i v r e : 	 B o _  h a f 1z a : 	 B   n h   t r n g : 	 M e m o r i   b e b a s : 	 I n g a t a n   k o s o n g : 	 	>	2	@	  8	M	%	>	(	: 	 	 	 	 S z a b a d   m e m  r i a : 	 	 	 	 V r i j e   r u i m t e : 	 	 	 M e m o r i e   l i b e r : 	 	 	   : 	 	 	 -'A8G  .'D: 	 	 : 	 				  							: 	 .
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	   	 I s i k h a l a   e s i k h u l u l e k i l e 	 I s i t h u b a   e s i m a h a l a 	 N a f a s i   h u r u 	 B e s k i k b a r e   g e h e u e : 	 L a i s v a   v i e t a 	 B r +v a   v i e t a 	 V a b a   r u u m i 	 1fa  aanxiuxv	   	 S p a ci u   l i b e r 	 8
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 
 S T R _ I D _ U M M S _ S E T T I N G S _ D E F A U L T _ S L I D E _ T I M I N G 	 U M M S 	 I C O N T E X T 	 D e f a u l t   S l i d e   T i m e   s e t t i n g   f o r   M M S 	 S l i d e   t i m e 	 bBf	 ube	 ? ? ? ? ? ? ? ? ? 	 T i e m p o   d e   d i a p o s i t i v a 	 D u r  e   d e s   d i a p o s 	 D i a z e i t 	 @5<O  ?>:070  A;0940	 T e m p o   d i a p o s i t i v a 	 ? ? ?   ? ? ? ? ? ? 	 T e m p o   d o   d i a p o s i t i v o 	 S l a y t   s  r e s i   	 T h ? i   g i a n   t r ? ? t 	 W a k t u   s l i d e 	 M a s a   s l a i d 	 ? ? ? ? ? ?   ? ? ? 	 	 	 	 D i a   i d ? k ? z e 	 	 	 	 D i a t i j d 	 	 	 T i m p   p e n t r u   d i a p o z i t i v 	 	 	 ? ? ?   ? ? ? 	 	 	 ? ? ? ?   ? ? ? ? ? ? 	 	 ? ?   ? ? ? ? ? ?   ? ? ? ? ? 	 ? ? ? ? ? ?   ? ? ? 	 ? ? ? ? ?   ? ? ? ? 	 	 '0A  A;094C	 ? ? ? ? ? ?   ? ? ? 	 ? ? ? ? ? ?   ? ? ? 	 I s i k h a t h i   s e s i l a y d i 	 I x e s h a   l o k u s l a y i d a 	 M u d a   w a   s l a i d i 	 S k y f i e t y d 	 S k a i d r ? s   l a i k a s 	 L a i k s   s l a i d a m 	 S l a i d i   a e g 	 ? ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ?   ? ? ? 	 T i m p   p e n t r u   d i a p o z i t i v 	 ? ? ? ? ? ?   ? ? ? ? 	 ? ? ? ? ? ?   ? ? ? 	 K o h a   e   p r o j e k t i m i t 	 ? ? ? ? ? ?   ? ? ? 	 S l a y d   v a x t ? 	 {^qGrBf	 T e m p s   p e r   d i a p o s i t i v a 	 H e u r e   p a g e 	 T  m i   s k y g g n u 	 T i e m p o   d e   l a   d i a p o s i t i v a 	 @5<5  70  A;0? 4:   	 T e m p o   d e   s l i d e s 	 V r e m e   s l a j d a 	 N a k o   y a   s l i d e 	 O r a s   n g   s l i d e 	 S l i d e   t i m e 	 L o k a c i n   d a r c e w a 	  k  k     f  w  r  n h  n 	 !;094  C0? KBK
 
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k	 OHQ~	 %31'2!*31
: 	 P r i o r i d a d : 	 P r i o r i t    : 	 P r i o r i t  t : 	 @8>@8B5B: 	 P r i o r i t  : 	 #HDJ: 	 P r i o r i d a d e : 	  n c e l i k :   	 u   t i  n : 	 P r i o r i t a s : 	 K e u t a m a a n : 	 *	M	0	>	%	.	?		$	>	: 	 	 	 	 P r i o r i t  s : 	 	 	 	 P r i o r i t e i t : 	 	 	 P r i o r i t a t e : 	 	 	 : 	 	 	 'HDH*: 	 	 	 											 	 	 	 





: 	 : 	 O k u b a l u l e k i l e 	 Y i n t o   y o k u q a l a : 	 K i p a u m b e l e : 	 P r i o r i t e i t : 	 P i r m u m a s : 	 P r i o r i t t e : 	 P r i o r i t e e t 	 1|a{vapeixiuxv]	 : 	 P r i o r i t a t e : 	 *
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 
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	 0&M&  *M0G0#  ,?+39G2>  	 D e r g i m i   A b o r t   d e s h t o i 	 						  						  				  					 G  n d Yr i _i n   d a y a n d 1r 1l m a s 1  b a _  t u t m a d 1  	 \PbkP1YWe	 E r r o r   d e   c a n c e l  l a c i    d ' e n v i a m e n t 	  c h e c   d  a n n u l a t i o n   d e   l  e n v o i 	 M i s t  k s t   a    h  t t a   v i    s e n d i n g u 	 F a l l a   a l   a b o r t a r   e n v  o 	 5CA?5H5=  ?@5:8=  =0  8A?@0\0Z5	 F a l h a   d e   c a n c e l a m e n t o   d e   e n v i o 	 P r e k i d   s l a n j a   n i j e   u s p e o 	 N y a h l a t s a   t h o m e l o   e   h l o l e h i l e 	 H i n d i   n a g t a g u m p a y   a n g   p a g h i n t o   n g   p a g p a p a d a l a 	 A b o r t   s e n d   f a i l e d 	 K a s h e   a i k a   s a k o   y a   f a s s a 	 D  d    f i r a n c  d  r    k  n  	 V15@C4V  4>0@C  ABAV7  0OB0;4K
 
 S T R _ I D _ U M M S _ S L I D E _ T I M E _ Z E R O _ E R R O R 	 U M M S 	 P O P U P 	 I n p u t   v a l u e   b e t w e e n   1   a n d   9 9 	 V a l i d   t i m e :   1 - 9 9   s e c 	 	gHeBf1 - 9 9 y	 	gHee1 - 9 9 y	 @'%25H9I-:   1 - 9 9   '425	 T i e m p o   v  l i d o :   1 - 9 9   s e g . 	 E n t r e z   u n e   v a l e u r   e n t r e   1   e t   9 9 	 G  l t i g e   Z e i t :   1 - 9 9   S e k . 	 2548B5  7=0G5=85  >B  1   4>  9 9 	 I n s e r i r e   v a l o r e   t r a   1   e   9 9 	 BJE)  'DHB*  'D5'D-):   1 - 9 9   +'FJ)	 H o r a   v  l i d a :   1 - 9 9   s e g 	 G e  e r l i   s  r e :   1 - 9 9   s a n i y e 	 T h i   g i a n   h i u   l c :   1 - 9 9   g i  y 	 W a k t u   y a n g   v a l i d :   1 - 9 9   d e t i k 	 M a s a   s a h :   1 - 9 9   s a a t 	 	(	*	A		  5	H	2	M	/	B	  1   8	G	  9 9   	G	  ,	@			 	 	 	  r v  n y e s   i d Q:   1 - 9 9   m p 	 	 	 	 G e l d i g e   t i j d :   1 - 9 9   s 	 	 	 P e r i o a d   v a l i d :   1   -   9 9   s e c . 	 	 	   :   1 - 9 9   	 	 	 2E'F  E,'2:   1 - 9 9   +'FG	 	 	 					:   	- 		  								 	 	 	 1   


  9 9   







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	     1     9 9     	 F a k a   i n a n i   e l i p h a k a t h i   k u k a   1   n o   9 9 	 I x a b i s o   l o k u f a k a   l u p h a k a t h i   k w e - 1   n a - 9 9 	 T h a m a n i   y a   i n g i z o   k a t i   y a   1   n a   9 9 	 G e l d i g e   t y d p e r k :   1 - 9 9   s e k . 	 .v e s t i   v e r t   n u o   1   i k i   9 9 	 I e v a d i e t   v r t +b u   n o   1   l +d z   9 9 	 S i s e n d i   v   r t u s e   v a h e m i k   o n   1   k u n i   9 9 	 Dxace  aje  1 - k  tkvy  9 9 	     1 -     9 9 -   	 I n t r o d u c e ci   o   v a l o a r e    n t r e   1   _i   9 9 	 1 - (
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	 1     9 9   .'M_0G  (*A  .B2M_	 V l e r a   e   h y r j e s   n d e r m j e t   1   d h e   9 9 	 1   	  			  9 9   	  					  			  					  				 G e  Yr l i   v a x t :   1 - 9 9   s 	 	gHeBf1 - 9 9 y	 T e m p s   d e   v a l i d e s a :   1 - 9 9   s e g o n s 	 D u r  e   v a l i d e  :   1 - 9 9   s 	 G i l d i s t  m i :   1 - 9 9   ( s e k . ) 	 T i e m p o   d e   v a l i d e z :   1 - 9 9   s e g 	 0;84=>  2@5<5:   1 - 9 9   A5:. 	 T e m p o   v  l i d o :   1 - 9 9   s e g u n d o s 	 V r e m e   v a ~e n j a :   1 - 9 9   s e k 	 N a k o   e   n e p a h e t s e n g :   m e t s n   e   1 - 9 9 	 B a l i d o n g   o r a s :   1 - 9 9   s e g 	 V a l i d   t i m e :   1 - 9 9   s e c 	 S a u r a n   l o k a c i n :   1 - 9 9   s e k 	  k  k     w  l  :    cj  -   y    1 - 9 9 	 @KA  C0KB:   1 - 9 9   A5:
 
 S T R _ I D _ U M M S _ A U D I O _ V I D E O _ N O T _ A L L O W E D 	 U M M S 	 P O P U P 	 S o u n d   &   V i d e o   b o t h   t o g e t h e r   n o t   a l l o w e d   i n   t h e   M M S   S i g n a t u r e 	 S o u n d   &   v i d e o   n o t   a l l o w e d 	 
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NAQTemRXTƉ	 @*5"  &   '45B-D!H-8
2	 S o n i d o   y   V i d e o   n o   d i s p o n i b l e s 	 S o n   &   v i d  o   p a s   p e r m i s 	 S o u n d   &   V i d e o   n i c h t   z u g e l a s s e n 	 2C:  8  2845>  =5  @07@5H5=K	 A u d i o   e   v i d e o   n o n   c o n s e n t i t i 	 'D5H*  H  'DAJ/JH  :J1  E3EH-	 S o m   e   V  d e o   n  o   p e r m i t i d o 	 S e s   &   V i d e o y a   i z i n   y o k     	 K h  n g   c h o   p h  p    m   t h  n h   v    V i d e o 	 S u a r a   &   v i d e o   t i d a k   d i b o l e h k a n 	 B u n y i   &   V i d e o   t a k   d i b e n a r k a n 	 	5	>		<	  	0	  5	@	!	?	/	K	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 H a n g    s   v i d e    n e m   e n g e d  l y e z e t t 	 	 	 	 G e l u i d   &   v i d e o   n i e t   t o e g e s t a a n 	 	 	 N u   p u t e ci   i n c l u d e   u n   f i _i e r   a u d i o   _i   u n   f i _i e r   v i d e o 	 	 	       	 	 	 5/'  H  ADE  E,'2  F3*	 	 	 					  	  					  								  			 	 	 	 





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	         	 U m s i n d o   n e v i d y o   a k u v u n y e l w e 	 I s a n d i   &   v i d i y o   a z i v u m e l e k a n g a 	 S a u t i   n a   V i d e o   h a i r u h u s i w i 	 K l a n k   e n   v i d e o   n i e   t o e g e l a a t   n i e 	 N e l e i d ~i a m a s   g a r s a s   i r   v a i z d a s 	 S k a Fa   u n   v i d e o   n a v   a t <a u t i 	 H e l i   j a   v i d e o   p o l e   l u b a t u d 	 Aauvh    ~kdexv  ixula~an  yev	           	 N u   p u t e ci   i n c l u d e   u n   f i _i e r   a u d i o   _i   u n   f i _i e r   v i d e o 	 6
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NAQ1rSq_Gr	 S o   i   v  d e o   n o   p e r m e s o s 	 S o n   e t   v i d  o   n o n   a u t o r i s  s 	 H l j     o g   m y n d s k e i    e r u   e k k i   l e y f  	 S o n i d o   y   v i d e o   n o   p e r m i t i d o s 	 5  5  >2>7<>65=  72CG5=  &   2845>  70?8A	 S o m   e   v  d e o   n  o   p e r m i t i d o s 	 Z v u k   i   v i d e o   n i s u   d o z v o l j e n i 	 M o d u m o   l e   v i d e o   h a   d i   a   d u m e l l w a 	 H i n d i   p i n a p a y a g a n   a n g   t u n o g   a t   v i d e o 	 S o u n d   &   v i d e o   n o t   a l l o w e d 	 S a u t i   d a   b i d i o   b a  a   y a r d a 	 K    g b a   o h  n   &   f i d i o   l   y  	 K1KA  6=5  159=5  @A0B  5BV;<535=
 
 S T R _ I D _ U M M S _ V I D E O _ I M A G E _ N O T _ A L L O W E D 	 U M M S 	 P O P U P 	 P i c t u r e   &   V i d e o   b o t h   t o g e t h e r n o t   a l l o w e d   i n   t h e   M M S   S i g n a t u r e 	 P i c t u r e   &   v i d e o   n o t   a l l o w e d 	 
NAQ1TBfReQWGrq_Gr	 
NAQTemRVGrTƉ	  2  &   '45B-D!H-8
2	 I m a g e n   y   V i d e o   n o   p e r m i t i d o s 	 I m a g e   &   v i d  o   p a s   p e r m i s 	 B i l d   &   V i d e o   n i c h t   z u g e l a s s e n 	 7>1@065=8O  8  2845>  =5  @07@5H5=K	 I m m a g i n e   e   v i d e o   n o n   c o n s e n t i t i 	 'D5H1  H  'DAJ/JH  :J1  E3EH-	 I m a g e m   e   V  d e o 	 S e s   &   V i d e o y a   i z i n   y o k     	 K h  n g   c h o   p h  p   n h   v    V i d e o 	 G a m b a r   &   v i d e o   t i d a k   d i b o l e h k a n 	 G a m b a r   &   V i d e o   t a k   d i b e n a r k a n 	 *	?		M		0	  	0	  5	@	!	?	/	K	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 K  p    s   v i d e    n e m   e n g e d  l y e z e t t 	 	 	 	 F o t o   &   v i d e o   n i e t   t o e g e s t a a n 	 	 	 N u   p u t e ci   i n c l u d e   o   i m a g i n e   _i   u n   f i _i e r   v i d e o 	 	 	       	 	 	 *5H1  H  ADE  E,'2  F3*	 	 	 			  	  					  								  			 	 	 	 




  


  







  





  


	         	 I s i t h o m b e   n e v i d y o   a k u v u n y e l w e 	 U m f a n e k i s o   &   v i d i y o   a z i v u m e l e k a n g a 	 P i c h a     n a   V i d e o   h a i r u h u s i w i 	 B e e l d   e n   v i d e o   n i e   t o e g e l a a t   n i e 	 N e l e i d ~i a m a s   p a v e i k s l l i s   i r   v a i z d a s 	 A t t l i   u n   v i d e o   n a v   a t <a u t i 	 H e l i   j a   v i d e o   p o l e   l u b a t u d 	 Foah    ~kdexv  ixula~an  yev	           	 N u   p u t e ci   i n c l u d e   o   i m a g i n e   _i   u n   f i _i e r   v i d e o 	 
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	 ,?  ,  -?!?  (A.$?*M0>*M$  (A9G	 F o t o   &   v i d e o   n u k   l e j o h e n 	 					  			  					'   						  							  				 ^Yk i l   v Y  v i d e o y a   i c a z Y  y o x d u r 	 
NAQ1WGrSq_Gr	 I m a t g e   i   v  d e o   n o   p e r m e s o s 	 I m a g e   e t   v i d  o   n o n   a u t o r i s  e s 	 M y n d i r   o g   m y n d s k e i    e r u   e k k i   l e y f  	 I m a g e n   y   v i d e o   n o   p e r m i t i d o s 	 5  5  >2>7<>65=  70?8A  =0  A;8:0  &   2845>  	 I m a g e m   e   v  d e o   n  o   p e r m i t i d o s 	 S l i k a   i   v i d e o   n i s u   d o z v o l j e n i 	 S e t s h w a n t s h o   l e   v i d e o   h a   d i   a   d u m e l l w a 	 H i n d i   p i n a p a y a g a n   a n g   l a r a w a n   a t   v i d e o 	 P i c t u r e   &   v i d e o   n o t   a l l o w e d 	 A b i n   k a l l o   d a   b i d i o   b a  a   y a r d a 	 K    g b a   f t    &   f i d i o   l   y  	 !C@5B  6=5  159=5  @A0B  5BV;<535=
 
 S T R _ I D _ U M M S _ S E T T I N G S _ D E L V _ 1 _ H R 	 U M M S 	 C 0 5 7 _ 1 	 D e l i v e r y   t i m e   w i l l   b e   1   H o u r   L a t e r   t o   t h e   c u r r e n t   t i m e 	 1   h o u r   l a t e r 	 1 \Bf_	 1 \eT	 -5  1   
1H'B!	 1   h o r a   m  s   t a r d e 	 1   h e u r e   p l u s   t a r d 	 N a c h   1   S t u n d e 	 '5@57  1   G0A	 1   o r a   p i    t a r d i 	 (9/  1 3'9)	 1   h o r a   m a i s   t a r d e 	 1   s a a t   s o n r a   	 S a u   1   g i 	 1   j a m   k e m u d i a n 	 1   j a m   k e m u d i a n 	 1   			G	  ,	>	&		 	 	 	 1    r  v a l   k  s Qb b 	 	 	 	 1   u u r   l a t e r 	 	 	 D u p   1   o r 	 	 	     	 	 	 1   3'9*  (9/	 	 	 	  					  					 	 	 	 1   



  


	 1     	 e m v a   k w e h o r a 	 E m v a   k w e y u r e   e - 1 	 S a a   1   b a a d a y e 	 1   u u r   l a t e r 	 P o   1   v a l a n d o s 	 1   s t u n d u   v l k 	 1   t u n d   h i l j e m 	 1   jat  pex	 1   -   	 D u p   1   o r 	 1   .
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	 1   #M>  *0G	 1   o r e   m e   v o n e 	 1   					  						 1   s a a t d a n   s o n r a 	 1 \Bf_	 1   h o r a   m  s   t a r d 	 1   h e u r e   p l u s   t a r d 	 1   k l u k k u s t u n d   s   a r 	 1   h o r a   m  s   t a r d e 	 1   G0A  ?>4>F=0	 1   h o r a   m a i s   t a r d e 	 1   s a t   k a s n i j e 	 H o r a   e   1   h a   m o r a o 	 1   o r a s   m a k a l i p a s 	 1   h o u r   l a t e r 	 B a y a n   s a  a   d a y a 	 W  k  t    1   n  g b  m   	   1   A00BB0=  :59V=
 
 S T R _ I D _ U M M S _ S E T T I N G S _ D E L V _ 1 2 _ H R S 	 U M M S 	 C 0 5 7 _ 1 	 D e l i v e r y   t i m e   w i l l   b e   1 2   H o u r s   L a t e r   t o   t h e   c u r r e n t   t i m e 	 1 2   h o u r s   l a t e r 	 1 2 \Bf_	 1 2 \eT	 -5  1 2   
1H'B!	 1 2   h o r a s   m  s   t a r d e 	 1 2   h e u r e s   p l u s   t a r d 	 N a c h   1 2   S t u n d e n 	 '5@57  1 2   G0A>2	 1 2   o r e   p i    t a r d i 	 (9/1 2   3'9)	 1 2   h o r a s   m a i s   t a r d e 	 1 2   s a a t   s o n r a   	 S a u   1 2   g i 	 1 2   j a m   k e m u d i a n 	 1 2   j a m   k e m u d i a n 	 1 2   			G	  ,	>	&		 	 	 	 1 2    r  v a l   k  s Qb b 	 	 	 	 1 2   u u r   l a t e r 	 	 	 D u p   1 2   o r e 	 	 	 1 2       	 	 	 1 2   3'9*  (9/	 	 	 		  					  					 	 	 	 1 2   



  


	 1 2     	 e m v a   k w a m a h o r a   a y i   1 2 	 E m v a   k w e e y u r e   e z i - 1 2 	 M a s a a   1 2   b a a d a y e 	 1 2   u r e   l a t e r 	 P o   1 2   v a l a n d s	 1 2   s t u n d a s   v l k 	 1 2   t u n d i   h i l j e m 	 1 2   jat  pex	 1 2   -   	 D u p   1 2   o r e 	 1 2   .
#
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	 1 2 #M>  *0G	 1 2   o r e   m e   v o n e 	 1 2   					  						 1 2   s a a t d a n   s o n r a 	 1 2 \Bf_	 1 2   h o r e s   m  s   t a r d 	 1 2   h e u r e s   p l u s   t a r d 	 1 2   k l s t .   s   a r 	 1 2   h o r a s   m  s   t a r d e 	 1 2   G0A0  ?>4>F=0	 1 2   h o r a s   m a i s   t a r d e 	 1 2   s a t i   k a s n i j e 	 D i h o r a   t s e   1 2   h a   m o r a o 	 1 2   o r a s   m a k a l i p a s 	 1 2   h o u r s   l a t e r 	 B a y a n   s a  a   1 2 	 W  k  t    1 2   n  g b  m   	   1 2   A00BB0=  :59V=
 
 S T R _ I D _ U M M S _ S E T T I N G S _ D E L V _ 2 4 _ H R S 	 U M M S 	 C 0 5 7 _ 1 	 D e l i v e r y   t i m e   w i l l   b e   2 4   H o u r s   L a t e r   t o   t h e   c u r r e n t   t i m e 	 2 4   h o u r s   l a t e r 	 2 4 \Bf_	 2 4 \eT	 -5  2 4   
1H'B!	 2 4   h o r a s   m  s   t a r d e 	 2 4   h e u r e s   p l u s   t a r d 	 N a c h   2 4   S t u n d e n 	 '5@57  2 4   G0A0	 2 4   o r e   p i    t a r d i 	 (9/  2 4   3'9)	 2 4   h o r a s   m a i s   t a r d e 	 2 4   s a a t   s o n r a   	 S a u   2 4   g i 	 2 4   j a m   k e m u d i a n 	 2 4   j a m   k e m u d i a n 	 2 4   			G	  ,	>	&		 	 	 	 2 4    r  v a l   k  s Qb b 	 	 	 	 2 4   u u r   l a t e r 	 	 	 D u p   2 4   d e   o r e 	 	 	 2 4       	 	 	 2 4   3'9*  (9/	 	 	 		  					  					 	 	 	 2 4   



  


	 2 4     	 e m v a   k w a m a h o r a   a n g a m a   2 4 	 E m v a   k w e e y u r e   e z i - 2 4 	 M a s a a   2 4   b a a d a y e 	 2 4   u r e   l a t e r 	 P o   2 4   v a l a n d s	 2 4   s t u n d a s   v l k 	 2 4   t u n d i   h i l j e m 	 2 4   jat  pex	 2 4   -   	 D u p   2 4   d e   o r e 	 2 4   .
#
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	 2 4   #M>  *0G	 2 4   o r e   m e   v o n e 	 2 4   					  						 2 4   s a a t d a n   s o n r a 	 2 4 \Bf_	 2 4   h o r e s   m  s   t a r d 	 2 4   h e u r e s   p l u s   t a r d 	 2 4   k l s t .   s   a r 	 2 4   h o r a s   m  s   t a r d e 	 2 4   G0A0  ?>4>F=0	 2 4   h o r a s   m a i s   t a r d e 	 2 4   s a t a   k a s n i j e 	 D i h o r a   t s e   2 4   h a   m o r a o 	 2 4   o r a s   m a k a l i p a s 	 2 4   h o u r s   l a t e r 	 B a y a n   s a  a   2 4 	 W  k  t    2 4   n  g b  m   	   2 4   A00BB0=  :59V=
 
 S T R _ I D _ U M M S _ S E T T I N G S _ 6 _ H R S 	 U M M S 	 C 0 5 7 _ 1 	 D e l i v e r y   t i m e   w i l l   b e   6   H o u r s   l a t e r   t o   t h e   c u r r e n t   t i m e 	 6   h o u r s 	 6 \Bf	 6 \e	 6   
1H'B!	 6   h o r a s 	 6   h e u r e s 	 6   S t u n d e n 	 6   G0A>2	 6   o r e 	 6   3'9)	 6   h o r a s 	 6   s a a t   	 6   g i 	 6   j a m 	 6   j a m 	 6   			G		 	 	 	 6    r a 	 	 	 	 6   u u r   l a t e r 	 	 	 D u p   6   o r e 	 	 	 6   	 	 	 6   3'9*	 	 6   H o u r s 	 	  						 6   
p

G
	 	 	 6   



	 6   	 6   a m a h o r a 	 I i y u r e   e z i - 6 	 M a s a a   6 	 6   u r e 	 6   v a l . 	 6   s t u n d a s 	 6   t u n d i 	 6   jat	 6   	 6   o r e 	 6   .
#
?

M

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0
M

 	 6   #M>	 6   o r e 	 6   						 6   s a a t 	 6 \Bf	 6   h o r e s 	 6   h e u r e s 	 6   k l s t . 	 6   h o r a s 	 6   G0A0	 6   h o r a s 	 6   s a t i 	 D i h o r a   t s e   6 	 6   n a   o r a s 	 6   h o u r s   l a t e r 	 S a  a   6 	 W  k  t    6 	 6   A00B
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ I N V A L I D _ S I Z E 	 U M M S 	 P O P U P 	 S i z e   o f   t h e   f i l e   u s e r   t r i e d   t o   i n s e r t   t o   M M S   S i n a t u r e   i s   i n v a l i d 	 I n v a l i d   f i l e   s i z e 	 !qHevjHh[ϑ	 eHeveN[ϑ	 2D%LD!H9I-	 T a m a  o   d e   a r c h i v o   i n v  l i d o 	 T a i l l e   d e   f i c h i e r   i n v a l i d e 	 U n g  l t i g e   D a t e i g r   e 	 525@=K9  @07<5@  D09;0	 D i m e n s i o n i   f i l e   n o n   v a l i d e 	 -,E  'DEDA  :J1  5'D-	 T a m a n h o   i n v  l i d o   d e   f i c h e i r o 	 G e  e r s i z   d o s y a   b o y u t u   	 C   t p   k h  n g   h p   l 	 U k u r a n   f i l e   t i d a k   v a l i d 	 S a i z   f a i l   t a k   s a h 	 	.	>	(	M	/	  +	>		2	  		>	0		 	 	 	  r v  n y t e l e n   f  j l m  r e t 	 	 	 	 O n g e l d i g e   b e s t a n d s g r o o t t e 	 	 	 D i m e n s i u n e   f i _i e r   n e v a l i d 	 	 	       	 	 	 'F/'2G  A'D  E9*(1  F3*	 	 	 				  				  					 	 	 	 





  






  

	     	 U s a y i z i   w e f a y e l a   o n g e n a m t h e t h o 	 U b u n g a k a n a n i   b e f a y l e   e n g a s e b e n z i y o 	 S a i z i   b a t i l i   y a   f a i l i 	 O n g e l d i g e   l  e r g r o o t t e 	 N e g a l i o j a n t i s   f a i l o   d y d i s 	 N e d e r +g s   f a i l a   p j o m s 	 F a i l i   s u u r u s   s o b i m a t u 	 1v~a~e  aulk  ya}	     	 D i m e n s i u n e   f i _i e r   n e v a l i d 	 +
/
2
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  
8
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A
	 .>(M_  +>2  >0	 M a d h e s i   e   d o k u m e n t i t   e   p a v l e f s h m e 	 						  					  					 F a y l 1n   y a n l 1_   l   s  	 !qHejHh'Y\	 M i d a   d e   f i t x e r   n o   v  l i d a 	 T a i l l e   d u   f i c h i e r   i n v a l i d e 	  g i l d   s k r  a r s t  r  	 T a m a  o   d e   a r c h i v o   i n v  l i d o 	 520;84=0  3>;5<8=0  =0  40B>B5:0	 T a m a n h o   d e   a r q u i v o   i n v  l i d o 	 N e v a ~e a   v e l i 
i n a   f a j l a 	 S a e s e   y a   f a e l e   e   f o s a h e t s e 	 H i n d i   w a s t o n g   l a k i   n g   f i l e 	 I n v a l i d   f i l e   s i z e 	 W a n n a   s h a f i   b a b u   g i r m a n s a 	  w  n   t  t  b i   f a i l i   k    w  l  	 @KA  5<5A  D09;  ;H5<V
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ F I L E _ C O R R U P T E D 	 U M M S 	 P O P U P 	 T h e   f i l e   i s   i n v a l i d 	 I n v a l i d   f i l e 	 !qHejHh	 eHeeN	 D%LD!H9I-	 A r c h i v o   i n v  l i d o 	 F i c h i e r   i n v a l i d e 	 U n g  l t i g e   D a t e i 	 525@=K9  D09;	 F i l e   n o n   v a l i d o 	 EDA  :J1  5'D-	 F i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a   	 T p   k h  n g   h p   l 	 F i l e   t i d a k   v a l i d 	 F a i l   t a k   s a h 	 	.	>	(	M	/	  +	>		2		 	 	 	  r v  n y t e l e n   f  j l 	 	 	 	 O n g e l d i g   b e s t a n d 	 	 	 F i _i e r   n e v a l i d 	 	 	     	 	 	 A'D  E9*(1  F3*	 	   	 				  					 
5
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  +
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
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	 	 	 





  



	   	 I f a y e l a   e l i n g e n a m t h e t h o 	 I f a y l e   e n g a s e b e n z i y o 	 F a i l i   b a t i l i 	 O n g e l d i g e   l  e r 	 N e g a l i o j a n t i s   f a i l a s 	 N e d e r +g s   f a i l s 	 S o b i m a t u   f a i l 	 1v~a~e  aul	   	 F i _i e r   n e v a l i d 	 +
/
2
M

   
8
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A
	 .>(M_  +>2	 D o k u m e n t   I   p a v l e f s h e m 	 						  					 Y a n l 1_  f a y l 	 !qHejHh	 F i t x e r   n o   v  l i d 	 F i c h i e r   i n v a l i d e 	  g i l d   s k r  	 A r c h i v o   i n v  l i d o 	 520;84=0  40B>B5:0	 A r q u i v o   i n v  l i d o 	 N e v a ~e i   f a j l 	 F a e l e   e   f o s a h e t s e 	 H i n d i   w a s t o n g   f i l e 	 I n v a l i d   f i l e 	 S h a f i   b a b u   a m f a n i 	 F a i l i   k    w  l  	 @KA  5<5A  D09;
 
 S T R _ I D _ U M M S _ S E N D _ F A I L _ R E T R Y 	 U M M S 	 P O P U P 	 R e t r y i n g   S t r i n g   i n   c a s e   S e n d   F a i l e d   f o r   t h e   f i r s t   t i m e 	 S e n d   f a i l .   R e t r y i n g 	 P1YWe͑f-N	  O1Y%͑Ջ-N	 2#*H%I!@+%'  3%1%-C+!H	 F a l l    e l   e n v  o .   R e i n t e n t a n d o   	 E c h e c   d  e n v o i .   E n   t r a i n   d e   r  e s s a y e r 	 S e n d e n   f e h l g e s c h l a g e n .   W i r d   w i e d e r h o l t 	 5  C40;>AL  >B?@028BL.   >2B>@	 I n v i o   f a l l i t o .   N u o v o   t e n t a t i v o   i n   c o r s o 	 A4D  AJ  'D'13'D, ,'1M  'DE-'HD)	 E n v i o   f a l h o u .   T e n t a r   n o v a m e n t e 	 G  n d e r m e   b a _a r 1s 1z .   Y e n i d e n   d e n i y o r   	 G i   t h t   b i ,   a n g   t h   l i 	 P e n g i r i m a n   g a g a l .   M e n c o b a   u l a n g . 	 H a n t a r   g a g a l .   M e n c u b a   s e m u l a 	 -	G		(	>	  	8	+	2	.   *	A	(	:   	K	6	?	6	  	0	  0	9	>	  9	H		 	 	 	 S i k e r t e l e n   k  l d  s .    j r a p r  b  l k o z  s 	 	 	 	 V e r z e n d e n   m i s l u k t .   W o r d t   o p n i e u w   g e p r o b e e r d 	 	 	 E x p e d i e r e a   n u   a   r e u _i t .    n c e r c a r e   d e   r e e x p e d i e r e    n   c u r s 	 	 	   .     	 	 	 '13'D  F'EHAB  (H/.   /1  -'D  *D'4  E,//	 	 	 						  					  |   				  						  			  						 	 	 	 








  





.   




  






  

  




  

	   .     	 U k u t h u m e l a   k u h l u l e k i l e .   K u z a n y w a   k a b u s h a 	 U k u t h u m e l a   k u p h a n z i l e .   Z a m a   k w a k h o n a 	 I m e s h i n d w a   k u t u m a .   J a r i b u   t e n a 	 S t u u r - a k s i e   o n s u k s e s v o l .   P r o b e e r   t a n s   w e e r 	 S i u n t i m a s   n e p a v y k o .   M g i n a   d a r   k a r t 	 S kt +aa n a   n e i z d e v s .   M #i n u   a t k r t o t i 	 S a a t m i n e   n u r j u s .   P r o o v i n   u u e s t i 	 Hraotav  qamxrxt:   Sxq~xt  g  ookv	     .     	 E x p e d i e r e a   n u   a   r e u _i t    n c e r c a r e   d e   e x p e d i e r e    n   c u r s 	 
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 S T R _ I D _ U M M S _ E D I T _ C O N F I R M 	 U M M S 	 P O P U P C O N F I R M 	 D o   t h e   u s e r   w a n t s   t o   E d i t   t h e   M M S 	 D o   y o u   w a n t   t o   e d i t ? 	 }/U	 T	 I-2#AID+#7-D!H? 	  D e s e a   e d i t a r ? 	 V o u l e z - v o u s    d i t e r   ? 	 M  c h t e n   S i e   b e a r b e i t e n ? 	  540:B8@>20BL? 	 S i   d e s i d e r a   m o d i f i c a r e ? 	 *1J/  *9/JD	 D e s e j a   e d i t a r ? 	 D  z e n l e m e k   i s t i y o r   m u s u n u z ?   	 M u n   s a   k h  n g ? 	 A n d a   i n g i n   m e n g e d i t ? 	 A d a k a h   a n d a   h e n d a k   m e n g u b a h ? 	 	M	/	>	  	*	  8		*	>	&	(	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a ? 	 	 	 	 W i l t   u   b e w e r k e n ? 	 	 	 E d i t a r e   m e s a j ? 	 	 	     ? 	 	 	 E  .H'G/  H1'4  F/	 	 	 				  		  							  				  			? 	 	 	 	 


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 
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o`Nx	 VbvOo`Nx	 +!2"@%I-'2!5H#2"2: 	 I D   d e   m e n s a j e   r e p o r t a d o : 	 I D   d u   m e s s a g e  r a p p o r t   : 	 A u s g e g e b e n e   M i t t e i l u n g s - I D : 	 45=B8D8:0B>@  A>>1I5=8O: 	 I D   m e s s a g g i o   r i p o r t a t o : 	 GHJ)  'D13'D)  DD1/: 	 I D   d o   r e l a t  r i o   d e   m e n s a g e m : 	 R a p o r   e d i l e n   i l e t i   k i m l i i : 	 M    s   t i n   n h n   b  o   c  o : 	 I D   p e s a n   y a n g   d i l a p o r k a n : 	 I D   m e s e j   d i l a p o r k a n : 	 0	?	*	K	0	M		G	!	  8		&	G	6	  I D : 	 	 	 	 J e l e n t e t t    z e n e t a z o n o s  t  : 	 	 	 	 G e r a p p o r t e e r d e   b e r i c h t - I D : 	 	 	 N u m r   m e s a j   c o n f i r m a t : 	 	 	     : 	 	 	 4F'3G  ~'E  2'14  4/G: 	 	 	 					  						  I D 	 	 	 	 





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: 	     : 	 I - I D   y o m b i k o   o r i p h o t h i w e 	 I - I D   y o m y a l e z o   e x e l i w e y o : 	 I D   y a   u j u m b e   h a i k u r i p o t i w a : 	 B o o d s k a p - I D   m e e g e d e e l : 	 P r a n e at a s   p r a n e ai m o   I D : 	 P a z i Fo t a i s   z i Fo j u m a   I D : 	 S  n u m i r a p o r t i   I D : 	 Ma~an  feoxuk  parxdacxiuav  I D 	     : 	 N u m r   m e s a j   c o n f i r m a t : 	 1
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o`}_	 I d e n t i f i c a c i    d e   m i s s a t g e   a m b   i n f o r m e : 	 I D   d u   m e s s a g e   r a p p o r t   : 	 A u  k e n n i   s k i l a b o  a : 	 I D   d e l   m e n s a j e   c o n   i n f o r m e : 	 @>X  70  845=B8D8:0F8X0  =0  ?>@0:0B0  70  :>X0  5  8725AB5=>: 	 I D   d e   m e n s a g e m   r e l a t a d a : 	 I D   p r i j a v l j e n e   p o r u k e : 	 I D   y a   m o l a e t s a   e   t l a l e h i l w e n g : 	 N a u l a t   n g   I D   n g   m e n s a h e : 	 R e p o r t e d   m e s s a g e   I D : 	 R a h o t o n   s a k o   I D 	   m     d  n i m    f i r a n c  t i   a   j  b  : 	 A5?  15@V;35=  E010@  :>4K: 
 
 S T R _ I D _ M M S _ V I E W E R _ T E X T _ S T R I P P E D 	 U M M S 	 U N L I M 	 S a v e   t o   v i e w 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 dkveW['Y\]NbvP6RVdk!qlo:y0pNO(udkeW[ˊHQ)R(u   2QX[irN   vxU\[2QX[Kb_j
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N	 I-'2!*D%L5ID!H*2!2#A*DI5H5H  @7H-2@4I-31*D%L  @7H-5H0C
II-'2!5I  8*2!2#1@G2--@GL5H1@GD'I	 E l   t e x t o   d e   e s t a   d i a p o s i t i v a   n o   s e   p u e d e   v i s u a l i z a r   a q u    y a   q u e   s o b r e p a s a   e l   l  m i t e   d e   l a   d i a p o s i t i v a .     P a r a   u s a r   e s t e   t e x t o ,   d e b e   g u a r d a r l o   d e s d e   g u a r d a r   o b j e t o s . 	 L e   t e x t e   s u r   c e t t e   d i a p o   n e   p e u t   p a s    t r e   a f f i c h    c a r   i l   d  p a s s e   l a   l i m i t e   d e   l a   d i a p o .   S i   v o u s   v o u l e z   u t i l i s e r   c e   t e x t e ,   v o u s   p o u v e z   l  e n r e g i s t r e r   c o m m e   o b j e t s   e n r e g i s t r  s . 	 T e x t   a u f   d i e s e m   D i a   k a n n   h i e r   n i c h t   a n g e z e i g t   w e r d e n ,   d e n n   e r    b e r s c h r e i t e t   d i e   G r e n z e   d e s   D i a s .   U m   d i e s e n   T e x t   z u   v e r w e n d e n ,   k  n n e n   S i e   u n t e r   O b j e k t e   s p e i c h e r n   s p e i c h e r n . 	 "5:AB  =52>7<>6=>  >B>1@078BL,   ?>A:>;L:C  >=  2KE>48B  70  ?@545;K  A;0940.   'B>1K  8A?>;L7>20BL  MB>B  B5:AB,   53>  =C6=>  A>E@0=8B  2  @0745;5  A>E@0=5=8O  >1J5:B>2. 	 I l   t e s t o   s u   q u e s t a   d i a p o s i t i v a   n o n   s i   p u    m o s t r a r e   q u i   p e r c h e '   s u p e r a   i l   l i m i t e   d e l l a   d i a p o s i t i v a .   P e r   p o t e r   u s a r e   q u e s t o   t e s t o ,   p o t e t e   s a l v a r l o   d a   s a l v a   o g g e t t i . 	 J*901  916  'DF5  'DEH,H/  9DI  G0G  'D41J-)  D#FG  J2J/  9F  'D-/  'D#B5I  DD41J-).   D'3*./'E  G0'  'DF5  JECFC  -A8G  EF  .D'D  B'&E)  " -A8  'D#4J'!" . 	 O   t e x t o   n e s t e   d i a p o s i t i v o   n  o   p o d e   s e r   a p r e s e n t a d o   p o i s   u l t r a p a s s a   o   l i m i t e   d o   d i a p o s i t i v o .   P a r a   u s a r   e s t e   t e x t o ,   g u a r d e - o   e m   G u a r d a r   o b j e c t o s . 	 B u   s l a y t    z e r i n d e k i   m e t i n   s l a y t   s 1n 1r 1n d a n   d a h a   f a z l a   o l d u u n d a n   b u r a d a   g  s t e r i l e m i y o r .   B u   m e t n i   k u l l a n m a k   i  i n   n e s n e   k a y d e t t e n   k a y d e d e b i l i r s i n i z 	 C   c h   t r o n g   t r a n g   n  y      v t   q u    h n   c h   t r a n g , n  n   k h  n g   t h   h i n   t h .     c    t h   s   d n g   c   l o i   k    t   n  y , h  y   l i   d n g   " l u   i   t n g "     l u   v  o   t r o n g   m  y . 	 T e k s   p a d a   s l i d e   i n i   t i d a k   d a p a t   d i t a m p i l k a n   d i   s i n i   k a r e n a   m e l e b i h i   b a t a s   s l i d e .   A g a r   d a p a t   m e n g g u n a k a n   t e k s   i n i ,   A n d a   d a p a t   m e n y i m p a n n y a   d a r i   o b j e k   y a n g   d i s i m p a n . 	 T e k s   p a d a   s l a i d   i n i   t i d a k   b o l e h   d i p a p a r k a n a   d i   s i n i   k e r a n a   i a   l e b i h   d a r i p a d a   h a d   s l a i d .   U n t u k   m e n g g u n a k a n   t e k s   i n i ,   a n d a   b o l e h   m e n y i m p a n n y a   d a r i p a d a   o b j e k   t e r s i m p a n . 	 	8	  8	M	2	>		!	  	G	  	H		M	8	M		  	K	  /	9	>		  *	M	0	&	0	M	6	?	$	  (	9	@		  	?	/	>	  	>	  8		$	>	  	M	/	K			?	  /	9	  8	M	2	>		!	  	@	  8	@	.	>	  8	G	  	'	?		  9	H	.   	8	  	H		M	8	M		  	K	  	8	M	$	G	.	>	2	  	0	(	G	  	G	  2	?		,   	*	  	8	G	  8	G	5	  	,	M		G		M		M	8	  8	G	  8	G	5	  	0	  8		$	G	  9	H		. 	 	 	 	 A z   e z e n   a   d i  n   l  v Q  s z  v e g   n e m   j e l e n  t h e t Q  m e g   i t t ,   m i v e l   m e g h a l a d j a   a   d i a   k o r l  t j  t .   A h h o z ,   h o g y   h a s z n  l n i   t u d j a   a   s z  v e g e t ,   a   m e n t h e t Q  o b j e k t u m o k t  l   k e l l   k i m e n t e n i e . 	 	 	 	 T e k s t   o p   d e z e   d i a   k a n   n i e t   g e t o o n d   w o r d e n   w a n t   h e t   i s   m e e r   d a n   d e   l i m i e t   v a n   d e   d i a .   O m   d e   t e k s t   t e   g e b r u i k e n ,   k u n t   u   h e m   a l s   o p g e s l a g e n   o b j e c t   o p s l a a n . 	 	 	 T e x t u l   d i n   a c e s t   d i s p o z i t i v   n u   p o a t e   f i   a f i _a t ,   d e o a r e c e   d e p _e _t e   d i m e n s i u n e a   d i a p o z i t i v u l u i .   P e n t r u   a   u t i l i z a   t e x t u l ,    l   p u t e ci   s a l v a   c u   o p ci u n e a   s a l v a r e   o b i e c t e . 	 	 	                       .                   	 	 	 E*F  'F  '3D'/  /1  'F,'  B'(D  FE'4  F3*  21'  (4*1  '2  -/  '3D'/  '3*.   ,G*  '3*A'/G  '2  'F  E*F  E  *H'F/  "F  1'  '2  0.1G  '4'!  0.1G  F/. 	 	 	 		  								  					  					  						  						  				  			  								  					  				  				  |   		  									  							  					  				  				  			  					  					  						  						  				  					  | 	 	 	 	 
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.  	                       .       ,         -   . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e k s   o p   h i e r d i e   s k y f i e   k a n   n i e   h i e r   v e r t o o n   w o r d   a a n g e s i e n   d i t   m e e r   a s   d i e   s k y f i e   s e   l i m i e t   i s .   I n   o r d e r   n a   g e b r u i k   h i e r d i e   T e k s ,   J y   k a n   b e r g   d i t   v a n   b e r g   i t e m s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 T e x t   o n   t h i s   s l i d e   c a n   n o t   b e   d i s p l a y e d   h e r e   a s   i t   i s   m o r e   t h a n   t h e   s l i d e ' s   l i m i t .   I n   o r d e r   t o   u s e   t h i s   t e x t ,   y o u   c a n   s a v e   i t   f r o m   s a v e   o b j e c t s . 	 	 	 T e k s t i   n e   k e t e   p r o j e k t i m   n u k   m u n d   t e   s h f a q e t   k e t u   s e   e s h t e   m e   I   m a d h   s e   k u f i r i   I   p r o j e k t i m i t .     M e   q e l l i m   q e   t e   p e r d o r n i   k e t e   t e k s t ,   m u n d   t a   r u a n i   n g a   o b j e k t e t   e   r u a j t j e s . 	 							  				  							  				  				  			  		  							  								  				  							  		  			  							  					  				  							  								  			  				  							  				  						 S l a y d d a   o l a n   m Yt n   g  s t Yr i l Y  b i l m Yz ,     n k i   s l a y d    l     l i m i t i n i    s t Yl Yy i r .   M Yt n i   i s t i f a d Y  e t m Yk      n ,   o b y e k t l Yr i   s a x l a m a q   f u n k s i y a s 1  i l Y  o n u   s a x l a m a q   o l a r . 	 N{^qGr
NP!qlo:y,g{^qGrveW[0O(uNeW[`O _irN2QX[eW[0	 E l   t e x t   d  a q u e s t a   d i a p o s i t i v a   n o   p o t   v i s u a l i t z a r - s e   a q u    p e r q u    e x c e d e i x   e l   l  m i t   d e   l a   d i a p o s i t i v a .   P e r   u t i l i t z a r   a q u e s t   t e x t ,   p o d e u   v e u r e  l   a l s   o b j e c t e s   d e s a t s . 	 L e   t e x t e   d e   c e t t e   p a g e   n e   p e u t   p a s    t r e   a f f i c h    c a r   i l   e x c  d e   l a   l i m i t e   d e   l a   p a g e .   A f i n   d  u t i l i s e r   c e   t e x t e ,   v o u s   p o u v e z   l  e n r e g i s t r e r      p a r t i r   d e s   o b j e t s   s a u v  s . 	 E k k i   e r   h  g t   a    b i r t a   t e x t a      s k y g g n u n n i    a r   s e m   h a n n   k e m s t   e k k i   f y r i r      s k y g g n u n n i .   E f       v i l t   n o t a   t e x t a n n   g e t u r  u   v i s t a    h a n n     m e    v i s t u  u m   h l u t u m . 	 N o   s e   p u e d e   v i s u a l i z a r   t e x t o   e n   e s t a   d i a p o s i t i v a   d e b i d o   a   q u e   e x c e d e   e l   l  m i t e .   P a r a   u t i l i z a r   e s t e   t e x t o ,   p u e d e   g u a d a r l o   d e s d e   G u a r d a r   o b j e t o s . 	 "5:AB>B  =0  >2>X  A;0X4  =5  <>65  40  A5  ?@8:065  >245,   1845X\8  5  ?>3>;5<  >4  >3@0=8GC20Z5B>  =0  A;0X4>B.   0  40  3>  :>@8AB8B5  B5:AB>B,   <>65B5  40  3>  70GC20B5  ?@5:C  70GC20X  >1X5:B8. 	 T e x t o   n e s t e   s l i d e   n  o   p o d e   s e r   e x i b i d o   a q u i ,   p o i s      m a i o r   q u e   o   l i m i t e   d e   s l i d e .   P a r a   u s a r   e s t e   t e x t o ,   p o d e   s a l v  - l o   a   p a r t i r   d e   s a l v a r   o b j e t o s . 	 T e k s t   n a   o v o m   s l a j d u   s e   n e   m o ~e   p r i k a z a t i   o v d e   j e r   p r e m a au j e   o g r a n i 
e n j e   s l a j d a .   D a   b i s t e   k o r i s t i l i   o v a j   t e k s t ,   m o ~e t e   g a   s a 
u v a t i   i z   s a 
u v a j   p r e d m e t e . 	 M o n g o l o   h o   s l i d e   s e n a   o   k e   k e   w a   b o n t s h w a   m o n a   k a h a   o   f e t a   m o e d i   w a   s l i d e .   H o r e   o   s e b e d i s e   m o n g o l o   o n a ,   o   k a   o   b o l o k a   h o   d i o b j e k t e . 	 A n g   t e x t   s a   s l i d e   n a   i t o   a y   h i n d i   m a p a k i t a   d i t o   d a h i l   m a s   m a l a k i   i t o   s a   l i m i t a s y o n   n g   s l i d e .   P a r a   m a g a m i t   a n g   t e x t   n a   i t o ,   m a s e - s a v e   m o   i t o   m u l a   s a    s a v e   a n g   m g a   b a g a y . 	 S l i d e   t e x t   e x c e e d s   t h e   l i m i t   a n d   c a n n o t   b e   d i s p l a y e d   h e r e .   T o   u s e   t h i s   t e x t   s a v e   i t   f r o m   s a v e   o b j e c t s .   ( S l i d e   t e x t   t o o   l o n g .   T o   u s e   t h i s   t e x t   s a v e   f r o m   S a v e   O b j e c t s ) 	 R u b u t u   a   k a n   w a n n a n   w u r i n ,   b a   z a i   n u n a   b a   d o m i n   y a   s h a   k a r f i n   s a .   D o m i n   k a   y i   a m f a n i   d a   w a n n a n   s a k o n ,   k a y i   a j i y a n s a   d a g a   a j i y a n   a b u b u w a n . 	  r    o r i    f  w  r  n h  n   k    ce   e   f i h  n   n  b    n i t o r i   o   t i   j u    d  w  n    f  w  r  n h  n   l :   L a t i   l o    r    y i ,   o   l    f i p a m   l a t i   f i   n k a n   p a m . 	 ;  A;094B0K  <BV=  <K=40  159=5;5=1594V  A5151V  >;  A;094  H53V=5=  45  :?.   ;  <BV=4V  ?0940;0=C4K  >@=K=0,   >=K  =KA0=40@4K  A0B0C40=  A0B09  0;0AK7. 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ F I L E _ A C C E S S _ I N _ U S B _ M O D E 	 U M M S 	 P O P U P 	 F a i l :   A c c e s s   i n   U S B   m o d e 	 F a i l :   A c c e s s   i n   U S B   m o d e 	 1YWeU S B !j_O(u-N	 1Y%U S B !j_O(u-N	 %I!@+%':   @#5"C
ICB+!  U S B 	 F a l l  :   A c c e s o   e n   m o d o   U S B 	  c h e c   :   A c c  s   e n   m o d e   U S B 	 F e h l g e s c h l a g e n :   Z u g r i f f   i m   U S B - M o d u s 	 !1>9:   ?>?KB:0  4>ABC?0  2  @568<5  U S B 	 F a l l i t o :   a c c e s s o   i n   m o d a l i t    U S B 	 A4D: ,'1M  '3*./'EU S B 	 F a l h o u :   A c e s s o   e m   m o d o   U S B 	 B a _a r 1s 1z :   U S B   m o d u n d a   e r i _i m     	 T h t   b i : a n g   s   d n g   c h     U S B 	 G a g a l :   A k s e s   d a l a m   m o d e   U S B 	 G a g a l :   A k s e s   d a l a m   m o d   U S B 	 	8	+	2	:   U S B   .	K	!	  .	G		  		M	8	G	8		 	 	 	 S i k e r t e l e n :   E l  r  s   U S B   m  d b a n 	 	 	 	 M i s l u k t :   T o e g a n g   i n   u s b - s t a n d 	 	 	 O p e r a ci e   e _u a t :   a c c e s    n   m o d   U S B 	 	 	 :       U S B 	 	 	 F'EHAB  (H/:   /3*13  /1  -'D*  U S B 	 	 	 				:   U S B   							  										 	 	 	 





:   U S B   




  





  	 :             	 K u h l u l e k i l e :   U k u n g e n a   k w i m o d i   y e - U S B 	 P h a n z i l e :   U k u f i k e l e l a   k w i m o   y e U S B 	 I m e s h i n d w a :   F i k i a   k a t i k a   m o d i   y a   U S B 	 O n s u k s e s v o l :   T o e g a n g   i n   U S B - m o d u s 	 N e p a v y k o :   P r i e g a   U S B   r e ~i m e 	 N e v e i k s m e :   P i e k <u v e   U S B   r e ~+m 	 N u r j u m i n e :   K a s u t a m i n e   U S B   r e ~i i m i s 	 Aamxrxt.   Dx  U S B   |ejktxt	   :     U S B   	 E r o a r e :   a c c e s    n   m o d   U S B 	 +
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 	 ,?+3:   U S B   .K!0G  8G8	 D e s h t o i :   H y r j a   n e   m e n y r e n   U S B 	 				:   U S B   				  						  					 B a _  t u t m a d 1:   U S B   r e j i m d Y  g i r i _	 1YWeeU S B !j_X[S	 E r r o r :   A c c  s   e n   m o d e   U S B 	  c h e c  :   A c c  s   e n   m o d e   U S B 	 M i s t  k s t :   A  g a n g u r      U S B - s t i l l i n g u 	 F a l l a :   A c c e s o   e n   e l   m o d o   U S B 	 5CA?5H=>:   @8AB0?  2>  @568<  =0  U S B 	 F a l h a :   A c e s s o   n o   m o d o   U S B 	 N i j e   u s p e l o :   P r i s t u p   U S B   r e ~i m u 	 E   h l o l e h i l e :   P h i h l e l l o   m o k g w e n g   w a   U S B 	 H i n d i   n a g t a g u m p a y :   A c c e s s   s a   m o d a n g   U S B 	 F a i l :   A c c e s s   i n   U S B   m o d e 	 F a s s a : S a m u w a   a   c i k i n   w u r i n   n a   U S B 	 K  n  :   W  w l    n    i p    U S B 	 !BAV7:   U S B   :9V=453V  0BK=0A
 
 S T R _ I D _ U M M S _ T R U N C A T E _ N U M B E R 	 U M M S 	 P O P U P 	 N u m b e r   i s   t o o   l o n g   s o   w i l l   b e   T r u n c a t e d 	 N u m b e r   t o o   l o n g .   T r u n c a t e d 	 _xNw*bS	 SxǏ*bS	 +!2"@%"2'@4D  91	 N  m e r o   d e m a s i a d o   l a r g o .   T r u n c a d o 	 N u m  r o   t r o p   l o n g .   T r o n q u  	 N u m m e r   z u   l a n g .   G e k  r z t 	 !;8H:><  4;8==K9  =><5@.   1@570=. 	 N u m e r o   t r o p p o   l u n g o .   T r o n c a t o 	 1BE  7HJD  ,/', EB7H9)	 N  m e r o   d e m a s i a d o   l o n g o .   T r u n c a d a 	 N u m a r a    o k   u z u n .   K e s i l d i   	 S   q u    d  i , s   b   l c   b t 	 N o m o r   t e r l a l u   p a n j a n g .   T e r p o t o n g 	 N o m b o r   t e r l a l u   p a n j a n g .   D i p a n g k a s 	 (		,	0	  	$	M	/	'	?		  ,	!	<	>	.   5	?		C	$		 	 	 	 A   s z  m   t  l   h o s s z  .   C s o n k a 	 	 	 	 N u m m e r   t e   l a n g .   A f g e k a p t 	 	 	 N u m r u l   e s t e   p r e a   l u n g .   N u m r u l   v a   f i   t r u n c h i a t 	 	 	 '     .   	 	 	 4E'1G  7HD'F  '3*.   H*'G  4/	 	 	 					  		
 	  			  |   					  				  						 	 	 	 



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	     .   	 I n a m b a   y i n d e   k a k h u l u .   I n q a n t u l i w e 	 I n o m b o l o   i n d e   k a k h u l u .   S h u n q u l w e 	 N a m b a r i   n i   n d e f u   s a n a .   I m e f u p i s h w a 	 N o m m e r   t e   l a n k .   V e r k o r t 	 P e r   i l g a s   n u m e r i s .   S u t r u m p i n t a 	 N u m u r s   p a r   g a r u   S a +s i n t s 	 N u m b e r   l i i g a   p i k k .   K  r b i t u d 	 @atah  yaafav  ten  g:   ?sa~an  g	     .     	 N u m r u l   e s t e   p r e a   l u n g .   N u m r u l   v a   f i   t r u n c h i a t 	 (
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a k .   S k r a e n 	 N o m o r o   e   t e l e l e   h a h o l o .   E   k g a o t s w e 	 M a s y a d o n g   m a h a b a   a n g   n u m e r o .   P i n u t o l 	 N u m b e r   t o o   l o n g .   T r u n c a t e d 	 L a m b a   y a y i   t s a w o .   Z a  a   r a b a   s u 	 N m b a   t i   g  n   j  .   T i   g  e   k  r  	 <V@  BK<  7K=.   35;5:B5;35=
 
 S T R _ I D _ U M M S _ T R U N C A T E _ E M A I L 	 U M M S 	 P O P U P 	 E m a i l   a d d r e s s   i s     t o o   l o n g   s o   w i l l   b e   T r u n c a t e d 	 E m a i l   a d d r e s s   t o o   l o n g .   T r u n c a t e d 	 P[N0W@WNw*bS	 5uP[N0W@WǏ*bS	 5H-"9H-5@!%"2'@4D  91	 L i s t a   d e   c o r r e o   e l e c t r  n i c o   d e m a s i a d o   l a r g a .   T r u n c a d o 	 A d r e s s e   E m a i l   t r o p   l o n g u e .   T r o n q u  e 	 E - M a i l a d r e s s e   z u   l a n g .   G e k  r z t 	 !;8H:><  4;8==K9  04@5A  M;.   ?>GBK.   1@570=. 	 I n d i r i z z o   e - m a i l   t r o p p o   l u n g o .   T r o n c a t o 	 9FH'F  'D(1J/  'D'DC*1HFJ  7HJD  ,/', EB*H9)	 E n d e r e  o   e - m a i l   d e m a s i a d o   l o n g o .   T r u n c a d o 	 E - p o s t a   a d r e s i    o k   u z u n .   K e s i l d i   	 a   c h   t h   i n   t   q u    d  i , s   b   l c   b t 	 A l a m a t   e m a i l   t e r l a l u   p a n j a n g .   T e r p o t o n g . 	 A l a m a t   e - m e l   t e r l a l u   p a n j a n g .   D i p a n g k a s 	 	- .	G	2	  *	$	>	  	$	M	/	'	?		  ,	!	<	>	.   5	?		C	$		 	 	 	 A z   e - m a i l   c  m   t  l   h o s s z  .   C s o n k a 	 	 	 	 E - m a i l a d r e s   t e   l a n g .   A f g e k a p t 	 	 	 A d r e s a   d e   e - m a i l   e s t e   p r e a   l u n g .   A d r e s a   v a   f i   t r u n c h i a t 	 	 	   "     .   	 	 	 F4'F  'ED  7HD'F  '3*.   H*'G  4/	 	 	 				  						  		
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	       .   	 I k h e l i   l e - i m e y l i   l i d e   k a k h u l u .   L i n q a n t u l i w e 	 I d i l e s i   y e - i m e y l e   i n d e   k a k h u l u . S h u n q u l a 	 A n w a n i   y a   b a r u a   p e p e   n i   n d e f u   s a n a .   I m e f u p i s h w a 	 E - p o s a d r e s   t e   l a n k .   V e r k o r t 	 E l .   p a at o   a d r e s a s   p e r   i l g a s .   S u t r u m p i n t a 	 e - p a s t a   a d r e s e   p a r   g a r u .   S a +s i n t s 	 E - p o s t i   a a d r e s s   l i i g a   p i k k .   K  r b i t u d 	 7l.   x}k  pa}ev  yaafav  ten  g:   ?sa~an  g	 E m a i l       .     	 A d r e s a   d e   e m a i l   e s t e   p r e a   l u n g .   A d r e s a   v a   f i   t r u n c h i a t 	 
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	 .G2   ?#>  ,9A$  ,!  d	  G&  9G2>	 A d r e s a   e   e m a i i t   s h u m e   I   g j a t e .   I   s h k u r t u a r 	 					  					  				  					  							  			  					 E l e k t r o n   m Yk t u b u n    n v a n 1  h Yd d Yn   a r t 1q   u z u n d u r .   Q 1s a l t 	 *Yw0*R{	 L ' a d r e  a   d e   c o r r e u    s   m a s s a   l l a r g a .   S  h a   t r u n c a t 	 A d r e s s e   d e   c o u r r i e l   t r o p   l o n g u e  :   t r o n q u  e 	 N e t f a n g i    e r   o f   l a n g t .   K l i p p t   a f 	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o   d e m a s i a d o   l a r g a .   T r u n c a d a 	 4@5A0B0  70  5- ?>HB0  5  ?@5<=>3C  4>;30.   !:@0B5B5  X0	 E n d e r e  o   d e   e - m a i l   m u i t o   l o n g o .   T r u n c a d o 	 E - m a i l   a d r e s a   s u v i ae   d u g a 
k a .   S k r a e n 	 A t e r e s e   y a   i m e i l e   e   t e l e l e   h a h o l o .   E   k g a o t s w e 	 M a s y a d o n g   m a h a b a   a n g   E m a i l   a d d r e s s .   P i n u t o l 	 E m a i l   a d d r e s s   t o o   l o n g .   T r u n c a t e d 	 A d i r e s h i   n a   E m a i l   y a y i   t s a w o .   Z a  a   r a b a   s u 	 A d i r s i   i m e e l i   t i   g  n   j  .   T i   g  e   k  r  	 -;5:B@>=4K  ?>HB0  <5:5=609K  BK<  7K=.   35;5:B5;35=
 
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	 	 I s i l a y d i 	 I s l a y i d i 	 S l a i d i 	 S k y f i e 	 S k a i d r 	 S l a i d s 	 S l a i d 	 Mlaud	   	 D i a p o z i t i v 	 8
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 S T R _ U M M S _ M A N U A L _ P L A Y _ S L I D E _ L I S T 	 U M M S 	 T I T L E 	 S l i d e   l i s t   o p t i o n   f o r   M a n u a l   P l a y 	 S l i d e   l i s t 	 i_OnU	 i_ORh	 ? ? ? ? ? ? ? ? ? ? ? 	 L i s t a   d e   d i a p o s i t i v a s   	 L i s t e   d e s   d i a p o s 	 D i a l i s t e 	 !?8A>:  A;094>2	 E l e n c o   d i a p o s i t i v e 	 ? ? ? ? ?   ? ? ? ? ? ? ? 	 L i s t a   d e   d i a p o s i t i v o s 	 S l a y t   l i s t e s i   	 D a n h   s  c   t r ? ? t 	 D a f t a r   s l i d e 	 S e n a r a i   s l a i d 	 ? ? ? ? ? ?   ? ? ? ? 	 	 	 	 D i a l i s t a 	 	 	 	 D i a l i j s t 	 	 	 L i s t ?   d i a p o z i t i v e 	 	 	 ? ? ? ? ?   ? ? ? ? ? 	 	 	 ? ? ? ?   ? ? ? ? ? ? 	 	 	 ? ? ? ? ? ?   ? ? ? ? 	 	 	 	 ? ? ? ? ? ? ? ?   ? ? ? ? 	 ? ? ? ? ? ?   ? ? ? ? ? ? 	 U h l u   l w e s i l a y d i 	 U l u h l u   l w e s l a y i d i 	 O r o d h a   y a   s l a i d i 	 L y s   m e t   s k y f i e s 	 S k a i d r i ?   s ? r a ? a s 	 S l a i d u   s a r a k s t s 	 S l a i d i d e   l o e n d 	 ? ? ? ? ? ? ? ?   ? ? ? ? 	 ? ? ? ? ? ? ?   ? ? ? 	 L i s t ?   d i a p o z i t i v e 	 ? ? ? ? ? ?   ? ? ? ? ? ? 	 ? ? ? ? ? ?   ? ? ? ? ? ? 	 L i s t a   e   p r o j e k t i m e v e 	 ? ? ? ? ? ?   ? ? ? ? ? ? 	 S l a y d l a r   s i y a h ? s ? 	 {^qGrnU	 L l i s t a   d e   d i a p o s i t i v e s 	 L i s t e   d e s   p a g e s 	 S k y g g n u l i s t i 	 L i s t a   d e   d i a p o s i t i v a s 	 !?8A>:  =0  A;0? 4>28	 L i s t a   d e   s l i d e s 	 L i s t a   s l a j d a 	 L e n a n e   l a   d i - s l i d e 	 L i s t a h a n   n g   s l i d e 	 S l i d e   l i s t 	 T s a r i n   w u r i n   d a r c e w a   d o m i n   n u n a   w a s a 	  k  j ?    f  w  r  n h  n 	 !;094  B? 7? <? 
 
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 
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 
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 
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 
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	 !>	(2K!0?,>  *GM7>0$	 D u k e   p r i t u r   t e   s h k a r k o j e 	 									  										 Y  k l Yn m Yn i   g  z l Ym Yk 	 I{PN		 S  e s t    e s p e r a n t   p e r   d e s c a r r e g a r 	 T  l  c h a r g e m e n t   e n   a t t e n t e 	 B   u r   n i  u r h a l s 	 E s p e r a n d o   p a r a   d e s c a r g a r 	 !5  G5:0  40  A5  ?@575<5	 A g u a r d a n d o   d o w n l o a d 	 e k a n j e   n a   d a u n l o d 	 E   e m e t s e   h o   l o u t o l l w a 	 H i n i h i n t a y   n a   i - d o w n l o a d 	 W a i t i n g   t o   b e   d o w n l o a d e d 	 J i r a   d o m i n   a n   k a r b a   d a g a   d u n i y a   d a   g i z o 	 N d  r    l a t i   s  k a l  	 >B0@C  HV=  :BC	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ C A N C E L _ D W N L D _ C N F R M 	 U M M S 	 P O P U P C O N F I R M 	 D o e s   t h e   u s e r   w a n t s   t o   c a n c e l   t h e   d o w n l o a d 	 C a n c e l   d o w n l o a d ? 	 SmN		 SmN}	 "@%42#2'LB+%? 	  C a n c e l a r   d e s c a r g a ? 	 A n n u l e r   l e   t  l  c h a r g e m e n t   ? 	 D o w n l o a d   a b b r e c h e n ? 	 B<5=8BL  703@C7:C? 	 A n n u l l a r e   d o w n l o a d ? 	 'D:'!  'D*-EJD	 C a n c e l a r   t r a n s f e r  n c i a ? 	 Y  k l e m e   i p t a l   e d i l s i n   m i ?   	 H y   t i   v 	 B a t a l k a n   d o w n l o a d ? 	 B a t a l k a n   m u a t   t u r u n ? 	 !	>			(	2	K	!	  0	&	M	&	  	0	G		? 	 	 	 	 M e g s z a k  t j a   a   l e t  l t  s t ? 	 	 	 	 D o w n l o a d   a n n u l e r e n 	 	 	 A n u l a ci   d e s c r c a r e a ? 	 	 	   ? 	 	 	 /'FDH/  D:H  4H/	 	 	 							  				  			  			? 	 	 	 	 






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 
 S T R _ I D _ U M M S _ Q U O T A 	 U M M S 	 U N L I M 	 R e m a i n i n g   q u o t a   o f   t h e   M M S   t o   b e   s e n t   o r   d o w n l o a d e d 	 R e m a i n i n g   r e t r i e s : 	 iR!kxe	 iRYO!kpe	 B'I25H@+%7-: 	 R e i n t e n t o s   r e s t a n t e s :   	 E s s a i s   r e s t a n t s   : 	 V e r b l e i b e n d e   W i e d e r h o l u n g e n : 	 AB0;>AL  ?>?KB>:: 	 Q u o t a   r i m a n e n t e : 	 9//  'DE-'HD'*  'D('BJ): 	 T e n t a t i v a s   r e s t a n t e s : 	 K a l a n   y e n i d e n   d e n e m e : 	 S   l n   t h   c  n   l i : 	 P e r c o b a a n   u l a n g   y a n g   t e r s i s a : 	 B a k i   c u b a a n   s e m u l a :   	 6	G	7	  	K	6	?	6	G		: 	 	 	 	 M a r a d  k   k  s  r l e t : 	 	 	 	 R e s t e r e n d e   a a n t a l   k e r e n   p r o b e r e n : 	 	 	 N u m r   d e    n c e r c r i   r m a s e : 	 	 	   : 	 	 	 /A9'*  *D'4  E,//: 	 	 	 			  						: 	 	 	 	 



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: 	     : 	 I k o t a   e l i s e l e : 	 I s a b e l o   e s i s h i y e k i l e y o : 	 U p e o   u n a o b a k i a : 	 O o r b l y w e n d e   p r o b e e r s l a e : 	 L i k u s i   k v o t a : 	 A t l i k u s +  k v o t a : 	 J  r e l e j   n u d   l i m i i t : 	 Dvaxr  ~xa]	   : 	 D i m e n s i u n e   d i s p o n i b i l : 	 6
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 S T R _ I D _ U M M S _ U P D A T I N G _ S T A T U S 	 U M M S 	 P O P U P 	 U p d a t i n g   s t a t u s   S t r i n g 	 U p d a t i n g   s t a t u s 	 rKafe-N	 ck(Wfer`	 3%1-1@*20	 A c u a l i z a n d o   e s t a d o   	 M i s e      j o u r   d e   l   t a t 	 S t a t u s   w i r d   a k t u a l i s i e r t 	 1=>2;5=85  A>AB>O=8O	 A g g i o r n a m e n t o   s t a t o 	 ,'1M  *-/J+  'D-'D)	 A   a c t u a l i z a r   e s t a d o 	 D u r u m u   g  n c e l l i y o r 	 a n g   l  m   m i   t r n g   t h  i 	 M e m p e r b a r u i   s t a t u s 	 M e n g e m a s   k i n i   s t a t u s 	 8	M	%	?	$	?	  	&	M	/	$	(	  	0	  0	9	>	  9	H		 	 	 	  l l a p o t   f r i s s  t  s e 	 	 	 	 T o e s t a n d   b i j w e r k e n 	 	 	 A c t u a l i z a r e   s t a r e 	 	 	   	 	 	 /1  -'D  1H2"E/3'2  H69*	 	 	 						  					  			  						 	 	 	 





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 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ D R A F T S _ C O N R M 	 U M M S 	 P O P U P C O N F I R M 	 M o v e   t o   D r a f t s ? 	 M o v e   t o   D r a f t s ? 	 ,dyI?z	 yR0RI?z	 "I2"D"1A#H2? 	  M o v e r   a   B o r r a d o r e s ? 	 D  p l a c e r   d a n s   B r o u i l l o n s  ? 	 Z u   E n t w  r f e   v e r s c h i e b e n ? 	 5@5<5AB8BL  2  G5@=>28:8? 	 S p o s t a r e   i n   b o z z e ? 	 -A8  'DJ  'DE3H/'*	 M o v e r   p a r a   R a s c u n h o s 	 T a s l a k l a r a   t a _1n s 1n   m 1?   	 C h u y n   v  o   b n   n h  p ? 	 P i n d a h k a n   k e   K o n s e p ? 	 P i n d a h   k e   D r a f ? 	 !	M	0	>	+	M		M	8	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   a   p i s z k o z a t o k   k  z  ? 	 	 	 	 N a a r   c o n c e p t e n   v e r p l a a t s e n ? 	 	 	 M u t a ci    n   s c h i ce ? 	 	 	   ? 	 	 	 (G  ~4  FH3  G'  'F*B'D  '(/	 	 	 						  					  			? 	 	 	 	 










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? 	   ? 	 Y i s a   e z i n h l a k e n i ? 	 I s i w e   k u Y i l o ? 	 H a m i s h a   k w a   R a s i m u ? 	 S k u i f   n a   K o n s e p t e ? 	 P e r k e l t i   /  a p l a n k    J u o d r a at i n  ? 	 P r c e l t   p i e   m e l n r a k s t i e m ? 	 T e i s a l d a n   k a u s t a   M u s t a n d i d ? 	 Oeraxme^l  Famacnek  te{	       ? 	 M u t a ci    n   s c h i ce ? 	 
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 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ A R C H I V E _ C O N R M 	 U M M S 	 P O P U P C O N F I R M 	 M o v e   t o   A r c h i v e ? 	 M o v e   t o   A r c h i v e ? 	 ,dyǌe>Y	 yR0ReN9Y	 "I2"D"15H@GI-!9%? 	  M o v e r   a   A r c h i v o ? 	 D  p l a c e r   d a n s   A r c h i v e  ? 	 Z u m   A r c h i v   v e r s c h i e b e n ? 	 5@5<5AB8BL  2  0@E82? 	 S p o s t a r e   i n   a r c h i v i o ? 	 'F*B'D  'DJ  'DEDA'*	 M o v e r   p a r a   A r q u i v o 	 A r _i v e   t a _1n s 1n   m 1?   	 C h u y n   n   t h   m c   t  i   l i u 	 P i n d a h k a n   k e   A r s i p ? 	 P i n d a h   k e   A r k i b ? 	 	0	M		>		5	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   a z   a r c h  v u m b a ? 	 	 	 	 N a a r   a r c h i e f   v e r p l a a t s e n ? 	 	 	 M u t a ci    n   a r h i v ? 	 	 	   ? 	 	 	 (G  "14H  'F*B'D  '(/	 	 	 											  					  			? 	 	 	 	 









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 S T R _ U M M S _ N O _ E N O U G H _ W O R K I N G _ S P A C E _ I D 	 U M M S 	 P O P U P 	 S t o r a g e   f u l l .   T h e   o p e r a t i o n   n e e d s   s p a c e   t o   p e r f o r m   t h e   d e s i r e d   o p e r a t i o n 	 S t o r a g e   f u l l .   T h e   o p e r a t i o n   n e e d s   s p a c e   	 zz]n.   dkd\O zz  	 zz]n.   dkd\O zz  	 5H@G@G!  2#323@GI-C
I7I5H	 A l m a c e n a m i e n t o   l l e n o .     L a   o p e r a c i  n   n e c e s i t a   e s p a c i o   	 S t o c k a g e   p l e i n .   L  o p  r a t i o n   a   b e s o i n   d  e s p a c e   	 S p e i c h e r m e d i u m   v o l l .   D e r   V o r g a n g   b e n  t i g t   S p e i c h e r p l a t z   	 >A8B5;L  ?5@5?>;=5=.   ;O  >?5@0F88  =5>1E>48<>  A2>1>4=>5  <5AB>  	 A r c h i v i o   p i e n o .   L ' o p e r a z i o n e   h a   b i s o g n o   d i   s p a z i o 	 'DE3'-)  EED$), G0'  'D9ED  J-*',  'DJ  'DE3'-)	 A r m a z e n a m e n t o   c h e i o .   A   o p e r a   o   r e q u e r   e s p a  o 	 B e l l e k   d o l u .   0_l e m i n   a l a n a   i h t i y a c 1  v a r .   	 B   n h      y , t h a o   t  c   n  y   c n   k h  n g   g i a n 	 P e n y i m p a n a n   p e n u h .   P e n g o p e r a s i a n   m e m e r l u k a n   r u a n g   	 P e n y i m p a n   p e n u h .   O p e r a s i   m e m e r l u k a n   r u a n g 	 8	M		K	0	G		  *	B	0	M	#	.   	*	0	G	6	(	  	K	  8	M	%	>	(	  	@	  	5	6	M	/		$	>		 	 	 	 A   h  t t  r t  r   m e g t e l t .   A   m qv e l e t h e z   s z a b a d   h e l y   s z  k s  g e s 	 	 	 	 O p s l a g   v o l .   e r   i s   r u i m t e   v o o r   d e   b e w e r k i n g   n o d i g 	 	 	 M e m o r i e   p l i n .   A v e ci   n e v o i e   d e   s p a ci u   p e n t r u   a c e a s t   o p e r a ci e 	 	 	     .           	 	 	 E-D  0.1G  ~1  '3*.   9ED'*  (G  A6'  F'2  /'1/	 	 	 							  								  |   		  												  					  				 	 	 	 










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 
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N/ec	 9+I2!B"B+!2#*#I2	 P r o h i b i d o   p o r   m o d o   d e   c r e a c i  n   	 I n t e r d i t   p a r   l e   m o d e   d e   c r  a t i o n 	 V o m   E r s t e l l u n g s m o d u s   u n t e r s a g t 	   2K1@0==><  @568<5  40==>5  459AB285  70?@5I5=>	 P r o i b i t o   d a   m o d a l i t    c r e a z i o n e 	 FE7  'D-'DJ  :J1  E/9E	 P r o i b i d o   p o r   m o d o   d e   c r i a   o 	 O l u _t u r m a   m o d u   i l e   y a s a k l a n d 1	 C h     h i n   t i     k h  n g   h   t r 	 D i l a r a n g   o l e h   m o d u s   p e m b u a t a n 	 D i l a r a n g   o l e h   m o d   p e w u j u d a n 	 	M	0	?		6	(	  .	K	!	  &	M	5	>	0	>	  *	M	0	$	?	,		'	?	$		 	 	 	 A   l  t r e h o z  s   m  d   n e m   t e s z i   l e h e t Qv  	 	 	 	 V e r b o d e n   d o o r   c r e a t i e m o d u s 	 	 	 I n s e r a r e   i n t e r z i s   d e   m o d u l   d e   c r e a r e 	 	 	   "     	 	 	 *H37  -'D*  ','/  EE'F9*  4/	 	 	 						  						  						  								 	 	 	 







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	 $?0?  .K!  &M5>0>  *M0$?,(M'?$	 N d a l u a r   n g a   m e n y r a   e   k r i j i m i t 	 									  				  						  							  			  					 Y a r d 1l m a   r e j i m i   t Yr Yf i n d Yn   q a d a a   q o y u l u b d u r 	 SPeuR\O!j_	 P r o h i b i t   p e r   m o d e   d e   c r e a c i  	 I n t e r d i t   p a r   l e   m o d e   d e   c r  a t i o n 	 B a n n a     e g a r   t a k m a r k a n i r   g i l d a 	 P r o h i b i d o   p o r   e l   m o d o   d e   c r e a c i  n 	 01@0=5B>  A>  @568<  70  :@58@0Z5	 P r o i b i d o   p e l o   m o d o   d e   c r i a   o 	 Z a b r a n e j n o   r e ~i m o m   k r e i r a n j a 	 E   t h i b e t s w e   k e   m o k g w a   w a   h o   t h e h a 	 P i n a g b a w a l a n   n g   m o d a   s a   p a g l i k h a 	 P r o h i b i t e d   b y   c r e a t i o n   m o d e 	 A n   h a n n a   t u n   l o k a c i n   w u r i n   n a   y i n   s a 	 T i   k    n i p a   i p    c c d  	 0A0C  :9V  0@K;K  B8K<  A0;K=0=	 S o r k u n t z a - m o d u a k   g a l e r a z i t a 	 P i n a g b a w a l a n   s a   m o d a n g   p a g g a w a 	 P r o h i b i d o   p o l o   m o d o   d e   c r e a c i  n 	 M o o d u   n k e w a p t a   i h e   e g b o c h i e l a   l 	 T    c o s c   a i r   d e   b h a r r   a n   m h  i d   d  a n a i m h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M O D E _ W A R N I N G _ R E M O V E _ C O N F I R M 	 U M M S 	 P O P U P C O N F I R M 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 =|
T-N	g
N/ecvirN<h_|~~	 ~{
T-Nv[a<h_
N/ec~~	 --@GL5H31C%2"@G  3H-+#7-D!H? 	 O b j e t o ( s )   r e s t r i n g i d o ( s )   e n   f i r m a ,    c o n t i n u a r ? 	 O b j e t ( s )   l i m i t  ( s )   d a n s   s i g n a t u r e ,   c o n t i n u e r  ? 	 B e s c h r  n k t e   O b j e k t e   i n   S i g n a t u r ,   f o r t f a h r e n ? 	   ?>4?8A8  5ABL  >3@0=8G5==K5  >1J5:BK.   @>4>;68BL? 	 O g g e t t i   l i m i t a t i   n e l l a   f i r m a ,   c o n t i n u a r e ? 	 FE7  'DC'&F  AJ  'D*HBJ9  :J1  E/9E, *3*E1	 O b j e c t o ( s )   r e s t r i t o ( s )   n a   a s s i n a t u r a ,   c o n t i n u a r ? 	 0m z a d a   s 1n 1r l 1  n e s n e l e r   v a r ,   d e v a m   e d i l s i n   m i ?   	 C h     c a   i   t n g   t r o n g   c h   k    k h  n g   h   t r ,   t i p   t c ? 	 O b j e k   d i b a t a s i   d a l a m   t a n d a   t a n g a n ,   l a n j u t k a n ? 	 O b j e k   d i s e k a t   d a l a m   t a n d a t a n g a n ,   t e r u s k a n ? 	 8	?		M	(	G		0	  .	G		  *	M	0	$	?	,		'	?	$	  8	>	.		M	0	@	,   	>	0	@	  0		G		? 	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k )   a z   a l   r  s b a n ,   f o l y t a t j a ? 	 	 	 	 B e p e r k t e   o b j e c t e n   i n   h a n d t e k e n i n g ,   d o o r g a a n ? 	 	 	 S e m n t u r a   c o n ci n e   o b i e c t e   r e s t r i c ci o n a t e .   C o n t i n u a ci ? 	 	 	     .   ? 	 	 	 '4'!  E-/H/4/G  /1  'E6'!  '/'EG  E  /G/	 	 	 									  							  					  			,   							  				? 	 	 	 	 










  











  







  ( 
) ,   



  





?  	 "   ( )   ,   ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 O b j e c t e s   r e s t r i n g i t s   a   l a   s i g n a t u r a ,   v o l e u   c o n t i n u a r ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 	 	 O b j e k t ( e )   I   ( t e )   n d a l u a r   n e   f i r m e ,   v a z h d o ?   " " " 	 									  								  							,   							  							? 	 0m z a d a   m Yh d u d l a _d 1r 1l a n   o b y e k t ( l Yr ) ,   d a v a m   e t m Yk ? 	 =|
T-N	gP6RirN|~~	 O b j e c t e s   r e s t r i n g i t s   a   l a   s i g n a t u r a ,   v o l e u   c o n t i n u a r ? 	 O b j e t ( s )   r e s t r e i n t ( s )   d a n s   l a   s i g n a t u r e .   C o n t i n u e r ? 	 H l u t i r   m e    t a k m  r k u n u m   e r u      u n d i r s k r i f t .   H a l d a    f r a m ? 	 O b j e t o ( s )   r e s t r i n g i d o   e n   l a   f i r m a ,    c o n t i n u a r ? 	 01@0=5B( 8)   >15:B( 8)   70  ?>B?8A,   ?@>4>;68? 	 O b j e t o ( s )   r e s t r i t o ( s )   n a   a s s i n a t u r a ,   c o n t i n u a r ?  	 O g r a n i 
e n i   p r e m d e t ( i )   u   p o t p i s u ,   n a s t a v i ? 	 ( D i ) o b j e k t e   d i   t h i b e t s w e   t s h a e n o n g ,   o   a   t s w e l l a ? 	 ( M g a )   b a w a l   n a   b a g a y   s a   p i r m a ,   m a g p a t u l o y ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   c o n t i n u e ? 	 A n   t a k u r a   a b u b u w a   a   w u r i n     s h i g a ,   c i g a b a ? 	 ( A w n ) n k a n   t i   a   h  m   n i n u    b u w l  ,   t  s  w  j    b  ? 	 >;B01040K  H5:B5;35=  =KA0=40@,   6>N  :5@5:  ?5? 	 S i n a d u r a n   o b j e k t u   m u g a t u a ;   j a r r a i t u ? 	 M a y   ( m g a )   p i n a g b a b a w a l   n a   b a g a y   s a   l a g d a ,   m a g p a t u l o y ? 	 O b x e c t o ( s )   r e s t r i n x i d o ( s )   e n   s i n a t u r a ,   c o n t i n u a r ? 	 b j e e k t   a k w s r   l   n a   a k a r a   n t i n y e a k a , g a a n i i r u 	 O i b i a c h t a (  )   s r i a n t a   s a   s  n i  ,   a r   a g h a i d h ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M O D E _ R E S T R I C T E D _ R E M O V E _ C O N F I R M 	 U M M S 	 P O P U P C O N F I R M 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 =|
T-N	g
N/ecvirN<h_yd	 ~{
T-Nv[a<h_
N/ecyd	 --@GL5H31C%2"@G  %+#7-D!H? 	 O b j e t o ( s )   r e s t r i n g i d o ( s )   e n   f i r m a ,    e l i m i n a r ? 	 O b j e t ( s )   l i m i t  ( s )   d a n s   s i g n a t u r e ,   e n l e v e r  ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 3@0=8G.   >1J5:B( K)   2  ?>4?8A8,   C40;8BL? 	 O g g e t t i   l i m i t a t i   n e l l a   f i r m a ,   r i m u o v e r e ? 	 FE7  'DC'&F  AJ  'D*HBJ9  :J1  E/9E, E3-	 O b j e c t o ( s )   r e s t r i t o ( s )   n a   a s s i n a t u r a ,   r e m o v e r ? 	 0m z a d a   s 1n 1r l 1  n e s n e l e r   v a r ,   k a l d 1r 1l s 1n   m 1?   	 C h     c a   i   t n g   t r o n g   c h   k    k h  n g   h   t r ,   t i p   t c ? 	 O b j e k   d i b a t a s i   d a l a m   t a n d a   t a n g a n ,   h a p u s ? 	 O b j e k   d i s e k a t   d a l a m   t a n d a t a n g a n ,   k e l u a r k a n ? 	 8	?		M	(	G		0	  .	G		  *	M	0	$	?	,		'	?	$	  8	>	.		M	0	@	,   	>	0	@	  0		G		? 	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k )   a z   a l   r  s b a n ,   e l t  v o l  t j a ? 	 	 	 	 B e p e r k t e   o b j e c t e n   i n   h a n d t e k e n i n g ,   v e r w i j d e r e n ? 	 	 	 S e m n t u r a   c o n ci n e   o b i e c t e   r e s t r i c ci o n a t e .   L e   _t e r g e ci ? 	 	 	     .   ? 	 	 	 '4'!  E-/H/4/G  /1  'E6'!  -0A  4H/	 	 	 							  					  									  			,   					  				?   	 	 	 	 










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?  	 "   ( )   ,   ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 --@GL5H31  3H-+#7-D!H? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 	 	 	 									  								  							,   								? 	 0m z a d a   m Yh d u d l a _d 1r 1l a n   o b y e k t ( l Yr ) ,   y o x   e t m Yk ? 	 =|
T-N	gP6RirNyd	 O b j e c t e s   r e s t r i n g i t s   a   l a   s i g n a t u r a ,   v o l e u   e l i m i n a r - l o s ? 	 O b j e t ( s )   r e s t r e i n t ( s )   d a n s   l a   s i g n a t u r e .   S u p p r i m e r ? 	 H l u t i r   m e    t a k m  r k u n u m   e r u      u n d i r s k r i f t .   F j a r l  g j a ? 	 O b j e t o ( s )   r e s t r i n g i d o   e n   l a   f i r m a ,    e l i m i n a r ? 	 01@0=5B( 8)   >1X5:B( 8)   70  ?>B?8A,   >BAB@0=8?   	 O b j e t o ( s )   r e s t r i t o ( s )   n a   a s s i n a t u r a ,   e m o v e r ? 	 O g r a n i 
e n i   p r e m d e t ( i )   u   p o t p i s u ,   n a s t a v i ? 	 ( D i ) o b j e k t e   d i   t h i b e t s w e   t s h a e n o n g ,   o   a   t l o s a ? 	 ( M g a )   b a w a l   n a   b a g a y   s a   p i r m a ,   a l i s i n ? 	 R e s t r i c t e d   o b j e c t ( s )   i n   s i g n a t u r e ,   r e m o v e ? 	 A n   t a k u r a   a b u b u w a   a   w u r i n     s h i g a ,   a   c i r e ? 	 ( A w n ) n k a n   t i   a   h  m   n i n u    b u w l  ,   y   k  r    b  ? 	 >;B01040K  H5:B5;35=  =KA0=40@,   6>N  :5@5:  ?5? 	 S i n a d u r a n   o b j e k t u   m u g a t u a ;   k e n d u ? 	 M a y   ( m g a )   p i n a g b a b a w a l   n a   b a g a y   s a   l a g d a ,   a l i s i n ? 	 O b x e c t o ( s )   r e s t r i n x i d o ( s )   e n   s i n a t u r a ,   e l i m i n a r ? 	 b j e e k t   a k w s r   l   n a   a k a r a   n t i n y e a k a , w e p ? 	 O i b i a c h t a (  )   s r i a n t a   s a   s  n i  ,   b a i n ? 	 
 
 S T R _ I D _ U M M S _ M O D E _ W A R N I N G _ C O N F I R M 	 U M M S 	 P O P U P C O N F I R M 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? " " " 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 
N/ecvirN<h_|~~	 [a<h_
N/ec~~	 --@GL5H31  3H-+#7-D!H? 	 O b j e t o s   r e s t r i n g i d o s ,    c o n t i n u a r ? 	 O b j e t ( s )   l i m i t  ( s ) ,   c o n t i n u e r  ? 	 B e s c h r  n k t e   O b j e k t e ,   f o r t f a h r e n ? 	 A?>;L7>20=85  >1J5:B>2  >3@0=8G5=>.   @>4>;68BL? 	 O g g e t t i   l i m i t a t i ,   c o n t i n u a r e ? 	 FE7  C'&F  :J1  E/9E, *3*E1	 O b j e c t o ( s )   r e s t r i t o ( s ) ,   c o n t i n u a r ? 	 S 1n 1r l 1  n e s n e l e r   v a r ,   d e v a m   e d i l s i n   m i ?   	 C h     i   t n g   k h  n g   h   t r ,   t i p   t c ? 	 	 O b j e k   d i s e k a t ,   t e r u s k a n ? 	 *	M	0	$	?	,		'	?	$	  8	>	.		M	0	@	,   	>	0	@	  0		G		? 	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k ) ,   f o l y t a t j a ? 	 	 	 	 B e p e r k t e   o b j e c t e n ,   d o o r g a a n ? 	 	 	 O b i e c t e   r e s t r i c ci o n a t e .   C o n t i n u a ci ? 	 	 	   .   ? 	 	 	 '4'!  E-/H/  4/G  '/'EG  E  /G/	 	 	 	 	 	 	 











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?  	   ( ) ,   ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 B e p e r k t e   i t e m ( s ) ,   g a a n   v o o r t ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 	 	 	 								  							( 				) ,   							  							? 
 
 S T R _ I D _ U M M S _ C A N C E L _ S E N D _ R R 	 U M M S 	 I C O N T E X T 	 C a n c e l   s e n d i n g   t h e   r e a d   r e p o r t 	 C a n c e l   s e n d   r e a d   r e p o r t 	 SmPS1XJT	 SmSSbJT	 "@%42#*H#2"22#-H2	 C a n c e l a r   e n v  o   d e   i n f o r m e   d e   l e c t u r a 	 A n n u l a t i o n   d e   l  e n v o i   d u   r a p p o r t   d e   l e c t u r e 	 S e n d e n   d e s   L e s e b e r i c h t s   a b b r e c h e n 	 B<5=8BL  >B?@02:C  >BG5B0  >  ?@>GB5=88	 A n n u l l a   r a p p o r t o   l e t t o   d i   i n v i o 	 'D:'!  '13'D  'DB1'!)  'D*B'1J1	 C a n c e l a r   e n v i o   d e   r e l a t  r i o   d e   l e i t u r a 	 O k u m a   r a p o r u   g  n d e r m e y i   i p t a l   e t   	 H y   g i   b  o   c  o   c 	 B a t a l k a n   p e n g i r i m a n   l a p o r a n   b a c a 	 B a t a l k a n   h a n t a r   l a p o r a n   t e l a h   d i b a c a 	 0	@	!	  0	?	*	K	0	M		  -	G		(	>	  0	&	M	&	  	0	G			 	 	 	 M e g s z a k  t  s    s   o l v a s  s i   j e l e n t  s   k  l d  s e 	 	 	 	 V e r z e n d e n   v a n   l e e s v e r s l a g   a n n u l e r e n 	 	 	 A n u l a r e   e x p e d i e r e   r a p o r t   d e   c i t i r e 	 	 	       "   	 	 	 D:H  '13'D  2'14  .H'F/F	 	 	 			  							  						  				  					 	 	 	 






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i t a n j u 	 K h a n s e l a   r o m e l a   t l a l e h o   y a   h o   b a l w a 	 K a n s e l a h i n   a n g   p a g p a p a d a l a   n g   u l a t   n g   n a b a s a 	 C a n c e l   s e n d   r e a d   r e p o r t 	 A   k a s h e   r a h o t o n   a i k a   d o m i n   k a r a n t a w a 	 F a g i l    f  f i    j  b    k  k    r a n c	 C  5A51V=  6V15@C4V  1>;4K@<0C	 I r a k u r r i t a k o   t x o s t e n a   e z   b i d a l i 	 K a n s e l a h i n   a n g   p a g p a p a d a l a   n g   u l a t   s a   p a g b a s a 	 C a n c e l a r   o   e n v    d e   i n f o r m e   d e   l e c t u r a 	 K a g b u o   n z i p ,   g   r p t 	 C u i r   s e o l a d h   n a   h a d m h  l a   l  i t e   a r   c e a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ P R E V I E W _ N O _ R E C E P I E N T 	 U M M S 	 P O P U P 	 A d d   t h e   r e c e p i e n t   b e f o r e   s e n d i n g   a   M M S 	 P l e a s e   a d d   r e c i p i e n t 	 ˊReQ6eNN	 mR6eNN	 B#@4H!9I#1	 P o r   f a v o r   a  a d i r   r e c e p t o r 	 V e u i l l e z   a j o u t e r   u n   d e s t i n a t a i r e 	 B i t t e   E m p f  n g e r   h i n z u f  g e n 	 >102LB5  ?>;CG0B5;O	 A g g i u n g i   d e s t i n a t a r i o 	 '6'A)  'DE3*DE	 A d i c i o n e   d e s t i n a t  r i o 	 L  t f e n   a l 1c 1  e k l e y i n   	 H  y   t h  m   n g i   n h n 	 T a m b a h k a n   p e n e r i m a 	 S i l a   t a m b a h   p e n e r i m a 	 	C	*	/	>	  *	M	0	G	7	?	$	?	  	K	!	<	G			 	 	 	 K  r j  k   a d j o n   h o z z    c  m z e t t e t 	 	 	 	 V o e g   e e n   o n t v a n g e r   t o e 	 	 	 A d u g a ci   u n   d e s t i n a t a r 	 	 	     	 	 	 D7A'K  1F/G  '6'AG  F/	 	 	 						  			  					 	 	 	 












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NP/f&T~~	 62*9*8  3H-+#7-D!H? 	 T a m a  o   m  x i m o   a l c a n z a d o ,    c o n t i n u a r ? 	 T a i l l e   m a x   a t t e i n t e ,   c o n t i n u e r  ? 	 M a x i m a l e   G r   e    b e r s c h r i t t e n .   F o r t s e t z e n ? 	 >AB83=CB  ?@545;  @07<5@0.   @>4>;68BL? 	 M a s s i m a   d i m e n s i o n e   r a g g i u n t a ,   C o n t i n u a r e ? 	 -,E  'D13'D)  *,'H2  'D-/  'D#B5I,   '3*E1'1	 T a m a n h o   m  x i m o   e x c e d i d o .   C o n t i n u a r ? 	 M a k s i m u m   b o y u t a   u l a _1l d 1.   D e v a m   e d i l s i n   m i ?   	 Q u    k  c h   t h c   t i   a .   T i p   t c ? 	 U k u r a n   m a k s i m u m   t e r l a m p a u i .   L a n j u t k a n ? 	 S a i z   m a k s i m u m   d i l a m p a u i .   T e r u s k a n ? 	 	'	?		  		>	0	  9	K	  	A		>	,   	>	0	@	  0		G		? 	 	 	 	 A   m a x i m  l i s   m  r e t e   t  l l  p v e .   F o l y t a t j a ? 	 	 	 	 M a x i m a l e   g r o o t t e   b e r e i k t ,   v e r d e r g a a n ? 	 	 	 A ci   a t i n s   d i m e n s i u n e a   m a x i m .   C o n t i n u a ci ? 	 	 	     .     ? 	 	 	 '2  -/'+1  'F/'2G  A1'*1  1A*G  '/.   9EDJ'*  '/'EG  J'(/	 	 	 								  						  						  				,   						  			? 	 	 	 	 





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?  	     ,   ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a k s i m u m   g r o o t t e   o o r s k r y .   G a a n   v o o r t ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 M a x i m u m   s i z e   r e a c h e d ,   c o n t i n u e ? 	 	 	 M a d h e s i a   m a k s i m a l e   u   a r r i t ,   v a z h d o ? 	 								  				  						  					,   							  							? 	 M a k s i m u m    l      s t Yl Yn i b d i r .   D a v a m   e t m Yk , 	 ]N'Y\
NP0|~~	 S  h a   e x c e d i t   l a   m i d a   m  x i m a .   V o l e u   c o n t i n u a r ? 	 T a i l l e   m a x i m u m   d  p a s s  e .   C o n t i n u e r ? 	 H  m a r k s s t  r    n     H a l d a    f r a m ? 	 S e   e x c e d i    e l   t a m a  o   m  x i m o .    C o n t i n u a r ? 	 0:A8<0;=0B0  3>;5<8=0  5  =04<8=0B0.   @>4>;68? 	 T a m a n h o   m  x i m o   e x c e d i d o   C o n t i n u a r ? 	 M a k s i m a l n a   v e l i 
i n a   p r e m a ae n a .   N a s t a v i ? 	 M o e d i   w a   s a e s e   o   t l o t s w e   O   t s w e l a p e l e ? 	 N a l a g p a s a n   a n g   p i n a k a l a m a k i .   M a g p a t u l o y ? 	 M a x i m u m   s i z e   e x c e e d e d .   C o n t i n u e ? 	 I y a k a n   g i r m a n s a   t a   k u r e .   A   c i g a b a ? 	 T i   k j     w  n   t  t  b i   t    p    j  l   T  s  w  j    b  ? 	 ;H5<=5=  0AK?  :5BBV.   0;0ABK@C  :5@5:  ?5? 	 B a i m e n d u t a k o   t a m a i n a   g a i n d i t u   d a .   J a r r a i t u ? 	 N a l a m p a s a n   a n g   p i n a k a m a r a m i n g   l a k i .   M a g p a t u l o y ? 	 M  x i m o   t a m a  o   e x c e d i d o   C o n t i n u a r ? 	   g a f e e l a   o g o   i h e   a c h r . G a a n i i r u ? 	 U a s m h  i d   b a i n t e   a m a c h .   L e a n   a r   a g h a i d h ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ I M G _ R E S I Z E _ A U T O 	 U M M S 	 C 0 5 7 _ 1 	 A u t o   r e s i z e   o f   t h e   I m a g e 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 'DJ'	 A u t o m  t i c o 	 O t o m a t i k 	 T   n g 	 O t o m a t i s 	 A u t o m a t i k 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 	 .H/'1	 	 	 											 	 	 	 







	 	 I - a u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o m a t i e s 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

M

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	 8M5$	 A u t o 	 						 A v t o 	 R	 A u t o m  t i c 	 A u t o 	 S j  l f v i r k t 	 A u t o m  t i c o 	 2B><0BA:8	 A u t o m  t i c o 	 A u t o m a t s k o 	 E   i k e t s a n g 	 A w t o 	 A u t o 	 A t o m a t i c 	   f w y  	 2B>	 A u t o m a t i k o a 	 A w t o 	 A u t o m  t i c o 	 O n w e 	 U a t h 
 
 S T R _ I D _ U M M S _ N O T I F I C A T I O N _ C O R R U P T 	 U M M S 	 P O P U P 	 M M S   i s   c o r r u p t e d 	 M M S   c o r r u p t e d 	 YZԚ
o`]
dk	 i_O]_ck	 M M S   @*5"	 M M S   c o r r u p t o 	 M M S   c o r r o m p u 	 M M S   v e r f  l s c h t 	 M M S - A>>1I5=85  ?>2@5645=>	 M M S   c o r r o t t o 	 13'D)  'DH3'&7  EA3/)	 M M S   c o r r o m p i d a 	 M S S   b o z u l d u   	 M M S   b   t n   h i 	 M M S   r u s a k 	 M M S   r o s a k 	 M M S   	0	>	,	  9	K	  	/	>		 	 	 	 S  r  l t   M M S 	 	 	 	 M M S   i s   c o r r u p t 	 	 	 M M S   d e t e r i o r a t 	 	 	 - M M S   	 	 	 M M S   .1'(  '3*	 	 	 				  M M S 	 	 	 	 M M S   



  



	       	 I - M M S   y o n a k e l e .   	 I - M M S   y o n a k a l i s i w e 	 M M S   i m e h a r i b i k a 	 M M S   i s   k o r r u p 	 M M S   i ak r a i p y t a 	 M M S   b o j t s 	 M M S   r i k u t u d 	 M M S - h  ~va}~an  g: 	 M M S   	 M e s a j   M M S   d e t e r i o r a t 	 M M S   $
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	 M M S   $M0A?/AM$	 M M S   e   k o r r u p t u a r 	 M M S   						 M M S   k o r l a n m 1_d 1r 	 YZԚ
o`S
d	 M M S   m a l m  s 	 M M S   c o r r o m p u 	 M M S   s k e m m t 	 M M S   d a  a d o 	 M M S   ?>@0:0B0  5  @0A8?0=0	 M M S   c o r r o m p i d o 	 M M S   o at e e n 	 M M S   e   s e n y e h i l e 	 S i r a   a n g   M M S 	 M M S   c o r r u p t e d 	 M M S   t a   l a l a c e 	 M M S   t i   b  j 	 M M S   1;V=35=	 M M S   h o n d a t u   d a 	 S i r a   a n g   M M S 	 M M S   c o r r o m p i d o 	 M M S   e m e b i e l a 	 M M S   t r u a i l l i t h e 
 
 S T R _ I D _ U M M S _ N O T I F I C A T I O N _ U N R E C O G N I Z E D 	 U M M S 	 P O P U P 	 T h e   c o n t e n t   o f   t h e   M M S   i s   u n r e c o g n i z e d 	 U n r e c o g n i z e d   M M S 	 !qlX%RvYZԚ
o`	 elƋ+Rvi_O	 M M S   5HD!H#9I1	 M M S   n o   r e c o n o c i d o 	 M M S   n o n   r e c o n n u 	 N i c h t   e r k a n n t e   M M S 	 M M S - A>>1I5=85  =5  @0A?>7=0=>	 M M S   n o n   r i c o n o s c i u t o 	 'D13'D)  :J1  EA1HA	 M M S   n  o   r e c o n h e c i d a 	 B i l i n m e y e n   M M S   	 K h  n g   n h n   b i t   c   M M S 	 M M S   t i d a k   d i k e n a l i 	 M M S   t a k   d i k e n a l i 	 		M		>	$	  M M S 	 	 	 	 I s m e r e t l e n   M M S 	 	 	 	 M M S   n i e t   h e r k e n d 	 	 	 M M S   n e r e c u n o s c u t 	 	 	 M M S     	 	 	 M M S   4F'3'  F4/	 	 	 					  M M S 	 	 	 	 




  




  M M S 	         	 I - M M S   e n g a b o n w a 	 I - M M S   e n g a q o n d a k a l i y o 	 M M S   h a i t a m b u l i w i 	 M M S   n i e   h e r k e n   n i e 	 N e a t p a ~i n t a   M M S 	 N e a t p a z +t s   M M S 	 T u n d m a t u   M M S 	 Isavay~an  M M S 	   M M S 	 M e s a j   M M S   n e r e c u n o s c u t 	 
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  M M S 	 ?9M(  M M S 	 M M S   e   p a n j o h u r 	 								  M M S 	 T a n 1n m a m 1_  M M S 	 !qlX%RvYZԚ
o`	 M M S   n o   r e c o n e g u t 	 M M S   n o n   r e c o n n u 	   e k k t   M M S 	 M M S   n o   r e c o n o c i d o 	 5?@5?>7=05=0  M M S   ?>@0:0	 M M S   n  o   r e c o n h e c i d o 	 M M S   n i j e   p r e p o z n a t 	 M M S   e   s a   t s e j w e n g 	 H i n d i   n a k i l a l a n g   M M S 	 U n r e c o g n i z e d   M M S 	 B a  a   g a n e   w a n n a n   M M S   b a 	 K    d    M M S   m  	 "0=K;<00=  M M S 	 M M S   e z   d a   e z a g u t z e n 	 H i n d i   k i l a l a n g   M M S 	 M M S   n o n   r e c o  e c i d o 	 M M S   a m a t a g h 	 M M S   n e a m h a i t h e a n t a 
 
 S T R _ U M M S _ M A N U A L _ P L A Y _ V I E W _ F R O M _ S T A R T 	 U M M S 	 I C O N T E X T 	 T h i s   s t r i n g   w i l l   b e   u s e d   w h e n   u s e r   w a n t   t o   p l a y   a n   m m s   f r o m   f i r s t   s l i d e .   S u p p o s e   t h e r e   a r e   3   s l i d e s   i n   m m s .   A n d   u s e r   i s   o n   2 n d   o r   3 r d   s l i d e .   T h e n   u s e r   w i l l   s e e   t h i s   O p t i o n . 	 P l a y   f r o m   s t a r t 	 _Yd>e	 N _Ygw	 91IAH@#4H!I	 V e r   d e s d e   e l   i n i c i o 	 V i s u a l i s e r   d u   d  b u t 	 A b   S t a r t   a n z e i g e n 	 >A<>B@5BL  A  =0G0;0	 V i s u a l i z z a   d a l l ' i n i z i o 	 916  EF  'D(/'J)	 V e r   d e s d e   o   i n  c i o 	 B a _l a n g 1 t a n   i t i b a r e n   g  r  n t  l e   	 X e m   t   u 	 P u t a r   d a r i   a w a l 	 L i h a t   d a r i p a d a   m u l a 	 6	A	0	B		$	  8	G	  &	G		G			 	 	 	 M e g t e k i n t  s   e l  l r Ql 	 	 	 	 B e k i j k e n   v a n a f   h e t   b e g i n 	 	 	 V i z u a l i z a r e   d e   l a    n c e p u t 	 	 	   	 	 	 E4'G/G  '2  ":'2	 	 	 				  				  						 	 	 	 	   	 H l o l a   e k u q a l e n i 	 J o n g a   u k u s u k a   e k u q a l e n i 	 A n g a l i a   k u t o k a   m w a n z o 	 K y k   v a n   b e g i n   a f 	 P e r ~i kr t i   n u o   p r a d ~i o s 	 S k a t +t   n o   s k u m a 	 K u v a   a l g u s e s t 	 4kel  }ofbk	   	 V i z u a l i z a r e   d e   l a    n c e p u t 	 $
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	 0.M-0A  &G(M$A	 S h i k o   n g a   f i l l i m i 	 						  			  					  				 Q a b a q c a d a n   s e y r   e l Y	 _w	 M o s t r a   d e s   d e l   p r i n c i p i 	 R e t o u r   a u   d  b u t 	 S k o  a   f r    b y r j u n 	 V i s u a l i z a r   d e s d e   e l   i n i c i o 	 @53;54  >4  ?>G5B>:	 V i s u a l i z a r   d o   i n  c i o 	 P o g l e d a j   o d   p o 
e t k a 	 S h e b a   h o   t l o h a   q a l o n g 	 T i n g n a n   m u l a   s i m u l a 	 V i e w   f r o m   s t a r t 	 A   d u b a   d a g a   f a r k o 	 W       l a t i    b  r  	 0AB0;C40=  :@V=VA	 H a s i e r a t i k   i k u s i 	 T i n g n a n   m u l a   s i m u l a 	 V e r   d e n d e   o   c o m e z o 	 S i t e   n a   m b i d o   g o s i p t a 	 A m h a r c   a i r    n   d t  s 
 
 S T R _ I D _ U M M S _ W A P _ M A X _ S I Z E _ E X C E E D S 	 U M M S 	 P O P U P 	 M a x i m u m   s i z e   a l l o w e d   f o r   a   M M S   i n   W A P   C o n n e c t i o n 	   m a x i m u m   s i z e   a l l o w e d   i n   W A P   c o n n e c t i o n 	 pW A P #P}-NAQ1v g'Y:\[	 /fW A P ޏc-NAQv g'Y:\[	 2*9*85H-8
2C2#@
7H-!H-  W A P 	   t a m a  o   m  x i m o   p e r m i t i d o   e n   c o n e x i  n   W A P 	   t a i l l e   m a x i m a l e   a c c e p t  e   a v e c   c o n n e x i o n   W A P 	   m a x i m a l   z u g e l a s s e n e   G r   e   b e i   W A P - V e r b i n d u n g 	   <0:A8<0;L=K9  @07<5@  4;O  W A P - ?>4:;NG5=8O	 m a s s i m a   d i m e n s i o n e   c o n s e n t i t a   n e l l a   c o n n e s s i o n e   W A P 	 -,E  'D'C(1  D'*5'D  'DHJ(	 t a m a n h o   m  x i m o   e m   l i g a   o   W A P 	 W A P   b a l a n t 1s 1n d a   i z i n   v e r i l e n   m a k s i m u m   b o y u t   	 C h o   p h  p   k  c h   c   l n   n h t   k h i   k t   n i   W A P 	   u k u r a n   m a k s i m u m   d i b o l e h k a n   d a l a m   s a m b u n g a n   W A P 	 s a i z   m a k s i m u m   y a n g d i b e n a r k a n   d a l a m   s a m b u n g a n   W A P 	 W A P   	(	G		M	6	(	  .	G		  	(	A	.	G	/	  	'	?		$	.	  		>	0		 	 	 	   a   l e g n a g y o b b   m e g e n g e d e t t   h o s s z   W A P   k a p c s o l a t   e s e t  b e n 	 	 	 	 m a x i m a l e   g r o o t t e   t o e g e s t a a n   i n   W A P - v e r b i n d i n g 	 	 	   d i m e n s i u n e a   m a x i m   a c c e p t a t    n   c o n e x i u n e a   W A P 	 	 	     '       W A P 	 	 	 -/'+1  'F/'2G  E,'2  /1  '*5'D  W A P 	 	 	 W A P   									  								  								  					 	 	 	 W A P   







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	   W A P         	 u s a y i z i   o m k h u l u   w o k u g c i n a   u v u n y e l w e   e k u x h u m e n i   k w e - W A P 	 U b u n g a k a n a n i   o b u k h u l u   b u v u n y e l w e   k u q h a g a m s h e l o   l w e W A P 	 S a i z i   y a   u p e o   w a   j u u   i n a y o r u h u s i w a   k a t i k a   u n g a n i s h o   l a   W A P 	   m a k s i m u m - g r o o t t e   v i r   W A P - v e r b i n d i n g   t o e g e l a a t 	   d i d ~i a u s i a s   W A P   r y ai u i   l e i s t i n a s   d y d i s 	   m a k s i m l a i s   a p j o m s ,   k a s   a t <a u t s   W A P   s a v i e n o j u m a m 	   m a k s i m a a l n e   l u b a t u d   m a h t   W A P    h e n d u s e l 	 W A P   tkatav  pata  ixula~an  a|a~elacxuv  ya}h	       W A P   	   d i m e n s i u n e a   m a x i m   a c c e p t a t    n   c o n e x i u n e a   W A P 	 W A P   
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	 W A P   8/K(>0G  80M,(?.M(  >0  (A.K&?$	 M a d h e s i a   m a k s i m a l e   l e j o h e t   n e   l i d h j e n   W A P 	 W A P   						  								  				  														 W A P   b i r l Y_m Ys i n d Y  M M S      n   a y r 1l a n   m a k s i m u m    l   	 eW A P #c@bAQ1v'Y\
NP	   m i d a   m  x i m a   p e r m e s a   a   c o n n e x i    W A P 	   t a i l l e   m a x i m u m   a u t o r i s  e   d a n s   l a   c o n n e x i o n   W A P 	   l e y f i l e g   h  m a r k s s t  r       W A P - t e n g i n g u 	   t a m a  o   m  x i m o   p e r m i t i d o   e n   l a   c o n e x i  n   W A P 	   4>72>;5=0  <0:A8<0;=0  3>;5<8=0  2>  W A P   :>=5:F8X0  	   t a m a n h o   m  x i m o   p e r m i t i d o   n a   c o n e x  o   W A P 	   m a k s i m a l n a   v e l i 
i n a   d o z v o l j e n a   u   W A P   k o n e k c i j i 	   m o e d i   w a   s a e s e   o   d u m e l e t s w e   k g o k e l o n g   y a   W A P 	   p i n a k a m a l a h i n g   p i n a p a y a g a n   s a   k o n e k s i y o n g   W A P 	   M a x i m u m   s i z e   a l l o w e d   i n 	 I y a k a n   g i r m a n   m a f i s o   a   h a d a w n   W A P 	    w  n   t  t  b i    s o p    W A P   t    a   g b a   l   y    t    p    j  l 	   W A P   >AK;K<K=40  5  :?  ;H5<  @A0B  5BV;35=	 W A P   k o n e x i o a n   b a i m e n d u t a k o   t a m a i n a   h a n d i e n a 	   p i n a k a m a l a k i n g   p i n a h i h i n t u l u t a n   s a   k o n e k s y o n   n g   W A P 	   t a m a  o   m  x i m o   p e r m i t i d o   e n   c o n e x i  n   W A P 	 A g a   a n a b a t a   o g o   i h e   a c h r   n a   n j i k   W A P 	   u a s m h  i d   a   c h e a d a  t e a r   i   n a s c   W A P 
 
 S T R _ I D _ U M M S _ S E N D _ M M S _ C O N F I R M 	 U M M S 	 P O P U P C O N F I R M 	 S t r i n g   t o   s h o w   c o n f i r m a t i o n   w h e n   l a u n c h i n g   U n i f i e d   C o m p o s e r . 	 S e n d   M M S ? 	 PYZԚ
o`	 Si_O	 *H  M M S ? 	  E n v i a r   M M S ? 	 E n v o y e r   M M S  ? 	 M M S   s e n d e n ? 	 B?@028BL  M M S ? 	 I n v i a r e   M M S ? 	 '13'D  13'D)  'DH3'&7	 E n v i a r   M M S ? 	 M M S   g  n d e r i l s i n   m i ?   	 G i   M M S ? 	 K i r i m   M M S ? 	 H a n t a r   M M S ? 	 M M S   -	G		G		? 	 	 	 	 E l k  l d i   a z   M M S - t ? 	 	 	 	 M M S   v e r z e n d e n ? 	 	 	 E x p e d i a ci   m e s a j u l   M M S ? 	 	 	   M M S ? 	 	 	 M M S   '13'D  4H/	 	 	 						  			? 	 	 	 	 	 	 T h u m e l a   i - M M S ? 	 T h u m e l e   i M M S ? 	 T u m a   M M S ? 	 S t u u r   M M S ? 	 S i ss t i   M M S ? 	 S kt +t   M M S ? 	 S a a d a n   M M S - i ? 	 Hraoe^l  M M S 	   M M S -   ? 	 E x p e d i a ci   m e s a j u l   M M S ? 	 M M S   
/
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? 	 M M S   * >,G? 	 D e r g o   M M S ? 	 M M S   								? 	 M M S   g  n d Yr m Yk ? 	 PYZԚ
o`	 V o l e u   e n v i a r   M M S ? 	 E n v o y e r   l e   M M S ? 	 S e n d a   M M S ? 	  E n v i a r   M M S ? 	 A?@0B8  M M S   ?>@0:0? 	 E n v i a r   M M S ? 	 P o aa l j i   M M S ? 	 O   r o m e l a   M M S ? 	 M a g p a d a l a   n g   M M S ? 	 S e n d   M M S ? 	 A i k a   M M S ? 	 F i   M M S   r a n c  b  ? 	 M M S   6V15@C  :5@5:  ?5? 	 M M S a   b i d a l i ? 	 I p a d a l a   a n g   M M S ? 	 E n v i a r   M M S 	 Z i p   M M S ? 	 S e o l   M M S ? 
 
 S T R _ I D _ U M M S _ L I S T E N 	 U M M S 	 I C O N T E X T 	 I f   t h e r e   i s   j u s t   A u d i o   p r e s e n t   i n   a n y   M M S ,   t h e   " v i e w "   s h o u l d   b e   c h a n g e d   t o   " L i s t e n " 	 L i s t e n 	 f}	 Ջ,T	 1	 E s c u c h a r   	 E c o u t e r 	 Z u h  r e n 	 @>A;CH0BL	 A s c o l t a 	 '3*E'9	 O u v i r 	 D e i n l e   	 N g h e   t h 	 D e n g a r k a n 	 D e n g a r 	 8	A	(	G			 	 	 	 M e g h a l l g a t  s 	 	 	 	 L u i s t e r e n 	 	 	 A s c u l t a r e 	 	 	 	 	 	 H4  /'/F	 	 	 						 	 	 	 	 	 L i s t e n 	 L i s t e n 	 L i s t e n 	 L u i s t e r 	 L i s t e n 	 L i s t e n 	 L i s t e n 	 L i s t e n 	 L i s t e n 	 L i s t e n 	 	 	 D e g j o 	 					 Q u l a q   a s 	 F}	 E s c o l t e u 	  c o u t e r 	 H l u s t a 	 E s c u c h a r 	 !;CH0X	 O u v i r 	 S l u aa j 	 M a m e l a 	 P a k i n g g a n 	 L i s t e n 	 A j i 	 T t  s  l  	 "K40C	 E n t z u n 	 M a k i n i g 	 E s c o i t a r 	 G e e   n t i 	  i s t 
 
 S T R _ I D _ U M M S _ D I S P L A Y 	 U M M S 	 I C O N T E X T 	 I f   t h e r e   i s   j u s t   P h o t o   p r e s e n t   i n   a n y   M M S ,   t h e   v i e w   s h o u l d   b e   c h a n g e d   t o   " D i s p l a y " 	 D i s p l a y 	 o:y	 >f:y	 A*	 V i s u a l i z a r 	 A f f i c h e r 	 A n z e i g e n 	 B>1@078BL	 V i s u a l i z z a 	 916	 A p r e s e n t a r 	 G  r  n t  l e   	 H i n   t h 	 T a m p i l k a n 	 P a p a r a n 	 *	M	0	&	0	M	6	?	$	  	0	G			 	 	 	 M e g j e l e n  t  s 	 	 	 	 T o n e n 	 	 	 A f i _a r e 	 	 	 	 	 	 FE'4	 	 	 						 	 	 	 	 	 D i s p l a y 	 D i s p l a y 	 D i s p l a y 	 V e r t o o n 	 D i s p l a y 	 D i s p l a y 	 D i s p l a y 	 D i s p l a y 	 D i s p l a y 	 D i s p l a y 	 	 	 S h f a q 	 									 D i s p l e y 	 o:y	 P a n t a l l a 	 A f f i c h a g e 	 S k j  r 	 M o s t r a r 	 @8:07	 V i s o r 	 P r i k a ~i 	 P o n t s h o 	 I p a k i t a 	 D i s p l a y 	 N u n a w a 	  f i h  n 	 59=515B	 E r a k u t s i 	 I p a k i t a 	 M o s t r a r 	 G o s i p t a 	 T a i s p e  i n t 
 
 S T R _ F M G R _ U M M S _ T O _ B L O G 	 F M G R 	 I C O N T E X T 	 M e n u   O p t i o n   f o r   O r a n g e   F e a t u r e . 	 T o   M y   O r a n g e   B l o g 	 bvO r a n g e =<h	 bvO r a n g e ZS[	 D%G-  M y   O r a n g e 	 H a c i a   m i   B l o g   O r a n g e 	 V e r s   M o n   B l o g u e   O r a n g e 	 Z u   M y   O r a n g e   B l o g 	   >5<C  C@=0;C  O r a n g e   	 A l   m i o   b l o g   a r a n c i o n e 	 DE/HF*J  'D(1*B'DJ)	 P a r a   o   m e u   b l o g   O r a n g e 	 O r a n g e   B l o g ' a 	 T i     O r a n g e   B l o g   c a   t  i 	 K e   B l o g   O r a n g e   S a y a 	 K e   B l o g   O r a n g e   S a y a 	 .	G	0	G	  	0	G	(	M		  ,	M	2	I		  *	0		 	 	 	 K  l d  s   a   M y   O r a n g e   B l o g b a 	 	 	 	 A a n   m i j n   o r a n j e   b l o g 	 	 	 L a   b l o g - u l   m e u   O r a n g e 	 	 	   '   	 	 	 (G  H(D'  M y   O r a n g e 	 	 	 				  O r a n g e   				- 		 	 	 	 	 	 T o   M y   O r a n g e   B l o g 	 T o   M y   O r a n g e   B l o g 	 T o   M y   O r a n g e   B l o g 	 N a   M y   O r a n g e - b l o g 	 T o   M y   O r a n g e   B l o g 	 T o   M y   O r a n g e   B l o g 	 T o   M y   O r a n g e   B l o g 	 T o   M y   O r a n g e   B l o g 	 T o   M y   O r a n g e   B l o g 	 T o   M y   O r a n g e   B l o g 	 
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 
 S T R _ I D _ U M M S _ S I G N A T U R E _ S I Z E _ E X C E E D S _ L I M I T 	 U M M S 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   p o p u p   s h o w n   t o   u s e r   i f   M M S   S i g n a t u r e   s i z e   e x c e e d s   m a x i m u m   M M S   s i z e   l i m i t . 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t ( s ) ? 	 =|
TNi_O'Y\P6R*Rd
\a	 ~{
TǏi_O'Y\P6R Rd[a	 %2"@G@45312  M M S     %--@GL+#7-D!H? 	 L a   f i r m a   s o b r e p a s a   e l   l  m i t e   d e   M M S ,    e l i m i n a r   o b j e t o s ? 	 L a   s i g n a t u r e   d  p a s s e   l a   t a i l l e   l i m i t e   M M S ,   e n l e v e r   d e s   o b j e t s  ? 	 S i g n a t u r    b e r s c h r e i t e t   M M S - G r   e n b e g r e n z u n g ,   O b j e k t e   e n t f e r n e n ? 	 >4?8AL  ?@52KH05B  ;8<8B  @07<5@0  M M S ,   C40;8BL  >1J5:BK?   	 L a   f i r m a   s u p e r a   i l   l i m i t e   g r a n d e z z a   M M S ,   r i m u o v e r e   g l i   o g g e t t i ? 	 *HBJ9  'DJ  -/  'DB5HJ, GD  *(/JD  'DC'&F  #E  D'	 A s s i n a t u r a   e x c e d e   o   l i m i t e   d e   t a m a n h o   d e   M M S ,   r e m o v e r   o b j e c t o s ? 	 0m z a   M M s   b o y u t u   s 1n 1r 1n 1  a _1y o r ,   n e s n e l e r i   s i l ? 	 C   k    t  n   v t   q u    h n   c h   c h o   p h  p ,   c h u y n   i   t n g   k h  n g ? 	 T a n d a   t a n g a n   m e l e b i h i   b a t a s   u k u r a n   M M S ,   h a p u s   o b j e k ? 	 T a n d a t a n g a n   m e l e b i h i   h a d   s a i z   M M S ,   k e l u a r k a n   o b j e k ? 	 9	8	M	$	>		M	7	0	  M M S   8	@	.	>	  8	G	  ,	!	<	G	  9	H		,   	,	M		G		M		M	8	  9		>			? 	 	 	 	 A z   a l   r  s   m e g h a l a d j a   a z   M M S   m  r e t k o r l  t j  t ,   e l t  v o l  t j a   a z   o b j e k t u m o k a t ? 	 	 	 	 H a n d t e k e n i n g   g r o t e r   d a n   m a x i m a l e   M M S - g r o o t t e ,   O b j e c t e n   v e r w i j d e r e n ? 	 	 	 S e m n t u r a   d e p _e _t e   l i m i t a   d e   d i m e n s i u n e   p e n t r u   M M S .   E l i m i n a r e   o b i e c t ? 	 	 	         - M M S .     ? 	 	 	 'E6'!  '2  -/'+1  'F/'2G  M M S   *,'H2  1/G  '3*  '4'!  -0A  4H/	 	 	 	
 	  M M S   					  				  				  		,   					  					  			? 	 	 	 	 	 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 H a n d t e k e n i n g   o o r s k r y   M M S   g r o o t t e p e r k ,   v e r w y d e r   o b j e k t e ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 	 	 F i r m a   t e j k a l o n   k u f i r i n   e   m a d h e s i s e   s e   M M S ,   h i q   o b j e k t e t ? 	 								  M M S   					  				  							  					,   							  								? 	 0m z a   M M S    l     l i m i t i n i    s t Yl Yy i r ? 	 =|
TNYZԚ'Y\
NPydirN	 L a   s i g n a t u r a   s u p e r a   e l   l  m i t   d e   m i d a   d  M M S ,   v o l e u   e l i m i n a r   o b j e c t e s ? 	 L a   s i g n a t u r e   e x c  d e   l a   t a i l l e   l i m i t e   d u   M M S ,   s u p p r i m e r   l e s   o b j e t s ? 	 U n d i r s k r i f t   s t  r r i   e n   s t  r  a r m  r k   M M S ,   f j a r l  g j a   h l u t i ? 	 L a   f i r m a   e x c e d e   e l   l  m i t e   d e   t a m a  o   d e   M M S ,    e l i m i n a r   o b j e t o s ? 	 >B?8A>B  3>  =04<8=C20  >3@0=8GC20Z5B>  =0  3>;5<8=0  =0  M M S   ?>@0:0B0,   >BAB@0=8  >1X5:B8? 	 A s s i n a t u r a   e x c e d e   o   l i m i t e   d e   t a m a n h o   d e   M M S ,   r e m o v e r   o b j e t o s ? 	 P o t p i s   p r e m a au j e   M M S   o g r a n i 
e n j e   v e l i 
i n e ,   u k l o n i   p r e d m e t e ? 	 D i t s h a e n o   d i   f e t a   m o e d i   w a   s a e s e   y a   M M S ,   o   t l o s a   d i o b j e k t e ? 	 A n g   p i r m a   a y   l a g p a s   s a   l i m i t a s y o n   s a   l a k i   n g   M M S ,   a l i s i n   a n g   m g a   b a g a y ? 	 S i g n a t u r e   e x c e e d s   M M S   s i z e   l i m i t ,   r e m o v e   o b j e c t s ? 	 W a n n a n   a l a m a r   s h i g a w a ,   y a   w u c e   g i r m a n   M M S ,   a   c i r e   w a d a n s u   a b u b u w a ? 	  b u w l    t i   k j     d  w  n    w  n   t  t  b i   M M S ,   y   n k a n   k  r    b  ? 	 >;B010  M M S   ;H5<V=V  H53V=  0AK?  :5BBV,   =KA0=40@4K  6>N  :5@5:  ?5? 	 S i n a d u r a k   M M S a r e n   t a m a i n a   b a i m e n d u a   g a i n d i t z e n   d u ;   g a u z a k   k e n d u ? 	 A n g   l a g d a   a y   l a m p a s   s a   l i m i t a s y o n   s a   l a k i   n g   M M S ,   a l i s i n   a n g   m g a   b a g a y ? 	 S i n a t u r a   e x c e d e   o   l  m i t e   d e   t a m a  o   d e   M M S ,   e l i m i n a r   o b x e c t o s ? 	 A k a r a   n r b a a m a   a g a f e e l a   o g o   M M S , w e p   b j e e k t ? 	 S  r a  o n n   a n   s  n i    a n   t - u a s m h  i d   d o   M M S ,   b a i n   o i b i a c h t a  ? 
 
 S T R _ I D _ U M M S _ C O R R U P T _ D R M _ M E D I A 	 U M M S 	 P O P U P 	 P o p u p   t o   u s e r   i f   h e   c h o o s e s   F L _ C D   D R M   f i l e   f o r   s a v i n g   t o   p h o n e   d r i v e 	 F a i l e d   t o   d e c o d e   D R M   f i l e 	 ㉼xD R M jHh1YWe	 xD R M eN1Y%	 D!H*2!2#-#+1*D%L  D R M   	 A r c h i v o   D R M   c o r r u p t o 	 I m p o s s i b l e   d e   d  c o d e r   f i c h i e r   D R M 	 D R M - D a t e i   k o n n t e   n i c h t   e n t s c h l  s s e l t   w e r d e n 	 >2@5645==K9  D R M   =>A8B5;L	 F i l e   D R M   c o r r o t t o 	 A4D  AC  4A1)  EDA  D R M 	 F a l h a   a o   d e s c o d i f i c a r   o   f i c h e i r o   D R M 	 D R M   d o s y a s 1n 1  a  m a   b a _a r 1s 1z 	 K h  n g   t h   g i i   m    t p   t i n   D R M 	 G a g a l   m e n d e k o d e   f i l e   D R M 	 G a g a l   m e n y a h k o d   f a i l   D R M 	 5	?		C	$	  D R M   +	>		2		 	 	 	 A   D R M   f  j l   v i s s z a f e j t  s e   s i k e r t e l e n 	 	 	 	 K a n   D R M - b e s t a n d   n i e t   d e c o d e r e n 	 	 	 I m p o s i b i l   d e   d e c o d a t   f i _i e r   D R M 	 	 	         D R M 	 	 	 1E24'  ~1HF/G  D R M   F'EHAB  (H/	 	 	   						  				  						  				  						  						 	 	 	 	 	 C o r r u p t   D R M   m e d i a 	 C o r r u p t   D R M   m e d i a 	 C o r r u p t   D R M   m e d i a 	 D e k o d e e r   v a n   D R M - l  e r   w a s   o n s u k s e s v o l 	 C o r r u p t   D R M   m e d i a 	 C o r r u p t   D R M   m e d i a 	 C o r r u p t   D R M   m e d i a 	 C o r r u p t   D R M   m e d i a 	 C o r r u p t   D R M   m e d i a 	 C o r r u p t   D R M   m e d i a 	 D R M   .
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 	 D R M   .?!?  $M0A?/AM$	 M e d i a   D R M   e   k o r r u p t u a r 	 					  D R M   							 K o r l a n m 1_  D R M   f a y l 	 xexHr
k{tjHhS
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 
 S T R _ I D _ U M M S _ S A V E _ O B J E C T _ O P T I O N S _ S A V E _ A U D I O _ A S 	 U M M S 	 I C O N T E X T 	 S a v e   t h e   A u d i o   p r e s e n t   i n   M M S   t o   P h o n e   M e m o r y 	 S o u n d 	 r	 X	 @*5"	 M  s i c a 	 M u s i q u e 	 S o u n d 	 C7K:0	 S u o n o 	 'D5H*	 M  s i c a 	 S e s   	  m   t h a n h 	 S u a r a 	 B u n y i 	 8			@	$		 	 	 	 H a n g 	 	 	 	 G e l u i d 	 	 	 M e l o d i e 	 	 	 	 	 A u d i o 	 5/'	 "H	 	 					 
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 
 S T R _ I D _ U M M S _ S A V E _ O B J E C T _ O P T I O N S _ S A V E _ A T T A C H M E N T _ A S 	 U M M S 	 I C O N T E X T 	 S a v e   t h e   a t t a c h m e n t   p r e s e n t   i n   M M S   t o   P h o n e   M e m o r y 	 A t t a c h m e n t ( s ) 	 DN	 DN	 D%LA	 A d j u n t o ( s ) 	 A t t a c h e m e n t ( s ) 	 A n h  n g e 	 @8;>65=8O	 A l l e g a t o 	 *9DJB	 A n e x o ( s ) 	 E k   	  n h   k  m 	 L a m p i r a n 	 L a m p i r a n 	 		H		.	G				 	 	 	 M e l l  k l e t ( e k ) 	 	 	 	 B i j l a g e ( n ) 	 	 	 A t a _a m e n t 	 	 	 	 	 A t t a c h m e n t 	 ~H3*( G') 	 *9DB	   	 										 ,
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m e n t ( i ) 	 ( D i ) s e p h u e t h e l w a n a 	 ( M g a )   a t t a c h m e n t 	 A t t a c h m e n t ( s ) 	 H a d a w a 	 ( A w n )  s o p  m 	 "V@:5<5;5@	 E r a n s k i n a k 	 ( M g a )   a t t a c h m e n t 	 A n e x o ( s ) 	 N g b a k w n y e   g a 	 C e a n g a l t  ( i ) n 
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Y@b	gN	 -%11I+!	 R e s p o n d e r   a   t o d o s 	 R  p o n d r e      t o u s 	 A l l e s   b e a n t w o r t e n 	 B25B8BL  2A5<  	 R i s p o n d i   a   t u t t i 	 1/  9DJ  'D,EJ9	 R e s p o n d e r   a   t o d o s 	 T  m  n    y a n 1t l a 	 T r   l i   t t   c 	 j a w a b   k e   s e m u a 	 J a w a b   s e m u a 	 8	-	@	  	K	  	5	>	,	  &	G			 S v a r   t i l   a l l e 	 O d p o v d t   v ae m 	 O d p o w i e d z   w s z y s t k i m 	 V  l a s z   m i n d e n k i n e k 	 V a s t a a   k a i k i l l e 	 S v a r   a l l e 	 O d p o v e d a e  v ae t k  m 	 A n t w o o r d e n   a a n   a l l e n 	 S v a r a   a l l a 	 O d g o v o r i   s v i m a 	 R s p u n d e ci   t u t u r o r 	 O d g o v o r i   v s e m 	     	   	 B3>2>@8  =0  2A8G:8	 8	0	M	5	  		$	M	$	0	&	M	/	>		 ~'3.  (G  GEG	 *E'E  '  ,H'(  /	   	 						  					  						 8
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 
 S T R _ I D _ U M M S _ W R I T E _ M E S S A G E 	 U M M S 	 I C O N T E X T 	 W r i t e   a   n e w   M e s s a g e   u s i n g   T e m p l a t e 	 U s e 	 O(u	 O(u	 C
I	 U s a r 	  c r i r e   l e   m e s s a g e 	 V e r w e n d e n 	 0?8A0BL  A>>1I5=85  	 S c r i v i   m e s s a g g i o 	 '3*./'E	 U t i l i z a r 	 K u l l a n 	 D  n g 	 M e n u l i s   P e s a n 	 G u n a 	 8		&	G	6	  2	?		G			 S k r i v   B e s k e d 	 N a p s a t   z p r  v u 	 W p i s z   w i a d o m o [	 H a s z n  l 	 K i r j o i t a   v i e s t i 	 S k r i v   m e l d i n g 	 N a p  s a e  s p r  v u 	 G e b r u i k e n 	 S k r i v   m e d d e l a n d e 	 U p i ai   p o r u k u 	 U t i l i z a r e 	 N a p i ai   S p o r o 
i l o 	   	 	 0?8H8  !J>1I5=85	 8		&	G	6	  2	?	9	>		 (C'1J1	 ~:'E  D	   	 							  					 8
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 
 S T R _ I D _ U M M S _ S I G N A T U R E _ S E L E C T _ F I L E 	 U M M S 	 I C O N T E X T 	 S e l e c t   a   f i l e   t o   i n s e r t   i t s   r e f e r e n c e   l o c a t i o n   i n t o   t h e   M M S   s i g n a t u r e   c o n t e n t 	 S e l e c t   f i l e 	 xdjHh	 	beN	 @%7-D%L	 S e l e c c i o n a r   a r c h i v o 	 S  l e c t i o n n e r   u n   f i c h i e r 	 D a t e i   w  h l e n 	 K1@0BL  D09;	 S e l e z i o n a   f i l e 	 *.*'1  'DJ  'DEDA	 S e l e c c i o n a r   f i c h e i r o 	 D o s y a   s e    	 C h n   t p 	 P i l i h   f i l e 	 P i l i h   f a i l 	 +	>		2	  	A	(	G			 	 	 	 F  j l   k i j e l  l  s e 	 	 	 	 B e s t a n d   s e l e c t e r e n 	 	 	 S e l e c t a ci   u n   f i _i e r 	 	 	   	 	 	 'F*.'(  A'D	 	   	 				  						 +
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	     	 K h e t h a   i f a y e l a 	 K h e t h a   i f a y l e 	 C h a g u a   f a i l i 	 K i e s   l  e r 	 P a r i n k t i   f a i l 	 I z v l t i e s   f a i l u 	 V a l i   f a i l 	 8vel  aul	   	 S e l e c t a ci   u n   f i _i e r 	 +
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 
 S T R _ I D _ U M M S _ S I G N A T U R E _ D E L E T E _ R E F 	 U M M S 	 I C O N T E X T 	 D e l e t e   f i l e   r e f e r e n c e   f r o m   t h e   M M S   S i g n a t u r e   c o n t e n t 	 D e l e t e   r e f e r e n c e 	 *Rdܕo	  RdsQT	 %2#-I2-4	 B o r r a r   r e f e r e n c i a 	 S u p p r i m e r   r  f  r e n c e 	 R e f e r e n z   l  s c h e n 	 #40;8BL  AAK;:C	 E l i m i n a   r i f e r i m e n t o 	 E3-  '4'1)	 E l i m i n a r   r e f e r  n c i a 	 R e f e r a n s 1  s i l   	 X  a   t h a m   k h o 	 H a p u s   r e f e r e n s i 	 H a p u s   r u j u k a n 	 0	G	+	0	G		8	  .	?		>				 	 	 	 H i v a t k o z  s   t  r l  s e 	 	 	 	 R e f e r e n t i e   v e r w i j d e r e n 	 	 	 ^t e r g e ci   r e f e r i n ca 	 	 	   	 	 	 -0A  E1,9	 	   	 							  						  				 
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 
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u v a j   k a o   t e m p l a t e 	 B o l o k a   e l e   t h e m p l e i t e 	 I - s a v e   b i l a n g   t e m p l a t e 	 S a v e   a s   t e m p l a t e 	 A j i y e   k a m a r   a l o 	 F i p a m   b  i    w  ce 	 ;3V  @5BV=45  A0B0C
 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ C U R R E N T _ S L I D E 	 U M M S 	 I C O N T E X T 	 G e t   t h e   i n f o r m a t i o n   f r o m   t h e   C u r r e n t   S l i d e 	 C u r r e n t   s l i d e 	 vMRbq_Gr	 vMRbq_Gr	 *D%L181	 D i a p o s i t i v a     a c t u a l 	 D i a p o   a c t u e l l e 	 A k t u e l l e s   D i a 	 "5:CI89  A;094	 D i a p o s i t i v a   c o r r e n t e 	 5A.)  -'DJ)	 I m a g e m   a c t u a l 	 M e v c u t   s l a y t   	 T r t   h i n   t h i 	 S l i d e   s a a t   i n i 	 S l a i d   s e m a s a 	 5	0	M	$	.	>	(	  8	M	2	>		!		 	 	 	 A k t u  l i s   d i a 	 	 	 	 H u i d i g e   d i a 	 	 	 D i a p o z i t i v   c u r e n t 	 	 	   	 	 	 '3D'/  A9D	 	     	 							  							 .
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 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ A L L _ S L I D E S 	 U M M S 	 I C O N T E X T 	 G e t   t h e   i n f o r m a t i o n   f r o m   a l l   t h e   S l i d e s 	 A l l   s l i d e s 	 hQ萕bq_Gr	 hQ萕bq_Gr	 *D%L1I+!	 T o d a s   l a s   d i a p o s i t i v a s 	 T o u t e s   l e s   d i a p o s 	 A l l e   D i a s 	 A5  A;094K	 T u t t e   l e   d i a p o s i t i v e 	 ,EJ9  'D5A-'*	 T o d a s   a s   i m a g e n s 	 T  m   s l a y t l a r   	 T o  n   b   t r t 	 S e m u a   s l i d e 	 S e m u a   s l a i d 	 8	-	@	  8	M	2	>		!	M	8		 	 	 	  s s z e s   d i a 	 	 	 	 A l l e   d i a ' s 	 	 	 T o a t e   d i a p o z i t i v e l e 	 	 	   	 	 	 GEG  '3D'/G'	 	     	 					  							 8
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 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ C U R R E N T _ H I G H L I G H T E D 	 U M M S 	 I C O N T E X T 	 C u r r e n t   h i g h l i g h t e d   a d d r e s s   i n   t h e   M M S 	 C u r r e n t   h i g h l i g h t e d 	 vMRxd	 S_MR	bQ[	 D.D%L181	 R e s a l t a d o   a c t u a l m e n t e 	 A c t u e l l e m e n t   s  l e c t i o n n  	 A k t u e l l   h e r v o r g e h o b e n 	 "5:CI55  2K45;5=85	 C o r r e n t e m e n t e   e v i d e n z i a t i 	 E-*HJ'*  -'DJ)  DD'.*J'1	 D e s t a q u e   a c t u a l 	 M e v c u t   v u r g u l a n a n   	 N i   d u n g   c h n   h i n   n a y 	 Y a n g   d i s o r o t   s a a t   i n i 	 D i s e r l a h k a n   s e m a s a 	 5	0	M	$	.	>	(	  	K	  9	>		2	>			  	?	/	>	  	/	>		 	 	 	 A k t u  l i s a n   k i e m e l t 	 	 	 	 M o m e n t e e l   g e m a r k e e r d 	 	 	 A d r e s   c u r e n t   e v i d e n ci a t 	 	 	 	 	 	 A9D  (1,3*G  4/G	 	 	 							  							  				 	 	 	 








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e n o 	 Y a   h a j w a l e   e   h l a k i s i t s w e 	 K a s a l u k u y a n g   n a k a - h i g h l i g h t 	 C u r r e n t   h i g h l i g h t e d 	 B u g u n   n a   y a n z u 	 T    s  m  s    t i   i s i y i 	 K<40K  1;5:B5C
 
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o`j-	 Oo`eN4Y	 *H'+1'I-'2!	 E n c a b e z a d o   d e   m e n s a j e 	 T i t r e   d u   m e s s a g e 	 M i t t e i l u n g s - H e a d e r 	 03>;>2>:  A>>1I5=8O	 I n t e s t a z i o n e   m e s s a g g i o 	 1#3  'D13'&D	 C a b e  a l h o   d a   m e n s a g e m 	 0l e t i   b a _l 11  	 P h n   u   c a   t i n   n h n 	 K e p a l a   p e s a n 	 T a j u k   m e s e j 	 8		&	G	6	  9	H	!	0		 	 	 	  z e n e t f e j l  c 	 	 	 	 B e r i c h t h e a d e r 	 	 	 A n t e t   m e s a j 	 	 	   	 	 	 315A-G  ~'E	 	   	 						  							 8
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 	 8(M&G6  6@0M72G	 T i t u l l i   I   m e s a z h i t 	 						  									 M e s a j 1n   b a _l 1q 1	 
o`jL	 C a p  a l e r a   d e   m i s s a t g e 	 E n - t  t e   d u   m e s s a g e 	 S k i l a b o  a h a u s 	 E n c a b e z a d o   d e l   m e n s a j e 	 03;02X5  =0  ?>@0:0	 C a b e  a l h o   d e   m e n s a g e m 	 P o g l a v l j e   p o r u k e 	 S e h l o o h o   s a   m o l a e t s a 	 H e a d e r   n g   m e n s a h e 	 M e s s a g e   h e a d e r 	 Y a n   k a i   n a   s a k o 	  k  r  -  r    f i r a n c	 %010@  B0K@K1K
 
 S T R _ I D _ U M M S _ M E S S A G E _ S E T T I N G S _ E D I T _ P R O F I L E 	 U M M S 	 T I T L E ,   I C O N T E X T 	 E d i t   t h e   e x i s t i n g   M M S   P r o f i l e 	 P r o f i l e s 	 -[j	 nch	 B#D%L	 P e r f i l e s   	  d i t e r   l e   p r o f i l 	 P r o f i l e 	 @>D8;8	 M o d i f i c a   p r o f i l o 	 'D#H6'9	 P e r f i s 	 P r o f i l l e r 	 C u   h  n h 	 U b a h   P r o f i l 	 P r o f i l 	 *	M	0	K	+	>		2	    8		*	>	&	?	$	  	0	G			 R e d i g  r   P r o f i l 	 U p r a v i t   p r o f i l 	 E d y t u j   p r o f i l 	 P r o f i l o k 	 M u o k k a a   p r o f i i l i a 	 E n d r e   p r o f i l 	 U p r a v i e  p r o f i l 	 P r o f i e l e n 	  n d r a   p r o f i l 	 U r e d i   p r o f i l e 	 P r o f i l u r i 	 U r e d i   P r o f i l 	   	 	  540:B8@09  @>D8;	 E d i t   P r o f i l e 	 ~1HA'DG'	 	     	 										 *
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	     	 H l e l a   i p h r o f a y l i 	 L u n g i s a   i p r o f a y l e 	 H a r i r i   m f u m o 	 P r o f i e l e 	 R e d a g u o t i   p r o f i l /	 R e d i #t   p r o f i l u 	 R e d i g e e r i   p r o f i i l i 	 =tbacel  zxklh	     	 E d i t a r e   p r o f i l 	 
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 	 *M0K+>2  8.M*>&(  0(M$A	 N d r y s h o   p r o f i l i n 	 			' 				  								  				 M Yl u m a t l a r 	 Mn	 P e r f i l s 	 P r o f i l s 	 S n i  	 P e r f i l e s 	 @>D8;8	 P e r f i s 	 P r o f i l i 	 D i p r o f a e l e 	 M g a   p r o f i l e 	 P r o f i l e s 	 K u n s h i 	 A w n   p r o f a i l i 	 @>D09;40@
 
 S T R _ I D _ U M M S _ S E N D _ E M A I L 	 U M M S 	 I C O N T E X T 	 S e n d   E m a i l   t o   c u r r e n t   s e l e c t e d   E m a i l   a d d r e s s 	 S e n d   E m a i l 	 PP[N	 S5uP[N	 *H-5@!%	 E n v i a r   c o r r e o   e l e c t r  n i c o 	 E n v o y e r   E m a i l 	 E - M a i l   s e n d e n 	 B?@028BL  M;.   ?>GBC	 I n v i a   e - m a i l 	 '13'D  (1J/  'DC*1HFJ	 E n v i a r   e - m a i l 	 E - p o s t a   g  n d e r   	 G i   t h   i n   t 	 K i r i m   e m a i l 	 H a n t a r   E - m e l 	 	- .	G	2	  -	G		G			 	 	 	 E - m a i l   k  l d  s e 	 	 	 	 E - m a i l   v e r z e n d e n 	 	 	 E x p e d i e r e   e - m a i l 	 	 	   " 	 	 	 '13'D  'ED	 	   	 				  						 
- .
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  




	   	 T h u m e l a   i - i m e y l i 	 T h u m e l a   i - i m e y l e 	 B a r u a   p e p e   i l i o u t u m w a 	 S t u u r   e - p o s 	 S i ss t i   e l .   l a i ak 	 S kt i e t   e - p a s t u 	 S a a d a   e - k i r i 	 Hraoel  gl.   x}k  parxdacxiuxv	   E m a i l 	 E x p e d i e r e   e m a i l 	 
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	 .G2  * >(M$A	 D e r g o   S M S 	 					  								 E l e k t r o n   m Yk t u b u   g  n d Yr 	 P	 E n v i a   c o r r e u   e l e c t r  n i c 	 E n v o y e r   l e   c o u r r i e l 	 S e n d a   t  l v u p  s t 	 E n v i a r   c o r r e o   e l e c t r  n i c o 	 A?@0B8  5- ?>HB0	 E n v i a r   e - m a i l 	 P o aa l j i   e - m a i l 	 R o m e l a   I m e i l e 	 M a g p a d a l a   n g   E m a i l 	 S e n d   E m a i l 	 A i k a   E m a i l 	 F i   I m e e l i   r a n c	 -;5:B@>=4K  ?>HB0  6V15@C
 
 S T R _ I D _ U M M S _ S E N D _ S M S 	 U M M S 	 I C O N T E X T 	 S e n d   S M S   t o   c u r r e n t   s e l e c t e d   n u m b e r 	 S e n d   S M S 	 P!|
	  OwO	 *H  S M S 	 E n v i a r   S M S   	 E n v o y e r   S M S 	 S M S   s e n d e n 	 B?@028BL  S M S 	 I n v i a   S M S 	 '13'D  13'&D	 E n v i a r   S M S 	 S M S   g  n d e r   	 G i   t i n   n h n 	 K i r i m   S M S 	 H a n t a r   S M S 	 S M S   -	G		G			 	 	 	 S M S   k  l d  s e 	 	 	 	 S M S   v e r z e n d e n 	 	 	 E x p e d i e r e   S M S 	 	 	   S M S 	 	 	 '13'D  S M S 	 	 S M S   	 S M S   						 S M S   -
G

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	 S e n d   S M S 	 V4?@028B8  S M S 	 S M S   




	       	 T h u m e l a   i - S M S 	 T h u m e l a   i S M S 	 T u m a   S M S 	 S t u u r   S M S 	 S i ss t i   S M S 	 S kt +t   S M S 	 S a a d a   S M S 	 Hraoel  S M S 	   S M S 	 E x p e d i e r e   S M S 	 S M S   
/

M
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	 S M S   * >(M$A	 D e r g o   S M S 	 S M S   								 S M S   g  n d Yr 	 Pw
	 E n v i a   S M S 	 E n v o y e r   l e   S M S 	 S e n d a   S M S 	 E n v i a r   S M S 	 A?@0B8  S M S 	 E n v i a r   S M S 	 P o aa l j i   S M S 	 R o m e l a   S M S 	 M a g p a d a l a   n g   S M S 	 S e n d   S M S 	 A i k a   S M S 	 F i   S M S   r a n c	 S M S   6V15@C  
 
 S T R _ I D _ U M M S _ S E N D _ M M S 	 U M M S 	 I C O N T E X T 	 S e n d   M M S   t o   c u r r e n t   s e l e c t e d   n u m b e r 	 S e n d   M M S 	 PYZԚ
o`	  Oi_O	 *H  M M S 	 E n v i a r   M M S 	 E n v o y e r   M M S 	 M M S   s e n d e n 	 B?@028BL  M M S 	 I n v i a   M M S 	 '13'D  13'&D  'DH3'&7	 E n v i a r   M M S 	 M M S   g  n d e r   	 G i   M M S 	 K i r i m   M M S 	 H a n t a r   M M S 	 M M S   -	G		G			 	 	 	 M M S   k  l d  s e 	 	 	 	 M M S   v e r z e n d e n 	 	 	 E x p e d i e r e   M M S 	 	 	   M M S 	 	 	 '13'D  M M S 	 	 M M S   	 M M S   						 M M S   -
G

K
	 S e n d   M M S 	 V4?@028B8  M M S 	 M M S   




	       	 T h u m e l a   i - M M S 	 T h u m e l a   i M M S 	 T u m a   M M S 	 S t u u r   M M S 	 S i ss t i   M M S 	 S kt +t   M M S 	 S a a d a   M M S 	 Hraoel  M M S 	   M M S 	 E x p e d i e r e   M M S 	 S M S   
/

M

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	 S M S   * >(M$A	 D e r g o   M M S 	 M M S   								 M M S   g  n d Yr 	 PYZԚ
o`	 E n v i a   M M S 	 E n v o y e r   l e   M M S 	 S e n d a   M M S 	 E n v i a r   M M S 	 A?@0B8  M M S   ?>@0:0	 E n v i a r   M M S 	 P o aa l j i   M M S 	 R o m e l a   M M S 	 M a g p a d a l a   n g   M M S 	 S e n d   M M S 	 A i k a   M M S 	 F i   M M S   r a n c	 M M S   6V15@C
 
 S T R _ I D _ U M M S _ I N B O X _ O P T I O N S _ R E P L Y _ S M S 	 U M M S 	 I C O N T E X T 	 R e p l y   t o   t h e   M M S   s e n d e r   b y   S M S 	 R e p l y   b y   S M S 	 !|
V	 wOV
Y	 -%1B"  S M S 	 R e s p u e s t a   p o r   S M S 	 R  p o n d r e   p a r   S M S 	 M i t   S M S   a n t w o r t e n 	 B25B8BL  G5@57  S M S 	 S o s t i t u i s c i   c o n   S M S 	 1/  (13'&D	 R e s p o n d e r   c o m   M M S 	 S M S   i l e   y a n 1t l a   	 T r   l i   b n g   t i n   n h n 	 B a l a s   m e l a l u i   S M S 	 B a l a s   m e l a l u i   S M S 	 S M S   &	M	5	>	0	>	  		$	M	$	0		 	 	 	 V  l a s z   S M S - b e n 	 	 	 	 A n t w o o r d   m e t   S M S 	 	 	 R s p u n s   p r i n   S M S 	 	 	     S M S 	 	 	 ~'3.  '2  71B  S M S 	 	 S M S     	 S M S   						  					  				 S M S   &
A
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	         	 P h e n d u l a   n g e - S M S 	 P h e n d u l a   n g e S M S 	 J i b u   k w a   S M S 	 A n t w o o r d   p e r   S M S 	 A t s a k y t i   S M S 	 A t b i l d t   a r   S M S 	 V a s t a   S M S - i g a 	 Jaa}mavel  S M S - x~	   S M S - 	 R s p u n d e ci   p r i n   S M S 	 S M S - 2
A

F
  .
1
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	 S M S   &M5>0>  *M0$M_A$M$0  0(M$A	 P e r g j i g j u   m e   S M S 	 S M S   							  								 S M S - l Y  c a v a b   v e r 	 Nw
V	 R e s p o n   p e r   S M S 	 R  p o n d r e   p a r   S M S 	 S v a r a      S M S 	 R e s p o n d e r   p o r   S M S 	 43>2>@8  A>  S M S   ?>@0:0	 R e s p o n d e r   p o r   S M S 	 O d g o v o r i   S M S - o m 	 A r a b a   k a   S M S 	 S u m a g o t   s a   p a m a m a g i t a n   n g   S M S 	 R e p l y   b y   S M S 	 A m s a   t a   w u r i n   S M S 	 F  s    n i p a   S M S 	 S M S   0@K;K  60C0?  15@C
 
 S T R _ I D _ U M M S _ S E T T I N G _ A L W A Y S _ A S K 	 U M M S 	 C 0 5 7 _ 1 	 M M S   R e t r i e v a l   S e t t i n g s   f o r     s t a r t   d o w n l o a d i n g   M M S   o n l y   a f t e r   a s k i n g   t h e   u s e r 	 A l w a y s   A s k 	 =~/fbOU	 ;`/f	 2!@*!-	 P r e g u n t a r   s i e m p r e   	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  A?@0H820BL	 C h i e d i   s e m p r e 	 '3#D  /'&EK'	 P e r g u n t a r   s e m p r e 	 D a i m a   s o r 	 L u  n   h i 	 S e l a l u   T a n y a 	 S e l a l u   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	  n t r e a b    n t o t d e a u n a 	 	 	   	 	 	 GE4G  3$'D  4H/	 	 	 					  							  					 	 	 	 	 	 	 	 	 V r a   a l t y d 	 	 	 	 	 	 	 
*
M
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4
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
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	 80M,&>  *>0(M$A	 G j i t h m o n e   p y e t 	 					  					 H Ym i _Y  s o r u _	 k!kbOU	 D e m a n a - h o   s e m p r e 	 T o u j o u r s   d e m a n d e r 	 S p y r j a   a l l t a f 	 P r e g u n t a r   s i e m p r e 	 !5:>30H  ?@0H0X	 P e r g u n t a r   s e m p r e 	 U v e k   p i t a j 	 B o t s a   k a m e h l a 	 L a g i n g   m a g t a n o n g 	 A l w a y s   A s k 	 A   y i   t a m b a y a   k u l a y o m e 	 B   r    N  g b  g b o g b o 	 @409K<  A@0C
 
 S T R _ I D _ U M M S _ S E T T I N G _ R E T R I E V A L _ R E S T R I C T E D 	 U M M S 	 C 0 5 7 _ 1 	 M M S   R e t r i e v a l   S e t t i n g s   f o r     s t a r t   d o w n l o a d i n g   M M S   o n l y   a f t e r   a s k i n g   t h e   u s e r   a n d   i n f o r m i n g   h i m   a b o u t   c o n d i t i o n s   t o   d o w n l o a d 	 R e s t r i c t e d 	 SP6R	 SP6R	 931	 R e s t r i n g i d o   	 R e s t r e i n t 	 B e s c h r  n k t 	 3@0=8G5=	 R i s t r e t t o 	 E-8H1	 R e s t r i t o 	 S 1n 1r l 1	 B   h n   c h 	 T e r b a t a s 	 T e r h a d 	 8	@	.	?	$		 	 	 	 K o r l  t o z o t t 	 	 	 	 B e p e r k t 	 	 	 R e s t r i c ci o n a t 	 	 	 	 	 	 E-/H/4/G	 	 	 							  			  						 	 	 	 	 	 	 	 	 B e p e r k 	 	 	 	 	 	 	 (
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	 *M0$?,(M'?$	 I   n d a l u a r 	 									 M Yh d u d l a _d 1r 1l 1b 	 SP6R	 R e s t r i n g i t 	 R e s t r e i n t 	 T a k m a r k a n i r 	 R e s t r i n g i d o 	 3@0=8G5=>	 R e s t r i t o 	 O g r a n i 
e n o 	 E   t h i b e t s w e 	 N a k a - r e s t r i k t o 	 R e s t r i c t e d 	 T a k u r a w a 	 T i   h  m 	 (5:B5;35=
 
 S T R _ I D _ U M M S _ N E W _ M M S 	 U M M S 	 P O P U P 	 N e w   M M S   M e s s a g e 	 N e w   M M S   m e s s a g e 	 eYZԚ
o`	 ei_OOo`	 I-'2!  M M S   C+!H	 M e n s a j e   M M S   n u e v o 	 N o u v e a u   m e s s a g e   M M S 	 N e u e   M M S - M i t t e i l u n g 	 >2>5  M M S   A>>1I5=85  	 N u o v o   m e s s a g g i o   M M S 	 13'D)  'DH3'&7  'D,/J/)	 N o v a   m e n s a g e m   M M S 	 Y e n i   M M S   m e s a j 	 T i n   n h n   M M S   m i 	 p e s a n   M M S   b a r u 	 M e s e j   M M S   ] b a r u 	   (	/	>	  M M S   8		&	G	6		 N y   M M S   B e s k e d 	 N o v    z p r  v a   M M S 	 N o w a   w i a d o m o [  M M S   	  j   M M S    z e n e t 	 U u s i   M M S - v i e s t i 	 N y   M M S - m e l d i n g 	 N o v    M M S   s p r  v a 	 N i e u w   M M S - b e r i c h t 	 N y t t   M M S - m e d d e l a n d e 	 N o v a   M M S   p o r u k a 	 M e s a j   M M S   n o u 	 N o v o   M M S   S p o r o 
i l o 	     M M S 	   M M S   	 >2>  M M S   !J>1I5=85	 N e w   M M S   M e s s a g e 	 ~'E  M M S   ,//	 	 	 				  		. 		. 		.   						  	 	 	 	 	 	 	 	 	 N u w e   M M S - b o o d s k a p 	 	 	 	 	 	 	 *
A
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/
  M M S   8
(
M
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6

	 (B$(  M M S   8(M&G6	 M e s a z h   I   r i   M M S 	 				  M M S   							 Y e n i   M M S   m e s a j 1	 eYZԚ
o`	 M i s s a t g e   M M S   n o u 	 N o u v e a u   m e s s a g e   M M S 	 N    M M S - s k i l a b o  	 M e n s a j e   M M S   n u e v o 	 >20  M M S   ?>@0:0	 N o v a   m e n s a g e m   M M S 	 N o v a   M M S   p o r u k a 	 M o l a e t s a   o   m o t j h a   w a   M M S 	 B a g o n g   M M S   n a   m e n s a h e 	 N e w   M M S   m e s s a g e 	 S a b o n   s a k o n   M M S 	  f i r a n c  M M S   t i t u n 	 00  M M S   E010@K
 
 S T R _ I D _ U M M S _ N E W _ J A V A _ M M S 	 U M M S 	 P O P U P 	 N e w   J a v a   M M S   R e c e i v e d 	 N e w   J a v a   M M S   r e c e i v e d 	 6e0RevJ a v a 
o`	 6e0RevJ a v a i_O	 DI#1  J a v a   M M S   C+!H	 M M S   J a v a   n u e v o   r e c i b i d o 	 N o u v e a u   M M S     J a v a   r e  u 	 N e u e   J a v a   M M S   e r h a l t e n 	 >;CG5=>  =>2>5  J a v a   M M S 	 N u o v o   M M S   J a v a   r i c e v u t o 	 13'&D  'DH3'&7  'D,'A'  E3*DE	 N o v a   m e n s a g e m   M M S   J a v a 	 Y e n i   J a v a   M M S   a l 1n d 1  	 N h n   c   M M S   J a v a   m i 	 M M S   J a v a   b a r u   t e l a h   d i t e r i m a 	 M M S   J a v a   b a r u   d i t e r i m a 	 (	/	>	  	>	5	>	  M M S   *	M	0	>	*	M	$		 	 	 	  j   J a v a   M M S    r k e z e t t 	 	 	 	 N i e u w e   J a v a - M M S   o n t v a n g e n 	 	 	 M e s a j   M M S   J a v a   n o u   p r i m i t 	 	 	     J a v a   M M S   	 	 N e w   J A V A   M M S   r e c e i v e d . 	 J a v a   M M S   ,//  /1'A*  4/	 	 	 				  J a v a   M M S   								 	 	 	 	 	 I - J a v a   M M S   e n t s h a   y a m u k e l w e 	 I - M M S   y e J a v a   e n t s h a   i f u n y e n w e 	 M M S   m p y a   y a   J a v a   i m e p o k e w a 	 N u w e   J a v a - M M S   o n t v a n g 	 G a u t a   n a u j a   J A V A   M M S 	 S a Fe m t s   j a u n s   J a v a   M M E 	 V a s t u   v  e t u d   u u s   J a v a   M M S 	 Ma~el  g  vx  J a v a   M M S 	       M M S 	 M e s a j   M M S   J a v a   n o u   p r i m i t 	 *
A
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  
>
5
  M M S   2
-
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
M

A
	 (B$(  J a v a   M M S   M09#  9G2>	 M e s a z h   I   r i   M M S 	 				  J a v a   M M S   								 Y e n i   J a v a   M M S   a l 1n 1b 	 ]c6eevJ a v a YZԚ
o`	 N o u   M M S   J a v a   r e b u t 	 R  c e p t i o n   d  u n   n o u v e a u   M M S   J a v a 	 N  t t   J a v a   M M S   m  t t e k i  	 N u e v o   M M S   J a v a   r e c i b i d o 	 >185=0  5  =>20  J a v a   M M S   ?>@0:0  	 N o v o   M M S   J a v a   r e c e b i d o 	 N o v a   J a v a   M M S   p r i m l j e n a 	 M M S   e   n t j h a   y a   J a v a   e   a m o h e t s w e 	 N a k a t a n g g a p   n g   b a g o n g   J a v a   n a   M M S 	 N e w   J a v a   M M S   r e c e i v e d 	 A n   k a r a b a   s a b o n   J a v a   M M S 	 T i   g b a   M M S   j a v a   t i t u n   w l  	 00  J a v a   M M S   0;K=4K
 
 S T R _ I D _ U M M S _ H S _ O P T I O N S _ C L E A R _ A L L _ E V E N T 	 U M M S 	 I C O N T E X T 	 C l e a r   A l l   e v e n t s   f o r   h o m e   S c r e e n 	 C l e a r   a l l   e v e n t s 	 ndhQ萋NN	 ndhQ萋NN	 %I2@+82#L1I+!	 B o r r a r   t o d o s   l o s   e v e n t o s   	 E f f a c e r   t o u s   l e s    v  n e m e n t s ? 	 A l l e   E r e i g n i s s e   l  s c h e n 	 G8AB8BL  2A5  A>1KB8O	 E l i m i n a   t u t t i   g l i   e v e n t i 	 E3-  ,EJ9  'D#-/'+	 L i m p a r   t o d o s   o s   e v e n t o s 	 T  m   e t k i n l i k l e r i   t e m i z l e 	 X  a   t o  n   b   s   k i n 	 H a p u s   s e m u a   a k t i v i t a s 	 B e r s i h   s e m u a   p e r i s t i w a 	 8	-	@	    		(	>			  	M	2	@	/	0	  	0	G			 	 	 	 M i n d e n   e s e m  n y   t  r l  s e 	 	 	 	 A l l e   g e b e u r t e n i s s e n   w i s s e n 	 	 	 G o l i r e   t o a t e   e v e n i m e n t e l e 	 	 	       	 	 	 ~'  1/F  GEG  1H/'/G'	 	 	 			  				  				  						 	 	 	 	 	 	 	 	 W i s   a l l e   g e b e u r e 	 	 	 	 	 	 	 
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 	 8.8M$  -G#M  >2?  0(M$A	 F s h i j i   t e   g j i t h a   n g j a r j e t 	 				  						  								  				 B  t  n   h a d i s Yl 1r i   t Ym i z l Yy i b   b o _a l t 	 nd@b	gN	 E s b o r r a   t o t s   e l s   e s d e v e n i m e n t s 	 E f f a c e r   t o u s   l e s    v  n e m e n t s 	 H r e i n s a   a l l a   v i  b u r  i 	 E l i m i n a r   t o d o s   l o s   e v e n t o s 	 71@8H8  38  A8B5  =0AB0=8	 L i m p a r   t o d o s   o s   e v e n t o s 	 O 
i s t i   s v e   d o g a a j e 	 T l o s a   d i k e t s a h a l o   t s o h l e 	 B u r a h i n   l a h a t   n g   k a g a n a p a n 	 C l e a r   a l l   e v e n t s 	 S h a r e   d u k a   a b u b u w a n   d a   s u n   f a r u 	 K    g b o g b o    c l    k  r  	 0@;K  >80;0@4K  B070;0C
 
 S T R _ I D _ U M M S _ H S _ O P T I O N S _ G O _ T O 	 U M M S 	 I C O N T E X T 	 S t r i n g   f o r   G o   t o   m e n u   O p t i o n   f o r   H o m e   S c r e e n 	 G o   t o & 	 MR_& 	 ۏeQ& 	 D5H& 	 I r   a   & 	 A l l e r      & 	 G e h e n   z u & 	 5@59B8& 	 V a i   a   * * * 	 'F*B'D  %DI. . . 	 I r   p a r a & 	 G i t 	 V  o . . . 	 B u k a . . . 	 P e r g i   k e & 	 & *	0	  	>				 	 	 	 U g r  s . . . 	 	 	 	 G a   n a a r & 	 	 	 S a l t   l a & 	 	 	   . . . 	 	 	 (1H  (G& 	 	 	 			. . . 	 	 	 	 	 	 	 	 	 G a a n   n a   & 	 	 	 	 	 	 	 *
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& 	 %?A  />(M$A& 	 S h k o   t e k   & 	 					  				& 	 . . . .   k e  	 I& 	 V  s   a . . . 	 A t t e i n d r e & 	 O p n a . . . 	 I r   a & 	 48  2>. . . 	 I r   p a r a . . . 	 I d i   n a & 	 E y a   h o & 	 P u m u n t a   s a . . . 	 G o   t o & 	 T a   f i   z u w a 	 L   s    . . . 	 BC& 
 
 S T R _ I D _ U M M S _ M E M O R Y _ F S _ S P A C E _ F U L L _ C L E A N 	 U M M S 	 P O P U P 	 S t r i n g   w h e n   M e m o r y   F u l l   d u e   t o   N o   s p a c e   i n   F i l e   m a n a g e r . 	 M M S   m e m o r y   f u l l .   N e e d s   s p a c e 	 YZԚ
o`aԚ]n zz	 i_OX[Pzz]n zz	 +H'"'2!3  M M S   @G!  I-C
I7I5H	 M e m o r i a   M M S   l l e n a .   N e c e s i t a   e s p a c i o 	 M  m o i r e   M M S   p l e i n e .   B e s o i n   d ' e s p a c e 	 M M S - S p e i c h e r   v o l l .   S p e i c h e r p l a t z   b e n  t i g t 	 0<OBL  M M S   70?>;=5=0.   5>1E. <5AB>	 M e m o r i a   M M S   p i e n a .   L i b e r a r e   s p a z i o 	 0'C1)  13'&D  'DH3'&7  'DE*9//)  EE*D&).   *D2E  E3'-)	 M e m  r i a   M M S   c h e i a .      n e c e s s  r i o   m a i s   e s p a  o 	 M M S   h a f 1z a s 1  d o l u .   L  t f e n   y e r   a  1n . 	 K h  n g   g i a n   l u   M M S      y ,   c n   k h  n g   g i a n 	 M e m o r i   M M S   p e n u h .   M e m e r l u k a n   r u a n g . 	 I n g a t a n   M M S   p e n u h .   P e r l u   r u a n g 	 M M S   .	G	.	0	@	  +	A	2	.   		9	  	@	  	0	B	0	$	  9	H	. 	 	 	 	 M M S   m e m  r i a   m e g t e l t .   H e l y e t   i g  n y e l 	 	 	 	 M M S - g e h e u g e n   v o l .   M e e r   r u i m t e   n o d i g 	 	 	 M e m o r i e   M M S   p l i n .   T r e b u i e   e l i b e r a t   s p a ci u 	 	 	   M M S   .       	 	 	 -'A8G  M M S   ~1  '3*.   (G  A6'  F'2  /'1/	 	 	 		. 		. 				  							  					d	  						  									 	 	 	 	 	 	 	 	 M M S   g e h e u e   v o l .   B e n o d i g   s p a s i e 	 	 	 	 	 	 	 M M S   .
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	 M M S   .G.K0@  *B0M#M#  d	  8M*G8  ,6M_  0G	 M e m o r j a   M M S   p l o t .   K a   n e v o j e   p e r   v e n d 	 M M S   						  						  				  						  								 M M S   y a d d a _1  t a m   d o l u d u r .   Y e r   l a z 1m d 1r 	 YZԚ
o`a]n0 fYzz	 M e m  r i a   M M S   p l e n a .   C a l   e s p a i 	 M  m o i r e   M M S   p l e i n e .   E s p a c e   n  c e s s a i r e 	 M M S - m i n n i    e r   f u l l t    a r f   p l  s s 	 M e m o r i a   M M S   l l e n a .   S e   n e c e s i t a   e s p a c i o 	 5<>@8X0B0  70  M M S   ?>@0:8  5  ?>;=0.   >B@515=  5  ?@>AB>@	 M e m  r i a   M M S   c h e i a .   P r e c i s a   d e   e s p a  o 	 M M S   m e m o r i j a   p u n a .   P o t r e b a n   p r o s t o r 	 M e m o r i   y a   M M S   e   t l e t s e   E   h l o k a   s e b a k a 	 P u n o   n a   a n g   m e m o r y a   n g   M M S .   K a i l a n g a n   n g   e s p a s y o 	 M M S   m e m o r y   f u l l .   N e e d s   s p a c e 	 T u n i   n a   M M S   t a   c i k a 	  p     r  n t    M M S   t i   k  n .   N  l      y    	 M M S   604K  B>;K.   @K=  065B
 
 S T R _ I D _ U M M S _ M E M O R Y _ F S _ S P A C E _ F U L L _ C L E A N _ F O R _ S P A C E _ Z E R O 	 U M M S 	 P O P U P 	 S t r i n g   w h e n   M e m o r y   F u l l   d u e   t o   N o   s p a c e   i n   F i l e   m a n a g e r . 	 M M S   m e m o r y   f u l l 	 YZԚ
o`aԚ]n	 i_OX[Pzz]n	 +H'"'2!3  M M S   @G!	 M e m o r i a   M M S   l l e n a   	 M  m o i r e   M M S   p l e i n e 	 M M S - S p e i c h e r   v o l l 	 0<OBL  M M S   70?>;=5=0	 M e m o r i a   M M S   p i e n a 	 0'C1)  13'&D  'DH3'&7  'DE*9//)  EE*D&)	 M e m  r i a   M M S   c h e i a 	 M M S   h a f 1z a s 1  d o l u 	 K h  n g   g i a n   l u   M M S      y 	 M e m o r i   M M S   p e n u h 	 I n g a t a n   M M S   p e n u h 	 M M S   .	G	.	0	@	  +	A	2		 	 	 	 M M S   m e m  r i a   m e g t e l t 	 	 	 	 M M S - g e h e u g e n   v o l . 	 	 	 M e m o r i e   M M S   p l i n 	 	 	   M M S   . 	 	 	 -'A8G  M M S   ~1  '3*	 	 	 		. 		. 				  						  						 	 	 	 	 	 	 	 	 M M S   g e h e u e   v o l 	 	 	 	 	 	 	 M M S   .
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A
	 M M S   .G.K0@  *B0M#M#	 M e m o r j a   M M S   p l o t 	 M M S   						  							 M M S   y a d d a _1  t a m   d o l u d u r 	 YZԚ
o`a]n	 M e m  r i a   M M S   p l e n a 	 M  m o i r e   M M S   p l e i n e 	 M M S - m i n n i    e r   f u l l t 	 M e m o r i a   M M S   l l e n a 	 5<>@8X0B0  70  M M S   ?>@0:8  5  ?>;=0	 M e m  r i a   M M S   c h e i a 	 M M S   m e m o r i j a   p u n a 	 M e m o r i   y a   M M S   e   t l e t s e 	 P u n o   n a   a n g   m e m o r y a   n g   M M S 	 M M S   m e m o r y   f u l l .   N e e d   m o r e   s p a c e 	 B a b u   f i l i 	  p     r  n t    M M S   t i   k  n 	 M M S   604K  B>;K
 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ S E N D E R 	 U M M S 	 I C O N T E X T 	 A d d r e s s   o f   s e n d e r   o f   M M S 	 U s e   s e n d e r 	 O(u[NNs0}ǌ
	 O(uSNN`	 C
I9I*H	 U s a r   r e m i t e n t e   	 E x p  d i t e u r 	 S e n d e r   v e r w e n d e n 	 B?@028B5;L	 M i t t e n t e 	 '3*./'E  'DE13D	 U t i l i z a r   r e m e t e n t e 	 G  n d e r e n i   k u l l a n 	 D  n g   n g i   g i 	 G u n a k a n   p e n g i r i m 	 G u n a   p e n g h a n t a r 	 *	M	0	G	7			 	 	 	 F e l a d    h a s z n  l a t a 	 	 	 	 V e r z e n d e r   g e b r u i k e n 	 	 	 U t i l i z a r e   e x p e d i t o r 	 	 	   	 	 	 ('11  A13*F/G	 	 	 						  							  				  	 	 	 	 	 	 	 	 	 G e b r u i k   s t u u r d e r 	 	 	 	 	 	 	 	 	 D e r g u e s i 	 							 G  n d Yr Yn 	 [NN	 R e m i t e n t 	 E x p  d i t e u r 	 S e n d a n d i 	 R e m i t e n t e 	 A?@0\0G	 R e m e t e n t e 	 P o ai l j a l a c 	 M o r o m e l l i 	 N a g p a d a l a 	 S e n d e r 	 M a i   a i k a 	 O l  f i r a n c	 V15@CHV
 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ R E C I P I E N T S 	 U M M S 	 T I T L E ,   I C O N T E X T 	 A d d r e s s e s   o f   r e c i p i e n t ( s )   o f   M M S 	 U s e   r e c i p i e n t ( s ) 	 O(u6eNNs0}ǌ
	 O(u6eNN`	 C
I9I#1	 R e c e p t o r ( e s ) 	 D e s t i n a t a i r e ( s ) 	 E m p f  n g e r   v e r w e n d e n 	 >;CG0B5;L  ( - 8) 	 D e s t i n a t a r i 	 '3*./'E  'DE3*DE  ( 'DE3*DEJF) 	 U t i l i z a r   d e s t i n a t  r i o ( s ) 	 A l 1c 1l a r 1  k u l l a n 	 D  n g   n g i   n h n 	 G u n a k a n   p e n e r i m a 	 G u n a   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>		 	 	 	 C  m z e t t ( e k )   h a s z n  l a t a 	 	 	 	 O n t v a n g e r ( s )   g e b r u i k e n 	 	 	 U t i l i z a r e   d e s t i n a t a r ( i ) 	 	 	   / 	 	 	 ('11  /1J'A*  CFF/G( 'F) 	 	 	 						  							  					 	 	 	 	 	 	 	 	 G e b r u i k   o n t v a n g e r ( s ) 	 	 	 	 	 	 	 	 	 M a r r e s i   ( t ) 	 												( 				) 	 Q Yb u l   e d Yn ( l Yr ) 	 6eNN	 D e s t i n a t a r i s 	 D e s t i n a t a i r e ( s ) 	 V i  t a k a n d i / v i  t a k e n d u r 	 D e s t i n a t a r i o ( s ) 	 @8<0B5;( 8) 	 D e s t i n a t  r i o ( s ) 	 P r i m a l a c ( o c i ) 	 ( B a ) m o a m o h e d i 	 ( M g a )   p a d a d a l h a n 	 R e c i p i e n t ( s ) 	 M a i   k a r b a 	 ( A w n ) o l  g b  	 ;CHK;0@
 
 S T R _ I D _ U M M S _ M A R K _ A S _ S E V E R A L 	 U M M S 	 I C O N T E X T 	 M a r k   S e v e r a l   m e n u   o p t i o n 	 M a r k   s e v e r a l 	 jYP	 hY*N	 !2#L+%2"#2"2#	 M a r c a r   v a r i o s 	 M a r q u e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 K1@0BL  =5A:>;L:>	 C o n t r a s s e g n a   a l c u n i   	 H69  9D'E'*  D#4J'!  9/J/)	 M a r c a r   v  r i o s 	 B i r d e n   f a z l a   i _a r e t l e 	  n h   d u   n h i u 	 T a n d a i   b e b e r a p a 	 T a n d a   b e b e r a p a 	 	(	G		  	K	  .	>	0	M		  	0	G			 	 	 	 T  b b   k i j e l  l  s e 	 	 	 	 D i v e r s e   m a r k e r e n 	 	 	 M a r c a r e   m a i   m u l ci 	 	 	   	 	 	 9D'E*0'1I  F/EH1/	 	 	 						  							  					 	 	 	 	 	 	 	 	 M e r k   v e r s k e i e 	 	 	 	 	 	 	 	 	 S h e n o   d i s a 	 				  							  				 B i r   n e  Ys i n i   i _a r Yl Y	 j:yY	 M a r c a  n   m o l t s 	 C o c h e r   p l u s i e u r s 	 M e r k j a   n o k k u r 	 M a r c a r   v a r i o s 	 7=0G8  =5:>;:C	 M a r c a r   v  r i o s 	 O z n a 
i   n e k o l i k o 	 T s h w a y a   e   m m a l w a 	 M a r k a h a n   a n g   i l a n 	 M a r k   s e v e r a l 	 A   y i   a l a m u   d a   y a w a 	 S  m  s    p  p  	 V@=5H5CV=  15;3V;5C
 
 S T R _ I D _ U M M S _ N U M _ O F _ R E C E P I E N T 	 U M M S 	 U N L I M 	 T o   D i s p l a y   t h e   n u m b e r   o f   r e c e p i e n t   i n   M M S   r e c e i v e d 	 N u m b e r   o f   r e c i p i e n t s : 	 6eNNxev	 6eNNpev	 3'-9I#1: 	 C a n t i d a d   d e   r e c e p t o r e s :   	 N o m b r e   d e   d e s t i n a t a i r e ( s )   : 	 A n z a h l   d e r   E m p f  n g e r : 	 ><5@  ?>;CG0B5;O( 59) : 	 N u m e r o   d i   d e s t i n a t a r i : 	 9//  'DE13D  %DJGE: 	 N  m e r o   d e   d e s t i n a t  r i o ( s ) : 	 A l 1c 1  s a y 1s 1: 	 S   n g i   n h n : 	 J u m l a h   p e n e r i m a : 	 J u m l a h   P e n e r i m a : 	 *	M	0	>	*	M	$		0	M	$	>			  	@	  8			M	/	>			 	 	 	 C  m z e t t e k   s z  m a : 	 	 	 	 A a n t a l   o n t v a n g e r s : 	 	 	 N u m r   d e s t i n a t a r i : 	 	 	   : 	 	 	 *9/'/  1F/'F: 	 	 	 								  						: 	 	 	 	 	 	 	 	 	 A a n t a l   o n t v a n g e r :   	 	 	 	 	 	 	 	 	 N u m r i   I   m a r r e s v e : 	 												( 				) 	  						: 	 Q Yb u l   e d Yn l Yr i n   s a y 1	 6eNNxev	 N o m b r e   d e   d e s t i n a t a r i s : 	 N o m b r e   d e   d e s t i n a t a i r e s  : 	 F j  l d i   v i  t a k e n d a : 	 C a n t i d a d   d e   d e s t i n a t a r i o s : 	 @>X  =0  ?@8<0B5;8: 	 N  m e r o   d e   d e s t i n a t  r i o s : 	 B r o j   p r i m a l a c a : 	 P a l o   y a   b a a m o h e d i : 	 D a m i   n g   m g a   p a d a d a l h a n : 	 N u m b e r   o f   r e c i p i e n t s : 	 L a m b a   n a   m a s u   k a r b a 	 N m b a   a w n   o l  g b  : 	 ;CHK;0@  A0=K: 
 
 S T R _ I D _ U M M S _ R E S T R I C T E D _ M O D E _ M S G _ S I Z E _ E X C E E D 	 U M M S 	 P O P U P 	 T h e   c u r r e n t   m s g   s i z e   e x c e e d s   t h e   s i z e   l i m i t a t i o n   o f   r e s t r i c t e d   m o d e 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d s 	 }/!j_P6R
o`'Y\]T
NP	 !j_P6ROo`'Y\]
NP	 B+!2#*#I2  2I-'2!C+
H@4D	 M o d o   d e   c r e a c i  n ,   s e   s o b r e p a s    e l   t a m a  o   d e l   m e n s a j e 	 M o d e   c r  a t i o n ,   t a i l l e   d u   m e s s a g e   t r o p   i m p o r t a n t e 	 E r s t e l l u n g s m o d u s ,   M i t t e i l u n g s g r   e    b e r s c h r i t t e n 	  07<5@  A>>1I5=8O  ?@52KH5=	 C r e a z i o n e   m o d a l i t  ,   f i l e   t r o p p o   g r a n d e 	 H69  'D%F4'!  -,E  'D13'D)  A'B  'D-/	 M o d o   r e s t r i t o ,   t a m a n h o   d e   m e n s a g e m   e x c e d i d o 	 O l u _t u r m a   m o d u ,   m e s a j   b o y u t u   a _1l d 1	 C h     s a   b   h n   c h ,   c   t i n   n h n      t   n   n g n g   g i i   h n 	 M o d u s   p e m b u a t a n ,   u k u r a n   p e s a n   t e r l a m p a u i 	 M o d   m e n c i p t a ,   s a i z   m e s e j   d i l a m p a u i 	 	M	0	?		6	(	  .	K	!	,   8		&	G	6	  		>	0	  8	@	.	>	  8	.	>	*	M	$		 	 	 	 L  t r e h o z  s   m  d ,    z e n e t m  r e t   t  l l  p v e 	 	 	 	 C r e a t i e m o d u s ,   b e r i c h t g r o o t t e   o v e r s c h r e d e n 	 	 	 M o d   c r e a r e ,   a ci   d e p _i t   d i m e n s i u n e a   m e s a j u l u i 	 	 	   ,       	 	 	 -'D*  'J,'/  *,'H2  '2  'F/'2G  ~J'E	 	 	 								    					  			,   							  				  							  						 	 	 	 	 	 	 	 	 S k e p p i n g s m o d u s ,   b o o d s k a p g r o o t t e   o o r s k r y 	 	 	 	 	 	 	 	 	 M e n y r a   e   k r i j i m i t ,   m a d h e s i a   e   m e s a z h i t   u   t e j k a l u a 	 									  			,   						  					  				  						  						 Y a r a d 1l m a   r e j i m i ,   m e s a j 1n    l   s    h Yd d Yn   a r t 1q   b  y  k d  r 	 uRe!j_
o`'Y\N	 M o d e   d e   c r e a c i  ,   m i d a   d e   m i s s a t g e   e x c e s s i v a   	 M o d e   d e   c r  a t i o n ,   t a i l l e   d u   m e s s a g e   d  p a s s  e 	 T a k m  r k u n .   H  m a r k s s t  r    s k i l a b o  a   e r   n     	 M o d o   d e   c r e a c i  n ,   t a m a  o   d e   m e n s a j e   e x c e d i d o 	  568<  =0  :@58@0Z5,   3>;5<8=0B0  =0  ?>@0:0B0  5  =04<8=0B0	 M o d o   d e   c r i a   o ,   e x c e d e   t a m a n h o   d a   m e n s a g e m 	 R e ~i m   k r e i r a n j a ,   v e l i 
i n a   p o r u k e   p r e m a ae n a 	 M o k g w a   w a   h o   t h e h a ,   s a e s e   y a   m o l a e t s a   e   t l o t s e   m o e d i 	 M o d a   n g   p a g l i k h a ,   l a g p a s   a n g   l a k i   n g   m e n s a h e 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d e d 	 G i r m a n   s a k o   n a   w u r i n   n a   h a l i t e   t a   k u r e 	 I p    c c d  ,   t i   k j     w  n    f i r a n c  t    p    j  	 0A0C  :9V,   E010@  ;H5<V=5=  0AK?  :5BBV
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L 	 U M M S 	 P O P U P 	 F a i l 	 F a i l 	 1YWe	 1Y%	 %I!@+%'	 F a l l  	 E c h e c 	 F e h l g e s c h l a g e n 	 !1>9	 F a l l i t o 	 A'4D	 F a l h o u 	 B a _a r 1s 1z   	 T h t   b i 	 G a g a l 	 G a g a l 	 	8	+	2		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 E _e c 	 	 	 	 	 	 F'EHAB  (H/	 	 	 					 
8
+
2
	 	 1V9	 





	 	 K u h l u l e k i l e 	 I p h a n z i l e   	 I m e s h i n d w a 	 O n s u k s e s v o l 	 N e p a v y k o 	 N e i z d e v s 	 N u r j u m i n e 	 Aamxrxt	     	 E r o a r e 	 *
0
>

/

	 +G2	 D e s h t o i 	 					 B a _  t u t m a d 1	 1YWe	 E r r o r 	  c h o u e 	 M i s t  k s t 	 F a l l a 	 5CA?5H=>	 F a l h a 	 N i j e   u s p e l o 	 H l o l e h i l e 	 H i n d i   n a g t a g u m p a y 	 F a i l 	 F a s s a 	 K  n  	 !BAV7
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ I N C A L L 	 U M M S 	 P O P U P 	 F a i l   I n   C a l l 	 F a i l   i n   c a l l 	 ݋1YWe	 q1Y%	 %I!@+%'C2#B#	 F a l l o   e n   l a   l l a m a d a 	 E c h e c   e n   a p p e l 	 F e h l e r   b e i m   A n r u f 	 !1>9  2K7>20	 F a l l i t o   i n   c h i a m a t a 	 A4D  AJ  EC'DE)  'DH'1/)	 F a l h a   e m   c h a m a d a 	 A r a m a   b a _a r 1s 1z   	 a n g    m   t h o i ,   t h t   b i 	 G a g a l   s a a t   d a l a m   p a n g g i l a n 	 G a g a l   d a l a m   p a n g g i l a n 	 	I	2	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   a   h  v  s b a n 	 	 	 	 M i s l u k t   i n   o p r o e p 	 	 	 A p e l a r e a   n u   a   r e u _i t 	 	 	     	 	 	 F'EHAB  (H/  /1  -'D  *E'3	 	   	 			  					 
>
q
2
  
8
+
2
	 	 1V9  ?V4  G0A  28:;8:C	 





  





	   	 H l u l e k a   o c i n g w e n i 	 I p h a n z i l e   e k u f o w n i e n i 	 I m e s h i n d w a   k w a   s i m u 	 O n s u k s e s v o l   t y d e n s   o p r o e p 	 N e p a v y k o   s k a m b i n a n t 	 N e v e i k s m e   z v a n o t 	 K  n e   n u r j u m i n e 	 ?avyk  qamxrxt	     	 A p e l a r e a   n u   a   r e u _i t 	 
K
3
M

   *
0
>

/

	 2  0?,>0G  +G2  9G2>	 D e s h t o i   g j a t e   t h i r r j e s 	 		  				  					 Z Yn g   b a _  t u t m a d 1	 q1YWe	 E r r o r   a   t r u c a d a 	 A p p e l    c h o u  	 M i s t  k s t      s  m t a l i 	 F a l l a   a l   l l a m a r 	 5CA?5H5=  ?>28:	 F a l h a   n a   c h a m a d a 	 P o z i v a n j e   n i j e   u s p e l o 	 E   h l o l e h i l e   m o h a l e n g 	 H i n d i   n a g t a g u m p a y   s a   p a g t a w a g 	 F a i l   i n   c a l l 	 F a s s a   a   k i r a 	  k  n     p  	 !BAV7  >K@0C  H0;C  
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ N O T _ R E A D Y 	 U M M S 	 P O P U P 	 N o t   R e a d y 	 N o t   r e a d y 	 *g1\}	 *g1\~	 D!H#I-!	 N o   e s t    l i s t o 	 P a s   e n c o r e   p r  t 	 N i c h t   b e r e i t 	 5  3>B>2>	 N o n   p r o n t o 	 :J1  E3*9/	 N  o   e s t    p r e p a r a d o 	 H a z 1r   d e i l   	 C h a   s n   s  n g 	 B e l u m   s i a p 	 B e l u m   b e r s e d i a 	 $	H	/	>	0	  (	9	@			 	 	 	 N i n c s   k  s z 	 	 	 	 N i e t   g e r e e d 	 	 	 D i s p o z i t i v u l   n u   e s t e   p r e g t i t 	 	 	   	 	 	 "E'/G  F3*	 	 	 				  			   $
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
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  (
9
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	 	 5  3>B>289	 




  


	 	 A k u k a l u n g i 	 A y i k a l u n g e l i 	 S i o   t a y a r i 	 N i e   g e r e e d   n i e 	 N e p a r e n g t a 	 N a v   g a t a v s 	 P o l e   v a l m i s 	 Jaa}  yg	     	 D i s p o z i t i v u l   n u   e s t e   p r e g t i t 	 $
/
>
1
2
M
2
	 *M08M$A$  (A9G	 N u k   e s h t e   g a t i 	 				  				 H a z 1r   d e y i l 	 *gnP}Y	 N o   e s t    a   p u n t 	 P a s   p r  t 	 E k k i   r e i  u b  i  	 N o   l i s t o 	 5  5  ?>43>B25=>	 N  o   p r o n t o 	 N i j e   s p r e m n o 	 H a   e s o   l o k e 	 H i n d i   h a n d a 	 N o t   r e a d y 	 B a b u   s h i r i 	 K    t  i   ce t  n 	 09K=  5<5A
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ B U S Y 	 U M M S 	 P O P U P 	 F a i l   :   B u s y 	 F a i l : b u s y 	 1YWe_x	 1Y%_x	 %I!@+%'D!H'H2	 F a l l    o c u p a d o 	 E c h e c   o c c u p  	 F e h l e r   a u s g e l a s t e t 	 !1>9  ( 70=OB>) 	 F a l l i t o   o c c u p a t o 	 E4:HD	 F a l h a   o c u p a d o 	 B a _a r 1s 1z   m e _g  l   	 B n 	 G a g a l :   s i b u k 	 G a g a l   s i b u k 	 	8	+	2	  5	M	/	8	M	$		 	 	 	 S i k e r t e l e n ,   f o g l a l t 	 	 	 	 M i s l u k t ,   b e z e t 	 	 	 U t i l i z a t o r   o c u p a t 	 	 	   	 	 	 F'EHAB  (H/  '4:'D  '3*	 	     	 						  					 
8
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  5
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
8
$
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	 .   	 H l u l e k a   u b h i z i 	 I x a k a k i l e   i p h a n z i l e 	 I m e s h i n d w a   s h u g h u l i 	 B e s i g   o n s u k s e s v o l 	 N e p a v y k o ,   n e s   u ~i m t a 	 N e v e i k s m e ,   a i z Fe m t s 	 N u r j u s   ( h  i v a t u d ) 	 Vaulh  fbar~an  g	   :   	 U t i l i z a t o r   o c u p a t 	 *
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 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ M A X _ M S G _ N U M _ R E A C H E D 	 U M M S 	 P O P U P 	 M a x i m u m   N u m b e r   o f   M M S   R e a c h e d 	 M a x i m u m   n u m b e r   o f   M M S   r e a c h e d 	 YZԚ
o`F{xe]T
NP	 i_O{pe]
NP	 63'  M M S   *9*8	 C a n t i d a d   m  x i m a   d e   M M S   a l c a n z a d a   	 N o m b r e   m a x   d e   M M S   a t t e i n t 	 M a x i m a l e   A n z a h l   a n   M M S   e r r e i c h t 	 >AB83=CB  ?@545;  :>;8G5AB20  M M S 	 M a s s i m o   n u m e r o   d i   M M S   r a g g i u n t o 	 9//  13'&D  (D:*  'DJ  'D-/  'D'B5J	 A t i n g i d o   n  m e r o   m  x i m o   d e   M M S 	 M a k s i m u m   M M S   s a y 1s 1n a   u l a _1l d 1  	 n   n g n g   t i   a   c a   t i n   n h n 	 J u m l a h   m a k s i m u m   M M S   t e r c a p a i 	 B i l a n g a n   M M S   m a k s i m u m   d i c a p a i 	 M M S   	@	  8			M	/	>	  	'	?		$	.	  9	K	  	A		@	  9	H		 	 	 	 E l  r t e   a z   M M S - e k   m a x i m  l i s   s z  m  t 	 	 	 	 M a x i m a a l   a a n t a l   M M S - b e r i c h t e n   b e r e i k t 	 	 	 A ci   a t i n s   n u m r u l   m a x i m   d e   m e s a j e   M M S 	 	 	   '     - M M S   ' 	 	 	 (G  -/'+1  *9/'/  M M S   13/	 	       	 M M S - 		  								  								  					  					 M M S   &
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i u s 	 S a s n i e g t s   m a k s i m l a i s   M M S   s k a i t s 	 O l e d   j  u d n u d   M M S - i d e   m a k s i m u m a r v u n i 	 @a}el  g  M M S - ek  a|a~elacxuv  avaokv: 	     M M S -       	 A ci   a t i n s   n u m r u l   m a x i m   d e   m e s a j e   M M S 	 M M S   *
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o`xev]T
NP	 S ' h a   a s s o l i t   e l   n o m b r e   m  x i m   d  M M S 	 N o m b r e   m a x i m u m   d e   M M S   a t t e i n t 	 H  m a r k s f j  l d a   M M S   e r   n   	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   d e   M M S 	 >AB83=0B  5  <0:A8<0;5=  1@>X  =0  M M S   ?>@0:8	 N  m e r o   m  x i m o   d e   M M S   a t i n g i d o 	 P o s t i g n u t   m a k s i m a l n i   b r o j   M M S - a 	 M o e d i   o   h o d i m o   w a   M M S   o   f i h l e t s w e 	 N a a b o t   a n g   p i n a k a m a r a m i n g   m a a a r i n g   M M S 	 M a x i m u m   n u m b e r   o f   M M S   r e a c h e d 	 L a m b a   n a   M M S   t a   k a i   g i r m a n s a 	 T i   d     p i n   n m b a   M M S   t    p    j  	 M M S   65B5BV=  5  :?  A0=
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ M A X _ M S G _ S I Z E _ R E A C H E D 	 U M M S 	 P O P U P 	 M a x i m u m   S i z e   R e a c h e d 	 M a x i m u m   s i z e   r e a c h e d 	 
o`N'Y	 o`Ǐ'Y	 62*9*8	 T a m a  o   m  x i m o   a l c a n z a d o 	 T a i l l e   m a x   a t t e i n t e 	 M a x i m a l e   G r   e   e r r e i c h t 	 >AB83=CB  ?@545;  @07<5@0	 M a s s i m a   d i m e n s i o n e   r a g g i u n t a 	 'D-,E  C(J1  ,/'	 A t i n g i d o   t a m a n h o   m  x i m o 	 M a k s i m u m   b o y u t a   u l a _1l d 1  	 T i n   n h n   q u    l n 	 U k u r a n   m a k s i m u m   t e r c a p a i 	 S a i z   m a k s i m u m   d i c a p a i 	 	'	?		$	.	  		>	0	  9	K	  	A		>	  9	H		 	 	 	 A   m a x i m  l i s   m  r e t e   e l  r v e 	 	 	 	 M a x i m a l e   g r o o t t e   b e r e i k t 	 	 	 A ci   a t i n s   d i m e n s i u n e a   m a x i m 	 	 	     ' 	 	 	 (G  -/'+1  'F/'2G  13/	 	     	 								  					  					  					 5
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	     	 U s a y i z i   o m k h u l u   w o k u g c i n a   k u f i n y e l e l w e   k u w o 	 U b u n g a k a n a n i   o b u k h u l u   b u f i k e l e l w e 	 S a i z i   y a   u p e o   i m e f i k i w a 	 M a k s i m u m   g r o o t t e   b e r e i k 	 P a s i e k t a s   m a k s .   d y d i s 	 S a s n i e g t s   m a k s i m l a i s   a p j o m s 	 O l e d   j  u d n u d   m a x   l u b a t u d   m a h u n i 	 @a}el  g  a|a~elacxuv  avaokv	       	 A ci   a t i n s   d i m e n s i u n e a   m a x i m 	 *
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NP	 S  h a   a s s o l i t   l a   m i d a   m  x i m a 	 T a i l l e   m a x i m a l e   a t t e i n t e 	 H  m a r k s s t  r    n   	 S e   a l c a n z    e l   t a m a  o   m  x i m o 	 >AB83=0B0  5  <0:A8<0;=0  3>;5<8=0	 T a m a n h o   m  x i m o   e x c e d i d o 	 P o s t i g n u t a   m a k s i m a l n a   v e l i 
i n a 	 M o e d i   w a   s a e s e   o   f i h l e t s w e 	 N a a b o t   a n g   p i n a k a m a l a k i n g   l a k i 	 M a x i m u m   s i z e   r e a c h e d 	 G i r m a n s a   t a   k a i 	 T i   d     p i n   t    p    j  	   :?  ;H5<35  65BBV
 
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N0RjHh	 ~b
N0ReN	 D!HD%L	 A r c h i v o   n o   e n c o n t r a d o 	 F i c h i e r   n o n   t r o u v  	 D a t e i   n i c h t   g e f u n d e n 	 $09;  =5  =0945=	 F i l e   n o n   t r o v a t o 	 DE  J(-+  EDA	 F i c h e i r o   n  o   e n c o n t r a d o 	 D o s y a   b u l u n a m a d 1  	 K h  n g   t  m   t h y   t p 	 F i l e   t i d a k   d i t e m u k a n 	 F a i l   t i d a k   d \ t e m u i 	 +	>		2	  (	9	@		  .	?	2	@		 	 	 	 A   f  j l   n e m   t a l  l h a t  	 	 	 	 B e s t a n d   n i e t   g e v o n d e n 	 	 	 F i _i e r u l   n u   a   f o s t   g s i t 	 	 	     	 	 	 A'D  'A*  F4/	 	   	 				  					  			  			 +
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	   	 I f a y e l a   a l i t h o l w a n g a 	 i f a y i l e   a y i f u n y e n w a n g a 	 F a i l i   h a i p a t i k a n i 	 L  e r   n i e   g e v i n d   n i e 	 N e r a s t a s   f a i l a s 	 F a i l s   n a v   a t r a s t s 	 F a i l i   e i   l e i t u d 	 Vaulh  yk  pauvabe~el	     	 F i _i e r u l   n u   a   f o s t   g s i t 	 +
/
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	 +>2  .?3?2>  (>9?	 D o k u m e n t i   n u k   u   g j e t 	 				  				  		' 		 F a y l   t a p 1l m a y 1b 	 ~b
N0RjHh	 N o   s ' h a   t r o b a t   e l   f i t x e r 	 F i c h i e r   i n t r o u v a b l e 	 S k r  i n   f i n n s t   e k k i 	 N o   s e   e n c o n t r    e l   a r c h i v o 	 0B>B5:0B0  =5  5  ?@>=0X45=0	 A r q u i v o   n  o   e n c o n t r a d o 	 F a j l   n i j e   p r o n a e n 	 F a e l e   h a   e   a   f u m a n w a 	 H i n d i   n a h a n a p   a n g   f i l e 	 F i l e   n o t   f o u n d 	 B a  a   s a m u   s h a f i   b a 	 K    r    f a i l i 	 $09;  B01K;<04K
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ F I L E _ C O R R U P T E D 	 U M M S 	 P O P U P 	 F i l e   C o r r u p t e d 	 F i l e   c o r r u p t e d 	 jHh
dk	 eN_ck	 D%L@*5"	 A r c h i v o   c o r r u p t o 	 F i c h i e r   c o r r o m p u 	 D a t e i   v e r f  l s c h t 	 $09;  ?>2@5645=	 F i l e   c o r r o t t o 	 'DEDA  E.31	 F i c h e i r o   c o r r o m p i d o 	 D o s y a   b o z u l d u   	 T p   l i 	 F i l e   r u s a k 	 F a i l   r o s a k 	 +	>		2	  	0	>	,	  9	K	  			 	 	 	 S  r  l t   f  j l 	 	 	 	 B e s t a n d   c o r r u p t 	 	 	 F i _i e r   d e t e r i o r a t 	 	 	   	 	 	 A'D  .1'(  '3*	 	   	 				  					 +
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	   	 I f a y e l a   l o n a k e l e 	 i f a y l e   y o n a k a l i s i w e 	 F a i l i   i m e h a r i b i k a 	 L  e r   k o r r u p 	 F a i l a s   i ak r a i p y t a s 	 F a i l s   b o j t s 	 F a i l   r i k u t u d 	 Vaulh  ~va}~an  g	   	 F i _i e r   d e t e r i o r a t 	 +
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 	 +>2  $M0A?/AM$	 D o k u m e n t i   u   k o r r u p t u a 	 				  						 F a y l   k o r l a n 1b 	 jHhS
d	 F i t x e r   m a l m  s 	 F i c h i e r   c o r r o m p u 	 G  l l u    s k r  	 A r c h i v o   d a  a d o 	 0B>B5:0B0  5  @0A8?0=0	 A r q u i v o   c o r r o m p i d o 	 F a j l   o at e e n 	 F a e l e   e   s e n y e h i l e 	 N a s i r a   a n g   f i l e 	 F i l e   c o r r u p t e d 	 S h a f i   t a   l a l a c e 	 F a i l i   t i   b  j 	 $09;  1;V=35=. 	 	 	 	 	 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ F I L E _ I N _ U S E 	 U M M S 	 P O P U P 	 F i l e   I n   U s e 	 M e s s a g e   i n   u s e 	 
o`O(u-N	 Oo`O(u-N	 I-'2!C
I2-"9H	 M e n s a j e   e n   u s o 	 F i c h i e r   u t i l i s  	 M i t t e i l u n g   w i r d   v e r w e n d e t 	 $09;  8A?>;L7C5BAO	 F i l e   i n   u s o 	 'D13'D)  BJ/  'D'3*./'E	 M e n s a g e m   e m   u t i l i z a   o 	 0l e t i   k u l l a n 1m d a 	 T i n   n h n   a n g   d  n g 	 P e s a n   d i g u n a k a n 	 M e s e j   s e d a n g   d i g u n a 	 +	>		2	  	8	M	$	G	.	>	2	  .	G		  9	H		 	 	 	  z e n e t   h a s z n  l a t b a n 	 	 	 	 B e r i c h t   i n   g e b r u i k 	 	 	 M e s a j u l   e s t e   d e j a   u t i l i z a t 	 	 	   	 	 	 ~'E  EH1/  '3*A'/G  '3*	 	     	   		  						  							  					  	 
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	   	 I f a y e l a   l i y a s e t s h e n z i s w a 	 I f a y l e   i y a s e b e n z a   	 F a i n i   i n a y o t u m i k a 	 B o o d s k a p   i n   g e b r u i k 	 F a i l a s   n a u d o j a m a s 	 F a i l s   i r   l i e t o aa n 	 F a i l   k a s u t u s e l 	 Vaulh  cacxn~xt  g	   	 F i _i e r u l   e s t e   d e j a   u t i l i z a t 	 +
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 	 +>2  ,M_,9>00G  ?	 D o k u m e n t i   n e   p e r d o r i m 	 				  									 M e s a j   i s t i f a d Y  o l u n u r 	 
o`O(u-N	 M i s s a t g e   e n    s 	 M e s s a g e   e n   c o u r s   d  u t i l i s a t i o n 	 S k i l a b o       n o t k u n 	 M e n s a j e   e n   u s o 	 >@0:0B0  5  2>  C?>B@510	 M e n s a g e m   e m   u s o 	 P o r u k a   u   u p o t r e b i 	 M o l a e t s a   o   t s h e b e t s o n g 	 G i n a g a m i t   a n g   m e n s a h e 	 M e s s a g e   i n   u s e 	 s a k o   y a n a   c i k i n   a i k i 	  f i r a n c  t i   o   w    n i   l  l  	 0940;0=C40K  E010@	 	 	 	 	 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ F I L E _ I O 	 U M M S 	 P O P U P 	 F i l e   I O   E r r o r 	 F i l e   I O   e r r o r 	 jHhX[S1YWe	 eNX[S1Y%	 I O   D%L4%2	 E r r o r   d e   E / S   e n   a r c h i v o   	 E r r e u r   E S   f i c h i e r 	 D a t e i - E / A - F e h l e r 	 H81:0  D09;>2>3>  22>40- 2K2>40	 E r r o r e   I O   f i l e 	 A4D  AJ  -A8  'DEDA	 E r r o   I / O   d e   f i c h e i r o 	 D o s y a   I O   h a t a s 1  	 T r u y   c p   t p   l i 	 K e s a l a h a n   p a d a   f i l e   I O 	 R a l a t   I O   f a i l 	 +	>		2	  I O   $	M	0	A		?		 	 	 	 F  j l   I O   h i b a 	 	 	 	 F o u t   b i j   b e s t a n d - I O 	 	 	 E r o a r e   I O   l a   f i _i e r 	 	 	   /   	 	 	 .7'  I O   A'D	 	   I O   	 				  							 +
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	   I O   	 I p h u t h a   l e - f a y e l a   I O 	 I m p a z a m o   y e f a y l e   y e - I O 	 H i t i l a f u   y a   I O   y a   f a i l i 	 F o u t   m e t   L  e r - I O 	 F a i l o   I O   k l a i d a 	 F a i l a   I O   k <kd a 	 F a i l i   I O   t  r g e 	 Vaulk  F/ 1  }mal	   I O   	 E r o a r e   I O   l a   f i _i e r 	 +
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 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ U N S U P P O R T _ C O N T E N T 	 U M M S 	 P O P U P 	 U n s u p p o r t e d   C o n t e n t 	 U n s u p p o r t e d   c o n t e n t 	 
N/ecvgQ[	 
N/ecvQ[	 @7I-+25HD!H*1*8	 C o n t e n i d o   n o   s o p o r t a d o   	 C o n t e n u   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   I n h a l t 	 !>45@68<>5  =5  ?>445@68205BAO	 C o n t e n u t o   n o n   s u p p o r t a t o 	 E-*HJ'*  :J1  E/9E	 C o n t e  d o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   i  e r i k   	 K h  n g   h   t r     n i   d u n g 	 K o n t e n   t i d a k   d i d u k u n g 	 K a n d u n g a n   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  			G				 	 	 	 N e m   t  m o g a t o t t   t a r t a l o m 	 	 	 	 I n h o u d   n i e t   o n d e r s t e u n d 	 	 	 C o n ci n u t   n e a c c e p t a t 	 	 	     	 	 	 E-*H'  ~4*('F  F4/G	 	   	 								  										 
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	   	 O k u q u k e t h w e   a k u s a p h o t h i w e 	 I s i q u l a t h o   e s i n g a x h a s w a n g a 	 Y a l i y o m o   y a s i o k u b a l i w a 	 O n o n d e r s t e u n d e   i n h o u d 	 N e p a l a i k o m a s   t u r i n y s 	 S a t u r s   n e t i e k   a t b a l s t +t s 	 T o e t u s e t a   s i s u 	 1vpataerelk  zaxvaoxiuxv	   	 C o n ci n u t   n e a c c e p t a t 	 *
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	 8.0M%?$  8B@	 P e r m b a j t j e   e   p a m b e s h t e t u r 	 								  								 D Ys t Yk l Yn m Yy Yn   t Yr k i b 	 
N/ecvgQ[	 C o n t i n g u t   n o   c o m p a t i b l e 	 C o n t e n u   n o n   p r i s   e n   c h a r g e 	  s t u t t   e f n i 	 C o n t e n i d o   n o   c o m p a t i b l e 	 5?>44@60=0  A>4@68=0	 C o n t e  d o   n  o   a c e i t o 	 S a d r ~a j   n i j e   p o d r ~a n 	 D i k a t e n g   h a   d i   t s h e h e t s w e 	 H i n d i   s u p o r t a d o n g   n i l a l a m a n 	 U n s u p p o r t e d   c o n t e n t 	 K o m a i   b a s   u   d a   g o y o n   b a y a 	  k   n    k    n i    t  l y  n 	 >;40CAK7  <07<=	 	 	 	 	 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ C O N N E C T _ E R R O R 	 U M M S 	 P O P U P 	 C o n n e c t   E r r o r 	 C o n n e c t   e r r o r 	 #P}1YWe	 ޏc1Y%	 @
7H-!H-4%2	 E r r o r   d e   c o n e x i  n 	 E r r e u r   d e   c o n n e x i o n 	 V e r b i n d u n g s f e h l e r 	 H81:0  ?>4:;NG5=8O	 E r r o r e   c o n n e s s i o n e 	 A4D  AJ  'D'*5'D	 E r r o   d e   l i g a   o 	 B a l a n t 1  h a t a s 1  	 K t   n i   t h t   b i 	 K e s a l a h a n   p a d a   s a m b u n g a n 	 R a l a t   s a m b u n g 	 	(	G		M		  $	M	0	A		?		 	 	 	 C s a t l a k o z  s i   h i b a 	 	 	 	 F o u t   i n   i n h o u d 	 	 	 E r o a r e   d e   c o n e x i u n e 	 	 	   	 	 	 .7'  E-*H'	 	   	 						  							 
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	   	 I p h u t h a   l o k u x h u m a 	 Q h a g a m s h e l a   I m p a z a m o 	 H i t i l a f u   y a   u n g a n i s h o 	 V e r b i n d i n g s f o u t 	 P r i j u n g i m o   k l a i d a 	 S a v i e n o j u m a   k <kd a 	 T  r g e    h e n d u m i s e l 	 Dkatav  }mal	   	 E r o a r e   d e   c o n e x i u n e 	 
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 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ S E R V E R _ T I M E O U T 	 U M M S 	 P O P U P 	 S e r v e r   T i m e o u t 	 S e r v e r   t i m e o u t 	 :O
ghVag	 
gRhVag	 @4#L@'-#L@'%2+!	 V e n c i m i e n t o   d e   t i e m p o   d e   s e r v i d o r 	 E x p i r a t i o n   d u   s e r v e u r 	 S e r v e r - A u s z e i t 	 @5<O  >6840=8O  A5@25@0  8AB5:;>	 T i m e o u t   s e r v e r 	 E9/'*  'D./E)  AJ  .'1,  'DHB*	 L i g a   o   a o   s e r v i d o r   e x p i r o u 	 S  r  c    z a m a n   a _1m 1  	 M  y   p h c   v   q u    g i 	 W a k t u   s e r v e r   h a b i s 	 T a m a t   m a s a   p e l a y a n 	 8	0	M	5	0	  8	.	/	  8	.	>	*	M	$		 	 	 	 K i s z o l g  l    i d Qt  l l  p  s e 	 	 	 	 S e r v e r   t i m e o u t 	 	 	 T i m p u l   p e n t r u   s e r v e r   a   e x p i r a t 	 	 	     	 	 	 HBAG  31H1	 	   	 							  												 8
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ghV>Bf	 T e m p o r i t z a c i    d e   s e r v i d o r 	 D  l a i   d  a t t e n t e   d u   s e r v e u r 	 M i  l a r a t  m a   l o k i  	 T i e m p o   d e   e s p e r a   a g o t a d o   d e l   s e r v i d o r 	 @5<5=A:>  >3@0=8GC20Z5  =0  A5@25@	 T e m p o   l i m i t e   d o   s e r v i d o r 	 T a j m a u t   s e r v e r a 	 P h e l o n a k o   y a   s e v a 	 T i m e o u t   n g   s e r v e r 	 S e r v e r   t i m e o u t 	 L o k a c i n   m a i   b a d a   h i d i m a   t a   w u c e 	  k  k    o l  p  n   d '  p i n 	 !5@25@  7V;VAV	 	 	 	 	 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ U S E R _ C A N C E L 	 U M M S 	 P O P U P 	 U s e r   C a n c e l 	 U s e r   c a n c e l 	 O(uSm	 O(uSm	 9IC
I"@%4	 C a n c e l a d o   p o r   e l   u s u a r i o 	 A n n u l    p a r   l ' u t i l i s a t e u r 	 B e n u t z e r a b b r u c h 	 B<5=5=>  ?>;L7>20B5;5<	 A n n u l l a m e n t o   u t e n t e 	 'D:'!  E3*./E	 C a n c e l a d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  i p t a l   	 H y   h   d  n g 	 P e n g g u n a   b a t a l 	 P e n g g u n a   b a t a l 	 /	B		<	0	  0	&	M	&		 	 	 	 F e l h a s z n  l     l t a l   m e g s z a k  t v a 	 	 	 	 D o o r   g e b r u i k e r   g e a n n u l e e r d 	 	 	 O p e r a ci e   a n u l a t   d e   u t i l i z a t o r 	 	 	   "   	 	 	 D:H  *H37  '1(1	 	   	 											  					 5
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  	   	 U m s e b e n z i s i   u y a k h a n s e l a 	 U m s e b e n z i s i   u r h o x i s i w e 	 M t u m i a j i   g h a i r i 	 D e u r   g e b r u i k e r   g e k a n s e l l e e r 	 N a u d o t o j a s   a t aa u k   	 L i e t o t j s   a t c l a 	 K a s u t a j a p o o l n e   t  h i s t a m i n e 	 Ieraoxt  c~xrk  oxrtk	   	 O p e r a ci e   a n u l a t   d e   u t i l i z a t o r 	 /
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 
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 
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 
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I2	 R e s u l t a d o   r e t r a s a d o 	 R  s u l t a t   d i f f  r  	 E r g e b n i s   v e r z  g e r t 	  57C;LB0BK  >B;>65=K	 R i s u l t a t o   r i t a r d a t o 	 E*#,1	 R e s u l t a d o   a t r a s a d o 	 S o n u    e r t e l e n d i   	 H o  n   l i 	 H a s i l   t e r l a m b a t 	 H a s i l   d i t u n d a 	 0	?		2	M		  5	?	2		,	?	$		 	 	 	 E r e d m  n y :   k  s  s 	 	 	 	 R e s u l t a a t   v e r t r a a g d 	 	 	 R e z u l t a t u l   a   f o s t   a m  n a t 	 	 	   	 	 	 F*,G  E9HB  E'F/	 	   	 						  							 (
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 
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	 +3>+3  >0?  0(M$A	 R e z u l t a t i   v a z h d o n 	 					  								 N Yt i c Y  d a v a m   e d i r 	 P}g|~~	 R e s u l t a t   c o n t i n u a 	 R  s u l t a t   c o n t i n u e r 	 N i  u r s t   u   h a l d i     f r a m 	 E l   r e s u l t a d o   c o n t i n  a 	  57C;B0B>B  ?@>4>;6C20	 C o n t i n u a   o   d e   r e s u l t a d o 	 R e z u l t a t   n a s t a v i 	 S e p h e t h o   s e   t s w e l a p e l e . 	 I p a g p a t u l o y   a n g   r e s u l t a 	 R e s u l t   c o n t i n u e 	 S a k a m a k o   n a   c i n   g a b a 	  b  j  d e   t  s  w  j  	 B865=V  60;0ACK	 E m a i t z a   j a r r a i t u 	 P a t u l o y   a n g   r e s u l t a 	 R e s u l t a d o   c o n t i n u o 	 R z t   g a a n i i h u 	 L e a n   a r   a g h a i d h   l e i s   a n   t o r a d h 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ M A X _ S L I D E _ N U M _ R E A C H E D 	 U M M S 	 P O P U P 	 M a x i m u m   S l i d e   N u m b e r   R e a c h e d 	 M a x i m u m   s l i d e   n u m b e r   r e a c h e d 	 bq_Gr5_xe
NP]T	 bq_Gr _pe
NP]	 63'*D%L*9*8	 C a n t i d a d   m  x i m a   d e   d i a p o s i t i v a s   a l c a n z a d a 	 N o m b r e   m a x   d e   d i a p o s   a t t e i n t 	 M a x i m a l e   D i a a n z a h l   e r r e i c h t 	 >AB83=CB  ?@545;  :>;8G5AB20  A;094>2	 N .   m a x .   d i   d i a p o s i t i v e   r a g g i u n t o 	 9//  'D5A-'*  (-/  #B5J	 A t i n g i d o   n  m e r o   m  x i m o   d e   d i a p o s i t i v o s 	 M a k s i m u m   s l a y t   s a y 1s 1n a   u l a _1l d 1  	 S   t r t      t   n   n g n g   c a o   n h t 	 J u m l a h   s l i d e   m a k s i m u m   t e r c a p a i 	 N o m b o r   s l a i d   m a k s i m u m   d i c a p a i 	 8	M	2	>		!	  	@	  	'	?		$	.	  8			M	/	>	  9	K	  	A		@	  9	H		 	 	 	 E l  r t e   a   d i  k   m a x i m  l i s   s z  m  t 	 	 	 	 M a x i m u m   a a n t a l   d i a ' s   b e r e i k t 	 	 	 A ci   a t i n s   n u m r u l   m a x i m   d e   d i a p o z i t i v e 	 	 	   '     ' 	 	 	 (G  -/'+1  *9/'/  '3D'/  13/	 	         	 								  						  								  					  					 5
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	       	 I n a n i   e l i k h u l u   l o k u g c i n a   l e z i l a y d i   k u f i n y e l e l w e   k u l o 	 I n o m b o l o   y e s l a y i d i   i f i k e l e l w e 	 N a m b a r i   y a   u p e o   w a   s l a i d i   i m e f i k i w a 	 M a k s i m u m   a a n t a l   s k y f i e s   b e r e i k 	 P a s i e k t a s   m a k s .   s k a i d r i s  s k a i 
i u s 	 S a s n i e g t s   m a k s i m l a i s   s l a i d u   s k a i t s 	 S l a i d i d e   m a x   l u b a t u d   a r v   o n   k  e s 	 @a}el  g  }laudek  a|a~elacxuv  avaokv	       	 A ci   a t i n s   n u m r u l   m a x i m   d e   d i a p o z i t i v e 	 *
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NP	 S  h a   a s s o l i t   e l   n o m b r e   m  x i m   d e   d i a p o s i t i v e s 	 N o m b r e   d e   p a g e s   m a x i m u m   a t t e i n t 	 H  m a r k s f j  l d a   s k y g g n a   e r   n   	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   d e   d i a p o s i t i v a s 	 >AB83=0B  5  <0:A8<0;5=  1@>X  =0  A;0X4>28	 N  m e r o   m  x i m o   d e   s l i d e   a t i n g i d o 	 P o s t i g n u t   m a k s i m a l n i   b r o j   s l a j d a 	 M o e d i   w a   p a l o   y a   d i - s l i d e   o   f i h l e t s w e 	 N a a b o t   a n g   p i n a k a m a r a m i n g   n u m e r o   n g   s l i d e 	 M a x i m u m   s l i d e   n u m b e r   r e a c h e d 	 I y a k a c i n   l a m b a   n a   w u r i n   d a r c e w a   t a   k a i 	 T i   d     p i n   n m b a    f  w  r  n h  n   t    p    j  	   :?  A;094  A0=K=0  65BBV	 D i a p o s i t i b e n   k o p u r u   b a i m e n d u a   g a i n d i t u   d a 	 N a a b o t   a n g   p i n a k a m a l a k i n g   n u m e r o   n g   s l i d e 	 M  x i m o   n  m e r o   d e   d i a p o s i t i v a s   a l c a n z a d o 	 E r u e l a   o g h e r e   n m b a   s l a i d   a c h r 	 U a s l  o n   n a   s l e a m h n  n   b a i n t e   a m a c h 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ M A X _ A T T A C H M E N T _ N U M _ R E A C H E D 	 U M M S 	 P O P U P 	 M a x i m u m   A t t a c h m e n t   R e a c h e d 	 M a x i m u m   a t t a c h m e n t   r e a c h e d 	 >Yjxev
NP]T	 9Ychpev
NP]	 63'D%LA*9*8	 A n e x o s   m  x i m o s   a l c a n z a d o s 	 N o m b r e   m a x   d  a t t a c h e m e n t s   a t t e i n t 	 M a x i m a l e n   A n h a n g   e r r e i c h t 	 >AB83=CB  ?@545;  2;>65=89	 N .   m a x .   d i   a l l e g a t i   r a g g i u n t o 	 'DE3H/'*  (-/  #B5J	 A t i n g i d o   m  x i m o   d e   a n e x o s 	 M a k s i m u m   e k e   u l a _1l d 1  	 S    n h   k  m      t   n   n g n g   c a o   n h t 	 L a m p i r a n   m a k s i m u m   t e r c a p a i 	 L a m p i r a n   m a k s i m u m   d i c a p a i 	 	'	?		$	.	  		H		.	G			  9	K	  	A		G	  9	H			 	 	 	 E l  r t e   a   m e l l  k l e t e k   m a x i m  l i s   s z  m  t 	 	 	 	 M a x i m a l e   b i j l a g e   b e r e i k t 	 	 	 A ci   a t i n s   n u m r u l   m a x i m   d e   a t a _a m e n t e 	 	 	   '     ' 	 	 	 (G  -/'+1  ~H3*  13/	 	     	 								  								  					  					 5
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	     	 I s i n a m a t h i s e l o   e s i k h u l u   s o k u g c i n a   k u f i n y e l e l w e   k u s o 	 U d i b a n i s o   o l u k h u l u   l u f i k e l e l w e 	 U p e o   w a   k i a m b a t a n i s h o   u m e f i k i w a 	 M a k s i m u m   a a n t a l   a a n h e g s e l s   b e r e i k 	 P a s i e k t a s   m a k s .   p r i e d s  s k a i 
i u s 	 S a s n i e g t s   m a k s i m l a i s   p i e s a i s t Fu   s k a i t s 	 M a n u s t e   m a x   l u b a t u d   a r v   o n   k  e s 	 @a}el  g  ok  bueovek  a|a~elacxuv  avaokv	       	 A ci   a t i n s   n u m r u l   m a x i m   d e   a t a _a m e n t e 	 *
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NP	 S  h a   a s s o l i t   e l   m  x i m   d  a d j u n t 	 N o m b r e   d e   p i  c e s   j o i n t e s   m a x i m u m   a t t e i n t 	 H  m a r k i   v i  h e n g j a   e r   n   	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   d e   a d j u n t o s 	 >AB83=0B  5  <0:A8<0;5=  1@>X  =0  ?@8;>78	 A n e x o   m  x i m o   e x c e d i d o 	 P o s t i g n u t   m a k s i m a l n i   a t a 
m e n t 	 M o d i   w a   s e p h u t h e l w a n a   o   f i h l e t s w e 	 N a a b o t   a n g   p i n a k a m a l a k i n g   a t t a c h m e n t 	 M a x i m u m   a t t a c h m e n t s   r e a c h e d 	 I y a k a n   h a d a w a   t a   k a i 	 T i   d     p i n    s o p  m   t    p    j  	   :?  BV@:5<535  65BBV	 B a i m e n d u t a k o   e r a n s k i n a k   g a i n d i t u   d i r a 	 N a a b o t   a n g   p i n a k a m a r a m i n g   a t t a c h m e n t 	 M  x i m o   d e   a n e x o s   a l c a n z a d o 	 E r u e l a   o g h e r e   n g b a k w n y w   a c h r 	 U a s l  o n   n a   g c e a n g a l t  n   b a i n t e   a m a c h 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ F O L D E R _ N O T _ F O U N D 	 U M M S 	 P O P U P 	 F o l d e r   N o t   F o u n d 	 F o l d e r   n o t   f o u n d 	 ~b
N0Rǌe>Y	 ~b
N0ReN9Y	 D!HB%@-#L	 N o   s e   e n c o n t r    l a   c a r p e t a   	 D o s s i e r   n o n   t r o u v  	 O r d n e r   n i c h t   g e f u n d e n 	 0?:0  =5  =0945=0	 C a r t e l l a   n o n   t r o v a t a 	 DE  J(-+  B'&E)	 P a s t a   n  o   e n c o n t r a d a 	 K l a s  r   b u l u n a m a d 1  	 K h  n g   t  m   t h y   m c   l c 	 F o l d e r   t i d a k   d i t e m u k a n 	 F o l d e r   t a k   d i t e m u i 	 +	>	2	M	!	0	  (	9	@		  .	?	2	>		 	 	 	 A   m a p p a   n e m   t a l  l h a t  	 	 	 	 M a p   n i e t   g e v o n d e n 	 	 	 F o l d e r u l   n u   a   f o s t   g s i t 	 	 	     	 	 	 ~H4G  'A*  F4/	 	   	 						  					  						 +
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N0ReN>Y	 N o   s ' h a   t r o b a t   l a   c a r p e t a 	 D o s s i e r   i n t r o u v a b l e 	 M a p p a   f i n n s t   e k k i 	 N o   s e   e n c o n t r    l a   c a r p e t a 	 0?:0B0  =5  5  ?@>=0X45=0	 P a s t a   n  o   e n c o n t r a d a 	 F o l d e r   n i j e   p r o n a e n 	 F o l d a r a   h a   e   a   f u m a n w a 	 H i n d i   n a h a n a p   a n g   f o l d e r 	 F o l d e r   n o t   f o u n d 	 B a  a   s a m u   j a k a n   f o l d a   b a 	 K    r     p  -  w  	 0;B0  B01K;<04K	 K a r p e t a   e z   d a   a u r k i t u 	 H i n d i   n a h a n a p   a n g   f o l d e r 	 C a r t a f o l   n o n   a t o p a d o 	 A h g h   f o l d a 	 N  o r   a i m s  o d h   a n   f i l l t e  n 
 
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N/ecvgQ[	 
N/ecvQ[	 @7I-+25HD!H*1*8	 C o n t e n i d o   n o   s o p o r t a d o   	 C o n t e n u   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   I n h a l t 	 !>45@68<>5  =5  ?>445@68205BAO	 C o n t e n u t o   n o n   s u p p o r t a t o 	 'DE-*HJ'*  :J1  E/9E	 C o n t e  d o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   i  e r i k   	 K h  n g   h   t r     n i   d u n g 	 K o n t e n   t i d a k   d i d u k u n g 	 K a n d u n g a n   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  			G				 	 	 	 N e m   t  m o g a t o t t   t a r t a l o m 	 	 	 	 I n h o u d   n i e t   o n d e r s t e u n d 	 	 	 C o n ci n u t   n e a c c e p t a t 	 	 	     	 	 	 E-*H'  ~4*('F  F4/G	 	   	 								  										 
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N/ecvgQ[	 C o n t i n g u t   n o   c o m p a t i b l e 	 C o n t e n u   n o n   p r i s   e n   c h a r g e 	  s t u t t   e f n i 	 C o n t e n i d o   n o   c o m p a t i b l e 	 5?>44@60=0  A>4@68=0	 C o n t e  d o   n  o   a c e i t o 	 S a d r ~a j   n i j e   p o d r ~a n 	 D i k a t e n g   h a   d i   t s h e h e t s w e 	 H i n d i   s u p o r t a d o n g   n i l a l a m a n 	 U n s u p p o r t e d   c o n t e n t 	 B a b u   g o y o   b a y a n   s a 	  k   n    k    n i    t  l y  n 	 >;40CAK7  <07<=	 	 	 	 	 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ C O M M _ C O N F I G _ E R R O R 	 U M M S 	 P O P U P 	 C o n f i g u r a t i o n   E r r o r 	 C o n f i g u r a t i o n   e r r o r 	 -[/	 [	 H2-4@-@#
1H4%2	 E r r o r   d e   c o n f i g u r a c i  n   	 E r r e u r   d e   c o n f i g u r a t i o n 	 K o n f i g u r a t i o n s f e h l e r 	 H81:0  :>=D83C@0F88	 E r r o r e   d i   c o n f i g u r a z i o n e 	 .7#  AJ  'D*H+JB	 E r r o   d e   c o n f i g u r a   o 	 Y a p 1l a n d 1r m a   h a t a s 1  	 C  i   t   l i 	 K e s a l a h a n   p a d a   k o n f i g u r a s i 	 R a l a t   k o n f i g u r a s i 	 	I	(	M	+	?		0	G	6	(	  $	M	0	A		?		 	 	 	 B e  l l  t  s i   h i b a 	 	 	 	 C o n f i g u r a t i e f o u t 	 	 	 E r o a r e   d e   c o n f i g u r a r e 	 	 	   	 	 	 .7'  ~1(F/	 	   	 						  							 "
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 	 (+?M_A0G8(  $M0A?	 G a b i m   I   p e r s h t a t j e s 	 												  							 K o n f i q u r a s i y a d a   s Yh v i 	 -n/	 E r r o r   d e   c o n f i g u r a c i  	 E r r e u r   d e   c o n f i g u r a t i o n 	 S t i l l i n g a r v i l l a 	 E r r o r   d e   c o n f i g u r a c i  n 	 @5H:0  2>  :>=D83C@0F8X0	 E r r o   d e   c o n f i g u r a   o 	 G r e ak a   u   k o n f i g u r a c i j i 	 P h o s o   y a   p h e t o l o 	 E r r o r   s a   k u m p i g u r a s y o n 	 C o n f i g u r a t i o n   e r r o r 	 S a k a   l a m b o b i   a k w a i   k u s k u r i 	  c ce    t  n t  	 "5H5;V<  0B5AV	 	 	 	 	 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ C O M M _ S E R V E R _ E R R O R 	 U M M S 	 P O P U P 	 S e r v e r   E r r o r 	 S e r v e r   e r r o r 	 :O
ghV/	 
gRhV	 @4#L@'-#L4%2	 E r r o r   d e   s e r v i d o r 	 E r r e u r   d e   s e r v e u r 	 S e r v e r f e h l e r 	 H81:0  A5@25@0	 E r r o r e   s e r v e r 	 .7#  AJ  'DE9/'*  'D./E)	 E r r o   n o   s e r v i d o r 	 S u n u c u   h a t a s 1	 M  y   p h c   v   l i 	 K e s a l a h a n   p a d a   s e r v e r 	 R a l a t   p e l a y a n 	 8	0	M	5	0	  $	M	0	A		?		 	 	 	 S z e r v e r h i b a 	 	 	 	 S e r v e r f o u t 	 	 	 E r o a r e   d e   s e r v e r 	 	 	   	 	 	 .7'  31H1	 	   	 							  							 8
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	   	 I p h u t h a   l e s e v a 	 I m p a z a m o   y e s e v a 	 H i t i l a f u   y a   s e v a 	 B e d i e n e r f o u t 	 S e r v e r i o   k l a i d a 	 S e r v e r a   k <kd a 	 S e r v e r i   t  r g e 	 Me~ek  }mal	   	 E r o a r e   d e   s e r v e r 	 8
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 	 80M-0  $M0A?	 G a b i m   I   n y j e s 	 							  							 S e r v e r d Y  s Yh v 	 :O
ghV/	 E r r o r   d e l   s e r v i d o r 	 E r r e u r   d u   s e r v e u r 	 M i  l a r a v i l l a 	 E r r o r   d e   s e r v i d o r 	 @5H:0  :0X  A5@25@>B	 E r r o   d e   s e r v i d o r 	 G r e ak a   u   s e r v e r u 	 P h o s o   y a   s e v a 	 E r r o r   s a   s e r v e r 	 S e r v e r   e r r o r 	 K u s k u r i n   m a h a d i 	  c ce   o l  p  n 	 !5@25@  0B5AV
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ C O M M _ S E R V I C E _ D E N I E D 	 U M M S 	 P O P U P 	 S e r v i c e   D e n i e d 	 S e r v i c e   d e n i e d 	 :O
ghVbU}	 
gRhVb~	 #42#94@*	 S e r v i c i o   d e n e g a d o 	 S e r v i c e   r e f u s  	 D i e n s t   v e r w e i g e r t 	 B:070=>  2  >1A;C6820=88	 S e r v i z i o   n e g a t o 	 E1AH6  (E9/'*  'D./E)	 S e r v i  o   n e g a d o 	 S e r v i s   e n g e l l e n d i   	 M  y   p h c   t   c h i 	 L a y a n a n   d i t o l a k 	 P e r k h i d m a t a n   d i t o l a k 	 8	G	5	>	  (	G	  	8	M	5	@		>	0	  	?	/	>		 	 	 	 S z o l g  l t a t  s   m e g t a g a d v a 	 	 	 	 D i e n s t   n i e t   t o e g e s t a a n 	 	 	 S e r v i c i u l   n u   e s t e   a c c e p t a t 	 	 	   	 	 	 ./E'*  1/  4/	 	   	 							  					 8
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	   	 I s e v i s i   i n q a t s h e l w e 	 I n k o n z o   y a l i w e 	 H u d u m a   h a i r u h u s i w i 	 D i e n s   g e w e i e r 	 P a s l a u g a   n e s u t e i k t a 	 P a k a l p o j u m s   a t t e i k t s 	 T e e n u s e s t   k e e l d u t i 	 >a|auxiuxvh  tej~an  g	   	 S e r v i c i u l   n u   a   f o s t   a c c e p t a t 	 8
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gR	 S e r v e i   r e b u t j a t 	 S e r v i c e   r e f u s  	  j  n u s t u   h a f n a  	 S e r v i c i o   d e n e g a d o 	 #A;C30B0  5  >4185=0	 S e r v i  o   r e c u s a d o 	 U s l u g a   o d b i j e n a 	 T s h e b e l e t s o   e   h a n n w e 	 T i n a n g g i h a n   n g   s e r b i s y o 	 S e r v i c e   d e n i e d 	 A n   h a n n a   h i d i m a 	 K    g b a   i c  l   y  	 K7<5B  6>
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ C O M M _ U N K N O W N _ A P N 	 U M M S 	 P O P U P 	 U n k n o w n   A p p l i c a t i o n 	 U n k n o w n   a p p l i c a t i o n 	 
Nfva(uz_	 
Nfv^(uz^	 B#A#!2#C
I25HD!H#9I1	 A p l i c a c i  n   d e s c o n o c i d a 	 A p p l i c a t i o n   i n c o n n u e 	 U n b e k a n n t e   A n w e n d u n g 	 58725AB=>5  ?@8;>65=85	 A p p l i c a z i o n e   s c o n o s c i u t a 	 'D*7(JB'*  :J1  E91HA	 A p l i c a   o   d e s c o n h e c i d a 	 B i l i n m e y e n   u y g u l a m a   	 n g   d n g   k h  n g   r    r  n g 	 A p l i k a s i   t i d a k   d i k e t a h u i 	 A p l i k a s i   t i d a k   d i k e t a h u i 	 		M		>	$	  	*	M	2	@		G	6	(		 	 	 	 I s m e r e t l e n   a l k a l m a z  s 	 	 	 	 O n b e k e n d e   t o e p a s s i n g 	 	 	 A p l i c a ci e   n e c u n o s c u t 	 	 	     	 	 	 (1F'EG  F'E4.5	 	   	 					  										 (
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	   	 U h l e l o   o l u n g a z i w a 	 I - a p l i k e s h i n i   a y a z i w a 	 P r o g r a m u - t u m i z i   i s i o j u l i k a n a 	 O n b e k e n d e   t o e p a s s i n g 	 N e ~i n o m a   t a i k o m o j i   p r o g r a m a 	 N e z i n m a   l i e t o j u m p r o g r a m m a 	 T u n d m a t u   r a k e n d u s 	 1vpau  nack	   	 A p l i c a ci e   n e c u n o s c u t 	 

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 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ C O M M _ U N A U T H O R I Z E D 	 U M M S 	 P O P U P 	 N o t   A u t h o r i z e d 	 N o t   a u t h o r i z e d 	 *gc
k	 *gcCg	 D!H-8
2	 N o   a u t o r i z a d o 	 N o n   a u t o r i s  	 N i c h t   a u t o r i s i e r t 	 5  02B>@87>20=>	 N o n   a u t o r i z z a t o 	 :J1  E4'G/)	 N  o   a u t o r i z a d o 	 Y e t k i l e n d i r i l m e d i   	 C h a   n h n   c   q u y n   h n 	 T i d a k   d i o t o r i s a s i 	 T i d a k   d i b e n a r k a n 	 	*	M	0	>	'	?		C	$		 	 	 	 N e m   e n g e d  l y e z e t t 	 	 	 	 N i e t   g e o o r l o o f d 	 	 	 A p l i c a ci e   n e a u t o r i z a t 	 	 	   	 	 	 E,'2  F3*	 	 	 								 .
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	   	 A k u g u n y a z i w e 	 A y i g u n y a z i s w a n g a 	 H a i j a i d h i n i s h w a 	 O n g e m a g t i g 	 N e /g a l i o t a 	 N a v   a u t o r i z t s 	 P u u d u b   v o l i t u s 	 9xula~an  yg	     	 A p l i c a ci e   n e a u t o r i z a t 	 
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	 8M5@C$*M0>*M$  (A9G	 I   p a a u t o r i z u a r 	 							  				 S Yl a h i y y Yt s i z 	 
NAQ1	 N o   a u t o r i t z a t 	 N o n   a u t o r i s  	 E k k i   l e y f t 	 N o   a u t o r i z a d o 	 5<0  >2;0ABC20Z5	 N  o   a u t o r i z a d o 	 N i j e   o v l a ae n o 	 H a   e   a   d u m e l l w a 	 H i n d i   a w t o r i s a d o 	 N o t   a u t h o r i z e d 	 B a  a   y a r d a   m a k a   b a 	 K    f u n   n     c	  A0B  5BV;<535=
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ I N V A L I D _ M S G I D 	 U M M S 	 P O P U P 	 I n v a l i d   M e s s a g e   I d 	 I n v a l i d   m e s s a g e   I D 	 !qHev
o`Nx	 eHevOo`Nx	 +!2"@%I-'2!D!H9I-	 I D   d e   m e n s a j e   i n v  l i d a 	 I D   d u   m e s s a g e   i n v a l i d e 	 U n g  l t i g e   M i t t e i l u n g s - I D 	 54>?CAB8<K9  845=B8D8:0B>@  A>>1I5=8O	 I D   m e s s a g g i o   n o n   v a l i d o 	 1E2  'DE9DHE'*  :J1  5'D-	 I D   d e   m e n s a g e m   i n v  l i d a 	 G e  e r s i z   i l e t i   k i m l i i   	 M    t i n   n h n   k h  n g   h i u   l c 	 I D   p e s a n   t i d a k   v a l i d 	 I D   m e s e j   t a k   s a h 	 	.	>	(	M	/	  8		&	G	6	  I D 	 	 	 	  r v  n y t e l e n    z e n e t a z o n o s  t  	 	 	 	 O n g e l d i g e   b e r i c h t - I D 	 	 	 N u m r   m e s a j   n e v a l i d 	 	 	       	 	 	 4F'3G  ~'E  E9*(1  F3*	 	     	 				  						  I D 	 
5
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	 	 52V@=89  I d   ?>2V4><;5==O	 





  




  



	     	 I - I D   y o m b i k o   e n g e n a m t h e t h o 	 I - I D   y o m y a l e z o   a y i s e b e n z i 	 I D   b a t i l i   y a   u j u m b e 	 O n g e l d i g e   b o o d s k a p - I D 	 N e g a l i o j a n t i s   p r a n e ai m o   I D 	 N e d e r +g s   z i Fo j u m a   I D 	 S  n u m i   I D   v i g a n e 	 1v~a~e  parxdacxiuav  I D 	     	 N u m r   m e s a j   n e v a l i d 	 8
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	 .>(M_  8(M&G6  I D 	 I D   m e s a z h i   I   p a v l e f s h e m 	 						  						  					 M e s a j 1n   y a n l 1_  k o d u 	 !qHev
o`}_	 I d e n t i f i c a c i    d e   m i s s a t g e   n o   v  l i d a 	 I D   d u   m e s s a g e   i n v a l i d e 	  g i l d   a u  k e n n i   s k i l a b o  a 	 I D   d e   m e n s a j e   i n v  l i d a 	 520;845=  1@>X  70  845=B8D8:0F8X0  =0  ?>@0:0	 I D   d e   m e n s a g e m   i n v  l i d a 	 N e v a ~e a   I D   p o r u k e 	 I D   y a   m o l a e t s a   e   f o s a h e t s e 	 H i n d i   b a l i d o n g   I D   n g   m e n s a h e 	 I n v a l i d   m e s s a g e   I D 	 B a b u   I D   n a   s a k o 	   m     d  n i m    f i r a n c  k    w  l  	 @KA  5<5A  E010@  :>4K
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ I N V A L I D _ F O L D E R 	 U M M S 	 P O P U P 	 I n v a l i d   F o l d e r   I d 	 I n v a l i d   f o l d e r   I D 	 !qHevǌe>YNx	 eHeveN9YNx	 +!2"@%B%@-#LD!H9I-	 I D   d e   c a r p e t a   i n v  l i d a   	 I D   d u   d o s s i e r   i n v a l i d e 	 U n g  l t i g e   O r d n e r - I D 	 54>?CAB8<K9  845=B8D8:0B>@  ?0?:8	 I D   c a r t e l l a   n o n   v a l i d o 	 1E2  'DB'&E)  :J1  5'D-	 I D   d e   p a s t a   i n v  l i d a 	 G e  e r s i z   k l a s  r   k i m l i i   	 M    t h   m c   k h  n g   h i u   l c 	 I D   f o l d e r   t i d a k   v a l i d 	 I D   f o l d e r   t a k   s a h 	 	.	>	(	M	/	  +	K	2	M	!	0	  I D 	 	 	 	  r v  n y t e l e n   m a p p a - a z o n o s  t  	 	 	 	 O n g e l d i g e   m a p - I D 	 	 	 N u m r   f o l d e r   n e v a l i d 	 	 	       	 	 	 4F'3G  ~H4G  E9*(1  F3*	 	     	 				  						  I D 	 
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	     	 I - I D   y e f o l d a   e n g e n a m t h e t h o 	 I - I D   y e f o w l d a   a y i s e b e n z i 	 I D   b a t i l i   y a   f o l d a 	 O n g e l d i g e   l  e r g i d s - I D 	 N e g a l i o j a n t i s   a p l a n k o   I D 	 N e d e r +g s   m a p e s   I D 	 K a u s t a   I D   v i g a n e 	 1v~a~e  iriazavaok  I D 	     	 N u m r   f o l d e r   n e v a l i d 	 +
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T1z	 I d e n t i f i c a c i    d e   c a r p e t a   n o   v  l i d a 	 I D   d u   d o s s i e r   i n v a l i d e 	  g i l t   m  p p u a u  k e n n i 	 I D   d e   c a r p e t a   i n v  l i d a 	 520;845=  1@>X  70  845=B8D8:0F8X0  =0  ?0?:0	 I D   d e   m e n s a g e m   i n v  l i d a 	 N e v a ~e i   I D   f o l d e r a 	 I D   y a   f o l d a r a   e   f o s a h e t s e 	 H i n d i   b a l i d o n g   I D   n g   f o l d e r 	 I n v a l i d   f o l d e r   I D 	 B a b u   I D   n a   f o l d a 	   m     d  n i m    p  -  w    k    w  l  	 @KA  5<5A  0;B0  :>4K
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ P A R S E 	 U M M S 	 P O P U P 	 E r r o r   i n   P a r s i n g 	 E r r o r   i n   p a r s i n g 	 
o`㉐g1YWe	 o`㉐g1Y%	 4%2C2##02"	 E r r o r   e n   a n  l i s i s 	 E r r e u r   d  a n a l y s e 	 F e h l e r   b e i m   P a r s e n 	 H81:0  ?@8  0=0;875	 E r r o r e   d i   a n a l i s i 	 A4D  AJ  'D*A3J1	 E r r o   d e   a n  l i s e 	 A y r 1_t 1r m a   y a p 1l 1r k e n   h a t a   o l u _t u 	 P h  n   t  c h     t i n   n h n   t h t   b i 	 K e s a l a h a n   d a l a m   m e m - p a r s i n g 	 R a l a t   p e n g h u r a i a n 	 *	>	0	M	8	?			  .	G		  $	M	0	A		?		 	 	 	 H i b a   a z   e l e m z  s   k  z b e n 	 	 	 	 F o u t   b i j   h e t   p a r s e n 	 	 	 E r o a r e   l a   a n a l i z a r e 	 	 	   	 	 	 .7'  /1  *,2G	 	   	 						  							 *
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	     	 I p h u t h a   e k u c o z u l u l e n i 	 I m p a z a m o   e h l e l w a y o 	 H i t i l a f u   k a t i k a   k u c h a n g a n u a 	 O n t l e d i n g s f o u t 	 S i n t a k s s   a n a l i z s   k l a i d a 	 P a r s aa n a s   k <kd a 	 T  r g e   s  e l u m i s e l 	 Ja}kvck  }mal	     	 E r o a r e   l a   a n a l i z a r e 	 *
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 
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o`O(u-N	 Oo`O(u-N	 I-'2!3%1C
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 
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  B+%C+!H? 	 L a   p  g i n a   n o   e s t    e n   e l   c a c h  ,    v o l v e r   a   c a r g a r ? 	 L a   p a g e   n  e s t   p a s   d a n s   l a   c a c h e ,   r e c h a r g e r  ? 	 D i e   S e i t e   i s t   n i c h t   i m   C a c h e ,   n e u   l a d e n ? 	 !B@0=8F0  =5  :MH8@>20=0.   03@C78BL  ?>2B>@=>? 	 L a   p a g i n a   n o n      n e l l a   c a c h e ,   r i c a r i c a r e ? 	 G0G  5A-)  D'JH,/  AJ  'D*H5JD  'D31J9	 P  g i n a   n  o   e s t    e m   c a c h e ,   r e c a r r e g a r ? 	 S a y f a    n   b e l l e k t e   y o k ,   y e n i d e n   y  k l e n s i n   m i ?   	 T r a n g   m n g   n  y   k h  n g   c    t r o n g   t m   l u ,   l i   t i   v   ? 	 H a l a m a n   t e r s e b u t   t i d a k   d a l a m   c a c h e ,   m u a t   u l a n g ? 	 H a l a m a n   t i d a k   a d a   d a l a m   c a c h e ,   s e g a r k a n   s e m u l a ? 	 *	G		<	  	H	6	G	  .	G		  (	9	@		  9	H	,   0	@	2	K	!	  	0	G		? 	 	 	 	 A z   o l d a l   n i n c s   a   g y o r s  t  t  r b a n ,   b e t  l t i    j r a ? 	 	 	 	 D e   p a g i n a   i s   n i e t   i n   d e   c a c h e .   O p n i e u w   l a d e n ? 	 	 	 P a g i n a   n u   e x i s t    n   m e m o r i a   c a c h e .   O    n c r c a ci   d i n   n o u ? 	 	 	       ,     ? 	 	 	 5A-G  /1  -'A8G  ~FG'F  F3*  /H('1G  ('10'1  4H/	 	       ,       ? 	 		  								  							  								  			,   						  			  			  			? 	 *
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 
 B R S _ S T R _ I D _ C A C H E _ N O T I F I C A T I O N _ O B J E C T _ 1 	 O B I G O _ Q 0 5 A 	 U N L I M 	 A n   o b j e c t   w i t h   u r l   =   [ 	 A n   o b j e c t   w i t h   U R L   =   [ 	 dkirN  [ 	 dk[a  [ 	 --@GL5H!5  U R L   =   [ 	 U n   o b j e t o   c o n   U R L   =   [ 	 U n   o b j e t   a v e c   U R L   =   [ 	 E i n   O b j e k t   m i t   U R L   =   [ 	 1J5:B  A  U R L   =   [ 	 U n   o g g e t t o   c o n   U R L   =   [ 	 4J!	 U m   o b j e c t o   c o m   U R L   =   [ 	 U R L ' l i   n e s n e   =   [ 	 i   t n g   n  y   c    U R L   =   [ 	 O b j e k   d e n g a n   U R L   =   [ 	 O b j e c t   d e n g a n   U R L   =   [ 	 U R L     =   [             ]   	G	  8	>	%	  		  	,	M		G		M			 	 	 	 A   k  v e t k e z Q  U R L - l e l   r e n d e l k e z Q  o b j e k t u m   =   [ 	 	 	 	 E e n   o b j e c t   m e t   U R L   =   [ 	 	 	 U n   o b i e c t   c u   U R L   =   [ 	 	 	     U R L =   ] 	 	 	   4!  ('  U R L   =   [ 	 	     u r l   =   [ 	 				  					  			  U R L   =   [ 	 
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 
 B R S _ S T R _ I D _ C A C H E _ N O T I F I C A T I O N _ O B J E C T _ 2 	 O B I G O _ Q 0 5 A 	 U N L I M 	 ]   i s   n o t   i n   c a c h e ,   r e l o a d ? 	 ]   i s   n o t   i n   c a c h e ,   r e l o a d ? 	 ]   
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  B+%C+!H? 	 ]   n o   e s t    e n   e l   c a c h  ,    v o l v e r   a   c a r g a r ? 	 ]   n  e s t   p a s   d a n s   l a   c a c h e ,   r e c h a r g e r   ? 	 ]   i s t   n i c h t   i m   C a c h e ,   n e u   l a d e n ? 	 ]   =5  :MH8@>20=.   03@C78BL  ?>2B>@=>? 	 ]   n o n      i n   c a c h e ,   r i c a r i c a r e ? 	 D'  JH,/  AJ  'D*H5JD  'D31J9, *-EJD	 ]   n  o   e s t    e m   c a c h e ,   r e c a r r e g a r ? 	 ]    n   b e l l e k t e   y o k ,   y e n i d e n   y  k l e n s i n   m i ?   	 ]   K h  n g   c    t r o n g   t m   l u ,   l i   t i   v ? 	 ]   t i d a k   d a l a m   c a c h e ,   m u a t   u l a n g ? 	 ]   t i d a k   d a l a m   c a c h e ,   m u a t   s e m u l a ? 	 	H	6	G	  .	G		  (	9	@		  9	H	,   0	@	2	K	!	  	0	G		? 	 	 	 	 ]   n i n c s   a   g y o r s  t  t  r b a n ,   b e t  l t i    j r a ? 	 	 	 	 ]     i s   n i e t   i n   d e   c a c h e .   O p n i e u w   l a d e n ? 	 	 	 ]   n u   e x i s t    n   m e m o r i a   c a c h e ,   d o r i ci   s    l    n c r c a ci   d i n   n o u ? 	 	 	 ]       ,     ? 	 	 	 ]   /1  -'A8G  ~FG'F  F3*  /H('1G  ('10'1  4H/	 	 ]       ,       ? 	 ]   							  								  			,   						  			  			  			? 	 ]   
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	 C a c h  	 C a c h e 	 C a c h e 	 MH	 C a c h e 	 *H5JD  31J9	 C a c h e 	  n   b e l l e k   	 T m   l u 	 C a c h e 	 C a c h e 	 	H	6	G		 	 	 	 G y o r s  t  t  r 	 	 	 	 C a c h e 	 	 	 M e m o r i e   c a c h e 	 	 	 	 	 	 -'A8G  ~FG'F	 	   	 							  							 
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7H-!H-5H%- 1"  3H-+#7-D!H? 	 E n t r a n d o   a   u n a   c o n e x i  n   s e g u r a ,    c o n t i n u a r ? 	 O u v e r t u r e   d  u n e   c o n n e x i o n   s  c u r i s  e ,   c o n t i n u e r  ? 	 S i c h e r e   V e r b i n d u n g   w i r d   a u f g e r u f e n ,   f o r t s e t z e n ? 	 5@5E>4  :  70I8I5==><C  ?>4:;NG5=8N.   @>4>;68BL? 	 S i   s t a   p e r   e n t r a r e   i n   u n a   c o n n e s s i o n e   s i c u r a ,   c o n t i n u a r e ? 	 '391'6  5A-)  'D'F*1F*  9(1  '*5'D  'D'EF, *3*E1	 A   a c e d e r   a   l i g a   o   s e g u r a ,   c o n t i n u a r ? 	 G  v e n l i   b a l a n t 1y a   g i r i y o r ,   d e v a m   e d i l s i n   m i ?   	 S   x u y  n   q u a   k t   n i   a n   t o  n   k h i   v  o   m n g ,   t i p   t c ? 	 M e n g a k t i f k a n   s a m b u n g a n   a m a n ,   l a n j u t k a n ? 	 M e m a s u k k i   s a m b u n g a n   s e l a m a t ,   t e r u s k a n ? 	 8	A	0		M	7	?	$	  	(	G		M	6	(	  &	0	M		<	  	0	  0	9	>	  9	H	,   	>	0	@	  0		G		? 	 	 	 	 B i z t o n s  g o s   k a p c s o l a t   l  t r e h o z  s a ,   f o l y t a t j a ? 	 	 	 	 N a a r   b e v e i l i g d e   v e r b i n d i n g ,   V e r d e r g a a n ? 	 	 	 C o m u t a r e   l a   c o n e x i u n e a   s e c u r i z a t .   C o n t i n u a ci ? 	 	 	     ,   ? 	 	 	 /1  -'D  H'1/  4/F  (G  '*5'D  'EF  '/'EG  E  /G/	 	     ,   ? 	 								  									  						  			  					,   						? 	 
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 
 B R S _ S T R _ I D _ N O T _ S U P P O R T _ F I L E _ U P L O A D 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   F i l e - u p l o a d i n g   f u n c t i o n   i s   n o t   s u p p o r t e d 	 F i l e   u p l o a d i n g   i s   n o t   s u p p o r t e d 	 
N/ecjHh
NP	 
N/eceN
N O	 D!H#-#12#-1B+%D%L	 N o   s e   s o p o r t a   l a   c a r g a   d e   a r c h i v o s 	 T  l  c h a r g e m e n t   d e   f i c h i e r   n o n   s u p p o r t  	 D a t e i - U p l o a d   w i r d   n i c h t   u n t e r s t  t z t 	 03@C7:0  D09;>2  =5  ?>445@68205BAO	 I l   c a r i c a m e n t o   d e l   f i l e   n o n      s u p p o r t a t o 	 'D'13'D  :J1  E/9E	 U p l o a d   d e   f i c h e i r o s   n  o      s u p o r t a d o 	 D o s y a   y  k l e m e   d e s t e k l e n m i y o r   	 K h  n g   h   t r   t i   t p 	 U p l o a d   f i l e   t i d a k   d i d u k u n g 	 M u a t   n a i k   f a i l   t i d a k   d i s o k o n g 	 +	>		2	  	*	2	K	!	?			  8	.	0	M	%	?	$	  (	9	@		  9	H		 	 	 	 A   f  j l f e l t  l t  s   n e m   t  m o g a t o t t 	 	 	 	 U p l o a d e n   v a n   b e s t a n d e n   i s   n i e t   o n d e r s t e u n d . 	 	 	  n c r c a r e a   f i _i e r u l u i   n u   e s t e   a c c e p t a t 	 	 	       	 	 	 "~DH/  1/F  A'D  ~4*('F  FE  4H/	 	 m i d l e t   ? 	 				  					  			  							  			   M i d l e t   6
A
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  
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  




  






  





  


	       	 U k u f a k w a   k w e f a y e l a   a k u s a p h o t h i w e 	 U l a y i s h a   i f a y l e   a k u x h a s w a n g a 	 U p a k i a j i   f a i l i   h a u k u b a l i w i 	 O p l a a i   v a n   l  e r s   n i e   g e s t e u n   n i e 	 F a i l o   /k l i m a s   n e p a l a i k o m a s 	 F a i l u   a u g au p i e l d e   n a v   a t b a l s t +t a 	 F a i l i    l e s l a a d i m i n e   o n   t o e t u s e t a 	 Vaulk  ~ebe|vxth  avpataerelk  g	         	  n c r c a r e a   f i _i e r u l u i   n u   e s t e   a c c e p t a t 	 +
/
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	 +>2  *2K!  0?,>  8.0M%?$  (A9G	 D o k u m e n t i   I   n g a r k u a r   n u k   m b e s h t e t e t 	 				  					  			  							  				 	 	 	 	 	 	 	 O   c a r r e g a m e n t o   d e   a r q u i v o   n  o      a c e i t o 
 
 B R S _ S T R _ I D _ N O _ M I M E _ M S G _ 1 	 O B I G O _ Q 0 5 A 	 U N L I M 	 D o   y o u   w i s h   t o   l o a d   t h i s   o b j e c t   o f   m i m e - t y p e   =   [ 	 D o   y o u   w i s h   t o   l o a d   t h i s   o b j e c t   o f   m i m e - t y p e   =   [ 	 /f&T	eQdkirN  <h_p  =   [ 	 /f&TR}dk[a  <h_:N  =   [ 	 8I-2#B+%--@GL5I-
4  m i m e   =   [ 	  D e s e a   c a r g a r   e s t e   o b j e t o   t i p o   m i m e   =   [ 	 V o u l e z - v o u s   c h a r g e r   l  o b j e t   d e   t y p e   m i m e   =   [ 	 L a d e n   d i e s e s   O b j e k t   v o m   M i m e - T y p   =   [ 	 03@C78BL  >1J5:B  m i m e - t y p e   =   [ 	 S i   d e s i d e r a   c a r i c a r e   q u e s t o   o g g e t t o   d i   t i p o   m i m e   =   [ 	 GD  *1J/  *-EJD  G0'  'D4J&	 P r e t e n d e   c a r r e g a r   e s t e   o b j e c t o   m i m e   =   [ 	 M i m e   t  r    b u   n e s n e y i   y  k l e m e k   i s t i y o r   m u s u n u z   =   [ 	 M u n   t i   t h  m   v   i   t n g   n  y ,   n h   d n g   l    = [ 	 A n d a   i n g i n   m e m u a t   o b j e k   m i m e - t y p e   =   [ 	 A d a k a h   a n d a   h e n d a k     m e m u a t   o b j e k   j e n i s   m i m e   i n i   =   [ 	 	M	/	>	  	*	  U R L   =   [             ]   	G	  8	>	%	, 	 	 	 	 B e   a k a r j a   t  l t e n i   a   k  v e t k e z Q  m i m e - t  p u s    o b j e k t u m o t   =   [ 	 	 	 	 W i l t   u   d i t   o b j e c t   l a d e n   m e t   m i m e - t y p e   =   [ 	 	 	 D o r i ci   s    n c r c a ci   a c e s t   f i _i e r   d e   t i p   M I M E =   [ 	 	 	               M I M E     =   ] 	 	 	 E  .H'G/  'F  4!  '2  FH9  m i m e   =   [ 	 	 m i m e -             =   [ 	 				  		  			  					  		  							  		  m i m e - t y p e   =   [ 	 
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
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  






  m i m e - t y p e   =   [   

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  

? 	               =   [ 	 U f u n a   u k u l o d a   l e   n t o   y e - m i m e - t y p e   =   [ 	 U y a n q w e n e l a   u k u l a y i s h a   l e   n t o   y o h l o b o - l o m d l a l o x e l i s o   = [ 	 U n a t a k a   k u p a k i a   k i u m b i l e   h i k i   c h a   a i n a - m i m e   =   [ 	 L a a i   h i e r d i e   m i m e - t i p e   i t e m   =   [ 	 A r   n o r i t e   /k e l t i   a/  m i m e   t i p o   =   [ 	 V a i   v l a t i e s   i e l d t   ao   o b j e k t u   a r   M I M E   t i p u   =   [ ? 	 K a s   s o o v i d   l a a d i d a   s e d a   M I M E - t   b i l i s t   o b j e k t i   =   [ 	 Hfx^t  e  be|vel  au}  M I M E   e}aok  bueoh  =   [ 	           = [ 	 D o r i ci   s    n c r c a ci   a c e s t   f i _i e r   d e   t i p   M I M E =   [ 	 .
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  =   [ 	 .K  *M0>00  9?  ,GM  *#  2K!  0?,>A  >9>(M$?  =   [ 	 A   d o   t a   n g a r k o s h   k e t e   o b j e k t   t e   m i m e - t y p e   =   [ 	 					  							- 							  =   [   		  									  			  				  											 	 	 	 	 	 	 	 D e s e j a   c a r r e g a r   e s t e   o b j e t o   d e   t i p o   M i m e =   [ 
 
 B R S _ S T R _ I D _ N O _ M I M E _ M S G _ 2 	 O B I G O _ Q 0 5 A 	 U N L I M 	 ] ,   w i t h   u r l   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ]   }@Wp  =   [ 	 ]   Q@W:N  =   [ 	 ] ,   5H!5  U R L   =   [ 	 ] ,   c o n   U R L   =   [ 	 ] ,   a v e c   l  U R L   =   [ 	 ] ,   m i t   U R L   =   [ 	 ] ,   U R L   =   [ 	 ] ,   c o n   U R L   =   [ 	 'D9FH'F  'D'F*1F*	 ] ,   c o m   U R L   =   [ 	 ] ,   U R L   i l e   =   [ 	 ] ,   a   c h   m n g   l    =   [ 	 ]   i n i ,   d e n g a n   U R L   =   [ 	 ] ,   d e n g a n   U R L   =   [ 	 m i m e - t y p e   =   [               ]   	G	  	8	  	,	M		G		M		  	K		 	 	 	 ] ,   a   k  v e t k e z Q  U R L - l e l   =   [ 	 	 	 	 ] ,   m e t   U R L   =   [ 	 	 	 ] ,   c u   U R L   =   [ 	 	 	 ]     U R L   = [ 	 	 	 ]   ('  U R L   =   [ 	 	 ] ,     =   [ 	 ] ,   			  U R L   =   [ 	 ] , u r l   (
>
2
  =   [   	 	 	 ] ,   U R L   



  =   [ 	 ] , U R L     =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   m e t   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 ] ,   w i t h   U R L   =   [ 	 	 	 ] ,   m e   U R L   =   [ 	 ] ,   U R L   =   [     				  	 	 	 	 	 	 	 	 ] ,   c o m   U R L   =   [ 
 
 B R S _ S T R _ I D _ N O _ M I M E _ M S G _ 3 	 O B I G O _ Q 0 5 A 	 U N L I M 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ?   	 ] ? 	 ] ? 	 ] ? 	 2	K	!	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 ] ? 	 	 	 	 ] ? 	 	 	 ] ? 	 	 	 ] ? 	 	 	 ] ? 	 	 ] ? 	 ] ? 	 ] ? 	 	 	 ]   ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 ] ? 	 	 	 	 	 	 	 	 ] ? 
 
 B R S _ S T R _ I D _ N O _ M I M E _ M S G _ 4 	 O B I G O _ Q 0 5 A 	 U N L I M 	 U n k n o w n 	 U n k n o w n 	 
Nfv	 
Nfv	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=>	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r   	 C h a   x  c   n h 	 T i d a k   d i k e t a h u i 	 T i d a k   d i k e t a h u i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 O n b e k e n d 	 	 	 N e c u n o s c u t 	 	 	   	 	 	 F'E4.5	 	 	 						 (
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	 M>$	 P a d i t u r 	 							 	 	 	 	 	 	 	 D e s c o n h e c i d o 
 
 B R S _ S T R _ I D _ S A S _ D O W N L O A D _ C A N C E L 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   d o w n l o a d   t r a n s a c t i o n   w a s   c a n c e l e d   b y   t h e   u s e r 	 D o w n l o a d i n g   w a s   c a n c e l e d 	 ]SmN		 ]SmN}	 2#2'LB+%9"@%4	 S e   c a n c e l    l a   d e s c a r g a 	 T  l  c h a r g e m e n t   a n n u l  	 D o w n l o a d   w u r d e   a b g e b r o c h e n 	 03@C7:0  1K;0  >B<5=5=0	 D o w n l o a d   a n n u l l a t o 	 'D:'!  *-EJD	 T r a n s f e r  n c i a   c a n c e l a d a 	 Y  k l e m e   i p t a l   e d i l d i   	    h y   t i   v 	 D o w n l o a d   t e l a h   d i b a t a l k a n 	 M u a t   t u r u n   d i b a t a l k a n 	 !	>			(	2	K	!	?			  0	&	M	&	  	0	  &	@	  		  %	@		 	 	 	 A   l e t  l t  s t   m e g s z a k  t o t t  k 	 	 	 	 D o w n l a o d e n   i s   g e a n n u l e e r d 	 	 	 D e s c r c a r e a   a   f o s t   a n u l a t 	 	 	   	 	 	 /'FDH/  D:H  4/	 	     	 											  				  			  							 !
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 
 B R S _ S T R _ I D _ S A S _ D O W N L O A D _ E R R O R 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   s o m e   e r r o r   o c c u r e d   d u r i n g   t h e   d o w n l o a d   t r a n s a c t i o n 	 A n   e r r o r   o c c u r r e d 	 N	Bf|vu/	 N}eSu	 @4I-4%26I	 O c u r r i    u n   e r r o r 	 U n e   e r r e u r   s  e s t   p r o d u i t e 	 E i n   F e h l e r   t r a t   a u f 	 @>87>H;0  >H81:0	 S i      v e r i f i c a t o   u n   e r r o r e 	 9F/  'D*-EJD  .'7#	 O c o r r e u   u m   e r r o 	 B i r   h a t a   o l u _t u   	 L i   k h i   t i   v 	 T e r j a d i   k e s a l a h a n 	 R a l a t   b e r l a k u 	 		  $	M	0	A		?	  		$	M	*	(	M	(	  9	K	  		  %	@		 	 	 	 H i b a   t  r t  n t 	 	 	 	 E r   i s   e e n   f o u t   o p g e t r e d e n 	 	 	 A   a p r u t   o   e r o a r e 	 	 	   	 	 	 .7'  1H  /'/	 	     	 				  						  						 
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 B R S _ S T R _ I D _ S A S _ D O W N L O A D _ S U C C E S S 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   f i l e   i s   d o w n l o a d e d   a n d   s a v e d   s u c c e s s f u l l y 	 F i l e   s u c c e s s f u l l y   s a v e d 	 N	bR	 N}bR	 D%L1@G*3@#GA%I'	 E l   a r c h i v o   s e   g u a r d    e x i t o s a m e n t e 	 F i c h i e r   e n r e g i s t r    a v e c   s u c c  s 	 D a t e i   e r f o l g r e i c h   g e s p e i c h e r t 	 $09;  A>E@0=5=	 F i l e   s a l v a t o   c o n   s u c c e s s o 	 'D*-EJD  F',-	 F i c h e i r o   g u a r d a d o 	 D o s y a   b a _a r 1l 1  b i r   _e k i l d e   k a y d e d i l d i   	 T i   v   t h  n h   c  n g 	 F i l e   b e r h a s i l   t e r s i m p a n 	 F a i l   b e r j a y a   d i s i m p a n 	 +	>		2	  8	+	2	$	>	*	B	0	M	5		  8	G	5	  	@	  			 	 	 	 A   f  j l   s i k e r e s e n   m e n t v e 	 	 	 	 B e s t a n d   m e t   s u c c e s   o p g e s l a g e n 	 	 	 F i _i e r u l   a   f o s t   s a l v a t 	 	 	     	 	 	 A'D  ('  EHAB*  0.1G  4/	 	     	 				  							  							 +
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 
 B R S _ S T R _ I D _ S A V E _ C O M P L E T E _ T I T L E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T h i s   i s   t h e   t i t l e   o f   t h e   d o w n l o a d - s u c c e s s   d i a l o g 	 S a v e   c o m p l e t e 	 2QX[[bu	 OX[[k	 1@G*!9#L	 G u a r d a r   f i n a l i z  	 E n r e g i s t r e m e n t   t e r m i n  	 S p e i c h e r n   a b g e s c h l o s s e n 	 !>E@0=5=85  7025@H5=>	 S a l v a t a g g i o   c o m p l e t o 	 *E  'D-A8	 C o n c l u  d o   g u a r d a r 	 K a y d e t m e   t a m a m l a n d 1  	 L u   h o  n   t h  n h 	 P e n y i m p a n a n   s e l e s a i 	 P e n y i m p a n a n   s e l e s a i 	 8	G	5	  	0	(	>	  *	B	0	M	#		 	 	 	 A   m e n t  s   k  s z 	 	 	 	 O p s l a a n   v o l t o o i d 	 	 	 S a l v a r e   c o m p l e t 	 	 	   	 	 	 0.1G  *ED  4/	 	   	 					  			  					 8
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 B R S _ S T R _ I D _ S C R I P T _ D I S A B L E D _ N O T I F I C A T I O N 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   S c r i p t i n g   f u n c t i o n   i s   c u r r e n t l y   d i s a b l e d   w h e n   t h e   w e b   s i t e   c o n t a i n s   s c r i p t s 	 T h i s   s i t e   u s e s   s c r i p t s .   S c r i p t i n g   s u p p o r t   i s   d i s a b l e d 	 }zS+TS c r i p t gQ[  FOS c r i p t R]ܕ	 QzS+TS c r i p t Q[  FOS c r i p t R]sQ	 DL5IC
I*#4L  2#*1*8*#4L942#32	 E s t e   s i t i o   u s a   s c r i p t s   S e   i n h a b i l i t    e l   s o p o r t e   d e   s c r i p t i n g 	 L e   s i t e   u t i l i s e   d e s   s c r i p t s .   L e   s u p p o r t   d e   s c r i p t   e s t   d  s a c t i v  . 	 D i e s e   S i t e   v e r w e n d e t   S k r i p t s .   S k r i p t - U n t e r s t  t z u n g   i s t   d e a k t i v i e r t 	 0  A09B5  8A?>;L7CNBAO  AF5=0@88.   >445@6:0  AF5=0@852  >B:;NG5=0. 	 Q u e s t o   s i t o   u t i l i z z a   g l i   s c r i p t .   I l   s u p p o r t o   p e r   g l i   s c r i p t      s t a t o   d i s a b i l i t a t o 	 'DEHB9  J*6EF  'DE-*HJ'*S c r i p t , H8JA)S c r i p t   E:DB	 E s t e   s i t e   u t i l i z a   s c r i p t s .   S u p o r t e   d e   s c r i p t s   d e s a c t i v a d o 	 B u   s i t e d e   k o m u t   d i z i l e r i   k u l l a n 1l 1y o r .   K o m u t   d i z i s i   o l u _t u r m a   d e s t e i   d e v r e   d 1_1      	 T r a n g   m n g   b a o   g m   n i   d u n g   S c r i p t , n h n g   t  n h   n n g     S c r i p t      b    n g   l i 	 S i t u s   i n i   m e n g g u n a k a n   s c r i p t .   D u k u n g a n   s c r i p t i n g   d i n o n a k t i f k a n . 	 T a p a k   i n i   m e n g g u n a k a n   s k r i p .   S o k o n g a n   s k r i p   d i n y a h d a y a k a n 	 /	9	  8	>			  8	M		M	0	?	*	M		M	8	  	8	M	$	G	.	>	2	  	0	$	@	  9	H	.   8	M		M	0	?	*	M		?			  8	.	0	M	%	(	  		M	7	.	  9	H		 	 	 	 E z   a   l a p   s z k r i p t e k e t   h a s z n  l .   A   s z k r i p t k e z e l  s   t  m o g a t  s a   l e   v a n   t i l t v a 	 	 	 	 D e z e   s i t e   g e b r u i k t   s c r i p t s .   O n d e r s t e u n i n g   v o o r   s c r i p t s   i s   n i e t   g e a c t i v e e r d 	 	 	 A c e s t   s i t e   u t i l i z e a z   s c r i p t - u r i .   A c c e p t a r e a   s c r i p t u r i l o r   e s t e   d e z a c t i v a t 	 	 	         .       	 	 	 'F  3'*  '2  '31~*  '3*A'/G  E  F/.   ~4*('F  '31~*  :1  A9'D  4/G  '3*	 	       .       . 	 		  				  									  							  			  |   											  						  									  			  				 
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i s  n a r ay m a s 	 D i v v i r z i e n u   n a v i g c i j a 	 2 - s u u n a l i n e   n a v i g e e r i m i n e 	 5ooxrtavk  va~kcaka	 	 N a v i g a r e    n   d o u   d i r e c ci i 	 2   5
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i s  n a r ay m a s 	 e t r v i r z i e n u   n a v i g c i j a 	 4 - s u u n a l i n e   n a v i g e e r i m i n e 	 4   oxrtavk  va~kcaka	 	 N a v i g a r e    n   p a t r u   d i r e c ci i 	 4   5
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 B R S _ S T R _ I D _ S U I _ R E N D _ F U L L 	 O B I G O _ Q 0 5 A 	 U N L I M 	 S t a n d a r d 	 S t a n d a r d 	 jn	 hQ	 !2#2	 E s t  n d a r 	 S t a n d a r d 	 S t a n d a r d 	 !B0=40@B	 S t a n d a r d 	 E9J'1	 S t a n d a r d 	 S t a n d a r t   	 T i  u   c h u n 	 S t a n d a r 	 S t a n d a r d 	 8	M		H		!	0	M	!		 	 	 	 S z a b v  n y o s 	 	 	 	 S t a n d a a r d 	 	 	 S t a n d a r d 	 	 	 	 	 	 '3*'F/'1/	 	 	 					 8

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 
 B R S _ S T R _ I D _ S U I _ T H U M B N A I L _ C R E A T I N G 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   b r o w s e r   i s   c r e a t i n g   t h e   t h u m b n a i l   o f   t h e   w e b   p a g e 	 C r e a t i n g   t h u m b n a i l 	 ^z.~W	 ^z)V	 2#*#I21!L@%	 C r e a n d o   i m a g e n   p e q u e  a 	 C r  a t i o n   d e   v i g n e t t e 	 M i n i a t u r   w i r d   e r s t e l l t 	 !>740=85  MA:87>2	 C r e a z i o n e   a n t e p r i m a 	 'FF4'!  'D5H1)  'DE5:1)	 A   c r i a r   m i n i a t u r a 	 K    k   r e s i m   o l u _t u r u y o r   	 T h i t   l p   l  m   n h   n h 	 M e m b u a t   g a m b a r   k e c i l 	 M e w u j u d k a n   i m e j   k e c i l 	 %	.	M	,	(	G	2	  ,	(	>	  0	9	>	  9	H		 	 	 	 M i n i a t qr   l  t r e h o z  s a 	 	 	 	 M i n i a f b e e l d i n g   c r e  r e n 	 	 	 C r e a r e   i m a g i n e   r e d u s 	 	 	     	 	 	 /1  -'D  ','/  *5H1  H	 	   	 						  				  					 
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 
 B R S _ S T R _ I D _ S U I _ T H U M B N A I L _ F R A M E _ P A G E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   b r o w s e r   w i l l   n o t   c r e a t e   t h u m b n a i l   f o r   t h e   w e b   p a g e   d u e   t o   t h e   p a g e   c o n t a i n s   f r a m e s 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 }S+TFhg  
No:y.~W	 QuS+TFhg  
N>f:y)V	 +I2#0-I'"@#!  D!H!51!L@%5H09*#I2	 L a   p  g i n a   c o n t i e n e   f r a m e s ,   n o   s e   c r e a r    u n a   i m a g e n   p e q u e  a 	 L a   p a g e   c o n t i e n t   d e s   c a d r e s ,   a u c u n e   v i g n e t t e   n e   s e r a   c r   e 	 S e i t e   e n t h  l t   R a h m e n ,   M i n i a t u r   w i r d   n i c h t   e r s t e l l t 	 !B@0=8F0  A>45@68B  D@59<K.   -A:87  A>740=  =5  1C45B. 	 L a   p a g i n a   c o n t i e n e   f o t o g r a m m i ,   n o n   v e r r    c r e a t a   n e s s u n   a n t e p r i m a 	 'D5A-)  **6EF  'D'7'1, D'  *916  'D5H1)  'DE5:1)	 A   p  g i n a   c o n t  m   f r a m e s ,   m i n i a t u r a   n  o   s e r    c r i a d a 	 S a y f a    e r  e v e l e r   i  e r i y o r ,   k    k   r e s i m   o l u _t u r u l m a y a c a k   	 M n g   c    k h u n g ,   k h  n g   h i n   t h   l  m   n h   n h 	 H a l a m a n   b e r i s i   b i n g k a i ,   t i d a k   a d a   g a m b a r   k e c i l   y a n g   a k a n   d i b u a t 	 H a l a m a n   m e n g a n d u n g i   b i n g k a i ,   t i a d a   i m e j   k e c i l   a k a n   d i w u j u d k a n 	 *	G		<	  .	G		  +	M	0	G	.	M	8	  9	H		,   	K		  %	.	M	,	(	G	2	  (	9	@		  ,	(	>	/	>	  	>			>		 	 	 	 A z   o l d a l   f r a m e - e k e t   t a r t a l m a z ,   n e m   j  n   l  t r e   m i n i a t qr 	 	 	 	 P a g i n a   b e v a t   f r a m e s ,   e r   w o r d t   g e e n   m i n i a f b e e l d i n g   g e m a a k t 	 	 	 P a g i n a   c o n ci n e   c a d r e ,   n i c i o   i m a g i n e   r e d u s   n u   v a   f i   c r e a t 	 	 	     ,         	 	 	 5A-G  -'H  A1E  '3*  *5H1  H  ','/  F.H'G/  4/	 	     ,       	 								  					  			,   			  						  				  			  			 *
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	       ,         	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 B l a d s y   b e v a t   r a m e ,   g e e n   d u i m n a e l s k e t s   s a l   g e s k e k   w o r d   n i e 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 P a g e   c o n t a i n s   f r a m e s ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 	 	 F a q j a   p e r m b a n   k o r n i z a ,   n u k   d o   t e   k r i j o h e n   p j e s e z a 	 							  					  			,   				  									  						  			  				 	 	 	 	 	 	 	 A   p  g i n a   c o n t  m   q u a d r o s ,   n e n h u m a   m i n i a t u r a   s e r    c r i a d a 
 
 B R S _ S T R _ I D _ S U I _ T H U M B N A I L _ O U T _ O F _ M E M O R Y 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   b r o w s e r   c a n   n o t   c r e a t e   t h u m b n a i l   f o r   t h e   w e b   p a g e   d u e   t o   t h e   m e m o r y   i s   n o t   e n o u g h 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 aԚ]n
No:y.~W	 QX[]n
N>f:y)V	 +H'"'2!3+!  D!H!51!L@%5H09*#I2	 M e m o r i a   i n s u f i c i e n t e ,   n o   s e   c r e a r    u n a   i m a g e n   p e q u e  a 	 M  m o i r e   i n s u f f i s a n t e ,   a u c u n e   v i g n e t t e   n e   s e r a   c r   e 	 S p e i c h e r p l a t z   r e i c h t   n i c h t ,   M i n i a t u r   w i r d   n i c h t   e r s t e l l t 	 54>AB0B>G=>  ?0<OB8.   -A:87  A>740=  =5  1C45B. 	 M e m o r i a   e s a u r i t a ,   n o n   v e r r    c r e a t a   n e s s u n a   a n t e p r i m a 	 'D0'C1)  EED$), D'  916  'D5H1)  'DE5:1)	 S e m   m e m  r i a ,   m i n i a t u r a   n  o   s e r    c r i a d a 	 B e l l e k   d o l u ,   k    k   r e s i m   o l u _t u r u l m a y a c a k   	 B   n h   y ,   k h  n g   h i n   t h   l  m   n h   n h 	 K e h a b i s a n   m e m o r i ,   t i d a k   a d a   g a m b a r   k e c i l   y a n g   a k a n   d i b u a t 	 K e h a b i s a n   i n g a t a n ,   t i a d a   i m e j   k e c i l   a k a n   d i w u j u d k a n 	 .	G	.	0	@	  8	.	>	*	M	$	,   	K		  %	.	M	,	(	G	2	  (	9	@		  ,	(	>	/	>	  	>			>		 	 	 	 E l f o g y o t t   a   m e m  r i a ,   n e m   j  n   l  t r e   m i n i a t qr 	 	 	 	 G e e n   g e h e u g e n   m e e r ,   e r   w o r d t   g e e n   m i n i a f b e e l d i n g   g e m a a k t 	 	 	 N u   m a i   e x i s t   m e m o r i e ,   n i c i o   i m a g i n e   r e d u s   n u   v a   f i   c r e a t 	 	 	     ,         	 	 	 -'A8G  EH,H/  F3*  *5H1  H  ','/  F.H'G/  4/	 	 	 							  					,   			  						  				  			  			 
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	   ,       	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O n v o l d o e n d e   g e h e u e ,   g e e n   d u i m n a e l s k e t s   s a l   g e s k e p   w o r d   n i e 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 O u t   o f   m e m o r y ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 	 	 N u k   k a   m e   m e m o r j e ,   n u k   m u n d   t e   k r i j o h e t   p j e s e z 	 							  						,   				  									  						  				  							 	 	 	 	 	 	 	 A   p  g i n a   c o n t  m   q u a d r o s ,   n e n h u m a   m i n i a t u r a   s e r    c r i a d a 
 
 B R S _ S T R _ I D _ S U I _ T H U M B N A I L _ S M A L L _ P A G E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   b r o w s e r   w i l l   n o t   c r e a t e   t h u m b n a i l   f o r   t h e   w e b   p a g e   d u e   t o   t h e   p a g e   i s   s m a l l   e n o u g h 	 N o   n e e d   f o r   a   t h u m b n a i l 	 
N .~W	 
N )V	 D!H3@GI-C
I1!L@%	 N o   s e   n e c e s i t a   u n a   i m a g e n   p e q u e  a 	 P a s   b e s o i n   d e   c r  e r   u n e   v i g n e t t e 	 M i n i a t u r   n i c h t   e r f o r d e r l i c h 	 -A:87  =5  =C65=	 N o n   c '    b i s o g n o   d i   a n t e p r i m a 	 D'  *-*',  'DJ  'D5H1)  'DE5:1)	 N  o      n e c e s s  r i o   p a r a   m i n i a t u r a 	 K    k   r e s m e   g e r e k   y o k   	 K h  n g   c n   l  m   n h   n h 	 T i d a k   m e m e r l u k a n   g a m b a r   k e c i l 	 T i a d a   k e p e r l u a n   u n t u k   i m e j   k e c i l 	 %	.	M	,	(	G	2	  	@	  	5	6	M	/		$	>	  (	9	@			 	 	 	 N i n c s   s z  k s  g   m i n i a t qr r e 	 	 	 	 M i n i a f b e e l d i n g   n i e t   n o d i g 	 	 	 N u   e s t e   n e v o i e   d e   o   i m a g i n e   r e d u s 	 	 	       	 	 	 F'2  (G  *5H1  H  F3*	 	   	 							  			  					  				 

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	     	 A s i k h o   i s i d i n g o   s e - t h u m b n a i l 	 A k u k h o   m f u n e k o   y a t h u m b n a i l 	 H a k u n a   h a j a   y a   k i j i p i c h a 	 D u i m n a e l s k e t s   n i e   n o d i g   n i e 	 N e r e i k i a   m i n i a t i kr o s 	 S +k t l s   n a v   v a j a d z +g s 	 P i s i p i l t i   p o l e   v a j a 	 Davazaoevek  }rntav  oak  yoa	     .       	 N u   e s t e   n e v o i e   d e   o   i m a g i n e   r e d u s 	 
0
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	   %.M,(G2M  ,6M_$>  (A9G	 N u k   k a   n e v o j e   p e r   n j e   p j e s e z 	 			  										  							  				 	 	 	 	 	 	 	 S e m   n e c e s s i d a d e   d e   m i n i a t u r a 
 
 B R S _ S T R _ I D _ S U I _ T H U M B N A I L _ L A R G E _ P A G E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   b r o w s e r   c a n   n o t   c r e a t e   t h u m b n a i l   f o r   t h e   w e b   p a g e   d u e   t o   t h e   p a g e   i s   t o o   l a r g e 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 }N'Y
No:y.~W	 QuǏ'Y
N>f:y)V	 +I22C+
H  D!H!51!L@%5H09*#I2	 P  g i n a   g r a n d e ,   n o   s e   c r e a r    u n a   i m a g e n   p e q u e  a 	 G r a n d e   p a g e ,   a u c u n e   v i g n e t t e   n e   s e r a   c r   e 	 G r o  e   S e i t e ,   M i n i a t u r   w i r d   n i c h t   e r s t e l l t 	 !;8H:><  1>;LH0O  AB@0=8F0.   -A:87  A>740=  =5  1C45B. 	 P a g i n a   p i    g r a n d e ,   n o n   v e r r    c r e a t a   n e s s u n a   a n t e p r i m a 	 'D5A-)  C(J1)  ,/', D'  *916  'D5H1)  'DE5:1)	 P  g i n a   e x t e n s a ,   m i n i a t u r a   n  o   s e r    c r i a d a 	 B  y  k   s a y f a ,   k    k   r e s i m   o l u _t u r u l m a y a c a k   	 T r a n g   m n g   q u    l n ,   k h  n g   t h   h i n   t h   n h 	 H a l a m a n   b e s a r ,   t i d a k   a d a   g a m b a r   k e c i l   y a n g   a k a n   d i b u a t 	 H a l a m a n   l e b i h   b e s a r ,   t i a d a   i m e j   k e c i l   a k a n   d i w u j u d k a n 	 ,	!	<	>	  *	G		<	,   	K		  %	.	M	,	(	G	2	  (	9	@		  ,	(	>	/	>	  	>			>		 	 	 	 N a g y m  r e t q  o l d a l ,   n e m   j  n   l  t r e   m i n i a t qr 	 	 	 	 G r o t e   p a g i n a ,     e r   w o r d t   g e e n   m i n i a f b e e l d i n g   g e m a a k t 	 	 	 P a g i n   m a r e ,   n i c i o   i m a g i n e   r e d u s   n u   v a   f i   c r e a t 	 	 	   ,         	 	 	 5A-G  (21  '3*  *5H1  H  ','/  F.H'G/  4/	 	   	 		  						,   			  						  				  			  			 
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  






  



  


	   ,      	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 G r o o t   b l a d s y ,   g e e n   d u i m n a e l s k e t s   s a l   g e s k e p   w o r d   n i e 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 L a r g e   p a g e ,   n o   t h u m b n a i l   w i l l   b e   c r e a t e d 	 	 	 F a q e   e   m a d h e ,   n u k   m u n d   t e   k r i j o h e t   p j e s e z 	 				  						,   				  									  						  				  							 	 	 	 	 	 	 	 P  g i n a   g r a n d e ,   n e n h u m a   m i n i a t u r a   s e r    c r i a d a 
 
 B R S _ S T R _ I D _ U N H A N D L E D _ C O N T E N T _ T Y P E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 A s k i n g   w h e t h e r   t h e   u s e r   w a n t s   t o   d o w n l o a d   t h e   o b j e c t   w i t h o u t   M I M E   t y p e 	 U n k n o w n   c o n t e n t   t y p e .   D o w n l o a d   a n y w a y ? 	 
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Nf<h_0  /f&TN}	 
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	   	 I z i n d a w o   z a k a m u v a 	 A b a s i n d l e k i   b a k u t s h a n j e 	 W e n y e j i   w a   h i v i   k a r i b u n i 	 O n l a n g s e   b e d i e n e r s 	 D a b a r t i n i a i   p a g r i n d i n i a i   k o m p i u t e r i a i 	 N e s e n   l i e t o t i   h o s t d a t o r i 	 V i i m a t i s e d   h o s t i d 	 Ne{kv  px}eh	   	 G a z d e   r e c e n t e 	 
/

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 	 8.M*M0$?  _K	 S t r e h u e s i t   e   f u n d i t 	 										  						 	 	 	 	 	 	 	 H o s t s   r e c e n t e s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ S T O R E D _ P A G E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   s t o r e d   p a g e   l i s t 	 S t o r e d   p a g e s 	 ]X[}	 ]X[Qu	 +I25H@GD'I	 P  g i n a s   g u a r d a d a s 	 P a g e s   s t o c k  e s 	 G e s p e i c h e r t e   S e i t e n 	 !>E@0=5==K5  AB@0=8FK	 P a g i n e   a r c h i v i a t e 	 'D5A-'*  E-AH8)	 P  g i n a s   g u a r d a d a s 	 K a y d e d i l e n   s a y f a l a r   	 N h n g   t r a n g      l u   l i 	 H a l a m a n   t e r s i m p a n 	 H a l a m a n   d i s i m p a n 	 8	M		K	0	  	?		  		  *	G		<		 	 	 	 T  r o l t   o l d a l a k 	 	 	 	 O p g e s l a g e n   p a g i n a ' s 	 	 	 P a g i n i   m e m o r a t e 	 	 	   	 	 	 5A-'*  0.1G  4/G	 	   	 						  							 8

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	   	 A m a k h a s i   a l o n d i w e 	 A m a p h e p h a   a g c i n i w e y o 	 G o m b o   z i l i z o h i f a d h i w a 	 G e b e r g d e   b l a d s y e 	 S a u g o m i   p u s l a p i a i 	 S a g l a b t a s   l a p a s 	 S a l v e s t a t u d   l e h e k  l j e d 	 Japzav~an  g{e	   	 P a g i n i   m e m o r a t e 	 8
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 
 S T R _ I D _ B R W _ P R E F E R E N C E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   b r o w s e r   p r e f e r e n c e s   s c r e e n 	 B r o w s e r   o p t i o n s 	 px	 Omȉ	y	 2#3+%1)0	 P r e f e r e n c i a s 	 P r  f  r e n c e s 	 P r  f e r e n z e n 	 ?F88  1@0C75@0	 P r e f e r e n z e 	 6(7  EA6D	 P r e f e r  n c i a s 	 T e r c i h l e r   	 C  i   t   t h e o   s   t h  c h 	 P r e f e r e n s i 	 K e u t a m a a n 	 *	M	0	>	%	.	?		$	>				 	 	 	 P r e f e r e n c i  k 	 	 	 	 V o o r k e u r e n 	 	 	 P r e f e r i n ce 	 	 	 	 	 	 E1,9  G'	 	 	 						 $
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 	 *8(M&?$	 P r e f e r e n c a t 	 							 	 	 	 	 	 	 	 P r e f e r  n c i a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ S E C U R I T Y _ S E T T I N G S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   b r o w s e r   s e c u r i t y   s e t t i n g s 	 S e c u r i t y   s e t t i n g s 	 [hQ'`-[	 [hQ'`n	 2#1IH2'2!%- 1"	 C o n f i g u r a c i  n   d e   s e g u r i d a d 	 R  g l a g e s   d e   s  c u r i t  	 S i c h e r h e i t s e i n s t e l l u n g e n 	 0AB@>9:8  157>?0A=>AB8	 I m p o s t a z i o n i   d i   s i c u r e z z a 	 6(7  'D'EF	 D e f i n i   e s   d e   s e g u r a n  a 	 G  v e n l i k   a y a r l a r 1  	 C  i   t   a n   t o  n 	 P e n g a t u r a n   k e a m a n a n 	 S e t i n g   k e s e l a m a t a n 	 8	A	0		M	7	>	  8	G		?			M	8		 	 	 	 B i z t o n s  g i   b e  l l  t  s o k 	 	 	 	 V e i l i g h e i d s i n s t e l l i n g e n 	 	 	 S e t r i   d e   s e c u r i t a t e 	 	 	   	 	 	 *F8E'*  'EF*	 	   	 							  							 8
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 	 8A0M7>  8G?A!?	 R e g j i s t r i m e t   e   s i g u r i s e 	 							  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   s e g u r a n  a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ R E S T O R E _ B R O W S E R _ S E T T I N G S 	 O B I G O _ Q 0 5 A 	 I C O N T E X T ,   P O P U P C O N F I R M 	 O p t i o n   f o r   r e s t o r i n g   b r o w s e r   d e f a u l t   s e t t i n g s 	 R e s t o r e   b r o w s e r   s e t t i n g s 	 b`_p-[	 b`
YOmȉn	 9I72#1IH2@#2@-#L	 R e s t a u r a r   c o n f i g u r a c i  n   d e   n a v e g a d o r   	 R e s t a u r e r   l e s   r  g l a g e s   d u   n a v i g a t e u r 	 B r o w s e r - E i n s t e l l u n g e n   w i e d e r h e r s t e l l e n 	 >AAB0=>28BL  =0AB@>9:8  1@0C75@0	 R i p r i s t i n a   i m p o s t a z i o n i   b r o w s e r 	 '3*1,9  '9/'/  'D*5A-	 R e s t a u r a r   d e f i n i   e s   d o   b r o w s e r 	 T a r a y 1c 1  a y a r l a r 1n 1  y e n i d e n   y  k l e   	 C  i   t   m c   n h 	 K e m b a l i k a n   p e n g a t u r a n   b r o w s e r 	 P u l i h k a n   s e t i n g   p e n y e m a k   i m b a s 	 ,	M	0	>				<	0	  8	G		?			M	8	  ,	(	>		  0		G			 	 	 	 B  n g  s z Q  v i s s z a  l l  t  s a 	 	 	 	 B r o w s e r i n s t e l l i n g e n   h e r s t e l l e n 	 	 	 R e i n i ci a l i z a ci   s e t r i l e   b r o w s e r - u l u i 	 	 	     	 	 	 ('2'(  *F8E'*  E1H11	 	       	 								  						  											  					 ,
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     	 L o n d a   a m a s e t h i n g i   e s i p h e q i 	 B u y i s e l a   u s e t o   l w e b r a w u z a 	 R e j e s h a   m i p a n g i l i o   y a   k i v i n j a r i 	 S t e l   b l a a i e r i n s t e l l i n g s   t e r u g 	 A t s t a t y t i   n a r ay k l s   n u o s t a t a s 	 A t j a u n o t   p r l kk a   i e s t a t +j u m u s 	 T a a s t a   b r a u s e r i   s  t t e d 	 Neaoavcvel  dkaokyk  oauavveh	     	 R e i n i ci a l i z a ci   s e t r i l e   b r o w s e r - u l u i 	 ,
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 
 S T R _ I D _ B R W _ A D D _ T O _ B O O K M A R K 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 O p t i o n   t o   a d d   t h e   s e l e c t e d   U R L   t o   b o o k m a r k s 	 A d d   t o   B o o k m a r k s 	 ReQfd|	 mR0RfN~{	 @4H!D"18J!2#L	 A  a d i r   a   M a r c a d o r e s 	 A j o u t e r      S i g n e t s 	 Z u   L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  2  70:;04:8	 A g g i u n g i   a   s e g n a l i b r o 	 '6'A)  'DJ  '4'1')  E1,9J)	 A d i c i o n a r   a o s   F a v o r i t o s 	 Y e r   i m l e r i n e   e k l e   	 T h  m    n h   d u 	 T a m b a h k a n   k e   P e n a n d a 	 T a m b a h   p a d a   P e n a n d a   B u k u 	 ,	A		.	>	0	M		M	8	  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a   k  n y v j e l z Qk  z 	 	 	 	 A a n   b l a d w i j z e r s   t o e v o e g e n 	 	 	 A d u g a r e   l a   m a r c a j e 	 	 	   	 	 	 'A2H/F  (G  E-D  '(  G'	 	     	 									  			  					 
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 S T R _ I D _ B R W _ S E N D _ A D D R E S S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   s e n d   t h e   s e l e c t e d   U R L   t o   o t h e r   d e v i c e 	 S e n d   a d d r e s s 	 P}@W	 SQ@W	 *H5H-"9H	 E n v i a r   d i r e c c i  n 	 E n v o y e r   a d r e s s e 	 A d r e s s e   s e n d e n 	 B?@028BL  04@5A	 I n v i a   i n d i r i z z o 	 '13'D  'D9FH'F	 E n v i a r   e n d e r e  o 	 A d r e s i   g  n d e r   	 G i   a   c h   m n g 	 K i r i m   a l a m a t 	 H a n t a r   a l a m a t 	 *	$	>	  -	G		G			 	 	 	 C  m   k  l d  s e 	 	 	 	 A d r e s   v e r z e n d e n 	 	 	 E x p e d i e r e   a d r e s 	 	 	   	 	 	 '13'D  F4'F	 	   	 						  						 *
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 S T R _ I D _ B R W _ S E N D _ B O O K M A R K 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   s e n d   t h e   s e l e c t e d   b o o k m a r k   t o   o t h e r   d e v i c e 	 S e n d   b o o k m a r k 	 Pfd|	 SfN~{	 *H8J!2#L	 E n v i a r   m a r c a d o r 	 E n v o y e r   s i g n e t 	 L e s e z e i c h e n   s e n d e n 	 B?@028BL  70:;04:C	 I n v i a   s e g n a l i b r o 	 '13'D  '4'1)  'DE1,9J)	 E n v i a r   f a v o r i t o 	 Y e r   i m i n i   g  n d e r   	 G i    n h   d u 	 K i r i m   p e n a n d a 	 H a n t a r   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  -	G		G			 	 	 	 K  n y v j e l z Q  k  l d  s e 	 	 	 	 B l a d w i j z e r   v e r z e n d e n 	 	 	 E x p e d i e r e   m a r c a j 	 	 	   	 	 	 '13'D  E-D  '(	 	     	 								  						 ,
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 
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!%H2*8	 P o r    l t i m o   v i s i t a d o 	 D e r n i e r   v i s i t  	 Z u l e t z t   b e s u c h t 	 >  2@5<5=8  ?>A5I5=8O	 V i s i t a t o   p e r   u l t i m o 	 HAB'  DA*1)  'D3'(B)	  l t i m a   v i s i t a 	 S o n   z i y a r e t   e d i l e n e   g  r e   	 T h e o   t h i   g i a n   l  n   m n g   l n   t r c 	 T e r a k h i r   d i k u n j u n g i 	 T e r a k h i r   d i l a w a t i 	 		$	?	.	  ,	>	0	  	5	>		.	(	  	?	/	>		 	 	 	 L e g u t  b b i   l  t o g a t  s 	 	 	 	 L a a t s t e   b e z o e k 	 	 	 U l t i m u l   s i t e   v i z i t a t 	 	 	     	 	 	 ".1F  ('2//	 	   	 			  				  							 
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 
 S T R _ I D _ B R W _ S O R T _ B Y _ M O S T _ V I S I T E D 	 O B I G O _ Q 0 5 A 	 T W O S T A T E 	 O p t i o n   t o   s o r t   t h e   r e c e n t   p a g e   l i s t   b y   m o s t   v i s i t e d 	 M o s t   v i s i t e d 	 O g8^p!kxe	 O g8^Omȉ!kpe	 2#@I2
!H-"5H*8	 P o r   e l   m  s   v i s i t a d o 	 P l u s   v i s i t  	 M e i s t   b e s u c h t 	 >  G0AB>B5  ?>A5I5=8O	 P i    v i s i t a t o 	 HAB'  D'C+1  EF  'DF81  'DJG'	 N  m e r o   d e   v i s i t a s 	 E n    o k   z i y a r e t   e d i l e n e   g  r e   	 T h e o   s   l n   g h    t h m   n h i u   n h t 	 P a l i n g   s e r i n g   d i k u n j u n g i 	 P a l i n g   k e r a p   d i l a w a t i 	 	'	?		>		6	  ,	>	0	  	5	>		.	(	  	?	/	>		 	 	 	 L e g t  b b   l  t o g a t  s 	 	 	 	 M e e s t   b e z o c h t 	 	 	 C e l   m a i   v i z i t a t   s i t e 	 	 	   '       	 	 	 (4*1F  ('2//	 	   	 								  				  							 
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 
 S T R _ I D _ B R W _ T H I S _ L I N K 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   s e l e c t e d   h y p e r l i n k   r e l a t e d   o p t i o n s 	 T h i s   l i n k 	 vuMRȓc	 S_MRc	 %4L5I	 E s t e   e n l a c e 	 C e   l i e n 	 D i e s e r   L i n k 	 0==K9  04@5A	 Q u e s t o   l i n k 	 G0'  *H5JD	 E s t a   h i p e r l i g a   o 	 B u   b a l a n t 1  	 K t   n i   n  y 	 L i n k   i n i 	 P a u t a n   i n i 	 /	9	  2	?				 	 	 	 E z   a   h i v a t k o z  s 	 	 	 	 D e z e   k o p p e l i n g 	 	 	 A c e a s t   l e g t u r 	 	 	   	 	 	 'F  ~HF/	 	   	 		  					 
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 
 S T R _ I D _ B R W _ N A V I G A T E 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   b r o w s e r   n a v i g a t i o n   r e l a t e d   o p t i o n s 	 N a v i g a t e 	 p	 Omȉ	 @%7H-5H	 N a v e g a r 	 N a v i g u e r 	 N a v i g i e r e n 	 02830F8O	 N a v i g a 	 *5A-	 N a v e g a r 	 G e z i n   	 L t   m n g 	 N a v i g a s i 	 N a v i g a s i 	 (	G	5	@		G		  	0	G			 	 	 	 N a v i g  l  s 	 	 	 	 N a v i g e r e n 	 	 	 N a v i g a r e 	 	 	 	 	 	 G/'*	 	 	 					  					 (
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 
 S T R _ I D _ B R W _ T H I S _ P A G E 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   c u r r e n t   p a g e   r e l a t e d   o p t i o n s 	 T h i s   p a g e 	 vuMR}	 S_MRQu	 +I25I	 E s t a   p  g i n a 	 C e t t e   p a g e 	 D i e s e   S e i t e 	 0==0O  AB@0=8F0	 Q u e s t a   p a g i n a 	 G0'  5A-)	 E s t a   p  g i n a 	 B u   s a y f a   	 T r a n g   m n g   h i n   t i 	 H a l a m a n   i n i 	 H a l a m a n   i n i 	 /	9	  *	G		<		 	 	 	 E z   a z   o l d a l 	 	 	 	 D e z e   p a g i n a 	 	 	 A c e a s t   p a g i n 	 	 	   	 	 	 'F  5A-G	 	   	 		  							 
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 
 S T R _ I D _ B R W _ S E L E C T _ M O D E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 O p t i o n   f o r   s w i t c h i n g   i n t o   i m a g e   s e l e c t   m o d e 	 S e l e c t   m o d e 	 2eQWGrxd!j_	 ۏeQVGr	b!j_	 @%7-B+!	 M o d o   d e   s e l e c c i  n   	 M o d e   d e   s  l e c t i o n 	 M o d u s   w  h l e n 	  568<  2K1>@0	 M o d a l i t    s e l e z i o n e 	 4CD  'D.J'1'*	 S e l e c c i o n a r   m o d o 	 M o d   s e    	 C h n   c h   	 P i l i h   m o d u s 	 M o d   p i l i h 	 .	K	!	  	A	(	G			 	 	 	  z e m m  d   v  l a s z t  s 	 	 	 	 S e l e c t i e s t a n d 	 	 	 S e l e c t a r e   m o d 	 	 	   	 	 	 -'D*  'F*.'(	 	   	 						  						   
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 
 S T R _ I D _ B R W _ P R O P E R T I E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 t i t l e   s t r i n g   f o r   s h o w i n g   s e l e c t e d   i t e m   p r o p e r t i e s 	 P r o p e r t i e s 	 s`	 `	 8*!14	 P r o p i e d a d e s 	 P r o p r i  t  s 	 E i g e n s c h a f t e n 	 !2>9AB20	 P r o p r i e t  	 *A'5JD	 P r o p r i e d a d e s 	  z e l l i k l e r   	 C h i   t i t 	 P r o p e r t i 	 S i f a t 	 5	?	6	G	7	$	>				 	 	 	 T u l a j d o n s  g o k 	 	 	 	 E i g e n s c h a p p e n 	 	 	 P r o p r i e t ci 	 	 	 	 	 	 H  G'	 	 	 								 
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 
 S T R _ I D _ B R W _ R E N D E R I N G _ M O D E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   b r o w s e r   r e n d e r i n g   m o d e s   l i s t 	 R e n d e r i n g   m o d e 	 o:y!j_	 >f:y!j_	 B+!2#@#@-#L	 M o d o   d e   p r e s e n t a c i  n 	 M o d e   d e   r e n d u 	 R e n d e r - M o d u s 	  568<  287C0;870F88	 M o d a l i t    r e n d e r i n g 	 916  'D4CD	 M o d o   d e   r e n d e r i z a   o 	 0_l e m e   m o d u   	 H i n   t h   c h   	 M o d u s   r e n d e r 	 M o d   	 .	K	!	  *	M	0	8	M	$	A	$	  	0	  0	9	>	  9	H		 	 	 	 R e n d e r i n g   m  d 	 	 	 	 R e n d e r i n g m o d u s 	 	 	 M o d   d e   r e d a r e 	 	 	   	 	 	 -'D*  FE'4	 	   	 								  				 0
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 S T R _ I D _ B R W _ T W O _ W A Y 	 O B I G O Q 0 5 A 	 H I N T ,   T W O S T A T E 	 O p t i o n   t o   s e l e c t   t h e   n a v i g a t i o n   m o d e   a s   t w o   w a y 	 T w o   w a y 	 ٖTp	 STOmȉ	 *-4(2	 D e   d o b l e   v  a 	 D e u x   d i r e c t i o n s 	 Z w e i w e g 	 2CAB>@>==OO	 D u e   v i e 	 *5A-  E2/H,  'D'*,'G	 D o i s   s e n t i d o s 	 0k i   y o l l u   	 L t   M n g   t h e o   h a i   h n g 	 D u a   c a r a 	 D u a   h a l a 	 &	K	  $	0	+	>		 	 	 	 K  t i r  n y  	 	 	 	 T w e e w e g s 	 	 	  n   d o u   d i r e c ci i 	 	 	     	 	 	 /H  71AG	 	 	 	- 					 &
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i s	 D i v v i r z i e n u 	 K a h e s u u n a l i n e 	 5ooxrtavk	 	  n   d o u   d i r e c ci i 	 0
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 
 S T R _ I D _ B R W _ F O U R _ W A Y 	 O B I G O Q 0 5 A 	 H I N T ,   T W O S T A T E 	 O p t i o n   t o   s e l e c t   t h e   n a v i g a t i o n   m o d e   a s   f o u r   w a y 	 F o u r   w a y 	 VTp	 VTOmȉ	 *5H4(2	 D e   c u a t r o   v  a s 	 Q u a t r e   d i r e c t i o n s 	 V i e r w e g 	 '5BK@5EAB>@>==OO	 Q u a t t r o   v i e 	 *5A-  4 'D'*,'G'*	 Q u a t r o   s e n t i d o s 	 D  r t   y o l l u   	 L t   M n g   t h e o   b n   h n g 	 E m p a t   c a r a 	 E m p a t   h a l a 	 	>	0	  $	0	+	>		 	 	 	 N  g y i r  n y  	 	 	 	 V i e r w e g s 	 	 	  n   p a t r u   d i r e c ci i 	 	 	   	 	 	 G'1  71AG	 	   	 	- 					 
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i s	 e t r v i r z i e n u 	 N e l j a s u u n a l i n e 	 Ix}- oxrtavk	 	  n   p a t r u   d i r e c ci i 	 +
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 
 S T R _ I D _ B R W _ S C R O L L I N G 	 O B I G O Q 0 5 A 	 H I N T ,   T W O S T A T E 	 O p t i o n   t o   s e l e c t   t h e   n a v i g a t i o n   m o d e   a s   s c r o l l i n g 	 S c r o l l i n g 	 rcRp	 wSROmȉ	 2#@%7H-	 D e s p l a z a m i e n t o   	 D  f i l e m e n t 	 W i r d   g e s c r o l l t 	 @>:@CB:0	 S c o r r i m e n t o 	 *-1JC	 D e s l o c a m e n t o 	 K a y d 1r 1y o r 	 C u n   l i   k h i   l t   m n g 	 M e n g g u l i r 	 M e n s k r o l 	 8	M		M	0	I	2	  	0	  0	9	>	  9	H		 	 	 	 G  r g e t  s 	 	 	 	 S c r o l l e n 	 	 	 D e f i l a r e 	 	 	 	 	 	 -1*	 	 	 						  				 8
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 
 S T R _ I D _ B R W _ S C R E E N _ S I Z E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 O p t i o n   t o   s e l e c t   t h e   r e n d e r e d   p a g e   s c r e e n   s i z e 	 S c r e e n   s i z e 	 o:y'Y\	 >f:y'Y\	 2+I2-	 T a m a  o   d e   p a n t a l l a 	 T a i l l e   d e   l   c r a n 	 B i l d s c h i r m g r   e 	  07<5@  M:@0=0	 D o m e n s i o n e   s c h e r m o 	 916  -,E	 T a m a n h o   d o   e c r  	 E k r a n   b o y u t u   	 H i n   t h   c 	 U k u r a n   l a y a r 	 S a i z   s k r i n 	 8	M		M	0	@	(	  	>	  		>	0		 	 	 	 K  p e r n y Qm  r e t 	 	 	 	 S c h e r m g r o o t t e 	 	 	 D i m e n s i u n e   e c r a n 	 	 	   	 	 	 'F/'2G  5A-G	 	   	 							  					 8
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 
 S T R _ I D _ B R W _ F U L L 	 O B I G O Q 0 5 A 	 L S K ,   H I N T 	 s t r i n g   f o r   s e l e c t i n g   f u l l   s c r e e n   s i z e   o f   t h e   r e n d e r e d   p a g e 	 F u l l 	 hQU^	 hQO\U^	 @G!	 C o m p l e t a 	 P l e i n 	 V o l l 	 !2>1>4=>3>  <5AB0  =5B	 P i e n o 	 4'4)  'DC'ED)	 I n t e i r o 	 D o l u   	 T o  n   b   m  n   h  n h 	 P e n u h 	 P e n u h 	 *	B	0	M	#		 	 	 	 T e l j e s 	 	 	 	 V o l 	 	 	 C o m p l e t 	 	 	 	 	 	 'ED	 	 	 						 *
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 
 S T R _ I D _ B R W _ E N C O D I N G 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   e n c o d i n g   m e t h o d   l i s t 	 E n c o d i n g 	 }x	 x	 2#@I2#+1*	 C i f r a d o 	 E n c o d a g e 	 V e r s c h l  s s e l u n g 	 >48@>20=85	 C o d i f i c a 	 *4AJ1	 C o d i f i c a   o 	 ^i f r e l i y o r   	 M    h  a 	 P e n g e n k o d e a n 	 M e n g e k o d 	 	(		K	!	?				 	 	 	 K  d o l  s 	 	 	 	 C o d e r e n 	 	 	 C o d a r e 	 	 	 	 	 	 1E20'1	 	 	 								 
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 
 S T R _ I D _ B R W _ S A V E _ A S 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 O p t i o n   f o r   s a v i n g   a   s e l e c t e d   p a g e   i t e m 	 S a v e   a s 	 SX[	 SX[	 1@G@G	 G u a r d a r   c o m o 	 E n r e g i s t r e r   s o u s 	 S p e i c h e r n   u n t e r 	 !>E@0=8BL	 S a l v a   c o n   n o m e 	 -A8  (	 G u a r d a r   c o m o 	 F a r k l 1  k a y d e t   	 L u   t h  m   t i 	 S i m p a n   s e b a g a i 	 S i m p a n   s e b a g a i 	 	G	  0	B	*	  .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   m  s k  n t 	 	 	 	 O p s l a a n   a l s 	 	 	 S a l v a r e   c a 	 	 	   	 	 	 0.1G  (9FH'F	 	   	 					  						  					 8
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 
 S T R _ I D _ B R W _ S T O R E _ O F F L I N E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 O p t i o n   f o r   s a v i n g   t h e   c u r r e n t   p a g e   i n   m e m o r y 	 S t o r e   o f f l i n e 	 2QX[}	 PX[Qu	 @G--D%L	 G u a r d a r   f u e r a   d e   l  n e a 	 S t o c k e r   h o r s   l i g n e 	 O f f l i n e   s p e i c h e r n 	 !>E@0=8BL  2  02B>=><=><  @568<5	 A r c h i v i a   o f f l i n e 	 -A8  5A-)  'F*1F*	 G u a r d a r   o f f l i n e 	  e v r i m d 1_1  k a y d e t   	 L u   t r a n g   m n g 	 S i m p a n   o f f l i n e 	 S i m p a n   d i   l u a r   t a l i a n 	 	+	2	>		(	  8	M		K	0	  	0	G			 	 	 	 O f f l i n e   t  r o l  s 	 	 	 	 O f f - l i n e   o p s l a a n 	 	 	 S a l v a ci   c a   p a g i n   d i s p o n i b i l   o f f l i n e 	 	 	       	 	 	 0.1G  "AD'F	 	   	 						  				  				 
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 S T R _ I D _ B R W _ P A G E _ O B J E C T S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   t h e   c u r r e n t   p a g e   o b j e c t   l i s t 	 P a g e   o b j e c t s 	 }irN	 Qu[a	 --@GL+I2	 O b j e t o s   d e   p  g i n a 	 O b j e t s   d e   l a   p a g e 	 S e i t e n o b j e k t e 	 1J5:BK  AB@0=8FK	 O g g e t t i   p a g i n a 	 4J&  'D'F*1F*	 O b j e c t o s   d a   p  g i n a 	 S a y f a   n e s n e l e r i   	 i   t n g   t r a n g   m n g 	 O b j e k   h a l a m a n 	 O b j e k   h a l a m a n 	 *	G		<	  8	>	.		M	0	?	/	>			 	 	 	 O l d a l o b j e k t u m o k 	 	 	 	 P a g i n a o b j e c t e n 	 	 	 O b i e c t e   p a g i n 	 	 	   	 	 	 '4'!  5A-G	 	   	 						  						 *
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 S T R _ I D _ B R W _ P L A Y _ S O U N D S 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   t o   e n a b l e / d i s a b l e   s o u n d s   o n   t h e   r e n d e r e d   p a g e 	 P l a y   s o u n d s 	 d>er	 d>eX	 @%H@*5"	 R e p r o d u c i r   s o n i d o s 	 J o u e r   s o n s 	 S o u n d s   w i e d e r g e b e n 	 >A?@>8725AB8  72C:8	 R i p r o d u c i   a u d i o 	 *4:JD  'D5H*	 R e p r o d u z i r   s o n s 	 S e s l e r i   o y n a t   	 P h  t    m   t h a n h 	 P u t a r   s u a r a 	 M a i n k a n   b u n y i 	 	5	>		<	  *	M	2	G	  	0	G			 	 	 	 H a n g l e j  t s z  s 	 	 	 	 G e l u i d e n   a f s p e l e n 	 	 	 R e d a r e   s u n e t e 	 	 	   	 	 	 ~.4  5/'	 	   	 					  						 '
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	     	 D l a l a   i m i s i n d o 	 K h a l i s a   i z a n d i 	 C h e z a   s a u t i 	 S p e e l   k l a n k e 	 L e i s t i   g a r s u s 	 A t s k a Fo t   s k a Fa s 	 E s i t a   h e l i s i d 	 F~acaoel  qauve	   	 R e d a r e   s u n e t e 	 *
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 
 S T R _ I D _ B R W _ A L W A Y S 	 O B I G O _ Q 0 5 A 	 C 0 5 7 _ 1 	 i n l i n e   s t r i n g   f o r   a l w a y s   s h o w i n g   s o m e   p a g e   o b j e c t 	 A l w a y s 	 =~/f	 ;`/f	 @*!-	 S i e m p r e 	 T o u j o u r s 	 I m m e r 	 A5340	 S e m p r e 	 /'&E'	 S e m p r e 	 H e r   z a m a n   	 L u  n   l u  n 	 S e l a l u 	 S e n t i a s a 	 9	.	G	6	>		 	 	 	 M i n d i g 	 	 	 	 A l t i j d 	 	 	  n t o t d e a u n a 	 	 	 	 	 	 GE4G	 	 	 							 9
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 
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 
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 	 I - C S S 	 I - C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 C S S 	 	 	 	 	 	 	 	 C S S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ S C R I P T 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   t o   e n a b l e / d i s a b l e   s c r i p t   o n   t h e   r e n d e r e d   p a g e 	 S c r i p t s 	 S c r i p t s 	 S c r i p t s 	 *#4L	 S c r i p t s 	 S c r i p t s 	 S k r i p t e 	 !F5=0@89	 S c r i p t 	 1E2S c r i p t 	 S c r i p t s 	 K o m u t   d i z i s i   	 S c r i p t 	 S c r i p t 	 S k r i p 	 8	M		M	0	?	*	M			 	 	 	 S z k r i p t e k 	 	 	 	 S c r i p t s 	 	 	 S c r i p t 	 	 	 	 	 	 '31~*  G'	 	 	 										 2
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 
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	 C a c h  	 C a c h e 	 C a c h e 	 MH	 C a c h e 	 *H5JD  31J9	 C a c h e 	  n   b e l l e k   	 T m   l u 	 C a c h e 	 C a c h e 	 	H	6	G		 	 	 	 G y o r s  t  t  r 	 	 	 	 C a c h e 	 	 	 M e m o r i e   c a c h e 	 	 	 	 	 	 -'A8G  ~FG'F	 	   	 							  							 
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	 G	 K a s h e 	 								 	 	 	 	 	 	 	 C a c h e 	 	 	 	 	 	 	 	 C a c h e 	 C a c h e 	 C a c h  	 K a a c h e e 	 T a i s c e 
 
 S T R _ I D _ B R W _ C O O K I E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   t o   e n a b l e / d i s a b l e   c o o k i e s   f o r   t h e   r e n d e r e d   p a g e 	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 85I	 C o o k i e s 	 C o o k i e s 	 C o o k i e s 	 $09;K  C o o k i e 	 C o o k i e s 	 (J'F'*  4.5J)	 C o o k i e s 	 C o o k i e s 	 C o o k i e s   	 C o o k i e 	 K u k i 	 	A		@		<		 	 	 	 S  t i k 	 	 	 	 C o o k i e s 	 	 	 M o d u l e   c o o k i e s 	 	 	 	 	 	 H  G'	 	 	 						 
A

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	 	 	 




	 	 A m a - c o o k i e s 	 A m a q e b e n g w a n a 	 K u k i 	 K o e k i e s 	 S l a p u k a i 	 S +k d a t n e s 	 K  p s i s e d 	 Txkve	 - 	 M o d u l e   c o o k i e 	 
A
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
3
M

 	 A@	 C o o k i e s 	 										 	 	 	 	 	 	 	 C o o k i e s 	 	 	 	 	 	 	 	 C o o k i e a k 	 M g a   c o o k i e 	 C o o k i e s 	 A c h c h a   k u u k i s 	 F i a n  i n 
 
 S T R _ I D _ B R W _ S E C U R I T Y _ W A R N I N G S 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   t o   e n a b l e / d i s a b l e   w a r n i n g s   o n   t h e   r e n d e r e d   p a g e 	 S e c u r i t y   w a r n i n g s 	 [hQ'`fJT	 [hQ'`fJT	 3@7-I2'2!%- 1"	 A d v e r t e n c i a s   d e   s e g u r i d a d 	 A v e r t i s s e m e n t s   d e   s  c u r i t  	 S i c h e r h e i t s w a r n u n g e n 	 @54C?@5645=8O  A8AB5<K  157>?0A=>AB8	 A v v i s i   d i   s i c u r e z z a 	 'D'F0'1'D'EF	 A l e r t a s   d e   s e g u r a n  a 	 G  v e n l i k   u y a r 1l a r 1  	 C n h   b  o   t  n h   a n   t o  n 	 P e r i n g a t a n   k e a m a n a n 	 A m a r a n   k e s e l a m a t a n 	 8	A	0		M	7	>	  	G	$	>	5	(	?	/	>			 	 	 	 B i z t o n s  g i   f i g y e l m e z t e t  s e k 	 	 	 	 B e v e i l i g i n g s w a a r s c h u w i n g e n 	 	 	 A v e r t i s m e n t   d e   s e c u r i t a t e 	 	 	   	 	 	 G4/'1G'  'EF*	 	   	 							  								 8
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	 	 	 






  





	   	 I z i x w a y i s o   s o k u p h e p h a 	 I z i l u m k i s o   z o k h u s e l e k o 	 O n y o   y a   u s a l a m a 	 S e k u r i t e i t s k e n n i s g e w i n g s 	 S a u g o s   /s p j i m a i 	 D r o a+b a s   b r +d i n j u m s 	 T u r v a h o i a t u s e d 	 1v~avcxiuav  vamafcxwaxtve	   	 A v e r t i s m e n t   d e   s e c u r i t a t e 	 8
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	 8A0M7>  G$>,(@	 P a r a l a j m e r i m e t   e   s i g u r i s e 	 							  							 	 	 	 	 	 	 	 A v i s o   d e   s e g u r a n  a 	 	 	 	 	 	 	 	 S e g u r t a s u n   o h a r r a k 	 M g a   b a b a l a   s a   s e g u r i d a d 	 A v i s o s   d e   s e g u r i d a d e 	 N n t i m i i w u   n c h e 	 R a b h a i d h   s l  n d  l a 
 
 S T R _ I D _ B R W _ I N V A L _ T I M E O U T 	 O B I G O _ Q 0 5 A 	 P O P U P 	 p o p u p   m e s s a g e   f o r   i n v a l i d   t i m e o u t   v a l u e 	 I n v a l i d   t i m e o u t   ( 1 5 - 3 0 0 ) 	 QI{_eV1 5 - 3 0 0 		 QI{_eV1 5 - 3 0 0 		 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 V e n c i m i e n t o   d e   t i e m p o   i n v  l i d o   ( 1 5 - 3 0 0 ) 	 E x p i r a t i o n   i n v a l i d e   ( 1 5 - 3 0 0 ) 	 U n g  l t i g e   A u s z e i t ( 1 5 - 3 0 0 ) 	 525@=K9  B09<0CB  ( 1 5 - 3 0 0 ) 	 T i m e o u t   n o n   v a l i d o   ( 1 5 - 3 0 0 ) 	 ? ? ?   ? ? ? ?   ? ? ? ? ?   ? ? ?   ? ? ? ? 	 D u r a ? ? o   i n v  l i d a   ( 1 5 - 3 0 0 ) 	 G e ? e r s i z   z a m a n   a ? ? m ?   ( 1 5 - 3 0 0 )   	 C  i   ? ? t   t h ? i   g i a n   k h ? n g   h i ? u   l ? c   ( 1 5 - 3 0 0 ) 	 B a t a s   w a k t u   t i d a k   v a l i d   ( 1 5 - 3 0 0 ) 	 T a m a t   m a s a   t a k   s a h   ( 1 5 - 3 0 0 ) 	 ? ? ? ? ? ?   ? ? ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 	 	 	  r v  n y t e l e n   i d ? t  l l  p  s   ( 1 5 - 3 0 0 ) 	 	 	 	 O n g e l d i g e   t i m e o u t   ( 1 5 - 3 0 0 ) 	 	 	 V a l o a r e a   p e n t r u   t i m p u l   d e   e x p i r a r e   n u   e s t e   v a l i d ?   ( 1 5 - 3 0 0 ) 	 	 	 ? ? ?   ? ? ?   ? ?   ? ? ? ?   ( 1 5 - 3 0 0 ) 	 	 	 ? ? ? ?   ? ? ? ? ?   ? ? ? ?   ( 1 5   ? ?   3 0 0 ) 	 	 ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 ? ? ? ?   ? ? ? ? ? ? ?   ( ? ? - ? ? ? ) 	 ? ? ? ?   ? ? ? ?   ? ? ?   ( 1 5 - 3 0 0 ) 	 	 	 ? ? ? ? ? ?   ? ? ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ?   ? ? ?   ( 1 5 - 3 0 0 ) 	 U k u p h e l a   k w e s i k h a t h i   o k u n g e n a m t h e t h o   ( 1 5 - 3 0 0 ) 	 I x e s h a   l o k u p h u m a   a l i s e b e n z i   ( 1 5 - 3 0 0 ) 	 M u d a   b a t i l i   w a   k u i s h a   ( 1 5 - 3 0 0 ) 	 V e r s t r y k i n g s t y d   v i r   o n g e l d i g e   b l a d s y e   ( 1 5 - 3 0 0 ) 	 N e g a l i o j a n t i s   s k i r t a s i s   l a i k a s   [ 1 5 - 3 0 0 ] 	 N e d e r +g s   t a i m a u t s   [ 1 5 - 3 0 0 ] 	 S o b i m a t u   a j a l ? p p   ( 1 5 - 3 0 0 ) 	 ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 V a l o a r e a   p e n t r u   t i m p u l   d e   e x p i r a r e   n u   e s t e   v a l i d ?   ( 1 5 - 3 0 0 ) 	 ? ? ? ?   ? ? ? ? ? ? ? ?   ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 ? ? ? ? ? ?   ? ? ?   ? ? ? ( 1 5 - 3 0 0 ) 	 P u s h i m   I   p a v l e f s h e m   ( 1 5 - 3 0 0 ) 	 ? ? ? ? ? ?   ? ? ?   ? ? ? ? ?   ( 1 5 - 3 0 0 ) 	 	 	 	 	 	 	 	 T e m p o   l i m i t e   i n v  l i d o   ( 1 5 - 3 0 0 ) 	 	 	 	 	 	 	 	 I t x a r o t e - d e n b o r a   b a l i o g a b e a   ( 1 5 - 3 0 0 ) 	 H i n d i   w a s t o n g     t i m e o u t   ( 1 5 - 3 0 0 ) 	 T e m p o   d e   e s p e r a   n o n   v  l i d o   ( 1 5 - 3 0 0 ) 	 	 A m   i s t i g h   n e a m h b h a i l    ( 1 5 - 3 0 0 ) 
 
 S T R _ I D _ B R W _ N A M E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   f o r   p a g e   o b j e c t   n a m e 	 N a m e 	 
T1z	 
Ty	 
7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e   	 '3E	 N o m e 	 A d 	 T  n   	 N a m a 	 N a m a 	 (	>	.		 	 	 	 N  v 	 	 	 	 N a a m 	 	 	 N u m e 	 	 	 	 	 	 F'E	 	 	 				 (
>
.
	 	 	 


	 	 I g a m a 	 I g a m a 	 J i n a 	 N a a m 	 V a r d a s 	 N o s a u k u m s 	 N i m i 	 1vxv	 	 N u m e 	 *
G
0
M
	 (>.	 E m r i 	 				 	 	 	 	 	 	 	 N o m e 	 	 	 	 	 	 	 	 I z e n a   	 P a n g a l a n 	 N o m e   : 	 A h a 	 A i n m 
 
 S T R _ I D _ B R W _ B A C K W A R D 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 O p t i o n   f o r   b a c k w a r d   n a v i g a t i o n 	 B a c k w a r d 	 
N N	 
N Nu	 -"+%1	 H a c i a   a t r  s 	 P r  c  d e n t 	 R  c k w  r t s 	 0704	 I n d i e t r o 	 5A-)  3'(B)	 R e t r o c e d e r 	 G e r i 	 T r a n g   t r c 	 M u n d u r 	 K e   b e l a k a n g 	 *	@		G		 	 	 	 V i s s z a 	 	 	 	 A c h t e r u i t 	 	 	  n a p o i 	 	 	 	 	 	 (G  9B(	 	   	 						 *
M
0
$
?

>
.
@
	 	 	 






	 	 H l e h l e l a   e m u v a 	 E m v a 	 N y u m a 	 G a a n   t e r u g 	 A t g a l 	 A t p a k a <	 T a g a s i 	 @e	 	  n a p o i 	 *
?
(
M
(
?
2
G

M

M
	 *6M>$	 P r a p a m b e t u r 	 								 	 	 	 	 	 	 	 P a r a   t r  s 	 	 	 	 	 	 	 	 A t z e r a 	 P a a t r a s 	 R e t r o c e s o 	 G a a   a z 	 S i a r 
 
 S T R _ I D _ B R W _ E N A B L E 	 O B I G O _ Q 0 5 A 	 C 0 5 7 _ 1 	 i n l i n e   s t r i n g   f o r   e n a b l i n g   s o m e   b r o w s e r   o p t i o n 	 E n a b l e 	 _U(u	 /T(u	 @432	 A c t i v a r 	 A c t i v e r 	 A k t i v i e r e n 	 :;NG8BL	 A b i l i t a   	 *4:JD	 A c t i v a r 	 E t k i n l e _t i r 	 B t   u   s   d n g 	 A k t i f k a n 	 D a y a k a n 	 8		M	7	.		 	 	 	 E n g e d  l y e z  s 	 	 	 	 A c t i v e r e n 	 	 	 A c t i v a r e 	 	 	   	 	 	 A9'D3'2	 	 	 						  					 /
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 
 S T R _ I D _ B R W _ D I S A B L E 	 O B I G O _ Q 0 5 A 	 C 0 5 7 _ 1 	 i n l i n e   s t r i n g   f o r   d i s a b l i n g   s o m e   b r o w s e r   o p t i o n 	 D i s a b l e 	 \P(u	 \P(u	 432	 D e s a c t i v a r 	 D  s a c t i v e r 	 D e a k t i v i e r e n 	 B:;NG8BL	 D i s a b i l i t a 	 HBHA	 D e s a c t i v a r 	 D e v r e   d 1_1  b 1r a k   	 N g n g   s   d n g 	 N o n a k t i f k a n 	 N y a h d a y a k a n 	 		M	7	.		 	 	 	 L e t i l t  s 	 	 	 	 I n a c t i v e r e n 	 	 	 D e z a c t i v a r e 	 	 	     	 	 	 :1A9'D3'2	 	 	 									  					 	 	 	 




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 
 S T R _ I D _ B R W _ P A G E _ A C T I O N S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   p a g e   D O   e l e m e n t s   l i s t 	 P a g e   a c t i o n s 	 };mR	 Qu;mR	 2##03+I2	 A c c i o n e s   d e   p  g i n a 	 A c t i o n s   d e   p a g e 	 S e i t e n a k t i o n e n 	 59AB28O  4;O  AB@0=8FK	 A z i o n i   p a g i n a 	 A9D  5A-)  'D'F*1F*	 A c   e s   d e   p  g i n a 	 S a y f a   i _l e m l e r i   	 K  c h   h o t   t r a n g   m n g 	 T i n d a k a n   h a l a m a n 	 T i n d a k a n   h a l a m a n 	 *	G		<	  8		,		'	@	  	>	0	M	/		 	 	 	 O l d a l m qv e l e t e k 	 	 	 	 P a g i n a - a c t i e s 	 	 	 A c ci u n i   p a g i n 	 	 	   	 	 	 'B/'E'*  5A-G	 	   	 						  							 *
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 
 S T R _ I D _ B R W _ E N T E R _ N A M E 	 O B I G O _ Q 0 5 A 	 T I T L E 	 S c r e e n   t i t l e   f o r   s a v i n g   a   p a g e   o f f l i n e 	 I n p u t   n a m e 	 8eQ
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7H-	 I n t r o d u z c a   e l   n o m b r e 	 E n t r e r   l e   n o m 	 N a m e   e i n g e b e n 	 25AB8  8<O	 I n s e r i s c i   n o m e 	 #/.D  '3E	 I n t r o d u z i r   n o m e 	 A d 1  g i r   	 N h p   v  o   t  n 	 M a s u k k a n   n a m a 	 M a s u k k a n   n a m a 	 	(	*	A		  (	>	.		 	 	 	 N  v   m e g a d  s a 	 	 	 	 G e e f   n a a m   o p 	 	 	 I n t r o d u c e r e   n u m e 	 	 	   	 	 	 H'1/  1/F  F'E	 	   	 								  				 (
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 S T R _ I D _ B R W _ C L E A R _ A U T H _ I N F O 	 O B I G O _ Q 0 5 A 	 I C O N T E X T ,   P O P U P C O N F I R M 	 O p t i o n   f o r   c l e a r i n g   t h e   u s e r   a u t h e n t i c a t i o n   i n f o r m a t i o n 	 C l e a r   a u t h e n t i c a t i o n   i n f o 	 nzzIǌ
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	 *M0>.>#??0#  8B(>  >2?  0(M$A	 B o a s h a t i s   i n f o   e   a u t e n t i k i m i t 	 										  				  								  				 	 	 	 	 	 	 	 L i m p a r   i n f o r m a   e s   d e   a u t e n t i c a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ C R E A T E _ F O L D E R 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 O p t i o n   f o r   c r e a t i n g   a   n e w   b o o k m a r k   f o l d e r 	 N e w   f o l d e r 	 eXǌe>Y	 e^eN9Y	 *#I2B%@-#L	 C a r p e t a   n u e v a 	 N o u v e a u   d o s s i e r 	 N e u e r   O r d n e r 	 >20O  ?0?:0	 N u o v a   c a r t e l l a 	 .DB  EDA	 N o v a   p a s t a 	 Y e n i   k l a s  r 	 T o   t h   m c   m i 	 B u a t   f o l d e r 	 F o l d e r   b a r u 	 (	/	>	  +	K	2	M	!	0	  	 O p r e t   m a p p e 	 V y t v o Yi t   s l o ~k u 	 U t w  r z   f o l d e r 	 k  n y v t  r   l  t r e h o z  s a 	 L u o   k a n s i o 	 O p p r e t t   m a p p e 	 V y t v o r i e  z l o ~k u 	 N i e u w e   m a p 	 S k a p a   m a p p 	 S t v o r i   d i r e k t o r i j 	 C r e a r e   f o l d e r 	 U s t v a r i   m a p o 	     	   	 !J7409  ?0?:0	 +	K	2	M	!	0	  $	/	>	0	  	0	>		 ~H4G  ,//	 AHD1  (F'&	   	 				  								 +
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#
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	 +K2M!0M  8C7M?A.A	 	 



  





	   	 I f o l d a   e n t s h a 	 I f o w l d a   e n t s h a 	 F o l d a   m p y a 	 N u w e   l  e r g i d s 	 N a u j a s   a p l a n k a s 	 J a u n a   m a p e 	 U u s   k a u s t 	 Fx  iriazavao	   	 F o l d e r   n o u 	 *
A
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/
  +
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 !
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 	 (B$(  +K2M!0	 D o s j a   e   r e 	 				  	' 						 	 	 	 	 	 	 	 N o v a   p a s t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ C O P Y _ T O 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   f o r   c o p y i n g   a   b o o k m a r k   f r o m   o n e   f o l d e r   t o   a n o t h e r 	 C o p y 	 	 
Y6R	 1%-	 C o p i a r   a   	 C o p i e r 	 K o p i e r e n 	 >?8@>20BL  2	 C o p i a   i n 	 F3.	 C o p i a r 	 K o p y a l a   	 S a o   c h  p 	 S a l i n 	 S a l i n 	 	I	*	@		 	 	 	 M  s o l  s 	 	 	 	 K o p i  r e n   n a a r 	 	 	 C o p i e r e    n 	 	 	   	 	 	 C~	 	   	 			  					   *
M
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	 	 	 


  


  


	     	 K o p i s h e l a   k u 	 K h u p h e l a   k u 	 N a k i l i   k w a 	 K o p i e e r 	 K o p i j u o t i   /  	 K o p t   u z 	 K o p e e r i : 	 Jasevel  . . . - xt	     _ 	 C o p i e r e    n 	 *

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	 %?A  *?  0(M$A	 K o p j o   t e k 	 					  										 	 	 	 	 	 	 	 C o p i a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ M O V E _ T O 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   f o r   m o v i n g   a   b o o k m a r k   f r o m   o n e   f o l d e r   t o   a n o t h e r 	 M o v e 	 ,dy	 yR	 "I2"	 M o v e r   a     	 D  p l a c e r 	 V e r s c h i e b e n 	 5@5<5AB8BL  2	 S p o s t a   i n 	 FBD	 M o v e r 	 T a _1	 D i   c h u y n 	 P i n d a h 	 P i n d a h 	 9		>				 	 	 	  t h e l y e z  s 	 	 	 	 V e r p l a a t s e n   n a a r 	 	 	 M u t a r e    n 	 	 	   	 	 	 ,'(,'J	 	   	   					 5
q
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  
>
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	 	 	 


  




	   	 Y i s a   k u 	 Y i s a   k u 	 H a m i s h a   k w a 	 V e r s k u i f 	 P e r k e l t i   /  	 P r c e l t   u z 	 T e i s a l d a : 	 Oeraxmel  dezk	   _ 	 M u t a r e    n 	 (
@
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	 %?A  3>(M$A	 L e v i z   t e k 	 					  		  					 	 	 	 	 	 	 	 M o v e r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ I M A G E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   t h e   c u r r e n t   p a g e   i m a g e   l i s t 	 P i c t u r e s 	 WGr	 VGr	  2	 I m  g e n e s 	 I m a g e s 	 B i l d e r 	 7>1@065=85	 I m m a g i n i 	 5H1	 I m a g e n s 	 R e s i m l e r   	 n h 	 G a m b a r 	 G a m b a r 	 *	?		M		0	M	8		 	 	 	 K  p e k 	 	 	 	 F o t o ' s 	 	 	 I m a g i n i 	 	 	 	 	 	 *5'H1	 	 	 				 *
M
0
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	 	 	 





	 	 I z i t h o m b e 	 I m i f a n e k i s o     	 P i c h a 	 F o t o ' s 	 P a v e i k s l l i a i 	 A t t l i 	 P i l d i d 	 Foave	 	 I m a g i n i 	 
?
$
M
0

M

3
M

 	 ,?A&?	 F o t o t 	 										 	 	 	 	 	 	 	 I m a g e n s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ B G _ I M A G E S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   t h e   c u r r e n t   p a g e   b a c k g r o u n d   i m a g e   l i s t 	 B a c k g r o u n d   p i c t u r e s 	 ̀ofWGr	 ̀ofVGr	  27I+%1	 I m  g e n e s   d e   f o n d o 	 I m a g e s   d  a r r i  r e   p l a n 	 H i n t e r g r u n d b i l d e r 	 $>=>2K5  87>1@065=8O	 I m m a g i n i   d i   b a c k g r o u n d 	 5H1  .'DAJ	 I m a g e n s   d e   f u n d o 	 A r k a   p l a n   r e s i m l e r i   	 n h   n n 	 G a m b a r   l a t a r   b e l a k a n g 	 G a m b a r   l a t a r   b e l a k a n g 	 *	C	7	M	 	-	B	.	?	  *	?		M		0	M	8		 	 	 	 H  t t  r k  p e k 	 	 	 	 A c h t e r g r o n d f o t o ' s 	 	 	 I m a g i n i   f u n d a l 	 	 	   	 	 	 *5'H1  2EFG	 	   	 									  				 ,
G

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p
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	 	 	 







  





	   	 I z i t h o m b e   z e s i n d l a l e l o 	 I m i f a n e k i s o   e n g a s e m v a 	 P i c h a   z a   u s u l i 	 A g t e r g r o n d f o t o ' s 	 F o n o   p a v e i k s l l i a i 	 F o n a   a t t l i 	 T a u s t a p i l d i d 	 Vxvk  voave	   	 I m a g i n i   f u n d a l 	 *
6
M

>
$
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$
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  
?
$
M
0

M

3
M

 	 *C7M *M  *M0$?,?	 F o t o t   n e   p r a p a s k e n e 	 									  									  	 	 	 	 	 	 	 	 I m a g e n s   d e   f u n d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ S O U N D S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   t h e   c u r r e n t   p a g e   s o u n d   l i s t 	 S o u n d s 	 r	 X	 @*5"	 S o n i d o s 	 S o n s 	 S o u n d s 	 2C:	 A u d i o 	 5H*	 S o n s 	 S e s l e r   	  m   t h a n h 	 S u a r a 	 B u n y i 	 8	>				!	M	8		 	 	 	 H a n g o k 	 	 	 	 G e l u i d e n 	 	 	 S u n e t e 	 	 	 	 	 	 5/'G'	 	 	 						 
5
>

	 	 	 







	 	 I m i s i n d o 	 I z a n d i 	 S a u t i 	 K l a n k e 	 G a r s a i 	 S k a Fa s 	 H e l i d 	 Aauve	 	 S u n e t e 	 6
,
M
&

	 'M5(?	 Z e r a t 	 										 	 	 	 	 	 	 	 S o n s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ O T H E R S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   o p e n   t h e   c u r r e n t   p a g e   o t h e r   o b j e c t s   l i s t 	 O t h e r s 	 vQN	 vQ[	 -7HF	 O t r o s 	 A u t r e s 	 W e i t e r e s 	 @>G55	 A l t r i 	 #.1J	 O u t r o s 	 D i e r   	 K h  c 	 L a i n n y a 	 L a i n - l a i n 	 	(	M	/		 	 	 	 E g y  b 	 	 	 	 O v e r i g e 	 	 	 A l t e l e 	 	 	 	 	 	 3'1	 	 	 									 &
A

?

	 	 	 




	 	 O k u n y e 	 E z i n y e 	 Z i n g i n e 	 A n d e r 	 K i t a 	 C i t i 	 M u u 	 1ul	 	 A l t e l e 	 .
1
M
1
A
3
M
3
5
	 (M_>(M_	 T e   t j e r e 	 					 	 	 	 	 	 	 	 O u t r o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
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7H-!H-%I!@+%'	 F a l l    l a   c o n e x i  n 	  c h e c   d e   c o n n e x i o n 	 V e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  A>548=5=8O	 C o n n e s s i o n e   f a l l i t a 	 D'  JECF  '*5'D  E('41	 L i g a   o   f a l h o u 	 B a l a n t 1  k o p t u   	 K t   n i   t h t   b i 	 P e n y a m b u n g a n   g a g a l 	 S a m b u n g a n   g a g a l 	 	(	G		M	6	(	  	8	+	2		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s 	 	 	 	 V e r b i n d i n g   m i s l u k t 	 	 	 C o n e x i u n e a   n u   a   r e u _i t 	 	 	   	 	 	 '*5'D  F'EHAB  (H/	 	   	 					  					 8
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7H-!H-5H%- 1"9"@%4	 C o n e x i  n   s e g u r a   c a n c e l a d a 	 C o n n e x i o n   s  c u r i s  e   a n n u l  e 	 S i c h e r e   V e r b i n d u n g   a b g e b r o c h e n 	 0I8I5==>5  A>548=5=85  >B<5=5=>	 C o n n e s s i o n e   s i c u r a   a n n u l l a t a 	 *E  'D:'!  '*5'D  'DE('41  'D'EF	 L i g a   o   s e g u r a   c a n c e l a d a 	 G  v e n l i   b a l a n t 1  i p t a l   e d i l d i   	    h y   k t   n i   a n   t o  n   	 S a m b u n g a n   a m a n   b a t a l 	 S a m b u n g a n   s e l a m a t   d i b a t a l k a n 	 8	A	0		M	7	?	$	  	(	G		M	6	(	  0	&	M	&	  	?	/	>	  	/	>		 	 	 	 A   b i z t o n s  g o s   k a p c s o l a t   l  t r e h o z  s a   m e g s z a k  t v a 	 	 	 	 B e v e i l i g d e   v e r b i n d i n g   g e a n n u l e e r d 	 	 	 C o n e x i u n e a   s e c u r i z a t   a   f o s t   a n u l a t 	 	 	     	 	 	 '*5'D  'EF  D:H  4/	 	       	 								  								  					 .
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 S T R _ I D _ B R W _ E R R O R _ G P R S _ U N K N O W N _ A P N 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   A P N   r e l a t e d   i s s u e 	 A P N   e r r o r 	 cSޞW
T/	 p	 A P N   4%2	 E r r o r   A P N 	 E r r e u r   A P N 	 A P N - F e h l e r 	 H81:0  A P N 	 E r r o r e   A P N 	 .7#  AJ  EHB9  'D2J'1)	 E r r o   A P N 	 A P N   h a t a s 1  	 A P N     l i   	 K e s a l a h a n   p a d a   A P N 	 R a l a t   A P N 	 A P N   $	M	0	A		?		 	 	 	 A P N   h i b a 	 	 	 	 A P N - f o u t 	 	 	 E r o a r e   A P N 	 	 	   A P N 	 	 	 .7'  A P N 	 	 	 A P N   							 	 	 	 A P N   


	   	 I p h u t h a   l e - A P N 	 I m p a z a m o   y e - A P N 	 H i t i l a f u   y a   A P N 	 A P N - f o u t 	 A P N   k l a i d a 	 A P N   k <kd a 	 A P N   t  r g e 	 A P N - k  }mal	 A P N   	 E r o a r e   A P N 	 A P N   $
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 S T R _ I D _ B R W _ E R R O R _ G P R S _ U N S U P P O R T E D 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   n o t   s u p p o r t e d   G P R S 	 G P R S   n o t   s u p p o r t 	 
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gR	 D!H#-#1  G P R S 	 G P R S   n o   s o p o r t a d o 	 G P R S   n o n   s u p p o r t  	 G P R S   n i c h t   u n t e r s t  t z t 	 G P R S   =5  ?>445@68205BAO	 G P R S   n o n   s u p p o r t a t o 	 ./E)G P R S   :J1  E/9E	 G P R S   n  o   s u p o r t a d o 	 G P R S   d e s t e k l e n m i y o r   	 K h  n g   h   t r   d c h   v   G P R S 	 G P R S   t i d a k   d i d u k u n g 	 G P R S   t a k   s o k o n g 	 G P R S   8	.	0	M	%	(	  (	9	@		  	0	$	>		 	 	 	 G P R S   n e m   t  m o g a t o t t 	 	 	 	 G P R S   n i e t   o n d e r s t e u n d 	 	 	 A p l i c a ci a   G P R S   n u   e s t e   a c c e p t a t 	 	 	 G P R S     	 	 	 G P R S   ~4*('F  FE  4H/	 	 	 G P R S   							  			 	 	 	 G P R S   





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gR	 D!HDI*!1#  G P R S 	 G P R S   n o   s u s c r i t o 	 G P R S   n o n   s o u s c r i t 	 G P R S   n i c h t   a b o n n i e r t 	 #A;C30  G P R S   =5  2:;NG5=0	 G P R S   n o n   s o t t o s c r i t t o 	 DE  *3,D  'D./E)G P R S 	 G P R S   n  o   s u b s c r i t o 	 G P R S   k a y 1t l 1  d e i l   	 C h a   n g   k    d c h   v   G P R S 	 T i d a k   b e r l a n g g a n a n   G P R S 	 G P R S   t a k   d i l a n g g a n 	 G P R S   	K	  8	,	M	8		M	0	>		,	  (	9	@		  	?	/	>	  	/	>		 	 	 	 A   G P R S   n i n c s   e l Qf i z e t v e 	 	 	 	 G P R S   n i e t   g e a b o n n e e r d 	 	 	 A p l i c a ci a   G P R S   n u   e s t e    n r e g i s t r a t 	 	 	 G P R S     	 	 	 E4*1  G P R S   F3*/	 	 	 G P R S   							  			 	 	 	 G P R S   


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 
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NP	 @4531+I2	 L  m i t e   d e   p  g i n a   s o b r e p a s a d o   	 L i m i t e   d e   p a g e   d  p a s s  e 	 S e i t e n g r e n z e    b e r s c h r i t t e n 	 @52KH5=  ?@545;  AB@0=8F	 L i m i t e   d e l l a   p a g i n a   s u p e r a t o 	 'D5A-'*  'D'F*1F*  **,'H2  'DJ  -/  #B5J	 L i m i t e   d e   p  g i n a   e x c e d i d o 	 S a y f a   s 1n 1r 1  a _1l d 1  	 G i i   h n   t r a n g   m n g   v t   q u    n g n g 	 B a t a s   h a l a m a n   t e r l a m p a u i 	 H a d   h a l a m a n   d i l a m p a u i 	 *	G		<	  8	@	.	>	  	'	?		$	.		 	 	 	 O l d a l k o r l  t   t  l l  p v e 	 	 	 	 P a g i n a l i m i e t   o v e r s c h r e d e n 	 	 	 A ci   d e p _i t   n u m r u l   d e   p a g i n i   m e m o r a t e 	 	 	     	 	 	 A1'*1  '2  -/  5A-G	 	     	 						  				  									 *
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 
 S T R _ I D _ B R W _ U N S U P P O R T E D _ S C H E M E 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   u n s u p p o r t e d   U R I   s c h e m e 	 U n s u p p o r t e d   s c h e m e 	 
N/ecv<h_	 
N/ecv<h_	 *5!5HD!H*1*8	 E s q u e m a   n o   s o p o r t a d o   	 S c h  m e   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e s   S c h e m a 	 !E5<0  =5  ?>445@68205BAO	 S c h e m a   n o n   s u p p o r t a t o 	 'DFH9  :JJ  E/9E	 E s q u e m a   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   p r o g r a m   	 K h  n g   h   t r   c h   	 S k e m a   t i d a k   d i d u k u n g 	 S k i m   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  8	M		@	.		 	 	 	 N e m   t  m o g a t o t t   s  m a 	 	 	 	 S c h e m a   n i e t   o n d e r s t e u n d 	 	 	 S c h e m   n e a c c e p t a t 	 	 	     	 	 	 71-  ~4*('F  F4/G	 	     	 								  						 
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 
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N/ecvx	 2#@I2#+1*5HD!H*1*8	 C i f r a d o   n o   s o p o r t a d o   	 E n c o d a g e   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e   V e r s c h l  s s e l u n g 	 >48@>2:0  =5  ?>445@68205BAO	 C o d i f i c a   n o n   s u p p o r t a t a 	 'D*4AJ1  :J1  E/9E	 C o d i f i c a   o   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   _i f r e l e m e   	 K h  n g   h   t r   m    h  a 	 P e n g e n k o d e a n   t i d a k   d i d u k u n g 	 P e n g e k o d a n   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  	(		K	!	?				 	 	 	 N e m   t  m o g a t o t t   k  d o l  s 	 	 	 	 C o d e r i n g   n i e t   o n d e r s t e u n d 	 	 	 C o d a r e   n e a c c e p t a t 	 	 	     	 	 	 1E20'1  ~4*('F  F4/G	 	     	 								  								 8
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	   	 U k w e n z a   i k h o d i   o k u s a p h o t h i w e 	 U k u t s h i n t s h e l a   k u m a n a n i   o k u n g a x h a s w a n g a 	 U s i m b u a j i   u s i o k u b a l i w a 	 E n k o d e r i n g   n i e   g e s t e u n   n i e 	 N e p a l a i k o m a s   i ak o d a v i m a s 	 N e a t b a l s t +t s   k o d j u m s 	 K o d e e r i m i n e   t o e t u s e t a 	 1vpataerelk  nanoacxt	   	 C o d a r e   n e a c c e p t a t 	 *
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 
 S T R _ I D _ B R W _ S Y N T A X _ E R R O R 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   s y n t a x   r e l a t e d   i s s u e s 	 U n s u p p o r t e d   s c h e m e 	 
N/ecv<h_	 
N/ecv<h_	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? 	 E r r o r   d e   s i n t a x i s 	 E r r e u r   d e   s y n t a x e 	 S y n t a x f e h l e r 	 !8=B0:A8G5A:0O  >H81:0	 E r r o r e   s i n t a s s i 	 ? ? ?   ? ?   ? ? ? ? ? ? ? 	 E r r o   d e   s i n t a x e 	 S i n t a k s   h a t a s ?   	 L ? i   n g ?   p h  p 	 K e s a l a h a n   p a d a   s i n t a k s 	 R a l a t   s i n t a k s 	 ? ? ? ? ? ? ? ?   ? ? ? ? ? ? 	 	 	 	 S z i n t a k t i k a i   h i b a 	 	 	 	 S y n t a x i s f o u t 	 	 	 E r o a r e   d e   s i n t a x ? 	 	 	 ? ? ? ? ?   ? ? ? ? ? 	 	 	 ? ? ? ?   ? ? ? ? ? ? 	 	 ? ? ? ? ? ? ? ? ? ? ?   ? ? ? ? 	 ? ? ? ?   ? ? ? ? ? ? 	 ? ? ?   ? ? ? ?   ? ? ? ? ? 	 	 	 ? ? ? ? ? ? ? ? ?   ? ? ? 	 ? ? ? ? ? ? ? ? ?   ? ? ? 	 I - S y n t a x   e r r o r 	 I m p a z a m o   z o b u m b o - s i v a k a l i s i 	 H i t i l a f u   y a   s y n t a x 	 S i n t a k s f o u t 	 S i n t a k s ? s   k l a i d a 	 S i n t a k s e s   k ? kd a 	 S  n t a k s i   v i g a 	 ? ? ? ? ? ? ? ? ? ? ? ? ?   ? ? ? ? 	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ? 	 E r o a r e   d e   s i n t a x ? 	 ? ? ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ?   	 G a b i m   s i n t a k s e 	 ? ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? ? ? ? 	 	 	 	 	 	 	 	 E r r o   d e   s i n t a x e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ U N K N O W N _ D O C _ T Y P E 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   u n k n o w n   d o c u m e n t   t y p e 	 U n k n o w n   d o c u m e n t   t y p e 	 
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4@-*2#5HD!H#9I1	 T i p o   d e   d o c u m e n t o   d e s c o n o c i d o 	 T y p e   d e   d o c u m e n t   i n c o n n u 	 U n b e k a n n t e r   D o k u m e n t e n t y p 	 58725AB=K9  B8?  4>:C<5=B0	 T i p o   d o c u m e n t o   s c o n o s c i u t o 	 FH9  'DEDA  :J1  E91HA	 T i p o   d e   d o c u m e n t o   d e s c o n h e c i d o 	 B i l i n m e y e n   b e l g e   t  r    	 C h     t p   k h  n g   r    r  n g 	 J e n i s   d o k u m e n   t i d a k   d i k e t a h u i 	 J e n i s   d o k u m e n   t a k   d i k e t a h u i 	 		M		>	$	  &	8	M	$	>	5	G		<	  *	M	0		>	0		 	 	 	 I s m e r e t l e n   d o k u m e n t u m t  p u s 	 	 	 	 O n b e k e n d   d o c u m e n t t y p e 	 	 	 T i p   d e   d o c u m e n t   n e c u n o s c u t 	 	 	       	 	 	 FH9  3F/  E4.5  F3*	 	     	 					  			  							 (
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 
 S T R _ I D _ B R W _ U N S U P P O R T E D _ W B X M L 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   u n s u p p o r t e d   W B X M L 	 U n s u p p o r t e d   W B X M L 	 
N/ecvW B X M L }	 
N/ecvW B X M L Qu	 W B X M L   5HD!H*1*8	 W B X M L   n o   s o p o r t a d o   	 W B X M L   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e s   W B X M L 	 W B X M L   =5  ?>445@68205BAO	 W B X M L   n o n   s u p p o r t a t o 	 :J1  E/9EW B X M L 	 W B X M L   n  o   s u p o r t a d o 	 B i l i n m e y e n   W B X M L   	 K h  n g   h   t r   t r a n g   m n g   W B X M L 	 W B X M L   t i d a k   d i d u k u n g 	 W B X M L   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  W B X M L 	 	 	 	 N e m   t  m o g a t o t t   W B X M L 	 	 	 	 W B X M L   n i e t   o n d e r s t e u n d 	 	 	 W B X M L   n e a c c e p t a t 	 	 	 W B X M L     	 	 	 W B X M L   ~4*('F  F4/G	 	     W B X M L 	 								  W B X M L 	 8
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 
 S T R _ I D _ B R W _ D O C _ V A L I D A T I O N _ E R R O R 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   i n v a l i d   d o c u m e n t 	 D o c u m e n t   v a l i d a t i o n   e r r o r 	 }WI1YWe	 Qu1Y%	 2##'*-@-*2#4%2	 E r r o r   e n   v a l i d a c i  n   d e   d o c u m e n t o 	 E r r e u r   d e   v a l i d a t i o n   d u   d o c u m e n t 	 D o k u m e n t e n v a l i d i e r u n g s f e h l e r 	 H81:0  ?@>25@:8  4>:C<5=B0	 E r r o r e   c o n v a l i d a   d o c u m e n t o 	 A4D  AJ  *5/JB  5A-)  'D'F*1F*	 E r r o   d e   v a l i d a   o   d o   d o c u m e n t o 	 B e l g e   v a l i d a s y o n   h a t a s 1  	 X  c   n h n   t r a n g   m n g   t h t   b i 	 K e s a l a h a n   p a d a   v a l i d a s i   d o k u m e n 	 R a l a t   p e n g e s a h a n   d o k u m e n 	 &	8	M	$	>	5	G		<	  .	>	(	M	/	$	>	  $	M	0	A		?		 	 	 	 D o k u m e n t u m   h i t e l e s  t  s i   h i b a 	 	 	 	 F o u t   b i j   v a l i d a t i e   v a n   d o c u m e n t 	 	 	 E r o a r e   d e   v a l i d a r e   a   d o c u m e n t u l u i 	 	 	     	 	 	 .7'  *#/  3F/	 	     	 			  								  							 &
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7H-D!H9I-	 T  t u l o   i n v  l i d o 	 T i t r e   i n v a l i d e 	 U n g  l t i g e r   T i t e l 	 525@=K9  703>;>2>:	 T i t o l o   n o n   v a l i d o 	 'D9FH'F  :J1  5'D-	 T  t u l o   i n v  l i d o 	 G e  e r s i z   b a _l 1k   	 T i  u     k h  n g   h p   l 	 J u d u l   t i d a k   v a l i d 	 T a j u k   t a k   s a h 	 	.	>	(	M	/	  6	@	0	M	7			 	 	 	  r v  n y t e l e n   c  m 	 	 	 	 O n g e l d i g e   t i t e l 	 	 	 T i t l u   n e v a l i d 	 	 	     	 	 	 9FH'F  E9*(1  F3*	 	   	   				  								 
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 S T R _ I D _ B R W _ I N V A L I D _ B O O K M A R K _ F I L E 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   i n v a l i d   b o o k m a r k   f i l e 	 I n v a l i d   b o o k m a r k   f i l e 	 !qHevfd|	 eHevfN~{	 D%L8J!2#LD!H9I-	 A r c h i v o   d e   m a r c a d o r e s   i n v  l i d o 	 F i c h i e r   s i g n e t   i n v a l i d e 	 U n g  l t i g e   L e s e z e i c h e n d a t e i 	 525@=K9  D09;  70:;04:8	 F i l e   s e g n a l i b r o   n o n   v a l i d o 	 '4'1'*  E1,9J)  :J1  5-J-	 F i c h e i r o   i n v  l i d o   d e   f a v o r i t o 	 G e  e r s i z   y e r   i m i   d o s y a s 1  	  n h   d u   k h  n g   h p   l 	 F i l e   p e n a n d a   t i d a k   v a l i d 	 F a i l   p e n a n d a   b u k u t a k   s a h 	 	.	>	(	M	/	  ,	A		.	>	0	M		  +	>		2		 	 	 	  r v  n y t e l e n   k  n y v j e l z Qf  j l 	 	 	 	 O n g e l d i g   b l a d w i j z e r b e s t a n d 	 	 	 M a r c a j   f i _i e r   n e v a l i d 	 	 	       	 	 	 A'D  E-D  '(  E9*(1  F3*	 	       	   				  										  								 
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N/ecvd\O	 2##035HD!H*1*8	 A c c i  n   n o   s o p o r t a d a 	 A c t i o n   n o n   s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e   A k t i o n 	 59AB285  =5  ?>445@68205BAO	 A z i o n e   n o n   s u p p o r t a t a 	 'D9EDJ)  :J1  E/9E	 A c   o   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   i _l e m   	 K h  n g   h   t r   k  c h   h o t 	 T i n d a k a n   t i d a k   d i d u k u n g 	 T i n d a k a n   t a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  	>	0	M	/		 	 	 	 N e m   t  m o g a t o t t   m qv e l e t 	 	 	 	 A c t i e   n i e t   o n d e r s t e u n d 	 	 	 A c ci u n e a   n u   e s t e   a c c e p t a t 	 	 	     	 	 	 'B/'E  ~4*('F  F4/G	 	   	   								  							 8
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 
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	 L#8?  *M0.>#*$M0  K?*>2>  (>9?	 A s n j e   c e r t i f i k a t e   n u k   u   g j e t 	 										  				  		' 		 	 	 	 	 	 	 	 N e n h u m   c e r t i f i c a d o   e n c o n t r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ A V A I L A B L E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 S t r i n g   t o   d i s p l a y   a v a i l a b l e   m e m o r y   f o r   b o o k m a r k s .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 A v a i l a b l e : 	 S(u	 S(u	 C
IDI: 	 D i s p o n i b l e : 	 D i s p o n i b l e   : 	 V e r f  g b a r : 	 >ABC?=>	 D i s p o n i b i l e : 	 .'DJ	 D i s p o n  v e l : 	 M e v c u t : 	 C    t h   s   d n g 	 T e r s e d i a : 	 T e r s e d i a : 	 		*	2	,	M	'	: 	 	 	 	 E l  r h e t Q: 	 	 	 	 B e s c h i k b a a r : 	 	 	 D i s p o n i b i l : 	 	 	 : 	 	 	 A1'GE: 	 	 	 							: 	 
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  	 	 K u y a t h o l a k a l a 	 I y a f u m e n e k a 	 I p o 	 B e s k i k b a a r : 	 G a l i m a s 	 P i e e j a m s 	 S a a d a v a l 	 1|oa  pkwxrxiuxv	 	 M e m o r i e   d i s p o n i b i l 	 2
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 
 S T R _ I D _ B R W _ A L L O C A T E D 	 O B I G O _ Q 0 5 A 	 U N L I M 	 S t r i n g   t o   d i s p l a y   a l l o c a t e d   m e m o r y   f o r   b o o k m a r k s .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 A l l o c a t e d : 	 ]O(u	 ]O(u	 1*##A%I': 	 A s i g n a d o : 	 A l l o u    : 	 Z u g e w i e s e n : 	 K45;5=>	 A s s e g n a t o : 	 E3*./E	 A t r i b u  d o : 	 A y r 1l m 1_  : 	    s   d n g 	 D i a l o k a s i k a n : 	 D i p e r u n t u k k a n : 	 	5			?	$	: 	 	 	 	 L e f o g l a l v a : 	 	 	 	 T o e g e w e z e n : 	 	 	 A l o c a t : 	 	 	 : 	 	 	 '.*5'5  'A*G: 	 	 	 									: 	 
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	   	 K w a b e l w e 	 Y a b i w e   	 M g a o 	 T o e g e d e e l : 	 P a s k i r t a s 	 P i e a7i r t s 	 M   r a t u d 	 @aoa~an  pkwxrxiuxv	 	 M e m o r i e   a l o c a t 	 
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 
 S T R _ I D _ B R W _ T O T A L 	 O B I G O _ Q 0 5 A 	 U N L I M 	 S t r i n g   t o   d i s p l a y   t o t a l   m e m o r y   f o r   b o o k m a r k s .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 T o t a l : 	 hQ	 hQ	 1I+!: 	 T o t a l : 	 T o t a l   : 	 G e s a m t : 	 A53>	 T o t a l e : 	 CD	 T o t a l : 	 T o p l a m   : 	 T o  n   b 	 T o t a l : 	 J u m l a h : 	 	A	2	: 	 	 	 	  s s z e s : 	 	 	 	 T o t a a l : 	 	 	 T o t a l : 	 	 	 " : 	 	 	 ,E9: 	 	 	 			: 	 
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 
 S T R _ I D _ B R W _ K B Y T E S 	 O B I G O _ Q 0 5 A 	 U N L I M 	 S t r i n g   t o   d i s p l a y   b o o k m a r k   m e m o r y   s t a t u s   i n   K B .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 K B 	 CSMOCQD}	 CSW[	 K B 	 K B 	 K o 	 K B 	 :109B	 K B 	 C  (	 K B 	 K B   	 K B 	 K B 	 K B 	 K B 	 	 	 	 K B 	 	 	 	 k B 	 	 	 K B 	 	 	 K B 	 	 	 DH('*	 	 	 K B 	 B y t e s 	 	 	 K B 	 	 K B 	 I - K B 	 K B 	 K b 	 K B 	 K B 	 K B 	 ?2	 	 K B 	 K B 	 K B 	 K B 	 K B 	 	 	 	 	 	 	 	 K B 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ U N K N O W N 	 O B I G O _ Q 0 5 A 	 U N L I M 	 S t r i n g   t o   d i s p l a y   u n k n o w n   p r o p e r t y   o f   a n   o b j e c t .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 U n k n o w n 	 
Nf	 
Nf	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=>	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r   	 C h a   b i t 	 T i d a k   d i k e t a h u i 	 T a k   d i k e t a h u i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 O n b e k e n d 	 	 	 N e c u n o s c u t 	 	 	   	 	 	 F'E4.5	 	 	 						 	 	 	 







	 	 A k w a z i w a 	 A y a z i w a 	 H a i j u l i k a n i 	 O n b e k e n d 	 N e ~i n o m a s 	 N e z i n m s 	 T u n d m a t u 	 1vpau	 	 N e c u n o s c u t 	 

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 
 S T R _ I D _ B R W _ F I L E _ P A T H _ L E N _ E X C E E D E D 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   f i l e   p a t h   l e n g t h   e x c e e d 	 P a t h   l e n g t h   e x c e e d e d 	 _Nw	 _Ǐ	 '2!"2'2@4	 L o n g i t u d   d e   l a   r u t a   s o b r e p a s a d a 	 L o n g u e u r   d u   c h e m i n   d  p a s s  e 	 P f a d l  n g e    b e r s c h r i t t e n 	 @52KH5=  ?@545;  4;8=K  ?CB8	 L u n g h e z z a   p e r c o r s o   s u p e r a t a 	 *,'H2  7HD  'D71JB	 E x c e d i d o   t a m a n h o   d o   c a m i n h o 	 Y o l   u z u n l u u   a _1l d 1  	 n g   d n   q u    d  i 	 P a n j a n g   j a l u r   t e r l a m p a u i 	 P a n j a n g   l a l u a n   d i l a m p a u i 	 *	>	%	  	@	  2		,	>		  	'	?		$	.	  9	K	  	A		@		 	 	 	 A z    t v o n a l m  r e t   t  l l  p v e 	 	 	 	 P a d l e n g t e   o v e r s c h r e d e n 	 	 	 A ci   d e p _i t   l u n g i m e a   c i i 	 	 	     	 	 	 A1'*1  '2  -/'+1  7HD  E31	 	 	 		  							  				  									 	 	 	 




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	     	 U b u d e   b e n d l e l a   b e q i l e 	 U b u d e   b e n d l e l a n a   b u g q i t h i s i l e 	 U r e f u n   w a   n j i a   u m e z i d i s h w a 	 P a d l e n g t e   o o r s k r y 	 V i r ay t a s   k e l i o   i l g i s 	 C e <a   g a r u m s   p r s n i e g t s 	 T e e   p i k k u s    l e t a t u d 	 Hrx  eoaxiuxvh  ceafav~an  g	     	 A ci   d e p _i t   l u n g i m e a   c i i 	 *
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 
 M M A _ S T R _ I D _ M E S S A G E _ C O R R U P T 	 M M A 	 I C O N T E X T 	 T h i s   s t r i n g   i s   s h o w n   i n   S u b j e c t   f i e l d   o f   t h e   M M S .   I t   i n d i c a t e s   t h a t   t h e   c o n t e n t   o f   t h e   M M S   i s   c o r r u p t . 	 [ C o r r u p t e d   M M S ] 	 [ 
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o`] 	 [ _ckvi_O] 	 [ M M S   @*5"] 	 [ M M S   c o r r u p t o ] 	 [ M M S   c o r r o m p u ] 	 [ V e r f  l s c h t e   M M S ] 	 [ M M S - A>>1I5=85  ?>2@5645=>] 	 [ M M S   c o r r o t t o ] 	 [ 13'D)  'DH3'&7  A'3/] 	 [ M M S   c o r r o m p i d a ] 	 [ B o z u l m u _  M M S ] 	 [   M M S   t n   h i ] 	 [ M M S   r u s a k ] 	 [ M M S   R o s a k ] 	 [ 	0	>	,	  M M S ] 	 	 	 	 [ S  r  l t   M M S ] 	 	 	 	 [ C o r r u p t e   M M S ] 	 	 	 [ M M S   d e t e r i o r a t ]   	 	 	 [ - M M S   ] 	 	 	 [ M M S   .1'(  '3*] 	 	   	 [ 				  M M S ] 	 [ -
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  ] 	 [     ] 	 [ I - M M S   y o n a k e l e ] 	 [ I - M M S   e y o n a k e l e y o ] 	 [ M M S   i l i o h a r i b i k a ] 	 [ K o r r u p t e   M M S ] 	 [ M M S   i ak r a i p y t a ] 	 [ B o j t s   M M S ] 	 [ R i k u t u d   M M S ] 	 [ Nva}~an  M M S ] 	 [   M M S ] 	 [ M e s a j   M M S   d e t e r i o r a t ] 	 [ 
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  M M S ] 	 [ &B7?$  M M S ] 	 [ M M S   e   k o r r u p t u a r ] 	 [ 					  M M S ] 	 	 	 	 	 	 	 	 [ M M S   c o r r o m p i d o ] 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M M A _ S T R _ I D _ M M S _ D E L I V E R Y _ R E P O R T 	 M M A 	 I C O N T E X T 	 T h i s   s t r i n g   i s   s h o w n   i n   S u b j e c t   f i e l d   o f   t h e   M M S .   I t   i n d i c a t e s   t h a t   t h i s   M M S   i s   a   d e l i v e r y   r e p o r t .   D e l i v e r y   r e p o r t   i s   u s e d   t o   t e l l   s e n d e r   o f   t h e   o r i g i n a l   M M S   t h a t   t h e   M M S   i s   s e n t   t o   r e c i p i e n t . 	 [ D e l i v e r y   r e p o r t ] 	 [ P1XJT] 	 [ SbJT] 	 [ #2"22#*H] 	 [ I n f o r m e   d e   e n t r e g a ] 	 [ R a p p o r t   d e   r  c e p t i o n ] 	 [ S e n d e b e r i c h t ] 	 [ BG5B  >  4>AB02:5] 	 [ R a p p o r t o   d i   c o n s e g n a ] 	 [ '13'D  'D*B'1J1] 	 [ R e l a t  r i o   d e   e n t r e g a ] 	 [ T e s l i m   r a p o r u ] 	 [ G i   b  o   c  o ] 	 [ L a p o r a n   p e n g i r i m a n ] 	 [ L a p o r a n   p e n g h a n t a r a n ] 	 [ !	?	2	@	5	0	@	  0	?	*	K	0	M		] 	 	 	 	 [ K  z b e s  t  s i   j e l e n t  s ] 	 	 	 	 [ A f l e v e r i n g s v e r s l a g ] 	 	 	 [ R a p o r t   d e   r e m i t e r e ] 	 	 	 [ "   ] 	 	 	 [ 2'14  *-HD] 	 	   	 [ 								  							] 	 [ -
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 
 M M A _ S T R _ I D _ M M S _ R E A D _ R E P O R T 	 M M A 	 I C O N T E X T 	 T h i s   s t r i n g   i s   s h o w n   i n   S u b j e c t   f i e l d   o f   t h e   M M S .   I t   i n d i c a t e s   t h a t   t h i s   M M S   i s   a   r e a d   r e p o r t .   R e a d   r e p o r t   i s   u s e d   t o   t e l l   s e n d e r   o f   t h e   o r i g i n a l   M M S   t h a t   r e c i p i e n t   h a v e   s e e n   t h e   M M S   o r   n o t . 	 [ R e a d   r e p o r t ] 	 [ S1XJT] 	 [ SbJT] 	 [ #2"22#-H2] 	 [ I n f o r m e   d e   l e c t u r a ] 	 [ R a p p o r t   d e   l e c t u r e ] 	 [ L e s e b e r i c h t ] 	 [ BG5B  >  ?@>GB5=88] 	 [ R a p p o r t o   l e t t o ] 	 [ B1'!)  'D*B'1J1] 	 [ R e l a t  r i o   d e   l e i t u r a ] 	 [ O k u m a   r a p o r u ] 	 [ c   b  o   c  o ] 	 [ L a p o r a n   b a c a ] 	 [ L a p o r a n   t e l a h   d i b a c a ] 	 [ 0	@	!	  0	?	*	K	0	M		] 	 	 	 	 [ O l v a s  s i   j e l e n t  s ] 	 	 	 	 [ L e e s v e r s l a g ] 	 	 	 [ R a p o r t   d e   c i t i r e ] 	 	 	 [ "   ] 	 	 	 [ 2'14  .H'F/F] 	 	   	 [ 			  							] 	 [ 0
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 
 M M A _ S T R _ I D _ M M S _ G R O U P _ M E S S A G E 	 M M A 	 I C O N T E X T 	 T h i s   s t r i n g   i s   s h o w n   i n   S u b j e c t   f i e l d   o f   t h e   M M S .   I t   i n d i c a t e s   t h a t   t h i s   M M S   h a s   m o r e   t h a n   o n e   r e c i p i e n t s . 	 G r o u p   M e s s a g e 	 D}
o`	 ~Oo`	 I-'2!%8H!	 M e n s a j e   d e   G r u p o   	 M e s s a g e   d e   g r o u p e 	 G r u p p e n m i t t e i l u n g 	 !>>1I5=85  4;O  3@C??K	 M e s s a g g i o   d i   g r u p p o 	 13'D)  %DI  E,EH9)	 M e n s a g e m   d e   g r u p o 	 g r u p   m e s a j 1	 T i n   n h n   n h  m 	 P e s a n   G r u p 	 M e s e j   K u m p u l a n 	 8	>	.	B	9	?		  8		&	G	6		 	 	 	 C s o p o r t o s    z e n e t 	 	 	 	 B e r i c h t   g r o e p e r e n 	 	 	 M e s a j   d e   g r u p 	 	 	   	 	 	 ~J'E  1HGI	 	 	 				  						  	 	 	 	 	 	 	 	 	 G r o e p b o o d s k a p 	 	 	 	 	 	 	 	 	 M e s a z h   g r u p i 	 			  							 	 	 	 	 	 	 	 M e n s a g e m   d e   g r u p o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M M S _ S T R _ E M P T Y _ S T R I N G 	 O B I G O _ Q 0 5 A 	 U N L I M 	 E m p t y   s t r i n g 	   	   	   	 	   	   	   	   	 	 	 	 	 	   	 	 	 	 	 	   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   	 	 	 	 	 	   	   	   	   	   	   	   	   	   	   	 	 6B(M_  7MM0?MM  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M M S _ S T R _ I D _ R E A D _ R E P O R T 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 T h i s   s t r i n g   i s   s h o w n   i n   S u b j e c t   f i e l d   o f   t h e   M M S .   I t   i n d i c a t e s   t h a t   t h i s   M M S   i s   a   r e a d   r e p o r t .   R e a d   r e p o r t   i s   u s e d   t o   t e l l   s e n d e r   o f   t h e   o r i g i n a l   M M S   t h a t   r e c i p i e n t   h a v e   s e e n   t h e   M M S   o r   n o t . 	 [ R e a d   r e p o r t ] 	 [ S1XJT] 	 [ SbJT] 	 [ #2"22#-H2] 	 [ I n f o r m e   d e   l e c t u r a ] 	 [ R a p p o r t   d e   l e c t u r e ] 	 [ L e s e b e r i c h t ] 	 [ BG5B  >  ?@>GB5=88] 	 [ R a p p o r t o   l e t t o ] 	 [ B1'!)  'D*B'1J1] 	 [ R e l a t  r i o   d e   l e i t u r a ] 	 [ O k u m a   r a p o r u ] 	 [ c   b  o   c  o ] 	 [ L a p o r a n   b a c a ] 	 [ L a p o r a n   t e l a h   d i b a c a ] 	 [ 0	?	*	K	0	M		  *	"	<	@	] 	 	 	 	 [ O l v a s  s i   j e l e n t  s ] 	 	 	 	 [ L e e s v e r s l a g ] 	 	 	 [ R a p o r t   d e   c i t i r e ] 	 	 	 [ "   ] 	 	 	 [ 2'14  .H'F/F] 	 	   	 [ 			  							] 	 [ 0
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  ] 	 [   ] 	 [ F u n d a   i r i p h o t h i ] 	 [ F u n d a   i n g x e l o ] 	 [ S o m a   r i p o t i ] 	 [ L e e s v e r s l a g ] 	 [ P e r s k a i t y m o   a t a s k a i t a ] 	 [ L a s +aa n a s   a t s k a i t e ] 	 [ L o e   r a p o r t i t ] 	 [ 8vietav  feoxu] 	 [   ] 	 [ R a p o r t   d e   c i t i r e ] 	 [ 5
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 
 M M S _ S T R _ I D _ Y O U R _ M E S S A G E _ B E E N _ R E A D 	 O B I G O _ Q 0 5 A 	 P O P U P 	 T h i s   s t r i n g   i s   s h o w n   i n   c o n t e n t   o f   t h e   r e a d   r e p o r t .   I t   i s   u s e d   t o   t e l l   s e n d e r   o f   t h e   o r i g i n a l   M M S   w h e n   t h e   M M S   h a s   b e e n   r e a d   a t . 	 Y o u r   m e s s a g e   h a s   b e e n   r e a d   a t   	 `v
o`]S  	 `vOo`]S  	 I-'2!-89-H2@!7H-	 S u   m e n s a j e   h a   s i d o   l e  d o   e n   	 V o t r e   m e s s a g e   a    t    l u      	 I h r e   M i t t e i l u n g   w u r d e   g e l e s e n   u m   	 0H5  A>>1I5=85  ?@>G8B0=>  2  	 I l   m e s s a g g i o      s t a t o   l e t t o   a   	 *E  B1'!)  13'D*C	 A   s u a   m e n s a g e m   f o i   l i d a   e m 	 0l e t i n i z   o k u n d u   	 T i n   n h n   c a   b n      b   c 	 P e s a n   A n d a   t e l a h   d i b a c a   p a d a 	 M e s e j   a n d a   t e l a h   d i b a c a   d i 	 	*		>	  8		&	G	6	. . . . ,		G	  *	"	<	>	  	>	  	A		>	  9	H		 	 	 	 A z    z e n e t  t   e l o l v a s t  k   e k k o r : 	 	 	 	 U w   b e r i c h t   i s   g e l e z e n   o m 	 	 	 M e s a j u l   d v s .   a   f o s t   c i t i t   l a 	 	 	     	 	 	 ~'E  4E'  .H'F/G  4/G  '3*  /1	 	     	 					  						  			  					  						 $
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 M M S _ S T R _ I D _ R R _ U N K N O W N _ T O 	 O B I G O _ Q 0 5 A 	 P O P U P 	 U n k n o w n   s e n d e r 	 U n k n o w n 	 *gw|v	 *gwS	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=>	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r   	 C h a     x  c   n h 	 T i d a k   d i k e t a h u i 	 T a k   d i k e t a h u i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 O n b e k e n d 	 	 	 E x p e d i t o r   n e c u n o s c u t 	 	 	   	 	 	 F'4F'3	 	 	 						 (
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 
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gR6eN{	 2@I2#42#	 B u z  n   d e   e n t r a d a   d e   s e r v i c i o   	 B o  t e   d e   r  c e p t i o n   d e   s e r v i c e 	 D i e n s t - P o s t e i n g a n g 	 !5@28A=K5  2E>4OI85	 M e s s a g g i   i n   a r r i v o   s e r v i z i o 	 ./E)  'D(1J/  'DH'1/	 C a i x a   d e   e n t r a d a   d e   s e r v i  o 	 S e r v i s   g e l e n   k u t u s u   	 P h c   v   h p   t h   n 	 K o t a k   m a s u k   l a y a n a n 	 P e t i   m a s u k   p e r k h i d m a t a n 	 8	0	M	5	?	8	  	(	,	I		M	8		 	 	 	 B e  r k e z e t t   s z e r v i z    z e n e t e k 	 	 	 	 D i e n s t   P o s t v a k   i n 	 	 	 M e s a j e   d e   s e r v i c i i   p r i m i t e 	 	 	     	 	 	 5F/HB  H1H/  ./E'*	 	       	 							  									 8
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gROo`n	 @4328
	 A c t i v a r   p u s h 	 A c t i v e r   P u s h 	 P u s h   a k t i v i e r e n 	 >AB02:0	 A b i l i t a   p u s h 	 '9/'/'*  ./E)  13'D)	 A c t i v a r   p u s h 	 B a s m a y 1  e t k i n l e _t i r 	 C  i   t   p h c   v   t i n   n h n 	 A k t i f k a n   p u s h 	 D a y a k a n   t o l a k 	 *	A	6	  8		M	0	?	/	  	0	G			 	 	 	 P u s h   e n g e d  l y e z  s e 	 	 	 	 D u w e n   a c t i v e r e n 	 	 	 A c t i v a r e   s o l i c i t a r e 	 	 	   P U S H 	 	 	 A9'D3'2  '13'D	 	 P u s h -   	 p u s h   						  					 &
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	 *A8  8M7.  0(M$A	 A k t i v i z o   s h t y r j e n 	 					  					  				 	 	 	 	 	 	 	 H a b i l i t a r   p u s h 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T _ S E T T I N G 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   c h o o s e   p u s h   t r u s t e d   l i s t   s e t t i n g 	 T r u s t   s e t t i n g s 	 }v
TU-[	 }v
TUSn	 2#1IH22#D'IC	 C o n f i g u r a c i  n   d e   c o n f i a b l e s 	 R  g l a g e s   d e   c o n f i a n c e 	 V e r t r a u e n s e i n s t e l l u n g e n 	 0AB@>9:8  4>25@8O	 I m p o s t a z i o n i   a f f i d a b i l i 	 '9/'/'*  'D5'/B)	 D e f i n i   e s   d e   c o n f i a n  a 	 G  v e n   a y a r l a r 1  	 C  i   t   d a n h   s  c h   t r n g 	 P e n g a t u r a n   t e r p e r c a y a 	 S e t i n g   k e p e r c a y a a n 	 	M	0	8	M		  8	G		?				 	 	 	 B i z a l m i   b e  l l  t  s o k 	 	 	 	 V e r t r o u w d e   i n s t e l l i n g e n 	 	 	 S e t r i   l i s t   d e    n c r e d e r e 	 	 	   	 	 	 *F8E'*  E7E&F	 	   	   							  										 5
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	    	 A m a s e t h i n g i   e - T r u s t 	 U s e t o   l e t h e m b a 	 M i p a n g i l i o   y a   z i n a z o a m i n i k a 	 V e r t r o u e - i n s t e l l i n g s 	 P a t i k o s   n u o s t a t o s 	 U z t i c a m o   i e s t a t +j u m i 	 U s a l d a   s  t t e i d 	 N}aptav  oauavve	   	 S e t r i   l i s t   d e    n c r e d e r e 	 
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 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T E D _ L I S T 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 T i t l e   s t r i n g   f o r   d i s p l a y i n g   l i s t   o f   t h e   t r u s t e d   n u m b e r s 	 T r u s t   l i s t 	 }v
TU	 }v
TUS	 #2"2#5HD'IC	 L i s t a   d e   c o n f i a b l e s 	 L i s t e   d e   c o n f i a n c e 	 V e r t r a u e n s l i s t e 	 !?8A>:  4>25@5==KE  04@5A>2	 E l e n c o   f i d a t i 	 B'&E)  'D5'/B)	 L i s t a   d e   c o n f i a n  a 	 G  v e n   l i s t e s i   	 D a n h   s  c h   t r n g 	 D a f t a r   t e r p e r c a y a 	 S e n a r a i   k e p e r c a y a a n 	 	M	0	8	M		  8	B		@		 	 	 	 B i z a l m i   l i s t a 	 	 	 	 V e r t r o u w d e   l i j s t 	 	 	 L i s t   d e    n c r e d e r e 	 	 	   	 	 	 D3*  E7E&F	 	   	   							  							 5
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	    	 U h l u   l w e - T r u s t 	 U l u h l u   l e t h e m b a     	 O r o d h a   y a   z i n a z o a m i n i k a 	 V e r t r o u e - l y s 	 P a t i k o s   s r a aa s 	 U z t i c a m o   s a r a k s t s 	 U s a l d u s l o e n d 	 N}ap~anvek  avo	   	 L i s t   d e    n c r e d e r e 	 
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	 ,?6M58M$  $>2?>	 B e s o   l i s t e n 	 							  							 	 	 	 	 	 	 	 L i s t a   d e   c o n f i a n  a 	 	 	 	 	 	 	 	 K o n f i d a n t z a - z e r r e n d a 	 L i s t a h a n   s a   p a g t i t i w a l a 	 L i s t a   d e   c o n f i a n z a 	 L i s t i   t r s t 	 L i o s t a   i o n t a o f a 
 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T _ L I S T _ D I S A B L E 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   u s e r   t o   m a k e   t r u s t   l i s t   v a l i d a t i o n   d i s a b l e   f o r   n e w   s e r v i c e   m e s s a g e s 	 D i s a b l e 	 y(u	 y(u	 432	 D e s a c t i v a r 	 D  s a c t i v e r 	 D e a k t i v i e r e n 	 B:;NG8BL	 D i s a b i l i t a 	 :J1  E3EH-	 D e s a c t i v a r 	 D e v r e   d 1_1  b 1r a k   	 C m   s   d n g 	 N o n a k t i f k a n 	 N y a h d a y a k a n 	 (	?	7	M		M	0	?	/	  	0	G			 	 	 	 L e t i l t  s 	 	 	 	 I n a c t i v e r e n 	 	 	 D e z a c t i v a r e 	 	 	     	 	 	 :1A9'D3'2	 	 	   										 
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	 	 Y e n z a   k u n g a s e b e n z i 	 E n z a   i n g a s e b e n z i 	 L e m a z a 	 V e r s p e r 	 N e l e i s t i 	 A t s p j o t 	 K e e l a 	 1zaaok~avel	   	 D e z a c t i v a ci 	 
8
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	 M7.	 C a k t i v i z o 	 						 	 	 	 	 	 	 	 D e s a b i l i t a r 	 	 	 	 	 	 	 	 E z g a i t u 	 H i n d i   p a g a n a h i n 	 D e s a c t i v a r 	 r s 	 D  c h u m a s a i g h 
 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T _ L I S T _ A L W A Y S 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   u s e r   t o   m a k e   t r u s t   l i s t   v a l i d a t i o n   a l w a y s   f o r   n e w   s e r v i c e   m e s s a g e s 	 A l w a y s 	 8lEN_U(u	 8lEN/T(u	 @*!-	 S i e m p r e 	 T o u j o u r s 	 I m m e r 	 A5340	 S e m p r e 	 /'&E'	 S e m p r e 	 H e r   z a m a n   	 L u  n   l u  n 	 S e l a l u 	 S e n t i a s a 	 9	.	G	6	>		 	 	 	 M i n d i g 	 	 	 	 A l t i j d 	 	 	  n t o t d e a u n a 	 	 	 	 	 	 GE4G	 	 	 							 9
.
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	 	 	 





	 	 N j a l o 	 R h o q o 	 D a i m a 	 A l t y d 	 V i s a d a 	 V i e n m r 	 A l a t i 	 Dkw	 	  n t o t d e a u n a 	 
*
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	 80M,&>	 P e r g j i t h n j e 	 					 	 	 	 	 	 	 	 S e m p r e 	 	 	 	 	 	 	 	 B e t i 	 L a g i 	 S e m p r e 	 M g b e   b l a 	 I   g c  n a  
 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T _ L I S T _ A L W A Y S _ A S K 	 O B I G O _ Q 0 5 A 	 H I N T 	 O p t i o n   t o   u s e r   t o   m a k e   t r u s t   l i s t   v a l i d a t i o n   a l w a y s   a s k   s o   t h a t   i t   a s k   t o   u s e r   b e f o r e   v a l i d a t i o n   o f   t h e   n e w   s e r v i c e   m e s s a g e   r e c e i v e d 	 A l w a y s   a s k 	 8lENc:y	 8lENc:y	 2!@*!-	 P r e g u n t a r   s i e m p r e 	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  A?@0H820BL	 C h i e d i   s e m p r e 	 '3#D  /'&E'	 P e r g u n t a r   s e m p r e 	 H e r   z a m a n   s o r   	 L u  n   h i 	 S e l a l u   t a n y a 	 S e n t i a s a   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	  n t r e a b    n t o t d e a u n a 	 	 	   	 	 	 GE4G  3$'D  4H/	 	   	 						  								  					 9
.
G
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  *
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	 	 	 





  



	   	 N j a l o   b u z a 	 B u z a   r h o q o 	 D a i m a   u l i z a 	 V r a   a l t y d 	 V i s a d a   k l a u s t i 	 V i e n m r   j a u t t 	 K  s i   a l a t i 	 Dkw  pavel	   	 S o l i c i t a r e   c o n f i r m a r e 	 
*
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	 80M,&>  *>0(M$A	 G j i t h m o n e   p y e t 	 					  					 	 	 	 	 	 	 	 P e r g u n t a r   s e m p r e 	 	 	 	 	 	 	 	 B e t i   g a l d e t u 	 L a g i n g   m a g t a n o n g 	 P r e g u n t a r   s e m p r e 	 J   a j j   m g b e   b l a 	 F i a f r a i g h   i   g c  n a  
 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T _ L I S T _ P H O N E _ N U M B E R 	 W A P P U S H 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   c h o o s e   a d d   n e w   p h o n e   n u m b e r   i n t o   t r u s t   l i s t 	 P h o n e   n u m b e r 	 q_x	 5u݋Sx	 +!2"@%B#(1L	 N  m e r o   t e l e f  n i c o 	 N u m  r o   d e   t  l  p h o n e 	 T e l e f o n n u m m e r 	 ><5@  B5;5D>=0	 N u m e r o   d i   t e l e f o n o 	 1BE  'DG'*A	 N  m e r o   d e   t e l e f o n e 	 T e l e f o n   n u m a r a s 1  	 a   c h   t r u n g   t  m   t i n   n h n 	 N o m o r   t e l e p o n 	 N o m b o r   t e l e f o n 	 +	K	(	  (		,	0		 	 	 	 T e l e f o n s z  m 	 	 	 	 T e l e f o o n n u m m e r 	 	 	 N u m r   d e   t e l e f o n 	 	 	 '   	 	 	 4E'1G  *DAF	 	 S C   	 			  						 
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 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T _ L I S T _ I P _ A D D R E S S 	 W A P P U S H 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   c h o o s e   a d d   n e w   I P   a d d r e s s   i n t o   t r u s t   l i s t 	 I P   a d d r e s s 	 I P 0W@W	 I P 0W@W	 5H-"9H  I P 	 D i r e c c i  n   d e   I P 	 A d r e s s e   I P 	 I P - A d r e s s e 	 I P - 04@5A	 I n d r i z z o   I P 	 9FH'F  'DGHJ)	 E n d e r e  o   I P 	 I P   a d r e s i   	 a   c h   I P   	 A l a m a t   I P 	 A l a m a t   I P 	 I P   *	$	>		 	 	 	 I P - c  m 	 	 	 	 I P - a d r e s 	 	 	 A d r e s   I P 	 	 	   I P 	 	 	 F4'F  I P 	 	 I P   	 I P   							 
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	   	 I k h e l i   l e - I P 	 I d i l e s i   y e I P 	 A n w a n i   y a   I P 	 I P - a d r e s 	 I P   a d r e s a s 	 I P   a d r e s e 	 I P - a a d r e s s 	 I P   pa}e	 I P   	 A d r e s   I P 	 I P   5
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	 I P    ?#>	 A d r e s a   I P 	 I P   						 	 	 	 	 	 	 	 E n d e r e  o   I P : 	 	 	 	 	 	 	 	 I P   h e l b i d e a 	 I P   a d d r e s s 	 D i r e c c i  n   I P 	 I P   a d r e s 	 S e o l a d h   I P 
 
 S T R _ I D _ P U S H _ I N B O X _ T R U S T _ L I S T _ D O M A I N _ N A M E 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   c h o o s e   a d d   n e w   d o m a i n   n a m e   i n t o   t r u s t   l i s t 	 D o m a i n   n a m e 	 W
T	 W
T	 
7H-B@!	 N o m b r e   d e   d o m i n i o 	 N o m   d e   d o m a i n e 	 D o m  n e n n a m e 	 <O  4><5=0	 N o m e   d o m i n i o 	 '3E  'DE,'D	 N o m e   d o   d o m  n i o 	 A l a n   a d 1  	 T  n   m i n 	 N a m a   d o m a i n 	 N a m a   d o m a i n 	 !	K	.	G	(	  (	>	.		 	 	 	 T a r t o m  n y n  v 	 	 	 	 D o m e i n n a a m 	 	 	 N u m e   d o m e n i u 	 	 	   	 	 	 F'E  /'EFG	 	   	 					  				 !
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	   	 I g a m a   l e d o m e y n i 	 I g a m a   l o m m a n d l a 	 J i n a   l a   k i k o a 	 D o m e i n n a a m 	 D o m e n o   p a v a d i n i m a s 	 D o m n a   n o s a u k u m s 	 D o m e e n i n i m i 	 4xtevk  avxv	   	 N u m e   d o m e n i u 	 !
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	 !K.G(  (>.	 E m r i   I   d o m a i n 	 	' 				  				 	 	 	 	 	 	 	 N o m e   d e   d o m  n i o 	 	 	 	 	 	 	 	 D o m e i n u a r e n   i z e n a 	 P a n g a l a n   n g   d o m a i n 	 N o m e   d e   d o m i n i o 	 A h a   e b e   i k i k e   g 	 A i n m   f e a r a i n n 
 
 S T R _ I D _ P U S H _ I N B O X _ S L _ S E T T I N G 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 O p t i o n   t o   c o n f i g u r e   s e t t i n g s   o f   s e r v i c e   l o a d i n g   m e s s a g e s 	 S L   s e t t i n g s 	 S L -[	 S L n	 2#1IH2  S L 	 C o n f i g u r a c i  n   d e   c a r g a   d e   s e r v i c i o s 	 R  g l a g e s   S L 	 S L - E i n s t e l l u n g e n 	 0AB@>9:8  S L 	 I m p o s t a z i o n i   S L 	 6(7S L 	 D e f i n i   e s   S L 	 S L   a y a r l a r 1  	 C  i   t   S L 	 P e n g a t u r a n   S L 	 S e t i n g   S L 	 S L   8	G		?				 	 	 	 S L   b e  l l  t  s o k 	 	 	 	 S L - i n s t e l l i n g e n 	 	 	 S e t r i   S L 	 	 	   S L 	 	 	 *F8E'*  S L 	 	 S L   	 S L   							 S L   8
H

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p
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	 	 	 S L   







	     	 A m a s e t h i n g i   e - S L 	 U s e t o   l w e S L 	 M i p a n g i l i o   y a   S L 	 S L - i n s t e l l i n g s 	 S L   n u o s t a t o s 	 S L   i e s t a t +j u m i 	 S L   s  t t e d 	 S L   oauavve	 S L   	 S e t r i   S L 	 S L   
M
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 	 S L   8G?A!?	 R e g j i s t r i m e t   S L 	 S L   							 	 	 	 	 	 	 	 C o n f i g u r a   e s   S L 	 	 	 	 	 	 	 	 S L   e z a r p e n a k 	 M g a   s e t t i n g   n g   S L 	 C o n f i g u r a c i  n   S L 	 S L   n t a l a 	 S o c r u i t h e   S L 
 
 S T R _ I D _ P U S H _ I N B O X _ S L _ S E T T I N G _ N E V E R 	 O B I G O _ Q 0 5 A 	 H I N T ,   I C O N T E X T 	 O p t i o n   t o   N e v e r   l o a d   a   s e r v i c e   l o a d i n g   m e s s a g e   	 N e v e r 	 
Nc6e	 
Nc6e	 D!H@"	 N u n c a 	 J a m a i s 	 N i e 	 8:>340	 M a i 	 D'  #(/'	 N u n c a 	 H i  b i r   z a m a n   	 K h  n g   t i p   n h n 	 J a n g a n   p e r n a h 	 J a n g a n 	 	-	@	  (	9	@			 	 	 	 S o h a 	 	 	 	 N o o i t 	 	 	 N i c i o d a t 	 	 	   	 	 	 G12	 	 	 				  			 
&
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	   	 N h l o b o 	 Z a n g e 	 K a m w e 	 N o o i t 	 N i e k a d a 	 N e k a d 	 M i t t e   k u n a g i 	 5be	 	 N i c i o d a t 	 
0
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	 &>*?  (A9G	 K u r r e 	 							  				 	 	 	 	 	 	 	 N u n c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P U S H _ I N B O X _ A D D _ T O _ T R U S T _ L I S T 	 W A P P U S H 	 I C O N T E X T 	 M e n u   s t r i n g   f o r   A d d   t o   w h i t e   l i s t 	 A d d   t o   w h i t e   l i s t 	 ReQ}v
TU	 mR0R}v
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
52'	 A  a d i r   a   l i s t a   d e   c o n f i a b l e s 	 A j o u t e r      l a   l i s t e   b l a n c h e 	 Z u r   V e r t r a u e n s l i s t e   h i n z u f  g e n 	 >1028BL  2  4>25@5==K5	 A g g i u n g i   a   l i s t a   b i a n c a 	 '6'A)  'DJ  B'&E)  'D'(J6	 A d i c i o n a r      l i s t a   b r a n c a 	 B e y a z   l i s t e y e   e k l e 	 T h  m   v  o   d a n h   s  c h   t r n g 	 T a m b a h k a n   k e   d a f t a r   p u t i h 	 T a m b a h   p a d a   s e n a r a i   p u t i h 	 6	M	5	G	$	  8	B		@	  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a   f e h  r l i s t  h o z 	 	 	 	 T o e v o e g e n   a a n   v e r t r o u w d e   l i j s t 	 	 	 A d u g a r e   l a   l i s t a   d e    n c r e d e r e 	 	 	     	 	 	 'A2H/F  (G  AG13*  E,'2	 	     	 				  							  			  				 5
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 S T R _ I D _ P U S H _ I N B O X _ A D D _ H O M E P A G E 	 W A P P U S H 	 I C O N T E X T 	 O p t i o n   t o   s e t   t h e   p u s h   U R L   a s   h o m e p a g e 	 S e t   a s   H o m e p a g e 	 -[b	 :N;Nu	 1I@GB.!@	 C o n f i g u r a r   c o m o   p  g i n a   d e   i n i c i o 	 U t i l i s e r   c o m m e   P a g e   d  a c c u e i l 	 A l s   H o m e p a g e   e i n s t e l l e n 	 #AB0=>28BL  :0:  4><0H=NN  AB@0=8FC	 I m p o s t a   c o m e   p a g i n a   i n i z i a l e 	 6(7  (5A-)  'D1&J3J)	 D e f i n i r   c o m o   P  g i n a   I n i c i a l 	 A n a   s a y f a   o l a r a k   a y a r l a   	 t   t h  n h   t r a n g   c h 	 T e t a p k a n   s e b a g a i   S i t u s 	 S e t k a n   s e b a g a i   L a m a n   u t a m a 	 .	A		M	/	*	C	7	M	 	  	G	  0	B	*	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t  s   h o n l a p k  n t 	 	 	 	 A l s   h o m e p a g e   i n s t e l l e n 	 	 	 S e t a r e   c a   p a g i n   d e   p o r n i r e 	 	 	     	 	 	 *F8E  (9FH'F  5A-G  '5D	 	   	   						  						  			  					 9
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	     	 U m b i k o   w e s e v i s i   o m u s h a 	 U m y a l e z o   w e n k o n z o   o m t s h a 	 U j u m b e   m p y a   w a   h u d u m a 	 N u w e   d i e n s b o o d s k a p 	 N a u j a s   p a s l a u g s  p r a n e ai m a s 	 J a u n s   p a k a l p o j u m a   z i Fo j u m s 	 U u s   t e e n u s e t e a d e 	 Fx  na|auxraoav  parxdacxiuxv	     	 M e s a j   d e   s e r v i c i i   n o u 	 *
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 S T R _ I D _ P U S H _ M U L T I P L E _ S E L E C T 	 W A P P U S H 	 I C O N T E X T 	 M e n u   S t r i n g   f o r   M a r k   s e v e r a l   o p t i o n 	 M a r k   s e v e r a l 	 jYP	 hY*N	 !2#L+%2"#2"2#	 M a r c a r   v a r i o s 	 M a r q u e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 =>65AB25==K9  2K1>@	 C o n t r a s s e g n a   a l c u n i   	 H69  9D'E'*  D#4J'!  9/J/)	 M a r c a r   v  r i a s 	 B i r d e n   f a z l a   i _a r e t l e 	  n h   d u   n h i u 	 T a n d a i   b e b e r a p a 	 T a n d a   b e b e r a p a 	 	(	G		  	K	  .	>	0	M		  	0	G			 	 	 	 T  b b   k i j e l  l  s e 	 	 	 	 D i v e r s e   m a r k e r e n 	 	 	 M a r c a r e   m a i   m u l ci 	 	 	   	 	 	 9D'E*0'1I  F/EH1/	 	 	 						  							  					 	 	 	 	 	 	 	 	 M e r k   v e r s k e i e 	 	 	 	 	 	 	 	 	 S h e n o   d i s a 	 				  							  				 	 	 	 	 	 	 	 M a r c a r   v  r i o s 	 	 	 	 	 	 	 	 	 	 	 	 
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 
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 
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ID!HDI	 M e n s a j e   n o   d i s p o n i b l e 	 M e s s a g e   n o n   d i s p o n i b l e 	 M i t t e i l u n g   n i c h t   v e r f  g b a r 	 !>>1I5=85  =54>ABC?=>	 M e s s a g g i o   n o n   d i s p o n i b i l e 	 13'D)  :J1  EH,H/)	 M e n s a g e m   i n d i s p o n  v e l 	 0l e t i   m e v c u t   d e i l     	 K h  n g   t h   s   d n g   t i n   n h n 	 P e s a n   t i d a k   t e r s e d i a 	 M e s e j   t a k   t e r s e d i a 	 8		&	G	6	  		*	2	,	M	'	  (	9	@		  9	H		 	 	 	 A z    z e n e t   n e m   e l  r h e t Q	 	 	 	 B e r i c h t   n i e t   b e s c h i k b a a r 	 	 	 M e s a j u l   n u   e s t e   d i s p o n i b i l 	 	 	     	 	 	 ~'E  EH,H/  F3*	 	   	   						  							  			 8
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o`	 eHeo`	 I-'2!D!H9I-	 M e n s a j e   i n v  l i d o 	 M e s s a g e   i n v a l i d e 	 U n g  l t i g e   M i t t e i l u n g 	 525@=>5  A>>1I5=85	 M e s s a g g i o   n o n   v a l i d o 	 13'D)  :J1  5'D-	 M e n s a g e m   i n v  l i d a 	 G e  e r s i z   i l e t i   	 T i n   n h n   k h  n g   h p   l 	 P e s a n   t i d a k   v a l i d 	 M e s e j   t a k   s a h 	 	.	>	(	M	/	  8		&	G	6		 	 	 	  r v  n y t e l e n    z e n e t 	 	 	 	 O n g e l d i g   b e r i c h t 	 	 	 M e s a j   n e v a l i d 	 	 	     	 	 	 ~'E  E9*(1  F3*	 	   	 				  							 
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 
 S T R _ I D _ P U S H _ T R U S T _ L I S T _ F U L L 	 W A P P U S H 	 P O P U P 	 T o   d i s p l a y   e r r o r   t h a t   t r u s t   l i s t   i s   f u l l   a n d   n o   m o r e   e n t r y   c a n   b e   a d d e d 	 W h i t e   l i s t   f u l l 	 }v
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52'@G!	 L i s t a   d e   c o n f i a b l e s   l l e n a 	 L i s t e   b l a n c h e   p l e i n e 	 V e r t r a u e n s l i s t e   v o l l 	 !?8A>:  4>25@5==KE  04@5A>2  70?>;=5=	 L i s t a   b i a n c a   p i e n a 	 B'&E)  'D'(J6  EED$)	 L i s t a   b r a n c a   c h e i a 	 G  v e n   l i s t e s i   d o l u   	 D a n h   s  c h   t r n g      y 	 D a f t a r   p u t i h   p e n u h 	 S e n a r a i   P u t i h   P e n u h 	 6	M	5	G	$	  8	B		@	  *	B	0	M	#		 	 	 	 F e h  r l i s t a   m e g t e l t 	 	 	 	 V e r t r o u w d e   l i j s t   v o l 	 	 	 L i s t   d e    n c r e d e r e   p l i n 	 	 	     	 	 	 AG13*  E,'2  ~1  '3*	 	     	 				  						  						 5
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o`	 eo`	 I-'2!C+!H	 M e n s a j e   n u e v o 	 N o u v e a u   m e s s a g e 	 N e u e   M i t t e i l u n g 	 >2>5  A>>1I5=85. 	 N u o v o   m e s s a g g i o 	 13'D)  ,/J/)	 N o v a   m e n s a g e m 	 Y e n i   i l e t i   	 T i n   n h n   m i 	 P e s a n   b a r u 	 M e s e j   b a r u 	 (	/	>	  8		&	G	6		 	 	 	  j    z e n e t 	 	 	 	 N i e u w   b e r i c h t 	 	 	 M e s a j   n o u 	 	 	   	 	 	 ~'E  ,//	 	   	   				  							 (
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o`]Ng/f&T#P}	 Oo`]Ǐg/f&Tޏc	 I-'2!+!-2"8	 E l   m e n s a j e   v e n c i  	 M e s s a g e   e x p i r  	 M i t t e i l u n g   a b g e l a u f e n 	 !@>:  459AB28O  A>>1I5=8O  8AB5:	 M e s s a g g i o   s c a d u t o 	 13'D)  EF*GJ	 M e n s a g e m   e x p i r o u 	 0l e t i   s  r e s i   d o l d u   	 T i n   n h n   q u    h n ,   t i p   t c   k h  n g ? 	 P e s a n   k e d a l u w a r s a ,   s a m b u n g ?   	 M e s e j   t a m a t   t e m p o h 	 8		&	G	6	  	@	  	5	'	?	  8	.	>	*	M	$		 	 	 	 A z    z e n e t   l e j  r t 	 	 	 	 B e r i c h t   g e  x p i r e e r d 	 	 	 M e s a j   e x p i r a t 	 	 	       	 	 	 ~'E  EFB6  4/	 	   	   							  			  				 8
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 S E S _ S T R _ I D _ T I T L E _ C O N F I R M 	 O B I G O Q 0 5 A 	 U N L I M 	 C o n f i r m 	 C o n f i r m 	 x	 nx	 "7"1	 C o n f i r m a r 	 C o n f i r m e r 	 B e s t  t i g e n 	 >4B25@645=85	 C o n f e r m a 	 *H+JB	 C o n f i r m a r 	 O n a y l a   	 X  c   n h n 	 K o n f i r m a s i k a n 	 S a h k a n 	 *	A	7	M		?	  	0	G			 	 	 	 M e g e r Qs  t  s 	 	 	 	 B e v e s t i g e n 	 	 	 C o n f i r m a r e 	 	 	 	 	 	 *#/	 	 	 						  					 *
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 S E S _ S T R _ I D _ T I T L E _ C L I E N T _ C E R T 	 O B I G O Q 0 5 A 	 U N L I M 	 C l i e n t   c e r t i f i c a t e s 	 C l i e n t   c e r t i f i c a t e s 	 (u6baI	 *NNfN	 2##1#-D%@-GL	 C e r t i f i c a d o s   d e   c l i e n t e 	 C e r t i f i c a t s   d e   c l i e n t 	 C l i e n t - Z e r t i f i k a t e 	 !5@B8D8:0BK  :;85=B0	 C e r t i f i c a t i   c l i e n t 	 4G'/)  'D4.5J)	 C e r t i f i c a d o s   d e   c l i e n t e 	 0s t e m c i   s e r t i f i k a l a r 1  	 C h n g   n h n   c    n h  n 	 S e r t i f i k a t   k l i e n 	 S i j i l   k l i e n 	 	M	2	>				  *	M	0	.	>	#	*	$	M	0		 	 	 	 K l i e n s   t a n  s  t v  n y o k 	 	 	 	 C l i e n t c e r t i f i c a t e n 	 	 	 C e r t i f i c a t e   c l i e n t 	 	 	   	 	 U s e r   c e r t i f i c a t e s 	 H'GF'EG  G'  31H3  1F/G	 '3*9E'D  1F  H'D    31yAy2	   	 								  												 5
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o v a t ? 	 C e r t y f i k a t   n i e z a u f a n y ,   k o n t y n u o w a ? 	 N i n c s   m e g b  z h a t    t a n  s  t v  n y ,   f o l y t a t j a ? 	 L u o t e t t u a   v a r m e n n e t t a   e i   o l e ,   j a t k e t a a n k o ? 	 I k k e   n o e   t i l t r o d d   s e r t i f i k a t   f o r t s e t t ? 	 }i a d n y   d  v e r y h o d n    c e r t i f i k  t ,   p o k r a 
o v a e? 	 G e e n   v e r t r o u w d   c e r t i f i c a a t ,   d o o r g a a n ? 	 I n g e t   t i l l f  r l i t g l i t   c e r t i f i k a t ,   f o r t s  t t ? 	 C e r t i f i k a t   n i j e   p r o v j e r e n ,   n a s t a v i t i ? 	 N u   e x i s t   n i c i u n   c e r t i f i c a t   a c r e d i t a t .   C o n t i n u a ci ? 	 N e z a u p l j i v   c e t r i f i k a t ,   n a d a l j u j ?   	       ,     ; 	     ,   ? 	 O<0  ?@>25@5=  A5@B8D8:0B,   ?@>4J;6020=5? 	 5	?	6	M	5	>	8	B	  *	M	0	.	>	#	*	$	M	0	  (	>	9	@	,   *	A	"	G	  	>	2	B	? 	 H'GF'EG  E7E&F  EH,H/  F3*  '/'EG  E  /G/	 E9*(1  31yAy  F  ,'1  1	     ,   ? 	 								  											  		,   							  						? 	 5
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 S E S _ S T R _ I D _ C O N F I R M _ S T O R E _ S A M E 	 O B I G O Q 0 5 A 	 P O P U P C O N F I R M 	 C e r t i f i c a t e   w i t h   s a m e   d a t e   e x i s t s .   O v e r w r i t e ? 	 O v e r w r i t e   e x i s t e d   s a m e   c e r t i f i c a t e ? 	 /f&T˄](WvaI	 /f&Tv](WvfN	 @5"1C#1#-@5"'1? 	  S o b r e s c r i b i r   c e r t i f i c a d o   i g u a l   e x i s t e n t e ? 	  c r a s e r   l e   m  m e   c e r t i f i c a t   e x i s t a n t   ? 	 D a s s e l b e   v o r h a n d e n e   Z e r t i f i k a t    b e r s c h r e i b e n ? 	 5@5?8A0BL  B>B  65  ACI5AB2CNI89  A5@B8D8:0B?   	 S o v r a s c r i v e r e   i l   c e r t i f i c a t o   e s i s t e n t e ? 	 GD  C*'()  AJ  FA3  'D3G'/)	 S u b s t i t u i r   a c t u a l   c e r t i f i c a d o   e x i s t e n t e ? 	 M e v c u t   o l a n   a y n 1  s e r t i f i k a    z e r i n e   y a z 1l s 1n   m 1? 	 V i t      l  n   c  n g   c h n g   n h n      c  ? 	 T u l i s   u l a n g   s e r t i f i k a t   y a n g   s a m a ? 	 T u l i s   g a n t i k a n   s i j i l   s a m a   s e d i a   a d a ? 	 .	L		B	&	>	  8	.	>	(	  *	M	0	.	>	#	*	$	M	0	  	K	  .	?		>	$	G	  9	A		  2	?		G		? 	 O v e r s k r i v   e k s i s t e r e n d e   s a m m e   c e r t i f i k a t ? 	 P Ye p s a t   s t  v a j  c    s t e j n    c e r t i f i k  t ? 	 Z a p i s a   w y m a z u j c   t e n   s a m   c e r t y f i k a t ? 	 F e l  l  r j a   a   l  t e z Q  e g y e z Q  t a n  s  t v  n y t ? 	 K o r v a t a a n k o   o l e m a s s a   o l e v a   v a r m e n n e ? 	 S k r i v   o v e r   e k s i s t e r e n d e   s a m m e   s e r t i f i k a t ? 	 P r e p  s a e  e x i s t u j  c i   c e r t i f i k  t ? 	 B e s t a a n d e   z e l f d e   c e r t i f i c a a t   o v e r s c h r i j v e n ? 	 E r s  t t   c e r t i f i k a t ? 	 S n i m i t i   p r e k o   p o s t o j e e g a ,   i s t o g   c e r t i f i k a t a ? 	 S u p r a s c r i e ci   c e r t i f i c a t u l   e x i s t e n t ? 	 P r e p i ai   o b s t o j e 
  s a m   c e r t i f i k a t ? 	             ; 	         ? 	 @570?8A20=5  =0  AJI5AB2C20I  AJI  A5@B8D8:0B? 	 	8	G		  *	M	0	.	>	#	*	$	M	0	  	5	M	9	0	0	>			  	0	>	? 	 1H  GEF  H'GF'EG  EH,H/  ('2FH3  4H/	 EH,H/  (9F  31yAy  ~1  D	       ? 	 			  					  				  			  											  						  						? 	 	
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aI	 /f&Tv](WvefN	 @5"1C#1#-@4!? 	  S o b r e s c r i b i r   c e r t i f i c a d o   a n t e r i o r   e x i s t e n t e ? 	  c r a s e r   a n c i e n   c e r t i f i c a t   ? 	 A l t e s   v o r h a n d e n e   Z e r t i f i k a t    b e r s c h r e i b e n ? 	 5@5?8A0BL  AB0@K9  ACI5AB2CNI89  A5@B8D8:0B?   	 S o v r a s c r i v e r e   i l   c e r t i f i c a t o   p r e c e d e n t e ? 	 GD  C*'()  AJ  FA3  'D4G'/)  'DB/JE)	 S u b s t i t u i r   a n t i g o   c e r t i f i c a d o   e x i s t e n t e ? 	 M e v c u t   o l a n   e s k i   s e r t i f i k a    z e r i n e   y a z 1l s 1n   m 1? 	 V i t      l  n   c h n g   n h n   c i     c  ? 	 T u l i s   u l a n g   s e r t i f i k a t   l a m a ? 	 T u l i s   g a n t i k a n   s i j i l   l a m a   s e d i a   a d a ? 	 .	L		B	&	>	  *	A	0	>	(	G	  *	M	0	.	>	#	*	$	M	0	  	K	  .	?		>	$	G	  9	A		  2	?		G		? 	 O v e r s k r i v   e k s i s t e r e d e   g a m m e l t   c e r t i f i k a t ? 	 P Ye p s a t   s t  v a j  c    s t a r    c e r t i f i k  t ? 	 Z a p i s a   w y m a z u j c   i s t n i e j c y   s t a r y   c e r t y f i k a t ? 	 F e l  l  r j a   a   l  t e z Q  t a n  s  t v  n y t ? 	 K o r v a t a a n k o   o l e m a s s a   o l e v a   v a n h a   v a r m e n n e ? 	 S k r i v   o v e r   e k s i s t e r e n d e   g a m m e l t   s e r t i f i k a t ? 	 P r e p  s a e  e x i s t u j  c i   s t a r    c e r t i f i k  t ? 	 B e s t a a n d e   o u d e   c e r t i f i c a a t   o v e r s c h r i j v e n ? 	 E r s  t t   g a m m a l t   c e r t i f i k a t ? 	 S n i m i t i   p r e k o   p o s t o j e e g a ,   s t a r o g   c e r t i f i k a t a ? 	 S u p r a s c r i e ci   v e c h i u l   c e r t i f i c a t   e x i s t e n t ? 	 P r e p i ai   o b s t o j e 
  s t a r   c e r t i f i k a t ? 	             ; 	       ? 	 @570?8A20=5  =0  AJI5AB2C20I  AB0@  A5@B8D8:0B? 	 	A	(	G	  *	M	0	.	>	#	*	$	M	0	  	5	M	9	0	0	>			? 	 1H  H'GF'EG  B/E  EH,H/  ('2FH3  4H/	 EH,H/  ~1'F  31yAy  ~1  D	       ? 	 			  					  				  						  											  						  						? 	 	
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o v a t ? 	 B Bd   c e r t y f i k a t u ,   k o n t y n u o w a ? 	 H i b  s   t a n  s  t v  n y ,   f o l y t a t j a ? 	 V i r h e   v a r m e n t e e s s a ,   j a t k e t a a n k o ? 	 F e i l   i   s e r t i f i k a t .   F o r t s e t t ? 	 C h y b a   v   c e r t i f i k  t e ,   p o k r a 
o v a e? 	 F o u t   i n   c e r t i f i c a a t .   D o o r g a a n ? 	 C e r t i f i k a t f e l ,   f o r t s  t t ? 	 G r e ak a   u   c e r t i f i k a t u ,   n a s t a v i t i ? 	 E r o a r e    n   c e r t i f i c a t .   C o n t i n u a ci ? 	 N a p a k a   v   c e r t i f i k a t u .   N a d a l j u j e m ? 	     ,     ; 	   ,   ? 	 @5H:0  2  A5@B8D8:0B0.   @>4J;6020=5? 	 *	M	0	.	>	#	*	$	M	0	>	$	  $	M	0	A		@	.   *	A	"	G	  	>	2	B	? 	 .7'  /1  H'GF'EG.   '/'EG  E  /G/	 31yAy  E  .1'(  ,'1  1	   ,   ? 	 												  						,   							  						? 	 
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? 	 *M0.>#*$M00G  $M0A?.   >2A0?,G?   	 G a b i m   n e   c e r t i f i k a t e .   V a z h d o ? 	 											  							  							  							? 	 	 	 	 	 	 	 	 E r r o   n o   c e r t i f i c a d o   C o n t i n u a r ? 	 	 	 	 	 	 	 	 Z i u r t a g i r i a k   a k a t s a   d u .   J a r r a i t u ? 	 M a y   e r r o r   s a   s e r t i p i k o .   M a g p a t u l o y ? 	 E r r o   e n   c e r t i f i c a r .   C o n t i n u a r ? 	 M m e j   n   n a   a s a m b o d o . G a a n i i h u ? 	 E a r r  i d   l e i s   a n   d e i m h n i  .   L e a n   a r   a g h a i d h ? 
 
 S E S _ S T R _ I D _ C O N F I R M _ C O N N E C T _ N O _ U S E R 	 O B I G O Q 0 5 A 	 P O P U P C O N F I R M 	 N o   m a t c h i n g   c l i e n t   c e r t i f i c a t e   f o u n d .   C o n n e c t   w i t h   s e r v e r   a u t h e n t i c a t i o n ,   w i t h o u t   c l i e n t   a u t h e n t i c a t i o n ? 	 N o   u s e r   c e r t i f i c a t e ,   c o n t i n u e ? 	 !qO(uaI/f&T|~~	 eO(ufN/f&T~~	 D!HC
H2##1#-9IC
I  3@42#H-? 	 C e r t i f i c a d o   s i n   u s u a r i o ,    c o n t i n u a r ? 	 A u c u n   c e r t i f i c a t   u t i l i s a t e u r ,   c o n t i n u e r   ? 	 K e i n   B e n u t z e r z e r t i f i k a t ,   f o r t s e t z e n ? 	 5B  A5@B8D8:0B0  ?>;L7>20B5;O,   ?@>4>;68BL?   	 N e s s u n   c e r t i f i c a t o   u t e n t e .   C o n t i n u a r e ? 	 D'  *H,/  4G'/)  'DE3*./E  *H'5D	 S e m   c e r t i f i c a d o   d o   u t i l i z a d o r ,   c o n t i n u a r ? 	 K u l l a n 1c 1  s e r t i f i k a s 1  y o k ,   d e v a m   e d i l s i n   m i ? 	 K h  n g   t h   s   d n g   c h n g   n h n ,   t i p   t c ? 	 t i d a k   a d a   s e r t i f i k a t   p e m a k a i ,   l a n j u t ? 	 T i a d a   s i j i l   p e n g g u n a ,   t e r u s k a n ? 	   	K		  /	B		<	0	  *	M	0	.	>	#	*	$	M	0	  (	9	@		,   	>	0	@	  0		G		? 	 I n t e t   b r u g e r   c e r t i f i k a t ,   f o r t s  t ? 	 } d n    u ~i v a t e l s k    c e r t i f i k  t .   P o k r a 
o v a t ? 	 B r a k   c e r t y f i k a t u   u |y t k o w n i k a ,   k o n t y n u o w a ? 	 N i n c s   f e l h a s z n  l  i   t a n  s  t v  n y ,   f o l y t a t j a ? 	 K  y t t  j  v a r m e n n e t t a   e i   o l e ,   j a t k e t a a n k o ? 	 I k k e   n o e   b r u k e r s e r t i f i k a t ,   f o r t s e t t ? 	 }i a d n y   u ~ v a t e >s k    c e r t i f i k  t ,   p o k r a 
o v a e? 	 G e e n   g e b r u i k e r s c e r t i f i c a a t ,   v e r d e r g a a n ? 	 I n g e t   a n v  n d a r c e r t i f i k a t ,   f o r t s  t t ? 	 N e m a   k o r i s n i 
k o g   c e r t i f i k a t a ,   n a s t a v i t i ? 	 C e r t i f i c a t   u t i l i z a t o r   i n e x i s t e n t ,   c o n t i n u a ci ? 	 N i   u p o r a b n i ak i   c e r t i f i k a t ,   n a d a l j u j ? 	       ,     ; 	     ,   ? 	 O<0  ?>B@518B5;A:8  A5@B8D8:0B,   ?@>4J;6020=5? 	 		*	/	K			0	M	$	>	  *	M	0	.	>	#	*	$	M	0	  (	>	9	@	,   *	A	"	G	  	>	2	B	? 	 H'GF'EG  '1(1  'A*  F4/  '/'EG  E  /G/	 H21  31yAy  F'   ,'1  1	     ,   ? 	 												  											  		,   							  						? 	 5
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 S E S _ S T R _ I D _ I N F O _ C E R T _ S T O R E D 	 O B I G O Q 0 5 A 	 P O P U P C O N F I R M 	 T h e   c e r t i f i c a t e   h a s   b e e n   s a v e d . 	 T h e   c e r t i f i c a t e   h a s   b e e n   s a v e d 	 aI]2QX[	 fN]OX[	 C#1#-91@GA%I'	 E s t e   c e r t i f i c a d o   s e   h a   g u a r d a d o 	 L e   c e r t i f i c a t   a    t    e n r e g i s t r  	 D a s   Z e r t i f i k a t   w u r d e   g e s p e i c h e r t . 	 !5@B8D8:0B  A>E@0=5=	 I l   c e r t i f i c a t o      s t a t o   s a l v a t o 	 *E  -A7  'D4G'/)	 O   c e r t i f i c a d o   f o i   g u a r d a d o 	 S e r t i f i k a   s a k l a n d 1	 C h n g   n h n      c   l u 	 S e r t i f i k a t   d i s i m p a n 	 S i j i l   t e l a h   d i s i m p a n 	 	8	  *	M	0	.	>	#	  *	$	M	0	  	K	  8	9	G		>	  	/	>	  9	H		 C e r t i f i k a t e t   e r   g e m t . 	 C e r t i f i k  t   b y l   u l o ~e n . 	 C e r t f i k a t   z o s t a B  z a c h o w a n y . 	 M e g t  r t  n t   a   t a n  s  t v  n y   m e n t  s e 	 V a r m e n n e   o n   t a l l e n n e t t u . 	 S e r t i f i k a t e t   h a r   b l i t t   l a g r e t . 	 C e r t i f i k  t   b o l   u l o ~e n  . 	 H e t   c e r t i f i c a a t   i s   o p g e s l a g e n 	 C e r t i f i k a t e t   s p a r a d e s 	 C e r t i f i k a t   j e   p o h r a n j e n . 	 C e r t i f i c a t u l   a   f o s t   s a l v a t 	 C e r t i f i k a t   j e   b i l   s h r a n j e n 	         . 	   	 !5@B8D8:0BJB  5  AJE@0=5=. 	 *	M	0	.	>	#	*	$	M	0	  8	M		K		0	  	>	2	G	. 	 H'G  0.1G  4/G  '3*	 31yAy  '3yH1    &  	       	 													  							  			  						 
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 S E S _ S T R _ I D _ I N F O _ C E R T _ N O T _ D E L E T E D 	 O B I G O Q 0 5 A 	 P O P U P C O N F I R M 	 C o u l d   n o t   d e l e t e   t h e   c e r t i f i c a t e 	 C o u l d   n o t   d e l e t e   t h e   c e r t i f i c a t e 	 !ql*RdaI	 el RdfN	 D!H*2!2#%C#1#-	 N o   s e   p u d o   b o r r a r   e l   c e r t i f i c a d o 	 N ' a   p a s   p u   s u p p r i m e r   l e   c e r t i f i c a t 	 K o n n t e   d a s   Z e r t i f i k a t   n i c h t   l  s c h e n 	 5  C40;>AL  C40;8BL  A5@B8D8:0B	 I m p o s s i b i l e   e l i m i n a r e   i l   c e r t i f i c a t o 	 D'  JECF  E3-  'D4G'/)	 I m p o s s  v e l   e l i m i n a r   c e r t i f i c a d o 	 S e r t i f i k a   s i l i n e m e d i 	 K h  n g   t h   x  a   c h n g   n h n 	 T i d a k   b i s a   h a p u s   s e r t i f i k a t 	 T a k   d a p a t   m e m a d a m   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  (	9	@		    .	?		>	  8		>		 K u n n e   i k k e   s l e t t e   c e r t i f i k a t e t 	 N e n    m o ~n o   s m a z a t   c e r t i f i k  t 	 N i e   m o |n a   b y Bo   u s u n a   k o n t r a k t u . 	 T a n  s  t v  n y   t  r l  s e   s i k e r t e l e n 	 V a r m e n t e e n   p o i s t a m i n e n   e i   o n n i s t u n u t 	 K u n n e   i k k e   s l e t t e   s e r t i f i k a t 	 N i e   j e   m o ~n    z r u ai e  c e r t i f i k  t 	 H e t   c e r t i f i c a a t   k a n   n i e t   v e r w i j d e r d   w o r d e n . 	 D e t   g i c k   i n t e   a t t   t a   b o r t   c e r t i f i k a t e t 	 N i j e   m o g u e   u k l a n j a n j e   c e r t i f i k a t a 	 C e r t i f i c a t u l   n u   a   p u t u t   f i   _t e r s 	 B r i s a n j e   c e r t i f i k a t a   n i   m o ~n o 	           	         	 5  <>65  40  87B@85  A5@B8D8:0BJB	 *	M	0	.	>	#	*	$	M	0	  *	A	8	B	(	  	>		>	  (		>		 H'GF'EG  B'(D  -0A  F3*	 31  yAy  H  Dy  F  1  3'	     	 		  													  				  				  				  			 8
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 S E S _ S T R _ I D _ I N F O _ N O _ C E R T S 	 O B I G O Q 0 5 A 	 P O P U P C O N F I R M 	 C e r t i f i c a t e   l i s t   i s   e m p t y . 	 C e r t i f i c a t e   l i s t   i s   e m p t y 	 aInUzz}v	 fNRhzz}v	 #2"2#2##1#-'H2	 L a   l i s t a   d e   c e r t i f i c a d o s   e s t    v a c  a 	 L a   l i s t e   d e s   c e r t i f i c a t s   e s t   v i d e 	 Z e r t i f i k a t e n l i s t e   i s t   l e e r 	 !?8A>:  A5@B8D8:0B>2  ?CAB	 E l e n c o   c e r t i f i c a t i   v u o t o 	 B'&E)  'D4G'/)  .'DJ)	 L i s t a   d e   c e r t i f i c a d o s   v a z i a 	 S e r t i f i k a   l i s t e s i   b o _  	 D a n h   s  c h   c h n g   n h n   t r n g 	 D a f t a r   s e r t i f i k a t   k o s o n g 	 S e n a r a i   s i j i l   k o s o n g 	 *	M	0	.	>	#	*	$	M	0	  8	B		@	  	>	2	@	  9	H		 	 	 	 A   t a n  s  t v  n y l i s t a    r e s 	 	 	 	 C e r t i f i c a a t l i j s t   i s   l e e g 	 	 	 L i s t a   d e   c e r t i f i c a t e   e s t e   g o a l 	 	 	     	 	 	 D3*  H'GF'EG  .'D  '3*	 	       . 	   													  						  				  	 8
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i a s 	 S e r t i f i k t u   s a r a k s t s   i r   t u k as 	 S e r i f i k a a t i d e   l o e n d   o n   t  h i 	 Noauaoavvek  avoh  daao  g	     	 L i s t a   d e   c e r t i f i c a t e   e s t e   g o a l 	 8
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25HD!H#9I1	 T i p o   d e   c e r t i f i c a d o   d e s c o n o c i d o 	 T y p e   d e   c e r t i f i c a t   i n c o n n u 	 U n b e k a n n t e r   Z e r t i f i k a t s t y p 	 58725AB=K9  B8?  A5@B8D8:0B0	 T i p o   d i   c e r t i f i c a t o   s c o n o s c i u t o 	 FH9  'D4G'/)  :J1  E91HA	 T i p o   d e   c e r t i f i c a d o   d e s c o n h e c i d o 	 B i l i n m e y e n   s e r t i f i k a   t  r    	 C h a   x  c   n h   c   l o i   h  n h   c h n g   n h n 	 J e n i s   s e r t i f i k a t   t i d a k   d i k e t a h u i 	 J e n i s   s i j i l   t i d a k   d i k e n a l i 	 		M		>	$	  *	M	0	.	>	#	*	$	M	0	  *	M	0		>	0		 	 	 	 I s m e r e t e n   t a n  s  t v  n y t  p u s 	 	 	 	 O n b e k e n d   c e r t i f i c a a t t y p e 	 	 	 T i p u l   d e   c e r t i f i c a t   n u   e s t e   c u n o s c u t 	 	 	       	 	 	 FH9  H'GF'EG  E4.5  F3*	 	     . 	   					  													  				 (
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i 	 	 	 B:07	 0	&	M	&	  	0	>		 D:H	 EF3H.  ,&	 	 						 
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H	 S  	 O u i 	 J a 	 0  	 S  	 F9E	 S i m 	 E v e t 	 C h n 	 Y a 	 Y a 	 9	>			 J a 	 A n o 	 T a k 	 I g e n 	 K y l l  	 J a 	  n o 	 J a 	 J a 	 D a 	 D a 	 D a 	 	 	 0	 9	K	/		 (DG	 '	 	 						 9
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i 	 	 	 B:07	 0	&	M	&	  	0	>		 D:H	 EF3H.  ,&	 	 						 
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 S T R _ I D _ P U S H _ S A M E _ I T E M _ E X I S T 	 W A P P U S H 	 P O P U P 	 S t r i n g   t o   d i s p l a y   e r r o r   t h a t   s a m e   i t e m   a l r e a d y   e x i s t s   i n t o   t h e   t r u s t e d   a d d r e s s e s   l i s t 	 S a m e   i t e m   e x i s t s 	 v]X[(W	 yv]X[(W	 #2"2#@5"'1!5-"9HA%I'	 E x i s t e   u n   e l e m e n t o   i g u a l   	 C e t    l  m e n t   e x i s t e   d  j  	 D a s s e l b e   E l e m e n t   e x i s t i e r t 	 "0:>9  M;5<5=B  C65  ACI5AB2C5B	 N o n   s u p p o r t a t o 	 FA3  'D4J&  EH,H/	 J    e x i s t e   i t e m   i d  n t i c o 	 A y n 1  m a d d e   m e v c u t   	 H n g   m c      t n   t i 	 I t e m   y a n g   s a m a   s u d a h   a d a 	 I t e m   s a m a   w u j u d 	 8	.	>	(	  .	&	  .	L		B	&	  9	H		 	 	 	 I l y e n   e l e m   m  r   l  t e z i k 	 	 	 	 Z e l f d e   o b j e c t   b e s t a a t 	 	 	 A c e s t   a r t i c o l   e x i s t   d e j a 	 	 	     	 	 	 GEF  EH1/  EH,H/  '3*	 	 	   			  					  									 	 	 	 



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7H-!H-@!7H-D!HDIC
I@G@'%22	 D e s c o n e c t a d o   p o r   i n a c t i v i d a d   p r o l o n g a d a 	 D  c o n n e c t       c a u s e   d ' i n a c t i v i t    t r o p   l o n g u e 	 V e r b i n d u n g   n a c h   l a n g e m   L e e r l a u f   g e t r e n n t 	 B:;NG5=85  ?@8  4;8B5;L=><  157459AB288	 D i s c o n n e s s o   p e r   i n a t t i v i t    p r o l u n g a t a 	 'D'*5'D  EB'79)	 D e s l i g a d o   p o r   i n a c t i v i d a d e 	 U z u n   s  r e   k u l l a n 1l m a d 11n d a n   b a l a n t 1  k e s i l d i 	 T h i   g i a n   k h  n g   d  n g   q  a   l  u , k t   n i   n g t   q u  n g 	 S a m b u n g a n   t e r p u t u s   k a r e n a   s i a g a   p a n j a n g 	 D i p u t u s k a n   k e r a n a   l a m a   m e l a h u 	 2		,	G	  8	.	/	  $		  	>	2	@	  0	9	(	G	  8	G	  !	?	8		(	G		M		  	?	/	>	  	/	>		 	 	 	 B o n t  s   h o s s z     r e s j  r a t   u t  n 	 	 	 	 V e r b i n d i n g   v e r b r o k e n   w e g e n s   l a n g d u r i g e   i n a c t i v i t e i t 	 	 	 D e c o n e c t a t ,   d e o a r e c e   p e r i o a d a   d e   i n a c t i v i t a t e   e s t e   l u n g 	 	 	       	 	 	 (1'  -'D*  (D''3*A'/G  7HD'F  B79  4/	 	 	   								  				  					  				  					  										 	 	 	 




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NP	 ƉǏ g'YP6R	 --@GL'45B-@4531*9*8	 E l   o b j e t o   d e   v i d e o   s o b r e p a s a   e l   l  m i t e   m  x i m o   	 O b j e t s   v i d  o   d  p a s s e n t   l i m i t e   m a x 	 V i d e o o b j e k t e    b e r s c h r e i t e n   m a x .   G r e n z e 	 1J5:BK  2845>  ?@52KH0NB  <0:A8<0;L=K9  ?@545;	 G l i   o g g e t t i   v i d e o   h a n n o   s u p e r a t o   i l   l i m i t e   m a x 	 'DAJ/JH  *,'H2  'DJ  -/  #B5J	 O b j e c t o s   d e   v  d e o   e x c e d e m   t a m a n h o   m  x . 	 V i d e o   n e s n e l e r i   m a k s .   s 1n 1r 1  a _1y o r   	 K  n h   v t   q u a   h n   c h   c h o   p h  p 	 O b j e k   v i d e o   m e l a m p a u i   b a t a s   m a k s . 	 O b j e k   v i d e o   m e l e b i h i   h a d   m a k s i m u m 	 5	@	!	?	/	K	  	,	M		G		M		M	8	  	'	?		$	.	  8	@	.	>	  8	G	  ,	!	<	G		 	 	 	 A   v i d e    o b j e k t u m o k   t  l l  p i k   a   h a t  r  r t  k e t 	 	 	 	 V i d e o - o b j e c t e n   o v e r s c h r i j d e n   m a x i m a l e   g r e n s 	 	 	 O b i e c t e l e   v i d e o   d e p _e s c   l i m i t a   m a x i m 	 	 	         ' 	 	 	 '4'!  ADE  '2  -/'+1  *,'H2  1/	 	 	   					  									  								  				  							  						 	 	 	 







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	         	 I z i n t o   z e v i d y o   z e q a   u m k h a w u l o   o p h e z u l u 	 I z i n t o   z e v i d i y o   z i g q i t h e   k u b u k h u l u   o b u n y i n i w e y o 	 V i u m b i l e   v y a   v i d e o   v i m e z i d i s h a   m p a k a   w a   u p e o 	 V i d e o - i t e m s   o o r s k r y   p e r k 	 V a i z d o   k l i p o   o b j e k t a i   v i r ai j a   m a k s .   r i b 	 V i d e o   o b j e k t i   p r s n i e d z   m a k s .   l i m i t u 	 V i d e o o b j e k t i d    l e t a v a d   p i i r m   r a 	 Nkdex  bueoveh  ceafavxt  ev  a|a~elacxuv  }aptavayah	         	 O b i e c t e l e   v i d e o   d e p _e s c   l i m i t a   m a x i m 	 5
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 S T R _ I D _ B R W _ I S S U E R 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   i s s u e r .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 I s s u e r : 	 |vL	 SL	 9I--: 	 E m i s o r : 	  m e t t e u r   : 	 A u s s t e l l e r : 	 >AB02I8:: 	 M i t t e n t e : 	 'DE5/1  : 	 R e m e t e n t e : 	 Y a y 1n l a y a n : 	 N g i   p h  t   h  n h : 	 P e m b u a t : 	 P e n g i s u : 	 	>	0	@		0	M	$	>	: 	 U d s t e d e r : 	 V y d a v a t e l : 	 W y s t a w c a : 	 K i b o c s  t  : 	 J u l k a i s i j a : 	 U t s t e d e r : 	 V y d a v a t e >: 	 U i t g e v e r : 	 U t g i v a r e : 	 I z d a v a 
: 	 E m i t e n t : 	 I z d a j a t e l j : 	 : 	 : 	 740B5;: 	 	6	M	/	A		0	: 	 F'41: 	 '4H  1F  H'D': 	 : 	 		  					  				: 	 *
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 S T R _ I D _ B R W _ V A L _ N O T _ B E F 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   v a l i d i t y   s t a r t   d a t e .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 V a l i d   f r o m : 	 	gHegYe	 	gHegYN	 C
IDI1IAH: 	 V  l i d o   d e s d e :   	 V a l i d e   d e   : 	 G  l t i g   a b : 	 5  459AB28B5;L=K9  4>:   	 V a l i d o   d a : 	 #HD  JHE  AJ  'D5D'-J)  : 	 V  l i d o   d e s d e : 	 G e  e r l i l i k   b a _l a n g 1c 1: 	 N g  y   c    g i    t r : 	 T i d a k   b e r l a k u   s e b e l u m 	 S a h   d a r i : 	 8	G	  .	>	(	M	/	:     	 G  l d e n d e   i k k e   f  r : 	 P l a t n    o d : 	 W a |n y   n i e w c z e [n i e j : 	  r v .   k e z d e t e : 	 E n s i m m  i n e n   v o i m a s s a o l o p  i v  : 	 I k k e   g y l d i g   f  r : 	 P l a t n    o d : 	 N i e t   g e l d i g   v o o r : 	 G i l l t i g   f  r e : 	 V a l j a n o   o d : 	 V a l i d   d e   l a : 	 N i   v e l j a v n o   p r e d : 	       : 	     : 	 0;845=  =5  ?@548: 	 	M	/	>		'	@	  5	H	'	  (	>	9	@	: 	 E9*(1  '2: 	 3  ~D  F'A0  'D9ED  F: 	     :   : 	 		  			  			  		: 	 *
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 
 S T R _ I D _ B R W _ V A L _ N O T _ A F T 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   v a l i d i t y   e n d   d a t e .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 V a l i d   t o : 	 	gHeg*b	 	gHeg*b	 C
IDI6: 	 V  l i d o   h a s t e :   	 V a l i d e   j u s q u '    : 	 G  l t i g   b i s : 	 5  459AB28B5;L=K9  ?>A;5:   	 V a l i d o   f i n o   a : 	 #.1    JHE  AJ  'D5D'-J)  : 	 V  l i d o   a t  : 	 G e  e r l i l i k   b i t i _i : 	 H t   h n   s a u : 	 T i d a k   b e r l a k u   s e t e l a h : 	 S a h   h i n g g a : 	 	G	  2	?		  .	>	(	M	/	: 	 G  l d e n d e   i k k e   e f t e r : 	 P l a t n    d o : 	 W a |n y   n i e   p  zn i e j : 	  r v .   v  g e : 	 V i i m e i n e n   v o i m a s s a o l o p  i v    : 	 I k k e   g y l d i g   e t t e r : 	 P l a t n    d o : 	 N i e t   g e l d i g   n a : 	 S l u t a r   g  l l a   e f t e r : 	 V a l j a n o   d o : 	 V a l i d   p  n   l a : 	 N i   v e l j a v n o   p o : 	       : 	     : 	 0;845=  =5  A;54: 	 	M	/	>	(		$	0	  5	H	'	  (	>	9	@	: 	 E9*(1  *': 	   (9/  F'A0  'D9ED  F: 	     	 		  			  			  		: 	 *
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	 $0A5>$  F2M2&A	 V9A=89  4>: 	 


  




  



: 	       : 	 I n o m t h e t h o   h h a y i   n g e m v a   k u k a : 	 A y i s e b e n z i   e m v a : 	 S i   h a l a l i   b a a d a   y a : 	 G e l d i g   t o t : 	 N e g a l i o j a   p o : 	 D e r +g s   n e   i l g k   p a r : 	 E i   k e h t i   p  r a s t : 	 1v~a~e  g  peual  at}ai~k  pex` 	   _ : 	 V a l i d   n u   m a i   t  r z i u   d e : 	 6
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2
: 	 ,H'$>  9>  *0G  (A9G	 N u k   e s h t e   I   v l e f s h e m   p a s : 	 				  				  					  			: 	 	 	 	 	 	 	 	 V  l i d o   p a r a : 
 
 S T R _ I D _ B R W _ S U B J E C T 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   s u b j e c t .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 S u b j e c t : 	 ;Ne	 ;N	 @#7H-: 	 A s u n t o : 	 S u j e t   : 	 B e t r e f f : 	 "5<0:   	 O g g e t t o : 	 EH6H9  : 	 A s s u n t o : 	 K o n u : 	 C h   : 	 S u b y e k : 	 T a j u k : 	 5	?	7	/	  : 	 E m n e : 	 P Ye d m t : 	 T e m a t : 	 T  m a : 	 S u b j e c t 	 E m n e : 	 P r e d m e t : 	 O n d e r w e r p : 	  m n e : 	 P r e d m e t : 	 S u b i e c t : 	 T e m a : 	 	 : 	 @54<5B: 	 5	?	7	/	: 	 EH6H9: 	 EH6H9: 	 : 	 				: 	 5
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	 5?7/	 "5<0: 	 



: 	 : 	 I s i h l o k o : 	 I n t l o k o : 	 M a d a : 	 O n d e r w e r p : 	 T e m a : 	 T m a : 	 T e e m a : 	 9eta]	 : 	 S u b i e c t : 	 5
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
: 	 ,?7_  	 S u b j e k t i : 	 				: 	 	 	 	 	 	 	 	 A s s u n t o : 
 
 S T R _ I D _ B R W _ T Y P E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   t y p e .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 T y p e : 	 ^W	 {|W	 
4: 	 T i p o : 	 T y p e   : 	 T y p : 	 "8?: 	 T i p o : 	 FH9: 	 T i p o : 	 T  r : 	 C h   : 	 J e n i s : 	 J e n i s : 	 *	M	0		>	0	: 	 	 	 	 T  p u s : 	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 : 	 	 *	M	0		>	0	: 	 FH9: 	 B3E: 	 : 	 						: 	 
>
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: 	 	 "8?: 	 





: 	 : 	 U h l o b o : 	 U h l o b o : 	 A i n a : 	 T i p e : 	 T i p a s : 	 T i p s : 	 T   p : 	 Oe}ao]	 : 	 T i p : 	 $
0
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: 	 *M0>0:   	 L l o j i : 	 						: 	 	 	 	 	 	 	 	 T i p o : 
 
 S T R _ I D _ B R W _ V E R S I O N 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   v e r s i o n .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 V e r s i o n : 	 Hr,g	 Hr,g	 @'-#L
1H: 	 V e r s i  n : 	 V e r s i o n   : 	 V e r s i o n : 	 5@A8O:   	 V e r s i o n e : 	 F3.)  : 	 V e r s  o : 	 S  r  m : 	 P h i  n   b n : 	 V e r s i : 	 V e r s i : 	 8		8	M		0	#	: 	 V e r s i o n : 	 V e r z e : 	 W e r s j a : 	 V e r z i  : 	 V e r s i o : 	 V e r s j o n : 	 V e r z i a : 	 V e r s i e : 	 V e r s i o n : 	 V e r z i j a : 	 V e r s i u n e : 	 V e r z i j a : 	 : 	 : 	 5@A8O: 	 8		8	M		0	#	: 	 F3.G: 	 H12F: 	 : 	 					( 							) : 	 5
0

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: 	 5F0M7(M	 5@AVO: 	 






: 	 : 	 I s i h u m u s h o : 	 I n g u q u l e l o : 	 T o l e o : 	 W e e r g a w e : 	 V e r s i j a : 	 V e r s i j a : 	 V e r s i o o n : 	 Oabeao]	 : 	 V e r s i u n e : 	 *
$
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: 	 88M0#:   	 V e r s i o n i : 	 							: 	 	 	 	 	 	 	 	 V e r s  o : 
 
 S T R _ I D _ B R W _ S E R I A L _ N U M 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   s e r i a l   n u m b e r .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 S e r i a l   n u m b e r : 	 ^_	 ^S	 +!2"@%%4 1L: 	 N  m e r o   d e   s e r i e : 	 N u m  r o   d e   s  r i e   : 	 S e r i e n n u m m e r : 	 !5@89=K9  =><5@: 	 N u m e r o   d i   s e r i e : 	 1BE  'D5AHA: 	 N  m e r o   d e   s  r i e : 	 S e r i   n u m a r a s 1: 	 S   s  r i : 	 N o m o r   s e r i : 	 N o m b o r   s i r i : 	 	M	0	.	>			: 	 	 	 	 G y  r t  s i   s z  m : 	 	 	 	 S e r i e n u m m e r : 	 	 	 N u m r   d e   s e r i e : 	 	 	 '   : 	 	 	 4E'1G  31'D: 	 	 	   						  						: 	 	 	 	 



  



: 	   : 	 I s i r i y e l i   n a m b a : 	 I n o m b o l o   y e s i r i y a l : 	 N a m b a r i   y a   m f u l u l i z o : 	 R e e k s n o m m e r : 	 S e r i j o s   n u m e r i s : 	 S r i j a s   n u m u r s : 	 S e e r i a n u m b e r : 	 @eiaoav  pata]	   : 	 N u m r   d e   s e r i e : 	 
M
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.
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 : 	 M0.?  8M_>:   	 N u m r i   s e r i a l : 	 				  						: 	 	 	 	 	 	 	 	 N    d e   s  r i e : 
 
 S T R _ I D _ B R W _ S I G _ A L G 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   s i g n a t u r e   a l g o r i t h m .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 S i g n a t u r e   a l g o r i t h m : 	 =|
To{l	 ~{
T{l	 '452#%2"@G: 	 A l g o r i t m o   d e   f i r m a : 	 A l g o r i t h m e   d e   s i g n a t u r e   : 	 S i g n a t u r a l g o r i t h m u s : 	 ;3>@8B<  ?>4?8A8: 	 A l g o r i t m o   f i r m a : 	 B'9/)  'D*HBJ9: 	 A l g o r i t m o   d e   a s s i n a t u r a : 	 0m z a   a l g o r i t m a s 1: 	 T h u t   t o  n   k    t  n : 	 A l g o r i t m a   t a n d a   t a n g a n : 	 A l g o r i t m a   t a n d a t a n g a n : 	 8	?		M	(	G		0	  	2	M		K	0	?	&	.	: 	 	 	 	 A l   r  s   a l g o r i t m u s : 	 	 	 	 H a n d t e k e n i n g a l g o r i t m e : 	 	 	 A l g o r i t m   d e   s e m n t u r : 	 	 	   : 	 	 	 'DH1*E  'E6'!: 	 	 	   								  							: 	 	 	 	 


  








: 	   : 	 I - S i g n a t u r e   a l g o r i t h m : 	 I s a n d l a   s e n k q u b o   y o k u s o m b u l u l a   i n g x a k i   n g e k h o m p y u t h a : 	 H e s a b u   y a   s a i n i : 	 H a n d t e k e n i n g - a l g o r i t m e : 	 P a r a ao   a l g o r i t m a s : 	 P a r a k s t a   a l g o r i t m s : 	 S i g n a t u u r i   a l g o r i t m : 	 Mxacxiuav  alcxkit]	   : 	 A l g o r i t m   d e   s e m n t u r : 	 8
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: 	 98M$>M70  3(>,?'?:     	 F i r m a   a l g o r i t h m : 	 								  							: 	 	 	 	 	 	 	 	 A l g o r i t m o   d e   a s s i n a t u r a : 
 
 S T R _ I D _ B R W _ K E Y _ E X C H _ A L G 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   k e y   e x c h a n g e   a l g o r i t h m .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 K e y   e x c h a n g e   a l g o r i t h m : 	 Ncёpo{l	 Nbcё{l	 '452#A%@%5H"5"L: 	 A l g o r i t m o   d e   i n t e r c a m b i o   d e   c l a v e : 	 A l g o r i t h m e   d   c h a n g e   c l  	 S c h l  s s e l a u s t a u s c h a l g o r i t h m u s : 	 ;3>@8B<  >1<5=0  :;NG0<8: 	 A l g o r i t m o   d i   s c a m b i o   c h i a v e : 	 B'9/)  *(/JD  'DEA*'-: 	 A l g o r i t m o   d e   t r o c a   d e   c h a v e : 	 A n a h t a r   d e i _i m   a l g o r i t m a s 1: 	 M    i   t h u t   t o  n : 	 A l g o r i t m a   p e r t u k a r a n   k o d e   k u n c i : 	 A l g o r i t m a   p e n u k a r a n   k e k u n c i : 	 	A			@	  		M	8		G			  	2	M		K	0	?	&	.		 	 	 	 K u l c s c s e r e - a l g o r i t m u s : 	 	 	 	 S l e u t e l u i t w i s s e l i n g s a l g o r i t m e : 	 	 	 A l g o r i t m   d e   s c h i m b   d e   c h e i : 	 	 	     : 	 	 	 'DH1*E  *('/D  D/: 	 	 	   		  						  							: 	 	 	 	 

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:   	     : 	 I - K e y   e x c h a n g e   a l g o r i t h m : 	 U t s h i n t s h o   l e q h o s h a   l e n k q u b o   y o k u s o m b u l u l a   i n g x a k i   n g e k h o m p y u t h a : 	 H e s a b u   k u u   y a   u b a d i l i s h a n a j i :   	 T o e t s w i s s e l i n g - a l g o r i t m e : 	 R a k t o   k e i t i n i s  a l g o r i t m a s : 	 A t s l g u   a p m a i Fa s   a l g o r i t m s : 	 V  t m e v a h e t u s e   a l g o r i t m : 	 2avalkvek  xmavaotav  alcxkit]	     : 	 A l g o r i t m   d e   s c h i m b a r e   a   c h e i i : 	 
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 
 S T R _ I D _ B R W _ B U L K _ E N C R _ A L G 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   b u l k   e n c r y p t i o n   a l g o r i t h m .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 B u l k   e n c r y p t i o n   a l g o r i t h m : 	 B u l k   }xo{l	 B u l k   x{l	 '452#@I2#+1*#1I%0!2F: 	 A l g o r i t m o   d e   c i f r a d o   a   g r a n e l : 	 A l g o r i t h m e   d e   c r y p t a g e   e n   l o t  : 	 B u l k - V e r s c h l  s s e l u n g s a l g o r i t h m u s : 	 ;3>@8B<  ?0:5B=>3>  H8D@>20=8O: 	 A l g o r i t m o   d i   c r i p t a z i o n e   s f u s o : 	 B u l k B'9/)  *4AJ1: 	 A l g o r i t m o   d e   e n c r i p t a   o   d e   l o t e : 	 K  m e   h a l i n d e   _i f r e l e m e   a l g o r i t m a s 1: 	 M    t h u t   t o  n   B u l k : 	 A l g o r i t m a   e n k r i p s i   m a s s a l 	 A l g o r i t m a   p e n y u l i t a n   p u k a l : 	 5	?	6	>	2	  	(		M	0	?	*	M	6	(	  	2	M		K	0	?	&	.	: 	 	 	 	 T  m e g e s   t i t k o s  t  s i   a l g o r i t m u s : 	 	 	 	 B u l k v e r s l e u t e l i n g s a l g o r i t m e : 	 	 	 A l g o r i t m   d e   c r i p t a r e   m a s i v : 	 	 	     : 	 	 	 'DH1*E  1E20'1  9E/G: 	 	 	   					  									  							:   	 	 	 	 



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: 	     : 	 I - B u l k   e n c r y p t i o n   a l g o r i t h m : 	 I s a m b u k u   s o n g q a m a n i s o   l w e k h o w u d i   n g e n k q u b o   y o k u s o m b u l u l a   i n g x a k i   n g e k h o m p y u t h a : 	 H e s a b u   y a   u s i m b u a j i   m k u b w a : 	 G r o o t m a a t - e n k r i p s i e - a l g o r i t m e : 	 K o m p l e k t o   ai f r a v i m o   a l g o r i t m a s : 	 L i e l a p j o m a   ai f r aa n a s   a l g o r i t m s : 	 H u l g i k r  p t i m i s e   a l g o r i t m : 	 =tbaoaukv  carvactav  alcxkit]	     : 	 A l g o r i t m   d e   c r i p t a r e   m a s i v : 	 ,
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 
 S T R _ I D _ B R W _ H A S H _ A L G 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   h a s h   a l g o r i t h m .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 H a s h   a l g o r i t h m : 	 ܖJno{l	 T^{l	 '452#A.
: 	 A l g o r i t m o   d e   t r o c e a d o : 	 A l g o r i t h m e   d  e m p r e i n t e   n u m  r i q u e 	 H a s h - A l g o r i t h m u s : 	 %MH- 0;3>@8B<: 	 A l g o r i t m o   c a n c e l l e t t o : 	 B'9/)  G'4: 	 A l g o r i t m o   d e   h a s h : 	 K a r m a   a l g o r i t m a : 	 T h u t   t o  n   H a s h : 	 A l g o r i t m a   h a s h : 	 A l g o r i t m a   h a s h : 	 9	H	6	  	2	M		K	0	?	&	.	: 	 	 	 	 T  r d e l Q  a l g o r i t m u s : 	 	 	 	 H a s h a l g o r i t m e : 	 	 	 A l g o r i t m   h a s h : 	 	 	   H a s h : 	 	 	 'DH1*E  *(/D: 	 	 	   					  							: 	 	 	 	 


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: 	   : 	 I - H a s h   a l g o r i t h m : 	 I n k q u b o   y o k u s o m b u l u l a   i n g x a k i   n g e k h o m p y u t h a   y e - h a s h : 	 H e s a b u   y a   r e l i : 	 H u t s - a l g o r i t m e : 	 G r o t e l i s  a l g o r i t m a s : 	 J a u c j k o d a   a l g o r i t m s : 	 R  s i v   r t u s e   a l g o r i t m : 	 =ew  alcxkit]	   : 	 A l g o r i t m   h a s h : 	 9
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 
 S T R _ I D _ B R W _ S E C _ C O N N _ T Y P E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 H e a d e r   s t r i n g   f o r   c e r t i f i c a t e   s e c u r i t y   c o n n e c t i o n   t y p e .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 S e c u r i t y   c o n n e c t i o n   t y p e : 	 [hQ#P}^W	 [hQޏc{|W	 #0@ 2#@
7H-!H-5H%- 1": 	 T i p o   d e   c o n e x i  n   d e   s e g u r i d a d : 	 T y p e   d e   c o n n e x i o n   s  c u r i s  e 	 S i c h e r h e i t s v e r b i n d u n g s t y p : 	 "8?  70I8I5==>3>  ?>4:;NG5=8O: 	 T i p o   d i   c o n n e s s i o n e   d i   s i c u r e z z a : 	 FH9  '*5'D  'D'EF: 	 T i p o   d e   l i g a   o   s e g u r a : 	 G  v e n l i k   b a l a n t 1  t  r  : 	 C h     k t   n i   a n   t o  n : 	 J e n i s   s a m b u n g a n   a m a n : 	 J e n i s   s a m b u n g a n   k e s e l a m a t a n : 	 8	A	0		M	7	>	  	(	G		M	6	(	  *	M	0		>	0	: 	 	 	 	 B i z t o n s  g o s   k a p c s o l a t t  p u s : 	 	 	 	 t y p e   v a n   b e v e i l i g i n g s v e r b i n d i n g : 	 	 	 T i p   d e   c o n e x i u n e   s e c u r i z a t : 	 	 	     : 	 	 	 FH9  '*5'D  'EF*: 	 	 	   									  									  			: 	 	 	 	 






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: 	     : 	 I - S e c u r i t y   c o n n e c t i o n   t y p e : 	 U h l o b o   l o q h a g a m s h e l w a n o   o l u k h u s e l e k i l e y o : 	 A i n a   y a   u n g a n i s h o   s a l a m a : 	 V e i l i g e   v e r b i n d i n g s t i p e : 	 S a u g o s   r y ai o   t i p a s 	 D r o a+b a s   s a v i e n o j u m a   v e i d s : 	 T u r v a l i s e    h e n d u s e   t   p : 	 1v~avc  tkatav  e}ao]	     : 	 T i p   d e   c o n e x i u n e   s e c u r i z a t : 	 8
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 
 S T R _ I D _ B R W _ P U S H _ D E L E T E _ C O N F I R M 	 W A P P U S H 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   s t r i n g   t h a t   w h e t h e r   o r   n o t   t o   d e l e t e   a   e n t r y   f r o m   t r u s t   l i s t 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ? 	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 						  			? 	 	 	 	 



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 
 S T R _ I D _ B R W _ P U S H _ D E L E T E _ A L L _ C O N F I R M 	 W A P P U S H 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   s t r i n g   t h a t   w h e t h e r   o r   n o t   t o   d e l e t e   a l l   e n t r i e s   f r o m   t r u s t   l i s t 	 D e l e t e   a l l ? 	 hQ*Rd	 hQ Rd	 %1I+!? 	  B o r r a r   t o d o s ? 	 S u p p r i m e r   t o u t  ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5? 	 E l i m i n a r e   t u t t o ? 	 E3-  'DCD	 E l i m i n a r   t u d o ? 	 T  m    s i l i n s i n   m i ? 	 X  a   t o  n   b ? 	 H a p u s   s e m u a ? 	 H a p u s   s e m u a ? 	 8	-	@	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   i n t r r i l e ? 	 	 	   ? 	 	 	 -0A  GEG	 	 	 					  						  				 	 	 	 




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 
 S T R _ I D _ B R W _ Q U E S T I O N _ M A R K 	 O B I G O _ Q 0 5 A 	 P O P U P C O N F I R M 	 Q u e s t i o n   m a r k   u s e d   a s   a   s u f f i x   i n   a   c o n f i r m a t i o n   m e s s a g e 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ^	 ? 	 ? 	 ? 	 ?   	 ? 	 ? 	 	 	 	 	 	 	 	 ? 
 
 S T R _ I D _ B R W _ P U S H _ S M S C _ A D D R 	 W A P P U S H 	 I C O N T E X T 	 O p t i o n   f o r   a d d i n g   S M S C   a d d r e s s   i n t o   p u s h   t r u s t   l i s t 	 S M S C   a d d r e s s 	 !|
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	      	 I k h e l i   l e - S M S C 	 I d i l e s i   y e S M S C 	 A n w a n i   y a   S M S C 	 S M S C - a d r e s 	 S M S C   a d r e s a s 	 S M S C   a d r e s e 	 S M S C   a a d r e s s 	 S M S C   pa}e	 S M S C   	 A d r e s   S M S C 	 S M S C   5
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 
 S T R _ I D _ P U S H _ C O N N E C T _ A S K 	 W A P P U S H 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   s t r i n g   t h a t   w h e t h e r   o r   n o t   t o   c o n n e c t   b r o w s e r 	 C o n n e c t ? 	 #P}	 ޏc	 @
7H-!H-? 	  C o n e c t a r s e ? 	 C o n n e c t e r  ? 	 V e r b i n d e n ? 	 >4:;NG8BLAO? 	 C o n n e t t e r e ? 	 '*5'D	 L i g a r ? 	 B a l a n t 1  k u r u l s u n   m u ? 	 K t   n i ? 	 S a m b u n g ? 	 S a m b u n g ? 	 	(	G		M		  	0	G		? 	 	 	 	 C s a t l a k o z i k ? 	 	 	 	 V e r b i n d e n ? 	 	 	 C o n e c t a r e ? 	 	 	 ? 	 	 	 H5D  4H/	 	 	   					  			? 	 	 	 	 




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 
 S T R _ I D _ P U S H _ I N V A L I D _ D O M A I N _ N A M E 	 O B I G O _ Q 0 5 A 	 P O P U P 	 S t r i n g   t o   d i s p l a y   e r r o r   t h a t   d o m a i n   n a m e   e n t e r e d   i s   I n v a l i d 	 I n v a l i d   d o m a i n   n a m e 	 !qHevW
T	 eHevW
T	 
7H-B@!D!H9I-	 N o m b r e   d e   d o m i n i o   i n v  l i d o 	 N o m   d e   d o m a i n e   i n v a l i d e 	 U n g  l t i g e r   D o m  n e n n a m e 	 525@=>5  8<O  4><5=0	 N o m e   d o m i n i o   n o n   v a l i d o 	 '3E  'DFB'7  :J1  5-J-	 N o m e   d e   d o m  n i o   i n v  l i d o 	 G e  e r s i z   a l a n   a d 1  	 T  n   m i n   k h  n g   h p   l 	 N a m a   d o m a i n   t i d a k   v a l i d 	 N a m a   d o m a i n   t i d a k   s a h 	 	.	>	(	M	/	  !	K	.	G	(	  (	>	.		 	 	 	  r v  n y t e l e n   t a r t o m  n y n  v 	 	 	 	 O n g e l d i g e   d o m e i n n a a m 	 	 	 N u m e   d o m e n i u   n e v a l i d 	 	 	       	 	 	 F'E  /'EFG  E9*(1  F3*	 	 	 				  					  				 	 	 	 





  





  


	     	 I g a m a   l e d o m e y n i   e l i n g e n a m t h e t h o 	 I g a m a   l o m m a n d l a   e l i n g a s e b e n z i y o 	 J i n a   b a t i l i   l a   k i k o a 	 O n g e l d i g e   d o m e i n n a a m 	 N e g a l i o j a n t i s   d o m e n o   p a v a d i n i m a s 	 N e d e r +g s   d o m n a   n o s a u k u m s 	 V i g a n e   d o m e e n i n i m i 	 4xtevk  av~a~e  avxv	     	 N u m e   d o m e n i u   n e v a l i d 	 !
J
.
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  
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A
	 ,H'  !K.G(M  (>.	 E m e r   I   p a v l e f s h e m   d o m a i n 	 						  	' 				  				 	 	 	 	 	 	 	 N o m e   d e   d o m  n i o   i n v  l i d o 
 
 S T R _ I D _ P U S H _ N O _ S U B J E C T 	 W A P P U S H 	 I C O N T E X T 	 S t r i n g   f o r   t h e   b o d y   o f   t h e   p u s h   m e s s a g e   w h i c h   c o n t a i n d   n o   s u b j e c t   i n   i t 	 < N o   s u b j e c t > 	 < !q;Ne> 	 < e;N> 	 < D!H!5@#7H-> 	 < S i n   a s u n t o > 	 < A u c u n   s u j e t > 	 < K e i n   B e t r e f f > 	 < 57  B5<K> 	 < N e s s u n   o g g e t t o > 	 D'  JH,/  EH6H9	 < S e m   a s s u n t o > 	 < K o n u   y o k > 	 < K h  n g   c h   > 	 < T i d a k   a d a   s u b j e k > 	 < T i a d a   s u b j e k > 	 < 	K		  5	?	7	/	  (	9	@		> 	 	 	 	 < N i n c s   t  r g y > 	 	 	 	 < G e e n   o n d e r w e r p > 	 	 	 < F r   s u b i e c t > 	 	 	 <   > 	 	 	 < A'B/  EH6H9> 	 	 	 < 							> 	 	 	 	 <   


  



  



  > 	 < > 	 < A k u n a s i h l o k o > 	 < A k u k h o   n t l o k o > 	 < H a k u n a   k i u m b i l e > 	 < G e e n   o n d e r w e r p > 	 < N r a   t e m o s > 	 < N a v   t m a s > 	 < T e e m a   p u u d u b > 	 < 9eta  yoa> 	 <   > 	 < F r   s u b i e c t > 	 < 5
?
7
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.
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2
M
2
> 	 < L#8?  ,?7_  (>9?>   	 < P a   s u b j e k t > 	 < 				  			> 	 	 	 	 	 	 	 	 < N e n h u m   a s s u n t o > 
 
 S T R _ I D _ P U S H _ S E T T I N G _ I N V A L I D _ S E N D E R 	 W A P P U S H 	 P O P U P 	 D i s p l a y   e r r o r   t h a t   e n t e r e d   s e n d e r   a d d r e s s   i s   I n v a l i d 	 I n v a l i d   s e n d e r   a d d r e s s 	 !qHev|v0W@W	 eHevS0W@W	 5H-"9H9I*HD!H9I-	 D i r e c c i  n   d e   r e m i t e n t e   i n v  l i d a 	 A d r e s s e   d e   l  e n v o y e u r   i n v a l i d e 	 U n g  l t i g e   S e n d e r a d r e s s e 	 54>?CAB8<K9  04@5A  >B?@028B5;O	 I n d i r i z z o   m i t t e n t e   n o n   v a l i d o 	 9FH'F  'DE13D  :J1  5'D-	 E n d e r e  o   d e   r e m e t e n t e   i n v  l i d o 	 G e  e r s i z   g  n d e r e n   a d r e s i 	 a   c h   g i   k h  n g   h p   l 	 A l a m a t   p e n g i r i m   t i d a k   v a l i d 	 A l a m a t   p e n g h a n t a r   t i d a k   s a h 	 	.	>	(	M	/	  *	M	0	G	7		    *	$	>		 	 	 	 F e l a d    c  m e    r v  n y t e l e n 	 	 	 	 O n g e l d i g   a d r e s   v a n   v e r z e n d e r 	 	 	 A d r e s   e x p e d i t o r   n e v a l i d 	 	 	       	 	 	 F4'F  A13*F/G  E9*(1  F3*	 	 	   				  						  							 	 	 	 	     	 I k h e l i   l o m t h u m e l i   e l i n g e n a m t h e t h o 	 I d i l e s i   y o m t h u m e l i   e n g a s e b e n z i y o 	 A n w a n i   b a t i l i   y a   m t u m a j i 	 O n g e l d i g e   s t u u r d e r a d r e s 	 N e g a l i o j a n t i s   s i u n t j o   a d r e s a s 	 N e d e r +g a   s kt +t j a   a d r e s e 	 S a a t j a   a a d r e s s   v i g a n e 	 1v~a~e  xraoxrk  pa}e	     	 A d r e s   e x p e d i t o r   n e v a l i d 	 
/

M

  
3
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(
M
1
F
  5
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2
>
8

  
8
>
'
A
	 ,H'  *M0G0   ?#>  	 A d r e s a   e   d e r g u e s i t   e   p a v l e f s h m e 	 						  						  										 	 	 	 	 	 	 	 E n d e r e  o   d e   e - m a i l   i n v  l i d o 
 
 S T R _ I D _ P U S H _ S E T T I N G _ I N V A L I D _ S M S C 	 W A P P U S H 	 P O P U P 	 D i s p l a y   e r r o r   t h a t   e n t e r e d   S M S C   a d d r e s s   i s   I n v a l i d 	 I n v a l i d   S M S C   a d d r e s s 	 !qHev!|
-N__x	 eHevwO-N_Sx	 5H-"9H  S M S C   D!H9I-	 D i r e c c i  n   S M S C   i n v  l i d a 	 A d r e s s e   S M S C   i n v a l i d e 	 U n g  l t i g e   S M S C - A d r e s s e 	 54>?CAB8<K9  04@5A  S M S C 	 I n d i r i z z o   S M S C   n o n   v a l i d o 	 1BE  E1C2  'D13'&D  :J1  5'D-	 E n d e r e  o   S M S C   i n v  l i d o 	 G e  e r s i z   S M S C   a d r e s i   	 S   i n   t h o i   t r u n g   t  m   t i n   n h n   k h  n g   h p   l 	 A l a m a t   S M S C   t i d a k   v a l i d 	 A l a m a t   S M S C   t i d a k   s a h 	 	.	>	(	M	/	  S M S C   *	$	>		 	 	 	  r v  n y t e l e n   S M S C   c  m 	 	 	 	 O n g e l d i g   S M S C - a d r e s 	 	 	 A d r e s   S M S C   n e v a l i d 	 	 	   S M S C     	 	 	 F4'F  S M S C   E9*(1  F3*	 	 	   				  		. 		. 		. 		  									 	 	 	 	     
   	 I k h e l i   l e - S M S C   e l i n g e n a m t h e t h o 	 I d i l e s i   y e S M S C   e n g a s e b e n z i y o 	 A n w a n i   b a t i l i   y a   S M S C 	 O n g e l d i g e   S M S C - a d r e s 	 N e g a l i o j a n t i s   S M S C   a d r e s a s 	 N e d e r +g a   S M S C   a d r e s e 	 S M S C   a a d r e s s   v i g a n e 	 1v~a~e  S M S C   pa}e	   S M S C   	 A d r e s   S M S C   n e v a l i d 	 S M S C   5
?
2
>
8

  
8
>
'
A
	 ,H'  S M S C    ?#>  	 A d r e s a   e   S M S C   e   p a v l e f s h m e 	 						  S M S C   										 	 	 	 	 	 	 	 E n d e r e  o   S M S C   i n v  l i d o 
 
 S T R _ I D _ P U S H _ A T L E A S T _ O N E _ F I E L D _ R E Q U I R E D 	 W A P P U S H 	 P O P U P 	 D i s p a y   e r r o r   t h a t   a t l e a s t   o n e   f i e l d   i s   r e q u i r e d   t o   a d d   a n   p h o n e   n u m b e r   i n   p u s h   T r u s t e d   l i s t 	 P l e a s e   i n p u t   a t   l e a s t   o n e   f i e l d 	 ˊ\8eQ NPkMO	 \eQ N*NhMO	 B#C*HI-!9%-"H2I-"+6H4%L	 P o r   f a v o r   i n t r o d u z c a   p o r   l o   m e n o s   u n   c a m p o 	 V e u i l l e z   e n t r e r   a u   m o i n s   u n   c h a m p 	 G e b e n   S i e   b i t t e   m i n d e s t e n s   e i n   F e l d   e i n 	 0?>;=8B5  E>BO  1K  >4=>  ?>;5	 C o m p i l a r e   a l m e n o   u n   c a m p o 	 'D1,'!  '/.'D  H'-/  'DEJ/'F  9DJ  'D#BD	 P r e e n c h a   u m   c a m p o ,   n o   m  n i m o 	 L  t f e n   e n   a z   b i r   a l a n a   g i r i n   	  t   n h t   p h i   n h p   m t   s 	 M a s u k k a n   m i n i m a l   s a t u   k o l o m 	 S i l a   i n p u t   s e k u r a n g - k u r a n g n y a   s a t u   m e d a n 	 	C	*	/	>	  (	M	/	B	(	$	.	  		  +	@	2	M	!	  	(	*	A		  	0	G			 	 	 	 K  r e m   t  l t s  n   k i   l e g a l  b b   e g y   m e z Qt 	 	 	 	 G e e f   m i n s t e n s   e e n   v e l d   o p 	 	 	 V   r u g m   s   i n t r o d u c e ci   c e l   p u ci n   u n   c  m p 	 	 	         	 	 	 D7A'K  -/'BD    AD/  1'  ~1  F/	 	 	   					  				  							  						  						 	 	 	 	         	 S i c e l a   u f a k e   o k u n g e n a n i   i n d i m a   e y o d w a 	 N c e d a   f a k a   u b u n c i n c i   u m m a n d l a   o m n y e 	 T a f a d h a l i   i n g i z a   a n g a l i a   n a f a s i   m o j a 	 S l e u t e l   t e n   m i n s t e   e e n   v e l d   i n 	 .v e s k i t e   m a ~i a u s i a i   v i e n   l a u k 	 L kd z u ,   i e v a d i e t   v i s m a z   v i e n u   l a u c i Fu 	 S i s e s t a   v  h e m a l t    k s   v  l i 	 =vdxt  ev  txacel  a|v~afv  teo  daw	 ,         	 V   r u g m   s   i n t r o d u c e ci   c e l   p u ci n   u n   c  m p 	 
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 S T R _ I D _ B R W _ U H A _ C O N N E C T _ T O _ B R O W S E R 	 O B I G O _ Q 0 5 A 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   s t r i n g   f o r   c o n n e c t i n g   t o   B r o w s e r 	 C o n n e c t   t o   I n t e r n e t ? 	 #P}0R}	 ޏc0RQ~	 @
7H-!H-D"1-4@-#L@G? 	  C o n e c t a r s e   a l   I n t e r n e t ? 	 C o n n e c t e r      I n t e r n e t  ? 	 M i t   I n t e r n e t   v e r b i n d e n ? 	 >4:;NG8BLAO  :  =B5@=5BC? 	 C o n n e s s i o n e   a   I n t e r n e t ? 	 '*5'D  'DJ  'D4(C)	 L i g a r      I n t e r n e t ? 	 0n t e r n e t e   b a l a n 1l s 1n   m 1?   	 K t   n i   n   m n g ? 	 S a m b u n g   k e   I n t e r n e t ? 	 S a m b u n g   k e   I n t e r n e t ? 	 			0	(	G		  8	G	  	K	!	<	G		? 	 	 	 	 K a p c s o l  d i k   a z   i n t e r n e t h e z ? 	 	 	 	 V e r b i n d i n g   m a k e n   m e t   i n t e r n e t ? 	 	 	 C o n e c t a r e   l a   I n t e r n e t ? 	 	 	   ? 	 	 	 (G  'F*1F*  E*5D  4H/	 	 	 									  		  					    			  			? 	 	 	 	 	 	 X h u m a   k w i - i n t h a n e t h i ? 	 Q h a g a m s h e l e   k w i - I n t a n e t h i ? 	 U n g a n i s h a   w a v u t i ? 	 A k t i v e e r   i n t e r n e t v e r b i n d i n g ? 	 P r i s i j u n g t i   p r i e   i n t e r n e t o ? 	 P i e s l g t i e s   I n t e r n e t a m ? 	 L o o n    h e n d u s e   I n t e r n e t i g a ? 	 Dkava^l  kvevekv	     ? 	 D o r i ci   s   v   c o n e c t a ci   l a   I n t e r n e t ? 	 
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 
 S T R _ I D _ B R W _ V I E W _ B O O K M A R K 	 O B I G O _ Q 0 5 A 	 T I T L E 	 T o   v i e w   t h e   b o o k m a r k   d e t a i l s 	 V i e w   b o o k m a r k 	 jfd|	 gwfN~{	 98J!2#L	 V e r   m a r c a d o r 	 A f f i c h e r   s i g n e t 	 L e s e z e i c h e n   a n z e i g e n 	 >A<>B@5BL  70:;04:C	 V i s u a l i z z a   s e g n a l i b r o 	 916  '4'1)  'DE1,9J)	 V e r   f a v o r i t o 	 Y e r   i m i n i   g  r  n t  l e 	 X e m    n h   d u 	 L i h a t   p e n a n d a 	 L i h a t   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  &	G		G			 	 	 	 K  n y v j e l z Q  m e g t e k i n t  s e 	 	 	 	 B l a d w i j z e r   b e k i j k e n 	 	 	 V i z u a l i z a r e   m a r c a j 	 	 	   	 	 	 E4'G/G  E-D  '(	 	 	   								  							 	 	 	 	 	 H l o l a   i b h u k u m a k a 	 J o n g a   i b h u k i m a k i 	 A n g a l i a   k i a l a m a 	 B e k y k   b o e k m e r k 	 P e r ~i kr t i   ~y m e l 	 S k a t +t   g r m a t z +m i 	 K u v a   j  r j e h o i d j a 	 4kel  g{avkwh	   	 V i z u a l i z a r e   m a r c a j 	 ,
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 
 S T R _ I D _ B R W _ R E C O N N E C T _ A F T E R _ B E A R E R _ S W I T C H 	 O B I G O _ Q 0 5 A 	 P O P U P 	 W a r n i n g   m e s s a g e   f o r   r e s e n d i n g   t h e   f e t c h   r e q u e s t   a f t e r   b e a r e r   s w i t c h 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 !k3^_]_URˊQf N!k	 !k^7b]/TRQՋ N!k	 1

5#-@4C
I2-"9H  B#%--5#1I	 C u e n t a   s e c u n d a r i a   a c t i v a d a ,   p o r   f a v o r   t r a t e   n u e v a m e n t e 	 C o m p t e   s e c o n d a i r e   a c t i v  ,   v e u i l l e z   r  e s s a y e r . 	 S e k u n d  r e s   K o n t o   a k t i v i e r t ,   b i t t e   w i e d e r h o l e n . 	 :B828@>20=0  0;LB5@=0B82=0O  CG5B=0O  70?8AL,   ?>?@>1C9B5  5I5  @07.   	 A c c o u n t   s e c o n d a r i o   a t t i v a t o .   r i p r o v a r e . 	 *E  *F4J7  'D-3'(  'D+'FJ, *A6D  (E-'HD)  E1)  #.1J	 C o n t a   s e c u n d  r i a   a c t i v a d a ,   t e n t e   n o v a m e n t e . 	 0k i n c i   h e s a p   e t k i n l e _t i r i l d i   l  t f e n   t e k r a r   d e n e y i n . 	 T  i   k h o n   t h   y u      k h i   n g ,   h  y   t h   l i   l n   n a 	 A c c o u n t   k e d u a   d i a k t i f k a n ,   c o b a   l a g i . 	 A k a u n   s e k u n d e r   d i a k t i f k a n ,   s i l a   c u b a   l a g i . 	 	L	#	  	>	$	>	  8		M	0	?	/	  	?	/	>	  	/	>	  9	H	,   	C	*	/	>	  +	?	0	  8	G	  	K	6	?	6	  	0	G		  	 	 	 	  M  s o d l a g o s   f i  k   a k t i v  l v a ,   p r  b  l j a   m e g    j r a .  	 	 	 	 S e c u n d a i r   a c c o u t n   g e a c t i v e e r d ,   p r o b e e r   h e t   o p n i e u w 	 	 	  C o n t u l   s e c u n d a r   e s t e   a c t i v a t ,    n c e r c a ci   d i n   n o u .  	 	 	     ,     	 	 	 '4*1'  +'FHG  A9'D  1//  D7A'  /H('1G  *D'4  F/. 	 	 	   " 								  							  						  			  					,   							  			  				  						  					" 	 	 	 	 	 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e k o n d  r e   r e k e n i n g   g e a k t i v e e r ,   p r o b e e r   a s s e b l i e f   w e e r . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 S e c o n d a r y   a c c o u n t   a c t i v a t e d ,   p l e a s e   t r y   a g a i n . 	 	 	 L l o g a r i a   d y t e s o r e   u   a k t i v i z u a ,   j u   l u t e m   p r o v o n i   s e r i s h . 	 			  							  						,   							  			  				  						  					 	 	 	 	 	 	 	 C o n t a   s e c u n d  r i a   a c t i v a d a ,   t e n t e   n o v a m e n t e . 
 
 S T R _ I D _ P U S H _ I N V A L I D _ I P 	 W A P P U S H 	 P O P U P 	 I n v a l i d   I P   a d d r e s s   e r r o r   m e s s a g e   s h o w n   o n   p u s h   s c r e e n 	 I n v a l i d   I P   a d d r e s s 	 !qHevI P 0W@W	 eHevI P 0W@W	 5H-"9H  I P   D!H9I-	 D i r e c c i  n   d e   I P   i n v  l i d a 	 A d r e s s e   I P   i n v a l i d e 	 U n g  l t i g e   I P - A d r e s s e 	 525@=K9  I P - 04@5A  	 I n d i r i z z o   I P   n o n   v a l i d o 	 9FH'FI P   :J1  5-J-	 E n d e r e  o   I P   i n v  l i d o 	 G e  e r s i z   I P   a d r e s i 	 a   c h   I P   k h  n g   h p   l 	 A l a m a t   I P   t i d a k   v a l i d 	 A l a m a t   I P   t i d a k   s a h 	 	.	>	(	M	/	  I P   *	$	>		 	 	 	  r v  n y t e l e n   I P - c  m 	 	 	 	 O n g e l d i g   I P - a d r e s 	 	 	 A d r e s   I P   n e v a l i d 	 	 	   I P     	 	 	 F4'F  I P   E9*(1  F3*	 	 	 								  				  							 	 	 	 	 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 O n g e l d i g   I P - a d r e s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I P   5
?
2
>
8

  
8
>
'
A
	 ,H'  I P    ?#>  	 A d r e s a   I P   e   p a v l e f s h m e 	 						  I P   										 	 	 	 	 	 	 	 E n d e r e  o   I P   i n v  l i d o 
 
 S T R _ I D _ B R W _ P A G E _ S I Z E _ C H E C K I N G 	 O B I G O _ Q 0 5 A 	 P O P U P C O N F I R M 	 c o n f i r m a t i o n   f o r   l a r g e   p a g e   d o w n l o a d i n g 	 P a g e   s i z e   t o o   l a r g e ,   c o n t i n u e ? 	 bN'Y/f&T|~~	 ubǏ'Y/f&T~~	 2+I2C+
H@4D  3H-? 	 T a m a  o   d e   p  g i n a   m u y   g r a n d e ,    c o n t i n u a r ? 	 T a i l l e   d e   l a   p a g e   t r o p   g r a n d e ,   c o n t i n u e r   ? 	 S e i t e n g r   e   z u   g r o  ;   f o r t s e t z e n ? 	  07<5@  AB@0=8FK  A;8H:><  1>;LH>9,   ?@>4>;68BL? 	 D i m e n s i o n e   p a g i n a   t r o p p o   g r a n d e ,   c o n t i n u a r e ? 	 EB'3  'D5A-)  C(J1  ,/K'  '3*E1'1	 T a m a n h o   d e   p  g i n a   d e m a s i a d o   g r a n d e .   C o n t i n u a r ? 	 S a y f a   b o y u t u    o k   b  y  k ,   d e v a m   e t ? 	 T r a n g   q u    l n ,   t i p   t c ? 	 U k u r a n   h a l a m a n   t e r l a l u   b e s a r ,   l a n j u t k a n ? 	 S a i z   h a l a m a n   t e r l a l u   b e s a r ,   t e r u s k a n ? 	 *	C	7	M	 	  		>	0	  	>	+	@	  ,	!	<	>	,   	>	0	@	  0		G		? 	 	 	 	 A z   o l d a l   t  l   n a g y ,   f o l y t a t j a ? 	 	 	 	 P a g i n a   t e   g r o o t .   D o o r g a a n ? 	 	 	 D i m e n s i u n e   p a g i n   p r e a   m a r e .   C o n t i n u a ci ? 	 	 	     ,   ? 	 	 	 'F/'2G  5A-G  (3'1  (21  '3*  9ED'*  '/'EG  '(/	 	 	 							  				  				  					,   						  		? 	 	 	 	 	 	 	 	 	 B l a d s y g r o o t t e   t e   g r o o t ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 M a d h e s i a   e   f a q e s   s h u m e   e   m a d h e ,   v a z h d o ? 	 						  				  				,   							  							? 	 	 	 	 	 	 	 	 T a m a n h o   d e   p  g i n a   d e m a s i a d o   g r a n d e .   C o n t i n u a r ? 
 
 S T R _ I D _ B R W _ L O A D I N G _ T I M E _ C H E C K I N G 	 O B I G O _ Q 0 5 A 	 P O P U P C O N F I R M 	 c o n f i r m a t i o n   f o r   t i m e   c o n s u m i n g   p a g e   d o w n l o a d i n g 	 R e q u i r e s   t o o   l o n g   t o   l o a d   t h e   p a g e ,   c o n t i n u e ? 	 N	bBfNw/f&T|~~	 N}ubeǏ/f&T~~	 I-2#@'%25H2!2C2#B+%+I2  3H-+#7-D!H? 	 S e   n e c e s i t a   m u c h o   t i e m p o   p a r a   c a r g a r   l a   p  g i n a ,    c o n t i n u a r ? 	 D u r  e   d e   c h a r g e m e n t   d e   l a   p a g e   t r o p   l o n g u e ,   c o n t i n u e r   ? 	 L a d e n   d e r   S e i t e   d a u e r t   z u   l a n g e ;   f o r t s e t z e n ? 	 5>1E>48<>  2@5<O  4;O  703@C7:8  AB@0=8FK,   ?@>4>;68BL? 	 T r o p p o   t e m p o   p e r   c a r i c a r e   l a   p a g i n a ,   c o n t i n u a r e ? 	 J*7D(  *-EJD  'D5A-)  A*1)  7HJD)  '3*E1'1	    n e c e s s  r i o   d e m a s i a d o   t e m p o   p a r a   c a r r e g a r   a   p  g i n a .   C o n t i n u a r ? 	 S a y f a n 1n   y  k l e n m e s i    o k   u z u n   s  r e c e k ,   d e v a m   e t ? 	 T h i   g i a n   t i   t r a n g   q u    d  i ,   t i p   t c ? 	 P e m u a t a n   h a l a m a n   m e m e r l u k a n   w a k t u   y a n g   l a m a ,   l a n j u t k a n ? 	 H a l a m a n   m e n g a m b i l   m a s a   t e r l a l u   l a m a   u n t u k   d i p a s a n g ,   t e r u s k a n ? 	 2	K	!	  	0	(	G	  .	G		  ,	9	A	$	  8	.	/	  2	G		>	,   	>	0	@	  0		G		? 	 	 	 	 A z   o l d a l   b e t  l t  s e   s o k  i g   t a r t ,   f o l y t a t j a ? 	 	 	 	 H e t   l a d e n   v a n   d e   p a g i n a   d u u r t   t e   l a n g .   D o o r g a a n ? 	 	 	  n c r c a r e a   p a g i n i i   n e c e s i t   p r e a   m u l t   t i m p .   C o n t i n u a ci ? 	 	 	               ,   ? 	 	 	 ('11  5A-G  2E'F  (3'1  E(1/  9ED'*  '/'EG  '(/	 	 	 						  				  				  				  				  			  								,   							  				?   	 	 	 	 	 	 	 	 	 N e e m   t e   l a n k   o m   b l a d s y   t e   l a a i ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 D u h e t   s h u m e   g j a t e   q e   t e   n g a r k o h e t   f a q j a ,   v a z h d o ? 	 												  							  			  					  				  				  				,   							  							? 	 	 	 	 	 	 	 	    n e c e s s  r i o   d e m a s i a d o   t e m p o   p a r a   c a r r e g a r   a   p  g i n a .   C o n t i n u a r ? 
 
 S T R _ I D _ B R W _ F U N C T I O N _ N O T _ A L L O W E D 	 O B I G O _ Q 0 5 A 	 P O P U P 	 S e l e c t   f u n c t i o n a l i t y   i s   n o t   a l l o w e d   i n   t h i s   m o d e 	 F u n c t i o n   n o t   a l l o w e d 	 dkRfBf!qlO(u	 募RfeelO(u	 2#32D!H-8
2	 F u n c i  n   n o   p e r m i t i d a 	 F o n c t i o n   n o n   a u t o r i s  e 	 F u n k t i o n   n i c h t   z u g e l a s s e n 	 $C=:F8O  =5  @07@5H5=0  	 F u n z i o n e   n o n   p e r m e s s a 	 'DH8JA)  :J1  E3EH-  (G'	 F u n   o   n  o   p e r m i t i d a 	 0_l e v e   i z i n   v e r i l m i y o r 	 C h c   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 F u n g s i   t i d a k   d i b o l e h k a n 	 F u n g s i   t i d a k   d i b e n a r k a n 	 	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 N e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 F u n c t i e   n i e t   g e o o r l o o f d 	 	 	 F u n c ci a   n u   e s t e   d i s p o n i b i l 	 	 	       	 	 	 9EDC1/  E,'2  FJ3*	 	 	 							  						  				  					 	 	 	 	 	 	 	 	 F u n k s i e   n i e   t o e g e l a a t   n i e 	 	 	 	 	 	 	 	 	 F u n k s i o n i   n u k   l e j o h e t 	 						  						  				 	 	 	 	 	 	 	 F u n   o   n  o   p e r m i t i d a 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ P O R T 	 W A P P R O F 	 I C O N T E X T 	 C a p t i o n   P r o x y   p o r t   o n   b o t h   c o n n e c t i o n   t y p e   d e t a i l s   s c r e e n . 	 P r o x y   p o r t 	 Nt:O
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gRhVzS	 -#L#G-5H	 P u e r t o   d e   p r o x y 	 P o r t   p r o x y 	 P r o x y - P o r t 	 @>:A8- ?>@B	 P o r t a   p r o x y 	 EHB9  'DE9/'*  'D./E)  'DHCJD	 P o r t a   d e   p r o x y 	 P r o x y   p o r t u 	 C n g   P r o x y 	 P o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	K		M	8	@	  *	K	0	M			 	 	 	 P r o x y   p o r t 	 	 	 	 P r o x y p o r t 	 	 	 P o r t   p r o x y 	 	 	   	 	 	 ~H1*  ~1'3	 	 	   							  						 	 	 	 	 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 V o l m a g p o o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 P r o x y   p o r t 	 *
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 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ E D I T _ A C C O U N T 	 W A P P R O F 	 T I T L E ,   I C O N T E X T 	 C a p t i o n   E d i t   p r o f i l e   o n   p r o f i l e   o p t i o n s   s c r e e n . 	 E d i t   p r o f i l e 	 }/-[j	 nch	 AIDB#D%L	 E d i t a r   p e r f i l 	  d i t e r   l e   p r o f i l 	 P r o f i l   b e a r b e i t e n 	 >1028BL  ?@>D8;L	 M o d i f i c a   p r o f i l o 	 *9/JD  'D-3'(	 E d i t a r   p e r f i l 	 P r o f i l i   d  z e n l e 	 S a   t  i   k h o n 	 E d i t   p r o f i l 	 E d i t   p r o f i l 	 *	M	0	K	+	<	>		2	  8		*	>	&	?	$	  	0	G			 	 	 	 P r o f i l   s z e r k e s z t  s e 	 	 	 	 P r o f i e l   b e w e r k e n 	 	 	 E d i t a r e   p r o f i l 	 	 	   	 	 	 HJ1'J4  ~1HA'JD	 	 	 								  									 	 	 	 	 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 W y s i g   p r o f i e l 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 E d i t   a c c o u n t 	 
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	 >	#MM  8*>&>(  0(M$A  	 N d r y s h o   l l o g a r i n e 	 							  								  				 	 	 	 	 	 	 	 E d i t a r   p e r f i l 
 
 S T R _ I D _ W A P _ P R O F _ O P T I O N _ A D D _ N E W 	 W A P P R O F 	 I C O N T E X T 	 O p t i o n   A d d   n e w   o n   p r o f i l e   l i s t   s c r e e n . 	 A d d   n e w 	 eX	 e^	 @4H!C+!H	 A g r e g a r   n u e v o 	 A j o u t e r   n o u v e a u 	 N e u   h i n z u f  g e n 	 >1028BL	 A g g i u n g i   n u o v o 	 'F4'!	 A d i c i o n a r   n o v a 	 Y e n i   e k l e 	 T o   m i 	 T a m b a h   b a r u 	 T a m b a h   b a r u 	 (	/	>	  	K	!	<	G			 	 	 	  j   h o z z  a d  s a 	 	 	 	 N i e u w e   t o e v o e g e n 	 	 	 A f u g a r e   p r o f i l   n o u 	 	 	   	 	 	 'A2H/F  ,//	 	 	 				  			  					 	 	 	 	 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 V o e g   n u w e   b y 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 *
A
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$
M
  
G
0
M

 
M
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	 (B$(  /K!(M$A	 S h t o   t e   r e 	 				  			  				 	 	 	 	 	 	 	 A d i c i o n a r   n o v o 
 
 S T R _ I D _ W A P _ P R O F _ D E F A U L T _ A C C O U N T _ N A M E 	 W A P P R O F 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   u s e d   t o   c o n s t r u c t   d e f a u l t   p r o f i l e   n a m e   i f   p r o f i l e   n a m e   i s   l e f t   b l a n k . 	 P r o f i l e 	 -[j	 nch	 B#D%L	 P e r f i l 	 P r o f i l 	 P r o f i l 	 #G5B=0O  70?8AL	 P r o f i l o 	 -3'(	 P e r f i l 	 P r o f i l 	 T  i   k h o n 	 P r o f i l 	 P r o f i l 	 *	M	0	K	+	<	>		2		 	 	 	 P r o f i l 	 	 	 	 P r o f i e l 	 	 	 P r o f i l 	 	 	 	 	 	 ~1HA'D	 	 	 									 	 	 	 	 	 A c c o u n t 	 A c c o u n t 	 A c c o u n t 	 P r o f i e l 	 A c c o u n t 	 A c c o u n t 	 A c c o u n t 	 A c c o u n t 	 A c c o u n t 	 A c c o u n t 	 

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L
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	 >	#MM  	 L l o g a r i a 	 								 	 	 	 	 	 	 	 P e r f i l 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ U S E _ P R O X Y 	 W A P P R O F 	 I C O N T E X T 	 C a p t i o n   U s e   p r o x y   o n   H T T P   c o n n e c t i o n   t y p e   d e t a i l s   s c r e e n . 	 U s e   p r o x y 	 O(uNt:O
ghV	 O(uNt
gRhV	 C
I#G-5H	 U s a r   p r o x y 	 U t i l i s e r   p r o x y 	 P r o x y   v e r w e n d e n 	 A?>;L7>20BL  ?@>:A8	 U t i l i z z a   p r o x y 	 '3*./'E  E9/'*  'D./E)  'DHCJD	 U s a r   p r o x y 	 P r o x y   k u l l a n 	 S   d n g   p r o x y 	 G u n a k a n   p r o x y 	 G u n a   p r o k s i 	 *	M	0	K		M	8	@	  		*	/	K		  	0	G			 	 	 	 P r o x y   h a s z n  l a t a 	 	 	 	 P r o x y   g e b r u i k e n 	 	 	 U t i l i z a r e   p r o x y 	 	 	   	 	 	 '3*A'/G  '2  ~1'3	 	 	   							  							  					 	 	 	 	 	 U s e   p r o x y 	 U s e   p r o x y 	 U s e   p r o x y 	 G e b r u i k   v o l m a g 	 U s e   p r o x y 	 U s e   p r o x y 	 U s e   p r o x y 	 U s e   p r o x y 	 U s e   p r o x y 	 U s e   p r o x y 	 *
M
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	 *M0M8?  	*/K  0(M$A  	 P e r d o r   p r o x y 	 							  							  				 	 	 	 	 	 	 	 U s a r   p r o x y 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ P R O X Y _ A D D R E S S 	 W A P P R O F 	 I C O N T E X T 	 P r o x y   a d d r e s s   o n   H T T P   c o n n e c t i o n   t y p e   d e t a i l s   s c r e e n . 	 P r o x y   a d d r e s s 	 Nt:O
ghV0W@W	 Nt
gRhV0W@W	 5H-"9H#G-5H	 D i r e c c i  n   d e   p r o x y 	 A d r e s s e   p r o x y 	 P r o x y - A d r e s s e 	 @>:A8- 04@5A	 I n d i r i z z o   p r o x y 	 9FH'F  E9/'*  'D./E)  'DHCJD	 E n d e r e  o   p r o x y 	 P r o x y   a d r e s i 	 a   c h   p r o x y 	 A l a m a t   p r o x y 	 A l a m a t   p r o k s i 	 *	M	0	K		M	8	@	  *	$	>		 	 	 	 P r o x y   c  m 	 	 	 	 P r o x y a d r e s 	 	 	 A d r e s   p r o x y 	 	 	   : 	 	 	 F4'F  ~1'3	 	 	   							  						: 	 	 	 	 	 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 V o l m a g a d r e s 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 P r o x y   a d d r e s s 	 *
M
0
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8
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2
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8

	 *M0M8?   ?#>  	 A d r e s a   p r o x y 	 							  						 	 	 	 	 	 	 	 E n d e r e  o   p r o x y 
 
 S T R _ I D _ W A P _ P R O F _ M S G _ D E L E T E _ C O N F I R M 	 W A P P R O F 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   m e s s a g e   D e l e t e   p r o f i l e ? ,   s h o w n   w h e n   u s e r   s e l e c t s   o p t i o n   d e l e t e   p r o f i l e . 	 D e l e t e   p r o f i l e ? 	 *Rd-[j	  Rdnch	 %B#D%L? 	  E l i m i n a r   p e r f i l ? 	 S u p p r i m e r   p r o f i l   ? 	 P r o f i l   l  s c h e n ? 	 #40;8BL  CG5B=CN  70?8AL? 	 E l i m i n a r e   p r o f i l o ? 	 E3-  -3'(	 E l i m i n a r   p e r f i l ? 	 P r o f i l i   s i l ? 	 X  a   t  i   k h o n ? 	 P i l i h   p r o f i l ? 	 H a p u s   p r o f i l ? 	 *	M	0	K	+	<	>		2	  9		>			? 	 	 	 	 T  r l i   a   p r o f i l t ? 	 	 	 	 P r o f i e l   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   p r o f i l u l ? 	 	 	   ? 	 	 	 ~1HA'D  -0A  4H/	 	 	 								  				  						? 	 	 	 	 	 	 D e l e t e   a c c o u n t ? 	 D e l e t e   a c c o u n t ? 	 D e l e t e   a c c o u n t ? 	 S k r a p   p r o f i e l ? 	 D e l e t e   a c c o u n t ? 	 D e l e t e   a c c o u n t ? 	 D e l e t e   a c c o u n t ? 	 D e l e t e   a c c o u n t ? 	 D e l e t e   a c c o u n t ? 	 D e l e t e   a c c o u n t ? 	 	 	 F s h i j   l l o g a r i n e ? 	 							  						? 	 	 	 	 	 	 	 	 E x c l u i r   p e r f i l ? 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ I P _ A D D R E S S 	 W A P P R O F 	 I C O N T E X T 	 C a p t i o n   I P   a d d r e s s   o n   W A P   c o n n e c t i o n   t y p e   d e t a i l s   s c r e e n . 	 I P   a d d r e s s 	 I P 0W@W	 I P 0W@W	 5H-"9H  I P 	 D i r e c c i  n   d e   I P 	 A d r e s s e   I P 	 I P - A d r e s s e 	 I P - 04@5A  	 I n d i r i z z o   I P 	 9FH'FI P 	 E n d e r e  o   I P 	 I P   a d r e s i 	 a   c h   I P 	 A l a m a t   I P 	 A l a m a t   I P 	 I P   *	$	>		 	 	 	 I P - c  m 	 	 	 	 I P - a d r e s 	 	 	 A d r e s   I P 	 	 	   I P 	 	 	 F4'F  I P 	 	 	 I P   							 	 	 	 	 	 I P   a d d r e s s 	 I P   a d d r e s s 	 I P   a d d r e s s 	 I P - a d r e s 	 I P   a d d r e s s 	 I P   a d d r e s s 	 I P   a d d r e s s 	 I P   a d d r e s s 	 I P   a d d r e s s 	 I P   a d d r e s s 	 I P   5
?
2
>
8

	 I P    ?#>	 A d r e s a   I P 	 I P   						 	 	 	 	 	 	 	 E n d e r e  o   I P : 
 
 S T R _ I D _ W A P _ P R O F _ P O R T _ 9 2 0 3 	 W A P P R O F 	 C 0 5 7 _ 1 	 P o r t   n u m b e r   d i s p l a y   t o   i n d i c a t e   s e c u r i t y   o n . 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3 [hQW		 9 2 0 3 [hQzS		 9 2 0 3   ( @4#0I-1) 	 9 2 0 3   ( S e g u r i d a d   a c t i v a d a ) 	 9 2 0 3   ( S  c u r i t    a c t i v  e ) 	 9 2 0 3   ( S i c h e r h e i t   e i n ) 	 9 2 0 3   ( 57>?0A=>ABL  2:;. ) 	 9 2 0 3   ( p r o t e z i o n e   a b i l i t a t a ) 	 EHB9  'D'EF	 9 2 0 3   ( S e g u r a n  a   l i g a d a ) 	 9 2 0 3   ( G  v e n l i k   a  1k ) 	 9 2 0 3   ( c n g   a n   t o  n ) 	 9 2 0 3   ( K e m a n a n   a k t i f ) 	 9 2 0 3   ( K e s e l a m a t a n   n y a l a ) 	 9 2 0 3   ( 8	A	0		M	7	>	  	(	) 	 	 	 	 9 2 0 3   ( B i z t o n s  g   b e ) 	 	 	 	 9 2 0 3   ( B e v e i l i g i n g   a a n ) 	 	 	 9 2 0 3   ( S e c u r i t a t e   a c t i v a t ) 	 	 	 9 2 0 3   (   ) 	 	 	 9 2 0 3     ( 'EF*  1H4F) 	 	 	   				  (   									    				) 	 	 	 	 	 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e k u r i t e i t   a a n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( S e c u r i t y   o n ) 	 9 2 0 3   ( 8
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 ) 	 9 2 0 3   ( 8A0M7>  >2A  ?)   	 9 2 0 3   ( S i g u r a   n d e z u r ) 	 9 2 0 3   ( 							  		) 	 	 	 	 	 	 	 	 9 2 0 3   ( s e g u r a n  a   a t i v a d a ) 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ H O M E P A G E 	 W A P P R O F 	 T I T L E ,   I C O N T E X T 	 C a p t i o n   H o m e p a g e   o n   p r o f i l e   d e t a i l s   s c r e e n ,   a n d   o n   p r o v i s i o n i n g   d e t a i l s   s c r e e n . 	 H o m e p a g e 	 	 ;Nu	 B.!@	 P  g i n a   d e   i n i c i o 	 P a g e   d  a c c u e i l 	 H o m e p a g e 	 ><0H=OO  AB@0=8F0	 P a g i n a   p r i n c i p a l e 	 5A-)  1&J3J)	 P  g i n a   i n i c i a l 	 A n a   S a y f a 	 T r a n g   c h 	 S i t u s 	 H a l a m a n   w e b 	 .	A		M	/	*	C	7	M	 		 	 	 	 H o n l a p 	 	 	 	 H o m e p a g e 	 	 	 P a g i n   d e   p o r n i r e 	 	 	   : 	 	 	 5A-G  '5D	 	 	   							 	 	 	 	 	 H o m e p a g e 	 H o m e p a g e 	 H o m e p a g e 	 T u i s b l a d 	 H o m e p a g e 	 H o m e p a g e 	 H o m e p a g e 	 H o m e p a g e 	 H o m e p a g e 	 H o m e p a g e 	 	 	 F a q j a   k r y e s o r e 	 										 	 	 	 	 	 	 	 P  g i n a   i n i c i a l 
 
 S T R _ I D _ W A P _ P R O F _ E R R _ M S G _ I N V A L I D _ P O R T 	 W A P P R O F 	 P O P U P 	 E r r o r   m e s s a g e   I n v a l i d   p o r t   n u m b e r ,   s h o w n   w h e n   w r o n g   p o r t   n u m b e r   i s   e n t e r e d   b y   u s e r . 	 V a l i d   p o r t   r a n g e :   1 - 6 5 5 3 5 	 	gHev#cW{
W1 - 6 5 5 3 5 	 	gHevzSV1 - 6 5 5 3 5 	 
H'-#L5HC
IDI:   1 - 6 5 5 3 5 	 R a n g o   d e   p u e r t o s   v  l i d o s :   1 - 6 5 5 3 5 	 P l a g e   d e   p o r t s   v a l i d e s   :   1 - 6 5 5 3 5 	 G  l t i g e r   P o r t b e r e i c h :   1 - 6 5 5 3 5 	 525@=K9  =><5@  ?>@B0	 I n t e r v a l l o   d i   p o r t a   v a l i d o :   1 - 6 5 5 3 5 	 EHB9  :J1  5-J-	 I n t e r v a l o   d e   p o r t a s   v  l i d a s :   1 - 6 5 5 3 5 	 G e  e r l i   p o r t   a r a l 11  :   1 - 6 5 5 3 5 	 S   c n g   k h  n g   h p   l 	 J a n g k a u a n   p o r t   y a n g   v a l i d :   1 - 6 5 5 3 5 	 J u l a t   p o r t   s a h :   1 - 6 5 5 3 5 	 *	K	0	M		  	@	  .	>	(	M	
 /	  0	G			  :   1 - 6 5 5 3 5 	 	 	 	  r v  n y e s   p o r t   t a r t o m  n y :   1 - 6 5 5 3 5 	 	 	 	 G e l d i g e   p o r t n u m m e r s :   1 - 6 5 5 3 5 	 	 	 N u m r   d e   p o r t   v a l i d :   1 - 6 5 5 3 5 	 	 	     :   1 - 6 5 5 3 5 	 	 	 /'EFG  E,'2  /1'GG':   1 - 6 5 5 3 5 	 	 	 								  					  					: 1 - 6 5 5 3 5 	 	 	 	 	 	 I n v a l i d   p o r t   n u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 G e l d i g e   p o o r t b e s t e k :   1 - 6 5 5 3 5 	 I n v a l i d   p o r t   n u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 I n v a l i d   p o r t   n u m b e r 	 	 	 N u m e r   p o r t i   I   p a v l e f s h e m 	 						  				  						 	 	 	 	 	 	 	 F a i x a   d e   p o r t a   v  l i d a :   1 - 6 5 5 3 5 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ M M S C _ A D D 	 W A P P R O F 	 T I T L E ,   I C O N T E X T 	 P r o v i s i o n i n g   a n d   P r o f i l e   d e t a i l s   s c r e e n   s t r i n g . 	 M M S C   a d d r e s s 	 
o`-N_0W@W	 i_O-N_0W@W	 5H-"9H  M M S 	 D i r e c c i  n   M M S C 	 A d r e s s e   M M S C 	 M M S C - A d r e s s e 	 4@5A  M M S C 	 I n d i r i z z o   M M S C 	 9FH'F  E9/'*  'D./E)  (13'D)  'DH3'&7	 E n d e r e  o   M M S C 	 M M S C   a d r e s i 	 a   c h   m  y   p h c   v   M M S 	 A l a m a t   M M S C 	 A l a m a t   M M S C 	 M M S C   *	$	>		 	 	 	 M M S C   c  m 	 	 	 	 M M S C - a d r e s 	 	 	 A d r e s   M M S C 	 	 	   M M S C 	 	 	 F4'F  M M S C 	 	 	   		. 		. 		. 		  							 	 	 	 	 	 M M S C   a d d r e s s 	 M M S C   a d d r e s s 	 M M S C   a d d r e s s 	 M M S C - a d r e s 	 M M S C   a d d r e s s 	 M M S C   a d d r e s s 	 M M S C   a d d r e s s 	 M M S C   a d d r e s s 	 M M S C   a d d r e s s 	 M M S C   a d d r e s s 	 M M S C   5
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
: 	 M M S C    ?#>  	 A d r e s a   M M S C 	 M M S C   									: 	 	 	 	 	 	 	 	 E n d e r e  o   M M S C 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ S E L E C T _ A C C O U N T 	 W A P P R O F 	 T I T L E 	 C a p t i o n   P r o f i l e s   o n   p r o f i l e   l i s t   s c r e e n . 	 P r o f i l e s 	 -[j	 nch	 @%7-B#D%L	 S e l e c c i o n a r   p e r f i l   	 S  l e c t i o n n e r   p r o f i l 	 P r o f i l   a u s w  h l e n 	 K1@0BL  CG5B=CN  70?8AL	 S e l e z i o n a   p r o f i l o 	 '.*J'1  'D-3'(	 S e l e c c i o n a r   p e r f i l 	 P r o f i l   s e  	 C h n   t  i   k h o n 	 P r o f i l 	 P i l i h   p r o f i l 	 *	M	0	K	+	<	>		2	  	A	(	G			 	 	 	 P r o f i l v  l a s z t  s 	 	 	 	 P r o f i e l   s e l e c t e r e n 	 	 	 S e l e c t a r e   p r o f i l 	 	 	   	 	 	 'F*.'(  ~1HA'D	 	 	 								  								  					 	 	 	 	 	 S e l e c t   a c c o u n t 	 S e l e c t   a c c o u n t 	 S e l e c t   a c c o u n t 	 K i e s   p r o f i e l 	 S e l e c t   a c c o u n t 	 S e l e c t   a c c o u n t 	 S e l e c t   a c c o u n t 	 S e l e c t   a c c o u n t 	 S e l e c t   a c c o u n t 	 S e l e c t   a c c o u n t 	 
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	 >	#MM  _(  0(M$A	 Z g j i d h   l l o g a r i n e   	 							  					 	 	 	 	 	 	 	 P e r f i s 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ D A T A A C C O U N T 1 _ C O L O N 	 W A P P R O F 	 U N L I M 	 P r o v i s i o n i n g   P r o f i l e   d e t a i l s   s c r e e n   s t r i n g . 	 D a t a   a c c o u n t 1 : 	 3^_ǌe1 	 penc^7b1 	 1

5I-!9%1 : 	 C u e n t a   d e   d a t o s 1 : 	 C o m p t e   d e   d o n n  e s   1  : 	 D a t e n k o n t o   1 : 	 #G5B=0O  70?8AL  40==KE1 : 	 A c c o u n t   d a t i   1 : 	 -3'(  'D(J'F'*1 : 	 D a d o s   d a   c o n t a 1 : 	 V e r i   h e s a b 11 : 	 T  i   k h o n   d   l i u   1 : 	 A c c o u n t   d a t a 1 : 	 A k a u n   d a t a 1 : 	 !	>		>	  	>	$	>	  1 : 	 	 	 	 1 .   a d a t f i  k : 	 	 	 	 G e g e v e n s a c c o u n t 1 : 	 	 	 C o n t   d a t e 1 : 	 	 	   1 : 	 	 	 '4*1'  /'/G  1 : 	 	 	 				  								: 	 	 	 	 	 	 D a t a   a c c o u n t 1 : 	 D a t a   a c c o u n t 1 : 	 D a t a   a c c o u n t 1 : 	 D a t a r e k e n i n g   1 : 	 D a t a   a c c o u n t 1 : 	 D a t a   a c c o u n t 1 : 	 D a t a   a c c o u n t 1 : 	 D a t a   a c c o u n t 1 : 	 D a t a   a c c o u n t 1 : 	 D a t a   a c c o u n t 1 : 	 !
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 
 S T R _ I D _ W A P _ P R O F _ E R R _ M S G _ I N V A L I D _ D A T A _ A C C O U N T 	 W A P P R O F 	 P O P U P 	 E r r o r   m e s s a g e   d i s p l a y e d   o n   p o p u p ,   w h e n   u s e r   t r i e s   t o   s a v e   p r o f i l e   w i t h   i n v a l i d   d a t a   a c c o u n t . 	 I n v a l i d   d a t a   a c c o u n t 	 !qHev3^_ǌe	 eHevpenc^7b	 1
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5I-!9%D!H9I-	 D a t o s   d e   c u e n t a   i n v  l i d o s   	 C o m p t e   d e   d o n n  e s   i n v a l i d e 	 U n g  l t i g e s   D a t e n k o n t o 	 A=>2=0O  8  0;LB5@=0B82=0O  CG5B=K5  70?8A8  =5  <>3CB  1KBL  >48=0:>2K<8. 	 L ' a c c o u n t   d a t i   p r i m a r i o   e   s e c o n d a r i o   n o n   p o s s o n o   e s s e r e   u g u a l i 	 -3'(  'D(J'F'*  :J1  5'D-	 C o n t a   d e   d a d o s   i n v  l i d a 	 G e  e r s i z   v e r i   h e s a b 1	 T  i   k h o n   d   l i u   k h  n g   h p   l 	 A c c o u n t   d a t a   t i d a k   v a l i d 	 A k a u n   d a t a   t a k   s a h 	 	5	H	'	  !	>		>	  		>						 	 	 	  r v  n y t e l e n   a d a t f i  k 	 	 	 	 O n g e l d i g   d a t a - a c c o u n t 	 	 	 C o n t   d e   d a t e   n e v a l i d 	 	 	       	 	 	 '4*1'  /'/G  '  F'E9*(1  '3*	 	 	   								  				  										  	 	 	 	 	 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 O n g e l d i g e   d a t a r e k e n i n g 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 	 	 L l o g a r i t e   e   t e   d h e n a v e   p a r e s o r e   d h e   d y t e s o r e   n u k   m u n d   t e   j e n e   t e   n j e j t a 	 								  			  			  				  							  			  	' 	  							 	 	 	 	 	 	 	 C o n t a   d e   d a d o s   i n v  l i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ B O O K M A R K S _ C O L O N 	 W A P P R O F 	 U N L I M 	 P r o v i s i o n i n g   P r o f i l e   d e t a i l s   s c r e e n   s t r i n g . 	 B o o k m a r k s : 	 fd|	 fN~{	 8J!2#L: 	 M a r c a d o r e s :   	 S i g n e t s  : 	 L e s e z e i c h e n : 	 0:;04:8: 	 S e g n a l i b r i : 	 '4'1)  'DE1,9J)	 F a v o r i t o s : 	 Y e r   0m l e r i : 	  n h   d u : 	 P e n a n d a : 	 P e n a n d a   B u k u : 	 ,	A		.	>	0	M				 	 	 	 K  n y v j e l z Qk : 	 	 	 	 B l a d w i j z e r s : 	 	 	 M a r c a j e : 	 	 	 : 	 	 	 E-D  '(  G': 	 	 	 												: 	 	 	 	 	 	 B o o k m a r k s : 	 B o o k m a r k s : 	 B o o k m a r k s : 	 B o e k m e r k e : 	 B o o k m a r k s : 	 B o o k m a r k s : 	 B o o k m a r k s : 	 B o o k m a r k s : 	 B o o k m a r k s : 	 B o o k m a r k s : 	 ,
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 
 S T R _ I D _ W A P _ P R O F _ C B M _ B R O W S E R 	 W A P P R O F 	 P O P U P 	 B r o w s e r   S t r i n g   f o r   C B M . 	 B r o w s e r 	 phV	 OmȉhV	 @#2@-#L	 N a v e g a d o r 	 N a v i g a t e u r 	 B r o w s e r 	 1>7@520B5;L	 B r o w s e r 	 E5A-	 B r o w s e r 	 T a r a y 1c 1	 M  y   d u y t 	 B r o w s e r 	 P e l a y a r 	 ,	M	0	>				<	0		 	 	 	 B  n g  s z Q	 	 	 	 B r o w s e r 	 	 	 B r o w s e r 	 	 	 	 	 	 E1H11	 	 	 									 	 	 	 	 	 B r o w s e r 	 B r o w s e r 	 B r o w s e r 	 B l a a i e r 	 B r o w s e r 	 B r o w s e r 	 B r o w s e r 	 B r o w s e r 	 B r o w s e r 	 B r o w s e r 	 ,
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 
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5I-!9%2 : 	 C u e n t a   d e   d a t o s 2 : 	 C o m p t e   d e   d o n n  e s   2  : 	 D a t e n k o n t o   2 : 	 #G5B=0O  70?8AL  40==KE2 : 	 A c c o u n t   d a t i   2 : 	 -3'(  'D(J'F'*2 : 	 D a d o s   d a   c o n t a 2 : 	 V e r i   h e s a b 12 : 	 T  i   k h o n   d   l i u   2 : 	 A c c o u n t   d a t a 2 : 	 A k a u n   d a t a 2 : 	 !	>		>	  	>	$	>	  2 : 	 	 	 	 2 .   a d a t f i  k : 	 	 	 	 G e g e v e n s a c c o u n t 2 : 	 	 	 C o n t   d a t e 2 : 	 	 	   2 : 	 	 	 '4*1'  /'/G  2 : 	 	 	 				  								: 	 	 	 	 	 	 D a t a   a c c o u n t 2 : 	 D a t a   a c c o u n t 2 : 	 D a t a   a c c o u n t 2 : 	 D a t a r e k e n i n g   2 : 	 D a t a   a c c o u n t 2 : 	 D a t a   a c c o u n t 2 : 	 D a t a   a c c o u n t 2 : 	 D a t a   a c c o u n t 2 : 	 D a t a   a c c o u n t 2 : 	 D a t a   a c c o u n t 2 : 	 !
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 
 S T R _ I D _ W A P _ P R O F _ P R O V _ B O O K M A R K 	 W A P P R O F 	 U N L I M 	 P r o v i s i o n i n g   P r o f i l e   d e t a i l s   s c r e e n   s t r i n g . 	 B o o k m a r k 	 fd|	 fN~{	 8J!2#L	 M a r c a d o r 	 S i g n e t 	 L e s e z e i c h e n 	 0:;04:0	 S e g n a l i b r o 	 '4'1)  'DE1,9J)	 F a v o r i t o 	 Y e r   0m i 	  n h   d u 	 P e n a n d a 	 P e n a n d a   B u k u 	 ,	A		.	>	0	M			 	 	 	 K  n y v j e l z Q	 	 	 	 B l a d w i j z e r 	 	 	 M a r c a j 	 	 	 	 	 	 E-D  '(	 	 	 									 	 	 	 	 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o e k m e r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 B o o k m a r k 	 ,
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	 ,A.>0M	 F l e t e s h e n u e s i 	 									 	 	 	 	 	 	 	 M a r c a d o r   d e   p  g i n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ E R R _ M S G _ I N V A L I D _ I P 	 W A P P R O F 	 P O P U P 	 E r r o r   m e s s a g e   s h o w n   w h e n   u s e r   e n t e r s   b l a n k   I P   a d d r e s s . 	 I n v a l i d   I P   a d d r e s s 	 !qHevI P 0W@W	 eHevI P 0W@W	 5H-"9H  I P   D!H9I-	 D i r e c c i  n   d e   I P   i n v  l i d a 	 A d r e s s e   I P   i n v a l i d e 	 U n g  l t i g e   I P - A d r e s s e 	 525@=K9  I P - 04@5A  	 I n d i r i z z o   I P   n o n   v a l i d o 	 9FH'FI P   :J1  5-J-	 E n d e r e  o   I P   i n v  l i d o 	 G e  e r s i z   I P   a d r e s i 	 a   c h   I P   k h  n g   h p   l 	 A l a m a t   I P   t i d a k   v a l i d 	 A l a m a t   I P   t i d a k   s a h 	 	.	>	(	M	/	  I P   *	$	>		 	 	 	  r v  n y t e l e n   I P - c  m 	 	 	 	 O n g e l d i g   I P - a d r e s 	 	 	 A d r e s   I P   n e v a l i d 	 	 	   I P     	 	 	 F4'F  I P   E9*(1  F3*	 	 	 								  				  							 	 	 	 	 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 O n g e l d i g   I P - a d r e s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I n v a l i d   I P   a d d r e s s 	 I P   5
?
2
>
8

  
8
>
'
A
	 ,H'  I P    ?#>  	 A d r e s e   I P   e   p a v l e f s h m e 	 						  I P   										 	 	 	 	 	 	 	 E n d e r e  o   I P   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ P O R T _ 9 2 0 1 	 W A P P R O F 	 C 0 5 7 _ 1 	 P o r t   n u m b e r   d i s p l a y   t o   i n d i c a t e   s e c u r i t y   o f f . 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1 nfW		 9 2 0 1 nfzS		 9 2 0 1   ( 4#0I-1) 	 9 2 0 1   ( S e g u r i d a d   d e s a c t i v a d a ) 	 9 2 0 1   ( S  c u r i t    d  s a c t i v  e ) 	 9 2 0 1   ( S i c h e r h e i t   a u s ) 	 9 2 0 1   ( 57>?0A=>ABL  2K:;. ) 	 9 2 0 1   ( p r o t e z i o n e   d i s a b i l i t a t a ) 	 EHB9  9'/J	 9 2 0 1   ( S e g u r a n  a   d e s l i g a d a ) 	 9 2 0 1   ( G  v e n l i k   K a p a l 1) 	 9 2 0 1   ( C n g   p h   t h  n g ) 	 9 2 0 1   ( K e a m a n a n   t i d a k   a k t i f ) 	 9 2 0 1   ( K e s e l a m a t a n   p a d a m ) 	 9 2 0 1   ( 8	A	0		M	7	>	  	+	) 	 	 	 	 9 2 0 1   ( B i z t o n s  g   k i ) 	 	 	 	 9 2 0 1   ( B e v e i l i g i n g   u i t ) 	 	 	 9 2 0 1   ( S e c u r i t a t e   d e z a c t i v a t ) 	 	 	 9 2 0 1   (   ) 	 	 	 9 2 0 1   ( 'EF*  .'EH4) 	 	 	   				  (     									    				) 	 	 	 	 	 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e k u r i t e i t   a f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( S e c u r i t y   o f f ) 	 9 2 0 1   ( 8
A
0

M
7
  
+
M

 ) 	 9 2 0 1     ( 8A0M7>  ,(M&  ?)   	 9 2 0 1   ( S i g u r i a   f i k u r ) 	 9 2 0 1   ( 							  		) 	 	 	 	 	 	 	 	 9 2 0 1   ( s e g u r a n  a   d e s l i g a d a ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ P R O F I L E _ N A M E _ C O L O N 	 W A P P R O F 	 U N L I M 	 P r o v i s i o n i n g   P r o f i l e   d e t a i l s   s c r e e n   s t r i n g . 	 P r o f i l e   n a m e : 	 -[j
T1z	 nch
Ty	 
7H-B#D%L: 	 N o m b r e   d e   p e r f i l : 	 N o m   d u   p r o f i l   : 	 P r o f i l n a m e : 	 <O  ?@>D8;O: 	 N o m e   d e l   p r o f i l o : 	 '3E  'D4CD	 N o m e   d o   p e r f i l : 	 P r o f i l   a d 1: 	 T  n   c  i   t : 	 N a m a   p r o f i l : 	 N a m a   p r o f i l : 	 *	M	0	K	+	>		2	  (	>	.		 	 	 	 P r o f i l n  v : 	 	 	 	 P r o f i e l n a a m : 	 	 	 N u m e   p r o f i l : 	 	 	   : 	 	 	 F'E  FE'G: 	 	 	   										  			: 	 	 	 	 	 	 P r o f i l e   n a m e : 	 P r o f i l e   n a m e : 	 P r o f i l e   n a m e : 	 P r o f i e l n a a m : 	 P r o f i l e   n a m e : 	 P r o f i l e   n a m e : 	 P r o f i l e   n a m e : 	 P r o f i l e   n a m e : 	 P r o f i l e   n a m e : 	 P r o f i l e   n a m e : 	 *
M
0
J
+
H
2
M

   *
G
0
M
: 	 *M0K+>2M  (>.:   	 E m r i   I   p r o f i l i t : 	 			' 				  			: 	 	 	 	 	 	 	 	 N o m e   d o   p e r f i l : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ E R R _ M S G _ I N V A L I D _ P R O X Y _ A D D 	 W A P P R O F 	 P O P U P 	 E r r o r   m e s s a g e   s h o w n   w h e n   u s e r   e n t e r s   b l a n k   p r o x y   a d d r e s s   w i t h   u s e   p r o x y   a s   y e s . 	 I n v a l i d   p r o x y   a d d r e s s 	 !qHevNt:O
ghV0W@W	 eHevNt
gRhV0W@W	 5H-"9H#G-5HD!H9I-	 D i r e c c i  n   d e   p r o x y   i n v  l i d a 	 A d r e s s e   p r o x y   i n v a l i d e 	 U n g  l t i g e   P r o x y - A d r e s s e 	 525@=K9  ?@>:A8- 04@5A	 I n d i r i z z o   p r o x y   n o n   v a l i d o 	 9FH'F  E9/'*  'D./E)  'DHCJD  :J1  5-J-	 E n d e r e  o   p r o x y   i n v  l i d o 	 G e  e r s i z   p r o x y   a d r e s i 	 a   c h   p r o x y   k h  n g   h p   l 	 A l a m a t   p r o x y   t i d a k   v a l i d 	 A l a m a t   p r o k s i   t i d a k   s a h 	 	.	>	(	M	/	  *	M	0	K		M	8	@	  *	$	>			 	 	 	  r v  n y t e l e n   p r o x y - c  m 	 	 	 	 O n g e l d i g   p r o x y a d r e s 	 	 	 A d r e s   p r o x y   n e v a l i d 	 	 	       	 	 	 F4'F  I P   E9*(1  F3*	 	 	   				  							  							 	 	 	 	 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 O n g e l d i g e   v o l m a g a d r e s 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 *
M
0
K

M
8
?
  5
?
2
>
8

  
8
>
'
A
	 ,H'  *M0KM8?   ?#>  	 A d r e s e   p r o x y   e   p a v l e f s h m e 	 						  							  										 	 	 	 	 	 	 	 E n d e r e  o   p r o x y   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ A C C O U N T _ N A M E 	 W A P P R O F 	 T I T L E ,   I C O N T E X T 	 C a p t i o n   P r o f i l e   n a m e   o n   p r o f i l e   d e t a i l s   s c r e e n . 	 P r o f i l e   n a m e 	 -[j
T1z	 nch
Ty	 
7H-B#D%L	 N o m b r e   d e l   p e r f i l   	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 <O  CG5B=>9  70?8A8	 N o m e   p r o f i l o 	 '3E  'D-3'(	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1	 T  n   t  i   k h o n 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	<	>		2	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 	 F'E  ~1HA'JD	 	 	 								    				 	 	 	 	 	 A c c o u n t   n a m e 	 A c c o u n t   n a m e 	 A c c o u n t   n a m e 	 P r o f i e l n a a m 	 A c c o u n t   n a m e 	 A c c o u n t   n a m e 	 A c c o u n t   n a m e 	 A c c o u n t   n a m e 	 A c c o u n t   n a m e 	 A c c o u n t   n a m e 	 

M

L
#
M

M
  *
G
0
M
	 >	#MM  (>.  	 E m r i   I   l l o g a r i s e 	 							  				 	 	 	 	 	 	 	 N o m e   d e   p e r f i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ V I E W _ A C C O U N T 	 W A P P R O F 	 T I T L E ,   I C O N T E X T 	 C a p t i o n   V i e w   p r o f i l e   o n   p r o f i l e   o p t i o n s   s c r e e n . 	 V i e w   p r o f i l e 	 j-[j	 gwnch	 9B#D%L	 V e r   p e r f i l   	 A f f i c h e r   p r o f i l 	 P r o f i l   a n z e i g e n 	 @>A<>B@  CG5B=>9  70?8A8	 V i s u a l i z z a   p r o f i l o 	 916  'D-3'(	 V e r   p e r f i l 	 P r o f i l i   g  r  n t  l e 	 X e m   t  i   k h o n 	 L i h a t   p r o f i l 	 L i h a t   p r o f i l 	 *	M	0	K	+	<	>		2	  &	G		G			 	 	 	 P r o f i l   m e g t e k i n t  s e 	 	 	 	 P r o f i e l   b e k i j k e n 	 	 	 V i z u a l i z a r e   p r o f i l 	 	 	   	 	 	 FE'4  ~1HA'D	 	 	 								  						 	 	 	 	 	 V i e w   a c c o u n t 	 V i e w   a c c o u n t 	 V i e w   a c c o u n t 	 K y k   n a   p r o f i e l 	 V i e w   a c c o u n t 	 V i e w   a c c o u n t 	 V i e w   a c c o u n t 	 V i e w   a c c o u n t 	 V i e w   a c c o u n t 	 V i e w   a c c o u n t 	 

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  
>
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	 >	#MM  &0M6(  0(M$A  	 S h i k o   l l o g a r i n e 	 							  					  				 	 	 	 	 	 	 	 V e r   p e r f i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ S E C U R I T Y 	 W A P P R O F 	 I C O N T E X T 	 C a p t i o n   S e c u r i t y   o n   W A P   c o n n e c t i o n   t y p e   d e t a i l s   s c r e e n . 	 S e c u r i t y 	 [hQ	 [hQ	 '2!%- 1"	 S e g u r i d a d 	 S  c u r i t  	 S i c h e r h e i t 	 57>?0A=>ABL	 P r o t e z i o n e 	 'D'EF	 S e g u r a n  a 	 G  v e n l i k 	 A n   t o  n 	 K e a m a n a n 	 K e s e l a m a t a n 	 8	A	0		M	7	>		 	 	 	 B i z t o n s  g 	 	 	 	 B e v e i l i g i n g 	 	 	 S e c u r i t a t e 	 	 	 	 	 	 'EF*	 	 	   									  	 	 	 	 	 	 S e c u r i t y 	 S e c u r i t y 	 S e c u r i t y 	 S e k u r i t e i t 	 S e c u r i t y 	 S e c u r i t y 	 S e c u r i t y 	 S e c u r i t y 	 S e c u r i t y 	 S e c u r i t y 	 8
A
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	 8A0M7>  	 S i g u r i a   	 								 	 	 	 	 	 	 	 S e g u r a n  a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ C A P T I O N _ C O N N _ T Y P E 	 W A P P R O F 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 C a p t i o n   C o n n e c t i o n   t y p e   o n   p r o f i l e   d e t a i l s   s c r e e n . 	 C o n n e c t i o n   t y p e 	 #P}^W	 ޏc{|W	 
42#@
7H-!H-	 T i p o   d e   c o n e x i  n 	 T y p e   d e   c o n n e x i o n 	 V e r b i n d u n g s t y p 	 "8?  A>548=5=8O	 T i p o   d i   c o n n e s s i o n e 	 FH9  'D'*5'D	 T i p o   d e   l i g a   o 	 B a l a n t 1  t i p i 	 L o i   h  n h   k t   n i 	 J e n i s   s a m b u n g a n 	 J e n i s   s a m b u n g a n 	 	(	G		M	6	(	  	>	  *	M	0		>	0		 	 	 	 K a p c s o l a t   t  p u s a 	 	 	 	 V e r b i n d i n g s t y p e 	 	 	 T i p   d e   c o n e x i u n e 	 	 	   	 	 	 FH9  '*5'D	 	 	   									  					 	 	 	 	 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 V e r b i n d i n g s t i p e 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 C o n n e c t i o n   t y p e 	 
#
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M

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	 8/K(>  *M0>0  	 L l o j i   I   l i d h j e s 	 					  							 	 	 	 	 	 	 	 T i p o   d e   c o n e x  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ W A P _ P R O F _ D E F A U L T _ S I M _ A C C O U N T _ N A M E 	 W A P P R O F 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   u s e d   t o   c o n s t r u c t   d e f a u l t   S I M   a c c o u n t   n a m e ,   t h i s   s t r i n g   c o n t a i n s   a   b l a n k   s p a c e   a t   t h e   e n d   o f   s t r i n g . 	 S I M   p r o f i l e   	 S I M aS-[j	 S I M aSnch	 B#D%L4!	 P e r f i l   d e   l a   S I M   	 P r o f i l   S I M 	 S I M - P r o f i l 	 @>D8;L  S I M - :0@BK	 P r o f i l o   S I M 	 H69  41J-)  S I M   	 P e r f i l   S I M 	 S I M   p r o f i l i 	 C  i   t   S I M 	 P r o f i l   S I M 	 P r o f i l   S I M 	 S I M   *	M	0	K	+	>		2	  	 	 	 	 S I M   p r o f i l 	 	 	 	 S i m - p r o f i e l 	 	 	 P r o f i l   S I M 	 	 	   S I M   	 	 	 ~1HA'JD  S I M   	 	 	 			  								 	 	 	 	 	 	 	 	 S I M - p r o f i e l   	 	 	 	 	 	 	 	 	 P r o f i l i   S I M 	 			  			' 					 	 	 	 	 	 	 	 P e r f i l   S I M 	 	 	 	 	 	 	 	 S I M   p r o f i l a 	 S I M   n a   p r o f i l e   	 P e r f i l   d e   S I M   	 S I M   p r o f a l 	 P r  i f  l   S I M   
 
 S T R _ I D _ S W F L A S H _ N O T I F Y _ T O O _ B I G 	 S W F L A S H 	 P O P U P 	 F i l e   T o o   B i g 	 F i l e   t o o   b i g 	 jHh*Y'Y	 eN*Y'Y	 D%LC+
H@4D	 A r c h i v o   m u y   g r a n d e 	 F i c h i e r   t r o p   g r a n d 	 D a t e i   z u   g r o  	 !;8H:><  1>;LH>9  D09;	 F i l e   t r o p p o   g r a n d e 	 EDA  C(J1  ,/'	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 D o s y a    o k   u z u n   	 T p   q u    l n 	 F i l e   t e r l a l u   b e s a r 	 F a i l   t e r l a l u   b e s a r 	 +	>		2	  ,	9	A	$	  ,	!	<	@	  9	H		 	 	 	 A   f  j l   t  l   n a g y 	 	 	 	 B e s t a n d   t e   g r o o t 	 	 	 F i _i e r u l   e s t e   p r e a   m a r e 	 	 	     	 	 	 A'D  (21  '3*	 	       	   				  				  			 +
>
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	 	 $09;  70=04B>  25;8:89	 



  


  



  

	     	 I f a y e l a   l i k h u l u   k a k h u l u 	 I f a y l e   i n k u l u   k a k h u l u 	 F a i l i   n i   k u b w a   s a n a 	 L  e r   t e   g r o o t 	 F a i l a s   p e r   d i d e l i s 	 F a i l s   p a r   l i e l u 	 F a i l   o n   l i i g a   s u u r 	 Vaulh  yaafav  ten  g	     	 F i _i e r u l   e s t e   p r e a   m a r e 	 +
/
2
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	 +>2  $?  ,!	 	 				  				  					 	 	 	 	 	 	 	 A r q u i v o   m u i t o   g r a n d e 	 	 	 	 	 	 	 	 F i t x a   h a n d i e g i a   d a 	 M a s y a d o n g   m a l a k i   a n g   f i l e 	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 F a i l i   e b u k a 	 C o m h a d   r  m h  r 
 
 S T R _ I D _ S W F L A S H _ Z D D _ F I L E _ I N V A L I D 	 S W F L A S H 	 P O P U P 	 I n v a l i d   Z D D   F i l e 	 I n v a l i d   Z D D   f i l e 	 cjHh!qHe	 ceNeHe	 D%L  Z D D   D!H9I-	 A r c h i v o   Z D D   i n v  l i d o 	 F i c h i e r   Z D D   i n v a l i d e 	 U n g  l t i g e   Z D D - D a t e i 	 54>?CAB8<K9  D09;  Z D D 	 F i l e   Z D D   n o n   v a l i d o 	 H5A  EDA  :J1  5'D-	 F i c h e i r o   Z D D   i n v  l i d o 	 G e  e r s i z   Z D D   d o s y a s 1  	 M    t   t p   k h  n g   h i u   l c   	 F i l e   Z D D   t i d a k   v a l i d 	 F a i l   Z D D   t i d a k   s a h 	 	.	>	(	M	/	  Z D D   +	>		2		 	 	 	  r v  n y t e l e n   Z D D   f  j l 	 	 	 	 O n g e l d i g   Z D D - b e s t a n d 	 	 	 F i _i e r   Z D D   n e v a l i d 	 	 	   Z D D     	 	 	 A'D  Z D D   E9*(1  F3*	 	   Z D D   	   				  			. 		. 		  					 
5
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  Z D D   +
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	 	 52V@=89  Z D D   D09;	 





  Z D D   



	   Z D D   	 I f a y e l a   l e - Z D D   e l i n g e n a m t h e t h o 	 I f a y l e   y e Z D D   e n g a s e b e n z i y o 	 F a i l i   b a t i l i   y a   Z D D 	 O n g e l d i g e   Z D D - l  e r 	 N e g a l i o j a n t i s   Z D D   f a i l a s 	 N e d e r +g s   Z D D   f a i l s 	 V i g a n e   Z D D   f a i l 	 1v~a~e  Z D D   aul	   Z D D   	 F i _i e r   Z D D   n e v a l i d 	 Z D D   +
/
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 
 S T R _ I D _ S W F L A S H _ Z D D _ F I L E _ S A V E _ F A I L 	 S W F L A S H 	 P O P U P 	 Z D D   F i l e   S a v e   F a i l 	 Z D D   f i l e   s a v e   f a i l 	 cjHh2QX[1YWe	 ceNOX[1Y%	 D%L  Z D D   1@G%I!@+%'	 F a l l    l a   g r a b a c i  n   d e   a r c h i v o   Z D D 	 E c h e c   d  e n r e g i s t r e m e n t   d u   f i c h i e r   Z D D 	 S p e i c h e r n   v o n   Z D D - D a t e i   f e h l g e s c h l a g e n 	 5  C40;>AL  A>E@0=8BL  D09;  Z D D 	 S a l v a t a g g i o   f i l e   Z D D   n o n   v a l i d o 	 A4D  AJ  'D-A8  (H5A  EDA	 F a l h a   a o   g u a r d a r   f i c h e i r o   Z D D 	 Z D D   d o s y a s 1  k a y d e d i l e m i y o r   	 M    t   l u   t p   t h t   b i   	 P e n y i m p a n a n   f i l e   Z D D   g a g a l 	 S i m p a n   f a i l   Z D D   g a g a l 	 Z D D   +	>		2	  8	G	5	  	0	(	>	  	8	+	2		 	 	 	 A   Z D D   f  j l   m e n t  s e   s i k e r t e l e n 	 	 	 	 Z D D - b e s t a n d   k o n   n i e t   w o r d e n   o p g e s l a g e n 	 	 	 S a l v a r e a   f i _i e r u l u i   Z D D   n u   a   r e u _i t 	 	 	     Z D D   	 	 	 0.1G  A'D  Z D D   F'EHAB  (H/	 	 Z D D       	   			. 		. 		  				  							  							 Z D D   +
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	 Z D D       	 U k u g c i n a   i f a y e l a   l e - Z D D   k u h l u l e k i l e 	 U g c i n o   l w e f a y l e   y e Z D D   l u p h a n z i l e 	 I m e s h i n d w a   k u h i f a d h i   f a i l i   y a   Z D D 	 B e r g   v a n   Z D D - l  e r   o n s u k s e s v o l 	 N e p a v y k o   /r a ay t i   Z D D   f a i l o 	 Z D D   f a i l u   n e i z d e v s   s a g l a b t 	 T  r g e   Z D D   f a i l i   s a l v e s t a m i s e l 	 Z D D   aulk  zapzavxth  qamxr~e	 Z D D         	 S a l v a r e a   f i _i e r u l u i   Z D D   n u   a   r e u _i t 	 Z D D   +
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 
 S T R _ E M S _ E M P T Y _ F I L E N A M E 	 S M S 	 P O P U P 	 E m p t y   F i l e n a m e   M e s s a g e   S t r i n g 	 E m p t y   f i l e n a m e 	 jHh
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7H-D%L'H2	 N o m b r e   d e   a r c h i v o   e n   b l a n c o 	 N o m   d e   f i c h i e r   v i d e 	 D a t e i n a m e   l e e r 	 <5=8  D09;0  =5B	 N o m e   f i l e   v u o t o 	 '3E  'DEDA  .'DJ	 N o m e   d e   f i c h e i r o   v a z i o 	 D o s y a   a d 1  b o _	 T  n   t p   r n g 	 K o s o n g k a n   n a m a   f i l e 	 N a m a   f a i l   k o s o n g 	 	>	2	@	  +	>		2	(	G	.		 	 	 	  r e s   f  j l n  v 	 	 	 	 L e g e   b e s t a n d s n a a m 	 	 	 N u m e l e   f i _i e r u l u i   l i p s e _t e 	 	 	     	 	 +	>		2	(	>		5	  0	?		>	.	>	  ! 	 F'E  A'D  .'D  '3*	 .'D  A'&D  F'E	   ! 	 				  								 
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	     	 I g a m a   l e f a y e l a   e l i n g e n a l u t h o 	 I g a m a   l e f a y l e   e n g e n a n t o 	 J i n a   w a z i   l a   f a i l i 	 L e    l  e r n a a m 	 T u a
i a s   f a i l o   p a v a d i n i m a s 	 T u k as   f a i l a   n o s a u k u m s 	 F a i l i n i m i   p u u d u b 	 4aao  aulk  xvxv	     	 N u m e l e   f i _i e r u l u i   l i p s e _t e 	 +
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 
 S T R _ I D _ S W F L A S H _ Z D D _ R E A D _ O N L Y 	 S W F L A S H 	 P O P U P 	 Z D D   f i l e   r e a d   o n l y !   C a n   n o t   d o w n l o a d ! 	 Z D D   f i l e   r e a d   o n l y ,   C a n   n o t   d o w n l o a d 	 cjHhS
NN		 ceNS
NN}	 D%L  Z D D   -H2DI-"H2@5"'  D!H*2!2#2'LB+%DI	 A r c h i v o   Z D D   d e   s  l o   l e c t u r a .     N o   p u e d e   d e s c a r g a r 	 F i c h i e r   Z Z D   e n   l e c t u r e   s e u l e m e n t .   N e   p e u t   p a s   t  l  c h a r g e r 	 Z D D - D a t e i   n u r   l e s e n .   K a n n   n i c h t   h e r u n t e r l a d e n 	 $09;  Z D D   B>;L:>  4;O  GB5=8O.   03@C78BL  =52>7<>6=>. 	 F i l e   Z D D   d i   s o l a   l e t t u r a ,   i m p o o s s i l e   s c a r i c a r e 	 B1'!)  EDA  'DH5A  AB7. D'  JECF  *-EJD	 F i c h e i r o   Z D D   a p e n a s   d e   l e i t u r a .   I m p o s s  v e l   t r a n s f e r i r 	 Z D D   d o s y a s 1  s a l t   o k u n u r .   Y  k l e n e m i y o r   	 T p   m i  u   t   c h   c , k h  n g   t h   t i   v 	 F i l e   Z D D   h a n y a   b a c a ,   t i d a k   d a p a t   d i - d o w n l o a d 	 F a i l   Z D D   b a c a   s a j a .   T i d a k   b o l e h   m u a t   t u r u n 	 Z D D   +	>		2	  0	@	!	  	(	2	@	,   !	>			(	2	K	!	  (	9	@		  	0	  8		$	>		 	 	 	 A   Z D D   f  j l   c s a k   o l v a s h a t  .   N e m   t  l t h e t Q  l e 	 	 	 	 Z D D - b e s t a n d   k a n   a l l e e n   g e l e z e n   w o r d e n .   K a n   n i e t   g e d o w n l o a d   w o r d e n 	 	 	 F i _i e r   Z D D   d i s p o n i b i l   d o a r    n   c i t i r e .   D e s c r c a r e   i m p o s i b i l 	 	 	   Z D D             	 	 	 ~1HF/G  Z D D   *FG'  .H'F/F  '3*  FEH'F  ('11  1/	 	 Z D D     !       ! 	   			. 		. 		  				  			  					  							  			  				  				 8
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	 Z D D       .      	 I f a y e l a   l e - Z D D   l i y a f u n d w a   k u p h e l a .   A l i k w a z i   u k u l a n d w a 	 I f a y l e   y e Z D D   e f u n d w a y o   k u p h e l a .   A y i k w a z i   u k u k h u p h e l a 	 F a i l i   y a   Z D D   y a   k u s o m w a   t u .   H a i w e z i   k u p a k u l i w a 	 Z D D - l  e r   k a n   s l e g s   g e l e e s   w o r d .   K a n   n i e   a f l a a i   n i e 	 Z D D   f a i l a s   s k i r t a s   t i k   s k a i t y t i .   N e g a l i m a   a t s i s i ss t i   	 Z D D   f a i l s   t i k a i   l a s m s .   N e v a r u   l e j u p i e l d t 	 Z D D   f a i l   o n   k i r j u t u s k a i t s t u d .   E i   s a a   a l l a   l a a d i d a 	 Z D D   aulh  tkauv  hvietav  ka~xvx~  g:   @vaa~x  yg  vebe|vel	 Z D D         .     	 F i _i e r u l   Z D D   e s t e   d i s p o n i b i l   d o a r    n   c i t i r e .   D e s c r c a r e   i m p o s i b i l 	 Z D D   5
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	 	 >@>;L  A;>2=8:0	 








  



  	   	 I - D i c t i o n a r y   k i n g 	 I s i c h a z i - m a g a m a   e s i k h u l u 	 M f a l m e   w a   k a m u s i 	 W o o r d e b o e k k o n i n g 	 }o d y n o   v a l d o v a s 	 V r d n +c a s   k a r a l i s 	 D i c t i o n a r y   k i n g 	 D i c t i o n a r y   k i n g 	   	 D i c t i o n a r y   K i n g 	 !
?

M
7
M
#
1
?
  
?

M
	 -?'>(  8.M0>	 	 							  				 	 	 	 	 	 	 	 R e i   d o   d i c i o n  r i o 	 	 	 	 	 	 	 	 D i c t i o n a r y   k i n g 	 H a r i   n g   D i k s i y o n a r y o 	 R e i   d o   d i c i o n a r i o 	 E z e   d i k i s h o n a r 	 R    a n   f h o c l  r a 
 
 S T R _ I D _ L A N G L N _ L K 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 L i s t e n i n g   K i n g 	 L i s t e n i n g   k i n g 	 }s	 ,Ts	 L i s t e n i n g   k i n g 	 R e y   d e   l a   m  s i c a 	 R o i   d   c o u t e 	 Z u h  r k  n i g 	 ;02=K9  ?>  ?@>A;CH820=8N	 R e   d e l l ' a s c o l t o 	 EDC  'D'3*E'9	 L i s t e n i n g   k i n g 	 L i s t e n i n g   k i n g   	 V u a   n g h e 	 L i s t e n i n g   k i n g 	 L i s t e n i n g   k i n g 	 2	?	8	M	(	?			  	?				 	 	 	 L i s t e n i n g   k i n g 	 	 	 	 L u i s t e r k o n i n g 	 	 	 L i s t e n i n g   K i n g 	 	 	   	 	 	 3D7'F  H4  /'/F	 	   	   						  				 8
A
#
(
/
K

  
?
p

	 	 >@>;L  ?@>A;CE>2C20==O	 






  



	   	 I - L i s t e n i n g   k i n g 	 I m a m e l e   i s i k h u l u 	 M f a l m e   w a   k u s i k i l i z a 	 L u i s t e r k o n i n g 	 K l a u s y m o   v a l d o v a s 	 K l a u s +aa n s   k a r a l i s 	 L i s t e n i n g   k i n g 	 L i s t e n i n g   k i n g 	   	 L i s t e n i n g   K i n g 	 2
?
8
#
?

M
  
?

M
	 6M0,#  8.M0>	 	 					  				 	 	 	 	 	 	 	 R e i   d a   e s c u t a 	 	 	 	 	 	 	 	 L i s t e n i n g   k i n g 	 H a r i   n g   P a k i k i n i g 	 R e i   d e   e s c o i t a r 	 E z e   n a - e g e   n t 	 R    n a   h  i s t e a c h t a 
 
 S T R _ I D _ L A N G L N _ E K 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 E x a m   K i n g 	 E x a m   k i n g 	 fs	 Ջs	 E x a m   k i n g 	 R e y   d e   l o s   e x  m e n e s 	 R o i   d  e x a m 	 P r  f u n g s k  n i g 	 ;02=K9  ?>  M:70<5=0<	 R e   d e l l ' e s a m e 	 EDC  'D'E*-'F	 E x a m   k i n g 	 E x a m   k i n g   	 V u a   t h i   c 	 E x a m   k i n g 	 E x a m   k i n g 	 		M		<	>	.	  	?				 	 	 	 E x a m   k i n g 	 	 	 	 E x a m e n k o n i n g 	 	 	 E x a m   K i n g 	 	 	   	 	 	 3D7'F  'E*-'F	 	   	   						  				 *
0
@

?

  
?
p

	 	 >@>;L  5:70<5=V2	 








  



	   	 I - E x a m   k i n g 	 U v a v a n y o   o l u k h u l u 	 M f a l m e   w a   m t i h a n i 	 E k s a m e n k o n i n g 	 E g z a m i n s  v a l d o v a s 	 E k s m e n u   k a r a l i s 	 E x a m   k i n g 	 E x a m   k i n g 	   	 E x a m   K i n g 	 

M
8
>

  
?

M
	 *0@M7>  8.M0>  	 	 							  				 	 	 	 	 	 	 	 R e i   d o s   e x a m e s 	 	 	 	 	 	 	 	 E x a m   k i n g 	 H a r i   n g   P a g s u s u l i t 	 R e i   d o   e x a m e 	 E z e   u l e 	 R    a n   s c r  d a i t h e 
 
 S T R _ I D _ L A N G L N _ B K 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 E b o o k   K i n g 	 E b o o k   k i n g 	 s	 s	 E b o o k   k i n g 	 R e y   d e   l o s   l i b r o s   e l e c t r  n i c o s 	 R o i   E b o o k 	 e B o o k - K  n i g 	 ;02=K9  ?>  :=830<	 R e   d e l l ' e b o o k 	 EDC  'DC*'(  'D'DC*1HFJ	 E b o o k   k i n g 	 E b o o k   k i n g 	 V u a   c 	 E b o o k   k i n g 	 E b o o k   k i n g 	 	,	A		  	?				 	 	 	 E b o o k   k i n g 	 	 	 	 E - b o e k k o n i n g 	 	 	 E b o o k   K i n g 	 	 	   - E b o o k 	 	 	 3D7'F  *'(  'D*1HF	 	   	   				  				 
- ,
A
q

  
?
p

	 	 >@>;L  E b o o k 	 



  



	   	 I - E b o o k   k i n g 	 I - E n c w a d i   e n k u l u 	 M f a l m e   w a   k i t a b u - E 	 E b o e k k o n i n g 	 E l .   k n y g s  v a l d o v a s 	 E - b o o k   k a r a l i s 	 E b o o k   k i n g 	 E b o o k   k i n g 	 E -   	 E b o o k   K i n g 	 
,
A

M
  
?

M
	 ,AM  8.M0>  	 	 				  				 	 	 	 	 	 	 	 R e i   d e   E b o o k 	 	 	 	 	 	 	 	 E b o o k   k i n g 	 H a r i   n g   E b o o k 	 R e i   d o   l i b r o   e l e c t r  n i c o 	 E z e   e b o o k 	 R    a n   r  o m h l e a b h a i r 
 
 S T R _ I D _ L A N G L N _ S K 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 S e n t e n c e   K i n g 	 S e n t e n c e   k i n g 	 S8	 S8	 S e n t e n c e   k i n g 	 R e y   d e   l a s   o r a c i o n e s 	 R o i   d e   p h r a s e 	 S a t z k  n i g 	 ;02=K9  ?>  ?@54;>65=8O<	 R e   d e l l a   f r a s e 	 EDC  'D,ED)	 S e n t e n c e   k i n g 	 S e n t e n c e   k i n g   	 V u a   c  u   	 S e n t e n c e   k i n g 	 S e n t e n c e   k i n g 	 8	G			G		8	  	?				 	 	 	 S e n t e n c e   k i n g 	 	 	 	 Z i n k o n i n g 	 	 	 S e n t e n c e   K i n g 	 	 	   	 	 	 3D7'F  ,EDG	 	   	   							  				 8
H


H

8
  
?
p

	 	 >@>;L  @5G5==O	 








  



	   	 I - S e n t e n c e   k i n g 	 I s i v a k a l i s i   e s i k h u l u 	 M f a l m e   w a   s e n t e n s i 	 S i n k o n i n g 	 P o s a k i s  v a l d o v a s 	 T e i k u m a   k a r a l i s 	 S e n t e n c e   k i n g 	 S e n t e n c e   k i n g 	   	 S e n t e n c e   K i n g 	 8
F
(
M
1
(
M

 8
M
  
?

M
	 ,>M_  8.M0>  	 	 					  				 	 	 	 	 	 	 	 R e i   d a s   s e n t e n  a s 	 	 	 	 	 	 	 	 S e n t e n c e   k i n g 	 H a r i   n g   P a n g u n g u s a p 	 R e i   d a   f r a s e 	 E z e   a h i r i o k w u 	 R    n a   h a b a i r t e 
 
 S T R _ I D _ L A N G L N _ C O U R S E M G R 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 C o u r s e   M a n a g e r 	 C o u r s e   m a n a g e r 	 N{t	 N{t	 1'12#+%1*9#	 A d m i n i s t r a d o r   d e   c u r s o s 	 G e s t i o n n a i r e   d e   c o u r s 	 K u r s m a n a g e r 	 8A?5BG5@  :C@A>2	 M a n a g e r   d e l   c o r s o 	 E/J1  'D/13	 G e s t o r   d o   c u r s o 	 K u r s   y  n e t i c i s i 	 V u a   k h  a   t r  n h 	 M a n a j e r   m o d u l 	 P e n g u r u s   k u r s u s 	 	K	0	M	8	  .	H	(	G		0		 	 	 	 C o u r s e   m a n a g e r 	 	 	 	 C u r s u s l e i d e r 	 	 	 A d m i n i s t r a r e   c u r s u r i 	 	 	   	 	 	 E/1  /H1G  "EH24	 	   	   									    										 
K
0
8
  .
H
(
G

0
	 	 5=5465@  :C@AV2	 









  





	   	 I m e n e n j a   y e k h o z i 	 U m l a w u l i   w e s i f u n d o 	 M e n e j a   w a   k o z i 	 K u r s u s b e s t u u r d e r 	 K u r s o   t v a r k y k l 	 K u r s u   p r v a l d n i e k s 	 K u r s u s e   h a l d u r 	 4a}hviak  teve{e	   	 A d m i n i s t r a t o r   c u r s u r i 	 
K
4
M
8
M
  .
>
(
G

0
M

 	 *> M_M0.  *0?>3  	 	 									  									 	 	 	 	 	 	 	 G e r e n t e   d e   c u r s o 	 	 	 	 	 	 	 	 I k a s t a r o   k u d e a k e t a 	 T i g a p a m a h a l a   n g   k u r s o 	 X e s t o r   d e   c u r s o 	 O n y e   i s i   k o o s u 	 B a i n i s t e o i r   c  r s a 
 
 S T R _ I D _ L A N G L N _ U P D A T E _ M E S S A G E 	 L a n g L n 	 P O P U P C O N F I R M 	 U p d a t i n g ,   P l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 fe-Nˊ
zP	 ck(Wfe
zP	 3%1-1@  B##-*1#9H	 A c t u a l i z a n d o ,   e s p e r e   p o r   f a v o r 	 M i s e      j o u r ,   v e u i l l e z   p a t i e n t e r 	 W i r d   a k t u a l i s i e r t ,   b i t t e   w a r t e n 	 1=>2;5=85.   >60;C9AB0,   ?>4>648B5. 	 A g g i o r n a m e n t o   i n   c o r s o ,   a t t e n d e r e 	 ,'1M  'D*-/J+, 'F*81	 A   a c t u a l i z a r ,   a g u a r d e 	 G  n c e l l e n i y o r ,   l  t f e n   b e k l e y i n   	 a n g   l  m   m i ,   i   m t   l  t 	 M e m p e r b a r u i ,   t u n g g u 	 M e n g e m a s   k i n i ,   s i l a   t u n g g u 	 	&	M	/	$	(	  	0	  0	9	>	  9	H	,   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G			 	 	 	 F r i s s  t  s ,   k  r e m   v  r j o n 	 	 	 	 B i j w e r k e n ,   e v e n   w a c h t e n 	 	 	 A c t u a l i z a r e    n   c u r s .   A _t e p t a ci 	 	 	 ,     	 	 	 /1  -'D  1H2"E/3'2  D7A'K  5(1  F/	 	   ,       . . . 	   					  				,   							  			  							  						 
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	 ,     	 U p d a t i n g ,   p l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 W e r k   t a n s   b y ,   w a g   a s s e b l i e f 	 U p d a t i n g ,   p l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 U p d a t i n g ,   p l e a s e   w a i t 	 	 	 	 					  			  			,   							  			  							  				 	 	 	 	 	 	 	 A t u a l i z a n d o ,   a g u a r d e 	 	 	 	 	 	 	 	 E g u n e r a t z e n ,   i t x a r o n   m e s e d e z 	 I n a - u p d a t e ,   p a k i h i n t a y 	 A c t u a l i z a n d o ,   p o r   f a v o r ,   e s p e r e 	 M b i d o , b i k o   c h e r e 	 A g   n u a s h o n r  ,   f a n   g o   f  i l l 
 
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 
 S T R _ I D _ L A N G L N _ R E G I S T E R 	 L a n g L n 	 I C O N T E X T 	 R e g i s t e r 	 R e g i s t e r 	 ;Q	 lQ	 %0@5"	 R e g i s t r a r 	 E n r e g i s t r e r 	 R e g i s t r i e r e n 	  538AB@0F8O	 R e g i s t r a 	 *3,JD	 R e g i s t a r 	 K a y d o l   	 n g   k  	 D a f t a r 	 M e n d a f t a r 	 0		?	8	M		0		 	 	 	 R e g i s z t r  l  s 	 	 	 	 R e g i s t r e r e n 	 	 	  n r e g i s t r a r e 	 	 	 	 	 	 +(*	 	 	   										 8
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 
 S T R _ I D _ L A N G L N _ D E L _ S E V E R A L 	 L a n g L n 	 I C O N T E X T 	 D e l e t e   S e v e r a l 	 D e l e t e   s e v e r a l 	 *RdYP	  RdY*N	 %+%2"#2"2#	 B o r r a r   v a r i o s 	 S u p p r i m e r   p l u s i e u r s 	 M e h r e r e   l  s c h e n 	 #40;8BL  G0ABL  >1J5:B>2	 E l i m i n a   m o l t i 	 E3-  9/)	 E l i m i n a r   v  r i o s 	 B i r k a    t a n e   s i l 	 X  a   n h i u   	 H a p u s   b e b e r a p a 	 P a d a m   b e b e r a p a 	 	(	G		  .	?		>				 	 	 	 T  b b   e l e m   t  r l  s e 	 	 	 	 D i v e r s e   v e r w i j d e r e n 	 	 	 ^t e r g e ci   u n e l e    n r e g i s t r r i 	 	 	   '   	 	 	 -0A  F/*'	 	   	   								  					  					 8
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 S T R _ I D _ L A N G L N _ R E G I S T E R _ M E S S A G E 1 	 L a n g L n 	 C 1 1 1 _ 1 	 P l e a s e   i n p u t   r e g i s t e r   c o d e , 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 ˊ8eQ;Qx	 eQlQx	 B#C*H#+1*%0@5": 	 P o r   f a v o r   i n t r o d u c i r   c  d i g o   d e   r e g i s t r o :   	 V e u i l l e z   e n t r e z   l e   c o d e   d  e n r e g i s t r e m e n t  : 	 B i t t e   R e g i s t r i e r c o d e   e i n g e b e n : 	 2548B5  :>4  @538AB@0F88: 	 I n s e r i s c i   c o d i c e   r e g i s t r a z i o n e : 	 #/.D  1E2  'D*3,JD	 I n t r o d u z a   c  d i g o   d e   r e g i s t o : 	 L  t f e n   k a y 1t   k o d u n u   g i r i n   	 N h p   m    n g   k  : 	 M a s u k k a n   k o d e   p e n d a f t a r a n : 	 S i l a   m a s u k k a n   k o d   p e n d a f t a r a n : 	 	C	*	/	>	  0		?	8	M		0	  	K	!	  &	0	M		<	  	0	G		: 	 	 	 	 K  r j  k   a d j a   m e g   a   r e g i s z t r  c i  s   k  d o t : 	 	 	 	 G e e f   d e   r e g i s t r a t i e c o d e : 	 	 	 V   r u g m   s   i n t r o d u c e ci   c o d u l   d e    n r e g i s t r a r e : 	 	 	   	 	 	 D7A'K  1E2  +(*  1'  H'1/  F/: 	 	           	   							  			  									  			  					  		: 	 
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	 	 C4L- ;0A:0,   2254VBL  @5TAB@0FV9=89  :>4	 





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	         : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 S l e u t e l   a s s e b l i e f   r e g i s t e r k o d e   i n : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 P l e a s e   i n p u t   r e g i s t e r   c o d e : 	 	 	 	 							  			  							  			  					  			: 	 	 	 	 	 	 	 	 I n s i r a   c  d i g o   d e   r e g i s t r o : 	 	 	 	 	 	 	 	 S a r t u   i z e n e m a t e   k o d e a   m e s e d e z : 	 P a k i p a s o k   a n g   c o d e   s a   p a g r e r e h i s t r o : 	 P o r   f a v o r ,   i n s i r a   o   c  d i g o   d e   r e x i s t r o : 	 B i k o   i n p u t u   r e j i s t a   k o o d u 	 I o n t r  i l   c  d   c l  r a i t h e   l e   d o   t h o i l : 
 
 S T R _ I D _ L A N G L N _ A B O U T 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 A b o u t 	 A b o u t 	 ܕe	 sQN	 @5H"'1	 A c e r c a   d e 	 A   p r o p o s   d e 	 I n f o 	   ?@>3@0<<5	 I n f o r m a z i o n i   s u 	 -HD	 A c e r c a 	 H a k k 1n d a   	 T h  n g   t i n 	 T e n t a n g 	 M e n g e n a i 	 	G	  ,	>	0	G	  .	G			 	 	 	 N  v j e g y 	 	 	 	 I n f o 	 	 	 D e s p r e 	 	 	 	 	 	 /1('1G	 	   	 						 8
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	 	 N g e 	 M a l u n g a 	 K u h u s u 	 O m t r e n t 	 A p i e 	 P a r 	 T e a v e : 	 >ack  ta}kv	 	 D e s p r e 	 
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 
 S T R _ I D _ L A N G L N _ A B O U T _ M E S S A G E 	 L a n g L n 	 U N L I M 	 E n g l i s h T o   v 2 . 0 \ n   C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n   D i g i d e a   a l l   r i g h t s   r e s e r v e d \ n   h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   a l l   r i g h t s   r e s e r v e d \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n x-Nx  Hr
k@b	g\ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n x-Nx  HrCg@b	g\ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   *'%4*44L\ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   t o d o s   l o s   d e r e c h o s   r e s e r v a d o s \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 A n g l a i s A v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   T o u s   d r o i t s   r  s e r v  s \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   A l l e   R e c h t e   v o r b e h a l t e n \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n ( !)   D i g i d e a ,   2 0 0 2 - 2 0 0 6   33. \ n A5  ?@020  70I8I5=K. \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   a l l   r i g h t s   r e s e r v e d \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 'F,DJ2J  'DJv 2 . 0 \ n   -BHB  'D7(92 0 0 2 - 2 0 0 6 \ n   E-AH8  'D-BHB\ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   a l l   r i g h t s   r e s e r v e d \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   a l l   r i g h t s   r e s e r v e d \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   a l l   r i g h t s   r e s e r v e d \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n H a k   C i p t a   2 0 0 2 - 2 0 0 6 \ n D i g i d e a   s e m u a   h a k   d i l i n d u n g i   u n d a n g - u n d a n g \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 I n g g e r i s K e   v 2 . 0 \ n H a k c i p t a 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   s e m u a   h a k   t e r p e l i h a r a \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n 	I	*	@	0	>			2 0 0 2 - 2 0 0 6 \ n D i g i d e a   8	0	M	5	>	'	?		>	0	  8	A	0		M	7	?	$	\ n h t t p : / / w w w . e n g l i s h t o . c o m 	 	 	 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   M i n d e n   j o g   f e n n t a r t v a ! \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 	 	 	 E n g l i s h T o   v 2 . 0 \ n A u t e u r s r e c h t   2 0 0 2 - 2 0 0 6 \ n D i g i d e a   a l l e   r e c h t e n   v o o r b e h o u d e n \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 	 	 E n g l i s h T o   v 2 . 0 \ n D r e p t   d e   a u t o r 2 0 0 2 - 2 0 0 6 \ n T o a t e   d r e p t u r i l e   r e z e r v a t e   D i g i d e a   \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 	 	   - 2 . 0   n \       2 0 0 2 - 2 0 0 6   n \         D i g i d e a   \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 	 	 E n g l i s h T o   v 2 . 0 \ n -B  F3.G  (1/'1  2 0 0 2   *'  2 0 0 6 \ n D i g i d e a DG  -BHB  E-AH8  '3*\ n h t t p : / / w w w . e n g l i s h t o . c o m 	 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 0 - 2 0 0 6 \ n D i g i d e a       : / / w w w . e n g l i s h t o . c o m 	   							  			. 	\ 		  							  				- 				\ 		  								  			  						  								  \ 		  h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n \ n !
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  \ n h t t p : / / w w w . e n g l i s h t o . c o m 	 	 E n g l i s h T o   v 2 . 0 \ n C o p y r i g h t 2 0 0 2 - 2 0 0 6 \ n D i g i d e a   2AV  ?@020  70AB5@565=V\ n h t t p : / / w w w . e n g l i s h t o . c o m 	 E n g l i s h T o   v 2 . 0 \ n   







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 S T R _ I D _ L A N G L N _ W K _ S E L E C T _ C O N T E N T 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 S e l e c t   c o n t e n t 	 S e l e c t   c o n t e n t 	 xdx[Q[	 	bf[`NQ[	 @%7-@7I-+2	 S e l e c c i o n a r   c o n t e n i d o   	 S  l e c t i o n n e r   c o n t e n u 	 I n h a l t   w  h l e n 	 K15@8B5  A>45@68<>5	 S e l e z i o n a   c o n t e n u t o 	 '.*J'1  'DE-*HJ'*	 S e l e c c i o n a r   c o n t e  d o 	 0 e r i k   s e    	 C h n   n i   d u n g     h c 	 P i l i h   k o n t e n 	 P i l i h   k a n d u n g a n 	 			G			  	A	(	G			 	 	 	 T a r t a l o m   k i v  l a s z t  s a 	 	 	 	 I n h o u d   s e l e c t e r e n 	 	 	 S e l e c t a ci   u n   c o n ci n u t 	 	 	   	 	 	 'F*.'(  E-*H'	 	   	   									  								  					 5
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 
 S T R _ I D _ L A N G L N _ W K _ A D D _ T O _ N O T E B O O K 	 L a n g L n 	 I C O N T E X T 	 A d d   t o   n o t e b o o k 	 A d d   t o   n o t e b o o k 	 ReQF{,g	 mR0R{,g	 @4H!%C*!816	 A  a d i r   a   l i b r e t a   d e   a p u n t e s 	 A j o u t e r      B l o c - n o t e s 	 Z u m   N o t e b o o k   h i n z u f  g e n 	 >1028BL  2  70?8A=CN  :=86:C	 A g g i u n g i   a   s e g n a l i b r o 	 '6'A)  'DJ  'DE0C1)	 A d i c i o n a r   a   c o n t e  d o 	 D e f t e r e   e k l e   	 T h  m   v  o   s   t a y 	 T a m b a h k a n   k e   n o t e b o o k 	 T a m b a h   b u k u   n o t a 	 (	K		,	A		  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   a   j e g y z e t e k h e z 	 	 	 	 A a n   n o t e b o o k   t o e v o e g e n 	 	 	 A d u g a r e    n   c a r n e t 	 	 	   	 	 	 'A2H/F  (G  /A*1  '//'4*	 	   	   							  			  					 (
K

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	 	 >40B8  4>  70?8A=8:0	 








  




	     	 E n g e z a   k w i n o t h i b h u k u 	 F a k a   k w i n c w a d i   y a m a n q a k u 	 o n g e z a   k i t a b u   c h a   m a t i n i 	 V o e g   b y   n o t a b o e k 	 P r i d t i   p r i e   u ~r a as  k n y g e l s 	 P i e v i e n o t   p i e z +m j u   g r m a t i Fa i 	 L i s a   m  r k m i k 	 1~elavel  ext	     	 A d u g a r e    n   c a r n e t 	 (
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	 (K,A0G  /K!(M$A	 	 									  			  				 	 	 	 	 	 	 	 A d i c i o n a r   a o   b l o c o   d e   n o t a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ C L E A R _ H I S T O R Y 	 L a n g L n 	 I C O N T E X T 	 C l e a r   h i s t o r y 	 C l e a r   h i s t o r y 	 nzzwkS	 nzzSS	 %I2#0'14	 B o r r a r   h i s t o r i a l 	 E f f a c e r   l  h i s t o r i q u e 	 V e r l a u f   l  s c h e n 	 G8AB8BL  8AB>@8N	 E l i m i n a   s t o r i a 	 E3-  *'1J.	 L i m p a r   h i s t  r i c o 	 G e  m i _i   s i l   	 X  a   c  c   g h i   c h  p   c i	 H a p u s   r i w a y a t 	 P a d a m   s e j a r a h 	 	$	?	9	>	8	  .	?		>				 	 	 	 E l Qz m  n y e k   t  r l  s e 	 	 	 	 G e s c h i e d e n i s   w i s s e n 	 	 	 ^t e r g e r e   i s t o r i c 	 	 	   	 	 	 ~'  1/F  *'1.G	 	   	   						  				  				 
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	   	 S u l a   u m l a n d o 	 S u s a   i m b a l i 	 T a n d u a   h i s t o r i a 	 W i s   g e s k i e d e n i s 	 I av a l y t i   i s t o r i j 	 N o t +r +t   v s t u r i 	 T  h j e n d a   a j a l u g u 	 Dael  zatxiuxvh	   	 ^t e r g e r e   i s t o r i c 	 9
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	 $?,C$M$?  >2?  0(M$A  	 	 						  								  				 	 	 	 	 	 	 	 R e m o v e r   h i s t  r i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ D E L _ F R O M _ N O T E B O O K 	 L a n g L n 	 I C O N T E X T 	 D e l e t e   n o t e 	 D e l e t e   n o t e 	 *RdF{	  Rd{	 %16	 B o r r a r   n o t a 	 S u p p r i m e r   n o t e 	 N o t i z   l  s c h e n 	 #40;8BL  ?@8<5G0=85	 E l i m i n a   n o t a 	 E3-  ED'-8'*	 E l i m i n a r   n o t a 	 N o t u   s i l   	 X  a   g h i   c h  p   	 H a p u s   c a t a t a n 	 P a d a m   n o t a 	 (	K		  .	?		>				 	 	 	 J e g y z e t   t  r l  s e 	 	 	 	 O p m e r k i n g   v e r w i j d e r e n 	 	 	 ^t e r g e r e   n o t i c	 	 	   	 	 	 -0A  '//'4*	 	   	   			  					  					 (
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	   	 S u s a   i n o t h i 	 C i m a   i n q a k u 	 F u t a   m a t i n i 	 S k r a p   n o t a 	 `a l i n t i   p a s t a b 	 D z s t   p i e z +m i 	 K u s t u t a   m  r k u s 	 Kv{el  vwxth	   	 ^t e r g e r e   n o t i c	 (
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	 (K  ,?2K*  0(M$A	 	 				  				 	 	 	 	 	 	 	 E x c l u i r   n o t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ W O R D _ L I S T 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 W o r d   l i s t 	 W o r d   l i s t 	 U^nU	 US͋Rh	 #2"2#3	 L i s t a   d e   p a l a b r a s 	 L i s t e   d e s   m o t s 	 W  r t e r l i s t e 	 !?8A>:  A;>2	 E l e n c a   p a r o l a 	 B'&E)  'DCDE'*	 L i s t a   d e   p a l a v r a s 	 K e l i m e   l i s t e s i   	 D a n h   s  c h   t   m i 	 D a f t a r   k a t a 	 S e n a r a i   p e r k a t a a n 	 6	,	M	&	  8	B		@		 	 	 	 S z  l i s t a 	 	 	 	 W o o r d e n l i j s t 	 	 	 L i s t   d e   c u v i n t e 	 	 	   	 	 	 D3*  H'G	 	   	   				  							 6
,
&
  8
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	 	 !?8A>:  A;V2	 





  



	   	 U h l u   l w a m a g a m a 	 U l u h l u   l w I g a m a 	 O r o d h a   y a   m a n e n o 	 W o o r d e l y s 	 }o d ~i s  s r a aa s 	 V r d u   s a r a k s t s 	 S  n a d e   l o e n d 	 2a|ek  avo	   	 L i s t   d e   c u v i n t e 	 *
&

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	 6,M&  $>2?>  	 	 				  							 	 	 	 	 	 	 	 L i s t a   d e   p a l a v r a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ P R O G R E S S _ S T A T U S 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 P r o g r e s s   s t a t u s 	 P r o g r e s s   s t a t u s 	 x[2^	 f[`Nۏ^	 *20'2!I2'+I2	 E s t a d o   d e   p r o g r e s o 	 E t a t   d e   p r o g r e s s i o n 	 V e r l a u f s s t a t u s 	 @>3@5AA	 S t a t o   a v a n z a m e n t o 	 -'D)  'D/1'3)	 E s t a d o   d e   p r o g r e s s o 	 0l e r l e m e   d u r u m u   	 T i n     h c 	 S t a t u s   p r o g r e s 	 S t a t u s   k e m a j u a n 	 *	M	0		$	?	  8	M	%	?	$	?		 	 	 	 H a l a d  s 	 	 	 	 V o o r t g a n g 	 	 	 S t a r e   e v o l u ci e 	 	 	   	 	 	 H69*  ~41A*	 	   	   								  							 *
M
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	 	 !B0=  28:>=0==O	 







  





	   	 I s i m o   s o k u q h u b e k a 	 I w o n g a   l o k u q h u b e l a   p h a m b i l i 	 H a d h i   y a   m a e n d e l e o 	 V o r d e r i n g s t a t u s 	 P a ~a n g o s   b ks e n a 	 P r o g r e s a   s t v o k l i s 	 E d e n e m i s e   o l e k 	 ?aatav  hvia	   	 S t a r e   e v o l u ci e 	 *
A
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
.
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	 *M0$?  8M%?$?  	 	 							  							 	 	 	 	 	 	 	 S t a t u s   d e   a n d a m e n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ T O _ B E _ L E A R N E D 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 T o   b e   l e a r n e d 	 T o   b e   l e a r n e d : 	 *gx[	 *gf[`N	 5H0@#5"#9I: 	 P a r a   a p r e n d e r : 	 A   a p p r e n d r e   : 	 Z u   l e r n e n : 	 0  87CG5=85	 D a   i m p a r a r e : 	 DE  J/13: 	 A   a p r e n d e r : 	  r e n i l e c e k 	 C h a   h c 	 U n t u k   d i p e l a j a r i : 	 U n t u k   d i p e l a j a r i : 	 8	@		>	  	>	(	>	  9	H	: 	 	 	 	 M e g t a n u l a n d  : 	 	 	 	 O m   t e   l e r e n 	 	 	 D e    n v ca t : 	 	 	 : 	 	 	 (1'  '/1: 	 	     	   		  					  			: 	 8
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
  /
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	 	 82G8B8	 







	 	 U k u f u n d w a 	 O k u z a k u f u n d w a 	 Y a   k u j i f u n z a 	 M o e t   n o g   g e l e e r   w o r d : 	 I am o k t i 	 J i e m c s 	  p p i d a 	 Mx~xelx  pata	     	 D e    n v ca t 	 *
 
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$
M
	 6?M7>  0?,>A  9G,  	 	 								 	 	 	 	 	 	 	 A   s e r   a p r e n d i d o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ T O _ B E _ R E V I E W E D 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 T o   b e   r e v i e w e d 	 T o   b e   r e v i e w e d : 	 *g_	 *g
Y`N	 5H0': 	 P a r a   r e p a s a r : 	 A   v  r i f i e r   : 	 Z u    b e r a r b e i t e n : 	 0  ?@>25@:C	 D a   r i v e d e r e : 	 DE  J1',9: 	 A   r e v e r : 	 0n c e l e n e c e k   	 C h a    n   l i 	 U n t u k   d i p e r i k s a   u l a n g : 	 U n t u k   d i s e m a k   s e m u l a : 	 8	.	@		M	7	>	  	@	  	>	(	@	  9	H	: 	 	 	 	  t t e k i n t e n d Q: 	 	 	 	 O m   n a   t e   k i j k e n 	 	 	 D e   r e c a p i t u l a t : 	 	 	 : 	 	 	 (1'  ('2F1: 	 	     	   		  										  				  			: 	 .
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	 	 5@53;O=CB8	 








  






	 	 U k u h l o l w a   n g a p h a m b i l i n i 	 O k u z a k u p h o n o n o n g w a 	 Y a   k u a n g a l i w a 	 M o e t   n o g   h e r s i e n   w o r d : 	 P e r ~i kr t i   	 J p r s k a t a 	  l e   v a a d a t a 	 Neavauelx  pata	     	 D e   r e c a p i t u l a t 	 
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	 8.@M7>  0?,>A  9G,  	 	 							  							 	 	 	 	 	 	 	 A   s e r   r e v i s t o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ N O T E B O O K 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 N o t e b o o k 	 N o t e b o o k : 	 F{,g	 {,g	 *!816: 	 L i b r e t a   d e   a p u n t e s : 	 B l o c - n o t e s   : 	 N o t i z b u c h : 	 0?8A=0O  :=86:0	 N o t e b o o k : 	 E0C1): 	 C a d e r n o : 	 N o t   D e f t e r i : 	 S   g h i   c h  p 	 B u k u   c a t a t a n : 	 B u k u   n o t a : 	 (	K		,	A		: 	 	 	 	 N o t e s z g  p : 	 	 	 	 K l a d b l o k 	 	 	 C a r n e t : 	 	 	 : 	 	 	 /A*1  '//'4*: 	 	 	   					: 	 (
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	  	 I n o t h i b h u k u 	 I n c w a d i   y a m a n q a k u 	 K i t a b u   c h a   m a t i n i 	 N o t a b o e k : 	 U ~r a as  k n y g e l 	 P i e z +m j u   g r m a t i Fa 	 S  l e a r v u t i 	 Oe	   	 C a r n e t 	 (
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	 ?*M*#@,9?  	 	 								 	 	 	 	 	 	 	 B l o c o   d e   n o t a s : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ A L L 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 A l l 	 A l l : 	 hQ	 hQ	 1I+!: 	 T o d o s : 	 T o u t   : 	 A l l e s : 	 A5	 T u t t o : 	 CD	 T u d o : 	 T  m  : 	 T o  n   b 	 S e m u a : 	 S e m u a : 	 8	-	@	: 	 	 	 	  s s z e s : 	 	 	 	 A l l e 	 	 	 T o a t e : 	 	 	 : 	 	 	 GEG: 	 	 	 			: 	 8
>
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	 	 AV	 


	 	 K o n k e 	 K o n k e 	 Z o t e 	 A l l e s : 	 V i s u s 	 V i s s 	 K  i k 	 2xlxh	 	 T o a t e 	 
2
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
	 8.8M$	 	 					 	 	 	 	 	 	 	 T o d o s : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ H E L P _ M E S S A G E 1 	 L a n g L n 	 U N L I M 	 h e l p   s t r i n g   1 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U^sO(ucWS\ n fLubNeW:yvQ]
N҉xeMOu
\a0\ n (WU^s-N	g	N.zU^x[e_U^x[0U^_TF{x[0\ n 	 US͋sO(ucWS\ n fLubNeVhNvQ]
N҉peW[.[^0\ n (WUS͋s-N	g	NyUS͋f[`Ne_US͋f[`N0US͋
Y`NT{f[`N0\ n 	 9H!7-9IC
I\ n +!2"@+8:   D--%H2*8A*8H!-1'@%5H!8!I2"-!1\ n C#0  W o r d   k i n g ,   !5  3   B+!*3+#1@#5"#9I3  1H7-2#@#5"#9I  2#'  A%0*!816\ n 	 G u  a   d e l   u s u a r i o \ n N o t a :   L o s   i c o n o s   d e   l a   p a r t e   i n f e r i o r   r e p r e s e n t a n   g r  f i c a m e n t e   l a s   t e c l a s   n  m e r o s   d e   l a   e s q u i n a   i z q u i e r d a   s u p e r i o r   e n   e l l o s . \ n   E n   e l   s i s t e m a   R e y   d e   l a s   P a l a b r a s ,   h a y   t r e s   m o d o s   p a r a   a p r e n d e r   u n a   p a l a b r a .     L o s   m i s m o s   s o n   a p r e n d e r ,   r e p a s a r   y   l i b r e t a   d e   a p u n t e s . \ n 	 G u i d e   d e   l  u t i l i s a t e u r \ n R e m a r q u e   :   L e s   i c  n e s   e n   b a s   m a p p e n t   l e s   b o u t o n s   d e s   n u m  r o s   d a n s   l e   c o i n   s u p  r i e u r   g a u c h e . \ n D a n s   l e   s y s t  m e   R o i   d e s   m o t s ,   i l   y   a   t r o i s   m o d e s   p o u r   a p p r e n d r e   u n   m o t .   I l s   s o n t   a p p r e n d r e ,   v  r i f i c a t i o n   e t   b l o c - n o t e s . \ n 	 B e n u t z e r a n l e i t u n g \ n H i n w e i s :   D i e   u n t e r e n   S y m b o l e   s t e l l e n   d i e   N u m m e r   o b e n   l i n k s   a u f   d e n   T a s t e n   d a r . \ n I m   W o r t k  n i g - S y s t e m   g i b t   e s   d r e i   M o d i   z u m   L e r n e n   e i n e s   W o r t e s .   D i e s e   s i n d   L e r n e n ,    b e r p r  f u n g   u n d   N o t e b o o k . \ n 	  C:>2>4AB2>  ?>;L7>20B5;O\ n @8<5G0=85.   =0G:8  2=87C  A>>B25BAB2CNB  :=>?:0<,   =><5@0  :>B>@KE  C:070=K  2  ;52><  25@E=5<  C3;C. \ n   AE5<5  ? ;02=K9  ?>  A;>20<?   5ABL  B@8  @568<0:   ? 7CG5=85? ,   ? @>25@:0?   8  ? 0?8A=0O  :=86:0? . \ n 	 G u i d a   u t e n t e \ n N o t a :   l e   i c o n e   i n   b a s s o   m a p p a n o   l e   c h i a v i   d e i   n u m e r i   s i l   t a s t o   i n   a l t o   a   s i n i s t r a . \ n N e l   s i s t e m a   d e l   r e   d e l l e   p a r o l e ,   c i   s o n o   t r e   m o d i   p e r   i m p a r a r e   u n a   p a r o l a : i m p a r a r e ,   r i v e d e r e   e   b l o c c o   n o t e s . \ n 	 '4'1)  'D'3*./'E\ n 'D9D'E)  *-*  4'4)  'D'3AD  **F'81  E9  EA*'-  'D'9DJ  'D'J31. \ n   F8'E  EDC  'DCDE'*  JH,/  +D'+  FE7  D*9DE: 9DE  'DCDE'*, E1',9)  CDE'*  H  9DE  'DE0C1)\ n 	 G u i a   d o   u t i l i z a d o r \ n N o t a :   O s    c o n e s   i n f e r i o r e s   q u e   r e p r e s e n t a m   a s   t e c l a s   d o   n  m e r o   n o   c a n t o   s u p e r i o r   e s q u e r d o . \ n N o   s i s t e m a   W o r d   k i n g ,   e x i s t e m   t r  s   m o d o s   p a r a   a p r e n d e r   u m a   p a l a v r a .   S  o   e l e s   A p r e n d e r ,   R e v e r   e   C a d e r n o . \ n 	 K u l l a n 1c 1  r e h b e r i \ n N o t :   A l t t a k i   i k o n l a r   s o l    s t   k  _e d e k i   n u m a r a l a r 1n   y e r i n i   g  s t e r i y o r . \ n W o r d   k i n g   s i s t e m i n d e   b i r   k e l i m e    r e n m e n i n       m o d u   b u l u n m a k t a .    r e n i y o r l a r   v e   i n c e l i y o r l a r . \ n 	 V u a   t   m i \ n   G h    t h m : \ n   P h  m   1 :   c h     l y   t \   c h     c \ n   P h  m   2 :   t   t i p   t h e o \ n   H c   t p : \ n   P h n   m m   b  n   t r  i :   h i n   t h   g i i   t h  c h \ n 	 P a n d u a n   p e n g g u n a \ n C a t a t a n :   I k o n   d i   b a g i a n   b a w a h   m e m e t a k a n   t o m b o l   a n g k a   d i   s u d u t   k i r i   a t a s   . \ n   D a l a m   s i s t e m   W o r d   k i n g   t e r d a p a t   t i g a   m o d u s   u n t u k   p e m b e l a j a r a n   s a t u   k a t a .   T i g a   m o d u s   t e r s e b u t   a d a l a h   p e m b e l a j a r a n ,   p e m e r i k s a a n   u l a n g ,   d a n   b u k u   c a t a t a n . \ n 	 P a n d u a n   P e n g g u n a \ n N o t a :   I k o n   b a w a h   m e m e t a k a n   k e k u n c i   b a g i   n o m b o r   d i   k i r i   a t a s n y a . \ n D a l a m   s i s t e m   W o r d   k i n g ,   t e r d a p a t   t i g a   m o d   u n t u k   m e m p e l a j a r i   s a t u   p e r k a t a a n .   I a n y a   a d a l a h   m e m p e l a j a r i ,   m e n y e m a k   s e m u l a ,   d a n   b u k u   n o t a . \ n 	 	>		!	  	8	M	$	G	.	>	2	  	0	G		  (	K		:   (	?		2	G	  			I	(	  6	@	0	M	7	  ,	>			  	K	(	G	  	@	  8			M	/	>	  	@	  	A			?	/	K		  	K	  		(	  *	0	  .	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	   \ n   :            ,         .   \ n        ,             ( )   .   ,   ,        . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 G e b r u i k e r s g i d s \ n N o t a :   D i e   o n d e r s t e   i k o n e   b e e l d   d i e   t o e t s e   u i t   v a n   d i e   s y f e r   o p   d i e   b o o n s t e   l i n k e r h o e k . \ n I n   d i e   W o o r d k o n i n g s t e l s e l   i s   d a a r   d r i e   m o d u s s e   v i r   d i e   l e e r   v a n   ' n   w o o r d ,   n a a m l i k   l e e r ,   h e r s i e n   e n   n o t a b o e k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 U s e r   g u i d e \ n N o t e :   T h e   b o t t o m   i c o n s   m a p p i n g   t h e   k e y s   o f   t h e   n u m b e r   t o p   l e f t   c o r n e r   o n   t h e m . \ n I n   W o r d   k i n g   s y s t e m ,   t h e r e   a r e   t h r e e   m o d e s   f o r   l e a r n i n g   o n e   w o r d .   T h e y   a r e   l e a r n i n g ,   r e v i e w   a n d   n o t e b o o k . \ n 	 	 	 	 												  				\ n 				:   					  									  			  			  				  				  				  					  						  			  				\ n   				  			  							,   			  				  							  						  			  				  								  				  						,   							  			  								\ n 	 	 	 	 	 	 	 	 G u i a   d o   U s u  r i o \ n N o t a :   O s    c o n e s   i n f e r i o r e s   m a p e a n d o   a s   c h a v e s   d o   c a n t o   s u p e r i o r   e s q u e r d o   c o m   n  m e r o   n e l e s . \ n N o   s i s t e m a   d e   R e i   d e   p a l a v r a s   h    t r  s   m o d o s   p a r a   a p r e n d e r   u m a   p a l a v r a .   S  o   e l e s :   a p r e n d i z a d o ,   r e v i s  o   e   b l o c o   d e   n o t a s . \ n 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ H E L P _ M E S S A G E 2 	 L a n g L n 	 U N L I M 	 h e l p   s t r i n g   2 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 k.ze_g} pa 0 Ta 0 Ta 0 T,nf T T,nf NPk0\ n  pa \ n u1 N NPU^\ n 	 kye_O~ Omȉ_ 0 zT_ 0 T_ 0 zTKmՋ T TKmՋ N*N6k0\ n  Omȉ_ \ n .1 N N*NUS͋\ n 	 5   *20,   *A,   2#@#5"  F N   ( H2#0@ @G 2)21'@-) ,   2#@#5"  N F   (  2)21'@-@GH2#0@() ,   2#*-  F N   A%02#*-  N F   0#2 2"CIAH%0B+!\ n *20  " *A" \ n 8H!  1 :   31D\ n 	 L a s   c i n c o   e t a p a s ,   E s c a n e a r ,   a p r e n d i z a j e   F N ( e x t r a n j e r o   a   n a t i v o ) ,   a p r e n d i z a j e ,   N F ( n a t i v o   a   e x t r a n j e r o ) ,   p r u e b a   F N   y   p r u e b a   N F ,   t o d o s   a p a r e c e n   d e b a j o   d e   c a d a   m o d o   . \ n " E s c a n e a r "   e t a p a \ n T e c l a 1 :   P a l a b r a   s i g u i e n t e \ n 	 L e s   c i n q   s t a g e s ,   B a l a y e r ,   a p p r e n t i s s a g e   F N   (  t r a n g e r      n a t i f ) ,   a p p r e n t i s s a g e   N F   ( n a t i f       t r a n g e r ) ,   t e s t   F N   e t   t e s t   N F ,   a p p a r a i s s e n t   t o u s   s o u s   c h a q u e   m o d e . \ n S t a g e   " B a l a y e r " \ n B o u t o n   1   :   M o t   s u i v a n t \ n 	 D i e   f  n f   A b s c h n i t t e   S c a n n e n ,   F N -   ( a u s l  n d i s c h   z u   h e i m i s c h )   L e r n v o r g a n g ,   N F -   ( h e i m i s c h   z u   a u s l  n d i s c h )   L e r n v o r g a n g ,   F N - T e s t   u n d   N F - T e s t   e r s c h e i n e n   a l l e   u n t e r   d e m   j e w e i l i g e n   M o d u s . \ n " S c a n n e n " - A b s c h n i t t \ n T a s t e   1 :   N  c h s t e s   W o r t \ n 	 5   @568<>2,   !:0=8@>20=85,   ( 8=>AB@0==K9  =0  4><0H=89)   >1CG5=85,   ( 4><0H=89  =0  8=>AB@0==K9)   >1CG5=85,     B5AB  8    B5AB,   2A5  ?>O2;ONBAO  2  :064><  @568<5. \ n   " !:0=8@>20=85"   @568<  \ n   ;028H0  1 :   !;54CNI55  A;>2>\ n 	 L e   c i n q u e   f a s i ,   c e r c a ,   a p p r e n d i m e n t o   F N   ( d a   l i n g u a   s t r a n i e r a   a   m a d r e l i n g u a )   ,   a p p r e n d i m e n t o   N F   ( d a   m a d r e l i n g u a   a   l i n g u a   s t r a n i e r a ) ,   t e s t   F N   e   t e s t   N F ,   s o n o   a p p a r s i   t u t t i   i n   c i a s c u n a   m o d a l i t  . \ n F a s e   " R i c e r c a "   \ n T a s t o   1 :   P a r o l a   s u c c e s s i v a \ n 	 .E3)  E1'-D, '3*91'6, *9DE  **'(9J), *9DE  ('F*,'G  'D9C3J,   A-5  **'(9J), A-5  ('F*,'G  'D9C3J. \ n *9DE  'D'3*91'6\ n   'DCDE)  'D*'DJ)\ n 	 A s   c i n c o   e t a p a s ,   D i g i t a l i z a r ,   a p r e n d i z a g e m   E N   ( d e   e s t r a n g e i r o   a   n a t i v o ,   t e s t e   E N   e   t e s t e   N E ,   s  o   a p r e s e n t a d o s   s o b   c a d a   m o d o . \ n " T e c l a   " D i g i t a l i z a r "   1 :   P r  x i m a   p a l a v r a 	 B e _  a _a m a ,   T a r a m a ,   F N   ( y a b a n c 1  d i l d e n   a n a   d i l e )    r e n m e ,   N F   ( a n a   d i l d e n   y a b a n c 1  d i l e )    r e n m e ,   F N   t e s t i   v e   N F   t e s t i n i n   t  m    h e r   m o d d a   g  r  n  y o r . \ n " T a r a m a "   a _a m a s 1\ n A n a h t a r   1 :   S o n r a k i   k e l i m e \ n 	 T r n g   t h  i   g h i   n h \ n   P h  m   1 : q u  n \ n   P h  m   2 :   m   h \ n   P h  m   3 : n h   k \ n   P h  m   4 : d \ n   K i m   t r a \ n   P h  m   1 ~ 4 :   c h n   A ~ D 	 L i m a   t a h a p a n ,   p e m b e l a j a r a n   S c a n ,   F N   ( a s i n g   k e   a s l i ) ,   p e m b e l a j a r a n   N F   ( a s l i   k e   a s i n g ) ,   u j i a n   F N ,   d a n   u j i a n   N F ,   s e m u a n y a   m u n c u l   d a l a m   s e t i a p   m o d u s . \ n T a h a p   " S c a n " \ n T o m b o l   1 :   K a t a   b e r i k u t n y a \ n 	 L i m a   a r a s   t e r s e b u t ,   I m b a s ,   p e m b e l a j a r a n   F N   ( a s i n g   k e   i b u n d a ) ,   p e m b e l a j a r a n   N F   ( i b u n d a   k e   a s i n g ) ,   u j i a n   F N   d a n   u j i a n   N F ,   s e m u a   m u n c u l   p a d a   s e t i a p   m o d . \ n a r a s   " I m b a s " \ n K e k u n c i   1 :   P e r k a t a a n   s e t e r u s n y a \ n 	 *	>			  	0	#	,   8	M		H	(	,   F N   ( 5	?	&	G	6	@	  8	G	  &	G	6	@	)   6	?		M	7	>	,   N F   ( &	G	6	@	  8	G	  5	?	&	G	6	@	)   6	?		M	7	>	,   F N   	H	8	M		  	0	  N F   	H	8	M		,   8	-	@	  *	M	0	$	M	/	G		  .	K	!	  	G	  		$	0	M		$	  *	M	0	&	0	M	6	?	$	  9	K	$	G	  9	H		.   \ n " 8	M		H	(	"   	0	#		A			@	  1 :   		2	>	  6	,	M	&	\ n 	 	 	 	 A z    t   s z a k a s z ,   S c a n   ( K e r e s  s ) ,   F N   ( f o r e i g n   t o   n a t i v e      i d e g e n r Ql   a n y a n y e l v r e )   t a n u l  s ,   N F   ( n a t i v e   t o   f o r e i g n      a n y a n y e l v r Ql   i d e g e n   n y e l v r e )   t a n u l  s ,   F N   t e s z t    s   N F   t e s z t ,   a m e l y e k   m i n d e g y i k   m  d b a n   s z e r e p e l n e k . \ n A    S c a n    s z a k a s z \ n 1 .   g o m b :   K  v e t k e z Q  s z  \ n 	 	 	 	 D e   v i j f   s t a p p e n ,   S c a n n e n ,   F N - l e r e n   ( v a n   v r e e m d e   n a a r   e i g e n   t a a l )   l e r e n ,   N F - l e r e n   ( v a n   e i g e n   n a a r   v r e e m d e   t a a l ) ,   F N - t e s t   e n   N F - t e s t   v e r s c h i j n e n   a l l e   o n d e r   e l k e   m o d u s . \ n " S c a n " - s t a o \ n T o e t s   1 :   V o l g e n d e   w o o r d \ n 	 	 	 C e l e   c i n c i   e t a p e ,   s c a n a r e ,    n v ca r e   F N   ( d i n s p r e   l i m b a   s t r i n    n s p r e   l i m b a   m a t e r n ) ,    n v ca r e   N F   ( d i n s p r e   l i m b a   m a t e r n    n s p r e   l i m b a   s t r i n ) ,   t e s t   F N   _i   t e s t   N T   s u n t   d i s p o n i b i l e   p e n t r u   f i e c a r e   d i n t r e   a c e s t e   m o d u r i . \ n E t a p a   d e    s c a n a r e  \ n T a s t a   1 :   U r m t o r u l   c u v  n t \ n 	 	 	     ,     F N     (   ) ,     N F   (   ) ,     F N ,     N F ,             . n \   " " n \   1 :     n \ 	 	 	 ~F,  E1-DG  E1H1  319  '/1  F N   ( '2  2('F  E'/1  G  .'1,)   '/1  N F   ( '2  2('F  E'/1  (G  .'1,)   "2EHF  F N   H  "2EHF  N F   GE  21  G1    '2  -'D*  G'  FE'4  /'/G  E  4H/. \ n E1-DG  " E1H1  319" \ n D/  1 :   H'G  (9/\ n   	 	     : \ n   1 :   \ n     2 :   D i m \ n     3 :     \ n       4 :   \ n   : \ n     1 ~ 4 :     A ~ D . 	 						  						,   							,   		. 		  (   						  				  								)   						,   		. 		  ( 								  				  						)   						,   		. 		  							  	  		. 		  							,   										  					  				  								  \ 		 							   						  \ 		  		  	:   				  				\ 				 /
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" 	   ,   ,    (   )   ,    (   )   ,             ,           . \ n   " " " " \ n     1 :       \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 D i e   v y f   s t a d i u m s ,   S k a n d e e r ,   F N - l e e r   ( v r e e m d   n a   b e k e n d ) ,   N F - l e e r   ( b e k e n d   n a   v r e e m d ) ,   F N - t o e t s   e n   N F - t o e t s ,   v e r s k y n   a l m a l   o n d e r   e l k e   m o d u s . \ n " S k a n d e e r s t a d i u m " \ n T o e t s   1 :   V o l g e n d e   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 T h e   f i v e   s t a g e s ,   S c a n ,   F N   ( f o r e i g n   t o   n a t i v e )   l e a r n i n g ,   N F   ( n a t i v e   t o   f o r e i g n )   l e a r n i n g ,   F N   t e s t   a n d   N F   t e s t ,   a r e   a l l   a p p e a r e d   u n d e r   e a c h   m o d e . \ n " S c a n "   s t a g e \ n K e y   1 :   N e x t   w o r d \ n 	 	 	 	 						  				,   					,   				  ( 							  			  							)   						,   				  ( 								  			  						)   						,   				  							  			  				  							,   				  									  				  								  					  			\ n " 					"   				\ n   		  1 :   							  				\ n 	 	 	 	 	 	 	 	 O s   c i n c o   e s t  g i o s ,   P r o c u r a ,   A p r e n d i z a d o   F N   ( e s t r a n g e i r o   p a r a   n a t i v o ) ,   A p r e n d i z a d o   N F   ( n a t i v o   p a r a   e s t r a n g e i r o ) ,   T e s t e   F N   e   T e s t e   N F ,   a p a r e c e r a m   t o d o s   s o b   c a d a   m o d o . \ n E s t  g i o   " P r o c u r a " \ n C h a v e   1 :   P r  x i m a   p a l a v r a \ n 
 
 S T R _ I D _ L A N G L N _ W K _ H E L P _ M E S S A G E 3 	 L a n g L n 	 U N L I M 	 h e l p   s t r i n g   3 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 u5 S^!j_/ !j_\ n u6 U^|vr\ n  Ta T Ta v,{ NPLub\ n u1 o:yT{Hh\ n  Ta T Ta v,{NPLub\ n 	 .5 S͋!j_/ !j_\ n .6 US͋SX\ n  zT_ T T_ v,{ N*NLub\ n .1 >f:yT{Hh\ n  zT_ T T_ v,{N*NLub\ n 	 8H!  5 :   B+!@-#L@-#L/ B+!2#-H2\ n 8H!  6 :   %3B\ n +I2-A#-*20  " 2#@#5"  F N "   A%0  " 2#@#5"  N F " \ n 8H!  1 :   A*3-\ n +I2-5H*--*20  " 2#@#5"  F N "   A%0  " 2#@#5"  N F " \ n 	 T e c l a   5 :   M o d o   c u r s o r / M o d o   l e c t u r a \ n T e c l a   6 :   B o c i n a \ n L a   p r i m e r a   p a n t a l l a   d e   " a p r e n d i z a j e   F N   "   y   " a p r e n d i z a j e   N F   "   e t a p a s \ n T e c l a   1 :   B o c i n a \ n L a   p r i m e r a   p a n t a l l a   d e   " a p r e n d i z a j e   F N   "   y   " a p r e n d i z a j e   N F   "   e t a p a s \ n T e c l a 1 : 	 B o u t o n   5  :   M o d e   C u r s e u r / M o d e   L e c t u r e \ n B o u t o n   6   :   H a u t - p a r l e u r \ n L e   p r e m i e r    c r a n   d e s   s t a g e s   d e   " A p p r e n t i s s a g e   F N "   e t   d e   " A p p r e n t i s s a g e   N F " \ n B o u t o n   1   :   A f f i c h e r   l e s   r  p o n s e s \ n L e   d e u x i  m e    c r a n   d e s   s t a g e s   d e   " A p p r e n t i s s a g e   F N "   e t   d e   " A p p r e n t i s s a g e   N F " \ n 	 T a s t e   5 :   C u r s o r - M o d u s / L e s e m o d u s \ n T a s t e   6 :   S p r e c h e r \ n D e r   e r s t e   B i l d s c h i r m   d e r   A b s c h n i t t e   " F N - L e r n v o r g a n g "   u n d   " N F - L e r n v o r g a n g " \ n T a s t e   1 :   A n t w o r t e n   a n z e i g e n \ n D e r   z w e i t e   B i l d s c h i r m   d e r   A b s c h n i t t e   " F N - L e r n v o r g a n g "   u n d   " N F - L e r n v o r g a n g " \ n 	 =>?:0  5 :    568<  :C@A>@0/  568<  GB5=8O\ n =>?:0  6 :   8=0<8:\ n 5@2K9  M:@0=  AB0489  " " 7CG5=85  F N " "   8  " " 7CG5=85  N F " " \ n =>?:0  1 :   >:070BL  >B25BK\ n B>@>9  M:@0=  AB0489  " " 7CG5=85  F N " "   8  " " 7CG5=85  N F " " \ n 	 T a s t o   5 :   M o d a l i t    c u r s o r e / M o d a l i t    l e t t u r a \ n T a s t o   6 :   A l t o p a r l a n t e \ n L a   p r i m a   s c h e r m a t a   d e l l e   f a s i   " A p p r e n d i m e n t o   F N "   e   " A p p r e n d i m e n t o   N F " \ n T a s t o   1 :   M o s t r a   r i s p o s t e \ n L a   s e c o n d a   s c h e r m a t a   d e l l e   f a s i   " A p p r e n d i m e n t o   F N "   e   " A p p r e n d i m e n t o   N F " \ n 	 EA*'-5 : FE7  'DE#41)\ FE7  'DB1'!)\ EA*'-6 : 5H*  'DCDE)\ n   *9DE  **'(9J)  H  *9DE  ('F*,'G  'D9C3J  GJ  4'4)  'HD'\ n EA*'-1 : 916  'DF*J,)\ n *9DE  **'(9J)  H  *9DE  ('G*,'G  'D9C3J  GJ  4'4)  'D+'FJ	 T e c l a   5 :   M o d o   c u r s o r / M o d o   L e i t u r a \ n T e c l a   6 :   P r o n  n c i a \ n O   p r i m e i r o   e c r    d a s   e t a p a s     " A p r e n d i z a g e m   E N "   e   " A p r e n d i z a g e m   N E " \ n T e c l a   1 :   M o s t r a r   R e s p o s t a s \ n O   s e g u n d o   e c r    d a s   e t a p a s   " A p r e n d i z a g e m   E N "   e   " A p r e n d i z a g e m   N E " \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 P h  m   5 c h     l y   t   / c h     c \ n P h  m   6 p h  t    m   t   m i \ n T i p   d i n   t h   n h t   " n h   t h u n " v  " n h   x u  i " \ n P h  m   1 h i n   t h    p    n \ n T i p   d i n   t h   h a i   " n h   t h u n " v  " n h   x u  i " \ n 	 T o m b o l   5 :   M o d u s   k u r s o r / M o d u s   b a c a \ n T o m b o l   6 :   P e n u t u r \ n L a y a r   p e r t a m a   t a h a p a n   " P e m b e l a j a r a n   F N "   d a n   " P e m b e l a j a r a n   N F " \ n T o m b o l   1 :   T a m p i l k a n   J a w a b a n \ n L a y a r   k e d u a   p a d a   t a h a p a n   " P e m b e l a j a r a n   F N "   d a n   " P e m b e l a j a r a n   N F " \ n 	 K e k u n c i   5 :   M o d   k u r s o r / M o d   p e m b a c a a n \ n K e k u n c i   6 :   P e m b a s a r   s u a r a \ n S k r i n   p e r t a m a   b a g i   a r a s   " p e m b e l a j a r a n   F N "   d a n   " p e m b e l a j a r a n   N F "   \ n K e k u n c i   1 :   T u n j u k   J a w a p a n \ n S k r i n   k e d u a   b a g i   a r a s   " p e m b e l a j a r a n   F N "   d a n   " p e m b e l a j a r a n   N F " \ n 	 	A			@	  5 :   	0	M	8	0	  .	K	!	/ 0	@	!	?			  .	K	!	/ \ n 	A			@	  6 :   \ n 8	M	*	@		0	  " F N   2	0	M	(	?			"   	0	  " N F   2	0	M	(	?			"   	0	#	K		  	>	  *	9	2	>	  8	M		M	0	@	(	\ n 	A			@	  1 :   		$	M	$	0	  &	?		>			  " F N   2	0	M	(	?			"   	0	  " N F   2	0	M	(	?			"   	0	#	K		  	>	  &	B	8	0	>	  8	M		M	0	@	(	\ n 	 	 	 	 5 .   g o m b :   K u r z o r   m  d / O l v a s  s   m  d \ n 6 .   g o m b :   H a n g s z  r  \ n A z    F N   l e a r n i n g    ( F N   t a n u l  s )    s    N F   l e a r n i n g    ( N F   t a n u l  s )   s z a k a s z o k   e l s Q  k  p e r n y Qj e \ n 1 .   g o m b :   V  l a s z o k   m e g j e l e n  t  s e \ n A z    F N   l e a r n i n g    ( F N   t a n u l  s )    s    N F   l e a r n i n g    ( N F   t a n u l  s )   s z a k a s z o k   m  s o d i k   k  p e r n y Qj e \ n 	 	 	 	 T o e t s   5 :   C u r s o r s t a n d / L e e s s t a n d \ n T o e t s   6 :   L u i d s p r e k e r \ n H e t   e e r s t e   s c h e r m   v a n   d e   s t a p p e n   " F N - l e r e n "   e n   " N F - l e r e n " \ n T o e t s   1 :   A n t w o o r d e n   t o n e n \ n H e t   t w e e d e   s c h e r m   v a n   d e   s t a p p e n   " F N - l e r e n "   e n   " N F - l e r e n " \ n 	 	 	 T a s t a   5 :   m o d   c u r s o r / m o d   d e   c i t i r e \ n T a s t a   6 :   D i f u z o r \ n P r i m u l   e c r a n   d i n   e t a p e l e     n v ca r e   F N    _i     n v ca r e   N F  \ n T a s t a   1 :   a f i _a r e   r s p u n s u r i \ n A l   d o i l e a   e c r a n   d i n   e t a p e l e     n v ca r e   F N    _i     n v ca r e   N F  \ n 	 	 	   5 :     /   n \   6 :   n \           F N   - N F .       1 :     n \           F N   - N F 	 	 	 D/  5 :   -'D*  E'F  FE'/ -'D*  .H'F/F\ n D/  6 :   (DF/H\ n 'HDF  5A-G  E1'-D  " '/1  F N "   H  " '/1  N F " \ n D/  1 :   ~'3.  G'  1'  F4'F  E  /G/\ n /HEF  5A-G  E1'-D  " '/1  F N "   H  " '/1  N F " \ n 	 	 	 		  	:   						  			/ 				  			\ 		  		  	:   					\ 		   		. 		  						   	   		. 		  						   											  					  							  \ 		  			  									  					  \ 		  		. 		  						   	   		. 		  						   											  							  								 	 	 	 

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  \ n " 	   5 :     /   \ n     6 :   \ n   " "    " "   " "    " "       \ n   1 :       \ n " "    " "     " "    " "         \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 T o e t s   5 :   M e r k e r m o d u s / L e e s m o d u s \ n T o e t s   6 :   L u i d s p r e k e r \ n D i e   e e r s t e   s k e r m   o f   " F N - l e e r "   e n   " N F - l e e r "   s t a d i u m s \ n T o e t s   1 :   W y s   a n t w o o r d e \ n D i e   t w e e d e   s k e r m   v a n   " F N - l e e r "   e n   " N F - l e e r "   s t a d i u m s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 K e y   5 :   C u r s o r   m o d e / R e a d i n g   m o d e \ n K e y   6 :   S p e a k e r \ n T h e   f i r s t   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n K e y   1 :   S h o w   A n s w e r s \ n T h e   s e c o n d   s c r e e n   o f   " F N   l e a r n i n g "   a n d   " N F   l e a r n i n g "   s t a g e s \ n 	 	 	 	 		  5 :   							  			/ 			  			\ n 		  6 :   					\ n 					  									  				  " 				  						"   			  " 				  						"   	  									" \ n 		  1 :   					  								\ n 							  									  " 				  						"   			  " 				  						"   	  									\ n 	 	 	 	 	 	 	 	 T e c l a   5 :   M o d o   d e   c u r s o r / M o d o   d e   l e i t u r a \ n C h a v e   6 :   A l t o - f a l a n t e \ n A   p r i m e i r a   t e l a   d o s   e s t  g i o s   " A p r e n d i z a d o   F N "   e   " A p r e n d i z a d o   N F " \ n C h a v e   1 :   M o s t r a r   r e s p o s t a s \ n A   s e g u n d a   t e l a   d o s   e s t  g i o s   " A p r e n d i z a d o   F N "   e   " A p r e n d i z a d o   N F " \ n 
 
 S T R _ I D _ L A N G L N _ W K _ H E L P _ M E S S A G E 4 	 L a n g L n 	 U N L I M 	 h e l p   s t r i n g   4 	 K e y   1 ~ 6 :   F o r g o t t e n ,   D i m ,   R e m e m b e r e d ,   E a s y ,   C u r s o r   m o d e / R e a d i n g   m o d e ,   S p e a k e r \ n " F N   t e s t "   a n d   " N F   t e s t "   s t a g e s \ n K e y   1 ~ 4 :   A ~ D \ n K e y   6 :   S p e a k e r . 	 u1 ~ 6 _!j|OO[fS^!j_/ !j_U^|vr\ n    T,nf T T,nf \ n u1 ~ 4 xA ~ D \ n u6 U^|vr	 .1 ~ 6 _!j|OO[fS͋!j_/ !j_US͋SX\ n  zTKmՋ T TKmՋ \ n .1 ~ 4 	yA ~ D \ n .6 US͋SX	 8H!  1 ~ 6 :   B+!%7!,   !1',   3DI,   H2",   @-#L@-#L/ B+!2#-H2,   %3B\ n *20  " 2#*-  F N "   A%0  " 2#*-  N F " \ n 8H!  1 ~ 4 :   A ~ D \ n 8H!  6 :   %3B	 T e c l a   1 ~ 6 :   O l v i d a d o ,   T e n u e ,   R e c o r d a d o ,   F  c i l ,   M o d o   c u r s o r / M o d o   l e c t u r a ,   B o c i n a \ n " P r u e b a   F N "   y   " P r u e b a   N F   "   e t a p a s \ n T e c l a   1 ~ 4 :   A ~ D \ n T e c l a   6 :   B o c i n a .   	 B o u t o n s   1 ~ 6   :   O u b l i  ,   F o n c  ,   S o u v e n u ,   F a c i l e ,   M o d e   C u r s e u r / M o d e   L e c t u r e ,   H a u t - p a r l e u r \ n " S t a g e s   d e   T e s t   F N "   e t   " T e s t   N F "   \ n B o u t o n s   1 ~ 4   :   A ~ D \ n B o u t o n   6   :   H a u t   p a r l e u r . 	 T a s t e   1 ~ 6 :   V e r g e s s e n ,   S c h w a c h ,   E r i n n e r t ,   E i n f a c h ,   C u r s o r - M o d u s / L e s e m o d u s ,   S p r e c h e r \ n " F N - T e s t " -   u n d   " N F - T e s t " - A b s c h n i t t \ n T a s t e   1 ~ 4 :   A ~ D \ n T a s t e   6 :   S p r e c h e r . 	 =>?:0  1 ~ 6 :   01K;,   ?;>E>  ?><=8B,   ?><=8B,   ;53:>,   @568<  :C@A>@0/  568<  GB5=8O,   48=0<8:\ n " " F N - B5AB" "   8  " " N F - B5AB" " \ n =>?:0  1 ~ 4 :   A ~ D \ n =>?:0  6 :   8=0<8:. 	 T a s t o   1 ~ 6 :   D i m e n t i c a t o ,   R e g o l a ,   R i c o r d a t o ,   F a c i l e ,   M o d a l i t    c u r s o r e / M o d a l i t    l e t t u r a ,   A l t o p a r l a n t e \ n F a s i   " T e s t   F N "   e   " T e s t   N F " \ n T a s t o   1 ~ 4 :   A ~ D \ n T a s t o   6 :   A l t o p a r l a n t e . 	 EA*'-1 Q6 : F3J'F, .'A*, 0C1, 3GD, FE7  'DE#41)\ FE7  'DB1'!), 5H*  'DCDE)\ n   A-5  **'(9J)  H  A-5  ('F*,'G  'D9C3J\ n EA*'-1 Q4 : A ~ D \ n EA*'-6 : 5H*	 T e c l a   1 ~ 6 :   E s q u e c i d a s ,   I n c e r t a ,   R e c o r d a d a ,   F  c i l ,   M o d o   C u r s o r / M o d o   L e i t u r a ,   P r o n  n c i a \ n E t a p a s   " T e s t e   E N "   e   " T e s t e   N E " \ n T e c l a   1 ~ 4 :   A ~ D \ n T e c l a   6 :   P r o n  n c i a . 	 K e y   1 ~ 6 :   F o r g o t t e n ,   D i m ,   R e m e m b e r e d ,   E a s y ,   C u r s o r   m o d e / R e a d i n g   m o d e ,   S p e a k e r \ n " F N   t e s t "   a n d   " N F   t e s t "   s t a g e s \ n K e y   1 ~ 4 :   A ~ D \ n K e y   6 :   S p e a k e r . 	 P h  m 1 ~ 6 q u  n n h m   l n n h   k d c h     l y   t / c h     c p h  t    m   t   m i \ n C h    n h   t h u n "   v  " n h   x u  i " \ n P h  m 1 ~ 4 c h n   A ~ D \ n P h  m 6 p h  t    m   t   m i 	 T o m b o l   1 ~   6 :   L u p a ,   R e d u p ,   D i i n g a t ,   M u d a h ,   m o d u s   K u r s o r / m o d e   B a c a ,   P e n u t u r \ n t a h a p a n   " U j i a n   F N "   d a n   " U j i a n   N F " \ n T o m b o l   1 ~   4 :   A ~ D \ n T o m b o l   6 :   P e n u t u r . 	 K e k u n c i   1 ~ 6 :   D i l u p a k a n ,   M a l a p ,   D i i n g a t k a n ,   M u d a h ,   m o d   K u r s o r / M o d   p e m b a c a a n ,   P e m b e s a r   s u a r a \ n a r a s   " u j i a n   F N "   d a n   " u j i a n   N F " \ n K e k u n c i   1 ~ 4 :   A ~ D \ n K e k u n c i   6 :   P e m b e s a r   s u a r a . 	 	A			@	  1 - 6 :   5	?	8	M	.	C	$	,   9	2	M		>	,   8	M	.	C	$	,   	8	>	(	,   	0	M	8	0	  .	K	!	/ 0	@	!	?			  .	K	!	,   8	M	*	@		0	\ n " F N   	H	8	M		"   	0	  " N F   	H	8	M		"   	0	#	\ n 	A			@	  1 - 4 :   A ~ D \ n   	A			@	  6 :   8	M	*	@		0	. 	 	 	 	 1 - 6 .   g o m b :   E l f e l e j t e t t ,   N e m   v i l  g o s ,   E m l  k e z e t t ,   K  n n y q,   K u r z o r   m  d / O l v a s  s   m  d ,   H a n g s z  r  \ n  F N   t e s z t "    s    N F   t e s t z "   s z a k a s z o k \ n 1  4 .   g o m b :   A  D \ n 6 .   g o m b :   H a n g s z  r  . 	 	 	 	 T o e t s   1 ~ 6 :   V e r g e t e n ,   D i m m e n ,   O n t h o u d e n ,   M a k k e l i j k ,   C u r s o r s t a n d / L e e s s t a n d ,   L u i d s p r e k e r \ n S t a p p e n   " F N - t e s t "   e n   " N F - t e s t " \ n T o e t s   1 ~ 4 :   A ~ D \ n T o e t s   6 :   L u i d s p r e k e r . 	 	 	 T a s t e l e   1 - 6 :   a m   u i t a t   c u v  n t u l ,   c u v  n t   n e c l a r ,   m i - a m   a m i n t i t   c u v  n t u l ,   c u v  n t   u _o r ,   m o d   c u r s o r / m o d   d e   c i t i r e ,   d i f u z o r \ n e t a p e l e    t e s t   F N    _i    t e s t   N F  \ n T a s t e l e   1 - 4 :   A - D \ n T a s t a   6 :   d i f u z o r . 	 	 	   1 ~ 6 :   ,   ,   ,   ,     / ,   n \     F N   - N F     1 ~ 4 :   A ~ D     6 :   	 	 	 D/  1   *'  6 :   A1'EH4  4/G  E(GE  -A8  4/G  "3'F  -'D*  E'F  FE'/ -'D*  .H'F/F  (DF/H\ n E1'-D  " "2EHF  F N "   H"2EHF  N F " \ n D/  1   *'  4 :   \ n D/  6 A ~ D : (DF/H. 	 	 	 		  	~ 	:   				  					,   								,   			  					,   			,   						  			/ 				  			,   					\ 		   		. 		  							   	   		. 		  							   										  \ 		  		  	~ 	:   	~ 		\ 		  			:   						 	 	 	 

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 
 S T R _ I D _ L A N G L N _ W K _ R E V I E W _ C O N F I R M 	 L a n g L n 	 P O P U P C O N F I R M 	 r e v i e w   c o n f i r m   s t r i n g 	 S o m e   w o r d s   t o   b e   r e v i e w e d ,   r e v i e w   n o w ? 	 	gU^_s(WYU	 	gUS͋
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Y`NT	 23I-DI#12#'  '@5K"'5I+#7-D!H? 	 A l g u n a s   p a l a b r a s   p a r a   r e p a s a r ,    r e p a s a r   a h o r a ? 	 C e r t a i n s   m o t s   d o i v e n t    t r e   v  r i f i  s ,   l e s   v  r i f i e r   m a i n t e n a n t  ? 	 E i n i g e   W  r t e r   m  s s e n    b e r p r  f t   w e r d e n ,   j e t z t    b e r p r  f e n ? 	 ABL  A;>20  =0  ?@>25@:C.   @>25@8BL? 	 A l c u n e   p a r o l e   d e v o n o   e s s e r e   r i v i s t e ,   r i v e d e r l e   o r a ? 	 *H,/  CDE'*  *-*',  'DJ  E1',9), *1',9  'D'F	 A l g u m a s   p a l a v r a s   p a r a   r e v e r ,   r e v e r   a g o r a ? 	 0n c e l e n e c e k   b a z 1  s  z c  k l e r   v a r ,   _i m d i   i n c e l e n s i n   m i ?   	 C    t   m i   c n   p h i    n ,   b  y   g i    n ? 	 B e b e r a p a   k a t a   a k a n   d i p e r i k s a   u l a n g ,   p e r i k s a   u l a n g   s e k a r a n g ? 	 B e b e r a p a   p e r k a t a a n   u n t u k   d i s e m a k   s e m u l a ,   s e m a k   s e m u l a   s e k a r a n g ? 	 	A		  6	,	M	&	K		  	@	  8	.	@		M	7	>	  	@	  	>			@	,   	-	@	  8	.	@		M	7	>	  	0	G		? 	 	 	 	 V a n n a k    t t e k i n t e n d Q  s z a v a k ,   m o s t    t t e k i n t i   Qk e t ? 	 	 	 	 S o m m i g e   w o o r d e n   m o e t e n   w o r d e n   n a g e k e k e n .   N u   n a k i j k e n ? 	 	 	 U n e l e   c u v i n t e   t r e b u i e   r e c a p i t u l a t e ,   d o r i ci   s   r e c a p i t u l a ci   a c u m ? 	 	 	   '       .     ? 	 	 	 (1.  '2  H'G'  ('/  E1H1  4H/  'FHF  E1H1  E  F/	 	       .           ? 	     				  						  										  				  				  										  				 6
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 
 S T R _ L A N G L N _ D K _ H E L P _ T E X T 1 	 L a n g L n 	 U N L I M 	 h e l p   t e x t 1 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 ^xQig^RKbU^oˑOST^S^U^|vr0	 ͋xQig͋RKbUS͋ыʑTIN͋SIN͋US͋SX0	 D i c t i o n a r y   k i n g :   9I
H'"*3+#1I+23,   A%3,   -42",   "1'-"H2#0B",   3@+!7-,   3#I2!,   93	 R e y   d e   l o s   d i c c i o n a r i o s :   A s i s t e n t e   p a r a   b  s q u e d a   d e   p a l a b r a s ,   t r a d u c i r   p a l a b r a ,   e x p l i c a r ,   o r a c i  n   d e   e j e m p l o ,   s i n  n i m o ,   a n t  n i m o ,   p r o n u n c i a r   p a l a b r a . 	 R o i   d e   d i c t i o n n a i r e  :   A s s i s t a n t   p o u r   l a   r e c h e r c h e   d e s   m o t s ,   t r a d u c t i o n   d e s   m o t s ,   e x p l i c a t i o n ,   p h r a s e   e x e m p l e ,   s y n o n y m e ,   a n t o n y m e ,   p r o n o n c i a t i o n   d e s   m o t s . 	 W  r t e r b u c h k  n i g :   A s s i s t e n t   f  r   W o r t s u c h e ,   W o r t  b e r s e t z u n g ,   E r k l  r u n g ,   B e i s p i e l s a t z ,   S y n o n y m ,   A n t o n y m ,   W o r t a u s s p r a c h e . 	 ;02=K9  ?>  A;>20@N  ><>IL  2  ?>8A:5  A;>20,   ?5@52>45  A;>2,   >?@545;5=8O,   ?@8<5@K  ?@54;>65=89,   A8=>=8<K,   0=B>=8<K,   ?@>87=>H5=85. 	 R e   d e l   d i z i o n a r i o :   A s s i s t e n t e   n e l l a   r i c e r c a   d e l l e   p a r o l e ,   n e l l a   t r a d u z i o n e ,   s p i e g a z i o n e ,   n e l l ' e s e m p l i f i c a r e   c o n   f r a s i ,   n e i   s i n o n i m i   e   c o n t r a r i ,   n e l l a   p r o n u n c i a .   	 .D'5  'DB'EH3: E3'9/  'D(-+, *1,E)  CDE), *A3J1, E*1'/A'*, 9C3, 5H*  'DCDE). 	 D i c t i o n a r y   k i n g :   A s s i s t e n t e   p a r a   p e s q u i s a   d e   p a l a v r a s ,   t r a d u z i r   p a l a v r a ,   e x p l i c a r ,   f r a s e   d e   e x e m p l o ,   s i n  n i m o s ,   a n t  n i m o s ,   p r o n  n c i a . 	 D i c t i o n a r y   k i n g :   S  z c  k   a r a m a ,   s  z c  k    e v i r i s i ,   a  1k l a m a ,    r n e k   c  m l e ,   e _  a n l a m l 1,   z 1t   a n l a m l 1,   t e l a f u z   a s i s t a n 1. 	 T   t h u t   t   i n :   g i  p   t r a   t ,   c h n   t   m i ,   g i i   t h  c h ,   t   n g   n g h )a ,   t   p h n   n g h )a ,   p h  t    m   t 	 D i c t i o n a r y   k i n g :   M e m b a n t u   p e n c a r i a n   k a t a ,   m e n e r j e m a h k a n   k a t a ,   m e n j e l a s k a n ,   k a l i m a t   c o n t o h ,   s i n o n i m ,   a n t o n i m ,   p e n g u c a p a n   k a t a . 	 D i c t i o n a r y   k i n g :   b a n t u a n   u n t u k   c a r i a n   p e r k a t a a n ,   a l i h   b a h a s a   p e r k a t a a n ,   t e r a n g k a n ,   c o n t o h   p e r k a t a a n ,   s i n o n i m ,   a n t o n i m ,   s e b u t   p e r k a t a a n . 	 !	?		M	6	(	0	@	  	?			:   6	,	M	&	  	K		,   6	,	M	&	K		  	>	  	(	A	5	>	&	,   8	M	*	7	M		@		0	#	,   		&	>	9	0	#	  5	>		M	/	,   *	0	M	/	>	/	5	>		@	,   5	?	2	K	.	  6	,	M	&	,   5	0	M	!	  8	M	*	@		  	G	  2	?		  8	9	>	/		. 	 	 	 	 D i c t i o n a r y   k i n g :   S e g  d   s z  k e r e s  s h e z ,   s z  f o r d  t  s h o z ,   m a g y a r  z a t o k k a l ,   p  l d a m o n d a t o k k a l ,   r o k o n  r t e l m q,   e l l e n t  t e s    r t e l m q   s   k i m o n d o t t   s z a v a k k a l . 	 	 	 	 W o o r d e n b o e k k o n i n g :   A s s i s t e n t   o m   w o o r d e n   t e   z o e k e n ,   w o o r d e n   t e   v e r t a l e n ,   u i t   t e   l e g g e n ,   v o o r b e e l d z i n n e n ,   s y n o n i e m e n ,   a n t o n i e m e n ,   u i t s p r a a k . 	 	 	 D i c t i o n a r y   k i n g :   a s i s t e n t   p e n t r u   c u t a r e a   c u v i n t e l o r ,   t r a d u c e r e ,   e x p l i c a ci i ,   e x e m p l i f i c r i   p r i n   p r o p o z i ci i ,   s i n o n i m e ,   a n t o n i m e ,   p r o n u n ci e . 	 	 	   :       ,     ,   ,     ,     ,   ,       	 	 	 3D7'F  D:*F'EG:   E  (G  ,3*,H  H'G  *1,EG  H'G  *H6-  ,EDG  FEHFG  E*1'/A  E*6'/  ('F  H'G. 	 	   :       ,     ,   ,     ,     ,   ,     . 	 								  			:   				  					,   				  						,   								,   						  					,   							,   											,   				  				  	 	 	 	 








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	   :         ,     ,   ,   ,     ,     ,     . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 W o o r d e b o e k k o n i n g :   A s s i s t e n t   v i r   o p s o e k   v a n   w o o r d e ,   v e r t a l i n g   v a n   w o o r d e ,   v e r d u i d e l i k i n g s ,   v o o r b e e l d s i n n e ,   s i n o n i e m e ,   a n t o n i e m e ,   w o o r d u i t s p r a a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 D i c t i o n a r y   k i n g :   A s s i s t a n t   f o r   w o r d   s e a r c h ,   t r a n s l a t e   w o r d ,   e x p l a i n ,   e x a m p l e   s e n t e n c e ,   s y n o n y m y ,   a n t o n y m ,   w o r d   s p e a k . 	 	 	 	 						  			:   				  						,   					  						,   										  					,   									,   										,   				  								  								 	 	 	 	 	 	 	 R e i   d o   d i c i o n  r i o :   A s s i s t e n t e   p a r a   p r o c u r a   d e   p a l a v r a s ,   t r a d u   o ,   e x p l i c a   o ,   e x e m p l o   d e   s e n t e n  a ,   s i n  n i m o s ,   a n t  n i m o s ,   p r o n  n c i a   d e   p a l a v r a . 
 
 S T R _ L A N G L N _ D K _ H E L P _ T E X T 2 	 L a n g L n 	 U N L I M 	 h e l p   t e x t 2 	 S e l e c t   d i c t i o n a r y :   S e t   t h e   d e f a u l t   d i c t i o n a r y   b y   t h e   s e l e c t   d i c t i o n a r y   o p t i o n   i n   o p t i o n   s c r e e n . 	 xd^xQ(WxLubNxd^xQO-ngb^xQ0	 	b͋xQ(W	yLubǏ	b͋xQegng͋xQ0	 @%7-28#!:   1IH228#!@#4H!I  B"2#@%7-1'@%7-28#!C+I2-1'@%7-	 S e l e c c i o n a r   d i c c i o n a r i o   C o n f i g u r a r   e l   d i c c i o n a r i o   p r e d e t e r m i n a d o   p o r   l a   o p c i  n   s e l e c c i o n a r   d i c c i o n a r i o   e n   l a   p a n t a l l a   d e   o p c i o n e s .   	 S  l e c t i o n n e r   u n   d i c t i o n n a i r e  :   R  g l e z   l e   d i c t i o n n a i r e   p a r   d  f a u t   e n   u t i l i s a n t   l  o p t i o n   s  l e c t i o n   d ' u n   d i c t i o n n a i r e   d a n s   l   c r a n   d  o p t i o n . 	 W  r t e r b u c h   w  h l e n :   S t e l l e n   S i e   d a s   S t a n d a r d - W  r t e r b u c h   d u r c h   W a h l   d e r   W  r t e r b u c h o p t i o n   i m   B i l d s c h i r m   O p t i o n   e i n . 	 K1>@  A;>20@O:   !B0=40@B=K9  A;>20@L  <>6=>  7040BL  =0  M:@0=5  ?0@0<5B@>2,   2  @0745;5  ? K1>@  A;>20@O? . 	 S e l e z i o n a   d i z i o n a r i o :   I m p o s t a   i l   d i z i o n a r i o   p r e d e f i n i t o   s e l e z i o n a n d o   l ' o p z i o n e   d i z i o n a r i o   n e l l a   s c h e r m a t a   d e l l e   o p z i o n i . 	 '.*J'1  B'EH3: 6(7  B'EH3  'D*-+  9(1  B'EH3  'D'.*J'1  AJ  4'4)  'D.J'1'*	 S e l e c c i o n a r   d i c i o n  r i o :   P r e d e f i n i r   d i c i o n  r i o   s e l e c c i o n a n d o   a   o p   o   d i c i o n  r i o   n o   e c r    d e   o p   e s . 	 S  z l  k   s e  :   S e  e n e k l e r   e k r a n 1n d a k i   s  z l  k   s e    s e  e n e i n d e n   v a r s a y 1l a n   s  z l     a y a r l a . 	 C h n   t   i n :   t i   p h n   t i p   d i n   m  y   c h n   t   i n     c  i   t   t   i n   h i    p 	 P i l i h   k a m u s :   A t u r   k a m u s   d e f a u l t   d e n g a n   m e n e n t u k a n   p i l i h a n   k a m u s   p a d a   l a y a r   o p s i o n a l . 	 P i l i h   k a m u s :   S e t   k a m u s   d e f a u l t   d e n g a n   o p s y e n   p i l i h   k a m u s   p a d a   s k r i n   o p s y e n . 	 6	,	M	&		K	6	  	A	(	G		:   5	?		2	M	*	  8	M		M	0	@	(	  .	G		  6	,	M	&		K	6	  5	?		2	M	*	  	/	(	  &	M	5	>	0	>	  !	?	+	>	2	M		  6	,	M	&		K	6	  8	G		  	0	G		. 	 	 	 	 S z  t  r   k i v  l a s z t  s a :   A   s z  t  r   k i v  l a s z t  s a   l e h e t Qs  g    l t a l   h a s z n  l t   a l a p  r t e l m e z e t t   s z  t  r   b e  l l  t  s a . 	 	 	 	 W o o r d e n b o e k   s e l e c t e r e n :   S t e l   h e t   s t a n d a a r d w o o r d e n b o e k   i n   m e t   d e   o p t i e   v o o r   h e t   s e l e c t e r e n   v a n   e e n   w o o r d e n b o e k   i n   h e t   o p t i e s c h e r m . 	 	 	 S e l e c t a ci   u n   d i c ci o n a r :   s e l e c t a ci   d i c ci o n a r u l   i m p l i c i t   p r i n   b i f a r e a   o p ci u n i i   d e   s e l e c t a r e   a   d i c ci o n a r u l u i   d i n   e c r a n u l   d e   o p ci u n i . 	 	 	   :                       	 	 	 'F*.'(  D:*F'EG:   D:*F'EG  ~4  A16  1'  '2  71B  2FG  'F*.'(  D:*F'EG  /1  5A-G  2FG  *F8E  F/. 	 	   :                     	 								  								  		  :   						  								  								  								  						  				  						  								  			  				 !
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i s  e k r a n e . 	 I z v l i e t i e s   v r d n +c u :   I e s t a t i e t   n o k l u s j u m a   v r d n +c u ,   i z v l o t i e s   v r d n +c a s   o p c i j u   n o   o p c i j u   e k r n a . 	 V a l i   s  n a s t i k :   M   r a   v a i k e s  n a s t i k ,   v a l i d e s   s o b i v a   s  n a s t i k u   v a l i k u t e   e k r a a n i l . 	 8vel  ba|aav]  Fwavaoel  l|eluauv  ba|aavh  cacxnelx~   8vel  ba|aav   xvokav  hvavvek  goavxt	   :                     . 	 S e l e c t a r e   d i c ci o n a r :   s e l e c t a ci   d i c ci o n a r u l   i m p l i c i t   p r i n   b i f a r e a   o p ci u n i i   d e   s e l e c t a r e   a   d i c ci o n a r u l u i   d i n   e c r a n u l   d e   o p ci u n i . 	 (
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 S T R _ L A N G L N _ D K _ H E L P _ T E X T 3 	 L a n g L n 	 U N L I M 	 h e l p   t e x t 3 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 U^|vr(WU^vˑLubYU^	g|vrOo`GRQs NP\USN *  
\U^g0	 US͋SX(WUS͋vʑLubYUS͋	gSXOo`RQs N*N\USǏ *  [US͋g0	 93:   C+I2-%%1L,   I2!5I-!9%-2#93,   #9%3B0A*6I,     " * "   @7H-93	 P r o n u n c i a r   p a l a b r a :   E n   l a   p a n t a l l a   d e   r e s u l t a d o s ,   s i   h a y   i n f o r m a c i  n   s o b r e   l a   p r o n u n c i a c i  n ,   s e   m o s t r a r    u n a   b o c i n a ,   o p r i m a    *    p a r a   e s c u c h a r   l a   p a l a b r a .   	 P r o n o n c i a t i o n   d e   m o t   :   D a n s   l   c r a n   d e s   r  s u l t a t s ,   s i   v o u s   a v e z   l  o p t i o n   d e   p r o n o n c i a t i o n   d e   m o t ,   u n   h a u t - p a r l e u r   s e r a   a f f i c h  ,   a p p u y e z   s u r     *     p o u r    c o u t e r   l e   m o t . 	 W o r t a u s s p r a c h e :   I m   E r g e b n i s b i l d s c h i r m   w i r d   e i n   S p r e c h e r   a n g e z e i g t ,   w e n n   d i e   I n f o   z u r   W o r t a u s s p r a c h e   v o r h a n d e n   i s t ;   d r  c k e n   S i e   " * " ,   u m   d a s   W o r t   z u   s p r e c h e n . 	 @>87=>H5=85  A;>2:   =0  M:@0=5  A  @57C;LB0B0<8,   5A;8  4>ABC?=>  ?@>87=>H5=85  A;>20,   >B>1@0605BAO  7=0G>:  48=0<8:0.   06<8B5  " " * " "   4;O  2>A?@>872545=8O  A;>20. 	 P r o n u n c i a :   N e l l a   s c h e r m a t a   d e i   r i s u l t a t i ,   s e   s i   h a n n o   l e   i n f o   s u   u n a   p r o n u n c i a ,   v e r r    v i s u a l i z z a t o   u n   a l t o p a r l a n t e ,   p r e m e r e   * *   p e r   a s c o l t a r e   l a   p r o n u n c i a . 	 5H*  'DCDE): AJ  4'4)  *A3J1  'DCDE), '0'  *H,/  13'&D  5H*  'DCDE), AJ916  3E'9), '6:7* DB1'!)	 P r o n  n c i a :   N o   e c r    d e   r e s u l t a d o s ,   s e   t i v e r   a   i n f o r m a   o   d a   p r o n  n c i a ,   a p r e s e n t a   u m   a l t i f a l a n t e ,   p r i m a   " * " p a r a   o u v i r   a   p a l a v r a . 	 W o r d   s p e a k :   S o n u    e k r a n 1n d a   w o r d   s p e a k   b i l g i s i   v a r   i s e   k o n u _m a c 1  g  r  n e c e k t i r ,   k e l i m e y i   s e s l e n d i r m e k   i  i n   " * " a   b a s 1n . 	 P h  t    m   t   m i : t i   t i p   d i n   g i i   t h  c h   c a   t   i n , v    d   t i n   t c   v   p h  t    m   t   m i , s   x u t   h i n   m t   l o a   n h ,   t h  n g   q u a    *      c   t   m i   	 P e n g u c a p a n   k a t a :   J i k a   t e r d a p a t   i n f o r m a s i   t e n t a n g   p e n g u c a p a n   k a t a ,   p a d a   l a y a r   h a s i l   a k a n   t a m p i l   p e n u t u r ,   t e k a n   " * " u n t u k   m e n g u c a p k a n   k a t a . 	 S e b u t   p e r k a t a a n :   D a l a m   s k r i n   k e p u t u s a n ,   j i k a   a d a   i n f o   s e b u t a n   p e r k a t a a n ,   p e m b e s a r   s u a r a   a k a n   d i t u n j u k k a n ,   t e k a n   " * "   u n t u k   m e n y e b u t   p e r k a t a a n . 	 5	0	M	!	  8	M	*	@		:   0	?		2	M		  8	M		M	0	@	(	  .	G		,   /	&	?	  6	,	M	&	  	G	  			M		>	0	#	  8		,		'	@	  	>	(		>	0	@	  9	H	,   $	K	  		  8	M	*	@		0	  &	?		>	/	>	  	>			>	,   6	,	M	&	  	K	  ,	K	2	(	G	  	G	  2	?		  " * "   &	,	>			. 	 	 	 	 W o r d   s p e a k :   H a   a z   e r e d m  n y   k  p e r n y Qn   v a n   k i e j t  s i   i n f o r m  c i    a   s z  r  l ,   h a n g s z  r    j e l e n i k   m e g ,   n y o m j a   m e g   a    * "   g o m b o t   a   s z    k i m o n d  s  h o z . 	 	 	 	 W o o r d s p r a a k :   H e e f t   h e t   r e s u l t a a t s c h e r m   d e   i n f o r m a t i e   v a n   d e   u i t s p r a a k , d a n   s t a a t   e r   e e n   l u i d s p r e k e r t j e .   D r u k   o p   " * "   o m   h e t   w o o r d   u i t   t e   s p r e k e n . 	 	 	 P r o n u n ca r e :    n   e c r a n u l   d e   r e z u l t a t e ,   v a   f i   a f i _a t   u n   d i f u z o r ,    n   c a z u l    n   c a r e   e x i s t   i n f o r m a ci i   d e s p r e   p r o n u n ci a   c u v  n t u l u i .   A p s a ci    *    p e n t r u   a   p r o n u n ca   c u v  n t u l . 	 	 	   :     ,                             .     " * "         	 	 	 ('F  H'G:   /1  5A-G  F*,G  '1  '7D'9'*  ('F  H'G  1'  /'4*G  ('4/  (DF/H  F4'F  /'/G  .H'G/  4/  " * "   1'  (1'  ('F  H'G  A4'1  /G/. 	 	   :     ,         ,       ,       " " * " "   -   .     	 			  			:   					  								  			  				  				  				  				,   				  							  						  			,   			  				   *    							 5
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.  	   :      ,           ,        ,       " " * " "   . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d u i t s p r a a k :   I n   r e s u l t a a t   s k e r m ,   i n d i e n   w o o r d u i t s p r a a k i n l i g t i n g   b e s k i k b a a r   i s   s a l   l u i d s p r e k e r   v e r t o o n   w o r d ,   d r u k   " * " o m   w o o r d   t e   h o o r . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 W o r d   s p e a k :   I n   r e s u l t   s c r e e n ,   i f   h a v e   t h e   i n f o   o f   w o r d   s p e a k ,   a   s p e a k e r   w i l l   b e   s h o w n ,   p r e s s   " * " t o   s p e a k   w o r d . 	 	 	 	 					  							:   					  								,   			  					  								  				  				,   			  						  				  			  				,   						  				  " * "   							 	 	 	 	 	 	 	 P r o n  n c i a   d e   p a l a v r a :   N a   t e l a   d e   r e s u l t a d o s ,   s e   h o u v e r   i n f o r m a   o   d e   p r o n  n c i a   d e   p a l a v r a ,   u m   a l t o - f a l a n t e   s e r    m o s t r a d o ;   p r e s s i o n e   " * "   p a r a   p r o n u n c i a r   a   p a l a v r a . 
 
 S T R _ L A N G L N _ D K _ H E L P _ T E X T 4 	 L a n g L n 	 U N L I M 	 h e l p   t e x t 4 	 S y n o n y m y   a n t o n y m   s e a r c h :   S y n o n y m y   a n d   a n t o n y m   c a n   b e   h i g h l i g h t e d ,   g e t   t h e   d e t a i l   i n f o r m a t i o n   o f   s e l e c t e d   w o r d . 	 T^S^#gT^S^gؚNo:yx[T^bS^_gbs0}Oo`0	 TIN͋SIN͋ޏgTIN͋SIN͋OؚN>f:y	[TIN͋bSIN͋Tg~Oo`0	 2#I+23@+!7-  3#I2!:   3@+!7-A%03#I2!09D.D%L,   #1I-!9%-"H2%0@-5"-35H@%7-	 B  s q u e d a   d e   s i n  n i m o s   y   a n o t  n i m o s :     L o s   s i n  n i m o s   y   a n t  n i m o s   p u e d e n   r e s a l t a r s e ,   o b t e n g a   l a   i n f o r m a c i  n   d e t a l l a d a   d e   l a   p a l a b r a   s e l e c c i o n a d a .   	 R e c h e r c h e   d e   s y n o n y m e ,   a n t o n y m e  :   L e s   s y n o n y m e s   e t   l e s   a n t o n y m e s   p e u v e n t    t r e   s  l e c t i o n n  e   p o u r   o b t e n i r   d e s   i n f o r m a t i o n s   d  t a i l l  e s   s u r   l e   m o t   s  l e c t i o n n  . 	 S y n o n y m - A n t o n y m - S u c h e :   S y n o n y m   u n d   A n t o n y m   k  n n e n   h e r v o r g e h o b e n   w e r d e n ,   b e z i e h e n   S i e   D e t a i l i n f o r m a t i o n e n   f  r   d a s   a u s g e w  h l t e   W o r t . 	 >8A:  A8=>=8<>2  8  0=B>=8<>2:   !8=>=8<K  8  0=B>=8<K  <>6=>  2K45;8BL  G5@57  ?>4@>1=CN  8=D>@<0F8N  >  2K1@0==><  A;>25. 	 R i c e r c a   s i n o n i m i   e   c o n t r a r i :   i   s i n o n i m i   e   c o n t r a r i   p o s s o n o   e s s e r e   e v i d e n z i a t i ,   e d      p o s s i b i l e   o t t e n e r e   o t t e n e r e   l e   i n f o r m a z i o n i   d e t t a g l i a t e   s u l l a   p a r o l a   s e l e z i o n a t a . 	 (-+  E*1'/A'*  H  (9C3: E*1'/A'*  H  (9C3  EECF  E(12,   (9/  '.*J'1  E*1'/A'*  'H  9C3  D(-+  E9DHE'*  *A'3J1	 P e s q u i s a   s i n  n i m o s / a n t  n i m o s :   O s   s i n  n i m o s   e   a n t  n i m o s   p o d e m   s e r   d e s t a c a d o s ,   o b t e n d o   a   i n f o r m a   o   d e t a l h a d a   d a   p a l a v r a   s e l e c c i o n a d a . 	 E _  a n l a m l 1  z 1t   a n l a m l 1  a r a m a :   E _  a n l a m l 1  v e   z 1t   a n l a m l 1  k e l i m e l e r   i _a r e t l e n e b i l i r ,   i _a r e t l e n e n   k e l i m e n i n m   a y r 1n t 1l a r 1n 1  a l 1n . 	 T r a   n g   t h i   t   n g   n g h )a   v    p h n   n g h )a : t   n g   n g h )a   v    t   p h n   n g h )a   s   h i n   t h   s  n g , l a   c h n   t   n g   n g h )a   h o c   p h n   n g h )a , t r a   t h  n g   t i n   c h i   t i t . 	 P e n c a r i a n   a n t o n i m   s i n o n i m i :   S i n o n i m i   d a n   a n t o n i m   d a p a t   d i s o r o t ,   d a p a t k a n   i n f o r m a s i   r i n c i   d a r i   k a t a   y a n g   d i p i l i h . 	 C a r i a n   s i n o n i m   a n t o n i m :   S i n o n i m   d a n   a n t o n i m   b o l e h   d i s e r l a h k a n ,   d a p a t k a n   m a k l u m a t   b u t i r a n   b a g i   p e r k a t a a n   d i p i l i h . 	 *	0	M	/	>	/	5	>		@	  5	?	2	K	.	  6	,	M	&	  	K		:   *	0	M	/	>	/	5	>		@	  	0	  5	?	2	K	.	  6	,	M	&	K		  	K	  9	>		2	>			  	?	/	>	  	>	  8		$	>	  9	H	,   	/	(	?	$	  6	,	M	&	  	@	  5	?	8	M	$	C	$	  	>	(		>	0	@	  *	M	0	>	*	M	$	  	0	G		. 	 	 	 	 R o k o n  r t e l m q/ E l l e n t  t e s    r t e l m q  s z    k e r e s  s e :   A   r o k o n  r t e l m q/ e l l e n t  t e s    r t e l m q  s z    k i e m e l v e   j e l e n h e t   m e g ,    s   r  s z l e t e s   i n f o r m  c i  t   k a p h a t   a   k i j e l  l t   s z  r  l . 	 	 	 	 Z o e k e n   n a a r   s y n o n i e m e n   e n   a n t o n i e m e n :   S y n o n i e m e n   e n   a n t o n i e m e n   k u n n e n   g e m a r k e e r d   w o r d e n .   U   z i e t   d e t a i l s   v a n   d e   g e s e l e c t e e r d e   w o o r d e n . 	 	 	 C u t a r e   s i n o n i m ,   a n t o m i n :   S i n o n i m e l e   _i   a n t o n i m e l e   p o t   f i   s u b l i n i a t e ,   o b ci n e ci   i n f o r m a ci i   d e t a l i a t e   d e s p r e   c u v  n t u l   s e l e c t a t . 	 	 	         :             ,               	 	 	 ,3*,H  E*1'/A  H  E*6'/:   E*1'/A  H  E*6'/  E  *H'F/  (1,3*G  4H/  '7D'9'*  /BB  H'G  'F*.'(  4/G  1'  /1'A*  F/. 	 	       :           ,  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 S T R _ I D _ L A N G L N _ L K _ B O O K _ L I S T _ E M P T Y 	 L a n g l n 	 P O P U P 	 B o o k   l i s t   e m p t y 	 B o o k   l i s t   e m p t y 	 NnUzz	 NRhzz	 #2"2#+1*7-'H2	 L i s t a   d e   l i b r o s   v a c  a 	 L i s t e   d e s   l i v r e s   v i d e 	 B  c h e r l i s t e   l e e r 	 !?8A>:  :=83  ?CAB	 E l e n c o   l i b r i   v u o t o 	 B'&E)  'DC*(  .'DJ)	 L i s t a   d e   l i v r o s   v a z i a 	 K i t a p   l i s t e s i   b o _  	 D a n h   s  c h   k h  a   t r  n h   t r n g 	 D a f t a r   b u k u   k o s o n g 	 S e n a r a i   b u k u   k o s o n g 	 *	A	8	M	$		  8	B		@	  	>	2	@		 	 	 	  r e s   k  n y v l i s t a 	 	 	 	 B o e k e n l i j s t   l e e g 	 	 	 L i s t a   d e   c r ci   e s t e   g o a l 	 	 	     	 	 	 D3*  *'(  .'D  '3*	 	       	   					  						  					 ,
A

  8
B

@
  
>
2
@
	 	 !?8A>:  :=83  ?>@>6=V9	 




  



  



  

	       	 U h l u   l w a m a b h u k u   a l u n a l u t h o 	 U l u h l u   l w e n c w a d i   o l u n g e n a n t o 	 O r o d h a   y a   k i t a b u   i k o   w a z i 	 B o e k l y s   i s   l e e g 	 K n y g s  s r a aa s   t u a
i a s 	 G r m a t u   s a r a k s t s   t u k as 	 R a a m a t u t e   l o e n d   t  h i 	 3ek  avoh  daao  g	     	 L i s t a   d e   c r ci   e s t e   g o a l 	 ,
A

M

M
  *

M

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
  6
B
(
M
/

	 *A8M$  $>2?>  6B(M_  	 	 						  						  					 	 	 	 	 	 	 	 L i s t a   d e   l i v r o s   v a z i a 
 
 S T R _ I D _ L A N G L N _ L K _ B O O K _ L I S T _ T I T L E 	 L a n g l n 	 T I T L E ,   I C O N T E X T 	 B o o k   l i s t 	 B o o k   l i s t 	 NnU	 NRh	 #2"2#+1*7-	 L i s t a   d e   l i b r o s 	 L i s t e   d e s   l i v r e s 	 B  c h e r l i s t e 	 !?8A>:  :=83	 E l e n c o   l i b r i 	 B'&E)  'DC*(	 L i s t a   d e   l i v r o s 	 K i t a p   l i s t e s i   	 D a n h   s  c h   k h  a   t r  n h   	 D a f t a r   b u k u 	 S e n a r a i   b u k u 	 *	A	8	M	$		  8	B		@		 	 	 	 K  n y v l i s t a 	 	 	 	 B o e k e n l i j s t 	 	 	 L i s t   c r ci 	 	 	   	 	 	 D3*  *'(	 	   	   					  							 ,
A

  8
B

@
	 	 !?8A>:  :=83	 




  



  	   	 U h l u   l w a m a b h u k u   	 U l u h l u   l w e n c w a d i     	 O r o d h a   y a   k i t a b u   	 B o e k l y s 	 K n y g s  s r a aa s   	 G r m a t u   s a r a k s t s 	 R a a m a t u t e   l o e n d 	 3ek  avo	       	 L i s t   c r ci 	 ,
A
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M
  *

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
	 *A8M$  $>2?>  	 	 						  							 	 	 	 	 	 	 	 L i s t a   d e   l i v r o s 
 
 S T R _ I D _ L A N G L N _ L K _ C H A P T E R _ L I S T _ T I T L E 	 L a n g l n 	 T I T L E ,   I C O N T E X T 	 C h a p t e r   l i s t 	 C h a p t e r   l i s t 	 z{nU	 zRh	 #2"2#	 L i s t a   d e   c a p  t u l o s 	 L i s t e   d e s   c h a p i t r e s 	 K a p i t e l l i s t e 	 3;02;5=85	 E l e n c o   c a p i t o l o 	 B'&E)  'D5A-)	 L i s t a   d e   c a p  t u l o s 	 B  l  m   l i s t e s i   	 D a n h   s  c h   c h n g   	 D a f t a r   b a b 	 S e n a r a i   b a b 	 	'	M	/	>	/	  8	B		@		 	 	 	 F e j e z e t l i s t a 	 	 	 	 H o o f d s t u k l i j s t 	 	 	 L i s t   c a p i t o l e 	 	 	   	 	 	 D3*  A5D	 	   	   						  							 
'
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
/
@
  8
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
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	 	 !?8A>:  @>74V;V2	 







  



	   	 U h l u   l w e s a h l u k o 	 U l u h l u   l w e s a h l u k o 	 O r o d h a   y a   s u r a 	 H o o f s t u k l y s 	 S k y r i s  s r a aa s 	 N o d a <u   s a r a k s t s 	 P e a t  k k i d e   l o e n d 	 3lxmvek  avo	   	 L i s t   c a p i t o l e 	 
'
M
/
>
/
  *

M

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
	 *0?G&  $>2?>  	 	 						  							 	 	 	 	 	 	 	 L i s t a   d e   c a p  t u l o s 
 
 S T R _ I D _ L A N G L N _ L K _ E N T E R _ D I C T 	 L a n g l n 	 I C O N T E X T 	 E n t e r   D i c t i o n a r y 	 E n t e r   d i c t i o n a r y 	 ^xQˑ	 ͋xQʑ	 @I2*9H28#!	 E n t r a r   a l   d i c c i o n a r i o 	 E n t r e r   d i c t i o n n a i r e 	 W  r t e r b u c h   a u f r u f e n 	 2548B5  A;>20@L	 A c c e d i   a l   d i z i o n a r i o 	 *A3J1  'DB'EH3	 A c e d e r   a   d i c i o n  r i o 	 S  z l  k   g i r   	 G i i   t h  c h   t   i n 	 B u k a   k a m u s 	 M a s u k k a n   k a m u s 	 6	,	M	&		K	6	  &	0	M		<	  	0	G			 	 	 	 S z  t  r   m e g n y i t  s a 	 	 	 	 N a a r   w o o r d e n b o e k 	 	 	 C o n s u l t a ci   d i c ci o n a r u l 	 	 	   	 	 	 H1H/  (G  D:*F'EG	 	     	   							  						  						 !
?

6
(
0
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  -
0
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	 	 254VBL  A;>2=8:	 






  



  


	   	 F a k a   i s i c h a z a m a z w i 	 F a k a   i s i c h a z i - m a g a m a 	 I n g i z a   k a m u s i 	 B e g i n   w o o r d e b o e k 	 .v e s t i   ~o d y n 	 I e e j i e t   v r d n +c 	 S i s e s t a   s  n a s t i k 	 2ael  ba|aavh	   	 C o n s u l t a ci   d i c ci o n a r u l 	 
(
M
1
0
M

   (
?

#
M

A
	 -?'>(  *M0,G6  0(M$A  	 	 						  								  				 	 	 	 	 	 	 	 I n s e r i r   d i c i o n  r i o 
 
 S T R _ I D _ L A N G L N _ L K _ S E L E C T _ W O R D 	 L a n g l n 	 I C O N T E X T 	 T u r n   O n   P i c k   W o r d 	 T u r n   o n   p i c k   w o r d 	 S^	 S͋	 @435H@%7-	 A c t i v a r   s e l e c c i o n a r   p a l a b r a 	 A c t i v e r   s  l e c t i o n   d e   m o t 	 W o r t w a h l   e i n s c h a l t e n 	 :;NG8BL  2K1>@  A;>20	 A t t i v a   s c e g l i   p a r o l a 	 A*-  D'D*B'7  CDE)	 L i g a r   p a l a v r a - c h a v e 	 K e l i m e   s e  i   a    	 C h n   t 	 A k t i f k a n   p e m i l i h a n   k a t a 	 H i d u p k a n   p i l i h   p e r k a t a a n 	 6	,	M	&	  	A	(	G		  	>	2	B	  	0	G			 	 	 	 S z  v  l a s z t  s   b e k a p c s o l  s a 	 	 	 	 W o o r d k i e z e n   i n s c h a k e l e n 	 	 	 A c t i v a ci   o p ci u n e a   d e   a l e g e r e   a   c u v  n t u l u i 	 	 	     	 	 	 A9'D3'2  'F*.'(  H'G	 	   	   				  			  				  						   
A
#
@
  6
,
&
	 	 815@VBL  A;>2>	 



  








  



  


	       	 V u l a   u k u p i k a   i g a m a 	 V u l a   i g a m a   e l i k h e t h i w e y o 	 W a s h a   k u c h u k u a   n e n o 	 O n t s p e r   k e u s e w o o r d 	 .j u n g t i   ~o d ~i o   i ar a n k 	 I e s l d z i e t   v r d a   i z v l i 	 L  l i t a   ' p i c k   w o r d '   s i s s e 	 Dkavel  ba|ek  hvxiuav  xvokav	     	 A c t i v a ci   o p ci u n e a   d e   a l e g e r e   a   c u v  n t u l u i 	 *
?

M
  5
G
!
M
  
#
M

   
F
/
M
/
B
	 *8(M&  6,M&  0M(M  (M  0(M$A  	 	 				  				  					  		  				 	 	 	 	 	 	 	 A t i v a r   e s c o l h a   d e   p a l a v r a 
 
 S T R _ I D _ L A N G L N _ L K _ C A N C E L _ S E L _ W O R D 	 L a n g l n 	 I C O N T E X T 	 T u r n   O f f   P i c k   W o r d 	 T u r n   o f f   p i c k   w o r d 	 SmS^	 SmS͋	 435H@%7-	 D e s a c t i v a r   s e l e c c i o n a r   p a l a b r a 	 D  s a c t i v e r   s  l e c t i o n   d e   m o t 	 W o r t w a h l   a u s s c h a l t e n 	 K:;NG8BL  2K1>@  A;>20	 D i s a t t i v a   s c e g l i   p a r o l a 	 ':D'B  D'D*B'7  CDE)	 D e s l i g a r   p a l a v r a - c h a v e 	 K e l i m e   s e i   k a p a t   	 H y   c h n   t 	 N o n a k t i f k a n   p e m i l i h a n   k a t a 	 M a t i k a n   p i l i h   p e r k a t a a n 	 6	,	M	&	  	A	(	G		  ,		&	  	0	G			 	 	 	 S z  v  l a s z t  s   k i k a p c s o l  s a 	 	 	 	 W o o r d k i e z e n   u i t s c h a k e l e n 	 	 	 D e z a c t i v a ci   o p ci u n e a   d e   a l e g e r e   a   c u v  n t u l u i 	 	 	     	 	 	 :1A9'D3'2  'F*.'(  H'G	 	     	 				  			  				  					 
A
#
@
  6
,
&
  
5
H
'
	 	 V4<V=8B8  281@0=5  A;>2>	 



  








  


  


	       	 V a l a   u k u p i k a   i g a m a 	 V a l a   i g a m a   e l i k h e t h i w e y o 	 Z i m a   k u c h u k u a   n e n o 	 V e r s p e r   k e u s e w o o r d 	 I aj u n g t i   ~o d ~i o   i ar a n k 	 I z s l d z i e t   v r d a   i z v l i 	 L  l i t a   ' p i c k   w o r d '   v  l j a 	 1v{ael  ba|ek  hvxiuav  xvokav	     	 D e z a c t i v a ci   o p ci u n e a   d e   a l e g e r e   a   c u v  n t u l u i 	 *
?

M
  5
G
!
M
  
+
M
  
F
/
M
/
A
	 *8(M&  6,M&  0M(M  +M  0(M$A  	 	 				  				  					  		  				 	 	 	 	 	 	 	 D e s a t i v a r   e s c o l h a   d e   p a l a v r a 
 
 S T R _ I D _ L A N G L N _ L K _ S E L E C T _ B O O K 	 L a n g l n 	 T I T L E ,   I C O N T E X T 	 S e l e c t   b o o k 	 S e l e c t   b o o k 	 xdN	 	bN	 @%7-+1*7-	 S e l e c c i o n a r   l i b r o 	 S  l e c t i o n n e r   l i v r e 	 B u c h   w  h l e n 	 K15@8B5  :=83C	 S e l e z i o n a   l i b r o 	 '.*J'1  C*(	 S e l e c c i o n a r   l i v r o 	 K i t a p   s e    	 C h n   k h  a   t r  n h 	 P i l i h   b u k u 	 P i l i h   b u k u 	 *	A	8	M	$		  	A	(	G			 	 	 	 K  n y v   k i v  l a s z t  s a 	 	 	 	 B o e k   s e l e c t e r e n 	 	 	 S e l e c t a ci   o   c a r t e 	 	 	   	 	 	 'F*.'(  *'(	 	   	   		  								  					 ,
A

  
K
#
	 	 815@VBL  :=83C	 







  



  


	     	 K h e t h a   i b h u k u 	 K h e t h a   i n c w a d i 	 C h a g u a   k i t a b u 	 K i e s   b o e k 	 P a s i r i n k t i   k n y g 	 I z v l i e t i e s   g r m a t u 	 V a l i   r a a m a t 	 8vel  ck	   	 S e l e c t a ci   o   c a r t e 	 ,
A

M
  $
F
0

M

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
M

A
	 *A8M$  _(  0(M$A  	 	 					  					 	 	 	 	 	 	 	 S e l e c i o n a r   l i v r o 
 
 S T R _ I D _ L A N G L N _ L K _ S E L E C T _ C H A P T E R 	 L a n g l n 	 T I T L E ,   I C O N T E X T 	 S e l e c t   c h a p t e r 	 S e l e c t   c h a p t e r 	 xdz{	 	bz	 @%7-	 S e l e c c i o n a r   c a p  t u l o 	 S  l e c t i o n n e r   c h a p i t r e 	 K a p i t e l   w  h l e n 	 K15@8B5  3;02C	 S e l e z i o n a   c a p i t o l o 	 '.*J'1  5A-)	 S e l e c c i o n a r   c a p  t u l o 	 B  l  m   s e    	 C h n   c h n g 	 P i l i h   b a b 	 P i l i h   b a b 	 	'	M	/	>	/	  	A	(	G			 	 	 	 F e j e z e t   k i v  l a s z t  s a 	 	 	 	 H o o f d s t u k   s e l e c t e r e n 	 	 	 S e l e c t a ci   u n   c a p i t o l 	 	 	   	 	 	 'F*.'(  A5D	 	   	   						  								  					 
'
?

/
@
  
K
#
	 	 815@VBL  @>74V;	 







  



  


	     	 K h e t h a   i s a h l u k o 	 K h e t h a   i s a h l u k o 	 C h a g u a   s u r a 	 K i e s   h o o f s t u k 	 P a s i r i n k t i   s k y r i s	 I z v l i e t i e s   n o d a <u 	 V a l i   p e a t  k k 	 8vel  clxm	   	 S e l e c t a ci   u n   c a p i t o l 	 
'
M
/
>
/

  $
F
0

M

F

A

M

A
	 (AG&  _(  0(M$A  	 	 						  					 	 	 	 	 	 	 	 S e l e c i o n a r   c a p  t u l o 
 
 S T R _ I D _ L A N G L N _ L K _ T I M E _ G O 	 L a n g l n 	 I C O N T E X T 	 S e e k   t o 	 S e e k   t o 	 I	 l	 I+2D"1	 B u s c a r   a   	 A l l e r    	 V e r s u c h e n 	 A:0BL	 C e r c a   p e r 	 'FBA2	 P r o c u r a r 	 A r a   	 N h y   n 	 C a r i   d i 	 C a r i   k e 	 	K	  	K		G			 	 	 	 K e r e s  s   e d d i g : 	 	 	 	 Z o e k e n   n a a r 	 	 	 C u t a r e 	 	 	   	 	 	 ,3*,H  /1	 	 	   							 $
2
>
6
  
0
K
	 	 '0A	 


  



	 	 F u n a   u k u 	 K h a n g e l a   k u 	 T a f u t a 	 S o e k   n a 	 I e ak o t i   /  	 M e k l j i e t 	 O t s i 	 Hxvel  . . .   - xt	 	 C u t a r e 	 
0
>
/
A

	 9>A  M>  0(M$A  	 	 				  						  				 	 	 	 	 	 	 	 B u s c a r 
 
 S T R _ I D _ L A N G L N _ L K _ S E T T I N G _ L A N G _ S H O W 	 L a n g l n 	 I C O N T E X T 	 L a n g u a g e   t y p e s 	 L a n g u a g e   t y p e s 	  ^W	  {|W	 
4 2)2	 T i p o s   d e   i d i o m a 	 T y p e s   d e   l a n g u e 	 S p r a c h t y p e n 	 "8?K  O7K:0	 T i p i   d i   l i n g u e 	 FH9  'DD:)	 T i p o s   d e   i d i o m a s 	 D i l   t  r l e r i   	 L o i   h  n h   n g  n   n g 	 J e n i s   b a h a s a 	 J e n i s   b a h a s a 	 -	>	7	>	  *	M	0		>	0		 	 	 	 N y e l v t  p u s o k 	 	 	 	 T a a l t y p e s 	 	 	 T i p u r i   d e   l i m b i 	 	 	   	 	 	 'FH'9  2('F	 	   	   					  								 -
>
6
>
  
>

*
	 	 "8?8  <>2	 





  






	   	 I z i n h l o b o   z e z i l i m i 	 I i n t l o b o   z e l w i m i 	 A i n a   z a   l u g h a 	 T a a l s o o r t e 	 K a l b o s   t i p a i 	 V a l o d a s   v e i d i 	 K e e l e t   b i d 	 <efxvek  e}aove	   	 T i p u r i   d e   l i m b i 	 -
>
7
>
  $
0

M

3
M

 	 -7>  *M0>08.B9  	 	 					  							 	 	 	 	 	 	 	 T i p o s   d e   i d i o m a 
 
 S T R _ I D _ L A N G L N _ L K _ S E T T I N G _ I M A G E _ S H O W 	 L a n g l n 	 I C O N T E X T 	 S h o w   i m a g e 	 S h o w   p i c t u r e 	 o:yWGr	 >f:yVGr	 A* 2	 M o s t r a r   i m a g e n 	 A f f i c h e r   i m a g e 	 B i l d   a n z e i g e n 	 >:070BL  87>1@065=85	 M o s t r a   i m m a g i n e 	 916  'D5H1	 M o s t r a r   i m a g e m 	 R e s i m   g  s t e r   	 H i n   t h   n h   	 T a m p i l k a n   g a m b a r 	 P a p a r   g a m b a r 	 *	?		M		0	  &	?		>				 	 	 	 K  p   m e g j e l e n  t  s e 	 	 	 	 F o t o   t o n e n 	 	 	 A f i _a r e   i m a g i n e 	 	 	   	 	 	 FE'4  *5H1	 	   	   			  							 *
M
0
$
@
0
B
*
  5
?

>

	 	 >:070B8  <0;N=>:	 




  




	   	 K h o m b i s a   i s i t h o m b e 	 B o n i s a   u m f a n e k i s o 	 O n y e s h a   p i c h a 	 T o o n   a f b e e l d i n g 	 R o d y t i   p a v e i k s l l /	 P a r d +t   a t t l u 	 K u v a   p i l t 	 Qxadel  voah	   	 A f i _a r e   i m a g i n e 	 
?
$
M
0

  
>

M

B
	 ,?  &G>(M$A  	 	 					  									 	 	 	 	 	 	 	 M o s t r a r   i m a g e m 
 
 S T R _ I D _ L A N G L N _ L K _ S E T T I N G _ R E P E A T _ T I M E S 	 L a n g l n 	 I C O N T E X T 	 R e p e a t s 	 R e p e a t s 	 !kxe	 
Y!kpe	 I3	 R e p e t i r 	 R  p  t i t i o n s 	 W i e d e r h o l u n g e n 	 >2B>@K	 R i p e t i z i o n i 	 E1')  E*C11)	 R e p e t i r 	 T e k r a r l a r   	 S   l n   c   l i 	 U l a n g 	 P e n g u l a n g a n 	 &	K	9	0	>	5		 	 	 	 I s m  t l Qd  s e k 	 	 	 	 H e r h a l i n g e n 	 	 	 R e p e t a r e 	 	 	 	 	 	 *1'1	 	   	   												 &
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H''425	 I n t e r v a l o   d e   s e g u n d o s 	 S e c o n d e s   d  i n t e r v a l l e 	 I n t e r v a l l s e k u n d e n 	 =B5@20;  ( A5:. ) 	 S e c o n d i   d i   i n t e r v a l l o 	 *#.1  A*1)	 I n t e r v a l o   e m   s e g u n d o s 	 A r a   s a n i y e l e r   	 C h m   l i   g i a   c  u ( g i  y ) 	 D e t i k   i n t e r v a l 	 S a a t   s e l a n g 	 		$	0	>	2	  8	G		G		!		 	 	 	 I d Qk  z   m  s o d p e r c b e n 	 	 	 	 I n t e r v a l s e c o n d e n 	 	 	 I n t e r v a l    n   s e c u n d e 	 	 	   	 	 	 +'FG  G'  A'5DG  2E'F	 	   	   						  								 
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 
 S T R _ I D _ L A N G L N _ L K _ S E T T I N G _ W O R D _ H I D E 	 L a n g l n 	 I C O N T E X T 	 H i d e   p e r c e n t a g e 	 H i d e   p e r c e n t a g e 	 υ^k	 υ͋k	 H-@-#L@GL	 O c u l t a r   p o r c e n t a j e 	 C a c h e r   p o u r c e n t a g e 	 P r o z e n t w e r t   a u s b l e n d e n 	 KA>:89  ?@>F5=B	 N a s c o n d i   p e r c e n t u a l e 	 F3()  '.A'!	 O c u l t a r   p e r c e n t a g e m 	 Y  z d e y i   g i z l e   	 n   t p 	 S e m b u n y i k a n   p e r s e n t a s e 	 S i m p a n   p e r a t u s a n 	 *	M	0	$	?	6	$	  	?	*	>				 	 	 	 S z  z e l  k   e l r e j t  s e 	 	 	 	 P e r c e n t a g e   v e r b e r g e n 	 	 	 A s c u n d e r e   p r o c e n t a j 	 	 	   	 	 	 ~FG'F  1/F  /15/	 	   	   					  						 
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 
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	 	 F u n a   u k u 	 K h a n g e l a   k u 	 T a f u t a 	 S o e k   n a 	 I e ak o t i   /  	 M e k l j i e t 	 O t s i 	 Hxvel  . . .   - xt	 	 C u t a r e 	 
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 
 S T R _ I D _ L A N G L N _ L K _ T O T O L _ D U R A T I O N 	 L a n g l n 	 I C O N T E X T 	 T o t a l   d u r a t i o n : 	 T o t a l   d u r a t i o n : 	 =~Bf	 ;`e	 #0"0@'%2#'!: 	 D u r a c i  n   t o t a l : 	 D u r  e   t o t a l e  : 	 G e s a m t d a u e r : 	 1I0O  ?@>4>;68B5;L=>ABL: 	 D u r a t a   t o t a l e : 	 E/)  ',E'DJ): 	 D u r a   o   t o t a l 	 T o p l a m   s  r e : 	 T n g   t h i   g i a n : 	 D u r a s i   t o t a l : 	 J u m l a h   t e m p o h : 	 	A	2	  	5	'	?	: 	 	 	 	 T e l j e s   i d Qt a r t a m : 	 	 	 	 T o t a l e   d u u r : 	 	 	 D u r a t   t o t a l : 	 	 	     : 	 	 	 D  E/*: 	 	     : 	   							  			: 	 
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: 	   : 	 I s i k h a t h i   e s i p h e l e l e : 	 I x e s h a   l i l o n k e : 	 M u d a   w o t e : 	 T o t a l e   d u u r : 	 T r u k m   i a  v i s o : 	 K o p j a i s   i l g u m s : 	 K o g u k e s t u s : 	 8vdpavx  xrxiuxv]	   : 	 D u r a t   t o t a l : 	 .
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 
 S T R _ I D _ L A N G L N _ L K _ M I N U T E 	 L a n g l n 	 I C O N T E X T 	 M i n u t e s : 	 M i n u t e s : 	 R	 R	 25: 	 M i n u t o s : 	 M i n u t e s   : 	 M i n u t e n : 	 8=CB: 	 M i n u t i : 	 /B'&B: 	 M i n u t o s : 	 D a k i k a : 	 P h  t : 	 M e n i t : 	 M i n i t : 	 .	?	(		: 	 	 	 	 P e r c : 	 	 	 	 M i n u t e n : 	 	 	 M i n u t e : 	 	 	 : 	 	 	 /BBG: 	 	 : 	   					: 	   .
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 
 S T R _ I D _ L A N G L N _ L K _ S E C O N D S 	 L a n g l n 	 I C O N T E X T 	 S e c o n d s : 	 S e c o n d s : 	 y	 y	 '425: 	 S e g u n d o s : 	 S e c o n d e s  : 	 S e k u n d e n : 	 !5:C=4: 	 S e c o n d i : 	 +H'FJ: 	 S e g u n d o s : 	 S a n i y e :   	 G i  y : 	 D e t i k : 	 S a a t : 	 8	G		G		!	: 	 	 	 	 M  s o d p e r c : 	 	 	 	 S e c o n d e n : 	 	 	 S e c u n d e : 	 	 	 : 	 	 	 +'FG: 	 	 : 	   							: 	   8
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 
 S T R _ I D _ L A N G L N _ L K _ T I P S _ S O U N D _ R E C O R D _ I D L E 	 L a n g l n 	 L K _ T I P S 	 R e c o r d e r   i d l e 	 R e c o r d e r   i d l e 	 zz	 U_zz	 @#7H-16'H2	 G r a b a d o r   i n a c t i v o 	 E n r e g i s t r e u r   e n   v e i l l e 	 R e k o r d e r   i n a k t i v 	 0?8AK20NI55  CAB@>9AB2>  ?@>AB08205B	 R e g i s t r a t o r e   f e r m o 	 E3,D	 G r a v a d o r   i n a c t i v o 	 K a y d e d i c i   k u l l a n 1l m 1y o r 	 G h i    m   r i 	 P e r e k a m   s i a g a 	 P e r a k a m   m e l a h u 	 0	?		I	0	M	!	0	  	>	2	@		 	 	 	 R  g z  t Q   r e s j  r a t b a n 	 	 	 	 R e c o r d e r   i n a c t i e f 	 	 	 A p l i c a ci e   d e    n r e g i s t r a r e   i n a c t i v 	 	 	     	 	 	 6(7  FF/G  /1  -'D*  (D''3*A'/G  '3*	 	       	   								  					 8
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	   	 I r e k h o d a   a y i s e b e n z i 	 I s i s h i c i l e l i   s i l i n d i l e 	 R e k o d a   i k o   b w e t e 	 O p n e m e r   l u i e r   t a n s 	 .r a ay m o   a p a r a t a s   n e v e i k o j e 	 I e r a k s t a   i e r +c e s   d +k s t v e 	 S a l v e s t a j a   j  u d e 	 Aauvackyh  }za}tav  |ejktxt  g	     	 A p l i c a ci e   d e    n r e g i s t r a r e   i n a c t i v 	 1
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 
 S T R _ I D _ L A N G L N _ L K _ T I P S _ I S _ R E C O R D I N G 	 L a n g l n 	 L K _ T I P S 	 R e c o r d i n g   s o u n d 	 R e c o r d i n g   s o u n d 	 ck(W	 ck(WU_	 3%116@*5"	 G r a b a n d o   s o n i d o 	 S o n   d  e n r e g i s t r e m e n t 	 S o u n d   w i r d   a u f g e n o m m e n 	 0?8AL  72C:0	 R e g i s t r a z i o n e   a u d i o   i n   c o r s o 	 ,'1M  'D*3,JD	 A   g r a v a r   s o m 	 S e s   k a y d e d i l i y o r 	 a n g   g h i    m 	 S u a r a   p e r e k a m a n 	 M e r a k a m   b u n y i 	 	5	>		<	  0	?		I	0	M	!	  	0	  0	9	>	  9	H		 	 	 	 R  g z  t  s   h a n g j a 	 	 	 	 G e l u i d   w o r d t   o p g e n o m e n 	 	 	  n r e g i s t r a r e   s u n e t 	 	 	   	 	 	 /1  -'D  6(7  5/'	 	       ? 	   										  					 
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	     	 K u r e k h o d w a   u m s i n d o 	 I s h i c i l e l a   i s a n d i 	 S a u t i   y a   K u r e k o d i 	 N e e m   t a n s   k l a n k   o p 	 .r a ao m a s   g a r s a s   	 I e r a k s t u   s k a Fu 	 S a l v e s t u s h e l i 	 Aauvacxt	   	  n r e g i s t r a r e   s u n e t 	 1
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 
 S T R _ I D _ L A N G L N _ L K _ T I P S _ P L A Y I N G _ S O U N D 	 L a n g l n 	 L K _ T I P S 	 P l a y i n g   s o u n d 	 P l a y i n g   s o u n d 	 ck(Wd>e	 ck(Wd>e	 3%1@%H@*5"	 R e p r o d u c i e n d o   s o n i d o 	 S o n   d e   l e c t u r e 	 S o u n d   w i r d   w i e d e r g e g e b e n 	 >A?@>872545=85  72C:0	 R i p r o d u z i o n e   a u d i o 	 ,'1M  'D*4:JD	 A   r e p r o d u z i r   s o m 	 S e s i   o y n a t 1y o r 	 a n g   c h y 	 S u a r a   p e m u t a r a n 	 M e m a i n k a n   b u n y i 	 	5	>		<	  *	M	2	G	  	0	  0	9	>	  9	H		 	 	 	 H a n g   l e j  t s z  s a 	 	 	 	 G e l u i d   a f s p e l e n 	 	 	 R e d a r e   s u n e t 	 	 	   	 	 	 /1  -'D  ~.4  5/'	 	     ? 	   				  							 
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	     	 K u d l a l w a   u m s i n d o 	 I k h a l i s a   i s a n d i 	 I n a c h e z a   s a u t i 	 S p e e l   t a n s   k l a n k 	 L e i d ~i a m a s   g a r s a s 	 A t s k a Fo j u   s k a Fu 	 E s i t u s h e l i 	 Aauvk  v~acaoxt	   	 R e d a r e   s u n e t 	 *
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	 >2A9G,>  6,M&  	 	 						  						 	 	 	 	 	 	 	 R e p r o d u z i n d o   s o m 	 	 	 	 	 	 	 	 S o i n u a   e n t z u t e n 	 N a p a p a t u g t o g   n g   t u n o g 	 R e p r o d u c i n d o   s o n 	 N a - a k p r   d a   	 F u a i m   a g   s e i n m 
 
 S T R _ I D _ L A N G L N _ L K _ O P E N _ F I L E _ E R R O R 	 L a n g l n 	 P O P U P 	 C a n ' t   O p e n 	 C a n ' t   o p e n 	 Sb1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   p u e d e   a b r i r 	 N e   p e u t   p a s   o u v r i r 	 K a n n   n i c h t    f f n e n 	 5  C405BAO  >B:@KBL	 I m p o s s i b i l e   a p r i r e 	 A4D  AJ  'DA*-	 I m p o s s  v e l   a b r i r 	 A  a m 1y o r 	 M   t h t   b i 	 T i d a k   d a p a t   d i b u k a 	 T i d a k   b o l e h   b u k a 	 	K	2	  (	9	@		  8		$	>		 	 	 	 N e m   n y i t h a t    m e g 	 	 	 	 K a n   n i e t   o p e n e n 	 	 	  n r e g i s t r a r e a   n u   p o a t e   f i   d e s c h i s 	 	 	     	 	 	 FE  *H'F/  ('2  F/	 	 	 					  							 
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	 	 A k u v u l e k i 	 A y i k w a z ' u k u v u l a 	 H a i w e z i   k u f u n g u a 	 K a n   n i e   o o p m a a k   n i e 	 N e g a l i m a   a t i d a r y t i 	 N e v a r   a t v r t 	 E i   s a a   a v a d a 	 @vaa~x  yg  bael	   	 N u   p o a t e   f i   d e s c h i s 	 $
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 
 S T R _ I D _ L A N G L N _ L K _ C A N N O T _ P A U S E 	 L a n g l n 	 P O P U P 	 C a n ' t   P a u s e 	 C a n ' t   p a u s e 	 f\P1YWe	 f\P1Y%	 D!H*2!2#+"8
1H'#2'	 N o   p u e d e   p a u s a r 	 N e   p e u t   p a s   p a u s e r 	 K a n n   n i c h t   p a u s i e r e n 	 5  C405BAO  ?@8>AB0=>28BL	 I m p o s s i b i l e   m e t t e r e   i n   p a u s a 	 A4D  AJ  *HBA  'DEHB*	 I m p o s s  v e l   c o l o c a r   e m   p a u s a 	 B e k l e t e m i y o r 	 D n g   t h t   b i 	 T i d a k   d a p a t   d i j e d a 	 T i d a k   b o l e h   j e d a 	 0	K		  (	9	@		  8		$	>		 	 	 	 N e m   s z  n e t e l t e t h e t Q	 	 	 	 K a n   n i e t   p a u z e r e n 	 	 	  n r e g i s t r a r e a   n u   p o a t e   f i    n t r e r u p t 	 	 	     	 	 	 FE  *H'F/  E+  F/	 	     	 					  				  				  						  			 0
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	   	 A k u m i   k a n c a n e 	 A y i k w a z ' u k u n q u m a m a 	 H a i w e z i   k u s i t i s h a 	 K a n   n i e   w a g   n i e 	 N e g a l i m a   p e r t r a u k t i 	 N e v a r   p a u z t 	 E i   s a a   s e i s a t a 	 @vaa~x  yg  dadaevel	     	 N u   p o a t e   f i    n t r e r u p t 	 *
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 
 S T R _ I D _ L A N G L N _ L K _ C O M M A N D _ E R R O R 	 L a n g l n 	 P O P U P 	 F a i l e d   T o   P l a y 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 %I!@+%'C2#@%H	 F a l l    l a   r e p r o d u c c i  n 	 E c h e c   d e   l e c t u r e 	 W i e d e r g a b e   f e h l g e s c h l a g e n 	 !1>9  2>A?@>872545=8O	 I m p o s s i b i l e   r i p r o d u r r e 	 A4D  AJ  *4:JD	 R e p r o d u   o   f a l h o u 	 O y a n a t a m a d 1  	 C h y   t h t   b i 	 G a g a l   d i p u t a r 	 G a g a l   u n t u k   m e m a i n k a n 	 *	M	2	G	  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   l e j  t s z  s 	 	 	 	 K a n   n i e t   a f s p e l e n 	 	 	 R e d a r e a   n u   a   r e u _i t 	 	 	   	 	 	 ~.4  F'EHAB  (H/	 	     	 						  						 
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	     	 K u h l u l e k i l e   u k u d l a l a 	 I p h a n z i l e   u k u k h a l a 	 I m e s h i n d w a   k u c h e z a 	 H e t   n i e   g e s p e e l   n i e 	 N e p a v y k o   p a l e i s t i 	 N e i z d e v s   a t s k a Fo t 	 E s i t a m i n e   n u r j u s 	 F~acaoxth  qamxr~e	     	 R e d a r e a   n u   a   r e u _i t 	 *
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 
 S T R _ I D _ L A N G L N _ L K _ D E V I C E _ B U S Y 	 L a n g l n 	 P O P U P 	 D e v i c e   B u s y 	 D e v i c e   b u s y 	 -P_	 Y_	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o   	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 ,G'2  E4:HD	 D i s p o s i t i v o   o c u p a d o 	 C i h a z   k u l l a n 1m d a   	 T h i t   b   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	  9	H		 	 	 	 A z   e s z k  z   e l f o g l a l t 	 	 	 	 A p p a r a a t   b e z i g 	 	 	 D i s p o z i t i v   o c u p a t 	 	 	   	 	 	 /3*'G  E4:HD  '3*	 	     	 						  							 8
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 
 S T R _ I D _ L A N G L N _ L K _ B A D _ F O R M A T 	 L a n g l n 	 P O P U P 	 B a d   F o r m a t 	 B a d   f o r m a t 	 <h_/	 <h_	 #9AD!H5	 F o r m a t o   e r r  n e o 	 F o r m a t   i n c o r r e c t 	 F a l s c h e s   F o r m a t 	 54>?CAB8<K9  D>@<0B	 F o r m a t o   e r r a t o 	 .7#  AJ  'D5J:)	 F o r m a t o   i r r e g u l a r 	 K  t    f o r m a t   	 n h   d n g   l i 	 F o r m a t   s a l a h 	 F o r m a t   r o s a k 	 	0	>	,	  +	I	0	M	.	G			 	 	 	 R o s s z   f o r m  t u m 	 	 	 	 S l e c h t e   i n d e l i n g 	 	 	 F o r m a t   i n c o r e c t 	 	 	     	 	 	 A1E*  (/	 	   	 					  								 ,
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	   	 I f o m e t h i   e m b i 	 U k u m i l a   o k u b i 	 F o m a t i   m b a y a 	 S l e g t e   f o r m a a t 	 B l o g a s   f o r m a t a s 	 S l i k t s   f o r m t s 	 V i g a n e   v o r m i n g 	 Mmal  qaya	   	 F o r m a t   i n c o r e c t 	 +
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 
 S T R _ I D _ L A N G L N _ L K _ N O _ S P A C E 	 L a n g l n 	 P O P U P 	 E x c e e d   F i l e   L i m i t 	 E x c e e d   f i l e   l i m i t 	 NjP6R	 ǏeNP6R	 @4531D%L	 L  m i t e   d e   a r c h i v o s   s o b r e p a s a d o 	 L i m i t e   d e   f i c h i e r   d  p a s s  e 	 D a t e i g r e n z e    b e r s c h r e i t e n 	 @545;  D09;0  ?@52KH5=	 L i m i t e   f i l e   s u p e r a t o 	 *,'H2  'DJ  -/  'DEDA	 L i m i t e   d e   f i c h e i r o   e x c e d i d o 	 D o s y a   s 1n 1r 1n 1  a _1y o r 	 V t   q  a   h n   c h   t p 	 B a t a s   f i l e   t e r l a m p a u i 	 M e l e b i h i   h a d   f a i l 	 +	>		2	  8	@	.	>	  *	B	0	M	#		 	 	 	 A   f  j l k o r l  t   t  l l  p v e 	 	 	 	 B e s t a n d s l i m i e t   o v e r s c h r e d e n 	 	 	 A ci   d e p _i t   l i m i t a   f i _i e r u l u i 	 	 	     	 	 	 A1'*1  '2  -/  A'D	 	     	 				  				  							  						 +
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  






  




  


  

	     	 K w e q e   u m k h a w u l o   w e f a y e l a 	 G q i t h i s a   i s i t h i n t e l o   s e f a y l e 	 I m e z i d i s h a   u p e o   w a   f a i l i 	 O o r s k r y   l  e r p e r k   	 V i r ay t a s   f a i l o   l i m i t a s 	 P r s n i e g t s   f a i l a   l i m i t s 	 F a i l i   m a h u p i i r a n g    l e t a t u d 	 Vaulk  }aptavayak  ceafavxt	     	 A ci   d e p _i t   l i m i t a   f i _i e r u l u i 	 +
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	 +>2M  8@.>  $?M0.  	 	 					  				  							  						 	 	 	 	 	 	 	 E x c e d e u   l i m i t e   d e   a r q u i v o 	 	 	 	 	 	 	 	 F i t x a r e n   m u g a   g a i n d i t u   e g i n   d a 	 L a g p a s   s a   l i m i t a s y o n   n g   f i l e 	 E x c e d e r   l  m i t e   d e   f i c h e i r o 	 G a f e e   i h e   f a l   g a - a n a r a 	 T e o r a i n n   a n   c h o m h a i d   s  r a i t h e 
 
 S T R _ I D _ L A N G L N _ L K _ E R R O R 	 L a n g l n 	 P O P U P 	 A u d i o   C o n t e n t   E r r o r 	 A u d i o   c o n t e n t   e r r o r 	 ;j/	 󗑘eN	 I-4%2@7I-+2@*5"	 E r r o r   e n   e l   c o n t e n i d o   d e   a u d i o 	 E r r e u r   d e   c o n t e n u   a u d i o 	 A u d i o i n h a l t s f e h l e r 	 H81:0  0C48>	 E r r o r e   c o n t e n u t o   a u d i o 	 .7#  AJ  EDA  'DAJ/JH	 E r r o   d e   c o n t e  d o    u d i o 	 S e s   i  e r i i   h a t a s 1  	 T p    m   t h a n h   l i 	 K e s a l a h a n   p a d a   k o n t e n   a u d i o 	 R a l a t   k a n d u n g a n   a u d i o 	 	!	?	/	K	  			G			  $	M	0	A		?		 	 	 	 A u d i    t a r t a l m i   h i b a 	 	 	 	 F o u t   i n   a u d i o - i n h o u d 	 	 	 E r o a r e   c o n ci n u t   a u d i o 	 	 	     	 	 	 .7'  E-*H'  5H*	 	     	 				  								  							 
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  



- 







  


	     	 I p h u t h a   l o k u q u k e t h w e   y i - A u d i o 	 I m p a z a m o   y e s i q u l a t h o   s e - o d i y o 	 H i t i l a f u   y a   y a l i y o m o   k w e n y e   s a u t i 	 O u d i o - i n h o u d f o u t 	 G a r s o   t u r i n i o   k l a i d a 	 A u d i o   s a t u r a   k <kd a 	 A u d i o s i s u   t  r g e 	 1xdkx  zaxvaoxiuav  }mal	     	 E r o a r e    n   c o n ci n u t u l   a u d i o 	 
!
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 	 !?  G(M&M0  $M0A?  	 	 				'   							  							 	 	 	 	 	 	 	 E r r o   d e   c o n t e  d o   d e    u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ L K _ U N S U P P O R T E D _ C H A N N E L 	 L a n g l n 	 P O P U P 	 N o t   s u p p o r t e d   C h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 
N/ecv;S	 
N/ecvS	 A
@%5HD!H*1*8	 C a n a l   n o   s o p o r t a d o 	 C a n a l   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   K a n a l 	 0=0;  =5  ?>445@68205BAO	 C a n a l e   n o n   s u p p o r t a t o 	 'DBF')  :J1  E/9E	 C a n a l   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   k a n a l   	 K h  n g   h   t r   k  n h 	 B u k a n   s a l u r a n   y a n g   d i d u k u n g 	 S a l u r a n   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  	H	(	2		 	 	 	 N e m   t  m o g a t o t t   c s a t o r n a 	 	 	 	 K a n a a l   n i e t   o n d e r s t e u n d 	 	 	 C a n a l   n e a c c e p t a t 	 	 	     	 	 	 'F'D  ~4*('F  FE  4H/	 	   	 							  						  				  		  	 
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  



	   	 N o t   s u p p o r t e d   c h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 N i e   g e s t e u n   k a n a a l 	 N o t   s u p p o r t e d   c h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 N o t   s u p p o r t e d   c h a n n e l 	 *
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 
 S T R _ I D _ L A N G L N _ L K _ U N S U P P O R T E D _ F R E Q 	 L a n g l n 	 P O P U P 	 N o t   s u p p o r t e d   F r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 
N/ecv;s	 
N/ecvs	 '2!5H5HD!H*1*8	 F r e c u e n c i a   n o   s o p o r t a d a 	 F r  q u e n c e   n o n   s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e   F r e q u e n z 	 '0AB>B0  =5  ?>445@68205BAO	 F r e q u e n z a   n o n   s u p p o r t a t a 	 'D*1//  :J1  E/9E	 F r e q u  n c i a   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   f r e k a n s   	 K h  n g   h   t r   t n   s 	 B u k a n   f r e k u e n s i   y a n g   d i d u k u n g 	 F r e k u e n s i   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  +	M	0	@		M	5	G		8	@		 	 	 	 N e m   t  m o g a t o t t   f r e k v e n c i a 	 	 	 	 F r e q u e n t i e   n i e t   o n d e r s t e u n d 	 	 	 F r e c v e n c  n e a c c e p t a t 	 	 	     	 	 	 A1'F3  ~4*('F  FE  4H/	 	   	 													  						  				  		  	 
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  









	   	 N o t   s u p p o r t e d   f r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 N i e   g e s t e u n   f r e k w e n s i e 	 N o t   s u p p o r t e d   f r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 N o t   s u p p o r t e d   f r e q u e n c y 	 *
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M
2
	 8.0M%?$  +M0?M5G(M8?  (>9?	 	 								  													 	 	 	 	 	 	 	 F r e q u  n c i a   n  o   s u p o r t a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ L K _ U N S U P P O R T E D _ T Y P E 	 L a n g l n 	 P O P U P 	 N o t   s u p p o r t e d   T y p e 	 N o t   s u p p o r t e d   t y p e 	 
N/ecv^W	 
N/ecv{|W	 
45HD!H*1*8	 T i p o   n o   s o p o r t a d o 	 T y p e   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   T y p 	 "8?  =5  ?>445@68205BAO	 T i p o   n o n   s u p p o r t a t o 	 'DFH9  :J1  E/9E	 T i p o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   t  r   	 K h  n g   h   t r   l o i   h  n h 	 B u k a n   j e n i s   y a n g   d i d u k u n g 	 J e n i s   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  *	M	0		>	0		 	 	 	 N e m   t  m o g a t o t t   t  p u s 	 	 	 	 T y p e   n i e t   o n d e r s t e u n d 	 	 	 T i p   n e a c c e p t a t 	 	 	     	 	 	 FH9  ~4*('F  FE  4H/	 	   	 								  			  	 
8
.
0
%
  $
0
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
>
	 	 "8?  =5  ?V4B@8<CTBLAO	 






  





	   	 N o t   s u p p o r t e d   t y p e 	 N o t   s u p p o r t e d   t y p e 	 N o t   s u p p o r t e d   t y p e 	 N i e   g e s t e u n   t i p e 	 N o t   s u p p o r t e d   t y p e 	 N o t   s u p p o r t e d   t y p e 	 N o t   s u p p o r t e d   t y p e 	 N o t   s u p p o r t e d   t y p e 	 N o t   s u p p o r t e d   t y p e 	 N o t   s u p p o r t e d   t y p e 	 *
?
(
M
$
A
#
/
M

M

A
(
M
(
  $
0

  
2
M
2
	 8.0M%?$  *M0>0  (>9?	 	 								  							 	 	 	 	 	 	 	 T i p o   n  o   s u p o r t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ L K _ K E Y _ W O R D _ T I T L E 	 L a n g l n 	 T I T L E 	 K e y   w o r d 	 K e y   w o r d 	 ͑ޞ^	 ͑p͋	 3*31
	 P a l a b r a   c l a v e 	 M o t   c l  	 S c h l  s s e l w o r t 	 ;NG52>5  A;>2>	 P a r o l a   c h i a v e 	 CDE)  'DEA*'-	 P a l a v r a - c h a v e 	 A n a h t a r   s  z c  k   	 T   t r n g   i m 	 K a t a   k u n c i 	 P e r k a t a a n   k e k u n c i 	 	A			@	  6	,	M	&		 	 	 	 K u l c s s z  	 	 	 	 S l e u t e l w o o r d 	 	 	 C u v  n t   c h e i e 	 	 	   	 	 	 H'G  D/	 	   	   		  					 .
A
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
  6
,
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	 	 ;NG>25  A;>2>	 

  



	   	 I g a m a   e l i b a l u l e k i l e 	 I g a m a   e l i s i s i k h o k e l o 	 N e n o   m s i n g i 	 T o e t s w o o r d 	 R a k t i n i s   ~o d i s 	 A t s l g a s   v r d s 	 V  t m e s  n a 	 2avalka~x  ba|	   	 C u v  n t   c h e i e 	 
@
  5
G
!
M
	 @  6,M&  	 	 					  					 	 	 	 	 	 	 	 P a l a v r a   c h a v e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ L K _ H E L P _ D E S C R I P T I O N 	 L a n g l n 	 U N L I M 	 H e l p 	 H o w   t o   u s e : \ n K e y   1 : P l a y . \ n K e y   2 : S t o p . \ n K e y   3 : S e t   A B   s e c t i o n . \ n K e y   4 : R e p e a t   o n e   s e n t e n c e . \ n K e y   5 : L o o k   k e y   w o r d   m e a n i n g . \ n K e y   6 : S w i t c h   m o d e   b e t w e e n   l i s t e n i n g   a n d   s p e a k i n g . \ n K e y   7 : I n c r e a s e   p l a y i n g   s p e e d . \ n K e y   8 : D e c r e a s e   p l a y i n g   s p e e d . 	 O(uf\ n 	cu1 d>e\ n 	cu2 \Pbk\ n 	cu3 A B \ n 	cu4 WvuMRS\ n 	cu5 gw͑ޞ^ˑ\ n 	cu6 d>eT!j_Rc\ n 	cu7 R_d>e^\ n 	cu8 nbad>e^	 O(uf\ n 	c.1 d>e\ n 	c.2 \Pbk\ n 	c.3 A B 
Y\ n 	c.4 _sS_MRS\ n 	c.5 gw͑p͋ʑ\ n 	c.6 d>eTU_!j_Rbc\ n 	c.7 R_d>e^\ n 	c.8 Qbad>e^	 '45C
I: \ n 8H!  1 : @%H\ n 8H!  2 : +"8\ n 8H!  3 : 1I*H'  A B \ n 8H!  4 : I3+6H#0B"\ n 8H!  5 : 9'2!+!2"-3*31
\ n 8H!  6 : @%5H"B+!#0+'H22#1A%02#9\ n 8H!  7 : @4H!'2!@#G'2#@%H\ n K e y   8 : %'2!@#G'2#@%H	 C  m o   u s a r : \ n T e c l a   1 : R e p r o d u c i r . \ n T e c l a   2 : D e t e n e r . \ n T e c l a   3 : C o n f i g u r a r   s e c c i  n   A B . \ n T e c l a   4 : R e p e t i r   u n a   o r a c i  n . \ n T e c l a   5 : B u s c a r   s i g n i f i c a d o   p a l a b r a   T e c l a . \ n T e c l a   6 : A l t e r n a r   m o d o   e n t r e   e s c u c h a r   y   h a b l a r . \ n T e c l a   7 : A u m e n t a r   v e l o c i d a d   d e   r e p r o d u c c i  n . \ n T e c l a   8 : D i s m i n u i r   v e l o c i d a d   d e   r e p r o d u c c i  n 	 C o m m e n t   u t i l i s e r   : \ n B o u t o n   1   :   L e c t u r e . \ n B o u t o n   2   :   S t o p . \ n B o u t o n   3   :   D  f i n i r   p a s s a g e   A B . \ n B o u t o n   4   :   R  p  t e r   u n e   p h r a s e . \ n B o u t o n   5   :   V o i r   l a   d e s c r i p t i o n   d u   m o t   c l  . \ n B o u t o n   6   :   C h a n g e r   d e   m o d e   e n t r e    c o u t e   e t   p r o n o n c i a t i o n . \ n B o u t o n   7   :   A u g m e n t e r   l a   v i t e s s e   d e   l e c t u r e . \ n B o u t o n   8   :   B a i s s e r   l a   v i t e s s e   d e   l e c t u r e . 	 V e r w e n d u n g s w e i s e : \ n T a s t e   1 : W i e d e r g a b e . \ n T a s t e   2 : S t o p p . \ n T a s t e   3 : A B - A b s c h n i t t   e i n s t e l l e n . \ n T a s t e   4 : E i n e n   S a t z   w i e d e r h o l e n . \ n T a s t e   5 : B e d e u t u n g   d e s   S c h l  s s e l w o r t s   n a c h s c h l a g e n . \ n T a s t e   6 : M o d u s   z w i s c h e n   Z u h  r e n   u n d   S p r e c h e n   s c h a l t e n . \ n T a s t e   7 : W i e d e r g a b e g e s c h w i n d i g k e i t   e r h  h e n . \ n T a s t e   8 : W i e d e r g a b e g e s c h w i n d i g k e i t   v e r r i n g e r n . 	 =AB@C:F88: \ n =>?:0  1 :   =0G0BL  83@C. \ n =>?:0  2 :   >AB0=>28BL. \ n =>?:0  3 :   2K1@0BL  @0745;  A B . \ n =>?:0  4 :   ?>2B>@8BL  >4=>  ?@54;>65=85. \ n =>?:0  5 :   ?>A<>B@5BL  7=0G5=85  :;NG52>3>  A;>20. \ n =>?:0  6 :   A<5=8BL  @568<0  ( ?@>A;CH820=85/ @073>2>@) . \ n =>?:0  7 :   C25;8G8BL  A:>@>ABL  83@K. \ n =>?:0  8 :   C<5=LH8BL  A:>@>ABL  83@K. 	 I s t r u z i o n i : \ n T a s t o   1 : P l a y . \ n T a s t o   2 : S t o p . \ n T a s t o   3 : I m p o s t a   s e z i o n e   A B . \ n T a s t o   4 : R i p e t i   u n a   f r a s e . \ n T a s t o   5 : V e r i f i c a   s i g n i f i c a t o   d e l l a   p a r o l a   c h i a v e . \ n T a s t o   6 : C a m b i a   l a   m o d a l i t    t r a   a s c o l t a r e   e   p a r l a r e . \ n T a s t o   7 : A u m e n t a   v e l o c i t    r i p r o d u z i o n e . \ n T a s t o   8 : D i m i n u i s c i   v e l o c i t    d i   r i p r o d u z i o n e . 	 '4'1): \ n '6:71 : *4:JD\ n   '6:72 : *HBA\ n '6:73 : E*C11\ n '6:74 : *C1'1  ,ED)  -'DJ)'6:75 : 916  *A3J1  'DCDE)  'DEA*'-\ n '6:76 : *-HJD  *4:JD  H  E3,D\ n '6:77 : *319  319)  'D*4:JD\ n '6:78 : *.DA  319)  'D*4:JD	 C o m o   u t i l i z a r : \ n T e c l a   1 : R e p r o d u z i r . \ n T e c l a   2 : P a r a r . \ n T e c l a   3 : D e f i n i r   s e c   o   A B . \ n T e c l a   4 : R e p e t i r   u m a   f r a s e . \ n T e c l a   5 : P r o c u r a r   s i g n i f i c a d o   p a l a v r a - c h a v e . \ n T e c l a   6 : A l t e r n a r   e n t r e   o s   m o d o s   o u v i r   e   f a l a r . \ n T e c l a   7 : A u m e n t a   a   v e l o c i d a d e   d e   f a l a . \ n T e c l a   8 : D i m i n u i   a   v e l o c i d a d e   d e   f a l a . 	 N a s 1l   k u l l a n 1l 1r : \ n K e y   1 : P l a y . \ n K e y   2 : S t o p . \ n K e y   3 : S e t   A B   s e c t i o n . \ n K e y   4 : R e p e a t   o n e   s e n t e n c e . \ n K e y   5 : L o o k   k e y   w o r d   m e a n i n g . \ n K e y   6 : S w i t c h   m o d e   b e t w e e n   l i s t e n i n g   a n d   s p e a k i n g . \ n K e y   7 : I n c r e a s e   p l a y i n g   s p e e d . \ n K e y   8 : D e c r e a s e   p l a y i n g   s p e e d . 	 H n g   d n   s   d n g : \ n n   p h  m   1 : c h y \ n n   p h  m   2 : d n g \ n n   p h  m   3 : A B c   l i \ n n   p h  m   4 : c   l i   c  u   h i n   t i \ n n   p h  m   5 : t r a   g i i   t h  c h   t   t r n g   i m \ n n   p h  m   6 : i   c h     p h  t   v    g h i    m \ n n   p h  m 7 : y   n h a n h   c h     p h  t \ n n   p h  m 8 g i m   t c     p h  t 	 C a r a   m e n g g u n a k a n : \ n T o m b o l   1 : P u t a r . \ n T o m b o l   2 : B e r h e n t i . \ n T o m b o l   3 : A t u r   b a g i a n   A B . \ n T o m b o l   4 : U l a n g i   s a t u   k a l i m a t . \ n T o m b o l   5 : M e l i h a t   a r t i   k a t a   k u n c i . \ n T o m b o l   6 : A l i h k a n   m o d e   a n t a r a   m e n d e n g a r k a n   d a n   m e n g u c a p k a n . \ n T o m b o l   7 : M e n a m b a h   k e c e p a t a n   p e m u t a r a n . \ n T o m b o l   8 : M e n g u r a n g i   k e c e p a t a n   p e m u t a r a n . 	 C a r a   m e n g g u n a : \ n K e k u n c i   1 : M a i n . \ n K e k u n c i   2 : H e n t i . \ n K e k u n c i   3 : S e t   b a h a g i a n   A B . \ n K e k u n c i   4 : U l a n g   s a t u   p e r k a t a a n . \ n K e k u n c i   5 : C a r i   m a k n a   k a t a   k e k u n c i . \ n K e k u n c i   6 : B e r t u k a r   m o d   a n t a r a   m e n d e n g a r   d a n   b e r c a k a p . \ n K e k u n c i   7 : N a i k k a n   k e l a j u a n   b e r m a i n . \ n K e k u n c i   8 : R e n d a h k a n   k e l a j u a n   b e r m a i n . 	 	H	8	G	  	0	G		: \ n   	A			@	:   *	M	2	G	  	0	G		. \ n   	A			@	  2 :   0	K		G		. \ n   	A			@	  3 :   A B   8	G		M	6	(	  8	G		  	0	G		. \ n   	A			@	  4 :   		  5	>		M	/	  &	K	9	0	>			. \ n   	A			@	  5 :   	A			@	  6	,	M	&	  	0	M	%	  &	G		G		. \ n   	A			@	  6 :   8	A	(	(	G	  	0	  ,	K	2	(	G	  	G	  ,	@		  .	K	!	  ,	&	2	G		. \ n   	A			@	  7 :   *	M	2	G	  	0	(	G	  	@	  	$	?	  ,	"	<	>			. \ n   	A			@	  8 :   *	M	2	G	  	0	(	G	  	@	  	$	?	  		>			. 	 	 	 	 H a s z n  l a t : \ n 1 .   g o m b : L e j  t s z  s . \ n 2 : M e g  l l  t  s . \ n 3 .   g o m b : A B   s z a k a s z   b e  l l  t  s a . \ n 4 .   g o m b : E g y   m o n d a t   i s m  t l  s e . \ n 5 .   g o m b : K u l c s s z    j e l e n t  s   m e g k e r e s  s e . \ n 6 .   g o m b : H a l l g a t  s    s   b e s z  d   m  d   k  z  t t i   v  l t  s . \ n 7 .   g o m b : L e j  t s z  s i   s e b e s s  g   n  v e l  s e . \ n 8 .   g o m b : L e j  t s z  s i   s e b e s s  g   c s  k k e n t  s e . 	 	 	 	 H o e   g e b r u i k t   u : \ n T o e t s   1 : A f s p e l e n . \ n T o e t s   2 : S t o p p e n . \ n T o e t s   3 : A B - s e c t i e   i n s t e l l e n . \ n T o e t s   4 : E  n   z i n   h e r h a l e n . \ n T o e t s   5 : K i j k e n   n a a r   b e t e k e n i s   v a n   s l e u t e l w o o r d . \ n T o e t s   6 : O m s c h a k e l e n   t u s s e n   l u i s t e r e n   e n   s p r e k e n . \ n T o e t s   7 : S n e l l e r   a f s p e l e n . \ n T o e t s   8 : L a n g z a m e r   a f s p e l e n . 	 	 	 M o d   d e   u t i l i z a r e : \ n T a s t a   1 :   R e d a r e . \ n T a s t a   2 :   O p r i r e . \ n T a s t a   3 :   S e t a ci   s e c ci u n e a   A B . \ n T a s t a   4 :   R e p e t a ci   o   p r o p o z i ci e . \ n T a s t a   5 :   C u t a ci    n ce l e s u l   c u v  n t u l u i   c h e i e . \ n T a s t a   6 :   C o m u t a ci    n t r e   m o d u l   d e   a s c u l t a r e   _i   m o d u l   d e   v o r b i r e . \ n T a s t a   7 :   M r i ci   v i t e z a   d e   r e d a r e . \ n T a s t a   8 :   R e d u c e ci   v i t e z a   d e   r e d a r e . 	 	 	   : n \   1 :   n \   2 : n \   3 :       ' - ' . n \   4 :       . n \   5 :             . n \   6 :         . n \   7 :         . n \   8 :         . 	 	 	 F-HG  '3*A'/G: \ n D/  1 :   ~.4. \ n D/  2 :   *HBA. \ n D/  3 :   *F8E  (.4  A B . \ n D/  4 :   *1'1    ,EDG. \ n D/  5 :   FE'4  E9F'  H'G  D/. \ n D/  6 : -'D*  *9H6  (F  H4  /'/F  H  ('F  1/F. \ n D/  7 : 'A2'4  319*  ~.4. \ n D/  8 :   'G4  319*  ~.4. 	 	     :   \ n   1 -     . \ n     2 -     . \ n     3 -     A B     . \ n     4 -           . \ n     5 -             . \ n     6 -             . 	 						  							  					: \ 		  		  	:   					  \ 		  		  	:   					  \ 		  		  	:   			  					  			  			  \ 		  		  	:   				  							  											  			  \ 		  		  	:   		  						  				  				  \ 		  		  	:   				  	  				  					  			  				  			  \ 		  		  	:   					  			  						  \ 		  		  	:   					  			  						 6
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. 	     : \ n     1 :   .   \ n     2 :   .   \ n     3 :   . .       .   \ n   4 :       .   \ n   5 :         .   \ n   6 :             .   \ n   7 :         .   \ n   8 :         . 	 U y i s e b e n z i s a   k a n j a n i : \ n K e y   1 : D l a l a . \ n K e y   2 : Y i m a . \ n K e y   3 : S e t h a   i s i g a b a   A B . \ n K e y   4 : P h i n d a   u m u s h o   o w o d w a . \ n K e y   5 : B h e k a   i n c a z e l o   y e g a m a   e l i b a l u l e k i l e . \ n K e y   6 : S h i n t s h a n i s a   i m o d i   p h a k a t h i   k o k u l a l e l a   n o k u k h u l u m a . \ n K e y   7 : N y u s a   i s i v i n i n i   s o k u d l a l a . \ n K e y   8 : N c i p h i s a   i s i v i n i n i   s o k u d l a l a . 	 U y i s e b e b z i s a   n j a n i : \ n I k h i   1 : K h a l i s a . \ n I k h i   2 : M i s a . \ n I k h i   3 : S e t a   i s a h l u k o   A B   . \ n I k h i   4 : P h i n d a   i s i v a k a l i s i   e s i n y e . \ n I k h i   5 : J o n g a   i n t s i n g i s e l o   y e g a m a   e l i y i n t l o k o . \ n I k h i   6 : T s h i n t s h a   i m o   p h a k a t h i   k o k u m a m e l a   n o k u t h a t h a . \ n I k h i   7 : A n d i s a   i s a n t y a   s o k u k h a l a . \ n I k h i   8 : N c i p h i s a   i s a n t y a   s o k u k h a l i s a . 	 J i n s i   y a   k u t u m i a : \ n K i t u f e   1 : C h e z a . \ n K i t u f e   2 : S i m a m i s h a . \ n K i t u f e   3 : S e h e m u   y a   s e t i   A B . \ n K i t u f e   4 : R u d i a   s e n t e n s i   m o j a . \ n K i t u f e   5 : A n g a l i a   m a a n a   y a   n e n o   m s i n g i . \ n K i t u f e   6 : B a d i l i   m o d i   k a t i   y a   k u s i k i l i z a   n a   k u s e m a . \ n K i t u f e   7 : O n g e z a   k a s i   y a   k u c h e z a . \ n K i t u f e   8 : P u n g u z a   k a s i   y a   k u c h e z a . 	 H o e   o m   t e   g e b r u i k : \ n T o e t s   1 : S p e e l . \ n T o e t s   2 : S t o p . \ n T o e t s   3 : S t e l   A B - d e e l . \ n T o e t s   4 : H e r h a a l   e e n   s i n . \ n T o e t s   5 : S i e n   t o e t s w o o r d   s e   b e t e k e n i s . \ n T o e t s   6 : W i s s e l   t u s s e n   l u i s t e r -   e n   p r a a t m o d u s s e . \ n T o e t s   7 : V e r h o o g   s p e e l s p o e d . \ n T o e t s   8 : V e r l a a g   s p e e l s p o e d . 	 K a i p   n a u d o t i : \ n 1   m y g t u k a s : l e i s t i . \ n 2   m y g t u k a s : s u s t a b d y t i . \ n 3   m y g t u k a s : n u s t a t y t i   A B   s k y r i s. \ n 4   m y g t u k a s : p a k a r t o t i   v i e n   s a k i n /. \ n 5   m y g t u k a s : ~i kr t i   p a g r i n d i n   ~o d ~i o   r e i k am . \ n 6   m y g t u k a s : p e r j u n g t i   k l a u s y m o   i r   k a l b j i m o   r e ~i m u s . \ n 7   m y g t u k a s : p a d i d i n t i   l e i d i m o   g r e i t /. \ n 8   m y g t u k a s : s u m a ~i n t i   l e i d i m o   g r e i t /. 	 K   l i e t o t : \ n T a u s t i Fa  1 : A t s k a Fo t . \ n T a u s t i Fa  2 : S t o p . \ n T a u s t i Fa  3 : I e s t a t +t   A B   s e k c i j u . \ n T a u s t i Fa  4 : A t k r t o t   v i e n u   t e i k u m u . \ n T a u s t i Fa  5 : S a k t +t   a t s l g a s   v r d a   n o z +m i . \ n T a u s t i Fa  6 : P r s l g t   r e ~+m u   s t a r p   k l a u s +aa n o s   u n   r u n aa n u . \ n T a u s t i Fa  7 : P a l i e l i n t   a t s k a Fo aa n a s   t r u m u . \ n T a u s t i Fa  8 : S a m a z i n t   a t s k a Fo aa n a s   t r u m u . 	 K u i d a s   k a s u t a d a : \ n K l a h v   1 : E s i t a . \ n K l a h v   2 : S t o p p . \ n K l a h v   3 : M   r a   A B   s e k t s i o o n . \ n K l a h v   4 : K o r d a    h t e   l a u s e t . \ n K l a h v   5 : V t   v  t m e s  n a   t  h e n d u s t . \ n K l a h v   6 :  m b e r l  l i t u s   k u u l a m i s e   j a   r   k i m i s e   v a h e l . \ n K l a h v   7 : S u u r e n d a   e s i t u s e   k i i r u s t . \ n K l a h v   8 : V  h e n d a   e s i t u s e   k i i r u s t . 	 ;vyze}  cacxnel]\ n Merv  1 `   F~acaoel: \ n Merv  2 ]  8vdpael: \ n Merv  3 ]  Fwavaoel  A B   pa~an: \ n Merv  4 ]  ?ovel  teo  vamada}xiuxv: \ n Merv  5 ]  4kel  bavalka~x  ba|k  vwavaoxiuxvh: \ n Merv  6 ]  Sxmaoel  xvovdelx    aa}avelx  |ejktveh: \ n Merv  7 ` 1~elavel  v~acaotav  aacxiuxvh: \ n Merv  8 ]  F~afevel  v~acaotav  aacxiuxvh  	   :   \ n     1 :   .   \ n     2 :   .   \ n     3 :   A B     .   \ n     4 :       .   \ n     5 :         .   \ n     6 :           .   \ n     7 :       .   \ n     8 :       . 	 M o d   d e   u t i l i z a r e : \ n T a s t a   1 :   r e d a r e . \ n T a s t a   2 :   o p r i r e . \ n T a s t a   3 :   s e t a ci   s e c ci u n e a   A B . \ n T a s t a   4 :   r e p e t a ci   o   p r o p o z i ci e . \ n T a s t a   5 :   c u t a ci    n ce l e s u l   c u v  n t u l u i   c h e i e . \ n T a s t a   6 :   c o m u t a ci    n t r e   m o d u l   d e   a s c u l t a r e   _i   m o d u l   d e   v o r b i r e . \ n T a s t a   7 :   m r i ci   v i t e z a   d e   r e d a r e . \ n T a s t a   8 :   r e d u c e ci   v i t e z a   d e   r e d a r e . 	 
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 . 	 ?*0?  	*/K  0>/?,: \ n @  1 : >2A0(M$Ad	\ n @  2 : ,(M&0(M$A. \ n @  3 :   A B   ,?->  8GM  0(M$Ad	\ n @  4 : K?  ,>M_  *A(0>,C$?  0(M$Ad	\ n @  5 : @  6,M&  0M%  &G(M$A. \ n @  6 : 6M0,#    %(  .'M_0G  8AM  .K!d	\ n @  7 : >2A0?,>  $?  ,C&M'?  0(M$A. \ n @  8 : >2A0?,>  $?  9M0>8  0(M$Ad		 	 							  							  				: \ n   1 : 					\ n 		  2 : 					\ n 		  3 : \ n   A B   				  			  			\ n : 			  					  													  				\ n 		  5 : 					  					  				  					\ n 		  6 : 					  			  				  				  			  				  				\ n 		  7 : 				  				  					  						  				\ n 		  8 : 				  				  					  					  					 	 	 	 	 	 	 	 C o m o   u s a r : \ n C h a v e   1 :   R e p r o d u z i r . \ n C h a v e   2 :   P a r a r . \ n C h a v e   3 :   D e f i n i r   s e   o   A B . \ n C h a v e   4 :   R e p e t i r   u m a   s e n t e n  a . \ n C h a v e   5 :   O l h a r   s i g n i f i c a d o   d e   p a l a v r a - c h a v e . \ n C h a v e   6 :   T r o c a r   m o d o   e n t r e   o u v i r   e   f a l a r . \ n C h a v e   7 :   A u m e n t a r   v e l o c i d a d e   d e   r e p r o d u   o . \ n C h a v e   8 :   R e d u z i r   v e l o c i d a d e   d e   r e p r o d u   o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ L K _ B U I L D I N G _ C A C H E 	 L a n g l n 	 T I T L E 	 B u i l d i n g   C a c h e 	 B u i l d i n g   c a c h e 	 ^z_S	 ^z_S  	 3%1*#I2A
	 C o n s t r u y e n d o   c a c h  	 C o n s t r u c t i o n   d e   l a   c a c h e 	 C a c h e   w i r d   a u f g e b a u t 	 $>@<8@>20=85  :MH0	 C o s t r u z i o n e   c a c h e 	 'F4'!  'D*H5D	 A   e l a b o r a r   c a c h e 	  n   b e l l e k   y a p 1l a n d 1r 1l 1y o r   	 T o   c h n   t p   n h a n h 	 M e m b u a t   c a c h e 	 M e m b i n a   c a c h e 	 	H	6	G	  ,	(	>	  0	9	>	  9	H		 	 	 	 G y o r s  t  t  r   f e l  p  t  s e 	 	 	 	 C a c h e   o p b o u w e n 	 	 	 C r e a r e   m e m o r i e   c a c h e 	 	 	   	 	 	 /1  -'D  ','/  -'A8G  ~FG'F	 	     	 						  				  					 
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	   	 K w a k h i w a   i - c a c h e 	 Y a k h a   i n d a w o   y o k u b e k a 	 I n a j e n g a   k a s h e 	 B o u   t a n s   c a c h e 	 K u r i a m a   t a l p y k l 	 V e i d o   k e aa t m i Fu 	 V a h e m  l u   l o o m i n e 	 ?ew- pkwxrxiuav  oa|xxt	   	 C r e a r e   m e m o r i e   c a c h e 	 ,
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 
 S T R _ I D _ P H B _ V C A R D _ V E R S I O N 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 v C a r d   V e r s i o n 	 v C a r d   v e r s i o n 	 
TGrHr,g	 
TGrHr,g	 @'-#L
1H  v C a r d 	 V e r s i  n   d e   v C a r d   	 V e r s i o n   v C a r d 	 v C a r d - V e r s i o n 	 5@A8O  v C a r d 	 V e r s i o n e   v C a r d 	 F3.)  'D(7'B)	 V e r s  o   v C a r d 	 v K a r t   v e r s i y o n u   	 P h i  n   b n   d a n h   t h i p 	 V e r s i   v C a r d 	 v e r s i   v K a d 	 v C a r d   8		8	M		0	#		 	 	 	 v C a r d   v e r z i  	 	 	 	 v C a r d   v e r s i e 	 	 	 V e r s i u n e   v C a r d 	 	 	   v C a r d 	 	 	 F3.G  v C a r d 	 	 v C a r d   	   							  								 5
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	   	 I s i h u m u s h o   s e - v C a r d 	 I n g u q u l e l o   y e - v K h a d i 	 T o l e o   l a   v K a d i 	 v C a r d - w e e r g a w e 	 v C a r d   v e r s i j a 	 v C a r d   v e r s i j a 	 v C a r d i   v e r s i o o n 	 ~Tak  abeao	   	 V e r s i u n e   v C a r d 	 5
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 
 S T R _ I D _ P H B _ V C A R D _ V E R S I O N _ 2 1 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 v C a r d _ 2 . 1 	 v C a r d   2 . 1 	 2 . 1 Hr	 2 . 1 Hr	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 2 . 1 'DF3.)	 v C a r d   2 . 1 	 v K a r t   2 . 1 	 P h i  n   b n   2 . 1 	 v C a r d   2 , 1 	 v K a d   2 . 1 	 v C a r d   2 . 1 	 	 	 	 v C a r d   2 . 1 	 	 	 	 v C a r d   2 . 1 	 	 	 v C a r d   2 . 1 	 	 	 v C a r d   2 . 1 	 	 	 v C a r d   2 . 1 	 	 v C a r d _ 2 . 1 	 v C a r d   	. 		 5
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  2 . 1 	   2 . 1 	 I - v C a r d   2 . 1 	 I - v K h a d i   2 . 1 	 v K a d i   2 . 1 	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 v C a r d   2 . 1 	 ~Ta  2 . 1 	   2 . 1 	 v C a r d   2 . 1 	 5
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  2 . 1 	 v C a r d   2 . 1 	 	 							  2 . 1 	 	 	 	 	 	 	 	 v C a r d   2 . 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ V C A R D _ V E R S I O N _ 3 0 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 v C a r d _ 3 . 0 	 v C a r d   3 . 0 	 3 . 0 Hr	 3 . 0 Hr	 v C a r d   3 . 0 	 v C a r d   3 . 0 	 v C a r d   3 . 0 	 v C a r d   3 . 0 	 v C a r d   3 . 0 	 v C a r d   3 . 0 	 3 . 0 'DF3.)	 v C a r d   3 . 0 	 v K a r t   3 . 0   	 P h i  n   b n   3 . 0 	 v C a r d   3 . 0 	 v K a d   3 . 0 	 v C a r d   3 . 0 	 	 	 	 v C a r d   3 . 0 	 	 	 	 v C a r d   3 . 0 	 	 	 v C a r d   3 . 0 	 	 	 v C a r d   3 . 0 	 	 	 v C a r d   3 . 0 	 	 v C a r d _ 3 . 0 	 v C a r d   	. 		 5
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  3 . 0 	   3 . 0 	 I - v C a r d   3 . 0 	 I - v K h a d i   3 . 0 	 v K a d i   3 . 0 	 v C a r d   3 . 0 	 v C a r d   3 , 0 	 v C a r d   3 , 0 	 v C a r d   3 , 0 	 ~Ta  3 . 0 	   3 . 0 	 v C a r d   3 . 0 	 5
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  3 . 0 	 v C a r d   3 . 0 	 	 							  3 . 0 	 	 	 	 	 	 	 	 v C a r d   3 . 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ R E M I N D E R 	 L a n g L n 	 I C O N T E X T 	 R e v i e w   r e m i n d e r 	 R e m i n d e r 	 _c	 
Y`Nc	 1'@7-	 R e c o r d a t o r i o 	 R a p p e l 	 E r i n n e r u n g 	 0?><8=0=85	 P r o m e m o r i a 	 'F0'1  'DE1',9)	 L e m b r e t e 	 H a t 1r l a t 1c 1  	 N h c   n h    n   t p 	 P e n g i n g a t 	 P e r i n g a t a n 	 	(	A	8	M	.	>	0			 	 	 	 E m l  k e z t e t Q	 	 	 	 H e r i n n e r i n g 	 	 	 M e m e n t o 	 	 	 	 	 	 '/"H1	 	 	   							 /
>
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	 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 H e r i n n e r i n g 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 
0
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 	 8M.0#?>  	 	 							 	 	 	 	 	 	 	 L e m b r e t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ W K _ R E M I N D E R _ T I M E 	 L a n g L n 	 I C O N T E X T 	 R e v i e w   t i m e 	 T i m e 	 cBf	 ce	 @'%2	 T i e m p o 	 H e u r e 	 Z e i t 	 @5<O	 O r a 	 *HBJ*	 H o r a 	 S  r e   	 T h i   g i a n   n h c   n h 	 W a k t u 	 M a s a 	 8	.	/		 	 	 	 I d Q	 	 	 	 T i j d 	 	 	 O r a 	 	 	 	 	 	 2E'F	 	 	   				 8
.
>

	 	 	 


	 	 T i m e 	 T i m e 	 T i m e 	 T y d 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 T i m e 	 8
.
/

	 8._  	 	 				 	 	 	 	 	 	 	 H o r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ E K _ A P P _ N A M E 	 L a n g L n 	 I C O N T E X T 	 E x a m   K i n g 	 E x a m   k i n g 	 fs	 Ջs	 E x a m   k i n g 	 R e y   d e   l o s   e x  m e n e s 	 R o i   d  e x a m 	 P r  f u n g s k  n i g 	 ;02=K9  ?>  M:70<5=0<	 R e   d e l l ' e s a m e 	 EDC  'D'E*-'F	 E x a m   k i n g 	 E x a m   k i n g   	 V u a   t h i   c 	 E x a m   k i n g 	 E x a m   k i n g 	 		M		<	>	.	  	?				 	 	 	 E x a m   k i n g 	 	 	 	 E x a m e n k o n i n g 	 	 	 E x a m   K i n g 	 	 	   	 	 	 3D7'F  'E*-'F	 	   	   						  				 *
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	   	 I - E x a m   k i n g 	 I n k o s i   y o v i w o 	 M f a l m e   w a   m t i h a n i 	 E k s a m e n k o n i n g 	 E g z a m i n s  v a l d o v a s 	 E k s m e n u   k a r a l i s 	 E x a m   k i n g 	 E x a m   k i n g 	   	 E x a m   K i n g 	 
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	 *0@M7>  8.M0>  	 	 							  				 	 	 	 	 	 	 	 R e i   d o s   e x a m e s 
 
 S T R _ I D _ L A N G L N _ E K _ P I C K _ M O D E 	 L a n g L n 	 I C O N T E X T 	 T u r n   O n   P i c k   W o r d 	 T u r n   o n   p i c k   w o r d 	 S^!j_	 S͋!j_	 @42#@%7-3	 A c t i v a r   s e l e c c i o n a r   p a l a b r a 	 A c t i v e r   s  l e c t i o n   d e   m o t 	 W o r t w a h l   e i n s c h a l t e n 	 :;NG8BL  2K1>@  A;>20	 S c e l t a   p a r o l a   a t t i v a 	 FE7  'D*B'7  'DCDE)	 L i g a r   p a l a v r a - c h a v e 	 K e l i m e   s e  i   a    	 C h     c h n   t 	 A k t i f k a n   p e m i l i h a n   k a t a 	 H i d u p k a n   p i l i h   p e r k a t a a n 	 6	,	M	&	  	A	(	G		  	>	2	B	  	0	G			 	 	 	 S z  v  l a s z t  s   b e k a p c s o l  s a 	 	 	 	 W o o r d k i e z e n   i n s c h a k e l e n 	 	 	 A c t i v a ci   o p ci u n e a   d e   a l e g e r e   a   c u v  n t u l u i 	 	 	     	 	 	 A9'D3'2  'F*.'(  H'G	 	   	   				  			  				  						 *
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 
 S T R _ I D _ L A N G L N _ E K _ N O R M A L _ M O D E 	 L a n g L n 	 I C O N T E X T 	 T u r n   O f f   P i c k   W o r d 	 T u r n   o f f   p i c k   w o r d 	 T{L!j_	 T{!j_	 42#@%7-3	 D e s a c t i v a r   s e l e c c i o n a r   p a l a b r a 	 D  s a c t i v e r   s  l e c t i o n   d e   m o t 	 W o r t w a h l   a u s s c h a l t e n 	 K:;NG8BL  2K1>@  A;>20	 S c e l t a   p a r o l a   d i s a t t i v a 	 FE7  'D*B'7  'DCDE)	 D e s l i g a r   p a l a v r a - c h a v e 	 K e l i m e   s e  i   k a p a t   	 C h     t r   l i 	 N o n a k t i f k a n   p e m i l i h a n   k a t a 	 H i d u p k a n   p i l i h   p e r k a t a a n 	 6	,	M	&	  	A	(	G		  ,		&	  	0	G			 	 	 	 S z  v  l a s z t  s   k i k a p c s o l  s a 	 	 	 	 W o o r d k i e z e n   u i t s c h a k e l e n 	 	 	 D e z a c t i v a ci   o p ci u n e a   d e   a l e g e r e   a   c u v  n t u l u i 	 	 	     	 	 	 :1A9'D3'2  'F*.'(  H'G	 	   	   				  			  				  						 
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 
 S T R _ I D _ L A N G L N _ E K _ E N T R Y _ D I C T 	 L a n g L n 	 I C O N T E X T 	 E n t e r   D i c t i o n a r y 	 E n t e r   d i c t i o n a r y 	 2eQ^xQ	 ۏeQ͋xQ	 @I2*9H28#!	 E n t r a r   a l   d i c c i o n a r i o 	 E n t r e r   d i c t i o n n a i r e 	 W  r t e r b u c h   a u f r u f e n 	 2548B5  A;>20@L	 A c c e s s o   a l   d i z i o n a r i o 	 '/.'D  'DJ  E9,E	 A c e d e r   a o   d i c i o n  r i o 	 S  z l  e   g i r   	 V  o   t   i n 	 B u k a   k a m u s 	 M a s u k k a n   k a m u s 	 6	,	M	&		K	6	  &	0	M		<	  	0	G			 	 	 	 S z  t  r   m e g n y i t  s a 	 	 	 	 N a a r   w o o r d e n b o e k 	 	 	 C o n s u l t a ci   d i c ci o n a r u l 	 	 	   	 	 	 H1H/  (G  D:*F'EG	 	   	   							  						  						 !
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 
 S T R _ I D _ L A N G L N _ E K _ S E L E C T _ P A P E R 	 L a n g L n 	 I C O N T E X T 	 S e l e c t   P a p e r 	 S e l e c t   p a p e r 	 xdfwS	 	bՋwS	 @%7-#02)	 S e l e c c i o n a r   d o c u m e n t o 	 S  l e c t i o n n e r   p a p i e r 	 P a p i e r   w  h l e n 	 K15@8B5  :>=B@>;L=CN	 S e l e z i o n a   c a r t a 	 '.*J'1  H1B	 S e l e c c i o n a r   a r t i g o 	 K a 1t   s e    	 C h n     b  i   k i m   t r a 	 P i l i h   k a r y a   t u l i s 	 P i l i h   k e r t a s 	 	>			<	  	A	(	G			 	 	 	 P a p  r   k i v  l a s z t  s a 	 	 	 	 P a p i e r   s e l e c t e r e n 	 	 	 A l e g e ci   l u c r a r e a 	 	 	   	 	 	 'F*.'(  (1G	 	   	   				  								  						 *
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	     	 K h e t h a   i p h e p h a 	 K h e t h a   i p h e p h a 	 C h a g u a   k a r a t a s i 	 K i e s   v r a e s t e l 	 P a s i r i n k t i   b i l i e t 	 I z v l i e t i e s   b i <e t i 	 V a l i   d o k u m e n t 	 8vel  ixri	     	 A l e g e ci   l u c r a r e a 	 *
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 
 S T R _ I D _ L A N G L N _ E K _ S E L E C T _ E X A M 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 S e l e c t   E x a m 	 S e l e c t   e x a m 	 xdN	 	bN	 @%7-2#*-	 S e l e c c i o n a r   e x a m e n 	 S  l e c t i o n n e r   e x a m 	 P r  f u n g   w  h l e n 	 K15@8B5  M:70<5=	 S e e l z i o n a   e s a m e 	 '.*J'1  'D'E*-'F	 S e l e c c i o n a r   e x a m e 	 S 1n a v   s e    	 C h n   k h  a   t r  n h 	 P i l i h   u j i a n 	 P i l i h   p e p e r i k s a a n 	 		M		<	>	.	  	A	(	G			 	 	 	 V i z s g a   k i v  l a s z t  s a 	 	 	 	 E x a m e n   s e l e c t e r e n 	 	 	 A l e g e ci   e x a m e n u l 	 	 	   	 	 	 'F*.'(  'E*-'F	 	   	   							  								  					 *
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	     	 K h e t h a   u k u h l o l a 	 K h e t h a   u v i w o 	 C h a g u a   m t i h a n i 	 K i e s   e k s a m e n 	 P a s i r i n k t i   e g z a m i n 	 I z v l i e t i e s   e k s m e n u 	 V a l i   k a t s e 	 8vel  vvxiuxv	   	 A l e g e ci   e x a m e n u l 	 
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 
 S T R _ I D _ L A N G L N _ E K _ G E T _ S C O R E 	 L a n g L n 	 I C O N T E X T 	 G e t   S c o r e 	 G e t   s c o r e 	 $RR	 $RR	 #10A	 O b t e n e r   p u n t u a c i  n 	 O b t e n i r   l e   s c o r e 	 P u n k t e   b e z i e h e n 	 #7=0BL  AG5B	 O t t i e n i   p u n t e g g i o 	 'D-5HD  9DJ  F*J,*	 O b t e r   p o n t u a   o 	 P u a n   a l   	 C h o   i m 	 D a p a t k a n   n i l a i 	 D a p a t k a n   s k o r 	 			  *	M	0	>	*	M	$	  	0	G			 	 	 	 P o n t o k   k i s z  m  t  s a 	 	 	 	 S c o r e   o n t v a n g e n 	 	 	 C a l c u l a ci   p u n c t a j u l 	 	 	   	 	 	 3(  'E*'2	 	   	   					  						 8
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	   	 T h o l a   i s k o 	 F u m a n a   i s k o r a 	 P a t a   a l a m a 	 K r y   t e l l i n g 	 G a u t i   r e z u l t a t 	 S a Fe m i e t   v r t j u m u 	 H a n g i   t u l e m u s 	 Maval  pawk~h	   	 C a l c u l a ci   p u n c t a j u l 	 8
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 
 S T R _ I D _ L A N G L N _ E K _ T I P S 	 L a n g L n 	 T I T L E 	 T i p 	 T i p 	 c:y	 c:y	 @4	 C o n s e j o 	 A s t u c e 	 T i p p 	 !>25B	 C o n s i g l i o 	 ED'-8)	 I n d i c a   o 	 0p u c u   	 N h c   n h 	 T i p s 	 T i p 	 8	A		>	5		 	 	 	 T i p p 	 	 	 	 T i p 	 	 	 I n d i c i u 	 	 	 	 	 	 F*G	 	   	   								 (
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 
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 
 S T R _ I D _ L A N G L N _ E K _ S C O R E _ 1 	 L a n g L n 	 U N L I M 	 S c o r e _ 1 	 T o t a l   s c o r e s : 	 vuMRfwSv=~Rp	 S_MRՋwSv;`R:N	 0A#'!: 	 P u n t u a c i  n   t o t a l : 	 S c o r e s   t o t a u x  : 	 P u n k t e   i n s g e s a m t : 	 A53>: 	 P u n t e g g i   t o t a l i : 	 F*J,)  ',E'DJ): 	 P o n t u a   o   t o t a l : 	 T o p l a m   p u a n : 	 T n g   s   i m 	 N i l a i   t o t a l : 	 J u m l a h   s k o r : 	 	A	2	  			: 	 	 	 	  s s z e s   p o n t s z  m : 	 	 	 	 T o t a l e   s c o r e : 	 	 	 P u n c t a j   t o t a l : 	 	 	   	 	 	 E,EH9  'E*'2: 	 	   : 	   							  					: 	 
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 
 S T R _ I D _ L A N G L N _ E K _ S C O R E _ 2 	 L a n g L n 	 U N L I M 	 S c o r e _ 2 	 \ n C o r r e c t : 	 \ n T{
\	 \ n T{[	 \ n 9: 	 \ n C o r r e c t a s : 	 \ n C o r r e c t   : 	 \ n R i c h t i g : 	 \ n @028;L=>: 	 \ n C o r r e t t o : 	 \ n 5-J-: 	 \ n C o r r e c t o : 	 \ n D o r u : 	 \ n  n g : 	 \ n B e n a r : 	 \ n B e t u l : 	 \ n 8	9	@	: 	 	 	 	 \ n H e l y e s : 	 	 	 	 \ n G o e d : 	 	 	 \ n R s p u n s u r i   c o r e c t e : 	 	 	 n \ : 	 	 	 \ n /13*: 	 	 	   \ 		  				: 	 \ n    
@
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: 	 	 	 \ n   




: 	 \ n   : 	 n K u y i k h o : 	 \ n C h a n e k i l e : 	 \ n S a h i h i : 	 \ n R e g : 	 \ n T a i s y t i : 	 \ n P a r e i z i : 	 \ n  i g e : 	 \ n Ckw]	 \ n : 	 \ n R s p u n s u r i   c o r e c t e : 	 \ n 6
0
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 
 S T R _ I D _ L A N G L N _ E K _ S C O R E _ 3 	 L a n g L n 	 U N L I M 	 S c o r e _ 3 	 \ n W r o n g : 	 SL\ n T{/	 S\ n T{	 \ n 4: 	 \ n I n c o r r e c t a s : 	 \ n I n c o r r e c t  : 	 \ n F a l s c h : 	 \ n 5?@028;L=>: 	 \ n E r r a t o : 	 \ n .7#: 	 \ n E r r a d o : 	 \ n H a t a l 1: 	 M c \ n S a i : 	 \ n S a l a h : 	 \ n S a l a h : 	 \ n 	2	$	: 	 	 	 	 \ n H e l y t e l e n : 	 	 	 	 \ n F o u t : 	 	 	 \ n R s p u n s u r i   g r e _i t e : 	 	 	 n \ : 	 	 	 \ n '4*('G: 	 	 	   \ 		  			: 	 \ n   
2
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: 	 	 	 \ n   




  : 	 \ n   : 	 \ n A k u l u n g i l e : 	 \ n   N g a c h a n e k a n g a : 	 \ n S i o   s a h i h i : 	 \ n V e r k e e r d : 	 \ n K l a i d i n g a i : 	 \ n N e p a r e i z i : 	 \ n V a l e : 	 \ n Mmal]	 \ n     : 	 \ n R s p u n s u r i   g r e _i t e : 	 \ n $
F
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1
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: 	 \ n -A2: 	 	 \ n 			: 	 	 	 	 	 	 	 	 \ n E r r a d o : 
 
 S T R _ I D _ L A N G L N _ E K _ S C O R E _ 4 	 L a n g L n 	 U N L I M 	 S c o r e _ 4 	 \ n Y o u r   s c o r e s : 	 SL\ n `v_Rp	 S\ n `v_R:N	 \ n 0A-8: 	 \ n S u s   p u n t u a c i o n e s : 	 \ n V o s   s c o r e s  : 	 \ n I h r e   P u n k t e : 	 \ n 0H  AG5B: 	 \ n I l   t u o   p u n t e g g i o 	 \ n F*J,*C: 	 \ n A   s u a   p o n t u a   o : 	 \ n P u a n l a r 1n 1z : 	 M c \ n i m   c a   b n : 	 \ n N i l a i   A n d a : 	 \ n S k o r   a n d a : 	 \ n 	*		G	  			: 	 	 	 	 \ n A z    n   p o n t s z  m a i : 	 	 	 	 \ n J e   s c o r e : 	 	 	 \ n P u n c t a j u l   d v s . : 	 	 	 n \   : 	 	 	 \ n 'E*'2'*  4E': 	 	   : 	   \ 		  					  					: 	 \ n   $
A
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  




  : 	 \ n     : 	 \ n I z i k o   z a k h o : 	 \ n   I z k o r a   z a k h o : 	 \ n A l a m a   z a k o : 	 \ n J o u   t e l l i n g s : 	 \ n J ks s  r e z u l t a t a i : 	 \ n J ks u   v r t j u m s : 	 \ n S i n u   t u l e m u s e d : 	 \ n Ae  tka~xveh]	 \ n   : 	 \ n P u n c t a j u l   d v s . : 	 \ n (
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 : 	 \ n *#M  8MK0M 8.B9:   	 	 \ n 						  			' 	: 	 	 	 	 	 	 	 	 \ n S u a s   p o n t u a   e s : 
 
 S T R _ I D _ L A N G L N _ E K _ C H E C K 	 L a n g L n 	 L S K 	 C h e c k 	 C h e c k 	 jg	 hg	 #'*-	 V e r i f i c a r 	 V  r i f i e r 	 P r  f e n 	 @>25@8BL	 V e r i f i c a 	 A-5	 V e r i f i c a r 	 K o n t r o l   e t   	 K i m   t r a 	 P e r i k s a 	 P e r i k s a 	 	>			G			 	 	 	 E l l e n Qr z  s 	 	 	 	 C o n t r o l e r e n 	 	 	 V e r i f i c a ci 	 	 	 	 	 	 ('2(F	 	   	   						   
H

	 	 	 




	 	 H l o l a 	 K h a n g e l a     	 K a g u a 	 G a a n   n a 	 P a t i k r i n t i 	 P r b a u d e 	 K o n t r o l l i 	 Mxcel	 	 V e r i f i c a ci 	 *
0
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	 />M  	 	 								 	 	 	 	 	 	 	 V e r i f i c a r 
 
 S T R _ I D _ L A N G L N _ E K _ L E A V E 	 L a n g L n 	 R S K 	 L e a v e 	 L e a v e 	 ▋	 y _	 %H-"D'I	 S a l i r 	 Q u i t t e r 	 V e r l a s s e n 	 AB028BL	 E s c i 	 E:'/1)	 S a i r 	 T e r k   e t   	 T h o  t 	 K e l u a r 	 T i n g g a l k a n 	 	K	!	<	G			 	 	 	 M a r a d 	 	 	 	 V e r l a t e n 	 	 	 A b a n d o n a ci 	 	 	 	 	 	 *1  1/F	 	 	   			  				   
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	 	 S h i y a 	 H a m b a 	 T o k a 	 L o s 	 P a l i k t i 	 I z i e t 	 L a h k u 	 9xrvel	 	 A b a n d o n a ci 	 	
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	 *0?$M_>  	 	 									 	 	 	 	 	 	 	 S a i r 
 
 S T R _ I D _ L A N G L N _ E K _ R E W O R K 	 L a n g L n 	 I C O N T E X T 	 R e w o r k 	 R e w o r k 	 ͑eY	 ͑e _Y	 3C+!H	 V o l v e r   a   t r a b a j a r   	 R e f a i r e 	  b e r a r b e i t e n 	 5@545;0BL	 R i l a v o r a 	 '9'/)  'D9ED	 R e t o m a r 	 Y e n i d e n   i _l e 	 B t   u   l i 	 K e r j a   u l a n g 	 K e r j a k a n   s e m u l a 	 *	A	(	:   	>	.	  	0	G			 	 	 	  t d o l g o z  s 	 	 	 	 V e r w e r k e n 	 	 	 R e f a c e ci   t e s t u l 	 	 	   	 	 	 'F,'E  /H('1G	 	   	   				  					 0
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	   	 S e b e n z a   k a b u s h a 	 S e b e n z a   k w a k h o n a 	 R u d i a 	 H e r b e w e r k 	 P e r d a r y t i 	 S t r d t   v l r e i z 	 T e e    m b e r 	 Sxxmel	 	 R e f a c e ci   t e s t u l 	 1
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 
 S T R _ I D _ L A N G L N _ E K _ R E S E R V E D _ E R R O R 	 L a n g L n 	 P O P U P 	 R e s e r v e d   E r r o r 	 R e s e r v e d   e r r o r 	 /OYu	 OYu	 I-4%25H*'D'I	 E r r o r   r e s e r v a d o 	 E r r e u r   r  s e r v  e 	 R e s e r v i e r t e r   F e h l e r 	 0@575@28@>20==0O  >H81:0	 E r r o r e   r i s e r v a t o 	 E-'A8)  .'7#	 E r r o   r e s e r v a d o 	 A y r 1l m 1_  h a t a   	 L u   l i 	 K e s a l a h a n   t e r l i n d u n g i 	 R a l a t   t e r p e l i h a r a 	 	0		M	7	#	  $	M	0	A		?		 	 	 	 F e n n t a r t o t t   h i b a 	 	 	 	 G e r e s e r v e e r d e   f o u t 	 	 	 E r o a r e   r e z e r v a t 	 	 	   	 	 	 .7'  121H  4/G	 	   	   								  							 0
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 
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dX	 N_cOW	 @*5"+2"	 D a  a d o 	 E n d o m m a g  	 B e s c h  d i g t 	 >2@5645=>	 D a n n e g g i a t o 	 E*611	 D a n i f i c a d o 	 H a s a r l 1  	 K h  a   t r  n h   t n   h i 	 R u s a k 	 R o s a k 	 	0	>	,		 	 	 	 S  r  l t 	 	 	 	 B e s c h a d i g d 	 	 	 D e t e r i o r a t 	 	 	 	 	 	 "3(  //G	 	 	   												 (
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 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ I N V A L I D _ P A R A M 	 L a n g L n 	 P O P U P 	 I n v a l i d   P a r a m 	 I n v a l i d   p a r a m 	 !qHevSxe	 eHevSpe	 2#2!4@-#LD!H9I-	 P a r a m .   i n v  l i d o 	 P a r a m   i n v a l i d e 	 U n g  l t i g e r   P a r a m e t e r 	 54>?CAB8<K9  ?0@0<5B@	 P a r a m e t r o   n o n   v a l i d o 	 E#41'*  .'7#	 P a r  m e t r o   i n v  l i d o 	 G e  e r s i z   p a r a m e t r e   	 T h a m   s   k h  n g   h p   l 	 P a r a m e t e r   t i d a k   v a l i d 	 P a r a m   t i d a k   s a h 	 	.	>	(	M	/	  *	0	.		 	 	 	  r v  n y t e l e n   p a r a m  t e r 	 	 	 	 O n g e l d i g e   p a r a m e t e r 	 	 	 P a r a m e t r u   n e v a l i d 	 	 	     	 	 	 ~'1'E*1  E9*(1  F3*	 	   	 				  							 
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 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ O P E N _ F A I L 	 L a n g L n 	 P O P U P 	 O p e n   F a i l 	 O p e n   f a i l 	 Sb1YWe	 Sb _1Y%	 @4%I!@+%'	 A b r i r   f a l l  	 E c h e c   d ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   f a l l i t a 	 A4D  AJ  'DA*-	 F a l h a   a o   a b r i r 	 A  a m a d 1  	 M   t h t   b i 	 P e m b u k a a n   g a g a l 	 B u k a   g a g a l 	 	K	2	(	>	  	8	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 D e s c h i d e r e a   n u   a   r e u _i t 	 	 	   	 	 	 ('2  1/F  A'D	 	   	   				  							 
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	   	 U k u v u l a   k u h l u l e k i l e 	 U k u v u l a   k u p h a n z i l e 	 I m e s h i n d w a   k u f u n g u a 	 O o p m a a k   o n s u k s e s v o l 	 N e p a v y k o   a t i d a r y t i 	 N e i z d e v s   a t v r t 	 A v a m i n e   n u r j u s 	 2aelh  qamxr~e	     	 D e s c h i d e r e a   n u   a   r e u _i t 	 $
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	 K2?,>  ,?+3  	 	 					  					 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ O P E N _ P A P E R _ F A I L 	 L a n g L n 	 P O P U P 	 O p e n   P a p e r   F a i l 	 O p e n   p a p e r   f a i l 	 SbfwS1YWe	 Sb _ՋwS1Y%	 @4#02)%I!@+%'	 A b r i r   d o c u m e n t o   f a l l  	 E c h e c   d ' o u v e r t u r e   d u   p a p i e r 	  f f n e n   v o n   P a p i e r   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL  :>=B@>;L=CN	 A p e r t u r a   c a r t a   f a l l i t a 	 A4D  AJ  A*-  'DH1B	 F a l h a   a o   a b r i r   a r t i g o 	 S a y f a   a  1l a m a d 1  	 M     b  i   k i m   t r a   t h t   b i 	 P e m b u k a a n   k a r y a   t u l i s   g a g a l 	 B u k a   k e r t a s   g a g a l 	 	>			<	  	K	2	(	>	  	8	+	2		 	 	 	 P a p  r   s i k e r t e l e n   m e g n y i t  s a 	 	 	 	 O p e n e n   v a n   p a p i e r   m i s l u k t 	 	 	 D e s c h i d e r e a   l u c r r i i   n u   a   r e u _i t 	 	 	     	 	 	 ('2  1/F  (1G  F'EHAB  (H/	 	     	   				  				  							 *
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	     	 U k u v u l a   i p h e p h a   k u h l u l e k i l e 	 U k u v u l a   i p h e p h a   k u p h a n z i l e 	 I m e s h i n d w a   k u f u n g u a   k a r a t a s i 	 O o p m a a k   v a n   v r a e s t e l   o n s u k s e s v o l 	 N e p a v y k o   a t i d a r y t i   b i l i e t 	 N e i z d e v s   a t v r t   b i <e t i 	 D o k u m e n d i   a v a m i n e   n u r j u s 	 7{k  baelh  qamxr~e	         	 D e s c h i d e r e a   l u c r r i i   n u   a   r e u _i t 	 *
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 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ W R O N G _ T Y P E 	 L a n g L n 	 P O P U P 	 W r o n g   T y p e 	 W r o n g   t y p e 	 N^W/	 N{|W	 
44	 T i p o   e r r  n e o 	 T y p e   i n c o r r e c t 	 F a l s c h e r   T y p 	 525@=K9  B8?	 T i p o   e r r a t o 	 .7#  AJ  'DFH9	 T i p o   e r r a d o 	 H a t a l 1  t  r   	 L o i   h  n h   k h  a   t r  n h   l i 	 J e n i s   s a l a h 	 J e n i s   s a l a h 	 	2	$	  *	M	0		>	0		 	 	 	 R o s s z   t  p u s 	 	 	 	 V e r k e e r d   t y p e 	 	 	 T i p   i n c o r e c t 	 	 	     	 	 	 FH9  '4*('G  '3*	 	   	   			  				 
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	   	 U h l o b o   o l u n g a l u n g i l e 	 U h l o b o   o l u n g a c h a n e k a n g a 	 A i n a   m b a y a 	 V e r k e e r d e   s o o r t 	 K l a i d i n g a s   t i p a s 	 N e p a r e i z s   t i p s 	 V a l e   t   p 	 Mmal  e}ao	   	 T i p   i n c o r e c t 	 $
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 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ W R O N G _ V E R 	 L a n g L n 	 P O P U P 	 W r o n g   V e r s i o n 	 W r o n g   v e r s i o n 	 NHr,g/	 NHr,g	 @'-#L
1H4	 V e r s i  n   i n c o r r e c t a 	 V e r s i o n   i n c o r r e c t e 	 F a l s c h e   V e r s i o n 	 525@=0O  25@A8O	 V e r s i o n e   e r r a t a 	 .7#  AJ  'DF3.)	 V e r s  o   e r r a d a 	 H a t a l 1  v e r s i y o n 	 P h i  n   b n   k h  a   t r  n h   l i 	 V e r s i   y a n g   s a l a h 	 V e r s i   s a l a h 	 	2	$	  8		8	M		0	#		 	 	 	 R o s s z   v e r z i  	 	 	 	 V e r k e e r d e   v e r s i e 	 	 	 V e r s i u n e   i n c o r e c t 	 	 	     	 	 	 F3.G  '4*('G  '3*	 	   	   			  								 
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 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ W R O N G _ E N C O D E 	 L a n g L n 	 P O P U P 	 W r o n g   E n c o d i n g 	 W r o n g   e n c o d i n g 	 N}x/	 Nx	 2#@I2#+1*4	 C i f r a d o   e r r  n e r o 	 E n c o d a g e   i n c o r r e c t 	 F a l s c h e   V e r s c h l  s s e l u n g 	 525@=0O  :>48@>2:0	 C o d i f i c a   e r r a t a 	 .7#  AJ  'D*4AJ1	 C o d i f i c a   o   e r r a d a 	 H a t a l 1  _i f r e l e m e   	 M    k h  a   t r  n h   l i 	 P e n g e n k o d e a n   s a l a h 	 P e n g e k o d a n   s a l a h 	 	2	$	  	(		K	!	?				 	 	 	 R o s s z   k  d o l  s 	 	 	 	 V e r k e e r d e   c o d e r i n g 	 	 	 C o d i f i c a r e   i n c o r e c t 	 	 	     	 	 	 1E20'1  '4*('G  '3*	 	   	   			  								 
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 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ U N L O C K 	 L a n g L n 	 P O P U P 	 U n r e g i s t e r e d 	 U n r e g i s t e r e d 	 N*g;Q	 N*glQ	 D!HDI%0@5"	 N o   r e g i s t r a d o 	 N o n   e n r e g i s t r  	 N i c h t   r e g i s t r i e r t 	 5  70@538AB@8@>20=>	 N o n   r e g i s t r a t o 	 DE  J3,D	 N  o   r e g i s t a d o 	 K a y 1t l 1  d e i l   	 C h a   n g   k    k h  a   t r  n h 	 T i d a k   t e r d a f t a r 	 T i d a k   d i d a f t a r k a n 	 	(	0		?	8	M		0	M	!		 	 	 	 N e m   r e g i s z t r  l t 	 	 	 	 O n g e r e g i s t r e e r d 	 	 	 N e  n r e g i s t r a t 	 	 	   	 	 	 +(*  F4/G  '3*	 	 	   									  			  			 
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 
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N0R󗑘eN	 D!HD%L@*5"	 N o   p u e d e   e n c o n t r a r   e l   a r c h i v o   d e   a u d i o 	 N e   p e u t   p a s   t r o u v e r   l e   f i c h i e r   a u d i o 	 K a n n   A u d i o d a t e i   n i c h t   f i n d e n 	 5  C405BAO  =09B8  0C48>D09;	 I m p o s s i b i l e   t r o v a r e   f i l e   a u d i o 	 D'  JECF  'D(-+  9F  EDA  'DAJ/JH	 I m p o s s  v e l   e n c o n t r a r   f i c h e i r o   d e    u d i o 	 S e s   d o s y a s 1  b u l u n a m 1y o r 	 K h  n g   t  m   t h y   t p    m   t h a n h 	 T i d a k   d a p a t   m e n e m u k a n   f i l e   a u d i o 	 T i d a k   b o l e h   c a r i   f a i l   a u d i o 	 	!	?	/	K	  +	>		2	  (	9	@		  	K		  8		$	>		 	 	 	 N e m   t a l  l h a t    a   h a n g f  j l 	 	 	 	 K a n   a u d i o b e s t a n d   n i e t   v i n d e n 	 	 	 F i _i e r u l   a u d i o   n u   p o a t e   f i   g s i t 	 	 	         	 	 	 FE  *H'F/  A'D  5H*  1'  ~/'  F/	 	     	   				  				  					  						  			 
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	     	 A l i t h o l a k a l i   i f a y e l a   l e - a u d i o 	 A y i k w a z i   u k u f u m a n a   i f a y l e   y e - o d i y o 	 H a i w e z i   k u p a t a   f a i l i   y a   s a u t i 	 K a n   n i e   o u d i o l  e r   k r y   n i e 	 N e g a l i m a   r a s t i   g a r s o   f a i l o 	 N e v a r u   a t r a s t   a u d i o   f a i l u 	 H e l i f a i l i   e i   l e i t u d 	 @vaa~x  yg  cvel  axdkx  aulh	       	 F i _i e r u l   a u d i o   n u   p o a t e   f i   g s i t 	 
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 S T R _ I D _ L A N G L N _ E K _ B U I L D _ C A C H E _ E R R O R 	 L a n g L n 	 P O P U P 	 B u i l d   C a c h e   E r r o r 	 B u i l d   c a c h e   e r r o r 	 ^zeN_S	 ^zeN_S	 *#I2A
4%2	 E r r o r   d e   c a c h    i n t e r n a 	 E r r e u r   d e   c o n s t r u c t i o n   d e   l a   c a c h e 	 B u i l d - C a c h e f e h l e r 	 H81:0  ?@8  D>@<8@>20=88  :MH0	 E r r o r e   c o s t r u z i o n e   c a c h e 	 'F4'!  *H5D  'DEDA	 E r r o   a   e l a b o r a r   c a c h e 	  n   b e l l e k   h a t a s 1n 1  y a p 1l a n d 1r   	 T o   c h n   t p   n h a n h 	 K e s a l a h a n   p a d a   p e m b u a t a n   c a c h e 	 R a l a t   p e m b i n a a n   c a c h e 	 	H	6	G	  ,	(	>	(	G	  8		,		'	@	  $	M	0	A		?		 	 	 	 H i b a   a   g y o r s  t  t  r   f e l  p  t  s e   k  z b e n 	 	 	 	 F o u t   b i j   b o u w e n   v a n   c a c h e 	 	 	 E r o a r e   d e   c r e a r e   a   m e m o r i e i   c a c h e 	 	 	     	 	 	 .7'  ','/  -'A8G  ~FG'F	 	       	   					  						  							 
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 
 S T R _ I D _ L A N G L N _ E M P T Y _ B O O K _ L I S T 	 L a n g L n 	 P O P U P 	 E m p t y   b o o k   l i s t 	 E m p t y   b o o k   l i s t 	 NnUzz	 NRhzz	 #2"2#+1*7-'H2	 L i s t a   d e   l i b r o s   v a c  a 	 L i s t e   d e s   l i v r e s   v i d e 	 L e e r e   B  c h e r l i s t e 	 !?8A>:  :=83  ?CAB	 E l e n c o   l i b r i   v u o t o 	 B'&E)  'DC*(  .'DJ)	 L i s t a   d e   l i v r o s   v a z i a 	 K i t a p   l i s t e s i   b o _  	 D a n h   s  c h   k h  a   t r  n h   t r n g 	 D a f t a r   b u k u   k o s o n g 	 S e n a r a i   b u k u   k o s o n g 	 	>	2	@	  *	A	8	M	$		  8	B		@		 	 	 	  r e s   k  n y v l i s t a 	 	 	 	 L e g e   b o e k e n l i j s t 	 	 	 L i s t a   d e   c r ci   e s t e   g o a l 	 	 	     	 	 	 D3*  *'(  .'D  '3*	 	 	   					  						  					 	 	 	 




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i a s   k n y g s  s r a aa s   	 G r m a t u   s a r a k s t s   t u k as 	 R a a m a t u t e   l o e n d   t  h i 	 4aao  cek  avo	     	 L i s t a   d e   c r ci   e s t e   g o a l 	 6
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F I L E L I S T 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 F i l e   l i s t 	 F i l e   l i s t 	 eN{t	 eN{t	 #2"2#D%L	 L i s t a   d e   a r c h i v o s 	 L i s t e   d e s   f i c h i e r s 	 D a t e i l i s t e 	 !?8A>:  D09;>2	 E l e n c o   f i l e 	 B'&E)  'DEDA'*	 L i s t a   d e   f i c h e i r o s 	 D o s y a   l i s t e s i   	 D a n h   s  c h   t p 	 D a f t a r   f i l e 	 S e n a r a i   f a i l 	 +	>		2	  8	B		@		 	 	 	 F  j l l i s t a 	 	 	 	 B e s t a n d s l i j s t 	 	 	 L i s t   f i _i e r e 	 	 	   	 	 	 D3*  A'D	 	 	   				  							 	 	 	 





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 
 S T R _ I D _ B A R C O D E R E A D E R _ S E R V I C E _ S U M M A R Y 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 S e r v i c e   S u m m a r y 	 S e r v i c e   s u m m a r y 	 miR!|N	 NR{N	 *#8#42#	 R e s u m e n   d e   s e r v i c i o s   	 R  s u m    d e s   s e r v i c e s 	 D i e n s t z u s a m m e n f a s s u n g 	 ?8A0=85  A;C61K	 I n d i c e   s e r v i z i o 	 EB/E)  'D./E'*	 S u m  r i o   d e   s e r v i  o 	 S e r v i s    z e t i   	 G i i   t h i u   d c h   v 	 R i n g k a s a n   l a y a n a n 	 R u m u s a n   p e r k h i d m a t a n 	 8	0	M	5	?	8	  8	>	0		 	 	 	 S z o l g  l t a t  s    s s z e f o g l a l  j a 	 	 	 	 S a m e n v a t t i n g   v a n   d i e n s t e n 	 	 	 R e z u m a t   s e r v i c i u 	 	 	   	 	 	 .D'5G  ./E'*	 	 	   							  							 	 	 	 



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	 8G,>  8>0>6    	 	 					  							 	 	 	 	 	 	 	 S u m  r i o   d o   s e r v i  o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 H e l p   o f   u s a g e 	 H e l p 	 O(uf	 O(uf	 '45C
I	 A y u d a 	 A i d e 	 H i l f e 	 !?@02:0	 G u i d a 	 E3'9/	 A j u d a 	 Y a r d 1m   	 G i  p   	 B a n t u a n 	 B a n t u a n 	 8	9	>	/	$	>		 	 	 	 S  g  	 	 	 	 H e l p 	 	 	 A j u t o r 	 	 	 	 	 	 1'GFE'	 	 	 								 	 	 	 


	 	 U s i z o 	 U n c e d o 	 M s a a d a 	 H u l p 	 P a g a l b a 	 P a l +d z +b a 	 S p i k k e r 	 Ucvxiuxv	 	 A j u t o r 	 8
9
>
/

	 89>_$>  	 	 					 	 	 	 	 	 	 	 A j u d a 
 
 S T R _ I D _ B A R C O D E R E A D E R _ S E R V I C E _ S U M M A R Y _ C O N T E N T 	 B A R C O D E R E A D E R 	 U N L I M 	 S e r v i c e   S u m m a r y   C o n t e n t 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	  8_
N} O(u6bvc8eQܕuW[(u6b8eQܕuW[KN_OX[ܕuW[0R
N}f=|wkSjD}bvav}@W|vw*OUˊBl0	  S
NQ O(u7bvceQsQ.W[(u7beQsQ.W[KNTOX[sQ.W[0R
NQfN~{SSU_eN~bv^vQ@WSwBl0	 9IC
I*2!2#I-+!2"@%/ 3*31
C  " W a p   B"2#LBI" ,   #00@#4H!  W a p   @#2@-#LB"-1B!14  6I-"9H1-48  A%01@G-48C  " 8J!2#L" 	 E l   u s u a r i o   p u e d e   i n t r o d u c i r   u n   n  m e r o / p a l a b r a   c l a v e   e n   " W a p   p o r   c  d i g o   d e   b a r r a " ,   i n i c i a r    a u t o m  t i c a m e n t e   e l   n a v e g a d o r   w a p   d e p e n d i e n d o   d e   l a   e n t r a d a   y   g u a r d a r    l a   e n t r a d a   e n   " M a r c a d o r e s " . 	 L  u t i l i s a t e u r   p e u t   e n t r e r   u n   n u m  r o / u n   m o t   c l    d a n s   " W a p   p a r   c o d e      b a r r e s " ,   i l   l a n c e r a   a u t o m a t i q u e m e n t   l e   n a v i g a t e u r   W a p   e n   f o n c t i o n   d e   l ' e n t r  e   e t   e n r e g i s t r e r a   l ' e n t r  e   d a n s   " S i g n e t s " . 	 B e n u t z e r   k a n n   N u m m e r / S c h l  s s e l w o r t   i n   " N a c h   B a r c o d e   u m b r e c h e n "   e i n g e b e n ,   j e   n a c h   E i n g a b e   w i r d   W a p - B r o w s e r   a u t o m a t i s c h   g e s t a r t e t   u n d   d i e   E i n g a b e   i n   " L e s e z e i c h e n "   g e s p e i c h e r t . 	 >;L7>20B5;L  <>65B  225AB8  =><5@/ :;NG52>5  A;>2>  2  <5=N  ? W a p   ?>  HB@8E- :>4C? ,   02B><0B8G5A:8  70?CAB8BAO  w a p - 1@0C75@  2  7028A8<>AB8  >B  22545==>9  8  A>E@0=5==>9  8=D>@<0F88  2  ? 0:;04:0E? . 	 L ' u t e n t e   p u    i n s e r i r e   i l   n u m e r o / l a   p a r o l a   c h i a v e   i n   " W a p   p e r   c o d i c e   a   b a r r e " ,   v e r r    a v v i a t o   i l   b r o w s e r   w a p   a u t o m a t i c a m e n t e   i n   b a s e   a l l ' i n s e r i m e n t o   e   l ' i n p u t   v e r r    s a l v a t o   i n   " S e g n a l i b r i " . 	 4A1)  'D*91A  GJ  ./E)  D-5HD  9DJ  13'&D  (4CD  31J9)  9(1  '3*./'E  C'EJ1'  'D,H'D. (7'B)  'D4.5J), 13'&D, (1J/  'DC*1HFJ, 9FH'F  'D4(C), 1BE  'D*DJAHF  HE9DHE'*  #H'E1  'D-,2  5F9  (5H1  4A1)  'D*91A  H  '9D'F  AJ  (7'B)  'D4.5J), E,D'*, '9D'F'*  #H  4'4)  'DCE(JH*1, +E  '3*./'E  C'EJ1'  H  *91JA  ('D,H'D  D*-BJB  3,D  H  ,A8  'D(7B'B), '13'D  (1J/  'DC*1HFJ  H  13'&D  H  2J'1  9FH'F  'D4(C)  'D., :J1  61H1J  D'/.'D  'DDH-)  'DEA'*J-  ('D,H'D. 	 O   u t i l i z a d o r   p o d e   i n t r o d u z i r   o   n  m e r o / p a l a v r a - c h a v e   e m   " W a p   p o r   c  d i g o   d e   b a r r a s " ,   i n i c i a   a u t o m a t i c a m e n t e   o   b r o w s e r ,   d e p e n d e n d o   d a   i n t r o d u   o   e   g u a r d e   a   i n t r o d u   o   e m   " F a v o r i t o s " . 	 K u l l a n 1c 1  " b a r   k o d u   i l e   W A P "   b  l  m  n e   n u m a r a / a n a h t a r   s  z c  k   g i r e b i l i r ,   g i r d i y e   b a l 1  o l a r a k   w a p   t a r a y 1c 1s 1n 1  o t o m a t i k   o l a r a k   b a _l a t a c a k t 1r   v e   g i r d i y i   " Y e r   0m l e r i n e "   k a y d e d e c e k t i r . 	 N h n   b i t   b i  n   m    l    l o i   d c h   v   c   t i n   h  n h   d a   t r  n   t  n h   n n g   c h p   c a   i n   t h o i   d i   n g   n h m   t r u y   c p   t i n   n h n   v i   t c     c a o . e m   d a n h   t h i p , t i n   n h n ,   t h   i n   t ,   a   c h   M n g ,   s   i n   t h o i ,   l n h   t   m u a & l  m   t h  n h   m c h   m    v    p h  t   l  n   d a n h   t h i p ,   t p   c h  ,   q u n g   c  o   h o c   p h  t   l  n   m  n   h  n h   m  y   t  n h , t h  n g   q u a   t  n h   n n g   c h p   v    n h n   b i t   c a   i n   t h o i   d i   n g   c    t h   g h i   v    l u   l i   m t   c  c h   d   d  n g ,   g i   t i n   n h n / t h   i n   t ,   g h    t h m   a   c h   M n g   u   k h  n g   p h i   d  n g   n   b  n   p h  m   c a   i n   t 	 P e n g g u n a   d a p a t   m e m a s u k k a n   a n g k a / k a t a   k u n c i   d a l a m   " W a p   b e r d a s a r k a n   k o d e   b a r i s "   a g a r   b r o w s e r   w a p   a k t i f   s e c a r a   o t o m a t i s ,   t e r g a n t u n g   p a d a   i n p u t ,   d a n   m e n y i m p a n   i n p u t   d a l a m   " P e n a n d a " . 	 P e n g g u n a   b o l e h   m e n g i m p u t   n o m b o r / k a t a   k e k u n c i   " W a p   m e n g i k u t   k o d   b a r " ,   i a   a k a n   m u l a   p e n y e m a k   i m b a s   w a p   s e c a r a   a u t o m a t i k   b e r g a n t u n g   k e p a d a   i n p u t   d a n   m e n y i m p a n   i n p u t   i t u   d a l a m   " P e n a n d a   b u k u " . 	 /	B		<	0	  " ,	>	0	  	K	!	  &	M	5	>	0	>	  W a p "   .	G		  (		,	0	/ 	A			@	  6	,	M	&	  &	0	M		<	  	0	  8		$	>	  9	H	,   /	9	  	(	*	A		  	G	  	'	>	0	  *	0	  8	M	5	$	:   W a p   ,	M	0	>				<	0	  6	A	0	B	  	0	  &	G		>	  	0	  	(	*	A		  	K	  " ,	A		.	>	0	M		M	8	"   .	G		  8	G	5	  	0	G		>	. 	 	 	 	 A   f e l h a s z n  l    m e g a d h a t j a     a   s z  m o t / k u l c s s z  t   a    W a p   b y   b a r   c o d e    ( W a p   v o n a l k  d   s z e r i n t )   m e z Qb e n ,    s   a   b e v i t e l t Ql   f  g g Qe n   a u t o m a t i k u s a n   e l i n d u l   a   w a p   b  n g  s z Q,   a   b e m e n e t   p e d i g   a    B o o k m a r k s "   ( K  n y v e j e l z Qk )   m a p p  b a   k e r  l . 	 	 	 	 G e b r u i k e r   k a n   n u m m e r / s l e u t e l w o o r d   o p g e v e n   o n d e r   " W a p p e n   o p   s t r e e p j e s c o d e " .   D e   w a p b r o w s e r   w o r d t   d a n   a u t o m a t i s c h   g e s t a r t ,   a f h a n k e l i j k   v a n   d e   i n v o e r   e n   d e   i n v o e r   w o r d t   o p g e s l a g e n   o n d e r   " B l a d w i j z e r s " . 	 	 	 U t i l i z a t o r i i   p o t   i n t r o d u c e   u n   n u m r / u n   c u v  n t   c h e i e    n   c a s e t a    C o n e x i u n e   W a p   d u p   c o d u l   d e   b a r e  .   A c e s t   l u c r u   v a   i n i ci a l i z a   a u t o m a t   b r o w s e r - u l   W A P    n   f u n c ci e   d e   v a l o a r e a   i n t r o d u s ,   i a r   v a l o a r e a   v a   f i   s a l v a t    n    M a r c a j e  . 	 	 	       /     " W a p     " ,     - W A P     '     ,         	 	 	 '1(1  E  *H'F/  4E'1G/ H'G  D/  1'  /1  " W a p   ('  ('1/"   H'1/  F/  'F  '1  (3*G  (G  H1H/  E1H11  w a p   1'  (G  7H1  .H/'1  1'G  'F/'2  E  F/  H  H1H/  1'  /1  " E-D  '(  G'"   0.1G  E  F/. 	 	 	  				  			  			  				   											  					/ 		  						  					  				  				,   		  														  				  								  				  				,   							  			  						  			  			  					   									 - 	  							  					  	 	 	 	 









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" .  " 	 " " W a p   b y   b a r   c o d e " "   /   ,                     " "  " "   . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 G e b r u i k e r   k a n   n o m m e r / s l e u t e l w o o r d   i n v o e r   i n   " W a p   d e u r   s t a a f k o d e " .   D i t   s a l   d i e   w a p - b l a a i e r   o u t o m a t i e s   b e g i n   a f h a n g e n d e   v a n   d i e   i n s e t ,   e n   d i e   i n s e t   i n   " B o e k m e r k e "   b e r g . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 	 	 	 													  " 			  				  						  			  			"   	  					/ 		  					  				  					  	  						  				  						  			  			  								  														  					  				  			  " 								"   	  					  							  						 	 	 	 	 	 	 	 U s u  r i o   p o d e   i n s e r i r   n  m e r o / p a l a v r a - c h a v e   e m   " W a p   p o r   c  d i g o   d e   b a r r a " ,   c o m e  a r    n a v e g a d o r   w a p   a u t o m a t i c a m e n t e   d e p e n d e n d o   d a   e n t r a d a   e   s a l v a r    a   e n t r a d a   e m   " F a v o r i t o s " . 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ C O N T E N T 1 	 B A R C O D E R E A D E R 	 U N L I M 	 C o n t e n t 1 	 1 . S e t   y o u r   m o b i l e   t e l e p h o n e   t o   t h e   m o d e   o f   m i c r o - s h o o t   o r   a d o p t   a n   e x t e r n a l   m i c r o - l e n s   f o r   c l o s e   s h o o t i n g ; 	 1 . O(uBfˊ\Kb_j-np_ݍbe!j_bc(uYn_ݍ-NOяݍbeWP	 1 . O(ue\Kb:gn:N_ݍbDd!j_bǑ(uYn_ݍ\4YNOяݍybDdVP	 1 . 1IH2B#(1L!7-7--8D@GB+!H2"D!B#  +#7-#1D!B#@%*L 2"-@7H-H2" 2#0"0C%I	 1 .   C o f i g u r e   s u   t e l  f o n o   m  v i l   e n   e l   m o d o   d e   m i c r o t o m a   o   a d o p t e   u n   m i c r o l e n t e   e x t e r n o   p a r a   r e a l i z a r   t o m a s   c e r c a n a s ;   	 1 .   R  g l e z   v o t r e   t  l  p h o n e   p o r t a b l e   s u r   l e   m o d e   d e   c a p t u r e   m a c r o   o u   u t i l i s e z   u n e   l e n t i l l e   m i c r o   e x t e r n e   p o u r   l e s   p h o t o s   e n   g r o s   p l a n . 	 1 . S e t z e n   S i e   I h r   M o b i l t e l e f o n   a u f   d e n   M o d u s   M i k r o a u f n a h m e   o d e r   v e r w e n d e n   S i e   e i n   e x t e r n e s   M i k r o o b j e k t i v   f  r   N a h a u f n a h m e n ; 	 1 .   0AB@>9B5  <>18;L=K9  B5;5D>=  2  @568<5  <8:@>AJ5<:8  8;8  CAB0=>28B5  2=5H=89  <8:@>>1J5:B82  4;O  AJ5<:8  A  1;87:>3>  @0AAB>O=8O. 	 1 . I m p o s t a r e   i l   c e l l u l a r e   i n   m o d a l i t    m i c r o s c a t t i   o   a g g i u n g e r e   u n a   m i c r o l e n t e   i n t e r n a   p e r   s c a t t i   r a v v i c i n a t i ; 	 6(7  ,H'D  (FE7  E3'A)  /BJB), #H  E3'A)  /BJB)  ('D.'1,  D*5H1  5H1	 1 . C o n f i g u r e   o   s e u   t e l e f o n e   p a r a   o   m o d o   d e   m i c r o - f o t o   o u   a d a p t e   u m a   m i c r o - l e n t e   e x t e r n a   p a r a   m i c r o - f o t o g r a f i a ; 	 1 . M o b i l   t e l e f o n u n u z u   m i k r o -  e k i m   m o d u n a   a y a r l a y 1n   v e y a   y a k 1n    e k i m   i  i n   m i k r o   l e n s   k u l l a n 1n ; 	 1 . K h i   s   d n g   c n   c  i   t   i n   t h o i   t h  n h   c h     c h p   c   l y   g n   h o c   t i  u   c   n g   k  n h   c   l y   g n     c h p   n h   c   l y   g n     	 1 . A t u r   p o n s e l   A n d a   k e   m o d u s   p e n g a m b i l a n   m i k r o   a t a u   g u n a k a n   l e n s a   m i k r o   e k s t e r n a l   u n t u k   p e n g a m b i l a n   t e r t u t u p ; 	 1 . S e t   t e l e f o n   m u d a h   a l i h   a n d a   k e   m o d   m i k r o - t a n g k a p a n   a t a u   a m b i l   l e n s a - m i k r o   l u a r a n   u n t u k   t a n g k a p a n   d e k a t ; 	 1 .   	*	(	G	  .	K	,	>		2	  	G	2	@	+	K	(	  	K	  .	>			M	0	K	- 6	B		  	G	  .	K	!	  *	0	  8	G		  	0	G		  	%	5	>	  (		<	&	@		  8	G	  6	B		?			  	G	  2	?		  	K		  ,	>	9	M	/	  .	>			M	0	K	- 2	G		8	  	8	M	$	G	.	>	2	  	0	G		. 	 	 	 	 1 .    l l  t s a   m o b i l t e l e f o n j  t   m a k r o   m  d r a   v a g y   h a s z n  l j o n   k  l s Q  m a k r o o b j e k t  v e t   a   k  z e l i   f e l v  t e l e k h e z ; 	 	 	 	 1 . Z e t   d e   m o b i e l e   t e l e f o o n   i n   d e   s t a n d   v o o r   m i c r o - p n a m e   o f   g e b r u i k   e e n   e x t e r n e   l e n s   v o o r   e e n   o p n a m e   v a n   d i c h t b i j ; 	 	 	 1 . S e t a ci   t e l e f o n u l   m o b i l   l a   m o d u l   f o t o g r a f i e r e   l a   m i c r o s c o p   s a u   a d u g a ci   o   l e n t i l   m i c r o s c o p i c   p e n t r u   f o t o g r a f i e r e a   d e   l a   d i s t a n c  m i c ; 	 	 	 1 .                 ,                     	 	 	 1 .   *DAF  GE1'G  .H/  1'  1H  -'D*  *5H1(1/'1  E1H  B1'1  /G/  H  '2    DF2  E1H  .'1,  (1'  *5H1(1/'1  '2  F2/  '3*A'/G  F/	 	 	 	.   					  						  							  							- 			  				  					  		  		  			  				  			  					  				  		  						  							  					  							  				;   	 	 	 	 1 .   






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 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ C O N T E N T 2 	 B A R C O E D E R E A D E R 	 U N L I M 	 C o n t e n t 2 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 . ˊ\Kb_jxOc4lnޞd hxrsS _teKb_jTxKNvݍOWPnpfxUeSofFhgQ	 2 . \Kb:gNxOc4ls^pQ agxS TteKb:gTxKNvݍyOVPnpfxYNSofFhQ	 2 . #1)2B#(1L!7-7-  A%02#LBID'I5H#01@5"'1,   %4  " 1 22#LBI" ,   A%0#1#0"02#0+'H2B#(1L!7-7-A%02#LBIC+IDIB1*  BI'#-"9H 2"C#-
H-!- 2; 	 2 .   M a n t e n g a   e l   t e l  f o n o   c e l u l a r   y   e l   c  d i g o   d e   b a r r a s   e n   e l   m i s m o   n i v e l ,   h a g a   c l i c   e n    C a p t u r a   d e   c  d i g o   d e   b a r r a  ,   y   a j u s t e   l a   d i s t a n c i a   e n t r e   e l   c e l u l a r   y   e l   c  d i g o   d e   b a r r a   p a r a   e n f o c a r   l a   i m a g e n .   E l   c  d i g o   d e b e r    e s t a r   d e n t r o   d e l   c u a d r o   d e t e c t o r ;   	 2 .   M e t t e z   l e   t  l  p h o n e   p o r t a b l e   e t   l e   c o d e      b a r r e s   a u   m  m e   n i v e a u ,   c l i q u e z   s u r     C a p t u r e   c o d e      b a r r e s     e t   a j u s t e z   l a   d i s t a n c e   e n t r e   l e   t  l  p h o n e   p o r t a b l e   e t   l e   c o d e      b a r r e s   p o u r   f a i r e   l e   p o i n t   s u r   l  i m a g e .   L e   c o d e   d o i t    t r e      l  i n t  r i e u r   d u   v i s e u r   d e   l   c r a n . 	 2 .   H a l t e n   S i e   d a s   M o b i l t e l e f o n   u n d   d e n   B a r c o d e   a u f   g l e i c h e r   H  h e ,   k l i c k e n   S i e   a u f   " B a r c o d e - A u f n a h m e "   u n d   j u s t i e r e n   S i e   d e n   A b s t a n d   z w i s c h e n   M o b i l t e l e f o n   u n d   B a r c o d e ,   u m   d a s   B i l d   z u   f o k u s s i e r e n .   D e r   C o d e   s o l l t e   s i c h   i n n e r h a l b   d e s   S u c h r a h m e n s   b e f i n d e n ; 	 2 .   5@68B5  B5;5D>=  8  HB@8E- :>4  =0  >4=><  C@>2=5,   =06<8B5  ? 0E20B  HB@8E- :>40? ,   >B@53C;8@C9B5  @0AAB>O=85  <564C  :>4><  8  B5;5D>=><  4;O  D>:CA8@>2:8  87>1@065=8O.     >4  4>;65=  =0E>48BLAO  2  >:>H:5  284>8A:0B5;O. 	 2 .   M a n t e n e r e   i l   c e l l u l a r e   e   i l   c o d i c e   a   b a r r e   a l l o   s t e s s o   l i v e l l o ,   f a r e   c l i c   s u   " A c q u i s i z i o n e   c o d i c e   a   b a r r e " ,   e   r e g o l a r e   l a   d i s t a n z a   t r a   i l   c e l l u l a r e   e   i l   c o d i c e   a   b a r r e   p e r   m a n t e n e r e   i l   c o d i c e   a   f u o c o .   I l   c o d i c e   d e v e   t r o v a r s i   e n t r o   l a   c o r n i c e   d i   r i c e r c a ; 	 E-'A8)  ,H'D  H  1E2  AJ  FA3  E3*HJ, +E  '5D'-  E3'A)  (JF  ,H'D  H  1E2, EF  #,D  J5(-  'D5H1)  H'6-)  H  ,9D  1E2  AJ  /'.D  'D'7'1	 2 .   M a n t e n h a   o   t e l e m  v e l   e   o   c  d i g o   d e   b a r r a s   n o   m e s m o   n  v e l ,   c l i q u e   e m   " C a p t u r a   d e   c  d i g o   d e   b a r r a s "   e   a j u s t e   a   d i s t  n c i a   e n t r e   o   t e l e m  v e l   e   c  d i g o   d e   b a r r a s   p a r a   e f e c t u a r a   a   i m a g e m   f o c a d a .   O   c  d i g o   d e v e r    e s t a r   n o   e n q u a d r a m e n t o   d o   v i s o r ; 	 2 .   M o b i l   t e l e f o n   i l e   b a r k o d u   a y n 1  s e v i y e d e   t u t u n ,   " B a r k o d   y a k a l a m a "   s e  e n e i n e   t 1k l a y 1n   v e   g  r  n t  y e   o d a k l a m a k   i  i n   m o b i l   t e l e f o n   i l e   b a r k o d   a r a s 1n d a k i   m e s a f e y i   a y a r l a y 1n .   K o d   b u l u c u    e r  e v e   d a h i l i n d e   o l m a l 1d 1r ; 	 2 . H  y   i u   c h n h   s a o   c h o   i n   t h o i   v    b i  n   m    c    c p   g i n g   n h a u , s a u   k h i   i m   v  o " t r u y   c p   d  y   m  " , i u   c h n h   k h o n g   c  c h   g i a   i n   t h o i   v    b i  n   m  , l  m   c h o   n h   t r   l  n   r    r  n g ,   m      v  o   k h u n g   l y   n h . 	 2 .   2 .   P a s t i k a n   a g a r   p o n s e l   d a n   k o d e   b a r i s   t e t a p   p a d a   l e v e l   y a n g   s a m a ,   k l i k   " P e n g a m b i l a n   k o d e   b a r i s " ,   l a l u   a t u r   j a r a k   a n t a r a   p o n s e l   d a n   k o d e   b a r i s   a g a r   g a m b a r   m e n j a d i   f o k u s .   K o d e   i n i   h a r u s   b e r a d a   d a l a m   b i n g k a i   p e n c a r i a n ; 	 2 .   P a s t i k a n   t e l e f o n   m u d a h   a l i h   d a n   k o d   b a r   p a d a   a r a s   m a t a ,   k l i k   " T a n g k a p   k o d   b a r " ,   d a n   s e l a r a s k a n   j a r a k   a n t a r a   k o d   b a r   d a n   t e l e f o n   m u d a h   a l i h   u n t u k   m e m b u a t k a n   i m e j   d a l a m   f o k u s .   K o d   p e r l u   b e r a d a   d a l a m   b i n g k a i   j a r i ; 	 2 .   .	K	,	>		2	  	G	2	@	+	K	(	  	0	  ,	>	0	  	K	!	  	K	  		  9	@	  8	M	$	0	  *	0	  0		G		,   " ,	>	0	  	K	!	  	H	*	M		0	"   *	0	  	M	2	?		  	0	G		,   	0	  $	8	M	5	@	0	  	K	  +	K		8	  .	G		  2	>	(	G	  	G	  2	?		  .	K	,	>		2	  	G	2	@	+	K	(	  $	%	>	  ,	>	0	  	K	!	  	G	  ,	@		  &	B	0	@	  	!		8	M		  	0	G		.   	K	!	  	K	  +	>			!	0	  +	M	0	G	.	  	G	  -	@	$	0	  9	K	(	>	  	>	9	?		. 	 	 	 	 2 .   T a r t s a   a   m o b i l t e l e f o n t   k  z e l   a   v o n a l k  d h o z ,   k a t t i n t s o n   a    B a r   c o d e   c a p t u r e "   ( V o n a l k  d   r  g z  t  s e )   e l e m r e ,    s    l l  t s a   b e   a   t e l e f o n    s   a   v o n a l k  d   k  z  t t i   t  v o l s  g o t ,   h o g y   a   k  p    l e s   l e g y e n .   A   k  d n a k   a   k e r e s Q  k e r e t  n   b e l  l   k e l l   l e n n i e ; 	 	 	 	 2 .   H o u d   d e   m o b i e l e   t e l e f o o n   e n   d e   s t r e e p j e s c o d e   o p   h e t z e l f d e   n i v e a u .   K l i k   o p   " S t r e e p j e s c o d e   l e z e n "   e n   s t e l   d e   a f s t a n d   i n   t u s s e n   d e   m o b i e l e   t e l e f o o n   e n   d e   s t r e e p j e s c o d e   t o t   h e t   b e e l d   g e f o c u s s e e r d   i s .   d e   c o d e   m o e t   z i c h   i n   h e t   z o e k k a d e r   b e v i n d e n ; 	 	 	 2 .   bi n e ci   t e l e f o n u l   m o b i l   _i   c o d u l   d e   b a r e   l a   a c e l a _i   n i v e l ,   f a c e ci   c l i c   p e    C a p t a r e   c o d   d e   b a r e    _i   r e g l a ci   d i s t a n ca   d i n t r e   t e l e f o n u l   m o b i l   _i   c o d u l   d e   b a r e   p e n t r u   a   f o c a l i z a   i m a g i n e a .   C o d u l   t r e b u i e   s   s e   a f l e    n   c a d r u ; 	 	 	 2 .             ,       "   "                       .             	 	 	 2 .   *DAF  GE1'G  H  ('1/  1'    37-  B1'1  /G/  1H  " 6(7  ('1/"   D  F/  H  A'5DG  (F  *DAF  GE1'G  H  ('1/  1'  ,G*  AHH3  1/F  93  *F8E  F/.   1E2  ('/  /1  '/1  FE''(  ('4/	 	 	 	.   						  							  		  			  			  			  					  						,    			  			  								   					  				,   			  						  							  		  			  					  					  								  								  				  				  					  						  				  					  								  						  					  					 	 	 	 2 .   





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; 	 2 .                ,   " "     " "   ,                          .        ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   H o u   d i e   s e l f o o n   e n   d i e   s t a a f k o d e   o p   d i e s e l f d e   v l a k ,   k l i e k   " S t a a f k o d e   a f n e e m " ,   e n   p a s   d i e   a f s t a n d   t u s s e n   d i e   s e l f o o n   e n   d i e   s t a a f k o d e   a a n   o m   d i e   f o t o   i n   f o k u s   t e   k r y .   D i e   k o d e   b e h o o r t   b i n n e   d i e   f o k u s r a a m p i e   t e   w e e s ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 2 .   K e e p   t h e   m o b i l e   t e l e p h o n e   a n d   t h e   b a r   c o d e   a t   t h e   s a m e   l e v e l ,   c l i c k   " B a r   c o d e   c a p t u r e " ,   a n d   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   m a k e   t h e   i m a g e   i n   f o c u s .   T h e   c o d e   s h o u l d   b e   w i t h i n   t h e   f i n d e r   f r a m e ; 	 	 	 	 2 .   					  						  						  							  			  			  			  				,   " 			  			  			  				"   					  			  			  										  	' 			  						  						  							  			  			  				  				  						  						  				  			  								  						  								  			  				; 	 	 	 	 	 	 	 	 2 .   M a n t e n h a   o   t e l e f o n e   m  v e l   e   o   c  d i g o   d e   b a r r a   n o   m e s m o   n  v e l ,   c l i q u e   " C a p t u r a   d e   c  d i g o   d e   b a r r a " ,   e   a j u s t e   a   d i s t  n c i a   e n t r e   o   t e l e f o n e   m  v e l   e   o   c  d i g o   d e   b a r r a   p a r a   f o c a r   a   i m a g e m .   O   c  d i g o   d e v e   e s t a r   d e n t r o   d o   q u a d r o   e n f o c a d o r ; 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ C O N T E N T 3 	 B A R C O D E R E A D E R 	 U N L I M 	 C o n t e n t 3 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 . ,gߎԚc(u#~X%R㉼xve_vu`	c X%R KN_SN_teKb_jTxKNvݍNcؚX%RbRs	 3 . ,goNǑ(uޏ~Ƌ+Rxve_S_`	c Ƌ+R KNTSN{_teKb:gTxKNvݍyNcؚƋ+RbRs	 3 . -LA'#L5IC
I2#-#+1*-"H2H-@7H-  A%0+%122#  " #02"" ,   8-2#1#0"02#0+'H2B#(1L!7-7-A%02#LBI-5@%GI-"  @7H-@4H!-1#22#@I2CC+I*3@#G!26I	 3 .   E s t e   s o f t w a r e   a d o p t a   e l   c i f r a d o   c o n   r e c o n o c i m i e n t o   c o n t i n u o   y   d e s p u  s   d e   o p r i m i r    A n a l i z a r  ,   u s t e d   p o d r    a j u s t a r   l e v e m e n t e   l a s   d i s t a n c i a   e n t r e   e l   c e l u l a r   y   e l   c  d i g o   d e   b a r r a   p a r a   p r o m o v e r   l a   t a s a   d e    x i t o   d e   r e c o n o c i m i e n t o ; 	 3 .   C e   l o g i c i e l   a d o p t e   l e   d  c o d a g e   d e   r e c o n n a i s s a n c e   c o n t i n u e   e t ,   a p r  s   a v o i r   a p p u y e z   s u r     A n a l y s e r   ,   v o u s   p o u v e z   a j u s t e r   l  g  r e m e n t   l a   d i s t a n c e   e n t r e   l e   t  l  p h o n e   p o r t a b l e   e t   l e   c o d e      b a r r e s   p o u r   a m  l i o r e r   l e   t a u x   d e   r e c o n n a i s s a n c e . 	 3 .   D i e s e   S o f t w a r e   b e s i t z t   e i n e   f o r t l a u f e n d e   E r k e n n u n g s e n t s c h l  s s e l u n g   u n d   n a c h   d e m   D r  c k e n   v o n   " P a r s e n "   k  n n e n   S i e   d e n   A b s t a n d   z w i s c h e n   M o b i l t e l e f o n   u n d   B a r c o d e   l e i c h t   j u s t i e r e n ,   u m   d i e   E r k e n n u n g s e r f o l g s r a t e   z u   b e g  n s t i g e n ; 	 3 .   -B0  ?@>3@0<<0  2K?>;=O5B  45:>48@>20=85  A  ?>A;54>20B5;L=K<  @0A?>7=020=85<,   8  ?>A;5  =060B8O  ? =0;87?   <>6=>  A;53:0  >B@53C;8@>20BL  @0AAB>O=85  <564C  B5;5D>=><  8  :>4><  4;O  ;CGH53>  @0A?>7=020=8O. 	 3 .   Q u e s t o   s o f t w a r e   a d o t t a   l a   d e c o d i f i c a   d i   r i c o n o s c o m e n t o   c o n t i n u o   e   u n a   v o l t a   p r e m u t o   " A n a l i z z a " ,      p o s s i b i l e   r e g o l a r e   l e g g e r m e n t e   l a   d i s t a n z a   t r a   i l   c e l l u l a r e   e   i l   c o d i c e   a   b a r r e   p e r   p r o m u o v e r e   i l   r a p p o r t o   d i   s u c c e s s o   d e l   r i c o n o s c i m e n t o ; 	 G0'  3A*HJ1  9(1  FH9  *91JA  E**'(9, 9F/E'  *6:7" E91(" , JECFC  '5D'-  E3'A)  (JF  ,H'D  H  1E2  D'1*A'9  F3()  *91JA)	 3 .   E s t e   s o f t w a r e   a d o p t a   o   r e c o n h e c i m e n t o   c o n t  n u o   d e   d e s c o d i f i c a   o   e ,   a p  s   p r e m i r   " A n a l i s a r " ,   p o d e   a j u s t a r   l i g e i r a m e n t e   a   d i s t  n c i a   e n t r e   o   t e l e m  v e l   e   o   c  d i g o   d e   b a r r a s   p a r a   f a c i l i t a r   a   t a x a   d e   s u c e s s o   d o   r e c o n h e c i m e n t o ; 	 3 .   B u   y a z 1l 1m   s  r e k l i   t a n 1m l a m a   _i f r e     z  m  n    u y g u l a m a k t a d 1r   v e   "   z  m l e "   s e  e n e i n e   b a s t s 1k t a n   s o n r a ,   t a n 1m a   b a _a r 1  o r a n 1n 1  a r t 1r m a k   i  i n   m o b i l   t e l e f o n   i l e   b a r k o d   a r a s 1n d a k i   m e s a f e j y d i   h a f i f  e   a y a r l a y a b d i l i r s i n i z ; 	 3 . P h n   m m   n  y    p   d n g   p h n g   t h c   n h n   b i t   g i i   m    l i  n   t c ,   s a u   k h i   b n   i m   v  o   " n h n   b i t " , c    t h     i u   c h n h   m t   c  c h   d   d  n g   k h o n g   c  c h   g i a   i n   t h o i   v    b i  n   m  ,   n h m   n  n g   c a o     t h  n h   c  n g   c a   c h c   n n g   n h n   b i t .   	 3 .   3 .   P e r a n g k a t   l u n a k   i n i   m e n g g u n a k a n   p e n d e k o d e a n   p e n g e n a l a n   b e r k e l a n j u t a n   d a n   s e t e l a h   m e n e k a n   " P a r s i n g " ,   A n d a   m u n g k i n   a k a n   s e d i k i t   m e n g u b a h   j a r a k   a n t a r a   p o n s e l   d a n   k o d e   b a r i s   u n t u k   m e n d u k u n g   r a s i o   p e n g e n a l a n   a g a r   b e r h a s i l ; 	 3 .   P e r i s i a n   i n i   m e n g a m b i l   p e n n y a h k o d a n   p e n g e n a l a n   b e r t e r u s a n   d a n   s e l e p a s   m e n e k a n     " H u r a i " ,   a n d a   b o l e h   m e l a r a s k a n   s e d i k i t   j a r a k   a n t a r a   t e l e f o n   m u d a h   a l i h   d a n   k o d   b a r   u n t u k   m e n g g a l a k k a n   n i s b a h   k e j a y a a n   p e n g e n a l a n ; 	 3 .   /	9	  8	I	+	M		5	G	/	0	  8	$	$	  0	?			M	(	?	6	(	  !	?		K	!	?			  	K	  	*	(	>	$	>	  9	H	  	0	  " *	>	0	M	8	"   &	,	>	(	G	  	G	  ,	>	&	,   	*	  0	G			M	(	?	6	(	  8		M	8	G	8	  0	G	6	M	/	K	  	K	  ,	"	<	>	(	G	  	G	  2	?		  .	K	,	>		2	  	G	2	@	+	K	(	  	0	  ,	>	0	  	K	!	  	G	  ,	@		  &	B	0	@	  	K	  	A		  	!		8	M		  	0	  8		$	G	  9	H		. 	 	 	 	 3 .   A   s z o f t v e r   f o l y a m a t o s   f e l i s m e r  s t    s   d e k  d o l  s t   a l k a l m a z ,    s   a    P a r s e "   ( E l e m z  s ) ,   m e g n y o m  s a   u t  n   p o n t o s  t a n i   t u d j a   a   m o b i l t e l e f o n    s   a   v o n a l k  d   k  z  t t i   t  v o l s  g o t ,   h o g y   j a v  t s a   a   f e l i s m e r  s   p o n t o s s  g  t ; 	 	 	 	 3 .   D e z e   s o f t w a r e   g e b r u i k t   d e   c o n t i n u e   h e r k e n n i n g s d e c o d e r i n g   e n   d a t   u   o p   " P a r s e "   h e b t   g e d r u k t ,   k u n t   u   d e   a f s t a n d   t u s s e n   d e   m o b i e l e   t e l e f o o n   e n   d e   s t r e e p j e s c o d e   i e t s   b i j s t e l l e n   o m   d e   k w a l i t e i t   v a n   h e t   r e s u l t a a t   t e   v e r b e t e r e n ; 	 	 	 3 .   A c e s t   s o f t w a r e   u t i l i z e a z   d e c o d a r e a   p e n t r u   r e c u n o a _t e r e a   c o d u l u i   d e   b a r e .   D u p   c e   a ci   a p s a t    A n a l i z a r e  ,   p u t e ci   r e g l a   d i s t a n ca   d i n t r e   t e l e f o n u l   m o b i l   _i   c o d u l   d e   b a r e   p e n t r u   a   a f l a   r a p o r t u l   d e   r e c u n o a _t e r e   a   c o d u l u i ; 	 	 	 3 .                     " "                                 	 	 	 3 .   'F  F1E  'A2'1  '2  1E2(11/'F  *4.5  E/'HE  '3*A'/G  E  F/  H  ~3  '2  A4'1  /'/F  " *,2G  1/F"   E  *H'F/  A'5DG  (F  *DAF  GE1'G  H  ('1/  1'  ,G*  '1*B'  F3(*  EHAB*  *4.5  (G  "1'E  *F8E  F/	 	 	 	.   		  									  										  								  							  							  			,   			   					   					  			  				  						  							  		  			  					  					  								  							  								  				  				  								  							  					  						  				 	 	 	 3 .   
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; 	 3 .                " " " " "     ,                           ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   H i e r d i e   s a g t e w a r e   n e e m   d i e   v o l g e h o u e   h e r k e n n i n g s d e k o d e r i n g   a a n   e n   n a   j y   " O n t l e e d "   g e d r u k   h e t ,   k a n   j y   d i e   a f s t a n d   t u s s e n   d i e   s e l f o o n   e n   d i e   s t a a f k o d e   e f f e   a a n p a s   o m   d i e   h e r k e n n i n g s u k s e s - v e r h o u d i n g   t e   b e v o r d e r ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 3 .   T h i s   s o f t w a r e   a d o p t s   t h e   c o n t i n u o u s   r e c o g n i t i o n   d e c o d i n g   a n d   a f t e r   p r e s s i n g   " P a r s e " ,   y o u   m a y   s l i g h t l y   a d j u s t   t h e   d i s t a n c e   b e t w e e n   t h e   m o b i l e   t e l e p h o n e   a n d   b a r   c o d e   t o   p r o m o t e   t h e   r e c o g n i t i o n   s u c c e s s   r a t i o ; 	 	 	 	 3 .   		  				 							  											  							  							  					  			  			  " 							"   						  				,   							  											  						  					  					  				  						  							  			  							  				  						  											  						  				  				; 	 	 	 	 	 	 	 	 3 .   E s t e   s o f t w a r e   a d o t a   a   d e c o d i f i c a   o   d e   r e c o n h e c i m e n t o   c o n t  n u o   e   a p  s   p r e s s i o n a r   " A n  l i s e " ,   v o c    p o d e   a j u s t a r   l e v e m e n t e   a   d i s t  n c i a   e n t r e   o   t e l e f o n e   m  v e l   e   o   c  d i g o   d e   b a r r a s   p a r a   p r o m o v e r   a   r e l a   o   d e   s u c e s s o   d o   r e c o n h e c i m e n t o ; 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ C O N T E N T 4 	 B A R C O D E R E A D E R 	 U N L I M 	 C o n t e n t 4 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . 
\e
NT:\[vxSNNteeP-v.~>eOcؚX%RbRs	 4 . [N
NT:\[vxSNǏteDdP4Yv)>eegcؚƋ+RbRs	 4 . *3+#1BI5H!52AH21  8-29!%I-  @7H-@4H!-1#22#@I2CC+I!26I	 4 . E n   e l   c a s o   d e   c  d i g o s   d e   d i f e r e n t e s   t a m a  o s   u s t e d   p o d r    a c e r c a r   l a   c  m a r a   p a r a   m e j o r a r   l a   t a s a   d e   r e c o n o c i m i e n t o ; 	 4 .   P o u r   l e s   c o d e s   d e   d i f f  r e n t e s   t a i l l e s ,   v o u s   p o u v e z   f a i r e   u n   z o o m   a v e c   l  a p p a r e i l   p h o t o   p o u r   a m  l i o r e r   l e   t a u x   d e   r e c o n n a i s s a n c e . 	 4 . F  r   C o d e s   u n t e r s c h i e d l i c h e r   G r   e   k  n n e n   S i e   d i e   K a m e r a   z o o m e n ,   u m   d i e   E r k e n n u n g s r a t e   z u   v e r b e s s e r n ; 	 4 .   ;O  :>4>2  @07=>3>  @07<5@0  <>6=>  ?@81;878BL  :0<5@C  4;O  C25;8G5=8O  MDD5:B82=>AB8  @0A?>7=020=8O. 	 4 . P e r   i   c o d i c i   d i   d i m e n s i o n i   d i f f e r e n t i ,      p o s s i b i l e   i n g r a n d i r e   p e r   m i g l i o r a r e   i l   r a p p o r t o   d i   r i c o n o s c i m e n t o ; 	 (F3()  'DJ  1EH2  'DE.*DA),   EECF  '5D'-  EBJ'3  9DJ  1#3  'D*5HJ1  'D*DA'2J)  D'1*A'9  F3()  'D*91JA  ('DF,'-	 4 . P a r a   c  d i g o s   d e   d i f e r e n t e s   c a m i n h o s ,   p o d e   a m p l i a r   a   c  m a r a   p a r a   a u m e n t a r   a   t a x a   d e   r e c o n h e c i m e n t o ; 	 4 . F a r k l 1  b o y u t l a r d a k i   k o d l a r   i  i n   t a n 1m a   h d 1z 1n 1  a r t 1r m a k   a m a c 1y l a   k a m e r a y 1  y a k 1n l a _t 1r a b i l i r s i n i z ; 	 4 . i   v i   n h n g   m    k h  n g   c    c  n g   k  c h   c ,   c    t h   t h  n g   q u a   i u   c h n h     c o   c a   m  y   t h u   h  n h     n  n g   c a o     t h  n h   c  n g   c a   c h c   n n g   n h n   b i t . 	 4 . U n t u k   k o d e   d e n g a n   u k u r a n   b e r b e d a ,   A n d a   d a p a t   m e n - z o o m   k a m e r a   u n t u k   m e n i n g k a t k a n   r a s i o   p e n g e n a l a n ; 	 4 . U n t u k   k o d   p e l b a g a i   s a i z ,   a n d a   b o l e h   z u m   k a m e r a   u n t u k   m e n a i k k a n   k a d a r   p e n g e n a l a n ; 	 4 .   -	?	(	M	(	  		>	0	K		  	G	  	K	!	M	8	  	G	  2	?		,   	*	  0	G			M	(	?	6	(	  &	0	  	K	  ,	"	<	>	(	G	  	G	  2	?		  	H	.	0	G	  	K	  	<	B	.	  	0	  8		$	G	  9	H		. 	 	 	 	 4 .   K  l  n b  z Q  k  d m  r e t e k   e s e t  n   a   k a m e r  v a l   r    t u d   k  z e l  t e n i   a   f e l i s m e r  s   p o n t o s s  g  n a k   j  v  t  s a    r d e k  b e n ; 	 	 	 	 4 . V o o r   c o d e s   v a n   v e r s c h i l l e n d e   g r o o t t e n   k u t n   u   d e   c a m e r a   i n z o o m e n   v o o r   e e n   b e t e r e   h e r k e n n i n g ; 	 	 	 4 .     P e n t r u   c o d u r i l e   d e   m r i m i   d i f e r i t e ,   p u t e ci   m r i   i m a g i n e a   p e n t r u   c a   r a t a   d e   r e c u n o a _t e r e   s   f i e   m a i   m a r e ; 	 	 	 4 .                               / 	 	 	 4 .   /1  EH1/  /G'  G  /'1'  'F/'2G  G'  E.*DA  G3*F/  E  *H'F/  /H1(F  1'  ,G*  '1*B'  F3(*  *4.5  2HE  F/	 	 	 	.   							  						  					  				,   				  										  			  			  								  			  							;   	 	 	 	 4 .   



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. 	 4 .        ,             ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 .   V i r   k o d e s   v a n   v e r s k i l l e n d e   g r o o t t e s   k a n   j y   d i e   k a m e r a   i n z o e m   o m   d i e   h e r k e n n i n g s p o e d   t e   v e r b e t e r ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 4 . F o r   c o d e s   o f   d i f f e r e n t   s i z e s ,   y o u   m a y   z o o m   t h e   c a m e r a   t o   e n h a n c e   t h e   r e c o g n i t i o n   r a t e ; 	 	 	 	 4 .   							  							  					  				,   					  							  						  							  					  				  						  			  				  				; 	 	 	 	 	 	 	 	 4 .   P a r a   c  d i g o s   d e   t a m a n h o s   d i f e r e n t e s ,   v o c    p o d e   f a z e r   o   z o o m   d a   c  m e r a   p a r a   a u m e n t a r   a   t a x a   d e   r e c o n h e c i m e n t o ; 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ C O N T E N T 5 	 B A R C O D E R E A D E R 	 U N L I M 	 C o n t e n t 5 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . ,gߎԚwQP|/RFONcO(ul	gYl
d0b_vx&NNOceP-vnToNOS_ g}YvX%RHeg	 5 . ,goNwQY~RFONcPO(ul	gal_c0Sb_vxv^NOcDdP4YvnmNOS_ g}YvƋ+RHeg	 5 . -LA'#L5I!5'2!*2!2#C2#AIDI-4%2  AHA03C+IC
IBIC1'  A%0@%*L%I-'#*0-2@7H-C+IDI#0@I2C 2DI55H*8	 5 . E s t e   s o f t w a r e   e s   c a p a z   d e   c o r r e g i r   e r r o r e s ,   p e r o   s e   r e c o m i e n d a n   c  d i g o s   i n t e g r a d o s   y   e l   l e n t e   d e   l a   c  m a r a   d e b e   e s t a r   l i m p i o   p a r a   o b t e n e r   e l   m e j o r   e f e c t o   d e   r e c o n o c i m i e n t o ;   	 5 .   C e   l o g i c i e l   e s t   c a p a b l e   d e   c o r r i g e r   l e s   e r r e u r s ,   m a i s   l e s   c o d e s   i n t  g r  s   s o n t   r e c o m m a n d  s   e t   l  o b j e c t i f   d e   l  a p p a r e i l   p h o t o   d o i t    t r e   p r o p r e   p o u r   o b t e n i r   l e   m e i l l e u r   t a u x   d e   r e c o n n a i s s a n c e  ; 	 5 . D i e s e   S o f t w a r e   k a n n   F e h l e r   k o r r i g i e r e n ,   a b e r   i n t e g r i e r t e   C o d e s   w e r d e n   e m p f o h l e n   u n d   d a s   K a m e r a o b j e k t i v   s o l l t e   s a u b e r   s e i n ,   u m   d e n   b e s t e n   E r k e n n u n g s e f f e k t   z u   e r z i e l e n ; 	 5 .   -B0  ?@>3@0<<0  <>65B  8A?@02;OBL  >H81:8,   =>  @5:><5=4>20=K  2AB@>5==K5  :>4K,   0  >1J5:B82  4>;65=  1KBL  G8ABK<  4;O  ;CGH53>  @0A?>7=020=8O. 	 5 . Q u e s t o   s o f t w a r e      i n   g r a d o   d i   c o r r e g g e r e   g l i   e r r o r i ,   m a   i   c o d i c i   i n t e r g r a t i   s o n o   c o n s i g l i a t i   e   l a   l e n t e   d e l l a   v i d e o c a m e r a   d e v e   e s s e r e   p u l i t a   p e r   o t t e n e r e   i l   m i g l i o r   e f f e t t o   d i   r i c o n o s c i m e n t o ; 	 G0'  3HA*HJ1  0'*  B/1)  '5D'-  .7#, H  D'CF  E'  2'D  *14J-  D'3*./'E  1E2  3DJE, H  E-'A8)  F8JA  DC'EJ1'  EF  #,D  -5HD  9DJ  A9DJ)  *91JA)  EA6D)	 5 . E s t e   s o f t w a r e      c a p a z   d e   c o r r i g i r   e r r o s ,   m a s   r e c o m e n d a m - s e   c  d i g o s   i n t e g r a d o s   e   a   l e n t e   d a   c  m a r a   d e v e r    e s t a r   l i m p a   p a r a   o b t e r     m e l h o r   e f e i t o   d e   r e c o n h e c i m e n t o ; 	 5 . B   u   y a z 1l 1m   h a t a   d  z e l t e b i l i r   a n c a k   e n t e g r e   k o d l a r    n e r i l i r   v e   e n   i y i   t a n 1m a   e t k i s i n i   a l m a k   i  i n   k a m e r a   l e n s i n i n   t e m i z   o l m a s 1  g e r e k i r ; 	 5 . P h n   m m   n  y   c    c h c   n n g   s a   l i ,   n h n g   v n   t i n   c   s   d n g   b i  n   m    k h  n g   b   t n   h i   v    b i n   h  n h ,   g i     s c h   c a   m  y   t h u   h  n h ,   n h m   g i  n h   c   h i u   q u   n h n   b i t   t t   n h t . 	 5 . P e r a n g k a t   l u n a k   i n i   d a p a t   m e m p e r b a i k i   k e s a l a h a n ,   n a m u n   s e b a i k n y a   g u n a k a n   k o d e   y a n g   t e r i n t e g r a s i   d a n   l e n s a   k a m e r a   h a r u s   b e r s i h   a g a r   m e n g h a s i l k a n   e f e k   p e n g e n a l a n   t e r b a i k ; 	 5 . P e r i s i a n   i n i   m e m b o l e h k a n   p e m b e t u l a n   r a l a t ,   t e t a p i   k o d   t e r b i n a   d a l a m   d i c a d a n g k a n   d a n   l e n s a   k a m e r a   p e r l u   b e r s i h   u n t u k   m e n d a p a t k a n   e f e k   p e n g e n a l a n   t e r b a i k ; 	 5 .   /	9	  8	I	+	M		5	G	/	0	  $	M	0	A		?	/	K		  	K	   	@		  	0	  8		$	>	  9	H	,   2	G		?	(	  		@		C	$	  	K	!	M	8	  	@	  	(	A	6		8	>	  	@	  	>	$	@	  9	H	  	0	  8	0	M	5	K	$	M	$	.	  *	M	0	-	>	5	  *	M	0	>	*	M	$	  	0	(	G	  	G	  2	?		  	H	.	0	>	  2	G		8	  8	>	+	  9	K	(	>	  	>	9	?		. 	 	 	 	 5 .   A   s z o f t v e r   h i b a j a v  t  s r a   i s   k  p e s ,   d e   i n t e g r  l t   k  d o k   h a s z n  l a t a   j a v a s o l t ,    s   a k a m e r a   o b j e k t  v j  n e k   t i s z t  n a k   k e l l   l e n n i e   a   m i n  l   j o b b   f e l i s m e r  s    r d e k  b e n ; 	 	 	 	 5 . D e   s o f t w a r e   i s   i n   s t a a t   f o u t e n   t e   v e r b e t e r e n ,   m a a r   g e , n t e r g r e e r d e   c o d e s   w o r d e n   a a n b e v o l e n   e n   d e   c a m e r a l e n s   m o e t   s c h o o n   z i j n   o m   h e t   b e s t e   r e s u l t a a t   t e   b e r e i k e n ; 	 	 	 5 .   A c e s t   s o f t w a r e   p o a t e   r e c u n o a _t e   g r e _e l i l e ,    n s   v   r e c o m a n d m   c o d u r i l e   i n t e g r a t e .   D e   a s e m e n e a ,   v   r e c o m a n d m   c a   l e n t i l a   c a m e r e i   s   f i e   c u r a t   p e n t r u   a   o b ci n e   c e l e   m a i   e f i c i e n t e   r e c u n o a _t e r i ; 	 	 	 5 .           ,                                     . 	 	 	 5 .   'F  F1E  'A2'1  B'/1  (G  *5--  .7'3*  'E'  /G'  ~'1G  *H5G  E  4H/  H  /H1(F  ('/  ,G*  3(  (G*1F  *#+1  *4.5  *E2  ('4/	 	 	 	.   		  									  						  			  				  				,   						  						  					  							  			  		  		  				  								  						  				  									  					  								  					  					 	 	 	 5 .   
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. 	 5 .              ,                          ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 .   H i e r d i e   s a g t e w a r e   h e t   d i e   v e r m o    o m   f o u t e   r e g   t e   m a a k ,   m a a r   g e  n t e g r e e r d e   k o d e s   w o r d   a a n b e v e e l   e n   d i e   k a m e r a l e n s   b e h o o r t   s k o o n   t e   w e e s   o m   d i e   b e s t e   h e r k e n n i n g s e f f e k   t e   k r y ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 5 . T h i s   s o f t w a r e   i s   c a p a b l e   o f   e r r o r   c o r r e c t i o n ,   b u t   i n t e g r a t e d   c o d e s   a r e   r e c o m m e n d e d   a n d   t h e   c a m e r a   l e n s   s h o u l d   b e   c l e a n   i n   o r d e r   t o   g e t   t h e   b e s t   r e c o g n i t i o n   e f f e c t ; 	 	 	 	 5 . 		  				 					  						  						  				  				  					,   						  				  							  															  			  							  					  											  							  						  							  					  				  								  				  				; 	 	 	 	 	 	 	 	 5 .   E s t e   s o f t w a r e      c a p a z   d e   c o r r e   o   d e   e r r o ,   m a s   o s   c  d i g o s   i n t e g r a d o s   s  o   r e c o m e n d a d o s   e   a   l e n t e   d a   c  m e r a   d e v e   s e r   l i m p a   p a r a   o b t e r   o   m e l h o r   e f e i t o   d e   r e c o n h e c i m e n t o ; 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ C O N T E N T 6 	 B A R C O D E R E A D E R 	 U N L I M 	 C o n t e n t 6 	 6 . T h i s   s o f t w a r e   i s   s u i t a b l e   f o r   a p p l i c a t i o n   a t   a n   e n v i r o n m e n t   w i t h   m o d e r a t e   l i g h t . 	 6 . ,gߎԚi[(WIQ}i-NvtX-NO(u0	 6 . ,goN[(WIQ~-NvsX-NO(u0	 6 . -LA'#L5I@+!20*3+#12#C
I2C* 2A'%I-!5H!5A*2%2	 6 . E s t e   s o f t w a r e   e s   a p t o   p a r a   a p l i c a r s e   e n   u n   a m b i e n t e   c o n   l u z   m o d e r a d a .   	 6 .   C e   l o g i c i e l   c o n v i e n t      u n e   u t i l i s a t i o n   d a n s   u n   e n v i r o n n e m e n t   a v e c   u n   f a i b l e    c l a i r a g e . 	 6 . D i e s e   S o f t w a r e   e i g n e t   s i c h   f  r   A n w e n d u n g   b e i   m   i g e n   L i c h t v e r h  l t n i s s e n . 	 6 . 0==CN  ?@>3@0<<C  <>6=>  ?@8<5=OBL  ?@8  A;01><  >A25I5=88. 	 6 . Q u e s t o   s o f t w a r e      a d a t t o   p e r   l e   a p p l i c a z i o n i   i n   a m b i e n t i   c o n   l u c e   m o d e r a t a . 	 G0'  3HA*HJ1  JF'3(  *7(JB  AJ  -'D)  6H!  E*H37. 	 6 .   E s t e   s o f t w a r e      a d e q u a d o   p a r a   a p l i c a   o   e m   a m b i e n t e s   c o m   l u m i n o s i d a d e   m o d e r a d a . 	 6 . B u   y a z 1l 1m   h a f i f   1_1k   i s   s u i t a b l e   f o r   a p p l i c 1  o r t a m l a r d a   u y g u l a n m a k   i  i n   u y g u n d u r . 	 6 . P h n   m m   n  y   t h  c h   n g   s   d n g   t i   n i   c     n h   s  n g   t h  c h   h p .     	 6 . P e r a n g k a t   l u n a k   i n i   t e p a t   u n t u k   d i g u n a k a n   d i   l i n g k u n g a n   d e n g a n   p e n c a h a y a a n   c u k u p . 	 6 . P e r i s i a n   i n i   s e s u a i   u n t u k   a p l i k a s i   p a d a   p e r s e k i t a r a n   b e r c a h a y a   s e d e r h a n a . 	 6 .   /	9	  8	I	+	M		5	G	/	0	  8	>	.	>	(	M	/	  0	K	6	(	@	  5	>	2	G	  5	>	$	>	5	0	#	  .	G		  	>	.	  	0	(	G	  	G	  2	?		  		*	/	A		M	$	  9	H	. 	 	 	 	 6 .   A   s z o f t v e r   k  z e p e s   m e g v i l  g  t  s   m e l l e t t   i s   h a s z n  l h a t  . 	 	 	 	 6 . D e   s o f t w a r e   i s   g e s c h i k t   o m   t e   g e b r u i j e n   i n   e e n   o m g e v i n g   m e t   g e t e m p e r d   l i c h t . 	 	 	 6 .   A c e s t   s o f t w a r e   p o a t e   f i   f o l o s i t    n   m e d i i l e   c u   l u m i n   m e d i e . 	 	 	 6 .                 	 	 	 6 .   'F  F1E  'A2'1  (1'  '3*A'/G  /1  E-7  ('  FH1  ED'E  EF'3(  '3*. 	 	 	 	.   		  									  						  			  				  							  				  							 	 	 	 6 .   








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. 	 6 .                . 	 6 . L e   s o f t h i w e   i s e b e n z a   k a h l e   e n d a w e n i   e n o k u k h a n y a   o k u k a h l e . 	 6 .   L e   s o f t w e   i k u f a n e l e   u k u s e t y e n z i s w a   k u b u m e   b e n d a l o   o b u n o k u k h a n y a   o b u p h a k a t h i . 	 6 .   P r o g r a m u   h i i   i n a f a a   k u t u m i w a   k w a   m a z i n g i r a   y a l i y o   n a   m w a n g a z a   w a s t a n i . 	 6 .   H i e r d i e   s a g t e w a r e   k a n   i n   ' n   o m g e w i n g   m e t   r e d e l i k e   l i g   g e b r u i k   w o r d . 	 6 . `i   p r o g r a m i n   /r a n g a   g a l i   b kt i   n a u d o j a m a   v i d u t i n i ak a i   a p av i e s t o j e   a p l i n k o j e . 	 6 . `+  p r o g r a m m a t kr a   i r   p i e m r o t a   p i e l i e t o aa n a i   v i d   a r   m r e n u   a p g a i s m o j u m u . 	 6 . S e d a   t a r k v a r a   s a a b   k a s u t a d a   k a   t a g a s i h o i d l i k u   v a l g u s t u s e   k o r r a l . 	 6 .   1u}  nackh  vamae}~an  g  yaa~x  lx}a~xxiuatb  tk{a~auxt  cacxnelx  pata	 6 .               .   	 6 .   A c e s t   s o f t w a r e   p o a t e   f i   f o l o s i t    n   m e d i i l e   c u   l u m i n   m e d i e . 	 6 . .
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7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e 	 '3E	 N o m e 	 A d 	 T  n 	 N a m a 	 N a m a 	 (	>	.		 	 	 	 N  v 	 	 	 	 N a a m 	 	 	 N u m e 	 	 	 	 	 	 F'E  	 	 	 				 	 	 	 


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	 +>M8  	 	 						 	 	 	 	 	 	 	 F a x 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ E M 	 B A R C O D E R E A D E R 	 U N L I M 	 E m a i l 	 E m a i l 	 P[{	 5uP[{	 -5@!%	 C o r r e o   e l e c t r  n i c o 	 E m a i l 	 E - M a i l 	 -;.   ?>GB0	 e - m a i l 	 (1J/  'DC*1HFJ	 E - m a i l 	 E - p o s t a 	 T h   i n   t 	 E m a i l 	 E - m e l 	 	- .	G	2		 	 	 	 E - m a i l 	 	 	 	 E - m a i l 	 	 	 A d r e s   e m a i l 	 	 	 " 	 	 	 'ED	 	 	 						 	 	 	 




	 	 I - i m e y l i 	 i - i m e y l e 	 B a r u a   p e p e 	 E - p o s a d r e s 	 E l .   l a i ak a s 	 E - p a s t s 	 E - p o s t 	 7l.   x}	 E m a i l 	 E m a i l 	 .
F
/
?
2
M

 	 .G2M  	 	 						 	 	 	 	 	 	 	 E - m a i l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ S M 	 B A R C O D E R E A D E R 	 U N L I M 	 s m s   r e c e i v e r 	 T o 	 6eNN	 6eNN	 6	 P a r a 	 A 	 A n 	 ><C	 A 	 'DJ	 P a r a 	 K i m e   	 N g i   n h n 	 K e p a d a 	 K e 	 8	G	5	>	  .	G			 	 	 	 C  m z e t t 	 	 	 	 A a n 	 	 	 C t r e 	 	 	 	 	 	 (G	 	 	   						 	 	 	 




	 	 K u y a   k u 	 K u   	 K w a 	 A a n 	 K a m 	 K a m 	 A d r e s s a a t : 	 Ht]	 _ 	 C t r e 	 
/

M

G
#
M

$
M
	 *M0>*M$?  	 	 						 	 	 	 	 	 	 	 P a r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ T O 	 B A R C O D E R E A D E R 	 U N L I M 	 m a i l   r e c e i v e r 	 T o 	 6eNN	 6eNN	 6	 P a r a 	 A 	 A n 	 ><C	 A 	 'DJ	 P a r a 	 K i m e   	 N g i   n h n 	 K e p a d a 	 K e 	 8	G	5	>	  .	G			 	 	 	 C  m z e t t 	 	 	 	 A a n 	 	 	 C t r e 	 	 	 	 	 	 (G	 	 	   						 	 	 	 




	 	 K u y a   k u 	 K u   	 K w a 	 A a n 	 K a m 	 K a m 	 A d r e s s a a t : 	 Ht]	 _ 	 C t r e 	 
/

M

G
#
M

$
M
	 *M0>*M$?  	 	 	 	 	 	 	 	 	 	 P a r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ C T 	 B A R C O D E R E A D E R 	 U N L I M 	 c o n t a c t   p e o p l e 	 C o n t a c t 	 oON	 T|N	 9I4H-	 C o n t a c t o 	 C o n t a c t 	 K o n t a k t 	 >=B0:B=>5  ;8F>	 C o n t a t t o 	 E*5D	 C o n t a c t o 	 K i _i   	 N g i   l i  n   h 	 K o n t a k 	 K e n a l a n 	 8		*	0	M			 	 	 	 P a r t n e r 	 	 	 	 C o n t a c t   m a k e n 	 	 	 C o n t a c t a ci - n e 	 	 	   	 	 	 E.'7(	 	 	 								 	 	 	 





  


	 	 O x h u m a n a   n a y e 	 U m q h a g a m s h e l w a 	 J i n a 	 K o n t a k 	 K o n t a k t a s 	 S a z i n t i e s 	 K o n t a k t 	 ?xvao	 	 I n f o r m a ci i   d e   c o n t a c t 	 8
.
M
*
0
M

 
M


	 8.M*0M  	 	 								 	 	 	 	 	 	 	 C o n t a t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ T X T 	 B A R C O D E R E A D E R 	 U N L I M 	 T e x t 	 T e x t 	 cke	 cke	 I-'2!	 T e x t o 	 T e x t e 	 T e x t 	 "5:AB	 T e s t o 	 F5	 T e x t o 	 M e t i n   	 V n   b n 	 T e k s 	 T e k s 	 	H		M	8	M			 	 	 	 S z  v e g 	 	 	 	 T e k s t 	 	 	 T e x t 	 	 	 	 	 	 E*F	 	 	 				 	 	 	 




	 	 U m b h a l o 	 I g a m a 	 M a a n d i s h i 	 T e k s 	 T e k s t a s   	 T e k s t s 	 T e k s t 	 Oe}	 	 T e x t 	 
F

M
8
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1
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1
M
	 *>   	 	 				 	 	 	 	 	 	 	 T e x t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ I N T R 	 B A R C O D E R E A D E R 	 U N L I M 	 I n t r o d u c t i o n 	 I n t r o d u c t i o n 	 miRN9}	 NRN~	 A03	 I n t r o d u c c i  n 	 I n t r o d u c t i o n 	 E i n f  h r u n g 	 2545=85	 I n t r o d u z i o n e 	 '4'1)	 I n t r o d u   o 	 G i r i _  	 G i i   t h i u   n g h i p   v 	 P e n d a h u l u a n 	 P e n g e n a l a n 	 *	0	?		/		 	 	 	 B e v e z e t  s 	 	 	 	 I n l e i d i n g 	 	 	 I n t r o d u c e r e 	 	 	 	 	 	 E91A	 	 	   							 	 	 	 










	 / 	 I s i n g e n i s o 	 I n t s h a y e l e l o 	 U t a n g u l i z i 	 I n l e i d i n g 	 .~a n g a 	 I e v a d s 	 S i s s e j u h a t u s 	 Feanxiuxv	 	 I n t r o d u c e r e 	 
.
A


	 	*M0.#?>  	 	 						 	 	 	 	 	 	 	 I n t r o d u   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ T Y P E 	 B A R C O D E R E A D E R 	 U N L I M 	 T y p e 	 T y p e 	 ^W	 {|W	 
4	 T i p o 	 T y p e 	 T y p 	 "8?	 T i p o 	 FH9	 T i p o 	 T  r   	 L o i   h  n h 	 J e n i s 	 J e n i s 	 *	M	0		>	0		 	 	 	 T  p u s 	 	 	 	 T y p e 	 	 	 T i p 	 	 	     	 	 	 FH9	 	 	   				 	 	 	 





	 	 U h l o b o 	 U h l o b o 	 A i n a 	 T i p e 	 T i p a s 	 T i p s 	 T   p 	 Oe}ao	 	 T i p 	 $
0

	 *M0>0  	 	 							 	 	 	 	 	 	 	 T i p o 	 	 	 	 	 	 	 	 M o t a 	 U r i 	 T i p o 	 d 	 C i n e  l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ L E N 	 B A R C O D E R E A D E R 	 U N L I M 	 L e n g t h 	 L e n g t h 	 w^	 ^	 '2!"2'	 L o n g i t u d 	 L o n g u e u r 	 L  n g e 	 ;8=0	 L u n g h e z z a 	 7HD	 C o m p r i m e n t o 	 U z u n l u k 	   d  i 	 P a n j a n g 	 J a r a k 	 2		,	>			 	 	 	 H o s s z  s  g 	 	 	 	 L e n g t e 	 	 	 L u n g i m e 	 	 	 	 	 	 7HD	 	 	   								 	 	 	 




	 	 U b u d e 	 U b u d e 	 U r e f u 	 L e n g t e 	 I l g i s 	 G a r u m s 	 P i k k u s 	 5oaxiuxv	 	 L u n g i m e 	 (
@
3

	 &H0MM_  	 	 				 	 	 	 	 	 	 	 C o m p r i m e n t o 	 	 	 	 	 	 	 	 L u z e r a 	 H a b a 	 D u r a c i  n 	 O g o 	 F a d 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ F I L E 	 B A R C O D E R E A D E R 	 U N L I M 	 F i l e 	 F i l e 	 eN	 eN	 D%L	 A r c h i v o 	 F i c h i e r 	 D a t e i 	 $09;	 F i l e 	 EDA	 F i c h e i r o 	 D o s y a   	 T p 	 F i l e 	 F a i l 	 +	>		2		 	 	 	 F  j l 	 	 	 	 B e s t a n d 	 	 	 F i _i e r 	 	 	 	 	 	 A'D	 	 	   					 	 	 	 



	 	 I f a y e l a 	 I f a y l e   	 F a i l i 	 L  e r 	 F a i l a s 	 F a i l s 	 F a i l 	 Vaul	   	 F i _i e r 	 +
/
2
M

 	 +>2	 	 					 	 	 	 	 	 	 	 A r q u i v o 	 	 	 	 	 	 	 	 F i t x a 	 F i l e 	 F i c h e i r o 	 F a l 	 C o m h a d 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ C R 	 B A R C O D E R E A D E R 	 U N L I M 	 C o p y r i g h t 	 C o p y r i g h t 	 Hr
kOo`	 HrCgOo`	 %4*44L9I-	 D e r e c h o s   r e s e r v a d o s 	 C o p y r i g h t 	 C o p y r i g h t 	 2B>@A:>5  ?@02>	 C o p y r i g h t 	 -BHB  'D7(9	 C o p y r i g h t 	 T e l i f   h a k k 1	 B n   q u y n 	 H a k   c i p t a 	 H a k   c i p t a 	 	I	*	@	0	>				 	 	 	 S z e r z Qi   j o g 	 	 	 	 A u t e u r s r e c h t 	 	 	 D r e p t   d e   a u t o r 	 	 	   	 	 	 -B  F3.G  (1/'1	 	 	 								 	 	 	 







	 	 I l u n g e l o   l o k u b h a l a 	 A m a l u n g e l o   o k u k h u p h e l a 	 H a k i m i l i k i 	 K o p i e r e g 	 A u t o r i s  t e i s s 	 A u t o r t i e s +b a s 	 A u t o r i  i g u s 	 @erkvaoaukv  ka~xv	   	 D r e p t u r i   d e   a u t o r 	 *

0
M

 *
M
*
5

>
6

	 *?0>M  	 	 								 	 	 	 	 	 	 	 C o p y r i g h t 	 	 	 	 	 	 	 	 C o p y r i g h t 	 K a r a p a t a n g - a r i 	 C o p y r i g h t 	 N n w e b i i s i n k a 	 C  i p c h e a r t 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ S U B 	 B A R C O D E R E A D E R 	 U N L I M 	 S u b j e c t 	 S u b j e c t 	 ;NL	 ;N	 @#7H-	 A s u n t o 	 S u j e t 	 B e t r e f f 	 "5<0	 O g g e t t o 	 9FH'F	 A s s u n t o 	 K o n u 	 C h   	 S u b j e k 	 T a j u k 	 5	?	7	/		 	 	 	 T  r g y 	 	 	 	 O n d e r w e r p 	 	 	 S u b i e c t 	 	 	 	 	 	 EH6H9	 	 	   									  								  					 	 	 	 



	 	 I s i h l o k o 	 I s i h l o k o 	 M a d a 	 O n d e r w e r p 	 T e m a 	 T m a 	 T e e m a 	 9eta	 	 S u b i e c t 	 5
?
7
/

	 ,?7_  	 	 					 	 	 	 	 	 	 	 A s s u n t o 	 	 	 	 	 	 	 	 G a i a 	 P a k s a 	 A s u n t o 	 S b j e e k t t 	  b h a r 
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ D G 	 B A R C O D E R E A D E R 	 U N L I M 	 O r d e r ,   f o r   b u y 	 O r d e r 	 [cN	 [-cN	 3*1H	 O r d e n a r 	 O r d r e 	 R e i h e n f o l g e 	 0:07	 O r d i n e 	 -,2	 E n c o m e n d a r 	 T a l i m a t   	 t   m u a 	 U r u t a n 	 T e m p a h 	 	&	G	6		 	 	 	 S o r r e n d 	 	 	 	 V o l g o r d e 	 	 	 C o m a n d a ci 	 	 	 	 	 	 3A'14	 	 	 							 	 	 	 




	 / 	 O r d e r 	 O r d e r 	 O r d e r 	 V o l g o r d e 	 O r d e r 	 O r d e r 	 O r d e r 	 O r d e r 	 O r d e r 	 O r d e r 	 	 	 	 					 	 	 	 	 	 	 	 O r d e m 	 	 	 	 	 	 	 	 E s k a e r a 	 A y o s 	 O r d e 	 N g h a z i 	 O r d  
 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ S I D 	 B A R C O D E R E A D E R 	 U N L I M 	 S e r v i c e   I D 	 S e r v i c e   I D 	 
gRNx	 
gRNx	 +!2"@%#42#	 I D   d e   S e r v i c i o 	 I D   d e   s e r v i c e 	 D i e n s t - I D 	 45=B8D8:0B>@  A;C61K	 I D   s e r v i z i o 	 GHJ)  'D./E)	 I D   d e   s e r v i  o 	 S e r v i s   k i m l i i   	 M    s   p h c   v 	 I D   l a y a n a n 	 I D   k h i d m a t 	 8	0	M	5	?	8	  I D 	 	 	 	 S z o l g  l t a t  s - a z o n o s  t  	 	 	 	 D i e n s t - I D 	 	 	 N u m r   s e r v i c i u 	 	 	   	 	 	 4F'3G  ./E'*	 	 	   							  		. 			 	 	 	 



  



	   	 I - I D   y e s e v i s i 	 I n k o n z o   y e - I D 	 I D   y a   H u d u m a 	 D i e n s - I D 	 P a s l a u g o s   I D 	 S e r v i s a   I D 	 T e e n u s e   I D 	 >a|auxiuav  I D 	   	 I d e n t i t a t e   s e r v i c i u 	 8
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  I D 	 8G,>  I D   	 	 				  					 	 	 	 	 	 	 	 I D   d e   s e r v i  o 	 	 	 	 	 	 	 	 I D   z e r b i t z u a 	 I D   n g   S e r v e r 	 I D   d e   s e r v i z o 	 S a v i s   I D 	 I D   s e i r b h  s e 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E N C O D I N G _ E R R O R 	 B A R C O D E R E A D E R 	 U N L I M 	 E n c o d i n g   e r r o r 	 E n c o d i n g   e r r o r 	 Oo`}x/	 Oo`x	 2#@I2#+1*4%2	 E r r o r   d e   c i f r a d o 	 E r r e u r   d  e n c o d a g e 	 V e r s c h l  s s e l u n g s f e h l e r 	 H81:0  :>48@>2:8	 E r r o r e   d i   c o d i f i c a 	 .7#  AJ  'D*4AJ1	 E r r o   d e   c o d i f i c a   o 	 H a t a   k o d l a n 1y o r 	 M    s   l i 	 K e s a l a h a n   p a d a   p e n g e n k o d e a n 	 R a l a t   p e n g e k o d a n 	 	(		K	!	?			  $	M	0	A		?		 	 	 	 K  d o l  s a i   h i b a 	 	 	 	 C o d e e r f o u t 	 	 	 E r o a r e   d e   c o d i f i c a r e 	 	 	   	 	 	 .7'  1E20'1	 	 	   					  				  							 	 	 	 








  


	   	 I p h u t h a   l o k w e n z a   i k h o d i 	 I m p a z a m o   y o k w e n z a   i b e y i k h o w u d i 	 H i t i l a f u   y a   u s i m b u a j i 	 E n k o d e r i n g s f o u t 	 I ak o d a v i m o   k l a i d a 	 K o d aa n a s   k <kd a 	 K o d e e r i m i s v i g a 	 Nenavtav  }mal	   	 E r o a r e   d e   c o d i f i c a r e 	 
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 	 (M K!?MM  	 	 							  							 	 	 	 	 	 	 	 E r r o   d e   c o d i f i c a   o 	 	 	 	 	 	 	 	 K o d e k e t a   a k a t s a 	 E r r o r   s a   e n c o d i n g 	 E r r o   d e   c o d i f i c a c i  n 	 E n k o o d i n   n w e r e   n s o g b u 	 E a r r  i d   i o n c h  d a i t h e 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S A V E _ T O _ F O L D E R 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 s a v e   t o   f o l d e r 	 S a v e   t o   f o l d e r 	 2QX[eN>Y	 OX[0ReN9Y	 1@GD"1B%@-#L	 G u a r d a r   e n   c a r p e t a 	 E n r e g i s t r e r   d a n s   d o s s i e r 	 I m   O r d n e r   s p e i c h e r n 	 !>E@0=8BL  2  ?0?:C	 S a l v a   i n   c a r t e l l a 	 -A8  'DJ  'DEDA	 G u a r d a r   n o   f i c h e i r o 	 K l a s  r e   k a y d e t   	 L u   v  o   t h   m c 	 S i m p a n   k e   f o l d e r 	 S i m p a n   k e   f o l d e r 	 +	K	2	M	!	0	  .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   m a p p  b a 	 	 	 	 O p s l a a n   i n   m a p 	 	 	 S a l v a r e    n   f o l d e r 	 	 	   	 	 	 0.1G  /1  ~H4G	 	 	   								  							  					 	 	 	 








  




	    	 G c i n a   k w i f o l d a 	 G c i n a   k w i f o w l d a 	 H i f a d h i   k w a   f o l d a 	 B e r g   n a   l  e r g i d s 	 .r a ay t i   /  a p l a n k 	 S a g l a b t   m a p 	 S a l v e s t a   k a u s t a 	 Japzavel  iriazavaoxt	   	 S a l v a r e    n   f o l d e r 	 +
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	 +K2M!0  89  80M7#  0(M$A  	 	 	' 							  							  				 	 	 	 	 	 	 	 S a l v a r   n a   p a s t a 	 	 	 	 	 	 	 	 K a r p e t a n   g o r d e 	 I - s a v e   s a   f o l d e r 	 G a r d a r   e n   c a r t a f o l 	 C h e k w a a   n a   -   a k p a   n c h e k w a 	 S  b h  i l   c h u i g   f i l l t e  n 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ C O M M E N D 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 C o m m e n d ,   w i l l   i n t r o d u c e   i t   t o     o t h e r s 	 C o m m e n d   i t 	 bc	 bcP	 A03	 R e c o m e n d a r l o 	 L e   r e c o m m a n d e r 	 E m p f e h l e n 	  5:><5=4>20BL	 R a c c o m a n d a l o 	 *B/JE	 R e c o m e n d a r 	 T a v s i y e   e t   	 T i n   c 	 C o m m e n d   i t 	 P e r a k u k a n n y a 	 8	0	>	9	(	@	/		 	 	 	  j  n l j a 	 	 	 	 A a n b e v e l i n g   a a n   a n d e r e n 	 	 	 R e c o m a n d a ci 	 	 	 	 	 	 *H5G  4H/	 	 	   			  							  			 	 	 	 





  

	   	 C o m m e n d   i t 	 C o m m e n d   i t 	 C o m m e n d   i t 	   B e v e e l   d i t   a a n 	 C o m m e n d   i t 	 C o m m e n d   i t 	 C o m m e n d   i t 	 C o m m e n d   i t 	 C o m m e n d   i t 	 C o m m e n d   i t 	 	 	 	 				  							  				  					 	 	 	 	 	 	 	 R e c o m e n d a r 	 	 	 	 	 	 	 	 A h o l k a   e z a z u 	 P u r i h i n   i t o 	 R e c o m e n d a l o 	 T o o   y a 	 T a b h a i r   m o l a d h   d  
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S E N D _ B Y _ M M S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S e n d   B y   M M S 	 S e n d   a s   m u l t i m e d i a   m e s s a g e 	 \Opi_O|v	 \O:Ni_OS	 *H@GI-'2!!1%4!5@5"	 E n v i a r   p o r   M M S 	 E n v o y e r   p a r   M M S 	 A l s   M u l t i m e d i a m i t t e i l u n g   s e n d e n 	 B?@028BL  G5@57  M M S 	 I n v i a   c o m e   m e s s a g g i o   m u l t i m e d i a l e 	 '13'D  9(1  13'D)  'DH3'&7	 E n v i a r   c o m o   m e n s a g e m   m u l t i m  d i a 	 M M S   i l e   g  n d e r   	 G i   t h  n g   q u a   M M S 	 K i r i m   s e b a g a i   p e s a n   m u l t i m e d i a 	 H a n t a r   s e b a g a i   m e s e j   m u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6	  	G	  0	B	*	  .	G		  -	G		G			 	 	 	 K  l d  s   m u l t i m  d i a    z e n e t k  n t 	 	 	 	 V e r z e n d e n   p e r   M M S 	 	 	 E x p e d i e r e   c a   m e s a j   m u l t i m e d i a 	 	 	   - M M S 	 	 	 A13*'/F  (9FH'F  ~J'E  F/  13'FG  '	 	 	   						- 		  							  						 	 	 	 M M S   





  




	       	 T h u m e l a   n g e - M M S 	 T h u m e l a   n g e M M S 	 T u m a   k w a   M M S 	 S t u u r   p e r   m u l t i m e d i a b o o d s k a p 	 S i ss t i   M M S 	 S kt +t   a r   M M S 	 S a a d a   M M S - i g a 	 Hraoel  M M S - k  tk{xx~	   M M S - 	 T r i m i t e r e   p r i n   M M S 	 M M S   
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	 M M S   &M5>0>  *M0G0#  0(M$A  	 	 M M S - 		  						  								 	 	 	 	 	 	 	 E n v i a r   c o m o   m e n s a g e m   m u l t i m  d i a 	 	 	 	 	 	 	 	 M u l t i m e d i a   b e z a l a   b i d a l i 	 I p a d a l a   b i l a n g   m u l t i m e d i a   n a   m e n s a h e 	 E n v i a r   c o m o   m e n s a x e   m u l t i m e d i a 	 Z i g a   d i k a   o z i   m o t i m i d i a 	 S e o l   m a r   t h e a c h t a i r e a c h t   i l m h e  i n 
 
 S T R _ I D _ B A R C O D E R E A D E R _ T O _ L I S T E N 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 I   w a n t   t o   L i s t e n   i t 	 L i s t e n   i t 	 b}	 b,T	 1	 E s c u c h a r l o 	 L   c o u t e r 	 Z u h  r e n 	 @>A;CH0BL	 A s c o l t a l o 	 '3*E'9	 O u v i r 	 D i n l e   	 T  i   m u n   n g h e 	 D e n g a r k a n 	 D e n g a r n y a 	 8	A	(	>				 	 	 	 M e g h a l l g a t  s 	 	 	 	 E r n a a r   l u i s t e r e n 	 	 	 A s c u l t a r e 	 	 	   	 	 	 H4  /'/F	 	 	   		  					 	 	 	 



  





	   	 Y i l a l e l e 	 Y i m a m e l e 	 I s i k i l i z e 	 L u i s t e r   d a a r n a 	 K l a u s y t i s 	 K l a u s i e t i e s   ao 	 K u u l a   s e d a 	 Hvovdel  auv	   	 A s c u l t a r e 	 
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	 9>A  6A#(M$A  	 	 				  					 	 	 	 	 	 	 	 O u v i r 	 	 	 	 	 	 	 	 E n t z u n 	 P a k i n g g a n 	 E s c o i t a l o 	 G e e   n t i 	  i s t   l e i s 
 
 S T R _ I D _ B A R C O D E R E A D E R _ T O _ A C C E S S S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 I   w a n t   t o   a c c e s s   i t 	 A c c e s s   i t 	 b*OU	 b	 @#5"C
I	 A c c e d e r l o 	 L  a c c  d e r 	 Z u g r e i f e n 	 >ABC?	 A c c e d i 	 2J'1)	 A c e d e r 	 E r i _	 T  i   m u n   t r u y   c p 	 A k s e s 	 A k s e s n y a 	 	8	G	  		M	8	G	8	  	0	G			 	 	 	 E l  r n i 	 	 	 	 T o e g a n g   v e r k r i j g e n 	 	 	 A c c e s a r e 	 	 	   	 	 	 /3*13	 	 	   		  							  			 	 	 	 




  





  


	   	 N g e n a   k u y o 	 Y i f i k e l e l e 	 I f i k i e 	 M a a k   d i t   o o p 	 K r e i p t i s 	 P i e k <ks t i e t   ai m 	 K a s u t a   s e d a 	 Dx  cxnel	 	 A c c e s a r e 	 
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	 9>A  *M0,G6  0>(M$A  	 	 				  						  				 	 	 	 	 	 	 	 A c e s s a r 	 	 	 	 	 	 	 	 E s k u r a t u 	 I - a c c e s s 	 A c c e d e r   a   e l 	 N w e t a   y a 	 D  a n   r o c h a i n   a i r 
 
 S T R _ I D _ B A R C O D E R E A D E R _ S A V E _ B O O K M A R K 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S a v e   A s   B o o k m a r k 	 S a v e   a s   b o o k m a r k 	 X[pfd|	 X[:NfN~{	 1@G@G8J!2#L	 G u a r d a r   c o m o   m a r c a d o r 	 E n r e g i s t r e r   c o m m e   s i g n e t 	 A l s   L e s e z e i c h e n   s p e i c h e r n 	 !>E@0=8BL  :0:  70:;04:C	 S a l v a   c o m e   s e g n a l i b r o 	 -A8  ('4'1)  'DE1,9J)	 G u a r d a r   c o m o   f a v o r i t o 	 Y e r   i m i   o l a r a k   k a y d e t   	 L u   t h  n h    n h   d u 	 S i m p a n   s e b a g a i   p e n a n d a 	 S i m p a n   s e b a g a i   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  	G	  0	B	*	  .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   k  n y v j e l z Qk  n t 	 	 	 	 O p s l a a n   a l s   b l a d w i j z e r 	 	 	 S a l v a r e   c a   m a r c a j 	 	 	   	 	 	 0.1G  (9FH'F  E-D  '(	 	 	   								  						  							  			 	 	 	 







  




  




	      	 G c i n a   n j e n g e b h u k u m a k a 	 G c i n a   n j e n g e b h u k i m a k i 	 H i f a d h i w a   k a m a   k i a l a m a 	 B e r g   a s   b o e k m e r k 	 .r a ay t i   k a i p   ~y m e l 	 S a g l a b j i e t   k   g r m a t z +m i 	 S a l v e s t a   j  r j e h o i d j a n a 	 Japzavel  xze}  g{avkw	 ,     	 S a l v a r e   c a   m a r c a j 	 ,
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	 ,AM .>0MM  ->,G  80M7#  0(M$A	 	 									  				  							  				 	 	 	 	 	 	 	 S a l v a r   c o m o   m a r c a d o r 	 	 	 	 	 	 	 	 L a s t e r m a r k a   b e z a l a   g o r d e 	 I - s a v e   b i l a n g   b o o k m a r k 	 G a r d a r   c o m o   m a r c a d o r 	 C h e k w a a   d i k a   a k w u k w a   a k a r a 	 S  b h  i l   m a r   l e a b h a r m h a r c 
 
 S T R _ I D _ B A R C O D E R E A D E R _ T O _ O R D E R 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 I   w a n t   t o   O r d e r   i t 	 O r d e r   i t 	 b[	 b[-	 *1H7I-	 O r d e n a r l o 	 L e   c o m m a n d e r 	 B e s t e l l e n 	 0:070BL	 O r d i n a l o 	 -,2	 E n c o m e n d a r 	 S i p a r i _  v e r   	 T  i   m u n   t   m u a 	 U r u t 	 T e m p a h n y a 	 	8		>	  	&	G	6	  &	G			 	 	 	 M e g r e n d e l n i 	 	 	 	 S o r t e r e n 	 	 	 C o m a n d a ci 	 	 	     	 	 	 3A'14	 	 	   		  						  			 	 	 	 



  




  


	   	 Y i - o d e 	 Y i l u n g e l e l a n i s e 	 I a g i z e 	 O r d e n   d i t 	 U ~s a k y t i 	 P a s kt i e t   ao 	 T e l l i   s e e 	 Ja~kel  auv	 	 C o m a n d a ci 	 
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	 9>A  &G6  0(M$A  	 	 				  						  				 	 	 	 	 	 	 	 O r d e n a r 	 	 	 	 	 	 	 	 E s k a t u   	 I - o r d e r 	 O r d e n a l o 	 d a a   y a 	 D  a n      a   o r d  
 
 S T R _ I D _ B A R C O D E R E A D E R _ S M S 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 S M S   a p p l i c a t i o n 	 S M S 	 w
a(u	 wO^(u	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 13'&D	 S M S 	 S M S   	 T i n   n h n 	 S M S 	 S M S 	 S M S 	 	 	 	 S M S 	 	 	 	 S M S 	 	 	 S M S 	 	 	 S M S 	 	 	 ~J'EC  	 	 	 S M S 	 	 	 	 S M S 	   	 I - S M S 	 I - S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 	 S M S 	 	 	 	 	 	 	 	 S M S 	 	 	 	 	 	 	 	 S M S 	 S M S 	 S M S 	 S m s 	 S M S 
 
 S T R _ I D _ B A R C O D E R E A D E R _ D T X T 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 T E X T   a p p l i c a t i o n 	 T e x t 	 e,ga(u	 e,g^(u	 I-'2!	 T e x t o 	 T e x t e 	 T e x t 	 "5:AB	 T e s t o 	 F5	 T e x t o 	 M e t i n   	 V n   b n   n g   d n g 	 T e k s 	 T e k s 	 	H		M	8	M			 	 	 	 S z  v e g 	 	 	 	 T e k s t 	 	 	 T e x t 	 	 	 	 	 	 E*F	 	 	 				 	 	 	 




	 	 U m b h a l o 	 I g a m a 	 M a a n d i s h i 	 T e k s 	 T e k s t a s   	 T e k s t s 	 T e k s t 	 Oe}	 	 T e x t 	 
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	 *>   	 	 				 	 	 	 	 	 	 	 T e x t o 	 	 	 	 	 	 	 	 T e s t u a 	 T e k s t o 	 T e x t o 	 O z i 	 T  a c s 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E M A I L 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 E M A I L   a p p l i c a t i o n 	 E m a i l 	 Na(u	 N^(u	 -5@!%	 C o r r e o   e l e c t r  n i c o 	 E m a i l 	 E - M a i l 	 -;.   ?>GB0	 E - m a i l 	 (1J/  'DC*1HFJ	 E - m a i l 	 E - p o s t a   	 T h   i n   t 	 E m a i l 	 E - m e l 	 	- .	G	2		 	 	 	 E - m a i l 	 	 	 	 E - m a i l 	 	 	 E - m a i l 	 	 	 " 	 	 	 'ED	 	 	 						 	 	 	 




	 	 I - i m e y l i 	 i - i m e y l e 	 B a r u a   p e p e 	 E - p o s 	 E l .   l a i ak a s 	 E - p a s t s 	 E - p o s t 	 7l.   x}	 E m a i l 	 E m a i l 	 
.
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 	 .G2	 	 						 	 	 	 	 	 	 	 E - m a i l 	 	 	 	 	 	 	 	 E - p o s t a 	 E - m a i l 	 C o r r e o   e l e c t r  n i c o 	 O z i   i k u k u 	 R - p h o s t 
 
 S T R _ I D _ B A R C O D E R E A D E R _ V C A R D 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 V C A R D   a p p l i c a t i o n 	 v C a r d 	 
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TGr^(u	 v C a r d 	 v C a r d 	 v C a r d 	 v C a r d 	 878B=0O  :0@B>G:0	 v C a r d 	 (7'B)	 v C a r d 	 v K a r t   	 D a n h   t h i p 	 v C a r d 	 v K a d 	 v C a r d 	 	 	 	 v C a r d 	 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 	 






	 	 I - v C a r d 	 I - v K h a d i 	 v K a d i 	 v C a r d 	 v C a r d 	 v K a r t e 	 v C a r d 	 ~Ta	 	 v C a r d 	 5
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 
 S T R _ I D _ B A R C O D E R E A D E R _ S M S S E L L 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 S M S   S e l l   a p p l i c a t i o n 	 S M S   A D . 	 S M S qa(u	 S M S % ^(u	 S M S   A D . 	 A n u n c i o   S M S 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 (J9'S M S 	 S M S   A D . 	 S M S   A D .   	 T i n   n h n   t h n g   m i 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 	 	 	 S M S   A D . 	 	 	 	 S M S   A D . 	 	 	 S M S   A D . 	 	 	 S M S   A D . 	 	 	 S M S   A D . 	 	 	 S M S   A D . 	 	 	 	 S M S   A D . 	 S M S   A D . 	 I - S M S   A D . 	 I - S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 	 S M S   A D . 	 	 	 	 	 	 	 	 S M S   A D . 	 	 	 	 	 	 	 	 S M S   A D . 	 S M S   A D . 	 S M S   A D . 	 S m s   a d . 	 A D   S M S . 
 
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5I-!9%A@G	 S e l e c c i  n   d e   c u e n t a   d e   d a t o s   p o r   p a q u e t e 	 S  l e c t i o n   d  u n   c o m p t e   d e   p a q u e t   d e   d o n n  e s 	 P a k e t d a t e n - K o n t o w a h l 	 K1>@  ?@>D8;O  G P R S 	 S e l e z i o n e   a c c o u n t   d a t i   p a c c h e t t o 	 '.*J'1  -3'(  -2E  'D(J'F'*	 S e l e c   o   d e   c o n t a   d e   d a d o s   d e   p a c o t e s 	 P a k e t   v e r i   h e s a p   s e  i m i 	 C h n   t  i   k h o n   d   l i u   g  i 	 P i l i h a n   a c c o u n t   d a t a   p a k e t 	 P i l i h a n   a k a u n   p a k e t   d a t a 	 *	H		G		  !	G		>	  		>					  	/	(		 	 	 	 C s o m a g k a p c s o l t   a d a t f i  k - v  l a s z t  s 	 	 	 	 A c c o u n t s e l e c t i e   v a n   p a k k e t g e g e v e n s 	 	 	 S e l e c t a r e   c o n t   p a c h e t   d e   d a t e 	 	 	       	 	 	 'F*.'(  '4*1'  /'/G  G'  (3*G  '	 G P R S   A c c o u n t   S e l e c t i o n 	 G P R S       	 						  				  										  						 G P R S   
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 
 S T R _ I D _ D T C N T _ S E L E C T _ G S M _ C S D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   f o r   s e l e c t   a n   C S D   a c c o u n t 	 G S M   a c c o u n t   s e l e c t i o n 	 xdG S M 3^6b	 	bG S M ^7b	 2#@%7-1

5  G S M 	 S e l e c c i  n   d e   c u e n t a   G S M 	 S  l e c t i o n   d ' u n   c o m p t e   G S M 	 G S M - K o n t o w a h l 	 K1>@  ?@>D8;O  G S M 	 S e l e z i o n e   a c c o u n t   G S M 	 '.*J'1  -3'(  (J'F'*G S M 	 S e l e c   o   d e   c o n t a   G P R S 	 G S M   h e s a b 1  s e  i m i   	 C h n   s   t  i   k h o n   d   l i u   G S M 	 P i l i h a n   a c c o u n t   G S M 	 P i l i h a n   a k a u n   G S M 	 G S M   	>	$	>	  	/	(		 	 	 	 G S M   f i  k v  l a s z t  s 	 	 	 	 S e l e c t i e   v a n   G S M - a c c o u n t 	 	 	 S e l e c t a r e   c o n t   G S M 	 	 	     G S M 	 	 	 'F*.'(  '4*1'  G S M 	 G S M   D a t a   A c c o u n t   S e l e c t i o n 	 G S M         	   		. 		. 		  							  									 G S M   
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N/ecvs	 '2!5H5HD!H*1*8	 F r e c u e n c i a   n o   s o p o r t a d a 	 F r  q u e n c e   n o n   s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e   F r e q u e n z 	 '0AB>B0  =5  ?>445@68205BAO	 F r e q u e n z a   n o n   s u p p o r t a t a 	 'D*1//  :J1  E/9E	 F r e q u  n c i a   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   f r e k a n s   	 K  n h   k h  n g   h   t r 	 F r e k u e n s i   t i d a k   d i d u k u n g 	 F r e k u e n s i   t i d a k   d i s k o n g 	 	8	.	0	M	%	?	$	  +	M	0	@		M	5	G		8	@		 	 	 	 N e m   t  m o g a t o t t   f r e k v e n c i a 	 	 	 	 F r e q u e n t i e   n i e t   o n d e r s t e u n d 	 	 	 F r e c v e n c  n e a c c e p t a t 	 	 	     	 	 	 A1'F3  ~4*('F  F4/G	 	     	   								  													 ,
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 S T R _ I D _ M O T I O N D I C E _ I N V A L I D _ F I L E 	 M O T I O N D I C E 	 P O P U P 	 I n v a l i d   F i l e 	 I n v a l i d   f i l e 	 !qHeeN	 eHeeN	 D%LD!H9I-	 A r c h i v o   i n v  l i d o 	 F i c h i e r   i n v a l i d e 	 U n g  l t i g e   D a t e i 	 54>?CAB8<K9  D09;	 F i l e   n o n   v a l i d o 	 'DEDA  :J1  5'D-	 F i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a   	 T p   k h  n g   h p   l 	 F i l e   t i d a k   v a l i d 	 F a i l   t i d a k   s a h 	 	.	>	(	M	/	  +	>		2		 	 	 	  r v  n y t e l e n   f  j l 	 	 	 	 O n g e l d i g   b e s t a n d 	 	 	 F i _i e r   n e v a l i d 	 	 	     	 	 	 A'D  E9*(1  F3*	 	   	 				  					 
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i a n t   p r a n e ai m s	 D z s t   v i s u   b e z   z i Fo j u m u   s kt +aa n a s 	 K u s t u t a   k  i k ,   i l m a   s  n u m e i d   s a a t m a t a 	 Kv{el  bxlxh  a|av  parxdacxiuxvve  xraoelx	         	 ^t e r g e r e   t o t a l   f r   a   e x p e d i a   m e s a j e 	 8
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 S T R _ I D _ L A N G L N _ E K _ P O P U P _ N O _ P I C K _ W O R D 	 L a n g l n 	 P O P U P 	 P l e a s e   P i c k   a   W o r d 	 P l e a s e   p i c k   a   w o r d 	 ˊxS NPU^	 	S N*NUS͋	 B#@%7-3	 P o r   f a v o r   e l i j a   u n a   p a l a b r a 	 V e u i l l e z   c h o i s i r   u n   m o t 	 W  h l e n   S i e   e i n   W o r t 	 K15@8B5  A;>2>	 S e l e z i o n a r e   u n a   p a r o l a 	 '.*J'1  'DCDE)	 E s c o l h a   u m a   p a l a v r a 	 L  t f e n   b i r   s  z c  k   s e  i n   	 H  y   c h n   m t   t 	 A m b i l   s a l a h   s a t u   k a t a 	 S i l a   p i l i h   h u r u f 	 	C	*	/	>	  		  6	,	M	&	  	A	(	G			 	 	 	 V  l a s s z o n   e g y   s z  t 	 	 	 	 K i e s   e e n   w o o r d 	 	 	 V   r u g m   s   a l e g e ci   u n   c u v  n t 	 	 	     	 	 	 D7A'K    H'G  'F*.'(  F/	 	         	   							  			  				  				  						 
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 S T R _ I D _ M O T I O N _ D I C E _ I N V A L I D _ F I L E 	 M O T I O N D I C E 	 P O P U P 	 I n v a l i d   F i l e 	 I n v a l i d   f i l e 	 !qHeeN	 eHeeN	 D%LD!H9I-	 A r c h i v o   i n v  l i d o 	 F i c h i e r   i n v a l i d e 	 U n g  l t i g e   D a t e i 	 54>?CAB8<K9  D09;	 F i l e   n o n   v a l i d o 	 'DEDA  :J1  5'D-	 F i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a   	 T p   k h  n g   h p   l 	 F i l e   t i d a k   v a l i d 	 F a i l   t i d a k   s a h 	 	.	>	(	M	/	  +	>		2		 	 	 	  r v  n y t e l e n   f  j l 	 	 	 	 O n g e l d i g   b e s t a n d 	 	 	 F i _i e r   n e v a l i d 	 	 	     	 	 	 A'D  E9*(1  F3*	 	   	 				  					 
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	 ,H'  +>2	 D o k u m e n t   I   p a v l e f s h e m 	 						  					 	 	 	 	 	 	 	 A r q u i v o   i n v  l i d o 	 	 	 	 	 	 	 	 F i t x a   b a l i o g a b e a 	 H i n d i   w a s t o   a n g   f i l e 	 F i c h e i r o   n o n   v  l i d o 	 F a l   a d a b a g h 	 C o m h a d   n e a m h b h a i l  
 
 S T R _ I D _ M O T I O N _ D I C E _ S O U N D _ S W I T C H 	 M O T I O N D I C E 	 I C O N T E X T 	 S o u n d 	 S o u n d 	 He	 He	 @*5"	 S o n i d o 	 S o n 	 S o u n d 	 2C:	 A u d i o 	 'D5H*	 S o m 	 S e s   	  m   t h a n h 	 S u a r a 	 B u n y i 	 	5	>		<		 	 	 	 H a n g 	 	 	 	 G e l u i d 	 	 	 S u n e t 	 	 	 	 	 	 5/'	 	 	   					 
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	 	 	 





	 	 U m s i n d o 	 I s a n d i 	 S a u t i 	 K l a n k 	 G a r s a s   	 S k a Fa 	 H e l i 	 Aauv	 	 S u n e t 	 6
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	 6,M&  	 Z e r i 	 						 	 	 	 	 	 	 	 S o m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ U K R A I N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 I n p u t   M e t h o d   h i n t   s t r i n g 	 U K 	 U K 	 U K 	 U K 	 R E I N O   U N I D O 	 U K 	 G B 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	   		. 			 U K 	 U K 	 U K 	 U K 	 U K 	 i - u k 	 U K 	 U K 	 U K 	 U K 	 U K 	 U K 	 D9	 U K 	 U K 	 U K 	 U K 	 B M 	 								  						 	 	 	 	 	 	 	 R e i n o   U n i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ L _ U K R A I N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 I n p u t   M e t h o d   h i n t   s t r i n g 	 u k 	 u k 	 u k 	 u k 	 r e i n o   u n i d o 	 u k 	 g b 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	   		. 			 u k 	 u k 	 u k 	 u k 	 u k 	 I - U K 	 u k 	 u k 	 u k 	 u k 	 u k 	 u k 	 ti	 u k 	 u k 	 u k 	 u k 	 b m 	 								  						 	 	 	 	 	 	 	 u k 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ M O V E _ T O _ D R A F T 	 U n d e f i n e d 	 I C O N T E X T 	 M o v e   T o   D r a f t s 	 M o v e   t o   D r a f t s 	 ,dyI?z	 yR0RI?z	 "I2"D"1A#H2	 M o v e r   a   B o r r a d o r e s   	 D  p l a c e r   d a n s   B r o u i l l o n s  ? 	 Z u   E n t w  r f e   v e r s c h i e b e n 	 5@5<5AB8BL  2  G5@=>28:8	 S p o s t a   i n   b o z z e 	 FBD  'DJ  'DE3H/'*	 M o v e r   p a r a   R a s c u n h o s 	 T a s l a k l a r a   t a _1  	 C h u y n   v  o   h p   t h   n h  p 	 P i n d a h k a n   k e   K o n s e p 	 A l i h   k e   D r a f 	 !	M	0	>	+	M		8	  .	G		  2	G	  	>				 	 	 	 M e n t  s   a   p i s z k o z a t o k   k  z  	 	 	 	 N a a r   c o n c e p t e n   v e r p l a a t s e n 	 	 	 M u t a r e    n   s c h i ce 	 	 	   	 	 	 'F*B'D  (G  ~4  FH3  G'	 	 	 						  					  				 	 	 	 










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	   	 H a m b i s a   e z i n h l a k e n i 	 Y i y a   k w i D r a f t i 	 H a m i s h a   k w a   R a s i m u 	 S k u i f   n a   K o n s e p t e 	 P e r k e l t i   /  a p l a n k    J u o d r a at i n  	 P r c e l t   p i e   m e l n r a k s t i e m 	 T e i s a l d a   m u s t a n d i t e s s e 	 Oeraxmel  dezk  Famacne	   	 M u t a r e    n   s c h i ce 	 
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 
 M E A _ S T R _ I D _ M O V E _ T O _ D R A F T _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 A s k   u s e   t o   m o v e   t h e   M M S   t o   D r a f t 	 M o v e   t o   D r a f t s ? 	 ,dyI?z	 yR0RI?z	 "I2"D"1A#H2? 	  M o v e r   a   B o r r a d o r e s ? 	 D  p l a c e r   d a n s   B r o u i l l o n s  ? 	 Z u   E n t w  r f e   v e r s c h i e b e n ? 	 5@5<5AB8BL  2  G5@=>28:8? 	 S p o s t a r e   i n   b o z z e ? 	 'F*B'D  'DJ  'DE3H/'*	 M o v e r   p a r a   R a s c u n h o s ? 	 T a s l a k l a r a   t a _1n s 1n   m 1?   	 C h u y n   n   t h   m c   n h  p ? 	 P i n d a h k a n   k e   K o n s e p ? 	 A l i h   k e   D r a f ? 	 !	M	0	>	+	M		8	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   a   p i s z k o z a t o k   k  z  ? 	 	 	 	 N a a r   c o n c e p t e n   v e r p l a a t s e n ? 	 	 	 M u t a ci    n   s c h i ce ? 	 	 	   ? 	 	 	 (G  ~4  FH3  G'  'F*B'D  '(/	 	 	 						  					  			? 	 	 	 	 










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? 	   ? 	 H a m b i s a   e z i n h l a k e n i ? 	 Y i s e   k w i D r a f t i ? 	 H a m i s h a   k w a   R a s i m u ? 	 S k u i f   n a   K o n s e p t e ? 	 P e r k e l t i   /  a p l a n k    J u o d r a at i n  ? 	 P r c e l t   p i e   m e l n r a k s t i e m ? 	 T e i s a l d a n   k a u s t a   M u s t a n d i d ? 	 Oeraxme^l  dezk  Famacne	     ? 	 M u t a ci    n   s c h i ce ? 	 
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 M E A _ S T R _ I D _ S H O W _ S T A T U S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S t a t u s 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o 	 E t a t 	 S t a t u s 	 !>AB>O=85	 S t a t o 	 -'D)	 E s t a d o 	 D u r u m   	 T r n g   t h  i 	 S t a t u s 	 S t a t u s 	 8	M	%	?	$	?		 	 	 	  l l a p o t 	 	 	 	 T o e s t a n d 	 	 	 S t a r e 	 	 	 	 	 	 H69*	 	 	 						  	 	 	 	 





	 	 I s i m o 	 I w o n g a 	 H a d h i 	 S t a t u s 	 B ks e n a 	 S t a t u s s 	 O l e k 	 ?aca~ksao	 	 S t a r e 	 (
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 M E A _ S T R _ I D _ W A I T I N G 	 U n d e f i n e d 	 U N L I M 	 W a i t i n g 	 W a i t i n g 	 I{_-N	 I{_-N	 3%1#-	 E s p e r a n d o 	 E n   a t t e n t e 	 W a r t e 	 6840=85	 I n   a t t e s a 	 ,'1M  'D'F*8'1	 A   a g u a r d a r 	 B e k l i y o r   	 a n g   i 	 M e n u n g g u 	 M e n u n g g u 	 *	M	0	$	@		M	7	>	0	$	M		 	 	 	 V  r a k o z  s 	 	 	 	 W a c h t e n 	 	 	 V   r u g m   s   a _t e p t a ci 	 	 	 	 	 	 /1  -'D  'F*8'1	 	 	   							  					 	 	 	 








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 M E A _ S T R _ I D _ N E X T _ T R A N S _ T I M E 	 U n d e f i n e d 	 U N L I M 	 N e x t   T r a n s m i s s i o n   T i m e   o f   t h e   M M S 	 N e x t   t r a n s m i s s i o n   t i m e 	 N!kP8Bf	 N!k Oe	 @'%22##1*H1D	 P r  x i m a   h o r a   d e   t r a n s m i s i  n 	 H e u r e   d e   p r o c h a i n e   t r a n s m i s s i o n 	 N  c h s t e    b e r t r a g u n g s z e i t 	 @5<O  A;54CNI59  ?5@540G8	 P r o s s i m a   o r a   d i   t r a s m i s s i o n e 	 HB*  'D'13'D  AJ  E1)  'D*'DJ)	 P r  x i m a   h o r a   d e   t r a n s m i s s  o 	 B i r   s o n r a k i   g  n d e r m e   s  r e s i   	 T h i   g i a n   t r u y n   l n   t i 	 W a k t u   t r a n s m i s i   b e r i k u t n y a 	 M a s a   p e n y i a r a n   s e t e r u s n y a 	 		2	>	  	M	0	>		8	M	.	?	6	(	  8	.	/		 	 	 	 L e g k  z e l e b b i   t o v  b b  t  s   i d e j e 	 	 	 	 V o l g e n d e   t r a n s m i s s i e t i j d 	 	 	 O r a   u r m t o a r e i   t r a n s m i s i i 	 	 	     	 	 	 2E'F  '13'D  (9/	 	 	   							  											  				 	 	 	 




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	     	 I s i k h a t h i   s o k u d l u l i s a   e s i l a n d e l a y o 	 I x e s h a   l o s a s a z o   e l i l a n d e l a y o 	 M u d a   u f u a t a o   w a   k u p i t i s h a 	 V o l g e n d e   v e r s e n d i n g s t y d 	 K i t o   p e r d a v i m o   l a i k a s 	 N k o a  r a i d +j u m a   l a i k s 	 J  r g m i s e   e d a s t a m i s e   a e g 	 @a{xd  xmavtav  jatavaoh	     	 O r a   u r m t o a r e i   t r a n s m i s i i : 	 

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
	 *0,0M$M$@  *M08>0#  8._  	 	 							  											  				 	 	 	 	 	 	 	 P r  x i m o   t e m p o   d e   t r a n s m i s s  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ M I N S 	 U n d e f i n e d 	 I C O N T E X T 	 M i n s 	 m i n s 	 R	 R	 25	 m i n u t o s 	 m i n s 	 M i n . 	 <8=. 	 m i n 	 /B'&B	 m i n s 	 d a k i k a   	 P h  t 	 m e n i t 	 m i n i t 	 .	?	(			 	 	 	 p e r c 	 	 	 	 m i n 	 	 	 m i n 	 	 	 ' 	 	 	 /BBG	 	 	 						 	 	 	 




	 	 m i n s 	 I m z . 	 D a k i k a 	 m i n u t e 	 m i n . 	 m i n kt e s 	 m i n u t i t 	 xze	 - 	 m i n 	 .
?
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 	 .?(	 	 						 	 	 	 	 	 	 	 m i n 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ R E M A I N _ Q U O T A 	 U n d e f i n e d 	 I C O N T E X T 	 T h e   R e m a i n i n g   Q u o t a 	 T h e   r e m a i n i n g   q u o t a 	 iRP8!kxe	 iRYO O!kpe	 B'I25H@+%7-	 L a   c u o t a   r e s t a n t e 	 Q u o t a   r e s t a n t 	 D i e   v e r b l e i b e n d e n   Q u o t e n 	 AB02H0OAO  :2>B0	 L a   q u o t a   r i m a n e n t e 	 E1'*  'D'13'D  ('BJ)	 Q u o t a   r e s t a n t e 	 K a l a n   k o t a   	 S   l n   t r u y n   c  n   l i 	 K u o t a   t e r s i s a 	 K u o t a   t e r t i n g g a l 	 6	G	7	  	K		>		 	 	 	 M a r a d  k   k v  t a 	 	 	 	 R e s t e r e n d   q u o t u m 	 	 	 D i m e n s i u n e   d i s p o n i b i l 	 	 	   	 	 	 81A*  '.*5'5  ('BE'F/G	 	 	   				  					 	 	 	 





  





	   	 I k o t a   e s e l e 	 I s a b e l o   e s i s h i y e k i l e y o 	 U p e o   u n a o s a l i a 	 O o r b l y w e n d e   k w o t a 	 L i k u s i   k v o t a 	 A t l i k u s +  k v o t a 	 J  r e l e j   n u d   m a h t 	 Dvaxr  ~xa	   	 D i m e n s i u n e   d i s p o n i b i l 	 
5
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  
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	 ,6?7M  K>  	 	 							  					 	 	 	 	 	 	 	 A   c o t a   r e m a n e s c e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S R _ M E S S A G E _ S E N T 	 M M S B G S R 	 P O P U P 	 M e s s a g e   S e n t 	 M e s s a g e   S e n t 	 Oo`]P	 Oo`]S	 I-'2!*HA%I'	 M e n s a j e   E n v i a d o 	 M e s s a g e   e n v o y  	 M i t t e i l u n g   g e s e n d e t 	 !>>1I5=85  >B?@02;5=>	 M e s s a g g i o   i n v i a t o 	 *E  'D'13'D	 M e n s a g e m   e n v i a d a 	 0l e t i   g  n d e r i l d i   	 T i n   n h n   a   g 	i 	 P e s a n   T e r k i r i m 	 M e s e j   D i h a n t a r 	 8		&	G	6	  -	G		>	  	/	>		 	 	 	  z e n e t   e l k  l d v e 	 	 	 	 B e r i c h t   v e r z o n d e n 	 	 	 M e s a j   e x p e d i a t 	 	 	   	 	 	 ~'E  '13'D  4/	 	 	   						  						  						 	 	 	 




  






	   	 U m b i k o u t h u n y e l w e 	 U m y a l e z o   u T h u n y e l w e 	 U j u m b e   U m e t u m w a 	 B o o d s k a p   g e s t u u r 	 P r a n e ai m a s   i as i ss t a s 	 Z i Fo j u m s   n o s kt +t s 	 S  n u m   s a a d e t u d 	 @arxdacxiuxvh  xrao~an  g	   	 M e s a j   e x p e d i a t 	 8
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	 ,0M$M$>  * >2>  	 M e s a z h i   u   d e r g u a 	 						  							 	 	 	 	 	 	 	 M e n s a g e m   e n v i a d a 	 	 	 	 	 	 	 	 M e z u a   b i d a l i   d a 	 N a i p a d a l a   a n g   m e n s a h e 	 M e n s a x e   e n v i a d a 	 O z i   e z i g a r a 	 T e a c h t a i r e a c h t   S e o l t a 
 
 S T R _ I D _ B G S R _ R E S U L T _ O K 	 M M S B G S R 	 P O P U P 	 O K 	 O K 	 [b	 [b	 %	 A C E P T A R 	 O K 	 O K 	 O K 	 O K 	 *E	 O K 	 T A M A M   	 H o  n   t h  n h 	 O K 	 O K 	  	@			 	 	 	 O K 	 	 	 	 O K 	 	 	 O K 	 	 	 	 	 	 *#/	 	 	 			  				 	 	 	 




	 	 O K 	 K U L U N G I L E 	 S a w a 	 O K 	 G e r a i 	 O K 	 O K 	 O K 	 O K 	 O K 	 6
0
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	  ?M	 O K 	 	 	 	 	 	 	 	 	 O K 	 	 	 	 	 	 	 	 O n g i 	 O K 	 A c e p t a r 	 O d i m m a 	 O K 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ I N C A L L 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   i n   c a l l 	 F a i l :   I n   c a l l 	 1YWeq-N	 1Y%5u݋-N	 %I!@+%':   -"9H#0+'H2*2"	 F a l l  :   L l a m a d a   e n t r a n t e 	  c h e c   :   A p p e l   e n   c o u r s 	 F e h l g e s c h l a g e n :   B e i m   T e l e f o n a n r u f 	 !1>9:   2K?>;=O5BAO  2K7>2	 F a l l i t o :   i n   c h i a m a t a 	 A'4D: AJ  'DEC'DE)	 F a l h o u :   E m   c h a m a d a 	 B a _a r 1s 1z :   G  r  _m e d e   	 T h t   b i : a n g    m   t h o i 	 G a g a l :   S a a t   p a n g g i l a n 	 G a g a l :   D a l a m   p a n g g i l a n 	 	8	+	2	:   	I	2	  .	G			 	 	 	 S i k e r t e l e n :   H  v  s b a n 	 	 	 	 M i s l u k t :   i n   g e s p r e k 	 	 	 E r o a r e :   a p e l    n   c u r s 	 	 	 :   	 	 	 F'EHAB  (H/:   /1  -'D  *E'3	 	 	   						:   			  					 	 	 	 





:   





	 :   	 K u h l u l e k i l e :   O c i n g w e n i 	 P h a n z i l e :   I f o w n i   e n g e n a y o 	 I m e s h i n d w a :   k w a   s i m u 	 O n s u k s e s v o l :   B e s i g   m e t   o p r o e p 	 N e p a v y k o :   B u v o   s k a m b i n a m a 	 N e v e i k s m e :   Z v a n u 	 N u r j u m i n e :   H  i v a t u d 	 Aamxrxt.   ?aa~xt  g  oavy	 :     	 E r o a r e :    n   t i m p u l   a p e l u l u i 	 *
0
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 	 ,?+3:   2  0?,>0G  	 D e s h t o i :   N e   t e l e f o n a t e 	 				:   		  					 	 	 	 	 	 	 	 F a l h a :   E m   c h a m a d a 	 	 	 	 	 	 	 	 P o r r o t a :   D e i a n 	 B a g s a k :   N a s a   t a w a g 	 F a l l o :   g r a v a c i  n   d e   c h a m a d a 	 g a g h : m g b e   a n a - a k p   o k u 	 T e i p :   A g   g l a o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ N O T _ R E A D Y 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   s y s t e m   n o t   r e a d y 	 F a i l :   N o t   r e a d y 	 1YWe*g1\}	 1Y%*g1\~	 %I!@+%':   D!H#I-!	 F a l l  :   N o   e s t    l i s t o 	  c h e c   :   P a s   e n c o r e   p r  t 	 F e h l g e s c h l a g e n :   N i c h t   b e r e i t 	 !1>9:   5  3>B>2>	 F a l l i t o :   n o n   p r o n t o 	 A'4D: :J1  E3*9/	 F a l h o u :   N  o   e s t    p r o n t o 	 B a _a r 1s 1z :   H a z 1r   d e i l   	 T h t   b i : c h a   s n   s  n g 	 G a g a l :   B e l u m   s i a p 	 G a g a l :   T i d a k   s e d i a 	 	8	+	2	:   $	H	/	>	0	  (	9	@			 	 	 	 S i k e r t e l e n :   N i n c s   k  s z 	 	 	 	 M i s l u k t :   n i e t   g e r e e d 	 	 	 E r o a r e :   s i s t e m u l   n u   e s t e   p r e g t i t 	 	 	 :       	 	 	 F'EHAB  (H/:   "E'/G  F3*	 	 	   						:   				  				 	 	 	 





:   




  


	 :   	 K u h l u l e k i l e :   A k u k a l u n g i 	 P h a n z i l e :   A y i l u n g a n g a 	 I m e s h i n d w a :     H a i k o   t a y a r i 	 O n s u k s e s v o l :   N i e   g e r e e d   n i e 	 N e p a v y k o :   N e p a r e n g t a 	 N e v e i k s m e :   N a v   g a t a v s 	 N u r j u m i n e :   P o l e   v a l m i s 	 Aamxrxt.   Jaa}  yg	 :       	 E r o a r e :   d i s p o z i t i v u l   n u   e s t e   p r e g t i t 	 *
0
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	 ,?+3:   *M08M$A$  (A9G	 D e s h t o i :   N u k   e s h t e   g a t i 	 				:   				  				 	 	 	 	 	 	 	 F a l h a :   N  o   p r o n t o 	 	 	 	 	 	 	 	 P o r r o t a :   E z   d a g o   p r e s t 	 B a g s a k :   H i n d i   h a n d a 	 F a l l o :   N o n   l i s t o 	 g a g h ;   d g h   n k w a d o b e 	 T e i p :   N  l   s    r  i d h 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ B U S Y 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   s y s t e m   b u s y 	 F a i l :   B u s y 	 1YWe_x-N	 1Y%_x-N	 %I!@+%':   D!H'H2	 F a l l  :   O c u p a d o 	  c h e c   :   O c c u p  	 F e h l g e s c h l a g e n :   B e l e g t 	 !1>9:   0=OB	 F a l l i t o :   i n s u f f i c i e n t e 	 A'4D: E4:HD	 F a l h o u :   O c u p a d o 	 B a _a r 1s 1z   :   K u l l a n 1m d a   	 T h t   b i : a n g   b n 	 G a g a l :   S i b u k 	 G a g a l :   S i b u k 	 	8	+	2	:   5	M	/	8	M	$		 	 	 	 S i k e r t e l e n :   F o g l a l t 	 	 	 	 M i s l u k t :   b e z e t 	 	 	 E r o a r e :   s i s t e m u l   e s t e   o c u p a t 	 	 	 :   	 	 	 F'EHAB  (H/:   '4:'D  '3*	 	 	   						:     							 	 	 	 





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	 :   	 K u h l u l e k i l e :   B h i z i 	 P h a n z i l e :   I x a k e k i l e 	 I m e s h i n d w a :   S h u g h u l i 	 O n s u k s e s v o l :   B e s i g 	 N e p a v y k o :   U ~i m t a 	 N e v e i k s m e :   A i z Fe m t s 	 N u r j u m i n e :   H  i v a t u d 	 Aamxrxt.   6bar~an  g	 :   	 E r o a r e :   o c u p a t 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ I N S U F F I C I E N T _ M E M O R Y 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   i n s u f f i c i e n t   m e m o r y 	 F a i l :   I n s u f f i c i e n t   m e m o r y 	 1YWeaԚ
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N	 %I!@+%':   +H'"'2!3D!H@5"-	 F a l l  :   M e m o r i a   i n s u f i c i e n t e 	  c h e c   :   M  m o i r e   i n s u f f i s a n t e 	 F e h l g e s c h l a g e n :   U n z u r e i c h e n d e r   S p e i c h e r 	 !1>9:   54>AB0B>G=>  ?0<OB8	 F a l l i t o :   m e m o r i a   i n s u f f i c i e n t e 	 A'4D: 'D0'C1)  :J1  C'AJ)	 F a l h o u :   M e m  r i a   i n s u f i c i e n t e 	 B a _a r 1s 1z :   Y e t e r s i z   b e l l e k   	 T h t   b i : b   n h   k h  n g   	 G a g a l :   M e m o r i   t i d a k   c u k u p 	 G a g a l :   M e m o r i   t i d a k   c u k u p 	 	8	+	2	:   	*	0	M	/	>	*	M	$	  .	G	.	0	@		 	 	 	 S i k e r t e l e n :   N i n c s   e l e g e n d Q  m e m  r i a 	 	 	 	 M i s l u k t :   o n v o l d o e n d e   g e h e u g e n 	 	 	 E r o a r e :   n u   e x i s t   s u f i c i e n t   m e m o r i e 	 	 	 :       	 	 	 F'EHAB  (H/:   -'A8G  'A  F3*	 	 	   						:     									  						 	 	 	 





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	 :       	 K u h l u l e k i l e :   I m e m o r i   a y a n e l e 	 P h a n z i l e :   I m e m o r i   e n g a n e l a n g a 	 I m e s h i n d w a :   K u m b u k u m b u   h a i t o s h i 	 O n s u k s e s v o l :   G e h e u e   o n v o l d o e n d e 	 N e p a v y k o :   N e p a k a n k a   a t m i n t i e s 	 N e v e i k s m e :   N e p i e t i e k   a t m i Fa s 	 N u r j u m i n e :   M  l u   p o l e   p i i s a v a l t 	 Aamxrxt.   1vba~aoavaya  pkwxrxiuxv	 :     	 E r o a r e :   n u   e x i s t   s u f i c i e n t   m e m o r i e 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ I N S U F F I C I E N T _ S T O R A G E 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   i n s u f f i c i e n t   s t o r a g e 	 F a i l :   N o t   e n o u g h   m e m o r y 	 1YWeaԚ
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N	 %I!@+%':   +H'"'2!3D!H@5"-	 F a l l  :   A l m a c e n a m i e n t o   i n s u f i c i e n t e 	  c h e c   :   P a s   a s s e z   d e   m  m o i r e 	 F e h l g e s c h l a g e n :   S p e i c h e r   r e i c h t   n i c h t 	 !1>9:   =54>AB0B>G=>  <5AB0	 F a l l i t o :   S p a z i o   d i   a r c h i v i a z i o n e   i n s u f f i c i e n t e 	 A4D:   'D0'C1)  :J1  C'AJ)	 F a l h a :   M e m  r i a   i n s u f i c i e n t e 	 B a _a r 1s 1z :   Y e t e r s i z   b e l l e k   	 L i :   K h  n g     b   n h 	 G a g a l :   M e m o r i   t i d a k   c u k u p 	 G a g a l :   I n g a t a n   t a k   m e n c u k u p i 	 	8	+	2	:   	*	0	M	/	>	*	M	$	  8	M		K	0	G			 	 	 	 S i k e r t e l e n :   N i n c s   e l  g   m e m  r i a 	 	 	 	 M i s l u k t :   o n v o l d o e n d e   o p s l a g 	 	 	 E r o a r e :   n u   e x i s t   m e m o r i e   s u f i c i e n t 	 	 	 :         	 	 	 F'EHAB  (H/:   -'A8G  C'A  FJ3*	 	 	   						:   									  						 	 	 	 





:   





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	 :       	 K u h l u l e k i l e :   I s i l o n d i   a s a n e l e 	 P h a n z i l e :   I n d a w o   y o k u g c i n a   i g c w e l e 	 I m e s h i n d w a :   H i f a d h i   h a i t o s h i 	 O n s u k s e s v o l :   G e h e u e   o n v o l d o e n d e 	 N e p a v y k o :   N e p a k a n k a   a t m i n t i m s 	 N e v e i k s m e :   K r t u v   n e p i e t i e k   v i e t a s 	 N u r j u m i n e :   E b a p i i s a v   m  l u 	 Aamxrxt.   1vba~aoavaya  aanxiuxv	 :       	 E r o a r e :   n u   e x i s t   s u f i c i e n t   s p a ci u   d e   s t o c a r e 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ F I L E _ N O T _ F O U N D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   f i l e   n o t   f o u n d 	 F a i l :   F i l e   n o t   f o u n d 	 1YWejHhz1Y	 1Y%eNW1Y	 %I!@+%':   D!HD%L	 F a l l  :   A r c h i v o   n o   e n c o n t r a d o 	  c h e c   :   F i c h i e r   n o n   t r o u v  	 F e h l g e s c h l a g e n :   D a t e i   n i c h t   g e f u n d e n 	 !1>9:   $09;  =5  =0945=	 F a l l i t o :   F i l e   n o n   t r o v a t o 	 A'4D: EDA  :J1  EH,H/	 F a l h o u :   F i c h e i r o   n  o   e n c o n t r a d o 	 B a _a r 1s 1z :   D o s y a   b u l u n a m a d 1  	 T h t   b i : k h  n g   t  m   t h y   t p 	 G a g a l :   F i l e   t i d a k   d i t e m u k a n 	 G a g a l :   F a i l   t i d a k   d i j u m p a i 	 	8	+	2	:   +	>		2	  (	9	@		  .	?	2	@		 	 	 	 S i k e r t e l e n :   A   f  j l   n e m   t a l  l h a t  	 	 	 	 M i s l u k t :   b e s t a n d   n i e t   g e v o n d e n 	 	 	 E r o a r e :   f i _i e r u l   n u   a   f o s t   g s i t 	 	 	 :       	 	 	 F'EHAB  (H/:   A'D  'A*  F4/	 	 	   						:   				  					  			  			 	 	 	 





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  


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	 :     	 K u h l u l e k i l e :   I f a y e l a   a l i t h o l w a n g a 	 P h a n z i l e :   I f a y l e   a y i f u n y a n w a n g a 	 I m e s h i n d w a :   F a i l i   h a i p a t i k a n i 	 O n s u k s e s v o l :   L  e r   n i e   g e v i n d   n i e 	 N e p a v y k o :   N e r a s t a s   f a i l a s 	 N e v e i k s m e :   F a i l s   n a v   a t r a s t s 	 N u r j u m i n e :   F a i l i   e i   l e i t u d 	 Aamxrxt.   Vaulh  yk  pauvabe~el	 :       	 E r o a r e :   f i _i e r u l   n u   a   f o s t   g s i t 	 *
0
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	 ,?+3:   +>2M  K?*>2>  (>9?	 D e s h t o i :   D o k u m e n t i   n u k   u   g j e t 	 				:   				  				  		' 		 	 	 	 	 	 	 	 F a l h a :   A r q u i v o   n  o   e n c o n t r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ F I L E _ C O R R U P T E D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   f i l e   c o r r u p t e d 	 F a i l :   F i l e   c o r r u p t e d 	 1YWejHhk
d	 1Y%eNk_c	 %I!@+%':   D%L@*5"	 F a l l  :   A r c h i v o   c o r r u p t o 	  c h e c   :   F i c h i e r   c o r r o m p u 	 F e h l g e s c h l a g e n :   D a t e i   v e r f  l s c h t 	 !1>9:   $09;  ?>2@5645=	 F a l l i t o :   F i l e   c o r r o t t o 	 A'4D: EDA  EA3/	 F a l h o u :   F i c h e i r o   c o r r o m p i d o 	 B a _a r 1s 1z :   D o s y a   b o z u l d u   	 T h t   b i : t p   h n g 	 G a g a l :   F i l e   r u s a k 	 G a g a l :   F a i l   r o s a k 	 	8	+	2	:   +	>		2	  	0	>	,		 	 	 	 S i k e r t e l e n :   S  r  l t   f  j l 	 	 	 	 M i s l u k t :   b e s t a n d   c o r r u p t 	 	 	 E r o a r e :   f i _i e r u l   e s t e   d e t e r i o r a t 	 	 	 :     	 	 	 F'EHAB  (H/:   A'D  .1'(  '3*	 	 	   						:   				  						 	 	 	 





:   



  



  

	 :     	 K u h l u l e k i l e :   I f a y e l a   l o n a k e l e 	 P h a n z i l e :   I f a y l e   y o n a k a l i s i w e 	 I m e s h i n d w a :   F a i l i   i m e h a r i b i k a 	 O n s u k s e s v o l :   L  e r   k o r r u p 	 N e p a v y k o :   F a i l a s   i ak r a i p y t a s 	 N e v e i k s m e :   F a i l s   b o j t s 	 N u r j u m i n e :   F a i l   r i k u t u d 	 Aamxrxt.   Vaulh  ~va}~an  g	 :     	 E r o a r e :   f i _i e r   d e t e r i o r a t 	 *
0
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 	 ,?+3:   +>2M  &B7?$  	 D e s h t o i :   D o k u m e n t i   u   k o r r u p t u a 	 				:   				  						 	 	 	 	 	 	 	 F a l h a :   A r q u i v o   c o r r o m p i d o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ F I L E _ I N _ U S E 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   f i l e   i n   u s e 	 F a i l :   F i l e   i n   u s e 	 1YWejHhO(u-N	 1Y%eNO(u-N	 %I!@+%':   D%L3%1C
I	 F a l l  :   A r c h i v o   e n   u s o 	  c h e c   :   F i c h i e r   u t i l i s  	 F e h l g e s c h l a g e n :   D a t e i   v e r w e n d e t 	 !1>9:   $09;  8A?>;L7C5BAO	 F a l l i t o :   F i l e   i n   u s o 	 A'4D: 'DEDA  AJ  'DE3*./E	 F a l h o u :   F i c h e i r o   e m   u s o 	 B a _a r 1s 1z :   D o s y a   k u l l a n 1m d a   	 T h t   b i : t p   a n g   s   d n g 	 G a g a l :   F i l e   s e d a n g   d i g u n a k a n 	 G a g a l :   F a i l   s e d a n g   d i g u n a 	 	8	+	2	:   +	>		2	  		*	/	K		  .	G			 	 	 	 S i k e r t e l e n :   A   f  j l   h a s z n  l a t b a n   v a n 	 	 	 	 M i s l u k t :   b e s t a n d   i n   g e b r u i k 	 	 	 E r o a r e :   f i _i e r u l   e s t e   d e j a   u t i l i z a t 	 	 	 :     	 	 	 F'EHAB  (H/:   A'D  EH1/  '3*A'/G  '3*	 	 	   						:   				  							  						 	 	 	 





:   



  







  

	 :     	 K u h l u l e k i l e :   I f a y e l a   l i y a s e t s h e n z i s w a 	 P h a n z i l e :   I f a y l e   i y a s e b e n z a 	 I m e s h i n d w a :   F a i n i   i n a y o t u m i k a 	 O n s u k s e s v o l :   L  e r   i n   g e b r u i k 	 N e p a v y k o :   F a i l a s   n a u d o j a m a s 	 N e v e i k s m e :   F a i l s   i r   l i e t o aa n 	 N u r j u m i n e :   F a i l   k a s u t u s e l 	 Aamxrxt.   Vaulh  cacxn~xt  g	 :     	 E r o a r e :   f i _i e r u l   e s t e   d e j a   u t i l i z a t 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ F I L E _ I O 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o     I O   e r r o r 	 F a i l :   I O 	 1YWe8eQ8Q/	 1Y%eQQ	 %I!@+%':   I O 	 F a l l  :   E / S 	  c h e c   :   E S 	 F e h l g e s c h l a g e n :   I O 	 !1>9:   >H81:0  22>40- 2K2>40	 F a l l i t o :   I O 	 A'4D  : '/.'D  H  '.1',  .'7#	 F a l h o u :   I O 	 B a _a r 1s 1z :   I O   	 T h t   b i : t r u y n   v  o   t r u y n   r a   l i 	 G a g a l :   I O 	 G a g a l :   I O 	 	8	+	2	:   I O 	 	 	 	 S i k e r t e l e n :   I O 	 	 	 	 M i s l u k t :   I O 	 	 	 E r o a r e :   I O 	 	 	 :   / 	 	 	 F'EHAB  (H/:   I O 	 	 	   						:     					- 							 	 	 	 





:   I O 	 :   	 K u h l u l e k i l e :   I - I O 	 P h a n z i l e :   I O 	 I m e s h i n d w a :   I O 	 O n s u k s e s v o l :   I O 	 N e p a v y k o :   I O 	 N e v e i k s m e :   I O 	 N u r j u m i n e :   I O 	 Aamxrxt.   F/ 1	 :   I O 	 E r o a r e :   I O 	 *
0
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:   I O 	 ,?+3:   I O 	 D e s h t o i :   I O 	 				:   I O 	 	 	 	 	 	 	 	 F a l h a :   I O 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ F O L D E R _ N O T _ F O U N D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   f o l d e r   n o t   f o u n d 	 F a i l :   F o l d e r   n o t   f o u n d 	 1YWeǌe>Yz1Y	 1Y%penc9YW1Y	 %I!@+%':   D!HB%@-#L	 F a l l  :   N o   s e   e n c o n t r    l a   c a r p e t a   	  c h e c   :   D o s s i e r   n o n   t r o u v  	 F e h l g e s c h l a g e n :   O r d n e r   n i c h t   g e f u n d e n 	 !1>9:   0?:0  =5  =0945=0	 F a l l i t o :   C a r t e l l a   n o n   t r o v a t a 	 A'4D: EDA  :J1  EH,H/	 F a l h o u :   P a s t a   n  o   e n c o n t r a d a 	 B a _a r 1s 1z :   K l a s  r   b u l u n a m a d 1  	 T h t   b i : k h  n g   t  m   t h y   t h   m c 	 G a g a l :   F o l d e r   t i d a k   d i t e m u k a n 	 G a g a l :   F o l d e r   t i d a k   d i t e m u i 	 	8	+	2	:   +	K	2	M	!	0	  (	9	@		  .	?	2	>		 	 	 	 S i k e r t e l e n :   A   m a p p a   n e m   t a l  l h a t  	 	 	 	 M i s l u k t :   m a p   n i e t   g e v o n d e n 	 	 	 E r o a r e :   f o l d e r u l   n u   a   f o s t   g s i t 	 	 	 :       	 	 	 F'EHAB  (H/:   ~H4G  'A*  F4/	 	 	   						:     							  					  			  			 	 	 	 





:   





  





  


	 :     	 K u h l u l e k i l e :   I f o l d a   a l i t h o l w a n g a 	 P h a n z i l e :   I f o w l d a   a y i f u n y e n w a n g a 	 I m e s h i n d w a :   F o l d a   h a i p a t i k a n i 	 O n s u k s e s v o l :   L  e r g i d s   n i e   g e v i n d   n i e 	 N e p a v y k o :   N e r a s t a s   a p l a n k a s 	 N e v e i k s m e :   M a p e   n a v   a t r a s t a 	 N u r j u m i n e :   K a u s t a   e i   l e i t u d 	 Aamxrxt.   9riazavaoh  yk  pauvabe~el	 :       	 E r o a r e :   f o l d e r u l   n u   a   f o s t   g s i t 	 *
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2
	 ,?+3:   +K2M!0  K?*>2>  (>9?	 D e s h t o i :   D o s j a   n u k   u   g j e t 	 				:   	' 					  				  		' 		 	 	 	 	 	 	 	 F a l h a :   P a s t a   n  o   e n c o n t r a d a 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ U N S U P P O R T _ C O N T E N T 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   u n s u p p o r t   c o n t e n t 	 F a i l :   U n s u p p o r t   c o n t e n t 	 1YWe
N/ecvgQ[	 1Y%
N/ecvQ[	 %I!@+%':   D!H*1*8@7I-+2	 F a l l  :   C o n t e n i d o   n o   s o p o r t a d o   	  c h e c   :   C o n t e n u   n o n   s u p p o r t  	 F e h l g e s c h l a g e n :   N i c h t   u n t e r s t  t z t e r   I n h a l t 	 !1>9:   A>45@68<>5  =5  ?>445@68205BAO	 F a l l i t o :   C o n t e n u t o   n o n   s u p p o r t a t o 	 A'4D: 'DE-*HJ'*  :J1  E/9E	 F a l h o u :   C o n t e  d o   n  o   s u p o r t a d o 	 B a _a r 1s 1z :   0 e r i k   d e s t e k l e n m e d i   	 T h t   b i : k h  n g   h   t r   n i   d u n g 	 G a g a l :   K o n t e n   t i d a k   d i d u k u n g 	 G a g a l :   K a n d u n g a n   t i d a k   d i s o k o n g 	 	8	+	2	:   	8	.	0	M	%	?	$	  			G				 	 	 	 S i k e r t e l e n :   N e m   t  m o g a t o t t   t a r t a l o m 	 	 	 	 M i s l u k t :   i n h o u d   n i e t   o n d e r s t e u n d 	 	 	 E r o a r e :   c o n ci n u t u l   n u   e s t e   a c c e p t a t 	 	 	 :       	 	 	 F'EHAB  (H/:   E-*H'  ~4*('F  FE  4H/	 	 	   						:     								  										 	 	 	 





:   






  



- 




	 :     	 K u h l u l e k i l e :   U k u n g a s a p h o t h i   o k u q u k e t h w e 	 P h a n z i l e :   I s i q u l a t h o   e s i n g a x h a s w a n g a 	 I m e s h i n d w a :   Y a l i y o m o   y a s i o k u b a l i w a 	 O n s u k s e s v o l :   I n h o u d   n i e   g e s t e u n   n i e 	 N e p a v y k o :   N e p a l a i k o m a s   t u r i n y s 	 N e v e i k s m e :   S a t u r s   n e t i e k   a t b a l s t +t s 	 N u r j u m i n e :   T o e t u s e t a   s i s u 	 Aamxrxt.   1vpataerelk  zaxvaoxiuxv	 :         	 E r o a r e :   c o n ci n u t u l   n u   e s t e   a c c e p t a t 	 *
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
	 ,?+3:   8.0M%(  (M$0M,?7_,8M$A	 D e s h t o i :   M o s   m b e s h t e t   p e r m b a j t j e n 	 				:   								  								 	 	 	 	 	 	 	 F a l h a :   C o n t e  d o   n  o   s u p o r t a d o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ U N S U P P O R T _ C O N T E N T 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   u n s u p p o r t   c o n t e n t 	 F a i l :   C O M M   u n s u p p o r t   c o n t e n t 	 1YWe}
N/ecvgQ[	 1Y%Q~
N/ecvQ[	 %I!@+%':   D!H*1*8@7I-+22#*7H-*2#	 F a l l  :   C O M M   n o   s o p o r t a d a   e l   c o n t e n i d o     	  c h e c   :   C o n t e n u   C O M M   n o n   s u p p o r t  	 F e h l g e s c h l a g e n :   C O M M   N i c h t   u n t e r s t  t z t e r   I n h a l t 	 !1>9:   A>45@68<>5  C O M M   =5  ?>445@68205BAO	 F a l l i t o :   C o n t e n u t o   n o n   s u p p o r t a t o   C O M M 	 A'4D: E-*HJ'*  D'  */9E  AJ  'D'F*1F*	 F a l h o u :   C o n t e  d o   C O M M   n  o   s u p o r t a d o 	 B a _a r 1s 1z :   C O M M   d e s t e k l e n m e y e n   i  e r i k   	 T h t   b i : m n g   k h  n g   h   t r   n i   d u n g 	 G a g a l :   C O M M   t i d a k   m e n d u k u n g   k o n t e n 	 G a g a l :   K a n d u n g a n   t i d a k   d i o s o k o n g   C O M M 	 	8	+	2	:   8			>	0	  	8	.	0	M	%	?	$	  			G				 	 	 	 S i k e r t e l e n :   C O M M    l t a l   n e m   t  m o g a t o t t   t a r t a l o m 	 	 	 	 M i s l u k t :   C O M M   i n h o u d   n i e t   o n d e r s t e u n d 	 	 	 E r o a r e :   c o n ci n u t u l   C O M M   n u   e s t e   a c c e p t a t 	 	 	 :     C O M M     	 	 	 F'EHAB  (H/:   E-*H'  ~4*('F  F4/G  (1B1'1  '1*('7	 	 	   						:   		  								  										 	 	 	 





:   C O M M   






  



- 




	 :   C O M M     	 K u h l u l e k i l e :   I - C O M M   u k u n g a s a p h o t h i   o k u q u k e t h w e 	 P h a n z i l e :   I - C O M M   i s i q u l a t h o   e s i n g a x h a s w a n g a 	 I m e s h i n d w a :   C O M M   Y a l i y o m o   y a s i o k u b a l i w a 	 O n s u k s e s v o l :   C O M M - i n h o u d   n i e   g e s t e u n   n i e 	 N e p a v y k o :   C O M M   n e p a l a i k o m a s   t u r i n y s 	 N e v e i k s m e :   C O M M   n e a t b a l s t +t s   s a t u r s 	 N u r j u m i n e :   C O M M   t o e t u s e t a   s i s u 	 Aamxrxt.   C O M M   avpataerelk  zaxvaoxiuxv	 :   C O M M         	 E r o a r e :   c o n ci n u t u l   C O M M   n u   e s t e   a c c e p t a t 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ C O N F I G _ E R R O R 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   c o n f i g   e r r o r 	 F a i l :   C O M M   c o n f i g   e r r o r 	 1YWe}-[/	 1Y%Q~[	 %I!@+%':   -42#*7H-*2#4%2	 F a l l  :   E r r o r   d e   c o n f i g u r a c i  n   C O M M 	  c h e c   :   E r r e u r   d e   c o n f i g u r a t i o n   C O M M 	 F e h l g e s c h l a g e n :   C O M M   K o n f i g u r a t i o n s f e h l e r 	 !1>9:   >H81:0  =0AB@>9:8  C O M M 	 F a l l i t o :   E r r o r e   c o n f i g u r a z i o n e   C O M M 	 A'4D: .7#  AJ  6(7  'D4(C)	 F a l h o u :   E r r o   d e   c o n f i g u r a   o   C O M M 	 B a _a r 1s 1z :   C O M M   y a p 1l a n d 1r m a   h a t a s 1  	 T h t   b i : c  i   t   m n g   l i 	 G a g a l :   K e s a l a h a n   p a d a   k o n f i g u r a s i   C O M M 	 G a g a l :   R a l a t   k o n f i g u r a s i   C O M M 	 	8	+	2	:   8			>	0	  	I	(	M	+	?		0	G	6	(	  $	M	0	A		?		 	 	 	 S i k e r t e l e n :   C O M M   k o n f i g u r  c i  s   h i b a 	 	 	 	 M i s l u k t :   C O M M   c o n f i g u r a t i e f o u t 	 	 	 E r o a r e :   c o n f i g u r a r e a   C O M M   n u   a   r e u _i t 	 	 	 :       C O M M 	 	 	 F'EHAB  (H/:   .7'  ~1(F/  (1B1'1  '1*('7	 	 	   						:   		  					  							 	 	 	 





:   C O M M   





  


	 :   C O M M     	 K u h l u l e k i l e :   I - C O M M   i p h u t h a   l o k u g u q u l a 	 P h a n z i l e :   I - C O M M   i m p a z a m o   y o k u n g q i n e l a   	 I m e s h i n d w a :   C O M M   h i t i l a f u   y a   u s a n i d i 	 O n s u k s e s v o l :   C O M M - o p s t e l l i n g s f o u t 	 N e p a v y k o :   C O M M   k o n f i g .   k l a i d a 	 N e v e i k s m e :   C O M M   k o n f i g .   k <kd a 	 N u r j u m i n e :   C O M M   k o n f i g   t  r g e 	 Aamxrxt.   C O M M   oxvkc.   }mal	 :   C O M M     	 E r o a r e :   c o n f i g u r a r e a   C O M M   n u   a   r e u _i t 	 *
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 	 ,?+3:   C O M M   ,?(M_>8  $M0A?  	 D e s h t o i :   C O M M   g a b i m   I   p e r c a k t i m i t 	 				:   C O M M   				.   							 	 	 	 	 	 	 	 F a l h a :   E r r o   d e   c o n f i g u r a   o   d e   C o m u n i c a   o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ C O N N E C T _ E R R O R 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   c o n n e c t   e r r o r 	 F a i l :   C O M M   c o n n e c t i o n   e r r o r 	 1YWe}#P}/	 1Y%Q~ޏc	 %I!@+%':   @
7H-!H-  C O M M   4%2	 F a l l  :   E r r o r   d e   c o n e x i  n   C O M M 	  c h e c   :   E r r e u r   d e   c o n n e x i o n   C O M M 	 F e h l g e s c h l a g e n :   C O M M - V e r b i n d u n g s f e h l e r 	 !1>9:   >H81:0  ?>4:;NG5=8O  C O M M 	 F a l l i t o :   E r r o r e   d i   c o n n e s s i o n e   C O M M 	 A4D:   .7#  AJ  'D'*5'D	 F a l h a :   E r r o   d e   l i g a   o   C O M M 	 B a _a r 1s 1z :   C O M M   i l e t i _i m   h a t a s 1	 L i :   L i   k t   n i   C O M M 	 G a g a l :   K e s a l a h a n   p a d a   s a m b u n g a n   C O M M 	 G a g a l :   R a l a t   s a m b u n g a n   C O M M 	 	8	+	2	:   8			>	0	  	(	G		M		  $	M	0	A		?		 	 	 	 S i k e r t e l e n :   C O M M   k a p c s o l  d  s i   h i b a 	 	 	 	 M i s l u k t :   C O M M   v e r b i n d i n g s f o u t 	 	 	 E r o a r e :   c o n e c t a r e a   l a   C O M M   n u   a   r e u _i t 	 	 	 :       C O M M 	 	 	 F'EHAB  (H/:   .7'  /1  '1*('7  ('  C O M M 	 	 	   						: C O M M 					  							 	 	 	 





:   C O M M   




  


	 :   C O M M     	 K u h l u l e k i l e :   I - C O M M   i p h u t h a   l o k u x h u m a 	 P h a n z i l e :   I - C O M M   i m p a z a m o   y o k u q h a g a m s h e l a 	 I m e s h i n d w a :   C O M M   h i t i l a f u   y a   u n g a n i s h o 	 O n s u k s e s v o l :   C O M M - v e r b i n d i n g f o u t 	 N e p a v y k o :   C O M M   p r i s i j u n g .   k l a i d a 	 N e v e i k s m e :   C O M M   s a v i e n o j u m a   k <kd a 	 N u r j u m i n e :   C O M M    h e n d   t  r g e 	 Aamxrxt.   C O M M   tkatav  }mal	 :   C O M M     	 E r o a r e :   c o n e c t a r e a   l a   C O M M   n u   a   r e u _i t 	 *
0
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
:   C O M M   
#
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 	 ,?+3:   8/K  $M0A?  	 D e s h t o i :   C O M M   g a b i m   I   l i d h j e s 	 				:   C O M M   							  							 	 	 	 	 	 	 	 F a l h a :   E r r o   d e   c o n e x  o   C o m u n i c a   o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ S E R V E R _ E R R O R 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   s e r v e r   e r r o r 	 F a i l :   C O M M   s e r v e r   e r r o r 	 1YWe}:O
ghV/	 1Y%Q~
gRhV	 %I!@+%':   @4#L@'-#L2#*7H-*2#4%2	 F a l l  :   E r r o r   d e   s e r v i d o r   C O M M 	  c h e c   :   E r r e u r   d e   s e r v e u r   C O M M 	 F e h l g e s c h l a g e n :   C O M M   S e r v e r f e h l e r 	 !1>9:   >H81:0  A5@25@0  C O M M 	 F a l l i t o :   E r r o r e   s e r v e r   C O M M 	 A'4D: .7#  AJ  E9/'*  'D./E)  'D4(C)	 F a l h o u :   E r r o   d e   s e r v i d o r   C O M M 	 B a _a r a 1s 1z :   C O M M   s u n u c u   h a t a s 1  	 T h t   b i : m  y   p h c   v   m n g   l i 	 G a g a l :   K e s a l a h a n   p a d a   s e r v e r   C O M M 	 G a g a l :   R a l a t   p e l a y a n   C O M M 	 	8	+	2	:   8			>	0	  8	0	M	5	0	  $	M	0	A		?		 	 	 	 S i k e r t e l e n :   C O M M   k i s z o l g  l  i   h i b a 	 	 	 	 M i s l u k t :   C O M M   s e r v e r f o u t 	 	 	 E r o a r e :   e r o a r e   l a   s e r v e r u l   C O M M 	 	 	 :       C O M M 	 	 	 F'EHAB  (H/:   .7'  31H1  (1B1'1  '1*('7	 	 	   						:   		  							  							 	 	 	 





:   C O M M     




  


	 :   C O M M     	 K u h l u l e k i l e :   I - C O M M   i p h u t h a   l e s e v a 	 P h a n z i l e :   I - C O M M   i m p a z a m o   y e s e v a 	 I m e s h i n d w a :   C O M M   h i t i l a f u   y a   s e v a 	 O n s u k s e s v o l :   C O M M - b e d i e n e r f o u t 	 N e p a v y k o :   C O M M   s e r v e r i o   k l a i d a 	 N e v e i k s m e :   C O M M   s e r v e r a   k <kd a 	 N u r j u m i n e :   C O M M   s e r v e r i   t  r g e 	 Aamxrxt.   C O M M   }e~ek  }mal	 :   C O M M     	 E r o a r e :   e r o a r e   l a   s e r v e r u l   C O M M 	 *
0
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
:   C O M M   8
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 	 ,?+3:   C O M M   80M-0  $M0A?  	 D e s h t o i :   C O M M   g a b i m   I   n y j e s 	 				:   C O M M   							  							 	 	 	 	 	 	 	 F a l h a :   E r r o   d o   s e r v i d o r   d e   C o m u n i c a   o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ S E R V E R _ T I M E O U T 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   s e r v e r   t i m e o u t 	 F a i l :   C O M M   s e r v e r   t i m e o u t 	 1YWe}:O
ghV>Bf	 1Y%Q~
gRhV>e	 %I!@+%':   @4#L@'-#L2#*7H-*2#@'%2+!	 F a l l  :   V e n c i m i e n t o   d e   t i e m p o   d e   s e r v i d o r   C O M M 	  c h e c   :   E x p i r a t i o n   d u   s e r v e u r   C O M M 	 F e h l g e s c h l a g e n :   C O M M   S e r v e r - A u s z e i t 	 !1>9:   2@5<O  >6840=8O  A5@25@0  C O M M   8AB5:;>	 F a l l i t o :   E r r o r e   t i m e o u t   s e r v e r   C O M M 	 A'4D: E9/'*  'D./E)  'D4(C)  AJ  .'1,  'DHB*	 F a l h o u :   S e r v i d o r   C O M M   e x p i r o u 	 B a _a r 1s 1z :   C O M M   s u n u c u   z a m a n   a _1m 1	 T h t   b i : m  y   p h c   v   m n g   q u    g i 	 G a g a l :   B a t a s   w a k t u   s e r v e r   C O M M 	 G a g a l :   M a s a   t a m a t   k h i d m a t   C O M M 	 	8	+	2	:   8			>	0	  8	0	M	5	0	  8	.	/	  8	.	>	*	M	$		 	 	 	 S i k e r t e l e n :   C O M M   k i s z o l g  l  i   i d Qt  l l  p  s 	 	 	 	 M i s l u k t :   C O M M   s e r v e r t i m e o u t 	 	 	 E r o a r e :   t i m p u l   p e n t r u   s e r v e r u l   C O M M   a   e x p i r a t 	 	 	 :   -     C O M M 	 	 	 F'EHAB  (H/:   HBAG  31H1  (1B1'1  '1*('7	 	 	   						:     		  							  								 	 	 	 





:   C O M M   




  






	 :   C O M M       	 K u h l u l e k i l e :   I - C O M M   u k u p h e l a   k w e s i k h a t h i   s e s e v a 	 P h a n z i l e :   I - C O M M   i s e v a   i p h e l e l w e   l i x e s h a 	 I m e s h i n d w a :   C O M M   h i t i l a f u   y a   m u d a   k u i s h a 	 O n s u k s e s v o l :   C O M M - b e d i e n e r t y d   v e r s t r e k e 	 N e p a v y k o :   C O M M   s e r v e r i o   s k i r t a s i s   l a i k a s 	 N e v e i k s m e :   C O M M   s e r v e r a   t a i m a u t s 	 N u r j u m i n e :   C O M M   s e r v e r i   a j a l  p p 	 Aamxrxt.   C O M M   }e~ek  jatavaok  }za|xt	 :   C O M M     	 E r o a r e :   t i m p u l   p e n t r u   s e r v e r u l   C O M M   a   e x p i r a t 	 *
0
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/

:   C O M M   8
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 5
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.
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
  
4
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A
	 ,?+3:   C O M M   80M-0  8._,9?0M-B$  	 D e s h t o i :   C O M M   p u s h i m   I   n y j e s 	 				:   C O M M   							  			  						 	 	 	 	 	 	 	 F a l h a :   T e m p o   l i m i t e   d o   s e r v i d o r   d e   C o m u n i c a   o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ S E R V I C E _ D E N I E D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   s e r v i c e   d e n i e d 	 F a i l :   C O M M   s e r v i c e   d e n i e d 	 1YWe}bU}
gR	 1Y%Q~b~
gR	 %I!@+%':   @4#L@'-#L2#*7H-*2#4@*	 F a l l  :   S e r v i c i o   C O M M   d e n e g a d o 	  c h e c   :   S e r v i c e   C O M M   r e f u s  	 F e h l g e s c h l a g e n :   C O M M   D i e n s t   a b g e l e h n t 	 !1>9:   >B:07  A;C61K  C O M M 	 F a l l i t o :   S e r v i z i o   n e g a t o   C O M M 	 A'4D: 'D./E'*  E1AH6	 F a l h o u :   N e g a d o   s e r v i  o   C O M M 	 B a _a r 1s 1z :   C O M M   s e r v i s i   e n g e l l e n d i   	 T h t   b i : m n g   t   c h i   p h c   v 	 G a g a l :   L a y a n a n   C O M M   d i t o l a k 	 G a g a l :   K h i d m a t   C O M M   d i t o l a k 	 	8	+	2	:   8			>	0	  8	0	M	5	?	8	  	8	M	5	@		C	$		 	 	 	 S i k e r t e l e n :   C O M M   s z o l g  l t a t  s   m e g t a g a d v a 	 	 	 	 M i s l u k t :   C O M M   d i e n s t   n i e t   t o e g e s t a a n 	 	 	 E r o a r e :   s e r v i c i u l   C O M M   n u   a   f o s t   a c c e p t a t 	 	 	 :     C O M M   	 	 	 F'EHAB  (H/:   31H3  (1B1'1  '1*('7  1/  4/	 	 	   						:     		  							  													 	 	 	 





:   C O M M   





  




	 :   C O M M     	 K u h l u l e k i l e :   I - C O M M   i s e v i s i   e n q a t s h i w e 	 P h a n z i l e :   I - C O M M   i n k o n z o   y a l i w e 	 I m e s h i n d w a :   C O M M   h u d u m a   h a i t o l e w i 	 O n s u k s e s v o l :   C O M M - d i e n s   g e w e i e r 	 N e p a v y k o :   C O M M   p a s l a u g a   n e s u t e i k t a 	 N e v e i k s m e :   C O M M   p a k a l p o j u m s   a t t e i k t s 	 N u r j u m i n e :   C O M M   t e e n u s   k e e l a t u d 	 Aamxrxt.   C O M M   na|auxiuxvh  tej~an  g	 :   C O M M       	 E r o a r e :   s e r v i c i u l   C O M M   n u   a   f o s t   a c c e p t a t 	 *
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	 ,?+3:   C O M M   8G,>  *M0$M_>?$  	 D e s h t o i :   C O M M   s h e r b i m i   u   r e f u z u a 	 				:   C O M M   				  						 	 	 	 	 	 	 	 F a l h a :   S e r v i  o   d e   C o m u n i c a   o   n e g a d o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ U N K N O W N _ A P N 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   u n k n o w n   A P N 	 F a i l :   C O M M   u n k n o w n   A P N 	 1YWe}#P}ޞ
Nf	 1Y%Q~ޏ~p
Nf	 %I!@+%':   A P N   5H2#*7H-*2#D!H#9I1	 F a l l  :   C O M M   A P N   d e s c o n o c i d o 	  c h e c   :   A P N   C O M M   i n c o n n u 	 F e h l g e s c h l a g e n :   C O M M   U n b e k a n n t e s   A P N 	 !1>9:   =58725AB=K9  A P N   C O M M 	 F a l l i t o :   A P N   s c o n o s c i u t o   C O M M 	 A'4D: FB7  'D'*5'D  :J1  H'6-	 F a l h o u :   A P N   d e s c o n h e c i d o   C O M M 	 B a _a r 1s 1z :   C O M M   b i l i n m e y e n   A P N 	 T h t   b i : i m   k t   n i   m n g   k h  n g   r    r  n g 	 G a g a l :   A P N   t i d a k   d i k e t a h u i   C O M M 	 G a g a l :   A P N   t i d a k   d i k e n a l i   C O M M 	 	8	+	2	:   8			>	0	  		M		>	$	  A P N 	 	 	 	 S i k e r t e l e n :   C O M M   i s m e r e t l e n   A P N 	 	 	 	 M i s l u k t :   C O M M   o n b e k e n d e   A P N 	 	 	 E r o a r e :   A P N   C O M M   n e c u n o s c u t 	 	 	 :   A P N   C O M M     	 	 	 F'EHAB  (H/:   A P N   F'E4.5  (1B1'1  '1*('7	 	 	   						:     		  					  	. 		. 			 	 	 	 





:   C O M M   






  A P N 	 :   C O M M     	 K u h l u l e k i l e :   I - C O M M   i - A P N   e n g a z i w a 	 P h a n z i l e :   I - C O M M   i - A P N   e n g a z i w a y o 	 I m e s h i n d w a :   C I M M   A P N   i s i o j u l i k a n a 	 O n s u k s e s v o l :   C O M M   a a n b e k e n d e   A P N 	 N e p a v y k o :   C O M M   n e ~i n o m a s   A P N 	 N e v e i k s m e :   C O M M   n e z i n m s   A P N 	 N u r j u m i n e :   C O M M   t u n d m a t u   A P N 	 Aamxrxt.   C O M M   avpau  A P N 	 :   C O M M     A P N 	 E r o a r e :   A P N   C O M M   n e c u n o s c u t 	 *
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  A P N 	 ,?+3:   C O M M   M>$  A P N 	 D e s h t o i :   C O M M   A P N   e   p a n j o h u r 	 				:   C O M M   						  A P N   	 	 	 	 	 	 	 	 F a l h a :   A P N   d e s c o n h e c i d o   d e   C o m u n i c a   o 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C O M M _ U N A U T H O R I Z E D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   c o m m u n i c a t i o n   u n a u t h o r i z e d 	 F a i l :   C O M M   u n a u t h o r i z e d 	 1YWe}I1YWe	 1Y%Q~1Y%	 %I!@+%':   2#*7H-*2#D!HDI#1-8
2	 F a l l  :   C O M M   n o   a u t o r i z a d o 	  c h e c   :   C O M M   n o n   a u t o r i s  	 F e h l g e s c h l a g e n :   C O M M   N i c h t   a u t o r i s i e r t 	 !1>9:   ?>4:;NG5=85  C O M M   =5  ?@>H;>  ?@>25@:C  ?>4;8==>AB8	 F a l l i t o :   C O M M   n o n   a u t o r i z z a t o 	 A'4D: A4D  AJ  'D*H+JB	 F a l h o u :   C O M M   n  o   a u t o r i z a d o 	 B a _a r 1s 1z :   C O M M   y e t k i l e n d i r i l m e d i   	 T h t   b i : x  c   n h n   m n g   t h t   b i 	 G a g a l :   C O M M   t i d a k   d i s a h k a n 	 G a g a l :   T i d a k   d i b e n a r k a n   C O M M 	 	8	+	2	:   8			>	0	  	*	M	0	>	'	?		C	$		 	 	 	 S i k e r t e l e n :   N e m   e n g e d  l y e z e t t   C O M M 	 	 	 	 M i s l u k t :   C O M M   n i e t   g e o o r l o o f d 	 	 	 E r o a r e :   C O M M   n e a u t o r i z a t 	 	 	 :   C O M M     	 	 	 F'EHAB  (H/:   (1B1'1  '1*('7  E,'2  F3*	 	 	   						:     		  													  			 	 	 	 





:   C O M M   






	 :   C O M M   	 K u h l u l e k i l e :   I - C O M M   e n g a g u n y a z i w e 	 P h a n z i l e :   I - C O M M   e n g a g u n y a z i s w a n g a 	 I m e s h i n d w a :   C O M M   h a i j a i d h i n i s h w a 	 O n s u k s e s v o l :   C O M M   o n g e m a g t i g 	 N e p a v y k o :   C O M M   n e /g a l i o t a s 	 N e v e i k s m e :   C O M M   n e a u t o r i z t s 	 N u r j u m i n e :   C O M M   v o l i t u s e d   p u u d u v a d 	 Aamxrxt.   C O M M   yixula~an	 :   C O M M       	 E r o a r e :   C O M M   n e a u t o r i z a t 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ U S E R _ C A N C E L 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   u s e r   c a n c e l 	 F a i l :   U s e r   c a n c e l l e d 	 1YWeO(uSm	 1Y%(u7bSm	 %I!@+%':   9IC
I"@%4	 F a l l  :   U s u a r i o   c a n c e l a d o 	  c h e c   :   A n n u l    p a r   l ' u t i l i s a t e u r 	 F e h l g e s c h l a g e n :   B e n u t z e r   a b g e b r o c h e n 	 !1>9:   B<5=5=>  ?>;L7>20B5;5<	 F a l l i t o :   u t e n t e   c a n c e l l a t o 	 A'4D:   'DE3*./E  ED:J	 F a l h o u :   C a n c e l a d o   p e l o   u t i l i z a d o r 	 B a _a r 1s 1z :   K u l l a n 1c 1  i p t a l   e t   	 T h t   b i : h y   h   d  n g 	 G a g a l :   P e n g g u n a   d i b a t a l k a n 	 G a g a l :   P e n g g u n a   b a t a l 	 	8	+	2	:   /	B		<	0	  0	&	M	&		 	 	 	 S i k e r t e l e n :   F e l h a s z n  l     l t a l   m e g s z a k  t v a 	 	 	 	 M i s l u k t :   d o o r   g e b r u i k e r   g e a n n u l e e r d 	 	 	 E r o a r e :   u t i l i z a t o r u l   a   a n u l a t   a p l i c a ci a 	 	 	 :     "   	 	 	 F'EHAB  (H/:   *H37  '1(1  D:H  4/	 	 	   						:   											  					  						 	 	 	 





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	 :     	 F a i l :   U s e r   c a n c e l l e d 	 F a i l :   U s e r   c a n c e l l e d 	 F a i l :   U s e r   c a n c e l l e d 	 o n s u k s e s v o l :   G e b r u i k e r   g e k a n s e l l e e r 	 F a i l :   U s e r   c a n c e l l e d 	 F a i l :   U s e r   c a n c e l l e d 	 F a i l :   U s e r   c a n c e l l e d 	 F a i l :   U s e r   c a n c e l l e d 	 F a i l :   U s e r   c a n c e l l e d 	 F a i l :   U s e r   c a n c e l l e d 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ I N V A L I D _ P A R A M E T E R 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   i n v a l i d   p a r a m e t e r 	 F a i l :   I n v a l i d   p a r a m e t e r 	 1YWeSxe/	 1Y%Spe	 %I!@+%':   2#2!4@-#LD!H9I-	 F a l l  :   P a r  m e t r o   i n v  l i d o 	  c h e c   :   P a r a m  t r e   i n v a l i d e 	 F e h l g e s c h l a g e n :   U n g  l t i g e r   P a r a m e t e r 	 !1>9:   54>?CAB8<K9  ?0@0<5B@	 F a l l i t o :   P a r a m e t r o   n o n   v a l i d o 	 A'4D: .7#  AJ  'D('1'E*1	 F a l h o u :   P a r  m e t r o   i n v  l i d o 	 B a _a r 1s 1z :   G e  e r s i z   p a r a m e t r e   	 T h t   b i : t h a m   s   l i 	 G a g a l :   P a r a m e t e r   t i d a k   v a l i d 	 G a g a l :   P a r a m e t e r   t i d a k   s a h 	 	8	+	2	:   	.	>	(	M	/	  *	H	0	>	.	@		0		 	 	 	 S i k e r t e l e n :    r v  n y t e l e n   p a r a m  t e r 	 	 	 	 M i s l u k t :   o n g e l d i g e   p a r a m e t e r 	 	 	 E r o a r e :   p a r a m e t r u   n e v a l i d 	 	 	 :       	 	 	 F'EHAB  (H/:   ~'1'E*1  E9*(1  F3*	 	 	   						:     				  												 	 	 	 





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	 :     	 K u h l u l e k i l e :   I - p a r a m e t e r   e n g e n a m t h e t h o 	 P h a n z i l e :   U b u d e   o b u n g a s e b e n z i y o 	 I m e s h i n d w a :   P a r a m i t a   b a t i l i 	 O n s u k s e s v o l :   O n g e l d i g e   p a r a m e t e r 	 N e p a v y k o :   N e g a l i o j a n t i s   p a r a m e t r a s 	 N e v e i k s m e :   N e d e r +g s   p a r a m e t r s 	 N u r j u m i n e :   S o b i m a t u   p a r a m e e t e r 	 Aamxrxt.   1v~a~e  zaate	 :     	 E r o a r e :   p a r a m e t r u   n e v a l i d 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ I N V A L I D _ M S G I D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   i n v a l i d   m e s s a g e   I D 	 F a i l :   I n v a l i d   m e s s a g e   I D 	 1YWe
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NTlvo`	 %I!@+%':   +!2"@%I-'2!D!H9I-	 F a l l  :   I D   d e   m e n s a j e   i n v  l i d a 	  c h e c   :   I D   d u   m e s s a g e   i n v a l i d e 	 F e h l g e s c h l a g e n :   U n g  l t i g e   M i t t e i l u n g s - I D 	 !1>9:   54>?CAB8<K9  845=B8D8:0B>@  A>>1I5=8O	 F a l l i t o :   I D   m e s s a g g i o   n o n   v a l i d o 	 A'4D:   'DE9DHE'*  :J1  5'D-	 F a l h o u :   I D   d e   m e n s a g e m   i n v  l i d a 	 B a _a r 1s 1z :   G e  e r s i z   i l e t i   k i m l i i   	 T h t   b i : m    t i n   n h n   k h  n g   h p   l 	 G a g a l :   I D   p e s a n   t i d a k   v a l i d 	 G a g a l :   I D   m e s e j   t i d a k   s a h 	 	8	+	2	:   	.	>	(	M	/	  8		&	G	6	  I D 	 	 	 	 S i k e r t e l e n :    r v  n y t e l e n    z e n e t a z o n o s  t  	 	 	 	 M i s l u k t :   o n g e l d i g e   b e r i c h t - I D 	 	 	 E r o a r e :   n u m r   m e s a j   n e v a l i d 	 	 	 :         	 	 	 F'EHAB  (H/:   4F'3G  ~'E  E9*(1  F3*	 	 	   						:   				  						  		. 			 	 	 	 





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	 :       	 K u h l u l e k i l e :   I - I D   y o m b i k o   e n g e n a m t h e t h o 	 P h a n z i l e :   U m y a l e z o   w e - I D   o n g a s e b e n z i y o 	 I m e s h i n d w a :   I D   b a t i l i   y a   u j u m b e 	 O n s u k s e s v o l :   O n g e l d i g e   b o o d s k a p - I D 	 N e p a v y k o :   N e g a l i o j a n t i s   p r a n e ai m o   I D 	 N e v e i k s m e :   N e d e r +g s   z i Fo j u m a   I D 	 N u r j u m i n e :   S  n u m i   I D   v i g a n e 	 Aamxrxt.   1v~a~e  parxdacxiuav  I D 	 :       	 E r o a r e :   n u m r   m e s a j   n e v a l i d 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ I N V A L I D _ F O L D E R 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   i n v a l i d   f o l d e r 	 F a i l :   I n v a l i d   f o l d e r 	 1YWe
NTlvǌe>Y	 1Y%
NTlvpenc9Y	 %I!@+%':   B%@-#LD!H9I-	 F a l l  :   C a r p e t a   i n v  l i d a   	  c h e c   :   D o s s i e r   i n v a l i d e 	 F e h l g e s c h l a g e n :   U n g  l t i g e r   O r d n e r 	 !1>9:   54>?CAB8<0O  ?0?:0	 F a l l i t o :   C a r t e l l a   n o n   v a l i d a 	 A'4D: EDA  :J1  5'D-	 F a l h o u :   P a s t a   i n v  l i d a 	 B a _a r 1s 1z :   G e  e r s i z   k l a s  r   	 T h t   b i : t h   m c   k h  n g   h p   l 	 G a g a l :   F o l d e r   t i d a k   v a l i d 	 G a g a l :   F o l d e r   t i d a k   s a h 	 	8	+	2	:   	.	>	(	M	/	  +	K	2	M	!	0		 	 	 	 S i k e r t e l e n :    r v  n y t e l e n   m a p p a 	 	 	 	 M i s l u k t :   o n g e l d i g e   m a p 	 	 	 E r o a r e :   f o l d e r   n e v a l i d 	 	 	 :       	 	 	 F'EHAB  (H/:   ~H4G  E9*(1  F3*	 	 	   						:     				  								 	 	 	 





:   





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	 :     	 K u h l u l e k i l e :   I f o l d a   e l i n g e n a m t h e t h o 	 P h a n z i l e :   I f o w l d a   e n g a s e b e n z i y o 	 I m e s h i n d w a :   F o l d a   b a t i l i 	 O n s u k s e s v o l :   O n g e l d i g e   l  e r g i d s 	 N e p a v y k o :   N e g a l i o j a n t i s   a p l a n k a s 	 N e v e i k s m e :   N e d e r   g a   m a p e 	 N u r j u m i n e :   S o b i m a t u   k a u s t 	 Aamxrxt.   1v~a~e  iriazavao	 :     	 E r o a r e :   f o l d e r   n e v a l i d 	 *
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	 ,?+3:   ,H'  +K2M!0	 D e s h t o i :   D o s j e   e   p a v l e f s h m e 	 				:   						  	' 						 	 	 	 	 	 	 	 F a l h a :   P a s t a   i n v  l i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ Q U E U E _ F U L L 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   q u e u e   f u l l 	 F a i l :   Q u e u e   f u l l 	 1YWeGOR]n	 1Y%R]n	 %I!@+%':   4'@G!	 F a l l  :   C o l a   l l e n a   	  c h e c   :   F i l e   d ' a t t e n t e   p l e i n e 	 F e h l g e s c h l a g e n :   W a r t e s c h l a n g e   v o l l 	 !1>9:   G5@54L  70?>;=5=0	 F a l l i t o :   C o d a   p i e n a 	 A'4D  : 5AHA  EED$	 F a l h o u :   F i l a   c h e i a 	 B a _a r 1s 1z :   S 1r a   d o l u   	 T h t   b i : h  n g      y 	 G a g a l :   A n t r e a n   p e n u h 	 G a g a l :   B a r i s a n   p e n u h 	 	8	+	2	:   	M	/	B	  *	B	0	M	#		 	 	 	 S i k e r t e l e n :   A   s o r   m e g t e l t 	 	 	 	 M i s l u k t :   w a c h t r i j   v o l 	 	 	 E r o a r e :   l i s t a   d e   a _t e p t a r e   e s t e   p l i n 	 	 	 :     	 	 	 F'EHAB  (H/:   5A  ~1  '3*	 	 	   						:     			  						 	 	 	 





:   



  






  



  

  

	 :     	 K u h l u l e k i l e :   U m u g q a   u g c w e l e 	 P h a n z i l e :   U k r o z o   l u g c w e l e 	 I m e s h i n d w a :   F o l e n i   i m e j a a 	 O n s u k s e s v o l :   T o u   v o l 	 N e p a v y k o :   E i l   p i l n a 	 N e v e i k s m e :   R i n d a   p i l n a 	 N u r j u m i n e :   J  r j e k o r d   t  i s 	 Aamxrxt.   @eih  lkv  g	 :     	 E r o a r e :   l i s t a   d e   a _t e p t a r e   e s t e   p l i n 	 *
0
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	 ,?+3:   '>!?  *B0M#M#  	 D e s h t o i :   R a d h a   p l o t 	 				:   						  						 	 	 	 	 	 	 	 F a l h a :   F i l a   c h e i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ M S G I D _ I S _ U S I N G 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   m e s s a g e   I D   i s   i n   u s e 	 F a i l :   M e s s a g e   I D   i s   i n   u s e 	 1YWedk
o`ck(WO(u-N	 1Y%dko`ck(WO(u-N	 %I!@+%':   +!2"@%I-'2!C
I-"9H	 F a l l  :   E l   I D   d e   m e n s a j e   e s t    e n   u s u o 	  c h e c   :   I D   d u   m e s s a g e   e n   t r a i n   d   t r e   u t i l i s  	 F e h l g e s c h l a g e n :   M i t t e i l u n g s - I D   w i r d   v e r w e n d e t 	 !1>9:   845=B8D8:0B>@  A>>1I5=8O  C65  8A?>;L7C5BAO	 F a l l i t o :   I D   m e s s a g g i o   n o n   i n   u s o 	 A'4D: 'DE9DHE'*  'D13'D)  GJ  AJ  '3*./'E	 F a l h o u :   I D   d e   m e n s a g e m   e m   u s o 	 B a _a r 1s 1z :   0l e t i   k i m l i i   k u l l a n 1m d a   	 T h t   b i : m    t i n   n h n   n  y   h i n   a n g   s   d n g 	 G a g a l :   I D   p e s a n   s e d a n g   d i g u n a k a n 	 G a g a l :     I D   m e s e j   s e d a n g   d i g u n a k a n 	 	8	+	2	:   8		&	G	6	  I D   		*	/	K		  .	G			 	 	 	 S i k e r t e l e n :   A z    z e n e t a z o n o s  t    h a s z n  l a t b a n   v a n 	 	 	 	 M i s l u k t :   b e r i c h t - I D   i s   i n   g e b r u i k 	 	 	 E r o a r e :   n u m r u l   m e s a j u l u i   e s t e   d e j a   f o l o s i t 	 	 	 :       	 	 	 F'EHAB  (H/:   4F'3G  EH1/  '3*A'/G  '3*	 	 	   						:   						  		. 		  							  						 	 	 	 





:   





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  







  

	 :       	 K u h l u l e k i l e :   I - I D   y o m b i k o   i y a s e t s h e n z i s w a 	 P h a n z i l e :   U m y a l e z o   w e - I D   u y a s e b e n z a     	 I m e s h i n d w a :   I D   y a   u j u m b e   i n a t u m i k a 	 O n s u k s e s v o l :   B o o d s k a p - I D   i n   g e b r u i k 	 N e p a v y k o :   P r a n e ai m o   I D   n a u d o j a m a s 	 N e v e i k s m e :   Z i Fo j u m a   I D   i r   l i e t o aa n 	 N u r j u m i n e :   S  n u m i   I D   o n   k a s u t u s e l 	 Aamxrxt.   @arxdacxiuav  I D - v  cacxn~xt  g	 :       	 E r o a r e :   n u m r u l   m e s a j u l u i   e s t e   d e j a   f o l o s i t 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ C R E A T I O N _ M O D E _ M A X _ M S G _ S I Z E _ R E A C H E D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   M a x   m e s s a g e   s i z e   r e a c h e d 	 F a i l :   M a x   m e s s a g e   s i z e   r e a c h e d 	 1YWe]T g'Y
o`'Y\	 1Y%] g'Yo`'Y\	 %I!@+%':   62I-'2!*9*8	 F a l l  :   T a m a  o   m  x i m o   d e   m e n s a j e   a l c a n z a d o 	  c h e c   :   T a i l l e   m a x   d e   m e s s a g e   a t t e i n t e 	 F e h l g e s c h l a g e n :   M a x .   M i t t e i l u n g s g r   e   e r r e i c h t 	 !1>9:   4>AB83=CB  ?@545;  @07<5@0  A>>1I5=8O	 F a l l i t o :   D i m .   m a s s i m a   m e s s a g g i o   r a g g i u n t a 	 A'4D: *5D  -,E  'D13'&D  'DJ  -/  #B5J	 F a l h o u :   A t i n g i d o   m  x .   d e   m e n s a g e n s 	 B a _a r 1s 1z :   M a k s .   i l e t i   b o y u t u n a   u l a _1l d 1    	 T h t   b i : t i n   n h n      t   n   c   l n   n h t 	 G a g a l :   U k u r a n   p e s a n   m a k s i m u m   t e r c a p a i 	 G a g a l :   S a i z   m e s e j   m a k s i m u m   d i c a p a i 	 	8	+	2	:   	'	?	.   8		&	G	6	  		>	0	  *	B	0	M	#		 	 	 	 S i k e r t e l e n :   A z    z e n e t   m a x i m  l i s   m  r e t e   e l  r v e 	 	 	 	 M i s l u k t :   m a x i m a l e   b e r i c h t g r o o t t e   b e r e i k t 	 	 	 E r o a r e :   a ci   a t i n s   d i m e n s i u n e a   m a x i m   a   m e s a j u l u i 	 	 	 :     '   '   ' 	 	 	 F'EHAB  (H/:   (G  -/'+1  'F/'2G  ~'E  13/	 	 	   						:   							  								  					  								 	 	 	 





:   





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  



	 :         	 K u h l u l e k i l e :   U s a y i z i   o m k h u l u   w o k u g c i n a   w o m b i k o   k u f i n y e l e l w e   k u w o 	 P h a n z i l e :   U b u n g a k a n a n i   b o b u k h u l u   b o m y a l e z o   b u f i k e l e l w e 	 I m e s h i n d w a :   U p e o   w a   s a i z i   y a   u j u m b e   i m e f i k i w a 	 O n s u k s e s v o l :   M a k s i m u m   b o o d s k a p g r o o t t e   b e r e i k 	 N e p a v y k o :   P a s i e k t a s   m a k s .   p r a n e ai m o   d y d i s 	 N e v e i k s m e :   S a s n i e g t s   m a k s i m l a i s   z i Fo j u m a   a p j o m s 	 N u r j u m i n e :   O l e d   j  u d n u d   s  n u m i   m a x   s u u r u s e n i 	 Aamxrxt.   @a}el  g  parxdacxiuav  a|a~elacxuv  ya}kv	 :       .   	 E r o a r e :   a ci   a t i n s   d i m e n s i u n e a   m a x i m   a   m e s a j u l u i 	 *
0
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	 ,?+3:   80M,>'?  ,>0M$M$>  >0  	*8M%?$  	 D e s h t o i :   M a d h e s i a   m a k s   e   m e s a z h i t   u   a r r i t 	 				:   								  							  				  						  						 	 	 	 	 	 	 	 F a l h a :   T a m a n h o   m  x i m o   d e   m e n s a g e m   e x c e d i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ U P D A T E _ C H E C K S U M _ I N V A L I D _ P A R A M 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   u p d a t e   c h e c k s u m   i n v a l i d   p a r a m e t e r 	 F a i l :   U p d a t e   c h e c k s u m   i n v a l i d   p a r a m e t e r 	 1YWefeSxe/	 1Y%feSpe	 %I!@+%':   -1@@
G1!  2#2!4@-#LD!H9I-	 F a l l  :   P a r  m e t r o   i n v  l i d o   a c t u a l i z a c i  n   c h e c k s u m 	  c h e c   :   P a r a m  t r e   d e   m i s e      j o u r   d e   c h e c k s u m   i n v a l i d e 	 F e h l g e s c h l a g e n :   U p d a t e - P r  f s u m m e   u n g  l t i g e r   P a r a m e t e r 	 !1>9:   =54>?CAB8<K9  ?0@0<5B@  :>=B@>;L=>9  AC<<K  >1=>2;5=8O	 F a l l i t o :   A g g i o r n a   p a r a m e t r o   n o n   v a l i d o   c h e c k s u m 	 A'4D: *,/J/  'D('1'E*1  .7#	 F a l h o u :   P a r  m e t r o   i n v  l i d o   d a   s o m a   d e   c o n t r o l o 	 B a _a r 1s 1z :   S a l a m a   t o p l a m 1n 1  g  n c e l l e   g e  e r s i z   p a r a m e t r e     	 T h t   b i : c p   n h t   t h a m   s   l i 	 G a g a l :   P e m b a r u a n   p e m e r i k s a a n   p a r a m e t e r   t i d a k   v a l i d 	 G a g a l :   P a r a m e t e r   t i d a k   s a h   k e m a s   k i n i   h a s i l   t a m b a h   s e m a k 	 	8	+	2	:   	&	M	/	$	(	  	G		8	.	  	.	>	(	M	/	  *	H	0	>	.	@		0		 	 	 	 S i k e r t e l e n :   F r i s s  t  s i   e l l e n Qr z Q   s s z e g    r v  n y t e l e n   p a r a m  t e r 	 	 	 	 M i s l u k t :   C o n t r o l e s o m   b i j w e r k e n ,   i n g e l d i g e   p a r a m e t e r 	 	 	 E r o a r e :   p a r a m e t r u   n e v a l i d   p e n t r u   a c t u a l i z a r e a   s u m e i   d e   c o n t r o l 	 	 	 :             	 	 	 F'EHAB  (H/:   ~'1'E*1  ,E9  F*1D  1H2"E/3'2  E9*(1  F3*	 	 	   						:   								  				  											  					  					 	 	 	 





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	 :         	 K u h l u l e k i l e :   V u s e l e l a   i - c h e c k s u m   i - p a r a m e t e r   e n g e n a m a t h e t h o 	 P h a n z i l e :   U h l a z i y o   l o k h a n g e l a   e z i n y e   u b u d e   o b u n g a s e b e n z i y o 	 I m e s h i n d w a :   S a s i s h a   p a r a m i t a   b a t i l i   y a   k u k a g u a   j u m l a 	 O n s u k s e s v o l :   O p d a t e r i n g k o n t r o l e s o m   o n g e l d i g e   p a r a m e t e r 	 N e p a v y k o :   N e g a l i o j a n t i s   k o n t r o l i n s   s u m o s   a t n a u j i n i m o   p a r a m e t r a s 	 N e v e i k s m e :   A t j a u n i n i e t   k o n t r o l s k a i t l i   n e d e r +g s   p a r a m e t r s 	 N u r j u m i n e :   V  r s k e n d a   k o n t r o l l s u m m a   s o b i m a t u t   p a r a m e e t r i t 	 Aamxrxt.   9atatav  }xcky  cxtak  av~a~e  zaate	 :           	 E r o a r e :   p a r a m e t r u   n e v a l i d   p e n t r u   a c t u a l i z a r e a   s u m e i   d e   c o n t r o l 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ F I L E _ A C C E S S _ I N _ U S B _ M O D E 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   a c c e s s   i n   U S B   m o d e 	 F a i l :   A c c e s s   i n   U S B   m o d e 	 1YWeU S B !j_O(u-N	 1Y%U S B !j_O(u-N	 %I!@+%':   @I26CB+!  U S B 	 F a l l  :   A c c e s o   e n   m o d o   U S B 	  c h e c   :   A c c  s   e n   m o d e   U S B 	 F e h l g e s c h l a g e n :   Z u g r i f f   i m   U S B - M o d u s 	 !1>9:   ?>?KB:0  4>ABC?0  2  @568<5  U S B 	 F a l l i t o :   A c c e s s o   i n   m o d a l i t    U S B 	 A'4D: ,'1M  '3*./'E  4CDU S B 	 F a l h o u :   A c e s s o   e m   m o d o   U S B 	 B a _a r 1s 1z :   E r i _i m   U S B   m o d u n d a 	 T h t   b i : a n g   s   d n g   c h     U S B 	 G a g a l :   A k s e s   d a l a m   m o d e   U S B 	 G a g a l :   A k s e s   d a l a m   m o d   U S B 	 	8	+	2	:   U S B   .	K	!	  .	G		  		M	8	G	8	  	 	 	 	 S i k e r t e l e n :   E l  r  s   U S B   m  d b a n 	 	 	 	 M i s l u k t :   t o e g a n g   i n   u s b - s t a n d 	 	 	 E r o a r e :   a c c e s    n   m o d   U S B 	 	 	 :       U S B 	 	 	 F'EHAB  (H/:   /3*13  /1  -'D*  U S B 	 	 	 				:   U S B   							  										 	 	 	 





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  	 :         	 K u h l u l e k i l e :   U k u n g e n a   k w i m o d i   y e - U S B 	 P h a n z i l e :   U f i k e l e l o   k w i m o   y e - U S B 	 I m e s h i n d w a :   F i k i a   k a t i k a   m o d i   y a   U S B 	 O n s u k s e s v o l :   T o e g a n g   i n   U S B - m o d u s 	 N e p a v y k o :   P r i e g a   U S B   r e ~i m e 	 N e v e i k s m e :   P i e k <u v e   U S B   r e ~+m 	 N u r j u m i n e :   K a s u t a m i n e   U S B   r e ~i i m i s 	 Aamxrxt.   Dx  U S B   |ejktxt	 :     U S B   	 E r o a r e :   a c c e s    n   m o d   U S B 	 *
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 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ M A X _ M S G _ S I Z E _ R E A C H E D 	 M M S B G S R 	 P O P U P 	 T h e   s i z e   o f   M M S   d o w n l o a d e d   e x c e e d   m a x   m e s s a g e   s i z e 	 M e s s a g e   t o o   l a r g e .   F a i l e d   t o   d o w n l o a d . 	 
o`N'Y,   N	1YWe	 Oo`Ǐ'YN}1Y%	 I-'2!C+
H@4D  D!H*2!2#2'LB+%	 M e n s a j e   m u y   g r a n d e .   N o   s e   p u d o   d e s c a r g a r .   	 M e s s a g e   t r o p   g r o s .   E c h e c   d e   t  l  c h a r g e m e n t . 	 M i t t e i l u n g   z u   g r o  .   D o w n l o a d   n i c h t   m  g l i c h . 	  07<5@  703@C65==>3>  M M S - A>>1I5=8O  ?@52KA8;  4>?CAB8<K9	 M e s s a g g i o   t r o p p o   g r a n d e .   D o w n l o a d   f a l l i t o . 	 'D13'D)  C(1)  ,/',   A4D  AJ  'D*-EJD	 M e n s a g e m   d e m a s i a d o   l o n g a .   F a l h a   a o   t r a n s f e r i r . 	 M e s a j    o k   b  y  k .   0n d i r i l e m i y o r . 	 C   M M S   t i   v   q u    l n 	 P e s a n   t e r l a l u   b e s a r .   G a g a l   d i - d o w n l o a d . 	 M e s e j   t e r l a l u   b e s a r .   G a g a l   m e m u a t   t u r u n . 	 8		&	G	6	  ,	9	A	$	  ,	!	<	>	  9	H	d	  !	>			(	2	K	!	  	0	(	G	  .	G		  5	?	+	2	d		 	 	 	 A z    z e n e t   t  l   n a g y .   A   l e t  l t  s e   n e m   s i k e r  l t . 	 	 	 	 B e r i c h t   t e   g r o o t ,   k a n   n i e t   d o w n l o a d e n . 	 	 	 D i m e n s i u n e   m e s a j   p r e a   m a r e .   I m p o s i b i l   d e   d e s c r c a t . 	 	 	     .     . 	 	 	 ~'E  (3'1  (21  '3*.   ('11  F'EHAB  (H/. 	 	 	   						  				  					d	  							  			  						  		d		 	 	 	 






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 S T R _ I D _ B G S R _ S E N D _ F A I L _ R E S E N D 	 M M S B G S R 	 P O P U P 	 S e n d i n g   f a i l e d .   I t   w i l l   r e s e n d . 	 S e n d i n g   f a i l e d .   I t   w i l l   r e s e n d 	 
o`P1YWe\R͑	 Oo`S1Y%\ꁨR͑S	 2#*H%I!@+%'  #00*HC+!H	 F a l l    e l   e n v  o   S e   r e e n v i a r  	 E c h e c   d  e n v o i .   T e n t a t i v e   d e   r e n v o i 	 S e n d e n   f e h l g e s c h l a g e n .   W i r d   n o c h m a l s   g e s e n d e t 	 B?@028BL  =5  C40;>AL.   C45B  >B?@02;5=>  ?>2B>@=>. 	 I n v i o   f a l l i t o .   V e r r    i n v i a t o   d i   n u o v o 	 A4D  AJ  'D'13'D. '9'/)  '13'D  #DJ'	 E n v i o   f a l h o u .   A   r e e n v i a r 	 G  n d e r m e   b a _a r 1s 1z .   Y e n i d e n   g  n d e r e c e k     	 G i   t i n   n h n   t h t   b i ,   s   t   n g   g i   l i 	 P e n g i r i m a n   g a g a l .   A k a n   d i k i r i m   u l a n g 	 P e n g h a n t a r a n   g a g a l .   I a   a k a n   d i h a n t a r   s e m u l a 	 *	M	0	G	7	#	  	8	+	2	.   	8	G	  *	A	(	:   -	G		>	  	>			>		 	 	 	 S i k e r t e l e n   k  l d  s .    j r a p r  b  l k o z  s 	 	 	 	 V e r z e n d e n   m i s l u k t .   O p n i e u w   v e r z e n d e n . 	 	 	 E x p e d i e r e a   n u   a   r e u _i t .    n c e r c a r e   d e   r e e x p e d i e r e 	 	 	   .       	 	 	 '13'D  F'EHAB  (H/.   E,//'K  '13'D  .H'G/  4/	 	 	   						  							  				  			  							 	 	 	 








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i a m a s   d a r   k a r t 	 S kt +aa n a   n e i z d e v s .   T i k s   s kt +t s   v l r e i z 	 S a a t m i n e   n u r j u s .   S e e   s a a d e t a k s e   u u e s t i 	 Hraoxth  qamxr~e:   ?xrao~k  ookv	     .       	 E x p e d i e r e a   n u   a   r e u _i t .    n c e r c a r e   d e   r e e x p e d i e r e 	 
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 
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	 %(  .K!	 	 			  				 	 	 	 	 	 	 	 M o d o   d e   p r o n  n c i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ A L N G L N _ B S K _ E N T E R _ D I C T 	 L a n g L n 	 I C O N T E X T 	 e n t e r   d i c t i o n a r y 	 E n t e r   d i c t i o n a r y 	 2eQ^xQ	 ۏeQ͋xQ	 @I2*9H28#!	 E n t r a r   a l   d i c c i o n a r i o 	 E n t r e r   d i c t i o n n a i r e 	 W  r t e r b u c h   a u f r u f e n 	 2548B5  A;>20@L	 A p r i   i l   d i z i o n a r i o 	 /.HD  'DJ  B'EH3	 A c e d e r   d i c i o n  r i o 	 S  z l  e   g i r   	 V  o   t   i n 	 B u k a   k a m u s 	 M a s u k k a n   k a m u s 	 6	,	M	&		K	6	  &	0	M		<	  	0	G			 	 	 	 S z  t  r   m e g n y i t  s a 	 	 	 	 N a a r   w o o r d e n b o e k 	 	 	 C o n s u l t a ci   d i c ci o n a r u l 	 	 	   	 	 	 H1H/  (G  D:*F'EG	 	   	   							  						  						 !
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	   	 F a k a   i s i c h a z a m a z w i 	 F a k a   i s i c h a z i - m a g a m a 	 I n g i z a   k a m u s i 	 B e g i n   w o o r d e b o e k 	 .v e s t i   ~o d y n 	 I e e j i e t   v r d n +c 	 S i s e s t a   s  n a s t i k 	 2ael  ba|aavh	   	 C o n s u l t a ci   d i c ci o n a r u l 	 (
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	 -?'>(  *M0,G6  0(M$A  	 	 						  								  				 	 	 	 	 	 	 	 I n s e r i r   d i c i o n  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ S E L E C T _ B O O K 	 L a n g L n 	 I C O N T E X T 	 s e l e c t   c h a p t e r 	 S e l e c t   c h a p t e r 	 xdz{	 	bz	 @%7-	 S e l e c c i o n a r   c a p  t u l o 	 S  l e c t i o n n e r   c h a p i t r e 	 K a p i t e l   w  h l e n 	 K15@8B5  3;02C	 S e l e z i o n a   c a p i t o l o 	 '.*J'1  'D5A-)	 S e l e c c i o n a r   c a p  t u l o 	 B  l  m   s e    	 C h n   c h n g 	 P i l i h   b a b 	 P i l i h   b a b 	 	'	M	/	>	/	  	A	(	G			 	 	 	 F e j e z e t   k i v  l a s z t  s a 	 	 	 	 H o o f d s t u k   s e l e c t e r e n 	 	 	 S e l e c t a ci   u n   c a p i t o l 	 	 	   	 	 	 'F*.'(  A5D	 	   	   						  								  					 
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	     	 K h e t h a   i s a h l u k o 	 K h e t h a   i s a h l u k o 	 C h a g u a   s u r a 	 K i e s   h o o f s t u k 	 P a s i r i n k t i   s k y r i s	 I z v l i e t i e s   n o d a <u 	 V a l i   p e a t  k k 	 8vel  clxm	   	 S e l e c t a ci   u n   c a p i t o l 	 
'
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	 (AG&  _(  0(M$A  	 	 						  					 	 	 	 	 	 	 	 S e l e c i o n a r   c a p  t u l o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ S E L E C T _ F I L E 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 s e l e c t   b o o k 	 S e l e c t   b o o k 	 xdN	 	bN	 @%7-+1*7-	 S e l e c c i o n a r   l i b r o 	 S  l e c t i o n n e r   l i v r e 	 B u c h   w  h l e n 	 K15@8B5  :=83C	 S e l e z i o n a   l i b r o 	 '.*J'1  'DC*'(	 S e l e c c i o n a r   l i v r o 	 K i t a p   s e    	 C h n   k h  a   t r  n h 	 P i l i h   b u k u 	 P i l i h   b u k u 	 *	A	8	M	$		  	A	(	G			 	 	 	 K  n y v   k i v  l a s z t  s a 	 	 	 	 B o e k   s e l e c t e r e n 	 	 	 S e l e c t a ci   o   c a r t e 	 	 	   	 	 	 'F*.'(  *'(	 	   	   		  								  					 ,
A
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	     	 K h e t h a   i n c w a d i 	 K h e t h a   i n c w a d i 	 C h a g u a   k i t a b u 	 K i e s   b o e k 	 P a s i r i n k t i   k n y g 	 I z v l i e t i e s   g r m a t u 	 V a l i   r a a m a t 	 8vel  ck	   	 S e l e c t a ci   o   c a r t e 	 ,
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	 *A8M$  _(  0(M$A  	 	 					  					 	 	 	 	 	 	 	 S e l e c i o n a r   l i v r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ B O O K M A R K 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 b o o k m a r k 	 B o o k m a r k 	 fd|	 fN~{	 8J!2#L	 M a r c a d o r 	 S i g n e t 	 L e s e z e i c h e n 	 0:;04:0	 S e g n a l i b r o 	 '4'1'*  'DE1,9J)	 F a v o r i t o 	 Y e r   i m i   	  n h   d u 	 P e n a n d a 	 P e n a n d a   b u k u 	 ,	A		.	>	0	M			 	 	 	 K  n y v j e l z Q	 	 	 	 B l a d w i j z e r 	 	 	 M a r c a j 	 	 	 	 	 	 E-D  '(	 	     	 									 ,
A
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	   	 I b h u k u m a k a 	 I b h u k i m a k i 	 K i a l a m i s h a 	 B o e k m e r k 	 }y m e l 	 G r m a t z +m e 	 J  r j e h o i d j a 	 7{avkw	 	 M a r c a j 	 ,
A
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	 ,A.>0M	 	 									 	 	 	 	 	 	 	 M a r c a d o r   d e   p  g i n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ A U T O _ R O L L 	 L a n g L n 	 I C O N T E X T 	 a u t o   r o l l 	 A u t o   r o l l 	 RnO\	 ꁨRnO\	 !I'-1B!14	 A u t o e n r o l l a r 	 D  f i l e m e n t   a u t o 	 A u t o m .   r o l l e n 	 2B><0B8G5A:>5  ?5@5<5I5=85	 R u l l o   a u t o m a t i c o 	 DA  #DJ	 A v a n  a r   a u t o m  t i c o 	 O t o m a t i k   r u l o   	 T   n g   c u n   m  n   h  n h 	 G u l i r   o t o m a t i s 	 A u t o   g u l u n g 	 		K	  0	K	2		 	 	 	 A u t o .   g  r g e t  s 	 	 	 	 A u t o m a t i s c h   r o l l e n 	 	 	 R o t i r e   a u t o m a t 	 	 	   ' 	 	 	 1.4  .H/'1	 	   	   										  				 

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	   	 I - A u t o   r o l l 	 I r o l a   n g o k u z e n z e k e l a y o 	 T e m b e z a   k i o t o m a t i 	 O u t o m a t i e s e   r o l 	 A u t o m a t i n i s   r i e d j i m a s 	 A u t o m t i s k a   r i t i n aa n a 	 A u t o m a a t n e   r u l l i m i n e 	 1~x  ieixt	   	 R o t i r e   a u t o m a t 	 

M

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  1
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M

 	 8M5$  0K2M  	 	 					  				 	 	 	 	 	 	 	 R o l a g e m   a u t o m  t i c a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ A D D _ B O O K M A R K 	 L a n g L n 	 I C O N T E X T 	 a d d   b o o k m a r k 	 A d d   b o o k m a r k 	 mRfd|	 mRfN~{	 @4H!8J!2#L	 A  a d i r   m a r c a d o r 	 A j o u t e r   s i g n e t 	 L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  70:;04:C	 A g g i u n g i   s e g n a l i b r o 	 '6'A)  '4'1'*  'DE1,9J)	 A d i c i o n a r   f a v o r i t o 	 Y e r   i m i   e k l e   	 T h  m   d  n h   d u 	 T a m b a h k a n   p e n a n d a 	 T a m b a h   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  	K	!	<	G			 	 	 	 K  n y v j e l z Q  h o z z  a d  s a 	 	 	 	 B l a d w i j z e r   t o e v o e g e n 	 	 	 A d u g a r e   m a r c a j 	 	 	   	 	 	 'A2H/F  E-D  '(	 	       	 								  			  				 
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	     	 E n g e z a   i b h u k u m a k a 	 Y o n g e z a   i b h u k i m a k i 	 O n g e z a   k i a l a m a 	 V o e g   b o e k m e r k   b y 	 P r i d t i   ~y m e l 	 I e l i k t   g r m a t z +m i 	 L i s a   j  r j e h o i d j a 	 1~elavel  g{avkw	   	 A d u g a r e   m a r c a j 	 ,
A
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 
 S T R _ L A N G L N _ B S K _ S E A R C H _ W O R D 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 s e a r c h   w o r d 	 S e a r c h   w o r d 	 g~bU^	 g~bUS͋	 I+23	 B u s c a r   p a l a b r a 	 R e c h e r c h e r   u n   m o t 	 W o r t   s u c h e n 	 >8A:  A;>20	 R i c e r c a   p a r o l a 	 (-+  CDE'*	 P r o c u r a r   p a l a v r a 	 S  z c  k   a r a   	 T  m   t   i n 	 C a r i   k a t a 	 C a r i   p e r k a t a a n 	 6	,	M	&	  	K		G			 	 	 	 S z  k e r e s  s 	 	 	 	 W o o r d   z o e k e n 	 	 	 C u t a r e   c u v  n t 	 	 	   	 	 	 ,3*,H  H'G	 	   	   				  							 6
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 
 S T R _ L A N G L N _ B S K _ G O T O _ P E R C E N T 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 g o t o   p e r c e n t 	 G o t o   p e r c e n t 	 I~vRk	 l~vRk	 D5H@-#L@GL	 I r   a   p o r c e n t a j e 	 A l l e r      p o u r c e n t 	 Z u   P r o z e n t   g e h e n 	 5@59B8  :  ?@>F5=BC	 V a i   a   p e r c e n t u a l e 	 'FBA2  'DF3()  'DE&HJ)	 I r   P a r a   p e r c e n t a g e m 	 Y  z d e y e   g i t 	 V  o   t   l   p h n   t r m 	 B u k a   p e r s e n 	 P e r g i   k e   p e r a t u s 	 *	M	0	$	?	6	$	  *	0	  	>				 	 	 	 U g r  s   s z  z a l  k r a 	 	 	 	 N a a r   p e r c e n t a g e 	 	 	 M e r g e ci   l a   p r o c e n t a j 	 	 	   	 	 	 (1H  (G  /15/	 	   	   						  				 
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 
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 
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 
 S T R _ L A N G L N _ B S K _ L A N G _ B O T H 	 L a n g L n 	 C 0 5 7 _ 1 	 b o t h   l a n g u a g e 	 B o t h 	 
\gq	 [gq	 1I*-	 A m b o s 	 L e s   d e u x 	 B e i d e s 	 10	 E n t r a m b i 	 EB'1F)	 A m b o s 	 H e r   i k i s i 	 C   h a i 	 K e d u a n y a 	 K e d u a - d u a n y a 	 &	K	(	K			 	 	 	 M i n d k e t t Q	 	 	 	 B e i d e 	 	 	 A m b e l e   l i m b i 	 	 	 	 	 	 G1  /H	 	 	 				 &
K
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K

	 	 	 



	 	 K o k u b i l i 	 Z o m b i n i 	 Z o t e 	 A l b e i 	 A b u 	 A b u s 	 M  l e m a d 	 5ox}h	 	 A m b e l e 	 0
#
M

A

	 	-_  	 	 							 	 	 	 	 	 	 	 A m b o s 	 	 	 	 	 	 	 	 B i a k 	 P a r e h o 	 A m b o s 	 H a   a b 	 A n   d    c h e a n n 
 
 S T R _ L A N G L N _ B S K _ L A N G _ E N G O N L Y 	 L a n g L n 	 C 0 5 7 _ 1 	 E n g l i s h   O n l y 	 F o r e i g n   o n l y 	 Ye	 Ye	 H2#0@(@H21I	 E x t r a n j e r o   s o l a m e n t e 	 E t r a n g e r   s e u l e m e n t 	 N u r   a u s l  n d i s c h 	 ">;L:>  8=>AB@0==K9	 S o l o   s t r a n i e r a 	 ',F(J)  AB7	 A p e n a s   e s t r a n g e i r o 	 Y a l n 1z c a   y a b a n c 1  	 T i n g   n c   n g o  i 	 H a n y a   a s i n g 	 A s i n g   s a h a j a 	 	G	5	2	  5	?	&	G	6	@		 	 	 	 C s a k   i d e g e n 	 	 	 	 A l l e e n   v r e e m d 	 	 	 N u m a i   l i m b a   s t r i n 	 	 	   	 	 	 AB7  .'1,	 	   	   				  							 5
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	   	 O k w a n g a p h a n d l e   k u p h e l a 	 N g a p h a n d l e   k u p h e l a 	 K i g e n i   t u 	 S l e g s   v r e e m d 	 T i k   u ~s i e n i o 	 T i k a i   s v e av a l o d a s 	 A i n u l t   v   r k e e l 	 Dkauv  aeoua	   	 N u m a i   l i m b a   s t r i n 	 5
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  .
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
	 G,3  &G6>(M$0  	 	 				  						 	 	 	 	 	 	 	 E s t r a n g e i r o   a p e n a s 	 	 	 	 	 	 	 	 A t z e r r i k o a   b a k a r r i k 	 B a n y a g a   l a m a n g 	 S    e s t r a n x e i r o s 	 S s   i h e   m b a   z 	 E a c h t r a n n a c h   a m h  i n 
 
 S T R _ L A N G L N _ B S K _ L A N G _ C H N O N L Y 	 L a n g L n 	 C 0 5 7 _ 1 	 C h i n e s e   o n l y 	 C h i n e s e   o n l y 	 -Ne	 -Ne	 5@H21I	 C h i n o   s o l a m e n t e   	 C h i n o i s   s e u l e m e n t 	 N u r   C h i n e s i s c h 	 ">;L:>  :8B09A:89	 S o l o   c i n e s e 	 5JFJ)  AB7	 A p e n a s   c h i n  s 	 Y a l n 1z c a    i n c e 	 T i n g   t r u n g 	 H a n y a   C i n a 	 B a h a s a   C i n a   s a h a j a 	 	G	5	2	  	>		(	@		<		 	 	 	 C s a k   k  n a i 	 	 	 	 A l l e e n   C h i n e e s 	 	 	 N u m a i   l i m b a   c h i n e z 	 	 	   	 	 	 AB7  F	 	   	   				  					 
>
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	   	 I - C h i n e s e   k u p h e l a 	 Y a m a T s h a y i n a   k u p h e l a 	 K i c h i n a   t u 	 S l e g s   C h i n e e s 	 T i k   k i n s	 T i k a i   7+n i e au 	 A i n u l t   h i i n a 	 Dkauv  ykveev	   	 N u m a i   l i m b a   c h i n e z 	 
H
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
	 G,3  ?(@&G6@_  	 	 				  					 	 	 	 	 	 	 	 C h i n  s   a p e n a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ F O R M A T _ F U L L 	 L a n g L n 	 C 0 5 7 _ 1 	 f u l l   s c r e e n 	 F u l l   s c r e e n 	 hQO\	 hQO\	 @G!+I2-	 P a n t a l l a   c o m p l e t a 	 P l e i n    c r a n 	 V o l l b i l d 	 0  25AL  M:@0=	 P i e n o   s c h e r m o 	 4'4)  'DC'ED)	 E c r    i n t e i r o 	 T a m   e k r a n   	 T o  n   m  n   h  n h 	 L a y a r   p e n u h 	 S k r i n   p e n u h 	 *	B	0	M	#	  8	M		M	0	@	(		 	 	 	 T e l j e s   k  p e r n y Q	 	 	 	 V o l l e d i g   s c h e r m 	 	 	 E c r a n   c o m p l e t 	 	 	   	 	 	 *E'E  5A-G	 	   	 								  								 *
B
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	 	 	 




  






	   	 I s i k r i n i   e s i g c w e l e 	 I s k r i n i   e s i p h e l e l e y o 	 S k r i n i   N z i m a 	 V o l s k e r m 	 V i s a s   e k r a n a s 	 P i l n s   e k r n s 	 T  i s e k r a a n 	 1tbxr{  goavx~	   	 E c r a n   c o m p l e t 	 .
A
4
A
5
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M

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M
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M
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(
A

	 *B0M#M#  *0&>  	 	 					  								 	 	 	 	 	 	 	 T e l a   c h e i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ F O R M A T _ L F U L L 	 L a n g L n 	 C 0 5 7 _ 1 	 l e f t   r o t a t e 	 R o t a t e 	 IO\	 lO\	 +!8	 R o t a r 	 T o u r n e r 	 D r e h e n 	 >2>@>B	 R u o t a 	 4'4)  'DDAJ	 R o d a r 	 D  n d  r   	 C h u y n   m  n   h  n h 	 P u t a r 	 P u t a r 	 	A	.	>				 	 	 	 E l f o r g a t  s 	 	 	 	 R o t e r e n 	 	 	 R o t i r e   l a   s t  n g a 	 	 	 	 	 	 1.'F/F	 	 	 									  						 
A
.
>
	
#
>
	 	 	 




	 	 J i k e l e z a 	 J i k e l e z a 	 Z u n g u s h a 	 R o t e e r 	 S u k t i 	 R o t t 	 P   r a 	 Jel	 	 R o t i r e 	 1
J

M

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1
M
1
M
	 B0M#M#(  	 	 											 	 	 	 	 	 	 	 G i r a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ F O R M A T _ R F U L L 	 L a n g L n 	 C 0 5 7 _ 1 	 r i g h t   r o t a t e 	 R o t a t e 	 IO\	 lO\	 +!8	 R o t a r 	 T o u r n e r 	 D r e h e n 	 >2>@>B	 R u o t a 	 4'4)  'DDAJ	 R o d a r 	 D  n d  r   	 C h u y n   m  n   h  n h 	 P u t a r 	 P u t a r 	 	A	.	>				 	 	 	 E l f o r g a t  s 	 	 	 	 R o t e r e n 	 	 	 R o t i r e   l a   d r e a p t a 	 	 	 	 	 	 1.'F/F	 	 	 									  						 
A
.
>
	
#
>
	 	 	 




	 	 J i k e l e z a 	 J i k e l e z a 	 Z u n g u s h a 	 R o t e e r 	 S u k t i 	 R o t j u 	 P   r a 	 Jel	 	 R o t i r e 	 1
J

M

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1
M
1
M
	 B0M#M#(  	 	 											 	 	 	 	 	 	 	 G i r a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ R O L L _ S P E E D 	 L a n g L n 	 I C O N T E X T 	 r o l l   s p e e d 	 R o l l   s p e e d 	 nR^	 nR^	 '2!@#G'!I'	 V e l o c i d a d   d e l   e n r o l l a m i e n t o   	 V i t e s s e   d e   d  f i l e m e n t 	 R o l l g e s c h w i n d i g k e i t   	 !:>@>ABL  ?5@5<5I5=8O	 V e l o c i t    r o t o l o 	 319)  'DDA	 V e l o c i d a d e   d e   a v a n  o 	 R u l o   h 1z 1  	 T c     c u n 	 K e c e p a t a n   g u l i r 	 K e l a j u a n   g u l u n g 	 0	K	2	  	$	?		 	 	 	 G  r g e t  s   s e b e s s  g e 	 	 	 	 R o l s n e l h e i d 	 	 	 V i t e z   r o t i r e 	 	 	   	 	 	 319*  1.4	 	   	   					  				 0
K
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	 	 	 




  


	   	 I s i v i n i n i   s o k u g i n g q i k a 	 Q e n g q a   i s a n t y a 	 K a s i   y a   k u z u n g u k a 	 R o l s p o e d 	 R i e d j i m o   g r e i t i s 	 R i t i n aa n a s   t r u m s 	 R u l l i m i s e   k i i r u s 	 9eielx  aacxiuxv	   	 V i t e z   r o t i r e 	 1
K
3
M

   5
G


	 0K2M  $?  	 	 			  							 	 	 	 	 	 	 	 V e l o c i d a d e   d e   r o l a g e m 
 
 S T R _ L A N G L N _ B S K _ F O N T _ S I Z E 	 L a n g L n 	 I C O N T E X T 	 f o n t   s i z e 	 F o n t   s i z e 	 W[Ԛ'Y\	 W[SO'Y\	 2-1)#	 T a m a  o   d e   l a   f u e n t e   	 T a i l l e   d e   l a   p o l i c e 	 S c h r i f t a r t g r   e 	  07<5@  H@8DB0	 D i m e n s i o n e   c a r a t t e r e 	 -,E  'DF5	 T a m a n h o   d e   f o n t e 	 P u n t o 	 C   c h 	 U k u r a n   f o n t 	 S a i z   f o n 	 +	K			  	>	  		>	0		 	 	 	 B e t qm  r e t 	 	 	 	 L e t t e r g r o o t t e 	 	 	 D i m e n s i u n e   f o n t 	 	 	   	 	 	 'F/'2G  BDE	 	     	 					  					 +
K
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 S T R _ L A N G L N _ B S K _ F O N T _ B I G 	 L a n g L n 	 C 0 5 7 _ 1 	 b i g   f o n t 	 B i g   f o n t 	 'YW[Ԛ	 'YW[SO	 -1)#2C+
H	 F u e n t e   g r a n d e 	 G r a n d e   p o l i c e     	 G r o  e   S c h r i f t 	 @C?=K9	 C a r a t t e r e   g r a n d e 	 C(J1	 F o n t e   g r a n d e 	 B  y  k   p u n t o   	 C h   t o 	 F o n t   b e s a r 	 F o n   b e s a r 	 ,	!	<	>	  +	K				 	 	 	 N a g y m  r e t q  b e t qk 	 	 	 	 G r o t e   l e t t e r s 	 	 	 C a r a c t e r e   m a r i 	 	 	   	 	 	 BDE  (21	 	     	   		  					 ,
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	 0G>  0M  *"(M$A  	 	 				  				  			 	 	 	 	 	 	 	 C o r   d a   l i n h a   d e   l e i t u r a 
 
 S T R _ L A N G L N _ B S K _ B G _ C O L O R 	 L a n g L n 	 I C O N T E X T 	 b a c k g r o u n d   c o l o r 	 B a c k g r o u n d   c o l o r 	 ̀ofr	 ̀ofr	 *57I+%1	 C o l o r   d e l   f o n d o 	 C o u l e u r   d  a r r i  r e   p l a n 	 H i n t e r g r u n d f a r b e 	 &25B  D>=0	 C o l o r e   s f o n d o 	 DHF  'D.DAJ	 C o r   d e   f u n d o 	 A r k a   p l a n   r e n g i     	 M  u   n n 	 W a r n a   l a t a r   b e l a k a n g 	 W a r n a   l a t a r   b e l a k a n g 	 *	C	7	M	 	-	B	.	?	  0				 	 	 	 H  t t  r s z  n 	 	 	 	 A c h t e r g r o n d k l e u r 	 	 	 C u l o a r e   f u n d a l 	 	 	   	 	 	 1F  2EFG	 	   	 															  			 ,
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  	   	 U m b a l a   w e s e n d l a l e l o 	 U m b a l a   w a n g a s e m v a 	 R a n g i   y a   u s u l i 	 A g t e r g r o n d k l e u r 	 F o n o   s p a l v a 	 F o n a   k r s a 	 T a u s t a v  r v 	 Vxvk  cxuv	   	 C u l o a r e   f u n d a l 	 *
6
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	 *M0M&*  0M  	 	 									  			 	 	 	 	 	 	 	 C o r   d e   f u n d o 
 
 S T R _ L A N G L N _ B S K _ B G _ P I C T U R E 	 L a n g L n 	 I C O N T E X T 	 b a c k g r o u n d   p i c t u r e 	 B a c k g r o u n d   p i c t u r e 	 ̀ofWGr	 ̀ofVGr	  27I+%1	 I m a g e n   d e   f o n d o 	 I m a g e   d ' a r r i  r e   p l a n 	 H i n t e r g r u n d b i l d 	 $>=>2>5  87>1@065=85	 I m m a g i n e   s f o n d o 	 5H1)  'D.DAJ	 I m a g e m   d e   f u n d o 	 A r k a   p l a n   r e s m i   	 n h   n n 	 G a m b a r   l a t a r   b e l a k a n g 	 G a m b a r   l a t a r   b e l a k a n g 	 *	C	7	M	 	-	B	.	?	  *	?		M		0		 	 	 	 H  t t  r k  p 	 	 	 	 A c h t e r g r o n d a f b e e l d i n g 	 	 	 C u l o a r e   i m a g i n e 	 	 	   	 	 	 *5H1  2EFG	 	   	   															  				 ,
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	   	 I s i t h o m b e   s e s e n d l a l e l o 	 U m f a n e k i s o   w a n g a s e m v a 	 P i c h a   y a   u s u l i 	 A g t e r g r o n d p r e n t 	 F o n o   p a v e i k s l l i s 	 F o n a   a t t l s 	 T a u s t a p i l t 	 Vxvk  voa	   	 I m a g i n e   f u n d a l 	 *
6
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	 *M0M&*  ,?    	 	 									  						 	 	 	 	 	 	 	 I m a g e m   d e   f u n d o 
 
 S T R _ L A N G L N _ B S K _ S T A T E _ H I N T 	 L a n g L n 	 I C O N T E X T 	 s t a t e   h i n t 	 S t a t e   h i n t 	 rKah	 r`ag	 #083A03	 P i s t a   d e   e s t a d o 	 A s t u c e   d   t a t 	 S t a t u s h i n w e i s 	 >4A:07:0  ?>  A>AB>O=8N	 C o n s i g l i o   s t a t o 	 -'D)	 I n d i c a   o   d e   e s t a d o 	 D u r u m   i p u c u   	 T r n g   t h  i i u 	 P e t u n j u k   s t a t u s 	 T u n j u k   b a y a n g a n 	 8	M	%	?	$	?	  8			G	$		 	 	 	 T i p p   m u t a t  s a 	 	 	 	 T o e s t a n d h i n t 	 	 	 S p u n e   i n d i c i u l 	 	 	 	 	 	 '4'1G  H69*	 	   	   							  				 8

G

  9
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p

	 	 	 






  




	   	 B h a l a   i h i n t i 	 C h a z a   i c e b i s o 	 S e m a   k i d o k e z o 	 S t e l   w e n k 	 B ks e n o s   u ~u o m i n a 	 I e s t a t +j u m a   p a d o m s 	 V i h j e   s e i s u n d i   k o h t a 	 @xwel	   	 S p u n e   i n d i c i u l 	 8
M
1
M
1
G
1
M
1
M
  8
B

(
	 *M0&G6  8B(>  	 	 						  							 	 	 	 	 	 	 	 D i c a   d e   e s t a d o 
 
 S T R _ L A N G L N _ B S K _ H E L P _ T E X T 1 	 L a n g L n 	 U N L I M 	 h e l p   t e x t 1 	 1 . " S e l e c t   c h a p t e r "   t o   c h a n g e   t h e   c h a p t e r   i n   t h e   o p e n e d   b o o k . \ n 2 . " S e l e c t   b o o k "   t o   c h a n g e   a n o t h e r   b o o k . 	 1 . " xdz{" fcSbN-Nvz{0\ n 2 . " xdN" fcvuMRSbvN0	 1 . " 	bz" fbcSb _N-Nvz0\ n 2 . " 	bN" fbcS_MRSb _vN0	 1 . " @%7-"   @7H-@%5H"C+1*7-5H@4\ n 2 . " @%7-+1*7-"   @7H-@%5H"+1*7--5@%H!+6H	 1 . " S e l e c c i o n a r   c a p  t u l o "   p a r a   c a m b i a r   e l   c a p  t u l o   e n   e l   l i b r o   a b i e r t o . \ n 2 . " S e l e c c i o n a r   l i b r o "   p a r a   c a m b i a r   a   o t r o   l i b r o . 	 1 .     S  l e c t i o n n e r   c h a p i t r e     p o u r   c h a n g e r   l e   c h a p i t r e   d u   l i v r e   o u v e r t . \ n 2     S  l e c t i o n n e r   l i v r e     p o u r   c h a n g e r   l e   l i v r e .   	 1 . " K a p i t e l   w  h l e n " ,   u m   K a p i t e l   i m   g e  f f n e t e n   B u c h   z u    n d e r n . \ n 2 . " B u c h   w  h l e n " ,   u m   z u   e i n e m   a n d e r e n   B u c h   z u   w e c h s e l n . 	 1 . " K1@0BL  3;02C"   4;O  ?5@5E>40  :  3;025  2  >B:@KB>9  :=835. \ n 2 . " K1@0BL  :=83C"   4;O  ?5@5:;NG5=8O  =0  4@C3CN  :=83C. 	 1 . " S e l e z i o n a   c a p i t o l o "   p e r   c a m b i a r e   i l   c a p i t o l o   d e l   l i b r o   a p e r t o . \ n 2 . " S e l e z i o n a   l i b r o "   p e r   c a m b i a r e   u n   a l t r o   l i b r o . 	 1 " '.*J'1  'D5A-'*"   D*:J1  'D5A-)  AJ  'DC*'(  'DEA*H-. \ n   2 . '.*J'1  'DC*(  D*:J1  'DC*'(  'DEA*H-  'D-'DJ	 1 . " S e l e c c i o n a r   c a p  t u l o "   p a r a   a l t e r a r   o   c a p  t u l o   n o   l i v r o   a b e r t o . \ n 2 . " S e l e c c i o n a r   l i v r o "   p a r a   a l t e r a r   p a r a   o u t r o   l i v r o . 	 1 . A  1l a n   k i t a p t a   b  l  m    d e i _t i r m e k   i i n   " B  l  m   S e  "   s e  e n e i n i   s e  i n . \ n 2 . D i e r   k i t a b 1  d e i _t i r m e k   i  i n   " K i t a p   S e  "   s e  e n e i n i   s e  i n . 	 1 . " C h n   c h n g "     i   c h n g   t r o n g   s  c h . \ n 2 . " C h n   s  c h "   i   s  c h   h i n   t i 	 1 . " P i l i h   b a b "   u n t u k   m e n g u b a h   b a b   p a d a   b u k u   y a n g   t e r b u k a . \ n 2 . " P i l i h   b u k u "   u n t u k   m e n g u b a h   b u k u   l a i n n y a . 	 1 . " P i l i h   b a b "   u n t u k   m e n u k a r   b a b   p a d a   b u k u   y a n g   d i b u k a . \ n 2 . " P i l i h   b u k u "   u n t u k   m e n u k a r   b u k u   l a i n . 	 1 .   	A	2	@	  9	A		  *	A	8	M	$		  .	G		  	'	M	/	>	/	  ,	&	2	(	G	  	G	  2	?		  " 	'	M	/	>	/	  	A	(	G		" \ n 2 .   	(	M	/	  *	A	8	M	$		  ,	&	2	(	G	  	G	  2	?		  " *	A	8	M	$		  	A	(	G		" 	 	 	 	 1 .   A    S e l e c t   c h a p t e r    ( F e j e z e t   k i v  l a s z t  s a )   g o m b b a l   v  l t h a t   f e j e z e t e t   a   m e g n y i t o t t   k  n y v b e n . \ n 2 .   A    S e l e c t   b o o k "   ( K  n y v   k i v  l a s z t  s a )   g o m b b a l   p e d i g   m  s i k   k  n y v r e   v  l t h a t . 	 	 	 	 1 . " H o o f d s t u k   s e l e c t e r e n "   o m   h e t   h o f d s t u k   t e   v e r a n d e r e n   i n   h e t   g e o p e n d e   b o e k . \ n 2 . " B o e k   s e l e c t e r e n "   o m   n a a r   e e n   a n d e r   b o e k   t e   g a a n . 	 	 	 1 .   F a c e ci   c l i c   p e    S e l e c t a ci   u n   c a p i t o l    p e n t r u   a   t r e c e   l a   u n   a l t   c a p i t o l   d i n   c a r t e a   d e s c h i s . \ n 2 . F a c e ci   c l i c   p e    S e l e c t a ci   o   c a r t e    p e n t r u   a   t r e c e   l a   o   a l t   c a r t e . 	 	 	 1 .   "   "               n \ 2 .   "   "         	 	 	 1 .   " 'F*.'(  A5D"   ,G*  *:1  A5D  /1  *'(  ('2  4/G. \ n 2 .   " 'F*.'(  *'("   ,G*  *:1  *'(  /1. 	 	 1 .           " "   " " . \ n 2 .         " "   " " 	 	.   				  						  						  						   						  								   						  \ 				  						  				  						   		  								   							 1 .   " " 
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 S T R _ L A N G L N _ B S K _ H E L P _ T E X T 3 	 L a n g L n 	 U N L I M 	 h e l p   t e x t 3 	 	 	 	 	 	 	 	 	 	 	 	 	 G i  p     b  i   k h  a   3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ L A N G L N _ B S K _ H E L P _ T E X T 4 	 L a n g L n 	 U N L I M 	 h e l p   t e x t 4 	 	 	 	 	 	 	 	 	 	 	 	 	 G i  p     b  i   k h  a   4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ E M P T Y _ B O O K M A R K 	 L a n g L n 	 P O P U P 	 e m p t y   b o o k m a r k 	 E m p t y   b o o k m a r k 	 fd|nUzz	 fN~{Rhzz	 8J!2#L'H2	 M a r c a d o r   v a c  o 	 S i g n e t   v i d e 	 L e e r e s   L e s e z e i c h e n 	 CAB0O  70:;04:0	 S e g n a l i b r o   v u o t o 	 B'&E)  'D'41'*  'DE1,9J)  A'1:	 F a v o r i t o   v a z i o 	 Y e r   i m i   b o _  	 D a n h   s  c h    n h   d u   t r n g 	 P e n a n d a   k o s o n g 	 P e n a n d a   b u k u   k o s o n g 	 	>	2	@	  ,	A		.	>	0	M			 	 	 	  r e s   k  n y v j e l z Q	 	 	 	 B l a d w i j z e r   l e e g m a k e n 	 	 	 M a r c a j   g o l 	 	 	   	 	 	 E-D  '(  .'D  '3*	 	       	 					  									 
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	     	 I b h u k u m a k a   e l i n g e n a l u t h o 	 I b h u k i m a k i   e n g a n a n t o 	 K i a l a m a   w a z i 	 L e    b o e k m e r k 	 T u a
i a   ~y m e l 	 T u k aa   g r m a t z +m e 	 T  h i   j  r j e h o i d j a 	 4aao  g{avkw	   	 M a r c a j u l   l i p s e _t e 	 6
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 
 S T R _ L A N G L N _ B S K _ F U L L _ B O O K M A R K 	 L a n g L n 	 P O P U P 	 f u l l   b o o k m a r k 	 F u l l   b o o k m a r k 	 fd|]n	 fN~{]n	 8J!2#L@G!	 M a r c a d o r   l l e n o 	 S i g n e t   p l e i n 	 L e s e z e i c h e n   v o l l 	 !?8A>:  70:;04>:  70?>;=5=	 S e g n a l i b r o   p i e n o 	 '41'*  'DE1,9J)  EED$)	 F a v o r i t o   c h e i o 	 Y e r   i m i   d o l u   	  n h   d u   y 	 P e n a n d a   p e n u h 	 P e n a n d a   b u k u   p e n u h 	 *	B	0	M	#	  ,	A		.	>	0	M			 	 	 	 M e g t e l t   a   k  n y v j e l z Qk   m a p p a 	 	 	 	 B l a d w i j z e r   v u l l e n 	 	 	 M a r c a j   c o m p l e t 	 	 	   	 	 	 E-D  '(  ~1  '3*	 	       	   					  									 *
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	     	 I b h u k u m a k a   e l i g c w e l e 	 I b h u k i m a k i   e g c w e l e 	 K i a l a m a   c h o t e 	 V o l   b o e k m e r k 	 P i l n a   ~y m e l 	 G r m a t z +m e   p i l n a 	 J  r j e h o i d j a d   t  i s 	 <kh  g{avkw	   	 M a r c a j   c o m p l e t 	 *
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 
 S T R _ L A N G L N _ B S K _ N O T S U P P O R T _ S E A R C H 	 L a n g L n 	 P O P U P 	 u n s u p p o r t 	 N o t   s u p p o r t 	 
N/ec	 
N/ec	 D!H#-#1	 N o   s o p o r t a d o 	 N o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t 	 5  ?>445@68205BAO	 N o n   s u p p o r t a t o 	 :J1  E/9E	 N  o   s u p o r t a d o 	 D e s t e k   y o k   	 K h  n g   h   t r 	 T i d a k   d i d u k u n g 	 T i d a k   s o k o n g 	 	8	.	0	M	%	?	$		 	 	 	 N e m   t  m o g a t o t t 	 	 	 	 N i e t   o n d e r s t e u n d 	 	 	 N u   e s t e   a c c e p t a t 	 	 	   	 	 	 ~4*('F  FE  4H/	 	   	   						  			 8
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 
 S T R _ L A N G L N _ B S K _ N O _ F O U N D 	 L a n g L n 	 P O P U P 	 n o   f o u n d 	 N o   f o u n d 	 *g~b0R	 *g~b0R	 D!H	 N o   e n c o n t r a d o 	 P a s   t r o u v  	 N i c h t   g e f u n d e n 	 5  =0945=>	 N o n   t r o v a t o 	 DE  J*E  'D(-+	 N  o   e n c o n t r a d o 	 B u l u n a m a d 1  	 C h a   t  m   t h y 	 T i d a k   d i t e m u k a n 	 T i d a k   d i j u m p a i 	 (	9	@		  .	?	2	>		 	 	 	 N e m   t a l  l h a t  	 	 	 	 N i e t   g e v o n d e n 	 	 	 N u   a   f o s t   g s i t 	 	 	   	 	 	 'A*  F4/	 	 	   					  			  			 .
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 
 S T R _ L A N G L N _ B S K _ O P E N _ F A I L 	 L a n g L n 	 P O P U P 	 o p e n   f i l e   f a i l 	 O p e n   f a i l 	 Sb1YWe	 Sb _1Y%	 @4%I!@+%'	 A b r i r   f a l l  	 E c h e c   d ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   f a l l i t a 	 A4D  AJ  'DA*-	 F a l h a   a o   a b r i r 	 A  1l a m a d 1  	 M   t h t   b i 	 P e m b u k a a n   g a g a l 	 G a g a l   b u k a 	 	K	2	(	>	  	8	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 D e s c h i d e r e a   n u   a   r e u _i t 	 	 	   	 	 	 ('2  1/F  F'EHAB  (H/	 	 	   				  							 
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 
 S T R _ L A N G L N _ B S K _ N O _ H L _ W O R D 	 L a n g L n 	 P O P U P 	 n o   h i g h l i g h t   w o r d 	 N o   h i g h l i g h t   w o r d 	 l	gx-NU^	 l	g	-N͋	 D!H!535HD.D%L	 N o   h a y   p a l a b r a   r e s a l t a d a 	 A u c u n   m o t   s  l e c t i o n n  	 K e i n   m a r k i e r t e s   W o r t 	 !;>2>  =5  2K45;5=>	 N e s s u n a   p a r o l a   e v i d e n z i a t a 	 DE  J*E  '.*J'1  'DCDE)	 S e m   p a l a v r a   d e s t a c a d a 	 0_a r e t l e n e n   s  z c  k   y o k   	 C h a   c h n   t r  n g   t 	 T i d a k   a d a   k a t a   y a n g   d i s o r o t 	 T i a d a   p e r k a t a a n   d i s e r l a h 	 	K		  9	>		2	>			  6	,	M	&	  (	9	@			 	 	 	 N i n c s   k i e m e l t   s z  	 	 	 	 G e e n   g e m a r k e e r d   w o o r d 	 	 	 N i c i u n   c u v  n t   n u   a   f o s t   e v i d e n ci a t 	 	 	     	 	 	 9/E  (1,3*G  3'2  H'G	 	     	   			  							  			  				  				 
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 
 S T R _ I D _ L A N G L N _ R E G I S T E R _ F A I L E D 	 L a n g L n 	 P O P U P 	 R e g i s t e r e d   f a i l e d 	 R e g i s t e r e d   f a i l e d 	 ;Q1YWe	 lQ1Y%	 %0@5"%I!@+%'	 F a l l    e l   r e g i s t r o 	 E c h e c   d  e n r e g i s t r e m e n t 	 R e g i s t r i e r u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  70@538AB@8@>20BL	 R e g i s t r a z i o n e   f a l l i t a 	 *3,JD  A'4D	 R e g i s t o   f a l h o u 	 K a y d e d i l e m e d i   	 n g   k    t h t   b i 	 P e n d a f t a r a n   g a g a l 	 G a g a l   d i d a f t a r k a n 	 0		?	8	M		0	  	0	(	>	  	8	+	2		 	 	 	 S i k e r t e l e n   r e g i s z t r  c i  	 	 	 	 R e g i s t r a t i e   m i s l u k t 	 	 	  n r e g i s t r a r e a   n u   a   r e u _i t 	 	 	   	 	 	 +(*  F'EHAB  (H/	 	 	   									  			  							 	 	 	 





  






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	   	 K u h l u l e k i l e   u k u b h a l i s a 	 B h a l i s o   l u p h a n z i l e 	 I m e s h i n d w a   k u s a j i l i 	 R e g i s t r a s i e   o n s u k s e s v o l 	 R e g i s t r a v i m a s   n e p a v y k o 	 R e #i s t r c i j a   n e i z d e v s 	 R e g i s t r e e r i m i n e   e b a  n n e s t u s 	 3avxth  qamx~e	     	  n r e g i s t r a r e a   n u   a   r e u _i t 	 0

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 
 O W L _ A D P _ S T R _ I D _ I N P U T _ T I T L E 	 O B I G O _ Q 0 5 A 	 T I T L E 	 I n p u t 	 I n p u t 	 8eQ	 eQ	 2#I-	 E n t r a d a 	 E n t r  e 	 E i n g a b e 	 2>4  	 I m m e t t i 	 %/.'D	 I n t r o d u   o 	 G i r d i 	 N h p   v  o 	 m a s u k a n 	 I n p u t 	   	(	*	A			 I n d t a s t 	 V l o ~i t 	 W e j [c i e 	 B e v i t e l 	 S y  t e 	 I n n f  r i n g 	 V l o ~i e	 I n v o e r 	 I n m a t n i n g 	 U n o s 	 I n t r o d u c e r e 	 V n e s i 	 	 	 J2548	 	(	*	B			 H'1/  1/F	 'F  ~y	 	 						 
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	 	 I - i n p u t 	 F a k a 	 K i i n g i z o 	 I n s e t 	 .v e s t i s 	 I e v a d e 	 S i s e n d 	 Feanxt	 	 I n t r a r e 	 
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 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ I N I T _ F A I L 	 L a n g l n 	 P O P U P 	 I n i t   P a p e r   F a i l e d 	 I n i t   p a p e r   f a i l e d 	 RYSfwS1YWe	 RYSՋwS1Y%	 1IH2@#4H!I#02)%I!@+%'	 A b r i r   d o c u m e n t o   f a l l  	 E c h e c   d  i n i t   d u   p a p i e r 	 P a p i e r i n i t i a l i s i e r u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  8=8F80;878@>20BL  :>=B@>;L=CN	 I n i z i a l .   c a r t a   f a l l i t a 	 A4D  AJ  'D'E*-'F	 I n i c i a l i z a   o   d e   a r t i g o   f a l h o u 	 B a _l a n g 1   s a y f a s 1  b a _a r 1s 1z   	 M   b  i   k i m   t r a   t h t   b i 	 I n i s i a l i s a s i   k a r y a   t u l i s   g a g a l 	 G a g a l   m u l a   k e r t a s 	 I n i t   *	G	*	0	  	8	+	2		 	 	 	 P a p  r   s i k e r t e l e n   i n i c i a l i z  l  s a 	 	 	 	 P a p i e r i n i t i a l i s a t i e   m i s l u k t 	 	 	 I n i ci a l i z a r e a   l u c r r i i   n u   a   r e u _i t 	 	 	   	 	 	 1'G  'F/'2  ':0  F'EHAB  (H/	 	 	   				  					  							 	 	 	 I n i t   



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	 I n i t     	 I - I n i t   p a p e r   i h l u l e k i l e 	 I - i n i t   p h e p h a   l i p h a n z i l e 	 I m e s h i n d w a   k u a n z i s h a   k a r a t a s i 	 A a n v a n k l i k e   v r a e s t e l   o n s u k s e s v o l 	 N e p a v y k o   p r a d t i   b i l i e t o 	 N e i z d e v s   i n i c i t   b i <e t i 	 D o k u m e n d i   l  h t e s t a m i n e   e b a  n n e s t u s 	 9rik  cxnaoxth  qamxr~e	     .     	 I n i ci a l i z a r e a   l u c r r i i   n u   a   r e u _i t 	 *
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 
 S T R _ I D _ D T C N T _ W L A N _ C O N N E C T I N G _ N O _ E D I T 	 W L A N 	 P O P U P 	 T h e   A P   i s   C o n n e c t i n g   n o t   a l l o w   t o   E d i t ! 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w e d   t o   e d i t 	 dkA P ck(WO(u
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7H-!H-  D!H-8
2C+IAID	 E s t a   A P   s e   e s t    c o n e c t a n d o ,   n o   s e   p e r m i t e   e d i t a r 	 A P   e n   t r a i n   d e   s e   c o n n e c t e r ,    d i t i o n   p a s   p e r m i s e 	 A P   w i r d   v e r b u n d e n ,   B e a r b e i t u n g   n i c h t   z u g e l a s s e n 	 @8;>65=85  ?>4:;NG05BAO.   7<5=8BL  =52>7<>6=>. 	 A P   i n   c o n n e s s i o n e ,   i m p o s s i b i l e   m o d i f i c a r e 	 G0'A P   AJ  'DE3*-/E,   D'  J3E-  'D*9/JD	 A P   a   l i g a r ,   e d i   o   n  o   p e r m i t i d a 	 A P   b a l a n 1y o r ,   d  z e n l e n m e s i n e   i z i n   v e r m e   	 A P   n  y   h i n   a n g   s   d n g , k h  n g   c   s a 	 A P   s e d a n g   m e n y a m b u n g ,   t i d a k   b o l e h   d i e d i t 	 A P   s e d a n g   b e r s a m b u n g ,   t i d a k   b e n a r k a n   d i e d i t 	 A P   	(	G		M		  	0	  0	9	>	  9	H	,   8		*	>	&	(	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 A z   A P   c s a t l a k o z i k ,   a   s z e r k e s z t  s   n e m   l e h e t s  g e s 	 	 	 	 H e t   A P   m a a k t   v e r b i n d i n g ,   b e w e r k e n   n i e t   t o e g e s t a a n 	 	 	 A P    n   c u r s   d e   c o n e c t a r e ,   e d i t a r e   i m p o s i b i l 	 	 	 - A P   ,       	 	 	 A P   /1  -'D  '*5'D  E('4/  'E'F  H1'4  H,H/  F/'1/	 	 	   			  					  				,   									  						  				 	 	 	 A P   





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 	   ,         	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 D i e   A P   v e r b i n d   t a n s ,   l a a t   n i e   t o e   o m   t e   w y s i g   n i e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   e d i t 	 	 	 A P   e s h t e   d u k e   u   l i d h u r ,   m o s   l e j o   t e   n d r y s h o s h 	 A P   							  			,   								  				  						  				 	 	 	 	 	 	 	 A P   a   l i g a r ,   e d i   o   n  o   p e r m i t i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ C O N N E C T I N G _ N O _ D E L 	 W L A N 	 P O P U P 	 T h e   A P   i s   C o n n e c t i n g   n o t   a l l o w   t o   D e l e t e ! 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w e d   t o   d e l e t e 	 dkA P ck(WO(u
NAQ1*Rd	 dkA P ck(WO(u
NAQ Rd	 A P   3%1@
7H-!H-  D!H-8
2C+I%	 E s t a   A P   s e   e s t    c o n e c t a n d o ,   n o   s e   p e r m i t e   b o r r a r 	 A P   e n   t r a i n   d e   s e   c o n n e c t e r ,   s u p p r e s s i o n   p a s   p e r m i s e 	 A P   w i r d   v e r b u n d e n ,   L  s c h e n   n i c h t   z u g e l a s s e n 	 @8;>65=85  ?>4:;NG05BAO.   #40;8BL  =52>7<>6=>. 	 A P   i n   c o n n e s s i o n e ,   i m p o s s i b i l e   e l i m i n a r e 	 AJ  'DE3*./E, D'  JECF  E3-	 A P   a   l i g a r ,   e l i m i n a   o   n  o   p e r m i t i d a 	 A P   b a l a n 1y o r ,   s i l i n m e s i n e   i z i n   v e r m e   	 A P   n  y   h i n   a n g   s   d n g , k h  n g   c   x  a 	 A P   s e d a n g   m e n y a m b u n g ,   t i d a k   b o l e h   d i h a p u s 	 A P   s e d a n g   b e r s a m b u n g ,   t i d a k   b e n a r k a n   d i h a p u s 	 A P   	(	G		M		  	0	  0	9	>	  9	H	,   (	7	M		  	0	(	G	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 A z   A P   c s a t l a k o z i k ,   a   t  r l  s   n e m   l e h e t s  g e s 	 	 	 	 H e t   A P   m a a k t   v e r b i n d i n g ,   v e r w i j d e r e n   n i e t   t o e g e s t a a n 	 	 	 A P    n   c u r s   d e   c o n e c t a r e ,   _t e r g e r e   i m p o s i b i l 	 	 	 - A P   ,       	 	 	 A P   /1  -'D  '*5'D  E('4/  'E'F  -0A  H,H/  F/'1/	 	 	 			  					  				,   				  					  						  				 	 	 	 A P   





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	   ,         	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 D i e   A P   v e r b i n d   t a n s ,   l a a t   n i e   t o e   o m   t e   s k r a p   n i e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 T h e   A P   i s   c o n n e c t i n g ,   n o t   a l l o w   t o   d e l e t e 	 	 	 A P   e s h t e   d u k e   u   l i d h u r ,   m o s   l e j o   t e   f s h i s h 	 A P   							  			,   				  						  				 	 	 	 	 	 	 	 A P   a   l i g a r ,   e l i m i n a   o   n  o   p e r m i t i d a 	 	 	 	 	 	 	 	 A P a   k o n e k t a t z e n   a r i   d a ,   e z i n   d a   e z a b a t u 	 A n g   A P   a y   k u m o k u n e k t a ,   h i n d i   m a a a r i n g   t a n g g a l i n 	 O   A P   e s t    c o n e c t a n d o ,   n o n   s e   p e r m i t e   b o r r a r 	 A P   n a   a k o n e t , e   k w e k w a n a   k o   o   h i c h a p u 	 T    a n   A P   a g   n a s c a d h ,   n    c e a d a  t e a r   s c r i o s 
 
 S T R _ I D _ L A N G L N _ E K _ P O P U P _ E N D _ E X A M 	 L a n g l n 	 P O P U P C O N F I R M 	 T o   e n d   t h e   c u r r e n t   e x a m ? 	 T o   e n d   t h e   c u r r e n t   e x a m ? 	 P}_gvuMRvf	 ~_gS_MRvՋ	 @7H-*4I*82#*-181? 	  T e r m i n a r   e l   e x a m e n   a c t u a l ? 	 T e r m i n e r   l  e x a m   a c t u e l  ? 	 A k t u e l l e   P r  f u n g   b e e n d e n ? 	 0:>=G8BL  B5:CI89  M:70<5=? 	 T e r m i n a r e   l ' e s a m e   c o r r e n t e ? 	 'F*G'!  'E*-'F  'D-'DJ	 T e r m i n a r   o   e x a m e   a c t u a l ? 	 M e v c u t   i n c e l e m e   s o n l a n s 1n   m 1?   	 K t   t h  c   b  i   k i m   t r a   n  y ? 	 A k h i r i   u j i a n   s a a t   i n i ? 	 U n t u k   m e n a m a t k a n   p e p e r i k s a a n   s e k a r a n g 	 5	0	M	$	.	>	(	  		M		<	>	.	  	K	  8	.	>	*	M	$	  	0	(	G	  	G	  2	?		? 	 	 	 	 B e f e j e z i   a z   a k t u  l i s   v i z s g  t ? 	 	 	 	 H e t   h u i d i g e   e x a m e n   b e  i n d i g e n 	 	 	 D o r i ci   s    n c h e i a ci   e x a m e n u l   c u r e n t ? 	 	 	       ? 	 	 	 (G  'E*-'F  A9D  .'*EG  E  /G/	 	 	   							  							  			  			? 	 	 	 	 




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 S T R _ S M S _ B A C K G R O U N D _ N O T _ E X I S T _ I D 	 S M S 	 P O P U P 	 M e s s a g e   B a c k g r o u n d   s e n d :   M e s s a g e   d o e s   n o t   e x i s t 	 M e s s a g e   i s   n o t   e x i s t e d 	 
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NX[(W	 D!H!5I-'2!	 E l   m e n s a j e   n o   e x i s t e 	 M e s s a g e   n o n   e x i s t a n t 	 M i t t e i l u n g   i s t   n i c h t   v o r h a n d e n 	 !>>1I5=85  =5  ACI5AB2C5B	 I l   m e s s a g g i o   n o n   e s i s t e v a 	 'D13'&D  :J1  EH,H/)	 M e n s a g e m   n  o   e x i s t e 	 0l e t i   m e v c u t   d e i l     	 T i n   n h n   k h  n g   t n   t i 	 P e s a n   t i d a k   a d a 	 M e s e j   t i d a k   w u j u d 	 8		&	G	6	  .	L		B	&	  (	9	@		  9	H		 	 	 	 N e m   l  t e z Q   z e n e t 	 	 	 	 B e r i c h t   b e s t a a t   n i e t 	 	 	 M e s a j u l   n u   e x i s t 	 	 	     	 	 	 ~'E  EH,H/  F3*	 	 	   						  							  			  			 	 	 	 




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 S T R _ S M S _ B A C K G R O U N D _ S T A T U S _ C H A N G E D _ I D 	 S M S 	 P O P U P 	 M e s s a g e   B a c k g r o u n d   s e n d :   M e s s a g e   s t a t u s   c h a n g e d 	 M e s s a g e   s t a t u s   c h a n g e d 	 
o`rKa]9e	 Oo`r`]9eS	 *20I-'2!@%5H"	 C a m b i    e l   e s t a d o   d e l   m e n s a j e 	 E t a t   d u   m e s s a g e   c h a n g  	 M i t t e i l u n g s s t a t u s   g e  n d e r t 	 !>AB>O=85  A>>1I5=8O  87<5=8;>AL	 S t a t o   d e l   m e s s a g g i o   c a m b i a t o 	 *E  *:J1  -'D)	 A l t e r a d o   o   e s t a d o   d a   m e n s a g e m 	 0l e t i   d u r u m u   d e i _t i   	 T r n g   t h  i   t i n   n h n      i 	 S t a t u s   p e s a n   d i u b a h 	 S t a t u s   m e s e j   d i t u k a r 	 8		&	G	6	  8	M	%	?	$	?	  ,	&	2	@	  			 	 	 	 A z    z e n e t    l l a p o t a   m  d o s u l t 	 	 	 	 T o e s t a n d   v a n   b e r i c h t   v e r a n d e r d 	 	 	 S t a r e a   m e s a j u l u i   a   f o s t   m o d i f i c a t 	 	 	     	 	 	 H69*  ~'E  *:1  'A*	 	 	   							  									  										 	 	 	 






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	     	 I s i m o   s o m b i k o   s i s h i n t s h i w e 	 I w o n g a   l o m y a l e z o   l i t s h i n t s h i l e 	 H a d h i   y a   u j u m b e   i m e b a d i l i s h w a 	 B o o d s k a p s t a t u s   v e r a n d e r 	 P r a n e ai m o   b ks e n a   p a k e i s t a 	 Z i Fo j u m a   s t a t u s s   m a i n +j i e s 	 S  n u m i   o l e k   o n   m u u t u n u d 	 @arxdacxiuav  oaca~ksaoh  xm~el  g	     	 S t a r e a   m e s a j u l u i   a   f o s t   m o d i f i c a t 	 8
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	 ,>0M$M$>  8M%?$?  *0?,0M$M$(  9G2>  	 S t a t u s i   I   m e s a z h i t   n d r y s h o i 	 						  						  										 	 	 	 	 	 	 	 S t a t u s   d a   m e n s a g e m   a l t e r a d o 	 	 	 	 	 	 	 	 M e z u a r e n   e g o e r a   a l d a t u   d a 	 N a b a g o   a n g   e s t a d o   n g   m e n s a h e 	 E s t a d o   d e   m e n s a x e   c a m b i o u 	 O n o d o   o z i   a d i g h a r i a r a 	 S t  d a s   n a   t e a c h t a i r e a c h t a   a t h r a i t h e 
 
 S T R _ I D _ L A N G L N _ W K _ A L A R M _ C O N T I N U E _ C O N F I R M 	 L a n g L n 	 P O P U P C O N F I R M 	 I t   i s   t i m e   t o   c h e c k   w h e t h e r   t o   r e v i e w ,   c o n t i n u e ? 	 I t   i s   t i m e   t o   c h e c k   w h e t h e r   t o   r e v i e w ,   c o n t i n u e   o r   n o t ? 	 jg/f&T_vBf0R|~~	 hg/f&T
Y`Nve0R~~	 5H@G@'%25HI-#'*-'H20'+#7-D!H  3H-+#7-D!H? 	 E s   h o r a   d e   v e r i f i c a r   s i   h a y   q u e   r e p a s a r ,    c o n t i n u a r   o   n o ? 	 I l   e s t   t e m p s   d e   v  r i f i e r   s i   v o u s   v o u l e z   f a i r e   u n e   v  r i f i c a t i o n ,   c o n t i n u e r   o u   n o n  ? 	 E s   i s t   a n   d e r   Z e i t   z u   p r  f e n ,   o b    b e r p r  f t ,   f o r t g e s e t z t   w e r d e n   s o l l   o d e r   n i c h t ? 	 0AB0;>  2@5<O  ?@>25@:8.   @>4>;68BL? 	 E '   o r a   d i   v e r i f i c a r e   s e   r i v e d e r e ,   c o n t i n u a r e   o p p u r e   n o ? 	 -'F  'DHB*  E1',9  'DJ, *3*E1	    a l t u r a   d e   v e r i f i c a r   s e   q u e r   r e v e r   o u   c o n t i n u a r 	 0_n c e l e m e ,   d e v a m   e t m e   v e y a   e t m e m e   z a m a n 1? 	 T h i   g i a n   k i m   t r a   c    c n    n   t p   k h  n g      n , t i p   t c ? 	 W a k t u n y a   m e m e r i k s a   a t a u   m e m p e l a j a r i ,   l a n j u t k a n   a t a u   t i d a k ? 	 T i b a   m a s a   u n t u k   p e r i k s a   s a m a   a n d a   p e r l u   d i s e m a k   s e m u l a ,   t e r u s k a n   a t a u   t i d a k ? 	 	,	  	H		  	0	G		  	?	  8	.	@		M	7	>	  	0	(	@	  9	H	,   	>	0	@	  0		(	>	  9	H	  	%	5	>	  (	9	@		? 	 	 	 	 I d e j e   e l l e n Qr i z n i ,   h o g y    t t e k i n t i   a z   a n y a g o t ,   t o v  b b m e g y ,   v a g y   s e m . 	 	 	 	 H e t   i s   t i j d   o m   d e   c o n t r o l e r e n   o f   e r   n a g e k e k e n   m o e t   w o r d e n .   D o o r g a a n   o f   n i e t ? 	 	 	 E s t e   t i m p u l   s   v e r i f i c a ci   d a c   e s t e   c a z u l   s   r e c a p i t u l a ci .   D o r i ci   s   c o n t i n u a ci ? 	 	 	         ,   ,     ? 	 	 	 'FHF  2E'F  *9F  'F  '3*  G  E1H1  E  F/  '  .1  '/'EG  E  /G/	 	 	   										  			  			  		  		,   		  							  			  					,   						  		  		  		? 	 	 	 	 
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 
 S T R _ I D _ L A N G L N _ W K _ N O _ W O R D _ T O _ R E V I E W 	 L a n g L n 	 P O P U P 	 N o   w o r d s   t o   b e   r e v i e w e d 	 N o   w o r d s   t o   b e   r e v i e w e d 	 l	g _vU^	 l	g 
Y`NvUS͋	 D!H!535H0'	 N o   h a y   p a l a b r a s   p a r a   r e p a s a r 	 A u c u n   m o t      v  r i f i e r 	 E s   m  s s e n   k e i n e   W  r t e r    b e r p r  f t   w e r d e n 	 5B  A;>2  4;O  ?@>25@:8	 N o n   c i   s o n o   p a r o l e   d a   r i v e d e r e 	 D'  JH,/  CDE)  DDE1',9)	 S e m   p a l a v r a s   p a r a   r e v e r 	 0n c e l e n e c e k   s  z c  k   y o k   	 K h  n g   c    t   m i   c n    n   t p 	 T i d a k   a d a   k a t a   y a n g   a k a n   d i p e r i k s a   u l a n g 	 T i a d a   p e r k a t a a n   u n t u k   d i s e m a k   s e m u l a 	 8	.	@		M	7	>	  	0	(	G	  	G	  2	?		  	K		  6	,	M	&	  (	9	@			 	 	 	 N i n c s    t t e k i n t e n d Q  s z  	 	 	 	 G e e n   w o o r d e n   o m   n a   t e   k i j k e n 	 	 	 N u   e x i s t   c u v i n t e   d e   r e c a p i t u l a t 	 	 	     	 	 	 H'G  '  (1'  E1H1  EH,H/  F3*	 	 	   			  				  										  			  			  			 	 	 	 








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 
 S T R _ B I P _ S E T T I N G 	 B I P 	 T I T L E ,   I C O N T E X T 	 B I P   S e t t i n g s 	 B I P   s e t t i n g s 	 WjirNP8-[	 VeN[a On	 2#1IH2  B I P 	 C o n f i g u r a c i  n   B I P 	 R  g l a g e s   B I P 	 B I P - E i n s t e l l u n g e n 	 0AB@>9:8  B I P 	 I m p o s t a z i o n i   B I P 	 6(7B I P 	 D e f i n i   e s   B I P 	 B I P   a y a r l a r 1  	 C  i   t   t r u y n   i   t n g   t p   n h 	 P e n g a t u r a n   B I P 	 T e t a p a n   B I P 	 B I P   8	G		?			M	8		 	 	 	 B I P   b e  l l  t  s o k 	 	 	 	 B I P - i n s t e l l i n g e n 	 	 	 S e t r i   B I P 	 	 	   B I P 	 	 	 *F8E'*  B I P 	 	 	   		. 		. 		  										 	 	 	 B I P   







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 
 S T R _ B I P _ S H A R E D _ F O L D E R 	 B I P 	 I C O N T E X T 	 S h a r e d   F o l d e r   f o r   B I P   c l i e n t 	 S h a r e d   f o l d e r 	 qQNv	 qQNvU_	 B%@-#L5HC
I#H'!1	 C a r p e t a   c o m p a r t i d a 	 D o s s i e r   p a r t a g  	 F r e i g e g e b e n e r   O r d n e r 	 1I0O  ?0?:0	 C a r t e l l a   c o n d i v i s a 	 EDA  'DE4*1C	 P a s t a   p a r t i l h a d a 	 P a y l a _1l a n   k l a s  r   	 C n g   h n g   m c   l c 	 F o l d e r   b e r s a m a 	 F o l d e r   b e r k o n g s i 	 8	>		G	  +	K	2	M	!	0		 	 	 	 M e g o s z t o t t   m a p p a 	 	 	 	 G e d e e l d e   m a p 	 	 	 F o l d e r   p a r t a j a t 	 	 	   	 	 	 ~H4G  (G  '4*1'  0'4*G  4/G	 	 	   			  			  								 	 	 	 







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 
 S T R _ B I P _ R E C V _ F I L E _ I N D 	 B I P 	 P O P U P 	 I m a g e ( s )   a r e   s t o r e d   i n   t h e   r e c e v i e d   f o l d e r 	 I m a g e ( s )   s t o r e d   i n 	 WGr]2QX[0R	 VGr]OX[0R	  2@G5H	 I m a g e n ( e s )   a l m a c e n a d a s   e n 	 I m a g e     ( s )   e n r e g i s t r  e s . 	 B i l d ( e r )   g e s p e i c h e r t   i n 	 7>1@065=8O  A>E@0=5=K  2	 I m m a g i n i   a r c h i v i a t e   i n 	 -A8  'D5H1)  'DJ	 I m a g e m ( n s )   g u a r d a d a ( s )   e m 	 R e s i m l e r   k a y d e d i l d i   	 L u   n h   n 	 G a m b a r   t e r s i m p a n   d a l a m 	 I m e j   d i s i m p a n   d i 	 $	8	M	5	@	0	G		  . . . .	G		  8	M		K	0	  	@	  				 	 	 	 A   k  p ( e k )   t  r o l  s a   i t t : 	 	 	 	 F o t o ' s   o p g e s l a g e n   i n 	 	 	 I m a g i n e / i m a g i n i   m e m o r a t e    n 	 	 	 /   /   	 	 	 93( G')   0.1G  4/G  /1	 	 	 							  					  									 	 	 	 



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 S T R _ B I P _ C O N _ A U T H 	 B I P 	 U N L I M 	 A c c e p t   B I P   r e q u e s t   f r o m 	 A c c e p t   B I P   r e q u e s t   f r o m   	 /f&TcSWjirNP8ˊBlO	 /f&TcSVeN[a OBleg	 "-!#13-  B I P   2	 A c e p t a r   s o l i c i t u d   B I P   d e   	 A c c e p t e r   l a   r e q u  t e   B I P   d e   	 B I P - A n f r a g e   a k z e p t i e r e n   v o n 	 @8=OBL  70?@>A  B I P   >B	 A c c e t t a   r i c h i e s t a   B I P   d a 	 GD  *3*DE  'D7D(    'DE3*./E  B I P   EF	 A c e i t a r   p e d i d o   B I P   d e 	 ' d a n   B I P   i s t e k   f o r m u n u   k a b u l   e t   	 N h n   t h n h   c u   B I P   t 	 T e r i m a   p e r m i n t a a n   B I P   d a r i 	 T e r i m a   p e r m i n t a a n   B I P   d a r i 	 . . . 8	G	  B I P   	(	A	0	K	'	  8	M	5	@		>	0	  	0	G			 	 	 	 B I P   k  r  s   f o g a d  s a   i n n e n : 	 	 	 	 B I P - v e r z o e k   a c c e p t e r e n   v a n 	 	 	 S o l i c i t a r e   d e   a c c e s   B I P   d e   l a   	 	 	           B I P 	 	 	 B(HD  /1.H'3*  B I P   '2	 	 	 		  				  B I P   						  					  					 	 	 	 



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 
 S T R _ B I P _ I M G L I S T _ B R O W S E R 	 B I P 	 T I T L E 	 I m a g e   B r o w s e r 	 I m a g e   b r o w s e r 	 WGrphV	 VGrOmȉhV	 @#2@-#L 2	 N a v e g a d o r   d e   i m  g e n e s 	 N a v i g a t e u r   d ' i m a g e s 	 B i l d - B r o w s e r 	 @>A<>B@  87>1@065=89	 B r o w s e r   i m m a g i n e 	 E916  'D5H1	 I m a g e m   d o   b r o w s e r 	 R e s i m   t a r a y 1c 1  	 M  y   d u y t   n h 	 B r o w s e r   g a m b a r 	 P e n y e m a k   i m b a s   i m e j 	 	.	G		  ,	M	0	>				<	0		 	 	 	 K  p b  n g  s z Q	 	 	 	 F o t o b r o w s e r 	 	 	 C u t a r e   i m a g i n i 	 	 	   	 	 	 E1H11  93	 	 	   				  									 	 	 	 



  






	   	 I s i p h e q i   s o m f a n e k i s o 	 I b r a w u z a   y e - i m e y j i 	 K i v i n j a r i   c h a   t a s w i r a 	 A f b e e l d i n g b l a a i e r 	 V a i z d s  n a r ay k l 	 A t t l u   p r l kk s 	 P i l d i s i r v i j a 	 Jaoevek  dkaoky	   	 C u t a r e   i m a g i n i 	 
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 	 *M0$?,?  ,M0>	0M  	 L u n d r u e s i   I   i m a z h e v e 	 										  									 	 	 	 	 	 	 	 N a v e g a d o r   d e   i m a g e m 	 	 	 	 	 	 	 	 I r u d i - b i l a t z a i l e a 	 B r o w s e r   n g   i m a h e 	 N a v e g a d o r   d e   i m a x e 	 I m e j i   b r a z a 	 B r a b h s  l a     o m h  n n a 
 
 S T R _ B I P _ O P T I O N _ G E T 	 B I P 	 I C O N T E X T 	 G e t   t h e   s e l e c t e d   I m a g e s 	 G e t   s e l e c t e d   i m a g e s 	 N	x-NWGr	 N}	-NVGr	 #1 25H@%7-	 O b t e n e r   l a ( s )   i m a g e n ( e s )   s e l e c c i o n a d a s 	 O b t e n i r   l  i m a g e ( s )   s  l e c t i o n n  e ( s ) 	 G e w  h l t e   B i l d e r   b e z i e h e n 	 >AB028BL  2K1@0==K5  87>1@065=8O	 O t t i e n i   i m m a g i n i   s e l e z i o n a t e 	 *-EJD  5H1  'DE.*'1)	 O b t e r   i m a g e m ( n s )   s e l e c c i o n a d a ( s ) 	 S e  i l e n   r e s i m l e r   	 T i   v   n h      c h n 	 D a p a t k a n   g a m b a r   y a n g   d i p i l i h 	 D a p a t k a n   i m e j   d i p i l i h 	 	/	(	?	$	  $	8	M	5	@	0	G		  *	M	0	>	*	M	$	  	0	G			 	 	 	 A   k i j e l  l t   k  p ( e k )   l e k  r  s e 	 	 	 	 G e s e l e c t e e r d e   f o t o ' s   h a l e n 	 	 	 P r e l u a ci   i m a g i n e a   s e l e c t a t / i m a g i n i l e   s e l e c t a t e 	 	 	       	 	 	 /1'A*  93( G')   'F*.'(  4/G	 	 	   								  			  				( 				)   				  					 	 	 	 



  




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	   ( )   	 G e t   s e l e c t e d   i m a g e ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 K r y   g e k i e s d e   a f b e e l d i n g ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 G e t   s e l e c t e d   i m a g e ( s ) 	 $
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	 _(?$  *M0$?,?( 8.B9)   *M0>*M$  0(M$A	 M e r r   I m a z h i n   ( i m a z h e t )   e   z g j e d h u r   ( - a ) 	 					  			  										( 				)   							  				 	 	 	 	 	 	 	 O b t e r   i m a g e n s   s e l e c i o n a d a s 	 	 	 	 	 	 	 	 A u k e r a t u t a k o   i r u d i a ( k )   e s k u r a t u 	 K u n i n   a n g   ( m g a )   n a p i l i n g   i m a h e 	 O b t e r   i m a x e ( s )   s e l e c c i o n a d a ( s ) 	 N w e t a   i m e j i   a h t a g a s r 	 F a i g h    o m h  ( n n a )   r o g h n a i t h e 
 
 S T R _ B I P _ O P T I O N _ G E T _ A L L 	 B I P 	 I C O N T E X T 	 G e t   A l l   I m a g e s 	 G e t   a l l   i m a g e s 	 N	hQWGr	 N}hQVGr	 #1 21I+!	 O b t e n e r   t o d a s   l a s   i m  g e n e s 	 O b t e n i r   t o u t e s   l e s   i m a g e s 	 A l l e   B i l d e r   b e z i e h e n 	 >AB028BL  2A5  87>1@065=8O	 O t t i e n i   t u t t e   l e   i m m a g i n i 	 *-EJD  ,EJ9  'D5H1	 O b t e r   t o d a s   a s   i m a g e n s 	 T  m   r e s i m l e r i   a l   	 T i   v   t o  n   b   n h   	 D a p a t k a n   s e m u a   g a m b a r 	 D a p a t k a n   s e m u a   i m e j 	 8	-	@	  $	8	M	5	@	0	G		  *	M	0	>	*	M	$	  	0	G			 	 	 	 A z    s s z e s   k  p   l e k  r  s e 	 	 	 	 A l l e   f o t o ' s   h a l e n 	 	 	 P r e l u a ci   t o a t e   i m a g i n i l e 	 	 	       	 	 	 /1'A*  GEG  93G'	 	 	   		  				( 				)   				  					 	 	 	 


  





  




	     	 T h o l a   y o n k e   i m i f a n e k i s o 	 F u m a n a   z o n k e   i i - i m e y j i 	 P a t a   t a s w i r a   z o t e 	 K r y   a l l e   a f b e e l d i n g s 	 G a u t i   v i s u s   v a i z d u s 	 S a Fe m i e t   v i s u s   a t t l u s 	 T o o   k  i k   p i l d i d 	 Maval  bxlx  zaoeveh	     	 P r e l u a ci   t o a t e   i m a g i n i l e 	 
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	 8.8M$  *M0$?,?A  *M0>*M$  0(M$A  	 M e r r   t e   g j i t h a   i m a z h e t 	 				  										  							  				 	 	 	 	 	 	 	 O b t e r   t o d a s   a s   i m a g e n s 	 	 	 	 	 	 	 	 I r u d i   o r o   e s k u r a t u 	 K u n i n   l a h a t   n g   m g a   i m a h e 	 O b t e r   t o d a s   a s   i m a x e s 	 N w e t a   i m e j i   n i i l e 	 F a i g h   g a c h    o m h  
 
 S T R _ B I P _ O P T I O N _ D E T A I L 	 B I P 	 T I T L E ,   I C O N T E X T 	 I m a g e   D e t a i l s 	 I m a g e   d e t a i l s 	 WGrs0}ǌ
	 VGr~Oo`	 #2"%0@-5" 2	 D e t a l l e s   d e   l a   i m a g e n 	 D  t a i l s   d e   l  i m a g e 	 B i l d d e t a i l s 	 !2545=8O  >1  87>1@065=88	 D e t t a g l i   i m m a g i n e 	 5H1)  'D*A'5JD	 D e t a l h e s   d a   i m a g e m 	 R e s i m   a y r 1n t 1l a r 1  	 C h i   t i t   n h 	 R i n c i a n   g a m b a r 	 B u t i r a n   i m e j 	 $	8	M	5	@	0	  5	?	5	0	#		 	 	 	 K  p a d a t o k 	 	 	 	 F o t o d e t a i l s 	 	 	 D e t a l i i   i m a g i n e 	 	 	   	 	 	 ,2&'*  93	 	 	   						  						 	 	 	 



  




	   	 I m i n i n i n g w a n e   y o m f a n e k i s o 	 I i n k c u k a c h a   z e - i m e y j i 	 M a e l e z o   y a   t a s w i r a 	 A f b e e l d i n g - b e s o n d e r h e d e 	 V a i z d a s   i as a m i a u 	 A t t l a   d e t a <a s 	 P i l d i    k s i k a s j a d 	 Jaoek  tavata}veh	   	 D e t a l i i   i m a g i n e 	 
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 	 *M0$?,?  8,?6G7  	 H o l l e s i t e   e   m e s a z h e v e 	 											  						 	 	 	 	 	 	 	 D e t a l h e s   d e   i m a g e m 	 	 	 	 	 	 	 	 I r u d i a r e n   x e h e t a s u n a k 	 M g a   d e t a l y e   n g   i m a h e 	 D e t a l l e s   d e   i m a x e 	 U j u   i m e j i 	 S o n r a    n a   h  o m h  
 
 S T R _ B I P _ S T A T U S _ D I S C O N N E C T I N G 	 B I P 	 T I T L E ,   P O P U P C O N F I R M 	 D i s c o n n e c t i n g 	 D i s c o n n e c t i n g 	 -Ne#P}-N	 ck(We _ޏc	 3%112#@
7H-!H-	 D e s c o n e c t  n d o s e 	 D  c o n n e x i o n 	 W i r d   g e t r e n n t 	  07@K2  A>548=5=8O	 D i s c o n n e s s i o n e 	 ,'1M  B79  'D'*5'D	 A   d e s l i g a r 	 B a l a n t 1  k e s i l i r   	 a n g   n g t   q u  n g   k t   n i 	 M e m u t u s k a n   s a m b u n g a n 	 D i p u t u s k a n 	 !	?	8		(	G		M		  	0	  0	9	>	  9	H		 	 	 	 K a p c s o l a t   b o n t  s a   f o l y a m a t b a n 	 	 	 	 B e z i g   m e t   v e r b i n d i n g   v e r b r e k e n 	 	 	 D e c o n e c t a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  B79  '*5'D	 	 	 								  			  						 	 	 	 




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 S T R _ B I P _ S T A T U S _ G E T T I N G 	 B I P 	 T I T L E 	 G e t t i n g   d a t a 	 G e t t i n g 	 N	-N	 ck(WN}	 3%1#1	 O b t e n i e n d o 	 O b t e n t i o n 	 W i r d   b e z o g e n 	 >AB02:0	 O t t e n i m e n t o 	 ,'1M  'D*-EJD	 A   o b t e r 	 A l 1y o r   	 a n g   t i   v 	 M e n d a p a t k a n 	 S e d a n g   m e n d a p a t k a n 	 *	M	0	>	*	M	$	  	0	  0	9	>	  9	H		 	 	 	 L e k  r  s 	 	 	 	 O n t v a n g e n 	 	 	 P r e l u a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  /1'A*	 	 	   				 	 	 	 




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 S T R _ B I P _ S T A T U S _ G E T T I N G _ I M G P R O P 	 B I P 	 P O P U P C O N F I R M 	 G e t t i n g   i m a g e   p r o p e r t y 	 G e t t i n g   i m a g e   p r o p e r t y 	 rsSWGrl\'`-N	 ck(WSVGr^\'`	 3%1#18*!14 2	 O b t e n i e n d o   l a   p r o p i e d a d   d e   l a   i m a g e n 	 O b t e n t i o n   d e s   p r o p r i  t  s   d e   l  i m a g e 	 B i l d e i g e n s c h a f t e n   w e r d e n   b e z o g e n 	 >AB02:0  A2>9AB2  87>1@065=8O	 O t t e n i m e n t o   p r o p r i e t    i m m a g i n e 	 ,'1M  'D-5HD  9DJ  4.5J)  'D5H1	 A   o b t e r   p r o p r i e d a d e s   d e   i m a g e m 	 R e s i m    z e l l i i n i   a l 1y o r   	 a n g   g i  n h   t h u c   t  n h   n h 	 M e n d a p a t k a n   p r o p e r t i   g a m b a r 	 M e n d a p a t k a n   m i l i k a n   i m e j 	 	.	G		  *	M	0	I	*	0	M		@	  *	M	0	>	*	M	$	  	0	  0	9	>	  9	H		 	 	 	 K  p t u l a j d o n s  g o k   l e k  r  s e 	 	 	 	 E i g e n s c h a p   v a n   f o t o   o n t v a n g e n 	 	 	 P r e l u a r e   i m a g i n i 	 	 	       	 	 	 /1  -'D  /1'A*  H  93	 	 	   				  									  				 	 	 	 





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 S T R _ B I P _ D E T A I L _ P I X E L 	 B I P 	 U N L I M 	 P i x e l 	 P i x e l : 	 Rs	 Rs	 4@%: 	 P i x e l : 	 P i x e l   : 	 P i x e l : 	 8:A5;	 P i x e l : 	 (C3D	 P i x e l : 	 P i k s e l   	 H i u   s u t   p h  n   b i t : 	 P i k s e l : 	 P i k s e l : 	 *	?		M	8	2	: 	 	 	 	 K  p p o n t : 	 	 	 	 P i x e l : 	 	 	 P i x e l : 	 	 	 : 	 	 	 ~JC3D: 	 	 	 							: 	 	 	 	 






	 	 P i x e l 	 P i x e l 	 P i x e l 	 B e e l d e l e m e n t : 	 P i x e l 	 P i x e l 	 P i x e l 	 P i x e l 	 P i x e l 	 P i x e l 	 *
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 	 *?M82M  	 P i k s e l : 	 							: 	 	 	 	 	 	 	 	 P i x e l : 
 
 S T R _ B I P _ D E T A I L _ S I Z E 	 B I P 	 U N L I M 	 S i z e 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@	 D i m e n s i o n e : 	 -,E	 T a m a n h o : 	 B o y u t   	 C : 	 U k u r a n : 	 S a i z : 	 		>	0	: 	 	 	 	 M  r e t : 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 	 'F/'2G: 	 	 	 				: 	 	 	 	 

	 	 S i z e 	 S i z e 	 S i z e 	 G r o o t t e : 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 S i z e 	 5
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	 >0  	 M a d h e s i a : 	 				: 	 	 	 	 	 	 	 	 T a m a n h o : 
 
 S T R _ B I P _ C O N _ D I S C O N N E C T E D 	 B I P 	 P O P U P 	 B I P   c o n n e c t i o n   d i s c o n n e c t e d 	 B I P   c o n n e c t i o n   d i s c o n n e c t e d 	 WjirNP8#P}]-Ne	 VeN[a Oޏc]e _	 2#@
7H-!H-  B I P   12#@
7H-!H-A%I'	 C o n e x i  n   B I P   d e s c o n e c t a d a 	 C o n n e x i o n   B I P   d  c o n n e c t  e 	 B I P - V e r b i n d u n g   g e t r e n n t 	 !>548=5=85  B I P   >B:;NG5=>	 C o n n e s s i o n e   B I P   d i s c o n n e s s a 	 *E  B79  '*5'D  B I P 	 L i g a   o   B I P   d e s l i g a d a 	 B I P   b a l a n t 1s 1  k e s i l d i   	 K t   n i   B I P      n g n g 	 S a m b u n g a n   B I P   t e r p u t u s 	 S a m b u n g a n   B I P   d i p u t u s k a n 	 B I P   	(	G		M	6	(	  	>		>	  	/	>		 	 	 	 B I P   k a p c s o l a t   b o n t v a 	 	 	 	 B I P - v e r b i n d i n g   v e r b r o k e n 	 	 	 C o n e x i u n e a   B I P   a   f o s t    n t r e r u p t 	 	 	   B I P   	 	 	 '*5'D  B I P   B79  4/	 	 	   		. 		. 		  					  										 	 	 	 B I P   




  




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	     	 U k u x h u m a   k w i - B I P   k u n q a n y u l i w e 	 U q h a g a m s h e l w a n o   l w e B I P   l u q h a w u l w e 	 U n g a n i s h o   l a   B I P   l i m e t e n g a n i s h w a 	 B I P - v e r b i n d i n g   b e  i n d i g 	 B I P   j u n g t i s   a t j u n g t a 	 B I P   s a v i e n o j u m s   a t v i e n o t s 	 B I P    h e n d u s   k a t k e s t a t u d 	 B I P   tkaxth  av{a~an  g	 B I P     	 C o n e x i u n e a   B P P   a   f o s t    n t r e r u p t 	 B I P   
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 
 S T R _ B I P _ N O T Y _ R E C V _ F I L E _ B R O W S E 	 B I P 	 L S K 	 B r o w s e   t h e   g o t t e n   i m a g e ( s ) 	 B r o w s e 	 p	 Omȉ	 @#5"9	 N a v e g a r 	 N a v i g u e r 	 D u r c h s u c h e n 	 17>@	 S f o g l i a 	 916	 P e s q u i s a r 	 G  z   a t   	 D u y t 	 T e l u s u r 	 S e m a k   i m b a s 	 ,	M	0	>				<	  	0	G			 	 	 	 T a l l  z  s 	 	 	 	 B l a d e r e n 	 	 	 C u t a r e 	 	 	   	 	 	 E1H1	 	 	 							 	 	 	 





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	 	 B r o w s e 	 B r o w s e 	 B r o w s e 	 B l a a i 	 B r o w s e 	 B r o w s e 	 B r o w s e 	 B r o w s e 	 B r o w s e 	 B r o w s e 	 ,
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 
 S T R _ B I P _ C O N N E C T I N G _ C L I E N T 	 B I P 	 P O P U P 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t ! 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 ˊHQ-NeWjirNP8#}	 HQe _VeN[a Oޏc	 12#@
7H-!H-  B I P   H-	 D e s c o n e c t a r   c o n e x i  n   B I P   p r i m e r o 	 D  c o n n e c t e z   l a   c o n n e x i o n   B I P   e n   p r e m i e r 	 Z u e r s t   B I P - V e r b i n d u n g   t r e n n e n 	 !=0G0;0  7025@H8B5  A>548=5=85  B I P 	 D i s c o n n e t t e r e   p r i m a   l a   c o n n e s s i o n e   B I P 	 'FB79  '*5'DB I P   #HD'	 D e s l i g u e   p r i m e i r o   a   l i g a   o   B I P 	  n c e l i k l e   B I P   b a l a n t 1s 1n 1  k e s 	 H  y   d n g   k t   n i   t r u y n   i   t n g   t p   n h   t r c 	 P u t u s k a n   d u l u   s a m b u n g a n   B I P 	 P u t u s k a n   s a m b u n g a n   B I P   d a h u l u 	 8	,	8	G	  *	9	2	G	  B I P   	(	G		M	6	(	  9		>				 	 	 	 E l Qb b   b o n t a n i   k e l l   a   B I P   k a p c s o l a t o t 	 	 	 	 B I P - v e r b i n d i n g   e e r s t   v e r b r e k e n 	 	 	  n t r e r u p e ci   m a i    n t  i   c o n e x i u n e a   B I P 	 	 	         - B I P 	 	 	 '(*/'  '*5'D  B I P   1'  B79  F/	 	 	   						  		. 		. 		  					  									  					 	 	 	 




  B I P   




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	       	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 B e  i n d i g   e e r s   B I P - v e r b i n d i n g 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 D i s c o n n e c t   B I P   c o n n e c t i o n   f i r s t 	 B I P   !
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	 *M0%.G  B I P   8/K(  ,??(M(  0(M$A  	 S h k e p u t   l i d h j e n   B I P   s e   p a r i 	 						  B I P   					  									  				 	 	 	 	 	 	 	 D e s c o n e c t a r   p r i m e i r o   a   c o n e x  o   B I P 
 
 S T R _ B I P _ D E T A I L _ N A M E 	 B I P 	 U N L I M 	 N a m e 	 N a m e : 	 
T1z	 
Ty	 
7H-: 	 N o m b r e : 	 N o m   : 	 N a m e : 	 <O	 N o m e : 	 '3E  'DEDA	 N o m e : : 	 A d 	 T  n   t p : 	 N a m a : 	 N a m a : 	 (	>	.	: 	 	 	 	 N  v : 	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 : 	 	 	 F'E: 	 	 	 			: 	 	 	 	 


	 	 N a m e 	 N a m e 	 N a m e 	 N a a m : 	 N a m e 	 N a m e 	 N a m e 	 N a m e 	 N a m e 	 N a m e 	 *
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	 (>.  	 E m r i n : 	 			: 	 	 	 	 	 	 	 	 N o m e : 
 
 S T R _ B I P _ O P E N _ F I L E _ F A I L 	 B I P 	 P O P U P 	 O p e n   F i l e   F a i l e d 	 F a i l e d   t o   o p e n   f i l e 	 jHhSb1YWe	 eNSb _1Y%	 %I!@+%'C2#@4D%L	 N o   s e   p u d o   a b r i r   e l   a r c h i v o 	 E c h e c   d  o u v e r t u r e   d u   f i c h i e r 	 D a t e i   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 5  C40;>AL  >B:@KBL  D09;	 A p e r t u r a   f i l e   f a l l i t a 	 A4D  AJ  A*-  'DEDA	 F a l h a   a   a b r i r   f i c h e i r o 	 D o s y a   a  1l a m a d 1  	 M   t p   t h t   b i 	 G a g a l   m e m b u k a   f i l e 	 G a g a l   m e m b u k a   f a i l 	 +	>		2	  	K	2	(	G	  .	G		  	8	+	2		 	 	 	 A   f  j l   m e g n y i t  s a   s i k e r t e l e n 	 	 	 	 K a n   b e s t a n d   n i e t   o p e n e n 	 	 	 D e s c h i d e r e a   f i _i e r u l u i   n u   a   r e u _i t 	 	 	     	 	 	 ('2  1/F  A'D  F'EHAB  (H/	 	 	   				  					  							 	 	 	 



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  





  



	     	 K u h l u l e k i l e   u k u v u l a   i f a y e l a 	 I p h a n z i l e   u k u v u l a   i f a y l e 	 I m e s h i n d w a   k u f u n g u a   f a i l i 	 H e t   n i e   l  e r   o o p g e m a a k   n i e 	 N e p a v y k o   a t i d a r y t i   f a i l o 	 N e i z d e v s   a t v r t   f a i l u 	 F a i l i   a v a m i n e   n u r j u s 	 Vaulk  baelh  qamxr~e	       	 D e s c h i d e r e a   f i _i e r u l u i   n u   a   r e u _i t 	 +
/
2
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A
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2
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
	 +>2M  K2?,>0G  ,?+3  9G2>	 D e s h t o i   t e   h a p e   d o k u m e n t i n 	 				  					  					 	 	 	 	 	 	 	 F a l h o u   e m   a b r i r   a r q u i v o 
 
 S T R _ B I P _ R E A D _ F I L E _ F A I L 	 B I P 	 P O P U P 	 R e a d   F i l e   F a i l e d 	 F a i l e d   t o   r e a d   f i l e 	 jHhS1YWe	 eNS1Y%	 %I!@+%'C2#-H2D%L	 N o   s e   p u d o   l e e r   e l   a r c h i v o 	 E c h e c   d e   l e c t u r e   d u   f i c h i e r 	 D a t e i   k o n n t e   n i c h t   g e l e s e n   w e r d e n 	 5  C40;>AL  ?@>G8B0BL  D09;	 L e t t u r a   f i l e   f a l l i t a 	 A4D  AJ  B1'!)  'DEDA	 F a l h a   a   l e r   f i c h e i r o 	 D o s y a   o k u n a m a d 1  	 T r u y   c p   t p   t h t   b i 	 G a g a l   m e m b a c a   f i l e 	 G a g a l   m e m b a c a   f a i l 	 +	>		2	  *	"	<	(	G	  .	G		  	8	+	2		 	 	 	 A   f  j l   o l v a s  s a   s i k e r t e l e n 	 	 	 	 K a n   b e s t a n d   n i e t   l e z e n 	 	 	 C i t i r e a   f i _i e r u l u i   n u   a   r e u _i t 	 	 	     	 	 	 .H'F/F  A'D  F'EHAB  (H/	 	 	   				  				  							 	 	 	 



  








  





  



	     	 K u h l u l e k i l e   u k u f u n d a   i f a y e l a 	 I p h a n z i l e   u k u f u n d a   i f a y l e 	 I m e s h i n d w a   k u s o m a   f a i l i 	 H e t   n i e   l  e r   g e l e e s   n i e 	 N e p a v y k o   s k a i t y t i   f a i l o 	 N e i z d e v s   n o l a s +t   f a i l u 	 F a i l i   l u g e m i n e   n u r j u s 	 Vaulk  hviexth  qamxr~e	       	 C i t i r e a   f i _i e r u l u i   n u   a   r e u _i t 	 +
/
2
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
	 +>2  *"?,>0G  ,?+3  9G2>	 D e s h t o i   t e   l e x o j e   d o k u m e n t i n 	 				  				  					 	 	 	 	 	 	 	 F a l h o u   e m   l e r   a r q u i v o 
 
 S T R _ B I P _ X M L _ G E N _ F A I L 	 B I P 	 P O P U P 	 X m l   g e n e r a t i n g   F a i l e d 	 F a i l e d   t o   g e n e r a t e   X M L 	 X M L "uu1YWe	 X M L Nu1Y%	 %I!@+%'C2#*#I2  X M L 	 N o   s e   p u d o   g e n e r a r   X M L 	 E c h e c   d e   g  n  r a t i o n   X M L 	 X M L   k o n n t e   n i c h t   e r z e u g t   w e r d e n 	 5  C40;>AL  A>740BL  X M L 	 G e n e r a z i o n e   X M L   f a l l i t a 	 A4D  AJ  X M L 	 F a l h a   a   g e r a r   X M L 	 X M L   o l u _t u r u l a m a d 1  	 T o   X M L   t h t   b i 	 G a g a l   m e m b u a t   X M L 	 G a g l   m e n j a n a   X M L 	 X M L   ,	(	>	(	G	  .	G		  	8	+	2		 	 	 	 A z   X M L   g e n e r  l  s a   s i k e r t e l e n 	 	 	 	 K a n   g e e n   X M L - g e n e r e r e n 	 	 	 G e n e r a r e a   d e   X M L   n u   a   r e u _i t 	 	 	   X M L   	 	 	 ','/  X M L   F'EHAB  (H/	 	 	   				. 		. 		  				  				  							 	 	 	 X M L   

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	 X M L     	 K u h l u l e k i l e   u k w a k h a   i - X M L 	 I p h a n z i l e   u k u d a l a   I x m l 	 I m e s h i n d w a   k u z a l i s h a   X M L 	 H e t   n i e   X M L   g e s k e p   n i e 	 N e p a v y k o   g e n e r u o t i   X M L 	 N e i z d e v s   #e n e r t   X M L 	 X M L - i   l o o m i n e   n u r j u s 	 X M L   }ernxth  qamx~e	 X M L -       	 G e n e r a r e a   d e   X M L   n u   a   r e u _i t 	 X M L   
(
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
	 X M L   8C7M?  0?,>0G  ,?+3  9G2>	 D e s h t o i   t e   n x j e r r e   X M L 	 X M L   							  				  					 	 	 	 	 	 	 	 F a l h o u   e m   g e r a r   X M L 
 
 S T R _ B I P _ O P T I O N _ G E T _ T H M 	 B I P 	 I C O N T E X T 	 I m a g e   t h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 .~euW	 )euVȉ	 #5'4'1!L@%	 V i s t a   p r e v i a   d e   i m a g e n   p e q u e  a 	 P r  v i s u a l i s a t i o n   v i g n e t t e s 	 M i n i a t u r v o r s c h a u 	 -A:87K	 A n t e p r i m a 	 916  'D5H1)	 P r  - v i s u a l i z a   o   m i n i a t u r a 	 K    k   r e s i m    n   i z l e m e   	 X e m   t r c   t h u   n h   n h 	 P r a t i n j a u   g a m b a r   k e c i l 	 P r a t o n t o n   i m e j   k e n i t 	 %	.	M	,	(	G	2	  *	M	0	@	5	M	/	B		 	 	 	 M i n i a t qr   e l Qn  z e t 	 	 	 	 V o o r b e s c h o u w i n g   v a n   m i n i a f b e e l d i n g 	 	 	 E x a m i n a r e   i m a g i n e   r e d u s 	 	 	       	 	 	 ~4  FE'4  *5H1  H	 	 	   								  											 	 	 	 






  










	     	 T h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 D u i m n a e l f o t o - v o o r s k o u 	 T h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 T h u m b n a i l   p r e v i e w 	 $
.
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	 %.M,(G2M  *B0M,>,2K(  	 P a r a s h i k i m   I   p j e s e z e s 	 									  										 	 	 	 	 	 	 	 V i s u a l i z a   o   d e   m i n i a t u r a 
 
 S T R _ B I P _ S T A T U S _ G E T T I N G _ I M G T H M 	 B I P 	 P O P U P C O N F I R M 	 G e t t i n g   t h u m b n a i l 	 G e t t i n g   t h u m b n a i l 	 rsS.~euW-N	 ck(WS)euV	 3%1#11!L@%	 O b t e n i e n d o   i m a g e n   p e q u e  a 	 O b t e n t i o n   d e s   v i g n e t t e s 	 M i n i a t u r   w i r d   b e z o g e n 	 $>@<8@>20=85  MA:87>2	 O t t e n i m e n t o   a n t e p r i m a 	 ,'1M  'D-5HD  9DJ  'D5H1)	 A   o b t e r   m i n i a t u r a 	 K    k   r e s i m   a l 1n 1y o r   	 a n g   g i  n h   t h u   n h   n h 	 M e n d a p a t k a n   g a m b a r   k e c i l 	 S e d a n g   m e n d a p a t k a n   i m e j   k e n i t 	 %	.	M	,	(	G	2	  *	M	0	>	*	M	$	  	0	  0	9	>	  9	H		 	 	 	 M i n i a t qr   l e k  r  s e 	 	 	 	 M i n i a f b e e l d i n g   o n t v a n g e n 	 	 	 P r e l u a r e   i m a g i n e   r e d u s 	 	 	     	 	 	 /1  -'D  /1'A*  *5H1  H	 	 	   								  						 	 	 	 






  




  




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  	     	 K u t h o l w a   i - t h u m b n a i l 	 I f u m a n a   i - t h u m b n a i l 	 I n a p a t a   k i j i p i c h a 	 K r y   t a n s   d u i m n a e l s k e t s 	 G a u t i   m i n i a t i kr 	 S a Fe m u   s +k t l u 	 P i s i p i l d i   t o o m i n e 	 Davavoavek  }axt	   .   	 P r e l u a r e   i m a g i n e   r e d u s 	 $
.
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	 %.M,(G2M  *M0>*M$  0A?  	 D u k e   m a r r e   p j e s e z e n 	 									  							  			  				 	 	 	 	 	 	 	 O b t e n d o   m i n i a t u r a 
 
 S T R _ B I P _ A D D T O _ G E T L I S T 	 B I P 	 L S K 	 A d d   t o   t h e   s e l e c t e d   l i s t 	 A d d 	 mR	 mR	 @4H!	 A g r e g a r 	 A j o u t e r 	 H i n z u f  g e n 	 >1028BL	 A g g i u n g i 	 '.*J'1	 A d i c i o n a r 	 E k l e   	 C h n 	 T a m b a h 	 T a m b a h 	 	K	!	<	G			 	 	 	 H o z z  a d  s 	 	 	 	 T o e v o e g e n 	 	 	 A d u g a r e 	 	 	 	 	 	 'A2H/F	 	 	 			  					 	 	 	 




	 	 A d d 	 A d d 	 A d d 	 V o e g   b y 	 A d d 	 A d d 	 A d d 	 A d d 	 A d d 	 A d d 	 
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	 /K!(M$A	 S h t o 	 			  				 	 	 	 	 	 	 	 A d i c i o n a r 
 
 S T R _ B I P _ U N K N O W N 	 B I P 	 U N L I M 	 U n k n o w n 	 U n k n o w n 	 *gw	 *gw	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=>	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r   	 C h a   b i t 	 T i d a k   d i k e t a h u i 	 T i d a k   d i k e n a l i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 O n b e k e n d 	 	 	 N u   s e   c u n o a _t e 	 	 	   	 	 	 F'E4.5	 	 	 						 	 	 	 







	 / 	 A k w a z i w a 	 N g a z i w a y o 	 H a i j u l i k a n i 	 O n b e k e n d 	 N e ~i n o m a s 	 N e z i n m s 	 T u n d m a t u 	 1vpau	 	 N e c u n o s c u t 	 

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 
 S T R _ B I P _ B R O W S E _ F A I L E D 	 B I P 	 P O P U P 	 R e f r e s h   f a i l e d .   C o n n e c t i o n   w i l l   d i s c o n n e c t . 	 C o n n e c t i o n   f a i l e d 	 #}-Ne	 ޏce _	 %I!@+%'C2##5@#
  2#@
7H-!H-012#@
7H-!H-	 N o   p u d o   a c t u a l i z a r   L a   c o n e x i  n   s e   d e s c o n e c t a r  	 E c h e c   d e   r a f r a  c h i s s e m e n t .   L a   c o n n e x i o n   v a    t r e   d  c o n n e c t  e . 	 A k t u a l i s i e r u n g   f e h l g e s c h l a g e n .   V e r b i n d u n g   w i r d   g e t r e n n t . 	 5  C40;>AL  >1=>28BL.   !>548=5=85  1C45B  ?@5@20=>. 	 I m p o s s i b i l e   a g g i o r n a r e .   L a   c o n n e s s i o n e   v e r r    p e r s a . 	 A4D  AJ  *-/J+  B'&E)  'D5H1, 3HA  B79  'D'*5'D	 A c t u a l i z a   o   f a l h o u .   L i g a   o   i r    d e s l i g a r . 	 Y e n i l e y e m e d i .   B a l a n t 1  k e s i l e c e k . 	 L  m   m i   d a n h   s  c h   n h   t h t   b i ,   k t   n i   s p   b   t   o n 	 P e n y a m b u n g a n   g a g a l 	 G a g a l   u n t u k   m e n y e g a r k a n   s e m u l a .   S a m b u n g a n   a k a n   d i p u t u s k a n . 	 0	@	+	M	0	G	6	  	0	(	G	  .	G		  	8	+	2	.   	(	G		M	6	(	  9		  	>			>		 	 	 	 S i k e r t e l e n   f r i s s  t  s .   A   k a p c s o l a t   m e g s z a k a d . 	 	 	 	 K a n   n i e t   v e r v e r s e n .   V e r b i n d i n g   w o r d t   v e r b r o k e n . 	 	 	 R e  m p r o s p t a r e a   n u   a   r e u _i t .   C o n e x i u n e a   v a   f i    n t r e r u p t . 	 	 	   .     	 	 	 *,//  F'EHAB  (H/.   '*5'D  B79  .H'G/  4/. 	 	 	   							  				  							  					  									  			  					 	 	 	 


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 S T R _ B I P _ N O T _ F O U N D 	 B I P 	 P O P U P 	 N o t   F o u n d 	 N o t   f o u n d 	 l~b0R	 l~b0R	 D!H	 N o   e n c o n t r a d o 	 P a s   t r o u v  	 N i c h t   g e f u n d e n 	 5  =0945=>	 N o n   t r o v a t o 	 DE  J*E  'D(-+	 N  o   e n c o n t r a d o 	 B u l u n a m a d 1  	 C h a   t  m   t h y 	 T i d a k   d i t e m u k a n 	 T i d a k   d i j u m p a i 	 (	9	@		  .	?	2	>		 	 	 	 N e m   t a l  l h a t  	 	 	 	 N i e t   g e v o n d e n 	 	 	 N u   s - a   g s i t 	 	 	   	 	 	 'A*  F4/	 	 	 					  							 	 	 	 





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 
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gRhVybk	 +I2!B"@4#L@'-#L	 P r o h i b i d o   p o r   e l   s e r v i d o r 	 I n t e r d i t   p a r   l e   s e r v e u r 	 V o m   S e r v e r   v e r b o t e n 	 0?@5I5=>  A5@25@><	 V i e t a t o   d a l   s e r v e r 	 1A6  ('DE3*./E	 P r o i b i d o   p e l o   s e r v i d o r 	 S u n u c u   t a r a f 1n d a n   y a s a k l a n d 1  	 B   m  y   p h c   v   n g n   c n 	 D i l a r a n g   o l e h   s e r v e r 	 D i h a r a m k a n   o l e h   p e l a y a n 	 8	0	M	5	0	  &	M	5	>	0	>	  *	M	0	$	?	,		'	?	$		 	 	 	 K i s z o l g  l     l t a l   t i l t v a 	 	 	 	 D o o r   s e r v e r   v e r b o d e n 	 	 	 O p e r a ci e   i n t e r z i s   d e   s e r v e r 	 	 	   "   	 	 	 31H1  EEFH9  1/G  '3*	 	 	   									  				  				 	 	 	 




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ID!HDI	 S e r v i c i o   n o   d i s p o n i b l e   e n   e l   s e r v i d o r 	 S e r v i c e   n o n   d i s p o n i b l e 	 D i e n s t   v e r f  g b a r 	 !;C610  =0  A5@25@5  =54>ABC?=0	 S e r v i z i o   s u l   s e r v e r   n o n   d i s p o n i b i l e 	 'D./E)  AJ  'DE3*./E  :J1  '3*./'E	 S e r v i  o   i n d i s p o n  v e l   n o   s e r v i d o r 	 S u n u c u d a   s e r v i s   b u l u n a m 1y o r   	 D c h   v   n  y   k h  n g   t h   d  n g 	 L a y a n a n   t i d a k   t e r s e d i a 	 P e r k h i d m a t a n   t i d a k   b o l e h   d i d a p a t i 	 8	0	M	5	?	8	  	(	A	*	2	,	M	'		 	 	 	 A   s z o l g  l t a t  s   n e m    r h e t Q  e l 	 	 	 	 S e r v i c e   n i e t   b e s c h i k b a a r 	 	 	 S e r v i c i u   n e d i s p o n i b i l   p e   s e r v e r 	 	 	     	 	 	 ./E'*  /1  /3*13  F3*	 	 	 								  							  							  			 	 	 	 



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	       	 S e r v i c e   u n a v a i l a b l e 	 S e r v i c e   u n a v a i l a b l e 	 S e r v i c e   u n a v a i l a b l e 	 D i e n s   n i e   b e s k i k b a a r   n i e 	 S e r v i c e   u n a v a i l a b l e 	 S e r v i c e   u n a v a i l a b l e 	 S e r v i c e   u n a v a i l a b l e 	 S e r v i c e   u n a v a i l a b l e 	 S e r v i c e   u n a v a i l a b l e 	 S e r v i c e   u n a v a i l a b l e 	 8
G
5
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-
M
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.
2
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2
	 8G,>  (A*2,M'  	 S h e r b i m i   n u k   e s h t e   I   l i r e . 	 				  									 	 	 	 	 	 	 	 S e r v i  o   n  o   d i s p o n  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ C O N T _ S E N D _ C N F _ P R E 	 B I P 	 U N L I M 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 WGr<h_
N
\e/ec&NNIc0RJ P E G <h_1YWe0	 VGr<h_
N[e/ecv^Nlbc0RJ P E G <h_1Y%0	 2#@I2#+1*D!H*1*8B"-8#L#1  A%02#A%D@G2#@I2#+1*  J P E G   %I!@+%'	 e l   r e c e p t o r   n o   s o p o r t a   e l   c i f r a d o ,   y   l a   c o n v e r s i  n   a   c i f r a d o   J P E G   f a l l  	 L  e n c o d a g e   n  e s t   p a s   s u p p o r t    p a r   l e   r  c e p t e u r ,   e t   l a   c o n v e r s i o n      l  e n c o d a g e   J P E G   a    c h o u  . 	 V e r s c h l  s s e l u n g   w i r d   v o m   E m p f  n g e r   n i c h t   u n t e r s t  t z t   u n d   K o n v e r s i o n   z u r   J P E G - V e r s c h l  s s e l u n g   i s t   f e h l g e s c h l a g e n . 	 :>48@>2:0  =5  ?>445@68205BAO  ?@85<=8:><.   @5>1@07>20BL  2  J P E G   =5  C40;>AL. 	 c o d i f i c a   n o n   s u p p o r t a t a   d a l   r i c e v i t o r e   e   c o n v e r s i o n e   i n   J P E G   f a l l i t a 	 'DE3*DE  :J1  E/9E	 c o d i f i c a   o   n  o   s u p o r t a d a   p e l o   d e s t i n a t  r i o   e   f a l h o u   c o n v e r s  o   p a r a   J P E G . 	 _i f r e l e m e   a l 1c 1  t a r a f 1n d a n   d e s t e k l e n m i y o r   v e   J P E G   _i f r e l e m e y e   d  n  _t  r m e   b a _a r 1s 1z . 	 i   p h n g   k h  n g   h   t r   c h     n h , v    c h u y n   n   c h     J P E G   t h t   b i 	 p e n g e n k o d e a n   t i d a k   d i d u k u n g   o l e h   p e n e r i m a ,   d a n   k o n v e r s i   k e   p e n g e n k o d e a n   J P E G   g a g a l . 	 p e n g e k o d a n   t i d a k   d i s o k o n g   o l e h   p e n e r i m a ,   d a n   m e u k a r   k e   p e n g e k o d a n   J P E G   g a g a l . 	 *	M	0	>	*	M	$		0	M	$	>	  &	M	5	>	0	>	  	(		K	!	?			  	>	  8	.	0	M	%	(	  (	9	@		,   	0	  J P E G   	(		K	!	?			  .	G		  ,	&	2	(	>	  	8	+	2	. 	 	 	 	 a   k  d o l  s t   a   f o g a d    f  l   n e m   t  m o g a t j a ,    s   a   J P E G - r e   k o n v e r t  l  s   s i k e r t e l e n   v o l t . 	 	 	 	 C o d e r e n   i s   n i e t   o n d e r s t e u n d   d o o r   d e   o n t v a n g e r   e n   c o n v e r t e r e n   n a a r   J P E G   i s   m i s l u k t . 	 	 	 c o d a r e a   n u   e s t e   a c c e p t a t   d e   d e s t i n a t a r ,   i a r   c o n v e r s i a   l a   c o d a r e   J P E G   n u   a   r e u _i t . 	 	 	       "       - J P G   	 	 	 1F/G  '2  1E20'1  ~4*('F  FE  F/  H  *(/D  (G  1E20'1  J P E G   F'EHAB  (H/. 	 	 	   						  							  						  			  		,   			  		. 		. 	. 		  							- 	  								  							 	 	 	 







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.  	       ,             . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 E n k o d e r i n g   w o r d   n i e   o n d e r s t e u n   d e u r   d i e   o n t v a n g e r   n i e ,   e n   o m s k a k e l i n g   n a   J P E G - e n k o d e r i n g   w a s   o n s u k s e s v o l . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 e n c o d i n g   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r ,   a n d   c o n v e r t   t o   J P E G   e n c o d i n g   f a i l e d . 	 	 	 D e s h i f r i m i   n u k   m b e s h t e t e t   n g a   m a r r e s i ,   d h e   k o n v e r t i m i   n e   J P E G   d e s h t o i . 	 								  						  							  							  			  			  J P E G   									  							  				  						 	 	 	 	 	 	 	 c o d i f i c a   o   n  o      s u p o r t a d a   p e l o   d e s t i n a t  r i o ,   e   f a l h o u   a   c o n v e r s  o   p a r a   c o d i f i c a   o   J P E G . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ C O N T _ S E N D _ C N F _ P O S T 	 B I P 	 U N L I M 	 C o n t i n u e   s e n d i n g   a n y w a y ? 	 C o n t i n u e   s e n d i n g   a n y w a y ? 	 /f&TN6q|~~P	 /f&TN6q~~S	 -"H2D#G32#*HH-? 	  C o n t i n u a r   e n v i a n d o   d e   t o d a s   f o r m a s ? 	 C o n t i n u e r   d  e n v o y e r   q u a n d   m  m e  ? 	 T r o t z d e m   s e n d e n ? 	 @>4>;68BL  >B?@02:C? 	 C o n t i n u a r e   a   m a n d a r e   u g u a l m e n t e ? 	 A4D  AJ  *1,E  'DJJ P E G . *3*E1  'D'13'D	 C o n t i n u a r   e n v i o ? 	 Y i n e   d e   g  n d e r i l m e y e   d e v a m   e d i l s i n   m i ? 	 T i p   t c   g i ? 	 T e t a p   k i r i m ? 	 T e r u s   m e n g h a n t a r   j u g a ? 	 -	G		(	>	  	>	0	@	  0		G		? 	 	 	 	 M  g i s   f o l y t a t j a   a   k  l d  s t ? 	 	 	 	 T o c h   d o o r g a a n   m e t   v e r z e n d e n ? 	 	 	 C o n t i n u a ci   e x p e d i e r e a ? 	 	 	       ? 	 	 	 ('  'F  -'D  '/'EG  E  /G/	 	 	     		  								  						  						  			? 	 	 	 	 




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? 	 /GL#8?  *M0>0G  * >,>  >2A0?,G?   	 V a z h d o   t e   d e r g o s h   g j i t h e s e s i ? 	 						  							  						  			  							  							? 	 	 	 	 	 	 	 	 C o n t i n u a r   e n v i a n d o   d e   q u a l q u e r   m a n e i r a ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ O U T _ O F _ M E M O R Y 	 B I P 	 P O P U P 	 M e m o r y   f u l l 	 M e m o r y   f u l l 	 QX[
N	 QX[
N	 +H'"'2!3+!	 S i n   m e m o r i a 	 P a s   a s s e z   d e   m  m o i r e 	 S p e i c h e r p l a t z   r e i c h t   n i c h t 	 54>AB0B>G=>  ?0<OB8	 M e m o r i a   e s a u r i t a 	 'D0'C1)  :J1  C'AJ)	 S e m   m e m  r i a 	 B e l l e k   d o l u   	 B   n h   k h  n g   	 M e m o r i   p e n u h 	 K e h a b i s a n   m e m o r i 	 .	G	.	0	@	  8	.	>	*	M	$		 	 	 	 E l f o g y o t t   a   m e m  r i a 	 	 	 	 G e e n   g e h e u g e n   m e e r 	 	 	 N u   m a i   e x i s t   m e m o r i e 	 	 	     	 	 	 -'A8G  EH,H/  F3*	 	 	 							  						 	 	 	 






  



	   	 I m e m o r i   i p h e l i l e 	 N g a p h a n d l e   k w e m e m o r i 	 K u m b u k u m b u   i m e i s h a 	 G e h e u e   o p g e b r u i k 	 N e u ~t e n k a   a t m i n t i e s 	 T r kk s t   a t m i Fa s 	 M  l u   p o l e   p i i s a v a l t 	 @kwxrxiuxvh  ba~aoav  yg	       	 N u   e x i s t   m e m o r i e   d i s p o n i b i l 	 .
F
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  
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	 .G.K0@  ,9?0M-B$  	 M e m o r j a   p l o t 	 							  							 	 	 	 	 	 	 	 M e m  r i a   c h e i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ Q U E S T I O N _ M A R K 	 B I P 	 U N L I M 	 Q u e s t i o n   m a r k 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ?   	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ^	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ R E Q _ T I M E O U T 	 B I P 	 P O P U P 	 R e q u e s t   T i m e o u t 	 R e q u e s t   t i m e o u t 	 ˊBl>Bf	 Ble	 3-@'%2+!	 V e n c i m i e n t o   t i e m p o   d e   s o l i c i t u d 	 R e q u  t e   e x p i r  e 	 A u s z e i t   a n f o r d e r n 	 @5<O  2K?>;=5=8O  70?@>A0  8AB5:;>	 T i m e o u t   r i c h i e s t a 	 HB*  'D7D(  E*,'H2)	 P e d i d o   e x p i r o u 	 0s t e k   z a m a n   a _1m 1n a   u r a d 1  	 T h n h   c u   v t   q u    t h i   h n 	 W a k t u   p e r m i n t a a n   h a b i s 	 M e m i n t a   m a s a   t a m a t 	 	(	A	0	K	'	  	5	'	?	  8	.	>	*	M	$		 	 	 	 K  r  s   i d Qt  l l  p  s e 	 	 	 	 T i m e o u t   v e r z o c h t 	 	 	 T i m p u l   p e n t r u   s o l i c i t a r e   a   e x p i r a t 	 	 	   	 	 	 HBAG  /1.H'3*	 	 	   								  			  				 	 	 	 





  


  





	     	 I s i c e l o   s i p h e l e l w e   i s i k h a t h i 	 I x e s h a   l e s i c e l o   l i p h e l e l w e 	 M u d a   w a   o m b o   u m e i s h a 	 V e r s o e k   t y d o p s k o r t i n g 	 S k i r t o j o   l a i k o   u ~k l a u s a 	 P i e p r a s +j u m a   t a i m a u t s 	 P  r i n g u   a j a l  p p 	 @atav  jatavaok  }za|xt	   	 T i m p u l   p e n t r u   s o l i c i t a r e   a   e x p i r a t 	 
-
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
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	 8._,9?0M-B$  (A0K'  0(M$A	 R e q u e s t   t i m e o u t 	 						  			  						 	 	 	 	 	 	 	 T e m p o   e s g o t a d o   d a   s o l i c i t a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ W A R N I N G 	 B I P 	 U N L I M 	 W a r n i n g 	 [ W a r n i n g ] 	 [ fJT] 	 [ fJT] 	 [ 3@7-] 	 [ A d v e r t e n c i a ] 	 [ A t t e n t i o n ] 	 [ W a r n u n g ] 	 [ @54C?@5645=85] 	 [ A v v i s o ] 	 *-0J1	 [ A v i s o ] 	 [ U y a r 1] 	 [ C h     ] 	 [ P e r i n g a t a n ] 	 [ A m a r a n ] 	 [ 	G	$	>	5	(	@	] 	 	 	 	 [ F i g y e l m e z t e t  s ] 	 	 	 	 [ W a a r s c h u w i n g ] 	 	 	 [ A t e n ci e ] 	 	 	 [ ] 	 	 	 [ G4/'1] 	 	 	   [ 								] 	 	 	 	 [   





  ] 	 [ ] 	 [ I s i x w a y i s o ] 	 [ I s i l u m k i s o ] 	 [ O n y o ] 	 [ W a a r s k u w i n g ] 	 [ P e r s p j i m a s ] 	 [ B r +d i n j u m s ] 	 [ H o i a t u s ] 	 [ Famarcxwaxt] 	 [ ] 	 [ A v e r t i s m e n t ] 	 [ .
A
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] 	 [ G$>,(@]   	 [ W a r n i n g ] 	 [ 						] 	 	 	 	 	 	 	 	 [ A v i s o ] 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ B A D _ R E Q U E S T 	 B I P 	 P O P U P 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 /vˊBl	 vBl	 3-D!H5	 S o l i c i t u d   e r r  n e a 	 M a u v a i s e   r e q u  t e 	 F e h l e r h a f t e   A n f r a g e 	 ;>E>9  70?@>A	 R i c h i e s t a   e r r a t a 	 'D7D(  .7#	 P e d i d o   i r r e g u l a r 	 Y a n l 1_  t a l e p 	 T h n h   c u   l i 	 P e r m i n t a a n   s a l a h 	 P e r m i n t a a n   t i d a k   s a h 	 $	M	0	A		?	/	A		M	$	  	(	A	0	K	'		 	 	 	 H e l y t e l e n   k  r  s 	 	 	 	 S l e c h t   v e r z o e k 	 	 	 S o l i c i t a r e   i n c o r e c t 	 	 	     	 	 	 /1.H'3*  (/	 	 	 					  							 	 	 	 	 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 S w a k     v e r s o e k 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 B a d   r e q u e s t 	 
-
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	 0>*  (A0K'  	 K e r k e s e   e   k e q e 	 							  							 	 	 	 	 	 	 	 S o l i c i t a   o   r u i m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ U N A U T H O R I Z E D 	 B I P 	 P O P U P 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 *gc
k	 *gcCg	 D!HDI#1-8
2	 N o   a u t o r i z a d o 	 N o n   a u t o r i s  	 N i c h t   a u t o r i s i e r t 	 5A0=:F8>=8@>20==K9	 N o n   a u t o r i z z a t a 	 DE  (*E  'D*H+JB	 N  o   a u t o r i z a d o 	 D o r u l a n m a d 1	 C h a   c   t h   q u y n 	 T i d a k   s a h 	 T i d a k   d i s a h k a n 	 	(	'	?		C	$		 	 	 	 E n g e d  l y   n  l k  l i 	 	 	 	 N i e t   g e o o r l o o f d 	 	 	 N e a u t o r i z a t 	 	 	   	 	 	 :1  E,'2	 	 	   								  			 	 	 	 	 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 O n g e m a g t i g d 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 U n a u t h o r i z e d 	 
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	 (>'?C$  	 P a a u t o r i z u a r 	 									 	 	 	 	 	 	 	 N  o   a u t o r i z a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ M E T H O D _ N O T _ A L L O W E D 	 B I P 	 P O P U P 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 
NAQ1	 
NAQ	 D!H-8
2	 N o   p e r m i t i d o 	 I n t e r d i t 	 N i c h t   z u g e l a s s e n 	 5@07@5H5==K9	 N o n   c o n c e s s a 	 :J1  E3EH-	 N  o   p e r m i t i d o 	 0z i n   v e r i l m i y o r 	 K h  n g   c h o   p h  p 	 T i d a k   d i b o l e h k a n 	 T i d a k   d i b e n a r k a n 	 	(	A	.	$	?	  (	9	@			 	 	 	 N e m   e n g e d  l y e z e t t 	 	 	 	 N i e t   t o e g e s t a a n 	 	 	 N e p e r m i s 	 	 	   	 	 	 E,'2  F3*	 	 	   								  			 	 	 	 	 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 N i e   t o e g e l a a t   n i e 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 N o t   a l l o w e d 	 
(
A
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.
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2
	 (A.K&?$  (A9G	 N u k   l e j o h e t 	 						  				 	 	 	 	 	 	 	 N  o   p e r m i t i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ N O T _ A C C E P T A B L E 	 B I P 	 P O P U P 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 
NScS	 
NScS	 D!H"-!#1	 N o   a c e p t a b l e 	 P a s   a c c e p t a b l e 	 N i c h t   a k z e p t a b e l 	 5?@85<;5<K9	 N o n   a c c e t t a b i l e 	 :J1  EB(HD	 N  o   a c e i t  v e l 	 K a b u l   e d i l m i y o r 	 K h  n g   t h   t i p   n h n 	 T i d a k   d a p a t   d i t e r i m a 	 T i d a k   d i b o l e h k a n 	 	8	M	5	@		>	0	M	/		 	 	 	 N e m   e l f o g a d h a t  	 	 	 	 N i e t   a c c e p t a b e l 	 	 	 N e a c c e p t a b i l 	 	 	   	 	 	 B'(D  B(HD  F3*	 	 	   												  			 	 	 	 	 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 N i e   a a n v a a r b a a r   n i e 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 N o t   a c c e p t i b l e 	 8
M
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	 M09#@_  (A9G	 N u k   p r a n o h e t 	 										  				 	 	 	 	 	 	 	 N  o   a c e i t  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ U N S U P P O R T _ M E D I A _ T Y P E 	 B I P 	 P O P U P 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 
N/ecvZԚ^W	 
N/ecvZSO{|W	 
4*7H-5HD!H#-#1	 T i p o   d e   m e d i o   n o   s o p o r t a d o 	 T y p e   d e   m  d i a   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   M e d i e n t y p 	 "8?  =>A8B5;O  =5  ?>445@68205BAO. 	 T i p o   d i   m e d i a   n o n   s u p p o r t a t o 	 FH9  :J1  E/9E	 T i p o   d e   m  d i a   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   o r t a m   t  r  	 K h  n g   h   t r   l o i   h  n h   p h n g   t i n 	 J e n i s   m e d i a   t i d a k   d i d u k u n g 	 J e n i s   m e d i a   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  .	@	!	?	/	>	  *	M	0		>	0		 	 	 	 N e m   t  m o g a t o t t   m  d i a   t  p u s 	 	 	 	 M e d i a t y p e   n i e t   o n d e r s t e u n d 	 	 	 T i p   d e   m e d i a   n e a c c e p t a t 	 	 	       	 	 	 FH9  13'FG  ~4*('F  FE  4H/	 	 	   								  							  				 	 	 	 	 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 O n o n d e r s t e u n d e   m e d i a t i p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 U n s u p p o r t e d   m e d i a   t y p e 	 .
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	 8.0M%?$  .G!?  *M0>0  	 L l o j   I   m e d i a s   I   p a m b e s h t e t u r 	 								  						  							 	 	 	 	 	 	 	 T i p o   d e   m  d i a   n  o   a c e i t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ I N T E R N A L _ S E R V E R _ E R R 	 B I P 	 P O P U P 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 :O
ghVgQ/	 
gRhVQ	 @4#L@'-#L4%2 2"C	 E r r o r   i n t e r n o   d e l   s e r v i d o r 	 E r r e u r   d e   s e r v e u r   i n t e r n e 	 I n t e r n e r   S e r v e r f e h l e r 	 =CB@5==OO  >H81:0  A5@25@0	 E r r o r e   i n t e r n o   d e l   s e r v e r 	 .7#  AJ  /'.D  'DE9/'*  'D./E)	 E r r o   i n t e r n o   d o   s e r v i d o r 	 D a h i l i   s u n u c u   h a t a s 1	 N i   b   m  y   p h c   v   l i 	 K e s a l a h a n   p a d a   s e r v e r   i n t e r n a l 	 R a l a t   d a l a m a n   p e l a y a n 	 8	0	M	5	0	  	@	  		$	?	0	?		  	0	>	,	@	  	 	 	 	 B e l s Q  k i s z o l g  l  h i b a 	 	 	 	 I n t e r n e   f o u t   v a n   s e r v e r 	 	 	 E r o a r e   i n t e r n   l a   s e r v e r 	 	 	     	 	 	 .7'  /'.D  31H1	 	 	   									  										  							 	 	 	 	 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 B e d i e n e r   i n t e r n e   f o u t 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 S e r v e r   i n t e r n a l   e r r o r 	 8
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 	 80M-0M  -M_(M$0@#  $M0A?  	 G a b i m   I   b r e n d s h e m   I   n y j e s 	 							  										  							 	 	 	 	 	 	 	 E r r o   d e   s e r v i d o r   i n t e r n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ X M L _ P A R S E _ F A I L E D 	 B I P 	 P O P U P 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 ㉐gX M L 1YWe	 ㉐gX M L 1Y%	 %I!@+%'C2##02"  X M L 	 N o   s e   p u d o   a n a l i z a r   X M L 	 E c h e c   d  a n a l y s e   X M L 	 X M L   k o n n t e   n i c h t   g e p a r s t   w e r d e n 	 5  C40;>AL  ?@>0=0;878@>20BL  X M L 	 A n a l i s i   X M L   f a l l i t a 	 A4D  AJ  *-DJDX M L 	 A n  l i s e   X M L   f a l h o u 	 X M L ' d e   i m l a   h a t a l a r 1  i n c e l e n e m i y o r   	 P h  n   t  c h   X M L   t h t   b i 	 G a g a l   m e l a k u k a n   p a r s i n g   X M L 	 G a g a l   u n t u k   m e n g h u r a i k a n   X M L 	 X M L 	@	  5	M	/	>		M	/	>	  	0	(	G	  .	G		  (	>		>	.		 	 	 	 A z   X M L   e l e m z  s e   s i k e r t e l e n 	 	 	 	 K a n   X M L   n i e t   p a r s e n 	 	 	 A n a l i z a r e   X M L   n e r e u _i t 	 	 	   X M L   	 	 	 *,2G  X M L   F'EHAB  (H/	 	 	   						. 		  					  				  							 	 	 	 	 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 K o n   n i e   X M L   o n t l e e d   n i e 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 F a i l e d   t o   p a r s e   X M L 	 X M L   *
>
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 	 X M L   *M0G  0?,>0G  ,?+3  9G2>	 D e s h t o i   t e   a n a l i z o j e   X M L 	 X M L   								  				  					 	 	 	 	 	 	 	 F a l h o u   e m   a n a l i s a r   X M L 	 	 	 	 	 	 	 	 X M L   e z i n   i z a n   d a   b i h u r t u 	 H i n d i   t a g u m p a y   a n g   p a g - p a r s e   n g   X M L 	 F a l l o   a o   a n a l i z a r   X M L 	 O k w e g h   e z i p   X M L 	 T h e i p   a r   a n   X M L   a   p h a r s  i l 
 
 S T R _ B I P _ F S Q U O T A _ F U L L 	 B I P 	 P O P U P 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 |q}gQX[
N	 |~QX[
N	 +H'"'2!3#0D!H@5"-	 N o   h a y   s u f i c i e n t e   m e m o r i a   d e l   s i s t e m a 	 M  m o i r e   d u   s y s t  m e   i n s u f f i s a n t e 	 S y s t e m s p e i c h e r   r e i c h t   n i c h t 	 5  4>AB0B>G=>  A8AB5<=>9  ?0<OB8	 M e m o r i a   d e l   s i s t e m a   i n s u f f i c i e n t e 	 0'C1)  'DF8'E  :J1  C'AJ)	 M e m  r i a   d e   s i s t e m a   i n s u f i c i e n t e 	 S i s t e m   h a f 1z a s 1  y e t e r l i   d e i l 	 B   n h   h   t h n g   k h  n g   	 M e m o r i   s i s t e m   t i d a k   c u k u p 	 I n g a t a n   s i s t e m   t i d a k   m e n c u k u p i 	 	*	0	M	/	>	*	M	$	  8	?	8	M		.	  .	G	.	K	0	@		 	 	 	 N i n c s   e l  g   r e n d s z e r m e m  r i a 	 	 	 	 N i e t   g e n o e g   s y s t e e m g e h e u g e n 	 	 	 M e m o r i e   d e   s i s t e m   i n s u f i c i e n t 	 	 	       	 	 	 -'A8G  33*E  'A  F3*	 	 	   						  								  					  				 	 	 	 	 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N i e   g e n o e g   s t e l s e l g e h e u e 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 N o t   e n o u g h   s y s t e m   m e m o r y 	 5
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	 *0M/M_>*M$  8?7M.  .G.K0@  (>9?	 S i s t e m i   n u k   k a   m e m o r j e   t e   m j a f t u e s h m e 	 									  							  							 	 	 	 	 	 	 	 M e m  r i a   d o   s i s t e m a   i n s u f i c i e n t e 	 	 	 	 	 	 	 	 S i s t e m a k   e z   d a u k a   m e m o r i a   n a h i k o r i k 	 H i n d i   s a p a t   a n g   m e m o r y a   n g   s i s t e m a 	 N o n   s u f i c i e n t e   m e m o r i a   d e   s i s t e m a 	 S i s t e m   m e m o r i   e z u g h i 	 N  l   g o   l e o r   c u i m h n e   a n n   s a   c h  r a s 
 
 S T R _ B I P _ R E C E I V E D 	 B I P 	 C 1 5 4 _ 1 	 r e c e i v e d 	 r e c e i v e d 	 ]c6e	 ]c6e	 DI#1	 r e c i b i d o 	 r e  u 	 e m p f a n g e n 	 ?>;CG5=>	 R i c e v u t o 	 EB(D	 r e c e b i d o 	 A l 1n d 1  	    n h n 	 d i t e r i m a 	 d i t e r i m a 	 *	M	0	>	*	M	$	  	?	/	>		 	 	 	 f o g a d v a 	 	 	 	 o n t v a n g e n 	 	 	 p r i m i t 	 	 	 	 	 	 /1'A*  4/	 	 	   								 	 	 	 	 	 r e c e i v e d 	 r e c e i v e d 	 r e c e i v e d 	 o n t v a n g 	 r e c e i v e d 	 r e c e i v e d 	 r e c e i v e d 	 r e c e i v e d 	 r e c e i v e d 	 r e c e i v e d 	 8
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	 M09#  9K?	 m a r r e 	 							  						 	 	 	 	 	 	 	 r e c e b i d o 	 	 	 	 	 	 	 	 j a s o t a 	 n a t a n g g a p 	 r e c i b i d o 	 N a t a r a 	 f a i g h t e 
 
 S T R _ B I P _ C O M M A _ M A R K 	 B I P 	 C 1 5 4 _ 1 	 c o m m a   m a r k 	 ,   	 	 	 ,   	 ,   	 ,   	 ,   	 , 	 , 	 , 	 , 	 , 	 , 	 ,   	 , 	 ,   	 	 	 	 , 	 	 	 	 , 	 	 	 ,   	 	 	 , 	 	 	 	 	 	 ,   	 	 	 	 	 	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 ,   	 	 	 ,   	 ,   	 	 	 	 	 	 	 	 ,   	 	 	 	 	 	 	 	 , 	 ,   	 ,   	 R k m 	 ,   
 
 S T R _ B I P _ R E C E I V E _ F A I L E D 	 B I P 	 C 1 5 4 _ 1 	 u n f i n i s h e d 	 u n f i n i s h e d   	 *g[b	 *g[b	 D!H@*#G	 s i n   f i n a l i z a r   	 n o n   f i n i   	 n i c h t   f e r t i g g e s t e l l t   	 =57025@H5=>	 i n c o m p l e t o 	 DE  J*E	 i n c o m p l e t o 	 B i t m e d i 	 C h a   h o  n   t h  n h 	 b e l u m   s e l e s a i 	 t i d a k   d i h a b i s k a n 	 	'	B	0	>		 	 	 	 b e f e j e z e t l e n 	 	 	 	 o n v o l t o o i d 	 	 	 n e t e r m i n a t 	 	 	   	 	 	 *E'E  F4/G  '3*	 	 	 								 	 	 	 	 	 u n f i n i s h e d   	 u n f i n i s h e d   	 u n f i n i s h e d   	 o n v o l t o o i d   	 u n f i n i s h e d   	 u n f i n i s h e d   	 u n f i n i s h e d   	 u n f i n i s h e d   	 u n f i n i s h e d   	 u n f i n i s h e d   	 
*
B
0
M

 #

	 8.>*M$  	 p a m b a r u a r 	 										 	 	 	 	 	 	 	 n  o   t e r m i n a d o 	 	 	 	 	 	 	 	 b u k a t u   g a b e a 	 h i n d i   t a p o s   	 N o n   r e m a t a d o   	 E m e c h a b e g h i 	 n e a m h c h r  o c h n a i t h e   
 
 S T R _ B I P _ C O N T _ S E N D _ C N F _ N O T _ S U P P O R T 	 B I P 	 U N L I M 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 
\e
N/ecPjHh<h_0	 [e
N/ecُ*NeN<h_0	 #9AD%L5ID!H#-#1B"@#7H-#1	 E s t e   f o r m a t o   d e   a r c h i v o   n o   e s   s o p o r t a d o   p o r   e l   r e c e p t o r   	 C e   f o r m a t   d e   f i c h i e r   n ' e s t   p a s   s u p p o r t    p a r   l e   d e s t i n a t a i r e . 	 D i e s e s   D a t e i f o r m a t   w i r d   v o m   E m p f  n g e r   n i c h t   u n t e r s t  t z t . 	 -B>B  D>@<0B  D09;>2  =5  ?>445@68205BAO  ?>;CG0B5;5<. 	 Q u e s t o   f o r m a t o   d i   f i l e   n o n      s u p p o r t a t o   d a l   d e s t i n a t a r i o   . 	 *F3JB  G0'  'DEDA  :J1  E/9HE  D/I  'DE13D  %DJG. 	 E s t e   f o r m a t o   d e   f i c h e i r o   n  o      s u p o r t a d o   p e l o   d e s t i n a t  r i o . 	 D o s y a   t i p i   a l 1c 1  t a r a f 1n d a n   d e s t e k l e n m i y o r 	 i   p h n g   k h  n g   h   t r   c h     t p   n  y 	 F o r m a t   f i l e   i n i   t i d a k   d i d u k u n g   o l e h   p e n e r i m a . 	 F o r m a t   f a i l   i n i   t i d a k   d i s o k o n g   o l e h   p e n e r i m a . 	 *	M	0	>	*	M	$		0	M	$	>	  	G	  *	>	8	  /	9	  +	>		2	  +	I	0	M	.	G		  8	A	5	?	'	>	  (	9	@			 	 	 	 A   v e v Q  n e m   t  m o g a t j a   e z t   a   f  j l f o r m  t u m o t . 	 	 	 	 D e z e   b e s t a n d s i n d e l i n g   w o r d t   d o o r   d e   o n t v a n g e r   n i e t   o n d e r s t e u n d 	 	 	 A c e s t   f o r m a t   d e   f i _i e r   n u   e s t e   a c c e p t a t   d e   r e c e p t o r . 	 	 	           "   	 	 	 1F/G  '2  'F  A1E*  A'D  ~4*('F  FE  F/. 	 	 	 								  				  		  				  							  						  						  	 	 	 	 	 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 H i e r d i e   l  e r f o r m a a t   w o r d   n i e   o n d e r s t e u n   d e u r   d i e   o n t v a n g e r   n i e . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 T h i s   f i l e   f o r m a t   i s   n o t   s u p p o r t e d   b y   t h e   r e c e i v e r . 	 +
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	 9?  +>2  +0M.>M  K?  0?8?-0M  &M5>0>  8.0M%?$  (A9G	 K y   f o r m a t   I   d o k u m e n t i t   n u k   m b e s h t e t e t   n g a   m a r r e s i . 	 								  						  				  					  							  				 	 	 	 	 	 	 	 E s t e   f o r m a t o   d o   a r q u i v o   n  o      s u p o r t a d o   p e l o   d e s t i n a t  r i o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ N O _ F I L E S _ R E C E I V E D 	 B I P 	 P O P U P 	 N o   f i l e s   r e c e i v e d 	 N o   f i l e s   r e c e i v e d   	 l	gc6e0RjHh	 l	gc6e0ReN	 D!HDI#1D%L	 N o   s e   r e c i b i e r o n   a r c h i v o s 	 A u c u n   f i c h i e r   r e  u 	 K e i n e   D a t e i e n   e r h a l t e n 	 $09;K  =5  ?>;CG5=K. 	 N e s s u n   f i l e   r i c e v u t o 	 D'  *H,/  EDA'*  E3*DE)	 N e n h u m   f i c h e i r o   r e c e b i d o 	 D o s y a   a l 1n m a d 1	 C h a   n h n   c   t p 	 T i d a k   a d a   f i l e   y a n g   d i t e r i m a 	 F a i l   t i d a k   d i t e r i m a 	 	K		  +	>		2	  (	9	@		  .	?	2	@		 	 	 	 N i n c s   f o g a d o t t   f  j l 	 	 	 	 G e e n   b e s t a n d e n   o n t v a n g e n 	 	 	 N i c i u n   f i _i e r   p r i m i t 	 	 	       	 	 	 GJ  ~1HF/G  'I  /1J'A*  F4/  	 	 	 				  				  					  			  					 	 	 	 	 	 	 	 	 G e e n   l  e r s   o n t v a n g   	 	 	 	 	 	 	 	 	 A s n j e   d o s j e   n u k   u   g j e t 	 				  				  							  			  				 	 	 	 	 	 	 	 N e n h u m   a r q u i v o   r e c e b i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B I P _ S H A R E D F O L D E R _ G O N E 	 B I P 	 P O P U P 	 S h a r e d   f o l d e r   n o t   f o u n d 	 S h a r e d   f o l d e r   n o t   f o u n d   	 RNvl~b0R	 qQNvU_l~b0R	 D!HA
#LB%@-#L	 L a   c a r p e t a   c o m p a r t i d a   n o   s e   e n c o n t r    	 D o s s i e r   p a r t a g    p a s   t r o u v  	 F r e i g e g e b e n e r   O r d n e r   n i c h t   g e f u n d e n 	 1I0O  ?0?:0  =5  =0945=0	 C a r t e l l a   c o n d i v i s a   n o n   t r o v a t a 	 D'  *H,/  -'A8)  E4*1C)	 P a s t a   p a r t i l h a d a   n  o   e n c o n t r a d a 	 P a y l a _1l a n   k l a s  r   b u l u n a m a d 1	 C h a   t  m   t h y   t h   m c   c n g   h n g 	 F o l d e r   b e r s a m a   t i d a k   d i t e m u k a n 	 F o l d e r   d i k o n g s i   t i d a k   d i j u m p a i 	 8	>		>	  	?	/	>	  +	K	2	M	!	0	  (	9	@		  .	?	2	>		 	 	 	 A   m e g o s z t o t t   m a p p a   n e m   t a l  l h a t  	 	 	 	 G e d e e l d e   m a p   n i e t   g e v o n d e n 	 	 	 F o l d e r   p a r t a j a t   n e g s i t 	 	 	         	 	 	 ~1HF/G  '4*1'CI  ~J/'  F4/  	 	 	 						  								  					  					. 	 	 	 	 	 	 	 	 	 G e d e e l d e   l  e r g i d s   n i e   g e v i n d   n i e 	 	 	 	 	 	 	 	 	 A s n j e   d o s j e   n u k   u   g j e t 	 			- 				  			  	' 					  				  		' 		 	 	 	 	 	 	 	 P a s t a   c o m p a r t i l h a d a   n  o   e n c o n t r a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 M E A _ S T R _ I D _ T E M P L A T E S _ F O L D E R _ L I S T 	 U n d e f i n e d 	 T I T L E 	 M M S   T e m p l a t e s   f o l d e r   n a m e 	 M M S   t e m p l a t e s 	 YZԚ
o`{,g	 i_O!jg	 A!HA  M M S 	 P l a n t i l l a s   M M S   	 M o d  l e s   M M S 	 M M S - S c h a b l o n e n 	 (01;>=K  M M S 	 M o d e l l i   M M S 	 FE'0,  'D13'D)  'DH3'&7	 M o d e l o s   M M S 	 M M S   _a b l o n l a r 1  	 M u   M M S 	 T e m p l a t e   M M S 	 T e m p l a t   M M S 	 M M S   	H	.	M	*	2	G		M	8		 	 	 	 M M S   s a b l o n o k 	 	 	 	 M M S - s j a b l o n e n 	 	 	 ^a b l o a n e   M M S 	 	 	   M M S 	 	 	 'DHG'  M M S 	 	 	   		. 		. 		  													 	 	 	 M M S   










	     	 A m a t h e m p u l e t h i   e - M M S 	 I z i k h o k e l o   z e M M S 	 T e m p l e t i   z a   M M S 	 M M S - v o r m b r i e w e 	 M M S   aa b l o n a i 	 M M S   v e i d n e s 	 M M S - i   m a l l i d 	 M M S   qavtxwve	 M M S   	 ^a b l o a n e   M M S 	 M M S   
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 M E A _ S T R _ I D _ D E F A U L T _ T E M P L A T E S 	 U n d e f i n e d 	 I C O N T E X T 	 D e f a u l t   t e m p l a t e s 	 D e f a u l t 	 -<P	 ؞<P	 H2@#4H!I	 P r e d e t e r m i n a d o 	 D  f a u t 	 S t a n d a r d 	 >  C<>;G0=8N	 P r e d e f i n i t o 	 6(7  E3(B	 P r e d e f i n i   o 	 V a r s a y 1l a n   	 C h     m c   n h 	 D e f a u l t 	 D e f a u l t 	 !	?	+	>	2	M			 	 	 	 A l a p  r t e l m e z e t t 	 	 	 	 S t a n d a a r d 	 	 	 I m p l i c i t e 	 	 	   	 	 	 ~4  A16	 	 	 															 	 	 	 







	 	 I d i f o l t h i 	 S i l e l a 	 M s i n g i 	 V e r s t e k 	 N u m a t y t a s i s 	 P c   n o k l u s j u m a 	 V a i k i m i s i 	 <|eluauv	     	 I m p l i c i t 	 !
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 M E A _ S T R _ I D _ U S E R _ T E M P L A T E S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 U s e r   D e f i n e d   t e m p l a t e s 	 U s e r   d e f i n e d 	 O(u	 (u7bꁚ[IN	 9IC
I3+	 D e f i n i d o   p o r   e l   u s u a r i o 	 D  f i n i   p a r   l ' u t i l i s a t e u r 	 B e n u t z e r d e f i n i e r t 	 >;L7>20B5;LA:85	 D e f i n i t o   d a l l ' u t e n t e 	 *91JA  E3*./E	 D e f i n i d a   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a n 1m l a n d 1  	 N g i   s   d n g   c  i   t 	 D i t e n t u k a n   p e n g g u n a 	 D i t e n t u k a n   p e n g g u n a 	 /	B		<	0	  *	0	?	-	>	7	?	$		 	 	 	 F e l h a s z n  l     l t a l   m e g a d o t t 	 	 	 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 	 	 D e f i n i t e   d e   u t i l i z a t o r 	 	 	   "   	 	 	 *91A  4/G  *H37  '1(1	 	   	 																	  										 	 	 	 










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	   	 U m s e b e n z i s i   u c h a z i w e 	 U m s e b e n z i s i   u c h a z i w e 	 I l i o a i n i s h w a   n a   m t u m i a j i 	 D e u r   g e b r u i k e r   b e p a a l 	 N u s t a t y t a   n a u d o t o j o   	 L i e t o t j a   n o t e i k t s 	 K a s u t a j a   m   r a t u d 	 Uc~xrk  oxrtk  xxw~an	   	 D e f i n i t   d e   u t i l i z a t o r 	 /
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 M E A _ S T R _ I D _ F A I L E D _ S A V E _ A S _ T E M P L A T E 	 U n d e f i n e d 	 P O P U P 	 F a i l e d   t o   S a v e   T e m p l a t e s ! 	 F a i l e d   t o   s a v e   t e m p l a t e 	 2QX[p{,g1YWe	 OX[:N!jg1Y%	 %I!@+%'C2#1@GA!HA	 N o   s e   p u d o   g u a r d a r   l a   p l a n t i l l a 	 E c h e c   d ' e n r e g i s t r e m e n t   d u   m o d  l e 	 S c h a b l o n e   k o n n t e   n i c h t   g e s p e i c h e r t   w e r d e n 	 5  C40;>AL  A>E@0=8BL  H01;>=	 S a l v a t a g g i o   m o d e l l o   f a l l i t o 	 A4D  AJ  -A8  (FEH0,	 F a l h a   a   g u a r d a r   m o d e l o 	 ^a b l o n   k a y d e d i l e m e d i   	 L u   v  o   m u   t h t   b i 	 G a g a l   m e n y i m p a n   t e m p l a t e 	 G a g a l   m e y i m p a n   t e m p l a t 	 	H	.	M	*	2	G		  8	G	5	  	0	(	G	  .	G		  	8	+	2		 	 	 	 A   s a b l o n   m e n t  s e   s i k e r t e l e n 	 	 	 	 K a n   s j a b l o o n   n i e t   o p s l a a n 	 	 	 S a l v a r e a   _a b l o n u l u i   n u   a   r e u _i t 	 	 	     	 	 	 0.1G  'DH  F'EHAB  (H/	 	 	   								  							  				  							 	 	 	 










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  	     	 K u h l u l e k i l e   u k u g c i n a   i t h e m p u l e t h i 	 I p h a n z i l e   u k u g c i n a   i s i k h o k e l o 	 I m e s h i n d w a   k u h i f a d h i   t e m p l e t i 	 H e t   n i e   v o r m b r i e f   g e b e r g   n i e 	 N e p a v y k o   /r a ay t i   aa b l o n o 	 N e i z d e v s   s a g l a b t   v e i d n i 	 M a l l i   s a l v e s t a m i n e   n u r j u s 	 Aavtxwk  zapzavxth  qamxr~e	       	 S a l v a r e a   _a b l o n u l u i   n u   a   r e u _i t 	 
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 
 M E A _ S T R _ I D _ M E S S A G E _ I S _ I N _ U S E 	 U n d e f i n e d 	 P O P U P 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 dk
o`ck(WO(u-N	 dko`ck(WO(u-N	 I-'2!3%1C
I-"9H	 E l   m e n s a j e   e s t    e n   u s u o 	 L e   m e s s a g e   e s t   e n   t r a i n   d   t r e   u t i l i s  	 D i e   M i t t e i l u n g   w i r d   v e r w e n d e t 	 -B>  A>>1I5=85  8A?>;L7C5BAO	 I l   m e s s a g g i o      i n   u s o 	 ,'1M  '3*./'E  'D13'D)	 M e n s a g e m   e m   u s o 	 M e s a j   k u l l a n 1m d a 	 T i n   n h n   a n g   d  n g 	 P e s a n   s e d a n g   d i g u n a k a n 	 M e s e j   s e d a n g   d i g u n a 	 8		&	G	6	  		*	/	K		  .	G		  9	H		 	 	 	 A z    z e n e t   h a s z n  l a t b a n   v a n 	 	 	 	 H e t   b e r i c h t   i s   i n   g e b r u i k 	 	 	 M e s a j u l   e s t e    n   u z 	 	 	   	 	 	 ~'E  EH1/  '3*A'/G  '3*	 	 	   						  							  			  						 	 	 	 	 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 D i e   b o o d s k a p   i s   i n   g e b r u i k 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 T h e   m e s s a g e   i s   i n   u s e 	 8
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 
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4D%LD!H*1*8  A 2 D P 	 T i p o   d e   a r c h i v o   n o   s o p o r t a d o   A 2 D P 	 C e   t y p e   d e   f i c h i e r   n e   s u p p o r t e   p a s   A 2 D P 	 D a t e i t y p   u n t e r s t  t z t   k e i n   A 2 D P 	 "8?  D09;0  =5  ?>445@68205BAO  A 2 D P 	 T i p o   f i l e   n o n   s u p p o r t a   A 2 D P 	 FH9  'DEDA  D'  J/9E  A 2 D P 	 T i p o   d e   f i c h e i r o   n  o   s u p o r t a   A 2 D P 	 D o s y a   t  r    d e s t e k l e n m i y o r   A 2 D P   	 C h     t p   k h  n g   h   t r   A 2 D P 	 J e n i s   f i l e   t i d a k   m e n d u k u n g   A 2 D P 	 J e n i s   f a i l   t i d a k   m e n y o k o n g   A 2 D P 	 +	>		2	  *	M	0		>	0	  A 2 D P   	>	  8	.	0	M	%	(	  (	9	@		  	0	$	>		 	 	 	 A   f  j l t  p u s   n e m   t  m o g a t j a   a z   A 2 D P - t 	 	 	 	 B e s t a n d s t y p e   o n d e r s t e u n t   A 2 D P   n i e t 	 	 	 T i p u l   f i _i e r u l u i   n u   e s t e   a c c e p t a t   d e   A 2 D P 	 	 	   .       - A 2 D P 	 	 	 FH9  A'D  '2  A 2 D P   ~4*('F  FE  F/	 	 	   						  			  						  						  			  			 	 	 	 





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	       A 2 D P 	 U h l o b o   l w e f a y e l a   a l u s a p h o t h i   i - A 2 D P 	 U h l o b o   l w e f a y l e   a l u x h a s w a n g a   y i - A 2 D P 	 A i n a   y a   f a i l i   h a i k u b a l i w i   n a   A 2 D P 	 L  e r t i p e   o n d e r s t e u n   n i e   A 2 D P   n i e 	 F a i l o   t i p a s   n e p a l a i k o   A 2 D P 	 F a i l a   v e i d s   n e a t b a l s t a   A 2 D P 	 F a i l i t   p   e i   t o e t a   A 2 D P 	 Vaulk  e}aoh  pataerelk  yg  A 2 D P   pe	           A 2 D P -   	 T i p u l   f i _i e r u l u i   n u   e s t e   a c c e p t a t   d e   A 2 D P 	 +
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 
 S T R _ T H E M E S _ E N T E R _ A D R _ G O T O 	 T H E M E 	 I C O N T E X T 	 T H E M E 	 G o   t o   U R L 	 MR_	 MR_	 D5H  U R L 	 I r   a   U R L 	 A l l e r      l ' U R L 	 Z u r   U R L   g e h e n 	 B:@KBL  U R L 	 V a i   a   U R L 	 0G'(  'DJ	 I r   P a r a   U R L 	 U R L ' y e   g i t 	 V  o 	 K u n j u n g i   U R L 	 P e r g i   k e   U R L 	 U R L   *	0	  	>				 	 	 	 T o v  b b   a z   U R L   c  m h e z 	 	 	 	 G a   n a a r   U R L 	 	 	 M e r g e ci   l a   U R L 	 	 	   - U R L 	 	 	 (1H  (G  U R L 	 	 	   		. 		. 		- 	  				 	 	 	 U R L   

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	       	 Y i y a   k w i - U R L 	 Y i y a   k w i - U R L 	 N e n d a   k w a   U R L 	 G a a n   n a   U R L 	 E i t i   /  U R L 	 D o t i e s   u z   U R L 	 A v a   U R L 	 1vvel  dezk  U R L 	   U R L _ 	 M e r g e ci   l a   U R L 	 U R L - 2
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 
 S T R _ E M A I L _ D R M _ F I L E _ I G N O R E _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h a t   t h e   u n a u t h o r i z e d   D R M   f i l e s   h a s   b e e n   d e l e t e d 	 D e l e t e   D R M   f i l e ( s ) 	 *RdD R M jHh	  RdD R M eN	 %D%L  D R M 	 B o r r a r   a r c h i v o s   D R M 	 S u p p r i m e r   l e s   f i c h i e r s   G D N 	 D R M - D a t e i e n   l  s c h e n 	 #40;8BL  D09;K  D R M 	 E l i m i n a   f i l e   D R M 	 E3-  EDA  D R M 	 E l i m i n a r   f i c h e i r o s   D R M 	 D R M   d o s y a l a r 1n 1  s i l   	 X  a   t p   D R M 	 H a p u s   f i l e   D R M 	 P a d a m   f a i l   D R M 	 D R M   +	>		2	G		  .	?		>				 	 	 	 D R M   f  j l k   t  r l  s e 	 	 	 	 D R M - b e s t a n d e n   v e r w i j d e r e n 	 	 	 ^t e r g e r e   f i _i e r e   D R M 	 	 	     D R M 	 	 	 -0A  A'D  G'  D R M 	 	 	   		. 		. 		  				  					  			 	 	 	 D R M   






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	         	 S u s a   a m a f a y e l a   e - D R M 	 C i m a   i i f a y l e   z e D R M 	 F u t a   k w a   m a f a i l i   y a   D R M 	 S k r a p   D R M - l  e r s 	 `a l i n t i   D R M   f a i l u s 	 D z s t   D R M   f a i l u s 	 K u s t u t a   D R M   f a i l i d 	 Kv{el  D R M   auleh	   D R M   	 ^t e r g e r e   f i _i e r e   D R M 	 D R M   +
/
2
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
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	 D R M   +>2  ,?2K*  0(M$A	 F s h i j   d o k u m e n t   ( e t )   F R M 	 D R M   								  				 	 	 	 	 	 	 	 E x c l u i r   a r q u i v o ( s )   D R M 	 	 	 	 	 	 	 	 D R M   f i t x a ( k )   e z a b a t u 	 T a n g g a l i n   a n g   ( m g a )   D R M   n a   f i l e 	 B o r r a r   f i c h e i r o ( s )   D R M 	 K a c h a p   D R M   f a l   g a 	 S c r i o s   c o m h a ( i ) d   D R M 
 
 S T R _ I D _ S E T T I N G _ A U D I O _ E F F E C T 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 s o u n d   e f f e c t   s u b   i t e m   a u d i o   e f f e c t 	 A u d i o   e f f e c t 	 ryrHe	 XyrHe	 @-@GL@*5"	 E f e c t o   d e   a u d i o   	 E f f e t   a u d i o 	 A u d i o e f f e k t 	 C48>MDD5:B	 E f f e t t o   a u d i o 	 E#+1)  +H*J)	 E f e i t o    u d i o 	 S e s   e f e k t i   	 H i u   n g    m   t h a n h 	 E f e k   a u d i o 	 E f e k   a u d i o 	 	!	?	/	K	  *	M	0	-	>	5		 	 	 	 A u d i    h a t  s 	 	 	 	 A u d i o - e f f e c t 	 	 	 E f e c t   s o n o r 	 	 	   	 	 	 ,DHG  5H*	 	 	   				  							 	 	 	 




  




	   	 U m p h u m e l a   w e - A u d i o 	 I m p e m b e l e l o   y e s a n d i 	 A t h a r i   y a   s a u t i 	 K l a n k e f f e k 	 G a r s o   e f e k t a s 	 A u d i o   e f e k t s 	 H e l i e f e k t 	 1xdkx  geo	   	 E f e c t   s o n o r 	 
!
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	 !?  *M0->,  	 E f e k t i   a u d i o 	 				'   							 	 	 	 	 	 	 	 E f e i t o   d e    u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ S E L E C T _ B G _ P I C T U R E 	 L a n g l n 	 I C O N T E X T 	 s e l e c t   b a c k g r o u n d   p i c t u r e 	 S e l e c t   b a c k g r o u n d   p i c t u r e 	 xd̀ofWGr	 	b̀ofVGr	 @%7- 27I+%1	 E l e g i r   i m a g e n   d e   f o n d o 	 S  l e c t i o n n e r   l  i m a g e   d  a r r i  r e   p l a n 	 H i n t e r g r u n d b i l d   w  h l e n 	 K1@0BL  D>=>2>5  87>1@065=85	 S e l e z i o n a   i m m a g i n e   s f o n d o 	 '.*J'1  5H1)  .DAJ)	 S e l e c c i o n a r   i m a g e m   d e   f u n d o 	 A r k a   p l a n   r e s m i n i   s i l   	 C h n   n h   n n 	 P i l i h   g a m b a r   l a t a r   b e l a k a n g 	 P i l i h   g a m b a r   l a t a r 	 *	C	7	M	 	-	B	.	?	  *	?		M		0	  	A	(	G			 	 	 	 H  t t  r k  p   k i j e l  l  s e 	 	 	 	 A c h t e g r o n d f o t o   s e l e c t e r e n 	 	 	 S e l e c t a r e   i m a g i n e   d e   f u n d a l 	 	 	     	 	 	 'F*.'(  *5H1  2EFG	 	 	   															  			  								  			 	 	 	 







  






  



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	     	 K h e t h a   i s i t h o m b e   s e s e n d l a l e l o 	 K h e t h a   u m f a n e k i s o   w a n g a s e m v a 	 C h a g u a   p i c h a   y a   u s u l i 	 K i e s   a g t e r g r o n d p r e n t 	 P a r i n k t i   f o n o   p a v e i k s l l /	 I z v l i e t i e s   f o n a   a t t l u 	 V a l i   t a u s t a p i l t 	 8vel  xvk  voah	     	 S e l e c t a r e   i m a g i n e   d e   f u n d a l 	 *
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	 *M0M&*  ,?  _(  0(M$A  	 Z g j i d h   f o t o n   e   p r a p a s k e n e s 	 									  					  					 	 	 	 	 	 	 	 S e l e c i o n a r   i m a g e m   d e   f u n d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S N D R E C _ S A V E _ A U D I O 	 S o u n d R e c o r d e r 	 P O P U P C O N F I R M 	 S a v e   a u d i o   h a s   b e e n   r e c o r d e d ? 	 S a v e   a u d i o ? 	 2QX[rjHh	 OX[󗑘eN	 1@G@*5"? 	  G u a r d a r   a u d i o ? 	 E n r e g i s t r e r   l  a u d i o  ? 	 A u d i o   s p e i c h e r n ? 	 !>E@0=8BL  0C48>? 	 S a l v a r e   a u d i o ? 	 -A8  EDA  'D5H*	 G u a r d a r    u d i o 	 S e s   k a y d e d i l s i n   m i ?   	 L u   t p    m   t h a n h 	 S i m p a n   a u d i o ? 	 S i m p a n   a u d i o ? 	 	!	?	/	K	  8	G	5	  	0	G		? 	 	 	 	 M e n t i   a z   a u d i  t ? 	 	 	 	 A u d i o   o p s l a a n ? 	 	 	 S a l v a ci   f i _i e r u l   a u d i o ? 	 	 	   ? 	 	 	 5/'  0.1G  4H/	 	 	   				  							  			? 	 	 	 	 






  






  

? 	   ? 	 G c i n a   i - a u d i o ? 	 G c i n e   i - o d i y o ? 	 H i f a d h i   s a u t i ? 	 B e r g   k l a n k ? 	 .r a ay t i   g a r s ? 	 S a g l a b t   a u d i o ? 	 S a l v e s t a n   h e l i ? 	 Japzave^l  axdkxv	     ? 	 S a l v a ci   f i _i e r u l   a u d i o ? 	 
!
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? 	 !?  80M7#  0?,G?   	 R u a j   a u d i o n ? 	 				'   							  						? 	 	 	 	 	 	 	 	  u d i o   s a l v o ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ S I G _ A D D _ F A I L _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   o p e r a t i o n   f a i l e d   w h e n   a d d   s i g n a t u r e 	 S i g n a t u r e   i m a g e   i s   t o o   l a r g e 	 =|
TjWj*Y'Y	 ~{
TVGr*Y'Y	  2%2"@G+2"D	 N o   s e   p u d o   a g r e g a r   l a   f i r m a 	 I m a g e   s i g n a t u r e   m a n q u a n t e 	 S i g n a t u r b i l d   f e h l t 	 5  C40;>AL  4>1028BL  ?>4?8AL	 I m m a g i n e   d e l l a   f i r m a   m a n c a n t e 	 D'  JH,/  5H1)  'D*HBJ9	 A   i m a g e m   d a   a s s i n a t u r a   e s t    e m   f a l t a 	 0m z a   g  r  n t  s    e k s i k 	 T h i u   n h   c h   k  	 G a m b a r   t a n d a   t a n g a n   t e r l a l u   b e s a r 	 I m e j   t a n d a t a n g a n   t i d a k   b o l e h   d i d a p a t i 	 9	8	M	
 $	>		M	7	0	  	5	?	  (	9	@		  9	H		 	 	 	 A z   a l a  r  s k  p   h i  n y z i k 	 	 	 	 K o n   h a n d t e k e n i n g   n i e t   o p s l a a n 	 	 	 A d u g a r e a   s e m n t u r i i   n u   a   r e u _i t 	 	 	     	 	 	 *5H1  'E6'!  EH,H/  F3*	 	 	 										  			  				 	 	 	 


  








  





	     	 K u h l u l e k i l e   u k w e n g e z a   i s i g n i s h a 	 I p h a n z i l e   u k Y o n g e z a   i s a n d l a 	 I m e s h i n d w a   k u o n g e z a   s a i n i 	 H a n d t e k e n i n g a f b e e l d i n g   k a n   n i e   g e k r y   w o r d   n i e 	 N e p a v y k o   p r i d t i   p a r a ao 	 N e i z d e v s   p i e l i k t   p a r a k s t u 	 S i g n a t u u r i   l i s a m i n e   n u r j u s 	 Mxacxiuav  a~elatav  qamxrxt	       	 A d u g a r e a   s e m n t u r i i   n u   a   r e u _i t 	 8
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	 98M$>M70  /K!?,  ,?+3  	 D e s h t o i   t e   s h t o j e   f i r m e n 	 								  			  				  					 	 	 	 	 	 	 	 I m a g e m   d e   a s s i n a t u r a   m u i t o   g r a n d e 	 	 	 	 	 	 	 	 S i n a d u r a r e n   i r u d i a   e z   d a g o 	 W a l a   a n g   i m a h e   n g   l a g d a 	 F a l t a   s i n a t u r a   d a   i m a x e 	 A k a r a   n j i r i m a r a   i m e j i   n a - e f u   e f u 	 T    s  n i    n a   h  o m h    a r   i a r r a i d h 
 
 S M A _ S T R _ I D _ M E N U _ S A V E _ T E X T 	 U n d e f i n e d 	 I C O N T E X T 	 S a v e   T e x t 	 S a v e   t e x t 	 2QX[eW[	 OX[eW[	 1@GI-'2!	 G u a r d a r   t e x t o 	 E n r e g i s t r e r   l e   t e x t e 	 T e x t   s p e i c h e r n 	 !>E@0=8BL  B5:AB	 S a l v a   t e s t o 	 -A8  F5	 G u a r d a r   t e x t o 	 M e t n i   k a y d e t   	 L u   k    t 	 S i m p a n   t e k s 	 S i m p a n   t e k s 	 	H		M	8	M		  8	G	5	  	0	G			 	 	 	 S z  v e g   m e n t  s e 	 	 	 	 T e k s t   o p s l a a n 	 	 	 S a l v a r e   t e x t 	 	 	   	 	 	 0.1G  E*F	 	 	   						  							  			 	 	 	 






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I5"L	 C e r t i f i c a d o   c o n f i a b l e   n o   t i e n e   u s o   d e   c l a v e 	 C e r t i f i c a t   f i a b l e   n  a   p a s   d  u t i l i s a t i o n   d e   c l  	 V e r t r a u t e s   Z e r t i f i k a t   h a t   k e i n e   S c h l  s s e l v e r w e n d u n g 	 ;O  4>25@5==>3>  A5@B8D8:0B0  =5  C:070=>  =07=0G5=85	 I l   c e r t i f i c a t o   a f f i d a b i l e   n o n   h a   u t i l i z z o   c o n   c h i a v e 	 'D4G'/)  (/HF  9ED  'D4G'/)	 C e r t i f i c a d o   d e   c o n f i a n  a   s e m   u t i l i z a   o   d e   c h a v e 	 G  v e n i l e n   s e r t i f i k a n 1n   a n a h t a r   k u l l a n 1m 1  y o k   	 C h n g   n h n   t  n   n h i m   n  y   k h  n g   c    t  c   d n g   c h n g   n h n 	 S e r t i f i k a t   t e r p e r c a y a   t i d a k   m e m i l i k i   p e n g g u n a a n   k o d e   k u n c i 	 S i j i l   d i p e r c a y a i   t i d a k   m e m p u n y a i   s e b a r a n g   k e k u n c i   g u n a a n 	 	M	0	8	M		G	!	  *	M	0	.	>	#	*	$	M	0	  	>	  	K		  *	M	0	.	A		  		*	/	K		  (	9	@		  9	H		 	 	 	 A   m e g b  z h a t    t a n  s  t v  n y   n e m   r e n d e l k e z i k   k u l c s h a s z n  l a t t a l 	 	 	 	 V e r t r o u w d   c e r t i f i c a a t   h e e f t   g e e n   s l e u t e l g e b r u i k 	 	 	 C e r t i f i c a t u l   a c r e d i t a t   n u   u t i l i z e a z   n i c i o   c h e i e 	 	 	           	 	 	 H'GF'EG  E7E&F  '1(1/  D/  F/'1/	 	 	   								  												  			  			  							  				 	 	 	 








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	 ,?6M58M%  *M0.>#*$M0  (?0M,>*?$  	 C e r t i f i k a t a   e   b e s u e s h m e   s k a d o i 	 							  										  					  									 	 	 	 	 	 	 	 C e r t i f i c a d o   c o n f i  v e l   e x p i r a d o 	 	 	 	 	 	 	 	 K o n f i d a n t z a z k o   z i u r t a g i r i a k   i r a u n g i   d u 	 P a s o   n a   a n g   p i n a g k a k a t i w a l a a n g   s e r t i p i k o 	 O   c e r t i f i c a d o   f i a b l e   v e n c e u 	 A s a m b o d o   a t k w a s r   o b i   e m e b i e l a 	 D e i m h n i    i o n t a o f a   a s   d  t a 
 
 S T R _ I D _ C E R T M A N _ P R I V A T E _ K E Y 	 C E R T M A N 	 U N L I M 	 T h e   p r i v a t e   k e y   o f   t h e   c e r t i f i c a t e 	 P r i v a t e   k e y 	 y[ёp	 y[ё	 5"L*H'1'	 C l a v e   p r i v a d a 	 C l    p r i v  e 	 P r i v a t s c h l  s s e l 	 0:@KBK9  :;NG	 C h i a v e   p r i v a t a 	 EA*'-  'D31	 C h a v e   p r i v a d a 	  z e l   a n a h t a r   	 C h  a   k h  a   b    m t 	 K o d e   k u n c i   p r i b a d i 	 K e k u n c i   p e r i b a d i 	 *	M	0	>		5	G		  	A			@		 	 	 	 S z e m  l y e s   k u l c s 	 	 	 	 P r i v a t e   s l e u t e l 	 	 	 C h e i e   p r i v a t 	 	 	   	 	 	 D/  .5H5	 	 	   								  			 	 	 	 



  

	   	 U k h i y e   o y i m f i h l o 	 I q h o s h a   l a b u c a l a 	 K i f u n g u o   c h a   b i n a f s i 	 P r i v a t e   t o e t s 	 A s m e n i n i s   r a k t a s 	 P r i v t   a t s l g a 	 P r i v a a t v  t i 	 Da}va~x  bavalk	   	 C h e i e   p r i v a t 	 *
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 
 S T R _ I D _ C E R T M A N _ I N P U T _ P A S S W O R D 	 C E R T M A N 	 T I T L E ,   I C O N T E X T ,   C 1 1 1 _ 1 	 P a s s w o r d   t o   b e   i n p u t   b y   t h e   u s e r   	 I n p u t   p a s s w o r d 	 8eQ[x	 eQ[x	 I-#+1*H2	 I n t r o d u c i r   c o n t r a s e  a   	 E n t r e z   l e   m o t   d e   p a s s e 	 K e n n w o r t   e i n g e b e n 	 2548B5  ?0@>;L	 I n s e r i s c i   p a s s w o r d 	 #/.D  CDE)  'D31	 I n t r o d u z a   p a l a v r a - p a s s e 	 G i r d i   _i f r e s i   	 N h p   m t   k h u 	 M a s u k k a n   s a n d i 	 I n p u t   k a t a   l a l u a n 	 *	>	8	5	0	M	!	  &	0	M		<	  	0	G			 	 	 	 J e l s z    m e g a d  s a 	 	 	 	 G e e f   w a c h t w o o r d   o p 	 	 	 I n t r o d u c e ci   p a r o l a 	 	 	   	 	 	 H'1/  1/F  1E2  9(H1	 	 	 									  								  					 	 	 	 






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	     	 F a k a   i p h a s i w e d i 	 F a k a   i p a s w e d i 	 I n g i z a   n y w i l a 	 S l e u t e l   w a g w o o r d   i n 	 .v e s t i e s   s l a p t a ~o d i s 	 I e v a d i e t   p a r o l i 	 S i s e s t a   p a r o o l 	 Dxace  carvaba|h	   	 I n t r o d u c e r e   p a r o l 	 *
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 
 S T R _ I D _ C E R T M A N _ P E R S O N A L _ C E R T I F I C A T E 	 C E R T M A N 	 T I T L E 	 P e r s o n a l   C e r t i f i c a t e 	 P e r s o n a l   c e r t i f i c a t e 	 PNaI	 *NNfN	 2##1#-*H'1'	 C e r t i f i c a d o   p e r s o n a l 	 C e r t i f i c a t   p e r s o n n e l 	 P e r s  n l i c h e s   Z e r t i f i k a t 	 8G=K9  A5@B8D8:0B	 C e r t i f i c a t o   p e r s o n a l e 	 4G'/)  4.5J)	 C e r t i f i c a d o   p e s s o a l 	  z e l   s e r t d i f i k a   	 C h n g   n h n   c    n h  n 	 S e r t i f i k a t   p r i b a d i 	 S i j i l   p e r i b a d i 	 5	M	/		M	$	?		$	  *	M	0	.	>	#	*	$	M	0		 	 	 	 S z e m  l y e s   t a n  s  t v  n y 	 	 	 	 P e r s o o n l i j k   c e r t i f i c a a t 	 	 	 C e r t i f i c a t   p e r s o n a l 	 	 	   	 	 	 H'GF'EG  4.5	 	 	   									  												 	 	 	 








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 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ I N F O 	 C E R T M A N 	 T I T L E 	 D e t a i l s   o f   t h e   c e r t i f i c a t e   t o   b e   f i l l e d   b y   t h e   u s e r 	 I n p u t   d e t a i l s 	 8eQs0}ǌ
	 eQ~Oo`	 I-#2"%0@-5"	 I n t r o d u c i r   d e t a l l e s 	 E n t r e r   l e s   d  t a i l s 	 D e t a i l s   e i n g e b e n 	 2548B5  40==K5	 I n s e r i s c i   d e t t a g l i 	 E9DHE'*  'D4G'/)	 I n t r o d u z a   d e t a l h e s 	 G i r d i   a y r 1n t 1l a r 1  	 C h i   t i t   c h n g   n h n 	 M a s u k k a n   r i n c i a n 	 I n p u t   b u t i r a n 	 5	?	5	0	#	  &	0	M		<	  	0	G			 	 	 	 A d a t o k   b e v i t e l e 	 	 	 	 G e e f   d e t a i l s   o p 	 	 	 I n t r o d u c e ci   d e t a l i i 	 	 	   	 	 	 H'1/  1/F  ,2&'*	 	 	   							  							 	 	 	 




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	   	 F a k a   i m i n i n i n g w a n e 	 F a k a   i i n k c u k a c h a 	 I n g i z a   m a e l e z o 	 I n s e t b e s o n d e r h e d e 	 .v e s t i   i as a m e s n   i n f o r m a c i j 	 I e v a d i e t   d e t a <a s 	 S i s e s t a    k s i k a s j a d 	 Dxace  tavata}veh	   	 I n t r o d u c e ci   d e t a l i i 	 
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 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ D E T A I L S 	 C E R T M A N 	 T I T L E ,   U N L I M 	 C o n t e n t s   o f   t h e   t h e   c e r t i f i c a t e   t o   b e   d i s p l a y e d 	 C e r t i f i c a t e   d e t a i l s 	 aIs0}ǌ
	 fN~Oo`	 #2"%0@-5"C#1#-	 D e t a l l e s   d e l   c e r t i f i c a d o 	 D  t a i l s   d u   c e r t i f i c a t 	 Z e r t i f i k a t d e t a i l s 	 0==K5  A5@B8D8:0B0	 D e t t a g l i   c e r t i f i c a t o 	 E9DHE'*  'D4G'/)  'D*A'5J1	 D e t a l h e s   d o   c e r t i f i c a d o 	 S e r t i f i k a   a y r 1n t 1l a r 1  	 C h i   t i t   c h n g   n h n 	 R i n c i a n   s e r t i f i k a t 	 B u t i r a n   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  5	?	5	0	#		 	 	 	 T a n  s  t v  n y   a d a t a i 	 	 	 	 C e r t i f i c a a t d e t a i l s 	 	 	 D e t a l i i   c e r t i f i c a t 	 	 	   	 	 	 ,2&'*  H'GF'EG	 	 	 													  					 	 	 	 









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 	 *M0.>#*$M0  8,?6G7  	 H o l l e s i t e   e   c e r t i f i k a t e s   	 										  						 	 	 	 	 	 	 	 D e t a l h e s   d e   c e r t i f i c a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ L A B E L 	 C E R T M A N 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 T h e   l a b e l   o f   t h e   c e r t i f i c a t e 	 L a b e l 	 jd|	 h~{	 	%2	 E t i q u e t a 	  t i q u e t t e 	 E t i k e t t 	 5B:0	 E t i c h e t t a 	 9D'E)	 E t i q u e t a 	 E t i k e t   	  n h   d u 	 L a b e l 	 L a b e l 	 2	G	,	2		 	 	 	 C  m k e 	 	 	 	 L a b e l 	 	 	 E t i c h e t 	 	 	 	 	 	 (13(	 	 	   						 	 	 	 



	 	 I l e b u l i 	 I l e b h i l e 	 L e b o 	 M e r k e r 	 E t i k e t 	 E t i 7e t e 	 M  r g i s 	 Jkao	 	 E t i c h e t 	 2
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 	 (>.*$M0  	 E t i k e t e 	 						 	 	 	 	 	 	 	 R  t u l o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ K E Y _ U S A G E 	 C E R T M A N 	 T I T L E ,   I C O N T E X T 	 T h e   k e y   u s a g e s   o f   t h e   c e r t i f i c a t e 	 K e y   u s a g e 	 aI(u	 fN(u	 2#C
I5"L	 U s o   d e   l a   c l a v e 	 U t i l i s a t i o n   d e   c l  	 S c h l  s s e l v e r w e n d u n g 	 07=0G5=85	 U t i l i z z o   c h i a v e 	 71JB)  'D4G'/)	 U t i l i z a   o   d e   c h a v e 	 A n a h t a r   k u l l a n 1m 1  	 C  c h   s   d n g   c h n g   n h n 	 P e n g g u n a a n   k o d e   k u n c i 	 P e n g g u n a a n   k e k u n c i 	 *	M	0	.	A		  		*	/	K			 	 	 	 K u l c s h a s z n  l a t 	 	 	 	 S l e u t e l g e b r u i k 	 	 	 U t i l i z a r e   c h e i e 	 	 	   	 	 	 '1(1/  D/	 	 	   		  								 	 	 	 

  




	   	 U k u s e t s h e n z i s w a   o k u b a l u l e k i l e 	 U s e t y e n z i s o   l w e q h o s h a 	 U t u m i a j i   m s i n g i 	 T o e t s g e b r u i k 	 R a k t o   n a u d o j i m a s 	 A t s l g a s   l i e t o j u m s 	 V  t m e k a s u t u s 	 2avalkk  cacxnxt	   	 U t i l i z a r e   c h e i e 	 
@
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	 @  *M03(  0@$?  	 P e r d o r i m i   I   c e l e s i t 	 			  								 	 	 	 	 	 	 	 U s o   d e   c h a v e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ P R I V A T E _ K E Y _ P R O T E C T I O N 	 C E R T M A N 	 I C O N T E X T 	 T h e   m e t h o d s   t o   p r o t e c t   t h e   p r i v a t e   k e y 	 P t e .   k e y   p r o t e c t i o n 	 y[ёpOw	 yOb	 2#I-15"L*H'1'	 P r o t e c c i  n   c l a v e   p r i v a d a 	 P r o t e c t i o n   d e   c l    p r i v  e 	 P r i v a t s c h l  s s e l s c h u t z 	 0I8B0  A  8A?>;L7>20=85<  70:@KB>3>  :;NG0	 P r o t e z i o n e   c h i a v e   p r i v a t a 	 -E'J)  'DEA*'-  'D.'5	 P r o t e c   o   d e   c h a v e   p r i v a d a 	  z e l   a n a h t a r   k o r u m a s 1  	 B o   v   m    r i  n g 	 P e r l i n d u n g a n   k o d e   k u n c i   P t e . 	 P e r l i n d u n g a n   k e k u n c i   p e r i b a d i 	 *	M	0	>		5	G		  	A			@	  8	A	0		M	7	>		 	 	 	 S z e m .   k u l c s   v  d e l e m 	 	 	 	 B e s c h e r m i n g   v a n   p r i v a t e   s l e u t e l 	 	 	 P r o t e c ci e   c h e i e   p r i v a t 	 	 	       	 	 	 E-'A8*  '2  D/  .5H5	 	 	   								  		- 		  								 	 	 	 



  

  




	     	 U k u v i k e l a   u k h i y e   o y i m f i h l o 	 U k h u s e l o   l w e q h o s h a   l a b u c a l a 	 U s a l a m a   w a   k i f u n g u o   c h a   b i n a f s i 	 P r i v a t e   t o e t s b e s k e r m i n g 	 A s m e n i n i o   r a k t o   a p s a u g a 	 P r i v t s   a t s l g a s   a i z s a r d z +b a 	 P r i v a a t v  t m e   k a i t s e 	 Da}va~x  bavalkk  zawzavxiuxv	     	 P r o t e c ci e   c h e i e   p r i v a t 	 8
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 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ P R I V _ K E Y _ C O N F I R M A T I O N 	 C E R T M A N 	 C 0 5 7 _ 1 	 T h e   c o n f i r m a t i o n   b y   t h e   u s e r 	 C o n f i r m a t i o n 	 O(uMRx	 O(uMRnx	 2#"7"1	 C o n f i r m a c i  n 	 C o n f i r m a t i o n 	 B e s t  t i g u n g 	 >4B25@645=85	 C o n f e r m a 	 *H+JB  B(D  'D'3*./'E	 C o n f i r m a   o 	 D o r u l a m a   	 X  c   n h n   t r c   k h i   s   d n g 	 K o n f i r m a s i 	 P e n g e s a h a n 	 *	A	7	M		?		 	 	 	 M e g e r Qs  t  s 	 	 	 	 B e v e s t i g i n g 	 	 	 C o n f i r m a r e 	 	 	 	 	 	 *#/	 	 	 											 	 	 	 





	 	 I s i q i n i s e k i s o 	 I s i q i n i s e k i s o 	 D h i b i t i s h o 	 B e v e s t i g i n g 	 P a t v i r t i n i m a s 	 A p s t i p r i n j u m s 	 K i n n i t u s 	 @a}axt	 	 C o n f i r m a r e 	 	
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 	 8A(?6M?$0#  	 K o n f i r m i m i 	 											 	 	 	 	 	 	 	 C o n f i r m a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ C O N F I R M _ P W D 	 C E R T M A N 	 T I T L E ,   I C O N T E X T 	 T h e   c o n f i r m a t i o n   p a s s w o r d   t o   b e   i n p u t   b y   t h e   u s e r   	 C o n f i r m   p a s s w o r d 	 [xx	 [xnx	 "7"1#+1*H2	 C o n f i r m a r   c o n t r a s e  a   	 C o n f i r m e r   m o t   d e   p a s s e 	 K e n n w o r t   b e s t  t i g e n 	 >4B25@48B5  ?0@>;L	 C o n f e r m a   p a s s w o r d 	 *H+JB  CDE)  'D31	 C o n f i r m a r   p a l a v r a - p a s s e 	 ^i f r e y i   d o r u l a   	 X  c   n h n   m t   k h u 	 K o n f i r m a s i k a n   s a n d i 	 S a h k a n   k a t a   l a l u a n 	 *	>	8	5	0	M	!	  	@	  *	A	7	M		?	  	0	G			 	 	 	 I s m  t e l j e   m e g   a   j e l s z  t 	 	 	 	 W a c h t w o o r d   b e v e s t i g e n 	 	 	 C o n f i r m a r e   p a r o l 	 	 	   	 	 	 *#/  1E29(H1	 	 	   									  							  					 	 	 	 








  





  


	     	 Q i n i s e k i s a   i p h a s i w e d i 	 Q i n i s e k i s a   i p a s w e d i   y a k h o 	 D h i t i s h a   n y w i l a 	 B e v e s t i g   w a g w o o r d 	 P a t v i r t i n t i   s l a p t a ~o d /	 A p s t i p r i n i e t   p a r o l i 	 K i n n i t a   p a r o o l i 	 @a}ae  carvaba|h	   	 C o n f i r m a r e   p a r o l 	 *
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 
 S T R _ I D _ C E R T M A N _ F I L E _ C O N T A I N S 	 C E R T M A N 	 U N L I M 	 T h e   p r i v a t e   k e y s   a n d   c e r t i f i c a t e s   c o n t a i n e d   b y   t h e   f i l e 	 F i l e   c o n t a i n s 	 jHhS+T	 eNS+T	 D%L#0-I'"	 E l   a r c h i v o   c o n t i e n e 	 L e   f i c h i e r   c o n t i e n t 	 D a t e i   e n t h  l t 	 $09;  A>45@68B	 I l   f i l e   c o n t i e n e 	 'DEDA  J*6EF  9DJ	 F i c h e i r o   c o n t  m 	 D o s y a   i  e r i i   	 N i   d u n g   t p 	 F i l e   b e r i s i 	 F a i l   m e n g a n d u n g i 	 +	>		2	  .	G		  9	H		 	 	 	 A   f  j l   t a r t a l m a : 	 	 	 	 B e s t a n d   b e v a t 	 	 	 F i _i e r u l   c o n ci n e 	 	 	   	 	 	 E-*H'*  A'D	 	 	   					  				 	 	 	 



  




  

	     	 I f a y e l a   l i q i k e t h e   i 	 I f a y l e   i q u l a t h e 	 F a i l i   i n a 	 L  e r   b e v a t 	 F a i l e   y r a 	 F a i l s   s a t u r 	 F a i l   s i s a l d a b 	 Vaulh  zaxvaoxt  g	   	 F i _i e r u l   c o n ci n e 	 +
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 
 S T R _ I D _ C E R T M A N _ C E R T _ T Y P E 	 C E R T M A N 	 U N L I M 	 T h e   f o r m a t   o f   t h e   c e r t i f i c a t e   ( X . 5 0 9   o r   W T L S ) 	 C e r t i f i c a t e   f o r m a t 	 aI<h_	 fN<h_	 #9AC#1#-	 F o r m a t o   d e   c e r t i f i c a d o   	 F o r m a t   d u   c e r t i f i c a t 	 Z e r t i f i k a t s f o r m a t 	 $>@<0B  A5@B8D8:0B0	 F o r m a t o   c e r t i f i c a t o 	 5J:)  'D4G'/)	 F o r m a t o   d o   c e r t i f i c a d o 	 S e r t i f i k j a   f o r m a t 1  	 C h     c h n g   n h n 	 F o r m a t   s e r t i f i k a t 	 F o r m a t   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  +	I	0	M	.	G			 	 	 	 T a n  s  t v  n y   f o r m  t u m 	 	 	 	 C e r t i f i c a a t i n d e l i n g 	 	 	 F o r m a t   c e r t i f i c a t 	 	 	   	 	 	 A1E*  H'GF'EG	 	 	   													  								 	 	 	 









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	   	 I f o m e t h i   y e s i t i f i k e t i 	 U k u m i l a   k w e s a t i f i k e t i 	 F o m a t i   y a   c h e t i 	 S e r t i f i k a a t f o r m a a t 	 S e r t i f i k a t o   f o r m a t a s 	 S e r t i f i k t a   f o r m t s 	 S e r t i f i k a a d i   v o r m i n g 	 Noauaoavk  qayah	   	 F o r m a t   c e r t i f i c a t 	 8
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 
 S T R _ I D _ C E R T M A N _ C E R T _ S E R I A L _ N O 	 C E R T M A N 	 U N L I M 	 T h e   s e r i a l   n u m b e r   o f   t h e   c e r t i f i c a t e 	 S e r i a l   n u m b e r 	 ^_	 ^S	 +!2"@%%4 1L	 N  m e r o   d e   s e r i e 	 N u m  r o   d e   s  r i e 	 S e r i e n n u m m e r 	 !5@89=K9  =><5@	 N u m e r o   d i   s e r i e 	 1BE  'D5AHA	 N  m e r o   d e   s  r i e 	 S e r i   n u m a r a s 1  	 S   s  r i 	 N o m o r   s e r i 	 N o m b o r   s i r i 	 	M	0	.	>				 	 	 	 S o r o z a t s z  m 	 	 	 	 S e r i e n u m m e r 	 	 	 N u m r   d e   s e r i e 	 	 	 '   	 	 	 4E'1G  31'D	 	 	   						  							 	 	 	 



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	   	 I s i r i y a l i   n a m b a 	 I n o m b o l o   y e s i r i y a l 	 N a m b a r i   y a   m f u l u l i z o 	 R e e k s n o m m e r 	 S e r i j o s   n u m e r i s 	 S r i j a s   n u m u r s 	 S e e r i a n u m b e r 	 @eiaoav  patah	   	 N u m r   d e   s e r i e 	 
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 
 S T R _ I D _ C E R T M A N _ C E R T _ V E R S I O N 	 C E R T M A N 	 U N L I M 	 T h e   v e r s i o n   o f   t h e   c e r t i i f c a t e 	 V e r s i o n 	 Hr,g	 Hr,g	 @'-#L
1H	 V e r s i  n 	 V e r s i o n 	 V e r s i o n 	 5@A8O	 V e r s i o n e 	 F3.)	 V e r s  o 	 V e r s i y o n   	 P h i  n   b n 	 V e r s i 	 V e r s i 	 8		8	M		0	#		 	 	 	 V e r z i  	 	 	 	 V e r s i e 	 	 	 V e r s i u n e 	 	 	 	 	 	 F3.G	 	 	   								 	 	 	 






	 	 I s i h u m u s h o 	 I n g u q u l e l o 	 T o l e o 	 W e e r g a w e 	 V e r s i j a 	 V e r s i j a 	 V e r s i o o n 	 Oabeaoh	 	 V e r s i u n e 	 *
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 
 S T R _ I D _ C E R T M A N _ C E R T _ I S S U E R 	 C E R T M A N 	 U N L I M 	 T h e   i s s u e r   o f   t h e   c e r t i f i c a t e 	 I s s u e r 	 |vL	 SL	 9I--	 E m i s o r 	  m e t t e u r 	 A u s s t e l l e r 	 740B5;L	 E m e s s o   d a 	 E5/1	 E m i s s o r 	 Y a y 1n l a y a n   	 N g i   p h  t   h  n h 	 P e n e r b i t 	 P e n g i s u 	 	>	0	@		0	M	$	>		 	 	 	 K i b o c s  t  	 	 	 	 U i t g e v e r 	 	 	 E m i s   d e 	 	 	 	 	 	 F'41	 	 	   				  						 	 	 	 




  




	 	 I - I s s u e r 	 U m k h u p h i 	 M t o a j i 	 U i t g e r e i k   d e u r 	 L e i d j a s 	 I z d e v j s 	 V  l j a a n d j a 	 9xraoxrh	 	 E m i t e n t 	 5
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 
 S T R _ I D _ C E R T M A N _ C E R T _ V A L I D _ F R O M 	 C E R T M A N 	 U N L I M 	 T h e   c e r t i f i c a t e   t o   b e   v a l i d   f r o m   t h e   d a t e 	 V a l i d   f r o m 	 	gHegYe	 	gHegYN	 C
IDI1IAH	 V  l i d o   d e s d e 	 V a l i d e   d e 	 G  l t i g   v o n 	 59AB28B5;L=>  A	 V a l i d o   d a 	 *'1J.  'D5D'-J)  EF	 V  l i d o   d e s d e 	 G e  e r l i l i k   b a _l a n g 1c 1  	 C    h i u   l c   t 	 V a l i d   s e j a k 	 S a h   d a r i 	 8	G	  .	>	(	M	/		 	 	 	  r v .   k e z d e t e 	 	 	 	 G e l d i g   v a n a f 	 	 	 V a l i d   d e   l a   	 	 	   	 	 	 E9*(1  '3*  '2	 	 	   		  			  				  				 	 	 	 



  




	     	 K u n o m t h e t h o   k u s u k e l a   k u 	 I s e b e n z a   u k u s u k a 	 H a l a l i   k u a n z i a 	 G e l d i g   v a n a f 	 G a l i o j a   n u o 	 D e r +g s   n o 	 K e h t i v   a l a t e s 	 Na~e  g  . . .   - k	     _ 	 V a l i d   d e   l a   	 8
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 
 S T R _ I D _ C E R T M A N _ C E R T _ V A L I D _ U P T O 	 C E R T M A N 	 U N L I M 	 T h e   c e r t i f i c a t e   t o   b e   v a l i d   t i l l     t h e   d a t e 	 V a l i d   t o 	 	gHeg*b	 	gHeg*b	 C
IDI6	 V  l i d o   h a s t a   	 V a l i d e   j u s q u   	 G  l t i g   b i s 	 59AB28B5;L=>  ?>	 V a l i d o   a 	 *'1J.  'D5D'-J)  'DJ	 V  l i d o   a t  	 G e  e r l i l i k   s o n a   e r m e   s  r e s i   	 C    h i u   l c   n 	 V a l i d   h i n g g a 	 S a h   k e 	 $		  .	>	(	M	/		 	 	 	  r v .   v  g e 	 	 	 	 G e l d i g   t o t 	 	 	 V a l i d   p  n   l a 	 	 	   	 	 	 E9*(1  '3*  *'	 	 	   		  			  							  				 	 	 	 



  




	     	 K u n o m t h e t h o   k u y a   k u 	 I s e b e n z a   u k u y a 	 H a l a l i   H a d i 	 G e l d i g   t o t 	 G a l i o j a   i k i 	 D e r +g s   l +d z 	 K e h t i v   k u n i 	 Na~e  g  tkvy  . . . 	     _ 	 V a l i d   p  n   l a 	 8
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	 9>A  ,H'  	 V l e f s h e m   d e r i   m e 	 							  						 	 	 	 	 	 	 	 V  l i d o   p a r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T _ F I N G E R _ P R I N T 	 C E R T M A N 	 U N L I M 	 T h e   f i n g e r p r i n t   o f   t h e   c e r t i f i c a t e 	 F i n g e r p r i n t 	 bc}	 bc~	 %2"4I'!7-	 H u e l l a   d i g i t a l 	 E m p r e i n t e   d i g i t a l e 	 F i n g e r a b d r u c k 	 B?5G0B>:  ?0;LF0	 I m p r o n t a   d i g i t a l e 	 (5E	 I m p r e s s  o   d i g i t a l 	 P a r m a k   i z i   	 V  n   t a y 	 S i d i k   j a r i 	 C a p   j a r i 	 +	?			0	*	M	0	?				 	 	 	 U j j l e n y o m a t 	 	 	 	 V i n g e r a f d r u k 	 	 	 A m p r e n t 	 	 	   	 	 	 '+1  'F4*	 	 	 								  				 	 	 	 











	 	 I - F i n g e r p r i n t 	 U m z i l a   w o m n w e 	 C h a p a   y a   v i d o l e 	 V i n g e r a f d r u k 	 P i r at s  a t s p a u d a s 	 P i r k s t a   n o s p i e d u m s 	 S  r m e j  l g 	 Davape	   	 A m p r e n t 	 5
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	 MA3??9M(  	 G j u r m e t   e   g i s h t a v e 	 						  								 	 	 	 	 	 	 	 I m p r e s s  o   d i g i t a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ K P _ S E R V E R _ A U T H 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 T o   a u t h e n t i c a t e   a   s e r v e r 	 S e r v e r   a u t h e n t i c a t i o n 	 :O
ghVI	 
gRhV	 2#"7"11'8%@4#L@'-#L	 A u t e n t i c a c i  n   d e l   s e r v i d o r 	 A u t h e n t i f i c a t i o n   d u   s e r v e u r 	 S e r v e r - A u t h e n t i f i z i e r u n g 	 @>25@:0  ?>4;8==>AB8  A5@25@0	 A u t e n t i c a z i o n e   s e r v e r 	 *H+JB  E9/'*  'D./E)	 A u t e n t i c a   o   d o   s e r v i d o r 	 S u n u c u   k i m l i k   d o r u l a m a   	 C h n g   n h n   m  y   p h c   v 	 O t e n t i k a s i   s e r v e r 	 P e n g e s a h a n   p e l a y a n 	 8	0	M	5	0	  *	M	0	.	>	#	(		 	 	 	 K i s z o l g  l  i   h i t e l e s  t  s 	 	 	 	 S e r v e r a u t e n t i c a t i e 	 	 	 A u t e n t i f i c a r e   s e r v e r 	 	 	   	 	 	 *#/  '9*('1  31H1	 	 	   							  												 	 	 	 




  









	   	 U b u f a k a z i   b e s e v a 	 U n g q i n e l a n i s o   l w e s e v a 	 U h a l i s i s h a j i   s e v a 	 B e k r a g t i g i n g   d e u r   b e d i e n e r   b e p a a l 	 S e r v e r i o   a u t e n t i f i k a v i m a s 	 S e r v e r a   a u t e n t i f i k c i j a 	 S e r v e r i   a u t e n t i m i n e 	 Me~ek  ~a~eaoavaxt	   	 A u t e n t i f i c a r e   s e r v e r 	 8
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 
 S T R _ I D _ C E R T M A N _ K P _ C L I E N T _ A U T H 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 T o   a u t h e n t i c a t e   a   c l i e n t 	 C l i e n t   a u t h e n t i c a t i o n 	 [6bzI	 [7bz	 2#"7"11'8%D%@-GL	 A u t e n t i c a c i  n   d e   c l i e n t e   	 A u t h e n t i f i c a t i o n   d u   c l i e n t 	 C l i e n t - A u t h e n t i f i z i e r u n g 	 @>25@:0  ?>4;8==>AB8  :;85=B0	 A u t e n t i c a z i o n e   c l i e n t 	 *H+JB  71AJ)  'D2('&F	 A u t e n t i c a   o   d o   c l i e n t e 	 0s t e m c i   k i m l i k   d o r u l a m a   	 C h n g   n h n   c n g   k h  c h   h  n g 	 O t e n t i k a s i   k l i e n 	 P e n g e s a h a n   k l i e n 	 	M	2	>				  *	M	0	.	>	#	(		 	 	 	 K l i e n s   h i t e l e s  t  s 	 	 	 	 C l i e n t a u t e n t i c a t i e 	 	 	 A u t e n t i f i c a r e   c l i e n t 	 	 	   	 	 	 *#/  '9*('1  31H3  1F/G	 	 	   						  												 	 	 	 





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	   	 U b u f a k a z i   b e k l a y e n t i 	 U n g q i n e l a n i s o   l o m x h a s i 	 U h a l i s i s h a j i   m t e j a 	 B e k r a g t i g i n g   d e u r   k l i  n t   b e p a a l 	 K l i e n t a s   a u t e n t i f i k a v i m a s 	 K l i e n t a   a u t e n t i f i k c i j a 	 K l i e n d i   a u t e n t i m i n e 	 ?lkevk  ~a~eaoavaxt	   	 C l i e n t   a u t e n t i f i c a t 	 
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 
 S T R _ I D _ C E R T M A N _ K P _ C O D E _ S I G N I N G 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 T o   g u a r a n t e e   t h a t   t h e   c o d e   h a s   n o t   b e e n   a l t e r e d 	 C o d e   s i g n i n g 	 Nx=|r	 Nx~{r	 2#%
7H-#+1*	 F i r m a   d e   c  d i g o 	 S i g n a t u r e   d e   c o d e 	 C o d e s i g n i e r u n g 	 !>740=85  ?>4?8A8  :>40	 F i r m a   c o d i c e 	 *HBJ9  'DCH/	 A s s i n a t u r a   d e   c  d i g o 	 K o d   i m z a l a m a 	 K    b i  n   m  	 P e n a n d a t a n g a n a n   k o d e 	 T a n d a t a n g a n   k o d 	 	K	!	  8	>		(	?				 	 	 	 K  d   a l   r  s 	 	 	 	 C o d e   o n d e r t e k e n e n 	 	 	 S e m n a r e   c o d 	 	 	   	 	 	 'E6'  1E2	 	 	   			  								  				 	 	 	 




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 
 S T R _ I D _ C E R T M A N _ K P _ E M A I L _ P R O T E C T I O N 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 T o   p r o t e c t   e m a i l   f r o m   I n t r u d e r s 	 E m a i l   p r o t e c t i o n 	 [hQP[N	 [hQ5uP[N	 2#I-1-5@!%	 P r o t e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 P r o t e c t i o n   d  E m a i l 	 E - M a i l s c h u t z 	 0I8B0  M;.   ?>GBK	 P r o t e z i o n e   e - m a i l 	 (1J/  'DC*1HFJ  'D'EF	 P r o t e c   o   d e   e - m a i l 	 E - p o s t a   k o r u m a   	 T h   i n   t   a n   t o  n 	 P e r l i n d u n g a n   e m a i l 	 P e r l i n d u n g a n   e - m e l 	 	- .	G	2	  8	A	0		M	7	>		 	 	 	 E - m a i l   v  d e l e m 	 	 	 	 E - m a i l b e s c h e r m i n g 	 	 	 P r o t e c ci e   e - m a i l 	 	 	   " 	 	 	 E-'A8*  '2  'ED	 	 	   					  					  				 	 	 	 




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 S T R _ I D _ C E R T M A N _ K P _ I P S E C _ E N D S Y S T E M 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 E n d   u s e r   w h o s e   s y s t e m   i s   e q u i p p e d   w i t h   s e c u r e   I P 	 I P   s e c u r i t y   e n d   s y s t e m 	 I P [hQ'`B}z|q}	 I P [hQ'`~z|~	 #0%2"2I-1  I P 	 S e g u r i d a d   I P   y   s i s t e m a 	 S y s t  m e   d e   s  c u r i t    I P   f i n a l e 	 I P - S i c h e r h e i t s e n d s y s t e m 	 >=5G=0O  A8AB5<0  I P - 157>?0A=>AB8	 S i s t e m a   t e r m i n a l e   s i c u r e z z a   I P 	 F8'E  'D71AJ)  'D'EFI P 	 S e g u r a n  a   d e   I P   d o   s i s t e m a 	 I P   g  v e n l i k   s o n l a n d 1r m a   s i s t e m i   	 I P   h   t h n g   a n   t o  n   u   c u i 	 K e a m a n a n   I P   s i s t e m   a k h i r 	 S i s t e m   t a m a t   I P   s e k u r i t i 	 I P   8	A	0		M	7	>	  		$	?	.	  		*	/	K			0	M	$	>	  *	M	0	#	>	2	@		 	 	 	 I P   b i z t o n s  g i   v  g r e n d s z e r 	 	 	 	 I P - b e v e i l i g i n g   e i n d e   s y s t e e m 	 	 	 S i s t e m   d e s t i n a t a r   c u   a d r e s   I P   s e c u r i z a t 	 	 	       I P 	 	 	 33*E  '1(1  FG'  E,G2  (G  'EF*  I P 	 	 	   		. 		  									  				  								 	 	 	 



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	     	 I P   s e c u r i t y   e n d   s y s t e m 	 I n k q u b o   e p h e l i s a   u k h u s e l e k o   l w e - I P 	 M f u m o   w a   u s a l a m a   w a   I P 	 I P - s e k u r i t e i t   e n   s t e l s e l 	 G a l u t i n   I P   s a u g o s   s i s t e m a 	 I P   d r o a+b a   b e i d z   s i s t m u 	 I P   t u r v a l i s u s e   l  p p s  s t e e m 	 Ne{vaukv  c~xrk  I P   av~avcxiuav  pataoac	 I P       	 S i s t e m   d e s t i n a t a r   c u   a d r e s   I P   s e c u r i z a t 	 I P   8
F
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B
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  
(
M

 !
M
  8
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8
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
	 I P   8A0M7>  ,  8?7M.	 S i s t e m i   I   f u n d i t   I   s i g u r i s e   I P 	 I P   							  							  								 	 	 	 	 	 	 	 S i s t e m a   d e   f i m   d e   s e g u r a n  a   I P 	 	 	 	 	 	 	 	 I P   s e g u r t a s u n   e t a   s i s t e m a 	 E n d   s y s t e m   n g   s e g u r i d a d   n g   I P 	 S i s t e m a   f i n a l   d e   s e g u r i d a d e   I P 	 N c h e   I P   e j i   a k w s   s i s t e m 	 C  r a s   d e i r i d h   s l  n d  l a   I P 
 
 S T R _ I D _ C E R T M A N _ K P _ I P S E C _ T U N N E L 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 T h e   s y s t e m   s u p p o r t s   s e c u r e   I P   t u n n e l 	 I P   s e c u r i t y   t u n n e l 	 I P [hQ'`SB}bk	 I P [hQ'`S~bk	 -8B!L#0I-1  I P 	 T  n e l   d e   s e g u r i d a d   I P 	 T u n n e l   d e   s  c u r i t    I P 	 I P - S i c h e r h e i t s t u n n e l 	 "C==5;L  I P - 157>?0A=>AB8	 T u n n e l   s i c u r e z z a   I P 	 'F*G'!  'DBF'*  'D'EFI P 	 T  n e l   d e   s e g u r a n  a   I P 	 I P   g  e n l i k   t  n e l i   	 K t   t h  c   I P   a n   t o  n 	 P e n g k a n a l a n   k e a m a n a n   I P 	 T e r o w o n g   I P   s e k u r i t i 	 I P   8	A	0		M	7	>	  	(	2		 	 	 	 I P   b i z t o n s  g i   a l a g  t 	 	 	 	 I P - b e v e i l i g i n g   t u n n e l 	 	 	 T u n e l   c u   a d r e s   I P   s e c u r i z a t 	 	 	     I P 	 	 	 'F'D  'EF*  I P 	 	 	   		. 		  									  						 	 	 	 



  






  


	     	 I - I P   s e c u r i t y   t u n n e l 	 I t o n e l a   l o k h u s e l e k o   l w e - I P 	 N j i a   y a   u s a l a m a   w a   I P 	 I P - s e k u r i t e i t s t o n n e l 	 I P   s a u g o s   t u n e l i s 	 I P   d r o a+b a s   t u n e l i s 	 I P   t u r v a l i s u s e   t u n n e l 	 I P   av~avcxiuav  ixvel	 I P   s e c u r i t y   t u n n e l 	 T u n e l   c u   a d r e s   I P   s e c u r i z a t 	 I P   8
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 	 I P   8A0M7>  (G2	 t y n e l i   I   s i g u r i s e   I P 	 I P   							  						 	 	 	 	 	 	 	 T  n e l   d e   s e g u r a n  a   I P 	 	 	 	 	 	 	 	 I P   s e g u r t a s u n   t u n e l a 	 T u n n e l   n g   s e g u r i d a d   n g   I P 	 T  n e l   d e   s e g u r i d a d e   I P 	 O g h e r e   n c h e   I P 	 T o l l  n   s l  n d  l a   I P 
 
 S T R _ I D _ C E R T M A N _ K P _ I P S E C _ U S E R 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 E n d   u s e r   w h o   u s e s   s e c u r e   I P   c h a n n e l 	 I P   s e c u r i t y   u s e r 	 I P [hQ'`O(u	 I P [hQ'`(u7b	 9IC
I#0I-1  I P 	 U s u a r i o   d e   s e g u r i d a d   I P 	 U t i l i s a t e u r   d e   s  c u r i t    I P 	 I P - S i c h e r h e i t s b e n u t z e r 	 >;L7>20B5;L  I P - 157>?0A=>AB8	 U t e n t e   s i c u r e z z a   I P 	 E3*./E  'D'EFI P 	 S e g u r a n  a   I P   d o   u t i l i z a d o r   	 I P   g  v e n l i k   k u l l a n 1c 1s 1  	 N g i   s   d n g   I P   a n   t o  n 	 P e n g g u n a   k e a m a n a n   I P 	 P e n g g u n a   I P   s e k u r i t i 	 I P   8	A	0		M	7	>	  /	B		<	0		 	 	 	 I P   b i z t o n s  g i   f e l h a s z n  l  	 	 	 	 I P - b e v e i l i g i n g   g e b r u i k e r 	 	 	 U t i l i z a t o r   c u   a d r e s   I P   s e c u r i z a t 	 	 	     I P 	 	 	 '1(1  'EF*  I P 	 	 	   		. 		  									  												 	 	 	 



  









  






	     	 I - I P   s e c u r i t y   u s e r 	 U m s e b e n z i s i   w o k h u s l e k o   l w e - I P 	 M t u m i a j i   w a   u s a l a m a   w a   I P 	 I P - s e k u r i t e i t g e b r u i k e r 	 I P   s a u g o s   n a u d o t o j a s 	 I P   d r o a+b a s   l i e t o t j s 	 I P   t u r v a l i s u s e   k a s u t a j a 	 I P   av~avcxiuav  c~xr	 I P     	 U t i l i z a t o r   c u   a d r e s   I P   s e c u r i z a t 	 I P   8
F
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A
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  /
B
8
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 	 I P   8A0M7>  	*/K0M$M$>	 P e r d o r u e s i   I   s i g u r i s e   I P 	 I P   							  												 	 	 	 	 	 	 	 U s u  r i o   d e   s e g u r a n  a   I P 	 	 	 	 	 	 	 	 I P   s e g u r t a s u n   e r a b i l t z a i l e a 	 G u m a g a m i t   n g   s e g u r i d a d   n g   I P 	 U s u a r i o   d e   s e g u r i d a d e   I P 	 O n y e   j i   n c h e   I P   a r   r 	 S l  n d  i l   I P   d o n    s  i d e o i r 
 
 S T R _ I D _ C E R T M A N _ K P _ T I M E _ S T A M P I N G 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 S e q u e n c e   o f   c h a r a c t e r s   d e n o t i n g   d a t e   a n d   t i m e 	 T i m e   s t a m p i n g 	 Bf3b	 e3b	 2##01@'%2	 M a r c a   t e m p o r a l 	 A f f i c h a g e   d e   l a   d a t e 	 Z e i t a u f d r u c k 	 0@:8@>2:0  2@5<5=8	 S t a m p a   d a t a   e   o r a 	 *9DJB  'D*HBJ*	 T e m p o r i z a   o 	 Z a m a n   d a m g a l a m a s 1  	 T h i   g i a n    n h   d u 	 P e l a b e l a n   w a k t u 	 P e n g e c a p a n   m a s a 	 	>		.	  8	M		H	.	M	*	?				 	 	 	 I d Qb  l y e g z  s 	 	 	 	 T i j d s t e m p e l 	 	 	 M a r c a r e   t e m p o r a l 	 	 	   	 	 	 EG1  2E'F	 	 	   			  									  					 	 	 	 


  









	   	 K u f a k w a   i s i t e m b u   i s i k h a t h i 	 U k u g x i m f i z a   i x e s h a 	 U w e k a j i   s a a 	 T y d s t e m p e l 	 L a i k o   /s p a u d i m a s 	 L a i k a   s p i e d o g s 	 A j a t e m p e l 	 :atavaok  vwxt	   	 M a r c a r e   t e m p o r a l 	 
H

  8
M
1
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.
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*
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
M
	 8._  .K900#  	 V u l o s j a   e   k o h e s 	 			  										 	 	 	 	 	 	 	 C a r i m b o   d e   h o r a 	 	 	 	 	 	 	 	 O r d u - z i g i l u a 	 S t a m p i n g   n g   o r a s 	 M a r c a r   o   t e m p o 	 O g e   n a - e s u 	 S t a m p  i l   a m a 
 
 S T R _ I D _ C E R T M A N _ K P _ O C S P _ S I G N I N G 	 C E R T M A N 	 T W O S T A T E ,   U N L I M 	 O C S P   S i g n i n g 	 O C S P   s i g n i n g 	 #}aIjg	 T:gfNhg	 2#%
7H-  O C S P 	 F i r m a   O C S P 	 S i g n a t u r e   O C S P 	 O C S P - S i g n i e r u n g 	 !>740=85  ?>4?8A8  O C S P 	 F i r m a   O C S P 	 A-5  'D4G'/)  'D'*5'D	 A   a s s i n a r   O C S P 	 O C S P   i m z a l a m a   	 K i m   t r a   c h n g   n h n   l i  n   k t 	 T a n d a   t a n g a n   O C S P 	 T a n d a t a n g a n   O C S P 	 O C S P   8	>		(	?				 	 	 	 O C S P   a l   r  s 	 	 	 	 O C S P - o n d e r t e k e n i n g 	 	 	 S e m n a r e   O C S P 	 	 	   O C S P 	 	 	 'E6'  O C S P 	 	 	   	. 		. 		. 		  									 	 	 	 O C S P   



  

  

  





  

	       	 K u s a y i n w a   i - O C S P 	 U s a y i n o   l w e - O C S P 	 U w e k a j i   s a i n i   O C S P 	 O C S P - o n d e r t e k e n i n g 	 O C S P   p a s i r a ay m a s 	 O C S P   p a r a k s t s 	 O C S P   a l l k i r j a s t a m i n e 	 O C S P   }xacxt	 O C S P   	 S e m n a r e   O C S P 	 O C S P   8
H
(
?

M
	 O C S P   8M5>M700#  	 F i r m o s j a   O C S P 	 O C S P   									 	 	 	 	 	 	 	 A s s i n a t u r a   O C S P 	 	 	 	 	 	 	 	 O C S P   s i n a k e t a 	 P a g p i r m a   n g   O C S P 	 A s i n a n d o   O C S P 	 O C S P   n a - a b a n y e 	 S  n i    O C S P 
 
 S T R _ I D _ C E R T M A N _ M E M O R Y _ F U L L 	 C E R T M A N 	 P O P U P ,   U N L I M 	 N o   m o r e   m e m o r y   i s   a v a i l a b l e   f o r   c e r t i f i c a t e   m a n a g e r 	 M e m o r y   f u l l 	 aԚ]n	 QX[]n	 +H'"'2!3@G!	 M e m o r i a   l l e n a   	 M  m o i r e   p l e i n e 	 S p e i c h e r   v o l l 	 0<OBL  70?>;=5=0	 M e m o r i a   p i e n a 	 'D0'C1)  EED$)	 M e m  r i a   c h e i a 	 B e l l e k   d o l u   	 B   n h   y 	 M e m o r i   p e n u h 	 I n g a t a n   p e n u h 	 .	G	.	0	@	  +	A	2		 	 	 	 A   m e m  r i a   m e g t e l t 	 	 	 	 G e h e u g e n   v o l 	 	 	 M e m o r i a   e s t e   p l i n 	 	 	   	 	 	 -'A8G  ~1  '3*	 	 	 						  						 	 	 	 




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	   	 I m e m o r i   i g c w e l e 	 I m e m o r i   i g c w e l e 	 K u m b u k u m b u   i m e j a a 	 G e h e u e   v o l 	 A t m i n t i s   p i l n a   	 A t m i Fa   p i l n a 	 M  l u   t  i s 	 @kwxrxiuxvh  lkv  g	   	 M e m o r i e   p l i n 	 .
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 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ C O N T E X T 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   c o n t e x t   o f   t h e   c e r t i f i c a t e   m a n a g e r   i s   n o t   c o r r e c t l y   s e t u p 	 I n v a l i d   c o n t e x t 	 xerKa/	 Sϑr`	 @7I-+2D!H9I-	 C o n t e x t o   i n v  l i d o 	 C o n t e x t e   i n v a l i d e 	 U n g  l t i g e r   K o n t e x t 	 525@=K9  :>=B5:AB	 C o n t e s t o   n o n   v a l i d o 	 .7#  AJ  -'D)  'D*:J1	 C o n t e x t o   i n v  l i d o 	 G e  e r s i z   b a l a m     	 T r n g   t h  i   b i n   l n g   l i 	 K o n t e k s   t i d a k   v a l i d 	 K o n t e k s   t i d a k   s a h 	 	.	>	(	M	/	  8		&	0	M	-		 	 	 	  r v  n y t e l e n   s z  v e g k  r n y e z e t 	 	 	 	 O n g e l d i g e   c o n t e x t 	 	 	 C o n t e x t   n e v a l i d 	 	 	     	 	 	 2EFG  E9*(1  F3*	 	 	   				  									 	 	 	 





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 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ E N C O D I N G 	 C E R T M A N 	 P O P U P ,   U N L I M 	 U n k n o w n   e n c o d i n g   f o r m a t   o f   f i l e   c o n t a i n i n g   t h e   c e r t i f i c a t e s 	 I n v a l i d   e n c o d i n g 	 !qHev}x^%R	 eHevx{|+R	 2#@I2#+1*D!H9I-	 C i f r a d o   i n v  l i d o 	 E n c o d a g e   i n v a l i d e 	 U n g  l t i g e s   K e n n w o r t 	 525@=0O  :>48@>2:0	 C o d i f i c a   n o n   v a l i d a 	 FH9  'D*4AJ1  :J1  5'D-	 C o d i f i c a   o   i n v  l i d a 	 G e  e r s i z   k o d l a m a     	 D n g   m    h  a   l i 	 P e n g e n k o d e a n   t i d a k   v a l i d 	 P e n g e k o d a n   t i d a k   s a h 	 	.	>	(	M	/	  	(		K	!	?				 	 	 	  r v  n y t e l e n   k  d o l  s 	 	 	 	 O n g e l d i g e   c o d e r i n g 	 	 	 C o d a r e   n e v a l i d 	 	 	     	 	 	 1E20'1  E9*(1  F3*	 	 	   				  								 	 	 	 





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 
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	 &_>0?  *>8M q>0M!M  *M0,G6  0(M$A  	 J u   l u t e m   f u t n i   f j a l e k a l i m i n 	 							  			  							  								  				 	 	 	 	 	 	 	 I n s i r a   a   s e n h a 
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ J O B 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   a s s i g n e d   j o b   i s   n o t   v a l i d 	 I n v a l i d   j o b 	 ]\OrKa/	 ]\Or`	 2D!H9I-	 T r a b a j o   i n v  l i d o 	 T  c h e   i n v a l i d e 	 U n g  l t i g e r   A u f t r a g 	 525@=>5  7040=85	 T a s k   n o n   v a l i d o 	 .7#  AJ  -'D)  'D9ED	 T a r e f a   i n v  l i d a 	 G e  e r s i z   g  r e v   	 T r n g   t h  i   l  m   v i c   l i 	 T u g a s   t i d a k   v a l i d 	 K e r j a   t i d a k   s a h 	 	.	>	(	M	/	  	>	0	M	/		 	 	 	  r v  n y t e l e n   f e l a d a t 	 	 	 	 O n g e l d i g e   t a a k 	 	 	 S a r c i n   n e v a l i d 	 	 	     	 	 	 '1  E9*(1  F3*	 	 	   				  				 	 	 	 





  


	   	 U m s e b e n z i   o n g e n a m t h e t h o 	 U m s e b e n z i   o n g a s e b e n z i y o 	 K a z i   b a t i l i 	 O n g e l d i g e   w e r k 	 N e g a l i o j a n t i   u ~d u o t i s 	 N e d e r +g s   d a r b s 	 S o b i m a t u   t   	 1v~a~e  a|a{adav	   	 S a r c i n   n e v a l i d 	 
K
,
M
  
8
>
'
A
	 ,H'  >0M/M_->0  	 P u n e   e   p a v l e f s h m e 	 						  						 	 	 	 	 	 	 	 T r a b a l h o   i n v  l i d o 
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ C E R T _ I D 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   c e r t i f i c a t e   i s   n o t   v a l i d 	 I n v a l i d   c e r t i f i c a t e 	 !qHevaI	 eHevfN	 C#1#-D!H9I-	 C e r t i f i c a d o   i n v  l i d o 	 C e r t i f i c a t   i n v a l i d e 	 U n g  l t i g e s   Z e r t i f i k a t 	 525@=K9  A5@B8D8:0B	 C e r t i f i c a t o   n o n   v a l i d o 	 4G'/)  :J1  5'D-	 C e r t i f i c a d o   i n v  l i d o 	 G e  e r s i z   s e r t i f i k a   	 C h n g   n h n   k h  n g   h p   l 	 S e r t i f i k a t   t i d a k   v a l i d 	 S i j i l   t i d a k   s a h 	 	.	>	(	M	/	  *	M	0	.	>	#	*	$	M	0		 	 	 	  r v  n y t e l e n   t a n  s  t v  n y 	 	 	 	 O n g e l d i g   c e r t i f i c a a t 	 	 	 C e r t i f i c a t   n e v a l i d 	 	 	     	 	 	 H'GF'EG  E9*(1  F3*	 	 	 				  											 	 	 	 





  









	   	 I s i t i f i k e t i   e s i n g e n a m t h e t h o 	 I s a t i f i k e t i   e s i n g a s e b e n z i y o 	 C h e t i   b a t i l i 	 O n g e l d i g e   s e r t i f i k a a t 	 N e g a l i o j a n t i s   s e r t i f i k a t a s 	 N e d e r +g s   s e r t i f i k t s 	 V i g a n e   s e r t i f i k a a t 	 1v~a~e  ~oauaoav	   	 C e r t i f i c a t   n e v a l i d 	 8
0
M

 
M

?
+
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
M

1
M
1
M
  
8
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'
A
	 ,H'  *M0.>#*$M0  	 C e r t i f i k a t e   e   p a v l e f s h m e 	 						  											 	 	 	 	 	 	 	 C e r t i f i c a d o   i n v  l i d o 
 
 S T R _ I D _ C E R T M A N _ L A B E L _ E X I S T S 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   l a b e l   o f   t h e   c e r t i f i c a t e   a l r e a d y   e x i s t s 	 L a b e l   e x i s t s 	 jd|]X[(W	 h~{]X[(W	 !5	%2-"9HA%I'	 L a   e t i q u e t a   e x i s t e   	 E t i q u e t t e   e x i s t a n t e 	 E t i k e t t   v o r h a n d e n 	 5B:0  ACI5AB2C5B	 E t i c h e t t a   e s i s t e n t e 	 'D9D'E)  EH,H/)	 E t i q u e t a   j    e x i s t e 	 E t i k e t   m e v c u t   	  n h   d u      t n   t i 	 L a b e l   s u d a h   a d a 	 L a b e l   w u j u d 	 2	G	,	2	  .	L		B	&	  9	H		 	 	 	 L  t e z Q  c  m k e 	 	 	 	 L a b e l   b e s t a a t 	 	 	 E t i c h e t a   a   f o s t   d e j a   a t r i b u i t 	 	 	   	 	 	 (13(  EH,H/  '3*	 	 	   					  								 	 	 	 



  



  

	   	 I l e b u l i   l i k h o n a 	 I l e b h i l e   i k h o n a 	 L e b o   i k o 	 M e r k e r   b e s t a a n 	 E t i k t   y r a 	 E t i 7e t e   e k s i s t 	 S i l t   o n   o l e m a s 	 Jkaoh  cxuxiuxv  xvk	   	 E t i c h e t a   a   f o s t   d e j a   a t r i b u i t 	 2
G
,
2
M

   (
?
2
5
?
2
A
#
M

M
	 (>.*$M0  09??  	 E t i k e t a   e k z i s t o n 	 					  				  				 	 	 	 	 	 	 	 R  t u l o   e x i s t e 
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ L A B E L 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   l a b e l   o f   t h e   c e r t i f i c a t e   i s   n o t   v a l i d 	 I n v a l i d   l a b e l 	 !qHevjd|	 eHevh~{	 	%2D!H9I-	 E t i q u e t a   i n v  l i d a 	 E t i q u e t t e   i n v a l i d e 	 U n g  l t i g e s   E t i k e t t 	 525@=0O  <5B:0	 E t i c h e t t a   n o n   v a l i d a 	 'D9D'E)  :J1  5'D-	 E t i q u e t a   i n v  l i d a 	 G e  e r s i z   e t i k e t   	  n h   d u   k h  n g   h p   l 	 L a b e l   t i d a k   v a l i d 	 L a b e l   t i d a k   s a h 	 	.	>	(	M	/	  2	G	,	2		 	 	 	  r v  n y t e l e n   c  m k e 	 	 	 	 O n g e l d i g   l a b e l 	 	 	 E t i c h e t   n e v a l i d 	 	 	     	 	 	 (13(  E9*(1  F3*	 	 	 				  						 	 	 	 





  



	   	 I l e b u l i   e l i n g e n a m t h e t h o 	 I l e b h i l e   e n g a s e b e n z i y o 	 L e b o   b a t i l i 	 O n g e l d i g e   m e r k e r 	 N e g a l i o j a n t i   e t i k e t 	 N e d e r +g a   e t i 7e t e 	 V i g a n e   s i l t 	 1v~a~e  zkao	   	 E t i c h e t   n e v a l i d 	 2
G
,
2
M

   
8
>
'
A
	 ,H'  (>.*$M0  	 E t i k e t e   e   p a v l e f s h m e 	 						  						 	 	 	 	 	 	 	 R  t u l o   i n v  l i d o 
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ C E R T _ G R O U P 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   g r o u p   o f   t h e   c e r t i f i c a t e   i s   i n v a l i d   ( o t h e r   t h a n   t h e   s u p p o r t e d   g r o u p s ) 	 I n v a l i d   g r o u p 	 !qHevaI^%R	 eHevfN{|+R	 %8H!D!H9I-	 G r u p o   i n v  l i d o 	 G r o u p e   i n v a l i d e 	 U n g  l t i g e   G r u p p e 	 525@=0O  3@C??0	 G r u p p o   n o n   v a l i d o 	 FH9  'D4G'/)  :J1  5'D-	 G r u p o   i n v  l i d o 	 G e  e r s i z   g r u p   	 L o i   c h n g   n h n   k h  n g   h p   l 	 G r u p   t i d a k   v a l i d 	 K u m p u l a n   t i d a k   s a h 	 	.	>	(	M	/	  8	.	B	9		 	 	 	  r v  n y t e l e n   c s o p o r t 	 	 	 	 O n g e l d i g e   g r o e p 	 	 	 G r u p   n e v a l i d 	 	 	     	 	 	 1HG  E9*(1  F3*	 	 	   				  							 	 	 	 





  




	   	 I q e m b u   e l i n g e n a m t h e t h o 	 I q e l a   e l i n g a s e b e n z i y o 	 K i k u n d i   b a t i l i 	 O n g e l d i g e   g r o e p 	 N e g a l i o j a n t i   g r u p 	 N e d e r +g a   g r u p a 	 S o b i m a t u   g r u p p 	 1v~a~e  mxtb	   	 G r u p   n e v a l i d 	 
M
0
A
*
M
*
M
  
8
>
'
A
	 ,H'  K7M @  	 G r u p   I   p a v l e f s h e m 	 						  				 	 	 	 	 	 	 	 G r u p o   i n v  l i d o 
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ K E Y _ P U R P O S E 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   k e y   p u r p o s e   i s   i n v a l i d ( o t h e r   t h a n   t h e   s u p p o r t e d   k e y   p u r p o s e s ) 	 I n v a l i d   k e y   p u r p o s e 	 !qHevaI(u	 eHevfN(u	 '18#0*L5"LD!H9I-	 P r o p  s i t o   d e   c l a v e   i n v  l i d o 	 B u t   d e   c l    i n v a l i d e 	 U n g  l t i g e r   S c h l  s s e l z w e c k 	 525@=>5  =07=0G5=85	 S c o p o   c h i a v e   n o n   v a l i d o 	 71JB)  'D4G'/)  :J1  5'D-	 C h a v e   s e m   o b j e c t i v o 	 G e  e r s i z   a n a h t a r   a m a c 1  	 D  n g   c h n g   n h n   k h  n g   h p   l 	 T u j u a n   k o d e   k u n c i   t i d a k   v a l i d 	 P u n c a   k e k u n c i   t i d a k   s a h 	 	.	>	(	M	/	  	A			@	  		&	M	&	G	6	M	/		 	 	 	  r v  n y t e l e n   k u l c s   r e n d e l t e t  s 	 	 	 	 O n g e l d i g   s l e u t e l d o e l 	 	 	 S c o p   c h e i e   n e v a l i d 	 	 	       	 	 	 G/A  D/  E9*(1  F3*	 	 	   				  		- 	  					 	 	 	 





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	     	 I n h l o s o   e n k u l u   e n g e n a m t h e t h o 	 I n j o n g o   y e q h o s h a   e n g a s e b e n z i y o 	 M a d h u m u n i   b a t i l i   y a   k i f u n g u o 	 O n g e l d i g e   t o e t s d o e l 	 N e g a l i o j a n t i   r a k t o   p a s k i r t i s 	 N e d e r +g s   a t s l g a s   m r 7i s 	 V  t m e   f u n k t s i o o n   s o b i m a t u 	 2avalkk  av~a~e  vwavaoxiuxv	       	 S c o p   c h e i e   n e v a l i d 	 
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 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ N O T _ F O U N D 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   r e q u e s t e d   c e r t i f i c a t e   i s   n o t   f o u n d   i n   t h e   d a t a b a s e 	 C e r t i f i c a t e   n o t   f o u n d 	 aI
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NX[(W	 D!HC#1#-	 C e r t i f i c a d o   n o   e n c o n t r a d o 	 C e r t i f i c a t   n o n   t r o u v  	 Z e r t i f i k a t   n i c h t   g e f u n d e n 	 !5@B8D8:0B  =5  =0945=	 C e r t i f i c a t o   n o n   t r o v a t o 	 'D4G'/)  :J1  EH,H/)	 C e r t i f i c a d o   n  o   e n c o n t r a d o 	 S e r t i f i k a   b u l u n a m a d 1  	 C h n g   n h n   k h  n g   t n   t i 	 S e r t i f i k a t   t i d a k   d i t e m u k a n 	 S i j i l   t i d a k   d i j u m p a i 	 *	M	0	.	>	#	*	$	M	0	  (	9	@		  .	?	2	>		 	 	 	 A   t a n  s  t v  n y   n e m   t a l  l h a t  	 	 	 	 C e r t i f i c a a t   n i e t   g e v o n d e n 	 	 	 C e r t i f i c a t u l   n u   a   f o s t   g s i t 	 	 	     	 	 	 H'GF'EG  'A*  F4/	 	 	 										  					  						 	 	 	 









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 S T R _ I D _ C E R T M A N _ C E R T _ E X I S T S 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   C e r t i c a t e   a l r e a d y   e x i s t s   i n   t h e   d a t a b a s e 	 C e r t i f i c a t e   a l r e a d y   e x i s t s 	 aI]X[(W	 fN]X[(W	 C#1#-!5-"9HA%I'	 E l   c e r t i f i c a d o   y a   e x i s t e 	 L e   c e r t i f i c a t   e x i s t e   d  j  	 Z e r t i f i k a t   b e r e i t s   v o r h a n d e n 	 !5@B8D8:0B  C65  ACI5AB2C5B	 I l   c e r t i f i c a t o   e s i s t e   g i  	 'D4G'/)  EH,H/)	 C e r t i f i c a d o   j    e x i s t e 	 S e r t i f i k a   z a t e n   m e v c u t   	 C h n g   n h n      t n   t i 	 S e r t i f i k a t   s u d a h   a d a 	 S i j i l   s u d a h   w u j u d 	 *	M	0	.	>	#	*	$	M	0	  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 L  t e z Q  t a n  s  t v  n y 	 	 	 	 C e r t i f i c a a t   b e s t a a t   a l 	 	 	 C e t i f i c a t u l   e x i s t   d e j a 	 	 	     	 	 	 H'GF'EG  EH,H/  '3*	 	 	   											  				  								 	 	 	 









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 S T R _ I D _ C E R T M A N _ R E A D _ O N L Y 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   C e r t i f i c a t e   i s   r e a d   o n l y 	 R e a d   o n l y   c e r t i f i c a t e 	 /UaI	 SfN	 C#1#-5H-H2DI-"H2@5"'	 C e r t i f i c a d o   s  l o   l e c t u r a 	 C e r t i f i c a t   l e c t u r e   s e u l e m e n t 	 N u r   l e s e n - Z e r t i f i k a t 	 !5@B8D8:0B  B>;L:>  4;O  GB5=8O	 C e r t i f i c a t o   d i   s o l a   l e t t u r a 	 4G'/)  'DB1'!)  AB7	 C e r t i f i c a d o   a p e n a s   d e   l e i t u r a 	 S a l t   o k u n u r   s e r t i f i k a   	 C h n g   n h n   c h   c 	 S e r t i f i k a t   b a c a   s a j a 	 S i j i l   b a c a   s a h a j a 	 0	@	!	  	(	2	@	  *	M	0	.	>	#	*	$	M	0		 	 	 	 C s a k   o l v a s h a t    t a n  s  t v  n y 	 	 	 	 C e r t i f i c a a t   a l l e e n   l e e s b a a r 	 	 	 C e r t i f i c a t   d o a r    n   c i t i r e 	 	 	       	 	 	 H'GF'EG  AB7  .H'F/F  '3*	 	 	   				  				  												 	 	 	 




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 S T R _ I D _ C E R T M A N _ M A X _ L I M I T 	 C E R T M A N 	 P O P U P ,   U N L I M 	 M a x i m u m   l i m i t   R e a c h e d 	 M a x   l i m i t   r e a c h e d 	 ]T g'YP6R	 ] g'YP6R	 6531*9*8	 L  m i t e   m  x i m o   a l c a n z a d o 	 L i m i t e   m a x   a t t e i n t e 	 M a x .   G r e n z e   e r r e i c h t 	 >AB83=CB  <0:A.   ?@545;	 L i m i t e   m a s s i m o   r a g g i u n t o 	 'DJ  -/  #B5J	 A t i n g i d o   l i m i t e   m  x . 	 M a k s .   s 1n 1r a   u l a _1l d 1  	    t   n   n g n g   c a o   n h t 	 B a t a s   m a k s i m u m   t e r c a p a i 	 H a d   m a k s i m u m   d i c a p a i 	 	'	?	.   8	@	.	>	  8	.	>	*	M	$		 	 	 	 M a x .    r t  k   e l  r v e 	 	 	 	 M a x i m u m   b e r e i k t 	 	 	 A ci   a t i n s   l i m i t a   m a x i m 	 	 	     ' 	 	 	 (G  -/'+1  13/	 	 	   								  					  								 	 	 	 





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 S T R _ I D _ C E R T M A N _ T O O _ M A N Y _ C E R T 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e r e   a r e   t o o   m a n y   c e r t i f i c a t e s   i n   t h e   f i l e 	 T o o   m a n y   c e r t i f i c a t e s 	 aIF{xeNY	 fN{peǏY	 C#1#-!2@4D	 D e m a s i a d o s   c e r t i f i c a d o s   	 T r o p   d e   c e r t i f i c a t s 	 Z u   v i e l e   Z e r t i f i k a t e 	 !;8H:><  <=>3>  A5@B8D8:0B>2	 T r o p p i   c e r t i f i c a t i 	 C+J1  EF  'D4G'/'*	 D e m a s i a d o s   c e r t i f i c a d o s 	  o k   f a z l a   s e r t i f i k a   	 S   c h n g   n h n   q u    n h i u 	 S e r t i f i k a t   t e r l a l u   b a n y a k 	 T e r l a l u   b a n y a k   s i j i l 	 ,	9	A	$	  8	>	0	G	  *	M	0	.	>	#	*	$	M	0		 	 	 	 T  l   s o k   t a n  s  t v  n y 	 	 	 	 T e   v e e l   c e r t i f i c a t e n 	 	 	 P r e a   m u l t e   c e r t i f i c a t e 	 	 	     	 	 	 *9/'/  H'GF'EG  G'  2'/  '3*	 	 	   			  				  												 	 	 	 



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 S T R _ I D _ C E R T M A N _ C O R R U P T E D _ F I L E 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   f i l e   i s   n o t   s u p p o r t e d 	 I n v a l i d   f i l e 	 !qHevjHh	 eHeveN	 D%LD!H9I-	 A r c h i v o   i n v  l i d o 	 F i c h i e r   i n v a l i d e 	 U n g  l t i g e   D a t e i 	 525@=K9  D09;	 F i l e   n o n   v a l i d o 	 'DEDA  EA3/	 F i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a   	 T p   b   t n   h i 	 F i l e   t i d a k   v a l i d 	 F a i l   t i d a k   s a h 	 	.	>	(	M	/	  +	>		2		 	 	 	  r v  n y t e l e n   f  j l 	 	 	 	 O n g e l d i g   b e s t a n d 	 	 	 F i _i e r   n e v a l i d 	 	 	     	 	 	 A'D  E9*(1  F3*	 	 	 				  					 	 	 	 





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 S T R _ I D _ C E R T M A N _ A U T H O R I T Y _ C E R T 	 C E R T M A N 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 T h e   r o o t   o r   i n t e r m e d i a t e   a u t h o r i t y   c e r t i f i c a t e s 	 A u t h .   c e r t i f i c a t e 	 c
kaI	 cCgfN	 C#1#-2#"7"11'8%	 C e r t i f i c a d o   d e   a u t o r i d a d 	 C e r t i f i c a t   d  a u t o r i t  	 A u t o r i t  t s z e r t i f i k a t 	 !5@B8D8:0B,   2K40==K9  F5=B@><	 C e r t i f i c a t o   d i   a u t o r i t  	 4G'/)  'D*AHJ6	 C e r t i f i c a d o   d e   a u t o r i d a d e 	 Y e t k i   s e r t i f i k a s 1  	 G i y   p h  p   x  c   t h c 	 O t e n t i k a s i   s e r t i f i k a t 	 S i j i l   p e n g e s a h a n 	 *	M	0	>	'	?		>	0	  *	M	0	.	>	#	*	$	M	0		 	 	 	 H i t .   t a n  s  t v  n y 	 	 	 	 A u t o r i t e i t s c e r t i f i c a a t 	 	 	 C e r t i f i c a t   d e   a u t o r i t a t e 	 	 	   	 	 	 'E*'2  EH+B	 	 	   						  												 	 	 	 





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 S T R _ I D _ C E R T M A N _ U S E R _ C E R T 	 C E R T M A N 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 T h e   u s e r   c e r t i f i c a t e s 	 U s e r   c e r t i f i c a t e 	 O(uaI	 (u7bfN	 C#1#-9IC
I	 C e r t i f i c a d o   d e   u s u a r i o 	 C e r t i f i c a t   d  u t i l i s a t e u r 	 B e n u t z e r z e r t i f i k a t 	 >;L7>20B5;LA:89  A5@B8D8:0B	 C e r t i f i c a t o   u t e n t e 	 4G'/)  'DE3*./E	 C e r t i f i c a d o   d o   u t i l i z a d o r 	 K u l l a n 1c 1  s e r t i f i k a s 1  	 C h n g   n h n   c a   n g i   s   d n g 	 S e r t i f i k a t   p e n g g u n a 	 S i j i l   p e n g g u n a 	 /	B		<	0	  *	M	0	.	>	#	*	$	M	0		 	 	 	 F e l h a s z n  l  i   t a n  s  t v  n y 	 	 	 	 G e b r u i k e r s c e r t i f i c a a t 	 	 	 C e r t i f i c a t   u t i l i z a t o r 	 	 	   	 	 	 H'GF'EG  '1(1	 	 	   												  												 	 	 	 












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  	   	 I s i t i f i k e t i   s o m s e b e n z i s i 	 U m s e b e n z i s i   w e s a t i f i k e t i 	 C h e t i   c h a   m t u m i a j i 	 G e b r u i k e r s e r t i f i k a a t 	 N a u d o t o j o   s e r t i f i k a t a s 	 L i e t o t j a   s e r t i f i k t s 	 K a s u t a j a   s e r t i f i k a a t 	 Uc~xrk  ~oauaoav	   	 C e r t i f i c a t   u t i l i z a t o r 	 /
B
8
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   8
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	 	*-KM$>  *M0.>#*$M0  	 C e r t i f i k a t e   p e r d o r u e s i 	 											  											 	 	 	 	 	 	 	 C e r t i f i c a d o   d o   U s u  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ O P T I O N _ K E Y _ U S A G E 	 C E R T M A N 	 I C O N T E X T 	 T h e   k e y   u s a g e s   o f   t h e   c e r t i f i c a t e 	 K e y   u s a g e 	 aI(u	 fN(u	 2#C
I5"L	 U s o   d e   l a   c l a v e 	 U t i l i s a t i o n   d e   c l  	 S c h l  s s e l v e r w e n d u n g 	 07=0G5=85	 U t i l i z z o   c h i a v e 	 '3*9E'D  'D4G'/)	 U t i l i z a   o   d e   c h a v e 	 A n a h t a r   k u l l a n 1m 1  	 C  c h   s   d n g   c h n g   n h n 	 P e n g g u n a a n   k o d e   k u n c i 	 P e n g g u n a a n   k e k u n c i 	 	9	.	  		*	/	K			 	 	 	 K u l c s h a s z n  l a t 	 	 	 	 S l e u t e l g e b r u i k 	 	 	 U t i l i z a r e   c h e i e 	 	 	   	 	 	 '1(1/  D/	 	 	   		  									 	 	 	 

  




	   	 U k u s e t s h e n z i s w a   o k u b a l u l e k i l e 	 U s e t y e n z i s o   l w e q h o s h a 	 U t u m i a j i   m s i n g i 	 S l e u t e l g e b r u i k e 	 R a k t o   n a u d o j i m a s 	 A t s l g a s   l i e t o j u m s 	 V  t m e k a s u t u s 	 2avalkk  cacxnxt	   	 U t i l i z a r e   c h e i e 	 
@
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	 @  *M03(  0@$?  	 P e r d o r i m i   I   c e l e s i t 	 		  								 	 	 	 	 	 	 	 U s o   d e   c h a v e 	 	 	 	 	 	 	 	 G i l t z a - e r a b i l k e t a 	 P a g g a m i t   n g   k e y 	 U s o   d a   c h a v e 	 I g o d o   e j i   a r u   o r u 	  s  i d   e o c h r a c h a 
 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E S 	 C E R T M A N 	 T I T L E 	 C e r t i f i c a t e s 	 C e r t i f i c a t e s 	 aI	 fN	 2##1#-	 C e r t i f i c a d o s 	 C e r t i f i c a t s 	 Z e r t i f i k a t e 	 !5@B8D8:0BK	 C e r t i f i c a t i 	 'D4G'/)	 C e r t i f i c a d o s 	 S e r t i f i k a l a r   	 C h n g   n h n 	 S e r t i f i k a t 	 S i j i l 	 *	M	0	.	>	#	*	$	M	0		 	 	 	 T a n  s  t v  n y o k 	 	 	 	 C e r t i f i c a t e n 	 	 	 C e r t i f i c a t e 	 	 	 	 	 	 H'GF'EG  G'	 	 	 												 	 	 	 










	 	 I z i t i f i k e t i 	 I z a t i f i k e t i     	 V y e t i 	 S e r t i f i k a t e 	 S e r t i f i k a t a i 	 S e r t i f i k t i 	 S e r t i f i k a a d i d 	 Noauaoavve	 	 C e r t i f i c a t e 	 8
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 	 *M0.>#*$M08.B9  	 C e r t i f i k a t a 	 															 	 	 	 	 	 	 	 C e r t i f i c a d o s 	 	 	 	 	 	 	 	 Z i u r t a g i r i a k 	 M g a   s e r t i p i k o 	 C e r t i f i c a d o s 	 A s a m b o d o 	 D e i m h n i t h e 
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ C E R T I F I C A T E 	 C E R T M A N 	 T I T L E 	 T h e   c e r t i f i c a t e   i s   n o t   s u p p o r t e d 	 I n v a l i d   c e r t i f i c a t e 	 !qHevaI	 eHevfN	 C#1#-D!H9I-	 C e r t i f i c a d o   i n v  l i d o 	 C e r t i f i c a t   i n v a l i d e 	 U n g  l t i g e s   Z e r t i f i k a t 	 525@=K9  A5@B8D8:0B	 C e r t i f i c a t o   n o n   v a l i d o 	 'D4G'/)  :J1  5'D-	 C e r t i f i c a d o   i n v  l i d o 	 G e  e r s i z   s e r t i f i k a   	 C h n g   n h n   k h  n g   h p   l 	 S e r t i f i k a t   t i d a k   v a l i d 	 S i j i l   t i d a k   s a h 	 	.	>	(	M	/	  *	M	0	.	>	#	*	$	M	0		 	 	 	  r v  n y t e l e n   t a n  s  t v  n y 	 	 	 	 O n g e l d i g   c e r t i f i c a a t 	 	 	 C e r t i f i c a t   n e v a l i d 	 	 	     	 	 	 H'GF'EG  E9*(1  F3*	 	 	 				  											 	 	 	 





  









	   	 I s i t i f i k e t i   e s i n g e n a m t h e t h o 	 I z a t i f i k e t i   e z i n g a s e b e n z i y o 	 C h e t i   b a t i l i 	 O n g e l d i g e   s e r t i f i k a a t 	 N e g a l i o j a n t i s   s e r t i f i k a t a s 	 N e d e r +g s   s e r t i f i k t s 	 V i g a n e   s e r t i f i k a a t 	 1v~a~e  ~oauaoav	   	 C e r t i f i c a t   n e v a l i d 	 8
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	 ,H'  *M0.>#*$M08.B9  	 C e r t i f i k a t e   e   p a v l e f s h m e 	 						  											 	 	 	 	 	 	 	 C e r t i f i c a d o   i n v  l i d o 	 	 	 	 	 	 	 	 Z i u r t a g i r i   b a l i o g a b e a 	 H i n d i   w a s t o n g   s e r t i p i k o 	 C e r t i f i c a d o   n o n   v  l i d o 	 A s a m d o d o   a d a b a g h 	 D e i m h n i    n e a m h b h a i l  
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ C E R T _ E R R O R 	 C E R T M A N 	 U N L I M 	 T h e   e r r o r   b e c a u s e   o f   t h a t   c e r t i f i c a t e   i s   n o t   s u p p o r t e d 	 I n v a l i d   c e r t i f i c a t e   e r r o r 	 aI/ǌ
	 fNOo`	 I-4%2C#1#-D!H9I-	 E r r o r   d e   c e r t i f i c a d o   i n v  l i d o 	 E r r e u r   c e r t i f i c a t   i n v a l i d e 	 U n g  l t i g e r   Z e r t i f i k a t f e h l e r 	 !5@B8D8:0B  >H81:0	 E r r o r e   d i   c e r t i f i c a t o   i n t e r n o 	 .7#  AJ  E9DHE'*  'D4G'/)	 E r r o   d e   c e r t i f i c a d o   i n v  l i d o 	 G e  e r s i z   s e r t i f i k a   h a t a s 1  	 T i n   t c   c h n g   n h n   l i 	 K e s a l a h a n   s e r t i f i k a t   t i d a k   v a l i d 	 R a l a t   s i j i l   t i d a k   s a h 	 	.	>	(	M	/	  *	M	0	.	>	#	*	$	M	0	  $	M	0	A		?		 	 	 	  r v  n y t e l e n   t a n  s  t v  n y h i b a 	 	 	 	 F o u t   d o o r   o n g e l d i g   c e r t i f i c a a t 	 	 	 E r o a r e   c e r t i f i c a t   n e v a l i d 	 	 	       	 	 	 .7'  H'GF'EG  :1E9*(1	 	 	   				  												  							 	 	 	 





  









  


	     	 I p h u t h a   k w i s i t i f i k e t i   e s i n g e n a m t h e t h o 	 I m p a z a m o   y e s a t i f i k e t i   e s i n g a s e b e n z i y o 	 H i t i l a f u   y a   c h e t i   b a t i l i 	 F o u t   m e t   o n g e l d i g e   s e r t i f i k a a t 	 N e g a l i o j a n 
i o   s e r t i f i k a t o   k l a i d a 	 N e d e r +g a   s e r t i f i k t a   k <kd a 	 V i g a s e   s e r t i f i k a a d i   t  r g e 	 1v~a~e  ~oauaoavk  }mal	     	 E r o a r e   c e r t i f i c a t   n e v a l i d 	 8
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0
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 	 ,H'  *M0.>#*$M08.B9  $M0A?  	 G a b i m   c e r t i f i k a t e   t e   p a v l e f s h m e 	 						  										  							 	 	 	 	 	 	 	 E r r o   d e   c e r t i f i c a d o   i n v  l i d o 	 	 	 	 	 	 	 	 Z i u r t a g i r i   b a l i o g a b e   a k a t s a 	 H i n d i   w a s t o n g   e r r o r   s a   s e r t i p i k o 	 E r r o   d e   c e r t i f i c a d o   n o n   v  l i d o 	 M m e j   a s a m b o d o   a d a b a g h 	 E a r r  i d   d e i m h n i t h e   n e a m h b h a i l  
 
 S T R _ I D _ C E R T M A N _ W A R N _ B C O N S T _ N O T _ C R I T I C A L 	 C E R T M A N 	 U N L I M 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 W,gP6R]j:yp^_v	 W,gP6R]h:y:N^_v	 !54%L@7H-D7I2-"9H  AH3@#7H-+!2"'H2D!H*31
	 C a m p o   d e   r e s t r i c c i o n e s   b  s i c a s   p r e s e n t e ,   p e r o   m a r c a d o   c o m o   n o   c r  t i c o 	 C h a m p   d e   c o n t r a i n t e s   b a s i q u e s   p r  s e n t ,   m a i s   m a r q u    c o m m e   n o n   c r i t i q u e 	 D a s   F e l d   f  r   g r u n d l e g e n d e   B e g r e n z u n g e n   i s t   v o r h a n d e n ,   d o c h   n o c h   a l s   k r i t i s c h   m a r k i e r t 	 >;5  107>2KE  >3@0=8G5=89  ACI5AB2C5B,   =>  ?><5G5=>  :0:  =5206=>5	 E '   p r e s e n t e   i l   c a m p o   d e l l e   l i m i t a z i o n i   d i   b a s e ,   m a      c o n t r a s s e g n a t o   c o m e   n o n   c r i t i c o 	 *E  *9DJB  'D-/  'D'3'3JG  :J1  61H1J)	 P r e s e n t e   c a m p o   d e   r e s t r i   e s ,   a s s i n a l a d o   c o m o   n  o   c r  t i c o 	 T e m e l   s 1n 1r l a m a l a r   a l a n 1  m e v c u t   a n c a k   k r i t i k   d e i l   o l a r a k   i _a r e t l e n m i _  	 H n   c h   c   b n     c    n h   d u   t h  n h   k h  n g   c n   t h i t 	 T e r d a p a t   k o l o m   b a t a s a n   d a s a r ,   n a m u n   d i t a n d a i   s e b a g a i   t i d a k   p e n t i n g 	 M e d a n   h a d   a s a s   t e l a h   w u j u d ,   t e t a p i   d i t a n d a k a n   s e b a g a i   t i d a k   k r i t i k a l 	 	'	>	0	-	B	$	  *	M	0	$	?	,		'	  +	@	2	M	!	  .	L		B	&	  9	H	,   	?		$	A	  	M	0	?		?		2	  	G	  0	B	*	  .	G		  	?	9	M	(	?	$		 	 	 	 A z   a l a p v e t Q  s z qk  t  s e k   m e z Q  j e l e n   v a n ,   d e   n e m   k r i t i k u s n a k   v a n   j e l  l v e 	 	 	 	 B a s i s v e l d   m e t   b e p e r k i n g e n   i s   a a n w e z i g ,   m a a r   n i e t   a l s   k r i t i e k   g e m a r k e e r d 	 	 	 C  m p u l   d e   r e s t r i c ci i   d e   b a z   e x i s t ,    n s   n u   e s t e   m a r c a t   c a   f o a r t e   i m p o r t a n t 	 	 	       ,           	 	 	 AD/  E-/H/*  G'  'HDG  EH,H/  '3*  'E'  (9FH'F  :1  61H1  E4.5  4/G  '3*	 	 	   					  												  							  			,   						  												  			  			  					  				 	 	 	 





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	     ,           	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i e s e   b e p e r k i n g s - v e l d   i s   t e e n w o o r d i g ,   m a a r   g e m e r k   a s   n i e   k r i t i e k 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 B a s i c   c o n s t r a i n t s   f i e l d   i s   p r e s e n t ,   b u t   m a r k e d   a s   n o t   c r i t i c a l 	 	 	 F u s h a   e   p e n g e s a v e   b a z e   e s h t e   p r a n i s h e m ,   p o r   e s h t e   s h e n u a r   s i   j o   k r i t i k e 	 								  					  				  			,   						  														  							  			  				 	 	 	 	 	 	 	 C a m p o   d e   r e s t r i   e s   b  s i c a s   e s t    p r e s e n t e ,   m a s   m a r c a d o   c o m o   n  o   c r  t i c o 	 	 	 	 	 	 	 	 B e r t a n   d a   o i n a r r i z k o   m u g a p e n e n   e s p a r r u a ,   b a i n a   e z   d a   g a r r a n t z i z k o e n e t z a t   j o t z e n 	 A n g   m g a   b a s i c   n a   f i e l d   s a   c o n s t r a i n t   a y   n a n d o o n   n g u n i t   m a r k a d o   b i l a n g   h i n d i   k r i t i k a l 	 C a m p o   d e   r e s t r i c i  n s   b  s i c a s   e s t    p r e s e n t e ,   p e r o   n o n   m a r c a d o   c o m o   c r  t i c o 	 E n w e t a l a   f d   n s o g b u   n a - e b e   a n a   a r   r , k a m a   a m a k r   y a   d k a   i h e   a d g h   m k p a 	 T    a n   r  i m s e   b u n s r i a n t a   a n n ,   a c h      m a r c  i l t e   n a c h   b h f u i l   s    c r i t i c i  i l 
 
 S T R _ I D _ C E R T M A N _ W A R N _ U N K N O W N _ C R I T I C A L _ E X T 	 C E R T M A N 	 U N L I M 	 U n k n o w n   c r i t i c a l   e x t e n s i o n   e n c o u n t e r e d 	 U n k n o w n   c r i t i c a l   e x t e n s i o n   e n c o u n t e r e d 	 aIX[	g
NfvdEQkMO	 fNX[	g
NfvibEQW[k	 *H'H-5H*31
5HD!H#9I1	 S e   e n c o n t r    u n a   e x t e n s i  n   c r  t i c a   d e s c o n o c i d a 	 E x t e n s i o n   c r i t i q u e   i n c o n n u e   r e n c o n t r  e 	 U n b e k a n n t e   k r i t i s c h e E r w e i t e r u n g   v o r g e f u n d e n 	 1=0@C65=>  =58725AB=>5  @0AH8@5=85	 E s t e n s i o n e   c r i t i c a   s c o n o s c i u t a   r i s c o n t r a t a 	 'D4G'/)  (H,H/  CDE)  'DE/  :J1  E91HA	 E n c o n t r a d a   e x t e n s  o   c r  t i c a   d e s c o n h e c i d a 	 B i l i n m e y e n   k r i t i k   g e r i l i m   i l e   k a r _1l a _1l d 1  	 C h n g   n h n   c    p h n   m   r n g   c h a   r    r  n g 	 E k s t e n s i   p e n t i n g   y a n g   t i d a k   d i k e t a h u i   t e l a h   d i t e m u k a n 	 P e m a n j a n g a n   k r i t i k a l   t i d a k   d i k e t a h u i   t e l a h   d i t e m u i 	 		M		>	$	  	M	0	?		?		2	  		M	8		G		6	(	  		$	M	*	(	M	(		 	 	 	 I s m e r e t l e n   k r i t i k u s   k i t e r j e s z t  s   t a l  l h a t  	 	 	 	 O n b e k e n d e   k r i t i e k e   e x t e n s i e   a a n w e z i g 	 	 	 E x t e n s i e   n e c u n o s c u t   f o a r t e   i m p o r t a n t   i d e n t i f i c a t 	 	 	       	 	 	 EH',GG  ('  ~3HF/  61H1  F'E4.5	 	 	   					  												  									  				  							 	 	 	 






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	       	 K u h l a n g a n w e   n o k w e l u l w a   o k u b u c a y i   o k u n g a z i w a 	 U l w a n d i s o   o l u b a l u l e k i l e y o   o l u n g a z i w a y o   l w e n z e k i l e 	 I m e k a b i l i a n a   n a   m t a n d o   m u h i m u   u s i o j u l i k a n a   	 O n b e k e n d e   k r i t i e k e   v e r l e n g i n g   t e  g e k o m 	 N e ~i n o m a s   k r i t i n i s   p l t i n y s 	 S a s k a r e   a r   n e z i n m u   k r i t i s k u   p a p l a ai n j u m u 	 I l m u s   t u n d m a t u   k r i i t i l i n e   l a i e n d 	 1vpau  okkoaoav  hvdlauvxt	           	 E x t e n s i e   n e c u n o s c u t   f o a r t e   i m p o r t a n t   i d e n t i f i c a t 	 

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	 M>$  &A8>'M_  8.M,(M'@_  *M08>0#  *M0$?0K'  2>  	 U   t a k u a   z g j e r i m   I   p a d i t u r   k r i t i k 	 						  										  											  								  					 	 	 	 	 	 	 	 E x t e n s  o   c r  t i c a   d e s c o n h e c i d a   e n c o n t r a d a 	 	 	 	 	 	 	 	 L u z a p e n   k r i t i k o   e z e z a g u n a   a u r k i t u   d a 	 M a y   n a k i t a n g   h i n d i   k i l a l a n g   k r i t i k a l   n a   e k s t e n s i y o n 	 E n c o n t r a d o   u n h a   e x t e n s i  n   c r  t i c a   d e s c o  e c i d a 	 E n w e t a l a   m m e p e   o g h e r e   d   m k p a   a m a g h 	 T h  n g t h a s   a r   i a r m h  r   c h r i t i c i  i l   a n a i t h n i d 
 
 S T R _ I D _ C E R T M A N _ W A R N _ V A L I D I T Y 	 C E R T M A N 	 U N L I M 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 aI]>gbX[	g!qHev	gHegP	 fN]Ǐgb[v	gHegPeHe	 2##1#-+!-2"8  +#7-!5'15H5HC
IDI5HD!H9I-	 H a   v e n c i d o   u n   c e r t i f i c a d o ,   o   t i e n e   u n a   f e c h a   d e   v a l i d e z   n o   v  l i d a 	 U n   c e r t i f i c a t   a   e x p i r  ,   o u   a   u n e   d a t e   d e   v a l i d i t    i n v a l i d e 	 E i n   Z e r t i f i k a t   i s t   a b g e l a u f e n   o d e r   s e i n   V a l i d i t  t s d a t u m   i s t   u n g  l t i g 	 !@>:  459AB28O  A5@B8D8:0B0  8AB5:  8;8  C:070=  =525@=>	 U n   c e r t i f i c a t o      s c a d u t o ,   o   h a   u n a   d a t a   d i   v a l i d i t    s c a d u t a 	 'D4G'/)  EF*GJ  #H  AJG'  *'1J.  'D5D'-J)  GJ  :J1  5'D-	 C e r t i f i c a d o   e x p i r a d o   o u   t e m   d a t a   d e   v a l i d a d e   i n v  l i d a 	 S e r t i f i k a n 1n   s  r e s i   d o l d u   v e y a   g e  e r s i z   b i r   g e  e r l i l i _k   t a r i h i n e   s a h i p 	 C h n g   n h n   v t   q u    t h i   g i a n   h o c   t h i   g i a n   c    h i u   l c      h t   h n 	 S e r t i f i k a t   t e l a h   k e d a l u w a r s a ,   a t a u   m e m i l i k i   t a n g g a l   v a l i d i t a s   y a n g   t i d a k   v a l i d 	 S i j i l   t e l a h   t a m a t   t e m p o h ,   a t a u   m e m p u n y a i   t a r i k h   k e s a h a n   y a n g   t i d a k   s a h 	 *	M	0	.	>	#	*	$	M	0	  8	.	>	*	M	$	  9	K	  	A		>	  9	H	,   	%	5	>	  	8	.	G		  	.	>	(	M	/	  .	>	(	M	/	$	>	  &	?	(	>			  9	H		 	 	 	 E g y   t a n  s  t v  n y   l e j  r t   v a g y    r v  n y t e l e n    r v  n y e s s  g i   d  t u m m a l   r e n d e l k e z i k 	 	 	 	 E e n   c e r t i f i c a a t   i s   g e  x p i r e e r d   o f   h e e f t   e e n   o n g e l d i g e   g e l d i g h e i d s d a t u m 	 	 	 U n   c e r t i f i c a t   a   e x p i r a t   s a u   d a t a   d e   v a l a b i l i t a t e   n u   e s t e   v a l i d 	 	 	       ,           	 	 	   H'GF'EG  EFB6  4/G  '3*  '  /'1'  *'1.  '9*('1  :1E9*(1  '3*	 	 	   				  													  					  			  					,   		  				  						  					  				 	 	 	 









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	       ,           	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 n   S e r t i f i k a a t   h e t   v e r s t r y k ,   o f   h e t    n   o n g e l d i g e   g e l d i g h e i d s d a t u m 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 A   c e r t i f i c a t e   h a s   e x p i r e d ,   o r   h a s   i n v a l i d   v a l i d i t y   d a t e 	 	 	 C e r t i f i k a t a   k a   s k a d u a r ,   o s e   k a   d a t e   k o n f i r m i m i   t e   p a v l e f s h m e 	 											  					  					  		  				  						  				  							 	 	 	 	 	 	 	 U m   c e r t i f i c a d o   e x p i r o u   o u   p o s s u i   d a t a   d e   v a l i d a d e   i n v  l i d a 	 	 	 	 	 	 	 	 Z i u r t a g i r i a k   i r a u n g i   d u   e d o   i r a u n g i p e n - d a t a   b a l i o g a b e a   d u 	 A n g   s e r t i p i k o   a y   n a p a s o   o   m a y   h i n d i   w a s t o n g   p e t s a   n g   p a g k a b a l i d o 	 U n   c e r t i f i c a d o   v e n c e u ,   o u   t e n   u n a   d a t a   d e   v a l i d a c i  n   f a l s a 	 A s a m b o d o     e m e e l a   e k s p a y a , m a     b   n ' o n w e r e   d e e t i   a d a b a g h 	 T    d e i m h n i    a s   d  t a ,   n    t    d  t a   b a i l  o c h t a   n e a m h b h a i l    a i g e 
 
 S T R _ I D _ C E R T M A N _ W A R N _ K E Y _ M I S U S E 	 C E R T M A N 	 U N L I M 	 O n e   o f   t h e   c e r t i f i c a t e s   i n   t h e   c h a i n   i s   u s e d   n o t   a c c o r d i n g   t o   i t s   k e y   u s a g e   f i e l d 	 O n e   o f   t h e   c e r t i f i c a t e s   i n   t h e   c h a i n   i s   u s e d   n o t   a c c o r d i n g   t o   i t s   k e y   u s a g e   f i e l d 	 aI]O(u^1SvaI(u	 fN]O(u^SvfN(u	 +6HC2##1#-C@
9C
IB"D!H@GD2!4%L2#C
I25"L-2##1#-	 U n o   d e   l o s   c e r t i f i c a d o s   d e   l a   c a d e n a   s e   u s a   n o   d e   a c u e r d o   a   s u   c a m p o   d e   u s o   d e   l a     c l a v e 	 U n   d e s   c e r t i f i c a t s   d a n s   l a   c h a  n e   n ' e s t   p a s   u t i l i s    c o n f o r m  m e n t      s o n   c h a m p   d ' u t i l i s a t i o n   d e   c l  	 E i n e s   d e r   Z e r t i f i k a t e   i n   d e r   K e t t e   w i r d   n i c h t   g e m     s e i n e s   F e l d e s   S c h l  s s e l v e r w e n d u n g   v e r w e n d e t 	 48=  87  A5@B8D8:0B>2  2  F5?>G:5  8A?>;L7C5BAO  =5  2  A>>B25BAB288  A>  7=0G5=85<  ?>;O  ? 07=0G5=85? 	 U n o   d e i   c e r t i f i c a t i   d e l l a   c a t e n a   v i e n e   u s a t o   i n   b a s e   a l   s u o   c a m p o   d i   u t i l i z z o   c h i a v e 	 'D4G'/)  E3*./E  ('D'3*9E'D  :J1  E3EH-	 U m   d o s   c e r t i f i c a d o s   n  o      u t i l i z a d o   d e   a c o r d o   c o m   o   c a m p o   d e   u t i l i z a   o   d e   c h a v e 	 Z i n c i r d e k i   s e r t i f i k a l a r d a n   b i r i   a n a h t a r   k u l l a n 1m   a l a n 1n a   u y g u n   o l a r a k   k u l l a n 1l 1y o r 	 C h n g   n h n      d  n g   c h c   n n g   k h  n g   c   c h o   p h  p 	 S a l a h   s a t u   s e r t i f i k a t   p a d a   r a n g k a i a n   t e l a h   d i g u n a k a n   s e c a r a   t i d a k   s e s u a i   d e n g a n   k o l o m   p e n g g u n a a n   k o d e   k u n c i n y a 	 S a l a h   s a t u   d a l a m   s i j i l   i n i   d i g u n a k a n   t i d a k   m e n g i k u t   m e d a n   p e n g g u n a a n   k e k u n c i n y a 	 6	M	0	C			2	>	  .	G		  		  *	M	0	.	>	#	*	$	M	0	  	K	  	8		G	  *	M	0	.	A		  		*	/	K		  +	@	2	M	!	  	G	  	(	A	8	>	0	  	8	M	$	G	.	>	2	  (	9	@		  	?	/	>	  	/	>	  9	H		 	 	 	 A   l  n c o l a t   e g y i k   t a n  s  t v  n y  t   n e m   a   k u l c s h a s z n  l a t i   m e z Qj  n e k   m e g f e l e l Qe n   h a s z n  l j  k 	 	 	 	 E e n   v a n   d e   c e r t i f i c a t e n   i n   d e   k e t e n   w o r d t   n i e t   g e b r u i k t   v o l g e n s   h e t   g e b r u i k s v e l d 	 	 	 U n u l   d i n t r e   c e r t i f i c a t e l e   d i n   s e r i e   n u   e s t e   f o l o s i t   c o n f o r m   c  m p u l u i   d e   u t i l i z a r e   a   c h e i i 	 	 	                 	 	 	 '2    '2  H'GF'EG  G'  EH,H/  /1  2F,1  (1  '3'3  AD/  '1(1/  D/  .H/  '3*A'/G  F4/G  '3*	 	 	   				  			  			  											  			  		  									  								  							  							  			  		  			 	 	 	 



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	                   	 E s i s o d w a   s e z i t i f i k e t i   e s h e y i n i n i   a s i s e t s h e n z i s w a   n g o k w e n d i m a   y a s o   y o k u s e t s h e n z i s w a   e b a l u l e k i l e 	 E s i n y e   s e z a t i f i k e t i   e s i k w i t y a t h a n g a   a s i s e t y e n z i s w a   n g o k o k u s e t y e n z i s w a   k o m m a n d l a   w e q h o s h a     	 M o j a   y a   v y e t i   k a t i k a   m s u r u r u   i m e t u m i w a   s i o   k u l i n g a n a   n a   n a f a s i   y a k e   m u h i m u   y a   u t u m i a j i 	 E e n   v a n   d i e   s e r t i f i k a t e   i n   d i e   k e t t i n g   w o r d   n i e   v o l g e n s   s y   s l e u t e l g e b r u i k s v e l d   i n g e s p a n   n i e 	 V i e n a s   i a  g r a n d i n j e   e s a n 
i s  s e r t i f i k a t s  y r a   n a u d o j a m a s   n e   p a g a l   j o   p a g r i n d i n i o   n a u d o j i m o   l a u k 	 V i e n s   n o   7d e s   s e r t i f i k t i e m   t i e k   l i e t o t s   n e a t b i l s t o ai   t   a t s l g a s   l i e t o j u m a   l a u k a m 	  h t e   s e r t i f i k a a t i   a n t u d   k e t i s   o n   k a s u t a t u d   s e l l e   v  t m e k a s u t u s e   v  l j a l e   m i t t e v a s t a v a l t 	 1u}  wak  teo  ~oauaoavh  yk  cacxn~xt  k  bavalkk  cacxntav  dawk  pataqauv	   -                 	 U n u l   d i n t r e   c e r t i f i c a t e l e   d i n   s e r i e   n u   e s t e   f o l o s i t   c o n f o r m   c  m p u l u i   d e   u t i l i z a r e   a   c h e i i 	 
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 
 S T R _ I D _ C E R T M A N _ W A R N _ I N V A L I D _ S I G N A T U R E 	 C E R T M A N 	 U N L I M 	 C e r t i f i c a t e   h a s   i n v a l i d   s i g n a t u r e 	 C e r t i f i c a t e   h a s   i n v a l i d   s i g n a t u r e 	 aI=|z!qHe	 fN~{zeHe	 2##1#-!5%2"@G5HD!H9I-	 E l   c e r t i f i c a d o   t i e n e   u n a   f i r m a   v  l i d a 	 C e r t i f i c a t   a v e c   s i g n a t u r e   i n v a l i d e 	 Z e r t i f i k a t   h a t   u n g  l t i g e   S i g n a t u r 	 !5@B8D8:0B  8<55B  =525@=CN  ?>4?8AL	 I l   c e r t i f i c a t o   h a   u n a   f i r m a   n o n   v a l i d a 	 *HBJ9  'D4G'/)  :J1  5'D-	 A s s i n a t u r a   d e   c e r t i f i c a d o   i n v  l i d a 	 S e r t i f i k a   g e  e r s i z   i m z a y a   s a h i p   	 C h   k    c h n g   n h n   k h  n g   h p   l 	 S e r t i f i k a t   m e m i l i k i   t a n d a   t a n g a n   y a n g   t i d a k   v a l i d 	 P e n s i j i l a n   m e m p u n y a i   t a n d a t a g a n   t i d a k   s a h 	 *	M	0	.	>	#	*	$	M	0	  .	G		  	.	>	(	M	/	  8	?		M	(	G		0	  9	H		 	 	 	 A   t a n  s  t v  n y   a l   r  s a    r v  n y t e l e n 	 	 	 	 C e r t i f i c a a t   h e e f t   o n g e l d i g e   o n d e r t e k e n i n g 	 	 	 C e r t i f i c a t u l   c o n ci n e   o   s e m n t u r   n e v a l i d 	 	 	         	 	 	 'E6'  H'GF'EG  E9*(1  F3*	 	 	   												  				  								  				 	 	 	 












  





  


  

	       	 I s i t i f i k e t i   s i n e s i g n i s h a   e n g e n a m t h e t h o 	 I s a t i f i k e t i   s i n e s a n d l a   e s i n g a s e b e n z i y o 	 C h e t i   k i n a   s a i n i   b a t i l i 	 S e r t i f i k a a t   h e t    n   o n g e l d i g e   h a n d t e k e n i n g 	 S e r t i f i k a t a s   y r a   s u   n e g a l i o j a n 
i u   p a r a au 	 S e r t i f i k t a m   i r   n e d e r +g s   p a r a k s t s 	 S e r t i f i k a a d i   s i g n a t u u r   o n   s o b i m a t u 	 Noauaoavh  xvk  av~a~e  }xacxiuxv	       	 C e r t i f i c a t u l   c o n ci n e   o   s e m n t u r   n e v a l i d 	 8
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	 *M0.>#*$M0?0  ,H'  98M$>M70  09??  	 C e r t i f i k a t a   k a   f i r m e   t e   p a v l e f s h m e 	 											  						  								  				 	 	 	 	 	 	 	 C e r t i f i c a d o   p o s s u i   a s s i n a t u r a   i n v  l i d a 
 
 S T R _ I D _ C E R T M A N _ W A R N _ C O R R U P T E D _ C E R T 	 C E R T M A N 	 U N L I M 	 T h e   c e r t i f i c a t e   i s   c o r r u p t e d 	 C o r r u p t e d   c e r t i f i c a t e 	 aI]
dk	 fN]_ck	 C#1#-@*5"	 C e r t i f i c a d o   c o r r u p t o 	 C e r t i f i c a t   c o r r o m p u 	 V e r f  l s c h t e s   Z e r t i f i k a t 	 !5@B8D8:0B  ?>2@5645=	 C e r t i f i c a t o   c o r r o t t o 	 'D4G'/)  EA3/)	 C e r t i f i c a d o   c o r r o m p i d o 	 B o z u l m u _  s e r t i f i k a   	 C h n g   n h n   b   t n   h i 	 S e r t i f i k a t   r u s a k 	 S i j i l   r o s a k 	 	0	>	,	  *	M	0	.	>	#	*	$	M	0		 	 	 	 S  r  l t   t a n  s  t v  n y 	 	 	 	 C o r r u p t   c e r t i f i c a a t 	 	 	 C e r t i f i c a t   d e t e r i o r a t 	 	 	   	 	 	 H'GF'EG  .1'(  '3*	 	 	   					  												 	 	 	 



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	   	 I s i t i f i k e t i   e s o n a k e l e 	 I s a t i f i k e t i   e s o n a k a l i s i w e y o 	 C h e t i   k i m e h a r i b i k a 	 G e k o r r u p t e e r d e   s e r t i f i k a a t 	 I ak r a i p y t a s   s e r t i f i k a t a s 	 B o j t s   s e r t i f i k t s 	 R i k u t u d   s e r t i f i k a a t 	 Nva}~an  o~auaoav	   	 C e r t i f i c a t   d e t e r i o r a t 	 $
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 
 S T R _ I D _ C E R T M A N _ W A R N _ N O _ C E R T _ H A S H 	 C E R T M A N 	 U N L I M 	 S H A 1   h a s h   i s   n o t   p r e s e n t 	 S H A 1   h a s h   i s   n o t   p r e s e n t   f o r   t h e   c e r t i f i c a t e 	 aI
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*3+#1C#1#-	 V a l o r   d e   t r o c e a d o   S H A 1   n o   e s t    p r e s e n t e   p a r a   e l   c e r t i f i c a d o 	 E m p r e i n t e   n u m  r i q u e   S H A 1   p a s   p r  s e n t e   p o u r   l e   c e r t i f i c a t 	 S H A 1 - H a s h   i s t   f  r   d a s   Z e r t i f i k a t   n i c h t   v o r h a n d e n 	 %5H  S H A 1   4;O  40==>3>  A5@B8D8:0B0  >BACBAB2C5B	 C a n c e l l e t t o   S H A 1   n o n   p r e s e n t e   p e r   i l   c e r t i f i c a t o 	 AJ  'D4G'/)  D'  JH,/S H A 1   H a s h 	 H a s h   S H A 1   n  o   e s t    p r e s e n t e   p a r a   o   c e r t i f i c a d o 	 S e r t i f i k a   i  i n   S H A 1   k a r m a s 1  m e v c u t   d e i l     	 C h n g   n h n   k h  n g   t n   t i   S H A 1   h a s h 	 H a s h   S H A 1   u n t u k   s e r t i f i k a t   t i d a k   a d a 	 S H A 1   h a s h   t i d a k   a d a   u n t u k   s i j i l   i n i 	 *	M	0	.	>	#	*	$	M	0	  	G	  2	?		  S H A 1   9	H	6	  .	L		B	&	  (	9	@		  9	H		 	 	 	 A   t a n  s  t v  n y h o z   n e m    l   r e n d e l k e z  s r e   a z   S H A 1   t  r d e l Q  k  d 	 	 	 	 S H A 1 - h a s h   i s   n i e t   a a n w e z i g   v o o r   h e t   c e r t i f i c a a t 	 	 	 C o d u l   h a s h   S H A 1   n u   a p a r e    n   c e r t i f i c a t 	 	 	 H A S H   S H A 1       	 	 	 'DH1*E  *(/D  S H A 1   E1(H7  (G  H'GF'EG  EH,H/  F3*	 	 	   		. 			. 		  					  												  							  				 	 	 	 









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	   S H A 1     	 I - S H A 1   h a s h   a y i k h o   e s i t i f i k e t i n i     	 I - S H A 1   h a s h   a y i k h o   n g e s a t i i k e t i 	 S H A 1   r e l i   h a i k o   k w a   c h e t i 	 S e r t i f i k a a t   s e   S H A 1   h u t s   o n t b r e e k 	 S e r t i f i k a t a s   n e t u r i   S H A 1 . 	 S e r t i f i k t a m   n a v   S H A 1   j a u c j k o d a 	 S e r t i f i k a a d i l   p u u d u b   S H A 1   r  s i v   r t u s 	 S H A 1   mewh  a|oa  yg  au}  ~oauaoavk  pata	 S H A 1           	 C o d u l   h a s h   S H A 1   n u   a p a r e    n   c e r t i f i c a t 	 8
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 
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o`	 \Oo`	 I-'2!	 m e n s a j e ( s ) 	 m s g 	 M i t t e i l . 	 A>>1I. 	 m s g 	 13'&D	 m s g 	 m e s a j 	 T i n   n h n 	 p e s a n 	 m s j 	 8		&	G	6		 	 	 	  z . 	 	 	 	 b e r i c h t 	 	 	 m s j 	 	 	 	 	 	 ~'E	 	 	   						  	 	 	 	 




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o`	 \Oo`	 I-'2!	 m e n s a j e ( s ) 	 m s g s 	 M i t t e i l . 	 A>>1I. 	 m s g 	 13'&D	 m s g s 	 m e s a j l a r 	 T i n   n h n 	 p e s a n 	 m s j 	 8		&	G	6		 	 	 	  z . 	 	 	 	 b e r i c h t e n 	 	 	 m s j e 	 	 	 	 	 	 ~'EG'	 	 	   						  ( 				) 	 	 	 	 




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	 8.8M$	 T e   g j i t h a 	 					 	 	 	 	 	 	 	 T o d o s 
 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ I N P U T 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   i n f o r m a t i o n   e n t e r e d   b y   t h e   u s e r   i s   n o t   v a l i d 	 I n v a l i d   i n p u t 	 8eQ!qHe	 eQeHe	 I-I-!9%D!H9I-	 E n t r a d a   i n v  l i d a 	 E n t r  e   i n v a l i d e 	 U n g  l t i g e   E i n g a b e 	 525@=K9  22>4  	 I m m i s s i o n e   n o n   v a l i d a 	 'D'/.'D  :J1  5'D-	 I n t r o d u   o   i n v  l i d a 	 G e  e r s i z   g i r d i 	 N h p   l i u   k h  n g   h p   l 	 M a s u k a n   S a l a h 	 I n p u t   t i d a k   s a h 	 	.	>	(	M	/	    	(	*	A		  	 U g y l d i g   I n d t a s t n i n g 	 N e p l a t n    z a d  n  	 N i e p r a w i d Bo w e   w e j [c i e 	  r v  n y t e l e n   b e v i t e l 	 E p  k e l p o   s y  t e 	 U g y l d i g   i n n f  r i n g 	 N e p l a t n    z a d a n i e 	 O n g e l d i g e   i n v o e r 	 O g i l l t i g   i n m a t n i n g s u p p g i f t 	 U n o s   n i j e   v a l j a n 	 I n f o r m a ci i   n e v a l i d e 	 N e v e l j e v e n   V n o s 	   	     	 520;84=>  J25640=5	 	5	H	'	  	(	*	A			 H1H/  E9*(1  F3*	 :D7  'F  ~y	   	 								  						 0
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	   	 I - I n p u t   e n g e n a m t h e t h o 	 U f a k o   o l u n g a s e b e n z i y o 	 I n g i z o   b a t i l i 	 O n g e l d i g e   i n v o e r 	 N e g a l i o j a n t i   /v e s t i s 	 N e d e r +g a   i e v a d e 	 V i g a n e   s i s e s t u s 	 1v~a~e  tx	   	 I n t r a r e   i n c o r e c t 	 
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 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ C E R T _ C O N T I N U E 	 C E R T M A N 	 I C O N T E X T 	 C o n t i n u e 	 C o n t i n u e 	 |~~	 ~~	 H-	 C o n t i n u a r 	 C o n t i n u e r 	 F o r t s e t z e n 	 @>4>;68BL	 C o n t i n u a 	 H'5D	 C o n t i n u a r 	 D e v a m   	 T i p   t c 	 L a n j u t 	 T e r u s k a n 	 	>	0	@	    0		G			 	 	 	 T o v  b b 	 	 	 	 D o o r g a a n 	 	 	 C o n t i n u a ci 	 	 C o n t i n u e 	 	 C o n t i n u e 	 *	A	"	G	  	>	2	B		 '/'EG	 E3D3D	 	 								 2
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 
 S T R _ I D _ C E R T M A N _ N O T _ V A L I D A T E D 	 C E R T M A N 	 P O P U P C O N F I R M 	 T h e   c e r t i f c a t e   i s   n o t   v a l i d ,   d o   y o u   s t i l l   w a n t   t o   s a v e   t h e   c e r t i f i c a t e ? 	 U n a b l e   t o   v a l i d a t e ,   s a v e   a n y w a y ? 	 aI!qlWI|~~2QX[	 fNel~~OX[	 D!H*2!2##'*-  -"H2D#G1@G? 	 N o   s e   p u d o   v a l i d a r ,    g r a b a r   d e   t o d o s   m o d o s ? 	 N e   p e u t   p a s   v a l i d e r ,   c o n t i n u e r   q u a n d   m  m e   ?   	 K a n n   n i c h t   v a l i d i e r e n ,   t r o t z d e m   s p e i c h e r n ? 	 52>7<>6=>  ?@>25@8BL.   A5  @02=>  A>E@0=8BL? 	 I m p o s s i b i l e   c o n v a l i d a r e ,   s a l v a r e   c o m u n q u e ? 	 'D4G'/)  D'  JECF  'D*H+JB, *3*E1  'D-A8	 I m p o s s  v e l   v a l i d a r ,   g u a r d a r ? 	 V a l i d e   e d i l e m i y o r ,   y i n e   d e   k a y d e d i l s i n   m i ?   	 K h  n g   t h   k i m   t r a   c h n g   n h n ,   t i p   t c   l u ? 	 T i d a k   d a p a t   d i v a l i d a s i ,   t e t a p   s i m p a n ? 	 T i d a k   b o l e h   m e n g e s a h a n ,   s i m p a n   j u g a ? 	 .	>	(	M	/	$	>	  &	G	(	G	  .	G		  	8	.	0	M	%	,   +	?	0	  -	@	  8	G	5	  	0	G		? 	 	 	 	 N e m    r v  n y e s  t h e t Q,   m  g i s   m e n t i ? 	 	 	 	 K a n   n i e t   v a l i d e r e n ,   t o c h   d o o r g a a n ? 	 	 	 V a l i d a r e   i m p o s i b i l .   S a l v a ci ? 	 	 	     ,       ? 	 	 	 B'/1  (G  *#/  F3*  ('  'F  -'D  0.1G  E  F/	 	 	   					  						  					  		  	 	 	 	 






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 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ I M P O R T E D 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   c e r t i f i c a t e   i s   i m p o r t e d   s u c c e s s f u l l l y 	 C e r t i f i c a t e   i m p o r t e d 	 aI/SeQbR	 fNGleQbR	 C#1#-9-4!-#LA%I'	 C e r t i f i c a d o   i m p o r t a d o 	 C e r t i f i c a t   i m p o r t  	 Z e r t i f i k a t   i m p o r t i e r t 	 !5@B8D8:0B  8<?>@B8@>20=	 C e r t i f i c a t o   i m p o r t a t o 	 *E  '5/'1  'D4G'/)	 C e r t i f i c a d o   i m p o r t a d o 	 S e r t i f i k a   a l 1n d 1  	 G i   v  o   c h n g   n h n   t h  n h   c  n g 	 S e r t i f i k a t   t e l a h   d i i m p o r 	 S i j i l   d i i m p o r t 	 *	M	0	.	>	#	*	$	M	0	  	.	M	*	K	0	M		  	?	/	>	  	/	>		 	 	 	 A   t a n  s  t v  n y   i m p o r t  l v a 	 	 	 	 C e r t i f i c a a t   g e  m p o r t e e r d 	 	 	 C e r t i f i c a t u l   a   f o s t   i m p o r t a t 	 	 	   	 	 	 H'GF'EG  H'1/  4/	 	 	   											  								  			  						 	 	 	 









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	   	 I s i t i f i k e t i   s i l e t h i w e 	 I s a t i f i k e t i   s i n g e n i s w e   e l i z w e n i 	 C h e t i   k i m e l e t w a 	 S e r t i f i k a a t   i n g e v o e r 	 I m p o r t u o t a s   s e r t i f i k a t a s 	 S e r t i f i k t s   i m p o r t t s 	 S e r t i f i k a a t   i m p o r d i t u d 	 Noauaoavh  vetxn~an  g	   	 C e r t i f i c a t u l   a   f o s t   i m p o r t a t 	 8
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	 *M0.>#*$M0  .&(@  9K?  	 C e r t i f i k a t a   u   i m p o r t u a 	 										  						  			  	' 		 	 	 	 	 	 	 	 C e r t i f i c a d o   i m p o r t a d o 
 
 S T R _ I D _ C E R T I F I C A T E _ M A N A G E R 	 C E R T M A N 	 T I T L E ,   I C O N T E X T 	 C e r t i f i c a t e   M a n a g e r 	 C e r t i f i c a t e   m a n a g e r 	 aI{t	 fN{t	 1'12#2##1#-	 A d m i n i s t r a d o r   d e   c e r t i f i c a d o s 	 G e s t i o n n a i r e   d e   c e r t i f i c a t 	 Z e r t i f i k a t - M a n a g e r 	 8A?5BG5@  A5@B8D8:0B>2	 G e s t i o n e   c e r t i f i c a t i 	 '/'1)  'D4G'/)	 G e s t o r   d e   c e r t i f i c a d o 	 S e r t i f i k a   y  n e t i c i s i   	 Q u n   l    c h n g   n h n 	 M a n a j e r   s e r t i f i k a t 	 P e n g u r u s   s i j i l 	 *	M	0	.	>	#	*	$	M	0	  *	M	0	,		'			 	 	 	 T a n  s  t v  n y k e z e l Q	 	 	 	 C e r t i f i c a a t b e h e e r 	 	 	 A d m i n i s t r a t o r   c e r t i f i c a t 	 	 	   	 	 	 E/1  H'GF'EG	 	 	   											  										 	 	 	 









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	   	 I m e n e n j a   y e s i t i f i k e t i 	 U m l a w u l i   w e s a t i f i k e t i 	 K i s i m a m i a   c h e t i 	 S e r t i f i k a a t b e s t u u r d e r 	 S e r t i f i k a t o   t v a r k y k l 	 S e r t i f i k t u   p r v a l d n i e k s 	 S e r t i f i k a a d i h a l d u r 	 Noauaoavvek  teve{e	   	 A d m i n i s t r a t o r   c e r t i f i c a t 	 8
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 
 S T R _ I D _ C E R T M A N _ I N V A L I D _ K E Y _ T Y P E 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   k e y   t y p e   i s   n o t   s u p p o r t e d 	 I n v a l i d   k e y   t y p e 	 lQёp^W!qHe	 lQ _ё{|WeHe	 
45"LD!H9I-	 T i p o   d e   c l a v e   i n v  l i d a 	 T y p e   d e   c l    i n v a l i d e 	 U n g  l t i g e r   S c h l  s s e l t y p 	 525@=K9  B8?  :;NG0	 T i p o   d i   c h i a v e   n o n   v a l i d a 	 FH9  'DEA*'-  :J1  5'D-	 T i p o   d e   c h a v e   i n v  l i d o 	 G e  e r s i z   a n a h t a r   t  r    	 L o i   c h  a   k h  a   k h  n g   h p   l 	 J e n i s   k o d e   k u n c i   t i d a k   v a l i d 	 J e n i s   k e k u n c i   t i d a k   s a h 	 	.	>	(	M	/	  	A			@	  *	M	0		>	0		 	 	 	  r v  n y t e l e n   k u l c s t  p u s 	 	 	 	 O n g e l d i g   s l e u t e l t y p e 	 	 	 T i p   c h e i e   n e v a l i d 	 	 	       	 	 	 FH9  D/  E9*(1  F3*	 	 	   				  		- 	  				 	 	 	 





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	     	 U h l o b o   l k u k a k h i y e   o n g e n a m t h e t h o 	 U h l o b o   l w e q h o s h a   e l i n g a s e b e n z i y o 	 A i n a   b a t i l i   y a   k i f u n g u o 	 O n g e l d i g e   t o e t s t i p e 	 N e g a l i o j a n t i s   r a k t o   t i p a s 	 N e d e r +g s   a t s l g a s   v e i d s 	 V  t m e   t   p   s o b i m a t u 	 2avalkk  av~a~e  e}ao	     	 T i p   c h e i e   n e v a l i d 	 
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 
 S T R _ I D _ C E R T M A N _ C E R T _ I N _ U S E 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   c u r r e n t   c e r t i f i c a t e   i s   i n   u s e 	 C e r t i f i c a t e   I n   U s e 	 aIO(u-N	 fNO(u-N	 C#1#-5HC
I-"9H	 C e r t i f i c a d o   e n   u s o 	 C e r t i f i c a t   u t i l i s  	 Z e r t i f i k a t   v e r w e n d e t 	 A?>;L7C5<K9  A5@B8D8:0B	 C e r t i f i c a t o   i n   u s o 	 'D4G'/)  AJ  'DE4*./E	 C e r t i f i c a d o   e m   u t i l i z a   o 	 S e r t i f i k a   k u l l a n 1m d a   	 a n g   s   d n g   c h n g   n h n 	 S e r t i f i k a t   y a n g   D i g u n a k a n 	 S i j i l   S e d a n g   D i g u n a 	 *	M	0	.	>	#	*	$	M	0	  	8	M	$	G	.	>	2	  .	G		  9	H		 	 	 	 A   t a n  s  t v  n y   h a s z n  l a t b a n   v a n 	 	 	 	 C e r t i f i c a a t   i n   g e b r u i k 	 	 	 C e r t i f i c a t u l   e s t e   d e j a   u t i l i z a t 	 	 	   	 	 	 H'GF'EG  EH1/  '3*A'/G  '3*	 	 	   											  							  			  						 	 	 	 









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 
 S T R _ I D _ C E R T M A N _ U S E _ P E R S O N A L _ C E R T I F I C A T E 	 C E R T M A N 	 P O P U P C O N F I R M 	 D o   y o u   w a n t   t o   u s e   t h e   p e r s o n a l   c e r t i i f c a t e ? 	 U s e   p e r s o n a l   c e r t i f i c a t e ? 	 O(uPNaI	 O(u*NNfN	 C
IC#1#-*H'1'? 	  U s a r   c e r t i f i c a d o   p e r s o n a l ? 	 U t i l i s e r   c e r t i f i c a t   p e r s o n n e l  ? 	 P e r s  n l i c h e s   Z e r t i f i k a t   v e r w e n d e n ? 	 A?>;L7>20BL  ;8G=K9  A5@B8D8:0B? 	 U s a r e   c e r t i f i c a t o   p e r s o n a l e ? 	 '3*./'E  4G'/)  'D4.5J)	 U s a r   c e r t i f i c a d o   p e s s o a l ? 	  z e l   s e r t i f i k a   k u l l a n 1l s 1n   m 1?   	 S   d n g   c h n g   n h n   c    n h  n ? 	 G u n a k a n   s e r t i f i k a t   p r i b a d i ? 	 G u n a k a n   s i j i l   p e r i b a d i ? 	 5	M	/		M	$	?		$	  *	M	0	.	>	#	*	$	M	0	  	8	M	$	G	.	>	2	  	0	G		? 	 	 	 	 S z e m  l y e s   t a n  s  t v  n y t   h a s z n  l ? 	 	 	 	 P e r s o o n l i j k   c e r t i f i c a a t   g e b r u i k e n ? 	 	 	 U t i l i z a ci   u n   c e r t i f i c a t   p e r s o n a l ? 	 	 	     ? 	 	 	 '2  H'GF'EG  4.5  '3*A'/G  E  F/	 	 	   									  											  							  				? 	 	 	 	 








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 
 S T R _ I D _ C E R T M A N _ N O _ K E Y _ P U R P O S E 	 C E R T M A N 	 P O P U P ,   U N L I M 	 T h e   c u r r e n t   c e r t i f i c a t e   h a s   n o   k e y   u s a g e s 	 U n k n o w n   k e y   u s a g e 	 aI(u
Nf	 fN(u
Nf	 2#C
I5"L5HD!H#9I1	 U s o   d e   c l a v e   d e s c o n o c i d o   	 F o n c t i o n   d e   c l    i n c o n n u e 	 U n b e k a n n t e   S c h l  s s e l n u t z u n g 	 07=0G5=85  =5  C:070=>	 N e s s u n o   s c o p o   c h i a v e 	 D'  JH,/  'D'3*9E'D	 C h a v e   d e s c o n h e c i d a 	  n e m l i   b i r   a m a    y o k   	 C  c h   d  n g   c h n g   n h n   k h  n g   r    r  n g 	 P e n g g u n a a n   k o d e   k u n c i   t i d a k   d i k e t a h u i 	 T i a d a   s e b a b   u t a m a 	 		M		>	$	  	9	.	  		*	/	K			 	 	 	 I s m e r e t l e n   k u l c s   h a s z n  l a t a 	 	 	 	 O n b e k e n d   g e b r u i k   v a n   t o e t s 	 	 	 N u   e x i s t   n i c i u n   s c o p   p e n t r u   c h e i e 	 	 	       	 	 	 C'1(1/  CDJ/  F'4F'.*G  '3*	 	 	   					  		  							  	 	 	 	 


  

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	   	 A k u n a n h l o s o   e b a l u l e k i l e 	 A k u k h o   n j o n g o   z e q h o s h a 	 H a k u n a   m a d h u m u n i   m s i n g i 	 O n b e k e n d e   t o e t s g e b r u i k 	 N e p a g r i n d i n   p a s k i r t i s 	 N a v   a t s l g a s   m r 7a 	 V  t m e l   p u u d u b   f u n k t s i o o n 	 2avalkk  vwavaoxiuxv  yoa	         	 N u   e x i s t   n i c i u n   s c o p   p e n t r u   c h e i e 	 	 	 P e r d o r i m   I   p a d i t u r   I   c e l e s i t 	 						  			  								 	 	 	 	 	 	 	 U s o   d e   c h a v e   d e s c o n h e c i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ D E L E T E _ C O N F I R M 	 C E R T M A N 	 P O P U P C O N F I R M 	 D o   y o u   w a n t   t o   d e l e t e   c e r t i f i c a t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ?   	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 						  			? 	 	 	 	 



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 
 S T R _ I D _ C E R T M A N _ D E L E T E _ A L L _ C O N F I R M 	 C E R T M A N 	 P O P U P C O N F I R M 	 D o   y o u   w a n t   t o   d e l e t e   a l l   c e r t i f i c a t e s ? 	 D e l e t e   a l l ? 	 hQ*Rd	 hQ Rd	 %1I+!? 	  B o r r a r   t o d o s ? 	 S u p p r i m e r   t o u t  ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5? 	 E l i m i n a r e   t u t t o ? 	 E3-  'DCD	 E l i m i n a r   t u d o ? 	 T  m    s i l i n s i n   m i ? 	 X  a   t o  n   b ? 	 H a p u s   s e m u a ? 	 H a p u s   s e m u a ? 	 8	-	@	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   c e r t i f i c a t e l e ? 	 	 	   ? 	 	 	 -0A  GEG	 	 	 					  						  			? 	 	 	 	 




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? 	   ? 	 S u s a   k o n k e ? 	 C i m e   k o n k e ? 	 F u t a   z o t e ? 	 S k r a p   a l l e s ? 	 `a l i n t i   v i s k ? 	 D z s t   v i s u ? 	 K u s t u t a n   k  i k ? 	 Kv{e^l  bxlxh	     ? 	 ^t e r g e ci   t o a t e ? 	 
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 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ U K R A I N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M u l t i t a p   U K 	 U K 	 pKQ-'Y[	 LNKQpQ'YQ	 U K 	 U K 	 G B 	 U K 	 M u l t i t a p   U K 	 U K 	 U K 	 U K 	 U K 	 U C R A I N A 	 M u l t i t a p   U K 	 U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 M u l t i t a p   U K 	 







  U K 	   U K 	 I - M u l t i t a p   u k 	 U m n o m b o   o m n i n z i   w e - U K 	 M u l t i t a p   U K 	 U K 	 M u l t i t a p   U K 	 M u l t i t a p   u k 	 M u l t i t a p   U K 	 2aftaok  pzxtx~  D9	   U K 	 M u l t i t a s t   U K 	 .
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 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ U K R A I N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 M u l t i t a p   u k 	 u k 	 pKQ-\[	 LNKQpQ\Q	 u k 	 u k 	 g b 	 u k 	 M u l t i t a p   u k 	 u k 	 u k 	 u k 	 u k 	 u c r a i n a 	 M u l t i t a p   u k 	 u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 







  u k 	   u k 	 I - M u l t i t a p   U K 	 U m n o m b o   o m n i n z i   w e - u k 	 M u l t i t a p   u k 	 u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 M u l t i t a p   u k 	 2aftaok  pzxtx~  ti	   	 M u l t i t a s t   u k 	 .
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 
 S T R _ I D _ S M S _ B G _ N O _ D E S T I A T I O N _ M O V E _ T O _ D R A F T _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 N o   d e s t i n a t i o n   S M S   M o v e   t o   d r a f t   q u e r y 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t s ? 	 !q_x,dyI?z	 eSxyRI?z{	 D!H!5%2"2  "I2"D"1A#H2? 	 N o   h a y   u n   d e s t i n o ,    m o v e r   a   B o r r a d o r e s ? 	 A u c u n e   d e s t i n a t i o n ,   d  p l a c    d a n s   B r o u i l l o n s   ? 	 K e i n   Z i e l ,   z u   E n t w u r f   v e r s c h i e b e n ? 	 5AB>?>;>65=8O  =5B.   C45B  ?><5I5=>  2  G5@=>28:8. 	 N e s s u n a   d e s t i n a z i o n e ,   s p o s t a r e   i n   b o z z e ? 	 D'  JH,/  1BE, 'F*B'D  'DJ  'DE3H/'*	 S e m   d e s t i n o ,   m o v e r   p a r a   R a s c u n h o s ? 	 G i d i _  n o k t a s 1  y o k ,   T a s l a k l a r a   t a _1n s 1n   m 1? 	 K h  n g   c    s ,   c h u y n   n   h p   t h   n h  p ? 	 T i d a k   a d a   t u j u a n ,   p i n d a h k a n   k e   K o n s e p ? 	 T i a d a   d e s t i n a s i ,   p i n d a h   k e   D r a f ? 	 	K		  		$	5	M	/	  (	9	@		,   !	M	0	>	+	M		  .	G		  2	G	  	>			? 	 	 	 	 N i n c s   c  l m a p p a ,    t h e l y e z i   a   p i s z k o z a t o k   k  z  ? 	 	 	 	 G e e n   b e s t e m m i n g ,   v e r p l a a t s e n   n a a r   c o n c e p t e n ? 	 	 	 F r   d e s t i n a ci e ,   m u t a r e    n   C i o r n e ? 	 	 	   ,     ? 	 	 	 EB5/  H,H/  F/'1/  (G  ~4  FH3G'  ,'(,'  4H/	 	 	   							  			,   							  					  					? 	 	 	 	 




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	 ,       	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 G e e n   b e s t e m m i n g   n i e ,   s k u i f   n a   K o n s e p t e ? 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 N o   d e s t i n a t i o n ,   m o v e   t o   D r a f t 	 	 	 P a   d e s t i n a c i o n ,   l e v i z   t e k   S k i c a t ? 	 				  											  			,   									  		  					? 	 	 	 	 	 	 	 	 S e m   d e s t i n o ,   m o v e r   p a r a   R a s c u n h o s ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
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\aOX[	 l	gTv[aOX[	 D!H!5--@GL5H@+!20*!5H*2!2#1@GDI	 N o   s e   p u e d e   g r a b a r   o b j e t o   d e   e n c a j e 	 A u c u n   o b j e t   a p p r o p r i    n e   p e u t    t r e   e n r e g i s t r  	 K e i n   p a s s e n d e s   O b j e k t   k a n n   g e s p e i c h e r t   w e r d e n 	 5B  ?>4E>4OI8E  >1J5:B>2  4;O  A>E@0=5=8O	 N e s s u n   o g g e t t o   i n s e r i t o   p u    e s s e r e   s a l v a t o 	 D'  JH,/  4J&  'DEF'3(  DD-A8	 O b j e c t o   n  o   p o d e   s e r   g u a r d a d o 	 U y g u n   b i r   n e s n e   k a y d e d i l e m e d i   	 K h  n g   c    i   t n g     l u 	 T i d a k   a d a   o b j e k   s e s u a i   y a n g   d a p a t   d i s i m p a n 	 T i a d a   o b j e k   m u a t   b o l e h   d i s i m p a n 	 	K		  		*	/	A		M	$	  	,	M		G		M		  8	G	5	  (	9	@		  	?	/	>	  	>	  8		$	>		 	 	 	 A   n e m   i l l e s z k e d Q  o b j e k t u m   m e n t h e t Q	 	 	 	 G e e n   p a s s e n d   o b j e c t   k a n   o p g e s l a g e n   w o r d e n 	 	 	 N i c i u n   o b i e c t   a d e c v a t   n u   p o a t e   f i   s a l v a t 	 	 	         	 	 	 G  4!  E*F'3(  B'(D  0.1G  F3*	 	 	   			  			  									  							  			  		  			 	 	 	 


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i o   o b j e k t o ,   k u r /  g a l i m a   b kt s  /r a ay t i 	 N e v a r   s a g l a b t   n e v i e n u   p i e m r o t u   o b j e k t u 	  h t e g i   v a s t a v a t   o b j e k t i   e i   s a a   s a l v e s t a d a 	 @atazaa}mav  bueo  yk  oaxr  zapzav~el	           	 N i c i u n   o b i e c t   a d e c v a t   n u   p o a t e   f i   s a l v a t 	 
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o`	 sSeOo`	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 E9DHE'*  -'DJ)	 I M P S 	 I M P S   	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 	 	 	 I M P S 	 	 	 	 I M P S 	 	 	 I M P S 	 	 	 I M P S 	 	 	 I M P S 	 	 	   		. 		. 		. 			 	 	 	 I M P S 	   	 I - I M P S 	 I - I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 	 	 	 	 	 	 	 I M P S 	 	 	 	 	 	 	 	 I M P S 	 I M P S 	 I M P S 	 I m p s 	 I M P S 
 
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N~	 4H---D%L	 C o n a c t a r   e n   l  n e a 	 C o n t a c t   e n   l i g n e 	 K o n t a k t   o n l i n e 	 >;L7>20B5;L  2  A5B8	 C o n t a t t a   o n l i n e 	 '*5'D  AJ  'D'F*1F*	 C o n t a c t o   o n l i n e 	  e v r i m i i   k i _i l e r   	 C    n g i   l  n   m n g 	 K o n t a k   o n l i n e 	 K e n a l a n   d a l a m   t a l i a n 	 	(	2	>		(	  8		*	0	M		  	0	G			 	 	 	 A   p a r t n e r   v o n a l b a n 	 	 	 	 C o n t a c t   o n - l i n e 	 	 	 C o n t a c t   o n l i n e 	 	 	     	 	 	 E.'7(  "FD'F	 	 	   							  							  					 	 	 	 





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o`	 eOo`	 I-'2!C+!H	 M e n s a j e   n u e v o 	 N o u v e a u   m e s s a g e 	 N e u e   M i t t e i l u n g 	 >2>5  A>>1I5=85. 	 N u o v o   m e s s a g g i o 	 13'D)  ,/J/)	 N o v a   m e n s a g e m 	 Y e n i   i l e t i   	 T i n   n h n   m i 	 P e s a n   b a r u 	 M e s e j   b a r u 	 (	/	>	  8		&	G	6		 	 	 	  j    z e n e t 	 	 	 	 N i e u w   b e r i c h t 	 	 	 M e s a j   n o u 	 	 	   	 	 	 ~'E  ,//	 	 	   				  							 	 	 	 


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 S T R _ T O N E _ S E T U P _ I M P S _ T O N E _ N E W _ I N V I T A T I O N 	 U s e r P r o f i l e s 	 I C O N T E X T 	 I M P S   T o n e 	 N e w   i n v i t a t i o n 	 eˊ	 e	 2#@
4
C+!H	 I n v i t a c i  n   n u e v a 	 N o u v e l l e   i n v i t a t i o n 	 N e u e   E i n l a d u n g 	 >2>5  ?@83;0H5=85	 N u o v o   i n v i t o 	 /9H)  ,/J/)	 N o v o   c o n v i t e 	 Y e n i   d a v e t   	 L i   m i   m i 	 U n d a n g a n   b a r u 	 J e m p u t a n   b a r u 	 (	/	>	  (	?	.		$	M	0	#		 	 	 	  j   m e g h  v  	 	 	 	 N i e u w e   u i t n o d i g i n g 	 	 	 I n v i t a ci e   n o u 	 	 	   	 	 	 /9H*F'EG  ,//	 	 	   				  									 	 	 	 



  






	   	 I s i m e m o   e s i s h a 	 I s i m e m o   e s i t s h a 	 M w a l i k o   m p y a 	 N u w e   u i t n o d i g i n g 	 N a u j a s   p a k v i e t i m a s 	 J a u n s   i e l kg u m s 	 U u s   k u t s e 	 Fx  pa~e	   	 I n v i t a ci e   n o u 	 *
A
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  
M
7
#

	 (B$(  .(M$M0#  	 F t e s e   e   r e 	 				  								 	 	 	 	 	 	 	 N o v o   c o n v i t e 	 	 	 	 	 	 	 	 G o n b i d a p e n   b e r r i a 	 B a g o n g   i m b i t a s y o n 	 N o v a   i n v i t a c i  n 	 A k w k w   o z i   h r   e j i   a k p   o k u . 	 C u i r e a d h   n u a 
 
 S T R _ T O N E _ S E T U P _ I M P S _ T O N E _ C H A T R O O M _ N O T I F I C A T I O N 	 U s e r P r o f i l e s 	 I C O N T E X T 	 I M P S   T o n e 	 C h a t   r o o m   n o t i f i c a t i o n 	 J)Y[w	 J)Y[w	 2#AI@7-A
#9!	 N o t i f i c a c i  n   d e   s a l a   d e   c h a r l a 	 N o t i f i c a t i o n   d e   s a l o n   d e   c h a t 	 C h a t r a u m b e n a c h r i c h t i g u n g 	 #254><;5=8O  >  A>1KB8OE  2  G0B5	 N o t i f i c a   c h a t   r o o m 	 '9D'F  :1A)  'D/1/4)	 N o t i f i c a   o   d e   s a l a   d e   c h a t 	 S o h b e t   o d a s 1  b i l d i r i m i   	 T h  n g   b  o   c a   p h  n g   t  n   g u 	 P e m b e r i t a h u a n   r u a n g   o b r o l a n 	 P e m b e r i t a h u a n   b i l i k   b u a l 	 	H		  0	B	.	  	'	?	8	B		(	>		 	 	 	 C s e v e g Qs z o b a    r t e s  t  s 	 	 	 	 M e l d i n g   v a n   c h a t r o o m 	 	 	 N o t i f i c a r e   c a m e r   d e   d i s c u ci i 	 	 	     ' 	 	 	 '7D'9G  '*'B  A*H	 	 	   					  				  										 	 	 	 



  


  









	     	 I s a z i s o   s e - c h a t   r o o m 	 I s a z i s o   s e g u m b i   l o k u n c o k o l a 	 A r i f u   y a   c h u m b a   c h a   k u p i g a   s o g a 	 K l e t s k a m e r k e n n i s g e w i n g 	 P o k a l b i s  k a m b a r i o   p r a n e ai m a s 	 T r z t a v a s   n o t i f i k c i j a 	 J u t u t o a   t e a t i s 	 Iak  }evuaok  navxxt	     	 N o t i f i c a r e   c a m e r   d e   c h a t 	 
>
1
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
  
1
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*
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	 >0MM  *M0K7M   ,?M*M$?  	 N j o f t i m   I   d h o m e s   s e   b a s h k e b i s e d i m i t 	 								   			  									 	 	 	 	 	 	 	 N o t i f i c a   o   d e   s a l a   d e   b a t e - p a p o 	 	 	 	 	 	 	 	 S o l a s g e l a r e n   o h a r r a 	 A b i s o   s a   c h a t   r o o m 	 N o t i f i c a c i  n   d e   s a l a   d e   c o n v e r s a 	 M e e   k a   a   m a r a   i m e   l   m k p a r t a k a 	 F  g r a   s e o m r a   c o m h r  
 
 S T R _ P R O F I L E S _ I M P S _ T O N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 I M P S   T o n e   s c r e e n   c a p t i o n 	 I M P S 	 sSBf
o`	 sSeOo`	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 13'D)  -'DJ)	 I M P S 	 I M P S   	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 	 	 	 I M P S 	 	 	 	 I M P S 	 	 	 I M P S 	 	 	 I M P S 	 	 	 I M P S 	 	 	   		. 		. 		. 			 	 	 	 I M P S 	   	 I - I M P S 	 I - I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 I M P S 	 	 	 	 	 	 	 	 I M P S 	 	 	 	 	 	 	 	 I M P S 	 I M P S 	 I M P S 	 I m p s 	 I M P S 
 
 S T R _ P R O F I L E S _ I M P S _ T O N E _ C O N T A C T _ O N L I N E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 I M P S   C o n t a c t   O n l i n e   T o n e   s c r e e n   c a p t i o n 	 C o n t a c t   o n l i n e 	 }YS
N}	 }YS
N~	 4H---D%L	 C o n t a c t a r   e n   l  n e a 	 C o n t a c t   e n   l i g n e 	 K o n t a k t   o n l i n e 	 >;L7>20B5;L  2  A5B8	 C o n t a t t a   o n l i n e 	 '*5'D  AJ  'D'F*1F*	 C o n t a c t o   o n l i n e 	  e v r i m i  i   k i _i l e r   	 C    n g i   l  n   M n g 	 K o n t a k   o n l i n e 	 K e n a l a n   d a l a m   t a l i a n 	 	(	2	>		(	  8		*	0	M		  	0	G			 	 	 	 A   p a r t n e r   v o n a l b a n 	 	 	 	 C o n t a c t   o n - l i n e 	 	 	 C o n t a c t   o n l i n e 	 	 	     	 	 	 E.'7(  "FD'F	 	 	   							  							  					 	 	 	 





  





  

	       	 O x h u m a n a   n a y e   u k u l a y i n i   o v u l i w e 	 U m q h a g a m s h e l w a   u k u - o n l a y n 	 W a s i l i a n a   m k o n d o n i 	 K o n t a k   a a n l y n 	 S u s i s i e k t i   p r i s i j u n g u s 	 S a z i n t i e s   t i e as a i s t 	 K o n t a k t   o n   v  r g u s 	 1|av  oxvao	   	 C o n t a c t   o n l i n e 	 
#
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	 (M 2>(M  8.M*0M  0(M$A  	 K o n t a k t o   n e   I n t e r n e t 	 								  							  				 	 	 	 	 	 	 	 C o n t a t o   o n l i n e 	 	 	 	 	 	 	 	 O n l i n e   i d a t z i 	 K o n t a k i n   o n l i n e 	 C o n t a c t o   c o n e c t a d o 	 N w e t a   n ' i k u k u 	 T e a g m h  l a    a r   l  n e 
 
 S T R _ P R O F I L E S _ I M P S _ T O N E _ N E W _ M E S S A G E _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 I M P S   N e w   M e s s a g e   T o n e   s c r e e n   c a p t i o n 	 N e w   m e s s a g e 	 e
o`	 eOo`	 I-'2!C+!H	 M e n s a j e   n u e v o 	 N o u v e a u   m e s s a g e 	 N e u e   M i t t e i l u n g 	 >2>5  A>>1I5=85. 	 N u o v o   m e s s a g g i o 	 13'D)  ,/J/)	 N o v a   m e n s a g e m 	 Y e n i   i l e t i   	 T i n   n h n   m i 	 P e s a n   b a r u 	 M e s e j   b a r u 	 (	/	>	  8		&	G	6		 	 	 	  j    z e n e t 	 	 	 	 N i e u w   b e r i c h t 	 	 	 M e s a j   n o u 	 	 	   	 	 	 ~'E  ,//	 	 	   				  							 	 	 	 


  




	   	 U m b i k o   o m u s h a 	 U m y a l e z o   o m t s h a 	 U j u m b e   m p y a 	 N u w e   b o o d s k a p 	 N a u j a s   p r a n e ai m a s 	 J a u n s   z i Fo j u m s 	 U u s   s  n u m 	 Fx  parxdacxiuxv	   	 M e s a j   n o u 	 *
A
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
	 (B$(  ,>0M$M$>  	 M e s a z h   I   r i 	 				  							 	 	 	 	 	 	 	 N o v a   m e n s a g e m 	 	 	 	 	 	 	 	 M e z u   b e r r i a 	 B a g o n g   m e n s a h e 	 N o v a   m e n s a x e 	 O z i   h r 	 T e a c h t a i r e a c h t   n u a 
 
 S T R _ P R O F I L E S _ I M P S _ T O N E _ N E W _ I N V I T A T I O N _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 I M P S   N e w   I n v i t a t i o n   T o n e   s c r e e n   c a p t i o n 	 N e w   i n v i t a t i o n 	 eˊ	 e	 2#@
4
C+!H	 I n v i t a c i  n   n u e v a 	 N o u v e l l e   i n v i t a t i o n 	 N e u e   E i n l a d u n g 	 >2>5  ?@83;0H5=85	 N u o v o   i n v i t o 	 /9H)  ,/J/)	 N o v o   c o n v i t e 	 Y e n i   d a v e t   	 L i   m i   m i 	 U n d a n g a n   b a r u 	 J e m p u t a n   b a r u 	 (	/	>	  (	?	.		$	M	0	#		 	 	 	  j   m e g h  v  	 	 	 	 N i e u w e   u i t n o d i g i n g 	 	 	 I n v i t a ci e   n o u 	 	 	   	 	 	 /9H*F'EG  ,//	 	 	   				  									 	 	 	 



  






	   	 I s i m e m o   e s i s h a 	 I s i m e m o   e s i t s h a 	 M w a l i k o   m p y a 	 N u w e   u i t n o d i g i n g 	 N a u j a s   p a k v i e t i m a s 	 J a u n s   i e l kg u m s 	 U u s   k u t s e 	 Fx  pa~e	   	 I n v i t a ci e   n o u 	 *
A
$
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/
  
M
7
#

	 (B$(  .(M$M0#  	 F t e s e   e   r e 	 				  										 	 	 	 	 	 	 	 N o v o   c o n v i t e 	 	 	 	 	 	 	 	 G o n b i d a p e n   b e r r i a 	 B a g o n g   i m b i t a s y o n 	 N o v a   i n v i t a c i  n 	 A k w k w   o z i   h r   e j i   a k p   o k u . 	 C u i r e a d h   n u a 
 
 S T R _ P R O F I L E S _ I M P S _ T O N E _ C H A T R O O M _ N O T I F I C A T I O N _ S E T U P _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 I M P S   C h a t r o o m   N o t i f i c a t i o n   T o n e   s c r e e n   c a p t i o n 	 C h a t   r o o m   n o t i f i c a t i o n 	 J)Y[w	 J)Y[w	 2#AI@7-A
#9!	 N o t i f i c a c i  n   d e   s a l a   d e   c h a r l a 	 N o t i f i c a t i o n   d e   s a l o n   d e   c h a t 	 C h a t r a u m b e n a c h r i c h t i g u n g 	 #254><;5=8O  >  A>1KB8OE  2  G0B5	 N o t i f i c a   c h a t   r o o m 	 '9D'F  :1A)  'D/1/4)	 N o t i f i c a   o   d e   s a l a   d e   c h a t 	 S o h b e t   o d a s 1  b i l d i r i m i   	 T h  n g   b  o   c a   p h  n g   t  n   g u 	 P e m b e r i t a h u a n   r u a n g   o b r o l a n 	 P e m b e r i t a h u a n   b i l i k   b u a l 	 	H		  0	B	.	  	'	?	8	B		(	>		 	 	 	 C s e v e g Qs z o b a    r t e s  t  s 	 	 	 	 M e l d i n g   v a n   c h a t r o o m 	 	 	 N o t i f i c a r e   c a m e r   d e   d i s c u ci i 	 	 	     ' 	 	 	 '7D'9G  '*'B  A*H	 	 	   					  				  										 	 	 	 



  


  









	     	 I s a z i s o   s e - c h a t   r o o m 	 I s a z i s o   s e g u m b i   l o k u n c o k o l a 	 A r i f u   y a   c h u m b a   c h a   k u p i g a   s o g a 	 K l e t s k a m e r k e n n i s g e w i n g 	 P o k a l b i s  k a m b a r i o   p r a n e ai m a s 	 T r z t a v a s   n o t i f i k c i j a 	 J u t u t o a   t e a t i s 	 Iak  }evuaok  navxxt	     	 N o t i f i c a r e   c a m e r   d e   c h a t 	 
>
1
M
1
M
  1
B

  
1
?
/
?
*
M
*
M
	 >0MM  *M0K7M   ,?M*M$?  	 N j o f t i m   I   d h o m e s   s e   b a s h k e b i s e d i m i t 	 								   			  									 	 	 	 	 	 	 	 N o t i f i c a   o   d e   s a l a   d e   b a t e - p a p o 	 	 	 	 	 	 	 	 S o l a s g e l a r e n   o h a r r a 	 A b i s o   s a   c h a t   r o o m 	 N o t i f i c a c i  n   d e   s a l a   d e   c o n v e r s a 	 M e e   k a   a   m a r a   i m e   l   m k p a r t a k a 	 F  g r a   s e o m r a   c o m h r  
 
 S T R _ I M P S _ S T A T U S 	 U s e r P r o f i l e s 	 I C O N T E X T 	 I M P S   S t a t u s   -   o p t i o n 	 I M P S   s t a t u s 	 sSBf
o`rKa	 sSeOo`r`	 *20  I M P S 	 E s t a d o   I M P S 	 E t a t   I M P S 	 I M P S - S t a t u s 	 !>AB>O=85  2  I M P S 	 S t a t o   I M P S 	 -'D)  13'D)  -'DJ)	 E s t a d o   I M P S 	 I M P S   d u r u m u   	 T r n g   t h  i   I M P S 	 S t a t u s   I M P S 	 S t a t u s   I M P S 	 I M P S   8	M	%	?	$	?		 	 	 	 I M P S    l l a p o t 	 	 	 	 T o e s t a n d   v a n   I M P S 	 	 	 S t a r e   I M P S 	 	 	   I M P S 	 	 	 H69*  I M P S 	 	 	   		. 		. 		. 		  							 	 	 	 I M P S   





	         	 I s i m o   s e - I M P S 	 I w o n g a   l e - I M P S 	 H a d h i   y a   I M P S 	 I M P S - s t a t u s 	 I M P S   b ks e n a 	 I M P S   s t a t u s s 	 I M P S   o l e k 	 I M P S   oaca~ksao	 I M P S   	 S t a r e   I M P S 	 I M P S   (
?
2
	 I M P S   8M%?$?  	 S t a t u s i   I M P S 	 I M P S   							 	 	 	 	 	 	 	 S t a t u s   I M P S 	 	 	 	 	 	 	 	 I M P S   e g o e r a 	 E s t a d o   n g   I M P S 	 E s t a d o   I M P S 	 O n o d u   I M P S 	 S t  d a s   I M P S 
 
 S T R _ I M P S _ S T A T U S _ C A P T I O N 	 U s e r P r o f i l e s 	 T I T L E 	 I M P S   S t a t u s   s c r e e n   c a p t i o n 	 I M P S   s t a t u s 	 sSBf
o`rKa	 sSeOo`r`	 *20  I M P S 	 E s t a d o   I M P S 	 E t a t   I M P S 	 I M P S - S t a t u s 	 !>AB>O=85  2  I M P S 	 S t a t o   I M P S 	 -'D)  13'D)  'DAH1J	 E s t a d o   I M P S 	 I M P S   d u r u m u   	 T r n g   t h  i   I M P S 	 S t a t u s   I M P S 	 S t a t u s   I M P S 	 I M P S   8	M	%	?	$	?		 	 	 	 I M P S    l l a p o t 	 	 	 	 T o e s t a n d   v a n   I M P S 	 	 	 S t a r e   I M P S 	 	 	   I M P S 	 	 	 H69*  I M P S 	 	 	   		. 		. 		. 		  							 	 	 	 I M P S   





	         	 I s i m o   s e - I M P S 	 I w o n g a   l e - I M P S 	 H a d h i   y a   I M P S 	 I M P S - s t a t u s 	 I M P S   b ks e n a 	 I M P S   s t a t u s s 	 I M P S   o l e k 	 I M P S   oaca~ksao	 I M P S   	 S t a r e   I M P S 	 I M P S   (
?
2
	 I M P S     8M%?$?  	 S t a t u s i   I M P S 	 I M P S   							 	 	 	 	 	 	 	 S t a t u s   I M P S 	 	 	 	 	 	 	 	 I M P S   e g o e r a 	 E s t a d o   n g   I M P S 	 E s t a d o   I M P S 	 O n o d u   I M P S 	 S t  d a s   I M P S 
 
 S T R _ I M P S _ S T A T U S _ A V A I L A B L E 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 I M P S   A v a i l a b l e 	 O n l i n e 	 }
N	 (W~	 --D%L	 E n   l  n e a 	 E n   l i g n e 	 O n l i n e 	   A5B8	 O n l i n e 	 AJ  'D'F*1F*	 O n l i n e 	  e v r i m i  i   	 T r c   t u y n 	 O n l i n e 	 D a l a m   t a l i a n 	 	(	2	>		(		 	 	 	 O n l i n e 	 	 	 	 O n - l i n e 	 	 	 O n l i n e 	 	 	 	 	 	 "FD'F	 	 	   							 	 	 	 





	   	 U l a y i n i   o v u l i w e 	 O n l a y n 	 K w e n y e   m t a n d a o 	 A a n l y n 	 P r i s i j u n g u s 	 T i e as a i s t 	 V  r g u s 	 1|av	 	 O n l i n e 	 
#
M

 2
H
(
M

 	 (M 2>(M  	 N e   I n t e r n e t 	 							 	 	 	 	 	 	 	 O n l i n e 	 	 	 	 	 	 	 	 O n l i n e     	 O n l i n e 	 C o n e c t a d o 	 I k u k u 	 A r   l  n e 
 
 S T R _ I M P S _ S T A T U S _ D I S C R E E T 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 I M P S   D i s c r e e t 	 B u s y 	 _x	 _x	 "8H	 O c u p a d o 	 O c c u p  	 B e l e g t 	 0=OB	 O c c u p a t o 	 E4:HD	 O c u p a d o 	 M e _g u l   	 B n 	 S i b u k 	 S i b u k 	 5	M	/	8	M	$		 	 	 	 E l f o g l a l t 	 	 	 	 B e z i g 	 	 	 O c u p a t 	 	 	 	 	 	 '4:'D	 	 	 							 	 	 	 





	 	 B h i z i 	 I x a k e k i l e 	 S h u g h u l i 	 B e s i g 	 U ~i m t a 	 A i z Fe m t s 	 H  i v a t u d 	 6bar~an  g	 	 O c u p a t 	 $
?
0

M

?
2
M

 	 ,M_8M$  	 Z e n e 	 							 	 	 	 	 	 	 	 O c u p a d o 	 	 	 	 	 	 	 	 L a n p e t u r i k 	 A b a l a 	 O c u p a d o 	 O   j i   o r u   n ' a k a 	 G a f a 
 
 S T R _ I M P S _ S T A T U S _ N O T _ A V A I L A B L E 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 I M P S   N o t   A v a i l a b l e 	 A w a y 	 ▋	 y _	 D!H-"9H	 A u s e n t e 	 A b s e n t 	 W e g 	 5B  =0  <5AB5	 A s s e n t e 	 .1H,	 A u s e n t e 	 D 1_a r 1d a   	 R i   k h i 	 P e r g i 	 T i a d a 	 &	B	0		 	 	 	 T  v o l 	 	 	 	 A f w e z i g 	 	 	 P l e c a t 	 	 	   	 	 	 /H1	 	 	 					 	 	 	 


	 	 K u d e 	 K u d e 	 M b a l i 	 W e g 	 I av y k s 	 P r o j m 	 E e m a l 	 @e|x	 	 P l e c a t 	 *
K
/
?
	 &B0A  	 L a r g 	 						 	 	 	 	 	 	 	 A f a s t a d o 	 	 	 	 	 	 	 	 A t   	 M a l a y o 	 A u s e n t e 	 O n o g h i 	 A r   s h i  l 
 
 S T R _ I M P S _ S T A T U S _ O F F L I N E 	 U s e r P r o f i l e s 	 T W O S T A T E ,   H I N T 	 I M P S   O f f l i n e 	 O f f l i n e 	 }	 y~	 --D%L	 F u e r a   d e   l  n e a 	 H o r s   l i g n e 	 O f f l i n e 	 5  2  A5B8	 O f f l i n e 	 AJ  .'1,  'D'F*1F*	 O f f l i n e 	  e v r i m d 1_1  	 R i   M n g 	 O f f l i n e 	 L u a r   t a l i a n 	 	+	2	>		(		 	 	 	 K i l  p e t t 	 	 	 	 O f f - l i n e 	 	 	 O f f l i n e 	 	 	 	 	 	 "AD'F	 	 	   							 	 	 	 





	   	 U l a y i n i   o v a l i w e 	 O f l a y n 	 N j e   y a   m t a n d a o 	 A f l y n 	 N e p r i s i j u n g u s 	 N e s a i s t 	  h e n d u s e t a 	 1~xvxt	 	 O f f l i n e 	 
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 	 +M 2>(M  	 J a s h t e   I n t e r n e t i t 	 							 	 	 	 	 	 	 	 O f f l i n e 	 	 	 	 	 	 	 	 D e s k o n e k t a t u r i k 	 O f f l i n e 	 S e n   c o n e x i  n 	 O d i g h i   n ' i k u k u 	 A s   l  n e 
 
 S T R _ I D _ F M R D O _ C H A N N E L _ E F F E C T 	 f m r a d i o 	 I C O N T E X T 	 C h a n n e l   e f f e c t 	 C h a n n e l   e f f e c t 	 ;SHeg	 SHeg	 @-@A
@%	 E f e c t o   d e   c a n a l 	 E f f e t   d e   c a n a l 	 K a n a l e f f e k t 	 -DD5:B  :0=0;0	 E f f e t t o   c a n a l e 	 E#+1)  'DBF'*	 E f e i t o   d e   c a n a l 	 K a n a l   e t k i s i   	 H i u   q u   k  n h 	 E f e k   s a l u r a n 	 K e s a n   s a l u r a n 	 	H	(	2	  	+	G		M			 	 	 	 C s a t o r n a   h a t  s 	 	 	 	 K a n a a l e f f e c t 	 	 	 E f e c t   c a n a l 	 	 	   	 	 	 ,DHG  'F'D	 	 	   							  							 	 	 	 



  





	   	 U m p h u m e l a   w e s h a n e l i 	 I m p e m b e l e l o   y e j e l o 	 A t h a r i   y a   i d h a a 	 K a n a a l - e f f e k 	 K a n a l o   e f e k t a s 	 K a n l a   e f e k t s 	 K a n a l i   e f e k t 	 1lkk  geo	   	 E f e c t   c a n a l 	 
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 
 S T R _ I D _ F M R D O _ C H A N N E L _ M O N O 	 f m r a d i o 	 C 0 5 7 _ 1 	 M o n o 	 M o n o 	 UrS	 USXS	 B!B	 M o n o 	 M o n o 	 M o n o 	 >=>	 M o n o 	 5H*  H'-/)	 M o n o 	 M o n o   	 n    m   t h a n h 	 M o n o 	 M o n o 	 .	K	(	K		 	 	 	 M o n o 	 	 	 	 M o n o 	 	 	 M o n o 	 	 	 	 	 	 EHFH	 	 	   					 	 	 	 




	 	 I - M o n o 	 E n y e 	 M o n o 	 M o n o 	 m o n o f o n i n i s 	 M o n o 	 M o n o 	 Dxvx	 	 M o n o 	 .
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 
 S T R _ I D _ F M R D O _ C H A N N E L _ S T E R E O 	 f m r a d i o 	 C 0 5 7 _ 1 	 S t e r e o 	 S t e r e o 	 zԚr	 zSOX	 *@-#4B-	 E s t  r e o 	 S t  r  o 	 S t e r e o 	 !B5@5>	 S t e r e o 	 5H*	 E s t  r e o 	 S t e r e o   	  m   l p   t h 	 S t e r e o 	 S t e r e o 	 8	M		@	0	?	/	K		 	 	 	 S z t e r e  	 	 	 	 S t e r e o 	 	 	 S t e r e o 	 	 	 	 	 	 '3*1H	 	 	   								 	 	 	 







	 	 I s t i r i y o 	 V a k a l a   n g e s a n d i s i - s a n d i 	 S t e r e o 	 S t e r e o 	 S t e r e o f o n i n i s 	 S t e r e o 	 S t e r e o 	 Meex	 	 S t e r e o 	 8
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 
 S T R _ L A N G L N _ B S K _ N O _ H I G H L I G H T 	 L a n g L n 	 P O P U P 	 n o   p i c k   w o r d   i n   c h a n g e   t o   c u r s o r   m o d e 	 E m p t y   p i c k   w o r d 	 S^zz	 S͋zz	 D!H!52#@%7-3	 E l e c c i  n   d e   p a l a b r a   v a c  a 	 S  l e c t i o n   d e   m o t   v i d e 	 L e e r e   W o r t w a h l 	 K18@05<>5  A;>2>  =5  C:070=>	 P a r o l a   s c e l t a   v u o t a 	 'D*B7  'DCDE)  .'DJ)	 L i m p a r   p a l a v r a - c h a v e 	 S  z c  k   s e    a l a n 1  b o _  	 K h  n g   c    t   m i     r  t 	 K a t a   y a n g   d i p i l i h   k o s o n g 	 P e r k a t a a n   p i l i h   k o s o n g 	 6	,	M	&	  	A	(	G		  	>	2	@		 	 	 	  r e s   v  l a s z t o t t   s z    m e z Q	 	 	 	 L e e g   k i e s   w o o r d 	 	 	 N u   a ci   s e l e c t a t   n i c i u n   c u v  n t 	 	 	     	 	 	 'F*.'(  H'G  .'D  '3*	 	 	   				  				  									 	 	 	 






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	     	 U k u p i k a   i g a m a   o k u n g e n a l u t h o 	 A k u k h o   n t o   k h e t h a   i g a m a 	 N e n o   w a z i   l a   k u c h u k u l i w a 	 L e    k e u s e w o o r d 	 T u a
i a   ~o d ~i o   i ar a n k a 	 I z v l e s   v r d s   t u k as 	 T  h j e n d a   ' p i c k   w o r d ' 	 8velx  ba|h  daao  g	     	 N u   a ci   s e l e c t a t   n i c i u n   c u v  n t 	 *
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 
 S T R _ I D _ G I S 	 G I S 	 T I T L E ,   I C O N T E X T 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S   	 G I S 	 G I S 	 G I S 	 G I S 	 	 	 	 G I S 	 	 	 	 G I S 	 	 	 G I S 	 	 	 G I S 	 	 	 G I S 	 	 	   		. 		. 			 	 	 	 G I S 	     	 I - G I S 	 I - G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 	 G I S 	 	 	 	 	 	 	 	 G I S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G I S _ I N P U T _ E D I T O R _ O P T I O N _ M E H T H O D 	 G I S 	 T I T L E ,   I C O N T E X T 	 I n p u t   M e t h o d 	 I n p u t   m e t h o d 	 8eQl	 eQl	 '452#I-	 M  t o d o   d e   e n t r a d a 	 M  t h o d e   d e   s a i s i e 	 E i n g a b e m e t h o d e 	 5B>4  22>40	 M e t o d o   d i   i n s e r i m e n t o 	 71JB)  'D'/.'D	 M  t o d o   d e   i n t r o d u   o 	 G i r d i   y  n t e m i   	 P h n g   t h c   n h p 	 M e t o d e   i n p u t 	 C a r a   i n p u t 	 	(	*	A		  5	?	'	?		 	 	 	 B e v i t e l i   m  d s z e r 	 	 	 	 I n v o e r m e t h o d e 	 	 	 M e t o d   d e   i n t r o d u c e r e 	 	 	   	 	 	 1H4  H1H/	 	 	 									  							 	 	 	 




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	   	 I - I n p u t   m e t h o d 	 I n d l e l a   y o k u f a k a 	 M b i n u   y a   u i n g i z a j i 	 I n v o e r m e t o d e 	 .v e s t i e s   m e t o d a s 	 I e v a d e s   p a Fm i e n s 	 S i s e s t u s m e e t o d 	 Feantav  eravao	   	 M e t o d   d e   i n t r a r e 	 
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 
 S T R _ I D _ G I S _ I N P U T _ E D I T O R _ O P T I O N _ C A N C E L 	 G I S 	 I C O N T E X T 	 C a n c e l 	 C a n c e l 	 Sm	 Sm	 "@%4	 C a n c e l a r 	 A n n u l e r 	 A b b r e c h e n 	 B<5=0	 A n n u l l a 	 'D:'!	 C a n c e l a r 	 0p t a l   e t   	 H y 	 B a t a l 	 B a t a l 	 0	&	M	&	  	0	G			 	 	 	 M  g s e m 	 	 	 	 A n n u l e r e n 	 	 	 A n u l a ci 	 	 	 	 	 	 D:H	 	 	 					 	 	 	 

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	 ,>$?2	 	 	 	 	 	 	 	 	 	 C a n c e l a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G I S _ I N P U T _ E D I T O R _ O P T I O N _ D O N E 	 G I S 	 I C O N T E X T 	 D o n e 	 D o n e 	 [b	 [b	 @*#G	 L i s t o 	 T e r m i n  	 F e r t i g 	 >B>2>	 F a t t o 	 *E	 C o n c l u  d o 	 B i t t i   	 H o  n   t h  n h 	 S e l e s a i 	 S e l e s a i 	 8		*	(	M	(		 	 	 	 K  s z 	 	 	 	 G e r e e d 	 	 	 G a t a 	 	 	 	 	 	 'F,'E  4/	 	 	 			  					 	 	 	 

  



	 	 K w e n z i w e 	 Y e n z i w e 	 G o t o k a 	 A f g e h a n d e l 	 A t l i k t a 	 P a b e i g t s 	 V a l m i s 	 ?aa~an  g	 	 G a t a 	 
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	 0>/>?	 	 	 	 	 	 	 	 	 	 F e i t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G I S _ M A I N 	 G I S 	 T I T L E 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S   	 G I S 	 G I S 	 G I S 	 G I S 	 	 	 	 G I S 	 	 	 	 G I S 	 	 	 G I S 	 	 	 G I S 	 	 	 G I S 	 	 	   		. 		. 			 	 	 	 G I S 	     	 I - G I S 	 I - G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 G I S 	 	 G I S 	 	 	 	 	 	 	 	 G I S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G I S _ A P P 	 G I S 	 I C O N T E X T 	 E n t e r   G I S 	 E n t e r   G I S 	 2eQG I S 	 ۏeQG I S 	 I-  G I S 	 I n t r o d u c i r   G I S 	 E n t r e r   G I S 	 G I S   e i n g e b e n 	 2548B5  G I S 	 I n s e r i s c i   G I S 	 #/.DG I S 	 A c e d e r   G I S 	 G I S   g i r   	 V  o   G I S 	 M a s u k k a n   G I S 	 M a s u k k a n   G I S 	 G I S   &	0	M		<	  	0	G			 	 	 	 B e l  p  s   a   G I S - b e 	 	 	 	 G e e f   G I S   o p 	 	 	 I n t r o d u c e ci   G I S 	 	 	   G I S 	 	 	 G I S   1'  H'1/  F/	 	 	   		. 		. 		- 	  						  					 	 	 	 G I S   



  


	       	 F a k a   i - G I S 	 F a k a   I g i s 	 I n g i z a   G I S 	 M a a k   G I S   o o p 	 .v e s k i t e   G I S 	 I e v a d +t   G I S 	 S i s e s t a   G I S 	 Dvel  G I S 	   G I S 	 I n t r o d u c e ci   G I S 	 G I S   
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	 G I S   *M0,G6  0(M$A  	 	 G I S   					 	 	 	 	 	 	 	 I n s e r i r   G I S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G I S _ S E L E C T 	 G I S 	 L S K 	 S e l e c t 	 S e l e c t 	 xd	 	b	 @%7-	 S e l e c c i o n a r 	 S  l e c t i o n n e r 	 W  h l e n 	 K1>@	 S e l e z i o n a 	 '.*J'1	 S e l e c c i o n a r 	 S e    	 C h n 	 P i l i h 	 P i l i h 	 	A	(	G			 	 	 	 K i j e l  l  s 	 	 	 	 S e l e c t e r e n 	 	 	 S e l e c t a r e 	 	 	 	 	 	 'F*.'(	 	 	 			  					 	 	 	 



  


	   	 K h e t h a 	 K h e t h a     	 C h a g u a 	 K i e s 	 P a r i n k t i 	 I z v l t i e s 	 V a l i 	 8vel	     	 S e l e c t a r e 	 $
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 
 S T R _ I D _ G I S _ G P S _ R E J E C T 	 G I S 	 P O P U P 	 G P S   R e j e c t   T h e   C o n n e c t i o n 	 G P S   r e j e c t   t h e   c o n n e c t i o n 	 G P S !jJX!ql#P}	 G P S !jWWelޏ~	 G P S   4@*2#@
7H-!H-	 G P S   r e c h a z    l a   c o n e x i  n 	 G P S   a   r e f u s    l a   c o n n e x i o n 	 G P S   l e h n t   V e r b i n d u n g   a b 	 G P S   >B:;>=8;  ?>4:;NG5=85	 I l   G P S   r i f i u t a   l a   c o n n e s s i o n e 	 D'  JECF  '*5'DG P S 	 G P S   r e j e i t o u   a   l i g a   o 	 G P S   b a l a n t 1y 1  r e d d e t   	 K h  n g   t h   k t   n i   G P S 	 G P S   m e n o l a k   s a m b u n g a n 	 G P S   m e n o l a k   s a m b u n g a n 	 G P S   	(	G		M	6	(	  	K	  	8	M	5	@		C	$	  	0	$	>	  9	H		 	 	 	 A   G P S   e l u t a s  t o t t a   a   k a p c s o l a t o t 	 	 	 	 G P S   v e r w e r p t   d e   v e r b i n d i n g 	 	 	 G P S   a   r e s p i n s   c o n e x i u n e a 	 	 	 - G P S       	 	 	 G P S   '*5'D  1'  1/  1/	 	 	   		. 		. 		  					  												  					 	 	 	 G P S   
  






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	 ,     	 I - G P S   y a l a   u k u x h u m a n a   	 I - G P S   y a l a   u q h a g a m s h e l w a n o 	 G P S   k a t a a   u n g a n i s h o 	 G P S   v e r w e r p   d i e   v e r b i n d i n g 	 G P S   a t m e t   p r i s i j u n g i m 	 G P S   a t t e i c a   s a v i e n o j u m u 	 G P S   h  l g a s    h e n d u s e 	 G P S - h  teje  tkaxth	 G P S     	 G P S   a   r e s p i n s   c o n e x i u n e a 	 G P S   
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	 G P S   8/K(>?A  (>  0G  	 	 G I S   -   	  					  				  						 	 	 	 	 	 	 	 G P S   r e j e i t a   a   c o n e x  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A P P _ N A M E 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 f l a s h c o d e   r e a d e r 	 f l a s h c o d e 	 hxcchV	 agxkbchV	 A%
BI	 f l a s h c o d e 	 f l a s h c o d e 	 B l i t z c o d e 	 f l a s h c o d e 	 f l a s h c o d e 	 ,G'2E3-  'D4A1G	 f l a s h c o d e 	 f l a _  k o d u   	 M  y   c   b i  n   m  	 k o d e   f l a s h 	 k o d   f l a s h 	 +	2	H	6		K	!		 	 	 	 f l a s h c o d e 	 	 	 	 f l a s h c o d e 	 	 	 A p l i c a ci e   f l a s h c o d e 	 	 	 	 	 +	M	2	E	6		K	!		 1E2  AD'4	 	 	   											 	 	 	 







	   	 i - f l a s h c o d e 	 I f l e s h k h o w u d i 	 M s i m b o   m w e k a 	 f l a s h c o d e 	 b l y k s t s   k o d a s 	 z i b k o d s 	 f l a s h c o d e 	 lewoxd	 - 	 A p l i c a ci e   f l a s h c o d e 	 +
M
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	 +M2>6M K!	 	 									 	 	 	 	 	 	 	 C  d i g o   f l a s h 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ H I S T O R Y 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 H i s t o r y 	 H i s t o r y 	 wkS	 SS	 #0'14	 H i s t o r i a l 	 H i s t o r i q u e 	 V e r l a u f 	 AB>@8O	 S t o r i c o 	 *'1J.	 H i s t  r i c o 	 G e  m i _  	 G h i   c h  p   c i	 R i w a y a t 	 S e j a r a h 	 	$	?	9	>	8		 	 	 	 E l Qz m  n y e k 	 	 	 	 G e s c h i e d e n i s 	 	 	 I s t o r i c 	 	 	 	 	 	 *'1.G	 	 	 							 	 	 	 





	 	 U m l a n d o 	 I m b a l i 	 H i s t o r i a 	 G e s k i e d e n i s 	 A r c h y v a s 	 V   s t u r e 	 A j a l u g u 	 Jatxiuxv	 	 I s t o r i c 	 9
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ S M S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 M e s s a g e 	 M e s s a g e 	 
o`	 Oo`	 I-'2!	 M e n s a j e   	 M e s s a g e 	 M i t t e i l u n g 	 !>>1I5=85	 M e s s a g g i o 	 13'D)	 M e n s a g e m 	 0l e t i   	 T i n   n h n 	 P e s a n 	 M e s e j 	 8		&	G	6		 	 	 	  z e n e t 	 	 	 	 B e r i c h t 	 	 	 M e s a j 	 	 	   	 	 	 ~'E	 	 	   							 	 	 	 




	 	 U m b i k o 	 U m y a l e z o 	 U j u m b e 	 B o o d s k a p 	 P r a n e ai m a s 	 Z i Fo j u m s 	 S  n u m 	 @arxdacxiuxv	 	 M e s a j 	 8
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	 ,>0M$M$>  	 	 							 	 	 	 	 	 	 	 M e n s a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ D M _ S E T T I N G 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 f l a s h c o d e   S e t t i n g s 	 f l a s h c o d e   s e t t i n g s 	 hx-[	 agxn	 2#1IH2A%
BI	 C o n f i g u r a c i  n   d e   f l a s h c o d e 	 r  g l a g e s   f l a s h c o d e 	 B l i t z c o d e - E i n s t e l l u n g e n 	 0@0<5B@K  f l a s h c o d e 	 i m p o s t a z i o n i   f l a s h c o d e 	 6(7  CH/  'DAD'4	 d e f i n i   e s   d e   f l a s h c o d e 	 f l a _  k o d u   a y a r l a r 1  	 C  i   t   b i  n   m  	 p e n g a t u r a n   k o d e   f l a s h 	 s e t i n g   k o d   f l a s h 	 +	M	2	H	6		K	!	?			  8	G		?			M	8		 	 	 	 f l a s h c o d e   b e  l l  t  s o k 	 	 	 	 f l a s h c o d e - i n s t e l l i n g e n 	 	 	 S e t r i   a p l i c a ci e   f l a s h c o d e 	 	 	   	 	 	 *F8E'*  1E2  AD'4	 	 	   										  									  	 	 	 	 







  







	       	 a m a s e t h i n g i   e - f l a s h c o d e 	 u s e t o   l w e f l e s h k h o w u d i 	 M i p a n g i l i o   y a   m s i m b o   m w e k a 	 f l a s h c o d e - s t e l l i n g s 	 b l y k s t s   k o d o   n u o s t a t o s 	 z i b k o d a   i e s t a t +j u m i 	 f l a s h c o d e   s  t t e d 	 lewoxdk  oauavve	 -   	 S e t r i   a p l i c a ci e   f l a s h c o d e 	 +
M
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 	 +M2>6M K!M  8G?M8M  	 	 								  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c  d i g o   f l a s h 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ C A M E R A _ S E T T I N G 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 C a m e r a   S e t t i n g s 	 C a m e r a   s e t t i n g s 	 v_j-[	 v:gn	 2#1IH2%I-	 C o n f i g u r a c i  n   d e   c  m a r a 	 R  g l a g e s   d e   c a m  r a 	 K a m e r a e i n s t e l l u n g e n 	 0AB@>9:8  :0<5@K	 I m p o s t a z i o n i   f o t o c a m e r a 	 6(7  'DC'EJ1'	 D e f i n i   e s   d e   c  m a r a 	 K a m e r a   a y a r l a r 1  	 C  i   t   m  y   n h 	 P e n g a t u r a n   k a m e r a 	 S e t i n g   k a m e r a 	 	H	.	0	>	  8	G		?			M	8		 	 	 	 A   f  n y k  p e z Qg  p   b e  l l  t  s a i 	 	 	 	 C a m e r a - i n s t e l l i n g e n 	 	 	 S e t r i   c a m e r 	 	 	   	 	 	 *F8E'*  /H1(F	 	 	 								  									  	 	 	 	 





  







	     	 A m a s e t h i n g i   e k h a m e r a 	 U s e t o   l w e k h a m e r a 	 M i p a n g i l i o   y a   k a m e r a 	 K a m e r a s t e l l i n g s 	 F o t o a p a r a t o   n u o s t a t o s 	 K a m e r a s   i e s t a t +j u m i 	 K a a m e r a   s e a d e d 	 =kok  oauavve	   	 S e t r i   c a m e r 	 
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 	 M_>.G0>  8G?M8M  	 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d a   c  m e r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ H E L P 1 	 B A R C O D E R E A D E R 	 U N L I M 	 H E L P 1 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 SbhxX%RߎԚ\eP-
\nN}hxOhxWPUeNbKNgQ0	 1 Sb _agxƋ+RoN\DdP4Y[QN~agxOagxVPYNȉLubKNQ0	 1 .   @4A%
BI,   @%G5H 2A%
BI,   3C+I-"9C#4@'#5'4'	 1 .   A b r i r   f l a s h c o d e ,   d i r i g i r   a   l a   i m a g e n   d e l   f l a s h c o d e ,   h a c e r l o   e n   e l    r e a   d e   v i s t a   p r e v i a .   	 1 .   O u v r e z   l e   f l a s h c o d e ,   p o i n t e z   v e r s   l  i m a g e   f l a s h c o d e   p o u r   l  a f f i c h e r   d a n s   l a   z o n e   d e   p r  v i s u a l i s a t i o n . 	 1 .    f f n e n   S i e   d e n   B l i t z c o d e ,   w e i s e n   S i e   a u f   d a s   B l i t z c o d e b i l d   u n d   z e i g e n   S i e   e s   i m   V o r s c h a u b e r e i c h . 	 1 .   B:@>9B5  f l a s h c o d e ,   =02548B5  =0  87>1@065=85,   ?><5AB8B5  53>  2  7>=C  ?@5420@8B5;L=>3>  ?@>A<>B@0. 	 1 .   A p r i r e   i l   f l a s h c o d e ,   p u n t a r e   a l l ' i m m a g i n e   f l a s h c o d e ,   p o s i z i o n a r l a   n e l l ' a r e a   a n t e p r i m a . 	 A*-  (1F'E,  'D*91JA  'D4A1G, *7'(B  1#3  'DC'EJ1'  9DJ  'D4A1G  EF  #,D  ,9D  'D5H1)  'D4A1G  AJ  'D4'4G  'DE9'JF)	 1 .   A b r a   o   c  d i g o   f l a s h ,   a p o n t e   p a r a   a   i m a g e m   d o   c  d i g o ,   c o l o q u e - a   n a    r e a   d e   p r  - v i s u a l i z a   o . 	 1 .   F l a _  k o d u n u   a  1n ,   f l a _  k o d u   g  r  n t  s  n    h e d e f l e y i n ,    n   i z l e m e   a l a n 1n a   a l 1n . 	 1 . M   p h n   m m   n h n   b i t   b i  n   m  ,   n g m   c h u n   b i  n   m    n h , s a o   c h o   n h   b i  n   m    n m   t r o n g   t i p   d i n   x e m .   	 1 .   1 .   B u k a   k o d e   f l a s h ,   a r a h k a n   p a d a   g a m b a r   k o d e   f l a s h ,   b u a t   d i   b i d a n g   p r a t i n j a u . 	 1 .   B u k a   k o d   f l a s h ,   h a l a k a n   p a d a   i m e j   k o d   f l a s h ,   b u a t   i a   d a l a m   k a w a s a n   p r a t o n t o n . 	 1 .   +	M	2	H	6		K	!	  	K	2	G		,   +	M	2	H	6		K	!	  $	8	M	5	@	0	  *	0	  	G		&	M	0	?	$	  	0	G		,   	8	G	  *	M	0	@	5	M	/	B	  	0	?	/	>	  .	G		  ,	(	>			. 	 	 	 	 1 .   N y i s s a   m e g   a   f l a s h c o d e - o t ,   i r  n y  t s a   a   f l a s h c o d e   k  p r e    s   h e l y e z z e   a z   e l Qn  z e t i   t e r  l e t r e . 	 	 	 	 1 .   F l a s h c o d e   o p e n e n ,   r i c h t   o p   h e t   b e e l d   v a n   d e   f l a s h c o d e ,   m a a k   h e t   i n   d e   v o o r b e s c h o u w i n g . 	 	 	 1 .   D e s c h i d e ci   a p l i c a ci a   f l a s h c o d e ,   s e l e c t a ci   i m a g i n e a   f l a s h c o d e   _i   a d u c e ci - o    n   z o n a   d e   e x a m i n a r e . 	 	 	 1 .         ,                     	 	 	 1 .   1E2  AD'4  1'  ('2  F/  (G  71A  *5H1  /'1'  1E2  AD'4  G/A1  F/  /1  B3E*  ~4  FE'4  "F  1'  'F,'E  /G/. 	 	 	   	.   										  					,   										  						  				  			  				,   		  										  						  				  					 	 	 	 1 .   






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. 	 1 .       ,           ,       . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   M a a k   f l a s h c o d e   o o p ,   m i k   v i r   d i e   f l a s h c o d e - b e e l d ,   m a a k   d i t   i n   d i e   v o o r s k o u - a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 1 .   O p e n   f l a s h c o d e ,   a i m   a t   t h e   f l a s h c o d e   i m a g e ,   m a k e   i t   i n   t h e   p r e v i e w   a r e a . 	 	 	 	 1 .   								  				,   								  											  						  			,   				  									  								  						 	 	 	 	 	 	 	 1 .   A b r a   c  d i g o   f l a s h ,   v i s e   n a   i m a g e m   d o   c  d i g o   f l a s h ,   f a  a   i s s o   n a    r e a   d e   v i s u a l i z a   o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ H E L P 2 	 B A R C O D E R E A D E R 	 U N L I M 	 H E L P 2 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   k e y ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 OcKb_jeP-hxWPs^Lޞd X%R YbeWGr0	 2 OcKb:gDdP4YNagxVPs^LpQ Ƌ+R  _YbDdVGr0	 2 .   3C+I%I-21 2  8H!  " H2" 2"   @#4H!2#H2" 2	 2 .   P o n g a   l a   c a m a r a   d e   m a n e r a   p a r a l e l a   a   l a   i m a g e n ,   p u l s e   l a   t e c l a   " C a p t u r a r "   p a r a   i n i c i a r   l a   c a p t u r a   d e   l a   i m a g e n . 	 2 .   M e t t e z   l ' a p p a r e i l   p h o t o   p a r a l l  l e      l  i m a g e ,   a p p u y e z   s u r   l e   b o u t o n       C a p t u r e r     p o u r   c o m m e n c e r      c a p t u r e r   l  i m a g e . 	 2 .   P o s i t i o n i e r e n   S i e   d i e   K a m e r a   p a r a l l e l   z u m   B i l d ,   d r  c k e n   S i e   d i e   T a s t e   " A u f n a h m e " ,   u m   d a s   B i l d   a u f z u n e h m e n . 	 2 .   #AB0=>28B5  :0<5@C  ?0@0;;5;L=>  87>1@065=8N,   =06<8B5  :=>?:C  ? 0E20B? ,   =0G=8B5  70E20B  87>1@065=8O. 	 2 .   P o s i z i o n a r e   l a   f o t o c a m e r a   i n   p a r a l l e l o   a l l ' i m m a g i n e ,   p r e m e r e   i l   t a s t o   " A c q u i s i s c i "   e   a c q u i s i r e   l ' i m m a g i n e . 	 2 -   ',9D  'DC'EJ1'  E*H'2J)  E9  'D5H1)  +E  '6:7  9DI  EA*'-  " 'D*B'7"   +E  '(/#  AJ  'D*B'7  'D5H1). 	 2 .   C o l o q u e   a   c  m a r a   e m   p a r a l e l o   c o m   a   i m a g e m ,   p r i m a   a   t e c l a   " C a p t u r a r "   e   c a p t u r e   a   i m a g e m . 	 2 .   K a m e r a y 1  r e s m e   p a r a l e l   h a l e   g e t i r i n ,   "  e k "   t u _u n a   b a s 1n ,   r e s m i   a l m a y a   b a _l a y 1n . 	 2 .   t   c a m e r a   s o n g   s o n g   v i   n h ,   b m   n  t   " C h p " ,   b t   u   c h p   n h . 	 2 .   2 .   A t u r   a g a r   k a m e r a   s e j a j a r   d e n g a n   g a m b a r ,   t e k a n   t o m b o l   " A m b i l " ,   m u l a i   a m b i l   g a m b a r . 	 2 .   J a j a r k a n   k a m e r a   s u p a y a   i a   s e l a r i   d e n g a n   i m e j ,   t e k a n   k e k u n c i   " T a n g k a p " ,   m u l a k a n   p e n a n g k a p a n   i m e j . 	 2 .   	H	.	0	>	  	K	  	.	G		  	G	  8	.	>		$	0	  0		G		,   ' ' 	H	*	M	
 	0	' '   	A			@	  &	,	>			,   $	8	M	
 5	@	0	  	@			(	>	  	0		-	  	0	G		d		 	 	 	 2 .   A   k a m e r  t   a   k  p p e l   p  r h u z a m o s a n   t a r t s a ,   n y o m j a   m e g   a   " R  g z  t  s "   g o m b o t   a   k  p   r  g z  t  s  h e z . 	 	 	 	 2 .   Z e t   d e   c a m e r a   p a r a l l e l   a a n   h e t   b e e l d ,   d r u k   o p   d e   k n o p   " O p n a m e "   o m   e e n   o p n a m e   t e   m a k e n . 	 	 	 2 .   bi n e ci   c a m e r a   p a r a l e l   c u   i m a g i n e a ,   a p s a ci   p e   t a s t a    C a p t u r    _i   p o r n i ci   e f e c t u a r e a   c a p t u r i i   d e   i m a g i n e . 	 	 	 2 .               ,     " "     . 	 	 	 2 .   /H1(F  1'  (G  EH'2'*  *5H1  1A*G  /EG  " (11A*"   1'  (1'  ":'2  93(1/'1  A4'1/G/. 	 	 	 	. 				  				  										  									  				,   " 								"   		  				  			  				  				  				d		 	 	 	 2 .   





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.   	 2 .         ,     ,   " " " "   . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   H o u   d i e   k a m e r a   p a r a l l e l   m e t   d i e   a f b e e l d i n g ,   d r u k   " A f n e e m " - t o e t s   e n   b e g i n   o m   a f b e e l d i n g   a f   t e   n e e m . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 2 .   M a k e   t h e   c a m e r a   p a r a l l e l   w i t h   t h e   i m a g e ,   p r e s s   " C a p t u r e "   b u t t o n ,   s t a r t   t o   c a p t u r e   i m a g e . 	 	 	 	 2 .   											  				  								  								  			,   " 			  				"   					  					,   										  			  							  					  					 	 	 	 	 	 	 	 2 .   F a  a   a   c  m e r a   p a r a l e l a   c o m   a   i m a g e m ,   p r e s s i o n e   a   t e c l a   " C a p t u r a r " ,   i n i c i e   a   c a p t u r a   d e   i m a g e m . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ H E L P 3 	 B A R C O D E R E A D E R 	 U N L I M 	 H E L P 3 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 ㉼xbR_gRQNbpWPgQ[0	 3 xbRTOꁨRQȉLubOmȉVPQ[0	 3 .   @!7H--#+1**3@#G,   0A*-4@-#L@#5'4'B"-1B!14,   21I8*2!2#9@7I-+2DI	 3 .   C u a n d o   s e   d e s c r i f r e   e x i t o s a m e n t e ,   m o s t r a r    l a   i n t e r f a z   d e   v i s t a   p r e v i a   a u t o m  t i c a m e n t e ,   d e s p u  s   u s t e d   p o d r    v i s u a l i z a r   e l   c o n t e n i d o . 	 3 .   L o r s q u e   l e   d  c o d a g e   e s t   f i n i ,   i l   a f f i c h e r a   a u t o m a t i q u e m e n t   l  i n t e r f a c e   d e   p r  v i s u a l i s a t i o n   ;   v o u s   p o u r r e z   v o i r   l e   c o n t e n u . 	 3 .   B e i   e r f o l g r e i c h e r   D e k o d i e r u n g   e r s c h e i n t   d i e   V o r s c h a u o b e r f l  c h e   a u t o m a t i s c h   u n d   S i e   k  n n e n   d e n   I n h a l t   a n z e i g e n . 	 3 .   >A;5  45:>48@>20=8O  02B><0B8G5A:8  >B:@>5BAO  8=B5@D59A  ?@5420@8B5;L=>3>  ?@>A<>B@0,   2  :>B>@><  <>6=>  1C45B  ?>A<>B@5BL  A>45@68<>5. 	 3 .   U n a   v o l t a   e f f e t t u a t a   c o n   s u c c e s s o   l a   d e c o d i f i c a ,   l ' i n t e r f a c c i a   d i   a n t e p r i m a   v e r r    v i s u a l i z z a t a   a u t o m a t i c a m e n t e   e   s a r    p o s s i b i l e   v i s u a l i z z a r n e   i l   c o n t e n u t o . 	 (9/  AC  'DCH/  F,'-,   *916  'D4'4G  #DJ',   E9'JF)  'DE-*HJ'*  'D5H1. 	 3 .   Q u a n d o   a   d e s c o d i f i c a   o   e s t i v e r   c o n c l u  d a   c o m    x i t o ,   a   i n t e r f a c e   d e   p r  - v i s u a l i z a   o   s e r    a u t o m a t i c a m e n t e   e x i b i d a ,   e m   s e g u i d a   p o d e r    v e r   o   c o n t e  d o . 	 3 .   B a _a r 1l 1  b i r   _e k i l d e   _i f r e     z  l d   n d e    n   i z l e m e   a r a   y  z  n    o t o m a t i k   o l a r a k   g  s t e r e c e k t i r   d a h a   s o n r a   i  e r i i   g  r  n t  l e y e b i l i r s i n i z . 	 3 . S a u   k h i   g i i   m    t h  n h   c  n g ,   t   n g   c h u y n   n   t i p   d i n   x e m ,   x e m   n i   d u n g   n h 	 3 .   3 .   B i l a   d e k o d e   b e r h a s i l ,   a n t a r m u k a   p r a t i n j a u   a k a n   m u n c u l   s e c a r a   o t o m a t i s   a g a r   A n d a   d a p a t   m e l i h a t   k o n t e n n y a . 	 3 .   A p a b i l a   p e n g e k o d a n   b e r j a y a ,   i a   a k a n   m e n u n j u k k a n   a n t a r a m u k a   p r a t o n t o n   s e r t a - m e r t a ,   k e m u d i a n   a n d a   b o l e h   m e n o n t o n   k a n d u n g a n . 	 3 .   8	+	2	$	>	*	B	0	M	5		  !	?		K	!	  9	K	(	G	  *	0	,   /	9	  8	M	5	$	:   *	M	0	@	5	M	/	B	  			0	+	G	8	  &	?		>			>	,   $	,	  	*	  			G			  &	G		  8		$	G	  9	H		. 	 	 	 	 3 .   S i k e r e s   v i s s z a f e j t  s   e s e t  n   a u t o m a t i k u s a n   m e g j e l e n i k   a z   e l Qn  z e t i   f e l  l e t ,   a h o l   m e g t e k i n t h e t i   a   t a r t a l m a t . 	 	 	 	 3 .   I s   h e t   d e c o d e r e n   s u c c e s v o l ,   d a n   w o r d t   a u t o m a t i s c h   d e   v o o r b e s c h o u w i n g s i n t e r f a c e   g e t o o n d ,   z o d a t   u   d e   i n h o u d   k u n t   z i e n . 	 	 	 3 .   D u p   d e c o d a r e ,   i n t e r f a ca   d e   e x a m i n a r e   v a   f i   a f i _a t   a u t o m a t ;    n   a c e s t   m o m e n t   p u t e ci   v i z u a l i z a   c o n ci n u t u l   i m a g i n i i . 	 	 	 3 .         ,               .           	 	 	 3 .   HB*  ('EHAB*  1E2(11/'F  4/  H'37  ~4  FE'4  1'  (G  7H1  .H/'1  F4'F  .H'G/  /'/  3~3  E  *H'F/  E-*H'  1'  E4'G/G  F/. 	 	 	   	.   			  							  					  			  			,   		  										  									  														  						,   					  				  									  					  							 	 	 	 3 .   




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. 	 3 .     ,             ,         . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   I n d i e n   s u k s e s v o l   g e d e k o d e e r ,   s a l   d i e   v o o r s k o u - s k e r m   o u t o m a t i e s   v e r t o o n   w o r d ,   j y   k a n   d a n   d i e   i n h o u d   b e k y k . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 3 .   W h e n   d e c o d e   s u c c e s s f u l l y ,   i t   w i l l   s h o w   t h e   p r e v i e w   i n t e r f a c e   a u t o m a t i c a l l y ,   t h e n   y o u   c a n   v i e w   t h e   c o n t e n t . 	 	 	 	 3 .   						  					  				  			  		,   	  									  									  														  							,   				  				  					  											  					  				  						 	 	 	 	 	 	 	 3 .   Q u a n d o   d e c o d i f i c a r   c o m    x i t o ,   a   i n t e r f a c e   d e   v i s u a l i z a   o   s e r    m o s t r a d a   a u t o m a t i c a m e n t e ,   e m   s e g u i d a   o   c o n t e  d o   p o d e   s e r   v i s u a l i z a d o . 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ H E L P 4 	 B A R C O D E R E A D E R 	 U N L I M 	 H E L P 4 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 StehxX%RߎԚvv_j-[NrsSf}YvWPHeg0	 4 SteagxƋ+RoNvv:gnNSf}YvVPHeg0	 4 .   8*2!2##12#1IH2%I-C@#7H--H2BI  D M ,   21I8*2!2#!5@-@ 25H56I	 4 .   U s t e d   p u e d e   a j u s t a r   l a   c o n f i g u r a c i  n   d e   l a   c  m a r a   e n   e l   l e c t o r   d e   c  d i g o   D M ,   d e s p u  s   u s t e d   p o d r    o b t e n e r   u n   m e j o r   e f e c t o   d e   i m a g e n .   	 4 .   V o u s   p o u v e z   a j u s t e r   l e s   r  g l a g e s   d e   l  a p p a r e i l   p h o t o   d a n s   l e   l e c t e u r   d e   c o d e   D M ,   p o u r   o b t e n i r   u n   m e i l l e u r   e f f e t   d ' i m a g e . 	 4 .   F  r   e i n e n   b e s s e r e n   B i l d e f f e k t   k  n n e n   S i e   d i e   K a m e r a e i n s t e l l u n g   i m   D M - C o d e r e a d e r   v o r n e h m e n . 	 4 .   0<5@C  <>6=>  CAB0=>28BL  2  @568<  AG8BK20=8O  :>40  D M ,   GB>1K  ?>2KA8BL  :0G5AB2>  87>1@065=8O. 	 4 .   P e r   o t t e n e r e   u n   m i g l i o r   e f f e t t o   d i   i m m a g i n e ,      p o s s i b i l e   r e g o l a r e   l ' i m p o s t a z i o n e   d e l l a   f o t o c a m r e   i n   l e t t u r a   c o d i c e   D M . 	 EECF  '5D'-  6(7  'DC'EJ1'  'D*91JA  'D4A1G  D-5HD  9DJ  'D*#+J1'*  'D5H1  'DEA6D)	 4 .   P o d e   a j u s t a r   a s   d e f i n i   e s   d a   c  m a r a   n o   l e i t o r   d e   c  d i g o s   D M ,   p o d e n d o   a s s i m   o b t e r   m e l h o r   i m a g e m . 	 4 .   D M   k o d   o k u y u c u d a   k a m e r a   a y a r 1n 1  a y a r l a y a b i l i r s i n i z ,   d a h a   s o n r a   d a h a   i y i   g  r  n t    e f e k t i   e l d e   e d e b i l i r s i n i z . 	 4 . C    t h   i u   c h n h   p h n   m m   n h n   b i t   b i  n   m    c a   m  y   n h ,   n h m   t   c   h i u   q u   n h   t t   h n 	 4 .   S e s u a i k a n   p e n g a t u r a n   k a m e r a   p a d a   p e m b a c a   k o d e   D M   a g a r   A n d a   m e m p e r o l e h   e f e k   g a m b a r   y a n g   l e b i h   b a i k . 	 4 .   A n d a   b o l e h   m e l a r a s   s e t i n g   k a m e r a   d a l a m   p e m b a c a   k o d   D M ,   k e m u d i a n   a n d a   a k a n   m e n d a p a t   k e s a n   i m e j   l e b i h   b a i k . 	 4 .   	*	  D M   	K	!	  0	@	!	0	  .	G		  	H	.	0	>	  8	G		?			  	K	  	!		8	M		  	0	  8		$	G	  9	H		,   $	,	  	*	  ,	G	9	$	0	  	.	G		  	+	G		M		  *	M	0	>	*	M	$	  	0	  8		$	G	  9	H		. 	 	 	 	 4 .   A   k a m e r  t   a   D M   k  d o l v a s  b a n   t u d j a   b e  l l  t a n i ,   h o g y   j o b b   k  p e t   t u d j o n   k  s z  t e n i . 	 	 	 	 4 .   U   k u n t   d e   c a m e r a   i n s t e l l e n   i n   d e   D M - c o d e l e z e r ,   z o d a t   u   e e n   b e t e r   b e e l d e f f e c t   k r i j g t . 	 	 	 4 .   P u t e ci   r e g l a   s e t r i l e   c a m e r e i   p e n t r u   m o d u l   d e   c i t i r e   d e   c o d u r i   D M   p e n t r u   a   o b ci n e   e f e c t e   v i z u a l e   m a i   b u n e . 	 	 	 4 .                 D M ,                   	 	 	 4 .   E  *H'F/  *F8E'*  /H1(F  1'  /1  1E2.H'F  D M   'F,'E  /G/  3~3  E  *H'F/  '2  ,DHG  *5H1  (G*1  (G1G  EF/  4H/. 	 	 	 	.   				  		. 		  			  						  									  					  								  				  						,   					  				  			  				  						  						  						  	 	 	 	 4 .   


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. 	 4 .                   ,             . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   J y   k a n   d i e   k a m e r a - s t e l l i n g   i n   " D M   c o d e   r e a d e r "   v e r s t e l   o m    n   b e t e r   b e e l d - e f f e k   t e   v e r k r y . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 4 .   Y o u   c a n   a d j u s t   t h e   c a m e r a   s e t t i n g   i n   D M   c o d e   r e a d e r ,   t h e n   y o u   c a n   g e t   b e t t e r   i m a g e   e f f e c t . 	 	 	 	 4 .   					  D M   			  						  						  					  						  				  				,   				  				  					  												  										  							  				  						 	 	 	 	 	 	 	 4 .   A   c o n f i g u r a   o   d e   c  m e r a   p o d e   s e r   a j u s t a d a   n a   l e i t u r a   d e   c  d i g o   D M ,   e m   s e g u i d a   p o d e   s e r   o b t i d o   m e l h o r   e f e i t o   d e   i m a g e m . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A U T O _ R E C O G N I Z E 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 A u t o   R e c o g n i z e 	 A u t o   r e c o g n i z e 	 RX%R	 ꁨRƋ+R	 @I2CB"-1B!14	 R e c o n o c e r   a u t o m  t i c a m e n t e 	 R e c o n n a i s s a n c e   a u t o 	 A u t o m .   e r k e n n e n 	 2B><0B8G5A:>5  @0A?>7=020=85	 R i c o n o s c i m e n t o   a u t o 	 *91JA  #DJ'	 R e c o n h e c i m e n t o   a u t o m  t i c o 	 O t y o m a t i k   t a n 1m a 	 T   n g   n h n   b i t 	 P e n g e n a l a n   o t o m a t i s 	 A u t o   k e n a l p a s t i 	 		K	  0	G			M	(	>			<		 	 	 	 A u t o m a t a   f e l i s m e r  s 	 	 	 	 A u t o m a t i s c h   h e r k e n n e n 	 	 	 R e c u n o a _t e r e   a u t o m a t 	 	 	   ' 	 	 	 *4.5  .H/'1	 	 	   														  				  						 	 	 	 




  





	   	 B o n a   n g e - A u t o 	 Q o n d w a   N g o k u z e n z e k e l a y o 	 T a m b u a   k i o t o m a t i 	 O u t o m a t i e s e   h e r k e n 	 A u t o m a t i n i s   a t p a ~i n i m a s 	 A u t o m t i s k a   a t p a z +aa n a 	 A u t o m a a t n e   t u v a s t a m i n e 	 1~x  savayxt	   	 R e c u n o a _t e r e   a u t o m a t 	 

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 	 8M5$  ?9M((  	 	 					  									 	 	 	 	 	 	 	 R e c o n h e c i m e n t o   a u t o m  t i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ S O U N D 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S o u n d 	 S o u n d 	 r	 X	 @*5"	 S o n i d o 	 S o n 	 S o u n d 	 2C:	 A u d i o 	 5H*	 S o m 	 S e s   	  m   t h a n h 	 S u a r a 	 B u n y i 	 	5	>		<		 	 	 	 H a n g 	 	 	 	 G e l u i d 	 	 	 S u n e t 	 	 	 	 	 	 5/'	 	 	   					 	 	 	 





	 	 U m s i n d o 	 I s a n d i 	 S a u t i 	 K l a n k 	 G a r s a s   	 S k a Fa 	 H e l i 	 Aauv	 	 S u n e t 	 6
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ C O V E R A G E _ N O T I F Y 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 C o v e r a g e   N o t i f y 	 C o v e r a g e   n o t i f y 	 ˄c:y	 vc:y	 AI@7-7I5HC
I2	 N o t i f i c a c i  n   d e   c o v e r t u r a   	 N o t i f i e r   l a   c o u v e r t u r e 	 E r f a s s u n g   b e n a c h r i c h t i g e n 	 #254><;5=85  >  ?>:@KB88	 N o t i f i c a   c o p e r t u r a 	 'F*0'1  E*C11	 N o t i f i c a r   c o b e r t u r a 	 K a p s a m   b i l d i r i m i   	 N h c   n h   c h  p      l  n   	 P e m b e r i t a h u a n   c a k u p a n 	 P e m b e r i t a h u a n   l i p u t a n 	 	5	0	G		  	'	?	8	B		?	$		 	 	 	 L e f e d e t t s  g i    r t e s  t  s 	 	 	 	 M e l d i n g   v a n   d e k k i n g 	 	 	 N o t i f i c a r e   d e   a c o p e r i r e 	 	 	   	 	 	 '7D'9G  ~H44	 	 	   						  										 	 	 	 









  




	   	 I k h a v a r e j i   i y a z i s w a 	 A z i s a   i n g x e l o 	 A r i f u   y a   m a t u k i o 	 K e n n i s   v a n   d e k k i n g 	 P a d e n g i m o   /s p j i m a s 	 P r k l j u m a   p a z i Fo j u m s 	 T e a t i s   l e v i   k o h t a 	 >anoxuik  navxxt	   	 N o t i f i c a r e   d e   a c o p e r i r e 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ D I R E C T _ M O D E 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 D e i r c t   M o d e 	 D i r e c t   m o d e 	 vc!j_	 vc!j_	 B+!B"#	 M o d o   d i r e c t o 	 M o d e   d i r e c t 	 D i r e k t m o d u s 	 @O<>9  @568<	 M o d a l i t    d i r e t t a 	 FE7  E('41	 M o d o   d i r e c t o 	 D i r e k t   m o d 	 C h     t r c   t i p 	 M o d u s   l a n g s u n g 	 M o d   l a n g s u n g 	 !	>	/	0	G		M		  .	K	!		 	 	 	 K  z v e t l e n   m  d 	 	 	 	 D i r e c t e   s t a n d 	 	 	 M o d   d i r e c t 	 	 	   	 	 	 -'D*  E3*BE	 	 	   						  				 	 	 	 



  

	   	 I - D i r e c t   m o d e 	 I m o   e t h e   n g q o 	 M o d i   y a   m o j a   k w a   m o j a 	 D i r e k t e   m o d u s 	 T i e s i o g i n i s   r e ~i m a s 	 T i e aa i s   r e ~+m s 	 O t s e r e ~i i m 	 Hrraok  |ejkt	   	 M o d   d i r e c t 	 !
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ S E R V E R 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S e r v e r   A d d r e s s 	 S e r v e r   a d d r e s s 	 :O
ghV0W@W	 
gRhV0W@W	 5H-"9H@4#L@'-#L	 D i r e c c i  n   d e l   s e r v i d o r 	 A d r e s s e   d u   s e r v e u r 	 S e r v e r a d r e s s e 	 4@5A  A5@25@0	 I n d i r i z z o   s e r v e r 	 9FH'F  'DE9/'*  'D./E)	 E n d e r e  o   d o   s e r v i d o r 	 S u n u c u   a d r e s i   	 a   c h   m  y   p h c   v 	 A l a m a t   s e r v e r 	 A l a m a t   p e l a y a n 	 8	0	M	5	0	  *	$	>		 	 	 	 K i s z o l g  l    c  m e 	 	 	 	 S e r v e r a d r e s 	 	 	 A d r e s   s e r v e r 	 	 	   	 	 	 F4'F  31H1	 	 	   							  							 	 	 	 




  






	   	 I k h e l i   l e s e v a 	 I d i l e s i   y e s e v a 	 A n w a n i   y a   s e v a 	 B e d i e n e r - a d r e s 	 S e r v e r i o   a d r e s a s 	 S e r v e r a   a d r e s e 	 S e r v e r i   a a d r e s s 	 Me~ek  pa}e	   	 A d r e s   s e r v e r 	 8
0
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	 80M-0   ?#>  	 	 							  						 	 	 	 	 	 	 	 E n d e r e  o   d o   s e r v i d o r 	 	 	 	 	 	 	 	 Z e r b i t z a r i a r e n   h e l b i d e a 	 A d d r e s s   n g   s e r v e r 	 D i r e c c i  n   d o   s e r v i d o r 	 A d r e s   s a v a 	 S e o l a d h   f r e a s t a l a  
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ S E R V E R _ A D D R E S S 	 B A R C O D E R E A D E R 	 T I T L E 	 S e r v e r   A d d r e s s 	 S e r v e r   a d d r e s s 	 :O
ghV0W@W	 
gRhV0W@W	 5H-"9H@4#L@'-#L	 D i r e c c i  n   d e l   s e r v i d o r 	 A d r e s s e   d u   s e r v e u r 	 S e r v e r a d r e s s e 	 4@5A  A5@25@0	 I n d i r i z z o   s e r v e r 	 9FH'F  'DE9/'*  'D./E)	 E n d e r e  o   d o   s e r v i d o r 	 S u n u c u   a d r e s i   	 a   c h   m  y   p h c   v 	 A l a m a t   s e r v e r 	 A l a m a t   p e l a y a n 	 8	0	M	5	0	  *	$	>		 	 	 	 K i s z o l g  l    c  m e 	 	 	 	 S e r v e r a d r e s 	 	 	 A d r e s   s e r v e r 	 	 	   	 	 	 F4'F  31H1	 	 	   							  							 	 	 	 




  






	   	 I k h e l i   l e s e v a 	 I d i l e s i   y e s e v a 	 A n w a n i   y a   s e v a 	 B e d i e n e r - a d r e s 	 S e r v e r i o   a d r e s a s 	 S e r v e r a   a d r e s e 	 S e r v e r i   a a d r e s s 	 Me~ek  pa}e	   	 A d r e s   s e r v e r 	 8
0
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
	 80M-0   ?#>  	 	 							  						 	 	 	 	 	 	 	 E n d e r e  o   d o   s e r v i d o r 	 	 	 	 	 	 	 	 Z e r b i t z a r i a r e n   h e l b i d e a 	 A d d r e s s   n g   s e r v e r 	 D i r e c c i  n   d o   s e r v i d o r 	 A d r e s   s a v a 	 S e o l a d h   f r e a s t a l a  
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ C O V E R A G E _ I N F O 	 B A R C O D E R E A D E R 	 P O P U P C O N F I R M 	 T h i s   R e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e   ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 dkhx\˄ g_ NPhx|~~	 dkagx\v gT N*Nagx~~	 2#165I01#1I%H2*8  3H-+#7-D!H? 	 E s t e   r e g i s t r o   a b a r c a r    e l    l t i m o ,    c o n t i n u a r ? 	 C e t   e n r e g i s t r e m e n t   r e m p l a c e r a   l e   d e r n i e r ,   c o n t i n u e r  ? 	 D i e s e   A u f n a h m e   e r f a s s t   d i e   l e t z t e ,   f o r t s e t z e n ? 	 -B0  70?8AL  =0;>68BAO  =0  ?@54K4CICN.   @>4>;68BL? 	 Q u e s t a   r e g i s t r a z i o n e   c o p r i r    l ' u l t i m a ,   c o n t i n u a r e ? 	 3J:7J  G0'  'DE-61  'D'.J1, *H'5D	 E s t e   r e g i s t o   s u b s t i t u i r    o    l t i m o ,   c o n t i n u a r ? 	 B u   k a y 1t   s o n u n c u s u n u   d a   k a p s a y a c a k ,   d e v a m   e d i l s i n   m i ? 	 B i  n   m    n  y   s   c   c h  p      l  n   b i  n   m    c u i   c  n g ,   t i p   t c ? 	 R e k a m a n   i n i   a k a n   b e r i s i   y a n g   t e r a k h i r ,   l a n j u t k a n ? 	 R e k o d   i n i   a k a n   m e l i t u p i   y a n g   t e r a k h i r ,   t e r u s k a n ? 	 /	9	  0	?		I	0	M	!	  		$	?	.	  	K	  	5	0	  	0	G		>	,   	>	0	@	  0		G		? 	 	 	 	 E z   a   b e j e g y z  s   f e d i   a   l e g u t  b b i t ,   f o l y t a t j a ? 	 	 	 	 D i t   r e c o r d   d e k t   h e t   l a a t s t e   r e c o r d .   D o o r g a a n ? 	 	 	 A c e a s t    n r e g i s t r a r e   v a   a c o p e r i    n r e g i s t r a r e a   a n t e r i o a r ,   d o r i ci   s   c o n t i n u a ci ? 	 	 	       ,     ? 	 	 	 'F  6(7  ".1F  EH1/  1'  ~H44  E  /G/  '/'EG  E  /G/	 	 	   		  								  					  				  				  ,   						  		? 	 	 	 	 
  






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?  	       ,   ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 H i e r d i e   r e k o r d   s a l   o o r   d i e   v o r i g e   e e n   g e b e r g   w o r d ,   g a a n   v o o r t ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 T h i s   r e c o r d   w i l l   c o v e r   t h e   l a s t   o n e ,   c o n t i n u e ? 	 	 	 	 		  							  								  				  				,   							  								? 	 	 	 	 	 	 	 	 E s t e   r e g i s t r o   c o b r i r    o    l t i m o ,   c o n t i n u a r ? 	 	 	 	 	 	 	 	 F i t x a   h o n e k   a z k e n a   k u b r i t u k o   d u ;   j a r r a i t u ? 	 A n g   p a g - r e c o r d   n a   i t o   a y   p a p a t o n g   s a   h u l i ,   m a g p a t u l o y ? 	 E s t a   g r a v a c i  n   v a i   c u b r i r   a    l t i m a ,   c o n t i n u a r ? 	 N d e k   n k e   a   g a - a n c h   n k e   i m e g o r o , g a a n i i h u 	 C l  d  i d h   a n   t a i f e a d   s e o   a n   c e a n n   d e i r e a n a c h ,   l e a n   a r   a g h a i d h ? 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ T O 	 B A R C O D E R E A D E R 	 U N L I M 	 m a i l   r e c e i v e r 	 T o 	 6eON	 6eON	 6	 P a r a 	 A 	 A n 	 ><C	 A 	 E3*DE	 P a r a 	 K i m e   	 N g i   n h n 	 K e p a d a 	 K e 	 8	G	5	>	  .	G			 	 	 	 C  m z e t t 	 	 	 	 N a a r 	 	 	 C t r e 	 	 	 	 	 	 (G	 	 	   						 	 	 	 




	 	 K u y a   k u 	 K u   	 K w a 	 A a n 	 K a m 	 K a m 	 A d r e s s a a t : 	 Ht]	 _ 	 C t r e 	 
/
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ N A M E 	 B A R C O D E R E A D E R 	 U N L I M 	 N a m e 	 N a m e 	 Y
T	 Y
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7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e 	 '3E	 N o m e 	 A d 	 T  n 	 N a m a 	 N a m a 	 (	>	.		 	 	 	 N  v 	 	 	 	 N a a m 	 	 	 N u m e 	 	 	 	 	 	 F'E	 	 	 				 	 	 	 


	 	 I g a m a 	 I g a m a 	 J i n a 	 N a a m 	 V a r d a s 	 N o s a u k u m s 	 N i m i 	 1vxv	 	 N u m e 	 *
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	 (>.  	 	 				 	 	 	 	 	 	 	 N o m e 	 	 	 	 	 	 	 	 I z e n a   	 P a n g a l a n 	 N o m e   : 	 A h a 	 A i n m 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ F I X T E L 	 B A R C O D E R E A D E R 	 U N L I M 	 H o m e   N u m b e r 	 H o m e   n u m b e r 	 [^q	 [^5u݋	 +!2"@%I2	 N  m e r o   d e l   h o g a r 	 N u m  r o   p e r s o n n e l 	 P r i v a t n u m m e r 	 ><0H=89	 N u m e r o   a b i t a z i o n e 	 1BE  'D(J*	 N  m e r o   d e   c a s a 	 E v   t e l e f o n u   	 i n   t h o i   g i a    n h 	 N o m o r   r u m a h 	 N o m b o r   r u m a h 	 9	K	.	  (		,	0		 	 	 	 O t t h o n i   s z  m 	 	 	 	 H u i s n u m m e r 	 	 	 T e l e f o n 	 	 	 '     	 	 	 4E'1G  EF2D	 	 	 			  						 	 	 	 


  



	   	 I n a m b a   y a s e k h a y a 	 I n o m b o l o   y a s e k h a y a 	 N a m b a r i   y a   n y u m b a n i 	 H u i s n o m m e r 	 N a m s  n u m e r i s 	 M j a s   n u m u r s 	 T e l e f o n i n u m b e r   k o d u s 	 Oav  pata	   	 N u m r   d e   a c a s 	 9
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 	 0  (.M,0  	 	 			  						 	 	 	 	 	 	 	 N  m e r o   d e   c a s a 	 	 	 	 	 	 	 	 E t x e k o   z e n b a k i a 	 N u m e r o   s a   t a h a n a n 	 N  m e r o   p r i v a d o 	 N o m b a   u l o 	 U i m h i r   b a i l e 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ M O B I L E T E L 	 B A R C O D E R E A D E R 	 U N L I M 	 M o b i l e 	 M o b i l e 	 yRq	 yR5u݋	 !7-7-	 C e l u l a r 	 P o r t a b l e 	 M o b i l 	 >18;L=K9  B5;5D>=	 C e l l u l a r e 	 1BE  'D,H'D	 T e l e m  v e l 	 M o b i l   	 i n   t h o i   d i   n g 	 P o n s e l 	 M u d a h   a l i h 	 .	K	,	>		2		 	 	 	 M o b i l 	 	 	 	 M o b i e l 	 	 	 T e l e f o n   m o b i l 	 	 	 	 	 	 GE1'G	 	 	   							 	 	 	 





	 	 I - M o b i l e 	 I m o b h a y l 	 R u n u n u 	 S e l f o o n 	 M o b i l u s i s   t e l e f o n a s 	 M o b i l a i s 	 M o b i i l t e l e f o n 	 2{{aukv	 	 M o b i l 	 .
J
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 	 .K,>2M  	 	 							 	 	 	 	 	 	 	 M  v e l 	 	 	 	 	 	 	 	 M u g i k o r r a   	 M o b i l e 	 M  b i l 	 N g a g h a r 	 F  n   p  c a 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ E M A I L 	 B A R C O D E R E A D E R 	 U N L I M 	 E m a i l 	 E m a i l 	 {	 {	 -5@!%	 C o r r e o   e l e c t r  n i c o 	 E m a i l 	 E - M a i l 	 -;.   ?>GB0	 E - m a i l 	 5F/HB  'D(1J/	 E - m a i l 	 E - p o s t a   	 H  m   t h   i n   t 	 E m a i l 	 E - m e l 	 	- .	G	2		 	 	 	 E - m a i l 	 	 	 	 E - m a i l 	 	 	 A d r e s   e m a i l 	 	 	 " 	 	 	 'ED	 	 	 						 	 	 	 




	   	 I - i m e y l i 	 i - i m e y l 	 B a r u a   p e p e 	 E - p o s 	 E l .   l a i ak a s 	 E - p a s t s 	 E - p o s t 	 7l.   x}	 E m a i l   	 E m a i l 	 
.
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 	 .G2	 	 						 	 	 	 	 	 	 	 E - m a i l 	 	 	 	 	 	 	 	 E p o s t a   	 E - m a i l 	 C o r r e o   e l e c t r  n i c o 	 O z i   i k u k u 	 R - p h o s t 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ E M A I L 2 	 B A R C O D E R E A D E R 	 U N L I M 	 E m a i l 2 	 E m a i l 2 	 {2 	 {2 	 -5@!%2 	 C o r r e o   e l e c t r  n i c o 2 	 E m a i l 2 	 E - M a i l   2 	 -;.   ?>GB0  2 	 E - m a i l 2 	 5F/HB  'D(1J/2 	 E - m a i l 2 	 E - p o s t a   2   	 H  m   t h   i n   t   2 	 E m a i l 2 	 E - m e l 2 	 	- .	G	2	2 	 	 	 	 2 .   e - m a i l 	 	 	 	 E - m a i l 2 	 	 	 A d r e s   e m a i l   2 	 	 	 "   2 	 	 	 'ED  2 	 	 	 							 	 	 	 




2 	     2 	 I - I m e y l i 2 	 i - i m e y l - 2 	 B A r u a   p e p e 2 	 E - p o s 2 	 2   e l .   l a i ak a s 	 E - p a s t s   2 	 E m a i l 2 	 7l.   x}2 	 E m a i l   2 	 E m a i l 2 	 
.
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   2 	 .G2M  2 	 	 					2 	 	 	 	 	 	 	 	 E - m a i l 2 	 	 	 	 	 	 	 	 2 . e p o s t a 	 E m a i l 2 	 C o r r e o   e l e c t r  n i c o 2 	 O z i   i k u k u a b u o 	 R - p h o s t 2 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ B D A Y 	 B A R C O D E R E A D E R 	 U N L I M 	 B i r t h d a y 	 B i r t h d a y 	 ue	 ue	 '1@4	 C u m p l e a  o s 	 A n n i v e r s a i r e 	 G e b u r t s t a g 	 5=L  @>645=8O	 C o m p l e a n n o 	 9J/  'DEJD'/	 A n i v e r s  r i o 	 D o u m g  n  	 S i n h   n h t 	 U l a n g   t a h u n 	 H a r i j a d i 	 	(	M	.	&	?	(		 	 	 	 S z  l e t  s n a p 	 	 	 	 V e r j a a r d a g 	 	 	 D a t a   n a _t e r i i 	 	 	   	 	 	 1H2  *HD/	 	 	 								 	 	 	 



  


	 	 U s u k u   l o k u z a l w a 	 U s u k u   l o k u z a l w a 	 S i k u   y a   k u z a l i w a 	 V e r j a a r d a g 	 G i m t a d i e n i s 	 D z i m aa n a s   d i e n a 	 S  n n i p  e v 	 >vvduav  	   	 Z i   d e   n a _t e r e 	 
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	 (M.&?(  	 	 								 	 	 	 	 	 	 	 A n i v e r s  r i o 	 	 	 	 	 	 	 	 U r t e m u g a 	 K a a r a w a n 	 A n i v e r s a r i o 	 N c h e t a   o m u m u   o g e 	 B r e i t h l  
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ O R G 	 B A R C O D E R E A D E R 	 U N L I M 	 C o r p o r a t i o n 	 C o r p 	 lQS	 lQS	 #4)1	 C o r p . 	 C o r p 	 U n t e r n . 	 ><?0=8O	 A z i e n d a 	 41C)	 C o r p o 	 ^i r k e t 	 C  n g   t y 	 P e r u s a h a a n 	 S y a r i k a t 	 	I	0	M	*	K	. 	 	 	 	 V  l l . 	 	 	 	 B e d r i j f 	 	 	 F i r m 	 	 	 	 	 	 41*	 	 	   					 	 	 	 



	 	 I - C o r p 	 I q u m r h u 	 S h i r i k a 	 M a a t s k a p p y 	 B e n d r o v s 	 K o r p . 	 E t t e v  t e 	 >a|auxraoav	 	 F i r m 	 
K
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	 >>  	 	 							 	 	 	 	 	 	 	 C o r p 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ N U M B E R 	 B A R C O D E R E A D E R 	 U N L I M 	 N u m b e r 	 N u m b e r 	 _x	 Sx	 +!2"@%	 N  m e r o 	 N u m  r o 	 N u m m e r 	 ><5@	 N u m e r o 	 1BE	 N  m e r o 	 N u m a r a   	 S   i n   t h o i 	 N o m o r 	 N o m b o r 	 (		,	0		 	 	 	 S z  m 	 	 	 	 N u m m e r 	 	 	 N u m t 	 	 	 	 	 	 4E'1G	 	 	 						 	 	 	 



	 	 I n a m b a 	 I n o m b o l o 	 N a m b a r i 	 N o m m e r 	 N u m e r i s 	 N u m u r s 	 N u m b e r 	 @ata	 	 N u m r 	 (
.
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 	 (.M,0  	 	 						 	 	 	 	 	 	 	 N  m e r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ A T T R _ T I T L E 	 B A R C O D E R E A D E R 	 U N L I M 	 T i t l e 	 T i t l e 	 jL	 h	 3A+H	 T  t u l o 	 T i t r e   : 	 T i t e l 	 03>;>2>:	 T i t o l o 	 9FH'F	 T  t u l o 	 U n v a n   	 C h   	 J u d u l 	 T a j u k 	 6	@	0	M	7			 	 	 	 C  m 	 	 	 	 T i t e l 	 	 	 T i t l u 	 	 	 	 	 	 9FH'F	 	 	   								 	 	 	 





	 	 I s i h l o k o 	 I g a m a 	 K i c h w a 	 T i t e l 	 P a v a d i n i m a s 	 N o s a u k u m s 	 T i i t e l 	 Nevack	 	 T i t l u 	 
H
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 	 >G2M  	 	 							 	 	 	 	 	 	 	 T  t u l o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ C A P T U R E 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 f l a s h c o d e   G e t 	 f l a s h c o d e   g e t 	 hxrsS	 agxS	 #1A%
BI	 O b t e n e r   f l a s h c o d e 	 o b t e n i r   f l a s h c o d e 	 B l i t z c o d e   b e z i e h e n 	 >;CG8BL  f l a s h c o d e 	 o t t i e n i   f l a s h c o d e 	 'D-5HD  9DJ  'DCH/  'DAD'4	 o b t e r   f l a s h c o d e 	 f l a _  k o d u   a l 1n 1y o r 	 G i  n h   b i  n   m  	 d a p a t k a n   k o d e   f l a s h 	 d a p a t   k o d   f l a s h 	 +	M	2	H	6		K	!	  *	M	0	>	*	M	$		 	 	 	 f l a s h c o d e   l e k  r  s 	 	 	 	 f l a s h c o d e   o n t v a n g e n 	 	 	 O b ci n e r e   a p l i c a ci e   f l a s h c o d e 	 	 	   	 	 	 /1'A*  1E2  AD'4	 	 	   										  					 	 	 	 







  






	     	 i - f l a s h c o d e   g e t 	 F u m a n a   i f l e s h k h o w u d i 	 P a t a   m s i m b o   m w e k a 	 K r y   f l a s h c o d e 	 g a u t i   b l y k s t s   k o d 	 d a b kt   z i b k o d u 	 t o o   f l a s h c o d e 	 }aval  lewoxd	 -   	 O b ci n e r e   a p l i c a ci e   f l a s h c o d e 	 +
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ H I S T O R Y _ D E L E T E _ A L L 	 B A R C O D E R E A D E R 	 I C O N T E X T ,   P O P U P C O N F I R M 	 D e l e t e   A l l   R e c o r d s 	 D e l e t e   a l l   r e c o r d s 	 *RdhQ	  RdhQ萰U_	 %#2"2#1I+!	 B o r r a r   t o d o s   l o s   r e g i s t r o s 	 S u p p r i m e r   t o u s   l e s   e n r e g i s t r e m e n t s 	 A l l e   A u f n a h m e n   l  s c h e n 	 #40;8BL  2A5  70?8A8	 E l i m i n a   t u t t e   l e   r e g i s t r a z i o n i 	 E3-  CD  'DE3,D'*	 E l i m i n a r   t o d o s   o s   r e g i s t o s 	 T  m   k a y 1t l a r 1  s i l   	 X  a   t o  n   b   g h i   c h  p 	 H a p u s   s e m u a   d a t a 	 P a d a m   s e m u a   r e k o d 	 8	-	@	  0	G		I	0	M	!	M	8	  .	?		>				 	 	 	  s s z e s   b e j e g y z  s   t  r l  s e 	 	 	 	 A l l e   r e c o r d s   v e r w i j d e r e n 	 	 	 ^t e r g e ci   t o a t e    n r e g i s t r r i l e   	 	 	       	 	 	 -0A  GEG  6(7  G'	 	 	 					  						  					  				 	 	 	 


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	       	 S u s a   w o n k e   a m a r e k h o d i 	 C i m a   z o n k e   i i n g x e l o 	 F u t a   r e k o d i   z o t e 	 S k r a p   a l l e   r e k o r d s 	 `a l i n t i   v i s u s   /r a au s 	 D z s t   v i s u s   i e r a k s t u s 	 K u s t u t a   k  i k   k i r j e d 	 Kv{el  bxlx  ca|xtveh	     	 ^t e r g e ci   t o a t e    n r e g i s t r r i l e   	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ E N C O D I N G _ E R R O R 	 B A R C O D E R E A D E R 	 P O P U P 	 E n c o d i n g   E r r o r 	 E n c o d i n g   e r r o r 	 }x/	 x	 2#@I2#+1*4%2	 E r r o r   d e   c i f r a d o 	 E r r e u r   d  e n c o d a g e 	 V e r s c h l  s s e l u n g s f e h l e r 	 H81:0  :>48@>2:8	 E r r o r e   d i   c o d i f i c a 	 .7#  AJ  'D*4AJ1	 E r r o   d e   d e s c o d i f i c a   o 	 H a t a   k o d l a n 1y o r   	 B i  n   m    l i 	 K e s a l a h a n   p a d a   p e n g e n k o d e a n 	 R a l a t   p e n g e k o d a n 	 	(		K	!	?			  $	M	0	A		?		 	 	 	 K  d o l  s a i   h i b a 	 	 	 	 C o d e e r f o u t 	 	 	 E r o a r e   c o d i f i c a r e 	 	 	   	 	 	 .7'  1E20'1	 	 	   					  				  							 	 	 	 








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 
 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ D E C O D E _ F A I L E D 	 B A R C O D E R E A D E R 	 P O P U P 	 F a i l e d   T o   D e c o d e 	 F a i l e d   t o   d e c o d e 	 ㉼x1YWe	 x1Y%	 %I!@+%'C2#-#+1*	 N o   p u d o   d e s c i f r a r 	 E c h e c   d e   d  c o d a g e 	 K o n n t e   n i c h t   d e k o d i e r t   w e r d e n 	 5  C40;>AL  45:>48@>20BL	 D e c o d i f i c a   f a l l l i t a 	 A4D  AJ  AC  'DCH/	 D e s c o d i f i c a   o   f a l h o u 	 ^i f r e     z  l e m e d i   	 G i i   b i  n   m    t h t   b i 	 G a g a l   m e n d e k o d e 	 G a g a l   m e n g e k o d 	 !	?		K	!	  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   v i s s z a f e j t  s 	 	 	 	 K a n   n i e t   d e c o d e r e n 	 	 	 D e c o d i f i c a r e a   n u   a   r e u _i t 	 	 	   	 	 	 1E2(11/'F  F'EHAB  (H/	 	 	   					  				  							 	 	 	 




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	     	 K u h l u l e k i l e   u k u h u m u s h a   i k h o d i 	 I p h a n z i l e   u k w e n z a   i b e y i k h o w u d i 	 I m e s h i n d w a   k u s i m b u a 	 H e t   n i e   g e d e k o d e e r   n i e 	 N e p a v y k o   i ak o d u o t i 	 N e i z d e v s   d e k o d t 	 D e k o d e e r i m i n e   n u r j u s 	 Nenavxth  qamxr~e	     	 D e c o d i f i c a r e a   n u   a   r e u _i t 	 !
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 
 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ N O T _ D M _ C O D E 	 B A R C O D E R E A D E R 	 P O P U P 	 N o t   D M   C o d e 	 N o t   D M   c o d e 	 ^xeW[wcx	 ^peW[w5x	 D!HC
H#+1*  D M 	 N o   e s   u n   c  d i g o   D M 	 P a s   u n   c o d e   D M 	 K e i n   D M - C o d e 	 5B  :>40  D M 	 N O n   c o d i c e   D M 	 E5AHAG  'DE/HF)  :J1  1BEJ)	 S e m   c  d i g o   D M 	 D M   k o d u   d e i l   	 K h  n g   p h i   b i  n   m    D M 	 B u k a n   k o d e   D M 	 B u k a n   k o d   D M 	 D M   	K	!	  (	9	@			 	 	 	 N e m   D M   k  d 	 	 	 	 G e e n   D M - c o d e 	 	 	 N u   e x i s t   u n   c o d   D M 	 	 	     D M 	 	 	 1E2  D M   EH,H/  F3*	 	 	   		. 		  			  			 	 	 	 


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	     	 A k u s i y o   i k h o d i   l e - D M 	 A y i y o k h o w u d i   y e D M 	 S i o   m s i m b o   w a   D M 	 N i e   D M - k o d e   n i e 	 N e   D M   k o d a s 	 N a v   D M   k o d s 	 M i t t e   D M   k o o d 	 D M   oxd  yg	   D M   	 N u   e x i s t   u n   c o d   D M 	 D M   
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 
 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ N O T _ S U P P O R T _ T H I S _ S E R I V C E 	 B A R C O D E R E A D E R 	 P O P U P 	 N o t   S u p p o r t   T h i s   S e r v i c e 	 N o t   s u p p o r t   t h i s   s e r v i c e 	 
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gR{|W	 D!H*1*8#42#5I	 N o   s o p o r t a   e s t e   s e r v i c i o 	 S e r v i c e   n o n   s u p p o r t  	 U n t e r s t  t z t   d i e s e n   D i e n s t   n i c h t 	 0==0O  A;C610  =5  ?>445@68205BAO	 Q u e s t o   s e r v i z i o   n o n      s u p p o r t a t o 	 G0'  FH9  'D./E)  :J1  E/9E	 N  o   s u p o r t a   e s t e   s e r v i  o 	 B u   s e r v i s   d e s t e k l e n m i y o r 	 K h  n g   h   t r   l o i   h  n h   p h c   v   n  y 	 T i d a k   m e n d u k u n g   l a y a n a n   i n i 	 T i d a k   s o k o n g   k h i d m a t   i n i 	 	8	  8	G	5	>	  	>	  8	.	0	M	%	(	  (	9	@			 	 	 	 N e m   t  m o g a t o t t   s z o l g  l t a t  s 	 	 	 	 D e z e   d i e n s t   w o r d t   n i e t   o n d e r s t e u n d 	 	 	 A c e s t   s e r v i c i u   n u   e s t e   a c c e p t a t 	 	 	     "     	 	 	 'F  ./E'*  1'  ~4*('F  FE  F/	 	 	   		  							  						  			  			 	 	 	 
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	     	 A k u s a p h o t h i   l e   s e v i s i 	 A y i y i x h a s i   l e   n k o n z o 	 H a i k u b a l i   h u d u m a   h i i 	 H i e r d i e   d i e n s   n i e   g e s t e u n   n i e 	 N e p a l a i k o   ai o s   p a s l a u g o s 	 N e a t b a l s t a   ao   p a k a l p o j u m u 	 E i   t o e t a   s e d a   s e a d e t 	 >a|auxiuxvh  pataerelk  yg	         	 A c e s t   s e r v i c i u   n u   e s t e   a c c e p t a t 	 
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 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ N O T _ S U P P O R T _ T H I S _ M O D E 	 B A R C O D E R E A D E R 	 P O P U P 	 N o t   S u p p o r t   T h i s   M o d e 	 N o t   s u p p o r t   t h i s   m o d e 	 
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N/ecdk!j_	 D!H*1*8B+!5I	 N o   s o p o r t a   e s t e   m o d o 	 M o d e   n o n   s u p p o r t  	 U n t e r s t  t z t   d i e s e n   M o d u s   n i c h t 	 0==K9  @568<  =5  ?>445@68205BAO	 Q u e s t a   m o d a l i t    n o n      s u p p o r t a t a 	 D'  J/9E  G0'  'D4CD	 N  o   s u p o r t a   e s t e   s e r v i  o 	 B u   m o d   d e s t e k l e n m i y o r 	 K h  n g   h   t r   c h     n  y 	 T i d a k   m e n d u k u n g   m o d u s   i n i 	 T i d a k   s o k o n g   m o d   i n i 	 	8	  .	K	!	  	>	  8	.	0	M	%	(	  (	9	@			 	 	 	 N e m   t  m o g a t o t t   m  d 	 	 	 	 D e z e   s t a n d   w o r d t   n i e t   o n d e r s t e u n d 	 	 	 A c e s t   m o d   n u   e s t e   a c c e p t a t 	 	 	       	 	 	 'F  -'D*  1'  ~4*('F  FE  F/	 	 	   		  			  						  			  			 	 	 	 
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 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ F O R M A T 	 B A R C O D E R E A D E R 	 P O P U P 	 W r o n g   F o r m a t 	 W r o n g   f o r m a t 	 <h_/	 <h_	 #9A4	 F o r m a t o   e r r  n e o 	 F o r m a t   i n c o r r e c t 	 F a l s c h e s   F o r m a t 	 525@=K9  D>@<0B	 F o r m a t o   e r r a t o 	 .7#  AJ  'D5J:)	 F o r m a t o   e r r a d o 	 H a t a l 1  f o r m a t   	 L i   c h   	 F o r m a t   s a l a h 	 F o r m a t   s a l a h 	 	2	$	  +	I	0	M	.	G			 	 	 	 H e l y t e l e n   f o r m  t u m 	 	 	 	 V e r k e e r d e   i n d e l i n g 	 	 	 F o r m a t   i n c o r e c t 	 	 	   	 	 	 A1E*  '4*('G  '3*	 	 	   			  								 	 	 	 




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 
 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ F O R B I D _ D I R E C T _ M O D E 	 B A R C O D E R E A D E R 	 P O P U P 	 H a v e   F o r b i d d e n     D i r e c t   M o d e 	 H a v e   f o r b i d d e n     d i r e c t   m o d e 	 ]ybkvc!j_	 ]ybkvc!j_	 +I2!B+!B"#	 M o d o   d i r e c t o   p r o h i b i d o 	 M o d e   d i r e c t   a    t    i n t e r d i t 	 D i r e k t m o d u s   v e r b o t e n 	 @O<>9  @568<  70?@5I5=	 M o d a l i t    d i r e t t a   p r o i b i t a 	 4CD  E('41  E1AH6	 C o m   m o d o   d i r e c t o   p r o i b i d o 	 D i r e k t   m o d   y a s a k l a n m 1_	    n g n   c m   c h     t r c   t i p 	 M e m i l i k i   m o d u s   l a n g s u n g   y a n g   d i l a r a n g 	 T e l a h   m e n g h a r a m k a n   m o d   l a n g s u n g 	 !	>	/	0	G		M		  .	K	!	  *	M	0	$	?	,		'	?	$		 	 	 	 T i l t o t t   k  z v e t l e n   m  d 	 	 	 	 V e r b o d e n   d i r e c t e   m o d u s 	 	 	 M o d u l   d i r e c t   a   f o s t   i n t e r z i s 	 	 	         	 	 	 /'1'  -'D*  E3*BE  EEFH9  4/G  '3*	 	 	   						  			  				  			  							 	 	 	 



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 
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 S S C _ S C R _ L A N G U A G E _ A R A B I C _ S T R _ I D 	 S S C 	 P O P U P 	 L a n g u a g e   s e t   A r a b i c 	 L a n g u a g e   s e t   t o   A r a b i c 	  -[p\ n ?b/Oe	  n:N\ n ?b/Oe	  2)21I@G-2#04	  r a b e   e s t a b l e c i d o 	 S  l e c t i o n n e r   l ' a r a b e 	 A r a b i s c h   e i n s t e l l e n 	 K1@0=  0@01A:89	 L i n g u a   i m p o s t a t a   a r a b o 	 6(7  'DD:)  ('D91(J)	 D e f i n i r    r a b e 	 D i l   A r a p  a   o l a r a k   a y a r l a n d 1	 t   t h  n h   t i n g   A r p 	 A t u r   A r a b 	 S e t   B a h a s a   A r a b 	 	0	,	@	  -	>	7	>	  8	G		  	0	G			 	 	 	 N y e l v b e  l l  t  s :   a r a b 	 	 	 	 A r a b i s c h   i n s t e l l e n 	 	 	 A ci   s e l e c t a t   l i m b a   a r a b 	 	 	   	 	 	 *F8E  91(	 	 	 				  				  			  					 	 	 	 





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  


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	       	 U l i m i m l u s e t h w e   k w i - A r a b i c 	 U l w i m i   l u s e t w e l w e   k w i s i - A r a b h u 	 L u g h a   i m e w e k w a   k w a   K i a r a b u 	 S t e l   A r a b i e s 	 N u s t a t y t a   a r a b s  k . 	 I e s t a t +t a   a r b u   v a l o d a 	 K e e l e k s   o n   s e a t u d   a r a a b i a 	 Fwavao~an  g  1abeevh	     	 A ci   s e l e c t a t   l i m b a   a r a b 	 
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	 ->7>  8GM  0,?M  	 G j u h a   u   r e g j i s t r u a   n e   a r a b i s h t 	 				  			  				 	 	 	 	 	 	 	 D e f i n i r    r a b e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ T E X T _ E N D 	 L a n g L n 	 P O P U P 	 e n d   o f   t h e   t e x t   i n   c h a n g e   t o   a u t o   r o l l 	 E n d   o f   t e x t 	 ez+g>\	 ez+g>\	 *4I*8I-'2!	 F i n   d e   t e x t o 	 F i n   d u   t e x t e 	 T e x t e n d e 	 >=5F  B5:AB0	 F i n e   d e l   t e s t o 	 FG'J)  'DF5	 F i m   d o   t e x t o 	 M e t i n   s o n u   	 P h n   k t   v n   b n 	 A k h i r   t e k s 	 T a m a t   t e k s 	 	H		M	8	M		  8	.	>	*	M	$		 	 	 	 S  v e g   v  g e 	 	 	 	 E i n d e   v a n   t e k s t 	 	 	 S f  r _i t u l   t e x t u l u i 	 	 	   	 	 	 ~''F  E*F	 	 	   								  				 	 	 	 






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  

	   	 U k u p h e l a   k o m b h a l o 	 U k u p h e l a   k w I g a m a 	 M w i s h o   w a   m a a n d i s h i 	 E i n d e   v a n   t e k s 	 T e k s t o   p a b a i g a 	 T e k s t a   g a l s 	 T e k s t i   l  p p 	 Oe}k  ~e{h	   	 S f  r _i t u l   t e x t u l u i 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ C A M E R A _ S E T T I N G 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 C a m e r a   S e t t i n g s 	 C a m e r a   s e t t i n g s 	 v_j-[	 v:gn	 2#1IH2%I-	 C o n f i g u r a c i  n   d e   c  m a r a 	 R  g l a g e s   d e   c a m  r a 	 K a m e r a e i n s t e l l u n g e n 	 0AB@>9:8  :0<5@K	 I m p o s t a z i o n i   f o t o c a m e r a 	 6(7  C'EJ1'	 D e f i n i   e s   d a   c  m a r a 	 K a m e r a   o y u n l a r 1  	 C  i   t   m  y   n h 	 P e n g a t u r a n   k a m e r a 	 S e t i n g   k a m e r a 	 	H	.	0	>	  8	G		?			M	8		 	 	 	 A   f  n y k  p e z Qg  p   b e  l l  t  s a i 	 	 	 	 C a m e r a - i n s t e l l i n g e n 	 	 	 S e t r i   c a m e r 	 	 	   	 	 	 *F8E'*  /H1(F	 	 	 								  									  	 	 	 	 





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	     	 A m a s e t h i n g i   e k h a m e r a 	 U s e t o   l w e k h a m e r a 	 M i p a n g i l i o   y a   k a m e r a 	 K a m e r a - s t e l l i n g s 	 F o t o a p a r a t o   n u o s t a t o s 	 K a m e r a s   i e s t a t +j u m i 	 K a a m e r a   s e a d e d 	 =kok  oauavve	   	 S e t r i   c a m e r 	 
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 	 M_>.G0>  8G?M8M  	 R e g j i s t r i m e t   e   k a m e r e s 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d a   c  m e r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ N O _ S I M C A R D 	 B A R C O D E R E A D E R 	 P O P U P 	 N o   s i m   c a r d 	 N o   S I M   c a r d 	 !qS I M aS	 eS I M aS	 D!H!54!2#L	 F a l t a   l a   t a r j e t a   S I M 	 P a s   d e   c a r t e   S I M 	 K e i n e   S I M - K a r t e 	 5B  S I M - :0@BK	 N e s s u n a   s c h e d a   S I M 	 (7'B)S I M   :J1  EH,H/)	 S e m   c a r t  o   S I M 	 S I M   k a r d 1  y o k   	 K h  n g   c    S I M 	 T i d a k   a d a   k a r t u   S I M 	 T i a d a   k a d   S I M 	 	K		  S I M   	>	0	M	!	  (	9	@			 	 	 	 N i n c s   S I M - k  r t y a 	 	 	 	 G e e n   S I M - k a a r t 	 	 	 C a r t e l a   S I M   n u   a   f o s t   g s i t 	 	 	     S I M 	 	 	 S I M   '1*  EH,H/  F3*	 	 	   			  					  				 	 	 	 


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	     	 A k u n a - S I M   k h a d i 	 A k u k h o   S I M k h a d i 	 H a k u n a   S I M   k a d i 	 G e e n   S I M - k a a r t   n i e 	 N e   S I M   k o r t e l 	 N a v   S I M   k a r t e s 	 S I M - k a a r t   p u u d u b 	 S I M   a  yoa	   S I M   	 C a r t e l a   S I M   n u   a   f o s t   g s i t 	 S I M   
>
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	 S I M   >0M!  (>9?	 N u k   k a   k a r t e   S I M 	 			  					  				 	 	 	 	 	 	 	 N e n h u m   c a r t  o   S I M 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U R D U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S t r i n g   f o r   s m a r t   u r d u 	 S m a r t   U r d u 	 zfgap	 zfLN	 *!2#L  U r d u 	 U r d u   I n t e l i g e n t e 	 S m a r t   U r d u 	 S m a r t - U r d u 	 !<0@B- 22>4:   C@4C	 S m a r t   U r d u 	 B'EH3  #1/JG	 U r d u   i n t e l i g e n t e 	 S m a r t   U r d u 	 U r d u   t h  n g   m i n h 	 U r d u   P i n t a r 	 S m a r t   U r d u 	 8	.	>	0	M		  		0	M	&	B		 	 	 	 I n t e l l i g e n s   u r d u 	 	 	 	 S m a r t   U r d u 	 	 	 U r d u   i n t e l i g e n t 	 	 	 S m a r t   	 	 8	M	.	>	0	M		  
	0	M	&	B		 '1/H  GH4EF/	 '3E'1y  y~  '1/H	   	 							  						 
A
8
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  

0
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	 8M.>0MM  	0M&B	 	 






  




	   	 I - S m a r t   U r d u 	 I - U r d u   e s e m g a n g a t h w e n i 	 S m a r t   U r d u 	 S l i m   U r d u 	 I n t e l e k t u a l u s i s   u r d u   k . 	 S m a r t   U r d u 	 S m a r t   u r d u 	 =elak  Hdx	       	 S m a r t   U r d u 	 8
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.
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	 8M.>0M  	0M&M&A  	 S m a r t   U r d u 	 							  						 	 	 	 	 	 	 	 U r d u   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ M A R A T H I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 s t r i n g   f o r   s m a r t   m a r a t h i 	 S m a r t   M a r a t h i 	 zfgab0W	 zflb0W	 *!2#L  M a r a t h i 	 M a r a t h i   I n t e l i g e n t e 	 S m a r t   M a r a t h i 	 S m a r t - M a r a t h i 	 !<0@B- 22>4:   <0@0BE8	 S m a r t   M a r a t h i 	 B'EH3  E'1'+JG	 M a r a t h i   i n t e l i g e n t e 	 S m a r t   M a r a t h i 	 M a r a t h i   t h  n g   m i n h 	 M a r a t h i   p i n t a r 	 S m a r t   M a r a t h i 	 8	.	>	0	M		  .	0	>	 	@		 	 	 	 I n t e l l i g e n s   m a r  t h i 	 	 	 	 S m a r t   M a r a t h i 	 	 	 M a r a t h i   i n t e l i g e n t 	 	 	 S m a r t   	 	 8	M	.	>	0	M		  .	0	>	 	@		 E'1'*  GH4EF/	 '3E'1y  E1'y	   	 							  							 
A
8
$
  .
0
>
 
@
	 8M.>0MM  .0> @	 	 






  




	   	 I - S m a r t   M a r a t h i 	 I - M a r a t h i   e s e m g a n g a t h w e n i 	 S m a r t   M a r a t h i 	 S l i m   M a r a t h i 	 I n t e l e k t u a l u s i s   m a r a t h s  k . 	 S m a r t   M a r a t h i 	 S m a r t   m a r a t h i 	 =elak  Damk	   	 S m a r t   M a r a t h i 	 8
M
.
>
0
M

 
M

M
  .
1
>
$
M
$
?
	 8M.>0M  .0> @  	 S m a r t   M a r a t h i 	 							  							 	 	 	 	 	 	 	 M a r a t a   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ T A M I L 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 s t r i n g   f o r   s m a r t   t a m i l 	 S m a r t   T a m i l 	 zfgafWs|>r	 zffWs|\	 *!2#L  T a m i l 	 T a m i l   I n t e l i g e n t e 	 S m a r t   T a m i l 	 S m a r t - T a m i l i s c h 	 !<0@B- 22>4:   B0<8;LA:89	 S m a r t   T a m i l 	 BB'EH3  *'EJD	 T a m i l   i n t e l i g e n t e 	 S m a r t   T a m i l 	 T a m i l   t h  n g   m i n h 	 T a m i l   p i n t a r 	 S m a r t   T a m i l 	 8	.	>	0	M		  $	.	?	2		 	 	 	 I n t e l l i g e n s   t a m i l 	 	 	 	 S m a r t   T a m i l 	 	 	 T a m i l   i n t e l i g e n t 	 	 	 S m a r t   	 	 8	M	.	>	0	M		  $	>	.	?	2		 *'ED  GH4EF/	 '3E'1y  y~  *ED	   	 							  						 
A
8
$
  $
>
.
?
2
	 8M.>0MM  $.?3	 	 






  



	   	 I - S m a r t   T a m i l 	 I - T a m i l   e s e m g a n g a t h w e n i 	 S m a r t   T a m i l 	 S l i m   T a m i l 	 I n t e l e k t u a l u s i s   t a m i l s  k . 	 S m a r t   T a m i l 	 S m a r t   t a m i l i 	 =elak  Oatkl	   	 S m a r t   T a m i l 	 8
M
.
>
0
M

 
M

M
  $
.
?
4
M
	 8M.>0M  $>.?2M  	 S m a r t   T a m i l 	 							  						 	 	 	 	 	 	 	 T  m i l   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ B E N G A L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 s t r i n g   f o r   s m a r t   b e n g a l i 	 S m a r t   B e n g a l i 	 zfga_[Rb	 zf_[Rb	 *!2#L  B e n g a l i 	 B e n g a l i   I n t e l i g e n t e 	 S m a r t   B e n g a l i 	 S m a r t - B e n g a l i 	 !<0@B- 22>4:   15=30;8	 S m a r t   B e n g a l i 	 B'EH3  (F:'DJG	 B e n g a l i   i n t e l i g e n t e 	 S m a r t   B e n g a l i 	 B e n g a l i   t h  n g   m i n h 	 B e n g a l i   P i n t a r 	 S m a r t   B e n g a l i 	 8	.	>	0	M		  ,			>	2	@		 	 	 	 I n t e l l i g e n s   b e n g  l i 	 	 	 	 S m a r t   B e n g a a l s 	 	 	 B e n g a l i   i n t e l i g e n t 	 	 	 S m a r t   	 	 8	M	.	>	0	M		  ,			>	2		 (F'D  GH4EF/	 '3E'1y  y~  (F'D	   	 							  						 
A
8
$
  ,
p

>
2
@
	 8M.>0MM  ,F>2@	 	 






  





	   	 I - S m a r t   B e n g a l i 	 I - B e n g a l i   e s e m g a n g a t h w e n i 	 S m a r t   B e n g a l i 	 S l i m   B e n g a l i 	 I n t e l e k t u a l u s i s   b e n g a l s  k . 	 S m a r t   B e n g a l i 	 S m a r t   b e n g a l i 	 =elak  2evcalk	   	 S m a r t   B e n g a l i 	 8
M
.
>
0
M

 
M

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  ,


>
3
?
	 8M.>0M  ,GM>2@  	 S m a r t   B e n g a l i 	 							  						 	 	 	 	 	 	 	 B e n g a l  s   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ T E L U G U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 s t r i n g   f o r   s m a r t   t e l u g u 	 S m a r t   T e l u g u 	 zfgalVv	 zflVbS	 *!2#L  T e l u g u 	 T e l u g u   I n t e l i g e n t e 	 S m a r t   T e l u g u 	 S m a r t - T e l u g u 	 !<0@B- 22>4:   B5;C3C	 S m a r t   T e l u g u 	 B'EH3  *JD,H	 T e l u g u   i n t e l i g e n t e 	 S m a r t   T e l u g u 	 T e l u g u   t h  n g   m i n h 	 T e l u g u   P i n t a r 	 S m a r t   T e l u g u 	 8	.	>	0	M		  $	G	2	A		A		 	 	 	 I n t e l l i g e n s   t e l u g u 	 	 	 	 S m a r t   T e l u g u 	 	 	 T e l u g u   i n t e l i g e n t 	 	 	 S m a r t   	 	 8	M	.	>	0	M		  $	G	2		B		 *DHH  GH4EF/	 '3E'1y  y~  *DH	   	 							  							 
A
8
$
  $
G
2

B
	 8M.>0MM  $F2AA	 	 






  





	   	 I - S m a r t   T e l u g u 	 I - T e l u g u   e s e m g a n g a t h w e n i 	 S m a r t   T e l u g u 	 S l i m   T e l u g u 	 I n t e l e k t u a l u s i s   t e l u g s  k . 	 S m a r t   T e l u g u 	 S m a r t   t e l u g u 	 =elak  Oelxcx	   	 S m a r t   T e l u g u 	 8
M
.
>
0
M

 
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F
2
A

M

M
	 8M.>0M  $G2AA  	 S m a r t   T e l u g u 	 							  							 	 	 	 	 	 	 	 T e l u g u   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ P U N J A B I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 s t r i n g   f o r   s m a r t   p u n j a b i 	 S m a r t   P u n j a b i 	 zfgaennf	 zfennf	 *!2#L  P u n j a b i 	 P u n j a b i   I n t e l i g e n t e 	 S m a r t   P u n j a b i 	 S m a r t - P u n j a b i 	 !<0@B- 22>4:   ?C=46018	 S m a r t   P u n j a b i 	 B'EH3  (F,'(JG	 P u n j a b i   i n t e l i g e n t e 	 S m a r t   P e n c a p   	 P u n j a b i   t h  n g   m i n h 	 P u n j a b i   p i n t a r 	 S m a r t   P u n j a b i 	 8	.	>	0	M		  *			>	,	@		 	 	 	 I n t e l l i g e n s   p a n d z s  b i 	 	 	 	 S m a r t   P u n j a b i 	 	 	 P u n j a b i   i n t e l i g e n t 	 	 	 S m a r t   ' 	 	 8	M	.	>	0	M		  *			>	,	@		 ~F,'(  GH4EF/	 '3E'1y  ~D  ~F,'(	   	 							  									 
A
8
$
  *
p

>
,
@
	 8M.>0MM  *>,@	 	 






  





	   	 I - S m a r t   P u n j a b i 	 I - P u n j a b i   e s e m g a n g a t h w e n i 	 S m a r t   P u n j a b i 	 S l i m   P u n j a b i 	 I n t e l e k t u a l u s i s   p e n d ~a b s  k . 	 S m a r t   P u n j a b i 	 S m a r t   p a n d ~a b i 	 =elak  Sev{abk	   	 S m a r t   P u n j a b i 	 8
M
.
>
0
M

 
M

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M

>
,
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	 8M.>0M  *M>,@  	 S m a r t   P u n j a b i 	 							  								 	 	 	 	 	 	 	 P u n j a b i   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ C O N N E C T _ I N F O 	 B A R C O D E R E A D E R 	 P O P U P C O N F I R M 	 C o n n e c t   t o   n e t w o r k ? 	 C o n n e c t   t o   n e t w o r k ? 	 #P}}	 ޏcQ~	 @
7H-!H-D"1@#7-H2"? 	  C o n e c t a r s e   a   l a   r e d ? 	 C o n n e c t e r   a u   r  s e a u  ? 	 M i t   N e t z w e r k   v e r b i n d e n ? 	 >4:;NG8BLAO  :  A5B8? 	 C o n n e t t e r e   a l l a   r e t e ? 	 '*5'D  'D4(C)	 L i g a r      r e d e ? 	 A a   b a l a n 1l s 1n   m 1? 	 K t   n i   M n g ? 	 S a m b u n g   k e   j a r i n g a n ? 	 S a m b u n g   k e   r a n g k a i a n 	 (	G		5	0	M		  8	G	  	K	!	<	G		? 	 	 	 	 C s a t l a k o z i k   a   h  l  z a t h o z ? 	 	 	 	 V e r b i n d i n g   m a k e n   m e t   n e t w e r k ? 	 	 	 V   c o n e c t a ci   l a   r e ce a ? 	 	 	   ? 	 	 	 (G  4(G  E*5D  4H/	 	 	   										  					  			? 	 	 	 	 






  



  




  




  

? 	         ? 	 X h u m a   k w i n e t h i w e k h i ? 	 Q h a g a m s h e l a   k u t h u n g e l w n o ? 	 U n g a n i s h a   k w a   m t a n d a o ? 	 K o p p e l   a a n   n e t w e r k ? 	 P r i s i j u n g t i   p r i e   t i n k l o ? 	 S a v i e n o t   a r   t +k l u ? 	 L o o n    h e n d u s e   v  r g u g a ? 	 Dkava^l  avkv	     ? 	 D o r i ci   s   v   c o n e c t a ci   l a   r e ce a ? 	 (
F
1
M
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M
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0
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 
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   
#
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M

M
  
F
/
M
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NAQeQpeW[SA - Z 	 #9AD!H9I-  ( D!H-8
2C+I!5    ' A ' - ' Z '   A%01'@%) 	 F o r m a t o   i n v  l i d o   ( N o   s e   p e r m i t e   ' A ' - ' Z '   y   n u m  r i c o ) 	 F o r m a t   i n v a l i d e   ( ' A ' - ' Z '   e t   n u m  r i q u e s   p a s   p e r m i s ) 	 U n g  l t i g e s   F o r m a t   ( ' A ' - ' Z '   u n d   Z a h l e n   n i c h t   z u g e l a s s e n ) 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  A - Z   8  F8D@K) 	 F o r m a t o   n o n   v a l i d o   (   ' A ' - ' Z '   e   n u m e r i   n o n   c o n s e n t i t i ) 	 'D5J:)  :J1  5'D-  (   ' A ' - ' Z '   :J1  E3EH-  ) 	 F o r m a t o   i n v  l i d o   ( n  o   p e r m i t e   " A " - " Z "   e   n  m e r o s ) 	 G e  e r s i z   f o r m a t   ( ' A ' - ' Z '   v e   r a k a m l a r a   i z i n   y o k ) 	 K h  n g   c h o   p h  p   n h p   s   v    A - Z 	 F o r m a t   t i d a k   v a l i d   ( t i d a k   b o l e h   ' A ' - ' Z '   d a n   a n g k a ) 	 F o r m a t   t i d a k   s a h   ( t i d a k   m e m b e n a r k a n     ' A ' - ' Z '   d a n   n o m b o r ) 	 	.	>	(	M	/	  +	I	0	M	.	H		  ( ' A ' - ' Z '   	0	  8			M	/	>			  	(	A	.	$	  (	9	@		) 	 	 	 	  r v  n y t e l e n   f o r m  t u m   ( ' A ' - ' Z '    s   s z  m j e g y   n e m   e n g e d  l y e z e t t ) 	 	 	 	 O n g e l d i g e   i n d e l i n g   ( ' A ' - Z '   e n   c i j f e r s   z i j n   n i e t   t o e g e s t a a n ) 	 	 	 F o r m a t   n e v a l i d   ( n u   s e   a c c e p t   c a r a c t e r e l e      A  -    Z    _i   c a r a c t e r e l e   n u m e r i c e ) 	 	 	       (         A - Z   ) 	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	' 	#	?	  (	M	/	B	.	G	0	?		  	(	A	.	$	?	  (	>	9	@	) 	 A1E*  E9*(1  F3*  ( A   *'  Z   H  '9/'/  E,'2  F3*) 	 :D7  A'1Ey  ' A ' - ' Z '   'H1  9//    ','2*  F) 	   ( ' A ' - ' Z '           ) 	 								  							  ( 						  			  ' A '   -   ' Z '   			  						  ) 	 "
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 O W L _ A D P _ S T R _ I D _ I N V A L I D _ W C S S _ _ U P P E R C A S E _ X 	 O B I G O _ Q 0 5 A 	 P O P U P 	 i n v a l i d   W C S S   f o r m a t - X 	 I n v a l i d   f o r m a t   ( n o t   a l l o w   ' a ' - ' z ' ) 	 
NAQ18eQa - z 	 
NAQeQa - z 	 #9AD!H9I-  ( D!H-8
2C+I!5  ' a ' - ' z ' ) 	 F o r m a t o   i n v  l i d o   ( N o   s e   p e r m i t e   ' a ' - ' z ' ) 	 F o r m a t   i n v a l i d e   ( ' a ' - ' z '   p a s   p e r m i s ) 	 U n g  l t i g e s   F o r m a t   ( ' a ' - ' z '   n i c h t   z u g e l a s s e n ) 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  a - z ) 	 F o r m a t o   n o n   v a l i d o   (   ' a ' - ' z '   n o n   c o n s e n t i t i ) 	 'D5J:)  :J1  5'D-  (   a ' - ' z '   :J1  E3EH-  ) 	 F o r m a t o   i n v  l i d o   ( n  o   p e r m i t e   " a " - " z " ) 	 G e  e r s i z   f o r m a t   ( ' a ' - ' z ' y e   i z i n   y o k ) 	 K h  n g   c h o   p h  p   n h p   a - z 	 F o r m a t   t i d a k   v a l i d   ( t i d a k   b o l e h   ' a ' - ' z ' ) 	 F o r m a t   t i d a k   s a h   ( t i d a k   m e m b e n a r k a n     ' a ' - ' z ' ) 	 	.	>	(	M	/	  +	I	0	M	.	H		  ( ' a ' - ' z '   	(	A	.	$	  (	9	@		) 	 	 	 	  r v  n y t e l e n   f o r m  t u m   ( ' a ' - ' z '   n e m   e n g e d  l y e z e t t ) 	 	 	 	 O n g e l d i g e   i n d e l i n g   ( ' a ' - ' z '   z i j n   n i e t   t o e g e s t a a n ) 	 	 	 F o r m a t   n e v a l i d   ( n u   s e   a c c e p t   c a r a c t e r e l e      a  -    z  ) 	 	 	       (         a - z ) 	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	'   	(	A	.	$	?	  (	>	9	@	) 	 A1E*  E9*(1  F3*  ( a   *'  z     E,'2  F3*) 	 :D7  A'1Ey?' a ' - ' z '   'H1  9//    ','2*  F) 	   ( ' a ' - ' z '       ) 	 								  							  ( 						  			  ' a '   -   ' z ' ) 	 "
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) 	     ( ' a ' - ' z '   ) 	 I f o m e t h i   e n g e n a m t h e t h o   ( a y i v u m e l i     ' A ' - ' Z '   ) 	 U k u m i l a   o k u n g a s e b e n z i y o   ( s u k u v u m e l a   ' a ' - ' z ' ) 	 F o m a t i   b a t i l i   ( h a i r u h u s u   ' a ' - ' z ' ) 	 O n g e l d i g e   f o r m a a t   ( ' a ' - ' z '   n i e   t o e g e l a a t   n i e ) 	 N e g a l i o j a n t i s   f o r m a t a s   ( n e l e i d ~i a m a s    a  -  z  ) 	 N e d e r +g s   f o r m t s   ( n a v   a t <a u t i   ' a ' - ' z ' ) 	 S o b i m a t u   v o r m i n g   ( ' a ' - ' z '   p o l e   l u b a t u d ) 	 1v~a~e  qaya  ( yev  ixula~xt  ' a ' - ' z '   a|eh) 	     (     ' a ' - ' z ' ) 	 F o r m a t   n e v a l i d   ( n u   s e   a c c e p t   c a r a c t e r e l e      a  -    z  ) 	 +
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 
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NAQeQA - Z 	 #9AD!H9I-  ( D!H-8
2C+I!5    ' A ' - ' Z ' ) 	 F o r m a t o   i n v  l i d o   ( N o   s e   p e r m i t e   ' A ' - ' Z ' ) 	 F o r m a t   i n v a l i d e   ( ' A ' - ' Z '   p a s   p e r m i s ) 	 U n g  l t i g e s   F o r m a t   ( ' A ' - ' Z '   n i c h t   z u g e l a s s e n ) 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  A - Z ) 	 F o r m a t o   n o n   v a l i d o   (   ' A ' - ' Z '   n o n   c o n s e n t i t i ) 	 'D5J:)  :J1  5'D-  (   ' A ' - ' Z '   :J1  E3EH-  ) 	 F o r m a t o   i n v  l i d o   ( n  o   p e r m i t e   " A " - " Z " ) 	 G e  e r s i z   f o r m a t   ( ' A ' - ' Z ' y e   i z i n   y o k ) 	 K h  n g   c h o   p h  p   n h p   A - Z 	 F o r m a t   t i d a k   v a l i d   ( t i d a k   b o l e h   ' A ' - ' Z ' ) 	 F o r m a t   t i d a k   s a h   ( t i d a k   m e m b e n a r k a n     ' A ' - ' Z ' ) 	 	.	>	(	M	/	  +	I	0	M	.	H		  ( ' A ' - ' Z '   	(	A	.	$	  (	9	@		) 	 	 	 	  r v  n y t e l e n   f o r m  t u m   ( ' A ' - ' Z '   n e m   e n g e d  l y e z e t t ) 	 	 	 	 O n g e l d i g e   i n d e l i n g   ( ' A ' - Z '   z i j n   n i e t   t o e g e s t a a n ) 	 	 	 F o r m a t   n e v a l i d   ( n u   s e   a c c e p t   c a r a c t e r e l e      A  -    Z  ) 	 	 	       (         A - Z ) 	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	'   	(	A	.	$	?	  (	>	9	@	) 	 A1E*  E9*(1  F3*  ( A   *'  Z   E,'2  F3*) 	 :D7  A'1Ey?  ' A ' - ' Z '     'H1  9//    ','2*  F) 	   ( ' A ' - ' Z '       ) 	 								  							  ( 						  			  ' A '   -   ' Z ' ) 	 "
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NAQ18eQA - Z Sa - z 	 
NAQeQA - Z Sa - z 	 #9AD!H9I-  ( D!H-8
2C+I!5    ' A ' - ' Z '   A%0    ' a ' - ' z ) 	 F o r m a t o   i n v  l i d o   ( N o   s e   p e r m i t e   ' A ' - ' Z '   y   ' a ' - ' z ' ) 	 F o r m a t   i n v a l i d e   ( ' A ' - ' Z '   e t   ' a ' - ' z '   p a s   p e r m i s ) 	 U n g  l t i g e s   F o r m a t   ( ' A ' - ' Z '   u n d   ' a ' - ' z '   n i c h t   z u g e l a s s e n ) 	 525@=K9  D>@<0B  ( =54>?CAB8<K  A8<2>;K  A - Z   8  a - z ) 	 F o r m a t o   n o n   v a l i d o   (   ' a ' - ' z '   e   ' A ' - ' Z '   n o n   c o n s e n t i t i ) 	 'D5J:)  :J1  5'D-  (   ' a ' - ' z '   A ' - ' Z '   :J1  E3EH-  ) 	 F o r m a t o   i n v  l i d o   ( n  o   p e r m i t e   " A " - " Z "   e   " a " - " z " ) 	 G e  e r s i z   f o r m a t   ( ' A ' - ' Z '   v e   ' a ' - ' z ' y e   i z i n   y o k ) 	 K h  n g   c h o   p h  p   n h p   a - z   v    A - Z 	 F o r m a t   t i d a k   v a l i d   ( t i d a k   b o l e h   ' A ' - ' Z '   d a n   ' a ' - ' z ' ) 	 F o r m a t   t i d a k   s a h   ( t i d a k   m e m b e n a r k a n     ' A ' - ' Z '   d a n   ' a ' - ' z ' ) 	 	.	>	(	M	/	  +	I	0	M	.	H		  ( ' A ' - ' Z '   	0	  a ' - ' z '   	(	A	.	$	  (	9	@		) 	 	 	 	  r v  n y t e l e n   f o r m  t u m   ( ' A ' - ' Z '    s   ' a ' - ' z '   n e m   e n g e d  l y e z e t t ) 	 	 	 	 O n g e l d i g e   i n d e l i n g   ( ' A ' - ' Z '   e n   ' a ' - ' z '   z i j n   n i e t   t o e g e s t a a n ) 	 	 	 F o r m a t   n e v a l i d   ( n u   s e   a c c e p t   c a r a c t e r e l e      A  -    Z    _i    a  -    z  ) 	 	 	       (         A - Z     a - z ) 	 	 	5	H	'	  +	I	0	M	.	G		  ( ' 	' - ' 	G	!	'   	#	?	  ' 	' - ' 	G	!	'   	(	A	.	$	?	  (	>	9	@	) 	 A1E*  E9*(1  F3*  ( A   *'  Z   H  a   *'  z   E,'2  F3*) 	 :D7  A'1Ey?  ' A ' - ' Z '   'H1  9//    ','2*  F' a ' - ' z ' ) 	     ( ' A ' - ' Z '     ' a ' - ' z '     ) 	 								  							  ( 						  			  ' A '   -   ' Z '   			  ' a '   -   ' z ' ) 	 "
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2	 N o   h a y   S I M :   F u n c i  n   n o   p e r m i t i d a 	 P a s   d e   c a r t e   S I M  :   F o n c t i o n   i n t e r d i t e 	 K e i n   S I M :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 5B  S I M - :0@BK:   DC=:F8O  =54>?CAB8<0	 N e s s u n a   S I M :   f u n z i o n e   n o n   c o n s e n t i t a 	 D'  JH,/  'D(7'B):   'DB/1)  :J1  E3EH-	 S e m   S I M :   F u n   o   n  o   p e r m i t i d a 	 S I M   y o k :   0_l e v e   i z i n   v e r i l m e d i   	 K h  n g   c    S I M :   T m   t h i   k h  n g   s   d n g   c   t  n h   n n g   n  y 	 T i d a k   a d a   S I M :   F u n g s i   t i d a k   d i b o l e h k a n 	 T i a d a   S I M :   F u n g s i   t i d a k   d i b e n a r k a n 	 	K		  S I M   (	9	@		:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 N i n c s   S I M :   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 G e e n   S I M :   f u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l a   S I M   n u   a   f o s t   g s i t :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	   S I M :           	 	 	 S I M   EH,H/  F3*:   9ED1/  E,'2  F3*	 	 	   			  			:   					  								  			 	 	 	 


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 S T R _ I D _ L A N G L N _ F A I L E D _ C O N T I N U E 	 L a n g L n 	 P O P U P C O N F I R M 	 f a i l e d ,   C o n t i n u e 	 f a i l e d ,     c o n t i n u e ? 	 1YWe|~~	 1Y%~~	 %I!@+%'  3H-+#7-D!H? 	 f a l l  ,    c o n t i n u a r ? 	  c h e c ,   c o n t i n u e r  ? 	 f e h l g e s c h l a g e n ,   f o r t s e t z e n ? 	 =5  C40;>AL.   @>4>;68BL? 	 f a l l i t o ,   c o n t i n u a r e ? 	 A'4D, *3*E1	 f a l h o u ,   c o n t i n u a r ? 	 b a _a r 1s 1z ,   d e v a m   e d i l s i n   m i ?   	 T h t   b i , t i p   t c ? 	 g a g a l ,   l a n j u t k a n ? 	 g a g a l ,   t e r u s k a n ? 	 	8	+	2	,   	>	0	@	  0		G		? 	 	 	 	 s i k e r t e l e n ,   f o l y t a t j a ? 	 	 	 	 m i s l u k t ,   d o o r g a a n ? 	 	 	 n u   a   r e u _i t ,   c o n t i n u a ci ? 	 	 	 ,   ? 	 	 	 F'EHAB  (H/  '/'EG  E  /G/	 	 	   						,   						  		? 	 	 	 	 





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 
 S T R _ E M A I L _ C O M M O N _ D E L E T E D _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   d e l e t e   o p e r a t i o n   i s   s u c c e s s f u l 	 D e l e t e d 	 ] Rd	 ] Rd	 %A%I'	 B o r r a d o 	 S u p p r i m  	 G e l  s c h t 	 #40;5=>	 E l i m i n a t o 	 *E  'DE3-	 E l i m i n a d o 	 S i l i n d i   	    x  a 	 T e r h a p u s 	 D i p a d a m 	 .	?		>	/	>	  	/	>		 	 	 	 T  r  l v e 	 	 	 	 V e r w i j d e r d 	 	 	 O p e r a ci e   _t e a r s 	 	 	 	 	 	 -0A  4/	 	 	 						  					  						 	 	 	 



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 M E A _ S T R _ I D _ R E V I E W 	 U n d e f i n e d 	 I C O N T E X T 	 V i e w   f r o m   s t a r t 	 V i e w   f r o m   s t a r t 	 _Yj	 N _Ygw	 91IAH@#4H!I	 V e r   d e s d e   e l   i n i c i o 	 V i s u a l i s e r   d u   d  b u t 	 A b   S t a r t   a n z e i g e n 	 >A<>B@5BL  A  =0G0;0	 V i s u a l i z z a   d a l l ' i n i z i o 	 '3*91'6  EF  'D(/'J)	 V e r   d e s d e   o   i n  c i o 	 B a _l a n g 1 t a n   i t i b a r e n   g  r  n t  l e   	 X e m   t   u 	 L i h a t   d a r i   a w a l 	 T o n t o n   d a r i   m u l a 	 6	A	0	B	  8	G	  &	G		G			 	 	 	 M e g t e k i n t  s   e l  l r Ql 	 	 	 	 B e k i j k e n   v a n a f   h e t   b e g i n 	 	 	 V i z u a l i z a r e   d e   l a    n c e p u t 	 	 	   	 	 	 E4'G/G  '2  ":'2	 	 	   					  				  				 	 	 	 






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	   	 H l o l a   k u s u k a   e k u q a l e n i 	 J o n g a   e k u q a l e n i 	 A n g a l i a   k u t o k a   m w a n z o 	 K y k   v a n   b e g i n   a f 	 P e r ~i kr t i   n u o   p r a d ~i o s 	 S k a t +t   n o   s k u m a 	 K u v a   a l g u s e s t 	 4kel  }ofbk	   	 V i z u a l i z a r e   d e   l a    n c e p u t 	 $
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 S T R _ I D _ L A N G L N _ E K _ H E L P _ T E X T 	 L a n g l n 	 U N L I M 	 l a n g l n   e k   h e l p   t e x t 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 [vf)RhV/ec}RL0UxdxL0$ReL0tL0wWXW[LI{Y.zLWzfwSvܕc:yk^R`Nܕ0\ n 1 0xN\ n Nxdx-Nv xf 2eQxdNLub0\ n 2 0xwSP[\ n Nxdx-Nv xwSP[ 2eQxdwSP[Lub0\ n 3 0}RL\ n xeW[u 1 ^4  xd A 0B 0C 0D  vT{HhxeW[u 7  c6R}Rd>e0\ n 4 0$ReL\ n xeW[u 5 06  xd
\/0\ n 5 0UxdL0wWkXzzL0܈hQU^L0tL\ n xeW[u 1 ^4  xd A 0B 0C 0D  vT{Hh0\ n 6 0zf$RwS\ n Nxdx-Nv $RR O2L$RwS0\ n 7 0c:y\ n vu NSL	gc:yOo`Bf	cxeW[u 8  o:yc:yOo`0	 [vՋ)RhV/ec,TR0USy	b	0$Re0t㉘0wVƋW[I{YyWzfwSvsQc:y.^R`ǏsQ0\ n 1 0	N\ n Ǐ	b	y-Nv 	Ջ ۏeQ	bNLub0\ n 2 0	wSP[\ n Ǐ	b	y-Nv 	wSP[ ۏeQ	bwSP[Lub0\ n 3 0,TR\ n peW[. 1 ^4  	b A 0B 0C 0D  vT{HhpeW[. 7  c6R,TRd>e0\ n 4 0$Re\ n peW[. 5 06  	b[0\ n 5 0USy	b0wVkXzz0ehQUS͋0t㉘\ n peW[. 1 ^4  	b A 0B 0C 0D  vT{Hh0\ n 6 0zf$RwS\ n Ǐ	b	y-Nv $RR egۏL$RwS0\ n 7 0c:y\ n S_ NS	gc:yOo`e	cpeW[. 8  >f:yc:yOo`0	 1 .   @%7-+%1*9#\ n @%7-  " @%7-2#*-"   C1'@%7-@7H-@I2*9H+I2-@%7-2#*-\ n 2 .   @%7-#02)\ n @%7-  " @%7-#02)"   C1'@%7-@7H-@I2*9H+I2-@%7-#02)\ n 3 .   2#132!\ n 8H!  " 1 - 4 "   @7H--,   8H!  " 7 "   @7H-'8!@*5"\ n 4 .   32!1*4\ n 8H!  " 5 ,   6 "   @7H--\ n 5 .   1'@%7-@5"',   1'@%7-B" 2,   @4!3A%0-H2@-2@#7H-\ n 8H!  " 1 - 4 "   @7H--\ n 6 .   #10A\ n @%7-  " #10A"   @7H-#10A\ n 7 .   @4\ n 8H!  " 8 "   @7H-A*I-'2!@4	 1 .   S e l e c c i o n a r   c u r s o \ n S e l e c c i o n a r    S e l e c c i o n a r   e x a m e n    e n   o p c i  n   p a r a   e n t r a r   a   l a   p a n t a l l a   d e   s e l e c c i  n   d e   e x a m e n . \ n 2   S e l e c c i o n a r   d o c u m e n t o \ n S e l e c c i o n a r    S e l e c c i o n a r   d o c u m e n t o    e n   o p c i  n   p a r a   e n t r a r   a   l a   p a n t a l l a   d e   s e l e c c i  n   d e   d o c u m e n t o . \ n 2   E s c u c h a r   p r e g u n t a \ n O p r i m i r   t e c l a    1 - 4    p a r a   r e s p o n d e r ,   o p r i m i r   t e c l a    7    p a r a   c o n t r o l a r   a u d i o . \ n 4   P r e g u n t a   d e   j u i c i o \ n O p r i m a   l a   t e c l a    5 , 6    p a r a   c o n t e s t a r . \ n 5   E l e c c i  n   s e n c i l l a ,   E l e c c i  n   p o r   i m a g e n ,   L l e n a r   l a   p a l a b r a   y   L e c t u r a   C o m p r e n s i v a \ n O p r i m i r   t e c l a    1 	 1 .   S  l e c t i o n n e r   u n   c o u r s \ n S  l e c t i o n n e r   " S  l e c t i o n n e r   e x a m "   d a n s   l  o p t i o n   p o u r   o u v r i r   l   c r a n   d e   s  l e c t i o n   d  e x a m . \ n 2 .   S  l e c t i o n n e r   l e   p a p i e r \ n S  l e c t i o n n e r   " S  l e c t i o n n e r   p a p i e r "   d a n s   l  o p t i o n   p o u r   o u v r i r   l   c r a n   d e   s  l e c t i o n   d u   p a p i e r . \ n 3 .   E c o u t e u r   u n e   q u e s t i o n \ n A p p u y e z   s u r   l e   b o u t o n   " 1 - 4 "   p o u r   r  p o n d r e ,   a p p u y e z   s u r   l e   b o u t o n   " 7 "   p o u r   c o n t r  l e r   l  a u d i o . \ n 4 .   Q u e s t i o n   d e   j u g e m e n t \ n A p p u y e z   s u r   l e   b o u t o n   " 5 ,   6 "   p o u r   r  p o n d r e . \ n 5 .   C h o i x   u n i q u e ,   C h o i x   p a r   i m a g e ,   F i n i r   l e   m o t   e t   C o m p r  h e n s i o n   d e   l e c t u r 	 1 .   K u r s   w  h l e n \ n " P r  f u n g   w  h l e n "   i n   O p t i o n   w  h l e n ,   u m   d e n   B i l d s c h i r m   P r  f u n g   w  h l e n   a n z u z e i g e n . \ n 2 .   P a p i e r   w  h l e n \ n " P a p i e r   w  h l e n "   i n   O p t i o n   w  h l e n ,   u m   d e n   B i l d s c h i r m   P a p i e r   w  h l e n   a n z u z e i g e n . \ n 3 .   F r a g e n   z u h  r e n \ n M i t   T a s t e   " 1 - 4 "   a n t w o r t e n ,   m i t   T a s t e   " 7 "   A u d i o   a u s s t e u e r n . \ n 4 .   B e u r t e i l u n g s f r a g e \ n M i t   T a s t e   " 5 ,   6 "   a n t w o r t e n . \ n 5 .   E i n z e l n e   W a h l ,   W a h l   n a c h   B i l d ,   W o r t   a u f f  l l e n   u n d   L e s e v e r s t  n d n i s \ n M i t   T a s t e   " 1 - 4 "   a n t w o r t e n . \ n 6 .   P u n k t e   b e z i e h e n \ n " P u n k t e   b e z i e h e n "   w  h l e n ,   u m   P u n k t e   z u   b e k o m m e n . \ n 7 .   T i p p 	 1 . K15@8B5  :C@A\ n K15@8B5  " K1@0BL  M:70<5="   2  >?F8OE  22>40  2K1>@0  M:70<5=0. \ n 2 .   K15@8B5  1C<03C\ n   K15@8B5  " K1@0BL  1C<03C"   2  >?F8OE  22>40  2K1>@0  1C<038. \ n 3 .   @>A;CH09B5  2>?@>A\ n 06<8B5  :=>?:8  " 1 - 4 "   4;O  >B25B0,   =06<8B5  :=>?:C  " 7 "   4;O  C?@02;5=8O  72C:><.   \ n 4 .   F5=:0	 1 .   S e l e z i o n a r e   c o r s o \ n S e l e z i o n a r e   " S e l e z i o n a   e s a m e "   t r a   l e   o p z i o n i   p e r   a c c e d e r e   a g l i   e s a m . \ n 2 .   S e l e z .   c a r t a \ n S e l z .   " S e l e z .   c a r t a "   n e l l e   o p z .   p e r   a c c e d e r e   a l l a   s c h e r m . \ n 3 .   A s c o l t .   d o m a n d e \ n P r e m .   " 1 - 4 "   p e r   r i s p o n d e r e ,   " 7 "   p e r   c o n t r o l l a r e   l ' a u d i o . \ n 4 .   D o m a n d a   d i   v a l u t a z i o n e \ n P r e m .   " 5 ,   6 "   p e r   r i s p o n d e r e . \ n 5 .   S c e l t a   s i n g o l a ,   p e r   i m m a g i n e ,   I n s e r i r e   p a r o l a   e   c o m p r e n s .   d e l l a   l e t t u r a \ n P r e m e r e   " 1 - 4 "   p e r   r i s p . \ n 6 .   O t t i e n i   p u n t . \ n S e l e z .   " O t t i e n i   p u n t "   . \ n 7 .   \ n P r e m .   " 8 "   p e r   v i s u a l .   i l   s u g g e r i m e n t o . 	 1 -   '.*1  'D/H1)\ n '.*1  " '.*J'1  'D'.*('1"   AJ  'D.J'1'*  DD/.HD  %DI  4'4)  'D'.*('1. \ n 2 -   '.*1  'DH1B\ n '.*1  " '.*J'1  'DH1B"   AJ  'D.J'1'*  DD/.HD  %DI  4'4)  'DH1B. \ n 3 -   #3&D)  'D'3*E'9\ n '6:7  9DI  'DEA'*J-  " 1 - 4 "   DD%,'()  H'6:7  9DI  'DEA*'-  " 7 "   DD*-CE  AJ  'D5H*. \ n 4 -   #3&D)  'D-CE\ n '6:7  9DI  'DEA'*J-  " 5   H6 "   DD%,'(). \ n 5 -   'D'.*J'1  'DA1/J  H'D'.*J'1  ('D5H1  H'D%CE'D  ('DCDE'*  HB1'!)  B79  'DAGE\ n '6:7  9DI  'DEA'*J-  " 1 - 4 "   DD%,'(). \ n 6 -   'D-5HD  9DI  'D/1,)/ n '.*1  " 'D-5HD  9DI  'D/1,)" . \ n 7 -   'DE9DHE'*\ n '6:7  9DI  'DEA*'-  " 8 "   D916  F5  'DE9DHE	 1 .   S e l e c c i o n a r   c u r s o \ n S e l e c c i o n a r   " S e l e c c i o n a r   e x a m e "   n a   o p   o   p a r a   a c e d e r   a o   e c r    d e   s e l e c   o   d e   e x a m e . \ n 2 .   S e l e c c i o n a r   a r t i g o \ n S e l e c c i o n a r   " S e l e c c i o n a r   a r t i g o "   n a   o p   o   p a r a   a c e d e r   a o   e c r    d e   s e l e c   o   d e   a r t i g o . \ n 3 .   P e r g u n t a   d e   a u d i   o \ n P r i m a   a   t e c l a   " 1 - 4 "   p a r a   r e s p o n d e r ,   p r i m a   a   t e c l a   " 7 "   p a r a   c o n t r o l a r   o    u d i o . \ n 4 .   P e r g u n t a   d e   a v a l i a   o \ n P r i m a   a   t e c l a   " 5 ,   6 "   p a r a   r e s p o n d e r . \ n 5 .   E s c o l h a    n i c a ,   E s c o l h a   d e   i m a g e m ,   P r e e n c h i m e n t o   d e   p a l a v r a s   e   C o m p r e e n s  o   d e   t e x t o \ n P r i m a   a   t e c l a   " 1 - 4 "   p a r a   r e s p o 	 1 . Y  n    s e  \ n 0n c e l e m e   e k r a n 1n a   g i r m e k   i  i n   " 0n c e l e m e y i   S e  "   s e  e n e i n i   s e  . \ n 2 .   S a y f a y 1  s e  \ n S a y f a   e k r a n 1n a   g i r m e k   i  i n   " S a y f a   S e  "   s e  e n e i n i   s e  . \ n 3 .   D i n l e m e   s o r u s u \ n C e v a p   v e r m e k   i  i n   1 - 4   t u _l a r 1n a   b a s ,   s e s   k o n t r o l d    i  i n   " 7 "   t u _u n a   b a s . \ n 4 .   K a r a r   s o r u s u \ n C e v a p   v e r m e k   i  i n   " 5 - 6 " . \ n 5 .   T e k   s e  d i m ,   R e s m e   g  r e   s e  i m ,   S  z c  k   v e   o k u d u u n u   a n l a m a   \ n C e v a p   v e r m e k   i  i n   1 - 4   t u _l a r 1n a   b a s . \ n 6 .   P u a n 1  a l \ n P u a n   a l m a k   i  i n   " P u a n   A l "   s e  e n e i n i   s e  . \ n 7 .   T i p \ 0p u c u   m e t n i n i   g  r  n t  l e m e k   i  i n   8   t u _u n a   b a s . 	 1 . C h n   b  i   k h  a \ n C h n   " C h n   k i m   t r a "   t h  n g   q u a   c h n   k i m   t r a   v  o   c h n   b  i   k h  a   t r  n   m  n   h  n h . \ n 2 .   C h n     b  i \ n C h n   " C h n     b  i "     v  o   c h n     b  i   t r  n   m  n   h  n h . \ n 3 C  u   h i   p h n   n g h e \ n n   p h  m   s   " 1 - 4 "     t r   l i ,   n   p h  m   s   " 7 "     i u   k h i n   b n g   c h y   k h i   n g h e . \ n 4 .   K h i   p h  n   o  n   c  u   h i   n   p h  m   " 5 ,   6 "     c h n    p    n    n g   s a i \ n 5 .   C h n   n ,   c h n   b n g   t r a n h ,   b   x u n g   t ,   c  u   h i   v   p h n   c   h i u \ n n   p h  m   s   " 1 - 4 "     t r   l i . \ n 6 .   P h  n   o  n   i m   s \ n C h n   " S   i m   t   c "     t i n   h  n h   c h m   i m n \ n 	 1 .   1 .   P i l i h   p e l a t i h a n \ n P i l i h   " P i l i h   u j i a n "   p a d a   p i l i h a n   u n t u k   m e m b u k a   l a y a r   u j i a n   y a n g   d i p i l i h . \ n 2 .   P i l i h   k a r y a   t u l i s \ n P i l i h   " P i l i h   k a r y a   t u l i s "   p a d a   p i l i h a n   u n t u k   m e m b u k a   l a y a r   k a r y a   t u l i s   y a n g   d i p i l i h . \ n 3 .   M e n d e n g a r k a n   p e r t a n y a a n \ n T e k a n   " 1 - 4 "   u n t u k   m e n j a w a b ,   t e k a n   " 7 "   u n t u k   m e n g o n t r o l   a u d i o . \ n 4 .   P e r t a n y a a n   p e n i l a i a n \ n T e k a n   t o m b o l   " 5 ,   6 "   u n t u k   m e n j a w a b . \ n 5 .   S a t u   p i l i h a n ,   P i l i h a n   b e r d a s a r k a n   g a m b a r ,   K a t a   i s i a n ,   d a n   P e m a h a m a n   b a c a a n \ n T e k a n   t o m b o l   " 1 - 4 "   u n t u k   m e n j a w a b . \ n 6 .   D a p a t k a n   n i l a i \ n P i l i h   " 	 1 .   P i l i h   k u r s u s \ n P i l i h   " P i l i h   p e p e r i k s a a n "   d i   o p s y e n   u n t u k   m e m a s u k k a n   s k r i n   p e p e r i k s a a n . \ n 2 .   P i l i h   k e r t a s \ n P i l i h   " P i l i h   k e r t a s "   d a l a m   p i l i h a n   u n t u k   m e m i l i h   s k r i n   k e r t a s . \ n 3 .   S o a l a n   m e n d e n g a r \ n T e k a n   k u n c i   " 1 - 4 " u t k   j a w a b ,   t e k a n   k u n c i   " 7 "   u t k   k a w a l   a u d i o . \ n 4 .   S o a l a n   p e n i l a i a n \ n T e k a n   k u n c i   " 5 ,   6 "   u t k   j a w a b . \ n 5 .   S o a l a n   p i l i h a n   t u n g g a l ,   P i l i h   i k u t   g a m b a r ,   I s i   p e r k a t a a n   d a n   P e m a h a m a n \ n T e k a n   k u n c i   " 1 - 4 "   u t k   j w b . \ n 6 .   D p t   s k o r \ n P i l i h   " D a p a t   s k o r "   u t k   d p t   s k o r . \ n 7 .   T i p \ n T e k a n   k u n c i   " 8 "   u t k   p a p a r   t i p   t e k s . 	 1 . *	>	 	M	/		M	0	.	  	A	(	G		\ n 8	G	2	G		M		  		M		<	>	.	  8	M		M	0	@	  &	0	M		<	  	0	(	G	  	G	  2	?		  5	?		2	M	*	  .	G		  " 		M		<	>	.	  	A	(	G		"   	A	(	G		.   \ n 2 .   *	G	*	0	  	A	(	G		\ n   8	G	2	G		M		  *	G	*	0	  8	M		M	0	@	(	  &	0	M		<	  	0	(	G	  	G	  2	?		  5	?		2	M	*	  .	G		  " *	G	*	0	  	A	(	G		"   	A	(	G		\ n 3 .   *	M	0	6	M	(	  8	A	(	(	>	\ n 		$	M	$	0	  &	G	(	G	  	G	  2	?		  	A			@	  " 1 - 4 "   &	,	>			,   	5	>		<	  (	?	/		$	M	0	?	$	  	0	(	G	  	G	  2	?		  	A			@	  " 7 "   &	,	>			\ n 4 .   		.	G			  *	M	0	6	M	(	\ n 		$	M	$	0	  &	G	(	G	  	G	  2	?		  	A			@	  " 5 ,   6 "   &	,	>			.   \ n 5 .   		2	  5	?		2	M	*	,   *	?		M		0	  &	M	5	>	0	>	  5	?		2	M	*	,   *	M	0	6	M	(	  -	0	G		  	0	  	I	.	M	*	M	0	?	9	H		6	(	  *	"	<	(	>	\ n 		$	M	$	0	  &	G	(	G	  	G	  2	?		  	A			@	  " 1 - 4 "   &	,	>			\ n 6 .   			  *	M	0	>	*	M	$	  	0	G		\ n   			  *	M	0	>	*	M	$	  	0	(	G	  	G	  2	?		  " 				 	 	 	 1 .   T a n f o l y a m   v  l a s z t  s a \ n J e l  l j e   k i   a    S e l e c t   e x a m "   ( V i z s g a   k i j e l  l  s e )   e l e m e t   a   l e h e t Qs  g e k   k  z  t t ,   h o g y   b e l  p j e n   a   v i z s g a k  p e r n y Qb e . \ n 2 .   P a p  r   v  l a s z t  s a \ n J e l  l j e   k i   a    S e l e c t   p a p  r "   ( P a  r   k i j e l  l  s e )   e l e m e t   a   l e h e t Qs  g e k   k  z  t t ,   h o g y   b e l  p j e n   a   p a p  r v  l a s z t    k  p e r n y Qb e . \ n 3 .   M e g  r t  s s e l   k a p c s o l a t o s   k  r d  s \ n N y o m j a   m e g   a z    1 - 4 . "   g o m b o t   a   v  l a s z o l  s h o z ,   i l l e t v e   a    7 . "   g o m b o t   a z   a u d i    s z a b  l y o z  s  h o z . \ n 4 .   E l d  n t e n d Q  k  r d  s \ n N y o m j a   m e g   a z    5 . ,   6 . "   g o m b o t   a   v  l a s z o l  s h o z . \ n 5 .   E g y   h e l y e s   v  l a s z ,   V  l 	 	 	 	 1 .   S e l e c t e e r   c u r s u s \ n S e l e c t e e r   " E x a m e n   s e l e c t e r e n "   i n   d e   o p t i e s   o m   n a a r   h e t   s c h e r m   t e   g a a n   w a a r i n   e e n   e x a m e n   w o r d t   g e s e l e c t e e r d . \ n 2 .   S e l e c t e e r   p a p i e r \ n S e l e c t e e r   " P a p i e r   s e l e c t e r e n r "   i n   d e   o p t i e s   o m   n a a r   h e t   s c h e r m   t e   g a a n   w a a r i n   h e t p a p i e r   w o r d t   g e s e l e c t e e r d . \ n 3 .   L u i s t e r v r a a g \ n D r u k   o p   " 1 - 4 "   o m   t e   a n t w o o r d e n ,   o p   " 7 "   o m   a u d i o   t e   b e d i e n e n . \ n 4 .   B e o o r d e l i n g s v r a a g \ n d r u k   o p   " 5 ,   6 "   o m   t e   a n t w o o r d e n . \ n 5 .   E n k e l e   k e u s ,   K i e z e n   v a n   b e e l d ,   W o o r d   o p v u l l e n   e n   B e g r i j p e n d   l e z e n \ n D r u k   o p   " 1 - 4 "   o m   t e   a n t w o o r d e n . \ n 6 	 	 	 1 . S e l e c t .   c u r s \ n S e l e c t .   A l e g e ci   e x a m e n   p e n t r u   a c c e s a r e   e c r a n   s e l e c t .   e x a m e n . \ n 2 . S e l e c t .   l u c r a r e \ n S e l e c t .   A l e g e ci   l u c r a r e   p e n t r u   a c c e s a r e   e c r a n   s e l e c t .   l u c r a r e . \ n 3 . A s c u l t .    n t r e b a r e \ n 1 - 4   p e n t r u   r s p u n s , 7   p e n t r u   r e g l a r e   v o l u m . \ n 4 .  n t r e b r i   c u   v a r i a n t e \ n 5 , 6   p e n t r u   r s p u n s . \ n 5 . V a r i a n t   u n i c , a l e g e r e   d u p   i m a g i n e , c o m p l e t a ci   c u v  n t u l ,  n ce l e g e r e a   t e x t u l u i \ n 1 - 4   p e n t r u   r s p u n s . \ n 6 . C a l c .   p u n c t a j u l \ n S e l e c t .    C a l c .   p u n c t a j u l    p e n t r u   c a l c u l . \ n 7 . I n d i c i u \ n 8   p e n t r u   a f i _a r e   i n d i c i u 	 	 	 1 .     n \   "   "         . n \ 2 .     n \   "   "           . n \ 3 .     n \       1 - 4       ,         7         . n \ 4 .     n \       5 , 6     . n \ 5 .     ,     "   ,     ,     . n \ 7 .   n \       8           . 	 	 	 1 .   /H1G  "EH24  1'  'F*.'(  F/\ n 2FG  " 'F*.'(  'E*-'F"   1'  ,G*  H'1/  4/F  (G  5A-G  'F*.'(  'E*-'F  'F*.'(  F/. \ n 2 .   ':0  1'  'F*.'(  F/\ n 2FG  " 'F*.'(  (1G"   1'  ,G*  H'1/  4/F  (G  5A-G  'F*.'(  (1G  'F*.'(  F/. \ n 3 .  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 L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " " 1 - 4 " "   t o   a n s w e r ,   p r e s s   k e y   " " 7 " "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " " 5 ,   6 " "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " " 1 - 4 " "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " " G e t   s c o r e " "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " " 8 " "   t o   d i s p l a y   t i p   t e x t . " 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 1 .   S e l e c t   c o u r s e \ n S e l e c t   " S e l e c t   e x a m "   i n   o p t i o n   t o   e n t e r   s e l e c t   e x a m   s c r e e n . \ n 2 .   S e l e c t   p a p e r \ n S e l e c t   " S e l e c t   p a p e r "   i n   o p t i o n   t o   e n t e r   s e l e c t   p a p e r   s c r e e n . \ n 3 .   L i s t e n i n g   q u e s t i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r ,   p r e s s   k e y   " 7 "   t o   c o n t r o l   a u d i o . \ n 4 .   J u d g e m e n t   q u e s t i o n \ n P r e s s   k e y   " 5 ,   6 "   t o   a n s w e r . \ n 5 .   S i n g l e   c h o i c e ,   C h o i c e   b y   p i c t u r e ,   F i l l   w o r d   a n d   R e a d i n g   c o m p r e h e n s i o n \ n P r e s s   k e y   " 1 - 4 "   t o   a n s w e r . \ n 6 .   G e t   s c o r e \ n S e l e c t   " G e t   s c o r e "   t o   g e t   s c o r e . \ n 7 .   T i p \ n P r e s s   k e y   " 8 "   t o   d i s p l a y   t i p   t e x t . 	 	 	 " 1 .   Z g j i d h   k u r s i n \ n Z g j i d h   " " Z g j i d h   p r o v i m i n " "   n e   m u n d e s i t e   p e r   t e   h y r e   n e   e k r a n i n   e   p r o v i m i t   t e   z g j e d h u r .   \ n 2 .   Z g j i d h   l e t r e n \ n Z g j i d h   " " Z g j i d h   l e t r e n " "   n e   m u n d e s i t e   p e r   t e   h y r e   n e   e k r a n i n   e   l e t r e s   s e   z g j e d h u r . \ n 3 .   P y e t j e   e   d e g j i m i t \ n S h t y p   c e l e s i n   " " 1 - 4 " "   t e   p e r g j i g j e n i ,   s h t y p   c e l e s i n " " 7 " "   t e   k o m a n d o n i   a u d i o n . \ n 4 .   P y e t j a   e   g j y k i m i t \ n S h t y p   c e l e s i n   " " 5 ,   6 " "   t e   p e r g j i g j e n i . \ n 5 .   Z g j e d h j a   e   v e t m e   Z g j e d h j a   s i p a s   f o t o s ,   P l o t e s o   f j a l e n   d h e   l e x i m i n \ n S h t y p   c e l e s i n   " " 1 - 4 " "   t e   p e r g j i g j e n i . \ n 6 .   M e r r   n o t e n \ n Z g 	 1 .   									  				\ n ,   							  				  									  						  					  				  							  							  				" "   					\ n 2 .   				  				\ n 				  				  									  						  						  							  " " 				  				" "   					\ n 3 .   						  				\ n   					  					  " " 1 - 4 " "   		  					,   				'   									  					  				  " " 7 " "   						\ n 						  							  			\ n 					  					  		  " " 5 ,   6 " "   						\ n   			  					,   					  						  					  			,   				  					  			  			  									  			\ n 					  					  		  " " 1 - 4 " "   						\ n 			' 	  							  			\ n 			' 	  							  						  " " 			' 	  							  			" "   					\ n 7 .   				\ n 				  							  						  		  " 	 	 	 	 	 	 	 	 1 .   S e l e c i o n e   c u r s o \ n S e l e c i o n e   " S e l e c i o n a r   e x a m e "   n a   o p   o   p a r a   i n s e r i r   a   s e l e   o   d e   t e l a   d e   e x a m e . \ n 2 .   S e l e c i o n e   c u r s o \ n S e l e c i o n e   " S e l e c i o n a r   e x a m e "   n a   o p   o   p a r a   i n s e r i r   a   s e l e   o   d e   t e l a   d e   e x a m e . \ n 2 .   O u v i r   p e r g u n t a \ n P r e s s i o n e   a   t e c l a   " 1 - 4 "   p a r a   r e s p o n d e r ,   p r e s s i o n e   a   t e c l a   " 7 "   p a r a   c o n t r o l a r    u d i o . \ n 4 .   P e r g u n t a   d e   j u l g a m e n t o \ n P r e s s i o n e   a   t e c l a   " 5 ,   6 "   p a r a   r e s p o n d e r . \ n 5 .   E s c o l h a    n i c a ,   e s c o l h a   p o r   i m a g e m ,   p r e e n c h e r   p a l a v r a   e   c o m p r e e n s  o   d e   t e x t o \ n P r e s s i o n e   a   t e c l a   " 1 - 4 "   p a r a   r e s p o n d e r . \ n 6 .   O b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ S E N D _ M A I L _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   w r i t e   a   n e w   m a i l   t o   t h e   s e l e c t e d   E m a i l   a d d r e s s 	 S e n d   E m a i l 	 PP[N	 S5uP[N	 *H@!%L	 E n v i a r   c o r r e o   e l e c t r  n i c o 	 E n v o y e r   c o u r r i e r 	 M a i l   s e n d e n 	 B?@028BL  ?8AL<>	 I n v i a   p o s t a 	 '13'D  'D(1J/	 E n v i a r   m a i l 	 P o s t a y 1  g  n d e r 	 G i   t h   i n   t 	 K i r i m   S u r a t 	 H a n t a r   m e l 	 .	G	2	  -	G		G			 S e n d   E - m a i l 	 O d e s l a t   p o at u 	 W y [l i j   e M a i l 	 E - m a i l   k  l d  s e 	 L  h e t    s  h k  p o s t i 	 S e n d   e - p o s t 	 O d o s l a e  m a i l 	 M a i l   v e r s t u r e n 	 S k i c k a   m e j l 	 P o aa l j i   p o at u 	 E x p e d i e r e   e m a i l 	 P o al l j i   P o at o 	   	   	 7?@0I0=5  M a i l 	 .	G		2	  *	>	 	5	>		 '13'D  F'EG	 ED  (,	   	 			  						 .
G
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  -
G

K
	 .F/?2M  **A.A	 04VA;0B8  ?>HBC	 



  




	   	 T h u m e l a   i m e y i l i 	 T h u m e l a   i - i m e y l e 	 T u m a   b a r u a 	 S t u u r   e - p o s 	 S i ss t i   l a i ak 	 S kt +t   p a s t u 	 S a a d a   m e i l 	 Hraoel  parxdacxiuxv	   E m a i l 	 E x p e d i e r e   e m a i l 	 	 .G2M  * >(M$A  	 D e r g o   e m a i l 	 				  								 	 	 	 	 	 	 	 E n v i a r   e - m a i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ L K _ H E L P _ N O _ S P E E D 	 l a n g l n l k 	 U N L I M 	 H e l p 	 H o w   t o   u s e : \ n K e y   1 : P l a y . \ n K e y   2 : S t o p . \ n K e y   3 : S e t   A B   s e c t i o n . \ n K e y   4 : R e p e a t   o n e   s e n t e n c e . \ n K e y   5 : L o o k   k e y   w o r d   m e a n i n g . \ n K e y   6 : S w i t c h   m o d e   b e t w e e n   l i s t e n i n g   a n d   s p e a k i n g . 	 O(uf: \ n 	cu1 : d>e\ n 	cu2 : \Pbk\ n 	cu3 : A B \ n 	cu4 : WvuMRS\ n 	cu5 : gw͑ޞ^ˑ\ n 	cu6 : d>eT!j_Rc	 O(uf: \ n 	c.1 : d>e\ n 	c.2 : \Pbk\ n 	c.3 : A B 
Y\ n 	c.4 : _sS_MRS\ n 	c.5 : gw͑p͋ʑ\ n 	c.6 : d>eTU_!j_Rbc	 '45C
I: \ n 8H!  1 : @%H\ n 8H!  2 : +"8\ n 8H!  3 : 1I*H'  A B \ n 8H!  4 : I3+6H#0B"\ n 8H!  5 : 9'2!+!2"3*31
\ n 8H!  6 : @%5H"B+!#0+'H22#1A%02#9	 C  m o   u s a r : \ n T e c l a   1 : R e p r o d u c i r . \ n T e c l a   2 : D e t e n e r . \ n T e c l a   3 : C o n f i g u r a r   s e c c i  n   A B . \ n T e c l a   4 : R e p e t i r   u n a   o r a c i  n . \ n T e c l a   5 : B u s c a r   s i g n i f i c a d o   p a l a b r a   T e c l a . \ n T e c l a   6 : A l t e r n a r   m o d o   e n t r e   e s c u c h a r   y   h a b l a r . 	 C o m m e n t   u t i l i s e r   : \ n B o u t o n   1   :   L e c t u r e . \ n B o u t o n   2   :   S t o p . \ n B o u t o n   3   :   D  f i n i r   p a s s a g e   A B . \ n B o u t o n   4   :   R  p  t e r   u n e   p h r a s e . \ n B o u t o n   5   :   V o i r   l a   d e s c r i p t i o n   d u   m o t   c l  . \ n B o u t o n   6   :   C h a n g e r   d e   m o d e   e n t r e    c o u t e   e t   p r o n o n c i a t i o n . 	 V e r w e n d u n g s w e i s e : \ n T a s t e   1 : W i e d e r g a b e . \ n T a s t e   2 : S t o p p . \ n T a s t e   3 : A B - A b s c h n i t t   e i n s t e l l e n . \ n T a s t e   4 : E i n e n   S a t z   w i e d e r h o l e n . \ n T a s t e   5 : B e d e u t u n g   d e s   S c h l  s s e l w o r t s   n a c h s c h l a g e n . \ n T a s t e   6 : M o d u s   z w i s c h e n   Z u h  r e n   u n d   S p r e c h e n   s c h a l t e n . 	 =AB@C:F88: \ n =>?:0  1 :   =0G0BL  83@C. \ n =>?:0  2 :   >AB0=>28BL. \ n =>?:0  3 :   2K1@0BL  @0745;  A B . \ n =>?:0  4 :   ?>2B>@8BL  >4=>  ?@54;>65=85. \ n =>?:0  5 :   ?>A<>B@5BL  7=0G5=85  :;NG52>3>  A;>20. \ n =>?:0  6 :   A<5=8BL  @568<0  ( ?@>A;CH820=85/ @073>2>@) . 	 C o m e   u s a r e : \ n   1 : p l a y . \ n   2 : S t o p . \ n   3 : I m p o s t a   s e z i o n e   A B . \ n   4 : R i p e t i   u n a   f r a s e . \ n 5 : G u a r d a   s i g n i f i c a t o   d e l l e   p a r o l e   c h i a v e . \ n 6 : P a s s a   t r a   l e   m o d a l i t    a s c o l t a r e   e   p a r l a r e . 	 '4'1'*: \ n   'DEA*'-  *4:JD  EA*'-  *HBA  EA*'-  *C11  EA*'-	 C o m o   u t i l i z a r : \ n T e c l a   1 : R e p r o d u z i r . \ n T e c l a   2 : P a r a r . \ n T e c l a   3 : D e f i n i r   s e c   o   A B . \ n T e c l a   4 : R e p e t i r   u m a   f r a s e . \ n T e c l a   5 : V e r   s i g n i f i c a d o   d a   p a l a v r a - c h a v e . \ n T e c l a   6 : A t e r n a r   e n t r e   o s   m o d o s   d e   a u d i   o   e   f a l a . 	 N a s 1l   k u l l a n 1l 1r : \ n T u _  1 : O y n a t . \ n T u _  2 : D u r d u r . \ n T u _  3 : A B   b  l  m  n    a y a r l a . \ n T u _  4 : B i r   c  m l e y i   t e k r a r   e t . \ n T u _  5 : T u _  s  z c  k   a n l a m 1n a   b a k . \ n T u _  6 : D i n l e m e   v e   k o n u _m a   a r a s 1n d a   m o d u   d e i _t i r . 	 S   d n g   g i  p   : \ n n   p h  m   1 : c h y \ n n   p h  m   2 : d n g \ n n   p h  m   3 : A B   c   l i \ n n   p h  m   4 : c   l i   c  u   n  y \ n n   p h  m   5 : t r a   g i i   t h  c h   t   t r n g   i m \ n n   p h  m   6 : i   c h     c h y   v    g h i    m . 	 C a r a   m e n g g u n a k a n : \ n T o m b o l   1 : P u t a r . \ n T o m b o l   2 : B e r h e n t i . \ n T o m b o l   3 : A t u r   b a g i a n   A B . \ n T o m b o l   4 : U l a n g i   s a t u   k a l i m a t . \ n T o m b o l   5 : M e l i h a t   a r t i   k a t a   k u n c i . \ n T o m b o l   6 : A l i h k a n   m o d u s   a n t a r a   m e n d e n g a r k a n   d a n   b e r b i c a r a . 	 C a r a   g u n a : \ n K e k u n c i   1 : M a i n . \ n K e k u n c i   2 : H e n t i . \ n K e k u n c i   3 : S e t   b a h a g i a n   A B . \ n K e k u n c i   4 : U l a n g   s a t u   p e r k a t a a n . \ n K e k u n c i   5 : C a r i   m a k s u d   k a t a   k u n c i . \ n K e k u n c i   6 : T u k a r   m o d   a n t a r a   m e n d e n g a r   d a n   b e r t u t u r . 	 	8	M	$	G	.	>	2	  	@	  5	?	'	?	:   \ n   	A			@	  1 :   *	M	2	G	  	0	G		.   \ n   	A			@	  2 :   0	K		G		.   \ n   	A			@	  3 :   A B   8	G		M	6	(	  8	G		  	0	G		.   \ n 	A			@	  4 :   		  5	>		M	/	  &	K	9	0	>			.   \ n   	A			@	  5 :   *	M	0	.	A		  6	,	M	&	  	>	  	0	M	%	  &	G		G		.   \ n 	A			@	  6 :   8	A	(	(	G	  	0	  ,	K	2	(	G	  	G	  ,	@		  .	K	!	  ,	&	2	G		. 	 	 	 	 H a s z n  l a t : \ n 1 .   g o m b : L e j  t s z  s . \ n 2 : M e g  l l  t  s . \ n 3 .   g o m b : A B   s z a k a s z   b e  l l  t  s a . \ n 4 .   g o m b : E g y   m o n d a t   i s m  t l  s e . \ n 5 .   g o m b : K u l c s s z    j e l e n t  s   m e g k e r e s  s e . \ n 6 .   g o m b : H a l l g a t  s    s   b e s z  d   m  d   k  z  t t i   v  l t  s . 	 	 	 	 H o e   g e b r u i k t   u : \ n T o e t s   1 : A f s p e l e n . \ n T o e t s   2 : S t o p p e n . \ n T o e t s   3 : A B - s e c t i e   i n s t e l l e n . \ n T o e t s   4 : E  n   z i n   h e r h a l e n . \ n T o e t s   5 : K i j k e n   n a a r   b e t e k e n i s   v a n   s l e u t e l w o o r d . \ n T o e t s   6 : O m s c h a k e l e n   t u s s e n   l u i s t e r e n   e n   s p r e k e n . 	 	 	 M o d   d e   u t i l i z a r e : \ n T a s t a   1 :   R e d a r e . \ n T a s t a   2 :   O p r i r e . \ n T a s t a   3 :   S e t a ci   s e c ci u n e a   A B . \ n T a s t a   4 :   R e p e t a ci   o   p r o p o z i ci e . \ n T a s t a   5 :   C u t a ci    n ce l e s u l   c u v  n t u l u i   c h e i e . \ n T a s t a   6 :   C o m u t a ci    n t r e   m o d u l   d e   a s c u l t a r e   _i   m o d u l   d e   v o r b i r e . 	 	 	   : n \   1 :   . n \   2 :   . n \   3 :       A B . n \   4 :         . n \     5 :           . n \   6 :           . 	 	 	 F-HG  '3*A'/G: \ n D/1   : ~.4. \ n D/  2 : *HBA. \ n D/  3 : *F8E  (.4  A B . \ n D/  4 : *1'1    ,EDG. \ n D/  5 : E4'G/G  E9F'  H'G  D/. \ n D/  6 : -'D*  *9H6  (F  H4  /'/F  H  ('F  1/F. 	 	 	 						  							  				  			: \ 		  		  	:   						\ 		  		  	:   						  \ 		  		  	  			  					  \ 		  			:   				  							  											  			  \ 		  			:   		  						  				  				  \ 		  		  	  :   				  	  			  				  					  			  									 	 	 	 




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. 	   :   \ n     1 : .   \ n   2 :   .   \ n     3 :       .   \ n     4 :       .   \ n     5 :         .   \ n   6 :             . 	 I s e t s h e n z i s w a   k a n j a n i \ n K e y   1 : D l a l a . \ n I k h i   2 : Y i m a . \ n I k h i   3 : S e t h a   i s i g a b a   A B . \ n I k h i   4 : P h i n d a   u m u s h o   o w o d w a . \ n I k h i   5 : B h e k a   i n c a z e l o   y e g a m a   e l i b a l u l e k i l e . \ n I k h i   6 : S w i s h a   i m o d i   p h a k a t h i   k o k u l a l e l a   n o k u k h u l u m a . 	 U y i s e b e n z i s a   n j a n i : \ n I q h o s h a   l o k u - 1 : K h a l i s a . \ n I q h o s h a   l e s i - 2 : Y i m a . \ n I q h o s h a   l e s i - 3 : S e t a   i c a n d e l o   l i k a - A B . \ n I q h o s h a   l e s i - 4 : P h i n d a   i s i v a k a l i s i   e s i n y e . \ n I q h o s h a   l e s i - 5 : J o n g a   i n t s i n g i s e l o   y e g a m a   l e s i k h o k e l o . \ n I q h o s h a   l e s i - 6   t s h i n t s h a   i m o   p h a k a t h i   k o k u m a m e l a   n o k u t h e t h a . 	 J i n s i   y a   k u t u m i a : \ n K i t u f e   1 : C h e z a . \ n K i t u f e   2 : S i m a m i s h a . \ n K i t u f e   3 : S e h e m u   y a   s e t i   A B . \ n K i t u f e   4 : R u d i a   s e n t e n s i   m o j a . \ n K i t u f e   5 : A n g a l i a   m a a n a   y a   n e n o   m s i n g i . \ n K i t u f e   6 : B a d i l i   m o d i   k a t i   y a   k u s i k i l i z a   n a   k u s e m a . \ n K i t u f e . 	 H o e   o m   t e   g e b r u i k : \ n T o e t s   1 : S p e e l . \ n T o e t s   2 : S t o p . \ n T o e t s   3 : S t e l   A B - d e e l . \ n T o e t s   4 : H e r h a a l   e e n   s i n . \ n T o e t s   5 : S i e n   s l e u t e l w o o r d   s e   b e t e k e n i s . \ n T o e t s   6 : W i s s e l   t u s s e n   l u i s t e r -   e n   p r a a t m o d u s . 	 K a i p   n a u d o t i : \ n 1   m y g t u k a s : l e i s t i . \ n 2   m y g t u k a s : s u s t a b d y t i . \ n 3   m y g t u k a s : n u s t a t y t i   A B   s k y r i s. \ n 4   m y g t u k a s : p a k a r t o t i   v i e n   s a k i n /. \ n 5   m y g t u k a s : ~i kr t i   p a g r i n d i n   ~o d ~i o   r e i k am . \ n 6   m y g t u k a s : p e r j u n g t i   k l a u s y m o   i r   k a l b j i m o   r e ~i m u s . 	 K   l i e t o t : \ n T a u s t i Fa  1 : A t s k a Fo t . \ n T a u s t i Fa  2 : S t o p . \ n T a u s t i Fa  3 : I e s t a t +t   A B   s e k c i j u . \ n T a u s t i Fa  4 : A t k r t o t   v i e n u   t e i k u m u . \ n T a u s t i Fa  5 : S k a t +t   a t s l g a s   v r d a   n o z +m i . \ n T a u s t i Fa  6 : P r s l g t   r e ~+m u   s t a r p   k l a u s +aa n o s   u n   r u n aa n u . 	 K u i d a s   k a s u t a d a : \ n K l a h v   1 : E s i t a . \ n K l a h v   2 : S t o p p . \ n K l a h v   3 : M   r a   A B   s e k t s i o o n . \ n K l a h v   4 : K o r d a    h t e   l a u s e t . \ n K l a h v   5 : V t   v  t m e s  n a   t  h e n d u s t . \ n K l a h v   6 :  m b e r l  l i t u s   k u u l a m i s e   j a   r   k i m i s e   v a h e l . 	 ;vyze}  cacxnel]\ n Merv  1 `   F~acaoel: \ n Merv  2 ]  8vdpael: \ n Merv  3 ]  Fwavaoel  A B   pa~an: \ n Merv  4 ]  ?ovel  teo  vamada}xiuxv: \ n Merv  5 ]  4kel  bavalka~x  ba|k  vwavaoxiuxvh: \ n Merv  6 ]  Sxmaoel  xvovdelx    aa}avelx  |ejktveh	   :   \ n     1 :   . \ n     2 :   . \ n     3 :   A B     . A \ n     4 :     .   A \ n   5 :         .   \ n     6 :   /     . 	 M o d   d e   u t i l i z a r e : \ n T a s t a   1 :   r e d a r e . \ n T a s t a   2 :   o p r i r e . \ n T a s t a   3 :   s e t a ci   s e c ci u n e a   A B . \ n T a s t a   4 :   r e p e t a ci   o   p r o p o z i ci e . \ n T a s t a   5 :   c u t a ci    n ce l e s u l   c u v  n t u l u i   c h e i e . \ n T a s t a   6 :   c o m u t a ci    n t r e   m o d u l   d e   a s c u l t a r e   _i   m o d u l   d e   v o r b i r e . \ n T a s t a   7 :   m r i ci   v i t e z a   d e   r e d a r e . \ n T a s t a   8 :   r e d u c e ci   v i t e z a   d e   r e d a r e . 	 
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44	 T i p o   e r r  n e o 	 T y p e   i n c o r r e c t 	 F a l s c h e r   T y p 	 525@=K9  B8?	 T i p o   e r r a t o 	 .7#  AJ  'DFH9	 T i p o   e r r a d o 	 H a t a l 1  t  r   	 L o i   l i 	 J e n i s   s a l a h 	 J e n i s   s a l a h 	 	2	$	  *	M	0		>	0		 	 	 	 R o s s z   t  p u s 	 	 	 	 V e r k e e r d   t y p e 	 	 	 T i p   i n c o r e c t 	 	 	   	 	 	 FH9  '4*('G  '3*	 	 	   			  				 	 	 	 



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	 -A2  *M0>0  	 L l o j i   g a b i m 	 			  							 	 	 	 	 	 	 	 T i p o   e r r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ P O P U P _ W R O N G _ V E R S I O N 	 L a n g L n 	 P O P U P 	 W r o n g   v e r s i o n 	 W r o n g   v e r s i o n 	 Hr,g/	 Hr,g	 @'-#L
1H4	 V e r s i  n   i n c o r r e c t a 	 V e r s i o n   i n c o r r e c t e 	 F a l s c h e   V e r s i o n 	 525@=0O  25@A8O	 V e r s i o n e   e r r a t a 	 .7#  AJ  'D7('9)	 V e r s  o   e r r a d a 	 H a t a l 1  v e r s i y o n   	 L i   p h i  n   b n 	 V e r s i   y a n g   s a l a h 	 V e r s i   s a l a h 	 	2	$	  8		8	M		0	#		 	 	 	 R o s s z   v e r z i  	 	 	 	 V e r k e e r d e   v e r s i e 	 	 	 V e r s i u n e   i n c o r e c t 	 	 	   	 	 	 F3.G  '4*('G  '3*	 	 	   			  								 	 	 	 



  






	   	 I s i h u m u s h o   e s i n g a l u n g i l e 	 I n g u q u l e l o   e n g a c h a n e k a n g a 	 T o l e o   m b a y a 	 V e r k e e r d e   w e e r g a w e 	 K l a i d i n g a   v e r s i j a 	 N e p a r e i z a   v e r s i j a 	 V a l e   v e r s i o o n 	 Mmal  abeao	   	 V e r s i u n e   i n c o r e c t 	 $
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 
 S T R _ I D _ L A N G L N _ P O P U P _ W R O N G _ E N C O D I N G 	 L a n g L n 	 P O P U P 	 W r o n g   e n c o d i n g 	 W r o n g   e n c o d i n g 	 }x/	 x	 2#@I2#+1*4	 C i f r a d o   e r r  n e r o 	 E n c o d a g e   i n c o r r e c t 	 F a l s c h e   V e r s c h l  s s e l u n g 	 525@=0O  :>48@>2:0	 C o d i f i c a   e r r a t a 	 .7#  AJ  'D*4AJ1	 C o d i f i c a   o   e r r a d a 	 h a t a l 1  k o d l a m a   	 L i   b i  n   m  	 P e n g e n k o d e a n   s a l a h 	 P e n g e k o d a n   s a l a h 	 	2	$	  	(		K	!	?				 	 	 	 R o s s z   k  d o l  s 	 	 	 	 V e r k e e r d e   c o d e r i n g 	 	 	 C o d a r e   i n c o r e c t 	 	 	   	 	 	 1E20'1  '4*('G  '3*	 	 	   			  								 	 	 	 




  








	   	 U k w e n z a   i k h o d i   o k u n g a l u n g i l e 	 U h l o b o   l o g u q u l o   k h o w u d i   o l u n g a c h a n e k a n g a 	 U s i m b u a j i   m b a y a 	 V e r k e e r d e   k o d e r i n g 	 K l a i d i n g a s   i ak o d a v i m a s 	 N e p a r e i z s   k o d j u m s 	 V a l e   k o d e e r i n g 	 Mmal  nanoacxt	   	 C o d i f i c a r e   i n c o r e c t 	 $
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 
 S T R _ I D _ L A N G L N _ P O P U P _ I N V A L I D _ P A R A M 	 L a n g L n 	 P O P U P 	 I n v a l i d   p a r a m e t e r 	 I n v a l i d   p a r a m e t e r 	 !qHevSxe	 eHevSpe	 2#2!4@-#LD!H9I-	 P a r  m e t r o   i n v  l i d o 	 P a r a m  t r e   i n v a l i d e 	 U n g  l t i g e r   P a r a m e t e r 	 54>?CAB8<K9  ?0@0<5B@	 P a r a m e t r o   n o n   v a l i d o 	 'DE#41'*  :J1  5'D-	 P a r  m e t r o   i n v  l i d o 	 G e  e r s i z   p a r a m e t r e   	 T h a m   s   k h  n g   h p   l 	 P a r a m e t e r   t i d a k   v a l i d 	 P a r a m e t e r   t i d a k   s a h 	 	.	>	(	M	/	  *	H	0	>	.	@		0		 	 	 	  r v  n y t e l e n   p a r a m  t e r 	 	 	 	 O n g e l d i g e   p a r a m e t e r 	 	 	 P a r a m e t r u   n e v a l i d 	 	 	     	 	 	 ~'1'E*1  E9*(1  F3*	 	 	 				  							 	 	 	 





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 
 S T R _ I D _ L A N G L N _ P O P U P _ R E S E R V E D _ E R R O R 	 L a n g L n 	 P O P U P 	 R e s e r v e d   e r r o r 	 R e s e r v e d   e r r o r 	 *gw/	 *gw	 I-4%2*'	 E r r o r   r e s e r v a d o 	 E r r e u r   r  s e r v  e 	 R e s e r v i e r t e r   F e h l e r 	 0@575@28@>20==0O  >H81:0	 E r r o r e   r i s e r v a t o 	 'D.7#  :J1  E91HA	 E r r o   r e s e r v a d o 	 A y r 1l m 1_  h a t a 	 L i   c h a   x  c   n h 	 K e s a l a h a n   t e r l i n d u n g i 	 R a l a t   t e r p e l i h a r a 	 	0		M	7	?	$	  $	M	0	A		?		 	 	 	 F e n n t a r t o t t   h i b a 	 	 	 	 G e r e s e r v e e r d e   f o u t 	 	 	 E r o a r e   r e z e r v a t 	 	 	   	 	 	 .7'  121H  4/G	 	 	   								  							 	 	 	 






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 
 S T R _ I D _ L A N G L N _ P O P U P _ C R C _ E R R O R 	 L a n g L n 	 P O P U P 	 C R C   e r r o r 	 C R C   e r r o r 	 !hW/	 !h	 I-4%2  C R C 	 E r r o r   C R C 	 E r r e u r   C R C 	 C R C - F e h l e r 	 H81:0  C R C 	 E r r o r e   C R C 	 'D.7#  AJ  'DE1',9	 E r r o   C R C 	 C R C   h a t a s 1  	 K i m   t r a   l i 	 K e s a l a h a n   p a d a   C R C 	 r a l a t   C R C 	 C R C   $	M	0	A		?		 	 	 	 C R C   h i b a 	 	 	 	 C R C - f o u t 	 	 	 E r o a r e   C R C 	 	 	   C R C 	 	 	 .7'  C R C 	 	 	   		. 		. 		  							 	 	 	 C R C   


	       	 I p h u t h a   l e - C R C 	 I m p a z a m o   y e C R C 	 H i t i l a f u   y a   C R C 	 C R C - f o u t 	 C R C   k l a i d a 	 C R C   k <kd a 	 C R C   t  r g e 	 C R C   }mal	 C R C   	 E r o a r e   C R C 	 C R C   $
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 
 S T R _ I D _ L A N G L N _ U N R E G I S T E R 	 L a n g L n 	 P O P U P 	 U n r e g i s t e r e d 	 U n r e g i s t e r e d 	 *g;Q	 *glQ	 D!HDI%0@5"	 N o   r e g i s t r a d o 	 N o n   e n r e g i s t r  	 N i c h t   r e g i s t r i e r t 	 5  70@538AB@8@>20=>	 N o n   r e g i s t r a t o 	 DE  J*E  *3,JD  'D/.HD	 N  o   r e g i s t a d o 	 K a y 1t l 1  d e i l   	 C h a   n g   k  	 T i d a k   t e r d a f t a r 	 T i d a k   d i d a f t a r k a n 	 	(	0		?	8	M		0	M	!		 	 	 	 N e m   r e g i s z t r  l t 	 	 	 	 O n g e r e g i s t r e e r d 	 	 	 N e  n r e g i s t r a t 	 	 	   	 	 	 +(*  F4/G  '3*	 	 	   									  			  				 	 	 	 








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	 	 A k u b h e l i s i w e 	 N g a b h a l i s w a n g a   	 H a i j a s a j i l i w a 	 O n g e r e g i s t r e e r d 	 N e /r e g i s t r u o t a s 	 N e r e #i s t r t s 	 R e g i s t r e e r i m a t a 	 Icav~an	 	 N e  n r e g i s t r a t 	 0

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	 #*M?C$  	 P a r e g j i s t r u a r 	 														 	 	 	 	 	 	 	 N  o   r e g i s t r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ P O P U P _ O P E N _ C O U R S E _ F A I L 	 L a n g L n 	 P O P U P 	 O p e n   c o u r s e   f a i l e d 	 O p e n   c o u r s e   f a i l e d 	 N_U1YWe	 NSb _1Y%	 @4+%1*9#%I!@+%'	 A b r i r   c u r s o   f a l l  	 E c h e c   d ' o u v e r t u r e   d u   c o u r s 	 K u r s   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 5  C40;>AL  >B:@KBL  :C@A	 A p e r t u r a   c o r s o   f a l l i t a 	 A4D  AJ  'DA*-	 F a l h o u   a   a b r i r   c u r s o 	 D i z i   a  1l a m a d 1  	 K h  n g   m   c 	 P e m b u k a a n   k u r s u s   g a g a l 	 B u k a   k u r s u s   g a g a l 	 *	>	 	M	/		M	0	.	  	K	2	(	>	  	8	+	2		 	 	 	 A   t a n f o l y a m   s i k e r t e l e n   m e g n y i t  s a 	 	 	 	 O p e n   c u r s u s   m i s l u k t 	 	 	 D e s c h i d e r e a   c u r s u l u i   n u   a   r e u _i t 	 	 	     	 	 	 ('2  1/F  /H1G  "EH24  F'EHAB  (H/	 	 	   									  				  							 	 	 	 





  



  







  





	     	 U k u v u l a   i k h o z i   k u h l u l e k i l e 	 U k u v u l a   i s i f u n d o   k u p h a n z i l e 	 I m e s h i n d w a   k u f u n g u a   k o z i 	 M a a k   k u r s u s   o o p   o n s u k s e s v o l 	 N e p a v y k o   a t i d a r y t i   k u r s o 	 N e i z d e v s   a t v r t   k u r s u 	 K u r s u s e   a v a m i n e   n u r j u s 	 4a}hviak  baelh  qamxr~e	     	 D e s c h i d e r e a   c u r s u l u i   n u   a   r e u _i t 	 
K
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
	 *> M_M0.  K2?,>  ,?+3  9G2>  	 K u r s i   I   h a p u r   d e s h t o i 	 									  					  					 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a   d e   c u r s o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ S E C U R I T Y _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   s e c u r i t y   i n   E m a i l   a c c o u n t   s e t t i n g 	 S e c u r i t y 	 [hQ	 [hQ	 '2!%- 1"	 S e g u r i d a d 	 S  c u r i t  	 S i c h e r h e i t 	 57>?0A=>ABL	 S i c u r e z z a 	 #EF	 S e g u r a n  a 	 G  v e n l i k   	 A n   t o  n 	 K e a m a n a n 	 S e k u r i t i 	 8	A	0		M	7	>		 	 	 	 B i z t o n s  g 	 	 	 	 B e v e i l i g i n g 	 	 	 S e c u r i t a t e 	 	 	 	 	 	 'EF*	 	 	   										 	 	 	 






	 	 U k u p h e p h a 	 U k h u s e l e k o 	 U s a l a m a 	 S e k u r i t e i t 	 S a u g a 	 D r o a+b a 	 T u r v a l i s u s 	 1v~avcxiuxv	 	 S e c u r i t a t e 	 8
A
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7
	 8A0M7>  	 S i g u r i a 	 								 	 	 	 	 	 	 	 S e g u r a n  a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ U S I N G _ S S L _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   n a m e   o f   S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L 	 S S L / T L S   	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 	 	 	 S S L / T L S 	 	 	 	 S S L / T L S 	 	 	 S S L / T L S 	 	 	 S S L / T L S 	 	 	 S S L / T L S 	 	 	   		. 		. 		/ 		. 		. 				 	 	 	 S S L / T L S 	 S S L / T L S 	 I - S S L / T L S 	 I - S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 S S L / T L S 	 	 	 	 	 	 	 	 S S L / T L S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ U S I N G _ T L S _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   n a m e   o f   S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 I n i c i a r T L S 	 S t a r t T L S 	 S t a r t - T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 M u l a T L S 	 S t a r t T L S 	 	 	 	 S t a r t T L S 	 	 	 	 S t a r t T L S 	 	 	 S t a r t T L S 	 	 	 S t a r t T L S 	 	 	 S t a r t T L S 	 	 	   					. 		. 		. 			 	 	 	 S t a r t T L S 	 T L S   	 I - S t a r t T L S 	 Q a l i s a   i T L S 	 A n z i s h a T L S 	 B e g i n T L S 	 P a l e i s t i   T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 S t a r t T L S 	 0.M-T L S 	 S t a r t T L S 	 							T L S 	 	 	 	 	 	 	 	 S t a r t T L S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ M S G _ S S L _ E R R O R 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   S S L / T L S   h a s   s o m e   e r r o r s 	 S S L / T L S   e r r o r 	 S S L / T L S /	 S S L / T L S 	 I-4%2  S S L / T L S 	 E r r o r   S S L / T L S 	 E r r e u r   S S L / T L S 	 S S L / T L S - F e h l e r 	 H81:0  S S L / T L S 	 E r r o r e   S S L / T L S 	 'D.7#  AJS S L / T L S 	 E r r o   d e   S S L / T L 	 S S ^/ T L S   h a t a s 1  	 L i   S S L / T L S 	 K e s a l a h a n   p a d a   S S L / T L S 	 R a l a t   S S L / T L S 	 S S L / T L S   $	M	0	A		?		 	 	 	 S S L / T L S   h i b a 	 	 	 	 S S L / T L S - f o u t 	 	 	 E r o a r e   S S L / T L S 	 	 	   S S L / T L S 	 	 	 .7'  S S L / T L S 	 	 	   		. 		. 		/ 		. 		. 		  							 	 	 	 S S L / T L S   


	 S S L / T L S   	 I p h u t h a   l e - S S L / T L S   	 I m p a z a m o   y e S S L / T L S 	 H i t i l a f u   y a   S S L / T L S 	 S S L / T L S - f o u t 	 S S L / T L S   k l a i d a 	 S S L / T L S   k <kd a 	 S S L / T L S   t  r g e 	 S S L / T L S   }mal	 S S L / T L S   	 E r o a r e   S S L / T L S 	 S S L / T L S   $

0
>
0
M

 	 S S L / T L S   $M0A?  	 G a b i m   I   S S L / T L S 	 S S L / T L S   							 	 	 	 	 	 	 	 E r r o   S S L / T L S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ M S G _ S E R V E R _ T L S _ F A I L 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   s e r v e r   d o e s   n o t   s u p p o r t   S t a r t S T L   c o m m a n d 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 :O
ghV
N/ecS t a r t T L S 	 
gRhV
N/ecS t a r t T L S 	 @4#L@'-#LD!H*1*8  S t a r t T L S 	 E l   s e r v i d o r   n o   s o p o r t a   S t a r t T L S 	 L e   s e r v e u r   n e   s u p p o r t e   p a s   S t a r t T L S 	 S e r v e r   u n t e r s t  t z t   S t a r t - T L S   n i c h t 	 !5@25@  =5  ?>445@68205B  S t a r t T L S 	 I l   s e r v e r   n o n   s u p p o r t a   S t a r t T L S 	 E9/'*  'D./E)  D'  */9ES t a r t T L S 	 S e r v i d o r   n  o   s u p o r t a   S t a r t T L S 	 S u n u c u   S t a r t T L S ' y i   d e s t e k l e m i y o r   	 M  y   p h c   v   k h  n g   h   t r   S t a r t T L S 	 S e r v e r   t i d a k   m e n d u k u n g   S t a r t T L S 	 P e l a y a n   t i d a k   s o k o n g   M u l a T L S 	 8	0	M	5	0	  S t a r t T L S   	>	  8	.	0	M	%	(	  (	9	@		  	0	$	>		 	 	 	 A   k i s z o l g  l    n e m   t  m o g a t j a   a   S t a r t T L S - t 	 	 	 	 S e r v e r   o n d e r s t e u n t   S t a r t T L S   n i e t 	 	 	 S e r v e r u l   n u   a c c e p t   a p l i c a ci a   S t a r t T L S 	 	 	       S t a r t T L S 	 	 	 31H1  '2  S t a r t T L S   ~4*('F  FE  F/	 	 	   							  					. 		. 		. 		  						  			  		  	 	 	 	 




  





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  S t a r t T L S 	     T L S   	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 B e d i e n e r   s t e u n   n i e   B e g i n T L S   n i e 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 S e r v e r   n o t   s u p p o r t   S t a r t T L S 	 T L S   $
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	 8G9?  T L S   89  80M-0  8.0M%(  0G  (>9?	 N y j a   n u k   m b e s h t e t   S t a r t T L S 	 								  							T L S   						  					 	 	 	 	 	 	 	 S e r v i d o r   n  o   s u p o r t a   S t a r t T L S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ U S E _ E M A I L _ O P T _ S E N D 	 S M S 	 I C O N T E X T 	 U s e   E m a i l   A d d r e s s   o p t i o n s   :   W r i t e   E m a i l 	 S e n d   E m a i l 	 PP[N	 S5uP[N	 *H-5@!%	 E s c r i b i r   c o r r e o   e l e c t r  n i c o 	 E n v o y e r   E m a i l 	 e M a i l   s e n d e n 	 0?8A0BL  A>>1I5=85  M;.   ?>GBK	 I n v i a   e - m a i l 	 '13'D  (1J/  'DC*1HFJ	 E n v i a r   E - m a i l 	 E - p o s t a   g  n d e r 	 S o n   t h   i n   t 	 K i r i m   e m a i l 	 H a n t a r   E - m e l 	 	.	G	2	  -	G		G		  	 	 	 	 E - m a i l   k  l d  s e 	 	 	 	 E - m a i l   s c h r i j v e n 	 	 	 T r i m i t e r e   e - m a i l 	 	 	     	 	 	 A13*'/F  1''F'EG	 	 	   					  						 	 	 	 




  


	     	 B h a l a   i - i m e y l i 	 B h a l a   i - I m e y l 	 A n d i k a   B a r u a   p e p e 	 S k r y f   e - p o s 	 R a ay t i   e l .   l a i ak 	 R a k s t +t   e - p a s t u 	 K i r j u t a   e - k i r i 	 ?aftel  gl.   x}k  parxdacxiuxv	   E m a i l 	 C o m p u n e r e   m e s a j   e m a i l 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O P 0 1 _ S E N D _ B Y _ S M S 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S e n d   S M S 	 S e n d   a s   t e x t   m e s s a g e 	 \Op!|
|v	 \O:NwOS	 *H@GI-'2!1'-1)#	 E n v i a r   p o r   S M S   	 E n v o y e r   p a r   S M S 	 A l s   T e x t m i t t e i l u n g   s e n d e n 	 B?@028BL  G5@57  S M S 	 I n v i a   c o m e   m e s s a g g i o   d i   t e s t o 	 '13'D  9(1  13'D)	 E n v i a r   c o m o   m e n s a g e m   d e   t e x t o 	 S M S   i l e   g  n d e r   	 G i   b n g   t i n   n h n 	 K i r i m   s e b a g a i   p e s a n   t e k s 	 H a n t a r   s e b a g a i   m e s e j   t e k s 	 *	>	 	  8		&	G	6	  	G	  0	B	*	  .	G		  -	G		G			 	 	 	 K  l d  s   s z  v e g e s    z e n e t k  n t 	 	 	 	 V e r z e n d e n   p e r   S M S 	 	 	 T r i m i t e r e   c a   m e s a j   t e x t 	 	 	   - S M S 	 	 	 A13*'/F  (9FH'F  ~J'E  E*F	 	 	 						- 		  							  						 	 	 	 S M S   





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	         	 T h u m e l a   n g e - S M S 	 T h u m e l a   n g e S M S 	 T u m a   k w a   S M S 	 S t u u r   p e r   t e k s b o o d s k a p 	 S i ss t i   S M S 	 S kt +t   a r   S M S 	 S a a d a   S M S - i g a 	 Hraoel  S M S - k  tk{xx~	   S M S 	 E x p e d i e r e   p r i n   S M S 	 S M S   
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O P 0 1 _ S E N D _ B Y _ E M A I L 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S e n d   E m a i l 	 S e n d   a s   e m a i l 	 \OpN|v	 \O:NNS	 *H@G-5@!%	 E n v i a r   p o r   c o r r e o   e l e c t r  n i c o 	 E n v o y e r   p a r   E m a i l 	 A l s   e M a i l   s e n d e n 	 B?@028BL  ?>  M;.   ?>GB5	 I n v i a   c o m e   e - m a i l 	 '13'D  9(1  (1J/  'DC*1HFJ	 E n v i a r   c o m o   e - m a i l 	 E - p o s t a   i l e   g  n d e r 	 G i   b n g   t h   i n   t 	 K i r i m   s e b a g a i   e m a i l 	 H a n t a r   s e b a g a i   e - m e l 	 	.	G	2	  	G	  0	B	*	  .	G		  -	G		G			 	 	 	 K  l d  s   e - m a i l k  n t 	 	 	 	 V e r z e n d e n   p e r   e - m a i l 	 	 	 T r i m i t e r e   c a   e - m a i l 	 	 	   " 	 	 	 A13*'/F  (9FH'F  1'J'F'EG	 	 	 						  							  						 	 	 	 




  





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	       	 T h u m e l a   n g e - i m e y l i 	 T h u m e l a   n g e - I m e y l 	 T u m a   k w a   B a r u a   p e p e 	 S t u u r   p e r   e - p o s 	 S i ss t i   e l .   p a at u 	 S kt +t   a r   e - p a s t u 	 S a a d a   e - p o s t i g a 	 Hraoel  7l.   x}k  tk{xx~	   E m a i l - 	 E x p e d i e r e   p r i n   e m a i l 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O P 0 1 _ O P E N _ U R L 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 I   w a n t   A c c e s s   i t 	 A c c e s s   i t 	 b*OU	 b	 @#5"C
I	 A c c e d e r l o 	 L  a c c  d e r 	 Z u g r e i f e n 	 >ABC?	 A c c e d i 	 #2H1	 A c e d e r 	 E r i _i m   s a l a   	 T  i   m u n   g h    t h m 	 A k s e s 	 A k s e s   i a 	 	8	G	  		M	8	G	8	  	0	G			 	 	 	 E l  r n i 	 	 	 	 T o e g a n g   v e r k r i j g e n 	 	 	 A c c e s a r e 	 	 	   	 	 	 /3*13	 	 	   					  							  			 	 	 	 




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	 	 N g e n a   k u y o 	 Y i f i k e l e l e 	 I f i k i e 	 M a a k   d i t   o o p 	 K r e i p t i s 	 P i e k <ks t i e t   ai m 	 K a s u t a   s e d a 	 Dx  cxnel	   	 A c c e s a r e 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O P 0 1 _ S A V E _ U R L 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S a v e   a s   b o o k m a r k 	 S a v e   a s   b o o k m a r k 	 X[pfd|	 X[:NfN~{	 1@G@G8J!2#L	 G u a r d a r   c o m o   m a r c a d o r 	 E n r e g i s t r e r   c o m m e   s i g n e t 	 A l s   L e s e z e i c h e n   s p e i c h e r n 	 !>E@0=8BL  :0:  70:;04:C	 S a l v a   c o m e   s e g n a l i b r o 	 -A8  ('4'1)  'DE1,9J)	 G u a r d a r   c o m o   f a v o r i t o 	 Y e r   i m i   o l a r a k   k a y d e t   d 	 L u   t h  n h    n h   d u 	 S i m p a n   s e b a g a i   p e n a n d a 	 S i m p a n   s e b a g a i   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  	G	  0	B	*	  .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   k  n y v j e l z Qk  n t 	 	 	 	 O p s l a a n   a l s   b l a d w i j z e r 	 	 	 S a l v a r e   c a   m a r c a j 	 	 	   	 	 	 0.1G  (9FH'F  E-D  '(	 	 	   								  						  							  			 	 	 	 







  




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	       	 G c i n a   n j e n g e b h u k u m a k a 	 G c i n a   n g e b h u k i m a k i 	 H i f a d h i w a   k a m a   k i a l a m a 	 B e r g   a s   b o e k m e r k 	 .r a ay t i   k a i p   ~y m e l 	 S a g l a b j i e t   k   g r m a t z +m i 	 S a l v e s t a   j  r j e h o i d j a n a 	 Japzavel  xze}  g{avkw	 ,       	 S a l v a r e   c a   m a r c a j 	 ,
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O P 0 1 _ S A V E _ T O _ F O L D E R 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S a v e   t o   f o l d e r 	 S a v e   t o   f o l d e r 	 2QX[eN>Y	 OX[eN9Y	 1@GD"1B%@-#L	 G u a r d a r   e n   c a r p e t a 	 E n r e g i s t r e r   d a n s   d o s s i e r 	 I m   O r d n e r   s p e i c h e r n 	 !>E@0=8BL  2  ?0?:C	 S a l v a   i n   c a r t e l l a 	 -A8  'DJ  'DEDA'*	 G u a r d a r   e m   f i c h e i r o 	 K l a s  r e   k a y d e t   	 L u   n   t h   m c 	 S i m p a n   k e   f o l d e r 	 S i m p a n   k e   f o l d e r 	 +	K	2	M	!	0	  .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   m a p p  b a 	 	 	 	 O p s l a a n   i n   m a p 	 	 	 S a l v a r e    n   f o l d e r 	 	 	   	 	 	 0.1G  /1  ~H4G	 	 	   							  						  							  			 	 	 	 








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	     	 G c i n a   k w i f o l d a 	 G c i n a   k w i f o w l d a 	 H i f a d h i   k w a   f o l d a 	 B e r g   i n   l  e r g i d s 	 .r a ay t i   /  a p l a n k 	 S a g l a b t   m a p 	 S a l v e s t a   k a u s t a 	 Japzavel  iriazavaoxt	 ,     	 S a l v a r e    n   f o l d e r 	 +
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 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ O P 0 1 _ C A P T U R E _ A N D _ D E C O D E 	 B A R C O D E R E A D E R 	 T I T L E 	 D e c o d i n g . . . 	 D e c o d i n g . . . 	 ㉼x-N	 ck(Wx	 3%1-#+1*. . . 	 D e s c r i f r a n d o . . . 	 D  c o d a g e & 	 W i r d   e n t s c h l  s s e l t . . . 	 5:>48@>20=85. . . 	 D e c o d i f i c a . . . 	 ,'1M  AC  'DCH/	 A   d e s c o d i f i c a r 	 ^i f r e     z  l  y o r . . . 	 a n g   g i i   m 	 M e n d e k o d e . . . 	 M e n y a h k o d . . . 	 !	?		K	!	?			. . . 	 	 	 	 V i s s z a f e j t  s . . . 	 	 	 	 B e z i g   m e t   d e c o d e r e n . . . 	 	 	 D e c o d a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  1E2(11/'F. . . 	 	 	 							& 	 	 	 	 







. . . 	   . . . 	 K u h u n y u s h w a   i k h o d i & 	 Y e n z a   i b e y i b h a k h o w u d i . . . 	 I n a s i m b u a . . . 	 D e k o d e r   t a n s & 	 I ak o d u o j a m a . . . 	 D e k o d j u . . . 	 D e k o d e e r i m i n e . . . 	 Nenavxt. . . 	     & 	 D e c o d a r e    n   c u r s 	 !
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 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ H E L P _ A P P E N D _ B A R C O D E 	 B A R C O D E R E A D E R 	 U N L I M 	 a p p e n d   i n f o 	 T h e   b a r   c o d e   i n c l u d e   	 rOo`S+T	 Oo`S+T	 2#LBI#0-I'"	 E l   c  d i g o   d e   b a r r a   i n c l u y e   	 L e   c o d e      b a r r e s   c o n t i e n t   	 D e r   B a r c o d e   e n t h  l t   	 >;8G5AB2>  :>4>2  2  HB@8E- :>45:   	 I l   c o d i c e   a   b a r r e   i n c l u d e 	 G0'  'DCH/  J-*HJ  'DJ	 C  d i g o   d e   b a r r a s   i n c l u i 	 B a r k o d   	 T i n   n h n   n  y   b a o   h  m   b i  n   m  	 K o d e   b a r i s   m e n c a k u p 	 K o d   b a r   t e r m a s u k 	 ,	>	0	  	K	!	  .	G		  5	G	  	K	!	  6	>	.	?	2	  9	H		, 	 	 	 	 A   v o n a l k  d   t a r t a l m a : 	 	 	 	 D e   s t r e e p j e s c o d e   i s   i n c l u s i e f 	 	 	 C o d u l   d e   b a r e   i n c l u d e 	 	 	   	 	 	 ('1/  4'ED	 	 	   		  			  				  									 	 	 	 


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	       	 I b h a k h o d i   i b a n d a k a n y a 	 I b h a k h o w u d i   i q u k a 	 M s i m b o   w a   m w a m b a a   u n a j u m u i s h a 	 D i e   s t r e p i e s k o d e   s l u i t   i n 	 B r kk an i n i s   k o d a s   a p i m a   	 S v +t r k o d s   i e t v e r   	 V   t k o o d   s i s a l d a b   	 3nkoaukv  oxdh  vea|xt  g	 -   	 C o d u l   d e   b a r e   i n c l u d e   	 ,
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	 ,>0M  K!M  (M$0M-BM$  0G  	 	 			  				  				  											  				 	 	 	 	 	 	 	 O   c  d i g o   d e   b a r r a   i n c l u i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ H E L P _ A P P E N D _ B A R C O D E 2 	 B A R C O D E R E A D E R 	 U N L I M 	 a p e n d   i n f o 2 	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	 Phx]X	 *Nagx]Ƌ	   #+1*,   @#2#02"	   c  d i g o ( s ) ,   h e m o s   a n a l i z a d o   	   c o d e ( s ) ,   n o u s   a v o n s   a n a l y s    	   C o d e ( s ) ,   d i e   w i r   g e p a r s t   h a b e n   	   ,   ?@>0=0;878@>20=>:   	 c o d i c i ,   a b b i a m o   a n a l i z z a t o 	 'DCH/, *E  'D*91JA	 c  d i g o ( s ) ,   a n a l i s  m o s 	   z  m l e d i i m i z   k o d l a r 1  i  e r i y o r 	 B i  n   m  ,    g i i   m  	   k o d e ,   t e l a h   d i - p a r s i n g 	   k o d ,   k a m i   t e l a h   h u r a i k a n 	 	?	(		@	  9	.	  *	&	- 5	M	/	>		M	/	>	  	0	  	A		G	  9	H			 	 	 	   k  d ,   a   k  v e t k e z Qt   e l e m e z t  k : 	 	 	 	   c o d e ( s ) ,   w e   h e b b e n   g e p a r s t 	 	 	   c o d ( u r i ) ,   a m   a n a l i z a t 	 	 	   ,   	 	 	 1E2( G')   E  4H/  E'  *,2G  1/G  'E	 	 	   			( 				)   		  				  					  						 	 	 	 


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	   ( ) ,       	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   k o d e ( s ) ,   w a t   o n s   o n t l e e d   h e t 	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	   c o d e ( s ) ,   w e   h a v e   p a r s e d   	 	 	 	 			( 				) ,   			  								  						 	 	 	 	 	 	 	   c  d i g o ( s ) ,   n  s   a n a l i s a m o s   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ H E L P _ A P P E N D _ B A R C O D E 3 	 B A R C O D E R E A D E R 	 U N L I M 	 ,   n o t   r e c o g n i z e 	   a n d   s t i l l   	 *gX	 *gƋ	   A%0"1	   y   t o d a v  a   	   e t   r e s t a n t   	   u n d   d e n n o c h   	   8  5I5  	 e   a n c o r a 	 DE  (*E  *91JA	 e   a i n d a 	 v e   h a l a   	 c h a   g i i   m  	   d a n   m a s i h 	   d a n   m a s i h 	 	0	  	,	  -	@		 	 	 	    s   m  g   m i n d i g 	 	 	 	 e n   n o g 	 	 	   _i    n c 	 	 	   	 	 	 HD  *4.5  FE  /G/	 	 	   						  					 	 	 	 


  


	     	   a n d   s t i l l   	   a n d   s t i l l   	   a n d   s t i l l   	   e n   n o g   	   a n d   s t i l l   	   a n d   s t i l l   	   a n d   s t i l l   	   a n d   s t i l l   	   a n d   s t i l l   	   a n d   s t i l l   	 	 	 	 			  							 	 	 	 	 	 	 	   e   a i n d a 	 	 	 	 	 	 	 	 e t a   o r a i n d i k 	   a t   p a   r i n   	   e   a  n d a   	 Y a   n a 	   a g u s   f  s   
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ H E L P _ A P P E N D _ B A R C O D E 4 	 B A R C O D E R E A D E R 	 U N L I M 	   n e e d   t o   b e   p a r s e d .   D o   y o u   w a n t   t o   c o n t i n u e ? 	   n e e d   t o   b e   p a r s e d .   D o   y o u   w a n t   t o   c o n t i n u e ? 	 /f&T|~~	 /f&T~~	   3@GI-#02"  8I-2#3H-+#7-D!H? 	   s e   d e b e   a n a l i z a r .    D e s e a   c o n t i n u a r ? 	   a   b e s o i n   d   t r e   a n a l y s  .   V o u l e z - v o u s   c o n t i n u e r   ? 	   g e p a r s t   w e r d e n   m  s s e n .   M  c h t e n   S i e   f o r t f a h r e n ? 	   =5>1E>48<>  ?@>0=0;878@>20BL.   @>4>;68BL? 	 d e v e   e s s e r e   a n a l i z z a t o .   S i   d e s i d e r a   c o n t i n u a r e ? 	 *3*E1	 n e c e s s i t a   a n  l i s e .   D e s e j a   c o n t i n u a r ? 	   z  m l e n m e s i   g e r e k i y o r .   D e v a m   e t m e k   i s t i y o r   m u s u n ? 	 t i p   t c ? 	   h a r u s   d i - p a r s i n g .   A n d a   i n g i n   m e l a n j u t k a n n y a ? 	   p e r l u   d i h u r a i k a n .   A d a k a h   a n d a   m a h u   t e r u s k a n ? 	 *	&	- 5	M	/	>		M	/	>	  	?		  	>	(	G	  	@	  	5	6	M	/		$	>	.   	>	0	@	  0		(	>	  	>	9	$	G	  9	H		? 	 	 	 	   e l e m e z n i   k e l l .   F o l y t a t j a ? 	 	 	 	   m o e t   g e p a r s t   w o r d e n .   W i l t   u   v e r d e r g a a n ? 	 	 	   t r e b u i e   s   f i e   a n a l i z a t e .   C o n t i n u a ci ? 	 	 	       .     ? 	 	 	 ('/  *,2G  4H/.   E  .H'G/  '/'EG  /G/	 	 	   					  				  			.   				  		  						  			  			? 	 	 	 	 







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? 	 *>0M6G/AM$  0?,>  ,6M_.   *#  >2A  0?,>A  >9>(M$?  ??   	 	 								  				  								  					  							  					  								? 	 	 	 	 	 	 	 	   p r e c i s a ( m )   s e r   a n a l i s a d o ( s ) .   D e s e j a   c o n t i n u a r ? 	 	 	 	 	 	 	 	 ( f i t x a k )   b a t u   e g i n   b e h a r   d i r a .   J a r r a i t u   n a h i ? 	   k a i l a n a n g   i - p a r s e   N a i s   m o   b a n g   m a g p a t u l o y ? 	   t e n   q u e   s e r   a n a l i z a d o .   Q u e r e   c o n t i n u a r ? 	 A c h r   i z i p .   c h r   g a n i i r u ? 	   c a i t h f e a r   i a d   a   p h a r s  i l .   A n   m i a n   l e a t   l e a n  i n t   a r   a g h a i d h ? 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ H E L P _ D U P L I C A T E D _ C O D E 	 B A R C O D E R E A D E R 	 U N L I M 	 D u p l i c a t e d   b a r   c o d e .   	 D u p l i c a t e d   b a r   c o d e .   	 ͑vhx0	 ͑
Yvagx0	 2#LBII3	 C  d i g o   d e   b a r r a   d u p l i c a d o .   	 C o d e      b a r r e s   d u p l i q u  .   	 D u p l i z i e r t e r   B a r c o d e .   	 (B@8E- :>4  4C1;8@>20=.   	 C o d i c e   a   b a r r e   d o p p i o . 	 CH/  'DE*C11	 C  d i g o   d e   b a r r a s   d u p l i c a d o . 	 K o p y a l a n a n   b a r k o d 	 N h  n   b n   b i  n   m  	 K o d e   b a r i s   t e r d u p l i k a s i .   	 K o d   b a r   d u p l i k a s i . 	 !	A	*	M	2	?		G		  ,	>	0	  	K			 	 	 	 D u p l i k  l t   v o n a l k  d . 	 	 	 	 D u b b e l e   s t r e e p j e s c o d e 	 	 	 C o d   d e   b a r e   d u p l i c a t . 	 	 	   	 	 	 ('1/  *1'1  '3*. 	 	 	   				  			  				 	 	 	 








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. 	     .   	 I b h a k h o d i   e p h i n d w e   k a b i l i 	 P h i n d a   k a b i n i   i b h a k h o w u d i . 	 M s i m b o   w a   m w a m b a a   u l i o d a b a l i w a . 	 G e d u p l i s e e r d e   s t r e p i e s k o d e .   	 B r kk an i n i s   k o d a s   s u d u b l i u o t a s .   	 S v +t r k o d a   d u b l i k t s .   	 D u p l i t s e e r i t u d   v   t k o o d .   	 ?ovkvao~an  cnkoaukv  oxd	   - . 	 C o d   d e   b a r e   d u p l i c a t .   	 !
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ H E L P _ W R O N G _ S E R I E S 	 B A R C O D E R E A D E R 	 U N L I M 	 W r o n g   s e r i e s   o f   b a r   c o d e .   	 W r o n g   s e r i e s   o f   b a r   c o d e .   	 ^vuMRȓ_P}i-Nvhx0	 ^S_MR_~g-Nvagx0	 
8-2#LBI4	 S e r i e   d e   c  d i g o s   d e   b a r r a   e r r  n e a .   	 S  r i e   d e   c o d e      b a r r e s   i n c o r r e c t e .   	 F a l s c h e   B a r c o d e s e r i e n .   	 525@=0O  ?>A;54>20B5;L=>ABL  HB@8E- :>4>2.   	 S e r i e   e r r a t a   d i   c o d i c i     a   b a r r e . 	 CH/  'D*3D3D  .'7#	 S  r i e   e r r a d a   d o   c  d i g o   d e   b a r r a s . 	 H a t a l 1  b a r k o d   s e r i l e r i   	 B i  n   m    n m   t r o n g   k t   c u   l i 	 S e r i   k o d e   b a r i s   s a l a h .   	 S i r i   k o d   b a r   y a n g   s a l a h . 	 ,	>	0	  	K	!	  	@	  	2	$	  6	M	0	C			2	>	. 	 	 	 	 H e l y t e l e n   v o n a l k  d   s o r o z a t . 	 	 	 	 V e r k e e r d e   s e r i e   v a n   s t r e e p j e s c o d e 	 	 	 S e r i e   i n c o r e c t   d e   c o d u r i   d e   b a r e . 	 	 	     	 	 	 31  ('1/  '4*('G  '3*. 	 	 	   			  					  			  						 	 	 	 


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	       .   	 I s i r i s i   e n g a l u n g i l e   y e b h a k h o d i 	 U t h o t h o   o l u n g a c h a n e k a n g a   l w e b h a k h o w u d i . 	 M f u l u l i z o   u s i o   s a h i h i   w a   m s i m b o   w a   m w a m b a a . 	 V e r k e e r d e   r e e k s   s t r e p i e s k o d e s . 	 K l a i d i n g o s   b r kk an i n i o   k o d o   s e r i j o s .   	 N e p a r e i z a   s v +t r k o d a   s r i j a .   	 V   t k o o d i d e   s e e r i a d   o n   v a l e d .   	 3nkoaukv  oxdek  }mal  peiaoavxiuxv	 -     . 	 S e r i e   i n c o r e c t   d e   c o d u r i   d e   b a r e .   	 ,
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 S T R _ I D _ B A R C O D E R E A D E R _ I N P U T _ W A P 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 w a p   b y   b a r c o d e 	 W a p   b y   b a r   c o d e 	 8_
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NQ	 W a p   B"2#LBI	 W a p   p o r   c  d i g o   d e   b a r r a 	 W a p   p a r   c o d e      b a r r e s 	 W a p   n a c h   B a r c o d e 	 W a p   ?>  HB@8E- :>4C	 W a p   m e d i a n t e   c o d i c i   a   b a r r e 	 H'(  9(1  'DCH/	 W a p   p o r   c  d i g o   d e   b a r r a s 	 B a r k o d a   g  r e   w a p 	 N h p   s   v  o   m n g 	 W a p   b e r d a s a r k a n   k o d e   b a r i s 	 W a p   m e n g i k u t   k o d   b a r 	 ,	>	0	  	K	!	  &	M	5	>	0	>	  W a p 	 	 	 	 G  r g e t  s   v o n a l k  d   s z e r i n t 	 	 	 	 W a p p e n   m e t   s t r e e p j e s c o d e 	 	 	 C o n e x i u n e   W A P   d u p   c o d u l   d e   b a r e 	 	 	 W a p     	 	 	 W a p   ('  ('1/	 	 	   			  			  							  					 	 	 	 


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  W s p 	       	 I - W a p   b y   b a r   c o d e 	 W a p   n g e b h a k h o w u d i 	 W a p   k w a   m s i m b o   w a   m w a m b a a 	 W a p   v o l g e n s   s t r e p i e s k o d e 	 W a p   p a g a l   b r kk an i n /  k o d 	 W a p   a r   s v +t r k o d u . 	 W a p   b y   b a r   c o d e 	 W A P   h}  cnkoaukv  oxdk	   -   	 C o n e x i u n e   W A P   d u p   c o d u l   d e   b a r e 	 ,
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 
 S T R _ I D _ B A R C O D E R E A D E R _ S U C C E S S _ S A V E D 	 B A R C O D E R E A D E R 	 P O P U P 	 s a v e   s u c c e s s f u l l y 	   s a v e d 	 2QX[bR	 OX[bR	   1@GA%I'! 	    g u a r d a d o ! 	   e n r e g i s t r   ! 	   g e s p e i c h e r t ! 	   A>E@0=8;8! 	 s a l v a t o ! 	 'D-A8  F',-! 	 g u a r d a d o ! 	 k a y d e d i l d i ! 	 L u   t h  n h   c  n g ! 	   t e r s i m p a n 	   d i s i m p a n ! 	 8	G	5	  	?	/	>	  	/	>	! 	 	 	 	   m e n t v e ! 	 	 	 	   o p g e l s a g e n ! 	 	 	   s - a   s a l v a t ! 	 	 	   ! 	 	 	 0.1G  4/! 	 	 	 				  			  							 	 	 	 







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! 	 80M7?$! 	 	 								! 	 	 	 	 	 	 	 	   s a l v o 	 	 	 	 	 	 	 	 g o r d e   d a ! 	   n a - s a v e ! 	   G a r d a d o ! 	 D o k w a a 	   s  b h  i l t e ! 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F I L E 	 B A R C O D E R E A D E R 	 P O P U P 	 F i l e   	 F i l e   	 jHh  	 eN  	 D%L	 A r c h i v o   	 F i c h i e r   	 D a t e i 	 $09;  	 F i l e 	 EDA	 F i c h e i r o 	 D o s y a ! 	 T p 	 F i l e 	 F a i l 	 +	>		2		 	 	 	 F  j l 	 	 	 	 B e s t a n d 	 	 	 F i _i e r 	 	 	 	 	 	 A'D	 	 	   					 	 	 	 



	   	 I f a y e l a 	 I f a y l e   	 F a i l i 	 L  e r   	 F a i l a s   	 F a i l s   	 F a i l   	 Vaul	 	 F i _i e r   	 +
/
2
M

 	 +>2	 	 					 	 	 	 	 	 	 	 A r q u i v o 	 	 	 	 	 	 	 	 F i t x a 	 F i l e   	 F i c h e i r o   	 F a l 	 C o m h a d   
 
 S T R _ I D _ B A R C O D E R E A D E R _ S A V E _ U R L _ C O N F I R M 	 B A R C O D E R E A D E R 	 U N L I M 	 D o   y o u   w a n t   t o   s a v e   t h e   f o l l o w i n g   b o o k m a r k ? 	 D o   y o u   w a n t   t o   s a v e   t h e   f o l l o w i n g   b o o k m a r k ? 	 Y`OX[NRf=|U	 `O`OX[NRfN~{T	 8I-2#1@G8J!2#LH-D5I+#7-D!H? 	  D e s e a   g u a r d a r   e l   s i g u i e n t e   m a r c a d o r ? 	 V o u l e z - v o u s   e n r e g i s t r e r   l e   s i g n e t   s u i v a n t   ? 	 M  c h t e n   S i e   f o l g e n d e s   L e s e z e i c h e n   s p e i c h e r n ? 	 !>E@0=8BL  A;54CNICN  70:;04:C? 	 S i   d e s i d e r a   s a l v a r e   i l   s e g u e n t e   s e g n a l i b r o ? 	 *1J/  #F  *-A8  'D'4'1'*  'DE1,9J)  'D*'DJ)	 D e s e j a   g u a r d a r   o   s e g u i n t e   f a v o r i t o ? 	 A _a 1d a k i   y e r   i m i n i   k a y d e t m e k   i s t i y o r   m u s u n ? 	 B n   m u n   l u   l i   n h n g    n h   d u   d i ? 	 A n d a   i n g i n   m e n y i m p a n   p e n a n d a   b e r i k u t ? 	 A d a k a h   a n d a   m a h u   m e n y i m p a n   p e n a n d a   b u k u   b e r i k u t ? 	 	M	/	>	  	*	  (	?	.	M	(	2	?		?	$	  ,	A		.	>	0	M		  8	G	5	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 M e n t e n i   a k a r j a   a   k  v e t k e z Q  k  n y v j e l z Qt ? 	 	 	 	 W i l t   u   d e   v o l g e n d e   b l a d w i j z e r   o p s l a a n ? 	 	 	 S a l v a ci   u r m t o r u l   m a r c a j ? 	 	 	           ? 	 	 	 E  .H'G/  E-D  '(  21  1'  0.1G  F/	 	 	   				  		  										  										  							  				  			? 	 	 	 	 


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? 	           ? 	 U f u n a   u k u g c i n a   i b h u k u m a k a   e l i l a n d e l a y o ? 	 I n g a b a   u f u n a   u k u g c i n a   i b h u k i m a k i   e l a n d e l a y o ? 	 U n a t a k a   k u h i f a d h i   k i a l a m a   k i f u a t a c h o ? 	 B e r g   d i e   v o l g e n d e   b o e k m e r k ? 	 A r   n o r i t e   /r a ay t i   ai   ~y m e l ? 	 V a i   v l a t i e s   s a g l a b t   n k o ao   g r m a t z +m i ? 	 K a s   s o o v i d   s a l v e s t a d a   s e l l e   j  r j e h o i d j a ? 	 Hfx^t  e  zapzavel  peual  g{avkwh	       ? 	 D o r i ci   s   s a l v a ci   u r m t o r u l   m a r c a j ? 	 
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? 	 (?.M(KM$  ,AM .>0MM ?  *#  80M7#  0?,>  >9>(M$?  ??   	 	 					  									  								  							  				  								? 	 	 	 	 	 	 	 	 D e s e j a   s a l v a r   o   s e g u i n t e   m a r c a d o r ? 	 	 	 	 	 	 	 	 O n d o k o   l a s t e r m a r k a   g o r d e   n a h i ? 	 N a i s   m o   b a n g   i - s a v e   a n g   s u m u s u n o d   n a   b o o k m a r k ? 	 Q u e r e   g a r d a r   o   s e g u i n t e   m a r c a d o r ? 	 I   c h o r o   k a   e c h e k w a a   a k w u k w o   m a a k i   n d i a 	 A n   m i a n   l e a t   a n   l e a b h a r m h a r c   s e o   a   l e a n a s   a   s h  b h  i l ? 
 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ I N P U T 	 B A R C O D E R E A D E R 	 U N L I M 	 P l e a s e   i n p u t   n u m b e r / k e y   w o r d : 	 P l e a s e   i n p u t   n u m b e r / k e y   w o r d : 	 ˊ8eQN}xNv_xbeW[	 eQN~xNvSxbeW[	 B#I-+!2"@%/ 3*31
: 	 P o r   f a v o r   i n t r o d u c i r   n  m e r o / p a l a b r a   c l a v e :   	 V e u i l l e z   e n t r e r   u n   n u m  r o / m o t   c l    : 	 B i t t e   N u m m e r / S c h l  s s e l w o r t   e i n g e b e n : 	 2548B5  =><5@/ :;NG52>5  A;>2>: 	 I n s e r i r e   i l   n u m e r o / l a   p a r o l a   c h i a v e : 	 #/.D  1BE  #H  F5	 I n t r o d u z a   n  m e r o / p a l a v r a - c h a v e : 	 L  t f e n   n u m a r a / a n a h t a r   s  z  k   g i r i n : 	 H  y   n h p   v  o   s   h o c   c h 	 M a s u k k a n   a n g k a / k a t a   k u n c i : 	 S i l a   i n p u t   n o m b o r / k a t a   k u n c i : 	 	C	*	/	>	  (		,	0	/ .	A		M	/	  6	,	M	&	  &	0	M		<	  	0	G		: 	 	 	 	 A d j a   m e g   a   s z  m o t / k u l c s s z  t : 	 	 	 	 G e e f   e e n   g e t a l / s l e u t e l w o o r d   o p 	 	 	 I n t r o d u c e ci   n u m r u l / c u v  n t u l   c h e i e : 	 	 	     ' /   	 	 	 D7A'K  4E'1G  '  H'G  D/  1'  H'1/  F/: 	 	 	   							  			  					/ 		  				  					  				: 	 	 	 	 



/ 

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	   /     : 	 S i c e l a   u f a k e   i g a m a   l e n a m b a   / l e k h i : 	 N c e d a   f a k a   i n o m b o l o / i g a m a   l e s i k h o k e l o : 	 T a f a d h a l i   i n g i z a   n a m b a r i / n e n o   m s i n g i : 	 S l e u t e l   a s s e b l i e f   d i e   n o m m e r / s l e u t e l w o o r d   i n : 	 .v e s k i t e   s k a i 
i s  /   r a k t i n /  ~o d /: 	 L kd z u ,   i e v a d i e t   s k a i t l i / a t s l g a s   v r d u : 	 S i s e s t a   n u m b e r / v  t m e s  n a : 	 =vdxt  ev  txacel  pata/ bavalka~x  ba|	   /   : 	 V   r u g m   s   i n t r o d u c e ci   n u m r u l / c u v  n t u l   c h e i e : 	 &
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 
 S T R _ I D _ B A R C O D E R E A D E R _ B O O K M A R K _ T I T L E 	 B A R C O D E R E A D E R 	 U N L I M 	 t i t l e 	 T i t l e : 	 jL	 h	 3A+H: 	 T  t u l o : 	 T i t r e   : 	 T i t e l : 	 03>;>2>:: 	 T i t o l o : 	 9FH'F: 	 T  t u l o : 	 B a _l 1k :   	 C h   : 	 J u d u l : 	 T a j u k : 	 6	@	0	M	7		: 	 	 	 	 C  m : 	 	 	 	 T i t e l : 	 	 	 T i t l u : 	 	 	 : 	 	 	 9FH'F: 	 	 	   							: 	 	 	 	 





: 	 : 	 I s i h l o k o : 	 I g a m a : 	 K i c h w a : 	 T i t e l : 	 P a v a d i n i m a s : 	 N o s a u k u m s : 	 T i i t e l : 	 Nevack]	 : 	 T i t l u : 	 
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 : 	 >G2M:   	 	 						: 	 	 	 	 	 	 	 	 T  t u l o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ B O O K M A R K _ A D D R E S S 	 B A R C O D E R E A D E R 	 U N L I M 	 a d d r e s s 	 A d d r e s s : 	 0W@W	 0W@W	 5H-"9H: 	 D i r e c c i  n : 	 A d r e s s e   : 	 A d r e s s e : 	 4@5A: 	 I n d i r i z z o : 	 9FH'F: 	 E n d e r e  o : 	 A d r e s :   	 a   c h : 	 A l a m a t : 	 A l a m a t : 	 *	$	>	: 	 	 	 	 C  m : 	 	 	 	 A d r e s : 	 	 	 A d r e s : 	 	 	 : 	 	 	 F4'F: 	 	 	 						: 	 	 	 	 






  : 	 : 	 I k h e l i : 	 I d i l e s i : 	 a n w a n i : 	 A d r e s : 	 A d r e s a s : 	 A d r e s e : 	 A a d r e s s : 	 @a}e]	 : 	 A d r e s : 	 5
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ S E N D 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 s e n d 	 S e n d 	 |v	 S	 *H	 E n v i a r 	 E n v o y e r 	 S e n d e n 	 B?@028BL	 I n v i a 	 '13'D	 E n v i a r 	 G  n d e r   	 G i 	 K i r i m 	 H a n t a r 	 -	G		G			 	 	 	 K  l d  s 	 	 	 	 V e r z e n d e n 	 	 	 E x p e d i e r e 	 	 	 	 	 	 '13'D	 	 	 						 	 	 	 




	 	 T h u m e l a 	 T h u m e l a 	 T u m a 	 S t u u r 	 S i ss t i 	 S kt +t 	 S a a d a 	 Hraoel	 	 S e   e x p e d i a z 	 
/
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 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ T X T _ S M S 	 B A R C O D E R E A D E R 	 U N L I M 	 t e x t   f o r   s m s 	 T e x t 	 w
gQ[	 wOQ[	 I-'2!	 T e x t o 	 T e x t e 	 T e x t 	 "5:AB	 T e s t o 	 F5	 T e x t o 	 M e t i n   	 N i   d u n g   t i n   n h n 	 T e k s 	 T e k s   	 	H		M	8	M			 	 	 	 S z  v e g 	 	 	 	 T e k s t 	 	 	 T e x t 	 	 	 	 	 	 E*F	 	 	 				 	 	 	 




	 	 U m b h a l o 	 A m a g a m a 	 M a a n d i s h i 	 T e k s 	 T e k s t a s   	 T e k s t s 	 T e k s t 	 Oe}	   	 T e x t 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ S U B _ T X T 	 B A R C O D E R E A D E R 	 U N L I M 	 s u b j e c t 	 S u b j e c t 	 jL	 h	 @#7H-	 A s u n t o 	 S u j e t 	 B e t r e f f 	 "5<0	 S o g g e t t o 	 9FH'F	 A s s u n t o 	 K o n u   	 C h   	 S u b j e k 	 S u b j e k 	 5	?	7	/		 	 	 	 T  r g y 	 	 	 	 O n d e r w e r p 	 	 	 S u b i e c t 	 	 	 	 	 	 EH6H9	 	 	   						 	 	 	 



	 	 I s i h l o k o 	 I n t l o k o 	 M a d a 	 O n d e r w e r p 	 T e m a 	 T m a 	 T e e m a 	 9eta	 	 S u b i e c t 	 5
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ A P P _ N A M E 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 B a r   c o d e   r e a d e r 	 B a r   c o d e   r e a d e r 	 hxX%R	 agxƋ+R	 @#7H--H22#LBI	 L e c t o r   d e   c  d i g o   d e   b a r r a 	 L e c t e u r   d e   c o d e      b a r r e s 	 B a r c o d e r e a d e r 	 !:0=5@  HB@8E- :>4>2	 L e t t o r e   d i   c o d i c i   a   b a r r e 	 *91JA  'DCH/	 L e i t o r   d e   c  d i g o   d e   b a r r a s 	 B a r k o d   o k u y u c u   	 N h n   b i t   b i  n   m  	 P e m b a c a   k o d e   b a r i s 	 P e m b a c a   k o d   b a r 	 ,	>	0	  	K	!	  0	@	!	0		 	 	 	 V o n a l k  d o l v a s  	 	 	 	 S t r e e p j e s c o d e l e z e r 	 	 	 C i t i t o r   c o d u r i   d e   b a r e 	 	 	   	 	 	 ('1/  .H'F	 	 	   			  			  						 	 	 	 


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 
 S T R _ I D _ B A R C O D E R E A D E R _ C A P T U R E 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 B a r   c o d e   c a p t u r e 	 B a r   c o d e   c a p t u r e 	 hxrsS	 agxS	 1 22#LBI	 C a p t u r a   d e   c  d i g o   d e   b a r r a 	 C a p t u r e   d e   c o d e      b a r r e s 	 B a r c o d e a u f z e i c h n u n g 	 0E20B  HB@8E- :>40	 A c q u i s i z i o n e   c o d i c i     a   b a r r e 	 'D-5HD  9DJ  'DCH/	 C a p t u r a   d e   c  d i g o   d e   b a r r a s 	 B a r k o d   y a k a l a m a 	 G i  n h   b i  n   m  	 P e n g a m b i l a n   k o d e   b a r i s 	 T a n g k a p a n   k o d   b a r 	 ,	>	0	  	K	!	  	H	*	M		0		 	 	 	 V o n a l k  d   r  g z  t  s 	 	 	 	 S t r e e p j e s c o d e   o p n e m e n 	 	 	 C a p t a r e   c o d   d e   b a r e 	 	 	   	 	 	 6(7  ('1/	 	 	   			  			  									 	 	 	 


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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P E N _ P O S 	 B A R C O D E R E A D E R 	 T I T L E ,   I C O N T E X T 	 O p e n   p o s i t i o n 	 O p e n   p o s i t i o n 	 SbMOn	 Sb _MOn	 @43A+H	 A b r i r   p o s i c i  n 	 P o s i t i o n   o u v e r t e 	 P o s i t i o n    f f n e n 	 B:@KBL  C:070==>5	 A p r i   p o s i z i o n e 	 EC'F  'DA*-	 A b r i r   p o s i   o 	 A  1k   k o n u m   	 M   v   t r  	 P o s i s i   t e r b u k a 	 K e d u d u k a n   t e r b u k a 	 *	I		?	6	(	  	K	2	G			 	 	 	 N y i t  s   h e l y e 	 	 	 	 O p e n   p o s i t i e 	 	 	 P o z i ci e   d e s c h i s 	 	 	   	 	 	 H69*  ('2	 	 	   				  							 	 	 	 





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	   	 V u l a   i n d a w o 	 I n d a w o   e v u l e k i l e y o 	 M k a o   h u r i a 	 M a a k   p o s i s i e   o o p 	 A t v e r t i   p a d t /	 A t v r t   p o z +c i j u 	 A v a t u d   a s u k o h t 	 2a  dk	   	 P o z i ci e   d e s c h i s 	 $
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 
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NQfN~{	 8J!2#L	 M a r c a d o r e s   	 S i g n e t s 	 L e s e z e i c h e n 	 0:;04:8	 S e g n a l i b r i 	 '4'1)  'DE1,9J)	 F a v o r i t o s 	 Y e r   i m l e r i   	  n h   d u 	 P e n a n d a 	 P e n a n d a   b u k u 	 ,	A		.	>	0	M		M	8		 	 	 	 K  n y v j e l z Qk 	 	 	 	 B l a d w i j z e r s 	 	 	 M a r c a j e 	 	 	 	 	 	 E-D  '(  G'	 	 	 													 	 	 	 








	     	 A m a b h u k u m a k a 	 I i b h u k i m a k i 	 V i a l a m a 	 B o e k m e r k e 	 }y m e l s 	 G r m a t z +m e s 	 J  r j e h o i d j a d 	 7{avkwe	 	 M a r c a j e 	 ,
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 	 ,AM .>0MM 8.B9  	 	 													 	 	 	 	 	 	 	 M a r c a d o r e s   d e   p  g i n a 	 	 	 	 	 	 	 	 L a s t e r m a r k a k 	 M g a   b o o k m a r k 	 M a r c a d o r e s 	 B u k m a a k 	 L e a b h a r m h a r c a n n a 
 
 S T R _ I D _ B A R C O D E R E A D E R _ P A R S E 	 B A R C O D E R E A D E R 	 L S K 	 P a r s e 	 P a r s e 	 X%R	 Ƌ+R	 #02"	 A n a l i z a r 	 A n a l y s e r 	 P a r s e n 	 =0;878@>20BL	 A n a l i z z a 	 *91JA	 A n a l i s a r 	    z m l e n d i r   	 N h n   b i t 	 P a r s i n g 	 H u r a i 	 *	&	- 5	M	/	>		M	/	>	  	0	G			 	 	 	 E l e m z  s 	 	 	 	 P a r s e n 	 	 	 A n a l i z a r e 	 	 	 	 	 	 *,2G  1/F	 	 	   					 	 	 	 




	   	 I - P a r s e 	 H l a h l e l a 	 C h a g a n u a 	 O n t l e e d 	 A n a l i z u o t i 	 P a r s t 	 S  e l u 	 Ja}kvck  eviaoel	   	 A n a l i z a r e 	 *
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 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ B N 	 B A R C O D E R E A D E R 	 U N L I M 	 B u s i n e s s   n a m e 	 B u s i n e s s   n a m e 	 miR
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Ty	 
7H-8#4	 N o m b r e   d e l   n e g o c i o 	 N o m   d  e n t r e p r i s e 	 G e s c h  f t s n a m e 	 0720=85  >@30=870F88	 N o m e   i m p r e s a 	 '3E  'D*,'1M)	 N o m e   c o m e r c i a l 	 T i c a r e t   a d 1  	 T  n   n g h i p   v 	 N a m a   p e r u s a h a a n 	 N a m a   n i a g a 	 ,	?		<	(	G	8	  (	>	.		 	 	 	 V  l l a l k o z  s   n e v e 	 	 	 	 Z a k e l i j k e   n a a m 	 	 	 N u m e l e   c o m p a n i e i 	 	 	   	 	 	 F'E  *,'1	 	 	   							  				 	 	 	 








  


	   	 I g a m a   l e b h i z i n i s i 	 I g a m a   l e s h i s h i n i 	 J i n a   l a   b i a s h a r a 	 O n d e r n e m i n g   s e   n a a m 	 V e r s l o   p a v a d i n i m a s 	 D a r +j u m u   n o s a u k u m s 	  r i n i m i 	 2kfve}k  avxv	 - 	 N u m e l e   c o m p a n i e i 	 ,
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 
 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ S T 	 B A R C O D E R E A D E R 	 U N L I M 	 S e r v i c e   n u m b e r 	 S e r v i c e   n u m b e r 	 [
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g5u݋	 +!2"@%#42#	 N  m e r o   d e   s e r v i c i o 	 N u m  r o   d e   s e r v i c e 	 D i e n s t n u m m e r 	 ><5@  A;C61K	 N u m e r o   s e r v i z i o 	 1BE  'D./'E'*	 N  m e r o   d e   s e r v i  o 	 S e r v i s   n u m a r a s 1  	 S   i n   t h o i   p h c   v   k h  c h   h  n g 	 N o m o r   l a y a n a n 	 N o m b o r   k h i d m a t 	 8	0	M	5	?	8	  (		,	0		 	 	 	 S z o l g  l t a t  s   s z  m a 	 	 	 	 D i e n s t n u m m e r 	 	 	 N u m r   s e r v i c i u 	 	 	 '   	 	 	 4E'1G  ./E'*	 	 	   							  						 	 	 	 



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	   	 I n a m b a   y e s e v i s i 	 I n o m b o l o   y e n k o n z o 	 N a m b a   y a   h u d u m a 	 D i e n s n o m m e r 	 P a s l a u g o s   n u m e r i s 	 P a k a l p o j u m u   s n i e d z j a   n u m u r s 	 T e e n u s e   n u m b e r 	 >a|auxraoav  pata	 - 	 N u m r   s e r v i c i u 	 8
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 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ I V R 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 I   w a n t   t o   L i s t e n   i t 	 L i s t e n   i t 	 b}	 b,T	 1	 E s c u c h a r l o 	 L   c o u t e r 	 Z u h  r e n 	 @>A;CH0BL	 A s c o l t a 	 '3*E9	 O u v i r 	 D i n l e   	 T  i   m u n   n g h e 	 D e n g a r k a n 	 D e n g a r   i a 	 	8	G	  8	A	(	>				 	 	 	 M e g h a l l g a t  s 	 	 	 	 E r n a a r   l u i s t e r e n 	 	 	 A s c u l t a r e 	 	 	   	 	 	 H4  /'/F	 	 	   			  						 	 	 	 



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	   	 Y i l a l e l e 	 Y i m a m e l e 	 I s i k i l i z e 	 L u i s t e r   d a a r n a 	 K l a u s y t i s 	 K l a u s i e t i e s   ao 	 K u u l a   s e d a 	 Hvovdel  auv	   	 A s c u l t a r e 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ O R D E R _ C O N F I R M 1 	 B A R C O D E R E A D E R 	 U N L I M 	 T h i s   b e h a v i o r   w i l l   o r d e r   s e r v i c e   f r o m   S P ( 	 T h i s   b e h a v i o r   w i l l   o r d e r   s e r v i c e   f r o m   S P ( 	 dkd\O\T	 dkd\O\T	 $4##!5I0*1H#42#2  S P ( 	 E s t a   a c c i  n   o r d e n a r    s e r v i c i o   d e s d e   S P ( 	 C e   c o m p o r t e m e n t   n  c e s s i t e   u n   s e r v i c e   d e   S P   ( 	 D i e s e s   V e r h a l t e n   b e s t e l l t   e i n e   D i e n s t l e i s t u n g   v o m   A n b i e t e r   ( 	 #  ?>AB02I8:0  1C45B  70:070=0  CA;C30  ( 	 I n   q u e s t o   m o d o   s i   o r d i n e r    a s s i s t e n z a   d a   S P   ( 	 G0'  'DA9D  3HA  'F*,'G  'DJ	 E s t a   a c   o   e n c o m e n d a   o   s e r v i  o   d o   S P ( 	 B u   i _l e m   S P ' d e n   s e r v i s   s i p a r i _  v e r e c e k t i r ( 	 T h a o   t  c   n  y   s 	 A k t i v i t a s   i n i   a k a n   m e m e s a n   l a y a n a n   d a r i   S P   ( 	 K e l a k u a n   a k a n   m e n e m p a h   k h i d m a t   d a r i   S P ( 	 /	9	  5	M	/	5	9	>	0	  S P ( '	M	/	>	(	  &	G		)   8	G	  8	0	M	5	?	8	  	>	  	0	M	!	0	  &	G		>	,     	 	 	 	 E z   a   v i s e l k e d  s   s z o l g  l t a t  s t   r e n d e l   m e g   a z   S P - t Ql   ( 	 	 	 	 D i t   g e d r a g   b e s t e l t   e e n   d i e n s t   v a n   S P ( 	 	 	 A c e s t   c o m p o r t a m e n t   n e c e s i t   s e r v i c i i   d e   l a   S P ( 	 	 	           S P   ( 	 	 	 'F  1A*'1  '2  S P   /1.H'3*  ./E'*  E  F/( 	 	 	   		  						  		. 		  				  						  				(   	 	 	 	 
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ O R D E R _ A T T E N T I O N 	 B A R C O D E R E A D E R 	 T I T L E 	 A t t e n t i o n 	 A t t e n t i o n 	 la	 la	 B##2	 A t e n c i  n 	 A t t e n t i o n 	 A c h t u n g 	 =8<0=85! 	 A t t e n z i o n e 	 ED'-8)	 A t e n   o 	 D i k k a t   	 C h     	 P e r h a t i a n 	 P e r h a t i a n 	 8		$	>	  9	H	. 	 	 	 	 F i g y e l e m 	 	 	 	 L e t   o p 	 	 	 A t e n ci e 	 	 	   	 	 	 *H,G	 	 	 			  				 	 	 	 




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 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ O R D E R _ C O N F I R M 2 	 B A R C O D E R E A D E R 	 U N L I M 	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 
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gRFUS[-wOS_w6e9/f&T~~	 ) ,   A%0-2@*5"H2##!@5"!  8I-2#3H-+#7-D!H?   	 ) ,   y   p o s i b l e m e n t e   t e n g a   q u e   p a g a r .      D e s e a   c o n t i n u a r ?   	 )   e t   p e u t   a v o i r   u n   c o  t .   V o u l e z - v o u s   c o n t i n u e r   ?   	 )   u n d   i s t   e v e n t u e l l   g e b  h r e n p f l i c h t i g .   M  c h t e n   S i e   f o r t f a h r e n ?   	 ) ,   70  :>B>@CN  <>65B  278<0BLAO  ?;0B0.   @>4>;68BL?   	 ) ,   e   f o r s e   g r a t u i t a m e n t e .   S i   d e s i d e r a   c o n t i n u a r e ? 	 1(E'  */A9  'DCDA), GD  *1J/  'D'3*E1'1	 )   e   p o d e r    c o b r a r   u m a   t a r i f a .   D e s e j a   c o n t i n u a r ? 	 ) ,    c r e t s i z   d e   o l a b i l i r .   D e v a m   e t m e k   i s t i y o r   m u s u n u z ? 	 N h    p h c   v   g i   t i n   n h n   t   m u a   h  n g , c    t h   t h u   l   p h  t i p   t c   k h  n g 	 ) ,   d a n   m u n g k i n   a k a n   d i k e n a k a n   b i a y a .   A n d a   i n g i n   m e l a n j u t k a n n y a ?   	 ) ,   d a n   m u n g k i n   b a y a r a n   c a j .   A d a k a h   a n d a   i n g i n   t e r u s k a n ?   	 	0	  6	A	2	M		  2		  8		$	>	  9	H	.   	M	/	>	  	*	  	>	0	@	  0		(	>	  	>	9	$	G	  9	H		? 	 	 	 	 ) ,   a m i   d  j m e n t e s   l e h e t .   F o l y t a t j a ? 	 	 	 	 )   e n   d a a r a a n   k u n n e n   k o s t e n   v e r b o n d e n   z i j n .   W i l t   u   v e r d e r   g a a n ? 	 	 	 )   _i   e s t e   p o s i b i l   s   f i e   g r a t u i t .   C o n t i n u a ci ? 	 	 	 ) ,         .     ? 	 	 	 )   H  EEF  '3*  G2FG  (1  ('4/.   E  .H'G/  '/'EG  /G/	 	 	 ,   			  										  				  					  				  		  						  			  			? 	 	 	 	 ) ,   


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? 	 ) ,     .   ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   e n   m o o n t l i k    n   f o o i   h e f .   W i l   j y   v o o r t g a a n ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 ) ,   a n d   m a y b e   c h a r g e   f e e .   D o   y o u   w a n t   t o   c o n t i n u e ?   	 	 	 	 ) ,   	  										  	' 	  					  					  							  					  								? 	 	 	 	 	 	 	 	 ) ,   e   p o d e   h a v e r   c o b r a n  a   d e   u m a   t a x a .   D e s e j a   c o n t i n u a r ?   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ C A L E N D A R _ S C R E E N 	 S e t t i n g 	 I C O N T E X T 	 c a l e n d a r   i d l e   s e t t i n g   m e n u 	 C a l e n d a r   i d l e   s c r e e n 	 efLhb	 eSLhb	 +I2-44D!H!52#C
I2	 P a n t a l l a   d e   c a l e n d a r i o   i n a c t i v a 	  c r a n   d e   v e i l l e   d u   c a l e n d r i e r 	 K a l e n d e r - L e e r l a u f b i l d s c h i r m 	 -:@0=  :0;5=40@O  2  @568<5  >6840=8O	 S c h e r m a t a   i n a t t i v i t    c a l e n d a r i o 	 4'4)  'DCDF/1	 E c r    i n a c t i v o   d e   c a l e n d  r i o 	 T a k v i m   b o _  e k r a n 1	 M  n   h  n h   l c h 	 C a l e n d a r   I d l e   S c r e e n 	 S k r i n   m e l a h u   k a l e n d a r 	   	H	2	G		!	0	  	&	0	M	6	  8	M		M	0	@	(		 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 R u s t s c h e r m   v a n   k a l e n d e r 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 E c r a n   i n a c t i v   c a l e n d a r 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	         	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 5A-G  (D''3*A'/G  *BHE	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	   											,   					  							  	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 C a l e n d a r   I d l e   S c r e e n 	 







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 S T R _ I D _ B A R C O D E R E A D E R _ A T T R _ C O D 	 B A R C O D E R E A D E R 	 U N L I M 	 s e r v i c e   c o d e 	 S e r v i c e   c o d e 	 Nx	 Nx	 #+1*#42#	 C  d i g o   d e   s e r v i c i o 	 C o d e   d e   s e r v i c e 	 D i e n s t c o d e 	 >4  A;C61K	 C o d i c e   d i   s e r v i z i o 	 CH/  'D./E)	 C  d i g o   d e   s e r v i  o 	 S e r v i s   k o d u   	 M    p h c   v 	 K o d e   l a y a n a n 	 K o d   k h i d m a t 	 8	0	M	5	?	8	  	K	!		 	 	 	 S z o l g  l t a t  s   k  d j a 	 	 	 	 D i e n s t c o d e 	 	 	 C o d   s e r v i c i u 	 	 	   	 	 	 /  ./E'*	 	 	   							  				 	 	 	 



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 
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NS(u募RfeelO(u	 D!H!54!:   2#32D!H-8
2	 S I M   n o   d i s p o n i b l e :   F u n c i  n   n o   p e r m i t i d a 	 S I M   n o n   d i s p o n i b l e  :   F o n c t i o n   i n t e r d i t e 	 S I M   n i c h t   v e r f  g b a r :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 S I M - :0@B0  =54>ABC?=0:   DC=:F8O  =54>?CAB8<0	 S I M   n o n   d i s p o n i b i l e :   f u n z i o n e   n o n   c o n s e n t i t a 	 'D(7'B)  :J1  5'D-: 'DB/1)  :J1  E3EH-)	 S I M   i n d i s p o n  v e l 	 K u l l a n 1l a m a z   S I M :   0_l e v e   i z i n   v e r i l m e d i   	 S I M   k h  n g   t h   d  n g :   c h c   n n g   n  y   t m   t h i   k h  n g   s   d n g   c 	 S I M   t i d a k   t e r s e d i a :   F u n g s i   t i d a k   d i b o l e h k a n 	 S I M   t i d a k   d i s e d i a k a n :   F u n g s i   t i d a k   d i b e n a r k a n 	 S I M   	(	A	*	2	,	M	'	:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 N e m   e l  r h e t Q  S I M :   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 S I M   n i e t   b e s c h i k b a a r :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l a   S I M   n u   e s t e   d i s p o n i b i l :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	 S I M     :       	 	 	 S I M   /1  /3*13  F3*:   9ED1/  E,'2  F3*	 	 	   			  					  			  		:   					  						  				 	 	 	 


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 S T R _ I D _ B A R C O D E R E A D E R _ S M S _ E N D _ S I G N A L 	 B A R C O D E R E A D E R 	 U N L I M 	 s m s   e n d   s i g n a l ,   j u s t   a   s i g n a l   " . " 	 . 	 0	 0	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 	 	 	 . 	 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 	 	 	 		 	 	 	 	 	 	 	 . 	 	 	 	 	 	 	 	 	 	 	 	 
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NQbOo`_cSvNR0	 2#LBI  @G#42#*3+#12#@I26I-!9%-"H2#'@#G'  ( +#7-@'GDL)   B"2#C
I%I--B#(1L!7-7-	 C  d i g o   d e   b a r r a   e s   u n   s e r v i c i o   p a r a   a c c e d e r   a   l a   i n f o r m a c i  n   ( o   s i t i o   w e b )   r  p i d a m e n t e   a l   u s a r   l a   c  m a r a   d e l   c e l u l a r . 	   C o d e      b a r r e s     e s t   u n   s e r v i c e   p o u r   a c c  d e r   r a p i d e m e n t      d e s   i n f o r m a t i o n s   ( o u   d e s   s i t e s   W e b )   e n   u t i l i s a n t   l a   f o n c t i o n   d  a p p a r e i l   p h o t o   d u   t  l  p h o n e   p o r t a b l e . 	 B a r c o d e   i s t   e i n   D i e n s t   f  r   s c h n e l l e n   Z u g r i f f   a u f   I n f o r m a t i o n e n   ( o d e r   e i n e   W e b s i t e )   d u r c h   V e r w e n d u n g   d e r   K a m e r a   d e s   M o b i l t e l e f o n s . 	 (B@8E- :>4  8A?>;L7C5BAO  4;O  1KAB@>3>  4>ABC?0  :  8=D>@<0F88  ( 8;8  251- A09B0<)   A  ?@8<5=5=85<  D>B>:0<5@K,   2AB@>5==>9  2  :>@?CA  B5;5D>=0. 	 I l   " C o d i c e   a   b a r r e "      u n   s e r v i z i o   p e r   u n   r a p i d o   a c c e s s o   a l l e   i n f o r m a z i o n i   ( o   a   u n   s i t o   w e b )   f a c e n d o   u s o   d e l l a   f o t o c a m e r a   d e l   c e l l u l a r e . 	 9ED  'D*91JA  'DCH/  GJ  '3*./'E  B/1)  'D*5HJ1  AJ  'DC'EJ1'  D*-BJB  '1C'(  9DJ  'D'F*1F*  31J9'  #H  D-5HD  9DJ  'DE9DHE'*  31J9'	 C  d i g o   d e   b a r r a s      u m   s e r v i  o   p a r a   a c e d e r   r a p i d a m e n t e      i n f o r m a   o   ( o u   w e b   s i t e )   u t i l i z a n d o   a   c  m a r a   d o   t e l e m  v e l . 	 B a r   k o d   m o b i l   t e l e f o n   k a m e r a s 1n d a n   f a y d a l a n a n ,   h 1z l 1  b i l g i   e r i _i m i n e   y  n e l i k   b i r   s e r v i s t i r   ( v e y a   w e b   s i t e s i ) . 	 N h n   b i t   b i  n   m    l    l o i   d c h   v   d a   t r  n   c h c   n n g   c h p   n h   c a   i n   t h o i     v  o   M n g   v i   t c     n h a n h   h o c   o t   t i n   n h n   v i   t c     n h a n h . 	 K o d e   b a r i s   a d a l a h   l a y a n a n   u n t u k   m e n g a k s e s   i n f o r m a s i   ( a t a u   s i t u s   W e b )   s e c a r a   c e p a t   m e n g g u n a k a n   k a m e r a   p o n s e l . 	 K o d   b a r   i a l a h   k h i d m a t   u n t u k   a k s e s   p a n t a s   m a k l u m a t   ( a t a u   l a m a n   w e b )   d e n g a n   m e n g g u n a k a n   k a m e r a   t e l e f o n   m u d a h   a l i h . 	 ,	>	0	  	K	!	  .	K	,	>		2	  	G	2	@	+	K	(	  	G	  	H	.	0	>	  	>	  	8	M	$	G	.	>	2	  	0		G	  8	B		(	>	  ( 	%	5	>	  5	G	,	8	>			)   $		  $	G		@	  8	G	  *	9	A			(	G	  	G	  2	?		  		  8	G	5	>	  9	H	. 	 	 	 	 A    B a r   c o d e "   ( V o n a l k  d )   a z   i n f o r m  c i    ( v a g y   w e b o l d a l )   g y o r s   e l  r  s  h e z   v a l    s z o l g  l t a t  s ,   a m i   a   m o b i l t e l e f o n   w e b k a m e r  j  t   a l k a l m a z z a . 	 	 	 	 S t r e e p j e s c o d e   i s   e e n   d i e n s t   o m   s n e l   i n f o r m a t i e   ( o f   e e n   w e b s i t e )   t e   v e r k r i j g e n   w a a r b i j   g e b r u i k   w o r d t   g e m a a k t   v a n   d e   c a m e r a   i n   d e   m o b i e l e   t e l e f o o n . 	 	 	  C o d u l   d e   b a r e    e s t e   u n   s e r v i c i u   d e   a c c e s a r e   r a p i d   a   i n f o r m a ci i l o r   ( s a u   a   s i t e - u r i l o r   w e b )   p r i n   u t i l i z a r e a   c a m e r e i   t e l e f o n u l u i   m o b i l . 	 	 	               (   )           	 	 	 ('1/  ./E'*  (1'  /3*13  319  (G  '7D'9'*  ( '  H(  3'*)   '2  71B  '3*A'/G  '2  /H1(F  *DAF  GE1'G  '3*. 	 	 	 						  									  								  							  			  					  				  					  ( 		  									)   						  				  			  			  				  				  				d	  	 	 	 	 


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	               (     )     ,             . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   ' n   d i e n s   v i r   v i n n i g e   t o e g a n g   t o t   i n l i g t i n g   ( o f   w e b w e r f )   d e u r   g e b r u i k   t e   m a a k   v a n   d i e   s e l f o o n   s e   k a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 B a r   c o d e   i s   a   s e r v i c e   f o r   f a s t   a c c e s s i n g   i n f o r m a t i o n   ( o r   w e b   s i t e )   b y   m a k i n g   u s e   o f   t h e   m o b i l e   t e l e p h o n e ' s   c a m e r a . 	 	 	 	 			  			  				  						  				  						  							  			  							  				  ( 		  			  				)   							  				  		  						 	 	 	 	 	 	 	 C  d i g o   d e   b a r r a s      u m   s e r v i  o   p a r a   a c e s s o   r  p i d o   d e   i n f o r m a   e s   ( o u   w e b s i t e )   a o   f a z e r   u s o   d a   c  m e r a   d o   t e l e f o n e   m  v e l . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ S E R V I C E _ S U M E R Y _ 2 	 B A R C O D E R E A D E R 	 U N L I M 	 %  N o r m a l   p h o t o g r a p h y 	 %  N o r m a l   p h o t o g r a p h y 	 %  ck8^be	 %  ck8^bDd	 %  2#H2" 24	 %  F o t o g r a f  a   n o r m a l   	 %  P h o t o g r a p h i e   n o r m a l e 	 ?   N o r m a l e   F o t o g r a f i e 	 %  1KG=0O  AJ5<:0	 %  N o r m a l e   f o t o g r a f i a 	 9'/J	 %  F o t o g r a f i a   N o r m a l 	 %  N o r m a l   f o t o r a f 	 %  C h p   t h  n g   t h n g 	 %  F o t o g r a f i   b i a s a 	 %  F o t o g r a f i   n o r m a l 	 %  8	>	.	>	(	M	/	  +	K		K		M	0	>	+	@		 	 	 	 %  N o r m  l   f  n y k  p e z  s 	 	 	 	 %  N o r m a l e   f o t o g r a f i e 	 	 	 %  F o t o g r a f i e   n o r m a l 	 	 	 %    	 	 	 %  9'3  9'/	 	 	 %  									  										 	 	 	 






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	 %    	 %  U k u s h u t h a   o k u j w a y e l e k i l e 	 %  U k u f o t a   o k u q h e l e k i l e y o 	 %  U p i g a j i   p i c h a   k w a   k a w a i d a 	 %  N o r m a l e   f o t o g r a f i e 	 %  N o r m a l u s   f o t o g r a f a v i m a s 	 %  N o r m l a   f o t o g r f i j a 	 %  T a v a l i n e   f o t o g r a a f i a 	 %  <x}avoaxt  vxtal  |ejktxt	 %  	 %  F o t o g r a f i e   n o r m a l 	 %  8
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 S T R _ I D _ B A R C O D E R E A D E R _ S E R V I C E _ S U M E R Y _ 3 	 B A R C O D E R E A D E R 	 U N L I M 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 (u6bO(uKb_jgQv(u6bzߎԚccpS(Ws^bZԚ
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0rsSP[*Q`8R0SZԚNRI{Y
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gR0	 9IC
I*2!2#*A2#LBIB"@#7H--H22#LBI  +#7-*H  S M S   5H!5@7I-+2-+!2"@%2#LBID"1-#L5H#08  21I9ICI*2!2#@I26@'GDL,   @#5"9I-!9%*H'%,   #1-5- @'2@
-#L  +#7-@I2#H'!4##!-4@-#LA-5-"H2#'@#G'	 L o s   u s u a r i o s   p u e d e n   e s c a n e a r   e l   c  d i g o   d e   b a r r a   p o r   m e d i o   d e   u n   l e c t o r   d e   c  d i g o   d e   b a r r a   o   e n v i a r   u n   S M S   c o n     u n   n  m e r o   d e   c  d i g o   d e   b a r r a s   a l   p u e r t o   a p u n t a d o ,   e n t o n c e s   l o s   u s u a r i o s   p o d r  n   a c c e d e r   a   s i t i o s   w e b ,   n a v e g a r   i n f o .   d e   d e s c u e n t o ,   o b t e n e r   e - v o u c h e r s   o   p a r t i c i p a r   e n   a c c i o n e s   i n t e r a c t i v a s .   	 L  u t i l i s a t e u r   p e u t   s c a n n e r   d e s   c o d e s      b a r r e s   a v e c   u n   l e c t e u r   d e   c o d e      b a r r e s   o u   e n v o y e r   d e s   S M S   c o n t e n a n t   d e s   n u m  r o s   d e   c o d e      b a r r e s   p o i n t a n t   v e r s   l e   p o r t  ;   l e s   u t i l i s a t e u r s   p e u v e n t   e n s u i t e   a c c  d e r   r a p i d e m e n t   a u x   s i t e s   W e b ,   n a v i g u e r   d e s   i n f o r m a t i o n s   d e   d i s c o u n t ,   o b t e n i r   d e s   e - v o u c h e r s   o u   p a r t i c i p e r   d a n s   d e s   a c t i o n s   i n t e r a c t i v e . 	 B e n u t z e r   k  n n e n   d e n   B a r c o d e   m i t   d e m   B a r c o d e - R e a d e r   s c a n n e n   o d e r   S M S   m i t   I n h a l t   d e r   B a r c o d e n u m m e r   z u m   a u s g e w i e s e n e n   P o r t   s e n d e n ,   B e n u t z e r   k  n n e n   d a n n   s c h n e l l   a u f   W e b s i t e s   z u g r e i f e n ,   D i s k o n t i n f o r m a t i o n e n   d u r c h s u c h e n ,   e i n e n   e - C o u p o n   b e z i e h e n   o d e r   a n   i n t e r a k t i v e n   A k t i o n e n   t e i l h a b e n . 	 >;L7>20B5;L  <>65B  AG8B0BL  HB@8E- :>4  ?@8  ?><>I8  A:0=5@0  8;8  >B?@028BL  S M S - A>>1I5=85  A  G8A;>2K<  7=0G5=85<  :>40  =0  C:070==K9  ?>@B.   >A;5  MB>3>  >=  A<>65B  >ACI5AB2;OBL  1KAB@K9  4>ABC?  :  251- A09B0<,   ?@>A<0B@820BL  8=D>@<0F8N  >  A:84:0E,   ?>;CG0BL  M;5:B@>==K5  20CG5@K,   CG0AB2>20BL  2  8=B5@0:B82=KE  <5@>?@8OB8OE. 	 G l i   u t e n t i   p o s s o n o   s c a n d i r e   i   c o d i c i   a   b a r r e   c o n   i l   l e t t o r e   o   i n v i a r e   u n   S M S   c o n   i   c o n t e n u t i   d e l   n u m e r o   d i   c o d i c e   a   b a r r e   a l l a   p o r t a   p u n t a t a ,   p e r   a c c e d e r e   r a p i d a m e n t e   a i   s i t i   w e b ,   p e r   v e r i f i c a r e   l e   i n f o r m a z i o n i   s u g l i   s c o n t i ,   p e r   o t t e n e r e   e - v o u c h e r   e   p e r   e f f e t t u a r e   a z i o n i   i n t e r a t t i v e . 	 '3*./'E  'DE3*./E  'D(1F'E,  'D71AJ  AJ  'D,H'D  DE3-  'D4A1G  'D*J  7(9*  9DJ  'DH3'&D  'D'9D'E  'DE7(H9G, #H  '13'D  'D13'D)  'D4A1G  'DJ  EHB9  'DE9FJ  D*-BJB  1C(  9DJ  'D'F*1F*  H  E9'JF)  'D(6'&9  'D*.AJ6)  H  -5HD  9DJ  H1B  'D*.AJ6  'D'DC*1HFJ, '4*1'C  'DF4'7'*  'DH3'&D  'D'9D'E  'D.	 O s   u t i l i z a d o r e s   p o d e m   l e r   o   c  d i g o   d e   b a r r a s   c o m   o   l e i t o r   d e   c  d i g o   d e   b a r r a s   o u   e n v i a r   u m a   S M S   c o m   o   n  m e r o   d o   c  d i g o   d e   b a r r a s   p a r a   a   p o r t a   p r e t e n d i d a ,   a s s i m   o s   u t i l i z a d o r e s   p o d e m   a c e d e r   r a p i d a m e n t e   a   w e b   s i t e s ,   p e s q u i s a r   i n f o r m a   e s   s o b r e   d e s c o n t o s ,   o b t e r   c u p  e s   o u   p a r t i c i p a r   e m   a c   e s   i n t e r a c t i v a s . 	 K u l l a n 1c 1l a r   b a r k o d   o k u y u c u   i l e   b a r k o d u   t a r a y a b i l i r   v e y a   b e l i r t i l e n   p o r t a   b a r k o d   n u m a r a s 1  i  e r i i   i l e   b i r l i k t e   S M S   g  n d e r e b i l i r ,   d a h a   s o n r a   k u l l a n 1c 1l a r   w e b   s i t e l e r i n e   h 1z l 1  e r i _i m   s a l a r ,   i n d i r i m   b i l g i l e r i n e   g  z   a t a b i l i r ,   e - b e l g e l e r i   a l a b i l i r   v e y a   i n t e r a k t i f   i _l e m l e r   g e r  e k l e _t i r e b i l i r . 	 K h  c h   h  n g   c    t h   q u  t   b i  n   m    b n g   m  y   c   b i  n   m    h o c   g i   t i n   n h n   s   b i  n   m    n   c n g   c h   n h ,   c    t h   v  o   M n g   v i   t c     n h a n h , v  o   d c h   v   g i   t i n   n h n   g i    r ,   g i  n h   p h i u   i n   t   g i   r ,   t h a m   g i a   c  c   d c h   v   t h  n g   t i n   g i i   t r  . 	 P e n g g u n a   d a p a t   m e m i n d a i   k o d e   b a r i s   m e l a l u i   p e m b a c a   k o d e   b a r i s   a t a u   m e n g i r i m   S M S   b e r i s i   n o m o r   k o d e   b a r i s   k e   p o r t   y a n g   d i t u n j u k ,   l a l u   p e n g g u n a   d a p a t   m e n g a k s e s   s i t u s   W e b ,   m e n e l u s u r i   i n f o r m a s i   d i s k o n ,   m e n d a p a t k a n   e - v o u c h e r ,   a t a u   i k u t   s e r t a   d a l a m   t i n d a k a n   i n t e r a k t i f   s e c a r a   c e p a t . 	 P e n g g u n a   b o l e h   m e n g i m b a s   k o d   b a r   d e n g a n   p e m b a c a   k o d   b a r   a t a u   h a n t a r   S M S   d e n g a n   n o m b o r   k e   p o r t   y a n g   d i t u n j u k ,   k e m u d i a n   p e n g g u n a   d a p a t   m e l a y a r i   t a p a k   w e b   i n t e r a k t i f ,   s e m a k   i m b a s   m a k l u m a t   d i s k a u n ,   d a p a t k a n   e - b a u c a r ,   a t a u   a m b i l   b a h a g i a n   d a l a m   t i n d a k a n   i n t e r a k t i f . 	 /	B		<	0	M	8	  ,	>	0	  	K	!	  0	@	!	0	  &	M	5	>	0	>	  ,	>	0	  	K	!	  8	M		H	(	  	0	  8		$	G	  9	H		  	%	5	>	  	?	9	M	(	?	$	  *	K	0	M		  *	0	  ,	>	0	  	K	!	  (		,	0	  	@	  8	>	.		@	  	G	  8	>	%	  S M S   -	G		  8		$	G	  9	H		,   $	,	  /	B		<	0	  5	G	,	8	>			M	8	  	K	  $	@	5	M	0	$	>	  8	G	  		M	8	G	8	  	0	  8		$	G	  9	H		,   !	?	8	M		>					  8	B		(	>	  	K	  ,	M	0	>				<	  	0	  8		$	G	  9	H		,   	- 5	>				0	M	8	  *	M	0	>	*	M	$	  	0	  8		$	G	  9	H		,   	%	5	>	  			0			M		?	5	  	$	?	5	?	'	?	/	K		  .	G		  -	>		  2	G	  8		$	G	  9	H		. 	 	 	 	 A   f e l h a s z n  l  k   a   v o n a l k  d o l v a s    s e g  t s  g  v e l   b e o l v a s h a t j  k   a   v o n a l k  d o t ,   v a g y   S M S - t   k  l d h e t n e k   a   v o n a l k  d   t a r t a l m  v a l   a   m e g a d o t t   p o r t r a ,   m a j d   w e b o l d a l a k a t    r h e t n e k   e l   g y o r s a n ,   l e  r a z  s i   i n f o r m  c i  k a t   b  n g  s z h e t n e k ,   e - b i z o n y l a t o k a t   k  r h e t n e k   l e ,   v a g y   i n t e r a k t  v   a k c i  k b a n   v e h e t n e k   r  s z t . 	 	 	 	 U   k u n t   d e   s t r e e p j e s c o d e   l e z e n   m e t   e e n   s t r e e p j e s c o d e l e z e r   o f   e e n   S M S   m e t   d e   i n h o u d   v a n   h e t   s t r e e p j e s c o d e n u m m e r   v e r s t u r e n   a a n   d e   a a n g e w e z e n   p o r t ,   z o d a t   g e b r u i k e r s   s n e l   t o e g a n g   h e b b e n   t o t   w e b s i t e s ,   k u n n e n   b l a d e r e n   d o o r   c o m m e r c i  l e   g e g e v e n s ,   e e n   e - v o u c h e r   k u n n e n   v e r k r i j g e n   o f   m e e   k u n n e n   d o e n   a a n   i n t e r a c t i e v e   a c t i e s . 	 	 	 U t i l i z a t o r i i   p o t   s c a n a   c o d u r i l e   d e   b a r e   c u   c i t i t o r u l   d e   c o d u r i   d e   b a r e   s a u   p o t   t r i m i t e   u n   m e s a j   S M S   c u   n u m r u l   c o d u l u i   d e   b a r e   c t r e   p o r t u l   i n d i c a t   p e n t r u   a   a c c e s a   r a p i d   s i t e - u r i l e   w e b ,   a   c u t a   i n f o r m a ci i   d e s p r e   r e d u c e r i ,   a   o b ci n e   c e r t i f i c a t e   e l e c t r o n i c e   s a u   a   p a r t i c i p a   l a   a c ci u n i   i n t e r a c t i v e . 	 	 	             ,       S M S     '   .               ,       ,     ,           . 	 	 	 '1(1'F  E  *H'FF/  '2  71B  ('1/  .H'F  ('1/  1'  '3F  FF/  '  S M S   ('  E-*H'  4E'1G  ('1/  1'  (G  ~H1*  E4.5  4/G  '13'D  FE'F/  3~3  '1(1'F  E  *H'FF/  (G  319*  (G  H(  3'*  G'  /3*13  ~/'  FF/  '7D'9'*  *.AA  1'  E1H1  FF/  13/  'D*1HF  /1'A*  FF/  '  /1  'B/'E'*  *9'ED  41*  FE'F/. 	 	 	 											  						  					  				  						  							  				  					  				  								  						  						  							  									  						  						  					d	  					  											  					  									  				  						,   									  				  						  				  					,   	- 						  				  					,   		  														  								  								  				  					d		 	 	 	 


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.  	                                         ,               ,         ,   -   ,         . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 G e b r u i k e r s   k a n   s t r e p i e s k o d e   m e t   d i e   s t r e p i e s k o d e l e s e r   s k a n d e e r   o f   S M S   m e t   i n h o u d   v a n   s t r e p i e s k o d e n o m m e r   s t u u r   n a   d i e   a a n g e d u i d e   p o o r t ;   g e b r u i k e r s   k a n   d a n   v i n n i g e   t o e g a n g   k r y   t o t   w e b w e r w e ,   l e e s   o o r   a f s l a g - a a n b i e d i n g e ,   e - g e s k e n k b e w y s e   k r y   o f   d e e l n e e m   a a n   i n t e r a k t i e w e   h a n d e l i n g e . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 U s e r s   c a n   s c a n   b a r   c o d e   b y   b a r   c o d e   r e a d e r   o r   s e n d   S M S   w i t h   c o n t e n t s   o f   b a r   c o d e   n u m b e r   t o   t h e   p o i n t e d   p o r t ,   t h e n   u s e r s   c a n   f a s t   a c c e s s   w e b   s i t e s ,   b r o w s e   d i s c o u n t   i n f o r m a t i o n ,   g e t   e - v o u c h e r ,   o r   t a k e   p a r t   i n   i n t e r a c t i v e   a c t i o n s . 	 	 	 	 													  			  			  						  						  			  			  					  				  				  		  									  						  			  			  						  								  				  S M S   						  				,   				  				  													  			  				  											  			  				,   					  					  			  				  						  				  				,   	- 						  							  				  				  		  									  						  			  	' 	  						 	 	 	 	 	 	 	 O s   u s u  r i o s   p o d e m   v a r r e r   o   c  d i g o   d e   b a r r a s   u t i l i z a n d o   o   l e i t o r   d e   c  d i g o   d e   b a r r a s   o u   e n v i a r   S M S   c o m   c o n t e  d o   d o   n  m e r o   d e   c  d i g o   d e   b a r r a s   p a r a   a   p o r t a   a p o n t a d a ,   d e p o i s   o s   u s u  r i o s   p o d e m   a c e s s a r   r a p i d a m e n t e   w e b s i t e s ,   p r o c u r a r   i n f o r m a   e s   d e   d e s c o n t o ,   o b t e r   v o u c h e r   e l e t r  n i c o   o u   p a r t i c i p a r   d e   a   e s   i n t e r a t i v a s . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ S E R V I C E _ S U M E R Y _ 4 	 B A R C O D E R E A D E R 	 U N L I M 	 %  M a c r o   p h o t o g r a p h y 	 %  M a c r o   p h o t o g r a p h y 	 %  _ݍbe	 %  _ݍbDd	 %  2#H2" 2!2B#	 %  F o t o g r a f  a   m a c r o   	 %  P h o t o g r a p h i e   m a c r o 	 ?   M a k r o - F o t o g r a f i e 	 %  0:@>AJ5<:0	 %  F o t o g r a f i a   m a c r o 	 *5HJ1  'D*B1J(	 %  M a c r o   f o t o g r a f i a 	 %  M a k r o   f o t o r a f 	 %  C h p   c   l y   g n 	 %  F o t o g r a f i   m a k r o 	 %  F o t o g r a f i   m a k r o 	 %  .	H		M	0	K	  +	K		K		M	0	>	+	@		 	 	 	 %  M a k r o f  n y k  p e z  s 	 	 	 	 %  M a c r o f o t o g r a f i e 	 	 	 %  F o t o g r a f i e   m a c r o 	 	 	 %  	 	 	 %  9'3  E'1H	 	 	 %  								  										 	 	 	 





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	 %    	 %  I - M a c r o   p h o t o g r a p h y 	 %  U k u f o t a   o k u k h u l u 	 %  U p i g a j i   p i c h a   k w a   m a k r o 	 %  M a k r o - f o t o g r a f i e 	 %  M a k r o f o t o g r a f a v i m a s 	 %  M a k r o   f o t o g r f i j a 	 %  M a k r o f o t o g r a a f i a 	 %Daox  lx}avoaxt	 %  	 %  F o t o g r a f i e   m a c r o 	 %  .
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 
 S T R _ I D _ B A R C O D E R E A D E R _ S E R V I C E _ S U M E R Y _ 5 	 B A R C O D E R E A D E R 	 U N L I M 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 O(uwQ	g_ݍeP-vKb_j(WN	(u6bzߎԚ_(u6b[sXhx
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0|vwO0NI{fYR0	 O(uwQ	g_ݍDdP4YvKb:g(WN}[7bzoNT(u7b؏[sƋagx
TGrOo`0SwO0NI{fYR0	 I2B#(1L-9IC
I!5%I-!2B#  9IC
I*2!2#*A2#LBI@7H-C+I#0@I2CI-!9%  v c a r d ,   *H  S M S ,   *H-5@!%,   /%/	 S i   e l   t e l .   d e l   u s u a r i o   t i e n e   u n a   c  m a r a   m a c r o ,   l o s   u s u a r i o s   p o d r  n   e s c a n e a r   e l   c  d i g o   d e   b a r r a   p a r a   r e c o n o c e r   l a   i n f o r m a c i  n   v c a r d ,   e n v i a r   S M S ,   e n v i a r   c o r r e o s   e l e c t r  n i c o s ,   e t c .   	 S I   l e   t  l  p h o n e   d e   l  u t i l i s a t e u r   p o s s  d e   u n   a p p a r e i l   p h o t o   m a c r o ,   l  u t i l i s a t e u r   p e u t   s c a n n e r   l e   c o d e      b a r r e s   p o u r   r e c o n n a  t r e   l e s   i n f o r m a t i o n s   v c a r d ,   e n v o y e r   d e s   S M S ,   d e s   E m a i l ,   e t c . 	 I s t   d a s   T e l e f o n   d e s   B e n u t z e r s   m i t   e i n e r   M a k r o k a m e r a   a u s g e s t a t t e t ,   k  n n e n   B e n u t z e r   d e n   B a r c o d e   s c a n n e n ,   u m   v C a r d - I n f o r m a t i o n e n   z u   e r k e n n e n ,   S M S   z u   s e n d e n ,   E - M a i l   z u   s e n d e n ,   e t c . 	 A;8  B5;5D>=  >1>@C4>20=  :0<5@>9  A  @568<><  <0:@>AJ5<:8,   ?>;L7>20B5;L  <>65B  A:0=8@>20BL  HB@8E- :>4K  4;O  ?>;CG5=8O  8=D>@<0F88  2878B=KE  :0@B>G5:,   >B?@02:8  S M S - A>>1I5=89,   A>>1I5=89  M;.   ?>GBK  8  B.   4. 	 S e   l a   f o t o c a m e r a   h a   l a   m a c r o ,      p o s s i b i l e   s c a n s i o n a r e   i   c o d i c i   a   b a r r e   p e r   r i c o n o s c e r e   l e   i n f o r m a z i o n i   v c a r d ,   i n v i a r e   s m s ,   e - m a i l ,   e c c . 	 '3*./'E  'D,H'D  0H  'D*5HJ1  'D/BJB  H  (9/  *-EJD  'D(1F'E,  'D71AJ  'D0('&F, 'DE3*./E  EECF  *-BJB  B'1'!)  'DE9DHE'*  'D(7'B)  'D4A1G  H  '13'D  'D13'&D  H  'D(1J/  'D'DC*1HFJ  'D.. 	 S e   o   t e l e f o n e   d o   u t i l i z a d o r   p o s s u i r   m a c r o - c  m a r a ,   o s   u t i l i z a d o r e s   p o d e r  o   l e r   o   c  d i g o   d e   b a r r a s   p a r a   r e c o n h e c e r   a   i n f o r m a   o   v c a r d ,   e n v i a r   S M S ,   e n v i a r   e - m a i l ,   e t c . 	 K u l l a n 1c 1l a r 1n   t e l e f o n u n d a   m a k r o   k a m e r a   v a r   i s e ,   k u l l a n 1c 1l a r   v k a r t   b i l g i l e r i n i   t a n 1m l a m a k ,   S M S   g  n d e r m e k ,   E - p o s t a   g  n d e r m e k ,   v s .   i  i n   b a r k o d u   t a r a y a b i l i r . 	 i n   t h o i   c    c h c   n n g   c h p   c   l y   g n ,   s a u   k h i   t i   p h n   m m   c n g   k h  c h   h  n g , k h  c h   h  n g   c  n   c    t h   t h c   h i n   c  c   c h c   n n g   t i n   n h n   d a n h   t h i p   b i  n   m    n h n   b i t ,   g i   t i n   n h n ,   t h   i n   t . 	 J i k a   t e l e p o n   p e n g g u n a   d i l e n g k a p i   k a m e r a   m a k r o ,   m a k a   p e n g g u n a   d a p a t   m e m i n d a i   k o d e   b a r i s   u n t u k   m e n g e n a l i   i n f o r m a s i   v c a r d ,   m e n g i r i m   S M S ,   m e n g i r i m   e m a i l ,   d l l . 	 J i k a   t e l e f o n   p e n g g u n a   d e n g a n   k a m e r a   m a k r o ,   p e n g g u n a   d a p a t   m e n g i m b a s   k o d   b a r   u n t u k   m e n g e n a l p a s t i   m a k l u m a t   v k a d ,   h a n t a r   S M S ,   h a n t a r   E - m e l ,   d l l . 	 /	&	?	  /	B		<	0	  	>	  +	K	(	  .	H		M	0	K	  	H	.	0	>	  8	G	  /	A		M	$	  9	H	,   $	K	  /	B		<	0	  5	@		>	0	M	!	  8	B		(	>	  	K	  *	9		>	(	(	G	,   S M S   -	G		(	G	,   	- .	G	2	  -	G		(	G	  	&	?	  	G	  2	?		  ,	>	0	  	K	!	  8	M		H	(	  	0	  8		$	>	  9	H	. 	 	 	 	 H a   a   f e l h a s z n  l    t e l e f o n j a   m a k r o f  n y k  p e z  s r e   a l k a l m a s   k a m e r  t   t a r t a l m a z ,   v o n a l k  d o t   t u d n a k   b e o l v a s n i   v c a r d   i n f o r m  c i  k   f e l i s m e r  s  h e z ,   S M S   k  l d  s h e z ,   e - m a i l e z  s h e z   s t b . 	 	 	 	 H e e f t   d e   t e l e f o o n   e e n   m a c r o c a m e r a ,   d a n   k u n t   u   e e n   s t r e e p j e s c o d e   s c a n n e n   v o o r   h e t   h e r k e n n e n   v a n   v c a r d - g e g e v e n s ,   o m   e e n   S M S   o f   e - m a i l   t e   v e r s t u r e n   e n z o v o o r t . 	 	 	 D a c   t e l e f o n u l   u t i l i z e a z   o   c a m e r   m a c r o ,   u t i l i z a t o r i i   p o t   s c a n a   c o d u l   d e   b a r e   p e n t r u   a   r e c u n o a _t e   i n f o r m a ci i l e   d e   p e   v c a r d ,   a   t r i m i t e   m e s a j e   S M S ,   m e s a j e   d e   e - m a i l   e t c . 	 	 	             ,                   v c a r d ,     S M S ,     " ,   ' 	 	 	 '1  *DAF  '1(1'F  (G  /H1(F  E'1H  E,G2  ('4/  E  *H'FF/  ('1/  1'  ,G*  4F'3'  '7D'9'*  v c a r d   '3F  FF/  S M S   '13'D  FF/  'ED  '13'D  FF/  H  :1G. 	 	 	 			  												  				  								  								  				,   													  			  			  							  			  							  				  					,   		. 		. 		  						,   					  						  							  				  						 	 	 	 

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.  	 '           ,     v c a r d             ,         ,       ,   . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I n d i e n   g e b r u i k e r s   s e   f o o n   ' n   m a k r o - k a m e r a   h e t ,   k a n   g e b r u i k e r s   s t r e p i e s k o d e   s k a n d e e r   o m   v k a a r t - i n l i g t i n g   t e   h e r k e n ,   S M S ' e   t e   s t u u r ,   e - p o s   t e   s t u u r ,   e n s . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 I f   u s e r s '   p h o n e   i s   w i t h   m a c r o   c a m e r a ,   u s e r s   c a n   s c a n   b a r   c o d e   t o   r e c o g n i z e   v c a r d   i n f o r m a t i o n ,   s e n d   S M S ,   s e n d   e m a i l ,   e t c . 	 	 	 	 			  												  						  					'   						  			,   						  														  							  				  								  				  				,   S M S ,   					  								  		  								  										  				  			  			  					  				  						 	 	 	 	 	 	 	 S e   o   t e l e f o n e   d o   u s u  r i o   t i v e r   c  m e r a   m a c r o ,   o   u s u  r i o   p o d e   f a z e r   a   v a r r e d u r a   d o   c  d i g o   d e   b a r r a s   p a r a   r e c o n h e c e r   a s   i n f o r m a   e s   d e   v c a r d ,   e n v i a r   S M S ,   e n v i a r   e - m a i l ,   e t c . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ I N D I A N _ C A L E N D A R 	 I N D I C A L 	 I C O N T E X T 	 I n d i a n   C a l e n d a r   m a i n   m e n u 	 P a n c h a n g a m 	 pS^f	 pS^S	 44-4@5"	 C a l e n d a r i o   h i n d  	 C a l e n d r i e r   i n d i e n 	 I n d i s c h e r   K a l e n d e r 	 =489A:89  :0;5=40@L	 C a l e n d a r i o   i n d i a n o 	 C'DF/1  GF/J)	 C a l e n d  r i o   i n d i a n o 	 H i n t   t a k v i m i   	 L c h   n   	 P a n c h a n g a m 	 K a l e n d a r   I n d i a 	 -	>	0	$	@	/	    	H	2	G		!	0		 	 	 	 I n d i a i   n a p t  r 	 	 	 	 I n d i s c h e   k a l e n d e r 	 	 	 C a l e n d a r u l   i n d i a n 	 	 	     	 	 -	>	0	$	@	/	  &	?	(	  &	0	M	6	?		>		 *BHE  GF/	 	 	   						  											  	 -
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	   	 I k h a l e n d a   l a m a - I n d i a n 	 I k h a l e n d a   y a s e - I n d i y a 	 K a l e n d a   y a   W a h i n d i 	 I n d i e s e   k a l e n d e r 	 I n d i ak a s   k a l e n d o r i u s 	 I n d i e au   k a l e n d r s 	 I n d i a   k a l e n d e r 	 @vdoaoav  axu	   	 C a l e n d a r u l   i n d i a n 	 
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 	 ->0$@_  M_>2G#M!0	 K a l e n d a r i   i n d i a n 	 						  										 	 	 	 	 	 P a n c h a n g a m 	 	 P a n c h a n g a m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ T I T H I 	 I N D I C A L 	 U N L I M 	 T i t h i 	 T i t h i : 	 Kbe	 ee	 #2"%0@-5"  T i t h i 	 D e t a l l e s   t i t h i 	 D  t a i l s   T i t h i 	 T i t h i - D e t a i l s 	 !2545=8O  >  B8BE8	 D e t t a g l i   T i t h i 	 *A'5JD  'D*HBJ*  'DBE1J	 D e t a l h e s   t i t h i 	 T i t h i   a y r 1n t 1l a r 1  	 T i t h i   c h i   t i t   	 T i t h i : 	 B u t i r a n   T i t h i 	 $	?	%	?	    5	?	5	0	#		 	 	 	 T i t h i   a d a t o k 	 	 	 	 T i t h i - d e t a i l s 	 	 	 D e t a l i i   t i t h i 	 	 	   T i t h i 	 	 $	?	%	@	  $	*	6	@	2		 ,2&'*  **G	 	 	   					  						 $
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	   	 I m i n i n i n g w a n e   y e - T i t h i 	 I i n k c u k a c h a   z e t i t h i 	 M a e l e z i   y a   T i t h i 	 T i t h i - b e s o n d e r h e d e 	 T i t h i   i as a m i a u 	 T i t h i   d e t a <a s 	 T i t h i    k s i k a s j a d 	 Ok}kk  tavata}ve	     ( )   	 D e t a l i i   t i t h i 	 $
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 
 S T R _ I N D I C A L _ F E S T I V A L S 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 I n d i a n   f e s t i v a l s 	 F e s t i v a l   l i s t 	 vaxQnU	 ^xQRh	 #2"2#@(2%	 L i s t a   d e   f e s t i v a l e s 	 L i s t e   d e   f  t e s 	 L i s t e   m i t   F e s t e n 	 !?8A>:  D5AB820;59	 E l e n c o   f e s t e 	 B'&E)  'D'-*A'D'*	 L i s t a   d e   f e s t i v a i s 	 F e s t i v a l   l i s t e s i   	 D a n h   s  c h   n g  y   l 	 D a f t a r   p e r a y a a n 	 S e n a r a i   f e s t i v a l 	 		$	M	8	5	  8	B		@		 	 	 	  n n e p l i s t a 	 	 	 	 F e s t i v a l l i j s t 	 	 	 L i s t   f e s t i v a l u r i 	 	 	   	 	 8	#	>			@	  8	B		@		 D3*  ,4FH'1G	 	 	   							  							 $
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	   	 U h l u   l w a m a f e s t i v a l i 	 U l u h l u   l o m b h i y o z o 	 O r o d h a   y a   t a m a d u n i 	 F e e s l y s 	 F e s t i v a l i s  s r a aa s 	 S v t k u   s a r a k s t s 	 F e s t i v a l i d e   l o e n d 	 Sa|axvvek  avo	   	 L i s t   f e s t i v a l u r i 	 	
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	 *0M,*0M,>#?  $>2?>  	 L i s t a   e   f e s t i v a l i t 	 						  							 	 	 	 	 	 L i s t a   d e   f e s t i v i d a d e s 	 	 L i s t a   d e   f e s t i v a i s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ O N S C R E E N _ I N D I A N 	 C a l e n d a r 	 T W O S T A T E 	 H i n d u 	 H i n d u 	 pS^	 pS^	 -4@5"	 H i n d  	 I n d i e n 	 I n d i s c h 	 =489A:89	 I n d i a n o 	 'D*BHJE  'DGF/J	 I n d i a n o 	 H i n t  e   	 n   	 H i n d u 	 I n d i a 	 -	>	0	$	@	/		 	 	 	 I n d i a i 	 	 	 	 I n d i s c h 	 	 	 I n d i a n 	 	 	 	 	 -	>	0	$	@	/		 GF/	 	 	   							 -
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	 	 I - I n d i a n 	 Y a s e - I n d i y a 	 K i h i n d i 	 I n d i e s 	 I n d i ak a s 	 i n d i e au 	 i n d i a 	 @vdoaoav	     	 I n d i a n 	 
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 	 ->0$@_  	 I n d i a n 	 							 	 	 	 	 	 H i n d  	 	 H i n d u 	 	 	 	 	 	 	 	 I n d i a r r a 	 I n d i a n 	 I n d i o 	 O n y e   I n d i a 	 I n d i a c h 
 
 S T R _ I N D I C A L _ R A V I W A R A 	 I N D I C A L 	 U N L I M 	 1 s t   d a y 	 R a v i v a a r 	 fge	 fge	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	  02820@	 R a v i w a r a 	 1'AJH'1'	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 0	5	?	5	>	0		 	 	 	 R a v i w a r a 	 	 	 	 R a v i w a r a 	 	 	 R a v i w a r a 	 	 	 R a v i w a r a 	 	 0	5	?	5	>	0		 1'H  H'1'	 	 	   							 0
5
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5
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	 	 	 





	 	 I - R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 La~k~aa	 	 R a v i w a r a 	 
>
/
0
M

 	 0,?,>0  	 R a v i w a r a 	 							 	 	 	 	 	 R a v i v a a r 	 	 R a v i w a r a 	 	 	 	 	 	 	 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 	 R a v i w a r a 
 
 S T R _ I N D I C A L _ S O M A V A R A 	 I N D I C A L 	 U N L I M 	 2 n d   d a y 	 S o m v a a r 	 fg N	 fg N	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 !><20@	 S o m v a r a 	 3HEA'1'	 S o m v a r a 	 S o m v a r a   	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 8	K	.	5	>	0		 	 	 	 S o m v a r a 	 	 	 	 S o m v a r a 	 	 	 S o m v a r a 	 	 	 S o m v a r a 	 	 8	K	.	5	>	0		 3HEH'1'	 	 	   							 8
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	 	 	 





  	 	 I - S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 Mxt~aa	 	 S o m v a r a 	 $
?

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3
M

 	 8K.,>0  	 S o m v a r a 	 							 	 	 	 	 	 S o m v a a r 	 	 S o m v a r a 	 	 	 	 	 	 	 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 	 S o m v a r a 
 
 S T R _ I N D I C A L _ M A N G A L V A R A 	 I N D I C A L 	 U N L I M 	 3 r d   d a y 	 M a n g a l v a a r 	 fgN	 fgN	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 0=30;L20@	 M a n g a l w a r a 	 E'F,'DH'1'	 M a n g a w a r a 	 M a n g a l w a r a   	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 .			2	5	>	0		 	 	 	 M a n g a l w a r a 	 	 	 	 M a n g a l w a r a 	 	 	 M a n g a l w a r a 	 	 	 M a n g a l w a r a 	 	 .			3	5	>	0		 E'F'D  H'1'	 	 	   									 .
p
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	 	 	 







	 	 I - M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 Davcal~aa	 	 M a n g a l w a r a 	 
J
5
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	 .M3,>0  	 M a n g a l w a r a 	 								 	 	 	 	 	 M a n g a l v a a r 	 	 M a n g a l w a r a 	 	 	 	 	 	 	 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 	 M a n g a l w a r a 
 
 S T R _ I N D I C A L _ B U D H A V A R A 	 I N D I C A L 	 U N L I M 	 4 t h   d a y 	 B u d h a v a a r 	 fg	N	 fg	N	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 	 C4E020@	 B u d h a w a r a 	 (H/G'H1'	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 	 ,	A	'	5	>	0		 	 	 	 B u d h a w a r a 	 	 	 	 B u d h a w a r a 	 	 	 B u d h a w a r a 	 	 	 B u d h a w a r a 	 	 ,	A	'	5	>	0		 (H/G'H'1'	 	 	   							 ,
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A
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 	 ,A',>0  	 B u d h a w a r a 	 							 	 	 	 	 	 B u d h a v a a r 	 	 B u d h a w a r a 	 	 	 	 	 	 	 	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 	 B u d h a w a r a 
 
 S T R _ I N D I C A L _ G U R U V A R A 	 I N D I C A L 	 U N L I M 	 5 t h   d a y 	 G u r u v a a r 	 fgV	 fgV	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 	 C@C20@	 G u r u w a r a 	 ,H1JH'1'	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 	 	A	0	B	5	>	0		 	 	 	 G u r u w a r a 	 	 	 	 G u r u w a r a 	 	 	 G u r u w a r a 	 	 	 G u r u w a r a 	 	 	A	0	A	5	>	0		 H1HH'1'	 	 	   								 
A
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M
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>
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
	 A0A,>0  	 G u r u w a r a 	 								 	 	 	 	 	 G u r u v a a r 	 	 G u r u w a r a 	 	 	 	 	 	 	 	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 	 G u r u w a r a 
 
 S T R _ I N D I C A L _ S U K R A V A R A 	 I N D I C A L 	 U N L I M 	 6 t h   d a y 	 S h u k r a v a a r 	 fgN	 fgN	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 	 (C:@20@	 S h u k r w a r a 	 4HC1H'1'	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 	 6	A		M	0	5	>	0		 	 	 	 S h u k r w a r a 	 	 	 	 S h u k r w a r a 	 	 	 S h u k r w a r a 	 	 	 S h u k r w a r a 	 	 6	A		M	0	5	>	0		 4H1H'1'	 	 	   								  	 6
A
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	 	 	 







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F
3
M
3
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	 6AM0,>0  	 S h u k r w a r a 	 									 	 	 	 	 	 S h u k r a v a a r 	 	 S h u k r w a r a 	 	 	 	 	 	 	 	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 	 S h u k r w a r a 
 
 S T R _ I N D I C A L _ S A N I V A R A 	 I N D I C A L 	 U N L I M 	 7 t h   d a y 	 S h a n i v a a r 	 fgmQ	 fgmQ	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 (0=820@	 S h a n i w a r a 	 4'FJH'1'	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 6	(	?	5	>	0		 	 	 	 S h a n i w a r a 	 	 	 	 S h a n i w a r a 	 	 	 S h a n i w a r a 	 	 	 S h a n i w a r a 	 	 6	(	?	5	>	0		 4'F  H'1'	 	 	   							 6
(
@
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0
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	 	 	 






	 	 I - S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 Gavk~aa	 	 S h a n i w a r a 	 6
(
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	 6(?,>0  	 S h a n i w a r a 	 							 	 	 	 	 	 S h a n i v a a r 	 	 S h a n i w a r a 	 	 	 	 	 	 	 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 	 S h a n i w a r a 
 
 S T R _ I N D I C A L _ C H A I T R A 	 I N D I C A L 	 U N L I M 	 1 s t   m o n t h 	 C h a i t r a 	 6R~Tg	 6R~T;g	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 '09B@0	 C h a i t r a 	 *4'J*1'	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 	H	$	M	0		 	 	 	 C h a i t r a 	 	 	 	 C h a i t r a 	 	 	 C h a i t r a 	 	 	 C h a i t r a 	 	 	H	$	M	0		 '*1'	 	 	   						 
G
$
0
	 	 	 




	 	 I - C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 Iaua	 	 C h a i t r a 	 
?

M


	 H$M0  	 C h a i t r a 	 	' 		 	 	 	 	 	 C h a i t r a 	 	 C h a i t r a 	 	 	 	 	 	 	 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 	 C h a i t r a 
 
 S T R _ I N D I C A L _ V A I S A K H A 	 I N D I C A L 	 U N L I M 	 2 n d   m o n t h 	 V a i s a k h a 	  T
IOg	  T
IOg	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 09A0:E	 V a i s a k h a 	 AJ2'.'	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 5	H	8	>			 	 	 	 V a i s a k h a 	 	 	 	 V a i s a k h a 	 	 	 V a i s a k h a 	 	 	 V a i s a k h a 	 	 5	H	8	>			 H'3''	 	 	   						 5
H
8
>

	 	 	 




	 	 I - V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 Nau}ama	 	 V a i s a k h a 	 
(
M
(
?
	 ,H6>  	 V a i s a k h a 	 					 	 	 	 	 	 V a i s a k h a 	 	 V a i s a k h a 	 	 	 	 	 	 	 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 	 V a i s a k h a 
 
 S T R _ I N D I C A L _ J Y A I S T H A 	 I N D I C A L 	 U N L I M 	 3 r d   m o n t h 	 J y a i s t h a 	 _tTg	 _tTg	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 6L5ABE0	 J y a i s t h a 	 ,J'3J2'	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 	M	/	H	7	M	 		 	 	 	 J y a i s t h a 	 	 	 	 J y a i s t h a 	 	 	 J y a i s t h a 	 	 	 J y a i s t h a 	 	 	M	/	G	7	M	 		 ,'3*'	 	 	   					  	 
G
 
	 	 	 






	 	 I - J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 Kkau}ia	 	 J y a i s t h a 	 $
A
2
>

	 M_K7M   	 J y a i s t h a 	 				 	 	 	 	 	 J y a i s t h a 	 	 J y a i s t h a 	 	 	 	 	 	 	 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 	 J y a i s t h a 
 
 S T R _ I N D I C A L _ A S A D H A 	 I N D I C A L 	 U N L I M 	 4 t h   m o n t h 	 A s a d h a 	 l|g	 l|g	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A04E0	 A s a d h a 	 "3/G'	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 	7	>	"	<		 	 	 	 A s a d h a 	 	 	 	 A s a d h a 	 	 	 A s a d h a 	 	 	 A s a d h a 	 	 	7	>	"		 "3'/G'	 	 	   				  	 9
9
!
<
	 	 	 



	 	 I - A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 1}adma	 	 A s a d h a 	 5
C
6
M

?


	 7>"  	 A s a d h a 	 					 	 	 	 	 	 A s a d h a 	 	 A s a d h a 	 	 	 	 	 	 	 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 	 A s a d h a 
 
 S T R _ I N D I C A L _ S R A V A N A 	 I N D I C A L 	 U N L I M 	 5 t h   m o n t h 	 S r a v a n a 	 [Obg	 lWObg	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 !@020=0	 S r a v a n a 	 31'A'F'	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 6	M	0	>	5	#		 	 	 	 S r a v a n a 	 	 	 	 S r a v a n a 	 	 	 S r a v a n a 	 	 	 S r a v a n a 	 	 6	M	0	>	5	#		 31'H'F'	 	 	   							 8
>
5
#
	 	 	 





	 	 I - S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 Ma~ava	 	 S r a v a n a 	 '
(
A
	 6M0>,#  	 S r a v a n a 	 					 	 	 	 	 	 S r a v a n a 	 	 S r a v a n a 	 	 	 	 	 	 	 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 	 S r a v a n a 
 
 S T R _ I N D I C A L _ B H A D R A P A D A 	 I N D I C A L 	 U N L I M 	 6 t h   m o n t h 	 B h a d r a p a d a 	 FZT=@g	 FZW@g	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 E04@0?040	 B h a d r a p a d a 	 (G/1'('/'	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 -	>	&	M	0	*	&		 	 	 	 B h a d r a p a d a 	 	 	 	 B h a d r a p a d a 	 	 	 B h a d r a p a d a 	 	 	 B h a d r a p a d a 	 	 -	>	&	M	0	*	&		 (G'/1'~'/'	 	 	   								 -
>
&
0
K

	 	 	 





	 	 I - B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 2madazada	 	 B h a d r a p a d a 	 .

0

	 ->&M0,  	 B h a d r a p a d a 	 				 	 	 	 	 	 B h a d r a p a d a 	 	 B h a d r a p a d a 	 	 	 	 	 	 	 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 	 B h a d r a p a d a 
 
 S T R _ I N D I C A L _ A S V I N A 	 I N D I C A L 	 U N L I M 	 7 t h   m o n t h 	 A s v i n a 	 ?l^g	 ?l^g	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A28=0	 A s v i n a 	 "3AJF'	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 	6	M	5	?	(		 	 	 	 A s v i n a 	 	 	 	 A s v i n a 	 	 	 A s v i n a 	 	 	 A s v i n a 	 	 	6	M	5	?	(		 "3HF'	 	 	   							 
8
B
p
	 	 	 





	 	 I - A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 1}~kva	 	 A s v i n a 	 
A

-

	 6M5?(  	 A s v i n a 	 					 	 	 	 	 	 A s v i n a 	 	 A s v i n a 	 	 	 	 	 	 	 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 	 A s v i n a 
 
 S T R _ I N D I C A L _ K A R T T I K A 	 I N D I C A L 	 U N L I M 	 8 t h   m o n t h 	 K a r t t i k a 	 LR^g	 LR^g	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 0@BB8:0	 K a r t t i k a 	 C'1*JC'	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 	>	0	M	$	?			 	 	 	 K a r t t i k a 	 	 	 	 K a r t t i k a 	 	 	 K a r t t i k a 	 	 	 K a r t t i k a 	 	 	>	0	M	$	?			 '1*'	 	 	   								 
$

	 	 	 






	 	 I - K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 ?akoa	 	 K a r t t i k a 	 .
@
(

	 >0M$M$?  	 K a r t t i k a 	 					 	 	 	 	 	 K a r t t i k a 	 	 K a r t t i k a 	 	 	 	 	 	 	 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 	 K a r t t i k a 
 
 S T R _ I N D I C A L _ M A R G A S I R S A 	 I N D I C A L 	 U N L I M 	 9 t h   m o n t h 	 M a r g a s i r s a 	 +g=OYg	 +g=OYWg	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 0@30A8@A0	 M a r g a s i r s a 	 E'1,'3J13'	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 .	>	0	M		6	@	0	M	7		 	 	 	 M a r g a s i r s a 	 	 	 	 M a r g a s i r s a 	 	 	 M a r g a s i r s a 	 	 	 M a r g a s i r s a 	 	 .	>	0	M		6	@	0	M	7		 E'1'313'	 	 	   											 .
q

0
	 	 	 











	 	 I - M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 M a r g a s i r s a 	 Daca}k}a	 	 M a r g a s i r s a 	 .
G


	 .>0M6?0  	 M a r g a s i r s a 	 					 	 	 	 	 	 M a r g a s i r s a 	 	 M a r g a s i r s a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ P A U S A 	 I N D I C A L 	 U N L I M 	 1 0 t h   m o n t h 	 P a u s a 	 1Xlg	 blg	 P a u s a 	 P a u s a 	 P a u s a 	 P a u s a 	 0CA0	 P a u s a 	 (H0'	 P a u s a 	 P a u s a 	 P a u s a 	 P a u s a 	 P a u s a 	 *	L	7		 	 	 	 P a u s a 	 	 	 	 P a u s a 	 	 	 P a u s a 	 	 	 P a u s a 	 	 *	L	7		 ~'H3'	 	 	   				 *
K
9
	 	 	 





	 	 I - P a u s a 	 P a u s a 	 P a u s a 	 P a u s a 	 P a u s a 	 P a u s a 	 P a u s a 	 Jax}a	 	 P a u s a 	 

5

	 *L7  	 P a u s a 	 				 	 	 	 	 	 P a u s a 	 	 P a u s a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ M A G H A 	 I N D I C A L 	 U N L I M 	 1 1 t h   m o n t h 	 M a g h a 	 xg	 xg	 M a g h a 	 M a g h a 	 M a g h a 	 M a g h a 	 03E0	 M a g h a 	 E':'	 M a g h a 	 M a g h a 	 M a g h a 	 M a g h a 	 M a g h a 	 .	>			 	 	 	 M a g h a 	 	 	 	 M a g h a 	 	 	 M a g h a 	 	 	 M a g h a 	 	 .	>			 E''	 	 	   				 .
>

	 	 	 


	 	 I - M a g h a 	 M a g h a 	 M a g h a 	 M a g h a 	 M a g h a 	 M a g h a 	 M a g h a 	 Dara	 	 M a g h a 	 .
?
%
A
(

	 .>  	 M a g h a 	 				 	 	 	 	 	 M a g h a 	 	 M a g h a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ P H A L G U N A 	 I N D I C A L 	 U N L I M 	 1 2 t h   m o n t h 	 P h a l g u n a 	 Rzbg	 Rzbg	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 E0;L3C=0	 P h a l g u n a 	 A'D,HF'	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 +	>	2	M		A	(		 	 	 	 P h a l g u n a 	 	 	 	 P h a l g u n a 	 	 	 P h a l g u n a 	 	 	 P h a l g u n a 	 	 +	>	2	M		B	(		 A'DHF'	 	 	   								 +

q
#
	 	 	 







	 	 I - P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 P h a l g u n a 	 Valcxva	 	 P h a l g u n a 	 
0
M

 
M

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
	 +>2M A(  	 P h a l g u n a 	 						 	 	 	 	 	 P h a l g u n a 	 	 P h a l g u n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ P R A T H M A 	 I N D I C A L 	 U N L I M 	 1 s t 	 P r a t h m a 	 ,{ N	 ,{ N	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 @0BE<0	 P r a t h m a 	 (1'2E'	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 *	M	0	%	.	>		 	 	 	 P r a t h m a 	 	 	 	 P r a t h m a 	 	 	 P r a t h m a 	 	 	 P r a t h m a 	 	 *	M	0	$	?	*	&	>		 ~1'*E'	 	 	   						 *
M
0
%
.
	 	 	 






	 	 I - P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 P r a t h m a 	 Jaita	 	 P r a t h m a 	 *
M
0
%
.

	 *M0%.>  	 P r a t h m a 	 							 	 	 	 	 	 P r a t h m a 	 	 P r a t h m a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ D V I T I Y A 	 I N D I C A L 	 U N L I M 	 2 n d 	 D w i t i y a 	 ,{N	 ,{N	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 28B8O	 D w i t i y a 	 /HJ*J'	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 &	M	5	?	$	@	/	>		 	 	 	 D w i t i y a 	 	 	 	 D w i t i y a 	 	 	 D w i t i y a 	 	 	 D w i t i y a 	 	 &	M	5	?	$	@	/	>		 /H*'	 	 	   								 &
5
?
$
@

	 	 	 






	 	 I - D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 4~kkua	 	 D w i t i y a 	 &
M
5
?
$
@
/

	 &M5?$?_>  	 D w i t i y a 	 									 	 	 	 	 	 D w i t i y a 	 	 D w i t i y a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ K R I S H A N A _ P A K S H A 	 I N D I C A L 	 U N L I M 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 ўg	 ўg	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 @8H=0  0:H0	 K r i s h a n a   P a k s h a 	 C1J4'F'  ('C4'	 K r i s h n a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 	C	7	M	#	  *		M	7		 	 	 	 K r i s h a n a   P a k s h a 	 	 	 	 K r i s h a n a   P a k s h a 	 	 	 K r i s h a n a   P a k s h a 	 	 	 K r i s h a n a   P a k s h a 	 	 	C	7	M	#	  *		M	7		 14'F'  ~'4'	 	 	   					  					 
M
0
?
6
(
  *

6
>
	 	 	 







  



	   	 I - K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 K r i s h a n a   P a k s h a 	 ?kwava  Jaowa	   	 K r i s h a n a   P a k s h a 	 
C
7
M
#
*

M
7

	 C7M#  *M7  	 K r i s h a n a   P a k s h a 	 					  					 	 	 	 	 	 K r i s h n a 	 	 K r i s h a n a   P a k s h a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ S H U K L A _ P A K S H A 	 I N D I C A L 	 U N L I M 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 }vg	 }vg	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 (C:;0  0:H0	 S h u k l a   P a k s h a 	 4HCD'  ('C4'	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 6	A		M	2	  *		M	7		 	 	 	 S h u k l a   P a k s h a 	 	 	 	 S h u k l a   P a k s h a 	 	 	 S h u k l a   P a k s h a 	 	 	 S h u k l a   P a k s h a 	 	 6	A		M	2	  *		M	7		 4HD'  ~'4'	 	 	   					  					 6
A

2
>
  *

6
>
	 	 	 




  



	   	 I - S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 S h u k l a   P a k s h a 	 Gxola  Jaowa	   	 S h u k l a   P a k s h a 	 6
A

M
2
*

M
7

	 6AM3  *M7  	 S h u k l a   P a k s h a 	 					  					 	 	 	 	 	 S h u k l a 	 	 S h u k l a   P a k s h a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ E K A M 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 s t   d a y 	 E k a m 	 ,{ N)Y	 ,{ N)Y	 E k a m 	 E k a m 	 E k a m 	 E k a m 	 :0<	 E k a m 	 %JC'E	 E k a m 	 E k a m 	 E k a m 	 E k a m 	 E k a m 	 		.	M		 	 	 	 E k a m 	 	 	 	 E k a m 	 	 	 E k a m 	 	 	 E k a m 	 	 		.		 ''E	 	 	   				 

>
.
	 	 	 


	 	 I - E k a m 	 E k a m 	 E k a m 	 E k a m 	 E k a m 	 E k a m 	 E k a m 	 7oat	 	 E k a m 	 *
M
0
$
?
*
&

	 >.  	 E k a m 	 					 	 	 	 	 	 E k a m 	 	 E k a m 
 
 S T R _ I N D I C A L _ D W I T I Y A 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 2 n d   d a y 	 D w i t i y a 	 ,{N)Y	 ,{N)Y	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 28B8O	 D w i t i y a 	 /HJ*J'	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 &	M	5	?	$	@	/	>		 	 	 	 D w i t i y a 	 	 	 	 D w i t i y a 	 	 	 D w i t i y a 	 	 	 D w i t i y a 	 	 &	M	5	?	$	@	/	>		 /H*'	 	 	   								 &
5
?
$
@

	 	 	 






	 	 I - D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 D w i t i y a 	 4~kkua	 	 D w i t i y a 	 &
M
5
?
$
@
/
	 &M5?$?_>  	 D w i t i y a 	 									 	 	 	 	 	 D w i t i y a 	 	 D w i t i y a 
 
 S T R _ I N D I C A L _ T R I T I Y A 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 3 r d   d a y 	 T r i t i y a 	 ,{	N)Y	 ,{	N)Y	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 "@8B8O	 T r i t i y a 	 *1J*J'	 T r t i y a 	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 $	C	$	@	/	>		 	 	 	 T r i t i y a 	 	 	 	 T r i t i y a 	 	 	 T r i t i y a 	 	 	 T r i t i y a 	 	 $	C	$	@	/		 *1*'	 	 	   						 $
M
0
?
$
@

	 	 	 






	 	 I - T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 T r i t i y a 	 Okkua	 	 T r i t i y a 	 $
C
$
@
/
	 $C$?_>  	 T r i t i y a 	 							 	 	 	 	 	 T r i t i y a 	 	 T r i t i y a 
 
 S T R _ I N D I C A L _ C H A T U R T H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 4 t h   d a y 	 C h a t u r t h i 	 ,{V)Y	 ,{V)Y	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 '0BC@BE8	 C h a t u r t h i 	 *4'*H1+J	 C h a r t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 	$	A	0	M	%	@		 	 	 	 C h a t u r t h i 	 	 	 	 C h a t u r t h i 	 	 	 C h a t u r t h i 	 	 	 C h a t u r t h i 	 	 	$	A	0	M	%	@		 '*H1*	 	 	   								 
$
A
0
%
@
	 	 	 






	 	 I - C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 C h a t u r t h i 	 Iaxk	 	 C h a t u r t h i 	 
$
A
0
M

 $
M
%
?
	 $A0M%?  	 C h a t u r t h i 	 								 	 	 	 	 	 C h a t u r t h i 	 	 C h a t u r t h i 
 
 S T R _ I N D I C A L _ P A N C H A M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 5 t h   d a y 	 P a n c h a m i 	 ,{N)Y	 ,{N)Y	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 0=G0<8	 P a n c h a m i 	 ('F*4'EJ	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 *			.	@		 	 	 	 P a n c h a m i 	 	 	 	 P a n c h a m i 	 	 	 P a n c h a m i 	 	 	 P a n c h a m i 	 	 *			.	@		 ~'F'E	 	 	   							 *
p

.
@
	 	 	 




	 	 I - P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 P a n c h a m i 	 Javyatk	 	 P a n c h a m i 	 *

M

.
?
	 *M.?  	 P a n c h a m i 	 							 	 	 	 	 	 P a n c h a m i 	 	 P a n c h a m i 
 
 S T R _ I N D I C A L _ S A S T H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 6 t h   d a y 	 S h a s t h i 	 ,{mQ)Y	 ,{mQ)Y	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 (0ABE8	 S h a s t h i 	 4'3+J	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 7	7	M	 	@		 	 	 	 S h a s t h i 	 	 	 	 S h a s t h i 	 	 	 S h a s t h i 	 	 	 S h a s t h i 	 	 7	7	M		@		 4'3*	 	 	   						 6
>
8
%
@
	 	 	 




	 	 I - S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 S h a s t h i 	 Ga}k	 	 S h a s t h i 	 7
7
M
 
?
	 77M ?  	 S h a s t h i 	 						 	 	 	 	 	 S h a s t h i 	 	 S h a s t h i 
 
 S T R _ I N D I C A L _ S A P T A M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 7 t h   d a y 	 S a p t a m i 	 ,{N)Y	 ,{N)Y	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 !0?B0<8	 S a p t a m i 	 3'(*'EJ	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 8	*	M	$	.	@		 	 	 	 S a p t a m i 	 	 	 	 S a p t a m i 	 	 	 S a p t a m i 	 	 	 S a p t a m i 	 	 8	*	M	$	.	@		 3'~*'E	 	 	   							 8
*
$
.
@
	 	 	 





	 	 I - S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 S a p t a m i 	 Mazatk	 	 S a p t a m i 	 8
*
M
$
.
?
	 8*M$.?  	 S a p t a m i 	 							 	 	 	 	 	 S a p t a m i 	 	 S a p t a m i 
 
 S T R _ I N D I C A L _ A S T H A M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 8 t h   d a y 	 A s h t a m i 	 ,{kQ)Y	 ,{kQ)Y	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 HB0<8	 A s h t a m i 	 #4*'EJ	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 	7	M		.	@		 	 	 	 A s h t a m i 	 	 	 	 A s h t a m i 	 	 	 A s h t a m i 	 	 	 A s h t a m i 	 	 	7	M		.	@		 "4*'E	 	 	   							 
6

.
@
	 	 	 





	 	 I - A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 A s h t a m i 	 1watk	 	 A s h t a m i 	 
7
M

.
?
	 7M.?  	 A s h t a m i 	 							 	 	 	 	 	 A s h t a m i 	 	 A s h t a m i 
 
 S T R _ I N D I C A L _ N A V M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 9 t h   d a y 	 N a v m i 	 ,{]N)Y	 ,{]N)Y	 N a v m i 	 N a v m i 	 N a v m i 	 N a v m i 	 02<8	 N a v m i 	 F'AEJ	 N a v m i 	 N a v m i 	 N a v m i 	 N a v m i 	 N a v m i 	 (	5	.	@		 	 	 	 N a v m i 	 	 	 	 N a v m i 	 	 	 N a v m i 	 	 	 N a v m i 	 	 (	5	.	@		 F'HE	 	 	   					 (
L
.
@
	 	 	 



	 	 I - N a v m i 	 N a v m i 	 N a v m i 	 N a v m i 	 N a v m i 	 N a v m i 	 N a v m i 	 Fa~tk	 	 N a v m i 	 (
5
.
?
	 (,.?  	 N a v m i 	 					 	 	 	 	 	 N a v m i 	 	 N a v m i 
 
 S T R _ I N D I C A L _ D A S H M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 0 t h   d a y 	 D a s h a m i 	 ,{AS)Y	 ,{AS)Y	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 0H0<8	 D a s h a m i 	 /'4'EJ	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 &	6	.	@		 	 	 	 D a s h a m i 	 	 	 	 D a s h a m i 	 	 	 D a s h a m i 	 	 	 D a s h a m i 	 	 &	6	.	@		 /'4'E	 	 	   					 &
6
.
@
	 	 	 



	 	 I - D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 D a s h a m i 	 4awatk	 	 D a s h a m i 	 &
6
.
?
	 &6.?  	 D a s h a m i 	 					 	 	 	 	 	 D a s h a m i 	 	 D a s h a m i 
 
 S T R _ I N D I C A L _ E K A D A S H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 1 t h   d a y 	 E k a d a s h i 	 ,{AS N)Y	 ,{AS N)Y	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 :040H8	 E k a d a s h i 	 %JC'/'4J	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 		>	&	6	@		 	 	 	 E k a d a s h i 	 	 	 	 E k a d a s h i 	 	 	 E k a d a s h i 	 	 	 E k a d a s h i 	 	 		>	&	6	@		 ''/'4	 	 	   							 

>
&
6
@
	 	 	 





	 	 I - E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 E k a d a s h i 	 7oadawk	 	 E k a d a s h i 	 

>

 &
6
?
	 >&6?  	 E k a d a s h i 	 							 	 	 	 	 	 E k a d a s h i 	 	 E k a d a s h i 
 
 S T R _ I N D I C A L _ D W A D A S H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 2   t h   d a y 	 D w a d a s h i 	 ,{ASN)Y	 ,{ASN)Y	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 2040H8	 D w a d a s h i 	 /H'/'4J	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 &	M	5	>	&	6	@		 	 	 	 D w a d a s h i 	 	 	 	 D w a d a s h i 	 	 	 D w a d a s h i 	 	 	 D w a d a s h i 	 	 &	M	5	>	&	6	@		 /H'/'4	 	 	   								 &
5
>
&
6
@
	 	 	 






	 	 I - D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 D w a d a s h i 	 4~adawk	 	 D w a d a s h i 	 &
M
5
>
&
6
?
	 &M5>&6?  	 D w a d a s h i 	 								 	 	 	 	 	 D w a d a s h i 	 	 D w a d a s h i 
 
 S T R _ I N D I C A L _ T R A Y O D A S H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 3   t h   d a y 	 T r a y o d a s h i 	 ,{AS	N)Y	 ,{AS	N)Y	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 "@09>40H8	 T r a y o d a s h i 	 *1'JH/'4J	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 $	M	0	M	/	K	&	6	@		 	 	 	 T r a y o d a s h i 	 	 	 	 T r a y o d a s h i 	 	 	 T r a y o d a s h i 	 	 	 T r a y o d a s h i 	 	 $	M	0	/	K	&	6	@		 *1'H/'4	 	 	   									 $
0
?
	
&
6
@
	 	 	 








	 	 I - T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 T r a y o d a s h i 	 Oauxdawk	 	 T r a y o d a s h i 	 $
M
0
/
K
&
6
?
	 $M0_&6?  	 T r a y o d a s h i 	 											 	 	 	 	 	 T r a y o d a s h i 	 	 T r a y o d a s h i 
 
 S T R _ I N D I C A L _ C H A T U R D A S H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 4   t h   d a y 	 C h a t u r d a s h i 	 ,{ASV)Y	 ,{ASV)Y	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 '0BC@40H8	 C h a t u r d a s h i 	 *4'*H1/'4J	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 	$	A	0	M	&	6	@		 	 	 	 C h a t u r d a s h i 	 	 	 	 C h a t u r d a s h i 	 	 	 C h a t u r d a s h i 	 	 	 C h a t u r d a s h i 	 	 	$	A	0	M	&	6	@		 '*H1/'4	 	 	   									 
$
A
0
&
6
@
	 	 	 







	 	 I - C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 C h a t u r d a s h i 	 Iaxdawk	 	 C h a t u r d a s h i 	 
$
A
0
M
&
6
?
	 $A0M&6?  	 C h a t u r d a s h i 	 									 	 	 	 	 	 C h a t u r d a s h i 	 	 C h a t u r d a s h i 
 
 S T R _ I N D I C A L _ P U R A N M A S I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 5   d a y   o f   S h u k a l   P a k s h a 	 P u r a n m a s i 	 ng	 ng	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 C@0=<0A8	 P u r a n m a s i 	 (H1'FE'3J	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 *	B	0	M	#	.	>	8	@		 	 	 	 P u r a n m a s i 	 	 	 	 P u r a n m a s i 	 	 	 P u r a n m a s i 	 	 	 P u r a n m a s i 	 	 *	L	0	M	#	?	.	>		 ~H1'FE'3	 	 	   									 *
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	 	 	 







	 	 I - P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 P u r a n m a s i 	 Jxavta}k	 	 P u r a n m a s i 	 5
F
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	 *B0M#M#.>8?  	 P u r a n m a s i 	 									 	 	 	 	 	 P u r a n m a s i 	 	 P u r a n m a s i 
 
 S T R _ I N D I C A L _ A M A V A S Y A 	 I N D I C A L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 5   d a y   o f   K r i s h a n   P a k s h a 	 A m a v a s y a 	 eg	 eg	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 <020ALO	 A m a v a s y a 	 "E'A'3J'	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 	.	>	5	8	M	/	>		 	 	 	 A m a v a s y a 	 	 	 	 A m a v a s y a 	 	 	 A m a v a s y a 	 	 	 A m a v a s y a 	 	 	.	>	5	>	8	M	/	>		 "E'H'3'	 	 	   									 8
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	 	 I - A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 A m a v a s y a 	 1ta~a}ua	 	 A m a v a s y a 	 
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 
 S T R _ I N D I C A L _ G U R U _ G O V I N D _ S I N G H _ J A Y A N T I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 Tӌ_<h
N+^	 T[_<h
N^ދue	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r    G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 C@C  >28=4  !8=3E  460O=B8	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 ,H1H  ,H(JF/  3JF:  ,'J'F*J	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 	A	0	B	  	K	5	?	(	M	&	  8	?		9	  	/		$	@		 	 	 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 	 	 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 	 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 	 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 	 	A	0	A	  	K	5	?		&	  8	?			  	/		$	@		 H1H  HHF/  3F  ,''F*	 	 	   				  							  			  							 
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	       	 I - G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 3xx  3x~kvd  Mkvcm  Kauavk	       	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 
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	 A0A  K,?(M&  8?9  _(M$?  	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 				  							  			  							 	 	 	 	 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 	 G u r u   G o v i n d   S i n g h   J a y a n t i 
 
 S T R _ I N D I C A L _ L O H R I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 L o h r i 	 L o h r i 	 P6emy	 kpb	 L o h r i 	 L o h r i 	 L o h r i 	 L o h r i 	 >@8	 L o h r i 	 DHG1J	 L o h r i 	 L o h r i 	 L o h r i 	 L o h r i 	 L o h r i 	 2	K	9	!	<	@		 	 	 	 L o h r i 	 	 	 	 L o h r i 	 	 	 L o h r i 	 	 	 L o h r i 	 	 2	K	9	!	@		 DG1	 	 	   						 2
9
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	 	 I - L o h r i 	 L o h r i 	 L o h r i 	 L o h r i 	 L o h r i 	 L o h r i 	 L o h r i 	 <xpk	 	 L o h r i 	 2
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 
 S T R _ I N D I C A L _ M A K A R _ S A K R A N T I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 W{{	 Θ]{	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 0:0@  !0:@0=B8	 M a k a r   S a k r a n t i 	 E'C'1  3'C1'F*J	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 .		0	  8			M	0	>	(	M	$	?		 	 	 	 M a k a r   S a k r a n t i 	 	 	 	 M a k a r   S a k r a n t i 	 	 	 M a k a r   S a k r a n t i 	 	 	 M a k a r   S a k r a n t i 	 	 .		0	  8			M	0	>		$	?		 E''1  3'1'F*	 	 	   			  											 .

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	   	 I - M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 M a k a r   S a k r a n t i 	 Daoa  Maoavk	   	 M a k a r   S a k r a n t i 	 .

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	 .0  8M0>(M$?  	 M a k a r   S a k r a n t i 	 			  											 	 	 	 	 	 M a k a r   S a k r a n t i 	 	 M a k a r   S a k r a n t i 
 
 S T R _ I N D I C A L _ B A I S H A K H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 B a i s a k h i 	 B a i s a k h i 	 IQf{	 IQf	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 08A0:E8	 B a i s a k h i 	 (J3'.J	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 ,	H	8	>		@		 	 	 	 B a i s a k h i 	 	 	 	 B a i s a k h i 	 	 	 B a i s a k h i 	 	 	 B a i s a k h i 	 	 ,	H	8	>		@		 ('3'	 	 	   							 5
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	 	 I - B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 B a i s a k h i 	 2au}amk	 	 B a i s a k h i 	 5
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 
 S T R _ I N D I C A L _ B A S A N T _ P A N C H M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h a m i 	 %fe{	 %fe	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 0A0=  0=G<8	 B a s a n t   P a n c h m i 	 ('2'F*  ('F*4JEJ	 B a s a n t   P a n c h a m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 ,	8		$	  *			.	@		 	 	 	 B a s a n t   P a n c h m i 	 	 	 	 B a s a n t   P a n c h m i 	 	 	 B a s a n t   P a n c h m i 	 	 	 B a s a n t   P a n c h m i 	 	 5	8		$	  *			.	@		 ('3'F*  ~'FE	 	 	   					  							 ,
8
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  




	   	 I - B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 B a s a n t   P a n c h m i 	 2a}av  Javytk	   	 B a s a n t   P a n c h m i 	 5
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.
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	 ,8(M$  *M.?  	 B a s a n t   P a n c h m i 	 					  									 	 	 	 	 	 B a s a n t   P a n c h a m i 	 	 B a s a n t   P a n c h m i 
 
 S T R _ I N D I C A L _ M A H A S H I V _ R A T R I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 M a h a s h i v   R a t r i 	 M a h a s h i v r a t r i 	 oFZ^y{	 nFZ^y	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 0E0H82@0B8	 M a h a s h i v r a t r i 	 E'G4JA1'*1J	 M a h a s h i v r a t i 	 M a h a s h i v r a t r i 	 M a h a s h i v   R a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 .	9	>	6	?	5	0	>	$	M	0	?		 	 	 	 M a h a s h i v r a t r i 	 	 	 	 M a h a s h i v r a t r i 	 	 	 M a h a s h i v r a t r i 	 	 	 M a h a s h i v r a t r i 	 	 .	9	>	6	?	5	0	>	$	M	0	@		 E'G'4H1'*1	 	 	   													 .
9
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	 	 	 











	 	 I - M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 M a h a s h i v r a t r i 	 Dapawk~ak	 	 M a h a s h i v r a t r i 	 .
9
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	 .9>6?,0>$M0?  	 M a h a s h i v r a t r i 	 													 	 	 	 	 	 M a h a s h i v r a t r i 	 	 M a h a s h i v r a t r i 
 
 S T R _ I N D I C A L _ H O L I K A _ D E H A N 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 qqPRaS	 ̑aS	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 %0;8:0  0E0=	 H o l i k a   D a h a n 	 GHDJC'  /'G'F	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 9	K	2	?		>	  &	9	(		 	 	 	 H o l i k a   D a h a n 	 	 	 	 H o l i k a   D a h a n 	 	 	 H o l i k a   D a h a n 	 	 	 H o l i k a   D a h a n 	 	 9	K	2	?		>	  &	9	(		 GHD'  /'G'F	 	 	   						  				 9
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	 	 	 





  


	     	 I - H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 H o l i k a   D a h a n 	 @xlkoa  4apav	   	 H o l i k a   D a h a n 	 9
K
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9
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 	 9K2?  &9(  	 H o l i k a   D a h a n 	 					  				 	 	 	 	 	 H o l i k a   D a h a n 	 	 H o l i k a   D a h a n 
 
 S T R _ I N D I C A L _ H O L I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 H o l i 	 H o l i 	 \OP6e{	 m~	 H o l i 	 H o l i 	 H o l i 	 H o l i 	 %>;8	 H o l i 	 GHDJ	 H o l l 	 H o l i 	 H o l i 	 H o l i 	 H o l i 	 9	K	2	@		 	 	 	 H o l i 	 	 	 	 H o l i 	 	 	 H o l i 	 	 	 H o l i 	 	 9	K	3	@		 GHD	 	 	   					 9
K
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	 	 	 



	 	 I - H o l i 	 H o l i 	 H o l i 	 H o l i 	 H o l i 	 H o l i 	 H o l i 	 @xlk	 	 H o l i 	 9
K
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	 9K2?  	 H o l i 	 							 	 	 	 	 	 H o l i 	 	 H o l i 
 
 S T R _ I N D I C A L _ N A V _ V A R S H A 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 N a v   V a r s h a 	 N a v   V a r s h a 	 ]NYmy	 ]NY	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 02  0@H0	 N a v   V a r s h a 	 F'A  A'14'	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 (	5	  5	0	M	7		 	 	 	 N a v   V a r s h a 	 	 	 	 N a v   V a r s h a 	 	 	 N a v   V a r s h a 	 	 	 N a v   V a r s h a 	 	 (	5	  5	0	M	7		 F'H  H'14'	 	 	   							 (
5
  5
0
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	 	 	 

  



	   	 I - N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 N a v   V a r s h a 	 Fa~  Nawa	   	 N a v   V a r s h a 	 *
A
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 7

	 (,  ,0M7  	 N a v   V a r s h a 	 							 	 	 	 	 	 N a v   V a r s h a 	 	 N a v   V a r s h a 
 
 S T R _ I N D I C A L _ R A K S H A _ B A N D H A N 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 DQY{	 DQY	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	  0:H0  0=4E0=	 R a k s h a   B a n d h a n 	 1'C4'  ('F/G'F	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 0		M	7	>	  ,		'	(		 	 	 	 R a k s h a   B a n d h a n 	 	 	 	 R a k s h a   B a n d h a n 	 	 	 R a k s h a   B a n d h a n 	 	 	 R a k s h a   B a n d h a n 	 	 0		M	7	>	  ,		'	(		 1'4'  (F/G'F	 	 	   				  						 0
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	   	 I - R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 R a k s h a   B a n d h a n 	 Laowa  2avdpav	   	 R a k s h a   B a n d h a n 	 0
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M

 	 0M7>  ,(M'(  	 R a k s h a   B a n d h a n 	 					  						 	 	 	 	 	 R a k s h a   B a n d h a n 	 	 R a k s h a   B a n d h a n 
 
 S T R _ I N D I C A L _ J A N M A S T M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 OX[^y	 KQ)R{^yދue	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 60=<0HB0<8	 J a n m a s h t a m i 	 ,'FE'4*'EJ	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 	(	M	.	>	7	M		.	@		 	 	 	 J a n m a s h t a m i 	 	 	 	 J a n m a s h t a m i 	 	 	 J a n m a s h t a m i 	 	 	 J a n m a s h t a m i 	 	 	(	M	.	>	7	M	 	.	@		 ,'FE'4*'E	 	 	   											 
(
.
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.
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	 	 	 









	 	 I - J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 J a n m a s h t a m i 	 Kavtawatk	 	 J a n m a s h t a m i 	 
(
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7
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	 (M.>7M.?  	 J a n m a s h t a m i 	 											 	 	 	 	 	 J a n m a s h t a m i 	 	 J a n m a s h t a m i 
 
 S T R _ I N D I C A L _ N A W M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 M a h a   N a v m i 	 M a h a   N a v m i 	 R)R{	 lT~	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 0E0  02<8	 M a h a   N a v m i 	 E'G'  F'AEJ	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 .	9	>	  (	5	.	@		 	 	 	 M a h a   N a v m i 	 	 	 	 M a h a   N a v m i 	 	 	 M a h a   N a v m i 	 	 	 M a h a   N a v m i 	 	 .	9	>	  (	5	.	@		 E'G'  F'HE	 	 	   			  					 .
9
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	 	 	 


  



	   	 I - M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 M a h a   N a v m i 	 Dapa  Fa~tk	   	 M a h a   N a v m i 	 .
9
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.
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	 .9>  (,.?  	 M a h a   N a v m i 	 			  					 	 	 	 	 	 M a h a   N a v m i 	 	 M a h a   N a v m i 
 
 S T R _ I N D I C A L _ D A S H E H R A 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 D a s h e h r a 	 D a s h e h r a 	 0bR`N{	 AS܀	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 0H5E@0	 D a s h e h r a 	 /'4JG1'	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 &	6	9	0	>		 	 	 	 D a s h e h r a 	 	 	 	 D a s h e h r a 	 	 	 D a s h e h r a 	 	 	 D a s h e h r a 	 	 &	8	0	>		 /'4G1'	 	 	   						 &
8
9
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0
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	 	 	 




	 	 I - D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 D a s h e h r a 	 4awepa	 	 D a s h e h r a 	 &
8
1
	 &690>  	 D a s h e h r a 	 						 	 	 	 	 	 D a s h e h r a 	 	 D a s h e h r a 
 
 S T R _ I N D I C A L _ D E E P A W A L I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 D e e p a w a l i 	 D e e p a w a l i 	 q{	 op	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 55?020;8	 D e e p a w a l i 	 /J('H'DJ	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a v a l i 	 &	@	*	>	5	2	@		 	 	 	 D e e p a w a l i 	 	 	 	 D e e p a w a l i 	 	 	 D e e p a w a l i 	 	 	 D e e p a w a l i 	 	 &	?	5	>	3	@		 /~'H'D	 	 	   								 &
@
*
>
5
0
@
	 	 	 






	 	 I - D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 D e e p a w a l i 	 4ka~alk	 	 D e e p a w a l i 	 &
@
*
>
5
2
?
	 &@*>,3?  	 D e e p a w a l i 	 								 	 	 	 	 	 D e e p a w a l i 	 	 D e e p a w a l i 
 
 S T R _ I N D I C A L _ G U R U _ G O V I N D _ S I N G H _ J A Y A N T I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 G u r u   G o v i n d   S i n g h   J a y a n t i 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 
\+KQYe|vU\ui͑vTӌ_<h
N+^v0N^zN+KQYev0bX|^y&NO+KQYe|vU\b NPb_nfvX[ON0	 [!KQYeSU\g͑vT[_<h
N^vދue0N^zN!KQYevbX|^yv^O!KQYeSU\b N*Nb_nfvZW[ON0	 '1@4-  G u r u   G o b i n d   S i n g h   j i   9I6H!52*31
C2#12'2!@
7H-2(2*24L    @2*#I25HI-1#5H
H'"'4'122#42"4LC+I@G(2*25H!5'41"A%0!5'2!1ICAH'AH	 C u m p l e a  o s   d e l   G u r    G o b i n d   S i n g h   j i ,   q u i e n   d e s e m p e     u n   p a p e l   i m p o r t a n t e   e n   e l   d e s a r r o l l o   d e   l a   f e   S i k h .   C r e    u n a   h e r m a n d a d   g u e r r e r a   q u e   h i z o   e v o l u c i o n a r   e l   S i k h i s m o   h a c i a   u n a   d i s c i p l i n a   y   d e t e r m i n    l a   r e l i g i  n . 	 L  a n n i v e r s a i r e   d u   G o u r o u   G o b i n d   S i n g h   j i ,   q u i   a   j o u    u n   r  l e   f o n d a m e n t a l   d a n s   l e   d  v e l o p p e m e n t   d e   l a   r e l i g i o n   S i k h .   I l   a   c r     u n e   f r a t e r n i t    d e   g u e r r i e r s   q u i   a   a i d e r   l e   S i k h i s m       v o l u e r   e n   u n e   r e l i g i o n   d i s c i p l i n  e   e t   d  t e r m i n  e . 	 D e r   G e b u r t s t a g   v o n   G u r u   G o b i n d   S i n g h   J i ,   d e r   e i n e   b e d e u t e n d e   R o l l e   b e i   d e r   E n t w i c k l u n g   d e s   S i k h - G l a u b e n s   s p i e l t e .   E r   s c h u f   e i n e   B r u d e r s c h a f t   m i t   K r i e g e r n ,   a u s   d e r   d e r   S i k h i s m u s   a l s   e i n e   d i s z i p l i n i e r t e   u n d   z i e l s t r e b i g e   R e l i g i o n   h e r v o r g i n g . 	 5=L  @>645=8O  C@C  >28=40  !8=3E0,   :>B>@K9  AK3@0;  >3@><=CN  @>;L  2  @0728B88  @5;838>7=KE  25@>20=89  A8:E>2.   =  >A=>20;  1@0BAB2>  2>8=>2,   2  :@C3C  :>B>@>3>  A8:E87<  AB0;  @5;83859  48AF8?;8=K  8  A45@60==>AB8. 	 I l   c o m p l e a n n o   d i   G u r u   G o b i n d   S i n g h   j i ,   c h e   h a   s v o l t o   u n a   p a r t e   m o n u m e n t a l e   n e l l o   s v i l u p p o   d e l l a   f e d e   S i k h .   H a   c r e a t o   u n a   f r a t e l l a n z a   d i   g u e r r i e r i   c h e   h a   f a t t o   e v o l v e r e   i l   S i k h i s m o   c o m e   u n a   r e l i g i o n e   d i s c i p l i n a t a   e   d e t e r m i n a t a . 	 *'1J.  EJD'/  ,H1H  ,H(JF/  3JF:  ,J  'D0J  D9(  /H1K'  ('12K'  AJ  *7HJ1  'D9BJ/)  'D3J.J)  -J+  #9/  EF  'D3J.JJF  E,EH9)  E-'1(JF  EE'  3'9/  9DI  *7H1  'D3J.J)  D*5(-  /J'F)  EF8E)  0'*  7'(9  .'5. 	 O   a n i v e r s  r i o   d o   G u r u   G o b i n d   S i n g h   j i ,   c o m   u m   i m p o r t a n t e   p a p e l   n o   d e s e n v o l v i m e n t o   d a   r e l i g i  o   S i k h .   C r i o u   u m a   i r m a n d a d e   g u e r r e i r a   q u e   t r o u x e   u m a   e v o l u   o   d e   d i s c i p l i n a   e   d e t e r m i n a   o      r e l i g i  o   S i k h . 	 S i k h   i n a n c 1n 1n   g e l i _i m i n d e    n e m l i   b i r   r o l   o y n a y a n   G u r u   G o b i n d   S i n g h   j i ' n i n   d o u m   g  n  .   S i k h i z m i   d i s i p l i n l i   v e   k a r a r l 1  b i r   d i n   o l a r a k   g e l i _t i r e n   s a v a _  k a r d e _l i i n i   y a r a t m 1_t 1r . 	 N g  y   s i n h   n h t   c a   G u r u   G o b i n d   S i n g h  n g      t h a m   g i a   v  o   v i c   g  p   p h n   s i n h   r a   o   t  n   n g n g   S i k h .    n g      s  n g   t o   r a   c  c h   t h   h i n   t  n h   a n h   e m   v    s ),   g  p   p h  n   v  o   s   k i  n   n h   v    p h  t   t r i n   c a   o   S i k h . 	 H a r i   u l a n g   t a h u n   G u r u   G o b i n d   S i n g h   j i   y a n g   b e r p e r a n   p e n t i n g   d a l a m   p e n g e m b a n g a n   S i k h .   B e l i a u   m e n c i p t a k a n   p e r s a u d a r a a n   k s a t r i a   y a n g   m e n g e m b a n g k a n   S i k h i s m e   s e b a g a i   k e p e r c a y a a n   y a n g   m e n e n t u k a n   d a n   m e n d i s i p l i n k a n . 	 H a r i   k e l a h i r a n   G u r u   G o b i n d   S i n g h   j i ,   y a n g   m e m a i n k a n   p e r a n a n   p e n t i n g   d a l a m   p e m b a n g u n a n   k e p e r c a y a a n   S i k h .   B e l i a u   m e n c i p t a   p e r s a u d a r a a n   p a h l a w a n   y a n g   m e n g u b a h   a g a m a   S i k h   s e b a g a i   a g a m a   b e r d i s i p l i n   d a n   c e k a l . 	 8	?		  8		*	M	0	&	>	/	  	G	  5	?		>	8	  .	G		  .	9	$	M	5	*	B	0	M	#	  -	B	.	?		>	  (	?	-	>	(	G	  5	>	2	G	  	A	0	B	  	K	5	?	(	M	&	  8	?		9	  	@	  	>	  	(	M	.	  &	?	5	8	d	  	?	(	M	9	K		(	G	  8	.	>		  	@	  0		M	7	>	  	G	  2	?		  8	.	0	M	*	?	$	  		  -	>			>	0	G	  	>	  (	?	0	M	.	>	#	  	?	/	>	  	?	8	8	G	  	(	A	6	>	8	?	$	  	0	  *	M	0	$	?	,	&	M	'	  '	0	M	.	  	G	  0	B	*	  .	G		  8	?		  8		*	M	0	&	>	/	  	>	  5	?		>	8	  9	A		d		 	 	 	 E z   G o b i n d   S i n g h   j i   G u r u   s z  l e t  s n a p j a ,   a k i n e k   j e l e n t Qs   s z e r e p e   v o l t   a   S i k h   v a l l  s   m e g a l k o t  s  b a n .   L  t r e h o z o t t   e g y   h a r c o s   t e s t v  r i s  g e t ,   a m e l y   f e g y e l m e z e t t    s   e l h a t  r o z o t t   v a l l  s s    f e j l e s z t e t t e   a   S i k h i z m u s t . 	 	 	 	 d e   v e r j a a r d a g   v a n   G u r u   G o b i n d   S i n g h   j i ,   d i e   e e n   m o n u m e n t a l e   r o l   s p e e l d e   i n   d e   o n t w i k k e l i n g   v a n   h e t   S i k h g e l o o f .   H i j   s t i c h t t e   e e n   b r o e d e r s c h a p   v a n   s t r i j d e r s   d i e   h e t   S i k h i s m e   o n t w i k k e l e n   a l s   e e n   g e d i s c i p l i n e e r d e   e n   v a s t b e s l o t e n   g o d s d i e n s t . 	 	 	 Z i u a   l u i   G u r u   G o b i n d   S i n g h   j i ,   c a r e   a   a v u t   u n   r o l   f u n d a m e n t a l    n   d e z v o l t a r e a   r e l i g i e i   S i k h .   A c e s t a   a    n f i i n ca t   o   f r ci e   a   r z b o i n i c i l o r ,   c a r e   a u   t r a n s f o r m a t   S i k h i s m    n t r - o   r e l i g i e   f e r m ,   c u   s p i r i t   d e   d i s c i p l i n . 	 	 	         G o b i n d   S i n g h   j i                 .                   . 	 	 	A	0	A	  	K	5	?		&	  8	?				@	  /	>			>	  	(	M	.	&	?	5	8	,   	M	/	>		(	@	  6	@		  ,	>		'	5	>			M	/	>	  5	?		>	8	>	$	  .	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	                   ,     .   ,                         . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 G h o e r o e   G o b i n d   S i n g h   j i   s e   v e r j a a r d a g .   H y   h e t   ' n   m o n u m e n t a l e   r o l   g e s p e e l   i n   d i e   o n t w i k k e l i n g   v a n   d i e   S i k h - g e l o o f .   H y   h e t   ' n   k r y g s b o n d   v a n   b r o e d e r s   g e s k e p   w a t   S i k h i s m e   a s   ' n   g e d i s s i p l i n e e r d e   e n   v a s b e r a d e   g o d s d i e n s   o n t w i k k e l   h e t . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 T h e   b i r t h d a y   o f   G u r u   G o b i n d   S i n g h   j i ,   w h o   p l a y e d   a   m o n u m e n t a l   p a r t   i n   t h e   d e v e l o p m e n t   o f   t h e   S i k h   f a i t h .   H e   c r e a t e d   a   w a r r i o r   b r o t h e r h o o d   t h a t   e v o l v e   S i k h i s m   a s   a   d i s c i p l i n e d   a n d   d e t e r m i n e d   r e l i g i o n . 	 	 	 D i t e l i n d j a   e   G u r u   G o b i n d   S i n g h   j i ,   I   c i l i   k a   z e n e   n j e   v e n d   m o n u m e n t a l   n e   z h v i l l i m i n   e   b e s i m i t   S i k h .     A i   k r i j o i   v e l l a z e r i m i n   l u f t e t a r   q e   e v o l u o n   S i k h i z m i n   s i   n j e   b e s i m   t e   v e n d o s u r   d h e   d i s i p l i n u a r . 	 				  							  			  				  			  					  						  		  				  						  				  							  				  					  											  							  						  			  						  			  												  			  						  								  					  									 	 	 	 	 	 	 	 O   a n i v e r s  r i o   d o   G u r u   G o b i n d   S i n g h   j i ,   q u e   d e s e m p e n h o u   u m   p a p e l   m o n u m e n t a l   n o   d e s e n v o l v i m e n t o   d a   f    S i q u e .   E l e   c r i o u   u m a   i r m a n d a d e   d e   g u e r r e i r o s   q u e   d e s e n v o l v e   o   S i q u i s m o   c o m o   u m a   r e l i g i  o   d i s c i p l i n a d a   e   d e t e r m i n a d a . 
 
 S T R _ I N D I C A L _ L O H R I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 L o h r i 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 P6emy(WQ	L0NPZ(Wkpe\|g0s|gSrs|I{N0Rkp-Nak1UAmLvLkf&NNva0	 0N6emy(WQ>NL0NNZ(Wkpe\|g0rs|I{"N0Rkp-N"k1UAmLvLkfv^Nva0	 %-+L#5*#I2'2!*8C$9+2'    9I#'!1'1H--D  4I!    I2'-#-  A%0I2'B1H'  A%I'#H'!1#I-@%A%012"1-"H2*8*2	 L o h r i   m a r c a   l a   c u l m i n a c i  n   d e l   i n v i e r n o .   L a s   p e r s o n a s   s e   r e  n e n   a l r e d e d o r   d e   h o g u e r a s ,   l a n z a n   g o l o s i n a s ,   a r r o z   i n f l a d o   e n   l a s   l l a m a s ,   c a n t a n   c a n c i o n e s   p o p u l a r e s   y   s e   s a l u d a n   u n o s   a   o t r o s .   	 L o h r i   m a r q u e   l a   c u l m i n a t i o n   d e   l  h i v e r s .   T o u t e s   l e s   p e r s o n n e s   s e   r a s s e m b l e n t   a u t o u r s   d e   f e u x   d e   c a m p   e t   j  t e n t   d a n s   l e   f e u   d e s   b o n b o n s ,   d u   r i z   s o u f f l    e t   d u   p o p - c o r n ,   c h a n t e n t   d e s   c h a n s o n s   e t    c h a n g e n t   d e s   v Su x . 	 L o h r i   k e n n z e i c h n e t   H  h e p u n k t   d e s   W i n t e r s .   M e n s c h e n   v e r s a m m e l n   s i c h   u m   F r e u d e n f e u e r ,   w e r f e n   S   i g k e i t e n ,   P u f f r e i s   u n d   P o p c o r n   i n   d i e   F l a m m e n ,   s i n g e n   p o p u l  r e   L i e d e r   u n d   t a u s c h e n   G r u  b o t s c h a f t e n   a u s . 	 >@8  7=0<5=C5B  :C;L<8=0F8N  78<K.   ;N48  A>18@0NBAO  2>:@C3  :>AB@>2,   1@>A0NB  2  >3>=L  A;04>AB8,   2>74CH=K9  @8A  8  ?>?- :>@=,   ?>NB  =0@>4=K5  ?5A=8  8  ?>74@02;ONB  4@C3  4@C30. 	 L o h r i   s e g n a   i l   c u m l m i n e   d e l l ' i n v e r n o .   l a   g e n t e   s i   r i u n i s c e   i n t o r n o   a i   f a l  ,   l a n c i a   d o l c i ,   r i s o   s o f f i a t o   e   p o p c o r n   n e l l e   f i a m m e ,   c a n t a n d o   c a n z o n i   p o p o l a r i   e   s c a m b i a n d o s i   a u g u r o . 	 J9/  4G1  DHG1J  #C+1  'D4GH1  (1H/)  AJ  A5D  'D4*'!  -J+  JD*A  'DF'3  -HD  'DF'1  'DEHB/)  HJDBHF  AJG'  'D-DHI  H'D#12  'DE/.F  H'DA4'1  HJF4/HF  'D#:'FJ  'DE4GH1)  HJ*('/DHF  'D*-J). 	 L o h r i   m a r c a   o   c u l m i n a r   d o   I n v e r n o .   A s   p e s s o a s   j u n t a m - s e   a o   r e d o r   d e   f o g u e i r a s ,   a t i r a m   d o c e s ,   a r r o z   t u f a d o   e   p i p o c a s    s   c h a m a s ,   c a n t a m   c a n   e s   p o p u l a r e s   e   t r o c a m   s a u d a   e s . 	 L o h r i   k 1_1n   b i t i _i n e   i _a r e t   e d i y o r . 0n s a n l a r   _e n l i k   a t e _l e r i n i n   e t r a f 1n d a   t o p l a n m 1_,       P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   t h   h i n   b n g   q u a   m  a    n g .   M i   n g i   t   t p   d i    n h   l a , n  m   k o n   b n g   n g  c a   h  t v    c h  c   t n g   l n   n h a u . 	 L o h r i   m e n a n d a i   p u n c a k   m u s i m   d i n g i n .   M a s y a r a k a t   b e r k u m p u l   m e n g i t a r i   a p i   u n g g u n ,   m e l e m p a r k a n   m a n i s a n ,   m e n i u p   b e r a s   d a n   p o p c o r n   k e   a p i ,   m e n y a n y i k a n   l a g u   p o p u l e r ,   s e r t a   s a l i n g   m e m b e r i k a n   s a l a m . 	 L o h r i   m e n a n d a k a n   p u n c a k   m u s i m   s e j u k .   O r a n g   b e r k u m p u l   k e l i l i n g   u n g g u n   a p i ,   m e m b a l i n g   m a n i s a n ,   b e r t i h   n a s i   d a n   b e r t i h   j a g u n g   k e   a p i ,   m e n y a n y i   l a g u   p o p u l a r   d a n   b e r b a l a s   u c a p a n . 	 2	K	9	!	<	@	  	>	  *	0	M	5	   		!	  	G	  .	L	8	.	  	G	  		$	  9	K	(	G	  	>	  8			G	$	  &	G	$	>	  9	H	d	  2	K		  		  	2	>	5	  	G	  	>	0	K		  	0	  	G	0	>	  ,	(	>		0	  	!	<	G	  9	K	$	G	  9	H		  	0	  		  	@	  2	*		K		  .	G		  .	?	 	>		/	>		,   '	>	(	  	0	  .			  	>	  2	>	5	>	  8	.	0	M	*	?	$	  	0	$	G	  9	H		,   2	K		*	M	0	?	/	  	@	$	  	>	$	G	  9	H		  	0	  		  &	B	8	0	G	  	K	  ,	'	>		/	>		  &	G	$	G	  9	H		d		 	 	 	 L o h r i   a   t  l   b e t e t Qz  s  t   j e l z i .   A z   e m b e r e k    s s z e g y ql n e k   a   m  g l y  k   k  r  l ,    d e s s  g e t ,   p u f f a s z t o t t   r i z s t    s   p a t t o g a t o t t   k u k o r i c  t   d o b n a k   a   l  n g o k b a ,   n  p d a l o k a t    n e k e l n e k    s    d v  z l i k   e g y m  s t . 	 	 	 	 L o h r i   m a r k e e r t   d e   z o n n e w e n d e   v a n   d e   w i n t e r .   D e   m e n s e n   v e r z a m e l e n   z i c h   r o n d o m   v r e u g d e v u r e n ,   g o o i e n   s n o e p j e s ,   g e p o f t e   r i j s t   e n   p o p c o r n   i n   h e t   v u u r ,   z i n g e n   p o p u l a i r e   l i e d j e s   e n   w i s s e l e n   b e g r o e t i n g e n   u i t . 	 	 	 L o h r i   m a r c h e a z   p u n c t u l   c u l m i n a n t   a l   i e r n i i .   O a m e n i i   s e   a d u n    n   j u r u l   f o c u l u i ,   a r u n c   d u l c i u r i ,   o r e z   p u f o s   _i   f l o r i c e l e   d e   p o r u m b    n   f l c r i ,   c  n t   c  n t e c e   p o p u l a r e   _i    _i   f a c   u r r i   u n i i   a l t o r a . 	 	 	 L o h r i           .             ,           ,           . 	 	 2	K	9	!	@	  9	>	  9	?	5	>	3	M	/	>		M	/	>	  8	.	>	*	M	$	@		>	  &	0	M	6		  	8	2	G	2	>	  8	#	.   2	K		  6	G		K		@	  *	G		5	$	>	$	.   $	M	/	>	$	  $	?	3	>		M	/	>	  5	8	M	$	B	,   	A	0	.	A	0	G	  5	  *	I	*		I	0	M	(	  	>		$	>	$	.   2	K		*	M	0	?	/	  	>	#	@	  	>	$	>	$	  5	  		.	G		>		(	>	  6	A	-	G		M		>	  &	G	$	>	$	. 	 DG1  (G  EF'3(*  'H,  2E3*'F  (12'1  E  4H/.   E1/E  /H1  "*4  G'  (21  ,E9  E  4HF/  41F  (1F,  ~A  1/G  H  01*  (H/'/G  /1  "*4  E  12F/  *1'FG  G'  E1/E  E  .H'FF/  H  ('  /1  .H4  H  (4  E  FF/. 	 	 	 					  						  						  							  						  					  									  				  			  		,   					  						,   				,   		  						  					,   							  			  			  			  								  						  					 2
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.  	             .           ,       ,   ,               ,               . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   v i e r   d i e   h o o g t e p u n t   v a n   d i e   w i n t e r .   M e n s e   k o m   b y m e k a a r   o m   v r e u g d e v u r e ,   g o o i   l e k k e r s ,   r y s p o f f e r s   e n   s p r i n g m i e l i e s   i n   d i e   v l a m m e ,   s i n g   g e w i l d e   l i e d j i e s   e n   r u i l   g o e i e   w e n s e   u i t . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 L o h r i   m a r k s   t h e   c u l m i n a t i o n   o f   w i n t e r .   P e o p l e   g a t h e r   r o u n d   t h e   b o n f i r e s ,   t h r o w   s w e e t s ,   p u f f e d   r i c e   a n d   p o p c o r n   i n t o   t h e   f l a m e s ,   s i n g   p o p u l a r   s o n g s   a n d   e x c h a n g e   g r e e t i n g s . 	 	 	 L o h r i   s h e n o n   p e r f u n d i m i n   e   d i m r i t .   N j e r e z i t   m b l i d h e n   r r e t h   z j a r r e v e ,   h e d h i n   e m b e l s i r a ,   o r i z   d h e   k o k o s h k a   t e k   f l a k a .   K e n d o j n e   k e n g e   t e   f a m s h m e   d h e   s h k e m b e j n e   p e r s h e n d e t j e . 	 				  			  				  								  						  				  									  						  						  							  			  					  					,   					  				  			  			  			  						,   							  									  			  			  				  					  								  						 	 	 	 	 	 	 	 L o h r i   m a r c a   o   a u g e   d o   i n v e r n o .   A s   p e s s o a s   s e   r e  n e m   e m   t o r n o   d e   f o g u e i r a s ,   j o g a m   d o c e s ,   a r r o z   e   p i p o c a   n a s   c h a m a s ,   c a n t a m   c a n   e s   p o p u l a r e s   e   t r o c a m   c u m p r i m e n t o s . 
 
 S T R _ I N D I C A L _ M A K A R _ S A K R A N T I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 M a k a r   S a k r a n t i 	 T h i s   f e s t i v a l   i s   c e l e b r a t e d   b y   t a k i n g   d i p s   i n   t h e   G a n g a   o r   a n y   r i v e r   a n d   o f f e r i n g   w a t e r   t o   t h e   S u n   G o d .   T h e   d i p   i s   s a i d   t o   p u r i f y   t h e   s e l f   a n d   b e s t o w   p u n y a .   S p e c i a l   P u j a   i s   o f f e r e d   a s   a   t h a n k s g i v i n g   f o r   g o o d   h a r v e s t . 	 PvaxQvva]ye_/f(WR`lbvQNNUOlAm-Nxm&NIY{s4lf}*Y}^y0xmCN/fpNmmPNScS܌Nmig0SY_Ng}ZPp
\P6eva0	 ُ*N^xQv^]ye_/f(WR`lbvQNlAm-Nxmv^IY.s4l~*Y3^y0xmCN/f:NNmQ*NNScSNg0SY_NO~ZP:N[0N6eva"0	 @(2%5I@	%4!	%-I'"2#A
HA!HI32+#7-A!HI3-7HF    #'!1IC+II3AH#0-24"L6H@
7H-1'H27-#0@I2  2#A
H1'%CI37-'H2@G2#*#I2'2!#4*84LC+I11'@-  A%0@G2#*#I21

2  !545*12#09
24@()@7H-A*'2!-8#0@I2C$92#@G@5H"'7
##1

2+2#5HC+I%5	 E s t e   f e s t i v a l   s e   c e l e b r a   s u m e r g i  n d o s e   e n   e l   G a n g a   o   e n   c u a l q u i e r   r  o   y   o f r e c i e n d o   a g u a   a l   d i o s   S o l .     S e   d i c e   q u e   l a   i n m e r s i  n   p u r i f i c a   l a   p e r s o n a   y   o t o r g a   p u n y a .   S e   o f r e c e   u n a   p u j a   e s p e c i a l   a   m a n e r a   d e   a c c i  n   d e   g r a c i a s   p o r   l a   b u e n a   c o s e c h a .   	 C e t t e   f  t e   e s t   c  l  b r  e   e n   s e   b a i g n a n t   d a n s   l e   G a n g a   o u   n  i m p o r t e   q u e l l e   a u t r e   r i v i  r e   e t   e n   o f f r a n t   d e   l  e a u   a u   D i e u   d u   S o l e i l .   C e t t e   b a i g n a d e   e s t   u n e   s o r t e   d e   p u r i f i c a t i o n   e t   p e r m e t   d e   r e c e v o i r   d u   p u n y a .   D e s   p u n j a s   s p  c i a u x   s o n t   o f f e r t s   c o m m e   r e m e r c i e m e n t   p o u r   u n e   b o n n e   r  c o l t e . 	 D i e s e s   F e s t   f e i e r t   m a n ,   i n d e m   m a n   i m   G a n g e s   o d e r   i n   e i n e m   a n d e r e n   F l u s s   k u r z   e i n t a u c h t   u n d   d e m   S o n n e n g o t t   W a s s e r   a n b i e t e t .   D i e s e s   E i n t a u c h e n   s o l l   z u r   R e i n i g u n g   d e s   S e l b s t e s   u n d   d e m   E r w e r b   v o n   V e r d i e n s t e n   d i e n e n .   E i n e   b e s o n d e r e   P u j a   w i r d   a l s   D a n k s a g u n g   f  r   e i n e   g u t e   E r n t e   a b g e h a l t e n . 	 >  2@5<O  MB>3>  ?@074=8:0  ?@>8AE>48B  ><>25=85  2  @5:0E  0=30  ( 8;8  ;N1>9  4@C3>9  @5:8)   8  ?>4=>H5=85  2>4K  1>3C  A>;=F0.   !G8B05BAO,   GB>  B0:>5  ><>25=85  >G8I05B  G5;>25:0  8  40@C5B  ?C=LN.   "0:65  ?@>2>4OBAO  >A>1K5  @8BC0;K  2  :0G5AB25  1;03>40@=>AB8  70  E>@>H89  C@>609. 	 Q u e s t a   f e s t a   v i e n e   c e l e b r a t a   b a g n a n d o s i   n e l   G a n g e   o   i n   a l t r i   f i u m i   e   o f f r e n d o   l ' a c q u a   a l   d i o   d e l   s o l e .   S i   d i c e   c h e   i l   b a g n o   p u r i f i c h i   l ' a n i m a   e   c o n c e d e n d o   i l   p u n y a .   L o   s p e c i a l e   p u j a   v i e n e   o f f e r t o   c o m e   r i n g r a z i a m e n t o   p e r   i l   b u o n   r a c c o l t o . 	 J*E  'D'-*A'D  (G0G  'DEF'3()  ('D:73  AJ  FG1  " ,'F,'"   #H  #J  FG1  ".1  H*B/JE  'DEJ'G  D%DG  'D4E3  D/JGE.   HJB'D  #F  'D:73  AJ  'DEJ'G  J7G1  'DFA3  HJEF-C  'DB/'3).   HJ*E  #J6K'  *B/JE  7BH3  " 'D(H,'"   'D.'5)  C4C1  DDE9(H/  9DI  'DE-5HD  'D,J/. 	 E s t e   f e s t i v a l      c e l e b r a d o   c o m   m e r g u l h o s   n o   r i o   G a g e   o u   q u a l q u e r   o u t r o   e   o f e r t a s   a o   d e u s   S o l .   O   m e r g u l h o   p u r i f i c a   o   e s p  r i t o   e   t r a n s m i t e   a   p u n y a .      o f e r e c i d a   u m a   p u j a   e s p e c i a l   c o m o   a g r a d e c i m e n t o   p e l a s   b o a s   c o l h e i t a s . 	 T h i s   f e s t i v a l   i s   c e l e b r a t e d   b y   t a k i n g   d i p s   i n   t h e   G a n g a   o r   a n y   r i v e r   a n d   o f f e r i n g   w a t e r   t o   t h e   S u n   g o d .   T h e   d i p   i s   s a i d   t o   p u r i f y   t h e   s e l f   a n d   b e s t o w   p u n y a .   S p e c i a l   p u j a   i s   o f f e r e d   a s   a   t h a n k s g i v i n g   f o r   g o o d   h a r v e s t . 	 N g  y   l   n  y   c    p   d n g   t   c h c   t i   s  n g   H n g   h o c   b t   k   c  c   d  n g   s  n g   k h  c , c u n g   c p   n c   c h o   t h n   m t   t r i .    n g h )a   l    l  m   s c h   b n   t h  n   v    d  n g   t n g   c h o   p u n y a .   T h  n h   q u   c   b i t   t n g   c h o   p u n y a   t r o n g   n g  y   l   t   n . 	 P e r a y a a n   i n i   d i l a k u k a n   d e n g a n   m a n d i   d i   s u n g a i   G a n g g a   a t a u   s u n g a i   m a n a p u n   d a n   m e m b e r i k a n   a i r   k e p a d a   D e w a   M a t a h a r i .   M a n d i   d i   s u n g a i   i n i   d i p e r c a y a   a k a n   m e n s u c i k a n   d i r i   d a n   m e n d a p a t k a n   l i m p a h a n   k e b a i k a n .   P u j i a n   K h u s u s   d i t a w a r k a n   s e b a g a i   u n g k a p a n   s y u k u r   a t a s   p a n e n   r a y a . 	 F e s t i v a l   i n i   d i r a i k a n   d e n g a n   b e r e n d a m   d i   s u n g a i   G a n g a   a t a u   s u n g a i   l a i n   d a n   m e n a w a r k a n   a i r   u n t u k   D e w a   M a t a h a r i .   B e r e n d a m   d i k a t a k a n   m e n y u c i k a n   d i r i   d a n   m e n g a n u g e r a h k a n   ' p u n y a ' .   P u j a   k h u s u s   d i t a w a r k a n   s e b a g a i   t e r i m a   k a s i h   a t a s   t u a i a n   y a n g   b a i k . 	 			>	  /	>	  	?	8	@	  	(	M	/	  *	5	?	$	M	0	  (	&	@	  .	G		  !	A	,		@	  2		>		0	  	0	  8	B	0	M	/	  &	G	5	  	K	  	2	  	"	<	>		0	  .		0	  8			M	0	>	(	M	$	?	  	>	  *	0	M	5	  .	(	>	/	>	  	>	$	>	  9	H	d	  	9	$	G	  9	H		  	8	  !	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i a n t   p a s i n e r i a n t   /  G a n g   a r   k i t   u p   i r   s i kl a n t   v a n d e n /  S a u l s   d i e v u i .   P a s i n e r d a m i   ~m o n s   a p s i av a r i n a   i r   g a u n a   n u o p e l n s  ( p u n y a ) .   U ~  g e r   d e r l i s  d k o j a m a   s p e c i a l i a   p u d ~a . 	 `o s   s v t k u s   a t z +m ,   i e g r e m d j o t i e s   G a n g   v a i   j e b k u r   c i t   u p   u n   z i e d o j o t   kd e n i   S a u l e s   d i e v a m .   S a k a ,   k a   i e g r e m d aa n s   a t t +r a   p a au   u n   d o d   p u n y a .   K   p a t e i c +b a   p a r   l a b u   r a ~u   t i e k   d v t a   +p a aa   p u j a . 	 S e l l e   f e s t i v a l i   t  h i s t a m i s e k s   k a s t e t a k s e   e n d   G a n g e s e   v  i   m  n d a   t e i s e   j  k k e   j a   p a k u t a k s e   v e t t   p  i k e s e j u m a l a l e .    e l d a k s e ,   e t   v e t t e   k a s t m i n e   p u h a s t a b   s e e s m i s e l t   j a   s e d a   s  n d m u s t   p e e t a k s e   h e a k s   e n d e k s   ( p u n y a ) .   T  n u a v a l d u s e k s   h e a   s a a g i   e e s t   t e h a k s e   k u m m a r d u s   j u m a l a l e   ( p u j a ) . 	 1u}  a|axvh  vw~xt  g  3avce}  oat  aul  ceext  }xf~elx    1k  1}nxv  {x  a|a{aoelx  tk{xx~:   1}xt  ev,   x  }xf~elx  tk{xx~  tadko  ta~xt  ev    }avxt  zxvua:   @axo  oxvaoav  aaxrxiuxvh  oaa~xt  g  xze}  cxpxiuxv]  a|a  bek  pata:   	                     .                   .     " "   ,         . 	 C u   o c a z i a   a c e s t u i   f e s t i v a l ,   o a m e n i i   s e   s c u f u n d    n   G a n g a   s a u    n   o r i c e   r  u   _i   o f e r   a p   z e u l u i   S o a r e .     S e   s p u n e   c   s c u f u n d r i l e   p u r i f i c   o r g a n i s m u l   _i   p s t r e a z   p u n y a .     R i t u a l u l   s p e c i a l   p u j a   e s t e   o r g a n i z a t   d r e p t   m u l cu m i r e   p e n t r u   r e c o l t e l e   b u n e . 	 
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N_N	gvS_v͑'`0IQf[!KQYe /f g^y#Wv N)YKN N_!ёsV0	 D*15  ( B a i s a k h i )   @G@(2%@G@5H"'5H!5#0'14(2*#L!2"2'2    C1
1  6H@G@(2%*31
2(2*2    D*15@G+6HC'155H*82(2*24L    @G2##0%661%2  ( K h a l s a ) 	 B a i s a k h i   e s   u n   f e s t i v a l   d e   l a   c o s e c h a   e s t a b l e c i d o   d e s d e   a n t a  o   e n   P u n j a b   q u e   t a m b i  n   t i e n e   i m p o r t a n c i a   r e l i g i o s a .   B a i s a k h i   e s   u n o   d e   l o s   d  a s   m  s   s a g r a d o s   d e l   S i k h i s m o ,   e n   e l   q u e   s e   c o n m e m o r a   a   l a   K h a l s a . 	 B a i s a k h i   e s t   u n e   f  t e   a g r i c o l e   a n c i e n n e   c  l  b r  e   d a n s   l e   P u n j a b   e t   a v e c   u n e   s i g n i f i c a t i o n   r e l i g i e u s e .   B a i s a k h i   e s t   l  u n   d e s   j o u r s   l e s   p l u s   s a c r  s   d u   S i k h i s m ,   p o u r   c o m m  m o r e r   K h a l s a . 	 B a i s a k h i   i s t   e i n   E r n t e f e s t   m i t   l a n g e r   T r a d i t i o n   i n   P u n j a b ,   d a s   a u c h   e i n e   r e l i g i  s e   B e d e u t u n g   h a t .   B a i s a k h i   i s t   e i n e r   d e r   h e i l i g s t e n   T a g e   i m   S i k h i s m u s   z u m   G e d e n k e n   a n   K h a l s a . 	 08A0:E8?    MB>  AB0@8==K9  ?@074=8:  A1>@0  C@>60O  2  C=46015,   :>B>@K5  B0:65  =5A5B  >?@545;5==K9  @5;838>7=K9  A<KA;.   08A0:E8?    >48=  87  A2OI5==KE  4=59  4;O  A8:E>2,   MB>  ?@074=8:  2  G5ABL  E0;AK. 	 B a i s a k h i      u y n a   f e s t a   d e l   r a c c o l t o   c h e   e s i s t e   i n   P u n j a b   d a   m o l t o   t e m p o   e   h a   a n c h e   u n   s i g n i f i c a t o   r e l i g i o s o .   B a i s a k h i      u n a   d e l l e   f e s t i v i t    d e l   S i k h i s m ,   c h e   c o m m e m o r a   K h a l s a . 	 JO9/  " (J2'.J"   '-*A'D  'D-5'/  'D7HJD  'D0J  *BJEG  E/JF)  (F,'(  0'*  'DEC'F)  'D/JFJ).   H" (J2'.J"   GH  #-/  'D#J'E  'D#C+1  B/'3)  AJ  'D/J'F)  'D3J.J)  HGH  JHE  %-J'!  0C1I  " .'D5'" . 	 B a i s a k h i      u m   f e s t i v a l   d e   c o l h e i t a s ,   e s t a b e l e c i d o   h    m u i t o   t e m p o   n o   P u n j a b   q u e   s e   a l i a   a   u m   s i g n i f i c a d o   r e l i g i o s o .   B a i s a k h i      u m   d o s   d i a s   m a i s   r e v e r e n c i a d o s   d o   S i k h i s m o ,   c o m e m o r a n d o   a   K h a l s a . 	 B a i s a k h i ,   a y n 1  z a m a n d a   d i n i    n e m i   d e   o l a n   v e   P e n c a p ' t a   u z u n   z a m a n d 1r   b i l i n e n   b i r   e k i n   f e s t i v a l i d i r .   B a i s a k h i   S i k h i z m ' d e   K h a l s a ' n 1n   a n 1l d 11  e n   k u t s a l   g  n l e r d e n   b i r i d i r . 	 B a i s a k h i   l    m t   n g h i   l   c    t   l  u   i   t r o n g   t h u y t   P u n j a b ,   c in g   c       n g h )a   v   m t   t  n   g i  o . B a i s a k h i   l    m t   t r o n g   n h n g   n g  y   l   t h n   t h  n h , t r o n g   o   S i k h i s m    y   l    m t   n g  y   k   n i m   q u a n   t r n g .   	 B a i s a k h i   a d a l a h   p e r a y a a n   p a n e n   y a n g   d i s e l e n g g a r a k a n   s e j a k   d u l u   k a l a   d i   P u n j a b   y a n g   j u g a   m e r u p a k a n   r i t u a l   k e a g a m a a n   p e n t i n g .   B a i s a k h i   m e r u p a k a n   s a l a h   s a t u   d a r i   h a r i   s u c i   d a l a m   S i k h i s m e ,   u n t u k   m e m p e r i n g a t i   K h a l s a . 	 B a i s a k h i   a d a l a h   k e r a i a n   t u a i a n   y a n g   l a m a   b e r t a p a k   d i   P u n j a b   j u g a   m e m p u n y a i   k e p e n t i n g a n   k e a g a m a a n .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 *			>	,	  .	G		  +	8	2	  	@	  		>		  	G	  	5	8	0	  *	0	  ,	H	8	>		@	  	G	  *	0	M	5	  	@	  *	A	0	>	(	@	  *	0		*	0	>	  0	9	@	  9	H	d	  	8		>	  '	>	0	M	.	?		  .	9	$	M	5	  -	@	  9	H	d	  8	?		K		  	G	  2	?		  8	,	8	G	  *	5	?	$	M	0	  &	?	(	K		  .	G		  		  9	H	  ,	H	8	>		@	,   	,	  	>	2	8	>	  	>	  	A	#		>	(	  	?	/	>	  	>	$	>	  9	H	d		 	 	 	 A   B a i s h a k i   r  g e n   m e g h o n o s  t o t t   a r a t   n n e p   P a n d z s  b b a n ,   a m e l y   s z i n t  n   v a l l  s o s   j e l e n t Qs  g g e l   b  r .   A   B a i s h a k i   a z   e g y i k   l e g s z e n t e b b   n a p   a   S i k h i z m u s b a n ,   m e l y n e k   s o r  n   K h a l s  - r  l   e m l  k e z n e k   m e g . 	 	 	 	 B a i s a k h i   i s   e e n   l a n g   g e l e d e n   o n t s t a a n   o o g s t f e e s t   i n   P u n j a b .   H e t   h e e f t   o o k   e e n   g o d s d i e n s t i g e   b e t e k e n i s .   B a i s a k h i   i s   e e n   v a n   d e   h e i l i g s t e   d a g e n   v a n   h e t   S i k h i s m ,   w a a r b i j   K h a l s a   h e r d a c h t   w o r d t . 	 	 	 B a i s a k h i   e s t e   u n   f e s t i v a l   c u   t r a d i ci e   a l   r e c o l t e l o r ,   o r g a n i z a t    n   P u n j a b ,   c a r e   a r e   _i   i m p l i c a ci i   r e l i g i o a s e .   B a i s a k h i   e s t e   u n a   d i n t r e   z i l e l e   s f i n t e   d i n   S i k h i s m ,   c a r e   c o m e m o r e a z   K h a l s a . 	 	 	 B a i s a k h i           '           .   B a i s a k h i             ,     K h a l s a .   	 	 ,	H	8	>		@	  9	>	  *			>	,	.	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. 	                       .             ,       . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   ' n   o u ,   g e v e s t i g d e   o e s f e e s   i n   P u n d j a b   w a t   o o k   g o d s d i e n s t i g e   b e t e k e n i s   h e t .   B a i s a k h i   i s   e e n   v a n   d i e   h e i l i g s t e   d a e   i n   S i k h i s m e ,   e n   h e r d e n k   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 B a i s a k h i   i s   a   l o n g   e s t a b l i s h e d   h a r v e s t   f e s t i v a l   i n   P u n j a b   t h a t   a l s o   h a s   r e l i g i o u s   s i g n i f i c a n c e .   B a i s a k h i   i s   o n e   o f   t h e   h o l i e s t   d a y s   i n   S i k h i s m ,   c o m m e m o r a t i n g   K h a l s a . 	 	 	 B a i s a k h i   e s h t e   n j e   f e s t i v a l   I   k o r r j e s   I   v e n d o s u r   q e   p r e j   k o h e s   n e   P u n j a b ,   I   c i l i   g j i t h a s h t u   k a   r e n d e s i   f e t a r e .   B a i s a k h i   e s h t e   n j e   n g a   d i t e t   m e   t e   s h e n j t a   n e   S i k h i z m ,   q e   p e r k u j t o n   K h a l s a . 	 						  							  					  				  				  						  					,   			  		  						  					  				  						    								  		  								  			  			  						  									 	 	 	 	 	 	 	 B a i s a k h i      u m   t r a d i c i o n a l   f e s t i v a l   d a   c o l h e i t a   e m   P u n j a b   q u e   t a m b  m   p o s s u i   s i g n i f i c a d o   r e l i g i o s o .   B a i s a k h i      u m   d o s   d i a s   m a i s   s a g r a d o s   n o   S i q u i s m o ,   c o m e m o r a n d o   K h a l s a . 
 
 S T R _ I N D I C A L _ B A S A N T _ P A N C H M I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 B a s a n t   P a n c h m i 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 /f
\IYwX0j݅SsY^y)YvvaxQ0(WvaxQ-NgYe\RQzNPv,{ NPW[0	 ُ/f
\IYwƋ0PNNz/gsY^yY)YsYv^xQ0(W^xQ-NOYe[?QzNNv,{ N*NW[0	 @G@(2%5H@	%4!	%-2#1*'25  6H@G@@I2A+H'2!#9I  #5  A%0(4%0    C
H'@(2%5I  @GF  9*-C+I93A#  A%0!52#@%5I"-2+2##2+!L	 E n   e s t e   f e s t i v a l   s e   c e l e b r a   a   S a r a s w a t i ,   l a   d i o s a   d e l   c o n o c i m i e n t o ,   l a   m  s i c a   y   e l   a r t e .   D u r a n t e   e s t e   f e s t i v a l   a   l o s   n i  o s   s e   l e s   e n s e  a n   s u s   p r i m e r a s   p a l a b r a s   y   s e   a l i m e n t a n   l o s   b r a h m i n e s . 	 C e c i   e s t   u n   f e s t i v a l   c  l  b r a n t   S a r a s w a t i ,   l a   D  e s s e   d e   l a   c o n n a i s s a n c e ,   m u s i q u e   e t   a r t .   P e n d a n t   c e   f e s t i v a l ,   l e s   j e u n e s   e n f a n t s   a p p r e n n e n t   l e u r s   p r e m i e r s   m o t s   e t   l e s   b r a h m i n s   s o n t   n o u r r i s . 	 D i e s   i s t   e i n   F e s t   z u r   F e i e r   v o n   S a r a s w a t i ,   d e r   G  t t i n   d e s   W i s s e n s ,   d e r   M u s i k   u n d   d e r   K u n s t .   W  h r e n d   d i e s e s   F e s t e s   b r i n g t   m a n   K i n d e r n   i h r e   e r s t e n   W o r t e   b e i   u n d   B r a h m a n e n   w e r d e n   g e f  t t e r t . 	 -B>B  ?@074=8:  ?>A2OI5=  !0@0A20B8?    1>38=5  7=0=89,   <C7K:8  8  8A:CAAB20.     MB>B  45=L  45B59  CG0B  ?5@2K<  A;>20<,   45;0NBAO  ?>4=>H5=8O  1@0<8=0<. 	 E '   u n a   f e s t a   p e r   c e l e b r a r e   S a r a s w a t i ,   l a   d e a   d e l l a   c o n o s c e n z a ,   d e l l a   m u s i c a   e   d e l l ' a r t e .   D u r a n t e   q u e s t a   f e s t a   v e n g o n o   i n s e g n a t e   a i   b a m b i n i   l e   p r i m e   p a r o l e   e   v e n g o n o   n u t r i t i   i   b r a m i n i . 	 G0'  'D'-*A'D  .'5  (@  " 3'1'3H'*J"   %DG)  'DE91A)  H'DEH3JBI  H'DAF  D/I  'D3J.JJF.   H.D'D  G0'  'D'-*A'D  J*9DE  'D#7A'D  CDE'*GE  'D#HDI  HJ*F'HD  'D(1'GE'FJHF  'D79'E. 	 E s t e      u m   f e s t i v a l   q u e   c e l e b r a   S a r a s w a t i ,   a   D e u s a   d a   s a b e d o r i a ,   m  s i c a   e   a r t e .   D u r a n t e   e s t e   f e s t i v a l ,   a s   c r i a n  a s   a p r e n d e m   a s   s u a s   p r i m e i r a s   p a l a v r a s   e   o f e r e c e - s e   c o m i d a   a o s   b r  m a n e s . 	 B u   b i l g i ,   m  z i k   v e   s a n a t   f e s t i v a l d i r .   B u   f e s t i v a l   s 1r a s 1n d a    o c u k l a r a   i l k   k e l i m e l e r i    r e t i l i r   v e   b r a h m a l a r 1  b e s l e n i y o r . 	  y   l    n g  y   l   c h  c   t n g   n   t h n   S a r a s w a t i t n g   t r n g   c h o    m   n h c   v    n g h   t h u t . T r o n g   n g  y   l   n  y , n h n g   a   t r   c   t i p   n h n   s   g i  o   d c ,   c  u   n  i   u   t i  n   c a   c h  n g   v    o   B    l a   m  n   l    n h n g   m  n   q  a   c       n g h )a   n h t . 	 P e r a y a a n   i n i   d i l a k u k a n   u n t u k   m e m u j a   S a r a s w a t i   y a n g   m e r u p a k a n   D e w i   p e n g e t a h u a n ,   m u s i k ,   d a n   s e n i .   S e l a m a   p e r a y a a n   i n i ,   a n a k - a n a k   d i a j a r k a n   k a t a   p e r t a m a   m e r e k a   d a n   m e m p e r s e m b a h k a n   m a k a n a n   k e p a d a   b r a h m a n a . 	 I n i   m e r u p a k a n   k e r a i a n   m e r a i k a n   S a r a s w a t i ,   D e w i   I l m u ,   m u z i k   d a n   s e n i .   S e m a s a   k e r a i a n   i n i ,   a n a k - a n a k   d i a j a r   p e r k a t a a n   p e r t a m a   m e r e k a   d a n   B r a h m i n   d i j a m u   m a k a n a n . 	 /	9	  8	0	8	M	5	$	@	,   	M		>	(	,   8			@	$	  	0	  	2	>	  	@	  &	G	5	@	  	>	  *	B		(	  8	.	>	0	K	9	  9	H	d	  	8	.	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.  	 ,                   .       ,                 . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 H i e r d i e   i s   ' n   f e e s   w a t   S a r a s w a t i ,   d i e   G o d i n   v a n   k e n n i s ,   m u s i e k   e n   k u n s ,   g e d e n k .   T y d e n s   h i e r d i e   f e e s   w o r d   k i n d e r s   h u l   e e r s t e   w o o r d e   g e l e e r   e n   b r a h m i n s   w o r d   k o s   g e v o e r . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 T h i s   i s   a   f e s t i v a l   c e l e b r a t i n g   S a r a s w a t i ,   t h e   G o d d e s s   o f   k n o w l e d g e ,   m u s i c   a n d   a r t .   D u r i n g   t h i s   f e s t i v a l   c h i l d r e n   a r e   t a u g h t   t h e i r   f i r s t   w o r d s   a n d   b r a h m i n s   a r e   f e d . 	 	 	 K y   e s h t e   f e s t i v a l i   q e   f e s t o n   S a r a s w a t i ,   h y j n i n e   e   n j o h u r i s e ,   m u z i k e s ,   d h e   a r t i t .     G j a t e   k e t i j   f e s t i v a l i   f e m i j e v e   u   m e s o h e n   f j a l e t   e   p a r a ,   s i   d h e   u s h q e h e n   m e   b r a h m i n s . 	 		  							  					,   					  			  				  				  										  				  				  			  			  		  						  	' 		- 								  						  					  						  					  			  			  									  				  						 	 	 	 	 	 	 	 E s t e      u m   f e s t i v a l   q u e   c o m e m o r a   S a r a s v a t i ,   a   d e u s a   d a   i n t e l i g  n c i a ,   m  s i c a   e   a r t e .   D u r a n t e   e s t e   f e s t i v a l ,   a s   c r i a n  a s   s  o   e n s i n a d a s   s u a s   p r i m e i r a s   p a l a v r a s   e   b r  m a n e s   s  o   a l i m e n t a d o s . 
 
 S T R _ I N D I C A L _ M A H A S H I V _ R A T R I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 M a h a s h i v   R a t r i 	 M a h a s h i v r a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 kt^Rzbgv,{mQ)Y/foFZ^y  ( 'Y(W)Y) {vvaxQ0vPoFZ^y(W N)Y^>rtsY^y( яk) P}p#t0(WP	TeO_P_Yu[b_IY4lgISbI(WoFZv`lw
N0	 kt^Rzbgv,{mQ)Y/fnFZ^y  ( 'Y(W)Y) v^xQ0v OnFZ^y(Wُ N)YN^\tsY^y( яk) ~:Nޏt0(Wُ*N	TeO_N{_Yu[b_!IY4lgISNbS(WnFZv`lw
N0	 !+2
4#2#5  9@	%4!	%-C75H    6   -1%1-1!7!48F  5    @G5H@
7H-'H2  C'15I  #0(4'0DI- 4@)*!#*1@2#L'25    C'1-1@G!%5I    9I 152(2*20@I29A%%-1I7  A%0*12#09
2I'"%D!I  -D!I  A%0CD!I(14L*44L%6L-#0(4'0	 M a h a s h i v   R a t r i   s e   c e l e b r a   l a   6 a   n o c h e   d e l   o s c u r o   P h a l g u n   c a d a   a  o   S e   c r e e   q u e   e n   e s t e   d  a   e l   S e  o r   S h i v a   s e   c a s    c o n   D e v i   P a r v a t i .     E s   e s t e   d  a   f a v o r a b l e ,   l o s   d e v o t o s   a y u n a n ,   h a c e n   u n a   v i g i l i a   d u r a n t e   t o d a   l a   n o c h e   y   o f r e c e n   f r u t a s ,   f l o r e s   y   h o j a s   d e   b i l v a   e n   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   e s t   c  l  b r    l a   6  m e   n u i t   d e   P h a l g u n   n o i r   t o u t e s   l e s   a n n  e s .   C e l a   c o r r e s p o n d   a u   j o u r   o    L o r d   S h i v a   a    t    m a r i       D e v i   P a r v a t i .   P e n d a n t   c e   j o u r   s p  c i a l ,   l e s   d  v o u  s   j e  n e n t ,   r e s t e n t   r  v e i l l  s   t o u t e   l a   n u i t   e t   o f f r e n t   d e s   f r u i t s ,   d e s   f l e u r s   e t   d e s   f e u i l l e s   d e   b e l      S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   w i r d   j e d e s   J a h r   i n   d e r   6 .   N a c h t   d e s   d u n k l e n   M o n a t s   P h a l g u n a   g e f e i e r t .   E s   h e r r s c h t   d e r   G l a u b e ,   d a s s   a n   d i e s e m   T a g   d e r   G o t t   S h i v a   m i t   D e v i   P a r v a t i   v e r h e i r a t e t   w u r d e .   A n   d i e s e m   g l  c k v e r h e i s s e n d e n   T a g   f a s t e n   d i e   G l  u b i g e n ,   h a l t e n   d i e   g a n z e   N a c h t   W a c h e   u n d   l e g e n   O b s t ,   B l u m e n   u n d   B e a l - B l  t t e r   a u f   d e n   L i n g a m   d e s   S h i v a . 	 0E0H82@0B@8  >B<5G05BAO  5653>4=>,   =0  H5ABCN  =>GL  ?>A;5  B5<=>3>  $0;L3C=0.   !G8B05BAO,   GB>  2  MB>B  45=L  5;8:89  (820  >1@CG8;AO  A  528- 0@20B8.     MB>B  A2OI5==K9  45=L  2A5  25@CNI85  A>1;N40NB  ?>AB,   =5  A?OB  =>GLN.   =8  ?>4=>AOB  D@C:BK,   F25BK  8  ;8ABLO  (825- 8=30. 	 M a h a s h i v   R a t r i   v i e n e   c e l e b r a t o   l a   s e s t a   n o t t e   d e l   P h a l g u n   n e r o   o g n i   a n n o .   S i   c r e d e   c h e   d u r a n t e   q u e s t o   g i o r n o   S h i v a   s i   u n    i n   m a t r i m o n i o   c o n   D e v i   P a r v a t i .   D u r a n t e   q u e s t o   g i o r n o   b e n a u g u r a n t e ,   i   d e v o t i   o s s e r v a n o   i l   d i g i u n o ,   v e g l i a n o   t u t t a   l a   n o t t e ,   o f f r o n o   f r u t t a ,   e   f o g l i e   d i   b e l i   a   S h i v a   L i n g a . 	 J,J!  '-*A'D  " EG'4JA1'*1J"   AJ  'DDJD)  'D3'/3)  EF  DJ'DJ  4G1  " A'D,HF"   'DE8DE)  EF  CD  9'E.   HJ9*B/  #F  G0'  GH  'DJHE  'D0J  *2H,  AJG  " 'DDH1/  4JA'"   EF  " /JAJ  ('1A'*J" .   HAJ  G0'  'DJHE  'DE('1C  J-*AD  'DE*9(/HF  ('D5HE  HJ3*JB8HF  7H'D  'DDJD  HJB/EHF  'DA'CG)  H'D#2G'1  H#H1'B  4,1  'D*A'-  DE9(H/GE  " 4JA'  DJF,'" . 	 O   M a h a   S h i v a r a t r i      c e l e b r a d o   n a   s e x t a   n o i t e   d e   l u a   n o v a   d e   c a d a   a n o .   A c r e d i t a - s e   q u e   n e s t e   d i a   o   D e u s   S h i v a   c a s o u - s e   c o m   D e v i   P a r v a t i .   N e s t e   d i a   a u s p i c i o s o ,   o s   d e v o t o s   c u m p r e m   j e j u m ,   m a n t  m   v i g  l i a   d u r a n t e   t o d a   a   n o i t e   e   o f e r e c e m   f r u t o s ,   f l o r e s   e   f o l h a s   d e   m a r m e l e i r o   e m   S h i v a   L i n g a . 	 M a h a s h i v r a t r i   h e r   y 1l   k a r a n l 1k   P h a l g u n ' u n   6 .   g e c e s i n d e   k u t l a n 1r .   B u   g  n d e   L o r d   S h i v a ' n 1n   D e v i   P a r v a t i   i l e   e v l e n d i i n e   i n a n 1l 1r .   B u   h a y 1r l 1  g  n d e ,   i n a n a n l a r   o r u    t u t a r ,   t  m   g e c e   b o y u n c a   u y a n 1k   k a l 1r l a r   v e   S h i v a   L i n g a ' y a   m e y v e ,    i  e k   v e   b e l   y a p r a 1  s u n a r l a r . 	 M a h a s h i v r a t r i   c   k   n i m   v  o    m   t h   6   c a   P h a l g u n   t i   t m   h  n g   n m .   N g i   t a   t i n   T h n   S h i v a   v    Q u   P a r v a t i      k t   h  n   t r o n g   n g  y   n  y .   V  o   n g  y   t t   l  n h   n  y ,   c  c   t  n     n h n   n ,   t h c   s u t    m ,   d  n g   h o a   q u   v      l    b e l   c h o   S h i v a   L i n g a . 	 M a h a s h i v r a t r i   d i r a y a k a n   p a d a   m a l a m   k e - 6   P h a l g u n   g e l a p   s e t i a p   t a h u n n y a .   D i y a k i n i   b a h w a   p a d a   h a r i   t e r s e b u t   D e w a   S i w a   m e n i k a h i   D e w i   P a r w a t i .   P a d a   h a r i   y a n g   b e r u n t u n g   i n i ,   p a r a   p e n g a n u t   m e n j a l a n k a n   p u a s a ,   t e t a p   t e r j a g a   s e p a n j a n g   m a l a m ,   d a n   m e m p e r s e m b a h k a n   b u a h ,   b u n g a ,   d a n   d a u n   b e l   k e p a d a   S h i v a   L i n g a . 	 M a h a s h i v a   R a t r i   d i r a i k a n   p a d a   m a l a m   k e - 6   P a n g u n i   g e l a p   s e t i a p   t a h u n .   D i p e r c a y a i   b a h a w a   p a d a   h a r i   i n i   D e w a   S h i v a   d i k a h w i n k a n   d e n g a n   D e v i   P a r v a t i .   P a d a   h a r i   b e r t u a h   i n i ,   p e n g a n u t   b e r p u a s a ,   b e r j a g a   d i   w a k t u   m a l a m   d a n   m e n a w a r k a n   b u a h ,   b u n g a   d a n   d a u n   b i l v a   k e   a t a s   S h i v a   L i n g a . 	 .	9	>	6	?	5	0	>	$	M	0	?	    	>	  *	0	M	5	  9	0	  5	0	M	7	  +	>	2	M		A	(	  	G	  	C	7	M	#	*		M	7	  .	G		  .	(	>	/	>	  	>	$	>	  9	H	d	  2	K		K		  .	G		  /	9	  5	?	6	M	5	>	8	  9	H	  	?	  	8	@	  &	?	(	  -		5	>	(	  6	?	5	  	>	  5	?	5	>	9	  *	>	0	M	5	$	@	  8	G	  9	A		  %	>	d	  	8	  6	A	-	  &	?	(	  -		M	$		(	  5	M	0	$	  0		$	G	  9	H		,   0	>	$	  -	0	  	>		$	G	  9	H		  	0	  6	?	5	  2	?			  *	0	  +	B	2	,   ,	G	2	  *	$	M	0	  	0	  +	2	  	"	<	>	$	G	  9	H		d		 	 	 	 A   M a h a s h i v r a t r i t   m i n d e n    v b e n   a   s  t  t   P h a l g u n   6 .    j s z a k  j  n    n n e p l i k .   A   h i e d e l e m   s z e r i n t   e   n a p o n   h  z a s o d o t t    s s z e   S h i v a   i s t e n   D e v i   P a r v a t i v a l .   E z e n   a   k e d v e z Q  n a p o n ,   a   h  v Qk   b  j t  t   t a r t a n a k ,   e g  s z    j s z a k a   v i r r a s z t a n a k    s   g y  m  l c s  t ,   v i r  g o k a t    s   b e l   l e v e l e k e t    l d o z n a k   S h i v a   o l t  r  n . 	 	 	 	 M a h a s h i v r a t r i   w o r d t   e l k   j a a r   g e v i e r d   o p   d e   z e s d e   n a c h t   v a n   d e   d o n k e r e   P h a l g u n .   M e n   g e l o o f t   d a t   o p   d e z e   d a g   d e   h e e r   S j i v a   t r o u w d e   m e t   D e v i   P a r v a t i .   O p   d e z e   g r o o t s e   d a g   v a s t e n   d e   g e l o v i g e n ,   t e r w i j l   z e   d e   h e l e   n a c h t   w a k e n   e n   v r u c h t e n ,   b l o e m e n   e n   b l a d e r e n   o f f e r e n   a a n   S j i v a   L i n g a . 	 	 	 M a h a s h i v   R a t r i   s e   s r b t o r e _t e    n   f i e c a r e   a n ,    n   a   _a s e a   n o a p t e   d i n   P h a l g u n .   S e   c r e d e   c    n   a c e a s t   z i   L o r d   S h i v a   s - a   c s t o r i t   c u   D e v i   P a r v a t i .   P e n t r u   a c e a s t   z i   f a v o r a b i l ,   a d e p ci i   p o s t e s c ,   s t a u   d e   v e g h e   t o a t   n o a p t e a   _i   d e p u n   f r u c t e ,   f l o r i   _i   f r u n z e   d e   b i l v a   p e   S h i v a   L i n g a . 	 	 	                   .       ,           .       ,     ,             ,           . 	 	 .	>		  5	&	M	/	  $	M	0	/	K	&	6	@	2	>	  &	0	5	0	M	7	@	  .	9	>	6	?	5	0	>	$	M	0	@		>	  8	#	  8	>		0	>	  	G	2	>	  	>	$	K	.   /	>	  &	?	5	6	@	  6			0	  *	>	0	M	5	$	@		>	  5	?	5	>	9	  	>	2	>	  	6	@	  8	.		B	$	  	9	G	.   /	>	  *	5	?	$	M	0	  &	?	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 y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 M a h a s h i v r a t r i   w o r d   e l k e   j a a r   o p   d i e   6 d e   n a g   v a n   d i e   d o n k e r   P h a l g u n   g e v i e r .   D a a r   w o r d   g e g l o   d a t   L o r d   S h i v a   o p   h i e r d i e   d a g   m e t   D e v i   P a r v a t i   g e t r o u d   i s .   O p   h i e r d i e   h e u g l i k e   d a g   v a s   t o e g e w y d e s ,   h o u   h u l l e   ' n   n a g w a a k   e n   o f f e r   v r u g t e ,   b l o m m e   e n   b e l b l a r e   o p   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 M a h a s h i v   R a t r i   i s   c e l e b r a t e d   o n   t h e   6 t h   n i g h t   o f   t h e   d a r k   P h a l g u n   e v e r y   y e a r .   I t   i s   b e l i e v e d   t h a t   o n   t h i s   d a y   L o r d   S h i v a   w a s   m a r r i e d   t o   D e v i   P a r v a t i .   O n   t h i s   a u s p i c i o u s   d a y ,   d e v o t e e s   o b s e r v e   f a s t ,   k e e p   v i g i l   a l l   n i g h t   a n d   o f f e r   f r u i t s ,   f l o w e r s   a n d   b e l   l e a v e s   o n   S h i v a   L i n g a . 	 	 	 M a h a s h i v   R a t r i   f e s t o h e t   n a t e n   e   6 t e   t e   P h a l g u n   t e   e r r e t   c d o   v i t .     B e s o h e t   s e   n e   k e t e   d i t e ,   L o r d i   S h i v a   e s h t e   m a r t u a r   m e   D e v i   P a r v a t i .   N e   k e t e   d i t e   t e   m b a r e ,   t e   d e v o t s h m i t   a g j i n o j n e ,   n d e z i n   q i r i n j t e   g j a t e   g j i t h e   n a t e s   d h e   o f r o j n e   f r u t a ,   l u k e   d h e   g j e t h e   b e l   n e   S h i v a   L i n g a . 	 												  								  					  					  				  				  										  				  			  			  		  							  				  				  								  					  						  				  							  			  			  		  						  						,   							  						  				,   				  						  				  			  			  					  					,   			  			  						  						  					 	 	 	 	 	 	 	 M a h a s h i v r a t r i      c o m e m o r a d o   n a   6    n o i t e   d o   e s c u r o   P h a l g u n   a   c a d a   a n o .   A c r e d i t a - s e   q u e   n e s t e   d i a   L o r d e   S h i v a   c a s o u   c o m   D e v i   P a r v a t i .   N e s t e   p r  s p e r o   d i a ,   o s   d e v o t o s   f a z e m   j e j u m ,   m a n t  m   v i g  l i a   a   n o i t e   i n t e i r a   e   o f e r e c e m   f r u t a s ,   f l o r e s   e   f o l h a s   b e l   e m   S h i v a   L i n g a . 
 
 S T R _ I N D I C A L _ H O L I K A _ D E H A N _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 H o l i k a   D a h a n 	 T h i s   f e s t i v a l   t a k e s   p l a c e   o n   t h e   e v e   o f   H o l i .   T h e   d a y   i s   a l s o   p o p u l a r l y   c a l l e d   ' C h h o t i   H o l i '   o r   t h e   ' S m a l l   H o l i ' .   T h e   b i g g e r   e v e n t   o f   p l a y i n g   w i t h   t h e   c o l o u r   t a k e s   p l a c e   o n   t h e   n e x t   d a y . 	 dkvaxQ(W\OP6e{MRY	L08^_N1zpb\P6e{c  0'YWvri_J2b;mRGR(We	L0	 dk^xQ(WQ\O0N6eMRY>NL08^_Ny:Nb\0N6ec  0'YWvri_8nb;mRR(We>NL0	 @(2%5I16IC@"G'15H$)L5    '15H!1@#5"1'H2  ' C h h o t i   H o l i '   +#7-  ' S m a l l   H o l i '     C'11D  0!52#1@(2%5H"4HC+
H'H2B"!52#@%H*55H*'"2!	 E s t e   f e s t i v a l   s e   c e l e b r a   e n   l a   n o c h e   d e   H o l i .   E l   d  a   t a m b i  n   s e   l l a m a   p o p u l a r m e n t e   ' C h h o t i   H o l i '   o   ' H o l i   p e q u e  o ' .   E l   e v e n t o   p r i n c i p a l   d e   j u g a r   c o n   l o s   c o l o r e s   s e   l l e v a   a   c a b o   e l   d  a   s i g u i e n t e . 	 C e   f e s t i v a l   p r e n d   p l a c e   l a   v e i l l e   d e   H o l i .   C e   j o u r   e s t   a u s s i   c o n n u   s o u s   l e   n o m   ' C h h o t i   H o l i '   o u   ' P e t i t   H o l i ' .   L a   p l u s   g r a n d e   f  t e   o    l ' o n   j o u e n t   a v e c   l e s   c o u l e u r s   e s t   l e   j o u r   s u i v a n t . 	 D i e s e s   F e s t i v a l   f i n d e t   a m   H o l i - A b e n d   s t a t t .   D i e s e r   T a g   i s t   a u c h   a l s   ' C h h o t i   H o l i '   o d e r   ' S m a l l   H o l i '   b e k a n n t .   D a s   g r   e r e   E r e i g n i s   m i t   F a r b e n s p i e l e n   f i n d e t   a m   n  c h s t e n   T a g   s t a t t . 	 -B>B  ?@074=8:  >B<5G05BAO  =0:0=C=5  %>;8,   ?@074=8:0  25A=K.   3>  5I5  =07K20NB  ? 'E>;B8  E>;8? ,   8;8  ? 0;K9  E>;8? .   0  A;54CNI89  45=L  ?@>2>4OBAO  @07;8G=K5  :@0A>G=K5  83@K. 	 Q u e s t a   f e s t a   s i   s v o l g e   i n   o c c a s i o n e   d e l l a   v i g i l i a   d i   H o l i .   Q u e s t a   g i o r n a t a      a n c h e   c o n o s c i u t a   c o m e    C h h o t i   H o l i    o    P i c c o l o   H o l i  .   L  e v e n t o   p r i n c i p a l e   d e l   g i o c o   d e i   c o l o r i   s i   t i e n e   i l   g i o r n o   s u c c e s s i v o . 	 J,J!  G0'  'D'-*A'D  AJ  DJD)  '-*A'D  " GHDJ" .   HJ4*G1  JHE  G0'  'D'-*A'D  #J6K'  ('3E  " *4JGH*J  GHDJ"   #H  " 3EHD  GHDJ" .   HJ#*J  AJ  'DJHE  'D*'DJ  '-*A'DK'  ('D#DH'F  #C(1  EF  G0'  'D'-*A'D. 	 E s t a   c e l e b r a   o   o c o r r e   n a   v  s p e r a   d e   H o l i .   O   d i a      t a m b  m   p o p u l a r m e n t e   d e s i g n a d a   d e    C h h o t i   H o l i    o u    P e q u e n o   H o l i  .   O   e v e n t o   m a i o r   d e   j o g o s   d e   c o r   o c o r r e   n o   d i a   s e g u i n t e . 	 B u   f e s t i v a l   k u t s a l   g e c e d e   g e r  e k l e _i r .   B u g  n   a y n 1  z a m a n d a   ' C h o t t i   H o l i '   v e y a   ' S m a l l   H o l i '   o l a r a k   d a   a n 1l 1r .   R e n k l e   o y n a m a   b i r   s o n r a k i   g  n   g e r  e k l e _t i r i l i r . 	 L   n  y   p h  t   s i n h   v  o   t r c   i   H o l i .   V  o   n g  y   n  y   c  i   g i   l    " C h h o t i   H o l i "   h o c   " S m a l l   H o l i "   r t   t h n h   h  n h .   N    l n   n   n i   n h n g   m  u   s c   t r o n g   l   h i   c    t h   c   k  o   d  i   n   n g  y   h  m   s a u . 	 P e r a y a a n   i n i   b e r l a n g s u n g   p a d a   m a l a m   H o l i .   H a r i   i n i   j u g a   t e r k e n a l   d e n g a n   s e b u t a n   ' C h h o t i   H o l i '   a t a u   ' S m a l l   H o l i ' .   A c a r a   l e b i h   b e s a r   y a n g   l e b i h   b e r w a r n a   b e r l a n g s u n g   p a d a   k e e s o k a n   h a r i n y a . 	 P e r a y a a n   i n i   b e r l a k u   p a d a   m a l a m   s e b e l u m   H o l i .   H a r i   i n i   l e b i h   d i k e n a l i   s e b a g a i   ' C h h o t i   H o l i '   a t a u   ' H o l i   K e c i l ' .   P e r i s t i w a   l e b i h   b e s a r   i a i t u   b e r m a i n   d e n g a n   w a r n a   b e r l a k u   p a d a   h a r i   k e e s o k a n n y a . 	 /	9	  *	0	M	5	  9	K	2	@	  	@	  *	B	0	M	5	  8		'	M	/	>	  *	0	  .	(	>	/	>	  	>	$	>	  9	H	d	  2	K		  	8	G	  ' 	K		@	  9	K	2	@	'   -	@	  	9	$	G	  9	H		d	  		2	G	  &	?	(	  0			K		  	>	  $	M	/	K	9	>	0	-   9	K	2	@	  .	(	>	/	>	  	>	$	>	  9	H	d		 	 	 	 E z   a z    n n e p   H o l i   e l Qe s t  j  r e   e s i k .   E   n a p o t   n  p s z e r q  n e v  n    C h h o t i   H o l i  - n a k ,   v a g y    K i s   H o l i n a k    i s   h  v j  k .   A   j e l e n t Qs e b b   e s e m  n y ,   a   s z  n e k k e l   v a l    j  t  k   a   k  v e t k e z Q  n a p o n   v e s z i   k e z d e t  t . 	 	 	 	 D i t   f e s t i v a l   v i n d t   p l a a t s   o p   d e   v o o r a v o n d   v a n   H o l i .   D e   d a g   w o r d t   o o k   ' C h h o t i   H o l i '   o f   ' S m a l l   H o l i '   g e n o e m d .   H e t   g r o t e   f e e s t   m e t   h e t   s p e l e n   m e t   v a a n d e l s   v i n d t   p l a a t s   o p   d e   v o l g e n d e   d a g . 	 	 	 A c e s t   f e s t i v a l   a r e   l o c    n   a j u n   d e   H o l i .   Z i u a   m a i   e s t e   n u m i t    n   p o p o r    C h h o t i   H o l i    s a u    S m a l l   H o l i  .   E v e n i m e n t u l   c e l   m a i   i m p o r t a n t ,   d e   j o c   a l   c u l o r i l o r ,   a r e   l o c   a   d o u a   z i . 	 	 	         - H o l i .           ' C h h o t i   H o l i       .                   . 	 	 9	>	  8	#	  9	K	3	@		M	/	>	  	&	2	M	/	>	  &	?	5	6	@	  	8	$	K	.   /	>	2	>		  8	0	M	5		#	  	K		@	  9	K	3	@	  	8	G	9	@	  .	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 S T R _ I N D I C A L _ H O L I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 H o l i 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 /fpS^v NP^pNwv%fc[vaxQ0_N1zpri_vaxQ0NPte)YNvQoQpi_rv4l0|0	 ُ/fpS^v N*N	g
Tv%fc[^xQ0_Ny:Nri_^xQ0NNte)YNvlmi_rv4l0|0	 @G@(2%C
H'$9CD!I%4  @46IC-4@5"  !10@#5"'H2    @(2%-*5*1  ( F e s t i v a l   o f   C o l o u r s )   9I*2*5A%0I3C*H1A%01	 E s t e   e s   u n   f e s t i v a l   p r i m a v e r a l   p o p u l a r ,   o b s e r v a d o   e n   l a   I n d i a ,   t a m b i  n   c o n o c i d o   c o m o   e l   F e s t i v a l   d e   l o s   C o l o r e s .     L a s   p e r s o n a s   s e   p a s a n   e l   d  a   l a n z a n d o   p o l v o s   y   a g u a   c o n   c o l o r e s   u n o s   a   o t r o s . 	 C  e s t   u n   f e s t i v a l   d e   p r i n t e m p s   p o p u l a i r e ,   o b s e r v    e n   I n d e ,   a u s s i   a p p e l    l e   F e s t i v a l   d e s   c o u l e u r s .     T o u t   l e   m o n d e   j e t t e   d e   l a   p o u d r e   c o l o r  e   e t   d e   l ' e a u   a u x   a u t r e s   p e r s o n n e s   p e n d a n t   t o u t e   l a   j o u r n  e . 	 D i e s e s   b e l i e b t e   F r  h l i n g s f e s t ,   d a s   i n   I n d i e n   g e f e i e r t   w i r d ,   w i r d   a u c h   F e s t   d e r   F a r b e n   g e n a n n t .   D i e   M e n s c h e n   v e r b r i n g e n   d e n   T a g ,   i n d e m   S i e   s i c h   g e g e n s e i t i g   m i t   g e f  r b t e m   P u l v e r   b e s t r e u e n   u n d   m i t   W a s s e r   b e s p r i t z e n . 	 (8@>:>  8725AB=K9  ?@074=8:  25A=K,   >B<5G05<K9  2  =488.   3>  5I5  =07K20NB  ?@074=8:><  F25B>2.   N48  2  MB>B  45=L  ?>AK?0NB  4@C3  4@C30  F25B=K<  ?>@>H:><  8  1@K730NB  2>4>9. 	 E '   u n a   f e s t a   p o p o l a r e   p e r   c e l e b r a r e   l a   p r i m a v e r a ,   o s s e r v a t a   i n   I n d i a   e   c h i a m a t a   a n c h e   l a   f e s t a   d e i   c o l o r i .   L e   p e r s o n e   p a s s a n o   l a   g i o r n a t a   a   l a n c i a r e   p o l v e r i   c o l o r a t e   e   a c q u a   l ' u n   l ' a l t r o . 	 J9/  G0'  #-/  '-*A'D'*  'D1(J9  AJ  'DGF/  HJ3EI  #J6K'  ('-*A'D  'D#DH'F.   HAJG  JB6J  'DF'3  FG'1GE  AJ  %DB'!  'DE3'-JB  'DEDHF)  H'DEJ'G  9DI  (96GE  'D(96. 	 E s t e      u m   f e s t i v a l   d e   P r i m a v e r a   p o p u l a r ,   q u e   o c o r r e   n a    n d i a ,   t a m b  m   d e s i g n a d o   d e   F e s t i v a l   d a s   C o r e s .   A s   p e s s o a s   p a s s a m   o   d i a   a   a t i r a r   p    c o l o r i d o   e    g u a   u m a s    s   o u t r a s . 	 B u   H i n d i s t a n ' d a   k u t l a n a n   p o p  l e r   b i r   b a h a r   f e s t i v a l i   o l u p   a y n 1  z a m a n d a   R e n k l e r i n   F e s t i v a l i   o l a r a k   d a   a n 1l 1r .   0n s a n l a r   g  n    b i r b i r l e r i n e   r e n k l i   t o z   v e   s u   a t a r a k   g e  i r i r . 	  y   l    n g  y   l   r t   c   c h  o    n ,   t i   n     c in g   l    m t   t r o n g   n h n g   n g  y   l   t h    v . M i   n g i   t r o n g   n g  y   n  y   t    n c   v    b t   m    c    m  u   s c   v  o   n g i   i   p h n g . 	 P e r a y a a n   m u s i m   s e m i   p o p u l e r   y a n g   d i l a k u k a n   d i   I n d i a   i n i   j u g a   d i s e b u t   s e b a g a i   P e r a y a a n   W a r n a .   M a s y a r a k a t   m e n g h a b i s k a n   w a k t u   d e n g a n   s a l i n g   m e l e m p a r k a n   b u b u k   w a r n a   d a n   a i r . 	 I n i   a d a l a h   k e r a i a n   m u s i m   b u n g a   y a n g   p o p u l a r ,   d i l i h a t   d i   I n d i a ,   j u g a   d i p a n g g i l   P e r a y a a n   W a r n a .   O r a n g   m e r a i k a n n y a   d e n g a n   m e m b a l i n g   s e r b u k   w a r n a   d a n   a i r   a n t a r a   s a t u   s a m a   l a i n . 	 -	>	0	$	  .	G		  5	8		$	  	G	  .	L	8	.	  .	G		  /	9	  $	M	/	K	9	>	0	  .	(	>	/	>	  	>	$	>	  9	H	d	  	8	G	  0			K		  	>	  $	M	/	K	9	>	0	  -	@	  	9	$	G	  9	H		d	  2	K		  &	?	(	  -	0	  		  &	B	8	0	G	  *	0	  0			@	(	  *	>	(	@	  	@	  *	?			>	0	@	  .	>	0	$	G	  9	H	d		 	 	 	 E z   e g y   n  p s z e r q  t a v a s z i    n n e p s  g ,   m e l y e t   I n d i  b a n   t a r t a n a k ,   a m e l y e t   a   S z  n e k    n n e p  n e k   i s   h  v n a k .   A z   e m b e r e k   e g  s z   n a p   s z  n e s   p o r o k a t   d o b  l n a k ,   v i z e t    n t e n e k   e g y m  s r a . 	 	 	 	 D i t   i s   e e n   p o p u l a i r   l e n t e f e e s t   d a t   p l a a t s v i n d t   i n   I n d i a .   H e t   h e e t   o o k   h e t   F e s t i v a l   v a n   d e   K l e u r e n .   D e   m e n s e n   g o o i e n   d e   h e l e   d a g   g e k l e u r d   p o e d e r   e n   w a t e r   n a a r   e l k a a r . 	 	 	 A c e s t a   e s t e   u n   f e s t i v a l   c e l e b r u   d e   p r i m v a r ,   o r g a n i z a t    n   I n d i a ,   n u m i t   _i   F e s t i v a l u l   c u l o r i l o r .   O a m e n i i    _i   p e t r e c   z i u a   b t  n d u - s e   c u   p u d r   c o l o r a t   _i   a p . 	 	 	       ,         .                         . 	 	 9	>	  5	8		$	  	$	A	$	2	>	  2	K		*	M	0	?	/	  8	#	.   /	>	2	>		  0			*			.	@	  	8	G	9	@	  .	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.  	                 ,         .                   . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 H i e r d i e   i s   ' n   g e w i l d e   l e n t e f e e s ,   o o k   g e n o e m   d i e   F e e s   v a n   K l e u r e ,   w a t   i n   I n d i    g e h o u   w o r d .   M e n s e   b r i n g   d i e   d a g   d e u r   d e u r   m e k a a r   m e t   g e k l e u r d e   p o e i e r   e n   w a t e r   t e   g o o i . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 T h i s   i s   a   p o p u l a r   s p r i n g   f e s t i v a l ,   o b s e r v e d   i n   I n d i a ,   a l s o   c a l l e d   t h e   F e s t i v a l   o f   C o l o u r s .   P e o p l e   s p e n d   t h e   d a y   t h r o w i n g   c o l o u r e d   p o w d e r   a n d   w a t e r   a t   e a c h   o t h e r . 	 	 	 K y   e s h t e   n j e   f e s t i v a l   p r a n v e r o r   s h u m e   I   f a m s h e m ,   I   c i l i   n j i h e t   n e   I n d i ,   d h e   q e   t h i r r e t   n d r y s h e   F e s t i v a l i   I   N g j y r a v e .     N j e r e z i t   e   k a l o j n e   d i t e n   d u k e   h e d h u r   p u d e r   d h e   u j e   t e k   n j e r i   t j e t r i . 	 					  				  			  	  			  							  					  						  		  						  									  				  						  		  			  				  								 	 	 	 	 	 	 	 E s t e      u m   f e s t i v a l   p o p u l a r   d a   p r i m a v e r a ,   r e a l i z a d o   n a    n d i a ,   t a m b  m   c h a m a d o   d e   F e s t i v a l   d a s   c o r e s .   A s   p e s s o a s   p a s s a m   o   d i a   j o g a n d o   p    c o l o r i d o   e    g u a   n a s   o u t r a s   p e s s o a s . 
 
 S T R _ I N D I C A L _ N A V _ V A R S H A _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 N a v   V a r s h a 	 I n d i a n   c a l e n d a r   n e w   y e a r   b e g i n n i n g . 	 pS^fet^^Y0	 pS^Set^^ _Y0	 5C+!H2!44-4@5"@#4H!6I	 C o m i e n z a   u n   n u e v o   a  o   e n   e l   c a l e n d a r i o   h i n d  .   	 D  b u t   d e   l a   n o u v e l l e   a n n  e   d u   c a l e n d r i e r   I n d i e n . 	 N e u j a h r   n a c h   i n d i s c h e m   K a l e n d e r . 	 0G0;>  =>2>3>  3>40  ?>  8=489A:><C  :0;5=40@N. 	 C a p o d a n n o   i n d i a n o . 	 (/'J)  'D9'E  'D,/J/  -3(  'D*BHJE  'DGF/J. 	 I n  c i o   d o   n o v o   a n o   d o   c a l e n d  r i o   i n d i a n o . 	 H i n d i s t a n   t a k v i m i   y e n i   y 1l   b a _l a n g 1c 1  	 N m   m i   b t   u   c a   l c h   n   	 K a l e n d e r   t a h u n   b a r u   I n d i a   d i m u l a i . 	 P e r m u l a a n   t a h u n   b a r u   k a l e n d a r   I n d i a . 	 -	>	0	$	@	/	  	H	2	G		!	0	  (	/	>	  8	>	2	  6	A	0	B	d		 	 	 	 I n d i a i   n a p t  r ,   a z    j  v   k e z d e t e . 	 	 	 	 I n   d e   I n d i s c h e   k a l e n d e r   b e g i n t   e e n   n i e u w   j a a r . 	 	 	  n c e p u t u l   a n u l u i   n o u    n   c a l e n d a r u l   i n d i a n . 	 	 	           	 	 -	>	0	$	@	/	  	E	2	G		!	0	(	A	8	>	0	  (	5	@	(	  5	0	M	7	>		>	  *	M	0	>	0		-	. 	 ":'2  3'D  FH  *BHE  GF/. 	 	 	   						  											  							  				  					  				d		 -
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 S T R _ I N D I C A L _ R A K S H A _ B A N D H A N _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 R a k s h a   B a n d h a n 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 va]yDQYKNv`0(W N)YsYi[Pg(WyYPvDQ_KbU
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2"I-
2"5H!5H-5H*2'I-*2'    C'15I    5H*2'I-*2'0%I--#1D'I5HI-!7--5H
2"I-
2"@7H-I-'@2H-'2!
1H'#I2"	 C e l e b r a   e l   a m o r   d e   u n   h e r m a n o   p a r a   s u   h e r m a n a .     E n   e s t e   d  a ,   l a s   h e r m a n a s   a t a n   R a k h i   e n   l a s   m u  e c a s   d e   s u s   h e r m a n o s   p a r a   p r o t e g e r l o s   d e   l a s   i n f l u e n c i a s   m a l i g n a s .   	 C  l  b r e   l  a m o u r   d  u n   f r  r e   e n v e r s   s a   s Su r .   P e n d a n t   c e   j o u r ,   l e s   s Su r s   a t t a c h e n t   R a k h i   s u r   l e s   p o i g n e t s   d e   l e u r s   f r  r e s   p o u r   l e s   p r o t  g e r   c o n t r e   l e s   m a u v a i s e s   i n f l u e n c e s . 	 M a n   f e i e r t   d i e   L i e b e   e i n e s   B r u d e r s   f  r   s e i n e   S c h w e s t e r .   A n   d i e s e m   T a g   b i n d e n   d i e   S c h w e s t e r n   e i n   R a k h i   u m   d i e   H a n d g e l e n k e   i h r e r   B r  d e r ,   u m   s i e   b  s e n   E i n f l  s s e n   z u   s c h  t z e n . 	 @074=8:  ;N128  1@0BL52  8  A5AB5@.     MB>B  45=L  452CH:8  ?>2O7K20NB  1@0BLO<  =0  70?OABL5  >A>1K9  H=C@>:,   @0:E8,   GB>1K  >3@048BL  8E  >B  7;0. 	 C e l e b r a   l ' a m o r e   d i   u n   f r a t e l l o   p e r   s u a   s o r e l l a .   D u r a n t e   q u e s t o   g i o r n o   l e   s o r e l l e   l e g a n o   i l   R a k h i   a i   p o l s i   d e i   f r a t e l l i   p e r   p r o t e g g e r l i   c o n t r o   l e   i n f l u e n z a   m a l i g n e . 	 J-*AD  G0'  'D9J/  (-(  'D#.  D#.*G.   HAJ  G0'  'DJHE  *,D3  'D#.H'*  9DI  3H'9/  %.H'FGF  D-E'J*GE  EF  BHI  'D41. 	 C e l e b r a   o   a m o r   d e   u m   i r m  o   p e l a   s u a   i r m  .   N e s t e   d i a ,   a s   i r m  s   a t a m   a   c o r d a   s a g r a d a   R a k h i   a o s   p u l s o s   d o s   s e u s   i r m  o s   p a r a   o s   p r o t e g e r e m   c o n t r a   a s   i n f l u  n c i a s   m a l  f i c a s . 	 B i r   e r k e k   k k 1z   k a r d e _i n e   o l a n   a _k 1n 1  k u t l a r .   B u   g  n d e   k 1z   k a r d e _l e r   e r k e k   k a r d e _l e r i n i   k  t    e t k i l e r e   k a r _1  k o r u m a k   i  i n   b e l l e r i n e   R a k h i   b a l a r l a r . 	 N    c h  c   t n g   t  n h   y  u   c a   c h   e m   v i   n g i   a n h   e m . T r o n g   n g  y   n  y , c h   e m   p h i   h p   v i   R a k h i   i   t h   c a   n g i   a n h   e m ,     t r  n h   c  c   n h   h n g   t    o . 	 M e r a y a k a n   c i n t a   k e p a d a   k a k a k   l a k i - l a k i   k e p a d a   a d i k   p e r e m p u a n n y a .   P a d a   h a r i   i n i ,   a d i k   p e r e m p u a n   m e n g i k a t k a n   R a k h i   p a d a   p e r g e l a n g a n   t a n g a n   k a k a k   l a k i - l a k i n y a   a g a r   t e r l i n d u n g   d a r i   p e n g a r u h   j a h a t . 	 I a   m e r a i k a n   s a y a n g   s i   a b a n g   k e p a d a   a d i k   p e r e m p u a n n y a .   P a d a   h a r i   i n i ,   m e n g i k a t   r a k h i   p a d a   p e r g e l a n g a n   t a n g a n   a b a n g   u n t u k   m e l i n d u n g i n y a   d a r i   p e n g a r u h   j a h a t . 	 /	9	  -	>		  	G	  2	?		  ,	9	(	  	G	  *	M	/	>	0	  	>	  $	M	/	K	9	>	0	  9	H	d	  	8	  &	?	(	  ,	9	(	G		  	*	(	G	  -	>		/	K		  	@	  	2	>		/	K		  *	0	  0	>		@	  ,	>		'	$	@	  9	H		  $	>		?	  ,	A	0	G	  *	M	0	-	>	5	K		  8	G	  		(		@	  0		M	7	>	  9	K	  8		G	d	  	 	 	 	 E z   a   f i v  r   s z e r e t e t  t    n n e p l i   a   n Qv  r e   i r  n t .   E z e n   a   n a p o n   a   n Qv  r e k   R a k h i t   k  t n e k   a   f i v  r  k   c s u k l  j  r a ,   h o g y   m e g v  d j  k   Qk e t   a   g o n o s z   h a t  s o k t  l . 	 	 	 	 M e n   v i e r t   d e   l i e f d e   v a n   e e n   b r o e d e r   v o o r   e e n   z u s t e r .   O p   d e z e   d a g   b i n d e n   d e   z u s t e r s   R a k h i   o p   d e   p o l s e n   v a n   h u n   b r o e r s   o m   z e   t e   b e s c h e r m e n   t e g e n   s l e c h t e   i n v l o e d e n . 	 	 	 S r b t o r e _t e   d r a g o s t e a   u n u i   f r a t e   p e n t r u   s o r a   l u i .    n   a c e a s t   z i ,   s u r o r i l e   p r i n d   R a k h i   l a   m  i n i l e   f r a ci l o r   l o r ,   p e n t r u   a - i   p r o t e j a   d e   r u . 	 	 	             .           R a k h i                       . 	 	 -	>	
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.  	                     .     ,               ,                   . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 D i t   v i e r   d i e   l i e f d e   v a n    n   b r o e r   v i r   s y   s u s t e r .   O p   h i e r d i e   d a g ,   b i n d   s u s t e r s   R a k h i   a a n   h u l   b r o e r s   s e   g e w r i g t e   o m   h u l l e   t e e n   b o s e   i n v l o e d e   t e   b e s k e r m . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 I t   c e l e b r a t e s   t h e   l o v e   o f   a   b r o t h e r   f o r   h i s   s i s t e r .   O n   t h i s   d a y ,   s i s t e r s   t i e   R a k h i   o n   t h e   w r i s t s   o f   t h e i r   b r o t h e r s   t o   p r o t e c t   t h e m   a g a i n s t   e v i l   i n f l u e n c e s . 	 	 	 F e s t o n   d a s h u r i n e   e   v e l l a i t   p e r   m o t r e n   e   t i j .     N e   k e t e   d i t e ,   m o t r a t   l i d h i n   R a k h i   n e   k y c i n   e   d o r e s   s e   v e l l e z e r v e   p e r   t ' I   m b r o j t u r   a t o   k u n d e r   n d i k i m e v e   t e   k e q i a . 	 		  								  			  						  					  							  			  							  		  						,   									  								  				  							  			  					  			  						  				  								  				  				  									 	 	 	 	 	 	 	 C o m e m o r a   o   a m o r   d e   u m   i r m  o   p e l a   s u a   i r m  .   N e s t e   d i a ,   a s   i r m  s   a m a r r a m   R a k h i   n o s   p u l s o s   d e   s e u s   i r m  o s   p a r a   p r o t e g  - l o s   c o n t r a   a s   m  s   i n f l u  n c i a s . 
 
 S T R _ I N D I C A L _ J A N M A S T M I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 J a n m a s h t a m i 	 L o r d   V i s h n u   i s   i n v o k e d   i n   h i s   h u m a n   i n c a r n a t i o n   a s   K r i s h n a   o n   h i s   b i r t h   a n n i v e r s a r y .   T h e   t e m p l e s   o f   V r i n d a v a n   w i t n e s s   a   c o l o u r f u l   c e l e b r a t i o n   o n   t h i s   o c c a s i o n . 	 NP(WKQ̑^ N)YleyByvCQў)YkotY^y0T.zYǑvva]y;mRg(WnTe^	L0	 NN(WKQ)R{ދueُ N)YlewyByvCQў)YkntY^y0TyYǑv^]y;mRO(W)ne^>NL0	 #0'4)8DI@4C+!H@G!8)"LC#H2#0$)0C'1##-'1@4-@2    '1H2F  -'#42'20AH#01#02-"H2*'"2!CB-2*5I	 E l   S e  o r   V i s h n u   s e   i n v o c a   e n   s u   e n c a r n a c i  n   h u m a n a   c o m o   K r i s h n a   e n   e s t e   a n i v e r s a r i o   d e   n a c i m i e n t o .     L o s   t e m p l o s   d e   V r i n d a v a n   s o n   t e s t i g o s   d e   u n a   c e l e b r a c i  n   c o l o r i d a   e n   e s t a   o c a s i  n .   	 L o r d   V i s h n u   e s t   i n v o q u    s o u s   s a   f o r m e   h u m a i n e ,   q u i   e s t   K r i s h n a ,   l e   j o u r   d e   s o n   a n n i v e r s a i r e .   L e s   t e m p l e s   d e   V r i n d a v a n   c  l  b r e n t   c e t t e   o c c a s i o n   r e s p l e n d i s s a n t e . 	 D e r   G o t t   V i s h n u   w i r d   a n   d i e s e m   T a g   i n   s e i n e r   m e n s c h l i c h e n   I n k a r n a t i o n   a l s   K r i s h n a   g e b o r e n .   I n   d e n   T e m p e l n   v o n   V r i n d a v a n   w i r d   b e i   d i e s e r   G e l e g e n h e i t   e i n e   f a r b e n f r o h e   F e i e r   a b g e h a l t e n . 	 5=L  ?>O2;5=8O  @8H=K,   75<=>3>  2>?;>I5=8O  5;8:>3>  8H=C.     E@0<0E  @8=4020=  2  MB>B  45=L  CAB@0820NBAO  O@:85  ?@074=>20=8O. 	 V i e n e   i n v o c a t o   V i s h n u   n e l l a   s u a   i n c a r n a z i o n e   u m a n a   c o m e   K r i s h n a   d u r a n t e   l ' a n n i v e r s a r i o   d e l l a   s u a   n a s c i t a .   I   t e m p l i   d i   V r i n d a v a n   s o n o   t e s t i m o n i   d i   u n a   c o l o r a t a   c e l e b r a z i o n e   i n   q u e s t a   o c c a s i o n e . 	 J*E+D  " 'DDH1/  AJ4FH"   AJ  5H1)  "/EJ)  -J+  J*,3/  AJ  5H1)  " C1J4F'"   AJ  'D0C1I  'D3FHJ)  DEHD/G.   H*4G/  E9'(/  " A1JF/A'F"   '-*A'DK'  EDHFK'  AJ  G0G  'DEF'3(). 	 O   D e u s   V i s h n u      i n v o c a d o   n a   s u a   e n c a r n a   o   h u m a n a   c o m o   K r i s h n a   n a   s u a   d a t a   d e   a n i v e r s  r i o .   O s   t e m p l o s   d e   V r i n d a v a n   t e s t e m u n h a m   u m a   c e l e b r a   o   c o l o r i d a   n e s t a   o c a s i  o . 	 L o r d   V i s h n u   i s   i n v o k e d   i n   h i s   h u m a n   i n c a r n a t i o n   a s   K r i s h n a   o n   h i s   b i r t h   a n n i v e r s a r y .   T h e   t e m p l e s   o f   V r i n d a v a n   w i t n e s s   a   c o l o u r f u l   c e l e b r a t i o n   o n   t h i s   o c c a s i o n 	 T h n   V i s h n u   l    s   h  a   t h  n   c a   K r i s h n a   t r o n g   n g  y   l   k   n i m   s i n h   n h t   c a    n g . V r i n d a v a n   c a   m i u   t h n   n h  n   t h y   m  u   s c   d u y  n   p h n   n  y ,   c h  c   m n g   c h o   l   h i   l n   n  y . 	 D e w a   W i s n u   d i l i b a t k a n   d a l a m   i n k a r n a s i   m a n u s i a   s e b a g a i   K r i s h n a   p a d a   p e r a y a a n   h a r i   u l a n g   t a h u n n y a .   K u i l   V r i n d a v a n   a d a l a h   s a k s i   a t a s   p e r a y a a n   y a n g   p e n u h   w a r n a   p a d a   a c a r a   i n i . 	 D e w a   V i s h n u   d i h i d u p k a n   d a l a m   j e l m a a n   m a n u s i a   s e b a g a i   K r i s h n a   p a d a   u l a n g t a h u n   k e l a h i r a n n y a .   K u i l   V r i n d a v a n   m e n u n j u k k a n   p e r a y a a n   y a n g   w a n r a - w a r n i   p a d a   p e r i s t i w a   i n i . 	 -		5	>	(	  5	?	7	M	#	A	  	G	  .	>	(	5	  	5	$	>	0	  6	M	0	@	  	C	7	M	#	  	G	  	(	M	.	  &	?	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. 	                   .           . 	 U - L o r d   V i s h n u   u k h u l e k e l w a   e s i m e n i   s o m u n t u   n j e n g o - K r i s h n a   o s u k w i n i   l o k u g u b h a   u k u z a l w a   k w a k h e .   A m a t h e m p e l i   e - V r i n d a v a n   a b o n a   u m g u b h o   w e m i b a l a   n g a l o l u   s u k u . 	 I n k o s i   u V i s h n u   u y a k h u n g w a   e m f a n e k i s w e n i   w a k h e   n j e n g o m n t u   u K r i s h n a   k w i s i k h u m b u z o   s o k u z a l w a   k w a k h e .   I i t e m p i l e   z e V r i n d a v a n   z i b o n a   u m b h i y o z o   o q a q a m b i l e y o   k u l o m s i t h o . 	 B w a n a   V i s h n u   h u t o k e a   k a t i k a   u t u   w a   k i b i n a d a m u   k a m a   K r i s h n a   k a t i k a   a d h i m i s h o   y a   k u z a l i w a   k w a k e .   M a h e k a l u   y a   V r i n d a v a n   u s h u h u d i a   s h a r e h e   k a t i k a   h a f l a   h i i . 	 D i e   H e e r   V i s h n u   w o r d   i n   s y   m e n s l i k e   v o r m   a s   K r i s j n a   o p   d i e   h e r d e n k i n g   v a n   s y   g e b o o r t e d a g   a a n g e r o e p .   D i e   t e m p e l s   i n   V r i n d a v a n   v i e r   o p   k l e u r v o l l e   w y s e   f e e s   t y d e n s   h i e r d i e   g e l e e n t h e i d . 	 V a l d o v a s   V i an u   s a v o   g i m i m o   m e t i n s e   k v i e 
i a m a s   k a i p   ~m o g i ak a   K r i an o s   i n k a r n a c i j a .   V r i n d a v a n o   av e n t y k l o s e   ai a   p r o g a   v y k s t a   s p a l v i n g a   av e n t . 	 K u n g s   V i an u   d z i m aa n a s   d i e n   t i e k   g o d i n t s   s a v   c i l v c i s k a j   i e m i e s o j u m   k   K r i an a .   `a j o s   s v t k o s   V r i n d a v a n   t e m p <o s   n o t i e k   k r s a i n a s   s v i n +b a s . 	 P   r d u t a k s e   J u m a l   V i s h n u   p o o l e ,   k e s   t a a s k e h a s t u b   o m a   s  n n i p  e v a l   K r i s h n a n a .   V r i n d a v a n i   t e m p l i d   o n   s e l   p u h u l   t u n n i s t a j a t e k s   v  r v i k a t e l e   p i d u s t u s t e l e . 	 Nkwvx  a}~anh  k  nvvduav  aedaqkv  pauv~xt  g  k  tadoaukv  tatvaxtx~  xze}  ?kwva:   Nkvda~avk  asavext  au}  xvk  oazaoxiuatb  erk  g  xvevxt  cxvacer  xvaoaaxiuxv: 	               .               .   	 L o r d   V i s h n u   e s t e   i n v o c a t   s u b   f o r m a   s a   o m e n e a s c ,   K r i s h n a ,   c u   o c a z i a   z i l e i   s a l e   d e   n a _t e r e .     C u   a c e a s t   o c a z i e ,   t e m p l e l e   d i n   V r i n d a v a n   o r g a n i z e a z   s e r b r i   p l i n e   d e   c u l o a r e . 	 5
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 S T R _ I N D I C A L _ N A W M I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 M a h a   N a v m i 	 T h e   c u l m i n a t i o n   o f   t h e   N a v r a t r a   f e s t i v a l   i s   M a h a   N a v m i   w h e n   t h e   G o d d e s s   D u r g a   i s   w o r s h i p p e d   a s   A p a r a j i t a .   T h i s   i s   t h e   c o n c l u d i n g   d a y   o f   D u r g a   P u j a .   T h e   m a i n   N a v m i   P u j a   b e g i n s   a f t e r   t h e   e n d   o f   S a n d h i   P u j a .   T h e   N a v m i   B h o g   i s   o f f e r e d   t o   t h e   G o d d e s s .   T h i s   i s   l a t e r   p a r t a k e n   a s   p r a s a d   b y   t h e   d e v o t e e s . 	 ]NYmyvؚ\1\/fR)R{zRsY^y(W N)Y
\p?^b	TTX0 N)Y_N/fzR{vP}_g0;NvN a v m i   P u j a {va(WS a n d h i   P u j a KN_MbY0O_psY^y}\Op N.zlea0	 ]NYmyvؚ\1\/f܀)RzRsY^y(Wُ N)Y
\:N?^b	TTX0ُ N)Y_N/fzRv~_g0;NvN a v m i   P u j a ^(WS a n d h i   P u j a KNTMb _Y0O_:NsY^y~\O:N Nylea0	 8*9*8-@(2%@'#2#27-  !+22!4  @!7H-#0@-#L2DI#12#*12#0@G-2#242    6H1@G'1*4I*8-@-#L29
2      2!49
2+%1@#4H!+%12#*4I*8-*149
2    !52#*12#02!4G-AH#09I@G@I2    +%121I  2#L@@GDI#12#9#0C+I@G#2*2B"9I@%7H-!C*	 L a   c u l m i n a c i  n   d e l   f e s t i v a l   d e   N a v r a t r a   e s   M a h a   N a v m i   c u a n d o   l a   d i o s a   D u r g a   s e   a d o r a   c o m o   A p a r a j i t a .   E s t e   e s   e l   f i n a l   d e l   d  a   d e   D u r g a   P u j a .     E l     N a v m i   P u j a   p r i n c i p a l   c o m i e n z a   d e s p u  s   q u e   t e r m i n a   S a n d h i   P u j a .     E l   N a v m i   B h o g   s e   o f r e c e   a   l a   d i o s a .     D e s p u  s   e s   c o n s u m i d o   c o m o   p r a s a d   p o r   l o s   d e v o t o s .   	 L a   c u l m i n a t i o n   d u   f e s t i v a l   N a v r a t r a   e s t   M a h a   N a v m i ,   l o r s q u e   l a   D  e s s e   D u r g a   e s t   r  v  r  e   c o m m e   A p a r a j i t a .   C  e s t   l e   d e r n i e r   j o u r   d e   D u r g a   P u j a .   L e   N a v m i   P u j a   p r i n c i p a l   c o m m e n c e   a p r  s   l a   f i n   d e   S a n d h i   P u j a .   L e   N a v m i   B h o g   e s t   o f f e r t      l a   d  e s s e .   C e c i   e s t   e n s u i t e   c o n t i n u    c o m m e   p r a s a d   p a r   l e s   d  v o u  s . 	 D e r   H  h e p u n k t   d e s   N a v r a t r a - F e s t e s   i s t   M a h a   N a v m i ,   w e n n   d i e   G  t t i n   D u r g a   a l s   A p a r a j i t a   v e r e h r t   w i r d .   D i e s   i s t   d e r   a b s c h l i e  e n d e   T a g   d e r   D u r g a   P u j a .   D i e   h a u p t s  c h l i c h e   N a v m i   P u j a   b e g i n n t   n a c h   d e m   E n d e   d e r   S a n d h i   P u j a .   N a v m i   B h o g   w i r d   d e r   G  t t i n   a n g e b o t e n .   D a r a n   h a b e n   d i e   G l  u b i g e n   s p  t e r   T e i l   a l s   P r a s a d . 	 C;L<8=0F859  ?@074=5AB2  02@0B@K  O2;O5BAO  0E0  02<8?    45=L,   :>340  1>38=5  C@35  ?>:;>=ONBAO  2  55  2>?;>I5=88  ?0@0468B0.   -B>  70:;NG8B5;L=K9  45=L  >1@O40  C@30.   A=>2=>9  >1@O4  02<8  =0G8=05BAO  ?>A;5  >:>=G0=8O  ?@074=>20=8O  !0=4E8.   >38=5  ?@5?>4=>A8BAO  02<8  E>3,   T h i s   i s   l a t e r   p a r t a k e n   a s   p r a s a d   b y   t h e   d e v o t e e s . 	 I l   c u l m i n e   d e l l a   f e s t a   d i   N a v r a t r a      M a h a   N a v m i   q u a n d o   l a   d e a   D u r g a   v i e n e   a d o r a t a   c o m e   A p a r a j i t a .   S i   t r a t t a   d e l   g i o r n o   c o n c l u s i v o   d i   D u r g a   P u j a .   I l   p r i n c i p a l e   N a v m i   p u j a   i n i z i a   d o p o   l a   f i n e   d i   S a n d h i   P u j a .   A l l a   d e a   v i e n e   o f f e r t o   N a v m i   B h o g ,   c h e   s u c c e s s i v a m e n t e   v i e n e   p r e s o   c o m e   b e n e d i z i o n e   d a i   d e v o t i . 	 J9/  -/+  " E'G'  F'AEJ"   BE)  '-*A'D  " F'A1'*1'"   -J+  *O9(N/  'D%DG)  " /H1,'"   AJ  5H1)  " "('1',J*'" .   HG0'  GH  'DJHE  'D#.J1  AJ  -/+  " /H1,'  (H,'" .   HJ(/#  -/+  " F'AEJ  (H,'"   'D1&J3J  (9/  'F*G'!  -/+  " 3'F/GJ  (H,'" .   HAJG  J*E  *B/JE  " F'AEJ  (GH,"   CB1('F  %DI  'D%DG).   H(9/G'  J4'1C  'DE*9(/HF  AJ  G0'  'D'-*A'D  (*B/JE  'D#79E)  %DI  'D"DG). 	 O   p o n t o   m a i s   a l t o   d o   f e s t i v a l   N a v r a t r i      o   M a h a   N a v m i ,   q u a n d o   a   d e u s a   D u r g a      a d o r a d a   c o m o   A p a r a j i t a .   E s t e      o   d i a   f i n a l   d e   D u r g a   P u j a .   O   N a v m i   P u j a   p r i n c i p a l   t e m   i n  c i o   d e p o i s   d o   f i m   d e   S a n d h i   P u j a .   O   N a v m i   B h o g      o f e r e c i d o      d e u s a .   E s t e      p a r t i l h a d o   m a i s   t a r d e   c o m o   p r a s a d   p e l o s   d e v o t o s . 	 T a n r 1 a   D u r g a ' y a   A p a r a j i t a   o l a r a k   t a p 1n c a   N a v r a t r a   f e s t i v a l i   M a h a   N a v m i ' y e   u l a _1r .   B u   D u r g a   P u j a ' n 1n   s o n   g  n  d  r .   E s a s   N a v m i   p u j a   i s e   S a n d h i   P u j a ' n 1n   b i t i _i   i l e   b a _l a r .   N a v m i   B h o g   t a n r 1 a   y a p 1l 1r .   B u n a   d a h a   s o n r a   h a y r a n l a r 1  t a r a f 1n d a n   t a p 1l 1r 	 T h  n g   q u a   n g  y   l   N a v r a t r a ,   N   t h n   M a h a   N a v m i   c   s  n g   b  i   t h  n h   A p a r a j i t a .    y   l    m t   n g  y   t n g   k t   c a   S a n d h i   P u j a .   N a v m i   p u j a   c h   y u   b t   u   v    S a n d h i   p u j a   k t   t h  c . N a v m i   B h o g   n  y   d  n g   t n g   c h o   n   t h n . S a u   n  y   t h a m   d   v  o   n g  y   l   c a   c  c   t  n   . 	 P u n c a k   p e r a y a a n   N a v r a t r a   a d a l a h   M a h a   N a v m i   s a a t   D e w i   D u r g a   d i p u j a   s e b a g a i   A p a r a j i t a .   I n i   a d a l a h   h a r i   t e r a k h i r   D u r g a   P u j a .   N a v m i   P u j a   u t a m a   d i m u l a i   s e t e l a h   b e r a k h i r n y a   S a n d h i   P u j a .   N a v m i   B h o g   d i p e r s e m b a h k a n   k e p a d a   p a r a   D e w i .   S e l a n j u t n y a   r i t u a l   i n i   d i s e r t a k a n   s e b a g a i   p r a s a d   o l e h   p a r a   p e n g a n u t n y a . 	 K e m u n c a k   p e r a y a a n   N a v r a t r a   i a l a h   M a h a   N a v m i   s e m a s a   D e w i   D u r g a   d i s e m b a h   s e b a g a i   A p a r a j i t a .   I n i   a d a l a h   h a r i   a k h i r   b a g i   D u r g a   P u j a .   P u j a   N a v m i   y a n g   u t a m a   b e r m u l a   p a d a   a k h i r   S a n d h i   P u j a .   N a v m i   B h o g   d i p e r s e m b a h k a n   p a d a   d e w i .   I n i   k e m u d i a n   d i m a k a n   s e b a g a i   p r a s a d   o l e h   p e n g a n u t n y a . 	 (	5	0	>	$	M	0	K		  	G	  $	M	/	K	9	>	0	  	>	  8	.	>	*	(	  	>	  	5	8	0	  9	H	  .	9	>	(	5	.	@	,   	,	  	*	0	>		?	$	>	  	G	  0	B	*	  .	G		  .	>		  &	A	0	M		>	  	@	  *	B		>	  9	K	$	@	  9	H	d	  /	9	  &	A	0	M		>	  *	B		>	  	>	  		$	?	.	  &	?	(	  9	K	$	>	  9	H	d	  8		'	?	  *	B		>	  	@	  8	.	>	*	M	$	?	  *	0	  .	A		M	/	  (	5	.	@	  *	B		>	  	0		-	  9	K	$	@	  9	H	d	  .	>		  -		5	$	@	  	K	  (	5	.	@	  -	K		  2		>	/	>	  	>	$	>	  9	H	d	  ,	>	&	  .	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 N a v r a t r a - f e e s   e i n d i g   i n   M a h a   N a v m i ,   a s   d i e   g o d i n   D u r g a   a s   A p a r a j i t a   a a n b i d   w o r d .   D i t   i s   d i e   l a a s t e   d a g   v a n   D u r g a   P u j a .   D i e   h o o f - N a v m i   p u j a   b e g i n   n a   d i e   e i n d e   v a n   S a n d h i   P u j a .   D i e   N a v m i   B h o g   w o r d   a a n   d i e   g o d i n   g e o f f e r .   L a t e r   h e t   d i e   v o l g e l i n g e   o o k   h i e r a a n   d e e l   i n   d i e   v o r m   v a n   p r a s a d . 	 N a v r a t r a   f e s t i v a l i o   k u l m i n a c i j a   y r a   M a h a   N a v m i ,   k a i   d e i v   D u r g a   g a r b i n a m a   k a i p   A p a r a d ~i t a .   T a i   D u r g o s   p u d ~o s   b a i g i a m o j i   d i e n a .   P a g r i n d i n   N a v m i   p u d ~a   b a i g i a s i   p o   S a n d h i   p u d ~o s   p a b a i g o s .   D e i v e i   s i kl o m a s   N a v m i   B h o g .   V l i a u   k a i p   p r a s a d   ( d i e v o   m a i s t )   j /  p a s i d a l i n a   t i k i n t i e j i . 	 N a v r a t r a   s v t k u   k u l m i n c i j a   i r   M a h a   N a v m i ,   k a d   d i e v i e t e   D u r g a   t i e k   p i e l kg t a   k   A p a r a j i t a .   `+s   i r   D u r g a   P u j a   n o s l g u m a   d i e n a s .   G a l v e n i e   N a v m i   p u j a   s k a s   p c   S a n d h i   P u j a   b e i g m .   D i e v i e t e i   z i e d o   N a v m i   B h o g .   P c   t a m   t i c +g i e   t o   l i e t o   k o p j   m a l t +t   k   p r a s a d . 	 N a v r a t r a   f e s t i v a l i   k u l m i n a t s i o o n i k s   o n   M a h a   N a v m i   p i d u s t u s e d ,   m i l   p  h i t s e t a k s   j u m a l a n n a   D u r g a   i l m u m i s t   A p a r a j i t a n a   ( v  i t m a t u n a ) .   S e e   o n   D u r g a   P u j a   p i d u s t u s t e   v i i m a n e   p  e v .   S u u r e m a d  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 S T R _ I N D I C A L _ D A S H E H R A _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 D a s h e h r a 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 	g
Tv0bR`N{vaxQ}c(W]NYmyKN_0s(W N)YdkNRsbta_
NRck0NPzw1Ybt0Nv__YFZT
}TRQP[r^
}lvP^XeQpz&Nqq[P0	 	g
TvAS܀^xQ'}c(W]NYmyKNT0Wid(Wُ N)YQ@gWNRsbta_
N܀ck0NNzwYbt0Nv__ YFZT~T?QP[r^~lvP^XeQpzv^qp[N0	 @(2%5H!5
7H-@*5"-2@
.0#2+#7-'42"02
2!4  6H!2+%12@I2'1-2'2#2#2    C'15I  #0#2!DIH2#2'20  6H@G2#A*
1"
0-##!0@+7--##!    !52#*#I2#93%--#2'20  A%0I-
2"-@25H
7H-1!22#L2  A%0%9
2"
7H-@!022    6H-1AHI'"@
7I-@%4A%084D	 E l   f a m o s o   f e s t i v a l   d e   D a s h e b r a   o   V i j a y a   D a s h a m i   t i e n e   l u g a r   d e s p u  s   d e   l o s   n u e v e   d  a s   d e   N a v a r a t a .     E n   e s t e   d  a   e l   S e  o r   R a m a   m a t    a   R a v a n a ,   l o   q u e   s i g n i f i c a   l a   v i c t o r i a   d e l   b i e n   s o b r e   e l   m a l .     S e   e r i g e n   e f i g i e s   m a s i v a s   d e   R a v a n a ,   s u   h e r m a n o   m e n o r   K u m b h a k a r n a   y   s u   h i j o   M e g h a n a t h a ,   s o n   r e l l e n a d a s   c o n   f u e g o s   a r t i f i c i a l e s   y   q u e m a d a s .   	 L e   f e s t i v a l   b i e n   c o n n u   d e   D a s h e h r a   o u   V i j a y a   D a s h a m i   v i e n t   a p r  s   l e s   n e u f s   j o u r s   d e   N a v a r a t r a .   C  e s t   l e   j o u r   o    L o r d   R a m a   a   t u    R a v a n a ,   i n d i q u a n t   l a   v i c t o i r e   d u   b i e n   s u r   l e   m a l .     D e s   s t a t u e s   g  a n t e s   d e   R a v a n a ,   s o n   j e u n e   f r  r e   K u m b h a k a r n a   e t   s o n   f i l s   M e g h a n a t h a   s o n t   c o n s t r u i t e s   e t   r e m p l i e s   a v e c   d e s   p  t a r d s   e t   b r u l  e s .   	 D a s   b e r  h m t e   F e s t   v o n   D a s h e h r a   o d e r   V i j a y a   D a s h a m i   f i n d e t   n a c h   d e n   n e u n   T a g e n   d e s   N a v a r a t r a   s t a t t .   A n   d i e s e m   T a g   w u r d e   R a v a n a   v o m   G o t t   R a m a   g e t  t e t ,   w a s   d e n   S i e g   d e s   G u t e n    b e r   d a s   B  s e   b e d e u t e t .   R i e s i g e   B i l d n i s s e   v o n   R a v a n a ,   s e i n e m   j  n g e r e n   B r u d e r   K u m b h a k a r n a   u n d   d e m   S o h n   M e g h a n a t h a   w e r d e n   a u f g e s t e l l t ,   m i t   F e u e r w e r k s k  r p e r n   b e s t  c k t   u n d   a n g e z  n d e t . 	 0H5E@0,   8;8  84609O  0AE0<8,   ?@074=C5BAO  G5@57  452OBL  4=59  ?>A;5  020@0B@K.     MB>B  45=L  5;8:89   0<0  C18;   020=C,   GB>  >7=0G0;>  ?>154C  4>1@0  =04  7;><.   N48  45;0NB  >3@><=K5  GCG5;0   020=K,   53>  <;04H53>  1@0B0  C<1E0:0@=K  8  AK=0  53E0=0BE8,   =0G8=ONB  8E  D595@25@:0<8  8  ?>46830NB. 	 L a   f a m o s a   f e s t a   d i   D a s h e h r a   o   V i j a y a   D a s h a m i   v i e n e   d o p o   i   n o v e   g i o r n i   d i   N a v a r a t r a .   I n   q u e s t a   g i o r n a t a   R a m a   u c c i s e   R a v a n a ,   a   s i g n i f i c a r e   l a   v i t t o r i a   d e l   b e n e   s u l   m a l e .   V e n g o n o   e r e t t e   e n o r m i   e f f i g i   d i   R a v a n a ,   d i   s u o   f r a t e l l o   m i n o r e   K u m b h a k a r n a   e   d i   s u o   f i g l i o   M e g h a n a t h a ,   r i e m p i t e   d i   f u o c h i   d ' a r t i f i c i o ,   q u i n d i   v i e n e   d a t o   l o r o   f u o c o . 	 J#*J  '-*A'D  " /'4JG1'"   #H  " AJ,'J'  /'4'EJ"   'D4GJ1  (9/  E1H1  *39)  #J'E  EF  '-*A'D  " F'A'1'*1'" .   AAJ  G0'  'DJHE  B*D  " 'DDH1/  1'E'"   " 1'A'F'"   H'F*51  'D.J1  9DI  'D41.   HGC0'  J*E  F-*  *E'+JD  6.E)  D@  " 1'A'F'"   H#.JG  'D#5:1  " CHE(G'C'1F'"   H'(FG  " EJ:'F'+'"   -J+  *ED!  ('DEA1B9'*  'DF'1J)  H*49D  AJG'  'DFJ1'F. 	 O   f a m o s o   f e s t i v a l   d e   D a s h e h r a   o u   V i j a y a   D a s h a m i   c e l e b r a - s e   d e p o i s   d o s   n o v e   d i a s   d e   N a v a r a t r i .   N e s t e   d i a ,   o   D e u s   R a m a   m a t o u   R a v a n a ,   s i g n i f i c a n d o   a   v i t  r i a   d o   b e m   s o b r e   o   m a l .   E n o r m e s   e f  g i e s   d e   R a v a n a ,   d o   s e u   i r m  o   m a i s   n o v o   K u m b h a k a r n a   e   d o   f i l h o   M e g h a n a t h a   s  o   e r i g i d a s ,   e m p a l h a d a s   c o m   f o g o - d e - a r t i f  c i o   e   s  o   p o s t a s   a   a r d e r . 	 M e _h u r   D a s h e h r a   v e y a   V i j a y a   D a s h a m i   f e s t i v a l i   N a v a r a t r a ' d a n   d o k u z   g  n   s o n r a   o l u r .   B u   g  n d e   L o r d   R a m a   R a v a n a ' y 1   l d  r m  _t  r   k i   i y i l i i n   k  t  l  e   k a r _1  z a f e r i n i   s i m g e l e r .   R a v a n a ' n 1n ,   g e n    e r k e k   k a r d e _i   K u m b h a k a r n a ' n 1n   v e   o l u   M e g h a n a t h a ' n 1n   m u a z z a m   b  y  k   k u k l a l a r 1  m e y d a n a    1k a r ,   h a v a i   f i _e k l e r   a t e _l e n i r   v e   a t 1l 1r . 	 S a u   k h i   n g  y   l   n g h   t h u t   n i   t i n g   D a s h e h r a   h o c   V i j a y a   D a s h a m i   n N a v a r a t r a   t i n   h  n h   t r o n g   c h  n   n g  y   0T r o n g   n g  y   n  y   c h  a   R a m a   R a v a n a   b i u   d n g   h      c h i n   t h n g   t     c . 	 F e s t i v a l   D a s h e h r a   a t a u   V i j a y a   D a s h a m i   y a n g   t e r k e n a l   d i r a y a k a n   s e t e l a h   s e m b i l a n   h a r i   N a v a r a t r a .   P a d a   h a r i   i n i ,   D e w a   R a m a   m e m b u n u h   R a h w a n a ,   m e n a n d a i   k e m e n a n g a n   a t a s   k e b a i k a n   m e l a w a n   k e j a h a t a n .   P a t u n g   b e s a r   R a h w a n a ,   a d i k   l a k i - l a k i n y a   K u m b h a k a r n a ,   d a n   a n a k n y a   M e g h a n a t h a   d i b u a t   d e n g a n   d i i s i   p e t a s a n   d a n   d i b a k a r . 	 P e r a y a a n   p o p u l a r   D a s h e h r a   a t a u   V i j a y a   D a s h a m i   t i b a   s e m b i l a n   h a r i   s e l e p a s   N a v a r a t r a .   P a d a   h a r i   i n i   D e w a   R a m a   m e m b u n u h   R a v a n a ,   m e n g g a m b a r k a n   k e m e n a n g a n   k e b a i k a n   a t a s   k e j a h a t a n .   E f i g i   b e s a r   R a v a n a ,   a d i k   l e l a k i n y a   K u m b h a k a r n a   d a n   a n a k   l e l a k i n y a   M e g h a n a t h a   d i b i n a ,   d i s u m b a t   d e n g a n   b u n g a   a p i   d a n   d i n y a l a k a n . 	 (	5	0	>	$	M	0	K		  	G	  (	L	  &	?	(	K		  ,	>	&	  &	6	9	0	>	  /	>	  &	6	.	@	  	>	  *	M	0	8	?	&	M	'	  $	M	/	K	9	>	0	  9	K	$	>	  9	H	d	  	8	@	  &	?	(	  -		5	>	(	  0	>	.	  (	G	  0	>	5	#	  	>	  5	'	  	?	/	>	  %	>	d	  /	9	  ,	A	0	>		  *	0	  		M		>		  	@	  	@	$	  	>	  *	M	0	$	@		  9	H	d	  0	>	5	#	,   		8		G	  	(	A		  	A		-		0	M	#	  	0	  *	A	$	M	0	  .	G		(	>	&	  	G	  &	>	(	5	>		>	0	  *	A	$	2	G	  ,	(	>		  	>	$	G	  9	H		,   		(	.	G		  *		>		G	   	B		8	G	  9	K	$	G	  9	H		  $	%	>	  6	>	.	    	K	  *	A	$	2	K		  	>	  &	9	(	  	?	/	>	  	>	$	>	  9	H	d		 	 	 	 A   h  r e s   D a s h e h r a    n n e p   v a g y   V i j a y a   D a s h a m i   k i l e n c   n a p p a l   a   N a v a r a t r a   u t  n   k  v e t k e z i k .   E z e n   a   n a p o n    l t e   m e g   R a m a   i s t e n   R a v a n  t ,   j e l e z v e   a   j    g y Qz e l m  t   a   g o n o s z   f e l e t t .   R a v a n a    s    c c s e   K u m b h a k a r n a    s   f i a ,   M e g h a n a n t h a   m a s s z  v   k  p m  s a i t    l l  t j  k   f e l ,   m e g t  l t i k   p e t  r d  k k a l    s   m e g g y  j t j  k . 	 	 	 	 H e t   b e r o e m d e   f e s t i v a l   v a n   D a s h e h r a   o f   V i j a y a   D a s h a m i   k o m t   n a   d e   n e g e n   d a g e n   v a n   N a v a r a t r a .   O p   d e z e   d a g   d o o d d e   d e   h e e r   R a m a   R a v a n a ,   d e   o v e r w i n n i n g   v a n   h e t   g o e d   o v e r   h e t   k w a a d .   e r   w o r d e n   g r o t e   b e e l d e n   v a n   R a v a n a ,   z i j n   j o n g e r e   b r o e r   K u m b h a k a r n a   e n   z i j n   z o o n   M e g h a n a t h a   o p g e r i c h t ,   g e v u l d   m e t   v u u r w e r k   e n   i n   b r a n d   g e s t o k e n . 	 	 	 C e l e b r u l   f e s t i v a l   D a s h e h r a   s a u   V i j a y a   D a s h a m i   u r m e a z   d u p   c e l e   n o u   z i l e   d e   N a v a r a t r a .    n   a c e a s t   z i ,   L o r d   R a m a   l - a   u c i s   p e   R a v a n a ,   s i m b o l i z  n d   v i c t o r i a   b i n e l u i   a s u p r a   r u l u i .     E f i g i i   i m e n s e   a l e   l u i   R a v a n a ,   a l e   f r a t e l u i   s u   m a i   m i c   K u m b h a k a r n a   _i   a l e   l u i   M e g h a n a t h a   s u n t   r i d i c a t e ,   u m p l u t e   c u   p o c n i t o r i   _i   i n c e n d i a t e . 	 	 	       D a s h e h r a     V i j a y a   D a s h a m i             N a v a r a t r a .       L o r d   R a m a     "   R a v a n a             .           R a v a n a ,       K u m b h a k a r n a     M e g h a n a t h a ,         . 	 	 (	
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 D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 D i e   b e k e n d e   f e e s   v a n   D a s h e h r a   v a n   V i j a y a   D a s h a m i   v o l g   n    d i e   n e g e   d a e   v a n   N a v a r a t r a .   O p   h i e r d i e   d a g   h e t   d i e   H e e r   R a m a   v i r   R a v a n a   d o o d g e m a a k ,   w a t   d u i   o p   d i e   o o r w i n n i n g   v a n   d i e   g o e i e   o o r   d i e   k w a d e .   M a s s i e w e   b e e l d e   v a n   R a v a n a ,   s y   j o n g e r   b r o e r   K u m b h a k a r n a   e n   s e u n   M e g h a n a t h a   w o r d   o p g e r i g ,   v o l   k l a p p e r s   g e s t o p   e n   a a n   d i e   b r a n d   g e s t e e k . 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 T h e   f a m o u s   f e s t i v a l   o f   D a s h e h r a   o r   V i j a y a   D a s h a m i   c o m e s   a f t e r   t h e   n i n e   d a y s   o f   N a v a r a t r a .   O n   t h i s   d a y   L o r d   R a m a   h a d   k i l l e d   R a v a n a ,   s i g n i f y i n g   t h e   v i c t o r y   o f   g o o d   o v e r   e v i l .   M a s s i v e   e f f i g i e s   o f   R a v a n a ,   h i s   y o u n g e r   b r o t h e r   K u m b h a k a r n a   a n d   s o n   M e g h a n a t h a   a r e   e r e c t e d ,   s t u f f e d   w i t h   f i r e - c r a c k e r s   a n d   s e t   a f l a m e . 	 	 	 F e s t i v a l i   I   m i r e n j o h u r   D a s h e h r a   o s e   k u r   V i j a y a   D a s h a m i   v j e n   p a s   n e n t e   d i t e s h   t e   N a v a r a t r a .     N e   k e t e   d i t e   L o r d   R a m a   k a   v r a r e   R a v a n a ;   v e l l a i   I   t i j   I   v o g e l   K u m b h a k a r n a   d h e   d j a l i   I   t i j   M e g h a n a t h a   n g r i h e n ,   t e   m b u s h u r   m e   f i s h e k z j a r r e   d h e   d i g j e n . 	 									  	  				  				  							  					  					  		  					  				  				  		  							  				  					  		  						,   				  						  				  					  						  				  			  			  				,   				  				  									  			  					  							  					  					  										  			  					  									  			  							  				 	 	 	 	 	 	 	 O   f a m o s o   f e s t i v a l   d e   D a s h e h r a   o u   V i j a y a   D a s h a m i   v e m   a p  s   o s   n o v e   d i a s   d e   N a v a r a t r a .   N e s t e   d i a ,   L o r d e   R a m a   m a t o u   R a v a n a ,   s i g n i f i c a n d o   a   v i t  r i a   d o   b e m   s o b r e   o   m a l .   E n o r m e s   e f  g i e s   d e   R a v a n a ,   s e u   i r m  o   m a i s   n o v o   K u m b h a k a r n a   e   f i l h o   M e g h a n a t h a   s  o   l e v a n t a d a s ,   p r e e n c h i d a s   c o m   p  l v o r a   e   i n c e n d i a d a s . 
 
 S T R _ I N D I C A L _ V I K R A M I 	 I N D I C A L 	 U N L I M 	 V i k r a m i 	 V i k r a m i 	  }CQ	 ~CQ	 '4#2!4	 V i k r a m i 	 V i k r a m i 	 V i k r a m i 	 8:@0<8	 V i k r a m i 	 AJC1'EJ	 V i k r a m i 	 V i k r a m i   	 V i k r a m i 	 V i k r a m i 	 V i k r a m i 	 5	?		M	0	.	@		 	 	 	 V i k r a m i 	 	 	 	 V i k r a m i 	 	 	 V i k r a m i 	 	 	 V i k r a m i 	 	 5	?		M	0	.	@		 H1'E	 	 	   								 5
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	 	 I - V i k r a m i 	 V i k r a m i 	 V i k r a m i 	 V i k r a m i 	 V i k r a m i 	 V i k r a m i 	 V i k r a m i 	 Nkoatk	 	 V i k r a m i 	 5
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	 ,?M0.?  	 V i k r a m i 	 								 	 	 	 	 	 V i k r a m i 	 	 V i k r a m i 
 
 S T R _ I N D I C A L _ D E E P A W A L I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 D e e p a w a l i 	 T w i n k l i n g   o i l   l a m p s   o r   d i y a s   l i g h t   u p   e v e r y   h o m e   a n d   f i r e w o r k   d i s p l a y s   a r e   c o m m o n   a l l   a c r o s s   t h e   c o u n t r y .   C r a c k e r s   a n d   f i r e w o r k s   i l l u m i n a t e   t h e   s k y   a n d   p e o p l e   p r a y   f o r   a   p r o s p e r o u s   c o m i n g   y e a r . 	 qkp (Wk N6bN[hQWT0W>eWYqkp0pYqkp W)YzzNPHyy NPEQn^gve Nt^0	 opkp (Wk N7bN[hQVT0W>e@wpkp0pNpkp @w)YzzNNHywy N*NEQn^gve Nt^0	 DI3!1+#7-4"284C8I2  A%0-D!IDA*'2!*'H2D*'1H'1I#0@(    %8A%0-D!ID*H-*'H21H'I-I2  A%09I0-4)2-C+I@-!5'2!#8H@#7-C55H06	 L  m p a r a s   d e   a c e i t e   p a r p a d e a n t e   o   d i y a s   s e   e n c i e n d e n   e n   c a d a   h o g a r   y   l a s   v i s u a l i z a c i o n e s   d e   f u e g o s   a r t i f i c i a l e s   s o n   c o m u n e s   e n   t o d o   e l   p a  s .     L o s   f u e g o s   a r t i f i c i a l e s   i l u m i n a n   e l   c i e l o   y   l a   g e n t e   o r a   p o r   u n   p r  s p e r o   a  o   n u e v o . 	 D e s   l a m p e s      h u i l e s   o u   d e s   d i y a s   s o n t   a l l u m  s   d a n s   t o u t e s   l e s   m a i s o n s   e t   d e s   f e u x   d  a r t i f i c e s   p r e n n e n t   p l a c e   t o u t   a u t o u r   d u   p a y s .   L e s   p  t a r d s   e t   l e s   f e u x   d  a r t i f i c e s    c l a i r e n t   l a   n u i t   e t   t o u t   l e   m o n d e   p r i e   p o u r   u n e   b o n n e   a n n  e      v e n i r . 	 F u n k e l n d e    l l a m p e n   o d e r   D i y a s   b e l e u c h t e n   j e d e   W o h n u n g   u n d   a l l g e m e i n   w i r d   F e u e r w e r k   i m   g a n z e n   L a n d   z u r   S c h a u   g e s t e l l t .   K r a c h e r   u n d   F e u e r w e r k s k  r p e r   b e l e u c h t e n   d e n   H i m m e l   u n d   d i e   M e n s c h e n   b e t e n   f  r   e i n   e r f o l g r e i c h e s ,   n e u e s   J a h r . 	 5@F0=85  <0A;O=KE  ;0<?,   8;8  48OA>2,   >A25I05B  :064K9  4><.   >  2A59  AB@0=5  CAB@0820NBAO  D595@25@:8.   51>  @0AF25G8205BAO  HCB8E0<8,   0  ;N48  <>;OB  1>3>2  40BL  2  A;54CNI5<  3>4C  E>@>H89  C@>609. 	 L a m p a d e   a   o l i o   c h e   i l l u m i n a n o   o g n i   c a s a ,   s o n o   d i f f u s i s s i m e   i n   t u t t o   i l   p a e s e   c o s    c o m e   i   f u o c h i   d ' a r t i f i c i o ,   c h e   i l l u m i n a n o   i l   c i e l o   e   l e   p e r s o n e   c h e   p r e g a n o   p e r   u n   p r o s p e r o   e   f e l i c e   a n n o . 	 *6J!  E5'(J-  'D2J*  'DE*D#D&)  H'DE5'(J-  'D5:J1)  CD  EF2D  CE'  *F*41  'D#D9'(  'DF'1J)  AJ  ,EJ9  #F-'!  'D(D/.   HC0DC  *6J!  'D3E'!  (FH1  'DEA1B9'*  H'D#D9'(  'DF'1J)  HJ5DI  'DF'3  /'9JF  (9'E  ,/J/  E2/G1. 	 L a m p a r i n a s   c i n t i l a n t e s   o u   d i y a s   i l u m i n a m   t o d a s   a s   c a s a s   e   e x i b i   e s   d e   f o g o - d e - a r t i f  c i o   s  o   c o m u n s   p o r   t o d o   o   p a  s .   P e t a r d o s   e   f o g o - d e - a r t i f  c i o   i l u m i n a m   o   c  u   e   a s   p e s s o a s   r e z a m   p o r   u m   a n o   p r  s p e r o   q u e   s e   a v i z i n h a . 	 P a r 1l t 1l 1  k a n d i l l e r   v e y a   l a m b a l a r   e v l e r i   a y d 1n l a t 1r   v e    l k e    a p 1n d a   h a v a i   f i _e k   g  s t e r i l e r i   v a r d 1r .   H a v a i   f i _e k   g  s t e r i l e r i   g  k y  z  n    a y d 1n l a t 1r   v e   i n s a n l a r   g e l e c e k   g  z e l   b i r   y 1l   i  i n   d u a   e d e r . 	  n h    n   l p   l  n h   t a   s  n g   t r o n g   m i   g i a    n h   v     n h   p h  o   h o a   n g p   t r  n   c   n c . B  n h   v    h o a   t r  n   n g p   b u   t r i ,   m i   n g i   c  n g   c u   n g u y n   c h o   m t   n m   m i   t t   l  n h . 	 L a m p u   m i n y a k   y a n g   b e r k e l i p   a t a u   d i y a   d i   s e t i a p   r u m a h   s e r t a   k e m b a n g   a p i   d i n y a l a k a n   h a m p i r   d i   s e l u r u h   n e g e r i .   P e t a s a n   d a n   k e m b a n g   a p i   m e n g h i a s i   l a n g i t   d a n   m a s y a r a k a t   b e r d o a   u n t u k   t a h u n   m e n d a t a n g   y a n g   l e b i h   m a k m u r . 	 L a m p u   m i n y a k   b e r k e l i p   a t a u   d i y a s   m e n y a l a k a n   s e t i a p   r u m a h   d a n   p e r t u n j u k a n   b u n g a   a p i   d i a d a k a n   d i   s e l u r u h   n e g a r a .   B u n g a   a p i   d a n   m e r c u n   m e n g h i a s i   l a n g i t   d a n   o r a n g   b e r d o a   u n t u k   t a h u n   h a d a p a n   y a n g   m u r a h   r e z e k i . 	 &	G	6	  	G	  	0	- 	0	  .	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. 	                   .                 .             . 	 K u b a s w a   a m a l a m b u   k a w o y e l a   n o m a   a m a - d i y a s   k u w o   w o n k e   a m a k h a y a   n a m a - f i r e w o r k   a k h o n j i s w a y o   a v a m i l e   e z w e n i   l o n k e .   O k h i l i k i t h i   b a g c w a l a   i s i b h a k a b h a k a   a b a n t u   b a t h a n d a z e l e   u n y a k a   o z a y o   o n o m n o t h o . 	 I z i b a n e   z e - o l i   e z i q h w a n y a z a y o   o k a n y e   i - d i y a s   s i k h a n y i s a   i k h a y a   n g a l i n y e   n e m i b o n i s o   y e s i t a k a n t l a n t s i   z i q h e l e k i l e   e l i z w e n i   l o n k e .   I i - c r a c k e r   n e z i t a k a n t l a n t s i   z i k h a n y i s e l a   i s i b h a k a b h a k a   n a b a n t u   b a t h a n d a z e l a   u n y a k a   o c h u m i l e y o   o z a y o . 	 M a t a a   y a   m a f u t a   a u   d i y a s   h u w a k a   k w a   k i l a   n y u m b a   n a   n a   m a o n y e s h o   y a   f a t a k i     n i   y a   k a w a i d a   n c h i n i   k o t e .   F a t a k i   h u n g a r i s h a   m a w i n g u   n a   w a t u   h u o m b e a   m w a k a   u j a o   w e n y e   m a f a n i k i o . 	 F l i k k e r e n d e   o l i e l a m p e ,   o f   d i y a s ,   v e r l i g   e l k e   h u i s   e n   v u u r w e r k v e r t o n i n g s   i s   o r a l   d e u r   d i e   l a n d   t e   s i e n .   V u u r w e r k e   e n   k l a p p e r s   v e r l i g   d i e   h e m e l e   e n   m e n s e   b i d   v i r   ' n   v o o r s p o e d i g e   n u w e   j a a r . 	 K i e k v i e n u o s e   n a m u o s e   u ~d e g a m o s   m i r k s i n 
i o s   a l i e j i n s   l e m p u t s   a r b a   d i j o s ,   v i s o j e   aa l y j e   l e i d ~i a m i   f e j e r v e r k a i .   R a k e t o s   i r   f e j e r v e r k a i   a p av i e 
i a   d a n g s,   o   ~m o n s   m e l d ~i a   s k m i n g s  a t e i n a n 
i s  m e t s. 	 M i r g o j o aa s   e <<a s   l a m p i Fa s   j e b   d i y a s ,   k a s   a p g a i s m o   k a t r u   m j u ,   u n   r a 7e t e s   r e d z a m a s   v i s   v a l s t +.   P e t a r d e s   u n   r a 7e t e s   i z g a i s m o   d e b e s i s   u n   c i l v k i   l kd z   p a r   b a g t u   n k a m o   g a d u . 	 V i l k u v a d    l i l a m b i d   v  i   l a t e r n a d   ( d i y a )   s   d a t a k s e   i g a s   k o d u s   j a   i l u t u l e s t i k k e   k o r r a l d a t a k s e    l e   k o g u   m a a .   I l u t u l e s t i k   v a l g u s t a b   t a e v a s t   j a   i n i m e s e d   p a l v e t a v a d   l o o t u s e s ,   e t   a l g a v   a a s t a   t u l e b   e d u k a s . 	 <atzek  oat  dkuavek  wxrwxrxth  fadaxt  g  uxaavyux  xvh    atbxr{  eox~  teo  erk  ev  xvevxt  pa~a|xiuxvve:   @ik|vev  x  pa~a|xiuxvh  lx}a~xxt  ev  eokvh    tadko  arxixt  ev    baca~as  calk  a~a  pata: 	                     .                     .   	 L a m p e   c u   u l e i   a p r i n s e   s a u   d i y a s   l u m i n e a z    n   t o a t e   c a s e l e ,   i a r   f o c u r i   d e   a r t i f i c i i   s u n t   o r g a n i z a t e    n   t o a t   ca r a .     P o c n i t o r i   _i   a r t i f i c i i   i l u m i n e a z   c e r u l ,   i a r   o a m e n i i   s e   r o a g   p e n t r u   u n   a n   n o u   m a i   b u n . 	 
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	     ,       	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 H u i d i g e   s k y f   i s   v o l ,   v e r a n d e r   o p e   p o s i s i e 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   i s   f u l l ,   c h a n g e   o p e n   p o s i t i o n 	 	 	 D i s k u   I   t a n i s h e m   e s h t e   p l o t ,   n d r y s h o   p o z i c i o n i n   e   h a p j e s 	 								  					  					,   					  						  								  				 	 	 	 	 	 	 	 D i s c o   a t u a l   e s t    c h e i o ,   t r o q u e   p o s i   o   a b e r t a 	 	 	 	 	 	 	 	 D i s k a   h a u   b e t e   d a ,   p o s i z i o a   a l d a t u 	 A n g   k a s a l u k u y a n g   d i s k   a y   p u n o ,   p a l i t a n   a n g   b u k a s   n a   p o s i s y o n 	 O   d i s c o   a c t u a l   e s t    c h e o ,   c a m b i e   a   p o s i c i  n   a b e r t a 	 D i s k i   d   u g b u a   e j u l a , g b a n w e e   k w a   o g h e r e 	 T    a n   d i o s c a   r e a t h a   l  n ,   a t h r a i g h   s u  o m h   o s c a i l t e 
 
 S T R _ I D _ C H A T _ I N V A L I D _ N I C K N A M E 	 C h a t A p p 	 P O P U P 	 C h a t a p p   S t r i n g     I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 !qHevf1z	 eHev5fy	 I n v a l i d   n i c k n a m e 	 A p o d o   i n v  l i d o 	 P s e u d o n y m e   n o n   v a l i d e 	 U n g  l t i g e r   N i c k n a m e 	 5459AB28B5;L=K9  =8:	 N i c k n a m e   n o n   v a l i d o 	 '3E  'DE3*9'1  :J1  5'D-	 A l c u n h a   i n v  l i d a 	 G e  e r s i z   t a k m a   a d 	 T  n   t h  n   m t   k h  n g   h p   l 	 I n v a l i d   n i c k n a m e 	 N a m a   g e l a r a n   t i d a k   s a h 	 	.	>	(	M	/	  (	?		(	G	.		 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	  r v  n y t e l e n   b e c e n  v 	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 O n g e l d i g e   b i j n a a m 	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 S u p r a n u m e   n e v a l i d 	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	     	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 F'E  .H/E'F  E9*(1  F3*	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	   				  							 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 I n v a l i d   n i c k n a m e 	 





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  


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 
 S T R _ I D _ C H A T _ R O O M _ S E L E C T 	 C h a t A p p 	 T I T L E 	 C h a t   r o o m   s e l e c t   s c r e e n   c a p t i o n   s t r i n g 	 C h a t   r o o m   s e l e c t 	 J)Y[xd	 J)Y[	b	 C h a t   r o o m   s e l e c t 	 S e l e c c i o n a r   s a l a   d e   c h a r l a 	 S  l e c t i o n   d u   s a l o n   d e   c h a t 	 C h a t r a u m w a h l 	 K1>@  3@C??K  G0B0	 S e l e z i o n e   c h a t   r o o m 	 '.*J'1  'D:1A)  'D/1/4)	 S e l e c   o   d e   s a l a   d e   c o n v e r s a   o 	 S o h b e t   o d a s 1  s e  	 C h n   p h  n g   t  n   g u 	 C h a t   r o o m   s e l e c t 	 P i l i h   b i l i k   b u a l 	 	H		  0	B	.	  	/	(		 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 C s e v e g Qs z o b a   v  l a s z t  s a 	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 S e l e c t i e   v a n   c h a t r o o m 	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 S e l e c t a r e   c a m e r   d e   d i s c u ci i 	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	     ' 	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 'F*.'(  '*'B  A*H	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	   					  		  									 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 C h a t   r o o m   s e l e c t 	 



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	       	 U k u k h e t h a   i g u m b i   l e n g x o x o 	 K h e t h a   i g u m b i   l o k u n c o k o l a 	 C h u m b a   k u p i g a   s o g a   k i m e h i f a d h i w a 	 K i e s   k l e t s k a m e r 	 P o k a l b i s  k a m b a r i o   p a r i n k i m a s 	 T r z t a v a   i z v l t a 	 J u t u t o a   v a l i m i n e 	 Iak  }evuaok  hvxiuxv	 -   	 C a m e r   d e   c h a t   _t e a r s 	 
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? 	 >  *M0K7M   8B(>  6G7  ,  ,?8M%>*(  0?,G? 	 	 								   			  				  						  			  				  							 	 	 	 	 	 	 	 F i n a l i z a r   e   s u b s t i t u i r   i n f o r m a   o   d e   s a l a   d e   b a t e - p a p o ? 	 	 	 	 	 	 	 	 B u k a t u   e t a   s o l a s g e l a r e n   i n f o r m a z i o a   o r d e z k a t u ? 	 T a p u s i n   a t   p a t u n g a n   a n g   i n f o   n g   c h a t   r o o m ? 	 F i n a l i z a r   e   s u b s t i t u  r   i n f o r m a c i  n   d e   s a l a   d e   c o n v e r s a ? 	 K w s   m a   d o c h i e   i m e   l   m k p a r i t a   k a   a m a ? 	 C r  o c h n a i g h   a g u s   i o n a d a i g h   f a i s n  i s   a n   t s e o m r a   c o m h r  ? 
 
 S T R _ I D _ D M U I _ N O T I F _ I N I T _ S E S S I O N _ I N F O 	 D M U I 	 P O P U P 	 I n i t   S e s s i o n   I n f o 	 E n h a n c e d   P o s t - s a l e   S e r v i c e 	 X7_.UT
gR	 X:_.UT
gR	 #42#+%12#2"@4H!@4!	 S e r v i c i o   d e   p o s t - v e n t a   m e j o r a d o 	 S e r v i c e   A p r  s - V e n t e   a m  l i o r  	 V e r b e s s e r t e r   K u n d e n d i e n s t 	 0G0BL  A5AA8N	 S e r v i z i o   p o s t - v e n d i t a   m i g l i o r a t o 	 ./E)  E'  (9/  'D(J9  'DE-O3F)	 S e r v i  o   p  s - v e n d a   m e l h o r a d o 	 G e l i _t i r i l m i _  S a t 1_  S o n r a s 1  H i z m e t 	 D c h   v   h u   m  i   c a o   c p 	 M T K 	 P e r k h i d m a t a n   L e p a s   J u a l a n   T a m b a h a n 	 8		5	0	M	&	M	'	?	$	  ,	?		M	0	@	- *	6	M	
 	>	$	  8	G	5	>		 M T K 	 M T K 	 M T K 	 K i b Qv  t e t t ,    r t  k e s  t  s   u t  n i   s z o l g  l t a t  s 	 M T K 	 M T K 	 M T K 	 U i t g e b r e i d e   s e r v i c e   n a   v e r k o o p 	 M T K 	 M T K 	 S e r v i c i u   p o s t - v  n z a r e    m b u n t ci t 	 M T K 	 M T K 	       	 M T K 	 M T K 	 ./E'*  (GFG  ~3  '2  A1H4	 M T K 	 M T K 	 					  											  				  	 M T K 	 M T K 	 M T K 	 I n i t   



	 I n i t   	 I - I n i t   S e s s i o n 	 I - i n i t   S e s h i n i 	 A n z i s h a   k i k a o 	 T o e g e v o e g d e   N a v e r k o p e d i e n s 	 P r a d i n i s   s e a n s a s 	 I n i c i j i e t   s e s i j u 	 A l g a t a   s e a n s s 	 Meav}k  cxnaoxt	   	 I n i ci a l i z a r e   s e s i u n e 	 
(
@
7
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/
  8
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7
(
M

 	 ,'?  0.M-  0(M$A	 S e k s i o n i   f i l l e s t a r 	 				  									  				 	 	 	 	 	 	 	 S e r v i  o   d e   p  s - v e n d a   m e l h o r a d o 	 	 	 	 	 	 	 	 S a i o a   h a s i 	 I n i t i a l i z e   a n g   s e s y o n 	 I n i c   s e s i  n 	 I n i t   s e s h o n ? 	 C u i r   t  s   l e   s e i s i  n 
 
 S T R _ I D _ D M U I _ N O T I F _ I N I T _ S E S S I O N _ C O N F I R M 	 D M U I 	 P O P U P C O N F I R M 	 I n i t   S e s s i o n   C o n f i r m 	 A c c e p t   E n h a n c e d   P o s t - s a l e   S e r v i c e ? 	 /f&TcSX7_.UT
gR	 /f&TcSX:_.UT
gR	 "-!#1#42#+%12#2"@4H!@4!+#7-D!H? 	  A c e p t a r   s e r v i c i o   d e   p o s t - v e n t a   m e j o r a d o ? 	 A c c e p t e r   l e   S e r v i c e   A p r  s - V e n t e   a m  l i o r   ? 	 V e r b e s s e r t e n   K u n d e n d i e n s t   a k z e p t i e r e n ? 	 0G0BL  A5AA8N? 	 A c c e t t a r e   S e r v i z i o   p o s t - v e n d i t a   m i g l i o r a t o ? 	 B(HD  ./E)  E'  (9/  'D(J9  'DEO-3F)	 A c e i t a r   s e r v i  o   p  s - v e n d a   m e l h o r a d o ? 	 G e l i _t i r i l m i _  S a t 1_  S o n r a s 1  H i z m e t i   k a b u l   e d i y o r   m u s u n u z ? 	 C h p   n h n   d c h   v   h u   m  i   c a o   c p ? 	 M T K 	 B e n a r k a n   P e r k h i d m a t a n   L e p a s   J u a l a n   T a m b a h a n ? 	 8		5	0	M	&	M	'	?	$	  ,	?		M	0	@	- *	6	M	
 	>	$	  8	G	5	>	  8	M	
 5	@		>	0	  	0	G		? 	 M T K 	 M T K 	 M T K 	 E l f o g a d j a   a   k i b Qv  t e t t ,    r t  k e s  t  s   u t  n i   s z o l g  l t a t  s t ? 	 M T K 	 M T K 	 M T K 	 U i t g e b r e i d e   s e r v i c e   n a   v e r k o o p   a c c e p t e r e n ? 	 M T K 	 M T K 	 A c c e p t a ci   s e r v i c i u l   p o s t - v  n z a r e    m b u n t ci t ? 	 M T K 	 M T K 	         ? 	 M T K 	 M T K 	 ./E'*  (GFG  ~3  '2  A1H4  ~01A*G  4H/	 M T K 	 M T K 	 					  											  				  					  					? 	 M T K 	 M T K 	 M T K 	 I n i t   



? 	 I n i t   ? 	 I n i t   S e s s i o n ? 	 I - i n i t   S e s h i n i ? 	 A n z i s h a   k i k a o ? 	 A a n v a a r   T o e g e v o e g d e   N a v e r k o p e d i e n s ? 	 P r a d i n i s   s e a n s a s ? 	 I n i c i t   s e s i j u ? 	 A l g a t a n   s e a n s i ? 	 3xnaoe^l  }eav}h	     ? 	 I n i ci a l i z a ci   o   s e s i u n e ? 	 
(
@
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  8
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M

 ? 	 ,'?  0.M-  0?,G? 	 S e k s i o n i   f i l l e s t a r ? 	 				  									  						? 	 	 	 	 	 	 	 	 A c e i t a r   s e r v i  o   d e   p  s - v e n d a   m e l h o r a d o ? 	 	 	 	 	 	 	 	 S a i o a   h a s i ? 	 I n i t i a l i z e   a n g   s e s y o n ? 	 I n i c   s e s i  n ? 	 I n i t   s e s h o n ? 	 C u i r   t  s   l e   s e i s i  n ? 
 
 S T R _ I D _ D M U I _ U P D A T E _ D E F E R _ I N F O 	 D M U I 	 P O P U P 	 u p d a r e   d e f e r   d e l a y 	 A f t e r   3 0   s e c o n d s   u p d a t e   w i l l   c o n t i n u e 	 	NASyKNTˊQ!kx/f&T2LߎNGS}	 	NASyKNTQ!knx/f&TۏLoNGS~	 +%12  3 0   '425  2#-1@03H-	 L a   a c t u a l i z a c i  n   c o n t i n u a r    d e s p u  s   d e   3 0   m i n s . 	 L a   m i s e      j o u r   c o n t i n u e r a   a p r  s   3 0   s e c o n d e s . 	 A k t u a l i s i e r u n g   w i r d   n a c h   3 0   S e k u n d e n   f o r t g e s e t z t 	 1=>2;5=85  ?@>4>;68BAO  G5@57  3 0   A5:C=4! 	 L ' a g g i o r n a m e n t o   c o n t i n u e r    t r a   3 0   s e c o n d i 	 3HA  J3*#FA  'D*-/J+  (9/  3 0   +'FJ)	 A p  s   3 0   s e g u n d o s ,   a   a c t u a l i z a   o   c o n t i n u a r  	 G  n c e l l e m e   3 0   s a n i y e   s o n r a   d e v a m   e d e c e k t i r . 	 C p   n h t   s   t i p   t c   s a u   3 0   g i  y 	   S e t e l a h   3 0   d e t i k ,   p e m b a r u a n   a k a n   d i l a n j u t k a n . 	 S e l e p a s   3 0   s a a t   p e n g e m a s k i n i a n   a k a n   b e r s a m b u n g . 	 3 0   8	G		G		!	  ,	>	&	  	&	M	/	$	(	  	>	0	@	  0	9	G		>	! 	 	 	 	 3 0   m p   m  l v a   f o l y t a t  d i k   a   f r i s s  t  s 	 	 	 	 N a   3 0   s e c o n d e n   w o r d t   h e t   b i j w e r k e n   v e r v o l g d 	 	 	 A c t u a l i z a r e a   v a   c o n t i n u a   d u p   3 0   d e   s e c u n d e 	 	 	       3 0   	 	 	 (GF'E  3'2  ~3  '2  3 0   +'FJG  /F('D  .H'G/4/	 	 	   		  							  		  								  				  				 	 	 	 

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! 	         ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 B y w e r k i n g   s a l   n a   3 0   s e k o n d e s   v o o r t g a a n 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 A f t e r   a n   h o u r   u p d a t e   w i l l   c o n t i n u e ! 	 	 	 R i f r e s k i m i   d o   t e   v a z h d o j e   p a s   3 0   s e k o n d a s h . 	 3 0   								  				  						  							  			  	' 	 	 	 	 	 	 	 	 A p  s   3 0   s e g u n d o s   a t u a l i z a   o   c o n t i n u a r  	 	 	 	 	 	 	 	 	 	 	 	 
 
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1  D M 	 V e n c i    e l   t i e m p o   d e   l a   s e s i  n   D M 	 E x p i r a t i o n   d e   s e s s i o n   D M 	 D M - S i t z u n g - A u s z e i t 	 @5<O  A5AA88  D M   7025@H5=>	 T i m e o u t   s e s s i o n e   D M 	 AJ  .'1,  'DHB*	 T e m p o   l i m i t e   d a   s e s s  o   d e   g e s t  o   d e   d i s p o s i t i v o s 	 D M   O t u r u m u   z a m a n   a _1m 1	 Y  u   c u   n  n g   c a o   h  n h   t h c   p h c   v   s a u   k h i   b  n   c a   i n   t h o i      q u    g i 	 M T K 	 S e s i   D M   t a m a t   m a s a 	 D M   8	$	M	0	  8	.	>	*	M	$		 M T K 	 M T K 	 M T K 	 A   D M   m u n k a f o l y a m a t   i d Qt  l l  p  s e 	 M T K 	 M T K 	 M T K 	 D M - s e s s i e   t i m e o u t 	 M T K 	 M T K 	 S e s i u n e a   D M   a   e x p i r a t 	 M T K 	 M T K 	   D M   	 M T K 	 M T K 	 HBAG  ,D3G  D M 	 M T K 	 M T K 	   		. 		  				  			  				 M T K 	 M T K 	 M T K 	 D M   



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 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ N O _ N E T W O R K 	 B A R C O D E R E A D E R 	 P O P U P 	 N e t w o r k   i s   n o t   a c c e s s i b l e 	 N e t w o r k   i s   n o t   a c c e s s i b l e 	 *g#c0R}	 *gޏc0RQ~	 D!H*2!2#@I26@#7-H2"DI	 R e d   n o   a c c e s i b l e 	 R  s e a u   n o n   a c c e s s i b l e 	 K a n n   n i c h t   a u f   N e t z w e r k   z u g r e i f e n 	 !5BL  =54>ABC?=0	 R e t e   n o n   a c c e s s i b i l e 	 DE  '*5'D  'D4(C)	 A   r e d e   n  o   e s t    a c e s s  v e l 	 A a   e r i _i l e m i y o r 	 C h a   k t   n i   v i   m n g 	 J a r i n g a n   t i d a k   d a p a t   d i a k s e s 	 R a n g k a i a n   t i d a k   b o l e h   d i a k s e s 	 (	G		5	0	M		  		M	8	G	8	  (	9	@		  9	K	  8		$	>		 	 	 	 A   h  l  z a t   n e m   e l  r h e t Q	 	 	 	 N e t w e r k   i s   n i e t   t o e g a n k e l i j k 	 	 	 R e ce a u a   n u   p o a t e   f i   a c c e s a t 	 	 	     	 	 	 4(G  B'(D  /3*13  F3*	 	 	   											  					  						  			 	 	 	 








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 
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 
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	   	 I k h a s i   e l i d l u l e 	 I p h e p h a   e l i n g a p h a m b i l i 	 G o m b o   i l i o p i t a 	 V o r i g e   b l a d s y 	 A n k s t e s n i s   p u s l a p i s 	 I e p r i e k aj   l a p a 	 E e l m i n e   l e h t 	 Famxd  g{h	   	 P a g i n a   p r e c e d e n t 	 .
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 
 S T R _ E M A I L _ F O L D E R _ J U M P _ T O _ P A G E _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   e d i t   a   p a g e   n u m b e r   t o   o p e n 	 J u m p   t o   p a g e 	 c[xe	 c[upe	 I2!D5H+I2	 S a l t a r   a   p  g i n a 	 A l l e r      l a   p a g e 	 S p r i n g e n   z u r   S e i t e 	 5@59B8  :  AB@0=8F5  	 V a i   a   p a g i n a 	 'FBA2  'DJ  5A-)  'DE9FJ)	 I r   p a r a   a   p  g i n a 	 S a y f a y a   a t l a 	 C h u y n   n   t r a n g 	 M e l o n c a t   k e   H a l a m a n 	 L a n g k a u   k e   h a l a m a n 	   *	G		<	  *	0	  	>				 H o p   T i l   S i d e 	 S k o 
i t   n a   s t r a n u 	 P r z e s k o c z   d o   s t r o n y 	 U g r  s   e r r e   a z   o l d a l r a : 	 S i i r r y   s i v u l l e 	 G    t i l   s i d e 	 P r e j s e  n a   s t r a n u 	 N a a r   p a g i n a   s p r i n g e n 	 G    t i l l   s i d a 	 S k o 
i   n a   s t r a n i c u 	 S a l t   l a   p a g i n a 	 S k o 
i   N a   S t r a n 	     	   	 J u m p   T o   P a g e 	 *	C	7	M	 	>	5	0	  	>		 ~14  (G  5A-G	 5A-  E  ,'&	   	 				  							  			  				 *
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	 *GM  A  *M  G/A.A	 5@59B8  =0  AB>@V=:C	 




  

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	   	 J o m b e l a   e k h a s i n i 	 T s i b e l a   k w i p h e p h a 	 R u k a   k w a   g o m o 	 G a a n   n a   b l a d s y 	 P e r e i t i   p r i e   p u s l a p i o 	 P r l k t   u z   l a p u 	 H  p p a   l e h e l e 	 1vvel  g{k	   	 S a l t   l a   p a g i n a 	 *
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 
 S T R _ E M A I L _ F O L D E R _ P A G E _ N U M B E R _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   u n i t   o f   e d i t i n g   p a g e 	 N o . 	 _x	 Sx	 5H	 N o . 	 N  	 N r . 	 ><5@	 N u m . 	 1BE	 N o . 	 N o . 	 K h  n g 	 T i d a k 	 N o . 	   8			M	/	>		 N u m m e r 	 N e 	 N i e 	 N e m 	 E i 	 N e i 	 N i e 	 N u m m e r 	 N e j 	 N e 	 N r . 	 N e 	 	 ' 	 5	 (	>	9	@		 *9/'/	 F	 	 						 (
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
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 
 S T R _ E M A I L _ F O L D E R _ I N V A L I D _ P A G E _ N U M B E R _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   p a g e   n u m b e r   i s   i n v a l i d 	 I n v a l i d   p a g e   n u m b e r 	 /vx	 vux	 @%+I2D!H9I-	 N  m e r o   d e   p  g i n a   i n v  l i d o 	 N u m  r o   d e   p a g e   i n v a l i d e 	 U n g  l t i g e   S e i t e n n u m m e r 	 5459AB28B5;L=K9  =><5@  AB@0=8FK	 N u m e r o   d i   p a g i n a   n o n   v a l i d o 	 .7#  AJ  'D5A-)	 N  m e r o   d e   p  g i n a   i n v  l i d o 	 G e  e r s i z   s a y f a   s a y 1s 1	 T r a n g   k h  n g   h p   l 	 N o m o r   H a l a m a n   S a l a h ! 	 N o m b o r   h a l a m a n   t i d a k   s a h 	   	.	>	(	M	/	  *	G		<	  (		,	0		 U g y l d i g t   S i d e   N u m m e r 	 N e p l a t n    
 s l o   s t r a n y ! 	 N i e p o p r a w n y   n u m e r   s t r o n y 	  r v  n y t e l e n   o l d a l s z  m ! 	 V i r h e e l l i n e n   s i v u n u m e r o ! 	 U g y l d i g   s i d e n u m m e r ! 	 N e p l a t n    
 s l o   s t r a n y 	 O n g e l d i g   p a g i n a n u m m e r 	 O g i l t i g t   s i d n u m m e r 	 B r o j   s t r a n i c e   n i j e   v a l j a n ! 	 N u m r   d e   p a g i n   n e v a l i d 	 N e v e l j a v n o   `t e v i l o   S t r a n i ! 	     ! 	 '       	 I n v a l i d   P a g e   N u m b e r ! 	 	5	H	'	  *	C	7	M	 	  	M	0	.	>			  ! 	 4E'1G  5A-G  E9*(1  F3*	 :D7  5A-  FE(1	     	 									  						  					  	 0
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	     	 I n a m b a   y e k h a s i   e n g e n a m t h e t h o 	 I n o m b o l o   y e p h e p h a   e l i n g a s e b e n z i y o 	 N a m b a r i   b a t i l i   y a   g o m b o 	 O n g e l d i g e   b l a d s y n o m m e r 	 N e g a l i o j a n t i s   p u s l a p i o   n u m e r i s 	 N e d e r +g s   l a p a s   n u m u r s 	 L e h e   n u m b e r   o n   v a l e 	 1v~a~e  g{k  avxv	     	 N u m r   d e   p a g i n   n e v a l i d 	 *
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 
 S T R _ E M A I L _ E M A I L _ A C C T S _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 U s e d   o n   t h e   s c r e e n   t i t l e   o f   E m a i l   a c c o u n t s   l i s t 	 E m a i l   a c c o u n t s 	 P[{-[	 5uP[{n	 1

5-5@!%	 C u e n t a s   d e   c o r r e o s   e l e c t r  n i c o s 	 C o m p t e s   e - m a i l 	 E - M a i l k o n t e n 	 #G.   70?8A8  M;.   ?>GBK	 A c c o u n t   e - m a i l 	 -3'(  'D(1J/  'D'DC*1HFJ	 C o n t a s   d e   c o r r e i o   e l e c t r  n i c o 	 E p o s t a   h e s a p l a r 1	 T h  n g   t i n   E m a i l 	 P r o f i l   E m a i l 	 A k a u n   e - m e l 	 	- .	G	2	    		>					M	8		 E - m a i l   P r o f i l 	 P r o f i l   e - m a i l u 	 P r o f i l   e M a i l 	 E - m a i l   f i  k o k 	 S  h k  p o s t i p r o f i i l i 	 E - p o s t p r o f i l 	 E - m a i l o v    p r o f i l 	 E - m a i l a c c o u n t s 	 E - p o s t p r o f i l 	 P r o f i l   e - p o at e : 	 C o n t u r i   e m a i l 	 E m a i l   P r o f i l 	   E m a i l 	   " 	 E m a i l   @>D8;	 	- .	G	2	  *	M	0	K	+	>		2		 '4*1'  G'  'ED	 '  ED  ~1HA'&D	     	 					  								 
.
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	 .F/?2M  *M0J+/?2M	 @>DV;L  E m a i l 	 




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	   	 A m a - a k h a w u n t i   e - i m e y l i 	 I i - a k h a w u n t i   z e - i m e y l 	 A k a u n t i   z a   b a r u a   p e p e 	 E - p o s r e k e n i n g e 	 E l .   p a at o   s s k a i t o s 	 E - p a s t a   k o n t i 	 E - p o s t i   k o n t o d 	 7l.   x}k  pawk~ve	 E m a i l   	 C o n t u r i   e m a i l 	 
.
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 
 S T R _ E M A I L _ A C C T _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t i t l e   o f   e d i t i n g   E m a i l   a c c o u n t 	 A c c o u n t 	 3^6b	 ^7b	 1

5	 C u e n t a 	 C o m p t e 	 K o n t o   	 #G.   70?8AL	 A c c o u n t 	 -3'(	 C o n t a 	 H e s a p 	 C  i   t   s n 	 p r o f i l 	 A k a u n 	   		>						 P r o f i l 	 P r o f i l 	 P r o f i l 	 F i  k 	 P r o f i i l i 	 P r o f i l 	 P r o f i l 	 A c c o u n t 	 P r o f i l 	 P r o f i l 	 C o n t 	 P r o f i l 	 	 	 @>D8;	 *	M	0	K	+	>		2		 '4*1'	 ~1HA'&D	   	 								 *
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 
 S T R _ E M A I L _ A C C T _ S E T T I N G _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 U s e d   o n   t h e   s c r e e n   t i t l e   w h e n   e d i t i n g   a c c o u n t   s e t t i n g s 	 A c c o u n t   s e t t i n g s 	 3^6b-[	 ^7bn	 H241I1

5	 C o n f i g u r a c i  n   d e   c u e n t a 	 R  g l a g e s   d u   c o m p t e 	 K o n t o e i n s t e l l u n g e n 	 0AB@>9:8  CG.   70?8A8	 I m p o s t a z i o n i   a c c o u n t 	 6(7  'D-3'(	 D e f i n i   e s   d e   c o n t a 	 H e s a p   a y a r l a r 1	 C a  i   #t   h i  #n   t r a #n g 	 p e n g a t u r a n   p r o f i l 	 S e t i n g   a k a u n 	   		>					  8	G		?			M	8		 P r o f i l   O p s  t n i n g 	 N a s t a v e n    p r o f i l o	 U s t a w i e n i a   p r o f i l u 	 F i  k   b e  l l  t  s o k 	 P r o f i i l i a s e t u k s e t 	 P r o f i l i n n s t i l l i n g 	 N a s t a v e n i e   p r o f i l o v 	 A c c o u n t i n s t e l l i n g e n 	 P r o f i l i n s t  l l n i n g a r 	 P o s t a v k e   p r o f i l a 	 S e t r i   c o n t 	 N a s t a v i t v e   P r o f i l a 	   	   	 @>D8;  0AB@>9:0	 *	M	0	K	+	>		2	  8	G		?				 *F8E'*  '4*1'	 ~1HA'&D  3yF	     	 							  						 *
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  







	     	 A m a s e t h i n g i   e - a k h a w u n t i 	 U s e t o   l w e - a k h a w u n t i 	 M i p a n g i l i o   y a   a k a u n t i 	 R e k e n i n g s t e l l i n g s 	 S s k a i t o s   n u o s t a t o s 	 K o n t a   i e s t a t +j u m i 	 K o n t o   s  t t e d 	 @aw~k  oauavve	   	 S e t r i   c o n t 	 
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 
 S T R _ E M A I L _ A C C T _ N A M E _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 T h e   o p t i o n   m e n u   o f   E m a i l   a c c o u n t   n a m e 	 A c c o u n t   n a m e 	 3^6b
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7H-1

5	 N o m b r e   d e   c u e n t a 	 N o m   d u   c o m p t e 	 K o n t o n a m e 	 <O  CG.   70?8A8	 N o m e   a c c o u n t 	 '3E  'D-3'(	 N o m e   d e   c o n t a 	 H e s a p   a d 1	 T  n   c a  i   #t   s n 	 n a m a   p r o f i l 	 N a m a   a k a u n 	   		>					  (	>	.		 P r o f i l   N a v n 	 N  z e v   p r o f i l u 	 N a z w a   p r o f i l u 	 F i  k   n e v e 	 P r o f i i l i n   n i m i 	 P r o f i l n a v n 	 N  z o v   p r o f i l u 	 A c c o u n t n a a m 	 P r o f i l n a m n 	 N a z i v   p r o f i l a 	 N u m e   c o n t 	 I m e   P r o f i l a 	   	   	 <5  =0  @>D8;	 *	M	0	K	+	>		2	  (	>		5		 F'E  '4*1'	 ~1HA'&D  F'E	     	 							  				 *
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 
 S T R _ E M A I L _ C O N T E N T _ T O O _ L A R G E _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   c o n t e n t   i s   t o   l a r g e   t o   d o w n l o a d 	 C o n t e n t   t o o   l a r g e   t o   r e t r i e v e 	 gQ[*Y'Y!qlN		 Q[*Y'YelN}	 @7I-+2!2C+
H'H20@#5"7DI	 C o n t e n i d o   m u y   g r a n d e   p a r a   r e c u p e r a r 	 C o n t e n u   t r o p   g r a n d   p o u r   r  c u p  r e r 	 I n h a l t   z u m   g r o    z u m   E i n l e s e n 	 !>45@68<>5  A;8H:><  1>;LH>5  4;O  872;5G5=8O	 I m p o s s i b i l e   r e c u p e r a r e   i l   c o n t e n u t o ,   p o i c h       e c c e s s i v o . 	 'DE-*HJ'*  C(J1  ,/'  D'  JECF  'D*-EJD	 C o n t e  d o   d e m a s i a d o   g r a n d e   p a r a   r e c u p e r a r 	 G e t i r i l e c e k   i  e r i k    o k   b  y  k 	 N i   d u n g   q u    l n   k h  n g   t h   t i   v 	 M T K 	 K a n d u n g a n   t e r l a l u   b e s a r   u n t u k   d i a m b i l 	   *	A	(	: *	M	0	>	*	M	$	?	  	G	  2	?		  			G			  ,	9	A	$	  ,	!	<	>	  9	H		 M T K 	 M T K 	 M T K 	 T  l   n a g y   t a r t a l o m   a   l e k  r  s h e z 	 M T K 	 M T K 	 M T K 	 I n h o u d   t e   g r o o t   o m   o p   t e   h a l e n 	 M T K 	 M T K 	 C o n ci n u t u l   e s t e   p r e a   m a r e   p e n t r u   a   f i   r e c u p e r a t 	 M T K 	 M T K 	       	 M T K 	 M T K 	 E-*H'  (1'  ('2'(  (21  '3*	 M T K 	 M T K 	   									  						  				  					  			  		  	 M T K 	 M T K 	 M T K 	 


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	         	 O k u q u k e t h w e   k u k h u l u   k a k h u l u   u k u q a q w a 	 I s i q u l a t h o   s i k h u l u   k a k h u l u   u k u f u m a n e k a 	 Y a l i y o m o   n i   k u b w a   s a n a   k u c h u k u l i w a 	 I n h o u d   t e   g r o o t   o m   o p   t e   r o e p 	 P e r   d i d e l i s   t u r i n y s ,   k a d   b kt s  g a l i m a   n u s k a i t y t i 	 S a t u r s   p a r   l i e l u   i z g kaa n a i 	 S i s u   o n   a l l a l a a d i m i s e k s   l i i g a   s u u r 	 Jaxvaoxiuxvh  yaafav  ten  g  a|beelx  pata	       	 C o n ci n u t u l   e s t e   p r e a   m a r e   p e n t r u   a   f i   r e c u p e r a t 	 5
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 
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	 $>0?  (A/>_@  80M  0(M$A	 R e n d i t   s i p a s   d a t e s 	 					  						  				  				 	 	 	 	 	 	 	 O r d e n a r   p o r   d a t a 	 	 	 	 	 	 	 	 D a t a r e n   a r a b e r a   o r d e n a t u 	 A y u s i n   a y o n   s a   p e t s a 	 O r d e n a r   p o r   d a t a 	 H c h a a   s i   n a   d e e t i 	 S  r t  i l   d e   r  i r   d  t a 
 
 S T R _ E M A I L _ F O L D E R _ S O R T _ S E N D E R _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   t o   s o r t   b y   s e n d e r 	 S o r t   b y   s e n d e r 	 	c6eNNc^	 	cSNNc^	 1A"2!9I*H	 O r d e n a r   p o r   r e m i t e n t e 	 T r i e r   p a r   e n v o y e u r 	 S o r t i e r e n   n a c h   S e n d e r 	 !>@B.   ?>  >B?@028B5;O<	 O r d i n a   p e r   m i t t e n t e 	 A12  -3(  'DE13D	 O r d e n a r   p o r   e m i s s o r 	 G  n d e r e n e   g  r e   s 1r a l a 	 S p   x p   t h e o   n g i   n h n 	 M T K 	 I s i h   i k u t   p e n g i r i m 	   *	M	0	G	7		  &	M	5	>	0	>	  	>			G			 M T K 	 M T K 	 M T K 	 R e n d e z  s   f e l a d    s z e r i n t 	 M T K 	 M T K 	 M T K 	 S o r t e r e n   o p   z e n d e r 	 M T K 	 M T K 	 S o r t a r e   d u p   e x p e d i t o r 	 M T K 	 M T K 	     	 M T K 	 M T K 	 *1*(  (1  '3'3  A13*F/G	 M T K 	 M T K 	   						  							  								  					 M T K 	 M T K 	 M T K 	 






  





  





  






  


	     	 S o t h a   n g o m t h u m e l i 	 H l e l a   n g o m t h u m e l i 	 C h a m b u a   k w a   m t u m a j i 	 S o r t e e r   v o l g e n s   a f s e n d e r 	 R kai u o t i   p a g a l   s i u n t j 	 `7i r o t   p c   s kt +t j a 	 S o r d i   s a a t j a   j  r g i 	 Oe}aoa~xel  h}  xraoxrk	     	 S o r t a r e   d u p   e x p e d i t o r 	 
/
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	 *M0G0  (A/>_@  80M  0(M$A	 R e n d i t   s i p a s   d e r g u e s i t 	 						  						  				  				 	 	 	 	 	 	 	 O r d e n a r   p o r   r e m e t e n t e 	 	 	 	 	 	 	 	 I g o r l e a r e n   a r a b e r a   o r d e n a t u 	 A y u s i n   a y o n   s a   n a g p a d a l a 	 O r d e n a r   p o r   r e m i t e n t e 	 H c h a a   s i   n a   n z i p   o z i 	 S  r t  i l   d e   r  i r   s e o l t  r a 
 
 S T R _ E M A I L _ F O L D E R _ S O R T _ S U B J E C T _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   t o   s o r t   b y   s u b j e c t 	 S o r t   b y   s u b j e c t 	 	c;Nec^	 	c;Nc^	 1A"2!+1'I-	 O r d e n a r   p o r   a s u n t o 	 T r i e r   p a r   s u j e t 	 S o r t i e r e n   n a c h   B e t r e f f 	 !>@B.   ?>  B5<0<	 O r d i n a   p e r   o g g e t t o 	 A12  (9FH'F	 O r d e n a r   p o r   a s s u n t o 	 K o n u y a   g  r e   s 1r a l a 	 S p   x p   t h e o   c h   	 M T K 	 I s i h   i k u t   s u b j e k 	   5	?	7	/	  &	M	5	>	0	>	  	>			G			 M T K 	 M T K 	 M T K 	 R e n d e z  s   t  m a   s z e r i n t 	 M T K 	 M T K 	 M T K 	 S o r t e r e n   o p   o n d e r w e r p 	 M T K 	 M T K 	 S o r t a r e   d u p   s u b i e c t 	 M T K 	 M T K 	     	 M T K 	 M T K 	 *1*(  (1  '3'3  EH6H9	 M T K 	 M T K 	   				  							  								  					 M T K 	 M T K 	 M T K 	 



  





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	     	 S o t h a   n g e s i h l o k o 	 H l e l a   n g e n t l o k o 	 C h a m b u k w a   k w a   m a d a 	 S o r t e e r   v o l g e n s   o n d e r w e r p 	 R kai u o t i   p a g a l   t e m 	 `7i r t   p c   t m a s 	 S o r d i   t e e m a   j  r g i 	 Oe}aoa~xel  h}  ietauk	     	 S o r t a r e   d u p   s u b i e c t 	 5
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	 ,?7_  (A/>_@  80M  0(M$A	 R e n d i t   s i p a s   s u b j e k t i t 	 				  						  				  				 	 	 	 	 	 	 	 O r d e n a r   p o r   a s s u n t o 	 	 	 	 	 	 	 	 G a i a r e n   a r a b e r a   o r d e n a t u 	 A y u s i n   a y o n   s a   p a k s a 	 O r d e n a r   p o r   a s u n t o 	 H c h a a   s i   n a   s b j e e k t 	 S  r t  i l   d e   r  i r    b h a i r 
 
 S T R _ E M A I L _ F O L D E R _ S O R T _ S I Z E _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   t o   s o r t   b y   s i z e 	 S o r t   b y   s i z e 	 	c'Y\c^	 	c'Y\c^	 1A"2!2	 O r d e n a r   p o r   t a m a  o 	 T r i e r   p a r   t a i l l e 	 S o r t i e r e n   n a c h   G r   e 	 !>@B.   ?>  @07<5@C	 O r d i n a   p e r   d i m e n s i o n i 	 'D*1*J(  -3(  'D-,E	 O r d e n a r   p o r   t a m a n h o 	 B o y u t a   g  r e   s 1r a l a 	 S p   x p   t h e o   c 	 M T K 	 I s i h   i k u t   s a i z 	   		>	0	  &	M	5	>	0	>	  	>			G			 M T K 	 M T K 	 M T K 	 R e n d e z  s   m  r e t   s z e r i n t 	 M T K 	 M T K 	 M T K 	 S o r t e r e n   o p   g r o o t t e 	 M T K 	 M T K 	 S o r t a r e   d u p   d i m e n s i u n e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 *1*(  (1  '3'3  'F/'2G	 M T K 	 M T K 	   				  							  								  					 M T K 	 M T K 	 M T K 	 

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	     	 S o t h a   n g o s a y i z i 	 H l e l a   n g o b u n g a k a n a n i 	 C h a m b u a   k w a   s a i z i 	 S o r t e e r   v o l g e n s   g r o o t t e 	 R kai u o t i   p a g a l   d y d /	 `7i r o t   p c   a p j o m a 	 S o r d i   s u u r u s e   j  r g i 	 Oe}aoa~xel  h}  ya}k	     	 S o r t a r e   d u p   d i m e n s i u n e 	 5
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	 >0  (A/>_@  80M  0(M$A	 R e n d i t   s i p a s   m a d h e s i s e 	 				  						  				  				 	 	 	 	 	 	 	 O r d e n a r   p o r   t a m a n h o 	 	 	 	 	 	 	 	 T a m a i n a r e n   a r a b e r a   o r d e n a t u 	 A y u s i n   a y o n   s a   l a k i 	 O r d e n a r   p o r   t a m a  o 	 H c h a a   s i t e   n a   o g o 	 S  r t  i l   d e   r  i r   m  i d e 
 
 S T R _ E M A I L _ F O L D E R _ S O R T _ A S C E N D I N G _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   t o   s o r t   a s c e n d i n g 	 A s c e n d i n g 	 GS^c^	 GS^c^	 2I-"D!2	 A s c e n d e n t e 	 C r o i s s a n t 	 A u f s t e i g e n d 	 >AE>4OI89	 A s c e n d e n t e 	 A12  *5'9/J	 A s c e n d e n t e 	 A r t a n 	 S p   x p   t n g   d n 	 M T K 	 M e n a i k 	   	0	K	9	@	  	M	0	.		 M T K 	 M T K 	 M T K 	 N  v e k v Q	 M T K 	 M T K 	 M T K 	 O p l o p e n d 	 M T K 	 M T K 	 C r e s c t o a r e 	 M T K 	 M T K 	   	 M T K 	 M T K 	 59H/	 M T K 	 M T K 	 								 M T K 	 M T K 	 M T K 	 



  






	   	 K u y a n y u k a 	 I y e n y u k a 	 K u p a n d a 	 V a n   k l e i n   n a   g r o o t 	 D i d j a n 
i a   t v a r k a 	 P i e a u g o as 	 T  u s e v   j  r j e s t u s 	 1sxr	 	 C r e s c t o a r e 	 .
G
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	 M0.,C&M'?	 D u k e   u   n g j i t u r 	 								 	 	 	 	 	 	 	 A s c e n d e n t e 
 
 S T R _ E M A I L _ F O L D E R _ S O R T _ D E S C E N D I N G _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 T h e   o p t i o n   m e n u   t o   s o r t   d e s c e n d i n g 	 D e s c e n d i n g 	 M^c^	 M^c^	 2!2DI-"	 D e s c e n d e n t e   	 D  c r o i s s a n t 	 A b s t e i g e n d 	 8AE>4OI89	 D i s c e n d e n t e 	 A12  *F'2DJ	 D e s c e n d e n t e 	 A z a l a n 	 S p   x p   g i m   d n 	 M T K 	 M e n u r u n 	   	5	0	K	9	@	  	M	0	.		 M T K 	 M T K 	 M T K 	 C s  k k e n Q	 M T K 	 M T K 	 M T K 	 A f d a l e n d 	 M T K 	 M T K 	 D e s c r e s c t o a r e 	 M T K 	 M T K 	   	 M T K 	 M T K 	 F2HD	 M T K 	 M T K 	   										 M T K 	 M T K 	 M T K 	 




  






	   	 K u y e h l a 	 I y e h l a 	 K u t e r e m k a 	 V a n   g r o o t   n a   k l e i n 	 M a ~j a n 
i a   t v a r k a 	 L e j u p e j o ai 	 L a s k u v   j  r j e s t u s 	 F~afxr	 	 D e s c r e s c t o a r e 	 $
>
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	 M0.9M0>8	 D u k e   z b r i t u r 	 								 	 	 	 	 	 	 	 D e s c e n d e n t e 
 
 S T R _ E M A I L _ F O L D E R _ S O R T _ M O D E _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   s c r e e n   t o   i n d i c a t e   t h e   s o r t   m o d e   f i e l d 	 S o r t   m o d e 	 c^!j_	 c^!j_	 B+!1A"	 M o d o   d e   o r d e n a m i e n t o   	 M o d e   d e   t r i a g e 	 S o r t i e r m o d u s 	  568<  A>@B. 	 M o d a l i t    d i   o r d i n a m e n t o 	 FE7  'DA12	 M o d o   d e   o r d e n a   o 	 S 1r a l a m a   m o d u 	 C h     s p   x p 	 M T K 	 M o d   i s i h 	   			>		  .	K	!		 M T K 	 M T K 	 M T K 	 R e n d e z  s   m  d j a 	 M T K 	 M T K 	 M T K 	 S o r t e e r m o d u s 	 M T K 	 M T K 	 M o d   d e   s o r t a r e 	 M T K 	 M T K 	   	 M T K 	 M T K 	 -'D*  *1*(	 M T K 	 M T K 	   								  				 M T K 	 M T K 	 M T K 	 



  






  


	   	 I m o d i   y o k u s o t h a 	 I m o   y o k u h l e l a 	 M o d i   y a   k u c h a m b u a 	 S o r t e e r m o d u s 	 R kai a v i m o   r e ~i m a s 	 `7i r o aa n a s   r e ~+m s 	 S o r t i m i s r e ~i i m 	 Oe}aoa~xtav  |ejkt	   	 M o d   d e   s o r t a r e 	 
(
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	 .K!  80M  0(M$A	 R e n d i t   m e n y r e n 	 				  				 	 	 	 	 	 	 	 M o d o   d e   c l a s s i f i c a   o 
 
 S T R _ E M A I L _ F O L D E R _ S O R T _ O R D E R _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   s c r e e n   t o   i n d i c a t e   t h e   s o r t   o r d e r   f i e l d 	 S o r t   o r d e r 	 c^^	 c^z^	 %312#1A"	 O r d e n   d e   o r d e n a m i e n t o   	 O r d r e   d e   t r i a g e 	 S o r t i e r r e i h e n f o l g e 	 >@O4>:  A>@B. 	 M o d a l i t    d i   o r d i n a m e n t o 	 *1*J(  A12	 S e q u  n c i a   d e   o r d e n a   o 	 S 1r a l a m a   s 1r a s 1	 T r t   t   s p   x p 	 M T K 	 S u s u n a n   i s i h 	   			>		  	M	0	.		 M T K 	 M T K 	 M T K 	 R e n d e z  s   s o r r e n d j e 	 M T K 	 M T K 	 M T K 	 S o r t e e r v o l g o r d e 	 M T K 	 M T K 	 O r d i n e   d e   s o r t a r e 	 M T K 	 M T K 	   	 M T K 	 M T K 	 *1*(  E1*(  1/F	 M T K 	 M T K 	   										  					 M T K 	 M T K 	 M T K 	 






  






  


	   	 S o t h a   i - o d a 	 H l e l a   n g o k u l a n d e l e l a n a 	 C h a m b u a   m p a n g i l i o 	 S o r t e e r v o l g o r d e 	 R kai a v i m o   t v a r k a 	 `7i r o aa n a s   k r t +b a 	 S o r t i m i s j  r j e s t u s 	 Oe}aoa~xtav  peiaoavxiuxv	   	 O r d i n e   d e   s o r t a r e 	 
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	 M0.  80M  0(M$A	 R e n d i t   r e n d i t j e n 	 				  					 	 	 	 	 	 	 	 O r d e m   d e   c l a s s i f i c a   o 
 
 S T R _ E M A I L _ S Y N C _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s y n c h r o n i z e   w i t h   s e r v e r   i n   E m a i l   m a i n   m e n u 	 S y n c   w i t h   s e r v e r 	 :O
ghVTek	 N
gRhVTek	 4L1@4#L@'-#L	 S i n c .   c o n   e l   s e r v i d o r 	 S y n c   a v e c   s e r v e u r 	 S y n c h r .   m i t   S e r v e r 	 !8=E@.   A  A5@25@><	 S i n c r o n i z z a   c o n   i l   s e r v e r 	 E*2'EF  E9  E9/'*  'D./E)	 S i n c r o n i z a r   c o m   o   s e r v i d o r 	 S u n u c u y l a   e _i t l e 	 n g   b   h  a   c  n g   m  y   p h c   v 	 M T K 	 S e g e r a k   d e n g a n   p e l a y a n 	   8	0	M	5	0	  	G	  8	>	%	  8	?				 M T K 	 M T K 	 M T K 	 S z i k .   a   k i s z o l g  l  v a l 	 M T K 	 M T K 	 M T K 	 S y n c h r o n i s e r e n   m e t   s e r v e r 	 M T K 	 M T K 	 S i n c r o n i z a r e   c u   s e r v e r u l 	 M T K 	 M T K 	     	 M T K 	 M T K 	 GE'E  3'2  ('  31H1	 M T K 	 M T K 	   									  				  					  					 M T K 	 M T K 	 M T K 	 




  



  






	     	 V u m e n a l i s a   n e s e v a 	 N g q a m a n i s a   n e s e v a 	 O a n i s h a   n a   s e v a 	 S i n k r .   m e t   b e d i e n e r 	 S i n c h r .   s u   s e r v e r i u 	 S i n h r .   a r   s e r v e r i 	 S  n k r   s e r v e r i g a 	 @atajatavel  }e~ek  pe	   	 S i n c r o n i z a r e   c u   s e r v e r u l 	 8
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 
 S T R _ E M A I L _ A P P E N D I N G _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   E m a i l   i s   a p p e n d i n g   c o p i e s   t o   s e r v e r 	 A p p e n d i n g 	 
NP-N	 ck(W
N O	 'I2"	 A n e x a n d o 	 A j o u t      l a   f i n 	 W i r d   a n g e h  n g t 	 @8A>548=5=85	 A g g i u n t a   a l l e g a t o   i n   c o r s o 	 ,'1M  'D'13'D	 A   a n e x a r 	 E k l i y o r 	 a n g   g i 	 M T K 	 M e l a m p i r k a n 	   	K	!	<	  0	9	>	  9	H		 M T K 	 M T K 	 M T K 	 H o z z  f qz  s 	 M T K 	 M T K 	 M T K 	 T o e v o e g e n 	 M T K 	 M T K 	 A d u g a r e    n   c u r s 	 M T K 	 M T K 	 	 M T K 	 M T K 	 /1  -'D  6EEG  1/F	 M T K 	 M T K 	   				  			  					 M T K 	 M T K 	 M T K 	 




  





  

	 	 K u y a j o b e l e l w a 	 I y a h l o m e l a 	 I n a o n g e z a 	 V o e g   t a n s   b y 	 P a p i l d o m a 	 P a p i l d i n u 	 L i s a m i n e 	 ?xt	 	 A d u g a r e    n   c u r s 	 
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 
 S T R _ E M A I L _ S Y N C I N G _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   E m a i l   i s   s y n c h r o n i z i n g   m a i l   f l a g s   w i t h   s e r v e r 	 S y n c i n g 	 Tek-N	 ck(WTek	 3%14L	 S i n c r o n i z a n d o 	 S y n c h r o n i s a t i o n 	 W i r d   s y n c h r o n i s i e r t 	 !8=E@>=. 	 S i n c r o n i z z a z i o n e   i n   c o r s o 	 ,'1M  'DE*2'EF	 A   s i n c r o n i z a r 	 E _i t l i y o r 	 a n g   n g   b 	 M T K 	 M e n y e g e r a k 	   8	?			  	0	  0	9	>	  9	H		 M T K 	 M T K 	 M T K 	 S z i n k r o n i z  l  s 	 M T K 	 M T K 	 M T K 	 S y n c h r o n i s e r e n 	 M T K 	 M T K 	 S i n c r o n i z a r e    n   c u r s 	 M T K 	 M T K 	 	 M T K 	 M T K 	 /1  -'D  GE'E  3'2	 M T K 	 M T K 	   					  					 M T K 	 M T K 	 M T K 	 






  

  





  

	 	 K u y a v u m e l a n i s w a 	 I y a n g q a m a n i s a 	 I n a o a n i s h a 	 S i n k r o n i s e e r   t a n s 	 S i n c h r o n i z u o j a m a 	 S i n h r o n i z j u 	 S  n k r o o n i m i n e 	 @atajataxt	     	 S i n c r o n i z a r e    n   c u r s 	 8
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	 8?M  0A?	 S i n k i n 	 						' 							 	 	 	 	 	 	 	 S i n c r o n i z a n d o 
 
 S T R _ E M A I L _ A P P E N D _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   s c r e e n   t o   i n d i c a t e   t h e   a p p e n d e d   c o p i e s   f i e l d 	 A p p e n d e d 	 
NP	 
N O	 'A%I'	 A n e x a d o 	 A j o u t       l a   f i n 	 A n g e h  n g t 	 @8A>548=5=>	 A l l e g a t o 	 '13'D	 A n e x a d o 	 E k l e n d i 	 G i 	 M T K 	 D i l a m p i r 	   	K	!	<	>	  	/	>		 M T K 	 M T K 	 M T K 	 H o z z  f qz v e 	 M T K 	 M T K 	 M T K 	 T o e g e v o e g d 	 M T K 	 M T K 	 A d u g a t e 	 M T K 	 M T K 	 	 M T K 	 M T K 	 6EEG  4/	 M T K 	 M T K 	   				  			  					 M T K 	 M T K 	 M T K 	 






	 	 K u j o t s h e l e l w e 	 Y a h l o n y e l w a 	 I m e o n g e z w a 	 B y g e v o e g 	 P a p i l d y t a 	 P a p i l d i n t s 	 L i s a t u d 	 ?~an  g	 	 A d u g a t e 	 
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	 *G#M!  9G2>	 U   s h t u a 	 							  			  					 	 	 	 	 	 	 	 A n e x o 
 
 S T R _ E M A I L _ S A V E _ T O _ L O C A L _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s a v e   t h e   c o p i e s   t o   l o c a l   s t o r a g e 	 S a v e   t o   l o c a l 	 2QX[,g0W	 OX[0R,g0W	 16D"1@	205H	 G u a r d a r   e n   l o c a l 	 E n r e g i s t r e r   d a n s   l o c a l 	 L o k a l   s p e i c h e r n 	 !>E@0=.   2  ;>:0;L=K5	 S a l v a   s u   d i s c o   l o c a l e 	 -A8  'DJ  E-'DJ	 G u a r d a r   e m   l o c a l 	 Y e r e l e   k a y d e t 	 L u   v  o   b n   a 	 M T K 	 S i m p a n   k e   t e m p a t a n 	   8	M	%	>	(	@	/	  .	G		  8	G	5	  	0	G			 M T K 	 M T K 	 M T K 	 M e n t  s   h e l y i r e 	 M T K 	 M T K 	 M T K 	 I n   l o c a a l   o p s l a a n 	 M T K 	 M T K 	 S a l v a r e    n   m e m o r i a   l o c a l 	 M T K 	 M T K 	   	 M T K 	 M T K 	 0.1G  /1  E-D	 M T K 	 M T K 	   						  							  					 M T K 	 M T K 	 M T K 	 









  




	   	 G c i n a   e n d a w e n i 	 G c i n a   k w i n d a w o 	 H i f a d h i   k w a   e n e o 	 B e r g   n a   p l a a s l i k 	 .r a ay t a   /  v i e t i n /	 S a g l a b t   v i e t j i 	 S a l v e s t a   k o h a l i k k u 	 Jazavel  eraukv  pkwxrxiuav  }axt	   	 S a l v a r e    n   m e m o r i a   l o c a l 	 2
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 
 S T R _ E M A I L _ A C C T _ A D V A N D E D _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   e n t e r   a d v a n c e   s e t t i n g s 	 A d v a n c e   s e t t i n g s 	 2-[	 ؚ~n	 2#1IH21I*9	 C o n f i g u r a c i  n   a v a n z a d a 	 R  g l a g e s   a v a n c  s 	 E r w e i t e r t e   E i n s t e l l u n g e n 	 >?.   =0AB@>9:8	 I m p o s t a z i o n i   a v a n z a t e 	 6(7	 D e f i n i   e s   a v a n  a d a s 	 G e l i _m i _  a y a r l a r 	 C  i   t   c a o   c p 	 M T K 	 S e t i n g   l a n j u t a n 	   		(	M	(	$	  8	G		?			M	8		 M T K 	 M T K 	 M T K 	 S p e c i  l i s   b e  l l  t  s o k 	 M T K 	 M T K 	 M T K 	 G e a v a n c e e r d e   i n s t e l l i n g e n 	 M T K 	 M T K 	 S e t r i   c o m p l e x e 	 M T K 	 M T K 	   	 M T K 	 M T K 	 *F8JEG'I  ~J41A*G	 M T K 	 M T K 	   								  						 M T K 	 M T K 	 M T K 	 





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 
 S T R _ E M A I L _ F O L D E R _ R E F R _ P A G E _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   r e f r e s h   t h e   c u r r e n t   p a g e 	 R e f r e s h   p a g e 	 feb	 feub	 #5@#
+I2	 A c t u a l i z a r   p  g i n a 	 A c t u a l i s e r   p a g e 	 S e i t e   a k t u a l i s i e r e n 	 1=>28BL  AB@0=8FC	 A g g i o r n a   p a g i n a 	 *,/J/  'D5A-)	 A c t u a l i z a r   p  g i n a 	 S a y f a y 1  y e n i l e 	 L  m   m i   t r a n g 	 M T K 	 S e g a r k a n   s e m u l a   h a l a m a n 	   *	G		<	  0	?	+	M	0	G	6	  	0	G			 M T K 	 M T K 	 M T K 	 O l d a l   f r i s s  t  s e 	 M T K 	 M T K 	 M T K 	 P a g i n a   v e r v e r s e n 	 M T K 	 M T K 	 R e  m p r o s p t a r e   p a g i n 	 M T K 	 M T K 	   	 M T K 	 M T K 	 *,//  5A-G	 M T K 	 M T K 	   						  							  					 M T K 	 M T K 	 M T K 	 






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 
 S T R _ E M A I L _ P O R T _ N U M B E R _ E M P T Y 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   p o r t   s e t t i n g   i s   e m p t y 	 N o   p o r t   n u m b e r 	 !q#cW	 ezSS	 D!H!5+!2"@%-#L	 F a l t a   e l   N o .   d e   p u e r t o 	 A u c u n   n u m  r o   d e   p o r t 	 K e i n e   P o r t - N u m m e r 	 5B  =><5@0  ?>@B0	 N e s s u n   n u m e r o   p o r t a 	 D'  JH,/  1BE  EFA0	 S e m   n  m e r o   d e   p o r t a 	 G e  e r l i   b a l a n t 1  n o k t a s 1  n u m a r a s 1	 K h  n g   c    s   c n g 	 M T K 	 T i a d a   n o m b o r   p o r t 	 *	K	0	M		  (	.	M	,	0	  (	9	@			 M T K 	 M T K 	 M T K 	 N i n c s   p o r t s z  m 	 M T K 	 M T K 	 M T K 	 G e e n   p o r t n u m m e r 	 M T K 	 M T K 	 N u m r   d e   p o r t   a b s e n t 	 M T K 	 M T K 	       ( ) 	 M T K 	 M T K 	 G  4E'1G  /1'G  H,H/  F/'1/	 M T K 	 M T K 	   			  					  					  				 M T K 	 M T K 	 M T K 	 


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 
 S T R _ E M A I L _ M A I L _ R E T R I V E _ E M P T Y _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   r e t r i e v e   a m o u n t   f i e l d   i s   e m p t y 	 N o   r e t r i e v e   a m o u n t 	 !qN	xeϑ	 eN}peϑ	 D!H!53'@#5"7	 N o   h a y   c a n t i d a d   a   r e c u p e r a r 	 A u c u n e   q u a n t i t    r  c u p  r  e 	 K e i n e   E i n l e s e m e n g e 	 5B  :- 20  872;5:05<>3>	 N e s s u n   i m p o r t o   d a   r e c u p e r a r e 	 D'  JH,/  '9/'/  'D*-EJD	 S e m   v a l o r   d e   r e c u p e r a   o 	 G e t i r m e   m i k t a r 1  y o k 	 K h  n g   t i   s   l n g 	 M T K 	 T i a d a   a m a u n   a m b i l a n 	   	K		  *	A	(	: *	M	0	>	*	M	$	?	  .	>	$	M	0	>	  (	9	@			 M T K 	 M T K 	 M T K 	 N i n c s   l e k  r h e t Q  m e n n y i s  g 	 M T K 	 M T K 	 M T K 	 G e e n   h o e v e e l h e i d   o p h a l e n 	 M T K 	 M T K 	 T o t a l u l   d e   r e c u p e r a t   l i p s e _t e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 EB/'1  ('2'(  EH,H/  F3*	 M T K 	 M T K 	   			  								  						  				 M T K 	 M T K 	 M T K 	 


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  
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	 *A(0M2>-  *0?.>#  (>9?	 M o s   r i m e r r   s h u m e n 	 										  						  				 	 	 	 	 	 	 	 N e n h u m a   q u a n t i d a d e   a   r e c u p e r a r 
 
 S T R _ E M A I L _ D O W N L O A D _ S I Z E _ E M P T Y _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   d o w n l o a d   s i z e   i s   e m p t y 	 N o   d o w n l o a d   s i z e 	 !q g'Yc6e'Y\	 e g'Yc6e'Y\	 D!H!522#2'LB+%	 N o   h a y   t a m a  o   d e   d e s c a r g a 	 A u c u n e   t a i l l e   d e   t  l  c h a r g e m e n t 	 K e i n e   D o w n l o a d - G r   e 	 5B  @07<5@0  703@C7:8	 N e s s u n a   d i m e n s i o n e   d o w n l o a d 	 D'  JH,/  -,E  'D*-EJD	 S e m   t a m a n h o   d e   t r a n s f e r  n c i a 	 0n d i r m e   b o y u t u   y o k 	 K h  n g   t i   c 	 M T K 	 T i a d a   s a i z   m u a t   t u r u n 	   	K		  !	>			(	2	K	!	  		>	0	  (	9	@			 M T K 	 M T K 	 M T K 	 N i n c s   l e t  l t  s i   m  r e t 	 M T K 	 M T K 	 M T K 	 G e e n   d o w n l o a d g r o o t t e 	 M T K 	 M T K 	 D i m e n s i u n e a   d e   d e s c r c a r e   l i p s e _t e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 'F/'2G  /'FDH/  EH,H/  F3*	 M T K 	 M T K 	   									  			  						  				 M T K 	 M T K 	 M T K 	 


  






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	     	 A w u k h o   u s a y i z i   w o k u l a n d a 	 A k u k h o   b u n g a k a n a n i   b u k h u t s h e l w e y o 	 H a k u n a   s a i z i   y a   k u p a k u a 	 G e e n   a f l a a i g r o o t t e   n i e 	 N r a   a t s i s i u n t i m o   d y d ~i o 	 N a v   l e j u p i e l d e s   d a u d z u m a 	 A l l a l a a d i t a v a    k s u s e   s u u r u s   p u u d u b 	 Febe|vtav  ya}h  daao  g	     	 D i m e n s i u n e a   d e   d e s c r c a r e   l i p s e _t e 	 !
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 
 S T R _ E M A I L _ R E T R I E V E _ A M O U N T _ I D 	 E m a i l 	 I C O N T E X T ,   P O P U P 	 T h e   o p t i o n   m e n u   o f   t h e   m a x i m u m   m a i l   c o u n t   w h e n   r e t r i e v i n g   f r o m   s e r v e r 	 R e t r i e v e   a m o u n t 	 N	xeϑ	 N}peϑ	 3'@#5"7	 C a n t i d a d   d e   r e c u p e r a c i  n   	 R  c u p  r e r   q u a n t i t  	 E i n l e s e m e n g e 	 !>>1I.   4;O  ?>;CG5=8O	 R e c u p e r a   i m p o r t o 	 9//  'D*-EJD	 V a l o r   d e   r e c u p e r a   o 	 G e t i r m e   m i k t a r 1	 T i   s   l n g 	 M T K 	 K e m b a l i k a n   a m a u n 	   *	A	(	: *	M	0	>	*	M	$	?	  .	>	$	M	0	>		 M T K 	 M T K 	 M T K 	 M e n n y i s  g   l e k  r  s e 	 M T K 	 M T K 	 M T K 	 H o e v e e l h e i d   o p h a l e n 	 M T K 	 M T K 	 T o t a l   d e   r e c u p e r a t 	 M T K 	 M T K 	   	 M T K 	 M T K 	 EB/'1  ('2'(	 M T K 	 M T K 	   						  						  					 M T K 	 M T K 	 M T K 	 








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	   	 Q a q a   i n a n i 	 F u m a n a   i s i x a 	 K i w a n g o   c h a   k u c h u k u a 	 H e r r o e p g e t a l 	 N u s k a i t y m o   k i e k i s 	 I z g ks t a m a i s   d a u d z u m s 	 A l l a l a a d i t a v a    k s u s e   m a h t 	 1|betav  avao	   	 T o t a l   d e   r e c u p e r a t 	 5
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 
 S T R _ E M A I L _ C O P Y _ T O _ S E R V E R _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   o f   w h e t h e r   t o   a p p e n d   t h e   c o p y   t o   s e r v e r   w h e n   I M A P 4 	 A p p e n d   t o   s e r v e r 	 
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gRhV	 '@I21@4#L@'-#L	 A n e x a d o   a l   s e r v i d o r 	 A j o u t e r      l a   f i n   d u   s e r v e u r 	 A n   S e r v e r   a n h  n g e n 	 @8A>54.   :  A5@25@C	 A l l e g a   a   s e r v e r 	 '13'D  'DJ  E9/'*  'D./E)	 A n e x a r   a o   s e r v i d o r 	 S u n u c u y a   e k l e 	 G i   n   m  y   p h c   v 	 M T K 	 L a m p i r k a n   k e   p e l a y a n 	   8	0	M	5	0	  8	G	  	K	!	<	G			 M T K 	 M T K 	 M T K 	 H o z z  f qz  s   a   k i s z o l g  l  n 	 M T K 	 M T K 	 M T K 	 T o e v o e g e n   a a n   s e r v e r 	 M T K 	 M T K 	 A d u g a r e   p e   s e r v e r 	 M T K 	 M T K 	   	 M T K 	 M T K 	 6EEG  1/F  /1  31H1	 M T K 	 M T K 	   								  				  			  					 M T K 	 M T K 	 M T K 	 




  



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	     	 J o b e l e l a   k w i s e v a 	 H l o m e l a   k w i s e v a 	 O n g e z a   k w a   s e v a 	 V o e g   b y   o p   b e d i e n e r 	 P r i d t i   p r i e   s e r v e r i o 	 P a p i l d i n t   s e r v e r +	 L i s a   s e r v e r i s s e 	 ?el  }e~ext	   	 A d u g a r e   p e   s e r v e r 	 8
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 
 S T R _ E M A I L _ N E W _ A C C T _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   c r e a t e   a   n e w   a c c o u n t 	 N e w   a c c o u n t 	 eX3^6b	 e^^7b	 1

5C+!H	 C u e n t a   n u e v a 	 N o u v e a u   c o m p t e 	 N e u e s   K o n t o 	 >20O  CG.   70?8AL	 N u o v o   a c c o u n t 	 'F4'!  1BE  'D,/J/	 N o v a   c o n t a 	 Y e n i   h e s a p 	 T  i   k h o n   m i 	 M T K 	 A k a u n   b a r u 	   (	/	>	  		>						 M T K 	 M T K 	 M T K 	  j   f i  k 	 M T K 	 M T K 	 M T K 	 N i e u w e   a c c o u n t 	 M T K 	 M T K 	 C o n t   n o u 	 M T K 	 M T K 	   	 M T K 	 M T K 	 '4*1'  ,//	 M T K 	 M T K 	   				  								 M T K 	 M T K 	 M T K 	 



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	   	 I - a k h a w u n t i   e n t s h a 	 I - a k h a w u n t i   e n t s h a 	 A k a u n t i   m p y a 	 N u w e   r e k e n i n g 	 N a u j a   s s k a i t a 	 J a u n s   k o n t s 	 U u s   k o n t o 	 Fx  pawk~	   	 C o n t   n o u 	 *
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 
 S T R _ E M A I L _ S T A R T _ C R E A T E _ A C C T _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   s t a r t i n g   c r e a t i n g   n e w   a c c o u n t 	 S t a r t   t o   c r e a t e   a c c o u n t ? 	 YuR^3^6b	  _YR^^7b	 @#4H!*#I21

5? 	  I n i c i a r   c r e a c i  n   d e   c u e n t a ? 	 C o m m e n c e r      c r  e r   u n   c o m p t e  ? 	 M i t   K o n t o e r s t e l l u n g   b e g i n n e n ? 	 0G0BL  A>740=85  CG.   70?8A8? 	 I n i z i a r e   l a   c r e a z i o n e   d e l l ' a c c o u n t ? 	 (/#  'F4'!  'D-3'(	 I n i c i a r   a   c r i a   o   d e   u m a   n o v a   c o n t a ? 	 H e s a p   o l u _t u r m a y a   b a _l a n s 1n   m 1? 	 B t   u   l p   t  i   k h o n 	 M T K 	 M u l a   u n t u k   b u a t   a k a u n ? 	   		>					  ,	(	>	(	G	  	G	  2	?		  6	A	0	B	  	0	G		? 	 M T K 	 M T K 	 M T K 	  j   f i  k o t   a k a r   l  t r e h o z n i ? 	 M T K 	 M T K 	 M T K 	 B e g i n n e n   m e t   a a n m a k e n   v a n   a c c o u n t ? 	 M T K 	 M T K 	  n c e p e ci   c r e a r e a   c o n t u l u i ? 	 M T K 	 M T K 	     ? 	 M T K 	 M T K 	 ','/  '4*1'  41H9  4H/	 M T K 	 M T K 	   				  							  						  			  				  			? 	 M T K 	 M T K 	 M T K 	 






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? 	     ? 	 Q a l a   u k w a k h a   i - a k h a w u n t i ? 	 Q a l i s e   u k u d a l a   i - a k h a w u n t i ? 	 A n z a   k u u n d a   a k a u n t i ? 	 B e g i n   o m   r e k e n i n g   t e   s k e p ? 	 P r a d t i   k u r t i   s s k a i t ? 	 S k t   v e i d o t   k o n t u ? 	 K a s   a l u s t a n   k o n t o   l o o m i s t ? 	 Mo}e^l  paw~k  }ernxth	       ? 	  n c e p e ci   c r e a r e a   c o n t u l u i ? 	 
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? 	 >	#M  $?0?  0?,>  0.M-  0?,G	 F i l l o   t e   k r i j o s h   l l o g a r i n e ? 	 							  						  						  					  						? 	 	 	 	 	 	 	 	 I n i c i a r   a   c r i a   o   d e   c o n t a ? 
 
 S T R _ E M A I L _ N E X T _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   g o   t o   t h e   n e x t   s t e p   o f   a c c o u n t   s e t t i n g   w i z a r d 	 N e x t 	 N Nek	 N Nek	 1D	 S i g u i e n t e 	 S u i v a n t 	 W e i t e r 	 0;55	 A v a n t i 	 'D.7H)  'D*'DJ)	 S e g u i n t e 	 S o n r a k i 	 T i p   t h e o 	 M T K 	 S e t e r u s n y a 	   		2	>		 M T K 	 M T K 	 M T K 	 T o v  b b 	 M T K 	 M T K 	 M T K 	 V o l g e n d e 	 M T K 	 M T K 	 U r m t o r u l 	 M T K 	 M T K 	 	 M T K 	 M T K 	 (9/	 M T K 	 M T K 	   								 M T K 	 M T K 	 M T K 	 




	 	 O k u l a n d e l a y o 	 E l a n d e l a y o 	 I f u a t a y o 	 V o l g e n d e 	 K i t a 	 N k o aa i s 	 J  r g m i n e 	 @a{xdh	 	 U r m t o r u l 	 

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 
 S T R _ E M A I L _ I N C O M P L E T E _ A C C T _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   a c c o u n t   i s   i n c o m p l e t e 	 I n c o m p l e t e   a c c o u n t .   C o n f i g u r e ? 	 3^6b
N[te/f&T-[	 ^7b
N[te/f&Tn	 1

5D!H*!9#L  3+H2? 	 C u e n t a   i n c o m p l e t a ,    c o n f i g u r a r ? 	 C o m p t e   i n c o m p l e t .   C o n f i g u r e r   ? 	 U n v o l l s t  n d i g e s   K o n t o .   K o n f i g u r i e r e n ? 	 5?>;=0O  CG.   70?8AL	 A c c o u n t   i n c o m p l e t o 	 'D-3'(  :J1  EC*ED.   *GJ&)	 C o n t a   i n c o m p l e t a .   C o n f i g u r a r ? 	 H e s a p   e k s i k .   Y a p 1l a n d 1r ? 	 T  i   k h o n   c h a   h o  n   c h n h .   C u   h  n h ? 	 M T K 	 A k a u n   t i d a k   l e n g k a p .   M e n a t a r a j a h ? 	   	'	B	0	>	  		>						 M T K 	 M T K 	 M T K 	 H i  n y o s   f i  k .   K o n f i g u r  l j a ? 	 M T K 	 M T K 	 M T K 	 O n v o l l e d i g e   a c c o u n t .   C o n f i g u r e r e n ? 	 M T K 	 M T K 	 C o n t   i n c o m p l e t .   C o n f i g u r a ci ? 	 M T K 	 M T K 	     .   ? 	 M T K 	 M T K 	 '4*1'  F'B5  '3*.   ~1(F/  4H/	 M T K 	 M T K 	   									  							d								  					? 	 M T K 	 M T K 	 M T K 	 





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	   	 I - a k h a w u n t i   e n g a q e d i w e 	 I - a k h a w u n t i   e n g a g q i t y w a n g a 	 A k a u n t i   i s i o   k a m i l i 	 R e k e n i n g   o n v o l l e d i g .   K o n f i g u r e e r ? 	 N e u ~b a i g t a   s s k a i t a 	 N e p i l n +g s   k o n t s 	 P u u d u l i k   k o n t o 	 1va~a  pawk~	   	 C o n t   i n c o m p l e t 	 
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 
 S T R _ E M A I L _ A C C T _ N A M E _ E M P T Y _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   a c c o u n t   n a m e   f i e l d   i s   e m p t y 	 N o   a c c o u n t   n a m e 	 !q3^6b
T1z	 e^7b
Ty	 D!H!5
7H-1

5	 N o   h a y   u n   n  m e r o   d e   c u e n t a 	 A u c u n   n o m   d e   c o m p t e 	 K e i n   K o n t o n a m e 	 BACBAB2C5B  8<O  CG.   70?8A8	 N e s s u n   n o m e   a c c o u n t 	 D'  JH,/  '3E  'D-3'(	 S e m   n o m e   d e   c o n t a 	 H e s a p   a d 1  y o k 	 K h  n g   c    t  n   t  i   k h o n 	 M T K 	 T i a d a   n a m a   a k a u n 	   	K		  		>					  (	>	.	  (	9	@			 M T K 	 M T K 	 M T K 	 N i n c s   f i  k n  v 	 M T K 	 M T K 	 M T K 	 G e e n   a c c o u t n a a m 	 M T K 	 M T K 	 N u m e l e   c o n t u l u i   l i p s e _t e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 F'E  '4*1'  EH,H/  F3*	 M T K 	 M T K 	   									  			  				 M T K 	 M T K 	 M T K 	 


  






  


  



	   	 A l i k h o   i g a m a   l e - a k h a w u n t i 	 A k u k h o   g a m a   l e - a k h a w u n t i 	 H a k u n a   j i n a   y a   a k a u n t i 	 G e e n   r e k e n i n g n a a m   n i e 	 N r a   s s k a i t o s   p a v a d i n i m o 	 N a v   k o n t a   n o s a u k u m a 	 K o n t o   n i m i   p u u d u b 	 @aw~k  avxvh  daao  g	     	 N u m e l e   c o n t u l u i   l i p s e _t e 	 
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	 (B$(  >	#M  (>.	 P a   e m e r   l l o g a r i e 	 							  			  				 	 	 	 	 	 	 	 N e n h u m   n o m e   d e   c o n t a 
 
 S T R _ E M A I L _ S E R V E R _ E M P T Y _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   s e r v e r   a d d r e s s   f i e l d   i s   e m p t y 	 N o   s e r v e r   a d d r e s s 	 !q:O
ghV0W@W	 e
gRhV0W@W	 D!H!55H-"9H@4#L@'-#L	 N o   h a y   u n a   d i r e c c i  n   d e   s e r v i d o r   	 A u c u n e   a d r e s s e   d e   s e r v e u r 	 K e i n e   S e r v e r a d r e s s e 	 BACBAB2C5B  04@5A  A5@25@0	 N e s s u n   i n d i r i z z o   s e r v e r 	 D'  JH,/  9FH'F  E9/'*  'D./E)	 S e m   e n d e r e  o   d e   s e r v i d o r 	 S u n u c u   a d r e s i   y o k k 	 a   c h   m  y   p h c   v 	 M T K 	 T i a d a   a l a m a t   p e l a y a n 	   	K		  8	0	M	5	0	  *	$	>	  (	9	@			 M T K 	 M T K 	 M T K 	 N i n c s   k i s z o l g  l  c  m 	 M T K 	 M T K 	 M T K 	 G e e n   s e r v e r a d r e s 	 M T K 	 M T K 	 A d r e s a   s e r v e r u l u i   l i p s e _t e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 F4'F  31H1  EH,H/  F3*	 M T K 	 M T K 	   									  						  				 M T K 	 M T K 	 M T K 	 


  




  






  


	   	 A l i k h o   i k h e l i   l e s e v a 	 A k u k h o   d i l e s i   y e s e v a 	 H a k u n a   a n w a n i   y a   s e v a 	 G e e n   b e d i e n e r a d r e s   n i e 	 N r a   s e r v e r i o   a d r e s o 	 N a v   s e r v e r a   a d r e s e s 	 S e r v e r   a a d r e s s   p u u d u b 	 Me~ek  pa}ev  daao  g	     	 A d r e s a   s e r v e r u l u i   l i p s e _t e 	 8
0
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 5
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
  
2
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2
	 80M-0   ?#>  (>9?	 P a   a d r e s e   n y j e j e 	 							  					  				 	 	 	 	 	 	 	 N e n h u m   e n d e r e  o   d e   s e r v i d o r 
 
 S T R _ E M A I L _ U S E R _ N A M E _ E M P T Y _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   u s e r   n a m e   i s   e m p t y 	 N o   u s e r   n a m e 	 !qO(u
T1z	 e(u7b
T	 D!H!5
7H-9IC
I	 N o   h a y   n o m b r e   d e   u s u a r i o   	 A u c u n   n o m   d  u t i l i s a t e u r 	 K e i n   B e n u t z e r n a m e 	 BACBAB2C5B  8<O  ?>;L7>20B5;O	 N e s s u n   n o m e   u t e n t e 	 D'  JH,/  '3E  'DE3*./E	 S e m   n o m e   d e   u t i l i z a d o r 	 K u l l a n 1c 1  a d 1  y o k 	 K h  n g   c    t  n   n g i   s   d n g 	 M T K 	 T i a d a   n a m a   p e n g g u n a 	   	K		  /	B		<	0	  (	>	.	  (	9	@			 M T K 	 M T K 	 M T K 	 N i n c s   f e l h a s z n  l  n  v 	 M T K 	 M T K 	 M T K 	 G e e n   g e b r u i k e r s n a a m 	 M T K 	 M T K 	 N u m e l e   d e   u t i l i z a t o r   l i p s e _t e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 F'E  '1(1  EH,H/  F3*	 M T K 	 M T K 	   												  			  				 M T K 	 M T K 	 M T K 	 


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 
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 
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 
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 
 S T R _ B T _ B P P _ S P _ M E D I A _ S I Z E 	 B P P 	 I C O N T E X T 	 P a p e r   s i z e 	 P a p e r   s i z e 	 RpS}W_	 SbpS~WS	 2#02)	 T a m a  o   d e   p a p e l 	 T a i l l e   d u   p a p i e r 	 P a p i e r f o r m a t 	  07<5@  1C<038	 D i m e n s i o n e   c a r t a 	 FH9  'DH1B	 T a m a n h o   d o   p a p e l 	 S a y f a   b o y u t u   	 C   g i y   i n 	 U k u r a n   k e r t a s 	 S a i z   K e r t a s 	 	>			<	  	>	  		>	0		 	 	 	 P a p  r m  r e t 	 	 	 	 P a p i e r g r o o t t e 	 	 	 D i m e n s i u n i   h  r t i e 	 	 	   	 	 	 'F/'2G  ':0	 	 	   						  					 	 	 	 






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	   	 U s a y i z i   w e p h e p h a 	 U b u n g a k a n a n i   b e p h e p h a 	 S a i z i   y a   K a r a t a s i 	 P a p i e r g r o o t t e 	 P o p i e r i a u s   d y d i s 	 P a p +r a   i z m r i 	 P a b e r i   m   t m e d 	 9rik  Ia}	   	 D i m e n s i u n e   h  r t i e 	 *
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  	 *G*0  >0	 M a d h e s i a   e   l e t r e s 	 						  				  	 	 	 	 	 	 	 	 T a m a n h o   d o   p a p e l 
 
 S T R _ B T _ B P P _ S P _ P R I N T _ C A N C E L 	 B P P 	 P O P U P 	 P r i n t i n g   c a n c e l l e d 	 P r i n t i n g   c a n c e l l e d 	 RpS]Sm	 SbpS]Sm	 2#4!L"@%4A%I'	 I m p r e s i  n   c a n c e l a d a 	 I m p r e s s i o n   a n n u l  e 	 D r u c k   a b g e b r o c h e n 	 B<5=0  ?5G0B8	 S t a m p a   a n n u l l a t a 	 *E  %D:'!  'D7('9)	 I m p r e s s  o   c a n c e l a d a 	 Y a z d 1r m a   i p t a l   e d i l d i 	    h y   i n 	 P e n c e t a k a n   d i b a t a l k a n 	 P e n c e t a k a n   t e r b a t a l 	 *	M	0	?	(	M		  0	&	M	&	  9	K	  	/	>		 	 	 	 N y o m t a t  s   m e g s z a k  t v a 	 	 	 	 A f d r u k k e n   g e a n n u l e e r d 	 	 	 I m p r i m a r e   r e v o c a t 	 	 	   	 	 	 '~  D:H  4/	 	 	   								  			  					  			  						 	 	 	 	 	 P r i n t   c a n c e l e d 	 P r i n t   c a n c e l e d 	 P r i n t   c a n c e l e d 	 D r u k w e r k   g e k a n s e l l e e r 	 P r i n t   c a n c e l e d 	 P r i n t   c a n c e l e d 	 P r i n t   c a n c e l e d 	 P r i n t   c a n c e l e d 	 P r i n t   c a n c e l e d 	 P r i n t   c a n c e l e d 	 *
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 
 S T R _ B T _ B P P _ S P _ P R I N T _ D O N E 	 B P P 	 P O P U P 	 P r i n t i n g   d o n e 	 P r i n t i n g   d o n e 	 RpS][b	 SbpS][b	 2#4!L@*#GA%I'	 I m p r e s i  n   r e a l i z a d a 	 I m p r e s s i o n   t e r m i n  e 	 D r u c k   f e r t i g 	 5G0BL  7025@H5=0	 S t a m p a   e s e g u i t a 	 *E*  'D7('9)	 I m p r e s s  o   c o n c l u  d a 	 Y a z d 1r m a   t a m a m l a n d 1	    i n   x o n g 	 P e n c e t a k a n   s e l e s a i 	 P e n c e t a k a n   s e l e s a i 	 *	M	0	?	(	M		  9	K	  	/	>		 	 	 	 N y o m t a t  s   k  s z 	 	 	 	 A f d r u k k e n   v o l t o o i d 	 	 	 I m p r i m a r e   t e r m i n a t 	 	 	   	 	 	 '~  'F,'E  1//	 	 	   							  			  						 	 	 	 	 	 P r i n t   d o n e 	 P r i n t   d o n e 	 P r i n t   d o n e 	 K l a a r   g e d r u k 	 P r i n t   d o n e 	 P r i n t   d o n e 	 P r i n t   d o n e 	 P r i n t   d o n e 	 P r i n t   d o n e 	 P r i n t   d o n e 	 *
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 
 S T R _ B T _ B P P _ S P _ S A V E _ A S _ D E F A U L T 	 B P P 	 I C O N T E X T 	 S e t   a s   d e f a u l t   p r i n t e r 	 S e t   a s   d e f a u l t   p r i n t e r 	 -p-pSh_j	 :N؞SbpS:g	 1I@G@#7H-4!L@#4H!I	 G u a r d a r   c o m o   i m p r e s o r a   p r e d e t e r m i n a d a 	 C h o i s i r   c o m m e   i m p r i m a n t e   p a r   d  f a u t 	 A l s   S t a n d a r d d r u c k e r   s p e i c h e r n 	 !>E@0=8BL  ?>  C<>;G0=8N	 S a l v a   c o m e   p r e d e f i n i t o 	 *9JJF  C7'(9)  'A*1'6J)	 D e f i n i r   c o m o   i m p r e s s o r a   p r e d e f i n i d a 	 V a r s a y 1l a n   y a z 1c 1  o l a r a k   a y a r l a 	 C  i   l  m   m  y   i n   m c   n h 	 A t u r   s e b a g a i   p r i n t e r   d e f a u l t 	 S e t   s e b a g a i   p e n c e t a k   l a l a i 	 !	?	+	I	2	M		  	G	  0	B	*	  .	G		  8	G	5	  	0	G			 	 	 	 B e  l l  t  s   a l a p  r t e l m e z e t t   n y o m t a t  k  n t 	 	 	 	 A l s   s t a n d a a r d p r i n t e r   i n s t e l l e n 	 	 	 S a l v a r e   c a   i m p r i m a n t   i m p l i c i t 	 	 	       	 	 	 *9F  (9FH'F  '~1  ~4  A16	 	 	   						  									  						  			  			 	 	 	 	 	 S a v e   a s   d e f a u l t 	 S a v e   a s   d e f a u l t 	 S a v e   a s   d e f a u l t 	 S t e l   a s   v e r s t e k - d r u k k e r 	 S a v e   a s   d e f a u l t 	 S a v e   a s   d e f a u l t 	 S a v e   a s   d e f a u l t 	 S a v e   a s   d e f a u l t 	 S a v e   a s   d e f a u l t 	 S a v e   a s   d e f a u l t 	 !
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 
 S T R _ B T _ B P P _ G E T _ A T T R 	 B P P 	 I C O N T E X T 	 G e t   a t t r i b u t e 	 G e t   p r i n t e r   a t t r i b u t e s 	 rsSpSh_jl\'`	 SSbpS:g^\'`	 #18%1)0	 O b t e n e r   a t r i b u t o 	 O b t e n i r   a t t r i b u t 	 A t t r i b u t   b e z i e h e n 	 >;CG8BL  0B@81CB	 O t t i e n i   a t t r i b u t o 	 -5HD  9DJ  5A)	 O b t e r   a t r i b u t o s 	  z e l l i k   a l 	 G i  n h   t h u c   t  n h 	 D a p a t k a n   a t r i b u t   p r i n t e r 	 D a p a t k a n   a t r i b u t 	 5	?	6	G	7	$	>	  *	M	0	>	*	M	$	  	0	G			 	 	 	 A t t r i b  t u m   l e k  r  s e 	 	 	 	 A t t r i b u u t   o n t v a n g e n 	 	 	 O b ci n e r e   a t r i b u t 	 	 	   	 	 	 /1'A*  H	 	 	   									  				  				 	 	 	 	 	 G e t   a t t r i b u t e 	 G e t   a t t r i b u t e 	 G e t   a t t r i b u t e 	 K r y   e i e n s k a p 	 G e t   a t t r i b u t e 	 G e t   a t t r i b u t e 	 G e t   a t t r i b u t e 	 G e t   a t t r i b u t e 	 G e t   a t t r i b u t e 	 G e t   a t t r i b u t e 	 

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 
 S T R _ B T _ B P P _ A P P L A Y _ S E T T I N G 	 B P P 	 P O P U P C O N F I R M 	 A p p l y   s e t t i n g s ? 	 A p p l y   s e t t i n g s ? 	 a(u-[	 ^(un	 C
I2#1IH2+#7-D!H? 	  A p l i c a r   c o n f i g u r a c i  n ? 	 A p p l i q u e r   l e s   r  g l a g e s ? 	 E i n s t e l l u n g e n    b e r n e h m e n ? 	 @8<5=8BL  =0AB@>9:C?   	 A p p l i c a r e   l a   c o n f i g u r a z i o n e ? 	 6(7	 A p l i c a r   d e f i n i   e s ? 	 A y a r 1  u y g u l a ? 	 C  i   t   n g   d n g ? 	 T e r a p k a n   p e n g a t u r a n ? 	 G u n a   s e t i n g ? 	 8	G		?			  2	>		B	  	0	G		? 	 	 	 	 A l k a l m a z z a   a   b e  l l  t  s t ? 	 	 	 	 I n s t e l l i n g   t o e p a s s e n ? 	 	 	 A p l i c a r e   s e t r i ? 	 	 	   ? 	 	 	 *F8EG'  '9E'D  4HF/	 	 	   									  						  			? 	 	 	 	 	 	 A p p l y   s e t t i n g ? 	 A p p l y   s e t t i n g ? 	 A p p l y   s e t t i n g ? 	 P a s   i n s t e l l i n g s   t o e ? 	 A p p l y   s e t t i n g ? 	 A p p l y   s e t t i n g ? 	 A p p l y   s e t t i n g ? 	 A p p l y   s e t t i n g ? 	 A p p l y   s e t t i n g ? 	 A p p l y   s e t t i n g ? 	 8
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M

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? 	 8G?  *M0/K  0?,G? 	 A p l i k o   r e g j i s t r i m e t ? 	 					  						  						? 	 	 	 	 	 	 	 	 A p l i c a r   c o n f i g u r a   e s ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ B P P _ P R I N T E R _ N A M E 	 B P P 	 I C O N T E X T 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 pSh_j
T1z	 SbpS:g
Ty	 
7H-@#7H-4!L	 N o m b r e   d e   l a   I m p r e s o r a 	 N o m   d ' i m p r i m a n t e 	 D r u c k e r n a m e 	 <O  ?@8=B5@0	 N o m e   s t a m p a n t e 	 '3E  'D7('9)	 N o m e   d a   i m p r e s s o r a 	 Y a z 1c 1  a d 1	 T  n   m  y   i n 	 N a m a   P r i n t e r 	 N a m a   p e n c e t a k 	 *	M	0	?	(	M		0	  (	>	.		 	 	 	 N y o m t a t    n e v e 	 	 	 	 P r i n t e r n a a m 	 	 	 N u m e   i m p r i m a n t 	 	 	   	 	 	 F'E  '~1	 	 	   											  				 	 	 	 	 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 D r u k k e r n a a m 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 P r i n t e r   N a m e 	 *
M
0
?
(
M
1
0
M

   *
G
0
M
	 .A&M0  (>.	 E m r i   I   s h t y p s h k r o n j e s 	 									  				 	 	 	 	 	 	 	 N o m e   d a   i m p r e s s o r a 	 	 	 	 	 	 	 	 I n p r i m a g a i l u a r e n   i z e n a 	 P a n g a l a n   n g   P r i n t e r 	 N o m e   d a   i m p r e s o r a 	 A h a   i g w e   n a - e b i   a k w k w 	 A i n m   a n   p h r i n t  i r 
 
 S T R _ B T _ B P P _ S P _ P R E V I E W 	 B P P 	 T I T L E 	 P r i n t   p r e v i e w 	 P r i n t   p r e v i e w 	 RpS	 SbpSȉ	 1'-"H2H-4!L	 V i s t a   p r e v i a   	 P r  v i s u a l i s e r   i m p r e s s i o n 	 D r u c k v o r s c h a u 	 @>A<>B@	 A n t e p r i m a   d i   s t a m p a 	 E9'JF)  'D7('9)	 P r  - v i s u a l i z a r   i m p r e s s  o 	 Y a z d 1r m a    n i z l e m e 	 X e m   t r c   i n 	 P r a t i n j a u   p e n c e t a k a n 	 P r a t o n t o n   c e t a k a n 	 .	A	&	M	0	#	  *	B	0	M	5	>	5	2	K		(		 	 	 	 N y o m t a t  s i   k  p 	 	 	 	 V o o r b e s c h o u w i n g 	 	 	 E x a m i n a r e    n a i n t e a   i m p r i m r i i 	 	 	     	 	 	 ~4  FE'4  '~	 	 	   							  								 	 	 	 	 	 I - p r e v i e w 	 I - p r e v i e w 	 H a k i k i 	 D r u k v o o r s k o u 	 P e r ~i kr t i 	 P r i e k as k a t +j u m s 	 E e l v a a d e 	 Famvaoav  dkxt	   	 E x a m i n a r e 	 *
M
0
?
5
M
/
B
	 *B0M,>,2K(	 P a r a s h i k o 	 										 	 	 	 	 	 	 	 V i s u a l i z a   o   d a   i m p r e s s  o 	 	 	 	 	 	 	 	 I n p r i m a t z e k e   d a g o e n a   a u r r e i k u s i 	 P r i n t   p r e v i e w 	 P r e v i s u a l i z a c i  n   d e   i m p r e s i  n 	 B i e   p r i v i u 	 A m h a r c   r o i m h   p h r i o n t  i l 
 
 S T R _ B T _ B P P _ S P _ E R R _ D E V I C E _ B U S Y 	 B P P 	 P O P U P 	 D e v i c e   b u s y 	 D e v i c e   b u s y 	 -P_	 Y_	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o   	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 ,G'2  E4:HD)	 D i s p o s i t i v o   o c u p a d o 	 C i h a z   k u l l a n 1m d a   	 T h i t   b   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	  9	H		 	 	 	 A z   e s z k  z   e l f o g l a l t 	 	 	 	 A p p a r a a t   b e z i g 	 	 	 D i s p o z i t i v u l   e s t e   o c u p a t 	 	 	   	 	 	 /3*'G  E4:HD  '3*	 	 	 						  							 	 	 	 




  





  

	   	 I d i v a y s i   i b h i z i 	 I s i x h o b o   i x a k e k i l e 	 K i f a a   k i n a   s h u g h u l i 	 T o e s t e l   b e s i g 	 .r e n g i n y s   u ~i m t a s 	 I e r +c e   p r s l o g o t a 	 S e a d e   h  i v a t u d 	 Mah  fbar~an  g	   	 D i s p o z i t i v u l   e s t e   o c u p a t 	 	
*

0
#

  $
?
0

M

?
2
M

 	 !?->8  ,M_8M$	 P a j i s j a   e   z e n e 	 						  							 	 	 	 	 	 	 	 D i s p o s i t i v o   o c u p a d o 	 	 	 	 	 	 	 	 G a i l u a   l a n p e t u r i k 	 A b a l a   a n g   a p a r a t o 	 D i s p o s i t i v o   o c u p a d o 	 N g w a   r   n   n ' r 	 G l  a s   g a f a 
 
 S T R _ B T _ B P P _ S P _ E R R _ P R I N T _ E R R O R 	 B P P 	 P O P U P 	 P r i n t i n g   f a i l e d 	 P r i n t i n g   f a i l e d 	 RpS1YWe	 SbpS1Y%	 2#4!L%I!@+%'	 F a l l    i m p r e s i  n 	 E c h e c   d  i m p r e s s i o n 	 D r u c k   f e h l g e s c h l a g e n 	 5  C40;>AL  =0?5G0B0BL	 S t a m p a   f a l l i t a 	 A4D  AJ  'D7('9)	 A   i m p r e s s  o   f a l h o u 	 Y a z d 1r 1l a m a d 1  	 I n   b   l i 	 P e n c e t a k a n   g a g a l 	 P e n c e t a k a n   g a g a l 	 *	M	0	?			  	8	+	2		 	 	 	 S i k e r t e l e n   n y o m t a t  s 	 	 	 	 A f d r u k k e n   m i s l u k t 	 	 	 I m p r i m a r e a   n u   a   r e u _i t 	 	 	   	 	 	 '~  F'EHAB  (H/	 	 	   							  								 	 	 	 






  






  





	   	 U k u p h r i n t a   k u h l u l e k i l e 	 U s h i c i l e l o   l u p h a n z i l e 	 I m e s h i n d w a   k u c h a p i s h a 	 D r u k w e r k   o n s u k s e s v o l 	 N e p a v y k o   s p a u s d i n t i 	 D r u k aa n a   n e i z d e v s 	 P r i n t i m i n e   n u r j u s 	 Ozelh  qamxr~e	     	 T i p r i r e a   n u   a   r e u _i t 	 *
M
0
?
(
M
1
M
  *
0
>

/

	 .A&M0#  ,?+3	 S h t y p j a   d e s h t o i 	 							  				  					 	 	 	 	 	 	 	 F a l h a   d a   i m p r e s s  o 	 	 	 	 	 	 	 	 E z i n   i z a n   d a   i n p r i m a t u 	 H i n d i   n a g t a g u m p a y   a n g   p a g - p r i n t 	 F a l l o   a o   i m p r i m i r 	 I h e   a n a - e b i   a g a g h 	 T h e i p   a r   p h r i o n t  i l 
 
 S T R _ I D _ F M S R _ A P P E N D _ E R O R R 	 F M S c h e d u l e R e c 	 P O P U P 	 c a n   n o t   a p p e n d   w h e n   f o r m a t   i s   W A V 	 W A V   f o r m a t   c a n   n o t   a p p e n d 	 W A V <h_
NDR	 W A V <h_
NDR	 D%L  W A P   D!H*2!2#@4H!H-DI	 n o   p u e d e   a n e x a r s e   c u a n d o   e l   f o r m a t o   e s   W A V 	 F o r m a t   W A V   n e   p e u t   p a s   a j o u t e r      l a   f i n 	 W A V - F o r m a t   k a n n   n i c h t   a n h  n g e n 	 $>@<0B  W A V   =52>7<>6=>  4>1028BL	 I l   f o r m a t o   W A V   n o n   p u    e s s e r e   i n s e r i t o 	 'D5J:)  HJH  D'  JECF  '6'A)	 O   f o r m a t o   W A V   n  o   p o d e   s e r   a n e x a d o 	 W A V   f o r m a t 1  e k l e y e m i y o r 	 C h     W A V   k h  n g   t h    n h   k  m 	 F o r m a t   W A V   t i d a k   d a p a t   d i t a m b a h k a n 	 F o r m a t   W A V   t i d a k   b o l e h   d i l a m p i r k a n 	 W A V   +	I	0	M	.	G		  (	9	@		  	A	!	<	  8		$	>		 	 	 	 W A V   f o r m  t u m h o z   n e m   l e h e t   h o z z  f qz n i 	 	 	 	 W A V - i n d e l i n g   k a n   n i e t   t o e v o e g e n 	 	 	 I m a g i n i l e    n   f o r m a t   W A V   n u   p o t   f i   a d u g a t e 	 	 	         W A V 	 	 	 ('  A1E*  W A V   FE  *H'F  6EEG  1/	 	 	   				  								  				  						  					  			 	 	 	 W A V   






  





  


  





  


	 W A V     	 I f o m e t h i   y e - W A V   n g e k e   i k w a z i   u k u j o b e l e l a 	 I m o   k w e - W A V   a k u n a k u h l o m e l a 	 F o m a t i   y a   W A V   h a i w e z i   k u o n g e z e w a 	 K a n   n i e   W A V - f o r m a a t   b y v o e g   n i e 	 N e g a l i m a   p r i d t i   W A V   f o r m a t o 	 W A V   f o r m t u   n e v a r   p a p i l d i n t 	 W A V   v o r m i n g u t   e i   s a a   l i s a d a 	 W A V   qayah  yk  oaxr  o~el	   W A V       	 I m a g i n i l e    n   f o r m a t   W A V   n u   p o t   f i   a d u g a t e 	 W A V   +
K
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	 W A V   +0M.>  *G#M!  9K*>0?,  (>9?	 F o r m a t i   W A V   n u k   m u n d   t e   s h t o h e t 	 W A V   					  							  				  							 	 	 	 	 	 	 	 F o r m a t o   W A V   n  o   p o d e   s e r   a n e x a d o 	 	 	 	 	 	 	 	 W A V   f o r m a t u a   e z i n   d a   e r a n t s i 	 H i n d i   m a i d a g d a g   a n g   W A V   n a   f o r m a t 	 F o r m a t o   W A V   n o   s e   p o d e   a n e x a r 	 W A N   f m a t   e n w e g h i   i k e   g b a k w n y e 	 N    f  i d i r   i a r c h e a n g a i l   i   b h f o r m  i d   W A V 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ G O T O 	 B A R C O D E R E A D E R 	 L S K 	 G o t o 	 G o t o 	 MR_	 ۏeQ	 D5H	 I r   a 	 A l l e r    	 G e h e n   z u 	 5@5E>4	 V a i   a 	 'H1'B  *HBA  EHB*	 I r   p a r a 	 G i t 	 V  o 	 B u k a 	 P e r g i   k e 	 *	0	  	>				 	 	 	 U g r  s 	 	 	 	 G a   n a a r 	 	 	 M e r g e ci   l a 	 	 	   	 	 	 (1H  (G	 	 	 					  				 	 	 	 

  


	   	 Y i y a   k u 	 Y i y a   k u 	 N e n d a   k w a 	 G a a n   n a 	 E i t i   /  	 D o d i e t i e s   u z 	 M i n e : 	 1vvel  dezk	 	 M e r g e ci   l a 	 *
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	 %?A  />(M$A	 S h k o   t e k 	 					  					 	 	 	 	 	 	 	 I r   p a r a 	 	 	 	 	 	 	 	 J o a n 	 G o t o 	 I r   a 	 G a a   n a 	 G a b h   c h u i g 
 
 S T R _ I D _ B A R C O D E R E A D E R _ Q R _ S E M I C O L O N 	 B A R C O D E R E A D E R 	 U N L I M 	 ;   	 ;   	 	 	 ;   	 ;   	 ;   	 ;   	 ;   	 ; 	 	 ;   	 ; 	 ;   	 ;   	 ;   	 ; 	 	 	 	 ; 	 	 	 	 ;   	 	 	 ; 	 	 	 ;   	 	 	 	 	 	 ;   	 	 	 	 ;   	 ;   	 ; 	 ; 	 ;   	 ;   	 ;   	 ; 	 ;   	 ;   	 ;   	 ;   	 ;   	 ;   	 ;   	 ; 	 	 	 	 	 	 	 	 ;   	 	 	 	 	 	 	 	 ; 	 ;   	 ;   	 ; 	 ;   
 
 S T R _ I D _ B A R C O D E R E A D E R _ Q R _ C O L O N 	 B A R C O D E R E A D E R 	 U N L I M 	 :   	 :   	 	 	 :   	 :   	 :   	 :   	 :   	 : 	 : 	 :   	 : 	 :   	 :   	 :   	 : 	 	 	 	 : 	 	 	 	 :   	 	 	 : 	 	 	 :   	 	 	 : 	 	 	 :   	 	 	 	 :   	 :   	 : 	 : 	 :   	 :   	 :   	 : 	 :   	 :   	 :   	 :   	 :   	 :   	 :   	 : 	 	 	 	 	 	 	 	 :   	 	 	 	 	 	 	 	 : 	 :   	 :   	 : 	 :   
 
 S T R _ E M A I L _ E R R O R _ C O D E _ I N _ U S E _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   E m a i l   i s   o p e n e d 	 E m a i l   i s   i n   u s e 	 P[Nck(WO(u	 5uP[Nck(WO(u	 3%1C
I-5@!%	 C o r r e o   e l e c t r  n i c o   e n   u s o 	 E m a i l   u t i l i s  	 E - M a i l   w i r d   v e r w e n d e t 	 -;.   ?>GB0  8A?>;L7C5BAO	 L ' e - m a i l      i n   u s o 	 ,'1M  '3*./'E  'D(1J/  'D'DC*1HFJ	 O   c o r r e i o   e l e c t r  n i c o   e s t    a   s e r   u t i l i z a d o 	 K u l l a n 1m d a k i   e p o s t a l a r 	 a n g   s   d n g   t h   i n   t 	 M T K 	 E - m e l   s e d a n g   d i g u n a k a n 	   	- .	G	2	  	8	M	$	G	.	>	2	  .	G		  9	H		 M T K 	 M T K 	 M T K 	 A z   e - m a i l   h a s z n  l a t b a n   v a n 	 M T K 	 M T K 	 M T K 	 E - m a i l   i s   i n   g e b r u i k 	 M T K 	 M T K 	 A p l i c a ci a   d e   e m a i l   e s t e   d e j a   f o l o s i t 	 M T K 	 M T K 	 "   	 M T K 	 M T K 	 'ED  EH1/  '3*A'/G  '3*	 M T K 	 M T K 	   					  							  						 M T K 	 M T K 	 M T K 	 




  







  

	   	 I - i m e y l i   i y a s e t s h e n z i s w a 	 i - i m e y l   i y a s e b e n z a 	 B a r u a   p e p e   i n a t u m i k a 	 E - p o s   i s   t a n s   i n   g e b r u i k 	 E l .   p a at a s   n a u d o j a m a s 	 E - p a s t s   t i e k   l i e t o t s 	 E - p o s t   o n   k a s u t u s e l 	 7l.   x}h  cacxn~xt  g	 E m a i l -   	 A p l i c a ci a   d e   e m a i l   e s t e   d e j a   f o l o s i t 	 
.
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 	 .G2  ,M_,9>00G  ?	 E m a i l i   e s h t e   n e   p e r d o r i m 	 					  							  		  				 	 	 	 	 	 	 	 E - m a i l   e s t    e m   u s o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E P L Y _ I N D _ I D 	 E m a i l 	 U N L I M 	 T h e   p r e f i x   o f   r e p l i e d   m a i l 	 R e :   	 V  	 V
Y  	 -: 	 R e : 	 R e   : 	 B e t r . : 	 R e : 	 R i f : 	 1/: 	 R e : 	 Y n t : 	 T r   l i : 	 M T K 	 R e : 	   		$	M	$	0	: 	 M T K 	 M T K 	 M T K 	 T  r g y : 	 M T K 	 M T K 	 M T K 	 R e : 	 M T K 	 M T K 	 R s p . : 	 M T K 	 M T K 	 R e :   	 M T K 	 M T K 	 ~'3.: 	 M T K 	 M T K 	 					: 	 M T K 	 M T K 	 M T K 	 



  


	 R e : 	 R e :   	 R e :   	 R e :   	 R e :   	 R e :   	 R e :   	 R e :   	 R e :   	 R e :   	 R e :   	 R e :   	 *M0$M_A$M$0: 	 N e   l i d h j e   m e : 	 					 	 	 	 	 	 	 	 R e f :   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ F W D _ I N D _ I D 	 E m a i l 	 U N L I M 	 T h e   p r e f i x   o f   f o r w a r d e d   m a i l 	 F w :   	 I[  	 lS  	 *HH-: 	 F w : 	 T r  : 	 W l : 	 F w : 	 I n o l t r a : 	 '9'/): 	 F w : 	 0l t : 	 G i   c h u y n : 	 M T K 	 F w : 	 		M	0	G	7	?	$	: 	 M T K 	 M T K 	 M T K 	 T o v  b b  t  s : 	 M T K 	 M T K 	 M T K 	 F w : 	 M T K 	 M T K 	 R e d i r . : 	 M T K 	 M T K 	 F w :   	 M T K 	 M T K 	 G/'*: 	 M T K 	 M T K 	 								: 	 M T K 	 M T K 	 M T K 	 






  


: 	 F w : 	 F w :   	 F w :   	 F w :   	 A a n s t u u r :   	 F w :   	 F w :   	 F w :   	 F w :   	 F w :   	 F w :   	 F w :   	 M0>.@: 	 P a s o : 	 						: 	 	 	 	 	 	 	 	 E n c :   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ S I G _ I M G _ E R R _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   s i g n a t u r e   i m a g e   h a s   e r r o r s 	 I m a g e   e r r o r 	 Wj/	 VGr	  24%2	 E r r o r   e n   i m a g e n 	 E r r e u r   d  i m a g e 	 B i l d f e h l e r 	 H81:0  87>1@06. 	 E r r o r e   i m m a g i n e 	 .7#  AJ  'D5H1)	 E r r o   d e   i m a g e m 	 G  r  n t    h a t a s 1	 L i   n h 	 M T K 	 R a l a t   i m e j 	   	?	$	M	0	  8		,		'	@	  $	M	0	A		?		 M T K 	 M T K 	 M T K 	 K  p h i b a 	 M T K 	 M T K 	 M T K 	 B e e l d f o u t 	 M T K 	 M T K 	 E r o a r e   i m a g i n e 	 M T K 	 M T K 	   	 M T K 	 M T K 	 .7'  93	 M T K 	 M T K 	 					  							 M T K 	 M T K 	 M T K 	 



  


	   	 I p h u t h a   l o m f a n e k i s o 	 I m p a z a m o   y e - i m e y j i 	 H i t i l a f u   y a   t a s w i r a 	 F o t o - f o u t 	 V a i z d o   k l a i d a 	 A t t l a   k <kd a 	 P i l d i   t  r g e 	 Jaoek  }mal	   	 E r o a r e   i m a g i n e : 	 
.
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 	 *M0$?,?  $M0A?	 G a b i m   i m a z h i 	 										  							 	 	 	 	 	 	 	 E r r o   i m a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ A C C O U N T S 	 G L O B A L 	 T I T L E ,   T E X T ,   I C O N T E X T 	 G l o b a l   S t r i n g -   A c c o u n t s   ( c o n f i g u r a t i o n   f o l d e r ) 	 A c c o u n t s 	 3^6b	 ^7b	 1

5	 C u e n t a s 	 C o m p t e s 	 K o n t e n 	 #G5B=K5  70?8A8	 A c c o u n t 	 E-'3(	 C o n t a s 	 H e s a p l a r 	 T  i   k h o n 	 A c c o u n t 	 A k a u n 	 		>					M	8		 	 	 	 F i  k o k 	 	 	 	 A c c o u n t s 	 	 	 C o n t u r i 	 	 	 	 	 	 '4*1'  G'	 	 	 								 	 	 	 








	 	 A m a - a k h a w u n t i 	 I i - a k h a w u n t i 	 A k a u n t i 	 R e k e n i n g e 	 S s k a i t o s 	 K o n t i 	 K o n t o d 	 @awk~ve	 	 C o n t u r i 	 
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 	 >	#M	 L l o g a r i t e 	 								 H e s a b l a r 	 3^6b	 C o m p t e s 	 C o m p t e s 	 P  s t h  l f 	 C u e n t a s 	 !<5B:8	 C o n t a s 	 N a l o z i 	 D i a k h a o n t o 	 M g a   a c c o u n t 	 A c c o u n t s 	 L i s a f i n   k u d i 	 I b i    p a m 	 "V@:5;3V;5@	 K o n t u a k 	 M g a   a c c o u n t 	 C o n t a s 	 A k a u n t   g a 	 C u n t a i s 
 
 S T R _ G L O B A L _ A D D R E S S 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   C 3 5 4 _ 1 	 G l o b a l   S t r i n g -   A d d r e s s 	 A d d r e s s 	 0W@W	 0W@W	 5H-"9H	 D i r e c c i  n 	 A d r e s s e 	 A d r e s s e 	 4@5A	 I n d i r i z z o 	 9FH'F	 E n d e r e  o 	 A d r e s 	 a   c h 	 A l a m a t 	 A l a m a t 	 *	$	>		 	 	 	 C  m 	 	 	 	 A d r e s 	 	 	 A d r e s 	 	 	 	 	 	 F4'F	 	 	 							 	 	 	 






	 	 I k h e l i 	 I d i l e s i 	 A n w a n i 	 A d r e s 	 A d r e s a s 	 A d r e s e 	 A a d r e s s 	 @a}e	   	 A d r e s 	 5
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	  ?#>	 A d r e s a 	 						  n v a n 	 0W@W	 A d r e  a 	 A d r e s s e 	 H e i m i l i s f a n g 	 D i r e c c i  n 	 4@5A0	 E n d e r e  o 	 A d r e s a 	 A t e r e s e 	 A d d r e s s 	 A d d r e s s 	 A d i r e s h i 	 A d i r s i 	 5:5=609	 H e l b i d e a 	 A d d r e s s 	 D i r e c c i  n 	 A d r e s 	 S e o l a d h 
 
 S T R _ G L O B A L _ A L A R M 	 G L O B A L 	 T I T L E ,   T E X T ,   I C O N T E X T ,   T W O S T A T E ,   T W O L I N E 	 G l o b a l   S t r i n g -   A l a r m 	 A l a r m 	 '4	 	 %8	 A l a r m a 	 A l a r m e 	 A l a r m 	 C48;L=8:	 A l l a r m e 	 'F*0'1	 A l a r m e 	 A l a r m 	 C h u  n g 	 A l a r m 	 P e n g g e r a 	 	2	>	0	M	.		 	 	 	 R i a s z t  s 	 	 	 	 W e k k e r 	 	 	 A l a r m 	 	 	 	 	 	 2F  G4/'1	 	 	 							 	 	 	 





	 	 I - a l a m u 	 I s i p h a p h a m i s i 	 K e n g e l e 	 W e k k e r 	 S i g n a l a s 	 M o d i n t j s 	 A l a r m 	 Famafcxwaxt	 	 A l a r m 	 
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	 20>.	 A l a r m i 	 							 X Yb Yr d a r l 1q 	 f1X	 A l a r m a 	 A l a r m e 	 V e k j a r i 	 A l a r m a 	 ;0@<	 A l a r m e 	 A l a r m 	 A l a m o 	 A l a r m a 	 A l a r m 	 F a l k a s w a 	  t a n i j  	 !83=0;	 A l a r m a 	 A l a r m a 	 A l a r m a 	 M k p u 	 A l  r a m 
 
 S T R _ G L O B A L _ A S _ T E X T _ M E S S A G E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   A s   t e x t   m e s s a g e   ( s u b   o p t i o n   o f   s e n d i n g   c o m m a n d ) 	 A s   t e x t   m e s s a g e 	 N!|
	 wOe_	 @GI-'2!1'-1)#	 C o m o   m e n s a j e   d e   t e x t o 	 C o m m e   m e s s a g e   t e x t e 	 A l s   T e x t m i t t e i l u n g 	 0:  S M S 	 C o m e   m e s s .   d i   t e s t o 	 FH9  'D13'D)	 C o m o   m e n s a g e m   d e   t e x t o 	 M e t i n   i l e t i s i   o l a r a k   	 C h     t i n   n h n 	 S e b a g a i   p e s a n   t e k s 	 S e b a g a i   m e s e j   t e k s 	 	H		M	8	M		  8		&	G	6	  	G	  0	B	*	  .	G			 	 	 	 S z  v e g e s    z e n e t k  n t 	 	 	 	 A l s   t e k s t b e r i c h t 	 	 	 C a   m e s a j   t e x t 	 	 	   	 	 	 (9FH'F  ~'E  E*F	 	 	 						  							  								 	 	 	 




  




  




	   	 N j e n g o m b i k o   w o m b h a l o 	 N j e n g o m y a l e z o   w e g a m a 	 K a m a   u j u m b e   w a   m a a n d i s h i 	 A s   t e k s b o o d s k a p 	 K a i p   t e k s t o   p r a n e ai m 	 K   t e k s t a   z i Fo j u m u 	 T e k s t s  n u m i n a 	 Hze}  e}aukv  parxdacxiuxv	     	 C a   m e s a j   t e x t 	 
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o`	 C o m   a   m i s s a t g e   d e   t e x t 	 C o m m e   m e s s a g e   t e x t e 	 S e m   t e x t a s k i l a b o  	 C o m o   m e n s a j e   d e   t e x t o 	 0:>  B5:ABC0;=0  ?>@0:0	 C o m o   m e n s a g e m   d e   t e x t o 	 K a o   t e k s t u a l n a   p o r u k a 	 E l e   m o l a e t s a   w a   m o n g o l o 	 B i l a n g   m e n s a h e n g   t e x t 	 A s   t e x t   m e s s a g e 	 K a m a r   r u b u t u n   s a k o 	 B  i    f  r  r a n c	 BV=  E010@K=  @5BV=45	 T e s t u m e z u   b e z a l a 	 B i l a n g   t e k s t o n g   m e n s a h e 	 C o m o   m e n s a x e   d e   t e x t o 	 D k a   o z i   e d e r e d e 	 M a r   t h e a c h t a i r e a c h t   t  a c s 
 
 S T R _ G L O B A L _ A S _ M U L T I M E D I A _ M S G 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   A s   m u l t i m e d i a   m e s s a g e   ( s u b   o p t i o n   o f   s e n d i n g   c o m m a n d ) 	 A s   m u l t i m e d i a   m e s s a g e 	 NYZԚ
o`	 i_Oe_	 @GI-'2!!1%4!5@5"	 C o m o   m e n s a j e   d e   m u l t i m e d i o s 	 C o m m e   m s g   m u l t i m  d i a 	 A l s   M u l t i m e d i a - N a c h r i c h t 	 0:  M M S 	 C o m e   m e s s .   m u l t i m e d i a l e 	 FH9  'D13'&D  'DH3'&7	 C o m o   m e n s a g e m   m u l t i m  d i a 	 M u l t i m e d y a   i l e t i s i   o l a r a k 	 C h     M M S 	 S e b a g a i   p e s a n   m u l t i m e d i a 	 S e b a g a i   m s j   m u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6	  	G	  0	B	*	  .	G			 	 	 	 M u l t i m  d i a    z e n e t k  n t 	 	 	 	 A l s   m u l t i m e d i a b e r i c h t 	 	 	 C a   m e s a j   m u l t i m e d i a 	 	 	   	 	 	 (9FH'F  ~'E  F/13'FG  '	 	 	 		. 		. 		.   							  								 	 	 	 










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	   . 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   b o o d s k a p 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 A s   m u l t i m e d i a   m e s s a g e 	 .
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o`	 C o m   a   m i s s a t g e   m u l t i m  d i a 	 C o m m e   m e s s a g e   m u l t i m  d i a 	 S e m   m a r g m i  l u n a r s k i l a b o  	 C o m o   m e n s a j e   m u l t i m e d i a 	 0:>  <C;B8<548X0;=0  ?>@0:0	 C o m o   m e n s a g e m   m u l t i m  d i a 	 K a o   m u l t i m e d i j a l n a   p o r u k a 	 E l e   m o l a e t s a   w a   m u l t i m e d i a 	 B i l a n g   m u l t i m e d i a   n a   m e n s a h e 	 A s   m u l t i m e d i a   m e s s a g e 	 K a m a r   s a k o n   m u l t i m i d i a 	 B  i    f i r a n c  m u l t i m e d i a 	 C;LB8<5480  E010@K=  @5BV=45	 M u l t i m e d i a   m e z u   b e z a l a 	 B i l a n g   m u l t i m e d i a   n a   m e n s a h e 	 C o m o   m e n s a x e   m u l t i m e d i a 	 D k a   o z i   m l t i m i d i a 	 M a r   t h e a c h t a i r e a c h t   i l m h e  n 
 
 S T R _ G L O B A L _ A S _ E M A I L 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   A s   E m a i l   ( s u b   o p t i o n   o f   s e n d i n g   c o m m a n d ) 	 A s   E m a i l 	 NP[N	 5uP[Ne_	 @G-5@!%	 C o m o   u n   c o r r e o   e l e c t r  n i c o 	 C o m m e   E m a i l 	 A l s   E - M a i l 	 >  M;5:B@>==>9  ?>GB5	 C o m e   e - m a i l 	 FH9  (1J/  'DC*1HFJ	 C o m o   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a   o l a r a k   	 C h     t h   i n   t 	 S e b a g a i   e m a i l 	 S e b a g a i   E - m e l 	 	- .	G	2	  	G	  0	B	*	  .	G			 	 	 	 E - m a i l k  n t 	 	 	 	 A l s   e - m a i l 	 	 	 C a   e m a i l 	 	 	 " 	 	 	 (9FH'F  'ED	 	 	 				  					 	 	 	 




  




	   	 N j e n g e - i m e y l i 	 N j e n g e   i m e y l 	 K a m a   B a r u a   p e p e 	 A s   E - p o s 	 K a i p   e l .   l a i ak 	 K   e - p a s t u 	 E - k i r j a n a 	 Hze}  gl.   x}k  parxdacxiuxv	   E m a i l 	 C a   e m a i l 	 
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	 .G2  0B*G	 S i   E m a i l 	 						  					 E l e k t r o n   m Yk t u b u   k i m i 	 N	 C o m   a   c o r r e u   e l e c t r  n i c 	 C o m m e   c o u r r i e l 	 S e m   t  l v u p  s t u r 	 C o m o   c o r r e o   e l e c t r  n i c o 	 0:>  5- ?>HB0	 C o m o   e - m a i l 	 K a o   e - m a i l 	 E l e   I m e i l e 	 B i l a n g   E m a i l 	 A s   E m a i l 	 K a m a r   E m a i l 	 B  i   I m e e l i 	 -;5:B@>=4K  ?>HB0  @5BV=45	 E p o s t a   b e z a l a 	 B i l a n g   E - m a i l 	 C o m o   c o r r e o   e l e c t r  n i c o 	 D k a   e - m a i l 	 M a r   R - p h o s t 
 
 S T R _ G L O B A L _ A T T A C H M E N T 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   A t t a c h m e n t 	 A t t a c h m e n t 	 DN	 DN	 D%LA	 A n e x o 	 A t t a c h e m e n t 	 A n h a n g   	 ;>65=85	 A l l e g a t o 	 ED-B	 A n e x o 	 E k   	  n h   k  m 	 L a m p i r a n 	 L a m p i r a n 	 		H		.	G				 	 	 	 M e l l  k l e t 	 	 	 	 B i j l a g e 	 	 	 A t a _a m e n t 	 	 	 	 	 	 ~H3*	 	 	 										 	 	 	 




	 	 I s i n a m a t h e l i s o 	 U n c a m a t h e l i s o 	 K i a m b a t a n i s h o 	 A a n h a n g s e l 	 P r i e d a s 	 P i e l i k u m s 	 M a n u s 	 ?k  bueo	 	 A t a _a m e n t 	 
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m e n t 	 S e p h u t h e l w a n a 	 A t t a c h m e n t 	 A t t a c h m e n t 	 H a d a w a 	 A w n    s o p  	 "V@:5<5	 E r a n s k i n a 	 A t t a c h m e n t 	 A n e x o 	 G b a k w n y e   n a   n g w c h a 	 C e a n g a l t  n 
 
 S T R _ G L O B A L _ A U T O M A T I C 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   T W O L I N E ,   U N L I M 	 G l o b a l   S t r i n g -   A u t o m a t i c 	 A u t o m a t i c 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o m a t i q u e 	 A u t o m a t i s c h 	 2B><0B8G5A:8	 A u t o m a t i c o 	 #H*HE'*JCJ)	 A u t o m  t i c o 	 O t o m a t i k 	 T   n g 	 O t o m a t i s 	 A u t o m a t i k 	 8	M	5		>	2	?	$		 	 	 	 A u t o m a t i k u s 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 	 	 	 .H/'1	 	 	 											 	 	 	 







	 	 I - o t h o m a t h i k h i 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o m a t i e s 	 A u t o m a t i n i s 	 A u t o m t i s k s 	 A u t o m a a t n e 	 1~xta  oezx~	 	 A u t o m a t 	 

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 
 S T R _ G L O B A L _ C O N F I R M 	 G L O B A L 	 L S K ,   R S K 	 G l o b a l   S t r i n g -   C o n f i r m 	 C o n f i r m 	 x	 nx	 "7"1	 C o n f i r m a r 	 C o n f i r m e r 	 B e s t  t i g e n 	 >4B25@645=85	 C o n f e r m a 	 *H+JB	 C o n f i r m a r 	 D o r u l a   	 X  c   n h n 	 K o n f i r m a s i k a n 	 S a h k a n 	 *	A	7	M		?	  	0	G			 	 	 	 M e g e r Qs  t  s 	 	 	 	 B e v e s t i g e n 	 	 	 C o n f i r m a r e 	 	 	 	 	 	 *#/	 	 	 						  					 	 	 	 





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 
 S T R _ G L O B A L _ C O N N E C T 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   C o n n e c t 	 C o n n e c t 	 #P}	 ޏc	 @
7H-!H-	 C o n e c t a r s e 	 C o n n e c t e r 	 V e r b i n d e n 	 >4:;NG8BL	 C o n n e t t i 	 '*5'D	 L i g a r 	 B a l a n   	 K t   n i 	 S a m b u n g 	 S a m b u n g 	 	(	G		M		  	0	G			 	 	 	 C s a t l a k o z  s 	 	 	 	 V e r b i n d e n 	 	 	 C o n e c t a r e 	 	 	 	 	 	 '*5'D	 	 	 						 	 	 	 




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	   	 X h u m a 	 Q h a g a m s h e l a 	 U n g a n i s h a 	 K o p p e l 	 P r i s i j u n g t i 	 S a v i e n o t 	 L o o    h e n d u s 	 Dkaval	 	 C o n e c t a r e 	 
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 
 S T R _ G L O B A L _ C O N N E C T I N G 	 G L O B A L 	 T I T L E ,   P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   C o n n e c t i n g 	 C o n n e c t i n g 	 #P}-N	 ck(Wޏc	 3%1@
7H-!H-	 C o n e c t  n d o s e 	 C o n n e x i o n 	 W i r d   v e r b u n d e n 	 #AB0=>2:0  A>548=5=8O	 C o n n e s s i o n e 	 ,'1M  'D'*5'D	 A   l i g a r 	 B a l a n 1y o r 	 a n g   k t   n i 	 M e n y a m b u n g 	 M e n y a m b u n g 	 	(	G		M		  	0	  0	9	>	  9	H		 	 	 	 C s a t l a k o z  s   f o l y a m a t b a n 	 	 	 	 E r   w o r d t   v e r b i n d i n g   g e m a a k t 	 	 	 C o n e c t a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  '*5'D	 	 	 					  			  						 	 	 	 




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	 	 K u y a x h u n y w a 	 I y a q h a g a m s h e l a 	 I n a u n g a n i s h a 	 K o p p e l   t a n s 	 J u n g i a m a s i 	 S a v i e n o j u 	  h e n d a m i n e 	 Dkaxt	 	 C o n e c t a r e 	 
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	 8/K  0A?  	 D u k e   l i d h u r 	 								 B i r l Y_i r 	 #c-N	 S  e s t    c o n n e c t a n t 	 C o n n e x i o n 	 T e n g i s t 	 C o n e c t a n d o 	 !5  ?>2@7C20	 C o n e c t a n d o 	 P o v e z i v a n j e 	 E   a   h o k e l a 	 K u m u k u n e k t a 	 C o n n e c t i n g 	 A n a   h a d a w a 	 N s o p  m 	 >AK;C40	 K o n e k t a t z e n 	 K u m o k u n e k t a 	 C o n e c t a n d o 	 N j i k 	 A g   n a s c a d h 
 
 S T R _ G L O B A L _ C O N T I N U E 	 G L O B A L 	 L S K ,   S N D R E C _ S K 	 G l o b a l   S t r i n g -   C o n t .   ( u s e   a s   L S K   f o r   l e n g t h   l i m i t ) 	 C o n t . 	 |~~	 ~~	 @7I-+2	 C o n t . 	 C o n t . 	 F o r t s . 	 0;55	 C o n t .   	 '3*E1'1	 C o n t . 	 D e v a m   	 T i p   t c 	 L a n j u t 	 S a m b g . 	 			. 	 	 	 	 F o l y t . 	 	 	 	 D o o r g a a n 	 	 	 C o n t . 	 	 	 	 	 	 F*1D	 	 	 						 	 	 	 



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	 . 	 O k u q u k e t h w e 	 I q l t h . 	 E n d e l e a 	 G a a n   v o o r t 	 T s t i 	 T u r p i n . 	 J  t k a 	 Gvo. 	 	 C o n t . 	 $
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	 >0?0(M$A	 V a z h d . 	 							  					 T Yr k i b 	 |~~	 C o n t . 	 C o n t . 	  f r a m 	 C o n t . 	 !>4@6. 	 C o n t . 	 S a d r . 	 T s w e l p . 	 T u l o y . 	 C o n t . 	 K o m a i 	 T s w j . 	 07<=	 J a r r a i a n 	 P a t u l o y 	 C o n t . 	 G a a n i i h u 	 a r   l e a n 
 
 S T R _ G L O B A L _ C O N T E N T 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   C o n t e n t 	 C o n t e n t 	 gQ[	 Q[	 @7I-+2	 C o n t e n i d o 	 C o n t e n u 	 I n h a l t 	 !>45@68<>5	 C o n t e n u t o 	 E-*HJ'*	 C o n t e  d o 	 0 e r i k   	 N i   d u n g 	 K o n t e n 	 K a n d u n g a n 	 			G				 	 	 	 T a r t a l o m 	 	 	 	 I n h o u d 	 	 	 C o n ci n u t 	 	 	 	 	 	 E-*H'	 	 	 										 	 	 	 



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	 	 O k u q u k e t h w e 	 I s i q u l a t h o 	 Y a l i y o m o 	 I n h o u d 	 T u r i n y s 	 S a t u r s 	 S i s u 	 Jaxvaoxiuxv	     	 C o n ci n u t 	 	
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 
 S T R _ G L O B A L _ C O P Y I N G 	 G L O B A L 	 P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   C o p y i n g 	 C o p y i n g 	 -N	 ck(W
Y6R	 3%11%-	 C o p i a n d o 	 C o p i e   e n   c o u r s 	 W i r d   k o p i e r t 	 >?8@>20=85	 C o p i a   i n   c o r s o 	 ,'1M  'DF3.)	 A   c o p i a r 	 K o p y a l 1y o r 	 a n g   s a o   c h  p 	 M e n y a l i n 	 M e n y a l i n 	 	I	*	@	  	0	  0	9	>	  9	H		 	 	 	 M  s o l  s 	 	 	 	 B e z i g   m e t   k o p i  r e n 	 	 	 S e   c o p i e 	 	 	 	 	 	 /1  -'D  ~  1/F	 	 	 			  			  						 	 	 	 


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	   	 K u y a k o p i s h w a 	 I y a k u p h e l a 	 I n a n a k i l i 	 K o p i e e r   t a n s 	 K o p i j u o j a m a 	 K o p 	 K o p e e r i m i n e 	 Jasevxt	   	 C o p i e r e 	 *
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 
 S T R _ G L O B A L _ C U R R E N T L Y _ N O T _ A V A I L A B L E 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   t h e   s e r v i c e s / o p e r a t i o n s   a r e n ' t   w o r k a b l e   i n   s o m e   s i t u a t i o n s 	 C u r r e n t l y   n o t   a v a i l a b l e 	 vMR!qlO(u	 S_MR
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ID!HDI	 A c t u a l m e n t e   n o   d i s p o n i b l e   	 A c t u e l l e m e n t   n o n   d i s p o n i b l e 	 D e r z e i t   n i c h t   v e r f  g b a r 	 54>ABC?5=  =0  40==K9  <><5=B	 A l   m o m e n t o   n o n   d i s p o n i b i l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 A c t u a l m e n t e   i n d i s p o n  v e l 	 ^u   a n d a   k u l l a n 1l a b i l i r   d e i l 	 H i n   t i   k h  n g   t h   d  n g 	 C u r r e n t l y   n o t   a v a i l a b l e 	 T i d a k   b o l e h   d i d a p a t i   p a d a   m a s a   i n i 	 +	?	2	9	>	2	  		*	2	,	M	'	  (	9	@			 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 J e l e n l e g   n e m   e l  r h e t Q	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 M o m e n t e e l   n i e t   b e s c h i k b a a r 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 M o m e n t a n   i n d i s p o n i b i l 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	     	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 A9D'K  /1  /3*13  F3*	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 			  					  						  			 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 N i e   h u i d i g   b e s k i k b a a r   n i e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 (
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NS(u	 A c t u a l m e n t   n o   d i s p o n i b l e 	 N o n   d i s p o n i b l e   p o u r   l e   m o m e n t 	 E k k i   t i l   s t a  a r   s e m   s t e n d u r 	 A c t u a l m e n t e   n o   d i s p o n i b l e 	 5  5  4>AB0?=>  2>  <><5=B>2	 A t u a l m e n t e   n  o   d i s p o n  v e l 	 T r e n u t n o   n i j e   d o s t u p n o 	 H a   e   f u m a n e h e   h a j w a l e 	 S a   k a s a l u k u y a n   a y   w a l a 	 C u r r e n t l y   n o t   a v a i l a b l e 	 A   y a n z u   b a t a   s a m u w a 	 K    s    n i s i y i 	 K<4K  0BK=0CAK7	 E z   d a g o   e s k u r a g a r r i 	 K a s a l u k u y a n g   h i n d i   m a g a g a m i t 	 N e s t e   i n t r e   n o n   d i s p o  i b l e 	     d g h   u g b u   a 	 N  l   f  i l   a i r   f a o i   l  t h a i r 
 
 S T R _ G L O B A L _ C U R R E N T L Y _ N O T _ A V A I L A B L E _ I N _ C A L L 	 G L O B A L 	 H I N T ,   P O P U P 	 G l o b a l   S t r i n g -   t h e   s e r v i c e s / o p e r a t i o n s   a r e n ' t   w o r k a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 q-N!qlO(u	 ݋e
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ID!HDI#0+'H22#B#	 N o   d i s p o n i b l e   d u r a n t e   l a   l l a m a d a 	 N o n   d i s p o n i b l e   p e n d a n t   l ' a p p e l 	 W  h r e n d   d e s   A n r u f s   n i c h t   v e r f  g b a r 	 54>ABC?5=  2>  2@5<O  72>=:0	 N o n   d i s p o n i b i l e   d u r a n t e   l a   c h i a m a t a 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 I n d i s p o n  v e l   d u r a n t e   c h a m a d a 	 A r a m a   s 1r a s 1n d a   k u l l a n 1l a m a z 	 K h i    m   t h o i   k h  n g   t h   d  n g 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 T i d a k   b o l e h   d i d a p a t i   s e m a s a   p a n g g i l a n 	 	I	2	  	G	  &	L	0	>	(	  		*	2	,	M	'	  (	9	@			 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N e m   e l  r h e t Q  h  v  s   k  z b e n 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N i e t   b e s c h i k b a a r   t i j d e n s   h e t   g e s p r e k 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 I n d i s p o n i b i l e    n   t i m p u l   a p e l u l u i 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	       	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 /1  -F  *E'3  /1  /3*13  F3*	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 				  				  			  					  			  			 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N i e   b e s k i k b a a r   t y d e n s   d i e   o p r o e p   n i e 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 
K
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2
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   2
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2
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2
	 2  8._0G  	*2,M'  (A9G	 N u k   e s h t e   e   l i r e   g j a t e   t e l e f o n a t e s 	 		  			  			  				  						  				 B i r l Y_m Y  z a m a n 1  m  v c u d   d e y i l 	 qBf
NS(u	 N o   d i s p o n i b l e   d u r a n t   l a   t r u c a d a 	 N o n   d i s p o n i b l e   d u r a n t   l  a p p e l 	 E k k i   t i l t  k t      s  m t a l i 	 N o   d i s p o n i b l e   d u r a n t e   l a   l l a m a d a 	 5  5  4>AB0?=>  70  2@5<5  =0  ?>28:>B	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a 	 N i j e   d o s t u p n o   t o k o m   p o z i v a 	 H a   e   f u m a n e h e   k a   n a k o   y a   m o h a l a 	 H i n d i   m a g a g a m i t   h a b a n g   n a s a   t a w a g 	 N o t   a v a i l a b l e   d u r i n g   a   c a l l 	 B a t a   s a m u w a   a   l o k a c i n   k i r a 	 K    s    b     p    b    n l 	 >K@0C  H0;C  :57V=45  0BK=0CAK7	 D e i a n   z e h a r   e z   d a g o   e s k u r a g a r r i 	 H i n d i   m a g a g a m i t   h a b a n g   t u m a t a w a g 	 N o n   d i s p o  i b l e   d u r a n t e   a   c h a m a d a 	     d g h   m g b e   a n a - a k p   o k u 	 N  l   f  i l   a i r   l e   l i n n   a n   g h l a o 
 
 S T R _ G L O B A L _ C U S T O M 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   T W O L I N E 	 G l o b a l   S t r i n g -   C u s t o m   ( u s e r   d e f i n e d ) 	 C u s t o m 	 	 ꁚ[IN	 3+@-	 P e r s o n a l i z a d o 	 U t i l i s a t e u r 	 D e f i n i e r e n 	 >;L7>20B5;LA:89	 P e r s o n a l i z z . 	 E.55	 P e r s o n a l i z a r 	  z e l   	 T   c h n 	 K u s t o m 	 D i p e r i b a d i k a n 	 	8	M		.		 	 	 	 E g y e d i 	 	 	 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 	 	 P a r t i c u l a r i z a r e 	 	 	   	 	 	 3A'14	 	 	 							 	 	 	 




	 	 I - C u s t o m 	 I s i q h e l o 	 K a i d a 	 P a s m a a k 	 P a s i r i n k t i n 	 P i e s k a Fo t s 	 K o h a n d a t u d 	 @axo	 	 P e r s o n a l i z a r e 	 
8
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1

	 7M.	 M e   p o r o s i 	 						  	  z Yl 	 	 P e r s o n a l i t z a t 	 P e r s o 	 S  r s t i l l t 	 P e r s o n a l i z a d o 	 !>?AB25=	 P e r s o n a l i z a d o 	 O b i 
n o 	 Y a   t l w a e l o 	 P a s a d y a 	 C u s t o m 	 L a  a d a 	  k  n ce 	 0?B0C	 E r a b i l t z a i l e a r e n   n a h i e n   a r a b e r a k o a 	 P i n a s a d y a 	 P e r s o n a l i z a d o 	 d n a a l a     	 S a i n c h e a p 
 
 S T R _ G L O B A L _ D I A L L E D _ C A L L S 	 G L O B A L 	 I C O N T E X T ,   T I T L E 	 G l o b a l   s t r i n g -   D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 ]dq	 ]b5u݋	 *2"5HB#--	 L l a m a d a s   r e a l i z a d a s 	 A p p e l s   e f f e c t u  s 	 E i n g e w  h l t e   A n r u f e 	 AE>4OI85  2K7>2K	 C h i a m a t e   e f f e t t u a t e 	 D i a l l e d   c a l l s 	 C h a m a d a s   e f e c t u a d a s 	 A r a n a n   n u m a r a l a r 	 N h n g   c u c      g i 	 D i a l l e d   c a l l s 	 P a n g g i l a n   d i d a i l 	 !	>	/	2	  	@	  		  	I	2	M	8		 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 T  r c s  z o t t   h  v  s o k 	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 U i t g a a n d e   g e s p r e k k e n 	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 N u m e r e   f o r m a t e 	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	   	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 *E'3G'I  4E'1G  J1I  4/G	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 								  		  	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 D i a l l e d   c a l l s 	 	 	 	 	 	 G e s k a k e l d e   o p r o e p e 	 	 	 	 	 	 	 	 	 T e l e f o n a t a t   e   r e n a 	 					  			  							 Y 11l a n   n  m r Yl Yr 	 ]d_x	 T r u c a d e s   m a r c a d e s 	 A p p e l s   p a s s  s 	 H r i n g d   s  m t  l 	 L l a m a d a s   r e a l i z a d a s 	 8@0=8  1@>528	 C h a m a d a s   f e i t a s 	 O k r e n u t i   b r o j e v i 	 M e h a l a   e   d a e t s w e n g 	 M g a   t i n a w a g a n 	 D i a l l e d   c a l l s 	 D u k a n   k i r a n   d a   k a   y i 	 A w n    p    t i   a   t  	 "5@V;35=  >K@0C;0@	 E g i n d a k o   d e i a k 	 M g a   n a - d i a l   n a   t a w a g 	 C h a m a d a s   m a r c a d a s 	 O k u   a p r 	 G l a o n n a   a   d i a i l  o d h 
 
 S T R _ G L O B A L _ D A T A _ A C C O U N T 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   D a t a   a c c o u n t 	 D a t a   a c c o u n t 	 3^_ǌe	 penc^7b	 1

5I-!9%	 C u e n t a   d e   d a t o s   	 C o m p t e   d e   d o n n  e s 	 D a t e n k o n t o 	 #G5B=0O  70?8AL	 A c c o u n t   d a t i 	 E-'3(    'D(J'F'*	 C o n t a   d e   d a d o s 	 V e r i   h e s a b 1  	 T  i   k h o n   d   l i u   	 A c c o u n t   d a t a 	 A k a u n   d a t a 	 !	>		>	  		>						 	 	 	 A d a t f i  k 	 	 	 	 G e g e v e n s a c c o u n t 	 	 	 C o n t   d e   d a t e 	 	 	   	 	 	 '4*1'  /'/G	 	 	 				  								 	 	 	 



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	   	 I - a k h a w u n t i   y e d a t h a 	 I - a k h a w u n t i   y e - d a t a 	 A k a u n t i   y a   d a t a 	 D a t a r e k e n i n g 	 D u o m e n s  s s k a i t a 	 D a t u   k o n t s 	 A n d m e k o n t o 	 O~ualvek  pawk~	   	 C o n t   d a t e 	 !
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 
 S T R _ G L O B A L _ D A T E 	 G L O B A L 	 U N L I M ,   I C O N T E X T 	 G l o b a l   S t r i n g -   D a t e 	 D a t e 	 eg	 eg	 '15H	 F e c h a 	 D a t e 	 D a t u m 	 0B0	 D a t a   	 'D*'1J.	 D a t a 	 T a r i h 	 N g  y 	 T a n g g a l 	 T a r i k h 	 &	?	(	>				 	 	 	 D  t u m 	 	 	 	 D a t u m 	 	 	 D a t 	 	 	 	 	 	 *'1J.	 	 	 						 	 	 	 




	 	 U s u k u 	 U m h l a 	 T a r e h e 	 D a t u m 	 D a t a 	 D a t u m s 	 K u u p  e v 	 1t}aik~	 	 D a t 	 $
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 
 S T R _ G L O B A L _ D E F A U L T 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   D e f a u l t 	 D e f a u l t 	 -<P	 ؞<P	 H2@#4H!I	 P r e d e t e r m i n a d o 	 D  f a u t 	 S t a n d a r d 	 >  C<>;G0=8N	 P r e d e f i n i t o 	 'A*1'6J	 P r e d e f i n i   o 	 V a r s a y 1l a n   	 C h     m c   n h 	 D e f a u l t 	 D e f a u l t 	 !	?	+	>	2	M			 	 	 	 A l a p  r t e l m e z e t t 	 	 	 	 S t a n d a a r d 	 	 	 I m p l i c i t 	 	 	   	 	 	 ~4  A16	 	 	 															 	 	 	 







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 
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 
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 
 S T R _ G L O B A L _ D E T A I L S 	 G L O B A L 	 T I T L E ,   L S K ,   I C O N T E X T ,   C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   D e t a i l s 	 D e t a i l s 	 s0}ǌ
	 ~Oo`	 #2"%0@-5"	 D e t a l l e s 	 D  t a i l s 	 D e t a i l s 	 !2545=8O	 D e t t a g l i 	 E9DHE'*  'D*A'5JD	 D e t a l h e s 	 A y r 1n t 1l a r   	 C h i   t i t 	 R i n c i a n 	 B u t i r a n 	 5	?	5	0	#		 	 	 	 R  s z l e t e k 	 	 	 	 D e t a i l s 	 	 	 D e t a l i i 	 	 	 	 	 	 ,2&'*	 	 	 					 	 	 	 




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 
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7H-!H-	 D e s c o n e c t a r 	 D  c o n n e c t e r 	 T r e n n e n 	 B:;NG5=85	 D i s c o n n e s s i o n e 	 :J1  E*5D	 D e s l i g a r 	 B a l a n t 1y 1  k e s   	 N g t   k t   n i 	 P u t u s 	 D i p u t u s k a n 	 !	?	8		(	G		M			 	 	 	 K a p c s o l a t   b o n t  s a 	 	 	 	 V e r b i n d i n g   v e r b r e k e n 	 	 	 D e c o n e c t a r e 	 	 	 	 	 	 B79  '*5'D	 	 	 					  										 	 	 	 




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	   	 N q a m u l a 	 Q h a w u l a 	 T e n g a n i s h a 	 O n t k o p p e l 	 A t j u n g t i 	 A t v i e n o t 	 K a t k e s t a    h e n d u s 	 1v{ael	 	 D e c o n e c t a r e 	 !
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	 ,?M?(M(	 S h k e p u t 	 								  				 A y i r m a q 	 -Ne#c	 D e s c o n n e c t a ' t 	 D  c o n n e c t e r 	 A f t e n g j a 	 D e s c o n e c t a r 	 A:;CG8  	 D e s c o n e c t a d o 	 D i s k o n e k t u j 	 H a k o l l a 	 D i s k o n e k t a h i n 	 D i s c o n n e c t 	 A   y a n k a   h a d a w a 	 G     s o p 	 6K@0BC	 D e s k o n e k t a t u   	 I d i s k o n e k t a 	 D e s c o n e c t a r 	 W e p   n a   n j i k 	 D  n a s c 
 
 S T R _ G L O B A L _ D I S C O N N E C T I N G 	 G L O B A L 	 T I T L E ,   P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   D i s c o n n e c t i n g 	 D i s c o n n e c t i n g 	 -Ne#}-N	 ck(We _ޏc	 3%112#@
7H-!H-	 D e s c o n e c t  n d o s e 	 D  c o n n e x i o n 	 W i r d   g e t r e n n t 	  07@K2  A>548=5=8O	 D i s c o n n e s s i o n e   i n   c o r s o 	 ,'1M  EB'79)  'D'*5'D	 A   d e s l i g a r 	 B a l a n t 1  k e s i l i y o r   	 a n g   n g t   k t   n i 	 M e m u t u s k a n   s a m b u n g a n 	 M e m u t u s k a n 	 !	?	8		(	G		M		  	0	  0	9	>	  9	H		 	 	 	 K a p c s o l a t   b o n t  s a   f o l y a m a t b a n 	 	 	 	 B e z i g   m e t   v e r b i n d i n g   v e r b r e k e n 	 	 	 D e c o n e c t a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  B79  '*5'D	 	 	 								  			  						 	 	 	 




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	   	 K u y a n q a n y u l w a 	 I y a q h a w u l a 	 I n a t e n g a n i s h a 	 O n t k o p p e l   t a n s 	 A t j u n g i a m a 	 A t v i e n o 	  h e n d u s e   k a t k e s t a m i n e 	 1v{axt	 	 D e c o n e c t a r e    n   c u r s 	 !
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 
 S T R _ G L O B A L _ D R A F T S 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g   D r a f t s 	 D r a f t s 	 I?z{	 I?z{	 A#H2	 B o r r a d o r e s   	 B r o u i l l o n s 	 E n t w  r f e 	 '5@=>28:8	 B o z z e 	 'DE3H/'*	 R a s c u n h o s 	 T a s l a k l a r 	 N h  p 	 D r a f t 	 D r a f 	 !	M	0	>	+	M		8		 	 	 	 P i s z k o z a t o k 	 	 	 	 C o n c e p t e n 	 	 	 S c h i ce 	 	 	 	 	 	 ~J4  FHJ3G'	 	 	 					 	 	 	 







	 	 I z i n h l a k a 	 I i d r a f t i 	 R a s i m u 	 K o n s e p t e 	 J u o d r a at i n 	 M e l n r a k s t i 	 M u s t a n d i d 	 Famacne	 	 S c h i ce 	 
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 
 S T R _ G L O B A L _ E M A I L 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   T W O L I N E 	 G l o b a l   S t r i n g -   E m a i l 	 E m a i l 	 P[N	 5uP[N	 -5@!%	 C o r r e o   e l e c t r  n i c o 	 E m a i l 	 E - M a i l 	 -;.   ?>GB0	 e - m a i l 	 (1J/  'DC*1HFJ	 C o r r e i o   e l e c t r  n i c o 	 E - p o s t a 	 T h   i n   t 	 E m a i l 	 E - m e l 	 	- .	G	2		 	 	 	 E - m a i l 	 	 	 	 E - m a i l 	 	 	 E m a i l 	 	 	 " 	 	 	 'ED	 	 	 						 	 	 	 




	 	 I - i m e y l i 	 I - i m e y l e 	 B a r u a   p e p e 	 E - p o s 	 E l .   l a i ak a s 	 E - p a s t s 	 E - p o s t 	 7l.   x}	 E m a i l 	 E m a i l 	 
.
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 
 S T R _ G L O B A L _ E X I T 	 G L O B A L 	 R S K ,   I C O N T E X T ,   P H O E D T _ S K 	 G l o b a l   S t r i n g -   E x i t 	 E x i t 	  Q	  Q	 --	 S a l i r 	 Q u i t t e r 	 B e e n d e n 	 KE>4	 E s c i 	 .1H,	 S a i r 	  1k 1_	 T h o  t 	 K e l u a r 	 K e l u a r 	 ,	>	9	0	  (	?		2	G			 	 	 	 K i l  p  s 	 	 	 	 A f s l u i t e n 	 	 	 I e _i r e 	 	 	 	 	 	 .1H,	 	 	 									 	 	 	 



  


	 	 P h u m a 	 P h u m a 	 T o k a 	 G a a n   u i t 	 I ae i t i 	 I z i e t 	 V  l j u 	 4x}  cal	 	 I e _i r e 	 *
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	 *0?$M_>  0(M$A	 D i l 	 									  1x 1_	  Q	 S u r t 	 Q u i t t e r 	 H  t t a 	 S a l i r 	 7;57	 S a i r 	 I z a i 	 E t s w a 	 L u m a b a s 	 E x i t 	 K u   t a f i 	 J a d e   k  r  	 (KC	 I r t e n 	 L u m a b a s 	 S a  r 	 P 	 S c o i r 
 
 S T R _ G L O B A L _ F A I L E D _ T O _ S A V E 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   F a i l e d   t o   s a v e 	 F a i l e d   t o   s a v e 	 2QX[1YWe	 OX[1Y%	 1@G%I!@+%'	 N o   s e   p u d o   g u a r d a r 	 E c h e c   d ' e n r e g i s t r e m e n t 	 S p e i c h e r n   f e h l g e s c h l a g e n 	 !>E@0=8BL  =5  C40;>AL	 I m p o s s i b i l e   s a l v a r e 	 A4D  AJ  'D-A8	 N  o   f o i   p o s s  v e l   g u a r d a r 	 K a y d e d e m e d i   	 L u   t h t   b i 	 G a g a l   m e n y i m p a n 	 G a g a l   m e n y i m p a n 	 8	G	5	  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   m e n t  s 	 	 	 	 O p s l a a n   m i s l u k t 	 	 	 S a l v a r e a   n u   a   r e u _i t 	 	 	   	 	 	 0.1G  F'EHAB  (H/	 	 	 			  			  					 	 	 	 








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  	   	 K u h l u l e k i l e   u k u g c i n a 	 I p h a n z i l e   u k u g c i n a 	 I m e s h i n d w a   k u h i f a d h i 	 H e t   n i e   g e b e r g   n i e 	 N e p a v y k o   /r a ay t i 	 N e i z d e v s   s a g l a b t 	 S a l v e s t a m i n e   n u r j u s 	 Japzavxth  qamxr~e	     	 S a l v a r e a   n u   a   r e u _i t 	 8
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	 8M_  0?,>0G  ,?+3  9G2>	 D e s h t o i   t e   r u a j e 	 							  				  				  					 S a x l a m a q   b a _  t u t m a d 1	 2QX[1YWe	 N o   e s   p o t   d e s a r 	  c h e c   d e   s a u v e g a r d e 	 M i s t  k s t   a    v i s t a 	 F a l l a   a l   g u a r d a r 	 5  CA?50  40  70GC20	 F a l h o u   e m   s a l v a r 	 u v a n j e   n i j e   u s p e l o 	 E   h l o l e h i l e   h o   b o l o k a 	 H i n d i   n a i - s a v e 	 F a i l e d   t o   s a v e 	 T a   f a s s a   a j i y e 	 K  n    l a t i   f i p a m 	 !0B0C  ABAV7  0OB0;4K	 E z i n   i z a n   d a   g o r d e 	 H i n d i   m a t a g u m p a y   n a   n a i - s a v e 	 F a l l o   a o   g a r d a r 	 O k w e g h i   e d o k w a 	 T h e i p   a r   s h  b h  i l 
 
 S T R _ G L O B A L _ F A I L E D _ T O _ S E N D 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   F a i l e d   t o   s e n d 	 F a i l e d   t o   s e n d 	 P1YWe	 S1Y%	 *H%I!@+%'	 N o   s e   p u d o   e n v i a r 	  c h e c   d ' e n v o i 	 K o n n t e   n i c h t   g e s e n d e t   w e r d e n 	 B?@028BL  =5  C40;>AL	 I m p o s s i b i l e   i n v i a r e 	 A4D  AJ  'D'13'D	 N  o   f o i   p o s s  v e l   e n v i a r 	 G  n d e r e m e d i   	 G i   t h t   b i 	 G a g a l   m e n g i r i m 	 G a g a l   m e n g h a n t a r 	 -	G		(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   k  l d  s 	 	 	 	 V e r z e n d e n   m i s l u k t 	 	 	 E x p e d i e r e a   n u   a   r e u _i t 	 	 	   	 	 	 '13'D  F'EHAB  (H/	 	 	   						  				  					 	 	 	 








  





  



  	   	 K u h l u l e k i l e   u k u t h u m e l a 	 I p h a n z i l e   u k u t h u m e l a 	 I m e s h i n d w a   k u t u m a 	 H e t   n i e   g e s t u u r   n i e 	 N e p a v y k o   i as i ss t i   	 N e i z d e v s   n o s kt +t 	 S a a t m i n e   n u r j u s 	 Hraoxth  qamxr~e	     	 E x p e d i e r e a   n u   a   r e u _i t 	 
/
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	 * >,>0G  ,?+3  9G2>	 D e s h t o i   t e   d e r g o j e 	 						  				  				  					 G  n d Yr i _  b a _  t u t m a d 1	 P1YWe	 N o   e s   p o t   e n v i a r 	  c h e c   d  e n v o i 	 M i s t  k s t   a    s e n d a 	 F a l l a   a l   e n v i a r 	 5  CA?50  40  8A?@0B8  	 F a l h o u   e m   e n v i a r 	 S l a n j e   n i j e   u s p e l o 	 E   h l o l e h i l e   h o   r o m e l a 	 H i n d i   n a i p a d a l a 	 F a i l e d   t o   s e n d 	 T a   f a s s a   a i k a w a   	 K  n    l a t i   f i r a n c	 V15@C  ABAV7  0OB0;4K	 E z i n   i z a n   d a   b i d a l i   	 H i n d i   m a t a g u m p a y   n a   n a i p a d a l a 	 F a l l o   a o   e n v i a r 	 O k w e g h i   e z i p 	 T h e i p   a r   s h e o l a d h 
 
 S T R _ G L O B A L _ F I L E _ A L R E A D Y _ E X I S T S 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   F i l e   a l r e a d y   e x i s t s 	 F i l e   a l r e a d y   e x i s t s 	 jHh]X[(W	 eN]X[(W	 D%L!5-"9HA%I'	 E l   a r c h i v o   y a   e x i s t e 	 L e   f i c h i e r   e x i s t e   d  j  	 D a t e i   b e r e i t s   v o r h a n d e n 	 $09;  ACI5AB2C5B	 I l   f i l e   e s i s t e   g i  	 'DEDA  EH,H/	 O   f i c h e i r o   j    e x i s t e 	 D o s y a   z a t e n   m e v c u t   	 T p      t n   t i 	 F i l e   s u d a h   a d a 	 F a i l   s u d a h   w u j u d 	 +	>		2	  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 L  t e z Q  f  j l 	 	 	 	 B e s t a n d   b e s t a a t   a l 	 	 	 F i _i e r u l   e x i s t   d e j a 	 	 	     	 	 	 A'D  EH,H/  '3*	 	 	 				  								  								 	 	 	 



  






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  

	     	 I f a y e l a   l i v e l e   l i k h o n a 	 I f a y l e   s e l e   i k h o n a 	 F a i l i   t a y a r i   i k o 	 L  e r   b e s t a a n   r e e d s 	 F a i l a s   j a u   y r a 	 F a i l s   j a u   e k s i s t 	 F a i l   o n   j u b a   o l e m a s 	 Vaulh  adev  cxuxiuxv  xvk	     	 F i _i e r u l   e x i s t   d e j a . 	 +
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	 +>2  *B0M,0A  ,?&M_.>(  G	 D o k u m e n t i   t a s h m e   e k z i s t o n   	 								  				  				  				 F a y l   a r t 1q   m  v c u d d u r 	 jHh]X[(W	 E l   f i t x e r   j a   e x i s t e i x 	 L e   f i c h i e r   e x i s t e   d  j  	 S k r  i n   e r    e g a r   t i l 	 E l   a r c h i v o   y a   e x i s t e 	 0B>B5:0B0  25\5  ?>AB>8	 A r q u i v o   j    e x i s t e 	 F a j l   v e   p o s t o j i 	 F a e l e   e   s e   l e   t e n g 	 M a y r o o n   n a n g   g a n y a n g   f i l e 	 F i l e   a l r e a d y   e x i s t s 	 S h a f i   y a n a   n a n   t u n   t u n i 	 F a i l i   t i   w    t l  	 $09;  1@K==0=  10@	 F i t x a   d a g o e n e k o   b a d a   	 M a y r o o n   n a n g   f i l e 	 F i c h e i r o   x a   e x i s t e 	 F a l   a d r g o   a d r 	 T    a n   c o m h a d   a n n   c h e a n a 
 
 S T R _ G L O B A L _ F I L E _ N O T _ F O U N D 	 G L O B A L 	 P O P U P 	 G l o b a l   s t r i n g -   F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 jHh*g~b0R	 eN*g~b0R	 D!HD%L	 A r c h i v o   n o   e n c o n t r a d o   	 F i c h i e r   i n t r o u v a b l e 	 D a t e i   n i c h t   g e f u n d e n 	 $09;  =5  =0945=	 F i l e   n o n   t r o v a t o 	 F i l e   n o t   f o u n d 	 F i c h e i r o   n  o   e n c o n t r a d o 	 D o s y a   b u l u n a m a d 1	 K h  n g   t  m   t h y   t p 	 F i l e   n o t   f o u n d 	 F a i l   t i d a k   d i j u m p a i 	 +	>		2	  (	9	@		  .	?	2	@		 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 A   f  j l   n e m   t a l  l h a t  	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 B e s t a n d   n i e t   g e v o n d e n 	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 F i _i e r u l   n u   a   f o s t   g s i t 	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	     	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 ~1HF/G  ~J/'  F4/	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 				  					  						 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 F i l e   n o t   f o u n d 	 	 	 	 	 	 L  e r   n i e   g e v i n d   n i e 	 	 	 	 	 	 	 	 	 D o k u m e n t i   n u k   u   g j e t 	 				  						  				  		' 		 F a y l   t a p 1l m a y 1b 	 ~b
N0RjHh	 N o   s ' h a   t r o b a t   e l   f i t x e r 	 F i c h i e r   i n t r o u v a b l e 	 S k r  i n   f i n n s t   e k k i 	 N o   s e   e n c o n t r    e l   a r c h i v o 	 0B>B5:0B0  =5  5  ?@>=0X45=0	 A r q u i v o   n  o   e n c o n t r a d o 	 F a j l   n i j e   p r o n a e n 	 F a e l e   h a   e   a   f u m a n w a 	 H i n d i   n a h a n a p   a n g   f i l e 	 F i l e   n o t   f o u n d 	 S h a f i   b a   s a m u   b a 	 K    r    f a i l i 	 $09;  B01K;<04K	 E z   d a   f i t x a   a u r k i t u 	 H i n d i   n a h a n a p   a n g   f i l e 	 F i c h e i r o   n o n   a t o p a d o 	 A h g h   f a l 	 N  o r   a i m s  o d h   a n   c o m h a d 
 
 S T R _ G L O B A L _ F O R M A T 	 G L O B A L 	 T I T L E ,   T E X T ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   F o r m a t   ( t h e   t y p e   o f   f i l e ) 	 F o r m a t 	 <h_	 <h_	 #9A	 F o r m a t o 	 F o r m a t e r 	 F o r m a t i e r e n 	 $>@<0B	 F o r m a t o 	 FE7	 F o r m a t a r 	 F o r m a t   	 C h     	 F o r m a t : 	 F o r m a t 	 +	I	0	M	.	G			 	 	 	 F o r m  t u m 	 	 	 	 I n d e l i n g 	 	 	 F o r m a t   	 	 	 	 	 	 A1E*	 	 	 								 	 	 	 






	 	 I f o m e t h i 	 I m o 	 F o m a t i 	 F o r m a t t e e r 	 F o r m u o t i 	 F o r m a t t 	 V o r m i n g 	 Aaya	 	 F o r m a t a r e 	 +
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1
M
	 +0M.>	 F o r m a t i 	 						 F o r m a t 	 <h_	 F o r m a t 	 F o r m a t 	 S k r  a r g e r  	 F o r m a t o 	 $>@<0B	 F o r m a t o 	 F o r m a t 	 F o m a t a 	 F o r m a t 	 F o r m a t 	 H a l i n   s a 	 O r i ci 	 VHV<	 F o r m a t u a 	 F o r m a t 	 F o r m a t o 	 F m a t   	 F o r m  i d i g h 
 
 S T R _ G L O B A L _ F O R W A R D 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   F o r w a r d   ( s e n d   m e s s a g e   t o   o t h e r   r e c i p i e n t s ) 	 F o r w a r d 	 I[	 lS	 *HH-	 R e e n v i a r 	 S u i v a n t 	 W e i t e r l e i t e n 	 5@504@5A0F8O	 A v a n t i 	 '9'/)	 R e e n c a m i n h a r 	 0l e t 	 C h u y n   g i   	 F o r w a r d 	 M a j u k a n 	 		M	0	G	7	#		 	 	 	 T o v  b b  t  s 	 	 	 	 D o o r s t u r e n 	 	 	 R e d i r e c ci o n a r e 	 	 	 	 	 	 G/'*	 	 	 				 	 	 	 






  


	   	 D l u l i s e l a   p h a m b i l i 	 G q i t h i s e l a 	 P e l e k a   m b e l e 	 S t u u r   a a n 	 P e r s i ss t i 	 U z   p r i e k au 	 E d a s t a 	 Neapa}ea~xel	 	 R e d i r e c ci o n a r e 	 +
K
0
M

 5
G
!
M
	 M0>.@	 P a s o 	 							 O   b i r i n Y  g  n d Yr 	 I[	 R e e n v i a 	 F a i r e   s u i v r e 	 F r a m s e n d a 	 R e e n v i a r 	 @5?@0B8	 E n c a m i n h a r 	 U p u t i 	 F e t i s a 	 I - f o r w a r d 	 F o r w a r d 	 C i n   g a b a 	 F i r a n c  s  w  j  	 09B0  6V15@C	 B i d a l i   e t a   g o r d e 	 I p a d a l a 	 A d i a n t e 	 G a a n i i h u 	 A r   a g h a i d h 
 
 S T R _ G L O B A L _ G O _ T O 	 G L O B A L 	 L S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   G o   t o   ( c o n n e c t   t h e   U R L ) 	 G o   t o 	 MR_	 ۏeQ	 D5H	 I r   a   	 A l l e r      	 G e h e n   z u 	 5@59B8	 V a i   a 	 /.HD	 I r   p a r a 	 G i t   	 i   n 	 B u k a 	 P e r g i   k e 	 *	0	  	>				 	 	 	 U g r  s 	 	 	 	 G a   n a a r 	 	 	 M e r g e ci   l a 	 	 	   	 	 	 (1H  (G	 	 	 					  				 	 	 	 

  


	   	 Y i y a   k u 	 Y i y a   k u 	 N e n d a   k w a 	 G a a n   n a 	 E i t i   /	 D o t i e s   u z 	 A v a 	 1vvel  dezk	 	 M e r g e ci   l a 	 *
K

A
	 %?A  />(M$A	 S h k o n i   t e k 	 					  					 K e  	 I	 V  s   a 	 A t t e i n d r e 	 O p n a 	 I r   a 	 48  =0	 I r   p a r a 	 I d i   n a 	 E y a   h o 	 P u m u n t a   s a 	 G o   t o 	 Z u w a   g a 	 L   s  	 BC	 H o n a   j o a n : 	 P u m u n t a 	 I r   a 	 G a a   n a 	 G a b h   g o 
 
 S T R _ G L O B A L _ G P R S 	 G L O B A L 	 T I T L E ,   T E X T ,   I C O N T E X T ,   U N L I M 	 G l o b a l   S t r i n g -   G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 	 	 	 G P R S 	 	 	 	 G P R S 	 	 	 G P R S 	 	 	 G P R S 	 	 	 G P R S 	 	 	 G P R S 	 	 	 	 G P R S 	   	 I - G P R S 	 I - G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G p r s 	 G P R S 
 
 S T R _ G L O B A L _ G S M 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M   	 G S M 	 G S M 	 G S M 	 G S M 	 	 	 	 G S M 	 	 	 	 G S M 	 	 	 G S M 	 	 	 G S M 	 	 	 G S M 	 	 	 G S M 	 	 	 	 G S M 	     	 I - G S M 	 I - G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 G S M 	 E k w e n t i 	 G S M 
 
 S T R _ G L O B A L _ H E L P 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   H e l p   ( s h o w   t h e   u s a g e   t i p s   o r   n o t e s ) 	 H e l p 	 f	 .^R	 '45C
I	 A y u d a 	 A i d e 	 H i l f e 	 !?@02:0	 G u i d a 	 E3'9/)	 A j u d a 	 Y a r d 1m 	 G i  p   	 P e r t o l o n g a n 	 B a n t u a n 	 8	9	>	/	$	>		 	 	 	 S  g  	 	 	 	 H e l p 	 	 	 A j u t o r 	 	 	 	 	 	 1'GFE'	 	 	 								 	 	 	 


	 	 U s i z o 	 N c e d a 	 M s a a d a 	 H u l p 	 P a g a l b a 	 P a l +d z +b a 	 S p i k k e r 	 Ucvxiuxv	 	 A j u t o r 	 8
9
>
/

	 89>_$>	 N d i h m e 	 					 K  m Yk 	 k^R	 A j u d a 	 A i d e 	 H j  l p 	 A y u d a 	 ><>H	 A j u d a 	 P o m o 	 T h u s o 	 T u l o n g 	 H e l p 	 T a i m a k o 	  r  n l w 	 =KB0<0	 L a g u n t z a 	 T u l o n g 	 A x u d a 	 E n w e m a k a 	 C a b h a i r 
 
 S T R _ G L O B A L _ H I G H 	 G L O B A L 	 C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   H i g h 	 H i g h 	 ؚ	 ؚ	 *9	 A l t a 	 H a u t e 	 H o c h 	 KA>:>5	 A l t o 	 E1*A9	 E l e v a d o 	 Y  k s e k   	 C a o 	 T i n g g i 	 T i n g g i 	 			M			 	 	 	 S  r g Qs 	 	 	 	 H o o g 	 	 	 R i d i c a t 	 	 	 	 	 	 ('D'	 	 	 					 	 	 	 




	 	 P h a k e m e 	 P h e z u l u 	 J u u 	 H o o g 	 A u k at a 	 A u g s t a 	 K  r g e 	 2aq	 	 R i d i c a t 	 	
/
0
M

 (
M
(
$
M
	 	M	 L a r t 	 					 Y  k s Yk 	 ؚ	 A l t a 	  l e v  	 M i k i l 	 A l t a 	 8A>:>  	 A l t o 	 V i s o k o 	 P h a h a m e n g 	 M a t a a s 	 H i g h 	 S a m a 	 G  g a 	 >0@K	 A l t u a 	 M a t a a s 	 A l t o 	 E l u 	 A r d 
 
 S T R _ G L O B A L _ H T T P 	 G L O B A L 	 C 0 5 7 _ 1 ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P   	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 	 	 	 H T T P 	 	 	 	 H T T P 	 	 	 H T T P 	 	 	 H T T P 	 	 	 H T T P 	 	 	 H T T P 	 	 	 	 H T T P 	 H T T P 	 I - H T T P 	 I - H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H T T P 	 H t t p 	 H T T P 
 
 S T R _ G L O B A L _ I N B O X 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   I n b o x 	 I n b o x 	 6eN{	 6eN{	 I-'2!@I2	 B u z  n   d e   e n t r a d a 	 B o  t e   d e   r  c e p t i o n 	 P o s t e i n g a n g 	 E>4OI85	 M e s s a g g i   i n   a r r i v o 	 5F/HB  'DH'1/	 P a s t a   r e c e b i d a s 	 G e l e n   k u t u s u 	 H p   t h   n 	 K o t a k   m a s u k 	 P e t i   m a s u k 	 	(	,	I		M	8		 	 	 	 B e j  v Q   z e n e t e k 	 	 	 	 P o s t v a n   i n 	 	 	 M e s a j e   p r i m i t e 	 	 	     	 	 	 5F/HB  H1H/	 	 	 									 	 	 	 






	   	 I - I n b o x 	 I - i n b h o k s 	 K i s a n d u k u - p o k e z i 	 I n b u s 	 G a u t a 	 I e s kt n e 	 S i s e n d k a u s t 	 Dxaukv  parxdacxiuxvvek  aor	     	 M e s a j e   p r i m i t e 	 
(
M

 ,
K

M
8
M
	 (,M8	 I n b o x 	 							 G Yl Yn l Yr   p o  t   q u t u s u 	 6eN#S	 B  s t i a   d ' e n t r a d a 	 B o  t e   d e   r  c e p t i o n 	 I n n h  l f 	 B a n d e j a   d e   e n t r a d a 	 @8<5=8  ?>@0:8	 C a i x a   d e   e n t r a d a 	 I n b o x   ( p r i m l j e n e   p o r u k e ) 	 I n b o k s e 	 I n b o x 	 I n b o x 	 A k w a t i n   s a k o   n a   s h i g a w a 	  p     r    t    n w l  	 V@5AV=	 S a r r e r a - o n t z i a 	 I n b o x 	 C a i x a   d e   e n t r a d a 	 I g b e   o z i   m m a b a t a 	 B o s c a   I s t e a c h 
 
 S T R _ G L O B A L _ I N S U F F I C I E N T _ M E M O R Y 	 G L O B A L 	 T I T L E ,   P O P U P 	 G l o b a l   S t r i n g -   I n s u f f i c i e n t   m e m o r y   ( n o t   e n o u g h   R A M   t o   o p e r a t e ) 	 I n s u f f i c i e n t   m e m o r y 	 aԚ
N	 QX[
N	 +H'"'2!3D!H@5"-	 M e m o r i a   i n s u f i c i e n t e 	 M  m o i r e   i n s u f f i s a n t e 	 U n z u r e i c h e n d e r   S p e i c h e r 	 54>AB0B>G=>  ?0<OB8	 M e m o r i a   i n s u f f i c i e n t e 	 'D0'C1)  :J1  C'AJ)	 M e m  r i a   i n s u f i c i e n t e 	 Y e t e r s i z   b e l l e k   	 B   n h   y 	 M e m o r i   t i d a k   c u k u p 	 M e m o r i   t i d a k   c u k u p 	 	*	0	M	/	>	*	M	$	  .	G	.	0	@		 	 	 	 N i n c s   e l e g e n d Q  m e m  r i a 	 	 	 	 O n v o l d o e n d e   g e h e u g e n 	 	 	 N u   e x i s t   s u f i c i e n t   m e m o r i e 	 	 	     	 	 	 -'A8G  'A  F3*	 	 	 											  							 	 	 	 





  




	     	 I m e m o r i   a y e n e l e 	 I m e m o r i   e n g a n e l a n g a 	 K u m b u k u m b u   h a i t o s h i 	 O n v o l d o e n d e   g e h e u e 	 N e p a k a n k a   a t m i n t i e s 	 N e p i e t i e k   a t m i Fa s 	 M  l u   p o l e   p i i s a v a l t 	 1vba~aoavaya  pkwxrxiuxv	   	 M e m o r i e   i n s u f i c i e n t 	 .
F
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  
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
	 *M0A0  .G.K0@	 M e m o r j e   e   p a m j a f t u e s h m e 	 									  							 Y a d d a _1  k i f a y Yt   d e y i l 	 a
N	 M e m  r i a   i n s u f i c i e n t 	 M  m o i r e   i n s u f f i s a n t e 	 E k k i   n  g   m i n n i 	 M e m o r i a   i n s u f i c i e n t e 	 54>2>;=>  <5<>@8X0	 M e m  r i a   i n s u f i c i e n t e 	 N e d o v o l j n a   m e m o r i j a 	 M e m o r i   h a   e   a   l e k a n a 	 H i n d i   s a p a t   a n g   m e m o r y a 	 I n s u f f i c i e n t   m e m o r y   ( O u t   o f   m e m o r y ) 	 T u n i   b a t   a   k a i   b a 	   y    k    t  	 5B:V;V:AV7  604K	 E z   d a g o   n a h i k o   m e m o r i a 	 H i n d i   s a p a t   n a   m e m o r y a 	 M e m o r i a   i n s u f i c i e n t e 	 M e m o r i   e z u g h i 	 E a s p a   c u i m h n e 
 
 S T R _ G L O B A L _ I N V A L I D _ F I L E N A M E 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   f i l e n a m e 	 I n v a l i d   f i l e n a m e 	 !qHevjHh
T1z	 eHeveN
T	 
7H-D%LD!H9I-	 N o m b r e   d e   a r c h i v o   e r r  n e o 	 N o m   d u   f i c h i e r   i n v a l i d e 	 U n g  l t i g e r   D a t e i n a m e 	 54>?CAB8<>5  8<O  D09;0	 N o m e   f i l e   n o n   v a l i d o 	 '3E  'DEDA  :J1  5'D-	 N o m e   d e   f i c h e i r o   i n v  l i d o 	 Y e t e r s i z   d o s y a   a d 1  	 T  n   t p   k h  n g   h p   l 	 N a m a   f i l e   t i d a k   v a l i d 	 N a m a   f a i l   t i d a k   s a h 	 	.	>	(	M	/	  +	>		2	  (	>	.		 	 	 	  r v  n y t e l e n   f  j l n  v 	 	 	 	 O n g e l d i g e   b e s t a n d s n a a m 	 	 	 N u m e   f i _i e r   n e v a l i d 	 	 	       	 	 	 F'E  A'D  E9*(1  F3*	 	 	 								  								 	 	 	 





  



  


	     	 I g a m a   l e f a y e l a   e l i n g e n a m t h e t h o 	 I g a m a   l e f a y l e   e n g a s e b e n z i y o 	 J i n a   b a t i l i   l a   f a i l i 	 O n g e l d i g e   l  e r n a a m 	 N e g a l i o j a n t i s   f a i l o   p a v a d i n i m a s 	 N e d e r +g s   f a i l a   n o s a u k u m s 	 S o b i m a t u   f a i l i n i m i 	 1v~a~e  aulk  avxv	         	 N u m e l e   f i _i e r u l u i   e s t e   n e v a l i d 	 +
/
2
M

   *
G
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  
8
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A
	 .>(M/  +>2  (>.	 E m e r   d o k u m e n t i   I   p a v l e f s h e m 	 				  				  				 F a y l 1n   y a n l 1_  a d 1	 !qHejHh
T1z	 N o m   d e   f i t x e r   n o   v  l i d 	 N o m   d e   f i c h i e r   i n v a l i d e 	  g i l t   s k r  a r h e i t i 	 N o m b r e   d e   a r c h i v o   i n v  l i d o 	 520;84=>  8<5  =0  40B>B5:0	 N o m e   d e   a r q u i v o   i n v  l i d o 	 N e v a ~e i   n a z i v   f a j l a 	 L e b i t s o   l a   f a e l e   l e   f o s a h e t s e 	 H i n d i   w a s t o n g   p a n g a l a n   n g   f i l e 	 I n v a l i d   f i l e n a m e 	 S u n a n   s h a f i   b a b u   b a 	 O r  k   f a i l i   k    w  l  	 @KA  5<5A  D09;  0BK	 F i t x a - i z e n   b a l i o g a b e a 	 H i n d i   w a s t o n g   f i l e n a m e 	 N o m e   d e   f i c h e i r o   n o n   v  l i d o 	 A h a f a l   a m a g h i 	 C o m h a d a i n m   n e a m h b h a i l  
 
 S T R _ G L O B A L _ I N V A L I D _ F O R M A T 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 !qHev<h_	 eHev<h_	 #9AD!H9I-	 F o r m a t o   i n v  l i d o 	 F o r m a t   i n v a l i d e 	 U n g  l t i g e s   F o r m a t 	 525@=K9  D>@<0B	 F o r m a t o   n o n   v a l i d o 	 FE7  :J1  5'D-	 F o r m a t o   i n v  l i d o 	 Y e t e r s i z   f o r m a t   	 n h   d n g   k h  n g   h p   l 	 F o r m a t   t i d a k   v a l i d 	 F o r m a t   t i d a k   s a h 	 	.	>	(	M	/	  +	I	0	M	.	G			 	 	 	  r v  n y t e l e n   f o r m  t u m 	 	 	 	 O n g e l d i g e   i n d e l i n g 	 	 	 F o r m a t   n e v a l i d 	 	 	     	 	 	 A1E*  E9*(1  F3*	 	 	 						  							  	 	 	 	 





  






	   	 I f o m e t h i   e n g e n a m t h e t h o   	 I m o   o k u n g a s e b e n z i y o 	 F o m a t i   b a t i l i 	 O n g e l d i g e   f o r m a a t 	 N e g a l i o j a n t i s   f o r m a t a s 	 N e d e r +g s   f o r m t s 	 S o b i m a t u   v o r m i n g 	 1v~a~e  qaya	   	 F o r m a t   n e v a l i d 	 +
K
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  
8
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A
	 .>(M/  +0M.>	 F o r m a t   I   p a v l e f s h e m 	 				  						 Y a n l 1_  f o r m a t 	 !qHe<h_	 F o r m a t   n o   v  l i d 	 F o r m a t   i n v a l i d e 	  g i l t   f o r m 	 F o r m a t o   i n v  l i d o 	 520;845=  D>@<0B	 F o r m a t o   i n v  l i d o 	 N e v a ~e i   f o r m a t 	 F o m a t e   e   f o s a h e t s e 	 H i n d i   b a l i d o n g   f o r m a t 	 I n v a l i d   f o r m a t 	 H a l i n   s a   b a b u   b a 	 O r i ci   t i   k    w  l  	 @KA  5<5A  ?VHV<	 F o r m a t u   b a l i o g a b e a 	 H i n d i   w a s t o n g   f o r m a t 	 F o r m a t o   n o n   v  l i d o 	 F m a t   a d a b a g h 	 F o r m  i d   n e a m h b h a i l  
 
 S T R _ G L O B A L _ I N V A L I D _ I N P U T 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   i n p u t 	 I n v a l i d   i n p u t 	 !qHev8eQ	 eHeveQ	 -48D!H9I-	 E n t r a d a   i n v  l i d a 	 E n t r  e   i n v a l i d e 	 U n g  l t i g e   E i n g a b e 	 54>?CAB8<K5  40==K5	 I n p u t   n o n   v a l i d o 	 '/.'D  :J1  5'D-	 E n t r a d a   i n v  l i d a 	 Y e t e r s i z   g i r d i   	 N h p   v  o   k h  n g   h p   l 	 I n p u t   t i d a k   v a l i d 	 I n p u t   t i d a k   s a h 	 	.	>	(	M	/	  	(	*	A			 	 	 	  r v  n y t e l e n   b e v i t e l 	 	 	 	 O n g e l d i g e   i n v o e r 	 	 	 I n t r a r e   n e v a l i d 	 	 	     	 	 	 H1H/  E9*(1  F3*	 	 	 				  										 	 	 	 





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	   	 I - I n p u t   e n g e n a m t h e t h o 	 U f a k o   o l u n g a s e b e n z i y o 	 I n g i z o   b a t i l i 	 O n g e l d i g e   i n v o e r 	 N e g a l i o j a n t i   /v e s t i s 	 N e d e r +g a   i e v a d e 	 V i g a n e   s i s e s t u s 	 1v~a~e  veanxt	   	 I n t r a r e   i n c o r e c t 	 
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 
 S T R _ G L O B A L _ L I S T 	 G L O B A L 	 T I T L E ,   L S K ,   T E X T ,   I C O N T E X T 	 G l o b a l   S t r i n g -   L i s t 	 L i s t 	 nU	 Rh	 #2"2#	 L i s t a 	 L i s t e 	 L i s t e 	 !?8A>:  D09;>2	 A s c o l t a 	 B'&E)	 L i s t a r 	 L i s t e 	 D a n h   s  c h 	 D a f t a r 	 S e n a r a i 	 8	B		@		 	 	 	 L i s t a 	 	 	 	 L i j s t 	 	 	 L i s t 	 	 	 	 	 	 D3*	 	 	 					 	 	 	 



	 	 U h l u 	 U l u h l u 	 O r o d h a 	 L y s 	 S r a aa s 	 S a r a k s t s 	 L o e n d 	 Qavo	 	 L i s t 	 *

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	 $>2?>	 L i s t a 	 							 S i y a h 1	 nU	 L l i s t a 	 L i s t e 	 L i s t i 	 L i s t a 	 !?8A>:	 L i s t a 	 L i s t a 	 L e n a n e 	 I l i s t a 	 L i s t 	 T s a r i n 	  k  j 	 "V7V<	 Z e r r e n d a 	 N a k a l i s t a 	 L i s t a 	 L i s t i 	 L i o s t a 
 
 S T R _ G L O B A L _ L O A D I N G 	 G L O B A L 	 P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   L o a d i n g 	 L o a d i n g 	 	eQ-N	 ck(WR}	 3%1B+%	 C a r g a n d o   	 C h a r g e m e n t   e n   c o u r s 	 W i r d   g e l a d e n 	 03@C7:0	 C a r i c a m e n t o   	 ,'1M  'D*-EJD	 A   c a r r e g a r 	 Y  k l  y o r 	 a n g   t i   v 	 M e m u a t 	 M e m u a t k a n 	 2	K	!	  	0	  0	9	>	  9	H		 	 	 	 B e t  l t  s 	 	 	 	 B e z i g   m e t   l a d e n 	 	 	  n c r c a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  ('10'1	 	 	 					  						 	 	 	 


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 
 S T R _ G L O B A L _ L O G I N 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   C 1 5 4 _ 1 	 G l o b a l   S t r i n g -   L o g i n 	 L o g i n 	 {veQ	 {vU_	 %G--4	 I n i c i o   d e   s e s i  n 	 C o n n e c t e r 	 E i n l o g g e n 	 E>4	 A c c e s s o 	 *3,JD  'D/.HD	 I n i c i a r   s e s s  o 	 O t u r u m   a    	 n g   k  	 L o g i n 	 L o g   m a s u k 	 2	I			(		 	 	 	 B e j e l e n t k e z  s 	 	 	 	 A a n m e l d e n 	 	 	 C o n e c t a r e 	 	 	 	 	 	 H1H/  (G  33*E	 	 	 					 	 	 	 




	     	 I - L o g i n 	 N g e n a 	 I n g i a 	 T e k e n   a a n 	 .s i r e g i s t r a v i m a s 	 P i e t e i k aa n s 	 S i s s e l o g i m i n e 	 Dx	 	 C o n e c t a r e 	 2
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 
 S T R _ G L O B A L _ L O G O U T 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   L o g o u t 	 L o g o u t 	 {vQ	 l 	 %G-@-2L	 F i n   d e   s e s i  n   	 D  c o n n e c t e r 	 A u s l o g g e n 	 KE>4	 U s c i t a 	 *3,JD  'D.1H,	 E n c e r r a r   s e s s  o 	 O t u r u m u   k a p a t   	 X  a   n g   k  	 L o g o u t 	 L o g   k e l u a r 	 2	I							 	 	 	 K i j e l e n t k e z  s 	 	 	 	 A f m e l d e n 	 	 	 D e c o n e c t a r e 	 	 	 	 	 	 .1H,  '2  33*E	 	 	 						 	 	 	 





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 
 S T R _ G L O B A L _ L O W 	 G L O B A L 	 C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   L o w 	 L o w 	 NO	 NO	 H3	 B a j a 	 B a s s e 	 N i e d r i g 	 87:>5	 B a s s o 	 EF.A6	 B a i x o 	 D  _ k   	 T h p 	 R e n d a h 	 R e n d a h 	 (	?	.	M	(		 	 	 	 N e m   s  r g Qs 	 	 	 	 L a a g 	 	 	 R e d u s 	 	 	 	 	 	 ~'F	 	 	   			 	 	 	 




	 	 P h a n s i 	 P h a n t s i 	 C h i n i 	 L a a g 	 }e m a 	 Z e m a 	 M a d a l 	 Qan	 	 R e d u s 	 $
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	 (?.M(	 U l e t 	 						 A l  a q 	 NO	 B a i x a 	 F a i b l e 	 L  t i l 	 B a j a 	 8A:>	 B a i x o 	 N i s k o 	 T l a s e 	 M a b a b a 	 L o w 	 K a s a 	 K  r  	 "<5=	 B a x u a 	 M a b a b a 	 B a i x o 	 A l a 	  s e a l 
 
 S T R _ G L O B A L _ M A N U A L 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   T W O L I N E 	 G l o b a l   S t r i n g -   M a n u a l 	 M a n u a l 	 KbR	 KbR	 A!'%	 M a n u a l 	 M a n u e l 	 M a n u e l l 	 @CG=CN	 M a n u a l e 	 J/HJ	 M a n u a l 	 M a n u e l 	 D  n g   t a y 	 M a n u a l 	 M a n u a l 	 .	H	(	A		2		 	 	 	 K  z i 	 	 	 	 H a n d m a t i g 	 	 	 M a n u a l 	 	 	 	 	 	 /3*	 	 	   										 	 	 	 







	 	 I m a n u w a l i 	 N g e s a n d l a 	 W e w e   m w e n y e w e 	 P e r   h a n d 	 R a n k i n i s 	 M a n u l i 	 K  s i t s i 	 Ae|x~	 	 M a n u a l 	 .
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 	 .>(A2	 D o r a c a k 	 								 l   i l Y	 KbR	 M a n u a l 	 M a n u e l 	 H a n d v i r k t 	 M a n u a l 	  0G=>	 M a n u a l 	 R u 
n o 	 H o   i k e t s e t s a 	 M a n o - m a n o 	 M a n u a l 	 Y i n   d a   h a n u 	  f w y  	 >;<5=	 E s k u z 	 M a n o - m a n o 	 M a n u a l 	 I h e   e j i   a k a   e m e 	 D e   l  i m h 
 
 S T R _ G L O B A L _ M A R K 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   M a r k 	 M a r k 	 j	 h	 !2#L	 M a r c a r   	 C o c h e r 	 M a r k i e r e n 	 K1>@	 C o n t r a s s e g n a 	 *9DJB	 M a r c a r 	 0_a r e t l e   	  n h   d u 	 T a n d a i 	 T a n d a 	 	?	9	M	(	  2		>				 	 	 	 M e g j e l  l  s 	 	 	 	 M a r k e r e n 	 	 	 M a r c a r e 	 	 	 	 	 	 9D'E*0'1	 	 	   						 	 	 	 




  


	 	 M a k a 	 P h a w u l a 	 A l a m a 	 M e r k 	 P a ~y m t i 	 A t z +m t 	 M  r g i 	 Fwel	 	 B i f a ci 	 

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	 ?9M(	 S h e n o 	 							  				 0_a r Yl Y	 j:y	 M a r c a - h o 	 C o c h e r 	 M e r k j a 	 M a r c a r 	 7=0G8	 M a r c a 	 O z n a 
i 	 T s h w a y a 	 M a r k a h a n 	 M a r k 	 A l a m a r 	 S   m    s  i 	 5;3V;5C	 M a r k a t u 	 M a r k a h a n 	 M a r c a r 	 K a a   i h e 	 M a r c  i l 
 
 S T R _ G L O B A L _ M A R K _ A L L 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   M a r k   a l l 	 M a r k   a l l 	 jhQ	 hhQ	 !2#L1I+!	 M a r c a r   t o d o s 	 C o c h e r   t o u s 	 A l l e s   m a r k i e r e n 	 B<5B8BL  2A5	 C o n t r a s s e g n a   t u t t o 	 *9DJB  'DCD	 M a r c a r   t o d o s 	 T  m  n    i _a r e t l e   	  n h   d u   t o  n   b 	 T a n d a i   s e m u a 	 T a n d a   s e m u a 	 8	-	@	  *	0	  	?	9	M	(	  2		>				 	 	 	  s s z e s   m e g j e l  l  s e 	 	 	 	 A l l e s   m a r k e r e n 	 	 	 M a r c a r e   t o t a l 	 	 	   	 	 	 9D'E*0'1  GEG	 	 	   		  					  			 	 	 	 




  




  


	     	 M a k a   k o n k e 	 P h a w u l a   z o n k e 	 W e k a   a l a m a   z o t e 	 M e r k   a l l e s 	 P a ~y m t i   v i s k 	 M a r 7t   v i s u s 	 M  r g i   k  i k 	 Fwel  bxlxh	   	 B i f a ci   t o a t e    n r e g i s t r r i l e 	 
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	 8.8M$  ?9M(  0(M$A	 S h e n o j i   t e   g j i t h a 	 				  							  				 H a m 1s 1n 1  i _a r Yl Y	 hQj:y	 M a r c a - h o   t o t 	 C o c h e r   t o u s 	 M e r k j a   a l l t 	 M a r c a r   t o d o 	 7=0G8  38  A8B5	 M a r c a r   t o d o s 	 O z n a 
i   s v e 	 T s h w a y a   t s o h l e 	 M a r k a h a n   l a h a t 	 M a r k   a l l 	 A   s a   a l a r m a r a   d u k a 	 S  m  s    g b o g b o   r  	 0@;KK=  15;3V;5C	 G u z t i a k   m a r k a t u 	 M a r k a h a n   l a h a t 	 M a r c a r   t o d o 	 K a a   h a   n i i l e   i h e 	 M a r c  i l   g a c h   r u d 
 
 S T R _ G L O B A L _ M A X I M U M 	 G L O B A L 	 C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   M a x i m u m 	 M a x i m u m 	  g'Y<P	  g'Y<P	 *9*8	 M  x i m o 	 M a x i m u m 	 M a x i m u m 	 0:A8<C<	 M a s s i m o 	 *(9J/J	 M  x i m o 	 M a k s i m u m   	 L n   n h t 	 M a k s i m u m 	 M a k s i m u m 	 	'	?		$	.		 	 	 	 M a x i m  l i s 	 	 	 	 M a x i m u m 	 	 	 M a x i m 	 	 	 	 	 	 -/'+1	 	 	   							 	 	 	 





	 	 U b u k h u l u   b o k u g c i n a 	 U b u k h u l u 	 U p e o 	 M a k s i m u m 	 D i d ~i a u s . 	 M a k s i m u m s 	 M a k s i m u m 	 1|a~elacxuv	 	 N u m r   m a x i m 	 *
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NP	 M  x i m a 	 M a x i m u m 	 H  m a r k 	 M  x i m o 	 0:A8<0;=>	 M  x i m o 	 M a k s i m u m 	 E   h o d i m o d i m o 	 P i n a k a m a r a m i 	 M a x i m u m 	 I y a k a c i n   y a w a n s a 	    p    j  	   ;:5=	 G e h i e n g o a 	 P i n a k a m a l a k i 	 M  x i m o 	 N j e d e b e     	 U a s m h  i d 
 
 S T R _ G L O B A L _ M E D I U M 	 G L O B A L 	 H I N T ,   I C O N T E X T ,   U N L I M ,   C 0 5 7 _ 1 	 G l o b a l   S t r i n g -   M e d i u m 	 M e d i u m 	 -N	 -N	 %2	 M e d i a n a 	 M i l i e u 	 M i t t e l 	 !@54=89	 M e d i o 	 E*H37	 M  d i o 	 O r t a 	 T r u n g   b  n h 	 M e d i u m 	 M e d i u m 	 .	'	M	/	.		 	 	 	 K  z e p e s 	 	 	 	 M i d d e l 	 	 	 M e d i u 	 	 	 	 	 	 E*H37	 	 	   						 	 	 	 




	 	 P h a k a t h i   n e n d a w o 	 P h a k a t h i 	 W a s t a n i 	 M e d i u m 	 V i d u t i n i s 	 V i d j s 	 K e s k m i n e 	 Dk{kv	 	 M e d i e 	 

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	 .'M_.	 M e s e m 	 						 O r t a 	 -N	 M i t j a n a 	 M o y e n 	 M i  l u n g s 	 M e d i a n o 	 !@54=>	 M  d i o 	 S r e d n j e 	 B o h a r e n g 	 K a t a m t a m a n 	 M e d i u m 	 S a k i y a n   d a i d a i 	 N  w  n b a 	 @B0H0	 E r t a i n a 	 K a t a m t a m a n 	 M e d i o 	 M i d i m 	 M e  n 
 
 S T R _ G L O B A L _ M E M O R Y _ C A R D 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   M e m o r y   c a r d 	 M e m o r y   c a r d 	 aaS	 X[PaS	 2#L+H'"'2!3	 T a r j e t a   d e   m e m o r i a   	 C a r t e   m  m o i r e 	 S p e i c h e r k a r t e 	 0@B0  ?0<OB8	 S c h e d a   d i   m e m o r i a 	 (7'B)  'D0'C1)	 C a r t  o   d e   m e m  r i a 	 H a f 1z a   k a r t 1	 T h   n h 	 K a r t u   m e m o r i 	 K a d   i n g a t a n 	 .	G	.	0	@	  	>	0	M	!		 	 	 	 M e m  r i a k  r t y a 	 	 	 	 G e h e u g e n k a a r t 	 	 	 C a r d   d e   m e m o r i e 	 	 	   	 	 	 C'1*  -'A8G	 	 	   							  						 	 	 	 




  




	   	 I m e m o r i   k h a d i 	 I k h a d i   l e m e m o r i 	 K a d i   y a   k u m b u k u m b u 	 G e h e u e k a a r t 	 A t m i n t i e s   k o r t e l 	 A t m i Fa s   k a r t e 	 M  l u k a a r t 	 @kwxrxiuav  a	   	 C a r t e l   d e   m e m o r i e 	 .
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	 .G.K0@  >0M!  	 K a r t a   e   m e m o r j e s 	 						  						 Y a d d a _  k a r t 1	 aaS	 T a r g e t a   d e   m e m  r i a 	 C a r t e   M  m o i r e 	 M i n n i s k o r t 	 T a r j e t a   d e   m e m o r i a 	 5<>@8A:0  :0@B8G:0	 C a r t  o   d e   m e m  r i a 	 M e m o r i j s k a   k a r t i c a 	 K a r e t e   y a   m e m o r i 	 C a r d   n g   m e m o r y a 	 M e m o r y   c a r d 	 K a t i   t u n i 	 K   d     r  n t  	 04K  :@BVH:5AV	 M e m o r i t x a r t e l a 	 K a r d   n g   m e m o r y a 	 T a r x e t a   d e   m e m o r i a 	 M e m o r i   k a a d 	 C  r t a   c u i m h n e 
 
 S T R _ G L O B A L _ M E M O R Y _ F U L L 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   M e m o r y   f u l l   ( i n d i c a t e   u s e r   n o t   s a v e   a g a i n ) 	 M e m o r y   f u l l 	 aԚ]n	 X[Pzz]n	 +H'"'2!3@G!	 M e m o r i a   l l e n a   	 M  m o i r e   p l e i n e 	 S p e i c h e r   v o l l 	 0<OBL  70?>;=5=0	 M e m o r i a   p i e n a 	 'D0'C1)  EED$)	 M e m  r i a   c h e i a 	 B e l l e k   d o l u 	 B   n h   y 	 M e m o r i   p e n u h 	 M e m o r i   p e n u h 	 .	G	.	0	@	  *	B	0	M	#		 	 	 	 A   m e m  r i a   m e g t e l t 	 	 	 	 G e h e u g e n   v o l 	 	 	 M e m o r i e   p l i n 	 	 	   	 	 	 -'A8G  ~1  '3*	 	 	   					  						 	 	 	 




  






  



  

  

	   	 I m e m o r i   i g c w e l e 	 i m e m o r i   i g c w e l e 	 K u m b u k u m b u   i m e j a a 	 G e h e u e   v o l 	 A t m i n t i s   p i l n a   	 A t m i Fa   p i l n a 	 M  l u   t  i s 	 @kwxrxiuxvh  lkv  g	   	 M e m o r i e   p l i n 	 .
F
.
M
.
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  (
?
1

M

A
	 .G.K0@  *B0M#M#	 M e m o r j a   p l o t 	 						  						 Y a d d a _  t a m   d o l u d u r 	 a]n	 M e m  r i a   p l e n a 	 M  m o i r e   p l e i n e 	 M i n n i    e r   f u l l t 	 M e m o r i a   l l e n a 	 5<>@8X0B0  5  ?>;=0	 M e m  r i a   c h e i a 	 M e m o r i j a   p u n a 	 M e m o r i   e   t l e t s e 	 P u n o   n a   a n g   m e m o r y a 	 M e m o r y   f u l l 	 T u n i   t a   c i k a 	  p     r  n t    t i   k  n 	 04K  B>;K	 M e m o r i a   b e t e r i k 	 P u n o   n a   a n g   m e m o r y a 	 M e m o r i a   c h e a 	 M e m o r i   e j u l a 	 C u i m h n e   l  n 
 
 S T R _ G L O B A L _ M E M O R Y _ S T A T U S 	 G L O B A L 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   C 4 0 7 _ 2 	 G l o b a l   S t r i n g -   M e m o r y   s t a t u s 	 M e m o r y   s t a t u s 	 aԚrKa	 X[Pr`	 *20+H'"'2!3	 E s t a d o   d e   l a   m e m o r i a 	  t a t 	 S p e i c h e r s t a t u s 	 !B0BCA  ?0<OB8	 S t a t o   m e m o r i a 	 -'D)  'D0'C1)	 E s t a d o   d a   m e m  r i a 	 B e l l e k   d u r u m u 	 T r n g   t h  i   b   n h 	 M e m o r i   s t a t u s 	 S t a t u s   m e m o r i 	 .	G	.	0	@	  8	M	%	?	$	?		 	 	 	 M e m  r i a    l l a p o t a 	 	 	 	 G e h e u g e n t o e s t a n d 	 	 	 S t a r e   m e m o r i e 	 	 	   	 	 	 H69*  -'A8G	 	 	   						  							 	 	 	 




  





	   	 I s i m o   s e m e m o r i 	 i w o n g a   l e m e m o r i 	 H a d h i   y a   k u m b u k u m b u 	 G e h e u e s t a t u s 	 A t m i n t i e s   b ks e n a 	 A t m i Fa s   s t v o k l i s 	 M  l u   o l e k 	 @kwxrxiuav  oaca~ksao	   	 S t a r e   m e m o r i e 	 .
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  (
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	 .G.K0@  8M%?$?	 S t a t u s i   I   m e m o r j e s 	 						  							 Y a d d a _  d u r u m u 	 arKa	 E s t a t   d e   m e m  r i a 	 S t a t u t   d e   l a   m  m o i r e 	 M i n n i s s t a  a 	 E s t a d o   d e   l a   m e m o r i a 	 !B0BCA  =0  <5<>@8X0	 S t a t u s   d e   m e m  r i a 	 S t a t u s   m e m o r i j e 	 B o e m o   b a   m e m o r i 	 E s t a d o   n g   m e m o r y a 	 M e m o r y   s t a t u s 	 M a s a y i n   t u n i 	 I p     p     r  n t  	 04K  :9V	 M e m o r i a r e n   e g o e r a 	 E s t a d o   n g   m e m o r y a 	 E s t a d o   d a   m e m o r i a 	 k w a   m e m o r i 	 S t  d a s   n a   c u i m h n e 
 
 S T R _ G L O B A L _ M O V I N G 	 G L O B A L 	 T I T L E ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   M o v i n g 	 M o v i n g 	 yR-N	 ck(WyR	 3%1"I2"	 M o v i e n d o 	 D  p l a c e m e n t   e n   c o u r s 	 W i r d   v e r s c h o b e n 	 5@5=5A5=85	 S p o s t a m e n t o 	 ,'1M  'DFBD	 A   m o v e r 	 T a _1y o r 	 a n g   c h u y n 	 M e m i n d a h k a n 	 M e n g a l i h 	 .	B	5	  	0	  0	9	>	  9	H		 	 	 	  t h e l y e z  s 	 	 	 	 B e z i g   m e t   v e r p l a a t s e n 	 	 	 M u t a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  'F*B'D	 	 	   								 	 	 	 





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	 	 K u y a h a n j i s w a 	 I y a h a m b a 	 I n a h a m i s h a 	 S k u i f   t a n s 	 P e r k e l i a m a 	 P r c e <	 T e i s a l d a m i n e 	 Oeraxmxt	 	 M u t a r e 	 (
@
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	 (G	?	 D u k e   l e v i z u r 	 			  				 K    r m Y	 yR-N	 S  e s t    d e s p l a  a n t 	 D  p l a c e m e n t   e n   c o u r s 	 F  r i 	 M o v i e n d o 	 !5  ?@5<5ABC20	 M o v e n d o 	 P r e b a c i v a n j e 	 E   a   t s a m a i s a 	 N i l i l i p a t 	 M o v i n g 	 Y a n a   t a f i y a 	 N g b  e 	 K;6KBC40	 M u g i t z e n 	 G u m a g a l a w 	 M o v e n d o 	 N a - a p a g h a 	 A g   a i s t r i  
 
 S T R _ G L O B A L _ M U L T I M E D I A _ M E S S A G E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   M u l t i m e d i a   m e s s a g e 	 M u l t i m e d i a   m e s s a g e 	 YZԚ
o`	 i_O	 I-'2!!1%4!5@5"	 M e n s a j e   d e   m u l t i m e d i o s   	 M e s s a g e   m u l t i m  d i a   	 M u l t i m e d i a - N a c h r i c h t 	 M M S 	 M e s s a g g i o   m u l t i m e d i a l e 	 13'D)  'DH3'&7	 M e n s a g e m   m u l t i m  d i a 	 M u l t i m e d y a   i l e t i s i   	 M M S 	 P e s a n   m u l t i m e d i a 	 M e s e j   m u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6		 	 	 	 M u l t i m  d i a    z e n e t 	 	 	 	 M u l t i m e d i a b e r i c h t 	 	 	 M e s a j   m u l t i m e d i a 	 	 	   	 	 	 ~'E  F/13'FG  '	 	 	 		. 		. 		.   							 	 	 	 










  




	     	 U m b i k o   w e - M u l t i m e d i a 	 U m y a l e z o   w e m a l t i m e d i y a 	 U j u m b e   w a   m e d i a n u w a i 	 M u l t i m e d i a - b o o d s k a p   	 D a u g i a l y p s   t e r p s   p r a n e ai m a s   	 M u l t i v i d e s   z i Fo j u m s 	 M u l t i m e e d i a   s  n u m   	 Dxlktedka  parxdacxiuxv	   	 M e s a j   m u l t i m e d i a   	 	 	 M e s a z h i   m u l t i m e d i a 	 												  							 M u l t i m e d i y a   m e s a j 1	 YZԚ
o`	 M i s s a t g e   m u l t i m  d i a 	 M e s s a g e   m u l t i m  d i a 	 M a r g m i  l u n a r s k i l a b o  	 M e n s a j e   m u l t i m e d i a 	 C;B8<548X0;=0  ?>@0:0	 M e n s a g e m   m u l t i m  d i a 	 M u l t i m e d i j a l n a   p o r u k a 	 M o l a e t s a   w a   m u l t i m e d i a 	 M u l t i m e d i a   n a   m e n s a h e 	 M u l t i m e d i a   m e s s a g e 	 S a k o n   m u l t i m i d i a 	  f i r a n c  m u l t i m e d i a 	 C;LB8<5480  E010@K	 M u l t i m e d i a   m e z u a 	 M u l t i m e d i a   n a   m e n s a h e 	 M e n s a x e   m u l t i m e d i a 	 O z i   m l t i m i d i a 	 T e a c h t a i r e a c h t   i l m h e  n 
 
 S T R _ G L O B A L _ M U T E 	 G L O B A L 	 L S K ,   T E X T ,   I C O N T E X T ,   T W O L I N E 	 G l o b a l   S t r i n g -   M u t e 	 M u t e 	 \	 Y	 4@*5"	 S i l e n c i a r 	 S o u r d i n e 	 L a u t l o s 	 57  72. 	 M u t e 	 5'E*	 S i l e n c i a r 	 S e s s i z 	 I m   l #n g 	 T i a d a   S u a r a 	 B i s u k a n 	 .	L	(		 	 	 	 N  m  t  s 	 	 	 	 D e m p e n 	 	 	 F r   s u n e t 	 	 	 	 	 	 (  5/'	 	 	   								 	 	 	 


	 	 O k u t h u l i l e 	 C w a k a 	 N y a m a z i s h a 	 D e m p   k l a n k 	 N u t i l d y m a s 	 I z s l g t   s k a Fu 	 V a i g i s t a 	 1vqauv	 	 F r   s u n e t 	 (
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6
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6
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
	 .M_A	 P a   z e 	 					 S Ys s i z 	 \	 S i l e n c i a 	 M u e t 	 S l  k k v a      h l j   i 	 S i l e n c i o 	 @83CH5=  72C:	 M u d o 	 B e z   t o n a 	 K g u t s i s i t s a 	 I - m u t e 	 M u t e 	 S h u r u 	 D  k   j 	 K1KABK  HV@C	 M u t u a 	 M u t e 	 S e n   s o n 	 M e c h i e   o n u 	 B a l b h a i g h 
 
 S T R _ G L O B A L _ N O _ M E M O R Y _ C A R D 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   N o   M e m o r y   C a r d 	 N o   m e m o r y   c a r d 	 !qaaS	 eX[PaS	 D!H!52#L+H'"'2!3	 F a l t a   l a   t a r j e t a   d e   m e m o r i a 	 A u c u n e   c a r t e   m  m o i r e 	 K e i n e   S p e i c h e r k a r t e 	 5B  :0@BK  ?0<OB8	 N e s s u n a   s c h e d a   d i   m e m o r i a 	 D'  JH,/  'D0'C1)	 S e m   c a r t  o   d e   m e m  r i a 	 H a f 1z a   K a r t 1  Y o k   	 K h  n g   c    t h   n h 	 T i d a k   a d a   k a r t u   m e m o r i 	 T i a d a   k a d   m e m o r i 	 	K		  .	G	.	0	@	  	>	0	M	!	  (	9	@			 	 	 	 N i n c s   m e m  r i a k  r t y a 	 	 	 	 G e e n   g e h e u g e n k a a r t 	 	 	 C a r d u l   d e   m e m o r i e   n u   a   f o s t   g s i t 	 	 	     	 	 	 '1*  -'A8G  EH,H/  F3*	 	 	   					  					  				 	 	 	 


  




  




  


	     	 A k u n a m e m o r i   k h a d i 	 A k u k h o   k h a d i   y e m e m o r i 	 H a k u n a   k a d i   y a   k u m b u k u m b u 	 G e e n   G e h e u e k a a r t   n i e 	 N r a   a t m i n t i e s   k o r t e l s 	 N a v   a t m i Fa s   k a r t e s 	 M  l u k a a r t   p u u d u b 	 @kwxrxiuav  a  yoa	     	 N u   e x i s t   n i c i u n   c a r d   d e   m e m o r i e 	 .
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 !
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  
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	 .G.K0@  >0M!  (>9?	 P a   k a r t e   m e m o r j e j e 	 				  						  					  				 Y a d d a _  K a r t 1  m  v c u d   d e y i l 	 !qaaS	 C a p   t a r g e t a   d e   m e m  r i a 	 P a s   d e   c a r t e   m  m o i r e 	 E k k e r t   m i n n i s k o r t 	 N i n g u n a   t a r j e t a   d e   m e m o r i a 	 5<0  <5<>@8A:0  :0@B8G:0	 N e n h u m   c a r t  o   d e   m e m  r i a 	 N e m a   m e m o r i j s k e   k a r t i c e 	 H a h o   K a r e t e   y a   M e m o r i 	 W a l a n g   K a r d   n g   M e m o r y a 	 N o   M e m o r y   C a r d 	 B a b u   k a d i n   t u n i 	 K    s    K   d     r  n t    k a n k a n 	 04K  :@BVH:5AV  6>	 M e m o r i t x a r t e l i k   e z 	 W a l a n g   K a r d   n g   M e m o r y a 	 S e n   t a r x e t a   d e   m e m o r i a 	 E n w e g h i   m e m o r i   k a a d 	 N  l   C  r t a   C u i m h n e   a n n 
 
 S T R _ G L O B A L _ N O T _ E N O U G H _ M E M O R Y 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   N o t   e n o u g h   m e m o r y   ( m e m o r y   i s   t o o   s m a l l   t o   s a v e ) 	 N o t   e n o u g h   m e m o r y 	 aԚ
N	 X[Pzz
N	 +H'"'2!3D!H@5"-	 N o   h a y   s u f i c i e n t e   m e m o r i a 	 M  m o i r e   i n s u f f i s a n t e 	 S p e i c h e r   r e i c h t   n i c h t 	 54>AB0B>G=>  ?0<OB8	 M e m o r i a   i n s u f f i c i e n t e 	 'D0'C1)  :J1  C'AJ)	 N  o   e x i s t e   m e m  r i a   s u f i c i e n t e 	 Y e t e r s i z   b e l l e k   	 K h  n g   g i a n   l u   t r   k h  n g   	 M e m o r i   t i d a k   c u k u p 	 T i d a k   c u k u p   m e m o r i 	 	*	0	M	/	>	*	M	$	  .	G	.	0	@		 	 	 	 N i n c s   e l  g   m e m  r i a 	 	 	 	 O n v o l d o e n d e   g e h e u g e n 	 	 	 N u   e x i s t   s u f i c i e n t   m e m o r i e 	 	 	     	 	 	 -'A8G  'A  F3*	 	 	 											  							 	 	 	 




  




  


	     	 I m e m o r i   a y e n e l e 	 A k u k h o   m e m o r i   y a n e l e y o 	 H a k u n a   k u m b u k u m b u   y a   k u t o s h a 	 N i e   g e n o e g   g e h e u e   n i e 	 N e p a k a n k a   a t m i n t i e s 	 N e p i e t i e k   a t m i Fa s 	 P o l e   p i i s a v a l t   m  l u 	 @kwxrxiuxvh  ba~aoav  yg	   	 N u   e x i s t   s u f i c i e n t   m e m o r i e 	 5
G
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  
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	 *0M/M_>*M$  .G.K0@  (>9?	 N u k   k a   m e m o r j e   t e   m j a f t u e s h m e 	 								  						  				 Y a d d a _1n   h Yc m i    a t m 1r 	 a
N	 M e m  r i a   i n s u f i c i e n t 	 M  m o i r e   i n s u f f i s a n t e 	  n  g t   m i n n i 	 M e m o r i a   i n s u f i c i e n t e 	 5<0  4>2>;=>  <5<>@8X0	 M e m  r i a   i n s u f i c i e n t e 	 N e m a   d o v o l j n o   m e m o r i j e 	 M e m o r i   h a   e   a   l e k a n a 	 K u l a n g   a n g   m e m o r y a 	 N o t   e n o u g h   m e m o r y 	 B a b u   i s h e s h e n   t u n i 	   y     r  n t    k    t  	 5B:V;V:AV7  604K	 M e m o r i a   n a h i k o r i k   e z 	 H i n d i   s a p a t   a n g   m e m o r y a 	 N o n   s u f i c i e n t e   m e m o r i a 	 M e m o r i   e z u g h i 	 E a s p a   c u i m h n e 
 
 S T R _ G L O B A L _ N O T _ S U P P O R T E D 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   N o t   s u p p o r t e d 	 N o t   s u p p o r t e d 	 
N/ec	 
N/ec	 D!H*1*8	 N o   s o p o r t a d o 	 N o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t 	 5?>445@68205<K9	 N o n   s u p p o r t a t o 	 :J1  E/9E	 N  o   s u p o r t a d o 	 D e s t e k l e n m i y o r 	 K h  n g   h   t r 	 T i d a k   a d a   d u k u n g a n 	 T i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$		 	 	 	 N e m   t  m o g a t o t t 	 	 	 	 N i e t   o n d e r s t e u n d 	 	 	 N u   e s t e   a c c e p t a t 	 	 	   	 	 	 ~4*('F  FE  4H/	 	 	   							  			 	 	 	 





  


	 	 A k u s a p h o t h i w e 	 A y i x h a s w a n g a 	 H a i k u b a l i w i 	 N i e   o n d e r s t e u n   n i e 	 N e p a l a i k o m a s 	 N a v   a t b a l s t +t s 	 T o e t u s e t a 	 @ataerelk  yg	     	 O p e r a ci e   n e a c c e p t a t 	 *
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	 8.0M%?$  (A9G	 N u k   m b e s h t e t e t 	 							  				 D Ys t Yk l Yn m Yy i b 	 
N/ec	 N o   a d m  s 	 N o n   p r i s   e n   c h a r g e 	  s t u t t 	 N o   s o p o r t a d o 	 5  5  ?>44@60=>	 N  o   a c e i t o 	 N i j e   p o d r ~a n o 	 H a   e   t s h e h e t s w e 	 H i n d i   s u p o r t a d o 	 N o t   s u p p o r t e d 	 B a b u   g o y o n   b a y a 	 K    ce    t  l y  n   f  n 	 >;40CAK7	 E z   d u   e u s k a r r i r i k 	 H i n d i   s u p o r t a d o 	 N o n   s o p o r t a d o 	 A k w a d o g h i 	 N  l   t a c    a n n   d  
 
 S T R _ G L O B A L _ O U T B O X 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   O u t b o x 	 O u t b o x 	 [N{	 *gSN{	 I-'2!--	 B u z  n   d e   s a l i d a 	 B o  t e   d e   s o r t i e 	 P o s t a u s g a n g 	 AE>4OI85	 M e s s a g g i   i n   u s c i t a 	 5F/HB  'D-A8	 P a s t a   e n v i a d a s 	 G i d e n   k u t u s u 	 H p   t h   i   	 K o t a k   K e l u a r 	 P e t i   k e l u a r 	 				,	I		M	8		 	 	 	 K i m e n Q   z e n e t e k 	 	 	 	 P o s t v a k   u i t 	 	 	 C s u c  i e _i r i 	 	 	     	 	 	 5F/HB  .1H,	 	 	 										 	 	 	 






	   	 I - O u t b o x 	 I - o u t b h o k s 	 K i s a n d u k u   t o a 	 U i t b u s 	 S i u n 
i a m a 	 I z s kt n e 	 V  l j u n d k a u s t 	 5laukv  parxdacxiuxvvek  aor	     	 C s u c  i e _i r i 	 

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	 	,M8	 O u t b o x 	 								 G e d Yn l Yr   p o  t   q u t u s u 	 [N#S	 B  s t i a   d e   s o r t i d a 	 B o  t e   d  e n v o i 	  t h  l f 	 B a n d e j a   d e   s a l i d a 	 7;57=8  ?>@0:8	 C a i x a   d e   s a  d a 	 O u t b o x   ( p o s l a t e   p o r u k e ) 	 O u t b o k s e 	 O u t b o x 	 O u t b o x 	 A k w a t i n   s a k o   n a   f i t a w a 	  p     r    t    n j  d e 	 (K0AK=	 I r t e e r a - o n t z i a 	 O u t b o x 	 C a i x a   d e   s a  d a 	 I g b e   o p u p u 	 B o s c a   a m a c h 
 
 S T R _ G L O B A L _ O V E R W R I T E _ E X I S T I N G _ F I L E 	 G L O B A L 	 P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   O v e r w r i t e   e x i s t i n g   f i l e ? 	 O v e r w r i t e   e x i s t i n g   f i l e ? 	 jHh]X[(W/f&TSN	 eN]X[(W/f&Tfbc	 @5"1D%L5H!5-"9HA%I'	  S o b r e s c r i b i r   a r c h i v o   e x i s t e n t e ? 	 E c r a s e r   l e   f i c h i e r   e x i s t a n t   ? 	 V o r h a n d e n e   D a t e i    b e r s c h r e i b e n ? 	 0<5=8BL  ACI5AB2CNI89  D09;? 	 S o v r a s c r i v e r e   f i l e   e s i s t e n t e ? 	 'DEDA  EH,H/,   GD  *(/JD  #E  D'	 D e s e j a   s u b s t i t u i r   o   f i c h e i r o   e x i s t e n t e ? 	 M e v c u t   d o s y a n 1n    z e r i n e   y a z 1l s 1n   m 1? 	 T p      t n   t i ,   t h a y   t h   n  ? 	 T i m p a   f i l e   y a n g   a d a ? 	 T u l i s   g a n t i   f a i l   s e d i a   a d a ? 	 .	L		B	&	>	  +	>		2	  	K	  	5	0	0	>			  	0	G		? 	 	 	 	 F e l  l  r j a   a   m e g l  v Q  f  j l t ? 	 	 	 	 B e s t a a n d e   b e s t a n d   o v e r s c h r i j v e n ? 	 	 	 S u p r a s c r i e ci   f i _i e r u l   e x i s t e n t ? 	 	 	       ? 	 	 	 1H  A'D  EH,H/  ('2FH3  4H/	 	 	   							  				  								  			? 	 	 	 	 




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 
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1H'#2'	 P a u s a 	 P a u s e 	 P a u s e 	 0C70	 P a u s a 	 HAHA  E$B*	 P a u s a 	 D u r a k l a t 	 T m   d n g 	 P a u s e 	 J e d a 	 5	?	0	>	.		 	 	 	 S z  n e t 	 	 	 	 P a u z e 	 	 	  n t r e r u p e r e 	 	 	 	 	 	 /1F	 	 	   						 	 	 	 





	 	 M i s a   k a n c a n e 	 N q u m a m a 	 S i t i s h a 	 O n d e r b r e e k 	 P r i s t a b d y t i 	 P a u z e 	 P a u s 	 4adaevel	   	  n t r e r u p e r e 	 *
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 
 S T R _ G L O B A L _ P H O N E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   P h o n e 	 P h o n e 	 Kb_j	 Kb:g	 B#(1L	 T e l  f o n o 	 T  l  p h o n e 	 T e l e f o n 	 "5;5D>=	 T e l e f o n o 	 'DG'*A	 T e l e f o n e 	 T e l e f o n 	 M  y 	 T e l e p o n 	 T e l e f o n 	   +	K	(		 	 	 	 T e l e f o n 	 	 	 	 T e l e f o o n 	 	 	 T e l e f o n 	 	 	 	 	 	 *DAF	 	 	 				 	 	 	 


	 	 I f o n i 	 I f o w n i 	 S i m u 	 T e l e f o o n 	 T e l e f o n a s 	 T e l e f o n s 	 T e l e f o n 	 @e|amx}	 	 T e l e f o n 	 +
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 	 +K(	 T e l e f o n i 	 				 T e l e f o n 	 q	 T e l  f o n 	 T  l  p h o n e 	 S  m i 	 T e l  f o n o 	 "5;5D>=	 T e l e f o n e 	 T e l e f o n 	 F o u n u 	 T e l e p o n o 	 P h o n e 	 T e l i h o n 	 F   n  	 "5;5D>=	 M u g i k o r r a   	 T e l e p o n o 	 T e l  f o n o 	 F o o n u 	 F  n 
 
 S T R _ G L O B A L _ P I C T U R E 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   P i c t u r e 	 P i c t u r e 	 WGr	 VGr	  2	 I m a g e n 	 I m a g e 	 B i l d 	 7>1@065=85	 I m m a g i n e 	 5H1	 I m a g e m 	 R e s i m   	 n h 	 G a m b a r 	 G a m b a r 	 *	?		M		0		 	 	 	 K  p 	 	 	 	 B e e l d 	 	 	 I m a g i n e 	 	 	 	 	 	 *5H1	 	 	 				 	 	 	 




	 	 I s i t h o m b e 	 U m f a n e k i s o 	 P i c h a 	 F o t o 	 P a v e i k s l l i s 	 A t t l s 	 P i l t 	 Foa	 	 I m a g i n e 	 
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	 ,?	 F o t o 	 						 ^Yk i l 	 WGr	 I m a t g e 	 I m a g e 	 M y n d 	 I m a g e n 	 !;8:0	 I m a g e m 	 S l i k a 	 S e t s h w a n t s h o 	 L a r a w a n 	 P i c t u r e 	 A b i n   k a l l o 	 F t  	 !C@5B	 I r u d i a 	 L i t r a t o 	 I m a x e 	 F o t o 	 P i c t i  r 
 
 S T R _ G L O B A L _ P L A Y 	 G L O B A L 	 L S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   P l a y 	 P l a y 	 d>e	 d>e	 @%H	 R e p r o d u c i r 	 L e c t u r e 	 W i e d e r g a b e 	 >A?@. 	 P l a y 	 *4:JD	 R e p r o d u z i r 	 O y n a t 	 C h y 	 J a l a n k a n ,   m a i n 	 M a i n 	 *	M	2	G	  	0	G			 	 	 	 L e j  t s z  s 	 	 	 	 A f s p e l e n 	 	 	 R e d a r e 	 	 	 	 	 	 ~.4	 	 	 						 	 	 	 




	 	 D l a l a 	 k h a l i s a 	 C h e z a 	 S p e e l 	 L e i s t i 	 S p l t 	 E s i t a 	 F~acaoel	 	 R e d a r e 	 *
M
2
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	 3>(M$A	 L u a j 	 				  				 S Ys l Yn d i r 	 d>e	 R e p r o d u e i x 	 L e c t u r e 	 S p i l a 	 R e p r o d u c i r 	  5?@>4CF8@0X	 R e p r o d u z i r 	 P u s t i 	 B a p a l a 	 P a t u g t u g i n 	 P l a y 	 W a s a 	 bi c	 9=0BC	 E n t z u n / j o 	 I - p l a y 	 R e p r o d u c i r 	 K p o o 	 S e i n n 
 
 S T R _ G L O B A L _ P L E A S E _ I N P U T _ T H E _ F I L E N A M E 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   P l e a s e   i n p u t   t h e   f i l e n a m e ( P r o m p t   u s e r   t h e   f i l e n a m e   i s   e m p t y ) 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 ˊ8eQjHh
T1z	 eQeN
T	 B#I-
7H-D%L	 P o r   f a v o r   i n t r o d u z c a   e l   n o m b r e   d e l   a r c h i v o   	 V e u i l l e z   e n t r e r   l e   n o m   d u   f i c h i e r 	 D a t e i n a m e   e i n g e b e n 	 2548B5  8<O  D09;0	 I n p u t   i l   n o m e   d i   f i l e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 I n t r o d u z a   n o m e   d o   f i c h e i r o 	 L  t f e n   d o s y a   a d 1n 1  g i r i n 	 H  y   n h p   t  n   t p 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 S i l a   i n p u t   n a m a   f a i l 	 	C	*	/	>	  +	>		2	  (	>	.	  &	G			 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 K  r e m   a d j a   m e g   a   f  j l n e v e t 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 G e e f   d e   b e s t a n d s n a a m   o p 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 I n t r o d u c e ci   n u m e l e   d e   f i _i e r 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	       	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 D7A'K  F'E  A'D  1'  H'1/  F/	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 						  			  						  					 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 S l e u t e l   a s s e b l i e f   d i e   l  e r n a a m   i n 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 &
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	 &_>0?  +>2  (>.  (*A  0(M$A	 J u   l u t e m   r e g j i s t r o   e m r i n   e   d o k u m e n t i t 	 							  			  							  					  				 L  t f Yn   f a y l   a d 1n 1  d a x i l   e d i n 	 ˊ8eQjHh
T1z	 I n t r o d u  u   n o m   d e   f i t x e r 	 V e u i l l e z   e n t r e r   l e   n o m   d u   f i c h i e r 	 S l   u   i n n   s k r  a r h e i t i 	 I n g r e s a r   e l   n o m b r e   d e   a r c h i v o 	 =5A8  8<5  =0  40B>B5:0	 I n s i r a   o   n o m e   d e   a r q u i v o 	 U n e s i   n a z i v   f a j l a 	 K a   k o p o   k e n y a   l e b i t s o   l a   f a e l e 	 P a k i p a s o k   a n g   f i l e n a m e 	 P l e a s e   i n p u t   t h e   f i l e n a m e 	 G a   d a m a ,   s a k a   s u n a n   s h a f i 	 J  w   t   o r  k   f a i l i   n a a   s  i 	 $09;  0BK=  5=3V7VV7	 F i t x a r e n   i z e n a   s a r t u   m e s e d e z 	 P a k i p a s o k   a n g   p a n g a l a n   n g   f i l e 	 P o r   f a v o r ,   i n s i r a   o   n o m e   d o   f i c h e i r o 	 B i k o   t i n y e   a h a   f a l 	 I o n t r  i l   a n   c o m h a d a i n m   l e   d o   t h o i l 
 
 S T R _ G L O B A L _ P R E F E R R E D _ S T O R A G E 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   P r e f e r r e d   s t o r a g e 	 P r e f e r r e d   s t o r a g e 	 x2QX[MOn	 	X[PMOn	 5H@G5H@%7-C
I	 A l m a c e n a m i e n t o   p r e f e r i d o 	 S t o c k a g e   p r  f  r  	 B e v o r z u g t e s   S p e i c h e r m e d i u m 	 "8?  ?0<OB8	 A r c h i v i a z i o n e   p r e f e r i t a 	 E.2F  EA6D	 A r m a z e n a m e n t o   p r e f e r i d o 	 T e r c i h   e d i l e n   d e p o l a m a 	 H  y   c h n   v   t r    l u   t r c 	 P e n y i m p a n   d i s a r a n k a n 	 P e n y i m p a n a n   k e u t a m a a n 	 	'	?	.	>	(	M	/	  8	M		K	0	G			 	 	 	 E l Qn y b e n   r  s z e s  t e t t   h  t t  r t  r 	 	 	 	 V o o r k e u r s o p s l a g 	 	 	 L o c a ci e   p r e f e r a t   p e n t r u   m e m o r a r e 	 	 	     	 	 	 E-D  0.1G  /D.H'G	 	 	   							  								 	 	 	 



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	   	 I s i l o n d i   e s i t h a n d w a y o 	 i n d a w o   y o k u g c i n a   o l u t h a n d w a y o 	 H i f a d h i   i n a y o p e n d e l e w a 	 V o o r k e u r b e r g p l e k 	 P a g e i d a u t i n a   a t m i n t i n 	 S a g l a b aa n a s   p r e f e r e n c e 	 E e l i s t a t u d   s a l v e s t u s k o h t 	 3eada}~xr  pkwxrxiuav  }a	     	 S t o c a r e   p r e f e r a t 	 *
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	 *8(M&?$  7MK0G	 R u a j t j a   e   p r e f e r u a r 	 										  				  								  s t  n l  k   v e r i l Yn   y a d d a _	 *QHQ2QX[	 E m m a g a t z e m a t g e   p r e f e r i t 	 M  m o i r e   p r  f  r  e 	 V a l i n   g e y m s l a 	 A l m a c e n a m i e n t o   d e s e a d o 	 @5B?>G8B0=>  A:;048@0Z5	 A r m a z e n a m e n t o   p r e f e r i d o 	 O m i l j e n a   m e m o r i j a 	 P o l o k e l o   e   k g e t h w a n g 	 G u s t o n g   i m b a k a n 	 P r e f e r r e d   s t o r a g e 	 A j i y a   m a f i s o 	 I b i    p a m   t       f 	 AK=K;0=  604K  	 G o r d a i l u   g o g o k o e n a 	 N a i s   n a   i m b a k a n 	 A l m a c e n a m e n t o   p r e f e r i d o 	 N c h e k w e   a c h r 	 S t  r a s   r o g h n a i t h e 
 
 S T R _ G L O B A L _ P R E V I E W 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   P r e v i e w 	 P r e v i e w 	 	 ȉ	 #5'4'	 V i s t a   p r e v i a   	 P r  v i s u a l i s e r 	 V o r s c h a u 	 @>A<>B@	 A n t e p r i m a 	 E9'JF)	 P r  - v i s u a l i z a r 	  n   i z l e m e 	 X e m   t r c 	 L i h a t   p r a t i n j a u 	 P r a t o n t o n 	 *	M	0	@	5	M	/	B		 	 	 	 E l Qn  z e t 	 	 	 	 V o o r b e s c h o u w i n g 	 	 	 E x a m i n a r e 	 	 	   	 	 	 ~4  FE'4	 	 	   											 	 	 	 










	 	 I - p r e v i e w 	 I - p r e v i e w 	 H a k i k i 	 V o o r s k o u 	 P e r ~i kr t i 	 P r i e k as k a t +j u m s 	 E e l v a a d e 	 Famvaoav  dkxt	   	 E x a m i n a r e 	 *
M
0
?
5
M
/
B
	 *B0M,>,2K(	 P a r a s h i k o 	 										 0l k i n   b a x 1_	 	 V i s t a   p r  v i a 	 A p e r  u 	 S  n i s h o r n 	 P r e v i s u a l i z a r 	 @53;54	 V i s t a   p r e l i m i n a r 	 P r e g l e d 	 T l h a h l o b o 	 P a u n a n g   p a g t i n g i n 	 P r e v i e w 	 K a f i n   g a n i 	  w  t l  	 ;4K=  0;0  0@0C	 A u r r e i k u s i 	 I - p r e v i e w 	 P r e v i s u a l i z a r 	 L e r e e   y a   t u p u   i w e r e   y a   r   l 	 R  a m h a m h a r c 
 
 S T R _ G L O B A L _ P R I N T 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   L S K 	 G l o b a l   S t r i n g -   P r i n t 	 P r i n t 	 RpS	 SbpS	 4!L	 I m p r i m i r 	 I m p r i m e r 	 D r u c k e n 	 5G0BL	 S t a m p a 	 7('9)	 I m p r i m i r 	 Y a z d 1r   	 I n 	 C e t a k 	 C e t a k 	 *	M	0	?			  	0	G			 	 	 	 N y o m t a t  s 	 	 	 	 A f d r u k k e n 	 	 	 T i p r i r e 	 	 	 	 	 	 '~	 	 	   								 	 	 	 






  


	 	 P h r i n t a 	 S h i c i l e l a 	 C h a p i s h a 	 D r u k 	 S p a u s d i n t i 	 D r u k t 	 P r i n d i 	 Ozel	 	 T i p r i r e 	 *
M
0
?
(
M
1
M
	 .A&M0#	 S h t y p 	 							  					  a p   e t 	 RpS	 I m p r i m e i x 	 I m p r e s s i o n 	 P r e n t a 	 I m p r i m i r 	 5G0B8	 I m p r i m i r 	 `t a m p a j 	 P r i n t a 	 I - p r i n t 	 P r i n t 	 B u g a 	 T  w  	 0AK?  HK0@C	 I n p r i m a t u 	 I - p r i n t 	 I m p r i m i r 	 B i e 	 P r i o n t  i l 
 
 S T R _ G L O B A L _ P R I O R I T Y 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   P r i o r i t y 	 P r i o r i t y 	 *QHQ
k	 OHQ~	 %31'2!*31
	 P r i o r i d a d 	 P r i o r i t  	 P r i o r i t  t 	 @8>@8B5B	 P r i o r i t  	 #HDJ)	 P r i o r i d a d e 	  n c e l i k 	 C p   u   t i  n 	 U t a m a 	 K e u t a m a a n 	 *	M	0	>	%	.	?		$	>		 	 	 	 P r i o r i t  s 	 	 	 	 P r i o r i t e i t 	 	 	 P r i o r i t a t e 	 	 	 	 	 	 'HDH*	 	 	 											 	 	 	 





	 	 O k u b a l u l e k i l e 	 I n t o   e y e n z i w a   k u q a l a 	 K i p a u m b e l e 	 P r i o r i t e i t 	 P i r m u m a s 	 P r i o r i t t e 	 P r i o r i t e e t 	 1|a{vapeixiuxv	 	 P r i o r i t a t e 	 *
M
0
>
.
A

M
/

	 *M0>'>(M_	 P e r p a r e s i a 	 											 P r i o r i t e t 	 *QHQ!k^	 P r i o r i t a t 	 P r i o r i t  	 F o r g a n g u r 	 P r i o r i d a d 	 @8>@8B5B	 P r i o r i d a d e 	 P r i o r i t e t 	 B o h l o k w a 	 P r i y o r i d a d 	 P r i o r i t y 	 M a f i s o 	 bi ce   p  t  k  	 0AK<4K;K	 L e h e n t a s u n a 	 P r i y o r i d a d 	 P r i o r i d a d e 	 I h e   d   m k p a 	 T o s a  o c h t 
 
 S T R _ G L O B A L _ P R O X Y 	 G L O B A L 	 I C O N T E X T ,   T I T L E ,   T W O L I N E 	 G l o b a l   S t r i n g -   P r o x y 	 P r o x y 	 Nt:O
ghV	 Nt
gRhV	 #G-5H	 P r o x y 	 P r o x y 	 P r o x y 	 @>:A8	 P r o x y 	 E9/'*  'D./E)  'DHCJD	 P r o x y 	 P r o x y   	 P r o x y 	 P r o x y 	 P r o k s i 	 *	M	0	I		M	8	@		 	 	 	 P r o x y 	 	 	 	 P r o x y 	 	 	 P r o x y 	 	 	 	 	 	 ~1'3	 	 	   								 	 	 	 







	 	 I - P r o x y 	 U m m e l i 	 P r o k s i 	 I n s t a n e r 	 .g a l i o t a s i s   s e r v e r i s 	 S t a r p n i e k s e r v e r i s 	 P u h v e r 	 Jx}k	 	 P r o x y 	 *
M
0
K

M
8
?
	 *M0KM8?	 P r o x y 	 								 P r o k s i 	 Nt	 S e r v i d o r   i n t e r m . 	 P r o x y 	 P r o x y 	 P r o x y 	 @>:A8	 P r o x y 	 Z a m e n a 	 P r o k s i 	 P r o x y 	 P r o x y 	 R u b u t u n   b a d a   i z i n i 	 O n  g b  w 	 @>:A8	 P r o x y 	 P r o x y 	 P r o x y 	 E n y i   c h a r a 	 S e a c h s h o c r  
 
 S T R _ G L O B A L _ R E C E I V E D 	 G L O B A L 	 I C O N T E X T ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   R e c e i v e d 	 R e c e i v e d 	 ]c6e	 ]c6e	 #1A%I'	 R e c i b i d o 	 R e  u 	 E m p f a n g e n 	 >;CG5=>	 R i c e v u t o 	 *E  'D'3*D'E	 R e c e b i d o 	 A l 1n d 1	    n h n 	 D i t e r i m a 	 D i t e r i m a 	 *	M	0	>	*	M	$		 	 	 	 F o g a d o t t 	 	 	 	 O n t v a n g e n 	 	 	 P r i m i t e 	 	 	 	 	 	 /1'A*  4/	 	 	   					  					 	 	 	 






  



	 	 K w a m u k e l w e 	 F u n y e n w e 	 I m e p o k e w a 	 O n t v a n g 	 G a u t a 	 S a Fe m t s 	 V a s t u v  e t u d 	 Ma~an  g	 	 P r i m i t 	 8
M
5
@

0
?

M

A
	 M09#  9G2>	 U   m o r r 	 					  			  					 Q Yb u l   o l u n d u 	 ]c6e	 R e b u t 	 R e  u 	 M  t t e k i  	 R e c i b i d a s 	 @8<5=>	 R e c e b i d o 	 P r i m l j e n o 	 E   a m o h e t s w e 	 N a t a n g g a p 	 R e c e i v e d 	 A n   k a r b a 	 T i   o   w l  	 ;K=4K	 J a s o t a 	 N a t a n g g a p 	 R e c i b i d o 	 A n a t a r a 	 F a i g h t e 
 
 S T R _ G L O B A L _ R E C E I V E D _ C A L L S 	 G L O B A L 	 I C O N T E X T ,   T I T L E 	 G l o b a l   s t r i n g -   R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 ]cq	 ]c5u݋	 *2"5H#1	 L l a m a d a s   r e c i b i d a s 	 A p p e l s   r e  u s 	 E r h a l t e n e   A n r u f e 	 E>4OI85  2K7>2K	 C h i a m a t e   r i c e v u t e 	 R e c e i v e d   c a l l s 	 C h a m a d a s   r e c e b i d a s 	 G e l e n   a r a m a l a r 	 C  c   c u c   g i   n 	 R e c e i v e d   c a l l s 	 P a n g g i l a n   d i t e r i m a 	 *	M	0	>	*	M	$	  	I	2	M	8		 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 F o g a d o t t   h  v  s o k 	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 I n k o m e n d e   g e s p r e k k e n 	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 A p e l u r i   r e c e p ci o n a t e 	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	   	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 *E'3  G'I  /1J'A*I	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 								  		  	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 R e c e i v e d   c a l l s 	 	 	 	 	 	 O p r o e p e   o n t v a n g 	 	 	 	 	 	 	 	 	 T e l e f o n a t a t   e   m a r r a 	 					  			  							 Q Yb u l   o l u n a n   z Yn g l Yr 	 ]cO	 T r u c a d e s   r e b u d e s 	 A p p e l s   r e  u s 	 M  t t e k i n   s  m t  l 	 L l a m a d a s   r e c i b i d a s 	 @8<5=8  ?>28F8	 C h a m a d a s   r e c e b i d a s 	 P r i m l j e n i   p o z i v i 	 M e h a l a   e   a m o h e t s w e n g 	 N a t a n g g a p   n a   m g a   t a w a g 	 R e c e i v e d   c a l l s 	 K i r a n   d a   a n   k a r b a 	 A w n    p    t i   o   w l  	 ;K=0=  >K@0C;0@	 J a s o t a k o   d e i a k 	 N a t a n g g a p   n a   m g a   t a w a g 	 C h a m a d a s   r e c i b i d a s 	 O k u   a n a t a r a 	 G l a o n n a   a   f u a r t h a s 
 
 S T R _ G L O B A L _ R E C E I V I N G 	 G L O B A L 	 T I T L E ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   R e c e i v i n g 	 R e c e i v i n g 	 c6e-N	 ck(Wc6e	 3%1#1	 R e c i b i e n d o 	 R  c e p t i o n 	 W i r d   e m p f a n g e n 	 >;CG5=85	 I n   r i c e z i o n e 	 ,'1M  'D'3*D'E	 A   r e c e b e r 	 A l 1y o r 	 n g   n h n 	 M e n e r i m a 	 M e n e r i m a 	 *	M	0	>	*	M	$	  	0	  0	9	>	  9	H		 	 	 	 F o g a d  s 	 	 	 	 B e z i g   m e t   o n t v a n g e n 	 	 	 P r i m i r e    n   c u r s 	 	 	 	 	 	 /1  -'D  /1'A*	 	 	   							 	 	 	 






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 
 S T R _ G L O B A L _ R E C I P I E N T S 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   T I T L E 	 G l o b a l   S t r i n g -   R e c i p i e n t s   ( r e c i p i e n t   l i s t   n a m e ) 	 R e c i p i e n t s 	 6eNN	 6eNN	 9I#1	 R e c e p t o r e s 	 D e s t i n a t a i r e s 	 E m p f  n g e r 	 >;CG0B5;8	 D e s t i n a t a r i 	 E3*DE	 D e s t i n a t  r i o s 	 A l 1c 1l a r   	 N g i   n h n 	 P e n e r i m a 	 P e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>		 	 	 	 C  m z e t t e k 	 	 	 	 O n t v a n g e r s 	 	 	 D e s t i n a t a r i 	 	 	 	 	 	 1F/G  G'	 	 	   									 	 	 	 













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 	 *M0>*M$0M$M$>	 M a r r e s i t 	 																	 Q Yb u l   e d Yn l Yr 	 6eNN	 D e s t i n a t a r i s 	 D e s t i n a t a i r e s 	 V i  t a k e n d u r 	 D e s t i n a t a r i o s 	 @8<0B5;8	 D e s t i n a t  r i o s 	 P r i m a o c i 	 B a a m o h e d i 	 M g a   p a d a d a l h a n 	 R e c i p i e n t s 	 M a i   k a r b a w a 	 A w n   o l  g b  	 ;CHK;0@	 H a r t z a i l e a k 	 M g a   p a d a d a l h a n 	 D e s t i n a t a r i o s 	 N n a t a   o z i 	 F a i g h t e o i r  
 
 S T R _ G L O B A L _ R E F R E S H 	 G L O B A L 	 L S K ,   C S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   R e f r e s h 	 R e f r e s h 	 fe	 fe	 #5@#
	 A c t u a l i z a r 	 R a f r a  c h i r 	 A k t u a l i s i e r e n 	 1=>28BL	 A g g i o r n a 	 *,/J/	 A c t u a l i z a r 	 Y e n i l e   	 L  m   m i 	 R e f r e s h 	 S e g a r k a n 	 0	?	+	M	0	G	6		 	 	 	 F r i s s  t  s 	 	 	 	 V e r v e r s e n 	 	 	 R e  m p r o s p t a r e 	 	 	 	 	 	 *,//	 	 	   								 	 	 	 


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 
 S T R _ G L O B A L _ R E M O V E 	 G L O B A L 	 I C O N T E X T ,   L S K 	 G l o b a l   S t r i n g -   R e m o v e   ( d e l e t e   t h e   r e f e r e n c e   l i n k   o r   r e m o v e   a c c e s s o r y   f r o m   p h o n e ) 	 R e m o v e 	 yd	 yd	 %--	 E l i m i n a r 	 R e t i r e r 	 E n t f e r n e n 	 #40;8BL	 R i m u o v i 	 'F*B'D	 R e m o v e r 	 K a l d 1r 	 X  a 	 P i n d a h 	 B u a n g 	 9		>				 	 	 	 E l t  v o l  t  s 	 	 	 	 V e r w i j d e r e n 	 	 	 ^t e r g e r e 	 	 	 	 	 	 -0A	 	 	   					 	 	 	 


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 
 S T R _ G L O B A L _ R E M O V E D 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   R e m o v e d   ( r e m o v e   s u c c e s s f u l l y ) 	 R e m o v e d 	 ]yd	 ]yd	 %A%I'	 E l i m i n a d o 	 E n l e v  	 E n t f e r n t 	 #40;5=>	 R i m o s s o 	 *E  'D'F*B'D	 R e m o v i d o 	 K a l d 1r 1l d 1	    x  a 	 T e r h a p u s 	 D i b u a n g 	 9		>	/	>	  	/	>		 	 	 	 E l t  v o l  t v a 	 	 	 	 V e r w i j d e r d 	 	 	 ^t e r s 	 	 	 	 	 	 -0A  4/	 	 	   					  						 	 	 	 


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	 *8>0?$	 U   h o q 	 							  					 Y o x   e d i l i b 	 ]yd	 S  h a   e l i m i n a t 	 S u p p r i m  	 F j a r l  g t 	 E l i m i n a d o 	 BAB@0=5B	 R e m o v i d o 	 U k l o n j e n o 	 E   t l o s i t s w e 	 I n a l i s 	 R e m o v e d 	 A   c i r e 	 T i   y   k  r  	 >9K;4K	 K e n d u t a 	 N a a l i s 	 E l i m i n a d o 	 E w e p u r u 	 B a i n t e   d e 
 
 S T R _ G L O B A L _ R E N A M E 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   R e n a m e 	 R e n a m e 	 ͑e}T
T	 ͑}T
T	 @%5H"
7H-	 R e n o m b r a r 	 R e n o m m e r 	 U m b e n e n n e n 	 5@58<5=>20BL	 R i n o m i n a 	 *9/JD  'D'3E	 M u d a r   o   n o m e 	 Y e n i d e n   a d l a n d 1r 	 t   l i   t  n 	 G a n t i   N a m a 	 N a m a   s m l 	 (	>	.	  ,	&	2	G			 	 	 	  t n e v e z  s 	 	 	 	 H e r n o e m e n 	 	 	 R e d e n u m i r e 	 	 	   	 	 	 *:1  F'E	 	 	 											 	 	 	 


  


  


	   	 Q a m b a   k a b u s h a 	 T h i y a   k w a k h o n a 	 B a d i l i   j i n a 	 H e r b e n o e m 	 P e r v a d i n t i 	 P r d v t 	 N i m e t a    m b e r 	 Neav~avel	   	 R e d e n u m i r e 	 *
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	 *A((>.  &?(M$A	 R i e m e r t o 	 											 A d 1n 1  d Yy i _	 ͑e
T}T	 C a n v i e u   e l   n o m 	 R e n o m m e r 	 E n d u r n e f n a 	 R e n o m b r a r 	 @58<5=C20X	 R e n o m e a r 	 P r o m e n i   n a z i v 	 R e h a   b o t j h a 	 P a l i t a n   a n g   p a n g a l a n 	 R e n a m e 	 S a k e   s u n a 	 F  n   l  r  k   m i i 	 09B0  0B0C	 I z e n   b e r r i a   e m a n 	 B a g u h i n   a n g   p a n g a l a n 	 R e n o m e a r 	 B a g h a r i a   a h a 	 A t h a i n m n i g h 
 
 S T R _ G L O B A L _ R E P L A C E 	 G L O B A L 	 L S K 	 G l o b a l   S t r i n g -   R e p l a c e 	 R e p l a c e 	 fc	 fbc	 A5H	 R e e m p l a z a r 	 R e m p l a c e r 	 E r s e t z e n 	 0<5=8BL	 S o s t i t u i s c i 	 *(/JD	 S u b s t i t u i r 	 D e i _t i r 	 T h a y   t h 	 G a n t i   T e m p a t 	 G a n t i 	 ,	&	2	G			 	 	 	 C s e r e 	 	 	 	 V e r v a n g e n 	 	 	  n l o c u i r e 	 	 	 	 	 	 ,'2F	 	 	   												 	 	 	 





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  	 	 F a k a   o k u n y e 	 T s h i n t s h a 	 B a d i l i 	 V e r v a n g 	 P a k e i s t i 	 A i z v i e t o t 	 A s e n d a 	 Sxmakvel	 	  n l o c u i r e 	 *
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 
 S T R _ G L O B A L _ R E S E T 	 G L O B A L 	 L S K ,   R S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   R e s e t 	 R e s e t 	 ͑-	 ͑	 1IH2C+!H	 R e i n i c i a r 	 R e m e t t r e      l '  t a t   i n i t i a l 	 Z u r  c k s e t z e n 	 !1@>A	 R i p r i s t i n a 	 '9'/)  'D6(7	 R e p o r 	 S 1f 1r l a 	 t   l i 	 U l a n g   P e n g a t u r a n 	 S e t   s m l 	 *	A	(	:   8	G		  	0	G			 	 	 	 V i s s z a  l l  t  s 	 	 	 	 R e s e t 	 	 	 R e s e t a r e 	 	 	 	 	 	 ('2F4'F	 	 	   						  				 	 	 	 


  


  


	     	 S e t h a   k a b u s h a 	 S e t a   k w a k h o n a 	 S e t i   u p y a 	 H e r s t e l 	 A t s t a t y t i 	 A t i e s t a t +t 	 L  h t e s t a 	 6xuavel	 	 R e i n i ci a l i z a r e 	 *
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	 *A(8GM	 R i v e n d o s 	 						 T Yk r a r   q u r a _d 1r 	 ͑-	 R e s t a b l e i x 	 R  i n i t i a l i s e r 	 E n d u r s t i l l a 	 R e s t a b l e c e r 	  5A5B8@0X	 R e d e f i n i r 	 R e s e t u j 	 S e t a   b o t j h a 	 I - r e s e t 	 R e s e t 	 D a   n u y a n z u 	 T  n t  	 +AK@C	 B e r r e z a r r i 	 I - r e s e t 	 R e i n i c i a r 	 H a z i h a r i 	 A t h s h o c r a i g h 
 
 S T R _ G L O B A L _ R E S U M E 	 G L O B A L 	 T I T L E ,   L S K ,   R S K ,   T E X T ,   I C O N T E X T 	 G l o b a l   S t r i n g -   R e s u m e 	 R e s u m e 	 |~~	 ~~	 3@42#H-	 R e a n u d a r 	 R e p r e n d r e 	 W i e d e r   a u f n e h m e n 	 >7>1=. 	 R i p r e n d i 	 ('D3*E1'1	 C o n t i n u a r 	 T e k r a r   b a _l a t 	 T i p   t c 	 D a f t a r   R i w a y a t 	 S m b g   s m l 	 *	A	(		  	0		-	  	0	G			 	 	 	 F o l y t a t  s 	 	 	 	 H e r v a t t e n 	 	 	 R e z u m a t 	 	 	   	 	 	 '/'EG	 	 	   										 	 	 	 


  



  


	 	 Q a l a   f u t h i 	 Q a l i s a 	 E n d e l e a 	 G a a n   v o o r t 	 T s t i 	 A t s k t 	 J  t k a 	 Ne}o}el	 	 R e z u m a t 	 *
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	 *A(/K&>(	 R i f i l l o 	 										 Y e n i d Yn   b a _l a 	 b`_	 R e p r  n 	 R e p r i s e 	 H a l d a    f r a m 	 R e a n u d a r 	 @>4>;68	 C o n t i n u a r 	 N a s t a v i 	 T s w e l l a 	 I t u l o y 	 R e s u m e 	 S h e d a   n a   a i k i 	 B  r    p a d  	 "9V=	 B e r r i z   h a s i 	 I t u l o y 	 R e t o m a r 	 B i d o 	 A t o s a i g h 
 
 S T R _ G L O B A L _ R I N G T O N E 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   T I T L E ,   T W O L I N E 	 G l o b a l   S t r i n g -   R i n g t o n e 	 R i n g t o n e 	 4rϑ	 ÔXϑ	 #4B	 T i m b r e 	 S o n n e r i e 	 K l i n g e l t o n 	 @><:>ABL  72>=:0	 T o n o   d i   c h i a m a t a 	 F:E)  1FJF	 T i p o   d e   t o q u e 	 Z i l   t o n u 	 N h c   c h u  n g 	 N a d a   d e r i n g 	 N a d a   d e r i n g 	 0	?				K	(		 	 	 	 C s e n g Qh a n g 	 	 	 	 R i n g t o n e 	 	 	 S o n e r i e 	 	 	 	 	 	 "GF  2F	 	 	   							 	 	 	 






	   	 I r i n g i t h o n i 	 I t h o n i   y e f o w n i 	 t o n i   y a   k u i t a 	 L u i t o o n 	 S k a m b e s i o   t o n a s 	 Z v a n a   m e l o d i j a 	 H e l i n 	 ?avyk  teredk	   	 S o n e r i e 	 1
?

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M

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 	 0?MK(	 M e l o d i a   e   z e r i t 	 					' 		 Z Yn g   t o n u 	 4r	 S o   d e   t r u c a d a 	 S o n n e r i e 	 H r i n g i t  n n 	 T o n o   d e   t i m b r e 	 2C:  =0  U2>=5Z5	 T o q u e 	 Z v u k 	 M o d u m o   o   l l a n g 	 R i n g t o n e 	 R i n g t o n e 	 K i r a n   m u r y a 	 O h  n   o r i n    p  	 >K@0C  B@V	 D e i - d o i n u a 	 R i n g t o n e 	 T o n   d e   t i m b r e 	 U d a o l u 	 C l i n g t h o n 
 
 S T R _ G L O B A L _ S A V E _ T O _ P H O N E B O O K 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   S a v e   t o   P h o n e b o o k 	 S a v e   t o   P h o n e b o o k 	 2QX[q?|	 OX[0R5u݋?|	 1@GD"1*!8B#(1L	 G u a r d a r   e n   l i b r e t a   t e l e f  n i c a 	 E n r e g i s t r e r   d a n s   R  p e r t o i r e    l e c t r o n i q u e 	 I m   T e l e f o n b u c h   s p e i c h e r n 	 !>E@0=8BL  2  :>=B0:BK	 S a l v a   s u   r u b r i c a 	 -A8  'DJ  /DJD  'DG'*A	 G u a r d a r   n a   L i s t a   t e l e f  n i c a 	 T e l e f o n   r e h b e r i n e   k a y d e t   	 L u   v  o   d a n h   b 	 S i m p a n   k e   B u k u   t e l e p o n 	 S i m p a n   k e   B u k u   t e l e f o n 	 +	K	(	,	A		  .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   a   t e l e f o n k  n y v b e 	 	 	 	 O p s l a a n   i n   t e l e f o o n b o e k 	 	 	 S a l v a r e    n   a g e n d 	 	 	     	 	 	 0.1G  /1  /A*1  *DAF	 	 	   							  							  			 	 	 	 








  




	       	 G c i n a   k w i F o n i b h u k u 	 G c i n a   k w i n c w a d i   y e f o w n i 	 H i f a d h i   k w a   K i t a b u   c h a   s i m u 	 B e r g   i n   F o o n b o e k 	 .r a ay t i   /  t e l e f o n s  k n y g 	 S a g l a b t   t e l e f o n u   g r m a t 	 S a l v e s t a   t e l e f o n i r a a m a t u s s e 	 Japzavel  @e|amx}acxt	     	 S a l v a r e    n   a g e n d 	 +
K
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  
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	 +K(*A8M$?>0G  8M_  0(M$A	 R u a j   t e k   n u m e r a t o r i 	 													  							  				 T e l e f o n   k i t a b 1n d a   s a x l a 	 2QX[q?|	 D e s a   a   A g e n d a 	 S a u v e r   d a n s   l  a n n u a i r e 	 V i s t a      S  m a s k r  	 G u a r d a r   e n   A g e n d a 	 0GC20X  2>  B5;5D>=A:8  8<5=8:	 S a l v a r   n a   a g e n d a   t e l e f  n i c a 	 S a 
u v a j   u   t e l e f o n s k o m   i m e n i k u 	 B o l o k a   B u k e n g   y a   d i n o m o r o 	 I - s a v e   s a   P h o n e b o o k 	 S a v e   t o   P h o n e b o o k 	 Y i   a j i y a   a   t a k a r d a n   t e l i h o n 	 F i p a m   s     w  - f   n  	 "5;5D>=  0=KB0<0AK=0  A0B0C	 Z e n b a k i e t a n   g o r d e 	 I - s a v e   s a   P h o n e b o o k 	 G a r d a r   n a   a x e n d a 	 D o k w a a   n a   f o o n u b u k 	 S  b h  i l   c h u i g   L e a b h a r   f  i n 
 
 S T R _ G L O B A L _ S E N D _ T E X T _ M E S S A G E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   S e n d   t e x t   m e s s a g e 	 S e n d   S M S 	 P!|
	 SwO	 *HI-'2!1'-1)#	 E n v i a r   S M S 	 E n v o y e r   u n   m e s s a g e   t e x t e 	 T e x t m i t t e i l u n g   s e n d e n 	 B?@028BL  S M S 	 I n v i a   m e s s a g g i o   d i   t e s t o 	 S e n d   t e x t   m e s s a g e 	 E n v i a r   S M S 	 M e t i n   m e s a j 1  g  n d e r 	 G i   t i n   n h n 	 S e n d   t e x t   m e s s a g e 	 H a n t a r   m e s e j   t e k s 	 	H		M	8	M		  8		&	G	6	  -	G		G			 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 S M S    z e n e t   k  l d  s e 	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 S M S   v e r s t u r e n 	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 E x p e d i e r e   S M S 	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	     S M S 	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 A13*'/F  ~J'E  E*F	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 						  						 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 S e n d   t e x t   m e s s a g e 	 	 	 	 	 	 S t u u r   t e k s b o o d s k a p 	 	 	 	 	 	 	 	 	 D e r g o   m e s a z h i n   t e k s t 	 			  						  						  				 M Yt n   m e s a j 1n 1  g  n d Yr 	 PeW[
o`	 E n v i a   m i s s a t g e   d e   t e x t 	 E n v o y e r   u n   m e s s a g e   t e x t e 	 S e n d a   t e x t a s k i l a b o  	 E n v i a r   m e n s a j e   d e   t e x t o 	 A?@0B8  B5:ABC0;=0  ?>@0:0	 E n v i a r   m e n s a g e m   d e   t e x t o 	 P o aa l j i   t e k s t u a l n u   p o r u k u 	 R o m e l a   m o l a e t s a   w a   m o n g o l o 	 M a g p a d a l a   n g   m e n s a h e n g   t e x t 	 S e n d   t e x t   m e s s a g e 	 A i k a w a n   r u b u t u n   s a k o 	 F i    r    r a n c  	 BV=  E010@K=  6V15@C	 T e s t u m e z u a   b i d a l i 	 M a g p a d a l a   n g   m e n s a h e n g   t e k s t o 	 E n v i a r   m e n s a x e   d e   t e x t o 	 Z i p u   o z i   e d e r e e d e 	 S e o l   t e a c h t a i r e a c h t   t  a c s 
 
 S T R _ G L O B A L _ S E N D _ M U L T I M E D I A _ M E S S A G E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   M M S 	 PYZԚ
o`	 Si_O	 *HI-'2!!1%4!5@5"	 E n v i a r   M M S 	 E n v o y e r   u n   m e s s a g e   m u l t i m  d i a 	 M u l t i m e d i a - M i t t e i l u n g   s e n d e n 	 B?@028BL  M M S 	 I n v i a   m e s s a g g i o   m u l t i m e d i a l e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 E n v i a r   M M S 	 M u l t i m e d y a   m e s a j 1  g  n d e r 	 G i   M M S 	 S e n d   m u l t i m e d i a   m e s s a g e 	 H a n t a r   m e s e j   m u l t i m e d i a 	 .	2	M		@	.	@	!	?	/	>	  8		&	G	6	  -	G		G			 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 M M S    z e n e t   k  l d  s e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 M M S   v e r s t u r e n 	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 E x p e d i e r e   m e s a j   m u l t i m e d i a 	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	     M M S 	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 A13*'/F  ~J'E  F/  13'FG  'I	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 						  						 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 S e n d   m u l t i m e d i a   m e s s a g e 	 	 	 	 	 	 S t u u r   m u l t i m e d i a   b o o d s k a p 	 	 	 	 	 	 	 	 	 D e r g o   m e s a z h i n   m u l t i m e d i a 	 												  						  						  				 M u l t i m e d i y a   m e s a j 1n 1  g  n d Yr 	 PYZԚ
o`	 E n v i a   m i s s a t g e   m u l t i m  d i a 	 E n v o y e r   u n   m e s s a g e   m u l t i m  d i a 	 S e n d a   m a r g m i  l u n a r s k i l a b o  	 E n v i a r   m e n s a j e   m u l t i m e d i a 	 A?@0B8  <C;B8<548X0;=0  ?>@0:0	 E n v i a r   m e n s a g e m   m u l t i m  d i a 	 P o aa l j i   m u l t i m e d i j a l n u   p o r u k u   	 R o m e l a   m o l a e t s a   w a   m u l t i m e d i a 	 M a g p a d a l a   n g   m e n s a h e n g   m u l t i m e d i a 	 S e n d   m u l t i m e d i a   m e s s a g e 	 A i k a w a n   m u l t i m i d i a   s a k o 	 F i      f i r a n c  m u l t i m e d i a   r a n c  	 C;LB8<5480  E010@K=  6V15@C	 M u l t i m e d i a   m e z u a   b i d a l i 	 M a g p a d a l a   n g   m u l t i m e d i a   n a   m e n s a h e 	 E n v i a r   m e n s a x e   m u l t i m e d i a 	 Z i p u   o z i   m o l t i m e d i a 	 S e o l   t e a c h t a i r e a c h t   i l m h e  n 
 
 S T R _ G L O B A L _ S E N D I N G 	 G L O B A L 	 T I T L E ,   P O P U P ,   P O P U P C O N F I R M 	 G l o b a l   S t r i n g -   S e n d i n g 	 S e n d i n g 	 P-N	 ck(WS	 3%1*H	 E n v i a n d o 	 E n v o i 	 W i r d   g e s e n d e t 	 B?@02:0	 I n v i o 	 ,'1M  'D'13'D	 A   e n v i a r 	 G  n d e r i y o r 	 a n g   g i 	 M e n g i r i m 	 M e n g h a n t a r 	 -	G		  0	9	>	  9	H		 	 	 	 K  l d  s 	 	 	 	 V e r z e n d e n 	 	 	 E x p e d i e r e    n   c u r s 	 	 	 	 	 	 /1  -'D  '13'D	 	 	 						  						 	 	 	 





  





  

	 	 K u y a t h u n y e l w a 	 I y a t h u m e l a 	 I n a t u m a 	 S t u u r   t a n s 	 S i u n 
i a m a 	 S kt a 	 S a a t m i n e 	 Hraoxt	     	 E x p e d i e r e    n   c u r s 	 
/

M
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A
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M
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A
	 * >	?	 D u k e   d e r g u a r 	 						  				 G  n d Yr i l i r 	 P-N	 S  e s t    e n v i a n t 	 E n v o i   e n   c o u r s 	 S e n d i 	 E n v i a n d o 	 !5  8A?@0\0	 E n v i a n d o 	 S l a n j e 	 E   a   r o m e l a 	 P i n a p a d a l a 	 S e n d i n g 	 A i k a w a 	 N f i r a n c	 V15@C	 B i d a l t z e n 	 I p i n a p a d a l a 	 E n v i a n d o 	 N a - e z i p u 	 A g   s e o l a d h 
 
 S T R _ G L O B A L _ S E N T 	 G L O B A L 	 I C O N T E X T ,   P O P U P ,   P O P U P C O N F I R M ,   C 1 5 4 _ 1 	 G l o b a l   S t r i n g -   S e n t   ( s e n d   s u c c e s s f u l l y ) 	 S e n t 	 ]P	 ]S	 *HA%I'	 E n v i a d o 	 E n v o y  	 G e s e n d e t 	 B?@02;5=>	 I n v i a t o 	 *E  'D'13'D	 E n v i a d o 	 G  n d e r i l d i 	    g i 	 K i r i m 	 H a n t a r 	 -	G		>	  	/	>		 	 	 	 E l k  l d v e 	 	 	 	 V e r z o n d e n 	 	 	 E x p e d i a t 	 	 	 	 	 	 '13'D  4/	 	 	   						  						 	 	 	 







	 	 K u t h u n y e l w e 	 T h u n y e l w e 	 I m e t u m w a 	 G e s t u u r 	 I as i ss t a 	 N o s kt +t i 	 S a a d e t u d 	 Hrao~an  g	 	 E x p e d i a t 	 
/

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A
	 * >2>	 U   d e r g u a 	 								 G  n d Yr i l i b 	 ]P	 E n v i a t 	 E n v o y  	 S e n t 	 E n v i a d o 	 A?@0B5=>	 E n v i a d o 	 P o s l a t o 	 E   r o m e t s w e 	 N a i p a d a l a 	 S e n t 	 A i k a 	 T i   f i r a n c	 V15@V;4V	 B i d a l i a 	 N a i p a d a l a 	 E n v i a d o 	 Z i p u 	 S e o l t a 
 
 S T R _ G L O B A L _ S E T T I N G S 	 G L O B A L 	 T I T L E ,   L S K ,   R S K ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   S e t t i n g s 	 S e t t i n g s 	 -[	 n	 H241I	 C o n f i g u r a c i  n 	 P a r a m  t r e s 	 E i n s t e l l u n g e n 	 0AB@>9:8	 I m p o s t a z i o n i 	 6(7	 D e f i n i   e s 	 A y a r l a r 	 C  i   t   	 P e n g a t u r a n 	 S e t i n g 	 8	G		?				 	 	 	 B e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n 	 	 	 S e t r i 	 	 	 	 	 	 *F8E'*	 	 	 							 	 	 	 







	   	 A m a s e t h i n g i 	 U s e t o 	 M i p a n g i l i o 	 S t e l l i n g s 	 N u o s t a t o s 	 I e s t a t +j u m i 	 S e a d e d 	 ?auavve	 	 S e t r i 	 
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 	 8G?A!?	 R e g j i s t r i m e t 	 							 Q u r a _d 1r m a l a r 	 -[	 C o n f i g u r a c i  	 P a r a m  t r e s 	 S t i l l i n g a r 	 C o n f i g u r a c i  n 	 >AB02:8	 C o n f i g u r a   e s 	 P o d e aa v a n j a 	 D i - s e t t i n g 	 M g a   S e t t i n g 	 S e t t i n g s 	 D a i d a i t a 	  t  	 0@0<5B@;5@	 E z a r p e n a k 	 M g a   s e t t i n g 	 C o n f i g u r a c i  n 	 N h a z i 	 S o c r u i t h e 
 
 S T R _ G L O B A L _ S I M 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   T W O L I N E 	 G l o b a l   S t r i n g -   S I M 	 S I M 	 S I M aS	 S I M aS	 4!	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 (7'B)	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 	 	 	 S I M 	 	 	 	 S I M 	 	 	 S I M 	 	 	 S I M 	 	 	 3E  '1*	 	 	   				 	 	 	 


	 	 I - S I M 	 I - S I M 	 S I M 	 S I M 	 S I M   k o r t e l 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 8?.	 S I M 	 				 S 0M 	 S I M aS	 S I M 	 C a r t e   S I M 	 S I M 	 S I M 	 S I M   :0@B8G:0	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M - :0@B0	 S I M 	 S I M 	 S I M 	 S i m 	 S I M 
 
 S T R _ G L O B A L _ S O R T _ B Y 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   S o r t   b y   ( i n c l u d e   s u b   o p t i o n s ) 	 S o r t 	 c^	 c^	 ? ? ? ? ? ? ? ? 	 O r d e n a r   p o r   	 T r i e r   p a r 	 S o r t i e r e n   n a c h 	 !>@B8@>2:0	 O r d i n a   p e r 	 ? ? ?   ? ? ? ? ? 	 O r d e n a r   p o r 	 S ? r a l a 	 C h ?   ? ?   s ? p   x ? p 	 U r u t   b e r d a s a r k a n 	 I s i h   m e n g i k u t 	 ? ? ? ? ? ?   ? ? ? ? ? ? 	 	 	 	 R e n d e z  s   m  d j a 	 	 	 	 S o r t e r e n   o p 	 	 	 S o r t a r e   d u p ? 	 	 	 ? ? ? ?   ? ? ? 	 	 	 ? ? ? ? ?   ? ?   ? ? ? ? 	 	 	   ? ? ? ? ? ?   ? ? ? ? ? ? ? ? ? ? ?   ? ? 	 	 	 	 ? ? ? ? ? ?   ? ? ? ? ? ? ?   ? ? ? 	 ?   ? ? ? ?   ? ? ? ? ? ? ? ? 	 S o t h a   n g e 	 H l e l w e   n g u 	 C h a m b u a   k w a 	 S o r t e e r   v o l g e n s 	 R k? i u o t i   p a g a l 	 ? ? i r o t   p c 	 S o r t i m i s a l u s 	 ? ? ? ? ? ? ? ? ? ? ?   ? ? ? 	 ? ? ? ? ? ? ? ? ? ? ? ? ? ?   _ ?   ? ? ? ? ? ? ? ? 	 S o r t a r e   d u p ? 	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? 	 ? ? ?   ? ? ? ? ? ? ?   ? ? ? ?   ? ? ? ? ? ? 	 R e n d i t   s i p a s 	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ?   ? ? ? 	 & s i r a l a n ? b d ? r 	 c^e_	 O r d e n a   p e r 	 T r i e r   p a r 	 R a e a   e f t i r 	 O r d e n a r   p o r 	 !>@B8@0?   A?>@54	 O r d e n a r   p o r 	 R a z v r s t a j   p o 	 H l o p h a   k a 	 A y u s i n   a y o n   s a 	 S o r t   b y 	 N e m a   g a 	 T       l ? ? s ? ? s ?   n i p a 	 !? @K?B0C	 N o l a   o r d e n a t u : 	 A y u s i n   a y o n   s a 	 O r d e n a r   p o r 	 H ? ?   s i t e 	 S  r t  i l   d e   r  i r 
 
 S T R _ G L O B A L _ S T A R T 	 G L O B A L 	 L S K ,   I C O N T E X T 	 G l o b a l   S t r i n g -   S t a r t 	 S t a r t 	 Y	  _Y	 @#4H!	 I n i c i a r 	 D  b u t 	 S t a r t 	 !B0@B	 A v v i a 	 (/'J)	 I n  c i o 	 B a _l a t 	 B t   u 	 M u l a i 	 M u l a 	 6	A	0	B	  	0	G			 	 	 	 I n d  t  s 	 	 	 	 S t a r t e n 	 	 	  n c e p e ci 	 	 	 	 	 	 41H9	 	 	   					 	 	 	 


  


	 	 Q a l a 	 Q a l i s a 	 A n z a 	 B e g i n 	 P r a d t i 	 S t a r t s 	 K  i v i t a 	 Mokfb	   	 S t a r t 	 $
A


M

B
	 0.M-	 F i l l o 	 					  				 B a _l a 	 Y	 I n i c i a 	 D  b u t 	 B y r j a 	 I n i c i a r 	 0?>G=8	 I n i c i a r 	 K r e n i 	 Q a l o 	 S i m u l a n 	 S t a r t 	 F a r a w a 	 B  r  	 0AB0C	 H a s i 	 M a g s i m u l a 	 C o m e z o 	 S o t u   s i t e 	 T o s a i g h 
 
 S T R _ G L O B A L _ S T O R A G E 	 G L O B A L 	 T I T L E ,   I C O N T E X T ,   B A R C O D E _ H I N T _ B R A C K E T 	 G l o b a l   S t r i n g -   S t o r a g e 	 S t o r a g e 	 2QX[MOn	 X[PMOn	 *H'1@G	 A l m a c e n a m i e n t o 	 S t o c k a g e 	 S p e i c h e r m e d i u m 	 0<OBL	 A r c h i v i a z i o n e 	 EHB9  'D-A8	 A r m a z e n a m e n t o 	 D e p o l a m a 	 V   t r    l u 	 P e n y i m p a n a n 	 P e n y i m p a n a n 	 8	M		K	0	G			 	 	 	 H  t t  r t  r 	 	 	 	 O p s l a g 	 	 	 M e m o r a r e 	 	 	 	 	 	 E-D  0.1G	 	 	   								 	 	 	 










	 	 I s i l o n d i 	 I n d a w o   y o k u g c i n a 	 H i f a d h i 	 B e r g p l e k 	 A t m i n t i n 	 K r t u v e 	 S a l v e s t a m i n e 	 @kwxrxiuav  }a	   	 M e m o r i e   d e   s t o c a r e 	 8
M
1
M
1
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1
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M
	 7MK0G	 R u a j t j a 	 							  	 Y a d d a _	 2QX[	 E m m a g a t z e m a t g e 	 M  m o i r e 	 G e y m s l a 	 A l m a c e n a m i e n t o 	 !:;048@0Z5  	 A r m a z e n a m e n t o 	 M e m o r i j a 	 P o l o k e l o 	 I m b a k a n 	 S t o r a g e 	 A j i y a 	 I b i    p a m 	 04K	 G o r d a i l u a 	 I m b a k a n 	 A l m a c e n a m e n t o 	 l   n c h e k w a 	 S t  r a s 
 
 S T R _ G L O B A L _ S U B J E C T 	 G L O B A L 	 U N L I M 	 G l o b a l   S t r i n g -   S u b j e c t 	 S u b j e c t 	 ;Ne	 ;N	 @#7H-	 A s u n t o 	 S u j e t 	 B e t r e f f 	 "5<0	 O g g e t t o 	 3E)	 A s s u n t o 	 K o n u   	 C h   	 S u b j e k 	 S u b j e k 	 5	?	7	/		 	 	 	 T  r g y 	 	 	 	 O n d e r w e r p 	 	 	 S u b i e c t 	 	 	 	 	 	 EH6H9	 	 	   					 	 	 	 



	 	 I s i h l o k o 	 I n t l o k o 	 M a d a 	 O n d e r w e r p 	 T e m a 	 T m a 	 T e e m a 	 9eta	   	 S u b i e c t 	 5
?
7
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
	 ,?7_	 S u b j e k t i 	 					 M  v z u 	 jL	 A s s u m p t e 	 S u j e t 	 E f n i 	 A s u n t o 	 0A;>2	 A s s u n t o 	 P r e d m e t 	 T a b a 	 P a k s a 	 S u b j e c t 	 F a n n i 	 K  k  -  r  	 "0K@K?	 G a i a   	 P a k s a 	 A s u n t o 	 I s i o k w u 	  b h a r 
 
 S T R _ G L O B A L _ T E X T 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   T e x t 	 T e x t 	 eW[	 eW[	 I-'2!	 T e x t o 	 T e x t e 	 T e x t 	 "5:AB	 T e s t o 	 F5	 T e x t o 	 M e t i n 	 K    t 	 T u l i s a n 	 T e k s 	 	H		M	8	M			 	 	 	 S z  v e g 	 	 	 	 t e k s t 	 	 	 T e x t 	 	 	 	 	 	 E*F	 	 	 				 	 	 	 




	 	 U m b h a l o 	 I g a m a 	 M a a n d i s h i 	 T e k s 	 T e k s t a s   	 T e k s t s 	 T e k s t 	 Oe}	 	 T e x t 	 
F
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	 *> 	 T e k s t i 	 				 M Yt n 	 eW[	 T e x t 	 T e x t e 	 T e x t i 	 T e x t o 	 "5:AB	 T e x t o 	 T e k s t 	 M o n g o l o 	 T e x t 	 T e x t 	 R u b u t u 	  r  	 BV=	 T e s t u a 	 T e k s t o 	 T e x t o 	 E d e r e d e 	 T  a c s 
 
 S T R _ G L O B A L _ T E X T _ M E S S A G E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   T e x t   m e s s a g e   ( S M S ) 	 T e x t   m e s s a g e 	 !|
	 wO	 I-'2!1'-1)#	 M e n s a j e   d e   t e x t o 	 M e s s a g e   t e x t e 	 T e x t m i t t e i l u n g 	 S M S 	 M e s s a g g i o   d i   t e s t o 	 13'D)	 M e n s a g e m   d e   t e x t o 	 M e t i n   i l e t i s i   	 T i n   n h n 	 P e s a n   t e k s 	 M e s e j   t e k s 	 	H		M	8	M		  8		&	G	6		 	 	 	 S z  v e g e s    z e n e t 	 	 	 	 T e k s t b e r i c h t 	 	 	 M e s a j   t e x t 	 	 	   	 	 	 ~'E  E*F	 	 	   						  							 	 	 	 




  




	   	 U m b i k o   w o m b h a l o 	 U m y a l e z o   w I g a m a 	 u j u m b e   w a   m a a n d i s h i 	 T e k s b o o d s k a p 	 T e k s t o   p r a n e ai m a s 	 T e k s t a   z i Fo j u m s 	 T e k s t s  n u m 	 Oe}aukv  parxdacxiuxv	   	 M e s a j   t e x t 	 
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
	 *>   8(M&G6	 M e s a z h i   t e k s t 	 			  							 M Yt n   m e s a j 1	 eW[
o`	 M i s s a t g e   d e   t e x t 	 M e s s a g e   t e x t e 	 T e x t a s k i l a b o  	 M e n s a j e   d e   t e x t o 	 "5:ABC0;=0  ?>@0:0	 M e n s a g e m   d e   t e x t o 	 T e k s t u a l n a   p o r u k a 	 M o l a e t s a   w a   m o n g o l o 	 M e n s a h e n g   t e x t 	 T e x t   m e s s a g e 	 R u b u t u n   s a k o 	  f  r  r a n c	 BV=  E010@K	 T e s t u m e z u a 	 M e n s a h e n g   t e k s t o 	 M e n s a x e   d e   t e x t o 	 O z i   e d e r e d e 	 T e a c h t a i r e a c h t   t  a c s 
 
 S T R _ G L O B A L _ T I M E 	 G L O B A L 	 U N L I M ,   I C O N T E X T 	 G l o b a l   S t r i n g -   T i m e 	 T i m e 	 Bf	 e	 @'%2	 T i e m p o 	 H e u r e 	 Z e i t 	 @5<O	 O r a 	 HB*	 H o r a 	 S a a t 	 T h i   g i a n 	 W a k t u 	 M a s a 	 8	.	/		 	 	 	 I d Q	 	 	 	 T i j d 	 	 	 O r a 	 	 	 	 	 	 2E'F	 	 	   				 	 	 	 


	 	 I s i k h a t h i 	 I x e s h a 	 W a k a t i 	 T y d 	 L a i k a s 	 L a i k s 	 K e l l a a e g 	 :atavao	 	 O r 	 8
.
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
	 8._	 O r a 	 				 V a x t 	 Bf	 H o r a 	 H e u r e 	 T  m i 	 H o r a 	 @5<5  	 H o r a 	 V r e m e 	 N a k o 	 O r a s 	 T i m e 	 L o k a c i 	  k  k  	 #0KB	 D e n b o r a 	 O r a s 	 H o r a 	 O g e 	 A m 
 
 S T R _ G L O B A L _ U N M A R K 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   U n m a r k 	 U n m a r k 	 Smj	 Smh	 @%4!2#L	 D e s m a r c a r 	 D  c o c h e r 	 M a r k i e r u n g   f r e i g e b e n 	 !=OBL  <5B:C	 D e s e l e z i o n a 	 'D:'!  'D*9DJB	 D e s m a r c a r 	 0_a r e t i   k a l d 1r 	 H y    n h   d u 	 H a p u s   t a n d a 	 B u a n g   t a n d a 	 		?	9	M	(	?	$	  	0	G			 	 	 	 M e g j e l  l  s   v i s s z a v o n  s a 	 	 	 	 N i e t   m a r k e r e n 	 	 	 D e m a r c a r e 	 	 	   	 	 	 9D'E*(1/'1	 	 	   								 	 	 	 




  


  


	   	 S u s a   u m a k a 	 S u k u p h a w u l a 	 T o a   a l a m a 	 K a n s e l l e e r   m e r k 	 N u i m t i   ~y m j i m 	 N o Fe m t   m a r 7j u m u 	 E e m a l d a   m  r g e 	 @avel  vwxth	   	 D e b i f a ci 	 

/
>
3

  .
>
1
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1
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	 ?9M(	 M o s   s h e n o 	 								  	 0_a r Ys i z l Y_d i r 	 
Nj:y	 D e s m a r c a 	 D  c o c h e r 	 A f m e r k j a 	 D e s m a r c a r 	 BAB@0=8  >7=0:0	 D e s m a r c a r 	 O d 
e k i r a j 	 T s h w a o l l a 	 T a n g g a l i n   a n g   m a r k a 	 U n m a r k 	 B a   s a   a l a m a   b a   	 M    s  m  s  	 5;3V;5<5C	 M a r k a   k e n d u 	 A l i s i n   a n g   m a r k a 	 D e s m a r c a r 	 A k a l a   i h e     	 D  m h a r c  i l 
 
 S T R _ G L O B A L _ U N M A R K _ A L L 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   U n m a r k   a l l 	 U n m a r k   a l l 	 SmhQj	 SmhQh	 @%4!2#L1I+!	 D e s m a r c a r   t o d o s 	 D  c o c h e r   t o u s 	 A l l e   M a r k i e r u n g e n   f r e i g e b e n 	 !=OBL  2A5  <5B:8	 D e s e l e z i o n a   t u t t o 	 'D:'!  'D*9DJB'*	 D e s m a r c a r   t o d o s 	 T  m  n  n   i _a r e t i n i   k a l d 1r 	 H y   t o  n   b    n h   d u 	 H a p u s   s e m u a   t a n d a 	 B u a n g   t a n d a   s e m u a 	 8	-	@	  		?	9	M	(	?	$	  	0	G			 	 	 	  s s z e s   m e g j e l  l  s  n e k   v i s s z a v o n  s a 	 	 	 	 N i e t s   m a r k e r e n 	 	 	 D e m a r c a r e   t o t a l 	 	 	     	 	 	 9D'E*(1/'1  GEG	 	 	   		  							  			 	 	 	 





  




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	     	 S u s a   u m a k a   k u k h o   k o n k e 	 S u k u z i p h a w u l a   z o n k e 	 T o a   z o t e   a l a m a   	 K a n s e l l e e r   a l l e   m e r k e 	 N u i m t i   v i s k o   ~y m j i m 	 N o Fe m t   m a r 7j u m u   v i s i e m 	 E e m a l d a   k  i k   m  r k e d 	 @avel  bxlxk  vwxth	     	 D e b i f a ci   t o a t e    n r e g i s t r r i l e 	 
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Nj:y	 D e s m a r c a - h o   t o t 	 D  c o c h e r   t o u s 	 A f m e r k j a   a l l t 	 D e s m a r c a r   t o d o s 	 BAB@0=8  >7=0:0  >4  A8B5	 D e s m a r c a r   t o d o s 	 O d 
e k i r a j   s v e 	 T s h w a o l l a   t s o h l e 	 T a n g g a l a n   l a h a t   n g   m a r k a 	 U n m a r k   a l l 	 K a d d a   a   s a   a l a m a r   d u k a   b a 	 M a   s  m  s    g b o g b o   r  	 0@;KK=  15;3V;5<5C	 G u z t i e i   m a r k a   k e n d u 	 A l i s i n   a n g   m a r k a   n g   l a h a t 	 D e s m a r c a r   t o d o 	 A k a l a   i h e   n a   h a   n i i l e 	 D  m h a r c  i l   g a c h   r u d 
 
 S T R _ G L O B A L _ U D P _ P O R T 	 G L O B A L 	 T E X T ,   I C O N T E X T ,   T I T L E ,   T W O S T A T E 	 G l o b a l   S t r i n g -   U D P   p o r t 	 U D P   p o r t 	 U D P W	 U D P zS	 -#L  U D P 	 P u e r t o   U D P 	 P o r t   U D P 	 U D P - P o r t 	 >@B  U D P 	 P o r t a   U D P 	 EHB9  'D71AJ)U D P 	 P o r t a   U D P 	 U D P   p o r t u 	 C n g   U D P 	 P o r t   U D P 	 P o r t   U D P 	 U D P   *	K	0	M			 	 	 	 U D P   p o r t 	 	 	 	 U D P - p o r t 	 	 	 P o r t   U D P 	 	 	   U D P 	 	 	 ~H1*  U D P 	 	 	   		. 		. 		  					  	 	 	 	 U D P   




	   	 I - U D P   p o r t 	 I z i b u k o   l w e - U D P 	 P o r t i   y a   U D P 	 U D P - p o o r t 	 U D P   p r i e v a d a s 	 U D P   p o r t s 	 U D P   p o r t 	 U D P   zx|	 U D P   	 P o r t   U D P 	 U D P   *
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 
 S T R _ G L O B A L _ U R L 	 G L O B A L 	 U N L I M 	 G l o b a l   S t r i n g -   U R L 	 U R L 	 }@W	 Q@W	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 9FH'F  'D4(C)	 U R L 	 U R L   	 a   c h   m n g 	 U R L 	 U R L 	 U R L 	 	 	 	 U R L 	 	 	 	 U R L 	 	 	 U R L 	 	 	 U R L 	 	 	 U R L 	 	 	   		. 		. 			 	 	 	 U R L 	     	 I - U R L 	 I - U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 }@W	 U R L 	 U R L 	 V i s t f a n g 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L 	 U R L - <5:5=609K	 U R L 	 U R L 	 U R L 	 U r l 	 U R L 
 
 S T R _ G L O B A L _ V I A _ B L U E T O O T H 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   V i a   B l u e t o o t h   ( s u b   o p t i o n   o f   s e n d i n g   c o m m a n d ) 	 V i a   B l u e t o o t h 	 }ͅYr	 Ǐ݄Yr	 H2%99	 A   t r a v  s   d e   B l u e t o o t h 	 V i a   B l u e t o o t h 	  b e r   B l u e t o o t h 	 '5@57  B l u e t o o t h 	 V i a   B l u e t o o t h 	 9(1  'D(DH*H+	 V i a   B l u e t o o t h 	 B l u e t o o t h   a r a c 1l 11y l a   	 T h  n g   q u a   B l u e t o o t h 	 V i a   B l u e t o o t h 	 M e n g i k u t   B l u e t o o t h 	 ,	M	2	B		B	%	  	G	  	0	?			 	 	 	 B l u e t o o t h - k a p c s o l a t o n 	 	 	 	 V i a   B l u e t o o t h 	 	 	 P r i n   B l u e t o o t h 	 	 	   - ' 	 	 	 '2  71B  B l u e t o o t h 	 	 	   									  								 	 	 	 








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	   	 N g e - B l u e t o o t h 	 N g e - b l u e t o o t h 	 K u p i t i a   B l u e t o o t h 	 V i a   B l u e t o o t h 	 P e r   B l u e t o o t h 	 C a u r   B l u e t o o t h 	 B l u e t o o t h i   k a u d u 	 B l u e t o o t h - k  tk{xx~	   	 P r i n   B l u e t o o t h 	 ,
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 
 S T R _ G L O B A L _ V I A _ I N F R A R E D 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   V i a   i n f r a r e d   ( s u b   o p t i o n   o f   s e n d i n g   c o m m a n d ) 	 V i a   i n f r a r e d 	 }}Y}	 Ǐ~Y	 H2-4#2@#	 A   t r a v  s   d e   i n f r a r r o j o 	 V i a   i n f r a r o u g e 	  b e r   I n f r a r o t 	 '5@57  8=D@0:@0A=K9  ?>@B	 V i a   i n f r a r o s s i 	 9(1  '49)  'D-E1'!	 V i a   i n f r a v e r m e l h o s 	 K 1z 1l  t e s i   a r a c 1l 11y l a   	 T h  n g   q u a   h n g   n g o i 	 V i a   i n f r a m e r a h 	 M e n g i k u t   i n f r a m e r a h 	 	(	M	+	M	0	>	0	G	!	  	G	  	0	?			 	 	 	 I n f r a v  r  s  n 	 	 	 	 V i a   i n f r a r o o d 	 	 	 P r i n   i n f r a r o _u 	 	 	     	 	 	 '2  71B  E'/HF  B1E2	 	 	   											  								 	 	 	 









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	     	 N g e - i n f r a r e d 	 N g e m i t h a   e n g e n z i   b o m v u 	 K u p i t i a   i n f o r e d i 	 V i a   i n f r a r o o i 	 P e r   i n f r a r a u d .   s p . 	 A r   i n f r a s a r k a n o 	 I n f r a p u n a   k a u d u 	 ;vaoatk  }ak  tk{xx~	     	 P r i n   i n f r a r o _u 	 
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 
 S T R _ G L O B A L _ V I D E O 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   V i d e o 	 V i d e o 	 q_Gr	 Ɖ	 '45B-	 V i d e o 	 V i d  o 	 V i d e o 	 845>	 V i d e o 	 AJ/JH	 V  d e o 	 V i d e o   	 V i d e o 	 V i d e o 	 V i d e o 	 5	@	!	?	/	K		 	 	 	 V i d e  	 	 	 	 V i d e o 	 	 	 V i d e o 	 	 	 	 	 	 ADE	 	 	 						 	 	 	 





	 	 I v i d y o 	 I v i d i y o 	 V i d e o 	 V i d e o 	 V a i z d o   k l i p a s 	 V i d e o f a i l s 	 V i d e o 	 Nkdex	 	 V i d e o 	 5
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	 -?!?	 V i d e o 	 					' 	 V i d e o 	 P	 V  d e o 	 V i d  o 	 M y n d s k e i  	 V i d e o 	 845>  70?8A	 V  d e o 	 V i d e o 	 V i d e o 	 V i d e o 	 V i d e o 	 B i d i o 	 F i d i o 	 59=5	 B i d e o a 	 V i d e o 	 V  d e o 	 V i d i o 	 F  s e  n 
 
 S T R _ G L O B A L _ V O L U M E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   V o l u m e 	 V o l u m e 	 ϑ	 ϑ	 #4!2	 V o l u m e n 	 V o l u m e 	 L a u t s t  r k e 	 @><:>ABL	 V o l u m e 	 5H*	 V o l u m e 	 S e s 	  m   l n g 	 V o l u m e 	 V o l u m 	 5	I	2	M	/	B	.		 	 	 	 H a n g e r Q	 	 	 	 G e l u i d s s t e r k t e 	 	 	 V o l u m 	 	 	 	 	 	 E2'F  5/'	 	 	   						 	 	 	 






	 	 I v o l u m u 	 U m t h a m o 	 S a u t i 	 V o l u m e 	 G a r s u m o   n u s t a t y m a s 	 S k a <u m s 	 H e l i t u g e v u s 	 Aaukv  baqxiuxv	   	 V o l u m 	 6
,
M
&

	 -2M_A.	 V o l u m i 	 						 S Ys    c a l 1q 1	 ϑ	 V o l u m 	 V o l u m e 	 H l j   s t y r k u r 	 V o l u m e n 	 0G8=0  =0    72C:	 V o l u m e 	 J a 
i n a 	 B o p h a h a m o   b a   m o d u m o 	 L a k a s 	 V o l u m e 	 I y a k a c i n   s h i 	  w  n   d  d  n 	 =4V;V:	 S o i n u m a i l a 	 L a k a s   n g   t u n o g 	 V o l u m e 	 d a o l u 	 A i r d e 
 
 S T R _ I D _ S N D R E C _ U N S U P P O R T E D _ T Y P E 	 S o u n d R e c o r d e r 	 P O P U P 	 U n s u p p o r t e d   t y p e 	 U n s u p p o r t e d   t y p e 	 
N/ecv^W	 
N/ecv{|W	 
45HD!H*1*8	 T i p o   n o   s o p o r t a d o 	 T y p e   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e r   T y p 	 "8?  =5  ?>445@68205BAO	 T i p o   n o n   s u p p o r t a t o 	 FE7  :J1  E/9E	 T i p o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   t  r   	 K h  n g   h   t r   c h   	 J e n i s   t i d a k   d i d u k u n g 	 J e n i s   t i d a k   d i s k o n g 	 	8	.	0	M	%	?	$	  *	M	0		>	0		 	 	 	 N e m   t  m o g a t o t t   t  p u s 	 	 	 	 T y p e   n i e t   o n d e r s t e u n d 	 	 	 T i p u l   n u   e s t e   a c c e p t a t 	 	 	     	 	 	 FH9  ~4*('F  F4/G	 	 	   								  				 	 	 	 






  





	   	 U h l o b o   o l u n g a s a p h o t h i w e 	 U h l o b o   o k u n g a x h a s w a n g a 	 A i n a   i s i o k u b a l i w a 	 T i p e   n i e   g e s t e u n   n i e 	 N e p a l a i k o m a s   t i p a s 	 N e a t b a l s t +t s   v e i d s 	 T o e t u s e t a   t   p 	 1vpataerelk  e}ao	   	 T i p   n e a c c e p t a t 	 *
?
(
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0

	 8.0M%?$  *M0>0	 L l o j   i   p a m b e s h t e t u r 	 								  							 	 	 	 	 	 	 	 T i p o   n  o   s u p o r t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ W A P 	 G L O B A L 	 C 0 5 7 _ 1 ,   I C O N T E X T ,   T W O S T A T E 	 G l o b a l   S t r i n g -   W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 HJ(	 W A P 	 W A P   	 W A P 	 W A P 	 W A P 	 W A P 	 	 	 	 W A P 	 	 	 	 W A P 	 	 	 W A P 	 	 	 W A P 	 	 	 W A P 	 	 	   					 	 	 	 W A P 	 W A P 	 I - W A P 	 I - W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W A P 	 W a p 	 W A P 
 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ O P 0 1 _ R O O T _ F U L L 	 B A R C O D E R E A D E R 	 P O P U P 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 vuMRxx9hv]n9eSbMOn	 S_MRxv9hvU_]n9eSSb _MOn	 D@#-#5#24*L181@G!, @%5H"3A+H	 E l   d i r e c t o r i o   r a  z   a c t u a l   d e l   d i s c o   e s t    l l e n o ,   c a m b i a r   p o s i c i  n   a b i e r t a 	 D o s s i e r   r a c i n e   d u   d i s q u e   p l e i n ,   c h a n g e r   l a   p o s i t i o n   d  o u v e r t u r e 	 A k t u e l l e s   S t a m m v e r z e i c h n i s   a u f   F e s t p l a t t e   v o l l ,   o f f e n e   P o s i t i o n    n d e r n 	   :>@=52><  :0B0;>35  B5:CI53>  48A:0  =5B  <5AB0.   K15@8B5  4@C3>5  <5AB>?>;>65=85. 	 D i r .   r o o t   d e l   d i s c o   c o r r e n t e ,   c a m b i a r e   p o s i z i o n e   a p e r t a 	 /DJD  'D'5D  EED$  AJ  'DB15, *:J1  EHB9  'DA*-	 D i r e c t o r i a   d e   r a i z   d o   d i s c o   a c t u a l   c h e i a ,   a l t e r a r   p o s i   o   d e   a b e r t u r a 	 M e v c u t   d i s k   k  k    d o l u ,   a  s 1k   k o n u m u   d e i _t i r 	 C t   m c   l c   t r o n g   )a   h i n      y , i   v   t r    m 	 D i r e k t o r i   a k a r   d i s k   y a n g   d i g u n a k a n   p e n u h ,   u b a h   p o s i s i   t e r b u k a 	 D i r   a k a r   c a k e r a   s e k a r a n g   p e n u h ,   t u k a r   k e d u d u k a n   b u k a 	 5	0	M	$	.	>	(	  !	?	8	M		  0	B		  !	>	/	0	G		M		0	@	  +	A	2	,   	*	(	  *	I		?	6	(	  ,	&	2	G			 	 	 	 A z   a k t u  l i s   l e m e z   g y  k  r k  n y v t  r a   m e g t e l t ,   m  d o s  t s a   a   n y i t  s   h e l y  t 	 	 	 	 H o o d m a p   v a n   h u i d i g e   s c h i j f   i s   v o l ,   v e r a n d e r   d e   o p e n p o s i t i e 	 	 	 D i r e c t o r u l   r d c i n   a l   d i s c u l u i   c u r e n t   e s t e   p l i n .   S c h i m b a ci   p o z i ci a   d e s c h i s 	 	 	         ,         	 	 	 4'.G  14G  /3  A9D  ~1  '3*  H69*  ('2  1/F  1'  *:1  /G/	 	 	   							  							  			  									  					,   				  							  								  			 	 	 	 







  




  


  








  






  



  

  

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  





  



	         ,       	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 H u i d i g e   s k y f   b a s i s g i d s   v o l ,   w y s i g   o p e   p o s i s i e 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 C u r r e n t   d i s k   r o o t   d i r   f u l l , c h a n g e   o p e n   p o s i t i o n 	 	 	 D i s k u   I   t a n i s h e m   I   d r e j t u e s i t   t e   r r e n j e s   p l o t ,   n d r y s h o   p o z i c i o n i n   h a p u r 	 				  						  			  										  					,   				  							  								  				 	 	 	 	 	 	 	 D i r e t  r i o   r a i z   d e   d i s c o   a t u a l   e s t    c h e i o ,   t r o c a r   p o s i   o   a b e r t a 	 	 	 	 	 	 	 	 D i s k a   h a u   b e t e   d a ,   p o s i z i o a   a l d a t u 	 K a s a l u k u y a n g   p u n o   a n g   r o o t   d i r   n g   d i s k , b a g u h i n   a n g   b u k a s   n a   p o s i s y o n 	 P r e s e n t e   d i r e c t o r i o   r a  z   c h e o ,   c a m b i a   a   p o s i c i  n   a b e r t a 	 D i s k   i d e k a r   o   d i k w a   a d r ,   g b a n w e e   a k k 	 T    f r  a m h f h i l l t e  n   a n   d i o s c a   r e a t h a   l  n ,   a t h r a i g h   a n   s u  o m h   o s c a i l t e 
 
 S T R _ I D _ B A R C O D E R E A D E R _ E R R O R _ S E R V E R _ N O T _ C O N F I G E D 	 B A R C O D E R E A D E R 	 P O P U P 	 S e r v e r   a d d r e s s   n o t   c o n f i g u r e d 	 S e r v e r   a d d r e s s   n o t   c o n f i g u r e d 	 :O
ghV0W@W*g-[	 
gRhV0W@W*gn	 5H-"9H@4#L@'-#LD!HDI-4	 D i r e c c i  n   d e l   s e r v i d o r   n o   c o n f i g u r a d a 	 S e r v e u r   d  a d r e s s e   p a s   e n c o r e     c o n f i g u r  	 S e r v e r a d r e s s e   n i c h t   k o n f i g u r i e r t 	 4@5A  A5@25@0  =5  =0AB@>5=	 I n d i r i z z o   s e r v e r   n o n   c o n f i g u r a t o 	 DE  J*E  6(7  9FH'F  'DE9/'*  'D./E)	 E n d e r e  o   d e   s e r v i d o r   n  o   c o n f i g u r a d o 	 S u n u c u   a d r e s i   y a p 1l a n d 1r 1l m a m 1_  	 C h a   c  i   t   a   c h   m  y   p h c   v 	 A l a m a t   s e r v e r   t i d a k   d i k o n f i g u r a s i 	 A l a m a t   p e l a y a n   t i d a k   d i k o n f i g u r a s i 	 8	0	M	5	0	  *	$	>	  	I	(	M	+	?		0	  (	9	@		  	?	/	>	  	/	>		 	 	 	 A   k i s z o l g  l    c  m e   n i n c s   k o n f i g u r  l v a 	 	 	 	 S e r v e r a d r e s   n i e t   g e c o n f i g u r e e r d 	 	 	 A d r e s a   s e r v e r u l u i   n u   e s t e   c o n f i g u r a t 	 	 	       	 	 	 F4'F  31H1  ~1(F/  F4/G  '3*	 	 	   							  						  							  			  		  			 	 	 	 




  






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	     	 I k h e l i   l e s e v a   a l i g u q u l w a n g a 	 I d i l e s i   y e s e v a   a y i n x u l u m a n i s w a n g a 	 A n w a n i   y a   s e v a   h a i j a s a n i d i w a 	 B e d i e n e r - a d r e s   n i e   g e k o n f i g u r e e r   n i e 	 S e r v e r i o   a d r e s a s   n e s u k o n f i g kr u o t a s 	 S e r v e r a   a d r e s e   n a v   k o n f i g u r t a 	 S e r v e r i a a d r e s s   o n   k o n f i g u r e e r i m a t a 	 Me~ek  pa}ev  oxvkcxa~an  yg	         	 A d r e s a   s e r v e r u l u i   n u   e s t e   c o n f i g u r a t 	 8
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	 80M-0   ?#>  ,+?M_A0  9K(>9?	 A d r e s a   e   n y j e s   n u k   e s h t e   p e r c a k t u a r 	 							  					  							  			  				 	 	 	 	 	 	 	 E n d e r e  o   d e   s e r v i d o r   n  o   c o n f i g u r a d o 	 	 	 	 	 	 	 	 Z e r b i t z a r i a r e n   h e l b i d e a   e z   d a g o   k o n f i g u r a t u t a 	 H i n d i   n a k a k u m p i g u r a   a n g   a d d r e s s   n g   s e r v e r 	 D i r e c c i  n   d e   s e r v i d o r   n o n   c o n f i g u r a d a 	 A d r e s   s a v a   a h a z i g h i 	 N  l   s e o l a d h   a n   f h r e a s t a l a    c u m r a i t h e 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ P R O V I S I O N _ S I M _ 2 	 U n d e f i n e d 	 P O P U P 	 N e w   S I M 2   S e t t i n g s 	 N e w   S I M 2   s e t t i n g s 	 S I M aS2 e-[	 S I M aS2 en	 2#1IH24!2   C+!H	 C o n f i g u r a c i  n   S I M 2   n u e v a 	 N o u v e a u x   r  g l a g e s   S I M 2 	 N e u e   S I M s - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  S I M 2 	 N u o v a   i m p o s t a z i o n e   S I M 2 	 '9/'/'*  'D(7'B)2   'D,/J/)	 N o v a s   d e f i n i   e s   d e   S I M 2 	 Y e n i   S I M 2   a y a r l a r 1	 C  i   t   S I M 2   m i 	 N e w   S I M 2   S e t t i n g 	 S e t i n g   S I M 2   b a r u 	 (		  S I M 2     8	G		?				 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	  j   S I M 2   b e  l l  t  s o k 	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	 N i e u w e   S I M 2 - i n s t e l l i n g e n 	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	 S e t r i   n o i   S I M 2 	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	   S I M 2   	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	 *F8E'*  S I M 2   ,//	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	   				  				  										 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	 N e w   S I M 2   S e t t i n g 	 



  


2   





	   2   	 A m a s e t h i n g i   a m a s h a   e - S I M 2 	 U s e t o   l w e - S I M 2   o l u t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 2 	 N u w e   S I M 2 - s t e l l i n g s 	 N a u j o s   2   S I M   k o r t e l s   n u o s t a t o s 	 J a u n i   S I M 2   i e s t a t +j u m i 	 U u e d   S I M 2   s  t t e d 	 Fx  S I M 2   oauavve	   S I M 2   	 S e t r i   n o i   p e n t r u   S I M 2 	 *
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  S I M 2   
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 	 (B$(  8?.2   8G?	 	 				  			2   							 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   S I M 2 	 	 	 	 	 	 	 	 S I M 2   b e r r i a r e n   e z a r p e n a k 	 M g a   b a g o n g   s e t t i n g   n g   S I M 2 	 N o v a   c o n f i g u r a c i  n   S I M 2 	 N h a z i   S I M 2   h r 	 S o c r u i t h e   S I M 2   n u a 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ P R O V I S I O N _ S I M _ 1 	 U n d e f i n e d 	 P O P U P 	 N e w   S I M 1   S e t t i n g s 	 N e w   S I M 1   s e t t i n g s 	 S I M aS1 e-[	 S I M aS1 en	 2#1IH24!1   C+!H	 C o n f i g u r a c i  n   S I M 1   n u e v a 	 N o u v e a u x   r  g l a g e s   S I M 1 	 N e u e   S I M 1 - E i n s t e l l u n g e n 	 >2K5  =0AB@>9:8  S I M 1 	 N u o v a   i m p o s t a z i o n e   S I M 1 	 '9/'/'*  'D(7'B)1 'D,/J/)	 N o v a s   d e f i n i   e s   d e   S I M 1 	 Y e n i   S I M 1   a y a r l a r 1	 C  i   t   S I M 1   m i 	 N e w   S I M 1   S e t t i n g 	 S e t i n g   S I M 1   b a r u 	 (		  S I M 1     8	G		?				 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	  j   S I M 1   b e  l l  t  s o k 	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	 N i e u w e   S I M 1 - i n s t e l l i n g e n 	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	 S e t r i   n o i   S I M 1 	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	   S I M 1   	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	 *F8E'*  S I M 1   ,//	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	   				  				  										 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	 N e w   S I M 1   S e t t i n g 	 



  


1   





	   1   	 A m a s e t h i n g i   a m a s h a   e - S I M 1 	 U s e t o   l w e - S I M 1   o l u t s h a 	 M i p a n g i l i o   m p y a   y a   S I M 1 	 N u w e   S I M 1 - s t e l l i n g s 	 N a u j o s   1   S I M   k o r t e l s   n u o s t a t o s 	 J a u n i   S I M 1   i e s t a t +j u m i 	 U u e d   S I M 1   s  t t e d 	 Fx  S I M 1   oauavve	   S I M 1   	 S e t r i   n o i   p e n t r u   S I M 1 	 *
A
$
?
/
  S I M 1   
M
0
.
@

0
#

M

3
M

 	 (B$(  8?.1   8G?	 	 				  			1   							 	 	 	 	 	 	 	 N o v a s   c o n f i g u r a   e s   S I M 1 	 	 	 	 	 	 	 	 S I M 1   b e r r i a r e n   e z a r p e n a k 	 M g a   b a g o n g   s e t t i n g   n g   S I M 1 	 N o v a   c o n f i g u r a c i  n   S I M 1 	 N h a z i   S I M 1 h r 	 S o c r u i t h e   S I M 1   n u a 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ M S G _ S I M _ 1 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   1 ) 	 N e w   M M S   m e s s a g e ( S I M 1 ) 	 eYZԚ
o`( S I M aS1 ) 	 ei_O( S I M aS1 ) 	 I-'2!  M M S   C+!H  ( 4!1 ) 	 M e n s a j e   M M S   n u e v o ( S I M   1 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 1 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   1 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   1 ) 	 N u o v o   M M S   ( S I M 1 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)1 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   1 ) 	 T i n   n h n   M M S   m i ( S I M   1 ) 	 P e s a n   M M S   b a r u   ( S I M 1 ) 	 M e s e j   M M S   b a r u   ( S I M   1 ) 	 (	/	>	  	.		.		8	  8		&	G	6	  ( 8	?	.	1 ) 	 	 	 	  j   M M S    z e n e t ( S I M 1 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   1 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 	 	   M M S     ( S I M 1 ) 	 	 	  ~'E  M M S   ,//( S I M 1 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  1 ) 	           (   1 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 1 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 1 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   1 ) 	 N u w e   M M S - b o o d s k a p ( S I M 1 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 1   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   1 ) 	 U u s   M M S   s  n u m ( S I M   1 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   1 ) 	   M M S     ( S I M 1 ) 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 1 ) 	 (B$(  M M S   8(M&G6  ( 8?.  1 ) 	 	 				  M M S     						  ( 			1 ) 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 	 	 	 	 	 	 	 M M S   m e z u   b e r r i a   ( S I M 1 ) 	 B a g o n g   M M S   n a   m e n s a h e ( S I M 1 ) 	 N o v a   m e n s a x e   M M S ( S I M 1 ) 	 M M S   h r ,   o z i   ( S I M 1 ) 	 T e a c h t a i r e a c h t   M M S   n u a   ( S I M 1 ) 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ M S G _ S I M _ 2 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   2 ) 	 N e w   M M S   m e s s a g e ( S I M 2 ) 	 eYZԚ
o`( S I M aS2 ) 	 ei_O( S I M aS2 ) 	 I-'2!  M M S   C+!H  ( 4!2 ) 	 M e n s a j e   M M S   n u e v o ( S I M   2 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 2 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   2 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   2 ) 	 N u o v o   M M S   ( S I M 2 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)2 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   2 ) 	 T i n   n h n   M M S   m i ( S I M   2 ) 	 P e s a n   M M S   b a r u   ( S I M 2 ) 	 M e s e j   M M S   b a r u   ( S I M   2 ) 	 (	/	>	  	.		.		8	  8		&	G	6	  ( 8	?	.	2 ) 	 	 	 	  j   M M S    z e n e t ( S I M 2 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   2 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 	 	   M M S     ( S I M 2 ) 	 	 	  ~'E  M M S   ,//( S I M 2 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  2 ) 	           (   2 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 2 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 2 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   2 ) 	 N u w e   M M S - b o o d s k a p ( S I M 2 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 2   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   2 ) 	 U u s   M M S   s  n u m ( S I M   2 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   2 ) 	   M M S     ( S I M 2 ) 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 2 ) 	 (B$(  M M S   8(M&G6  ( 8?.  2 ) 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 	 	 	 	 	 	 	 M M S   m e z u   b e r r i a   ( S I M 2 ) 	 B a g o n g   M M S   n a   m e n s a h e ( S I M 2 ) 	 N o v a   m e n s a x e   M M S ( S I M 2 ) 	 M M S   h r ,   o z i ( S I M 2 ) 	 T e a c h t a i r e a c h t   M M S   n u a   ( S I M 2 ) 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ N O T I F I C A T I O N _ S I M _ 1 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   1 ) 	 N e w   M M S   m e s s a g e ( S I M 1 ) 	 eYZԚ
o`( S I M aS1 ) 	 ei_O( S I M aS1 ) 	 I-'2!  M M S   C+!H  ( 4!1 ) 	 M e n s a j e   M M S   n u e v o ( S I M   1 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 1 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   1 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   1 ) 	 N u o v o   M M S   ( S I M 1 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)1 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   1 ) 	 T i n   n h n   M M S   m i ( S I M   1 ) 	 P e s a n   M M S   b a r u   ( S I M 1 ) 	 M e s e j   M M S   b a r u   ( S I M   1 ) 	 (	/	>		.		.		8	  8		&	G	6	  ( 8	?	.	1 ) 	 	 	 	  j   M M S    z e n e t ( S I M 1 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   1 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 	 	   M M S     ( S I M 1 ) 	 	 	  ~'E  M M S   ,//( S I M 1 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  1 ) 	           (   1 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 1 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 1 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   1 ) 	 N u w e   M M S - b o o d s k a p ( S I M 1 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 1   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   1 ) 	 U u s   M M S   s  n u m ( S I M   1 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   1 ) 	   M M S     ( S I M 1 ) 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 1 ) 	 (B$(  M M S   8(M&G6  ( 8?.  1 ) 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ N O T I F I C A T I O N _ S I M _ 2 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   2 ) 	 N e w   M M S   m e s s a g e ( S I M 2 ) 	 eYZԚ
o`( S I M aS2 ) 	 ei_O( S I M aS2 ) 	 I-'2!  M M S   C+!H  ( 4!2 ) 	 M e n s a j e   M M S   n u e v o ( S I M   2 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 2 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   2 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   2 ) 	 N u o v o   M M S   ( S I M 2 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)2 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   2 ) 	 T i n   n h n   M M S   m i ( S I M   2 ) 	 P e s a n   M M S   b a r u   ( S I M 2 ) 	 M e s e j   M M S   b a r u   ( S I M   2 ) 	 (	/	>	  	.		.		8	  8		&	G	6	  ( 8	?	.	2 ) 	 	 	 	  j   M M S    z e n e t ( S I M 2 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   2 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 	 	   M M S     ( S I M 2 ) 	 	 	   ~'E  M M S   ,//( S I M 2 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  2 ) 	           (   2 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 2 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 2 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   2 ) 	 N u w e   M M S - b o o d s k a p ( S I M 2 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 2   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   2 ) 	 U u s   M M S   s  n u m ( S I M   2 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   2 ) 	   M M S     ( S I M 2 ) 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 2 ) 	 (B$(  M M S   8(M&G6  ( 8?.  2 ) 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ R E A D _ R E P O R T _ S I M _ 1 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   1 ) 	 N e w   M M S   m e s s a g e ( S I M 1 ) 	 eYZԚ
o`( S I M aS1 ) 	 ei_O( S I M aS1 ) 	 I-'2!  M M S   C+!H  ( 4!1 ) 	 M e n s a j e   M M S   n u e v o ( S I M   1 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 1 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   1 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   1 ) 	 N u o v o   M M S   ( S I M 1 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)1 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   1 ) 	 T i n   n h n   M M S   m i ( S I M   1 ) 	 P e s a n   M M S   b a r u   ( S I M 1 ) 	 M e s e j   M M S   b a r u   ( S I M   1 ) 	 (	/	>	  	.		.		8	  8		&	G	6	  ( 8	?	.	1 ) 	 	 	 	  j   M M S    z e n e t ( S I M 1 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   1 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 	 	   M M S     ( S I M 1 ) 	 	 	   ~'E  M M S   ,//( S I M 1 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  1 ) 	           (   1 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 1 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 1 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   1 ) 	 N u w e   M M S - b o o d s k a p ( S I M 1 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 1   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   1 ) 	 U u s   M M S   s  n u m ( S I M   1 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   1 ) 	   M M S     ( S I M 1 ) 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 1 ) 	 (B$(  M M S   8(M&G6  ( 8?.  1 ) 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ R E A D _ R E P O R T _ S I M _ 2 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   2 ) 	 N e w   M M S   m e s s a g e ( S I M 2 ) 	 eYZԚ
o`( S I M aS2 ) 	 ei_O( S I M aS2 ) 	 I-'2!  M M S   C+!H  ( 4!2 ) 	 M e n s a j e   M M S   n u e v o ( S I M   2 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 2 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   2 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   2 ) 	 N u o v o   M M S   ( S I M 2 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)2 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   2 ) 	 T i n   n h n   M M S   m i ( S I M   2 ) 	 P e s a n   M M S   b a r u   ( S I M 2 ) 	 M e s e j   M M S   b a r u   ( S I M   2 ) 	 (	/	>	  	.		.		8	  8		&	G	6	  ( 8	?	.	2 ) 	 	 	 	  j   M M S    z e n e t ( S I M 2 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   2 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 	 	   M M S     ( S I M 2 ) 	 	 	   ~'E  M M S   ,//( S I M 2 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  2 ) 	           (   2 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 2 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 2 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   2 ) 	 N u w e   M M S - b o o d s k a p ( S I M 2 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 2   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   2 ) 	 U u s   M M S   s  n u m ( S I M   2 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   2 ) 	   M M S     ( S I M 2 ) 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 2 ) 	 (B$(  M M S   8(M&G6  ( 8?.  2 ) 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ D E L I V E R Y _ R E P O R T _ S I M _ 1 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   1 ) 	 N e w   M M S   m e s s a g e ( S I M 1 ) 	 eYZԚ
o`( S I M aS1 ) 	 ei_O( S I M aS1 ) 	 I-'2!  M M S   C+!H  ( 4!1 ) 	 M e n s a j e   M M S   n u e v o ( S I M   1 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 1 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   1 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   1 ) 	 N u o v o   M M S   ( S I M 1 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)1 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   1 ) 	 T i n   n h n   M M S   m i ( S I M   1 ) 	 P e s a n   M M S   b a r u   ( S I M 1 ) 	 M e s e j   M M S   b a r u   ( S I M   1 ) 	 (	/	>	  	.		.		8	  8		&	G	6	  ( 8	?	.	1 ) 	 	 	 	  j   M M S    z e n e t ( S I M 1 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   1 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 	 	   M M S     ( S I M 1 ) 	 	 	   ~'E  M M S   ,//( S I M 1 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  1 ) 	           (   1 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 1 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 1 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   1 ) 	 N u w e   M M S - b o o d s k a p ( S I M 1 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 1   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   1 ) 	 U u s   M M S   s  n u m ( S I M   1 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   1 ) 	   M M S     ( S I M 1 ) 	 M e s a j   M M S   n o u   ( S I M   1 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 1 ) 	 (B$(  M M S   8(M&G6  ( 8?.  1 ) 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ M M S _ D E L I V E R Y _ R E P O R T _ S I M _ 2 	 U n d e f i n e d 	 P O P U P 	 N e w   M M S   M e s s a g e ( S I M   2 ) 	 N e w   M M S   m e s s a g e ( S I M 2 ) 	 eYZԚ
o`( S I M aS2 ) 	 ei_O( S I M aS2 ) 	 I-'2!  M M S   C+!H  ( 4!2 ) 	 M e n s a j e   M M S   n u e v o ( S I M   2 ) 	 N o u v e a u   m e s s a g e   M M S   ( S I M 2 ) 	 N e u e   M M S - M i t t e i l u n g   ( S I M   2 ) 	 >2>5  M M S - A>>1I5=85  ( S I M   2 ) 	 N u o v o   M M S   ( S I M 2 ) 	 13'D)  'DH3'&7  'D,/J/)( (7'B)2 ) 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 Y e n i   M M S   i l e t i s i   ( S I M   2 ) 	 T i n   n h n   M M S   m i ( S I M   2 ) 	 P e s a n   M M S   b a r u   ( S I M 2 ) 	 M e s e j   M M S   b a r u   ( S I M   2 ) 	 (	/	>	  	.		.		8	  8		&	G	6	  ( 8	?	.	2 ) 	 	 	 	  j   M M S    z e n e t ( S I M 2 ) 	 	 	 	 N i e u w   M M S - b e r i c h t   ( S I M   2 ) 	 	 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 	 	   M M S     ( S I M 2 ) 	 	 	    ~'E  M M S   ,//( S I M 2 ) 	 	 	   				  						  						  ( 			  	) 	 	 	 	 


  M M S   




  ( 


  2 ) 	           (   2 ) 	 U m b i k o   w e - M M S   o m u s h a ( S I M 2 ) 	 U m y a l e z o   w e - M M S   o m t s h a   ( i - S I M 2 ) 	 U j u m b e   m p y a   w a   M M S   ( S I M   2 ) 	 N u w e   M M S - b o o d s k a p ( S I M 2 ) 	 N a u j a s   M M S   p r a n e ai m a s   ( 2   S I M   k o r t e l ) 	 J a u n s   M M S   z i Fo j u m s ( S I M   2 ) 	 U u s   M M S   s  n u m ( S I M   2 ) 	 Fx  M M S   parxdacxiuxv  ( S I M   2 ) 	   M M S     ( S I M 2 ) 	 M e s a j   M M S   n o u   ( S I M   2 ) 	 *
A
$
?
/
  M M S   8
(
M
&
G
6

  ( S I M 2 ) 	 (B$(  M M S   8(M&G6  ( 8?.  2 ) 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   M M S   ( S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ L A N G L N _ Q U E S T I O N 	 L a n g l n 	 U N L I M 	 ? 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ^	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ B S K _ E N T E R _ D I C T 	 L a n g L n 	 I C O N T E X T 	 e n t e r   d i c t i o n a r y 	 E n t e r   d i c t i o n a r y 	 2eQ^xQ	 ۏeQ͋xQ	 @I2*9H28#!	 E n t r a r   a l   d i c c i o n a r i o 	 E n t r e r   d i c t i o n n a i r e 	 W  r t e r b u c h   a u f r u f e n 	 2548B5  A;>20@L	 A p r i   d i z i o n a r i o 	 '/.'D  'DJ  'DB'EH3	 I n t r o d u z i r   d i c i o n  r i o 	 S  z l  e   g i r   	 V  o   t   i n 	 B u k a   k a m u s 	 M a s u k k a n   k a m u s 	 6	,	M	&		K	6	  &	0	M		<	  	0	G			 	 	 	 S z  t  r   m e g n y i t  s a 	 	 	 	 N a a r   w o o r d e n b o e k 	 	 	 C o n s u l t a ci   d i c ci o n a r u l 	 	 	   	 	 	 H1H/  (G  D:*F'EG	 	   	   							  						  					 !
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  



  


	   	 F a k a   i s i c h a z a m a g a m a 	 F a k a   u l u h l u   l w a b a n t u   a b a t h i l e 	 I n g i z a   k a m u s i 	 M a a k   w o o r d e b o e k   o o p 	 .v e s t i   ~o d y n 	 I e e j i e t   v r d n +c 	 S i s e s t a   s  n a s t i k 	 2ael  ba|aavh	   	 C o n s u l t a ci   d i c ci o n a r u l 	 (
?
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#
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  
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   
F
/
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/
B
	 -?'>(  *M0,G6  0(M$A	 F u t u   t e k   f j a l o r i 	 						  								  				 	 	 	 	 	 	 	 I n s e r i r   d i c i o n  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ D K _ S E L E C T _ S O U N D 	 L a n g L n 	 T I T L E ,   I C O N T E X T 	 s e l e c t   s o u n d   c o u r s e w a r e 	 S e l e c t   a u d i o   c o u r s e 	 xd;N	 	b󗑘N	 @%7-+%1*9#@*5"	 S e l e c c i o n a r   c u r s o   p o r   a u d i o   	 S  l e c t i o n n e r   c o u r s   a u d i o 	 A u d i o k u r s   w  h l e n 	 K15@8B5  0C48>:C@A	 S e l e z i o n a r e   c o r s o   a u d i o 	 '.*J'1  /13  'D5H*	 S e l e c c i o n a r   c u r s o    u d i o 	 S e s   s e y r i n i   s e    	 C h n    m   t n   b  i   k h  a 	 P i l i h   k u r s u s   a u d i o 	 P i l i h   k u r s u s   a u d i o 	 	!	?	/	K	  	K	0	M	8	  	A	(	G			 	 	 	 A u d i    t a n f o l y a m   k i v  l a s z t  s a 	 	 	 	 A u d i c u r s u s   s e l e c t e r e n 	 	 	 S e l e c t a ci   c u r s   a u d i o 	 	 	     	 	 	 'F*.'(  /H1G  "EH24  5H*	 	 	   				  									  			  					 	 	 	 




  






  



  


	       	 K h e t h a   i - a u d i o   c o u r s e 	 K h e t h a   i s i f u n d o   s e - o d i y o 	 C h a g u a   k o z i   y a   s a u t i 	 K i e s   k l a n k k u r s u s 	 P a s i r i n k i t e   g a r s o   k u r s 	 I z v l i e t i e s   a u d i o   k u r s u 	 V a l i   a u d i o k u r s u s 	 8vel  axdkx  da}hviah	     	 S e l e c t a ci   c u r s   a u d i o 	 
!
?
/
K
  
K
4
M
8
M
  $
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0

M

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A

M
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	 !?  	$M8  _(  0(M$A	 Z g j i d h   k u r s i n   a u d i o 	 				'   									  					 	 	 	 	 	 	 	 S e l e c i o n a r   c u r s o   d e    u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ D K _ A U D I O 	 L a n g L n 	 U N L I M 	 a u d i o   f i l e 	 A u d i o 	 ;	 󗑘	 @*5"	 A u d i o 	 A u d i o 	 A u d i o 	 2C:	 A u d i o 	 'D5H*	  u d i o 	 S e s 	  m   t n 	 A u d i o 	 A u d i o 	 	!	?	/	K		 	 	 	 A u d i  	 	 	 	 A u d i o 	 	 	 A u d i o 	 	 	 	 	 	 5/'	 	 	 					 	 	 	 




	 	 I - A u d i o 	 I - o d i y o 	 S a u t i 	 K l a n k 	 G a r s a s 	 A u d i o 	 A u d i o 	 1xdkx	 	 A u d i o 	 
!
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/
K
  	 !?	 A u d i o 	 				' 	 	 	 	 	 	 	 	  u d i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ S K _ S P E A K 	 L a n g L n 	 I C O N T E X T 	 s p e a k   m e n u   i t e m 	 S e n t e n c e   s p e a k 	 d>evuMRS	 d>eS_MRS	 9#0B"	 P r o n u n c i a r   o r a c i  n 	 P r o n o n c i a t i o n   d e   p h r a s e 	 S a t z   s p r e c h e n 	 @>87=>H5=85  ?@8;>65=8O	 P r o n u n c i a   f r a s e 	 *4:JD  ,ED)	 P r o n u n c i a   o   d e   f r a s e 	 C  m l e   k o n u _m a   	 c   c  u   n  y 	 P e n g u c a p a n   k a l i m a t 	 T u t u r   a y a t 	 8	G			G		8	  8	M	*	@			 	 	 	 M o n d a t   f e l o l v a s  s a 	 	 	 	 Z i n   u i t s p r e k e n 	 	 	 R o s t i r e   p r o p o z i ci e 	 	 	   	 	 	 ('F  ,EDG	 	 	   					  					 	 	 	 




  



	   	 I - S e n t e n c e   a p e a k 	 T h e t h a   i s i v a k a l i s i 	 S e m a   s e n t e n s i 	 P r a a t   s i n 	 S a k i n i o   t a r i m a s 	 T e i k u m u   i z r u n a 	 L a u s e    t l e m i n e 	 1a}avel  vamada}xiuxvh	   	 R o s t i r e   p r o p o z i ci e 	 8
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M

 8
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	 ,>M_  A9(M$A	 F o l e s i   f j a l i 	 					  				 	 	 	 	 	 	 	 P r o n  n c i a   d e   s e n t e n  a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ L A N G L N _ S K _ A U T O _ S P E A K 	 L a n g L n 	 I C O N T E X T 	 a u t o   s p e a k 	 A u t o   s p e a k 	 Rd>e	 ꁨRd>e	 9-1B!14	 P r o n u n c i a c i  n   a u t o m  t i c a 	 P r o n o n c i a t i o n   a u t o 	 A u t o m .   s p r e c h e n 	 2B><0B8G5A:>5  ?@>87=>H5=85	 P r o n u n c i a   a u t o 	 *4:JD  #DJ'	 P r o n u n c i a   o   a u t o m  t i c a 	 O t o m a t i k   k o n u _m a   	 T   n g   c h y 	 P e n g u c a p a n   o t o m a t i s 	 A u t o   t u t u r 	 		K	  8	M	*	@			 	 	 	 A u t o   b e s z  d 	 	 	 	 A u t o m a t i s c h   s p r e k e n 	 	 	 R o s t i r e   a u t o m a t 	 	 	   ' 	 	 	 ('F  .H/'1	 	 	   										  					 	 	 	 




  





	   	 I - A u t o   s p e a k 	 Z i t h e t h e l e 	 S e m a   k i o t o m a t i 	 O u t o m a t i e s e   p r a a t 	 A u t o m a t i n i s   t a r i m a s 	 A u t o m t i s k a   i z r u n a 	 A u t o m a a t n e   r   k i m i n e 	 1~x  aa}avxt	   	 P r o n u n ci e   a u t o m a t 	 

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	 8M5$  A9(M$A	 F o l e s i   a u t o 	 					  				 	 	 	 	 	 	 	 P r o n  n c i a   a u t o m  t i c a 	 	 	 	 	 	 	 	 H i z k e t a l d i   a u t o m a t i k o a 	 A w t o   n a   p a g s a s a l i t a 	 F a l l a   a u t o m  t i c a 	 t   k w u e 	 U a t h l a b h a i r t 
 
 S T R _ L A N G L N _ B S K _ S E A R C H _ R E S U L T 	 L a n g L n 	 T I T L E 	 s e a r c h   r e s u l t 	 S e a r c h   r e s u l t 	 g~bP}g	 g~b~g	 %%1L2#I+2	 B u s c a r   r e s u l t a d o 	 R  s u l t a t s   d e   l a   r e c h e r c h e 	 E r g e b n i s   s u c h e n 	  57C;LB0B  ?>8A:0	 R i s u l t a t i   r i c e r c a 	 (-+  9F  'DF*J,)	 R e s u l t a d o   d a   p r o c u r a 	 A r a m a   s o n u c u 	 K t   q u   t  m 	 H a s i l   p e n c a r i a n 	 C a r i   k e p u t u s a n 	 	K		  *	0	?	#	>	.		 	 	 	 A   k e r e s  s   e r e d m  n y e 	 	 	 	 Z o e k r e s u l t a a t 	 	 	 R e z u l t a t e   c u t a r e 	 	 	   	 	 	 F*,G  ,3*,H	 	 	   											  						 	 	 	 


  





	   	 U m p h u m e l a   w o k u c i n g a 	 K h a n g e l a   i s i p h u m o 	 M a t o k e o   y a   u t a f u t a j i 	 S o e k r e s u l t a a t 	 P a i e ak o s   r e z u l t a t a s 	 M e k l t   r e z u l t t u 	 O t s i n g u t u l e m u s 	 Hxvtav  aduxvve	   	 R e z u l t a t e   c u t a r e 	 $
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   +
2

	 8(M'>(  +3>+3	 R e z u l t a t i   I   k e r k i m i t 	 					  						  				 	 	 	 	 	 	 	 R e s u l t a d o   d a   p e s q u i s a 	 	 	 	 	 	 	 	 B i l a k e t a r e n   e m a i t z a 	 H a n a p i n   a n g   r e s u l t a 	 P r o c u r a r   r e s u l t a d o 	 C h   r z t 	 T o r a d h   a n   c h u a r d a i g h 
 
 S T R _ I D _ V D O E D T _ N O _ F R A M E 	 V D O E D T 	 T I T L E 	 [ M e n u - n o   F r a m e ] 	 N o   f r a m e 	 !qWFh	 eVFh	 D!H!5#-	 S i n   f r a m e s 	 A u c u n   c a d r e 	 K e i n   R a h m e n 	 5B  @0<:8	 N e s s u n   f o t o g r a m m a 	 D'  JH,/  'D,/HD	 S e m   f o t o g r a m a 	  e r  e v e   y o k 	 K h  n g   c    k h u n g   t r a n h 	 T i d a k   a d a   b i n g k a i 	 T i a d a   b i n g k a i 	 	K		  +	M	0	G	.	  (	9	@			 	 	 	 N i n c s   k e r e t 	 	 	 	 G e e n   f r a m e 	 	 	 N i c i u n   c a d r u 	 	 	   	 	 	 A1E  EH,H/  F3*	 	 	   					  				 	 	 	 


  




  


	   	 A k u n a f r e m u 	 A k u k h o   f r e y i m i 	 H a k u n a   f r e m u 	 G e e n   r a a m   n i e 	 N r a   r m e l i o 	 N a v   k i n o k a d r a 	 P a n e e l i d e t a 	 G{avao  yoa	   	 N i c i u n   c a d r u 	 +
M
0
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/
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
  
2
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2
	 +M0G.  (>9?	 P a   k o r n i z a 	 					  				 	 	 	 	 	 	 	 N e n h u m   q u a d r o 	 	 	 	 	 	 	 	 M a r k o r i k   e z 	 W a l a n g   f r a m e 	 S e n   m a r c o 	 F r a m e   a d g h 	 N  l   f r  m a   a n n 
 
 S T R _ I D _ V D O E D T _ F R A M E 1 	 V D O E D T 	 T I T L E 	 [ M e n u - F r a m e   1 ] 	 F r a m e   1 	 WFh N	 VFh N	 @#!  1 	 F r a m e   1 	 C a d r e   1 	 R a h m e n   1 	 ;>:  40==KE  1 	 F o t o g r a m m a   1 	 '7'1  1 	 F o t o g r a m a   1 	  e r  e v e   1 	 K h u n g   1 	 F r a m e   1 	 B i n g k a i   1 	   +	M	0	G	.	  1 	 R a m m e   1 	 R  m   1 	 R a m k a   1 	 1 .   k  p 	 K e h y s   1 	 R a m m e   1 	 R  m   1 	 F r a m e   1 	 B i l d r u t a   1 	 S l i 
i c a   1 	 C a d r u l   1 	 O k v i r   1 	   1 	   1 	  0<:0  1 	 +	M	0	G	.	  1 	 A1E  1 	 A1E  1 	   1 	 					  		 "
>


>
  1 	 +M0G.M  1 	  0<:0  1 	 




  1 	   1 	 I f r e m u   1 	 I f r e y i m i   y o k u - 1 	 F r e m u   1 	 R a a m   1 	 1   r m e l i s 	 1 .   k i n o k a d r s 	 P a n e e l   1 	 G{avao  1 	   1 	 C a d r u   1 	 +
M
0
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/
?

  1 	 +M0G.  1 	 K o r n i z a   1 	 					  1 	 	 	 	 	 	 	 	 Q u a d r o   1 	 	 	 	 	 	 	 	 1 . m a r k o a 	 F r a m e   1 	 M a r c o   1 	 F r a m e   m b 	 F r  m a   1 
 
 S T R _ I D _ V D O E D T _ F R A M E 2 	 V D O E D T 	 T I T L E 	 [ M e n u - F r a m e   2 ] 	 F r a m e   2 	 WFhN	 VFhN	 @#!  2 	 F r a m e   2 	 C a d r e   2 	 R a h m e n   2 	 ;>:  40==KE  2 	 F o t o g r a m m a   2 	 '7'1  2 	 F o t o g r a m a   2 	  e r  e v e   2 	 K h u n g   2 	 F r a m e   2 	 B i n g k a i   2 	   +	M	0	G	.	  2 	 R a m m e   2 	 R  m   2 	 R a m k a   2 	 2 .   k  p 	 K e h y s   2 	 R a m m e   2 	 R  m   2 	 F r a m e   2 	 B i l d r u t a   2 	 S l i 
i c a   2 	 C a d r u l   2 	 O k v i r   2 	   2 	   2 	  0<:0  2 	 +	M	0	G	.	  2 	 A1E  2 	 A1E  2 	   2 	 					  		 "
>


>
  2 	 +M0G.M  2 	  0<:0  2 	 




  2 	   2 	 I f r e m u   2 	 I f r e y i m i   y e s i - 2 	 F r e m u   2 	 R a a m   2 	 2   r m e l i s 	 2 .   k i n o k a d r s 	 P a n e e l   2 	 G{avao  2 	   2 	 C a d r u   2 	 +
M
0
F
/
?

  2 	 +M0G.  2 	 K o r n i z a   2 	 					  2 	 	 	 	 	 	 	 	 Q u a d r o   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O E D T _ F R A M E 3 	 V D O E D T 	 T I T L E 	 [ M e n u - F r a m e   3 ] 	 F r a m e   3 	 WFh	N	 VFh	N	 @#!  3 	 F r a m e   3 	 C a d r e   3 	 R a h m e n   3 	 ;>:  40==KE  3 	 F o t o g r a m m a   3 	 '7'1  3 	 F o t o g r a m a   3 	  e r  e v e   3 	 K h u n g   3 	 F r a m e   3 	 B i n g k a i   3 	   +	M	0	G	.	  3 	 R a m m e   3 	 R  m   3 	 R a m k a   3 	 3 .   k  p 	 K e h y s   3 	 R a m m e   3 	 R  m   3 	 F r a m e   3 	 B i l d r u t a   3 	 S l i 
i c a   3 	 C a d r u l   3 	 O k v i r   3 	   3 	   3 	  0<:0  3 	 +	M	0	G	.	  3 	 A1E  3 	 A1E  3   	   3 	 					  		 "
>


>
  3 	 +M0G.M  3 	  0<:0  3 	 




  3 	   3 	 I f r e m u   3 	 I f r e y i m i   y e s i - 3 	 F r e m u   3 	 R a a m   3 	 3   r m e l i s 	 3 .   k i n o k a d r s 	 P a n e e l   3 	 G{avao  3 	   3 	 C a d r u   3 	 +
M
0
F
/
?

  3 	 +M0G.  3 	 K o r n i z a   3 	 					  3 	 	 	 	 	 	 	 	 Q u a d r o   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O E D T _ F R A M E 4 	 V D O E D T 	 T I T L E 	 [ M e n u - F r a m e   4 ] 	 F r a m e   4 	 WFhV	 VFhV	 @#!  4 	 F r a m e   4 	 C a d r e   4 	 R a h m e n   4 	 ;>:  40==KE  4 	 F o t o g r a m m a   4 	 '7'1  4 	 F o t o g r a m a   4 	  e r  e v e   4 	 K h u n g   4 	 F r a m e   4 	 B i n g k a i   4 	   +	M	0	G	.	  4 	 R a m m e   4 	 R  m   4 	 R a m k a   4 	 4 .   k  p 	 K e h y s   4 	 R a m m e   4 	 R  m   4 	 F r a m e   4 	 B i l d r u t a   4 	 S l i 
i c a   4 	 C a d r u l   4 	 O k v i r   4 	   4 	   4 	  0<:0  4 	 +	M	0	G	.	  4 	 A1E  4 	 A1E  4   	   4 	 					  		 "
>


>
  4 	 +M0G.M  4 	  0<:0  4 	 




  4 	   4 	 I f r e m u   4 	 I f r e y i m i   y e s i - 4 	 F r e m u   4 	 R a a m   4 	 4   r m e l i s 	 4 .   k i n o k a d r s 	 P a n e e l   4 	 G{avao  4 	   4 	 C a d r u   4 	 +
M
0
F
/
?

  4 	 +M0G.  4 	 K o r n i z a   4 	 					  4 	 	 	 	 	 	 	 	 Q u a d r o   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O E D T _ F R A M E 5 	 V D O E D T 	 T I T L E 	 [ M e n u - F r a m e   5 ] 	 F r a m e   5 	 WFhN	 VFhN	 @#!  5 	 F r a m e   5 	 C a d r e   5 	 R a h m e n   5 	 ;>:  40==KE  5 	 F o t o g r a m m a   5 	 '7'1  5 	 F o t o g r a m a   5 	  e r  e v e   5 	 K h u n g   5 	 F r a m e   5 	 B i n g k a i   5 	   +	M	0	G	.	  5 	 R a m m e   5 	 R  m   5 	 R a m k a   5 	 5 .   k  p 	 K e h y s   5 	 R a m m e   5 	 R  m   5 	 F r a m e   5 	 B i l d r u t a   5 	 S l i 
i c a   5 	 C a d r u l   5 	 O k v i r   5 	   5 	   5 	  0<:0  5 	 +	M	0	G	.	  5 	 A1E  5 	 A1E  5 	   5 	 					  		 "
>


>
  5 	 +M0G.M  5 	  0<:0  5 	 




  5 	   5 	 I f r e m u   5 	 I f r e y i m i   y e s i - 5 	 F r e m u   5 	 R a a m   5 	 5   r m e l i s 	 5 .   k i n o k a d r s 	 P a n e e l   5 	 G{avao  5 	   5 	 C a d r u   5 	 +
M
0
F
/
?

  5 	 +M0G.  5 	 K o r n i z a   5 	 					  5 	 	 	 	 	 	 	 	 Q u a d r o   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ C A N C E L E D _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   o p e r a t i o n   i s   c a n c e l e d 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o 	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 A n n u l l a t o 	 *E  'D'D:'!	 C a n c e l a d o 	 0p t a l   e d i l d i 	    h y 	 C a n c e l e d 	 D i b a t a l k a n 	 0	&	M	&	  	?	/	>	  	/	>		 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 M e g s z a k  t v a 	 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 G e a n n u l e e r d 	 C a n c e l e d 	 C a n c e l e d 	 A n u l a t 	 C a n c e l e d 	 C a n c e l e d 	 	 C a n c e l e d 	 C a n c e l e d 	 D:H  4/	 C a n c e l e d 	 C a n c e l e d 	 					  			  						 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 

  





	 	 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 G e k a n s e l l e e r 	 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 C a n c e l e d 	 	 	 U   a n u l l u a 	 					  			  					 	 	 	 	 	 	 	 C a n c e l a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S I _ D E M O _ E R R O R 	 V R S I 	 P O P U P 	 R e a c h   t r i a l   l i m i t   o f   d e m o   v e r s i o n   	 R e a c h   t r i a l   l i m i t   o f   d e m o   v e r s i o n   	 T0RD e m o Hr,gO(u!kxevP6R	 0RD e m o Hr,gO(u!kpevP6R	 6I-312#%--@'-#L
1H*24	 L l e g    a l   l  m i t e   d e   p r u e b a   d e   l a   v e r s i  n   d e   d e m o s t r a c i  n   	 L i m i t e   d ' e s s a i   d e   v e r s i o n   d  m o   a t t e i n t e   	 E r r e i c h t   V e r s u c h s g r e n z e   d e r   D e m o v e r s i o n   	 !@>:  459AB28O  8A?KB0B5;L=>9  25@A88  8AB5:  	 R a g g i u n g i   l i m i t e   d i   p r o v a   d e l l a   v e r s i o n e   d e m o 	 'D-/  EF  'DH5HD  'DJ  916  'DF3.)	 A t i n g i u   o   l i m i t e   d o   p e r  o d o   e x p e r i m e n t a l   d a   v e r s  o   d e   d e m o n s t r a   o 	 D e m o   v e r s i y o n u n u n   d e n e m e   s 1n 1r 1n a   u l a _t 1	 S   l n   s   d n g   p h i  n   b n   D e m o   t   n   h n   c h   c h o   p h  p 	 M e n c a p a i   b a t a s   p e r c o b a a n   v e r s i   d e m o 	 M e n c a p a i   h a d   c u b a a n   v e r s i   d e m o 	 !	G	.	K	  8		8	M		0	#	  	@	  	M	0	>	/	2	  8	@	.	>	  *	0	  *	9	A			>		 	 	 	 A   d e m    p r  b a l e h e t Qs  g e i t   k i m e r  t e t t e 	 	 	 	 D e m o v e r s i e   b i j n a   v e r l o p e n 	 	 	 P e r i o d a   d e    n c e r c a r e   p e n t r u   v e r s i u n e a   d e   d e m o n s t r a ci e   a   e x p i r a t 	 	 	           	 	 	 (G  E-/H/*  'E*-'F  F3.G  FE'4  13/	 	 	   				  									  							  						  								 	 	 	 



  








  





  







  







	           	 F i n y e l e l e   e m k h a w u l w e n i   w o m z a m o   w e - d e m o   v e r s i o n 	 F i k e l e l a   k w i s i t h i n t e l o   s o l i n g o   s e n g u q u l e l o   y o m b o n i s o 	 F i k i a   m p a k a   w a   j a r i b i o   l a   t o l e o   l a   m a o n y e s h o 	 P r o e f t y d p e r k   v a n   d e m o - w e e r g a w e   v e r s t r e k e   	 P a s i e k t a   d e m o n s t r a c i n s   v e r s i j o s   m g i n i m s  r i b a   	 S a s n i e g t s   d e m o   v e r s i j a s   i z m #i n j u m a   l i m i t s 	 D e m o v e r s i o o n i   p i i r a n g   k  e s   	 4etx  abeaok  xqvaoav  jatoeh  lael  g	   -     	 P e r i o d a   d e    n c e r c a r e   p e n t r u   v e r s i u n e a   d e   d e m o n s t r a ci e   a   e x p i r a t   	 !
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  
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$
?
	 !G.K  88M0#0  M0>_2  8@.>0G  *9M?2>	 V e r s i o n i   d e m o   I   p r o v e s   a r r i t i   k u f i r i n 	 			'   								  				  				  				  						  						 	 	 	 	 	 	 	 A l c a n c e   d e   l i m i t e   d e   t e s t e   d a   v e r s  o   d e   d e m o n s t r a   o 	 	 	 	 	 	 	 	 S a i a - b e r t s i o a   e z i n   d a   g e h i a g o   e r a b i l i 	 N a a b o t   a n g   l i m i t a s y o n   s a   p a g s u b o k   n g   d e m o   n a   b e r s i y o n   	 C h e g a r   a   l  m i t e   d e   v e r s i  n   d e   d e m o s t r a c i  n   	 R u o   e b e   i k p e   n k e   a k k   d e m o 	 T e o r a i n n   t r i a l a c h a   a n   l e a g a i n   t a i s p e  n a   b a i n t e   a m a c h   
 
 S H O R T C U T S _ I N V A L I D _ S I M 1 _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 U n a v a i l a b l e   S I M 1   w a r n i n g 	 U n a v a i l a b l e   S I M 1 :   F u n c t i o n   n o t   a l l o w e d 	 S I M aS1 
NS(udkRfBf!qlO(u	 S I M aS1 
NS(u募RfeelO(u	 4!1   D!H9I-:   D!H-8
22#32	 S I M 1   i n v  l i d o :   F u n c i  n   n o   p e r m i t i d a 	 S I M 1   i n v a l i d e  :   F o n c t i o n   i n t e r d i t e 	 S I M   1   n i c h t   v e r f  g b a r :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 54>?CAB8<0O  :0@B0  S I M 1 :   DC=:F8O  =54>?CAB8<0	 S I M 1   n o n   d i s p o n i b i l e :   f u n z i o n e   n o n   c o n s e n t i t a 	 'D(7'B)1   :J1  5-J-: D'  JECF  'D'3*9E'D  'DE$B*	 S I M 1   i n d i s p o n  v e l :   F u n   o   n  o   p e r m i t i d a 	 G e  e r s i z   S I M 1 :   0_l e v e   i z i n   v e r i l m e d i   	 S I M 1   k h  n g   h p   l :   c h c   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 S I M 1   t i d a k   t e r s e d i a :   F u n g s i   t i d a k   d i b o l e h k a n 	 S I M 1   t i d a k   b o l e h   d i d a p a t i :   F u n g s i   t i d a k   d i b e n a r k a n 	 8	?	.	1   	(	A	*	2	,	M	'	:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 S I M 1   n e m   e l  r h e t Q:   N e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 O n g e l d i g e   S I M 1 :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l   S I M 1   i n d i s p o n i b i l :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	 S I M 1     :           	 	 	 S I M 1   /1  /3*13  F3*:   9EDC1/  E,'2  FJ3*	 	 	 								  				:   						  						  				 	 	 	 





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	   1 :     	 I - S I M   1   e n g e n a m t h e t h o :   U m s e b e n z i   a w u v u n y e l w e 	 I - S I M 1   e n g a s e b e n z i y o :   U m s e b e n z i   a w u v u m e l e k a n g a 	 S I M   1   b a t i l i :   K i t e n d a j i   h a k i r u h u s i w i 	 S I M 1   n i e   b e s k i k b a a r   n i e :   F u n k s i e   n i e   t o e g e l a a t   n i e 	 N e g a l i o j a n t i   1   S I M   k o r t e l :   F u n k c i j a   n e l e i d ~i a m a 	 N e d e r +g s   S I M 1 :   F u n k c i j a   n a v   a t <a u t a 	 V i g a n e   S I M 1 :   F u n k t s i o o n   p o l e   l u b a t u d 	 1v~a~e  S I M 1 `   3xna|xuih  ixula~an  yg	   S I M 1 :         	 C a r t e l   S I M 1   n e v a l i d :   F u n c ci a   n u   e s t e   p e r m i s 	 S I M 1   
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 
 S H O R T C U T S _ N O _ S I M 1 _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 N o   S I M 1   w a r n i n g 	 N o   S I M 1 :   F u n c t i o n   n o t   a l l o w e d 	 !qS I M aS1 dkRfBf!qlO(u	 eS I M aS1 募RfeelO(u	 D!H!54!1 :   D!H-8
22#32	 N o   h a y   S I M 1 :     F u n c i  n   n o   p e r m i t i d a 	 A u c u n e   S I M 1   :   F o n c t i o n   i n t e r d i t e 	 K e i n   S I M 1 :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 5B  S I M 1 :   DC=:F8O  =54>?CAB8<0	 N e s s u n a   S I M 1 :   f u n z i o n e   n o n   c o n s e n t i t a 	 'D(7'B)1   :J1  EH,/)  :   D'  JECF  'D'3*9E'D  EHB*	 S e m   S I M 1 :   F u n   o   n  o   p e r m i t i d a 	 S I M   1   Y o k :   0_l e v e   i z i n   v e r i l m e d i   	 K h  n g   c    S I M 1 :   c h c   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 T i d a k   a d a   S I M 1 :   F u n g s i   t i d a k   d i b o l e h k a n 	 T i a d a   S I M 1 :   F u n g s i   t i d a k   d i b e n a r k a n 	 	K		  S I M 1   (	9	@		:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 N i n c s   S I M 1 :   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 G e e n   S I M 1 :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l a   S I M 1   n u   a   f o s t   g s i t :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	   S I M 1 :           	 	 	 S I M 1   EH,H/  F3*:   9ED1/  E,'2  F3*	 	 	   				  			:   						  						  			  	 	 	 	 


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	 1   :     	 A k u n a - S I M 1 :   U m s e b e n z i   a w u v u n y e l w e 	 I n o . - S I M 1 :   U m s e b e n z i   a w u v u m e l e k a n g a 	 H a k u n a   S I M 1 :   K i t e n d a j i   h a k i r u h u s i w i 	 G e e n   S I M 1   n i e :   F u n k s i e   n i e   t o e g e l a a t   n i e 	 N r a   1   S I M   k o r t e l s :   F u n k c i j a   n e l e i d ~i a m a 	 N a v   S I M 1 :   F u n k c i j a   n a v   a t <a u t a 	 S I M 1   p u u d u b :   F u n k t s i o o n   p o l e   l u b a t u d 	 S I M 1   yoa]  3xna|xuih  ixula~an  yg	   S I M 1 :         	 C a r t e l a   S I M 1   n u   a   f o s t   g s i t :   F u n c ci a   n u   e s t e   p e r m i s 	 S I M 1   
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 
 S H O R T C U T S _ N O _ S I M 2 _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 N o   S I M 2   w a r n i n g 	 N o   S I M 2 :   F u n c t i o n   n o t   a l l o w e d 	 !qS I M aS2 dkRfBf!qlO(u	 eS I M aS2 募RfeelO(u	 D!H!54!2 :   D!H-8
22#32	 N o   h a y   S I M 2 :     F u n c i  n   n o   p e r m i t i d a 	 A u c u n e   S I M 2   :   F o n c t i o n   i n t e r d i t e 	 K e i n   S I M 2 :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 5B  S I M 2 :   DC=:F8O  =54>?CAB8<0	 N e s s u n a   S I M 2 :   f u n z i o n e   n o n   c o n s e n t i t a 	 'D(7'B)2   :J1  EH,/)  :   D'  JECF  'D'3*9E'D  EHB*	 S e m   S I M 2 :   F u n   o   n  o   p e r m i t i d a 	 S I M 2   Y o k :   0_l e v e   i z i n   v e r i l m e d i     	 K h  n g   c    S I M 2 :   c h c   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 T i d a k   a d a   S I M 2 :   F u n g s i   t i d a k   d i b o l e h k a n 	 T i a d a   S I M 2 :   F u n g s i   t i d a k   d i b e n a r k a n 	 	K		  S I M 2   (	9	@		:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 N i n c s   S I M 2 :   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 G e e n   S I M 2 :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l a   S I M 2   n u   a   f o s t   g s i t :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	   S I M 2 :           	 	 	 S I M 2   EH,H/  F3*:   9ED1/  E,'2  F3*	 	 	   				  			:   						  						  				 	 	 	 


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	 2   :     	 A k u n a - S I M 2 :   U m s e b e n z i   a w u v u n y e l w e 	 I n o . - S I M 2 :   U m s e b e n z i   a w u v u m e l e k a n g a 	 H a k u n a   S I M 2 :   K i t e n d a j i   h a k i r u h u s i w i 	 G e e n   S I M 2   n i e :   F u n k s i e   n i e   t o e g e l a a t   n i e 	 N r a   2   S I M   k o r t e l s :   F u n k c i j a   n e l e i d ~i a m a 	 N a v   S I M 2 :   F u n k c i j a   n a v   a t <a u t a 	 S I M 2   p u u d u b :   F u n k t s i o o n   p o l e   l u b a t u d 	 S I M 2   yoa]  3xna|xuih  ixula~an  yg	   S I M 2 :         	 C a r t e l a   S I M 2   n u   a   f o s t   g s i t :   F u n c ci a   n u   e s t e   p e r m i s 	 S I M 2   
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	 S I M 2   (>9?:   *M0>0M/M_  (A.$?*M0>*M$  (A9G	 	 			2   			:   					  													  				 	 	 	 	 	 	 	 N e n h u m   S I M 1 :   F u n   o   n  o   p e r m i t i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S H O R T C U T S _ S I M 2 _ C L O S E D _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 S I M 2   c l o s e d   w a r n i n g 	 S I M 2   c l o s e d :   F u n c t i o n   n o t   a l l o w e d 	 S I M aS2 ]ܕdkRfBf!qlO(u	 S I M aS2 ]sQ募RfeelO(u	 4!2   4:   D!H-8
22#32	 S I M 2   c e r r a d o :   F u n c i  n   n o   p e r m i t i d a 	 S I M 2   f e r m  e  :   F o n c t i o n   i n t e r d i t e 	 S I M 2   g e s c h l o s s e n :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 0@B0  S I M 2   70:@KB0:   DC=:F8O  =54>?CAB8<0	 S I M 2   c h i u s a :   f u n z i o n e   n o n   c o n s e n t i t a 	 'D(7'B)2   E:DB: D'  JECF  'D'3*9E'D  EHB*	 S I M 2   f e c h a d o :   F u n   o   n  o   p e r m i t i d a 	 S I M 2   k a p a l 1:   0_l e v e   i z i n   v e r i l m e d i   	    t t   S I M 2 :   c h c   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 S I M 2   d i t u t u p :   F u n g s i   t i d a k   d i b o l e h k a n 	 S I M 2   d i t u t u p :   F u n g s i   t i d a k   d i b e n a r k a n 	 S I M 2   ,		&	:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 S I M 2   l e z  r v a :   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 S I M 1   g e s l o t e n :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l   S I M 2   e s t e    n c h i s :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	 S I M 2   :           	 	 	 S I M 2   (3*G  4/:   9ED1/  E,'2  F3*	 	 	   				  				:   						  						  				 	 	 	 


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	 2   :     	 I - S I M 2   i v a l i w e :   U m s e b e n z i   a w u v u n y e l w e 	 I - S I M 2   i v a l i w e :   U m s e b e n z i   a w u v u m e l e k a n g a 	 S I M 2   i m e f u n g w a :   K i t e n d a j i   h a k i r u h u s i w i 	 S I M 2   t o e :   F u n k s i e   n i e   t o e g e l a a t   n i e 	 2   S I M   k o r t e l   u ~d a r y t a :   F u n k c i j a   n e l e i d ~i a m a 	 S I M 2   a i z v r t s :   F u n k c i j a   n a v   a t <a u t a 	 S I M 2   s u l e t u d :   F u n k t s i o o n   p o l e   l u b a t u d 	 S I M 2   ao  g`   3xna|xuih  ixula~an  yg	 S I M 2   :         	 C a r t e l a   S I M 2   e s t e    n c h i s :     F u n c ci a   n u   e s t e   p e r m i s 	 S I M 2   

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 
 S H O R T C U T S _ S I M 1 _ C L O S E D _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 S I M 1   c l o s e d   w a r n i n g 	 S I M 1   c l o s e d :   F u n c t i o n   n o t   a l l o w e d 	 S I M aS1 ]ܕdkRfBf!qlO(u	 S I M aS1 ]sQ募RfeelO(u	 4!1   4:   D!H-8
22#32	 S I M 1   c e r r a d o :   F u n c i  n   n o   p e r m i t i d a 	 S I M 1   f e r m  e  :   F o n c t i o n   i n t e r d i t e 	 S I M 1   g e s c h l o s s e n :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 0@B0  S I M 1   70:@KB0:   DC=:F8O  =54>?CAB8<0	 S I M 1   c h i u s a :   f u n z i o n e   n o n   c o n s e n t i t a 	 'D(7'B)1   E:DB: D'  JECF  'D'3*9E'D  EHB*	 S I M 1   f e c h a d o :   F u n   o   n  o   p e r m i t i d a 	 S I M 1   k a p a l 1:   0_l e v e   i z i n   v e r i l m e d i   	    t t   S I M 1 :   c h c   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 S I M 1   d i t u t u p :   F u n g s i   t i d a k   d i b o l e h k a n 	 S I M 1   d i t u t u p :   F u n g s i   t i d a k   d i b e n a r k a n 	 S I M 1   ,		&	:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 S I M 1   l e z  r v a :   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 S I M 2   g e s l o t e n :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l   S I M 1   e s t e    n c h i s :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	 S I M 1   :           	 	 	 S I M 1   (3*G  4/:   9ED1/  E,'2  F3*	 	 	   				  				:   						  						  				 	 	 	 


1   


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	 1   :     	 I - S I M 1   i v a l i w e :   U m s e b e n z i   a w u v u n y e l w e 	 I - S I M 1   i v a l i w e :   U m s e b e n z i   a w u v u m e l e k a n g a 	 S I M 1   i m e f u n g w a :   K i t e n d a j i   h a k i r u h u s i w i 	 S I M 1   t o e :   F u n k s i e   n i e   t o e g e l a a t   n i e 	 1   S I M   k o r t e l   u ~d a r y t a :   F u n k c i j a   n e l e i d ~i a m a 	 S I M 1   a i z v r t s :   F u n k c i j a   n a v   a t <a u t a 	 S I M 1   s u l e t u d :   F u n k t s i o o n   p o l e   l u b a t u d 	 S I M 1   ao  g]  3xna|xuih  ixula~an  yg	 S I M 1   :         	 C a r t e l a   S I M 1   e s t e    n c h i s :     F u n c ci a   n u   e s t e   p e r m i s 	 S I M 1   

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 
 S H O R T C U T S _ I N V A L I D _ S I M 2 _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   S I M 2   w a r n i n g 	 U n a v a i l a b l e   S I M 2 :   F u n c t i o n   n o t   a l l o w e d 	 S I M aS2 
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NS(u募RfeelO(u	 4!2   D!H9I-:   D!H-8
22#32	 S I M 2   i n v  l i d o :   F u n c i  n   n o   p e r m i t i d a 	 S I M 2   i n v a l i d e  :   F o n c t i o n   i n t e r d i t e 	 S I M   2   n i c h t   v e r f  g b a r :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 54>?CAB8<0O  :0@B0  S I M 2 :   DC=:F8O  =54>?CAB8<0	 S I M 2   n o n   d i s p o n i b i l e :   f u n z i o n e   n o n   c o n s e n t i t a 	 'D(7'B)2   :J1  EH,/)  :   D'  JECF  'D'3*9E'D  E$B*	 S I M 2   i n d i s p o n  v e l :   F u n   o   n  o   p e r m i t i d a 	 G e  e r s i z   S I M 2 :   0_l e v e   i z i n   v e r i l m e d i   	 S I M 2   k h  n g   h p   l :   c h c   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 S I M 2   t i d a k   t e r s e d i a :   F u n g s i   t i d a k   d i b o l e h k a n 	 S I M 2   t i d a k   b o l e h   d i d a p a t i :   F u n g s i   t i d a k   d i b e n a r k a n 	 8	?	.	2   	(	A	*	2	,	M	'	:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 S I M 2   n e m   e l  r h e t Q:   N e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 O n g e l d i g e   S I M 2 :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 C a r t e l   S I M 2   i n d i s p o n i b i l :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	 S I M 2     :           	 	 	 S I M 2   /1  /3*13  F3*:   9EDC1/  E,'2  FJ3*	 	 	 								  				  :   						  						  				 	 	 	 





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 M E A _ S T R _ I D _ N U M B E R _ T O O _ L O N G 	 U n d e f i n e d 	 P O P U P 	 S M S   N u m b e r   L i m i t   E x c e e d e d   M e s s a g e   S t r i n g 	 M a x i m u m   n u m b e r   l e n g t h   e x c e e d e d 	 _xw^]T
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NP	 '2!"2'+!2"@%@4531*9*8	 L o n g i t u d   d e   n  m e r o   s o b r e p a s a d a 	 L o n g u e u r   d e   n o m b r e   m a x .   d  p a s s  e 	 M a x i m a l e   N u m m e r n l  n g e    b e r s c h r i t t e n 	 !;8H:><  4;8==K9  =><5@	 L u n g h e z z a   m a s s i m a   d i   n u m e r o   s u p e r a t a 	 7HD  'D1BE  'D*H5D  'DJ  -/  #B5J	 C o m p r i m e n t o   d o   n  m e r o   e x c e d i d o 	 M a k s i m u m   n u m a r a   u z u n l u u   a _1l d 1	 S   q u    d  i   v t   q  a   n g n g   c h o   p h  p 	 P a n j a n g   n o m o r   m a k s i m u m   t e r l a m p a u i 	 M e l e b i h i   p a n j a n g   n o m b o r 	 	'	?		$	.	  8			M	/	>	  2		,	>		  *	>	0		 	 	 	 A   s z  m   h o s s z  s  g a   t  l l  p v e 	 	 	 	 N u m m e r   t e   l a n g 	 	 	 A ci   d e p _i t   d i m e n s i u n e a   m a x i m   a   n u m r u l u i   d e   t e l e f o n 	 	 	     '   ' 	 	 	 *,'H2  '2  -/'+1  /1'2'  4E'1G	 	 	   							  								  							  							  						 	 	 	 





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-[	 _n	 2#1IH2  D C D 	 C o n f i g u r a c i  n   D C D 	 R  g l a g e   D C D 	 D C D - E i n s t e l l u n g e n 	 0AB@>9:0  D C D   	 I m p o s t a z i o n e   D C D 	 %9/'/'*  D C D 	 D e f i n i   e s   d e   D C D 	 D C D   A y a r l a r 1	 C  i   t   D C D 	 M T K 	 P e n g e s e t a n   D C D 	   D C D   8	G		?				 M T K 	 M T K 	 M T K 	 D C D   b e  l l  t  s o k 	 M T K 	 M T K 	 M T K 	 D C D - i n s t e l l i n g 	 M T K 	 M T K 	 S e t r i   D C D 	 M T K 	 M T K 	   D C D 	 M T K 	 M T K 	 *F8EG'  D C D 	 M T K 	 M T K 	   		. 		. 		  						 M T K 	 M T K 	 M T K 	 D C D   




	     	 I s e t h a p h u   y e - D C D 	 U s e t o   l w e - D C D 	 S a n i d i   y a   D C D 	 D C D - i n s t e l l i n g s 	 D C D   s r a n k a 	 D C D   i e s t a t +j u m s 	 D C D   h   l e s t u s 	 D C D   eradxt	 D C D   	 C o n f i g u r a r e   D C D 	 D C D   
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 M E A _ S T R _ I D _ F A I L E D _ E N T E R _ D E F _ T E M P L A T E 	 U n d e f i n e d 	 P O P U P 	 E n t e r   t e m p l a t e   f a i l 	 E n t e r   t e m p l a t e   f a i l 	 2eQ{,g1YWe	 ۏeQ!jg1Y%	 I-A!HA%I!@+%'	 E n t r a r   a   p l a n t i l l a   f a l l  	 E c h e c   d  o u v e r t u r e   d u   m o d  l e 	 S c h a b l o n e n e i n g a b e   f e h l g e s c h l a g e n 	 5  C40;>AL  225AB8  H01;>=	 I n s e r i m e n t o   m o d e l l o   f a l l i t o 	 A4D  AJ  /.D  'DJ  'DFE'0,	 F a l h a   n a   i n t r o d u   o   d e   m o d e l o   p a d r  o 	 ^a b l o n a   g i r i l e m e d i   	 V  o   b n   m u   t h t   b i 	 M e m a s u k k a n   t e m p l a t e   g a g a l 	 G a g a l   m a s u k k a n   t e m p l a t 	 	H	.	M	*	2	G		  &	0	M		<	  	0	(	>	  	8	+	2		 	 	 	 S i k e r t e l e n   b e l  p  s   a   s a b l o n b a 	 	 	 	 I n v o e r   v a n   s j a b l o o n   m i s l u k t 	 	 	 C o n s u l t a r e a   _a b l o a n e l o r   n u   a   r e u _i t 	 	 	       	 	 	 H'1/  1/F  'DH  F'EHAB  (H/	 	 	   									  				  							 	 	 	 








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 
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 
 S T R _ I D _ S E T T I N G _ D E L E T E _ A S K 	 S e t t i n g 	 P O P U P C O N F I R M 	 d e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ? 	 X  a ? 	 M T K 	 P a d a m ? 	   .	?		>			? 	 M T K 	 M T K 	 M T K 	 T  r l i ? 	 M T K 	 M T K 	 M T K 	 V e r w i j d e r e n ? 	 M T K 	 M T K 	 ^t e r g e ci ? 	 M T K 	 M T K 	 ? 	 M T K 	 M T K 	 -0A  4H/	 M T K 	 M T K 	 						  			? 	 M T K 	 M T K 	 M T K 	 



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 
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N:Nzz	 -48D!H*2!2#'H2DI	 L a   e n t r a d a   n o   p u e d e   e s t a r   v a c  a   	 L  e n t r  e   n e   d o i t   p a s    t r e   v i d e 	 E i n g a b e   d a r f   n i c h t   l e e r   s e i n 	 5>1E>48<>  225AB8  40==K5	 L ' i n p u t   n o n   p u    r i m a n e r e   v u o t o 	 D'  JECF  '/.'D  .'DJ	 A   e n t r a d a   n  o   p o d e   e s t a r   v a z i a 	 S i l i n i y o r 	 N h p   v  o   k h  n g   t h     t r n g 	   I n p u t   t i d a k   b o l e h   k o s o n g 	 I n p u t   t i d a k   b o l e h   d i k o s o n g k a n 	 	(	*	A		  	>	2	@	  (	9	@		  0		>	  	>	  8		$	>		 	 	 	 A   b e v i t e l   m e z Q  n e m   m a r a d h a t    r e s 	 	 	 	 I n v o e r   k a n   n i e t   l e e g   z i j n 	 	 	 C  m p u l   d e   i n t r a r e   n u   p o a t e   f i   g o l 	 	 	         	 	 	 H1H/  FE  *H'F/  .'D  ('4/	 	 	   					  				  			  				  			 	 	 	 




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i a 	 I e v a d e   n e v a r   b kt   t u k aa 	 S i s e s t u s   e i   s a a   o l l a   t  h i 	 Dxacxth  yk  oaxr  daao  lkvel	           	 C  m p u l   d e   i n t r a r e   n u   p o a t e   f i   g o l 	 
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 
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i s? 	 D z s t   v i s u   v i s s   p a s t k a s t +t s ? 	 K u s t u t a n   k  i k i d e s t   p o s t k a s t i d e s t   k  i k ? 	 Kv{e^l  bxlx  parxdacxiuxvveh  bxlx  x}aorext	           ? 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   t o a t e   c s u ce l e   p o _t a l e ? 	 
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 S T R _ E M A I L _ D E L _ A L L _ F O L D E R _ M A R K _ M A I L S _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   w h e t h e r   t o   d e l e t e   t h e   m a r k e d   m a i l s   o f   a l l   t h e   m a i l b o x e s 	 D e l e t e   m a r k e d   o f   a l l   m a i l b o x e s ? 	 *RdhQ{]jP[N	  RdhQ萮{]h5uP[N	 %5H3@#7H-+!2"1I+!C%H-@!%L? 	  B o r r a r   l o s   m a r c a d o s   d e   t o d o s   l o s   b u z o n e s ? 	 S u p p r i m e r   l e s   b o  t e s   d e   m a i l  m a r q u  e s   d e   t o u t e s   ? 	 M a r k i e r t e s   v o n   a l l e n   M a i l b o x   l  s c h e n ? 	 #40;8BL  2A5  >B<5G5==K5  87  2A5E  ?>GB.   OI8:>2? 	 E l i m i n a r e   l e   v o c i   s p u n t a t e   d i   t u t t e   l e   c a s e l l e   d i   p o s t a ? 	 E3-  CD  'D(1J/  'D'DC*1HFJ  'D0JF  *E  *9DJBG'	 E l i m i n a r   a s   m e n s a g e n s   m a r c a d a s   d e   t o d a s   a s   c a i x a s   d e   c o r r e i o ? 	 T  m   p o s t a k u t u l a r 1n 1n   i _a r e t l i l e r i   s i l i n s i n   m i ? 	 X  a   t o  n   b   t h      c    n h   d u   t r o n g   h  m   t h   i n   t ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 P a d a m   s e m u a   d i t a n d a   d a r i   s e m u a   k o t a k   m e l ? 	   8	-	@	  .	G	2	,	I		M	8	  	@	  	?	9	M	(	?	$	  .	G	2	  .	?		>			? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 T  r l i   a   k i j e l  l t e k e t   a z    s s z e s   p o s t f i  k b  l ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 G e m a r k e e r d e   b e r i c h t e n   v a n   a l l e   m a i l b o x e n   v e r w i j d e r e n ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 ^t e r g e ci   t o a t e   m e s a j e l e   m a r c a t e   d i n   t o a t e   c s u ce l e   p o _t a l e ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	             ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 EH'1/  9D'E*0'1  4/G  '2  GEG  5F/HB  G'  ~3*  -0A  4H/	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	   		  									  					  							  					  			? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 D e l e t e   a l l   m a r k e d   o f   a l l   m a i l b o x e s ? 	 


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i s? 	 D z s t   m a r 7j u m u   n o   v i s m   p a s t k a s t +t m ? 	 K u s t u t a n   p o s t k a s t i d e s t   k  i k   m  r g i t u d    k s u s e d ? 	 Kv{e^l  bxlx  x}aorek  vw~an  parxdacxiuxvveh	             ? 	 ^t e r g e ci   m e s a j e l e   m a r c a t e   d i n   t o a t e   c s u ce l e   p o _t a l e ? 	 
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 S T R _ E M A I L _ A C C T _ C A N C E L _ W I Z A R D _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   w h e t h e r   t o   c a n c e l   t h e   a c c o u n t   s e t t i n g   w i z a r d 	 C a n c e l   t h i s   a c c o u n t   g u i d e ? 	 Sm,g!k3^6bV\	 Sm,g!k^7bT[	 "@%4A'21
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55I? 	  C a n c e l a r   e s t a   g u  a   d e   c u e n t a ? 	 A n n u l e r   c e   g u i d e   d e   c o m p t e  ? 	 D i e s e   K o n t o r i c h t l i n i e   a b b r e c h e n ? 	 B<5=8BL  A>740=85  CG.   70?8A8? 	 A n n u l l a r e   q u e s t a   g u i d a   a l l ' a c c o u n t ? 	 'D:'!  G0'  'D/DJD	 C a n c e l a r   e s t e   a s s i s t e n t e   d e   c o n t a ? 	 B u   h e s a p   k 1l a v u z u   i p t a l   e d i l s i n   m i ? 	 H y   h n g   d n   t  i   k h o n   l n   n  y ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 B a t a l   p a n d u a n   s e t i n g   i n i ? 	   /	9	  		>					  	>		!	  0	&	M	&	  	0	G		? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 V i s s z a v o n j a   e z t   a   f i  k -  t m u t a t  t ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 D e z e   a c c o u n t   g e l e i d e r   a n n u l e r e n ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 R e v o c a ci   e x p e r t u l   d e   s e t r i   c o n t ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	         ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 'F  1'GFE'  '4*1'  D:H  4H/	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	   		  							  				  					  			? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 C a n c e l   t h i s   s e t t i n g   g u i d e ? 	 
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 
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55H@%7-? 	  B o r r a r   c u e n t a   s e l e c c i o n a d a ? 	 S u p p r i m e r   l e   c o m p t e  s  l e c t i o n n    ? 	 A u s g e w  h l t e s   K o n t o   l  s c h e n ? 	 #40;8BL  2K1@0==CN  CG.   70?8AL? 	 E l i m i n a r e   l ' a c c o u n t   s e l e z i o n a t o ? 	 E3-  -3'('*  'DE.*'1)	 E l i m i n a r   a   c o n t a   s e l e c c i o n a d a ? 	 B u   h e s a p   s i l i n s i n   m i ? 	 X  a   m i   t  i   k h o n ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 P a d a m   a k a u n   y a n g   d i p i l i h ? 	   	/	(	?	$	  		>					  .	?		>			? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 T  r l i   a   k i j e l  l t   f i  k o t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 G e s e l e c t e e r d e   a c c o u n t   v e r w i j d e r e n ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 ^t e r g e ci   c o n t u l   s e l e c t a t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	       ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 '4*1'  'F*.'(  4/G  -0A  4H/	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	   									  							  					  			? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 D e l e t e   s e l e c t e d   a c c o u n t ? 	 



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 S T R _ E M A I L _ D E L _ C O M P _ A D D R _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   w h e t h e r   t o   d e l e t e   t h e   s e l e c t e d   a d d r e s s 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 *Rd@bx0W@W	  Rd@b	0W@W	 %5H-"9H5H@%7-? 	  B o r r a r   d i r e c c i  n   s e l e c c i o n a d a ? 	 S u p p r i m e r   l  a d r e s s e   s  l e c t i o n n  e  ? 	 A u s g e w  h l t e   A d r e s s e   l  s c h e n ? 	 #40;8BL  2K1@0==K9  04@5A? 	 E l i m i n a r e   l ' i n d i r i z z o   s e l e z i o n a t o ? 	 E3-  9F'HJF  'DE.*'1)	 E l i m i n a r   e n d e r e  o   s e l e c c i o n a d o ? 	 B u   a d r e s   s i l i n s i n   m i ? 	 X  a   a   c h      c h n ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 P a d a m   a l a m a t   y a n g   d i p i l i h ? 	   	/	(	?	$	  *	$	>	  .	?		>			? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 T  r l i   a   k i j e l  l t   c  m e t ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 G e s e l e c t e e r d   a d r e s   v e r w i j d e r e n ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 ^t e r g e ci   a d r e s a   s e l e c t a t ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	       ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 F4'F  'F*.'(  4/G  -0A  4H/	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	   									  						  					  			? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 D e l e t e   s e l e c t e d   a d d r e s s ? 	 



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 S T R _ E M A I L _ D E L _ A L L _ C O M P _ A D D R _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   w h e t h e r   t o   d e l e t e   a l l   t h e   a d d r e s s e s 	 D e l e t e   a l l   a d d r e s s e s ? 	 *RdhQ0W@W	  RdhQ0W@W	 %5H-"9H1I+!? 	  B o r r a r   t o d a s   l a s   d i r e c c i o n e s ? 	 S u p p r i m e r   t o u t e s   l e s   a d r e s s e s  ? 	 A l l e   A d r e s s e n   l  s c h e n ? 	 #40;8BL  2A5  04@5A0? 	 E l i m i n a r e   t u t t i   g l i   i n d i r i z z i ? 	 E3-  CD  'D9F'HJF	 E l i m i n a r   t o d o s   o s   e n d e r e  o s ? 	 T  m   a d r e s l e r   s i l i n s i n   m i ? 	 X  a   t o  n   b   a   c h ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 P a d a m   s e m u a   a l a m a t ? 	   8	-	@	  *	$	G	  .	?		>			? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 T  r l i   a z    s s z e s   c  m e t ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 A l l e   a d r e s s e n   v e r w i j d e r e n ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 ^t e r g e ci   t o a t e   a d r e s e l e ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	       ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 GEG  F4'F  G'  -0A  4H/	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	   		  						  					  			? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 D e l e t e   a l l   a d d r e s s e s ? 	 


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i a s   f a i l a s 	 T u k as   f a i l s 	 T  h i   f a i l 	 4aao  aul	   	 F i _i e r   g o l 	 +
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 S T R _ E B O O K _ D E L E T E _ I N Q U I R E 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 D e l e t e   e b o o k :   	 *RdP[f	  Rd5uP[fN	 %-58J? 	 B o r r a r   l i b r o   e l e c t r  n i c o :   	 S u p p r i m e r   E - B o o k  :   	 e B o o k   l  s c h e n :   	 #40;8BL  M;5:B@>==CN  :=83C? 	 E l i m i n a r e   e - b o o k ? 	 E3-  C*'(  'DC*1HFJ	 E l i m i n a r   e - b o o k :   	 D o s y a   s i l i n s i n   m i ? 	 X  a   s  c h   i n   t : 	 H a p u s   e - b o o k :   	 H a p u s   E - B u k u ? 	 	- ,	A		  .	?		>			? 	 	 	 	 E - b o o k   t  r l  s e : 	 	 	 	 E b o o k   v e r w i j d e r e n : 	 	 	 ^t e r g e ci   c a r t e a   e l e c t r o n i c ? 	 	 	   E - b o o k : 	 	 	 -0A  1'J'C*'(:   	 	 	 	- 		  				  					: 	 	 	 	 
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 
 S T R _ E B O O K _ Q U E S T I O N _ S I G N 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 ? 	 ? 	 ? 	 A k a r a   a j j ? 	 ? 
 
 S T R _ I D _ L A N G L N _ W K _ D E L E T E _ N O T E 	 L a n g l n 	 P O P U P C O N F I R M 	 D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ?   	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 					  ? 	 	 	 	 



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? 	 ? 	 S u s a ? 	 C i m e ? 	 F u t a ? 	 S k r a p ? 	 `a l i n t i ? 	 D z s t ? 	 K u s t u t a n ? 	 Kv{e^l	   ? 	 ^t e r g e ci ? 	 (
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 
 S H O R T C U T S _ D C D _ C O N F L I C T _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   ]}Sbybk-neTu	 D C D   ]~Sb _ybkneT.	 D C D   @4,   +I2!1IH28H!@	20	 E l   D C D   e s t    e n c e n d i d o ,   p r o h i b i d a   l a   c o n f i g u r a c i  n   d e   c l a v e   d e d i c a d a   	 D C D   a c t i v  ,   t o u c h e   d  d i  e   n e   p e u t   p a s    t r e   r  g l  e 	 D C D   i s t   a k t i v i e r t ,   d e d i z i e r t e r   S c h l  s s e l   d a r f   n i c h t   e i n g e s t e l l t   w e r d e n 	 A?>;L7C5BAO  D C D .   52>7<>6=>  =07=0G8BL  2K45;5==K9  :;NG. 	 D C D   a t t i v o ,   n o n   c o n s e n t i t o   i m p o s t a r e   i l   t a s t o   d e d i c a t o 	 /J  3J  /J  EA*H-, -81  6(7  EA*'-  'D'F,'G	 O   D C D   e s t    l i g a d o ,      p r o i b i d o   c o n f i g u r a r   a   c h a v e   d e d i c a d a 	 D C D   a  1k ,    z e l   t u _u   a y a r l a m a k   y a s a k l a n m 1_  	 D C D      m ,   k h  n g   c   c  i   t   p h  m   p h n g   h n g 	 D C D   a k t i f ,   k o d e   k u n c i   k h u s u s   d i l a r a n g   u n t u k   d i a t u r 	 D C D   d i h i d u p k a n ,   k e k u n c i   d e d i k a s i   d i l a r a n g   u n t u k   d i s e t 	 D C D   	(	  9	H	,   8	.	0	M	*	?	$	  	A			@	  	K	  8	G		  	0	(	G	  8	G	  0	K		>	  	/	>		 	 	 	 A   D C D   b e   v a n   k a p c s o l v a ,   a   s a j  t   g o m b   n e m    l l  t h a t    b e 	 	 	 	 D C D   i s   a a n ,   t o e g e k e n d e   t o e t s   i s   v e r b o d e n   v o o r   i n s t e l l i n g 	 	 	 D C D   e s t e   a c t i v a t ,   c h e i a   d e d i c a t   n u   p o a t e   f i   c o n f i g u r a t 	 	 	 - D C D   ,           	 	 	 D C D   1H4F  '3*  *F8E  D/  '.*5'5  /'/G  4/G  EEFH9  '3*	 	 	   		. 		. 		  				,   						  		  			  			  				  	 	 	 	 D C D   



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	     ,           	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   a a n ,   t o e g e w e s e   t o e t s   m a g   n i e   g e s t e l   w o r d   n i e 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 D C D   i s   o n ,   d e d i c a t e d   k e y   i s   f o r b i d d e n   t o   s e t 	 	 	 	 D C D   		  		  			,   							  		  			  				  						 	 	 	 	 	 	 	 D C D   e s t    l i g a d o ,   c h a v e   d e d i c a d a      p r o i b i d a   d e   a j u s t a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D E L E T E _ S M S _ Q U E R Y _ I D 	 S M S 	 P O P U P C O N F I R M 	 S M S   D e l e t e   S M S   Q u e r y   S t r i n g 	 D e l e t e   S M S ? 	 *Rd!|
	  RdwO	 %  S M S ? 	  B o r r a r   S M S ? 	 S u p p r i m e r   S M S  ? 	 S M S   l  s c h e n ? 	 #40;8BL  S M S ? 	 E l i m i n a r e   S M S ? 	 E3-  13'D)  B5J1)	 E l i m i n a r   S M S ? 	 S M S   s i l i n s i n   m i ? 	 X  a   t i n   n h n ? 	 H a p u s   S M S ? 	 P a d a m   S M S ? 	 S M S   .	?		>			? 	 	 	 	 T  r l i   a z   S M S - t ? 	 	 	 	 S M S   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   m e s a j   S M S ? 	 	 	   S M S ? 	 	 	 S M S   -0A  4H/	 	 	   		. 		. 		  				  			? 	 	 	 	 S M S   

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	 V o l e u   s u p r i m i r   S M S ? 	 S u p p r i m e r   l e   S M S ? 	 E y  a   S M S ? 	  E l i m i n a r   S M S ? 	 71@8H8  S M S   ?>@0:0? 	 E x c l u i r   S M S ? 	 O b r i ai   S M S ? 	 O   p h u m u l a   S M S ? 	 T a n g g a l i n   a n g   S M S ? 	 D e l e t e   S M S ? 	 A   s h a r e   S M S ? 	 P a   S M S   r   r   b  ? 	 S M S   6>N  :5@5:  ?5? 	 	 	 	 	 
 
 S T R _ I D _ D M U I _ D E L E T E _ A S K 	 D M U I 	 P O P U P C O N F I R M 	 D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ? 	 X  a ? 	 M T K 	 P a d a m ? 	   .	?		>			? 	 M T K 	 M T K 	 M T K 	 T  r l i ? 	 M T K 	 M T K 	 M T K 	 V e r w i j d e r e n ? 	 M T K 	 M T K 	 ^t e r g e ci ? 	 M T K 	 M T K 	 ? 	 M T K 	 M T K 	 -0A  4H/	 M T K 	 M T K 	 					  ? 	 M T K 	 M T K 	 M T K 	 



  





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? 	 ? 	 S u s a ? 	 C i m e ? 	 F u t a ? 	 S k r a p ? 	 `a l i n t i ? 	 D z s t ? 	 K u s t u t a n ? 	 Kv{e^l	   ? 	 ^t e r g e ci ? 	 (
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? 	 ,?2K*  0?,G? 	 F s h i j ? 	 	 	 	 	 	 	 	 	 E x c l u i r ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O E D T _ N E W _ W 7 E _ C N F 	 V D O E D T 	 P O P U P C O N F I R M 	 [ n o t i f y - n e w   w o r k s p a c e ] 	 C u r r e n t   w o r k s p a c e   w i l l   b e   c l e a r e d ,   c o n t i n u e ? 	 vMR]\O@S\nd/f&T|~~	 S_MR]\O:S\nd/f&T~~	 7I5H3218109%  3H-+#7-D!H? 	 S e   b o r r a r    e l   e s p a c i o   d e   t r a b a j o ,    c o n t i n u a r ? 	 L ' e s p a c e   d e   b u r e a u   s e r a   e f f a c  ,   c o n t i n u e r ? 	 A k t u e l l e r   A r b e i t s b e r e i c h   w i r d   g e l  s c h t ,   f o r t s e t z e n ? 	 >20O  @01>G0O  >1;0ABL,   ?@>4>;68BL? 	 L ' a t t u a l e   s p a z i o n e   d i   l a v o r o   s a r    e l i m i n a t o ,   c o n t i n u a r e ? 	 E3'-)  'D9ED  'D,/J/	 L i m p a r    r e a   d e   t r a b a l h o   a c t u a l ,   c o n t i n u a r ? 	 Y e n i    a l 1_m a   a l a n 1?   	 K h u   c  n g   v i c   h i n   t i   s   b   x  a ,   t i p   t c ? 	 R u a n g   k e r j a   s a a t   i n i   a k a n   d i h a p u s ,   l a n j u t k a n ? 	 M e d a n   k e r j a   b a r u ? 	 5	0	M	$	.	>	(	  5	0	M		8	M	*	G	8	  	M	2	@	/	0	  9	K	  	>			>	,   	>	0	@	  0		G		? 	 	 	 	 M e g t  r t  n i k   a   j e l e n l e g i   m u n k a h e l y   t  r l  s e ,   f o l y t a t j a ? 	 	 	 	 H u i d i g e   w e r k r u i m t e   w o r d t   g e w i s t .   D o o r g a a n ? 	 	 	 S p a ci u   d e   l u c r u   n o u ? 	 	 	       ,     ? 	 	 	 A6'I  C'1I  CFHFI  ~'C  .H'G/4/  9EDJ'*  '/'EG  J'(/	 	 	 							  					  					  				  				  			,   						  		? 	 	 	 	 


  









? 	   ? 	 N e w   w o r k s p a c e ? 	 N e w   w o r k s p a c e ? 	 N e w   w o r k s p a c e ? 	 H u i d i g e   w e r k r u i m t e   s a l   g e w i s   w o r d ,   g a a n   v o o r t ? 	 N e w   w o r k s p a c e ? 	 N e w   w o r k s p a c e ? 	 N e w   w o r k s p a c e ? 	 N e w   w o r k s p a c e ? 	 N e w   w o r k s p a c e ? 	 N e w   w o r k s p a c e ? 	 	 	 V e n d i   I   p u n e s   I   t a n i s h e m   d o   t e   b o s h a t i s e t ,   v a z h d o ? 	 				  										  								  	' 	,   							  							? 	 	 	 	 	 	 	 	 E s p a  o   d e   t r a b a l h o   a t u a l   s e r    d e s o b s t r u  d o ,   c o n t i n u a r ? 	 	 	 	 	 	 	 	 L a n t o k i   h a u   g a r b i t u   e g i n g o   d a ;   j a r r a i t u ? 	 K a s a l u k u y a n g   w o r k s p a c e   a y   m a b u b u r a ,   m a g p a t u l o y ? 	 P r e s e n t e   e s p a z o   d e   t r a b a l l o   s e r    l i m p a d o ,   c o n t i n u a r ? 	 O g h e r e   d   u g b u a   g a - e k p o c h a p ,   g a a n i i h u ? 	 G l a n f a r   a n   s p  s   o i b r e   r e a t h a ,   l e a n   a r   a g h a i d h ? 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ E N C O D I N G _ U T F 8 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 	 	 	 U T F 8 	 	 	 	 U T F 8 	 	 	 U T F 8 	 	 	 U T F 8 	 	 	 U T F 8 	 	 	 U T F 		 	 	 	 U T F 8 	 U T F 8 	 I - U T F 8 	 I - U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 U T F 8 	 	 	 	 	 	 	 	 U T F 8 	 	 	 	 	 	 	 	 U T F 8 	 U T F 8 	 U T F 8 	 U t f 8 	 U T F 8 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ E N C O D I N G _ B I G 5 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 B i g 5 	 B i g 5   ( T r a d i t i o n a l   C h i n e s e ) 	 B i g 5   ( A~Ԛ-Ne) 	 B i g 5   ( A~SO-Ne) 	 B i g 5   ( 5DI+'1) 	 B i g 5 ( C h i n o   T r a d i c i o n a l ) 	 B I G 5   ( C h i n o i s   t r a d i t i o n n e l ) 	 B I G 5   ( T r a d i t i o n e l l e s   C h i n e s i s c h ) 	 B I G 5   ( B@048F8>==K9  :8B09A:89) 	 B I G 5 ( C i n e s e   t r a d i z i o n a l e ) 	 B i g 5   ( 'D5JFJ)  'D*BDJ/J)) 	 B I G 5   ( C h i n  s   t r a d i c i o n a l ) 	 B I G 5   ( G e l e n e k s e l    i n c e )   	 B i g 5   ( T i n g   H o a   P h n   t h ) 	 B i g 5   ( C i n a   T r a d i s i o n a l ) 	 B i g 5   ( C i n a   T r a d i s i o n a l ) 	 B i g 5   ( *	>	0		*	0	?		  	>		(	@		<	) 	 	 	 	 B i g 5   ( h a g y o m  n y o s   k  n a i ) 	 	 	 	 B I G 5   ( T r a d i t i o n e e l   C h i n e e s ) 	 	 	 B i g 5   ( T r a d i t i o n a l   C h i n e s e ) 	 	 	 B i g 5   (   ) 	 	 	 B i g 5   ( F  3F*) 	 	 	 B i g 5   ( 										  						) 	 	 	 	 B I G 5   ( 







  





) 	 B I G 5 (   ) 	 I - B I G 5 ( T r a d i t i o n a l   C h i n e s e ) 	 I - B I G 5 ( y e T h e t h e   s a m a T s h a y i n a ) 	 B I G 5 ( K i c h i n a   c h a   J a d i ) 	 B i g 5   ( T r a d i s i o n e l e   S j i n e e s ) 	 B I G 5   ( t r a d i c i n i a i   k i n i ak i   r a am e n y s ) 	 B I G 5   ( T r a d i c i o n l s   7+n i e au ) 	 B I G 5   ( T r a d i t i o n a l   C h i n e s e ) 	 B I G 5 ( 1~avdaoav  ykvaoav) 	 B I G 5 (   ) 	 B I G 5   ( T r a d i t i o n a l   C h i n e s e ) 	 B I G 5 ( *
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) 	 B I G 5 ( *>0.M*>0?  @(>) 	 B I G 5 ( K i n e z c e   T r a d i c i o n a l e ) 	 B I G 5 ( 									  				) 	 	 	 	 	 	 	 	 B i g 5   ( C h i n  s   t r a d i c i o n a l ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ E N C O D I N G _ G B 2 3 1 2 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 G B 2 3 1 2 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 G B 2 3 1 2   ( !|Ԛ-Ne) 	 G B 2 3 1 2   ( {SO-Ne) 	 G B 2 3 1 2   ( 5AH4C+
H) 	 G B 2 3 1 2 ( C h i n o   S i m p l i f i c a d o ) 	 G B 2 3 1 2   ( C h i n o i s   s i m p l i f i  ) 	 G B 2 3 1 2   ( V e r e i n f a c h t e s   C h i n e s i s c h ) 	 G B 2 3 1 2   ( C?@>I5==K9  :8B09A:89) 	 G B 2 3 1 2 ( C i n e s e   s e m p l i f i c a t o ) 	 G B 2 3 1 2   ( 'D5JFJ)  'D(3J7) 	 G B 2 3 1 2   ( C h i n  s   s i m p l i f i c a d o ) 	 G B 2 3 1 2   ( B a s i t l e _t i r i l m i _   i n c e ) 	 G B 2 3 1 2   ( T i n g   H o a   G i n   t h ) 	 G B 2 3 1 2   ( C i n a   M o d e r n ) 	 G B 2 3 1 2   ( C i n a   R i n g k a s ) 	 G B 2 3 1 2   ( 8	0	2	@		C	$	  	>		(	@		<	) 	 	 	 	 G B 2 3 1 2   ( e g y s z e r qs  t e t t   k  n a i ) 	 	 	 	 G B 2 3 1 2 ( V e r e e n v o u d i g d   C h i n e e s ) 	 	 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 	 	 G B 2 3 1 2   (   ) 	 	 	 G B 2 3 1 2   ( F  3'/G  4/G) 	 	 	 G B 2 3 1 2   ( 							  				) 	 	 	 	 G B 2 3 1 2   ( 


  





) 	 G B 2 3 1 2 (   ) 	 I - G B 2 3 1 2 ( S i m p l i f i e d   C h i n e s e ) 	 I - G B 2 3 1 2 ( e y e n z i w e   l u l a   y a m a T s h a y i n a ) 	 G B 2 3 1 2 ( K i c h i n a   R a h i s i ) 	 G B 2 3 1 2   ( V e r e e n v o u d i g d e   S j i n e e s ) 	 G B 2 3 1 2   ( s u p a p r a s t i n t i   k i n i ak i   r a am e n y s ) 	 G B 2 3 1 2   ( V i e n k r ao t s   7+n i e au ) 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 G B 2 3 1 2 ( @a}aao  ykvaoav) 	 B I G 5 (   ) 	 G B 2 3 1 2   ( S i m p l i f i e d   C h i n e s e ) 	 G B 2 3 1 2 ( 2
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 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ E N C O D I N G _ A S C 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 A S C 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 e  ( W i n d o w s ) 	 e  ( W i n d o w s ) 	 A S C I I   ( W i n d o w s   0'1) 	 A S C I I ( W i n d o w s   O c c i d e n t a l ) 	 A S C I I   ( W i n d o w s   d e   l  O u e s t ) 	 A S C I I   ( W e s t e u r o p  i s c h e s   W i n d o w s ) 	 A S C I I   ( 70?04=>52@>?59A:0O  4;O  W i n d o w s ) 	 A S C I I ( W i n d o w s   o c c i d e n t a l e ) 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 A S C I I   ( W i n d o w s   o c i d e n t a l ) 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 A S C I I   ( W i n d o w s   B a r a t ) 	 A S C I I   ( W i n d o w s   B a r a t ) 	 A S C I I   ( 5	G	8	M		0	M	(	  5	?		!	K		<	) 	 	 	 	 A S C I I   ( n y u g a t i ,   W i n d o w s ) 	 	 	 	 A S C I I ( W e s t e r n   W i n d o w s ) 	 	 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 	 	 A S C I I   ( W e s t e r n   W i n d o w s )  	 	 	 A S C I I   ( HF/H2  :1() 	 	 	 A S C I I ( 										  							) 	 	 	 	 A S C I I   ( 







  






) 	 A S C I I (   ) 	 I - A S C I I ( W e s t e r n   W i n d o w s ) 	 I - A S C I I (   I i f e s t i l e   z a s e N t s h o n a ) 	 A S C I I ( M a d i r i s h a   y a   M a g h a r i b i ) 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 A S C I I ( W e s t e r n   W i n d o w s ) 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 A S C I I ( 1tuav  W i n d o w s ) 	 A S C I I (   ) 	 A S C I I   ( W e s t e r n   W i n d o w s ) 	 A S C I I ( *
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 
 S T R _ I D _ P H N S E T _ S C R E E N _ S W I T C H _ E F F E C T 	 S e t t i n g 	 I C O N T E X T 	 S c r e e n   S w i t c h   E f f e c t 	 S c r e e n   s w i t c h   e f f e c t 	 U^RcHeg	 O\U^RbcHeg	 %2#*%1-	 P a n t a l l a   c o n   e f e c t o   c o n m u t a d o r 	 E f f e t   d e   c h a n g e m e n t   d   c r a n 	 B i l d s c h i r m w e c h s e l e f f e k t 	 -DD5:B  2K:;.   M:@0=0	 E f f e t t o   a l t e r n a n z a   s c h e r m o 	 M T K 	 E f e i t o   d e   a l t e r a   o   d e   e c r  	 E k r a n   d e i _t i r m e   e t k i s i 	 H i u   q u   t h a y   i   m  n   h  n h 	 M T K 	 K e s a n   b e r t u k a r   s k r i n 	   8	M		M	0	@	(	  8	M	5	?		  *	M	0	-	>	5		 M T K 	 M T K 	 M T K 	 K  p v  l t    h a t  s 	 M T K 	 M T K 	 M T K 	 S c h e r m s c h a k e l e f f e c t 	 M T K 	 M T K 	 E f e c t   c o m u t a r e   e c r a n 	 M T K 	 M T K 	     	 M T K 	 M T K 	 ,DHG  *9H6  5A-G	 M T K 	 M T K 	   							  				  							 M T K 	 M T K 	 M T K 	 






  






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	     	 U m p h u m e l a   w o k u s w i s h a   i s i k r i n i 	 I m p e m b e l e l o   y o s w i t s h o   l w e s k r i n i 	 A t h a r i   y a   k u b a d i l i   s k r i n i 	 S k e r m w i s s e l - e f f e k 	 E k r a n o   p e r j u n g i m o   e f e k t a s 	 E k r n a   p r s l g aa n a s   e f e k t s 	 E k r a a n i e f e k t 	 7oavvek  xmaotav  geo	     	 E f e c t   c o m u t a r e   e c r a n 	 8
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	 8MM0?(  8M5?  *M0->,	 E f e k t i   i   s t a k i m i t   t e   e k r a n i t 	 							  				  							 	 	 	 	 	 	 	 E f e i t o   d e   t r o c a   d e   t e l a 	 	 	 	 	 	 	 	 P a n t a i l a - a l d a k e t a   e f e k t u a 	 E f f e c t   s a   p a g p a l i t   n g   s c r e e n 	 E f e c t o   d e   c a m b i o   d e   p a n t a l l a 	 I f e k t   g b a n y e   i h u   e n y o 	 M a i s  o c h t   a n   a i s t r i t h e   s c  i l e  i n 
 
 S T R _ I D _ P H N S E T _ D I A L _ S T Y L E 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 D i a l e r   S t y l e 	 D i a l e r   s t y l e 	 qd_^W	 5u݋bS{|W	 #9A2#+!8	 E s t i l o   d e   m a r c a d o 	 S t y l e   d e   c o m p o s e u r 	 E i n w  h l f o r m 	 !B8;L  =01>@0	 S t i l e   c o m p o s i z i o n e 	 FH9  'D'*5'D	 E s t i l o   d e   m a r c a d o r 	 A r a m a   s i t i l i 	 C h     q u a y   s 	 M T K 	 S t a i l   d a i l a n 	   !	>	/	2	0	  8	M		>		2		 M T K 	 M T K 	 M T K 	 T  r c s  z    s t  l u s 	 M T K 	 M T K 	 M T K 	 K i e z e r s t i j l 	 M T K 	 M T K 	 S t i l   d e   a p e l a r e 	 M T K 	 M T K 	   	 M T K 	 M T K 	 3(  4E'1G  1	 M T K 	 M T K 	   							  							 M T K 	 M T K 	 M T K 	 




  





	   	 I s i t a y e l a   s o d a y e l a y o 	 I s i m b o   s o d a y e l i 	 M t i n d o   w a   k u p i g a   s i m u 	 T o e t s b l a d s t y l 	 R i n k i k o   s t i l i u s 	 Z v a n +t j a   s t i l s 	 N u m b r i v a l i j a   l a a d 	 @atapa~atav  xs	   	 S t i l   d e   a p e l a r e 	 !
/
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 	 !>_20  6H3@	 S t i l i   I   r e n i e s 	 											  					 	 	 	 	 	 	 	 E s t i l o   d e   d i s c a d o r 	 	 	 	 	 	 	 	 M a r k a t z a i l e - e s t i l o a 	 I s t i l o   n g   d i a l e r 	 E s t i l o   d e   m a r c a c i  n 	 d   o n y e   n a - a p 	 S t  l   a n   d i a i l e o r a 
 
 S T R _ I D _ B A R C O D E R E A D E R _ H E L P _ C O N T E N T 	 B A R C O D E R E A D E R 	 U N L I M 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 (u6bSN(W 8_
N} v-N8eQܕuW[b
N}_x6q_	cN x[ Oxd\Ob	cN Sm OSmd\O0Yg/fxd\OvqW a p AmhV\g9hd8eQvǌe_Uvav}&NbrǌeX[eQ 
N}f=| 0	 (u7bSN(W S
NQ yv-NeQsQ.W[b
NQSx6qT	cN nx[ egnxd\Ob	cN Sm egSmd\O0Yg/fnxd\Ov݋W a p OmȉhV\O9hnceQvpenc _/Tv^vQuv^bpencX[eQ 
NQfN~{ 0	 9IC
I*2!2#I-+!2"@%/ 3*31
C  " W a p   B"2#LBI" ,   21I  " %"   @7H-"7"1  +#7-  " "@%4"   @7H-@%4  I2"7"1  #00@#4H!  W a p   @#2@-#LB"-1B!146I-"9H1-48  A%01@G-48C  " 8J!2#L" 	 E l   u s u a r i o   p u e d e   i n t r o d u c i r   u n   n  m e r o / p a l a b r a   c l a v e   e n   " W a p   p o r   c  d i g p   d e   b a r r a " ,   d e s p u  s   o p r i m i r    A C E P T A R    p a r a   c o n f i r m a r   u   o p r i m i r    C a n c e l a r    p a r a   s a l i r .   E l   u s u a r i o   p u e d e   i n t r o d u c i r   u n   n  m e r o / p a l a b r a   c l a v e r   e n   " W a p   p o r   c  d i g p   d e   b a r r a " ,   i n i c i a r    a u t o m  t i c a m e n t e   e l   n a v e g a d o r   w a p   d e p e n d i e n d o   d e   l a   e n t r a d a   y   g u a r d a r    l a   e n t r a d a   e n   " M a r c a d o r e s " . 	 L  u t i l i s a t e u r   p e u t   e n t r e r   u n   n u m  r o / u n   m o t   c l    d a n s   " W a p   p a r   c o d e      b a r r e s " ,   p u i s   a p p u y e r   s u r   " O K "   p o u r   c o n f i r m e r   o u   " A n n u l e r "   p o u r   q u i t t e r .   S i   l  u t i l i s a t e u r   a   c o n f i r m  ,     l a n c e r a   a u t o m a t i q u e m e n t   l e   n a v i g a t e u r   W a p   e n   f o n c t i o n   d e   l ' e n t r  e   e t   e n r e g i s t r e r a   l ' e n t r  e   d a n s   " S i g n e t s " . 	 B e n u t z e r   k a n n   N u m m e r / S c h l  s s e l w o r t   i n   " N a c h   B a r c o d e   u m b r e c h e n "   e i n g e b e n ,   d a n n   z u r   B e s t  t i g u n g   " O K "   d r  c k e n   o d e r   m i t   " A b b r e c h e n "   b e e n d e n .   N a c h   d e r   B e s t  t i g u n g   s t a r t e t   d e r   W a p - B r o w s e r   a u t o m a t i s c h ,   j e   n a c h   E i n g a b e ,   u n d   s p e i c h e r t   d i e   E i n g a b e   i n   " L e s e z e i c h e n " . 	 >;L7>20B5;L  <>65B  225AB8  =><5@  8;8  :;NG52>5  A;>2>  2  ?>;5  ? W a p   ?>  HB@8E- :>4C?   8  =060BL  :=>?:C  O K   4;O  ?>4B25@645=8O  8;8  :=>?:C  ? B<5=0? .   >A;5  ?>4B25@645=8O  02B><0B8G5A:8  70?CA:05BAO  w a p - 1@0C75@  ( A  CG5B>2  22545==KE  40==KE) ,   0  40==K5  A>E@0=ONBAO  2  70:;04:0E. 	 L ' u t e n t e   p u    i n s e r i r e   i l   n u m e r o / l a   p a r o l a   c h i a v e   i n   " W a p   p e r   c o d i c e   a   b a r r e " ,   q u i n d i   p r e m e r e   " O K "   p e r   c o n f e r m a r e   o   " A n n u l l a "   p e r   c h i u d e r e .   I n   c a s o   d i   c o n f e r m a ,   i l   b r o w s e r   w a p   s i   a v v i e r    a u t o m a t i c a m e n t e   i n   b a s e   a l l ' i n p u t   e   l ' i n p u t   v e r    s a l v a t o   i n   " S e g n a l i b r i " . 	 JECF  DDE3*./E  %/.'D  'D1BE/ 'DCDE)  'DEA*'-J)  AJ  " 'D916  (H'37)  41J7  'D1EH2"   +E  'D6:7  9DI  " EH'AB"   DD*#CJ/  #H  'D6:7  9DI  " %D:'!"   DD%FG'!.   AJ  -'D)  'D*#CJ/  3J*E  *4:JD  E*5A-  W A P   *DB'&JK'  (F'!K  9DI  'DE/.D'*  H3J*E  -A8  'DE/.D'*  AJ  " 'D%4'1'*  'DE1,9J)" . 	 O   u t i l i z a d o r   p o d e   i n t r o d u z i r   u m   n  m e r o   /   p a l a v r a - c h a v e   e m    W a p   p o r   c  d i g o   d e   b a r r a s  ,   d e p o i s   p r e s s i o n e    O K    p a r a   c o n f i r m a r   o u   p r e s s i o n e    C a n c e l a r    p a r a   s a i r .   S e   c o n f i r m a r ,   o   n a v e g a d o r   W e b   w a p   i r    s e r   i n i c i a d o   a u t o m a t i c a m e n t e   d e p e n d e n t e   d o s   d a d o s   i n t r o d u z i d o s   e   g u a r d e   o s   d a d o s   e m    M a r c a d o r e s  . 	 K u l l a n 1c 1" b a r k o d   i l e   W a p "   a l a n 1n a   n u m a r a / a n a h t a r   s  z c  k   g i r e b i l i r ,   d a h a   s o n r a   o n a y l a m a k   i  i n   " O K "   s e  e n e i n e   b a s 1n   v e y a   i p t a l   e t m e k   i  i n   " 0p t a l   e t "   s e  e n e i n e   b a s 1n .   E e r   o n a y l a n 1y o r   i s e ,   g i r d i y e   b a l 1  o l a r a k   w a p   t a r a y 1c 1s 1n 1  o t o m a t i k   o l a r a k   b a _l a t a c a k t 1r   v e   g i r d i y i   " Y e r   0m l e r i n e "   k a y d e d e c e k t i r . 	 T i " n h p   s   v  o   M n g "   n g i   s   d n g   c    t h   n h p   c h   h o c   s     v  o   M n g s a u      n   " x  c   n h n "     x  c   n h n   t h a o   t  c   h o c   n " h y "     t i n   h  n h   h y   t h a o   t  c . N u   n h   x  c   n h n   t h a o   t  c M  y   d u y t   W a p   s   c n   c   v  o   d   l i u   n h p     m   t r a n g   M n g   t n g   n g   v    e m   d   l i u   n  y   l u   v  o   "  n h   d u   v  o   M n g " . 	 P e n g g u n a   d a p a t   m e m a s u k k a n   a n g k a   a t a u   k a t a   k u n c i   d a l a m   " W a p   b e r d a s a r k a n   k o d e   b a r i s " ,   l a l u   m e n e k a n   " O K "   u n t u k   m e n g k o n f i r m a s i k a n n y a   a t a u   m e n e k a n   " B a t a l "   u n t u k   m e n g h e n t i k a n n y a .   J i k a   d i k o n f i r m a s i k a n ,   b r o w s e r   w a p   a k a n   a k t i f   s e c a r a   o t o m a t i s ,   t e r g a n t u n g   p a d a   i n p u t ,   d a n   m e n y i m p a n   i n p u t   d a l a m   " P e n a n d a " . 	 P e n g g u n a   b o l e h   m e m a s u k k a n   k a t a   k u n c i / n o m b o r   d a l a m   " W a p   m e n g i k u t   k o d   b a r " ,   d a n   t e k a n   " O K "   u n t u k   s a h k a n   a t a u   t e k a n   " B a t a l "   u n t u k   m e m b a t a l k a n   i a .   J i k a   m e n g e s a h k a n   i a ,   i a   a k a n   m u l a   p e n y e m a k   i m b a s   a u t o m a t i k   b e r g a n t u n g   k e p a d a   i n p u t   d a n   s i m p a n   i n p u t   d a l a m   " P e n a n d a   b u k u " . 	 /	B		<	0	  " ,	>	0	  	K	!	  &	M	5	>	0	>	  W a p "   .	G		  (		,	0	/ 	A			@	  6	,	M	&	  &	0	M		<	  	0	  8		$	>	  9	H	,   	8		@	  *	A	7	M		?	  	0	(	G	  	G	  2	?		  "  	@		"   &	,	>			  	%	5	>	  	8	G	  ,		&	  	0	(	G	  	G	  2	?		  " 0	&	M	&	"   &	,	>			.   /	&	?	  	8		@	  *	A	7	M		?	  	@	  	>	$	@	  9	H	,   $	K	  /	9	  	(	*	A		  	G	  	'	>	0	  *	0	  8	M	5	$	:   W a p   ,	M	0	>				<	0	  	K	  6	A	0	B	  	0	  &	G		>	  	0	  	(	*	A		  	K	  " ,	A		.	>	0	M		M	8	"   .	G		  8	G	5	  	0	G		>	. 	 	 	 	 A   f e l h a s z n  l    m e g a d h a t j a     a   s z  m o t / k u l c s s z  t   a    W a p   b y   b a r   c o d e    ( W a p   v o n a l k  d   s z e r i n t )   m e z Qb e n ,   m a j d   a z    O K    g o m b b a l   m e g e r Qs  t h e t i   v a g y   a    C a n c e l "   ( M  g s e m )   g o m b b a l   v i s s z a v o n h a t j a .   H a   m e g e r Qs  t i ,   a u t o m a t i k u s a n   e l i n d u l   a   w a p   b  n g  s z Q  a   b e v i t e l t Ql   f  g g Qe n ,    s   a   b e m e n e t   a    B o o k m a r k s "   ( K  n y v e j e l z Qk )   m a p p  b a   k e r  l . 	 	 	 	 U   k u n t   e e n   g e t a l   o f   s l e u t e l w o o r d   o p g e v e n   o n d e r   " W a p p e n   o p   s t r e e p j e s c o d e " .   D r u k   d a a r n a   o p   " O K "   o m   t e   b e v e s t i g e n   o f   o p   " A n n u l e r e n "   o m   a f   t e   s l u i t e n .   B e v e s t i g t   u ,   d a n   s t a r t   d e   w a p b r o w s e r   a u t o m a t i s c h ,   a f h a n k e l i j k   v a n   d e   i n v o e r .   D e   i n v o e r   w o r d t   o p g e s l a g e n   i n   " B l a d w i j z e r s " . 	 	 	 U t i l i z a t o r u l   p o a t e   i n t r o d u c e   u n   n u m r / u n   c u v  n t   c h e i e    n   c a s e t a    C o n e x i u n e   W A P   d u p   c o d u l   d e   b a r e  ,   d u p   c a r e   p o a t e   a p s a   p e    O K    p e n t r u   a   c o n f i r m a   s a u   p e    R e v o c a r e    p e n t r u   a   i e _i   d i n   a p l i c a ci e .   D u p   c o n f i r m a r e ,   b r o w s e r - u l   W A P   s e   v a   i n i ci a l i z a   a u t o m a t      n   f u n c ci e   d e   v a l o a r e a   i n t r o d u s ,     i a r   v a l o a r e a   v a   f i   s a l v a t    n    M a r c a j e  . 	 	 	         /     " W A P     " ,           " "       .       " "     .       ,       - W A P     '     ,         . 	 	 	 '1(1  E  *H'F/  4E'1G  '  H'G  D/  1'  /1  " W a p   ('  ('1/"   H'1/  F/  3~3  " *#/"   1'  (1'  *#/  "F  '  " D:H"   1'  (1'  E*HBA  1/F  "F  A4'1  /G/.   /1  5H1*  *#/  "F  (3*G  (G  H1H/  E1H11  W a p   (G  7H1  .H/'1  1'G  'F/'2  E  4H/  H  H1H/  /1  " E-D  '(  G'"   0.1G  E  1//. 	 	 	 											  					/ 		  						  " 				  			  			  			" - 	  					  				  					,   					  " 			"   				  							  		  		  					  				  " 								"   				  			  							  			  		  ,   		  					  							  				  								  				  				  			  " 									" - 	  					  							  					  	 	 	 	 


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.  " 	   " " W a p   b y   b a r   c o d e " " ,     /     ,         " " O K " "         " " C a n c e l " "   .     ,                       " " B o o k m a r k s " "     . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 G e b r u i k e r   k a n   n o m m e r / s l e u t e l w o o r d   i n s l e u t e l   b y   " W a p   v o g e n s   s t r e p i e s k o d e " ,   d r u k   d a n   " O K "   o m   d i t   t e   b e v e s t i g   o f   d r u k   " K a n s e l l e e r "   o m   u i t   t e   g a a n .   I n d i e n   d i t   b e v e s t i g   w o r d ,   s a l   d i e   w a p - b l a a i e r   o u t o m a t i e s   o o p m a a k ,   a f h a n g e n d e   v a n   d i e   i n v o e r ,   e n   d i e   i n v o e r   i n   " B o e k m e r k e "   b e r g . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 U s e r   c a n   i n p u t   n u m b e r / k e y   w o r d   i n   " W a p   b y   b a r   c o d e " ,   t h e n   p r e s s   " O K "   t o   c o n f i r m   i t   o r   p r e s s   " C a n c e l "   t o   q u i t   i t .   I f   c o n f i r m i n g   i t ,   i t   w i l l   s t a r t   w a p   b r o w s e r   a u t o m a t i c a l l y   d e p e n d i n g   o n   t h e   i n p u t   a n d   s a v e   t h e   i n p u t   i n   " B o o k m a r k s " . 	 	 	 P e r d o r u e s i   m u n d   t e   f u t e   n u m r i n   / f j a l e k a l i m i n   n e   " W a p   s i p a s   k o d i t   s e r i a l " ,   p a s t a j   s h t y p   " O K "   t e   k o n f i r m o s h   o s e   s h t y p     " A n u l l o "   t a   l i n i .     N e s e   e   k o n f i r m o n i ,   d o   t e   h a p e   l u n d r u e s i n   W a p   a u t o m a t i k i s h t   d u k e   u   v a r u r   n e   h y r j e n   d h e   r u a j t j e n   e   h y r j e s   t e k   " F l e t e s h e n u e s i t " . 	 									  " 			  				  						  W a p " - 	  					/ 		  					  				  				,   							  				  							  						  " 			"   					  		  				  					  						  " 					  			"   					.   			  	  							  		  						  						  				  						  			  	  														  W a p   						  				  			  							  " 								" 	  							  				. 	 	 	 	 	 	 	 	 U s u  r i o   p o d e   i n s e r i r   n  m e r o / p a l a v r a - c h a v e   e m   " W a p   p o r   c  d i g o   d e   b a r r a s " ,   d e p o i s   p r e s s i o n a r   " O K "   p a r a   c o n f i r m a r   o u   p r e s s i o n a r   " C a n c e l a r "   p a r a   s a i r .   S e   c o n f i r m a r ,   c o m e  a r    o   n a v e g a d o r   w a p   a u t o m a t i c a m e n t e   d e p e n d e n d o   d a   e n t r a d a   e   s a l v a r    a   e n t r a d a   e m   " F a v o r i t o s " . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P O C _ D E L E T E _ A S K 	 P O C 	 P O P U P C O N F I R M 	 D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ? 	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 					  ? 	 	 	 	 



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 
 S T R _ I D _ P O C _ D E L E T E _ A L L _ A S K 	 P O C 	 P O P U P C O N F I R M 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 *RdhQ	  RdhQ	 %1I+!? 	  B o r r a r   t o d o s ? 	 S u p p r i m e r   t o u t  ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5? 	 E l i m i n a r e   t u t t o ? 	 E3-  'DCD	 E l i m i n a r   t o d o s ? 	 T  m    s i l i n s i n   m i ?   	 X  a   t o  n   b ? 	 H a p u s   s e m u a ? 	 P a d a m   s e m u a ? 	 8	-	@	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   i n t r r i l e ? 	 	 	   ? 	 	 	 -0A  GEG	 	 	 					  					  			? 	 	 	 	 




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? 	   ? 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 S k r a p   a l l e s ? 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 D e l e t e   a l l ? 	 
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 
 S T R _ I D _ P O C _ C A L L _ A S K 	 P O C 	 P O P U P C O N F I R M 	 C a l l ? 	 C a l l ? 	 d_	 |TS	 B#? 	  L l a m a r ? 	 A p p e l e r  ? 	 A n r u f e n ? 	 >72>=8BL? 	 C h i a m a r e ? 	 '*5'D	 C h a m a r ? 	 A r a n s 1n   m 1?   	 G i ? 	 H u b u n g i ? 	 P a n g g i l a n ? 	 	I	2	  	0	G		? 	 	 	 	 H  v j a ? 	 	 	 	 O p r o e p e n ? 	 	 	 A p e l a ci ? 	 	 	 ? 	 	 	 *E'3  (1B1'1  4H/	 	 	 		  			  			  ? 	 	 	 	 


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

M

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? 	 2  0?,G? 	 T e l e f o n o > 	 		  						? 	 	 	 	 	 	 	 	 L i g a r ? 	 	 	 	 	 	 	 	 D e i t u ? 	 T u m a w a g ? 	 C h a m a r ? 	 K p   o k u ? 	 G l a o i g h ? 
 
 S T R _ I D _ D C D 	 d c d 	 T I T L E ,   L S K ,   R S K ,   I C O N T E X T 	 D y n a m i c   C o n t e n t   D e l i v e r y 	 D C D 	 _
	 _	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 #.('1	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	   		. 		. 			 D C D 	 D C D 	 D C D 	 D C D 	 	 I - D C D 	 I - D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 D C D 	 	 	 	 	 	 	 	 D C D 	 	 	 	 	 	 	 	 D C D     	 D C D 	 D C D 	 D C D 	 D C D 
 
 S T R _ I D _ D C D _ A D D _ C H A N N E L 	 d c d 	 I C O N T E X T 	 A d d   C h a n n e l 	 A d d   c h a n n e l 	 ReQ;S	 mRS	 @4H!A
@%	 A g r e g a r   c a n a l 	 A j o u t e r   c a n a l  ? 	 K a n a l   h i n z u f  g e n 	 >1028BL  :0=0;	 A g g i u n g i   c a n a l e 	 '6'A)  'DBF'H'*	 A d i c i o n a r   c a n a l 	 K a n a l   e k l e   	 T h  m   k  n h 	 T a m b a h k a n   s a l u r a n ? 	 T a m b a h   s a l u r a n 	 	H	(	2	  	K	!	<	G			 	 	 	 C s a t o r n a   h o z z  a d  s a 	 	 	 	 K a n a a l   t o e v o e g e n 	 	 	 A d u g a r e   c a n a l 	 	 	   	 	 	 'A2H/F  'F'D	 	 	   							  			  			 	 	 	 



  




	   	 E n g e z a   i s h a n e l i 	 Y o n g e z a   u j e l o 	 O n g e z a   i d h a a 	 V o e g   k a n a a l   b y 	 P r i d t i   k a n a l 	 P i e v i e n o t   k a n l u 	 L i s a   k a n a l 	 1~elavel  alk	   	 A d u g a r e   c a n a l 	 
>
(
2
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 
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	 M_>(G2  /K!(M$A	 S h t o   k a n a l i n 	 					  			  				 	 	 	 	 	 	 	 A d i c i o n a r   c a n a l 	 	 	 	 	 	 	 	 K a t e a   g e h i t u 	 M a g d a g d a g   n g   c h a n n e l 	 E n g a d i r   c a n a l 	 T i n y e   c h a n e l 	 C u i r   c a i n  a l   l e i s 
 
 S T R _ I D _ D C D _ D E L E T E _ C H A N N E L 	 d c d 	 I C O N T E X T 	 D e l e t e   C h a n n e l 	 D e l e t e   c h a n n e l 	 *Rd;S	  RdS	 %A
@%	 B o r r a r   c a n a l 	 S u p p r i m e r   c a n a l 	 K a n a l   l  s c h e n 	 #40;8BL  :0=0;	 E l i m i n a   c a n a l e 	 E3-  'DBF'H'*	 E l i m i n a r   c a n a l 	 K a n a l 1  s i l   	 X  a   k  n h 	 H a p u s   s a l u r a n 	 P a d a m   s a l u r a n 	 	H	(	2	  .	?		>				 	 	 	 C s a t o r n a   t  r l  s e 	 	 	 	 K a n a a l   v e r w i j d e r e n 	 	 	 ^t e r g e r e   c a n a l 	 	 	   	 	 	 -0A  'F'D	 	 	   							  					  			 	 	 	 





  



  



	   	 S u s a   i s h a n e l i 	 C i m a   i j e l o 	 C h a g u a   i d h a a 	 S k r a p   k a n a a l 	 `a l i n t i   k a n a l 	 D z s t   k a n l u 	 K u s t u t a   k a n a l 	 Kv{el  alk	   	 ^t e r g e r e   c a n a l 	 
>
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@
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
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	 M_>(G2  ,?2K*  0(M$A	 F s h i   k a n a l i n 	 					  				 	 	 	 	 	 	 	 E x c l u i r   c a n a l 	 	 	 	 	 	 	 	 K a t e a   e z a b a t u 	 T a n g g a l i n   a n g   c h a n n e l 	 B o r r a r   c a n a l 	 K a c h a p   c h a n e l 	 S c r i o s   c a i n  a l 
 
 S T R _ I D _ D C D _ S A V E D _ S T O R Y 	 d c d 	 T I T L E ,   I C O N T E X T 	 S a v e d   S t o r y 	 S a v e d   s t o r i e s 	 ]OX[;S	 ]OX[Sy	 @#7H-#2'5H1@GD'I	 H i s t o r i a s   g u a r d a d a s 	 H i s t o i r e s   e n r e g i s t r  e s 	 G e s p e i c h e r t e   G e s c h i c h t e n 	 !>E@0=5==K5  8AB>@88	 S t o r i e   s a l v a t e 	 *E  -A8  'DBFH'*	 A r q u i v o s   g u a r d a d o s 	 K a y d e d i l e n   h i k a y e l e r   	    l u   m c   k  n h 	 K i s a h   t e r s i m p a n 	 C e r i t a   d i s i m p a n 	 8	M		K	0	@		<	  8	G	5	  	0	G			 	 	 	 M e n t e t t   t  r t  n e t e k 	 	 	 	 O p g e s l a g e n   v e r h a l e n 	 	 	 A r t i c o l e   s a l v a t e 	 	 	   	 	 	 /'3*'F  G'  0.1G  4/G	 	 	   							  			  									 	 	 	 






  






	   	 I z i n d a b a   e z i g c i n i w e 	 G c i n a   a m a b a l i 	 H a d i t h i   z i l i z o h i f a d h i w a 	 G e b e r g d e   s t o r i e s 	 .r a ay t o s   i s t o r i j o s 	 S a g l a b t i e   s t s t i 	 S a l v e s t a t u d   l o o d 	 Japzav~an  pxd~anve	   	 A r t i c o l e   s a l v a t e 	 8
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  
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
3
M

 	 *A!?  8M_  9G2>	 T r e g i m e t   e   r u a j t u r a 	 								  									 	 	 	 	 	 	 	 H i s t  r i a s   s a l v a s 	 	 	 	 	 	 	 	 G o r d e t a k o   i s t o r i o a k 	 I - s a v e   a n g   m g a   i s t o r y a 	 H i s t o r i a s   g a r d a d a s 	 D o k w a a   a k k   i f o 	 S c  a l t a   s  b h  i l t e 
 
 S T R _ I D _ D C D _ C H A N N E L _ L I S T 	 d c d 	 T I T L E 	 C h a n n e l   L i s t 	 C h a n n e l s 	 ;SnU	 SRh	 A
@%	 C a n a l e s 	 C h a  n e s 	 K a n  l e 	 0=0;K	 C a n a l i 	 B'&E)  'DBFH'*	 C a n a i s 	 K a n a l l a r   	 D a n h   s  c h   k  n h 	 S a l u r a n 	 S a l u r a n 	 	H	(	2	M	8		 	 	 	 C s a t o r n  k 	 	 	 	 K a n a l e n 	 	 	 C a n a l e 	 	 	 	 	 	 'F'D  G'	 	 	 								 	 	 	 




	   	 A m a s h a n e l i 	 A m a j e l o 	 I d h a a 	 K a n a l e 	 K a n a l a i 	 K a n l i 	 K a n a l i d 	 1lkve	 	 C a n a l e 	 
>
(
2
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 	 M_>(G2A!?	 K a n a l e t 	 										 	 	 	 	 	 	 	 C a n a i s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D _ S T O R Y _ L I S T 	 d c d 	 T I T L E 	 S t o r y   L i s t 	 S t o r i e s 	 ;SnU	 SyRh	 @#7H-#2'	 H i s t o r i a s 	 H i s t o i r e s 	 G e s c h i c h t e n 	 AB>@88	 S t o r i e 	 B'&E)  'DBFH'*	 A r q u i v o s 	 Y a z 1l a r 	 D a n h   s  c h   m c   k  n h 	 K i s a h 	 C e r i t a 	 8	M		K	0	@		<		 	 	 	 T  r t  n e t e k 	 	 	 	 V e r h a l e n 	 	 	 A r t i c o l e 	 	 	   	 	 	 /'3*'F  G'	 	 	   									 	 	 	 






	 	 I z i n d a b a 	 A m a b a l i 	 H a d i t h i 	 S t o r i e s 	 I s t o r i j o s 	 S t s t i 	 L o o d 	 @xd~anve	 	 A r t i c o l e 	 
%

3
M

 	 *A!?	 T r e g i m e t 	 									 	 	 	 	 	 	 	 H i s t  r i a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D _ C O N N _ A L W A Y S 	 d c d 	 T W O S T A T E 	 A l w a y s 	 A l w a y s 	 YB}#P}	 Y~ޏc	 @*!-	 S i e m p r e 	 T o u j o u r s 	 I m m e r 	 A5340	 S e m p r e 	 /'&E'	 S e m p r e 	 H e r   z a m a n   	 L u  n   k t   n i 	 S e l a l u 	 S e n t i a s a 	 9	.	G	6	>		 	 	 	 M i n d i g 	 	 	 	 A l t i j d 	 	 	  n t o t d e a u n a 	 	 	 	 	 	 GE4G	 	 	 							 	 	 	 





	 	 N j a l o 	 R h o q o 	 D a i m a 	 A l t y d 	 V i s a d a 	 V i e n m r 	 A l a t i 	 Dkw	 	  n t o t d e a u n a 	 
*
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*
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
	 80M,&>	 P e r g j i t h n j e 	 					 	 	 	 	 	 	 	 S e m p r e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D _ S C R O L L _ S P E E D 	 d c d 	 I C O N T E X T 	 S c r o l l   S p e e d 	 S c r o l l i n g   s p e e d 	 rcR^	 nR^	 '2!@#G'2#@%7H-	 V e l o c i d a d   d e   d e s l i z a m i e n t o 	 V i t e s s e   d e   d  f i l e m e n t 	 B i l d l a u f g e s c h w i n d i g k e i t 	 !:>@>ABL  ?@>:@CB:8	 V e l o c i t    d i   s c o r r i m e n t o 	 319)  'D*FBD	 V e l o c i d a d e   d e   d e s l o c a m e n t o 	 K a y d 1r m a   h 1z 1	 T c     c u n 	 K e c e p a t a n   g u l i r 	 K e l a j u a n   m e n a t a l 	 8	M	
 	M	0	I	2	  	0	(	G	  	@	  	$	?		 	 	 	 G  r g e t  s   s e b e s s  g e 	 	 	 	 S c r o l s n e l h e i d 	 	 	 V i t e z   d e   d e f i l a r e 	 	 	   	 	 	 319*  ~E'4	 	 	 											  			  	 	 	 	 






  


	   	 I s i v i n i n i   s o k u s k r o l a 	 S k r o l a   i s a n t y a 	 K a s i   y a   K u t e m b e z a 	 B l a a i s p o e d 	 S l i n k t i e s   g r e i t i s 	 R i t i n aa n a s   t r u m s 	 K e r i m i s k i i r u s 	 9eielx  aacxiuxv	   	 V i t e z   d e f i l a r e 	 8
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
	 8MM0K2  $?	 S h p e j t e s i a   e   l u a j t j e s 	 					' 	  							 	 	 	 	 	 	 	 V e l o c i d a d e   d e   r o l a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D _ I D L E _ D I S P L A Y 	 d c d 	 T I T L E ,   I C O N T E X T 	 I d l e   D i s p l a y 	 I d l e   d i s p l a y 	 __jkubo:y	 _:gLub>f:y	 +I2-0D!HDIC
I2	 V i s u a l i z a c i  n   p o r   i n a c t i v i d a d 	 A f f i c h a g e   v e i l l e 	 L e e r l a u f a n z e i g e 	  568<  >6840=8O	 D i s p l a y   i n a t t i v o 	 916  'D'.('1	 E c r    i n a c t i v o 	 E k r a n   k u l l a n 1l m 1y o r 	 H i n   t h   t i n   n h a n h 	 T a m p i l a n   s i a g a 	 P a p a r a n   m e l a h u 	 		!	2	  !	?	8	*	M	2	G		 	 	 	  r e s j  r a t i   k i j e l z  s 	 	 	 	 I n a c t i e f   b e e l d 	 	 	 A f i _a r e   p e r i o a d   d e   i n a c t i v i t a t e 	 	 	     	 	 	 FE'4  /1  -'D*  (D''3*A'/G	 	 	   			  								 	 	 	 




  







	   	 i s i b u k o   e s i n g a s e b e n z i 	 U m b o n i s o   o n g a s e b e n z i y o 	 K i z i n z a   b w e t e 	 L u i e r s k e r m 	 N e v e i k o s   e k r a n a s 	 D i s p l e j a   d +k s t v e 	 E k r a a n   j  u d e o l e k u s 	 Mza}tav  |ejktxt  goav	   	 A f i _a r e   p e r i o a d   d e   i n a c t i v i t a t e 	 
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 
 S T R _ I D _ D C D _ B A C K G R O U N D _ S Y N C _ P R O G R E S S 	 d c d 	 P O P U P 	 B a c k g r o u n d   s y n c h r o n i z i n g & 	 B a c k g r o u n d   s y n c h r o n i z i n g 	 Tek-N	 ck(WTek	 2#4B#DL@7I-+%1	 S i n c r o n i z a c i  n   d e   f o n d o 	 S y n c h r o n i s a t i o n   d  a r r i  r e   p l a n 	 H i n t e r g u n d s y n c h r o n i s a t i o n 	 $>=>20O  A8=E@>=870F8O	 S i n c r o n i z z a z i o n e   i n   b a c k g r o u n d 	 AJ  'DEH'2'EF	 A   s i n c r o n i z a r   f u n d o 	 A r k a   p l a n   s e n k r o n i z e   e d i l i y o r 	 a n g   n g   b 	 S i n k r o n i s a s i   l a t a r   b e l a k a n g 	 P e n y e g e r a k a n   l a t a r   b e l a k a n g 	 *	C	7	M	 	-	B	.	?	  8	?			M	0	K	(	>			<	?				 	 	 	 S z i n k r o n i z  l  s   a   h  t t  r b e n 	 	 	 	 S y n c h r o n i s e r e n   m e t   d e   a c h t e r g r o n d 	 	 	 S i n c r o n i z a r e   f u n d a l   	 	 	   	 	 	 /1  -'D  GE'E  3'2  2EFG	 	 	   													  														 	 	 	 










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 
 S T R _ I D _ D C D _ S T O R Y _ V I E W E R 	 d c d 	 T I T L E 	 S t o r y   V i e w e r 	 S t o r y   v i e w e r 	 ;SXd	 SyXd	 1'9@#7H-#2'	 V i s u a l i z a d o r   h i s t o r i a 	 A f f i c h e u r   d ' h i s t o i r e 	 G e s c h i c h t e n b e t r a c h t e r 	 @>A<>B@  8AB>@88	 V i s u a l i z z a t o r e   s t o r i a 	 E916  'DB55	 D i s p o s i t i v o   d e   v i s u a l i z a   o   d e   a r q u i v o s 	 Y a z 1  g  r  n t  l e y i c i   	 T  m   t t   m c   k  n h 	 P e n a m p i l   k i s a h 	 P e n o n t o n   c e r i t a 	 8	M		K	0	@	  5	M	/	B		0		 	 	 	 T  r t  n e t n  z e g e t Q	 	 	 	 V e r h a a l v i e w e r 	 	 	 V i z u a l i z a r e   a r t i c o l 	 	 	   	 	 	 FE'41  /'3*'F	 	 	   				  							 	 	 	 





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	   	 U m h l o l i   w e n d a b a 	 U m j o n g i   w e b a l i 	 K i a n g a l i a   h a d i t h i 	 S t o r i e - s k e r m 	 I s t o r i j s  ~i kr y k l 	 S t s t u   s k a t +t j s 	 L u g u d e   v a a t u r 	 @xd~anvek  dkaoky	   	 V i z u a l i z a r e   a r t i c o l 	 8
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 
 S T R _ I D _ D C D _ S A V E _ S T O R Y 	 d c d 	 I C O N T E X T 	 S a v e   S t o r y 	 S a v e   s t o r y 	 2QX[;S	 OX[Sy	 1@G@#7H-#2'	 G u a r d a r   h i s t o r i a 	 E n r e g i s t r e r   l  h i s t o i r e 	 G e s c h i c h t e   s p e i c h e r n 	 !>E@0=8BL  8AB>@8N	 S a l v a   s t o r i a 	 -A8  'DBFH'*	 G u a r d a r   a r q u i v o 	 Y a z 1y 1  k a y d e t   	 L u   m c   k  n h 	 S i m p a n   k i s a h 	 S i m p a n   c e r i t a 	 8	M		K	0	@	  8	G	5	  	0	G			 	 	 	 T  r t  n e t   m e n t  s e 	 	 	 	 V e r h a a l   o p s l a a n 	 	 	 S a l v a r e   a r t i c o l 	 	 	   	 	 	 0.1G  /'3*'F	 	 	   				  							  			 	 	 	 







  




	   	 G c i n a   i n d a b a 	 G c i n a   i b a l i 	 H i f a d h i   h a d i t h i 	 B e r g   s t o r i e 	 .r a ay t i   i s t o r i j 	 S a g l a b t   s t s t u 	 S a l v e s t a   l u g u 	 Japzavel  pxd~anh	   	 S a l v a r e   a r t i c o l 	 
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 
 S T R _ I D _ D C D _ C O N T E N T _ U P D A T E D 	 d c d 	 P O P U P 	 P r o m p t   D C D   c o n t e n t   u p d a t e d 	 D C D   c o n t e n t   u p d a t e d 	 _
gQ[]fe	 _Q[]fe	 @7I-+2  D C D   -1@A%I'	 C o n t e n i d o   D C D   a c t u a l i z a d o 	 C o n t e n u   D C D   m i s      j o u r 	 D C D - I n h a l t   a k t u a l i s i e r t 	 !>45@68<>5  D C D   >1=>2;5=>	 C o n t e n u t o   D C D   a g g i o r n a t o 	 *E  *-/J+  'DE-*HJ'*	 C o n t e  d o   d e   D C D   a c t u a l i z a d o 	 D C D   i  e r i i   g  n c e l l e n d i   	    l  m   m i   n i   d u n g   t i n   n h a n h 	 K o n t e n   D C D   d i p e r b a r u i 	 K a n d u n g a n   D C D   d i k e m a s   k i n i 	 D C D   			G			  	&	M	/	$	(	  	?		  			 	 	 	 D C D   t a r t a l o m   f r i s  t v e 	 	 	 	 D C D - i n h o u d   u p l o a d e n 	 	 	 C o n ci n u t   D C D   a c t u a l i z a t 	 	 	   D C D   	 	 	 E-*H'  D C D   1H2"E/3'2  4/	 	 	   		. 		. 		  									  					  			  						 	 	 	 D C D   



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NAQ-NbkbNelbR0W/TRJ a v a ^(uz^0bN\O(WKNT͑Ջ0	 @7H-2  A P   D!H*2!2#"84,   @#2D!H*2!2#@42'2  A P   *3@#G  @#20%-C+!HC 2"+%1	 D e b i d o   a   q u e   u n a   A P   n o   p u e d e   t e r m i n a r s e ,   n o   p o d e m o s   i n i c i a r   l a   A P   J a v a   e x i t o s a m e n t e .   I n t e n t a r e m o s   m  s   t a r d e . 	 C a r   u n   A P   n e   p e u t   p a s    t r e   t e r m i n  ,   n o u s   n e   p o u v o n s   p a s   l a n c e r   c o r r e c t e m e n t   J a v a   A P .   V e u i l l e z   r  e s s a y e r   p l u s   t a r d . 	 D a   e i n   A P   n i c h t   t e r m i n i e r t   w e r d e n   k a n n ,   k  n n e n   w i r   J a v a   A P   n i c h t   e r f o l g r e i c h   s t a r t e n .   W i r   w e r d e n   d e n   V o r g a n g   s p  t e r   w i e d e r h o l e n . 	  01>B0NI55  ?@8;>65=85  70:@KBL  =5  C40;>AL,   ?>MB><C  ?@8;>65=85  J a v a   70?CAB8BL  =52>7<>6=>.   K  ?>2B>@8<  ?>?KB:C  ?>74=55. 	 D a t o   c h e   u n   A P   n o n   p u    e s s e r e   t e r m i n a t o ,   n o n   p o s s i a m o   l a n c i a r e   l ' A P   J a v a   c o n   s u c c e s s o .   P r o v e r e m o   d i   n u o v o   p i    t a r d i . 	 F81K'  D*901  %FG'!  #-/  'D*7(JB'*  *901  *4:JD  *7(JB  J a v a   (F,'-.   H3HA  F9J/  'DE-'HD)  AJE'  (9/. 	 P o r   n  o   s e r   p o s s  v e l   e n c e r r a r   u m   p o n t o   d e   a c e s s o ,   o   p o n t o   d e   a c e s s o   J a v a   n  o   p o d e   s e r   i n i c i a d o   c o m   s u c e s s o .   T e n t a r e m o s   m a i s   t a r d e . 	 A P   s o n l a n d 1r 1l a m a d 11  i  i n ,   J a v a   A P ' y i   b a _a r 1y l a   b a _l a t 1l a m 1y o r .   D a h a   s o n r a   t e k r a r   d e n e y e c e i z . 	 D o   k h  n g   t h    n g   m t   n g   d n g ,   c h  n g   t  i   k h  n g   t h   k h i   c h y   t h  n h   c  n g   n g   d n g   J a v a   v    s   t h   l i   s a u . 	 K a r e n a   A P   t i d a k   d a p a t   d i h e n t i k a n ,   m a k a   k a m i   t i d a k   b e r h a s i l   m e n g a k t i f k a n   J a v a   A P .   K a m i   a k a n   m e n c o b a n y a   k e m b a l i   n a n t i . 	 O l e h   s e b a b   A P   t i d a k   b o l e h   d i b e r h e n t i k a n ,   k a m i   t i d a k   b o l e h   m e l a n c a r k a n   A P   J a v a   d e n g a n   j a y a n y a .   K a m i   a k a n   c u b a   l a g i   k e m u d i a n . 	 	B			?	  A P   	K	  8	.	>	*	M	$	  (	9	@		  	?	/	>	  	>	  8		$	>	,   	8	2	?		  9	.	  J a v a   A P   	K	  8	+	2	$	>	*	B	0	M	5		  6	A	0	B	  (	9	@		  	0	  8		$	G	.   9	.	  ,	>	&	  .	G		  *	A	(	:   	K	6	?	6	  	0	G			G	. 	 	 	 	 M i v e l   a z   A P   n e m    l l  t h a t    l e ,   a   J a v a   A P   n e m   i n d  t h a t    s i k e r e s e n .   K  s Qb b    j r a   p r  b  l k o z u n k . 	 	 	 	 D o o r d a t   e e n   A P   n i e t   k a n   w o r d e n   a f g e s l o t e n ,   k u n n e n   w e   d e   J A V A - A P   n i e t   m e t   s u c c e s   s t a r t e n .   W e   z u l l e n   h e t   l a t e r   n o g   e e n s   p r o b e r e n . 	 	 	 D e o a r e c e   u n   A P   n u   p o a t e   f i   t e r m i n a t ,   a p l i c a ci a   J a v a   A P   n u   p o a t e   f i   i n i ci a l i z a t .    n c e r c a ci   m a i   t  r z i u . 	 	 	         A P ,             J a v a   A P .         . 	 	 	 (G  3((  "FG  'E'F  .'*EG  /'/F  (G  (1F'EG  '1(1/  F3*  FE*H'F  ('  EHAB*  (1F'EG  1'  ('2FEH/.   /H('1G  *D'4E'F  1'  .H'GE  1/. 	 	 	   			  						  				  		  					  				  				  				  			  							  				  				  				  			  				  			  				  						  				  	 	 	 	 





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 S T R _ S E T T I N G S _ L E F T _ A L I G N M E N T 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 L e f t 	 ]	 ]	 I2"	 I z q u i e r d a 	 G a u c h e 	 L i n k s 	 >  ;52><C  :@0N	 S i n i s t r a 	 J3'1	 E s q u e r d a 	 S o l 	 T r  i 	 K i r i 	 K i r i 	 ,	>	/	>			 	 	 	 B a l 	 	 	 	 L i n k s 	 	 	 S t  n g a 	 	 	 	 	 	 ~	 	 	   				 	 	 	 




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 S T R _ S E T T I N G S _ R I G H T _ A L I G N M E N T 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 R i g h t 	 S	 S	 '2	 D e r e c h a 	 D r o i t e 	 R e c h t s 	 >  ?@02><C  :@0N	 D e s t r a 	 JEJD	 D i r e i t a 	 S a 	 P h i 	 K a n a n 	 K a n a n 	 &	>	/	>			 	 	 	 J o b b 	 	 	 	 R e c h t s 	 	 	 D r e a p t a 	 	 	 	 	 	 1'3*	 	 	   				 	 	 	 




	 	 I s i d l a 	 E k u n e n e 	 K u l i a 	 R e g s 	 .  d e ai n 	 P a   l a b i 	 P a r e m 	 1{	 	 D r e a p t a 	 5
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	 !>9>#	 D j a t h t a s 	 				 	 	 	 	 	 	 	 D i r e i t a 	 	 	 	 	 	 	 	 E s k u i n 	 K a n a n 	 D e r e i t a 	 A k a   n r i 	 A r   d h e i s 
 
 S T R _ S E T T I N G S _ A L I G N M E N T _ S T Y L E 	 E B O O K 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 A l i g n m e n t 	 
\Je_	 [Pe_	 2#1
4-	 A l i n e a m i e n t o 	 A l i g n e m e n t 	 A u s r i c h t u n g 	 K@02=820=85	 A l l i n e a m e n t o 	 #ABJ	 A l i n h a m e n t o 	 H i z a l a m a 	 C h     c h n h   h  n g 	 P e r a t a a n 	 P e n a j a j a r a n 	 	2	>		(	.	G				 	 	 	 I g a z  t  s 	 	 	 	 U i t l i j n i n g 	 	 	 A l i n i e r e 	 	 	 	 	 	 *1'2	 	 	 											 	 	 	 









	 	 I - A l i g n m e n t 	 U l u n g e l e l a n i s o 	 U a i n i s h a j i 	 L e t t e r g r o e p e r i n g 	 S u l y g i a v i m a s 	 L +d z i n j u m s 	 J o o n d u s 	 Oxrawoxt	 	 A l i n i e r e 	 
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 
 S T R _ E M A I L _ E R R O R _ C O D E _ M S G _ E X I S T I N G _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   s e l e c t e   m a i l   i s   a l r e a d y   e x i s t e d 	 E m a i l   e x i s t i n g 	 P[N]X[(W	 5uP[N]X[(W	 !5-5@!%5IA%I'	 M e n s a j e   e x i s t e n t e 	 E m a i l   e x i s t a n t 	 e M a i l   b e r e i t s   v o r h a n d e n 	 !>>1I5=85  ACI5AB2C5B	 E - m a i l   e s i s t e n t e 	 13'D)  EH,H/)	 E - m a i l   e x i s t e n t e 	 E - p o s t a   z a t e n   v a r 	 T i n   n h n      t n   t i 	 M e s s a g e   e x i s t i n g 	 E - m e l   w u j u d 	 	.	G	2	  .	L		B	&	  9	H		 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 L  t e z Q  e - m a i l 	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 E - m a i l   b e s t a a t 	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 E - m a i l u l   e x i s t   d e j a 	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	   	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 1''F'EG  H,H/  /'1/	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	   				  				 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 M e s s a g e   e x i s t i n g 	 




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 S H O R T C U T S _ I N V A L I D _ N O _ I D L E _ W A R N I N G _ I D 	 U n d e f i n e d 	 P O P U P 	 N o   i d l e   s c r e e n ,   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   F u n c t i o n   n o t   a l l o w e d 	 !qi d l e Lub  dkRfBf!qlO(u	 ei d l e Lub  募RfeelO(u	 D!H!5+I2-@!7H-D!HC
I2:   2#32D!H-8
2	 N o   h a y   u n a   p a n t a l l a   i n a c t i v a :   f u n c i  n   n o   p e r m i t i d a 	 P a s    c r a n   d e   v e i l l e  :   f o n c t i o n   i n t e r d i t e 	 K e i n   L e e r l a u f b i l d s c h i r m :   F u n k t i o n   n i c h t   z u g e l a s s e n 	  568<  >6840=8O  =5  2:;NG5=:   DC=:F8O  =54>?CAB8<0. 	 N e s s u n o   s c h e r m o   i n a t t i v o :   f u n z i o n e   n o n   c o n s e n t i t a 	 D'  *H,/  'D4'4Gi d l e   :   'DB/1)  D'  JECF  'D'3*9E'D  EHB*	 S e m   e c r    i n a c t i v o :   f u n   o   n  o   p e r m i t i d a 	 K u l l a n 1l m a y a n   e k r a n   y o k :   i _l e v e   i z i n   v e r i l m e d i   	 K h  n g   c    t i p   d i n   i d l e :   t  n h   n n g   n  y   t m   t h i   k h  n g   t h   s   d n g 	 F u n g s i   t i d a k   d i b o l e h k a n 	 T i a d a   s k r i n   m e l a h u :   f u n g s i   t i d a k   d i b e n a r k a n 	 	K		  		!	2	  8	M		M	0	@	(	  (	9	@		:   	>	0	M	/	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 N i n c s    r e s j  r a t i   k  p e r n y Q:   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 G e e n   i n a c t i e f   s c h e r m ,   f u n c t i e   n i e t   t o e g e s t a a n 	 	 	 E c r a n u l   n u   e s t e    n   p e r i o a d a   d e   i n a c t i v i t a t e :   f u n c ci a   n u   e s t e   p e r m i s 	 	 	       :           	 	 	 5A-G  (D''3*A'/G  EH,H/  F3*:   9ED1/  E,'2  F3*	 	 	   					  							  			"   					  						  				 	 	 	 


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	     :     	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 G e e n   l u i e r s k e r m :   f u n k s i e   n i e   t o e g e l a a t   n i e 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 N o   i d l e   s c r e e n :   f u n c t i o n   n o t   a l l o w e d 	 	 	 	 				  				  							  			:   					  													  				 	 	 	 	 	 	 	 N e n h u m a   t e l a   i n a t i v a :   F u n   o   n  o   p e r m i t i d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F L I G H T _ M O D E _ A S K 	 S e t t i n g 	 C 1 6 5 _ 1 	 F l i g h t   M o d e 	 F l i g h t   m o d e ? 	 ۘ*!j_	 ޘL!j_	 B+!@#7H-4	  M o d o   d e   v u e l o ? 	 M o d e   a v i o n   ? 	 F l u g m o d u s ? 	  568<  ?>;5B0? 	 M o d a l i t    a e r e o ? 	 7'&1)	 M o d o   d e   v o o ? 	 U  u _  m o d u 	 C h     b a y ? 	 M T K 	 M o d   p e n e r b a n g a n ? 	   +	M	2	>			  .	K	!		 M T K 	 M T K 	 M T K 	 R e p  l  s   m  d ? 	 M T K 	 M T K 	 M T K 	 V l u c h t s t a n d ? 	 M T K 	 M T K 	 M o d   a v i o n ? 	 M T K 	 M T K 	   ? 	 M T K 	 M T K 	 -'D*  ~1H'2	 M T K 	 M T K 	 						  			? 	 M T K 	 M T K 	 M T K 	 





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 
 S T R _ C O N F I R M _ D E L E T E _ R E C O R D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   r e c o r d 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r ? 	 L  s c h e n ? 	 #40;8BL  MBC  70?8AL? 	 E l i m i n a r e ? 	 E3-  G0'  'DE3,D	 E l i m i n a r   e s t e   r e g i s t o ? 	 B u   k a y 1t   s i l i n s i n   m i ? 	 X  a ? 	 H a p u s ? 	 H a p u s   r e k o d   i n i ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci   a c e a s t    n r e g i s t r a r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  				? 	 	 	 	 
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 
 S T R I N G _ M T P N P _ C A R D 1 _ C A L L _ S E T T I N G 	 U C M 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 1   c a l l   s e t t i n g   m e n u   i t e m   s t r i n g 	 S I M 1   c a l l   s e t t i n g s 	 S I M aS1 q-[	 S I M aS1 ݋n	 2#1IH2*2"4!1 	 C o n f i g u r a c i  n   d e   l l a m a d a s   d e l   S I M 1 	 R  g l a g e s   d  a p p e l   S I M 1 	 S I M 1 - A n r u f e i n s t e l l u n g e n 	 0AB@>9:0  2K7>20  G5@57  S I M 1 	 I m p o s t a z i o n i   d i   c h i a m a t a   S I M 1 	 6(7  'DEC'DE)  AJ  'D(7'B)1 	 D e f i n i   e s   d e   c h a m a d a   S I M 1 	 S I M 1   a r a m a   a y a r l a r 1  	 C  i   t   c u c   g i   S I M 1 	 P e n g a t u r a n   p a n g g i l a n   d i   S I M 1 	 S e t i n g   p a n g g i l a n   S I M 1 	 S I M 1   	I	2	  8	G		?			M	8		 	 	 	 S I M 1   h  v  s b e  l l  t  s o k 	 	 	 	 S I M 1   o p r o e p i n s t e l l i n g e n 	 	 	 S e t r i   a p e l a r e   S I M 1 	 	 	     S I M 1 	 	 	 *F8E'*  *E'3  S I M 1 	 	 	   				  		  										 	 	 	 


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i o   n u o s t a t o s 	 S I M 1   z v a n u   i e s t a t +j u m i 	 S I M 1   k  n e   s  t t e d 	 S I M 1   oavyk  oauavve	 S I M 1     	 S e t r i   a p e l a r e   S I M 1 	 S I M 1   
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@

0
#

M

3
M

 	 S I M 1   2  8G?A!?	 R e g j i s t r i m e t   e   t e l e f o n a t e s   S I M 1 	 			1 - 	  		  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c h a m a d a   S I M 1 	 	 	 	 	 	 	 	 S I M 1   d e i - e z a r p e n a k 	 S I M 1   m g a   s e t t i n g   n g   p a g t a w a g 	 C o n f i g u r a c i  n   d e   c h a m a d a   S I M 1 	 N t a l a   o k u   S I M 1 	 S o c r u i t h e   g l a o   S I M 1 
 
 S T R I N G _ M T P N P _ C A L L _ S E T T I N G 	 U C M 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 2   c a l l   s e t t i n g   m e n u   i t e m   s t r i n g 	 S I M 2   c a l l   s e t t i n g s 	 S I M aS2 q-[	 S I M aS2 ݋n	 2#1IH2*2"4!2 	 C o n f i g u r a c i  n   d e   l l a m a d a s   d e l   S I M 2 	 R  g l a g e s   d  a p p e l   S I M 2 	 S I M 2 - A n r u f e i n s t e l l u n g e n 	 0AB@>9:0  2K7>20  G5@57  S I M 2 	 I m p o s t a z i o n i   d i   c h i a m a t a   S I M 2 	 6(7  'DEC'DE)  AJ  'D(7'B)2 	 D e f i n i   e s   d e   c h a m a d a   S I M 2 	 S I M 2   a r a m a   a y a r l a r 1  	 C  i   t   c u c   g i   S I M 2 	 P e n g a t u r a n   p a n g g i l a n   d i   S I M 2 	 S e t i n g   p a n g g i l a n   S I M 2 	 S I M 2   	I	2	  8	G		?			M	8		 	 	 	 S I M 2   h  v  s b e  l l  t  s o k 	 	 	 	 S I M 2   o p r o e p i n s t e l l i n g e n 	 	 	 S e t r i   a p e l a r e   S I M 2 	 	 	     S I M 2 	 	 	 *F8E'*  *E'3  S I M 2 	 	 	   				  		  										 	 	 	 


2   


  







	 2       	 A m a s e t h i n g i   o c i n g o   l w e - S I M 2 	 U s e t o   l w e f o w n i   l w e - S I M 2 	 M i p a n g i l i o   y a   s i m u   y a   S I M 2 	 S I M 2 - o p r o e p s t e l l i n g s 	 2   S I M   k o r t e l s   s k a m b u 
i o   n u o s t a t o s 	 S I M 2   z v a n u   i e s t a t +j u m i 	 S I M 2   k  n e   s  t t e d 	 S I M 2   oavyk  oauavve	 S I M 2     	 S e t r i   a p e l a r e   S I M 2 	 S I M 2   
K
3
M

   
M
0
.
@

0
#

M

3
M

 	 S I M 2   2  8G?A!?	 R e g j i s t r i m e t   e   t e l e f o n a t e s   S I M 2 	 			2 - 	  		  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c h a m a d a   S I M 2 	 	 	 	 	 	 	 	 S I M 2   d e i - e z a r p e n a k 	 S I M 2   m g a   s e t t i n g   n g   p a g t a w a g 	 C o n f i g u r a c i  n   d e   c h a m a d a   S I M 2 	 N t a l a   o k u   S I M 2 	 S o c r u i t h e   g l a o   S I M 2 
 
 S T R I N G _ M T P N P _ C A L L _ I D 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 C a l l e r   I D 	 C a l l e r   I D 	 ,g_j_x	 ,g:gSx	 +!2"@%9IB#	 I D   d e   l l a m a d a s 	 I D   d e   l ' a p p e l a n t 	 A n r u f e r - I D 	 45=B8D8:0B>@  01>=5=B0	 I D   c h i a m a n t e 	 1BE  'D5'-(	 I d e n t i f i c a   o   d o   c h a m a d o r 	 A r a y a n   k i m l i i   	 S   m  y   n  y 	 I D   p e m a n g g i l 	 I D   p a n g g i l a n 	 	I	2	0	  I D 	 	 	 	 H  v  f  l   a z o n o s  t  	 	 	 	 O p r o e p e r - I D 	 	 	 I d e n t i t a t e   a p e l a n t 	 	 	   	 	 	 4F'3G  *E'3  1F/G	 	 	 				  					 	 	 	 



  



	   	 I - I D   y o f o n a y o 	 I - I D   y o m f o w n i 	 I D   y a   m p i g a j i   s i m u 	 O p r o e p - I D 	 S k a m b i n t o j o   I D 	 Z v a n +t j a   I D 	 H e l i s t a j a   I D 	 6avcapaxrk  I D 	   	 I D   a p e l a n t 	 
K
3
0
M

   I D 	 20  I D 	 I d e n t i f i k u e s i   I   t e l e f o n a t a v e 	 								  I D 	 	 	 	 	 	 	 	 I d e n t i f i c a d o r   d e   c h a m a d a s 	 	 	 	 	 	 	 	 D e i - e g i l e a r e n   n o r t a s u n a 	 C a l l e r   I D 	 I D   d e   q u e n   c h a m a 	 A k a r a   n j i r i m a r a   o n y e   n y n e f e 	 I D   G l a o i t e o r a 
 
 S T R I N G _ M T P N P _ C L I _ S E T _ N E T W O R K 	 M E R C U R Y 	 H I N T ,   I C O N T E X T 	 S e t   b y   n e t w o r k 	 S e t   b y   n e t w o r k 	 |q}-	 |~	 1IH2B"@#7-H2"	 C o n f i g u r a r   p o r   l a   r e d 	 R  g l    p a r   l e   r  s e a u 	 N a c h   N e t z w e r k   e i n s t e l l e n 	 0405BAO  A5BLN	 I m p o s t a r e   p e r   r e t e 	 6(7  'DF8'E	 C o n f i g u r a r   p o r   r e d e 	 A a   g  r e   a y a r l a   	 C  i   t   b n g   h   t h n g   	 D i a t u r   j a r i n g a n 	 S e t   o l e h   r a n g k a i a n 	 (	G		5	0	M		  &	M	5	>	0	>	  8	G			 	 	 	 H  l  z a t    l t a l   b e  l l  t v a 	 	 	 	 D o o r   n e t w e r k   i n g e s t e l d 	 	 	 S e t a r e   d u p   r e ce a 	 	 	     	 	 	 *F8E  (1  '3'3  4(G	 	 	   									  							  			  					 	 	 	 






  





  


  


	         	 S e t h a   n g e n e t h i w e k h i 	 I s e t w e   l u t h u n g e l w a n o 	 W e k a   n a   m t a n d a o 	 D e u r   n e t w e r k   g e s t e l 	 N u s t a t o   t i n k l a s 	 T +k l a   i e s t a t +t s 	 V  r g u   p o o l t   m   r a t u d 	 Fwavao~an  g  avk  oxrtk	     	 S e t a t   d e   r e ce a 	 (
F
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 
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	 (Gq>0M  &Mq>0>  8GM  0(M$A	 R e g j i s t r u a r   n g a   r r j e t i 	 														  			  				 	 	 	 	 	 	 	 D e f i n i d o   p e l a   r e d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ C L I _ H I D E _ I D 	 M E R C U R Y 	 H I N T ,   I C O N T E X T 	 H i d e   I D 	 H i d e   I D 	 υ_x	 υSx	 H-+!2"@%	 O c u l t a r   I D   	 C a c h e r   I D 	 I D   a u s b l e n d e n 	 !:@KBL	 N a s c o n d i   I D 	 '.A'!  'D1BE	 O c u l t a r   i d e n t i f i c a   o 	 K i m l i i   g i z l e   	 n   s 	 S e m b u n y i k a n   I D 	 S e m b u n y i   I D 	 I D   	?	*	>				 	 	 	 A z o n o s  t    e l r e j t  s e 	 	 	 	 I D   v e r b e r g e n 	 	 	 A s c u n d e r e   i d e n t i t a t e 	 	 	   	 	 	 ~FG'F  1/F  4F'3G	 	 	 				  				  					 	 	 	 



  





	   	 F i h l a   i - I D 	 F i h l a   i - I D 	 F i c h a   I D 	 V e r s k u i l   I D 	 S l p t i   I D 	 N o s l p t   I D 	 P e i d a   I D 	 9avel  I D - v	   	 A s c u n d e r e   I D 	 I D   
3
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M
*
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
M

B
	 I D   2A>(M$A	 R u a j   I D 	 I D     								  	 	 	 	 	 	 	 	 O c u l t a r   I D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ C L I _ S E N D _ I D 	 M E R C U R Y 	 H I N T ,   I C O N T E X T 	 S e n d   I D 	 S e n d   I D 	 P_x	 SSx	 *H+!2"@%	 E n v i a r   I D 	 E n v o y e r   I D 	 I D   s e n d e n 	 B?@02;OBL	 I n v i a   I D 	 '13'D  'D1BE	 E n v i a r   i d e n t i f i c a   o 	 K i m l i i   g  n d e r   	 G i   s 	 K i r i m   I D 	 H a n t a r   I D 	 I D   -	G		G			 	 	 	 A z o n o s  t    k  l d  s e 	 	 	 	 I D   v e r z e n d e n 	 	 	 E x p e d i e r e   i d e n t i t i a t e 	 	 	   	 	 	 '13'D  4F'3G	 	 	   				  						 	 	 	 



  




	   	 T h u m e l a   i - I D 	 T h u m e l a   i - I D 	 T u m a   I D 	 S t u u r   I D 	 S i ss t i   I D 	 S kt +t   I D 	 S a a d a   I D 	 Hraoel  I D - v	   	 T r i m i t e r e   I D 	 I D   
/

M

B
	 I D   * >(M$A	 D e r g o   I D 	 I D   						  				 	 	 	 	 	 	 	 E n v i a r   I D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ N E T S E T _ S I M 1 _ I N V A L I D 	 N e t w o r k S e t u p 	 P O P U P 	 S I M 1   i n v a l i d 	 S I M 1   i n v a l i d 	 S I M aS1 !qHe	 S I M aS1 eHe	 4!1   D!H9I-	 S I M 1   i n v  l i d o 	 S I M 1   i n v a l i d e 	 S I M   1   u n g  l t i g 	 54>ABC?=>  4;O  =5459AB28B5;L=>3>  S I M 1 	 S I M 1   n o n   v a l i d a 	 'D(7'B)1   :J1  5'D-	 S I M 1   i n v  l i d o 	 G e  e r s i z   S I M 1   	 S I M 1   k h  n g   h p   l 	 M T K 	 S I M 1   t i d a k   s a h 	 8	?	.	1   	.	>	(	M	/		 M T K 	 M T K 	 M T K 	  r v  n y t e l e n   S I M 1 	 M T K 	 M T K 	 M T K 	 S I M 1   o n g e l d i g 	 M T K 	 M T K 	 C a r t e l   S I M 1   i n d i s p o n i b i l 	 M T K 	 M T K 	 S I M 1     	 M T K 	 M T K 	 S I M 1   F'E9*(1  '3*	 M T K 	 M T K 	 				  									 M T K 	 M T K 	 M T K 	 





  


1   



  





  


	   1     	 A k u t h o l a k a l i   n g e - S I M 1   e n g e n a m t h e t h o 	 A y i f u m a n e k i   k w i - S I M 1   e n g a s e b e n z i y o 	 H a i p a t i k a n i   k w a   S I M 1   b a t i l i 	 S I M 1   o n g e l d i g 	 N e g a l i m a   n e g a l i o j a n 
i a i   1   S I M   k o r t e l e i 	 N a v   p i e e j a m s   n e d e r +g a j a i   S I M 1 	 P o l e   s a a d a v a l   v i g a s e   S I M 1   k o r r a l 	 @a}avelk  yg  av~a~e  S I M 1 - k  pata	         S I M 1 -   	 N u   e s t e   d i s p o n i b i l   p e n t r u   c a r t e l a   S I M 1   n e v a l i d 	 
8
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  S I M 1 - (
M
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.
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	 .>(M_  S I M 1   *>  	*2,M'  (A9G	 N u k   e s h t e   e   l i r e   p e r   S I M 1   t e   p a v l e f s h e m   	 				  			1 - 	  				  						  				 	 	 	 	 	 	 	 S I M 1   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S I M _ I N V A L I D _ S I M _ S E L E C T _ N E T W O R K 	 S e t t i n g 	 P O P U P 	 N o t   a v a i l a b l e   f o r   i n v a l i d   S I M 	 N o t   a v a i l a b l e   f o r   i n v a l i d   S I M 	 S I M aS!qHe	 S I M aSeHe	 D!H!5C+IC  S I M   5HD!H9I-	 N o   d i s p o n i b l e   p a r a   S I M 	 P a s   d i s p o n i b l e   p o u r   S I M   i n v a l i d e 	 F  r   u n g  l t i g e s   S I M   n i c h t   v e r f  g b a r 	 54>ABC?=>  4;O  =5459AB28B5;L=>3>  S I M 	 N o n   d i s p o n i b i l e   p e r   S I M   n o n   v a l i d a 	 'D(7'B)  :J1  5'D-	 N  o   d i s p o n  v e l   p a r a   S I M   i n v  l i d o 	 G e  e r s i z   S I M   i  i n   m e v c u t   d e i l 	 S I M 1   k h  n g   h p   l 	 M T K 	 T i d a k   d i s e d i a k a n   u n t u k   S I M   t i d a k   s a h 	   	.	>	(	M	/	  S I M   	G	  2	?		  	(	A	*	2	,	M	'		 M T K 	 M T K 	 M T K 	 N e m   e l  r h e t Q   r v  n y t e l e n   S I M   e s e t  n 	 M T K 	 M T K 	 M T K 	 N i e t   b e s c h i k b a a r   v o o r   S I M 	 M T K 	 M T K 	 N u   e s t e   d i s p o n i b i l   p e n t r u   c a r t e l a   S I M 2   n e v a l i d 	 M T K 	 M T K 	       S i m 2     	 M T K 	 M T K 	 (1'  S I M   :1E9*(1  /1  /3*13  F3*	 M T K 	 M T K 	 				  				- 		  				  							  			 M T K 	 M T K 	 M T K 	 





  


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  


	       	 A k u t h o l a k a l i   n g e - S I M   e n g e n a m t h e t h o 	 A y i f u m a n e k i   k w i - S I M 2   e n g a s e b e n z i y o 	 H a i p a t i k a n i   k w a   S I M   b a t i l i 	 N i e   b e s k i k b a a r   v i r   o n g e l d i g e   S I M   n i e 	 N e g a l i m a   n e g a l i o j a n 
i a i   S I M   k o r t e l e i 	 N a v   p i e e j a m s   n e d e r +g a j a i   S I M 	 P o l e   s a a d a v a l   v i g a s e   S I M   k o r r a l 	 @a}avelk  yg  av~a~e  S I M - k  pata	         S I M -   	 N u   e s t e   d i s p o n i b i l   p e n t r u   c a r t e l a   S I M   n e v a l i d 	 
8
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  S I M 2 - (
M
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	 .>(M_  S I M   *>  	*2,M'  (A9G	 N u k   e s h t e   e   l i r e   p e r   S I M   t e   p a v l e f s h e m   	 				  				  				  						  				 	 	 	 	 	 	 	 I n d i s p o n  v e l   p a r a   S I M   i n v  l i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ U A R T _ S I M 1 	 P h n s e t 	 T W O S T A T E ,   H I N T 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 'D(7'B)1 	 S I M 1 	 S I M 1 	 S I M 1   	 M T K 	 S I M 1 	   S I M 1 	 M T K 	 M T K 	 M T K 	 S I M 1 	 M T K 	 M T K 	 M T K 	 S I M 1 	 M T K 	 M T K 	 S I M 1 	 M T K 	 M T K 	 S I M 1 	 M T K 	 M T K 	 S I M 1 	 M T K 	 M T K 	 					 M T K 	 M T K 	 M T K 	 


1 	 1 	 I - S I M 1 	 I - S I M 1 	 S I M 1 	 S I M 1 	 1   S I M   k o r t e l 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1   	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 			1 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ U A R T _ S I M 2 	 P h n s e t 	 T W O S T A T E ,   H I N T 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 'D(7'B)2 	 S I M 2 	 S I M 2 	 S I M 2 	 M T K 	 S I M 2 	   S I M 2 	 M T K 	 M T K 	 M T K 	 S I M 2 	 M T K 	 M T K 	 M T K 	 S I M 2 	 M T K 	 M T K 	 S I M 2 	 M T K 	 M T K 	 S I M 2 	 M T K 	 M T K 	 S I M 2 	 M T K 	 M T K 	 					 M T K 	 M T K 	 M T K 	 


2 	 2 	 I - S I M 2 	 I - S I M 2 	 S I M 2 	 S I M 2 	 2   S I M   k o r t e l 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G 	 M E R C U R Y 	 I C O N T E X T ,   T I T L E 	 D u a l   S I M   s e t t i n g 	 D u a l   S I M   s e t t i n g s 	 ٖ!j-[	 S!jn	 2#1IH24!9H	 C o n f i g u r a c i  n   d u a l   d e   S I M 	 R  g l a g e s   S I M   d o u b l e 	 D u a l - S I M - E i n s t e l l u n g e n 	 0AB@>9:0  @01>BK  A  42C<O  S I M - :0@B0<8	 I m p o s t a z i o n i   D u a l   S I M 	 '9/'/'*  'D(7'B)  'DE2/H,	 D e f i n i   e s   S I M   d u p l o 	 D u a l   S I M   a y a r l a r 1  	 C  i   t   c h     h a i   S I M 	 P e n g a t u r a n   d u a   S I M 	 S e t i n g   d w i S I M 	 &	K	9	0	@	  S I M   8	G		?			M	8		 	 	 	 K e t t Qs   S I M   b e  l l  t  s 	 	 	 	 I n s t e l l i n g e n   v o o r   d u b b e l e   S I M 	 	 	 S e t r i   S I M   d u b l u 	 	 	   S I M   	 	 	 *F8E'*  S I M   ,A*	 	 	   					  			  										 	 	 	 





  


  







	       	 A m a s e t h i n g i   e - D u a l   S I M 	 U s e t o   l w e - S I M   y a b a b i n i 	 M i p a n g i l i o   y a   S I M   m b i l i 	 T w e e l e d i g e   S I M - s t e l l i n g s 	 D v e j o p o s   S I M   n u o s t a t o s 	 D u l i   S I M   i e s t a t +j u m i 	 D u a l   S I M - i   s  t t e d 	 ?ovaok  S I M - k  oauavve	   S I M   	 S e t r i   S I M   d u b l u 	 
0

M

  S I M   
M
0
.
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
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
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 	 &M5?  S I M   8G?A!?	 R e g j i s t r i m e   t e   d y f i s h t e   S I M 	 				  			  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   S I M   d u a i s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ D M _ S E T T I N G 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 D u a l   S I M   s e t t i n g 	 D u a l   S I M   s e t t i n g s 	 !j_-[	 !j_n	 2#1IH24!9H	 C o n f i g u r a c i  n   d u a l   d e   S I M 	 R  g l a g e s   S I M   d o u b l e 	 D u a l - S I M - E i n s t e l l u n g e n 	 0AB@>9:8  S I M 	 I m p o s t a z i o n i   D u a l   S I M 	 '9/'/'*  'D(7'B)  'DE2/H,	 D e f i n i   e s   S I M   d u p l o 	 D u a l   S I M   a y a r l a r 1  	 C  i   t   c h   	 P e n g a t u r a n   d u a   S I M 	 S e t i n g   d w i S I M 	 &	K	9	0	@	  S I M   8	G		?			M	8		 	 	 	 K e t t Qs   S I M   b e  l l  t  s 	 	 	 	 I n s t e l l i n g e n   v o o r   d u b b e l e   S I M 	 	 	 S e t r i   S I M   d u b l u 	 	 	   S I M   	 	 	 *F8E'*  S I M   ,A*	 	 	     					  			  										 	 	 	 





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	       	 A m a s e t h i n g i   e - D u a l   S I M 	 U s e t o   l w e - S I M   y a b a b i n i 	 M i p a n g i l i o   y a   S I M   m b i l i 	 T w e e l e d i g e   S I M - s t e l l i n g s 	 D v e j o p o s   S I M   n u o s t a t o s 	 D u l i   S I M   i e s t a t +j u m i 	 D u a l   S I M - i   s  t t e d 	 ?ovaok  S I M - k  oauavve	   S I M   	 S e t r i   S I M   d u b l u 	 
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 	 &M5?  S I M   8G?A!?	 R e g j i s t r i m e   t e   d y f i s h t e   S I M 	 				  			  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   S I M   d u a i s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ D M _ D U A L C A R D 	 M E R C U R Y 	 H I N T ,   T W O S T A T E 	 D u a l   S I M   o p e n 	 D u a l   S I M   o p e n 	 ٖ!j	 S!j _	 4!9H@4	 S I M   d u a l   a b i e r t o 	 O u v e r t u r e   S I M   d o u b l e 	 D u a l - S I M   o f f e n 	  01>B0  A  42C<O  S I M - :0@B0<8	 A p r i   d u a l   S I M 	 'D(7'B)  E2/H,  EA*H-)	 A b e r t u r a   d e   S I M   d u p l o 	 D u a l   S I M   a  1k   	 M   c h     h a i   S I M 	 K e d u a   S I M   t e r b u k a 	 D w i S I M   b u k a 	 &	K	9	0	@	  S I M   	*	(		 	 	 	 K  t   S I M   n y i t v a 	 	 	 	 D u b b e l e   S I M   o p e n 	 	 	 S I M   d u b l u   d e s c h i s 	 	 	 S I M     	 	 	 S I M   ,A*  ('2  '3*	 	 	   					  			  					 	 	 	 





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	     	 I - D u a l   S I M   i v u l i w e 	 I - S I M   y a b a b i n i   i v u l i w e 	 F u n g u a   S I M   m b i l i 	 T w e e l e d i g e   S I M   i s   o o p 	 A t v e r t i   d v e j o p   S I M   u o s t a t o s 	 D u l a i s   S I M   a t v r t s 	 D u a l   S I M   a v a t u d 	 ?ovaok  S I M - h  ba  g	   S I M   	 S I M   d u b l u   d e s c h i s 	 
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 
 S T R I N G _ M T P N P _ D M _ C A R D 1 	 M E R C U R Y 	 H I N T ,   T W O S T A T E 	 O n l y   S I M 1   o p e n 	 O n l y   S I M 1   o p e n 	 PS I M aS1 	 NS I M aS1  _	 @	204!1   @4	 S  l o   S I M 1   a b i e r t o 	 S I M 1   s e u l e m e n t   o u v e r t e 	 N u r   S I M 1   o f f e n 	  01>B0  B>;L:>  A  S I M 1 	 S o l o   S I M 1   a p e r t a 	 'D(7'B)1   EA*H-)  AB7	 A p e n a s   a b e r t u r a   d e   S I M 1 	 Y a l n 1z c a   S I M 1   a  1k   	 C h   m   S I M 1 	 H a n y a   S I M 1   y a n g   t e r b u k a 	 H a n y a   S I M 1   b u k a 	 	G	5	2	  S I M 1   	*	(		 	 	 	 C s a k   a   S I M 1   v a n   n y i t v a 	 	 	 	 A l l e e n   S I M 1   o p e n 	 	 	 N u m a i   S I M 1   d e s c h i s 	 	 	   S I M 1   	 	 	 AB7  S I M 1   ('2  '3*	 	 	   				  				  					 	 	 	 




  


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	 1     	 I - S I M 1   k u p h e l a   e v u l i w e 	 K u p h e l a   i - S I M 1   i v u l i w e 	 S I M 1   t u   i m e f u n g u l i w a 	 S l e g s   S I M 1   i s   o o p 	 A t v e r t i   t i k   1   S I M   k o r t e l 	 T i k a i   S I M 1   a t v r t s 	 A i n u l t   S I M 1   a v a t u d 	 2a  g  tkauv  S I M 1 - h	   S I M 1     	 N u m a i   S I M 1   d e s c h i s 	 S I M 1   .
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	 G,3  S I M 1   K2>	 S I M 1   i   d y f i s h t e   h a p u r   v e t e m 	 				  			1   					 	 	 	 	 	 	 	 S o m e n t e   S I M 1   a b e r t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ D M _ C A R D 2 	 M E R C U R Y 	 H I N T ,   T W O S T A T E 	 O n l y   S I M 2   o p e n 	 O n l y   S I M 2   o p e n 	 PS I M aS2 	 NS I M aS2  _	 @	204!2   @4	 S  l o   S I M 2   a b i e r t o 	 S I M 2   s e u l e m e n t   o u v e r t e 	 N u r   S I M s   o f f e n 	  01>B0  B>;L:>  A  S I M 2 	 S o l o   S I M 2   a p e r t a 	 'D(7'B)2   EA*H-)  AB7	 A p e n a s   a b e r t u r a   d e   S I M 2 	 Y a l n 1z c a   S I M 2   a  1k   	 C h   m   S I M 2 	 H a n y a   S I M 2   y a n g   t e r b u k a 	 H a n y a   S I M 2   b u k a 	 	G	5	2	  S I M 2   	*	(		 	 	 	 C s a k   a   S I M 2   v a n   n y i t v a 	 	 	 	 A l l e e n   S I M 2   o p e n 	 	 	 N u m a i   S I M 2   d e s c h i s 	 	 	   S I M 2   	 	 	 AB7  S I M 2   ('2  '3*	 	 	   				  				  					 	 	 	 




  


2   





	 2     	 K u v u l w e   i - S I M 2   k u p h e l a 	 K u p h e l a   i - S I M 2   i v u l i w e 	 S I M 2     t u   i m e f u n g u l i w a 	 S l e g s   S I M 2   i s   o o p 	 A t v e r t i   t i k   2   S I M   k o r t e l 	 T i k a i   S I M 2   a t v r t s 	 A i n u l t   S I M 2   a v a t u d 	 2a  g  tkauv  S I M 2 - h	   S I M 2     	 N u m a i   S I M 2   d e s c h i s 	 S I M   2   .
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	 G,3  S I M 2   K2>	 S I M 2   i   d y f i s h t e   h a p u r   v e t e m 	 	 	 	 	 	 	 	 	 S o m e n t e   S I M 2   a b e r t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ D M _ F L I G H T 	 M E R C U R Y 	 H I N T ,   T W O S T A T E 	 F l i g h t   m o d e 	 F l i g h t   m o d e 	 ۘ*!j_	 ޘL!j_	 B+!@#7H-4	 M o d o   d e   v u e l o 	 M o d e   V o l 	 F l u g m o d u s 	   A0<>;5B5	 M o d a l i t    v o l o 	 FE7  'D7'&1)	 M o d o   d e   v o o 	 U  u _  m o d u   	 C h     b a y 	 M o d u s   p e n e r b a n g a n 	 M o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!		 	 	 	 R e p  l  s   m  d 	 	 	 	 V l u c h t s t a n d 	 	 	 M o d   a v i o n 	 	 	   	 	 	 -'D*  ~1H'2	 	 	 						  				 	 	 	 





  

	   	 I m o d i   y e n d i z a 	 I m o   y o b h a b h o 	 M o d i   y a   a n g a n i   	 V l u g m o d u s 	 S k r y d ~i o   r e ~i m a s 	 L i d o j u m a   r e ~+m s 	 L e n n u r e ~i i m 	 9|kyk  |ejkt	     	 M o d   a v i o n 	 +
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 
 S T R I N G _ M T P N P _ D M _ Q U E R Y 	 M E R C U R Y 	 H I N T ,   T W O S T A T E 	 Q u e r y   m o d e 	 Q u e r y   m o d e 	 bOU!j_	 !j_	 B+!2!	 M o d o   d e   b  s q u e d a 	 M o d e   r e q u  t e 	 F r a g e m o d u s 	  568<  70?@>A0	 M o d a l i t    i n t e r r o g a z i o n e 	 FE7  'D3$'D	 M o d o   d e   c o n s u l t a 	 S o r g u   m o d u   	 C h     t   v n 	 M o d u s   p e r t a n y a a n 	 M o d   p e r t a n y a a n 	 	M	5	G	0	@	  .	K	!		 	 	 	 M  d   l e k  r d e z  s e 	 	 	 	 O p v r a a g s t a n d 	 	 	 M o d   i n t e r o g a r e 	 	 	   	 	 	 -'D*  ,3*,H	 	 	   						  				 	 	 	 





  

	   	 I m o d i   y o m b u z o 	 I m o   y o m b u z o 	 M o d i   y a   u l i z o 	 N a v r a a g m o d u s 	 U ~k l a u s o s   r e ~i m a s 	 V a i c j u m a   r e ~+m s 	 P  r i n g u r e ~i i m 	 @atav  |ejkt	   	 M o d   i n t e r o g a r e 	 
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	 ?M>8>  .K!	 M e n y r a   e   k e r k i m i t 	 						  				 	 	 	 	 	 	 	 M o d o   d e   c o n s u l t a 
 
 S T R I N G _ M T P N P _ D M _ S W I T C H 	 M E R C U R Y 	 P O P U P C O N F I R M 	 D u a l   m o d e   s w i t c h 	 D u a l   m o d e   s w i t c h i n g 	 !j_Rc-N	 ck(W!j_Rbc	 2#@%5H"B+!9H	 C o n m u t a c i  n   m o d o   d u a l   	 C h a n g e m e n t   m o d e   D o u b l e 	 D u a l m o d u s w e c h s e l 	 5@5:;NG5=85  @568<0  @01>BK  A  42C<O  :0@B0<8	 P a s s a g g i o   m o d a l i t    d o p p i a 	 ,'1M  *-HJD  'DFE7	 C o m u t a   o   p a r a   m o d o   d u p l o 	 D u a l   m o d   d e i _i y o r 	 a n g   t h a y   i   c h   	 P e n g a l i h a n   d u a   m o d u s 	 B e r t u k a r   d w i - m o d 	 &	K	9	0	>	  .	K	!	  ,	&	2	(	>		 	 	 	 K  t t Qs   m  d   v  l t  s a 	 	 	 	 O m s c h a k e l e n   i n   d u b b e l e   m o d u s 	 	 	 C o m u t a r e   m o d   d u a l 	 	 	     	 	 	 *9H6  -'D*  ,A*	 	 	     					  			  							 	 	 	 





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	     	 K u s w i s h w a   i - d u a l   m o d e 	 I m o   e b u b i n i   y o k u t s h i n t s h a 	 K u b a d i l i   m o d i   m b i l i 	 T w e e l e d i g e   m o d u s - o o r s k a k e l i n g 	 D v e j o p o   r e ~i m o   p e r j u n g i m a s 	 D u l   r e ~+m a   p r s l g aa n a 	 K a k s i k r e ~i i m i   l  l i t u s 	 ?ovaok  |ejktk  xmaoxt	     	 C o m u t a r e   m o d   d u a l 	 
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 
 S T R I N G _ M T P N P _ P H O N E _ S E T T I N G 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 P h o n e   s e t u p 	 P h o n e   s e t t i n g s 	 q_j-n	 ݋:gn	 1IH2B#(1L	 C o n f i g u r a c i  n   t e l  f o n o 	 R  g l a g e   d u   t  l  p h o n e 	 T e l e f o n e i n s t e l l u n g e n 	 0AB@>9:0  B5;5D>=0	 C o n f i g u r a z i o n e   t e l e f o n o 	 %9/'/'*  'DG'*A	 D e f i n i   e s   d o   t e l e f o n e 	 T e l e f o n   a y a r l a r 1	 C  i   t   i n   t h o i 	 P e n g a t u r a n   t e l e p o n 	 P e n g e s e t a n   t e l e f o n 	 +	K	(	  8	G			*		 	 	 	 T e l e f o n   b e  l l  t  s o k 	 	 	 	 T e l e f o o n i n s t e l l i n g 	 	 	 S e t r i   t e l e f o n 	 	 	   	 	 	 *F8EG'  *DAF	 	 	   			  						 	 	 	 


  




	     	 I s e t h a p h u   y e f o n i 	 U s e t o   l w e f o w n i 	 S a n i d i   y a   s i m u 	 F o o n i n s t e l l i n g s 	 T e l e f o n o   n u s t a t y m a s 	 T e l e f o n a   i e s t a t +j u m s 	 T e l e f o n i   h   l e s t u s 	 @e|amx}k  oaca~xxt	   	 C o n f i g u r a r e   t e l e f o n 	 +
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 
 S T R I N G _ M T P N P _ P H B _ E X T R A 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T 	 P h o n e b o o k   e x t r a 	 P h o n e b o o k   e x t r a 	 
dU\	 U_ibU\	 *!8B#(1L4@()	 E x t r a   l i b r e t a   t e l e f  n i c a 	 E x t r a   r  p e r t o i r e   t  l  p h o n i q u e 	 T e l e f o n b u c h   e x t r a 	 >?>;=8B5;L=K5  DC=:F88  B5;5D>==>9  :=838	 R u b r i c a   e x t r a 	 '6'A)  /DJD  'DG'*A	 L i s t a   t e l e f  n i c a   e x t r a 	 T e l e f o n   r e h b e r i   e k s t r a s 1  	 M   r n g   d a n h   b 	 B u k u   t e l e p o n   t a m b a h a n 	 B u k u   t e l e f o n   t a m b a h a n 	 	$	?	0	?		M	$	  +	K	(	,	A		  	 	 	 	 T e l e f o n k  n y v   e x t r  k 	 	 	 	 T e l e f o o n b o e k   e x t r a 	 	 	 A g e n d   s u p l i m e n t a r 	 	 	     	 	 	 /A*1  *DAF  '6'A	 	 	   								  									 	 	 	 





  






	     	 I f o n i b h u k u   y e v i l e 	 I n c w a d i   y e f o w n i   n g a p h e z u l u 	 z i a d a   k w a   k i t a b u   c h a   s i m u 	 F o o n b o e k - e k s t r a 	 P a p i l d o m a   t e l e f o n s  k n y g e l 	 T e l e f o n u   g r m a t a s   e k s t r a s 	 T e l e f o n i r a a m a t u   l i s a 	 <axky  @e|amx}ack	     	 A g e n d   s u p l i m e n t a r 	 +
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 
 S T R I N G _ M T P N P _ O W N E R _ N U M B E R 	 P h o n e b o o k 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 o w n e r   n u m b e r 	 S I M 2   o w n e r   n u m b e r s 	 S I M aS2 ,g_j_x	 S I M aS2 ,g:gSx	 +!2"@%@I2-4!2 	 N  m e r o   d e l   d u e  o   d e   S I M 2 	 N u m  r o   d u   p r o p r i  t a i r e   S I M 2 	 S I M 2 - B e s i t z e r n u m m e r 	 ><5@  2;045;LF0  S I M 2 	 N u m e r o   p r o p r i e t a r i o   S I M 2 	 1BE  'D5'-(  AJ  'D(7'B)2 	 N  m e r o   d e   p r o p r i e t  r i o   S I M 2 	 S I M 2   s a h i b i   n u m a r a s 1  	 S   i n   t h o i   c h   m  y   S I M 2 	 N o m o r   p e m i l i k   S I M 2 	 N o m b o r   p e m i l i k   S I M 2 	 S I M 2   8	M	5	>	.	@	  	>	  (		,	0		 	 	 	 S I M 2   t u l a j d o n o s   s z  m a 	 	 	 	 S I M 2   n u m m e r   v a n   e i g e n a a r 	 	 	 N u m r   p r o p r i e t a r   S I M 2 	 	 	 '     - S I M 2 	 	 	 4E'1G  E'D  S I M 2 	 	 	   				  							  						 	 	 	 


2 

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	 2     	 I n a m b a   y o m n i k a z i   w e - S I M 2 	 I n o m b o l o   y o m n i n i   w e - S I M 2 	 N a m b a r i   y a   m w e n y e   S I M 2 	 S I M 2 - e i e n a a r n o m m e r 	 2   S I M   k o r t e l s   s a v i n i n k o   n u m e r i s 	 S I M 2   +p a an i e k a   n u m u r s 	 S I M 2   o m a n i k u   n u m b e r 	 S I M 2   }eaoavakx{  patah	 S I M 2     	 N u m r   p r o p r i e t a r   S I M 2 	 S I M 2   
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 
 S T R I N G _ M T P N P _ S D L _ N U M B E R 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T 	 S D L   n u m b e r 	 S I M 2   s e r v i c e   n u m b e r s 	 S I M aS2 
gR_x	 S I M aS2 
gRSx	 +!2"@%2#B##42#4!2 	 N  m e r o   d e   m a r c a d o   d e   s e r v i c i o   S I M 2 	 N u m  r o   d u   s e r v i c e   d e   c o m p o s i t i o n   S I M 2 	 S I M 2 - D i e n s t e i n w  h l n u m m e r 	 !;C651=K9  =><5@  ( S I M 2 ) 	 N u m e r o   c o m p o s i z i o n e   s e r v i z i o   S I M 2 	 1BE  'D./E'*  AJ  'D(7'B)2 	 N  m e r o   d e   m a r c a   o   d e   s e r v i  o   S I M 2 	 S I M 2   s e r v i s i   n u m a r a y 1  a r 1y o r   	 S   i n   t h o i   p h c   v   S I M 2 	 N o m o r   l a y a n a n   S I M 2 	 N o m b o r   d a i l   k h i d m a t   S I M 2 	 S I M 2   8	0	M	5	?	8	  !	>	/	2	?			  (		,	0		 	 	 	 S I M 2   s z o l g  l t a t  s   t  r c s  z  s i   s z  m 	 	 	 	 S I M 2   d i e n s t t e l e f o o n n u m m e r 	 	 	 N u m r   d e   a p e l a r e   s e r v i c i i   S I M 2 	 	 	 '     S I M 2 	 	 	 4E'1G  *E'3  ./E'*  S I M 2 	 	 	   				  							  					  				  						 	 	 	 


2   



  






  



	 2         	 I n a m b a   y o k u d a y e l a   i s e v i s i   y e - S I M 2 	 I n o m b o l o   y o k u d a y e l a   y e n k o n z o   y e - S I M 2 	 N a m b a r i   y a   k u p i g a   h u d u m a   y a   S I M 2 	 S I M 2 - d i e n s n o m m e r 	 2   S I M   k o r t e l s   a p t a r n a v i m o   r i n k i m o   n u m e r i s 	 N u m u r s   z v a n +aa n a i   u z   S I M 2   p a k a l p o j u m i e m 	 S I M 2   t e e n u s e   n u m b e r 	 S I M 2   na|auxraoav  pata	 S I M 2       	 N u m r   d e   a p e l a r e   s e r v i c i i   S I M 2 	 S I M 1   8
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  !
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
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.
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 	 S I M 2   8G,>  !>_2?  (.M,0	 N u m r i   I   r e n i e s   s e   s h e r b i m i t   S I M 2 	 			2 - 	  				  					  	 	 	 	 	 	 	 	 N  m e r o s   d e   s e r v i  o   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S O S _ N U M B E R 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T 	 S O S   n u m b e r 	 S I M 2   S O S   n u m b e r s 	 S I M aS2 }%`_x	 S I M aS2 '}%`Sx	 +!2"@%	8@	44!2 	 N  m e r o   d e   a u x i l i o   S I M 2 	 N u m  r o   d u   S O S   S I M 2 	 S I M 2 - S O S - N u m m e r 	 ><5@  A;C61K  A?0A5=8O  ( S I M 2 ) 	 N u m e r o   S O S   S I M 2 	 1BE  'D7H'1&  AJ  'D(7'B)2 	 N  m e r o   d e   e m e r g  n c i a   d e   S I M 2 	 S I M 2   S O S   n u m a r a s 1	 S   i n   t h o i   k h n   c p   S I M 2 	 N o m o r   S O S   S I M 2 	 N o m b o r   S O S   S I M 2 	 S I M 2   S O S   (		,	0		 	 	 	 S I M 2   S O S   s z  m 	 	 	 	 S I M 2   a l a r m n u m m e r 	 	 	 N u m r   d e   u r g e n c  S I M 2 	 	 	 '     S I M 2 	 	 	 4E'1G  S I M 2   S O S 	 	 	   				  		. 	. 		  						 	 	 	 


2   S O S   



	 2         	 I n a m b a   y e - S I M 2   S O S 	 I n o m b o l o   y e - S O S   y e - S I M 2 	 N a m b a r i   y a   S O S   y a   S I M 2 	 S I M 2 - n o o d n o m m e r 	 2   S I M   k o r t e l s   S O S   n u m e r i s 	 S I M 2   S O S   n u m u r s 	 S I M 2   S O S   n u m b e r 	 S I M 2   S O S   pata	 S I M 2   S O S   	 N u m r   d e   u r g e n c  S I M 2 	 S I M 1   S O S   (
.
M
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0
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 	 S I M 2   S O S   (.M,0	 N u m r i   S O S   S I M 2 	 			2 - 	  S O S     						 	 	 	 	 	 	 	 N  m e r o s   d e   S O S   d o   S I M 2 
 
 S T R I N G _ M T P N P _ C A R D 1 _ S H O W _ O W N E R _ N U M B E R 	 M E R C U R Y 	 I C O N T E X T 	 S h o w   o w n e r   n u m b e r 	 S h o w   S I M 1   o w n e r   n u m b e r 	 o:yS I M aS1 ,g_j_x	 >f:yS I M aS1 ,g:gSx	 A*+!2"@%@I2-4!1 	 N  m e r o   d e l   d u e  o   d e   S I M 1 	 A f f i c h e r   l e   n u m  r o   d u   p r o p r i  t a i r e   S I M 1 	 S I M 1 - B e s i t z e r n u m m e r   a n z e i g e n 	 >:070BL  =><5@  2;045;LF0  S I M 1 	 M o s t r a   n u m e r o   p r o p r i e t a r i o   S I M 1 	 916  1BE  'D5'-(  AJ  'D(7'B)1 	 M o s t r a r   n  m e r o   d e   p r o p r i e t  r i o   S I M 1 	 S I M 1   s a h i b i   n u m a r a s 1s n 1  g  s t e r   	 H i n   t h   s   i n   t h o i   c h   m  y   S I M 1 	 T a m p i l k a n   n o m o r   p e m i l i k   S I M 1 	 P a p a r   n o m b o r   p e m i l i k   S I M 1 	 S I M 1   8	M	5	>	.	@	  	>	  (		,	0	  &	?		>				 	 	 	 S I M 1   t u l a j d o n o s   s z  m  n a k   m e g j e l e n  t  s e 	 	 	 	 N u m m e r   v a n   S I M 1 - e i g e n a a r   t o n e n 	 	 	 A f i _a ci   n u m r   p r o p r i e t a r   S I M 1 	 	 	     '     S I M 1 	 	 	 FE'4  4E'1G  E'D  S I M 1 	 	 	 				  							  					  							 	 	 	 


1   






  



  




	 1       	 K h o m b i s a   i n a m b a   y o m n i k a z i   w e - S I M 1 	 B o n i s a   i n o m b o l o   y o m n i n i   w e - S I M 1 	 O n y e s h a   n a m b a r i   y a   m w e n y e   S I M 1 	 W y s   S I M 1 - e i e n a a r n o m m e r 	 R o d y t i   1   S I M   k o r t e l s   s a v i n i n k o   n u m e r /	 R d +t   S I M 1   +p a an i e k a   n u m u r u 	 K u v a   S I M 1   o m a n i k u   n u m b e r 	 Qxadel  S I M 1   }eaoavakx{  patah	   S I M 1     	 A f i _a r e   n u m r   p r o p r i e t a r   S I M 1 	 S I M 1   
#
0
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.
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>

M

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	 S I M 1   .>2?M  (.M,0  &G>(M$A	 T r e g o   n u m r i n   e   p r o n a r i t   S I M 1 	 			  1 - 	  														  			  									 	 	 	 	 	 	 	 M o s t r a r   n  m e r o   d o   p r o p r i e t  r i o   d o   S I M 1 
 
 S T R I N G _ M T P N P _ S H O W _ O W N E R _ N U M B E R 	 M E R C U R Y 	 I C O N T E X T 	 S h o w   o w n e r   n u m b e r 	 S h o w   S I M 2   o w n e r   n u m b e r 	 o:yS I M aS2 ,g_j_x	 >f:yS I M aS2 ,g:gSx	 A*+!2"@%@I2-4!2 	 M o s t r a r   e l   n  m e r o   d e l   d u e  o   d e   S I M 2 	 A f f i c h e r   l e   n u m  r o   d u   p r o p r i  t a i r e   S I M 2 	 S I M 2 - B e s i t z e r n u m m e r   a n z e i g e n 	 >:070BL  =><5@  2;045;LF0  S I M 2 	 M o s t r a   n u m e r o   p r o p r i e t a r i o   S I M 2 	 916  1BE  'D5'-(  AJ  'D(7'B)2 	 M o s t r a r   n  m e r o   d e   p r o p r i e t  r i o   S I M 2 	 S I M 2   s a h i b i   n u m a r a s 1n 1  g  s t e r   	 H i n   t h   s   i n   t h o i   c h   m  y   S I M 2 	 T a m p i l k a n   n o m o r   p r i b a d i   S I M 2 	 P a p a r   n o m b o r   p e m i l i k   S I M 2 	 S I M 2   8	M	5	>	.	@	  	>	    (		,	0	  &	?		>				 	 	 	 S I M 2   t u l a j d o n o s   s z  m  n a k   m e g j e l e n  t  s e 	 	 	 	 N u m m e r   v a n   S I M 2 - e i g e n a a r   t o n e n 	 	 	 A f i _a ci   n u m r   p r o p r i e t a r   S I M 2 	 	 	     '     S I M 2 	 	 	 FE'4  4E'1G  E'D  S I M 2 	 	 	 				  							  					  						 	 	 	 


1   






  



  




	 2       	 K h o m b i s a   i n a m b a   y o m n i k a z i   w e - S I M 2 	 B o n i s a   i n o m b o l o   y o m n i n i   w e - S I M 2 	 O n y e s h a   n a m b a r i   y a   m w e n y e   S I M 2 	 W y s   S I M 2 - e i e n a a r n o m m e r 	 R o d y t i   2   S I M   k o r t e l s   s a v i n i n k o   n u m e r /	 R d +t   S I M 2   +p a an i e k a   n u m u r u 	 K u v a   S I M 2   o m a n i k u   n u m b e r 	 Qxadel  S I M 2   }eaoavakx{  patah	   S I M 2     	 A f i _a r e   n u m r   p r o p r i e t a r   S I M 2 	 S I M 2   
#
0
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   (
.
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0
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>

M

B
	 S I M 2   .>2?M  (.M,0  &G>(M$A	 T r e g o   n u m r i n   e   p r o n a r i t   S I M 2 	 			  2 - 	  														  			  									 	 	 	 	 	 	 	 M o s t r a r   n  m e r o   d o   p r o p r i e t  r i o   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S E L _ P O W E R M O D E 	 M E R C U R Y 	 T I T L E 	 S e l e c t   p o w e r   m o d e 	 S e l e c t   p o w e r   m o d e 	 xd_j!j_	 	b _:g!j_	 @%7-B+!%12	 S e l e c c i o n a r   m o d o   d e   e n c e n d i d o   	 S  l e c t i o n n e r   m o d e   d  a l i m e n t a t i o n 	 E n e r g i e m o d u s   w  h l e n 	 K1@0BL  @568<  ?8B0=8O	 S e l e z i o n a   m o d a l i t    p r e s e n t a z i o n e 	 '.*J'1  FE7  'D*4:JD	 S e l e c c i o n a r   m o d o   d e   e n e r g i a 	 G     m o d u n u   s e    	 C h n   c h     m   m  y 	 P i l i h   m o d u s   d a y a 	 P i l i h   m o d   k u a s a 	 *	I	5	0	  .	K	!	  	A	(	G			 	 	 	 E n e r g i a m  d   k i v  l a s z t  s a 	 	 	 	 E n e r g i e s t a n d   s e l e c t e r e n 	 	 	 S e l e c t a ci   m o d u l   d e   a l i m e n t a r e 	 	 	       	 	 	 'F*.'(  -'D*  1H4F  .'EH4	 	 	   						  			  				  				 	 	 	 



  



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	       	 K h e t h a   i m o d i   y a m a n d l a 	 K h e t h a   i m o   y a m a n d l a 	 C h a g u a   m o d i   y a   n i s h a t i 	 K i e s   k r a g m o d u s 	 P a s i r i n k t i   m a i t i n i m o   r e ~i m 	 I z v l i e t i e s   b a r o aa n a s   r e ~+m u 	 V a l i   t o i t e r e ~i i m 	 8vel  }vxtav  |ejkth	       	 S e l e c t a ci   m o d u l   d e   a l i m e n t a r e 	 *
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 
 S T R I N G _ M T P N P _ D M _ D I S A B L E S W T H 	 M E R C U R Y 	 P O P U P 	 D i s a b l e   s w i t c h   m o d e 	 D i s a b l e   s w i t c h   m o d e 	 ybk!j_Rc	 ybk!j_Rbc	 4322#@%5H"B+!	 D e s a c t i v a r   m o d o   d e   c o n m u t a c i  n 	 D  s a c t i v e r   l e   m o d e   d e   c h a n g e m e n t 	 S c h a l t m o d u s   d e a k t i v i e r e n 	 0?@5B8BL  @568<  ?5@5:;NG5=8O	 D i s a b i l i t a   m o d a l i t    p a s s a g g i o 	 -81  *-HJD  'DFE7	 D e s a c t i v a r   m o d o   d e   c o m u t a   o 	 D e i _t i r m e   m o d u n u   d e v e   d 1_1n 1  b 1r a k   	 K h  n g   c   i   c h   	 N o n a k t i f k a n   m o d u s   p e n g a l i h a n 	 N y a h d a y a   m o d   b e r t u k a r 	 8	M	5	?		  .	K	!	  		M	7	.	  	0	G			 	 	 	  z e m m  d v  l t  s   l e t i l t  s a 	 	 	 	 S c h a k e l s t a n d   i n a c t i v e r e n 	 	 	 D e z a c t i v a ci   m o d u l   d e   c o m u t a r e 	 	 	         	 	 	 :1A9'D3'2  -'D*  *9H6	 	 	   				  			  									  					 	 	 	 



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	     	 Y e n z a   i - s w i t c h   m o d e   i n g a s e b e n z i 	 E n z a   i m o   y o k u t s h i n t s h a   i s e b e n z e 	 L e m a z a   m o d i   y a   k u b a d i l i 	 D e a k t i v e e r   o o r s k a k e l m o d u s 	 I aj u n g t i   p e r j u n g i m o   r e ~i m 	 A t s p j o t   p r s l g aa n a s   r e ~+m u 	 K e e l a    m b e r l  l i t u s r e ~i i m 	 1zaaok~avel  xmaotav  |ejkth	     	 D e z a c t i v a ci   m o d u l   d e   c o m u t a r e 	 .
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 
 S T R I N G _ M T P N P _ C A R D 1 _ C L O S E D 	 M E R C U R Y 	 C 0 3 3 _ 1 	 S I M 1   C l o s e d 	 S I M 1   c l o s e d 	 S I M aS1 ]ܕ	 S I M aS1 ]sQ	 4!1   4A%I'	 S I M 1   c e r r a d o 	 S I M 1   f e r m  e 	 S I M 1   g e s c h l o s s e n 	 0@B0  S I M 1   70:@KB0	 S I M 1   c h i u s a 	 'D(7'B)1   E:DB	 S I M 1   f e c h a d o 	 S I M 1   k a p a l 1  	 S I M 1      t t 	 S I M 1   d i t u t u p 	 S I M 1   d i t u t u p 	 S I M 1   ,		&		 	 	 	 S I M 1   l e z  r v a 	 	 	 	 S I M 1   i s   g e s l o t e n 	 	 	 S I M 1    n c h i s 	 	 	 S I M 1   	 	 	 S I M 1   (3*G  4/	 	 	   				  					 	 	 	 


1   


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	 1   	 I - S I M 1   i v a l i w e 	 I - S I M 1   i v a l i w e 	 S I M 1   i m e f u n g w a 	 S I M 1   t o e 	 1   S I M   k o r t e l   u ~d a r y t a 	 S I M 1   a i z v r t s 	 S I M 1   s u l e t u d 	 S I M 1 - h  ao  g	 S I M 1     	 C a r t e l   S I M 1    n c h i s 	 S I M 1   

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	 S I M 1   ,(M&  9G2>	 S I M 1   m b y l l u r 	 			1   					 	 	 	 	 	 	 	 S I M 1   f e c h a d o 
 
 S T R I N G _ M T P N P _ C A R D 2 _ C L O S E D 	 M E R C U R Y 	 C 0 3 3 _ 1 	 S I M 2   C l o s e d 	 S I M 2   c l o s e d 	 S I M aS2 ]ܕ	 S I M aS2 ]sQ	 4!2   4A%I'	 S I M 2   c e r r a d o 	 S I M 2   f e r m  e 	 S I M 2   g e s c h l o s s e n 	 0@B0  S I M 2   70:@KB0	 S I M 2   c h i u s a 	 'D(7'B)2   E:DB	 S I M 2   f e c h a d o 	 S I M 2   k a p a l 1  	 S I M 2      t t 	 S I M 2   d i t u t u p 	 S I M 2   d i t u t u p 	 S I M 2   ,		&		 	 	 	 S I M 2   l e z  r v a 	 	 	 	 S I M 2   i s   g e s l o t e n 	 	 	 S I M 2    n c h i s 	 	 	 S I M 2   	 	 	 S I M 2   (3*G  4/	 	 	 				  					 	 	 	 


2   


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	 2   	 I - S I M 2   i v a l i w e 	 I - S I M 2   i v a l i w e 	 S I M 2   i m e f u n g w a 	 S I M 2   t o e 	 2   S I M   k o r t e l   u ~d a r y t a 	 S I M 2   a i z v r t s 	 S I M 2   s u l e t u d 	 S I M 2 - h  ao  g	 S I M 2     	 C a r t e l   S I M 2    n c h i s 	 S I M 2   

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	 S I M 2   ,(M&  9G2>	 S I M 2   m b y l l u r 	 	 	 	 	 	 	 	 	 S I M 2   f e c h a d o 
 
 S T R I N G _ M T P N P _ C A R D 1 _ D U R U N G C L O S E 	 M E R C U R Y 	 U N L I M 	 S I M 1   C l o s i n g 	 S I M 1   c l o s i n g 	 S I M aS1 ck(W_j	 S I M aS1 ck(WsQ:g	 4!1   3%14	 S I M 1   c e r r a n d o 	 F e r m e t u r e   S I M 1 	 S I M 1   w i r d   g e s c h l o s s e n 	 0:@KB85  :0@BK  S I M 1 	 S I M 1   i n   c h i u s u r a 	 ,'1M  ':D'B  'D(7'B)1 	 A   f e c h a r   S I M 1 	 S I M 1   k a p a n 1y o r 	 a n g   t t   S I M 1 	 S I M 1   m e n u t u p 	 M e n u t u p   S I M 1 	 S I M 1   ,		&	  	0	  0	9	>	  9	H		 	 	 	 S I M 1   l e z  r  s a   f o l y a m a t b a n 	 	 	 	 S I M 1   i s   b e z i g   m e t   s l u i t e n 	 	 	  n c h i d e r e   S I M 1    n   c u r s 	 	 	 S I M 1   	 	 	 S I M 1   /1  -'D  (3*G  4/F	 	 	 				  				  						 	 	 	 


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	 1   	 I - S I M 1   i y a v a l w a 	 I - S I M 1   i y a v a l a 	 S I M 1   i n a f u n g a 	 S I M 1   m a a k   t a n s   t o e 	 1   S I M   k o r t e l   u ~d a r o m a 	 S I M 1   a i z v e r a s 	 S I M 1   s u l g e m i n e 	 S I M 1 - h  ao~xt  g	 S I M 1   	  n c h i d e r e   S I M 1    n   c u r s 	 S I M 1   

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	 S I M 1   ,(M&  9G	?	 S I M 1   d u k e   u   m b y l l u r 	 			1   				  					 	 	 	 	 	 	 	 S I M 1   f e c h a n d o 
 
 S T R I N G _ M T P N P _ C A R D 2 _ D U R I N G C L O S E 	 M E R C U R Y 	 U N L I M 	 S I M 2   C l o s i n g 	 S I M 2   c l o s i n g 	 S I M aS2 ck(W_j	 S I M aS2 ck(WsQ:g	 4!2   3%14	 S I M 2   c e r r a n d o 	 F e r m e t u r e   S I M 2 	 S I M 2   w i r d g e s c h l o s s e n 	 0:@KB85  :0@BK  S I M 2 	 S I M 2   i n   c h i u s u r a 	 ,'1M  ':D'B  'D(7'B)2 	 A   f e c h a r   S I M 2 	 S I M 2   k a p a n 1y o r 	 a n g   t t   S I M 2 	 S I M 2   m e n u t u p 	 M e n u t u p   S I M 2 	 S I M 2   ,		&	  	0	  0	9	>	  9	H		 	 	 	 S I M 2   l e z  r  s a   f o l y a m a t b a n 	 	 	 	 S I M 2   i s   b e z i g   m e t   s l u i t e n 	 	 	  n c h i d e r e   S I M 2    n   c u r s 	 	 	 S I M 2   	 	 	 S I M 2   /1  -'D  (3*G  4/F	 	 	 				  				  						 	 	 	 


2   


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	 2   	 I - S I M 2   i y a v a l w a 	 I - S I M 2   i y a v a l a 	 S I M 2   i n a f u n g a 	 S I M 2   m a a k   t a n s   t o e 	 2   S I M   k o r t e l   u ~d a r o m a 	 S I M 2   a i z v e r a s 	 S I M 2   s u l g e m i n e 	 S I M 2 - h  ao~xt  g	 S I M 2   	  n c h i d e r e   S I M 2    n   c u r s 	 S I M 2   

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 
 S T R I N G _ M T P N P _ N O S E R V I C E 	 M E R C U R Y 	 C 0 3 3 _ 1 	 N o   s e r v i c e 	 N o   s e r v i c e 	 !q
gR	 e
gR	 D!H!5#42#	 N o   h a y   s e r v i c i o 	 A u c u n   s e r v i c e 	 K e i n   D i e n s t 	 5B  4>ABC?0  :  A5B8	 N e s s u n   s e r v i z i o 	 D'  *H,/  ./E'*	 S e m   s e r v i  o 	 S e r v i s   y o k   	 K h  n g   p h c   v 	 T i d a k   a d a   l a y a n a n 	 T i a d a   p e r k h i d m a t a n 	 	K		  8	0	M	5	?	8	  (	9	@			 	 	 	 N i n c s   s z o l g  l t a t  s 	 	 	 	 G e e n   d i e n s t 	 	 	 F r   a c o p e r i r e 	 	 	   	 	 	 ./E'*  EH,H/  F3*	 	 	   							  				 	 	 	 


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	 	 A k u n a s e v i s i 	 A k u k h o   n k o n z o 	 H a k u n a   h u d u m a 	 G e e n   d i e n s   n i e 	 N r a   p a s l a u g o s 	 N a v   p a k a l p o j u m a 	 T e e n u s   p u u d u b 	 >a|auxiuxv  yoa	   	 F r   a c o p e r i r e 	 8
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	 8G,>  (>9?	 P a   s h e r b i m 	 				  						 	 	 	 	 	 	 	 S e m   s e r v i  o 
 
 S T R I N G _ M T P N P _ L I M I T S E R V I C E 	 M E R C U R Y 	 C 0 3 3 _ 1 	 L i m i t   s e r v i c e 	 E m e r g e n c y 	 SSb}%`q	 SSb'}%`5u݋	 	8@	4	 E m e r g e n c i a 	 U r g e n c e 	 N o t f a l l 	 -:AB@5==K5  2K7>2K	 E m e r g e n z a 	 1BE  'D7H'1&	 E m e r g  n c i a 	 A c i l   d u r u m 	 C    t h   g i   s   k h n   c p 	 D a r u r a t 	 K e c e m a s a n 	 	*	>	$		>	2	@	(		 	 	 	 V  s z h e l y z e t 	 	 	 	 A l a r m 	 	 	 U r g e n c	 	 	 	 	 	 '671'1	 	 	 											 	 	 	 








	 	 I z i m o   e z i p h u t h u m a y o 	 I t h u b a   l i k a x a k e k a 	 D h a r u r a 	 N o o d g e v a l 	 P a g a l b a 	  r k r t a s   g a d +j u m s 	 H  d a a b i k  n e 	 1aoac  ka~ksao	   	 U r g e n c	 

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 
 S T R I N G _ M T P N P _ C A R D 1 A B S E N T 	 M E R C U R Y 	 C 0 3 3 _ 1 	 I n s e r t   S I M 1 	 I n s e r t   S I M 1 	 ˊceQS I M aS1 	 ceQS I M aS1 	 C*H4!1 	 I n t r o d u c i r   S I M 1 	 I n s  r e r   S I M 1 	 S I M 1   e i n f  g e n 	 AB02LB5  S I M 1 	 I n s e r i s c i   S I M 1 	 '/.'D  'D(7'B)1 	 I n s i r a   S I M 1 	 S I M 1 ' i   t a k   	 H  y   n h p   S I M 1   	 M a s u k k a n   S I M 1 	 M a s u k k a n   S I M 1 	 S I M 1   2		>				 	 	 	 S I M 1   b e h e l y e z  s e 	 	 	 	 S I M 1   p l a a t s e n 	 	 	 I n t r o d u c e ci   c a r t e l a   S I M 1 	 	 	   S I M 1 	 	 	 F5(  S I M 1 	 	 	   				  						 	 	 	 


1   



  


	 1   	 F a k a   i - S I M 1 	 F a k a   i - S I M 1 	 I n g i z a   S I M 1 	 V o e g   S I M 1   i n 	 .t e r p t i   1   S I M   k o r t e l 	 I e l i e c i e t   S I M 1 	 S i s e s t a   S I M 1 	 Oerade  S I M 1 - h	   S I M 1 	 I n t r o d u c e ci   c a r t e l a   S I M 1 	 S I M 1   

B
	 S I M 1   8(M(?,G6  0(M$A	 F u t   S I M 1 	 			1   										  				 	 	 	 	 	 	 	 I n s e r i r   S I M 1 
 
 S T R I N G _ M T P N P _ C A R D 2 A B S E N T 	 M E R C U R Y 	 C 0 3 3 _ 1 	 I n s e r t   S I M 2 	 I n s e r t   S I M 2 	 ˊceQS I M aS2 	 ceQS I M aS2 	 C*H4!2 	 I n t r o d u c i r   S I M 2 	 I n s  r e r   S I M 2 	 S I M 2   e i n f  g e n 	 AB02LB5  S I M 2 	 I n s e r i s c i   S I M 2 	 '/.'D  'D(7'B)2 	 I n s i r a   S I M 2 	 S I M 2 ' y i   t a k   	 H  y   n h p   S I M 2 	 M a s u k k a n   S I M 2 	 M a s u k k a n   S I M 2 	 S I M 2   2		>				 	 	 	 S I M 2   b e h e l y e z  s e 	 	 	 	 S I M 2   p l a a t s e n 	 	 	 I n t r o d u c e ci   c a r t e l a   S I M 2 	 	 	   S I M 2 	 	 	 F5(  S I M 2 	 	 	   				  						 	 	 	 


2   



  


	 2   	 F a k a   i - S I M 2 	 F a k a   i - S I M 2 	 I n g i z a   S I M 2 	 V o e g   S I M 2   i n 	 .t e r p t i   2   S I M   k o r t e l 	 I e l i e c i e t   S I M 2 	 S i s e s t a   S I M 2 	 Oerade  S I M 2 - h	   S I M 2 	 I n t r o d u c e ci   c a r t e l a   S I M 2 	 S I M 2   

B
	 S I M 2   8(M(?,G6  0(M$A	 F u t   S I M 2 	 	 	 	 	 	 	 	 	 I n s e r i r   S I M 2 
 
 S T R I N G _ M T P N P _ L I N E _ S W I T C H 	 M E R C U R Y 	 I C O N T E X T 	 L i n e   s w i t c h 	 L i n e   s w i t c h i n g 	 }Rc	 ~Rbc	 2#*%1*2"	 C a m b i o   d e   l  n e a 	 C h a n g e m e n t   d e   l i g n e 	 L e i t u n g s w e c h s e l 	 5@5:;NG5=85  ;8=89	 P a s s a g g i o   l i n e a 	 *-HJD  'D.7	 C o m u t a   o   d e   l i n h a 	 H a t   d e i _i y o r   	 i   n g   d n 	 P e n g a l i h a n   s a l u r a n 	 B e r t u k a r   t a l i a n 	 2	>		(	  ,	&	2	  0	9	>	  9	H		 	 	 	 V o n a l v  l t  s 	 	 	 	 L i j n   o m s c h a k e l e n 	 	 	 C o m u t a r e   l i n i e 	 	 	   	 	 	 *9H6  .7	 	 	   				  								 	 	 	 



  




	   	 U k u s w i s h a   o l a y i n i 	 I t s h i n t s h a   i l a y n 	 U b a d i l i s h a j i   l a i n i 	 V e r a n d e r   v a n   l y n 	 L i n i j o s   p e r j u n g i m a s 	 L +n i j a s   p r s l g aa n a 	 L i i n i    m b e r l  l i t u s 	 Oxrek  xmaoxt	   	 C o m u t a r e   l i n i e 	 2
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 
 S T R I N G _ M T P N P _ L S W _ L I N E 1 	 M E R C U R Y 	 H I N T 	 L i n e   1 	 L i n e   1 	 }1 	 ~1 	 *2"  1 	 L  n e a   1 	 L i g n e   1 	 L e i t u n g   1 	 8=8O  1 	 L i n e a   1 	 'D.71 	 L i n h a   1 	 H a t   1   	 n g   d n   1 	 S a l u r a n   1 	 T a l i a n   1 	 2	>		(	  1 	 	 	 	 1 .   v o n a l 	 	 	 	 L i j n   1 	 	 	 L i n i a   1 	 	 	   1 	 	 	 .7  1 	 	 	   				  		 	 	 	 



  1 	   1 	 U l a y i n i   1 	 L a y n 1 	 L a i n i   y a   1 	 L y n   1 	 1   l i n i j a 	 1 .   l +n i j a 	 L i i n   1 	 Oxr  1 	 1 	 L i n i a   1 	 2
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   1 	 2>(  1 	 L i n j a 1 	 				  1 	 	 	 	 	 	 	 	 L i n h a   1 
 
 S T R I N G _ M T P N P _ L S W _ L I N E 2 	 M E R C U R Y 	 H I N T 	 L i n e   2 	 L i n e   2 	 }2 	 ~2 	 *2"  2 	 L  n e a   2 	 L i g n e   2 	 L e i t u n g   2 	 8=8O  2 	 L i n e a   2 	 'D.72 	 L i n h a   2 	 H a t   2 	 n g   d n   2 	 S a l u r a n   2 	 T a l i a n   2 	 2	>		(	  2 	 	 	 	 2 .   v o n a l 	 	 	 	 L i j n   2 	 	 	 L i n i a   2 	 	 	   2 	 	 	 .7  2 	 	 	   				  		 	 	 	 



  2 	   2 	 U l a y i n i   2 	 L a y n 2 	 L a i n i   y a   2 	 L y n   2 	 2   l i n i j a 	 2 .   l +n i j a 	 L i i n   2 	 Oxr  2 	 2 	 L i n i a   2 	 2
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   2 	 2>(  2 	 L i n j a 2 	 	 	 	 	 	 	 	 	 L i n h a   2 
 
 S T R I N G _ M T P N P _ L I N E 1 _ S E T _ E R R 	 M E R C U R Y 	 U N L I M 	 U n k n o w n   E r r o r 	 U n k n o w n   e r r o r 	 *gw/	 *gw	 I-4%25HD!H#9I1	 E r r o r   d e s c o n o c i d o   	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o 	 'D.7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a   	 L i   c h a   x  c   n h 	 K e s a l a h a n   t i d a k   d i k e t a h u i 	 R a l a t   t i d a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 	 	 	 I s m e r e t l e n   h i b a 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 E r o a r e   n e c u n o s c u t 	 	 	     	 	 	 .7'  F'E4.5	 	 	   					  							 	 	 	 




  


	   	 I p h u t h a   e l i n g a z i w a 	 I m p a z a m o   e n g a z i w a y o 	 H i t i l a f u   i s i o j u l i k a n a 	 O n b e k e n d e   f o u t 	 N e ~i n o m a   k l a i d a 	 N e z i n m a   k <kd a 	 T u n d m a t u   t  r g e 	 1vpau  }mal	   	 E r o a r e   n e c u n o s c u t 	 

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 	 M>$  $M0A?	 G a b i m   I   p a d i t u r 	 						  							 	 	 	 	 	 	 	 E r r o   d e s c o n h e c i d o 
 
 S T R I N G _ M T P N P _ L I N E 2 _ S E T _ E R R 	 M E R C U R Y 	 U N L I M 	 U n k n o w n   E r r o r 	 U n k n o w n   e r r o r 	 *gw/	 *gw	 I-4%25HD!H#9I1	 E r r o r   d e s c o n o c i d o   	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o 	 'D.7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a   	 L i   c h a   x  c   n h 	 K e s a l a h a n   t i d a k   d i k e t a h u i 	 R a l a t   t i d a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 	 	 	 I s m e r e t l e n   h i b a 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 E r o a r e   n e c u n o s c u t 	 	 	     	 	 	 .7'  F'E4.5	 	 	   					  							 	 	 	 




  


	   	 I p h u t h a   e l i n g a z i w a 	 I m p a z a m o   e n g a z i w a y o 	 H i t i l a f u   i s i o j u l i k a n a 	 O n b e k e n d e   f o u t 	 N e ~i n o m a   k l a i d a 	 N e z i n m a   k <kd a 	 T u n d m a t u   t  r g e 	 1vpau  }mal	   	 E r o a r e   n e c u n o s c u t 	 

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 	 M>$  $M0A?	 G a b i m   I   p a d i t u r 	 						  							 	 	 	 	 	 	 	 E r r o   d e s c o n h e c i d o 
 
 S T R I N G _ M T P N P _ L I N E _ S E T _ T I T L E 	 M E R C U R Y 	 T I T L E 	 L i n e   s e t 	 L i n e   s e t 	 }-n	 ~n	 1IH2*2"	 C o n f i g u r a r   l  n e a 	 L i g n e   r  g l  e 	 L e i t u n g   e i n g e s t e l l t 	 8=8O  CAB0=>2;5=0	 I m p o s t a   l i n e a 	 6(7  'D.7	 D e f i n i r   l i n h a 	 H a t   a y a r 1  	 C  i   t   n g   d n 	 S a l u r a n   d i t e t a p k a n 	 S e t   t a l i a n 	 2	>		(	  8	G			 	 	 	 V o n a l   b e  l l  t v a 	 	 	 	 L i j n   i n s t e l l e n 	 	 	 L i n i e   s e t a t 	 	 	   	 	 	 .7  *F8E  4/	 	 	   				  			  			  						 	 	 	 



  


  


	     	 U k u s e t h a   u l a y i n i 	 S e t a   i l a y n 	 S e t i   y a   l a i n i 	 L y n   g e s t e l 	 L i n i j a   n u s t a t y t a 	 L +n i j a   i e s t a t +t a 	 L i i n   m   r a t u d 	 Oxrk  vwavaoxt	   	 L i n i e   s e t a t 	 2
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 	 2>(  8GM	 L i n j a   u   r e g j i s t r u a 	 				  				 	 	 	 	 	 	 	 A j u s t e   d e   l i n h a 
 
 S T R I N G _ M T P N P _ C A R D 1 _ S I M _ B L O C K 	 M E R C U R Y 	 P O P U P 	 S I M 1   B l o c k e d 	 S I M 1   b l o c k e d 	 S I M aS1 ]	 S I M aS1 ]	 4!1   9%G-	 S I M 1   b l o q u e a d o 	 S I M 1   b l o q u  e 	 S I M 1   b l o c k i e r t 	 0@B0  S I M 1   1;>:8@>20=0	 S I M 1   b l o c c a t a 	 'D(7'B)1   E:DB	 S I M 1   b l o q u e a d o 	 S I M 1   e n g e l l e n d i 	 S I M 1      k h  a 	 S I M 1   d i b l o k i r 	 S I M 1   d i h a l a n g 	 S I M 1   ,	M	2	I		  9	H		 	 	 	 S I M 1   b l o k k o l v a 	 	 	 	 S I M 1   g e b l o k k e e r d 	 	 	 S I M 1   b l o c a t 	 	 	 S I M 1   	 	 	 S I M 1   E3/H/  4/	 	 	   				  				  			  						 	 	 	 


1 

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	 1     	 I - S I M 1   i b h u l o k h i w e 	 I - S I M 1   i v a l i w e 	 S I M 1   i m e z u i w a 	 S I M 1   g e b l o k 	 1   S I M   k o r t e l   u ~b l o k u o t a 	 S I M 1   b l o 7t a 	 S I M 1   b l o k e e r i t u d 	 S I M 1 - h  acelaao~an  g	 S I M 1   	 S I M 1   b l o c a t 	 S I M 1   ,
M
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	 S I M 1   ,0K'?$  	 S I M 1   u   b l l o k u a 	 			1   								 	 	 	 	 	 	 	 S I M 1   b l o q u e a d o 
 
 S T R I N G _ M T P N P _ C A R D 2 _ S I M _ B L O C K 	 M E R C U R Y 	 P O P U P 	 S I M 2   B l o c k e d 	 S I M 2   b l o c k e d 	 S I M aS2 ]	 S I M aS2 ]	 4!2   9%G-	 S I M 2   b l o q u e a d o 	 S I M 2   b l o q u  e 	 S I M 2   b l o c k i e r t 	 0@B0  S I M 2   1;>:8@>20=0	 S I M 2   b l o c c a t a 	 'D(7'B)2   E:DB	 S I M 2   b l o q u e a d o 	 S I M 2   e n g e l l e n d i   	 S I M 2      k h  a 	 S I M 2   d i b l o k i r 	 S I M 2   d i h a l a n g 	 S I M 2   ,	M	2	I		  9	H		 	 	 	 S I M 2   b l o k k o l v a 	 	 	 	 S I M 2   g e b l o k k e e r d 	 	 	 S I M 2   b l o c a t 	 	 	 S I M 2   	 	 	 S I M 2   E3/H/  4/	 	 	   				  				  			  						 	 	 	 


2 

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	 2     	 I - S I M 2   i b h u l o k h i w e 	 I - S I M 2   i v a l i w e 	 S I M 2   i m e z u i w a 	 S I M 2   g e b l o k 	 2   S I M   k o r t e l   u ~b l o k u o t a 	 S I M 2   b l o 7t a 	 S I M 2   b l o k e e r i t u d 	 S I M 2 - h  acelaao~an  g	 S I M 2   	 S I M 2   b l o c a t 	 S I M 2   ,
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	 S I M 2   ,0K'?$	 S I M 2   u   b l l o k u a 	 	 	 	 	 	 	 	 	 S I M 2   b l o q u e a d o 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 1 P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 S I M 1   P I N   V e r i f y 	 I n p u t   S I M 1   P I N 	 8eQS I M aS1   P I N 	 eQS I M aS1   P I N 	 C*H44!1 	 I n t r o d u c i r   e l   P I N   d e   S I M 1 	 E n t r e r   P I N   S I M 1 	 S I M 1 - P I N   e i n g e b e n 	 2548B5  P I N - :>4  S I M 1 	 I n s e r i s c i   P I N   S I M 1 	 '/.'D  1EH2  'DJ  'D(7'B)1 	 I n t r o d u z a   P I N   d e   S I M 1 	 S I M 1   P I N ' i n i   g i r 	 N h p   P I N   S I M 1 	 M a s u k k a n   P I N   S I M 1 	 M a s u k k a n   P I N   S I M 1 	 S I M 1   P I N   &	0	M		<	  	0	G			 	 	 	 S I M 1   P I N   m e g a d  s a 	 	 	 	 G e e f   P I N   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d   P I N   p e n t r u   S I M 1 	 	 	     - P I N     S I M 1 	 	 	 S I M 1   P I N   1'  H'1/  F/	 	 	   				  			  					 	 	 	 


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	 1     	 I - I n p u t   S I M 1   P I N 	 F a k a   i - P I N   y e - S I M 1 	 I n g i z a   P I N   y a   S I M 1 	 S l e u t e l   S I M 1   s e   P I N   i n 	 .v e s t i   1   S I M   k o r t e l s   P I N   	 I e v a d i e t   S I M 1   P I N 	 S i s e s t a   S I M 1   P I N 	 Dxace  S I M 1 - k  P I N   nanoackh	   S I M 1   P I N   	 I n t r o d u c e ci   c o d   P I N   p e n t r u   S I M 1 	 
(
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A

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M
  S I M 1   P I N 	 (*A  S I M 1   *?(	 F u t   S I M 1   P I N 	 			1   			  					  			  	 	 	 	 	 	 	 	 I n s e r i r   P I N   d o   S I M 1 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 2 P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 S I M 2   P I N   V e r i f y 	 I n p u t   S I M 2   P I N 	 8eQS I M aS2   P I N 	 eQS I M aS2   P I N 	 C*H44!2 	 I n t r o d u c i r   e l   P I N   d e   S I M 2 	 E n t r e r   P I N   S I M 2 	 S I M 2 - P I N   e i n g e b e n 	 2548B5  P I N - :>4  S I M 2 	 I n s e r i s c i   P I N   S I M 2 	 '/.'D  1EH2  'DJ  'D(7'B)2 	 I n t r o d u z a   P I N   d e   S I M 2 	 S I M 2   P I N ' i n i   g i r 	 N h p   P I N   S I M 2 	 M a s u k k a n   P I N   S I M 2 	 M a s u k k a n   P I N   S I M 2 	 S I M 2   P I N   &	0	M		<	  	0	G			 	 	 	 S I M 2   P I N   m e g a d  s a 	 	 	 	 G e e f   P I N   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d   P I N   p e n t r u   S I M 2 	 	 	     - P I N     S I M 2 	 	 	 S I M 2   P I N   1'  H'1/  F/	 	 	   				  			  					 	 	 	 


2 

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  


	   2     	 I - I n p u t   S I M 2   P I N 	 F a k a   i - P I N   y e - S I M 2 	 I n g i z a   P I N   y a   S I M 2 	 S l e u t e l   S I M 2   s e   P I N   i n 	 .v e s t i   2   S I M   k o r t e l s   P I N   	 I e v a d i e t   S I M 2   P I N 	 S i s e s t a   S I M 2   P I N 	 Dxace  S I M 2 - k  P I N   nanoackh	   S I M 2   P I N   	 I n t r o d u c e ci   c o d   P I N   p e n t r u   S I M 2 	 
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M

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  S I M 2   P I N 	 (*A  S I M 2   *?(	 F u t   S I M 2   P I N 	 	 	 	 	 	 	 	 	 I n s e r i r   P I N   d o   S I M 2 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 1 P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 S I M 1   P I N 2   V e r i f y 	 I n p u t   S I M 1   P I N 2 	 8eQS I M aS1   P I N 2 	 eQS I M aS1   P I N 2 	 C*H42   4!1 	 I n t r o d u c i r   e l   P I N 2   d e   S I M 1 	 E n t r e r   P I N 2   S I M 1 	 S I M 1 - P I N 2   e i n g e b e n 	 2548B5  P I N 2   4;O  S I M 1 	 I n s e r i s c i   P I N 2   S I M 1 	 '/.'D  'D1EH22   'DJ  'D(7'B)1 	 I n t r o d u z a   P I N 2   d e   S I M 1 	 S I M 1   P I N 2 ' y i   g i r 	 N h p   P I N 2   S I M 1 	 M a s u k k a n   P I N 2   S I M 1 	 M a s u k k a n   P I N 2   S I M 1 	 S I M 1   P I N 2   &	0	M		<	  	0	G			 	 	 	 S I M 1   P I N 2   m e g a d  s a 	 	 	 	 G e e f   P I N 2   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d   P I N 2   p e n t r u   S I M 1 	 	 	     P I N 2     S I M 1 	 	 	 S I M 1   P I N 2   1'  H'1/  F/	 	 	   				  				  					 	 	 	 


1 

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2   



  


	   1   2   	 I - I n p u t   S I M 1   P I N 2 	 F a k a   i - P I N 2   y e - S I M 1 	 I n g i z a   P I N 2   y a   S I M 1 	 S l e u t e l   S I M 1   s e   P I N 2   i n 	 .v e s t i   1   S I M   k o r t e l s   P I N 2 	 I e v a d i e t   S I M 1   P I N 2 	 S i s e s t a   S I M 1   P I N 2 	 Dxace  S I M 1 - k  P I N 2   nanoackh	   S I M 1   P I N 2   	 I n t r o d u c e ci   c o d   P I N 2   p e n t r u   S I M 1 	 
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M

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  S I M 1   P I N 2 	 (*A  S I M 1   *?(2 	 F u t   S I M 1   P I N 2 	 			2   			  					  			  	 	 	 	 	 	 	 	 I n s e r i r   P I N 2   d o   S I M 1 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 2 P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 S I M 2   P I N 2   V e r i f y 	 I n p u t   S I M 2   P I N 2 	 8eQS I M aS2   P I N 2 	 eQS I M aS2   P I N 2 	 C*H42   4!2 	 I n t r o d u c i r   e l   P I N 2   d e   S I M 2 	 E n t r e r   P I N 2   S I M 2 	 S I M 2 - P I N 2   e i n g e b e n 	 2548B5  P I N 2   4;O  S I M 2 	 I n s e r i s c i   P I N 2   S I M 2 	 '/.'D  'D1EH22   'DJ  'D(7'B)2 	 I n t r o d u z a   P I N 2   d e   S I M 2 	 S I M 2   P I N 2 ' y i   g i r   	 N h p   P I N 2   S I M 2 	 M a s u k k a n   P I N 2   S I M 2 	 M a s u k k a n   P I N 2   S I M 2 	 S I M 2   P I N 2   &	0	M		<	  	0	G			 	 	 	 S I M 2   P I N 2   m e g a d  s a 	 	 	 	 G e e f   P I N 2   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d   P I N 2   p e n t r u   S I M 2 	 	 	     P I N 2     S I M 2 	 	 	 S I M 2   P I N 2   1'  H'1/  F/	 	 	   				  				  					 	 	 	 


2 

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	 2   2 	 I - I n p u t   S I M 2   P I N 2 	 F a k a   i - P I N 2   y e - S I M 2 	 I n g i z a   P I N 2   y a   S I M 2 	 S l e u t e l   S I M 2   s e   P I N 2   i n 	 .v e s t i   2   S I M   k o r t e l s   P I N 2 	 I e v a d i e t   S I M 2   P I N 2 	 S i s e s t a   S I M 2   P I N 2 	 Dxace  S I M 2 - k  P I N 2   nanoackh	   S I M 2   P I N 2   	 I n t r o d u c e ci   c o d   P I N 2   p e n t r u   S I M 2 	 
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  S I M 2   P I N 2 	 (*A  S I M 2   *?(2 	 F u t   S I M 2   P I N 2 	 	 	 	 	 	 	 	 	 I n s e r i r   P I N 2   d o   S I M 2 
 
 S T R I N G _ M T P N P _ C A N C E L _ C A R D 1 P I N 	 M E R C U R Y 	 C 1 6 5 _ 1 	 C a n c e l   S I M 1   V e r i f y 	 C a n c e l   S I M 1   v e r i f y 	 SmS I M aS1 WI  	 SmS I M aS1   	 "@%42##'*-4!1 	 C a n c e l a r   v e r i f i c a c i  n   d e   S I M 1 	 A n n u l e r   v  r i f i c a t i o n   S I M 1 	 S I M 1 - V e r i f i z i e r u n g   a b b r e c h e n 	 B<5=0  ?@>25@:8  S I M 1 	 A n n u l l a   v e r i f i c a   S I M 1 	 'D:'!  *H+JB  'D(7'B)1 	 C a n c e l a r   a   v e r i f i c a   o   d e   S I M 1 	 S I M 1   d o r u l a m a s 1n 1  i p t a l   e t 	 H y   c h n g   n h n   S I M 1 	 B a t a l k a n   v e r i f i k a s i   S I M 1 	 B a t a l   p e n g e s a h a n   S I M 1 	 S I M 1   8	$	M	/	>	*	(	  0	&	M	&	  	0	G			 	 	 	 S I M 1   e l l e n Qr z  s   v i s s z a v o n  s a 	 	 	 	 V e r i f i  r e n   v a n   S I M 1   g e a n n u l e e r d 	 	 	 A n u l a ci   v e r i f i c a r e a   p e n t r u   S I M 1 	 	 	     S I M 1 	 	 	 D:H  *#/  S I M 1 	 	 	   				  					  					  					  					 	 	 	 


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	 1     	 K h a n s e l a   i - S I M 1   q i n i s e k i s a 	 R h o x i s a   i S I M 1   q i n i s e k i s a 	 G h a i r i   k u h a l i s i s h a   S I M 1 	 K a n s e l l e e r   v e r i f i k a s i e   v a n   S I M 1 	 A t aa u k t i   1   S I M   k o r t e l s   p a t i k r i n i m 	 A t c e l t   S I M 1   v e r i f i k c i j u 	 T  h i s t a   S I M 1   k i n n i t a m i n e 	 Ieraoel  S I M 1 - k  ~a~eaoavaxth	   S I M 1   	 A n u l a ci   v e r i f i c a r e a   p e n t r u   S I M 1 	 S I M 1   1
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	 S I M 1   />M  ,>$?2  0(M$A	 A n u l l o   S I M 1   v e r t e t o 	 			1   							  					 	 	 	 	 	 	 	 C a n c e l a r   v e r i f i c a   o   d o   S I M 1 
 
 S T R I N G _ M T P N P _ C A N C E L _ C A R D 2 P I N 	 M E R C U R Y 	 C 1 6 5 _ 1 	 C a n c e l   S I M 2   V e r i f y 	 C a n c e l   S I M 2   v e r i f y 	 SmS I M aS2 WI  	 SmS I M aS2   	 "@%42##'*-4!2 	 C a n c e l a r   v e r i f i c a c i  n   d e   S I M 2 	 A n n u l e r   v  r i f i c a t i o n   S I M 2 	 S I M 2 - V e r i f i z i e r u n g   a b b r e c h e n 	 B<5=0  ?@>25@:8  S I M 2 	 A n n u l l a   v e r i f i c a   S I M 2 	 'D:'!  *H+JB  'D(7'B)2 	 C a n c e l a r   a   v e r i f i c a   o   d e   S I M 2 	 S I M 2   d o r u l a m a s 1n 1  i p t a l   e t 	 H y   c h n g   n h n   S I M 2 	 B a t a l k a n   v e r i f i k a s i   S I M 2 	 B a t a l   p e n g e s a h a n   S I M 2 	 S I M 2   8	$	M	/	>	*	(	  0	&	M	&	  	0	G			 	 	 	 S I M 2   e l l e n Qr z  s   v i s s z a v o n  s a 	 	 	 	 V e r i f i  r e n   v a n   S I M 2   g e a n n u l e e r d 	 	 	 A n u l a ci   v e r i f i c a r e a   p e n t r u   S I M 2 	 	 	     S I M 2 	 	 	 D9H  *#/  S I M 2 	 	 	   				  					  					  					  					 	 	 	 


2 

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  

  


	 2     	 K h a n s e l a   i - S I M 2   q i n i s e k i s a 	 R h o x i s a   i S I M 2   q i n i s e k i s a 	 G h a i r i   k u h a l i s i s h a   S I M 2 	 K a n s e l l e e r   v e r i f i k a s i e   v a n   S I M 2 	 A t aa u k t i   2   S I M   k o r t e l s   p a t i k r i n i m 	 A t c e l t   S I M 2   v e r i f i k c i j u 	 T  h i s t a   S I M 2   k i n n i t a m i n e 	 Ieraoel  S I M 2 - k  ~a~eaoavaxth	   S I M 2   	 A n u l a ci   v e r i f i c a r e a   p e n t r u   S I M 2 	 S I M 2   1
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	 S I M 2   />M  ,>$?2  0(M$	 A n u l l o   S I M 2   v e r t e t o 	 	 	 	 	 	 	 	 	 C a n c e l a r   v e r i f i c a   o   d o   S I M 2 
 
 S T R I N G _ M T P N P _ C A R D 1 _ S E C U R I T Y _ S E T T I N G 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 S e c u r i t y   S e t t i n g 	 S I M 1   s e c u r i t y   s e t t i n g s 	 S I M aS1 [hQ-[	 S I M aS1 [hQn	 1IH2'2!%- 1"4!1 	 C o n f i g u r a c i  n   d e   s e g u r i d a d   d e   S I M 1 	 R  g l a g e   d e   s  c u r i t    S I M 1 	 S I M   1 - S i c h e r h e i t s e i n s t e l l u n g e n 	 0AB@>9:0  157>?0A=>AB8  4;O  S I M 1 	 C o n f i g u r a z i o n e   s i c u r e z z a   S I M 1 	 %9/'/'*  'D-E'J)  D(7'B)  S I M 1 	 D e f i n i   e s   d e   s e g u r a n  a   d o   S I M   1 	 S I M 1   g  v e n l i k   a y a r l a r 1	 C  i   t   b o   m t   S I M 1 	 P e n g a t u r a n   k e a m a n a n   S I M 1 	 P e n g e s e t a n   k e s e l a m a t a n   S I M 1 	 S I M 1   8	A	0		M	7	>	  8	G		?				 	 	 	 S I M 1   b i z t o n s  g i   b e  l l  t  s o k 	 	 	 	 B e v e i l i g i n g s i n s t e l l i n g   v a n   S I M 1 	 	 	 S e t r i   d e   s e c u r i t a t e   p e n t r u   S I M 1 	 	 	       S I M 1 	 	 	 *F8EG'  'EF*  S I M 1 	 	 	   				  									  					  	 	 	 	 


1   






  




	 1       	 I s e t h a p h u   y o k u p h e p h a   y e - S I M 1 	 I - S I M 1   u s e t o   l o k h u s e l e k o 	 S I M 1   u s a n i d i   u s a l a m a 	 S I M 1   s e   s e k u r i t e i t s i n s t e l l i n g s 	 1   S I M   k o r t e l s   s a u g o s   s r a n k a 	 S I M 1   d r o a+b a s   i e s t a t +j u m s 	 S I M 1   t u r v a l i s u s e   h   l e s t u s 	 S I M 1 - k  av~avcxiuav  oauavve	 S I M 1 -     	 C o n f i g u r a ci   s e c u r i t a t e a   p e n t r u   S I M 1 	 S I M 1   8
A
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7
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
	 S I M 1   8A0M7>  8G*M	 R e g j i s t r i m i   I   s i g u r i s e   S I M 1 	 			1   							  						 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   s e g u r a n  a   d o   S I M 1 
 
 S T R I N G _ M T P N P _ S E C U R I T Y _ S E T T I N G 	 M E R C U R Y 	 I C O N T E X T 	 S e c u r i t y   S e t t i n g 	 S I M 2   s e c u r i t y   s e t t i n g s 	 S I M aS2 [hQ-[	 S I M aS2 [hQn	 1IH2'2!%- 1"4!2 	 C o n f i g u r a c i  n   d e   s e g u r i d a d   d e   S I M 2 	 R  g l a g e   d e   s  c u r i t    S I M 2 	 S I M   2 - S i c h e r h e i t s e i n s t e l l u n g e n 	 0AB@>9:0  157>?0A=>AB8  4;O  S I M 2 	 C o n f i g u r a z i o n e   s i c u r e z z a   S I M 2 	 %9/'/'*  'D-E'J)  D(7'B)  S I M 2   	 D e f i n i   e s   d e   s e g u r a n  a   d o   S I M   2 	 S I M 2   g  v e n l i k   a y a r l a r 1	 C  i   t   b o   m t   S I M 2 	 P e n g a t u r a n   k e a m a n a n   S I M 1 	 P e n g e s e t a n   k e s e l a m a t a n   S I M 2 	 S I M 2   8	A	0		M	7	>	  8	G		?				 	 	 	 S I M 2   b i z t o n s  g i   b e  l l  t  s o k 	 	 	 	 B e v e i l i g i n g s i n s t e l l i n g   v a n   S I M 2 	 	 	 S e t r i   d e   s e c u r i t a t e   p e n t r u   S I M 2 	 	 	       S I M 2 	 	 	 *F8EG'  'EF*  S I M 2 	 	 	   				  									  					  	 	 	 	 


2   






  




	 2       	 I s e t h a p h u   y o k u p h e p h a   y e - S I M 2 	 I - S I M 2   u s e t o   l o k h u s e l e k o 	 S I M 2   u s a n i d i   u s a l a m a 	 S I M 2   s e   s e k u r i t e i t s i n s t e l l i n g s 	 2   S I M   k o r t e l s   s a u g o s   s r a n k a 	 S I M 2   d r o a+b a s   i e s t a t +j u m s 	 S I M 2   t u r v a l i s u s e   h   l e s t u s 	 S I M 2 - k  av~avcxiuav  oauavve	 S I M 2 -     	 C o n f i g u r a ci   s e c u r i t a t e a   p e n t r u   S I M 2 	 S I M 2   8
A
0
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7
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0
.
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0
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
	 S I M 2   8A0M7>  8G*M	 R e g j i s t r i m i   I   s i g u r i s e   S I M 2 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   s e g u r a n  a   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S E C U R I T Y _ C A P T I O N 	 M E R C U R Y 	 T I T L E 	 S e c u r i t y   s e t t i n g 	 S I M 2   s e c u r i t y   s e t t i n g s 	 S I M aS2 [hQ-[	 S I M aS2 [hQn	 1IH2'2!%- 1"4!2 	 C o n f i g u r a c i  n   d e   s e g u r i d a d   d e   S I M 2 	 R  g l a g e   d e   s  c u r i t    S I M 2 	 S I M   2 - S i c h e r h e i t s e i n s t e l l u n g e n 	 0AB@>9:0  157>?0A=>AB8  4;O  S I M 2 	 C o n f i g u r a z i o n e   s i c u r e z z a   S I M 2 	 %9/'/'*  'D-E'J)  D(7'B)  S I M 2   	 D e f i n i   e s   d e   s e g u r a n  a   d o   S I M   2 	 S I M 2   g  v e n l i k   a y a r l a r 1	 C  i   t   b o   m t   S I M 2 	 P e n g a t u r a n   k e a m a n a n   S I M 1 	 P e n g e s e t a n   k e s e l a m a t a n   S I M 2 	 S I M 2   8	A	0		M	7	>	  8	G		?				 	 	 	 S I M 2   b i z t o n s  g i   b e  l l  t  s o k 	 	 	 	 B e v e i l i g i n g s i n s t e l l i n g   v a n   S I M 2 	 	 	 S e t r i   d e   s e c u r i t a t e   p e n t r u   S I M 2 	 	 	       S I M 2 	 	 	 *F8EG'  'EF*  S I M 2 	 	 	   				  									  					  	 	 	 	 


2   






  




	 2       	 I s e t h a p h u   y o k u p h e p h a   y e - S I M 2 	 I - S I M 2   u s e t o   l o k h u s e l e k o 	 S I M 2   u s a n i d i   u s a l a m a 	 S I M 2   s e   s e k u r i t e i t s i n s t e l l i n g s 	 2   S I M   k o r t e l s   s a u g o s   s r a n k a 	 S I M 2   d r o a+b a s   i e s t a t +j u m s 	 S I M 2   t u r v a l i s u s e   h   l e s t u s 	 S I M 2 - k  av~avcxiuav  oauavve	 S I M 2 -     	 C o n f i g u r a ci   s e c u r i t a t e a   p e n t r u   S I M 2 	 S I M 2   8
A
0

M
7
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  
M
0
.
@
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0
#

	 S I M 2   8A0M7>  8G*M	 R e g j i s t r i m i   I   s i g u r i s e   S I M 3 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   s e g u r a n  a   d o   S I M 2 
 
 S T R I N G _ M T P N P _ C A R D 1 _ P I N L O C K 	 M E R C U R Y 	 I C O N T E X T 	 C a r d 1   S I M   L o c k 	 S I M 1   l o c k 	 S I M aS1 	 S I M aS1 	 4!1   %G-	 B l o q u e a r   S I M 1 	 V e r r o u i l l a g e   S I M 1 	 S I M 1 - S p e r r e 	 ;O  S I M 1 	 B l o c c o   S I M 1 	 'D(7'B)1   E:DB	 B l o q u e i o   d e   S I M 1 	 S I M 1   k i l i d i   	 K h  a   S I M 1 	 P e n g u n c i a n   S I M 1 	 K u n c i   S I M 1 	 S I M 1   2	I			 	 	 	 S I M 1   l e z  r  s 	 	 	 	 S I M 1   b l o k k e r e n 	 	 	 B l o c a r e   S I M 1 	 	 	 S I M 1   	 	 	 BAD  S I M 1 	 	 	   				  			 	 	 	 


1   


  

	 1     	 I - S I M 1   i l o k h i w e 	 I s i t s h i x o   s e S I M 1       	 S I M 1   i m e f u n g w a 	 S I M 1   g e s l u i t 	 U ~r a k i n t i   1   S I M   k o r t e l 	 S I M 1   b l o 7t a 	 S I M 1   l u k k 	 S I M 1 - k  acelaaoxt	 S I M 1   	 S I M 1   b l o c a t 	 S I M 1   2
K

M

M
	 S I M 1   ,0K'?$  G	 K y c j a   S I M 1 	 			1   					 	 	 	 	 	 	 	 T r a v a   d o   S I M 1 
 
 S T R I N G _ M T P N P _ C A R D 2 _ P I N L O C K 	 M E R C U R Y 	 I C O N T E X T 	 C a r d 2   S I M   L o c k 	 S I M 2   l o c k 	 S I M aS2 	 S I M aS2 	 4!2   %G-	 B l o q u e a r   S I M 2 	 V e r r o u i l l a g e   S I M 2 	 S I M 2 - S p e r r e 	 ;O  S I M 2 	 B l o c c o   S I M 2 	 'D(7'B)2   E:DB	 B l o q u e i o   d e   S I M 2 	 S I M 2   k i l i d i   	 K h  a   S I M 2 	 P e n g u n c i a n   S I M 2 	 K u n c i   S I M 2 	 S I M 2   2	I			 	 	 	 S I M 2   l e z  r  s 	 	 	 	 S I M 2   b l o k k e r e n 	 	 	 B l o c a r e   S I M 2 	 	 	 S I M 2   	 	 	 BAD  S I M 2 	 	 	   				  			 	 	 	 


2   


  

	 2     	 I - S I M 2   i l o k h i w e 	 I s i t s h i x o   s e S I M 2       	 S I M 2   i m e f u n g w a 	 S I M 2   g e s l u i t 	 U ~r a k i n t i   2   S I M   k o r t e l 	 S I M 2   b l o 7t a 	 S I M 2   l u k k 	 S I M 2 - k  acelaaoxt	 S I M 2   	 S I M 2   b l o c a t 	 S I M 2   2
K

M

M
	 S I M 2   ,0K'?$  G	 K y c j a   S I M 2 	 	 	 	 	 	 	 	 	 T r a v a   d o   S I M 2 
 
 S T R I N G _ M T P N P _ C H A N G E _ P A S S W O R D 	 M E R C U R Y 	 I C O N T E X T 	 C h a n g e   p a s s w o r d 	 C h a n g e   p a s s w o r d 	 f[x	 f9e[x	 @%5H"#+1*H2	 C a m b i a r   c o n t r a s e  a 	 C h a n g e r   m o t   p a s s e 	 K e n n w o r t    n d e r n 	 !<5=8BL  ?0@>;L	 C a m b i a   p a s s w o r d 	 *:J1CDE)  'D31	 A l t e r a r   p a l a v r a - p a s s e 	 ^i f r e y i   d e i _t i r 	 i   m t   k h u 	 U b a h   s a n d i 	 T u k a r   k a t a   l a l u a n 	 *	>	8	5	0	M	!	  ,	&	2	G			 	 	 	 J e l s z  m  d o s  t  s 	 	 	 	 w a c h t w o o r d   v e r a n d e r e n 	 	 	 M o d i f i c a r e   p a r o l 	 	 	   	 	 	 *:1  1E29(H1	 	 	 									  						 	 	 	 






  



	     	 S h i n t s h a   i p h a s i w e d i 	 T s h i n t s h a   i p a s w e d i 	 B a d i l i s h a   n y w i l a 	 W y s i g   w a g w o o r d 	 P a k e i s t i   s l a p t a ~o d /	 M a i n +t   p a r o l i 	 M u u d a   p a r o o l 	 Sxmel  carvaba|h	   	 M o d i f i c a r e   p a r o l 	 *
>
8
M
 5
G
!
M
  .
>
1
M
1
B
	 *>8q>0M!  *0?,0M$M$(  0(M$A	 N d r y s h o   f j a l e k a l i m i n 	 							  								  				 	 	 	 	 	 	 	 A l t e r a r   s e n h a 
 
 S T R I N G _ M T P N P _ C P _ P I N 1 	 M E R C U R Y 	 I C O N T E X T 	 S I M 2   P I N 	 S I M 2   P I N 	 S I M aS2   P I N 	 S I M aS2   P I N 	 44!2 	 P I N   d e   S I M 2 	 P I N   S I M 2 	 S I M 2 - P I N 	 P I N - :>4  4;O  S I M 2 	 P I N   S I M 2 	 1EH2'D(7'B)2 	 P I N   d e   S I M 2 	 S I M 2   P I N   	 P I N   S I M 2 	 P I N   S I M 2 	 P I N   S I M 2 	 S I M 2   P I N 	 	 	 	 S I M 2   P I N 	 	 	 	 P I N   v a n   S I M 2 	 	 	 C o d   P I N   p e n t r u   S I M 2 	 	 	 S I M 2   P I N 	 	 	 S I M 2   P I N 	 	 	   				  				 	 	 	 


2   


	 2   	 I - S I M 2   P I N 	 I - S I M 2   i P I N 	 P I N   y a   S I M 2 	 S I M 2   P I N 	 2   S I M   k o r t e l s   P I N 	 S I M 2   P I N 	 S I M 2   P I N 	 S I M 2 - k  P I N   nanoack	 S I M 2 -   P I N   	 C o d   P I N   p e n t r u   S I M 2 	 S I M 2   P I N 	 S I M 2   *?(M	 S I M 2   P I N 	 			2   				 	 	 	 	 	 	 	 P I N   d o   S I M 2 
 
 S T R I N G _ M T P N P _ C P _ P I N 2 	 M E R C U R Y 	 I C O N T E X T 	 S I M 2   P I N 2 	 S I M 2   P I N 2 	 S I M aS2   P I N 2 	 S I M aS2   P I N 2 	 42   4!2 	 P I N 2   d e   S I M 2   	 P I N 2   S I M 2 	 S I M 2 - P I N 2 	 P I N 2   4;O  S I M 2 	 P I N 2   S I M 2 	 'D1EH22   DD(7'B)2 	 P I N 2   d e   S I M 2 	 S I M 2   P I N 2   	 P I N 2   S I M 2 	 P I N 2   S I M 2 	 P I N 2   S I M 2 	 S I M 2   P I N 2 	 	 	 	 S I M 2   P I N 2 	 	 	 	 P I N 2   v a n   S I M 2 	 	 	 C o d   P I N 2   p e n t r u   S I M 2 	 	 	 S I M 2   P I N 2 	 	 	 S I M 2   P I N 2 	 	 	   				  				  	 	 	 	 


2   


2 	 2   2 	 I - S I M 2   P I N 2 	 I - S I M 2   i P I N 2 	 P I N 2   y a   S I M 2 	 S I M 2   P I N 2 	 2   S I M   k o r t e l s   P I N 2 	 S I M 2   P I N 2 	 S I M 2   P I N 2 	 S I M 2 - k  P I N 2   nanoack	 S I M 2 -   P I N 2   	 C o d   P I N 2   p e n t r u   S I M 2 	 S I M 2   P I N 2 	 S I M 2   *?(M2 	 S I M 2   P I N 2 	 			2   			2 	 	 	 	 	 	 	 	 P I N 2   d o   S I M 2 
 
 S T R I N G _ M T P N P _ C P _ S I M 1 P I N 1 	 M E R C U R Y 	 I C O N T E X T 	 S I M 1   P I N 	 S I M 1   P I N 	 S I M aS1   P I N 	 S I M aS1   P I N 	 44!1 	 P I N   d e   S I M 1 	 P I N   S I M 1 	 S I M 1 - P I N 	 P I N - :>4  4;O  S I M 1 	 P I N   S I M 1 	 1EH2'D(7'B)1 	 P I N   d e   S I M 1 	 S I M 1   P I N 	 P I N   S I M 1 	 P I N   S I M 1 	 P I N   S I M 1 	 S I M 1   P I N 	 	 	 	 S I M 1   P I N 	 	 	 	 P I N   v a n   S I M 1 	 	 	 C o d   P I N   p e n t r u   S I M 1 	 	 	 S I M 1   P I N 	 	 	 S I M 1   P I N 	 	 	   				  				 	 	 	 


1   


	 1   	 I - S I M 1   P I N 	 I - S I M 1   i P I N 	 P I N   y a   S I M 1 	 S I M 1   P I N 	 1   S I M   k o r t e l s   P I N 	 S I M 1   P I N 	 S I M 1   P I N 	 S I M 1 - k  P I N   nanoack	 S I M 1 -   P I N   	 C o d   P I N   p e n t r u   S I M 1 	 S I M 1   P I N 	 S I M 1   *?(M	 S I M 1   P I N 	 			1   				 	 	 	 	 	 	 	 P I N   d o   S I M 1 
 
 S T R I N G _ M T P N P _ C P _ S I M 1 P I N 2 	 M E R C U R Y 	 I C O N T E X T 	 S I M 1   P I N 2 	 S I M 1   P I N 2 	 S I M aS1   P I N 2 	 S I M aS1   P I N 2 	 42   4!1 	 P I N 2   d e   S I M 1 	 P I N 2   S I M 1 	 S I M 1 - P I N 2 	 P I N 2   4;O  S I M 1 	 P I N 2   S I M 1 	 'D1EH22   DD(7'B)1 	 P I N 2   d e   S I M 1 	 S I M 1   P I N 2 	 P I N 2   S I M 1 	 P I N 2   S I M 1 	 P I N 1   S I M 1 	 S I M 1   P I N 2 	 	 	 	 S I M 1   P I N 2 	 	 	 	 P I N 2   v a n   S I M 1 	 	 	 C o d   P I N 2   p e n t r u   S I M 1 	 	 	 S I M 1   P I N 2 	 	 	 S I M 1   P I N 2 	 	 	   				  					 	 	 	 


1   


2 	 1   2 	 I - S I M 1   P I N 2 	 I - S I M 1   i P I N 2 	 P I N 2   y a   S I M 1 	 S I M 1   P I N 2 	 1   S I M   k o r t e l s   P I N 2 	 S I M 1   P I N 2 	 S I M 1   P I N 2 	 S I M 1 - k  P I N 2   nanoack	 S I M 1 -   P I N 2   	 C o d   P I N 2   p e n t r u   S I M 1 	 S I M 1   P I N 2 	 S I M 1   *?(M2 	 S I M 1   P I N 2 	 			1   			2 	 	 	 	 	 	 	 	 P I N 2   d o   S I M 1 
 
 S T R I N G _ M T P N P _ C H A N G E _ P A S S W O R D _ C A P T I O N 	 M E R C U R Y 	 T I T L E 	 C a r d 2   c h a n g e   p a s s w o r d 	 C h a n g e   p a s s w o r d 	 f[x	 f9e[x	 @%5H"#+1*H2	 C a m b i a r   c o n t r a s e  a   	 C h a n g e r   l e   m o t   d e   p a s s e 	 K e n n w o r t    n d e r n 	 !<5=0  ?0@>;O  4;O  S I M 2 	 M o d i f i c a   p a s s w o r d 	 *:J1  'DCDE)  'D31J)  AJ  'D(7'B)2 	 A l t e r a r   p a l a v r a - p a s s e 	 ^i f r e   d e i _t i r 	 i   m t   k h u   S I M 2 	 U b a h   s a n d i 	 T u k a r   k a t a   l a l u a n   	 *	>	8	5	0	M	!	  ,	&	2	G			 	 	 	 J e l s z  m  d o s  t  s 	 	 	 	 W a c h t w o o r d   v e r a n d e r e n 	 	 	 M o d i f i c a r e   p a r o l 	 	 	   	 	 	 *:1  01H'G	 	 	 									  									 	 	 	 


2   






  



	 2       	 U k u s h i n t s h a   i p h a s i w e d i   y e - S I M 2 	 I - S I M 2   t s h i n t s h a   i p a s w e d i 	 S I M 2   b a d i l i   n y w i l a 	 W y s i g   w a g w o o r d 	 P a k e i s t i   2   S I M   k o r t e l s   s l a p t a ~o d /  	 S I M 2   p a r o l e s   m a i Fa 	 M u u d a   S I M 2   p a r o o l i 	 S I M 2 - k  nanoack  xmxt	 S I M 2     	 M o d i f i c a r e   p a r o l   S I M 2 	 S I M 2   *
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	 S I M 2   *>8q>0M!  *0?,0M$M$(  0(M$A	 N d r y s h o   f j a l e k a l i m i n   S I M 2 	 			2   							  								  				 	 	 	 	 	 	 	 A l t e r a r   s e n h a 
 
 S T R I N G _ M T P N P _ S I M 1 _ P I N _ B L O C K E D 	 M E R C U R Y 	 P O P U P 	 S I M 1   P I N   B l o c k e d   S c r e e n . 	 S I M 1   P I N   b l o c k e d 	 S I M aS1   P I N ]OO	 S I M aS1   P I N ]OO	 44!1   9%G-	 P I N   d e   S I M 1   b l o q u e a d o 	 P I N   S I M 1   b l o q u  	 S I M 1 - P I N   b l o c k i e r t 	 P I N - :>4  4;O  S I M 1   1;>:8@>20=	 P I N   S I M 1   b l o c c a t o 	 1EH2  'D(7'B)1   E:DB	 P I N   d e   S I M 1   b l o q u e a d o 	 S I M 1   P I N   e n g e l l e n d i   	 P I N   S I M 1      k h  a 	 P I N   S I M 1   d i b l o k i r 	 P I N   S I M 1   d i h a l a n g 	 S I M 1   P I N   ,	M	2	I		  9	H		 	 	 	 S I M 1   P I N   b l o k k o l v a 	 	 	 	 P I N   v a n   S I M 1   g e b l o k k e e r d 	 	 	 C o d   P I N   p e n t r u   S I M 1   b l o c a t 	 	 	 S I M 1   P I N   	 	 	 S I M 1   P I N   E3/H/  4/	 	 	   				  			  				  			  						 	 	 	 


1 

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	 1       	 I - S I M 1   P I N   i v i n j i w e 	 I - S I M 1   i P I N   i v a l i w e 	 P I N   y a   S I M 1   i m e z u i w a 	 S I M 1   P I N   g e b l o k k e e r 	 1   S I M   k o r t e l s   P I N   u ~b l o k u o t a s 	 S I M 1   P I N   b l o 7t s 	 S I M 1   P I N   b l o k e e r i t u d 	 S I M 1 - k  P I N   nanoackh  acelaao~an  g	 S I M 1 -   P I N   	 C o d   P I N   p e n t r u   S I M 1   b l o c a t 	 S I M 1   P I N   ,
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 
 S T R I N G _ M T P N P _ S I M 1 _ P I N 2 _ B L O C K E D 	 M E R C U R Y 	 P O P U P 	 S I M 1   P I N 2   B l o c k e d 	 S I M 1   P I N 2   b l o c k e d 	 S I M aS1   P I N 2 ]OO	 S I M aS1   P I N 2 ]OO	 42   4!1   9%G-	 P I N 2   d e   S I M 1   b l o q u e a d o 	 P I N 2   S I M 1   b l o q u  	 S I M 1 - P I N 2   b l o c k i e r t 	 P I N 2   4;O  S I M 1   1;>:8@>20=	 P I N 2   S I M 1   b l o c c a t o 	 'D1EH22   DD(7'B)1   E:DB	 P I N 2   d e   S I M 1   b l o q u e a d o 	 S I M 1   P I N 2   e n g e l l e n d i   	 P I N   2   S I M 1      k h  a 	 P I N 2   S I M 1   d i b l o k i r 	 P I N 2   S I M 1   d i h a l a n g 	 S I M 1   P I N 2   ,	M	2	I		  9	H		 	 	 	 S I M 1   P I N 2   b l o k k o l v a 	 	 	 	 P I N 2   v a n   S I M 1   g e b l o k k e e r d 	 	 	 C o d   P I N 2   p e n t r u   S I M 1   b l o c a t 	 	 	 S I M 1   P I N 2   	 	 	 S I M 1   P I N 2   E3/H/  4/	 	 	 				  				  				  			  						 	 	 	 


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	 1   2     	 I - S I M 1   P I N 2   i v i n j i w e 	 I - S I M 1   i P I N 2   i v a l i w e 	 P I N 2   y a   S I M 1   i m e z u i w a 	 S I M 1   P I N 2   g e b l o k k e e r 	 1   S I M   k o r t e l s   P I N 2   u ~b l o k u o t a s 	 S I M 1   P I N 2   b l o 7t s 	 S I M 1   P I N 2   b l o k e e r i t u d 	 S I M 1 - k  P I N 2   nanoackh  acelaao~an  g	 S I M 1 -   P I N 2   	 C o d   P I N 2   p e n t r u   S I M 1   b l o c a t 	 S I M 1   P I N 
 2   ,
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	 S I M 1   *?(2   ,0K'?$	 S I M 1   P I N 2   u   b l l o k u a 	 			1   			2   								 	 	 	 	 	 	 	 P I N 2   d o   S I M 1   b l o q u e a d o 
 
 S T R I N G _ M T P N P _ P I N _ B L O C K E D _ P U K 	 M E R C U R Y 	 P O P U P 	 S I M 2   P I N   B l o c k e d   S c r e e n . 	 S I M 2   P I N   b l o c k e d 	 S I M aS2   P I N ]OO	 S I M aS2   P I N ]OO	 44!2   9%G-	 P I N   d e   S I M 2   b l o q u e a d o 	 P I N   S I M 2   b l o q u  	 S I M 2 - P I N   b l o c k i e r t 	 P I N - :>4  4;O  S I M 2   1;>:8@>20=	 P I N   S I M 2   b l o c c a t o 	 1EH2  'D(7'B)2   E:DB	 P I N   d e   S I M 2   b l o q u e a d o 	 S I M 2   P I N   e n g e l l e n d i   	 P I N   S I M 2      k h  a 	 P I N   S I M 2   d i b l o k i r 	 P I N   S I M 2   d i h a l a n g 	 S I M 2   P I N   ,	M	2	I		  9	H		 	 	 	 S I M 2   P I N   b l o k k o l v a 	 	 	 	 P I N   v a n   S I M 2   g e b l o k k e e r d 	 	 	 C o d   P I N   p e n t r u   S I M 2   b l o c a t 	 	 	 S I M 2   P I N   	 	 	 S I M 2   P I N   E3/H/  4/	 	 	 				  			  				  			  						 	 	 	 


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	 2       	 I - S I M 2   P I N   i v i n j i w e 	 I - S I M 2   i P I N   i v a l i w e 	 P I N   y a   S I M 2   i m e z u i w a 	 S I M 2   P I N   g e b l o k k e e r 	 2   S I M   k o r t e l s   P I N   u ~b l o k u o t a s 	 S I M 2   P I N   b l o 7t s 	 S I M 2   P I N   b l o k e e r i t u d 	 S I M 2 - k  P I N   nanoackh  acelaao~an  g	 S I M 2 -   P I N   	 C o d   P I N   p e n t r u   S I M 2   b l o c a t 	 S I M 2   P I N   ,
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	 S I M 2   *?(  ,0K'?$	 S I M 2   P I N   u   b l l o k u a 	 			2   			  								 	 	 	 	 	 	 	 P I N   d o   S I M 2   b l o q u e a d o 
 
 S T R I N G _ M T P N P _ P I N _ B L O C K E D _ P U K 2 	 M E R C U R Y 	 P O P U P 	 S I M 2   P I N 2   B l o c k e d 	 S I M 2   P I N 2   b l o c k e d 	 S I M aS2   P I N 2 ]OO	 S I M aS2   P I N 2 ]OO	 42   4!2   9%G-	 P I N 2   d e   S I M 2   b l o q u e a d o 	 P I N 2   S I M 2   b l o q u  	 S I M 2 - P I N 2   b l o c k i e r t 	 P I N 2   4;O  S I M 2   1;>:8@>20=	 P I N 2   S I M 2   b l o c c a t o 	 'D1EH22   DD(7'B)2   E:DB	 P I N 2   d e   S I M 2   b l o q u e a d o 	 S I M 2   P I N 2   e n g e l l e n d i 	 P I N   2   S I M 2      k h  a 	 P I N 2   S I M 2   d i b l o k i r 	 P I N 2   S I M 2   d i h a l a n g 	 S I M 2   P I N 2   ,	M	2	I		  9	H		 	 	 	 S I M 2   P I N 2   b l o k k o l v a 	 	 	 	 P I N 2   v a n   S I M 2   g e b l o k k e e r d 	 	 	 C o d   P I N 2   p e n t r u   S I M 2   b l o c a t 	 	 	 S I M 2   P I N 2   	 	 	 S I M 2   P I N 2   E3/H/  4/	 	 	 				  				  				  			  						 	 	 	 


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	 2   2     	 I - S I M 2   P I N 2   i v i n j i w e 	 I - S I M 2   i P I N 2   i v a l i w e 	 P I N 2   y a   S I M 2   i m e z u i w a 	 S I M 2   P I N 2   g e b l o k k e e r 	 2   S I M   k o r t e l s   P I N 2   u ~b l o k u o t a s 	 S I M 2   P I N 2   b l o 7t s 	 S I M 2   P I N 2   b l o k e e r i t u d 	 S I M 2 - k  P I N 2   nanoackh  acelaao~an  g	 S I M 2 -   P I N 2   	 C o d   P I N 2   p e n t r u   S I M 2   b l o c a t 	 S I M 2   P I N 2   ,
M
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  
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	 S I M 2   *?(2   ,0K'?$	 S I M 2   P I N 2   u   b l l o k u a 	 			2   			2   								 	 	 	 	 	 	 	 P I N 2   d o   S I M 2   b l o q u e a d o 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 1 P U K 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   C a r d 1   P U K : 	 I n p u t   S I M 1   P U K 	 8eQS I M aS1   P U K 	 eQS I M aS1   P U K 	 C*H84!1 	 I n t r o d u c i r   e l   P I N 2   d e   P U K 	 E n t r e r   P U K   S I M 1 	 S I M 1 - P U K   e i n g e b e n 	 2548B5  P U K   4;O  S I M 1 	 I n s e r i s c i   P U K   S I M 1 	 '/.'DP U K   DD(7'B)1 	 I n t r o d u z a   P U K   d e   S I M 1 	 S I M 1   P U K ' u   g i r 	 N h p   P U K   S I M 1 	 M a s u k k a n   P U K   S I M 1 	 M a s u k k a n   P U K   S I M 1 	 S I M 1   P U K   &	0	M		<	  	0	G			 	 	 	 S I M 1   P U K   m e g a d  s a 	 	 	 	 G e e f   P U K   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   P U K   p e n t r u   S I M 1 	 	 	   S I M 1   P U K 	 	 	 S I M 1   P U K   1'  H'1/  F/	 	 	   				  		. 		. 		  					  					 	 	 	 


1 

  P U K   



  


	 1     	 F a k a   i - S I M 1   P U K 	 F a k a   i S I M 1   P U K 	 I n g i z a   P U K   y a   S I M 1 	 S l e u t e l   S I M 1   s e   P U K   i n 	 .v e s t i   1   S I M   k o r t e l s   P U K 	 I e v a d i e t   S I M 1   P U K 	 S i s e s t a   S I M 1   P U K 	 Dxace  S I M 1 - k  P U K   nanoackh	   S I M 1 -   P I N   	 I n t r o d u c e ci   c o d u l   P U K   p e n t r u   S I M 1 	 
(
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  S I M 1   P U K 	 S I M 1   P U K   (*A  0(M$A	 H y r j a   S I M 1   P U K 	 			1   P U K   					  				 	 	 	 	 	 	 	 I n s e r i r   P U K   d o   S I M 1 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 1 _ N E W _ P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   C a r d 1   N e w   P I N : 	 I n p u t   n e w   S I M 1   P I N 	 8eQeS I M aS1   P I N x	 eQeS I M aS1   P I N x	 C*H44!1   C+!H	 I n t r o d u c i r   e l   P I N   d e   S I M 1   n u e v o 	 E n t r e r   n o u v e a u   P I N   S I M 1 	 N e u e   S I M 1 - P I N   e i n g e b e n 	 2548B5  =>2K9  P I N - :>4  4;O  S I M 1 	 I n s e r i s c i   n u o v o   P I N   S I M 1 	 '/.'DP I N   DD(7'B)  'D,/J/)1 	 I n t r o d u z a   n o v o   P I N   d e   S I M 1 	 Y e n i   S I M 1   P U K ' u   g i r 	 N h p   m    P I N   S I M 1 	 M a s u k k a n   P I N   S I M 1   b a r u 	 M a s u k k a n   P I N   S I M 1   b a r u 	 (		  S I M 1   P I N   &	0	M		<	  	0	G			 	 	 	  j   S I M 1   P I N   m e g a d  s a 	 	 	 	 G e e f   n i e u w e   P I N   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   n o u l   c o d   P I N   p e n t r u   S I M 1 	 	 	   S I M 1   P I N   	 	 	 S I M 1   P I N   ,//  1'  H'1/  F/	 	 	   				  				  			  					  					 	 	 	 


  


1 

  


  



  


  	   1     	 F a k a   i - S I M 1   P I N   e n t s h a 	 F a k a   i S I M 1   P I N   e n t s h a 	 I n g i z a   P I N   y a   S I M 1 	 S l e u t e l   n u w e   S I M 1   P I N   i n 	 .v e s t i   n a u j   1   S I M   k o r t e l s   P I N 	 I e v a d i e t   j a u n o   S I M 1   P I N 	 S i s e s t a   u u s   S I M 1   P I N 	 Dxace  S I M 1 - k  vx  P I N   nanoackh	     S I M 1 -   P I N   	 I n t r o d u c e ci   n o u l   c o d   P I N   p e n t r u   S I M 1 	 
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  S I M 1   P I N 	 (B$(  S I M 1   *?(  (*A  0(M$A	 H y r j a   e   r e   S I M 1   P I N 	 				  			1   			  					  				 	 	 	 	 	 	 	 I n s e r i r   n o v o   P I N   d o   S I M 1 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 2 P U K 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   C a r d 2   P U K : 	 I n p u t   S I M 2   P U K 	 8eQS I M aS2   P U K 	 eQS I M aS2   P U K 	 C*H84!2 	 I n t r o d u c i r   e l   P U K   d e   S I M 2   	 E n t r e r   P U K   S I M 2 	 S I M 2 - P U K   e i n g e b e n 	 2548B5  P U K   4;O  S I M 2 	 I n s e r i s c i   P U K   S I M 2 	 '/.'DP U K   DD(7'B)2 	 I n t r o d u z a   P U K   d e   S I M 2 	 S I M 2   P I N ' i   g i r   	 N h p   P U K   S I M 2 	 M a s u k k a n   P U K   S I M 2 	 M a s u k k a n   P U K   S I M 2 	 S I M 2   P U K   &	0	M		<	  	0	G			 	 	 	 S I M 2   P U K   m e g a d  s a 	 	 	 	 G e e f   P U K   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   P U K   p e n t r u   S I M 2 	 	 	   S I M 2   P U K 	 	 	 S I M 2   P U K   1'  H'1/  F/	 	 	   				  		. 		. 		  					  					 	 	 	 


2 

  P U K   



  


	 2     	 F a k a   i - S I M 2   P U K 	 F a k a   i S I M 2   P U K 	 I n g i z a   P U K   y a   S I M 2 	 S l e u t e l   S I M 2   s e   P U K   i n 	 .v e s t i   2   S I M   k o r t e l s   P U K 	 I e v a d i e t   S I M 2   P U K 	 S i s e s t a   S I M 2   P U K 	 Dxace  S I M 2 - k  P U K   nanoackh	   S I M 2 -   P U K   	 I n t r o d u c e ci   c o d u l   P U K   p e n t r u   S I M 2 	 
(
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  S I M 2   P U K 	 S I M 2   P U K   (*A  0(M$A	 H y r j a   S I M 2   P U K 	 			2   P U K   					  				 	 	 	 	 	 	 	 I n s e r i r   P U K   d o   S I M 2 
 
 S T R I N G _ M T P N P _ E N T E R _ C A R D 2 _ N E W _ P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   C a r d 2   N e w   P I N : 	 I n p u t   n e w   S I M 2   P I N 	 8eQeS I M aS2   P I N x	 eQeS I M aS2   P I N x	 C*H44!2   C+!H	 I n t r o d u c i r   e l   P I N   d e   S I M 2   n u e v o 	 E n t r e r   n o u v e a u   P I N   S I M 2 	 N e u e   S I M 2 - P I N   e i n g e b e n 	 2548B5  =>2K9  P I N - :>4  4;O  S I M 2 	 I n s e r i s c i   n u o v o   P I N   S I M 2 	 '/.'DP I N   DD(7'B)  'D,/J/)2 	 I n t r o d u z a   n o v o   P I N   d e   S I M 2 	 Y e n i   S I M 2   P I N ' i   g i r   	 N h p   m    P I N   S I M 2 	 M a s u k k a n   P I N   S I M 2   b a r u 	 M a s u k k a n   P I N   S I M 2   b a r u 	 (		  S I M 2   P I N   &	0	M		<	  	0	G			 	 	 	  j   S I M 2   P I N   m e g a d  s a 	 	 	 	 G e e f   n i e u w e   P I N   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   n o u l   c o d   P I N   p e n t r u   S I M 2 	 	 	   S I M 2   P I N   	 	 	 S I M 2   P I N   ,//  1'  H'1/  F/	 	 	   				  				  			  					  					 	 	 	 


  


2 

  


  



  


  	   2     	 F a k a   i - S I M 2   P I N   e n t s h a 	 F a k a   i S I M 2   P I N   e n t s h a 	 I n g i z a   P I N   y a   S I M 2 	 S l e u t e l   n u w e   S I M 2   P I N   i n 	 .v e s t i   n a u j   2   S I M   k o r t e l s   P I N 	 I e v a d i e t   j a u n o   S I M 2   P I N 	 S i s e s t a   u u s   S I M 2   P I N 	 Dxace  S I M 2 - k  vx  P I N   nanoackh	     S I M 2 -   P I N   	 I n t r o d u c e ci   n o u l   c o d   P I N   p e n t r u   S I M 2 	 
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M

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  S I M 2   P I N 	 (B$(  S I M 2   *?(  (*A  0(M$A	 H y r j a   e   r e   S I M 2   P I N 	 			2   			  					  				 	 	 	 	 	 	 	 I n s e r i r   n o v o   P I N   d o   S I M 2 
 
 S T R I N G _ M T P N P _ E N T E R _ P I N _ A G A I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   C a r d 2   A g a i n : 	 I n p u t   a g a i n 	 Q!k8eQ	 Q!keQ	 C*H-5#1I	 I n t r o d u c i r   n u e v a m e n t e 	 E n t r e r   d e   n o u v e a u 	 E r n e u t   e i n g e b e n 	 2548B5  5I5  @07	 I n s e r i s c i   d i   n u o v o 	 '/.'D  E1)  #.1J	 I n t r o d u z a   n o v a m e n t e 	 T e k r a r   g i r   	 N h p   l i   l n   n a 	 M a s u k k a n   l a g i 	 M a s u k k a n   s e k a l i   l a g i 	 *	A	(	:   &	0	M		<	  	0	G			 	 	 	 A d j a   m e g    j r a 	 	 	 	 G e e f   o p n i e u w   o p 	 	 	 I n t r o d u c e ci   c o d u l   d i n   n o u 	 	 	   	 	 	 /H('1G  H'1/  F/	 	 	 				  								  					 	 	 	 




  




  


	   	 F a k a   f u t h i 	 F a k a   k w a k h o n a 	 I n g i z a   t e n a 	 S l e u t e l   w e e r   i n 	 .v e s k i t e   d a r   k a r t 	 I e v a d i e t   v l r e i z 	 S i s e s t a   u u e s t i 	 Dxace  ookv	   	 I n t r o d u c e ci   c o d u l   d i n   n o u 	 5
@
#
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
  
(
M

 *
A

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  
F
/
M
/
B
	 *A(0M,>0  (*A  0(M$A	 H y   s e r i s h 	 				  					  				 	 	 	 	 	 	 	 I n s e r i r   n o v a m e n t e 
 
 S T R I N G _ M T P N P _ C A R D 1 _ P I N _ D O N O T _ M A T C H 	 M E R C U R Y 	 P O P U P 	 D i f f e r e n t   S I M 1   P I N   c o d e ! 	 D i f f e r e n t   S I M 1   P I N   c o d e s 	 S I M aS1   P I N x
NvT	 S I M aS1   P I N x
NvT	 #+1*44!1   AH2	 C  d i g o s   d e   P I N   d e   S I M 1   d i f e r e n t e s 	 C o d e s   P I N   S I M 1   d i f f  r e n t s 	 U n t e r s c h i e d l i c h e   S I M 1 - P I N - C o d e s 	 P I N - :>4K  4;O  S I M 1   @07;8G0NBAO	 C o d i c i   P I N   S I M 1   d i f f e r e n t i 	 1EH2  'D(7'B)1   E.*DA)	 C  d i g o s   P I N   d e   S I M 1   d i f e r e n t e s 	 F a r k l 1  S I M 1   P I N   k o d l a r 1  	 M    P I N   S I M 1   k h  n g   t n g   n g 	 K o d e   P I N   S I M 1   b e r b e d a 	 K o d   P I N   S I M 1   b e r b e z a 	 -	?	(	M	(	  S I M 1   P I N   	K	!	M	8		 	 	 	 E l t  r Q  S I M 1   P I N - k  d o k 	 	 	 	 P I N   v a n   S I M 1   k o m t   n i e t   o v e r e e n 	 	 	 C o d u r i l e   P I N   p e n t r u   S I M 1   d i f e r 	 	 	       S I M 1   P I N 	 	 	 1E2G'  S I M 1   P I N   E*A'H*  '3*	 	 	 				    					  			  				 	 	 	 



  



  


1   


  




	   1         	 A m a k h o d i   a h l u k i l e   e - S I M 1   P I N 	 I i k h o w u d i   z e S I M 1   P I N   e z o h l u k i l e y o 	 M i s i m b o   t o f a u t i   y a   P I N   y a   S I M 1 	 V e r s k i l l e n d e   S I M 1   P I N - k o d e s 	 S k i r t i n g i   1   S I M   k o r t e l s   P I N   k o d a i 	 A t a7i r +g i   S I M 1   P I N   k o d i 	 E r i n e v a d   S I M 1   P I N   k o o d i d 	 S I M 1 - k  abe  P I N   nanoace	   S I M 1 -   P I N   	 C o d u r i l e   P I N   p e n t r u   S I M 1   d i f e r 	 5
M
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8
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  S I M 1   P I N   
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 	 -?(M(  S I M 1   *?(  K!A!?	 K o d e   t e   n d r y s h m e   S I M 1   P I N 	 			1   			  			  				  				 	 	 	 	 	 	 	 C  d i g o s   P I N   d o   S I M 1   d i f e r e n t e s 
 
 S T R I N G _ M T P N P _ C A R D 1 _ P I N 2 _ D O N O T _ M A T C H 	 M E R C U R Y 	 P O P U P 	 D i f f e r e n t   C a r d 1   P I N 2   c o d e ! 	 D i f f e r e n t   S I M 1   P I N 2   c o d e s 	 S I M aS1   P I N 2 x
NvT	 S I M aS1   P I N 2 x
NvT	 #+1*42   4!1   AH2	 C  d i g o s   d e   P I N 2   d e   S I M 1   d i f e r e n t e s 	 C o d e s   P I N 2   S I M 1   d i f f  r e n t s 	 U n t e r s c h i e d l i c h e   S I M 1 - P I N 2 - C o d e s 	 >4K  P I N 2   4;O  S I M 1   @07;8G0NBAO	 C o d i c i   P I N 2   S I M 1   d i f f e r e n t i 	 'D1EH22   DD(7'B)1   E.*DA)	 C  d i g o s   P I N 2   d e   S I M 1   d i f e r e n t e s 	 F a r k l 1  S I M 1   P I N 2   k o d l a r 1  	 M    P I N   2   S I M 1   k h  n g   t n g   n g 	 K o d e   P I N 2   S I M 1   b e r b e d a 	 K o d   P I N 2   S I M 1   b e r b e z a 	 -	?	(	M	(	  S I M 1   P I N 2   	K	!	M	8		 	 	 	 E l t  r Q  S I M 1   P I N 2 - k  d o k 	 	 	 	 P I N 2   v a n   S I M 1   k o m t   n i e t   o v e r e e n 	 	 	 C o d u r i l e   P I N 2   p e n t r u   S I M 1   d i f e r 	 	 	       S I M 2   P I N 	 	 	 1E2G'    S I M 1   P I N 2   E*A'H*  '3*	 	 	 				  					  				  				 	 	 	 



  



  


1   


1   




	   1   2       	 A m a k h o d i   a h l u k i l e   e - S I M 1   P I N 2 	 I i k h o w u d i   z e S I M 1   P I N 2   e z o h l u k i l e y o 	 M i s i m b o   t o f a u t i   y a   P I N 2   y a   S I M 1 	 V e r s k i l l e n d e   S I M 1   P I N 2 - k o d e s 	 S k i r t i n g i   1   S I M   k o r t e l s   P I N 2   k o d a i 	 A t a7i r +g i   S I M 1   P I N 2   k o d i 	 E r i n e v a d   S I M 1   P I N 2   k o o d i d 	 S I M 1 - k  abe  P I N 2   nanoace	   S I M 1 -   P I N 2   	 C o d u r i l e   P I N 2   p e n t r u   S I M 1   d i f e r 	 5
M
/
$
M
/
8
M
$
  S I M 1   P I N 2   
K
!
A

3
M

 	 -?(M(  S I M 1   *?(2   K!A!?	 K o d e   t e   n d r y s h m e   S I M 1   P I N 2 	 			1   			2   			  				  				 	 	 	 	 	 	 	 C  d i g o s   P I N 2   d o   S I M 1   d i f e r e n t e s 
 
 S T R I N G _ M T P N P _ C A R D 2 _ P I N _ D O N O T _ M A T C H 	 M E R C U R Y 	 P O P U P 	 D i f f e r e n t   S I M 2   P I N   c o d e ! 	 D i f f e r e n t   S I M 2   P I N   c o d e s 	 S I M aS2   P I N x
NvT	 S I M aS2   P I N x
NvT	 #+1*44!2   AH2	 C  d i g o s   d e   P I N   d e   S I M 2   d i f e r e n t e s 	 C o d e s   P I N   S I M 2   d i f f  r e n t s 	 U n t e r s c h i e d l i c h e   S I M 2 - P I N - C o d e s 	 P I N - :>4K  4;O  S I M 2   @07;8G0NBAO	 C o d i c i   P I N   S I M 2   d i f f e r e n t i 	 'D1EH2  'D(7'B)2   E.*DA)	 C  d i g o s   P I N   d e   S I M 2   d i f e r e n t e s 	 F a r k l 1  S I M 2   P I N   k o d l a r 1  	 M    P I N   S I M 2   k h  n g   t n g   n g 	 K o d e   P I N   S I M 2   b e r b e d a 	 K o d   P I N   S I M 2   b e r b e z a 	 -	?	(	M	(	  S I M 2   P I N   	K	!	M	8		 	 	 	 E l t  r Q  S I M 2   P I N - k  d o k 	 	 	 	 P I N   v a n   S I M 2   k o m t   n i e t   o v e r e e n 	 	 	 C o d u r i l e   P I N   p e n t r u   S I M 2   d i f e r 	 	 	       S I M 2   P I N 	 	 	 1E2G'  S I M 2   P I N   E*A'H*  '3*	 	 	 				  					  			  				 	 	 	 



  



  


2   


  




	   2         	 A m a k h o d i   a h l u k i l e   e - S I M 2   P I N 	 I i k h o w u d i   z e S I M 2   P I N   e z o h l u k i l e y o 	 M i s i m b o   t o f a u t i   y a   P I N   y a   S I M 2 	 V e r s k i l l e n d e   S I M 2   P I N - k o d e s 	 S k i r t i n g a s   2   S I M   k o r t e l s   P I N   k o d a s 	 A t a7i r +g i   S I M 2   P I N   k o d i 	 E r i n e v a d   S I M 2   P I N   k o o d i d 	 S I M 2 - k  abe  P I N   nanoace	   S I M 2 -   P I N   	 C o d u r i l e   P I N   p e n t r u   S I M 2   d i f e r 	 5
M
/
$
M
/
8
M
$
  S I M 2   P I N   
K
!
A

3
M

 	 -?(M(  S I M 2   *?(  K!A!?	 K o d e   t e   n d r y s h m e   S I M 2   P I N 	 			2   			  			  				  				 	 	 	 	 	 	 	 C  d i g o s   P I N   d o   S I M 2   d i f e r e n t e s 
 
 S T R I N G _ M T P N P _ C A R D 2 _ P I N 2 _ D O N O T _ M A T C H 	 M E R C U R Y 	 P O P U P 	 D i f f e r e n t   C a r d 2   P I N 2   c o d e ! 	 D i f f e r e n t   S I M 2   P I N 2   c o d e s 	 S I M aS2   P I N 2 x
NvT	 S I M aS2   P I N 2 x
NvT	 #+1*42   4!2   AH2	 C  d i g o s   d e   P I N 2   d e   S I M 2   d i f e r e n t e s 	 C o d e s   P I N 2   S I M 2   d i f f  r e n t s 	 U n t e r s c h i e d l i c h e   S I M 2 - P I N 2 - C o d e s 	 >4K  P I N 2   4;O  S I M 2   @07;8G0NBAO	 C o d i c i   P I N 2   S I M 2   d i f f e r e n t i 	 'D1EH22   'D(7'B)2   E.*DA)	 C  d i g o s   P I N 2   d e   S I M 2   d i f e r e n t e s 	 F a r k l 1  S I M 2   P I N 2   k o d l a r 1  	 M    P I N 2   S I M 2   k h  n g   t n g   n g 	 K o d e   P I N 2   S I M 2   b e r b e d a 	 K o d   P I N 2   S I M 2   b e r b e z a 	 -	?	(	M	(	  S I M 2   P I N 2   	K	!	M	8		 	 	 	 E l t  r Q  S I M 2   P I N 2 - k  d o k 	 	 	 	 P I N 2   v a n   S I M 2   k o m t   n i e t   o v e r e e n 	 	 	 C o d u r i l e   P I N 2   p e n t r u   S I M 2   d i f e r 	 	 	       S I M 2   P I N 2 	 	 	 1E2G'  S I M 2   P I N 2   E*A'H*  '3*	 	 	 				  					  				  				 	 	 	 



  



  


2   


2   




	   2   2       	 A m a k h o d i   a h l u k i l e   e - S I M 2   P I N 2 	 I i k h o w u d i   z e S I M 2   P I N 2   e z o h l u k i l e y o 	 M i s i m b o   t o f a u t i   y a   P I N 2   y a   S I M 2 	 V e r s k i l l e n d e   S I M 2   P I N 2 - k o d e s 	 S k i r t i n g i   2   S I M   k o r t e l s   P I N 2   k o d a i 	 A t a7i r +g i   S I M 2   P I N 2   k o d i 	 E r i n e v a d   S I M 2   P I N 2   k o o d i d 	 S I M 2 - k  abe  P I N 2   nanoace	   S I M 2 -   P I N 2   	 C o d u r i l e   P I N 2   p e n t r u   S I M 2   d i f e r 	 5
M
/
$
M
/
8
M
$
  S I M 2   P I N 2   
K
!
A

3
M

 	 -?(M(  S I M 2   *?(2   K!A!?	 K o d e   t e   n d r y s h m e   S I M 2   P I N 2 	 	 	 	 	 	 	 	 	 C  d i g o s   P I N 2   d o   S I M 2   d i f e r e n t e s 
 
 S T R I N G _ M T P N P _ I N C O R R E C T _ C A R D 1 _ P U K 	 M E R C U R Y 	 P O P U P 	 W r o n g   C a r d 1   P U K ! 	 W r o n g   S I M 1   P U K 	 S I M aS1   P U K /	 S I M aS1   P U K 	 84!1   4	 P U K   d e   S I M 1   e r r  n e o 	 P U K   S I M 1   i n c o r r e c t 	 F a l s c h e s   S I M 1 - P U K 	 525@=K9  P U K - :>4  4;O  S I M 1 	 P U K   S I M   1   e r r a t o 	 .7#  AJ  P U K   'D(7'B)1 	 P U K   d e   S I M 1   e r r a d o 	 H a t a l 1  S I M 1   P U K   	 P U K   S I M 1   l i 	 P U K   S I M 1   s a l a h 	 P U K   S I M 1   s a l a h 	 	2	$	  S I M 1   P U K 	 	 	 	 R o s s z   S I M 1   P U K 	 	 	 	 V e r k e e r d e   P U K   v a n   S I M 1 	 	 	 C o d   P U K   p e n t r u   S I M 1   i n c o r e c t 	 	 	 S I M 1   P U K   	 	 	 S I M 1   P U K   '4*('G  '3*	 	 	 				  						  				 	 	 	 



  


1   P U K 	   1   	 I - S I M 1   P U K   o k u n g e s i y o 	 I - S I M 1   P U K   e n g a c h a n e k a n g a 	 P U K   m b a y a   y a   S I M 1 	 V e r k e e r d e   S I M 1   P U K 	 K l a i d i n g a s   1   S I M   k o r t e l s   P U K 	 N e p a r e i z s   S I M 1   P U K 	 V a l e   S I M 1   P U K 	 S I M 1 - k  }mal  P U K   nanoack	   S I M 1 -   P U K 	 C o d   P U K   p e n t r u   S I M 1   i n c o r e c t 	 S I M 1   P U K   $
F
1
M
1
M
	 -A2  S I M 1   P U K 	 S I M 1   P U K   g a b i m 	 			1   P U K   				 	 	 	 	 	 	 	 P U K   d o   S I M 1   e r r a d o 
 
 S T R I N G _ M T P N P _ I N C O R R E C T _ C A R D 1 _ P U K 2 	 M E R C U R Y 	 P O P U P 	 W r o n g   C a r d 1   P U K 2 ! 	 W r o n g   S I M 1   P U K 2 	 S I M aS1   P U K 2 /	 S I M aS1   P U K 2 	 82   4!1   4	 P U K 2   d e   S I M 1   e r r  n e o 	 P U K 2   S I M 1   i n c o r r e c t 	 F a l s c h e s   S I M 1 - P U K 2 	 525@=K9  :>4  P U K 2   4;O  S I M 1 	 P U K 2   S I M 1   e r r a t o 	 .7#  AJ  P U K 2   'D(7'B)1 	 P U K 2   d e   S I M 1   e r r a d o 	 H a t a l 1  S I M 1   P U K 2 	 P U K 2   S I M 1   l i 	 P U K 2   S I M 1   s a l a h 	 P U K 2   S I M 1   s a l a h 	 	2	$	  S I M 1   P U K 2 	 	 	 	 R o s s z   S I M 1   P U K 2 	 	 	 	 V e r k e e r d e   P U K 2   v a n   S I M 1 	 	 	 C o d   P U K 2   p e n t r u   S I M 1   i n c o r e c t 	 	 	 S I M 1   P U K 2   	 	 	 S I M 1   P U K 2   '4*('G  '3*	 	 	 				  						  					 	 	 	 



  


1   P U K 2 	   1   2 	 I - S I M 1   P U K 2   o k u n g e s i y o 	 I - S I M 1   P U K 2   e n g a c h a n e k a n g a 	 P U K 2   m b a y a   y a   S I M 1 	 V e r k e e r d e   S I M 1   P U K 2 	 K l a i d i n g a s   1   S I M   k o r t e l s   P U K 2 	 N e p a r e i z s   S I M 1   P U K 2 	 V a l e   S I M 1   P U K 2 	 S I M 1 - k  }mal  P U K 2   nanoack	   S I M 1 -   P U K 2 	 C o d   P U K 2   p e n t r u   S I M 1   i n c o r e c t 	 S I M 1   P U K 2   $
F
1
M
1
M
	 -A2  S I M 1   P U K 2 	 S I M 1   P U K 2   g a b i m 	 			1   P U K 2   				 	 	 	 	 	 	 	 P U K 2   d o   S I M 1   e r r a d o 
 
 S T R I N G _ M T P N P _ I N C O R R E C T _ C A R D 2 _ P U K 	 M E R C U R Y 	 P O P U P 	 W r o n g   C a r d 2   P U K ! 	 W r o n g   S I M 2   P U K 	 S I M aS2   P U K /	 S I M aS2   P U K 	 84!2   4	 P U K   d e   S I M 2   e r r  n e o 	 P U K   S I M 2   i n c o r r e c t 	 F a l s c h e s   S I M 2 - P U K 	 525@=K9  P U K - :>4  4;O  S I M 2 	 P U K   S I M 2   e r r a t o 	 .7#  AJ  P U K   'D(7'B)2 	 P U K   d e   S I M 2   e r r a d o 	 H a t a l 1  S I M 2   P U K   	 P U K   S I M 2   l i 	 P U K   S I M 2   s a l a h 	 P U K   S I M 2   s a l a h 	 	2	$	  S I M 2   P U K 	 	 	 	 R o s s z   S I M 2   P U K 	 	 	 	 V e r k e e r d e   P U K   v a n   S I M 2 	 	 	 C o d   P U K   p e n t r u   S I M 2   i n c o r e c t 	 	 	 S I M 2   P U K   	 	 	 S I M 2   P U K   '4*('G  '3*	 	 	 				  						  				 	 	 	 



  


2   P U K 	   2   	 I - S I M 2   P U K   o k u n g e s i y o 	 I - S I M 2   P U K   e n g a c h a n e k a n g a 	 P U K   m b a y a   y a   S I M 2 	 V e r k e e r d e   S I M 2   P U K 	 K l a i d i n g a s   2   S I M   k o r t e l s   P U K 	 N e p a r e i z s   S I M 2   P U K 	 V a l e   S I M 2   P U K 	 S I M 2 - k  }mal  P U K   nanoack	   S I M 2 -   P U K 	 C o d   P U K   p e n t r u   S I M 2   i n c o r e c t 	 S I M 2   P U K   $
F
1
M
1
M
	 -A2  S I M 2   P U K 	 S I M 2   P U K   g a b i m 	 			2   P U K   				 	 	 	 	 	 	 	 P U K   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ I N C O R R E C T _ C A R D 2 _ P U K 2 	 M E R C U R Y 	 P O P U P 	 W r o n g   C a r d 2   P U K 2 ! 	 W r o n g   S I M 2   P U K 2 	 S I M aS2   P U K 2 /	 S I M aS2   P U K 2 	 82   4!2   4	 P U K 2   d e   S I M 2   e r r  n e o 	 P U K 2   S I M 2   i n c o r r e c t 	 F a l s c h e s   S I M 2 - P U K 2 	 525@=K9  :>4  P U K 2   4;O  S I M 2 	 P U K 2   S I M 2     e r r a t o 	 .7#  AJ  P U K 2   'D(7'B)2 	 P U K 2   d e   S I M 2   e r r a d o 	 H a t a l 1  S I M 2   P U K 2   	 P U K 2   S I M 2   l i 	 P U K 2   S I M 2   s a l a h 	 P U K 2   S I M 2   s a l a h 	 	2	$	  S I M 2   P U K 2 	 	 	 	 R o s s z   S I M 2   P U K 2 	 	 	 	 V e r k e e r d e   P U K 2   v a n   S I M 2 	 	 	 C o d   P U K 2   p e n t r u   S I M 2   i n c o r e c t 	 	 	 S I M 2   P U K 2   	 	 	 S I M 2   P U K 2   '4*('G  '3*	 	 	 				  						  					 	 	 	 



  


2   P U K 2 	   2   2 	 I - S I M 2   P U K 2   o k u n g e s i y o 	 I - S I M 2   P U K 2   e n g a c h a n e k a n g a 	 P U K 2   m b a y a   y a   S I M 2 	 V e r k e e r d e   S I M 2   P U K 2 	 K l a i d i n g a s   2   S I M   k o r t e l s   P U K 2 	 N e p a r e i z s   S I M 2   P U K 2 	 V a l e   S I M 2   P U K 2 	 S I M 2 - k  }mal  P U K 2   nanoack	   S I M 2 -   P U K 2 	 C o d   P U K 2   p e n t r u   S I M 2   i n c o r e c t 	 S I M 2   P U K 2   $
F
1
M
1
M
	 -A2  S I M 2   P U K 2 	 S I M 2   P U K 2   g a b i m 	 			2   P U K 2   				 	 	 	 	 	 	 	 P U K 2   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ C A R D 1 _ P I N _ C H A N G E 	 M E R C U R Y 	 P O P U P 	 S I M 1   P I N   c h a n g e d   s u c c e s s f u l l y   M e s s a g e . 	 S I M 1   P I N   c h a n g e d 	 S I M aS1   P I N fbR	 S I M aS1   P I N f9ebR	 44!1   @%5H"A%I'	 P I N   d e   S I M 1   c a m b i a d o 	 P I N   S I M 1   c h a n g  	 S I M 1 - P I N   g e  n d e r t 	 P I N - :>4  4;O  S I M 1   A<5=5=	 P I N   S I M 1   c a m b i a t o 	 F,'-  AJ  *:J1  P I N   'D(7'B)1 	 P I N   d e   S I M 1   a l t e r a d o 	 S I M 1   P I N   d e i _t i 	 i   P I N   S I M 1   t h  n h   c  n g 	 P I N   S I M 1   b e r u b a h 	 P I N   S I M 1   d i t u k a r 	 S I M 1   P I N   *	0	?	5	0	M	$	?	$		 	 	 	 S I M 1   P I N   m  d o s  t v a 	 	 	 	 P I N   v a n   S I M 1   v e r a n d e r d 	 	 	 C o d   P I N   p e n t r u   S I M 1   m o d i f i c a t 	 	 	 S I M 1   P I N   	 	 	 S I M 1   P I N   *:1  'A*	 	 	 							  									  						 	 	 	 


1 

  


  




	 1     	 I - S I M 1   P I N   i s h i n t s h i w e 	 I - S I M 1   P I N   i t s h i n t s h i l e 	 P I N   y a   S I M 1   i m e b a d i l i s h w a 	 S I M 1   s e   P I N   i s   g e w y s i g 	 1   S I M   k o r t e l s   P I N   p a k e i s t a s 	 S I M 1   P I N   m a i n +t s 	 S I M 1   P I N   m u u d e t u d 	 S I M 1 - k  P I N   nanoackh  xm~an  g	 S I M 1 -   P I N     	 C o d   P I N   p e n t r u   S I M 1   m o d i f i c a t 	 S I M 1   P I N   .
>
1
M
1
?
	 S I M 1   *?(  *0?,0M$M$?$	 S I M 1   P I N   n d r y s h o i 	 			1   			  										 	 	 	 	 	 	 	 P I N   d o   S I M 1   a l t e r a d o 
 
 S T R I N G _ M T P N P _ C A R D 1 _ P I N 2 _ C H A N G E 	 M E R C U R Y 	 P O P U P 	 S I M 1   P I N 2   c h a n g e d   s u c c e s s f u l l y   M e s s a g e . 	 S I M 1   P I N 2   c h a n g e d 	 S I M aS1   P I N 2 fbR	 S I M aS1   P I N 2 f9ebR	 42   4!1   @%5H"A%I'	 P I N 2   d e   S I M 1   c a m b i a d o 	 P I N 2   S I M 1   c h a n g  	 S I M 1 - P I N 2   g e  n d e r t 	 >4  P I N 2   4;O  S I M 1   A<5=5=	 P I N 2   S I M 1   c a m b i a t o 	 F,'-  AJ  *:J1P I N 2 'D(7'B)1 	 P I N 2   d e   S I M 1   a l t e r a d o 	 S I M 1   P I N 2   d e i _t i   	 i   P I N   2   S I M 1   t h  n h   c  n g 	 P I N 2   S I M 1   b e r u b a h 	 P I N 2   S I M 1   d i t u k a r 	 S I M 1   P I N 2   *	0	?	5	0	M	$	?	$		 	 	 	 S I M 1   P I N 2   m  d o s  t v a 	 	 	 	 P I N 2   v a n   S I M 1   v e r a n d e r d 	 	 	 C o d   P I N 2   p e n t r u   S I M 1   m o d i f i c a t 	 	 	 S I M 1   P I N 2   	 	 	 S I M 1   P I N 2   *:1  'A*	 	 	 				  				  									  						 	 	 	 


1 

  


2   




	 1   2   	 I - S I M 1   P I N 2   i s h i n t s h i w e 	 I - S I M 1   P I N 2   i t s h i n t s h i l e 	 P I N 2   y a   S I M 1   i m e b a d i l i s h w a 	 S I M 1   s e   P I N 2   i s   g e w y s i g 	 1   S I M   k o r t e l s   P I N 2   p a k e i s t a s 	 S I M 1   P I N 2   m a i n +t s 	 S I M 1   P I N 2   m u u d e t u d 	 S I M 1 - k  P I N 2   nanoackh  xm~an  g	 S I M 1 -   P I N 2     	 C o d   P I N 2   p e n t r u   S I M 1   m o d i f i c a t 	 S I M 1   P I N 2   .
>
1
M
1
?
	 S I M 1   *?(2   *0?,0M$M$?$	 S I M 1   P I N 2   n d r y s h o i 	 			1   			2   										 	 	 	 	 	 	 	 P I N 2   d o   S I M 1   a l t e r a d o 
 
 S T R I N G _ M T P N P _ C A R D 2 _ P I N _ C H A N G E 	 M E R C U R Y 	 P O P U P 	 S I M 2   P I N   c h a n g e d   s u c c e s s f u l l y   M e s s a g e . 	 S I M 2   P I N   c h a n g e d 	 S I M aS2   P I N fbR	 S I M aS2   P I N f9ebR	 44!2   @%5H"A%I'	 P I N   d e   S I M 2   c a m b i a d o 	 P I N   S I M 2   c h a n g  	 S I M 2 - P I N   g e  n d e r t 	 P I N - :>4  4;O  S I M 2   A<5=5=	 P I N   S I M 2   c a m b i a t o 	 F,'-  AJ  *:J1  P I N   'D(7'B)2 	 P I N   d e   S I M 2   a l t e r a d o 	 S I M 2   P I N   d e i _t i   	 i   P I N     S I M 2   t h  n h   c  n g 	 P I N   S I M 2   b e r u b a h 	 P I N   S I M 2   d i t u k a r 	 S I M 2   P I N   *	0	?	5	0	M	$	?	$		 	 	 	 S I M 2   P I N   m  d o s  t v a 	 	 	 	 P I N   v a n   S I M 2   v e r a n d e r d 	 	 	 C o d   P I N   p e n t r u   S I M 2   m o d i f i c a t 	 	 	 S I M 2   P I N   	 	 	 S I M 2   P I N   *:1  'A*	 	 	 				  			  									  						 	 	 	 


2 

  


  




	 2     	 I - S I M 2   P I N   i s h i n t s h i w e 	 I - S I M 2   P I N   i t s h i n t s h i l e 	 P I N   y a   S I M 2   i m e b a d i l i s h w a 	 S I M 2   s e   P I N   i s   g e w y s i g 	 2   S I M   k o r t e l s   P I N   p a k e i s t a s 	 S I M 2   P I N   m a i n +t s 	 S I M 2   P I N   m u u d e t u d 	 S I M 2 - k  P I N   nanoackh  xm~an  g	 S I M 2 -   P I N     	 C o d   P I N   p e n t r u   S I M 2   m o d i f i c a t 	 S I M 2   P I N   .
>
1
M
1
?
	 S I M 2   *?(  *0?,0M$M$(  9G2>	 S I M 2   P I N   n d r y s h o i 	 	 	 	 	 	 	 	 	 P I N   d o   S I M 2   a l t e r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ C A R D 2 _ P I N 2 _ C H A N G E 	 M E R C U R Y 	 P O P U P 	 S I M 2   P I N 2   c h a n g e d   s u c c e s s f u l l y   M e s s a g e . 	 S I M 2   P I N 2   c h a n g e d 	 S I M aS2   P I N 2 fbR	 S I M aS2   P I N 2 f9ebR	 42   4!2   @%5H"A%I'	 P I N 2   d e   S I M 2   c a m b i a d o 	 P I N 2   S I M 2   c h a n g  	 S I M 2 - P I N 2   g e  n d e r t 	 >4  P I N 2   4;O  S I M 2   A<5=5=	 P I N 2   S I M 2   c a m b i a t o 	 F,'-  AJ  *:J1  P I N 2 'D(7'B)2 	 P I N 2   d e   S I M 2   a l t e r a d o 	 S I M 2   P I N 2   d e i _t i   	 i   P I N 2     S I M 2   t h  n h   c  n g 	 P I N 2   S I M 2   b e r u b a h 	 P I N 2   S I M 2   d i t u k a r 	 S I M 2   P I N 2   *	0	?	5	0	M	$	?	$		 	 	 	 S I M 2   P I N 2   m  d o s  t v a 	 	 	 	 P I N 2   v a n   S I M 2   v e r a n d e r d 	 	 	 C o d   P I N 2   p e n t r u   S I M 2   m o d i f i c a t 	 	 	 S I M 2   P I N 2   	 	 	 S I M 2   P I N 2   *:1  'A*	 	 	 				  				  									  						 	 	 	 


2 

  


2   




	 2   2   	 I - S I M 2   P I N 2   i s h i n t s h i w e 	 I - S I M 2   P I N 2   i t s h i n t s h i l e 	 P I N 2   y a   S I M 2   i m e b a d i l i s h w a 	 S I M 2   s e   P I N 2   i s   g e w y s i g 	 2   S I M   k o r t e l s   P I N 2   p a k e i s t a s 	 S I M 2   P I N 2   m a i n +t s 	 S I M 2   P I N 2   m u u d e t u d 	 S I M 2 - k  P I N 2   nanoackh  xm~an  g	 S I M 2 -   P I N 2     	 C o d   P I N 2   p e n t r u   S I M 2   m o d i f i c a t 	 S I M 2   P I N 2   .
>
1
M
1
?
	 S I M 2   *?(2   *0?,0M$M$(  9G2>	 S I M 2   P I N 2   n d r y s h o i 	 	 	 	 	 	 	 	 	 P I N 2   d o   S I M 2   a l t e r a d o 	 	 	 	 	 	 	 	 S I M 2   P I N 2   a l d a t u   d a 	 S I M 2   n a p a l i t a n   a n g   P I N 2 	 P I N 2   d e   S I M 2   c a m b i a d o 	 G b a n w e   S I M 2   P I N 2 	 P I N 2   a r   S I M 2   a t h r a i t h e 
 
 S T R I N G _ M T P N P _ W R O N G _ C A R D 1 _ P I N 	 M E R C U R Y 	 P O P U P 	 W r o n g   S I M 1   P I N   C o d e   M e s s a g e . 	 W r o n g   S I M 1   P I N 	 S I M aS1   P I N /	 S I M aS1   P I N 	 44!1   4	 P I N   d e   S I M 1   e r r  n e o 	 P I N   S I M 1   i n c o r r e c t 	 F a l s c h e   S I M 1 - P I N 	 525@=K9  P I N - :>4  4;O  S I M 1 	 P I N   S I M 1   e r r a t o 	 .7#  AJ  P I N   'D(7'B)1 	 P I N   d e   S I M 1   e r r a d o 	 H a t a l 1  S I M 1   P I N 	 P I N   S I M 1   l i 	 P I N   S I M 1   s a l a h 	 S a l a h   P I N   S I M 1 	 	2	$	  S I M 1   P I N 	 	 	 	 R o s s z   S I M 1   P I N 	 	 	 	 V e r k e e r d e   P I N   v a n   S I M 1 	 	 	 C o d   P I N   p e n t r u   S I M 1   i n c o r e c t 	 	 	 S I M 1   P I N   	 	 	 S I M 1   P I N   '4*('G  '3*	 	 	 				  						  				 	 	 	 



  


1   


	   1   	 I - S I M 1   P I N   o k u n g e s i y o 	 I - S I M 1   P I N   e n g a c h a n e k a n g a 	 P I N   m b a y a   y a   S I M 1 	 V e r k e e r d e   S I M 1   P I N 	 K l a i d i n g a s   1   S I M   k o r t e l s   P I N 	 N e p a r e i z s   S I M 1   P I N 	 V a l e   S I M 1   P I N 	 S I M 1 - k  }mal  P I N   nanoack	   S I M 1 -   P I N 	 C o d   P I N   p e n t r u   S I M 1   i n c o r e c t 	 S I M 1   P I N   $
F
1
M
1
M
	 -A2  S I M 1   *?(	 S I M 1   P I N   g a b i m 	 			1   			  				 	 	 	 	 	 	 	 P I N   d o   S I M 1   e r r a d o 	 	 	 	 	 	 	 	 S I M 1   P I N   o k e r r a 	 M a l i n g   S I M 1   n a   P I N 	 P I N   d e   S I M 1   i n c o r r e c t o 	 S I M 1   P I N   n k e   a b g h   y a 	 P I N   m  c h e a r t   d o   S I M 1 
 
 S T R I N G _ M T P N P _ W R O N G _ C A R D 1 _ P I N 2 	 M E R C U R Y 	 P O P U P 	 W r o n g   S I M 1   P I N 2   C o d e   M e s s a g e . 	 W r o n g   S I M 1   P I N 2 	 S I M aS1   P I N 2 /	 S I M aS1   P I N 2 	 42   4!1   4	 P I N 2   d e   S I M 1   e r r  n e o 	 P I N 2   S I M 1   i n c o r r e c t 	 F a l s c h e   S I M 1 - P I N 2 	 525@=K9  :>4  P I N 2   4;O  S I M 1 	 P I N 2   S I M 1   e r r a t o 	 .7#  AJ  P I N 2   'D(7'B)1 	 P I N 2   d e   S I M 1   e r r a d o 	 H a t a l 1  S I M 1   P I N 2   	 P I N 2   S I M 1   l i 	 P I N 2   S I M 1   s a l a h 	 S a l a h   P I N 2   S I M 1 	 	2	$	  S I M 1   P I N 2 	 	 	 	 R o s s z   S I M 1   P I N 2 	 	 	 	 V e r k e e r d e   P I N 2   v a n   S I M 1 	 	 	 C o d   P I N 2   p e n t r u   S I M 1   i n c o r e c t 	 	 	 S I M 1   P I N 2   	 	 	 S I M 1   P I N 2   '4*('G  '3*	 	 	 				  						  					 	 	 	 



  


1   


2 	   1   2 	 I - S I M 1   P I N 2   o k u n g e s i y o 	 I - S I M 1   P I N 2   e n g a c h a n e k a n g a 	 P I N 2   m b a y a   y a   S I M 1 	 V e r k e e r d e   S I M 1   P I N 2 	 K l a i d i n g a s   1   S I M   k o r t e l s   P I N 2 	 N e p a r e i z s   S I M 1   P I N 2 	 V a l e   S I M 1   P I N 2 	 S I M 1 - k  }mal  P I N 2   nanoack	   S I M 1 -   P I N 2 	 C o d   P I N 2   p e n t r u   S I M 1   i n c o r e c t 	 S I M 1   P I N 2   $
F
1
M
1
M
	 -A2  S I M 1   *?(2 	 S I M 1   P I N 2   g a b i m 	 			1   			2   				 	 	 	 	 	 	 	 P I N   2   d o   S I M 1   e r r a d o 	 	 	 	 	 	 	 	 S I M 1   P I N 2   o k e r r a 	 M a l i n g   S I M 1   n a   P I N 2 	 P I N 2   d e   S I M 1   i n c o r r e c t o 	 S I M 1   P I N 2   n k e   a b g h   y a 	 P I N 2   m  c h e a r t   d o   S I M 1 
 
 S T R I N G _ M T P N P _ W R O N G _ C A R D 2 _ P I N 	 M E R C U R Y 	 P O P U P 	 W r o n g   S I M 2   P I N   C o d e   M e s s a g e . 	 W r o n g   S I M 2   P I N 	 S I M aS2   P I N /	 S I M aS2   P I N 	 44!2   4	 P I N   d e   S I M 2   e r r  n e o 	 P I N   S I M 2   i n c o r r e c t 	 F a l s c h e   S I M 2 - P I N 	 525@=K9  P I N - :>4  4;O  S I M 2 	 P I N   S I M 2   e r r a t o 	 .7#  AJ  P I N   'D(7'B)2 	 P I N   d e   S I M 2   e r r a d o 	 H a t a l 1  S I M 2   P I N   	 P I N   S I M 2   l i 	 P I N   S I M 2   s a l a h 	 S a l a h   P I N   S I M 2 	 	2	$	  S I M 2   P I N 	 	 	 	 R o s s z   S I M 2   P I N 	 	 	 	 V e r k e e r d e   P I N   v a n   S I M 2 	 	 	 C o d   P I N   p e n t r u   S I M 2   i n c o r e c t 	 	 	 S I M 2   P I N   	 	 	 S I M 2   P I N   '4*('G  '3*	 	 	 				  						  				 	 	 	 



  


2   


	   2   	 I - S I M 2   P I N   o k u n g e s i y o 	 I - S I M 2   P I N   e n g a c h a n e k a n g a 	 P I N   m b a y a   y a   S I M 2 	 V e r k e e r d e   S I M 2   P I N 	 K l a i d i n g a s   2   S I M   k o r t e l s   P I N 	 N e p a r e i z s   S I M 2   P I N 	 V a l e   S I M 2   P I N 	 S I M 2 - k  }mal  P I N   nanoack	   S I M 2 -   P I N 	 C o d   P I N   p e n t r u   S I M 2   i n c o r e c t 	 S I M 2   P I N   $
F
1
M
1
M
	 -A2  S I M 2   *?(	 S I M 2   P I N   g a b i m 	 			2   			  				 	 	 	 	 	 	 	 P I N   d o   S I M 2   e r r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ W R O N G _ C A R D 2 _ P I N 2 	 M E R C U R Y 	 P O P U P 	 W r o n g   S I M 2   P I N 2   C o d e   M e s s a g e . 	 W r o n g   S I M 2   P I N 2 	 S I M aS2   P I N 2 /	 S I M aS2   P I N 2 	 42   4!2   4	 P I N 2   d e   S I M 2   e r r  n e o 	 P I N 2   S I M 2   i n c o r r e c t 	 F a l s c h e   S I M 2 - P I N 2 	 525@=K9  :>4  P I N 2   4;O  S I M 2 	 P I N 2   S I M 2   e r r a t o 	 .7#  AJ  P I N 2   'D(7'B)2 	 P I N 2   d e   S I M 2   e r r a d o 	 H a t a l 1  S I M 2   P I N 2 	 P I N 2   S I M 2   l i 	 P I N 2   S I M 2   s a l a h 	 S a l a h   P I N 2   S I M 2 	 	2	$	  S I M 2   P I N 2 	 	 	 	 R o s s z   S I M 2   P I N 2 	 	 	 	 V e r k e e r d e   P I N 2   v a n   S I M 2 	 	 	 C o d   P I N 2   p e n t r u   S I M 2   i n c o r e c t 	 	 	 S I M 2   P I N 2   	 	 	 S I M 2   P I N 2   '4*('G  '3*	 	 	 				  						  					 	 	 	 



  


2   


2 	   2   2 	 I - S I M 2   P I N 2   o k u n g e s i y o 	 I - S I M 2   P I N 2   e n g a c h a n e k a n g a 	 P I N 2   m b a y a   y a   S I M 2 	 V e r k e e r d e   S I M 2   P I N 2 	 K l a i d i n g a s   2   S I M   k o r t e l s   P I N 2 	 N e p a r e i z s   S I M 2   P I N 2 	 V a l e   S I M 2   P I N 2 	 S I M 2 - k  }mal  P I N 2   nanoack	   S I M 2 -   P I N 2 	 C o d   P I N 2   p e n t r u   S I M 2   i n c o r e c t 	 S I M 2   P I N 2   $
F
1
M
1
M
	 -A2  S I M 2   *?(2 	 S I M 2   P I N 2   g a b i m 	 	 	 	 	 	 	 	 	 P I N   2   d o   S I M 2   e r r a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ C A R D 1 _ S I M _ L O C K 	 M E R C U R Y 	 P O P U P 	 S I M 1   L o c k e d . 	 S I M 1   l o c k e d 	 S I M aS1 ]	 S I M aS1 ]	 4!1   %G-A%I'	 S I M 1   b l o q u e a d o 	 S I M 1   b l o q u  e 	 S I M 1   g e s p e r r t 	 0?@>A  P I N   4;O  S I M 1   2:;. 	 S I M 1   b l o c c a t a 	 'D(7'B)1   E:DB	 S I M 1   b l o q u e a d o 	 S I M 1   k i l i t l i   	 S I M 1      k h  a 	 S I M 1   t e r k u n c i 	 S I M 1   d i k u n c i 	 S I M 1   2	I		  9	H		 	 	 	 S I M 1   l e z  r v a 	 	 	 	 S I M 1   g e b l o k k e e r d 	 	 	 C a r t e l   S I M 1   b l o c a t 	 	 	 S I M 1   	 	 	 S I M 1   BAD  4/	 	 	 				  		  			  					 	 	 	 


1   


  



	 1     	 I - S I M 1   i l o k h i w e 	 V a l a   i S I M 1 	 S I M 1   i m e f u n g w a 	 S I M 1   g e s l u i t 	 1   S I M   k o r t e l   u ~r a k i n t a 	 S I M 1   b l o 7t a 	 S I M 1   l u k u s t a t u d 	 S I M 1 - h  acelaao~an  g	 S I M 1     	 S I M 1   b l o c a t 	 S I M 1   2
K
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  
/
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	 S I M 1   ,0K'?$	 S I M 1   k y c u r 	 			1   								 	 	 	 	 	 	 	 S I M 1   b l o q u e a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ C A R D 1 _ S I M _ U N L O C K 	 M E R C U R Y 	 P O P U P 	 S I M 1   U n L o c k e d . 	 S I M 1   u n l o c k e d 	 S I M aS1 ]㉖	 S I M aS1 ]	 4!1   %%G-A%I'	 S I M 1   d e s b l o q u e a d o 	 S I M 1   d  b l o q u  e 	 S I M 1   e n t s p e r r t 	 0?@>A  P I N   4;O  S I M 1   2K:;. 	 S I M 1   s b l o c c a t a 	 'D(7'B)  1   EA*H-)	 S I M 1   d e s b l o q u e a d o 	 S I M   k i l i d i   a  1l d 1  	 S I M 1      m 	 S I M 1   a k t i f 	 S I M 1   d i b u k a   k u n c i 	 S I M 1   	(	2	I		  9	H		 	 	 	 S I M 1   k i o l d v a 	 	 	 	 S I M 1   g e d e b l o k k e e r d 	 	 	 C a r t e l   S I M 1   d e b l o c a t 	 	 	 S I M 1   	 	 	 BAD  S I M 1   ('2  4/	 	 	 				  				  			  						 	 	 	 


1 


  


  


  



	 1       	 I - S I M 1   i v u l w e   i l o k h i 	 V u l a   i S I M 1 	 S I M 1   i m e f u n g u l i w a 	 S I M 1   o n t s l u i t 	 1   S I M   k o r t e l   a t r a k i n t a 	 S I M 1   a t b l o 7t a 	 S I M 1   l u k u s t a t u d 	 S I M 1 - k  acelaaoxth  pav~an  g	 S I M 1   	 C a r t e l   S I M 1   d e b l o c a t 	 S I M 1   
#
M

 2
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
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
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  
/
?
	 S I M 1   (>,0K'?$	 S I M 1   c e l u r 	 			1   									 	 	 	 	 	 	 	 S I M 1   d e s b l o q u e a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ C A R D 2 _ S I M _ L O C K 	 M E R C U R Y 	 P O P U P 	 S I M 2   L o c k e d . 	 S I M 2   l o c k e d 	 S I M aS2 ]	 S I M aS2 ]	 4!2   %G-A%I'	 S I M 2   b l o q u e a d o 	 S I M 2   b l o q u  e 	 S I M 2   g e s p e r r t 	 0?@>A  P I N   4;O  S I M 2   2:;. 	 S I M 2   b l o c c a t a 	 'D(7'B)2   E:DB	 S I M 2   b l o q u e a d o 	 S I M 2   k i l i t l i   	 S I M 2      k h  a 	 S I M 2   t e r k u n c i 	 S I M 2   d i k u n c i 	 S I M 2   2	I		  9	H		 	 	 	 S I M 2   l e z  r v a 	 	 	 	 S I M 2   g e b l o k k e e r d 	 	 	 C a r t e l   S I M 2   b l o c a t 	 	 	 S I M 2   	 	 	 S I M 2   BAD  4/	 	 	 				  		  			  					 	 	 	 


2   


  



	 2     	 I - S I M 2   i l o k h i w e 	 V a l a   i S I M 2 	 S I M 2   i m e f u n g w a 	 S I M 2   g e s l u i t 	 2   S I M   k o r t e l   u ~r a k i n t a 	 S I M 2   b l o 7t a 	 S I M 2   l u k u s t a t u d 	 S I M 2 - h  acelaao~an  g	 S I M 2   	 S I M 2   b l o c a t 	 S I M 2   2
K
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  
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	 S I M 2   ,0K'?$	 S I M 2   k y c u r 	 	 	 	 	 	 	 	 	 S I M 2   b l o q u e a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ C A R D 2 _ S I M _ U N L O C K 	 M E R C U R Y 	 P O P U P 	 S I M 2   U n L o c k e d . 	 S I M 2   u n l o c k e d 	 S I M aS2 ]㉖	 S I M aS2 ]	 4!2   %%G-A%I'	 S I M 2   d e s b l o q u e a d o 	 S I M 2   d  b l o q u  e 	 S I M 2   e n t s p e r r t 	 0?@>A  P I N   4;O  S I M 2   2K:;. 	 S I M 2   s b l o c c a t a 	 'D(7'B)  2   EA*H-)	 S I M 2   d e s b l o q u e a d o 	 S I M 2   k i l i d i   a  1l d 1  	 S I M 2      m 	 S I M 2   a k t i f 	 S I M 2   d i b u k a   k u n c i 	 S I M 2   	(	2	I		  9	H		 	 	 	 S I M 2   k i o l d v a 	 	 	 	 S I M 2   g e d e b l o k k e e r d 	 	 	 C a r t e l   S I M 2   d e b l o c a t 	 	 	 S I M 2   	 	 	 BAD  S I M 2   ('2  4/	 	 	 				  				  			  						 	 	 	 


2 


  


  


  



	 2       	 I - S I M 2   i v u l w e   i l o k h i 	 V u l a   i S I M 2 	 S I M 2   i m e f u n g u l i w a 	 S I M 2   o n t s l u i t 	 2   S I M   k o r t e l   a t r a k i n t a 	 S I M 2   a t b l o 7t a 	 S I M 2   v a b a s t a t u d 	 S I M 2 - k  acelaaoxth  pav~an  g	 S I M 2     	 C a r t e l   S I M 2   d e b l o c a t 	 S I M 2   
#
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 2
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  
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	 S I M 2   (>,0K'?$	 S I M 2   c e l u r 	 	 	 	 	 	 	 	 	 S I M 2   b l o q u e a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ E N A B L E _ C A R D 1 _ P I N 	 M E R C U R Y 	 P O P U P 	 C a r d 1   P I N   L o c k   M u s t   B e   E n a b l e d ! 	 S I M 1   l o c k   m u s t   b e   e n a b l e d 	 S I M aS1 __UR	 S I M aS1 _{o;m	 2#%G-4!1   I-@432	 E l   b l o q u e o   d e   S I M 1   d e b e   a c t i v a r s e 	 V e r r o u i l l a g e   S I M 1   d o i t    t r e   a c t i v  	 S I M 1 - S p e r r e   m u s s   a k t i v i e r t   s e i n 	 5>1E>48<>  2:;NG8BL  1;>:8@>2:C  S I M 1 	 I l   b l o c c o   S I M 1   d e v e   e s s e r e   a b i l i t a t o 	 D'2E  *F4J7  BAD  'D(7'B)1 	 O   b l o q u e i o   d e   S I M 1   d e v e   s e r   a c t i v a d o 	 S I M 1   k i l i d i   e t k i n l e _t i r i l m e l i d i r 	 K h  a   S I M 1   p h i   c   k  c h   h o t 	 P e n g u n c i a n   S I M 1   h a r u s   d i a k t i f k a n 	 K u n c i   S I M 1   m e s t i   d i d a y a k a n 	 S I M 1   2	I		  8		M	7	.	  9	K	(	>	  	>	9	?			 	 	 	 A   S I M 1   z  r n a k   e n g e d  l y e z v e   k e l l   l e n n i e 	 	 	 	 B l o k k a d e   v a n   S I M 1   m o e t   g e a c t i v e e r d   z i j n 	 	 	 T r e b u i e   s   a c t i v a ci   b l o c a r e a   c a r t e l e i   S I M 1 	 	 	         S I M 1 	 	 	 BAD  S I M 1   ('/  A9'D  4H/	 	 	 				  		  				  						  					  				 	 	 	 


1   


  




  




  




	 1     	 I - S I M 1   l o k h i   k u f a n e l e   y e n z i w e   i s e b e n z e 	 I s i t s h i x o   s e S I M 1   k u m e l e   s e n z i w e   s i s e b e n z e 	 K i f u l i   c h a   S I M 1   l a z i m a   k i w e z e s h w e 	 S I M 1 - s l o t   m o e t   g e a k t i v e e r   w e e s 	 T u r i   b kt i   l e i d ~i a m a s   1   S I M   k o r t e l s   u ~r a k i n i m a s 	 S I M 1   b l o 7aa n a i   j b kt   i e s p j o t a i 	 S I M 1   l u k k   p e a b   o l e m a   l u b a t u d 	 S I M 1 - k  acelaaotav  pvaa~xxiuxvh  ze  g  aok~a~k	 S I M 1       	 T r e b u i e   s   a c t i v a ci   b l o c a r e a   c a r t e l e i   S I M 1 	 S I M 1   2
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	 S I M 1   ,0K'  8M7.  9G,>  0A0@	 K y c i   I   S I M 1   d u h e t   t e   a k t i v i z o h e t 	 			1   	' 	  					  	' 		 	 	 	 	 	 	 	 B l o q u e i o   d e   S I M 1   d e v e   e s t a r   h a b i l i t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ E N A B L E _ C A R D 2 _ P I N 	 M E R C U R Y 	 P O P U P 	 C a r d 2   P I N   L o c k   M u s t   B e   E n a b l e d ! 	 S I M 2   l o c k   m u s t   b e   e n a b l e d 	 S I M aS2 __UR	 S I M aS2 _{o;m	 2#%G-4!2   I-@432	 E l   b l o q u e o   d e   S I M 2   d e b e   a c t i v a r s e 	 V e r r o u i l l a g e   S I M 2   d o i t    t r e   a c t i v  	 S I M 2 - S p e r r e   m u s s   a k t i v i e r t   s e i n 	 5>1E>48<>  2:;NG8BL  1;>:8@>2:C  S I M 2 	 I l   b l o c c o   S I M 2   d e v e   e s s e r e   a b i l i t a t o 	 D'2E  *F4J7  BAD  'D(7'B)2 	 O   b l o q u e i o   d e   S I M 2   d e v e   s e r   a c t i v a d o 	 S I M 2   k i l i d i   e t k i n l e _t i r i l m e l i d i r 	 K h  a   S I M   2   p h i   c   k  c h   h o t 	 P e n g u n c i a n   S I M 2   h a r u s   d i a k t i f k a n 	 K u n c i   S I M 2   m e s t i   d i d a y a k a n 	 S I M 2   2	I		  8		M	7	.	  9	K	(	>	  	>	9	?			 	 	 	 A   S I M 2   z  r n a k   e n g e d  l y e z v e   k e l l   l e n n i e 	 	 	 	 B l o k k a d e   v a n   S I M 2   m o e t   g e a c t i v e e r d   z i j n 	 	 	 T r e b u i e   s   a c t i v a ci   b l o c a r e a   c a r t e l e i   S I M 2 	 	 	         S I M 2 	 	 	 BAD  S I M 2   ('/  A9'D  4H/	 	 	 				  		  				  						  					  				 	 	 	 


2   


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	 2     	 I - S I M 2   l o k h i   k u f a n e l e   y e n z i w e   i s e b e n z e 	 I s i t s h i x o   s e S I M 2   k u m e l e   s e n z i w e   s i s e b e n z e 	 K i f u l i   c h a   S I M 2   l a z i m a   k i w e z e s h w e 	 S I M 2 - s l o t   m o e t   g e a k t i v e e r   w e e s 	 T u r i   b kt i   l e i d ~i a m a s   2   S I M   k o r t e l s   u ~r a k i n i m a s 	 S I M 2   b l o 7aa n a i   j b kt   i e s p j o t a i 	 S I M 2   l u k k   p e a b   o l e m a   l u b a t u d 	 S I M 2 - k  acelaaotav  pvaa~xxiuxvh  ze  g  aok~a~k	 S I M 2       	 T r e b u i e   s   a c t i v a ci   b l o c a r e a   c a r t e l e i   S I M 2 	 S I M 2   2
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	 S I M 2   ,0K'  8M7.  9G,>  0A0@	 K y c i   I   S I M 2   d u h e t   t e   a k t i v i z o h e t 	 			2   	' 	  					  	' 		 	 	 	 	 	 	 	 B l o q u e i o   d e   S I M 2   d e v e   e s t a r   h a b i l i t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ O L D _ C A R D 1 _ P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   O l d   S I M 1   P I N . 	 I n p u t   o l d   S I M 1   P I N 	 8eQ
S I M aS1   P I N x	 eQeS I M aS1   P I N x	 C*H44!1   @4!	 I n t r o d u c i r   e l   P I N   d e   S I M 1   v i e j o 	 E n t r e r   a n c i e n   P I N   S I M 1 	 A l t e   S I M 1 - P I N   e i n g e b e n 	 2548B5  AB0@K9  P I N - :>4  4;O  S I M 1 	 I n s e r i r e   v e c c h i o   P I N   S I M 1 	 '/.'D  P I N   'D(7'B)  'DB/JE)1 	 I n t r o d u z a   P I N   a n t e r i o r   d e   S I M 1 	 E s k i   S I M 1   P I N ' i   g i r   	 N h p   m t   k h u   c i  c a   P I N   S I M 1 	 M a s u k k a n   P I N   S I M 1   l a m a 	 M a s u k k a n   P I N   S I M 1   l a m a 	 *	A	0	>	(	@	  S I M 1   P I N   &	0	M		<	  	0	G			 	 	 	 R  g i   S I M 1   P I N   m e g a d  s a 	 	 	 	 G e e f   o u d e   P I N   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   v e c h i u l   c o d   P I N   p e n t r u   S I M 1 	 	 	   S I M 1   P I N   	 	 	 S I M 1   P I N   B/E  1'  H'1/  F/	 	 	 				  		  						  			  						 	 	 	 



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  	   1     	 I - I n p u t   y e - S I M 1   P I N   e n d a l a 	 F a k a   i S I M 1   P I N   e n d a l a 	 I n g i z a   P I N   y a   z a m a n i   y a   S I M 1 	 S l e u t e l   o u   S I M 1   P I N   i n 	 .v e s t i   s e n   1   S I M   k o r t e l s   P I N   	 I e v a d i e t   v e c o   S I M 1   P I N 	 S i s e s t a   v a n a   S I M 1   P I N 	 Dxace  S I M 1 - k  pkv  P I N   nanoackh	     S I M 1 -   P I N   	 I n t r o d u c e ci   v e c h i u l   c o d   P I N   p e n t r u   S I M 1 	 
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  S I M 1   P I N 	 *A0>$(  S I M 1   *?(  (*A  0(M$A	 F u t   S I M 1   P I N   e   v j e t e r 	 					  			1   			  					  				 	 	 	 	 	 	 	 I n s e r i r   P I N   d o   S I M 1   a n t i g o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ N E W _ C A R D 1 _ P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 N e w   S I M 1   P I N . 	 N e w   S I M 1   P I N 	 eS I M aS1   P I N x	 eS I M aS1   P I N x	 44!1   C+!H	 P I N   d e   S I M 1   n u e v o 	 N o u v e a u   P I N   S I M 1 	 N e u e   S I M 1 - P I N 	 >2K9  P I N - :>4  4;O  S I M 1 	 N u o v o   P I N   S I M 1   	 1EH2'D(7'B)  'D,/J/)1 	 N o v o   P I N   d e   S I M 1 	 Y e n i   S I M 1   P I N   	 M t   k h u   m i   c a   P I N   S I M 1 	 P I N   S I M 1   b a r u 	 P I N   S I M 1   l a m a 	 (		  S I M 1   P I N 	 	 	 	  j   S I M 1   P I N   m e g a d  s a 	 	 	 	 N i e u w e   P I N   v a n   S I M 1 	 	 	 N o u l   c o d   P I N   p e n t r u   S I M 1 	 	 	 S I M 1   P I N   	 	 	 S I M 1   P I N   ,//	 	 	 				  		  				  				 	 	 	 


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	   1   	 I - S I M 1   P I N   e n t s h a 	 I - S I M 1   P I N   e n t s h a 	 P I N   m p y a   y a   S I M 1 	 N u w e   S I M 1   P I N 	 N a u j a s   1   S I M   k o r t e l s   P I N 	 J a u n a i s   S I M 1   P I N 	 U u s   S I M 1   P I N 	 S I M 1 - k  vx  P I N   nanoack	   S I M 1 -   P I N   	 N o u l   c o d   P I N   p e n t r u   S I M 1 	 *
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  S I M 1   P I N 	 (B$(  S I M 1   *?(  (*A  0(M$A	 S I M 1   P I N   I   r i 	 				  			1   				 	 	 	 	 	 	 	 N o v o   P I N   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ O L D _ C A R D 1 _ P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   O l d   S I M 1   P I N 2 . 	 I n p u t   o l d   S I M 1   P I N 2 	 8eQ
S I M aS1   P I N 2 x	 eQeS I M aS1   P I N 2 x	 C*H42   4!1   @4!	 I n t r o d u c i r   e l   P I N 2   d e   S I M 1   v i e j o 	 E n t r e r   a n c i e n   P I N 2   S I M 1 	 A l t e   S I M 1 - P I N 2   e i n g e b e n 	 2548B5  AB0@K9  P I N 2   4;O  S I M 1 	 I n s e r i r e   v e c c h i o   P I N 2   S I M 1 	 '/.'D  P I N 2   'D(7'B)  'DB/JE)1 	 I n t r o d u z a   P I N 2   a n t e r i o r   d e   S I M 1 	 E s k i   S I M 1   P I N 2 ' y i   g i r   	 N h p   m t   k h u   c i  c a   P I N 2   S I M 1 	 M a s u k k a n   P I N 2   S I M 1   l a m a 	 M a s u k k a n   P I N 2   S I M 1   l a m a 	 *	A	0	>	(	@	  S I M 1   P I N 2   &	0	M		<	  	0	G			 	 	 	 R  g i   S I M 1   P I N 2   m e g a d  s a 	 	 	 	 G e e f   o u d e   P I N 2   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   v e c h i u l   c o d   P I N 2   p e n t r u   S I M 1 	 	 	   S I M 1   P I N 2   	 	 	 S I M 1   P I N 2   B/E  1'  H'1/  F/	 	 	 				  		  						  				  						 	 	 	 



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2   



  


  	   1   2   	 I - I n p u t   y e - S I M 1   P I N 2   e n d a l a 	 F a k a   i S I M 1   P I N 2   e n d a l a 	 I n g i z a   P I N 2   y a   z a m a n i   y a   S I M 1 	 S l e u t e l   o u   S I M 1   P I N 2   i n 	 .v e s t i   s e n   1   S I M   k o r t e l s   P I N 2 	 I e v a d i e t   v e c o   S I M 1   P I N 2 	 S i s e s t a   v a n a   S I M 1   P I N 2 	 Dxace  S I M 1 - k  pkv  P I N 2   nanoackh	     S I M 1 -   P I N 2   	 I I n t r o d u c e ci   v e c h i u l   c o d   P I N 2   p e n t r u   S I M 1 	 
(
M

 *
A

M

M
  *
4
/
  S I M 1   P I N 2 	 *A0>$(  S I M 1   *?(2   (*A  0(M$A	 F u t   S I M 1   P I N 2   e   v j e t e r 	 					  			1   			2   					  				 	 	 	 	 	 	 	 I n s e r i r   P I N 2   d o   S I M 1   a n t i g o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ N E W _ C A R D 1 _ P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 N e w   S I M 1   P I N 2 . 	 N e w   S I M 1   P I N 2 	 eS I M aS1   P I N 2 x	 eS I M aS1   P I N 2 x	 42   4!1   C+!H	 P I N 2   d e   S I M 1   n u e v o 	 N o u v e a u   P I N 2   S I M 1 	 N e u e   S I M 1 - P I N 2 	 >2K9  P I N 2   4;O  S I M 1 	 N u o v o   P I N 2   S I M 1   	 1EH2P I N 2 'D(7'B)  'D,/J/)1 	 N o v o   P I N 2   d e   S I M 1 	 Y e n i   S I M 1   P I N ' y i   g i r   	 M t   k h u   m i   c a   P I N 2   S I M 1 	 P I N 2   S I M 1   b a r u 	 P I N 2   S I M 1   b a r u 	 (		  S I M 1   P I N 2 	 	 	 	  j   S I M 1   P I N 2 	 	 	 	 N i e u w e   P I N 2   v a n   S I M 1 	 	 	 N o u l   c o d   P I N 2   p e n t r u   S I M 1 	 	 	 S I M 1   P I N 2   	 	 	 S I M 1   P I N 2   ,//	 	 	 				  		  				  					 	 	 	 


  


2   


	   1   2 	 I - S I M 1   P I N 2   e n t s h a 	 I - S I M 1   P I N 2   e n t s h a 	 P I N 2   m p y a   y a   S I M 1 	 N u w e   S I M 1   P I N 2 	 N a u j a s   1   S I M   k o r t e l s   P I N 2 	 J a u n a i s   S I M 1   P I N 2 	 U u s   S I M 1   P I N 2 	 S I M 1 - k  vx  P I N 2   nanoack	   S I M 1 -   P I N 2   	 N o u l   c o d   P I N 2   p e n t r u   S I M 1 	 *
A
$
?
/
  S I M 1   P I N 2 	 (B$(  S I M 1   *?(2 	 S I M 1   P I N 2   I   r i 	 				  			1   			2 	 	 	 	 	 	 	 	 N o v o   P I N 2   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S E T T I N G _ O L D _ C A R D 2 _ P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   O l d   S I M 2   P I N . 	 I n p u t   o l d   S I M 2   P I N 	 8eQ
S I M aS2   P I N x	 eQeS I M aS2   P I N x	 C*H44!2   @4!	 I n t r o d u c i r   e l   P I N   d e   S I M 2   v i e j o 	 E n t r e r   a n c i e n   P I N   S I M 2 	 A l t e   S I M 2 - P I N   e i n g e b e n 	 2548B5  AB0@K9  P I N - :>4  4;O  S I M 2 	 I n s e r i r e   v e c c h i o   P I N   S I M 2 	 '/.'D  P I N   'D(7'B)  'DB/JE)2 	 I n t r o d u z a   P I N   a n t e r i o r   d e   S I M 2 	 E s k i   S I M 2   P I N ' i   g i r   	 N h p   m t   k h u   c i  c a   P I N     S I M 2 	 M a s u k k a n   P I N   S I M 2   l a m a 	 M a s u k k a n   P I N   S I M 2   l a m a 	 *	A	0	>	(	@	  S I M 2   P I N   &	0	M		<	  	0	G			 	 	 	 R  g i   S I M 2   P I N   m e g a d  s a 	 	 	 	 G e e f   o u d e   P I N   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   v e c h i u l   c o d   P I N   p e n t r u   S I M 2 	 	 	   S I M 2   P I N   	 	 	 S I M 2   P I N   B/E  1'  H'1/  F/	 	 	 				  		  						  			  						 	 	 	 



  


2 

  


  



  


  	   2     	 I - I n p u t   y e - S I M 2   P I N   e n d a l a 	 F a k a   i S I M 2   P I N   e n d a l a 	 I n g i z a   P I N   y a   z a m a n i   y a   S I M 2 	 S l e u t e l   o u   S I M 2   P I N   i n 	 .v e s t i   s e n   2   S I M   k o r t e l s   P I N   	 I e v a d i e t   v e c o   S I M 2   P I N 	 S i s e s t a   v a n a   S I M 2   P I N 	 Dxace  S I M 2 - k  pkv  P I N   nanoackh	     S I M 2 -   P I N   	 I n t r o d u c e ci   v e c h i u l   c o d   P I N   p e n t r u   S I M 2 	 
(
M

 *
A

M

M
  *
4
/
  S I M 2   P I N 	 *A0>$(  S I M 2   *?(	 F u t   S I M 2   P I N   e   v j e t e r 	 					  			2   			  					  				 	 	 	 	 	 	 	 I n s e r i r   P I N   d o   S I M 2   a n t i g o 
 
 S T R I N G _ M T P N P _ S E T T I N G _ N E W _ C A R D 2 _ P I N 	 M E R C U R Y 	 C 1 1 1 _ 1 	 N e w   S I M 2   P I N . 	 N e w   S I M 2   P I N 	 eS I M aS2   P I N x	 eS I M aS2   P I N x	 44!2   C+!H	 P I N   d e   S I M 2   n u e v o 	 N o u v e a u   P I N   S I M 2 	 N e u e   S I M 2 - P I N 	 >2K9  P I N - :>4  4;O  S I M 2 	 N u o v o   P I N   S I M 2 	 1EH2'D(7'B)  'D,/J/)2 	 N o v o   P I N   d e   S I M 2 	 Y e n i   S I M 2   P I N   	 M t   k h u   m i   c a   P I N     S I M   2 	 P I N   S I M 2   b a r u 	 P I N   S I M 2   b a r u 	 (		  S I M 2   P I N 	 	 	 	  j   S I M 2   P I N 	 	 	 	 N i e u w e   P I N   v a n   S I M 2 	 	 	 N o u l   c o d   P I N   p e n t r u   S I M 2 	 	 	 S I M 2   P I N   	 	 	 S I M 2   P I N   ,//	 	 	 				  		  				  				 	 	 	 


  


2   


	   2   	 I - S I M 2   P I N   e n t s h a 	 F a k a   i S I M 2   P I N   e n t s h a 	 P I N   m p y a   y a   S I M 2 	 N u w e   S I M 2   P I N 	 N a u j a s   2   S I M   k o r t e l s   P I N 	 J a u n a i s   S I M 2   P I N 	 U u s   S I M 2   P I N 	 S I M 2 - k  vx  P I N   nanoack	   S I M 2 -   P I N   	 N o u l   c o d   P I N   p e n t r u   S I M 2 	 *
A
$
?
/
  S I M 2   P I N 	 (B$(  S I M 2   *?(	 S I M 2   P I N   I   r i 	 				  			2   				 	 	 	 	 	 	 	 N o v o   P I N   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S E T T I N G _ O L D _ C A R D 2 _ P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   O l d   S I M 2   P I N 2 . 	 I n p u t   o l d   S I M 2   P I N 2 	 8eQ
S I M aS2   P I N 2 x	 eQeS I M aS2   P I N 2 x	 C*H42   4!2   @4!	 I n t r o d u c i r   e l   P I N 2   d e   S I M 2   v i e j o 	 E n t r e r   a n c i e n   P I N 2   S I M 2 	 A l t e   S I M 2 - P I N 2   e i n g e b e n 	 2548B5  AB0@K9  P I N 2   4;O  S I M 2 	 I n s e r i r e   v e c c h i o   P I N 2   S I M 2 	 '/.'DP I N 2   'D(7'B)  'DB/JE)2 	 I n t r o d u z a   P I N 2   a n t e r i o r   d e   S I M 2 	 E s k i   S I M 2   P I N 2 ' y i   g i r   	 N h p   m t   k h u   c i  c a   P I N 2     S I M 2 	 M a s u k k a n   P I N 2   S I M 2   l a m a 	 M a s u k k a n   P I N 2   S I M 2   l a m a 	 *	A	0	>	(	@	  S I M 2   P I N 2   &	0	M		<	  	0	G			 	 	 	 R  g i   S I M 2   P I N 2   m e g a d  s a 	 	 	 	 G e e f   o u d e   P I N 2   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   v e c h i u l   c o d   P I N 2   p e n t r u   S I M 2 	 	 	   S I M 2   P I N 2   	 	 	 S I M 2   P I N 2   B/E  1'  H'1/  F/	 	 	 				  		  						  				  						 	 	 	 



  


2 

  


2   



  


  	   2   2   	 I - I n p u t   y e - S I M 2   P I N 2   e n d a l a 	 F a k a   i S I M 2   P I N 2   e n d a l a 	 I n g i z a   P I N 2   y a   z a m a n i   y a   S I M 2 	 S l e u t e l   o u   S I M 2   P I N 2   i n 	 .v e s t i   s e n   2   S I M   k o r t e l s   P I N 2 	 I e v a d i e t   v e c o   S I M 2   P I N 2 	 S i s e s t a   v a n a   S I M 2   P I N 2 	 Dxace  S I M 2 - k  pkv  P I N 2   nanoackh	     S I M 2 -   P I N 2   	 I n t r o d u c e ci   v e c h i u l   c o d   P I N 2   p e n t r u   S I M 2 	 
(
M

 *
A

M

M
  *
4
/
  S I M 2   P I N 2 	 *A0>$(  S I M 2   *?(2   (*A  0(M$A	 F u t   S I M 2   P I N 2   e   v j e t e r 	 					  			2   			2   					  				 	 	 	 	 	 	 	 I n s e r i r   P I N 2   d o   S I M 2   a n t i g o 
 
 S T R I N G _ M T P N P _ S E T T I N G _ N E W _ C A R D 2 _ P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 N e w   S I M 2   P I N 2 . 	 N e w   S I M 2   P I N 2 	 eS I M aS2   P I N 2 x	 eS I M aS2   P I N 2 x	 42   4!2   C+!H	 P I N 2   d e   S I M 2   n u e v o 	 N o u v e a u   P I N 2   S I M 2 	 N e u e   S I M 2 - P I N 2 	 >2K9  P I N 2   4;O  S I M 2 	 N u o v o   P I N 2   S I M 2   	 1EH2P I N 2 'D(7'B)  'D,/J/)2 	 N o v o   P I N 2   d e   S I M 2 	 Y e n i   S I M 2   P I N 2 	 M t   k h u   m i   c a   P I N 2     S I M 2 	 P I N 2   S I M 2   b a r u 	 P I N 2   S I M 2   b a r u 	 (		  S I M 2   P I N 2 	 	 	 	  j   S I M 2   P I N 2 	 	 	 	 N i e u w e   P I N 2   v a n   S I M 2 	 	 	 N o u l   c o d   P I N 2   p e n t r u   S I M 1 	 	 	 S I M 2   P I N 2   	 	 	 S I M 2   P I N 2   ,//	 	 	 				  		  				  					 	 	 	 


  


2   


2 	   2   2 	 I - S I M 2   P I N 2   e n t s h a 	 I - S I M 2   P I N 2   e n t s h a 	 P I N 2   m p y a   y a   S I M 2 	 N u w e   S I M 2   P I N 2 	 N a u j a s   2   S I M   k o r t e l s   P I N 2 	 J a u n a i s   S I M 2   P I N 2 	 U u s   S I M 2   P I N 2 	 S I M 2 - k  vx  P I N 2   nanoack	   S I M 2 -   P I N 2   	 N o u l   c o d   P I N 2   p e n t r u   S I M 2 	 *
A
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/
  S I M 2   P I N 2 	 (B$(  S I M 2   *?(2 	 S I M 2   P I N 2   I   r i 	 				  			2   			2 	 	 	 	 	 	 	 	 N o v o   P I N 2   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S E T T I N G _ P I N 2 _ B L O C K _ M S G 	 M E R C U R Y 	 P O P U P 	 P I N 2   B l o c k e d   M e s s a g e   S t r i n g . 	 P l e a s e   c o n t a c t   s e r v i c e   p r o v i d e r 	 ˊoa}}FU	 T|
gRFU	 B#4H-9IC+I#42#	 P o r   f a v o r   c o n t a c t e   s u   p r o v e e d o r   d e   s e r v i c i o s 	 V e u i l l e z   c o n t a c t e r   v o t r e   f o u r n i s s e u r   d e   s e r v i c e 	 B i t t e   D i e n s t a n b i e t e r   k o n t a k t i e r e n 	 1@0B8B5AL  :  ?>AB02I8:C  CA;C3	 C o n t a t t a r e   p r o v i d e r   d i   s e r v i z i 	 '*5'D  (E5F9  'D./E'*	 C o n t a c t e   o   f o r n e c e d o r   d e   s e r v i  o s 	 L  t f e n   s e r v i s   s a l a y 1c 1s 1n 1  a r a y 1n 	 L i  n   l c   v i   n h    p h c   v 	 H u b u n g i   p e n y e d i a   l a y a n a n 	 S i l a   h u b u n g i   p e m b e k a l   k h i d m a t 	 	C	*	/	>	  8	G	5	>	  *	M	0	&	>	$	>	  8	G	  8		*	0	M		  	0	G			 	 	 	 K  r e m   v e g y e   f e l   a   k a p c s o l a t o t   a   s z o l g  l t a t  v a l 	 	 	 	 N e e m   c o n t a c t   o p   m e t   d e   s e r v i c e p r o v i d e r 	 	 	 V   r u g m   s   c o n t a c t a ci   f u r n i z o r u l   d e   s e r v i c i i 	 	 	           	 	 	 D7A'K  ('  '1'&G  /GF/G  ./E'*  *E'3  (1/	 	 	 							  			  				  											  				  							  					 	 	 	 



  












  





  



  





	       	 S i c e l a   u x h u m a n e   n o m n i k e z e l i   w e s e v i s i 	 N c e d a   q h a g a m s h e l a n a   n o m b o n e l e l i   w e n k o n z o   	 T a f a d h a l i   w a s i l i a n a   n a   m t o a   h u d u m a 	 K o n t a k   a s s e b l i e f   j o u   d i e n s v e r s k a f f e r 	 K r e i p k i t s   /  p a s l a u g o s   t e i k j 	 L kd z u ,   s a z i n i e t i e s   a r   s a v u   p a k a l p o j u m u   s n i e d z j u 	 V  t a    h e n d u s t   t e e n u s e p a k k u j a g a 	 =vdxt  ev  dktel  na|auxiuxv  taxxr  hvoexiuavh	 ,       	 V   r u g m   s   c o n t a c t a ci   f u r n i z o r u l   d e   s e r v i c i i 	 &
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	 &_>0?  8G,>*M0&>(>0@MA  8.M*0M  0(M$A	 J u   l u t e m   k o n t a k t o   f u r n i z u e s i n   e   s h e r b i m i t 	 							  			  				  											  							  				 	 	 	 	 	 	 	 F a v o r   c o n t a t a r   p r o v e d o r   d e   s e r v i  o s 
 
 S T R I N G _ M T P N P _ S E T T I N G _ S I M 1 _ P U K 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   S I M 1   P U K 2   M e s s a g e . 	 I n p u t   S I M 1   P U K 2 	 8eQS I M aS1   P U K 2 	 eQS I M aS1   P U K 2 	 C*H82   4!1 	 I n t r o d u c i r   e l   P U K 2   d e   S I M 1 	 E n t r e r   P U K 2   S I M 1 	 S I M 1 - P U K 2   e i n g e b e n 	 2548B5  P U K 2   4;O  S I M 1 	 I n s e r i r e   P U K 2   S I M 1 	 '/.'DP U K 2   'D(7'B)  1 	 I n t r o d u z a   P U K 2   d e   S I M 1 	 S I M 1   P U K 2   g i r   	 N h p   P U K 2   S I M 1 	 M a s u k k a n   P U K 2   S I M 1 	 M a s u k k a n   P U K 2   S I M 1 	 S I M 1   P U K 2   &	0	M		<	  	0	G			 	 	 	 S I M 1   P U K 2   m e g a d  s a 	 	 	 	 G e e f   P U K 2   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   P U K 2   p e n t r u   S I M 1 	 	 	   S I M 1   P U K 2 	 	 	 S I M 1   P U K 2   1'  H'1/  F/	 	 	 				  		  				  						 	 	 	 


1 

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	 1   2   	 I - I n p u t   S I M 1   P U K 2 	 F a k a   i S I M 1   P U K 2 	 I n g i z a   P U K 2   y a   S I M 1 	 S l e u t e l   S I M 1   s e   P U K 2   i n 	 .v e s t i   1   S I M   k o r t e l s   P U K 2 	 I e v a d i e t   S I M 1   P U K 2 	 S i s e s t a   S I M 1   P U K 2 	 Dxace  S I M 1 - k  P U K 2   nanoackh	   S I M 1 -   P U K 2   	 I n t r o d u c e ci   c o d u l   P U K 2   p e n t r u   S I M 1 	 
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  S I M 1   P U K 2 	 S I M 1   P U K 2   (*A  0(M$A	 H y r j a   S I M 1   P U K 2 	 			1   P U K 2   					  				 	 	 	 	 	 	 	 I n s e r i r   P U K 2   d o   S I M 1 
 
 S T R I N G _ M T P N P _ S E T T I N G _ S I M 1 _ N E W _ P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   N e w   S I M 1   P I N 2   M e s s a g e . 	 I n p u t   n e w   S I M 1   P I N 2 	 8eQeS I M aS1   P I N 2 	 eQeS I M aS1   P I N 2 	 C*H42   4!1   C+!H	 I n t r o d u c i r   e l   P I N 2   d e   S I M 1 	 E n t r e r   n o u v e a u   P I N 2   S I M 1 	 N e u e   S I M 1 - P I N 2   e i n g e b e n 	 2548B5  =>2K9  P I N 2   4;O  S I M 1 	 I n s e r i r e   n u o v o   P I N 2   S I M 1 	 '/.'D  1EH2P I N 2 'D(7'B)  'D,/J/)1 	 I n t r o d u z a   n o v o   P I N 2   d e   S I M 1 	 Y e n i   S I M 1   P I N 2 ' y i   g i r   	 N h p   m t   k h u   m i   c a   P I N 2     S I M 1 	 M a s u k k a n   P I N 2   S I M 1   b a r u 	 M a s u k k a n   P U K 2   S I M 2   b a r u 	 S I M 1   P I N 2   &	0	M		<	  	0	G			 	 	 	  j   S I M 1   P I N 2   m e g a d  s a 	 	 	 	 G e e f   n i e u w e   P I N 2   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   n o u l   c o d   P I N 2   p e n t r u   S I M 1 	 	 	   S I M 1   P I N 2   	 	 	 S I M 1   P I N 2   ,//  1'  H'1/  F/	 	 	 				  		  				  				  						 	 	 	 


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1 

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  	   1   2   	 I - I n p u t   y e - S I M 1   P I N 2   e n t s h a 	 F a k a   i S I M 1   P I N 2     e n t s h a 	 I n g i z a   P I N 2   m p y a   y a   S I M 1 	 S l e u t e l   n u w e   S I M 1   P I N 2   i n 	 .v e s t i   n a u j   1   S I M   k o r t e l s   P I N 2 	 I e v a d i e t   j a u n o   S I M 1   P I N 2 	 S i s e s t a   u u s   S I M 1   P I N 2 	 Dxace  S I M 1 - k  vx  P I N 2   nanoackh	     S I M 1 -   P I N 2   	 I n t r o d u c e ci   n o u l   c o d   P I N 2   p e n t r u   S I M 1 	 
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  S I M 1   P I N 2 	 (B$(  S I M 1   *?(2   (*A  0(M$A	 F u t   S I M 1   P I N 2   e   r i 	 				  			1   			2   					  				 	 	 	 	 	 	 	 I n s e r i r   n o v o   P I N 2   d o   S I M 1 
 
 S T R I N G _ M T P N P _ S E T T I N G _ E N T E R _ P U K 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   S I M 2   P U K 2   M e s s a g e . 	 I n p u t   S I M 2   P U K 2 	 8eQS I M aS2   P U K 2 	 eQS I M aS2   P U K 2 	 C*H82   4!2 	 I n t r o d u c i r   e l   P U K 2   d e   S I M 2 	 E n t r e r   P U K 2   S I M 2 	 S I M 2 - P U K 2   e i n g e b e n 	 2548B5  P U K 2   4;O  S I M 2 	 I n s e r i r e   P U K 2   S I M 2 	 '/.'D  1EH2  P U K 2 'D(7'B)2 	 I n t r o d u z a   P U K 2   d e   S I M 2 	 S I M 2   P U K 2 ' y i   g i r   	 N h p   P U K 2   S I M 2 	 M a s u k k a n   P U K 2   S I M 2 	 M a s u k k a n   P U K 2   S I M 2 	 S I M   P U K 2   &	0	M		<	  	0	G			 	 	 	 S I M 2   P U K 2   m e g a d  s a 	 	 	 	 G e e f   P U K 2   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   P U K 2   p e n t r u   S I M 2 	 	 	   S I M 2   P U K 2 	 	 	 S I M 2   P U K 2   1'  H'1/  F/	 	 	 				  		  				  						 	 	 	 


2 

  P U K 2   



  


	 2   2   	 I - I n p u t   S I M 2   P U K 2 	 F a k a   i S I M 2   P U K 2 	 I n g i z a   P U K 2   y a   S I M 2 	 S l e u t e l   S I M 2   s e   P U K 2   i n 	 .v e s t i   2   S I M   k o r t e l s   P U K 2 	 I e v a d i e t   S I M 2   P U K 2 	 S i s e s t a   S I M 2   P U K 2 	 Dxace  S I M 2 - k  P U K 2   nanoackh	   S I M 2 -   P U K 2   	 I n t r o d u c e ci   c o d u l   P U K 2   p e n t r u   S I M 2 	 
(
M

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  S I M 2   P U K 2 	 S I M 2   P U K 2   (*A  0(M$A	 H y r j a   S I M 2   P U K 2 	 				  			2   P U K 2   					  				 	 	 	 	 	 	 	 I n s e r i r   P U K 2   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S E T T I N G _ E N T E R _ N E W _ P I N 2 	 M E R C U R Y 	 C 1 1 1 _ 1 	 E n t e r   N e w   S I M 2   P I N 2   M e s s a g e . 	 I n p u t   n e w   S I M 2   P I N 2 	 8eQeS I M aS2   P I N 2 	 eQeS I M aS2   P I N 2 	 C*H42   4!2   C+!H	 I n t r o d u c i r   e l   P I N 2   d e   S I M 2 	 E n t r e r   n o u v e a u   P I N 2   S I M 2 	 N e u e   S I M 2 - P I N 2   e i n g e b e n 	 2548B5  =>2K9  P I N 2   4;O  S I M 2 	 I n s e r i r e   n u o v o   P I N 2   S I M 2 	 '/.'D  1EH2P I N 2 'D(7'B)  'D,/J/)2 	 I n t r o d u z a   n o v o   P I N 2   d e   S I M 2 	 Y e n i   S I M 2   P I N 2 ' y i   g i r   	 N h p   m t   k h u   m i   c a   P I N 2     S I M 2 	 M a s u k k a n   P I N 2   S I M 2   b a r u 	 M a s u k k a n   P U K 2   S I M 2   b a r u 	 S I M 2   P I N 2   &	0	M		<	  	0	G			 	 	 	  j   S I M 2   P I N 2   m e g a d  s a 	 	 	 	 G e e f   n i e u w e   P I N 2   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   n o u l   c o d   P I N 2   p e n t r u   S I M 2 	 	 	   S I M 2   P I N 2   	 	 	 S I M 2   P I N 2   ,//  1'  H'1/  F/	 	 	 				  		  				  				  						 	 	 	 


  


2 

  


2   



  


  	   2   2   	 I - I n p u t   y e - S I M 2   P I N 2   e n t s h a 	 F a k a   i S I M 2   P I N 2   E e n t s h a 	 I n g i z a   P I N 2   m p y a   y a   S I M 2 	 S l e u t e l   n u w e   S I M 2   P I N 2   i n 	 .v e s t i   n a u j   2   S I M   k o r t e l s   P I N 2 	 I e v a d i e t   j a u n o   S I M 2   P I N 2 	 S i s e s t a   u u s   S I M 2   P I N 2 	 Dxace  S I M 2 - k  vx  P I N 2   nanoackh	     S I M 2 -   P I N 2   	 I n t r o d u c e ci   n o u l   c o d   P I N 2   p e n t r u   S I M 2 	 
(
M

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  *
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/
  S I M 2   P I N 2 	 (B$(  S I M 2   *?(2   (*A  0(M$A	 F u t   S I M 2   P I N 2   e   r i 	 				  			2   			2   					  				 	 	 	 	 	 	 	 I n s e r i r   n o v o   P I N 2   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S M S _ M A S T E R _ D O N E 	 M E R C U R Y 	 I C O N T E X T 	 S I M 1   D o n e 	 P r i m a r y   s e n d 	 ;NaSP	 ;NaSS	 4!1   @*#G	 S I M 1 l i s t o 	 S I M 1   t e r m i n  e 	 S I M 1   f e r t i g 	 B?@028BL  A  S I M 1 	 S I M 1   f a t t o 	 *E  '.*J'1  'D(7'B)1 	 S I M 1   e f e c t u a d o 	 S I M 1   t a m a m   	 C h n   S I M 1   h o  n   t h  n h 	 S I M 1   s e l e s a i 	 S I M 1   s e l e s a i 	 S I M 1   8		*	(	M	(		 	 	 	 S I M 1   k  s z 	 	 	 	 S I M 1   g e r e e d 	 	 	 C a r t e l a   S I M 1   e s t e   g a t a 	 	 	 S I M 1   	 	 	 S I M 1   'F,'E  4/	 	 	 				  							  						 	 	 	 


1   

  



	 1   	 I - S I M 1   y e n z i w e 	 I - S I M 1   y e n z i w e 	 S I M 1   i m e g o t o k a 	 S I M 1   k l a a r 	 1   S I M   k o r t e l   a t l i k t a 	 S I M 1   p a b e i g t a 	 S I M 1   v a l m i s 	 S I M 1   oaa~an  g	 S I M 1   	 C a r t e l a   S I M 1   e s t e   g a t a 	 S I M 1   
F
/
M
$
A
	 S I M 1   0>/>?	 S I M 1   p e r f u n d o i 	 			1   	' 		 	 	 	 	 	 	 	 S I M 1   f e i t o 
 
 S T R I N G _ M T P N P _ S M S _ S L A V E _ D O N E 	 M E R C U R Y 	 I C O N T E X T 	 S I M 2   D o n e 	 S e c o n d a r y   s e n d 	 _aSP	 NaSS	 4!2   @*#G	 S I M 2   l i s t o 	 S I M 2   t e r m i n  e 	 S I M 2   f e r t i g 	 B?@028BL  A  S I M 2 	 S I M 2   f a t t o 	 *E  '.*J'1  'D(7'B)2 	 S I M 2   e f e c t u a d o 	 S I M 2   t a m a m   	 C h n   S I M 2   h o  n   t h  n h 	 S I M 2   s e l e s a i 	 S I M 2   s e l e s a i 	 S I M 2   8		*	(	M	(		 	 	 	 S I M 2   k  s z 	 	 	 	 S I M 2   g e r e e d 	 	 	 C a r t e l a   S I M 2   e s t e   g a t a 	 	 	 S I M 2   	 	 	 S I M 2   'F,'E  4/	 	 	 				  							  						 	 	 	 


2   

  



	 2   	 I - S I M 2   y e n z i w e 	 I - S I M 2   y e n z i w e 	 S I M 2   i m e g o t o k a 	 S I M 2   k l a a r 	 2   S I M   k o r t e l   a t l i k t a 	 S I M 2   p a b e i g t a 	 S I M 2   v a l m i s 	 S I M 2   oaa~an  g	 S I M 2   	 C a r t e l a   S I M 2   e s t e   g a t a 	 S I M 2   
F
/
M
$
A
	 S I M 2   0>/>?	 S I M 2   p e r f u n d o i 	 			2   	' 		 	 	 	 	 	 	 	 S I M 2   f e i t o 
 
 S T R I N G _ M T P N P _ M A S T E R _ S E N D _ O P T I O N S _ C A P T I O N 	 M E R C U R Y 	 T I T L E 	 S I M 1   S e n d   O p t i o n s 	 S I M 1   s e n d   o p t i o n s 	 S I M aS1 Px	 S I M aS1 S	y	 1'@%7-2#*H4!1 	 O p c i o n e s   d e   e n v  o   d e   S I M 1 	 O p t i o n s   d  e n v o i   S I M 1 	 S I M 1 - S e n d e o p t i o n e n 	 0AB@>9:0  >B?@02:8  G5@57  S I M 1 	 O p z i o n i   d i   i n v i o   S I M 1 	 .J'1'*  'D'13'D  'D(7'B)1 	 O p   e s   d e   e n v i o   d e   S I M 1 	 S I M 1   g  n d e r m e   s e  e n e k l e r i 	 C h n   g i   S I M 1   	 P i l i h a n   p e n g i r i m a n   S I M 1 	 O p s y e n   h a n t a r   S I M 1 	 S I M 1   *	M	0	G	7	#	  5	?		2	M	*		 	 	 	 S I M 1   k  l d  s i   l e h e t Qs  g e k 	 	 	 	 S I M 1   o p t i e s   v e r z e n d e n 	 	 	 O p ci u n i   e x p e d i e r e   S I M 1 	 	 	     S I M 1 	 	 	 2FG  G'  '13'D  S I M 1 	 	 	 				  							  					 	 	 	 


1 

  







  






	 1     	 O k u k h e t h w a y o   k o k u t h u m e l a   k w e - S I M 1 	 O k u n y e   k o k u t h u m e l a   k w e S I M 1 	 C h a g u z i   z a   k u t u m a   S I M 1 	 S I M 1   s t u u r - o p s i e s 	 1   S I M   k o r t e l s   s i u n t i m o   p a r i n k t y s 	 S I M 1   s kt +aa n a s   o p c i j a s 	 S I M 1   s a a t m i s v a l i k u d 	 S I M 1   xraotav  hvavve	 S I M 1 -     	 O p ci u n i   e x p e d i e r e   S I M 1 	 S I M 1   
/

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
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

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
3
M

 	 S I M 1   *M0G0#  ,?3M*	 M u n d e s i t e   e   d e r g i m i t   t e   S I M 1 	 			1   						  											 	 	 	 	 	 	 	 O p   e s   d e   e n v i o   d o   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ S E N D _ O P T I O N S _ C A P T I O N 	 M E R C U R Y 	 T I T L E 	 S I M 2   S e n d   O p t i o n s 	 S I M 2   s e n d   o p t i o n s 	 S I M aS2 Px	 S I M aS2 S	y	 1'@%7-2#*H4!2 	 O p c i o n e s   d e   e n v  o   d e   S I M 2 	 O p t i o n s   d  e n v o i   S I M 2 	 S I M 2 - S e n d e o p t i o n e n 	 0AB@>9:0  >B?@02:8  G5@57  S I M 2 	 O p z i o n i   d i   i n v i o   S I M 2 	 .J'1'*  'D'13'D  'D(7'B)2 	 O p   e s   d e   e n v i o   d e   S I M 2 	 S I M 2   g  n d e r m e   s e  e n e k l e r i 	 C h n   g i   S I M 2 	 P i l i h a n   p e n g i r i m a n   S I M 2 	 O p s y e n   h a n t a r   S I M 2 	 S I M 2   *	M	0	G	7	#	  5	?		2	M	*		 	 	 	 S I M 2   k  l d  s i   l e h e t Qs  g e k 	 	 	 	 S I M 2   o p t i e s   v e r z e n d e n 	 	 	 O p ci u n i   e x p e d i e r e   S I M 2 	 	 	     S I M 2 	 	 	 2FG  G'  '13'D  S I M 2 	 	 	 				  								  					 	 	 	 


2 

  







  






	 2     	 O k u k h e t h w a y o   k o k u t h u m e l a   k w e - S I M 2 	 O k u n y e   k o k u t h u m e l a   k w e S I M 2 	 C h a g u z i   z a   k u t u m a   S I M 2 	 S I M 2   s t u u r - o p s i e s 	 2   S I M   k o r t e l s   s i u n t i m o   p a r i n k t y s 	 S I M 2   s kt +aa n a s   o p c i j a s 	 S I M 2   s a a t m i s v a l i k u d 	 S I M 2   xraotav  hvavve	 S I M 2 -     	 O p ci u n i   e x p e d i e r e   S I M 2 	 S I M 2   
/
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
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 	 S I M 2   *M0G0#  ,?3M*	 M u n d e s i t e   e   d e r g i m i t   t e   S I M 2 	 	 	 	 	 	 	 	 	 O p   e s   d e   e n v i o   d o   S I M 2 
 
 S T R I N G _ M T P N P _ M A S T E R _ S E N D I N G _ S M S 	 M E R C U R Y 	 T I T L E 	 M a s t e r :   S e n d i n g   S M S 	 S I M 1 :   S e n d i n g   S M S 	 S I M aS1 !|
P-N	 S I M aS1 wOck(WS	 4!1 :   3%1*H  S M S 	 S I M 1 :   E n v i a n d o   S M S   	 S I M 1  :   E n v o i   d e   S M S 	 S I M 1 :   S M S   w i r d   g e s e n d e t 	 S I M 1 :   >AK;:0  >@>B:>3>  !>>1I5=8O  . . . . 	 S I M 1 :   I n v i o   S M S 	 'D(7'B)1 : ,'1M  '13'D  'D13'D)	 S I M 1 :   A   e n v i a r   S M S 	 S I M 1 :   S M S   G  n d e r i l i y o r 	 S I M 1 a n g   g i   t i n   n h n 	 S I M 1 :   M e n g i r i m   S M S 	 S I M 1 :   H a n t a r   S M S 	 S I M 1 :   S M S   -	G		  0	9	>	  9	H		 	 	 	 S I M 1 :   S M S   k  l d  s e 	 	 	 	 S I M 1 :   S M S   w o r d t   v e r z o n d e n 	 	 	 S I M 1 :   e x p e d i e r e   S M S    n   c u r s 	 	 	   S M S 	 	 	 S I M 1 :   '13'D  S M S 	 	 	 				:   						  									 	 	 	 


1 :   S M S   





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	 1   :         	 I - S I M 1 :   K u t h u n y e l w a   i - S M S 	 I - S I M 1 :   I t h u m e l a   i S M S 	 S I M 1 :   I n a t u m a   S M S 	 S I M 1 :   S t u u r   t a n s   S M S 	 1   S I M   k o r t e l :   S i u n 
i a m a   S M S 	 S I M 1 :   S kt a   S M S 	 S I M 1 :   S M S - i   s a a t m i n e 	 S I M 1 `   S M S - k  xraoxt	 S I M 1 :   S M S -   	 S I M 1 :   E x p e d i e r e   S M S 	 S I M 1 :   S M S   
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	 S I M 1 :   S M S   * >	?	 S I M 1 :   D u k e   d e r g u a r   S I M 	 			1 :   S M S   									 	 	 	 	 	 	 	 S I M 1 :   E n v i a n d o   S M S 
 
 S T R I N G _ M T P N P _ S L A V E _ S E N D I N G _ S M S 	 M E R C U R Y 	 T I T L E 	 S l a v e :   S e n d i n g   S M S 	 S I M 2 :   S e n d i n g   S M S 	 S I M aS2 !|
P-N	 S I M aS2 wOck(WS	 4!2 :   3%1*H  S M S 	 S I M 2 :   E n v i a n d o   S M S   	 S I M 2  :   E n v o i   d e   S M S 	 S I M 2 :   S M S   w i r d   g e s e n d e t 	 S I M 2 :   >AK;:0  >@>B:>3>  !>>1I5=8O  . . . . 	 S I M 2 :   I n v i o   S M S 	 'D(7'B)2 : ,'1M  '13'D  'D13'D)	 S I M 2 :   A   e n v i a r   S M S 	 S I M 2 :   S M S   G  n d e r i l i y o r 	 S I M 2 a n g   g i   t i n   n h n 	 S I M 2 :   M e n g i r i m   S M S 	 S I M 2 :   H a n t a r   S M S 	 S I M 2 :   S M S   -	G		  0	9	>	  9	H		 	 	 	 S I M 2 :   S M S   k  l d  s e 	 	 	 	 S I M 2 :   S M S   w o r d t   v e r z o n d e n 	 	 	 S I M 2 :   e x p e d i e r e   S M S    n   c u r s 	 	 	   S M S 	 	 	 S I M 2 :   '13'D  S M S 	 	 	 				:   						  									 	 	 	 


2 :   S M S   





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	 2 :         	 I - S I M 2 :   K u t h u n y e l w a   i - S M S 	 I - S I M 2 :   I t h u m e l a   i S M S 	 S I M 2 :   I n a t u m a   S M S 	 S I M 2 :   S t u u r   t a n s   S M S 	 2   S I M   k o r t e l :   S i u n 
i a m a   S M S 	 S I M 2 :   S kt a   S M S 	 S I M 2 :   S M S - i   s a a t m i n e 	 S I M 2 `   S M S - k  xraoxt	 S I M 2 :   S M S -   	 S I M 2 :   E x p e d i e r e   S M S 	 S I M 2 :   S M S   
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	 S I M 2 :   S M S   * >	?	 S I M 2 :   D u k e   d e r g u a r   S I M 	 	 	 	 	 	 	 	 	 S I M 2 :   E n v i a n d o   S M S 
 
 S T R I N G _ M T P N P _ Q U E R Y _ D E L E T E A L L _ C A R D 2 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 D e l e t e   A l l   c a r d 2   p h o n e b o o k ? 	 D e l e t e   a l l   S I M 2   c o n t a c t s ? 	 *RdhQS I M aS2 oa}N	  RdhQS I M aS2 T|N	 %*!8B#(1L4!2   1I+!? 	  B o r r a r   t o d o s   l i b r e t a   t e l e f  n i c a   S I M 2 ? 	 S u p p r i m e r   t o u t   l e   r  p e r t o i r e    l e c t r o n i q u e   S I M 2  ? 	 G e s a m t e s   S I M 2 - T e l e f o n b u c h   l  s c h e n ? 	 G8AB8BL  B5;5D>==CN  :=83C  =0  S I M 2 ? 	 E l i m i n a r e   t u t t a   l a   r u b r i c a   S I M 2 ? 	 E3-  CD  /DJD  'DG'*A2 	 E l i m i n a r   t o d a   a   l i s t a   t e l e f  n i c a   d e   S I M 2 ? 	 T  m   S I M 2   t e l e f o n   r e h b e r i   s i l i n s i n   m i ? 	 X  a   t o  n   b   d a n h   b 	 H a p u s   s e m u a   b u k u   t e l e p o n   S I M 2 ? 	 P a d a m   s e m u a   b u k u   t e l e f o n   S I M 2 	 8	-	@	  S I M 2   +	K	(	,	A		  .	?		>			? 	 	 	 	 T  r l i   a   t e l j e s   S I M 2   t e l e f o n k  n y v e t ? 	 	 	 	 T e l e f o o n b o e k   v a n   S I M 2   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   a g e n d a   d e   p e   S I M 2 ? 	 	 	           S I M 2 ? 	 	 	 GEG  /A*1  *DAF  S I M 2   -0A  4H/	 	 	 				  		  						  											  						? 	 	 	 	 


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? 	 S I M 2   +K(,9?A  8.M*B0M#M#  ,?2K*  0?,G? 	 F s h i j i   t e   g j i t h e   S I M 2   n g a   n u m e r a t o r i ? 	 			2   											  						? 	 	 	 	 	 	 	 	 E x c l u i r   t o d a   a   a g e n d a   t e l e f  n i c a   d o   S I M 2 ? 
 
 S T R I N G _ M T P N P _ M A S T E R _ S M S _ M E M O R Y _ E X C E E D E D 	 M E R C U R Y 	 U N L I M 	 M a s t e r   S t o r a g e   F u l l   f o r   N e w   I n c o m i n g   M e s s a g e ! 	 S I M 1 :   P h o n e   s t o r a g e   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 S I M aS1 Kb_j!|
X[2Qzz]n	 S I M aS1 Kb:gwOX[Pzz]n	 4!1 :   5H@GB#(1L@G!*3+#1I-'2!@I2C+!H	 S I M 1 :   A l m a c e n a m i e n t o   t e l e f  n i c o   l l e n o   p a r a   m e n s a j e s   e n t r a n t e s   n u e v o s 	 S I M 1  :   S t o c k a g e   t  l  p h o n e   p l e i n   p o u r   n o u v e a u   m e s s a g e   r e  u 	 S I M 1 :   T e l e f o n s p e i c h e r   v o l l   f  r   n e u   e i n g e h e n d e   M i t t e i l u n g 	 S I M 1 :   2  ?0<OB8  B5;5D>=0  =5B  <5AB0  4;O  =>2>3>  A>>1I5=8O	 S I M 1 : A r c h i v i a z i o n e   d e i   n u o v i   m e s s a g g i   i n   a r r i v o   p i e n a 	 'D(7'B)1 : 0'C1)  'D,H'D  EED$)	 S I M 1 :   M e m  r i a   d o   t e l e f o n e   c h e i a   p a r a   r e c e b e r   n o v a s   m e n s a g e n s 	 S I M 1 :   T e l e f o n   b e l l e i   y e n i   g e l e n   i l e t i   i  i n   d o l u 	 S I M 1 k h  n g   g i a n   b   n h   m  y      y 	 S I M 1 :   P e n y i m p a n a n   t e l e p o n   u n t u k   p e s a n   m a s u k   b a r u   p e n u h 	 S I M 1 :   S i m p a n a n   t e l e f o n   p e n u h   u n t u k   m e s e j   b a r u   m a s u k 	 S I M 1 :   (		  	(	G	  5	>	2	G	  8		&	G	6	K		  	G	  2	?		  +	K	(	  8	M		K	0	G		  *	B	0	M	#		 	 	 	 S I M 1 :   A   t e l e f o n   m e m  r i  j a   m e g t e l t   a z    j   b e  r k e z Q   z e n e t h e z 	 	 	 	 S I M 1 :   T e l e f o o n g e h e u g e n   i s   v o l ,   g e e n   r u i m t e   v o o r   n i e u w   i n k o m e n d   b e r i c h t 	 	 	 S I M 1 :   M e m o r i a   t e l e f o n u l u i   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 	 	 S I M 1 :           ,           	 	 	 S I M 1 :   E-D  0.1G  *DAF  (1'  ~'E  H1H/  ,//  ~1  '3*	 	 	 				: 				  							  						  				  				  			    							  					  						 	 	 	 


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	 1 :             	 I - S I M 1 :   I s i l o n d i   s e f o n i   s i g c w e l e   k u k h o n a   u m b i k o   o n g e n a y o   o m u s h a 	 I - S I M 1 :   I n d a w o   y o k u g c i n a   i m i y a l e z o   e m i t s h a   e n g e n a y o   y e f o w n i   i g c w e l e   	 S I M 1 :   H i f a d h i   y a   s i m u   i m e j a a   k w a   u j u m b e   m p y a   u n a o i n g i a 	 S I M 1 :   F o o n   s e   b e r g p l e k   v i r   n u w e   i n k o m e n d e   b o o d s k a p   v o l 	 1   S I M   k o r t e l :   T e l e f o n o   a t m i n t i n j e   n r a   v i e t o s   n a u j a m   /e i n a n 
i a m   p r a n e ai m u i 	 S I M 1 :   J a u n o   i e n k o ao   z i Fo j u m u   k r t u v e   t e l e f o n   i r   p i l n a 	 S I M 1 :   T e l e f o n i   m  l u   u u t e   s i s e n e v a t e   s  n u m i t e   j a o k s   t  i s 	 S I M 1 `   @e|amx}k  pkwxrxiuxvh  lkv  g  vx  txaukv  parxdacxiuav  pata	 S I M 1 :             	 S I M 1 :   M e m o r i a   t e l e f o n u l u i   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 S I M 1 :   *
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	 S I M 1 :   +K(  7MK0G  (B$(M  (.?  8(M&G6  *>  *B0M#M#  G	 S I M 1 :   R u a j t j a   e   t e l e f o n i t   e s h t e   p l o t   o s e   e s h t e   d u k e   a r d h u r   m e s a z h   I   r i 	 			1 :   				  										  							  				  			  							  						 	 	 	 	 	 	 	 S I M 1 :   A r m a z e n a m e n t o   d o   t e l e f o n e   c h e i o   p a r a   n o v a   m e n s a g e m   d e   e n t r a d a 
 
 S T R I N G _ M T P N P _ M A S T E R _ S M S _ S I M _ M E M O R Y _ E X C E E D E D 	 M E R C U R Y 	 U N L I M 	 S I M 1   S t o r a g e   F u l l   f o r   N e w   I n c o m i n g   M e s s a g e ! 	 S I M 1 :   S I M   s t o r a g e   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 S I M aS1 S I M aS!|
X[2Qzz]n	 S I M aS1 S I M aSwOX[Pzz]n	 4!1 :   5H@G4!@G!*3+#1I-'2!@I2C+!H	 S I M 1 :   A l m a c e n a m i e n t o   d e l   S I M   l l e n o   p a r a   m e n s a j e s   e n t r a n t e s   n u e v o s 	 S I M 1  :   S t o c k a g e   S I M   p l e i n   p o u r   n o u v e a u   m e s s a g e   r e  u 	 S I M 1 :   S I M - S p e i c h e r   v o l l   f  r   n e u   e i n g e h e n d e   M i t t e i l u n g 	 S I M 1 :   0  S I M - :0@B5  =5B  <5AB0  4;O  =>2>3>  A>>1I5=8O	 S I M 1 :   A r c h i v i a z i o n e   S I M   p i e n a   p e r   i   n u o v i   m e s s a g g i   p i e n a 	 'D(7'B)1 : 0'C1)  'D(7'B)  EED$)	 S I M 1 :   M e m  r i a   d o   c a r t  o   S I M   c h e i a   p a r a   r e c e b e r   n o v a s   m e n s a g e n s 	 S I M 1 :   T e l e f o n   b e l l e i   y e n i   g e l e n   i l e t i   i  i n   d o l u 	 S I M 1 k h  n g   g i a n   b   n h   S I M      y 	 S I M 1 :   P e n y i m p a n a n   S I M   u n t u k   p e s a n   m a s u k   b a r u   p e n u h 	 S I M 1 :   S I M   s i m p a n a n   p e n u h   u n t u k   m e s e j   m a s u k   b a r u 	 S I M 1 :   (		  	(	G	  5	>	2	G	  8		&	G	6	K		  	G	  2	?		  S I M   8	M		K	0	G		  *	B	0	M	#		 	 	 	 S I M 1 :   A   S I M   m e g t e l t   a z    j   b e  r k e z Q   z e n e t h e z 	 	 	 	 S I M 1 :   S I M - o p s l a g   i s   v o l ,   g e e n   r u i m t e   v o o r   n i e u w   i n k o m e n d   b e r i c h t 	 	 	 S I M 1 :   M e m o r i a   S I M   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 	 	 S I M 1 :           ,         - S I M   	 	 	 S I M 1 :   E-D  0.1G  S I M   (1'  ~'E  H1H/  ,//  ~1  '3*	 	 	 				:   				  							  						  				  				    			  							  					  						 	 	 	 


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	 1 :             	 I - S I M 1 :   I s i l o n d i   s e - S I M   s i g c w e l e   k u k h o n a   u m b i k o   o n g e n a y o   o m u s h a 	 I - S I M 1 :   I n d a w o   y o k u g c i n a   i m i y a l e z o   e m i t s h a   e n g e n a y o   y e S I M   i g c w e l e   	 S I M 1 :   H i f a d h i   y a   S I M   i m e j a a   k w a   u j u m b e   m p y a   u n a o i n g i a 	 S I M 1 :   S I M - b e r g p l e k   v i r   n u w e   i n k o m e n d e   b o o d s k a p   v o l 	 1   S I M   k o r t e l :   S I M   a t m i n t i n j e   n r a   v i e t o s   n a u j a m   /e i n a n 
i a m   p r a n e ai m u i 	 S I M 1 :   S I M   j a u n o   i e n k o ao   z i Fo j u m u   k r t u v e   p i l n a 	 S I M 1 :   S I M   m  l u   u u t e   s i s e n e v a t e   s  n u m i t e   j a o k s   t  i s 	 S I M 1 `   S I M - k  pkwxrxiuxvh  lkv  g  vx  txaukv  parxdacxiuav  pata	 S I M 1 :   S I M               	 S I M 1 :   M e m o r i a   S I M   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 S I M 1 :   *
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  	 S I M 1 :   S I M   7MK0G  (B$(M  (.?  8(M&G6  *>  *B0M#M#  G	 S I M 1 :   R u a j t j a   e   S I M   e s h t e   p l o t   o s e   e s h t e   d u k e   a r d h u r   m e s a z h   I   r i 	 			1 :   				  										  							  				  			  							  						 	 	 	 	 	 	 	 S I M 1 :   A r m a z e n a m e n t o   d o   S I M   c h e i o   p a r a   n o v a   m e n s a g e m   d e   e n t r a d a 
 
 S T R I N G _ M T P N P _ S L A V E _ S M S _ M E M O R Y _ E X C E E D E D 	 M E R C U R Y 	 U N L I M 	 S l a v e   S t o r a g e   F u l l   f o r   N e w   I n c o m i n g   M e s s a g e ! 	 S I M 2 :   P h o n e   s t o r a g e   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 S I M aS2 Kb_j!|
X[2Qzz]n	 S I M aS2 Kb:gwOX[Pzz]n	 4!2 :   5H@GB#(1L@G!*3+#1I-'2!@I2C+!H	 S I M 2 :   A l m a c e n a m i e n t o   t e l e f  n i c o   l l e n o   p a r a   m e n s a j e s   e n t r a n t e s   n u e v o s 	 S I M 2  :   S t o c k a g e   t  l  p h o n e   p l e i n   p o u r   n o u v e a u   m e s s a g e   r e  u 	 S I M 2 :   T e l e f o n s p e i c h e r   v o l l   f  r   n e u   e i n g e h e n d e   M i t t e i l u n g 	 S I M 2 :   2  ?0<OB8  B5;5D>=0  =5B  <5AB0  4;O  =>2>3>  A>>1I5=8O	 S I M 2 : A r c h i v i a z i o n e   d e i   n u o v i   m e s s a g g i   i n   a r r i v o   p i e n a 	 'D(7'B)2 : 0'C1)  'D,H'D  EED$)	 S I M 2 :   M e m  r i a   d o   t e l e f o n e   c h e i a   p a r a   r e c e b e r   n o v a s   m e n s a g e n s 	 S I M 2 :   T e l e f o n   b e l l e i   y e n i   g e l e n   i l e t i   i  i n   d o l u 	 S I M 2 k h  n g   g i a n   b   n h   m  y      y 	 S I M 2 :   P e n y i m p a n a n   t e l e p o n   u n t u k   p e s a n   m a s u k   b a r u   p e n u h 	 S I M 2 :   S i m p a n a n   t e l e f o n   p e n u h   u n t u k   m e s e j   b a r u   m a s u k 	 S I M 2 :   (		  	(	G	  5	>	2	G	  8		&	G	6	K		  	G	  2	?		  +	K	(	  8	M		K	0	G		  *	B	0	M	#		 	 	 	 S I M 2 :   A   t e l e f o n   m e m  r i  j a   m e g t e l t   a z    j   b e  r k e z Q   z e n e t h e z 	 	 	 	 S I M 2 :   T e l e f o o n g e h e u g e n   i s   v o l ,   g e e n   r u i m t e   v o o r   n i e u w   i n k o m e n d   b e r i c h t 	 	 	 S I M 2 :   M e m o r i a   t e l e f o n u l u i   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 	 	 S I M 2 :           ,           	 	 	 S I M 2 :   E-D  0.1G  *DAF  (1'  ~'E  H1H/  ,//  ~1  '3*	 	 	 				: 				  							  						  				  				  			  							  					  						 	 	 	 


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	 2 :             	 I - S I M 2 :   I s i l o n d i   s e f o n i   s i g c w e l e   k u k h o n a   u m b i k o   o n g e n a y o   o m u s h a 	 I - S I M 2 :   I   n d a w o   y o k u g c i n a   i m i y a l e z o   e m i t s h a   e n g e n a y o   i g c w e l e 	 S I M 2 :   H i f a d h i   y a   s i m u   i m e j a a   k w a   u j u m b e   m p y a   u n a o i n g i a 	 S I M 2 :   F o o n   s e   b e r g p l e k   v i r   n u w e   i n k o m e n d e   b o o d s k a p   v o l 	 2   S I M   k o r t e l :   T e l e f o n o   a t m i n t i n j e   n r a   v i e t o s   n a u j a m   /e i n a n 
i a m   p r a n e ai m u i 	 S I M 2 :   J a u n o   i e n k o ao   z i Fo j u m u   k r t u v e   t e l e f o n   i r   p i l n a 	 S I M 2 :   T e l e f o n i   m  l u   u u t e   s i s e n e v a t e   s  n u m i t e   j a o k s   t  i s 	 S I M 2 `   @e|amx}k  pkwxrxiuxvh  lkv  g  vx  txaukv  parxdacxiuav  pata	 S I M M 2 :             	 S I M 2 :   M e m o r i a   t e l e f o n u l u i   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 S I M 2 :   *
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	 S I M 2 :   +K(  7MK0G  (B$(M  (.?  8(M&G6  *>  *B0M#M#  G	 S I M 2 :   R u a j t j a   e   t e l e f o n i t   e s h t e   p l o t   o s e   e s h t e   d u k e   a r d h u r   m e s a z h   I   r i 	 	 	 	 	 	 	 	 	 S I M 2 :   A r m a z e n a m e n t o   d o   t e l e f o n e   c h e i o   p a r a   n o v a   m e n s a g e m   d e   e n t r a d a 
 
 S T R I N G _ M T P N P _ S L A V E _ S M S _ S I M _ M E M O R Y _ E X C E E D E D 	 M E R C U R Y 	 U N L I M 	 S I M 2   S t o r a g e   F u l l   f o r   N e w   I n c o m i n g   M e s s a g e ! 	 S I M 2 :   S I M   s t o r a g e   f u l l   f o r   n e w   i n c o m i n g   m e s s a g e 	 S I M aS2 S I M aS!|
X[2Qzz]n	 S I M aS2 S I M aSwOX[Pzz]n	 4!2 :   5H@G4!@G!*3+#1I-'2!@I2C+!H	 S I M 2 :   A l m a c e n a m i e n t o   d e l   S I M   l l e n o   p a r a   m e n s a j e s   e n t r a n t e s   n u e v o s 	 S I M 2  :   S t o c k a g e   S I M   p l e i n   p o u r   n o u v e a u   m e s s a g e   r e  u 	 S I M 2 :   S I M - S p e i c h e r   v o l l   f  r   n e u   e i n g e h e n d e   M i t t e i l u n g 	 S I M 2 :   0  S I M - :0@B5  =5B  <5AB0  4;O  =>2>3>  A>>1I5=8O	 S I M 2 :   A r c h i v i a z i o n e   S I M   p i e n a   p e r   i   n u o v i   m e s s a g g i   p i e n a 	 'D(7'B)2 : 0'C1)  'D(7'B)  EED$)	 S I M 2 :   M e m  r i a   d o   c a r t  o   S I M   c h e i a   p a r a   r e c e b e r   n o v a s   m e n s a g e n s 	 S I M 2 :   T e l e f o n   b e l l e i   y e n i   g e l e n   i l e t i   i  i n   d o l u 	 S I M 2 k h  n g   g i a n   b   n h   S I M      y 	 S I M 2 :   P e n y i m p a n a n   S I M   u n t u k   p e s a n   m a s u k   b a r u   p e n u h 	 S I M 2 :   S i m p a n a n   S I M   p e n u h   u n t u k   m e s e j   b a r u   m a s u k 	 S I M 2 :   (		  	(	G	  5	>	2	G	  8		&	G	6	K		  	G	  2	?		  S I M   8	M		K	0	G		  *	B	0	M	#		 	 	 	 S I M 2 :   A   S I M   m e g t e l t   a z    j   b e  r k e z Q   z e n e t h e z 	 	 	 	 S I M 2 :   S I M - o p s l a g   i s   v o l ,   g e e n   r u i m t e   v o o r   n i e u w   i n k o m e n d   b e r i c h t 	 	 	 S I M 2 :   M e m o r i a   t e l e f o n u l u i   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 	 	 S I M 2 :           ,         - S I M   	 	 	 S I M 2 :   E-D  0.1G  S I M   (1'  ~'E  H1H/  ,//  ~1  '3*	 	 	 				:   				  							  						  				  				  			  							  					  						 	 	 	 


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	 2 :             	 I - S I M 2 :   I s i l o n d i   s e - S I M   s i g c w e l e   k u k h o n a   u m b i k o   o n g e n a y o   o m u s h a 	 I - S I M 2 :   I n d a w o   y o k u g c i n a   i m i y a l e z o   e m i t s h a   e n g e n a y o   y e S I M   i g c w e l e 	 S I M 2 :   H i f a d h i   y a   S I M   i m e j a a   k w a   u j u m b e   m p y a   u n a o i n g i a 	 S I M 2 :   S I M - b e r g p l e k   v i r   n u w e   i n k o m e n d e   b o o d s k a p   v o l 	 2   S I M   k o r t e l :   S I M   a t m i n t i n j e   n r a   v i e t o s   n a u j a m   /e i n a n 
i a m   p r a n e ai m u i 	 S I M 2 :   S I M   j a u n o   i e n k o ao   z i Fo j u m u   k r t u v e   p i l n a 	 S I M 2 :   S I M   m  l u   u u t e   s i s e n e v a t e   s  n u m i t e   j a o k s   t  i s 	 S I M 2 `   S I M - k  pkwxrxiuxvh  lkv  g  vx  txaukv  parxdacxiuav  pata	 S I M 2 :   I M               	 S I M 2 :   M e m o r i a   S I M   p e n t r u   m e s a j e l e   n o i   r e c e p ci o n a t e   e s t e   p l i n 	 S I M 2 :   *
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  	 S I M 2 :   S I M   7MK0G  (B$(M  (.?  8(M&G6  *>  *B0M#M#  G	 S I M 2 :   R u a j t j a   e   t e l e f o n i t   e s h t e   p l o t   o s e   e s h t e   d u k e   a r d h u r   m e s a z h   I   r i 	 	 	 	 	 	 	 	 	 S I M 2 :   A r m a z e n a m e n t o   d o   S I M   c h e i o   p a r a   n o v a   m e n s a g e m   d e   e n t r a d a 
 
 S T R I N G _ M T P N P _ C A R D 1 _ N E T W O R K _ S E T U P 	 M E R C U R Y 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   N e t w o r k   S e t u p 	 S I M 1   n e t w o r k   s e t t i n g s 	 S I M aS1 }-[	 S I M aS1 Q~n	 1IH2@#7-H2"4!1 	 C o n f i g u r a c i  n   d e   r e d   d e   S I M 1 	 R  g l a g e   d e   r  s e a u   S I M 1 	 S I M   1 - N e t z w e r k e i n s t e l l u n g e n 	 0AB@>9:0  A5B8  4;O  S I M 1 	 C o n f i g u r a z i o n e   d i   r e t e   S I M 1 	 %9/'/'*  'D4(C)  D(7'B)  S I M 1 	 D e f i n i   e s   d e   r e d e   d o   S I M   1 	 S I M 1   a   a y a r l a r 1	 C  i   t   m n g   S I M 1 	 P e n g a t u r a n   j a r i n g a n   S I M 1 	 P e n g e s e t a n     r a n g k a i a n   S I M 1 	 S I M 1   (	G		5	0	M		  8	G		?				 	 	 	 S I M 1   h  l  z a t i   b e  l l  t  s o k 	 	 	 	 S I M 1   n e t w e r k i n s t e l l i n g 	 	 	 S e t r i   r e ce a   p e n t r u   S I M 1 	 	 	       S I M 1 	 	 	 *F8EG'  4(G  S I M 1 	 	 	 				  		  									  						 	 	 	 


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 
 S T R I N G _ M T P N P _ N E T W O R K _ S E T U P 	 M E R C U R Y 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   N e t w o r k   S e t u p 	 S I M 2   n e t w o r k   s e t t i n g s 	 S I M aS2 }-[	 S I M aS2 Q~n	 1IH2@#7-H2"4!2 	 C o n f i g u r a c i  n   d e   r e d   d e   S I M 2 	 R  g l a g e   d e   r  s e a u   S I M 2 	 S I M   2 - N e t z w e r k e i n s t e l l u n g e n 	 0AB@>9:0  A5B8  4;O  S I M 2 	 C o n f i g u r a z i o n e   d i   r e t e   S I M 2 	 %9/'/'*  'D4(C)  D(7'B)  S I M 2 	 D e f i n i   e s   d e   r e d e   d o   S I M   2 	 S I M 2   a   a y a r l a r 1	 C  i   t   m n g   S I M 2 	 P e n g a t u r a n   j a r i n g a n   S I M 2 	 P e n g e s e t a n r a n g k a i a n   S I M 2 	 S I M 2   (	G		5	0	M		  8	G		?				 	 	 	 S I M 2   h  l  z a t i   b e  l l  t  s o k 	 	 	 	 S I M 2   n e t w e r k i n s t e l l i n g 	 	 	 S e t r i   r e ce a   p e n t r u   S I M 2 	 	 	       S I M 2 	 	 	 *F8EG'  4(G  S I M 2 	 	 	 				  		  									  						 	 	 	 


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 
 S T R I N G _ M T P N P _ S E L E C T I O N _ M O D E 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S e l e c t i o n   M o d e 	 N e t w o r k   s e l e c t i o n 	 }xS	 Q~	b	 2#@%7-@#7-H2"	 S e l e c c i  n   d e   r e d 	 S  l e c t i o n   d u   r  s e a u 	 N e t z w e r k w a h l 	 K1>@  A5B8	 S e l e z i o n e   d i   r e t e 	 '.*J'1  'D4(C)	 S e l e c   o   d e   r e d e 	 A   s e  i m i 	 C h n   m n g 	 P i l i h a n   j a r i n g a n 	 P i l i h a n   r a n g k a i a n 	 (	G		5	0	M		  	/	(		 	 	 	 H  l  z a t v  l a s z t  s 	 	 	 	 N e t w e r k s e l e c t i e 	 	 	 S e l e c t a r e   r e ce a 	 	 	   	 	 	 'F*.'(  4(G	 	 	 									  								  	 	 	 	 






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	     	 U k u k h e t h w a   k w e n e t h i w e k h i 	 U k h e t h o   l o t h u n g e l w a n o 	 U c h a g u z i   w a   m t a n d a o 	 N e t w e r k k e u s e 	 T i n k l o   p a r i n k i m a s 	 T +k l a   i z v l e 	 V  r g u   v a l i k 	 Qavk  hvxiuxv	   	 S e l e c t a r e   r e ce a 	 (
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 
 S T R I N G _ M T P N P _ P R E F E R R E D _ N E T W O R K S 	 M E R C U R Y 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   P r e f e r r e d   N e t w o r k s 	 P r e f e r e n c e s 	 OP}Y-[	 OP}Yn	 @#7-H2"5H@%7-C
I	 P r e f e r e n c i a s 	 P r  f  r e n c e s 	 B e v o r z u g t e s 	 @54?>GB8B5;L=K5  A5B8	 R e t i   p r e f e r i t e 	 4(C)  EA6D)	 R e d e s   p r e f e r i d a s 	 T e r c i h l e r 	 M n g   u   t i  n 	 P r e f e r e n s i 	 K e u t a m a a n 	 *	M	0	?	+	0	G	(	M	8	G	8		 	 	 	 P r e f e r e n c i  k 	 	 	 	 V o o r k e u r s n e t w e r k e n 	 	 	 P r e f e r a t e 	 	 	 	 	 	 *1,J-'*	 	 	 							  										 	 	 	 



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 
 S T R I N G _ M T P N P _ N E T S E T _ S E L E C T _ N E T W O R K 	 M E R C U R Y 	 I C O N T E X T 	 S e l e c t   N e t w o r k 	 S e l e c t   n e t w o r k 	 xd}a}	 	bQ~	 @%7-@#7-H2"	 S e l e c c i o n a r   r e d 	 S  l e c t .   r  s e a u 	 N e t z w e r k   w  h l e n 	 K1>@  A5B8	 S e l e z i o n a   r e t e 	 '.*J'1  'D4(C)	 S e l e c c i o n a r   r e d e 	 A   s e    	 C h n   m n g 	 P i l i h   j a r i n g a n 	 P i l i h   r a n g k a i a n 	 (	G		5	0	M		  	A	(	G			 	 	 	 H  l  z a t   k i v  l a s z t  s a 	 	 	 	 N e t w e r k   s e l e c t e r e n 	 	 	 S e l e c t a r e   r e ce a 	 	 	   	 	 	 'F*.'(  4(G	 	 	 									  								  					 	 	 	 








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	 (Gq>0M  _(  0(M$A	 Z g j i d h   r r j e t i n 	 							  					 	 	 	 	 	 	 	 S e l e c i o n a r   r e d e 
 
 S T R I N G _ M T P N P _ N E T S E T _ P R F _ N W K _ N E W 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 C r e a t e   N e w   p r e f e r r e d   n e t w o r k 	 N e w 	 eX	 e^	 C+!H	 N u e v o 	 N o u v e a u 	 N e u 	 !>740BL	 N u o v o 	 'F4'!  'D,/J/	 N o v o 	 Y e n i   	 L p   m i 	 B a r u 	 B a r u 	 (	/	>		 	 	 	  j 	 	 	 	 N i e u w 	 	 	 R e ce a   n o u 	 	 	 	 	 	 ,//	 	 	 				  	 	 	 	 



	 	 O k u s h a 	 E n t s h a 	 M p y a 	 N u u t 	 N a u j a s 	 J a u n s 	 U u s 	 Fx	 	 N o u 	 *
A
$
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/
$
M
	 (B$(	 R i 	 				  	 	 	 	 	 	 	 	 N o v o 
 
 S T R I N G _ M T P N P _ N E T S E T _ P R F _ N W K _ E D I T 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 M e n u   I t e m   E d i t   P r e f e r r e d   N e t w o r k 	 C h a n g e   p r i o r i t y 	 f*QHQ}	 f9eOHQQ~	 @%5H"%31'2!*31
	 C a m b i a r   p r i o r i d a d 	 C h a n g e r   p r i o r i t  	 P r i o r i t  t    n d e r n 	 7<5=8BL  ?@8>@8B5B	 C a m b i o   p r i o r i t  	 *:J1  4(C)  EA6D)	 M o d i f i c a r   p r i o r i d a d e 	  n c e l i i   d e i _t i r   	 i   m n g   u   t i  n 	 U b a h   p r i o r i t a s 	 T u k a r   k e u t a m a a n 	 *	M	0	>	%	.	?		$	>	  ,	&	2	G			 	 	 	 E l s Qb b s  g   m  d o s  t  s a 	 	 	 	 P r i o r i t e i t   v e r a n d e r e n 	 	 	 S c h i m b a r e   p r i o r i t a t e 	 	 	   	 	 	 *:1  'HDH*	 	 	 								  											 	 	 	 





  



	   	 S h i n t s h a   o k u b a l u l e k i l e 	 T s h i n t s h a   o k u p h a m b i l i 	 B a d i l i   k i p a u m b e l e 	 V e r a n d e r   p r i o r i t e i t 	 P a k e i s t i   p i r m u m 	 M a i n +t   p r i o r i t t i 	 M u u d a   t  h t s u s t 	 Sxmel  a|a{vapeixiuxvh	   	 M o d i f i c a r e   p r i o r i t a t e 	 *
M
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
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	 *M0>'>(M_  *0?,0M$M$(  0(M$A	 N d r y s h o   p e r p a r e s i n e 	 										  								  				 	 	 	 	 	 	 	 A l t e r a r   p r i o r i d a d e 
 
 S T R I N G _ M T P N P _ N E T S E T _ S I M 2 _ I N V A L I D 	 M E R C U R Y 	 P O P U P 	 I n v a l i d   S I M   n e t w o r k   s e l e c t i o n   t e x t . 	 S I M 2   i n v a l i d 	 S I M aS2 !qHe	 S I M aS2 eHe	 4!2   D!H9I-	 S I M 2   i n v  l i d o 	 S I M 2   i n v a l i d e 	 S I M   2   u n g  l t i g 	 54>ABC?=>  ?@8  >H81:0E  :0@BK  S I M 2   	 S I M 2   n o n   v a l i d a 	 'D(7'B)2   :J1  5-J-)	 S I M 2   i n v  l i d o 	 G e  e r s i z   S I M 2 	 S I M 2   k h  n g   h p   l 	 S I M 2   t i d a k   v a l i d 	 S I M 2   t i d a k   s a h 	 8	?	.	2   	.	>	(	M	/		 	 	 	  r v  n y t e l e n   S I M 2 	 	 	 	 S I M 2   o n g e l d i g 	 	 	 C a r t e l   S I M 2   i n d i s p o n i b i l 	 	 	 S I M 2     	 	 	 S I M 2   F'E9*(1  '3*	 	 	 				  									 	 	 	 





  


2   



  





  


	   2     	 A k u t h o l a k a l i   n g e - S I M 2   e n g e n a m t h e t h o 	 A y i f u m a n e k i   k w i S I M 2   e n g a s e b e n z i y o 	 H a i p a t i k a n i   k w a   S I M 2   b a t i l i 	 S I M 2   o n g e l d i g 	 N e g a l i m a   n e g a l i o j a n 
i a i   2   S I M   k o r t e l e i 	 N a v   p i e e j a m s   n e d e r +g a j a i   S I M 2 	 P o l e   s a a d a v a l   v i g a s e   S I M 2   k o r r a l 	 @a}avelk  yg  av~a~e  S I M 2   ak  pata	         S I M 2 -   	 N u   e s t e   d i s p o n i b i l   p e n t r u   c a r t e l a   S I M 2   n e v a l i d 	 S I M 2   
8
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	 .>(M_  S I M 2   *>  	*2,M'  (A9G	 N u k   e s h t e   e   l i r e   p e r   S I M 2   t e   p a v l e f s h e m 	 				  			2 - 	  				  						  				 	 	 	 	 	 	 	 S I M 2   i n v  l i d o 
 
 S T R I N G _ M T P N P _ N E T S E T _ C H A N G E 	 M E R C U R Y 	 L S K 	 L S K   D i s p l a y   f o r   C h a n g e 	 C h a n g e 	 f	 f9e	 @%5H"	 C a m b i a r   	 C h a n g e r 	  n d e r n 	 7<5=8BL	 C a m b i a 	 *-HJD	 M o d i f i c a r 	 D e i _t i r 	 i 	 U b a h 	 T u k a r 	 ,	&	2	G			 	 	 	 V  l t  s 	 	 	 	 V e r a n d e r e n 	 	 	 M o d i f i c a r e 	 	 	 	 	 	 *:1	 	 	 								  					 	 	 	 



	 	 S h i n t s h a 	 T s h i n t s h a 	 B a d i l i s h a 	 V e r a n d e r 	 K e i s t i 	 N o m a i n +t 	 M u u d a 	 Sxmel	 	 M o d i f i c a r e 	 .
>
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	 *0?,0M$M$(	 N d r y s h o 	 								  				 	 	 	 	 	 	 	 A l t e r a r 
 
 S T R I N G _ M T P N P _ N E T S E T _ M A N U A L _ M O D E 	 M E R C U R Y 	 C 0 3 3 _ 1 	 S e l e c t   N e t w o r k   A s   M a n u a l   M o d e 	 S e l e c t   n e t w o r k 	 xd}a}	 	bQ~	 @%7-@#7-H2"	 S e l e c c i o n a r   r e d 	 S  l e c t .   r  s e a u 	 N e t z w e r k   w  h l e n 	 K1>@  A5B8	 S e l e z i o n a   r e t e 	 '.*J'1  'D4(C)	 S e l e c c i o n a r   r e d e 	 A   s e    	 C h n   m n g 	 P i l i h   j a r i n g a n 	 P i l i h   r a n g k a i a n 	 (	G		5	0	M		  	A	(	G			 	 	 	 H  l  z a t   k i v  l a s z t  s a 	 	 	 	 N e t w e r k   s e l e c t e r e n 	 	 	 S e l e c t a r e   r e ce a 	 	 	   	 	 	 'F*.'(  4(G	 	 	 									  					  					 	 	 	 








  



  


	       	 K h e t h a   i n e t h i w e k h i 	 K h e t h a   u t h u n g e l w a n o 	 C h a g u a   m t a n d a o 	 K i e s   n e t w e r k 	 P a r i n k t i   t i n k l 	 I z v l i e t i e s   t +k l u 	 V a l i   v  r k 	 8vel  av	   	 S e l e c t a r e   r e ce a 	 (
F
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	 (Gq>0M  _(  0(M$A	 Z g j i d h   r r j e t i n 	 							  					 	 	 	 	 	 	 	 S e l e c i o n a r   r e d e 
 
 S T R I N G _ M T P N P _ N E T S E T _ P R F _ A D D _ S H W _ N W K _ T I T L E 	 M E R C U R Y 	 T I T L E 	 T i t l e   S t r i n g   f o r   E r r o r   S c r e e n   P r e f e r r e d   N e t w o r k 	 P L M N   l i s t 	 P L M N nU	 P L M N Rh	 #2"2#  P L M N 	 L i s t a   P L M N 	 L i s t e   P L M N 	 P L M N - L i s t e 	 !?8A>:  P L M N 	 E l e n c o   P L M N 	 B'&E)P L M N 	 L i s t a   r e d e s   m  v e i s   t e r r e s t r e s 	 P U L M N   l i s t e s i   	 D a n h   s  c h   P L M N 	 D a f t a r   P L M N 	 S e n a r a i   P L M N 	 P L M N   8	B		@		 	 	 	 P L M N   l i s t a 	 	 	 	 P L M N - l i j s t 	 	 	 L i s t   P L M N 	 	 	   P L M N 	 	 	 D3*  P L M N 	 	 	 								  							 	 	 	 P L M N   



	   	 U h l u   l w e - P L M N 	 U l u h l u   l w e P L M N 	 O r o d h a   y a   P L M N 	 P L M N - l y s 	 P L M N   s r a aa s 	 P L M N   s a r a k s t s 	 P L M N   l o e n d 	 P L M N   avo	 P L M N   	 L i s t   P L M N 	 P L M N   *

M

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
	 P L M N   $>2?>	 L i s t a   P L M N 	 P L M N   							 	 	 	 	 	 	 	 L i s t a   P L M N 
 
 S T R I N G _ M T P N P _ N E T S E T _ P R F _ A D D _ S H W _ N W K _ P R I O R I T Y _ T I T L E 	 M E R C U R Y 	 T I T L E 	 T i t l e   S t r i n g   f o r   U s e r   P r i o r i t y   P r e f e r r e d   N e t w o r k 	 P r i o r i t y 	 *QHQ
k	 OHQCg	 %31'2!*31
	 P r i o r i d a d 	 P r i o r i t  	 P r i o r i t  t 	 @8>@8B5B	 P r i o r i t  	 EA6D)	 P r i o r i d a d e 	  n c e l i k   	 Q u y n   u   t i  n 	 P r i o r i t a s 	 K e u t a m a a n 	 *	M	0	>	%	.	?		$	>		 	 	 	 P r i o r i t  s 	 	 	 	 P r i o r i t e i t 	 	 	 P r i o r i t a t e 	 	 	 	 	 	 'HDH*	 	 	 											 	 	 	 





	 	 O k u b a l u l e k i l e 	 O k u p h a m b i l i 	 K i p a u m b e l e 	 P r i o r i t e i t 	 P i r m u m a s 	 P r i o r i t t e 	 P r i o r i t e e t 	 1|a{vapeixiuxv	 	 P r i o r i t a t e 	 *
M
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.
A
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 
 S T R I N G _ M T P N P _ N E T S E T _ P R R _ M C C _ C A P T I O N 	 M E R C U R Y 	 I C O N T E X T 	 M C C / M N C   S t r i n g 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C : 	 M C C / M N C 	 M C C / M N C   	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 	 	 	 M C C / M N C 	 	 	 	 M C C / M N C 	 	 	 M C C / M N C 	 	 	 M C C / M N C 	 	 	 M C C / M N C 	 	 	 M C C / M N C 	 	 	 	 M C C / M N C 	 M C C / M N C 	 I - M C C / i - M N C 	 I - M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 M C C / M N C 	 	 	 	 	 	 	 	 M C C / M N C 
 
 S T R I N G _ M T P N P _ N E T S E T _ P R R _ P R _ C A P T I O N 	 M E R C U R Y 	 I C O N T E X T 	 P r i o r i t y   S t r i n g 	 P r i o r i t y 	 *QHQ
k	 OHQCg	 %31'2!*31
	 P r i o r i d a d 	 P r i o r i t  	 P r i o r i t  t 	 @8>@8B5B	 P r i o r i t  	 EA6D)	 P r i o r i d a d e 	  n c e l i k   	 Q u y n   u   t i  n 	 P r i o r i t a s 	 K e u t a m a a n 	 *	M	0	>	%	.	?		$	>		 	 	 	 P r i o r i t  s 	 	 	 	 P r i o r i t e i t 	 	 	 P r i o r i t a t e 	 	 	 	 	 	 'HDH*	 	 	 											 	 	 	 





	 	 O k u b a l u l e k i l e 	 O k u p h a m b i l i 	 K i p a u m b e l e 	 P r i o r i t e i t 	 P i r m u m a s 	 P r i o r i t t e 	 P r i o r i t e e t 	 1|a{vapeixiuxv	 	 P r i o r i t a t e 	 *
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 
 S T R I N G _ M T P N P _ P L M N _ L I S T _ S O R T _ B Y _ A L P H A B E T 	 M E R C U R Y 	 I C O N T E X T 	 S o r t   P L M N   l i s t 	 S o r t   b y   a l p h a b e t 	 OW[kc^	 OW[kc^	 @#5"2!1'-1)#	 O r d e n a r   a l f a b  t i c a m e n t e 	 T r i e r   p a r   a l p h a b e t 	 N a c h   A l p h a b e t   s o r t i e r e n 	 >  0;D028BC	 O r d i n a   p e r   a l f a b e t o 	 *1*J(  -3(  'D-1HA	 O r d e n a r   a l f a b e t i c a m e n t e 	 A l f a b e t i k   o l a r a k   s 1r a l a   	 t   t h e o   t h   t   c h   c  i 	 U r u t   b e r d a s a r k a n   a b j a d 	 I s i h   m e n g i k u t   h u r u f 	 5	0	M	#	>		M	7	0	K		  &	M	5	>	0	>	  	>			G			 	 	 	 R e n d e z  s    b  c    s o r r e n d b e n 	 	 	 	 S o r t e r e n   o p   a l f a b e t 	 	 	 S o r t a r e    n   o r d i n e   a l f a b e t i c 	 	 	     	 	 	 *1*(  (1  '3'3  'DA('	 	 	 								  							  						  				 	 	 	 








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 
 S T R I N G _ M T P N P _ P L M N _ L I S T _ S O R T _ B Y _ D E F A U L T 	 M E R C U R Y 	 I C O N T E X T 	 S o r t   P L M N   l i s t 	 S o r t   b y   d e f a u l t 	 SmW[kc^	 SmW[kc^	 @#5"2!H2@#4H!I	 O r d e n a r   p r e d e t e r m i n a d a m e n t e 	 T r i e r   p a r   d  f a u t 	 N a c h   S t a n d a r d   s o r t i e r e n 	 !B0=40@B=K9  ?>@O4>:	 O r d i n a   p e r   p r e d e f i n i t o 	 'D:'!  *5AJA  'D-1HA	 O r d e n a r   p o r   p r e d e f i n i   o 	 V a r s a y 1l a n a   g  r e   s 1r a l a   	 H y   t   t h e o   t h   t   c h   c  i 	 U r u t   b e r d a s a r k a n   d e f a u l t 	 I s i h   m e n g i k u t   d e f a u l t 	 !	?	+	>	2	M		  &	M	5	>	0	>	  	>			G			 	 	 	 R e n d e z  s   a l a p  r t e l m e z  s   s z e r i n t 	 	 	 	 S o r t e r e n   o p   s t a n d a a r d 	 	 	 S o r t a r e   i m p l i c i t 	 	 	       	 	 	 *1*(  (1  '3'3  ~4  A16	 	 	 						  							  						  				 	 	 	 







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 
 S T R I N G _ M T P N P _ N E T S E T _ S E L E C T _ N E T W O R K _ C A P T I O N 	 M E R C U R Y 	 T I T L E 	 T i t l e   s t r i n g   f o r   S e l e c t   N e t w o r k   s c r e e n 	 N e t w o r k   l i s t 	 }nU	 Q~Rh	 #2"2#@#7-H2"	 L i s t a   d e   r e d e s 	 L i s t e   d e s   r  s e a u x 	 N e t z w e r k l i s t e 	 !?8A>:  A5B59	 E l e n c o   r e t e 	 B'&E)  'D4(C'*	 L i s t a   d e   r e d e s 	 A   l i s t e s i   	 D a n h   s  c h   m n g 	 D a f t a r   j a r i n g a n 	 S e n a r a i   r a n g k a i a n 	 (	G		5	0	M		  8	B		@		 	 	 	 H  l  z a t l i s t a 	 	 	 	 N e t w e r k l i j s t 	 	 	 L i s t   r e ce l e 	 	 	   	 	 	 D3*  4(G	 	 	 									  							 	 	 	 






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	     	 U h l u   l w e n e t h i w e k h i 	 U l u h l u   l o t h u n g e l w a n o 	 O r o d h a   y a   m t a n d a o 	 N e t w e r k l y s 	 T i n k l s  s r a aa s 	 T +k l u   s a r a k s t s 	 V  r k u d e   l o e n d 	 Qavek  avo	   	 L i s t   r e ce l e 	 (
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 
 S T R I N G _ M T P N P _ C B _ M E N U E N T R Y 	 M E R C U R Y 	 I C O N T E X T 	 C e l l   B r o a d c a s t   m e n u   i t e m   s t r i n g 	 S I M 2   b r o a d c a s t   m e s s a g e 	 S I M aS2 ^d
o`	 S I M aS2 \:S^d	 I-'2!---22(4!2 	 M e n s a j e   d e   t r a n s m i s i  n   S I M 2 	 M e s s a g e   d e   d i f f u s i o n   S I M 2 	 S I M 2 - B r o a d c a s t - M i t t e i l u n g 	 =D>@<0F8>==>5  A>>1I5=85  =0  S I M 2 	 M e s s a g g i o   t r a s m i s s i o n e   S I M 2 	 '0'9)  'DEF7B)  AJ  'D(7'B)2 	 M e n s a g e m   d e   d i f u s  o   d e   S I M 2 	 S I M 2   y a y 1n   i l e t i s i   	 K h u   v c   p h  t   t h a n h   S I M 2 	 P e s a n   s i a r a n   S I M 2 	 M e s e j   p e n y i a r a n   S I M 	 S I M 2   ,	M	0	I	!		>	8	M		  8		&	G	6		 	 	 	 S I M 2    z e n e t   s u g  r z  s a 	 	 	 	 S I M 2   b e r i c h t   a a n   i e d e r e e n 	 	 	 M e s a j   d i f u z a t   S I M 1 	 	 	     S I M 2 	 	 	 ~'E  ~.4  S I M 2 	 	 	 				  									  							 	 	 	 


2   









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	 2     	 U m b i k o   w o k u s a k a z a   n g e - S I M 2 	 U s a s a z o   l o m y a l e z o   w e S I M 2 	 U j u m b e   m a t a n g a z o   y a   S I M 2 	 S a a i   S I M 2 - b o o d s k a p   u i t 	 2   S I M   k o r t e l s   p e r d a v i m o   p r a n e ai m a s 	 S I M 2   r a i d +aa n a s   z i Fo j u m s 	 S I M 2   s  n u m i   e d a s t a m i n e 	 S I M 2   	 S I M 2       	 M e s a j   d i f u z a t   S I M 2 	 S I M 2   ,
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 
 S T R I N G _ M T P N P _ C B _ S E R V I C E 	 M E R C U R Y 	 I C O N T E X T 	 C B   M e n u   I t e m   S e r v i c e   C e l l   B r o a d c a s t   S t r i n g 	 R e c e i v e   m o d e 	 c6e!j_	 c6e!j_	 B+!2##1	 M o d o   r e c i b i r 	 M o d e   d e   r  c e p t i o n 	 E m p f a n g s m o d u s 	  568<  ?>;CG5=8O	 M o d a l i t    r i c e z i o n e 	 FE7  'D'3*D'E	 M o d o   d e   r e c e p   o 	 A l m a   m o d u   	 T i p   n h n   c h   	 M o d u s   t e r i m a 	 M o d   p e n e r i m a a n 	 *	M	0	>	*	M	$	?	  .	K	!		 	 	 	 F o g a d  s   m  d 	 	 	 	 O n t v a n g m o d u s 	 	 	 M o d   d e   r e c e p ci o n a r e 	 	 	   	 	 	 -'D*  /1'A*	 	 	 					  				 	 	 	 

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 
 S T R I N G _ M T P N P _ C B _ R E A D _ M E S S A G E 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 C B   M e n u   R e a d   M e s s a g e   C e l l   B r o a d c a s t   S t r i n g 	 R e a d   m e s s a g e 	 S^d
o`	 SOo`	 -H2I-'2!	 L e e r   m e n s a j e 	 L i r e   m e s s a g e 	 M i t t e i l u n g   l e s e n 	 '8B0BL  A>>1I5=85	 L e g g i   m e s s a g g i o 	 B1'!)  'D13'&D	 M e n s a g e m   l i d a 	 0l e t i y i   o k u   	 c   t i n   n h n 	 B a c a   p e s a n 	 B a c a   m e s e j 	 8		&	G	6	  *	"	<	G			 	 	 	  z e n e t   o l v a s  s a 	 	 	 	 B e r i c h t   l e z e n 	 	 	 C i t i r e   m e s a j 	 	 	   	 	 	 .H'F/F  ~'E	 	 	 						  					 	 	 	 




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	   	 F u n d a   u m b i k o 	 F u n d a   u m y a l e z o 	 S o m a   u j u m b e 	 L e e s   b o o d s k a p 	 S k a i t y t i   p r a n e ai m 	 L a s +t   z i Fo j u m u 	 L o e   s  n u m i t 	 8vieel  parxdacxiuxvh	   	 C i t i r e   m e s a j 	 8
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 
 S T R I N G _ M T P N P _ C B _ C H A N N E L S 	 M E R C U R Y 	 I C O N T E X T 	 C B   M e n u   C h a n n e l s   C e l l   B r o a d c a s t   S t r i n g 	 C h a n n e l   s e t t i n g s 	 ;S-[	 Sn	 2#1IH2A
@%	 C o n f i g u r a c i  n   d e   c a n a l 	 R  g l a g e s   d u   c a n a l 	 K a n a l e i n s t e l l u n g e n 	 0AB@>9:0  :0=0;>2	 I m p o s t a z i o n i   c a n a l e 	 6(7  'DBFH'*	 D e f i n i   e s   d e   c a n a l 	 K a n a l   a y a r l a r 1  	 C  i   t   k  n h 	 P e n g a t u r a n   s a l u r a n 	 S e t i n g   s a l u r a n 	 	H	(	2	  8	G		?			M	8		 	 	 	 C s a t o r n a b e  l l  t  s o k 	 	 	 	 K a n a a l i n s t e l l i n g e n 	 	 	 S e t r i   c a n a l 	 	 	   	 	 	 *F8E'*  'F'D	 	 	 							  										 	 	 	 



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	     	 A m a s e t h i n g i   e s h a n e l i 	 U s e t o   l w e j e l o 	 M i p a n g i l i o   y a   i d h a a 	 K a n a a l s t e l l i n g s 	 K a n a l o   n u o s t a t o s 	 K a n l u   i e s t a t +j u m i 	 K a n a l i   s  t t e d 	 1lkk  oauavve	   	 S e t r i   c a n a l 	 
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 
 S T R I N G _ M T P N P _ C B _ L A N G U A G E 	 M E R C U R Y 	 I C O N T E X T 	 C B   M e n u   L a n g u a g e   C e l l   B r o a d c a s t   S t r i n g 	 L a n g u a g e s 	  	  	  2)2	 I d i o m a s 	 L a n g u e s 	 S p r a c h e n 	 /7K:8	 L i n g u e 	 'DD:)	 I d i o m a s 	 D i l l e r 	 N g  n   n g 	 B a h a s a 	 B a h a s a 	 -	>	7	>				 	 	 	 N y e l v e k 	 	 	 	 T a l e n 	 	 	 L i m b i 	 	 	 	 	 	 2('F  G'	 	 	 					 	 	 	 




	 	 I z i l i m i 	 I i l w i m i 	 L u g h a 	 T a l e 	 K a l b o s 	 V a l o d a s 	 K e e l e d 	 <efxve	 	 L i m b i 	 -
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 
 S T R I N G _ M T P N P _ C B _ M E S S A G E _ B O D Y 	 M E R C U R Y 	 T I T L E 	 C B   M e n u   M e s s a g e   B o d y   S t r i n g 	 M e s s a g e   b o d y 	 
o`gQ[	 Oo`Q[	 @7I-+2I-'2!	 C u e r p o   d e l   m e n s a j e   	 C o r p s   d u   m e s s a g e 	 M i t t e i l u n g s a u f b a u 	 "5;>  A>>1I5=8O	 C o r p o   d e l   m e s s a g g i o 	 E9DHE'*  'D13'D)	 C o r p o   d a   m e n s a g e m 	 0l e t i   g  v d e s i   	 N i   d u n g   t i n   n h n 	 B a d a n   p e s a n 	 B a d a n   m e s e j 	 8		&	G	6	  ,	I	!	@		 	 	 	  z e n e t t  r z s 	 	 	 	 B e r i c h t b o d y 	 	 	 C o n ci n u t u l   m e s a j u l u i 	 	 	   	 	 	 (/FG  ~'E	 	 	 						  				 	 	 	 




  



	   	 U m z i m b a   w o m b i k o 	 I s i q u   s o m y a l e z o 	 M w i l i   w a   u j u m b e 	 B o o d s k a p t e k s 	 P r a n e ai m o   t u r i n y s 	 Z i Fo j u m a   r u m p i s 	 S  n u m i   k e h a 	 @arxdacxiuav  tatkvh	   	 C o n ci n u t u l   m e s a j u l u i 	 8
(
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  ,
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!
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	 8(M&G6  ,!?	 T e k s t i   I   m e s a z h i t 	 							  					 	 	 	 	 	 	 	 C o r p o   d a   m e n s a g e m 
 
 S T R I N G _ M T P N P _ C B _ C H A N N E L _ E N B L _ O P T I O N S 	 M E R C U R Y 	 I C O N T E X T 	 C B   M e n u   I t e m   C e l l   B r o a d c a s t   C h a n n e l s   O p t i o n s   E n a b l e   S t r i n g 	 C h a n n e l   o p t i o n s 	 ;Sx	 S	y	 1'@%7-A
@%	 O p c i o n e s   d e   c a n a l e s 	 O p t i o n s   d e   c a n a l 	 K a n a l o p t i o n e n 	 0@0<5B@K  :0=0;>2	 O p z i o n i   c a n a l e 	 .J'1'*  'DBFH'*	 O p   e s   d e   c a n a l 	 K a n a l   s e  e n e k l e r i   	 C h n   k  n h 	 P i l i h a n   s a l u r a n 	 O p s y e n   s a l u r a n 	 	G	(	2	  5	?		2	M	*		 	 	 	 C s a t o r n a   l e h e t Qs  g e k 	 	 	 	 K a n a a l o p t i e s 	 	 	 O p ci u n i   c a n a l 	 	 	   	 	 	 2FG  G'  'F'D	 	 	 							  											 	 	 	 



  






	   	 O k u k h e t h w a y o   k w a m a s h a n e l i 	 O k u n y e   k w e j e l o 	 C h a g u z i   z a   i d h a a 	 K a n a a l - o p s i e s 	 K a n a l o   p a r i n k t y s 	 K a n l a   o p c i j a s 	 K a n a l i t e   v a l i k u d 	 1lkk  hvavve	   	 O p ci u n i   c a n a l 	 
>
(
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   

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

M

3
M

 	 M_>(G2  ,?3M*A!?	 m u n d e s i t e   e   k a n a l i t 	 					  											 	 	 	 	 	 	 	 O p   e s   d e   c a n a l 
 
 S T R I N G _ M T P N P _ C B _ C H A N N E L _ E N B L _ O P T I O N S _ C A P T I O N 	 M E R C U R Y 	 T I T L E 	 C B   M e n u   I t e m   C e l l   B r o a d c a s t   C h a n n e l s   O p t i o n s   C a p t i o n   S t r i n g 	 C h a n n e l   s e t t i n g s 	 ;S-[	 Sn	 2#1IH2A
@%	 C o n f i g u r a c i  n   d e   c a n a l 	 R  g l a g e s   d e   c a n a l 	 K a n a l e i n s t e l l u n g e n 	 0AB@>9:0  :0=0;>2	 I m p o s t a z i o n i   c a n a l e 	 6(7  'DBFH'*	 D e f i n i   e s   d e   c a n a l 	 K a n a l   a y a r l a r 1  	 C  i   t   k  n h 	 P e n g a t u r a n   s a l u r a n 	 S e t i n g   s a l u r a n 	 	H	(	2	  8	G		?			M	8		 	 	 	 C s a t o r n a b e  l l  t  s o k 	 	 	 	 K a n a a l i n s t e l l i n g e n 	 	 	 S e t r i   c a n a l 	 	 	   	 	 	 *F8E'*  'F'D	 	 	 							  										 	 	 	 



  







	     	 A m a s e t h i n g i   e s h a n e l i 	 U s e t o   l w e j e l o 	 M i p a n g i l i o   y a   i d h a a 	 K a n a a l s t e l l i n g s 	 K a n a l o   n u o s t a t o s 	 K a n l u   i e s t a t +j u m i 	 K a n a l i   s  t t e d 	 1lkk  oauavve	   	 S e t r i   c a n a l 	 
>
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   
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.
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
M

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M

 	 M_>(G2  8G?	 R e g j i s t r i m e t   e   k a n a l i t 	 					  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c a n a l 
 
 S T R I N G _ M T P N P _ C B _ E R R O R _ M E S S A G E 	 M E R C U R Y 	 P O P U P 	 C B   e r r o r   S t r i n g 	 F a i l e d 	 1YWe	 1Y%	 %I!@+%'	 F a l l  	  c h e c 	 F e h l g e s c h l a g e n 	 !1>9	 F a l l i t o 	 A4D	 S e m    x i t o 	 B a _a r 1s 1z   	 T h t   b i 	 G a g a l 	 G a g a l 	 	8	+	2		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 E r o a r e 	 	 	 	 	 	 F'EHAB  (H/	 	 	 					 	 	 	 





  



	 	 K u h l u l e k i l e 	 P h a n z i l e 	 I m e s h i n d w a 	 O n s u k s e s v o l 	 N e p a v y k o 	 N e i z t u r j a 	 N u r j u s 	 Aamxr~e	   	 O p e r a ci a   n u   a   r e u _i t 	 *
0
>

/
*
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M

A
	 ,?+3  9G2>	 D e s h t o i 	 				  					 	 	 	 	 	 	 	 F a l h o u 
 
 S T R I N G _ M T P N P _ C B _ N O T _ R E A D Y _ Y E T 	 M E R C U R Y 	 P O P U P 	 C B   C B   N o t   R e a d y   Y e t !   S t r i n g 	 C B   n o t   r e a d y   y e t 	 Ut-Nˊ
zP	 Yt-N
zP	 C B   "1D!H#I-!	 T r a n s m i s i  n   d e   c e l d a   n o   e s t    l i s t a   t o d a v  a   	 C B   p a s   e n c o r e   p r  t 	 C B   n o c h   n i c h t   b e r e i t 	 >4C;L  8=D>@<0F8>==KE  A>>1I5=89  =5  3>B>2	 C B   n o n   a n c o r a   p r o n t o 	 ,'1M  'DE9'D,), *F*81	 A   d i f u s  o   c e l u l a r   a i n d a   n  o   e s t    p r o n t a 	 C B   h e n  z   h a z 1r   d e i l   	 a n g   x   l  , x i n   i 	 C B   b e l u m   s i a p 	 C B   t i d a k   s e d i a   l a g i 	 C B   	-	@	  $		  $	H	/	>	0	  (	9	@			 	 	 	 A   C B   m  g   n e m   k  s z 	 	 	 	 C B   n o g   n i e t   g e r e e d 	 	 	 C e l u l a   d e   d i f u z a r e    n c   n u   e s t e   p r e g t i t 	 	 	 C B       	 	 	 C B   GFH2  "E'/G  F3*	 	 	 				  				  				  			 	 	 	 C B   


  



  




  


	     	 I - C B   a y i k a l u n g i 	 I - C B   a y i k a l u n g i 	 C B   h a i k o   t a y a r i 	 C B   n o g   n i e   g e r e e d   n i e 	 C B   d a r   n e p a r e n g t a 	 C B   v l   n a v   g a t a v s 	 C B   p o l e   v e e l   v a l m i s 	 C B   de|  zaa}  yg	 C B         	 C e l u l a   d e   d i f u z a r e    n c   n u   e s t e   p r e g t i t 	 C B   
(
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/
A

  $
/
>
1
>
/
?
2
M
2
	 C B   *0M/M_(M$  *M08M$A$  (A9G	 C B   n u k   e s h t e   g a t i   a k o m a 	 							  C B   				  				  				 	 	 	 	 	 	 	 C B   n  o   p r o n t o   a i n d a 
 
 S T R I N G _ M T P N P _ C B _ M S G _ I N D _ I N F O R M A T I O N _ C A P T I O N 	 M E R C U R Y 	 T I T L E 	 C B     I n f o r m a t i o n   S t r i n g 	 I n f o r m a t i o n 	 vܕǌ
	 vsQOo`	 I-!9%	 I n f o r m a c i  n   	 I n f o r m a t i o n 	 I n f o r m a t i o n 	 =D>@<0F8O	 I n f o r m a z i o n i 	 E9DHE'*	 I n f o r m a   o 	 B i l g i   	 T i n   t c   l i  n   q u a n 	 I n f o r m a s i 	 M a k l u m a t 	 8	B		(	>		 	 	 	 I n f o r m  c i  k 	 	 	 	 I n f o r m a t i e 	 	 	 I n f o r m a ci i 	 	 	 	 	 	 '7D'9'*	 	 	 					 	 	 	 





	 	 U l w a z i 	 I i n k c u k a c h a 	 M a e l e z o 	 B e s o n d e r h e d e 	 I n f o r m a c i j a 	 I n f o r m c i j a 	 T e a v e 	 Oereoxiuxv	 	 I n f o r m a ci i 	 5
?
5
0

	 8B(>	 I n f o r m a c i o n i   	 					 	 	 	 	 	 	 	 I n f o r m a   e s 
 
 S T R I N G _ M T P N P _ V M A I L _ M E N U E N T R Y 	 M E R C U R Y 	 I C O N T E X T 	 V o i c e   M a i l   m e n u   i t e m   s t r i n g 	 S I M 2   v o i c e m a i l   s e r v e r 	 S I M aS2 O{	 S I M aS2 O{	 '-"L@!%@4#L@'-#L4!2 	 S e r v i d o r   d e   c o r r e o   d e   v o z   S I M 2 	 S e r v e u r   d e   m e s s a g e r i e   v o c a l e   S I M 2 	 S I M 2 - V o i c e m a i l s e r v e r 	 !5@25@  3>;>A>2>9  ?>GBK  4;O  S I M 2 	 S e r v e r   m a i l   v o c e   S I M 2 	 E3*./E  'D(1J/  AJ  'D(7'B)2 	 S e r v i d o r   d e   c o r r e i o   d e   v o z   d e   S I M 2 	 S I M 2   s e s l i   p o s t a   s u n u c u s u 	 H p   t h   n g    m   S I M 2 	 S e r v e r   p e s a n   s u a r a   S I M 2 	 P e l a y a n   m e l   s u a r a   S I M 2 	 S I M 2   5	I	/	8	  .	G	2	  8	0	M	5	0		 	 	 	 S I M 2   h a n g p o s t a   k i s z o l g  l  	 	 	 	 S I m 2   v o i c e m a i l s e r v e r 	 	 	 S e r v e r   m e s a g e r i e   v o c a l   S I M 2 	 	 	       S I M 2 	 	 	 31H1  ~3*  5H*  S I M 2 	 	 	 				  		  				  				  								 	 	 	 


2   



  



  




	 2       	 I s e v a   y e m e y i l i   y e z w i   y e - S I M 2 	 I m e y l   s e v a   y e l i z w i   y e S I M 2 	 S e v a   y a   b a r u a   y a   s a u t i   y a   S I M 2 	 S I M 2 - s t e m p o s b e d i e n e r 	 2   S I M   k o r t e l s   b a l s o   p a at o   s e r v e r i s 	 S I M 2   b a l s s   p a s t a   s e r v e r i s 	 S I M 2   h   l p o s t i   s e r v e r 	 S I M 2   qauvaukv  x}k  }e~e	 S I M 2         	 S e r v e r   m e s a g e r i e   v o c a l   S I M 2 	 S I M 2   5
K
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M
8
M
  .
F
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2
M

   8
0
M

 5
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0
M

 	 S I M 2   8M50  .G2  80M-0	 N y j a   e   s e k r e t a r i s e   S I M 2 	 			2   			  				  							  	 	 	 	 	 	 	 	 S e r v i d o r   d e   c o r r e i o   d e   v o z   d o   S I M 2 
 
 S T R I N G _ M T P N P _ V M _ C O N N E C T _ T O _ V O I C E _ I D 	 M E R C U R Y 	 I C O N T E X T 	 M e s s a g e   C o n n e c t   t o   V o i c e   S t r i n g 	 C a l l   v o i c e m a i l 	 d_O{	 |TSO{	 B#'-"L@!%	 L l a m a r   a l   c o r r e o   d e   v o z 	 A p p e l e r   m e s s a g e r i e   v o c a l e 	 V o i c e m a i l   a n r u f e n 	 >4:;NG8BLAO  :  3>;>A>2><C  OI8:C	 C h i a m a   m a i l   v o c e 	 'D(1J/  'D5H*J  DD'*5'D'*	 L i g a r   a   c o r r e i o   d e   v o z 	 S e s l i   p o s t a y 1  a r a   	 G i   h p   t h   n g    m 	 H u b u n g i   p e s a n   s u a r a 	 P a n g g i l   m e l   s u a r a 	 	I	2	  5	I	/	8	  .	G	2		 	 	 	 H a n g p o s t a   h  v  s a 	 	 	 	 V o i c e m a i l   o p b e l l e n 	 	 	 A p e l a r e   m e s a g e r i e   v o c a l 	 	 	       	 	 	 *E'3  ~3*  5H*	 	 	 				  				  		  					 	 	 	 



  



  




  


	     	 S h a y e l a   i m e y i l i   y e z w i 	 F o w n e l a   i m e y l   y e l i z w i 	 P i g a   s i m u   k w a   b a r u a   y a   s a u t i 	 B e l   s t e m p o s 	 B a l s o   l a i ak o   s k a m b u t i s 	 Z v a n +t   b a l s s   p a s t a m 	 H e l i s t a   k  n e p o s t i 	 Dkaval  qauvaukv  x}kv	       	 A p e l a r e   m e s a g e r i e   v o c a l 	 
K
3
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   5
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M
8
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  .
F
/
?
2
M

 	 8M50  .G2  2  0(M$A	 T h i r r   s e k r e t a r i n e 	 			  				  		  				 	 	 	 	 	 	 	 L i g a r   p a r a   m e n s a g e m   d e   v o z 
 
 S T R I N G _ M T P N P _ S M S _ M E M S T A T U S _ P R E F I X _ S I M 	 M E R C U R Y 	 U N L I M 	 M e m o r y   S t a t u s   d i s p l a y   p r e f i x   f o r   S I M 	 S I M 2 : 	 S I M aS2 	 S I M aS2 	 4!: 	 S I M :   	 S I M   :   	 S I M :   	 S I M 2 :   	 S I M : 	 'D(7'B): 	 S I M :   	 S I M :   	 S I M :   	 S I M :   	 S I M : 	 S I M : 	 	 	 	 S I M : 	 	 	 	 S I M : 	 	 	 S I M : 	 	 	 S I M : 	 	 	 S I M : 	 	 	 S I M :   	 	 	 	 


: 	 :   	 I - S I M : 	 I - S I M : 	 S I M : 	 S I M :   	 S I M   k o r t e l :   	 S I M :   	 S I M :   	 S I M ` 	 S I M : 	 S I M :   	 S I M : 	 S I M :   	 S I M : 	 			: 	 	 	 	 	 	 	 	 S I M :   
 
 S T R I N G _ M T P N P _ S M S _ M E M S T A T U S _ P R E F I X _ P H O N E 	 M E R C U R Y 	 U N L I M 	 M e m o r y   S t a t u s   d i s p l a y   p r e f i x   f o r   P H O N E 	 P h o n e :   	 Kb_j	 Kb:g	 B#(1L: 	 T e l  f o n o :   	 T  l  p h o n e   :   	 T e l e f o n :   	 "5;5D>=:   	 T e l e f o n o : 	 'D,H'D: 	 T e l e f o n e :   	 T e l e f o n :   	 M  y : 	 T e l e p o n :   	 T e l e f o n : 	 +	K	(	: 	 	 	 	 T e l e f o n s z  m : 	 	 	 	 T e l e f o o n : 	 	 	 T e l e f o n : 	 	 	 : 	 	 	 *DAF: 	 	 	 			: 	 	 	 	 


: 	 :   	 I f o n i : 	 I f o w n i : 	 S i m u : 	 F o o n :   	 T e l e f o n a s :   	 T e l e f o n s :   	 T e l e f o n :   	 @e|amx}]	 : 	 T e l e f o n :   	 +
K
#
M

 : 	 +K(: 	 T e l e f o n i : 	 			: 	 	 	 	 	 	 	 	 T e l e f o n e :   
 
 S T R I N G _ M T P N P _ P R O F I L E _ S E T T I N G _ M E N U E N T R Y 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   P r o f i l e   S e t t i n g     S M S     S t r i n g 	 P r o f i l e   s e t t i n g s 	 !j_-[	 !j_n	 2#1IH2B#D%L	 C o n f i g u r a c i  n   d e   p e r f i l   	 R  g l a g e s   d e   p r o f i l 	 P r o f i l e i n s t e l l u n g e n 	 0AB@>9:8  ?@>D8;O	 I m p o s t a z i o n i   p r o f i l o 	 6(7  'DFE7	 D e f i n i   e s   d e   p e r f i l 	 P r o f i l   a y a r l a r 1  	 C  i   t   c h   	 P e n g a t u r a n   p r o f i l 	 S e t i n g   p r o f i l 	 *	M	0	K	+	>		2	  8	G		?			M	8		 	 	 	 P r o f i l   b e  l l  t  s o k 	 	 	 	 P r o f i e l i n s t e l l i n g e n 	 	 	 S e t r i   p r o f i l 	 	 	   	 	 	 *F8E'*  FE'G	 	 	 								  						 	 	 	 







  







	     	 A m a s e t h i n g i   e p h r o f a y l i 	 U s e t o   l w e p r o f a y l 	 M i p a n g i l i o   y a   p r o f a i l i 	 P r o f i e l i n s t e l l i n g s 	 P r o f i l i o   n u o s t a t o s 	 P r o f i l a   i e s t a t +j u m i 	 P r o f i i l i   s e a d e d 	 Jxklk  oauavve	   	 S e t a r e   p r o f i l 	 *
M
0
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+
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2
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
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
3
M

 	 *M0K+>2  8G?A!?	 R e g j i s t r i m e   t e   p r o f i l i t 	 			' 				  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   p e r f i l 
 
 S T R I N G _ M T P N P _ C O M M O N S E T T I N G _ M E N U E N T R Y 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   S e t u p   C o m m o n   S e t t i n g s   S M S     S t r i n g 	 C o m m o n   s e t t i n g s 	  N,-[	 r`n	 2#1IH2#H'!	 C o n f i g u r a c i  n   c o m  n   	 R  g l a g e   g  n  r a l 	 A l l g e m e i n e   E i n s t e l l u n g e n 	 1I85  =0AB@>9:8	 I m p o s t a z i o n i   c o m u n i 	 6(7  'D-'D)	 D e f i n i   e s   c o m u n s 	 O r t a k   a y a r l a r   	 C  i   t   t r n g   t h  i 	 P e n g a t u r a n   u m u m 	 S e t i n g   u m u m 	 8	>	.	>	(	M	/	  8	G		?			M	8		 	 	 	 K  z  s   b e  l l  t  s o k 	 	 	 	 G e m e e n s c h a p p e l i j k e   i n s t e l l i n g e n 	 	 	 S e t r i   c o m u n e 	 	 	   	 	 	 *F8E'*  E4*1	 	 	 			  										 	 	 	 






  







	     	 A m a s e t h i n g i   a j w a y e l e k i l e 	 U s e t o   o l u q h e l e k i l e y o 	 M i p a n g i l i o   y a   k a w a i d a 	 A l g e m e n e   i n s t e l l i n g s 	 B e n d r o s i o s   n u o s t a t o s 	 K o p j i e   i e s t a t +j u m i 	 T a v a s e a d e d 	 8vdpavx  oauavve	   	 S e t a r e   c o m u n 	 *
J
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
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3
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 	 8>'>0#  8G?A!?	 R e g j i s t r i m e   t e   z a k o n s h m e 	 						  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   c o m u n s 
 
 S T R I N G _ M T P N P _ P R E F E R E D S T O R A G E _ M E N U E N T R Y 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   S e t u p   P r e f e r r e d   S t o r a g e   S M S     S t r i n g 	 P r e f e r r e d   s t o r a g e 	 x2QX[MOn	 	PX[MOn	 5H@G5H@%7-C
I	 A l m a c e n a m i e n t o   p r e f e r i d o 	 S t o c k a g e   p r  f  r  	 B e v o r z u g t e s   S p e i c h e r m e d i u m 	 @54?>GB8B5;L=0O  ?0<OBL	 A r c h i v i a z i o n e   p r e f e r i t a 	 E.2F	 A r m a z e n a m e n t o   p r e f e r i d o 	 T e r c i h   e d i l e n   b e l l e k   	 V   t r    l u   u   t i  n 	 P e n y i m p a n a n   y a n g   d i p i l i h 	 P e n s t o r a n   k e u t a m a a n 	 	'	?	.	>	(	M	/	  8	M		K	0	G			 	 	 	 E l Qn y b e n   r  s z e s  t e t t   h  t t  r t  r 	 	 	 	 V o o r k e u r s o p s l a g 	 	 	 L o c a ci e   p r e f e r a t   p e n t r u   m e m o r a r e 	 	 	   	 	 	 E-D  0.1G  /D.H'G	 	 	 							  							  						 	 	 	 



  



  










	   	 I s i l o n d i   e s i t h a n d w a y o 	 I n d a w o   y o k u g c i n a   e t h a n d w a y o 	 H i f a d h i   i n a y o p e n d e l e w a 	 V o o r k e u r b e r g p l e k 	 P a g e i d a u t i n a   a t m i n t i n 	 S a g l a b aa n a s   p r e f e r e n c e 	 E e l i s t a t u d   s a l v e s t u s k o h t 	 3eada}~xr  pkwxrxiuav  }a	     	 S t o c a r e   p r e f e r a t 	 *
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	 *8(M&?$  7MK0G	 R u a j t j a   e   p r e f e r u a r 	 										  				  								 	 	 	 	 	 	 	 A r m a z e n a m e n t o   p r e f e r i d o 
 
 S T R I N G _ M T P N P _ P R O F I L E _ N A M E 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 S M S   P r o f i l e   N a m e   S t r i n g 	 P r o f i l e   n a m e 	 !j_
T1z	 !j_
Ty	 
7H-B#D%L	 N o m b r e   d e   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 0720=85  ?@>D8;O	 N o m e   p r o f i l o 	 '3E  'DEDA	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1  	 T  n   c a  i   #t   s n 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	>		2	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 	 F'E  FE'G	 	 	 										  				 	 	 	 










  


	   	 I g a m a   l e p h r o f a y l i 	 I g a m a   l e p r o f a y l e 	 J i n a   l a   p r o f a i l i 	 P r o f i e l n a a m 	 P r o f i l i o   p a v a d i n i m a s 	 P r o f i l a   n o s a u k u m s 	 P r o f i i l i   n i m i 	 Jxklk  avxv	   	 N u m e   p r o f i l 	 *
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 
 S T R I N G _ M T P N P _ P R O F I L E _ S C 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 S M S   P r o f i l e   N a m e   S t r i n g 	 S M S C   a d d r e s s 	 !|
-N__x	 wO-N_Sx	 5H-"9H  S M S C 	 D i r e c c i  n   d e l   c e n t r o   d e   s e r v i c i o s 	 A d r e s s e   S M S C 	 S M S C - A d r e s s e 	 4@5A  S C 	 I n d i r i z z o   S C 	 9FH'F  E1C2  .'/E  'D13'&D  'DB5J1)  	 E n d e r e  o   d o   c e n t r o   d e   m e n s a g e n s 	 S M S C   a d r e s i 	 a   c h   S M S C 	 A l a m a t   S M S C 	 A l a m a t     S M S C 	 S C   *	$	>		 	 	 	 S M S C   c  m 	 	 	 	 S M S C - a d r e s 	 	 	 A d r e s   S M S C 	 	 	   S M S C 	 	 	 F4'F  E12  ~'E	 	 	 								  							 	 	 	 S C   






	     	 I k h e l i   l e - S C 	 I d i l e s i   y e S C 	 A n w a n i   y a   S C 	 S M S C - a d r e s 	 S C   a d r e s a s 	 S C   a d r e s e 	 S C   a a d r e s s 	 S C   pa}e	   	 A d r e s   S C 	 S C   5
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
	 S C    ?#>	 A d r e s a   S C 	 S C   										 	 	 	 	 	 	 	 E n d e r e  o   S M S C 
 
 S T R I N G _ M T P N P _ P R O F I L E _ V P 	 M E R C U R Y 	 T I T L E 	 S M S   P r o f i l e   N a m e   S t r i n g 	 V a l i d i t y   p e r i o d 	 !|
	gHeg	 wO	gHeg	 #0"0@'%2@G	 P e r  o d o   d e   v a l i d e z 	 P  r i o d e   d e   v a l i d i t  	 G  l t i g k e i t s d a u e r 	 !@>:  459AB28O	 P e r i o d o   d i   v a l i d i t  	 *'1J.  'D5D'-J)  'D13'&D	 P e r  o d o   d e   v a l i d a d e 	 G e  e r l i l i k   s  r e s i   	 T h  i   h a #n   h #p   l  #  c a   t i n   n h n 	 P e r i o d e   v a l i d i t a s 	 T e m p o h   s a h 	 5	H	'	$	>	  	5	'	?		 	 	 	  r v  n y e s s  g i   i d Q	 	 	 	 G e l d i g h e i d s p e r i o d e 	 	 	 P e r i o a d   d e   v a l a b i l i t a t e 	 	 	   	 	 	 E/*  '9*('1	 	 	 						  							 	 	 	 








  






	   	 I s i k h a t h i   s o k u b a   n e q i n i s o 	 I x e s h a   l o k u b a s e m t h e t h w e n i 	 K i p i n d i   c h a   u h a l a l i 	 G e l d i g h e i d s t y d p e r k 	 G a l i o j i m o   l a i k o t a r p i s 	 D e r +g u m a   p e r i o d s 	 K e h t i v u s p e r i o o d 	 Na~eaoavxiuav  jatoe	     	 P e r i o a d   d e   v a l a b i l i t a t e 	 8
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	 ,H'$>  ,'?	 P e r i u d h a   e   v l e f s h m e r i s e 	 					  				 	 	 	 	 	 	 	 P e r  o d o   d e   v a l i d a d e 
 
 S T R I N G _ M T P N P _ P R O F I L E _ M S G _ T Y P E 	 M E R C U R Y 	 T I T L E 	 S M S   P r o f i l e   N a m e   S t r i n g 	 M e s s a g e   t y p e 	 |v<h_	 S<h_	 
4I-'2!	 T i p o   d e   m e n s a j e 	 T y p e   d e   m e s s a g e 	 M i t t e i l u n g s t y p 	 "8?  A>>1I5=8O	 T i p o   m e s s a g g i o 	 FE7  'D'13'D	 T i p o   d e   m e n s a g e m 	 0l e t i   t  r    	 C h     g i 	 J e n i s   p e s a n 	 J e n i s   m e s e j 	 8		&	G	6	  *	M	0		>	0		 	 	 	  z e n e t   t  p u s a 	 	 	 	 B e r i c h t t y p e 	 	 	 T i p   m e s a j 	 	 	   	 	 	 FH9  ~'E	 	 	 							  							 	 	 	 






  





	   	 U h l o b o   l o m b i k o 	 U h l o b o   l o m y a l e z o 	 A i n a   y a   u j u m b e 	 B o o d s k a p t i p e 	 P r a n e ai m o   t i p a s 	 Z i Fo j u m a   v e i d s 	 S  n u m i t   p 	 @arxdacxiuav  e}ao	   	 T i p   m e s a j 	 8
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 
 S T R I N G _ M T P N P _ S I M 2 P H B _ M O V E _ S I M 2 T O P H O N E 	 P h o n e B o o k 	 I C O N T E X T 	 M o v e   F o r   S l a v e   F r o m   S I M 2   t o   P h o n e 	 F r o m   S I M 2   t o   P h o n e 	 _S I M aS2 Kb_j	 NS I M aS2 0RKb:g	 "I2"24!2   DB#(1L	 M o v e r   d e s d e   S I M 2   h a s t a   e l   t e l  f o n o 	 D  p l a c e r   d e   S I M 2   v e r s   t  l  p h o n e 	 V o n   S I M 2   z u m   T e l e f o n   v e r s c h i e b e n 	 C   S I M 2   =0  B5;5D>=	 S p o s t a   d a   S I M 2   a l   t e l e f o n o 	 'F*B'D  EF  'D(7'B)2   'DJ  'DG'*A	 M o v e r   d o   S I M 2   p a r a   o   t e l e f o n e 	 S I M 2 ' d e n   t e l e f o n a   t a _1  	 T   S I M 2   c h u y n   n   m  y 	 P i n d a h k a n   d a r i   S I M 2   k e   t e l e p o n 	 A l i h   d a r i   S I M 2   k e   t e l e f o n 	 S I M 2   8	G	  +	K	(	  .	G		  	I	*	@	  	0	G			 	 	 	  t h e l y e z  s   S I M 2 - r Ql   a   t e l e f o n r a 	 	 	 	 V e r p l a a t s e n   v a n   S I M 2   n a a r   t e l e f o o n 	 	 	 M u t a r e   d e   p e   S I M 2    n   t e l e f o n 	 	 	   - S I M 2   	 	 	 'F*B'D  '2  S I M 2   (G  *DAF	 	 	 				  				  				  				 	 	 	 


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	 2         	 H a m b i s a   k u s u k a   k w i - S I M 2   k u y a   e f o n i n i 	 S u s a   k w i S I M 2   i y e   k w i f o w n i 	 N a k i l i   k u t o k a   k w a   S I M 2   h a d i   k w a   s i m u 	 S k u i f   v a n a f   S I M 2   n a   f o o n 	 P e r k e l t i   i a  2   S I M   k o r t e l s   /  t e l e f o n 	 P r c e l t   n o   S I M 2   u z   t e l e f o n u 	 T e i s a l d a   S I M 2 - l t   t e l e f o n i 	 Oeraxmel  S I M 2 - k  dezk  pe|amx}	   S I M 2 -   	 M u t a r e   d e   p e   S I M 2    n   t e l e f o n 	 S I M 2 - 2
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 
 S T R I N G _ M T P N P _ S I M 2 P H B _ M O V E _ S I M 2 T O S I M 1 	 P h o n e B o o k 	 I C O N T E X T 	 M o v e   F o r   S l a v e   F r o m   P h o n e   t o   S I M 2 	 F r o m   S I M 2   t o   S I M 1 	 _S I M aS2 S I M aS1 	 NS I M aS2 0RS I M aS1 	 "I2"24!2   D4!1 	 M o v e r   d e s d e   S I M 2   h a s t a   S I M 1 	 D  p l a c e r   d e   S I M 2   v e r s   S I M 1 	 V o n   S I M 2   z u   S I M 1   v e r s c h i e b e n 	 !  S I M 2   =0  S I M 1 	 S p o s t a   d a   S I M 2   a   S I M 1 	 'F*B'D  EF  'D(7'B)2   'DJ  'D(7'B)1 	 M o v e r   d o   S I M 2   p a r a   o   S I M 1 	 S I M 2 ' d e n   S I M 1 ' e   t a _1  	 T   S I M 2   c h u y n   n   S I M 1 	 P i n d a h k a n   d a r i   S I M 2   k e   S I M 1 	 A L i h   d a r i   S I M 2   k e   S I M 1 	 S I M 2   8	G	  S I M 1   .	G		  	I	*	@	  	0	G			 	 	 	  t h e l y e z  s   S I M 2 - r Ql   S I M 1 - r e 	 	 	 	 V e r p l a a t s e n   v a n   S I M 2   n a a r   S I M 1 	 	 	 M u t a r e   d e   p e   S I M 2   p e   S I M 1 	 	 	   - S I M 2   - S I M 1 	 	 	 'F*B'D  '2  S I M 2   (G  S I M 1 	 	 	 				  				  					  				 	 	 	 


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 S T R I N G _ M T P N P _ S I M 1 _ S T O R A G E _ F U L L 	 P h o n e B o o k 	 P O P U P 	 M e s s a g e   f o r   S I M 1   I S   F u l l 	 S I M 1   s t o r a g e   f u l l 	 S I M aS1 ]n	 S I M aS1 ]n	 5H@G4!1   @G!	 A l m a c e n a m i e n t o   d e   S I M 1   l l e n o .   	 S t o c k a g e   S I M 1   p l e i n 	 S I M 1 - S p e i c h e r   v o l l 	 0@B0  S I M 1   70?>;=5=0	 A r c h i v i a z i o n e   S I M 1   p i e n a 	 'D(7'B)1 EED$)	 M e m  r i a   d e   S I M 1   c h e i a 	 S I M   b e l l e i   d o l u   	 S I M 1      y 	 P e n y i m p a n a n   d i   S I M 1   p e n u h 	 S i m p a n a n   S I M 1   p e n u h 	 S I M 1   8	M		K	0	G		  *	B	0	M	#		 	 	 	 A   S I M 1   m e g t e l t 	 	 	 	 S I M 1   o p s l a g   v o l 	 	 	 M e m o r i e   S I M 1   p l i n 	 	 	 S I M 1       	 	 	 E-D  0.1G  S I M 1   ~1  '3*	 	 	 				  		  							  					  									 	 	 	 


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 
 S T R I N G _ M T P N P _ S I M 2 _ S T O R A G E _ F U L L 	 P h o n e B o o k 	 P O P U P 	 M e s s a g e   f o r   S I M 2   I S   F u l l 	 S I M 2   s t o r a g e   f u l l 	 S I M aS2 ]n	 S I M aS2 ]n	 5H@G4!2   @G!	 A l m a c e n a m i e n t o   d e   S I M 2   l l e n o .   	 S t o c k a g e   S I M 2   p l e i n 	 S I M 2 - S p e i c h e r   v o l l 	 0@B0  S I M 2   70?>;=5=0	 A r c h i v i a z i o n e   S I M 2   p i e n a 	 'D'D(7'B)2   EED$)	 M e m  r i a   d e   S I M 2   c h e i a 	 S I M 2   b e l l e i   d o l u   	 S I M 2      y 	 P e n y i m p a n a n   d i   S I M 2   p e n u h 	 S i m p a n a n   S I M 2   p e n u h 	 S I M 2   8	M		K	0	G		  *	B	0	M	#		 	 	 	 A   S I M 2   m e g t e l t 	 	 	 	 S I M 2   o p s l a g   v o l 	 	 	 M e m o r i e   S I M 2   p l i n 	 	 	 S I M 2       	 	 	 E-D  0.1G  S I M 2   ~1  '3*	 	 	 				  		  							  					  									 	 	 	 


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	 2     	 I s i l o n d i   s e - S I M 2   s i g c w e l e 	 I n d a w o   y o k u g c i n a   y e S I M 2   i g c w e l e 	 H i f a d h i   y a   S I M 2   i m e j a a 	 S I M 2   s e   b e r g p l e k   v o l 	 2   S I M   k o r t e l s   a t m i n t i n   p i l n a 	 S I M 2   k r t u v e   p i l n a 	 S I M 2   m  l u   t  i s 	 S I M 2 - k  pkwxrxiuxvh  lkv  g	 S I M 2 -       	 M e m o r i e   S I M 2   p l i n 	 S I M 2   8
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 
 S T R I N G _ M T P N P _ S I M 2 P H B _ A D D _ N E W _ E N T R Y 	 P h o n e B o o k 	 I C O N T E X T 	 A d d   N e w   E n t r y   T o   S I M 2 	 T o   S I M 2 	 S I M aS2 	 S I M aS2 	 D4!2 	 H a c i a   S I M 2 	 V e r s   S I M 2 	 Z u   S I M 2 	 0  S I M 2 	 A   S I M 2 	 'DJ  'D(7'B)2 	 P a r a   S I M 2 	 S I M 2 ' y e   	 n   S I M 2 	 K e   S I M 2 	 U n t u k   S I M 2 	 S I M 2   .	G			 	 	 	 S I M 2 - r e 	 	 	 	 N a a r   S I M 2 	 	 	 P e   S I M 2 	 	 	 - S I M 2 	 	 	 (G  S I M 2 	 	 	 				  			 	 	 	 


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	 2   	 K u y a   k w i - S I M 2 	 K w i S I M 2 	 K w a   S I M 2 	 N a   S I M 2 	 2   S I M   k o r t e l 	 U z   S I M 2 	 S I M 2 - l e 	 4ezk  S I M 2 	 S I M 2 - 	 P e   S I M 2 	 S I M 2 - 2
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 
 S T R I N G _ M T P N P _ S I M 2 P H B _ D E L E T E A L L 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   A l l   F r o m   S I M 2 	 F r o m   S I M 2 	 _S I M aS2 	 NS I M aS2 	 24!2 	 D e s d e   S I M 2 	 D e   S I M 2 	 V o n   S I M 2 	 !  S I M 2 	 D a   S I M 2 	 EF  'D(7'B)2 	 D o   S I M 2 	 S I M 2 ' d e n   	 T   S I M 2 	 D a r i   S I M 2 	 D a r i   S I M 2 	 S I M 2   8	G		 	 	 	 S I M 2 - r Ql 	 	 	 	 V a n   S I M 2 	 	 	 D e   p e   S I M 2 	 	 	 - S I M 2 	 	 	 '2  S I M 2 	 	 	 			  						 	 	 	 


2 




	 2   	 K u v e l a   k w i - S I M 2 	 I s u k a   k w i S I M 2 	 K u t o k a   k w a   S I M 2 	 V a n a f   S I M 2 	 I a  2   S I M   k o r t e l s 	 N o   S I M 2 	 S I M 2 - l t 	 S I M 2 - k	 S I M 2 -     	 D e   p e   S I M 2 	 S I M 2 - 2
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M
	 S I M 2   0A	 N g a   S I M 2 ? 	 			2 - 					 	 	 	 	 	 	 	 D o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ N L F _ S I M 1 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 M e m o r y   S t a t u s   o f   S I M 1 	 S I M 1   o n l y 	 S I M aS1 	 S I M aS1 	 @	204!1 	 S I M 1   s o l a m e n t e 	 S I M 1   s e u l e m e n t 	 N u r   S I M 1 	 ">;L:>  S I M 1 	 S o l o   S I M 1 	 'D(7'B)1 	 A p e n a s   S I M 1 	 Y a l n 1z c a   S I M 1   	 C h   S I M 1 	 H a n y a   S I M 1 	 S I M 1   S a j a 	 	G	5	2	  S I M 1 	 	 	 	 C s a k   S I M 1 	 	 	 	 A l l e e n   S I M 1 	 	 	 N u m a i   S I M 1 	 	 	 S I M 1   	 	 	 AB7  S I M 1 	 	 	 									  						 	 	 	 




  


1 	 1   	 I - S I M 1   K u p h e l a 	 I - S I M 1   K u p h e l a 	 S I M 1   T u 	 S l e g s   S I M 1 	 T i k   1   S I M   k o r t e l 	 T i k a i   S I M 1 	 A i n u l t   S I M 1 	 Dkauv  S I M 1 	   S I M 1     	 N u m a i   S I M 1 	 S I M 1   .
>
$
M
0

	 G,3  S I M 1 	 S I M 1   v e t e m 	 				  			1 	 	 	 	 	 	 	 	 S I M 1   a p e n a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 P H B _ N L F _ S I M 2 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 S I M 2   o n l y 	 S I M 2   o n l y 	 S I M aS2 	 S I M aS2 	 @	204!2 	 S I M 2   s o l a m e n t e 	 S I M 2   s e u l e m e n t 	 N u r   S I M 2 	 ">;L:>  S I M 2 	 S o l o   S I M 2 	 'D(7'B)2 	 A p e n a s   S I M 2 	 Y a l n 1z c a   S I M 2   	 C h   S I M 2 	 H a n y a   S I M 2 	 S I M 2   s a j a 	 	G	5	2	  S I M 2 	 	 	 	 C s a k   S I M 2 	 	 	 	 A l l e e n   S I M 2 	 	 	 N u m a i   S I M 2 	 	 	 S I M 2   	 	 	 AB7  S I M 2 	 	 	 									  						 	 	 	 




  


2 	 2   	 I - S I M 2   k u p h e l a 	 I - S I M 2   k u p h e l a 	 S I M   2   t u 	 S l e g s   S I M 2 	 T i k   2   S I M   k o r t e l 	 T i k a i   S I M 2 	 A i n u l t   S I M 2 	 Dkauv  S I M 2 	   S I M 2 	 N u m a i   S I M 2 	 S I M 2   .
>
$
M
0

	 G,3  S I M 2 	 S I M 2   v e t e m 	 	 	 	 	 	 	 	 	 S I M 2   a p e n a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ N L F _ A L L 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 A l l 	 A l l 	 hQ	 hQ	 1I+!	 T o d o s 	 T o u t 	 A l l e s 	 A5	 T u t t o 	 CD	 T o d o s 	 T  m    	 T o  n   b 	 S e m u a 	 S e m u a 	 8	-	@		 	 	 	  s s z e s 	 	 	 	 A l l e 	 	 	 T o a t e 	 	 	 	 	 	 GEG	 	 	 				 	 	 	 


	 	 K o n k e 	 K o n k e 	 Z o t e 	 A l l e s 	 V i s u s 	 V i s i 	 K  i k 	 2xlxh	 	 T o a t e 	 
2
M
2
>

	 8.8M$	 T e   g j i t h e 	 					 	 	 	 	 	 	 	 T o d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 1 _ M E M O R Y _ S T A T U S 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 M e m o r y   S t a t u s   o f   S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 'D(7'B)1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 		 	 	 	 


1 	 1 	 I - S I M 1 	 I - S I M 1 	 S I M 1 	 S I M 1 	 1   S I M   k o r t e l 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 			1 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ M E M O R Y _ S T A T U S 	 P h o n e B o o k 	 U N L I M 	 M e m o r y   S t a t u s   o f   S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 'D(7'B)2 	 S I M 2 	 S I M 2   	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 		 	 	 	 


2 	 2 	 I - S I M 2 	 I - S I M 2 	 S I M 2 	 S I M 2 	 2   S I M   k o r t e l 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 P H B _ P R E S T O R A G E 	 P h o n e B o o k 	 H I N T ,   I C O N T E X T 	 M e m o r y   S t a t u s   o f   S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 'D(7'B)2 	 S I M 2 	 S I M 2   	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 		 	 	 	 


2 	 2 	 I - S I M 2 	 I - S I M 2 	 S I M 2 	 S I M 2 	 2   S I M   k o r t e l 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ P H B _ S O S L I S T _ I N S I M 1 	 P h o n e B o o k 	 H I N T 	 i n   S I M 1 	 I n   S I M 1 	 S I M aS1 -N	 S I M aS1 -N	 C4!1 	 e n   S I M 1 :   	 d a n s   S I M 1 	 i n   S I M 1 	 =0  S I M 1 	 I n   S I M 1 	 AJ  'D(7'B)1 	 n o   S I M 1 	 S I M 1 ' d e   	 T r o n g   S I M 1 	 D i   S I M 1 	 d a l a m   S I M 1 	 S I M 1   .	G			 	 	 	 S I M 1 - e n 	 	 	 	 i n   S I M 1 	 	 	 p e   S I M 1 	 	 	 - S I M 1 	 	 	 /1  S I M 1 	 	 	 S I M 	- 		 	 	 	 


1   

	 1   	 k u k w i - S I M 1 	 k w i S I M 1 	 k w a   S I M 1 	 O p   S I M 1 	 /  1   S I M   k o r t e l 	 S I M 1 	 S I M 1 - l 	 S I M 1 - xt	 S I M 1 - 	 p e   S I M 1 	 S I M 1 - 2
M

 	 S I M 1   0G	 N e   S I M   1 	 			1 - 	  						 	 	 	 	 	 	 	 E m   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ P H B _ S O S L I S T _ I N S I M 2 	 P h o n e B o o k 	 H I N T 	 i n   S I M 2 	 I n   S I M 2 	 S I M aS2 -N	 S I M aS2 -N	 C4!2 	 e n   S I M 2 :   	 d a n s   S I M 2 	 i n   S I M 2 	 =0  S I M 2 	 I n   S I M 2 	 AJ  'D(7'B)2 	 n o   S I M 2 	 S I M 2 ' d e   	 T r o n g   S I M 2 	 D i   S I M 2 	 d a l a m   S I M 2 	 S I M 2   .	G			 	 	 	 S I M 2 - n 	 	 	 	 i n   S I M 2 	 	 	 p e   S I M 2 	 	 	 - S I M 2 	 	 	 /1  S I M 2 	 	 	 S I M 	- 		 	 	 	 


2   

	 2 	 k u k w i - S I M 2 	 k w i S I M 2 	 k w a   S I M 2 	 O p   S I M 2 	 /  2   S I M   k o r t e l 	 S I M 2 	 S I M 2 - l 	 S I M 2 - xt	 S I M 2 - 	 p e   S I M 2 	 S I M 2 - 2
M

 	 S I M 2   0G	 N e   S I M   2 	 	 	 	 	 	 	 	 	 E m   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ F I X E D _ D I A L 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 F i x e d   D i a l   M e n u . 	 S I M 2   f i x e d   d i a l 	 S I M aS2 V[d_	 S I M aS2 V[bS	 B#5H	 M a r c a d o   f i j o 	 C o m p o s i t i o n   f i x e 	 F e s t e   E i n w a h l 	 $8:A8@>20==K5  =><5@0	 C o m p o s i z i o n e   f i s s a 	 '*5'D  1BE  'D+'(*	 M a r c a   o   f i x a 	 S a b i t   a r a m a   	 Q u a y   s   c   n h 	 P a n g g i l a n   t e t a p   d i   S I M 2 	 D a i l a n   t e t a p 	 +	?		M	8	M	!	  !	>	/	2		 	 	 	 R  g z  t e t t   t  r c s  z  s 	 	 	 	 V a s t   k i e z e n 	 	 	 A p e l a r e   f i x 	 	 	     	 	 	 4E'1G  1  +'(*	 	 	 									  					 	 	 	 



  



	   	 U k u d a y e l a   o k u g x i l i l e 	 U d a y e l o   o l u z i n z i l e y o 	 U p i g a j i   s i m u   i l i o p a n g i w a 	 V o o r a f b e p a a l d e   n o m m e r s 	 F i k s u o t a s   r i n k i m a s 	 F i k s t i   z v a n i 	 F D N   r e ~i i m 	 Vk}~an  patapa~axt	   	 A p e l a r e   f i x a t 	 +
?

M
8
!
M
  !
/
2
M

 	 8M%?0?C$  !>_2	 R e n i e   f i k s e 	 					  						 	 	 	 	 	 	 	 D i s c a g e m   f i x a   S I M 2 	 	 	 	 	 	 	 	 M a r k a k e t a   f i n k o a 	 N a k a p i r m i n g   p a g - d i a l 	 M a r c a c i  n   f i x a 	 N d   a n a - a p k a r 	 D i a i l i    s e a s t a 
 
 S T R I N G _ M T P N P _ C A L L _ F O R W A R D 	 M E R C U R Y 	 I C O N T E X T 	 C a l l   F o r w a r d 	 C a l l   d i v e r t 	 qIc	 |TSly	 B-*2"	 D e s v i a r   l l a m a d a 	 R e n v o i   d  a p p e l 	 R u f u m l e i t u n g 	 5@504@5A0F8O  2K7>20	 D e v i a   c h i a m a t a 	 '9'/)  'D'*5'D	 D e s v i o   d e   c h a m a d a 	 A r a m a   y  n l e n d i r m e   	 C h u y n   h n g   c u c   g i   	 P e n g a l i h a n   p a n g g i l a n 	 A l i h   p a n g g i l a n 	 	I	2	  *	0	?	5	0	M	$	(		 	 	 	 H  v  s  t i r  n y  t  s 	 	 	 	 G e s p r e k   d o o r v e r b i n d e n 	 	 	 R e d i r e c ci o n a r e   a p e l u r i 	 	 	   	 	 	 'F*B'D  *E'3	 	 	 		  								  				 	 	 	 


  






  	   	 U c i n g o   p h a m b u k i s a 	 P h a m b u k i s a   i f o w n i 	 U c h e p u a j i   s i m u 	 O p r o e p h e r l e i d i n g 	 S k a m b u 
i o   n u k r e i p i m a s 	 Z v a n a   p r a d r e s c i j a 	 K  n e   s u u n a m i n e 	 ?avyk  ~eapa}ea~xxt	   	 D e v i e r e   a p e l 	 
K
3
M

   
$
?
.
>
1
M
1
2
M

 	 2  !>-0M	 T e l e f o n a t a   d e v i j o i 	 		  								  	 	 	 	 	 	 	 	 D e s v i o   d e   c h a m a d a 	 	 	 	 	 	 	 	 D e i a   d e s b i d e r a t u 	 P a g - d i v e r t   n g   t a w a g 	 D e s v  o   d e   c h a m a d a 	 N c h i g h a r a   o k u 	 C l a o n a d h   g l a o n n a 
 
 S T R I N G _ M T P N P _ L I N E _ W A I T 	 M E R C U R Y 	 I C O N T E X T 	 C a l l   W a i t 	 C a l l   w a i t i n g 	 qI{_	 |TSI{_	 *2"@#5"I-	 L l a m a d a   e n   e s p e r a 	 A t t e n t e   d  a p p e l 	 A n k l o p f e n 	 6840=85  2K7>20	 C h i a m a t a   i n   a t t e s a 	 'F*8'1  'D'*5'D	 C h a m a d a   e m   e s p e r a 	 A r a m a   b e k l e t m e   	 C u c   g i   c h 	 P a n g g i l a n   t u n g g u 	 P a n g g i l a n   m e n u n g g u 	 	I	2	  *	M	0	$	@		M	7	>		 	 	 	 H  v  s v  r a k o z t a t  s 	 	 	 	 G e s r e k   i n   d e   w a c h t 	 	 	 T r a n s f e r   a p e l    n   a _t e p t a r e 	 	 	   	 	 	 'F*8'1  *E'3	 	 	 		  										 	 	 	 


  








	   	 U c i n g o   o l u l i n d i l e 	 I f o w n i   i l i n d i l e 	 M w i t o   w a   k u s u b i r i 	 O p r o e p - w a g f u n k s i e 	 S k a m b u 
i o   l a u k i m a s 	 Z v a n a   g a i d +aa n a 	 K  n e   o o t e l 	 ?avyk  }za}xt	   	 A p e l    n   a _t e p t a r e 	 
K
3
M

   5
F
/
?
1
M
1
?

M
	 2  *GM7>0$	 T e l e f o n a t a   n e   p r i t j e 	 		  										 	 	 	 	 	 	 	 C h a m a d a   e m   e s p e r a 	 	 	 	 	 	 	 	 D e i a   z a i n 	 N a g h i h i n t a y   n a   t a w a g 	 C h a m a d a   e n   e s p e r a 	 N c h e r e   o k u 	 G l a o   a g   f e i t h e a m h 
 
 S T R I N G _ M T P N P _ L I N E _ B A R R I N G 	 M E R C U R Y 	 I C O N T E X T 	 C a l l   B a r r i n g 	 C a l l   b a r r i n g 	 qP6R	 |TSP6R	 +I2!2#B#	 B l o q u e o   d e   l l a m a d a 	 B l o c a g e   d  a p p e l 	 A n r u f s p e r r e 	 0?@5B  2K7>2>2	 C h i a m a t a   r i f i u t a t a 	 -81  'D'*5'D	 B a r r a m e n t o   d e   c h a m a d a 	 A r a m a   e n g e l l e m e   	 C u c   g i   l o i   t r 	 P e m b a t a s a n   p a n g g i l a n 	 H a l a n g a n   p a n g g i l a n 	 	I	2	  	5	0	K	'		 	 	 	 H  v  s t i l t  s 	 	 	 	 G e s p r e k   b l o k k e r e n 	 	 	 R e s t r i c ci o n a r e   a p e l u r i 	 	 	     	 	 	 E-/H/*  *E'3	 	 	 		  								 	 	 	 


  





  	   	 U c i n g o   o l u v a l e l w e 	 U t h i n t e l o   l w e f o w n i 	 U z u i a j i   s i m u 	 O p r o e p s p e r r i n g 	 S k a m b u 
i s  d r a u d i m a s 	 Z v a n u   a i z l i e g u m s 	 K  n e p i i r a n g 	 ?avyk  acelaaoxt	   	 B a r a r e   a p e l u r i 	 
K
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M

   ,
>
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
M
	 2  ,G0?	 T e l e f o n a t a   u   p e n g u a 	 		  											 	 	 	 	 	 	 	 B a r r a m e n t o   d e   c h a m a d a s 	 	 	 	 	 	 	 	 D e i - d e b e k a t z a i l e a 	 P a g - b a r   n g   t a w a g 	 R e s t r i c i  n   d e   c h a m a d a 	 O k u   m g b o c h i 	 A g   u r c h o s c   g l a o n n a 
 
 S T R I N G _ M T P N P _ S M S _ M A S T E R _ I N B O X 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 I n b o x   S M S   m e n u   i t e m   S t r i n g 	 S I M 1   I n b o x 	 S I M aS1 6eN{	 S I M aS1 6eN{	 2@I24!1 	 B u z  n   d e   e n t r a d a   S I M 1 	 B o  t e   d e   r  c e p t i o n   S I M 1 	 S I M 1 - P o s t e i n g a n g 	 E>4OI85  =0  S I M 1 	 M e s s a g g i   i n   a r r i v o   S I M 1 	 5F/HB  'DH'1/  AJ  'D(7'B)1 	 P a s t a   r e c e b i d a s   d e   S I M 1 	 S I M 1   G e l e n   K u t u s u   	 H p   t h   n   S I M 1 	 K o t a k   m a s u k   S I M 1 	 P e t i   m a s u k   S I M 1 	 S I M 1   	(	,	I		M	8		 	 	 	 S I M 1   b e  r k e z Q   z e n e t e k 	 	 	 	 S I M 1   P o s t v a k   i n 	 	 	 M e s a j e   p r i m i t e   S I M 1 	 	 	     S I M 1 	 	 	 5F/HB  H1H/  S I M 1 	 	 	 				  		  							 	 	 	 


1   






	 1     	 I - S I M 1   I n b o x 	 I - I n b h o k s   y e S I M 1 	 K i s a n d u k u   - p o k e z i   c h a   S I M 1 	 S I M 1 - I n b u s 	 1   S I M   k o r t e l s   a p l a n k a s    G a u t a  	 S I M 1   i e s kt n e 	 S I M 1   s i s e n d k a s t 	 S I M 1   Dxaukv  prd.   aor	 S I M 1 -       	 M e s a j e   p r i m i t e   S I M 1 	 S I M 1   
(
M

 ,
K

M
8
M
	 S I M 1   (,M8	 S I M 1   I n b o x 	 			1   							 	 	 	 	 	 	 	 C a i x a   d e   e n t r a d a   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   s a r r e r a - o n t z i a 	 S I M 1   I n b o x 	 C a i x a   d e   e n t r a d a   d e   S I M 1 	 S I M 1   i g b e   o z i   m m b a t a 	 B o s c a   I s t e a c h   S I M 1 
 
 S T R I N G _ M T P N P _ S M S _ S L A V E _ I N B O X 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 I n b o x   S M S   m e n u   i t e m   S t r i n g 	 S I M 2   I n b o x 	 S I M aS2 6eN{	 S I M aS2 6eN{	 2@I24!2 	 B u z  n   d e   e n t r a d a   S I M 2   	 B o  t e   d e   r  c e p t i o n   S I M 2 	 S I M 2 - P o s t e i n g a n g 	 E>4OI85  =0  S I M 2 	 M e s s a g g i   i n   a r r i v o   S I M 2 	 5F/HB  'DH'1/  AJ  'D(7'B)2 	 P a s t a   r e c e b i d a s   d e   S I M 1 	 S I M 2   G e l e n   K u t u s u   	 H p   t h   n   S I M 2 	 K o t a k   p e s a n   S I M 2 	 P e t i   m a s u k   S I M 2 	 S I M 2   	(	,	I		M	8		 	 	 	 S I M 2   b e  r k e z Q   z e n e t e k 	 	 	 	 S I M 2   P o s t v a k   i n 	 	 	 M e s a j e   p r i m i t e   S I M 2 	 	 	     S I M 2 	 	 	 5F/HB  H1H/  S I M 2 	 	 	 				  		  							 	 	 	 


2   






	 2     	 I - S I M 2   I n b o x 	 I - I n b h o k s   y e S I M 2 	 K i s a n d u k u - p o k e z i   c h a   S I M 2 	 S I M 2 - I n b u s 	 2   S I M   k o r t e l s   a p l a n k a s    G a u t a  	 S I M 2   i e s kt n e 	 S I M 2   s i s e n d k a s t 	 S I M 2   Dxaukv  prd.   aor	 S I M 2 -       	 M e s a j e   p r i m i t e   S I M 2 	 S I M 2   
(
M

 ,
K

M
8
M
	 S I M 2   (,M8	 S I M 2   I n b o x 	 			2   							 	 	 	 	 	 	 	 C a i x a   d e   e n t r a d a   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   s a r r e r a - o n t z i a 	 S I M 2   I n b o x 	 C a i x a   d e   e n t r a d a   d e   S I M 2 	 S I M 2   i g b e   o z i   m m b a t a 	 B o s c a   I s t e a c h   S I M 2 
 
 S T R I N G _ M T P N P _ S M S _ M A S T E R _ O U T B O X 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 O u t b o x   S M S   m e n u   i t e m   S t r i n g 	 S I M 1   O u t b o x 	 S I M aS1 [N{	 S I M aS1 SN{	 2--4!1 	 B u z  n   d e   s a l i d a   S I M 1 	 B o  t e   d ' e n v o i   S I M 1 	 S I M 1 - P o s t a u s g a n g 	 AE>4OI85  =0  S I M 1 	 M e s s a g g i   i n   u s c i t a   S I M 1 	 5F/HB  'D-A8  AJ  'D(7'B)1 	 P a s t a   e n v i a d a s   d e   S I M 1 	 S I M   G i d e n   K u t u s u   	 H p   t h   i   S I M 1 	 K o t a k   k e l u a r   S I M 1 	 P e t i   k e l u a r   S I M 1 	 S I M 1   				,	I		M	8		 	 	 	 S I M 1   k i m e n Q   z e n e t e k 	 	 	 	 S I M 1   P o s t v a k   u i t 	 	 	 C s u c  i e _i r i   S I M 1 	 	 	     S I M 1 	 	 	 5F/HB  .1H,  S I M 1 	 	 	 				  		  								 	 	 	 


1   







	 1     	 I - S I M 1   O u t b o x 	 I - O u t b h o k s   y e S I M 1 	 K i s a n d u k u - t o a   c h a   S I M 1 	 S I M 1 - U i t b u s 	 1   S I M   k o r t e l s   a p l a n k a s    S i u n 
i a m a  	 S I M 1   i z s kt n e 	 S I M 1   v  l j u n d k a s t 	 S I M 1   5laukv  prd.   aor	 S I M 1 -       	 C s u c  i e _i r i   S I M 1 	 S I M 1   

M

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8
M
	 S I M 1   	,M8	 S I M 1   O u t b o x 	 			1   								 	 	 	 	 	 	 	 C a i x a   d e   s a  d a   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   i r t e e r a - o n t z i a 	 S I M 1   O u t b o x 	 C a i x a   d e   s a  d a   d e   S I M 1 	 S I M 1   i g b e   o z i   p p 	 B o s c a   A m a c h   S I M 1 
 
 S T R I N G _ M T P N P _ S M S _ S L A V E _ O U T B O X 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 O u t b o x   S M S   m e n u   i t e m   S t r i n g 	 S I M 2   O u t b o x 	 S I M aS2 [N{	 S I M aS2 SN{	 2--4!2 	 B u z  n   d e   s a l i d a   S I M 2 	 B o  t e   d ' e n v o i   S I M 2 	 S I M 2 - P o s t a u s g a n g 	 AE>4OI85  =0  S I M 2 	 M e s s a g g i   i n   u s c i t a   S I M 2 	 5F/HB  'D-A8  AJ  'D(7'B)2 	 P a s t a   e n v i a d a s   d e   S I M 2 	 S I M 2   G i d e n   K u t u s u   	 H p   t h   i   S I M 2 	 K o t a k   k e l u a r   S I M 2 	 P e t i   k e l u a r   S I M 2 	 S I M 2   				,	I		M	8		 	 	 	 S I M 2   k i m e n Q   z e n e t e k 	 	 	 	 S I M 2   P o s t v a k   u i t 	 	 	 C s u c  i e _i r i   S I M 2 	 	 	     S I M 2 	 	 	 5F/HB  .1H,  S I M 2 	 	 	 				  								 	 	 	 


2   







	 2     	 I - S I M 2   O u t b o x 	 I - O u t b h o k s   y e S I M 2 	 K i s a n d u k u - t o a   c h a   S I M 2 	 S I M 2 - U i t b u s 	 2   S I M   k o r t e l s   a p l a n k a s    S i u n 
i a m a  	 S I M 2   i z s kt n e 	 S I M 2   v  l j u n d k a s t 	 S I M 2   5laukv  prd.   aor	 S I M 2 -       	 C s u c  i e _i r i   S I M 2 	 S I M 2   

M

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	 S I M 2   	,M8	 S I M 2   O u t b o x 	 			2   								 	 	 	 	 	 	 	 C a i x a   d e   s a  d a   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   i r t e e r a - o n t z i a 	 S I M 2   O u t b o x 	 C a i x a   d e   s a  d a   d e   S I M 2 	 S I M 2   i g b e   o z i   p p 	 B o s c a   A m a c h   S I M 2 
 
 S T R I N G _ M T P N P _ S M S _ S H O W _ S T Y L E 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 O u t b o x   S M S   m e n u   i t e m   S t r i n g 	 S h o w   s t y l e 	 o:y<h	 >f:yΘ<h	 A**D%L	 M o s t r a r   e s t i l o   	 A f f i c h e r   s t y l e 	 F o r m   a n z e i g e n 	 !?>A>1  >B>1@065=8O	 M o s t r a   s t i l e 	 916  'D'3DH(	 M o s t r a r   e s t i l o 	 B i  i m i   g  s t e r 	 H i n   t h   p h o n g   c  c h 	 G a y a   t a m p i l a n 	 T u n j u k   s t a i l 	 8	M		>		2	  &	?		>				 	 	 	 S t  l u s   m u t a t  s a 	 	 	 	 S t i j l   t o n e n 	 	 	 A f i _a r e   s t i l 	 	 	   	 	 	 3(  FE'4	 	 	 						  						 	 	 	 





  




	   	 K h o m b i s a   i s i t a y e l a 	 B o n i s a   u h l o b o 	 O n y e s h a   m t i n d o 	 W y s   s t y l 	 R o d y m o   s t i l i u s 	 P a r d +t   s t i l u 	 K u v a   l a a d 	 Qxadel  xsh	   	 A f i _a r e   s t i l 	 6
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	 6H3@  &G>(M$A	 T r e g o   s t i l i n 	 				  									 	 	 	 	 	 	 	 M o s t r a r   e s t i l o 	 	 	 	 	 	 	 	 E s t i l o a   e r a k u t s i 	 I p a k i t a   a n g   i s t i l o 	 M o s t r a r   e s t i l o 	 G o s i p t a   d 	 T a i s p e  i n   s t  l 
 
 S T R I N G _ M T P N P _ S M S _ S H O W _ M I X E D 	 M E R C U R Y 	 H I N T ,   T W O S T A T E 	 O u t b o x   S M S   m e n u   i t e m   S t r i n g 	 S h o w   m i x e d 	 mTo:y	 mT>f:y	 A**!	 M o s t r a r   m e z c l a d o 	 A f f i c h e r   m  l a n g  	 G e m i s c h t   a n z e i g e n 	 <5AB5	 M o s t r a   m i x 	 916  'DEC3	 M o s t r a r   e s t i l o s   c o m b i n a d o s 	 K a r 1_1k   g  s t e r 	 H i n   t h   p h a   t r n 	 T a m p i l a n   d i g a b u n g k a n 	 T u n j u k   c a m p u r a n 	 .	?		M	8	M	!	  &	?		>				 	 	 	 V e g y e s   m u t a t  s a 	 	 	 	 G e m e n g d   t o n e n 	 	 	 A f i _a r e   c o m b i n a t 	 	 	   	 	 	 FE'4  *1(	 	 	 						  						 	 	 	 






  




	   	 K h o m b i s a   o k u x u b e n e 	 B o n i s a   o k u x u t y i w e 	 O n y e s h a   m c h a n g a n y i k o 	 W y s   s a a m 	 M i ar u s   r o d y m a s 	 P a r d +t   m i k s t u 	 K u v a   s e g a r e ~i i m i s 	 Qxadel  ma|h	   	 A f i _a r e   c o m b i n a t 	 .
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	 .?6M0?$  &G>(M$A	 T r e g o   t e   p e r z i e r a t 	 					  			  				  									 	 	 	 	 	 	 	 M o s t r a r   m i s t u r a d o 	 	 	 	 	 	 	 	 E r a k u t s i   n a h a s t u r i k 	 I p a k i t a   a n g   n a k a h a l o 	 M o s t r a r   m e s t u r a d o 	 G o s i p t a   n g w a k r t a 	 T a i s p e  i n   m e a s c t h a 
 
 S T R I N G _ M T P N P _ S M S _ S H O W _ D I V I D E D 	 M E R C U R Y 	 H I N T ,   T W O S T A T E 	 O u t b o x   S M S   m e n u   i t e m   S t r i n g 	 S h o w   d i v i d e d 	 Ro:y	 R _>f:y	 A*AH	 M o s t r a r   d i v i d i d o 	 A f f i c h e r   d i v i s  	 G e t e i l t   a n z e i g e n 	 B45;L=>	 M o s t r a   d i v i s o 	 916  'DEFA5D	 M o s t r a r   e s t i l o s   d i v i d i d o s 	 B  l  m  _  o l a r a k   g  s t e r   	 H i n   t h   t  c h   r i 	 T a m p i l a n   t e r b a g i 	 T u n j u k   d i p i s a h k a n 	 5	?	-	>		?	$	  &	?		>				 	 	 	 M e g o s z t o t t   m u t a t  s a 	 	 	 	 V e r d e e l d   t o n e n 	 	 	 A f i _a r e   d i v i z a t 	 	 	   	 	 	 FE'4  E,2'	 	 	 									  						 	 	 	 




  




	   	 I - s h o w   i h l u k e n e 	 B o n i s a   o k w a h l u l i w e y o 	 O n y e s h a   m g a o 	 W y s   a p a r t 	 P e r s k i r t a s   r o d y m a s 	 P a r d +t   d a l +t u 	 K u v a   j a g a t u d 	 Qxadel  bajavan	   	 A f i _a r e   d i v i z a t 	 5
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	 ,?->  &G>(M$A	 T r e g o   t e   n d a r a t 	 			  			  				  									 	 	 	 	 	 	 	 M o s t r a r   d i v i d i d o 	 	 	 	 	 	 	 	 E r a k u t s i   b a n a t u r i k 	 I p a k i t a   a n g   n a h a t i 	 M o s t r a r   d i v i d i d o 	 G o s i p t a   e k e r e k e 	 T a i s p e  i n   r o i n n t e 
 
 S T R I N G _ M T P N P _ I D _ U C M _ V O I C E _ A C T I V E 	 M E R C U R Y 	 T I T L E ,   C 0 1 7 _ 1 	 A c t i v e   S I M 2   v o i c e   c a l l   s t r i n g 	 S I M 2   v o i c e   a c t i v e 	 S I M aS2 q	 S I M aS2 ݋	 *2"*24!2   32	 V o z   a c t i v a   S I M 2 	 V o i x   S I M 2   a c t i v  e 	 S I M 2 - V o i c e   a k t i v 	 >;>A  G5@57  S I M 2   2:;NG5=	 V o c e   S I M 2   a t t i v a 	 EC'DE)  'D5H*J)  AJ  'D(7'B)2 	 A c t i v a   o   d e   v o z   d e   S I M 2 	 S I M 2   s e s   e t k i n   	 C u c   g i   n g    m   S I M 2 	 S u a r a   d i   S I M 2   a k t i f 	 S u a r a   S I M 2   a k t i f 	 S I M 2   5	I	/	8	  8		M	0	?	/		 	 	 	 A k t  v   S I M 2   h a n g h  v  s 	 	 	 	 S I M 2   g e s p r e k   a c t i e f 	 	 	 A p e l   v o c a l   a c t i v   S I M 2 	 	 	 S I M 2       	 	 	 *E'3  5H*  S I M 2   A9'D  '3*	 	 	 				  		  				  							 	 	 	 


2   



  





  	 2     	 I z w i   e l i s e b e n z a y o   l e - S I M 2 	 I l i z w i   l e S I M 2   l i y a s e b e n z a 	 S I M 2   s a u t i   i n a t u m i k a 	 S I M 2   s t e m   a k t i e f 	 2   S I M   k o r t e l s   b a l s a s   s u a k t y v i n t a s 	 S I M 2   b a l s s   a k t +v a 	 S I M 2   h   l k  n e   a k t i i v n e 	 S I M 2 - k  qauvaukv  oavyh  aok~  g	 S I M 2     	 A p e l   v o c a l   a c t i v   S I M 2 	 S I M 2   5
K
/
M
8
M
  8

@
5

	 S I M 2   8M50  8M0?_	 Z e r i   a k t i v   I   S I M 2 	 			2   			  						  	 	 	 	 	 	 	 	 V o z   S I M 2   a t i v a 	 	 	 	 	 	 	 	 S I M 2   a h o t s   a k t i b o a 	 S I M 2   a k t i b o   a n g   b o s e s 	 V o z   a c t i v a   S I M 2 	 O k u   o l u   S I M 2   n   n ' r 	 S I M 2   g u t h   g n  o m h a c h 
 
 S T R I N G _ M T P N P _ I D _ U C M _ V O I C E _ H O L D 	 M E R C U R Y 	 T I T L E ,   C 0 1 7 _ 1 	 H e l d   S I M 2   v o i c e   c a l l   s t r i n g 	 S I M 2   v o i c e   h e l d 	 S I M aS2 OYu	 S I M aS2 OYu	 *2"*24!2   91	 V o z   e n   e s p e r a   S I M 2 	 V o i x   S I M   e n   a t t e n t e 	 S I M 2 - V o i c e   g e h a l t e n 	 >;>A  G5@57  S I M 2   C45@68205BAO	 V o c e   S I M 2   t r a t t e n u t a 	 E-'A8)  EC'DE)  AJ  'D(7'B)2 	 R e t e n   o   d e   v o z   d e   S I M 2 	 S I M 2   s e s   b e k l e m e d e   	 L u   n g    m   S I M 2 	 S u a r a   d i   S I M 2   d i t a h a n 	 S u a r a   S I M 2   d i t a h a n 	 S I M 2   5	I	/	8	  9	H	2	M	!		 	 	 	 T a r t o t t   S I M 2   h a n g h  v  s 	 	 	 	 S I M 2   g e s p r e k   i n   d e   w a c h t 	 	 	 A p e l   v o c a l    n   a _t e p t a r e   S I M 2 	 	 	 S I M 2       	 	 	 *E'3  5H*  S I M 2   /1  'F*8'1	 	 	 				  		  				  			  				  						 	 	 	 


2   





  



  






	 2     	 I z w i   e l i b a n j i w e   l e - S I M 2 	 I l i z w i   l i S I M 2   l i b a n j i w e 	 S I M 2   s a u t i   i n a s u b i r i 	 S I M 2   s t e m   h o u   a a n 	 2   S I M   k o r t e l s   b a l s a s   s u l a i k y t a s 	 S I M 2   b a l s s   a i z t u r t a 	 S I M 2   h   l k  n e   o o t e l 	 S I M 2 - k  qauvaukv  oavyh  zap~an  g	 S I M 2       	 A p e l   v o c a l   p u s    n   a _t e p t a r e   S I M 2 	 S I M 2   5
K
/
M
8
M
  9
F
2
M

 !
M
	 S I M 2   8M50  9G2M!	 Z e r i   I   m b a j t u r   I   S I M 2 	 			2   			  	' 	  	 	 	 	 	 	 	 	 V o z   S I M 2   m a n t i d a 	 	 	 	 	 	 	 	 S I M 2   a h o t s - d e i a   e t e n d a 	 S I M 1   n a - h o l d   a n g   b o s e s 	 V o z   m a n t i d a   S I M 2 	 O k u   o l u   S I M 2   e j i d e r e 	 S I M 2   g u t h   a r   f i o n r a  
 
 S T R I N G _ M T P N P _ M A S T E R _ R E C E I V E D _ S M S 	 M E R C U R Y 	 P O P U P 	 S M S   w h i l e   r e c e i v i n g   s m s   M e s s a g e   S t r i n g 	 N e w   S I M 1   t e x t   m e s s a g e 	 S I M aS1 e!|
	 S I M aS1 ewO	 I-'2!1'-1)#4!1   C+!H	 S M S   n u e v o   e n   S I M 1 	 N o u v e a u   S M S   S M I 1 	 N e u e   S I M 1 - T e x t n a c h r i c h t 	 >2>5  S M S - A>>1I5=85  =0  S I M 1 	 N u o v o   S M S   S I M 1 	 13'D)  H'1/)  ,/J/)  AJ  'D(7'B)1 	 N o v a   S M S   d e   S I M 1 	 Y e n i   S I M 1   S M S   	 T i n   n h n   m i   S I M 1 	 P e s a n   t e k s   b a r u   d i   S I M 1 	 M e s e j   t e k s   S I M 1   b a r u 	 (	/	>	  S I M 1   	G		M	8	M		  8		&	G	6		 	 	 	  j   S I M 1   s z  v e g e s    z e n e t 	 	 	 	 N i e u w e   S I M 1 - S M S 	 	 	 M e s a j   S M S   n o u   p e   S I M 1 	 	 	   S M S   - S I M 1   	 	 	 ~J'E  E*FI  ,/J/  '2  S I M 1 	 	 	 				  				  		. 		. 		. 	 	 	 	 


  


1   S M S 	   1       	 N e w   S I M 1   S M S 	 N e w   S I M 1   S M S 	 N e w   S I M 1   S M S 	 n u w e   S I M 1   t e k s b o o d s k a p 	 N e w   S I M 1   S M S 	 N e w   S I M 1   S M S 	 N e w   S I M 1   S M S 	 N e w   S I M 1   S M S 	 N e w   S I M 1   S M S 	 N e w   S I M 1   S M S 	 	 	 M e s a z h   t e k s t i   I   r i   I   S I M 1 	 				  			1   			  							 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   t e x t o   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   t e s t u m e z u   b e r r i a 	 B a g o n g   S I M 1   n a   m e n s a h e n g   t e k s t o 	 N o v a   m e n s a x e   d e   t e x t o   d e   S I M 1 	 O z i   e d e r e d e   h r   S I M 1 	 T e a c h t a i r e a c h t   t  a c s   n u a   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ R E C E I V E D _ S M S 	 M E R C U R Y 	 P O P U P 	 S M S   w h i l e   r e c e i v i n g   s m s   M e s s a g e   S t r i n g 	 N e w   S I M 2   t e x t   m e s s a g e 	 S I M aS2 e!|
	 S I M aS2 ewO	 I-'2!1'-1)#4!2   C+!H	 S M S   n u e v o   e n   S I M 2 	 N o u v e a u   S M S   S I M 2 	 N e u e   S I M 2 - T e x t n a c h r i c h t 	 >2>5  S M S - A>>1I5=85  =0  S I M 2 	 N u o v o   S M S   S I M 2 	 13'D)  H'1/)  ,/J/)  AJ  'D(7'B)2 	 N o v a   S M S   d e   S I M 2 	 Y e n i   S I M 2   S M S   	 T i n   n h n   m i   S I M 2 	 P e s a n   t e k s   b a r u   d i   S I M 2 	 M e s e j   t e k s   S I M 2   b a r u 	 (	/	>	  S I M 2   	G		M	8	M		  8		&	G	6		 	 	 	  j   S I M 2   s z  v e g e s    z e n e t 	 	 	 	 N i e u w e   S I M 2 - S M S 	 	 	 M e s a j   S M S   n o u   p e   S I M 2 	 	 	   S M S   - S I M 2   	 	 	 ~J'E  E*FI  ,/J/  '2  S I M 2 	 	 	 				  				  		. 		. 		. 	 	 	 	 


  


2   S M S 	   2       	 N e w   S I M 2   S M S 	 N e w   S I M 2   S M S 	 N e w   S I M 2   S M S 	 n u w e   S I M 2   t e k s b o o d s k a p 	 N e w   S I M 2   S M S 	 N e w   S I M 2   S M S 	 N e w   S I M 2   S M S 	 N e w   S I M 2   S M S 	 N e w   S I M 2   S M S 	 N e w   S I M 2   S M S 	 	 	 M e s a z h   t e k s t i   I   r i   I   S I M 2 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   t e x t o   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   t e s t u m e z u   b e r r i a 	 B a g o n g   S I M 2   n a   m e n s a h e n g   t e k s t o 	 N o v a   m e n s a x e   d e   t e x t o   d e   S I M 2 	 O z i   e d e r e d e   h r   S I M 2 	 T e a c h t a i r e a c h t   t  a c s   n u a   S I M 2 
 
 S T R I N G _ M T P N P _ M A S T E R _ D E L I V E R Y _ R E P O R T _ M E N U E N T R Y 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   D e l i v e r y   r e p o r t   S M S   S t r i n g 	 S I M 1   d e l i v e r y   r e p o r t 	 S I M aS1 P1XJT	 S I M aS1 SbJT	 #2"22#*H4!1 	 I n f o r m e   d e   e n t r e g a   d e   S I M 1 	 R a p p o r t   d e   r  c e p t i o n   S I M 1 	 S I M 1 - S e n d e b e r i c h t 	 BG5B  >  4>AB02:5  4;O  S I M 1 	 R a p p o r t o   d i   c o n s e g n a   S I M 1 	 *B'1J1  'D'13'D  AJ  'D(7'B)1 	 R e l a t  r i o   d e   e n t r e g a   d e   S I M 1 	 S I M 1   i l e t i m   r a p o r u     	 G i   b  o   c  o   S I M 1 	 L a p o r a n   p e n g i r i m a n   d i   S I M 1 	 L a p o r a n   p e n g h a n t a r a n   S I M 1 	 S I M 1   !	?	2	@	5	0	@	  0	?	*	K	0	M			 	 	 	 S I M 1   k  z b e s  t  s i   j e l e n t  s 	 	 	 	 S I M 1 - a f l e v e r i n g s v e r s l a g 	 	 	 R a p o r t   r e m i t e r e   S I M 1 	 	 	 "     S I M 1 	 	 	 2'14  *-HD  S I M 1 	 	 	 				  							    								 	 	 	 


1   






  





	 1     	 I r i p h o t h i   y o k u d i l i v i w e   y e - S I M 1 	 I n g x e l o   y o h a m b i s o   y e S I M 1 	 R i p o t i   y a   S I M 1   y a   u w a s i l i s h a j i 	 S I M 1   a f l e w e r i n g s v e r s l a g 	 1   S I M   k o r t e l s   p r i s t a t y m o   a t a s k a i t a 	 S I M 1   p i e g d e s   a t s k a i t e 	 S I M 1   s a a t m i s r a p o r t 	 S I M 1 - k  a|atav  feoxu	 S I M 1       	 R a p o r t   r e m i t e r e   S I M 1 	 S I M 1   !
F
2
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  1
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	 S I M 1   ,?$0#  0?*K0M	 R a p o r t i   I   d e r g i m i t   S I M 1 	 			1   								  						  	 	 	 	 	 	 	 	 R e l a t  r i o   d e   e n t r e g a   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   b a n a k e t a - t x o s t e n a 	 S I M 1   u l a t   s a   p a g p a p a d a l a 	 I n f o r m e   d e   e n t r e g a   d e   S I M 1 	 R p t   n r u t e   S I M 1 	 A d m h  i l   s e a c h a d t a   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ D E L I V E R Y _ R E P O R T _ M E N U E N T R Y 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   D e l i v e r y   r e p o r t   S M S   S t r i n g 	 S I M 2   d e l i v e r y   r e p o r t 	 S I M aS2 P1XJT	 S I M aS2 SbJT	 #2"22#*H4!2 	 I n f o r m e   d e   e n t r e g a   d e   S I M 2 	 R a p p o r t   d e   r  c e p t i o n   S I M 2 	 S I M 2 - S e n d e b e r i c h t 	 BG5B  >  4>AB02:5  4;O  S I M 2 	 R a p p o r t o   d i   c o n s e g n a   S I M 2 	 *B'1J1  'D'13'D  AJ  'D(7'B)2 	 R e l a t  r i o   d e   e n t r e g a   d e   S I M 2 	 S I M 2   i l e t i m   r a p o r u   	 G i   b  o   c  o   S I M 2 	 L a p o r a n   p e n g i r i m a n   d i   S I M 2 	 L a p o r a n   p e n g h a n t a r a n   S I M 2 	 S I M 2   !	?	2	@	5	0	@	  0	?	*	K	0	M			 	 	 	 S I M 2   k  z b e s  t  s i   j e l e n t  s 	 	 	 	 S I M 2 - a f l e v e r i n g s v e r s l a g 	 	 	 R a p o r t   r e m i t e r e   S I M 2 	 	 	 "     S I M 2 	 	 	 2'14  *-HD  S I M 2 	 	 	 				    							  								 	 	 	 


2   






  





	 2     	 I r i p h o t h i   y o k u d i l i v i w e   y e - S I M 2 	 I n g x e l o   y o h a m b i s o   y e S I M 2 	 R i p o t i   y a   S I M 2   y a   u w a s i l i s h a j i 	 S I M 2   a f l e w e r i n g s v e r s l a g 	 2   S I M   k o r t e l s   p r i s t a t y m o   a t a s k a i t a 	 S I M 2   p i e g d e s   a t s k a i t e 	 S I M 2   s a a t m i s r a p o r t 	 S I M 2 - k  a|atav  feoxu	 S I M 2       	 R a p o r t   r e m i t e r e   S I M 2 	 S I M 2   !
F
2
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  1
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	 S I M 2   ,?$0#  0?*K0M	 R a p o r t i   I   d e r g i m i t   S I M 2 	 	 	 	 	 	 	 	 	 R e l a t  r i o   d e   e n t r e g a   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   b a n a k e t a - t x o s t e n a 	 S I M 2   u l a t   s a   p a g p a p a d a l a 	 I n f o r m e   d e   e n t r e g a   d e   S I M 2 	 R p t   n r u t e   S I M 2 	 A d m h  i l   s e a c h a d t a   S I M 2 
 
 S L A V E _ S T R _ C C _ M O _ S E L E T E C T _ N E T _ C A R D 1 	 M E R C U R Y 	 U N L I M 	 S I M 1   C a l l   m e n u   i t e m   s t r i n g 	 S I M 1   c a l l 	 S I M aS1 q	 S I M aS1 ݋	 *2"4!1 	 L l a m a d a   d e   S I M 1 	 A p p e l   S I M 1 	 S I M 1 - A n r u f 	 K7>2  S I M 1 	 C h i a m a t a   S I M 1 	 EC'DE)  'D(7'B)1 	 C h a m a d a   d e   S I M 1 	 S I M 1   a r a m a   	 C u c   g i   S I M 1 	 P a n g g i l a n   d i   S I M 1 	 P a n g g i l a n   S I M 1 	 S I M 1   	I	2		 	 	 	 S I M 1   h  v  s 	 	 	 	 S I M 1   g e s p r e k 	 	 	 A p e l   S I M 1 	 	 	   S I M 1 	 	 	 *E'3  S I M 1 	 	 	 				  			 	 	 	 


1   


	 1   	 U c i n g o   l w e - S I M 1 	 I f o w n i   y e S I M 1 	 S i m u   y a   S I M 1 	 S I M 1 - o p r o e p 	 1   S I M   k o r t e l s   s k a m b u t i s 	 S I M 1   z v a n s 	 S I M 1   k  n e 	 S I M 1   oavy	 S I M 1   	 A p e l   S I M 1 	 S I M 1   
K
3
M

 	 S I M 1   2	 T e l e f o n a t a   S I M 1 	 			1   			 	 	 	 	 	 	 	 C h a m a d a   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   d e i a 	 S I M 1   n a   t a w a g 	 C h a m a d a   d e   S I M 1 	 O k u   S I M 1 	 G l a o   S I M 1 
 
 S L A V E _ S T R _ C C _ M O _ S E L E T E C T _ N E T _ C A R D 2 	 M E R C U R Y 	 U N L I M 	 S I M 2   C a l l   m e n u   i t e m   s t r i n g 	 S I M 2   c a l l 	 S I M aS2 q	 S I M aS2 ݋  	 *2"4!2 	 L l a m a d a   d e   S I M 2 	 A p p e l   S I M 2 	 S I M 2 - A n r u f 	 K7>2  S I M 2 	 C h i a m a t a   S I M 2 	 EC'DE)  'D(7'B)2 	 C h a m a d a   d e   S I M 2 	 S I M 2   a r a m a 	 C u c   g i   S I M 2 	 P a n g g i l a n   d i   S I M 2 	 P a n g g i l a n   S I M 2 	 S I M 2   	I	2		 	 	 	 S I M 2   h  v  s 	 	 	 	 S I M 2   g e s p r e k 	 	 	 A p e l   S I M 2 	 	 	   S I M 2 	 	 	 *E'3  S I M 2 	 	 	 				  			 	 	 	 


2   


	 2   	 U c i n g o   l w e - S I M 2 	 I f o w n i   y e S I M 2 	 S i m u   y a   S I M 2 	 S I M 2 - o p r o e p 	 2   S I M   k o r t e l s   s k a m b u t i s 	 S I M 2   z v a n s 	 S I M 2   k  n e 	 S I M 2   oavy	 S I M 2   	 A p e l   S I M 2 	 S I M 2   
K
3
M

 	 S I M 2   2	 T e l e f o n a t a   S I M 2 	 	 	 	 	 	 	 	 	 C h a m a d a   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   d e i a 	 S I M 2   n a   t a w a g 	 C h a m a d a   d e   S I M 2 	 O k u   S I M 2 	 G l a o   S I M 2 
 
 S T R I N G _ M T P N P _ S I M 1 	 M E R C U R Y 	 U N L I M 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 (7'B)1 	 S I M 1 	 S I M 1   	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 


1 	 1 	 I - S I M 1 	 I - S I M 1 	 S I M 1 	 S I M 1 	 1   S I M   k o r t e l 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 			1 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 S I M 1 	 S I M 1 	 S I M 1 	 S i m 1 	 S I M 1 
 
 S T R I N G _ M T P N P _ S I M 2 	 M E R C U R Y 	 U N L I M 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 (7'B)2 	 S I M 2 	 S I M 2   	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 


2 	 2 	 I - S I M 2 	 I - S I M 2 	 S I M 2 	 S I M 2 	 2   S I M   k o r t e l 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 S I M 2 	 S I M 2 	 S I M 2 	 S i m 2 	 S I M 2 
 
 S L A V E _ S T R _ C C _ M O _ S E L E T E C T _ S E L E C T _ N E T 	 M E R C U R Y 	 U N L I M 	 N e t   S e l e c t i o n   m e n u   i t e m   s t r i n g 	 N e t   s e l e c t i o n 	 }xS	 	bQ~	 2#@%7-@G	 N o   h a y   u n a   s e l e c c i  n   	 S  l e c t i o n   n e t t e 	 N e t z w a h l 	 K1>@  A5B8	 S e l e z i o n e   r e t e 	 '.*J'1  'D4(C)	 S e l e c   o   d e   r e d e 	 A   s e  i m i   	 C h n   M n g 	 P i l i h a n   I n t e r n e t 	 P i l i h a n   N e t 	 (	G		  	/	(		 	 	 	 H  l  z a t v  l a s z t  s 	 	 	 	 N e t s e l e c t i e 	 	 	 S e l e c t a r e   r e ce a 	 	 	   	 	 	 'F*.'(  4(G	 	 	 			  					  	 	 	 	 


  





	   	 U k u k h e t h w a   k w e n e t 	 U k h e t h o   l o t h u n g e l w a n o 	 U c h a g u z i   w a   m t a n d a o 	 N e t k e u s e 	 T i n k l o   p a r i n k i m a s 	 T +k l a   i z v l e 	 V  r g u   v a l i k 	 Qavk  hvxiuxv	   	 S e l e c t a r e   r e ce a 	 (
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 	 (G  _(  0(M$A	 Z g j e d h j a   n e t 	 			  						 	 	 	 	 	 	 	 S e l e   o   d e   r e d e 	 	 	 	 	 	 	 	 S a r e   a u k e r a k e t a 	 P a g p i l i   n g   n e t 	 S e l e c c i  n   d e   r e d e 	 N e t   n h r 	 R o g h n a i g h   g r  a s  n 
 
 S T R _ S E T T I N G _ I P _ N U M _ A C T 	 M E R C U R Y 	 I C O N T E X T 	 A c t i v e   M a s t e r 	 A c t i v a t e   S I M 1 	 o;mS I M aS1 q	 o;mS I M 1 ݋	 @4324!1 	 A c t i v a r   S I M 1   	 A c t i v e r   S I M 1 	 S I M   1   a k t i v i e r e n 	 :B82=0  :0@B0  S I M 1 	 A t t i v a   S I M 1 	 *F4J7  EC'DE)  'D(7'B)1 	 S I M 1   a c t i v o 	 E t k i n   S I M 1   	 K  c h   h o t   c u c   g i   S I M 1 	 A k t i f k a n   S I M 1 	 A k t i f k a n   S I M 1 	 8	?	.	1   8		M	0	?	/	  	0	G			 	 	 	 S I M 1   a k t i v  l  s a 	 	 	 	 S I M 1   a c t i v e r e n 	 	 	 A c t i v a r e   S I M 1 	 	 	     S I M 1 	 	 	 A9'D  1/F  S I M 1 	 	 	 				  						  					 	 	 	 





  


1 	   1 	 I - S I M 1   e s e b e n z a y o 	 I - S I M 1   e s e b e n z a y o 	 S I M 1   I n a y o t u m i k a 	 A k t i v e e r   S I M 1 	 S u a k t y v i n t a   1   S I M   k o r t e l 	 A k t +v s   S I M 1 	 A k t i i v n e   S I M 1 	 1ok~  S I M 1 	   S I M 1 	 S I M 1   a c t i v 	 S I M 1   8

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	 S I M 1   8M0?_  0(M$A	 S I M 1   a k t i v 	 						  			1 	 	 	 	 	 	 	 	 A t i v a r   S I M 1 	 	 	 	 	 	 	 	 S I M 1   a k t i b a t u 	 P a g a n a h i n   a n g   S I M 1 	 A c t i v a r   S I M 1 	 M e e   k a   S I M 1   r   r 	 C u i r   S I M 1   i   n g n  o m h 
 
 S T R I N T _ M T P N P _ I P _ A C T I V A T E 	 M E R C U R Y 	 I C O N T E X T 	 A c t i v e   S l a v e 	 A c t i v a t e   S I M 2 	 o;mS I M aS2 q	 o;mS I M 2 ݋	 @4324!2 	 A c t i v a r   S I M 2   	 A c t i v e r   S I M 2 	 S I M   2   a k t i v i e r e n 	 :B82=0  :0@B0  S I M 2 	 A t t i v a   S I M 2 	 *F4J7  EC'DE)  'D(7'B)2 	 S I M 2   a c t i v o 	 E t k i n   S I M 2   	 K  c h   h o t   c u c   g i   S I M 1 	 A k t i f k a n   S I M 2 	 A k t i f k a n   S I M 2 	 8	?	.	2   8		M	0	?	/	  	0	G			 	 	 	 S I M 2   a k t i v  l  s a 	 	 	 	 S I M 2   a c t i v e r e n 	 	 	 A c t i v a r e   S I M 2 	 	 	     S I M 2 	 	 	 A9'D  1/F  S I M 2 	 	 	 				  						  					 	 	 	 





  


2 	 2   	 I - S I M 2   e s e b a n z a y o 	 I - S I M 2   e s e b e n z a y o 	 S I M 2   I n a y o t u m i k a 	 A k t i v e e r   S I M 2 	 S u a k t y v i n t a   2   S I M   k o r t e l 	 A k t +v s   S I M 2 	 A k t i i v n e   S I M 2 	 1ok~  S I M 2 	   S I M 2 	 S I M 2   a c t i v 	 S I M 2   8

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 
 S T R I N G _ M T P N P _ C A R D 1 _ C A L L _ H I S T O R Y 	 M E R C U R Y 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 C a l l   H i s t o r y 	 S I M 1   c a l l   h i s t o r y 	 S I M aS1 q	 S I M aS1 ݋U_	 #0'142#B#4!1 	 H i s t o r i a l   d e   l l a m a d a s   d e   S I M 1 	 H i s t o r i q u e   d e s   a p p e l s   S I M 1 	 S I M 1 - A n r u f v e r l a u f 	 AB>@8O  2K7>2>2  4;O  S I M 1 	 S t o r i c o   c h i a m a t e   S I M 1 	 E3,D'*  EC'DE'*  'D(7'B)1 	 H i s t  r i c o   d e   c h a m a d a s   d e   S I M 1 	 S I M 1   a r a m a   g e  m i _i 	 G h i   c h  p   c u c   g i   S I M 1 	 R i w a y a t   p a n g g i l a n   d i   S I M 1 	 S e j a r a h   p a n g g i l a n   S I M 1 	 S I M 1   	I	2	  	$	?	9	>	8		 	 	 	 S I M 1   h  v  s l i s t a 	 	 	 	 G e s p r e k g e s c h i e d e n i s   v a n   S I M 1 	 	 	 R e g i s t r u   a p e l u r i   S I M 1 	 	 	     S I M 1 	 	 	 *'1.G  *E'3  S I M 1 	 	 	 				  		  				  							 	 	 	 


1   


  





	 1     	 U m l a n d o   w o c i n g o   l w e - S I M 1 	 I m b a l i   y o k u f o w u n a   y e S I M 1 	 H i s t o r i a   y a   s i m u   z a   S I M 1 	 S I M 1   o p r o e p g e s k i e d e n i s 	 1   S I M   k o r t e l s   s k a m b u 
i s  i s t o r i j a 	 S I M 1   z v a n u   v s t u r e 	 S I M 1   k  n e   a j a l u g u 	 S I M 1 - k  oavyek  zatxiuxv	 S I M 1 -     	 R e g i s t r u   a p e l u r i   S I M 1 	 S I M 1   
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	 S I M 1   2  $?,C$M$?	 H i s t o r i a   e   t e l e f o n a t a v e   S I M 1 	 			1   		  						  	 	 	 	 	 	 	 	 H i s t  r i c o   d e   c h a m a d a   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1 e k i n   e g i n d a k o   d e i a k 	 K a s a y s a y a n   s a   p a g t a w a g   n g   S I M 1 	 H i s t o r i a l   d e   c h a m a d a s   d e   S I M 1 	 N t a l a   o k u   S I M 1 	 S t a i r   g l a o n n a   S I M 1 
 
 S T R I N G _ M T P N P _ C A L L _ H I S T O R Y 	 M E R C U R Y 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 C a l l   H i s t o r y 	 S I M 2   c a l l   h i s t o r y 	 S I M aS2 q	 S I M aS2 ݋U_	 #0'142#B#4!2 	 H i s t o r i a l   d e   l l a m a d a s   d e   S I M 2 	 H i s t o r i q u e   d e s   a p p e l s   S I M 2 	 S I M 2 - A n r u f v e r l a u f 	 AB>@8O  2K7>2>2  4;O  S I M 2 	 S t o r i c o   c h i a m a t e   S I M 2 	 E3,D'*  EC'DE'*  'D(7'B)2 	 H i s t  r i c o   d e   c h a m a d a s   d e   S I M 2 	 S I M 2   a r a m a   g e  m i _i   	 G h i   c h  p   c u c   g i   S I M 2 	 R i w a y a t   p a n g g i l a n   d i   S I M 2 	 S e j a r a h   p a n g g i l a n   S I M 2 	 S I M 2   	I	2	  	$	?	9	>	8		 	 	 	 S I M 2   h  v  s l i s t a 	 	 	 	 G e s p r e k g e s c h i e d e n i s   v a n   S I M 2 	 	 	 R e g i s t r u   a p e l u r i   S I M 2 	 	 	     S I M 2 	 	 	 *'1.G  *E'3  S I M 2 	 	 	 				  		  				  							 	 	 	 


2   


  





	 2     	 U m l a n d o   w o c i n g o   l w e - S I M 2 	 I m b a l i   y o k u f o w u n a   y e S I M 2 	 H i s t o r i a   y a   s i m u   z a   S I M 2 	 S I M 2   o p r o e p g e s k i e d e n i s 	 2   S I M   k o r t e l s   s k a m b u 
i s  i s t o r i j a 	 S I M 2   z v a n u   v s t u r e 	 S I M 2   k  n e   a j a l u g u 	 S I M 2 - k  oavyek  zatxiuxv	 S I M 2 -     	 R e g i s t r u   a p e l u r i   S I M 2 	 S I M 2   
K
3
M

   
0
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$
M
0

	 S I M 2   2  $?,C$M$?	 H i s t o r i a   e   t e l e f o n a t a v e   S I M 2 	 	 	 	 	 	 	 	 	 H i s t  r i c o   d e   c h a m a d a   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2 r e k i n   e g i n d a k o   d e i a k 	 K a s a y s a y a n   s a   p a g t a w a g   n g   S I M 2 	 H i s t o r i a l   d e   c h a m a d a s   d e   S I M 2 	 N t a l a   o k u   S I M 2 	 S t a i r   g l a o n n a   S I M 2 
 
 S T R I N G _ M T P N P _ M E N U 8 1 0 1 _ R E C E I V E D _ C A L L S 	 M E R C U R Y 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 2   r e c e i v e d   c a l l s 	 S I M 2   r e c e i v e d   c a l l s 	 S I M aS2 ]cq	 S I M aS2 ]c5u݋	 *2"5HDI#14!2 	 L l a m a d a s   r e c i b i d a s   d e   S I M 2 	 A p p e l s   r e  u s   S I M 2 	 S I M 2   e m p f a n g e n e   A n r u f e 	 K7>2K,   ?>;CG5==K5  G5@57  S I M 2 	 C h i a m a t e   r i c e v u t e   S I M 2 	 '1B'E  '3*D'E  'D(7'B)2 	 C h a m a d a s   r e c e b i d a s   d e   S I M 2 	 S I M 2   g e l e n   a r a m a l a r 	 C  c   c u c   g i   n   S I M 2 	 P a n g g i l a n   m a s u k   d i   S I M 2 	 P a n g g i l a n   d i t e r i m a   S I M 2 	 S I M 2   *	M	0	>	*	M	$	  	I	2	G			 	 	 	 S I M 2   f o g a d o t t   h  v  s o k 	 	 	 	 O n t v a n g e n   g e s p r e k k e n   v a n   S I M 2 	 	 	 A p e l u r i   r e c e p ci o n a t e   S I M 2 	 	 	 S I M 2     	 	 	 *E'3G'  /1'A*  S I M 2 	 	 	 				  		  					  			  			 	 	 	 


2 

  






  




  




	 2     	 I z i n g c i n g o   e z a m u k e l w e   z e - S I M 2 	 I i f o w n i   e z i f u n y e n w e y o   z e S I M 2 	 S i m u   z a   S I M 2   z i l i z o p o k e w a 	 S I M 2   o p r o e p e   o n t v a n g 	 2   S I M   k o r t e l s   g a u t i   s k a m b u 
i a i 	 S I M 2   s a Fe m t i e   z v a n i 	 S I M 2   v a s t u v  e t u d   k  n e d 	 S I M 2   hvdxv~an  oavye	 S I M 2 -     	 A p e l u r i   r e c e p ci o n a t e   S I M 2 	 S I M 2   2
-
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
M

  
K
3
A

3
M

 	 S I M 2   M09#  0?%?,>  2A!?  	 T e l e f o n a t a t   e   m a r r a   S I M 2 	 			2   					  			  				  		  	 	 	 	 	 	 	 	 C h a m a d a s   r e c e b i d a s   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   j a s o t a k o   d e i a k 	 S I M 2   m g a   n a t a n g g a p   n a   t a w a g 	 C h a m a d a s   r e c i b i d a s   d e   S I M 2 	 S I M 2   n a t a r a   o k u 	 G l a o n n a   a   f u a r t h a s   S I M 2 
 
 S T R I N G _ M T P N P _ M E N U 8 1 0 2 _ D I A L E D _ C A L L S 	 M E R C U R Y 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l l e d   c a l l s 	 S I M aS2 ]dq	 S I M aS2 ]b5u݋	 *2"5HB#--4!2 	 L l a m a d a s   m a r c a d a s   d e s d e   S I M 2 	 A p p e l s   s o r t a n t s   S I M 2 	 S I M 2   e i n g e w  h l t e   A n r u f e 	 ><5@0,   =01@0==K5  G5@57  S I M 2 	 C h i a m a t e   c o m p o s t e   S I M 2 	 *E  'D'*5'D'*  'D(7'B)2 	 C h a m a d a s   e f e c t u a d a s   d e   S I M 2 	 S I M 2   g i d e n   a r a m a l a r 	 C  c   c u c      g i   S I M 2 	 P a n g g i l a n   k e l u a r   d i   S I M 2 	 P a n g g i l a n   d i d a i l   S I M 2 	 S I M 2   !	>	/	2	  	@	  		  	I	2	G			 	 	 	 S I M 2   t  r c s  z o t t   h  v  s o k 	 	 	 	 U i t g a a n d e   g e s p r e k k e n   v a n   S I M 2 	 	 	 A p e l u r i   e f e c t u a t e   S I M 2 	 	 	 S I M 2     	 	 	 *E'3G'I  4E'1G  J1I  4/GS I M 2   	 	 	 				  		  								  			 	 	 	 


2 

  



  




  




	 2       	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   g e s k a k e l d e   o p r o e p e 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l e d   c a l l s 	 S I M 2   d i a l e d   c a l l s 	 	 	 T e l e f o n a t a t   e   r e n a   S I M 2 	 			2   					  			  				  			 	 	 	 	 	 	 	 C h a m a d a s   d i s c a d a s   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   e g i n d a k o   d e i a k 	 S I M 2   m g a   n a - d i a l   n a   t a w a g 	 C h a m a d a s   r e a l i z a d a s   d e   S I M 2 	 O k u   S I M 2   p r 	 G l a o n n a   a   d i a i l  o d h   S I M 2 
 
 S T R I N G _ M T P N P _ M E N U 8 1 0 3 _ M I S S E D _ C A L L S 	 M E R C U R Y 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 2   m i s s e d   c a l l s 	 S I M 2   m i s s e d   c a l l s 	 S I M aS2 *gcq	 S I M aS2 *gc5u݋	 *2"5H%24!2 	 L l a m a d a s   p e r d i d a s   d e   S I M 2 	 A p p e l s   n o n   r  p o n d u s   S I M 2 	 S I M 2   v e r p a s s t e   A n r u f e 	 S I M 2   @>?CI5==K5  2K7>2K	 C h i a m a t e   p e r s e   S I M 2 	 '*5'D'*  DE  J1/  9DJG'  AJ  'D(7'B)2 	 C h a m a d a s   n  o   a t e n d i d a s   d e   S I M 2 	 S I M 2   c e v a p s 1z   a r a m a l a r   	 C u c   g i   l   S I M 2 	 P a n g g i l a n   t i d a k   t e r j a w a b   d i   S I M 2 	 P a n g g i l a n   t e r l e p a s   S I M 2 	 S I M 1   	B		@	  9	A		  	I	2	G			 	 	 	 S I M 2   n e m   f o g a d o t t   h  v  s o k 	 	 	 	 G e m i s t e   g e s p r e k k e n   v a n   S I M 2 	 	 	 A p e l u r i   n e p r e l u a t e   S I M 2 	 	 	 S I M 2       	 	 	 *E'3G'  (  ~'3.  S I M 2 	 	 	 				  		  			  			 	 	 	 


2 

  



  




  




	 2     	 I z i n g c i n g o   e z i p h u t h e l w e   z e - S I M 2 	 I i f o w n i   e z i p h o s i w e y o   z e S I M 2 	 S i m u   z a   S I M 2   a m b a z o   h a z i k u p o k e w a 	 S I M 2   g e m i s t e   o p r o e p e 	 2   S I M   k o r t e l s   p r a l e i s t i   s k a m b u 
i a i 	 S I M 2   n e a t b i l d t i e   z v a n i 	 S I M 2   v a s t a m a t a   k  n e d 	 S I M 2   baixrv~an  oavye	 S I M 2 -     	 A p e l u r i   n e p r e l u a t e   S I M 2 	 S I M 2   .
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 	 S I M 2   .?8  9K%?,>  2A!?  	 T e l e f o n a t a t   e   h u m b u r a   S I M 2 	 			2   				  			 	 	 	 	 	 	 	 C h a m a d a s   p e r d i d a s   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   d e i   g a l d u a k 	 S I M 2   m g a   h i n d i   n a s a g o t   n a   t a w a g 	 C h a m a d a s   p e r d i d a s   d e   S I M 2 	 O k u   S I M 2   m i i s i r i 	 G l a o n n a   a   c a i l l e a d h   S I M 2 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 2 _ S M S _ C A P T I O N 	 M E R C U R Y 	 I C O N T E X T 	 S I M 2   t e x t   m e s s a g e   c o u n t e r 	 S I M 2   t e x t   m s g .   c o u n t e r 	 S I M aS2 !|
xehV	 S I M aS2 wOpehV	 1'1I-'2!1'-1)#4!2 	 C o n t a d o r   S M S   d e   S I M 2 	 C o m p t e u r   S M S   S I M 2 	 S I M 2 - T e x t n a c h r i c h t e n z  h l e r 	 !G5BG8:  S M S   4;O  S I M 2 	 C o n t a t o r e   S M S   S I M 2 	 9/'/  'D13'&D  AJ  'D(7'B)2 	 C o n t a d o r   d e   S M S   d e   S I M 2 	 S I M 2   S M S   s a y a c 1  	 B   m   t i n   n h n   S I M 2 	 P e n g h i t u n g   p e s a n   t e k s   d i   S I M 2 	 P e m b i l a n g   m e s e j   t e k s   S I M 2 	 S I M 2   S M S   	>					0		 	 	 	 S I M 2   s z  v e g e s    z e n e t s z  m l  l  	 	 	 	 S I M 2   S M S - t e l l e r 	 	 	 C o n t o r   m e s a j e   S M S   S I M 2 	 	 	   S M S   S I M 2 	 	 	 4E'141  ~J'EG'I  E*FI  S I M 2 	 	 	 				  		  		. 		. 		.   									 	 	 	 


2   S M S   






	 2     	 S I M 2   S M S   c o u n t e r 	 S I M 2   S M S   c o u n t e r 	 S I M 2   S M S   c o u n t e r 	 S I M 2   t e k s b o o d s k a p t e l l e r 	 S I M 2   S M S   c o u n t e r 	 S I M 2   S M S   c o u n t e r 	 S I M 2   S M S   c o u n t e r 	 S I M 2   S M S   c o u n t e r 	 S I M 2   S M S   c o u n t e r 	 S I M 2   S M S   c o u n t e r 	 	 	 N u m e r u e s i   I   m e s a z h e v e   t e k s t   S I M 2 	 			2   			  						  								  	 	 	 	 	 	 	 	 C o n t a g e m   d e   m e n s .   d e   t e x t o   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ C A L L H I S T O R Y _ R E S E T C A L L 	 M E R C U R Y 	 I C O N T E X T 	 D e l e t e   S I M 2   c a l l   l o g s 	 D e l e t e   S I M 2   c a l l   l o g s 	 *RdS I M aS2 q	  RdS I M aS2 ݋U_	 %162#B#4!2 	 B o r r a r   h i s t o r i a l   d e   l l a m a d a   d e   S I M 2 	 S u p p r i m e r   j o u r n a l   d e s   a p p e l s   S I M 2 	 S I M 2 - A n r u f p r o t o k o l l e   l  s c h e n 	 ;O  S I M 2 	 E l i m i n a   r e g i s t r i   c h i a m a t e   S I M 2 	 E3-  E3,D'*  'DEC'DE'*  AJ  'D(7'B)2 	 A p a g a r   r e g i s t o s   d e   c h a m a d a s   d e   S I M 2 	 S I M 2   a r a m a   k a y 1t l a r 1n 1  s i l   	 X  a   g h i   c h  p   c u c   g i   S I M 2 	 H a p u s   l o g   p a n g g i l a n   d i   S I M 2 	 H a p u s   l o g   p a n g g i l a n   S I M 2 	 S I M 2   	I	2	  	-	?	2	G		  .	?		>				 	 	 	 S I M 2   h  v  s l i s t  k   t  r l  s e 	 	 	 	 G e s p r e k l o g g i n g   v a n   S I M 2   v e r w i j d e r e n 	 	 	 ^t e r g e r e   r e g i s t r u   a p e l   S I M 2 	 	 	       S I M 2 	 	 	 -0A  /A*1G'  +(*  *E'3  S I M 2 	 	 	 				  		  		  		  					  	 	 	 	 


2   


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	 2         	 S u s a   a m a l o g i   o c i n g o   l w e - S I M 2 	 C i m a   i i - l o g   z e f o w n i   z e S I M 2 	 F u t a   l o g i   z o t e   z a   s i m u   z a   S I M 2 	 S k r a p   S I M 2 - o p r o e p r e g i s t e r s 	 P a aa l i n t i   2   S I M   k o r t e l s   s k a m b u 
i s  p r o t o k o l u s 	 D z s t   S I M 2   z v a n u   ~u r n l u s 	 K u s t u t a   S I M 2   k  n e l o g i d 	 Kv{el  S I M 2 - k  oavyek  cavatauavveh	   S I M 2     	 ^t e r g e r e   r e g i s t r u   a p e l   S I M 2 	 S I M 2   
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	 S I M 2   2  2  ,?2K*  0(M$A	 F s h i j   h i s t o r i n e   e   t h i r r j e v e   S I M 2 	 			2   		  	' 	  						? 	 	 	 	 	 	 	 	 E x c l u i r   l o g s   d e   c h a m a d a   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U 8 1 0 1 _ S I M 1 _ R E C E I V E D _ C A L L S 	 M E R C U R Y 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 1   r e c e i v e d   c a l l s 	 S I M 1   r e c e i v e d   c a l l s 	 S I M aS1 ]cq	 S I M aS1 ]c5u݋	 *2"5HDI#14!1 	 L l a m a d a s   r e c i b i d a s   d e   S I M 1 	 A p p e l s   r e  u s   S I M 1 	 S I M 1   e m p f a n g e n e   A n r u f e 	 K7>2K,   ?>;CG5==K5  G5@57  S I M 1 	 C h i a m a t e   r i c e v u t e   S I M 1 	 EC'DE'*  'D'3*D'E  AJ  'D(7'B)1 	 C h a m a d a s   r e c e b i d a s   d e   S I M 1 	 S I M 1   g e l e n   a r a m a l a r   	 C  c   c u c   g i   n   S I M 1 	 P a n g g i l a n   m a s u k   d i   S I M 1 	 P a n g g i l a n   S I M 1   d i t e r i m a 	 S I M 1   *	M	0	>	*	M	$	  	I	2	G			 	 	 	 S I M 1   f o g a d o t t   h  v  s o k 	 	 	 	 S I M 1   o n t v a n g e n   g e s p r e k k e n 	 	 	 A p e l u r i   r e c e p ci o n a t e   S I M 1 	 	 	 S I M 1     	 	 	 *E'3G'  /1'A*  S I M 1 	 	 	 				  		  					  			  			 	 	 	 


1 

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	 1     	 I z i n g c i n g o   e z a m u k e l w e   z e - S I M 1 	 I i f o w n i   e z i f u n y e n w e y o   z e S I M 1 	 S i m u   z i l i z o p o k e w a   z a   S I M 1 	 S I M 1   o p r o e p e   o n t v a n g 	 1   S I M   k o r t e l s   g a u t i   s k a m b u 
i a i 	 S I M 1   i z d a r +t i e   z v a n i 	 S I M 2   v a s t u v  e t u d   k  n e d 	 S I M 1   hvdxv~an  oavye	 S I M 1     	 A p e l u r i   r e c e p ci o n a t e   S I M 1 	 S I M 1   2
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 	 S I M 1   M09#  9K%?,>  2A!?	 T e l e f o n a t a t   e   m a r r a   S I M 1 	 			1   					  			  			 	 	 	 	 	 	 	 C h a m a d a s   r e c e b i d a s   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U 8 1 0 2 _ S I M 1 _ D I A L E D _ C A L L S 	 M E R C U R Y 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 1   d i a l l e d   c a l l s 	 S I M 1   d i a l l e d   c a l l s 	 S I M aS1 ]dq	 S I M aS1 ]b5u݋	 *2"5HB#--4!1 	 L l a m a d a s   m a r c a d a s   d e s d e   S I M 1 	 A p p e l s   s o r t a n t s   S I M 1 	 S I M 1   e i n g e w  h l t e   A n r u f e 	 ><5@0,   =01@0==K5  G5@57  S I M 1 	 C h i a m a t e   c o m p o s t e   S I M 1 	 EC'DE'*  'D'*5'D  AJ  'D(7'B)1 	 C h a m a d a s   e f e c t u a d a s   d e   S I M 1 	 S I M 1   g i d e n   a r a m a l a r   	 C  c   c u c      g i   S I M 1 	 P a n g g i l a n   k e l u a r   d i   S I M 1 	 P a n g g i l a n   S I M 1   d i d a i l 	 S I M 1   !	>	/	2	  	@	  		  	I	2	G			 	 	 	 S I M 1   t  r c s  z o t t   h  v  s o k 	 	 	 	 S I M 1   u i t g a a n d e   g e s p r e k k e n 	 	 	 A p e l u r i   e f e c t u a t e   S I M 1 	 	 	 S I M 1     	 	 	 *E'3G'I  4E'1G  J1I  4/GS I M 1   	 	 	 				  		  					  			  			 	 	 	 


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	 1       	 S I M 1   d i a l e d   c a l l s 	 S I M 1   d i a l e d   c a l l s 	 S I M 1   d i a l e d   c a l l s 	 S I M 1   g e s k a k e l d e   o p r o e p e 	 S I M 1   d i a l e d   c a l l s 	 S I M 1   d i a l e d   c a l l s 	 S I M 1   d i a l e d   c a l l s 	 S I M 1   d i a l e d   c a l l s 	 S I M 1   d i a l e d   c a l l s 	 S I M 1   d i a l e d   c a l l s 	 	 	 T e l e f o n a t a t   e   t h i r r u r a   S I M 1 	 			1   					  			 	 	 	 	 	 	 	 C h a m a d a s   d i s c a d a s   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U 8 1 0 3 _ S I M 1 _ M I S S E D _ C A L L S 	 M E R C U R Y 	 T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S I M 1   m i s s e d   c a l l s 	 S I M 1   m i s s e d   c a l l s 	 S I M aS1 *gcq	 S I M aS1 *gc5u݋	 *2"5H%24!1 	 L l a m a d a s   p e r d i d a s   d e   S I M 1 	 A p p e l s   n o n   r  p o n d u s   S I M 1 	 S I M 1   v e r p a s s t e   A n r u f e 	 S I M 1   @>?CI5==K5  2K7>2K	 C h i a m a t e   p e r s e   S I M 1 	 EC'DE'*  DE  J1/  9DJG'  AJ  'D(7'B)1 	 C h a m a d a s   n  o   a t e n d i d a s   d e   S I M 1 	 S I M 1   c e v a p s 1z   a r a m a l a r   	 C u c   g i   l   S I M 1 	 P a n g g i l a n   t i d a k   t e r j a w a b   d i   S I M 1 	 P a n g g i l a n   S I M 1   t e r l e p a s 	 	B		@	  9	A		  	I	2	G			 	 	 	 S I M 1   n e m   f o g a d o t t   h  v  s o k 	 	 	 	 S I M 1   g e m i s t e   g e s p r e k k e n 	 	 	 A p e l u r i   n e p r e l u a t e   S I M 1 	 	 	 S I M 1       	 	 	 *E'3G'  (  ~'3.  S I M 1 	 	 	 				  		  			  			 	 	 	 


1 

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	 1     	 I z i n g c i n g o   e z i p h u t h e l w e   z e - S I M 1 	 I i f o w n i   e z i p h o s i w e y o   z e S I M 1 	 S i m u   z a   S I M 1   a m b a z o   h a z i k u p o k e w a 	 S I M 1   g e m i s t e   o p r o e p e 	 1   S I M   k o r t e l s   p r a l e i s t i   s k a m b u 
i a i 	 S I M 1   n e a t b i l d t i e   z v a n i 	 S I M 2   v a s t a m a t a   k  n e d 	 S I M 1   baixrv~an  oavye	 S I M 1     	 A p e l u r i   n e p r e l u a t e   S I M 1 	 S I M 1   .
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 	 S I M 1   .?8  9K%?,>  2A!?	 T e l e f o n a t a t   e   h u m b u r a   S I M 1 	 			1   				  			 	 	 	 	 	 	 	 C h a m a d a s   p e r d i d a s   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 1 _ C A L L H I S T O R Y _ R E S E T C A L L 	 M E R C U R Y 	 I C O N T E X T 	 D e l e t e   S I M 1   c a l l   l o g s 	 D e l e t e   S I M 1   c a l l   l o g s 	 *RdS I M aS1 q	  RdS I M aS1 ݋U_	 %162#B#4!1 	 B o r r a r   h i s t o r i a l   d e   l l a m a d a   d e   S I M 1 	 S u p p r i m e r   j o u r n a l   d e s   a p p e l s   S I M 1 	 S I M 1 - A n r u f p r o t o k o l l e   l  s c h e n 	 ;O  S I M 1 	 E l i m i n a   r e g i s t r i   c h i a m a t e   S I M 1 	 E3-  E3,D'*  'DEC'DE'*  AJ  'D(7'B)1 	 A p a g a r   r e g i s t o s   d e   c h a m a d a s   d e   S I M 1 	 S I M 1   a r a m a   k a y 1t l a r 1n 1  s i l   	 X  a   g h i   c h  p   c u c   g i   S I M 1 	 H a p u s   l o g   p a n g g i l a n   d i   S I M 1 	 H a p u s   l o g   p a n g g i l a n   S I M 1 	 S I M 1   	I	2	  	-	?	2	G		  .	?		>				 	 	 	 S I M 1   h  v  s l i s t  k   t  r l  s e 	 	 	 	 G e s p r e k l o g g i n g   v a n   S I M 1   v e r w i j d e r e n 	 	 	 ^t e r g e r e   r e g i s t r u   a p e l   S I M 1 	 	 	       S I M 1 	 	 	 -0A  /A*1G'  +(*  *E'3  S I M 1 	 	 	 				  		  		  		  						 	 	 	 


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	 1       	 S u s a   a m a l o g i   o c i n g o   l w e i - S I M 1 	 C i m a   i i - l o g   z e f o w n i   z e S I M 1   y e S I M 1 	 F u t a   l o g i   z o t e   z a   s i m u   z a   S I M 1 	 S k r a p   S I M 1 - o p r o e p r e g i s t e r s 	 P a aa l i n t i   1   S I M   k o r t e l s   s k a m b u 
i s  p r o t o k o l u s 	 D z s t   S I M 1   z v a n u   ~u r n l u s 	 K u s t u t a   S I M 1   k  n e l o g i d 	 Kv{el  S I M 1 - k  oavyek  cavatauavveh	   S I M 1     	 ^t e r g e r e   r e g i s t r u   a p e l   S I M 1 	 S I M 1   
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	 S I M 1     2  2  ,?2K*  0(M$A	 F s h i j   h i s t o r i n e   e   t h i r r j e v e   S I M 1 	 			1   		  	' 	  				 	 	 	 	 	 	 	 E x c l u i r   l o g s   d e   c h a m a d a   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 1 _ C A L L _ T I M E _ S E T U P 	 M E R C U R Y 	 I C O N T E X T 	 S I M 1   c a l l   t i m e 	 S I M 1   c a l l   t i m e r s 	 S I M aS1 qBf	 S I M aS1 ݋e	 1'1I@'%2B#4!1 	 T i e m p o s   d e   l a s   l l a m a d a s   d e s d e   S I M 1 	 D u r  e   d ' a p p e l   S I M 1 	 S I M 1 - A n r u f z e i t m e s s e r 	 @5<O  2K7>20  G5@57  S I M 1 	 T e m p o   c h i a m a t a   S I M 1 	 2EF  EC'DE)  'D(7'B)1 	 D u r a   o   d a s   c h a m a d a s   d e   S I M 1 	 S I M 1   a r a m a   s  r e s i   	 T h i   g i a n   g i   S I M 1 	 T i m e r   p a n g g i l a n   d i   S I M 1 	 M a s a   p a n g g i l a n   S I M 1 	 S I M 1   	I	2	  	>		.		 	 	 	 S I M 1   h  v  s m  r Qk 	 	 	 	 S I M 1   g e s p r e k s t i j d e n 	 	 	 D u r a t   a p e l u r i   S I M 1 	 	 	     S I M 1 	 	 	 *'E1G'  *E'3  S I M 1 	 	 	 				  		  		  				  				 	 	 	 


1   


  


	 1     	 S I M 1   c a l l   t i m e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   o p r o e p t y d m e t e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   c a l l   t i m e r s 	 S I M 1   
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 	 S I M   1   2  >.0	 K o h a   e   t h i r r j e s   S I M 1 	 			1   		  					 	 	 	 	 	 	 	 T e m p o s   d e   c h a m a d a   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 1 _ C A L L _ C O S T _ M A I N 	 M E R C U R Y 	 I C O N T E X T 	 S I M 1   c a l l   c o s t 	 S I M 1   c a l l   c o s t 	 S I M aS1 q	 S I M aS1 ݋9	 H2B#4!1 	 C o s t o   d e   l l a m a d a   d e   S I M 1 	 C o  t   d  a p p e l   S I M 1 	 S I M 1 - A n r u f k o s t e n 	 !B>8<>ABL  2K7>20  G5@57  S I M 1 	 C o s t o   c h i a m a t a   S I M 1 	 ECDA)  EC'DE)  'D(7'B)1 	 C u s t o   d a s   c h a m a d a s   d e   S I M 1 	 S I M 1   a r a m a    c r e t i 	 C c   p h    g i   S I M 1 	 B i a y a   p a n g g i l a n   d i   S I M 1 	 K o s   p a n g g i l a n   S I M 1 	 S I M 1   	I	2	  2	>		$		 	 	 	 S I M 1   h  v  s k  l t s  g 	 	 	 	 S I M 1   g e s p r e k s k o s t e n 	 	 	 C o s t   a p e l u r i   S I M 1 	 	 	     S I M 1 	 	 	 G2FG  *E'3  S I M 1 	 	 	 				  		  		  				  				 	 	 	 


1   


  



	 1     	 I z i n d l e k o   z o c i n g o   l w e - S I M 1 	 I n d l e k o   y o k u f o w n a   y e S I M 1 	 B e i   y a   s i m u   y a   S I M 1 	 S I M 1   o p r o e p k o s t e 	 1   S I M   k o r t e l s   s k a m b u 
i o   k a i n a 	 S I M 1   z v a n u   i z m a k s a s 	 S I M 1   k  n e m a k s u m u s 	 S I M 1   oavyk  ajeh	 S I M 1     	 C o s t   a p e l u r i   S I M 1 	 S I M 1   
K
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	 S I M 1   2  &0	 C m i m i   I   t e l e f o n a t e s   S I M 1 	 			1   		  				 	 	 	 	 	 	 	 C u s t o   d e   c h a m a d a   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 1 _ S M S _ C A P T I O N 	 M E R C U R Y 	 I C O N T E X T 	 S I M 1   S M S   C O U N T E R   S C R   C A P T I O N 	 S I M 1   t e x t   m s g .   c o u n t e r 	 S I M aS1 !|
xehV	 S I M aS1 wOpehV	 1'1I-'2!1'-1)#4!1 	 C o n t a d o r   S M S   d e   S I M 1 	 C o m p t e u r   S M S   S I M 1 	 S I M 1 - T e x t n a c h r i c h t e n z  h l e r 	 !G5BG8:  S M S   4;O  S I M 1 	 C o n t a t o r e   S M S   S I M 1 	 9/'/  'D13'&D  AJ  'D(7'B)1 	 C o n t a d o r   d e   S M S   d e   S I M 1 	 S I M 1   S M S   s a y a c 1  	 B   m   t i n   n h n   S I M 1 	 P e n g h i t u n g   p e s a n   t e k s   d i   S I M 1 	 P e m b i l a n g   m e s e j   t e k s   S I M 1 	 S I M 1   	G		M	8	M		  8		&	G	6	  	>					0		 	 	 	 S I M 1   s z  v e g e s    z e n e t s z  m l  l  	 	 	 	 S I M 1   S M S - t e l l e r 	 	 	 C o n t o r   m e s a j e   S M S   S I M 1 	 	 	   S M S   S I M 1 	 	 	 4E'141  ~J'EG'I  E*FI  S I M 1 	 	 	 				  		  		. 		. 		.   									 	 	 	 


1   S M S   






	 1     	 S I M 1   S M S   c o u n t e r 	 S I M 1   S M S   c o u n t e r 	 S I M 1   S M S   c o u n t e r 	 S I M 1   t e k s b o o d s k a p t e l l e r 	 S I M 1   S M S   c o u n t e r 	 S I M 1   S M S   c o u n t e r 	 S I M 1   S M S   c o u n t e r 	 S I M 1   S M S   c o u n t e r 	 S I M 1   S M S   c o u n t e r 	 S I M 1   S M S   c o u n t e r 	 	 	 N u m e r u e s i   I   m e s a z h i t   t e k s t   S I M 1 	 			1   			  						  									 	 	 	 	 	 	 	 C o n t a g e m   d e   m e n s .   d e   t e x t o   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 1 _ G P R S _ C A P T I O N 	 M E R C U R Y 	 I C O N T E X T 	 S I M 1   G P R S   C O U N T E R   S C R   C A P T I O N 	 S I M 1   G P R S   c o u n t e r 	 S I M aS1   G P R S Amϑ	 S I M aS1   G P R S Amϑ	 1'1  G P R S   4!1 	 C o n t a d o r   G P R S   d e   S I M 1 	 C o m p t e u r   G P R S   S I M 1 	 S I M 1 - G P R S - Z  h l u n g 	 !G5BG8:  G P R S   4;O  S I M 1 	 C o n t a t o r e   G P R S   S I M 1 	 9/'/G P R S   'D(7'B)1 	 C o n t a d o r   d e   G P R S   d e   S I M 1 	 S I M 1   G P R S   s a y a c 1  	 L u   l n g   G P R S   S I M 1 	 P e n g h i t u n g   G P R S   d i   S I M 1 	 P e m b i l a n g   G P R S   S I M 1 	 S I M 1   G P R S   	>					0		 	 	 	 S I M 1   G P R S   s z  m l  l  	 	 	 	 S I M 1   G P R S - t e l l e r 	 	 	 C o n t o r   G P R S   S I M 1 	 	 	   G P R S   S I M 1 	 	 	 4E'141  S I M 1   G P R S 	 	 	 				  		  								  									 	 	 	 


1   G P R S   






	 1       	 I s i b a l i   s e - S I M 1   G P R S 	 I s i b a l i   s e G P R S   s e S I M 1 	 K i h e s a b u   G P R S   y a   S I M 1 	 S I M 1   G P R S - t e l l e r 	 1   S I M   k o r t e l s   G P R S   s k a i t i k l i s 	 S I M 1   G P R S   s k a i t +t j s 	 S I M 1   G P R S   l o e n d u r 	 S I M 1   G P R S   paw~ky	 S I M 1   G P   	 C o n t o r   G P R S   S I M 1 	 S I M 1   G P R S   
L
#
M

0
M

 	 S I M 1   G P R S   #(>	 N u m e r u e s i   S I M 1   G P R S   	 			1   G P R S   									 	 	 	 	 	 	 	 C o n t a d o r   G P R S   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 2 _ C A L L _ T I M E _ S E T U P 	 M E R C U R Y 	 I C O N T E X T 	 S I M 2   C A L L   T I M E 	 S I M 2   c a l l   t i m e r s 	 S I M aS2 qBf	 S I M aS2 ݋e	 1'1I@'%2B#4!2 	 T i e m p o s   d e   l a s   l l a m a d a s   d e s d e   S I M 2 	 D u r  e   d ' a p p e l   S I M 2 	 S I M 2 - A n r u f z e i t m e s s e r 	 @5<O  2K7>20  G5@57  S I M 2 	 T e m p o   d i   c h i a m a t a   S I M 2 	 2EF  EC'DE)  'D(7'B)2 	 D u r a   o   d a s   c h a m a d a s   d e   S I M 2 	 S I M 2   a r a m a   s  r e s i   	 T h i   g i a n   g i   S I M 2 	 T i m e r   p a n g g i l a n   d i   S I M 2 	 M a s a   p a n g g i l a n   S I M 2 	 S I M 2   	I	2	  	>		.		 	 	 	 S I M 2   h  v  s m  r Qk 	 	 	 	 S I M 2   g e s p r e k s t i j d e n 	 	 	 D u r a t   a p e l u r i   S I M 2 	 	 	     S I M 2 	 	 	 *'E1G'  *E'3  S I M 2 	 	 	 				  		  				 	 	 	 


2   


  


	 2     	 S I M 2   c a l l   t i m e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   o p r o e p t y d m e t e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   c a l l   t i m e r s 	 S I M 2   
K
3
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   
H
.
1
A

3
M

 	 S I M 2   2  >.0A!?	 K o h a   e   t h i r r j e s   S I M 2 	 			2   		  							 	 	 	 	 	 	 	 T e m p o s   d e   c h a m a d a   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 2 _ C A L L _ C O S T _ M A I N 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 S I M 2   C A L L   C O S T   M A I N   C A P T I O N 	 S I M 2   c a l l   c o s t 	 S I M aS2 q	 S I M aS2 ݋9	 H2B#4!2 	 C o s t o   d e   l l a m a d a   d e   S I M 2 	 C o  t   d  a p p e l   S I M 2 	 S I M 2 - A n r u f k o s t e n 	 !B>8<>ABL  2K7>20  G5@57  S I M 2 	 C o s t o   c h i a m a t a   S I M 2 	 ECDA)  EC'DE)  'D(7'B)2 	 C u s t o   d a s   c h a m a d a s   d e   S I M 2 	 S I M 2   a r a m a    c r e t i   	 C c   p h    g i   S I M 2 	 B i a y a   p a n g g i l a n   d i   S I M 2 	 K o s   p a n g g i l a n   S I M 2 	 S I M 2   	I	2	  2	>		$		 	 	 	 S I M 2   h  v  s k  l t s  g 	 	 	 	 S I M 2   g e s p r e k k o s t e n 	 	 	 C o s t   a p e l u r i   S I M 2 	 	 	     S I M 2 	 	 	 G2FG  *E'3  S I M 2 	 	 	 				  		  				  				 	 	 	 


2   


  



	 2     	 I z i n d l e k o   z o c i n g o   z e - S I M 2 	 I n d l e k o   y o k u f o w n a   y e S I M 2 	 B e i   y a   s i m u   y a   S I M 1 	 S I M 2   o p r o e p k o s t e 	 2   S I M   k o r t e l s   s k a m b u 
i o   k a i n a 	 S I M 2   z v a n u   i z m a k s a s 	 S I M 2   k  n e m a k s u m u s 	 S I M 2   oavyk  ajeh	 S I M 2 -     	 C o s t   a p e l u r i   S I M 2 	 S I M 2   
K
3
M

   
F
2
5
M
	 S I M 2   2  &0	 C m i m i   I   t e l e f o n a t e s   S I M 2 	 			2   		  				 	 	 	 	 	 	 	 C u s t o   d e   c h a m a d a   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M E N U _ S I M 2 _ G P R S _ C A P T I O N 	 M E R C U R Y 	 I C O N T E X T 	 S I M 2   G P R S   c o u n t e r 	 S I M 2   G P R S   c o u n t e r 	 S I M aS2   G P R S Amϑ	 S I M aS2   G P R S Amϑ	 1'1  G P R S   4!2 	 C o n t a d o r   G P R S   d e   S I M 2 	 C o m p t e u r   G P R S   S I M 2 	 S I M 2 - G P R S - Z  h l u n g 	 !G5BG8:  G P R S   4;O  S I M 2 	 C o n t a t o r e   G P R S   S I M 2 	 9/'/G P R S   'D(7'B)2 	 C o n t a d o r   d e   G P R S   d e   S I M 2 	 S I M 2   G P R S   s a y a c 1  	 L u   l n g   G P R S   S I M 2 	 P e n g h i t u n g   G P R S   d i   S I M 2 	 P e m b i l a n g   G P R S   S I M 2 	 S I M 2   G P R S   	>					0		 	 	 	 S I M 2   G P R S   s z  m l  l  	 	 	 	 S I M 2   G P R S - t e l l e r 	 	 	 C o n t o r   G P R S   S I M 2 	 	 	   G P R S   S I M 2 	 	 	 4E'141  S I M 2   G P R S 	 	 	 				  								  									 	 	 	 


2   G P R S   






	 2       	 I s i b a l i   s e - S I M 2   G P R S 	 I s i b a l i   s e G P R S   s e S I M 2 	 K i h e s a b u   G P R S   y a   S I M 2 	 S I M 2   G P R S - t e l l e r 	 2   S I M   k o r t e l s   G P R S   s k a i t i k l i s 	 S I M 2   G P R S   s k a i t +t j s 	 S I M 2   G P R S   l o e n d u r 	 S I M 2   G P R S   paw~ky	 S I M 2   G P R S   	 C o n t o r   G P R S   S I M 2 	 S I M 2   G P R S   
L
#
M

0
M

 	 S I M 2   G P R S   #(>	 N u m e r u e s i   S I M 2   G P R S 	 			2   G P R S   									 	 	 	 	 	 	 	 C o n t a d o r   G P R S   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ N E W _ M A S T E R _ M E S S A G E _ F R O M _ I D 	 M E R C U R Y 	 U N L I M 	 S M S   N e w   M e s s a g e   F r o m   S t r i n g 	 S I M 1   m e s s a g e   f r o m 	 S I M aS1 
o`O	 S I M aS1 Oo`eg	 I-'2!4!1   2	 M e n s a j e   d e   S I M 1   d e s d e 	 I c  n e   d e   m e s s a g e   S I M 1 	 S I M 1 - M i t t e i l u n g   v o n 	 !>>1I5=85  =0  S I M 1   >B	 M e s s a g g i o   S I M 1   d a 	 13'D)  'D(7'B)1   EF	 M e n s a g e m   d e   S I M 1   d e 	 ' d a n   S I M 1   i l e t i s i   	 T i n   n h n   S I M 1   n   t 	 P e s a n   d i   S I M 1   d a r i 	 M e s e j   S I M 1   d a r i 	 8	G	  S I M 1   8		&	G	6		 	 	 	 S I M 1    z e n e t   i n n e n : 	 	 	 	 S I M 1   b e r i c h t   v a n 	 	 	 M e s a j   S I M 1   d e   l a 	 	 	   S I M 1   	 	 	 ~'E  S I M 1   '2	 	 	 				  						  				 	 	 	 




  


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	 1   - 	 U m b i k o   w e - S I M 1   o v e l a   k u 	 U m y a l e z o   w e S I M 1   u v e l a   	 U j u m b e   w a   S I M 1   k u t o k a 	 S I M 1   b o o d s k a p   v a n a f 	 1   S I M   k o r t e l s   p r a n e ai m o   n u o 	 S I M 1   z i Fo j u m s   n o 	 S I M 1   s  n u m i   s a a t i s 	 S I M 1   parxdacxiuxv  . . .   - k	 S I M 1       _ 	 M e s a j   S I M 1   d e   l a 	 S I M 1   8
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	 S I M 1   8(M&G6  9>M   >0A	 M e s a z h i   S I M 1   n g a 	 			1   								  	 	 	 	 	 	 	 	 M e n s a g e m   d o   S I M 1   d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ N E W _ S L A V E _ M E S S A G E _ F R O M _ I D 	 M E R C U R Y 	 U N L I M 	 S M S   N e w   M e s s a g e   F r o m   S t r i n g 	 S I M 2   m e s s a g e   f r o m 	 S I M aS2 
o`O	 S I M aS2 Oo`eg	 I-'2!4!2   2	 M e n s a j e   d e   S I M 2   d e s d e 	 M e s s a g e   S I M 2   d e 	 S I M 2 - M i t t e i l u n g   v o n 	 !>>1I5=85  =0  S I M 2   >B	 M e s s a g g i o   S I M 2   d a 	 13'D)  'D(7'B)2   EF	 M e n s a g e m   d e   S I M 2   d e 	 ' d a n   S I M 2   i l e t i s i   	 T i n   n h n   S I M 2   n   t 	 P e s a n   d i   S I M 2   d a r i 	 M e s e j   S I M 2   d a r i 	 8	G	  S I M 2   8		&	G	6		 	 	 	 S I M 2    z e n e t   i n n e n : 	 	 	 	 S I M 2   b e r i c h t   v a n 	 	 	 M e s a j   S I M 2   d e   l a 	 	 	   S I M 2   	 	 	 ~'E  S I M 2   '2	 	 	 				  						  				 	 	 	 




  


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	 2   - 	 U m b i k o   w e - S I M 2   o v e l a   k u 	 U m y a l e z o   w e S I M 2   u v e l a 	 U j u m b e   w a   S I M 2   k u t o k a 	 S I M 2   b o o d s k a p   v a n a f 	 2   S I M   k o r t e l s   p r a n e ai m o   n u o 	 S I M 2   z i Fo j u m s   n o 	 S I M 2   s  n u m i   s a a t i s 	 S I M 2   parxdacxiuxv  . . .   - k	 S I M 2       _ 	 M e s a j   S I M 2   d e   l a 	 S I M 2   8
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 
 S T R I N G _ M T P N P _ S I M 2 P H B _ M O V E _ P H O N E T O S I M 2 	 P h o n e B o o k 	 I C O N T E X T 	 M o v e   F o r   S l a v e   F r o m   P h o n e   t o   S I M 2 	 F r o m   P h o n e   t o   S I M 2 	 _Kb_j,dS I M aS2 	 NKb:g0RS I M aS2 	 "I2"2B#(1LD4!2 	 M o v e r   d e s d e   e l   t e l  f o n o   h a s t a   S I M 2 	 D  p l a c e r   d e   t  l  p h o n e   v e r s   S I M 2 	 V o m   T e l e f o n   z u   S I M 2   v e r s c h i e b e n 	 !  B5;5D>=0  =0  S I M 2 	 S p o s t a   d a   t e l e f o n o   a   S I M 2 	 'F*B'D  EF  'DG'*A  'DJ  'D(7'B)2 	 M o v e r   d o   t e l e f o n e   p a r a   o   S I M 2 	 T e l e f o n d a n   S I M 2 ' y e   t a _1  	 C h u y n   t   m  y   n   S I M 2 	 P i n d a h k a n   d a r i   t e l e p o n   k e   S I M 2 	 A l i h   d a r i   t e l e f o n   k e   S I M 2 	 +	K	(	  8	G	  S I M 2   .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   t e l e f o n r  l   S I M 2 - r e 	 	 	 	 V e r p l a a t s e n   v a n   t e l e f o o n   n a a r   S I M 2 	 	 	 M u t a r e   d i n   t e l e f o n   p e   S I M 2 	 	 	     - S I M 2 	 	 	 'F*B'D  '2  *DAF  (G  S I M 2 	 	 	 			  				  						  				 	 	 	 







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 
 S T R I N G _ M T P N P _ S I M 2 P H B _ M O V E _ S I M 1 T O S I M 2 	 P h o n e B o o k 	 I C O N T E X T 	 M o v e   F o r   S l a v e   F r o m   S I M 1   t o   S I M 2 	 F r o m   S I M 1   t o   S I M 2 	 _S I M aS1 S I M aS2 	 NS I M aS1 0RS I M aS2 	 "I2"24!1   D4!2 	 M o v e r   d e s d e   S I M 1   h a s t a   S I M 2 	 D  p l a c e r   d e   S I M 1   v e r s   S I M 2 	 V o n   S I M 1   z u   S I M 2   v e r s c h i e b e n 	 C   S I M 1   =0  S I M 2 	 S p o s t a   d a   S I M 1   a   S I M 2 	 'F*B'D  'D(7'B)1   'DJ  'D(7'B)2 	 M o v e r   d o   S I M 1   p a r a   o   S I M 2 	 S I M 1 ' d e n   S I M 2 ' y e   t a _1  	 C h u y n   t   S I M 1   n   S I M 2 	 P i n d a h k a n   d a r i   S I M 1   k e   S I M 2 	 A l i h   d a r i   S I M 1   k e   S I M 2 	 S I M 1   8	G	  S I M 2   .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   S I M 1 - r Ql   S I M 2 - r e 	 	 	 	 V e r p l a a t s e n   v a n   S I M 1   n a a r   S I M 2 	 	 	 M u t a r e   d e   p e   S I M 1   p e   S I M 2 	 	 	   - S I M 1   - S I M 2 	 	 	 'F*B'D  '2  S I M 1   (G  S I M 2 	 	 	 				  				  						  				 	 	 	 


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	 S I M 1 0A  S I M 2 A  (?(M$A	 L e v i z   n g a   S I M 1   t e k   S I M 2 	 			2 - 		  			1 - 				  		  					 	 	 	 	 	 	 	 M o v e r   d o   S I M 1   p a r a   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 P H B _ M O V E _ S I M 1 T O P H O N E 	 P h o n e B o o k 	 I C O N T E X T 	 M o v e   F o r   S l a v e   F r o m   S I M 1   T o   P h o n e 	 F r o m   S I M 1   T o   P h o n e 	 _S I M aS1 Kb_j	 NS I M aS1 0RKb:g	 "I2"24!1   DB#(1L	 M o v e r   d e s d e   S I M 1   h a s t a   e l   t e l  f o n o 	 D  p l a c e r   d e   S I M 1   v e r s   t  l  p h o n e 	 V o n   S I M 1   z u m   T e l e f o n   v e r s c h i e b e n 	 !  S I M 1   =0  B5;5D>=	 S p o s t a   d a   S I M 1   a   t e l e f o n o 	 'F*B'D  EF  'D(7'B)1   'DJ  'DG'*A	 M o v e r   d o   S I M 1   p a r a   o   t e l e f o n e 	 S I M 1 ' d e n   t e l e f o n a   k o p y a l a   	 C h u y n   t   S I M 1   n   m  y 	 P i n d a h k a n   d a r i   S I M 1   k e   t e l e p o n 	 A l i h   d a r i   S I M 1   k e   t e l e f o n 	 S I M 1   8	G	  +	K	(	  .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   S I M 1 - r Ql   a   t e l e f o n r a 	 	 	 	 V e r p l a a t s e n   v a n   S I M 1   n a a r   t e l e f o o n 	 	 	 M u t a r e   d e   p e   S I M 1    n   t e l e f o n 	 	 	   - S I M 1   	 	 	 'F*B'D  '2  S I M 1   (G  *DAF	 	 	 				  				  				  				 	 	 	 


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	 1         	 H a m b i s a   k u s u k a   k w i - S I M 1   k u y a   e f o n i n i   	 S u s a   k w i S I M 1   i y e   k w i f o w n i 	 N a k i l i   k u t o k a   k w a   S I M 1   h a d i   k w a   s i m u 	 S k u i f   v a n a f   S I M 1   n a   f o o n 	 P e r k e l t i   i a  1   S I M   k o r t e l s   /  t e l e f o n 	 P r c e l t   n o   S I M 1   u z   t e l e f o n u 	 T e i s a l d a   S I M 1 - l t   t e l e f o n i 	 Oeraxmel  S I M 1 - k  dezk  pe|amx}	   S I M 1 -   	 M u t a r e   d e   p e   S I M 1    n   t e l e f o n 	 S I M 1 - 2
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 
 S T R I N G _ M T P N P _ S I M 2 P H B _ M O V E _ P H O N E T O S I M 1 	 P h o n e B o o k 	 I C O N T E X T 	 M o v e   F o r   S l a v e   F r o m   P h o n e   T o   S I M 1 	 F r o m   P h o n e   T o   S I M 1 	 _Kb_jS I M aS1 	 NKb:g0RS I M aS1 	 "I2"2B#(1LD4!1 	 M o v e r   d e s d e   e l   t e l  f o n o   h a s t a   S I M 1 	 D  p l a c e r   d e   t  l  p h o n e   v e r s   S I M 1 	 V o m   T e l e f o n   z u   S I M 1   v e r s c h i e b e n 	 !  B5;5D>=0  =0  S I M 1 	 S p o s t a   d a   t e l e f o n o   a   S I M 1 	 'F*B'D  EF  'DG'*A  'DJ  'D(7'B)1 	 M o v e r   d o   t e l e f o n e   p a r a   o   S I M 1 	 T e l e f o n d a n   S I M 1 ' e   k o p y a l a   	 C h u y n   t   m  y   n   S I M 1 	 P i n d a h k a n   d a r i   t e l e p o n   k e   S I M 1 	 A l i h   d a r i   t e l e f o n   k e   S I M 1 	 +	K	(	  8	G	  S I M 1   .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   t e l e f o n r  l   S I M 1 - r e 	 	 	 	 V e r p l a a t s e n   v a n   t e l e f o o n   n a a r   S I M 1 	 	 	 M u t a r e   d i n   t e l e f o n   p e   S I M 1 	 	 	     - S I M 1 	 	 	 'F*B'D  '2  *DAF  (G  S I M 1 	 	 	 			  				  				  				 	 	 	 







  


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	     1     	 H a m b i s a   k u s u k a   e f o n i n i   k u y a   k w i - S I M 1   	 S u s a   k w i f o w n i   i y e   k w i S I M 1 	 N a k i l i   k u t o k a   k w a   s i m u   h a d i   k w a   S I M 1 	 S k u i f   v a n a f   f o o n   n a   S I M 1 	 P e r k e l t i   i a  t e l e f o n o   /  1   S I M   k o r t e l 	 P r c e l t   n o   t e l e f o n a   u z   S I M 1 	 T e i s a l d a   t e l e f o n i s t   S I M 1 - l e 	 Oeraxmel  pe|amx}k  dezk  S I M 1 	     S I M 1 - 	 M u t a r e   d i n   t e l e f o n   p e   S I M 1 	 +
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 
 S T R I N G _ M T P N P _ S I M 1 D I A L 	 M E R C U R Y 	 U N L I M 	 G l o b a l   S t r i n g -   D i a l 	 S I M 1   d i a l 	 S I M aS1 d_	 S I M aS1 bS	 B#4!1 	 M a r c a d o   S I M 1   	 C o m p o s i t i o n   S I M 1 	 S I M 1 - E i n w a h l 	 01>@  G5@57  S I M 1 	 C o m p o n i   S I M 1 	 '*5'D  'D(7'B)1 	 L i g a r   d o   S I M 1 	 S I M 1   a r a m a   	 S I M 1   q u a y   s 	 S I M 1   m e m b u a t   p a n g g i l a n 	 d a i l   S I M 1 	 S I M 1   !	>	/	2		 	 	 	 S I M 1   t  r c s  z  s 	 	 	 	 S I M 1   k i e z e n 	 	 	 A p e l a r e   S I M 1 	 	 	   S I M 1 	 	 	 4E'1G  1  S I M 1 	 	 	 				  						 	 	 	 


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	 1   	 I d a y e l i   y e - S I M 1 	 U d a y e l o   l w e S I M 1 	 P i g a   S I M 1 	 S I M 1   s k a k e l 	 1   S I M   k o r t e l s   r i n k i m a s 	 S I M 1   z v a n s 	 S I M 1   v a l i m i n e 	 S I M 1   patapa~axt	 S I M 1   	 A p e l a r e   S I M 1 	 S I M 1   !
/
2
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 	 S I M 1   !>_2	 R e n i a   S I M 1 	 			1   						 	 	 	 	 	 	 	 D i s c a g e m   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 D I A L 	 M E R C U R Y 	 U N L I M 	 G l o b a l   S t r i n g -   D i a l 	 S I M 2   d i a l 	 S I M aS2 d_	 S I M aS2 bS	 B#4!2 	 M a r c a d o   S I M 2   	 C o m p o s i t i o n   S I M 2 	 S I M 2 - E i n w a h l 	 01>@  G5@57  S I M 2 	 C o m p o n i   S I M 2 	 '*5'D  'D(7'B)2 	 L i g a r   d o   S I M 2 	 S I M 2   a r a m a   	 S I M 2   q u a y   s 	 S I M 2   m e m b u a t   p a n g g i l a n 	 d a i l   S I M 2 	 S I M 2   !	>	/	2		 	 	 	 S I M 2   t  r c s  z  s 	 	 	 	 S I M 2   k i e z e n 	 	 	 A p e l a r e   S I M 2 	 	 	   S I M 2 	 	 	 4E'1G  1  S I M 2 	 	 	 				  						 	 	 	 


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	 2   	 I d a y e l i   y e - S I M 2 	 U d a y e l o   l w e S I M 2 	 P i g a   S I M 2 	 S I M 2   s k a k e l 	 2   S I M   k o r t e l s   r i n k i m a s 	 S I M 2   z v a n s 	 S I M 2   v a l i m i n e 	 S I M 2   patapa~axt	 S I M 2   	 A p e l a r e   S I M 2 	 S I M 2   !
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 	 S I M 2   !>_2	 R e n i a   S I M 2 	 	 	 	 	 	 	 	 	 D i s c a g e m   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ P H B _ O P T I O N _ I P _ D I A L _ S I M 1 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s - > I P 1 D i a l 	 S I M 1   I P   d i a l 	 S I M aS1   I P d_	 S I M aS1   I P bS	 B#  I P   4!1 	 M a r c a d o   I P   S I M 1 	 C o m p o s i t i o n   I P   S I M 1 	 S I M 1 - I P - E i n w a h l 	 KE>4  2  =B5@=5B  G5@57  S I M 1 	 C o m p o n i   I P   S I M 1 	 '*5'DI P   'D(7'B)1 	 M a r c a r   I P   d e   S I M 1 	 S I M 1   I P   a r a m a   	 S I M 1   q u a y   s   I P 	 P a n g g i l a n   I P   d i   S I M 1 	 D a i l   S I M 1   I P 	 S I M 1   I P   !	>	/	2		 	 	 	 S I M 1   I P - t  r c s  z  s 	 	 	 	 S I M 1   I P   k i e z e n 	 	 	 A p e l a r e   I P   S I M 1 	 	 	   S I M 1   I P 	 	 	 4E'1G  1  S I M 1   I P 	 	 	 				  				  						 	 	 	 


1   



  



	 1     	 I d a y e l i   y e - S I M 1   I P   	 U d a y e l o   l w e - I P   y e S I M 1 	 P i g a   I P   S I M 1 	 S I M 1   I P - s k a k e l 	 1   S I M   k o r t e l s   I P   r i n k i m a s 	 S I M 1   I P   z v a n s 	 S I M 1   I P   v a l i m i n e 	 S I M 1   I P   patapa~axt	 S I M 1   I P   	 A p e l a r e   I P   S I M 1 	 S I M 1   I P   !
/
2
M

 	 S I M 1   I P   !>_2	 R e n i a   S I M 1   I P 	 			1   I P   					  	 	 	 	 	 	 	 	 D i s c a g e m   I P   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   I P   d i a l 	 S I M 1   I P   d i a l 	 M a r c a c i  n   I P   d e   S I M 1 	 S I M 1     I P       p a 	 D i a i l i g h   I P   S I M 1 
 
 S T R I N G _ M T P N P _ P H B _ O P T I O N _ I P _ D I A L _ S I M 2 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s - > I P 2   D i a l 	 S I M 2   I P   d i a l 	 S I M aS2   I P d_	 S I M aS2   I P bS	 B#  I P   4!2 	 M a r c a d o   I P   S I M 2 	 C o m p o s i t i o n   I P   S I M 2 	 S I M 2 - I P - E i n w a h l 	 KE>4  2  =B5@=5B  G5@57  S I M 2 	 C o m p o n i   I P   S I M 2 	 '*5'DI P   'D(7'B)2 	 M a r c a r   I P   d e   S I M 2 	 S I M 2   I P   a r a m a   	 S I M 2   q u a y   s   I P 	 P a n g g i l a n   I P   d i   S I M 2 	 D a i l   S I M 2   I P 	 S I M 2   I P   !	>	/	2		 	 	 	 S I M 2   I P - t  r c s  z  s 	 	 	 	 S I M 2   I P   k i e z e n 	 	 	 A p e l a r e   I P   S I M 2 	 	 	   S I M 2   I P 	 	 	 4E'1G  1  S I M 2   I P 	 	 	 				  				  						 	 	 	 


2   



  



	 2     	 I d a y e l i   y e - S I M 2   I P 	 U d a y e l o   l w e - I P   y e S I M 2 	 P i g a   I P   S I M 2 	 S I M 2   I P - s k a k e l 	 2   S I M   k o r t e l s   I P   r i n k i m a s 	 S I M 2   I P   z v a n s 	 S I M 2   I P   v a l i m i n e 	 S I M 2   I P   patapa~axt	 S I M 2   I P   	 A p e l a r e   I P   S I M 2 	 S I M 2   I P   !
/
2
M

 	 S I M 2   I P   !>_2	 R e n i a   S I M 2   I P 	 	 	 	 	 	 	 	 	 D i s c a g e m   I P   d o   S I M 2 	 	 	 	 	 	 	 	 S I M 2   I P   d i a l 	 S I M 2   I P   d i a l 	 M a r c a c i  n   I P   d e   S I M 2 	 S I M 2       I P       p a 	 D i a i l i g h   I P   S I M 2 
 
 S T R I N G _ M T P N P _ S I M 1 _ O W N E R _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 o w n e r   n u m b e r 	 S I M 1   o w n e r   n u m b e r s 	 S I M aS1 ,g_j_x	 S I M aS1 ,g:gSx	 +!2"@%*H'1'4!1 	 N  m e r o   d e l   d u e  o   d e   S I M 1 	 N u m  r o   d u   p r o p r i  t a i r e   S I M 1 	 S I M 1 - B e s i t z e r n u m m e r 	 ><5@  2;045;LF0  S I M 1 	 N u m e r o   p r o p r i e t a r i o   S I M 1 	 1BE  'D5'-(  'D(7'B)1 	 N  m e r o   d e   p r o p r i e t  r i o   S I M 1 	 S I M 1   s a h i b i n i n   n u m a r a s 1  	 S   c a   c h   m  y   S I M 1 	 N o m o r   p e m i l i k   S I M 1 	 P e m i l i k   n o m b o r   S I M 1 	 S I M 1   8	M	5	>	.	@	  	>	  (		,	0		 	 	 	 S I M 1   t u l a j d o n o s   s z  m a 	 	 	 	 S I M 1   n u m m e r   v a n   e i g e n a a r 	 	 	 N u m r   p r o p r i e t a r   S I M 1 	 	 	 '     S I M 1 	 	 	 4E'1G  E'D  S I M 1 	 	 	 			  	  		  														  						 	 	 	 


1 

  






  



	 1     	 I n a m b a   y o m n i k a z i   w e - S I M 1 	 I n o m b o l o   y o m n i n i   w e - S I M 1 	 N a m b a r i   y a   m w e n y e   S I M 1 	 S I M 1   e i e n a a r n o m m e r 	 1   S I M   k o r t e l s   s a v i n i n k o   n u m e r i s 	 S I M 1   +p a an i e k a   n u m u r s 	 S I M 1   o m a n i k u   n u m b e r 	 S I M 1   }eaoavakx{  pata	 S I M 1     	 N u m r   p r o p r i e t a r   S I M 1 	 S I M 1   
#
0
M

   (
.
M
*
0
M

 	 S I M 1   .>2?  (.M,0	 N u m r i   I   p r o n a r i t   S I M 1 	 			1   														  						 	 	 	 	 	 	 	 N  m e r o s   d e   p r o p r i e t  r i o   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   j a b e a r e n   z e n b a k i a 	 S I M 1   n u m e r o   n g   m a y - a r i 	 N  m e r o   d o   p r o p i e t a r i o   d e   S I M 1 	 S I M 1   n m n a   n k e   o n w e 	 U i m h i r   a n    i n  a r a   S I M 1 
 
 S T R I N G _ M T P N P _ S I M 1 _ S D L _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 S D L   n u m b e r 	 S I M 1   s e r v i c e   n u m b e r s 	 S I M aS1 
gR_x	 S I M aS1 
gRSx	 +!2"@%2#B##42#4!1 	 N  m e r o   d e   m a r c a d o   d e   s e r v i c i o   S I M 1 	 N u m  r o   d u   s e r v i c e   d e   c o m p o s i t i o n   S I M 1 	 S I M 1 - D i e n s t e i n w  h l n u m m e r 	 !;C651=K9  =><5@  ( S I M 1 ) 	 N u m e r o   c o m p o s i z i o n e   s e r v i z i o   S I M 1 	 1BE  '*5'D  'D./E)  'D(7'B)1 	 N  m e r o   d e   m a r c a   o   d e   s e r v i  o   S I M 1 	 S I M   s e r v i s   n u m a r a s 1  	 Q u a y   s   d c h   v   S I M 1 	 N o m o r   l a y a n a n   S I M 1 	 N o m b o r   d a i l a n   k h i d m a t   S I M 1 	 S I M 1   8	0	M	5	?	8	  !	>	/	2	?			  (		,	0		 	 	 	 S I M 1   s z o l g  l t a t  s   t  r c s  z  s i   s z  m 	 	 	 	 S I M 1   d i e n s t k e u z e n u m m e r 	 	 	 N u m r   d e   a p e l a r e   s e r v i c i i   S I M 1 	 	 	     S I M 1 	 	 	 4E'1G  *E'3  ./E'*  S I M 1 	 	 	 				  		  				  					  			  						 	 	 	 


1   



  






  



	 1       	 I n a m b a   y o k u d a y e l a   i s e v i s i   y e - S I M 1 	 I n o m b o l o   y o k u d a y e l a   y e n k o n z o   y e S I M 1 	 N a m b a r i   y a   k u p i g a   h u d u m a   y a   S I M 1 	 S I M 1   d i e n s n o m m e r 	 1   S I M   k o r t e l s   a p t a r n a v i m o   r i n k i m o   n u m e r i s 	 N u m u r s   z v a n +aa n a i   u z   S I M 1   p a k a l p o j u m i e m 	 S I M 1   t e e n u s e   n u m b e r 	 S I M 1   na|auxraoav  pata	 S I M 1       	 N u m r   d e   a p e l a r e   s e r v i c i i   S I M 1 	 S I M 1   8
0
M

 5
@
8
M
  !
/
2
?

M
  (
.
M
*
0
M

 	 S I M 1   8G,>  !>_2?  (.M,0	 N u m r i   I   r e n i e s   s e   s h e r b i m i t   S I M 1 	 			1   				  								  						 	 	 	 	 	 	 	 N  m e r o s   d e   s e r v i  o   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   z e r b i t z a r i a r e n   z e n b a k i a 	 S I M 1   n u m e r o   d i n a - d i a l   p a n g s e r b i s y o 	 N  m e r o   d e   m a r c a c i  n   d o   s e r v i z o   d e   S I M 1 	 r   S I M 1 n a - a p   n m b a 	 U i m h i r   d i a i l i t h e   s e i r b h  s e   S I M 1 
 
 S T R I N G _ M T P N P _ S I M 1 _ S O S _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 s o s   n u m b e r 	 S I M 1   S O S   n u m b e r s 	 S I M aS1 }%`_x	 S I M aS1 '}%`Sx	 +!2"@%	8@	44!1 	 N  m e r o   d e   a u x i l i o   S I M 1 	 N u m  r o   d u   S O S   S I M 1 	 S I M 1 - S O S - N u m m e r 	 ><5@  A;C61K  A?0A5=8O  ( S I M 1 ) 	 N u m e r o   S O S   S I M 1 	 1BE  'D7H'1&  'D(7'B)1 	 N  m e r o   d e   e m e r g  n c i a   d e   S I M 1 	 S I M 1   S O S   n u m a r a s 1  	 S   k h n   c p   S I M 1 	 N o m o r   S O S   S I M 1 	 N o m b o r   S O S   S I M 1 	 S I M 1   S O S   (		,	0		 	 	 	 S I M 1   S O S   s z  m 	 	 	 	 S I M 1   a l a r m n u m m e r 	 	 	 N u m r   d e   u r g e n c  S I M 1 	 	 	 '     S I M 1 	 	 	 4E'1G  S I M 1   S O S 	 	 	 				  					  						 	 	 	 


1   S O S   



	 1     	 I n a m b a   y e - S I M 1   S O S 	 I n o m b o l o   y e S O S   y e S I M 1 	 N a m b a r i   y a   S O S   y a   S I M 1 	 S I M 1   n o o d n o m m e r 	 1   S I M   k o r t e l s   S O S   n u m e r i s 	 S I M 1   S O S   n u m u r s 	 S I M 1   S O S   n u m b e r 	 S I M 1   S O S   pata	 S I M 1   S O S   	 N u m r   d e   u r g e n c  S I M 1 	 S I M 1   S O S   (
.
M
*
0
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 	 S I M 1   S O S   (.M,0	 N u m r i   S O S   S I M 1 	 			1   S O S   						 	 	 	 	 	 	 	 N  m e r o s   S O S   d o   S I M 1 	 	 	 	 	 	 	 	 S I M 1   S O S   z e n b a k i a 	 S I M 1   S O S   n u m e r o 	 N  m e r o   d e   S O S   d e   S I M 1 	 S I M 1     S O S   n m b a 	 U i m h i r   S O S   S I M 1 
 
 S T R I N G _ M T P N P _ S I M 1 _ C B _ M E N U E N T R Y 	 M E R C U R Y 	 I C O N T E X T 	 C e l l   B r o a d c a s t   m e n u   i t e m   s t r i n g 	 S I M 1   b r o a d c a s t   m e s s a g e 	 S I M aS1 ^d
o`	 S I M aS1 \:S^d	 I-'2!---22(4!1 	 M e n s a j e   d e   t r a n s m i s i  n   d e   S I M 2 	 M e s s a g e   d e   d i f f u s i o n   S I M 1 	 S I M 1 - B r o a d c a s t - M i t t e i l u n g 	 =D>@<0F8>==>5  A>>1I5=85  =0  S I M 1 	 M e s s a g g i o   t r a s m i s s i o n e   S I M 1 	 '0'9)  'DEF7B)  'D(7'B)1 	 M e n s a g e m   d e   d i f u s  o   d e   S I M 1 	 S I M 1   y a y 1n   i l e t i s i   	 P h  t   t  n   t i n   n h n   S I M 1 	 P e s a n   s i a r a n   d i   S I M 1 	 M e s e j   p e n y i a r a n   S I M 1 	 S I M 1   ,	M	0	I	!		>	8	M		  8		&	G	6		 	 	 	 S I M 1    z e n e t   s u g  r z  s a 	 	 	 	 S I M 1   b e r i c h t   a a n   i e d e r e e n 	 	 	 M e s a j   d i f u z a t   S I M 1 	 	 	     S I M 1 	 	 	 ~'E  ~.4  S I M 1 	 	 	 				  		  									  							 	 	 	 


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	 1     	 U m b i k o   w o k u s a k a z a   w e - S I M 1 	 U s a s a z o   l o m y a l e z o   w e S I M 1 	 U j u m b e   m a t a n g a z o   y a   S I M 1 	 S a a i   S I M 1   b o o d s k a p   u i t 	 1   S I M   k o r t e l s   p e r d a v i m o   p r a n e ai m a s 	 S I M 1   r a i d +aa n a s   z i Fo j u m s 	 S I M 1   s  n u m i   e d a s t a m i n e 	 S I M 1   lauvaparxdxtaukv  parxdacxiuxv	 S I M 1     	 M e s a j   d i f u z a t   S I M 1 	 S I M 1   ,
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 
 S L A V E _ S T R _ C C _ C S K _ S E L E C T _ N E T 	 M E R C U R Y 	 T I T L E 	 n e t   s e l e c t i o n   t i t l e   s t r i n g 	 S I M   s e l e c t i o n 	 S I M aSxS	 S I M aS	b	 2#@%7-4!	 S e l e c c i  n   S I M 	 S  l e c t i o n   S I M 	 S I M - W a h l 	 K1>@  S I M 	 S e l e z i o n e   S I M 	 '.*J'1  'D4(C)	 S e l e c   o   d e   S I M 	 A   s e  i m i   	 C h n   S I M 	 P i l i h a n   S I M 	 P i l i h a n   S I M 	 S I M   	/	(		 	 	 	 S I M   k i v  l a s z t  s a 	 	 	 	 S I M - s e l e c t i e 	 	 	 S e l e c t a r e   r e ce a 	 	 	   S I M 	 	 	 'F*.'(  S I M 	 	 	 			  						 	 	 	 	   	 S I M   s e l e c t i o n 	 S I M   s e l e c t i o n 	 S I M   s e l e c t i o n 	 S I M   k e u s e 	 S I M   s e l e c t i o n 	 S I M   s e l e c t i o n 	 S I M   s e l e c t i o n 	 S I M   s e l e c t i o n 	 S I M   s e l e c t i o n 	 S I M   s e l e c t i o n 	 S I M   $
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 
 S L A V E _ S T R _ C C _ C S K _ S E L E T E C T _ C A R D 1 	 M E R C U R Y 	 I C O N T E X T 	 s e l e c t i o n   t o   m a k e   c a l l   f r o m   S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M 1 	 01>@  G5@57  S I M 1 	 S I M 1 	 '*5'D  'D(7'B)1 	 S I M 1 	 S I M 1   a r a m a   	 S I M 1   	 S I M 1 	 D a i l   S I M 1 	 S I M 1   	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 A p e l a r e   S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 1   	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 			1 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S L A V E _ S T R _ C C _ C S K _ S E L E T E C T _ C A R D 2 	 M E R C U R Y 	 I C O N T E X T 	 s e l e c t i o n   t o   m a k e   c a l l   f r o m   S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 01>@  G5@57  S I M 2 	 S I M 2 	 '*5'D  'D(7'B)2 	 S I M 2 	 S I M 2   a r a m a 	 S I M 2   	 S I M 2 	 D a i l   S I M 2 	 S I M 2   	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 2   	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ C H O O S E _ M A S T E R _ C H A T 	 M E R C U R Y 	 I C O N T E X T 	 C h o o s e   M a s t e r 	 C h o o s e   S I M 1 	 xSS I M aS1 	 	bS I M aS1 	 @%7-4!1 	 E l e g i r   S I M 1 	 C h o i s i r   S I M 1 	 S I M 1   w  h l e n 	 K1@0BL  S I M 1 	 S c e g l i   S I M 1 	 '.*J'1  'D(7'B)1 	 E s c o l h e r   S I M 1 	 S I M 1 ' i   s e    	 C h n   S I M 1 	 P i l i h   S I M 1 	 P i l i h   S I M 1 	 S I M 1   	A	(	G			 	 	 	 S I M 1   v  l a s z t  s a 	 	 	 	 S I M 1   k i e z e n 	 	 	 A l e g e ci   S I M 1 	 	 	   S I M 1 	 	 	 'F*.'(  S I M 1 	 	 	 				  					  					 	 	 	 


1   



  


	 1     	 K h e t h a   i - S I M 1 	 K h e t h a   i S I M 1 	 C h a g u a   S I M 1 	 K i e s   S I M 1 	 P a s i r i n k t i   1   S I M   k o r t e l 	 I z v l t i e s   S I M 1 	 V a l i   S I M 1 	 8vel  S I M 1 - h	   S I M 1 	 A l e g e ci   S I M 1 	 S I M 1   $
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	 S I M 1   ,>(M$A	 Z g j i d h   S I M 1 	 			1   						  				 	 	 	 	 	 	 	 E s c o l h e r   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ C H O O S E _ S L A V E _ C H A T 	 M E R C U R Y 	 I C O N T E X T 	 C h o o s e   S l a v e 	 C h o o s e   S I M 2 	 xSS I M aS2 	 	bS I M aS2 	 @%7-4!2 	 E l e g i r   S I M 2   	 C h o i s i r   S I M 2 	 S I M 2   w  h l e n 	 K1@0BL  S I M 2 	 S c e g l i   S I M 2 	 '.*J'1  'D(7'B)2 	 E s c o l h e r   S I M 2 	 S I M 2 ' y i   s e    	 C h n   S I M 2 	 P i l i h   S I M 2 	 P i l i h   S I M 2 	 S I M 2   	A	(	G			 	 	 	 S I M 2   v  l a s z t  s a 	 	 	 	 S I M 2   k i e z e n 	 	 	 A l e g e ci   S I M 2 	 	 	   S I M 2 	 	 	 'F*.'(  S I M 2 	 	 	 				  					  					 	 	 	 


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	 2     	 K h e t h a   i - S I M 2 	 K h e t h a   i S I M 2 	 C h a g u a   S I M 2 	 K i e s   S I M 2 	 P a s i r i n k t i   2   S I M   k o r t e l 	 I z v l t i e s   S I M 2 	 V a l i   S I M 2 	 8vel  S I M 2 - h	   S I M 2 	 A l e g e ci   S I M 2 	 S I M 2   $
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 
 S T R I N G _ M T P N P _ C H A T _ N O T _ S U P P O R T 	 M E R C U R Y 	 P O P U P 	 S I M 2   N o t   S u p p o r t 	 S I M 2   n o t   s u p p o r t 	 S I M aS2 
N/ec	 S I M aS2 
N/ec	 4!2   D!H*1*8	 S I M 2   n o   s o p o r t a d o 	 S I M 2   n o n   s u p p o r t  e 	 S I M 2   n i c h t   u n t e r s t  t z t 	 S I M 2   =5  ?>445@68205BAO	 S I M 2   n o n   s u p p o r t a t a 	 'D(7'B)2   :J1  E/9E	 S I M 2   n  o   s u p o r t a d o 	 S I M 2   d e s t e k l e n m i y o r   	 S I M 2   k h  n g   h   t r 	 S I M 2   t i d a k   d i d u k u n g 	 S I M 2   t i d a k   s o k o n g 	 S I M 2   	8	.	0	M	%	?	$		 	 	 	 A   S I M 2   n e m   t  m o g a t o t t 	 	 	 	 S I M 2   n i e t   o n d e r s t e u n d 	 	 	 C a r t e l a   S I M 2   n u   e s t e   a c c e p t a t 	 	 	 S I M 2     	 	 	 S I M 2   ~4*('F  FE  4H/	 	 	 				  		  						  			  		d		 	 	 	 


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	 2   	 I - S I M 2   a y i s a p h o t h i w e 	 I - S I M 2   a y i x h a s i 	 S I M 2   h a i k u b a l i w i 	 S I M 2   n i e   g e s t e u n   n i e 	 2   S I M   k o r t e l   n e p a l a i k o m a 	 S I M 2   n a v   a t b a l s t +t a 	 S I M 2   t o e t u s e t a 	 S I M 2 - h  pataerelk  yg	 S I M 2       	 C a r t e l a   S I M 2   n u   e s t e   a c c e p t a t 	 S I M 2   *
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	 S I M 2   8.0M%(  0A(>9?	 S I M 2   n u k   m b e s h t e t e t 	 			2   						  					 	 	 	 	 	 	 	 S I M 2   n  o   s u p o r t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S M S _ C O P Y _ T O _ S I M 2 	 U n d e f i n e d 	 I C O N T E X T 	 S M S   c o p y   f u n c t i o n   C o p y   t o   S I M 2   S t r i n g 	 C o p y   t o   S I M 2 	 S I M aS2 	 
Y6RS I M aS2 	 1%-D4!2 	 C o p i a r   a   S I M 2 	 C o p i e r   v e r s   S I M 2 	 Z u   S I M 2   k o p i e r e n 	 >?8@>20BL  =0  S I M 2 	 S p o s t a   s u   S I M 1 	 F3.  'DJ  'D(7'B)2 	 C o p i a r   p a r a   S I M 2 	 S I M 1 ' e   k o p y a l a   	 S a o   c h  p   n   S I M 2 	 S a l i n   k e   S I M 2 	 S a l i n   k e   S I M 2 	 S I M 2   .	G		  	I	*	@	  	0	G			 	 	 	 M  s o l  s   S I M 2 - r e 	 	 	 	 K o p i  r e n   n a a r   S I M 2 	 	 	 C o p i e r e   p e   S I M 2 	 	 	   - S I M 2 	 	 	 ~  /1  S I M 2 	 	 	 				  			  			  					  		 	 	 	 


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	 2       	 K o p i s h e l a   k w i - S I M 2 	 K h u p h e l a   k w i S I M 2 	 N a k i l i   k w a   S I M 2 	 K o p i e e r   n a   S I M 2 	 K o p i j u o t i   /  2   S I M   k o r t e l 	 K o p t   u z   S I M 2 	 K o p e e r i   S I M 2 - l e 	 Jasevel  S I M 2 - xt	     S I M 2 - 	 C o p i e r e   p e   S I M 2 	 S I M 2 - 2
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	 S I M 2 A  *?  0(M$A	 	 			2 - 		  									  			  	 	 	 	 	 	 	 	 C o p i a r   a o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S M S _ M O V E _ T O _ S I M 2 	 U n d e f i n e d 	 I C O N T E X T 	 S M S   m o v e   f u n c t i o n   M o v e   t o   S I M 2   S t r i n g 	 M o v e   t o   S I M 2 	 ,dyS I M aS2 	 yRS I M aS2 	 "I2"D4!2 	 M o v e r   a   S I M 2 	 D  p l a c e r   v e r s   S I M 2 	 Z u   S I M 2   v e r s c h i e b e n 	 5@5<5AB8BL  =0  S I M 2 	 S p o s t a   s u   S I M 2 	 'F*B'D  'DJ  'D(7'B)2 	 M o v e r   p a r a   S I M 2 	 S I M 2 ' y e   t a _1  	 C h u y n   n   S I M 2 	 P i n d a h k a n   k e   S I M 2 	 A l i h   k e   S I M 2 	 S I M 2   .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   S I M 2 - r e 	 	 	 	 V e r p l a a t s e n   n a a r   S I M 2 	 	 	 M u t a r e   p e   S I M 2 	 	 	   - S I M 2 	 	 	 'F*B'D  (G  S I M 2 	 	 	 						  				 	 	 	 


1 


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	 2     	 Y i s a   k w i - S I M 2 	 S u s a   k w i S I M 2 	 H a m i s h w a   k w a   S I M 2 	 S k u i f   n a   S I M 2 	 P e r k e l t i   /  2   S I M   k o r t e l 	 P r c e l t   u z   S I M 2 	 T e i s a l d a   S I M 2 - l e 	 Oeraxmel  dezk  S I M 2 	   S I M 2 - 	 M u t a r e   p e   S I M 2 	 S I M 2 - 2
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 
 S T R I N G _ M T P N P _ S M S _ F R O M _ S I M 2 	 U n d e f i n e d 	 I C O N T E X T 	 S M S   c o p y   f u n c t i o n   F r o m   S I M 2   S t r i n g 	 F r o m   S I M 2 	 _S I M aS2 	 NS I M aS2 	 24!2 	 D e s d e   S I M 2 	 D e   S I M 2 	 V o n   S I M 2 	 !  S I M 2 	 D a   S I M 2 	 EF  'D(7'B)2 	 D o   S I M 2 	 S I M 2 ' d e n   	 T   S I M 2 	 D a r i   S I M 2 	 D a r i   S I M 2 	 S I M 2   8	G		 	 	 	 S I M 2 - r Ql 	 	 	 	 V a n   S I M 2 	 	 	 D e   p e   S I M 2 	 	 	 - S I M 2 	 	 	 '2  S I M 2 	 	 	 			  						 	 	 	 


2 




	 2   	 K u v e l a   k w i - S I M 2 	 I v e l a   k w i S I M 2 	 K u t o k a   k w a   S I M 2 	 V a n a f   S I M 2 	 I a  2   S I M   k o r t e l s 	 N o   S I M 2 	 S I M 2 - l t 	 S I M 2 - k	 S I M 2 -     	 D e   p e   S I M 2 	 S I M 2 - 2
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 
 S T R I N G _ M T P N P _ P H B _ C O P Y _ A L L _ F R O M _ S I M 1 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 C o p y A l l   F r o m   S I M 1   q u e r y 	 F r o m   S I M 1 ? 	 _S I M aS1 	 NS I M aS1 	 24!1 ? 	  D e s d e   S I M 1 ?   	 D e   S I M  ? 	 V o n   S I M 1 ? 	 !  S I M 1 ? 	 D a   S I M 1 ? 	 EF  'D(7'B)1 	 D o   S I M 1 ? 	 S I M 1 ' d e n   m i ?   	 T   S I M 1 ? 	 D a r i   S I M 1 ? 	 D a r i   S I M 1 ? 	 S I M 1   8	G	? 	 	 	 	 S I M 1 - r Ql ? 	 	 	 	 V a n   S I M 1 ? 	 	 	 D e   p e   S I M 1 ? 	 	 	 - S I M 1 ? 	 	 	 '2  S I M 1 	 	 	 			  					? 	 	 	 	 


1   



? 	 1   ? 	 K u v e l a   k w i - S I M 1 ? 	 I v e l a   k w i S I M 1 ? 	 K u t o k a   k w a   S I M 1 ? 	 V a n a f   S I M 1 ? 	 I a  1   S I M   k o r t e l s ? 	 N o   S I M 1 ? 	 S I M 1 - l t ? 	 S I M 1 - k^	 S I M 1 - ?     	 D e   p e   S I M 1 ? 	 S I M 1 - 2
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 
 S T R I N G _ M T P N P _ P H B _ C O P Y _ A L L _ F R O M _ S I M 2 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 C o p y A l l   F r o m   S I M 2   q u e r y 	 F r o m   S I M 2 ? 	 _S I M aS2 	 NS I M aS2 	 24!2 ? 	  D e s d e   S I M 2 ? 	 V e r s   S I M 2  ? 	 V o n   S I M 2 ? 	 !  S I M 2 ? 	 D a   S I M 2 ? 	 EF  'D(7'B)2 	 D o   S I M 2 ? 	 S I M 2 ' d e n   m i ?   	 T   S I M 2 ? 	 D a r i   S I M 2 ? 	 D a r i   S I M 2 ? 	 S I M 2   8	G	? 	 	 	 	 S I M 2 - r Ql ? 	 	 	 	 V a n   S I M 2 ? 	 	 	 D e   p e   S I M 2 ? 	 	 	 - S I M 2 ? 	 	 	 '2  S I M 2 	 	 	 			  					? 	 	 	 	 


2   



? 	 2 ? 	 K u v e l a   k w i - S I M 2 ? 	 I v e l a   k w i S I M 2 ? 	 K u t o k a   k w a   S I M 2 ? 	 V a n a f   S I M 2 ? 	 I a  2   S I M   k o r t e l s ? 	 N o   S I M 2 ? 	 S I M 2 - l t ? 	 S I M 2 - k^	 S I M 2 - ?     	 D e   p e   S I M 2 ? 	 S I M 2 - 2
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 
 S T R I N G _ M T P N P _ P H B _ C O P Y _ T O _ S I M 1 _ D O N E 	 P h o n e B o o k 	 P O P U P 	 C o p i e d   t o   S I M 1 	 C o p i e d   t o   S I M 1 	 ]0RS I M aS1 	 ]
Y6R0RS I M aS1 	 1%-D4!1   A%I'	 C o p i a d o   a   S I M 1 	 C o p i    s u r   S I M 1 	 Z u   S I M 1   k o p i e r t   	 >?8@>20BL  =0  S I M 1 	 C o p i a t o   s u   S I M 1 	 *E  F3.  'DJ  'D(7'B)1 	 C o p i a d o   p a r a   o   S I M 1 	 S I M 1 ' e   k o p y a l a n d 1  	    s a o   c h  p   n   S I M 1 	 D i s a l i n   k e   S I M 1 	 S a l i n   k e   S I M 1 	 S I M 1   .	G		  	I	*	@	  	@	  			 	 	 	 M  s o l v a   S I M 1 - r e 	 	 	 	 G e k o p i e e r d   n a a r   S I M 1 	 	 	 C o p i a t   p e   S I M 1 	 	 	   - S I M 1 	 	 	 /1  S I M 1   ~  4/	 	 	 				  	  			  			  					? 	 	 	 	 


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  	 1       	 K u k o p i s h e l w e   k w i - S I M 1 	 I k h u t s h e l w e   k w i S I M 1 	 I m e n a k i l i w a   k u t o k a   k w a   S I M 1 	 N a   S I M 1   g e k o p i e e r 	 N u k o p i j u o t a   /  1   S I M   k o r t e l 	 K o p j u   u z   S I M 1 	 K o p e e r i t u d   S I M 1 - l e 	 Jasev~an  g  S I M 1 - xt	   S I M 1 - 	 C o p i a t   p e   S I M 1 	 S I M 1 - 2
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	 S I M 1 A  *?  9G2>	 U   k o p j u a   t e k   S I M 1 	 			1 - 		  											 	 	 	 	 	 	 	 C o p i a d o   a o   S I M 1 	 	 	 	 	 	 	 	 S I M 1 e r a   k o p i a t u   d a 	 K i n o p y a   s a   S I M 1 	 C o p i a d o   e n   S I M 1 	 K p a   n a   S I M 1 	 C  i p e  i l t e   g o   S I M 1 
 
 S T R I N G _ M T P N P _ P H B _ C O P Y _ T O _ S I M 2 _ D O N E 	 P h o n e B o o k 	 P O P U P 	 C o p i e d   t o   S I M 2 	 C o p i e d   t o   S I M 2 	 ]0RS I M aS2 	 ]
Y6R0RS I M aS2 	 1%-D4!2   A%I'	 C o p i a d o   a   S I M 2 	 C o p i    s u r   S I M 2 	 Z u   S I M 2   k o p i e r t   	 >?8@>20BL  =0  S I M 2 	 C o p i a t o   s u   S I M 2 	 *E  F3.  'DJ  'D(7'B)2 	 C o p i a d o   p a r a   S I M 2 	 S I M 2 ' y e   k o p y a l a n d 1  	    s a o   c h  p   n   S I M 1 	 D i s a l i n   k e   S I M 2 	 S a l i n   k e   S I M 2 	 S I M 2   .	G		  	I	*	@	  	@	  			 	 	 	 M  s o l v a   S I M 2 - r e 	 	 	 	 G e k o p i e e r d   n a a r   S I M 2 	 	 	 C o p i a t   p e   S I M 2 	 	 	   - S I M 2 	 	 	 /1  S I M 2   ~  4/	 	 	 				  	  			  			  					? 	 	 	 	 


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  	 2       	 K u k o p i s h e l w e   k w i - S I M 2 	 I k h u t s h e l w e   k w i S I M 2 	 I m e n a k i l i w a   k w a   S I M 2 	 N a   S I M 2   g e k o p i e e r 	 N u k o p i j u o t a   /  2   S I M   k o r t e l 	 K o p j u   u z   S I M 2 	 K o p e e r i t u d   S I M 2 - l e 	 Jasev~an  g  S I M 2 - xt	   S I M 2 - 	 C o p i a t   p e   S I M 2 	 S I M 2 - 2
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	 S I M 2 A  *?  9G2>	 U   k o p j u a   t e k   S I M 2 	 			2 - 		  											 	 	 	 	 	 	 	 C o p i a d o   a o   S I M 2 	 	 	 	 	 	 	 	 S I M 2 r a   k o p i a t u   d a 	 K i n o p y a   s a   S I M 2 	 C o p i a d o   e n   S I M 2 	 K p a   n a   S I M 2 	 C  i p e  i l t e   g o   S I M 2 
 
 S T R I N G _ M T P N P _ P H B _ M O V E _ T O _ S I M 1 _ D O N E 	 P h o n e B o o k 	 P O P U P 	 M o v e d   t o   S I M 1 	 M o v e d   t o   S I M 1 	 ],dyS I M aS1 	 ]yR0RS I M aS1 	 "I2"D4!1   A%I'	 M o v i d o   a   S I M 1 	 D  p l a c    s u r   S I M 1 	 Z u   S I M 1   v e r s c h o b e n 	 5@5<5I5=>  =0  S I M 1 	 S p o s t a t o   s u   S I M 1 	 *E  'F*B'D  'DJ  'D(7'B)1 	 M o v i d o   p a r a   o   S I M 1 	 S I M 1 ' e   t a _1n d 1  	    c h u y n   n   S I M 1 	 D i p i n d a h k a n   k e   S I M 1 	 A l i h   k e   S I M 1 	 S I M 1   .	G		  2	G	  	>	/	>	  	/	>		 	 	 	  t h e l y e z v e   S I M 1 - r e 	 	 	 	 V e r p l a a t s t   n a a r   S I M 1 	 	 	 M u t a t   p e   S I M 1 	 	 	   - S I M 1 	 	 	 (G  S I M 1   'F*B'D  'A*	 	 	 				  	  					  					? 	 	 	 	 


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	 1     	 K u y i s w e   k w i - S I M 1 	 I s i w e   k w i S I M 1 	 I m e h a m i s h w a   k w a   S I M 1 	 N a   S I M 1   g e s k u i f 	 P e r k e l t a   /  1   S I M   k o r t e l 	 P r c l u   u z   S I M 1 	 T e i s a l d a t u d   S I M 1 - l e 	 Oeraxm~an  g  dezk  S I M 1 	   S I M 1 - 	 M u t a t   p e   S I M 1 	 S I M 1 - 2
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 
 S T R I N G _ M T P N P _ P H B _ M O V E _ T O _ S I M 2 _ D O N E 	 P h o n e B o o k 	 P O P U P 	 M o v e d   t o   S I M 2 	 M o v e d   t o   S I M 2 	 ],dyS I M aS2 	 ]yR0RS I M aS2 	 "I2"D4!2   A%I'	 M o v i d o   a   S I M 2 	 D  p l a c    s u r   S I M 2 	 Z u   S I M 2   v e r s c h o b e n 	 5@5<5I5=>  =0  S I M 2 	 S p o s t a t o   s u   S I M 2 	 *E  'F*B'D  'DJ  'D(7'B)2 	 M o v i d o   p a r a   o   S I M 2 	 S I M 2 ' y e   t a _1n d 1  	    c h u y n   n   S I M 2 	 D i p i n d a h k a n   k e   S I M 2 	 A l i h   k e   S I M 2 	 S I M 2   .	G		  2	G	  	>	/	>	  	/	>		 	 	 	  t h e l y e z v e   S I M 2 - r e 	 	 	 	 V e r p l a a t s t   n a a r   S I M 2 	 	 	 C o p i a t   p e   S I M 1 	 	 	   - S I M 2 	 	 	 (G  S I M 2   'F*B'D  'A*	 	 	 						  					  					? 	 	 	 	 


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 
 S T R I N G _ M T P N P _ S I M 1 P H B _ A D D _ N E W _ E N T R Y 	 P h o n e B o o k 	 I C O N T E X T 	 A d d   N e w   E n t r y   T o   S I M 1 	 T o   S I M 1 	 S I M aS1 	 S I M aS1 	 D4!1 	 H a c i a   S I M 1   	 V e r s   S I M 1 	 Z u   S I M 1 	 0  S I M 1 	 S u   S I M 1 	 'DJ  'D(7'B)1 	 P a r a   o   S I M 1 	 S I M 1 ' e   	 n   S I M 1 	 K e   S I M 1 	 K e   S I M 1 	 S I M 1   	K		 	 	 	 S I M 1 - r e 	 	 	 	 N a a r   S I M 1 	 	 	 P e   S I M 1 	 	 	 - S I M 1 	 	 	 (G  S I M 1 	 	 	 				  		 	 	 	 


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 
 S T R I N G _ M T P N P _ S I M 1 P H B _ D E L E T E A L L 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   A l l   F r o m   S I M 1 	 F r o m   S I M 1 	 _S I M aS1 	 NS I M aS1 	 24!1 	 D e s d e   S I M 1   	 D e   S I M 1 	 V o n   S I M 1 	 !  S I M 1 	 D a   S I M 1 	 EF  'D(7'B)1 	 D o   S I M 1 	 S I M 1 ' d e n   	 T   S I M 1 	 D a r i   S I M 1 	 D a r i   S I M 1 	 S I M 1   8	G		 	 	 	 S I M 1 - r Ql 	 	 	 	 V a n   S I M 1 	 	 	 D e   p e   S I M 1 	 	 	 - S I M 1 	 	 	 '2  S I M 1 	 	 	 			  					? 	 	 	 	 


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 
 S T R I N G _ M T P N P _ V C A R D _ S A V E _ T O _ S I M 1 	 P h o n e B o o k 	 I C O N T E X T 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 2QX[0RS I M aS1 	 OX[0RS I M aS1 	 1@GD4!1 	 G u a r d a r   e n   S I M 1 	 E n r e g i s t r e r   s u r   S I M 1 	 I n   S I M 1   s p e i c h e r n 	 !>E@0=8BL  =0  S I M 1 	 S a l v a   s u   S I M 1 	 -A8  'DJ  'D(7'B)1 	 G u a r d a r   n o   S I M 1 	 S I M 1 ' e   k a y d e t   	 L u   v  o   S I M 1   	 S i m p a n   k e   S I M 1 	 S i m p a n   k e   S I M 1 	 S I M 1   .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   S I M 1 - r e 	 	 	 	 O p s l a a n   o p   S I M 1 	 	 	 S a l v a r e   p e   S I M 1 	 	 	   - S I M 1 	 	 	 0.1G  /1  S I M 1 	 	 	 				  	  				? 	 	 	 	 


1 


  




	 1     	 G c i n a   k w i - S I M 1 	 G c i n a   k w i S I M 1 	 H i f a d h i   k w a   S I M 1 	 B e r g   o p   S I M 1 	 .r a ay t i   /  1   S I M   k o r t e l 	 S a g l a b t   S I M 1 	 S a l v e s t a   S I M 1 - l e 	 Japzavel  S I M 1 - xt	   S I M 1 - 	 S a l v a r e   p e   S I M 1 	 S I M 1 - 2
M

   8
G
5
M
  
F
/
M
/
B
	 S I M 1 0G  8M_  0(M$A	 R u a j   t e k   S I M 1 	 			1 - 		  							  				 	 	 	 	 	 	 	 S a l v o   n o   S I M 1 	 	 	 	 	 	 	 	 S I M 1 e a n   g o r d e 	 I - s a v e   s a   S I M 1 	 G a r d a d o   e n   S I M 1 	 D o k w a a   n a   S I M 1 	 S  b h  i l   g o   S I M 1 
 
 S T R I N G _ M T P N P _ V C A R D _ S A V E _ T O _ S I M 2 	 P h o n e B o o k 	 I C O N T E X T 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 2QX[0RS I M aS2 	 OX[0RS I M aS2 	 1@GD4!2 	 G u a r d a r   e n   S I M 2 	 E n r e g i s t r e r   s u r   S I M 2 	 I n   S I M 2   s p e i c h e r n 	 !>E@0=8BL  =0  S I M 2 	 S a l v a   s u   S I M 2 	 -A8  'DJ  'D(7'B)2 	 G u a r d a r   n o   S I M 2 	 S I M 2 ' y e   k a y d e t   	 L u   v  o   S I M 1 2 	 S i m p a n   k e   S I M 2 	 S i m p a n   k e   S I M 2 	 S I M 2   .	G		  8	G	5	  	0	G			 	 	 	 M e n t  s   S I M 2 - r e 	 	 	 	 O p s l a a n   o p   S I M 2 	 	 	 S a l v a r e   p e   S I M 2 	 	 	   - S I M 2 	 	 	 0.1G  /1  S I M 2 	 	 	 						  				? 	 	 	 	 


2 


  




	 2     	 G c i n a   k w i - S I M 2 	 G c i n a   k w i S I M 2 	 H i f a d h i   k w a   S I M 2 	 B e r g   o p   S I M 2 	 .r a ay t i   /  2   S I M   k o r t e l 	 S a g l a b t   S I M 2 	 S a l v e s t a   S I M 2 - l e 	 Japzavel  S I M 2 - xt	   S I M 2 - 	 S a l v a r e   p e   S I M 2 	 S I M 2 - 2
M

   8
G
5
M
  
F
/
M
/
B
	 S I M 2 0G  8M_  0(M$A	 R u a j   t e k   S I M 2 	 	 	 	 	 	 	 	 	 S a l v o   n o   S I M 2 	 	 	 	 	 	 	 	 S I M 2 a n   g o r d e 	 I - s a v e   s a   S I M 2 	 G a r d a d o   e n   S I M 2 	 D o k w a a   n a   S I M 2 	 S  b h  i l   g o   S I M 2 
 
 S T R I N G _ M T P N P _ C A L L _ S I M 1 	 M E R C U R Y 	 C 0 1 7 _ 1 	 S I M 1   o u t g o i n g   c a l l   i s   o n g o i n g 	 S I M 1   c a l l i n g 	 S I M aS1 d_-N	 S I M aS1 ck(W|TS	 4!1   3%1B#	 S I M 1   l l a m a n d o 	 A p p e l   S I M 1 	 S I M 1 - A n r u f 	 K7>2  G5@57  S I M 1 	 C h i a m a t a   S I M 1 	 ,'1M  '*5'D  'D(7'B)1 	 A   c h a m a r   d e   S I M 1 	 S I M 1   a r 1y o r   	 S I M 1   a n g   g i 	 S I M 1   m e n g h u b u n g i 	 S I M 1   m e m a n g g i l 	 S I M 1 	I	2	  	0	  0	9	>	  9	H		 	 	 	 S I M 1   h  v  s 	 	 	 	 O p r o e p   o p   S I M 1 	 	 	 A p e l    n   c u r s   S I M 1 	 	 	 S I M 1   	 	 	 S I M 1   /1  -'D  *E'3  	 	 	 				  		  				? 	 	 	 	 


1   





	 1     	 K u s h a y w a   u c i n g o   l w e - S I M 1 	 I - S I M 1   i y a f o w n a 	 S I M 1   i n a p i g a 	 S I M 1   s k a k e l   t a n s 	 1   S I M   k o r t e l   s k a m b i n a 	 S I M 1   z v a n a 	 S I M 1   k  n e 	 S I M 1   oaaxt  g  oavy	 S I M 1 -   	 A p e l    n   c u r s   S I M 1 	 S I M 1   5
?
3
?

M

A
(
M
(
A
	 S I M 1   2  0A?	 S I M 1   p o   t h e r r e t 	 			1   				  	 	 	 	 	 	 	 	 C h a m a d a   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ C A L L _ S I M 2 	 M E R C U R Y 	 C 0 1 7 _ 1 	 S I M 2   o u t g o i n g   c a l l   i s   o n g o i n g 	 S I M 2   c a l l i n g 	 S I M aS2 d_-N	 S I M aS2 ck(W|TS	 4!2   3%1B#	 S I M 2   l l a m a n d o 	 A p p e l   S I M 2 	 S I M 2 - A n r u f 	 K7>2  G5@57  S I M 2 	 C h i a m a t a   S I M 2 	 ,'1M  '*5'D  'D(7B')2 	 A   c h a m a r   d e   S I M 2 	 S I M 2   a r 1y o r 	 S I M 2   a n g   g i 	 S I M 2   m e n g h u b u n g i 	 S I M 2   m e m a n g g i l 	 S I M 2   	I	2	  	0	  0	9	>	  9	H		 	 	 	 S I M 2   h  v  s 	 	 	 	 O p r o e p   o p   S I M 2 	 	 	 A p e l    n   c u r s   S I M 2 	 	 	 S I M 2   	 	 	 S I M 2   /1  -'D  *E'3  	 	 	 				  		  				? 	 	 	 	 


2   





	 2     	 K u s h a y w a   u c i n g o   l w e - S I M 2 	 I - S I M 2   i y a f o w n a 	 S I M 2   i n a p i g a 	 S I M 2   s k a k e l   t a n s 	 2   S I M   k o r t e l   s k a m b i n a 	 S I M 2   z v a n a 	 S I M 2   k  n e 	 S I M 2   oaaxt  g  oavy	 S I M 2 -   	 A p e l    n   c u r s   S I M 2 	 S I M 2   5
?
3
?

M

A
(
M
(
A
	 S I M 2   2  0A?	 S I M 2   p o   t h e r r e t 	 	 	 	 	 	 	 	 	 C h a m a d a   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ I N C O M I N G _ S I M 1 	 M E R C U R Y 	 C 0 1 7 _ 1 	 S I M 1   i n c o m i n g   c a l l   a r r i v e s 	 S I M 1   i n c o m i n g 	 S I M aS1 O  	 S I M aS1 eg5u  	 *2"@#5"@I24!1 	 S I M 1   e n t r a n d o 	 E n t r a n t   S I M 1 	 S I M 1   e i n g e h e n d 	 E>4OI89  =0  S I M 1 	 S I M 1   i n   a r r i v o 	 EC'DE)  'DH'1/  AJ  'D(7'B)1 	 C h a m a d a   r e c e b i d a   d e   S I M 1 	 S I M 1   g e l e n   	 C u c   g i   n   S I M 1 	 S I M 1   m a s u k 	 S I M 1   m a s u k 	 S I M 1   	(		.	?				 	 	 	 S I M 1   b e j  v Q	 	 	 	 I n k o m e n d   g e s p r e k   o p   S I M 1 	 	 	 A p e l   d e   i n t r a r e   S I M 1 	 	 	 S I M 1   	 	 	 *E'3  H1H/  S I M 1 	 	 	 				  								 	 	 	 


1   





	 1     	 E z i n g e n a y o   z e - S I M 1 	 I - S I M 1   e n g e n a y o 	 I n a y o i n g i a   k w a   S I M 1 	 S I M 1   i n k o m e n d e   o p r o e p 	 1   S I M   k o r t e l s   /e i n a n t i s 	 S I M 1   i e n k o ai e 	 S I M 1   s i s s e t u l e v 	 S I M 1   txaukv	 S I M 1   	 A p e l   d e   i n t r a r e   S I M 1 	 S I M 1   
(
M

  
.
?

M
	 S I M 1   (.?	 S I M 1   n e   a r d h j e 	 			1   										  	 	 	 	 	 	 	 	 E n t r a d a   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ I N C O M I N G _ S I M 2 	 M E R C U R Y 	 C 0 1 7 _ 1 	 S I M 2   i n c o m i n g   c a l l   a r r i v e s 	 S I M 2   i n c o m i n g 	 S I M aS2 O  	 S I M aS2 eg5u  	 *2"@#5"@I24!2 	 S I M 2   e n t r a n d o 	 E n t r a n t   S I M 2 	 S I M 2   e i n g e h e n d 	 E>4OI89  =0  S I M 2 	 S I M 2   i n   a r r i v o 	 EC'DE)  'DH'1/  AJ  'D(7'B)2 	 C h a m a d a   r e c e b i d a   d e   S I M 2 	 S I M 2   g e l e n   	 C u c   g i   n   S I M 2 	 S I M 2   m a s u k 	 S I M 2     m a s u k 	 S I M 2   	(		.	?				 	 	 	 S I M 2   b e j  v Q	 	 	 	 I n k o m e n d   g e s p r e k   o p   S I M 2 	 	 	 A p e l   d e   i n t r a r e   S I M 2 	 	 	 S I M 2   	 	 	 *E'3  H1H/  S I M 2 	 	 	 				  								 	 	 	 


2   





	 2     	 E z i n g e n a y o   z e - S I M 2 	 I - S I M 2   e n g e n a y o 	 I n a y o i n g i a   k w a   S I M 2 	 S I M 2   i n k o m e n d e   o p r o e p 	 2   S I M   k o r t e l s   /e i n a n t i s 	 S I M 2   i e n k o ai e 	 S I M 2   s i s s e t u l e v 	 S I M 2   txaukv	 S I M 2   	 A p e l   d e   i n t r a r e   S I M 2 	 S I M 2   
(
M

  
.
?

M
	 S I M 2   (.?	 S I M 2   n e   a r d h j e 	 	 	 	 	 	 	 	 	 E n t r a d a   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ O U T B O X _ M A S T E R _ S E N D _ S M S 	 M E R C U R Y 	 I C O N T E X T 	 S e n d   F r o m   S I M 1 	 S e n d   f r o m   S I M 1 	 _S I M aS1 P	 NS I M aS1 S	 *H24!1 	 E n v i a r   d e s d e   S I M 1   	 E n v o y e r   d e   S I M 1 	 V o n   S I M 1   s e n d e n 	 B?@028BL  A  S I M 1 	 I n v i a   d a   S I M 1 	 '13'D  EF  'D(7'B)1 	 E n v i a r   d e   S I M 1 	 S I M 1 ' d e n   g  n d e r   	 G i   t   S I M 1 	 K i r i m   d a r i   S I M 1 	 H a n t a r   d a r i   S I M 1 	 S I M 1   8	G	  -	G		G			 	 	 	 K  l d  s   S I M 1 - r Ql 	 	 	 	 V e r z e n d e n   v a n   S I M 1 	 	 	 E x p e d i e r e   d e   p e   S I M 1 	 	 	   - S I M 1 	 	 	 '13'D  '2  S I M 1 	 	 	 				  				  						 	 	 	 


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	 1     	 T h u m e l a   k u s u k a   k w i - S I M 1 	 T h u n y e l w e   k w i   S I M 1 	 T u m a   k u t o k a   k w a   S I M 1 	 S t u u r   v a n a f   S I M 1 	 S i ss t i   i a  1   S I M   k o r t e l s 	 S kt +t   n o   S I M 1 	 S a a d a   S I M 1 - l t 	 Hraoel  S I M 1 - k	   S I M 1 - 	 E x p e d i e r e   d e   p e   S I M 1 	 S I M 1 - 2
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 
 S T R I N G _ M T P N P _ O U T B O X _ S L A V E _ S E N D _ S M S 	 M E R C U R Y 	 I C O N T E X T 	 S e n d   F r o m   S I M 2 	 S e n d   f r o m   S I M 2 	 _S I M aS2 P	 NS I M aS2 S	 *H24!2 	 E n v i a r   d e s d e   S I M 2 	 E n v o y e r   d e   S I M 2 	 V o n   S I M 2   s e n d e n 	 B?@028BL  A  S I M 2 	 I n v i a   d a   S I M 2 	 '13'D  EF  'D(7'B)2 	 E n v i a r   d e   S I M 2 	 S I M 2 ' d e n   g  n d e r   	 G i   t   S I M 2 	 K i r i m   d a r i   S I M 2 	 H a n t a r   d a r i   S I M 2 	 S I M 2   8	G	  -	G		G			 	 	 	 K  l d  s   S I M 2 - r Ql 	 	 	 	 V e r z e n d e n   v a n   S I M 2 	 	 	 E x p e d i e r e   d e   p e   S I M 2 	 	 	   - S I M 2 	 	 	 '13'D  '2  S I M 2 	 	 	 				  				  						 	 	 	 


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 
 S T R I N G _ M T P N P _ M A S T E R _ D E L E T E _ I N B O X _ M E N U E N T R Y 	 M E R C U R Y 	 P O P U P C O N F I R M 	 D e l e t e   S I M 1   I n b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S I M 1   I n b o x ? 	 *RdS I M aS1 6eN{-NhQ
o`	  RdS I M aS1 6eN{-NhQOo`	 %I-'2!1I+!2%H-2@I24!1 ? 	  B o r r a r   b u z  n   d e   e n t r a d a   S I M 1 ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d e   r  c e p t i o n   S I M 1   ? 	 A l l e   M i t t e i l u n g e n   a u s   S I M   1 - P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2E>4OI85  A  S I M 1 ? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   a r r i v o   d e l l a   S I M 1 ? 	 E3-  CD  'DE9DHE'*  EF  5F/HB  'DH'1/  AJ  'D(7'B)1 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r   d o   S I M 1 ? 	 S I M 1   G e l e n   K u t u s u   s i l i n s i n   m i ?   	 X  a   t o  n   b   t i n   n h n   t r o n g   h p   t h   n   S I M 1 ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   m a s u k   S I M 1 ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   M a s u k   S I M 1 ? 	 8	?	.	1   	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	 T  r l i   a   S I M 1    s s z e s   B e  r k e z e t t    z e n e t  t ? 	 	 	 	 S I M 1   P o s t v a k   i n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e   d e   p e   S I M 1 ? 	 	 	         S I M 1 ? 	 	 	 GEG  ~'EG'  /1'A*  S I M 1   -0A  4HF/	 	 	 				  		  						  				  		  						  				  						? 	 	 	 	 


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o`	  RdS I M aS1 SN{-NhQOo`	 %I-'2!1I+!2%H-2--4!1 ? 	  B o r r a r   b u z  n   d e   s a l i d a   S I M 1 ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d ' e n v o i   S I M 1   ? 	 A l l e   M i t t e i l u n g e n   a u s   S I M   1 - P o s t a u s g a n g   l  s c h e n ? 	 #40;8BL  8AE>4OI85  A  S I M 1 ? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   u s c i t a   d e l l a   S I M 1 ? 	 E3-  CD  'DE9DHE'*  EF  5F/HB  'D-A8  AJ  'D(7'B)1 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   e n v i a r   d o   S I M 1 ? 	 S I M 1   G i d e n   K u t u s u   s i l i n s i n   m i ?   	 X  a   t o  n   b   t i n   n h n   t r o n g   h p   t h   i   S I M 1 ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   k e l u a r   S I M 1 ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   K e l u a r   S I M 1 ? 	 8	?	.	1   				,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	 T  r l i   a   S I M 1    s s z e s   P o s t  z a n d     z e n e t  t ? 	 	 	 	 S I M 1   P o s t v a k   u i t   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e    n   c u r s   d e   t r i m i t e r e   d e   p e   S I M 1 ? 	 	 	         S I M 1 ? 	 	 	 GEG  ~'EG'  A13*'/F  S I M 1   -0A  4HF/	 	 	 				  		  							  				  		  						  				  						? 	 	 	 	 


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i a m a  ? 	 D z s t   S I M 1   i z s kt n i ? 	 K u s t u t a n   S I M 1   v  l j u n d k a u s t a ? 	 Kv{e^l  S I M 1 - k  5laukv  parxdacxiuxvveh	   S I M 1         ? 	 ^t e r g e ci   m e s a j e l e   d i n   c s u ca   d e   i e _i r i   d e   p e   S I M 1 ? 	 S I M 1   

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 
 S T R I N G _ M T P N P _ S L A V E _ D E L E T E _ I N B O X _ M E N U E N T R Y 	 M E R C U R Y 	 P O P U P C O N F I R M 	 D e l e t e   S I M 2   I n b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S I M 2   I n b o x ? 	 *RdS I M aS2 6eN{-NhQ
o`	  RdS I M aS2 6eN{-NhQOo`	 %I-'2!1I+!2%H-2@I24!2 ? 	  B o r r a r   b u z  n   d e   e n t r a d a   S I M 2 ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d e   r  c e p t i o n   S I M 2   ? 	 A l l e   M i t t e i l u n g e n   a u s   S I M   2 - P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2E>4OI85  A  S I M 2 ? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   a r r i v o   d e l l a   S I M 2 ? 	 E3-  CD  'DE9DHE'*  EF  5F/HB  'DH'1/  AJ  'D(7'B)2 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r   d o   S I M 2 ? 	 S I M 2   G e l e n   K u t u s u   s i l i n s i n   m i ?   	 X  a   t o  n   b   t i n   n h n   t r o n g   h p   t h   n   S I M 2 ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   m a s u k   S I M 2 ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   M a s u k   S I M 2 ? 	 8	?	.	2   	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	 T  r l i   a   S I M 2    s s z e s   B e  r k e z e t t    z e n e t  t ? 	 	 	 	 S I M 2   P o s t v a k   i n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e   d e   p e   S I M 2 ? 	 	 	         S I M 2 ? 	 	 	 GEG  ~'EG'  /1'A*  S I M 2   -0A  4HF/	 	 	 				  		  						  				  		  						  				  						? 	 	 	 	 


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o`	  RdS I M aS2 SN{-NhQOo`	 %I-'2!1I+!2%H-2--4!2 ? 	  B o r r a r   b u z  n   d e   s a l i d a   S I M 2 ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d ' e n v o i   S I M 2   ? 	 A l l e   M i t t e i l u n g e n   a u s   S I M   2 - P o s t a u s g a n g   l  s c h e n ? 	 #40;8BL  8AE>4OI85  A  S I M 2 ? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   u s c i t a   d e l l a   S I M 2 ? 	 E3-  CD  'DE9DHE'*  EF  5F/HB  'D-A8  AJ  'D(7'B)2 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   e n v i a r   d o   S I M 2 ? 	 S I M 2   G i d e n   K u t u s u   s i l i n s i n   m i ?   	 X  a   t o  n   b   t i n   n h n   t r o n g   h p   t h   i   S I M 2 ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   k e l u a r   S I M 2 ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   K e l u a r   S I M 2 ? 	 8	?	.	2   				,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	 T  r l i   a   S I M 2    s s z e s   P o s t  z a n d     z e n e t  t ? 	 	 	 	 S I M 2   P o s t v a k   u i t   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e    n   c u r s   d e   t r i m i t e r e   d e   p e   S I M 2 ? 	 	 	         S I M 2 ? 	 	 	 GEG  ~'EG'  A13*'/F  S I M 2   -0A  4HF/	 	 	 				  		  							  				  		  						  				  						? 	 	 	 	 


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i a m a  ? 	 D z s t   S I M 2   i z s kt n i ? 	 K u s t u t a n   S I M 2   v  l j u n d k a u s t a ? 	 Kv{e^l  S I M 2 - k  5laukv  parxdacxiuxvveh	   S I M 2         ? 	 ^t e r g e ci   m e s a j e l e   d i n   c s u ca   d e   i e _i r i   d e   p e   S I M 2 ? 	 S I M 2   

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 S T R _ I D _ P H N S E T _ U A R T _ S E T U P _ T I T L E 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 U A R T   S e t u p 	 U A R T   s e t t i n g s 	 U A R T -[	 U A R T n	 1IH2  U A R T 	 C o n f i g u r a c i  n   U A R T 	 R  g l a g e s   U A R T 	 U A R T - E i n s t e l l u n g e n 	 0AB@>9:0  U A R T 	 C o n f i g u r a z i o n e   U A R T 	 %9/'/'*  U A R T 	 D e f i n i   e s   d e   U A R T 	 U A R T   a y a r l a r 1	 C  i   t   U A R T 	 P e n g a t u r a n   U A R T 	 P e n g e s e t a n   U A R T 	 U A R T   8	G			*		 	 	 	 U A R T   b e  l l  t  s o k 	 	 	 	 U A R T - i n s t e l l i n g 	 	 	 S e t r i   U A R T 	 	 	   U A R T 	 	 	 *F8EG'  U A R T 	 	 	 							  						 	 	 	 U A R T   




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	   1     	 U m b i k o   w e z w i   w e - S I M 1   o m u s h a 	 I v o y s m e y l   y e S I M 1   e n t s h a 	 B a r u a   m p y a   y a   s a u t i   y a   S I M 1 	 N u w e   S I M 1   s t e m p o s 	 N a u j a s   1   S I M   k o r t e l s   b a l s o   l a i ak a s 	 J a u n s   S I M 1   b a l s s   p a s t s 	 U u s   S I M 1   h   l p o s t i   t e a d e 	 S I M 1 - k  vx  qauvaukv  parxdacxiuxv	   S I M 1 -       	 M e s a j   v o c a l   n o u   p e   S I M 1 	 *
A
$
?
/
  S I M 1   5
K
/
M
8
M
  .
F
/
?
2
M

 	 (B$(  S I M 1   8M50  .G2	 M e s a z h   I   r i   S I M 1 	 				  			1     			  				  	 	 	 	 	 	 	 	 N o v o   c o r r e i o   d e   v o z   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M A S T E R _ F A X _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 1   F a x 	 S I M aS1 ePw	 S I M aS1 e Ow	 AL4!1   C+!H	 F a x   n u e v o   S I M 1 	 N o u v e a u   f a x   S I M 1 	 N e u e s   S I M 1 - F a x 	 >2K9  D0:A  =0  S I M 1 	 N u o v o   f a x   S I M 1 	 A'C3  'D,/J/  AJ  'D(7'B)1 	 N o v o   f a x   d e   S I M 1 	 Y e n i   S I M 1   f a k s 1  	 F a x   m i   S I M 1 	 F a k s   b a r u   d i   S I M 1 	 F a k s   S I M 1   b a r u 	 (	/	>	  S I M 1   +	H		M	8		 	 	 	  j   S I M 1   f a x 	 	 	 	 N i e u w e   S I M 1   f a x 	 	 	 F a x   n o u   p e   S I M 1 	 	 	     S I M 1 	 	 	 A3  ,//  S I M 1 	 	 	 						  				    								 	 	 	 


  


1   




	   1   	 I f e k s i   y e - S I M 1   e n t s h a 	 I f a k s i   y e S I M 1   e n t s h a 	 F a k s i   m p y a   y a   S I M 1 	 N u w e   S I M 1   f a k s 	 N a u j o s   1   S I M   k o r t e l s   f a k s a s 	 J a u n s   S I M 1   f a k s s 	 U u s   S I M 1   f a k s 	 S I M 1 - k  vx  a}	   S I M 1 -   	 F a x   n o u   p e   S I M 1 	 *
A
$
?
/
  S I M 1   +
>

M
8
M
	 (B$(  S I M 1   +M_>M8	 F a k s   I   r i   S I M 1 	 				  			1     						 	 	 	 	 	 	 	 N o v o   f a x   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M A S T E R _ E M A I L _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 1   E m a i l 	 S I M aS1 eN	 S I M aS1 eN	 -5@!%4!1   C+!H	 C o n f i g u r a c i  n   n u e v a   S I M 1 	 N o u v e a u   E m a i l   S I M 1 	 N e u e s   S I M 1 - E - M a i l 	 >20O  M;.   ?>GB0  =0  S I M 1 	 N u o v a   e - m a i l   S I M 1 	 (1J/  'DC*1HFJ  ,/J/  'D(7'B)1 	 N o v o   c o r r e i o   e l e c t r  n i c o   d e   S I M 1 	 Y e n i   S I M 1   e - p o s t a s 1  	 T h   i n   t   m i   S I M 1 	 E m a i l   b a r u   d i   S I M 1 	 E - m e l   S I M 1   b a r u 	 (	/	>	  S I M 1   	- .	G	2		 	 	 	  j   S I M 1   e - m a i l 	 	 	 	 N i e u w e   S I M 1   e - m a i l 	 	 	 E m a i l   n o u   p e   S I M 1 	 	 	 "     S I M 1 	 	 	 'ED  ,//  S I M 1 	 	 	 				  		  				  						 	 	 	 


  


1   




	   1     	 I - i m e y l i   y e - S I M 1   e n t s h a 	 i - i m e y l e   y e S I M 1   e n t s h a 	 B a r u p a   p e p e   m p y a   y a   S I M 1 	 N u w e   S I M 1   e - p o s 	 N a u j a s   1   S I M   k o r t e l s   e l .   l a i ak a s 	 J a u n s   S I M 1   e - p a s t s 	 U u s   S I M 1   e - k i r i 	 S I M 1 - k  vx  7l.   x}k  parxdacxiuxv	   S I M 1 -   E m a i l 	 E m a i l   n o u   p e   S I M 1 	 *
A
$
?
/
  S I M 1   
.
F
/
?
2
M

 	 (B$(  S I M 1   .G2	 E m a i l   I   r i   S I M 1 	 				  			1   					  	 	 	 	 	 	 	 	 N o v o   e - m a i l   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M A S T E R _ N E T _ O T H E R _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 1   n e t   m s g 	 S I M aS1 e}
o`	 S I M aS1 eQ~Oo`	 I-'2!@G4!1   C+!H	 M e n s a j e   d e   r e d   n u e v o   S I M 1 	 N o u v e a u   m s g   n e t   S I M 1 	 N e u e   S I M 1 - N e t - M i t t l g 	 >2>5  A5B52>5  A>>1I5=85  =0  S I M 1 	 N u o v o   m e s s .   r e t e   S I M 1 	 13'&D  4(C)  ,/J/)  'D(7'B)1 	 N o v a   m e n s a g e m   c u r t a   d e   S I M 1 	 Y e n i   S I M 1   a   i l e t i s i   	 T i n   t c   M n g   m i   S I M 1 	 P e s a n   I n t e r n e t   b a r u   d i   S I M 1 	 M e s e j   n e t   S I M 1   b a r u 	 (	/	>	  S I M 1   (	G		  8		&	G	6		 	 	 	  j   S I M 1   n e t    z e n e t 	 	 	 	 N i e u w e   S I M 1   n e t b e r i c h t 	 	 	 M e s a j   r e ce a   n o u   p e   S I M 1 	 	 	       S I M 1 	 	 	 ~'E  4(G  '  ,//  S I M 1 	 	 	 				  		  				  			  							 	 	 	 


  


1   


  




	   1     	 U m b i k o   w e n e t   y e - S I M 1   o m u s h a 	 U m y a l e z o   w o t h u n g e l w a n o   w e S I M 1   e n t s h a 	 U j u m b e   m p y a   w a   S I M 1   w a   m t a n d a o 	 N u w e   S I M 1   n e t b d s k p 	 N a u j a s   1   S I M   k o r t e l s   t i n k l o   p r a n e a. 	 J a u n s   S I M 1   t +k l a   z i Fo j u m s 	 U u s   S I M   s  n u m 	 S I M 1 - k  vx  avk  parxdacxiuxv	   S I M 1 -     	 M e s a j   r e ce a   n o u   p e   S I M 1 	 *
A
$
?
/
  S I M 1   (
F
1
M
1
M
  8
(
M
&
G
6

	 (B$(  S I M 1   (G  8(M&G6	 M e s a z h   I   r i   n e t   S I M 1 	 				  			1     			  							 	 	 	 	 	 	 	 N o v a   m e n s .   r e d e   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M A S T E R _ V O I C E M A I L _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   v o i c e m a i l 	 hS I M aS1 eYu 	 agS I M aS1 eYu 	 '-"L@!%4!1   C+!H	 M e n s a j e   d e   v o z   n u e v o   S I M 1 	 n o u v e a u   m e s s a g e   v o c a l   S I M 1 	 N e u e s   S I M 1 - V o i c e m a i l 	 =>2.   3>;>A.   A>>1I.   =0  S I M 1 	 n u o v e   m a i l   v o c e   S I M 1 	 (1J/  'D5H*J  ,/J/  'D(7'B)1 	 n o v o ( s )   v o i c e   m a i l ( s )   d e   S I M 1 	 y e n i   S I M 1   s e s l i   m e s a j 	 t h   t h o a #i   m i   S I M 1 	 p e s a n   s u a r a   b a r u   d i   S I M 1 	 m e l   s u a r a   S I M 1   b a r u 	 (		  S I M 1   5	I	/	8	  .	G	2		 	 	 	  j   S I M 1   h a n g p o s t a 	 	 	 	 N i e u w e   S I M 1   v o i c e m a i l ( s ) 	 	 	 m e s a j   v o c a l   n o u   p e   S I M 1 	 	 	       - S I M 1 	 	 	 F'EG  "H'  ,//  S I M 1 	 	 	 			  		  				  				  				  ( 				) 	 	 	 	 


  


1   



  



( 
) 	   1     ( ) 	 U m b i k o   w e z w i   w e - S I M 1   o m u s h a 	 I v o y s m e y l ( i i )   y e S I M 1   e n t s h a 	 B a r u a   m p y a   y a   S I M   1   y a   s a u t i 	 n u w e   S I M 1   s t e m p o s 	 n a u j a s   ( - i )   1   S I M   k o r t e l s   b a l s o   l a i ak a s   ( - a i ) 	 j a u n s ( i )   S I M 1   b a l s s   p a s t s ( i ) 	 S I M 1   k  n e p o s t i s   t e a d e   ( t e a t e d ) 	 S I M 1 - k  vx  qauvaukv  parxdacxiuxv( ve) 	   S I M 1 -     	 m e s a j ( e )   v o c a l ( e )   n o u ( i )   p e   S I M 1 	 *
A
$
?
/
  S I M 1   5
K
/
M
8
M
  8
(
M
&
G
6

( 
M

3
M

 ) 	 (B$(  S I M 1   8M50  .G2  ( A!?) 	 M e s a z h   I   r i   S I M 1 	 				  			1     			  									 	 	 	 	 	 	 	 n o v o   c o r r e i o   d e   v o z   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M A S T E R _ F A X _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   F a x 	 hS I M aS1 ePw	 agS I M aS1 e Ow	 AL4!1   C+!H	 F a x   n u e v o   S I M 1 	 n o u v e a u   f a x   S I M 1 	 N e u e s   S I M 1 - F a x 	 =>2.   D0:A.   A>>1I.   =0  S I M 1 	 n u o v i   f a x   S I M 1 	 A'C3  'D,/J/  AJ  'D(7'B)1 	 n o v o ( s )   f a x ( e s )   d e   S I M 1 	 y e n i   S I M 1   f a k s 	 f a x   m i   S I M 1 	 F a k s   b a r u   d i   S I M 1 	 f a k s   S I M 1   b a r u 	 (		  S I M 1   +	H		M	8		 	 	 	  j   S I M 1   f a x 	 	 	 	 N i e u w e   S I M 1   f a x ( e n ) 	 	 	 f a x   n o u   p e   S I M 1 	 	 	     - S I M 1 	 	 	 FE'(1  ,//  S I M 1 	 	 	 				  				  							(   				) 	 	 	 	 


  


1   




( 
) 	   1   ( ) 	 i f e k s i   y e - S I M 1   e n t s h a 	 I f a k s i   ( i i )   y e S I M 1   e n t s h a 	 F a k s i   m p y a   y a   S I M 1 	 n u w e   S I M 1   f a k s 	 n a u j a s   ( - i )   1   S I M   k o r t e l s   f a k s a s   ( - a i ) 	 J a u n s ( i )   S I M 1   f a k s s ( i ) 	 S I M 1   f a k s ( i d )   s a a b u n u d 	 S I M 1 - k  vx  a}( e) 	   S I M 1 -   	 f a x u r i   n o i   p e   S I M 1 	 *
A
$
?
/
  S I M 1   +
>

M
8
M
( 
3
M

 ) 	 (B$(  S I M 1   +M_>M8( A!?) 	 F a k s   I   r i   S I M 1 	 				  			1     										 	 	 	 	 	 	 	 n o v o   f a x   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M A S T E R _ E M A I L _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   E m a i l 	 \S I M aS1 eN	 \S I M aS1 eN	 -5@!%4!1   C+!H	 C o r r e o   e l e c t r  n i c o   n u e v o   S I M 1 	 n o u v e a u   E m a i l   S I M 1 	 N e u e s   S I M 1 - E - M a i l 	 =>2.   A>>1I.   M;.   ?>GBK  =0  S I M 1 	 n u o v e   e - m a i l   S I M 1 	 (1J/  'DC*1HFJ  ,/J/  'D(7'B)1 	 n o v o ( s )   e - m a i l ( s )   d e   S I M 1 	 y e n i   S I M 1   e - p o s t a 	 t h   i n   t   m i   S I M 1 	 e m a i l   b a r u   d i   S I M 1 	 E - m e l   S I M 1   b a r u 	 (		  S I M 1   	- .	G	2		 	 	 	  j   S I M 1   e - m a i l 	 	 	 	 N i e u w e   S I M 1   e - m a i l ( s ) 	 	 	 e m a i l   n o u   p e   S I M 1 	 	 	       - S I M 1 	 	 	 1''F'EG  ,//  S I M 1 	 	 	 				  		  				  					( 				) 	 	 	 	 


  


1   




( 
) 	   1     ( ) 	 i - i m e y l i   y e - S I M 1   e n t s h a 	 i - i m e y l e   ( i i )   y e S I M 1   e n t s h a 	 B a r u a   p e p e   m p y a   y a   S I M 1 	 n u w e   S I M 1   e - p o s 	 n a u j a s   ( - i )   1   S I M   k o r t e l s   e l .   l a i ak a s   ( - a i ) 	 J a u n s ( i )   S I M 1   e - p a s t s ( i ) 	 S I M 1   e - k i r i   ( - k i r j a d )   s a a b u n u d 	 S I M 1 - k  vx  7l.   x}k  parxdacxiuxv( ve) 	   S I M 1 -   E m a i l - 	 e m a i l u r i   n o i   p e   S I M 1 	 *
A
$
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/
  S I M 1   
.
F
/
?
2
M

 ( 
3
M

 ) 	 (B$(  S I M 1   .G2( A!?) 	 E m a i l   I   r i   S I M 1 	 				  			1     									  	 	 	 	 	 	 	 	 n o v o   e - m a i l   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ M A S T E R _ N E T _ O T H E R _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   n e t   m s g 	 hS I M aS1 e}
o`	 agS I M aS1 eQ~Oo`	 I-'2!@G4!1   C+!H	 M e n s a j e   d e   r e d   n u e v o   S I M 1 	 n o u v e a u   m s g   n e t   S I M 1 	 N e u e   S I M 1 - N e t - M i t t l g e n 	 =>2.   A5B52.   A>>1I.   =0  S I M 1 	 n u o v i   m e s s a g g i   d i   r e t e   S I M 1 	 13'&D  4(C)  ,/J/)  'D(7'B)1 	 n o v a ( s )   m e n s a g e m ( s )   c u r t a   d e   S I M 1 	 y e n i   S I M 1   a   i l e t i l e r i   	 t i n   n h n   m n g   m i   S I M 1 	 p e s a n   I n t e r n e t   b a r u   d i   S I M 1 	 m s j   n e t   S I M 1   b a r u 	 (		  S I M 1   (	G		  8		&	G	6		 	 	 	  j   S I M 1   n e t    z e n e t 	 	 	 	 N i e u w e   S I M 1   n e t b e r i c h t ( e n ) 	 	 	 m e s a j   r e ce a   n o u   p e   S I M 1 	 	 	       - S I M 1 	 	 	 ~'E  4(G  '  ,//  S I M 1 	 	 	 				  		  				  			  						( 				) 	 	 	 	 


  


1   


  




( 

) 	   1     ( ) 	 u m b i k o   w e n e t   w e - S I M 1   o m u s h a 	 U m y a l e z o   ( i m i )   w o t h u n g e l w a n o   w e S I M 1   e n t s h a 	 U j u m b e   m p y a   w a   S I M 1   w a   m t a n d a o 	 n u w e   S I M 1   n e t b d s k p 	 n a u j a s   ( - i )   1   S I M   k o r t e l s   t i n k l o   p r a n e a. 	 j a u n s ( i )   S I M 1   t +k l a   z i F. ( i ) 	 S I M 1   s  n u m ( i d )   s a a b u n u d 	 S I M 1 - k  vx  avk  parxdacxiuxv( ve) 	   S I M 1 -     	 m e s a j ( e )   r e ce a   n o u ( i )   p e   S I M 1 	 *
A
$
?
/
  S I M 1   (
F
1
M
1
M
  8
(
M
&
G
6

( 
M

3
M

 
 ) 	 (B$(  S I M 1   (G  8(M&G6( A!?) 	 M e s a z h   I   r i   n e t   S I M 1 	 				  			1   			  										  	 	 	 	 	 	 	 	 n o v a   m e n s .   r e d e   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ V O I C E M A I L _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 2   v o i c e m a i l 	 S I M aS2 eYu 	 S I M aS2 eYu 	 '-"L@!%4!2   C+!H	 N u e v o   c o r r e o   d e   v o z   S I M 2 	 N o u v e a u   m e s s a g e   v o c a l   S I M 2 	 N e u e s   S I M 2 - V o i c e m a i l 	 >20O  3>;>A>20O  ?>GB0  =0  S I M 2 	 N u o v a   m a i l   v o c e   S I M 2 	 (1J/  'D5H*J  ,/J/  'D(7'B)2 	 N o v o   c o r r e i o   d e   v o z   d e   S I M 2 	 y e n i   S I M 2   a   i l e t i l e r i   	 T h   t h o a #i   m i   S I M 2 	 P e s a n   s u a r a   b a r u   d i   S I M 2 	 M e l   s u a r a   S I M 2   b a r u 	 (	/	>	  S I M 2   5	I	/	8	  .	G	2		 	 	 	  j   S I M 2   h a n g p o s t a    z e n e t 	 	 	 	 N i e u w e   S I M 2   v o i c e m a i l 	 	 	 M e s a j   v o c a l   n o u   p e   S I M 2 	 	 	       S I M 2 	 	 	 ~3*  5H*  ,//  S I M 2 	 	 	 				  		  				  				  	 	 	 	 


  


2   



  



	   2     	 I m e y i l i   y e z w i   y e - S I M 2   e n t s h a 	 I v o y s m e y l   y e S I M 2   e n t s h a 	 B a r u a   m p y a   y a   s a u t i   y a   S I M 2 	 N u w e   S I M 2   s t e m p o s 	 N a u j a s   2   S I M   k o r t e l s   b a l s o   l a i ak a s 	 J a u n s   S I M 2   b a l s s   p a s t s 	 U u s   S I M 2   k  n e p o s t i   t e a d e 	 S I M 2 - k  vx  qauvaukv  parxdacxiuxv	   S I M 2 -       	 M e s a j   v o c a l   n o u   p e   S I M 2 	 *
A
$
?
/
  S I M 2   5
K
/
M
8
M
  .
F
/
?
2
M

 	 (B$(  S I M 2   8M50  .G2	 M e s a z h   I   r i   S I M 2 	 				  			2     			  				  	 	 	 	 	 	 	 	 N o v o   c o r r e i o   d e   v o z   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ F A X _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 2   F a x 	 S I M aS2 ePw	 S I M aS2 e Ow	 AL4!2   C+!H	 F a x   n u e v o   S I M 2 	 N o u v e a u   f a x   S I M 2 	 N e u e s   S I M 2 - F a x 	 >2K9  D0:A  =0  S I M 2 	 N u o v o   f a x   S I M 2 	 A'C3  'D,/J/  AJ  'D(7'B)2 	 N o v o   f a x   d e   S I M 2 	 y e n i   S I M 2   f a k s 1  	 F a x   m i   S I M 2 	 F a k s   b a r u   d i   S I M 2 	 F a k s   S I M 2   b a r u 	 (	/	>	  S I M 2   +	H		M	8		 	 	 	  j   S I M 2   f a x 	 	 	 	 N i e u w e   S I M 2   f a x 	 	 	 F a x   n o u   p e   S I M 2 	 	 	     S I M 2 	 	 	 A3  ,//  S I M 2 	 	 	 				  		  				    								 	 	 	 


  


2   




	   2   	 I f e k s i   y e - S I M 2   e n t s h a 	 I f a k s i   y e S I M 2   e n t s h a 	 F a k s i   m p y a   y a   S I M 2 	 N u w e   S I M 2   f a k s 	 N a u j o s   2   S I M   k o r t e l s   f a k s a s 	 J a u n s   S I M 2   f a k s s 	 U u s   S I M 2   f a k s 	 S I M 2 - k  vx  a}	   S I M 2 -   	 F a x   n o u   p e   S I M 2 	 *
A
$
?
/
  S I M 2   +
>

M
8
M
	 (B$(  S I M 2   +M_>M8	 F a k s   I   r i   S I M 2 	 				  			2   						 	 	 	 	 	 	 	 N o v o   f a x   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ E M A I L _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 2   E m a i l 	 S I M aS2 eN	 S I M aS2 eN	 -5@!%4!2   C+!H	 C o r r e o   e l e c t r  n i c o   n u e v o   S I M 2 	 N o u v e a u   E m a i l   S I M 2 	 N e u e s   S I M 2 - E - M a i l 	 >20O  M;.   ?>GB0  =0  S I M 2 	 N u o v a   e - m a i l   S I M 2 	 (1J/  'DC*1HFJ  ,/J/  'D(7'B)2 	 N o v o   c o r r e i o   e l e c t r  n i c o   d e   S I M 2 	 y e n i   S I M 2   E - p o s t a s 1  	 T h   i n   t   m i   S I M 2 	 E m a i l   b a r u   d i   S I M 2 	 E - m e l   S I M 2   b a r u 	 (	/	>	  S I M 2   	- .	G	2		 	 	 	  j   S I M 2   e - m a i l 	 	 	 	 N i e u w e   S I M 2   e - m a i l 	 	 	 E m a i l   n o u   p e   S I M 2 	 	 	 "     S I M 2 	 	 	 'ED  ,//  S I M 2 	 	 	 				  		  				  						 	 	 	 


  


2   




	   2     	 I - i m e y l i   y e - S I M 2   e n t s h a 	 i - i m e y l   y e S I M 2   e n t s h a 	 B a r u p a   p e p e   m p y a   y a   S I M 2 	 N u w e   S I M 2   e - p o s 	 N a u j a s   2   S I M   k o r t e l s   e l .   l a i ak a s 	 J a u n s   S I M 2   e - p a s t s 	 U u s   S I M 2   e - k i r i 	 S I M 2 - k  vx  7l.   x}k  parxdacxiuxv	   S I M 2 -   E m a i l 	 E m a i l   n o u   p e   S I M 2 	 *
A
$
?
/
  S I M 2   
.
F
/
?
2
M

 	 (B$(  S I M 2   .G2	 E m a i l   I   r i   S I M 2 	 				  			2     						 	 	 	 	 	 	 	 N o v o   e - m a i l   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ N E T _ O T H E R _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 2   n e t   m s g 	 S I M aS2 e}
o`	 S I M aS2 eQ~Oo`	 I-'2!@G4!2   C+!H	 M e n s a j e   d e   r e d   n u e v o   S I M 2 	 N o u v e a u   m s g   n e t   S I M 2 	 N e u e   S I M 2 - N e t - M i t t l g 	 >2>5  A5B52>5  A>>1I5=85  =0  S I M 2 	 N u o v o   m e s s .   r e t e   S I M 2 	 13'&D  4(C)  ,/J/)  'D(7'B)2 	 N o v a   m e n s a g e m   c u r t a   d e   S I M 2 	 Y e n i   S I M 2   a   i l e t i s i   	 T i n   t c   M n g   m i   S I M 2 	 P e s a n   I n t e r n e t   b a r u   d i   S I M 2 	 M e s e j   n e t   S I M 2   b a r u 	 (	/	>	  S I M 2   (	G		  8		&	G	6		 	 	 	  j   S I M 2   n e t    z e n e t 	 	 	 	 N i e u w e   S I M 2   n e t b e r i c h t 	 	 	 M e s a j   r e ce a   n o u   p e   S I M 2 	 	 	       S I M 2 	 	 	 ~'E  4(G  '  ,//  S I M 2 	 	 	 				  		  				  			  							 	 	 	 


  


2   


  




	   2     	 U m b i k o   w e n e t   w e - S I M 2   o m u s h a 	 U m y a l e z o   w o t h u n g e l w a n o   w e S I M 1   e n t s h a 	 U j u m b e   m p y a   w a   S I M 2   w a   m t a n d a o 	 N u w e   S I M 2   n e t b d s k p 	 N a u j a s   2   S I M   k o r t e l s   t i n k l o   p r a n e a. 	 J a u n s   S I M 2   t +k l a   z i Fo j u m s 	 U u s   S I M 2   s  n u m 	 S I M 2 - k  vx  avk  parxdacxiuxv	   S I M 2 -     	 M e s a j   r e ce a   n o u   p e   S I M 2 	 *
A
$
?
/
  S I M 2   (
F
1
M
1
M
  8
(
M
&
G
6

	 (B$(  S I M 2   (G  8(M&G6	 M e s a z h   I   r i   n e t   S I M 2 	 				  			2     			  						  	 	 	 	 	 	 	 	 N o v a   m e n s .   r e d e   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ V O I C E M A I L _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   v o i c e m a i l 	 hS I M aS2 eYu 	 agS I M aS2 eYu 	 '-"L@!%4!2   C+!H	 M e n s a j e   d e   v o z   n u e v o   S I M 2 	 n o u v e a u   m e s s a g e   v o c a l   S I M 2 	 N e u e s   S I M 2 - V o i c e m a i l 	 =>2.   3>;>A.   A>>1I.   =0  S I M 2 	 n u o v e   m a i l   v o c e   S I M 2 	 (1J/  'D5H*J  ,/J/  'D(7'B)2 	 n o v o ( s )   v o i c e   m a i l ( s )   d e   S I M 2 	 Y e n i   S I M 2   s e s l i   m e s a j 	 t h   t h o a #i   m i   S I M 2 	 p e s a n   s u a r a   b a r u   d i   S I M 2 	 m e l   s u a r a   S I M 1   b a r u 	 (		  S I M 2   5	I	/	8	  .	G	2		 	 	 	  j   S I M 2   h a n g p o s t a    z e n e t 	 	 	 	 N i e u w e   S I M 2   v o i c e m a i l ( s ) 	 	 	 m e s a j   v o c a l   n o u   p e   S I M 2 	 	 	       - S I M 2 	 	 	 F'EG  "H'  ,//  S I M 2 	 	 	 				  		  				  				  ( 				) 	 	 	 	 


  


2   



  



( 
) 	   2     ( ) 	 u m b i k o   w e z w i   w e - S I M 2   o m u s h a 	 I v o y s m e y l   ( i i )   y e S I M 2   e n t s h a 	 B a r u a   m p y a   y a   S I M 2   y a   s a u t i 	 n u w e   S I M 2   s t e m p o s 	 n a u j a s   ( - i )   2   S I M   k o r t e l s   b a l s o   l a i ak a s   ( - a i ) 	 j a u n s ( i )   S I M 2   b a l s s   p a s t s ( i ) 	 S I M 2   k  n e p o s t i s   t e a d e   ( t e a t e d ) 	 S I M 2 - k  vx  qauvaukv  parxdacxiuxv( ve) 	   S I M 2 -     	 m e s a j ( e )   v o c a l ( e )   n o u ( i )   p e   S I M 2 	 *
A
$
?
/
  S I M 2   5
K
/
M
8
M
  8
(
M
&
G
6

( 
M

3
M

 ) 	 (B$(  S I M 2   8M50  .G2  ( A!?) 	 M e s a z h   I   r i   S I M 2 	 				  			2     			  								  	 	 	 	 	 	 	 	 n o v o   c o r r e i o   d e   v o z   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ F A X _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   F a x 	 hS I M aS2 ePw	 agS I M aS2 e Ow	 AL4!2   C+!H	 F a x   n u e v o   S I M 2 	 n o u v e a u   f a x   S I M 2 	 N e u e s   S I M 2 - F a x 	 =>2.   D0:A.   A>>1I.   =0  S I M 2 	 n u o v i   f a x   S I M 2 	 A'C3  'D,/J/  AJ  'D(7'B)2 	 n o v o ( s )   f a x ( e s )   d e   S I M 2 	 y e n i   S I M 2   f a k s 	 f a x   m i   S I M 2 	 F a k s   b a r u   d i   S I M 2 	 f a k s   S I M 2   b a r u 	 (		  S I M 2   +	H		M	8		 	 	 	  j   S I M 2   f a x 	 	 	 	 N i e u w e   S I M 2   f a x ( e n ) 	 	 	 f a x u   n o u   p e   S I M 2 	 	 	     - S I M 2 	 	 	 FE'(1  ,//  S I M 2 	 	 	 				  		  				    							  ( 				) 	 	 	 	 


  


2   




( 
) 	   2   ( ) 	 I f e k s i   y e - S I M 2   e n t s h a 	 i f a k s i   ( i i )   y e S I M 2   e n t s h a 	 F a k s i   m p y a   y a   S I M 2 	 n u w e   S I M 2   f a k s 	 n a u j a s   ( - i )   2   S I M   k o r t e l s   f a k s a s   ( - a i ) 	 j a u n s ( i )   S I M 2   f a k s s ( i ) 	 S I M 2   f a k s ( i d )   s a a b u n u d 	 S I M 2 - k  vx  a}( e) 	   S I M 2 -   	 f a x u r i   n o i   p e   S I M 2 	 *
A
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  S I M 2   +
>
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 ) 	 (B$(  S I M 2   +M_>M8( A!?) 	 F a k s   I   r i   S I M 2 	 				  			2     										 	 	 	 	 	 	 	 n o v o   f a x   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S L A V E _ E M A I L _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   E m a i l 	 \S I M aS2 eN	 \S I M aS2 eN	 -5@!%4!2   C+!H	 C o r r e o   e l e c t r  n i c o   n u e v o   S I M 2 	 n o u v e a u   E m a i l   S I M 2 	 N e u e s   S I M 2 - E - M a i l 	 =>2.   A>>1I.   M;.   ?>GBK  =0  S I M 2 	 n u o v e   e - m a i l   S I M 2 	 (1J/  'DC*1HFJ  ,/J/  'D(7'B)2 	 n o v o ( s )   e - m a i l ( s )   d e   S I M 2 	 y e n i   S I M 2   e - p o s t a 	 t h   i n   t   m i   S I M 2 	 e m a i l   b a r u   d i   S I M 2 	 E - m e l   S I M 2   b a r u 	 (		  S I M 2   	- .	G	2		 	 	 	  j   S I M 2   e - m a i l 	 	 	 	 N i e u w e   S I M 2   e - m a i l ( s ) 	 	 	 e m a i l   n o u   p e   S I M 2 	 	 	       - S I M 2 	 	 	 1''F'EG  ,//  S I M 2 	 	 	 				  		  				  					  ( 				) 	 	 	 	 


  


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  S I M 2   
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 
 S T R I N G _ M T P N P _ S L A V E _ N E T _ O T H E R _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   n e t   m s g 	 hS I M aS2 e}
o`	 agS I M aS2 eQ~Oo`	 I-'2!@G4!2   C+!H	 M e n s a j e   d e   r e d   n u e v o   S I M 2 	 n o u v e a u   m s g   n e t   S I M 2 	 N e u e   S I M 2 - N e t - M i t t l g 	 =>2.   A5B52.   A>>1I.   =0  S I M 2 	 n u o v i   m e s s a g g i   d i   r e t e   S I M 2 	 13'&D  4(C)  ,/J/)  'D(7'B)2 	 n o v a ( s )   m e n s a g e m ( s )   c u r t a   d e   S I M 2 	 y e n i   S I M 2   a   i l e t i l e r i   	 t i n   n h n   m n g   m i   S I M 2 	 p e s a n   I n t e r n e t   b a r u   d i   S I M 2 	 m s j   n e t   S I M 2   b a r u 	 (		  S I M 2   (	G		  8		&	G	6		 	 	 	  j   S I M 2   n e t    z e n e t 	 	 	 	 N i e u w e   S I M 2   n e t b e r i c h t ( e n ) 	 	 	 m e s a j   r e ce a   n o u   p e   S I M 2 	 	 	       - S I M 2 	 	 	 ~'E  4(G  '  ,//  S I M 2 	 	 	 				  		  				  			  						  ( 				) 	 	 	 	 


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A
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 
 S T R _ I D _ C A M C O _ S W I T C H _ T O 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 S w i t c h   t o 	 S w i t c h   t o 	 Rc	 Rbc	 @%5H"D"1	 C a m b i a r   a   	 A l l e r    	 W e c h s e l n   z u   	 5@5:;NG8BLAO  =0	 P a s s a   a 	 *-HJD  'DJ	 A l t e r a r   p a r a 	 D e i _t i r   	 i   n 	 A l i h k a n   k e 	 B e r t u k a r   k e 	 . . . *	0	  	>				 	 	 	 V  l t  s   e r r e : 	 	 	 	 O m s c h a k e l e n   n a a r 	 	 	 C o m u t a r e   l a 	 	 	   	 	 	 *9H6  (G	 	 	 				  						 	 	 	 


  



	     	 S w i s h e l a   k u 	 V u l e l a   k u 	 B a d i l i   k w a 	 S k a k e l   o o r   n a 	 P e r j u n g t i   /	 P r s l g t   u z 	  m b e r l  l i t u s : 	 Sxmaoel  dezk	 	 C o m u t a r e   l a   	 .
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	 %?A  8M5?  0(M$A	 S h k e m b e   m e 	 					  				  				 	 	 	 	 	 	 	 T r o c a r   p a r a 	 	 	 	 	 	 	 	 Z e r t a r a   a l d a t u : 	 L u m i p a t   s a 	 C a m b i a r   a 	 G b a n y e   n a 	 A t h r a i g h   g o 
 
 S T R _ I D _ C A M C O _ T O _ A L B U M N 	 C a m c o r d e r 	 C A M C O _ I T E M 	 P h o t o   a l b u m 	 P h o t o   a l b u m 	 v?|	 vQ	 -1%1I! 2H2"	  l b u m   d e   f o t o s 	 A l b u m   p h o t o 	 F o t o a l b u m 	 $>B>0;L1><	 A l b u m   f o t o 	 EDA  'D5H1	  l b u m   d e   f o t o g r a f i a s 	 F o t o r a f   a l b  m    	 S   n h 	 A l b u m   f o t o 	 A l b u m   g a m b a r 	 +	K		K	  	2	M	,	.		 	 	 	 F o t  a l b u m 	 	 	 	 F o t o a l b u m 	 	 	 A l b u m   f o t o 	 	 	   	 	 	 "D(HE  93	 	 	 			  										 	 	 	 



  




	   	 I - a l b h a m u   y e f o t h o 	 I - a l b h a m   y e f o t o 	 A l b a m u   y a   p i c h a 	 F o t o - a l b u m 	 N u o t r a u k s  a l b u m a s 	 F o t o   a l b km s 	 F o t o a l b u m 	 <x}avoavek  albxt	   	 A l b u m   f o t o 	 +
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 
 S T R _ I D _ C A M C O _ T O _ V D O P L Y 	 C a m c o r d e r 	 C A M C O _ I T E M 	 V i d e o   p l a y e r 	 V i d e o   p l a y e r 	 q_Grd>ehV	 Ɖd>ehV	 @#7H-@%H'45B-	 R e p r o d u c t o r   d e   v i d e o s   	 L e c t e u r   v i d  o 	 V i d e o p l a y e r 	 845>?@>83@K20B5;L	 L e t t o r e   v i d e o 	 E4:D  'DAJ/JH	 R e p r o d u t o r   d e   v  d e o 	 V i d e o   o y n a t 1c 1  	 M  y   p h  t   V i d e o 	 P e m u t a r   v i d e o 	 P e m a i n   v i d e o 	 5	@	!	?	/	K	  *	M	2	G	/	0		 	 	 	 V i d e o l e j  t s z  	 	 	 	 V i d e o s p e l e r 	 	 	 A p l i c a ci e   d e   r e d a r e   f i _i e r e   v i d e o 	 	 	   	 	 	 ~.4  FF/G  ADE	 	 	 					  									 	 	 	 





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	   	 I s i d l a l i   s e v i d y o 	 i s i d l a l i - v i d i y o 	 K i c h e z a   v i d e o 	 V i d e o s p e l e r 	 V a i z d o   k l i p s  l e i s t u v a s 	 V i d e o   a t s k a Fo t j s 	 V i d e o p l e i e r 	 Nkdex  v~acaoky	   	 A p l i c a ci e   d e   r e d a r e   c l i p u r i   v i d e o 	 5
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 	 -?!?  *M2G_>0	 L u a j t j e   v i d e o 	 					'   								 	 	 	 	 	 	 	 A p a r e l h o   d e   v  d e o 	 	 	 	 	 	 	 	 B i d e o - i k u s l e a 	 P l a y e r   n g   v i d e o 	 R e p r o d u t o r   d e   v  d e o 	 V i d i o   n k p r 	 S e i n n t e o i r   f  s e  n 
 
 S T R _ I D _ C A M C O _ T O _ V D O R E C 	 C a m c o r d e r 	 C A M C O _ I T E M 	 V i d e o   r e c o r d e r 	 V i d e o   r e c o r d e r 	 q_Grq_hV	 ƉU_PhV	 @#7H-16'45B-	 G r a b a d o r   d e   v i d e o s   	 E n r e g i s t r e u r   v i d  o 	 V i d e o r e k o r d e r 	 845><03=8B>D>=	 R e g i s t r a t o r e   v i d e o 	 E3,D  'DAJ/JH	 G r a v a d o r   d e   v  d e o 	 V i d e o   k a y d e d i c i   	 Q u a y   V i d e o 	 P e r e k a m   v i d e o 	 P e r a k a m   v i d e o 	 5	@	!	?	/	K	  0	?		I	0	M	!	0		 	 	 	 V i d e o m a g n  	 	 	 	 V i d e o r e c o r d e r 	 	 	 A p l i c a ci e   d e    n r e g i s t r a r e   v i d e o 	 	 	   	 	 	 6(7  FF/G  ADE	 	 	 					  										 	 	 	 





  







	   	 I r e k h o d a   y e v i d y o 	 I s i s h i c i l e l i   s e v i d i y o 	 K i n a s a   v i d e o 	 V i d e o - o p n e m e r 	 V a i z d o   /r a ay m o   /r e n g i n y s 	 V i d e o i e r a k s t a   i e r +c e 	 V i d e o s a l v e s t i 	 Oe}aqauvacky	   	 A p l i c a ci e   d e    n r e g i s t r a r e   c l i p u r i   v i d e o 	 5
@
!
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K
  1
F

M
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K
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M

 !
0
M

 	 -?!?  0G0M!0	 I n c i z u e s   v i d e o 	 					'   								  	 	 	 	 	 	 	 	 G r a v a d o r   d e   v  d e o 	 	 	 	 	 	 	 	 B i d e o - g r a b a t z a i l e a 	 V i d e o   r e c o r d e r 	 G r a v a d o r a   d e   v  d e o 	 V i d i o   n d e k 	 F  s t a i f e a d  n 
 
 S T R _ I D _ C A M C O _ T O _ C A M E R A 	 C a m c o r d e r 	 C A M C O _ I T E M 	 C a m e r a   [ m a s t e r ] 	 C a m e r a 	 v_j	 v:g	 %I-	 C  m a r a 	 C a m  r a 	 K a m e r a 	 $>B>:0<5@0	 F o t o c a m e r a 	 C'EJ1'	 C  m a r a 	 K a m e r a   	 M  y   n h 	 K a m e r a 	 K a m e r a 	 	H	.	0	>		 	 	 	 K a m e r a 	 	 	 	 C a m e r a 	 	 	 C a m e r 	 	 	 	 	 	 /H1(F	 	 	 									 	 	 	 





	 	 I k h a m e r a 	 I k h a m e r a 	 K a m e r a 	 K a m e r a 	 F o t o a p a r a t a s 	 F o t o k a m e r a 	 K a a m e r a 	 =ko	 	 C a m e r 	 
M
/
>
.
1
	 M_>.G0>	 K a m e r a 	 							 	 	 	 	 	 	 	 C  m e r a 	 	 	 	 	 	 	 	 A r g a z k i m a k i n a 	 K a m e r a 	 C  m a r a 	 K a m e r a 	 C e a m a r a 
 
 S T R _ I D _ C A M C O _ T O _ S U B L C D 	 C a m c o r d e r 	 C A M C O _ I T E M 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 oRU^	 oRO\ȉ	  21'-"H2  L C D   "H-"	 V i s t a   p r e v i a   S u b L C D 	 P r  v i s u a l i s a t i o n   L C D   s e c . 	 N e b e n - L C D - V o r s c h a u 	 @>A<>B@  <8=8L C D 	 A n t e p r i m a   d i   S u b L C D 	 '3*91'6  'D4'4)  'DE3'9/)	 P r  - v i s u a l i z a   o   e m   L C D   s e c u n d  r i o 	 A l t   L C D    n i z l e m e 	 X e m   m  n   h  n h   p h 	 P r a t i n j a u   S u b L C D 	 P r a t o n t o n   S u b L C D 	 S u b L C D   *	B	0	M	5	>	5	2	K		(		 	 	 	 M  s o d l a g o s   L C D   e l Qn  z e t 	 	 	 	 V o o r b e s c h o u w i n g   o p   s u b - l c d 	 	 	 E x a m i n a r e   S u b L C D 	 	 	     L C D   	 	 	 ~4  FE'4  FE'41  A19	 	 	 			  						  												 	 	 	 	 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 S u b - L C D   v o o r s k o u 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 S u b L C D   p r e v i e w 	 S u b L C D   *
M
0
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5
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/
B
	 	*  L C D   *B0M,>,2K(	 P a r a s h i k i m i i   S u b L C D 	 		L C D   										 	 	 	 	 	 	 	 V i s u a l i z a   o   d e   S u b L C D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ T O _ S U B _ C A M 	 C a m c o r d e r 	 C A M C O _ I T E M 	 U s e   f r o n t   c a m e r a 	 U s e   f r o n t   c a m e r a 	 O(uMRnv_j	 O(uMRnv:g	 C
I%I-I2+I2	 U s a r   c  m a r a   f r o n t a l   	 C a m  r a   s e c o n d a i r e 	 V o r d e r e   K a m e r a   v e r w e n d e n 	 B>@0O  D>B>:0<5@0	 F o t o c a m e r a   s e c o n d a r i a 	 '3*./'E  'DC'EJ1'  'D#E'EJ)	 U t i l i z a r   c  m a r a   f r o n t a l 	  n   k a m e r a y 1  k u l l a n 	 D  n g   c a m e r a   m t   t r c 	 G u n a k a n   k a m e r a   d e p a n 	 G u n a   k a m e r a   d e p a n   	 8	G		G		!	0	@	  	H	.	0	>		 	 	 	 E l s Q  k a m e r a   h a s z n  l a t a 	 	 	 	 V o o r s t e   c a m e r a   g e b r u i k e n 	 	 	 U t i l i z a r e   c a m e r   f r o n t a l 	 	 	     	 	 	 ('11  /H1(F  ,DH	 	 	 						    								  							  					 	 	 	 


  





	   	 I k h a m e r a   y e s i b i l i 	 I k h a m e r a   y e s i b i n i 	 K a m e r a   y a   p i l i 	 G e b r u i k   v o o r s t e   k a m e r a 	 A n t r i n i s   f o t o a p a r a t a s 	 S e k u n d r   k a m e r a 	 L i s a k a a m e r a 	 5oxdaoav  mko	   	 C a m e r   s e c u n d a r 	 8
F
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 !
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.
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	 &M5?$@_  M_>.G0>	 K a m e r a   d y t e s o r e 	 							  							 	 	 	 	 	 	 	 U s a r   c  m e r a   f r o n t a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P M O D E 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n : C a p t u r e   m o d e 	 C a p t u r e   m o d e 	 bgq!j_	 bgq!j_	 B+!1 2	 M o d o   d e   c a p t u r a 	 M o d e   C a p t u r e 	 A u f z e i c h n u n g s m o d u s 	  568<  D>B>AJ5<:8	 M o d a l i t    a c q u i s i z i o n e 	 FE7  'D*5H1	 M o d o   d e   c a p t u r a 	 Y a k a l a m a   m o d u   	 C h     c h p 	 M o d u s   p e n g a m b i l a n 	 M o d   t a n g k a p a n 	 	H	*	M		0	  .	K	!		 	 	 	 R  g z  t  s   m  d 	 	 	 	 O p n a m e s t a n d 	 	 	 M o d   d e   c a p t a r e 	 	 	   	 	 	 -'D*  6(7	 	 	 								  				 	 	 	 





  

	   	 I m o d i   y o k u b a m b a 	 B a m b a   i m o 	 M o d i y a   k u n a s a 	 V a s l e g g i n g m o d u s 	 F o t o g r a f a v i m o   r e ~i m a s 	 T v e r aa n a s   r e ~+m s 	 V  t t e r e ~i i m 	 Foaapavtav  |ejkt	   	 M o d   d e   c a p t a r e 	 
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5
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	 	 >,>  .K!	 M e n y r a   e   k a p j e s 	 						  				 	 	 	 	 	 	 	 M o d o   d e   c a p t u r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P M O D E _ N O R M A L 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   c a p t u r e   m o d e   c h o i c e : N o r m a l 	 N o r m a l 	 nf	 nf	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 1KG=>5	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l   	 P h   t h  n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 	 	 	 N o r m  l 	 	 	 	 N o r m a a l 	 	 	 N o r m a l 	 	 	 	 	 	 9'/	 	 	 							 	 	 	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l s 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
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0
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
	 8>.>(M_	 N o r m a l 	 							 	 	 	 	 	 	 	 N o r m a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P M O D E _ B E S T _ S H O T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   c a p t u r e   m o d e   c h o i c e : B e s t   s h o t 	 B e s t   s h o t 	  gsOgqGr	  gsOgqGr	 H2"55H*8	 M e j o r   t o m a 	 M e i l l e u r e   p h o t o 	 B e s t e   A u f n a h m e 	 ?B8<0;L=0O  AJ5<:0	 M i g l i o r   s c a t t o 	 5H1)  'D'A6D	 M e l h o r   f o t o g r a f i a 	 E n   i y i    e k i m   	 n h   p   n h t 	 B i d i k a n   t e r b a i k 	 T a n g k a p a n   t e r b a i k 	 8	0	M	5	K	$	M	$	.	  6	I			 	 	 	 L e g j o b b   f e l v  t e l 	 	 	 	 B e s t e   o p n a m e 	 	 	 C e l   m a i   b u n   i n s t a n t a n e u 	 	 	     	 	 	 (G*1F  93(1/'1	 	 	 						  			  			 	 	 	 




  


	   	 U k u s h u t h a   o k u h l e 	 E s o n a   s i t h o n g a 	 P i c h a   n z u r i 	 B e s t e   s k o o t 	 G e r i a u s i a   n u o t r a u k a 	 L a b k a i s   k i n o k a d r s 	 P a r i m   v  t e 	 <a~acxuv  voaapavxt	   	 C e l   m a i   b u n   i n s t a n t a n e u 	 .
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	 80M,K$M$.  8	 K a p j a   m e   e   m i r e 	 							  					 	 	 	 	 	 	 	 M e l h o r   d i s p a r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P M O D E _ C O N T _ S H O T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   c a p t u r e   m o d e   c h o i c e : C o n t i n u e   s h o t 	 C o n t i n u o u s   s h o t 	 #b	 ޏb	 H2"H-@7H-	 C o n t i n u a r   t o m a 	 P h o t o   c o n t i n u e 	 F o r t l a u f e n d e   A u f n a h m e 	 !5@89=0O  AJ5<:0	 S c a t t o   c o n t i n u o 	 DB7)  E3*E1)	 C a p t u r a   c o n t  n u a 	  e k i m e   d e v a m   e t   	 C h p   l i  n   h o  n 	 P e m o t r e t a n   b e r k e l a n j u t a n 	 T a n g k a p a n   b e r t e r u s a n 	 (	?	0		$	0	  6	I			 	 	 	 S o r o z a t f e l v  t e l 	 	 	 	 C o n t i n u   o p n a m e 	 	 	 I n s t a n t a n e e   n e  n t r e r u p t e 	 	 	   	 	 	 93(1/'1  ~  /1~	 	 	 					  			 	 	 	 


  



  



	   	 Q h u b e k a   u s h u t h e 	 Q h u b e k a   n e s i t h o n g a 	 E n d e l e a   k u p i g a   p i c h a 	 A a n e e n l o p e n d e   a f n e e m s k o o t 	 T s t i n   n u o t r a u k a 	 T u r p i n t   k i n o k a d r u 	 J  t k a   v  t e t 	 Gaxvaoaoav  voaapavxt	   	 I n s t a n t a n e e   n e  n t r e r u p t e 	 $
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	 8  >0?  0(M$A	 V a z h d o   k a p j e n 	 									  					 	 	 	 	 	 	 	 D i s p a r o   c o n t  n u o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P M O D E _ B U R S T _ S H O T _ S E L 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   c a p t u r e   m o d e   c h o i c e : B u r s t   s h o t   s e l . 	 B u r s t   s h o t   s e l . 	 bxd	 b	b	 @%7-H2"H-@7H-	 S e l .   t o m a   e n   r  f a g a 	 S  l .   p h o t o s   r a f a l e 	 A u f n a h m e f o l g e w a h l 	 K1>@  A5@89=>9  AJ5<:8	 S e l .   s c a t t o 	 .J'1'*  'D*5HJ1	 S e l e c c i o n a r   g r a v a r   f o t o g r a f i a s 	  e k i m   s e  i m i n i   s o n l a n d 1r   	 C h n   c h p   l i  n   t c 	 P i l i h a n   b i d i k a n   b e r u r u t a n 	 P i l i h   t n g k p n   l e t u s a n 	 ,	0	M	8	M		  6	I		  	/	(		 	 	 	 S o r o z a t f e l v  t e l   v  l a s z t . 	 	 	 	 B u r s t o p n a m e   s e l e c t i e 	 	 	 S e l e c t a r e   i n s t a n t a n e e    n   r a f a l 	 	 	   	 	 	 'F*.'(  93(1/'1  E*H'D	 	 	 							  		  									 	 	 	 





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	     . 	 I - B u r s t   s h o t   s e l . 	 I s i t h o n g a   e s i g q a b h u k u l e y o   s k h t h w . 	 U c h a g u a j i   p i c h a   k u b w a 	 S a r s i e   s k o t e 	 S t a i g i o s   m o m e n t i n s   n u o t r a u k o s   p a s i r i n k i m a s 	 I z v l t s   s r i j a s   u z Fm u m s . 	 B u r s t   v  t t e   v a l i k 	 Gaxvaoaoav  voaapavtav  hvxiuxv	     	 S e l e c t a r e   i n s t a n t a n e e    n   r a f a l 	 ,
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 
 S T R _ I D _ C A M C O _ C A P M O D E _ E V _ B R A C K E T _ S E L 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   c a p t u r e   m o d e   c h o i c e : E V   b r a c k e t   s e l . 	 E V   b r a c k e t   s e l . 	 fIQ܈Qxd	 fIQeP	b	 @%7-
H'  E V 	 S e l . E V   b r a c k e t 	 S  l .   c a d r e   E V 	 E V - W e r t   w  h l e n 	 K1>@  1@5:5B8=30  M:A?>78F88	 S e l .   s t a f f a   E V 	 .J'1'*  *9HJ6  'D6H!	 S e l e c c i o n a r   v a l o r   d e   e x p o s i   o   ( E V ) 	 E V   a y r a    s e  i m i   	 C h n   b   s u n g    n h   s  n g 	 P i l i h a n   b r a k e t   E V 	 P i l i h   k u r u n g a n   E V 	 E V   ,	M	0	G		G		  	/	(		 	 	 	 E V   e x p o s o r o z a t   v  l a s z t . 	 	 	 	 B e l i c h t i n g s w a a r d e s e l e c t i e 	 	 	 S e l e c t a r e   s u p o r t   E V 	 	 	 E V       	 	 	 'F*.'(  1H4G  E2'F  FH1/G	 	 	 			  							  									 	 	 	 E V   



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	     . 	 I - E V   b r a c k e t   s e l . 	 I s i b i y e l i   s e - E V   s k h t h w . 	 U c h a g u a j i   b a n o   y a   E V 	 E V - g r o e p e r i n g 	 E V   s k l i a u s t s  p a s i r i n k i m a s 	 E V   r o b e ~a s   i z v l t a s 	 S  r i t u s e   v   r t u s e   v a l i k 	 <x}aoautav  ajek  hvxiuxv	 E V     	 S e l e c t a r e   s u p o r t   E V 	 E V   ,
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 
 S T R _ I D _ C A M C O _ C A P M O D E _ A D D _ F R A M E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   c a p t u r e   m o d e   c h o i c e : A d d   f r a m e 	 A d d   f r a m e 	 RFh	 RFh	 @4H!#-	 A g r e g a r   m a r c o 	 A j o u t e r   c a d r e 	 R a h m e n   h i n z u f  g e n 	 >1028BL  @0<:C	 A g g i u n g i   f o t o g r a m m a 	 '6'A)  'D'7'1	 A d i c i o n a r   f o t o g r a m a 	  e r  e v e   e k l e 	 T h  m   k h u n g 	 T a m b a h k a n   b i n g k a i 	 T a m b a h   b i n g k a i 	 +	M	0	G	.	  	K	!	<	G			 	 	 	 K e r e t   h o z z  a d  s a 	 	 	 	 K a d e r   t o e v o e g e n 	 	 	 A d u g a r e   c a d r u 	 	 	   	 	 	 'A2H/F  A1E	 	 	 					  									 	 	 	 




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	   	 E n g e z a   i f r e m u 	 Y o n g e z a   i f r e y i m i 	 O n g e z a   f r e m u 	 V o e g   r a a m   b y 	 P r i d t i   r m e l /	 U z l i k t   r m i 	 L i s a   k a a d e r 	 1~elavel  w{avao	   	 A d u g a r e   c a d r u 	 +
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	 +M0G.  /K!(M$A	 N g a   S I M 1   t e k   t e l e f o n i   	 					  			  				 	 	 	 	 	 	 	 A d i c i o n a r   q u a d r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 S T R _ I D _ C A M C O _ S C E N E M O D E _ A U T O 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s c e n e   m o d e   c h o i c e : A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 	 .H/'1	 	 	 											 	 	 	 







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 
 S T R _ I D _ C A M C O _ S C E N E M O D E _ P O R T R A I T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s c e n e   m o d e   c h o i c e : P o r t r a i t 	 P o r t r a i t 	 NP	 NP	 A'1I	 R e t r a t o 	 P o r t r a i t 	 H o c h f o r m a t 	 >@B@5B	 R i t r a t t o 	 4.5	 R e t r a t o 	 D i k e y   	 n h   c h  n   d u n g 	 P o t r e t 	 P o t r e t 	 *	K	0	M		M	0	G			 	 	 	 P o r t r  	 	 	 	 V e r t i c a a l 	 	 	 P o r t r e t 	 	 	 	 	 	 ~1*1G	 	 	 											 	 	 	 








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 
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	 #M?- 8GM	 D e r g o   n g a   S I M 1 	 					  						 	 	 	 	 	 	 	 A n t i v i b r a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : I m a g e   s i z e 	 I m a g e   s i z e 	 WGr:\[	 VP:\[	 2 2	 T a m a  o   d e   i m a g e n 	 T a i l l e   d e   l ' i m a g e 	 B i l d g r   e 	  07<5@  87>1@065=8O	 D i m e n s i o n e   i m m a g i n e 	 -,E  'D5H1	 T a m a n h o   d a   i m a g e m 	 R e s i m   b o y u t u   	 C   n h 	 U k u r a n   f o t o 	 S a i z   i m e j 	 	?	$	M	0	  	>	  		>	0		 	 	 	 K  p m  r e t 	 	 	 	 B e e l d g r o o t t e 	 	 	 D i m e n s i u n i   i m a g i n e 	 	 	   	 	 	 'F/'2G  93	 	 	 				  					 	 	 	 






  

	   	 U s a y i z i   w o m f a n e k i s o 	 U b u n g a k a n a n i   b e - i m e y j i 	 S a i z i   y a   t a s w i r a 	 A f b e e l d i n g g r o o t t e 	 V a i z d o   d y d i s 	 A t t l a   i z m r s 	 P i l d i   s u u r u s 	 Jaoek  ya}	   	 D i m e n s i u n e   i m a g i n e 	 
.
G

M
  5
2
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M
*

	 *M0$?,?  >0	 D e r g o   n g a   S I M 2 	 											  				  	 	 	 	 	 	 	 	 T a m a n h o   d a   i m a g e m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ W A L L P A P E R 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : W a l l p a p e r   	 W a l l p a p e r   	 Lh^	 X~	  27I+%1	 F o n d o   d e   p a n t a l l a   	 A r r i  r e   p l a n   	 H i n t e r g r u n d b i l d 	 1>8  	 S f o n d o 	 H1B  'D-'&7	 F u n d o 	 D u v a r   k a 1d 1  	 H  n h   n n 	 W a l l p a p e r 	 K e r t a s   D i n d i n g 	 5	>	2	*	G	*	0		 	 	 	 H  t t  r k  p 	 	 	 	 B e h a n g 	 	 	 I m a g i n e   f u n d a l 	 	 	   	 	 	 *5H1  2EFG	 	 	 										 	 	 	 






	     	 I p h e p h a   l o d o n g a 	 I - w a l l p a p e r 	 P a z i a 	 M u u r p a p i e r   	 T a p e t a i   	 T a p e t e s   	 T a u s t p i l t   	 Ja}a|	   	 T a p e t   	 5
>
3
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 *
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M

 	 q>2*G*0	 F s h i j   n g a   I n b o x   S I M 1 ? 	 								  	 	 	 	 	 	 	 	 P a p e l   d e   p a r e d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ W Q V G A 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A   	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 	 	 	 W Q V G A 	 	 	 	 W Q V G A 	 	 	 W Q V G A 	 	 	 W Q V G A 	 	 	 W Q V G A 	 	 	 																 	 	 	 W Q V G A 	 W Q V G A 	 I - W Q V G A 	 I - W Q V G 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 W Q V G A 	 F s h i j   n g a   O u t b o x   S I M 1 ? 	 W Q V G A 	 	 	 	 	 	 	 	 W Q V G A 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ V G A 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A   	 V G A 	 V G A 	 V G A 	 V G A 	 	 	 	 V G A 	 	 	 	 V G A 	 	 	 V G A 	 	 	 V G A 	 	 	 V G A 	 	 	 V G A 	 	 	 	 V G A 	 V G A 	 I - V G A 	 I - V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 V G A 	 F s h i j   n g a   I n b o x   S I M 2 ? 	 V G A 	 	 	 	 	 	 	 	 V G A 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ 1 M P 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : 1   M P 	 1   M P 	 1 0 0 ,P }	 1 0 0 NP }	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 1 EJ,'  (C3D	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 	 	 	 1   M P 	 	 	 	 1   M P 	 	 	 1   M P 	 	 	 1   M P 	 	 	 1   E'~3D	 	 	 	  M P 	 	 	 	 1   M P 	 1   M P 	 1   M P 	 I - M P   y o k u - 1 	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 1   M P 	 1   DJ	 1   	 1   M P 	 1   M P 	 1   M P 	 F s h i j   n g a   O u t b o x   S I M 2 ? 	 1   M P 	 	 	 	 	 	 	 	 1   M P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ 2 M P 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : 2   M P 	 2   M P 	 2 0 0 ,P }	 2 0 0 NP }	 2   M P 	 2   M P 	 2   M P 	 2   M P 	 2   M P 	 2   M P 	 2 EJ,'  (C3D	 2   M P 	 2   M P   	 2   M P 	 2   M P 	 2   M P 	 2   M P 	 	 	 	 2   M P 	 	 	 	 2   M P 	 	 	 2   M P 	 	 	 2   M P 	 	 	 2   E'~3D	 	 	 	  M P 	 	 	 	 2   M P 	 2   M P 	 2   M P 	 I - M P   y e s i - 2 	 2   M P 	 2   M P 	 2   M P 	 2   M P 	 2   M P 	 2   DJ	 2   	 2   M P 	 2   M P 	 2   M P 	 R e g j i s t r i m i   U A R T 	 	 	 	 	 	 	 	 	 2   M P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ 3 M P 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : 3   M P 	 3   M P 	 3 0 0 ,P }	 3 0 0 NP }	 3   M P 	 3   M P 	 3   M P 	 3   M P 	 3   M P 	 3   M P 	 3 EJ,'  (C3D	 3   M P 	 3   M P   	 3   M P 	 3   M P 	 3   M P 	 3   M P 	 	 	 	 3   M P 	 	 	 	 3   M P 	 	 	 3   M P 	 	 	 3   M P 	 	 	 3   E'~3D	 	 	 	  M P 	 	 	 	 3   M P 	 3   M P 	 3   M P 	 I - M P   y e s i - 3 	 3   M P 	 3   M P 	 3   M P 	 3   M P 	 3   M P 	 3   DJ	 3   	 3   M P 	 3   M P 	 3   M P 	 P a s   n d r y s h i m i t   t e   U A R T   t e l e f o n i   d o   r i n i s i .   V a z h d o ? 	 	 	 	 	 	 	 	 	 3   M P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ 4 M P 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : 4   M P 	 4   M P 	 4 0 0 ,P }	 4 0 0 NP }	 4   M P 	 4   M P 	 4   M P 	 4   M P 	 4   M P 	 4   M P 	 4 EJ,'  (C3D	 4   M P 	 4   M P   	 4   M P 	 4   M P 	 4   M P 	 4   M P 	 	 	 	 4   M P 	 	 	 	 4   M P 	 	 	 4   M P 	 	 	 4   M P 	 	 	 4   E'~3D	 	 	 	  M P 	 	 	 	 4   M P   	 4   M P 	 4   M P 	 I - M P   y e s i - 4 	 4   M P 	 4   M P 	 4   M P 	 4   M P 	 4   M P 	 4   DJ	 4   	 4   M P 	 4   M P 	 4   M P 	 R i n i s j a   n e   p r o c e s 	 	 	 	 	 	 	 	 	 4   M P 	 	 	 	 	 	 	 	 4   M P 	 4   M P 	 4   M P 	 M P   n k e   a n 	 4   M P 
 
 S T R _ I D _ C A M C O _ C A P S I Z E _ 5 M P 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   s i z e   c h o i c e : 5   M P 	 5   M P 	 5 0 0 ,P }	 5 0 0 NP }	 5   M P 	 5   M P 	 5   M P 	 5   M P 	 5   M P 	 5   M P 	 5 EJ,'  (C3D	 5   M P 	 5   M P   	 5   M P 	 5   M P 	 5   M P 	 5   M P 	 	 	 	 5   M P 	 	 	 	 5   M P 	 	 	 5   M P 	 	 	 5   M P 	 	 	 5   E'~3D	 	 	 	  M P 	 	 	 	 5   M P 	 5   M P 	 5   M P 	 I - M P   y e s i - 5 	 5   M P 	 5   M P 	 5   M P 	 5   M P 	 5   M P 	 5   DJ	 5   	 5   M P 	 5   M P 	 5   M P 	 M e s a z h   I   r i   S I M 1 	 	 	 	 	 	 	 	 	 5   M P 	 	 	 	 	 	 	 	 5   M P 	 5   M P 	 5   M P 	 M P   n k e   i s e 	 5   M P 
 
 S T R _ I D _ C A M C O _ F L A S H 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : F l a s h 	 F l a s h 	 IQq	 IQop	 A%
	 F l a s h 	 F l a s h 	 B l i t z 	 $>B>2A?KH:0	 F l a s h 	 AD'4	 F l a s h 	 F l a _  	  n   n h  y 	 L a m p u   k i l a t 	 D e n y a r 	 +	M	2	H	6		 	 	 	 V a k u 	 	 	 	 F l i t s e r 	 	 	 B l i c	 	 	 	 	 	 AD'4	 	 	 								 	 	 	 




	 	 I - f l a s h 	 I f l e s h 	 M w e k a 	 F l i t s 	 B l y k s t 	 Z i b s p u l d z e 	 V  l k l a m p 	 2|voxt	   	 B l i c	 +
M
2
>
7
M
	 +M2>8	 F a k s   I   r i   S I M 1 	 					  	 	 	 	 	 	 	 	 F l a s h 	 	 	 	 	 	 	 	 F l a s h a 	 F l a s h 	 F l a s h : 	 F l a s h 	 S p l a n c 
 
 S T R _ I D _ C A M C O _ F L A S H _ A U T O 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   f l a s h   c h o i c e : A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 	 .H/'1	 	 	 											 	 	 	 







	 	 I - A u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	     	 A u t o m a t 	 

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	 8M5$	 E m a i l   I   r i   S I M 1 	 					  	 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 A u t o m a t i k o a 	 A w t o 	 A u t o m  t i c o 	 A k p a a k a 	 U a t h 
 
 S T R _ I D _ C A M C O _ F L A S H _ F O R C E _ O N 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   f l a s h   c h o i c e : F o r c e   o n 	 F o r c e   o n 	 7_6RIQ	 :_6RIQ	 11@4	 F o r z a r   f l a s h 	 T o u j o u r s   a l l u m  	 I m m e r   a k t i v i e r t 	 @8=C48B5;L=>	 F o r z a t o 	 AD'4	 F l a s h   f o r  a d o 	 K u v v e t   	 C n g   c h    n   n h  y 	 M a n u a l   a k t i f 	 P a k s a   n y a l a 	 +	K	0	M	8	  	(		 	 	 	 M i n d i g   b e k a p c s o l v a 	 	 	 	 G e f o r c e e r d   a a n 	 	 	 F o r ca r e   a c t i v a r e 	 	 	   	 	 	 ',1'	 	 	 			  	 	 	 	 




  

	   	 I - F o r c e   o n 	 N y a n z e l i s a 	 L a z i m i s h a 	 A l t y d   a a n 	 P r i v e r s t i n i s 	 U z s p i e s t 	 F o r c e   o n 	 @aoad~an  tkaxt	   	 F o r ca r e   a c t i v a r e 	 +
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 	 +K0M8  (M	 M e s a z h   I   r i   S I M 1 	 			  					 	 	 	 	 	 	 	 F l a s h   l i g a d o 	 	 	 	 	 	 	 	 F l a s h a   b e h a r t u 	 P i l i t i n g   i - o n 	 F o r c e   o n 	 M e e   y a   n ' i k e 	 C u i r   i a l l a c h      a   b h e i t h   a r   s i  l 
 
 S T R _ I D _ C A M C O _ F L A S H _ R E D _ E Y E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   f l a s h   c h o i c e : R e d - e y e   r e d u c t i o n 	 R e d - e y e   r e d u c t 	 2}<w	 2~<w	 2#%2A	 R e d u c c i  n   d e   o j o s   r o j o s 	 R  d u c t i o n   d e s   y e u x   r o u g e s 	 R o t e - A u g e n - R e d u z i e r u n g 	 >402;5=85  MDD5:B0  :@0A=KE  3;07	 R i d u z i o n e   o c c h i   r o s s i 	 6/  'D-E1'!	 R e d u   o   o l h o s   v e r m e l h o s 	 K 1r m 1z 1  g  z   a z a l t m a   	 P h  n g   m t   	 P e n g u r a n g a n   m a t a   m e r a h 	 P e n g u r a n g a n   m a t a   m e r a h 	 0	G	!	- 		  0	?	!		M	6	(		 	 	 	 V  r  s s z e m - h a t  s   c s  k k e n t  s e 	 	 	 	 R o d e   o g e n   v e r m i n d e r e n 	 	 	 R e d u c e r e   e f e c t   d e   o c h i   r o _i i 	 	 	     	 	 	 -0A  B1E2  4E	 	 	 					  			  							  					 	 	 	 


  


  





	 -     	 I - R e d - e y e   r e d u c t i o n 	 U c u t h o   l w e m e h l o   e l i b o m v u 	 U p u n g u z a j i   j i c h o   n y e k u n d u 	 R o o i - o o g r e d u k s i e 	  R a u d o n s  a k i s   e f e k t o   m a ~i n i m a s 	 S a r k a n o   a c u   n o v r aa n a 	 P u n a s i l m s u s e   v  h e n d a m i n e 	 ?atk  ayk  geok  v~afext	       	 R e d u c e r e   e f e c t   d e   o c h i   r o _i i 	 1
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 	 2>2- ?  9M0>8	 F a k s   I   r i   S I M 1 	 			- 		  						 	 	 	 	 	 	 	 R e d u   o   d e   o l h o s   v e r m e l h o s 	 	 	 	 	 	 	 	 B e g i   g o r r i a k   e k i d i n 	 P a n t a n g g a l   n g   p u l a n g   m a t a 	 R e d u c i  n   d e   o l l o s   v e r m e l l o s 	 W e t u l a t a   a n y a   o b a l a   o b a l a 	 L a g h d    d e a r g s h  i l e a c h 
 
 S T R _ I D _ C A M C O _ H I G H L I G H T 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : H i g h l i g h t 	 H i g h l i g h t 	 ܈IQ	 eIQ	 D.D%L	 R e s a l t a r 	 L u m i n o s i t    p r i n c i p a l e 	 H e r v o r h e b u n g 	 K45;8BL	 E v i d e n z i a z i o n e 	 *9HJ6  'D6H!	 R e a l c e 	 V u r g u   	 B   s u n g    n h   s  n g 	 S o r o t   l a m p u 	 S e r l a h k a n 	 9	>		2	>				 	 	 	 C s  c s f  n y 	 	 	 	 M a r k e r e n 	 	 	 E v i d e n ci e r e 	 	 	 	 	 	 (1,3*G  3'2	 	 	 												  				 	 	 	 






	 	 G q a m i s a 	 K h a n k a n y a 	 A n g a z i a 	 L i g   u i t 	 P a r y ak i n t i 	 I z c e l t 	 E s i l e t  s t 	 1|avqvaxt	 	 E v i d e n ci e r e 	 9
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 
 S T R _ I D _ C A M C O _ A F R A N G E 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : A F   r a n g e 	 A F   r a n g e 	 
\&qݍ	 [&qݍy	 
H'  A F 	 I n t e r v a l o   A F 	 G a m m e   A F 	 A F - B e r e i c h 	 80?07>=  02B>D>:CA8@>2:8	 P o r t a t a   A F 	 E9  'D*1CJ2  9DJ  E3'AG	 A l c a n c e   f o c a g e m   a u t o m  t i c a   ( A F ) 	 A F   a r a l 11  	 C   l y   t i  u   c 	 J a n g k a u a n   A F 	 J u l a t   A F 	 A F   0	G			<		 	 	 	 A F   t a r t o m  n y 	 	 	 	 A u t o f o c u s b e r e i k 	 	 	 I n t e r v a l   A F 	 	 	   A F 	 	 	 E-/H/G  A F 	 	 	 			    					 	 	 	 A F   




	   	 I - A F   r a n g e 	 U l u h l u   l w e - A F 	 U m b a l i   w a   A D 	 A F - r e i k w y d t e 	 A F   i n t e r v a l a s 	 A F   d i a p a z o n s 	 A F   v a h e m i k 	 A F   dkazafxv	 A F   	 I n t e r v a l   A F 	 A F   1
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	 A F   *0?80	 F a k s   I   r i   S I M 2 	 A F   							  	 	 	 	 	 	 	 	 F a i x a   A F 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ A F R A N G E _ A U T O 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   r a n g e   c h o i c e : A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 	 .H/'1	 	 	 											 	 	 	 







	 	 I - A u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	     	 A u t o m a t 	 

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	 8M5$	 E m a i l   I   r i   S I M 2 	 					  	 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ A F R A N G E _ M A C R O 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   r a n g e   c h o i c e : M a c r o 	 M a c r o 	 _ݍ	 _ݍ	 !2B#	 M a c r o 	 M a c r o 	 M a k r o 	 0:@>	 M a c r o 	 'DEJC1H  E3'AG	 M a c r o 	 M a k r o   	 C   l y   g n 	 M a k r o 	 M a k r o 	 .	H		M	0	K		 	 	 	 M a k r o 	 	 	 	 M a c r o 	 	 	 M a c r o 	 	 	 	 	 	 E'1H	 	 	 									 	 	 	 





	 	 I - M a c r o 	 N k u l u 	 M a k r o 	 M a k r o 	 M a k r o k o m a n d a 	 M a k r o 	 M a k r o 	 Daox	 	 M a c r o 	 .
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	 .>M0K	 M e s a z h   n e t   I   r i   S I M 2 	 					'   	 	 	 	 	 	 	 	 M a c r o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ A F R A N G E _ I N F I N I T E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   r a n g e   c h o i c e : I n f i n i t e 	 I n f i n i t e 	 !qP`	 eP܏	 -1L	 I n f i n i t o 	 I n f i n i 	 U n e n d l i c h 	 5A:>=5G=>ABL	 I n f i n i t o 	 'DJ  'D'(/	 I n f i n i t o 	 S o n s u z   	 X a   v    h n 	 T i d a k   t e r h i n g g a 	 T i d a k   t e r h a d 	 	(		$		 	 	 	 V  g t e l e n 	 	 	 	 O n e i n d i g 	 	 	 N e l i m i t a t 	 	 	   	 	 	 F'E-/H/	 	 	 					 	 	 	 



	 	 I - I n f i n i t e 	 N g e n a s i p h e l o 	 K i d u c h u 	 O n e i n d i g 	 N e a p i b r ~t a s 	 B e z g a l +g s 	 P i i r a m a t u 	 1v}aptav	 	 I n f i n i t 	 
(
M

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(
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1
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M
	 (?0M&M&?7M	 M e s a z h   I   r i   S I M 2 	 									  	 	 	 	 	 	 	 	 I n f i n i t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ S E L F T I M E R 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : S e l f - t i m e r 	 S e l f - t i m e r 	 bBf	 be	 1'1I@'%2	 T e m p o r i z a d o r   a u t o m  t i c o 	 R e t a r d a t e u r 	 S e l b s t a u s l  s e r 	 2B>A?CA:	 T i m e r - a u t o m a t i c o 	 *HBJ*	 A u t o - t e m p o r i z a d o r 	 K e n d i n d e n   z a m a n l 1  	 T  n h   g i   t   c h p 	 T i m e r   o t o m a t i s 	 P e m a s a   k e n d i r i 	 8	G	2	M	+	- 	>		.	0		 	 	 	  n k i o l d  	 	 	 	 Z e l f o n t s p a n n e r 	 	 	 A u t o d e c l a n _a t o r 	 	 	     	 	 	 *'E1  .H/'1	 	 	 				- 							 	 	 	 




- 




	 - 	 I - S e l f - t i m e r 	 I b e k a   i x e s h a   n g o k w a y o 	 K i j i p i m i a   m u d a 	 S e l f - t y d m e t e r 	 L a i k m a t i s 	 P e r s .   t a i m e r i s 	 A u t o m a a t t a i m e r 	 ;vvacxnaoxt	 - 	 A u t o d e c l a n _a t o r 	 8
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- 
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 	 8M5$- >.0M	 F a k s   I   r i   S I M 2 	 				- 			  	 	 	 	 	 	 	 	 T e m p o r i z a d o r   a u t o m  t i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ S E L F T I M E R _ 5 S 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s e l f - t i m e r   c h o i c e : 5   s e c . 	 5   s e c . 	 5 y	 5 y	 5   '4	 5   s e g u n d o s 	 5   s e c . 	 5   S e k . 	 5   A	 5   s e c . 	 5 +'FJ)	 5   s e g . 	 5   s a n i y e   	 5   g i  y 	 5   d e t i k 	 5   s a a t 	 5   8	G		G		!		 	 	 	 5   m p 	 	 	 	 5   s e c 	 	 	 5   s e c 	 	 	 5   ' 	 	 	 5   +'FG	 	 	 	  								 	 	 	 5   





	 5   	 5   s e c . 	 I m z w .   e m i - 5 	 S e k   5 	 5   s e k 	 5   s e k . 	 5   s e k . 	 5   s e k . 	 5   ~o. 	 5   . 	 5   s e c 	 5   8
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
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
. 	 5   8GG#M!	 M e s a z h   n e t   I   r i   S I M 2 	 5   							  	 	 	 	 	 	 	 	 5   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ S E L F T I M E R _ 1 0 S 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s e l f - t i m e r   c h o i c e : 1 0   s e c . 	 1 0   s e c . 	 1 0 y	 1 0 y	 1 0   '4	 1 0   s e g u n d o s 	 1 0   s e c . 	 1 0   S e k . 	 1 0   A	 1 0   s e c . 	 1 0 +'FJ)	 1 0   s e g . 	 1 0   s a n i y e   	 1 0   g i  y 	 1 0   d e t i k 	 1 0   s a a t 	 1 0   8	G		G		!		 	 	 	 1 0   m p 	 	 	 	 1 0   s e c 	 	 	 1 0   s e c 	 	 	 1 0   ' 	 	 	 1 0   +'FG	 	 	 		  								 	 	 	 1 0   


. 	 1 0   	 1 0   s e c . 	 I m z w .   e l i - 1 0 	 S e k   1 0 	 1 0   s e k 	 1 0   s e k . 	 1 0   s e k . 	 1 0   s e k . 	 1 0   ~o. 	 1 0   . 	 1 0   s e c 	 1 0   8
F

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
. 	 1 0   8GG#M!	 S h k e m b e   m e 	 	 	 	 	 	 	 	 	 1 0   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ I S O 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 'C2AB28B5;L=>ABL	 I S O 	 I S O 	 I S O 	 I S O   	 I S O 	 I S O 	 I S O 	 I S O 	 	 	 	 I S O 	 	 	 	 I S O 	 	 	 I S O 	 	 	 I S O 	 	 	 I S O 	 	 	 		. 		. 		 	 	 	 I S O 	   	 I - I S O 	 I - I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 I S O 	 A l b u m   f o t o s h 	 I S O 	 	 	 	 	 	 	 	 I S O 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ I S O _ A U T O 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   I S O   c h o i c e : A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 	 .H/'1	 	 	 											 	 	 	 







	 	 I - A u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	 	 A u t o m a t 	 

M

K
	 8M5$	 L u a j t e s i   v i d e o 	 						 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ I S O _ 1 0 0 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   I S O   c h o i c e : I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0   	 I S O   1 0 0 	 I S O   1 0 0   	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 	 	 	 I S O   1 0 0 	 	 	 	 I S O   1 0 0 	 	 	 I S O   1 0 0 	 	 	 I S O   1 0 0 	 	 	 I S O   1 0 0 	 	 	 		. 		. 	  				 	 	 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I - I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I S O   1 0 0 	 I n c i z u e s   v i d e o 	 I S O   1 0 0 	 	 	 	 	 	 	 	 I S O   1 0 0 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ I S O _ 2 0 0 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   I S O   c h o i c e : I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0   	 I S O   2 0 0 	 I S O   2 0 0   	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 	 	 	 I S O   2 0 0 	 	 	 	 I S O   2 0 0 	 	 	 I S O   2 0 0 	 	 	 I S O   2 0 0 	 	 	 I S O   2 0 0 	 	 	 		. 		. 	  				 	 	 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I - I S O   2 0 0   	 I S O   2 0 0 	 I S O   2 0 0 	 I S O 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 I S O   2 0 0 	 K a m e r a 	 	 	 	 	 	 	 	 	 I S O   2 0 0 
 
 S T R _ I D _ C A M C O _ I S O _ 4 0 0 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   I S O   c h o i c e : I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0   	 I S O   4 0 0 	 I S O   4 0 0   	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 	 	 	 I S O   4 0 0 	 	 	 	 I S O   4 0 0 	 	 	 I S O   4 0 0 	 	 	 I S O   4 0 0 	 	 	 I S O   4 0 0 	 	 	 		. 		. 	  				 	 	 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I - I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 I S O   4 0 0 	 P a r a s h i k i m i i   S u b L C D 	 	 	 	 	 	 	 	 	 I S O   4 0 0 
 
 S T R _ I D _ C A M C O _ I S O _ 8 0 0 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   I S O   c h o i c e : I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0   	 I S O   8 0 0 	 I S O   8 0 0   	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 	 	 	 I S O   8 0 0 	 	 	 	 I S O   8 0 0 	 	 	 I S O   8 0 0 	 	 	 I S O   8 0 0 	 	 	 I S O   8 0 0 	 	 	 		. 		. 	  				 	 	 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I - I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 I S O   8 0 0 	 K a m e r a   d y t e s o r e 	 	 	 	 	 	 	 	 	 I S O   8 0 0 
 
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 
 S T R _ I D _ C A M C O _ W B 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : W h i t e   b a l a n c e 	 W h i t e   b a l a n c e 	 }vs^a	 }vs^a	 D'L2%2L	 B a l a n c e   d e   b l a n c o s 	 B a l a n c e   d e s   b l a n c s 	 W e i  a b g l e i c h 	 0;0=A  15;>3>	 B i l a n c i a m e n t o   d e l   b i a n c o 	 E*H'2F  'D'(J6'!	 B a l a n  o   d e   b r a n c o 	 B e y a z   d e n g e   	 T   c  n   b n g 	 K e s e i m b a n g a n   p u t i h 	 I m b a n g a n   p u t i h 	 5	M	9	>			  ,	H	2	G		8		 	 	 	 F e h  r e g y e n s  l y 	 	 	 	 W i t b a l a n s 	 	 	 B a l a n c  d e   a l b 	 	 	   	 	 	 *9'/D  3A/	 	 	 				  									 	 	 	 




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	   	 I - W h i t e   b a l a n c e 	 I n t s a l e l a   e m h l o p h e 	 U l i n g a n i s .   m w e u p e 	 W i t b a l a n s 	 B a l t o s   s p a l v o s   b a l a n s a s 	 B a l t s   k r s a s   b a l a n s s 	 V a l g e   t a s a k a a l u s t u s 	 Mzkaok  balav}	   	 B a l a n c  d e   a l b 	 5
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 S T R _ I D _ C A M C O _ W B _ A U T O 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   w h i t e   b a l a n c e   c h o i c e : A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 	 .H/'1	 	 	 											 	 	 	 







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 S T R _ I D _ C A M C O _ W B _ D A Y L I G H T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   w h i t e   b a l a n c e   c h o i c e : D a y l i g h t 	 D a y l i g h t 	 *Y}IQ	 *Y3IQ	 A*%2'1	 L u z   d e l   d  a 	 S o l e i l 	 T a g e s l i c h t 	 !>;=5G=>	 L u c e   n a t u r a l e 	 6H!	 D i a 	 G  n   1_11  	  n h   s  n g   b a n   n g  y 	 S i a n g   h a r i 	 H a r i   s i a n g 	 !	G	2	>				 	 	 	 N a p f  n y 	 	 	 	 D a g l i c h t 	 	 	 L u m i n   n a t u r a l 	 	 	   	 	 	 FH1  1H2	 	 	 					  				 	 	 	 





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 
 S T R _ I D _ C A M C O _ W B _ C L O U D Y 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   w h i t e   b a l a n c e   c h o i c e : C l o u d y 	 C l o u d y 	 p)Y	 4)Y	 @!!2	 N u b l a d o 	 N u a g e u x 	 B e w  l k t 	 0A<C@=>	 N u v o l o s o 	 :'&E	 N u b l a d o 	 B u l u t l u   	 M  y   c h e 	 B e r a w a n 	 M e n d u n g 	 	M	2	>			!	@		 	 	 	 F e l h Qs 	 	 	 	 B e w o l k t 	 	 	 N o r 	 	 	 	 	 	 '(1	 	 	 						 	 	 	 







	 	 I - C l o u d y 	 S i b e k e l e 	 M a w i n g u 	 B e w o l k 	 D e b e s u o t a   	 M k o Fa i n s 	 P i l v i n e 	 1tzatan	 	 N o r 	 
M
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!
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	 .GA	 S h t o   k o r n i z e n 	 										 	 	 	 	 	 	 	 N u b l a d o 
 
 S T R _ I D _ C A M C O _ W B _ I N C A N D E S C E N T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   w h i t e   b a l a n c e   c h o i c e : I n c a n d e s c e n t 	 I n c a n d e s c e n t         	 }vqIQ              	 }vpop	 A*@5"	 I n c a n d e s c e n t e         	 I n c a n d e s c e n t         	 G l  h l a m p e 	 0<?0  =0:0;820=8O        	 I n c a n d e s c e n z a 	 EFJ1	 I n c a n d e s c e n t e 	 A m p  l   1_11  	 N o n g   s a n g 	 P i j a r 	 L a m p u   p i j a r 	 	(		H		!	G	8	G				 	 	 	 I z z  f  n y         	 	 	 	 I n c a n d e s c e n t         	 	 	 I n c a n d e s c e n t 	 	 	   	 	 	 ~1  FH1	 	 	 							 	 	 	 







  




	     	 I - I n c a n d e s c e n t         	 K h a n y i s a 	 I n c a n d e s c e n t         	 G l o e d 	 .k a i t i n t a         	 K v l s p u l d z e         	 H   g u v         	 Gkoatav  latz	 	 I n c a n d e s c e n t         	 '
5
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	 &@*M$?	 M e n y r a   e   s k e n e s 	 								 	 	 	 	 	 	 	 I n c a n d e s c e n t e 
 
 S T R _ I D _ C A M C O _ E F F E C T 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : E f f e c t s 	 E f f e c t s 	 yrkHeg	 yrkHeg	 @-@GL	 E f e c t o s 	 E f f e t s 	 E f f e k t e 	 -DD5:BK	 E f f e t t i 	 *#+J1'*	 E f e i t o s 	 E f e k t l e r   	 H i u   q u   c   b i t 	 E f e k 	 K e s a n 	 *	M	0	-	>	5		 	 	 	 H a t  s o k 	 	 	 	 E f f e c t e n 	 	 	 E f e c t e 	 	 	 	 	 	 ,DHG  G'	 	 	 							 	 	 	 



	   	 I m i p h u m e l a 	 I i m p e m b e l e l o 	 V i k o l e z o 	 E f f e k t e 	 E f e k t a i 	 E f e k t i 	 E f e k t i d 	 7eove	 	 E f e c t e 	 
+
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 	 *M0->,A!?	 A u t o 	 							 	 	 	 	 	 	 	 E f e i t o s 
 
 S T R _ I D _ C A M C O _ E F F E C T _ G R A Y S C A L E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : G r a y s c a l e 	 G r a y s c a l e 	 pp	 pp6	 @#"L*@%	 E s c a l e   d e   g r i s e s 	 G r i s 	 G r a u s t u f e 	 (:0;0  A5@>3>	 S c a l a   d e i   g r i g i 	 /1,'*  'D1E'/J	 E s c a l a   d e   c i n z e n t o s 	 G r i    l  e k   	 M  u   x  m 	 S k a l a   a b u - a b u 	 T o n   k e l a b u 	 	M	0	G	8	M		G	2		 	 	 	 S z  r k e  r n y a l a t o s 	 	 	 	 G r i j s s c h a a l 	 	 	 T o n u r i   d e   g r i 	 	 	   	 	 	 7A  .'3*1	 	 	 										 	 	 	 



  




	   	 I - G r a y s c a l e 	 I s i k a l i   e s i n g w e v u 	 K i j i v u 	 S w a r t - e n - w i t 	 P u s t o n i s  s k a l 	 P e l k   s k a l a 	 H a l l i s k a a l a 	 3xw  eavcvek  }avdrao	 - 	 T o n u r i   d e   g r i 	 
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 
 S T R _ I D _ C A M C O _ E F F E C T _ S E P I A 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : S e p i a 	 S e p i a 	 _S	 
YS	 5@5"	 S e p i a 	 S  p i a 	 S e p i a 	 !5?8O	 S e p p i a 	 'D(FJ  'D/'CF	 S  p i a 	 S e p y a   	 M  u   n  u   	 S e p i a 	 S e p i a 	 8	G	*	?	/	>		 	 	 	 S z  p i a 	 	 	 	 S e p i a 	 	 	 S e p i a 	 	 	 	 	 	 BGHG  '  E'D  (G  B1E2	 	 	 			  							 	 	 	 





	 	 I - S e p i a 	 I - S e p i a 	 S e p i a 	 S e p i a 	 T a m s i a i   r u s v a 	 S p i j a 	 S e e p i a 	 Mezka	 S e p i a 	 S e p i a 	 8
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	 8G*?	 N a t e 	 							 	 	 	 	 	 	 	 S  p i a 
 
 S T R _ I D _ C A M C O _ E F F E C T _ S E P I A _ G R E E N 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : S e p i a   g r e e n 	 S e p i a   g r e e n 	 _S}	 
YS~	 5@5"@5"'	 S e p i a   v e r d e 	 S  p i a   v e r t 	 S e p i a   g r  n 	 !5?8O  ( 75;5=K5  B>=0) 	 S e p p i a   v e r d e 	 (FJ  /'CF  #.61	 V e r d e   s  p i a 	 S e p y a   y e _i l   	 M  u   n  u   x a n h   l    c  y 	 H i j a u   s e p i a 	 S e p i a   h i j a u 	 8	G	*	?	/	>	  9	0	>		 	 	 	 S z  p i a   z  l d 	 	 	 	 S e p i a   g r o e n 	 	 	 S e p i a   v e r d e 	 	 	   	 	 	 3(2  31	 	 	 			  						  					 	 	 	 





  



	   	 I - S e p i a   g r e e n 	 L u h l a z a   o n t s u n d u   ( o k w e n g c a ) 	 S e p i a   k i j a n i 	 S e p i a - g r o e n 	 }a l s v a   t a m s i a i   r u s v a 	 S p i j a   z a <a 	 S e e p i a ,   r o h e l i n e 	 Mezka  oavay	 S e p i a   	 S e p i a   v e r d e 	 8
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 
 S T R _ I D _ C A M C O _ E F F E C T _ S E P I A _ B L U E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : S e p i a   b l u e 	 S e p i a   b l u e 	 _Sͅ	 
YS݄	 5@5"I3@4	 S e p i a   a z u l 	 S  p i a   b l e u 	 S e p i a   b l a u 	 !5?8O  ( A8=85  B>=0) 	 S e p p i a   b l u 	 (FJ  /'CF  #21B	 A z u l   s  p i a 	 S e p y a   m a v i   	 M  u   n  u   x a n h   d a   t r i 	 B i r u   s e p i a 	 S e p i a   b i r u 	 8	G	*	?	/	>	  (	@	2	>		 	 	 	 S z  p i a   k  k 	 	 	 	 S e p i a   b l a u w 	 	 	 S e p i a   a l b a s t r u 	 	 	   	 	 	 "(  31	 	 	 			  						  				 	 	 	 





  




  	   	 I - S e p i a   b l u e 	 L u h l a z a   o n t s u n d u   ( o k w e s i b h a k a b h a k a ) 	 S e p i a   b l u u 	 S e p i a - b l o u 	 M l y n a   t a m s i a i   r u s v a 	 S p i j a   z i l a 	 S e e p i a ,   s i n i n e 	 Mezka  oazxu	 S e p i a   	 S e p i a   a l b a s t r u 	 8
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 
 S T R _ I D _ C A M C O _ E F F E C T _ C O L O R _ I N V E R T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : C o l o r   i n v e r t 	 C o l o r   i n v e r t 	 Gr	 Gr	 %1*5	 I n v e r s i  n   d e   c o l o r e s 	 I n v e r s e r   c o u l e u r 	 F a r b i n v e r t i e r u n g 	 &25B=>9  =530B82	 I n v e r t i   c o l o r e 	 DHF  'DEBDH(	 I n v e r s  o   d e   c o r 	 R e n k l e r i   t e r s    e v i r   	  m   b n   m  u 	 P e m b a l i k a n   w a r n a 	 T e r b a l i k   w a r n a 	 	2	0	  	(	M	5	0	M			 	 	 	 S z  n e k   m e g f o r d  t  s a 	 	 	 	 O m g e k e e r d e   k l e u r e n 	 	 	 I n v e r s a r e   c u l o a r e 	 	 	   	 	 	 1F  H'1HFG	 	 	 					  								 	 	 	 




  






	   	 I - C o l o r   i n v e r t 	 G q w e t h a   u m b a l a 	 K i b a d i l i   r a n g i 	 K l e u r n e g a t i e f 	 S p a l v s  p e r s t a t y m a s 	 K r s u   i n v e r s i j a 	 V  r v i d e   p   r a m i n e 	 3xuvek  w{xt	   	 I n v e r s a r e   c u l o r i 	 
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	 0M  ,@*0?$	 N d r y s h i m   I   n g j y r e s 	 		  					 	 	 	 	 	 	 	 I n v e r s  o   d e   c o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ E F F E C T _ G R A Y _ I N V E R T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : G r a y   i n v e r t 	 G r a y   i n v e r t 	 ppGr	 pp6Gr	 %1*5@2	 I n v e r s i  n   d e   g r i s e s 	 I n v e r s e r   g r i s 	 G r a u i n v e r t i e r u n g 	 '5@=>- 15;K9  =530B82	 I n v e r t i   g r i g i 	 1E'/J  'DEBDH(	 I n v e r s  o   d e   c i n z e n t o s 	 G r i   d e i _i m i   	  m   b n   x  m 	 P e m b a l i k a n   a b u - a b u 	 T e r b a l i k   k e l a b u 	 	M	0	G	  	(	M	5	0	M			 	 	 	 S z  r k e   m e g f o r d  t  s a 	 	 	 	 O m g e k e e r d e   g r i j d t i n t e n 	 	 	 I n v e r s a r e   t o n u r i   d e   g r i 	 	 	   	 	 	 .'3*1  H'1HFG	 	 	 				  								 	 	 	 





  




	     	 I - G r a y   i n v e r t 	 U g q w e t h o   o l u n g w e v u 	 K i b a d i l i   k i j i v u 	 G r y s n e g a t i e f 	 P i l k o s   s p .   p e r s t a t y m a s 	 P e l e k s   i n v e r s i j a 	 H a l l i   p   r a m i n e 	 3xwk  w{xt	   	 I n v e r s a r e   t o n u r i   d e   g r i 	 
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	 'B80  ,@*0?$	 N d r y s h i m   g r i 	 				  					 	 	 	 	 	 	 	 I n v e r s  o   d e   c i n z a 	 	 	 	 	 	 	 	 G r i s   i r a u l i a 	 G r a y   i n v e r t 	 I n v e r s i  n   d e   g r i s 	 G r a y   i v e n t 	 I n b h  a r t a i g h   l i a t h 
 
 S T R _ I D _ C A M C O _ E F F E C T _ B L A C K B O A R D 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : B l a c k b o a r d 	 B l a c k b o a r d 	 ўg	 ўg	 #023	 P i z a r r a   n e g r a 	 T a b l e a u   n o i r 	 S c h w a r z w a n d t a f e l 	 '5@=0O  4>A:0	 L a v a g n a 	 'D3(H1G	 B o r d o   p r e t o 	 K a r a   t a h t a   	 B n g   e n 	 B l a c k b o a r d 	 P a p a n   h i t a m 	 ,	M	2	H		,	K	0	M	!		 	 	 	 B l a c k b o a r d 	 	 	 	 S c h o o l b o r d 	 	 	 T a b l   n e a g r 	 	 	   	 	 	 *.*G  3'G	 	 	 													 	 	 	 









	 	 I - B l a c k b o a r d 	 I b h o d i   e m n y a m a 	 B a o   n y e u s i 	 S w a r t b o r d 	 K l a s s   l e n t a 	 M e l n   t f e l e 	 B l a c k b o a r d 	 3aamao	   	 T a b l 	 *
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	 ,M2>,K0M!	 D e r r a s a   e   z e z e 	 										  	 	 	 	 	 	 	 	 Q u a d r o   n e g r o 	 	 	 	 	 	 	 	 H a r b e l a 	 B l a c k b o a r d 	 P i z a r r a 	 g b o j i i 	 C l  r   D u b h 
 
 S T R _ I D _ C A M C O _ E F F E C T _ W H I T E B O A R D 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : W h i t e b o a r d 	 W h i t e b o a r d 	 }vg	 }vg	 #022'	 P i z a r r a   b l a n c a 	 T a b l e a u   b l a n c 	 W e i  w a n d t a f e l 	 5;0O  4>A:0	 L a v a g n a   b i a n c a 	 #(J6	 B o r d o   b r a n c o 	 B e y a z   t a h t a   	 B n g   t r n g 	 W h i t e b o a r d 	 P a p a n   p u t i h 	 5	M	9	>			,	K	0	M	!		 	 	 	 W h i t e b o a r d 	 	 	 	 W h i t e b o a r d 	 	 	 T a b l   a l b 	 	 	   	 	 	 *.*G  3A/	 	 	 										 	 	 	 










	 	 I - W h i t e b o a r d 	 I b h o d i   e m h l o p h e 	 B a o   n y e u p e 	 W i t b o r d 	 B a l t o j i   l e n t a 	 B a l t   t f e l e 	 W h i t e b o a r d 	 Mzkao  caamao	   	 T a b l   a l b 	 5
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 
 S T R _ I D _ C A M C O _ E F F E C T _ C O P P E R _ C A R V I N G 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : C o p p e r   c a r v i n g 	 C o p p e r   c a r v i n g 	 HrՖ;R	 ܔHrՖ;R	 #9*%1-A	 T a l l a d o   e n   c o b r e 	 G r a v u r e   c u i v r e 	 K u p f e r g r a v u r 	  57L10  ( <54=K5  B>=0) 	 S b a l z o   s u   r a m e 	 F-*  'DF-'3	 T o m   a c a s t a n h a d o 	 B a k 1r   o y m a   	 K h c   n g 	 C o p p e r   c a r v i n g 	 U k i r a n   t e m b a g a 	 	I	*	0	  	>	0	M	5	?				 	 	 	 R  z k a r c 	 	 	 	 K o p e r g r a v u r e 	 	 	 S c u l p t u r   c u p r u 	 	 	   	 	 	 -'  1H  E3	 	 	 				  								 	 	 	 



  







	   	 I - C o p p e r   c a r v i n g 	 I q i n g q a   u b h e d u 	 U c h o n g a j i   S h a b a 	 K o p e r g r a v e r i n g 	 V a r i o   r a i ~i n i a i 	 V a r a   g r a v +r a 	 C o p p e r   C a r v i n g 	 Sxacxiuxv  zrvqk  ~a	   	 S c u l p t u r   c u p r u 	 
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	 *0  >0M-?	 G d h e n d j e   b a k r i 	 			  							 	 	 	 	 	 	 	 E n t a l h e   e m   c o b r e 	 	 	 	 	 	 	 	 K u p r e a   l a n d u 	 T a n s o n g   p a g - u k i t 	 G r a v a d o   e n   c o b r e 	 K p a   k a v i n 	 S n o  o d  i r e a c h t   c o p a i r 
 
 S T R _ I D _ C A M C O _ E F F E C T _ B L U E _ C A R V I N G 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : B l u e   c a r v i n g 	 B l u e   c a r v i n g 	 ͅrՖ;R	 ݄rՖ;R	 #9*%1I3@4	 T a l l a d o   a z u l 	 G r a v u r e   b l e u e 	 B l a u e   G r a v u r 	  57L10  ( 3>;C1K5  B>=0) 	 S b a l z o   b l u 	 F-*  'D'21B	 T o m   a z u l a d o 	 M a v i   o y m a   	 K h c   m  u   x a n h 	 B l u e   c a r v i n g 	 U k i r a n   b i r u 	 ,	M	2	B	  	>	0	M	5	?				 	 	 	 K  k   l i t o g r  f i a 	 	 	 	 B l a u w e   g r a v u r e 	 	 	 S c u l p t u r   a l b a s t r 	 	 	   	 	 	 -'  "(	 	 	 				  								 	 	 	 




  





	   	 I - B l u e   c a r v i n g 	 I q i n g q a   u h l a z a 	 U c h o n g a j i   b l u u 	 B l o u g r a v e r i n g 	 M l y n i   r a i ~i n i a i 	 Z i l a   g r a v +r a 	 B l u e   C a r v i n g 	 ?azxu  xacxiuxv	   	 S c u l p t u r   a l b a s t r 	 ,
M
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	 (@3  >0M-?	 G d h e n d j e   b l u 	 				  							 	 	 	 	 	 	 	 E n t a l h e   a z u l 	 	 	 	 	 	 	 	 U r d i n e a n   l a n d u 	 A s u l   n a   u k i t 	 B l u e   c a r v i n g 	 K a v i n   b l u u 	 S n o  o d  i r e a c h t   g h o r m 
 
 S T R _ I D _ C A M C O _ E F F E C T _ E M B O S S M E N T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : E m b o s s m e n t 	 E m b o s s m e n t 	 nmՖ	 nmՖ	 %2"9	 R e l i e v e 	 R e l i e f 	 P r  g u n g 	 K402;820=85	 G o f f r a t u r a 	 'DFB4	 R e l e v o 	 K a b a r t m a   	 L  m   n i 	 C e t a k   t i m b u l 	 C e t a k   t i m b u l 	 	.	M	,	I	8	.	G				 	 	 	 R e l i e f 	 	 	 	 R e l i  f 	 	 	 R e l i e f 	 	 	 	 	 	 (1,3*G  '1	 	 	 													 	 	 	 







	 	 I - E m b o s s m e n t 	 U h o m b i s o 	 U t u n i s h a j i 	 R e l i  f w e r k 	 R e l j e f a s 	 R e l j e f s 	 R e l j e e f i m i n e 	 2aqaavdao	 	 R e l i e f 	 
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 
 S T R _ I D _ C A M C O _ E F F E C T _ C O N T R A S T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : C o n t r a s t 	 C o n t r a s t 	 
\k	 [k	 -#2*L	 C o n t r a s t e 	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 9DJ  'DFBJ6	 C o n t r a s t e 	 K a r _1t l 1k   	 T n g   p h n 	 K o n t r a s 	 K o n t r a s 	 			M	0	>	8	M			 	 	 	 K o n t r a s z t 	 	 	 	 C o n t r a s t 	 	 	 C o n t r a s t 	 	 	 	 	 	 F*1'3*	 	 	 											 	 	 	 










	 	 I - C o n t r a s t 	 U t h e l e k i s o 	 L i n g a n i s h a 	 K o n t r a s 	 K o n t r a s t a s 	 K o n t r a s t s 	 K o n t r a s t s u s 	 Qaueavcxiuxv	 	 C o n t r a s t 	 
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	 #MM0>7M	 K o n t r a s t i 	 										 	 	 	 	 	 	 	 C o n t r a s t e 	 	 	 	 	 	 	 	 K o n t r a s t e a 	 C o n t r a s t 	 C o n t r a s t e 	 N d   i c h e 	 C o d a r s n a c h t 
 
 S T R _ I D _ C A M C O _ E F F E C T _ J E A N 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : J e a n 	 J e a n 	 [rN	 [rN	 "5	 M e z c l i l l a 	 J e a n 	 J e a n 	 68=A	 J e a n s 	 ,JF	 J e a n 	 J e a n   	 C h     J e a n 	 J e a n 	 J e a n 	 	@	(		 	 	 	 F a r m e r 	 	 	 	 J e a n 	 	 	 G r a d e l 	 	 	 ' 	 	 	 ,F	 	 	 				 	 	 	 


	 	 I - J e a n 	 I l a p h u   e l o m e l e l e y o   l o m q h a p h u 	 J i n z i 	 D e n i m 	 D ~i n s a i 	 D ~i n s i 	 J e a n 	 Kkv}	 	 G r a d e l 	 
@
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M

 	 ?(M	 X h i n s 	 				 	 	 	 	 	 	 	 J e a n 	 	 	 	 	 	 	 	 B a k e r o a k 	 J e a n 	 J e a n 	 J e a n 	 G  i n e 
 
 S T R _ I D _ C A M C O _ E F F E C T _ S K E T C H 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : S k e t c h 	 S k e t c h 	  }c	  }c	 *@J
L	 B o c e t o 	 D e s s i n 	 S k i z z e 	 -A:87	 S k e t c h 	 13E	 E s b o  o 	 E s k i z   	 P h  c   h a 	 S k e t s a 	 L a k a r a n 	 8	M		G			 	 	 	 R a j z 	 	 	 	 S c h e t s 	 	 	 S c h i c	 	 	 	 	 	 71-  'HDG	 	 	 					 	 	 	 




	 	 I - S k e t c h 	 U y i l o 	 M c h o r o 	 S k e t s 	 E s k i z a s 	 U z m e t u m s 	 S k e t a	 H~avoa	 	 S c h i c	 8
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 
 S T R _ I D _ C A M C O _ E F F E C T _ O I L 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e f f e c t   c h o i c e : O i l   P a i n t 	 O i l   p a i n t 	 lku	 l;u	 *5I3!1	 P i n t u r a   d e   a c e i t e 	 P e i n t u r e   h u i l e 	  l f a r b e 	 0A;>	 P i t t u r a   a   o l i o 	 13  'D2J*	 P i n t u r a   a    l e o 	 Y a l 1  b o y a   	 S n   d u 	 C a t   m i n y a k 	 C a t   m i n y a k 	 	/	2	  *	G				 	 	 	 O l a j f e s t m  n y 	 	 	 	 O l i e v e r f 	 	 	 P i c t u r    n   u l e i 	 	 	   	 	 	 1F  1H:F	 	 	 			  				  					 	 	 	 


  





	   	 I - O i l   P a i n t 	 I p e y i n t i   y e - o y i l e 	 R a n g i   y a   m a f u t a 	 O l i e v e r f 	 A l i e j i n   d r o b 	 E <<a s   g l e z n a 	  l i v  r v 	 Exraveo	 	 P i c t u r    n   u l e i 	 
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
	 $H3?$M0	 P i k t u r e   n e   v a j 	 			  						 	 	 	 	 	 	 	 P i n t u r a   d e    l e o 	 	 	 	 	 	 	 	 A k u a r e l a 	 O i l   n a   p i n t u r a 	 P i n t u r a   a o    l e o 	 M m a n   p e n t i 	 O l a p h  i n t 
 
 S T R _ I D _ C A M C O _ C A P Q T Y 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : I m a g e   q u a l i t y 	 I m a g e   q u a l i t y 	 WGrT	 VPT(	 8 2- 2	 C a l i d a d   d e   l a   i m a g e n   	 Q u a l i t    d e   l  i m a g e 	 B i l d q u a l i t  t 	 0G5AB2>  87>1@065=8O	 Q u a l i t    i m m a g i n e 	 ,H/)  'D5H1	 Q u a l i d a d e   d e   i m a g e m 	 G  r  n t    k a l i t e s i   	 C h t   l n g   n h 	 K u a l i t a s   f o t o 	 K u a l i t i   i m e j 	 	?	$	M	0	  	A	#	5	$	M	$	>		 	 	 	 K  p m i n Qs  g 	 	 	 	 B e e l d k w a l i t e i t 	 	 	 C a l i t a t e   i m a g i n e 	 	 	   	 	 	 A*  93	 	 	 						  									 	 	 	 





  







	   	 I k h w a l i t h i   y o m f a n e k i s o 	 U b u l u n g a   b e - i m e y j i 	 U b o r a   w a   t a s w i r a 	 A f b e e l d i n g g e h a l t e 	 V a i z d o   k o k y b 	 A t t l a   k v a l i t t e 	 P i l d i   k v a l i t e e t 	 Jaoek  xao	   	 C a l i t a t e   i m a g i n e 	 
.
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 
 S T R _ I D _ C A M C O _ C A P Q T Y _ F I N E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   q u a l i t y   c h o i c e : F i n e 	 F i n e 	 uisO	 gsO	 %0@-5"	 E x c e l e n t e 	 F i n 	 F e i n 	 KA>:>5	 F i n e 	 #A6D	 E l e v a d a 	  o k   i y i   	 T i   u 	 S e m p u r n a 	 H a l u s 	 		$	M	$	.		 	 	 	 K i v  l  	 	 	 	 F i j n 	 	 	 F o a r t e   b u n 	 	 	 	 	 	 9'D	 	 	 					 	 	 	 


	 	 F i n e 	 I n t l e 	 B o r a 	 F y n 	 T i k s l u s 	 S m a l k a 	 F i n e 	 3eafav	   	 M o d e r a t 	 +
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 	 -2	 N e   r r e g u l l 	 							 	 	 	 	 	 	 	 F i n a 	 	 	 	 	 	 	 	 F i n a 	 M a a y o s 	 C o r r e c t o 	 d m m a 	 M  n 
 
 S T R _ I D _ C A M C O _ C A P Q T Y _ G O O D 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   q u a l i t y   c h o i c e : G o o d 	 G o o d 	 sO	 sO	 5	 B u e n a 	 B i e n 	 G u t 	 %>@>H55	 B u o n a   	 ,J/	 B o a 	 0y i   	 T t 	 B a g u s 	 E l o k 	 		M		>		 	 	 	 J  	 	 	 	 G o e d 	 	 	 B u n 	 	 	 	 	 	 .H(	 	 	 					 	 	 	 


	 	 G o o d 	 I l u n g i l e 	 N z u r i 	 G o e d 	 G e r a s 	 L a b s 	 H e a 	 <a~	 	 S e m n a l   b u n 	 (
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 
 S T R _ I D _ C A M C O _ C A P Q T Y _ N O R M A L 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   i m a g e   q u a l i t y   c h o i c e : N o r m a l 	 N o r m a l 	 nf	 nf	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 1KG=>5	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l   	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 	 	 	 N o r m  l 	 	 	 	 N o r m a a l 	 	 	 N o r m a l 	 	 	 	 	 	 9'/	 	 	 							 	 	 	 






	 	 N o r m a l 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l s 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
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 
 S T R _ I D _ C A M C O _ A F Z O N E 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : A F   z o n e 	 A F   z o n e 	 
\&q@SW	 [&q:SW	 B  A F 	 Z o n a   A F 	 Z o n e   A F 	 A F - Z o n e 	 >=0  02B>D>:CA8@>2:8	 Z o n a   A F 	 E,'D  'D*1CJ2	 Z o n a   f o c a g e m   a u t o m  t i c a   ( A F ) 	 A F   b  l g e s i   	 K h u   v c   c h n h   t i  u   c 	 Z o n a   A F 	 Z o n   A F 	 A F   	<	K	(		 	 	 	 A F   m e z Q	 	 	 	 A u t o f o c u s b e r e i k 	 	 	 Z o n   A F 	 	 	   A F 	 	 	 F'-G  A F 	 	 	 			  				 	 	 	 A F   






  	   	 I - A F   z o n e 	 U m m a n d l a   w e - A F 	 E n e o   l a   A F 	 A F - s o n e 	 A F   s r i t i s 	 A F   z o n a 	 A F   t s o o n 	 A F   cxk	 A F   	 Z o n   A F 	 A F   8
K
#
M

 	 A F   M3	 Z o n a   A F 	 A F   	' 		 	 	 	 	 	 	 	 Z o n a   A F 	 	 	 	 	 	 	 	 A F   e s p a r r u a 	 A F   z o n e 	 Z o n a   A F 	 Z o o n u   A F 	 C r i o s   A F 
 
 S T R _ I D _ C A M C O _ A F Z O N E _ S I N G L E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   z o n e   c h o i c e : S i n g l e - z o n e 	 S i n g l e - z o n e 	 Uޞ
\&q	 USp[&q	 B@5H"'	 Z o n a   s e n c i l l a 	 U n e   z o n e 	 E i n z e l z o n e 	 ">G5G=0O	 Z o n a   s i n g o l a 	 'D*1CJ2  H'-/)	 Z o n a   s i m p l e s 	 T e k   b  l g e   	 C h n h   t i  u   c   n 	 S a t u   z o n a 	 Z o n   t u n g g a l 	 8	?			2	- 	<	K	(		 	 	 	 E g y m e z Qs 	 	 	 	 E n k e l e   z o n e 	 	 	 Z o n   u n i c 	 	 	   	 	 	 F'-G  *	 	 	 			- 				 	 	 	 

- 






	 - 	 I - S i n g l e - z o n e 	 U m m a n d l a   o m n y e 	 E n e o - m o j a 	 E n k e l s o n e 	 P a v i e n   s r i t i s 	 V i e n a   z o n a 	  h e t s o o n i l i n e 	 Dkacxk	 	 Z o n   u n i c 	 8
?

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3
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   8
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#
M

 	 - M3	 Z o n e   e   v e t m e 	 			- 	' 		 	 	 	 	 	 	 	 Z o n a    n i c a 	 	 	 	 	 	 	 	 E s p a r r u   b a k a r r a 	 S i n g l e - z o n e 	 Z o n a   i n d i v i d u a l 	 Z o o n u   m b 	 C r i o s   a o n a i r 
 
 S T R _ I D _ C A M C O _ A F Z O N E _ M U L T I 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   z o n e   c h o i c e : M u l t i - z o n e 	 M u l t i - z o n e 	 Yޞ
\&q	 Yp[&q	 +%2"B	 Z o n a   m  l t i p l e 	 Z o n e s   m u l t i p l e s 	 M e h r f a c h z o n e 	 0B@8G=0O	 M u l t i z o n a 	 2J'/)  'D*1CJ2	 Z o n a   m  l t i p l a 	  o k l u   b  l g e   	 C h n h   a   t i  u   c 	 M u l t i z o n a 	 Z o n   b e r b i l a n g 	 .	2	M		@	- 	<	K	(		 	 	 	 T  b b m e z Qs 	 	 	 	 M e e r d e r e   z o n e s 	 	 	 Z o n e   m u l t i p l e 	 	 	   	 	 	 F'-G  F/*'	 	 	 							- 				 	 	 	 





- 






	 - 	 I - M u l t i - z o n e 	 I m i m a n d l a   e m i n i n z i 	 E n e o - m e n g i 	 M u l t i s o n e 	 D a u g e r i o p a   s r i t i s 	 M u l t i z o n a 	 M i t m e t s o o n i l i n e 	 2aftacxk	 	 Z o n e   m u l t i p l e 	 .
3
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M

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- 8
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#
M

 	 >'?- M3	 Z o n e   e   s h u m t e 	 						- 	' 		 	 	 	 	 	 	 	 M u l t i z o n a 	 	 	 	 	 	 	 	 E s p a r r u   a n i t z a 	 M u l t i - z o n e 	 Z o n a   m  l t i p l e 	 M l t i   z o o n u 	 I l - c h r i o s 
 
 S T R _ I D _ C A M C O _ A E M E T E R 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : A E   m e t e r 	 A E   m e t e r 	 ,nIQ!j_	 KmIQ!j_	 !4@-#L  A E 	 M e d i d o r   A E 	 M e s u r e   A E 	 A E - M e t e r 	 -:A?>70<5@	 C o n t a t o r e   A E 	 71JB)  'DBJ'3	 C o n t a d o r   d e   e x p o s i   e s   a u t o m  t i c a s 	 A E   m e t r e   	 C h     t h    n h   s  n g 	 I n d i k a t o r   A E 	 M e t e r   A E 	 A E   .	@		0		 	 	 	 A E   f  n y m  r Q	 	 	 	 B e l i c h t i n g s m e t e r 	 	 	 M s u r a r e   A E 	 	 	   A E 	 	 	 3F,4  A E 	 	 	 A E   						 	 	 	 A E   



	   	 I - A E   m e t e r 	 A m a b a n g a 	 M i t a   y a   A E 	 A E - m e t e r 	 A E   m a t u o k l i s 	 A E   m r +t j s 	 A u t o m a a t s  r i t u s 	 A E   paw~ky	 A E   	 D o z a r e   A E 	 A E   .
@
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 	 A E   .?0	 M e t e r   A E 	 A E   						 	 	 	 	 	 	 	 M e d i   o   d e   E x p .   A u t o . 	 	 	 	 	 	 	 	 A E   m e t r o a 	 A E   m e t e r 	 M e t r o   A E 	 A E   m i t a 	 M  a d a r   A E 
 
 S T R _ I D _ C A M C O _ A E M E T E R _ A U T O 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   m e t e r   c h o i c e : A u t o 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o m  t i c o 	 A u t o 	 A u t o m . 	 2B>	 A u t o 	 #DJ	 A u t o 	 O t o m a t i k   	 T   n g 	 O t o m a t i s 	 A u t o 	 8	M	5	$	: 	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 ' 	 	 	 .H/'1	 	 	 											 	 	 	 







	 	 I - A u t o 	 N g o k u z e n z e k e l a y o 	 O t o m a t i 	 O u t o 	 A u t o m a t i n i s 	 A u t o m t i s k i 	 A u t o m a a t n e 	 1~x	     	 A u t o m a t 	 

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	 8M5$	 A u t o 	 					  	 	 	 	 	 	 	 	 A u t o m  t i c o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ A E M E T E R _ S P O T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   m e t e r   c h o i c e : S p o t 	 S p o t 	 Uޞ	 USp	 8	 P u n t o 	 P o i n t 	 E i n z e l p u n k t 	 ">G5G=K9	 S p o t 	 FB7)  H'-/)	 P o n t o 	 S p o t 	 t i  u   c   n 	 T i t i k 	 T i t i k 	 8	M	*	I			 	 	 	 P o n t s z e r q	 	 	 	 S p o t 	 	 	 P u n c t 	 	 	 	 	 	 FB7G  '	 	 	 					 	 	 	 





  




	 	 I - S p o t 	 I n d a w o 	 P a p o   h a p o 	 K o l 	 V i e t o s 	 P u n k t s 	 P u n k t k o h t 	 ?e	 	 P u n c t 	 8
M
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	 &>	 P o z i c i o n 	 			' 		 	 	 	 	 	 	 	 P o n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ A E M E T E R _ C E N T E R _ W E I G H T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   m e t e r   c h o i c e : C e n t e r - w e i g h t e d 	 C e n t e r - w e i g h t e d 	 -N.Y͑ޞ	 -N.Y͑p	 H'I3+1(9"L%2	 P e s o   h a c i a   e l   c e n t r o 	 C e n t r a l e   p o n d  r  	 M i t t e n g e w i c h t i g 	 &5=B@>2725H5==K9	 C e n t r a t o 	 E1C2  E1,-	 C e n t r a d o 	 M e r k e z   a 1r l 1k l 1  	 T r u n g   t  m   t r n g   i m 	 T e r p u s a t   d i   t e n g a h 	 P e m b e r a t   t e n g a h 	 8	G			0	- 5	G		G	!		 	 	 	 K  z  p r e   s  l y o z o t t 	 	 	 	 C e n t r u m g e w o g e n 	 	 	 P o n d e r a t   l a   c e n t r u 	 	 	   -   	 	 	 E12	 	 	 									- 				 	 	 	 





- 





	 - 	 I - C e n t e r - w e i g h t e d 	 U m b i n d i   o v e y i s h i w e y o 	 U z a n i - k a t i 	 G e s e n t r e e r 	 C e n t r i n i s   s v e r t i n i s 	 P c   c e n t r a   s v r t a i s 	 K e s k k a a l u t u d 	 ?evxvaowk|	   	 P o n d e r a t   l a   c e n t r u 	 8
F
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M
1
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 - 5
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1
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1
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!
M
	 G(M&M0@_- .KG	 P e s h a   n e   q e n d e r 	 			  								 	 	 	 	 	 	 	 P o n d e r a m e n t o   c e n t r a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ A E M E T E R _ A V E R A G E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   a f   m e t e r   c h o i c e : A v e r a g e 	 A v e r a g e 	 s^GW	 s^GW	 @	%5H"	 P r o m e d i o 	 M o y e n n e 	 D u r c h s c h n i t t 	 !@54=89	 M e d i o 	 E*H37	 M  d i a 	 O r t a l a m a   	 B  n h   q u  n 	 R a t a - r a t a 	 P u r a t a 	 	8	$		 	 	 	  t l a g o l t 	 	 	 	 G e m i d d e l d 	 	 	 M e d i e 	 	 	 	 	 	 E*H37	 	 	 				 	 	 	 





	 / 	 I - A v e r a g e 	 I - a v a r e j i 	 W a s t a n i 	 G e m i d d e l d 	 V i d u t i n i s 	 V i d j a i s 	 K e s k m i n e 	 Dk{kv	 	 M e d i e 	 6
0
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6
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	 9>0>9>0?	 M e s a t a r e 	 		  	 	 	 	 	 	 	 	 M  d i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ S H A R P N E S S 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : S h a r p n e s s 	 S h a r p n e s s 	 )R^	 )R^	 '2!
1	 N i t i d e z 	 N e t t e t  	 S c h  r f e 	  57:>ABL	 N i t i d e z z a 	 'D-/G	 N i t i d e z 	 K e s k i n l i k   	   n  t 	 K e t a j a m a n 	 K e t a j a m a n 	 6	>	0	M	*	(	G	8		 	 	 	 K e m  n y s  g 	 	 	 	 S c h e r p t e 	 	 	 C l a r i t a t e 	 	 	 	 	 	 H6H-	 	 	 											 	 	 	 







	   	 I - S h a r p n e s s 	 U b u k h a l i 	 U s a f i 	 S k e r p h e i d 	 R y ak u m a s 	 A s u m s 	 T e r a v u s 	 @}aoxiuxv	 	 C l a r i t a t e 	 7
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 
 S T R _ I D _ C A M C O _ C O N T R A S T 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : C o n t r a s t   	 C o n t r a s t   	 
\k^	 [k^	 -#2*L	 C o n t r a s t e   	 C o n t r a s t e   	 K o n t r a s t 	 >=B@0AB  	 C o n t r a s t o 	 9DJ  'DFBJ6	 C o n t r a s t e 	 K a r _1t l 1k   	   t n g   p h n 	 K o n t r a s 	 K o n t r a s 	 			M	0	>	8	M			 	 	 	 K o n t r a s z t 	 	 	 	 C o n t r a s t 	 	 	 C o n t r a s t 	 	 	 	 	 	 F*1'3*	 	 	 											 	 	 	 










	   	 I - C o n t r a s t 	 T h e l e k i s a 	 L i n g a n i s h a 	 K o n t r a s   	 K o n t r a s t a s   	 K o n t r a s t s   	 K o n t r a s t s u s   	 Qaueavcxiuxv	 	 C o n t r a s t   	 
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 
 S T R _ I D _ C A M C O _ S A T U R A T I O N 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : S a t u r a t i o n 	 S a t u r a t i o n 	 T^	 qT^	 '2!-4H!1'	 S a t u r a c i  n 	 S a t u r a t i o n 	 S  t t i g u n g 	 0AKI5==>ABL	 S a t u r a z i o n e 	 'D'4('9	 S a t u r a   o 	 D o y g u n l u k   	   b  o   h  a 	 S a t u r a s i 	 K e t e p u a n 	 8		$	C	*	M	$	?		 	 	 	 S z  n t e l  t e t t s  g 	 	 	 	 V e r z a d i g i n g 	 	 	 S a t u r a ci e 	 	 	 	 	 	 '4('9	 	 	 										 	 	 	 






	 	 I - S a t u r a t i o n 	 U k u z a l i s w a 	 U k i f i s h w a j i 	 V e r s a d i g i n g 	 G r y n i s 	 P i e s t i n j u m s 	 K  l l a s t u s 	 @ace~anxiuxv	 	 S a t u r a ci e 	 8
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 	 8M5M$>	 N g o p j a 	 							 	 	 	 	 	 	 	 S a t u r a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ T I M E S T A M P 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : T i m e   s t a m p 	 T i m e   s t a m p 	 egj	 egSbpS	 #01@'%2	 M a r c a   t e m p o r a l 	 A f f i c h a g e   d e   l a   d a t e 	 Z e i t a u f d r u c k 	 5B:0  2@5<5=8	 S t a m p a   o r a 	 7('9)  'D*'1J.	 C a r i m b o   d e   d a t a / h o r a 	 Z a m a n   d a m g a s 1  	 N g  y   i n 	 L a b e l   w a k t u 	 S e t e m   m a s a 	 	>		.	  8	M		H	.	M	*		 	 	 	 I d Qb  l y e g z Q	 	 	 	 T i j d s t e m p e l 	 	 	 M a r c a r e   t i m p 	 	 	   	 	 	 EG1  2E'F	 	 	 			  								 	 	 	 


  






	   	 I - T i m e   s t a m p 	 U k u g x i m f i z a   i x e s h a 	 S t a m p u   y a   s a a 	 T y d s t e m p e l 	 L a i k o   /s p a u d a s 	 L a i k a   s p i e d o g s 	 A j a t e m p e l 	 :atavaok  vwxt	   	 M a r c a r e   t e m p o r a l 	 
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 
 S T R _ I D _ C A M C O _ S H U T T E R S O U N D 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : S h u t t e r   s o u n d 	 S h u t t e r   s o u n d 	 _r	 _X	 @*5"
1@-#L	 S o n i d o   d e l   o b t u r a d o r 	 S o n   d u   d  c l e n c h e u r 	 K a m e r a v e r s c h l u s s t o n 	 2C:  HB>@>:	 S u o n o   o t t u r a t o r e 	 /1A)  3DJE)	 S o m   d o   o b t u r a d o r 	 D e k l a n _ r   s e s i   	  m   t h a n h   c a   c h p 	 S u a r a   r a n a 	 N a d a   p e n g a t u p 	 6		0	  8	>				!		 	 	 	 Z  r h a n g 	 	 	 	 S l u i t e r g e l u i d 	 	 	 S u n e t   o b t u r a t o r 	 	 	   	 	 	 5/'  4'*1	 	 	 							  				  	 	 	 	 




  



	   	 U m s i n d o   w o k u s h u t h a 	 I s i v a l i - s a n d i 	 S a u t i   y a   k i l a g o 	 S l u i t e r k l a n k 	 U ~r a k t o   g a r s a s 	 S l d ~a   s k a Fa 	 K a t i k u   h e l i 	 Saoavaok  qauv	   	 S u n e t   o b t u r a t o r 	 7

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 
 S T R _ I D _ C A M C O _ S H U T T E R S O U N D _ S O U N D _ 1 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s h u t t e r   s o u n d   c h o i c e : S o u n d   1 	 S o u n d   1 	 He N	 He N	 @*5"  1 	 S o n i d o   1 	 S o n   1 	 S o u n d   1 	 2C:  1 	 A u d i o   1 	 5H*  1 	 S o m   1 	 S e s   1   	  m   t h a n h   1 	 S u a r a   1 	 N a d a   1 	 8	>				!	  1 	 	 	 	 1 .   h a n g 	 	 	 	 G e l u i d   1 	 	 	 S u n e t   1 	 	 	   1 	 	 	 5/'  1 	 	 	 				  		 	 	 	 





  1 	   1 	 U m s i n d o   1 	 I s a n d i   s o k u - 1 	 S a u t i   1 	 K l a n k   1 	 1   g a r s a s 	 1 .   s k a Fa 	 H e l i   1 	 Aauv  1 	   1 	 S u n e t   1 	 6
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  1 	 'M5(?  1 	 Z i l j a   1 	 					  1 	 	 	 	 	 	 	 	 S o m   1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ S H U T T E R S O U N D _ S O U N D _ 2 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s h u t t e r   s o u n d   c h o i c e : S o u n d   2 	 S o u n d   2 	 HeN	 HeN	 @*5"  2 	 S o n i d o   2 	 S o n   2 	 S o u n d   2 	 2C:  2 	 A u d i o   2 	 5H*  2 	 S o m   2 	 S e s   2   	  m   t h a n h   2 	 S u a r a   2 	 N a d a   2 	 8	>				!	  2 	 	 	 	 2 .   h a n g 	 	 	 	 G e l u i d   2 	 	 	 S u n e t   2 	 	 	   2 	 	 	 5/'  2 	 	 	 				  		 	 	 	 





  2 	   2 	 U m s i n d o   2 	 I s a n d i   s e s i - 2 	 S a u t i   2 	 K l a n k   2 	 2   g a r s a s 	 2 .   s k a Fa 	 H e l i   2 	 Aauv  2 	   2 	 S u n e t   2 	 6
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  2 	 'M5(?  2 	 Z i l j a   2 	 	 	 	 	 	 	 	 	 S o m   2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ S H U T T E R S O U N D _ S O U N D _ 3 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s h u t t e r   s o u n d   c h o i c e : S o u n d   3 	 S o u n d   3 	 He	N	 He	N	 @*5"  3 	 S o n i d o   3 	 S o n   3 	 S o u n d   3 	 2C:  3 	 A u d i o   3 	 5H*  3 	 S o m   3 	 S e s   3   	  m   t h a n h   3 	 S u a r a   3 	 N a d a   3 	 8	>				!	  3 	 	 	 	 3 .   h a n g 	 	 	 	 G e l u i d   3 	 	 	 S u n e t   3 	 	 	   3 	 	 	 5/'  3 	 	 	 				  		 	 	 	 





  3 	   3 	 U m s i n d o   3 	 I s a n d i   s e s i - 3 	 S a u t i   3 	 K l a n k   3 	 3   g a r s a s 	 3 .   s k a Fa 	 H e l i   3 	 Aauv  3 	   3 	 S u n e t   3 	 6
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  3 	 'M5(?  3 	 Z i l j a   3 	 	 	 	 	 	 	 	 	 S o m   3 	 	 	 	 	 	 	 	 3 . s o i n u a 	 T u n o g   3 	 S o n   3 	 d a   a t 	 F u a i m   3 
 
 S T R _ I D _ C A M C O _ B A N D I N G 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 C a m e r a   f u n c t i o n   t i t l e : R e m o v e   f l i c k e r 	 A n t i - f l i c k e r 	 MQ
r	 MQp	 I-12#0#4	 E l i m i n a r   p a r p a d e o 	 A n t i - s c i n t i l l e m e n t 	 A n t i - F l a c k e r n 	 #1@0BL  <5@F0=85	 A n t i - s f a r f a l l i o 	 '2'D)  'D1,AG	 A n t i - c i n t i l a   o 	 T i t r e _i m i   k a l d 1r   	 P h  n g   c h p   l  e 	 A n t i k e d i p 	 A n t i k e r l i p 	 			@	  +	M	2	?		0		 	 	 	 V i l l  d z  s g  t l  	 	 	 	 F l i k k e r   v e r w i j d e r e n 	 	 	 A n t i i n t e r f e r e n c	 	 	   	 	 	 6/3H3H2/F	 	 	 					- 								 	 	 	 







  


  


	   	 K h i p h a   i - f l i c k e r 	 S u s a   i s i p h a n y a z i 	 O n d o a   k i l a g o 	 T e e n f l i k k e r 	 P a aa l i n t i   m i r g j i m 	 N o v k t   Fi r b o Fu 	 E e m a l d a   v  r e l u s 	 Neavel  dxrdxrxh	   	 E l i m i n a ci   s c  n t e i e r e a 	 +
M
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	 +M2?0  *8>0#  0(M$A	 K u n d e r     f i k j e s - n d e z j e s 	 							  								 	 	 	 	 	 	 	 A n t i c i n t i l a   o 	 	 	 	 	 	 	 	 D i r d i r   a u r k a k o a 	 A n t i - f l i c k e r 	 A n t i   p e s t a n e x o 	 A n t i - f l i k a 	 F r i t h - c h a o c h a  l 
 
 S T R _ I D _ C A M C O _ B A N D I N G _ 5 0 H Z 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e m o v   f l i c k e r   c h o i c e : 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 ? F	 5 0 H z 	 5 0   G1*2	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 	 	 	 5 0   H z 	 	 	 	 5 0 H z 	 	 	 5 0   H z 	 	 	 5 0 H z 	 	 	 5 0   G1*2	 	 	 		H z 	 	 	 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 N g a m a - 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z . 	 5 0   H z 	 5 0 H z 	 5 0   @	 5 0   . 	 5 0   H z 	 5 0 H z 	 5 0 90M	 5 0 H z 	 5 0 H z 	 	 	 	 	 	 	 	 5 0 H z 	 	 	 	 	 	 	 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 
 
 S T R _ I D _ C A M C O _ B A N D I N G _ 6 0 H Z 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e m o v   f l i c k e r   c h o i c e : 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 ? F	 6 0 H z 	 6 0   G1*2	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 	 	 	 6 0   H z 	 	 	 	 6 0 H z 	 	 	 6 0   H z 	 	 	 6 0 H z 	 	 	 6 0   G1*2	 	 	 		H z 	 	 	 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 N g a m a - 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z . 	 6 0   H z 	 6 0 H z 	 6 0   @	 6 0   . 	 6 0   H z 	 6 0 H z 	 6 0 90M	 6 0 H z 	 6 0 H z 	 	 	 	 	 	 	 	 6 0 H z 	 	 	 	 	 	 	 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 
 
 S T R _ I D _ C A M C O _ R E C S I Z E 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e c o r d e r   f u n c t i o n   t i t l e : R e c o r d   s i z e 	 R e c o r d   s i z e 	 q_'Y\	 U_P'Y\	 25H16	 T a m a  o   d e   r e g i s t r o 	 T a i l l e   d  e n r e g i s t r e m e n t 	 A u f n a h m e g r   e 	  07<5@  70?8A8	 D i m e n s i o n e   r e g i s t r a z i o n e 	 -,E  3,D	 T a m a n h o   d e   g r a v a   o 	 K a y 1t   b o y u t u   	 C   m  y   g h i    m 	 U k u r a n   r e k a m a n 	 S a i z   r e k o d 	 0	?		I	0	M	!	  		>	0		 	 	 	 F e l v  t e l   m  r e t e 	 	 	 	 O p n a m e g r o o t t e 	 	 	 D i m e n s i u n e    n r e g i s t r a r e 	 	 	   	 	 	 'F/'2G  6(7	 	 	 								  					 	 	 	 



  






  


	   	 U s a y i z i   w o k u r e k h o d a 	 U b u n g a k a n a n i   b o s h i c i l e l o 	 S a i z i   y a   r e k o d i 	 O p n a m e g r o o t t e 	 .r a ao   d y d i s 	 I e r a k s t a   a p j o m s 	 S a l v e s t u s e   s u u r u s 	 Aauvactav  ya}	   	 D i m e n s i u n e    n r e g i s t r a r e 	 1
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	 0G0M!  >0	 R e g j i s t r o   m a d h e s i n e 	 						  				  	 	 	 	 	 	 	 	 T a m a n h o   d e   g r a v a   o 	 	 	 	 	 	 	 	 G r a b a k e t a r e n   t a m a i n a 	 L a k i   n g   t a l a 	 T a m a  o   d a   g r a v a c i  n 	 S a i z   n d e k 	 M  i d   a n   t a i f i d 
 
 S T R _ I D _ C A M C O _ R E C S I Z E _ Q C I F 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   s i z e   c h o i c e : 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6  1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 			x 			  ( Q C I F ) 	 	 	 	 1 7 6   x   1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 N g a m a - 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 	 	 	 	 	 1 7 6 x 1 4 4   ( Q C I F ) 	 	 	 	 	 	 	 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6 x 1 4 4   ( Q C I F ) 	 1 7 6   + 1 4 4   ( q c i f ) 	 1 7 6 x 1 4 4   ( Q C I F ) 
 
 S T R _ I D _ C A M C O _ R E C S I Z E _ Q V G A 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   s i z e   c h o i c e : 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0  2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 			x 			  ( Q V G A ) 	 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 N g a m a - 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 	 	 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 	 	 	 	 	 	 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0 x 2 4 0   ( Q V G A ) 	 3 2 0   + 2 4 0       ( q v g a ) 	 3 2 0 x 2 4 0   ( Q V G A ) 
 
 S T R _ I D _ C A M C O _ R E C S I Z E _ C I F 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   s i z e   c h o i c e : 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2  2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 	 	 	 3 5 2 x 2 8 8   ( C I F ) 	 	 	 	 3 5 2 x 2 8 8   ( C I F ) 	 	 	 3 5 2 x 2 8 8   ( C I F ) 	 	 	 3 5 2 x 2 8 8   ( C I F ) 	 	 	     ( C I F )   3 5 2 x 2 8 8 	 	 	 			x 			  ( C I F ) 	 	 	 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 N g a m a - 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 	 	 	 	 	 	 	 3 5 2 x 2 8 8   ( C I F ) 	 	 	 	 	 	 	 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 x 2 8 8   ( C I F ) 	 3 5 2 + 2 8 8     ( c i f ) 	 3 5 2 x 2 8 8   ( C I F ) 
 
 S T R _ I D _ C A M C O _ R E C S I Z E _ V G A 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   s i z e   c h o i c e : 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0  4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 			x 			  ( V G A ) 	 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 N g a m a - 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 	 	 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 	 	 	 	 	 	 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 x 4 8 0   ( V G A ) 	 6 4 0 + 4 8 0         ( v g a ) 	 6 4 0 x 4 8 0   ( V G A ) 
 
 S T R _ I D _ C A M C O _ R E C S I Z E _ D 1 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   s i z e   c h o i c e : 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0  4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 			x 			  ( D 	) 	 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 N g a m a - 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 	 	 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 	 	 	 	 	 	 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0 x 4 8 0   ( D 1 ) 	 7 2 0   +   4 8 0     ( d i ) 	 7 2 0 x 4 8 0   ( D 1 ) 
 
 S T R _ I D _ C A M C O _ L I M I T 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e c o r d e r   f u n c t i o n   t i t l e : R e c o r d   l i m i t 	 R e c o r d   l i m i t 	 jHhP6R	 eNP6R	 5312#16	 L  m i t e   d e   r e g i s t r o   	 L i m i t e   d  e n r e g i s t r e m e n t 	 A u f n a h m e g r e n z e 	 3@0=8G5=85  70?8A8	 L i m i t e   r e g i s t r a z i o n e 	 3,D  'D-/	 L i m i t e   d e   g r a v a   o 	 K a y 1t   s 1n 1r 1	 H n   c h   t p 	 B a t a s   p e r e k a m a n 	 H a d   r a k a m 	 0	?		I	0	M	!	  8	@	.	>		 	 	 	 F e l v  t e l   k o r l  t j a 	 	 	 	 O p n a m e l i m i e t 	 	 	 L i m i t    n r e g i s t r a r e 	 	 	   	 	 	 E-/H/*  6(7	 	 	 								  					 	 	 	 








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	   	 U m k h a w u k o   w o k u r e k h o d a 	 I s i t h i n t e l o   s o s h i c i l e l o 	 M p a k a   w a   r e k o d i 	 O p n e e m p e r k 	 .r a ao   l i m i t a s 	 I e r a k s t a   l i m i t s 	 S a l v e s t u s l i m i i t 	 Aauvactav  }aptavaya	   	 L i m i t    n r e g i s t r a r e 	 1
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	 0G0M!  8@.>	 K u f i r i   I   m a d h e s i s e 	 							  					 	 	 	 	 	 	 	 L i m i t e   d e   g r a v a   o 	 	 	 	 	 	 	 	 G r a b a k e t a r e n   m u g a 	 W a l a n g   l i m t a s y o n   s a   t a l a 	 L  m i t e   d a   g r a v a c i  n 	 N j e d e b e   n d e k 	 T e o r a i n n   t a i f e a d t a 
 
 S T R _ I D _ C A M C O _ L I M I T _ N O _ L I M I T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   l i m i t   c h o i c e : N o   l i m i t 	 N o   l i m i t 	 !qP6R	 eP6R	 D!H31	 N o   h a y   l  m i t e 	 A u c u n e   l i m i t e 	 K e i n e   G r e n z e 	 57  >3@0=8G5=89	 N e s s u n   l i m i t e 	 D'  -/H/	 S e m   l i m i t e 	 S 1n 1r   y o k   	 K h  n g   h n   c h 	 T a n p a   b a t a s 	 T i a d a   h a d 	 	K		  8	@	.	>	  (	9	@			 	 	 	 K o r l  t l a n 	 	 	 	 G e e n   l i m i e t 	 	 	 N i c i o   l i m i t 	 	 	   	 	 	 (/HF  E-/H/*	 	 	 			  				  				 	 	 	 


  






  



	   	 A k u n a m k h a w u k o 	 A k u k h o   s i t h i n t e l o 	 H a k u n a   u p e o 	 G e e n   p e r k 	 B e   l i m i t o 	 N a v   l i m i t a 	 P i i r a n g u t a 	 Maptavaya  yoa	   	 N i c i o   l i m i t 	 *
0
?
'
?
  
2
M
2
	 L#8?  8@.>  (>9?	 P a   k u f i z i m 	 							  	 	 	 	 	 	 	 	 S e m   l i m i t e 	 	 	 	 	 	 	 	 M u g a r i k   e z 	 W a l a n g   l i m i t a s y o n 	 S e n   l  m i t e 	 E n w e g h i   n j e d e b e 	 G a n   t e o r a i n n 
 
 S T R _ I D _ C A M C O _ L I M I T _ T I M E _ 1 5 S 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   l i m i t   c h o i c e : T i m e   1 5   s e c . 	 T i m e   1 5   s e c . 	 1 5   y	 1 5   y	 @'%2  1 5   '425	 T i e m p o   1 5   s e g u n d o s 	 D u r  e   1 5   s e c . 	 Z e i t   1 5   S e k . 	 @5<O  ( 1 5   A5:. ) 	 T e m p o   1 5   s e c . 	 1 5 +H'FJ	 T e m p o   1 5   s e g . 	 S  r e   1 5   s n .   	 1 5   g i  y 	 W a k t u   1 5   d e t i k 	 M a s a   1 5   s . 	 8	.	/	  1 5   8	G		G		!		 	 	 	 I d Q  1 5   m p 	 	 	 	 T i j d   1 5   s e c 	 	 	 D u p   1 5   s e c 	 	 	   1 5     	 	 	 2E'F  1 5   +'FG	 	 	 		  							  				 	 	 	 


  1 5   





	   1 5   . 	 I s i k h a t h i   1 5   s e c . 	 I x e s h a   I m z w .   e l i - 1 5 	 S a a   s e k .   1 5 	 T y d   1 5   s e k 	 L a i k a s   1 5   s e k . 	 L a i k s   1 5   s e k . 	 A e g :   1 5   s e k . 	 :atavao]  1 5   ~o. 	   1 5   . 	 D u p   1 5   s e c 	 8
.
/

  1 5   8
F

M

. 	 8._  1 5   8GG#M!	 K o h a   1 5   s e k . 	 1 5   							  			  	 	 	 	 	 	 	 	 T e m p o   d e   1 5   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ L I M I T _ T I M E _ 3 0 S 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   l i m i t   c h o i c e : T i m e   3 0   s e c . 	 T i m e   3 0   s e c . 	 3 0   y	 3 0   y	 @'%2  3 0   '425	 T i e m p o   3 0   s e g u n d o s 	 D u r  e   3 0   s e c . 	 Z e i t   3 0   S e k . 	 @5<O  ( 3 0   A5:. ) 	 T e m p o   3 0   s e c . 	 3 0 +H'FJ	 T e m p o   3 0   s e g . 	 S  r e   3 0   s n .   	 3 0   g i  y 	 W a k t u   3 0   d e t i k 	 M a s a   3 0   s . 	 8	.	/	  3 0   8	G		G		!		 	 	 	 I d Q  3 0   m p 	 	 	 	 T i j d   3 0   s e c 	 	 	 D u p   3 0   s e c 	 	 	 3 0     	 	 	 2E'F  3 0   +'FG	 	 	 		  							  				 	 	 	 


  3 0   





	   3 0   . 	 I s i k h a t h i   3 0   s e c . 	 I x e s h a   I m z w .   e n g a m a - 3 0 	 S a a   s e k .   3 0 	 T y d   3 0   s e k 	 L a i k a s   3 0   s e k . 	 L a i k s   3 0   s e k . 	 A e g :   3 0   s e k . 	 :atavao]  3 0   ~o. 	   3 0   . 	 D u p   3 0   s e c 	 8
.
/

  3 0   8
F

M

. 	 8._  3 0   8GG#M!	 K o h a   3 0   s e k . 	 	 	 	 	 	 	 	 	 T e m p o   d e   3 0   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ L I M I T _ T I M E _ 6 0 S 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   l i m i t   c h o i c e : T i m e   6 0   s e c . 	 T i m e   6 0   s e c . 	 6 0   y	 6 0   y	 @'%2  6 0   '425	 T i e m p o   6 0   s e g u n d o s 	 D u r  e   6 0   s e c . 	 Z e i t   6 0   S e k . 	 @5<O  ( 6 0   A5:. ) 	 T e m p o   6 0   s e c . 	 6 0 +H'FJ	 T e m p o   6 0   s e g . 	 S  r e   6 0   s n .   	 6 0   g i  y 	 W a k t u   6 0   d e t i k 	 M a s a   6 0   s . 	 8	.	/	  6 0   8	G		G		!		 	 	 	 I d Q  6 0   m p 	 	 	 	 T i j d   6 0   s e c 	 	 	 D u p   6 0   s e c 	 	 	 6 0     	 	 	 2E'F  6 0   +'FG	 	 	 		  							  				 	 	 	 


  6 0   





	   6 0   . 	 I s i k h a t h i   6 0   s e c . 	 I x e s h a   I m z w .   e n g a m a - 6 0 	 S a a   s e k .   6 0 	 T y d   6 0   s e k 	 L a i k a s   6 0   s e k . 	 L a i k s   6 0   s e k . 	 A e g :   6 0   s e k . 	 :atavao]  6 0   ~o. 	   6 0   . 	 D u p   6 0   s e c 	 8
.
/

  6 0   8
F

M

. 	 8._  6 0   8GG#M!	 K o h a   6 0   s e k . 	 	 	 	 	 	 	 	 	 T e m p o   d e   6 0   s e g u n d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ L I M I T _ S I Z E _ 9 5 K 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   l i m i t   c h o i c e : S i z e   9 5   k 	 S i z e   9 5   k 	 9 5   k 	 9 5   k 	 2  9 5   k 	 T a m a  o   9 5   k 	 T a i l l e r   9 5   k 	 G r   e   9 5   k 	  07<5@  ( 9 5   :1) 	 D i m e n s i o n e   9 5   k 	 'D-,E  9 5   C	 T a m a n h o   9 5   k 	 B o y u t   9 5   k   	 C   9 5   k 	 U k u r a n   9 5   k b 	 S a i z   9 5   k 	 		>	0	  9 5   k 	 	 	 	 M  r e t   9 5   k 	 	 	 	 G r o o t t e   9 5 k 	 	 	 L a   9 5   k 	 	 	   9 5   k 	 	 	 'F/'2G  9 5   DH	 	 	 		  		  					 	 	 	 

  9 5   k 	   9 5   	 U s a y i z i   9 5   k 	 U b u n g a k a n a n i   n g a m a - 9 5   k 	 S a i z i   9 5   k 	 G r o o t t e   9 5   k 	 D y d i s   9 5   k 	 A p j o m s   9 5   k 	 S u u r u s   9 5   k 	 Ia}]  9 5   o	   9 5   . 	 L a   9 5   k 	 5
2
?
*
M
*

  9 5   
F
	 >0  9 5   k 	 M a d h e s i a   9 5 k 	 9 5   k   					 	 	 	 	 	 	 	 T a m a n h o   d e   9 5   k 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ L I M I T _ S I Z E _ 1 9 5 K 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   l i m i t   c h o i c e : S i z e   1 9 5   k 	 S i z e   1 9 5   k 	 1 9 5   k 	 1 9 5   k 	 2  1 9 5   k 	 T a m a  o   1 9 5   k 	 T a i l l e r   1 9 5   k 	 G r   e   1 9 5   k 	  07<5@  ( 1 9 5   :1) 	 D i m e n s i o n e   1 9 5   k 	 'D-,E  1 9 5   C	 T a m a n h o   1 9 5   k 	 B o y u t   1 9 5   k   	 C   1 9 5   k 	 U k u r a n   1 9 5   k b 	 S a i z   1 9 5   k 	 		>	0	  1 9 5   k 	 	 	 	 M  r e t   1 9 5   k 	 	 	 	 G r o o t t e   1 9 5 k 	 	 	 L a   1 9 5   k 	 	 	   1 9 5   k 	 	 	 'F/'2G  1 9 5   DH	 	 	 					  					 	 	 	 

  1 9 5   k 	   1 9 5   	 U s a y i z i   1 9 5   k 	 U b u n g a k a n a n i   n g a m a - 1 9 5   k 	 S a i z i   1 9 5   k 	 G r o o t t e   1 9 5   k 	 D y d i s   1 9 5   k 	 A p j o m s   1 9 5   k 	 S u u r u s   1 9 5   k 	 Ia}]  1 9 5   o	   1 9 5   . 	 L a   1 9 5   k 	 5
2
?
*
M
*

  1 9 5   
F
	 >0  1 9 5   k 	 M a d h e s i a   1 9 5 k 	 	 	 	 	 	 	 	 	 T a m a n h o   d e   1 9 5   k 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ L I M I T _ S I Z E _ 2 9 5 K 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   l i m i t   c h o i c e : S i z e   2 9 5   k 	 S i z e   2 9 5   k 	 2 9 5   k 	 2 9 5   k 	 2  2 9 5   k 	 T a m a  o   2 9 5   k 	 T a i l l e r   2 9 5   k 	 G r   e   2 9 5   k 	  07<5@  ( 2 9 5   :1) 	 D i m e n s i o n e   2 9 5   k 	 'D-,E  2 9 5   C	 T a m a n h o   2 9 5   k 	 B o y u t   2 9 5   k   	 C   2 9 5   k 	 U k u r a n   2 9 5   k b 	 S a i z   2 9 5   k 	 		>	0	  2 9 5   k 	 	 	 	 M  r e t   2 9 5   k 	 	 	 	 G r o o t t e   2 9 5 k 	 	 	 L a   2 9 5   k 	 	 	   2 9 5   k 	 	 	 'F/'2G  2 9 5   DH	 	 	 					  					 	 	 	 

  2 9 5   k 	   2 9 5   	 U s a y i z i   2 9 5   k 	 U b u n g a k a n a n i   n g a m a - 2 9 5   k 	 S a i z i   2 9 5   k 	 G r o o t t e   2 9 5   k 	 D y d i s   2 9 5   k 	 A p j o m s   2 9 5   k 	 S u u r u s   2 9 5   k 	 Ia}]  2 9 5   o	   2 9 5   . 	 L a   2 9 5   k 	 5
2
?
*
M
*

  2 9 5   
F
	 >0  2 9 5   k 	 M a d h e s i a   2 9 5 k 	 	 	 	 	 	 	 	 	 T a m a n h o   d e   2 9 5   k 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ V I S Q T Y 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e c o r d e r   f u n c t i o n   t i t l e : V i d e o   q u a l i t y 	 V i d e o   q u a l i t y 	 q_GrT	 ƉT(	 8 2'45B-	 C a l i d a d   d e   v i d e o   	 Q u a l i t    v i d  o 	 V i d e o q u a l i t  t 	 0G5AB2>  2845>	 Q u a l i t    v i d e o 	 FH9J)  'DAJ/JH	 Q u a l i d a d e   d e   v  d e o 	 V i d e o   k a l i t e s i   	 C h t   l n g   V i d e o 	 K u a l i t a s   v i d e o 	 K u a l i t i   v i d e o 	 5	@	!	?	/	K	  	A	#	5	$	M	$	>		 	 	 	 V i d e    m i n Qs  g 	 	 	 	 V i d e o k w a l i t e i t 	 	 	 C a l i t a t e   v i d e o 	 	 	   	 	 	 A*  ADE	 	 	 					' 	  				 	 	 	 





  







	   	 I k h w a l i t h i   y e v i d y o 	 U b u l u n g a   b e - v i d i y o 	 U b o r a   w a   v i d e o 	 V i d e o g e h a l t e 	 V a i z d o   k l i p o   k o k y b 	 V i d e o   k v a l i t t e 	 V i d e o   k v a l i t e e t 	 Nkdexk  xao	   	 C a l i t a t e   v i d e o 	 5
@
!
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K
  .
G
(
M
.
	 -?!?  A#,$M$>	 C i l e s i a   a   v i d e o s   	 					'   							  	 	 	 	 	 	 	 	 Q u a l i d a d e   d o   v  d e o 
 
 S T R _ I D _ C A M C O _ V I S Q T Y _ F I N E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   v i d e o   q u a l i t y   c h o i c e : F i n e 	 F i n e 	 uisO	 gsO	 %0@-5"	 E x c e l e n t e 	 F i n 	 F e i n 	 KA>:>5	 F i n e 	 #A6D	 E l e v a d a 	  o k   i y i   	 T i   u 	 S e m p u r n a 	 H a l u s 	 		$	M	$	.		 	 	 	 K i v  l  	 	 	 	 F i j n 	 	 	 F o a r t e   b u n 	 	 	 	 	 	 9'D	 	 	 					 	 	 	 


	 	 F i n e 	 I n t l e 	 B o r a 	 F y n 	 T i k s l u s 	 S m a l k a 	 F i n e 	 3eafav	 	 M o d e r a t 	 +
H
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M

 	 -2	 N e   r r e g u l l 	 							 	 	 	 	 	 	 	 F i n a 
 
 S T R _ I D _ C A M C O _ V I S Q T Y _ G O O D 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   v i d e o   q u a l i t y   c h o i c e : G o o d 	 G o o d 	 sO	 sO	 5	 B u e n a 	 B i e n 	 G u t 	 %>@>H55	 B u o n a   	 ,J/	 B o a 	 0y i   	 T t 	 B a g u s 	 B a i k 	 		M		@		 	 	 	 J  	 	 	 	 G o e d 	 	 	 B u n 	 	 	 	 	 	 .H(	 	 	 					 	 	 	 


	 	 G o o d 	 I l u n g i l e 	 N z u r i 	 G o e d 	 G e r a s 	 L a b s 	 H e a 	 <a~	 	 S e m n a l   b u n 	 (
2
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	 	$M$.	 M i r e 	 			  	 	 	 	 	 	 	 	 B o m 
 
 S T R _ I D _ C A M C O _ V I S Q T Y _ N O R M A L 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   v i d e o   q u a l i t y   c h o i c e : N o r m a l 	 N o r m a l 	 nf	 nf	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 1KG=>5	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l   	 B  n h   t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 	 	 	 N o r m  l 	 	 	 	 N o r m a a l 	 	 	 N o r m a l 	 	 	 	 	 	 9'/	 	 	 							 	 	 	 






	 	 O k u j w a y e l e k i l e 	 Q h e l e k i l e 	 K a w a i d a 	 N o r m a a l 	 N o r m a l u s 	 N o r m l s 	 T a v a - 	 Fxtal	 	 N o r m a l 	 8
>
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>
0
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
	 8>.>(M_	 N o r m a l 	 							 	 	 	 	 	 	 	 N o r m a l 
 
 S T R _ I D _ C A M C O _ A F M O D E 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e c o r d e r   f u n c t i o n   t i t l e : A F   m o d e 	 A F   m o d e           	 
\&q!j_	 [&q!j_	 B+!  A F 	 M o d o   A F           	 M o d e   A F           	 A F - M o d u s 	  568<  02B>D>:CA8@>2:8          	 M o d a l i t    A F 	 'D*1CJ2  'DFEH0,J	 M o d o   f o c a g e m   a u t o m  t i c a   ( A F ) 	 A F   m o d u   	 M    h  n h   c h n h   t i  u   c 	 M o d u s   A F 	 M o d   A F 	 A F   .	K	!		 	 	 	 A F   m  d           	 	 	 	 A u t o f o c u s s t a n d 	 	 	 M o d   A F 	 	 	   A F 	 	 	 -'D*  A F 	 	 	 	. 		  				 	 	 	 A F   

  	     	 I - A F   m o d e 	 I m o   y e - A F 	 M o d i   y a   A F 	 A F - m o d u s           	 A F   r e ~i m a s           	 A F   r e ~+m s           	 A F   r e ~i i m           	 A F   |ejkt	 A F   	 M o d   A F           	 A F   .
K
!
M
	 A F   .K!	 M e n y r a   A F 	 A F   				 	 	 	 	 	 	 	 M o d o   A F 
 
 S T R _ I D _ C A M C O _ A F M O D E _ S I N G L E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   A F   m o d e   c h o i c e : S i n g l e   f o c u s 	 S i n g l e   f o c u s 	 U!k
\&q	 US!k[&q	 B1*@5H"'	 E n f o q u e   s e n c i l l o 	 M i s e   a u   p o i n t   u n i q u e 	 E i n z e l f o k u s 	  07>20O	 F u o c o   s i n g o l o 	 'D*1CJ2  H'-/)	 F o c a g e m   s i m p l e s 	 T e k   o d a k   	 i u   c h n h   t i  u   i m   m t   l n 	 F o k u s   t u n g g a l 	 F o k u s   t u n g g a l 	 8	?			2	  +	K		8		 	 	 	 E g y s z e r e s   f  k u s z 	 	 	 	 E n k e l e   f o c u s 	 	 	 F o c a l i z a r e   u n i c 	 	 	   	 	 	 AHH3  *	 	 	 			  						 	 	 	 

  



	     	 I - S i n g l e   f o c u s 	 U g q a l i s o   o l u n y e 	 F o k a s i   m o j a 	 E n k e l f o k u s 	 P a v i e n i s   f o k u s a v i m a s 	 A t s e v i a7s   f o k u s s 	 F o o k u s 	 5faok  xox}	   	 F o c a l i z a r e   u n i c 	 8
?

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M

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8
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	   +K8	 F o k u s i   v e t e m 	 			  	' 			  	 	 	 	 	 	 	 	 F o c o    n i c o 
 
 S T R _ I D _ C A M C O _ A F M O D E _ C O N T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   A F   m o d e   c h o i c e : C o n t .   f o u c s 	 C o n t .   f o c u s 	 #~
\&q	 ޏ~[&q	 B1*H-@7H-	 E n f o q u e   C o n t . 	 M i s e   a u   p o i n t   c o n t . 	 F o r t l .   F o k u s 	 5?@5@K2=0O	 F u o c o   c o n t . 	 'D*1CJ2  ('D3*E1'1	 F o c a g e m   c o n t  n u a 	 D e v a m l 1  o d a k   	 i u   c h n h   t i  u   i m   l i  n   t c 	 F o k u s   b e r l a n j u t 	 F o k u s   b e r t e r u s a n 	 2		>	$	>	0	  +	K		8		 	 	 	 F o l y .   f  k u s z 	 	 	 	 C o n t i n u   f o c u s 	 	 	 F o c a l i z a r e   c o n t i n u 	 	 	   	 	 	 AHH3  ~H3*G	 	 	 						  						 	 	 	 





  



	   	 C o n t .   f o c u s 	 C o n t .   f o c u s 	 C o n t .   f o c u s 	 A a n h o u d e n d e   f o k u s 	 C o n t .   f o c u s 	 C o n t .   f o c u s 	 C o n t .   f o c u s 	 C o n t .   f o c u s 	 C o n t .   f o c u s 	 C o n t .   f o c u s 	 $
A

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 .   +
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8
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	 +K8  >0?	 F o k u s i   v a z h d . 	 							  	' 			  	 	 	 	 	 	 	 	 F o c o   c o n t . 
 
 S T R _ I D _ C A M C O _ R E C A U D 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e c o r d e r   f u n c t i o n   t i t l e : R e c o r d   a u d i o 	 R e c o r d   a u d i o 	 6er	 6eU_X	 16@*5"	 G r a b a r   a u d i o 	 E n r e g i s t r e r   a u d i o 	 A u d i o   a u f n e h m e n 	 0?8AL  72C:0	 R e g i s t r a   a u d i o 	 1'/JH	 G r a v a r    u d i o 	 S e s   k a y d 1  	 T h u    m 	 R e k a m   a u d i o 	 R a k a m   a u d i o 	 	!	?	/	K	  0	?		I	0	M	!	  	0	G			 	 	 	 A u d i    r  g z  t  s e 	 	 	 	 A u d i o   o p n e m e n 	 	 	  n r e g i s t r a r e   a u d i o 	 	 	 	 	 	 6(7  5/'	 	 	 						  						  					 	 	 	 




  






  


	     	 I - R e c o r d   a u d i o 	 U s h i c e l e l o   l w e - o d i y o 	 R e k o d i   s a u t i 	 N e e m   k l a n k   o p 	 G a r s o   /r a ay m a s : 	 I e r a k s t +t   a u d i o 	 A u d i o   s a l v e s t u s 	 Aauvacel  axdkx	   	  n r e g i s t r a r e   a u d i o 	 1
F
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 !
M
  
!
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/
K
	 !?  0G0M!  0(M$A	 I n c i z o   a u d i o n 	 				'   						  			  	 	 	 	 	 	 	 	 G r a v a r    u d i o 
 
 S T R _ I D _ C A M C O _ R E C A U D _ O N 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   r e c o r d   a u d i o   c h o i c e : O n 	 O n 	 _U	  _/T	 @4	 A c t i v a d o 	 A c t i v  	 E i n 	 :;. 	 O n 	 EA*H-	 L i g a r 	 A  1k   	 B t 	 A k t i f 	 N y a l a 	 	(		 	 	 	 B e 	 	 	 	 A a n 	 	 	 P o r n i t 	 	 	 	 	 	 1H4F	 	 	 					 	 	 	 



	 	 V u l i w e 	 V u l i w e 	 W a s h a 	 A a n 	 .j u n g t a 	 I e s l g t 	 S e e s 	 Dkavel	 	 P o r n i t 	 
#
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 	 (M	 N d e z u r 	 		  	 	 	 	 	 	 	 	 L i g a d o 
 
 S T R _ I D _ C A M C O _ V I S C O D E C 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e c o r d e r   f u n c t i o n   t i t l e : E n c o d e   f o r m a t 	 E n c o d e   f o r m a t 	 X.~<h_  	 S)<h_	 #9A2#@I2#+1*	 C i f r a r   f o r m a t o   	 F o r m a t   d e   c o d a g e 	 F o r m a t   v e r s c h l  s s e l n 	 $>@<0B  :>48@>20=8O	 F o r m a t o   c o d i f i c a 	 4CD  *4AJ1	 F o r m a t o   c o d i f i c a d o 	 F o r m a t 1  k o d l a   	 C h     t h u   n h 	 F o r m a t   e n k o d e 	 P e n g e k o d a n   f o r m a t 	 	(		K	!	  +	I	0	M	.	G			 	 	 	 K  d o l  s i   f o r m  t u m 	 	 	 	 C o d e r i n g s i n d e l i n g 	 	 	 F o r m a t   d e   c o d a r e 	 	 	   	 	 	 A1E*  1E20'1	 	 	 							  					  			 	 	 	 








  





  


	     	 I f o m e t h i   y o k w e n z a   i k h o d i 	 I m o   o k u g u q u l w e y o 	 S i m b u a   f o m a t i 	 K o d e r i n g s f o r m a a t 	 I ak o d a v i m o   f o r m a t a s 	 K o d   j u m a   f o r m   t s 	 K o d e e r i m i s e   v o r m i n g 	 >aoactav  qaya	   	 F o r m a t   c o d i f i c a r e 	 
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	 +0M.>  (K!  0(M$A	 F o r m a t i   I   d e s h i f r i m i t 	 					  						 	 	 	 	 	 	 	 F o r m a t o   d e   c o d i f i c a   o 
 
 S T R _ I D _ C A M C O _ V I S C O D E C _ M P 4 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e n c o d e   f o r m a t   c h o i c e : M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 	 	 	 M P E G 4 	 	 	 	 M P E G 4 	 	 	 M P E G 4 	 	 	 M P E G 4 	 	 	 M P E G 4 	 	 	 M P E G 		 	 	 	 M P E G 4 	 M P E G 4 	 I - M P E G 4 	 I - M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 4 	 M P E G 5 	 M P E G 4 	 	 	 	 	 	 	 	 M P E G 4 
 
 S T R _ I D _ C A M C O _ V I S C O D E C _ 3 G P 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   e n c o d e   f o r m a t   c h o i c e : 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P   	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 	 	 	 3 G P 	 	 	 	 3 G P 	 	 	 3 G P 	 	 	 3 G P 	 	 	 3 G P 	 	 	 	G P 	 	 	 	 3   G P   	 3 G P 	 I - 3 G P 	 I - 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 3 G P 	 	 	 	 	 	 	 	 3 G P 
 
 S T R _ I D _ C A M C O _ M I S C 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e c o r d e r   f u n c t i o n   t i t l e : A d v .   s e t t i n g s 	 A d v .   s e t t i n g s 	 2-[	 ؚ~n	 2#1IH21I*9	 C o n f i g u r a c i  n   r e c o m e n d a d a 	 R  g l a g e s   a v . 	 E r w .   E i n s t e l l u n g e n 	 >?>;=8B5;L=>	 I m p o s t a z i o n i   a v a n z a t e 	 6(7  'DE*B/E)	 D e f i n i   e s   a v a n  a d a s 	 A d v .   a y a r l a r 1  	 C  i   t   c a o   c p 	 P e n g a t u r a n   l a n j u t a n 	 S e t i n g   l a n j u t a n 	 		(	M	(	$	  8	G		?			M	8		 	 	 	 S p e c .   b e  l l  t  s o k 	 	 	 	 G e a v a n c e e r d e   i n s t e l l i n g e n 	 	 	 S e t r i   a v a n s a t e 	 	 	   ' 	 	 	 *F8E'*  ~41A*G	 	 	 					  						 	 	 	 





  







	     	 A m a s e t h i n g i   a t h u t h u k i l e 	 U s e t o   o l u q h u b e l a   p h a m b l . 	 M i p a n g i l i o   p e v u 	 G e v o r d e r d e   i n s t e l l i n g s 	 I ap l s t i n s   n u o s t a t o s 	 P a p i l d u   i e s t a t +j u m i 	 T  p s e m a d   s  t t e d 	 <a.   oauavve	 .   	 S e t r i   c o m p l e x e 	 
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 
 S T R _ I D _ C A M C O _ A P P _ N A M E 	 C a m c o r d e r 	 L I S T M A I N ,   B D I T E M 	 C a m c o r d e r   n a m e :   C a m c o r d e r 	 C a m c o r d e r 	 ev_j	 DdU_v:g	 %I-H2"'45B-	 C  m a r a   d e   v i d e o 	 C a m  s c o p e 	 C a m c o r d e r 	 845>:0<5@0	 V i d e o c a m e r a 	 C'EJ1G  'DAJ/JH	 C a m c o r d e r 	 K a y d e d i c i   k a m e r a   	 M  y   g h i   h  n h 	 C a m c o r d e r 	 P e r a k a m   v i d e o 	 	H	.		I	0	M	!	0		 	 	 	 K a m k o r d e r 	 	 	 	 C a m c o r d e r 	 	 	 C a m c o r d e r 	 	 	   	 	 	 /H1(F  ADE(1/'1	 	 	 												 	 	 	 






	   	 I - C a m c o r d e r 	 I s i S h i c i l e l a   s e k h a m e r a 	 K a m k o d a 	 V i d e o k a m e r a 	 P o r t a t y v i n   v a i z d o   k a m e r a 	 V i d e o k a m e r a 	 V i d e o k a a m e r a 	 O5}amko	 /   	 C a m c o r d e r 	 
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 
 S T R _ I D _ C A M C O _ D E L E T E _ Q U E R Y 	 C a m c o r d e r 	 C A M C O _ H I N T 	 C a m c o r d e r   f u n c t i o n : D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 E3-	 E l i m i n a r ? 	 S i l i n s i n   m i ?   	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 						  			? 	 	 	 	 



  





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 
 S T R _ I D _ C A M C O _ C A M _ P H O T O _ E D I T O R 	 C a m c o r d e r 	 C A M C O _ O P T I O N 	 P h o t o   e d i t o r   n a m e :   P h o t o   e d i t o r 	 P h o t o   e d i t o r 	 gqGr}/hV	 gqGrhV	 1'AID 2H2"	 E d i t o r   d e   f o t o s 	 E d i t e u r   d e   p h o t o 	 F o t o e d i t o r 	 $>B>@540:B>@	 E d i t o r   f o t o 	 E-11  'D5H1	 E d i t o r   d e   f o t o g r a f i a 	 F o t o r a f   d  z e n l e y i c i s i   	 M  y   s a   n h 	 E d i t o r   f o t o 	 E d i t o r   G a m b a r 	 +	K		K	  8		*	>	&			 	 	 	 F o t  s z e r k e s z t Q	 	 	 	 F o t o - e d i t o r 	 	 	 E d i t o r   f o t o g r a f i i 	 	 	   	 	 	 H1'41  93	 	 	 			  						 	 	 	 



  





	   	 U m h l e l i   w a m a f o t h o 	 U m l u n g i s i - f o t o 	 K i h a r i r i   p i c h a 	 F o t o - r e d i g e e r d e r 	 N u o t r a u k s  r e d a k t o r i u s 	 F o t o g r f i j u   r e d a k t o r s 	 P i l d i r e d a k t o r 	 <x}avoavek  mtback	   	 E d i t o r   f o t o g r a f i i 	 +
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 	 +KK  8.M*>&	 R e d a k t o r i   I   f o t o s 	 			  							  	 	 	 	 	 	 	 	 E d i t o r   d e   f o t o s 
 
 S T R _ I D _ C A M C O _ R E C _ V I D E O _ E D I T O R 	 C a m c o r d e r 	 C A M C O _ O P T I O N 	 V i d e o   e d i t o r   n a m e : V i d e o   e d i t o r 	 V i d e o   e d i t o r 	 q_Gr}/hV	 ƉhV	 1'AID'45B-	 E d i t o r   d e   v i d e o   	 E d i t e u r   v i d  o 	 V i d e o - E d i t o r 	  540:B>@  2845>	 E d i t o r   v i d e o 	 E-11  'DAJ/JH	 E d i t o r   d e   v  d e o 	 V i d e o   d  z e n l e y i c i s i   	 M  y   s a   V i d e o 	 E d i t o r   v i d e o 	 E d i t o r   V i d e o 	 5	@	!	?	/	K	  8		*	>	&			 	 	 	 V i d e o s z e r k e s z t Q	 	 	 	 V i d e o - e d i t o r 	 	 	 E d i t o r   c l i p u r i   v i d e o 	 	 	   	 	 	 H1'41  ADE	 	 	 					  						 	 	 	 





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	   	 U m h l e l i   w a m a v i d y o 	 U m l u n g i s i - v i d i y o 	 K i h a r i r i   v i d e o 	 V i d e o - r e d i g e e r d e r 	 V a i z d o   k l i p s  r e d a k t o r i u s 	 V i d e o   r e d a k t o r s 	 V i d e o r e d a k t o r 	 Nkdex  mtback	   	 E d i t o r   f i _i e r e   v i d e o 	 5
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 
 S T R _ I D _ C A M C O _ T O _ M M S 	 C a m c o r d e r 	 C A M C O _ O P T I O N 	 f o r w a r d   o p t i o n : T o   M M S 	 T o   M M S 	 YZԚ
o`	 i_O	 D  M M S 	 H a c i a   M M S 	 V e r s   M M S 	 Z u r   M M S 	 '5@57  M M S 	 A   M M S 	 'DJ  13'&D  'DH3'&7	 P a r a   M M S 	 M M S ' y e   	 T i   M M S 	 K e   M M S 	 K e   M M S 	 M M S   	K		 	 	 	 M M S - b e 	 	 	 	 N a a r   M M S 	 	 	 C t r e   M M S 	 	 	 - M M S 	 	 	 (G  M M S 	 	 	 								 	 	 	 M M S   

	       	 K u y a   k w i - M M S 	 K w i - M M S 	 k w a   M M S 	 N a   M M S 	 .  M M S 	 U z   M M S 	 M M S - i l e 	 4ezk  M M S 	 M M S   -   	 L a   M M S 	 M M S - 2
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 
 S T R _ I D _ C A M C O _ T O _ E M A I L 	 C a m c o r d e r 	 C A M C O _ O P T I O N 	 f o r w a r d   o p t i o n : T o   E m a i l 	 T o   E m a i l 	 P[N	 5uP[N	 D-5@!%	 H a c i a   e l   c o r r e o   e l e c t r  n i c o 	 V e r s   E m a i l 	 Z u m   E - M a i l 	 '5@57  M;.   ?>GBC	 A   e m a i l 	 'DJ  (1J/  'DC*1HFJ	 P a r a   c o r r e i o   e l e c t r  n i c o 	 E - p o s t a y a   	 T i   t h   i n   t 	 K e   e m a i l 	 K e   E - m e l 	 	- .	G	2	  	K		 	 	 	 E - m a i l b e 	 	 	 	 N a a r   e - m a i l 	 	 	 C t r e   E - m a i l 	 	 	 " 	 	 	 (G  'ED	 	 	 							 	 	 	 






	     	 K u y a   k w i - i m e y l i 	 K w i - i m e y l e 	 K w a   B a r u a   p e p e 	 N a   e - p o s 	 .  e l .   p a at 	 U z   e - p a s t u 	 E - p o s t i l e 	 4ezk  7l.   x}	 E m a i l - 	 L a   e m a i l 	 
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 S T R _ I D _ C A M C O _ T O _ B L U E T O O T H 	 C a m c o r d e r 	 C A M C O _ O P T I O N 	 f o r w a r d   o p t i o n : T o   B l u e t o o t h 	 T o   B l u e t o o t h 	 ͅYr	 ݄Yr	 D%99	 H a c i a   B l u e t o o t h 	 V e r s   B l u e t o o t h 	 Z u   B l u e t o o t h 	 '5@57  B l u e t o o t h 	 A   B l u e t o o t h 	 'DJ  'D(DH*H+	 P a r a   B l u e t o o t h 	 B l u e t o o t h ' a   	 T i   B l u e t o o t h 	 K e   B l u e t o o t h 	 K e   B l u e t o o t h 	 ,	M	2	B		B	%	  	K		 	 	 	 B l u e t o o t h - r a 	 	 	 	 N a a r   B l u e t o o t h 	 	 	 C t r e   B l u e t o o t h 	 	 	 - ' 	 	 	 (G  (DH*H+	 	 	 									 	 	 	 











	   	 K u y a   k w i - B l u e t o o t h 	 K w i - b l u e t o o t h 	 K w a   B l u e t o o t h 	 N a   B l u e t o o t h 	 .  B l u e t o o t h 	 U z   B l u e t o o t h 	 B l u e t o o t h i l e 	 4ezk  B l u e t o o t h 	 	 L a   B l u e t o o t h 	 ,
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 
 S T R _ I D _ C A M C O _ T O _ I R D A 	 C a m c o r d e r 	 C A M C O _ O P T I O N 	 f o r w a r d   o p t i o n : T o   I r d a 	 T o   I r d a 	 }Y}	 ~Y~	 D  I r d a 	 H a c i a   I r d a 	 V e r s   I r d a 	 Z u   I r D A 	 '5@57  I r d a 	 A   I r d a 	 'DJ  '49)  'D-E1'!	 P a r a   I n f r a v e r m e l h o s 	 I r d a ' y a   	 T i   h n g   n g o i 	 K e   I r d a 	 K e   I r d a 	 	0	!	>	  	K		 	 	 	 I r D A - r a 	 	 	 	 N a a r   I r D A 	 	 	 C t r e   I r d a 	 	 	 - I r d a 	 	 	 (G  E'/HF  B1E2	 	 	 										 	 	 	 I r d a   

	 I r d a   	 K u y a   k w i - I r d a 	 K w i - I r d a 	 K w a   I r d a 	 N a   I r d a 	 .  I r d a 	 U z   I r d a 	 I r D A - l e 	 4ezk  I r D A 	 I - 	 C t r e   I r d a 	 
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 
 S T R _ I D _ C A M C O _ C R E A T E _ F O L D E R _ F A I L E D 	 C a m c o r d e r 	 C A M C O _ H I N T 	 F a i l   t o   c r e a t e   f o l d e r 	 F a i l   t o   c r e a t e   f o l d e r 	 ^zv1YWe	 ^zvU_1Y%	 %I!@+%'C2#*#I2B%@-#L	 N o   p u d o   c r e a r   u n a   c a r p e t a 	 E c h e c   d e   c r  a t i o n   d u   d o s s i e r 	 O r d n e r   k o n n t e   n i c h t   e r s t e l l t   w e r d e n 	 5  C405BAO  A>740BL  ?0?:C	 C r e a z i o n e   c a r t e l l a   f a l l i t a 	 A4D  AJ  'F4'!  'D/DJD	 F a l h a   n a   c r i a   o   d e   p a s t a 	 K l a s  r   o l u _t u r u l a m a d 1  	 L p   t h   m c   t h t   b i 	 G a g a l   m e m b u a t   f o l d e r 	 G a g a l   m e m b u a t   f o l d e r 	 +	K	2	M	!	0	  ,	(	>	(	G	  .	G		  	8	+	2		 	 	 	 M a p p a   s i k e r t e l e n   l  t r e h o z  s a 	 	 	 	 K a n   m a p   n i e t   m a k e n 	 	 	 C r e a r e a   f o l d e r u l u i   n u   a   r e u _i t 	 	 	     	 	 	 ','/  ~H4G  F'EHAB  (H/	 	 	 							  						  							 	 	 	 





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	 +K2M!0  $?0?  0?,>0G  ,?+3	 D e s h t o i   t e   k r i j o j e   n j e   d o s j e 	 	' 					  							  				  	 	 	 	 	 	 	 	 F a l h a   e m   c r i a r   p a s t a 
 
 S T R _ I D _ C A M C O _ P R E V I E W _ F A I L E D 	 C a m c o r d e r 	 C A M C O _ H I N T 	 F a i l e d   t o   p r e v i e w 	 F a i l e d   t o   p r e v i e w 	 1YWe	 ȉ1Y%	 %I!@+%'C2##5'4'	 N o   s e   p u d o   p r e v i s u a l i z a r 	 E c h e c   d e   p r  v i s u a l i s a t i o n 	 V o r s c h a u   k o n n t e   n i c h t   g e z e i g t   w e r d e n 	 5  C405BAO  ?@>A<>B@5BL	 A n t e p r i m a   f a l l i t a 	 A4D  AJ  'D'3*91'6	 F a l h a   n a   p r  - v i s u a l i z a   o 	  n i z l e m e   y a p 1l a m a d 1  	 D u y t   t h t   b i 	 G a g a l   m e n a m p i l k a n   p r a t i n j a u 	 G a g a l   m e m p r a t o n t o n 	 *	M	0	@	5	M	/	B	  &	?		>	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   e l Qn  z e t 	 	 	 	 V o o r b e s c h o u w i n g   m i s l u k t 	 	 	 E x a m i n a r e a   n u   a   r e u _i t 	 	 	     	 	 	 ~4  FE'4  F'EHAB  (H/	 	 	 											  						  						  						 	 	 	 










  






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	   	 K u h l u l e k i l e   u k w e n z a   i - p r e v i e w 	 I p h a n z i l e   u k u - p r e v i e w 	 I m e s h n d w a   k u h a k i k i 	 H e t   n i e   v o o r s k o u   g e w y s   n i e 	 N e p a v y k o   p e r ~i kr t i 	 N e i z d e v s   p r i e k as k a t +j u m s 	 E e l v a a t e   k u v a m i n e   k u r j u s 	 Famvaoav  dkxvh  qamxr~e	       	 E x a m i n a r e a   n u   a   r e u _i t 	 *
M
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
	 *B0M,>,2K(  0?,>0G  ,?+3  9G2>	 D e s h t o i   t e   p a r a s h i k o h e t 	 										  				  				  					 	 	 	 	 	 	 	 F a l h o u   e m   v i s u a l i z a r 
 
 S T R _ I D _ C A M C O _ D I S K _ F U L L 	 C a m c o r d e r 	 C A M C O _ H I N T 	 D i s k   f u l l 	 D i s k   f u l l 	 aԚ]n	 QX[]n	 4*L@G!	 D i s c o   l l e n o   	 D i s q u e   p l e i n 	 F e s t p l a t t e   v o l l 	 5@5?>;=5=85  48A:0	 D i s c o   p i e n o 	 'D0'C1)  EED$)	 D i s c o   c h e i o 	 D i s k   d o l u   	 )a   y 	 D i s k   p e n u h 	 C a k e r a   p e n u h 	 !	?	8	M		  *	B	0	M	#		 	 	 	 A   l e m e z   m e g t e l t 	 	 	 	 S c h i j f   i s   v o l 	 	 	 D i s c u l   e s t e   p l i n 	 	 	   	 	 	 /3  ~1  '3*	 	 	 					  						 	 	 	 




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	   	 I d i s k i   i g c w e l e 	 I c w e c w e   l i g c w e l e 	 D i s k i   i m e j a a 	 S k y f   v o l 	 D i s k a s   p i l n a s 	 D i s k s   p i l n s 	 K e t a s   t  i s 	 Moa~a|aoh  lkv  g	   	 D i s c   p l i n 	 !
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	 !?8M  *B0M#M#	 D i s k u   p l o t 	 					  					  	 	 	 	 	 	 	 	 D i s c o   c h e i o 
 
 S T R _ I D _ C A M C O _ C A P T U R E _ F A I L E D 	 C a m c o r d e r 	 C A M C O _ H I N T 	 F a i l e d   t o   c a p t u r e 	 F a i l e d   t o   c a p t u r e 	 bgq1YWe	 bgq1Y%	 %I!@+%'C2#1 2	 N o   p u d o   c a p t u r a r 	 E c h e c   d e   c a p t u r e 	 A u f z e i c h n u n g   f e h l g e s c h l a g e n 	 5  C405BAO  A45;0BL  A=8<>:	 A c q u i s i z i o n e   f a l l i t a 	 A4D  AJ  'D*5HJ1	 F a l h a   n a   c a p t u r a 	 Y a k a l a y a m a d 1  	 C h p   t h t   b i 	 G a g a l   m e n g a m b i l   g a m b a r 	 G a g a l   m e n a n g k a p 	 	H	*	M		0	  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   r  g z  t  s 	 	 	 	 O p n a m e   m i s l u k t 	 	 	 C a p t a r e a   n u   a   r e u _i t 	 	 	   	 	 	 6(7  F'EHAB  (H/	 	 	 								  				  							 	 	 	 





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	   	 K u h l u l e k i l e   u k u b a m b a 	 I p h a n z i l e   u k u b a m b a 	 I m e s h i n d w a   k u n a s a 	 H e t   n i e   v a s g e l    n i e 	 N e p a v y k o   n u f o t o g r a f u o t i 	 T v e r aa n a   n e i z d e v s 	 V  t e   n u r j u s 	 Foaapavxth  qamxr~e	     	 C a p t a r e a   n u   a   r e u _i t 	 
M
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	 	 >,>0G  ,?+3  9G2>	 D e s h t o i   t e   k a p e 	 						  				  				  					 	 	 	 	 	 	 	 F a l h o u   e m   c a p t u r a r 
 
 S T R _ I D _ C A M C O _ P A U S E _ F A I L E D 	 C a m c o r d e r 	 C A M C O _ H I N T 	 F a i l e d   t o   p a u s e 	 F a i l e d   t o   p a u s e 	 f\P1YWe	 f\P1Y%	 %I!@+%'C2#+"8
1H'#2'	 N o   p u d o   p a u s a r 	 E c h e c   d e   p a u s e 	 P a u s e   f e h l g e s c h l a g e n 	 5  C405BAO  ?@8>AB0=>28BL	 P a u s a   f a l l i t a 	 A4D  AJ  *HAB  'DE$B*	 F a l h a   n a   p a u s a 	 B e k l e t e m e d i   	 K h  n g   t m   d n g   c 	 G a g a l   d i j e d a 	 G a g a l   m e n j e d a 	 0	K		(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   s z  n e t e l t e t  s 	 	 	 	 P a u z e r e n   m i s l u k t 	 	 	  n t r e r u p e r e a   n u   a   r e u _i t 	 	 	   	 	 	 E+  F'EHAB  (H/	 	 	 						  				  							 	 	 	 









  





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	   	 K u h l u l e k i l e   u k u y e k a   k a n c a n e 	 I p h a n z i l e   u k u n q u m a m a 	 I m e s h i n d w a   k u s i t i s h a 	 H e t   n i e   o n d e r b r e e k   n i e 	 N e p a v y k o   p r i s t a b d y t i 	 P a u z e   n e i z d e v s 	 S e i s k a m i n e   n u r j u s 	 4adaexth  qamxr~e	       	  n t r e r u p e r e a   n u   a   r e u _i t 	 *
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
	 ,?0$  0?,>0G  ,?+3  9G2>	 D e s h t o i   t e   b e j e   p a u z e 	 					  				  				  					 	 	 	 	 	 	 	 F a l h o u   e m   p a u s a r 
 
 S T R _ I D _ C A M C O _ C O N T I N U E 	 C a m c o r d e r 	 C A M C O _ H I N T 	 C o n t i n u e 	 C o n t i n u e 	 |~~	 ~~	 3H-	 C o n t i n u a r 	 C o n t i n u e r 	 F o r t s e t z e n 	 @>4>;68BL	 C o n t i n u a 	 '3*E1'1	 C o n t i n u a r 	 D e v a m   	 T i p   t c 	 L a n j u t 	 T e r u s k a n 	 	>	0	@	  0		G			 	 	 	 F o l y t a t  s 	 	 	 	 D o o r g a a n 	 	 	 C o n t i n u a ci 	 	 	 	 	 	 '/'EG	 	 	 								 	 	 	 



  



	 	 Q h u b e k a 	 Q h u b e k a 	 E n d e l e a 	 G a a n   v o o r t 	 T s t i 	 T u r p i n t 	 J  t k a 	 Gaxvaoel	     	 C o n t i n u a r e 	 $
A

0
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	 >0?0(M$A	 V a z h d o 	 							  					 	 	 	 	 	 	 	 C o n t i n u a r 
 
 S T R _ I D _ C A M C O _ C O U N T D O W N 	 C a m c o r d e r 	 C A M C O _ H I N T 	 C o u n t d o w n 	 C o u n t d o w n 	 Pxe	 Ppe	 1-"+%1	 C o n t e o   r e g r e s i v o 	 C o m p t e      r e b o u r s 	 C o u n t d o w n 	 1@0B=K9  >BAG5B	 C o u n t d o w n 	 'D9/  'D*F'2DJ	 C o n t a g e m   d e c r e s c e n t e 	 G e r i   s a y 1m   	 m   n g c 	 H i t u n g   m u n d u r 	 K i r a a n   d e t i k 	 	#	(	>		 	 	 	 V i s s z a s z  m l  l  s 	 	 	 	 A f t e l l e n 	 	 	 N u m r t o a r e   i n v e r s 	 	 	   	 	 	 4E'14  E9H3	 	 	 											 	 	 	 









	     (   ) 	 I - C o u n t d o w n 	 Q a l e m v a   u k u b a l a 	 K i p i m a   s a a 	 A f t e l l i n g 	 S k a i 
i u o t i   a t g a l 	 L a i k a   a t s k a i t e 	 P   r d l o e n d u s 	 @eadaq  pawk~	     	 N u m r t o a r e   i n v e r s 	 
L
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 	 >	#M!>	(	 D u k e   n u m e r u a r   p e r   s e   m b r a p s h t i 	 										  	 	 	 	 	 	 	 	 C o n t a g e m   r e g r e s s i v a 
 
 S T R _ I D _ C A M C O _ N O T I F Y _ W R I T E _ P R O T E C T 	 C a m c o r d e r 	 C A M C O _ H I N T 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n . 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n . 	 aaSOO\ n !ql[eQ	 X[PaSOO\ n elQeQ	 2#L+H'"'2!39%G-\ n D!H*2!2#@5"DI	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e a d a   \ n N o   s e   p u e d e   g r a b a r 	 C a r t e   d e   m  m o i r e   p r o t  g  e . \ n N e   p e u t   p a s   e n r e g i s t r e r   d e s s u s 	 S p e i c h e r k a r t e   i s t   g e s p e r r t . \ n K a n n   n i c h t   b e s c h r i e b e n   w e r d e n . 	 0@B0  ?0<OB8  701;>:8@>20=0. \ n 52>7<>6=>  2K?>;=8BL  70?8AL. 	 S c h e d a   d i   m e m o r i a   b l o c c a t a . \ n I m p o s s i b i l e   s c r i v e r e . 	 'D0'C1)  E:DB.   D'  JECF  C*'()	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r . 	 H a f 1z a   k a r t 1  k i l i t l i . \ n Y a z a m 1y o r .   	 T h   n h   b   k h  a . \ n K h  n g   v i t   v  o   c . 	 K a r t u   m e m o r i   t e r k u n c i . \ n T i d a k   d a p a t   d i t u l i s . 	 K a d   m e m o r i   d i k u n c i .   \ n T i d a k   b o l e h   m e n u l i s   d a l a m n y a . 	 .	G	.	0	@	  	>	0	M	!	  2	I		  9	H	. \ n 2	?		  (	9	@		  8		$	>	. 	 	 	 	 A   m e m  r i a k  r t y a   z  r o l v a . \ n N e m    r h a t  . 	 	 	 	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n N i e t   b e s c h r i j f b a a r 	 	 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I n f o r m a ci i l e   n u   p o t   f i   s c r i s e . 	 	 	     . n \     . 	 	 	 '1*  -'A8G  BAD  4/G  '3*. \ n B'(D  FH4*F  F3*. 	 	 	 						  					  		  			  				d	\   				  						d		 	 	 	 




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	       . \ n . 	 I m e m o r i   k h a d i   i l o k h i w e . \ n N g e k e   u k w a z i   u k u b h a l a   k u y o . 	 I m e m o r i   y e k h a d i   i v a l i w e . \ n A y i n a k u b h a l a   k u y o 	 K a d i   y a   k u m b u k u m b u   i m e f u n g w a . \ n H a i w e z i   k u a n d i k a . 	 G e h e u e k a a r t   i s   g e s l u i t . \ n K a n   n i e   s k r y f   n i e . 	 A t m i n t i e s   k o r t e l   u ~r a k i n t a . \ n N e g a l i m a   /r a ay t i . 	 A t m i Fa s   k a r t e   i r   b l o 7t a . \ n N e v a r   i e r a k s t +t . 	 M  l u k a a r t   o n   l u k u s t a t u d . \ n E i   s a a   k i r j u t a d a . 	 @kwxrxiuav  ah  acelaao~an  g: \ n Aauvacxth  pvaa~x  yg	     . \ n       	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I n f o r m a ci i l e   n u   p o t   f i   s c r i s e . 	 .
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. 	       . 	 I m o j u l i   y e - c a m c o r d e r   a y i k a l u n g i 	 I m o d y u l e   y e s i s h i c i l e l i   s e k h a m e r a   a y i k a l u n g e l i . 	 M o d y u l i   y a   k a m k o d a   h a i k o   t a y a r i . 	 K a m e r a - m o d u l e   i s   n i e   g e r e e d   n i e . 	 P o r t a t y v i n s   v a i z d o   k a m e r o s   m o d u l i s   n e p a r e n g t a s . 	 V i d e o k a m e r a s   m o d u l i s   n a v   g a t a v s . 	 K a a m e r a m o o d u l   p o l e   v a l m i s . 	 Oe}amkok  txdxlh  zaa}  yg	 /         	 M o d u l u l   C a m c o r d e r   n u   e s t e   p r e g t i t . 	 
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 S T R _ I D _ C A M C O _ N O T I F Y _ S T O R A G E _ N O T _ R E A D Y 	 C a m c o r d e r 	 C A M C O _ H I N T 	 S t o r a g e   i s   n o t   r e a d y 	 S t o r a g e   i s   n o t   r e a d y 	 2QX[zz*g1\}	 X[Pzz*g1\~	 5H@GD!H#I-!	 E l   a l m a c e n a m i e n t o   n o   e s t    l i s t o . 	 S t o c k a g e   p a s   p r  t 	 S p e i c h e r m e d i u m   i s t   n i c h t   b e r e i t 	 0<OBL  =5  3>B>20	 A r c h i v i a z i o n e   n o n   p r o n t a 	 'DE.2F  :J1  E3*9/	 A   u n i d a d e   d e   a r m a z e n a m e n t o   n  o   e s t    d i s p o n  v e l 	 B e l l e k   h a z 1r   d e i l   	 K h  n g   g i a n   l u   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 S i m p a n a n   t i d a k   s e d i a 	 8	M		K	0	G		  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   h  t t  r t  r   n i n c s   k  s z e n l  t b e n 	 	 	 	 O p s l a g   i s   n i e t   g e r e e d 	 	 	 L o c a ci a   d e   m e m o r a r e   n u   e s t e   p r e g t i t 	 	 	     	 	 	 E-D  0.1G  "E'/G  F3*	 	 	 							  				  					  								  			 	 	 	 










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 S T R _ I D _ C A M C O _ N O T I F Y _ E R R O R 	 C a m c o r d e r 	 C A M C O _ H I N T 	 C a m c o r d e r   e r r o r 	 C a m c o r d e r   e r r o r 	 ev_j/	 DdU_v:g	 %I-H2"'45B-4%2	 E r r o r   e n   c  m a r a   d e   v i d e o   	 E r r e u r   d e   c a m  s c o p e 	 C a m c o r d e r - F e h l e r 	 H81:0  2  @01>B5  :0<5@K	 E r r o r e   v i d e o c a m e r a 	 C'EJ1G  'DAJ/JH  .'7#	 E r r o   d e   c a m c o r d e r 	 K a y d e d i c i   k a m e r a   h a t a s 1  	 M  y   g h i   h  n h   l i 	 K e s a l a h a n   p a d a   c a m c o r d e r 	 R a l a t   P e r a k a m   V i d e o 	 	H	.		I	0	M	!	0	  $	M	0	A		?		 	 	 	 K a m k o r d e r   h i b a 	 	 	 	 C a m c o r d e r f o u t 	 	 	 E r o a r e   C a m c o r d e r 	 	 	     	 	 	 .7'  /H1(F  ADE(1/'1	 	 	 													  						  	 	 	 	 






  


	     	 I p h u t h a   l e - c a m c o r d e r 	 I m p a z a m o   y e s i s h i c i l e l i   s e k h a m e r a 	 H i t i l a f u   y a   k a m k o d a 	 V i d e o k a m e r a f o u t 	 P o r t a t y v i n s   v a i z d o   k a m e r o s   k l a i d a 	 V i d e o k a m e r a s   k <kd a 	 V i d e o k a a m e r a   t  r g e 	 Oe}amkok  }mal	 /   	 E r o a r e   C a m c o r d e r 	 
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 
 S T R _ I D _ C A M C O _ N O T I F Y _ R E A C H _ T I M E _ L I M I T 	 C a m c o r d e r 	 C A M C O _ H I N T 	 T i m e   l i m i t   r e a c h e d 	 T i m e   l i m i t   r e a c h e d 	 T0Rq_GrBfP6R	 0RƉeP6R  	 6531@'%2	 L  m i t e   d e   t i e m p o   a l c a n z a d o 	 L i m i t e   d e   t e m p s   a t t e i n t e 	 Z e i t g r e n z e   e r r e i c h t 	 >AB83=CB  ?@545;  2@5<5=8	 L i m i t e   d i   t e m p o   r a g g i u n t o 	 'DJ  'D-/  'D2EFJ	 A t i n g i d o   o   l i m i t e   d e   t e m p o 	 Z a m a n   s 1n 1r 1n a   u l a _1l d 1  	 t   n   t h i   g i a n   h n   c h   g h i   h  n h 	 B a t a s   w a k t u   t e r c a p a i 	 H a d   m a s a   d i c a p a i 	 8	.	/	  8	@	.	>	  8	.	>	*	M	$		 	 	 	 I d Qk o r l  t   e l  r v e 	 	 	 	 T i j d l i m i e t   b e r e i k t 	 	 	 A ci   d e p _i t   d u r a t a   s t a b i l i t 	 	 	     	 	 	 (G  -/'+1  2E'F  13/	 	 	 			  					  					  						 	 	 	 


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	     	 K u f i n y e l e l w e   e m k h a w u l w e n i   w e s i k h a t h i 	 I s i t h i n t e l o   s e x e s h a   s i f i k e l e l w e 	 M p a k a   w a   s a a   i m e f i k i w a 	 T y d l i m i e t   b e r e i k 	 P a s i e k t a   l a i k o   r i b a 	 L a i k a   l i m i t s   s a s n i e g t s 	 A j a p i i r a n g   k  e s 	 @a}el  g  jatavaok  }aptavayakv	     	 A ci   d e p _i t   d u r a t a   s t a b i l i t 	 8
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 
 S T R _ I D _ C A M C O _ N O T I F Y _ R E A C H _ S I Z E _ L I M I T 	 C a m c o r d e r 	 C A M C O _ H I N T 	 S i z e   l i m i t   r e a c h e d 	 S i z e   l i m i t   r e a c h e d 	 T0RjHh'Y\P6R	 0ReN'Y\P6R  	 65312	 L  m i t e   d e   t a m a  o   a l c a n z a d o 	 L i m i t e   d e   t a i l l e   a t t e i n t e 	 G r   e n g r e n z e   e r r e i c h t 	 >AB83=CB  ?@545;  @07<5@0	 L i m i t e   g r a n d e z z a   r a g g i u n t o 	 'DJ  'D-/  'D-,E  'DEDA	 A t i n g i d o   o   l i m i t e   d e   t a m a n h o 	 B o y u t   s 1n 1r 1n a   u l a _1l d 1  	 t   n   h n   c h   c   t p 	 B a t a s   u k u r a n   t e r c a p a i 	 H a d   s a i z   d i c a p a i 	 		>	0	  8	@	.	>	  8	.	>	*	M	$		 	 	 	 M  r e t k o r l  t   e l  r v e 	 	 	 	 G r o o t t e l i m i e t   b e r e i k t 	 	 	 A ci   d e p _i t   m r i m e a   s t a b i l i t 	 	 	     	 	 	 (G  -/'+1  'F/'2G  13/	 	 	 						  					  					  						 	 	 	 

  







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	     	 K u f i n y e l e l w e   e m k h a w u l w e n i   k a s a y i z i 	 I s i t h i n t e l o   s o b u n g a k a n a n i   s i f i k e l e l w e 	 M p a k a   w a   s a i z i   u m e f i k i w a 	 G r o o t t e - l i m i e t   b e r e i k 	 P a s i e k t a   d y d ~i o   r i b a 	 A p j o m a   l i m i t s   s a s n i e g t s 	 M a h u p i i r a n g   k  e s 	 @a}el  g  ya}k  }aptavayakv	     	 A ci   d e p _i t   m r i m e a   s t a b i l i t 	 5
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 
 S T R _ I D _ C A M C O _ N O T I F Y _ S T O R A G E _ T O O _ S L O W 	 C a m c o r d e r 	 C A M C O _ H I N T 	 S t o r a g e   b u s y   o r   t o o   s l o w . \ n P l e a s e   r e d u c e   q u a l i t y 	 S t o r a g e   b u s y   o r   t o o   s l o w . \ n P l e a s e   r e d u c e   q u a l i t y 	 2QX[݈n*Ybab*Y_\ n ˊMNORkuT	 OX[ňn*Ybab*Y_\ n ˊMNOƉT(  	 5H@GD!H'H2+#7-
I2@4D\ n B#%8 2%	 A l m a c e n a m i e n t o   o c u p a d o   o   m u y   l e n t o \ n P o r   f a v o r   r e d u c i r   l a   c a l i d a d 	 S t o c k a g e   t r o p   l e n t   o u   o c c u p  . \ n V e u i l l e z   r  d u i r e   l a   q u a l i t  	 S p e i c h e r m e d i u m   a u s g e l a s t e t   o d e r   z u   l a n g s a m . \ n Q u a l i t  t   b i t t e   r e d u z i e r e n 	 0<OBL  70=OB0  8;8  @01>B05B  A;8H:><  <54;5==>. \ n #<5=LH8B5  :0G5AB2>. 	 A r c h i v i o   l e n t o   o   o c c u p a t o . \ n R i d u r r e   l a   q u a l i t  	 E.2F  (7J&  #H  E4:HD.   *.AJ6  'DFH9J)	 A   u n i d a d e   d e   a r m a z e n a m e n t o   e s t    o c u p a d a   o u   d e m a s i a d o   l e n t a . \ n P o r   f a v o r ,   r e d u z a   a   q u a l i d a d e 	 B e l l e k   y  k l    v e y a    o k   y a v a _.   \ n L  t f e n   k a l i t e y i   d  _ r  n   	 T h i t   b   l u   q u    c h m   h o c   q u    b n , \ n H  y   h   t h p   c h t   l n g   g h i   h  n h 	 P e n y i m p a n a n   s i b u k   a t a u   t e r l a l u   l a m b a t . \ n K u r a n g i   k u a l i t a s 	 S i m p a n a n   s i b u k   a t a u   t e r l a l u   l a m b a t . \ n S i l a   k u r a n g k a n   k u a l i t i 	 8	M		K	0	G		  5	M	/	8	M	$	  	%	5	>	  	$	M	/	'	?		  '	@	.	@	  9	H	. \ n 	C	*	/	>	  	A	#	5	$	M	$	>	  	.	  	0	G			 	 	 	 A   h  t t  r t  r   e l f o g l a l t   v a g y   t  l   l a s s  . \ n K  r j  k   c s  k k e n t s e   a   m i n Qs  g e t 	 	 	 	 O p s l a g   b e z i g   o f   t e   l a n g z a a m . \ n V e r m i n d e r   d e   k w a l i t e i t 	 	 	 L o c a ci a   d e   m e m o r a r e   e s t e   o c u p a t   s a u   p r e a   l e n t . \ n V   r u g m   s   r e d u c e ci   c a l i t a t e a 	 	 	         . n \       	 	 	 E-D  0.1G  E4:HD  '  F/  '3*. \ n D7A'K  A*  1'  'G4  /G/	 	 	 							  				  					  						  		  				  					d	\ 							  			  			  					 	 	 	 










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 S T R _ I D _ C A M C O _ C A M _ S U B L C D _ S W I T C H 	 C a m c o r d e r 	 C A M C O _ H I N T 	 P r e s s   *   s w i t c h   t o   M a i n L C D 	 P r e s s   *   s w i t c h   t o   M a i n L C D 	 	c* uRc;NU^	 	c* .Rbc;NO\U^	   *   @%5H"D"1  L C D   +%1	 O p r i m a   *   p a r a   c a m b i a r   a   L C D P r i n c i p a l 	 A p p u y e z   s u r   *   p o u r   c h a n g e r      L C D   p r i n c . 	 M i t   *   z u m   H a u p t - L C D   s c h a l t e n 	 06<8B5  72574>G:C,   GB>1K  ?5@5:;NG8BLAO  =0  >A=>2=>9  M:@0=	 P r e m e r e   *   p e r   p a s s a r e   a   M a i n L C D 	 '6:7*   D*-HJD  'DJ  4'4)  'D1&J3J)	 P r e s s i o n e   *   p a r a   a l t e r a r   p a r a   o   L C D   p r i n c i p a l 	 A n a   L C D ' y e   g e  m e k   i  i n   * ' a   b a s 1n   	 n   *     c h u y n   n   m  n   h  n h   c h  n h 	 T e k a n   *   u n t u k   b e r a l i h   k e   L C D   U t a m a 	 T e k a n   *   u n t u k   b e r t u k a r   k e   L C D U t a m a 	 M a i n L C D   *	0	  	>	(	G	  	G	  2	?		  *   &	,	>				 	 	 	 *   g o m b   a z   e l s Qd l e g e s   L C D - r e   v  l t  s h o z 	 	 	 	 D r u k   o p   *   o m   n a a r   h e t   h o o f d - l c d   t e   s c h a k e l e n 	 	 	 A p s a ci   *   p e n t r u   a   c o m u t a   l a   e c r a n u l   L C D   p r i n c i p a l 	 	 	     *       - L C D   	 	 	 (1'  *9H6  (G  FE'41  '5D  *   1'  A4'1  /G/	 	 	 						  								  					  				  *   						 	 	 	 




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	             *   	 C i n d e z e l a   *   s w i s h e l a   k u - M a i n L C D 	 C o f a   *   t s h i n t s h e l a   k w e Y o n a   L C D 	 B o n y e z a   *   i l i   k u b a d i l i s h a   k w a   L C D   K u u 	 D r u k   *   o m   n a   H o o f - L C D   o o r   t e   s k a k e l 	 P a s p a u s k i t e   *   p e r j u n g t i   /  p a g r i n d i n /  L C D 	 N o s p i e d i e t   *   p r s l g aa n a i   u z   g a l v e n o   L C D 	 V a j u t a   * - k l a h v i ,   e t   l  l i t u d a   p  h i e k r a a n i l e 	 Merte  *   }ervh  3lma~x  goav  avvelx  pata	   * -     L C D -   	 A p s a ci   p e   *   p e n t r u   c o m u t a r e   l a   L C D   p r i n c i p a l 	 *
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 
 S T R _ I D _ C A M C O _ D E F A U L T 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 R e s t o r e   d e f a u l t   s e t t i n g s 	 R e s t o r e   d e f a u l t 	 b`_-<P	 b`
Y؞<P	 9I72#1IH2@#4H!I	 R e s t a u r a r   c o n f i g u r a c i  n   p r e d e t e r m i n a d a 	 R e s t a u r e r   l e s   r  g l a g e s   p a r   d  f a u t 	 S t a n d a r d e i n s t e l l u n g e n   w i e d e r h e r s t e l l e n 	 >7>1=>28BL  =0AB@>9:8  ?>  C<>;G0=8N	 R i p r i s t i n a   c o n f i g u r a z i o n i   p r e d e f i n i t e 	 '9'/)  'D6(7	 R e s t a u r a r   p r e d e f i n i   e s 	  n t a n 1m l 1  a y a r l a r a   d  n 	 K h  i   p h c   c  i   t   g c 	 K e m b a l i   k e   p e n g a t u r a n   d e f a u l t 	 P u l i h   s e t i n g   l a l a i 	 !	?	+	I	2	M		  8	G		?			  ,	9	>	2	  	0	G			 	 	 	 A l a p b e  l l  t  s o k   v i s s z a  l l  t  s a 	 	 	 	 S t a n d a a r d i n s t e l l i n g   h e r s t e l l e n 	 	 	 R e s t a b i l i r e   s e t r i   i m p l i c i t e 	 	 	       	 	 	 ('2'(  *F8E'*  ~4  A16	 	 	 						  					  										  					 	 	 	 	 	 R e s t o r e   c a m e r a   s e t t i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 H e r s t e l   v e r s t e k - i n s t e l l i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 R e s t o r e   c a m e r a   s e t t i n g s 	 !
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 
 S T R _ I D _ C A M C O _ D E F A U L T _ C O M F I R M 	 C a m c o r d e r 	 C A M C O _ H I N T 	 R e s t o r e   d e f a u l t   s e t t i n g s ? 	 R e s t o r e   d e f a u l t   s e t t i n g s ? 	 b`_-<P	 b`
Y؞<P	 9I72#1IH2@#4H!I? 	  R e s t a u r a r   c o n f i g u r a c i  n   p r e d e t e r m i n a d a ? 	 R e s t a u r e r   l e s   r  g l a g e s   p a r   d  f a u t  ? 	 S t a n d a r d e i n s t e l l u n g e n   w i e d e r h e r s t e l l e n ? 	 >7>1=>28BL  =0AB@>9:8  ?>  C<>;G0=8N? 	 R i p r i s t i n a r e   c o n f i g u r a z i o n i   p r e d e f i n i t e ? 	 '9'/)  'D6(7	 R e s t a u r a r   p r e d e f i n i   e s ? 	  n t a n 1m l 1  a y a r l a r a   d  n ? 	 K h  i   p h c   c  i   t   g c ? 	 K e m b a l i   k e   p e n g a t u r a n   d e f a u l t ? 	 P u l i h   s e t i n g   l a l a i ? 	 !	?	+	I	2	M		  8	G		?			  ,	9	>	2	  	0	G		? 	 	 	 	 V i s s z a  l l  t j a   a z   a l a p b e  l l  t  s o k a t ? 	 	 	 	 S t a n d a a r d i n s t e l l i n g   h e r s t e l l e n ? 	 	 	 R e s t a b i l i ci   s e t r i l e   i m p l i c i t e ? 	 	 	       ? 	 	 	 *F8E'*  ~4  A16  ('2'(  4H/	 	 	 						  					  										  					? 	 	 	 	 	 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 H e r s t e l   v e r s t e k - i n s t e l l i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 R e s t o r e   c a m e r a   s e t t i n g s ? 	 !
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? 	 !?+2M  8G?  *A(  7MK0  0?,G? 	 R i v e n d o s   r e g j i s t r i m e t   s t a n d a r d ? 	 			' 			  						  										  						? 	 	 	 	 	 	 	 	 R e s t a u r a r   c o n f i g u r a   e s   p a d r  o ? 	 	 	 	 	 	 	 	 J a t o r r i z k o   b a l i o a k   b e r r e z a r r i ? 	 I b a l i k   a n g   d e f a u l t   n a   m g a   s e t t i n g ? 	 R e s t a u r a r   c o n f i g u r a c i  n   p r e d e t e r m i n a d a ? 	 W e g h a c h i   n a - a k k   n t a l a ? 	 A i s c h u i r   n a   r  a m h s h o c r u i t h e ? 
 
 S T R _ I D _ C A M C O _ M E M _ C A R D _ I N S E R T 	 C a m c o r d e r 	 C A M C O _ H I N T 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 ˊceQaaS	 ceQX[PaS	 B#C*H2#L+H'"'2!3	 P o r   f a v o r   i n t r o d u z c a   u n a   t a r j e t a   d e   m e m o r i a 	 V e u i l l e z   i n s  r e r   u n e   c a r t e   m  m o i r e 	 B i t t e   S p e i c h e r k a r t e   e i n f  g e n 	 AB02LB5  :0@BC  ?0<OB8	 I n s e r i r e   m e m o r y   c a r d 	 '/.D  0'C1)	 P o r   f a v o r ,   i n s i r a   u m   c a r t  o   d e   m e m  r i a 	 L  t f e n   h a f 1z a   k a r t 1n 1  t a k 1n 	 H  y   a   t h   n h   v  o 	 M a s u k k a n   k a r t u   m e m o r i 	 S i l a   m a s u k k a n   k a d   i n g a t a n 	 	C	*	/	>	  .	G	.	0	@	  	>	0	M	!	  !	>	2	G			 	 	 	 H e l y e z z e   b e   a   m e m  r i a k  r t y  t 	 	 	 	 P l a a t s   e e n   g e h e u g e n k a a r t 	 	 	 I n t r o d u c e ci   c a r d u l   d e   m e m o r i e . 	 	 	       	 	 	 D7A'K  '1*  -'A8G  1'  B1'1  /G/	 	 	 							  			  						  					  						  					 	 	 	 	 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 S i t   a s s e b l i e f   g e h e u e k a a r t   i n 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 &
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	 &/>0?  .G.K0@  >0M!  8(M(?,G6  0(M$A	 J u   l u t e m   f u t n i   k a r t e n   e   m e m o r j e s 	 							  			  						  					  										  				 	 	 	 	 	 	 	 I n s i r a   o   c a r t  o   d e   m e m  r i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ F A C E _ D E T E C T I O N 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 NɁX	 N8Ƌ	 2##'1C+I2	 D e t e c c i  n   d e   r o s t r o 	 D  t e c t i o n   d e s   v i s a g e s 	 G e s i c h t e r k e n n u n g 	 1=0@C65=85  ;8F0	 F a c e   d e t e c t i o n 	 C4A  'DH,G	 D e t e c   o   d e   r o s t o 	  n y  z   a l g 1l a m a 	 N h n   b i t   m t 	 D e t e k s i   w a j a h 	 P e n g e s a n   m u k a 	 	G	9	0	>	  *	9		>	(		 	 	 	 A r c f e l i s m e r  s 	 	 	 	 G e z i c h t s d e t e c t i e 	 	 	 D e t e c t a r e   f i g u r 	 	 	   	 	 	 *4.5  G1G	 	 	 				  										 	 	 	 	 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 G e s i g - a f t a s t i n g 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 F a c e   d e t e c t i o n 	 .
A
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
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2
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 	 .A  ?9M(0#  	 B a l l a f a q o   d a l l i m e t 	 			  									  	 	 	 	 	 	 	 	 D e t e c   o   d e   r o s t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ S W I T C H _ T O _ M E M _ C A R D 	 C a m c o r d e r 	 C A M C O _ H I N T 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 ˊRc0RaaS	 Rbc0RX[PaS	 B#@%5H"D"12#L+H'"'2!3	 P o r   f a v o r   c a m b i e   l a   t a r j e t a   d e   m e m o r i a   	 V e u i l l e z   c h a n g e r      l a   c a r t e   m  m o i r e 	 Z u r   S p e i c h e r k a r t e   w e c h s e l n 	 5@5:;NG8B5  =0  :0@BC  ?0<OB8	 P a s s a r e   a   m e m o r y   c a r d 	 J1,I  'D'F*B'D  %DI  (7'B)  'D0'C1)	 A l t e r e   p a r a   c a r t  o   d e   m e m  r i a 	 L  t f e n   h a f 1z a   k a r t 1n a   g e  i n 	 H  y   i   n   t h   n h 	 A l i h k a n   k e   k e   k a r t u   m e m o r i 	 S i l a   t u k a r   k e   k a d   i n g a t a n 	 	C	*	/	>	  .	G	.	K	0	@	  	>	0	M	!	  .	G		  	>				 	 	 	 V  l t s o n   a   m e m  r i a k  r t y  r a 	 	 	 	 S c h a k e l   o m   n a a r   g e h e u g e n k a a r t 	 	 	 C o m u t a ci   l a   c a r d u l   d e   m e m o r i e 	 	 	       	 	 	 D7A'K  (G  '1*  -'A8G  *:1  /G/	 	 	 							  			  							  					  				  				  	 	 	 	 	 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 S k a k e l   a s s e b l i e f   o o r   n a   g e h e u e k a a r t 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 P l e a s e   s w i t c h   t o   m e m o r y   c a r d 	 &
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	 &_>0?  .G.K0@  >0M!A  8M5?  0(M$A	 J u   l u t e m   s t a k o n i   t e k   k a r t a   e   m e m o r j e s 	 							  			  						  						  				  				  				 	 	 	 	 	 	 	 T r o q u e   p a r a   o   c a r t  o   d e   m e m  r i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ N O T I F Y _ B T _ I S _ W O R K I N G 	 C a m c o r d e r 	 P O P U P 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f . 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f . 	 ͅYr#}-NˊHQܕ	 ݄Yrޏ~-NHQsQ	 %993%132  42#32	 E l   B l u e t o o t h   e s t    f u n c i o n a n d o .   A p a g a r l o .   	 B l u e t o o t h   a c t i v  .   V e u i l l e z   l e   d  s a c t i v e r . 	 B l u e t o o t h   i s t   i n   B e t r i e b .   S c h a l t e n   S i e   e s   a u s . 	 :;NG5=  B l u e t o o t h .   B:;NG8B5  53>. 	 B l u e t o o t h   i n   f u n z i o n e .   D i s a t t i v a r l o . 	 B l u e t o o t h   J9ED.   J1,I  %:D'BG. 	 B l u e t o o t h   e m   e x e c u   o .   D e s l i g u e - o . 	 B l u e t o o t h    a l 1_1y o r .   K a p a t 1n . 	 a n g   k t   n i   B l u e t o o t h ,   h  y   t t   i   t r c 	 B l u e t o o t h   s e d a n g   b e r f u n g s i .   N o n a k t i f k a n . 	 B l u e t o o t h   s e d a n g   b e r j a l a n .   P a d a m k a n n y a . 	 ,	M	2	B		B	%	  	>	.	  	0	  0	9	>	  9	H	.   	8	G	  ,		&	  	0	G			 	 	 	 A   B l u e t o o t h   m qk  d i k .   K a p c s o l j a   k i . 	 	 	 	 B l u e t o o t h   i s   a c t i e f .   S c h a k e l   h e t   u i t . 	 	 	 B l u e t o o t h   a c t i v .   D e z a c t i v a ci - l . 	 	 	 B T   .     . 	 	 	 B l u e t o o t h   /'1/  C'1  EJCF/.   "F1'  .'EH4  CFJ/. 	 	 	 							  				d	  			  				  				. 	 	 	 	 	 	 	 	 	 B l u e t o o t h   i s   t a n s   a a n .   S i t   d i t   a f . 	 	 	 	 	 	 	 	 	 B l u e t o o t h   e s h t e   d u k e   p u n u a r .   F i k e n i . 	 							  						.   				  				  			. 	 	 	 	 	 	 	 	 B l u e t o o t h   e s t    f u n c i o n a n d o .   D e s l i g  - l o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ N O T I F Y _ P I C T _ I S _ W O R K I N G 	 C a m c o r d e r 	 P O P U P 	 P i c t B r i d g e   i s   w o r k i n g .   P l e a s e   d i s c o n n e c t   i t . 	 P i c t B r i d g e   i s   w o r k i n g .   P l e a s e   d i s c o n n e c t   i t . 	 P i c t B r i d g e #}-NˊHQܕ	 P i c t B r i d g e ޏ~-NHQsQ	 4#4L3%132  B#12#@
7H-!H-	 P i c t B r i d g e   e s t    f u n c i o n a n d o .   P o r   f a v o r ,   d e s c o n  c t e l o .   	 P i c t B r i d g e   c o n n e c t  .   V e u i l l e z   l e   d  c o n n e c t e r . 	 P i c t B r i d g e   i s t   i n   B e t r i e b .   T r e n n e n   S i e   d i e   V e r b i n d u n g . 	 :;NG5=  P i c t B r i d g e .   B:;NG8B5  53>. 	 P i c t B r i d g e   i n   f u n z i o n e .   S c o l l e g a r l o . 	 *BFJ)  p i c t B r i d g e   *9ED.   J1,I  A5DG'. 	 P i c t B r i d g e   e m   e x e c u   o .   D e s l i g u e - o . 	 P i c t B r i d g e    a l 1_1y o r .   L  t f e n   k a p a t 1n . 	 a n g   k t   n i   P i c t B r i d g e ,   h  y   t t   i   t r c 	 P i c t B r i d g e   s e d a n g   b e r j a l a n .   P u t u s k a n   s a m b u n g a n . 	 P i c t B r i d g e   s e d a n g   b e r j a l a n .   S i l a   n y a h s a m b u n g k a n n y a . 	 *	?		M		,	M	0	?		  	>	.	  	0	  0	9	>	  9	H	.   	8	G	  !	?	8		(	G		M		  	0	G			 	 	 	 A   P i c t B r i d g e   m qk  d i k .   S z  n t e s s e   m e g   a   k a p c s o l a t o t . 	 	 	 	 P i c t B r i d g e   i s   a c t i e f .   V e r b r e e k   d e   v e r b i n d i n g . 	 	 	 P i c t B r i d g e   a c t i v .   D e c o n e c t a ci - l . 	 	 	 P i c t B r i d g e   .     . 	 	 	 
 P i c t B r i d g e   /'1/  C'1  EJCF/.   D7A'  "F1'  B79  CFJ/. 	 	 	 										  				d	  							  			  					  									  				. 	 	 	 	 	 	 	 	 	 P i c t B r i d g e   i s   t a n s   a a n .   O n t k o p p e l   d i t   a s s e b l i e f . 	 	 	 	 	 	 	 	 	 P i c t B r i d g e   e s h t e   d u k e   p u n u a r .   J u   l u t e m   s h k e p u t e n i . 	 										  						.   							  			  				  					  							  			. 	 	 	 	 	 	 	 	 P i c t B r i d g e   e s t    f u n c i o n a n d o .   F a v o r   d e s c o n e c t  - l o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ N O T I F Y _ B E A R E R _ I S _ A C T I V E 	 C a m c o r d e r 	 P O P U P 	 G P R S / C S D   i s   r u n n i n g .   P l e a s e   d i s c o n n e c t   i t . 	 G P R S / C S D   i s   r u n n i n g .   P l e a s e   d i s c o n n e c t   i t . 	 G P R S / C S D #}-NˊHQ\vQe}	 G P R S / C S D ޏ~-NHQ\vQe~	 G P R S / C S D   3%132  B#12#@
7H-!H-	 G P R S / C S D   s e   e s t    e j e c u t a n d o .   P o r   f a v o r ,   d e s c o n t  c t e l o . 	 G P R S / C S D   c o n n e c t  .   V e u i l l e z   l e   d  c o n n e c t e r . 	 G P R S / C S D   i s t   a u s g e f  h r t .   T r e n n e n   S i e   d i e   V e r b i n d u n g . 	 G P R S / C S D   @01>B05B.   B:;NG8B5  53>. 	 G P R S / C S D   i n   f u n z i o n e .   S c o l l e g a r l o . 	 G P R S / C S D   BJ/  'D*4:JD.   J1,I  A5DG. 	 G P R S / C S D   e m   e x e c u   o   D e s l i g u e - o . 	 G P R S / C S D    a l 1_1y o r .   L  t f e n   k a p a t 1n . 	 a n g   k t   n i   G P R S / C S D ,   h  y   n g t   i   t r c 	 G P R S / C S D   s e d a n g   b e r j a l a n .   P u t u s k a n   s a m b u n g a n . 	 G P R S / C S D   s e d a n g   b e r j a l a n .   S i l a   n y a h s a m b u n g k a n n y a . 	 G P R S / C S D   	2	  0	9	>	  9	H	.   	8	G	  !	?	8		(	G		M		  	0	G		. 	 	 	 	 A   G P R S / C S D   f u t .   S z  n t e s s e   m e g   a   k a p c s o l a t o t . 	 	 	 	 G P R S / C S D   l o o p t .   V e r b r e e k   d e   v e r b i n d i n g . 	 	 	 G P R S / C S D    n   e x e c u ci e .   D e c o n e c t a ci - l . 	 	 	 G P R S / C S D   .     . 	 	 	 G P R S / C S D   /'1/  C'1  EJCF/.   D7A'  "F1'  B79  CFJ/. 	 	 	 		. 		. 		. 		. /   		. 		. 		  				d	  							  			  					  									  				. 	 	 	 	 	 	 	 	 	 G P R S / C S D   i s   t a n s   a a n .   O n t k o p p e l   d i t   a s s e b l i e f . 	 	 	 	 	 	 	 	 	 G P R S / C S D   e s h t e   d u k e   p u n u a r .   J u   l u t e m   s h k e p u t e n i . 	 G P R S / C S D   			  			.   							  			  				  					  							  			. 	 	 	 	 	 	 	 	 G P R S / C S D   e s t    f u n c i o n a n d o .   F a v o r   d e s c o n e c t  - l o . 	 	 	 	 	 	 	 	 G P R S / C S D   m a r t x a n   d a g o ,   i t z a l i   m e s e d e z . 	 A n g   G P R S / C S D   a y   t u m a t a k b o .   P a k i d i s k o n e k t a   i t o 	 G P R S / C S D   e s t    a c t i v o .   P o r   f a v o r   d e s c o n  c t e o . 	 G P R S / C S D   n a -   a r   r . B i k o   w e p   n a - k 	 T    G P R S / C S D   a r   r i t h .   D  c h e a n g a i l      l e   d o   t h o i l . 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ A P P _ N A M E 	 T D M B 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   B D I T E M 	 A p p l i c a t i o n N a m e 	 M o b i l e   T V 	 LR	 yR5uƉ	 T V   @%7H-5H	 C e l u l a r - t e l e v i s o r 	 T V   p o r t a b l e 	 M o b i l - T V 	 >18;L=>5  "	 T V   m o b i l e 	 *DA2JHF  'D,H'D	 T e l e v i s  o   m  v e l 	 M o b i l   T V   	 T V   d i   n g 	 T V   P o n s e l 	 T V - M u d a h   A l i h 	 .	K	,	>		2	- 	@	5	@		 	 	 	 M o b i l   T V 	 	 	 	 M o b i e l e   t e l e v i s i e 	 	 	 M o b i l e - T V 	 	 	 M o b i l e - T V 	 	 	 GE1'G- *DH2HF	 	 	 						- 					 	 	 	 





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	 - 	 I - M o b i l e - T V 	 I m o b h a y l - T V 	 T V - r u n u n u 	 S e l f o o n - T V 	 M o b i l u s i s   t e l e v i z o r i u s 	 M o b i l - T V 	 M o b i l e - T V 	 Gajaoav  T V 	 - 	 M o b i l e - T V 	 .
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 - T V 	 .K,>2  ?-?	 M o b i l e   T V 	 						- T V 	 	 	 	 	 	 	 	 T V   m  v e l 	 	 	 	 	 	 	 	 T e l e b i s t a   m u g i k o r r a 	 M o b i l e   T V 	 T V   m  b i l 	 T V   a n a - e b u g h a r   e b u g h a r 	 M o b i l e   T V 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ L I S T 	 T D M B 	 T I T L E ,   I C O N T E X T 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 ;SnU	 SRh	 #2"2#A
@%	 L i s t a   d e   c a n a l e s 	 L i s t e   d e s   c a n a u x 	 K a n a l l i s t e 	 !?8A>:  :0=0;>2	 E l e n c o   c a n a l i 	 B'&E)  'DBF'H'*	 L i s t a   d e   c a n a i s 	 K a n a l   l i s t e s i   	 D a n h   s  c h   k  n h 	 D a f t a r   s a l u r a n 	 S e n a r a i   s a l u r a n 	 	H	(	2	  8	B		@		 	 	 	 C s a t o r n a l i s t a 	 	 	 	 K a n a a l l i j s t 	 	 	 L i s t   c a n a l e 	 	 	   	 	 	 D3*  'F'D	 	 	 							  							 	 	 	 



  



	   	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 K a n a a l l y s 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 C h a n n e l   l i s t 	 
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ B A N D 	 T D M B 	 T I T L E ,   I C O N T E X T 	 B a n d 	 B a n d 	 lk	 lk	 '2!5H	 B a n d a 	 B a n d e 	 B a n d 	 80?07>=	 B a n d a 	 'DA1B)	 B a n d a 	 B a n t   	 B n g   t n 	 B a n d 	 J a l u r 	 ,	H		!		 	 	 	 H u l l  m s  v 	 	 	 	 B a n d 	 	 	 B a n d 	 	 	 	 	 	 ('F/	 	 	 								 	 	 	 




	 	 I b h e n d i 	 I - b a n d 	 B e n i 	 B a n d 	 J u o s t a 	 J o s l a 	 L a i n e a l a 	 Ge	 	 B a n d 	 ,
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ U P D A T E _ L I S T 	 T D M B 	 I C O N T E X T 	 U p d a t e   c h a n n e l   l i s t 	 U p d a t e   l i s t 	 fenU	 feRh	 -1@#2"2#	 A c t u a l i z a r   l i s t a 	 M e t t r e      j o u r   l a   l i s t e 	 L i s t e   a k t u a l i s i e r e n 	 1=>28BL  A?8A>:	 E l e n c o   a g g i o r n a t i 	 *-/J+  'DB'&E)	 A c t u a l i z a r   l i s t a 	 G  n c e l l e m e   l i s t e s i   	 L  m   m i   d a n h   s  c h 	 P e r b a r u i   d a f t a r 	 S e n a r a i   k e m a s   k i n i 	 	&	M	/	$	(	  8	B		@		 	 	 	 L i s t a   f r i s s  t  s e 	 	 	 	 L i j s t   b i j w e r k e n 	 	 	 L i s t   d e   a c t u a l i z r i 	 	 	   	 	 	 1H2"E/3'2  D3*	 	 	 						  							 	 	 	 





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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ S E T T I N G _ B R I G H T N E S S 	 T D M B 	 I C O N T E X T 	 B r i g h t n e s s   o f   v i d e o 	 B r i g h t n e s s 	 N^	 N^	 '2!*'H2	 B r i l l o 	 L u m i n o s i t  	 H e l l i g k e i t 	 /@:>ABL	 L u m i n o s i t  	 'D'41'B	 B r i l h o 	 P a r l a k l 1k   	   s  n g 	 K e c e r a h a n 	 K e c e r a h a n 	 	.			 	 	 	 F  n y e r Q	 	 	 	 H e l d e r h e i d 	 	 	 L u m i n o z i t a t e 	 	 	 	 	 	 1H4F'	 	 	 										 	 	 	 








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 
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\k	 [k	 -#2*L	 C o n t r a s t e 	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 EB'1F)	 C o n t r a s t e 	 K a r _1t l 1k   	   T n g   p h n 	 K o n t r a s 	 K o n t r a s 	 			M	0	>	8	M			 	 	 	 K o n t r a s z t 	 	 	 	 C o n t r a s t 	 	 	 C o n t r a s t 	 	 	 	 	 	 F*1'3*	 	 	 											 	 	 	 










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 
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ S A V I N G 	 T D M B 	 P O P U P 	 A u d i o   s a v i n g   t h e   r e c o r d e d   m a t e r i a l 	 A u t o   s a v i n g 	 R2QX[	 ꁨROX[	 3%11@G-1B!14	 G u a r d a r   a u t o m  t i c a m e n t e 	 E n r e g i s t r e m e n t   a u t o 	 A u t o m .   s p e i c h e r n 	 2B>A>E@0=5=85	 S a l v a t a g g i o   a u t o m a t i c o 	 -A7  #DJ	 G r a v a   o   a u t o m  t i c a 	 O t o m a t i k   k a y d e d i y o r 	 T   n g   l u 	 P e n y i m p a n a n   o t o m a t i s 	 A u t o   s i m p a n 	 8	M	5	$	:   8	G	5	  	0	  0	9	>	  9	H		 	 	 	 A u t o .   m e n t  s 	 	 	 	 A u t o m a t i s c h   o p s l a a n 	 	 	 S a l v a r e   a u t o m a t 	 	 	   ' 	 	 	 0.1G  .H/'1	 	 	 										  						 	 	 	 




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	 8M5$  8M_  0A?	 R u a j t j a   a u t o m a t i k i s h t 	 					  							  	 	 	 	 	 	 	 	 S a l v a r   a u t o m . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ W R I T E _ P R O T E C T I O N 	 T D M B 	 P O P U P 	 M e m o r y   c a r d   i s   l o c k e d 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 aaSOO\ n !ql[eQ	 _aSOO\ n elQeQ	 2#L+H'"'2!39%G-\ n D!H*2!2#@5"DI	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e a d a   \ n N o   s e   p u e d e   g r a b a r 	 C a r t e   d e   m  m o i r e   p r o t  g  e . \ n N e   p e u t   p a s   e n r e g i s t r e r   d e s s u s 	 S p e i c h e r k a r t e   i s t   g e s p e r r t . \ n K a n n   n i c h t   b e s c h r i e b e n   w e r d e n 	 0@B0  ?0<OB8  701;>:8@>20=0. \ n 52>7<>6=>  2K?>;=8BL  70?8AL. 	 S c h e d a   d i   m e m o r i a   b l o c c a t a . \ n I m p o s s i b i l e   s c r i v e r e 	 'D0'C1)  E:DB.   D'  JECF  C*'()	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r 	 H a f 1z a   k a r t 1  k i l i t l i .   \ n Y a z a m 1y o r 	 T h   n h   b   k h  a . \ n K h  n g   v i t   v  o   c 	 K a r t u   m e m o r i   t e r k u n c i . \ n T i d a k   d a p a t   d i t u l i s . 	 K a d   i n g a t a n   d i k u n c i . \ n T i d a k   b o l e h   t u l i s   d a l a m n y a 	 .	G	.	0	@	  	>	0	M	!	  2	I		  9	H	. \ n 2	?		  (	9	@		  8		$	>		 	 	 	 A   m e m  r i a k  r t y a   z  r o l v a . \ n N e m    r h a t  . 	 	 	 	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n N i e t   b e s c h r i j f b a a r 	 	 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I n f o r m a ci i l e   n u   p o t   f i   s c r i s e 	 	 	     . n \     . 	 	 	 '1*  -'A8G  BAD  4/G  '3*. \ n B'(D  FH4*F  F3*	 	 	 						  					  		  			  				d	\   				  						d		 	 	 	 




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	       . \ n   	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 G e h e u e k a a r t   i s   g e s l u i t . \ n K a n   n i e   s k r y f   n i e 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 .
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ H W _ N O T _ R E A D Y 	 T D M B 	 P O P U P 	 H a r d w a r e   i s   n o t   r e a d y 	 H W   n o t   r e a d y 	 ݈n*g1\}	 ňn*g1\~	 H W   D!H#I-!	 H W   n o   e s t    l i s t o 	 H W   p a s   p r  t 	 H a r d w a r e   n i c h t   b e r e i t 	 8:@>?@>3@0<<0  =5  3>B>20	 H W   n o n   p r o n t o 	 ,G'2  :J1  E3*9/	 O   h a r d w a r e   n  o   e s t    p r o n t o 	 H W   h a z 1r   d e i l   	 C  i   t   c h a   s n   s  n g 	 P K   b e l u m   s i a p 	 H W   t i d a k   s e d i a 	 H W   $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   h a r d v e r   n i n c s   k  s z 	 	 	 	 H W   n i e t   g e r e e d 	 	 	 A p l i c a ci a   H W   n u   e s t e   p r e g t i t 	 	 	 H W     	 	 	 3.*  'A2'1  "E'/G  F3*	 	 	 										  							  			 	 	 	 H W   




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	 H W   	 H W   n o t   r e a d y 	 H W   n o t   r e a d y 	 H W   n o t   r e a d y 	 H W   n i e   g e r e e d   n i e 	 H W   n o t   r e a d y 	 H W   n o t   r e a d y 	 H W   n o t   r e a d y 	 H W   n o t   r e a d y 	 H W   n o t   r e a d y 	 H W   n o t   r e a d y 	 H W   $
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	 H W   *M0$A$  (A9G	 H W   n u k   e s h t e   g a t i 	 H W   				  			  	 	 	 	 	 	 	 	 H W   n  o   e s t    p r o n t o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ S C A N N I N G 	 T D M B 	 P O P U P C O N F I R M 	 S c a n n i n g   a v a i l a b l e   c h a n n e l 	 S c a n n i n g 	 cc-N	 ck(Wkbc	 3%1*A	 E s c a n e a n d o 	 B a l a y a g e 	 W i r d   g e s c a n n t 	 !:0=8@>20=85	 S c a n s i o n e   i n   c o r s o 	 ,'1M  'DE3-	 A   d i g i t a l i z a r 	 T a r 1y o r   	 a n g   q u  t   h  n h 	 M e m i n d a i 	 M e n g i m b a s 	 8	M		H	(	  	0	  0	9	>	  9	H		 	 	 	 K e r e s  s 	 	 	 	 B e z i g   m e t   s c a n n e n 	 	 	 S c a n a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  '3F  1/F	 	 	 							  					 	 	 	 







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	   	 S c a n n i n g 	 S c a n n i n g 	 S c a n n i n g 	 S k a n d e e r   t a n s 	 S c a n n i n g 	 S c a n n i n g 	 S c a n n i n g 	 S c a n n i n g 	 S c a n n i n g 	 S c a n n i n g 	 8
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ I N I T I A L I Z I N G 	 T D M B 	 P O P U P C O N F I R M 	 I n i t i a l i z i n g 	 I n i t i a l i z i n g 	 RYS-N	 ck(WRYS	 3%11IH2@#4H!I	 I n i c i a l i z a n d o   	 I n i t i a l i s a t i o n 	 W i r d   i n i t i a l i s i e r t 	 =8F80;870F8O	 I n i z i a l i z z a z i o n e   i n   c o r s o 	 ,'1M  '9'/)  'DE3-	 A   i n i c i a l i z a r 	 B a _l a t 1l 1y o r 	 a n g   k h i   c h y 	 M e n g i n i s i a l i s a s i 	 M e m u l a k a n 	 6	A	0	B	  	0	  0	9	>	  9	H		 	 	 	 I n i c i a l i z  l  s 	 	 	 	 B e z i g   m e t   i n i t i a l i s e r e n 	 	 	 I n i ci a l i z a r e    n   c u r s 	 	 	 	 	 	 4E'1G  ~J4  A16	 	 	 				  						 	 	 	 




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	 -   	 K u s i k e n w a   k a b u s h a 	 I y a s i n g a s i n g a   k w a k h o n a 	 I n a c h a n g a n u a   t e n a 	 I n i s i e e r   t a n s 	 N u s k a i t o m a   p a k a r t o t i n a i 	 A t k r t o j u   s k e n aa n u 	 T a a s s k a n e e r i m i n e 	 ?ovaok  e}anxt	   	 A   d o u a    n c e r c a r e   d e   s c a n a r e    n   c u r s 	 	 	 D u k e   f i l l u a r 	 											 	 	 	 	 	 	 	 I n i c i a l i z a n d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O _ S E R V I C E _ A V A I L A B L E 	 T D M B 	 M T V _ H I N T 	 N o   c h a n n e l   i s   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 !q
_	 eS	 D!H!5#42#5HC
IDI	 N o   h a y   s e r v i c i o s   d i s p o n i b l e s   	 A u c u n   s e r v i c e   d i s p o n i b l e 	 K e i n   D i e n s t   v e r f  g b a r 	 >ABC?=KE  A;C61  =5B	 N e s s u n   s e r v i z i o   d i s p o n i b i l e 	 D'  *H,/  ./E)	 S e m   s e r v i  o   d i s p o n  v e l 	 K u l l a n 1l a b i l i r   s e r v i s   y o k   	 K h  n g   c    t  n   h i u 	 T i d a k   a d a   l a y a n a n   y a n g   t e r s e d i a 	 T i a d a   k h i d m a t   d i s e d i a k a n 	 	K		  8	0	M	5	?	8	  		*	2	,	M	'	  (	9	@			 	 	 	 N i n c s   e l  r h e t Q  s z o l g  l t a t  s 	 	 	 	 G e e n   d i e n s t   b e s c h i k b a a r 	 	 	 N i c i u n   s e r v i c i u   d i s p o n i b i l 	 	 	     	 	 	 ./E'*  /1  /3*13  F3*	 	 	 			  				  					  						  			 	 	 	 


  



  





  


	     	 N o   s e r v i c e   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 G e e n   d i e n s   b e s k i k b a a r   n i e 	 N o   s e r v i c e   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 N o   s e r v i c e   a v a i l a b l e 	 
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	 L#8?  8G,>  	*2,M'  (A9G	 N u k   k a   s h e r b i m   t e   l i r e 	 				  				  						  			  	 	 	 	 	 	 	 	 N e n h u m   s e r v i  o   d i s p o n  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ S E R V I C E _ I S _ N O T _ A V A I L A B L E 	 T D M B 	 M T V _ H I N T 	 S e r v i c e I s N o t A v a i a b l e 	 S e r v i c e   i s   n o t   a v a i l a b l e 	 
_-Ne	 OS-Ne	 #42#C
ID!HDI	 E l   s e r v i c i o   n o   e s t    d i s p o n i b l e 	 S e r v i c e   p a s   d i s p o n i b l e 	 D i e n s t   i s t   n i c h t   v e r f  g b a r 	 !;C610  =54>ABC?=0	 S e r v i z i o   n o n   d i s p o n i b i l e 	 'D./E)  EB'79)	 O   s e r v i  o   n  o   e s t    d i s p o n  v e l 	 S e r v i s   y o k   	 T  n   h i u   b   n g t   q u  n g 	 L a y a n a n   t i d a k   t e r s e d i a 	 K h i d m a t   t i d a k   d i s e d i a k a n 	 8	0	M	5	?	8	  	(	A	*	2	,	M	'		 	 	 	 A   s z o l g  l t a t  s   n e m   e l  r h e t Q	 	 	 	 D i e n s t   i s   n i e t   b e s c h i k b a a r 	 	 	 S e r v i c i u l   n u   e s t e   d i s p o n i b i l 	 	 	     	 	 	 ./E'*  /1  /3*13  F3*	 	 	 				  					  						  			 	 	 	 



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	   	 I s e v i s i   a y i t h o l a k a l i 	 I n k o n z o   a y i f u m a n e k i 	 H u d u m a   h a i p a t i k a n i 	 D i e n s   i s   n i e   b e s k i k b a a r   n i e 	 P a s l a u g a   n e g a l i m a 	 P a k a l p o j u m s   n a v   p i e e j a m s 	 T e e n u s   p o l e   s a a d a v a l 	 >a|auxiuxvh  avpa}avelk  g	       	 S e r v i c i u l   n u   e s t e   d i s p o n i b i l 	 8
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ B A N D _ T A I W A N 	 T D M B 	 T W O S T A T E 	 T a i w a n 	 T a i w a n 	 Scp	 S~n	 DI+'1	 T a i w  n 	 T a  w a n 	 T a i w a n 	 "0920=L	 T a i w a n 	 *'JH'F	 T a i w a n 	 T a y v a n   	  i   L o a n 	 T a i w a n 	 T a i w a n 	 $	>		5	>	(		 	 	 	 T a j v a n 	 	 	 	 T a i w a n 	 	 	 T a i w a n 	 	 	 	 	 	 *'H'F	 	 	 								 	 	 	 





	 	 E - T a i w a n 	 T a i w a n 	 T a i w a n 	 T a i w a n 	 T a i v a n a s 	 T a i v n a 	 T a i w a n 	 Oau~av	 	 T a i w a n 	 $
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ B A N D _ K O R E A 	 T D M B 	 T W O S T A T E 	 K o r e a 	 K o r e a 	 ӗW	 V	 @2+%5	 C o r e a 	 C o r  e 	 K o r e a 	 >@5O	 C o r e a 	 CH1J'	 C o r e i a 	 K o r e   	 H  n   Q u c 	 K o r e a 	 K o r e a 	 	K	0	?	/	>		 	 	 	 K o r e a 	 	 	 	 K o r e a 	 	 	 C o r e e a 	 	 	 	 	 	 1G	 	 	 							 	 	 	 





	 	 E - K o r e a 	 K o r e a 	 K o r e a 	 K o r e a 	 K o r j a 	 K o r e j a 	 K o r e a 	 ?xea	 	 C o r e e a 	 
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ B A N D _ C H I N A 	 T D M B 	 T W O S T A T E 	 C h i n a 	 C h i n a 	 -NW	 -NV	 5	 C h i n a 	 C h i n e 	 C h i n a 	 8B09	 C i n a 	 'D5JF	 C h i n a 	  i n   	 T r u n g   Q u c 	 C i n a 	 C h i n a 	 	@	(		 	 	 	 K  n a 	 	 	 	 C h i n a 	 	 	 C h i n a 	 	 	 	 	 	 F	 	 	 				 	 	 	 




	 	 E - C h i n a 	 T s h a y i n a 	 U c h i n a 	 S j i n a 	 K i n i j a 	 6+n a 	 H i i n a 	 Ikva}av	 	 C h i n a 	 
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	 @(>	 K i n a 	 					 	 	 	 	 	 	 	 C h i n a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ C H A N N A L _ N A M E _ U N K N O W N 	 T D M B 	 M T V _ H I N T 	 C h a n n e l N a m e 	 < U n k n o w n   c h a n n e l   n a m e > 	 < *gw;S
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Ty> 	 < 
7H-A
@%5HD!H#9I1> 	 < N o m b r e   d e   c a n a l   d e s c o n o c i d o > 	 < N o m   d e   c a n a l   i n c o n n u > 	 < U n b e k a n n t e r   K a n a l n a m e > 	 < 58725AB=K9  :0=0;> 	 < N o m e   c a n a l e   s c o n o s c i u t o > 	 < '3E  'DBF')  :J1  E91HA> 	 < N o m e   d e   c a n a l   d e s c o n h e c i d o > 	 < B i l i n m e y e n   K a n a l   A d 1> 	 < T  n   k  n h   c h a   r  > 	 < N a m a   s a l u r a n   t i d a k   d i k e t a h u i > 	 < N a m a   S a l u r a n   T i d a k   D i k e n a l i > 	 < 		M		>	$	  	H	(	2	  (	>	.	> 	 	 	 	 < I s m e r e t l e n   c s a t o r n a n  v > 	 	 	 	 < O n b e k e n d e   k a n a a l n a a m > 	 	 	 < N u m e   c a n a l   n e c u n o s c u t > 	 	 	 <       > 	 	 	 < F'E  'F'D  E4.5  F3*> 	 	 	 < 							  							  			> 	 	 	 	 <   




  






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 
 S T R _ I D _ M O B I L E _ T V _ C H A N N E L 	 T D M B 	 M T V _ H I N T 	 C H A N N E L 	 C h a n n e l 	 ;S	 S	 A
@%	 C a n a l 	 C a n a l 	 K a n a l 	 0=0;	 C a n a l e 	 BF')	 C a n a l 	 K a n a l   	 K  n h 	 S a l u r a n 	 S a l u r a n 	 	H	(	2		 	 	 	 C s a t o r n a 	 	 	 	 K a n a a l 	 	 	 C a n a l 	 	 	 	 	 	 'F'D	 	 	 								 	 	 	 



	 	 I s h a n e l i 	 I j e l o 	 I d h a a 	 K a n a a l 	 K a n a l a s 	 K a n l s 	 K a n a l 	 1lk	 	 C a n a l 	 
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 	 M_>(G2	 K a n a l i 	 					  	 	 	 	 	 	 	 	 C a n a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ C H A N N E L _ B E _ R E M O V E D 	 T D M B 	 P O P U P 	 c h a n n e l r e m o v e d 	 C u r r e n t   c h a n n e l   i s   r e m o v e d 	 vMRd>e;S]yd	 vMRd>eS]yd	 A
@%1819%	 C a n a l   a c t u a l   e l i m i n a d o 	 L e   c a n a l   s  l e c t i o n n  e   a    t    e n l e v  	 A k t u e l l e r   K a n a l   w u r d e   e n t f e r n t 	 "5:CI89  :0=0;  C40;5=	 I l   c a n a l e   c o r r e n t e      r i m o s s o 	 *E  '2'D)  'DBF'H'*  E-'DJ)	 O   c a n a l   a c t u a l   f o i   r e m o v i d o 	 M e v c u t   k a n a l   k a l d 1r 1l d 1  	    c h u y n   k  n h   a n g   p h  t   h i n   t i 	 S a l u r a n   a k t i f   d i h a p u s 	 S a l u r a n   t e r k i n i   d i b u a n g 	 5	0	M	$	.	>	(	  	H	(	2	  9		>	  &	?	/	>	  	/	>	  9	H		 	 	 	 A z   a k t u  l i s   c s a t o r n a   e l t  v o l  t v a 	 	 	 	 H u i d i g e   k a n a a l   i s   v e r w i j d e r d 	 	 	 C a n a l u l   c u r e n t   a   f o s t   e l i m i n a t 	 	 	     	 	 	 'F'D  A9D  -0A  4/G  '3*	 	 	 										  									  					  				  						 	 	 	 







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	     	 I s h a n e l i   y a m a n j e   i h a n j i s i w e 	 I j e l o   l a n g o k u   l i s u s i w e 	 I d h a a   y a   s a s a   i m e o n d o l e w a 	 H u i d i g e   k a n a a l   i s   v e r w y d e r 	 E s a m a s   k a n a l a s   p a aa l i n t a s 	 P a ar e i z j a i s   k a n l s   i r   a i z v k t s 	 P r a e g u n e   k a n a l   o n   e e m a l d a t u d 	 8viako  alkh  pe|a~an  g	         	 C a n a l u l   c u r e n t   a   f o s t   e l i m i n a t 	 (
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	 8.M*M0$?  M_>(G2  *8>0?$	 K a n a l i   I   t a s h e m   e s h t e   h e q u r 	 				  					  							  					 	 	 	 	 	 	 	 C a n a l   a t u a l      r e m o v i d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ C H A N N E L _ B E _ R E M O V E D _ W _ A U T O _ S A V I N G 	 T D M B 	 P O P U P 	 r e m o v e d n s a v e 	 C u r r e n t   c h a n n e l   i s   r e m o v e d ( a u t o   s a v i n g ) 	 vMRd>e;S]yd( R2QX[) 	 vMRd>eS]yd( ꁨROX[) 	 A
@%1819%  ( 1@G-1B!14) 	 C a n a l   a c t u a l   e l i m i n a d o   ( g u a r d a n d o   a u t o m  t i c a m e n t e ) 	 L e   c a n a l   s  l e c t i o n n    a    t    e n l e v    ( e n r e g i s t r e m e n t   a u t o ) 	 A k t u e l l e r   K a n a l   w u r d e   e n t f e r n t   ( a u t o m .   s p e i c h e r n ) 	 "5:CI89  :0=0;  C40;5=  ( 02B>A>E@0=5=85) 	 I l   c a n a l e   c o r r e n t e      s t a t o   r i m o s s o   ( s a l v a t a g g i o   a u t o m a t i c o ) 	 *E  '2'D)  'DBF'H'*  E-'DJ)( -A8  #DJ  ) 	 O   c a n a l   a c t u a l   f o i   r e m o v i d o   ( g r a v a   o   a u t o m  t i c a ) 	 M e v c u t   k a n a l   k a l d 1r 1l d 1  ( o t o m a t i k   k a y d e d i y o r )   	    c h u y n   k  n h   a n g   p h  t   h i n   t i   ( t   n g   l u ) 	 S a l u r a n   a k t i f   d i h a p u s   ( p e n y i m p a n a n   o t o m a t i s ) 	 S a l u r a n   t e r k i n i   d i b u a n g ( a u t o   s i m p a n ) 	 5	0	M	$	.	>	(	  	H	(	2	  9		>	  &	?	/	>	  	/	>	  9	H	  ( 8	M	5	$	:   8	G	5	?			) 	 	 	 	 A z   a k t u  l i s   c s a t o r n a   e l t  v o l  t v a   ( a u t o .   m e n t  s ) 	 	 	 	 H u i d i g e   k a n a a l   i s   v e r w i j d e r d   ( a u t o m a t i s c h   o p s l a a n ) 	 	 	 C a n a l u l   c u r e n t   a   f o s t   e l i m i n a t   ( s a l v a r e   a u t o m a t ) 	 	 	       (   ' ) 	 	 	 'F'D  A9D  -0A  4/G  '3*  ( 0.1G  .H/'1) 	 	 	 										  									  					  				  					  ( 			  					) 	 	 	 	 







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) 	       (   ) 	 I s h a n e l i   y a m a n j e   i k h i s h i w e ( a u t o   s a v i n g ) 	 I j e l o   l a n g o k u   l i s u s i w e ( i y a g c i n a   n g o k u z e n z e k e l a y o ) 	 I d h a a   y a   s a s a   i m e o n d o l e w a   ( h i f a d h i   o t o m a t i ) 	 H u i d i g e   k a n a a l   i s   v e r w y d e r   ( o u t o m a t i e s e   b e r g ) 	 E s a m a s   k a n a l a s   p a aa l i n t a s   ( a u t o m a t i n i s   /r a ay m a s ) 	 P a ar e i z j a i s   k a n l s   i r   a i z v k t s ( a u t o m t i s k   s a g l a b aa n a ) 	 P r a e g u n e   k a n a l   o n   e e m a l d a t u d   ( a u t o m a a t n e   s a l v e s t a m i n e ) 	 8viako  alkh  pe|a~an  g  ( a~x  zapzavxt) 	           	 C a n a l u l   c u r e n t   a   f o s t   e l i m i n a t   ( s a l v a r e   a u t o m a t ) 	 (
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 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ R E C O R D E R _ S T O P P E D 	 T D M B 	 P O P U P 	 r e c o r d e r s t o p p e d 	 M o b i l e   T V   r e c o r d e r   i s   s t o p p e d 	 LRq_]\Pbk	 yR5uƉU_P]\Pbk	 @#7H-16  T V   @%7H-5H+"8	 G r a b a d o r   m  v i l   d e   t e l e v i s o r   d e t e n i d o 	 L  e n r e g i s t r e u r   d e   T V   p o r t a b l e   e s t   a r r  t  	 M o b i l - T V - R e k o r d e r   w u r d e   g e s t o p p t 	 0?8AL  <>18;L=>3>  "  ?@8>AB0=>2;5=0	 I l   r e g i s t r a t o r e   m o b i l e   T V      s t a t o   a r r e s t a t o 	 E3,D  'D*DA2JHF  'D,H'D  E*HBA	 O   g r a v a d o r   d e   t e l e v i s  o   m  v e l   f o i   p a r a d o 	 M o b i l   T V   k a y d e d i c i s i   d u r d u r u l d u   	 M  y   q u a y   c a   T V   d i   n g      d n g 	 P e r e k a m   T V   P o n s e l   t e r h e n t i 	 P e r a k a m   T V   M u d a h   A l i h   d i h e n t i k a n 	 .	K	,	>		2	  	@	5	@	  0	?		I	0	M	!	0	  0	K		>	  	/	>		 	 	 	 M o b i l   T V   r  g z  t Q  l e  l l  t v a 	 	 	 	 M o b i e l e   t e l e v i s i e r e c o r d e r   i s   g e s t o p t 	 	 	 A p l i c a ci a   d e    n r e g i s t r a r e   M o b i l e   T V   a   f o s t    n t r e r u p t 	 	 	   - M o b i l e   T V     	 	 	 6(7  FF/G  GE1'G- *DH2HF  E*HBA  4/G  '3*	 	 	 						  				  										  						  				  						 	 	 	 





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	       	 I r e k h o d a   y e - M o b i l e   T V   i m i s i w e 	 I s i s h i c i l e l i   s e m o b h a y l   t v   s i m i s e w e 	 K i r e k o d i   r u n u n u   y a   T V   k i m e s i m a m i s h w a 	 S e l f o o n - T V - o p n a m e   i s   g e s t o p 	 S u s t a b d y t a s   m o b i l u s i s   t e l e v i z o r i a u s   /r a ay m o   /r e n g i n y s 	 M o b i l   T V   i e r a k s t a   i e r +c e   i r   a p t u r t a 	 M o b i l e   T V   s a l v e s t a j a   o n   s e i s a t u d 	 Gajaoav  T V   qauvackyk  awmaavh  hvdpa~an  g	   -   	 A p l i c a ci a   d e    n r e g i s t r a r e   M o b i l e   T V   a   f o s t    n t r e r u p t 	 .
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	 .K,>2  ?-?  0G0M!0  ,(M&  9G2>	 I n c i z u e s i   I   M o b i l e   T V   k a   n d a l u r 	 						  T V   								  				  					 	 	 	 	 	 	 	 G r a v a d o r   d e   T V   m  v e l      p a r a d o 	 	 	 	 	 	 	 	 T e l e b i s t a   m u g i k o r r a r e n   g r a b a t z a i l e a   g e l d i t u   e g i n   d a 	 A n g   m o b i l e   n a   r e c o r d e r   n g   T V   a y   h i n i n t o 	 A   g r a v a d o r a   d e   T V   m  b i l   e s t    d e t i d a 	 A k w s l a   n d e k   T V   m b u g h a r 	 T    a n   t a i f e a d  n   M o b i l e   T V   s t a d t a 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ B A D _ R E C E P T I O N 	 T D M B 	 M T V _ H I N T 	 B A D R E C E P T I O N 	 B a d   r e c e p t i o n 	 
_
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No	 2##1D!H5	 M a l a   r e c e p c i  n 	 M a u v a i s e   r  c e p t i o n 	 S c h l e c h t e r   E m p f a n g 	 ;>E>9  ?@85<	 R i c e z i o n e   e r r a t a 	 '4'1)  DJ3  ,J/'	 M    r e c e p   o 	 K  t    a l 1m   	 T  n   h i u   k h  n g   t  t 	 P e n e r i m a a n   b u r u k 	 P e n e r i m a a n   r o s a k 	 	0	>	,	  0	?	8	G	*	M	6	(		 	 	 	 G y e n g e   v  t e l 	 	 	 	 S l e c h t e   o n t v a n g s t 	 	 	 R e c e p ci e   s l a b 	 	 	   	 	 	 /1'A*  (/	 	 	 					  					  						 	 	 	 



  







	   	 I - r e c e p t i o n   e m b i 	 U l w a m k e l o   o l u b i 	 U p o k e a j i   m b a y a 	 S w a k   o n t v a n g s 	 B l o g a s   g a v i m a s 	 S l i k t a   u z t v e r aa n a 	 S i g n a a l i   v a s t u v  t t   h  i r i t u d 	 9xul  hvdxvxt	   	 R e c e p ci e   s l a b 	 .
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 	 0>*  *M0>*M$0M$M$>	 P r i t j a   e   k e q e 	 									  					 	 	 	 	 	 	 	 R e c e p   o   r u i m 	 	 	 	 	 	 	 	 H a r m e n   k a x k a r r a 	 M a s a m a n g   r e c e p t i o n 	 M a l a   r e c e p c i  n 	 N n a t a   a d g h   m m a 	 D r o c h g h l a c a d h 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ S A V E _ U N S A V E D _ R E C O R D I N G 	 T D M B 	 P O P U P C O N F I R M 	 S a v e U n s a v e d 	 S a v e   u n s a v e d   r e c o r d i n g ? 	 2QX[*g2QX[q_	 OX[*gOX[U_P	 1@G*4H5H165H"1D!H1@G+#7-D!H? 	  G u a r d a r   g r a b a c i  n   n o   g u a r d a d a ? 	 E n r e g i s t r e r   l  e n r e g i s t r e m e n t   n o n   e n r e g i s t r   ? 	 N i c h t   g e s p e i c h e r t e   A u f n a h m e   s p e i c h e r n ? 	 !>E@0=8BL  70?8AL? 	 S a l v a r e   r e g i s t r a z i o n e   n o n   s a l v a t a ? 	 -A8  3,D  'D0J  DE  J-A8  9DJG	 G u a r d a r   g r a v a   e s   p o r   g u a r d a r ? 	 K a y d e d i l m e m i _  k a y 1t   k a y d e d i l s i n   m i ?   	 L u   t p   g h i   h  n h   c h a   l u   n  y   k h  n g ? 	 S i m p a n   r e k a m a n   y a n g   b e l u m   t e r s i m p a n ? 	 S i m p a n   r a k a m a n   b e l u m   d i s i m p a n ? 	 ,	?	(	>	  8	G	5	  	@	  		  0	G		I	0	M	!	?			  	K	  8	G	5	  	0	G		? 	 	 	 	 M e n t i   a   n e m   m e n t e t t   f e l v  t e l t ? 	 	 	 	 N o g   n i e t   o p g e s l a g e n   o p n a m e   o p s l a a n ? 	 	 	 S a l v a ci    n r e g i s t r r i l e   n e s a l v a t e ? 	 	 	       ? 	 	 	 B79G  6(7  4/G  0.1G  F4/G  0.1G  4H/	 	 	 						  			  								  				  					? 	 	 	 	 

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? 	 8M_  9K(%?,>  0G0M!?  8M_  0?,G? 	 R u a j   i n c i z i m i n   e   p a r u a j t u r ? 	 									  								  							  				 	 	 	 	 	 	 	 S a l v a r   g r a v a   o   n  o   s a l v a ? 	 	 	 	 	 	 	 	 G o r d e   g a b e k o   g r a b a k e t a   g o r d e ? 	 I - s a v e   a n g   h i n d i   n a i - s a v e   n a   r e c o r d i n g ? 	 G a r d a r   g r a v a c i  n   n o n   g a r d a d a s ? 	 D o k w a a   n d e k   e d o k w a g h ? 	 S  b h  i l   t a i f e a d a d h   n e a m h s h  b h  i l t e ? 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ S A V I N G _ F A I L 	 T D M B 	 P O P U P 	 m t v r e c o r d f a i l 	 M o b i l e   T V :   f a i l e d   t o   s a v e 	 LR  2QX[1YWe	 yR5uƉ  OX[1Y%	 T V   @%7H-5H:   %I!@+%'C2#1@G	 T e l e v i s o r   m  v i l :   N o   s e   p u d o   g u a r d a r 	 T V   p o r t a b l e  :    c h e c   d ' e n r e g i s t r e m e n t 	 M o b i l - T V :   S p e i c h e r n   f e h l g e s c h l a g e n 	 >18;L=>5  ":   A>E@0=8BL  =5  C40;>AL	 T V   m o b i l e :   s a l v a t a g g i o   f a l l i t o 	 *DA2JHF  'D,H'D:   A4D  AJ  'D-A8	 T e l e v i s  o   m  v e l :   n  o   f o i   p o s s  v e l   g u a r d a r 	 M o b i l   T V :   k a y d e d i l e m e d i   	 T V   d i   n g :     l u   t h t   b i 	 T V   P o n s e l :   g a g a l   m e n y i m p a n 	 T V   M u d a h   A l i h :   g a g a l   m e n y i m p a n 	 .	K	,	>		2	  	@	5	@	:   *	C	7	M	 	-	B	.	?	  8	G	5	  	0	(	G	  .	G		  	8	+	2		 	 	 	 M o b i l   T V :   s i k e r t e l e n   m e n t  s 	 	 	 	 M o b i e l e   t e l e v i s i e :   o p s l a a n   m i s l u k t 	 	 	 M o b i l e   T V :   s a l v a r e a   n u   a   r e u _i t 	 	 	 M o b i l e   T V :     	 	 	 GE1'G- *DH2HF:   0.1G  F'EHAB  (H/	 	 	 						  				:   				  				  							 	 	 	 





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	   :     	 I - M o b i l e   T V :   k u h l u l e k i l e   u k u g c i n a 	 I m o b h a y l   T V :   i p h a n z i l e   u k u g c i n a 	 T v   y a   r u n u n u :   i m e s h i n d w a   k u h i f a d h i 	 S e l f o o n - T V :   h e t   n i e   g e b e r g   n i e 	 M o b i l u s i s   t e l e v i z o r i u s :   n e p a v y k o   /r a ay t i 	 M o b i l - T V :   n e i z d e v s   s a g l a b t 	 M o b i l e   T V :   s a l v e s t a m i n e   n u r j u s 	 Gajaoav  T V .   zapzavxth  qamxr~e	   :       	 M o b i l e   T V :   s a l v a r e   n e r e u _i t 	 .
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 
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 S T R _ I N D I C A L _ R A M _ N A V M I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 R a m   N a v m i 	 R a m   N a v m i 	 s	 sދue	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	  0<  02<8	 R a m   N a v m i 	 1'E  F'AEJ	 R a m   N a v m i 	 R a m   N a v m i   	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	 0	>	.	  (	5	.	@		 	 	 	 R a m   N a v m i 	 	 	 	 R a m   N a v m i 	 	 	 R a m   N a v m i 	 	 	 R a m   N a v m i 	 	 0	>	.	  (	5	.	@		 1'E  F'HE	 	 	 			  					 0
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.
  (
L
.
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	 	 	 


  



	   	 I - R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v m i 	 Lat  Fa~tk	   	 R a m   N a v m i 	 0
>
.
  (
5
.
?
	 0>.  (,.@	 R a m   N a v m i 	 			  					 	 	 	 	 	 R a m   N a v m i 	 	 R a m   N a v m i 	 	 	 	 	 	 	 	 R a m   N a v m i 	 R a m   N a v m i 	 R a m   N a v a m i 	 R a m   n a n m i 	 R a m   N a v m i 
 
 S T R _ I N D I C A L _ G A N E S H _ C H A T U R T H I 	 I N D I C A L 	 T I T L E ,   I C O N T E X T 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 a-^y,{V	 a4Y^y,{V	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 0=5H0  '0BC@BE8	 G a n e s h   C h a t u r t h i 	 ,'FJ4  *4'*H1+J	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 	#	G	6	  	$	A	0	M	%	@		 	 	 	 G a n e s h   C h a t u r t h i 	 	 	 	 G a n e s h   C h a t u r t h i 	 	 	 G a n e s h   C h a t u r t h i 	 	 	 G a n e s h   C h a t u r t h i 	 	 	#	G	6	  	$	A	0	M	%	@		 'F4  '*H1*	 	 	 				  								 
#
G
6
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	 	 	 



  






	   	 I - G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 3avew  Iaxk	   	 G a n e s h   C h a t u r t h i 	 
#
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 $
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	 #G7  $A0M%@	 G a n e s h   C h a t u r t h i 	 				  							  	 	 	 	 	 	 G a n e s h   C h a t u r t h i 	 	 G a n e s h   C h a t u r t h i 	 	 	 	 	 	 	 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   C h a t u r t h i 	 G a n e s h   c h a t u r t h i 	 G a n e s h   C h a t u r t h i 
 
 S T R _ I N D I C A L _ R A M _ N A V M I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 R a m   N a v m i   d e t a i l s 	 R a m   N a v m i   f a l l s   o n   t h e   n i n t h   d a y   o f   t h e   H i n d u   l u n a r   y e a r   a n d   c e l e b r a t e d   a s   t h e   b i r t h d a y   o f   S h r i   R a m .   L o r d   R a m   w a s   t h e   s e v e n t h   i n c a r n a t i o n   o f   L o r d   V i s h n u ,   w h o   t a k e s   b i r t h   o n   e a r t h   w h e n   A d h a r m a   o v e r   r u l e s   D h a r m a .   L o r d   R a m   w a s   b o r n   o n   e a r t h   t o   d e s t r o y   t h e   d e m o n   n a m e d   R a v a n .   O n   t h i s   d a y ,   H i n d u s   d o   f a s t   o r   r e s t r i c t   t h e m s e l v e s   t o   a   s p e c i f i c   d i e t   a n d   p e r f o r m   w o r s h i p .   T e m p l e s   a r e   d e c o r a t e d   a n d   r e a d i n g s   o f   t h e   R a m a y a n a   t a k e   p l a c e .   A l o n g   w i t h   S h r i   R a m ,   p e o p l e   a l s o   w o r s h i p   S i t a   m a t a ,   w i f e   o f   S h r i   R a m . 	 pS^f,{]N)Y/fsva]ysvue0s/fkotY^yv,{NR(WveckKNNMueNN0sMuCN/fpNmnTsbt0(W N)YpS^Nva]y0Lyr%RvKbOOIY^y0^[g	g|_vHOnNPgidM0dNOIYsKNYNP_Ng NTOIY`YvTsvYP[0	 pS^S,{]N)Y/fWidދue^]yWidvue0Wid/fkntY^yv,{NR(WvNckKNNMuNNN0WidMuCN/f:NNmmpTsbt0(Wُ N)YpS^N^]y0Lyr+RvebegOIY^y0^[O	g|_v^nNNgWidM0dNOIYWidKNYNN_NO NTOIY`YvTWidvYP[0	 #2!  '!5  @G'15H@I2-51#4.49  A%0@	%4!	%-C205H@G'1@4-
#5  #2!    #0#2!@G#H2845H  7   -#0'4)8  6H@46I!2B%C"2!5H-##!#-##!0  #0#2!@46IB%@7H-3%2"-*9#5H
7H-#2'1  C'15I  
2'.490--2+2#  A%032#*12#0  0!52#AH'1A%0-H2#0'1463@4-#2!2"0    @5"9HD1
#4  #2!  -25I  9I"1*12#0*42  !22  6H@G ##"2-
#5  #2!-5I'"	 R a m   N a v a m i   c a e   e n   e l   n o v e n o   d  a   d e l   a  o   l u n a r   h i n d    y   s e   c e l e b r a   e l   c u m p l e a  o s   d e l   S e  o r   R a m a .   E l   S e  o r   R a m a   f u e   l a   s  p t i m a   e n c a r n a c i  n   d e l   S e  o r   V i s h n u ,   q u i e n   n a c i    e n   l a   t i e r r a   c u a n d o   A d h a r m a   g o b e r n a b a   e n   D h a r m a .   E l   S e  o r   R a m a   n a c i    e n   l a   t i e r r a   p a r a   d e s t r u i r   e l   d e m o n i o   l l a m a d o   R a v a n .   E n   e s t e   d  a ,   l o s   h i n d  e s   a y u n a n   o   s e   r e s t r i n g e n   a   u n a   d i e t a   e s p e c  f i c a   y   r e a l i z a n   a d o r a c i o n e s .   L o s   t e m p l o s   s e   d e c o r a n   y   s e   r e a l i z a n   l e c t u r a s   d e l   R a m a y a n a .   C o n j u n t a m a n t e   c o n   e l   S e  o r   R a m a ,   l a s   p e r s o n a s   t a m b i  n   a d 	 R a m   N a v a m i   a   l i e u   l e   n e u v i  m e   j o u r   d e   l  a n n  e   l u n a i r e   h i n d o u   e t   c o m m  m o r e   l  a n n i v e r s a i r e   d e   S h r e e   R a m .   L o r d   R a m   f u t   l a   s e p t i  m e   i n c a r n a t i o n   d e   L o r d   V i s h n u ,   q u i   a   v u   l e   j o u r   s u r   t e r r e   l o r s q u e   A d h a r m a   a   r e j e t    D h a r m a .   L o r d   R a m   e s t   n    s u r   t e r r e   p o u r   a n  a n t i r   l e   d  m o n   a p p e l    R a v a n .   C e   j o u r - l  ,   l e s   h i n d o u s   d o i v e n t   s e   r e s t r e i n d r e      u n   r  g i m e   e t   s e   v o u e r      l a   v  n  r a t i o n .   L e s   t e m p l e s   s o n t   d  c o r  s   e t   d e s   l e c t u r e s   d u   R a m a y a n a   s o n t   f a i t e s .   O u t r e   S h r i   R a m ,   l e   p e u p l e   v  n  r e    g a l e m e n t   S i t a   m a t a ,   l   p o u s e   d e   	 R a m   N a v a m i   f  l l t   a u f   d e n   n e u n t e n   T a g   d e s   h i n d u i s t i s c h e n   M o n d j a h r e s   u n d   w i r d   a l s   G e b u r t s t a g   v o n   S h r i   R a m   g e f e i e r t .   D e r   G o t t   R a m   w a r   d i e   s i e b e n t e   I n k a r n a t i o n   d e s   G o t t e s   V i s h n u ,   d e r   a u f   d e r   E r d e   g e b o r e n   w i r d ,   a l s   A d h a r m a    b e r   D h a r m a   r e g i e r t e .   D e r   G o t t   R a m   w u r d e   a u f   d e r   E r d e   g e b o r e n ,   u m   d e n   D  m o n e n   n a m e n s   R a v a n   z u   v e r n i c h t e n .   A n   d i e s e m   T a g   f a s t e n   H i n d u s   o d e r   b e s c h r  n k e n   s i c h   a u f   b e s t i m m t e   S p e i s e n   u n d   v o l l z i e h e n   A n b e t u n g e n .   D i e   T e m p e l   s i n d   g e s c h m  c k t   u n d   d a s   R a m a y a n a   w i r d   g e l e s e n .   N e b e n   S h r i   R a   b e t e 	 '5@57  2>A5<L  4=59  ?>A;5  C3048,   8;8  =0  452OBK9  45=L  A25B;>9  ?>;>28=K  <5AOF0  '09B@0,   =0ABC?05B  45=L  @>645=8O  (0@8   0<K?    >4=>3>  87  A0<KE  8725AB=KE  8  ?>G8B05<KE  2>?;>I5=89  5;8:>3>  8H=C.   !G8B05BAO,   GB>   0<0  @>48;AO  2  ?>;45=L.   5@CNI85  4>;6=K  A>1;N40BL  ?>AB,   ?>:;>=OBLAO   0<5  2  A?5F80;L=>  ?>43>B>2;5==KE  E@0<0E,   G8B0BL   0<0<0=B@C  8  1>4@AB2>20BL  2AN  =>GL. 	 N o v e   g i o r n i   o l t r e   i l   t e r m i n e   d e l l ' a n n o   l u n a r e   H i n d u   c a d e   i l   R a m   N a v a m i ,   c e l e b r a t o   c o m e   c o m p l e a n n o   d i   S h r e e   R a m .   L o r d   R a m   f u   l a   s e t t i m a   i n c a r n a z i n e   d i   L o r d     V i s h n u   c h e   v e n n e   s u l l a   t e r r a   q u a n d o   D h a r m a   e r a   s o t t o   i l   d o m i n i o   d i   A d h a r m a .   L o r d   R a m   n a c q u e   p e r   d i s t r u g g e r e   i l   d e m o n e   c h i a m a t o   R a v a n .   I n   q u e s t o   g i o r n o ,   g l i   H i n d u   d i g i u n a n o   o   s e g u o n o   u n a   p a r t i c o l a r e   d i e t a   p e r   a d o r a r e   e   r e n d e r e   o m a g g i o   a   R a m a .   N e i   t e m p l i   d e c o r a t i   s i   l e g g o n o   l e   s c r i t t u r e   d i   R a m a y a n .   O l t r e   a   S h r e e   R a m ,   l a   p o p o l a z i o n e   l o c a l e   v e n e 	 JH'AB  " 1'E  F'AEJ"   'DJHE  'D*'39  EF  'D9'E  'DBE1J  'DGF/H3J  HJO-*NAD  (G  (EF'3()  JHE  EJD'/  " 41J  1'E" .   H" 'DDH1/  1'E"   GH  3'(9  EF  J*,3/  (G  " 'DDH1/  AJ4FH"   'D0J  HODQP/  9DI  'D#16  9F/E'  A16  " #/G'1E'"   FAH0G  9DI  " /G'1E'" .   HODQP/  'DDH1/  1'E  9DI  CHC(  'D#16  DJ-7E  'D4J7'F  'D0J  JO3EI  " 1'A'F" .   HAJ  G0'  'DJHE  J5HE  'DGF/H3  #H  JD*2EHF  (F8'E  :0'&J  .'5  HJ$/HF  7BH3  9('/'*GE  H**2JF  'DE9'(/  HJBHEHF  (B1'!)  'D@  " 1'E'J'F'" .   HDD9DE  A%FG  ('D%6'A)  %DI  " 41J  1'E"   J9(/  'DF'3  #J6K'  " 3J*'  E'*'"   2H,)  " 41J  1'E" . 	 R a m   N a v a m i   c e l e b r a - s e   n o   n o n o   d i a   d o   a n o   l u n a r   h i n d u   e   f e s t e j a   o   n a s c i m e n t o   d e   S h r i   R a m .   O   D e u s   R a m   f o i   a   s  t i m a   e n c a r n a   o   d o   D e u s   V i s h n u ,   q u e   n a s c e   n a   T e r r a   q u a n d o   A d h a r m a   v e n c e   D h a r m a .   R a m   n a s c e u   n a   T e r r a   p a r a   d e s t r u i r   o   d e m  n i o   R a v a n .   N e s t e   d i a ,   o s   H i n d u s   j e j u a m   o u   s e g u e m   u m a   d i e t a   r i g o r o s a   e   p r e s t a m   a d o r a   o .   O s   t e m p l o s   s  o   d e c o r a d o s   e   h    l e i t u r a s   d o   R a m a y a n a .   J u n t a m e n t e   c o m   S h r i   R a m ,   t a m b  m   s e   a d o r a   S i t a   m a t a ,   e s p o s a   d e   S h r i   R a m . 	 R a m   N a v m i   H i n t   a y   y 1l 1n 1n   d o k u z u n c u   g  n  n e   d  _e r   v e   S h r i   R a m ' 1n   d o u m   g  n    o l a r a k   k u t l a n 1r .     L o r d   R a m ,   A d h a r m a   D h a r m a ' y 1  y  n e t i r k e n   d  n y a y a   d o a n   L o r d   V i s h n u ' n u n   y e d i n c i   r e e n k a r n a s y o n u d u r .   L o r d   R a m   d  n y a y a   R a v a n   a d l 1  _e y t a n 1  y o k   e t m e k   i  i n   g e l m i _t i r .   B u   g  n d e ,   H i n t l i l e r   o r u    t u t a r   v e y a   b e l i r l i   b i r   d i y e t l e   k e n d i l e r i n i   s 1n 1r l a r   v e   i b a d e t   e d e r l e r .   T a p 1n a k l a r   d e k o r e   e d i l i r   v e   R a m a y a n a ' n 1n    r e t i l e r i   t e k r a r l a n 1r .   S h r i   R a m   i l e   b i r l i k t e ,   i n s a n l a r   a y n 1  z a m a n d a   S h r i   R a m ' 1n   k a r 1s 1  o l a n   S i t a   m a t a ' y a   d a   i b 	 R a m   N a v m i   r i   v  o   n g  y   t h   c h  n   c a    m   l c h   H i n u   v    c   k   n i m   n h   l    n g  y   s i n h   c a   S h r i   R a m .   T h n   R a m   c   c o i   l    h i n   t h  n   t h   b y   c a   T h n   V i s h n u ,   n g i      s i n h   c o n   t r  n   t r  i   t   k h i   A d h a r m a   c a i   t r   D h a r m a .   T h n   R a m   c   s i n h   r a   t r  n   t r  i   t     t i  u   d i t   q u   R a v a n .   V  o   n g  y   n  y ,   t  n     H i n u   n h n   n   h o c   n   t h e o   m t   c h     c   b i t   v    c   h  n h   n g h i   l .   C  c   n   t h   c   t r a n g   t r    v    s   d i n   r a   c  c   b u i   c   s   t h i   R a m a y a n a .   N g o  i   S h r i   R a m ,   t  n     c  n   t h   S i t a   m a t a ,   v   c a   S h r i   R a m . 	 R a m   N a v m i   j a t u h   p a d a   h a r i   k e s e m b i l a n   t a h u n   m a t a h a r i   H i n d u   d a n   d i r a y a k a n   s e b a g a i   u l a n g   t a h u n   S r i   R a m a .   R a j a   R a m a   a d a l a h   i n k a r n a s i   k e t u j u h   d a r i   D e w a   W i s n u ,   y a n g   d i l a h i r k a n   k e   d u n i a   s a a t   K e j a h a t a n   m e n g u a s a i   K e b a i k a n .   R a j a   R a m a   d i l a h i r k a n   k e   d u n i a   u n t u k   m e n g h a n c u r k a n   i b l i s   b e r n a m a   R a h w a n a .   P a d a   h a r i   i n i ,   u m a t   H i n d u   m e n j a l a n k a n   p u a s a   a t a u   m e m b a t a s i   d i r i   u n t u k   d i e t   k h u s u s   d a n   b e r s e m b a h y a n g .   K u i l   d i d e k o r a s i   d a n   p e m b a c a a n   R a m a y a n a   d i l a n g s u n g k a n .   S e l a i n   S r i   R a m a ,   m a s y a r a k a t   j u g a   m e m u j a   S i t a   m a t a   y a n g   m e 	 R a m   N a v a m i   j a t u h   p a d a   h a r i   k e s e m b i l a n   t a h u n   q a m a r i   H i n d u   d a n   d i r a i k a n   s e b a g a i   h a r i   j a d i   S r i   R a m a .   D e w a   R a m a   i a l a h   j e l m a a n   k e t u j u h   V i s h n u ,   y a n g   d i l a h i r k a n   d i   b u m i   a p a b i l a   A d h a r m a   m e n g a t a s i   D h a r m a .   D e w a   R a m a   d i l a h i r k a n   d i   b u m i   u n t u k   m e n g h a p u s k a n   r a k s a k s a   b e r n a m a   R a v a n a .   P a d a   h a r i   i n i ,   u m a t   H i n d u   b e r p u a s a   a t a u   m e n g h a d k a n   d i r i   m e r e k a   k e p a d a   d i e t   k h a s   d a n   m e l a k u k a n   p e n y e m b a h a n .   K u i l   d i h i a s   d a n   e p i k   R a m a y a n a   d i b a c a .   B e r s a m a - s a m a   d e n g a n   S r i   R a m a ,   o r a n g   r a m a i   j u g a   m e n y e m b a h   S i t a   m a t a ,   i s t e r i   S r i   R a m a .   	 9	?	(	M	&	B	  	(	M	&	M	0	  .	>	8	  5	0	M	7	  	G	  (	L	5	G		  &	?	(	  0	>	.	(	5	.	@	  9	K	$	@	  9	H	  	0	  		8	  &	?	(	  6	M	0	@	  0	>	.	  	>	  	(	M	.	&	?	(	  9	K	$	>	  9	H	d	  6	M	0	@	  0	>	.	  -		5	>	(	  5	?	7	M	#	A	  	G	  8	>	$	5	G		  	5	$	>	0	  9	H	  	K	  '	0	$	@	  *	0	,   	'	0	M	.	  	G	  '	0	M	.	  *	0	  9	>	5	@	  9	K	  	>	(	G	  *	0	  	(	M	.	  2	G	$	G	  9	H		d	  -		5	>	(	  0	>	.	  '	0	$	@	  *	0	  0	>	5	#	  (	>	.	  	G	  0	>		M	7	8	  	>	  		$	  	0	(	G	  	G	  2	?		  		$	M	*	(	M	(	  9	A		  %	G	d	  	8	&	?	(	,   9	?	(	M	&	B	  2	K		  		*	5	>	8	  0		$	G	  9	H	  /	>	  	G	5	2	  5	?	6	?	7	M		  -	K		(	  	>	$	G	  9	H	  	0	  *	B		>	  	0	$	G	  9	H	,   .		&	?	0	  8		>		  	>	$	G	  9	H		  	0	  0	>	.	>	/	#	  	>	  *	>	 	  	?	/	>	  	>	$	>	  9	H	d	  0	>	.	  	G	  8	>	%	- 8	>	%	  2	K		  6	M	0	@	  0	>	.	  	@	  '	0	M	.	*	$	M	(	@	,   8	@	$	>	  .	>	$	>	  	@	  -	@	  *	B		>	  	0	$	G	  9	H		d	  	 	 	 	 R a m   N a v m i   a   h i n d u   h o l d  v   k i l e n c e d i k   n a p j  r a   e s i k    s   S r    R a m   s z  l e t  s n a p j a k  n t    n n e p l i k .   R a m   i s t e n s  g   V i s h n u   i s t e n s  g   h e t e d i k   i n k a r n  c i  j a ,   a k i   a k k o r   s z  l e t i k   m e g   a   F  l d  n ,   a m i k o r   A d h a r m a   l e g y Qz i   D h a r m  t .   R a m   i s t e n s  g   a z  r t   s z  l e t i k   m e g   a   F  l d  n ,   h o g y   l e g y Qz z e   a   R a v a n   n e v q  d  m o n t .   E z e n   a   n a p o n   a   h i n d u k   k o p l a l n a k   v a g y   s z i g o r     t r e n d e t   k  v e t n e k    s   i s t e n t i s z t e l e t e t   t a r t a n a k .   A   t e m p l o m o k a t   f e l d  s z  t i k    s   f e l o l v a s  s t   t a r t a n a k   a   R a m a y a n  b  l .   S r    R a m   m e l l e t t   a z   e m b e r e k   S i t a   m a t  t ,   S r    R a m   f e l e s  g  t   i s   	 	 	 	 R a m   N a v m i   v a l t   o p   d e   n e g e n d e   d a g   v a n   d e   H i n d o e m a a n k a l e n d e r   e n   w o r d t   g e v i e r d   a l s   d e   v e r j a a r d a g   v a n   S r i   R a m a .   D e   H e e r   R a m a   i s   d e   z e v e n d e   a v a t a r a   v a n   d e   h e e r   V i s j n o e ,   d i e   p l a a t s v i n d t   a l s   A d h a r m a   o v e r   D h a r m a   r e g e e r t .   D e   h e e r   R a m a   w e r d   o p   a a r d e   g e b o r e n   o m   d e   d e m o n   R a v a n   t e   v e r n i e t i g e n .   T o t   d e z e   d a g   v a s t e n   H i n d o e s   o f   b e p e r k e n   z e   z i c h   t o t   e e n   s p e c i f i e k   d i e e t   e n   a a n b i d d e n   z e .   D e   t e m p e l s   w o r d e n   g e d e c o r e e r d   e n   d e   R a m a y a n a   w o r d t   g e l e z e n .     S a m e n   m e t   S r i   R a m a   a a n b i d d e n   z e   S i t a   M a t a ,   d e   v r o u w   v a n   S r i   R a m a . 	 	 	 R a m   N a v a m i   e s t e   a   n o u a   z i   a   a n u l u i   h i n d u s   _i   r e p r e z i n t   d a t a   s r b t o r i r i i   n a _t e r i i   l u i   S h r i   R a m a .   Z e u l   R a m a   a   f o s t   a   _a p t e a   r e  n c a r n a r e   a   z e u l u i   V i s h n u ,   c a r e   s - a   n s c u t   c  n d   p e   p m  n t   d o m n e a   A d h a r m a   ( V i c i u l )   a s u p r a   D h a r m e i   ( V i r t u ci i ) .   Z e u l   R a m a   s - a   n s c u t   p e   p m  n t   p e n t r u   a   d i s t r u g e   u n   d e m o n   n u m i t   R a v a n a .    n   a c e a s t   z i ,   h i n d u _i i   p o s t e s c   s a u   s e   l i m i t e a z   l a   o   d i e t   s p e c i f i c   _i   s e   r o a g .   T e m p l e l e   s u n t   d e c o r a t e   _i   s e   c i t e _t e   d i n   R a m a y a n a .    n   a f a r   d e   S h r i   R a m a ,   o a m e n i i   o   v e n e r e a z   _i   p e   S h r i   m a t a 	 	 	                             .                 ,                   .                         .     ,                   ,     .             .       ,           ,         . 	 	 	A	"	@	*	>	!	5	M	/	>	(		$	0	  	 	  &	?	5	8	>		(	@	  	?		5	>	  	H	$	M	0	  6	A	&	M	'	  (	5	.	@	2	>	  6	M	0	@	0	>	.	>			>	  	(	M	.	&	?	5	8	.   6	M	0	@	0	>	.	  .	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.  	                   ,                   ,   .           .         ,                   ,           . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 R a m   N a v a m i   v a l   o p   d i e   n e g e n d e   d a g   v a n   d i e   H i n d o e - m a a n j a a r   e n   w o r d   a s   d i e   v e r j a a r d a g   v a n   S h r i   R a m   g e v i e r .   D i e   H e e r   R a m   w a s   d i e   s e w e n d e   i n k a r n a s i e   v a n   d i e   H e e r   V i s h n u ,   w a t   o p   a a r d e   g e b o r e   i s   t o e   A d h a r m a   o o r   D h a r m a   g e h e e r s   h e t .   D i e   H e e r   R a m   i s   o p   a a r d e   g e b o r e   o m   d i e   d e m o o n   g e n a a m d   R a v a n   t e   v e r n i e t i g .   H i n d o e s   v a s   o p   h i e r d i e   d a g   o f   b e p e r k   h u l l e s e l f   t o t   ' n   s t r e n g   d i e e t   e n   a a n b i d .   T e m p e l s   w o r d   v e r s i e r   e n   v o o r l e s i n g   u i t   d i e   R a m a y a n a   v i n d   p l a a s .   B u i t e n   S h r i   R a m ,   a a n b i d   m e n s e   o o k   S i t a   m a t a ,   v r o u   v a n   S h r i 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 E i g h t   d a y s   a f t e r   Y u g a d i   o r   o n   t h e   n i n t h   d a y   o f   t h e   b r i g h t   h a l f   o f   t h e   m o n t h   o f   C h a i t r a ,   f a l l s   t h e   b i r t h d a y   o f   S r i   R a m a ,   o n e   o f   t h e   t w o   m o s t   p o p u l a r   a n d   h i g h l y   r e v e r e d   i n c a r n a t i o n s   o f   L o r d   V i s h n u .   R a m a   i s   s a i d   t o   h a v e   b e e n   b o r n   a t   n o o n .   T h e   v o t a r y   h a s   t o   c o n t i n u e   f a s t i n g ,   p e r f o r m   w o r s h i p   a n d   h o m a   t o   R a m a   i n   a n   i m a g e   i n s t a l l e d   i n   a   s p e c i a l l y   p r e p a r e d   s h r i n e ,   d o   j a p a   o f   R a m a m a n t r a   a n d   k e e p   v i g i l   i n   t h e   n i g h t . 	 	 	 R a m   N a v m i   b i e   n e   t e   n e n t e n   d i t e   t e   v i t i t   h e n o r   H i n d u   d h e   f e s t o h e t   s i   d i t e l i n d j a   e   S h r e e   R a m .   L o r d   R a m   i s h t e   i n k a r n i m i   I   s h t a t e   I   L o r d   v i s h n u ,   I   c i l i   m e r r   l i n d j e n   n e   t o k e   k u r   A d h a r m a   u d h e h e q   D h a r m a .   L o r d   R a m   k a   l i n d u r   n e   t o k e   t e   s h k a t e r r o j e   d e m o n i n   e   q u a j t u r   R a v a n .   N e   k e t e   d i t e ,   H i n d u s   a g j i n o j n e   d h e   m b a j n e   d i e t e   m e   d i s i p l i n e   d h e   f a l e n .     T e m p u j t   j a n e   d e k o r u a r   m e   l e x i m e   r r e t h   n d o d h i s e   t e   R a m a y a n a .     P e r g j a t e   S h r i   R a m   n j e r e z i t   n d e r o j n e   S i t a   m a t a ,   g r u a n   e   S h r e e   R a m .   	 							  						  					  				  			  						  			  			  								  							  				  				  			  			  			  				  							  					  						  					,   				  							  					  				  						  				  				  				  				  						  								  				  				  							  					  					  				  							  				  						  		  						  									  						  				  		  							  									  					  			  				  				  			  				  						  				  										  				  				  		  			  						  			  				  							  				  				  						  				  				  				  					 	 	 	 	 	 	 	 R a m   N a v m i   c a i   n o   n o n o   d i a   d o   a n o   l u n a r   h i n d u   e      c o m e m o r a d o   c o m o   o   a n i v e r s  r i o   d e   S h r i   R a m .   L o r d   R a m   f o i   a   s  t i m a   e n c a r n a   o   d e   L o r d   V i s h n u ,   q u e   n a s c e   n a   T e r r a   q u a n d o   A d h a r m a   d o m i n a   D h a r m a .   L o r d   R a m   n a s c e u   n a   T e r r a   p a r a   d e s t r u i r   o   d e m  n i o   c h a m a d o   R a v a n .   N e s t e   d i a ,   o s   h i n d u s   f a z e m   j e j u m   o u   r e s t r i n g e m - s e   a   u m a   d i e t a   e s p e c  f i c a   p a r a   o   c u l t o   r e l i g i o s o .   O s   t e m p l o s   s  o   d e c o r a d o s   e   s  o   f e i t a s   a s   l e i t u r a s   d e   R a m a y a n a .   J u n t a m e n t e   c o m   S h r i   R a m ,   a s   p e s s o a s   t a m b  m   c u l t u a m   S i t a   m a t a ,   e s p o s a   d e   S h r i   R a m . 	 	 	 	 	 	 	 	 R a m   N a v m i   i l a r g i   e g u t e g i   h i n d u a r e n   9 .   e g u n a   d a   e t a   S h r i   R a m - e n   u r t e b e t e t z e   b e z a l a   o s p a t z e n   d a .   R a m   J a u n a   V i s h n u   J a u n a r e n   7 .   B e r r i n k a r n a z i o a   d a .   H a u   A d h a r m a   b o t e r e r a   i r i s t e r a k o a n   j a i o   z e n .   R a m   J a u n a   R a v a n   i z e n e k o   d e a b r u a   s u n t s i t z e k o   j a i o   z e n .   E g u n   h o n e t a n ,   h i n d u a k   b a r a u - e g u n a   d u t e   e d o   j a k i   b a t z u k   e k i d i t e n   d i t u z t e ,   e t a   R a m   J a u n a   g u r t z e n   d u t e .   G u r l e k u a k   a p a i n d u   e g i t e n   d i t u z t e   e t a   R a m a y a n a   i r a k u r t z e n   d u t e .   S h r i   R a m e z   g a i n ,   h o n e n   e m a z t e   d e n   S i t a m a t a   e r e   g u r t z e n   d u t e . 	 A n g   R a m   N a v m i   a y   p u m a p a t a k   s a   i k a - s i y a m   n a   a r a w   s a   H i n d u   n a   l u n a r   n a   t a o n   a y   i p i n a g d i r i w a n g   b i l a n g   k a a r a n   n i   S h r i   R a m .   S i   L o r d   R a m   a y   a n g   i k a - p i t o n g   i n k a s n a s y o n   n i   L o r d   V i s h n u ,   n a   i p i n a n g a n g a n a k   s a   m u n d o   k a p a g   a n g   A d h a r m a   a y   n a m u m u n o   s a   D h a r m a .   S i   L o r d   R a m   a y   i p i n a n g a n a k   s a   m u n d o   u p a n g   s i r a i n   a n g   d e m o n y o n g   s i   R a v a n .   S a   a r a w   n a   i t o ,   a n g   m g a   H i n d u   a g   n a g p a - f a s t   o   n i l i l i m i t a h a n   a n g   s a r i l i   n i l a   s a   p a r t i k u l a r   n g   d i y e t a   a t   n a g s a s a g a w a   n g   p a g s a m b a .   A n g   m g a   t e m p l o   a y   d i n e d e k o r a s y u n a n   a t   a n g   m g a   p a b a s a   	 O   R a m a   N a v a m i      o   n o v e n o   d  a   d o   a n o   l u a r   h i n d    e   c e l e b r a   o   a n i v e r s a r i o   d e   R a m a .   R a m a   f o i   a   s  t i m a   e n c a r n a c i  n   d e   V i s h n u ,   q u e   n a c e   n a   t e r r a   c a n d o   A d h a r m a   v e n c e   a   D h a r m a .   R a m a   n a c e u   n a   t e r r a   p a r a   d e s t r u  r   o   d e m o   c h a m a d o   R a v a n .   N e s t e   d  a ,   o s   h i n d  s   x a x  a n   o u   s e   r e s t r i n x e n   a   u n h a   d i e t a   e   l e v a n   a c a b o   o   c u l t o .   O s   t e m p l o s   e s t  n   d e c o r a d o s   e   h a i   l e c t u r a s   d o   R a m a y a n a .   X u n t o   c o n   R a m a ,   a   x e n t e   t a m  n   a d o r a   a   S i t a ,   c  n x u x e   d e   R a m a . 	 R a m   N a n m i   o   d i k w a   i s i   o w a   H i n d u   a   c h e k w a   r a n a r   g a a   S h r i   R a m   n a   a   p u o   L o r d   V i s h n u   p i a   n k i k o t a   a g a g h i   A d h r m a   g a   p i a   D h a r m a .   L o r d   R a m   m e p e e   g a a   i p i n y e   L o r d   V i s h n u ,   m e   k w a   g u o   r u o   A d h a r m a   m e   t i n k w e   D h a r m a .   L o r d   R a m   a   d i k w a   e k w e n s i   a   a h a   R a v a n .   P i a   t i n y e   ,   H i n d u s   m e   g h a r i a   p i n   K w a d o o   n g w a o #r u #  n k e   o #z o #  N g w a r   n k e   z   g a - a p i #n y e r i #r i #.   T e m p l e s   a   g a a     j u o   m a k a       n i i y e   R a m a y a n a   d i n t i .   C h e r e   m a k a   S h r i   R a m ,   a   j u r u   j u r u   S i t a   m a t a ,   n n e n a   a   g a a   S h r i   R a m . 	 B  o n n   R a m   N a v m i   a r   s i  l   a r   a n   n a o    l    d e n   b h l i a i n   g h e a l a    H i o n d  c h   a g u s   d  a n t a r      a   c h e i l i  r a d h   m a r   b h r e i t h l    S h r i   R a m .   B h    a n   T i a r n a   R a m   a r   a n   s e a c h t    i o n c h o l l    d e n   T i a r n a   V i s h n u ,   a   b e i r t e a r   a r   a n   d o m h a n   n u a i r   a   r i a l a  o n n   A d h a r m a   i n   a g h a i d h   D h a r m a .   R u g a d h   a n   T i a r n a   R a m   a r   a n   d o m h a n   c h u n   d e a m h a n   d a r b h   a i n m   R a v a n   a   s c r i o s .   A r   a n   l    s e o ,   b  o n n   H i o n d  i g h   a g   t r o s c a d h   n    b  o n n   s i a d   s r i a n t a   d o   b h i a   a r   l e i t h   a g u s   i a d   a g   a d h r a d h .   D  a n t a r   n a   t e a m p a i l l   a   m h a i s i    a g u s   l  i t e a r   s l e a c h t a    n   R a m a y a n a .   C h o m h   m 
 
 S T R _ I N D I C A L _ G A N E S H _ C H A T U R T H I _ D E T A I L S 	 I N D I C A L 	 U N L I M 	 G a n e s h   C h a t u r t h i   d e t a i l s 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   G o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 a-^y,{Vd/foFZ^y^>rtKNP[a-^y(WO_KNMRoHveP[0PvaxQg}cAS)Y(Wa-^y{B}eP}_g0oFZ^y^>rtKNP[a-^y^l0WOIYpzfga0^gx^KKN;N[^y0	 a4Y^y,{Vnc/fnFZ^yN^\tKNP[a4Y^y(WO_KNMR>fupveP[0ُ*N^xQO~cAS)Y(Wa4Y^y~e~_g0nFZ^yN^\tKNP[a4Y^y^l0WOIY:Nzfga0^gNx^ЏKN;N[^y0	 2@

28#5  @G'15H#02@
2  #0B-#*-#0(4'0A%0#022'25    6H@
7H-1'H2  !52#A*B%@7H-%8H!*2'9I@%7H-!C*    2@(2%5I!5@G@'%2  1 0   '1  A%0*4I*8@!7H-#0-1  
28#2
5  #0B-#*(5#)0
I2-#0(4'0A%0#022'25DI#12#9
2'H2@G@@I2A+H1

2    '2!#8HB#L  A%0'2!B
5	 G a n e s h   C h a t u r t h i   e s   u n   d  a   e n   e l   q u e   s e   c r e e   e l   S e  o r   G a n e s h a ,   e l   h i j o   d e   S h i v a   y   P a r v a t i ,   e s t    p r e s e n t e   e n   l a   t i e r r a   p a r a   t o d o s   s u s   d e v o t o s .   E l   f e s t i v a l   d u r a   1 0   d  a s ,   y   f i n a l i z a   e n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   e l   h i j o   c o n   c a b e z a   d e   e l e f a n t e   d e   S h i v a   y   P a r v a t i ,   s e   a d o r a   d e   m a n e r a   g e n e r a l i z a d a   c o m o   e l   d i o s   s u p r e m o   d e   l a   s a b i d u r  a ,   p r o s p e r i d a d   y   b u e n a   f o r t u n a .   	 G a n e s h   C h a t u r t h i   e s t   l e   j o u r   q u a n d   L o r d   G a n e s h a ,   l e   f i l s   d e   S h i v a   e t   d e   P a r v a t i ,   e s t   s e n s    f a i r e   s a   p r  s e n c e   s e n t i e   s u r   l a   t e r r e      t o u s   c e s   d  v o t  s .   C e   f e s t i v a l   d u r e   1 0   j o u r s   e t   s e   f i n i   a v e c   A n a n t a   C h a t u r d a s h i .     G a n e s h a ,   l e   f i l s   d e   S h i v a   e t   d e   P a r v a t i   a v e c   u n e   t  t e   d   l  p h a n t ,   e s t   r  v  r    c o m m e   l e   d i e u   s u p r  m e   d e   l a   c o n n a i s s a n c e ,   l a   p r o s p  r i t    e t   d e   l a   b o n n e   c h a n c e . 	 G a n e s h   C h a t u r t h i   i s t   e i n   T a g ,   v o n   d e m   a n g e n o m m e n   w i r d ,   d a s s   s i c h   d e r   G o t t   G a n e s h a ,   d e r   S o h n   v o n   S h i v a   u n d   P a r v a t i ,   s e i n e n   V e r e h r e r n   a u f   d e r   E r d e   z e i g t .   D i e s e s   F e s t   d a u e r t   1 0   T a g e   u n d   e n d e t   a m   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   d e r   e l e f a n t e n k  p f i g e   S o h n   v o n   S h i v a   u n d   P a r v a t i ,   w i r d   w e i t h i n   a l s   h  c h s t e r   G o t t   d e r   W e i s h e i t ,   d e s   W o h l s t a n d s   u n d   d e r   g l  c k b r i n g e n d e n   Z u k u n f t   v e r e h r t . 	 0=5H0  '0BC@BE8?    MB>  45=L,   2  :>B>@K9  5;8:89  0=5H0,   AK=  (82K  8  0@20B8,   O28;  2A5<  25@CNI8<  A2>5  ?@8ACBAB285  =0  75<;5.   @074=8:  4;8BAO  1 0   4=59.   0:0=G8205BAO  >=  =0  =0=B0  '0BC@40H8.   0=5H5,   A;>=>3>;>2><C  AK=C  (82K  8  0@20B8,   ?>:;>=ONBAO  :0:  1>3C  <C4@>AB8,   ?@>F25B0=8O  8  4>1@>9  AC4L1K. 	 G a n e s h   C h a t u r t h i      i l   g i o r n o   i n   c u i   s i   c r e d e   c h e   G a n e s h a ,   f i g l i o   d i   S h i v a   e   P a r v a t i ,   r e s e   n o t a   l a   s u a   p r e s e n z a   s u l l a   t e r r a   a   t u t t i   i   s u o i   d e v o t i .   L a   f e s t a   d u r a   1 0   g i o r n i   e   t e r m i n a   a   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   i l   f i g l i o   d i   S h i v a   e   P a r v a t i   c o n   l a   t e s t a   d i   e l e f a n t e ,   v i e n e   v e n e r a t o   c o m e   d i o   s u p r e m o   d e l l a   s a g g e z z a ,   p r o s p e r i t    e   b u o n a   f o r t u n a . 	 ,'FJ4  *4'*H1+J  GH  'DJHE  'D0J  JB'D  #FG  J8G1  AJG  'DDH1/  ,'FJ4'  '(F  4JA'  H('1A'*J  DE*9(/JG  9DI  'D#16.   HJ3*E1  G0'  'D'-*A'D  DE/)  1 0   #J'E  DJF*GJ  AJ  JHE  " #F'F*'  *4'*H1/'4J" .   H*F*41  9('/)  " ,'FJ4'"   '(F  " 4JA'  H('1A'*J"   'D0J  DG  1#3  AJD  -J+  JO9/  C(J1  'D"DG)  DD-CE)  H'D1.'!  H'D-8  'D39J/. 	 O   G a n e s h   C h a t u r t h i      o   d i a   e m   q u e   s e   c r    q u e   o   D e u s   G a n e s h a ,   o   f i l h o   d e   S h i v a   e   P a r v a t i ,   t e n h a   c o n c e d i d o   a   s u a   p r e s e n  a   n a   t e r r a   p a r a   t o d o s   o s   s e u s   d e v o t o s .   O   f e s t i v a l   d u r a   1 0   d i a s ,   t e r m i n a n d o   e m   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   o   f i l h o   c o m   c a b e  a   d e   e l e f a n t e   d e   S h i v a   e   P a r v a t i ,      l a r g a m e n t e   a d o r a d o   c o m o   o   s u p r e m o   d e u s   d a   s a b e d o r i a ,   p r o s p e r i d a d e   e   b o a   s o r t e . 	 G a n e s h   C h a t u r t h i ,   S h i v a   v e   P a r v a t i ' n i n   o l u   L o r d   G a n e s h a ' n 1n   y e r y  z  n d e k i   v a r l 11n 1  t  m   d  _k  n l e r e   b a 1_l a d 11n a   i n a n 1l a n   g  n d  r .   1 0   g  n   s  r e n   f e s t i v a l   A n a n t a   C h a t u r d a s h i ' d e   s o n a   e r e r .   S h i v a   v e   P a r v a t i ' n i n   f i l   b a _l 1  o l u   G a n e s h a ' y a   b i l g e l i k ,   r e f a h   v e   i y i   t a l i h   u l u   t a n r 1s 1  o l a r a k   y a y g 1n   b i r   _e k i l d e   t a p 1n 1l 1r . 	 G a n e s h   C h a t u r t h i   l    m t   n g  y   m    t r  n      C h  a   G a n e s h a ,   c o n   t r a i   c a   S h i v a   v    P a r v a t i , d  n h   t n g   v    t i n   r n g   s   c    m t   c a   m  n h   t r  n   t r  i   t     d  n h   c h o   t t   c   n h n g   n g i   m   o .   L   h i   k  o   d  i   t r o n g   1 0   n g  y ,   k t   t h  c   v  o   n g  y   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   u   v o i   c o n   t r a i   c a   S h i v a   v    P a r v a t i ,   c   t h   r n g   r  i   n h   c  c   s i  u   t h n   c a   s   k h  n   n g o a n ,   t h n h   v n g   v    m a y   m n . 	 G a n e s h   C h a t u r t h i   a d a l a h   h a r i ,   p a d a   s a a t   D e w a   G a n e s h a ,   a n a k   S i w a   d a n   P a r w a t i ,   y a n g   d i y a k i n i   u n t u k   m e m u j a   k e h a d i r a n n y a   d i   d u n i a   u n t u k   s e l u r u h   p e n g a n u t n y a .   P e r a y a a n   i n i   b e r l a n g s u n g   s e l a m a   1 0   h a r i ,   y a n g   b e r a k h i r   p a d a   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   a n a k   b e r k e p a l a   g a j a h   d a r i   S i w a   d a n   P a r w a t i ,   s e c a r a   u m u m   d i s e m b a h   s e b a g a i   D e w a   k e b i j a k s a n a a n ,   k e m a k m u r a n ,   d a n   k e b e r u n t u n g a n   y a n g   t e r t i n g g i . 	 G a n e s h   C h a t u r t h i   a d a l a h   h a r i   D e w a   G a n e s h a ,   a n a k   l e l a k i   S h i v a   d a n   P a r v a t i ,   t e l a h   m e n j e l m a k a n   d i r i n y a   d i   b u m i   u n t u k   p e n g i k u t n y a .   k e r a i a n   i n i   b e r l a n g s u n g   1 0   h a r i   l a m a n y a ,   b e r a k h i r   p a d a   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   a n a k   k e p a d a   S h i v a   d a n   P a r v a t i   y a n g   b e r k e p a l a   g a j a h ,   a m a t   d i s e m b a h   s e b a g a i   d e w a   k e b i j a k s a n a a n ,   k e m a k m u r a n   d a n   m u r a h   r e z e k i . 	 	#	G	6	  	$	A	0	M	%	@	  5	9	  *	>	5	(	  $	?	%	?	  9	H	  	?	8	  &	?	(	,   	9	$	G	  9	H		,   -		5	>	(	  	#	G	6	,   6	?	5	  	0	  *	>	0	M	5	$	@	  	G	  *	A	$	M	0	,   	*	(	G	  8	-	@	  -		M	$	K		  	G	  	2	M	/	>	#	  	G	  2	?		  '	0	$	@	  *	0	  	5	$	0	?	$	  9	A		  %	G	d	  1 0   &	?	(	K		  	G	  	8	  $	M	/	K	9	>	0	  	>	  8	.	>	*	(	  	(		$	  	$	A	0	M	&	6	@	  	K	  9	K	$	>	  9	H	d	  6	?	5	  	0	  *	>	0	M	5	$	@	  	G	  *	A	$	M	0	,   		>	(	(	,   	@	  *	B		>	  ,	A	&	M	'	?	  5	?	(	>	/		,   8	.	M	*	(	M	(	$	>	  &	>	/		  	0	  -	>		M	/	  5	?	'	>	$	>	  	G	  0	B	*	  .	G		  9	K	$	@	  9	H	d		 	 	 	 G a n e s h   C h a t u r t h i   a   n a p ,   a m e l y e n   a   h i t   s z e r i n t   G a n e s h a   i s t e n ,   S h i v a    s   P a r v a t i   f i a   m e g a j  n d  k o z z a   f  l d i   j e l e n l  t  v e l   a   h  v Qk e t .   A z    n n e p l  s   1 0   n a p i g   t a r t ,    s   A n a n t a   C h a t u r d a s h i n    r   v  g e t .   G a n e s  t ,   S h i v a    s   P a r v a t i   e l e f  n t f e j q  f i  t ,   s z  l e s   k  r b e n   i m  d j  k ,   m i n t   a   b  l c s e s s  g ,   a   j  l  t    s   j    s z e r e n c s e   l e g f Qb b   i s t e n  t . 	 	 	 	 G a n e s h   C h a t u r t h i   i s   e e n   d a g   w a a r o p   d e   h e e r   G a n e s h a ,   z o o n   v a n   S j i v a   e n   P a r v a t i ,   v o l g e n s   h e t   g e l o o f   z i j n   a a n w e z i g h e i d   o p   a a r d e   a a n b o o d   a a n   a l   z i j n   a a n b i d d e r s .   H e t   f e s t i a l   d u u r t   1 0   d a g e n   e n   e i n d i g t   o p   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   d e   z o o n   v a n   S j i v a   e n   P a r v a t i   m e t   d e   o l i f a n t e n k o p ,   w o r d t   a l g e m e e n   a a n b e d e n   a l s   d e   o p p e r s t e   g o d   v a n   w i j s h e i d ,   v o o r s p o e d   e n   g o e d   f o r t u i n . 	 	 	 G a n e s h   C h a t u r t h i   e s t e   z i u a   c  n d   s e   c r e d e   c   L o r d   G a n e s h a ,   f i u l   l u i   S h i v a   _i   a l   l u i   P a r v a t i ,   c o b o a r   p e   p m  n t   p e n t r u   t o ci   a d e p ci i   s i .   F e s t i v a l u l   d u r e a z   1 0   z i l e   _i   s e   t e r m i n   d e   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   f i u l   c u   c h i p   d e   e l e f a n t   a l   l u i   S h i v a   _i   a l   l u i   P a r v a t i ,   e s t e   c o n s i d e r a t   z e u l   s u p r e m   a l    n ce l e p c i u n i i ,   p r o s p e r i t ci i   _i   a l   n o r o c u l u i . 	 	 	 - G a n e s h   C h a t u r t h i                 ,                         .       1 0   ,       - A n a n t a   C h a t u r d a s h i .   ,                   "       ,       . 	 	 	#	G	6	  	$	A	0	M	%	@	  .	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.  	     ,     ,                     .     1 0     ,       .   ( ) -           ,   ,               . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   ' n   d a g   w a a r o p   L o r d   G a n e s h a ,   d i e   s e u n   v a n   S h i v a   e n   P a r v a t i ,   g l o   s y   t e e n w o o r d i g h e i d   a a n   a l   s y   v o l g e l i n g e   o p   a a r d e   b e m a a k   h e t .   D i e   f e e s   d u u r   1 0   d a e   l a n k   e n   e i n d i g   o p   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   d i e   o l i f a n t k o p p i g e   s e u n   v a n   S h i v a   e n   P a r v a t i ,   w o r d   w y d   a a n b i d   a s   d i e   o p p e r g o d   v a n   w y s h e i d ,   v o o r s p o e d   e n   g e l u k . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 G a n e s h   C h a t u r t h i   i s   a   d a y   o n   w h i c h   L o r d   G a n e s h a ,   t h e   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   b e l i e v e d   t o   b e s t o w   h i s   p r e s e n c e   o n   e a r t h   f o r   a l l   h i s   d e v o t e e s .   T h e   f e s t i v a l   l a s t s   f o r   1 0   d a y s ,   e n d i n g   o n   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   t h e   e l e p h a n t - h e a d e d   s o n   o f   S h i v a   a n d   P a r v a t i ,   i s   w i d e l y   w o r s h i p p e d   a s   t h e   s u p r e m e   g o d   o f   w i s d o m ,   p r o s p e r i t y   a n d   g o o d   f o r t u n e . 	 	 	 G a n e s h   C h a t u r t h i   e s h t e   n j e   d i t e   n e   t e   c i l e n   L o r d   G a n e s h a ,   d j a l i   I   S h i v a   d h e   P a r v a t i   b e s o h e n   t e   d h u r o j n e   p r a n i n e   e   t o k e s   t e k   t e   g j i t h e   b e s i m t a r e t   e   t y r e .     F e s t i v a l i   z g j a t   1 0   d i t e ,   d u k e   p e r f u n d u a r   n e   A n a n t a   C h a t u r d a s h i .   G a n i s h a ,   d j a l i   m e   k o k e   e l e f a n t i     I   S h i v a   d h e   P a r v a t i ,   n d e r o h e t   s i   Z o t i   s u p r e m ,   b e g a t i s e   d h e   f a t i t   t e   m i r e .   	 				  							  				  			  			  								  					  				  						  					,   				  							  			  		  		  					  								  					  		  						  								  							  			  		  							  1 0   				  				  		,   	  					  									  				  				  				  				  			  			  								  					- 										  					,   					  					,   							  			  								  				  				  			  				 	 	 	 	 	 	 	   G a n e s h   C h a t u r t h i      u m   d i a   e m   q u e   s e   a c r e d i t a   q u e   L o r d   G a n e s h a ,   o   f i l h o   d e   S h i v a   e   P a r v a t i ,   c o n c e d e   s u a   p r e s e n  a   n a   T e r r a   p a r a   t o d o s   o s   s e u s   d e v o t o s .   G a n e s h a ,   o   f i l h o   d e   S h i v a   e   P a r v a t i   c o m   c a b e  a   d e   e l e f a n t e ,      e x t e n s a m e n t e   c u l t u a d o   c o m o   o   d e u s   s u p r e m o   d a   s a b e d o r i a ,   p r o s p e r i d a d e   e   b o a   s o r t e . 	 	 	 	 	 	 	 	 G a n e s h   C h a t u r t h i   e g u n   b a t   d a .   E g u n   h o n e t a n   G a n e s h a   J a u n a ,   S h i v a   e t a   P a r v a t i r e n   s e m e ,   L u r r e r a   e t o r t z e n   d a   b e r e   g u r t z a i l e e n t z a t .   J a i a k   1 0   e g u n   i r a u t e n   d u ,   a z k e n   e g u n   A n a n t a   C h a t u r d a s h i   d e l a r i k .   G a n e s h a ,   S h i v a   e t a   P a r v a t i r e n   s e m e   e l e f a n t e - b u r u d u n a ,   j a k i n t z a ,   o n g i z a t e   e t a   z o r t e   o n a r e n   J a i n k o   g o r e n   b e z a l a   g u r t z e n   d u t e   a s k o k . 	 A n g   G a n e s h   C h a t u r t h i   a y   i s a n g   a r a w   k u n g   s a a n   s i   L o r d   G a n e s h a ,   a n g   a n a k   n i   S h i v a   a t   P a r v a t i ,   a y   p i n a n i n i w a l a a n g   n a g p a k i t a   n g   p r e s e n s i y a   s a   m u n d o   p a r a   s a   l a h a t   n g   k a n y a n g   m g a   d e b o t o .   A n g   p i y e s t a   a y   n a g t a t a g a l   n g   1 0   t a o n ,   n a g t a t a p o s   s a   A n a n t a   C h a t u r d a s h i .   S i   G a n e s h a ,   a n g   m a y   u l o n g   e l e p a n t e n g   a n a k   n i   S h i v a   a t   P a r v a t i ,   a y   m a l a w a k   n a   s i n a s a m b a   b i l a n g   s u p r e m o n g   D i y o s   n g   k a a l a m a n ,   k a y a m a n a n   a t   m a b u t i n g   s u w e r t e . 	 G a n e s h   C h a t u r t h i      u n   d  a   n o   q u e   s e   c r e e   q u e   G a n e s h a ,   o   f i l l o   d e   S h i v a   e   P a r v a t i ,   o u t o r g a   a   s  a   p r e s e n z a   n a   t e r r a   a   t o d o s   o s   s e u s   d e v o t o s .   O   f e s t i v a l   d u r a   1 0   d  a s ,   e   r e m a t a   n o   A n a n t a   C h a t u r d a s h i .   G a n e s h a ,   o   f i l l o   d e   S h i v a   e   P a r v a t i   c o n   t e s t a   d e   e l e f a n t e ,      a d o r a d o   a m p l a m e n t e   c o m o   o   d e u s   s u p r e m o   d a   s a b e d o r  a ,   p r o s p e r i d a d e   e   b o a   f o r t u n a . 	 G a n e s h   C h a t u r t h i   a   j i r u j r u   a   t i n y e   L o r d   G a n e s h a ,   a   p u o   a   k a n   S h i v a   n a   P a r v a t i ,   a   c h e k w a   m e   j u o   n j i k o t a   m a t u .   M e   p e e   a   j u   a w a   1 0 ,   j i k o   g w a r   n k e   z   g a - a p i #n y e r i #r i #  A n a n t a   C h a t u r d a .   G a n e s h a ,   m a k a     i g b a l i a l a - g a a   S h i v a   n a   P a r v a t i ,   m e   j u   t i t i t i n   m a k a   t i n y e   k w a d o   n g w a     n k e   o #z o #. 	 I s   l       G a n e s h   C h a t u r t h i   i n a   g c r e i d t e a r   g o   m b  o n n   a n   T i a r n a   G a n e s h ,   m a c   S h i v a   a g u s   P a r v a t i ,   i   l  t h a i r   a r   a n   d o m h a n   d    m  i d  n    g o   l  i r .   B  o n n   a n   f h  i l e   a r   s i  l   a r   f e a d h   1 0   l  ,   a g u s   t a g a n n   d e i r e a d h   l e i s   a r   A n a n t a   C h a t u r d a s h i .   D  a n t a r   G a n e s h a ,   m a c   S h i v a   a g u s   P a r v a t i   a   b h f u i l   c e a n n   e i l i f i n t e   a i r ,   a   a d h r a d h   g o   f o r l e a t h a n   m a r   A r d - D i a   n a   c r  o n n a c h t a ,   a n   r a t h a   a g u s   a n    i d h . 
 
 S T R _ I D _ C B M _ M A I N 	 C B M 	 T I T L E ,   I C O N T E X T 	 C o n n e c t i o n   m a n a g e m e n t 	 C o n n .   m a n a g e m e n t 	 #P}{t	 ޏc{t	 2#12#2#@
7H-!H-	 A d m i n i s t r a c i  n   d e   c o n e x i  n 	 G e s t i o n   d e   l a   c o n n e x i o n 	 V e r b i n d u n g s m a n a g e m e n t 	 #?@02;5=85  ?>4:;NG5=8O<8	 G e s t i o n e   c o n n . 	 '/'1)  'D'*5'D'*	 G e s t  o   d e   l i g a   o 	 B a l a n t 1  y  n e t i m i   	 Q u n   l    k t   n i 	 M a n a j e m e n   s a m b u n g a n 	 P e n g u r u s a n   s a m b u n g a n 	 	(	G		M	6	(	  *	M	0	,		'	(		 	 	 	 C s a t l .   k e z e l Q	 	 	 	 V e r b i n d i n g s b e h e e r 	 	 	 A d m i n i s t r a r e   c o n e x i u n e 	 	 	   	 	 	 E/1*  '1*('7	 	 	 					  												 	 	 	 




  







	   	 U k u s i n g a t h w a   k o k u x h u m a n a 	 U l a w u l o   l o q h a g a m s h e l w a n o 	 U s i m a m i a j i   u n g a n i s h o 	 V e r b i n d i n g s b e s t u u r 	 R y ai o   t v a r k y m a s 	 S a v i e n o j u m a   p r v a l d +b a 	  h e n d u s e   h a l d a m i n e 	 Dkatav  oa|a~axt	   	 G e s t i o n a r e   c o n e x i u n e 	 
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 
 S T R _ I D _ C B M _ D I S C _ C O N F I R M 	 C B M 	 P O P U P C O N F I R M 	 D i s c o n n e c t ? 	 D i s c o n n e c t ? 	 -Ne#}	 e _ޏc	 12#@
7H-!H-? 	  D e s c o n e c t a r ? 	 D  c o n n e c t e r  ? 	 T r e n n e n ? 	 B:;NG8BLAO? 	 D i s c o n n e t t e r e ? 	 B79  'D'*5'D	 D e s l i g a r ? 	 B a l a n t 1  k e s i l s i n   m i ?   	 N g t   k t   n i ? 	 P u t u s k a n ? 	 P u t u s k a n ? 	 !	?	8		(	G		M		  	0	G		? 	 	 	 	 B o n t j a   a   k a p c s o l a t o t ? 	 	 	 	 V e r b i n d i n g   v e r b r e k e n ? 	 	 	 D o r i ci   s   v   d e c o n e c t a ci ? 	 	 	 ? 	 	 	 '*5'D  B79  4H/	 	 	 					  									  					? 	 	 	 	 




  




  




  

? 	   ? 	 N q a m u l a ? 	 Q h a w u l e ? 	 T e n g a n i s h a ? 	 O n t k o p p e l ? 	 A t j u n g t i ? 	 A t v i e n o t ? 	 K a t k e s t a n    h e n d u s e ? 	 1v{ae^l	   ? 	 D e c o n e c t a ci ? 	 !
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? 	 ,?M?(M(  0?,G? 	 S h k e p u t u ? 	 										? 	 	 	 	 	 	 	 	 D e s c o n e c t a r ? 	 	 	 	 	 	 	 	 D e s k o n e k t a t u ? 	 I d i s k o n e k t a ? 	 D e s c o n e c t a r 	 K w p   ? 	 D  n a s c ? 
 
 S T R _ I D _ C B M _ D I S C _ A L L 	 C B M 	 I C O N T E X T 	 D i s c o n n e c t   a l l 	 D i s c o n n e c t   a l l 	 hQ-Ne#}	 hQ萭e _ޏc	 12#@
7H-!H-1I+!	 D e s c o n e c t a r   t o d o s 	 D  c o n n e c t e r   t o u s 	 A l l e s   t r e n n e n 	 B:;NG8BL  2A5	 D i s c o n n e t t i   t u t t o 	 B79  '*5'D  'DCD	 D e s l i g a r   t o d o s 	 T  m  n  n   b a l a n t 1s 1n 1  k e s 	 N g t   t t   c   k t   n i 	 P u t u s k a n   s e m u a 	 P u t u s k a n   s e m u a 	 8	-	@	  !	?	8		(	G		M		  	0	G			 	 	 	  s s z e s   b o n t  s a 	 	 	 	 A l l e s   v e r b r e k e n 	 	 	 D e c o n e c t a r e   t o t a l 	 	 	   	 	 	 B79  '*5'D  GEG	 	 	 		  					  									  					 	 	 	 





  




  




  


	     	 N q a m u l a   k o n k e 	 Q h a w u l a   k o n k e 	 T e n g a n i s h a   z o t e 	 O n t k o p p e l   a l l e s 	 A t j u n g t i   v i s k 	 A t v i e n o t   v i s u s 	 K a t k e s t a   k  i k    h e n d u s e d 	 1v{ael  bxlxh	   	 D e c o n e c t a r e   t o t a l 	 
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	 8.8M$  ,?M?(M(  0(M$A	 S h k e p u t i   t e   g j i t h a 	 				  									 	 	 	 	 	 	 	 D e s c o n e c t a r   t o d o s 	 	 	 	 	 	 	 	 G u z t i a k   d e s k o n e k t a t u 	 I d i s k o n e k t a   l a h a t 	 D e s c o n e c t a r   t o d o 	 K w p   h a   n i i l e 	 D  n a s c   g a c h   r u d 
 
 S T R _ I D _ C B M _ D I S C _ A L L _ C O N F I R M 	 C B M 	 P O P U P C O N F I R M 	 D i s c o n n e c t   a l l ? 	 D i s c o n n e c t   a l l ? 	 hQ-Ne#}	 hQ萭e _ޏc	 12#@
7H-!H-1I+!? 	  D e s c o n e c t a r   t o d o s ? 	 D  c o n n e c t e r   t o u s  ? 	 A l l e s   t r e n n e n ? 	 B:;NG8BL  2A5? 	 D i s c o n n e t t e r e   t u t t o 	 B79  '*5'D  'DCD	 D e s l i g a r   t o d o s ? 	 T  m  n  n   b a l a n t 1s 1  k e s i l s i n   m i ?   	 N g t   t t   c   k t   n i ? 	 P u t u s k a n   s e m u a ? 	 P u t u s k a n   s e m u a ? 	 8	-	@	  !	?	8		(	G		M		  	0	G		? 	 	 	 	 B o n t j a   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r b r e k e n ? 	 	 	 D o r i ci   s    n t r e r u p e ci   t o a t e   c o n e x i u n i l e ? 	 	 	   ? 	 	 	 '*5'D  GEG  B79  4H/	 	 	 		  					  									  					? 	 	 	 	 





  




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? 	   ? 	 N q a m u l a   k o n k e ? 	 Q h a w u l e   k o n k e ? 	 T e n g a n i s h a   z o t e ? 	 O n t k o p p e l   a l l e s ? 	 A t j u n g t i   v i s k ? 	 A t v i e n o t   v i s u s ? 	 K a t k e s t a n   k  i k    h e n d u s e d ? 	 1v{ae^l  bxlxh	     ? 	 D e c o n e c t a r e   t o t a l ? 	 
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 
 S T R _ I D _ C B M _ N O _ C O N N E C T I O N 	 C B M 	 U N L I M 	 N o   a c t i v e   C o n n e c t i o n 	 N o   c o n n e c t i o n 	 !q#P}	 eޏc	 D!H!52#@
7H-!H-5HA-5	 N o   h a y   u n a   c o n e x i  n   a c t i v a 	 A u c u n e   c o n n e x i o n   a c t i v e 	 K e i n e   a k t i v e   V e r b i n d u n g 	 :B82=KE  ?>4:;NG5=89  =5B	 N e s s u n a   c o n n e s s i o n e   a t t i v a 	 :J1  E*5D	 S e m   l i g a   e s   a c t i v a s 	 E t k i n   b a l a n t 1  y o k   	 K h  n g   c    k t   n i 	 T i d a k   a d a   s a m b u n g a n 	 T i a d a   s a m b u n g a n   a k t i f 	 	K		  8		M	0	?	/	  	(	G		M	6	(	  (	9	@			 	 	 	 N i n c s   a k t  v   k a p c s o l a t 	 	 	 	 G e e n   a c t i e v e   v e r b i n d i n g 	 	 	 N i c i o   c o n e x i u n e   a c t i v 	 	 	     	 	 	 '*5'D  A9'D  EH,H/  F3*	 	 	 					  						  			 	 	 	 


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	   	 A k u k h o   u k u x h u m a n a   o k u s e b e n z a y o 	 A k u k h o   q h a g a m s h e l w a n o   l u s e b e n z a y o 	 H a k u n a   u n g a n i s h o   u n a o t u m i k a 	 G e e n   a k t i e w e   v e r b i n d i n g   n i e 	 N r a   s u a k t y v i n t o s   j u n g t i e s 	 N a v   a k t +v u   s a v i e n o j u m u 	 A k t i i v n e    h e n d u s   p u u d u b 	 1ok~  tkaxt  yoa	     	 N i c i o   c o n e x i u n e   a c t i v 	 8

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	 L#8?  8M0?_  8/K(>  (>9?	 P a   l i d h j e 	 				  						  					  			  	 	 	 	 	 	 	 	 N e n h u m a   c o n e x  o 	 	 	 	 	 	 	 	 K o n e x i o r i k   e z 	 W a l a n g   k o n e k s i y o n 	 S e n   c o n e x i  n 	 E n w e g h i   n j i k 	 N  l   n a s c   a n n 
 
 S T R _ I D _ C B M _ D E T A I L _ A P N 	 C B M 	 U N L I M 	 A P N : 	 A P N : 	 RD}ǌe#P}ޞ	 R~pencޏcp	 A P N : 	 A P N : 	 A P N   : 	 A P N : 	 A P N : 	 A P N : 	 EHB9  'D'*5'DG P R S 	 A P N : 	 A P N :   	 A P N : 	 A P N : 	 A P N : 	 A P N : 	 	 	 	 A P N : 	 	 	 	 A P N : 	 	 	 A P N : 	 	 	 A P N : 	 	 	 A P N : 	 	 	 A P N : 	 	 	 	 A P N : 	 A P N : 	 I - A P N : 	 I - A P N : 	 A P N : 	 A P N : 	 A P N : 	 A P N : 	 A P N : 	 A P N ` 	 A P N : 	 A P N : 	 A P N : 	 A P N : 	 A P N : 	 A P N : 	 	 	 	 	 	 	 	 A P N : 	 	 	 	 	 	 	 	 A P N : 	 A P N : 	 A P N : 	 A p n : 	 A P N : 
 
 S T R _ I D _ C B M _ D E T A I L _ T Y P E 	 C B M 	 U N L I M 	 T Y P E : 	 T y p e : 	 ^W	 {|W	 
4: 	 T i p o : 	 T y p e   : 	 T y p : 	 "8?: 	 T i p o : 	 FH9: 	 T i p o : 	 T  r :   	 L o i : 	 J e n i s : 	 J e n i s : 	 *	M	0		>	0	: 	 	 	 	 T  p u s : 	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 : 	 	 	 FH9: 	 	 	 						: 	 	 	 	 





: 	 : 	 U h l o b o : 	 U h l o b o : 	 A i n a : 	 T i p e : 	 T i p a s : 	 T i p s : 	 T   p : 	 Oe}ao]	 : 	 T i p : 	 $
0
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: 	 *M0>0: 	 L l o j i : 	 						: 	 	 	 	 	 	 	 	 T i p o : 	 	 	 	 	 	 	 	 M o t a : 	 U r i : 	 T i p o : 	 d : 	 C i n e  l : 
 
 S T R _ I D _ C B M _ D E T A I L _ T Y P E _ G P R S 	 C B M 	 U N L I M 	 G P R S 	 P a c k e t   d a t a 	 RD}ǌe	 R~penc	 I-!9%A@G	 D a t o s   p o r   p a q u e t e   	 P a q u e t   d e   d o n n  e s 	 P a k e t d a t e n 	 G P R S 	 D a t i   p a c c h e t t o 	 -2E  'D(J'F'*	 D a d o s   d e   p a c o t e s 	 P a k e t   v e r i l e r 	 D   l i u   g  i 	 D a t a   p a k e t 	 P a k e t   d a t a 	 *	H		G		  !	G		>		 	 	 	 C s o m a g k a p c s o l t   a d a t 	 	 	 	 P a k k e t g e g e v e n s 	 	 	 p a c h e t   d e   d a t e 	 	 	   	 	 	 /'/G  G'  (3*G  '	 	 	 							  					 	 	 	 G P R S 	     	 I - G P R S 	 I - G P R S 	 G P R S 	 P a k k e t d a t a 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 G P R S 	 	 	 	 	 	 	 	 D a d o s   d o   p a c o t e 	 	 	 	 	 	 	 	 G P R S 	 G P R S 	 G P R S 	 G p r s 	 G P R S 
 
 S T R _ I D _ C B M _ D E T A I L _ T Y P E _ C S D 	 C B M 	 U N L I M 	 C S D 	 C S D   	 	 	 C S D   	 C S D   	 C S D   	 C S D   	 C S D   	 C S D   	 C S D 	 C S D   	 C S D 	 C S D   	 C S D 	 C S D 	 C S D   	 	 	 	 C S D 	 	 	 	 C S D   	 	 	 C S D 	 	 	 C S D   	 	 	 C S D   	 	 	 C S D   	 	 	 	 C S D 	     	 I - C S D 	 I - C S D 	 C S D 	 C S D   	 C S D   	 C S D   	 C S D   	 C S D 	 C S D 	 C S D   	 C S D   	 C S D   	 C S D   	 C S D   	 	 	 	 	 	 	 	 C S D 	 	 	 	 	 	 	 	 C S D   	 C S D   	 C S D   	 C s d 	 C S D   
 
 S T R _ I D _ C B M _ D E T A I L _ T Y P E _ W I F I 	 C B M 	 U N L I M 	 W i F i 	 W i F i 	 !q}@SW}	 e~@\WQ~  	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 4(C)  'DFB'7  D'  3DCJ)	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 	 	 	 W i F i 	 	 	 	 W i F i 	 	 	 W i F i 	 	 	 W i F i 	 	 	 W i F i 	 	 	 W i F i 	 	 	 	 W i F i 	 W i F i 	 I - W i F i 	 I - W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 q>+>	 W i F i 	 W i F i 	 	 	 	 	 	 	 	 W i F i 	 	 	 	 	 	 	 	 W i F i 	 W i F i 	 W i - f i 	 W i f i 	 W i F i 
 
 S T R _ I D _ C B M _ D E T A I L _ T Y P E _ D A I L U P 	 C B M 	 U N L I M 	 D i a l - u p 	 D i a l - u p 	 	 	 B#--	 D i a l - u p 	 C o m m u t  	 E i n w  h l e n 	 ><<CB8@C5<K9  4>ABC?	 C o m p o s i z i o n e 	 '*5'D	 A c e s s o   t e l e f  n i c o 	 A r a 	 Q u a y   s   k t   n i 	 D i a l - u p 	 D a i l a n 	 !	>	/	2	- 	*		 	 	 	 B e t  r c s  z  s 	 	 	 	 O p b e l l e n 	 	 	 C o n e x i u n e   p e   l i n i e   c o m u t a t 	 	 	   	 	 	 4E'1G  1	 	 	 					- 			 	 	 	 


- 

	 - 	 I - D i a l - u p 	 I - d i a l   u p 	 D a y o 	 B e l   i n 	 R i n k i m a s 	 I e z v a n p i e e j a 	 S i s s e h e l i s t u s  h e n d u s 	 Dkaxt  avkv  pe|amx}acnk  tk{xx~	 D i a l - u p 	 C o n e x i u n e   p e   l i n i e   c o m u t a t 	 !
/
2
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M
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M
	 !>_2- *M	 B j e r i 	 					- 			 	 	 	 	 	 	 	 C o n e x  o   d i s c a d a 	 	 	 	 	 	 	 	 M a r k a t u 	 D i a l - u p 	 M a r c a d o   t e l e f  n i c o 	 P a - e l u 	 D i a i l c h a o i 
 
 S T R _ I D _ C B M _ D E T A I L _ N U M B E R 	 C B M 	 U N L I M 	 N u m b e r : 	 N u m b e r : 	 _x	 Sx	 +!2"@%: 	 N  m e r o : 	 N o m b r e   : 	 N u m m e r : 	 '8A;>: 	 N u m e r o : 	 1BE: 	 N  m e r o : 	 N u m a r a :   	 S : 	 N o m o r : 	 N o m b o r : 	 (		,	0	: 	 	 	 	 S z  m : 	 	 	 	 N u m m e r : 	 	 	 N u m r : 	 	 	 : 	 	 	 4E'1G: 	 	 	 					: 	 	 	 	 



: 	 : 	 I n a m b a : 	 I n o m b o l o : 	 N a m b a r i :   	 N o m m e r : 	 N u m e r i s : 	 N u m u r s : 	 N u m b e r : 	 @ata]	 : 	 N u m r : 	 (
.
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 : 	 (.M,0: 	 N u m r i : 	 						: 	 	 	 	 	 	 	 	 N  m e r o : 	 	 	 	 	 	 	 	 Z e n b a k i a : 	 N u m e r o : 	 N  m e r o 	 N m b a : 	 U i m h i r : 
 
 S T R _ I D _ C B M _ D E T A I L _ A P _ N A M E 	 C B M 	 U N L I M 	 A P _ N A M E : 	 A P _ N A M E : 	 	 	 A P _ N A M E : 	 N O M B R E _ A P : 	 N O M _ A P   : 	 A P _ N A M E : 	 <O  B>G:8  4>ABC?0: 	 N O M E _ A P : 	 '3E: 	 N O M E _ A P : 	 A P _ A D I :   	 A P _ T  N : 	 A P _ N A M E : 	 N A M A _ A P : 	 A P _ (	>	.	: 	 	 	 	 A P _ N A M E : 	 	 	 	 A P - n a a m : 	 	 	 A P _ N A M E : 	 	 	 A P _ N A M E : 	 	 	 A P _ N A M E : 	 	 	 A P _ N A M E : 	 	 	 	 A P _ N A M E : 	 - : 	 I - A P _ I G A M A : 	 I - A P _ G A M A : 	 A P _ J I N A : 	 A P _ N A M E : 	 A P _ N A M E : 	 A P _ N A M E : 	 A P _ N I M I : 	 A P _ N A M E ]	 A P   : 	 A P _ N A M E : 	 A P _ N A M E : 	 A P _ N A M E : 	 A P _ N A M E : 	 A P _ 			: 	 	 	 	 	 	 	 	 A P _ N O M E : 	 	 	 	 	 	 	 	 A P _ N A M E : 	 A P _ N A M E : 	 A P _ N O M E : 	 A p _ n a m   e : 	 A P _ N A M E : 
 
 S T R _ I D _ C B M _ D E T A I L _ S T A T U S 	 C B M 	 U N L I M 	 C o n n e c t i o n   s t a t u s : 	 C o n n e c t i o n   s t a t u s : 	 #P}rKa	 ޏcr`	 *202#@
7H-!H-: 	 E s t a d o   d e   c o n e x i  n : 	 E t a t   d e   l a   c o n n e x i o n  : 	 V e r b i n d u n g s s t a t u s : 	 !>AB>O=85  ?>4:;NG5=8O: 	 S t a t o   d i   c o n n e s s i o n e : 	 -'D)  'D'*5'D: 	 E s t a d o   d a   l i g a   o : 	 B a l a n t 1  d u r u m u :   	 T r n g   t h  i   k t   n i : 	 S t a t u s   s a m b u n g a n : 	 S t a t u s   s a m b u n g a n : 	 	(	G		M	6	(	  8	M	%	?	$	?	: 	 	 	 	 K a p c s o l a t    l l a p o t a : 	 	 	 	 V e r b i n d i n g s t o e s t a n d : 	 	 	 S t a r e   c o n e x i u n e : 	 	 	   : 	 	 	 H69*  '*5'D: 	 	 	 					  										 	 	 	 




  





: 	   : 	 I s i m o   s o k u x h u m a n a : 	 I w o n g a   l o q h a g a m s h e l w a n o : 	 H a d h i   y a   u n g a n i s h o : 	 V e r b i n d i n g s t a t u s : 	 R y ai o   b ks e n a : 	 S a v i e n o j u m a   s t a t u s s : 	  h e n d u s e   o l e k : 	 Dkatav  oaca~ksao]	   : 	 S t a r e   c o n e x i u n e : 	 
#
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7
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?
2
: 	 8/K(>  8M%?$?: 	 S t a t u s i   I   l i d h j e s 	 							  						: 	 	 	 	 	 	 	 	 S t a t u s   d e   c o n e x  o : 	 	 	 	 	 	 	 	 K o n e x i o - e g o e r a : 	 E s t a d o   n g   k o n e k s i y o n : 	 E s t a d o   d a   c o n e x i  n : 	 n d   n j i k : 	 S t  d a s   a n   n a s c : 
 
 S T R _ I D _ C B M _ D E T A I L _ U N T R A N S F E R 	 C B M 	 U N L I M 	 N o   t r a n s f e r 	 N o   t r a n s f e r 	 *gP8	 *g O	 D!H!52#H2"B-	 N o   h a y   t r a n s f e r e n c i a 	 A u c u n   t r a n s f e r 	 K e i n e    b e r t r a g u n g 	 5@540G8  =5B	 N e s s u n   t r a s f e r i m e n t o 	 DE  J*E  'D'13'D	 S e m   t r a n s f e r  n c i a : 	 A k t a r m a   y o k   	 C h a   c h u y n 	 T i d a k   a d a   t r a n s f e r 	 T i a d a   p i n d a h a n 	 8	M	%	>	(	>		$	0	#	  (	9	@			 	 	 	 N i n c s    t v i t e l 	 	 	 	 G e e n   d o o r v e r b i n d i n g 	 	 	 N i c i u n   t r a n s f e r    n   c u r s 	 	 	   	 	 	 'F*B'D  EH,H/  F3*	 	 	 			  										  			 	 	 	 


  








  



	   	 A k u k h o   o k u d l u l i s w a y o 	 A k u k h o   k u t s h i n t s h e l a 	 H a k u n a   h a w i l i 	 G e e n   o o r d r a g   n i e 	 N r a   p e r d a v i m o 	 N a v   p r a d r e s aa n a s 	  l e k a n n e t   p o l e 	 Sxmavxt  yoa	   	 N i c i u n   t r a n s f e r    n   c u r s 	 
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2
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2
	 8M%>(>(M$0  (A9G	 P a   t r a n s f e r i m 	 										  				 	 	 	 	 	 	 	 N e n h u m a   t r a n s f e r  n c i a 	 	 	 	 	 	 	 	 T r a n s f e r e n t z i a r i k   e z 	 W a l a n g   p a g l i p a t 	 S e n   t r a n s f e r e n c i a 	 E n w e g h i   m b u g h a r 	 N    h a i s t r i g h 
 
 S T R _ I D _ C B M _ D E T A I L _ T R A N S F E R I N G 	 C B M 	 U N L I M 	 T r a n s f e r r i n g 	 T r a n s f e r r i n g 	 P8-N	  O-N	 3%1H2"B-	 T r a n s f i r i e n d o 	 T r a n s f e r t 	 W i r d    b e r t r a g e n 	 5@540G0	 T r a s f e r i m e n t o   i n   c o r s o 	 ,'1M  'D'13'D	 A   t r a n s f e r i r 	 A k t a r 1y o r   	 a n g   c h u y n 	 M e n t r a n s f e r 	 M e m i n d a h k a n 	 8	M	%	>	(	>		$	0	#	  	0	  0	9	>	  9	H		 	 	 	  t v i t e l 	 	 	 	 B e z i g   m e t   d o o r v e r b i n d e n 	 	 	 T r a n s f e r    n   c u r s 	 	 	 	 	 	 /1  -'D  'F*B'D	 	 	 										  					 	 	 	 








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	 	 K u y a d l u l i s w a 	 I y a t s h i n t s h e l a 	 I n a h a w i l i 	 D r a   t a n s   o o r 	 P e r d u o d a m a 	 P r a d r e s 	  l e k a n d m i n e 	 Sxmavxt	   	 T r a n s f e r    n   c u r s 	 
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 
 S T R _ I D _ C B M _ D E T A I L _ D I S C 	 C B M 	 U N L I M 	 D i s c o n n e c t e d 	 D i s c o n n e c t e d 	 #}]-Ne	 ޏc]e _	 12#@
7H-!H-	 D e s c o n e c t a d o 	 D  c o n n e c t  	 G e t r e n n t 	 B:;NG5=>	 D i s c o n n e s s o 	 B79  'D'*5'D	 D e s l i g a d o 	 B a l a n t 1  k e s i l d i 	 N g t   k t   n i 	 T e r p u t u s 	 M e m u t u s k a n 	 !	?	8		(	G		M		  	?	/	>	  	/	>		 	 	 	 N i n c s   k a p c s o l a t 	 	 	 	 V e r b i n d i n g   v e r b r o k e n 	 	 	 D e c o n e c t a t 	 	 	 	 	 	 '*5'D  B79  4/	 	 	 					  									  			  						 	 	 	 




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	   	 K u n q a n y u l i w e 	 I q h a w u l w e 	 I m e t e n g a n i s h w a 	 O n t k o p p e l 	 A t j u n g t a 	 A t v i e n o t s 	  h e n d u s   k a t k e s t a t u d 	 1v{a~an  g	 	 D e c o n e c t a t 	 !
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 
 S T R _ I D _ C B M _ D E T A I L _ S E N D _ D A T A _ S I Z E 	 C B M 	 U N L I M 	 S e n t   d a t a   s i z e : 	 S e n t   d a t a   s i z e : 	 ]Pǌe'Y\	 ]Spenc'Y\	 *H2I-!9%: 	 T a m a  o   d e   d a t o s   e n v i a d o s :   	 T a i l l e   d e s   d o n n  e s   e n v o y  e s   : 	 G e s e n d e t e   D a t e n g r   e : 	 1J5<  >B?@02;O5<KE  40==KE: 	 D i m e n s i o n i   d a t i   i n v i a t i : 	 '13'D  -,E  'D(J'F'*: 	 T a m a n h o   d o s   d a d o s   e n v i a d o s : 	 V e r i   b o y u t u n u   g  n d e r :   	 G i   c   d   l i u : 	 U k u r a n   d a t a   y a n g   d i k i r i m : 	 H a n t a r   d a t a   s a i z 	 *	M	0	G	7	?	$	  !	>		>	  		>	0	: 	 	 	 	 K  l d  t t   a d a t o k   m  r e t e : 	 	 	 	 V e r z o n d e n   h o e v e e l h e i d   g e g e v e n s 	 	 	 D i m e n s i u n e   d a t e   e x p e d i a t e : 	 	 	     : 	 	 	 'F/'2G  /'/G  '13'D: 	 	 	 						  					  				: 	 	 	 	 






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 
 S T R _ I D _ C B M _ D E T A I L _ R E C E I V E _ D A T A _ S I Z E 	 C B M 	 U N L I M 	 R e c e i v e d   d a t a   s i z e : 	 R e c e i v e d   d a t a   s i z e : 	 ]c6eǌe'Y\	 ]c6epenc'Y\	 DI#12I-!9%: 	 R e c i b i e n d o   t a m a  o   d e   d a t o s : 	 T a i l l e   d e s   d o n n  e s  r e  u e s   : 	 D a t e n g r   e   e m p f a n g e n : 	 1J5<  ?>;CG05<KE  40==KE: 	 D i m e n s i o n e   d a t i   r i c e v u t i : 	 '3*D'E  -,E  'D(J'F'*: 	 T a m a n h o   d e   d a d o s   r e c e b i d o s : 	 V e r i   b o y u t u n u   a l :   	 N h n   c   d   l i u : 	 U k u r a n   d a t a   y a n g   d i t e r i m a : 	 T e r i m a   d a t a   s a i z : 	 *	M	0	>	*	M	$	  !	>		>	  		>	0	: 	 	 	 	 F o g a d o t t   a d a t o k   m  r e t e : 	 	 	 	 G e g e v e n s g r o o t t e   o n t v a n g e n : 	 	 	 D i m e n s i u n e   d a t e   r e c e p ci o n a t e : 	 	 	     : 	 	 	 'F/'2G  /'/G  /1'A*: 	 	 	 					  				  					  				: 	 	 	 	 






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 
 S T R _ I D _ C B M _ D E T A I L _ A L L _ D A T A _ S I Z E 	 C B M 	 U N L I M 	 A l l   d a t a   s i z e : 	 A l l   d a t a   s i z e : 	 @b	gǌe'Y\	 @b	gpenc'Y\	   2I-!9%1I+!: 	 T a m a  o   d e   t o d o s   l o s   d a t o s : 	 T o u t e s   l e s   t a i l l e s   d e   d o n n  e s   : 	 G e s a m t e   D a t e n g r   e : 	 1I89  >1J5<  40==KE: 	 D i m e n s i o n e   s o l o   d a t i : 	 CD  'D(J'F'*: 	 T a m a n h o   d e   t o d o s   o s   d a d o s : 	 T  m   v e r i   b o y u t l a r 1:     	 T t   c   d   l i u : 	 S e m u a   u k u r a n   d a t a : 	 S e m u a   d a t a   s a i z : 	 8	.	8	M	$	  !	>		>	  		>	0	: 	 	 	 	  s s z e s   a d a t   m  r e t e : 	 	 	 	 A l l e   g e g e v e n s g r o o t t e : 	 	 	 D i m e n s i u n e   t o a t e   d a t e l e : 	 	 	     : 	 	 	 'F/'2G  GEG  /'/G: 	 	 	 		  					  				: 	 	 	 	 


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 
 S T R _ I D _ C B M _ D E T A I L _ U P _ D A T A _ R A T E 	 C B M 	 U N L I M 	 U p l o a d   r a t e : 	 U p l o a d   r a t e : 	 
NPs'Y\	 
N Os'Y\	 -1#2I-!9%-1: 	 V e l o c i d a d   d e   d a t o s   c a r g a d o s : 	 T a u x   d e   d o n n  e s   m o n t a n t  : 	 D a t e n r a t e   n a c h   o b e n : 	 !:>@>ABL  8AE>4OI59  ?5@540G8: 	 D i m e n s i o n e   d i   t u t t i   i   d a t i : 	 -,E  '13'D  'DF3()  'D(J'F'*  : 	 V e l o c i d a d e   d e   d a d o s   e n v i a d o s : 	  s t   v e r i   h 1z 1:   	 T c     t r u y n   l  n   c : 	 K e c e p a t a n   u p l o a d : 	 K a d a r   n a i k   d a t a : 	 	*	  !	>		>	  &	0	: 	 	 	 	 F e l t  l t  s i   a d a t s e b e s s  g : 	 	 	 	 G e g e v e n s s n e l h e i d   o m h o o g : 	 	 	 R a t   d e    n c r c a r e   d a t e : 	 	 	     : 	 	 	 -/'+1  E2'F  /'/G: 	 	 	 				  		  				  					: 	 	 	 	 



  



  

: 	     : 	 I r e y t h i   y e d a t h a   e y a   p h e z u l u : 	 U m l i n g a n i s e l o   w e - d a t a   o p h e z u l u : 	 K i w a n g o   c h a   k u p a k i a   d a t a : 	 O p l a a i - d a t a s p o e d : 	 .k e l i a m s  d u o m e n s  d y d i s : 	 A u g au p e j o ao   d a t u   t r u m s : 	  l e s l a a d i m i s e   k i i r u s : 	 Nebe|v~xr  ~ualvek  xmavtav  aacxiuxv]	       : 	 R a t   d e    n c r c a r e   d a t e : 	 .
A
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: 	 	0M&M'  !>>  9>0: 	 V l e r e s i m i   I   n g a r k i m i t : 	 				  		  						 	 	 	 	 	 	 	 T a x a   d e   c a r r e g a m e n t o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C B M _ D E T A I L _ D O W N _ D A T A _ R A T E 	 C B M 	 U N L I M 	 D o w n l o a d   r a t e : 	 D o w n l o a d   r a t e : 	 N	s'Y\	 N}s'Y\	 -1#2I-!9%2'L: 	 V e l o c i d a d   d e   d a t o s   d e s c a r g a d o s : 	 T a u x   d e   d o n n  e s   d e s c e n d a n t  : 	 D a t e n r a t e   n a c h   u n t e n : 	 !:>@>ABL  2E>4OI59  ?5@540G8: 	 Q u a n t i t a t i v o   d a t i : 	 -,E  *-EJD  'DF3()  'D(J'F'*: 	 V e l o c i d a d e   d e   d a d o s   r e c e b i d o s : 	 A l t   v e r i   h 1z 1:   	 T c     t i   v   c : 	 K e c e p a t a n   d o w n l o a d : 	 K a d a r   t u r u n   d a t a : 	 !	>			(	  !	>		>	  &	0	: 	 	 	 	 L e t  l t  s i   a d a t s e b e s s  g : 	 	 	 	 G e g e v e n s s n e l h e i d   o m l a a g : 	 	 	 R a t   d e   d e s c r c a r e   d a t e : 	 	 	     : 	 	 	 -/'BD  E2'F  /'/G: 	 	 	 				  				  				  					: 	 	 	 	 



  



  

: 	     : 	 I r e y t h i   y e d a t h a   e y a   p h a n s i : 	 U m l i n g a n i s e l o   w e - d a t a   o p h a n t s i : 	 K i w a n g o   c h a   k u p a k u a   d a t a : 	 A f l a a i - d a t a s p o e d : 	 A t s i s i u n 
i a m s  d u o m e n s  d y d i s : 	 L e j u p e j o ao   d a t u   t r u m s : 	 A l l a l a a d i m i s e   k i i r u s : 	 Febe|v~xr  ~ualvek  xmavtav  aacxiuxv]	       : 	 R a t   d e   d e s c r c a r e   d a t e : 	 $
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: 	 (?.M(  !>>  9>0: 	 V l e r e s i m i   I   s h k a r k i m i t : 	 				  		  						 	 	 	 	 	 	 	 T a x a   d e   d o w n l o a d : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C B M _ D E T A I L _ C O N N _ T I M E 	 C B M 	 U N L I M 	 C o n n e c t i o n   t i m e : 	 C o n n e c t i o n   t i m e : 	 #P}Bf	 ޏce	 @'%22#@
7H-!H-: 	 T i e m p o   d e   c o n e x i  n : 	 D u r  e   d e   c o n n e x i o n   : 	 V e r b i n d u n g s z e i t : 	 @5<O  @01>BK  ?>4:;NG5=8O: 	 T e m p o   d i   c o n n e s s i o n e : 	 HB*  'D'*5'D: 	 T e m p o   d e   l i g a   o : 	 B a l a n t 1  s  r e s i :   	 T h i   g i a n   k t   n i : 	 W a k t u   s a m b u n g a n : 	 M a s a   k e s a m b u n g a n : 	 	(	G		M	6	(	  8	.	/	: 	 	 	 	 C s a t l a k o z  s   i d e j e : 	 	 	 	 V e r b i n d i n g s t i j d : 	 	 	 O r a   c o n e x i u n i i : 	 	 	   : 	 	 	 2E'F  '*5'D: 	 	 	 					  			: 	 	 	 	 




  


: 	   : 	 I s i k h a t h i   s o k u x h u m a n a : 	 I x e s h a   l o q h a g a m s h e l w a n o : 	 M u d a   w a   u n g a n i s h o : 	 V e r b i n d i n g t y d : 	 R y ai o   l a i k a s : 	 S a v i e n o j u m a   i l g u m s : 	  h e n d u s e   a e g : 	 Dkatav  xrxiuxvh]	   : 	 O r a   c o n e x i u n i i : 	 
#
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
	 8/K(>  8._	 K o h a   e   l i d h j e s : 	 					  			: 	 	 	 	 	 	 	 	 T e m p o   d e   c o n e x  o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ S E A R C H 	 C B M 	 L S K 	 M e n u   i t e m   a s   S e a r c h 	 S e a r c h 	 d\	 d"}	 I+2	 B u s c a r 	 R e c h e r c h e r 	 S u c h e n 	 >8A:	 C e r c a   	 (-+	 P r o c u r a r 	 A r a   	 T  m 	 C a r i 	 C a r i 	 	K		  	0	G			 	 	 	 K e r e s  s 	 	 	 	 Z o e k e n 	 	 	 C u t a r e 	 	 	 	 	 	 ,3*,H	 	 	 									  					 	 	 	 



	 	 C i n g a 	 K h a n g e l a 	 T a f u t a 	 S o e k 	 I e ak o t i 	 M e k l t 	 O t s i n g 	 Hxvel	 	 C u t a r e 	 $
F
0
/
B
	 8(M'>(  0(M$A	 K e r k o 	 							 	 	 	 	 	 	 	 P r o c u r a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ C O N N E C T 	 C B M 	 L S K 	 M e n u   i t e m   a s   C o n n e c t 	 C o n n e c t 	 #~	 ޏc	 @
7H-!H-	 C o n e c t a r s e 	 C o n n e c t e r 	 V e r b i n d e n 	 >4:;NG8BL	 C o n n e t t i 	 '*5'D	 L i g a r 	 B a l a n   	 K t   n i 	 S a m b u n g 	 S a m b u n g 	 	(	G		M		  	0	G			 	 	 	 C s a t l a k o z  s 	 	 	 	 V e r b i n d e n 	 	 	 C o n e c t a r e 	 	 	 	 	 	 '*5'D	 	 	 					  					 	 	 	 




  


	   	 X h u m a 	 Q h a g a m s h e l a 	 U n g a n i s h a 	 K o p p e l 	 P r i s i j u n g t i 	 S a v i e n o t 	 L o o    h e n d u s 	 Dkaval	 	 C o n e c t a r e 	 
#

M

M
	 8/K  0M(M$A	 L i d h u 	 						 	 	 	 	 	 	 	 C o n e c t a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W I F I _ S E A R C H 	 C B M 	 C 0 7 3 _ 1 	 M e n u   i t e m   a s   W i F i   s e a r c h 	 W i F i   s e a r c h 	 W i F i   d\	 W i F i   d"}	 I+2  W i F i 	 B  s q u e d a   W i F i 	 R e c h e r c h e   W i F i 	 W i F i - S u c h e 	 >8A:  W i F i 	 R i c e r c a   W i F i 	 (-+W i F i 	 P e s q u i s a   W i F i 	 W i F i   a r a   	 T  m   W i F i   	 P e n c a r i a n   W i F i 	 C a r i a n   W i F i 	 W i F i   	K			 	 	 	 W i F i   k e r e s  s 	 	 	 	 W i F i   z o e k e n 	 	 	 C u t a r e   W i F i 	 	 	   W i F i 	 	 	 ,3*,H  W i F i 	 	 	 							  									  					 	 	 	 W i F i   


	 W i F i   	 I - W i F i   s e a r c h 	 U k h a n g e l o   l w e W i F i 	 T a f u t a   W i F i 	 W i F i - s o e k t o g 	 W i F i   p a i e ak a 	 W i F i   m e k l j u m s 	 W i F i   o t s i n g 	 W i F i   xxvxt	 W i F i -   	 C u t a r e   W i F i 	 W i F i   $
F
0
/
B
	 q>+>  8(M'>(	 K e r k i m W i F i 	 W i F i   							 	 	 	 	 	 	 	 P r o c u r a   d e   W i F i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ A L W A Y S _ A S K 	 C B M 	 I C O N T E X T ,   T E X T 	 M e n u   i t e m   a s   A l w a y s   a s k 	 A l w a y s   a s k 	 =~/fbOU	 ;`/f	 2!@*!-	 P r e g u n t a r   s i e m p r e 	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  A?@0H820BL	 C h i e d e r e   s e m p r e 	 3$'D  /'&E'	 P e r g u n t a r   s e m p r e 	 H e r   z a m a n   s o r   	 L u  n   h i 	 S e l a l u   t a n y a 	 S e n t i a s a   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	  n t r e a b    n t o t d e a u n a 	 	 	   	 	 	 GE4G  3$'D  4H/	 	 	 						  								  					 	 	 	 





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	   	 B u z a   n j a l o 	 B u z a   r h o q o 	 D a i m a   u l i z a 	 V r a   a l t y d 	 V i s a d a   k l a u s t i 	 V i e n m r   j a u t t 	 K  s i   a l a t i 	 Dkw  pavel	   	 S o l i c i t a r e   c o n f i r m a r e   p e r m a n e n t 	 
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 
 S T R _ I D _ P H N S E T _ M O T I O N _ M A I N M E N U _ 1 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   m a i n   m e n u   1 	 M o t i o n   m a t r i x   b o x 	 Rawc	 Raw5	 %H-  M o t i o n   M a t r i x 	 R e c u a d r o   d e   m a t r i z   d e   m o v i m i e n t o 	 M o u v e m e n t   B o  t e   d e   m a t r i c e 	 B e w e g u n g s m a t r i x b o x 	 ;>:  0=8<8@>2.   B01;8F	 C a s e l l a   m a t r i c e   M o v i m e n t o 	 'DE5AHA)  'DF47)	 C a i x a   d e   m a t r i z   d e   a n i m a   o 	 S e y i r   m a t r i k s   k u t u s u 	 T h c   n   c h  n h   c h u y n   n g   1 	 M T K 	 K o t a k   m a t r i k s   g e r a k a n 	   .	K	6	(	  .	H		M	0	?		M	8	  ,	I		M	8		 M T K 	 M T K 	 M T K 	 M o z g  s   m  t r i x   d o b o z 	 M T K 	 M T K 	 M T K 	 B e w e g i n g m a t r i x b o x 	 M T K 	 M T K 	 C a s e t   m a t r i c e   m i _c a r e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 '/1  E'*13  -1*	 M T K 	 M T K 	 				  											  					 M T K 	 M T K 	 M T K 	 



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	     	 I - M o t i o n   m a t r i x   b o x 	 I b h o k i s i   y e n t s h u k u m o   y e s i b u m b e l o 	 K i s a n d u k u   c h a   m w e n d o   w a   m a t r i k i 	 B e w e g i n g s m a t r i k s d o o s 	 E i g o s   m a t r i c o s   d ~u t 	 K u s t +b a s   m a t r i c a s   b o k s s 	 M o t i o n   m a t r i x   b o x 	 Gajtav  taka	     	 C a s e t   m a t r i c e   m i _c a r e 	 .
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 
 S T R _ I D _ P H N S E T _ M O T I O N _ M A I N M E N U _ 2 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   m a i n   m e n u   2 	 M o t i o n   p a g e   m o v e 	 Rab	 Raub	 "I2"+I2  M o t i o n 	 M o v i m i e n t o   p  g i n a   d e   m o v i m i e n t o 	 M o u v e m e n t   d  p l a c e m e n t   d e   p a g e 	 B e w e g u n g s s e i t e n v e r s c h i e b u n g 	 5@5<5I5=85  0=8<8@>2.   AB@0=8FK	 S p o s t a m e n t o   p a g i n a   M o v i m e n t o 	 5A-)  'D*-1C	 M u d a n  a   d e   p  g i n a   d e   a n i m a   o 	 S e y i r   s a y f a s 1  t a _1	 T h c   n   c h  n h   c h u y n   n g   2 	 M T K 	 A l i h   h a l a m a n   g e r a k a n 	   .	K	6	(	  *	G		<	  .	B	5		 M T K 	 M T K 	 M T K 	 M o z g  s   o l d a l    t h e l y e z  s 	 M T K 	 M T K 	 M T K 	 B e w e g i n g p a g i n a   b e w e g e n 	 M T K 	 M T K 	 M u t a r e   p a g i n    n   m i _c a r e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 'F*B'D  5A-G  -1*	 M T K 	 M T K 	 				  							  				 M T K 	 M T K 	 M T K 	 



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	     	 I - M o t i o n   p a g e   m o v e 	 U k u s u k a   k w e n t s h u k u m o   y e p h e p h a 	 H a m i s h a   g o m b o   y a   m w e n d o 	 S k u i f   b e w e g i n g s b l a d s y 	 E i g o s   p u s l a p i o   p e r k l i m a s 	 K u s t +b a s   l a p a s   p r c e l aa n a 	 M o t i o n   l e h e   t e i s a l d a m i n e 	 M o t i o n   p a g e   m o v e 	     	 M u t a r e   p a g i n    n   m i _c a r e 	 .
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 
 S T R _ I D _ P H N S E T _ M O T I O N _ M A I N M E N U _ 3 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   m a i n   m e n u   3 	 M o t i o n   m a i n   m e n u   3 	 Ra;N܃U3 	 Ra;N܃US3 	 @!9+%1  M o t i o n   3 	 M e n    p r i n c i p a l   d e   m o v i m i e n t o   3 	 M o u v e m e n t   M e n u   p r i n c i p a l   3 	 B e w e g u n g s h a u p t m e n    3 	 =8<8@>2.   3;02=>5  <5=N  3 	 M e n u   p r i n c i p a l e   M o v i m e n t o   3 	 B'&E)  'D1&J3J)  'DE*-1C)3 	 M e n u   p r i n c i p a l   d e   a n i m a   o   3 	 S e y i r   a n a   m e n    3 	 T h c   n   c h  n h   c h u y n   n g   3 	 M T K 	 M e n u   u t a m a   g e r a k a n   3 	   .	K	6	(	  .	A		M	/	  .	G	(	M	/	B	  3 	 M T K 	 M T K 	 M T K 	 M o z g  s   f Qm e n    3 	 M T K 	 M T K 	 M T K 	 B e w e g i n g h o o f d m e n u   3 	 M T K 	 M T K 	 M e n i u   p r i n c i p a l   m i _c a r e   3 	 M T K 	 M T K 	       3 	 M T K 	 M T K 	 EFH  '5D  -1*  3 	 M T K 	 M T K 	 				  						  				  		 M T K 	 M T K 	 M T K 	 



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  3 	       3 	 I - M o t i o n   m a i n   m e n u   3 	 I n t s h u k u m o   y e y o n a   m e n y u - 3 	 M e n y u   k u u   3   y a   m w e n d o 	 B e w e g i n g - h o o f k i e s l y s   3 	 3   p a g r i n d i n i s   e i g o s   m e n i u 	 K u s t +b a s   g a l v e n   i z v l n e   3 	 M o t i o n   p e a m e n     3 	 Gajtav  clma~x  tevux  3 	       3 	 M e n i u   p r i n c i p a l   m i _c a r e   3 	 .
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  3 	 .K8(  .BM_  .G(A  3 	 M e n y j a   k r y e s o r e   e   l e v i z j e s   3 	 M o t i o n   			  				  3 	 	 	 	 	 	 	 	 M e n u   p r i n c i p a l   d e   m o v i m e n t o   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M O T I O N _ M A I N M E N U _ 4 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   m a i n   m e n u   4 	 M o t i o n   m a i n   m e n u   4 	 Ra;N܃U4 	 Ra;N܃US4 	 @!9+%1  M o t i o n   4 	 M e n    p r i n c i p a l   d e   m o v i m i e n t o   4 	 M o u v e m e n t   M e n u   p r i n c i p a l   4 	 B e w e g u n g s h a u p t m e n    4 	 =8<8@>2.   3;02=>5  <5=N  4 	 M e n u   p r i n c i p a l e   M o v i m e n t o   4 	 B'&E)  'D1&J3J)  'DE*-1C)4 	 M e n u   p r i n c i p a l   d e   a n i m a   o   4 	 S e y i r   a n a   m e n    4 	 T h c   n   c h  n h   c h u y n   n g   4 	 M T K 	 M e n u   u t a m a   g e r a k a n   4 	   .	K	6	(	  .	A		M	/	  .	G	(	M	/	B	  4 	 M T K 	 M T K 	 M T K 	 M o z g  s   f Qm e n    4 	 M T K 	 M T K 	 M T K 	 B e w e g i n g h o o f d m e n u   4 	 M T K 	 M T K 	 M e n i u   p r i n c i p a l   m i _c a r e   4 	 M T K 	 M T K 	       4 	 M T K 	 M T K 	 EFH  '5D  -1*  4 	 M T K 	 M T K 	 				  						  				  		 M T K 	 M T K 	 M T K 	 



  




  



  4 	       4 	 I - M o t i o n   m a i n   m e n u   4 	 I n t s h u k u m o   y e y o n a   m e n y u - 4 	 M e n y u   k u u   4   y a   m w e n d o 	 B e w e g i n g - h o o f k i e s l y s   4 	 4   p a g r i n d i n i s   e i g o s   m e n i u 	 K u s t +b a s   g a l v e n   i z v l n e   4 	 M o t i o n   p e a m e n     4 	 Gajtav  clma~x  tevux  4 	       4 	 M e n i u   p r i n c i p a l   m i _c a r e   4 	 .
K
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  4 	 .K8(  .BM_  .G(A  4 	 M e n y j a   k r y e s o r e   e   l e v i z j e s   4 	 M o t i o n   			  				  4 	 	 	 	 	 	 	 	 M e n u   p r i n c i p a l   d e   m o v i m e n t o   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M O T I O N _ M A I N M E N U _ 5 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   m a i n   m e n u   5 	 M o t i o n   m a i n   m e n u   5 	 Ra;N܃U5 	 Ra;N܃US5 	 @!9+%1  M o t i o n   5 	 M e n    p r i n c i p a l   d e   m o v i m i e n t o   5 	 M o u v e m e n t   M e n u   p r i n c i p a l   5 	 B e w e g u n g s h a u p t m e n    5 	 =8<8@>2.   3;02=>5  <5=N  5 	 M e n u   p r i n c i p a l e   M o v i m e n t o   5 	 B'&E)  'D1&J3J)  'DE*-1C)5 	 M e n u   p r i n c i p a l   d e   a n i m a   o   5 	 S e y i r   a n a   m e n    5 	 T h c   n   c h  n h   c h u y n   n g   5 	 M T K 	 M e n u   u t a m a   g e r a k a n   5 	   .	K	6	(	  .	A		M	/	  .	G	(	M	/	B	  5 	 M T K 	 M T K 	 M T K 	 M o z g  s   f Qm e n    5 	 M T K 	 M T K 	 M T K 	 B e w e g i n g h o o f d m e n u   5 	 M T K 	 M T K 	 M e n i u   p r i n c i p a l   m i _c a r e   5 	 M T K 	 M T K 	       5 	 M T K 	 M T K 	 EFH  '5D  -1*  5 	 M T K 	 M T K 	 				  						  				  		 M T K 	 M T K 	 M T K 	 



  




  



  5 	       5 	 I - M o t i o n   m a i n   m e n u   5 	 I n t s h u k u m o   y e y o n a   m e n y u - 5 	 M e n y u   k u u   5   y a   m w e n d o 	 B e w e g i n g - h o o f k i e s l y s   5 	 5   p a g r i n d i n i s   e i g o s   m e n i u 	 K u s t +b a s   g a l v e n   i z v l n e   5 	 M o t i o n   p e a m e n     5 	 Gajtav  clma~x  tevux  5 	       5 	 M e n i u   p r i n c i p a l   m i _c a r e   5 	 .
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  5 	 .K8(  .BM_  .G(A  5 	 M e n y j a   k r y e s o r e   e   l e v i z j e s   5 	 M o t i o n   			  				  5 	 	 	 	 	 	 	 	 M e n u   p r i n c i p a l   d e   m o v i m e n t o   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M O T I O N _ D I A L _ 1 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   d i a l e r   1 	 P e n 	 kuF{	 ;u{	 22	 B o l  g r a f o 	 S t y l o 	 S t i f t 	 5@>	 P e n n a 	 BDE	 C a n e t a 	 K a l e m 	 Q u a y   s   c h u y n   n g   1 	 M T K 	 P e n 	   *	H	(		 M T K 	 M T K 	 M T K 	 T o l l 	 M T K 	 M T K 	 M T K 	 P e n 	 M T K 	 M T K 	 S t i l o u 	 M T K 	 M T K 	 	 M T K 	 M T K 	 BDE	 M T K 	 M T K 	 				 M T K 	 M T K 	 M T K 	 


	 	 I - P e n 	 U s i b a 	 K a l a m a 	 P e n 	 R a ai k l i s 	 S p a l v a 	 P l i i a t s 	 3ky	 	 S t i l o u 	 *
G
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	 *G(	 S t i l o l a p s 	 			  	 	 	 	 	 	 	 	 C a n e t a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M O T I O N _ D I A L _ 2 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   d i a l e r   2 	 S t a r 	 fIQ	 fIQ	 2'	 E s t r e l l a 	  t o i l e 	 S t e r n 	 2574>G:0	 A s t e r i s c o 	 F,E	 E s t r e l a 	 Y 1l d 1z 	 Q u a y   s   c h u y n   n g   2 	 M T K 	 B i n t a n g 	   8	M		>	0		 M T K 	 M T K 	 M T K 	 C s i l l a g 	 M T K 	 M T K 	 M T K 	 S t e r 	 M T K 	 M T K 	 S t e a 	 M T K 	 M T K 	 	 M T K 	 M T K 	 3*'1G	 M T K 	 M T K 	 					  	 M T K 	 M T K 	 M T K 	 




	 	 I - S t a r 	 I n k w e n k w e z i 	 N y o t a 	 S t e r 	 }v a i g ~d 	 Z v a i g z n e 	 S t a r 	 1}r	 	 S t e a 	 8
M
1
M
1
>
0
M

 	 $>0>	 Y l l 	 				 	 	 	 	 	 	 	 E s t r e l a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M O T I O N _ D I A L _ 3 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   d i a l e r   3 	 M o t i o n   d i a l e r   3 	 Rad_3 	 RabS3 	 1'+!8  M o t i o n   3 	 M a r c a d o r   d e   m o v i m i e n t o   3 	 C o m p o s e u r   d e   m o u v e m e n t   3 	 B e w e g u n g s e i n w  h l p r o g r a m m   3 	 >4286=K9  =01>@  3 	 C o m p o s i z i o n e   M o v i m e n t o   3 	 '*5'D3 	 M a r c a d o r   d e   a n i m a   o   3 	 S e y i r   a r a m a   3 	 Q u a y   s   c h u y n   n g   3 	 M T K 	 P e n d a i l   g e r a k a n   3 	   .	K	6	(	  !	>	/	2	0	  3 	 M T K 	 M T K 	 M T K 	 M o z g  s   t  r c s  z    3 	 M T K 	 M T K 	 M T K 	 B e w e g i n g k i e z e r   3 	 M T K 	 M T K 	 C a d r a n   m i _c a r e   3 	 M T K 	 M T K 	     3 	 M T K 	 M T K 	 4E'1G  1  -1*  3 	 M T K 	 M T K 	 				  							  		 M T K 	 M T K 	 M T K 	 



  




  3 	     3 	 I - M o t i o n   d i a l e r   3 	 I n t s h u k u m o   y o m d a y e l i - 3 	 K i p i g a j i   3   c h a   m w e n d o 	 B e w e g i n g s k a k e l a a r   3 	 3   e i g o s   r i n k i k a s 	 K u s t +b a s   z v a n +t j s   3 	 M o t i o n   n u m b r i v a l i j a   3 	 Gajelx~  patapa~axt  3 	     3 	 C a d r a n   m i _c a r e   3 	 .
K
7
(
M

   !
/
2
0
M

   3 	 .K8(  !>_20  3 	 R e n e s i   I   l e v i z j e s   3 	 M o t i o n   										  3 	 	 	 	 	 	 	 	 D i s c a d o r   d e   m o v i m e n t o   3 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M O T I O N _ D I A L _ 4 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   d i a l e r   4 	 M o t i o n   d i a l e r   4 	 Rad_4 	 RabS4 	 1'+!8  M o t i o n   4 	 M a r c a d o r   d e   m o v i m i e n t o   4 	 C o m p o s e u r   d e   m o u v e m e n t   4 	 B e w e g u n g s e i n w  h l p r o g r a m m   4 	 >4286=K9  =01>@  4 	 C o m p o s i z i o n e   M o v i m e n t o   4 	 '*5'D4 	 M a r c a d o r   d e   a n i m a   o   4 	 S e y i r   a r a m a   4 	 Q u a y   s   c h u y n   n g   4 	 M T K 	 P e n d a i l   g e r a k a n   4 	   .	K	6	(	  !	>	/	2	0	  4 	 M T K 	 M T K 	 M T K 	 M o z g  s   t  r c s  z    4 	 M T K 	 M T K 	 M T K 	 B e w e g i n g k i e z e r   4 	 M T K 	 M T K 	 C a d r a n   m i _c a r e   4 	 M T K 	 M T K 	     4 	 M T K 	 M T K 	 4E'1G  1  -1*  4 	 M T K 	 M T K 	 				  							  		 M T K 	 M T K 	 M T K 	 



  




  4 	     4 	 I - M o t i o n   d i a l e r   4 	 I n t s h u k u m o   y o m d a y e l i - 4 	 K i p i g a j i   4   c h a   m w e n d o 	 B e w e g i n g s k a k e l a a r   4 	 4   e i g o s   r i n k i k a s 	 K u s t +b a s   z v a n +t j s   4 	 M o t i o n   n u m b r i v a l i j a   4 	 Gajelx~  patapa~axt  4 	     4 	 C a d r a n   m i _c a r e   4 	 .
K
7
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M

   !
/
2
0
M

   4 	 .K8(  !>_20  4 	 R e n e s i   I   l e v i z j e s   4 	 M o t i o n   										  4 	 	 	 	 	 	 	 	 D i s c a d o r   d e   m o v i m e n t o   4 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M O T I O N _ D I A L _ 5 	 S e t t i n g 	 T W O S T A T E ,   H I N T 	 m o t i o n   d i a l e r   5 	 M o t i o n   d i a l e r   5 	 Rad_5 	 RabS5 	 1'+!8  M o t i o n   5 	 M a r c a d o r   d e   m o v i m i e n t o   5 	 C o m p o s e u r   d e   m o u v e m e n t   5 	 B e w e g u n g s e i n w  h l p r o g r a m m   5 	 >4286=K9  =01>@  5 	 C o m p o s i z i o n e   M o v i m e n t o   5 	 '*5'D5 	 M a r c a d o r   d e   a n i m a   o   5 	 S e y i r   a r a m a   5 	 Q u a y   s   c h u y n   n g   5 	 M T K 	 P e n d a i l   g e r a k a n   5 	   .	K	6	(	  !	>	/	2	0	  5 	 M T K 	 M T K 	 M T K 	 M o z g  s   t  r c s  z    5 	 M T K 	 M T K 	 M T K 	 B e w e g i n g k i e z e r   5 	 M T K 	 M T K 	 C a d r a n   m i _c a r e   5 	 M T K 	 M T K 	     5 	 M T K 	 M T K 	 4E'1G  1  -1*  5 	 M T K 	 M T K 	 				  							  		 M T K 	 M T K 	 M T K 	 



  




  5 	     5 	 I - M o t i o n   d i a l e r   5 	 I n t s h u k u m o   y o m d a y e l i - 5 	 K i p i g a j i   5   c h a   m w e n d o 	 B e w e g i n g s k a k e l a a r   5 	 5   e i g o s   r i n k i k a s 	 K u s t +b a s   z v a n +t j s   5 	 M o t i o n   n u m b r i v a l i j a   5 	 Gajelx~  patapa~axt  5 	     5 	 C a d r a n   m i _c a r e   5 	 .
K
7
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   !
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2
0
M

   5 	 .K8(  !>_20  5 	 R e n e s i   I   l e v i z j e s   5 	 M o t i o n   										  5 	 	 	 	 	 	 	 	 D i s c a d o r   d e   m o v i m e n t o   5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A B R E P E A T _ B U I L D _ C A C H E _ F A I L E D 	 A B R E P E A T 	 P O P U P 	 e r r o r   m e s s a g e   s t r i n g   " B u i l d   c a c h e   f a i l e d " 	 B u i l d   c a c h e   f a i l e d 	 ^zeN_S1YWe	 ^zeN_S1Y%	 *#I2A
%I!@+%'	 C o n s t r u c c i  n   d e   c a c    f a l l  	 E c h e c   d e   c o n s t r u c t i o n   d e   c a c h e 	 C a c h e a u f b a u   f e h l g e s c h l a g e n 	 !1>9  D>@<8@>20=8O  :MH0	 C o m p o s i t o r e   m o v i m e n t o   5 	 A4D  AJ  'F4'!  *H5D  'DEDA'*	 F a l h a   n a   c r i a   o   d e   c a c h e 	  n   b e l l e k   y a p 1l a n d 1r 1l a m a d 1  	 L p   t p   t m   l u   t h t   b i 	 P e m b u a t a n   c a c h e   g a g a l 	 G a g a l   b i n a   c a c h e 	 	H	6	G	  ,	(	>	(	>	  	8	+	2		 	 	 	 A   g y o r s  t  t  r   l  t r e h o z  s a   s i k e r t e l e n 	 	 	 	 C a c h e   k o n   n i e   t w o r d e n   o p g e b o u w d 	 	 	 C r e a r e a   m e m o r i e i   c a c h e   n u   a   r e u _i t 	 	 	     	 	 	 ','/  -'A8G  ~FG'F  F'EHAB  (H/	 	 	 					  						  						  						 	 	 	 


  








  





	     	 B u i l d   c a c h e   f a i l e d 	 B u i l d   c a c h e   f a i l e d 	 B u i l d   c a c h e   f a i l e d 	 B o u   s w e r w i n g   o n s u k s e s v o l 	 B u i l d   c a c h e   f a i l e d 	 B u i l d   c a c h e   f a i l e d 	 B u i l d   c a c h e   f a i l e d 	 B u i l d   c a c h e   f a i l e d 	 B u i l d   c a c h e   f a i l e d 	 B u i l d   c a c h e   f a i l e d 	 	 	 N d e r t i m i   I   f o l e s e   d e s h t o i 	 					  							  					 	 	 	 	 	 	 	 F a l h a   d e   c o n s t r u   o   d e   c a c h e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ C O M M O N _ S W I T C H _ I D 	 E m a i l 	 L S K 	 T h e   o p t i o n   m e n u   t o   s w i t c h   E m a i l   w o r k i n g   m o d e 	 S w i t c h 	 Rc	 Rbc	 *%1	 C a m b i a r 	 I n v e r s e r 	 W e c h s e l n 	 5@5:;NG8BL	 A t t i v a / d i s a t t i v a 	 *-HJD	 C o m u t a r 	 D e i _t i r 	 H o  n   i 	 S w i t c h 	 B e r t u k a r 	   8	M	5	?			 S w i t c h 	 S w i t c h 	 S w i t c h 	 V  l t  s 	 S w i t c h 	 S w i t c h 	 S w i t c h 	 O m s c h a k e l e n 	 S w i t c h 	 S w i t c h 	 C o m u t a r e 	 S w i t c h 	 S w i t c h 	 	 S w i t c h 	 S w i t c h 	 *9H6	 S w i t c h 	 S w i t c h 	 					 S w i t c h 	 S w i t c h 	 S w i t c h 	 



	 	 S h i n t s h a 	 T s h i n t s h a 	 B a d i l i 	 S k a k e l   o o r 	 P e r j u n g t i 	 P r s l g t 	  m b e r l  l i t u s 	 Sxmaoel	 	 B u t o n 	 .
>
1
B
	 8M5?  0(M$A	 S t a k o 	 				  				 	 	 	 	 	 	 	 C h a v e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S L I D S H O W _ P A T H _ T O O _ D E E P 	 S L I D E S H O W 	 P O P U P 	 P a t h   t o o   d e e p 	 P a t h   t o o   d e e p 	 _Nm	 _Ǐm	 2%6@4D	 R u t a   d e m a s i a d o   p r o f u n d a 	 C h e m i n   t r o p   l o n g 	 P f a d   z u   t i e f 	 !;8H:><  3;C1>:0O  85@0@E8O	 P e r c o r s o   t r o p p o   p r o f o n d o 	 71JB  9EJB  ,/'	 C a m i n h o   d e m a s i a d o   c o m p r i d o 	 Y o l    o k   d e r i n   	 n g   d n   q u    s  u 	 J a l u r   t e r l a l u   j a u h 	 L a l u a n   t e r l a l u   d a l a m 	 *	>	%	  ,	9	A	$	  	9	0	>		 	 	 	 A z    t v o n a l   t  l   h o s s z  	 	 	 	 P a d   t e   d i e p 	 	 	 C a l e a   e s t e   p r e a   a d  n c 	 	 	     	 	 	 E31  /H1  '3*	 	 	 			  			  					 	 	 	 


  


  



  

	     	 I n d l e l a   i j u l e   k a k h u l u 	 I n d l e l a n a   i n z u l u   k a k h u l u 	 N j i a   n i   y a   k i n a   s a n a 	 R o e t e   t e   v e r 	 K e l i a s   p e r   g i l u s 	 C e <a  p r k   d z i <a	 T e e   l i i g a   s  g a v 	 Hrkv  yaafav  mxv  g	     	 C a l e a   e s t e   p r e a   a d  n c 	 *
>
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  5
3
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  
4

	 *%  ,9A$  -@0	 L i n j a   s h u m e   e   t h e l l e 	 		  							  				  	 	 	 	 	 	 	 	 C a m i n h o   m u i t o   p r o f u n d o 	 	 	 	 	 	 	 	 B i d e a   s a k o n e g i a 	 M a s y a d o n g   m a l a l i m   a n g   p a t h 	 C a m i  o   d e m a s i a d o   p r o f u n d o 	 z   t o r o   o k e   o g o 	 C o s  n   r  d h o m h a i n 
 
 S T R _ I D _ V D O R E C _ T O _ C A M E R A 	 V D O R E C 	 I C O N T E X T 	 [ m e n u   -   s w i c h   t o   c a m e r a   a p p l i c a t i o n ] 	 S w i t c h   t o   c a m e r a 	 Rcv_j	 Rbcv:g	 *%1D5H%I-	 C a m b i a r   a   c  m a r a 	 C h a n g e r      c a m  r a 	 Z u r   K a m e r a   w e c h s e l n 	 5@5:;NG8BL  =0  :0<5@C	 P a s s a   a   t e l e c a m e r a 	 M T K 	 A l t e r a r   p a r a   c  m a r a 	 K a m e r a y a   g e  	 i   n   m  y   n h 	 M T K 	 B e r t u k a r   k e   k a m e r a 	   	H	.	0	>	  *	0	  	>				 M T K 	 M T K 	 M T K 	 V  l t  s   k a m e r  r a 	 M T K 	 M T K 	 M T K 	 O m s c h a k e l e n   n a a r   c a m e r a 	 M T K 	 M T K 	 C o m u t a r e   l a   c a m e r 	 M T K 	 M T K 	   	 M T K 	 M T K 	 *9H6  (G  /H1(F	 M T K 	 M T K 	 										  				  					 M T K 	 M T K 	 M T K 	 








  



	     	 S h i n t s h e l a   k w i k h a m e r a 	 T s h i n t s h e l a   k w i k h a m e r a 	 B a d i l i   k w a   k a m e r a 	 S k a k e l   o o r   n a   k a m e r a 	 P e r j u n g t i   /  f o t o a p a r a t 	 P r s l g t   u z   k a m e r u 	 L  l i t u   k a a m e r a l e 	 Sxmaoel  mkok	   	 C o m u t a r e   l a   c a m e r 	 
M
/
>
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1
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
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  .
>
1
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	 M/>.G0>A  8M5?  0(M$A	 S t a k o   t e k   a p a r a t i 	 								  				  				 	 	 	 	 	 	 	 P a s s a r   p a r a   c  m e r a 	 	 	 	 	 	 	 	 A r g a z k i m a k i n a r a   a l d a t u 	 L u m i p a t   s a   k a m e r a 	 C a m b i a r   a   c  m a r a 	 T i n y e   n a   k a m e r a 	 A t h r a i g h   c h u i g   c e a m a r a 
 
 S T R _ I D _ V D O R E C _ D E L E T E 	 V D O R E C 	 I C O N T E X T 	 [ m e n u   -   d e l e t e   t h i s   v i d e o ] 	 D e l e t e   v i d e o 	 *Rdq_Gr	  RdƉ	 %'45B-	 B o r r a r   v i d e o   	 S u p p r i m e r   v i d  o 	 V i d e o   l  s c h e n 	 #40;8BL  2845>	 E l i m i n a   v i d e o 	 M T K 	 A p a g a r   v  d e o 	 V i d e o y u   s i l 	 X  a   v i d e o 	 M T K 	 H a p u s   v i d e o 	   5	@	!	?	/	K	  .	?		>				 M T K 	 M T K 	 M T K 	 V i d e    t  r l  s e 	 M T K 	 M T K 	 M T K 	 V i d e o   v e r w i j d e r e n 	 M T K 	 M T K 	 ^t e r g e r e   c l i p   v i d e o 	 M T K 	 M T K 	   	 M T K 	 M T K 	 -0A  ADE	 M T K 	 M T K 	 					  						 M T K 	 M T K 	 M T K 	 







  



  



  	   	 S u s a   i v i d y o 	 C i m a   i v i d i y o 	 F u t a   v i d e o 	 S k r a p   v i d e o 	 `a l i n t i   v a i z d o   k l i p 	 D z s t   v i d e o 	 K u s t u t a   v i d e o 	 Kv{el  ~kdexv	   	 ^t e r g e r e   c l i p   v i d e o 	 5
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  (
@
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	 -?!?  ,?2K*  0(M$A	 F s h i j   v i d e o n 	 					'   				 	 	 	 	 	 	 	 E x c l u i r   v  d e o 	 	 	 	 	 	 	 	 B i d e o a   e z a b a t u 	 T a n g g a l i n   a n g   v i d e o 	 B o r r a r   v  d e o 	 K a c h a p   v i d i o 	 S c r i o s   f  s e  n 
 
 S T R _ I D _ G P S _ S E T T I N G _ M A I N 	 G P S 	 T I T L E ,   I C O N T E X T 	 G P S   s e t t i n g s 	 G P S   s e t t i n g s 	 G P S -[	 G P S n	 H241I  G P S 	 C o n f i g u r a c i  n   G P S 	 R  g l a g e s   G P S 	 G P S - E i n s t e l l u n g e n 	 0AB@>9:0  G P S   	 I m p o s t a z i o n i   G P S 	 M T K 	 D e f i n i   e s   d e   G P S 	 G P S   a y a r l a r 1	 C  i   t   G P S 	 M T K 	 S e t i n g   G P S 	   G P S   8	G		?			M	8		 M T K 	 M T K 	 M T K 	 G P S   b e  l l  t  s o k 	 M T K 	 M T K 	 M T K 	 G P S - i n s t e l l i n g e n 	 M T K 	 M T K 	 S e t r i   G P S 	 M T K 	 M T K 	   G P S 	 M T K 	 M T K 	 *F8E'*  G P S 	 M T K 	 M T K 	 						  						 M T K 	 M T K 	 M T K 	 G P S   







	     	 A m a s e t h i n g i   e - G P S 	 U s e t o   l w e G P S 	 M i p a n g i l i o   y a   G P S 	 G P S - - i n s t e l l i n g s 	 G P S   n u o s t a t o s 	 G P S   i e s t a t +j u m i 	 G P S   s  t t e d 	 G P S   oauavve	 G P S   	 S e t r i   G P S 	 G P S   
M
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
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
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 	 G P S   8G?A!?	 	 G P S   					  	 	 	 	 	 	 	 	 C o n f i g u r a   e s   G P S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G P S _ S E T T I N G _ B T D E V I C E 	 G P S 	 I C O N T E X T 	 B l u e t o o t h   d e v i c e 	 B l u e t o o t h   d e v i c e 	 ͅYr-P	 ݄YrY	 -8#L  B l u e t o o t h 	 D i s p o s i t i v o   B l u e t o o t h 	 A p p a r e i l   B l u e t o o t h 	 B l u e t o o t h - G e r  t 	 #AB@>9AB2>  B l u e t o o t h   	 D i s p o s i t i v o   B l u e t o o t h 	 M T K 	 D i s p o s i t i v o   b l u e t o o t h 	 B l u e t o o t h   a y g 1t 1	 C  i   t   B l u e t o o t h 	 M T K 	 P e r a n t i   B l u e t o o t h 	   ,	M	2	B		B	%	  		*		0	#		 M T K 	 M T K 	 M T K 	 B l u e t o o t h - e s z k  z 	 M T K 	 M T K 	 M T K 	 B l u e t o o t h - a p p a r a a t 	 M T K 	 M T K 	 D i s p o z i t i v   B l u e t o o t h 	 M T K 	 M T K 	   - ' 	 M T K 	 M T K 	 /3*'G  B l u e t o o t h 	 M T K 	 M T K 	 							  							 M T K 	 M T K 	 M T K 	 








  




	   	 I d i v a y s i   y e - B l u e t o o t h 	 I s i x h o b o   s e - b l u e t o o t h     	 K i f a a   c h a   B l u e t o o t h 	 B l u e t o o t h - t o e s t e l 	 B l u e t o o t h   /r e n g i n y s 	 B l u e t o o t h   i e r +c e 	 B l u e t o o t h   s e a d e 	 B l u e t o o t h   }a	   	 D i s p o z i t i v   B l u e t o o t h 	 ,
M
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
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 	 B l u e t o o t h   	*0#	 	 B l u e t o o t h   							 	 	 	 	 	 	 	 D i s p o s i t i v o   B l u e t o o t h 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G P S _ S E T T I N G _ R E C E I V E R 	 G P S 	 I C O N T E X T 	 R e c e i v e r 	 R e c e i v e r 	 c6ez	 c6ez	 +91	 R e c e p t o r 	 D e s t i n a t a i r e 	 E m p f  n g e r 	 >;CG0B5;L	 R i c e v i t o r e 	 M T K 	 R e c e p t o r 	 A l 1c 1	 C n g   n h n 	 M T K 	 P e n e r i m a 	   *	M	0	>	*	M	$		0	M	$	>		 M T K 	 M T K 	 M T K 	 V e v Q	 M T K 	 M T K 	 M T K 	 O n t v a n g e r 	 M T K 	 M T K 	 D e s t i n a t a r 	 M T K 	 M T K 	 	 M T K 	 M T K 	 1F/G	 M T K 	 M T K 	 								 M T K 	 M T K 	 M T K 	 






  




	 	 I s a m u k e l i 	 U m a m k e l i 	 K i p o k e a j i 	 O n t v a n g e r 	 I m t u v a s 	 U z t v r j s 	 V a s t u v  t j a 	 8vdxvky	 	 D e s t i n a t a r 	 1
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 	 M09#>0@	 	 											 	 	 	 	 	 	 	 D e s t i n a t  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G P S _ S E T T I N G _ R E C E I V E R _ E X T 	 G P S 	 C 0 5 7 _ 1 	 E x t e r n a l 	 E x t e r n a l 	 Y-P	 Y萾Y	  2"-	 E x t e r n o 	 E x t e r n e 	 E x t e r n 	 =5H=89	 E s t e r n o 	 M T K 	 E x t e r n o 	 H a r i c i 	 T h i t   b   d  n g   n g o  i 	 M T K 	 L u a r a n 	   ,	>	9	M	/		 M T K 	 M T K 	 M T K 	 K  l s Q	 M T K 	 M T K 	 M T K 	 E x t e r n 	 M T K 	 M T K 	 E x t e r n 	 M T K 	 M T K 	 	 M T K 	 M T K 	 .'1,	 M T K 	 M T K 	 											 M T K 	 M T K 	 M T K 	 




  	 	 O k u n g a p h a n d l e 	 N g a p h a n d l e 	 N j e 	 E k s t e r n 	 I ao r i n i s 	  r j s 	 V  l i n e 	 1akv	 	 E x t e r n 	 

M
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 	 ,>9M_	 	 								 	 	 	 	 	 	 	 E x t e r n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G P S _ S E T T I N G _ A S K _ C H O O S E _ G P S 	 G P S 	 P O P U P C O N F I R M 	 ( E r r o r   p o p u p )   G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S !jJX*g#P}HQ-[G P S !jJX	 G P S !jWW*gޏ~HQnG P S !jWW	 D!HDI@
7H-!H-1B!9%  G P S     1IH2H-? 	 E l   m  d u l o   G P S   n o   e s t    c o n e c t a d o ,    c o n f i g u r a r l o   p r i m e r o ? 	 M o d u l e   G P S   p a s   c o n n e c t  ,   l e   r  g l e r   e n   p r e m i e r  ? 	 G P S - M o d u l   i s t   n i c h t   v e r b u n d e n ,   e s   z u e r s t   e i n s t e l l e n ? 	 >4C;L  G P S   =5  ?>4A>545=5=,   =0AB@>8BL  53>? 	 I l   m o d u l o   G P S   n o n      c o n n e s s o ,   I m p o s t a r l o ? 	 M T K 	 O   m  d u l o   G P S   n  o   e s t    l i g a d o ,   l i g a r ? 	 G P S   m o d  l    b a l 1  d e i l ,    n c e   b u   a y a r l a n s 1n   m 1? 	 G P S   c h a   k t   n i ,   n  n   k t   n i   G P S   t r c ? 	 M T K 	 M o d u l   G P S   t i d a k   d i s a m b u n g ,   s e t k a n   d a h u l u ? 	   G P S   .	I	!	M	/	B	2	  	(	G		M		  (	9	@		  9	H	,   *	9	2	G	  	8	G	  8	G		  	0	G		? 	 M T K 	 M T K 	 M T K 	 A   G P S   m o d u l   n e m   c s a t l a k o z i k ,   e l Qb b   b e  l l  t j a ? 	 M T K 	 M T K 	 M T K 	 G P S - m o d u l e   i s   n i e t   a a n g e s l o t e n .   E e r s t   i n s t e l l e n ? 	 M T K 	 M T K 	 M o d u l u l   G P S   n u   e s t e   c o n e c t a t .    l   c o n f i g u r a ci   m a i    n t  i ? 	 M T K 	 M T K 	   - G P S     ,     ? 	 M T K 	 M T K 	 H'-/  G P S   H5D  F3*  '(*/'  *F8E  4H/	 M T K 	 M T K 	 						  					  							  		,   						  			  			  					? 	 M T K 	 M T K 	 M T K 	 G P S   






  





  







  


,   





   






?  	     ,       ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S - m o d u l e   i s   n i e   g e k o p p e l   n i e ,   s t e l   d i t   e e r s ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 G P S   m o d u l e   i s   n o t   c o n n e c t e d ,   s e t   i t   f i r s t ? 	 	 	 	 G P S   					  							  			,   						  			  						? 	 	 	 	 	 	 	 	 M  d u l o   G P S   n  o   e s t    c o n e c t a d o ,   a j u s t  - l o   p r i m e i r o ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G P S _ S E T T I N G _ G P S _ S I G N A L _ E R R 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   G P S   s i g n a l   e r r o r 	 G P S   s i g n a l   e r r o r 	 G P S O_pu8^	 G P S O_pu8^	 *1

2  G P S   4%2	 E r r o r   e n   s e  a l   G P S 	 E r r e u r   d e   s i g n a l   G P S 	 G P S - S i g n a l f e h l e r 	 H81:0  A83=0;0  G P S   	 E r r o r e   s e g n a l e   G P S 	 M T K 	 E r r o   d e   s i n a l   d e   G P S 	 G P S   s i n y a l i   h a t a s 1	 T  n   h i u   G P S   l i 	 M T K 	 R a l a t   i s y a r a t   G P S 	   G P S   8	?		(	2	  $	M	0	A		?		 M T K 	 M T K 	 M T K 	 G P S   j e l h i b a 	 M T K 	 M T K 	 M T K 	 F o u t   i n   G P S - s i g n a a l 	 M T K 	 M T K 	 E r o a r e   s e m n a l   G P S 	 M T K 	 M T K 	     G P S 	 M T K 	 M T K 	 .7'  3F'D  G P S 	 M T K 	 M T K 	 						  								  							 M T K 	 M T K 	 M T K 	 G P S   





  


	     	 I p h u t h a   l e s i g a n a l i   y e - G P S 	 I m p a z a m o   y o m q o n d i s o   w e G P S 	 H i t i l a f u   y a   i s h a r a   y a   G P S 	 G P S - s e i n f o u t 	 G P S   s i g n a l o   k l a i d a 	 G P S   s i g n l a   k <kd a 	 G P S   s i g n a a l i   v i g a 	 G P S - k  afdavwavk  }mal	 G P S       	 E r o a r e   s e m n a l   G P S 	 G P S   8
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 	 G P S   8MG$  $M0A?	 	 G P S   					  							 	 	 	 	 	 	 	 E r r o   d e   s i n a l   G P S 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G P S _ S E T T I N G _ G P S _ S I G N A L _ O K 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   G P S   s i n g a l   O K 	 G P S   s i n g a l   O K 	 G P S O_ck8^	 G P S OSck8^	 *1

2  G P S   C
IDI	 S e  a l   G P S   a d e c u a d a 	 S i g n a l   G P S   O K 	 G P S - S i g n a l   O K 	 %>@>H89  A83=0;  G P S   	 S e g n a l e   G P S   O K 	 M T K 	 S i n a l   d e   G P S   O K 	 G P S   s i n y a l i   T A M A M 	 T  n   h i u   G P S   n   n h 	 M T K 	 I s y a r a t   G P S   O K 	   G P S   8	?		(	2	   	@			 M T K 	 M T K 	 M T K 	 G P S   j e l   O K 	 M T K 	 M T K 	 M T K 	 G P S - s i g n a a l   i n   o r d e 	 M T K 	 M T K 	 S e m n a l   G P S   O K 	 M T K 	 M T K 	   G P S   	 M T K 	 M T K 	 *#/  3F'D  G P S 	 M T K 	 M T K 	 						  								  				 M T K 	 M T K 	 M T K 	 G P S   





  




  

	     	 I s i g a n a l i   y e - G P S   i - O K   	 U m q o n d i s o   w e G P S   U L U N G I L E 	 I s h a r a   y a   G P S   n i   S a w a 	 G P S - s e i n   O K 	 G P S   s i g n a l a s   g e r a s 	 G P S   s i g n l s   O K 	 G P S   s i n g a a l   O K 	 G P S - k  afdavwav  O K 	 G P S     O K 	 S e m n a l   G P S   O K 	 G P S   8
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
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	 G P S   8MG$   ?	 	 G P S   					  				 	 	 	 	 	 	 	 S i n a l   G P S   O K 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G P S _ S E T T I N G _ G P S _ R E J E C T 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   G P S   r e j e c t   t h e   c o n n e c t i o n 	 G P S   r e j e c t   t h e   c o n n e c t i o n 	 G P S !jJX!ql#P}	 G P S !jWWelޏ~	 G P S   4@*2#@
7H-!H-	 G P S   r e c h a z    l a   c o n e x i  n 	 G P S   a   r e f u s    l a   c o n n e x i o n 	 G P S   l e h n t   V e r b i n d u n g   a b 	 !>548=5=85  >B:;>=5=>  G P S   	 G P S   h a   r i f i u t a t o   l a   c o n n e s s i o n e 	 M T K 	 O   G P S   r e j e i t o u   a   l i g a   o 	 G P S   b a l a n t 1y 1  r e d d e d d i 	 K h  n g   t h   k t   n i   G P S 	 M T K 	 G P S   m e n o l a k   s a m b u n g a n 	   G P S   &	M	5	>	0	>	  	(	G		M	6	(	  	8	M	5	@		C	$	  	 M T K 	 M T K 	 M T K 	 A   G P S   e l u t a s  t o t t a   a   k a p c s o l a t o t 	 M T K 	 M T K 	 M T K 	 G P S   v e r w e r p t   d e   v e r b i n d i n g 	 M T K 	 M T K 	 M o d u l u l   G P S   a   r e s p i n s   c o n e x i u n e a 	 M T K 	 M T K 	 - G P S       	 M T K 	 M T K 	 G P S   '*5'D  1'  1/  E  F/	 M T K 	 M T K 	 						  					  										  						 M T K 	 M T K 	 M T K 	 G P S   
  






  







	     	 I - G P S   y a l a   u k u x h u m a n a   	 I - G P S   y a l a   u q h a g a m s h e l w a n o 	 G P S   k a t a a   u n g a n i s h o 	 G P S   k e u r   d i e   v e r b i n d i n g   a f 	 G P S   a t m e t   p r i s i j u n g i m 	 G P S   a t t e i c a   s a v i e n o j u m u 	 G P S   h  l g a s    h e n d u s e 	 Dkaxth  tej~e  G P S - k  oxrtk	 G P S   -       	 G P S   a   r e s p i n s   c o n e x i u n e a 	 G P S   
#
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M

A
	 G P S   8/K(>  *M0$M_>M_>(  2>	 	 G P S - 	  					  										  						 	 	 	 	 	 	 	 G P S   r e j e i t a   a   c o n e x  o 
 
 S T R _ I D _ G P S _ S E T T I N G _ G P S _ C O N N _ E R R 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   G P S   c o n n e c t i o n   e r r o r 	 G P S   c o n n e c t i o n   e r r o r 	 G P S !jJX#P}1YWe	 G P S !jWWޏ~1Y%	 2#@
7H-!H-  G P S   4%2	 E r r o r   d e   c o n e x i  n   G P S 	 E r r e u r   d e   c o n n e x i o n   G P S 	 G P S - V e r b i n d u n g s f e h l e r 	 H81:0  A>548=5=8O  G P S   	 E r r o r e   c o n n e s s i o n e   G P S 	 M T K 	 E r r o   d e   l i g a   o   d e   G P S 	 G P S   b a l a n t 1  h a t a s 1	 K t   n i   G P S   t h t   b i 	 M T K 	 R a l a t   s a m b u n g a n   G P S 	   G P S   	(	G		M	6	(	  $	M	0	A		?		 M T K 	 M T K 	 M T K 	 G P S   k a p c s o l  d  s i   h i b a 	 M T K 	 M T K 	 M T K 	 F o u t   i n   G P S - v e r b i n d i n g 	 M T K 	 M T K 	 E r o a r e   d e   c o n e x i u n e   G P S 	 M T K 	 M T K 	     G P S 	 M T K 	 M T K 	 .7'  '*5'D  G P S 	 M T K 	 M T K 	 						  						  							 M T K 	 M T K 	 M T K 	 G P S     




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 S T R _ I D _ G P S _ M G R _ N E T W O R K _ C R E A T E _ F A I L 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   N e t w o r k   c r e a t e   f a i l 	 N e t w o r k   c r e a t e   f a i l 	 }^z1YWe	 Q~^z1Y%	 *#I2@#7-H2"%I!@+%'	 C r e a c i  n   d e   r e d   f a l l    	 E c h e c   d e   c r  a t i o n   d e   r  s e a u 	 N e t z w e r k e r s t e l l u n g   f e h l g e s c h l a g e n 	 !1>9  A>740=8O  A5B8	 C r e a z i o n e   r e t e   n o n   r i u s c i t a 	 M T K 	 A   r e d e   c r i o u   u m a   f a l h a 	 A   o l u _t u r m a   b a _a r 1s 1z 	 T o   m n g   t h t   b i 	 M T K 	 G a g a l   b u a t   r a n g k a i a n 	   (	G		5	0	M		  ,	(	>	(	>	  	8	+	2		 M T K 	 M T K 	 M T K 	 A   h  l  z a t i   l  t r e h o z  s a   s i k e r t e l e n 	 M T K 	 M T K 	 M T K 	 C r e  r e n   v a n   n e t w e r k   m i s l u k t 	 M T K 	 M T K 	 C r e a r e a   r e ce l e i   n u   a   r e u _i t 	 M T K 	 M T K 	     	 M T K 	 M T K 	 ','/  4(G  F'EHAB  (H/	 M T K 	 M T K 	 									  				  				  							 M T K 	 M T K 	 M T K 	 






  








  





	       	 U k w a k h a   i n e t h i w e k h i   k u h l u l e k i l e 	 U y i l o   l o t h u n g e l w a n o   l u p h a n z i l e 	 I m e s h i n d w a   k u u n d a   m t a n d a o 	 S k e p   v a n   n e t w e r k   o n s u k s e s v o l 	 N e p a v y k o   s u k u r t i   t i n k l 	 T +k l a   i z v e i d o aa n a s   n e v e i k s m e 	 V  r g u   l o m i n e   n u r j u s 	 Qavk  }erntav  }mal	       	 C r e a r e a   r e ce l e i   n u   a   r e u _i t 	 (
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 
 S T R _ I D _ G P S _ M G R _ B A D _ P U S H _ C O N T E N T 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   I n c o r r e c t   P U S H   c o n t e n t 	 I n c o r r e c t   P U S H   c o n t e n t 	 !qHevP U S H Q[	 eHevP U S H Q[	 @7I-+28
D!H9I-	 C o n t e n i d o   P U S H   i n c o r r e c t o 	 C o n t e n u   P U S H   i n c o r r e c t 	 F a l s c h e r   P U S H - I n h a l t 	 5?@028;L=>5  A>45@60=85  P U S H 	 C o n t e n u t o   P U S H   n o n   c o r r e t t o 	 M T K 	 C o n t e  d o   P U S H   i n c o r r e c t o 	 H a t a l 1  P U S H   i  e r i i 	 N i   d u n g   P U S H   k h  n g   h p   l 	 M T K 	 K a n d u n g a n   P U S H   t i d a k   b e t u l 	   	2	$	  P U S H   8	>	.		M	0	@		 M T K 	 M T K 	 M T K 	 H e l y t e l e n   P U S H - t a r t a l o m 	 M T K 	 M T K 	 M T K 	 O n j u i s t e   d u w - i n h o u d 	 M T K 	 M T K 	 C o n ci n u t u l   s o l i c i t r i i   e s t e   i n c o r e c t 	 M T K 	 M T K 	   P U S H   	 M T K 	 M T K 	 E-*H'  '13'D  '4*('G  '3*	 M T K 	 M T K 	 						  			  					 M T K 	 M T K 	 M T K 	 



  P U S H   



- 




	     	 O k u q u k e t h w e   k w e - P U S H   o k u n g a l u n g i l e 	 I s i q u l a t h o   s o k u T Y H A L A   e s i n g e s i s o 	 Y a l i y o m o   y a   P U S H   s i o   s a h i h i 	 V e r k e e r d e   P U S H - i n h o u d 	 N e t i n k a m a s   .K L I M O   t u r i n y s 	 N e p a r e i z s   P U S H   s a t u r s 	 S o b i m a t u   P U S H   s i s u 	 Mmal  P U S H   zaxvaoxiuxv	       	 C o n ci n u t u l   s o l i c i t r i i   e s t e   i n c o r e c t 	 $
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 
 S T R _ I D _ G P S _ M G R _ N O T _ S U P P O R T E D 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   U n s u p p o r t e d   o p e r a t i o n 	 U n s u p p o r t e d   o p e r a t i o n 	 cN
N/ec	 cN
N/ec	 2#3@42#5HD!H#-#1	 O p e r a c i  n   n o   s o p o r t a d a   	 O p  r a t i o n   n o n   s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e r   V o r g a n g 	 59AB285  =5  ?>445@68205BAO	 O p e r a z i o n e   n o n   s u p p o r t a t a 	 M T K 	 O p e r a   o   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   i _l e m 	 C  u   l n h   k h  n g   h   t r 	 M T K 	 O p e r a s i   t i d a k   d i s o k o n g 	   	8	.	0	M	%	?	$	  *	0	?		>	2	(		 M T K 	 M T K 	 M T K 	 N e m   t  m o g a t o t t   m qv e l e t 	 M T K 	 M T K 	 M T K 	 B e w e r k i n g   n i e t   o n d e r s t e u n d 	 M T K 	 M T K 	 O p e r a ci a   n u   e s t e   a c c e p t a t 	 M T K 	 M T K 	     	 M T K 	 M T K 	 9ED'*  ~4*('F  FE  4H/	 M T K 	 M T K 	 								  								 M T K 	 M T K 	 M T K 	 






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	   	 U h l e l o   o l u n g a s a p h o t h i w e 	 U m s e b e n z i   o n g a x h a s w a n g a 	 K a z i   i s i o k u b a l i w a 	 A k s i e   n i e   g e s t e u n   n i e 	 N e p a l a i k o m a   o p e r a c i j a 	 N e a t b a l s t +t a   o p e r c i j a 	 T o i m i n g u t   e i   t o e t a t a 	 1vpataerelk  cxnxrxiuxv	       	 O p e r a ci a   n u   e s t e   a c c e p t a t 	 *
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 
 S T R _ I D _ G P S _ M G R _ R E Q _ N O T _ A C C E P T E D 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   N e t w o r k   c r e a t e   f a i l 	 R e q u e s t   n o t   a c c e p t e d 	 ˊBl*gcS	 Bl*gcS	 D!H"-!#13-	 S o l i c i t u d   n o   a c e p t a d a   	 R e q u  t e   n o n   a c c e p t  e 	 A n f r a g e   n i c h t   a k z e p t i e r t 	 0?@>A  =5  ?@8=OB	 R i c h i e s t a   n o n   a c c e t t a t a 	 M T K 	 P e d i d o   n  o   a c e i t e 	 0s t e k   k a b u l   e d i l m e d i 	 T h n h   c u   c h a   c   t i p   n h n 	 M T K 	 P e r m i n t a a n   t i d a k   d i t e r i m a 	   	(	A	0	K	'	  	8	M	5	@		C	$		 M T K 	 M T K 	 M T K 	 A   k  r  s   n i n c s   e l f o g a d v a 	 M T K 	 M T K 	 M T K 	 V e r z o e k   n i e   g e a c c e p t e e r d 	 M T K 	 M T K 	 C e r e r e a   n u   e s t e   a c c e p t a t 	 M T K 	 M T K 	     	 M T K 	 M T K 	 /1.H'3*  ~01A*G  F4/	 M T K 	 M T K 	 						  					  			  					 M T K 	 M T K 	 M T K 	 





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 
 S T R _ I D _ G P S _ M G R _ N O _ R E S O U R C E 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   N o   r e s o u r c c e   t o   h a n d l e   n e w   p r o c e s s 	 N o   r e s o u r c c e   t o   h a n d l e   n e w   p r o c e s s 	 ǌn
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N	 D!H!5#1"2#@7H-12#1#0'2#C+!H	 N o   h a y   r e c u r s o s   p a r a   m a n e j a r   e l   n u e v o   p r o c e s o 	 A u c u n e   r e s s o u r c e   p o u r   l e   n o u v e a u   p r o c  d  	 K e i n e   R e s s o u r c e n ,   u m   n e u e n   V o r g a n g   z u   v e r a r b e i t e n 	 5B  @5AC@A>2  4;O  >1@01>B:8  =>2>3>  ?@>F5AA0	 N e s s u n a   r i s o r s a   p e r   l a   g e s t i o n e   d e l   n u o v o   p r o c e s s o 	 M T K 	 S e m   r e c u r s o s   p a r a   t r a t a r   d e   n o v o   p r o c e s s o 	 Y e n i   i _l e m i   y a p a c a k   k a y n a k   y o k 	 N g u n   k h  n g   	 M T K 	 T i a d a   s u m b e r   u n t u k   m e n g e n d a l i k a n   p r o s e s   b a r u 	   (		  *	M	0		M	0	?	/	>	  	K	  8		-	>	2	(	G	  	G	  2	?		  	K		  8		8	>	'	(	  (	9	@			 M T K 	 M T K 	 M T K 	 N i n c s   e r Qf o r r  s   a z    j   f o l y a m a t   k e z e l  s  h e z 	 M T K 	 M T K 	 M T K 	 G e e n   h u l p b r o n   v o o r   n i e u w   p r o c e s 	 M T K 	 M T K 	 N u   e x i s t   r e s u r s e   p e n t r u   n o u l   p r o c e s 	 M T K 	 M T K 	             	 M T K 	 M T K 	 EF(9  (1'  E/1*  A1'F/  ,//  EH,H/  F3*	 M T K 	 M T K 	 				  									  								  				  				  			  							  			d		 M T K 	 M T K 	 M T K 	 


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	       	 A z i k h o   i z i n s i z a   z o k u s i n g a t h a   i n q u b o   e n t s h a 	 A k u k h o   m t h o m b o   w o k u p h a t h a   i n k q u b o   e n t s h a 	 H a k u n a   n y e n z o   y a   k u s h i k i l i a   m c h a k a t o   m p y a 	 G e e n   h u l p b r o n   o m   n u w e   p r o s e s   t e   h a n t e e r   n i e 	 N r a   i at e k l i s  n a u j a m   p r o c e s u i   t v a r k y t i 	 N a v   r e s u r s u   j a u n   p r o c e s a   a p s t r d e i 	 E i   o l e   r e s u r s s i   u u e   t o i m i n g u   k  s i t s e m i s e k s 	 Fx  cxnhviah  oa|a~aelx  |e}x}ve  yoav	             	 N u   e x i s t   r e s u r s e   p e n t r u   n o u l   p r o c e s 	 *
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 S T R _ I D _ G P S _ M G R _ N E T W O R K _ D I S C O N N 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   N e t w o r k   c o n n e c t i o n   i s   d i s c o n n 	 N e t w o r k   c o n n e c t i o n   i s   d i s c o n n 	 }#P}e	 Q~ޏce _	 12#@
7H-!H-@#7-H2"	 L a   c o n e x i  n   d e   l a   r e d   s e   e s t    d e s o n e c t a n d o 	 C o n n e x i o n   r  s e a u   d  c o n n e c t  e 	 N e t z w e r k v e r b i n d u n g   i s t   g e t r e n n t 	 !>548=5=85  A5B8  >B:;. 	 L a   c o n n e s s i o n e   d i   r e t e      s t a t a   i n t e r r o t t a 	 M T K 	 A   l i g a   o   d e   r e d e   e s t    d e s l i g a d a 	 A   b a l a n t 1s 1  k e s i l d i 	 K t   n i   m n g   n g n g 	 M T K 	 K e s a m b u n g a n   r a n g k a i a n   d i p u t u s k a n 	   (	G		5	0	M		  	(	G		M	6	(	  		>	  9	A		  9	H		 M T K 	 M T K 	 M T K 	 H  l  z a t i   k a p c s o l a t   l e v  l a s z t v a 	 M T K 	 M T K 	 M T K 	 N e t w e r k v e r b i n d i n g   i s   v e r b r o k e n 	 M T K 	 M T K 	 C o n e c t a r e a   l a   r e ce a   a   f o s t    n t r e r u p t 	 M T K 	 M T K 	     	 M T K 	 M T K 	 '*5'D  4(G  B79  4/	 M T K 	 M T K 	 									  					  									  			  					d		 M T K 	 M T K 	 M T K 	 






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	       	 U k u x h u m a n a   k w e n e t h i w e k h i   k u n q a n y u l i w e 	 U t h u n g e h u n g e l w a n o   l u q h a w u l w e 	 U n g a n i s h o   l a   m t a n d a o   l i m e t e n g a n i s h w a 	 N e t w e r k v e r b i n d i n g   v e r b r e e k 	 T i n k l o   r y ay s   a t j u n g t a s 	 T +k l a   s a v i e n o j u m s   a t v i e n . 	 V  r g u  h e n d u s   k a t k e s t a t u d 	 Qavk  tkaxth  av{a~an  g	     	 C o n e c t a r e a   l a   r e ce a   a   f o s t    n t r e r u p t 	 (
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 S T R _ I D _ G P S _ M G R _ R E M O T E _ A B O R T 	 G P S 	 P O P U P 	 ( E r r o r   p o p u p )   R e m o t e   s i d e   a b o r t   t h e   s e s s i o n   ( r e c e i v e   S U P L   E N D ) 	 R e m o t e   s i d e   a b o r t   t h e   s e s s i o n   ( r e c e i v e   S U P L   E N D ) 	 `z-Ne
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gRc6e0RS U P L   E N D 		 %2"*2"%I!@%4@*
1H  ( #1  S U P L   E N D ) 	 E l   l a d o   r e m o t o   a b o r t    l a   s e s i  n   ( r e c i b i r   S U P L   E N D ) 	 L e   c o t    d i s t a n t   a   a n n u l    l a   s e s s i o n   ( r  c e p t i o n   d e   S U P L   E N D ) 	 F e r n s e i t e   t e r m i n i e r t e   d i e   S i t z u n g   ( S U P L   E N D   e r h a l t e n ) 	 B40;5==0O  AB>@>=0  ?@5@20;0  A5AA8N  ( ?>;CG8BL  S U P L   E N D ) 	 S e s s i o n e   i n t e r r o t t a   d a l   s e r v e r   r e m o t o   ( r i c e v u t o   S U P L   E N D ) 	 M T K 	 O   l a d o   r e m o t o   a b o r t o u   a   s e s s  o   ( r e c e b e r   F I M   S U P L ) 	 U z a k t a k i   o t u r u m u   k a p a t t 1  ( S U P L   S O N   a l 1n d 1) 	 N g n g   p h c   v   t   x a n h n   c   S U P L   E N D 		 M T K 	 S i s i   k a w a l a n   j a u h   m e m b a t a l k a n   s e s i   ( t e r i m a   S U P L   E N D ) 	   0	?	.	K		  8	>		!	  &	M	5	>	0	>	  8	$	M	0	  0	A		>	  ( S U P L   E N D   *	M	0	>	*	M	$	) 	 M T K 	 M T K 	 M T K 	 A   t  v o l i   o l d a l   m e g s z a k  t o t t a   a   m u n k a m e n e t e t   ( S U P L   E N D    r k e z e t t ) 	 M T K 	 M T K 	 M T K 	 S e s s i e   v a n   d e   a n d e r e   k a n t   v e r b r o k e n   ( o n t v a n g e n   v a n   S U P L   E N D ) 	 M T K 	 M T K 	 O p e r a t o r u l   l a   d i s t a n c  a   a n u l a t   s e s i u n e a   ( m e s a j   d e    n c h e i e r e   p r o t o c o l   S U P L   E N D ) 	 M T K 	 M T K 	           (   S U P L   E N D ) 	 M T K 	 M T K 	 71A  /H1  ,D3G  1'  D:H  1/  ( /1'A*  S U P L   E N D ) 	 M T K 	 M T K 	 									  					  		  				  						  					( 								  				  					  				) 	 M T K 	 M T K 	 M T K 	 






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o`	 (Wĉ[eQ*g6e0Rgvmo`	 I-'2!5H2D!H"I-%1#0+'H2
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	 -A2  8(M&G6  8B@  M09#	 	 						  						  							  					  				 	 	 	 	 	 	 	 R e c e b e r   c o n t e  d o   d e   m e n s a g e m   i n c o r r e t o 
 
 S T R _ I D _ G P S _ M G R _ R E Q _ P O S _ B Y _ H A N D M A P 	 G P S 	 P O P U P ,   P O P U P C O N F I R M 	 O p e r a t o r   s p e c   s t r i n g 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	 N( H a n d m a p ) ˊBlgb`vMOn	 Ǐ( H a n d m a p ) Blg⋨`vMOn	   3%1-5H1I-8H2  ( H a n d m a p ) 	   e s t    s o l i c i t a n d o   s u   u b i c a c i  n   a   t r a v  s   ( H a n d m a p ) 	   e s t   e n   t r a i n   d e   d e m a n d e r   v o t r e   p o s i t i o n   a v e c   ( H a n d m a p ) 	   f r a g t   I h r e n   S t a n d o r t   a n   d u r c h   ( H a n d m a p ) 	 70?@0H8205B  <5AB>?>;>65=85  G5@57	 s t a   r i c h i e d e n d o   l a   p o s i z i o n e   t r a m i t e   l o   s t r a d a r i o   e l e t t r o n i c o 	 M T K 	   s o l i c i t a - s e   a   s u a   l o c a l i z a   o   a t r a v  s   ( M a p a ) 	  z e r i n d e k i   y e r i n i z i   b i l m e k   i s t i y o r 	 T h  n g   q u a   t h n h   c u   ( H a n d m a p )   t  m   v   t r    c a   b n 	 M T K 	 s e d a n g   m e m i n t a   l o k a s i   a n d a   m e n e r u s i 	   . . . ( 9	H		!	.	H	*	) 	G	  	0	?		  	*		G	  8	M	%	>	(	  	G	  2	?		  	(	A	0	K	'	  	0	  0	9	>	  9	H		 M T K 	 M T K 	 M T K 	   a z    n   h e l y z e t  t   k  r i   ( H a n d m a p ) - e n   k e r e s z t  l 	 M T K 	 M T K 	 M T K 	   v e r z o e k t   u w   l o c a t i e   v i a   ( H a n d m a p ) 	 M T K 	 M T K 	 s o l i c i t   i n f o r m a ci i   d e s p r e   l o c a ci a   d v s .   p r i n 	 M T K 	 M T K 	         (   ) 	 M T K 	 M T K 	 E-D  4E'  1'  '2  71B  ( FB4G  /3*)   /1.H'3*  E  F/	 M T K 	 M T K 	   					  									  						  				  ( 												) 	 M T K 	 M T K 	 M T K 	 

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  	           	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   v e r s o e k   j o u   l i g g i n g   d e u r   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	 (
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 S T R _ I D _ G P S _ M G R _ R E Q _ P O S 	 G P S 	 P O P U P ,   P O P U P C O N F I R M 	 O p e r a t o r   s p e c   s t r i n g 	   i s   r e q u e s t i n g   y o u r   l o c a t i o n 	 ˊBlgb`vMOn	 Blg⋨`vMOn	   3%1-5H1I-8	   e s t    s o l i c i t a n d o   s u   u b i c a c i  n   	   e s t   e n   t r a i n   d e   d e m a n d e r   v o t r e   p o s i t i o n 	   f r a g t   I h r e n   S t a n d o r t   a n   	 70?@0H8205B  <5AB>?>;>65=85	 s t a   r i c h i e d e n d o   l a   p o s i z i o n e 	 M T K 	   s o l i c i t a - s e   a   s u a   l o c a l i z a   o 	 y e r i n i z i   b i l m e k   i s t i y o r 	 T h n h   c u   t  m   v   t r    c a   b n 	 M T K 	 s e d a n g   m e m i n t a   l o k a s i   a n d a 	   . . . 	*		G	  8	M	%	>	(	  	G	  2	?		  	(	A	0	K	'	  	0	  0	9	>	  9	H		 M T K 	 M T K 	 M T K 	   a z    n   h e l y z e t  t   k  r i 	 M T K 	 M T K 	 M T K 	   v e r z o e k t   u w   l o c a t i e 	 M T K 	 M T K 	 s o l i c i t   i n f o r m a ci i   d e s p r e   l o c a ci a   d v s . 	 M T K 	 M T K 	     	 M T K 	 M T K 	 E-D  4E'  1'  /1.H'3*  E  F/	 M T K 	 M T K 	 					  									  						  					 M T K 	 M T K 	 M T K 	 




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 S T R _ I D _ G P S _ M G R _ Y O U _ R E Q _ P O S _ B Y _ H A N D M A P 	 G P S 	 P O P U P ,   P O P U P C O N F I R M 	 O p e r a t o r   s p e c   s t r i n g 	 Y o u   a r e   r e q u e s t i n g   t h e   l o c a t i o n   t h r o u g h   ( H a n d m a p ) 	 `N( H a n d m a p ) gbMOn	 `Ǐ( H a n d m a p ) gMOn	 83%1-5H1IH2  ( H a n d m a p ) 	 U s t e d   s o l i c i t a n d o   l a   u b i c a c i  n   a   t r a v  s   ( H a n d m a p ) 	 V o u s    t e s   e s t   e n   t r a i n   d e   d e m a n d e r   l a   p o s i t i o n   a v e c   ( H a n d m a p ) 	 S i e   f r a g e n   d e n   S t a n d o r t   a n   d u r c h   ( H a n d m a p ) 	 0?@>A8BL  <5AB>?>;>65=85  G5@57	 S i   s t a   r i c h i e d e n d o   l a   p o s i z i o n e   t r a m i t e   l o   s t r a d a r i o   e l e t t r o n i c o 	 M T K 	 E s t    a   s o l i c i t a r   a   l o c a l i z a   o   a t r a v  s   ( M a p a ) 	  z e r i n d e k i   y e r i   b i l m e k   i s t i y o r s u n u z 	 B n   t h  n g   q u a   ( H a n d m a p )   t  m   v   t r  	 M T K 	 A n d a   s e d a n g   m e m i n t a   l o k a s i   m e n e r u s i 	   	*	( 9	H		!	.	H	*	)   	G	  	0	?		  8	M	%	>	(	  	G	  2	?		  	(	A	0	K	'	  	0	  0	9	G	  9	H			 M T K 	 M T K 	 M T K 	  n   a   h e l y z e t e t   ( H a n d m a p ) - e n   k e r e s z t  l   k  r i 	 M T K 	 M T K 	 M T K 	 U   v e r z o e k t   u w   l o c a t i e   v i a   ( H a n d m a p ) 	 M T K 	 M T K 	 S o l i c i t a ci   i n f o r m a ci i   d e s p r e   l o c a ci e   p r i n 	 M T K 	 M T K 	           (   ) 	 M T K 	 M T K 	 E-D  1'  '2  '2  71B  ( FB4G  /3*)   /1.H'3*  E  F/	 M T K 	 M T K 	 				  									  						  					  ( 												) 	 M T K 	 M T K 	 M T K 	 


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 S T R _ I D _ G P S _ M G R _ Y O U _ R E Q _ P O S 	 G P S 	 P O P U P ,   P O P U P C O N F I R M 	 O p e r a t o r   s p e c   s t r i n g 	 Y o u   a r e   r e q u e s t i n g   t h e   l o c a t i o n 	 `ck(WgbMOn	 `ck(WgMOn	 83%1-5H1I	 U s t e d   s o l i c i t a n d o   l a   u b i c a c i  n   	 V o u s    t e s   e s t   e n   t r a i n   d e   d e m a n d e r   l a   p o s i t i o n 	 S i e   f r a g e n   d e n   S t a n d o r t   a n 	 0?@>A8BL  <5AB>?>;>65=85	 S i   s t a   r i c h i e d e n d o   l a   p o s i z i o n e 	 M T K 	 E s t    a   s o l i c i t a r   a   l o c a l i z a   o 	 Y e r i   b i l m e k   i s t i y o r s u n u z 	 B n   a n g   t  m   v   t r  	 M T K 	 A n d a   s e d a n g   m e m i n t a   l o k a s i 	   	*	  8	M	%	>	(	  	G	  2	?		  	(	A	0	K	'	  	0	  0	9	G	  9	H			 M T K 	 M T K 	 M T K 	  n   a   h e l y z e t e t   k  r i 	 M T K 	 M T K 	 M T K 	 U   v e r z o e k t   u w   l o c a t i e 	 M T K 	 M T K 	 S o l i c i t a ci   i n f o r m a ci i   d e s p r e   l o c a ci e 	 M T K 	 M T K 	       	 M T K 	 M T K 	 E-D  1'  /1.H'3*  E  F/	 M T K 	 M T K 	 				  									  						  					d		 M T K 	 M T K 	 M T K 	 


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	 !>>  >	#M  ??  (>9?	 	 				  							  				 	 	 	 	 	 	 	 C o n t a   d e   d a d o s      n e n h u m a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ T I M E _ S Y N C 	 G P S 	 I C O N T E X T 	 T i m e   s y n c 	 T i m e   s y n c 	 BfTek	 eTek	 4L@'%2	 S i n c .   d e   t i e m p o 	 S y n c   t e m p s 	 Z e i t s y n c h r . 	 !8=E@.   2@5<5=8	 S i n c r o n i z z a z i o n e   o r a 	 M T K 	 S i n c r o n i z a   o   d e   h o r a 	 S a a t   e _i t l e m e 	 T h i   g i a n   n g   b 	 M T K 	 S y n c   m a s a 	   	>		.	  8	?				 M T K 	 M T K 	 M T K 	 I d Qs z i n k . 	 M T K 	 M T K 	 M T K 	 T i j d s y n c h r o n i s a t i e 	 M T K 	 M T K 	 S i n c r o n i z a r e   o r 	 M T K 	 M T K 	   	 M T K 	 M T K 	 GE'E  3'2  2E'F	 M T K 	 M T K 	 			  												 M T K 	 M T K 	 M T K 	 


  






	   	 I - s y n c   y e s i k h a t h i 	 I x e s h a   l o k u n g q a m a n i s a 	 U o a n i s h a j i   s a a 	 T y d s i n k r . 	 L a i k o   s i n c h r . 	 L a i k a   s i n h r . 	 K e l l a a j a   s  n k r 	 :atavaok  patajataxt	   	 S i n c r o n i z a r e   o r 	 8
.
/

  8
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(
M

 
M
	 8._  8?M	 	 			  						' 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   t e m p o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E B O O K _ C O N F I R M _ J U M P 	 E B O O K 	 P O P U P C O N F I R M 	 E b o o k   R e a d e r   S t r i n g 	 C o n f i r m   j u m p ? 	 x	 nx[u	 "7"12##0B? 	  C o n f i r m a r   s a l t o ? 	 C o n f i r m e r   l e   s a u t   ? 	 S p r u n g   b e s t  t i g e n ? 	 5@59B8? 	 C o n f e r m a r e   i l   j u m p ? 	 *#CJ/  'FBA'2	 C o n f i r m a r   I r   p a r a ? 	 A t l a m a y 1  o n a y l 1y o r   m u s u n ?   	 C h c   c h n   n h y   t r a n g ? 	 K o n f i r m a s i k a n   l o m p a t a n ? 	 S a h k a n   l o m p a t ? 	 	.	M	*	  	@	  *	A	7	M		?	  	0	G		? 	 	 	 	 M e g e r Qs  t i   a z   u g r  s t ? 	 	 	 	 S p r o n g   b e v e s t i g e n 	 	 	 C o n f i r m a ci   s a l t u l ? 	 	 	   ? 	 	 	 ~14  1'  *#/  E  F/	 	 	 					  							? 	 	 	 	 






  





  




  

? 	   ? 	 Q i n i s e k i s a   u k u j o m b a ? 	 N g q i n e   u k u t s i b a ? 	 D h i b i t i s h a   m r u k o ? 	 B e v e s t i g   s p r o n g ? 	 P a t v i r t i n t i   p e r ao k i m ? 	 A p s t i p r i n t   l c i e n u ? 	 K i n n i t a n   h  p e t ? 	 @a}ae^l  avxth	     ? 	 C o n f i r m a ci   s a l t u l ? 	 
.
M
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  	
1
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? 	 !G,>  (?6M?$  0?,G? 	 K o n f i r m o   k a p e r c i m i n ? 	 						  				  									? 	 	 	 	 	 	 	 	 C o n f i r m a r   p u l o ? 	 	 	 	 	 	 	 	 J a u z i a   e g i a z t a t u ? 	 K u m p i r m a h i n   a n g   p a g t a l o n ? 	 C o n f i r m a r   s a l t o ? 	 K n f a m     w w ? 	 D e i m h n i g h   l  i m ? 
 
 S T R I N G _ M T P N P _ S A V E _ S M S _ T O _ S I M 2 	 M E R C U R Y 	 I C O N T E X T 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 2QX[0RS I M aS2 	 OX[0RS I M aS2 	 16D"1  S I M 2 	 G u a r d a r   e n   S I M 2 	 E n r e g i s t r e r   s u r   S I M 2 	 I n   S I M 2   s p e i c h e r n 	 !>E@0=8BL  =0  S I M 2 	 S a l v a   s u   S I M 2 	 -A8  'DJ  'D(7'B)2 	 G u a r d a r   n o   S I M 2 	 S I M 2 ' y e   k a y d e t 	 L u   v  o   S I M 2 	 S a v e   t o   S I M 2 	 S i m p a n   k e   S I M 2 	   S I M 2   .	G		  8	G	5	  	0	G			 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 M e n t  s   S I M 2 - r e 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 O p s l a a n   i n   S I M 2 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 S a l v a r e   p e   S I M 2 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	   - S I M 2 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 0.1G  /1  S I M 2 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 				  		  					 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 


2 


  




	 2     	 G c i n a   k w i - S I M 2 	 G c i n a   k w i S I M - 2 	 H i f a d h i   k w a   S I M 2 	 B e r g   o p   S I M 2 	 .r a ay t i   /  2   S I M   k o r t e l 	 S a g l a b t   S I M 2 	 S a l v e s t a   S I M 2 - l e 	 Japzavel  S I M 2 - xt	   S I M 2 - 	 S a l v a r e   p e   S I M 2 	 S I M 2 - 2
M

   8
G
5
M
	 S I M 2 0G  8M_  0(M$A	 R u a j   t e k   S I M 2 	 			2 - 		  							  				 	 	 	 	 	 	 	 S a l v o   n o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S A V E _ S M S _ T O _ S I M 1 	 M E R C U R Y 	 I C O N T E X T 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 2QX[0RS I M aS1 	 OX[0RS I M aS1 	 16D"1  S I M 1 	 G u a r d a r   e n   S I M 1 	 E n r e g i s t r e r   s u r   S I M 1 	 I n   S I M 1   s p e i c h e r n 	 !>E@0=8BL  =0  S I M 1 	 S a l v a   s u   S I M 1 	 -A8  'DJ  'D(7'B)1 	 G u a r d a r   n o   S I M 1 	 S I M 1 ' y e   k a y d e t 	 L u   v  o   S I M 1 	 S a v e   t o   S I M 1 	 S i m p a n   k e   S I M 1 	   S I M 1   .	G		  8	G	5	  	0	G			 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 M e n t  s   S I M 1 - r e 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 O p s l a a n   i n   S I M 1 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 S a l v a r e   p e   S I M 1 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	   - S I M 1 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 0.1G  /1  S I M 1 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 				  	  					 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 


1 


  




	 1     	 G c i n a   k w i - S I M 1 	 G c i n a   k w i S I M - 1 	 H i f a d h i   k w a   S I M 1 	 B e r g   o p   S I M 1 	 .r a ay t i   /  1   S I M   k o r t e l 	 S a g l a b t   S I M 1 	 S a l v e s t a   S I M 1 - l e 	 Japzavel  S I M 1 - xt	   S I M 1 - 	 S a l v a r e   p e   S I M 1 	 S I M 1 - 2
M

   8
G
5
M
? 	 S I M 1 0G  8M_  0(M$A	 R u a j   t e k   S I M 1 	 			1 - 		  							  				 	 	 	 	 	 	 	 S a l v o   n o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ E N C O D I N G 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 E b o o k   R e a d e r   S t r i n g 	 E n c o d i n g 	 }xe_	 xe_	 2#@I2#+1*	 C i f r a n d o 	 E n c o d a g e 	 V e r s c h l  s s e l u n g 	 >48@>20=85	 C o d i f i c a 	 #3DH(  'D*4AJ1	 C o d i f i c a   o 	 K o d l a n d 1r 1y o r   	 C h     b i  n   m  	 P e n g e n k o d e a n 	 P e n g e k o d a n 	 	(		K	!	?				 	 	 	 K  d o l  s 	 	 	 	 C o d e r e n 	 	 	 C o d a r e    n   c u r s 	 	 	 	 	 	(		K	!	?			  +	I	0	M	.	G			 1E20'1	 'F  HF	   	 								 
(

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	 (M  K!?M	 >4C20==O	 





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  

	   	 K w e n z i w a   i k h o d i 	 Y e n z a   i b e y i k h o w u d i 	 I n a s i m b u a 	 K o d e e r   t a n s 	 I ak o d u o j a m a 	 K o d j u m s 	 K o d e e r i m i n e 	 >anoacxt	 	 C o d a r e 	 
(
M

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	 (K!?	 D u k e   d e s h i f r u a r 	 								 	 	 	 	 	 	 	 C o d i f i c a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ P H O N E _ M A C 	 W L A N 	 U N L I M 	 P h o n e   M A C   a d d r e s s   f o r   W i r e l e s s   L A N 	 P h o n e   M A C   a d d r e s s :   	 Kb_jM A C 0W@W  	 Kb:gM A C 0W@W  	 5H-"9H  M A C   B#(1L:   	 D i r e c c i  n   M A C   d e l   t e l  f o n o :   	 A d r e s s e   M A C   d u   t  l  p h o n e   	 T e l e f o n - M A C - A d r e s s e :   	 M A C - 04@5A  B5;. :   	 I n d r i z z o   M A C   t e l e f o n o : 	 9FH'F  'D,H'D: 	 E n d e r e  o   d e   t e l e f o n e   M A C :   	 T e l e f o n u n   M A C   a d r e s i : 	 a   c h   m  y   M A C :   	 P h o n e   M A C :   	 A l a m a t   t e l e f o n   M A C :   	 +	K	(	  M A C   *	$	>	:   	 P h o n e   M A C :   	 P h o n e   M A C :   	 P h o n e   M A C :   	 T e l e f o n   M A C - c  m :   	 P h o n e   M A C :   	 P h o n e   M A C :   	 P h o n e   M A C :   	 M A C - a d r e s   v a n   t e l e f o o n : 	 P h o n e   M A C :   	 P h o n e   M A C :   	 A d r e s a   M A C   a   t e l e f o n u l u i :   	 P h o n e   M A C :   	 P h o n e   M A C :   	   - M A C     ' : 	 P h o n e   M A C :   	 P h o n e   M A C :   	 F4'F  M A C   *DAF: 	 P h o n e   M A C :   	 P h o n e   M A C :   	 			  					  						: 	 P h o n e   M A C :   	 P h o n e   M A C :   	 P h o n e   M A C :   	 


  M A C   






: 	     :   	 I k h e l i   l e - P h o n e   M A C : 	 I d i l e s i   y e f o w n   M A C : 	 A n w a n i   y a   M A C   y a   s i m u : 	 F o o n - M A C - a d r e s :   	 T e l e f o n o   M A C   a d r e s a s :   	 T e l e f o n a   M A C   a d r e s e :   	 T e l e f o n i   M A C   a a d r e s s :   	 @e|amx}k  M A C   pa}e` 	   M A C   : 	 A d r e s a   M A C   a   t e l e f o n u l u i :     	 +
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
: 	 +K(  M A C    ?#>: 	 A d r e s a   M A C   e   t e l e f o n i t 	 			  M A C   										 	 	 	 	 	 	 	 E n d e r e  o   M A C   d e   t e l e f o n e :   	 	 	 	 	 	 	 	 T e l e f o n o   M A C   h e l b i d e a : 	 M A C   a d d r e s s   n g   t e l e p o n o :   	 D i r e c c i  n   M A C   d e   t e l  f o n o :   	 A d r e s   f o o n u   M A C : 	 S e o l a d h   M A C   a n   f  i n :   
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E _ N A M E 	 G P S 	 T I T L E ,   I C O N T E X T 	 P r o f i l e   n a m e 	 P r o f i l e   n a m e 	 -[j
T1z	 nch
Ty	 
7H-B#D%L	 N o m b r e   d e   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 <O  ?@>D8;O	 N o m e   p r o f i l o 	 M T K 	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1	 T  n   c  i   t 	 M T K 	 N a m a   p r o f i l 	   *	M	0	K	+	>		2	  (	>	.		 M T K 	 M T K 	 M T K 	 P r o f i l n  v 	 M T K 	 M T K 	 M T K 	 P r o f i e l n a a m 	 M T K 	 M T K 	 N u m e   p r o f i l 	 M T K 	 M T K 	   	 M T K 	 M T K 	 F'E  FE'G	 M T K 	 M T K 	 								  				 M T K 	 M T K 	 M T K 	 	   	 I g a m a   l e p h r o f a y l i 	 I g a m a   l e p r o f a y l e 	 J i n a   l a   p r o f a i l i 	 P r o f i e l n a a m 	 P r o f i l i o   p a v a d i n i m a s 	 P r o f i l a   n o s a u k u m s 	 P r o f i i l i   n i m i 	 Jxklk  avxv	   	 N u m e   p r o f i l 	 *
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 
 S T R _ I D _ G P S _ M G R _ A C C E P T _ N E W _ P O S _ R E Q 	 G P S 	 P O P U P ,   P O P U P C O N F I R M 	 O p e r a t o r   s p e c   s t r i n g 	 A c c e p t   n e w   p o s i t i o n   r e q u e s t ? 	 AQ1ev[MOˊBl	 AQev[MOBl	 "-!#13-3A+HC+!H? 	  A c e p t a r   s o l i c i t u d   d e   p o s i c i  n   n u e v a ? 	 A c c e p t e r   l a   r e q u  t e   d e   n o u v e l l e   p o s i t i o n   ? 	 N e u e   P o s i t i o n s a n f r a g e   a k z e p t i e r e n ? 	 @8=OBL  70?@>A  =>2>3>  ?>;>65=8O? 	 A c c e t t a r e   l a   n u o v a   r i c h i e s t a   d i   p o s i z i o n e ? 	 M T K 	 A c e i t a r   p e d i d o   d e   n o v a   p o s i   o ? 	 Y e n i   k o n u m   i s t e i   k a b u l   e d i l s i n   m i ? 	 C h o   p h  p   n h   v   t h n h   c u   m i 	 M T K 	 T e r i m a   p e r m i n t a a n   k e d u d u k a n   b a r u ? 	   (	/	>	  8	M	%	?	$	?	  	(	A	0	K	'	  8	M	5	@		>	0	  	0	G		? 	 M T K 	 M T K 	 M T K 	 F o g a d j a   a z    j   h e l y z e t k  r  s t ? 	 M T K 	 M T K 	 M T K 	 N i e u w   p o s i t i e v e r z o e k   a c c e p t e r e n ? 	 M T K 	 M T K 	 A c c e p t a ci   c e r e r e a   d e   p o z i ci e   n o u ? 	 M T K 	 M T K 	       ? 	 M T K 	 M T K 	 /1.H'3*  H69*  ,//  1'  B(HD  E  F/	 M T K 	 M T K 	 				  									  						  					  					? 	 M T K 	 M T K 	 M T K 	 	       ? 	 A m u k e l a   i s i c e l o   s e s i k h u n d l a   e s i s h a ? 	 Y a m k e l e   i s i k h u n d l a   s e s i c e l o   e s i t s h a ? 	 K u b a l i   o m b i   l a   m k a o   m p y a ? 	 A a n v a a r   n u w e   p o s i s i e - v e r s o e k ? 	 P r i i m t i   n a u j   p a d t i e s   u ~k l a u s ? 	 A k c e p t t   j a u n u   s t v o k <a   p i e p r a s +j u m u ? 	 A k t s e p t e e r i n   u u e   a s u k o h a   p  r i n g u ? 	 8vdxve^l  vx  dkk  paxth	         ? 	 A c c e p t a ci   c e r e r e a   d e   p o z i ci e   n o u ? 	 *
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 
 S T R _ I D _ G P S _ M G R _ N E W _ P O S _ R E Q 	 G P S 	 P O P U P ,   P O P U P C O N F I R M 	 O p e r a t o r   s p e c   s t r i n g 	 N e w   p o s i t i o n   r e q u e s t 	 ev[MOˊBl	 ev[MOBl	 3-3A+HC+!H	 S o l i c i t u d   d e   p o s i c i  n   n u e v a 	 R e q u  t e   d e   n o u v e l l e   p o s i t i o n 	 N e u e   P o s i t i o n s a n f r a g e 	 0?@>A  =>2>3>  ?>;>65=8O	 N u o v a   r i c h i e s t a   d i   p o s i z i o n e 	 M T K 	 P e d i d o   d e   n o v a   p o s i   o 	 Y e n i   k o n u m   i s t e i 	 n h   v   t h n h   c u   m i 	 M T K 	 P e r m i n t a a n   k e d u d u k a n   b a r u 	   (	/	>	  8	M	%	?	$	?	  	(	A	0	K	'		 M T K 	 M T K 	 M T K 	  j   h e l y z e t k  r  s 	 M T K 	 M T K 	 M T K 	 N i e u w   p o s i t i e v e r z o e k   	 M T K 	 M T K 	 C e r e r e   p o z i ci e   n o u 	 M T K 	 M T K 	     	 M T K 	 M T K 	 /1.H'3*  H69*  ,//	 M T K 	 M T K 	 				  									  							 M T K 	 M T K 	 M T K 	 	     	 I s i c e l o   s e s i k h u n d l a   e s i s h a 	 I s i c e l o   s e s i k h u n d l a   e s i t s h a 	 O m b i   l a   m k a o   m p y a ? 	 N u w e   p o s i s i e - v e r s o e k 	 N a u j a   p a d t i e s   u ~k l a u s a 	 J a u n s   s t v o k <a   p i e p r a s +j u m s 	 U u e   a s u k o h a   p  r i n g 	 Fx  dkk  paxt	     	 C e r e r e   p o z i ci e   n o u 	 *
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	 (B$(  ,8M%>(  (A0K'	 K e r k e s e   e   r e   e   p o z i c i o n i t 	 				  					  						  	 	 	 	 	 	 	 	 N o v a   s o l i c i t a   o   d e   p o s i   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ C O M M O N _ E M A I L I N G _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   s u b j e c t   f i e l d   w h e n   s e n d   a   f i l e   v i a   E m a i l ( s p a c e   a f t e r   s t r i n g ) 	 E m a i l i n g :   	 PP[N  	 S5uP[N  	 3%1-5@!%:   	 E n v i a n d o   p o r   c o r r e o   e l e c t r  n i c o :   	 E n v o i   d  E m a i l   :   	 W i r d   p e r   E - M a i l   g e s e n d e t :   	 -;.   ?>GB0:   	 E - m a i l 	 E m a i l i n g : 	 A   e n v i a r   c o r r e i o   e l e c t r  n i c o :     	 E p o s t a   g  n d e r i l i y o r : 	 G i   t h   i n   t :   	 E m a i l i n g :   	 M e n g e - m e l : 	   	- .	G	2	  	0	  0	9	>	  9	H	:   	 E m a i l i n g :   	 E m a i l i n g :   	 E m a i l i n g :   	 E - m a i l e z  s :   	 E m a i l i n g :   	 E m a i l i n g :   	 E m a i l i n g :   	 B e z i g   m e t   e - m a i l e n : 	 E m a i l i n g :   	 E m a i l i n g :   	 E x p e d i e r e   e - m a i l    n   c u r s :   	 E m a i l i n g :   	 E m a i l i n g :   	   " 	 E m a i l i n g :   	 E m a i l i n g :   	 /1  -'D  '13'D  'ED: 	 E m a i l i n g :   	 E m a i l i n g :   	 					  				: 	 E m a i l i n g :   	 E m a i l i n g :   	 E m a i l i n g :   	 	     :   	 K u y a - i m e y i l w a 	 I y a - i m e y l a : 	 I n a t u m a   b a r u a   p e p e : 	 E - p o s   t a n s :   	 E l .   l a i ak a s :   	 S kt u   e - p a s t u :   	 E - p o s t :   	 Hraoxt  gl.   x}x~`   	 E m a i l -   : 	 E x p e d i e r e   e m a i l    n   c u r s :     	 
.
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 
 S T R _ C U R R E N C Y C O N V E R T O R _ S A V E _ R A T E 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 I n q u i r e   s a v i n g   r a t e 	 S a v e   r a t e ? 	 2QX[/Ss	 OX[Gls	 1@G-1#2? 	  G u a r d a r   t a r i f a ? 	 E n r e g i s t r e r   l e   t a u x  ? 	 S p e i c h e r r a t e ? 	 !>E@0=8BL  A:>@>ABL? 	 S a l v a r e   t a s s o ? 	 -A8  F3()  'D*-HJD	 G u a r d a r   t a x a ? 	 O r a n   k a y d e d i l s i n   m i ?   	 L u   h i   o  i ? 	 S i m p a n   t a r i f ? 	 S i m p a n   k a d a r ? 	 &	0	  8	G	5	  	0	G		? 	 	 	 	 M e n t i   a   t a r i f  t ? 	 	 	 	 O p s l a g s n e l h e i d ? 	 	 	 S a l v a ci   r a t a   d e   t r a n s f e r ? 	 	 	   ? 	 	 	 319*  0.1G  4H/	 	 	 					  				  					? 	 	 	 	 	   ? 	 G c i n a   i r e y t h i ? 	 G c i n e   u m l i n g a n i s e l o ? 	 H i f a d h i   k i w a n g o ? 	 B e r g   t a r i e f ? 	 .r a ay t i   k a i n ? 	 S a g l a b t   c e n u ? 	 S a v e   r a t e ? 	 Japtave^l  xmajeh	   ? 	 S a l v a ci   r a t a   d e   t r a n s f e r ? 	 (
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 
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 
 S T R _ I D _ S M S _ S E N D _ S M S _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 S e n d   S M S   Q u e r y 	 S e n d   S M S ? 	 P!|
	 SwO	 *H  S M S ? 	  E n v i a r   S M S ? 	 E n v o y e r   S M S  ? 	 S M S   s e n d e n ? 	 B?@028BL  S M S ? 	 I n v i a r e   S M S ? 	 S e n d   S M S ? 	 E n v i a r   S M S ? 	 S M S   g  n d e r i l s i n   m i ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 H a n t a r   S M S ? 	   S M S   -	G		G		? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 K  l d   S M S - t ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 S M S   v e r z e n d e n ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 E x p e d i a ci   m e s a j   S M S ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	   S M S ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 S M S   '13'D  4H/	 S e n d   S M S ? 	 S e n d   S M S ? 	 						  							? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 S e n d   S M S ? 	 	 	 T h u m e l a   i - S M S ? 	 T h u m e l e   i S M S ? 	 T u m a   S M S ? 	 S t u u r   S M S ? 	 S i ss t i   S M S ? 	 S kt +t   S M S ? 	 S a a d a n   S M S - i ? 	 Hraoe^l  S M S 	   M -   	 E x p e d i a ci   m e s a j   S M S ? 	 S M S   
/
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? 	 S M S   * >,G? 	 D e r g o   S M S ? 	 S M S   						  			  	 	 	 	 	 	 	 	 E n v i a r   S M S ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ H O M E S C R E E N 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 P h o n e S e t u p   H o m e S c r e e n 	 H o m e s c r e e n   s e t t i n g s 	 H o m e s c r e e n   s e t t i n g s 	 H o m e s c r e e n   s e t t i n g s 	 1IH2+I2-+%1	 C o n f i g u r a c i  n   p a n t a l l a   d e   i n i c i o 	 R  g l a g e    c r a n   d  a c c u e i l 	 H o m e s c r e e n - E i n s t e l l u n g e n 	 0AB@>9:0  4><.   M:@0=0	 I m p o s t a z i o n e   s c h e r m a t a   p r i n c i p a l e 	 %9/'/'*  'D4'4)	 D e f i n i   e s   d o   e c r    i n i c i a l 	 A n a   e k r a n   a y a r l a r 1	 C  i   t   m  n   h  n h   n n 	 M T K 	 P e n g e s e t a n   s k r i n   u t a m a 	   9	K	.	8	M		M	0	@	(	  8	G			*		 M T K 	 M T K 	 M T K 	 I n d u l    k  p e r n y Q  b e  l l  t  s o k 	 M T K 	 M T K 	 M T K 	 H o m e s c h e r m   i n s t e l l e n 	 M T K 	 M T K 	 S e t r i   e c r a n   d e   p o r n i r e 	 M T K 	 M T K 	     	 M T K 	 M T K 	 *F8EG'  5A-G  '5D	 M T K 	 M T K 	 										  						 M T K 	 M T K 	 M T K 	 	 	 I s e t h a p h u   y e - H o m e s c r e e n 	 U s e t o   l w e s k r i n i   s a s e k h a y a 	 U s a n i d i   w a   s k r i n i   k a y a 	 T u i s s k e r m i n s t e l l i n g s 	 N a m s  e k r a n o   s r a n k a 	 M j a s   e k r n a   i e s t a t +j u m s 	 A v a e k r a a n i   h   l e s t u s 	 1wmaavaukv  }eravk  oaca~xxt	     	 C o n f i g u r a r e   e c r a n   d e   p o r n i r e 	 9
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	 9K.8MM0?(  8G*M	 V e n d o s j e   e   f a q e s   s e   r e g j i s t r u a r 	 										  						 	 	 	 	 	 	 	 C o n f i g u r a   e s   d a   t e l a   i n i c i a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D _ Q U O T A _ E X C E E D E D 	 d c d 	 P O P U P 	 D C D   Q u o t a   E x c e e d e d   S t r i n g 	 Q u o t a   e x c e e d e d 	 M[zz
N	 [zz
N	 @4B'I2	 C u o t a   s o b r e p a s a d a   	 Q u o t a   d  p a s s  	 Q u o t e n    b e r s c h r i t t e n 	 2>B0  8AG5@?0=0	 Q u o t a   s u p e r a t a 	 E3'-)  :J1  C'AJ)	 Q u o t a   e x c e d i d a 	 K o t a   a _1l d 1	 K h  n g   g i a n     k h  n g   	 M T K 	 K u o t a   d i l a n g k a u 	 	K		>	  8	@	.	>	  8	G	  	'	?			 M T K 	 M T K 	 M T K 	 A   k v  t a   t  l l  p v e 	 M T K 	 M T K 	 M T K 	 Q u o t a   o v e r s c h r e d e n 	 M T K 	 M T K 	 A ci   d e p _i t   v a l o a r e a   s t a b i l i t 	 M T K 	 M T K 	   	 M T K 	 M T K 	 '2  81A*  '.*5'5  *,'H2  1/	 M T K 	 M T K 	 				  							  						 M T K 	 M T K 	 M T K 	 	 	 I - Q u o t a   y e q e   i z i n g a   e b e k e l w e   l o n a 	 I s a b e l o   s i g q i t h i s i w e 	 U p e o   u m e z i d i s h w a 	 K w o t a   o o r s k r y 	 K v o t a   v i r ay t a 	 K v o t a   p r s n i e g t a 	 P i i r m   r    l e t a t u d 	 T~xav  ceafav~an  g	   	 A ci   d e p _i t   v a l o a r e a   s t a b i l i t 	 
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	 K>  $?M0.  2>	 K u o t a   t e j k a l o i 	 				  				  				  	 	 	 	 	 	 	 	 C o t a   e x c e d i d a 	 	 	 	 	 	 	 	 K u o t a   g a i n d i t u a 	 N a l a g p a s a n   a n g   q u o t a 	 C o t a   e x c e d i d a 	 Q o t a   a g a f e e l a 	 C u  t a   s  r a i t h e 
 
 S T R _ I D _ S E C S E T _ A C L _ M A I N 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 A P N   C o n t r o l   M e n u 	 A P N   c o n t r o l 	 A P N c6R	 A P N c6R	 '8!  A P N 	 C o n t r o l   A P N 	 C o n t r  l e   A P N 	 A P N - K o n t r o l l e 	 #?@02;5=85  A P N 	 C o n t r o l l o   A P N 	 *-CEA P N 	 C o n t r o l o   A P N 	 A P N   k o n t r o l    	 i u   k h i n   A P N 	 K o n t r o l   A P N 	 K a w a l a n   A P N 	 A P N   (	?	/		$	M	0	#		 	 	 	 A P N   v e z  r l  s 	 	 	 	 A P N - b e s t u r i n g 	 	 	 C o n t r o l   A P N 	 	 	   A P N 	 	 	 F*1D  A P N 	 	 	 					  										 	 	 	 	 	 I s i l a w u l i   s e - A P N 	 U l a w u l o   l w e - A P N 	 D h i b i t i   A P N 	 A P N - b e h e e r 	 A P N   v a l d y m a s 	 A P N   k o n t r o l e 	 A P N   j u h t i m i n e 	 A P N   p}oxt	 A P N   	 C o n t r o l   A P N 	 A P N   
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 
 S T R _ I D _ S E C S E T _ A C L _ M O D E 	 S e t t i n g 	 I C O N T E X T 	 S e r v i c e   M o d e   O p t i o n s 	 S e r v i c e   m o d e 	 
gR!j_	 
gR!j_	 B+!#42#	 M o d o   d e   s e r v i c i o 	 M o d e   d e   s e r v i c e 	 D i e n s t m o d u s 	 !;C651=K9  @568<	 M o d a l i t    s e r v i z i o 	 FE7  'D./E'*	 M o d o   d e   s e r v i  o 	 S e r v i s   m o d u   	 C h     p h c   v 	 M o d u s   l a y a n a n 	 M o d   k h i d m a t 	 8	0	M	5	?	8	  .	K	!		 	 	 	 S z e r v i z    z e m m  d                   	 	 	 	 D i e n s t s t a n d 	 	 	 M o d   s e r v i c i u 	 	 	   	 	 	 -'D*  ./E'*	 	 	 				  				 	 	 	 	 	 I m o d i   y e s e v i s i 	 I m o   y e n k o n z o 	 M o d i   y a   h u d u m a 	 D i e n s m o d u s 	 P a s l a u g o s   r e ~i m a s 	 P a k a l p o j u m a   r e ~+m s 	 T e e n u s e   r e ~i i m 	 Mza}aotav  |ejkt	   	 M o d   s e r v i c i u 	 8
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 
 S T R _ I D _ S E C S E T _ A C L _ L I S T 	 S e t t i n g 	 I C O N T E X T 	 A P N   C o n t r o l   L i s t   O p t i o n s 	 A P N   c o n t r o l   l i s t 	 A P N c6RnU	 A P N c6RRh	 #2"2#'8!  A P N 	 L i s t a   d e   c o n t r o l   A P N 	 L i s t e   d e   c o n t r  l e   A P N 	 A P N - K o n t r o l l l i s t e 	 >=B@>;L=K9  A?8A>:  A P N 	 E l e n c o   c o n t r o l l o   A P N 	 B'&E)  *-CEA P N 	 L i s t a   d e   c o n t r o l o   A P N 	 A P N   k o n t r o l   l i s t e s i   	 D a n h   s  c h   i u   k h i n   A P N 	 D a f t a r   k o n t r o l   A P N 	 S e n a r a i   k a w a l a n   A P N 	 A P N   (	?	/		$	M	0	#	  8	B		@		 	 	 	 A P N   v e z  r l Ql i s t a 	 	 	 	 A P N - b e s t u r i n g s l i j s t 	 	 	 L i s t   c o n t r o l   A P N 	 	 	     A P N 	 	 	 D3*  F*1D  A P N 	 	 	 					  											  							 	 	 	 	 	 U h l u   l w e s i l a w u l i   s e - A P N 	 U l u h l u   l o l a w u l o   l w e - A P N 	 O r o d h a   y a   d h i b i t i   A P N 	 A P N - k o n t r o l e l y s 	 A P N   v a l d y m o   s r a aa s 	 A P N   k o n t r o l e s   s a r a k s t s 	 A P N   k o n t r o l l - l o e n d 	 A P N   p}otav  avo	 A P N     	 L i s t   c o n t r o l   A P N 	 A P N   
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	 A P N   (?_(M$M0#  $>2?>	 L i s t a   e   k o n t r o l l i t   A P N 	 A P N   									  							 	 	 	 	 	 	 	 L i s t a   d e   c o n t r o l e   A P N 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E C S E T _ A C L _ L I S T _ C A P T I O N 	 S e t t i n g 	 T I T L E 	 A P N   C o n t r o l   L i s t   C a p t i o n 	 A P N   c o n t r o l   l i s t 	 A P N c6RnU	 A P N c6RRh	 #2"2#'8!  A P N 	 L i s t a   d e   c o n t r o l   A P N 	 L i s t e   d e   c o n t r  l e   A P N 	 A P N - K o n t r o l l l i s t e 	 >=B@>;L=K9  A?8A>:  A P N 	 E l e n c o   c o n t r o l l o   A P N 	 B'&E)  *-CEA P N 	 L i s t a   d e   c o n t r o l o   A P N 	 A P N   k o n t r o l   l i s t e s i   	 D a n h   s  c h   i u   k h i n   A P N 	 D a f t a r   k o n t r o l   A P N 	 S e n a r a i   k a w a l a n   A P N 	 A P N   (	?	/		$	M	0	#	  8	B		@		 	 	 	 A P N   v e z  r l Ql i s t a 	 	 	 	 A P N - b e s t u r i n g s l i j s t 	 	 	 L i s t   c o n t r o l   A P N 	 	 	     A P N 	 	 	 D3*  F*1D  A P N 	 	 	 					  											  							 	 	 	 	 	 U h l u   l w e s i l a w u l i   s e - A P N 	 U l u h l u   l o l a w u l o   l w e - A P N 	 O r o d h a   y a   d h i b i t i   A P N 	 A P N - k o n t r o l e l y s 	 A P N   v a l d y m o   s r a aa s 	 A P N   k o n t r o l e s   s a r a k s t s 	 A P N   k o n t r o l l - l o e n d 	 A P N   p}otav  avo	 A P N     	 L i s t   c o n t r o l   A P N 	 A P N   
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	 A P N   (?_(M$M0#  $>2?>	 L i s t a   e   k o n t r o l l i t   A P N 	 	 	 	 	 	 	 	 	 L i s t a   d e   c o n t r o l e   A P N 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E C S E T _ A C L _ N A M E 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 A P N   L a b e l 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N   	   A P N 	 A P N 	 A P N 	 A P N 	 	 	 	 A P N 	 	 	 	 A P N 	 	 	 A P N 	 	 	 A P N : 	 	 	 A P N 	 	 	 A P N 	 	 	 	 	 	 I - A N P 	 I - A P N   	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 A P N   	 A P N 	 A P N 	 A P N 	 A P N 	 A P N 	 	 	 	 	 	 	 	 A P N 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E C S E T _ A C L _ I S _ O N 	 S e t t i n g 	 P O P U P 	 S e r v i c e   M o d e   E n a b l e d   M e s s a g e 	 S e r v i c e   m o d e   e n a b l e d 	 
gR!j_]_UR	 
gR!j_]o;m	 B+!#42#@432	 M o d o   d e   s e r v i c i o   a c t i v a d o 	 M o d e   d e   s e r v i c e   a c t i v  	 D i e n s t m o d u s   a k t i v i e r t 	 !;C651=K9  @568<  2:;NG5=	 M o d a l i t    s e r v i z i o   a t t i v a t a 	 *E  *F4J7  FE7  'D./E'*	 M o d o   d e   s e r v i  o   a c t i v a d o 	 S e r v i s   m o d u   e t k i n l e _t i r i l d i   	 K  c h   h o t   c h     p h c   v 	 M o d u s   l a y a n a n   d i a k t i f k a n 	 M o d   k h i d m a t   d i d a y a k a n 	 8	0	M	5	?	8	  .	K	!	  8		M	0	?	/		 	 	 	 S z e r v i z    z e m m  d   e n g e d  l y e z v e 	 	 	 	 D i e n s t m o d u s   g e a c t i v e e r d 	 	 	 M o d   s e r v i c i u   a c t i v a t 	 	 	     	 	 	 -'D*  ./E'*  A9'D  4/	 	 	 				  			  						  	 	 	 	 	 	 I m o d i   y e s e v i s i   y e n z i w e   y a s e b e n z a 	 I m o   y e n k o n z o   y e n z i w e   y a s e b e n z a 	 M o d i   y a   h u d u m a   i m e w e z e s h w a 	 D i e n s m o d u s   g e a k t i v e e r 	 P a s l a u g o s   r e ~i m a s   /j u n g t a s 	 I e s p j o t s   p a k a l p o j u m a   r e ~+m s 	 T e e n u s e   r e ~i i m   l u b a t u d 	 Mza}aotav  |ejkth  aok~a~an  g	     	 M o d   s e r v i c i u   a c t i v a t 	 8
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	 8G,>  .K!  8M7.  9G2>	 M e n y r a   e   s h e r b i m i t   u   a k t i v i z u a 	 				  			  					  	 	 	 	 	 	 	 	 M o d o   d e   s e r v i  o   h a b i l i t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E C S E T _ A C L _ I S _ O F F 	 S e t t i n g 	 P O P U P 	 S e r v i c e   M o d e   D i s a b l e d   M e s s a g e 	 S e r v i c e   m o d e   d i s a b l e d 	 
gR!j_]d	 
gR!j_]d	 B+!#42#432	 M o d o   d e   s e r v i c i o   d e s a c t i v a d o 	 M o d e   d e   s e r v i c e   d  s a c t i v  	 D i e n s t m o d u s   d e a k t i v i e r t 	 !;C651=K9  @568<  >B:;NG5=	 M o d a l i t    s e r v i z i o   d i s a t t i v a t a 	 *E  A*-  FE7  'D./E'*	 M o d o   d e   s e r v i  o   d e s a c t i v a d o 	 S e r v i s   m o d u   d e v r e   d 1_1  b 1r a k 1l d 1  	    x  a   c h     p h c   v 	 M o d u s   l a y a n a n   d i n o n a k t i f k a n 	 M o d   k h i d m a t   d i n y a h d a y a k a n 	 8	0	M	5	?	8	  .	K	!	  (	?	7	M		M	0	?	/		 	 	 	 S z e r v i z    z e m m  d   l e t i l t v a 	 	 	 	 D i e n s t m o d u s   n i e t   g e a c t i v e e r d 	 	 	 M o d   s e r v i c i u   d e z a c t i v a t 	 	 	     	 	 	 -'D*  ./E'*  :1A9'D  4/	 	 	 				  			  										 	 	 	 	 	 I m o d i   y e s e v i s i   i y e k i s w e   u k u s e b e n z a 	 I m o   y e n k o n z o   y e n z i w e   a y a s e b e n z a 	 M o d i   y a   h u d u m a   i m e w e z e s h w a 	 D i e n s m o d u s   g e d e a k t i v e e r 	 P a s l a u g o s   r e ~i m a s   i aj u n g t a s 	 P a k a l p o j u m a   r e ~+m s   a t s p j o t s 	 T e e n u s e   r e ~i i m   k e e l a t u d 	 Mza}aotav  |ejkth  azaaok~a~an  g	     	 M o d   s e r v i c i u   d e z a c t i v a t 	 8
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 
 S T R _ I D _ S E C S E T _ A C L _ M E M O R Y _ F U L L 	 S e t t i n g 	 P O P U P 	 M e m o r y   F u l l   M e s s a g e 	 M e m o r y   f u l l 	 aԚ]n	 QX[]n	 +H'"'2!3@G!	 M e m o r i a   l l e n a   	 M  m o i r e   p l e i n e 	 S p e i c h e r   v o l l 	 0<OBL  70?>;=5=0	 M e m o r i a   e s a u r i t a 	 'D0'C1)  EED$)	 M e m  r i a   c h e i a 	 B e l l e k   d o l u   	 B   n h   y 	 M e m o r i   p e n u h 	 I n g a t a n   p e n u h 	 .	G	.	K	0	@	  +	A	2		 	 	 	 A   m e m  r i a   m e g t e l t 	 	 	 	 G e h e u g e n   v o l 	 	 	 M e m o r i e   p l i n 	 	 	   	 	 	 -'A8G  ~1  '3*	 	 	 						  						 	 	 	 	 	 I m e m o r i   i g c w e l e 	 I m e m o r i   i g c w e l e 	 K u m b u k u m b u   i m e j a a 	 G e h e u e   v o l 	 A t m i n t i s   p i l n a   	 A t m i Fa   p i l n a 	 M  l u   t  i s 	 @kwxrxiuxvh  lkv  g	   	 M e m o r i e   p l i n 	 .
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	 .G.K0@  *B0M#M#	 M e m o r j a   p l o t 	 						  						 	 	 	 	 	 	 	 M e m  r i a   c h e i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E C S E T _ A C L _ E F _ S I Z E _ F U L L 	 S e t t i n g 	 P O P U P 	 S I M   F i l e   F u l l   M e s s a g e 	 S I M   f i l e   f u l l 	 S I M jHh]n	 S I M eN]n	 D%L4!@G!	 A r c h i v o   S I M   l l e n o 	 F i c h i e r   S I M   p l e i n 	 S I M - D a t e i   v o l l 	 0  S I M - :0@B5  =5B  <5AB0  ?>4  D09;	 F i l e   S I M   e s a u r i t o 	 'DEDAS I M   EED$	 F i c h e i r o   S I M   c h e i o 	 S I M   d o s y a s 1  d o l u   	 T p   S I M   y 	 F i l e   S I M   p e n u h 	 F a i l   S I M   p e n u h 	 S I M   +	>		2	  +	A	2		 	 	 	 A   S I M   f  j l   m e g t e l t 	 	 	 	 S I M - b e s t a n d   v o l 	 	 	 F i _i e r   S I M   p l i n 	 	 	   S I M   	 	 	 A'D  S I M   ~1  '3*	 	 	 			  				  						 	 	 	 	 	 I f a y e l a   l e - S I M   l i g c w e l e 	 I f a y l e   y e S I M   i g c w e l e 	 F a i l i   y a   S I M   i m e j a a 	 S I M - l  e r   i s   v o l 	 S I M   k o r t e l s   f a i l a s   p i l n a s 	 S I M   f a i l s   p i l n s 	 S I M   f a i l   t  i s 	 S I M   aulh  lkv  g	 S I M     	 F i _i e r   S I M   p l i n 	 S I M   +
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	 S I M   +>2  *B0M#M#	 D o k u m e n t i   S I M   p l o t 	 			  				  					  	 	 	 	 	 	 	 	 A r q u i v o   S I M   c h e i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E C S E T _ A C L _ T R Y _ L A T E R 	 S e t t i n g 	 P O P U P 	 P l e a s e   T r y   L a t e r   M e s s a g e 	 P l e a s e   t r y   l a t e r 	 ˊ
zPQf	 
zPQՋ	 B#%-C+!H 2"+%1	 P o r   f a v o r   i n t e n t e   m  s   t a r d e 	 V e u i l l e z   r  e s s a y e r   p l u s   t a r d . 	 B i t t e   s p  t e r   w i e d e r h o l e n 	 >2B>@8B5  ?>?KB:C  ?>765	 T e n t a r e   p i    t a r d i 	 E-'HD)  (9/  BDJD'	 P o r   f a v o r ,   t e n t e   m a i s   t a r d e 	 L  t f e n   d a h a   s o n r a   d e n e y i n   	 i   m t   l  t   r i   t h   l i 	 C o b a   l a g i   n a n t i 	 S i l a   c u b a   l a g i 	 	C	*	/	>	  ,	>	&	  .	G		  	K	6	?	6	  	0	G			 	 	 	 P r  b  l k o z z o n   k  s Qb b 	 	 	 	 P r o b e e r   h e t   l a t e r   n o g   e e n s 	 	 	  n c e r c a ci   m a i   t  r z i u 	 	 	       	 	 	 D7A'K  (9/'K  39  F/	 	 	 							  			  			  						  					 	 	 	 	 	 S i c e l a   u b u y e   u z a m e 	 N c e d a   z a m a   n g e l i n y e   i x e s h a 	 T a f a d h a l i   j a r i b u   b a a d a y e 	 P r o b e e r   a s s e b l i e f   l a t e r 	 P a m g i n k i t e   v l i a u 	 L kd z u ,   m #i n i e t   v l k 	 P r o o v i   h i l j e m 	 =vdxt  ev  xqel  a~elk  xw	 ,     	  n c e r c a ci   m a i   t  r z i u 	 &
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 
 S T R _ I D _ S E C S E T _ A C L _ A D D _ D E F A U L T _ Q U E R Y 	 S e t t i n g 	 P O P U P C O N F I R M 	 A d d   N e t w o r k   P r o v i d e d   A P N   Q u e r y 	 A d d   a   n e t w o r k   p r o v i d e d   A P N ? 	 mR NP1u}cOvA P N 	 mR N*N1uQ~cOvA P N 	 @4H!  A P N   5H@#7-H2"C+I!2? 	  A  a d i r   A P N   s u m i n i s t r a d a   p o r   l a   r e d ? 	 A j o u t e r   A P N   f o u r n i   p a r   r  s e a u  ? 	 E i n   v o m   N e t z w e r k   a b g e s t e l l t e s   A P N   h i n z u f  g e n ? 	 >1028BL  8<O  A P N ,   ?@54>AB02;O5<>5  A5BLN? 	 A g g i u n g e r e   u n   A P N   f o r n i t o   d a l l a   r e t e ? 	 '6'A)A P N   EF  'D4(C)	 A d i c i o n a r   u m   f o r n e c e d o r   d e   r e d e   A P N ? 	 A P N   t a r a f 1n d a n   s a l a n a n   a   e k l e n s i n   m i ?   	 T h  m   m t   A P N   d o   m n g   c u n g   c p 	 T a m b a h k a n   j a r i n g a n   y a n g   m e n y e d i a k a n   A P N ? 	 T a m b a h   r a n g k a i a n   d i s e d i a k a n   A P N ? 	 	K		  (	G		5	0	M		  *	M	0	&	$	M	$	  A P N   	K	!	<	G		? 	 	 	 	 H o z z  a d j a   a z   A P N    l t a l   b i z t o s  t o t t   h  l  z a t o t ? 	 	 	 	 D o o r   n e t w e r k   g e l e v e r d e   A P N   t o e v o e g e n ? 	 	 	 A d u g a ci   u n   A P N   o f e r i t   d e   r e ce a ? 	 	 	   A P N   ? 	 	 	   A P N   A1'GE  4/G  '2  71B  4(G  'A2H/G  4H/	 	 	 						  						  			  			  									  					  				  			? 	 	 	 	 	 	 E n g e z a   i n e t h i w e k h i   e n i k e z i w e   A N P ? 	 Y o n g e z e   u t h u n g e l w a n o   o l u b o n e l e l w e   y i - A P N ? 	 O n g e z a   m t a n d a o   u l i o t o l e w a   n a   A P N ? 	 V o e g   ' n   A P N   b y   w a t   d e u r   n e t w e r k   v o o r s i e n   i s ? 	 P r i d t i   t i n k l o   t e i k i a m   A P N ? 	 P i e v i e n o t   t +k l a   n o d r o ai n t u   A P N ? 	 L i s a n   o p e r a a t o r i l t   s a a d u d   A P N - i ? 	 1~elave^l  avk  oxrtk  atad~an  A P N 	           A P N -   ? 	 A d u g a ci   u n   A P N   o f e r i t   d e   r e ce a ? 	 A P N   (
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 
 S T R _ I D _ S E C S E T _ A C L _ N E T W O R K _ P R O V I D E D 	 S e t t i n g 	 I C O N T E X T 	 N e t w o r k   P r o v i d e d   A P N   I t e m   L i s t 	 N e t w o r k   p r o v i d e d   A P N 	 }cOA P N 	 Q~cOA P N 	 A P N   5H@#7-H2"C+I!2	 A P N   s u m i n i s t r a d a   p o r   l a   r e d 	 A P N   f o u r n i   p a r   r  s e a u 	 V o m   N e t z w e r k   a b g e s t e l l t e s   A P N 	 A P N   ?@54>AB02;O5BAO  A5BLN	 A P N   f o r n i t o   d a l l a   r e t e 	 'D4(C)  *B/EA P N 	 R e d e   f o r n e c i d a   A P N 	 A P N   t a r a f 1n d a n   s a l a n a n   a   	 M n g   c u n g   c p   A P N   	 J a r i n g a n   y a n g   m e n y e d i a k a n   A P N 	 R a n g k a i a n   d i s e d i a k a n   A P N ? 	 (	G		5	0	M		  *	M	0	&	$	M	$	  A P N 	 	 	 	 A P N    l t a l   b i z t o s  t o t t   h  l  z a t 	 	 	 	 D o o r   n e t w e r k   g e l e v e r d e   A P N 	 	 	 A P N   o f e r i t   d e   r e ce a 	 	 	 A P N   	 	 	 A P N   A1'GE  4/G  '2  71B  4(G	 	 	 									  							  								  						 	 	 	 	 	 I n e t h i w e k h i   e n i k e z i w e   A N P 	 U t h u n g e l w a n o   o l u b o n e l e l w e   y i - A P N 	 M t a n d a o   u l i t o a   A P N 	 A P N   d e u r   n e t w e r k   v o o r s i e n 	 T i n k l o   t e i k i a m a s   A P N 	 T +k l a   n o d r o ai n t s   A P N 	 A P N   o p e r a a t o r i l t   s a a d u d 	 Qavk  oxrtk  atad~an  A P N 	         A P N 	 A P N   o f e r i t   d e   r e ce a 	 A P N   (
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	 (Gq>0M  *M0&$M$  A P N 	 R r j e t i   I   f u r n i z u a r   n g a   A P N 	 							  					  			  A P N 	 	 	 	 	 	 	 	 A P N   f o r n e c i d o   c o m   r e d e 	 	 	 	 	 	 	 	 S a r e a k   A P N a   e m a n   d u 	 A P N   n a   b i g a y   n g   n e t w o r k 	 R e d e   f o r n e c e u   A P N 	 N e t w k   w e t a r a   A P N 	 A P N   a   c h u i r   a n   l  o n r a   a r   f  i l 
 
 S T R _ I D _ P H B _ O G _ G O _ T O 	 P h o n e B o o k 	 I C O N T E X T 	 G o   t o . . .   m e n u 	 G o   t o . . . 	 MR_& 	 MR_& 	 D5H& 	 I r   a . . . 	 A l l e r    & 	 G e h e n   z u . . . 	 5@59B8. . 	 V a i   a . . . 	 'F*B'D  %DI. . . 	 I r   p a r a & 	 G i t . . . 	 V  o & 	 B u k a . . . 	 P e r g i   k e . . . 	 . . .   *	0	  	>				 	 	 	 U g r  s   i d e . . . 	 	 	 	 G a   n a a r & 	 	 	 S a l t   l a & 	 	 	   . . . 	 	 	 (1H  (G. . . 	 	 	 			. . . 	 	 	 	 	 	 G o   t o . . . 	 G o   t o . . . 	 G o   t o . . . 	 G a a n   n a . . . 	 G o   t o . . . 	 G o   t o . . . 	 G o   t o . . . 	 G o   t o . . . 	 G o   t o . . . 	 G o   t o . . . 	 *
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. . 	 %?A  />(M$A. . . 	 S h k o   t e k & 	 					  				. . . 	 	 	 	 	 	 	 	 I r   p a r a . . . 	 	 	 	 	 	 	 	 J o a n   h o n a : 	 P u m u n t a   s a . . . 	 I r   a . . . 	 G a a   n a 	 G a b h   c h u i g . . . 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ C L E A R _ A L L 	 P h o n e B o o k 	 I C O N T E X T 	 c l e a r   a l l   v i p   c o n t a c t 	 C l e a r   a l l   V I P   c o n t a c t s 	 nd@b	gV I P oa}N	 nd@b	gV I P T|N	 %I29I4H-  V I P   1I+!	 B o r r a r   t o d o s   l o s   c o n t a c t o s   V I P 	 E f f a c e r   t o u s   l e s   c o n t a c t s   V I P 	 A l l e   V I P - K o n t a k t e   l  s c h e n 	 #40;8BL  2A5  V I P - :>=B0:BK	 A z z e r a   t u t t i   i   c o n t a t t i   V I P   	 E3-  CD  'DE*5D'*V I P 	 A p a g a r   t o d o s   o s   c o n t a c t o s   V I P 	 T  m   V I P   k i _i l e r i n i   s i l   	 X  a   t t   c   l i  n   h   V I P 	 H a p u s   s e m u a   k o n t a k   V I P 	 P a d a m   s e m u a   k e n a l a n   V I P 	 8	-	@	  .	9	$	M	5	*	B	0	M	#	  V I P   8		*	0	M		  .	?		>				 	 	 	  s s z e s   V I P   p a r t n e r   t  r l  s e 	 	 	 	 A l l e   V I P - c o n t s a c t e n   w i s s e n 	 	 	 ^t e r g e r e   t o a t e   c o n t a c t e l e   V I P 	 	 	         V I P 	 	 	 ~'  1/F  GEG  E.'7(F  V I P 	 	 	 			  						  							  				  						 	 	 	 	 	 S u l a   b o n k e   o x h u m a n a   n a b o   a b a n g a m a   V I P 	 S u s a   b o n k e   a b a q h a g a m s h e l w a   b e V I P 	 T a n d u a   m a j i n a   y o t e   y a   V I P 	 W i s   a l l e   B B P - k o n t a k t e 	 I av a l y t i   v i s u s   V I P   k o n t a k t u s 	 N o t +r +t   v i s u s   V I P   k o n t a k t u s 	 T  h j e n d a   k  i k   V I P   k o n t a k t i d 	 Dael  bxlx  V I P   oxvaoveh	     V I P   	 ^t e r g e r e   t o a t e   c o n t a c t e l e   V I P 	 
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	 8.8M$  -?*?  8.M*0M  >2?  0(M$A	 B o s h a t i s   t e   g j i t h e   k o n t a k t e t   V I P 	 				  V I P   							  								  			  	 	 	 	 	 	 	 	 L i m p a r   t o d o s   o s   c o n t a t o s   V I P 	 	 	 	 	 	 	 	 V I P   k o n t a k t u   o r o   g a r b i t u 	 B u r a h i n   l a h a t   n g   m g a   V I P   n a   k o n t a k 	 L i m p a r   t o d o s   o s   c o n t a c t o s   V I P 	 K p o c h a p   V I P   n i i l e   a n a - a k p 	 G l a n   g a c h   t e a g m h  l a    V I P 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ C H A N G E 	 P h o n e B o o k 	 I C O N T E X T 	 r e s e t   v i p   c o n t a c t 	 C h a n g e 	 f	 f9e	 @%5H"	 C a m b i a r   	 C h a n g e r 	  n d e r n 	 7<5=8BL	 C a m b i a 	 *:J1	 M o d i f i c a r 	 D e i _t i r   	 T h a y   i 	 U b a h 	 T u k a r 	 ,	&	2	G			 	 	 	 M  d o s  t  s 	 	 	 	 V e r a n d e r e n 	 	 	 M o d i f i c a r e 	 	 	 	 	 	 *:1	 	 	 								  					 	 	 	 	 	 S h i n t s h a 	 T s h i n t s h a   	 B a d i l i s h a 	 W y s i g 	 K e i s t i 	 N o m a i n +t 	 M u u d a 	 Sxmel	 	 M o d i f i c a r e 	 .
>
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	 *0?,0M$M$(  0(M$A	 N d r y s h o 	 								  			  	 	 	 	 	 	 	 	 A l t e r a r 	 	 	 	 	 	 	 	 A l d a t u 	 B a g u h i n 	 C a m b i a r 	 G b a n w e     	 A t h r a i g h 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ 1 	 P h o n e B o o k 	 I C O N T E X T 	 V I P   c o n t a c t   1 	 V I P   c o n t a c t   1 	 V I P oa}N N	 V I P T|N N	 9I4H-  V I P   1 	 C o n t a c t o   V I P   1 	 C o n t a c t   V I P   1 	 V I P - K o n t a k t   1 	 V I P - :>=B0:B  1 	 C o n t a t t o   V I P   1 	 E*5D1 V I P 	 C o n t a c t o   V I P   1 	 V I P   k i _i s i   1   	 L i  n   h   1   V I P 	 K o n t a k   V I P   1 	 K e n a l a n   V I P   1 	 V I P   8		*	0	M		  1 	 	 	 	 1 .   V I P   p a r t n e r 	 	 	 	 V I P   c o n t a c t   1 	 	 	 C o n t a c t   V I P   1 	 	 	     V I P   1 	 	 	 E.'7(  V I P   1 	 	 	 						  							  		 	 	 	 	 	 O x h u m a n a   n a y e   o y i - V I P   1 	 I - V I P   m q h a g a m s h e l w a - 1 	 J i n a   1   l a   V I P 	 B B P - k o n t a k   1 	 1   V I P   k o n t a k t a s 	 1 .   V I P   k o n t a k t s 	 V I P   k o n t a k t   1 	 V I P   oxvao  1 	 V I P     1 	 C o n t a c t   V I P   1 	 V I P   8
.
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
  1 	 V I P   8.M*0M  1 	 K o n t a k t i   V I P   1 	 V I P   							  1 	 	 	 	 	 	 	 	 C o n t a t o   V I P   1 	 	 	 	 	 	 	 	 V I P   1 . k o n t a k t u a 	 V I P   k o n t a k   1 	 C o n t a c t o   V I P   1 	 V I P   m b   a n a - a k p 	 T e a g m h  l a    V I P   1 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ 2 	 P h o n e B o o k 	 I C O N T E X T 	 V I P   c o n t a c t   2 	 V I P   c o n t a c t   2 	 V I P oa}NN	 V I P T|NN	 9I4H-  V I P   2 	 C o n t a c t o   V I P   2 	 C o n t a c t   V I P   2 	 V I P - K o n t a k t   2 	 V I P - :>=B0:B  2 	 C o n t a t t o   V I P   2 	 E*5D1 V I P 	 C o n t a c t o   V I P   2 	 V I P   k i _i s i   2   	 L i  n   h   2   V I P 	 K o n t a k   V I P   2 	 K e n a l a n   V I P   2 	 V I P   8		*	0	M		  2 	 	 	 	 2 .   V I P   p a r t n e r 	 	 	 	 V I P   c o n t a c t   2 	 	 	 C o n t a c t   V I P   2 	 	 	     V I P   2 	 	 	 E.'7(  V I P   2 	 	 	 						  							  		 	 	 	 	 	 O x h u m a n a   n a y e   o y i - V I P   2 	 I - V I P   m q h a g a m s h e l w a - 2 	 J i n a   2   l a   V I P 	 B B P - k o n t a k   2 	 2   V I P   k o n t a k t a s 	 2 .   V I P   k o n t a k t s 	 V I P   k o n t a k t   2 	 V I P   oxvao  2 	 V I P     2 	 C o n t a c t   V I P   2 	 V I P   8
.
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
  2 	 V I P   8.M*0M  2 	 K o n t a k t i   V I P   2 	 	 	 	 	 	 	 	 	 C o n t a t o   V I P   2 	 	 	 	 	 	 	 	 V I P   2 . k o n t a k t u a 	 V I P   k o n t a k   2 	 C o n t a c t o   V I P   2 	 V I P   a b   a n a - a k p 	 T e a g m h  l a    V I P   2 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ 3 	 P h o n e B o o k 	 I C O N T E X T 	 V I P   c o n t a c t   3 	 V I P   c o n t a c t   3 	 V I P oa}N	N	 V I P T|N	N	 9I4H-  V I P   3 	 C o n t a c t o   V I P   3 	 C o n t a c t   V I P   3 	 V I P - K o n t a k t   3 	 V I P - :>=B0:B  3 	 C o n t a t t o   V I P   3 	 E*5D1 V I P 	 C o n t a c t o   V I P   3 	 V I P   k i _i s i   3 	 L i  n   h   3   V I P 	 K o n t a k   V I P   3 	 K e n a l a n   V I P   3 	 V I P   8		*	0	M		  3 	 	 	 	 3 .   V I P   p a r t n e r 	 	 	 	 V I P   c o n t a c t   3 	 	 	 C o n t a c t   V I P   3 	 	 	     V I P   3 	 	 	 E.'7(  V I P   3 	 	 	 						  							  		 	 	 	 	 	 O x h u m a n a   n a y e   o y i - V I P   3 	 I - V I P   m q h a g a m s h e l w a - 3 	 J i n a   3   l a   V I P 	 B B P - k o n t a k   3 	 3   V I P   k o n t a k t a s 	 3 .   V I P   k o n t a k t s 	 V I P   k o n t a k t   3 	 V I P   oxvao  3 	 V I P     3 	 C o n t a c t   V I P   3 	 V I P   8
.
M
*
0
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 
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
  3 	 V I P   8.M*0M  3 	 K o n t a k t i   V I P   3 	 	 	 	 	 	 	 	 	 C o n t a t o   V I P   3 	 	 	 	 	 	 	 	 V I P   3 . k o n t a k t u a 	 V I P   k o n t a k   3 	 C o n t a c t o   V I P   3 	 V I P   a t   a n a - a k p 	 T e a g m h  l a    V I P   3 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ 4 	 P h o n e B o o k 	 I C O N T E X T 	 V I P   c o n t a c t   4 	 V I P   c o n t a c t   4 	 V I P oa}NV	 V I P T|NV	 9I4H-  V I P   4 	 C o n t a c t o   V I P   4 	 C o n t a c t   V I P   4 	 V I P - K o n t a k t   4 	 V I P - :>=B0:B  4 	 C o n t a t t o   V I P   4 	 E*5D1 V I P 	 C o n t a c t o   V I P   4 	 V I P   k i _i s i   4 	 L i  n   h   4   V I P 	 K o n t a k   V I P   4 	 K e n a l a n   V I P   4 	 V I P   8		*	0	M		  4 	 	 	 	 4 .   V I P   p a r t n e r 	 	 	 	 V I P   c o n t a c t   4 	 	 	 C o n t a c t   V I P   4 	 	 	     V I P   4 	 	 	 E.'7(  V I P   4 	 	 	 						  							  		 	 	 	 	 	 O x h u m a n a   n a y e   o y i - V I P   4 	 I - V I P   m q h a g a m s h e l w a - 4 	 J i n a   4   l a   V I P 	 B B P - k o n t a k   4 	 4   V I P   k o n t a k t a s 	 4 .   V I P   k o n t a k t s 	 V I P   k o n t a k t   4 	 V I P   oxvao  4 	 V I P     4 	 C o n t a c t   V I P   4 	 V I P   8
.
M
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0
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 
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
  4 	 V I P   8.M*0M  4 	 K o n t a k t i   V I P   4 	 	 	 	 	 	 	 	 	 C o n t a t o   V I P   4 	 	 	 	 	 	 	 	 V I P   4 . k o n t a k t u a 	 V I P   k o n t a k   4 	 C o n t a c t o   V I P   4 	 V I P   a n   a n a - a k p 	 T e a g m h  l a    V I P   4 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ 5 	 P h o n e B o o k 	 I C O N T E X T 	 V I P   c o n t a c t   5 	 V I P   c o n t a c t   5 	 V I P oa}NN	 V I P T|NN	 9I4H-  V I P   5 	 C o n t a c t o   V I P   5 	 C o n t a c t   V I P   5 	 V I P - K o n t a k t   5 	 V I P - :>=B0:B  5 	 C o n t a t t o   V I P   5 	 E*5D1 V I P 	 C o n t a c t o   V I P   5 	 V I P   k i _i s i   5 	 L i  n   h   5   V I P 	 K o n t a k   V I P   5 	 K e n a l a n   V I P   5 	 V I P   8		*	0	M		  5 	 	 	 	 5 .   V I P   p a r t n e r 	 	 	 	 V I P   c o n t a c t   5 	 	 	 C o n t a c t   V I P   5 	 	 	     V I P   5 	 	 	 E.'7(  V I P   5 	 	 	 						  								  		 	 	 	 	 	 O x h u m a n a   n a y e   o y i - V I P   5 	 I - V I P   m q h a g a m s h e l w a - 5 	 J i n a   5   l a   V I P 	 B B P - k o n t a k   5 	 5   V I P   k o n t a k t a s 	 5 .   V I P   k o n t a k t s 	 V I P   k o n t a k t   5 	 V I P   oxvao  5 	 V I P     5 	 C o n t a c t   V I P   5 	 V I P   8
.
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
  5 	 V I P   8.M*0M  5 	 K o n t a k t i   V I P   5 	 	 	 	 	 	 	 	 	 C o n t a t o   V I P   5 	 	 	 	 	 	 	 	 V I P   5 . k o n t a k t u a 	 V I P   k o n t a k   5 	 C o n t a c t o   V I P   5 	 V I P   i s e   a n a - a k p 	 T e a g m h  l a    V I P   5 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ L I S T 	 P h o n e B o o k 	 T I T L E 	 S e t   V I P   c o n t a c t s 	 S e t   V I P   c o n t a c t s 	 -[V I P oa}N	 nV I P T|N	 1IH29I4H-  V I P 	 C o n f i g u r a r   c o n t a c t o s   V I P 	 R  g l e r   l e s   c o n t a c t s   V I P 	 V I P - K o n t a k t e   e i n s t e l l e n 	 07=0G8BL  V I P - :>=B0:BK	 I m p o s t a r e   c o n t a t t i   V I P 	 6(7  E*5DV I P 	 D e f i n i r   c o n t a c t o s   V I P 	 V I P   k i _i l e r i n i   a y a r l a   	 C  i   t   l i  n   h   V I P 	 T e t a p k a n   k o n t a k   V I P 	 S e t   k e n a l a n   V I P 	 V I P   8		*	0	M		  8	G		  	0	G			 	 	 	 V I P   p a r t n e r e k   b e  l l  t  s a 	 	 	 	 V I P - c o n t a c t e n   i n s t e l l e n 	 	 	 S e t a r e   c o n t a c t e   V I P 	 	 	       V I P 	 	 	 *F8E  E.'7(F  V I P 	 	 	 						  							  			  					 	 	 	 	 	 S e t h a   o x h u m a n a   n a b o   a b a n g a m a - V I P 	 S e t a   a b a q h a g a m s h e l w a   b e V I P 	 S e t i   M a j i n a   y a   V I P 	 S t e l   B B P - k o n t a k t e 	 N u s t a t y t i   V I P   k o n t a k t u s 	 I e s t a t +t   V I P   k o n t a k t u s 	 M   r a   V I P   k o n t a k t i d 	 Fwavaoel  V I P   oxvaoveh	   V I P   	 S e t a r e   c o n t a c t e   V I P 	 V I P   8
.
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	 V I P   8.M*0M  8GM  0(M$A	 R e g j i s t r o   k o n t a k t e t   V I P 	 V I P   							  			  			  	 	 	 	 	 	 	 	 D e f i n i r   c o n t a t o s   V I P 	 	 	 	 	 	 	 	 V I P   k o n t a k t u a k   e z a r r i 	 I t a k d a   a n g   m g a   V I P   n a   k o n t a k 	 C o n f i g u r a r   c o n t a c t o s   V I P 	 H a z i e   V I P   a n a - a k p 	 S o c r a i g h   t e a g m h  l a i t h e   O n  r a 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ C L E A R _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 C l e a r ? 	 C l e a r ? 	 nd? 	 nd? 	 %I2? 	  B o r r a r ? 	 E f f a c e r  ? 	 L  s c h e n ? 	 #40;8BL? 	 A z z e r a r e ? 	 E3-	 A p a g a r ? 	 S i l i n s i n   m i ?   	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 W i s s e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 ~'  4H/	 	 	 												  				  						? 	 	 	 	 	 	 S u l a ? 	 S u s e ? 	 T a n d u a ? 	 M a a k   s k o o n ? 	 V a l y t i ? 	 N o t +r +t ? 	 K u s t u t a n ? 	 Dae^l	   ? 	 ^t e r g e ci ? 	 
M
2
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/
0
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 ? 	 >2?  0?,G? 	 B o s h a t i s ? 	 										? 	 	 	 	 	 	 	 	 L i m p a r ? 	 	 	 	 	 	 	 	 G a r b i t u ? 	 B u r a h i n ? 	 L i m p a r ? 	 K p o c h a p ? 	 G l a n ? 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ C L E A R _ A L L _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 C l e a r   a l l   V I P   c o n t a c t s ? 	 C l e a r   a l l   V I P   c o n t a c t s ? 	 nd@b	gV I P oa}N? 	 nd@b	gV I P T|N? 	 %I29I4H-  V I P   1I+!? 	  B o r r a r   t o d o s   l o s   c o n t a c t o s   V I P ? 	 E f f a c e r   t o u s   l e s   c o n t a c t s   V I P  ? 	 A l l e   V I P - K o n t a k t e   l  s c h e n ? 	 #40;8BL  2A5  V I P - :>=B0:BK? 	 A z z e r a r e   t u t t i   i   c o n t a t t i   V I P ? 	 E3-  CD  'DE*5D'*V I P 	 A p a g a r   t o d o s   o s   c o n t a c t o s   V I P ? 	 T  m   V I P   k i _i l e r i   s i l i n s i n   m i ?   	 X  a   t t   c     l i  n   h   V I P 	 H a p u s   s e m u a   k o n t a k   V I P ? 	 P a d a m   s e m u a   k e n a l a n   V I P ? 	 8	-	@	  V I P   8		*	0	M		  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s   V I P   p a r t n e r t ? 	 	 	 	 A l l e   V I P - c o n t a c t e n   w i s s e n ? 	 	 	 ^t e r g e ci   t o a t e   c o n t a c t e l e   V I P ? 	 	 	         V I P ? 	 	 	 GEG  E.'7(F  V I P   ~'  4H/	 	 	 			  						  							  												  				  						? 	 	 	 	 	 	 S u l a   b o n k e   o x h u m a n a   n a b o   a b a n g a m a   V I P ? 	 S u s e   b o n k e   a b a q h a g a m s h e l w a ? 	 T a n d u a   m a j i n a   y o t e   y a   V I P ? 	 M a a k   a l l e   B B P - k o n t a k t e   s k o o n ? 	 I av a l y t i   v i s u s   V I P   k o n t a k t u s ? 	 N o t +r +t   v i s u s   V I P   k o n t a k t u s ? 	 K u s t u t a n   k  i k   V I P   k o n t a k t i d ? 	 Dae^l  bxlx  V I P   oxvaove	     V I P     ? 	 ^t e r g e ci   t o a t e   c o n t a c t e l e   V I P ? 	 
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? 	 8.8M$  -?*?  8.M*0M  >2?  0?,G? 	 B o s h a t i s   t e   g j i t h e   k o n t a k t e t   V I P 	 				  V I P   							  										? 	 	 	 	 	 	 	 	 L i m p a r   t o d o s   o s   c o n t a t o s   V I P ? 	 	 	 	 	 	 	 	 V I P   k o n t a k t u   o r o   g a r b i t u ? 	 B u r a h i n   l a h a t   n g   m g a   V I P   n a   k o n t a k ? 	 L i m p a r   t o d o s   o s   c o n t a c t o s   V I P ? 	 K p o c h a p   V I P   n i i l e   a n a - a k p ? 	 G l a n   g a c h   t e a g m h  l a    V I P ? 
 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ C L E A R E D 	 P h o n e B o o k 	 P O P U P 	 C l e a r e d 	 C l e a r e d 	 nd	 nd	 %I2A%I'	 B o r r a d o s 	 E f f a c  	 G e l  s c h t 	 #40;5=>	 A z z e r a t i 	 E3-	 D e s m a r c a d o 	 S i l i n d i 	    x  a 	 T e r h a p u s 	 D i p a d a m 	 .	?		>	/	>	  	/	>		 	 	 	 T  r  l v e 	 	 	 	 G e w i s t 	 	 	 ^t e r g e r e    n c h e i a t 	 	 	 	 	 	 ~'  4/	 	 	 												  				  				  						 	 	 	 	 	 K u s u l i w e 	 I s u s i w e 	 I m e t a n d u l i w a 	 S k o o n g e m a a k 	 I av a l y t a 	 N o t +r +t i 	 K u s t u t a t u d 	 Da~an  g	 	 ^t e r g e r e    n c h e i a t 	 
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 
 S T R _ I D _ P H B _ V I P _ C O N T A C T _ C L E A R E D _ A L L 	 P h o n e B o o k 	 P O P U P 	 A l l   V I P   c o n t a c t s   c l e a r e d 	 A l l   V I P   c o n t a c t s   c l e a r e d 	 @b	gV I P oa}N]nd	 @b	gV I P T|N]nd	 9I4H-  V I P   1I+!9%I2A%I'	 T o d o s   l o s   c o n t a c t o s   V I P   b o r r a d o s 	 T o u s   l e s   c o n t a c t s   V I P   e f f a c  s 	 A l l e   V I P - K o n t a k t e   g e l  s c h t 	 A5  V I P - :>=B0:BK  C40;5=K	 T u t t i   i   c o n t a t t i   V I P   a z z e r a t i 	 *E  E3-  CD  'DE*5D'*V I P 	 T o d o s   o s   c o n t a c t o s   V I P   f o r a m   a p a g a d o s 	 T  m   V I P   k i _i l e r i   s i l i n d i   	    x  a   t t   c     l i  n   h   V I P 	 S e m u a   k o n t a k   V I P   t e r h a p u s 	 S e m u a   k e n a l a n   V I P   d i p a d a m 	 8	-	@	  V I P   8		*	0	M		  .	?		>		  			 	 	 	  s s z e s   V I P   p a r t n e r   t  r  l v e 	 	 	 	 A l l e   V I P - c o n t a c t e n   g e w i s t 	 	 	 T o a t e   c o n t a c t e l e   V I P   a u   f o s t   _t e r s e 	 	 	       V I P   	 	 	 GEG  E.'7(F  V I P   ~'  4/	 	 	 			  						  							  												  				  				  						 	 	 	 	 	 B o n k e   o x h u m a n a   n a b o   a b a n g a m a   V I P   b a s u l i w e 	 B o n k e   a b a q h a g a m s h e l w a   b e V I P   b a s u s i w e 	 M a j i n a   y o t e   y a   V I P   y a m e t a n d u l i w a 	 A l l e   B B P - k o n t a k t e   s k o o n g e m a a k 	 V i s i   V I P   k o n t a k t a i   i av a l y t i 	 V i s i   V I P   k o n t a k t i   n o t +r +t i 	 K  i k   V I P   k o n t a k t i d   k u s t u t a t u d 	 2xlx  V I P   oxvaoveh  ta~an  ev	   V I P     	 T o a t e   c o n t a c t e l e   V I P   a u   f o s t   _t e r s e 	 
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	 8.8M$  -?*?  8.M*0M  >2?  9G2>	 T e   g j j i t h e   k o n t a k t e t   V I P   u   b o s h a t i s e n 	 				  V I P   							  									 	 	 	 	 	 	 	 T o d o s   o s   c o n t a t o s   V I P   l i m p o s 	 	 	 	 	 	 	 	 V I P   k o n t a k t u   o r o   g a r b i t u   d a 	 L a h a t   n g   m g a   V I P   n a   k o n t a k   a y   n a b u r a 	 T o d o s   o s   c o n t a c t o s   V I P   l i m p a d o s 	 E k p o c h a p l a   V I P   n i i l e   a n a - a k p 	 G a c h   t e a g m h  l a    V I P   g l a n t a 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ P R O F _ M O D E 	 J a v a 	 I C O N T E X T 	 J a v a   l o c a l   n e t w o r k   p r o f i l e   s e t t i n g   m o d e 	 P r o f i l e   m o d e 	 -[!j_	 [!j_	 B+!B#D%L	 M o d o   d e   p e r f i l 	 M o d e   d e   p r o f i l 	 P r o f i l m o d u s 	  568<  ?@>D8;O	 M o d a l i t    p r o f i l o 	 FE7  'D6(7	 M o d o   d e   p e r f i l 	 P r o f i l   m o d u   	 C h     c  i   t 	 M o d u s   p r o f i l 	 M o d   p r o f i l 	 *	M	0	K	+	>		2	  .	K	!		 	 	 	 P r o f i l   m  d 	 	 	 	 P r o f i e l m o d u s 	 	 	 M o d   p r o f i l 	 	 	   	 	 	 -'D*  FE'G	 	 	 								  				 	 	 	 	 	 I m o d i   y e p h r o f a y l i 	 I m o   y e p r o f a y l e 	 M o d i   y a   p r o f a i l i 	 P r o f i e l m o d u s 	 P r o f i l i o   r e ~i m a s 	 P r o f i l a   r e ~+m s 	 P r o f i i l i   r e ~i i m 	 Jxklk  |ejkt	   	 M o d   p r o f i l 	 *
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	 *M0K+>2  .K!	 M e n y r a   e   p r o f i l i t 	 			' 				  				 	 	 	 	 	 	 	 M o d o   d e   p e r f i l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ S Y S _ D E F A U L T 	 J a v a 	 C 0 5 7 _ 1 	 l o c a l   n e t w o r k   p r o f i l e   s e t t i n g   i s   a c c o r d i n g   t o   t h e   J a v a   g l o b a l   s e t t i n g 	 J a v a   d e f a u l t 	 J a v a -<P	 J a v a ؞<P	 H2@#4H!I2'2	 J a v a   p r e d e t e r m i n a d o 	 J a v a   p a r   d  f a u t 	 J a v a - S t a n d a r d 	 !B0=40@B=K5  =0AB@>9:8  J a v a 	 J a v a   p r e d e f i n i t o 	 'A*1'6J  'D,'A'	 P r  - d e f i n i   o   J a v a 	 J a v a   v a r s a y 1l a n   	 J a v a   m c   n h 	 D e f a u l t   J a v a 	 D e f a u l t   J a v a 	 	>	5	>	  !	?	+	>	2	M			 	 	 	 J a v a   a l a p  r t e l m e z e t t 	 	 	 	 J a v a s t a n d a a r d 	 	 	 P r o f i l   i m p l i c i t   J a v a 	 	 	     J a v a 	 	 	 ~4  A16  J a v a 	 	 	 				  							 	 	 	 	 	 I d i f o l t h i   y e - J a v a 	 U s i l e l o   l w e J a v a 	 J a v a   m s i n g i 	 J a v a - v e r s t e k 	 N u m a t y t o s i o s   J a v a   n u o s t a t o s 	 J a v a   p c   n o k l u s j u m a 	 J a v a   v a i k i m i s i 	 J a v a   l|eluauv	 -     ( ) 	 P r o f i l   i m p l i c i t   J a v a 	 
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	 J a v a   !?+2M	 J a v a   s t a n d a r d 	 J a v a   			' 			  	 	 	 	 	 	 	 	 J a v a   p a d r  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ U S E R _ S P E C F I C 	 J a v a 	 C 0 5 7 _ 1 	 l o c a l   n e t w o r k   p r o f i l e   s e t t i n g   i s   a c c o r d i n g   t o   u s e r   s p e c i f i c   s e t t i n g 	 U s e r   s p e c i f i c 	 O(u  	 (u7bꁢ  	 9IC
I3+	 E s p e c  f i c o   a l   u s u a r i o 	 S p  c i f i q u e      l  u t i l i s a t e u r 	 B e n u t z e r s p e z i f i s c h 	 >;L7>20B5;LA:85  =0AB@>9:8	 S p e c i f i c a t o   d a l l ' u t e n t e 	 'DE3*./E  .'5	 U t i l i z a d o r   e s p e c  f i c o 	 K u l l a n 1c 1y a    z e l   	 N g i   s   d n g   t   t 	 P e n g g u n a   t e r t e n t u 	 K h u s u s   k e p a d a   p e n g g u n a 	 *	M	0	/	K		M	$	>	  5	?	6	?	7	M			 	 	 	 F e l h a s z n  l  r a   j e l l e m z Q	 	 	 	 G e b r u i k e r s s p e c i f i e k 	 	 	 P r o f i l   d e f i n i t   d e   u t i l i z a t o r 	 	 	 - 	 	 	 E.*5  '1(1	 	 	 											- 										 	 	 	 	 	 O k u q o n d e n e   n o m s e b e n z i s i 	 U m s e b e n z i s i   k a n y e 	 M a a l u m   k w a   m t u m i a j i 	 G e b r u i k e r s p e s i f i e k 	 P a g a l   n a u d o t o j 	 L i e t o t j a   s p e c i f i s k s 	 K a s u t a j a s p e t s i i f i l i n e 	 Uc~xrk  pata  paxo	   	 P r o f i l   d e f i n i t   d e   u t i l i z a t o r 	 /
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 
 S T R _ I D _ A U D P L Y _ N O W _ P L A Y I N G 	 A u d i o P l a y e r 	 I C O N T E X T 	 N o w   p l a y i n g   s c r e e n   m e n u   i t e m 	 N o w   p l a y i n g 	 ck(Wd>e	 ck(Wd>e	 @%HC05I	 R e p r o d u c i e n d o   a h o r a 	 E n   t r i a n   d e   j o u e r 	 W i r d   j e t z t   w i e d e r g e g e b e n 	 >A?@>872>48BAO	 I n   r i p r o d u z i o n e 	 ,'1M  'D*4:JD	 E m   r e p r o d u   o 	 ^u   a n d a    a l a n   	 a n g   p h  t 	 S e k a r a n g   d i p u t a r 	 S e k a r a n g   d i m a i n k a n 	 	,	  *	M	2	G	  	0	  0	9	>	  9	H		 	 	 	 M o s t   h a l l h a t  	 	 	 	 S p e e l t   n u 	 	 	 R e d a r e    n   c u r s 	 	 	   	 	 	 /1  -'D  ~.4	 	 	 			  						 	 	 	 	 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 S p e e l   t a n s 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 	 	 T a n i   d u k e   l u a j t u r 	 								  				  		  				 	 	 	 	 	 	 	 R e p r o d u z i n d o   a g o r a 	 	 	 	 	 	 	 	 O r a i n   i k u s g a i 	 P i n a t u t u g t o g   n g a y o n 	 R e p r o d u c i n d o   a g o r a 	 N a   - a k   u g b u a 	 A g   s e i n m   a n o i s 
 
 S T R _ I D _ A U D P L Y _ L I S T M G R 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 l i s t   m a n a g e r   s c r e e n   m e n u   i t e m 	 M y   p l a y l i s t s 	 bvd>eRh	 bvd>eRh	 #2"2#@%-	1	 M i s   m a r c a d o r e s   	 M e s   l i s t e s   d e   l e c t u r e 	 M e i n e   W i e d e r g a b e l i s t e n 	 >8  ?;59;8ABK	 P l a y l i s t   p e r s o n a l i 	 B'&E*J  'D*4:JD	 A s   m i n h a s   l i s t a s   p e s s o a i s 	  a l m a   l i s t e l e r i m   	 D a n h   s  c h   p h  t   c a   t  i 	 D a f t a r   l a g u   s a y a 	 P e m a i n   m u z i k   s a y a 	 .	G	0	@	  *	M	2	G	2	?	8	M		M	8		 	 	 	 S a j  t   j  t  k l i s t  k 	 	 	 	 M i j n   a f s p e e l l i j s t e n 	 	 	 L i s t e l e   m e l e   d e   r e d a r e 	 	 	     	 	 	 D3*  G'  ~.4  EF	 	 	 				  										 	 	 	 	 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 M y   s p e e l l y s t e 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 	 	 L i s t a t   e   l u a j t j e s   t e   m i a 	 			  				'   							 	 	 	 	 	 	 	 M i n h a s   l i s t a s   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 A b e s t i - z e r r e n d a k 	 M g a   p l a y l i s t   k o 	 A   m i  a s   l i s t a s   d e   r e p r o d u c i  n 	 L i s t i   e g w u   n k e   m 	 M o   s h e i n n l i o s t a  
 
 S T R _ I D _ A U D P L Y _ M O V E U P 	 A u d i o P l a y e r 	 I C O N T E X T 	 p l a y l i s t   o p t i o n   m e n u   i t e m ,   m o v e   t h e   c u r r e n t   i t e m   u p . 	 M o v e   u p 	 
Ny	 
Ny	 @%7H-6I	 M o v e r   h a c i a   a r r i b a     	 A l l e r   v e r s   l e   h a u t 	 N a c h   o b e n   s c h i e b e n 	 5@59B8  225@E	 S p o s t a   s u 	 M T K 	 M o v e r   p a r a   c i m a 	 Y u k a r 1  t a _1	 D i   c h u y n   l  n 	 M T K 	 G e r a k   a t a s 	 
	*	0	  2	G	  	>				 M T K 	 M T K 	 M T K 	 M o z g a t  s   f e l 	 M T K 	 M T K 	 M T K 	 O m h o o g 	 M T K 	 M T K 	 M u t a r e    n   s u s 	 M T K 	 M T K 	   	 M T K 	 M T K 	 'F*B'D  (G  ('D'	 M T K 	 M T K 	 				  				 M T K 	 M T K 	 M T K 	 	 	 M o v e   u p 	 M o v e   u p 	 M o v e   u p 	 S k u i f   o p 	 M o v e   u p 	 M o v e   u p 	 M o v e   u p 	 M o v e   u p 	 M o v e   u p 	 M o v e   u p 	 	 	 L e v i z   l a r t 	 					  		  				  	 	 	 	 	 	 	 	 M o v e r   p a r a   c i m a 	 	 	 	 	 	 	 	 G o r a 	 I t a a s 	 S u b i r 	 B u l i e   e l u 	 B o g   s u a s 
 
 S T R _ I D _ A U D P L Y _ M O V E D O W N 	 A u d i o P l a y e r 	 I C O N T E X T 	 p l a y l i s t   o p t i o n   m e n u   i t e m ,   m o v e   t h e   c u r r e n t   i t e m   d o w n . 	 M o v e   d o w n 	 Ny	 Ny	 @%7H-%	 M o v e r   h a c i a   a b a j o 	 A l l e r   b a s 	 N a c h   u n t e n   s c h i e b e n 	 5@59B8  2=87	 S p o s t a   g i  	 M T K 	 M o v e r   p a r a   b a i x o 	 A _a 1  t a _1	 D i   c h u y n   x u n g 	 M T K 	 G e r a k   b a w a h 	 (	@		G	  2	G	  	>				 M T K 	 M T K 	 M T K 	 M o z g a t  s   l e 	 M T K 	 M T K 	 M T K 	 O m l a a g 	 M T K 	 M T K 	 M u t a r e    n   j o s 	 M T K 	 M T K 	   	 M T K 	 M T K 	 'F*B'D  (G  ~'F	 M T K 	 M T K 	 				  						 M T K 	 M T K 	 M T K 	 	 	 M o v e   d o w n 	 M o v e   d o w n 	 M o v e   d o w n 	 S k u i f   a f 	 M o v e   d o w n 	 M o v e   d o w n 	 M o v e   d o w n 	 M o v e   d o w n 	 M o v e   d o w n 	 M o v e   d o w n 	 	 	 L e v i z   p o s h t e 	 				  		  					 	 	 	 	 	 	 	 M o v e r   p a r a   b a i x o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ N E W 	 A u d i o P l a y e r 	 T I T L E ,   I C O N T E X T 	 l i s t   m a n a g e r   o p t i o n   m e n u   i t e m ,   t o   c r e a t e   a   n e w   p l a y l i s t . 	 N e w   p l a y l i s t 	 eXd>eRh	 e^d>eRh	 #2"2#@%C+!H	 L i s t a   d e   r e p r o d u c c i  n   n u e v a 	 N o u v   l i s t e   d e   l e c t u r e 	 N e u e   W i e d e r g a b e l i s t e 	 >2K9  A?8A>:  2>A?@. 	 N u o v a   p l a y l i s t 	 M T K 	 N o v a   l i s t a   p e s s o a l 	 Y e n i    a l m a   l i s t e s i 	 D a n h   s  c h   p h  t   m i 	 M T K 	 S e n a r a i   m a i n   b a r u 	 (		  *	M	2	G	2	?	8	M			 M T K 	 M T K 	 M T K 	  j   j  t  k l i s t a 	 M T K 	 M T K 	 M T K 	 N i e u w e   a f s p e e l l i j s t 	 M T K 	 M T K 	 L i s t   d e   r e d a r e   n o u 	 M T K 	 M T K 	     	 M T K 	 M T K 	 D3*  ~.4  ,//	 M T K 	 M T K 	 				  										 M T K 	 M T K 	 M T K 	 	 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N u w e   s p e e l l y s 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 	 	 L i s t a   e   r e   e   l u a j t j e s 	 				  				'   							 	 	 	 	 	 	 	 N o v a   l i s t a   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ L O A D 	 A u d i o P l a y e r 	 I C O N T E X T 	 l i s t   m a n a g e r   o p t i o n   m e n u   i t e m ,   t o   o p e n   a   p l a y l i s t . 	 L o a d 	 	eQ	 }eQ	 B+%	 C a r g a r 	 C h a r g e r 	 L a d e n 	 03@C7:0	 C a r i c a 	 M T K 	 C a r r e g a r 	 Y  k l e 	 T i   v 	 M T K 	 M u a t k a n 	 2	K	!	  	0	G			 M T K 	 M T K 	 M T K 	 B e t  l t  s 	 M T K 	 M T K 	 M T K 	 L a d e n 	 M T K 	 M T K 	  n c r c a r e 	 M T K 	 M T K 	 	 M T K 	 M T K 	 ('10'1	 M T K 	 M T K 	 				 M T K 	 M T K 	 M T K 	 	 	 L o a d 	 L o a d 	 L o a d 	 L a a i 	 L o a d 	 L o a d 	 L o a d 	 L o a d 	 L o a d 	 L o a d 	 	 	 N g a r k o 	 			  	 	 	 	 	 	 	 	 C a r r e g a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ N O _ L I S T _ L O A D 	 A u d i o P l a y e r 	 P O P U P 	 p o p u p   m e s s a g e ,   n o t i f y   u s e r   t h e r e   i s   n o t   a   p l a y l i s t   l o a d i n g . 	 N o   p l a y l i s t   l o a d e d 	 l	gd>eRh	eQ	 l	gd>eRh}eQ	 D!H!5#2"2#@%5HB+%	 N o   s e   c a r g    u n a   l i s t a   d e   r e p r o d u c c i  n   	 A u c u n e   l i s t e   d e   l e c t u r e   c h a r g  e 	 K e i n e   W i e d e r g a b e l i s t e   g e l a d e n 	 !?8A>:  2>A?@.   =5  703@C65=	 N e s s u n a   p l a y l i s t   c a r i c a t a 	 M T K 	 S e m   l i s t a   p e s s o a l   c a r r e g a d a 	  a l m a   l i s t e s i   y  k l e n m e d i 	 K h  n g   c    d a n h   s  c h   p h  t   t i   v 	 M T K 	 T i a d a   s e n a r a i   m a i n   d i m u a t k a n 	 	K		  *	M	2	G	2	?	8	M		  2	K	!	  (	9	@		  	@	  			 M T K 	 M T K 	 M T K 	 N i n c s   b e t  l t v e   j  t  k l i s t a 	 M T K 	 M T K 	 M T K 	 G e e n   a f s p e e l l i j s t   g e l a d e n 	 M T K 	 M T K 	 N u   a ci    n c r c a t   n i c i o   l i s t   d e   r e d a r e 	 M T K 	 M T K 	         	 M T K 	 M T K 	 AG13*  ~.4  ('10'1  F4/	 M T K 	 M T K 	 			  									  			  			  				  	 M T K 	 M T K 	 M T K 	 	 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 G e e n   s p e e l l y s   g e l a a i   n i e 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 	 	 L i s t a   e   l u a j t j e s   u   n g a r k u a 	 				  				'   						  			  		  			  				 	 	 	 	 	 	 	 N e n h u m a   l i s t a   d e   r e p r o d u   o   c a r r e g a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ E R R _ W R I T E _ F A I L E D 	 A u d i o P l a y e r 	 P O P U P 	 p o p u p   m e s s a g e ,   n o t i f y   u s e r   w r i t e   p l a y l i s t   f a i l e d . 	 F a i l e d   t o   w r i t e   p l a y l i s t 	 [d>eRh1YWe	 Qd>eRh1Y%	 @5"#2"2#@%D!HDI	 E s c r i t u r a   l i s t a   d e   r e p r o d u c c i  n   f a l l  	 E c h e c   d '  c r i t u r e   d e   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   k o n n t e   n i c h t   g e s c h r i e b e n   w e r d e n 	 !1>9  70?8A8  A?8A:0  2>A?@. 	 S c r i t t u r a   n e l l a   p l a y l i s t   n o n   r i u s c i t a 	 M T K 	 F a l h a   n a   e s c r i t a   d e   l i s t a   p e s s o a l 	  a l m a   l i s t e s i n e   y a z 1l a m a d 1	 V i t   d a n h   s  c h   p h  t   t h t   b i 	 M T K 	 G a g a l   t u l i s   s e n a r a i   m a i n 	 *	M	2	G	2	?	8	M		  2	?		(	>	  	8	+	2		 M T K 	 M T K 	 M T K 	 A   j  t  k l i s t a    r  s a   s i k e r t e l e n 	 M T K 	 M T K 	 M T K 	 S c h r i j v e n   v a n   a f s p e e l l i j s t   m i s l u k t 	 M T K 	 M T K 	 E d i t a r e a   l i s t e i   d e   r e d a r e   n u   a   r e u _i t 	 M T K 	 M T K 	       	 M T K 	 M T K 	 FH4*F  AG13*  ~.4  F'EHAB  (H/	 M T K 	 M T K 	 									  				  				  							 M T K 	 M T K 	 M T K 	 	 	 W r i t e   p l a y l i s t   f a i l e d 	 W r i t e   p l a y l i s t   f a i l e d 	 W r i t e   p l a y l i s t   f a i l e d 	 H e t   n i e   s p e e l l y s   g e s k r y f   n i e 	 W r i t e   p l a y l i s t   f a i l e d 	 W r i t e   p l a y l i s t   f a i l e d 	 W r i t e   p l a y l i s t   f a i l e d 	 W r i t e   p l a y l i s t   f a i l e d 	 W r i t e   p l a y l i s t   f a i l e d 	 W r i t e   p l a y l i s t   f a i l e d 	 	 	 D e s h t o i   t e   s h k r u a j e   l i s t e n   e   l u a j t j e s 	 				'   						  					  					 	 	 	 	 	 	 	 F a l h o u   e m   g r a v a r   l i s t a   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ E R R _ R E A D _ F A I L E D 	 A u d i o P l a y e r 	 P O P U P 	 p o p u p   m e s s a g e ,   n o t i f y   u s e r   r e a d   p l a y l i s t   f a i l e d . 	 F a i l e d   t o   r e a d   p l a y l i s t 	 d>eRh1YWe	 d>eRh1Y%	 -H2#2"2#@%D!HDI	 L e c t u r a   l i s t a   d e   r e p r o d u c c i  n   f a l l  	 E c h e c   d e   l e c t u r e   d e   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   k o n n t e   n i c h t   g e l e s e n   w e r d e n 	 !1>9  GB5=8O  A?8A:0  2>A?@. 	 L e t t u r a   n e l l a   p l a y l i s t   n o n   r i u s c i t a 	 M T K 	 F a l h a   n a   l e i t u r a   d e   l i s t a   p e s s o a l 	  a l m a   l i s t e s i   o k u n a m a d 1	 c   d a n h   s  c h   p h  t   t h t   b i 	 M T K 	 G a g a l   b a c a   s e n a r a i   m a i n 	 *	M	2	G	2	?	8	M		  *	"	<	(	>	  	8	+	2		 M T K 	 M T K 	 M T K 	 A   j  t  k l i s t a   o l v a s  s a   s i k e r t e l e n 	 M T K 	 M T K 	 M T K 	 L e z e n   v a n   a f s p e e l l i j s t   m i s l u k t 	 M T K 	 M T K 	 C i t i r e a   l i s t e i   d e   r e d a r e   n u   a   r e u _i t 	 M T K 	 M T K 	       	 M T K 	 M T K 	 .H'F/F  AG13*  ~.4  F'EHAB  (H/	 M T K 	 M T K 	 									  			  				  							 M T K 	 M T K 	 M T K 	 	 	 R e a d   p l a y l i s t   f a i l e d 	 R e a d   p l a y l i s t   f a i l e d 	 R e a d   p l a y l i s t   f a i l e d 	 H e t   n i e   s p e e l l y s   g e l e e s   n i e 	 R e a d   p l a y l i s t   f a i l e d 	 R e a d   p l a y l i s t   f a i l e d 	 R e a d   p l a y l i s t   f a i l e d 	 R e a d   p l a y l i s t   f a i l e d 	 R e a d   p l a y l i s t   f a i l e d 	 R e a d   p l a y l i s t   f a i l e d 	 	 	 D e s h t o i   t e   l e x o j e   l i s t e n   e   l u a j t j e s 	 				'   						  				  				  	 	 	 	 	 	 	 	 F a l h o u   e m   l e r   l i s t a   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S D _ R E Q U E S T I O N 	 V R S D 	 P O P U P C O N F I R M 	 t a g s ? 	 t a g s ? 	 jd|	 wSh	 AG? 	  e t i q u e t a s ? 	  t i q u e t t e s  ? 	 K e n n z e i c h e n ? 	 <5B>:? 	 e t i c h e t t e ? 	       	 e t i q u e t a s ? 	 y  n l e n d i r m e   i m l e r i ? 	 T   k h  a ?     	 t a g ? 	 t a g ? 	 	H		? 	       	       	       	 c  m k  k ? 	       	       	       	 t a g s ? 	       	       	 e t i c h e t e ? 	       	       	 ? 	       	       	 (13(G'	       	       	 					  					? 	       	       	       	 	 	 t a g s ? 	 t a g s ? 	 t a g s ? 	 e t i k e t t e ? 	 t a g s ? 	 t a g s ? 	 t a g s ? 	 t a g s ? 	 t a g s ? 	 t a g s ? 	 
>
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8
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? 	 M_>  0?,G? 	 e t i k e t a t ? 	 							? 	 	 	 	 	 	 	 	 i d e n t i f i c a d o r e s ? 	 	 	 	 	 	 	 	 e t i k e t a k ? 	 m g a   t a g ? 	 e t i q u e t a s ? 	 t a g s ? 	 c l i b e a n n a ? 
 
 S T R _ I D _ V R S D _ D E L E T E _ A L L 	 V R S D 	 T I T L E ,   I C O N T E X T ,   P O P U P C O N F I R M 	 D e l e t e   a l l 	 D e l e t e   a l l 	 *RdhQ	  RdhQ	 %1I+!	 B o r r a r   t o d o s 	 S u p p r i m e r   t o u t 	 A l l e s   l  s c h e n 	 !B5@5BL  2A5	 E l i m i n a   T u t t o 	   	 E l i m i n a r   t o d a s 	 T  m  n    s i l   	 X  a   t o  n   b 	 H a p u s   s e m u a 	 H a p u s   s e m u a 	 8	-	@	  .	?		>				   	   	   	  s s z e s   t  r l  s e 	   	   	   	 A l l e s   v e r w i j d e r e n 	   	   	 ^t e r g e r e   t o a t e 	   	   	   	   	   	 -0A  GEG	   	   	   					  						  				   	   	   	 	 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 S k r a p   a l l e s 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 
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	 8.8M$  ,?2K*  0(M$A	 F s h i j i   t e   g j i t h a ? 	 				  				 	 	 	 	 	 	 	 E x c l u i r   t u d o 	 	 	 	 	 	 	 	 G u z t i a k   e z a b a t u   	 T a n g g a l i n   l a h a t 	 B o r r a r   t o d o 	 K a c h a p   h a   n i i l e   S 	 S c r i o s   g a c h 
 
 S T R _ J A V A _ E R R O R _ C O D E _ I N C O R R E C T _ M I D L E T _ D A T A 	 J a v a 	 P O P U P 	 p o p   u p   w h e n   c h e c k   M I M E   t y p e   f a i l 	 I n c o r r e c t   M I D l e t   d a t a 	 J a v a z_ǌe/	 J a v a z^penc	 I-!9%  M I D l e t   D!H9I-	 D a t o s   M I D l e t   i n c o r r e c t o s 	 D o n n  e s   M I D l e t   i n c o r r e c t e s 	 F a l s c h e   M I D l e t - D a t e n 	 525@=K5  40==K5  <84;5B0	 D a t i   M I D l e t   n o n   c o r r e t t i 	 (J'F'*  'DF8'E  'D,'A'  .7#	 D a d o s   M I D l e t   i n c o r r e c t o s 	 H a t a l 1  M I D l e t   v e r i l e r i   	 D   l i u   t r  n h   t   J a v a   l i 	 D a t a   M I D l e t   s a l a h 	 D a t a   M I D l e t   t i d a k   b e t u l 	 	2	$	  M I D l e t   !	>		>		 	 	 	 H i b  s   M I D l e t   a d a t o k 	 	 	 	 O n j u i s t e   M I D l e t - g e g e v e n s 	 	 	  I n f o r m a ci i   M I D l e t   i n c o r e c t e  	 	 	   M I D l e t     	 	 	 /'/G  M I D l e t   F'/13*  '3*	 	 	 			  						  					 	 	 	 	 	 I d a t h a   y e - M I D l e t   e n g a l u n g i l e 	 I - d a t a   y e M I D l e t   e n g a c h a n e k a n g a 	 D a t a   i s i o   s a h i h i   y a   M I D l e t i 	 V e r k e e r d e   M I D l e t - d a t a 	 N e t i n k a m i   M I D I e t   d u o m e n y s 	 N e p a r e i z i   M I D l e t   d a t i 	 S o b i m a t u d   M I D l e t i   a n d m e d 	 M I D l e t - k  }mal  ~ualve	   M I D l e t   	 I n f o r m a ci i   M I D l e t   i n c o r e c t e 	 
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	 -A2  M I D l e t   !>>	 T e   d h e n a   M I D l e t   t e   p a s a k t a 	 						  						  					 	 	 	 	 	 	 	 D a d o s   M I D l e t   i n c o r r e t o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ D E L E T E _ M E N U 	 J a v a 	 U N L I M 	 a s k   u s e r   t o   d e l e t e   J a v a   a p p l i c a t i o n   w h e n   s t o r a g e   i s   f u l l   % 1   i s   n e e d   s i z e 	 N o t   e n o u g h   m e m o r y   t o   c o n t i n u e   t h e   i n s t a l l a t i o n .   D e l e t e   s o m e   i n s t a l l e d   a p p l i c a t i o n s ?   Y o u   c a n   a l s o   d e l e t e   s o m e   f i l e s   i n   F i l e   m a n a g e r . \ n ( n e e d   % 1   b y t e s ) 	 2QX[zz
NN[݈*Rd][݈a(uz_`_NSN_jHh{t*RdvQNjHh0\ n  % 1 MOCQD}		 QX[zz
NN[ň Rd][ň^(uz^`_NSNNeN{t RdvQ[eN0\ n  % 1 W[		 +H'"'2!3D!H@5"-5H041IH-  C+I%B#A#!21'5H41I--?   8*2!2#%D%L21'C1'12#D%LI'"\ n ( I-2#  % 1   DL) 	 N o   h a y   s u f i c i e n t e   m e m o r i a   p a r a   c o n t i n u a r   c o n   l a   i n s t a l a c i  n ?    B o r r a r   a l g u n a s   d e   l a s   a p l i c a c i o n e s   i n s t a l a d a s ?   U s t e d   t a m b i  s   p u e d e   b o r r a   a l g u n o s   a r c h i v o s   d e l   A d m i n i s t r a d o r   d e   A r c h i v o s . \ n ( n e c e s i t a % 1   b y t e s ) 	 P a s   a s s e z   d e   m  m o i r e   p o u r   c o n t i n u e r   l  i n s t a l l a t i o n .   S u p p r i m e r   d e s   a p p l i c a t i o n s   i n s t a l l  e s  ?   V o u s   p o u v e z   a u s s i   s u p p r i m e r   d e s   f i c h i e r s   a v e c   l e   G e s t i o n n a i r e   d e s   f i c h i e r s . \ n ( a   b e s o i n   d e   % 1   o c t e t s ) 	 S p e i c h e r   r e i c h t   n i c h t ,   u m   d i e   I n s t a l l a t i o n   f o r t z u s e t z e n .   E i n i g e   i n s t a l l i e r t e   A n w e n d u n g e n   l  s c h e n ? S i e   k  n n e n   a u c h   e i n i g e   D a t e i e n   i m   D a t e i - M a n a g e r   l  s c h e n . \ n ( % 1   B y t e   b e n  t i g t ) 	 54>AB0B>G=>  ?0<OB8  4;O  ?@>4>;65=8O  CAB0=>2:8.   #40;8BL  G0ABL  CAB0=>2;5==KE  ?@8;>65=89?   >6=>  B0:65  C40;8BL  D09;K  2  <5=5465@5. \ n ( 5>1E>48<>  % 1   109B. ) 	 S p a z i o   d i   m e m o r i a   i n s u f f i c i e n t e   p e r   c o n t i n u a r e   l ' i n s t a l l a z i o n e .   E l i m i n a r e   a l c u n e   i n s t a l l a z i o n i   i n s t a l l a t e ?   E '   a n c h e   p o s s i b i l e   e l i m i n a r e   a l c u n i   f i l e   n e l   p r o g r a m m a   d i   g e s t i o n e . \ n ( % 1   b y t e   n e c e s s a r i ) 	 D'  *H,/  E3'-)  C'AJ)  AJ  'D0'C1)  DE*'(9)  'D*+(J*.   GD  *1J/  -0A  (96  'D*7(JB'*  'DE+(*)  JECFC  #J6K'  -0A  (96  'DEDA'*  'DEH,H/)  AJ  " E/J1  'DEDA'*" . / n   ( JD2E  1 %   ('J*) 	 N  o   e x i s t e   m e m  r i a   s u f i c i e n t e   p a r a   c o n t i n u a r   a   i n s t a l a   o .   E l i m i n a r   a l g u m a s   a p l i c a   e s   i n s t a l a d a s ?   T a m b  m   p o d e   e l i m i n a r   a l g u n s   f i c h e i r o s   n o   G e s t o r   d e   f i c h e i r o s . \ n ( n e c e s s i t a   % 1   b y t e s ) 	 K u r u l u m a   d e v a m   e t m e k   i  i n   y e t e r l i   b e l l e k   y o k .   K u r u l u   u y g u l a m a l a r 1n   b a z 1l a r 1  s i l i n s i n m i ? D o s y a   y  n e t i c i s i n d e n   d e   b a z 1  d o s y a l a r 1  s i l e b i l i r s i n i z . \ n ( % 1   b y t e   g e r e k i y o r ) 	 K h  n g   g i a n   b   n h   k h  n g       c  i   t ,   m u n   x  a   n g   d n g   c i     c  i ?   B n   c in g   c    t h   x  a   n h n g   t p   k h  c   t r o n g   q u n   l    t p \ n c n % 1 b y t e s 		 M e m o r i   t i d a k   c u k u p   u n t u k   m e l a n j u t k a n   p e n g i n s t a l a n .   H a p u s   b e b e r a p a   a p l i k a s i   t e r i n s t a l ?   A n d a   j u g a   d a p a t   m e n g h a p u s   b e b e r a p a   f i l e   d a l a m   M a n a j e r   f i l e . \ n ( m e m e r l u k a n   % 1   b y t e ) 	 T i d a k   c u k u p   i n g a t a n   u n t u k   m e n e r u s k a n   p e m a s a n g a n .   H a p u s   b e b e r a p a   a p l i k a s i   d i p a s a n g ? A n d a   b o l e h   m e n g h a p u s   b e b e r a p a   f a i l   d a l a m   P e n g u r u s   f a i l . \ n ( p e r l u   % 1   b a i t ) 	 		8	M		>	2	G	6	(	  	>	0	@	  0		(	G	  	G	  2	?		  	*	0	M	/	>	*	M	$	  .	G	.	K	0	@	.   	A		  		8	M		>	2	  	@	  		  	*	M	2	@		G	6	(	M	8	  .	?		>			?   	*	  +	>		2	  .	H	(	G		0	  .	G		  -	@	  	A		  +	>		2	G		  .	?		>	  8		$	G	  9	H		\ n ( % 1   ,	>			M	8	  	@	  	5	6	M	/		$	>	) 	 	 	 	 N i n c s   e l e g e n d Q  m e m  r i a   a   t e l e p  t  s   f o l y t a t  s  h o z .   T  r  l   n  h  n y   t e l e p  t e t t   a l k a l m a z  s t ? A   F  j l k e z e l Q  s e g  t s  g  v e l   i s   t  r  l h e t   f  j l o k a t . \ n ( % 1   b  j t   s z  k s  g e s ) 	 	 	 	 N i e t   g e n o e g   g e h e u g e n   o m   d e   i n s t a l l a t i e   t e   v o l t o o i e n .   E n k e l e   g e  n s t a l l e e r d e   t o e p a s s i n g e n   v e r w i j d e r e n ?   U   k u n t   o o k   e n k e l e   b e s t a n d e n   i n   h e t   B e s t a n d s b e h e e r   v e r w i j d e r e n . \ n ( % 1   b y t e s   n o d i g ) 	 	 	 N u   e x i s t   d e s t u l   m e m o r i e   p e n t r u   a   c o n t i n u a   i n s t a l a r e a .   ^t e r g e ci   u n e l e   a p l i c a ci i   i n s t a l a t e ?   D e   a s e m e n e a ,   p u t e ci   _t e r g e   u n e l e   f i _i e r e   d i n   a d m i n i s t r a t o r u l   d e   f i _i e r e . \ n ( a v e ci   n e v o i e   d e   1 %   o c t e ci ) 	 	 	         .         ?               . \ n (   %   1   ) 	 	 	 N o t   e n o u g h   m e m o r y   t o   c o n t i n u e   t h e   i n s t a l l a t i o n .   D e l e t e   s o m e   i n s t a l l e d   a p p l i c a t i o n s ? Y o u   c a n   a l s o   d e l e t e   s o m e   f i l e s   i n   F i l e   m a n a g e r . \ n ( n e e d   % 1   b y t e s ) 	 	 	 						  						  					  				  						  						  			d	  						  			  				  												  						?   				  				  											  				  				  					  					d	\ n (   % 	  				  							) 	 	 	 	 	 	 A k u k h o   m e m o r i   e y a n e l e   u k u q h u b e k a   n o k u f a k a .   S u s a   e z i n y e   i z i n h l e l o   e z i f a k i w e ? U n g a s u s a   a m a n y e   a m a f a y e l a   k u   I m e n e n j a   y e f a y e l a .   \ n ( u d i n g a   % 1   b y t e s ) 	 A k u k h o   m e m o r i   y a n e l e y o   u k u q h u b e k a   n o f a k o .   C i m e   e z i n y e   i i - a p l i k h e s h i n i   e z i f a k e l w e y o ?   U s e n g a   c i m a   e z i n y e   i i f a y l e   k u m l a w u l i   w e F a y i l e . \ n ( d i n g a   % 1   b y t e s ) 	 H a k u n a   k u m b u k u m b u   y a   k u t o s h a   i l i   k u e n d e l e a   k u s a k i n i s h a .   F u t a   p r o g r a m u - t u m i z i   z i n g i n e   z i l i z o s a k i n i s h w a ?   P i a   u n a w e z a   k u f u t a   m a f a i l i   m e n g i n e   k a t i k a   k i s i m a m i a   f a i l i . \ n ( u n a h i t a j i   % 1   y a   b a i t i ) 	 N i e   g e n o e g   g e h e u e   o m   m e t   d i e   i n s t a l l a s i e   v o o r t   t e   g a a n   n i e .   S k r a p   v a n   d i e   g e  n s t a l l e e r d e   p r o g r a m m e ?   V a n   d i e   l  e r s   k a n   o o k   i n   d i e   l  e r b l a a i e r   g e s k r a p   w o r d . \ n ( b e n o d i g   % 1   g r e p e ) 	 N e p a k a n k a   a t m i n t i e s   t s t i   d i e g i m .   P a aa l i n t i   k a i   k u r i a s   /d i e g t a s   t a i k o m s i a s   p r o g r a m a s ?   T a i p   p a t   g a l i t e   p a aa l i n t i   k a i   k u r i u o s   f a i l u s   f a i l s  t v a r k y k l j e . \ n ( r e i k i a   % 1   b a i t s)   	 N e p i e t i e k   a t m i Fa s   i n s t a l c i j a s   t u r p i n aa n a i   D z s t   d a ~a s   i n s t a l t s   l i e t o j u m p r o g r a m m a s ? J ks   v a r a t   a r +  d z s t   d a ~u s   f a i l u s   n o   f a i l u   p r v a l d n i e k a . \ n ( v a j a d z +g i   % 1   b a i t i ) 	 I n s t a l l i   j  t k a m i s e k s   p o l e   p i i s a v a l t   m  l u .   K u s t u t a n   m  n e d   i n s t a l l i t u d   r a k e n d u s e d ? S a a d   k u s t u t a d a   m  n e d   f a i l i d   F a i l i h a l d u r i s . \ n ( v a j a   o n   % 1   b a i t i ) 	 Oeradxth  waxvaoelx  pata  ba~aoavaya  pkwxrxiuxv  yoa:   Kv{e^l  xxw  erad~an  nace:   4x  oaxr  e  {v{el  va  xxw  aule  Vaulek  teve{ek: \ n   ( zapav{~xt  g  % 1   baui) 	           .           ?             - .   \ n   (   % 1   ) 	 N u   e x i s t   d e s t u l   m e m o r i e   p e n t r u   a   c o n t i n u a   i n s t a l a r e a .     ^t e r g e ci   u n e l e   a p l i c a ci i   i n s t a l a t e ?   D e   a s e m e n e a ,   p u t e ci   _t e r g e   u n e l e   f i _i e r e   d i n   a d m i n i s t r a t o r u l   d e   f i _i e r e . \ n ( a v e ci   n e v o i e   d e   1 %   o c t e ci ) 	 
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 S T R _ J A V A _ E R R O R _ D I S K _ N O T _ F O U N D _ W H E N _ U P D A T E 	 J a v a 	 P O P U P 	 i n s t a l l   a   i n s t a l l e d   m i d s   b u t   m e m o r y   c a r d   i s   n o t   f o u n d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 ˊceQaaS	 ceQX[PaS	 B#C*H2#L+H'"'2!3	 P o r   f a v o r   i n t r o d u z c a   u n a   t a r j e t a   d e   m e m o r i a 	 V e u i l l e z   i n s  r e r   u n e   c a r t e   m  m o i r e 	 B i t t e   S p e i c h e r k a r t e   e i n f  g e n 	 AB02LB5  :0@BC  ?0<OB8	 I n s e r i r e   l a   m e m o r y   c a r d 	 #/.D  'D0'C1)	 P o r   f a v o r ,   i n s i r a   u m   c a r t  o   d e   m e m  r i a 	 L  t f e n   h a f 1z a   k a r t 1n 1  t a k 1n 	 H  y   c m   t h   n h   v  o 	 M a s u k k a n   k a r t u   m e m o r i 	 S i l a   m a s u k k a n   k a d   i n g a t a n 	 	C	*	/	>	  .	G	.	K	0	@	  	>	0	M	!	  !	>	2	G			 	 	 	 H e l y e z z e   b e   a   m e m  r i a k  r t y  t 	 	 	 	 S t e e k   d e   g e h e u g e n k a a r t   e r i n 	 	 	 I n t r o d u c e ci   c a r d u l   d e   m e m o r i e 	 	 	     	 	 	 D7A'K  '1*  -'A8G  1'  B1'1  /G/	 	 	 							  			  						  					  						  					 	 	 	 	 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 S i t   a s s e b l i e f   g e h e u e k a a r t   i n 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 &
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 S T R _ J A V A _ A P P _ O P T I O N _ N E T W O R K _ P R O F I L E 	 J a v a 	 T I T L E ,   I C O N T E X T 	 t h e   J a v a   o p t i o n   m e n u   i t e m :   l o c a l   n e t w o r k   s e t t i n g   f o r   e a c h   m i d l e t t   s u i t e 	 N e t w o r k   p r o f i l e 	 }-[j	 Q~nch	 B#D%L@#7-H2"	 P e r f i l   d e   r e d 	 P r o f i l   d u   r  s e a u 	 N e t z w e r k p r o f i l 	 @>D8;L  A5B8	 P r o f i l o   d i   r e t e 	 4(C)	 P e r f i l   d e   r e d e 	 A   p r o f i l i 	 M n g 	 P r o f i l   j a r i n g a n 	 P r o f i l   r a n g k a i a n 	 (	G		5	0	M		  *	M	0	K	+	>		2		 	 	 	 H  l  z a t i   p r o f i l 	 	 	 	 N e t w e r k p r o f i e l 	 	 	 P r o f i l   r e ce a 	 	 	   	 	 	 FE'G  4(G	 	 	 									  									 	 	 	 	 	 N e t w o r k   p r o f i l e 	 N e t w o r k   p r o f i l e 	 N e t w o r k   p r o f i l e 	 N e t w e r k p r o f i e l 	 N e t w o r k   p r o f i l e 	 N e t w o r k   p r o f i l e 	 N e t w o r k   p r o f i l e 	 N e t w o r k   p r o f i l e 	 N e t w o r k   p r o f i l e 	 N e t w o r k   p r o f i l e 	 (
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 S T R _ E B O O K _ B O O K M A R K _ A D D _ F A I L 	 E B O O K 	 P O P U P 	 E b o o k   R e a d e r   S t r i n g 	 F a i l e d   t o   a d d   b o o k m a r k 	 fd|mR1YWe	 fN~{mR1Y%	 %I!@+%'C2#@4H!8J!2#L	 N o   s e   p u d o   a  a d i r   e l   m a r c a d o r 	 E c h e c   d  a j o u t   d e   s i g n e t 	 L e s e z e i c h e n   k o n n t e   n i c h t   h i n z u g e f  g t   w e r d e n 	 5  C40;>AL  4>1028BL  70:;04:C	 A g g i u n t a   s e g n a l i b r o   f a l l i t a 	 A4D  AJ  '6'A)  '4'1)  E1,9J)	 N  o   f o i   p o s s  v e l   a d i c i o n a r   m a r c a d o r 	 Y e r   i m i   e k l e m e   b a _a r 1s 1z 	 T h  m    n h   d u   t h t   b i 	 G a g a l   m e n a m b a h k a n   p e n a n d a 	 G a g a l   u n t u k   m e n a m b a h   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  	0	(	G	  .	G		  	8	+	2	  0	9	>		 	 	 	 A   k  n y v j e l z Q  h o z z  a d  s a   s i k e r t e l e n 	 	 	 	 K o n   g e e n   b l a d w i j z e r   t o e v o e g e n 	 	 	 A d u g a r e a   m a r c a j u l u i   n u   a   r e u _i t 	 	 	     	 	 	 'A2H/F  E-D  '(  F'EHAB  (H/	 	 	 								  					  				  							 	 	 	 	 	 F a i l e d   t o   a d d   b o o k m a r k 	 F a i l e d   t o   a d d   b o o k m a r k 	 F a i l e d   t o   a d d   b o o k m a r k 	 H e t   n i e   b o e k m e r k   b y g e v o e g   n i e 	 F a i l e d   t o   a d d   b o o k m a r k 	 F a i l e d   t o   a d d   b o o k m a r k 	 F a i l e d   t o   a d d   b o o k m a r k 	 F a i l e d   t o   a d d   b o o k m a r k 	 F a i l e d   t o   a d d   b o o k m a r k 	 F a i l e d   t o   a d d   b o o k m a r k 	 ,
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	 ,A.>0M  /K!?,>0G  ,?+3  9G2>	 D e s h t o i   t e   s h t o j e   f l e t e s h e n u e s i n 	 								  			  				  				  	 	 	 	 	 	 	 	 F a l h a   e m   a d i c i o n a r   m a r c a d o r 	 	 	 	 	 	 	 	 E z   d a   l a s t e r m a r k e t a r a   g e h i t u 	 H i n d i   n a g t a g u m p a y   s a   p a g d a g d a g   n g   b o o k m a r k 	 F a l l o   a o   e n g a d i r   m a r c a d o r 	 O k w e g h i   e t i n y e   b u k m a k 	 T h e i p   a r   l e a b h a r m h a r c   a   c h u r   l e i s 
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 S T R _ I D _ V D O R E C _ N O T I F Y _ D E L E T E _ C O N F I R M 	 V D O R E C 	 P O P U P C O N F I R M 	 [ c o n f i r m   p o p u p - d e l e t e   r e c o r d e d   v i d e o ? ] 	 D e l e t e   v i d e o ? 	 *Rdq_Gr	  RdƉ	 %'45B-? 	  B o r r a r   v i d e o ? 	 S u p p r i m e r   v i d  o  ? 	 V i d e o   l  s c h e n ? 	 #40;8BL  2845>? 	 E l i m i n a r e   v i d e o ? 	 M T K 	 E l i m i n a r   v  d e o ? 	 V i d e o y u   s i l ? 	 X  a   v i d e o ? 	 M T K 	 H a p u s   v i d e o ? 	 5	@	!	?	/	K	  .	?		>			? 	 M T K 	 M T K 	 M T K 	 T  r l i   a   v i d e  t ? 	 M T K 	 M T K 	 M T K 	 V i d e o   v e r w i j d e r e n ? 	 M T K 	 M T K 	 ^t e r g e ci   v i d e o ? 	 M T K 	 M T K 	   ? 	 M T K 	 M T K 	 ADE  -0A  4H/	 M T K 	 M T K 	 					  						? 	 M T K 	 M T K 	 M T K 	 	 	 D e l e t e   v i d e o ? 	 D e l e t e   v i d e o ? 	 D e l e t e   v i d e o ? 	 S k r a p   v i d e o ? 	 D e l e t e   v i d e o ? 	 D e l e t e   v i d e o ? 	 D e l e t e   v i d e o ? 	 D e l e t e   v i d e o ? 	 D e l e t e   v i d e o ? 	 D e l e t e   v i d e o ? 	 5
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 
 S T R _ I D _ V R S D _ P R O F I L E _ S I L E N T _ A C T I V E D 	 V R S D 	 P O P U P 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 \!j_	 Y!j_	 @5"  @4C
I2	 S i l e n c i o   a c t i v a d o 	 S i l e n c e   a c t i v  	 L a u t l o s   a k t i v i e r t 	 :B828@>20=  @568<  157  72C:0	 S i l e n z i o s o   A t t i v a t o 	   	 M o d o   s i l  n c i o   a c t i v a d o 	 S e s s i z   e t k i n l e _t i r i l d i 	 C h     i m   l n g 	 D i a m   d i a k t i f k a n 	 S e n y a p   d i a k t i f k a n 	 .	L	(	  8		M	0	?	/	  	?	/	>	  	/	>		   	   	   	 N  m a   a k t i v  l v a 	   	   	   	 S t i l   g e a c t i v e e r d 	   	   	 M o d   s i l e n ci o s   a c t i v a t 	   	   	   	   	   	 -'D*  3H*  A9'D  4/	   	   	 						  						  			  						   	   	   	 	 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 S t i l   g e a k t i v e e r 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 S i l e n t   a c t i v a t e d 	 (
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 S T R I N G _ M T P N P _ S I M 1 _ E N T E R _ N P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 8eQaS1   N P x	 eQaS1   N P x	 I-#+1*  N P   4!1 	 I n t r o d u c i r   c  d i g o   N P   d e   S I M 1 	 V e u i l l e z   e n t r e r   l e   c o d e   N P   S I M 1 	 S I M 1 - N P - C o d e   e i n g e b e n 	 2548B5  S I M 1   N P   :>4	 I n s e r i r e   c o d i c e   S I M 1   N P   	 #/.D  1E2N P   'D(7'B)1 	 I n t r o d u z a   c  d i g o   N P   S I M 1 	 S I M 1   N P   k o d u n u   g i r i n 	 N h p   m    N P   t h   S I M 1 	 M a s u k k a n   k o d e   N P   S I M 1 	 I n p u t   k o d   N P   S I M 1 	 S I M 1   N P   	K	!	  !	>	2	G			 	 	 	 S I M 1   N P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   N P - c o d e   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   N P   S I M 1 	 	 	     S I M 1   N P 	 	 	 1E2  S I M 1   N P   1'  H'1/  F/	 	 	 				  		  				  			  						  					 	 	 	 	 	 I n p u t   S I M 1   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 S l e u t e l   S I M 1   N P - k o d e   i n 	 I n p u t   S I M 1   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 I n p u t   S I M 1   N P   c o d e 	 
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 S T R I N G _ M T P N P _ S I M 1 _ E N T E R _ N S P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 8eQaS1   N S P x	 eQaS1   N S P x	 I-#+1*  N S P   4!1 	 I n t r o d u c i r   c  d i g o   N S P   d e   S I M 1 	 V e u i l l e z   e n t r e r   l e   c o d e   N S P   S I M 1 	 S I M 1 - N S P - C o d e   e i n g e b e n 	 2548B5  S I M 1   N S P   :>4  	 I n s e r i r e   c o d i c e   S I M 1   N S P 	 #/.D  1E2  N S P   'D(7'B)1 	 I n t r o d u z a   c  d i g o   N S P   S I M 1 	 S I M 1   N S P   k o d u n u   g i r i n 	 N h p   m    N S P   t h   S I M 1 	 M a s u k k a n   k o d e   N S P   S I M 1 	 I n p u t   k o d   N S P   S I M 1 	 S I M 1   N S P   	K	!	  !	>	2	G			 	 	 	 S I M 1   N S P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   N S P - c o d e   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   N S P   S I M 1 	 	 	     S I M 1   N S P 	 	 	 1E2  S I M 1   N S P   1'  H'1/  F/	 	 	 				  		  						  			  						  				  	 	 	 	 	 	 I n p u t   S I M 1   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 S l e u t e l   S I M 1   N S P - k o d e   i n 	 I n p u t   S I M 1   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 I n p u t   S I M 1   N S P   c o d e 	 
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	 (*A  S I M 1   N S P   K!	 	 S I M 1   N S P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   N S P   d o   S I M 1 	 	 	 	 	 	 	 	 S a r t u   S I M 1   N S P   k o d e a 	 I p a s o k   a n g   S I M 1   N S P   n a   c o d e 	 I n s i r a   o   c  d i g o   N S P   d e   S I M 1 	 I n p u t u   S I M 1   N S P   k o o d u 	 I o n t r  i l   c  d   N S P   S I M 1 
 
 S T R I N G _ M T P N P _ S I M 1 _ E N T E R _ S P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 8eQaS1   S P x	 eQaS1   S P x	 I-#+1*  S P   4!1 	 I n t r o d u c i r   c  d i g o   S P   d e   S I M 1 	 V e u i l l e z   e n t r e r   l e   c o d e   S P   S I M 1 	 S I M 1 - S P - C o d e   e i n g e b e n 	 2548B5  S I M 1   S P   :>4	 I n s e r i r e   c o d i c e   S I M 1   S P 	 #/.D  1E2S P   'D(7'B)1 	 I n t r o d u z a   c  d i g o   S P   S I M 1 	 S I M 1   S P   k o d u n u   g i r i n 	 N h p   m    S P   t h   S I M 1 	 M a s u k k a n   k o d e   S P   S I M 1 	 I n p u t   k o d   S P   S I M 1 	 S I M 1   S P   	K	!	  !	>	2	G			 	 	 	 S I M 1   S P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   S P - c o d e   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   S P   S I M 1 	 	 	     S I M 1   S P 	 	 	 1E2  S I M 1   S P   1'  H'1/  F/	 	 	 				  		  				  			  						  					 	 	 	 	 	 I n p u t   S I M 1   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 S l e u t e l   S I M 1   S P - k o d e   i n 	 I n p u t   S I M 1   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 I n p u t   S I M 1   S P   c o d e 	 
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	 (*A  S I M 1   S P   K!	 	 S I M 1   S P   				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   S P   d o   S I M 1 	 	 	 	 	 	 	 	 S a r t u   S I M 1   S P   k o d e a 	 I p a s o k   a n g   S I M 1   S P   n a   c o d e 	 I n s i r a   o   c  d i g o   S P   d e   S I M 1 	 I n p u t u   S I M 1   S P   k o o d u 	 I o n t r  i l   c  d   S P   S I M 1 
 
 S T R I N G _ M T P N P _ S I M 1 _ E N T E R _ C P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 8eQaS1   C P x	 eQaS1   C P x	 I-#+1*  C P   4!1 	 I n t r o d u c i r   c  d i g o   C P   d e   S I M 1 	 V e u i l l e z   e n t r e r   l e   c o d e   C P   S I M 1 	 S I M 1 - C P - C o d e   e i n g e b e n 	 2548B5  S I M 1   C P   :>4	 I n s e r i r e   c o d i c e   S I M 1   C P 	 #/.D  1E2C P   'D(7'B)1 	 I n t r o d u z a   c  d i g o   C P   S I M 1 	 S I M 1   C P   k o d u n u   g i r i n 	 N h p   m    C P   t h   S I M 1 	 M a s u k k a n   k o d e   C P   S I M 1 	 I n p u t   k o d   C P   S I M 1 	 S I M 1   C P   	K	!	  !	>	2	G			 	 	 	 S I M 1   C P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   C P - c o d e   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   C P   S I M 1 	 	 	     S I M 1   C P   	 	 	 1E2  S I M 1   C P   1'  H'1/  F/	 	 	 				  		  				  			  						  					 	 	 	 	 	 I n p u t   S I M 1   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 S l e u t e l   S I M 1   C P - k o d e   i n 	 I n p u t   S I M 1   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 I n p u t   S I M 1   C P   c o d e 	 
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	 (*A  S I M 1   C P   K!	 	 S I M 1   C P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   C P   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 1 _ E N T E R _ S I M P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 8eQaS1   S I M P x	 eQaS1   S I M P x	 I-#+1*  S I M P   4!1 	 I n t r o d u c i r   c  d i g o   S I M P   d e   S I M 1 	 V e u i l l e z   e n t r e r   l e   c o d e   S I M P   S I M 1 	 S I M 1 - S I M P - C o d e   e i n g e b e n 	 2548B5  S I M 1   S I M P   :>4	 I n s e r i r e   c o d i c e   S I M 1   S I M P   	 #/.D  1E2  S I M P   'D(7'B)1 	 I n t r o d u z a   c  d i g o   S I M P   S I M 1 	 S I M 1   S I M P   k o d u n u   g i r i n 	 N h p   m    S I M P   t h   S I M 1 	 M a s u k k a n   k o d e   S I M P   S I M 1 	 I n p u t   k o d   S I M P   S I M 1 	 S I M 1   S I M P   	K	!	  !	>	2	G			 	 	 	 S I M 1   S I M P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   S I M P - c o d e   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   S I M P   S I M 1 	 	 	       S I M 1   S I M P   	 	 	 1E2  S I M 1   S I M P   1'  H'1/  F/	 	 	 				  		  								  			  						  					 	 	 	 	 	 I n p u t   S I M 1   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 S l e u t e l   S I M 1   S I M P - k o d e   i n 	 I n p u t   S I M 1   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 I n p u t   S I M 1   S I M P   c o d e 	 
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	 (*A  S I M 1   S I M P   K!	 	 S I M 1   S I M P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   S I M P   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 1 _ E N T E R _ N S S P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   N S S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 8eQaS1   N S - S P x	 eQaS1   N S - S P x	 I-#+1*  N S - S P   4!1 	 I n t r o d u c i r   c  d i g o   N S - S P   d e   S I M 1 	 V e u i l l e z   e n t r e r   l e   c o d e   N S - S P   S I M 1 	 S I M 1 - N S - S P - C o d e   e i n g e b e n 	 2548B5  S I M 1   N S - S P   :>4	 I n s e r i r e   c o d i c e   S I M 1   N S - S P 	 #/.D  1E2N S - S P   'D(7'B)1 	 I n t r o d u z a   c  d i g o   N S - S P   S I M 1 	 S I M 1   N S - S P   k o d u n u   g i r i n 	 N h p   m    N S - S P   t h   S I M 1 	 M a s u k k a n   k o d e   N S - S P   S I M 1 	 I n p u t   k o d   N S - S P   S I M 1 	 S I M 1   N S - S P   	K	!	  !	>	2	G			 	 	 	 S I M 1   N S - S P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   N S - S P - c o d e   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   N S - S P   S I M 1 	 	 	     S I M 1   N S - S P   	 	 	 1E2  S I M 1   N S - S P   1'  H'1/  F/	 	 	 				  		  				- 				  			  						  					 	 	 	 	 	 I n p u t   S I M 1   N S - S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 S l e u t e l   S I M 1   N S - S P - k o d e   i n 	 I n p u t   S I M 1   N S - S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 I n p u t   S I M 1   N S - S P   c o d e 	 
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	 (*A  S I M 1   N S - S P   K!	 	 S I M 1   N S - S P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   N S - S P   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 1 _ E N T E R _ S I M C _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   S I M C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 8eQaS1   S I M - C x	 eQaS1   S I M - C x	 I-#+1*  S I M - C   4!1 	 I n t r o d u c i r   c  d i g o   S I M - C   d e   S I M 1 	 V e u i l l e z   e n t r e r   l e   c o d e   S I M - C   S I M 1 	 S I M 1 - S I M - C - C o d e   e i n g e b e n 	 2548B5  S I M 1   S I M - C   :>4	 I n s e r i r e   c o d i c e   S I M 1   S I M - C 	 #/.D  1E2S I M - C   'D(7'B)1 	 I n t r o d u z a   c  d i g o   S I M - C   S I M 1 	 S I M 1   S I M - C   k o d u n u   g i r i n 	 N h p   m    S I M - C   t h   S I M 1 	 M a s u k k a n   k o d e   S I M - C   S I M 1 	 I n p u t   k o d   S I M - C   S I M 1 	 S I M 1   S I M - C   	K	!	  !	>	2	G			 	 	 	 S I M 1   S I M - C   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   S I M - C - c o d e   v a n   S I M 1   o p 	 	 	 I n t r o d u c e ci   c o d u l   S I M - C   S I M 1 	 	 	     S I M 1   S I M - C   	 	 	 1E2  S I M 1   S I M - C   1'  H'1/  F/	 	 	 				  		  			- 		  			  						  					 	 	 	 	 	 I n p u t   S I M 1   S I M - C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 S l e u t e l   S I M 1   S I M - C - k o d e   i n 	 I n p u t   S I M 1   S I M - C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 I n p u t   S I M 1   S I M - C   c o d e 	 
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	 (*A  S I M 1   S I M - C   K!	 	 S I M 1   S I M - C   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   S I M - C   d o   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 _ E N T E R _ N P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 8eQaS2   N P x	 eQaS2   N P x	 I-#+1*  N P   4!2 	 I n t r o d u c i r   c  d i g o   N P   d e   S I M 2 	 V e u i l l e z   e n t r e r   l e   c o d e   N P   S I M 2 	 S I M 2 - N P - C o d e   e i n g e b e n 	 2548B5  S I M 2   N P   :>4	 I n s e r i r e   c o d i c e   S I M 2   N P 	 #/.D  1E2N P   'D(7'B)2 	 I n t r o d u z a   c  d i g o   N P   S I M 2 	 S I M 2   N P   k o d u n u   g i r i n 	 N h p   m    N P   t h   S I M 2 	 M a s u k k a n   k o d e   N P   S I M 2 	 I n p u t   k o d   N P   S I M 2 	 S I M 2   N P   	K	!	  !	>	2	G			 	 	 	 S I M 2   N P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   N P - c o d e   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   N P   S I M 2 	 	 	     S I M 2   N P   	 	 	 1E2  S I M 2   N P   1'  H'1/  F/	 	 	 				  		  				  			  						  					 	 	 	 	 	 I n p u t   S I M 2   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 S l e u t e l   S I M 2   N P - k o d e   i n 	 I n p u t   S I M 2   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 I n p u t   S I M 2   N P   c o d e 	 
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 
 S T R I N G _ M T P N P _ S I M 2 _ E N T E R _ N S P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 8eQaS2   N S P x	 eQaS2   N S P x	 I-#+1*  N S P   4!2 	 I n t r o d u c i r   c  d i g o   N S P   d e   S I M 2 	 V e u i l l e z   e n t r e r   l e   c o d e   N S P   S I M 2 	 S I M 2 - N S P - C o d e   e i n g e b e n 	 2548B5  S I M 2   N S P   :>4	 I n s e r i r e   c o d i c e   S I M 2   N S P 	 #/.D  1E2N S P   'D(7'B)2 	 I n t r o d u z a   c  d i g o   N S P   S I M 2 	 S I M 2   N S P   k o d u n u   g i r i n 	 N h p   m    N S P   t h   S I M 2 	 M a s u k k a n   k o d e   N S P   S I M 2 	 I n p u t   k o d   N S P   S I M 2 	 S I M 2   N S P   	K	!	  !	>	2	G			 	 	 	 S I M 2   N S P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   N S P - c o d e   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   N S P   S I M 2 	 	 	     S I M 2   N S P   	 	 	 1E2  S I M 2   N S P   1'  H'1/  F/	 	 	 				  		  						  			  						  				  	 	 	 	 	 	 I n p u t   S I M 2   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 S l e u t e l   S I M 2   N S P - k o d e   i n 	 I n p u t   S I M 2   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 I n p u t   S I M 2   N S P   c o d e 	 
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 
 S T R I N G _ M T P N P _ S I M 2 _ E N T E R _ S P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 8eQaS2   S P x	 eQaS2   S P x	 I-#+1*  S P   4!2 	 I n t r o d u c i r   c  d i g o   S P   d e   S I M 2 	 V e u i l l e z   e n t r e r   l e   c o d e   S P   S I M 2 	 S I M 2 - S P - C o d e   e i n g e b e n 	 2548B5  S I M 2   S P   :>4	 I n s e r i r e   c o d i c e   S I M 2   S P 	 #/.D  1E2S P   'D(7'B)2 	 I n t r o d u z a   c  d i g o   S P   S I M 2 	 S I M 2   S P   k o d u n u   g i r i n 	 N h p   m    S P   t h   S I M 2 	 M a s u k k a n   k o d e   S P   S I M 2 	 I n p u t   k o d   S P   S I M 2 	 S I M 2   S P   	K	!	  !	>	2	G			 	 	 	 S I M 2   S P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   S P - c o d e   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   S P   S I M 2 	 	 	     S I M 2   S P   	 	 	 1E2  S I M 2   S P   1'  H'1/  F/	 	 	 				  		  				  			  						  					 	 	 	 	 	 I n p u t   S I M 2   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 S l e u t e l   S I M 2   S P - k o d e   i n 	 I n p u t   S I M 2   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 I n p u t   S I M 2   S P   c o d e 	 
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	 (*A  S I M 2   S P   K!	 	 S I M 2   S P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   S P   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 _ E N T E R _ C P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 8eQaS2   C P x	 eQaS2   C P x	 I-#+1*  C P   4!2 	 I n t r o d u c i r   c  d i g o   C P   d e   S I M 2 	 V e u i l l e z   e n t r e r   l e   c o d e   C P   S I M 2 	 S I M 2 - C P - C o d e   e i n g e b e n 	 2548B5  S I M 2   C P   :>4	 I n s e r i r e   c o d i c e   S I M 2   C P 	 #/.D  1E2C P   'D(7'B)2 	 I n t r o d u z a   c  d i g o   C P   S I M 2 	 S I M 2   C P   k o d u n u   g i r i n 	 N h p   m    C P   t h   S I M 2 	 M a s u k k a n   k o d e   C P   S I M 2 	 I n p u t   k o d   C P   S I M 2 	 S I M 2   C P   	K	!	  !	>	2	G			 	 	 	 S I M 2   C P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   C P - c o d e   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   C P   S I M 2 	 	 	     S I M 2   C P   	 	 	 1E2  S I M 2   C P   1'  H'1/  F/	 	 	 				  		  				  			  						  					 	 	 	 	 	 I n p u t   S I M 2   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 S l e u t e l   S I M 2   C P - k o d e   i n 	 I n p u t   S I M 2   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 I n p u t   S I M 2   C P   c o d e 	 
(
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	 (*A  S I M 2   C P   K!	 	 S I M 2   C P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   C P   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 _ E N T E R _ S I M P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 8eQaS2   S I M P x	 eQaS2   S I M P x	 I-#+1*  S I M P   4!2 	 I n t r o d u c i r   c  d i g o   S I M P   d e   S I M 2 	 V e u i l l e z   e n t r e r   l e   c o d e   S I M P   S I M 2 	 S I M 2 - S I M P - C o d e   e i n g e b e n 	 2548B5  S I M 2   S I M P   :>4	 I n s e r i r e   c o d i c e   S I M 2   S I M P 	 #/.D  1E2S I M P   'D(7'B)2 	 I n t r o d u z a   c  d i g o   S I M P   S I M 2 	 S I M 2   S I M P   k o d u n u   g i r i n 	 N h p   m    S I M P   t h   S I M 2 	 M a s u k k a n   k o d e   S I M P   S I M 2 	 I n p u t   k o d   S I M P   S I M 2 	 S I M 2   S I M P   	K	!	  !	>	2	G			 	 	 	 S I M 2   S I M P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   S I M P - c o d e   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   S I M P   S I M 2 	 	 	       S I M 2   S I M P   	 	 	 1E2  S I M 2   S I M P   1'  H'1/  F/	 	 	 				  		  								  			  						  					 	 	 	 	 	 I n p u t   S I M 2   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 S l e u t e l   S I M 2   S I M P - k o d e   i n 	 I n p u t   S I M 2   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 I n p u t   S I M 2   S I M P   c o d e 	 
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M

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  S I M 2   S I M P   
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	 (*A  S I M 2   S I M P   K!	 	 S I M 2   S I M P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   S I M P   d o   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M T P N P _ S I M 2 _ E N T E R _ N S S P _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 8eQaS2   N S - S P x	 eQaS2   N S - S P x	 I-#+1*  N S - S P   4!2 	 I n t r o d u c i r   c  d i g o   N S - S P   d e   S I M 2 	 V e u i l l e z   e n t r e r   l e   c o d e   N S - S P   S I M 2 	 S I M 2 - N S - S P - C o d e   e i n g e b e n 	 2548B5  S I M 2   N S - S P   :>4	 I n s e r i r e   c o d i c e   S I M 2   N S - S P 	 #/.D  1E2N S - S P   'D(7'B)2 	 I n t r o d u z a   c  d i g o   N S - S P   S I M 2 	 S I M 2   N S - S P   k o d u n u   g i r i n 	 N h p   m    N S - S P   t h   S I M 2 	 M a s u k k a n   k o d e   N S - S P   S I M 2 	 I n p u t   k o d   N S - S P   S I M 2 	 S I M 2   N S - S P   	K	!	  !	>	2	G			 	 	 	 S I M 2   N S - S P   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   N S - S P - c o d e   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   N S - S P   S I M 2 	 	 	     S I M 1   N S - S P   	 	 	 1E2  S I M 2   N S - S P   1'  H'1/  F/	 	 	 				  		  				- 				  			  						  					 	 	 	 	 	 I n p u t   S I M 2   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 S l e u t e l   S I M 2   N S - S P - k o d e   i n 	 I n p u t   S I M 2   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 I n p u t   S I M 2   N S - S P   c o d e 	 
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	 (*A  S I M 2   N S - S P   K!	 	 S I M 2   N S - S P   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   N S - S P   d o   S I M 2 	 	 	 	 	 	 	 	 S a r t u   S I M 1   N S - S P   k o d e a 	 I p a s o k   a n g   S I M 2   N S - S P   n a   c o d e 	 I n s i r a   o   c  d i g o   N S - S P   d e   S I M 2 	 I n p u t u   S I M 2     N S - S P   k o o d u 	 I o n t r  i l   c  d   N S - S P   S I M 2 
 
 S T R I N G _ M T P N P _ S I M 2 _ E N T E R _ S I M C _ M S G 	 M E R C U R Y 	 C 1 1 1 _ 1 	 R e q u i r e   f o r   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 8eQaS2   S I M - C x	 eQaS2   S I M - C x	 I-#+1*  S I M - C   4!2 	 I n t r o d u c i r   c  d i g o   S I M - C   d e   S I M 2 	 V e u i l l e z   e n t r e r   l e   c o d e   S I M - C   S I M 2 	 S I M 2 - S I M - C - C o d e   e i n g e b e n 	 2548B5  S I M 2   S I M - C   :>4	 I n s e r i r e   c o d i c e   S I M 2   S I M - C 	 #/.D  1E2S I M - C   'D(7'B)2 	 I n t r o d u z a   c  d i g o   S I M - C   S I M 2 	 S I M 2   S I M - C   k o d u n u   g i r i n 	 N h p   m    S I M - C   t h   S I M 2 	 M a s u k k a n   k o d e   S I M - C   S I M 2 	 I n p u t   k o d   S I M - C   S I M 2 	 S I M 2   S I M - C   	K	!	  !	>	2	G			 	 	 	 S I M 2   S I M - C   k  d   m e g a d  s a 	 	 	 	 G e e f   d e   S I M - C - c o d e   v a n   S I M 2   o p 	 	 	 I n t r o d u c e ci   c o d u l   S I M - C   S I M 2 	 	 	     S I M 2   S I M - C   	 	 	 1E2  S I M 2   S I M - C   1'  H'1/  F/	 	 	 				  		  			- 		  			  						  					 	 	 	 	 	 I n p u t   S I M 2   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 S l e u t e l   S I M 2   S I M - C - k o d e   i n 	 I n p u t   S I M 2   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 I n p u t   S I M 2   S I M - C   c o d e 	 
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  S I M 2   S I M - C   
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	 (*A  S I M 2   S I M - C   K!	 	 S I M 2   S I M - C   			  					  				 	 	 	 	 	 	 	 E n t r a r   c  d i g o   S I M - C   d o   S I M 2 	 	 	 	 	 	 	 	 S a r t u   S I M 2   S I M - C   k o d e a 	 I p a s o k   a n g   S I M 2   S I M - C   c o d e 	 I n s i r a   o   c  d i g o   S I M - C   d e   S I M 2 	 I n p u t u   S I M 2   S I M - C   k o o d u 	 I o n t r  i l   c  d   S I M - C   S I M 2 
 
 S T R I N G _ M T P N P _ S I M 1 _ W R O N G _ N P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   N P   i s   w r o n g 	 W r o n g   S I M 1   N P   c o d e 	 /aS1   N P x	 aS1   N P x	 #+1*  N P   4!1   4	 C  d i g o   N P   d e   S I M 1   e r r  n e o 	 C o d e   N P   S I M 1   i n c o r r e c t 	 F a l s c h e r   S I M 1 - N P - C o d e 	 5?@028;L=K9  S I M 1   N P   :>4	 C o d i c e   S I M 1   N P   e r r a t o 	 1E2N P   'D(7'B)1   .7#	 C  d i g o   N P   S I M 1   e r r a d o 	 Y a n l 1_  S I M 1   N P   k o d u 	 M    N P   t h   S I M 1   l i 	 K o d e   N P   S I M 1   s a l a h 	 K o d   N P   S I M 1   s a l a h 	 	2	$	  S I M 1   N P   	K	!		 	 	 	 R o s s z   S I M 1   N P   k  d 	 	 	 	 V e r k e e r d e   N P - c o d e   v a n   S I M 1   	 	 	 C o d   N P   S I M 1   g r e _i t 	 	 	   S I M 1   N P   	 	 	 1E2  S I M 1   N P   '4*('G  '3*	 	 	 				  		  			  				  				 	 	 	 	 	 W r o n g   S I M 1   N P   c o d e 	 W r o n g   S I M 1   N P   c o d e 	 W r o n g   S I M 1   N P   c o d e 	 V e r k e e r d e   S I M 1   N P - k o d e 	 W r o n g   S I M 1   N P   c o d e 	 W r o n g   S I M 1   N P   c o d e 	 W r o n g   S I M 1   N P   c o d e 	 W r o n g   S I M 1   N P   c o d e 	 W r o n g   S I M 1   N P   c o d e 	 W r o n g   S I M 1   N P   c o d e 	 S I M 1   N P   
K
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	 -A2  S I M 1   N P   K!	 	 S I M 1   N P   			  				 	 	 	 	 	 	 	 C  d i g o   N P   d o   S I M 1   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 1 _ W R O N G _ N S P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   N S P   i s   w r o n g 	 W r o n g   S I M 1   N S P   c o d e 	 /aS1   N S P x	 aS1   N S P x	 #+1*  N S P   4!1   4	 C  d i g o   N S P   d e   S I M 1   e r r  n e o 	 C o d e   N S P   S I M 1   i n c o r r e c t 	 F a l s c h e r   S I M 1 - N S P - C o d e 	 5?@028;L=K9  S I M 1   N S P   :>4  	 C o d i c e   S I M 1   N S P   e r r a t o 	 1E2N S P   'D(7'B)1   .7#	 C  d i g o   N S P   S I M 1   e r r a d o 	 Y a n l 1_  S I M 1   N S P   k o d u 	 M    N S P   t h   S I M 1   l i 	 K o d e   N S P   S I M 1   s a l a h 	 K o d   N S P   S I M 1   s a l a h 	 	2	$	  S I M 1   N S P   	K	!		 	 	 	 R o s s z   S I M 1   N S P   k  d 	 	 	 	 V e r k e e r d e   N S P - c o d e   v a n   S I M 1   	 	 	 C o d   N S P   S I M 1   g r e _i t 	 	 	   S I M 1   N S P   	 	 	 1E2  S I M 1   N S P   '4*('G  '3*	 	 	 				  		  			  						  				 	 	 	 	 	 W r o n g   S I M 1   N S P   c o d e 	 W r o n g   S I M 1   N S P   c o d e 	 W r o n g   S I M 1   N S P   c o d e 	 V e r k e e r d e   S I M 1   N S P - k o d e 	 W r o n g   S I M 1   N S P   c o d e 	 W r o n g   S I M 1   N S P   c o d e 	 W r o n g   S I M 1   N S P   c o d e 	 W r o n g   S I M 1   N S P   c o d e 	 W r o n g   S I M 1   N S P   c o d e 	 W r o n g   S I M 1   N S P   c o d e 	 S I M 1   N S P   
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	 -A2  S I M 1   N S P   K!	 	 S I M 1   N S P   			  				 	 	 	 	 	 	 	 C  d i g o   N S P   d o   S I M 1   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 1 _ W R O N G _ S P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   S P   i s   w r o n g 	 W r o n g   S I M 1   S P   c o d e 	 /aS1   S P x	 aS1   S P x	 #+1*  S P   4!1   4	 C  d i g o   S P   d e   S I M 1   e r r  n e o 	 C o d e   S P   S I M 1   i n c o r r e c t 	 F a l s c h e r   S I M 1 - S P - C o d e 	 5?@028;L=K9  S I M 1   S P   :>4	 C o d i c e   S I M 1   S P   e r r a t o 	 1E2S P   'D(7'B)1   .7#	 C  d i g o   S P   S I M 1   e r r a d o 	 Y a n l 1_  S I M 1   S P   k o d u 	 M    S P   t h   S I M 1   l i 	 K o d e   S P   S I M 1   s a l a h 	 K o d   S P   S I M 1   s a l a h 	 	2	$	  S I M 1   S P   	K	!		 	 	 	 R o s s z   S I M 1   S P   k  d 	 	 	 	 V e r k e e r d e   S P - c o d e   v a n   S I M 1   	 	 	 C o d   S P   S I M 1   g r e _i t 	 	 	   S I M 1   S P   	 	 	 1E2  S I M 1   S P   '4*('G  '3*	 	 	 				  		  			  				  				 	 	 	 	 	 W r o n g   S I M 1   S P   c o d e 	 W r o n g   S I M 1   S P   c o d e 	 W r o n g   S I M 1   S P   c o d e 	 V e r k e e r d e   S I M 1   S P - k o d e 	 W r o n g   S I M 1   S P   c o d e 	 W r o n g   S I M 1   S P   c o d e 	 W r o n g   S I M 1   S P   c o d e 	 W r o n g   S I M 1   S P   c o d e 	 W r o n g   S I M 1   S P   c o d e 	 W r o n g   S I M 1   S P   c o d e 	 S I M 1   S P   
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	 -A2  S I M 1   S P   K!	 	 S I M 1   S P   			  				 	 	 	 	 	 	 	 C  d i g o   S P   d o   S I M 1   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 1 _ W R O N G _ C P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   C P   i s   w r o n g 	 W r o n g   S I M 1   C P   c o d e 	 /aS1   C P x	 aS1   C P x	 #+1*  C P   4!1   4	 C  d i g o   C P   d e   S I M 1   e r r  n e o 	 C o d e   C P   S I M 1   i n c o r r e c t 	 F a l s c h e r   S I M 1 - C P - C o d e 	 5?@028;L=K9  S I M 1   C P   :>4	 C o d i c e   S I M 1   C P   e r r a t o 	 1E2C P   'D(7'B)1   .7#	 C  d i g o   C P   S I M 1   e r r a d o 	 Y a n l 1_  S I M 1   C P   k o d u 	 M    C P   t h   S I M 1   l i 	 K o d e   C P   S I M 1   s a l a h 	 K o d   C P   S I M 1   s a l a h 	 	2	$	  S I M 1   C P   	K	!		 	 	 	 R o s s z   S I M 1   C P   k  d 	 	 	 	 V e r k e e r d e   C P - c o d e   v a n   S I M 1   	 	 	 C o d   C P   S I M 1   g r e _i t 	 	 	   S I M 1   C P   	 	 	 1E2  S I M 1   C P   '4*('G  '3*	 	 	 				  		  			  				  					 	 	 	 	 	 W r o n g   S I M 1   C P   c o d e 	 W r o n g   S I M 1   C P   c o d e 	 W r o n g   S I M 1   C P   c o d e 	 V e r k e e r d e   S I M 1   C P - k o d e 	 W r o n g   S I M 1   C P   c o d e 	 W r o n g   S I M 1   C P   c o d e 	 W r o n g   S I M 1   C P   c o d e 	 W r o n g   S I M 1   C P   c o d e 	 W r o n g   S I M 1   C P   c o d e 	 W r o n g   S I M 1   C P   c o d e 	 S I M 1   C P   
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	 -A2  S I M 1   C P   K!	 	 S I M 1   C P   			  				 	 	 	 	 	 	 	 C  d i g o   C P   d o   S I M 1   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 1 _ W R O N G _ S I M P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   S I M P   i s   w r o n g 	 W r o n g   S I M 1   S I M P   c o d e 	 /aS1   S I M P x	 aS1   S I M P x	 #+1*  S I M P   4!1   4	 C  d i g o   S I M P   d e   S I M 1   e r r  n e o 	 C o d e   S I M P   S I M 1   i n c o r r e c t 	 F a l s c h e r   S I M 1 - S I M P - C o d e 	 5?@028;L=K9  S I M 1   S I M P   :>4	 C o d i c e   S I M 1   S I M P   e r r a t o 	 1E2S I M P   'D(7'B)1   .7#	 C  d i g o   S I M P   S I M 1   e r r a d o 	 Y a n l 1_  S I M 1   S I M P   k o d u 	 M    S I M P   t h   S I M 1   l i 	 K o d e   S I M P   S I M 1   s a l a h 	 K o d   S I M P   S I M 1   s a l a h 	 	2	$	  S I M 1   S I M P   	K	!		 	 	 	 R o s s z   S I M 1   S I M P   k  d 	 	 	 	 V e r k e e r d e   S I M P - c o d e   v a n   S I M 1   	 	 	 C o d   S I M P   S I M 1   g r e _i t 	 	 	   S I M 1   S I M P     	 	 	 1E2  S I M 1   S I M P   '4*('G  '3*	 	 	 				  		  			  									  				 	 	 	 	 	 W r o n g   S I M 1   S I M P   c o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 V e r k e e r d e   S I M 1   S I M P - k o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 W r o n g   S I M 1   S I M P   c o d e 	 S I M 1   S I M P   
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	 -A2  S I M 1   S I M P   K!	 	 S I M 1   S I M P   			  				 	 	 	 	 	 	 	 C  d i g o   S I M P   d o   S I M 1   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 1 _ W R O N G _ N S S P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   N S - S P   i s   w r o n g 	 W r o n g   S I M 1   N S - S P   c o d e 	 /aS1   N S - S P x	 aS1   N S - S P x	 #+1*  N S - S P   4!1   4	 C  d i g o   N S - S P   d e   S I M 1   e r r  n e o 	 C o d e   N S - S P   S I M 1   i n c o r r e c t 	 F a l s c h e r   S I M 1 - N S - S P - C o d e 	 5?@028;L=K9  S I M 1   N S - S P   :>4	 C o d i c e   S I M 1   N S - S P   e r r a t o 	 1E2N S - S P   'D(7'B)1   .7#	 C  d i g o   N S - S P   S I M 1   e r r a d o 	 Y a n l 1_  S I M 1   N S - S P   k o d u 	 M    N S - S P   t h   S I M 1   l i 	 K o d e   N S - S P   S I M 1   s a l a h 	 K o d   N S - S P   S I M 1   s a l a h 	 	2	$	  S I M 1   N S - S P   	K	!		 	 	 	 R o s s z   S I M 1   N S - S P   k  d 	 	 	 	 V e r k e e r d e   N S - S P - c o d e   v a n   S I M 1   	 	 	 C o d   N S - S P   S I M 1   g r e _i t 	 	 	   S I M 1   N S - S P     	 	 	 1E2  S I M 1   N S - S P   '4*('G  '3*	 	 	 				  		  				- 				  				 	 	 	 	 	 W r o n g   S I M 1   N S - S P   c o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 V e r k e e r d e   S I M 1   N S - S P - k o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 W r o n g   S I M 1   N S - S P   c o d e 	 S I M 1   N S - S P   
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 S T R I N G _ M T P N P _ S I M 1 _ W R O N G _ S I M C _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   S I M - C   i s   w r o n g 	 W r o n g   S I M 1   S I M - C   c o d e 	 /aS1   S I M - C x	 aS1   S I M - C x	 #+1*  S I M - C   4!1   4	 C  d i g o   S I M - C   d e   S I M 1   e r r  n e o 	 C o d e   S I M - C   S I M 1   i n c o r r e c t 	 F a l s c h e r   S I M 1 - S I M - C - C o d e 	 5?@028;L=K9  S I M 1   S I M - C   :>4	 C o d i c e   S I M 1   S I M - C   e r r a t o 	 1E2S I M - C   'D(7'B)1   .7#	 C  d i g o   S I M - C   S I M 1   e r r a d o 	 Y a n l 1_  S I M 1   S I M - C   k o d u 	 M    S I M - C   t h   S I M 1   l i 	 K o d e   S I M - C   S I M 1   s a l a h 	 K o d   S I M - C   S I M 1   s a l a h 	 	2	$	  S I M 1   S I M - C   	K	!		 	 	 	 R o s s z   S I M 1   S I M - C   k  d 	 	 	 	 V e r k e e r d e   S I M - C - c o d e   v a n   S I M 1   	 	 	 C o d   S I M - C   S I M 1   g r e _i t 	 	 	 S I M 1   S I M - C     	 	 	 1E2  S I M 1   S I M - C   '4*('G  '3*	 	 	 				  		  			- 		  				 	 	 	 	 	 W r o n g   S I M 1   S I M - C   c o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 V e r k e e r d e   S I M 1   S I M - C - k o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 W r o n g   S I M 1   S I M - C   c o d e 	 S I M 1   S I M - C   
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 S T R I N G _ M T P N P _ S I M 2 _ W R O N G _ N P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   N P   i s   w r o n g 	 W r o n g   S I M 2   N P   c o d e 	 /aS2   N P x	 aS2   N P x	 #+1*  N P   4!2   4	 C  d i g o   N P   d e   S I M 2   e r r  n e o 	 C o d e   N P   S I M 2   i n c o r r e c t 	 F a l s c h e r   S I M 2 - N P - C o d e 	 5?@028;L=K9  S I M 2   N P   :>4	 C o d i c e   S I M 2   N P   e r r a t o 	 1E2N P   'D(7'B)2   .7#	 C  d i g o   N P   S I M 2   e r r a d o 	 Y a n l 1_  S I M 2   N P   k o d u 	 M    N P   t h   S I M 2   l i 	 K o d e   N P   S I M 2   s a l a h 	 K o d   N P   S I M 2   s a l a h 	 	2	$	  S I M 2   N P   	K	!		 	 	 	 R o s s z   S I M 2   N P   k  d 	 	 	 	 V e r k e e r d e   N P - c o d e   v a n   S I M 2   	 	 	 C o d   N P   S I M 2   g r e _i t 	 	 	   S I M 2   N P   	 	 	 1E2  S I M 2   N P   '4*('G  '3*	 	 	 				  		  			  				  				 	 	 	 	 	 W r o n g   S I M 2   N P   c o d e 	 W r o n g   S I M 2   N P   c o d e 	 W r o n g   S I M 2   N P   c o d e 	 V e r k e e r d e   S I M 2   N P - k o d e 	 W r o n g   S I M 2   N P   c o d e 	 W r o n g   S I M 2   N P   c o d e 	 W r o n g   S I M 2   N P   c o d e 	 W r o n g   S I M 2   N P   c o d e 	 W r o n g   S I M 2   N P   c o d e 	 W r o n g   S I M 2   N P   c o d e 	 S I M 2   N P   
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	 -A2  S I M 2   N P   K!	 	 S I M 2   N P   			  				 	 	 	 	 	 	 	 C  d i g o   N P   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 2 _ W R O N G _ N S P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   N S P   i s   w r o n g 	 W r o n g   S I M 2   N S P   c o d e 	 /aS2   N S P x	 aS2   N S P x	 #+1*  N S P   4!2   4	 C  d i g o   N S P   d e   S I M 2   e r r  n e o 	 C o d e   N S P   S I M 2   i n c o r r e c t 	 F a l s c h e r   S I M 2 - N S P - C o d e 	 5?@028;L=K9  S I M 2   N S P   :>4	 C o d i c e   S I M 2   N S P   e r r a t o 	 1E2N S P   'D(7'B)2   .7#	 C  d i g o   N S P   S I M 2   e r r a d o 	 Y a n l 1_  S I M 2   N S P   k o d u 	 M    N S P   t h   S I M 2   l i 	 K o d e   N S P   S I M 2   s a l a h 	 K o d   N S P   S I M 2   s a l a h 	 	2	$	  S I M 2   N S P   	K	!		 	 	 	 R o s s z   S I M 2   N S P   k  d 	 	 	 	 V e r k e e r d e   N S P - c o d e   v a n   S I M 2   	 	 	 C o d   N S P   S I M 2   g r e _i t 	 	 	   S I M 2   N S P   	 	 	 1E2  S I M 2   N S P   '4*('G  '3*	 	 	 				  		  			  						  				 	 	 	 	 	 W r o n g   S I M 2   N S P   c o d e 	 W r o n g   S I M 2   N S P   c o d e 	 W r o n g   S I M 2   N S P   c o d e 	 V e r k e e r d e   S I M 2   N S P - k o d e 	 W r o n g   S I M 2   N S P   c o d e 	 W r o n g   S I M 2   N S P   c o d e 	 W r o n g   S I M 2   N S P   c o d e 	 W r o n g   S I M 2   N S P   c o d e 	 W r o n g   S I M 2   N S P   c o d e 	 W r o n g   S I M 2   N S P   c o d e 	 S I M 2   N S P   
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	 -A2  S I M 2   N S P   K!	 	 S I M 2   N S P   			  				 	 	 	 	 	 	 	 C  d i g o   N S P   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 2 _ W R O N G _ S P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   S P   i s   w r o n g 	 W r o n g   S I M 2   S P   c o d e 	 /aS2   S P x	 aS2   S P x	 #+1*  S P   4!2   4	 C  d i g o   S P   d e   S I M 2   e r r  n e o 	 C o d e   S P   S I M 2   i n c o r r e c t 	 F a l s c h e r   S I M 2 - S P - C o d e 	 5?@028;L=K9  S I M 2   S P   :>4	 C o d i c e   S I M 2   S P   e r r a t o 	 1E2S P   'D(7'B)2   .7#	 C  d i g o   S P   S I M 2   e r r a d o 	 Y a n l 1_  S I M 2   S P   k o d u 	 M    S P   t h   S I M 2   l i 	 K o d e   S P   S I M 2   s a l a h 	 K o d   S P   S I M 2   s a l a h 	 	2	$	  S I M 2   S P   	K	!		 	 	 	 R o s s z   S I M 2   S P   k  d 	 	 	 	 V e r k e e r d e   S P - c o d e   v a n   S I M 2   	 	 	 C o d   S P   S I M 2   g r e _i t 	 	 	   S I M 2   S P   	 	 	 1E2  S I M 2   S P   '4*('G  '3*	 	 	 				  		  			  				  				 	 	 	 	 	 W r o n g   S I M 2   S P   c o d e 	 W r o n g   S I M 2   S P   c o d e 	 W r o n g   S I M 2   S P   c o d e 	 V e r k e e r d e   S I M 2   S P - k o d e 	 W r o n g   S I M 2   S P   c o d e 	 W r o n g   S I M 2   S P   c o d e 	 W r o n g   S I M 2   S P   c o d e 	 W r o n g   S I M 2   S P   c o d e 	 W r o n g   S I M 2   S P   c o d e 	 W r o n g   S I M 2   S P   c o d e 	 S I M 2   S P   
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	 -A2  S I M 2   S P   K!	 	 S I M 2   S P   			  				 	 	 	 	 	 	 	 C  d i g o   S P   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 2 _ W R O N G _ C P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   C P   i s   w r o n g 	 W r o n g   S I M 2   C P   c o d e 	 /aS2   C P x	 aS2   C P x	 #+1*  C P   4!2   4	 C  d i g o   C P   d e   S I M 2   e r r  n e o 	 C o d e   C P   S I M 2   i n c o r r e c t 	 F a l s c h e r   S I M 2 - C P - C o d e 	 5?@028;L=K9  S I M 2   C P   :>4	 C o d i c e   S I M 2   C P   e r r a t o 	 1E2C P   'D(7'B)2   .7#	 C  d i g o   C P   S I M 2   e r r a d o 	 Y a n l 1_  S I M 2   C P   k o d u 	 M    C P   t h   S I M 2   l i 	 K o d e   C P   S I M 2   s a l a h 	 K o d   C P   S I M 2   s a l a h 	 	2	$	  S I M 2   C P   	K	!		 	 	 	 R o s s z   S I M 2   C P   k  d 	 	 	 	 V e r k e e r d e   C P - c o d e   v a n   S I M 2   	 	 	 C o d   C P   S I M 2   g r e _i t 	 	 	   S I M 2   C P   	 	 	 1E2  S I M 2   C P   '4*('G  '3*	 	 	 				  		  			  				  					 	 	 	 	 	 W r o n g   S I M 2   C P   c o d e 	 W r o n g   S I M 2   C P   c o d e 	 W r o n g   S I M 2   C P   c o d e 	 V e r k e e r d e   S I M 2   C P - k o d e 	 W r o n g   S I M 2   C P   c o d e 	 W r o n g   S I M 2   C P   c o d e 	 W r o n g   S I M 2   C P   c o d e 	 W r o n g   S I M 2   C P   c o d e 	 W r o n g   S I M 2   C P   c o d e 	 W r o n g   S I M 2   C P   c o d e 	 S I M 2   C P   
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	 -A2  S I M 2   C P   K!	 	 S I M 2   C P   			  				 	 	 	 	 	 	 	 C  d i g o   C P   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 2 _ W R O N G _ S I M P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   S I M P   i s   w r o n g 	 W r o n g   S I M 2   S I M P   c o d e 	 /aS2   S I M P x	 aS2   S I M P x	 #+1*  S I M P   4!2   4	 C  d i g o   S I M P   d e   S I M 2   e r r  n e o 	 C o d e   S I M P   S I M 2   i n c o r r e c t 	 F a l s c h e r   S I M 2 - S I M P - C o d e 	 5?@028;L=K9  S I M 2   S I M P   :>4	 C o d i c e   S I M 2   S I M P   e r r a t o 	 1E2S I M P   'D(7'B)2   .7#	 C  d i g o   S I M P   S I M 2   e r r a d o 	 Y a n l 1_  S I M 2   S I M P   k o d u 	 M    S I M P   t h   S I M 2   l i 	 K o d e   S I M P   S I M 2   s a l a h 	 K o d   S I M P   S I M 2   s a l a h 	 	2	$	  S I M 2   S I M P   	K	!		 	 	 	 R o s s z   S I M 2   S I M P   k  d 	 	 	 	 V e r k e e r d e   S I M P - c o d e   v a n   S I M 2   	 	 	 C o d   S I M P   S I M 2   g r e _i t 	 	 	   S I M 2   S I M P     	 	 	 1E2  S I M 2   S I M P   '4*('G  '3*	 	 	 				  		  			  									  				 	 	 	 	 	 W r o n g   S I M 2   S I M P   c o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 V e r k e e r d e   S I M 2   S I M P - k o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 W r o n g   S I M 2   S I M P   c o d e 	 S I M 2   S I M P   
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 
 S T R I N G _ M T P N P _ S I M 2 _ W R O N G _ N S S P _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   N S - S P   i s   w r o n g 	 W r o n g   S I M 2   N S - S P   c o d e 	 /aS2   N S - S P x	 aS2   N S - S P x	 #+1*  N S - S P   4!2   4	 C  d i g o   N S - S P   d e   S I M 2   e r r  n e o 	 C o d e   N S - S P   S I M 2   i n c o r r e c t 	 F a l s c h e r   S I M 2 - N S - S P - C o d e 	 5?@028;L=K9  S I M 2   N S - S P   :>4	 C o d i c e   S I M 2   N S - S P   e r r a t o 	 1E2N S - S P   'D(7'B)2   .7#	 C  d i g o   N S - S P   S I M 2   e r r a d o 	 Y a n l 1_  S I M 2   N S - S P   k o d u 	 M    N S - S P   t h   S I M 2   l i 	 K o d e   N S - S P   S I M 2   s a l a h 	 K o d   N S - S P   S I M 2   s a l a h 	 	2	$	  S I M 2   N S - S P   	K	!		 	 	 	 R o s s z   S I M 2   N S - S P   k  d 	 	 	 	 V e r k e e r d e   N S - S P - c o d e   v a n   S I M 2   	 	 	 C o d   N S - S P   S I M 2   g r e _i t 	 	 	   S I M 2   N S - S P     	 	 	 1E2  S I M 2   N S - S P   '4*('G  '3*	 	 	 				  		  			  				- 				  				 	 	 	 	 	 W r o n g   S I M 2   N S - S P   c o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 V e r k e e r d e   S I M 2   N S - S P - k o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 W r o n g   S I M 2   N S - S P   c o d e 	 S I M 2   N S - S P   
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	 -A2  S I M 2   N S - S P   K!	 	 S I M 2   N S - S P   			  				 	 	 	 	 	 	 	 C  d i g o   N S - S P   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 2 _ W R O N G _ S I M C _ M S G 	 M E R C U R Y 	 P O P U P 	 T h e   i n p u t   S I M - C   i s   w r o n g 	 W r o n g   S I M 2   S I M - C   c o d e 	 /aS2   S I M - C x	 aS2   S I M - C x	 #+1*  S I M - C   4!2   4	 C  d i g o   S I M - C   d e   S I M 2   e r r  n e o 	 C o d e   S I M - C   S I M 2   i n c o r r e c t 	 F a l s c h e r   S I M 2 - S I M - C - C o d e 	 5?@028;L=K9  S I M 2   S I M - C   :>4	 C o d i c e   S I M 2   S I M - C   e r r a t o 	 1E2S I M - C   'D(7'B)2   .7#	 C  d i g o   S I M - C   S I M 2   e r r a d o 	 Y a n l 1_  S I M 2   S I M - C   k o d u 	 M    S I M - C   t h   S I M 2   l i 	 K o d e   S I M - C   S I M 2   s a l a h 	 K o d   S I M - C   S I M 2   s a l a h 	 	2	$	  S I M 2   S I M - C   	K	!		 	 	 	 R o s s z   S I M 2   S I M - C   k  d 	 	 	 	 V e r k e e r d e   S I M - C - c o d e   v a n   S I M 2   	 	 	 C o d   S I M - C   S I M 2   g r e _i t 	 	 	 S I M 2   S I M - C     	 	 	 1E2  S I M 2   S I M - C   '4*('G  '3*	 	 	 				  		  			  			- 		  				 	 	 	 	 	 W r o n g   S I M 2   S I M - C   c o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 V e r k e e r d e   S I M 2   S I M - C - k o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 W r o n g   S I M 2   S I M - C   c o d e 	 S I M 2   S I M - C   
K
!
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  $
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1
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1
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	 -A2  S I M 2   S I M - C   K!	 	 S I M 2   S I M - C   			  				 	 	 	 	 	 	 	 C  d i g o   S I M - C   d o   S I M 2   e r r a d o 
 
 S T R I N G _ M T P N P _ S I M 1 _ A U T O _ L O C K E D 	 M E R C U R Y 	 P O P U P 	 S I M   a u t o   l o c k   m e s s a g e 	 S I M 1   i s   a u t o   l o c k e d 	 aS1 ]R
N	 aS1 ]ꁨR
N	 4!1   %G--1B!14	 S I M 1   e s t    a u t o b l o q u e a d o 	 S I M 1   e s t   a u t o - v e r r o u i l l  e 	 S I M 1   i s t   a u t o m .   g e s p e r r t 	 S I M 1   02B><0B8G5A:8  701;>:8@>20=0	 S I M 1      b l o c c a t a   a u t o m a t i c a m e n t e 	 'D(7'B)1   E:DB  #DJ'	 O   S I M 1   e s t    b l o q u e a d o   a u t o m a t i c a m e n t e 	 S I M 1   o t o m a t i k   o l a r a k   k i l i t l e n d i 	 S I M 1    t   n g   k h  a 	 S I M 1   t e r k u n c i   o t o m a t i s 	 S I M 1   d i k u n c i   s e c a r a   a u t o m a t i k 	 S I M 1   		K	  2	I		  9	K	  	/	>		 	 	 	 S I M 1   a u t o m a t i k u s a n   l e z  r v a 	 	 	 	 S I M 1   i s   a u t o m a t i s c h   g e b l o k k e e r d 	 	 	 S I M 1   e s t e   a u t o b l o c a t 	 	 	 S I M 1       	 	 	 S I M 1   (G  7H1  .H/'1  BAD  4/G  '3*	 	 	 				  														  		  			  					 	 	 	 	 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   o u t o m a t i e s   g e s l u i t 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   i s   a u t o   l o c k e d 	 S I M 1   

M

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  2
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
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  
/
?
	 S I M 1   8M5$  ,0K'  G	 	 S I M 1   			  		  					 	 	 	 	 	 	 	 S I M 1   e s t    b l o q u e a d o   a u t o m a t i c a m e n t e 
 
 S T R I N G _ M T P N P _ S I M 2 _ A U T O _ L O C K E D 	 M E R C U R Y 	 P O P U P 	 S I M   a u t o   l o c k   m e s s a g e 	 S I M 2   i s   a u t o   l o c k e d 	 aS2 ]R
N	 aS2 ]ꁨR
N	 4!2   %G--1B!14	 S I M 2   e s t    a u t o b l o q u e a d o 	 S I M 2   e s t   a u t o - v e r r o u i l l  e 	 S I M 2   i s t   a u t o m .   g e s p e r r t 	 S I M 2   02B><0B8G5A:8  701;>:8@>20=0	 S I M 2      b l o c c a t a   a u t o m a t i c a m e n t e 	 'D(7'B)2   E:DB  #DJ'	 O   S I M 2   e s t    b l o q u e a d o   a u t o m a t i c a m e n t e 	 S I M 2   o t o m a t i k   o l a r a k   k i l i t l e n d i 	 S I M 2      t   n g   k h  a 	 S I M 2   t e r k u n c i   o t o m a t i s 	 S I M 2   d i k u n c i   s e c a r a   a u t o m a t i k 	 S I M 2   		K	  2	I		  9	K	  	/	>		 	 	 	 S I M 2   a u t o m a t i k u s a n   l e z  r v a 	 	 	 	 S I M 2   i s   a u t o m a t i s c h   g e b l o k k e e r d 	 	 	 S I M 2   e s t e   a u t o b l o c a t 	 	 	 S I M 2       	 	 	 S I M 2   (G  7H1  .H/'1  BAD  4/G  '3*	 	 	 				  														  		  			  					 	 	 	 	 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   o u t o m a t i e s   g e s l u i t 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   i s   a u t o   l o c k e d 	 S I M 2   

M

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  2
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  
/
?
	 S I M 2   8M5$  ,0K'  G	 	 S I M 2   			  		  					 	 	 	 	 	 	 	 S I M 2   e s t    b l o q u e a d o   a u t o m a t i c a m e n t e 
 
 S T R I N G _ M T P N P _ S I M 1 _ S I M 2 _ A U T O _ L O C K E D 	 M E R C U R Y 	 P O P U P 	 S I M   a u t o   l o c k   m e s s a g e 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 aS1 aS2 ]R
N	 aS1 aS2 ]ꁨR
N	 4!1 / 4!2   %G--1B!14	 S I M 1 / S I M 2   e s t    a u t o b l o q u e a d o 	 S I M 1 / S I M 2   e s t   a u t o - v e r r o u i l l  e 	 S I M 1 / S I M 2   i s t   a u t o m .   g e s p e r r t 	 S I M 1 / S I M 2   02B><0B8G5A:8  701;>:8@>20=K	 S I M 1 / S I M 2      b l o c c a t a   a u t o m a t i c a m e n t e 	 'D(7'B)1   H  'D(7'B)2   E:DB  #DJ'	 O s   S I M 1 / S I M 2   e s t  o   b l o q u e a d o s   a u t o m a t i c a m e n t e 	 S I M 1 / S I M 2   o t o m a t i k   o l a r a k   k i l i t l e n d i 	 S I M 1 / S I M 2      t   n g   k h  a 	 S I M 1 / S I M 2   t e r k u n c i   o t o m a t i s 	 S I M 1 / S I M 2   d i k u n c i   s e c a r a   a u t o m a t i k 	 S I M 1 / S I M 2   		K	  2	I		  9	K	  	/	>		 	 	 	 S I M 1 / S I M 2   a u t o m a t i k u s a n   l e z  r v a 	 	 	 	 S I M 1 / S I M 2   i s   a u t o m a t i s c h   g e b l o k k e e r d 	 	 	 S I M 1 / S I M 2   e s t e   a u t o b l o c a t 	 	 	   S I M 1 / S I M 2     	 	 	 S I M 1 / S I M 2   (G  7H1  .H/'1  BAD  4/G  '3*	 	 	 				/ 				  														  		  			  					 	 	 	 	 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   o u t o m a t i e s   g e s l u i t 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   i s   a u t o   l o c k e d 	 S I M 1 / S I M 2   

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  2
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  
/
?
	 S I M 1 / S I M 2   8M5$  ,0K'  G	 	 S I M 1 / S I M 2   			  		  					 	 	 	 	 	 	 	 S I M 1 / S I M 2   e s t    b l o q u e a d o   a u t o m a t i c a m e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ S P A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   S p a n i s h 	 S m a r t   E s 	 zfgasYreW['Y[	 zfsYreW['YQ	 *!2#L  E s 	 E s p a  o l   I n t e l i g e n t e 	 S m a r t   E s 	 S m a r t - E s 	 !<0@B- 22>4  A?	 S m a r t   E s 	 B'EH3  #3('FJG	 E s c r i t a   i n t e l i g e n t e   E s 	 A k 1l l 1  E s 	 E s   t h  n g   m i n h 	 E s   p i n t a r 	 E s   P i n t a r 	 8	M	.	>	0	M		  E s 	 	 	 	 I n t e l l i g e n s   E s 	 	 	 	 S m a r t   E s 	 	 	 S m a r t   E s 	 	 	 S m a r t   E s 	 	 	 E s   GH4EF/	 	 	 							  				 	 	 	 	 	 S m a r t   E s 	 S m a r t   E s 	 S m a r t   E s 	 S l i m   E s 	 S m a r t   E s 	 S m a r t   E s 	 S m a r t   E s 	 S m a r t   E s 	 S m a r t   E s 	 S m a r t   E s 	 8
M
.
>
0
M

 
M

M
    E s 	 8M.>0M  E s 	 	 							  E s 	 	 	 	 	 	 	 	 E s   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ D A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   D a n i s h 	 S m a r t   D a 	 zfga9NeW['Y[	 zf9NeW['YQ	 *!2#L  D a 	 D a n  s   I n t e l i g e n t e 	 S m a r t   D a 	 S m a r t - D a 	 !<0@B- 22>4  0B	 S m a r t   D a 	 B'EH3  /'FE1CJG	 E s c r i t a   i n t e l i g e n t e   D a 	 A k 1l l 1  D a 	 D a   t h  n g   m i n h 	 D a   p i n t a r 	 D a   P i n t a r 	 8	M	.	>	0	M		  D a 	 	 	 	 I n t e l l i g e n s   D a 	 	 	 	 S m a r t   D a 	 	 	 S m a r t   D a 	 	 	 S m a r t   D a 	 	 	 D a   GH4EF/	 	 	 							  				 	 	 	 	 	 S m a r t   D a 	 S m a r t   D a 	 S m a r t   D a 	 S l i m   D a 	 S m a r t   D a 	 S m a r t   D a 	 S m a r t   D a 	 S m a r t   D a 	 S m a r t   D a 	 S m a r t   D a 	 8
M
.
>
0
M

 
M

M
    D a 	 8M.>0M  D a 	 	 							  D a 	 	 	 	 	 	 	 	 D a   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ P O L I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   P o l i s h 	 S m a r t   P l 	 zfgal-eW['Y[	 zflpQeW['YQ	 *!2#L  P o 	 P o l a c o   I n t e l i g e n t e 	 S m a r t   P o 	 S m a r t - P o 	 !<0@B- 22>4  >;	 S m a r t   P o 	 B'EH3  (HDF/JG	 E s c r i t a   i n t e l i g e n t e   P o 	 A k 1l l 1  P o 	 P o   t h  n g   m i n h 	 P l   p i n t a r 	 P o   P i n t a r 	 8	M	.	>	0	M		  P o 	 	 	 	 I n t e l l i g e n s   P o 	 	 	 	 S m a r t   P o 	 	 	 S m a r t   P o 	 	 	 S m a r t   P o 	 	 	 P o   GH4EF/	 	 	 							  				 	 	 	 	 	 S m a r t   P o 	 S m a r t   P o 	 S m a r t   P o 	 S l i m   P o 	 S m a r t   P o 	 S m a r t   P o 	 S m a r t   P o 	 S m a r t   P o 	 S m a r t   P o 	 S m a r t   P o 	 8
M
.
>
0
M

 
M

M
    P o 	 8M.>0M  P o 	 	 							  P o 	 	 	 	 	 	 	 	 P l   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ F R E N C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   F r e n c h 	 S m a r t   F r 	 zfgaleW['Y[	 zfleW['YQ	 *!2#L  F r 	 F r a n c  s   I n t e l i g e n t e 	 S m a r t   F r 	 S m a r t - F r 	 !<0@B- 22>4  $@	 S m a r t   F r 	 B'EH3  A1F3J)	 E s c r i t a   i n t e l i g e n t e   F r 	 A k 1l l 1  F r 	 F r   t h  n g   m i n h 	 F r   p i n t a r 	 F r   P i n t a r 	 8	M	.	>	0	M		  F r 	 	 	 	 I n t e l l i g e n s   F r 	 	 	 	 S m a r t   F r 	 	 	 S m a r t   F r 	 	 	 S m a r t   F r 	 	 	 F r   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   F r 	 S m a r t   F r 	 S m a r t   F r 	 S l i m   F r 	 S m a r t   F r 	 S m a r t   F r 	 S m a r t   F r 	 S m a r t   F r 	 S m a r t   F r 	 S m a r t   F r 	 8
M
.
>
0
M

 
M

M
    F r 	 8M.>0M  F r 	 	 							  F r   	 	 	 	 	 	 	 	 F r   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ G E R M A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   G e r m a n 	 S m a r t   D e 	 zfga_eW['Y[	 zf_eW['YQ	 *!2#L  D e 	 A l e m  n   I n t e l i g e n t e   	 S m a r t   D e 	 S m a r t - D e 	 !<0@B- 22>4  5<	 S m a r t   T e 	 B'EH3  #DE'FJG	 E s c r i t a   i n t e l i g e n t e   D e 	 A k 1l l 1  D e 	 D e   t h  n g   m i n h   	 D e   p i n t a r 	 D e   P i n t a r 	 8	M	.	>	0	M		  D e 	 	 	 	 I n t e l l i g e n s   D e 	 	 	 	 S m a r t   D e 	 	 	 S m a r t   D e 	 	 	 S m a r t   D e 	 	 	 D e   GH4EF/	 	 	 							  				 	 	 	 	 	 S m a r t   D e 	 S m a r t   D e 	 S m a r t   D e 	 S l i m   D e 	 S m a r t   D e 	 S m a r t   D e 	 S m a r t   D e 	 S m a r t   D e 	 S m a r t   D e 	 S m a r t   D e 	 8
M
.
>
0
M

 
M

M
    D e 	 8M.>0M  D e 	 	 							  D e 	 	 	 	 	 	 	 	 D e   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ I T A L I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   I t a l i a n 	 S m a r t   I t 	 zfga'Y)ReW['Y[	 zfa'Y)ReW['YQ	 *!2#L  I t 	 I t a l i a n o   I n t e l i g e n t e 	 S m a r t   I t 	 S m a r t - I t 	 !<0@B- 22>4  B	 S m a r t   I t 	 B'EH3  'J7'DJG	 E s c r i t a   i n t e l i g e n t e   I t 	 A k 1l l 1  I t 	 I t   t h  n g   m i n h   	 I t   p i n t a r 	 I t   P i n t a r 	 8	M	.	>	0	M		  I t 	 	 	 	 I n t e l l i g e n s   I t 	 	 	 	 S m a r t   I t 	 	 	 S m a r t   I t 	 	 	 S m a r t   I t 	 	 	 I t   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   I t 	 S m a r t   I t 	 S m a r t   I t 	 S l i m   I t 	 S m a r t   I t 	 S m a r t   I t 	 S m a r t   I t 	 S m a r t   I t 	 S m a r t   I t 	 S m a r t   I t 	 8
M
.
>
0
M

 
M

M
    I t 	 8M.>0M  I t 	 	 							  I t 	 	 	 	 	 	 	 	 I t   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ R U S S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   R u s s i a n 	 S m a r t   R u 	 zfgaOeW['Y[	 zfOeW['YQ	 *!2#L  R u 	 R u s o   I n t e l i g e n t e 	 S m a r t   R u 	 S m a r t - R u 	 !<0@B- 22>4   CA	 S m a r t   R u 	 B'EH3  1H3J	 E s c r i t a   i n t e l i g e n t e   R u 	 A k 1l l 1  R u 	 R u   t h  n g   m i n h   	 R u   p i n t a r 	 R u   P i n t a r 	 8	M	.	>	0	M		  R u 	 	 	 	 I n t e l l i g e n s   R u 	 	 	 	 S m a r t   R u 	 	 	 S m a r t   R u 	 	 	 S m a r t   R u 	 	 	 R u   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   R u 	 S m a r t   R u 	 S m a r t   R u 	 S l i m   R u 	 S m a r t   R u 	 S m a r t   R u 	 S m a r t   R u 	 S m a r t   R u 	 S m a r t   R u 	 S m a r t   R u 	 8
M
.
>
0
M

 
M

M
    R u 	 8M.>0M  R u 	 	 							  R u 	 	 	 	 	 	 	 	 R u   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ B U L G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   B u l g a r i a n 	 S m a r t   B g 	 zfgaOR)RNeW['Y[	 zfOR)RNeW['YQ	 *!2#L  B g 	 B e l g a   I n t e l i g e n t e   	 S m a r t   B g 	 S m a r t - B g 	 !<0@B- 22>4  >;3	 S m a r t   B g 	 B'EH3  (D:'1JG	 E s c r i t a   i n t e l i g e n t e   B g 	 A k 1l l 1  B g 	 B g   t h  n g   m i n h   	 B g   p i n t a r 	 B g   P i n t a r 	 8	M	.	>	0	M		  B g 	 	 	 	 I n t e l l i g e n s   B g 	 	 	 	 S m a r t   B g 	 	 	 S m a r t   B g 	 	 	 S m a r t   B g 	 	 	 B g   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   B g 	 S m a r t   B g 	 S m a r t   B g 	 S l i m   B g 	 S m a r t   B g 	 S m a r t   B g 	 S m a r t   B g 	 S m a r t   B g 	 S m a r t   B g 	 S m a r t   B g 	 8
M
.
>
0
M

 
M

M
    B g 	 8M.>0M  B g 	 	 							  B g 	 	 	 	 	 	 	 	 B g   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ U K R A I N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   U k r a i n i a n 	 S m a r t   U k 	 zfgapKQ-W['Y[	 zfLNKQpQW['YQ	 *!2#L  U k 	 I n g l  s   I n t e l i g e n t e   	 S m a r t   U k 	 S m a r t - U k 	 !<0@B- 22>4  #:@	 S m a r t   G B 	 B'EH3  'HC1'FJ	 E s c r i t a   i n t e l i g e n t e   U k 	 A k 1l l 1  U k 	 U k   t h  n g   m i n h   	 U k   p i n t a r 	 U k   P i n t a r 	 8	M	.	>	0	M		  U k 	 	 	 	 I n t e l l i g e n s   U k 	 	 	 	 S m a r t   U k 	 	 	 S m a r t   U k 	 	 	 S m a r t   U k 	 	 	 U k   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   U k 	 S m a r t   U k 	 S m a r t   U k 	 S l i m   U k 	 S m a r t   U k 	 S m a r t   U k 	 S m a r t   U k 	 S m a r t   U k 	 S m a r t   U k 	 S m a r t   U k 	 8
M
.
>
0
M

 
M

M
    U k 	 8M.>0M  U k 	 	 							  U k 	 	 	 	 	 	 	 	 U k   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ T U R K I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   T u r k i s h 	 S m a r t   T r 	 zfgaW3vQeW['Y[	 zfW3vQeW['YQ	 *!2#L  T r 	 T u r c o   I n t e l i g e n t e 	 S m a r t   T r 	 S m a r t - T r 	 !<0@B- 22>4  "C@	 S m a r t   T r 	 B'EH3  *1CJ	 E s c r i t a   i n t e l i g e n t e   T r 	 A k 1l l 1  T r 	 T r   t h  n g   m i n h   	 T r   p i n t a r 	 T r   P i n t a r 	 8	M	.	>	0	M		  T r 	 	 	 	 I n t e l l i g e n s   T r 	 	 	 	 S m a r t   T r 	 	 	 S m a r t   T r 	 	 	 S m a r t   T r 	 	 	 T r   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   T r 	 S m a r t   T r 	 S m a r t   T r 	 S l i m   T r 	 S m a r t   T r 	 S m a r t   T r 	 S m a r t   T r 	 S m a r t   T r 	 S m a r t   T r 	 S m a r t   T r 	 8
M
.
>
0
M

 
M

M
    T r 	 8M.>0M  T r 	 	 							  T r 	 	 	 	 	 	 	 	 T r   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ P O R T U G U E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   P o r t u g u e s e 	 S m a r t   P t 	 zfgaaYreW['Y[	 zfaYreW['YQ	 *!2#L  P t 	 P o r t u g u  s   I n t e l i g e n t e 	 S m a r t   P t 	 S m a r t - P t 	 !<0@B- 22>4  >@B	 S m a r t   P t 	 B'EH3  (1*:'DJG	 E s c r i t a   i n t e l i g e n t e   P t 	 A k 1l l 1  P t 	 P t   t h  n g   m i n h   	 P t   p i n t a r 	 P t   P i n t a r 	 8	M	.	>	0	M		  P t 	 	 	 	 I n t e l l i g e n s   P t 	 	 	 	 S m a r t   P t 	 	 	 S m a r t   P t 	 	 	 S m a r t   P t 	 	 	 P t   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   P t 	 S m a r t   P t 	 S m a r t   P t 	 S l i m   P t 	 S m a r t   P t 	 S m a r t   P t 	 S m a r t   P t 	 S m a r t   P t 	 S m a r t   P t 	 S m a r t   P t 	 8
M
.
>
0
M

 
M

M
    P t 	 8M.>0M  P t 	 	 							  P t 	 	 	 	 	 	 	 	 P t   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ I N D O N E S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   I n d o n e s i a n 	 S m a r t   I d 	 zfgapS<\eW['Y[	 zfpS<\eW['YQ	 *!2#L  I d 	 I n d o n e s i o   I n t e l i g e n t e 	 S m a r t   I d 	 S m a r t - I d 	 !<0@B- 22>4  =4>=	 S m a r t   I d 	 B'EH3  'F/HFJ3JG	 E s c r i t a   i n t e l i g e n t e   I d 	 A k 1l l 1  I d 	 I d   t h  n g   m i n h   	 I d   p i n t a r 	 I d   P i n t a r 	 8	M	.	>	0	M		  I d 	 	 	 	 I n t e l l i g e n s   I d 	 	 	 	 S m a r t   I d 	 	 	 S m a r t   I d 	 	 	 S m a r t   I d 	 	 	 I d   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   I d 	 S m a r t   I d 	 S m a r t   I d 	 S l i m   I d 	 S m a r t   I d 	 S m a r t   I d 	 S m a r t   I d 	 S m a r t   I d 	 S m a r t   I d 	 S m a r t   I d 	 8
M
.
>
0
M

 
M

M
    I d 	 8M.>0M  I d 	 	 							  I d 	 	 	 	 	 	 	 	 I d   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ C Z E C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   C z e c h 	 S m a r t   C s 	 zfgawcKQeW['Y[	 zfwcKQeW['YQ	 *!2#L  C s 	 C h e c o s l o v a c o   I n t e l i g e n t e 	 c z   i n t u i t i f 	 S m a r t - C s 	 !<0@B- 22>4  '5H	 S m a r t   C z 	 S m a r t   C s 	 E s c r i t a   i n t e l i g e n t e   C s 	 A k 1l l 1  C ' l e r 	 s  c   t h . m i n h 	 C s   p i n t a r 	 C z   p i n t a r 	 8	M	.	>	0	M		  C z 	 	 	 	 S m a r t   C s 	 	 	 	 S m a r t   C z 	 	 	 S m a r t   C s 	 	 	 S m a r t   C s 	 	 	 S m a r t   C s 	 	 	 							  C s 	 	 	 	 	 	 S m a r t   C z 	 S m a r t   C z 	 S m a r t   C z 	 S m a r t   C s 	 S m a r t   C z 	 S m a r t   C z 	 S m a r t   C z 	 S m a r t   C z 	 S m a r t   C z 	 S m a r t   C z 	 8
M
.
>
0
M

 
M

M
    C z 	 8M.>0M  C z 	 	 							  C z 	 	 	 	 	 	 	 	 C s   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ M A L A Y 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   M a l a y 	 S m a r t   M s 	 zfgaOeW['Y[	 zflegeW['YQ	 *!2#L  M s 	 M a l a y o   I n t e l i g e n t e   	 S m a r t   M s 	 S m a r t - M s 	 !<0@B- 22>4  0;	 S m a r t   M s 	 B'EH3  E'DJ2JG	 E s c r i t a   i n t e l i g e n t e   M s 	 A k 1l l 1  M s 	 M s   t h  n g   m i n h   	 M s   p i n t a r 	 M s   P i n t a r 	 8	M	.	>	0	M		  M s 	 	 	 	 I n t e l l i g e n s   M s 	 	 	 	 S m a r t   M s 	 	 	 S m a r t   M s 	 	 	 S m a r t   M s 	 	 	 M s   GH4EF/	 	 	   							  					 	 	 	 	 	 S m a r t   M s 	 S m a r t   M s 	 S m a r t   M s 	 S l i m   M s 	 S m a r t   M s 	 S m a r t   M s 	 S m a r t   M s 	 S m a r t   M s 	 S m a r t   M s 	 S m a r t   M s 	 8
M
.
>
0
M

 
M

M
    M s 	 8M.>0M  M s 	 	 							  M s 	 	 	 	 	 	 	 	 M s   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ V I E T N A M E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   V i e t n a m e s e 	 S m a r t   V i 	 zfgaWSeW['Y[	 zfWSeW['YQ	 *!2#L  V i 	 V i e t n a m  s   I n t e l i g e n t e 	 S m a r t   V i 	 S m a r t - V i 	 !<0@B- 22>4  L5B	 S m a r t   V i 	 B'EH3  AJ*F'EJG	 E s c r i t a   i n t e l i g e n t e   V i 	 A k 1l l 1  V i 	 V i   t h  n g   m i n h   	 V i   p i n t a r 	 V i   P i n t a r 	 8	M	.	>	0	M		  V i 	 	 	 	 I n t e l l i g e n s   V i 	 	 	 	 S m a r t   V i 	 	 	 S m a r t   V i 	 	 	 S m a r t   V i 	 	 	 V i   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   V i 	 S m a r t   V i 	 S m a r t   V i 	 S l i m   V i 	 S m a r t   V i 	 S m a r t   V i 	 S m a r t   V i 	 S m a r t   V i 	 S m a r t   V i 	 S m a r t   V i 	 8
M
.
>
0
M

 
M

M
    V i 	 8M.>0M  V i 	 	 							  V i 	 	 	 	 	 	 	 	 V i   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ F I N N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   F i n n i s h 	 S m a r t   F i 	 zfga-eW['Y[	 zfpQeW['YQ	 *!2#L  F i 	 F i n l a n d  s   I n t e l i g e n t e 	 S m a r t   F i 	 S m a r t - F i 	 !<0@B- 22>4  $8=	 S m a r t   F i 	 B'EH3  AFDF/JG	 E s c r i t a   i n t e l i g e n t e   F i 	 A k 1l l 1  F i 	 F i   t h  n g   m i n h   	 F i   p i n t a r 	 F i   P i n t a r 	 8	M	.	>	0	M		  F i 	 	 	 	 I n t e l l i g e n s   F i 	 	 	 	 S m a r t   F i 	 	 	 S m a r t   F i 	 	 	 S m a r t   F i 	 	 	 F i   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   F i 	 S m a r t   F i 	 S m a r t   F i 	 S l i m   F i 	 S m a r t   F i 	 S m a r t   F i 	 S m a r t   F i 	 S m a r t   F i 	 S m a r t   F i 	 S m a r t   F i 	 8
M
.
>
0
M

 
M

M
    F i 	 8M.>0M  F i 	 	 							  F i 	 	 	 	 	 	 	 	 F i   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ H U N G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   H u n g a r i a n 	 S m a r t   H u 	 zfgaSYr)ReW['Y[	 zfSYr)ReW['YQ	 *!2#L  H g 	 H  n g a r o   I n t e l i g e n t e 	 S m a r t   H g 	 S m a r t - H g 	 !<0@B- 22>4  5=	 S m a r t   H g 	 B'EH3  GF:'1JG	 E s c r i t a   i n t e l i g e n t e   H g 	 A k 1l l 1  H g 	 H g   t h  n g   m i n h   	 H u   p i n t a r 	 H g   P i n t a r 	 8	M	.	>	0	M		  H g 	 	 	 	 I n t e l l i g e n s   H g 	 	 	 	 S m a r t   H g 	 	 	 S m a r t   H g 	 	 	 S m a r t   H g 	 	 	 H g   GH4EF/	 	 	 							  						 	 	 	 	 	 S m a r t   H g 	 S m a r t   H g 	 S m a r t   H g 	 S l i m   H g 	 S m a r t   H g 	 S m a r t   H g 	 S m a r t   H g 	 S m a r t   H g 	 S m a r t   H g 	 S m a r t   H g 	 8
M
.
>
0
M

 
M

M
    H g 	 8M.>0M  H g 	 	 							  H g 	 	 	 	 	 	 	 	 H u   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ S L O V A K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   S l o v a k 	 S m a r t   S k 	 zfgaemOKQeW['Y[	 zfemOKQeW['YQ	 *!2#L  S k 	 E s l o v a c o   I n t e l i g e n t e 	 S m a r t   S k 	 S m a r t - S k 	 !<0@B- 22>4  !;>20F	 S m a r t   S k 	 B'EH3  3DHA'CJG	 E s c r i t a   i n t e l i g e n t e   S k 	 A k 1l l 1  S k 	 S k   t h  n g   m i n h   	 S k   p i n t a r 	 S k   P i n t a r 	 8	M	.	>	0	M		  S k 	 	 	 	 I n t e l l i g e n s   S k 	 	 	 	 S m a r t   S k 	 	 	 S m a r t   S k 	 	 	 S m a r t   S k 	 	 	 S k   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   S k 	 S m a r t   S k 	 S m a r t   S k 	 S l i m   S k 	 S m a r t   S k 	 S m a r t   S k 	 S m a r t   S k 	 S m a r t   S k 	 S m a r t   S k 	 S m a r t   S k 	 8
M
.
>
0
M

 
M

M
    S k 	 8M.>0M  S k 	 	 							  S k 	 	 	 	 	 	 	 	 S k   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ D U T C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   D u t c h 	 S m a r t   N l 	 zfgaw-eW['Y[	 zfwpQeW['YQ	 *!2#L  N l 	 N e e r l a n d  s   I n t e l i g e n t e 	 S m a r t   N l 	 S m a r t - N l 	 !<0@B- 22>4  >;;	 S m a r t   N l 	 B'EH3  GHDF/JG	 E s c r i t a   i n t e l i g e n t e   N l 	 A k 1l l 1  N l 	 N l   t h  n g   m i n h   	 N l   p i n t a r 	 N l   P i n t a r 	 8	M	.	>	0	M		  N l 	 	 	 	 I n t e l l i g e n s   N l 	 	 	 	 S m a r t   N l 	 	 	 S m a r t   N l 	 	 	 S m a r t   N l 	 	 	 N l   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   N l 	 S m a r t   N l 	 S m a r t   N l 	 S l i m   N l 	 S m a r t   N l 	 S m a r t   N l 	 S m a r t   N l 	 S m a r t   N l 	 S m a r t   N l 	 S m a r t   N l 	 8
M
.
>
0
M

 
M

M
    N l 	 8M.>0M  N l 	 	 							  N 1 	 	 	 	 	 	 	 	 N l   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ N O R W E G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   N o r w e g i a n 	 S m a r t   N o 	 zfga*cZeW['Y[	 zf*cZeW['YQ	 *!2#L  N o 	 N o r u e g o   I n t e l i g e n t e   	 S m a r t   N o 	 S m a r t - N o 	 !<0@B- 22>4  >@2	 S m a r t   N o 	 B'EH3  F1HJ,J	 E s c r i t a   i n t e l i g e n t e   N o 	 A k 1l l 1  N o 	 N o   t h  n g   m i n h   	 N o   p i n t a r 	 N o   P i n t a r 	 8	M	.	>	0	M		  N o 	 	 	 	 I n t e l l i g e n s   N o 	 	 	 	 S m a r t   N o 	 	 	 S m a r t   N o 	 	 	 S m a r t   N o 	 	 	 N o   GH4EF/	 	 	 							  				 	 	 	 	 	 S m a r t   N o 	 S m a r t   N o 	 S m a r t   N o 	 S l i m   N o 	 S m a r t   N o 	 S m a r t   N o 	 S m a r t   N o 	 S m a r t   N o 	 S m a r t   N o 	 S m a r t   N o 	 8
M
.
>
0
M

 
M

M
    N o 	 8M.>0M  N o 	 	 							  N o 	 	 	 	 	 	 	 	 N o   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ S W E D I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   S w e d i s h 	 S m a r t   S v 	 zfga^txQeW['Y[	 zf^txQeW['YQ	 *!2#L  S v 	 S u e c o   I n t e l i g e n t e 	 S m a r t   S v 	 S m a r t - S v 	 !<0@B- 22>4  (254	 S m a r t   S v 	 B'EH3  3HJ/JG	 E s c r i t a   i n t e l i g e n t e   S v 	 A k 1l l 1  S v 	 S v   t h  n g   m i n h   	 S v   p i n t a r 	 S v   P i n t a r 	 8	M	.	>	0	M		  S v 	 	 	 	 I n t e l l i g e n s   S v 	 	 	 	 S m a r t   S v 	 	 	 S m a r t   S v 	 	 	 S m a r t   S v 	 	 	 S v   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   S v 	 S m a r t   S v 	 S m a r t   S v 	 S l i m   S v 	 S m a r t   S v 	 S m a r t   S v 	 S m a r t   S v 	 S m a r t   S v 	 S m a r t   S v 	 S m a r t   S v 	 8
M
.
>
0
M

 
M

M
    S v 	 8M.>0M  S v 	 	 							  S v 	 	 	 	 	 	 	 	 S v   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   S v 	 S m a r t   S v 	 S m a r t   S v 	 S m a t   S v 	 S v   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ C R O A T I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   C r o a t i a n 	 S m a r t   H r 	 zfgaKQWNeW['Y[	 zfKQW0WNeW['YQ	 *!2#L  H r 	 C r o a t a   I n t e l i g e n t e 	 S m a r t   H r 	 S m a r t - H r 	 !<0@B- 22>4  %>@2	 S m a r t   H r 	 B'EH3  C1H'*J	 E s c r i t a   i n t e l i g e n t e   H r 	 A k 1l l 1  H r 	 H r   t h  n g   m i n h   	 H r   p i n t a r 	 H r   P i n t a r 	 8	M	.	>	0	M		  H r 	 	 	 	 I n t e l l i g e n s   H r 	 	 	 	 S m a r t   H r 	 	 	 S m a r t   H r 	 	 	 S m a r t   H r 	 	 	 H r   GH4EF/	 	 	 							  						 	 	 	 	 	 S m a r t   H r 	 S m a r t   H r 	 S m a r t   H r 	 S l i m   H r 	 S m a r t   H r 	 S m a r t   H r 	 S m a r t   H r 	 S m a r t   H r 	 S m a r t   H r 	 S m a r t   H r 	 8
M
.
>
0
M

 
M

M
    H r 	 8M.>0M  H r 	 	 							  H r 	 	 	 	 	 	 	 	 H r   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   H r 	 S m a r t   H r 	 S m a r t   H r 	 S m a t   H r 	 H r   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ R O M A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   R o m a n i a n 	 S m a r t   R o 	 zfga<\NeW['Y[	 zfWl<\NeW['YQ	 *!2#L  R o 	 R u m a n o   I n t e l i g e n t e   	 S m a r t   R o 	 S m a r t - R o 	 !<0@B- 22>4   C<	 S m a r t   R o 	 B'EH3  1HE'FJG	 E s c r i t a   i n t e l i g e n t e   R o 	 A k 1l l 1  R o 	 R o   t h  n g   m i n h   	 R o   p i n t a r 	 R o   P i n t a r 	 8	M	.	>	0	M		  R o 	 	 	 	 I n t e l l i g e n s   R o 	 	 	 	 S m a r t   R o 	 	 	 S m a r t   R o 	 	 	 S m a r t   R o 	 	 	 R o   GH4EF/	 	 	 							  				 	 	 	 	 	 S m a r t   R o 	 S m a r t   R o 	 S m a r t   R o 	 S l i m   R o 	 S m a r t   R o 	 S m a r t   R o 	 S m a r t   R o 	 S m a r t   R o 	 S m a r t   R o 	 S m a r t   R o 	 8
M
.
>
0
M

 
M

M
    R o 	 8M.>0M  R o 	 	 							  R o 	 	 	 	 	 	 	 	 R o   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   R o 	 S m a r t   R o 	 S m a r t   R o 	 S m a r t   R o 	 R o   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ S L O V E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   S l o v e n i a n 	 S m a r t   S l 	 zfgaem}<\NeW['Y[	 zfem~<\NeW['YQ	 *!2#L  S l 	 E s l o v e n o   I n t e l i g e n t e   	 S m a r t   S l 	 S m a r t - S l 	 !<0@B- 22>4  !;>25=	 S m a r t   S l 	 B'EH3  3DHAJFJ	 E s c r i t a   i n t e l i g e n t e   S l 	 A k 1l l 1  S l 	 S l   t h  n g   m i n h   	 S l   p i n t a r 	 S l   P i n t a r 	 8	M	.	>	0	M		  S l 	 	 	 	 I n t e l l i g e n s   S l 	 	 	 	 S m a r t   S l 	 	 	 S m a r t   S l 	 	 	 S m a r t   S l 	 	 	 S l   GH4EF/	 	 	 							  					 	 	 	 	 	 S m a r t   S l 	 S m a r t   S l 	 S m a r t   S l 	 S l i m   S l 	 S m a r t   S l 	 S m a r t   S l 	 S m a r t   S l 	 S m a r t   S l 	 S m a r t   S l 	 S m a r t   S l 	 8
M
.
>
0
M

 
M

M
    S l 	 8M.>0M  S l 	 	 							  S 1 	 	 	 	 	 	 	 	 S l   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   S l 	 S m a r t   S l 	 S m a r t   S l 	 S m a t   S l 	 S l   C l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ G R E E K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   G r e e k 	 S m a r t   E l 	 zfga^؁eW['Y[	 zf^JeW['YQ	 *!2#L  E l 	 G r i e g o   I n t e l i g e n t e   	 S m a r t   E l 	 S m a r t - E l 	 !<0@B- 22>4  @	 S m a r t   E l 	 B'EH3  JHF'FJG	 E s c r i t a   i n t e l i g e n t e   E l 	 A k 1l l 1  E l 	 E l   t h  n g   m i n h   	 E l   p i n t a r 	 E l   P i n t a r 	 8	M	.	>	0	M		  E l 	 	 	 	 I n t e l l i g e n s   E l 	 	 	 	 S m a r t   E l 	 	 	 S m a r t   E l 	 	 	 S m a r t   E l 	 	 	 E l   GH4EF/	 	 	 							  				 	 	 	 	 	 S m a r t   E l 	 S m a r t   E l 	 S m a r t   E l 	 S l i m   E l 	 S m a r t   E l 	 S m a r t   E l 	 S m a r t   E l 	 S m a r t   E l 	 S m a r t   E l 	 S m a r t   E l 	 8
M
.
>
0
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M
    E l 	 8M.>0M  E l 	 	 							  E 1 	 	 	 	 	 	 	 	 E l   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   E l 	 S m a r t   E l 	 S m a r t   E l 	 S m a t   E l 	 E l   C l i s t e 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ S P A N I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   S p a n i s h   i n o u t   m e t h o d 	 E s 	 E s 	 E s 	 E s 	 E s p a  o l 	 E s 	 E s 	 A?	 E s 	 'D%3('FJ)	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 	 	 	 E s 	 	 	 	 E s 	 	 	 E s 	 	 	 E s 	 	 	 E s 	 	 	 E s 	 	 	 	 	 	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 E s 	 	 E s 	 	 	 	 	 	 	 	 E s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ D A N I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   D a n i s h   i n o u t   m e t h o d 	 D a 	 D a 	 D a 	 D a 	 D a n  s 	 D a 	 D a 	 0B	 D a 	 'D/FE'1CJ)	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 	 	 	 D a 	 	 	 	 D a 	 	 	 D a 	 	 	 D a 	 	 	 D a 	 	 	 D a 	 	 	 	 	 	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 D a 	 	 D a 	 	 	 	 	 	 	 	 D a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ P O L I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   P o l i s h   i n o u t   m e t h o d 	 P l 	 P l 	 P l 	 P l 	 P o l a c o 	 P o 	 P l 	 >;	 P l 	 'D(HDF/J)	 P l 	 P l 	 P l 	 P l 	 P l 	 P l 	 	 	 	 P l 	 	 	 	 P o 	 	 	 P o 	 	 	 P l 	 	 	 P l 	 	 	 P o 	 	 	 	 	 	 P o 	 P o 	 P o 	 P o 	 P o 	 P o 	 P o 	 P o 	 P o 	 P o 	 P o 	 P o 	 	 P o 	 	 	 	 	 	 	 	 P l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ F R E N C H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   F r e n c h   i n o u t   m e t h o d 	 F r 	 F r 	 F r 	 F r 	 F r a n c  s 	 F r 	 F r 	 $@	 F r 	 'DA1F3J)	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 	 	 	 F r 	 	 	 	 F r 	 	 	 F r 	 	 	 F r 	 	 	 F r 	 	 	 F r 	 	 	 	 	 	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 F r 	 	 F r 	 	 	 	 	 	 	 	 F r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ G E R M A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   G e r m a n   i n o u t   m e t h o d 	 D e 	 D e 	 D e 	 D e 	 A l e m  n 	 D e 	 D e 	 5<	 D e 	 'D#DE'FJ)	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 	 	 	 D e 	 	 	 	 D e 	 	 	 D e 	 	 	 D e 	 	 	 D e 	 	 	 D e 	 	 	 	 	 	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 D e 	 	 D e 	 	 	 	 	 	 	 	 D e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ I T A L I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   I t a l i a n   i n o u t   m e t h o d 	 I t 	 I t 	 I t 	 I t 	 I t a l i a n o 	 I t 	 I t 	 B	 I t 	 'D%J7'DJ)	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 	 	 	 I t 	 	 	 	 I t 	 	 	 I t 	 	 	 I t 	 	 	 I t 	 	 	 I t 	 	 	 	 	 	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 I t 	 	 I t 	 	 	 	 	 	 	 	 I t 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ R U S S I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   R u s s i a n   i n o u t   m e t h o d 	 R u 	 R u 	 R u 	 R u 	 R u s o 	 R u 	 R u 	  CA	 R u 	 'D1H3J)	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 	 	 	 R u 	 	 	 	 R u 	 	 	 R u 	 	 	 R u 	 	 	 R u 	 	 	 R u 	 	 	 	 	 	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 R u 	 	 R u 	 	 	 	 	 	 	 	 R u 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ B U L G A R I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   B u l g a r i a n   i n o u t   m e t h o d 	 B g 	 B g 	 B g 	 B g 	 B e l g a 	 B g 	 B g 	 >;3	 B g 	 'D(D:'1J)	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 	 	 	 B g 	 	 	 	 B g 	 	 	 B g 	 	 	 B g 	 	 	 B g 	 	 	 B g 	 	 	 	 	 	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 B g 	 	 B g 	 	 	 	 	 	 	 	 B g 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ U K R A I N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   U k r a i n i a n   i n o u t   m e t h o d 	 U k 	 U k 	 U k 	 U k 	 I n g l  s 	 U k 	 U k 	 #:@	 U k 	 'D#HC1'FJ)	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 	 	 	 U k 	 	 	 	 U k 	 	 	 U k 	 	 	 U k 	 	 	 U k 	 	 	 U k 	 	 	 	 	 	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 U k 	 	 U k 	 	 	 	 	 	 	 	 U k 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ T U R K I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   T u r k i s h   i n o u t   m e t h o d 	 T r 	 T r 	 T r 	 T r 	 T u r c o 	 T r 	 T r 	 "C@	 T r 	 'D*1CJ)	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 	 	 	 T r 	 	 	 	 T r 	 	 	 T r 	 	 	 T r 	 	 	 T r 	 	 	 T r 	 	 	 	 	 	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 T r 	 	 T r 	 	 	 	 	 	 	 	 T r 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ P O R T U G U E S E _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   P o r t u g u e s e   i n o u t   m e t h o d 	 P t 	 P t 	 P t 	 P t 	 P o r t u g u  s 	 P t 	 P t 	 >@B	 P t 	 'D(1*:'DJ)	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 	 	 	 P t 	 	 	 	 P t 	 	 	 P t 	 	 	 P t 	 	 	 P t 	 	 	 P t 	 	 	 	 	 	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 P t 	 	 P t 	 	 	 	 	 	 	 	 P t 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ I N D O N E S I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   I n d o n e s i a n   i n o u t   m e t h o d 	 I d 	 I d 	 I d 	 I d 	 I n d o n e s i o 	 I d 	 I d 	 =4>=	 I d 	 'D%F/HFJ3J)	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 	 	 	 I d 	 	 	 	 I d 	 	 	 I d 	 	 	 I d 	 	 	 I d 	 	 	 I d 	 	 	 	 	 	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 I d 	 	 I d 	 	 	 	 	 	 	 	 I d 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ C Z E C H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   C z e c h   i n o u t   m e t h o d 	 C s 	 C s 	 C s 	 C s 	 C h e c o s l o v a c o 	 C z 	 C s 	 '5H	 C z 	 'D*4JCJ)  C s 	 C s 	 C ' l e r 	 S  C 	 C s 	 C z 	 C z 	 	 	 	 C s 	 	 	 	 C z 	 	 	 C s 	 	 	 C s 	 	 	 C s 	 	 	 C z 	 	 	 	 	 	 C z 	 C z 	 C z 	 C s 	 C z 	 C z 	 C z 	 C z 	 C z 	 C z 	 C z 	 C z 	 	 C z 	 	 	 	 	 	 	 	 C s 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ M A L A Y _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   M a l a y   i n o u t   m e t h o d 	 M s 	 M s 	 M s 	 M s 	 M a l a y o 	 M s 	 M s 	 0;	 M s 	 'DE'DHJ)	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 	 	 	 M s 	 	 	 	 M s 	 	 	 M s 	 	 	 M s 	 	 	 M s 	 	 	 M s 	 	 	 	 	 	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 M s 	 	 M s 	 	 	 	 	 	 	 	 M s 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ V I E T N A M E S E _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   V i e t n a m e s e   i n o u t   m e t h o d 	 V i 	 V i 	 V i 	 V i 	 V i e t n a m  s 	 V i 	 V i 	 L5B	 V i 	 'DAJ*F'EJ)	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 	 	 	 V i 	 	 	 	 V i 	 	 	 V i 	 	 	 V i 	 	 	 V i 	 	 	 V i 	 	 	 	 	 	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 V i 	 	 V i 	 	 	 	 	 	 	 	 V i 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ F I N N I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   F i n n i s h   i n o u t   m e t h o d 	 F i 	 F i 	 F i 	 F i 	 F i n l a n d  s 	 F i 	 F i 	 $8=	 F i 	 'DAFDF/J)	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 	 	 	 F i 	 	 	 	 F i 	 	 	 F i 	 	 	 F i 	 	 	 F i 	 	 	 F i 	 	 	 	 	 	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 F i 	 	 F i 	 	 	 	 	 	 	 	 F i 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ H U N G A R I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   H u n g a r i a n   i n o u t   m e t h o d 	 H u 	 H u 	 H u 	 H u 	 H  n g a r o 	 H g 	 H u 	 5=	 H u 	 'DE,1J)	 H u 	 H u 	 H u 	 H u 	 H u 	 H u 	 	 	 	 H u 	 	 	 	 H g 	 	 	 H u 	 	 	 H u 	 	 	 H u 	 	 	 H g 	 	 	 	 	 	 H g 	 H g 	 H g 	 H g 	 H g 	 H g 	 H g 	 H g 	 H g 	 H g 	 H g 	 H g 	 	 H g 	 	 	 	 	 	 	 	 H u 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ S L O V A K _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   S l o v a k   i n o u t   m e t h o d 	 S k 	 S k 	 S k 	 S k 	 E s l o v a c o 	 S k 	 S k 	 !;>20F	 S k 	 'D3DHA'CJ)	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 	 	 	 S k 	 	 	 	 S k 	 	 	 S k 	 	 	 S k 	 	 	 S k 	 	 	 S k 	 	 	 	 	 	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 S k 	 	 S k 	 	 	 	 	 	 	 	 S k 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ D U T C H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   D u t c h   i n o u t   m e t h o d 	 N l 	 N l 	 N l 	 N l 	 N e r l a n d  s 	 N l 	 N l 	 >;;	 N l 	 'DGHDF/J)	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 	 	 	 N l 	 	 	 	 N l 	 	 	 N l 	 	 	 N l 	 	 	 N l 	 	 	 N l 	 	 	 	 	 	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 N l 	 	 N l 	 	 	 	 	 	 	 	 N l 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ N O R W E G I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   N o r w e g i a n   i n o u t   m e t h o d 	 N o 	 N o 	 N o 	 N o 	 N o r u e g o 	 N o 	 N e i n 	 >@2	 N o 	 'DF1HJ,J)	 N o 	 N o 	 N o 	 T i d a k 	 N o 	 N o 	 	 	 	 N o 	 	 	 	 N o 	 	 	 N o 	 	 	 N o 	 	 	 N o 	 	 	 N o 	 	 	 	 	 	 N o 	 N o 	 N o 	 N o 	 N o 	 N o 	 N o 	 N o 	 N o 	 N o 	 N o 	 N O 	 	 N o 	 	 	 	 	 	 	 	 N o 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ S W E D I S H _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   S w e d i s h   i n o u t   m e t h o d 	 S v 	 S v 	 S v 	 S v 	 S u e c o 	 S v 	 S v 	 (254	 S v 	 'D3HJ/J)	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 	 	 	 S v 	 	 	 	 S v 	 	 	 S v 	 	 	 S v 	 	 	 S v 	 	 	 S v 	 	 	 	 	 	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 S v 	 	 S v 	 	 	 	 	 	 	 	 S v 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ C R O A T I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   C r o a t i a n   i n o u t   m e t h o d 	 H r 	 H r 	 H r 	 H r 	 C r o a t a 	 H r 	 H r 	 %>@2	 H r 	 'DC1H'*J)	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 	 	 	 H r 	 	 	 	 H r 	 	 	 H r 	 	 	 H r 	 	 	 H r 	 	 	 H r 	 	 	 	 	 	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 H r 	 	 H r 	 	 	 	 	 	 	 	 H r 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ R O M A N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   R o m a n i a n   i n o u t   m e t h o d 	 R o 	 R o 	 R o 	 R o 	 R u m a n o 	 R o 	 R o 	  C<	 R o 	 'D1HE'FJ)	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 	 	 	 R o 	 	 	 	 R o 	 	 	 R o 	 	 	 R o 	 	 	 R o 	 	 	 R o 	 	 	 	 	 	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 R o 	 	 R o 	 	 	 	 	 	 	 	 R o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ S L O V E N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   S l o v e n i a n   i n o u t   m e t h o d 	 S l 	 S l 	 S l 	 S l 	 E s l o v e n o 	 S l 	 S l 	 !;>25=	 S l 	 'D3DHAJFJ)	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 	 	 	 S l 	 	 	 	 S l 	 	 	 S l 	 	 	 S l 	 	 	 S l 	 	 	 S l 	 	 	 	 	 	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 S l 	 	 S l 	 	 	 	 	 	 	 	 S l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ G R E E K _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   G r e e k   i n o u t   m e t h o d 	 E l 	 E l 	 E l 	 E l 	 G r i e g o 	 E l 	 E l 	 @	 E l 	 'DJHF'FJ)	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 	 	 	 E l 	 	 	 	 E l 	 	 	 E l 	 	 	 E l 	 	 	 E l 	 	 	 E l 	 	 	 	 	 	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 E l 	 	 E l 	 	 	 	 	 	 	 	 E l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S D _ D E L E T E _ T A G _ Q U E S T I O N 	 V R S D 	 P O P U P C O N F I R M 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 *Rdjd|	  RdwSh	 %AG? 	  B o r r a r   e t i q u e t a ? 	 S u p p r i m e r  l   t i q u e t t e   ? 	 K e n n z e i c h e n   l  s c h e n ? 	 !B5@5BL  <5B:C? 	 E l i m i n a r e   e t i c h e t t a ? 	 -0A  'D9D'E)	 E l i m i n a r   e t i q u e t a ? 	 E t i k e t i   s i l ? 	 X  a   t   k h  a ? 	 H a p u s   t a g ? 	 H a p u s   t a g ? 	 	H		  .	?		>			? 	   	   	   	 T  r l i   a   c  m k  t ? 	   	   	   	 T a g   v e r w i j d e r e n ? 	   	   	 ^t e r g e ci   e t i c h e t a ? 	   	   	   ? 	   	   	 (13(  -0A  4H/	   	   	   					  						? 	   	   	   	 	 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 S k r a p   e t i k e t ? 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 D e l e t e   t a g ? 	 
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 
 S T R _ J A V A _ R E P O R T _ S E N D I N G 	 J a v a 	 P O P U P C O N F I R M 	 S e n d   t h e   J a v a   m i d l e t   s u i t e   i n s t a l l / d e l e t e   r e p o r t   t o   v e n d o r 	 S e n d i n g   r e p o r t 	 P1XJT-N	  ObJT-N	 3%1*H#2"2	 E n v i a n d o   i n f o r m e 	 E n v o i   d u   r a p p o r t 	 B e r i c h t   w i r d   g e s e n d e t 	 B?@02:0  >BG5B0	 I n v i o   r a p p o r t o   i n   c o r s o 	 ,'1M  '13'D  'D*B'1J1	 A   e n v i a r   r e l a t  r i o 	 R a p o r   g  n d e r i l i y o r 	 a n g   g i   b  o   c  o 	 M e n g i r i m   l a p o r a n 	 M e n g h a n t a r   l a p o r a n 	 0	?	*	K	0	M		  -	G		  0	9	>	  9	H		 	 	 	 K  l d  s i   j e l e n t  s 	 	 	 	 V e r s l a g   v e r z e n d e n 	 	 	 T r i m i t e r e   r a p o r t    n   c u r s 	 	 	   	 	 	 /1  -'D  '13'D  2'14	 	 	 							  									 	 	 	 	 	 S e n d i n g   r e p o r t 	 S e n d i n g   r e p o r t 	 S e n d i n g   r e p o r t 	 S t u u r   t a n s   v e r s l a g 	 S e n d i n g   r e p o r t 	 S e n d i n g   r e p o r t 	 S e n d i n g   r e p o r t 	 S e n d i n g   r e p o r t 	 S e n d i n g   r e p o r t 	 S e n d i n g   r e p o r t 	 1
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	 0?*K0M  * >	?	 D u k e   d e r g u a r   r a p o r t i n 	 						  								  	 	 	 	 	 	 	 	 E n v i a n d o   r e l a t  r i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ D E L E T E D _ B U T _ F A I L E D _ T O _ S E N D _ R E P O R T 	 J a v a 	 P O P U P 	 J a v a   m i d l e t   s u i t e   h a s   b e e n   d e l e t e d   b u t   f a i l e d   t o   s e n d   t h e   r e p o r t   t o   v e n d o r 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 ]*RdFOP1XJT1YWe	 ] RdFO ObJT1Y%	 %A%I'  AHD!H*2!2#*H#2"2	 B o r r a d o   p e r o   f a l l    a l   e n v i a r   e l   i n f o r m e 	 S u p p r i m    m a i s    c h e c   d  e n v o i   d u   r a p p o r t 	 G e l  s c h t ,   a b e r   B e r i c h t   k o n n t e   n i c h t   g e s e n d e t   w e r d e n 	 #40;5=>,   >BG5B  =5  >B?@02;5=. 	 E l i m i n a t o   m a   i n v i o   r a p p o r t o   f a l l i t o 	 *E  'DE3-  HDCF  A4D  AJ  '13'D  'D*B'1J1	 E l i m i n a d o   m a s   n  o   f o i   p o s s  v e l   e n v i a r   r e l a t  r i o 	 S i l i n d i   f a k a t   r a p o r   g  n d e r m e   b a _a r 1s 1z 	    x  a   n h n g   g i   b  o   c  o   t h t   b i 	 T e r h a p u s   n a m u n   g a g a l   m e n g i r i m   l a p o r a n 	 T e r h a p u s   t e t a p i   g a g a l   m e n g h a n t a r   l a p o r a n 	 .	?		>	  &	?	/	>	  2	G		?	(	  0	?	*	K	0	M		  -	G		(	G	  .	G		  	8	+	2	  0	9	>		 	 	 	 T  r  l v e ,   d e   a   j e l e n t  s   e l k  l d  s e   s i k e r t e l e n 	 	 	 	 V e r w i j d e r d   m a a r   v e r s l a g   k o n   n i e t   v e r z o n d e n   w o r d e n 	 	 	 S - a   _t e r s ,    n s   t r i m i t e r e a   r a p o r t u l u i   n u   a   r e u _i t 	 	 	         	 	 	 -0A  4/  'E'  '13'D  2'14  F'EHAB  (H/	 	 	 				  				  						  							  						  							 	 	 	 	 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 G e s k r a p   m a a r   h e t   n i e   v e r s l a g   g e s t u u r   n i e 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 D e l e t e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 (
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 S T R _ J A V A _ I N S T A L L E D _ B U T _ F A I L E D _ T O _ S E N D _ R E P O R T 	 J a v a 	 P O P U P 	 J a v a   m i d l e t   s u i t e   h a s   b e e n   i n s t a l l e d   b u t   f a i l e d   t o   s e n d   t h e   r e p o r t   t o   v e n d o r 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 ][݈FOP1XJT1YWe	 ][ňFO ObJT1Y%  	 41IA%I'  AH*H#2"2%I!@+%'	 I n s t a l a d o   p e r o   f a l l    a l   e n v i a r   e l   i n f o r m e 	 I n s t a l l    m a i s    c h e c   d  e n v o i   d u   r a p p o r t 	 I n s t a l l i e r t ,   a b e r   B e r i c h t   k o n n t e   n i c h t   g e s e n d e t   w e r d e n 	 #AB0=>2;5=>,   >BG5B  =5  >B?@02;5=. 	 I n s t a l l a t o   m a   i n v i o   r a p p o r t o   f a l l i t o 	 *E  'D*1CJ(  HDCF  A4D  AJ  '13'D  'D*B'1J1	 I n s t a l a d o   m a s   n  o   f o i   p o s s  v e l   e n v i a r   r e l a t  r i o 	 K u r u l d u   f a k a t   r a p o r   g  n d e r m e   b a _a r 1s 1z 	    c  i   t   n h n g   g i   b  o   c  o   t h t   b i 	 T e r i n s t a l   n a m u n   g a g a l   m e n g i r i m   l a p o r a n 	 T e r p a s a n g   t e t a p i   g a g a l   m e n g h a n t a r   l a p o r a n 	 	(	M	8		I	2	  	0	  &	?	/	>	  2	G		?	(	  0	?	*	K	0	M		  (	9	@		  -	G		  *	>	/	>		 	 	 	 T e l e p  t v e ,   d e   a   j e l e n t  s   e l k  l d  s e   s i k e r t e l e n 	 	 	 	 G e  n s t a l l e e r d   m a a r   v e r s l a g   k o n   n i e t   v e r z o n d e n   w o r d e n 	 	 	 S - a   i n s t a l a t ,    n s   t r i m i t e r e a   r a p o r t u l u i   n u   a   r e u _i t 	 	 	         	 	 	 F5(  4/  'E'  '13'D  2'14  F'EHAB  (H/	 	 	 						  					  						  							  						  							 	 	 	 	 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 G e  n s t a l l e e r   m a a r   h e t   n i e   v e r s l a g   g e s t u u r   n i e 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 I n s t a l l e d   b u t   f a i l e d   t o   s e n d   r e p o r t 	 
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 
 S T R _ J A V A _ N O T I F Y _ P O S T I N G 	 J a v a 	 T I T L E 	 t i t l e   o f   s c r e e n   t o n o t i t y   t o   s e n d   r e p o r t   t o   v e n d o r   w h e n   i n s t a l l / d e l e t e   J a v a   m i d l e t   s u i t e 	 N o t i f y 	 la	 la	 AI@7-	 N o t i f i c a r 	 N o t i f i e r 	 B e n a c h r i c h t i g e n 	 #254><8BL	 N o t i f i c a r e 	 ED'-8)	 N o t i f i c a r 	 B i l d i r 	 C h     	 B e r i   t a h u k a n 	 B e r i t a h u 	 8	B		?	$	  	0	G			 	 	 	  r t e s  t  s 	 	 	 	 M e l d e n 	 	 	 N o t i f i c a r e 	 	 	 	 	 	 '7D'9  /'/F	 	 	 					  				 	 	 	 	 	 N o t i f y 	 N o t i f y 	 N o t i f y 	 S t e l   i n   k e n n i s 	 N o t i f y 	 N o t i f y 	 N o t i f y 	 N o t i f y 	 N o t i f y 	 N o t i f y 	 
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	 ,?M*M$?	 N j o f t o 	 								  	 	 	 	 	 	 	 	 N o t i f i c a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ J P G _ F I L E _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   o n e   J P G   f i l e   t o   p r i n t 	 J P G   f i l e   i s   s e l e c t e d . 	 PJ P G jHh]xS0	 *NJ P G eN]	S0	 D%L  J P G   9@%7-	 A r c h i v o   J P G   s e l e c c i o n a d o 	 F i c h i e r   J P G   s  l e c t i o n n  	 J P G - D a t e i   i s t   g e w  h l t . 	 K1@0=  D09;  J P G .   	 F i l e   J P G   s e l e z i o n a t o . 	 EDAJ P G   E.*'1	 O   f i c h e i r o   J P G   e s t    s e l e c c i o n a d o . 	 J P G   d o s y a s 1  s e  i l d i 	 T p   J P G      c h n 	 F i l e   J P G   t e l a h   d i p i l i h . 	 F a i l   J P G   d i p i l i h . 	 J P G   +	>		2	  8	G	2	G		M		  	@	  		  9	H		 	 	 	 J P G   f  j l   v a n   k i j e l  l v e . 	 	 	 	 J P G - b e s t a n d   i s   g e s e l e c t e e r d 	 	 	 F i _i e r   J P G   s e l e c t a t . 	 	 	     J P G 	 	 	 A'D  J P G   'F*.'(  4/. 	 	 	 						  				  					  			  						 	 	 	 	 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G - l  e r   i s   g e k i e s . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   f i l e   i s   s e l e c t e d . 	 J P G   +
/
2
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	 J P G   +>2  .(K(@$. 	 	 J P G   				  				  				  			. 	 	 	 	 	 	 	 	 A r q u i v o   J P G      s e l e c i o n a d o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ J P G _ F I L E S _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   J P G   f i l e s   t o   p r i n t 	 J P G   f i l e s   a r e   s e l e c t e d . 	 PJ P G jHh]xS0	 *NJ P G eN]	S0	 D%L  J P G   9@%7-	 A r c h i v o s   J P G   s e l e c c i o n a d o s 	 F i c h i e r s   J P G   s  l e c t i o n n  s 	 J P G - D a t e i e n   s i n d   g e w  h l t . 	 K1@0=K  D09;K  J P G . 	 F i l e   J P G   s e l e z i o n a t i . 	 EDA'*J P G   E.*'1'*	 O s   f i c h e i r o s   J P G   e s t  o   s e l e c c i o n a d o s . 	 H P G   d o s y a l a r 1  s e  i l d i . 	 T p   J P G      c h n 	 F i l e   J P G   t e l a h   d i p i l i h . 	 F a i l   J P G   d i p i l i h . 	 J P G   +	>		2	G		  8	G	2	G		M		  	@	  		  9	H			 	 	 	 J P G   f  j l o k   v a n n a k   k i j e l  l v e . 	 	 	 	 J P G - b e s t a n d e n   z i j n   g e s e l e c t e e r d . 	 	 	 F i _i e r e   J P G   s e l e c t a t e . 	 	 	     J P G 	 	 	 A'D  G'  J P G   'F*.'(  4/. 	 	 	 						  								  					  			  						 	 	 	 	 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G - l  e r s   i s   g e k i e s . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   f i l e s   a r e   s e l e c t e d . 	 J P G   +
/
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	 J P G   +>2A!?  .(K(@$. 	 	 J P G   								  				  				  			. 	 	 	 	 	 	 	 	 A r q u i v o s   J P G   s  o   s e l e c i o n a d o s . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ J P G _ F I L E S _ L I M I T A T I O N 	 P i c t B r i d g e 	 U N L I M 	 M a x   J P G   f i l e s   t o   p r i n t 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	  gYSRpS2 0 PJ P G jHh		  gYSSbpS2 0 *NJ P G eN		 ( @	20  2 0   D%LA#5H*2!2#4!LDI) 	 ( S  l o   s e   p u e d e   i m p r i m i r   l o s   p r i m e r o s   2 0   a r c h i v o s ) 	 ( S e u l e m e n t   l e s   2 0   p r e m i e r s   f i c h i e r s   p e u v e n t    t r e   i m p r i m  s ) 	 ( N u r   d i e   e r s t e n   2 0   D a t e i e n   k  n n e n   g e d r u c k t   w e r d e n . ) 	 ( ">;L:>  ?5@2K5  2 0   D09;>2  <>3CB  1KBL  =0?5G0B0=K. ) 	 ( S o l o   i   p r i m i   2 0   f i l e   p o s s o n o   e s s e r e   s t a m p a t i . ) 	 7('9)  EDA'*  9DJ  #C+12 0 	 ( A p e n a s   o s   p r i m e i r o s   2 0   f i c h e i r o s   p o d e m   s e r   i m p r e s s o s . ) 	 ( S a d e c e   i l k   2 0   y a z d 1r 1l a b i l i r ) 	 ( C h   c    t h   i n   c   n h i u   n h t   2 0   t p . ) 	 ( H a n y a   2 0   f i l e   p e r t a m a   y a n g   d a p a t   d i c e t a k . ) 	 ( H a n y a   2 0   f a i l   p e r t a m a   b o l e h   d i c e t a k . ) 	 ( 	G	5	2	  *	M	0	%	.	  2 0   +	>		2	G		  *	M	0	?	(	M		  	@	  	>	  8		$	@	  9	H		) 	 	 	 	 ( C s a k   a z   e l s Q  2 0   f  j l   n y o m t a t h a t  . ) 	 	 	 	 ( S l e c h t s   2 0   b e s t a n d e n   k u n n e n   a f g e d r u k t   w o r d e n . ) 	 	 	 ( S e   p o t   i m p r i m a   n u m a i   p r i m e l e   2 0   d e   f i _i e r e . ) 	 	 	 (       2 0     )   	 	 	 ( AB7  2 0   A'D  'HD  B'(D  '~  '3*. ) 	 	 	 ( 									  		  		  				  							  			  				) 	 	 	 	 	 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( S l e g s   e e r s t e   2 0   l  e r s   k a n   g e d r u k   w o r d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   f i r s t   2 0   f i l e s   c a n   b e   p r i n t e d . ) 	 ( 
&
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. ) 	 ( G,2  2 0   +>2  .A&M0#  9K*>0?,) 	 	 ( 				  						  2 0 - 		  						  							  				  				. ) 	 	 	 	 	 	 	 	 ( S o m e n t e   o s   p r i m e i r o s   2 0   a r q u i v o s   p o d e m   s e r   i m p r e s s o s . ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ D R M _ F I L E _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   o n e   D R M   f i l e   t o   p r i n t 	 D R M   f i l e   i s   s e l e c t e d . 	 PD R M jHh]xS0	 *ND R M eN]	S0	 D%L  D R M   9@%7-	 A r c h i v o   D R M   s e l e c c i o n a d o 	 F i c h i e r   G D N   s  l e c t i o n n  . 	 D R M - D a t e i   i s t   g e w  h l t . 	 K1@0=  D09;  D R M . 	 F i l e   D R M   s e l e z i o n a t o . 	 'DEDAD R M   E.*'1	 O   f i c h e i r o   D R M   e s t    s e l e c c i o n a d o . 	 D R M   d o s y a s 1  s e  i l d i . 	 T p   D R M      c h n 	 F i l e   D R M   t e l a h   d i p i l i h . 	 F a i l   D R M   d i p i l i h . 	 D R M   +	>		2	  8	G	2	G		M		  	@	  		  9	H		 	 	 	 D R M   f  j l   v a n   k i j e l  l v e . 	 	 	 	 D R M - b e s t a n d   i s   g e s e l e c t e e r d . 	 	 	 F i _i e r   D R M   s e l e c t a t . 	 	 	     D R M 	 	 	 A'D  D R M   'F*.'(  4/. 	 	 	 						  				  					  			  						 	 	 	 	 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M -   l  e r   i s   g e k i e s . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   f i l e   i s   s e l e c t e d . 	 D R M   +
/
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. 	 D R M   +>2  .(K(@$. 	 	 D R M   				  				  				  			. 	 	 	 	 	 	 	 	 A r q u i v o   D R M      s e l e c i o n a d o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ D R M _ F I L E S _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   D R M   f i l e s   t o   p r i n t 	 D R M   f i l e s   a r e   s e l e c t e d . 	 PD R M jHh]xS0	 *ND R M eN]	S0	 D%L  D R M   9@%7-	 A r c h i v o s   D R M   s e l e c c i o n a d o s 	 F i c h i e r s   G D N   s  l e c t i o n n  s . 	 D R M - D a t e i e n   s i n d   g e w  h l t . 	 K1@0=K  D09;K  D R M . 	 F i l e   D R M   s e l e z i o n a t i . 	 'DEDAD R M   E.*'1	 O s   f i c h e i r o s   D R M   e s t  o   s e l e c c i o n a d o s . 	 D R M   d o s y a l a r 1  s e  i l d i . 	 T p   D R M      c h n 	 F i l e   D R M   t e l a h   d i p i l i h . 	 F a i l   D R M   d i p i l i h . 	 D R M   +	>		2	G		  8	G	2	G		M		  	@	  		  9	H			 	 	 	 D R M   f  j l o k   v a n n a k   k i j e l  l v e . 	 	 	 	 D R M - b e s t a n d e n   z i j n   g e s e l e c t e e r d . 	 	 	 F i _i e r e   D R M   s e l e c t a t e . 	 	 	     D R M 	 	 	 A'D  G'  D R M   'F*.'(  4/. 	 	 	 						  								  					  			  						 	 	 	 	 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M -   l  e r s   i s   g e k i e s . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   f i l e s   a r e   s e l e c t e d . 	 D R M   +
/
2
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	 D R M   +>2A!?  .(K(@$. 	 	 D R M   								  				  				  			. 	 	 	 	 	 	 	 	 A r q u i v o s   D R M   s  o   s e l e c i o n a d o s . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ D R M _ F I L E S _ L I M I T A T I O N 	 P i c t B r i d g e 	 U N L I M 	 P r o h i b i t   t o   p r i n t   D R M   f i l e s 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 D R M jHh!qlRpS		 D R M eNelSbpS		 ( D%L5H9+I2!B"  D R M   D!H*2!2#4!LDI) 	 ( D R M   p r o h i b i    l a   i m p r e s i  n   d e   l o s   a r c h i v o s ) 	 ( F i c h i e r s   i n t e r d i t s   p a r   G D N ,   n e   p e u v e n t   p a s    t r e   i m p r i m  s ) 	 ( D R M - v e r b o t e n e   D a t e i e n   k  n n e n   n i c h t   g e d r u c k t   w e r d e n . ) 	 ( 0?@5I5==K5  D09;K  D R M   =5  <>3CB  1KBL  =0?5G0B0=K. ) 	 ( I   f i l e   D R M   p r o i b i t i   n o n   p o s s o n o   e s s e r e   s t a m p a t i . ) 	 'DEDAD R M   D'  JECF  7('9)	 ( O s   f i c h e i r o s   D R M   p r o i b i d o s   n  o   p o d e m   s e r   i m p r e s s o s . ) 	 ( D R M   y a s a k l 1  d o s y a l a r   y a z 1d 1r 1l a m a z ) 	 ( T p   D R M   k h  n g   t h   i n . ) 	 ( F i l e   y a n g   d i l a r a n g   D R M   t i d a k   d a p a t   d i c e t a k . ) 	 ( F a i l   D R M   d i l a r a n g   t i d a k   b o l e h   d i c e t a k . ) 	 ( D R M   	@	  .	(	>	9	@	  5	>	2	@	  +	>		2	G		  *	M	0	?	(	M		  (	9	@		  	@	  	>	  8		$	@	  9	H		) 	 	 	 	 ( A   D R M    l t a l   t i l t o t t   f  j l o k   n y o m t a t  s a   n e m   l e h e t s  g e s . ) 	 	 	 	 ( V e r b o d e n   D R M - b e s t a n d e n   k u n n e   n i e t   a f g e d r u k t   w o r d e n . ) 	 	 	 ( F i _i e r e l e   D R M   i n t e r z i s e   n u   s e   p o t   i m p r i m a . ) 	 	 	 (         D R M   ) 	 	 	 ( A'D  G'  D R M   EEFH9  4/G  B'(D  '~  F3*. ) 	 	 	 ( 								  							  								  							  			  				  		) 	 	 	 	 	 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M - v e r b o d e   l  e r s   k a n   n i e   g e d r u k   w o r d   n i e . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   p r o h i b i t e d   f i l e s   c a n n o t   b e   p r i n t e d . ) 	 ( D R M   (
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. ) 	 ( D R M   +>2  .A&M0#  9K*>0?,  (>9?) 	 	 ( D R M   							  			  								  							  				  						) 	 	 	 	 	 	 	 	 ( A r q u i v o s   D R M   p r o i b i d o s   n  o   p o d e m   s e r   i m p r e s s o s . ) 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ B A D _ F I L E _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   o n e   n o n - J P G   f i l e   t o   p r i n t 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 P^J P G jHh]xS0	 *N^J P G eN]	S0	 D%LD!HDI!52!*8%  J P G 	 a r c h i v o   n o   t i e n e   l a   e x t e n s i  n   J P G . 	 l e   f i c h i e r   n  a   p a s   u n e   e x t e n s i o n   J P G . 	 D a t e i   i s t   n i c h t   i n   J P G - E r w e i t e r u n g . 	 D09;  =5  A  @0AH8@5=85<  J P G .   	 i l   f i l e   n o n   h a   l ' e s t e n s i o n e   J P G . 	 'DEDA  9/EJ P G   E.*'1	 O   f i c h e i r o   n  o   p o s s u i   e x t e n s  o   J P G . 	 D o s y a   J P G   u z a n t 1l 1  d e i l 	 t p   p h i   J P G      c h n . 	 f i l e   t i d a k   d a l a m   e k s t e n s i   J P G . 	 f a i l   b u k a n   s a m b u n g a n   J P G . 	 +	>		2	  J P G   		M	8		G		6	(	  .	G		  (	9	@		  9	H		 	 	 	 a   f  j l   k i t e r j e s z t  s e   n e m   J P G . 	 	 	 	 B e s t a n d   h e e f t   g e e n   J P G - e x t e n s i e . 	 	 	 f i _i e r   f r   e x t e n s i e   J P G . 	 	 	       J G P 	 	 	 A'D  ~3HF/  J P G   F/'1/. 	 	 	 				  						  										  				 	 	 	 	 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 L  e r   h e t   n i e   J P G - a g t e r v o e g s e l   n i e . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 f i l e   i s   n o t   i n   J P G   e x t e n s i o n . 	 +
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. 	 +>2?  J P G   ,0M&M'?$0#0G  (>9?	 	 				  J P G   											  			. 	 	 	 	 	 	 	 	 a r q u i v o   n  o      u m a   e x t e n s  o   J P G . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ B A D _ F I L E S _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   n o n - J P G   f i l e s   t o   p r i n t 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 P^J P G jHh]xS0	 *N^J P G eN]	S0	 D%LD!HDI!52!*8%  J P G 	 a r c h i v o s   n o   t i e n e n   l a   e x t e n s i  n   J P G . 	 l e s   f i c h i e r s   n  o n t   p a s   u n e   e x t e n s i o n   J P G . 	 D a t e i   s i n d   n i c h t   i n   J P G - E r w e i t e r u n g . 	 D09;K  =5  A  @0AH8@5=85<  J P G . 	 i   f i l e   n o n   h a n n o   l ' e s t e n s i o n e   J P G . 	 'DEDA  9/EJ P G   E.*'1	 O s   f i c h e i r o s   n  o   p o s s u e m   e x t e n s  o   J P G . 	 D o s y a l a r   J P G   u z a n t 1l 1  d e i l 	 t p   p h i   J P G      c h n . 	 f i l e   t i d a k   d a l a m   e k s t e n s i   J P G . 	 f a i l   b u k a n   s a m b u n g a n   J P G . 	 +	>		2	G		  J P G   		M	8		G		6	(	  .	G		  (	9	@		  9	H			 	 	 	 a   f  j l o k   k i t e r j e s z t  s e   n e m   J P G . 	 	 	 	 B e s t a n d e n   h e b b e n   g e e n   J P G - e x t e n s i e . 	 	 	 f i _i e r e   f r   e x t e n s i e   J P G . 	 	 	       J G P 	 	 	 A'D  G'  ~3HF/  J P G   F/'1F/. 	 	 	 								  						  										  				 	 	 	 	 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 L  e r s   h e t   n i e   J P G - a g t e r v o e g s e l   n i e . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 f i l e s   a r e   n o t   i n   J P G   e x t e n s i o n . 	 +
/
2
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   J P G   
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8
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 7
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. 	 +>2A!?  J P G   ,0M&M'?$0#0G  (>9?	 	 								  J P G   											  			. 	 	 	 	 	 	 	 	 a r q u i v o s   n  o   s  o   u m a   e x t e n s  o   J P G . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I C T _ B A D _ F I L E S _ L I M I T A T I O N 	 P i c t B r i d g e 	 U N L I M 	 P r o h i b i t   t o   p r i n t   n o n - J P G   f i l e s 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ^J P G jHh!qlRpS		 ^J P G eNelSbpS		 ( @	20D%L  J P G   5H*2!2#4!LDI) 	 ( S  l o   s e   p u e d e   i m p r i m i r   l o s   a r c h i v o s   J P G ) 	 ( S e u l e m e n t   l e s   f i c h i e r s   J P G   p e u v e n t    t r e   i m p r i m  s ) 	 ( N u r   J P G - D a t e i e n   k  n n e n   g e d r u c k t   w e r d e n . ) 	 ( >7<>6=0  ?5G0BL  B>;L:>  J P G   D09;>2. ) 	 ( S o l o   i   f i l e   J P G   p o s s o n o   e s s e r e   s t a m p a t i . ) 	 'DEDA  9/EJ P G   D'  JECF  7('9)	 ( A p e n a s   o s   f i c h e i r o s   J P G   p o d e m   s e r   i m p r e s s o s . ) 	 ( S a d e c e   J P G   d o s y a l a r 1  y a z d 1r 1l a b i l i r ) 	 ( C h   c    t p   J P G   m i   c    t h   i n . ) 	 ( H a n y a   f i l e   J P G   y a n g   d a p a t   d i c e t a k . ) 	 ( H a n y a   f a i l   J P G   b o l e h   d i c e t a k . ) 	 ( 	G	5	2	  J P G   +	>		2	G		  *	M	0	?	(	M		  	@	  	>	  8		$	@	  9	H		) 	 	 	 	 ( C s a k   J P G   f  j l o k   n y o m t a t h a t  k . ) 	 	 	 	 ( A l l e e n   J P G - b e s t a n d e n   k u n n e n   a f g e d r u k t   w o r d e n . ) 	 	 	 ( S e   p o t   i m p r i m a   n u m a i   f i _i e r e   J P G . ) 	 	 	 (           J P G )   	 	 	 ( AB7  A'D  G'  J P G   B'(D  '~  '3*. ) 	 	 	 ( 								  						  								  							  			  				d	) 	 	 	 	 	 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( S l e g s   J P G - l  e r s   k a n   g e d r u k   w o r d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f i l e s   c a n   b e   p r i n t e d . ) 	 ( J P G   +
/
2
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. ) 	 ( G,3  J P G   +>2A!?  .A&M0#  9K*>0?,. ) 	 	 ( 				  J P G   										  							  				  				. ) 	 	 	 	 	 	 	 	 ( S o m e n t e   o s   a r q u i v o s   J P G   p o d e m   s e r   i m p r e s s o s . ) 	 	 	 	 	 	 	 	 ( J P G   f i t x a k   b a i n o   e z i n   d i r a   i n p r i m a t u ) 	 ( T a n g i n g   m g a   J P G   n a   f i l e   a n g   m a i - p i - p r i n t . ) 	 ( S    s e   p o d e n   i m p r i m i r   f i c h e i r o s   J P G . ) 	 ( S s   J P G   f a l   k a - a g a       a p r n t 	 ( N    f  i d i r   a c h   c o m h a i d   J P G   a   p h r i o n t  i l . ) 
 
 S T R _ I D _ P I C T _ I N V _ F I L E _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   o n e   i n v a l i d   J P G   f i l e   t o   p r i n t 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 P/<h_vJ P G jHh]xS0	 *N<h_J P G eN]	S0	 D%L!5#9A  J P G   D!H9I-	 e l   a r c h i v o   t i e n e   u n   f o r m a t o   J P G   i n v  l i d o 	 l e   f i c h i e r   u t i l i s e   u n   f o r m a t   J P G   i n v a l i d e . 	 D a t e i   i s t   u n g  l t i g e s   J P G - F o r m a t . 	 D09;  =525@=>3>  J P G   D>@<0B0. 	 F o r m a t o   J P G   d e l   f i l e   i n v a l i d o . 	 *E  '.*J'1  5J:)  'DEDAJ P G   .7#	 O   f i c h e i r o   p o s s u i   u m   f o r m a t o   J P G   i n v  l i d o . 	 D o s y a   g e  e r s i z   J P G   f o r m a t 1n d a 	 t p   n h   d n g   J P G   l i   	 f i l e   d a l a m   f o r m a t   J P G   y a n g   t i d a k   v a l i d . 	 f a i l   i a l a h   f o r m a t   J P G   t i d a k   s a h . 	 +	>		2	  	.	>	(	M	/	  J P G   +	>	0	M	.	G		  .	G		  9	H	. 	 	 	 	 a   f  j l    r v  n y t e l e n   J P E G   f o r m  t u m  . 	 	 	 	 b e s t a n d   h e e f t   g e e n   J P G - i n d e l i n g . 	 	 	 f i _i e r   c u   f o r m a t   J P G   n e v a l i d . 	 	 	     J P G     	 	 	 A'D  /'1'  A1E*  J P G   E9*(1  F3*. 	 	 	 						  								  						  									 	 	 	 	 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 L  e r   h e t   o n g e l d i g e   J P G - f o r m a a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 f i l e   i s   i n v a l i d   J P G   f o r m a t . 	 +
/
2
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8
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. 	 +>2?  .>(M_  J P G   +0M.>. 	 	 J P G   						  				  				  		. 	 	 	 	 	 	 	 	 a r q u i v o      d e   u m   f o r m a t o   J P G   i n v  l i d o . 	 	 	 	 	 	 	 	 F i t x a   b a l i o g a b e a   d a   J P G   f o r m a t u a 	 a n g   f i l e   a y   h i n d i   w a s t o n g   f o r m a t   n g   J P G . 	 f i c h e i r o      u n   f o r m a t o   J P G   i n v  l i d o . 	 F a l   a d a b a g h   d d   J P G 	 i s   f o r m  i d   J P G   n e a m h b h a i l    a t    s a   c h o m h a d . 
 
 S T R _ I D _ P I C T _ I N V _ F I L E S _ S E L E C T E D 	 P i c t B r i d g e 	 U N L I M 	 S e l e c t   i n v a l i d   J P G   f i l e s   t o   p r i n t 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 P/<h_vJ P G jHh]xS0	 *N<h_J P G eN]	S0	 D%L!5#9A  J P G   D!H9I-	 l o s   a r c h i v o s   t i e n e n   u n   f o r m a t o   J P G   i n v  l i d o 	 l e s   f i c h i e r s   u t i l i s e n t   u n   f o r m a t   J P G   i n v a l i d e . 	 D a t e i e n   s i n d   u n g  l t i g e s   J P G - F o r m a t . 	 D09;K  =525@=>3>  J P G     D>@<0B0. 	 f o r m a t o   J P G   d e i   f i l e   i n v a l i d i . 	 *E  '.*J'1  5J:)  'DEDAJ P G   .7#	 O s   f i c h e i r o s   p o s s u e m   u m   f o r m a t o   J P G   i n v  l i d o . 	 D o s y a l a r   g e  e r s i z   J P G   f o r m a t 1n d a 	 t p   n h   d n g   J P G   l i   	 f i l e   d a l a m   f o r m a t   J P G   y a n g   t i d a k   v a l i d . 	 f a i l   i a l a h   f o r m a t   J P G   t i d a k   s a h . 	 +	>		2	G		  	.	>	(	M	/	  J P G   +	>	0	M	.	G		  .	G		  9	H		. 	 	 	 	 a   f  j l o k    r v  n y t e l e n   J P E G   f o r m  t u m  a k . 	 	 	 	 b e s t a n d e n   h e b b e n   g e e n   J P G - i n d e l i n g . 	 	 	 f i _i e r e   c u   f o r m a t   J P G   n e v a l i d . 	 	 	     J P G     	 	 	 A'D  G'  /'1'  A1E*  J P G   E9*(1  F3*F/. 	 	 	 					  								  								  									 	 	 	 	 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 L  e r s   h e t   o n g e l d i g e   J P G - f o r m a a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 f i l e s   a r e   i n v a l i d   J P G   f o r m a t . 	 +
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 
 S T R _ I D _ P I C T _ I N V _ F I L E S _ L I M I T A T I O N 	 P i c t B r i d g e 	 U N L I M 	 P r o h i b i t   t o   p r i n t   i n v a l i d   J P G   f i l e s 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 /<h_vJ P G jHh!qlRpS		 <h_vJ P G eNelSbpS		 ( @	20#9A  J P G   5H*2!2#4!LDI) 	 ( S  l o   s e   p u e d e   i m p r i m i r   l o s   a r c h i v o s   c o n   f o r m a t o   J P G ) 	 ( S e u l e m e n t   l e   f o r m a t   J P G   p e u t    t r e   i m p r i m  ) 	 ( N u r   J P G - F o r m a t   k a n n   g e d r u c k t   w e r d e n . ) 	 ( >7<>6=0  ?5G0BL  B>;L:>  J P G   D09;>2. ) 	 ( S o l o   i   f i l e   J P G   p o s s o n o   e s s e r e   s t a m p a t i   . ) 	 5J:)  'DEDAJ P G   .7#  D'  JECF  'D7('9)	 ( A p e n a s   o s   f o r m a t o s   J P G   p o d e m   s e r   i m p r e s s o s . ) 	 ( S a d e c e   J P G   d o s y a l a r 1  y a z d 1r 1l a b i l i r ) 	 ( C h   n h   d n g   J P G   m i   c    t h   i n . ) 	 ( H a n y a   f o r m a t   J P G   y a n g   d a p a t   d i c e t a k . ) 	 ( H a n y a   f o r m a t   J P G   b o l e h   d i c e t a k . ) 	 ( 	G	5	2	  J P G   +	>	0	M	.	G		  *	M	0	?	(	M		  	?	/	>	  	>	  8		$	>	  9	H	) 	 	 	 	 ( C s a k   J P G   f o r m  t u m  a k   n y o m t a t h a t  k . ) 	 	 	 	 ( A l l e e n   J P G - i n d e l i n g   k a n   a f g e d r u k t   w o r d e n . ) 	 	 	 ( S e   p o a t e   i m p r i m a   n u m a i   f o r m a t u l   J P G . ) 	 	 	 (           J P G )   	 	 	 ( AB7  A1E*  J P G   B'(D  '~  '3*. ) 	 	 	 ( 									  						  									  							  			  				) 	 	 	 	 	 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( S l e g s   J P G - f o r m a a t   k a n   g e d r u k   w o r d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( O n l y   J P G   f o r m a t   c a n   b e   p r i n t e d . ) 	 ( J P G   +
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 
 S T R _ I D _ P I C T _ C O N F I R M _ F M G R _ T O _ P R I N T 	 P i c t B r i d g e 	 U N L I M 	 C o n f i r m a t i o n   t o   p r i n t 	 C o n t i n u e   p r i n t i n g ? 	 /f&T|~~RpS	 /f&T~~SbpS	 4!LH-+#7-D!H? 	  C o n t i n u a r   l a   i m p r e s i  n ? 	 V e u i l l e z   c o n f i r m e r   l  i m p r e s s i o n . 	 D r u c k v o r g a n g   f o r t s e t z e n ? 	 >4B25@48B5  ?5G0BL. 	 C o n t i n u a r e   l a   s t a m p a ? 	 *#C/  7('9)  'D'3*E1'1  #E  D'	 C o n t i n u a r   a   i m p r e s s  o ? 	 Y a z d 1r m a y a   d e v a m   e d i l s i n   m i ? 	 T i p   t c   i n ? 	 L a n j u t k a n   p e n c e t a k a n ? 	 T e r u s   m e n c e t a k ? 	 *	M	0	?			?			  	>	0	@	  0		G		? 	 	 	 	 N y o m t a t  s   f o l y t a t  s a ? 	 	 	 	 D o o r g a a n   m e t   a f d r u k k e n ? 	 	 	 C o n t i n u a ci   i m p r i m a r e a ? 	 	 	   ? 	 	 	 '~  '/'EG  J'(/	 	 	 							  							  				? 	 	 	 	 	 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 G a a n   v o o r t   o m   t e   d r u k ? 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 P l e a s e   c o n f i r m   t o   p r i n t . 	 *
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 S T R _ I D _ P I C T _ C O N F I R M _ F M G R _ G O _ B A C K 	 P i c t B r i d g e 	 U N L I M 	 C o n f i r m a t i o n   t o   g o   b a c k 	 P l e a s e   s e l e c t   a g a i n . 	 ˊ͑exS0	 ͑e	S0	 B#@%7--5#1I	 P o r   f a v o r   s e l e c c i o n e   n u e v a m e n t e   	 V e u i l l e z   s  l e c t i o n n e r      n o u v e a u . 	 B i t t e   n o c h m a l s   w  h l e n . 	 K15@8B5  A=>20. 	 S e l e z i o n a r e   d i   n u o v o . 	 '9'/)  'D'.*J'1	 S e l e c c i o n e   n o v a m e n t e . 	 L  t f e n   t e k r a r   s e  i n 	 H  y   c h n   l i 	 P i l i h   l a g i . 	 S i l a   c u b a   l a g i . 	 	C	*	/	>	  +	?	0	  8	G	  8	G	2	G		M		  	0	G			 	 	 	 K  r e m   v  l a s s z o n    j r a . 	 	 	 	 S e e l c t e e r   o p n i e u w . 	 	 	 S e l e c t a ci   d i n   n o u . 	 	 	   . 	 	 	 D7A'K  /H('1G  'F*.'(  F/. 	 	 	 							  			  				  					  				. 	 	 	 	 	 	 P l e a s e   s e l e c t   a g a i n . 	 P l e a s e   s e l e c t   a g a i n . 	 P l e a s e   s e l e c t   a g a i n . 	 K i e s   a s s e b l i e f   w e e r . 	 P l e a s e   s e l e c t   a g a i n . 	 P l e a s e   s e l e c t   a g a i n . 	 P l e a s e   s e l e c t   a g a i n . 	 P l e a s e   s e l e c t   a g a i n . 	 P l e a s e   s e l e c t   a g a i n . 	 P l e a s e   s e l e c t   a g a i n . 	 &
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 S T R _ I D _ S N D R E C _ S P E E C H _ O F F 	 S o u n d R e c o r d e r 	 P O P U P 	 S p e e c h   m o d e   i s   o f f 	 S p e e c h   i s   o f f 	 ]ܕ	 ]sQ	 4@*5"9	 A u d i o   d e   v o z   d e s a c t i v a d o   	 P a r o l e   d  s a c t i v  e 	 S p r e c h e n   i s t   d e a k t i v i e r t 	  5GL  2K:;NG5=0	 D i s c o r s o   d i s a t t i v o 	 *E  E:DB  'D5H*	 O   m o d o   d e   v o z   e s t    d e s l i g a d o 	 K o n u _m a   k a p a l 1	 N g    m      t t 	 P e n g u c a p a n   t i d a k   a k t i f 	 P e r t u t u r a n   d i p a d a m k a n 	 ,	K	2	(	G	  	@	  5	?	'	?	  ,		&		 	 	 	 B e s z  d   k i k a p c s o l v a 	 	 	 	 S p r a a k   i s   u i t g e s c h a k e l d 	 	 	 V o r b i r e a   e s t e   d e z a c t i v a t 	 	 	   	 	 	 5/'  .'EH4  '3*	 	 	 					    					 	 	 	 	 	 S p e e c h   i s   o f f 	 S p e e c h   i s   o f f 	 S p e e c h   i s   o f f 	 S p r a a k   i s   a f 	 S p e e c h   i s   o f f 	 S p e e c h   i s   o f f 	 S p e e c h   i s   o f f 	 S p e e c h   i s   o f f 	 S p e e c h   i s   o f f 	 S p e e c h   i s   o f f 	 8
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 
 S T R _ I D _ M O T I O N _ D J _ V O L _ S E T T I N G 	 G a m e 	 T I T L E ,   I C O N T E X T 	 M o t i o n   D J   v o l u m e   s e t t i n g   m e n u   i t e m   s t r i n g 	 V o l u m e   s e t t i n g s 	 ϑ-[	 ϑn	 2#1IH2#01@*5"	 C o n f i g u r a c i  n   d e   v o l u m e n   	 R  g l a g e s   d u   v o l u m e 	 L a u t s t  r k e e i n s t e l l u n g e n 	 0AB@>9:0  3@><:>AB8	 I m p o s t a z i o n i   v o l u m e 	 %9/'/'*  'D5H*	 D e f i n i   e s   d e   v o l u m e 	 S e s   s e v i y e s i   a y a r l a r 1	 C  i   t    m   l n g 	 M T K 	 S e t i n g   k e k u a t a n 	 5	>	2	M	
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 8		 M T K 	 M T K 	 M T K 	 H a n g e r Q- b e  l l  t  s o k 	 M T K 	 M T K 	 M T K 	 I n s t e l l i n g   v a n   g e l u i d s s t e r k t e 	 M T K 	 M T K 	 S e t r i   v o l u m 	 M T K 	 M T K 	     	 M T K 	 M T K 	 *F8E  (DF/  5/'	 M T K 	 M T K 	 					  						  	 M T K 	 M T K 	 M T K 	 	 	 V o l u m e   s e t t i n g 	 V o l u m e   s e t t i n g 	 V o l u m e   s e t t i n g 	 V o l u m e - i n s t e l l i n g s 	 V o l u m e   s e t t i n g 	 V o l u m e   s e t t i n g 	 V o l u m e   s e t t i n g 	 V o l u m e   s e t t i n g 	 V o l u m e   s e t t i n g 	 V o l u m e   s e t t i n g 	 6
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 S T R _ I D _ M O T I O N _ D J _ H E L P _ C O N T E N T 	 G a m e 	 U N L I M 	 M o t i o n   D J   h e l p   s t r i n g 	 M u s i c   D J   i s   a   g a m e   w h i c h   m i x e s   m u s i c   a s   a   p a s t i m e .   I t   c a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   o f   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 RaD J SN\d>evjmT0|ve_Sb-0CfRT	cuv0-[jT|ve__sSSN-[v|vR\OTbmTjvHeg0	 RaD J /f N*NmTPNeg1ZPNv8nb0PNvSe_Sb؞0CfRT	c.v0nPNTv^vSe_TۏeQ8nbSNZPSR\OegmTPN0	 !4'*4  D J   @G@!5H*!*2#5D"1"8@H2  B#A#!*2!2#@4@%B"-1B!14  @"H2  +#7-8H!GDI  1IH2@%A%0#4@-#L5H*1!1L1  21I@#4H!@!  -25I"1*2!2#!4L@%B"#4@-#LGDI	 M o t i o n   D J   e s   u n   j u e g o   q u e   m e z c l a   l a   m  s i c a   y   l o s   p a s a t i e m p o s .   P u e d e   a c t i v a r   l a   m  s i c a   d e   m a n e r a   a u t o m  t i c a ,   a l   a g i t a r l o   u   o p r i m i r   l a   t e c l a .   C o n f i g u r e   l a   m  s i c a   y   e l   a c t i v a d o r ,   d e s p u  s   i n i c i e   e l   j u e g o ,   p u e d e   m e z c l a r   l a   m  s i c a   p o r   m e d i o   d e l   a c t i v a d o r . 	 M o t i o n   D J   e s t   u n   j e u   q u i   m  l a n g e   l a   m u s i q u e   p o u r   f a i r e   p a s s e r   l e   t e m p s .   I l   p e u t   d  c l e n c h e r   l a   m u s i q u e   d e   m a n i  r e   a u t o ,   e n   s e c o u a n t   o u   e n   a p p u y a n t   s u r   u n e   t o u c h e .   R  g l e z   l a   m u s i q u e   e t   l e   p a r a m  t r e   d e   d  c l e n c h e m e n t   c o r r e s p o n d a n t   p u i s   c o m m e n c e z   l e   j e u   ;   v o u s   p o u v e z   m  l a n g e r   l a   m u s i q u e   p a r   d  c l e n c h e m e n t . 	 M o t i o n   D J   i s t   e i n   S p i e l ,   d a s   M u s i k   z u m   Z e i t v e r t r e i b   m i x t .   E s   k a n n   M u s i k   a u t o m a t i s c h ,   d u r c h   S c h  t t e l n   o d e r   D r  c k e n   e i n e r   T a s t e   a u s l  s e n .   L e g e n   S i e   d i e   M u s i k   u n d   d e n   e n t s p r e c h e n d e n   A u s l  s e r   f e s t ,   s t a r t e n   S i e   d a s   S p i e l   u n d   d i e   M u s i k   k a n n   m i t t e l s   A u s l  s e r   g e m i x t   w e r d e n . 	 M o t i o n   D J   -   MB>  83@0,   ?>72>;ONI0O  =0  4>AC35  <8:A>20BL  <C7K:C.   >72>;O5B  70?CAB8BL  <C7K:C  02B><0B8G5A:8,   2AB@OE820=85<  8;8  =060B85<  :=>?:8.   K15@8B5  <C7K:C  8  A>>B25BAB2CNI89  B@8335@,   70B5<  =0G=8B5  83@C.   >6=>  <8:A>20BL  <C7K:C  A  ?><>ILN  B@8335@0.     	 M o t i o n   D J      u n   g i o c o   c h e   u n i s c e   l a   m u s i c a   a l l a   s t o r i a .   L a   m u s i c a   p u    e s s e r e   a t t i v a t a   a u t o m a t i c a m e n t e ,   s c u o t e n d o   i l   t e l e f o n o   o   p r e m e n d o   i l   t a s t o .   I m p o s t a   l a   m u s i c a   e   i l   t r i g g e r   c o r r i s p o n d e n t e ,   q u i n d i   i n i z i a   a   g i o c a r e .   E '   p o s s i b i l e   a g g i u n g e r e   l a   m u s i c a   p r e m e n d o   i l   t e s t o   t r i g g e r . 	 M T K 	 M o t i o n   D J      u m   j o g o   q u e   c o m b i n a   m  s i c a   c o m   e n t r e t e n i m e n t o .   P o d e   a c t i v a r   a   m  s i c a   a u t o m a t i c a m e n t e ,   m o v i m e n t o   o u   p r e m i n d o   u m a   t e c l a .   D e f i n a   a   m  s i c a   e   o   a c t i v a d o r   c o r r e s p o n d e n t e ,   i n i c i e   o   j o g o   e   p o d e r    m i s t u r a r   a   m  s i c a   c o m   o   a c t i v a d o r . 	 M u s i c   D J   m  z i i   e l e n c e y l e   k a r 1_t 1r a n   b i r   o y u n d u r .   M  z i i   o t o m a t i k ,   t i t r e _i m l e   v e y a   t u _a   b a s a r a k   b a _l a t a b i l i r .   M  z i i   v e   i l g i l i   b a _l a t 1c 1y 1  a y a r l a y 1n ,   a r d 1n d a n   o y u n u   b a _l a t 1n ,   b a _l a t 1c 1y l a   m  z i i   k a r 1_t 1r 1n . 	  m   n h c   D J   l    m t   t r    c h i   s   d n g   s   h n   h p   t r o n g    m   n h c     g i i   t r  . P h n g   t h c   k  c h   h o t   b a o   g m   c h     m c   n h ,   l c   h o c   b m   p h  m   b  n   p h  m .   S a u   k h i   t h i t   l p    m   n h c   v    c h     k  c h   h o t   t n g   n g , b t   u   t r    c h i ,   c    t h     k  c h   h o t     p h a   t r n    m   n h c .   	 M T K 	 M u s i c   D J   i a l a h   m a i n a n   y a n g   m e n c a m p u r   m u z i k   d e n g a n   m a s a   y a n g   l e p a s .   I a   b o l e h   m e m a i n   m u z i k   s e c a r a   a u t o ,   g o n c a n g a n   a t a u   t e k a n a n   k u n c i .   S e t k a n   m u z i k   d a n   p e n c e t u s   b e r k a i t a n ,   k e m u d i a n   m u l a k a n   m a i n a n .   M u z i k   b o l e h   d i c a m p u r   m e l a l u i   p e n c e t u s . 	 .	K	6	(	  D J   		  	G	.	  9	H	  	K	  8			@	$	  	K	  *	>	8		>		.	  	G	  8	>	%	  .	?	2	>	$	>	  9	H	d	  /	9	  8	M	5	$		,   9	?	2	>		0	  /	>	  	A			@	  &	,	>		0	  8			@	$	  6	A	0	B	  	0	  8		$	>	  9	H	d	  8			@	$	  	0	  8		,	&	M	'	  	M	0	?		0	  8	G		  	0	G		,   +	?	0	  	G	.	  6	A	0	B	  	0	G		,   	M	0	?		0	  &	M	5	>	0	>	  8			@	$	  	K	  .	?	2	>	  8		$	>	  9	H	. 	 M T K 	 M T K 	 M T K 	 A   M u s i c   D J   e g y   j  t  k ,   a m i    t v  z i   a   z e n  t   a   s z  r a k o z  s s a l .   Z e n e l e j  t s z  s t   v  l t h a t   k i   a u t o m a t i k u s a n ,   r  z k  d  s r a   v a g y   g o m b n y o m  s r a .    l l  t s a   b e   a   z e n  t    s   a   m e g f e l e l Q  k i v  l t  t ,   m a j d   i n d  t s a   e l   a   j  t  k o t .   A   z e n  t   a   k i v  l t    e s z k  z z e l   k e v e r h e t i . 	 M T K 	 M T K 	 M T K 	 M u s i c   D J   i s   e e n   s p e l   d a t   m u z i e k   e n   t i j d v e r d r i j f   c o m b i n e e r t .   J e   k u n t   d e   m u z i e k   a u t o m a t i s c h   b e d i e n e n ,   o f   d o o r   t e   s c h u d d e n   o f   o p   e e n   k n o p   t e   d r u k k e n .   S t e l   d e   m u z i e k   e n   d e   s t a r t m e t h o d e   i n ,   s t a r t   h e t   s p e l   e n   j e   k u n t   m u z i e k   e r b i j m e n g e n . 	 M T K 	 M T K 	 M o t i o n   D J   e s t e   u n   j o c   c a r e   c o m b i n   m u z i c a   c u   a m u z a m e n t u l .   M u z i c a   s e   p o a t e   d e c l a n _a   a u t o m a t ,   l a   s c u t u r a r e   s a u   l a   a p s a r e a   u n e i   t a s t e .   S e t a ci   m u z i c a   _i   d e c l a n _a t o r u l   c o r e s p u n z t o r ,   a p o i   p o r n i ci   j o c u l .   P u t e ci   c o m b i n a   m u z i c a   c u   a j u t o r u l   d e c l a n _a t o a r e l o r . 	 M T K 	 M T K 	 M o t i o n   D J               .             ,           .               ,         .               . 	 M T K 	 M T K 	 M u s i c   D J   ('2  '3*  G  EH3B  1'  ('  311E  *1(  E  F/.   E  *H'F/  EH3B  1'  (G  7H1  .H'1  ('  *'F  /'/F  '  A4'1  /'/F  D/  1'G  (JF/'2J/.   EH3B  H  1'G  'F/'2  E1(H7G  1'  *9JJF  1/G  3~3  ('2  1'  41H9  F/  E  *H'F  EH3B  1'  ('  '3*A'/G  '2  1'G  'F/'2  *1(  1/. 	 M T K 	 M T K 	 				  				  			  		  				  		  							  				  						  								  				d	    														,   				  				  		  		  			  				  		  					  				  				  		d	  					  			  			  			  					  				  							  			  				,   					  				  				  				,   			  			  									  							  					  	  				  						  			d		 M T K 	 M T K 	 M T K 	 	 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M u s i c   D J   i s    n   s p e l e t j i e   w a t   m u s i e k   m e n g   a s    n   s t o k p e r d j i e .   D i e   m u s i e k   k a n   v a n s e l f   b e g i n   s p e e l ,   o f   d e u r   d i e   f o o n   t e   s k u d   o f   ' n   t o e t s   t e   d r u k .   S t e l   d i e   m u s i e k   e n   b y p a s s e n d e   s p e e l m e g a n i s m e ,   b e g i n   d a n   d i e   s p e l   e n   m e n g   m u s i e k   m e t   d i e   s p e e l m e g a n i s m e . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 M o t i o n   D J   i s   a   g a m e   w h i c h   m i x   m u s i c   t o   p a s t i m e .   C a n   t r i g g e r   t h e   m u s i c   b y   a u t o ,   s h a k e   o r   p r e s s   k e y .   S e t   t h e   m u s i c   a n d   c o r r e s p o n d i n g   t r i g g e r ,   t h e n   s t a r t   g a m e ,   c a n   m i x   m u s i c   b y   t h e   t r i g g e r . 	 	 	 	 M u s i c   D J   				  			  						,   		  									  				  					  					  				  	  						  					,   							  			  		  		  				  			  						  				  					  					  			  						  							  			  			,   			  				  						  					  			,   								  						  					  					  				  						 	 	 	 	 	 	 	 D J   d e   m  s i c a      u m   j o g o   q u e   f a z   m i x a g e m   d e   m  s i c a   c o m o   p a s s a t e m p o .   P o d e   a c i o n a r   a   m  s i c a   a u t o m a t i c a m e n t e ,   p o r   s a c u d i d a   o u   a o   p r e s s i o n a r   u m a   t e c l a .   D e f i n a   a   m  s i c a   e   a c i o n a d o r   c o r r e s p o n d e n t e ,   d e p o i s   i n i c i e   o   j o g o ,   e      p o s s  v e l   m i x a r   m  s i c a   p e l o   a c i o n a d o r . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ R E M O V E _ A L L _ C O N F I R M 	 M O T I O N D I C E 	 P O P U P C O N F I R M 	 D e l e t e   a l l   e v e n t s ? 	 D e l e t e   a l l   e v e n t s ? 	 *RdhQ萋NN	  RdhQ萋NN	 %@+82#L1I+!? 	  E l i m i n a r   t o d o s   l o s   e v e n t o s ? 	 S u p p r i m e r   t o u s   l e s    v  n e m e n t s ? 	 A l l e   E r e i g n i s s e   l  s c h e n ? 	 #40;8BL  2A5  A>1KB8O? 	 R i m u o v e r e   t u t t i   g l i   e v e n t i ? 	 -0A  ,EJ9  'D#-/'+	 E l i m i n a r   t o d o s   o s   e v e n t o s ? 	 T  m   e t k i n l i k l e r i   s i l ? 	 X  a   h t   s   k i n ? 	 H a p u s   s e m u a   a k t i v i t a s ? 	 P a d a m   s e m u a   p e r i s t i w a ? 	 8	-	@	  		(	>			  9		>	  &	G		? 	 	 	 	 T  r l i   a z    s s z e s   e s e m  n y t ? 	 	 	 	 A l l e   g e b e u r t e n i s s e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   e v e n i m e n t e l e ? 	 	 	       ? 	 	 	 GEG  1H/'/G'  -0A  4HF/	 	 	 			  				  				  				? 	 	 	 	 	 	 R e m o v e   a l l   e v e n t s ? 	 R e m o v e   a l l   e v e n t s ? 	 R e m o v e   a l l   e v e n t s ? 	 S k r a p   a l l e   g e b e u r e ? 	 R e m o v e   a l l   e v e n t s ? 	 R e m o v e   a l l   e v e n t s ? 	 R e m o v e   a l l   e v e n t s ? 	 R e m o v e   a l l   e v e n t s ? 	 R e m o v e   a l l   e v e n t s ? 	 R e m o v e   a l l   e v e n t s ? 	 
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 S T R _ I D _ M O T I O N _ D I C E _ E V E N T _ A L L _ R E M O V E D 	 M O T I O N D I C E 	 P O P U P 	 A l l   e v e n t s   d e l e t e d 	 A l l   e v e n t s   d e l e t e d 	 hQ萋NN]*Rd	 hQ萋NN] Rd	 @+82#L1I+!9%A%I'	 T o d o s   l o s   e v e n t o s   e l i m i n a d o s 	 T o u s   l e s    v  n e m e n t   o n t    t    s u p p r i m  s 	 A l l e   E r e i g n i s s e   g e l  s c h t 	 A5  A>1KB8O  C40;5=K. 	 T u t t i   g l i   e v e n t i   s o n o   s t a t i   r i m o s s i 	 *E  -0A  ,EJ9  'D#-/'+	 T o d o s   o s   e v e n t o s   e l i m i n a d o s 	 T  m   e t k i n l i k l e r   s i l i n d i 	    x  a   h t   s   k i n 	 S e m u a   a k t i v i t a s   t e r h a p u s 	 S e m u a   p e r i s t i w a   d i p a d a m 	 8	-	@	  		(	>			  9		>	  &	@	  				 	 	 	 M i n d e n   e s e m  n y   t  r  l v e 	 	 	 	 A l l e   g e b e u r t e n i s s e n   v e r w i j d e r d 	 	 	 T o a t e   e v e n i m e n t e l e   a u   f o s t   _t e r s e 	 	 	     	 	 	 GEG  1H/'/G'  -0A  4/F/	 	 	 			  				  				  				  						 	 	 	 	 	 A l l   e v e n t s   R e m o v e d 	 A l l   e v e n t s   R e m o v e d 	 A l l   e v e n t s   R e m o v e d 	 A l l e   g e b e u r e   g e s k r a p 	 A l l   e v e n t s   R e m o v e d 	 A l l   e v e n t s   R e m o v e d 	 A l l   e v e n t s   R e m o v e d 	 A l l   e v e n t s   R e m o v e d 	 A l l   e v e n t s   R e m o v e d 	 A l l   e v e n t s   R e m o v e d 	 
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 S T R _ I D _ M O T I O N _ D I C E _ H E L P _ C O N T E N T _ 2 	 M O T I O N D I C E 	 U N L I M 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   A f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   _P[\PNO_kPP[o:y NPxeW[0	 2 .   _P[\PNegTk*NP[>f:y N*NpeW[0	 2 .   +%125H+!8DDI*1#9H  %9@K20+"8  A%0A*+!2"@%5HDI	 2 .   D e s p u  s   d e   q u e   r u e d e n   p o r   u n   r a t o ,   l o s   d a d o s   s e   d e t e n d r  n   y   s e   v i s u a l i z a r  n   s u s   n  m e r o s .   	 2 .   A p r  s   q u e l q u e s   i n s t a n t s ,   l e s   d  s   s ' a r r  t e n t   e t   l e u r s   n u m  r o s   s ' a f f i c h e n t . 	 2 .   S i n d   d i e   W  r f e l   e i n e   W e i l e   g e r o l l t ,   s t o p p e n   s i e   u n d   z e i g e n   I h r e   Z a h l e n   a n . 	 2 .   >A;5  2@0I5=8O  :>AB8  >AB0=>2OBAO,   8  2K  A<>65B5  C2845BL  F8D@K.   	 2 .   D o p o   a v e r   r o t o l a t o   p e r   u n   p o ' ,   i   d a d i   s i   f e r m a n o   e   m o s t r a n o   i   l o r o   n u m e r i . 	 9F/E'  *HBA  'DF1/, ACD  'DF1/'*  '3*91'6  1BE  H'-/	 2 ,   A p  s   r o l a r e m ,   o s   d a d o s   a p r e s e n t a m   o s   n  m e r o s . 	 2 .   B i r a z   y u v a r l a n d 1k t a n   s o n r a ,   z a r   d u r u r   v e   s a y 1l a r 1  g  s t e r i r .   	 2 .   S a u   k h i   x  c   x c   d n g   l i , m i   m t   x  c   x c   s   h i n   t h   m t   c h   s   	 2 .   S e t e l a h   b e r g u l i r   s e l a m a   b e b e r a p a   s a a t ,   d a d u   a k a n   b e r h e n t i   d a n   m e n a m p i l k a n   a n g k a n y a . 	 2 .   S e l e p a s   b e r g u l i n g   u n t u k   s e k e t i k a ,   d a d u   a k a n   b e r h e n t i   d a n   m e n u n j u k k a n   n o m b o r   m e r e k a . 	 2 .   	A		  &	G	0	  2	A	"	<		(	G	  	G	  ,	>	&	,   *	>	8	G	  0	A		  	>				G	  	0	  	*	(	G	  (		,	0	  &	?		>				G	d		 	 	 	 2 .   E g y   i d Q  m  l v a   a   d o b  k o c k  k   m e g  l l a p o d n a k ,    s   l  t h a t  v    v  l n a k   a   r a j t u k   l  v Q  s z  m o k . 	 	 	 	 2 .   N a   h e t   r o l l e n   z u l l e n   d e   d o b b e l s t e n e n   s t o p p e n   e n   d e   c i j f e r s   t o n e n . 	 	 	 2 .   D u p   c e   s e   r o t e s c   u n   t i m p ,   z a r u r i l e   s e   o p r e s c   _i   s e   a f i _e a z   n u m e r e l e   c o r e s p u n z t o a r e . 	 	 	 2 .         ,             . 	 	 	 2 .   ~3  '2  04*  E/*  '2  *'3  1J2  *'3G'  '2  1.4  'J3*'/G  H  9//  .H/  1'  F4'F  EJ/GF/. 	 	 	 2 .   										  								  		  				  					  			  					  								  				d		 	 	 	 	 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   D i e   d o b b e l s t e n e   s a l   n a    n   r u k k i e   s t o p   e n   h u l   n o m m e r s   v e r t o o n . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 2 .   a f t e r   r o l l i n g   f o r   a   w h i l e ,   t h e   d i c e s   w i l l   s t o p   a n d   d i s p l a y   t h e i r   n u m b e r . 	 	 	 	 2 .   			  			  					  				  						  		  			  			  			  							  								  				. 	 	 	 	 	 	 	 	 2 .   D e p o i s   d e   r o l a r   p o r   u m   t e m p o ,   o   d a d o   i r    p a r a r   e   e x i b i r   o   n  m e r o . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M O T I O N _ D I C E _ H E L P _ C O N T E N T _ 3 	 M O T I O N D I C E 	 U N L I M 	 3 .   C a l c u l a t e   t h e   s u m   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m   i s   e q u a l s   t o   t h e   o n e   o f   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   C a l c u l a t e   t h e   s u m   o f   a l l   t h e   d i c e ,   i f   t h e   s u m   i s   e q u a l   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   \hQ萰P[vxeW[vR=~TI{eNN-[-NvxeW[GRvaNN1\g|vu0	 3 .   \hQ萰P[vpeW[vR;`TI{NNNn-NvpeW[Rv^NN1\OSu0	 3 .   3'%*#8-%9@K21I+!  I2%*#8@H21+!2"@%-#2"2#5H1IH2@+82#LD'I  @+82#L5H*1!1L10@46I	 3 .   C a l c u l e   l a   s u m a   d e   t o d o s   l o s   d a d o s ,   s i   l a   s u m a   e s   i g u a l   a l   n  m e r o   d e   e l e m e n t o   d e   c o n f i g u r a c i  n ,   e l   e v e n t o   o c u r r i r  .   	 3 .   C a l c u l e z   l a   s o m m e   d e   t o u s   l e s   d  s ,   s i   l a   s o m m e   e s t    g a l e   a u   n u m  r o   d e   r  g l a g e   d e   l '  v  n e m e n t ,   l '  v  n e m e n t   c o r r e s p o n d a n t   s e   p r o d u i r a . 	 3 .   B e r e c h n e n   S i e   d i e   S u m m e r   a l l e r   W  r f e l   u n d   i s t   d i e   S u m m e   g l e i c h   d e r   N u m m e r   d e r   E r e i g n i s e i n s t e l l u n g   d e s   E l e m e n t s ,   w i r d   d a s   b e t r e f f e n d e   E r e i g n i s   e i n t r e t e n . 	 3 .   >AG8B09B5  AC<<C  F8D@  =0  :>ABOE,   5A;8  >=0  @02=0  =><5@C,   ?@8A2>5==><C  A>1KB8N,   B>  MB>  A>1KB85  4>;6=>  ?@>87>9B8. 	 3 .   C a l c o l a r e   l a   s o m m a   d i   t u t t i   i   d a d i ,   s e   q u e s t a   e q u i v a l e   a l   n u m e r o   d i   c o n f i g u r a z i o n e   d e l l ' e v e n t o ,   s i   v e r i f i c h e r    l ' e v e n t o   c o r r i s p o n d e n t e . 	 3 -   BE  (-3'(  E,EH9  B79  'D2G1  ,EJ9G'  H%0'  *3'HI  'DE,EH9  E9  'D1BE  'D.'5  (9F51  %9/'/  'D-/+  A%F  'D-/+  'DEB'(D  3JB9. 	 3 .   C a l c u l a   a   s o m a   d e   t o d o s   o s   d a d o s ,   s e   o   r e s u l t a d o   f o r   i g u a l   a o   n  m e r o   d e   d e f i n i   o   d o   e v e n t o ,   e s t e   s e r    e x e c u t a d o . 	 3 .   T  m   z a r l a r 1n   t o p l a m 1n 1  h e s a p l a y 1n ,   t o p l a m   e t k i n l i k   a y a r 1   e s i n i n   s a y 1s 1n a   e _i t s e ,   i l g i l i   e t k i n l i k   b a _l a y a c a k t 1r . 	 3 .   T  n h   t n g   c a   t t   c   c  c   x  c   x c ,   n u   t n g   b n g   s   c  i   t   c  c   s   k i n   t h    s   k i n   t n g   n g   s   x y   r a . 	 3 .   H i t u n g   j u m l a h   s e m u a   d a d u ,   j i k a   j u m l a h n y a   s a m a   d e n g a n   a n g k a   i t e m   p e n g a t u r a n   a k t i v i t a s ,   m a k a   a k t i v i t a s   t e r k a i t   a k a n   m e n j a d i   k e n y a t a a n . 	 3 .   K i r a k a n   p u r a t a   s e m u a   d a d u ,   j i k a   p u r a t a n y a   s a m a   d e n g a n   n o m b o r   p e n c e t u s a n   p e r i s t i w a ,   p e r i s t i w a   i t u   a k a n   b e r l a k u . 	 3 .   8	-	@	  *	>	8	K		  	G	  /	K		  	@	  	#	(	>	  	0	G		,   /	&	?	  /	K		  		(	>	  8	G		  	0	(	G	  5	>	2	@	  .	&	  	@	  8			M	/	>	  	G	  ,	0	>	,	0	  9	H	,   $	K	  8		,	&	M	'	  		(	>	  		G		@	d	" 	 	 	 	 3 .   H a   a   d o b  k o c k  k    s s z e g e   m e g e g y e z i k   a z   e s e m  n y   b e  l l  t  s  v a l ,   m e g t  r t  n i k   a z   a d o t t   e s e m  n y . 	 	 	 	 3 .   B e r e k e n   h e t   t o t a a l   v a n   a l l e   d o b b e l s t e n e n .   I s   h e t   t o t a a l   g e l i j k   a a n   d e   i n s t e l l i n g   v a n   e e n   g e b e u r t e n i s ,   d a n   t r e e d t   d e   d a a r m e e   c o r r e s p o n d e r e n d e   g e b e u r t e n i s   o p . 	 	 	 3 .   C a l c u l a ci   s u m a   t u t u r o r   z a r u r i l o r ;   d a c   s u m a   e s t e   e g a l   c u   n u m r u l   e l e m e n t u l u i   d e   s e t a r e   a   e v e n i m e n t u l u i ,   s e   v a   p r o d u c e   e v e n i m e n t u l   c o r e s p u n z t o r . 	 	 	 3 .           ,               ,       . 	 	 	 3 .   E,EH9  4E'1G  G'  GEG  *'3G'  1'  -3'(  CFJ/  '1  E,EH9  "F  ('  4E'1G  2JFG  1H/'/2'1  (1'(1  ('4/  1H/'/  EH1/F81  '*A'B  E  'A*/. 	 	 	 3 .   					  						  					  				d	  					  						  			  						  								  				  							  				  		  					  						  				  				d		 	 	 	 	 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   W e r k   d i e   s o m   v a n   a l   d i e   d o b b e l s t e n e   u i t .   I n d i e n   d i e   s o m   g e l y k   i s   a a n   d i e   n o m m e r   v a n   d i e   i t e m   w a t   d i e   g e b e u r t e n i s   b e p a a l ,   s a l   d i e   o o r e e n s t e m m e n d e   g e b e u r t e n i s   p l a a s v i n d . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 3 .   c a l c u l a t e   t h e   s u m m a r y   o f   a l l   t h e   d i c e s ,   i f   t h e   s u m m a r y   i s   e q u a l s   t o   t h e   e v e n t   s e t t i n g   i t e m ' s   n u m b e r ,   t h e   c o r r e s p o n d i n g   e v e n t   w i l l   h a p p e n . 	 	 	 	 3 .   			  					  							  				  			,   			  							  						  					  										  							  				  		,   						  								  								  	' 		 	 	 	 	 	 	 	 3 .   C a l c u l e   a   s o m a   d e   t o d o s   o s   d a d o s ,   s e   a   s o m a   f o r   i g u a l   a o   n  m e r o   d o   i t e m   d e   c o n f i g u r a   o   d o   e v e n t o ,   o   e v e n t o   c o r r e s p o n d e n t e   i r    a c o n t e c e r . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V R S D _ T A G _ Q U E S T I O N 	 V R S D 	 P O P U P C O N F I R M 	 t a g 	 t a g ? 	 jd|	 wSh	 AG? 	  e t i q u e t a r ? 	  t i q u e t t e ? 	 K e n n z e i c h e n ? 	 <5B:C? 	 e t i c h e t t a ? 	 'D9D'E)	 e t i q u e t a ? 	 e t i k e t ? 	 t   k h  a ? 	 t a g ? 	 t a g ? 	 	H		? 	   	   	   	 m e g j e l  l i ? 	   	   	   	 t a g ? 	   	   	 e t i c h e t ? 	   	   	 ? 	   	   	 (13(	   	   	 					  					? 	   	   	   	 	 	 t a g ? 	 t a g ? 	 t a g ? 	 e t i k e t ? 	 t a g ? 	 t a g ? 	 t a g ? 	 t a g ? 	 t a g ? 	 t a g ? 	 
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? 	 M_>  0?,G? 	 e t i k e t a ? 	 			? 	 	 	 	 	 	 	 	 i d e n t i f i c a d o r ? 	 	 	 	 	 	 	 	 e t i k e t a ? 	 t a g ? 	 e t i q u e t a ? 	 A k a r a ? 	 c l i b ? 
 
 S T R _ S M S _ M E S S A G E _ C O P Y _ D O N E 	 S M S 	 P O P U P 	 S M S   c o p y   f u n c t i o n   M e s s a g e   C o p i e d   S t r i n g 	 C o p i e d 	 ]	 ]
Y6R	 1%-A%I'	 C o p i a d o 	 C o p i  	 K o p i e r t 	 !:>?8@>20=>	 C o p i a t o 	 C o p i e d 	 C o p i a d o 	 K o p y a l a n d 1	    s a o   c h  p 	 C o p i e d 	 D i s a l i n 	 	I	*	@	  	0	  2	?	/	>		 C o p i e d 	 C o p i e d 	 C o p i e d 	 M  s o l v a 	 C o p i e d 	 C o p i e d 	 C o p i e d 	 G e k o p i e e r d 	 C o p i e d 	 C o p i e d 	 C o p i a t 	 C o p i e d 	 C o p i e d 	 	 C o p i e d 	 C o p i e d 	 ~  4/	 C o p i e d 	 C o p i e d 	 			  			  						 C o p i e d 	 C o p i e d 	 C o p i e d 	 C o p i e d 	 	 C o p i e d 	 C o p i e d 	 C o p i e d 	 G e k o p i e e r 	 C o p i e d 	 C o p i e d 	 C o p i e d 	 C o p i e d 	 C o p i e d 	 C o p i e d 	 *
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	 *?  9G2>	 U   k o p j u a 	 											 	 	 	 	 	 	 	 C o p i a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S M S _ M E S S A G E _ M O V E _ D O N E 	 S M S 	 P O P U P 	 S M S   m o v e   f u n c t i o n   M e s s a g e s   M o v e d   S t r i n g 	 M o v e d 	 ],dy	 ]yR	 "I2"A%I'	 M o v i d o 	 D  p l a c  	 V e r s c h o b e n 	 5@5<5I5=>	 S p o s t a t o 	 M o v e d 	 M o v i d o 	 T a _1n d 1  	    d i   c h u y n 	 M o v e d 	 D i p i n d a h 	 2	G	  			 M o v e d 	 M o v e d 	 M o v e d 	  t h e l y e z v e 	 M o v e d 	 M o v e d 	 M o v e d 	 V e r p l a a t s t 	 M o v e d 	 M o v e d 	 M u t a t 	 M o v e d 	 M o v e d 	 	 M o v e d 	 M o v e d 	 'F*B'D  'A*	 M o v e d 	 M o v e d 	 						  						 M o v e d 	 M o v e d 	 M o v e d 	 M o v e d 	 	 M o v e d 	 M o v e d 	 M o v e d 	 G e s k u i f 	 M o v e d 	 M o v e d 	 M o v e d 	 M o v e d 	 M o v e d 	 M o v e d 	 (
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 
 S T R _ I D _ A U D P L Y _ D E T A I L _ T R A C K _ N U M 	 A u d i o P l a y e r 	 T I T L E 	 t i t l e   s t r i n g   f o r   d e t a i l   i t e m 	 T r a c k   n u m b e r 	 fv_x	 fvSx	 +!2"@%A#G	 N  m e r o   d e   p i s t a 	 N u m  r o   d e   p i s t e 	 S p u r n u m m e r 	 ><5@  4>@>6:8	 N u m e r o   d i   v e t t o r a 	 1BE  'DEH3JBJ	 N  m e r o   d e   f a i x a 	 P a r  a   n u m a r a s 1	 S   r  n h   g h i 	 N o m o r   t r e k 	 J e j a k   n o m b o r 	 (		,	0	  	M	0	H		  	0	G			 	 	 	 Z e n e s z  m   s o r s z  m a 	 	 	 	 S p o o r n u m m e r 	 	 	 N u m r   p i s t 	 	 	     	 	 	 4E'1G  B79G	 	 	 					  						 	 	 	 	 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 S n i t n o m m e r 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 
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 
 U C _ E R R O R _ W R O N G _ S T R I N G 	 U n d e f i n e d 	 P O P U P 	 N u m b e r   i s   n u l l 	 W r o n g   i n p u t 	 8eQ/	 eQ	 -484	 E n t r a d a   i n c o r r e c t a 	 E n t r  e   i n c o r r e c t e 	 F a l s c h e   E i n g a b e 	 5?@028;L=K5  40==K5	 D a t o   i m m e s s o   e r r a t o 	 'D'/.'D  .7#	 E n t r a d a   e r r a d a 	 Y a n l 1_  g i r i _	 N h p   s a i 	 I n p u t   s a l a h 	 I n p u t   s a l a h 	 	2	$	  8	B		(	>		 	 	 	 H i b  s   b e v i t e l 	 	 	 	 V e r k e e r d e   i n v o e r 	 	 	 I n t r o d u c e r e   g r e _i t 	 	 	   	 	 	 H1H/  '4*('G  '3*	 	 	 			  						 	 	 	 	 	 W r o n g   i n p u t 	 W r o n g   i n p u t 	 W r o n g   i n p u t 	 V e r k e e r d e   i n v o e r 	 W r o n g   i n p u t 	 W r o n g   i n p u t 	 W r o n g   i n p u t 	 W r o n g   i n p u t 	 W r o n g   i n p u t 	 W r o n g   i n p u t 	 $
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 
 S T R _ I D _ S N D R E C _ P L S _ R E C O R D 	 S o u n d R e c o r d e r 	 S N D R E C _ S T A T E 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 ˊ	 U_	 B#16	 G r a b e   p o r   f a v o r 	 V e u i l l e z   e n r e g i s t r e r 	 B i t t e   a u f n e h m e n 	 0?8A0BL	 R e g i s t r a r e 	 J1,I  'D*3,JD	 G r a v a r 	 L  t f e n   k a y d e d i n 	 H  y   g h i   i n 	 R e k a m 	 S i l a   r a k a m 	 	C	*	/	>	  0	?		>	0	M	!	  	0	G			 	 	 	 R  g z  t s e n 	 	 	 	 M a a k   e e n   o p n a m e 	 	 	  n r e g i s t r a ci 	 	 	   	 	 	 D7A'K  6(7  F/	 	 	 							  			  						  					 	 	 	 	 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 N e e m   a s s e b l i e f   o p 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 P l e a s e   r e c o r d 	 &
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 
 S T R _ I D _ S N D R E C _ R E C O R D I N G 	 S o u n d R e c o r d e r 	 S N D R E C _ S T A T E 	 R e c o r d i n g 	 R e c o r d i n g 	 -N	 ck(WU_	 3%116	 G r a b a n d o 	 E n r e g i s t r e m e n t 	 A u f n a h m e 	 0?8AL	 R e g i s t r a z i o n e 	 ,'1M  'D*3,JD	 A   g r a v a r 	 K a y d e d i l i y o r & 	 a n g   g h i 	 M e r e k a m 	 M e r a k a m 	 0	?		I	0	M	!	  	0	  0	9	>	  9	H		 	 	 	 R  g z  t  s   f o l y a m a t b a n 	 	 	 	 B e z i g   m e t   o p n e m e n 	 	 	  n r e g i s t r a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  6(7	 	 	 								  					 	 	 	 	 	 R e c o r d i n g 	 R e c o r d i n g 	 R e c o r d i n g 	 N e e m   t a n s   o p 	 R e c o r d i n g 	 R e c o r d i n g 	 R e c o r d i n g 	 R e c o r d i n g 	 R e c o r d i n g 	 R e c o r d i n g 	 1
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 
 S T R _ I D _ S N D R E C _ R E C _ P A U S E D 	 S o u n d R e c o r d e r 	 S N D R E C _ S T A T E 	 R e c o r d   p a u s e d 	 R e c o r d i n g   p a u s e d 	 f\P	 U_f\P	 +"816
1H'#2'	 G r a b a c i  n   e n   p a u s a 	 E n r e g i s t r e m e n t   m i s   s u r   p a u s e 	 A u f n a h m e   a n g e h a l t e n 	 0?8AL  ?@8>AB0=>2;5=0	 R e g i s t r a z i o n e   i n   p a u s a 	 *E  %JB'A  'D*3,JD  E$B*K'	 G r a v a   o   e m   p a u s a 	 K a y 1t   d u r a k l a t 1l d 1	 T m   d n g   g h i    m 	 P e r e k a m a n   d i j e d a 	 R a k a m a n   d i h e n t i k a n   s e k e t i k a 	 0	?		I	0	M	!	?			  *	I		<	  	@	  			 	 	 	 A   r  g z  t  s   s z  n e t e l t e t v e 	 	 	 	 O p n a m e   g e p a u z e e r d 	 	 	  n r e g i s t r a r e    n t r e r u p t 	 	 	   	 	 	 6(7  /1F/G  4/	 	 	 							  						  					  				  						 	 	 	 	 	 R e c o r d   p a u s e d 	 R e c o r d   p a u s e d 	 R e c o r d   p a u s e d 	 O p n a m e   o n d e r b r e e k 	 R e c o r d   p a u s e d 	 R e c o r d   p a u s e d 	 R e c o r d   p a u s e d 	 R e c o r d   p a u s e d 	 R e c o r d   p a u s e d 	 R e c o r d   p a u s e d 	 1
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$
A
	 0G0M!  ,?0$  9G2>	 I n c i z i m i   u   b e   p a u z e 	 						  					  	 	 	 	 	 	 	 	 G r a v a   o   p a u s a d a 	 	 	 	 	 	 	 	 G r a b a k e t a   e t e n   d a 	 P i n a h i n t o   a n g   p a g - r e c o r d 	 P a u s a   d e   g r a v a c i  n 	 K w s l a t a   n d e k 	 T a i f e a d a d h   c u r t h a   a r   s o s 
 
 S T R _ I D _ S N D R E C _ P L A Y I N G 	 S o u n d R e c o r d e r 	 S N D R E C _ S T A T E 	 P l a y i n g 	 P l a y i n g 	 d>e-N	 ck(Wd>e	 3%1@%H	 R e p r o d u c i e n d o 	 L e c t u r e 	 W i r d   w i e d e r g e g e b e n 	 >A?@>872545=85	 R i p r o d u z i o n e   i n   c o r s o 	 ,'1M  'D*4:JD	 A   r e p r o d u z i r 	  a l 1y o r & 	 a n g   p h  t 	 M e m u t a r 	 M e m a i n k a n 	 ,		>	  0	9	>	  9	H		 	 	 	 J  t s z i k 	 	 	 	 B e z i g   m e t   a f s p e l e n 	 	 	 R e d a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  ~.4	 	 	 						 	 	 	 	 	 P l a y i n g 	 P l a y i n g 	 P l a y i n g 	 S p e e l   t a n s 	 P l a y i n g 	 P l a y i n g 	 P l a y i n g 	 P l a y i n g 	 P l a y i n g 	 P l a y i n g 	 *
M
2
G
  
F
/
M
/
A
(
M
(
A
	 3>	?	 D u k e   l u a j t u r 	 				  		  				 	 	 	 	 	 	 	 R e p r o d u z i n d o 	 	 	 	 	 	 	 	 I k u s / e n t z u n g a i 	 P i n a t u t u g t o g 	 R e p r o d u c i n d o 	 N a - a k p r 	 A g   s e i n m 
 
 S T R _ I D _ S N D R E C _ P L A Y _ P A U S E D 	 S o u n d R e c o r d e r 	 S N D R E C _ S T A T E 	 P l a y   p a u s e d 	 P l a y i n g   p a u s e d 	 d>ef\P	 d>ef\P	 +"8@%H
1H'#2'	 R e p r o d u c c i  n   p a u s a d a 	 L e c t u r e   m i s e   e n   p a u s e 	 W i e d e r g a b e p a u s e 	 >A?@>872545=85  ?@8>AB0=>2;5=>	 R i p r o d u z i o n e   i n t e r r o t t a 	 *E  %JB'A  'D*4:JD  E$B*K'	 R e p r o d u   o   e m   p a u s a 	  a l m a   d u r a k l a t 1l d 1	    t m   d n g   p h  t 	 P e m u t a r a n   d i j e d a 	 M a i n a n   d i h e n t i k a n   s e k e t i k a 	 *	M	2	G	  *	I		<	  9	K	  	/	>		 	 	 	 A   l e j  t s z  s   s z  n e t e l t e t v e 	 	 	 	 A f s p e l e n   g e p a u z e e r d 	 	 	 R e d a r e    n t r e r u p t 	 	 	   	 	 	 ~.4  /1F/G  4/	 	 	 									  						  					  				  						 	 	 	 	 	 P l a y   p a u s e d 	 P l a y   p a u s e d 	 P l a y   p a u s e d 	 S p e l   o n d e r b r e e k 	 P l a y   p a u s e d 	 P l a y   p a u s e d 	 P l a y   p a u s e d 	 P l a y   p a u s e d 	 P l a y   p a u s e d 	 P l a y   p a u s e d 	 *
M
2
G
  *
K
8
M
  
F
/
M
$
A
	 ,>?,>  ,?0$  9G2>	 L u a j t j a   u   b e   p a u z e 	 				'   						 	 	 	 	 	 	 	 R e p r o d u   o   p a u s a d a 	 	 	 	 	 	 	 	 A b e s t i a / b i d e o a   e t e n   d a 	 N a k a h i n t o   a n g   p a g p a p a t u g t o g 	 R e p r o d u c i  n   e n   p a u s a 	 K w s l a t a   n k p r 	 S e i n m   c u r t h a   a r   s o s 
 
 S T R _ I D _ S N D R E C _ A U D I O _ P L 	 S o u n d R e c o r d e r 	 T I T L E 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 jd>ehV	 PNd>ehV	 @#7H-@%H@%	 R e p r o d u c t o r   d e   A u d i o 	 L e c t e u r   a u d i o 	 A u d i o P l a y e r 	 C48>  ?@>83@K20B5;L	 P l a y e r   a u d i o 	 EO4:D  'D5H*	 L e i t o r    u d i o 	 S e s    a l a r 	 M  y   p h  t   n h c 	 P e m u t a r   A u d i o 	 P e m a i n   A u d i o 	 	!	?	/	K	    *	M	2	G	/	0	  	 	 	 	 A u d i    l e j  t s z  	 	 	 	 A u d i o s p e l e r 	 	 	 P l a y e r   a u d i o 	 	 	   	 	 	 ~.4  FF/G  5H*	 	 	 				  							  	 	 	 	 	 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 O u d i o s p e l e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 A u d i o   P l a y e r 	 
!
?
/
K
  *
M
2
F
/
0
M

 	 !?  *M2G_>0	 L u a j t e s i   a u d i o 	 				'   							  	 	 	 	 	 	 	 	 A p a r e l h o   d e    u d i o 	 	 	 	 	 	 	 	 A u d i o   P l a y e r 	 P l a y e r   n g   A u d i o 	 R e p r o d u t o r   d e   A u d i o 	 N k w a   n k p r   e g w u 	 S e i n n t e o i r   F u a i m e 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ E R R _ C R E A T E _ F A I L E D 	 A u d i o P l a y e r 	 P O P U P 	 a u d i o   p l a y e r   l i s t   m o d u l e   e r r o r   s t r i n g ,   t e l l   u s e r   c r e t e   p l a y l i s t   f i l e   f a i l e d . 	 C r e a t e   p l a y l i s t   f a i l e d 	 e^d>eRh1YWe	 e^d>eRh1Y%	 *#I2#2"2#@%%I!@+%'	 L a   c r e a c i  n   d e   l a   l i s t a   d e   r e p r o d u c c i  n   f a l l  	 E c h e c   d e   c r  a t i o n   d e   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   k o n n t e   n i c h t   e r s t e l l t   w e r d e n 	 5  C40;>AL  A>740BL  A?8A>:  2>A?@. 	 C r e a z i o n e   p l a y l i s t   f a l l i t a 	 A4D  %F4'!  B'&E)  *4:JD	 C r i a r   l i s t a   d e   r e p r o d u   o   f a l h o u 	 ^a r k 1  l i s t e s i   o l u _t u r m a   b a _a r 1s 1z 	 L p   d a n h   s  c h   p h  t   m i   t h t   b i 	 P e m b u a t a n   d a f t a r   l a g u   g a g a l 	 G a g a l   m e n c i p t a   s e n a r a i   m a i n 	 *	M	2	G	  8	B		@	  ,	(	>			  	8	+	2		 	 	 	 A   j  t  k l i s t a   l  t r e h o z  s a   s i k e r t e l e n 	 	 	 	 M a k e n   v a n   a f s p e e l l i j s t   m i s l u k t 	 	 	 C r e a r e a   l i s t e i   d e   r e d a r e   n u   a   r e u _i t 	 	 	       	 	 	 ','/  D3*  ~.4  F'EHAB  (H/	 	 	 									  						  						  						 	 	 	 	 	 C r e a t e   p l a y l i s t   f a i l e d 	 C r e a t e   p l a y l i s t   f a i l e d 	 C r e a t e   p l a y l i s t   f a i l e d 	 S k e p   s p e e l l y s   o n s u k s e s v o l 	 C r e a t e   p l a y l i s t   f a i l e d 	 C r e a t e   p l a y l i s t   f a i l e d 	 C r e a t e   p l a y l i s t   f a i l e d 	 C r e a t e   p l a y l i s t   f a i l e d 	 C r e a t e   p l a y l i s t   f a i l e d 	 C r e a t e   p l a y l i s t   f a i l e d 	 	 	 K r i j i m i   I   l i s t e s   s e   l u a j t j e s   d e s h t o i 	 						  			  				'   						  				  					 	 	 	 	 	 	 	 F a l h a   n a   c r i a   o   d a   l i s t a   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ E R R _ O P E N _ F A I L E D 	 A u d i o P l a y e r 	 P O P U P 	 a u d i o   p l a y e r   l i s t   m o d u l e   e r r o r   s t r i n g ,   t o   t e l l   u s e r   o p e n   a   p l a y l i s t   f a i l e d . 	 O p e n   p l a y l i s t   f a i l e d 	 Sbd>eRh1YWe	 Sb _d>eRh1Y%	 @4#2"2#@%%I!@+%'	 L a   a p e r t u r a   d e   l a   l i s t a   d e   r e p r o d u c c i  n   f a l l  	 E c h e c   d ' o u v e r t u r e   d e   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 5  C40;>AL  >B:@KBL  A?8A>:  2>A?@. 	 A p e r t u r a   p l a y l i s t   f a l l i t a 	 A4D  A*-  B'&E)  'D*4:JD	 A b r i r   l i s t a   d e   r e p r o d u   o   f a l h o u 	 ^a r k 1  l i s t e s i   a  m a   b a _a r 1s 1z 	 M   d a n h   s  c h   p h  t   m i   t h t   b i 	 M e m b u k a   d a f t a r   l a g u   g a g a l 	 G a g a l   m e m b u k a   s e n a r a i   m a i n 	 *	M	2	G	  8	B		@	  	K	2	G		  	8	+	2		 	 	 	 A   j  t  k l i s t a   m e g n y i t  s a   s i k e r t e l e n 	 	 	 	 O p e n e n   v a n   a f s p e e l l i j s t   m i s l u k t 	 	 	 D e s c h i d e r e a   l i s t e i   d e   r e d a r e   n u   a   r e u _i t 	 	 	       	 	 	 ('2  1/F  D3*  ~.4  F'EHAB  (H/	 	 	 									  					  						  						 	 	 	 	 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 O o p m a a k   v a n   s p e e l l y s   o n s u k s e s v o l 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 	 	 H a p j a   e   l i s t e s   s e   l u a j t j e s   d e s h t o i 	 				  				  				'   						  				  					 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a   d a   l i s t a   d e   r e p r o d u   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ E R R _ D A M A G E D 	 A u d i o P l a y e r 	 P O P U P 	 a u d i o   p l a y e r   l i s t   m o d u l e   e r r o r   s t r i n g 	 P l a y l i s t   d a m a g e d   	 d>eRh
dX	 d>eRh_cOW	 #2"2#@%@*5"+2"	 L i s t a   d e   r e p r o d u c c i  n   d a  a d a 	 L i s t e   d e   l e c t u r e   e n d o m m a g  	 W i e d e r g a b e l i s t e   b e s c h  d i g t 	 !?8A>:  ?>2@5645=	 P l a y l i s t   d a n n e g g i a t a 	 *DA  B'&E)  'D*4:JD	 L i s t a   d e   r e p r o d u   o   c o r r o m p i d a 	 ^a r k 1  l i s t e s i   h a s a r   g  r m  _	 D a n h   s  c h   p h  t   b   t n   h i 	 D a f t a r   l a g u   r u s a k 	 S e n a r a i   m a i n   r o s a k 	 *	M	2	G	  8	B		@	  	M	7	$	?		M	0	8	M	$		 	 	 	 S  r  l t   j  t  k l i s t a 	 	 	 	 A f s p e e l l i j s t   b e s c h a d i g d 	 	 	 L i s t   d e   r e d a r e   a l t e r a t 	 	 	       	 	 	 D3*  ~.4  "3(  //G  '3*	 	 	 									  											  						 	 	 	 	 	 P l a y l i s t   d a m a g e d   	 P l a y l i s t   d a m a g e d   	 P l a y l i s t   d a m a g e d   	 S p e e l l y s   b e s k a d i g 	 P l a y l i s t   d a m a g e d   	 P l a y l i s t   d a m a g e d   	 P l a y l i s t   d a m a g e d   	 P l a y l i s t   d a m a g e d   	 P l a y l i s t   d a m a g e d   	 P l a y l i s t   d a m a g e d   	 *
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	 ,>,>  $>2?>  (7M  9K?	 L i s t a   e   l u a j t j e s   u   d e m t u a 	 				'   						  											  	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o   d a n i f i c a d a 	 	 	 	 	 	 	 	 A b e s t i - z e r r e n d a   h o n d a t u   d a 	 S i r a   a n g   p l a y l i s t   	 L i s t a   d e   r e p r o d u c i  n   d a n a d a   	 P l e l i s t i   e m e b i e l a 	 R i n n e a d h   d a m  i s t e   d o n   s e i n n l i o s t a   
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ E R R _ W R O N G _ V E R S I O N 	 A u d i o P l a y e r 	 P O P U P 	 a u d i o   p l a y e r   l i s t   m o d u l e   e r r o r   s t r i n g . 	 W r o n g   v e r s i o n 	 Hr,g/	 Hr,g	 @'-#L
1H4	 V e r s i  n   n o   s o p o r t a d a 	 V e r s i o n   i n c o r r e c t e 	 F a l s c h e   V e r s i o n 	 5@A8O  =5  ?>445@68205BAO	 V e r s i o n e   e r r a t a 	 'D%5/'1  .7#	 V e r s  o   e r r a d a 	 Y a n l 1_  s  r  m 	 P h i  n   b n   s a i 	 V e r s i   y a n g   s a l a h 	 V e r s i   s a l a h 	 	8	.	0	M	%	?	$	  8		8	M		0	#		 	 	 	 R o s s z   v e r z i  	 	 	 	 V e r k e e r d e   v e r s i e 	 	 	 V e r s i u n e   n e a c c e p t a t 	 	 	   	 	 	 F3.G  F1E  'A2'1  '4*('G  '3*	 	 	 			  						  	 	 	 	 	 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t   v e r s i o n 	 V e r k e e r d e   w e e r g a w e 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t   v e r s i o n 	 *
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	 8.0M%(  88M0#	 V e r s i o n   I   p a m b e s h t e t u r 	 								  							  	 	 	 	 	 	 	 	 V e r s  o   e r r a d a 	 	 	 	 	 	 	 	 B e r t s i o   o k e r r a 	 M a l i n g   b e r i s y o n 	 V e r s i  n   i n c o r r e c t a 	 V a s h o n   a d g h   m m a 	 L e a g a n   m  c h e a r t 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ E R R _ U N K N O W N _ E R R O R 	 A u d i o P l a y e r 	 P O P U P 	 a u d i o   p l a y e r   l i s t   m o d u l e   e r r o r   s t r i n g 	 U n k n o w n   e r r o r 	 *gw/  	 *gw	 I-4%25HD!H#9I1	 E r r o r   d e s c o n o c i d o   	 E r r e u r   i n c o n n u e 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o 	 .7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a 	 L i   k h  n g   x  c   n h 	 K e s a l a h a n   t i d a k   d i k e t a h u i 	 R a l a t   t i d a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 	 	 	 I s m e r e t l e n   h i b a 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 E r o a r e   n e c u n o s c u t 	 	 	     	 	 	 .7'  F'E4.5	 	 	 					  				 	 	 	 	 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 O n b e k e n d e   f o u t 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 

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 	 M>$  $M0A?	 G a b i m   I   p a d i t u r 	 						  							 	 	 	 	 	 	 	 E r r o   d e s c o n h e c i d o 	 	 	 	 	 	 	 	 A k a t s   e z e z a g u n a 	 H i n d i   k i l a l a n g   e r r o r 	 E r r o   d e s c o  e c i d o 	 M m e j   a m a g h i 	 E a r r  i d   a n a i t h n i d 
 
 S T R _ J A V A _ T O O _ M A N Y _ M I D 	 J a v a 	 U N L I M 	 i n s t a l l   m i d s   w h e n   t o o   m a n y   m i d l e t   i n   a   m i d s 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n *YYJ a v a a(uz_S[݈MR5 0 PJ a v a a(uz_0	 \ n *YYJ a v a ^(uz^S[ňMR5 0 *NJ a v a ^(uz^0	 \ n !5  m i d l e t s   !2@4DC
8  m i d l e t   5I  041I@5"  5 0   m i d l e t s   A#@H21I	 \ n H a y   d e m a s i a d a s   a p l i c a c i o n e s   m i d l e t   e n   e s t e   c o n j u n t o   d e   a p l i c a c i o n e s   m i l d l e t ,   i n s t a l e   s  l o   l a s   5 0   p r i m e r a s   a p l i c a c i o n e s   m i d l e t s .   	 \ n I l   y   a   t r o p s   d e   m i d l e t s   d a n s   c e t t e   s u i t e   d e   m i d l e t s ,   i n s t a l l e z   s e u l e m e n t   l e s   5 0   m i d l e t s   p r e m i e r s . 	 \ n E s   g i b t   z u   v i e l e   m i d l e t s   i n   d i e s e n   m i d l e t   s u i t e s ,   i n s t a l l i e r e n   S i e   n u r   d i e   e r s t e n   5 0   m i d l e t s . 	 \ n !;8H:><  <=>3>  <84;5B>2  2  40==><  =01>@5  <84;5B>2,   CAB0=>28BL  B>;L:>  ?5@2K5  5 0   <84;5B>2. 	 \ n C i   s o n o   t r o p p i   m i d l e t   i n   q u e s t o   p a c c h e t t o   d i   m i d l e t ,   i n s t a l l a r e   s o l o   i   p r i m i   5 0   m i d l e t . 	 / n JH,/  'D9/J/  EF  *7(JB'*  m i d l e t   AJ  E,EH9'*  m i d l e t   9DJC  (*+(J*  #HD  5 0   *7(JB  AB7. 	 \ n E x i s t e m   d e m a s i a d o s   m i d l e t s   n e s t e   c o n j u n t o   d e   m i d l e t s ,   i n s t a l a r   a p e n a s   p r i m e i r o s   5 0   m i d l e t s . 	 \ n  o k   f a z l a   m i d l e t   v a r ,   s a d e c e   i l k   5 0   m i d l e t i   k u r u n . 	 \ n Q u    n h i u   t r t   t   n g   d n g J a v a ,   c h   c  i   t   5 0   n g   d n g   J a v a   t r c 	 \ n T e r l a l u   b a n y a k   m i d l e t   p a d a   p r o g r a m   m i d l e t   i n i ,   h a n y a   i n s t a l   5 0   m i d l e t   p e r t a m a . 	 \ n T e r l a l u   b a n y a k   m i d l e t   d a l a m   s e t   m i d l e t   i n i ,   h a n y a   p a s a n g k a n   5 0   m i d l e t   p e r t a m a . 	 	8	  .	?	!	2	G		  8	A			M	8	  .	G		  ,	9	A	$	  8	G	  .	?	!	2	G		  9	H		,   	G	5	2	  *	M	0	%	.	  5 0   .	?	!	2	G		  	(	M	8		I	2	  	0	G		.   	 	 	 	 \ n T  l   s o k   m i d l e t   v a n   e b b e n   a   m i d l e t   c s o m a g b a n ,   c s a k   a z   e l s Q  5 0   m i d l e t   t e l e p  l . 	 	 	 	 \ n E r   z i j n   t e   v e e l   m i d l e t s   i n   d e z e   m i d l e t s u i t e s ,   D e   e e r s t e   5 0   m i d l e t s   w o r d e n   g e  n s t a l l e e r d . 	 	 	 \ n P r e a   m u l t e   a p l i c a ci i   M I D l e t    n   a c e a s t   s u i t .   I n s t a l a ci   n u m a i   p r i m e l e   5 0   d e   a p l i c a ci i   M I D l e t . 	 	 	 \ n       m i d l e t s       m i d l e t     ,         5 0   -   m i d l e t s   . 	 	 	 \ n m i d l e t G'  2'/  /1  'F  E,EH9G  m i d l e t   H,H/  /'1/  AB7  5 0   m i d l e t   'HD  1'  F5(  F/. 	 	 	 \ n 		  								  						  				  				  								  			,   									  					  				  								  						  					 	 	 	 	 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n D a a r   i s   t e   v e e l   m i d l e t s   i n   h i e r d i e   m i d l e t - s u i t e s ,   i n s t a l l e e r   e e r s   n e t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 \ n T h e r e   a r e   t o o   m a n y   m i d l e t s   i n   t h i s   m i d l e t   s u i t e s ,   o n l y   i n s t a l l   f i r s t   5 0   m i d l e t s . 	 	 	 \ n K a   s h u m e   m i d l e t s   n e   f o l e t e   m i d l e t s ,   v e t e m   i n s t a l o n i   5 0   m i d l e t s   e   p a r a . 	 \ n 		  						  						  							  				  						  			,   						  5 0 - 		  						  						  			. 	 	 	 	 	 	 	 	 \ n H    m u i t o s   m i d l e t s   n e s t e s   c o n j u n t o s   d e   m i d l e t ;   i n s t a l a r   s o m e n t e   o s   p r i m e i r o s   5 0   m i d l e t s . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ X H O S A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   X h o s a 	 X H 	 sWe'Y[	 sVe'YQ	 X H 	 X H 	 X H 	 X H 	 M u l t i t a p   X H 	 X H 	 X H 	 X H 	 X H 	 X H O S A 	 X H 	 X H 	 X H 	 	 	 	 X H 	 	 	 	 X H 	 	 	 X H 	 	 	 X H 	 	 	 X H 	 	 	 X H 	 	 	 	 	 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 X H 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 .
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*
M
  X H 	 .2M?M_>*  X H 	 	 									  X H 	 	 	 	 	 	 	 	 X H 	 	 	 	 	 	 	 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 M u l t i t a p   X H 	 M l t i t a p   X H 	 I l t a p  i l   X H 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ X H O S A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   X h o s a 	 x h 	 sWe\[	 sVe\Q	 x h 	 x h 	 x h 	 x h 	 M u l t i t a p   x h 	 x h 	 x h 	 x h 	 x h 	 x h o s a 	 x h 	 x h 	 x h 	 	 	 	 x h 	 	 	 	 x h 	 	 	 x h 	 	 	 x h 	 	 	 x h 	 	 	 x h 	 	 	 	 	 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 x h 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 .
3
M

 
M

?

>
*
M
*
M
  x h 	 .2M?M_>*  x h 	 	 									  x h 	 	 	 	 	 	 	 	 x h 	 	 	 	 	 	 	 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 M u l t i t a p   x h 	 M l t i t a p     x h 	 I l t a p  i l   x h 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ X H O S A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   X h o s a 	 S m a r t   X H 	 zfgasWe'Y[	 zfsVe'Y[	 *!2#L  X H 	 X H   I n t e l i g e n t e   	 S m a r t   X H 	 S m a r t   X H 	 S m a r t   X H 	 X H   i n t u i t i v o 	 'D2H4'  ( X H )   'D0CJ)	 S m a r t   X H 	 A k 1l l 1  X H 	 X H   t h  n g   m i n h 	 X H   p i n t a r 	 X H   P i n t a r 	 8	M	.	>	0	M		  X H 	 	 	 	 I n t e l l i g e n s   X H 	 	 	 	 S m a r t   X H 	 	 	 S m a r t   X H 	 	 	 S m a r t   X H 	 	 	 X H   GH4EF/	 	 	 							  X H 	 	 	 	 	 	 S m a r t   X H 	 S m a r t   X H 	 S m a r t   X H 	 S l i m   X H 	 S m a r t   X H 	 S m a r t   X H 	 S m a r t   X H 	 S m a r t   X H 	 S m a r t   X H 	 S m a r t   X H 	 8
M
.
>
0
M

 
M

M
  X H 	 8M.>0M  X H 	 	 							  X H 	 	 	 	 	 	 	 	 X H   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   X H 	 S m a r t   X H 	 S m a r t   X H 	 S m a t   X H 	 X H   c l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ X H O S A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   X h o s a 	 S m a r t   x h 	 zfgasWe\[	 zfsVe\[	 *!2#L  x h 	 x h   I n t e l i g e n t e   	 S m a r t   x h 	 S m a r t   x h 	 S m a r t   x h 	 x h   i n t u i t i v o 	 'D2H4'  ( x h )   'D0CJ)	 S m a r t   x h 	 A k 1l l 1  x h 	 x h   t h  n g   m i n h 	 x h   p i n t a r 	 x h   P i n t a r 	 8	M	.	>	0	M		  x h 	 	 	 	 I n t e l l i g e n s   x h 	 	 	 	 S m a r t   x h 	 	 	 S m a r t   x h 	 	 	 S m a r t   x h 	 	 	 x h   GH4EF/	 	 	 							  x h 	 	 	 	 	 	 S m a r t   x h 	 S m a r t   x h 	 S m a r t   x h 	 S l i m   x h 	 S m a r t   x h 	 S m a r t   x h 	 S m a r t   x h 	 S m a r t   x h 	 S m a r t   x h 	 S m a r t   x h 	 8
M
.
>
0
M

 
M

M
  x h 	 8M.>0M  x h 	 	 							  x h 	 	 	 	 	 	 	 	 X h   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   x h 	 S m a r t   x h 	 S m a r t   x h 	 S m a t   x h 	 X h   c l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ X H O S A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   X h o s a 	 S m a r t   X h 	 zfgasWeW['Y[	 zfsVeW['Y[	 *!2#L  X h 	 X h   I n t e l i g e n t e   	 S m a r t   X h 	 S m a r t   X h 	 S m a r t   X h 	 X h   i n t u i t i v o 	 'D2H4'  ( X h )   'D0CJ)	 S m a r t   X h 	 A k 1l l 1  X h 	 X h   t h  n g   m i n h 	 X h   p i n t a r 	 X h   P i n t a r 	 8	M	.	>	0	M		  X h 	 	 	 	 I n t e l l i g e n s   X h 	 	 	 	 S m a r t   X h 	 	 	 S m a r t   X h 	 	 	 S m a r t   X h 	 	 	 X h   GH4EF/	 	 	 							  X h 	 	 	 	 	 	 S m a r t   X h 	 S m a r t   X h 	 S m a r t   X h 	 S l i m   X h 	 S m a r t   X h 	 S m a r t   X h 	 S m a r t   X h 	 S m a r t   X h 	 S m a r t   X h 	 S m a r t   X h 	 8
M
.
>
0
M

 
M

M
  X h 	 8M.>0M  X h 	 	 							  X h 	 	 	 	 	 	 	 	 X h   i n t e l i g e n t e 	 	 	 	 	 	 	 	 S m a r t   X h 	 S m a r t   X h 	 S m a r t   X h 	 S m a t   X h 	 X h   c l i s t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ S W A H I L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   S w a h i l i 	 S W 	 et^̑e'Y[	 et^̑e'YQ	 S W 	 S W 	 S W 	 S W 	 M u l t i t a p   S W 	 S W 	 S W 	 S W 	 S W 	 S W A H I L I 	 S W 	 S W 	 S W 	 	 	 	 S W 	 	 	 	 S W 	 	 	 S W 	 	 	 S W 	 	 	 S W 	 	 	 S W 	 	 	 	 	 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 S W 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 .
3
M

 
M

?

>
*
M
*
M
  S W 	 .2M?M_>*  S W 	 	 									  S W 	 	 	 	 	 	 	 	 S O 	 	 	 	 	 	 	 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 M u l t i t a p   S W 	 M l t i t a p   S W 	 I l t a p  i l   S W 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ S W A H I L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   S w a h i l i 	 s w 	 et^̑e\[	 et^̑e\Q	 s w 	 s w 	 s w 	 s w 	 M u l t i t a p   s w 	 s w 	 s w 	 s w 	 s w 	 s w a h i l i 	 s w 	 s w 	 s w 	 	 	 	 s w 	 	 	 	 s w 	 	 	 s w 	 	 	 s w 	 	 	 s w 	 	 	 s w 	 	 	 	 	 	 M u l t i t a p   s w 	 M u l t i t a p   s w 	 M u l t i t a p   s w 	 s w 	 M u l t i t a p   s w 	 M u l t i t a p   s w 	 M u l t i t a p   s w 	 M u l t i t a p   s w 	 M u l t i t a p   s w 	 M u l t i t a p   s w 	 .
3
M

 
M

?

>
*
M
*
M
  s w 	 .2M?M_>*  s w 	 	 									  s w 	 	 	 	 	 	 	 	 s w 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ S W A H I L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   S w a h i l i 	 S m a r t   S W 	 zfgae^̑e'Y[	 zfet^̑e'YQ	 *!2#L  S W 	 S W   I n t e l i g e n t e   	 S m a r t   S W 	 S m a r t   S W 	 S m a r t   S W 	 S W   i n t u i t i v o 	 'D3H'-DJ)  ( S W )   'D0CJ)	 S m a r t   S W 	 A k 1l l 1  S W 	 S W   t h  n g   m i n h 	 P L   p i n t a r 	 S W   P i n t a r 	 8	M	.	>	0	M		  S W 	 	 	 	 I n t e l l i g e n s   S W 	 	 	 	 S m a r t   S W 	 	 	 S m a r t   S W 	 	 	 S m a r t   S W 	 	 	 S W   GH4EF/	 	 	 							  S W 	 	 	 	 	 	 S m a r t   S W 	 S m a r t   S W 	 S m a r t   S W 	 S l i m   S W 	 S m a r t   S W 	 S m a r t   S W 	 S m a r t   S W 	 S m a r t   S W 	 S m a r t   S W 	 S m a r t   S W 	 8
M
.
>
0
M

 
M

M
  S W 	 8M.>0M  S W 	 	 							  S W 	 	 	 	 	 	 	 	 S W   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ S W A H I L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   S w a h i l i 	 S m a r t   s w 	 zfgaet^̑e\[	 zfet^̑e\Q	 *!2#L  s w 	 S W   I n t e l i g e n t e   	 S m a r t   s w 	 S m a r t   s w 	 S m a r t   s w 	 S W   i n t u i t i v o 	 'D3H'-DJ)  ( s w )   'D0CJ)	 S m a r t   s w 	 A k 1l l 1  s w 	 s w   t h  n g   m i n h 	 p l   p i n t a r 	 s w   P i n t a r 	 8	M	.	>	0	M		  s w 	 	 	 	 I n t e l l i g e n s   s w 	 	 	 	 S m a r t   s w 	 	 	 S m a r t   s w 	 	 	 S m a r t   s w 	 	 	 s w   GH4EF/	 	 	 							  s w 	 	 	 	 	 	 S m a r t   s w 	 S m a r t   s w 	 S m a r t   s w 	 S l i m   s w 	 S m a r t   s w 	 S m a r t   s w 	 S m a r t   s w 	 S m a r t   s w 	 S m a r t   s w 	 S m a r t   s w 	 8
M
.
>
0
M

 
M

M
  s w 	 8M.>0M  s w 	 	 							  s w 	 	 	 	 	 	 	 	 S w   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ S W A H I L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   S w a h i l i 	 S m a r t   S w 	 zfgaet^̑eW['Y[	 zfet^̑eW['YQ	 *!2#L  S w 	 S W   I n t e l i g e n t e   	 S m a r t   S w 	 S m a r t   S w 	 S m a r t   S w 	 S W   i n t u i t i v o 	 'D3H'-DJ)  ( S w )   'D0CJ)	 S m a r t   S w 	 A k 1l l 1  S w 	 S w   t h  n g   m i n h 	 P l   p i n t a r 	 S w   P i n t a r 	 8	M	.	>	0	M		  S w 	 	 	 	 I n t e l l i g e n s   S w 	 	 	 	 S m a r t   S w 	 	 	 S m a r t   S w 	 	 	 S m a r t   S w 	 	 	 S w   GH4EF/	 	 	 							  S w 	 	 	 	 	 	 S m a r t   S w 	 S m a r t   S w 	 S m a r t   S w 	 S l i m   S w 	 S m a r t   S w 	 S m a r t   S w 	 S m a r t   S w 	 S m a r t   S w 	 S m a r t   S w 	 S m a r t   S w 	 8
M
.
>
0
M

 
M

M
  S w 	 8M.>0M  S w 	 	 							  S w 	 	 	 	 	 	 	 	 S w   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ A F R I K A A N S 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   A f r i k a a n s 	 A F 	 WS^w-e'Y[	 WS^wpQe'YQ	 A F 	 A F 	 A F 	 A F 	 M u l t i t a p   A F 	 A F 	 A F 	 A F 	 A F 	 N P h i 	 A F 	 A F 	 A F 	 	 	 	 A F 	 	 	 	 A F 	 	 	 A F 	 	 	 A F 	 	 	 A F 	 	 	 A F 	 	 	 	 	 	 M u l t i t a p   A F 	 M u l t i t a p   A F 	 M u l t i t a p   A F 	 A F 	 M u l t i t a p   A F 	 M u l t i t a p   A F 	 M u l t i t a p   A F 	 M u l t i t a p   A F 	 M u l t i t a p   A F 	 M u l t i t a p   A F 	 .
3
M

 
M

?

>
*
M
*
M
  A F 	 .2M?M_>*  A F 	 	 									  A F 	 	 	 	 	 	 	 	 A F 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ A F R I K A A N S 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   A f r i k a a n s 	 a f 	 WS^w-e\[	 WS^wpQe\Q	 a f 	 a f 	 a f 	 a f 	 M u l t i t a p   a f 	 a f 	 a f 	 a f 	 a f 	 n p h i 	 a f 	 a f 	 a f 	 	 	 	 a f 	 	 	 	 a f 	 	 	 a f 	 	 	 a f 	 	 	 a f 	 	 	 a f 	 	 	 	 	 	 M u l t i t a p   a f 	 M u l t i t a p   a f 	 M u l t i t a p   a f 	 a f 	 M u l t i t a p   a f 	 M u l t i t a p   a f 	 M u l t i t a p   a f 	 M u l t i t a p   a f 	 M u l t i t a p   a f 	 M u l t i t a p   a f 	 .
3
M

 
M

?

>
*
M
*
M
  a f 	 .2M?M_>*  a f 	 	 									  a f 	 	 	 	 	 	 	 	 a f 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ A F R I K A A N S 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   A f r i k a a n s 	 S m a r t   A F 	 zfgaWS^w-e'Y[	 zfWS^wpQe'YQ	 *!2#L  A F 	 A F   I n t e l i g e n t e   	 S m a r t   A F 	 S m a r t   A F 	 S m a r t   A F 	 A F   i n t u i t i v o 	 'D#A1JBJ)  ( A F )   'D0CJ)	 S m a r t   A F 	 A k 1l l 1  A F 	 A F   t h  n g   m i n h 	 A F   p i n t a r 	 A F   P i n t a r 	 8	M	.	>	0	M		  A F 	 	 	 	 I n t e l l i g e n s   A F 	 	 	 	 S m a r t   A F 	 	 	 S m a r t   A F 	 	 	 S m a r t   A F 	 	 	 A F   GH4EF/	 	 	 							  A F 	 	 	 	 	 	 S m a r t   A F 	 S m a r t   A F 	 S m a r t   A F 	 S l i m   A F 	 S m a r t   A F 	 S m a r t   A F 	 S m a r t   A F 	 S m a r t   A F 	 S m a r t   A F 	 S m a r t   A F 	 8
M
.
>
0
M

 
M

M
  A F 	 8M.>0M  A F 	 	 							  A F 	 	 	 	 	 	 	 	 A F   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ A F R I K A A N S 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   A f r i k a a n s 	 S m a r t   a f 	 zfgaWS^w-e\[	 zfWS^wpQe\Q	 *!2#L  a f 	 a f   I n t e l i g e n t e   	 S m a r t   a f 	 S m a r t   a f 	 S m a r t   a f 	 A F   i n t u i t i v o 	 'D#A1JBJ)  ( a f )   'D0CJ)	 S m a r t   a f 	 A k 1l l 1  a f 	 a f   t h  n g   m i n h 	 a f   p i n t a r 	 a f   P i n t a r 	 8	M	.	>	0	M		  a f 	 	 	 	 I n t e l l i g e n s   a f 	 	 	 	 S m a r t   a f 	 	 	 S m a r t   a f 	 	 	 S m a r t   a f 	 	 	 a f   GH4EF/	 	 	 							  a f 	 	 	 	 	 	 S m a r t   a f 	 S m a r t   a f 	 S m a r t   a f 	 S l i m   a f 	 S m a r t   a f 	 S m a r t   a f 	 S m a r t   a f 	 S m a r t   a f 	 S m a r t   a f 	 S m a r t   a f 	 8
M
.
>
0
M

 
M

M
  a f 	 8M.>0M  a f 	 	 							  a f 	 	 	 	 	 	 	 	 A f   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ A F R I K A A N S 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   A f r i k a a n s 	 S m a r t   A f 	 zfgaWS^w-eW['Y[	 zfWS^wpQeW['YQ	 *!2#L  A f 	 A f   I n t e l i g e n t e   	 S m a r t   A f 	 S m a r t   A f 	 S m a r t   A f 	 A F   i n t u i t i v o 	 'D#A1JBJ)  ( A f )   'D0CJ)	 S m a r t   A f 	 A k 1l l 1  A f 	 A f   t h  n g   m i n h 	 A f   p i n t a r 	 A f   P i n t a r 	 8	M	.	>	0	M		  A f 	 	 	 	 I n t e l l i g e n s   A f 	 	 	 	 S m a r t   A f 	 	 	 S m a r t   A f 	 	 	 S m a r t   A f 	 	 	 A f   GH4EF/	 	 	 							  A f 	 	 	 	 	 	 S m a r t   A f 	 S m a r t   A f 	 S m a r t   A f 	 S l i m   A f 	 S m a r t   A f 	 S m a r t   A f 	 S m a r t   A f 	 S m a r t   A f 	 S m a r t   A f 	 S m a r t   A f 	 8
M
.
>
0
M

 
M

M
  A f 	 8M.>0M  A f 	 	 							  A f 	 	 	 	 	 	 	 	 A f   i n t e l i g e n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ Z U L U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   Z u l u 	 Z U 	 Vyoe'Y[	 Vye'YQ	 Z U 	 Z U 	 Z U 	 Z U 	 M u l t i t a p   Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U L U 	 Z U 	 Z U 	 Z U 	 	 	 	 Z U 	 	 	 	 Z U 	 	 	 Z U 	 	 	 Z U 	 	 	 Z U 	 	 	 Z U 	 	 	 	 	 	 M u l t i t a p   Z U 	 M u l t i t a p   Z U 	 M u l t i t a p   Z U 	 Z U 	 M u l t i t a p   Z U 	 M u l t i t a p   Z U 	 M u l t i t a p   Z U 	 M u l t i t a p   Z U 	 M u l t i t a p   Z U 	 M u l t i t a p   Z U 	 .
3
M

 
M

?

>
*
M
*
M
  Z U 	 .2M?M_>*  Z U 	 	 									  Z U 	 	 	 	 	 	 	 	 Z U 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ Z U L U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   Z u l u 	 z u 	 Vyoe\[	 Vye\Q	 z u 	 z u 	 z u 	 z u 	 M u l t i t a p   z u 	 z u 	 z u 	 z u 	 z u 	 z u l u 	 z u 	 z u 	 z u 	 	 	 	 z u 	 	 	 	 z u 	 	 	 z u 	 	 	 z u 	 	 	 z u 	 	 	 z u 	 	 	 	 	 	 M u l t i t a p   z u 	 M u l t i t a p   z u 	 M u l t i t a p   z u 	 z u 	 M u l t i t a p   z u 	 M u l t i t a p   z u 	 M u l t i t a p   z u 	 M u l t i t a p   z u 	 M u l t i t a p   z u 	 M u l t i t a p   z u 	 .
3
M

 
M

?

>
*
M
*
M
  z u 	 .2M?M_>*  z u 	 	 									  z u 	 	 	 	 	 	 	 	 z u 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ Z U L U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   Z u l u 	 S m a r t   Z U 	 zfgaVyoe'Y[	 zfVye'YQ	 *!2#L  Z U 	 Z U   I n t e l i g e n t e 	 S m a r t   Z U 	 S m a r t   Z U 	 S m a r t   Z U 	 Z U   i n t u i t i v o 	 'D2HDH  ( Z U )   'D0CJ)	 S m a r t   Z U 	 A k 1l l 1  Z U 	 Z U   t h  n g   m i n h 	 Z U   p i n t a r 	 Z U   P i n t a r 	 8	M	.	>	0	M		  Z U 	 	 	 	 I n t e l l i g e n s   Z U 	 	 	 	 S m a r t   Z U 	 	 	 S m a r t   Z U 	 	 	 S m a r t   Z U 	 	 	 Z U   GH4EF/	 	 	 							  Z U 	 	 	 	 	 	 S m a r t   Z U 	 S m a r t   Z U 	 S m a r t   Z U 	 S l i m   Z U 	 S m a r t   Z U 	 S m a r t   Z U 	 S m a r t   Z U 	 S m a r t   Z U 	 S m a r t   Z U 	 S m a r t   Z U 	 8
M
.
>
0
M

 
M

M
  Z U 	 8M.>0M  Z U 	 	 							  Z U 	 	 	 	 	 	 	 	 Z U   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ Z U L U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   Z u l u 	 S m a r t   z u 	 zfgaVyoe\[	 zfVye\Q	 *!2#L  z u 	 z u   I n t e l i g e n t e   	 S m a r t   z u 	 S m a r t   z u 	 S m a r t   z u 	 z u   i n t u i t i v o 	 'D2HDH  ( z u )   'D0CJ)	 S m a r t   z u 	 A k 1l l 1  z u 	 z u   t h  n g   m i n h 	 z u   p i n t a r 	 z u   P i n t a r 	 8	M	.	>	0	M		  z u 	 	 	 	 I n t e l l i g e n s   z u 	 	 	 	 S m a r t   z u 	 	 	 S m a r t   z u 	 	 	 S m a r t   z u 	 	 	 z u   GH4EF/	 	 	 							  z u 	 	 	 	 	 	 S m a r t   z u 	 S m a r t   z u 	 S m a r t   z u 	 S l i m   z u 	 S m a r t   z u 	 S m a r t   z u 	 S m a r t   z u 	 S m a r t   z u 	 S m a r t   z u 	 S m a r t   z u 	 8
M
.
>
0
M

 
M

M
  z u 	 8M.>0M  z u 	 	 							  z u 	 	 	 	 	 	 	 	 Z u   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ Z U L U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   Z u l u 	 S m a r t   Z u 	 zfgaVyoeW['Y[	 zfVyeW['YQ	 *!2#L  Z u 	 Z u   I n t e l i g e n t e   	 S m a r t   Z u 	 S m a r t   Z u 	 S m a r t   Z u 	 Z U   i n t u i t i v o 	 'D2HDH  ( Z u )   'D0CJ)	 S m a r t   Z u 	 A k 1l l 1  Z u 	 Z u   t h  n g   m i n h 	 Z u   p i n t a r 	 Z u   P i n t a r 	 8	M	.	>	0	M		  Z u 	 	 	 	 I n t e l l i g e n s   Z u 	 	 	 	 S m a r t   Z u 	 	 	 S m a r t   Z u 	 	 	 S m a r t   Z u 	 	 	 Z u   GH4EF/	 	 	 							  Z u 	 	 	 	 	 	 S m a r t   Z u 	 S m a r t   Z u 	 S m a r t   Z u 	 S l i m   Z u 	 S m a r t   Z u 	 S m a r t   Z u 	 S m a r t   Z u 	 S m a r t   Z u 	 S m a r t   Z u 	 S m a r t   Z u 	 8
M
.
>
0
M

 
M

M
  Z u 	 8M.>0M  Z u 	 	 							  Z u 	 	 	 	 	 	 	 	 Z u   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ L I T H U A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   L i t h u a n i a n 	 L T 	 zv[e'Y[	 zv[e'YQ	 L T 	 L T 	 L T 	 L T 	 M u l t i t a p   L T 	 L T 	 L T 	 L T 	 L T 	 L  T V I 	 L T 	 L T 	 L T 	 	 	 	 L T 	 	 	 	 L T 	 	 	 L T 	 	 	 L T 	 	 	 L T 	 	 	 L T 	 	 	 	 	 	 M u l t i t a p   L T 	 M u l t i t a p   L T 	 M u l t i t a p   L T 	 L T 	 M u l t i t a p   L T 	 M u l t i t a p   L T 	 M u l t i t a p   L T 	 M u l t i t a p   L T 	 M u l t i t a p   L T 	 M u l t i t a p   L T 	 .
3
M

 
M

?

>
*
M
*
M
  L T 	 .2M?M_>*  L T 	 	 									  L T 	 	 	 	 	 	 	 	 L T 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ L I T H U A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   L i t h u a n i a n 	 l t 	 zv[e\[	 zv[e\Q	 l t 	 l t 	 l t 	 l t 	 M u l t i t a p   l t 	 l t 	 l t 	 l t 	 l t 	 l  t v i 	 l t 	 l t 	 l t 	 	 	 	 l t 	 	 	 	 l t 	 	 	 l t 	 	 	 l t 	 	 	 l t 	 	 	 l t 	 	 	 	 	 	 M u l t i t a p   l t 	 M u l t i t a p   l t 	 M u l t i t a p   l t 	 l t 	 M u l t i t a p   l t 	 M u l t i t a p   l t 	 M u l t i t a p   l t 	 M u l t i t a p   l t 	 M u l t i t a p   l t 	 M u l t i t a p   l t 	 .
3
M

 
M

?

>
*
M
*
M
  l t 	 .2M?M_>*  l t 	 	 									  l t 	 	 	 	 	 	 	 	 l t 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ L I T H U A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   L i t h u a n i a n 	 S m a r t   L T 	 zfgazv[e'Y[	 zfzv[e'YQ	 *!2#L  L T 	 L T   I n t e l i g e n t e   	 S m a r t   L T 	 S m a r t   L T 	 S m a r t   L T 	 L T   i n t u i t i v o 	 'DD*H'FJ)  ( L T )   'D0CJ)	 S m a r t   L T 	 A k 1l l 1  L T 	 L T   t h  n g   m i n h 	 L T   p i n t a r 	 L T   P i n t a r 	 8	M	.	>	0	M		  L T 	 	 	 	 I n t e l l i g e n s   L T 	 	 	 	 S m a r t   L T 	 	 	 S m a r t   L T 	 	 	 S m a r t   L T 	 	 	 L T   GH4EF/	 	 	 							    L T 	 	 	 	 	 	 S m a r t   L T 	 S m a r t   L T 	 S m a r t   L T 	 S l i m   L T 	 S m a r t   L T 	 S m a r t   L T 	 S m a r t   L T 	 S m a r t   L T 	 S m a r t   L T 	 S m a r t   L T 	 8
M
.
>
0
M

 
M

M
  L T 	 8M.>0M  L T 	 	 							  L T 	 	 	 	 	 	 	 	 L T   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ L I T H U A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   L i t h u a n i a n 	 S m a r t   l t 	 zfgazv[e\[	 zfzv[e\Q	 *!2#L  l t 	 l t   I n t e l i g e n t e 	 S m a r t   l t 	 S m a r t   l t 	 S m a r t   l t 	 L T   i n t u i t i v o 	 'DD*H'FJ)  ( l t )   'D0CJ)	 S m a r t   l t 	 A k 1l l 1  l t 	 l t   t h  n g   m i n h 	 l t   p i n t a r 	 l t   P i n t a r 	 8	M	.	>	0	M		  l t 	 	 	 	 I n t e l l i g e n s   l t 	 	 	 	 S m a r t   l t 	 	 	 S m a r t   l t 	 	 	 S m a r t   l t 	 	 	 l t   GH4EF/	 	 	 							    l t 	 	 	 	 	 	 S m a r t   l t 	 S m a r t   l t 	 S m a r t   l t 	 S l i m   l t 	 S m a r t   l t 	 S m a r t   l t 	 S m a r t   l t 	 S m a r t   l t 	 S m a r t   l t 	 S m a r t   l t 	 8
M
.
>
0
M

 
M

M
  l t 	 8M.>0M  l t 	 	 							  l t 	 	 	 	 	 	 	 	 L t   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ L I T H U A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   L i t h u a n i a n 	 S m a r t   L t 	 zfgazv[eW['Y[	 zfzv[eW['YQ	 *!2#L  L t 	 L t   I n t e l i g e n t e 	 S m a r t   L t 	 S m a r t   L t 	 S m a r t   L t 	 L T   i n t u i t i v o 	 'DD*H'FJ)  ( L t )   'D0CJ)	 S m a r t   L t 	 A k 1l l 1  L t 	 L t   t h  n g   m i n h 	 L t   p i n t a r 	 L t   P i n t a r 	 8	M	.	>	0	M		  L t 	 	 	 	 I n t e l l i g e n s   L t 	 	 	 	 S m a r t   L t 	 	 	 S m a r t   L t 	 	 	 S m a r t   L t 	 	 	 L t   GH4EF/	 	 	 							  L t 	 	 	 	 	 	 S m a r t   L t 	 S m a r t   L t 	 S m a r t   L t 	 S l i m   L t 	 S m a r t   L t 	 S m a r t   L t 	 S m a r t   L t 	 S m a r t   L t 	 S m a r t   L t 	 S m a r t   L t 	 8
M
.
>
0
M

 
M

M
  L t 	 8M.>0M  L t 	 	 							  L t 	 	 	 	 	 	 	 	 L t   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ L A T V I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   L a t v i a n 	 L V 	 b+}Ne'Y[	 b1~Ne'YQ	 L V 	 L V 	 L V 	 L V 	 M u l t i t a p   L V 	 L V 	 L V 	 L V 	 L V 	 L A T V I A 	 L V 	 L V 	 L V 	 	 	 	 L V 	 	 	 	 L V 	 	 	 L V 	 	 	 L V 	 	 	 L V 	 	 	 L V 	 	 	 	 	 	 M u l t i t a p   L V 	 M u l t i t a p   L V 	 M u l t i t a p   L V 	 L V 	 M u l t i t a p   L V 	 M u l t i t a p   L V 	 M u l t i t a p   L V 	 M u l t i t a p   L V 	 M u l t i t a p   L V 	 M u l t i t a p   L V 	 .
3
M

 
M

?

>
*
M
*
M
  L V 	 .2M?M_>*  L V 	 	 									  L V 	 	 	 	 	 	 	 	 L V 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ L A T V I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   L a t v i a n 	 l v 	 b+}Ne\[	 b1~Ne\Q	 l v 	 l v 	 l v 	 l v 	 M u l t i t a p   l v 	 l v 	 l v 	 l v 	 l v 	 l a t v i a 	 l v 	 l v 	 l v 	 	 	 	 l v 	 	 	 	 l v 	 	 	 l v 	 	 	 l v 	 	 	 l v 	 	 	 l v 	 	 	 	 	 	 M u l t i t a p   l v 	 M u l t i t a p   l v 	 M u l t i t a p   l v 	 l v 	 M u l t i t a p   l v 	 M u l t i t a p   l v 	 M u l t i t a p   l v 	 M u l t i t a p   l v 	 M u l t i t a p   l v 	 M u l t i t a p   l v 	 .
3
M

 
M

?

>
*
M
*
M
  l v 	 .2M?M_>*  l v 	 	 									  l v 	 	 	 	 	 	 	 	 l v 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ L A T V I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   L a t v i a n 	 S m a r t   L V 	 zfgab+}Ne'Y[	 zfb1~Ne'YQ	 *!2#L  L V 	 L V   I n t e l i g e n t e 	 S m a r t   L V 	 S m a r t   L V 	 S m a r t   L V 	 L V   i n t u i t i v o 	 'DD'*AJ)  ( L V )   'D0CJ)	 S m a r t   L V 	 A k 1l l 1  L V 	 L V   t h  n g   m i n h 	 L V   p i n t a r 	 L V   P i n t a r 	 8	M	.	>	0	M		  L V 	 	 	 	 I n t e l l i g e n s   L V 	 	 	 	 S m a r t   L V 	 	 	 S m a r t   L V 	 	 	 S m a r t   L V 	 	 	 L V   GH4EF/	 	 	 							  L V 	 	 	 	 	 	 S m a r t   L V 	 S m a r t   L V 	 S m a r t   L V 	 S l i m   L V 	 S m a r t   L V 	 S m a r t   L V 	 S m a r t   L V 	 S m a r t   L V 	 S m a r t   L V 	 S m a r t   L V 	 8
M
.
>
0
M

 
M

M
  L V 	 8M.>0M  L V 	 	 							  L v 	 	 	 	 	 	 	 	 L V   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ L A T V I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   L a t v i a n 	 S m a r t   l v 	 zfgab+}Ne\[	 zfb1~Ne\Q	 *!2#L  l v 	 l v   I n t e l i g e n t e 	 S m a r t   l v 	 S m a r t   l v 	 S m a r t   l v 	 L V   i n t u i t i v o 	 'DD'*AJ)  ( l v )   'D0CJ)	 S m a r t   l v 	 A k 1l l 1  l v 	 l v   t h  n g   m i n h 	 l v   p i n t a r 	 l v   P i n t a r 	 8	M	.	>	0	M		  l v 	 	 	 	 I n t e l l i g e n s   l v 	 	 	 	 S m a r t   l v 	 	 	 S m a r t   l v 	 	 	 S m a r t   l v 	 	 	 l v   GH4EF/	 	 	 							  l v 	 	 	 	 	 	 S m a r t   l v 	 S m a r t   l v 	 S m a r t   l v 	 S l i m   l v 	 S m a r t   l v 	 S m a r t   l v 	 S m a r t   l v 	 S m a r t   l v 	 S m a r t   l v 	 S m a r t   l v 	 8
M
.
>
0
M

 
M

M
  l v 	 8M.>0M  l v 	 	 							  l v 	 	 	 	 	 	 	 	 L v   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ L A T V I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   L a t v i a n 	 S m a r t   L v 	 zfgab+}NeW['Y[	 zfb1~NeW['YQ	 *!2#L  L v 	 L v   I n t e l i g e n t e   	 S m a r t   L v 	 S m a r t   L v 	 S m a r t   L v 	 L V   i n t u i t i v o 	 'DD'*AJ)  ( L v )   'D0CJ)	 S m a r t   L v 	 A k 1l l 1  L v 	 L v   t h  n g   m i n h 	 L v   p i n t a r 	 L v   P i n t a r 	 8	M	.	>	0	M		  L v 	 	 	 	 I n t e l l i g e n s   L v 	 	 	 	 S m a r t   L v 	 	 	 S m a r t   L v 	 	 	 S m a r t   L v 	 	 	 L v   GH4EF/	 	 	 							  L v 	 	 	 	 	 	 S m a r t   L v 	 S m a r t   L v 	 S m a r t   L v 	 S l i m   L v 	 S m a r t   L v 	 S m a r t   L v 	 S m a r t   L v 	 S m a r t   L v 	 S m a r t   L v 	 S m a r t   L v 	 8
M
.
>
0
M

 
M

M
  L v 	 8M.>0M  L v 	 	 							  L v 	 	 	 	 	 	 	 	 L v   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ E S T O N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   E s t o n i a n 	 E T 	 al<\Ne'Y[	 1rl<\Ne'YQ	 E T 	 E T 	 E T 	 E T 	 M u l t i t a p   E T 	 E T 	 E T 	 E T 	 E T 	 E S T O N I A 	 E T 	 E T 	 E T 	 	 	 	 E T 	 	 	 	 E T 	 	 	 E T 	 	 	 E T 	 	 	 E T 	 	 	 E T 	 	 	 	 	 	 M u l t i t a p   E T 	 M u l t i t a p   E T 	 M u l t i t a p   E T 	 E T 	 M u l t i t a p   E T 	 M u l t i t a p   E T 	 M u l t i t a p   E T 	 M u l t i t a p   E T 	 M u l t i t a p   E T 	 M u l t i t a p   E T 	 .
3
M

 
M

?

>
*
M
*
M
  E T 	 .2M?M_>*  E T 	 	 									  E T 	 	 	 	 	 	 	 	 E T 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ E S T O N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   E s t o n i a n 	 e t 	 al<\Ne\[	 1rl<\Ne\Q	 e t 	 e t 	 e t 	 e t 	 M u l t i t a p   e t 	 e t 	 e t 	 e t 	 e t 	 e s t o n i a 	 e t 	 e t 	 e t 	 	 	 	 e t 	 	 	 	 e t 	 	 	 e t 	 	 	 e t 	 	 	 e t 	 	 	 e t 	 	 	 	 	 	 M u l t i t a p   e t 	 M u l t i t a p   e t 	 M u l t i t a p   e t 	 e t 	 M u l t i t a p   e t 	 M u l t i t a p   e t 	 M u l t i t a p   e t 	 M u l t i t a p   e t 	 M u l t i t a p   e t 	 M u l t i t a p   e t 	 .
3
M

 
M

?

>
*
M
*
M
  e t 	 .2M?M_>*  e t 	 	 									  e t 	 	 	 	 	 	 	 	 e t 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ E S T O N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   E s t o n i a n 	 S m a r t   E T 	 zfgaal<\Ne'Y[	 zf1rl<\Ne'YQ	 *!2#L  E T 	 E T   I n t e l i g e n t e 	 S m a r t   E T 	 S m a r t   E T 	 S m a r t   E T 	 E T   i n t u i t i v o 	 'D%3*HFJ)  ( E T )   'D0CJ)	 S m a r t   E T 	 A k 1l l 1  E T 	 E T   t h  n g   m i n h 	 E T   p i n t a r 	 E T   P i n t a r 	 8	M	.	>	0	M		  E T 	 	 	 	 I n t e l l i g e n s   E T 	 	 	 	 S m a r t   E T 	 	 	 S m a r t   E T 	 	 	 S m a r t   E T 	 	 	 E T   GH4EF/	 	 	 							  E T 	 	 	 	 	 	 S m a r t   E T 	 S m a r t   E T 	 S m a r t   E T 	 S l i m   E T 	 S m a r t   E T 	 S m a r t   E T 	 S m a r t   E T 	 S m a r t   E T 	 S m a r t   E T 	 S m a r t   E T 	 8
M
.
>
0
M

 
M

M
  E T 	 8M.>0M  E T 	 	 							  E T 	 	 	 	 	 	 	 	 E T   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ E S T O N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   E s t o n i a n 	 S m a r t   e t 	 zfgaal<\Ne\[	 zf1rl<\Ne\Q	 *!2#L  e t 	 e t   I n t e l i g e n t e   	 S m a r t   e t 	 S m a r t   e t 	 S m a r t   e t 	 E T   i n t u i t i v o 	 'D%3*HFJ)  ( e t )   'D0CJ)	 S m a r t   e t 	 A k 1l l 1  e t 	 e t   t h  n g   m i n h 	 e t   p i n t a r 	 e t   P i n t a r 	 8	M	.	>	0	M		  e t 	 	 	 	 I n t e l l i g e n s   e t 	 	 	 	 S m a r t   e t 	 	 	 S m a r t   e t 	 	 	 S m a r t   e t 	 	 	 e t   GH4EF/	 	 	 							  e t 	 	 	 	 	 	 S m a r t   e t 	 S m a r t   e t 	 S m a r t   e t 	 S l i m   e t 	 S m a r t   e t 	 S m a r t   e t 	 S m a r t   e t 	 S m a r t   e t 	 S m a r t   e t 	 S m a r t   e t 	 8
M
.
>
0
M

 
M

M
  e t 	 8M.>0M  e t 	 	 							  e t 	 	 	 	 	 	 	 	 E t   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ E S T O N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   E s t o n i a n 	 S m a r t   E t 	 zfgaal<\NeW['Y[	 zf1rl<\NeW['YQ	 *!2#L  E t 	 E t   I n t e l i g e n t e 	 S m a r t   E t 	 S m a r t   E t 	 S m a r t   E t 	 E T   i n t u i t i v o 	 'D%3*HFJ)  ( E t )   'D0CJ)	 S m a r t   E t 	 A k 1l l 1  E t 	 E t   t h  n g   m i n h 	 E t   p i n t a r 	 E t   P i n t a r 	 8	M	.	>	0	M		  E t 	 	 	 	 I n t e l l i g e n s   E t 	 	 	 	 S m a r t   E t 	 	 	 S m a r t   E t 	 	 	 S m a r t   E t 	 	 	 E t   GH4EF/	 	 	 							  E t 	 	 	 	 	 	 S m a r t   E t 	 S m a r t   E t 	 S m a r t   E t 	 S l i m   E t 	 S m a r t   E t 	 S m a r t   E t 	 S m a r t   E t 	 S m a r t   E t 	 S m a r t   E t 	 S m a r t   E t 	 8
M
.
>
0
M

 
M

M
  E t 	 8M.>0M  E t 	 	 							  E t 	 	 	 	 	 	 	 	 E t   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ A R M E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   A r m e n i a n 	 A M 	 N<\Ne'Y[	 N<\Ne'YQ	 A M 	 A M 	 A M 	 A M 	 M u l t i t a p   H Y 	 A M 	 A M 	 A M 	 A M 	 A R M E N I A 	 A M 	 A M 	 A M 	 	 	 	 A M 	 	 	 	 A M 	 	 	 A M 	 	 	 A M 	 	 	 A M 	 	 	 A M 	 	 	 	 	 	 M u l t i t a p   H Y 	 M u l t i t a p   H Y 	 M u l t i t a p   H Y 	 A M 	 M u l t i t a p   H Y 	 M u l t i t a p   H Y 	 M u l t i t a p   H Y 	 M u l t i t a p   H Y 	 M u l t i t a p   H Y 	 M u l t i t a p   H Y 	 .
3
M

 
M

?

>
*
M
*
M
  H Y 	 .2M?M_>*  H Y 	 	 									  H Y 	 	 	 	 	 	 	 	 A M 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ A R M E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   A r m e n i a n 	 a m 	 N<\Ne\[	 N<\Ne\Q	 a m 	 a m 	 a m 	 a m 	 M u l t i t a p   h y 	 a m 	 a m 	 a m 	 a m 	 a r m e n i a 	 a m 	 a m 	 a m 	 	 	 	 a m 	 	 	 	 a m 	 	 	 a m 	 	 	 a m 	 	 	 a m 	 	 	 a m 	 	 	 	 	 	 M u l t i t a p   h y 	 M u l t i t a p   h y 	 M u l t i t a p   h y 	 a m 	 M u l t i t a p   h y 	 M u l t i t a p   h y 	 M u l t i t a p   h y 	 M u l t i t a p   h y 	 M u l t i t a p   h y 	 M u l t i t a p   h y 	 .
3
M

 
M

?

>
*
M
*
M
  h y 	 .2M?M_>*  h y 	 	 									  h y 	 	 	 	 	 	 	 	 a m 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ A R M E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   A r m e n i a n 	 S m a r t   A M 	 zfgaN<\Ne'Y[	 zfN<\Ne'YQ	 *!2#L  H Y 	 H Y   I n t e l i g e n t e 	 S m a r t   H Y 	 S m a r t   H Y 	 S m a r t   H Y 	 H Y   i n t u i t i v o 	 'D#1EJFJ)  ( A M )   'D0CJ)	 S m a r t   H Y 	 A k 1l l 1  H Y 	 H Y   t h  n g   m i n h 	 A M   p i n t a r 	 H Y   P i n t a r 	 8	M	.	>	0	M		  H Y 	 	 	 	 I n t e l l i g e n s   H Y 	 	 	 	 S m a r t   H Y 	 	 	 S m a r t   H Y 	 	 	 S m a r t   H Y 	 	 	 H Y   GH4EF/	 	 	 							  H Y 	 	 	 	 	 	 S m a r t   H Y 	 S m a r t   H Y 	 S m a r t   H Y 	 S l i m   H Y 	 S m a r t   H Y 	 S m a r t   H Y 	 S m a r t   H Y 	 S m a r t   H Y 	 S m a r t   H Y 	 S m a r t   H Y 	 8
M
.
>
0
M

 
M

M
  H Y 	 8M.>0M  H Y 	 	 							  H Y 	 	 	 	 	 	 	 	 A M   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ A R M E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   A r m e n i a n 	 S m a r t   a m 	 zfgaN<\Ne\[	 zfN<\Ne\Q	 *!2#L  h y 	 h y   I n t e l i g e n t e 	 S m a r t   h y 	 S m a r t   h y 	 S m a r t   h y 	 H Y   i n t u i t i v o 	 'D#1EJFJ)  ( a m )   'D0CJ)	 S m a r t   h y 	 A k 1l l 1  h y 	 h y   t h  n g   m i n h 	 a m   p i n t a r 	 h y   P i n t a r 	 8	M	.	>	0	M		  h y 	 	 	 	 I n t e l l i g e n s   h y 	 	 	 	 S m a r t   h y 	 	 	 S m a r t   h y 	 	 	 S m a r t   h y 	 	 	 h y   GH4EF/	 	 	 							  h y 	 	 	 	 	 	 S m a r t   h y 	 S m a r t   h y 	 S m a r t   h y 	 S l i m   h y 	 S m a r t   h y 	 S m a r t   h y 	 S m a r t   h y 	 S m a r t   h y 	 S m a r t   h y 	 S m a r t   h y 	 8
M
.
>
0
M

 
M

M
  h y 	 8M.>0M  h y 	 	 							  h y 	 	 	 	 	 	 	 	 A m   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ A R M E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   A r m e n i a n 	 S m a r t   A m 	 zfgaN<\NeW['Y[	 zfN<\NeW['YQ	 *!2#L  H y 	 H y   I n t e l i g e n t e 	 S m a r t   H y 	 S m a r t   H y 	 S m a r t   H y 	 H Y   i n t u i t i v o 	 'D#1EJFJ)  ( A m )   'D0CJ)	 S m a r t   H y 	 A k 1l l 1  H y 	 H y   t h  n g   m i n h 	 A m   p i n t a r 	 H y   P i n t a r 	 8	M	.	>	0	M		  H y 	 	 	 	 I n t e l l i g e n s   H y 	 	 	 	 S m a r t   H y 	 	 	 S m a r t   H y 	 	 	 S m a r t   H y 	 	 	 H y   GH4EF/	 	 	 							  H y 	 	 	 	 	 	 S m a r t   H y 	 S m a r t   H y 	 S m a r t   H y 	 S l i m   H y 	 S m a r t   H y 	 S m a r t   H y 	 S m a r t   H y 	 S m a r t   H y 	 S m a r t   H y 	 S m a r t   H y 	 8
M
.
>
0
M

 
M

M
  H y 	 8M.>0M  H y 	 	 							  H y 	 	 	 	 	 	 	 	 A m   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ G E O R G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   G e o r g i a n 	 K A 	 <ho	TNe	 <h	TNe	 K A 	 K A 	 K A 	 K A 	 M u l t i t a p   K A 	 K A 	 K A 	 K A 	 K A 	 G E O R G I A 	 K A 	 K A 	 K A 	 	 	 	 K A 	 	 	 	 K A 	 	 	 K A 	 	 	 K A 	 	 	 K A 	 	 	 K A 	 	 	 	 	 	 M u l t i t a p   K A 	 M u l t i t a p   K A 	 M u l t i t a p   K A 	 K A 	 M u l t i t a p   K A 	 M u l t i t a p   K A 	 M u l t i t a p   K A 	 M u l t i t a p   K A 	 M u l t i t a p   K A 	 M u l t i t a p   K A 	 .
3
M

 
M

?

>
*
M
*
M
  K A 	 .2M?M_>*  K A 	 	 									  K A 	 	 	 	 	 	 	 	 K A 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ G E O R G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   G e o r g i a n 	 S m a r t   K A 	 zfga<ho	TNe	 zf<h	TNe	 *!2#L  K A 	 K A   I n t e l i g e n t e 	 S m a r t   K A 	 S m a r t   K A 	 S m a r t   K A 	 K A   i n t u i t i v o 	 'D,H1,J)  ( K A )   'D0CJ)	 S m a r t   K A 	 A k 1l l 1  K A 	 K A   t h  n g   m i n h 	 K a   p i n t a r 	 K A   P i n t a r 	 8	M	.	>	0	M		  K A 	 	 	 	 I n t e l l i g e n s   K A 	 	 	 	 S m a r t   K A 	 	 	 S m a r t   K A 	 	 	 S m a r t   K A 	 	 	 K A   GH4EF/	 	 	 							  K A 	 	 	 	 	 	 S m a r t   K A 	 S m a r t   K A 	 S m a r t   K A 	 S l i m   K A 	 S m a r t   K A 	 S m a r t   K A 	 S m a r t   K A 	 S m a r t   K A 	 S m a r t   K A 	 S m a r t   K A 	 8
M
.
>
0
M

 
M

M
  K A 	 8M.>0M  K A 	 	 							  K A 	 	 	 	 	 	 	 	 K A   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ U _ M O L D O V A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   u p p e r   c a s e   M o l d o v a n 	 M O 	 id>rYte'Y[	 id\Yte'YQ	 M O 	 M O 	 M O 	 M O 	 M u l t i t a p   M O 	 M O 	 M O 	 M O 	 M O 	 M O L D O V A 	 M O 	 M O 	 M O 	 	 	 	 M O 	 	 	 	 M O 	 	 	 M O 	 	 	 M O 	 	 	 M O 	 	 	 M O 	 	 	 	 	 	 M u l t i t a p   M O 	 M u l t i t a p   M O 	 M u l t i t a p   M O 	 M O 	 M u l t i t a p   M O 	 M u l t i t a p   M O 	 M u l t i t a p   M O 	 M u l t i t a p   M O 	 M u l t i t a p   M O 	 M u l t i t a p   M O 	 .
3
M

 
M

?

>
*
M
*
M
  M O 	 .2M?M_>*  M O 	 	 									  M O 	 	 	 	 	 	 	 	 M O 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ L _ M O L D O V A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i - t a p   l o w e r   c a s e   M o l d o v a n 	 m o 	 id>rYte\[	 id\Yte\Q	 m o 	 m o 	 m o 	 m o 	 M u l t i t a p   m o 	 m o 	 m o 	 m o 	 m o 	 m o l d o v a 	 m o 	 m o 	 m o 	 	 	 	 m o 	 	 	 	 m o 	 	 	 m o 	 	 	 m o 	 	 	 m o 	 	 	 m o 	 	 	 	 	 	 M u l t i t a p   m o 	 M u l t i t a p   m o 	 M u l t i t a p   m o 	 m o 	 M u l t i t a p   m o 	 M u l t i t a p   m o 	 M u l t i t a p   m o 	 M u l t i t a p   m o 	 M u l t i t a p   m o 	 M u l t i t a p   m o 	 .
3
M

 
M

?

>
*
M
*
M
  m o 	 .2M?M_>*  m o 	 	 									  m o 	 	 	 	 	 	 	 	 m o 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ M O L D O V A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   u p p e r   c a s e   M o l d o v a n 	 S m a r t   M O 	 zfgaid>rYte'Y[	 zfid\Yte'YQ	 *!2#L  M O 	 M O   I n t e l i g e n t e 	 S m a r t   M O 	 S m a r t   M O 	 S m a r t   M O 	 M O   i n t u i t i v o 	 'DEHD/HAJ)  ( M O )   'D0CJ)	 S m a r t   M O 	 A k 1l l 1  M O 	 M O   t h  n g   m i n h 	 M O   p i n t a r 	 M O   P i n t a r 	 8	M	.	>	0	M		  M O 	 	 	 	 I n t e l l i g e n s   M O 	 	 	 	 S m a r t   M O 	 	 	 S m a r t   M O 	 	 	 S m a r t   M O 	 	 	 M O   GH4EF/	 	 	 							  M O 	 	 	 	 	 	 S m a r t   M O 	 S m a r t   M O 	 S m a r t   M O 	 S l i m   M O 	 S m a r t   M O 	 S m a r t   M O 	 S m a r t   M O 	 S m a r t   M O 	 S m a r t   M O 	 S m a r t   M O 	 8
M
.
>
0
M

 
M

M
  M O 	 8M.>0M  M O 	 	 							  M o 	 	 	 	 	 	 	 	 M O   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ M O L D O V A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   l o w e r   c a s e   M o l d o v a n 	 S m a r t   m o 	 zfgaid>rYte\[	 zfid\Yte\Q	 *!2#L  m o 	 m o   I n t e l i g e n t e 	 S m a r t   m o 	 S m a r t   m o 	 S m a r t   m o 	 M O   i n t u i t i v o 	 'DEHD/HAJ)  ( m o )   'D0CJ)	 S m a r t   m o 	 A k 1l l 1  m o 	 m o   t h  n g   m i n h 	 m o   p i n t a r 	 m o   P i n t a r 	 8	M	.	>	0	M		  m o 	 	 	 	 I n t e l l i g e n s   m o 	 	 	 	 S m a r t   m o 	 	 	 S m a r t   m o 	 	 	 S m a r t   m o 	 	 	 m o   GH4EF/	 	 	 							    m o 	 	 	 	 	 	 S m a r t   m o 	 S m a r t   m o 	 S m a r t   m o 	 S l i m   m o 	 S m a r t   m o 	 S m a r t   m o 	 S m a r t   m o 	 S m a r t   m o 	 S m a r t   m o 	 S m a r t   m o 	 8
M
.
>
0
M

 
M

M
  m o 	 8M.>0M  m o 	 	 							  m o 	 	 	 	 	 	 	 	 M o   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ F I R S T _ U _ M O L D O V A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   s m a r t   f i r s t   u p p e r   c a s e   M o l d o v a n 	 S m a r t   M o 	 zfgaid>rYteW['Y[	 zfid\YteW['YQ	 *!2#L  M o 	 M o   I n t e l i g e n t e   	 S m a r t   M o 	 S m a r t   M o 	 S m a r t   M o 	 M O   i n t u i t i v o 	 'DEHD/HAJ)  ( M o )   'D0CJ)	 S m a r t   M o 	 A k 1l l 1  M o 	 M o   t h  n g   m i n h 	 M o   p i n t a r 	 M o   P i n t a r 	 8	M	.	>	0	M		  M o 	 	 	 	 I n t e l l i g e n s   M o 	 	 	 	 S m a r t   M o 	 	 	 S m a r t   M o 	 	 	 S m a r t   M o 	 	 	 M o   GH4EF/	 	 	 							  M o 	 	 	 	 	 	 S m a r t   M o 	 S m a r t   M o 	 S m a r t   M o 	 S l i m   M o 	 S m a r t   M o 	 S m a r t   M o 	 S m a r t   M o 	 S m a r t   M o 	 S m a r t   M o 	 S m a r t   M o 	 8
M
.
>
0
M

 
M

M
  M o 	 8M.>0M  M o 	 	 							  M o 	 	 	 	 	 	 	 	 M o   i n t e l i g e n t e 
 
 W G U I _ C A T E G O R Y _ U _ X H O S A _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   X h o s a   i n o u t   m e t h o d 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 !	 X H 	 'D2H4'  ( X H ) 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 	 	 	 X H 	 	 	 	 X H 	 	 	 X H 	 	 	 X H 	 	 	 X H 	 	 	 X H 	 	 	 	 	 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 X H 	 	 X H 	 	 	 	 	 	 	 	 X H 
 
 W G U I _ C A T E G O R Y _ L _ X H O S A _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   X h o s a   i n o u t   m e t h o d 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 :>A0	 x h 	 'D2H4'  ( x h ) 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 	 	 	 x h 	 	 	 	 x h 	 	 	 x h 	 	 	 x h 	 	 	 x h 	 	 	 x h 	 	 	 	 	 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 x h 	 	 x h 	 	 	 	 	 	 	 	 x h 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ X H O S A _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   X h o s a   i n p u t   m e t h o d 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 >A0	 X h 	 'D2H4'  ( X h ) 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 	 	 	 X h 	 	 	 	 X h 	 	 	 X h 	 	 	 X h 	 	 	 X h 	 	 	 X h 	 	 	 	 	 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 X h 	 	 X h 	 	 	 	 	 	 	 	 X h 
 
 W G U I _ C A T E G O R Y _ U _ S W A H I L I _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   S w a h i l i   i n p u t   m e t h o d 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 !#%	 S W 	 'D3H'-JDJ)  ( S W ) 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 	 	 	 S W 	 	 	 	 S W 	 	 	 S W 	 	 	 S W 	 	 	 S W 	 	 	 S W 	 	 	 	 	 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 S W 	 	 S W 	 	 	 	 	 	 	 	 S O 
 
 W G U I _ C A T E G O R Y _ L _ S W A H I L I _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   S w a h i l i   i n p u t   m e t h o d 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 AC0E8;8	 s w 	 'D3H'-JDJ)  ( S W ) 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 	 	 	 s w 	 	 	 	 s w 	 	 	 s w 	 	 	 s w 	 	 	 s w 	 	 	 s w 	 	 	 	 	 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 s w 	 	 s w 	 	 	 	 	 	 	 	 s w 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ S W A H I L I _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   S w a h i l i   i n p u t   m e t h o d 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 !C0E8;8	 S w 	 'D3H'-JDJ)  ( S w ) 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 	 	 	 S w 	 	 	 	 S w 	 	 	 S w 	 	 	 S w 	 	 	 S w 	 	 	 S w 	 	 	 	 	 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 S w 	 	 S w 	 	 	 	 	 	 	 	 S w 
 
 W G U I _ C A T E G O R Y _ U _ A F R I K A A N S _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   A f r i k a a n s   i n p u t   m e t h o d 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 $ !	 A F 	 'D#A1JBJ)  ( A F ) 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 	 	 	 A F 	 	 	 	 A F 	 	 	 A F 	 	 	 A F 	 	 	 A F 	 	 	 A F 	 	 	 	 	 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 A F 	 	 A F 	 	 	 	 	 	 	 	 A F 
 
 W G U I _ C A T E G O R Y _ L _ A F R I K A A N S _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   A f r i k a a n s   i n p u t   m e t h o d 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 0D@8:00=A	 a f 	 'D#A1JBJ)  ( a f ) 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 	 	 	 a f 	 	 	 	 a f 	 	 	 a f 	 	 	 a f 	 	 	 a f 	 	 	 a f 	 	 	 	 	 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 a f 	 	 a f 	 	 	 	 	 	 	 	 a f 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ A F R I K A A N S _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   A f r i k a a n s   i n p u t   m e t h o d 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 D@8:00=A	 A f 	 'D#A1JBJ)  ( A f ) 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 	 	 	 A f 	 	 	 	 A f 	 	 	 A f 	 	 	 A f 	 	 	 A f 	 	 	 A f 	 	 	 	 	 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 A f 	 	 A f 	 	 	 	 	 	 	 	 A f 
 
 W G U I _ C A T E G O R Y _ U _ Z U L U _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   Z u l u   i n p u t   m e t h o d 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 ##	 Z U 	 'D2HDH  ( Z U ) 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 	 	 	 Z U 	 	 	 	 Z U 	 	 	 Z U 	 	 	 Z U 	 	 	 Z U 	 	 	 Z U 	 	 	 	 	 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 Z U 	 	 Z U 	 	 	 	 	 	 	 	 Z U 
 
 W G U I _ C A T E G O R Y _ L _ Z U L U _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   Z u l u   i n p u t   m e t h o d 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 7C;C	 z u 	 'D2HDH  ( z u ) 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 	 	 	 z u 	 	 	 	 z u 	 	 	 z u 	 	 	 z u 	 	 	 z u 	 	 	 z u 	 	 	 	 	 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 z u 	 	 z u 	 	 	 	 	 	 	 	 z u 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ Z U L U _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   Z u l u   i n p u t   m e t h o d 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 C;C	 Z u 	 'D2HDH  ( Z u ) 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 	 	 	 Z u 	 	 	 	 Z u 	 	 	 Z u 	 	 	 Z u 	 	 	 Z u 	 	 	 Z u 	 	 	 	 	 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 Z u 	 	 Z u 	 	 	 	 	 	 	 	 Z u 
 
 W G U I _ C A T E G O R Y _ U _ L I T H U A N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   L i t h u a n i a n   i n p u t   m e t h o d 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 "!	 L T 	 'DD*H'FJ)  ( L T ) 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 	 	 	 L T 	 	 	 	 L T 	 	 	 L T 	 	 	 L T 	 	 	 L T 	 	 	 L T 	 	 	 	 	 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 L T 	 	 L T 	 	 	 	 	 	 	 	 L T 
 
 W G U I _ C A T E G O R Y _ L _ L I T H U A N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   L i t h u a n i a n   i n p u t   m e t h o d 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 ;8B>2A:89	 l t 	 'DD*H'FJ)  ( l t ) 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 	 	 	 l t 	 	 	 	 l t 	 	 	 l t 	 	 	 l t 	 	 	 l t 	 	 	 l t 	 	 	 	 	 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 l t 	 	 l t 	 	 	 	 	 	 	 	 l t 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ L I T H U A N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   u p p e r   c a s e   L i t h u a n i a n   i n p u t   m e t h o d 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 8B>2A:89	 L t 	 'DD*H'FJ)  ( L t ) 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 	 	 	 L t 	 	 	 	 L t 	 	 	 L t 	 	 	 L t 	 	 	 L t 	 	 	 L t 	 	 	 	 	 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 L t 	 	 L t 	 	 	 	 	 	 	 	 L t 
 
 W G U I _ C A T E G O R Y _ U _ L A T V I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   L a t v i a n   i n p u t   m e t h o d 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 "+(!	 L V 	 'DD'*AJ)  ( L V ) 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 	 	 	 L V 	 	 	 	 L V 	 	 	 L V 	 	 	 L V 	 	 	 L V 	 	 	 L V 	 	 	 	 	 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 L V 	 	 L V 	 	 	 	 	 	 	 	 L V 
 
 W G U I _ C A T E G O R Y _ L _ L A T V I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   L a t v i a n   i n p u t   m e t h o d 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 ;0BKHA:89	 l v 	 'DD'*AJ)  ( l v ) 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 	 	 	 l v 	 	 	 	 l v 	 	 	 l v 	 	 	 l v 	 	 	 l v 	 	 	 l v 	 	 	 	 	 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 l v 	 	 l v 	 	 	 	 	 	 	 	 l v 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ L A T V I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   L a t v i a n   i n p u t   m e t h o d 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 0BKHA:89	 L v 	 'DD'*AJ)  ( L v ) 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 	 	 	 L v 	 	 	 	 L v 	 	 	 L v 	 	 	 L v 	 	 	 L v 	 	 	 L v 	 	 	 	 	 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 L v 	 	 L v 	 	 	 	 	 	 	 	 L v 
 
 W G U I _ C A T E G O R Y _ U _ E S T O N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   E s t o n i a n   i n p u t   m e t h o d 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 -!"!	 E T 	 'D%3*HFJ)  ( E T ) 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 	 	 	 E T 	 	 	 	 E T 	 	 	 E T 	 	 	 E T 	 	 	 E T 	 	 	 E T 	 	 	 	 	 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 E T 	 	 E T 	 	 	 	 	 	 	 	 E T 
 
 W G U I _ C A T E G O R Y _ L _ E S T O N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   E s t o n i a n   i n p u t   m e t h o d 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 MAB>=A:89	 e t 	 'D%3*HFJ)  ( e t ) 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 	 	 	 e t 	 	 	 	 e t 	 	 	 e t 	 	 	 e t 	 	 	 e t 	 	 	 e t 	 	 	 	 	 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 e t 	 	 e t 	 	 	 	 	 	 	 	 e t 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ E S T O N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   E s t o n i a n   i n p u t   m e t h o d 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 -AB>=A:89	 E t 	 'D%3*HFJ)  ( E t ) 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 	 	 	 E t 	 	 	 	 E t 	 	 	 E t 	 	 	 E t 	 	 	 E t 	 	 	 E t 	 	 	 	 	 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 E t 	 	 E t 	 	 	 	 	 	 	 	 E t 
 
 W G U I _ C A T E G O R Y _ U _ A R M E N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   A r m e n i a n   i n p u t   m e t h o d 	 A M 	 A M 	 A M 	 A M 	 A M 	 H Y 	 A M 	  /!	 A M 	 5('-K'	 A M 	 A M 	 A M 	 A M 	 A M 	 A M 	 	 	 	 A M 	 	 	 	 H Y 	 	 	 A M 	 	 	 A M 	 	 	 A M 	 	 	 H Y 	 	 	 	 	 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 H Y 	 	 H Y 	 	 	 	 	 	 	 	 A M 
 
 W G U I _ C A T E G O R Y _ L _ A R M E N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   A r m e n i a n   i n p u t   m e t h o d 	 a m 	 a m 	 a m 	 a m 	 a m 	 h y 	 a m 	 0@<O=A:89	 a m 	 5('-K'	 a m 	 a m 	 a m 	 a m 	 a m 	 a m 	 	 	 	 a m 	 	 	 	 h y 	 	 	 a m 	 	 	 a m 	 	 	 a m 	 	 	 h y 	 	 	 	 	 	 h y 	 h y 	 h y 	 h y 	 h y 	 h y 	 h y 	 h y 	 h y 	 h y 	 h y 	 h y 	 	 h y 	 	 	 	 	 	 	 	 a m 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ A R M E N I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   A r m e n i a n   i n p u t   m e t h o d 	 A m 	 A m 	 A m 	 A m 	 A m 	 H y 	 A m 	 @<O=A:89	 A m 	 'D#1EJFJ)  A m 	 A m 	 A m 	 A m 	 A m 	 A m 	 A m 	 	 	 	 A m 	 	 	 	 H y 	 	 	 A m 	 	 	 A m 	 	 	 A m 	 	 	 H y 	 	 	 	 	 	 H y 	 H y 	 H y 	 H y 	 H y 	 H y 	 H y 	 H y 	 H y 	 H y 	 H y 	 H y 	 	 H y 	 	 	 	 	 	 	 	 A m 
 
 W G U I _ C A T E G O R Y _ G E O R G I A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   G e o r g i a n   i n p u t   m e t h o d 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	  #!	 K A 	 'D,H1,J)  ( K A ) 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 	 	 	 K A 	 	 	 	 K A 	 	 	 K A 	 	 	 K A 	 	 	 K A 	 	 	 K A 	 	 	 	 	 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 K A 	 	 K A 	 	 	 	 	 	 	 	 K A 
 
 W G U I _ C A T E G O R Y _ U _ M O L D O V A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   u p p e r   c a s e   M o l d o v a n   i n p u t   m e t h o d 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 !	 M O 	 'DEHD/HAJ)  ( M O ) 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 	 	 	 M O 	 	 	 	 M O 	 	 	 M O 	 	 	 M O 	 	 	 M O 	 	 	 M O 	 	 	 	 	 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 M O 	 	 M O 	 	 	 	 	 	 	 	 M O 
 
 W G U I _ C A T E G O R Y _ L _ M O L D O V A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   l o w e r   c a s e   M o l d o v a n   i n p u t   m e t h o d 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 <>;402A:89	 m o 	 'DEHD/HAJ)  ( m o ) 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 	 	 	 m o 	 	 	 	 m o 	 	 	 m o 	 	 	 m o 	 	 	 m o 	 	 	 m o 	 	 	 	 	 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 m o 	 	 m o 	 	 	 	 	 	 	 	 m o 
 
 W G U I _ C A T E G O R Y _ F I R S T _ U _ M O L D O V A N _ S T R I N G _ I D 	 I n p u t m e t h o d 	 C S K ,   I M E _ H I N T 	 L a b e l   o f   f i r s t   l e t t e r   u p p e r   c a s e   M o l d o v a n   i n p u t   m e t h o d 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 >;402A:89	 M o 	 'DEHD/HAJ)  ( M o ) 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 	 	 	 M o 	 	 	 	 M o 	 	 	 M o 	 	 	 M o 	 	 	 M o 	 	 	 M o 	 	 	 	 	 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 M o 	 	 M o 	 	 	 	 	 	 	 	 M o 
 
 S S C _ S C R _ L A N G U A G E _ X H O S A _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   X h o s a   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   X h o s a 	 -[ pX h o s a 	 [ :NX h o s a 	 
8 2)2B.2	 I d i o m a   c o n f i g u r a d o   x o s a 	 L a n g u e   r  g l  e   s u r   X h o s a 	 S p r a c h e   a u f   X h o s a   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  :>A0	 I m p o s t a   l i n g u a   X h o s a 	 *9JJF  D:)  'D2H4'	 I d i o m a   d e f i n i d o   X h o s a 	 X h o s a   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   X h o s a 	 B a h a s a   d i t e t a p k a n   k e   X h o s a 	 S e t   b a h a s a   X h o s a 	 8	G		  	@	  		  -	>	7	>	  	>	0	M		?	/	(		 	 	 	 N y e l v b e  l l  t  s :   x h o s a 	 	 	 	 T a a l i n s t e l l i n g   X h o s a 	 	 	 A ci   s e l e c t a t   l i m b a   x h o s a 	 	 	     X h o s a 	 	 	 2('F  1H  H3'  *F8E  4/	 	 	 					  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 T a a l   g e s t e l   a s   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 L a n g u a g e   s e t   X h o s a 	 
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	 ->7>  K9>0G  8GM	 G j u h a   u   r e g j i s t r u a   n e   x h o s a 	 				  				  				 	 	 	 	 	 	 	 I d i o m a   a j u s t a d o   p a r a   X h o s a 
 
 S S C _ S T R _ E R R _ S E T _ X H O S A 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   X h o s a . 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 -[ pX h o s a Bf|vu/	 [ :NX h o s a Su	 4%2C2#1IH2 2)2B.2	 E r r o r   a l   c o n f i g u r a r   i d i o m a   x o s a 	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   X h o s a 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   X h o s a 	 H81:0  ?@8  CAB0=>2:5  O7.   :>A0	 E r r o r e   i m p o s t a z i o n e   l i n g u a   X h o s a 	 .7#  AJ  *9JJF  D:)  'D2H4'	 E r r o   a o   d e f i n i r   i d i o m a   X h o s a 	 X h o s a   d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g   X h o s a   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   X h o s a 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   X h o s a 	 8	G		  	@	  		  -	>	7	>	  	>	0	M		?	/	(	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t   x h o s a   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   X h o s a 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   x h o s a 	 	 	       X h o s a   	 	 	 .7'  /1  *F8E  2('F  H3'	 	 	 					  				  			  				  							 	 	 	 	 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 F o u t   m e t   X h o s a 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 E r r o r   i n   s e t   X h o s a   l a n g u a g e 	 
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 S S C _ S C R _ L A N G U A G E _ S W A H I L I _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   S w a h i l i   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   S w a h i l i 	 -[ pS w a h i l i 	 [ :NS w a h i l i 	 
8 2)2'2.4%5	 I d i o m a   c o n f i g u r a d o   s w a h i l i 	 L a n g u e   r  g l  e   s u r   S w a h i l i 	 S p r a c h e   a u f   S u a h e l i   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  AC0E8;8	 I m p o s t a   l i n g u a   S w a h i l i 	 *9JJF  'DD:)  'D3H'-DJ)	 I d i o m a   d e f i n i d o   S w a h i l i 	 S w a h i l i   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   S w a h i l i 	 B a h a s a   d i t e t a p k a n   k e   S w a h i l i 	 S e t   b a h a s a   S w a h i l i 	 8	G		  	@	  		  -	>	7	>	  8	M	5	>	9	?	2	@		 	 	 	 N y e l v b e  l l  t  s :   s z u a h  l i 	 	 	 	 T a a l i n s t e l l i n g   S w a h i l i 	 	 	 A ci   s e l e c t a t   l i m b a   s w a h i l i 	 	 	     	 	 	 2('F  1H  3H'-D  *F8E  4/	 	 	 							  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 T a a l   g e s t e l   a s   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 L a n g u a g e   s e t   S w a h i l i 	 8
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8 2)2A-#41	 I d i o m a   c o n f i g u r a d o   a f r i c a n o 	 L a n g u e   r  g l  e   s u r   A f r i c a i n 	 S p r a c h e   a u f   A f r i k a a n s   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  0D@8:00=A	 I m p o s t a   l i n g u a   A f r i k a a n s 	 *9JJF  'DD:)  'D#A1JBJ)	 I d i o m a   d e f i n i d o   A f r i c a a n s 	 A f r i k a   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   A f r i k a a n s 	 B a h a s a   d i t e t a p k a n   k e   A f r i k a 	 S e t   b a h a s a   A f r i k a a n s 	 8	G		  	@	  		  -	>	7	>	  	+	M	0	@		>	(	M	8		 	 	 	 N y e l v b e  l l  t  s :   a f r i k a a n s 	 	 	 	 T a a l i n s t e l l i n g   A f r i k a a n s 	 	 	 A ci   s e l e c t a t   l i m b a   a f r i k a a n s 	 	 	     	 	 	 2('F  1H  "A1'F2  *F8E  4/	 	 	 								  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 T a a l   g e s t e l   a s   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 L a n g u a g e   s e t   A f r i k a a n s 	 
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	 ->7>  +M0??_  0G  8GM	 G j u h a   u   r e g j i s t r u a   n e   a f r i k a n s 	 								  				  				 	 	 	 	 	 	 	 I d i o m a   a j u s t a d o   p a r a   a f r i c a n  s 
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 S S C _ S T R _ E R R _ S E T _ A F R I K A A N S 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   A f r i k a a n s . 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 -[ pA f r i k a a n s Bf|vu/	 [ :NA f r i k a a n s Su	 4%2C2#1IH2 2)2A-#41	 E r r o r   a l   c o n f i g u r a r   i d i o m a   a f r i c a n o 	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   A f r i c a i n 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   A f r i k a a n s 	 H81:0  ?@8  CAB0=>2:5  O7.   0D@8:00=A	 E r r o r e   i m p o s t a z i o n e   l i n g u a   A f r i k a a n s 	 .7#  AJ  *9JJF  'DD:)  'D#A1JBJ)	 E r r o   a o   d e f i n i r   A f r i c a a n s 	 A f r i k a   d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g     A f r i k a a n s   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   A f r i k a 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   A f r i k a a n s 	 8	G		  	@	  		  -	>	7	>	  	+	M	0	@		>	(	M	8	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t   a f r i k a a n s   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   A f r i k a a n s e   t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   a f r i k a a n s 	 	 	         	 	 	 .7'  /1  *F8E  2('F  "A1'F2	 	 	 								  				  			  				  							 	 	 	 	 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 F o u t   m e t   A f r i k a a n s 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 E r r o r   i n   s e t   A f r i k a a n s   l a n g u a g e 	 
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 	 +M0??_  ->7>0G  8GM  9G,>0G  $M0A?	 G a b i m   n e   r e g j i s t r i m i n   e   g j u h e s   a f r i k a n s 	 								  				  				 	 	 	 	 	 	 	 E r r o   a o   d e f i n i r   i d i o m a   a f r i c a n  s 	 	 	 	 	 	 	 	 	 	 	 	 
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 S S C _ S C R _ L A N G U A G E _ Z U L U _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   Z u l u   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   Z u l u 	 -[ pZ u l u 	 [ :NZ u l u 	 
8 2)29%9	 I d i o m a   c o n f i g u r a d o   z u l  	 L a n g u e   r  g l  e   s u r   Z u l u 	 S p r a c h e   a u f   Z u l u   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  7C;C	 I m p o s t a   l i n g u a   Z u l u 	 *9JJF  D:)  'D2HDH	 I d i o m a   d e f i n i d o   Z u l u 	 Z u l u   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   Z u l u 	 B a h a s a   d i t e t a p k a n   k e   Z u l u 	 S e t   b a h a s a   Z u l u 	 8	G		  	@	  		  -	>	7	>	  	B	2	B		 	 	 	 N y e l v b e  l l  t  s :   z u l u 	 	 	 	 T a a l i n s t e l l i n g   Z u l u 	 	 	 A ci   s e l e c t a t   l i m b a   z u l u 	 	 	     	 	 	 2('F  1H  2HDH  *F8E  4/	 	 	 				  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   Z u l u 	 L a n g u a g e   s e t   Z u l u 	 L a n g u a g e   s e t   Z u l u 	 T a a l   g e s t e l   a s   Z o e l o e 	 L a n g u a g e   s e t   Z u l u 	 L a n g u a g e   s e t   Z u l u 	 L a n g u a g e   s e t   Z u l u 	 L a n g u a g e   s e t   Z u l u 	 L a n g u a g e   s e t   Z u l u 	 L a n g u a g e   s e t   Z u l u 	 8
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 S S C _ S T R _ E R R _ S E T _ Z U L U 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   Z u l u . 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 -[ pZ u l u Bf|vu/	 [ :NZ u l u Su	 4%2C2#1IH2 2)29%9	 E r r o r   a l   c o n f i g u r a r   i d i o m a   z u l    	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   Z u l u 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   Z u l u 	 H81:0  ?@8  CAB0=>2:5  O7.   7C;C	 E r r o r e   i m p o s t a z i o n e   l i n g u a   Z u l u 	 .7#  AJ  *9JJF  D:)  'D2HDH	 E r r o   a o   d e f i n i r   Z u l u 	 Z u l u   d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g   Z u l u   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   Z u l u 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   Z u l u 	 8	G		  	@	  		  -	>	7	>	  	B	2	B	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t   z u l u   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   Z u l u t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   z u l u 	 	 	         	 	 	 .7'  /1  *F8E  2('F  2HDH	 	 	 				  				  			  				  							 	 	 	 	 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 F o u t   m e t   Z o e l o e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 E r r o r   i n   s e t   Z u l u   l a n g u a g e 	 8
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8 2)2%41'@5"	 I d i o m a   c o n f i g u r a d o   l i t u a n o 	 L a n g u e   r  g l  e   s u r   L i t h u a n i e n 	 S p r a c h e   a u f   L i t a u i s c h   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  ;8B>2A:89  	 I m p o s t a   l i n g u a   L i t u a n a 	 *9JJF  'DD:)  'DD*H'FJ)	 I d i o m a   d e f i n i d o   L i t u a n o 	 L i t v a n y a   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   L i t h u a n i a n 	 B a h a s a   d i t e t a p k a n   k e   L i t h u a n i a 	 S e t   b a h a s a   L i t h u a n i a 	 8	G		  	@	  		  -	>	7	>	  2	?	%	A		(	?	/	(		 	 	 	 N y e l v b e  l l  t  s :   l i t v  n 	 	 	 	 T a a l i n s t e l l i n g   L i t o u w s 	 	 	 A ci   s e l e c t a t   l i m b a   l i t u a n i a n 	 	 	     	 	 	 2('F  1H  D*H'F'  *F8E  4/	 	 	 							  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   L i t h u a n i a n 	 L a n g u a g e   s e t   L i t h u a n i a n 	 L a n g u a g e   s e t   L i t h u a n i a n 	 T a a l   g e s t e l   a s   L i t o u s 	 L a n g u a g e   s e t   L i t h u a n i a n 	 L a n g u a g e   s e t   L i t h u a n i a n 	 L a n g u a g e   s e t   L i t h u a n i a n 	 L a n g u a g e   s e t   L i t h u a n i a n 	 L a n g u a g e   s e t   L i t h u a n i a n 	 L a n g u a g e   s e t   L i t h u a n i a n 	 2
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 S S C _ S C R _ L A N G U A G E _ L A T V I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   L a t v i a n   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   L a t v i a n 	 -[ pL a t v i a n 	 [ :NL a t v i a n 	 
8 2)2%1@'5"	 I d i o m a   c o n f i g u r a d o   l a t i v i o   	 L a n g u e   r  g l  e   s u r   L a t v i e n 	 S p r a c h e   a u f   L e t t i s c h   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  ;0BKHA:89  	 I m p o s t a   l i n g u a   L a t v a 	 *9JJF  'DD:)  'DD'*AJ)	 I d i o m a   d e f i n i d o   L e t  o 	 L e t o n y a   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   L a t v i a n 	 B a h a s a   d i t e t a p k a n   k e   L a t v i a 	 S e t   b a h a s a   L a t v i a 	 8	G		  	@	  		  -	>	7	>	  2	H		5	?	/	(		 	 	 	 N y e l v b e  l l  t  s :   l e t t 	 	 	 	 T a a l i n s t e l l i n g   L e t s 	 	 	 A ci   s e l e c t a t   l i m b a   l e t o n 	 	 	     	 	 	 2('F  1H  D*HF'  *F8E  4/	 	 	 								  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   L a t v i a n 	 L a n g u a g e   s e t   L a t v i a n 	 L a n g u a g e   s e t   L a t v i a n 	 T a a l   g e s t e l   a s   L a t v i e s 	 L a n g u a g e   s e t   L a t v i a n 	 L a n g u a g e   s e t   L a t v i a n 	 L a n g u a g e   s e t   L a t v i a n 	 L a n g u a g e   s e t   L a t v i a n 	 L a n g u a g e   s e t   L a t v i a n 	 L a n g u a g e   s e t   L a t v i a n 	 2
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 S S C _ S T R _ E R R _ S E T _ L A T V I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   L a t v i a n . 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 -[ pL a t v i a n Bf|vu/	 [ :NL a t v i a n Su	 4%2C2#1IH2 2)2%1@'5"	 E r r o r   a l   c o n f i g u r a r   i d i o m a   l a t i v i o 	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   L a t v i e n 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   L e t t i s c h 	 H81:0  ?@8  CAB0=>2:5  O7.   ;0BKHA:89	 E r r o r e   i m p o s t a z i o n e   l i n g u a   L a t v a 	 .7#  AJ  *9JJF  'DD:)  'DD'*AJ)	 E r r o   a o   d e f i n i r   L e t  o 	 L e t o n y a   d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g   L a t v i a n   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   L a t v i a 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   L a t v i a 	 8	G		  	@	  		  -	>	7	>	  2	H		5	?	/	(	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t   l e t t   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   L e t s e   t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   l e t o n e 	 	 	         	 	 	 .7'  /1  *F8E  2('F  D*HF'	 	 	 								  				  			  				  							 	 	 	 	 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 F o u t   m e t   L a t v i e s 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 E r r o r   i n   s e t   L a t v i a n   l a n g u a g e 	 2
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 S S C _ S C R _ L A N G U A G E _ E S T O N I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   E s t o n i a n   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   E s t o n i a n 	 -[ pE s t o n i a n 	 [ :NE s t o n i a n 	 
8 2)2@-*B@5"	 I d i o m a   c o n f i g u r a d o   e s t o n i o 	 L a n g u e   r  g l  e   s u r   E s t o n i e n 	 S p r a c h e   a u f   E s t n i s c h   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  MAB>=A:89  	 I m p o s t a   l i n g u a   E s t o n e 	 *9JJF  'DD:)  'D%3*HFJ)	 I d i o m a   d e f i n i d o   E s t  n i o 	 E s t o n y a   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   E s t o n i a n 	 B a h a s a   d i t e t a p k a n   k e   E s t o n i a 	 S e t   b a h a s a   E s t o n i a 	 8	G		  	@	  		  -	>	7	>	  	8	M		K	(	?	/	(		 	 	 	 N y e l v b e  l l  t  s :    s z t 	 	 	 	 T a a l i n s t e l l i n g   E s t i s c h 	 	 	 A ci   s e l e c t a t   l i m b a   e s t o n 	 	 	     	 	 	 2('F  1H  '3*HF'  *F8E  4/	 	 	 											  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   E s t o n i a n 	 L a n g u a g e   s e t   E s t o n i a n 	 L a n g u a g e   s e t   E s t o n i a n 	 T a a l   g e s t e l   a s   E s t o n i e s 	 L a n g u a g e   s e t   E s t o n i a n 	 L a n g u a g e   s e t   E s t o n i a n 	 L a n g u a g e   s e t   E s t o n i a n 	 L a n g u a g e   s e t   E s t o n i a n 	 L a n g u a g e   s e t   E s t o n i a n 	 L a n g u a g e   s e t   E s t o n i a n 	 
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	 ->7>  7MK(?0G  8GM	 G j u h a   u   r e g j i s t r u a   n e   e s t o n i s h t 	 				' 			  				  				 	 	 	 	 	 	 	 I d i o m a   a j u s t a d o   p a r a   e s t o n i a n o 	 	 	 	 	 	 	 	 	 	 	 	 
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 S S C _ S T R _ E R R _ S E T _ E S T O N I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   E s t o n i a n . 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 -[ pE s t o n i a n Bf|vu/	 [ :NE s t o n i a n Su	 4%2C2#1IH2 2)2@-*B@5"	 E r r o r   a l   c o n f i g u r a r   i d i o m a   e s t o n i o 	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   E s t o n i e n 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   E s t n i s c h 	 H81:0  ?@8  CAB0=>2:5  O7.   MAB>=A:89	 E r r o r e   i m p o s t a z i o n e   l i n g u a   E s t o n e 	 .7#  AJ  *9JJF  'DD:)  'D%3*HFJ)	 E r r o   a o   d e f i n i r   E s t  n i o 	 E s t o n y a   d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g   E s t o n i a n   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   E s t o n i a 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   E s t o n i a 	 8	G		  	@	  		  -	>	7	>	  	8	M		K	(	?	/	(	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t    s z t   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   E s t i s c h e   t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   e s t o n e 	 	 	         	 	 	 .7'  /1  *F8E  2('F  '3*HF'	 	 	 											  				  			  				  							 	 	 	 	 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 F o u t   m e t   E s t o n i e s 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 E r r o r   i n   s e t   E s t o n i a n   l a n g u a g e 	 
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 	 7MK(?  ->7>0G  8GM  9G,>0G  $M0A?	 G a b i m   n e   r e g j i s t r i m i n   e   g j u h e s   e s t o n i s h t 	 				' 			  				  				  							 	 	 	 	 	 	 	 E r r o   e m   d e f i n i r   i d i o m a   e s t o n i a n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S S C _ S C R _ L A N G U A G E _ A R M E N I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   A r m e n i a n   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   A r m e n i a n 	 -[ pA r m e n i a n 	 [ :NA r m e n i a n 	 
8 2)2-2#L!2@5"	 I d i o m a   c o n f i g u r a d o   a r m e n i o 	 L a n g u e   r  g l  e   s u r   A r m  n i e n 	 S p r a c h e   a u f   A r m e n i s c h   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  0@<O=A:89  	 I m p o s t a   l i n g u a   A r m e n a 	 *9JJF  'DD:)  'D#1EJFJ)	 I d i o m a   d e f i n i d o   A r m  n i o 	 E r m e n i   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   A r m e n i a n 	 B a h a s a   d i t e t a p k a n   k e   A r m e n i a 	 S e t   b a h a s a   A r m e n i a 	 8	G		  	@	  		  -	>	7	>	  	0	M	.	@	(	?	/	(		 	 	 	 N y e l v b e  l l  t  s :    r m  n y 	 	 	 	 T a a l i n s t e l l i n g   A r m e e n s 	 	 	 A ci   s e l e c t a t   l i m b a   a r m e a n 	 	 	     	 	 	 2('F  1H  '1EF  *F8E  4/	 	 	 										  				  			  			  				 	 	 	 	 	 L a n g u a g e   s e t   A r m e n i a n 	 L a n g u a g e   s e t   A r m e n i a n 	 L a n g u a g e   s e t   A r m e n i a n 	 T a a l   g e s t e l   a s   A r m e e n s 	 L a n g u a g e   s e t   A r m e n i a n 	 L a n g u a g e   s e t   A r m e n i a n 	 L a n g u a g e   s e t   A r m e n i a n 	 L a n g u a g e   s e t   A r m e n i a n 	 L a n g u a g e   s e t   A r m e n i a n 	 L a n g u a g e   s e t   A r m e n i a n 	 
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 S S C _ S T R _ E R R _ S E T _ A R M E N I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   A r m e n i a n . 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 -[ pA r m e n i a n Bf|vu/	 [ :NA r m e n i a n Su	 4%2C2#1IH2 2)2-2#L!2@5"	 E r r o r   a l   c o n f i g u r a r   i d i o m a   a r m e n i o 	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   A r m  n i e n 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   A r m e n i s c h 	 H81:0  ?@8  CAB0=>2:5  O7.   0@<O=A:89	 E r r o r e   i m p o s t a z i o n e   l i n g u a   a r m e n a 	 .7#  AJ  *9JJF  'DD:)  'D#1EJFJ)	 E r r o   a o   d e f i n i r   A r m  n i o 	 E r m e n i   d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g   A r m e n i a n   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   A r m e n i a 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   A r m e n i a 	 8	G		  	@	  		  -	>	7	>	  	0	M	.	@	(	?	/	(	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t    r m  n y   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   A r m e e n s e   t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   a r m e n e 	 	 	         	 	 	 .7'  /1  *F8E  2('F  '1EF	 	 	 										  				  			  				  						  	 	 	 	 	 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 F o u t   m e t   A r m e e n s 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 E r r o r   i n   s e t   A r m e n i a n   l a n g u a g e 	 
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 
 S S C _ S C R _ L A N G U A G E _ G E O R G I A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   G e o r g i a n   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   G e o r g i a n 	 -[ pG e o r g i a n 	 [ :NG e o r g i a n 	 
8 2)2-#L@5"	 I d i o m a   c o n f i g u r a d o   g e o r g i a n o   	 L a n g u e   r  g l  e   s u r   G  o r g i e n 	 S p r a c h e   a u f   G e o r g i s c h   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  3@C78=A:89  	 I m p o s t a   l i n g u a   G e o r g i a n a 	 *9JJF  'DD:)  'D,H1,J)	 I d i o m a   d e f i n i d o   G e o r g i a n o 	 G  r c    d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   G e o r g i a n 	 B a h a s a   d i t e t a p k a n   k e   G e o r g i a 	 S e t   b a h a s a   G e o r g i a 	 8	G		  	@	  		  -	>	7	>	  	>	0	M		?	/	(		 	 	 	 N y e l v b e  l l  t  s :   g r  z 	 	 	 	 T a a l i n s t e l l i n g   G e o r g i s c h 	 	 	 A ci   s e l e c t a t   l i m b a   g e o r g i a n 	 	 	     	 	 	 2('F  1H  1,3*'F  *F8E  4/	 	 	 								  				  			  			  			  	 	 	 	 	 	 L a n g u a g e   s e t   G e o r g i a n 	 L a n g u a g e   s e t   G e o r g i a n 	 L a n g u a g e   s e t   G e o r g i a n 	 T a a l   g e s t e l   a s   G e o r g i e s 	 L a n g u a g e   s e t   G e o r g i a n 	 L a n g u a g e   s e t   G e o r g i a n 	 L a n g u a g e   s e t   G e o r g i a n 	 L a n g u a g e   s e t   G e o r g i a n 	 L a n g u a g e   s e t   G e o r g i a n 	 L a n g u a g e   s e t   G e o r g i a n 	 
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	 ->7>  0M?(0G  8GM	 G j u h a   u   r e g j i s t r u a   n e   g j e o r g j i s h t 	 						  				  				 	 	 	 	 	 	 	 I d i o m a   a j u s t a d o   p a r a   g e o r g i a n o 	 	 	 	 	 	 	 	 G e o r g i e r a   e z a r r i 	 N a k a t a k d a   a n g   w i k a   s a   G e o r g i a n 	 C o n f i g u r a c i  n   d e   i d i o m a   x e o r x i a n o 	 A s s   n h a z i   G e o r g i a n 	 T e a n g a   s o c r a i t h e   S e o i r s i s 
 
 S S C _ S T R _ E R R _ S E T _ G E O R G I A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   G e o r g i a n . 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 -[ pG e o r g i a n Bf|vu/	 [ :NG e o r g i a n Su	 4%2C2#1IH2 2)2-#L@5"	 E r r o r   a l   c o n f i g u r a r   i d i o m a   g e o r g i a n o 	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   G  o r g i e n 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   G e o r g i s c h 	 H81:0  ?@8  CAB0=>2:5  O7.   3@C78=A:89	 E r r o r e   i m p o s t a z i o n e   l i n g u a   g e o r g i a n a 	 .7#  AJ  *9JJF  'DD:)  'D,H1,J)	 E r r o   a o   d e f i n i r   G e o r g i a n o 	 G  r c    d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g   G e o r g i a n   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   G e o r g i a 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   G e o r g i a 	 8	G		  	@	  		  	>	0	M		?	/	(	  -	>	7	>	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t   g r  z   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   G e o r g i s c h e   t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   g e o r g i e n e 	 	 	         	 	 	 .7'  /1  *F8E  2('F  1,3*'F	 	 	 								  				  			  				  						 	 	 	 	 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 F o u t   m e t   G e o r g i e s 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 E r r o r   i n   s e t   G e o r g i a n   l a n g u a g e 	 
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 	 0M?(  ->7>0G  8GM  9G,>0G  $M0A?	 G a b i m   n e   r e g j i s t r i m i n   e   g j u h e s     g j e o r g j i s h t 	 						  				  				  							 	 	 	 	 	 	 	 E r r o   e m   d e f i n i r   i d i o m a   g e o r g i a n o 	 	 	 	 	 	 	 	 G e o r g i e r a   e z a r t z e r a k o a n   a k a t s a 	 E r r o r   s a   s e t   n g   w i k a   n g   G e o r g i a n 	 E r r o   e n   c o n f i g u r a c i  n   d e   i d i o m a   a   x e o r x i a n o 	 M m e j   n a   n h a z i   a s s   G e o r g i a n 	 E a r r  i d   a g   s o c r    g o   S e o i r s i s 
 
 S S C _ S C R _ L A N G U A G E _ M O L D O V A N _ S T R _ I D 	 S S C 	 P O P U P 	 S e t   M o l d o v a n   S S C   s t r i n g   s c r e e n . 	 L a n g u a g e   s e t   t o   M o l d o v a n 	 -[ pM o l d o v a n 	 [ :NM o l d o v a n 	 
8 2)2!-%B'2	 I d i o m a   c o n f i g u r a d o   m o l d a v i a n o 	 L a n g u e   r  g l  e   s u r   M o l d a v e 	 S p r a c h e   a u f   M o l d a w i s c h   e i n g e s t e l l t 	 /7K:  CAB0=>2;5=  =0  <>;402A:89    	 I m p o s t a   l i n g u a   M o l d a v a 	 *9JJF  'DD:)  'DEHD/HAJ)	 I d i o m a   d e f i n i d o   M o l d a v o 	 M o l d o v y a   d i l   k  m e s i 	 t   n g  n   n g   t h  n h   t i n g   M o l d o v a n 	 B a h a s a   d i t e t a p k a n   k e   M o l d o v a 	 S e t   b a h a s a   M o l d o v a 	 8	G		  	@	  		  -	>	7	>	  .	>	2	M	&	K	5	?	/	(		 	 	 	 N y e l v b e  l l  t  s :   m o l d o v  n 	 	 	 	 T a a l i n s t e l l i n g   M o l d o v i s c h 	 	 	 A ci   s e l e c t a t   l i m b a   m o l d o v e n e a s c 	 	 	     	 	 	 2('F  1H  ED/'H  *F8E  4/	 	 	 								  				  			  			  			  	 	 	 	 	 	 L a n g u a g e   s e t   M o l d o v a n 	 L a n g u a g e   s e t   M o l d o v a n 	 L a n g u a g e   s e t   M o l d o v a n 	 T a a l   g e s t e l   a s   M o l d o w i e s 	 L a n g u a g e   s e t   M o l d o v a n 	 L a n g u a g e   s e t   M o l d o v a n 	 L a n g u a g e   s e t   M o l d o v a n 	 L a n g u a g e   s e t   M o l d o v a n 	 L a n g u a g e   s e t   M o l d o v a n 	 L a n g u a g e   s e t   M o l d o v a n 	 .
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	 ->7>  .K2!K->(0G  8GM	 G j u h a   u   r e g j i s t r u a   n e   m o l d o v i s h t 	 	' 		' 			  				  				 	 	 	 	 	 	 	 I d i o m a   a j u s t a d o   p a r a   m o l d o v a n o 	 	 	 	 	 	 	 	 M o l d a v i e r a   e z a r r i 	 N a k a t a k d a   a n g   w i k a   s a   M o l d o v a n 	 C o n f i g u r a c i  n   d e   i d i o m a   m o l d o v o 	 A s s   n h a z i   M o l d o v a n 	 T e a n g a   s o c r a i t h e   M o l d  i v i s 
 
 S S C _ S T R _ E R R _ S E T _ M O L D O V A N 	 S S C 	 P O P U P 	 S t r i n g   a s s o i c a t e d   w i t h   E r r o r   i n   S e t   M o l d o v a n . 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 -[ pM o l d o v a n Bf|vu/	 [ :NM o l d o v a n Su	 4%2C2#1IH2 2)2!-%B'2	 E r r o r   a l   c o n f i g u r a r   i d i o m a   m o l d a v i a n o 	 E r r e u r   d e   r  g l a g e   d e   l a   l a n g u e   s u r   M o l d a v e 	 F e h l e r   b e i   S p r a c h e n e i n s t e l l u n g   a u f   M o l d a w i s c h 	 H81:0  ?@8  CAB0=>2:5  O7.   >;402A:89	 E r r o r e   i m p o s t a z i o n e   l i n g u a   M o l d a v a 	 .7#  AJ  *9JJF  'DD:)  'DEHD/HAJ)	 E r r o   a o   d e f i n i r   M o l d a v o 	 M o l d o v y a   d i l   k  m e s i n d e   h a t a 	 C  i   t   t i n g   M o l d o v a n   l i 	 K e s a l a h a n   s a a t   m e n e t a p k a n   b a h a s a   M o l d o v a 	 R a l a t   d a l a m   p e n g e s e t a n   b a h a s a   M o l d o v a 	 8	G		  	@	  		  -	>	7	>	  .	>	2	M	&	K	5	?	/	(	  .	G		  	2	$	@		 	 	 	 H i b a   a   b e  l l  t o t t   m o l d o v  n   n y e l v b e n 	 	 	 	 F o u t   b i j   i n s t e l l e n   v a n   M o l d o v i s c h e   t a a l 	 	 	 E r o a r e   l a   s e l e c t a r e a   l i m b i i   m o l d o v e n e _t i 	 	 	         	 	 	 .7'  /1  *F8E  2('F  ED/'H	 	 	 								  				  			  				  							 	 	 	 	 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 F o u t   m e t   M o l d o w i e s 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 E r r o r   i n   s e t   M o l d o v a n   l a n g u a g e 	 .
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 
 S T R _ I D _ D T C N T _ S E C O N D A R Y _ A C C T 	 D A 	 T I T L E ,   I C O N T E X T 	 S e c o n d a r y   a c c o u n t   f o r   f a l l b a c k - b e a r e r 	 S e c o n d a r y   a c c o u n t 	 !k3^6b	 !k&7b	 1

5#-	 C u e n t a   s e c u n d a r i a 	 C o m p t e   s e c o n d a i r e 	 S e k u n d  r e s   K o n t o 	 ;LB5@=0B82=0O  CG5B=0O  70?8AL	 A c c o u n t   s e c o n d a r i o 	 S e c o n d a r y   a c c o u n t 	 C o n t a   s e c u n d  r i a 	 0k i n c i   h e s a p 	 T  i   k h o n   t h   y u 	 S e c o n d a r y   a c c o u n t 	 A k a u n   s e k u n d e r 	 	L	#	  	>	$	>		 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 M  s o d l a g o s   f i  k 	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 S e c u n d a i r e   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 C o n t   s e c u n d a r 	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	   	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 '4*1'  +'FHG	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 					  										  	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 S e c o n d a r y   a c c o u n t 	 	 	 	 	 S e k o n d  r e   r e k e n i n g 	 	 	 	 	 	 	 &
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5+%1	 C u e n t a   p r i m a r i a 	 C o m p t e   p r i m a i r e 	 P r i m  r e s   K o n t o 	 A=>2=0O  CG5B=0O  70?8AL	 A c c o u n t   p r i m a r i o 	 P r i m a r y   a c c o u n t 	 C o n t a   p r i n c i p a l 	 0l k   h e s a p 	 T  i   k h o n   c h   y u 	 P r i m a r y   a c c o u n t 	 A k a u n   u t a m a 	 .	A		M	/	  	>	$	>		 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 E l s Qd l e g e s   f i  k 	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 P r i m a i r e   a c c o u n t 	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 C o n t   p r i n c i p a l 	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	   	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 '4*1'  'HDG	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 								  										  	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 P r i m a r y   a c c o u n t 	 	 	 	 	 P r i m  r e   r e k e n i n g 	 	 	 	 	 	 	 *
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 S T R _ U S E _ U S S D _ L I S T _ C A P T I O N 	 S M S 	 T I T L E 	 C a p t i o n   o f   U s e   U S S D   m e n u   i t e m 	 U S S D   l i s t 	 U S S D nU	 U S S D Rh	 #2"2#  U S S D 	 L i s t a   U S S D 	 L i s t e   U S S D 	 U S S D - L i s t e 	 U S S D   A?8A>:  	 E l e n c o   U S S D 	 U S S D   L i s t 	 L i s t a   U S S D 	 U S S D   l i s t e s i 	 D a n h   s  c h   U S S D 	 U S S D   L i s t 	 S e n a r a i   U S S D 	   U S S D   8	B		@	  	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   l i s t a 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D - l i j s t 	 U S S D   L i s t 	 U S S D   L i s t 	 L i s t   U S S D 	 U S S D   L i s t 	 U S S D   L i s t 	   U S S D   	 U S S D   L i s t 	 U S S D   L i s t 	 D3*  U S S D 	 U S S D   L i s t 	 U S S D   L i s t 	 		. 		. 		. 		.   						  	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D - l y s 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   L i s t 	 U S S D   *

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	 U S S D   $>2?>	 L i s t a   U S S D 	 U S S D   							 	 	 	 	 	 	 	 L i s t a   U S S D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ N O U S S D _ N O T I F I C A T I O N 	 S M S 	 P O P U P 	 N o t i f i c a t i o n   o f   U s e   U S S D   m e n u   i t e m 	 N o   U S S D 	 !qU S S D 	 eU S S D 	 D!H!5  U S S D 	 N o   U S S D 	 A u c u n   U S S D 	 K e i n   U S S D 	 57  U S S D 	 N e s s u n   U S S D 	 N o   U S S D 	 S e m   U S S D 	 U S S D   y o k 	 K h  n g   c    U S S D 	 N o   U S S D 	 T i a d a   U S S D 	 	K		  U S S D   (	9	@			 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N i n c s   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 G e e n   U S S D 	 N o   U S S D 	 N o   U S S D 	 F r   U S S D 	 N o   U S S D 	 N o   U S S D 	   U S S D 	 N o   U S S D 	 N o   U S S D 	 U S S D   EH,H/  F3*	 N o   U S S D 	 N o   U S S D 	 		. 		. 		. 		  				 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 G e e n   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 N o   U S S D 	 U S S D   
2
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2
	 U S S D   (>9?	 P a   U S S D 	 U S S D   			  	 	 	 	 	 	 	 	 N e n h u m   U S S D 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ M S G _ C L E A R _ A L L 	 S M S 	 I C O N T E X T 	 C l e a r   a l l   r e c e n t   e v e n t 	 C l e a r   a l l   e v e n t s 	 ndhQ萋NN	 ndhQ萋NN	 %I2@+82#L1I+!	 B o r r a r   t o d o s   l o s   e v e n t o s   	 E f f a c e r   t o u s   l e s    v  n e m e n t s 	 A l l e   E r e i g n i s s e   l  s c h e n 	 G8AB8BL  2A5  A>1KB8O	 C a n c e l l a   t u t t i   g l i   e v e n t i 	 C l e a r   a l l 	 L i m p a r   t o d o s   o s   e v e n t o s 	 T  m   e t k i n l i k l e r i   t e m i z l e 	 X  a   t o  n   b   s   k i n 	 C l e a r   a l l 	 B e r s i h   s e m u a   p e r i s t i w a 	 8	-	@	  		(	>			  	M	2	@	/	0	  	0	G			 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 M i n d e n   e s e m  n y   t  r l  s e 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 A l l e   g e b e u r t e n i s s e n   w i s s e n 	 C l e a r   a l l 	 C l e a r   a l l 	 G o l i r e   t o a t e   e v e n i m e n t e l e 	 C l e a r   a l l 	 C l e a r   a l l 	       	 C l e a r   a l l 	 C l e a r   a l l 	 ~'C  C1/F  GEG  1HJ/'/G'	 C l e a r   a l l 	 C l e a r   a l l 	 		  						  				  						 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 W i s   a l l e   g e b e u r e 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 C l e a r   a l l 	 	 	 B o s h a t i s   t e   g j i t h e   n g j a r j e t 	 				  						  								  				 	 	 	 	 	 	 	 L i m p a r   t o d o s   o s   e v e n t o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ N O _ A V A I A B L E _ A C C T 	 D A 	 P O P U P 	 P r o m p t i o n   o f   n o   a v a i b l e   b e a r e r   o n   c u r r e n t   s t a t u s 	 N o   a v a i l a b l e   a c c o u n t 	 !qS(u3^6b	 eS(u^7b	 D!H!51

55HC
IDI	 N o   h a y   u n a   c u e n t a   d i s p o n i b l e   	 A u c u n   c o m p t e   d i s p o n i b l e 	 K e i n   v e r f  g b a r e s   K o n t o 	 >ABC?=>9  CG5B=>9  70?8A8  =5B	 N e s s u n   a c c o u n t   d i s p o n i b i l e 	 N o   a v a i l a b l e   a c c o u n t 	 S e m   c o n t a   d i s p o n  v e l 	 H e s a p   g e  e r s i z 	 K h  n g   c    t  i   k h o n   c    t h   s   d n g 	 N o   a v a i l a b l e   a c c o u n t 	 T i a d a   a k a u n   b o l e h   d i d a p a t i 	 	>	$	>	  		*	2	,	M	'	  (	9	@			 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 N i n c s   e l  r h e t Q  f i  k 	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 G e e n   b e s c h i k b a r e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 N i c i u n   c o n t   d i s p o n i b i l 	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	     	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 '4*1'  EH,H/  F3*	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 				  										  					  						  		  	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 N o   a v a i l a b l e   a c c o u n t 	 	 	 	 	 G e e n   b e s k i k b a r e   r e k e n i n g   n i e 	 	 	 	 	 	 	 2
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2
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2
	 >	#M  	*2,M'  (>9?	 N u k   k a   l l o g a r i   t e   l i r e 	 						  							  			  	 	 	 	 	 	 	 	 N e n h u m a   c o n t a   d i s p o n  v e l 	 	 	 	 	 	 	 	 E z   d a g o   e s k u r a   d a i t e k e n   k o n t u r i k 	 W a l a n g   m a k u k u h a n g   a c c o u n t 	 C o n t a   n o n   d i s p o  i b l e 	 O n w e g h i   a k a u n t   d i n 	 N  l   c u n t a s   a n n 
 
 S T R _ C B M _ B E A R E R _ S W I T C H _ C O N F I R M _ S I G N 	 C B M 	 P O P U P C O N F I R M 	 B e a r e r   f a l l   b a c k   c o n f i r m   s t r i n g   	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 ? 	 ? 	 ? 	 ? 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C B M _ B E A R E R _ S W I T C H _ C O N F I R M 	 C B M 	 P O P U P C O N F I R M 	 B e a r e r   f a l l   b a c k   c o n f i r m   s t r i n g   	 :   S w i t c h   t o 	   Rc0R	   Rbc0R	 :   @%5H"D"1	 :   c a m b i a r   a   	 :   A l l e r    	 :   w e c h s e l n   z u 	 : ?5@5:;NG8BL  =0	 :   p a s s a r e   a 	 :   'F*B'D  %DI	 :   m u d a r   p a r a 	 :   g e  i _  y a p 	 :   c h u y n   s a n g 	 :   A l i h k a n   k e 	 :   t u k a r   k e 	 :   *	0	  	>				 	 	 	 :   v  l t  s   e r r e 	 	 	 	 :   o m s c h a k e l e n   n a a r 	 	 	 :   c o m u t a r e   l a 	 	 	 :     	 	 	 :   1A*F  (G	 	 	 :   				  					 	 	 	 	 	 	 	 	 :   s k a k e l   o o r   n a 	 	 	 	 	 	 	 	 	 :   K y c   t e k 	 :   				  						  	 	 	 	 	 	 	 	 :   T r o c a r   p a r a 	 	 	 	 	 	 	 	 a l d a t u   h o n a : 	 : l u m i p a t   s a 	 : C a m b i a r   a 	 : g b a n y e   n a 	 :   a t h r a i g h   c h u i g 
 
 S T R _ C B M _ B E A R E R _ S W I T C H _ C O N F I R M _ E N D 	 C B M 	 P O P U P C O N F I R M 	 B e a r e r   f a l l   b a c k   c o n f i r m   s t r i n g   	 s e c o n d   b e a r e r 	 ,{N#c	 ,{Nޏc	 #0#-	 s e g u n d o   p o r t a d o r 	 s e c o n d   p o r t e u r 	 Z w e i t e r   T r  g e r 	 2B>@>9  :0=0;	 s e c o n d o   m a z z i e r e 	 -'ED  +'FJ	 s e g u n d o   c a r r e g a d o r 	 i k i n c i   t a _1y 1c 1	 K t   n i   t h   h a i 	 m e d i a   k e d u a 	 p e m b a w a   k e d u a 	 &	B	8	0	>	  '	>	0			 	 	 	 m  s o d i k   s z o l g  l t a t  	 	 	 	 t w e e d e   d r a g e r 	 	 	 a l   d o i l e a   p u r t t o r 	 	 	   	 	 	 -'ED  /HE	 	 	 							  							  	 	 	 	 	 	 	 	 	 t w e e d e   d r a e r 	 	 	 	 	 	 	 	 	 M b a j t e s i   I   d y t e 	 							  							  	 	 	 	 	 	 	 	 p o r t a d o r   s e c u n d  r i o 	 	 	 	 	 	 	 	 2 . e r a m a l e a 	 p a n g a l a w a n g   m a y d a l a 	 s e g u n d o   p o s u i d o r 	 M g b o c h i   n k e   a b 	 d a r a   i o m p r  i r 
 
 S T R _ O P T I O N _ C O N 	 U n d e f i n e d 	 I C O N T E X T 	 c o n t i n u e 	 C o n t i n u e 	 |~~	 ~~	 3H-	 C o n t i n u a r 	 C o n t i n u e r 	 F o r t s e t z e n 	 @>4>;68BL	 C o n t i n u a r e 	 C o n t i n u e 	 C o n t i n u a r 	 D e v a m   e t 	 T i p   t c 	 C o n t i n u e 	 T e r u s k a n 	 	>	0	@	  0		G			 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 T o v  b b 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 D o o r g a a n 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u a r e 	 C o n t i n u e 	 C o n t i n u e 	 	 C o n t i n u e 	 C o n t i n u e 	 '/'EG	 C o n t i n u e 	 C o n t i n u e 	 							  						 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 C o n t i n u e 	 	 	 	 	 G a a n   v o o r t 	 	 	 	 	 	 	 $
A

0
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A
	 >0?0(M$A	 	 						  	 	 	 	 	 	 	 	 C o n t i n u a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S N D R E C _ R E C _ E R R O R 	 S o u n d R e c o r d e r 	 P O P U P 	 F a i l e d   t o   r e c o r d 	 F a i l e d   t o   r e c o r d 	 1YWe	 U_1Y%	 %I!@+%'C2#16	 F a l l    l a   g r a b a c i  n   	 E c h e c   d ' e n r e g i s t r e m e n t 	 A u f n a h m e   f e h l g e s c h l a g e n 	 5  C40;>AL  70?8A0BL	 R e g i s t r a z i o n e   f a l l i t a 	 A4D  'D*3,JD	 G r a v a   o   f a l h o u 	 K a y d e t m e   b a _a r 1s 1z 	 G h i    m   t h t   b i 	 G a g a l   m e r e k a m 	 G a g a l   m e r a k a m 	 0	?		I	0	M	!	  	0	(	G	  .	G		  	8	+	2	  0	9	>		 	 	 	 S i k e r t e l e n   r  g z  t  s 	 	 	 	 K o n   g e e n   o p n a m e   m a k e n 	 	 	  n r e g i s t r a r e a   n u   a   r e u _i t 	 	 	   	 	 	 6(7  F'EHAB  (H/	 	 	 						  				  						  						 	 	 	 	 	 	 	 	 H e t   n i e   o p g e n e e m   n i e 	 	 	 	 	 	 	 	 	 D e s h t o i   t e   i n c i z o j e 	 						  				  					 	 	 	 	 	 	 	 F a l h o u   e m   g r a v a r 	 	 	 	 	 	 	 	 E z   d a   g r a b a t u 	 H i n d i   m a t a g u m p a y   a n g   p a g - r e c o r d 	 F a l l o   a o   g r a v a r 	 O k w e g h i   e d e k 	 T h e i p   a r   t h a i f e a d a d h 
 
 S T R _ J A V A _ D E F A U L T _ G A M E _ C A N _ N O T _ U P D A T E 	 J a v a 	 P O P U P 	 p o p u p   w h e n   u p d a t e   a   d e f a u l t   g a m e 	 D e f a u l t   G a m e   c a n n o t   b e   u p d a t e d 	 -J2b
Nfe	 ؞8nb
Nfe	 @!@#4H!ID!H*2!2#-1@DI	 N o   p u e d e   a c t u a l i z a r s e   e l   J u e g o   P r e d e t e r m i n a d o   	 J e u   p a r   d  f a u t   n e   p e u t   p a s    t r e   m i s      j o u r 	 S t a n d a r d s p i e l   k a n n   n i c h t   a k t u a l i s i e r t   w e r d e n 	 3@K  ?>  C<>;G0=8N  =5  >1=>2;ONBAO.   	 I l   g i o c o   p r e d e f i n i t o   n o n   p u    e s s e r e   a g g i o r n a t o 	 J*901  *-/J+  'DD9()  'D'A*1'6J)	 N  o      p o s s  v e l   a c t u a l i z a r   j o g o   p r e d e f i n i d o 	  n t a n 1m l 1  O y u n   g  n c e l l e n e m i y o r 	 K h  n g   t h   s a   t r    c h i   m c   n h 	 P e r m a i n a n   d e f a u l t   t i d a k   d a p a t   d i p e r b a r u i 	 P e r m a i n a n   L a l a i   t i d a k   b o l e h   d i k e m a s   k i n i 	 !	?	+	I	2	M		  	G	.	  	&	M	/	$	(	  (	9	@		  	?	/	>	  	>	  8		$	>		 	 	 	 A z   a l a p  r t e l m e z e t t   j  t  k   n e m   f r i s s  t h e t Q	 	 	 	 S t a n d a a r d s p e l   k a n   n i e t   w o r d e n   b i j g e w e r k t 	 	 	 J o c u l   i m p l i c i t   n u   s e   p o a t e   a c t u a l i z a 	 	 	             	 	 	 'EC'F  (GF'E  3'2J  ('2I  ~J4A16  FJ3*	 	 	 						  			  								  			  				  			 	 	 	 	 	 	 	 	 V e r s t e k s p e l e t j i e   k a n   n i e   o p g e d a t e e r   w o r d   n i e 	 	 	 	 	 	 	 	 	 L o j a   S t a n d a r d   n u k   m u n d   t e   f r e s k o h e t 	 			' 			  						  						  				  							 	 	 	 	 	 	 	 J o g o   p a d r  o   n  o   p o d e   s e r   a t u a l i z a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ C O L O N 	 U n d e f i n e d 	 U N L I M 	 P u n c t u a t i o n   m a r k   f o r   s w i t c h   b e t w e e n   c o l o n   i n   f u l l   o r   h a l f   s h a p e 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M I S S I O N _ T R U S T E D _ T I T L E 	 J a v a 	 T I T L E 	 T i t l e   i n   c o n f i r m   d i a l o g 	 T r u s t e d   A P 	 ONvz_	 ONvz^	 A P   5HD'IC	 A P   C o n f i a b l e 	 A P   f i a b l e 	 V e r t r a u e n s w  r d i g e r   A P 	 @>25@5==0O  B>G:0  4>ABC?0	 A P   a f f i d a b i l e 	 'D*7(JB  'DEH+HB	 P o n t o   d e   a c e s s o   s e g u r o 	 G  v e n i l i r   A P 	 T r  n h   t   t  n   n h i m 	 A P   t e r p e r c a y a 	 A P   d i p e r c a y a i 	 5	?	6	M	5	8	(	@	/	  A P   	 	 	 	 M e g b  z h a t    A P 	 	 	 	 V e r t r o u w d   A P 	 	 	 A P   d e    n c r e d e r e 	 	 	     	 	 	 FB7G  /3*13I  E7E&F	 	 	 								  	. 		. 	 	 	 	 	 	 	 	 	 V e r t r o u d e   A P 	 	 	 	 	 	 	 	 	 A P   I   b e s u e s h e m 	 												  A P   	 	 	 	 	 	 	 	 A P   c o n f i  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ P E R M I S S I O N _ U N T R U S T E D _ T I T L E 	 J a v a 	 T I T L E 	 T i t l e   i n   c o n f i r m   d i a l o g 	 U n t r u s t e d   A P 	 
NONvz_	 
NONvz^	 A P   5HD!HD'IC	 A P   N o   C o n f i a b l e 	 A P   i n c o n n u 	 N i c h t   v e r t r a u e n s w  r d i g e r   A P 	 5?@>25@5==0O  B>G:0  4>ABC?0	 A P   n o n   a f f i d a b i l e 	 'D*7(JB  :J1  'DEH+HB	 P o n t o   d e   a c e s s o   i n s e g u r o 	 G  v e n i l m e y e n   A P 	 T r  n h   t   k h  n g   t  n   n h i m 	 A P   t i d a k   t e r p e r c a y a 	 A P   t i d a k   d i p e r c a y a i 	 	5	?	6	M	5	8	(	@	/	  A P 	 	 	 	 N e m   m e g b  z h a t    A P 	 	 	 	 N i e t - v e r t r o u w d   A P 	 	 	 A P   c a r e   n u   e s t e   d e    n c r e d e r e 	 	 	       	 	 	 FB7G  /3*13I  F'E7E&F	 	 	 								  	. 		. 	 	 	 	 	 	 	 	 	 O n v e r t r o u d e   A P 	 	 	 	 	 	 	 	 	 A P   I   p a b e s u e s h e m 	 													  A P   	 	 	 	 	 	 	 	 A P   n  o   c o n f i  v e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D M U I _ S E S S I O N _ F A I L U R E 	 D M U I 	 P O P U P 	 S e s s i o n   f a i l u r e 	 S e s s i o n   i s   f a i l e d 	 o}1YWe	 ޏ~1Y%	 @*
1H%I!@+%'	 L a   s e s i  n   f a l l  	 L a   s e s s i o n   a    c h o u  e 	 S i t z u n g   f e h l g e s c h l a g e n 	 !5AA8O  =5  C40;0AL. 	 L a   s e s s i o n e      f a l l i t a 	 A4D  'D,D3)	 S e s s  o   f a l h o u 	 0_l e m   b a _a r 1s 1z 	 K t   n i   t h t   b i 	 S e s i   g a g a l 	 S e s i   g a g a l 	 8	$	M	0	  	8	+	2	  	 	 	 	 A   m u n k a m e n e t   s i k e r t e l e n 	 	 	 	 S e s s i e   m i s l u k t 	 	 	 S e s i u n e   e _u a t 	 	 	   	 	 	 ,D3G  F'EHAB  (H/	 	 	 							  							 	 	 	 	 	 	 	 	 S e s s i e   w a s   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 S e k s i o n i   k a   d e s h t u a r 	 					  				  	 	 	 	 	 	 	 	 S e s s  o   f a l h o u 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ D S _ D I A L L E R _ S E A R C H 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 d_d"}	 bSd"}	 I+21'B#	 B  s q u e d a   d e   M a r c a d o r 	 R e c h e r c h e   d ' a p p e l a n t 	 E i n w  h l s u c h e 	 >8A:  =><5@>2	 R i c e r c a   r e t e 	 D i a l l e r   s e a r c h 	 P e s q u i s a   d e   c h a m a d o r 	  e v i r i c i   A r a m a 	 Q u a y   s   t  m 	 D i a l l e r   s e a r c h 	 C a r i   P e n d a i l 	 !	>	/	2	0	  	K			 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 T  r c s  z    k e r e s  s 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 K i e z e r   z o e k e n 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 C u t a r e   a p e l a n t 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	   	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 ,3*,HI  4E'1G  J1	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 							  									  					 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 S k a k e l s o e k t o g 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 D i a l l e r   s e a r c h 	 	 	 K e r k i m   I   r e n i e s 	 										  						  	 	 	 	 	 	 	 	 P r o c u r a   d e   d i s c a d o r 	 	 	 	 	 	 	 	 M a r k a t z a i l e - b i l a k e t a 	 P a g h a h a n a p   s a   d i a l e r 	 P r o c u r a r   m a r c a d o r 	 D a i l a   n c h 	 C u a r d a c h   d i a i l a  
 
 S T R _ I D _ P H B _ D S _ O P T I O N S _ A D D _ C O N T A C T 	 P h o n e B o o k 	 I C O N T E X T 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 eX0RoON	 mR0RT|N	 @4H!%C9I4H-	 A  a d i r   a   c o n t a c t o s 	 A j o u t e r   d a n s   c o n t a c t s 	 Z u   K o n t a k t e n   h i n z u f  g e n 	 >1028BL  2  :>=B0:BK	 A g g i u n g i   a i   c o n t a t t i 	 A d d   t o   c o n t a c t s 	 A d i c i o n a r   a   c o n t a c t o s 	 0l e t i _i m   K i _i l e r i n e   E k l e 	 T h  m   v  o   l i  n   h 	 A d d   t o   c o n t a c t s 	 T a m b a h   k e   k e n a l a n 	 8		*	0	M		  .	G		  	K	!	G			 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 H o z z  a d  s   a   p a r t n e r e k h e z 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A a n   c o n t a c t e n   t o e v o e g e n 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d u g a r e   l a   c o n t a c t e 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	       	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 'A2H/F  (G  E.'7('F	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 										  					  					 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 V o e g   b y   k o n t a k t e 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 A d d   t o   c o n t a c t s 	 	 	 S h t o   t e k   k o n t a k t e t 	 											  			  			  	 	 	 	 	 	 	 	 A d i c i o n a r   a o s   c o n t a t o s 	 	 	 	 	 	 	 	 I z e n e t a r a   g e h i t u 	 I d a g d a g   s a   m g a   k o n t a k 	 E n g a d i r   a   c o n t a c t o s 	 T i n y e   n a   n d   a n a - a k p 	 C u i r   l e   t e a g m h  l a i t h e 
 
 S T R _ I D _ S M S _ C A N C E L L E D 	 S M S 	 P O P U P 	 S M S   C a n c e l l e d   s t r i n g 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o   	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 A n n u l l a t o 	 C a n c e l l e d 	 C a n c e l a d o 	 0p t a l   e d i l d i 	    h y 	 C a n c e l l e d 	 T e r b a t a l 	 0	&	M	&	  9	K	  	/	>		 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 M e g s z a k  t v a 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 G e a n n u l e e r d 	 C a n c e l l e d 	 C a n c e l l e d 	 R e v o c a t 	 C a n c e l l e d 	 C a n c e l l e d 	 	 C a n c e l l e d 	 C a n c e l l e d 	 D:H  4/	 C a n c e l l e d 	 C a n c e l l e d 	 					  			  						 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 G e k a n s e l l e e r 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 C a n c e l l e d 	 	 	 U   a n u l l u a 	 					  			  					 	 	 	 	 	 	 	 C a n c e l a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D M U I _ D O W N L O A D _ F A I L U R E 	 D M U I 	 P O P U P 	 D o w n l o a d   u p d a t e   p a c k a g e   i s   f a i l e d 	 D o w n l o a d   u p d a t e   p a c k a g e   i s   f a i l e d 	 N	feS1YWe	 N}feS1Y%	 2'LB+%A@-1@%I!@+%'	 D e s c a r g a   d e   a c t u a l i z a c i  n   d e   p a q u e t e s   f a l l  	 T  l  c h a r g e m e n t   d u   p a q u e t   d e   m i s e      j o u r   a    c h o u  	 D o w n l o a d   d e s   A k t u a l i s i e r u n g s p a k e t s   i s t   f e h l g e s c h l a g e n 	 5  C40;>AL  703@C78BL  ?0:5B  >1=>2;5=89	 D o w n l o a d   a g g i o r n a m e n t o   n o n   r i u s c i t o 	 A4D  *F2JD  -2E)  'D*-/J+'*	 T r a n s f e r  n c i a   d e   a c t u a l i z a   o   f a l h o u 	 G  n c e l l e m e   p a k e t i n i n   i n d i r i l m e s i   b a _a r 1s 1z   o l d u 	 T i   l  m   m i   b a o   t h t   b i 	 D o w n l o a d   p a k e t   p e m b a r u a n   g a g a l 	 M u a t   t u r u n   p e n g e m a s   k i n i k a n   p a k e j   g a g a l 	 !	>			(	2	K	!	  	*	!	G		  *	H		G		  	8	+	2	  9	H		 	 	 	 A   f r i s s  t Q  c s o m a g   l e t  l t  s e   s i k e r t e l e n 	 	 	 	 D o w n l a o d e n   v a n   b i j w e r k p a k k e t   i s   m i s l u k t 	 	 	 D e s c r c a r e a   p a c h e t u l u i   d e   a c t u a l i z a r e   n u   a   r e u _i t 	 	 	       	 	 	 ('1J1I  (3*G  (GF'E  3'2  F'EHAB  (H/	 	 	 								  							  								  				  						  						 	 	 	 	 	 	 	 	 A f l a a i   v a n   o p d a t e e r p a k k e t   w a s   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 S h k a r k i m i   i   p a k e t e s   s e   f r e s k i m i t   d e s h t o i 	 						  						  							  					 	 	 	 	 	 	 	 F a l h a   d e   d o w n l o a d   d e   p a c o t e   d e   a t u a l i z a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ N E X T 	 U n d e f i n e d 	 L S K 	 N e x t 	 N e x t 	 _ NP	 T N*N	 1D	 S i g u i e n t e   	 S u i v a n t 	 W e i t e r 	 0;LH5	 A v a n t i 	 N e x t 	 S e g u i n t e 	 0l e r i 	 T i p   t h e o 	 N e x t 	 K e m u d i a n 	 		2	>		 N e x t 	 N e x t 	 N e x t 	 K  v e t k e z Q	 N e x t 	 N e x t 	 N e x t 	 V o l g e n d e 	 N e x t 	 N e x t 	 U r m t o r u l 	 N e x t 	 N e x t 	 	 N e x t 	 N e x t 	 (9/I	 N e x t 	 N e x t 	 						 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 V o l g e n d e 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 	 	 	 								 	 	 	 	 	 	 	 P r  x i m o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ P R E V I O U S 	 U n d e f i n e d 	 L S K 	 P r e v i o u s 	 P r e v i o u s 	 MR NP	 MR N*N	 H-+I2	 A n t e r i o r 	 P r  c  d e n t 	 Z u r  c k 	 0704  	 I n d i e t r o 	 P r e v i o u s 	 A n t e r i o r 	  n c e k i 	 T r c 	 P r e v i o u s 	 K e m b a l i 	 *	?		2	>		 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 E l Qz Q	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 V o r i g e 	 P r e v i o u s 	 P r e v i o u s 	 A n t e r i o r u l 	 P r e v i o u s 	 P r e v i o u s 	 	 P r e v i o u s 	 P r e v i o u s 	 B(DI	 P r e v i o u s 	 P r e v i o u s 	 						 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 V o r i g e 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 P r e v i o u s 	 	 	 	 										  	 	 	 	 	 	 	 	 A n t e r i o r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ M A R K _ S E V E R A L 	 S M S 	 I C O N T E X T 	 M a r k   s e v e r a l   s t r i n g 	 M a r k   s e v e r a l 	 jYP	 hY*N	 !2#L+%2"#2"2#	 M a r c a r   v a r i o s 	 M a r q u e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 K1@0BL  =5A:>;L:>	 C o n t r a s s e g n a   a l c u n i   	 M a r k   s e v e r a l 	 A s s i n a l a r   v  r i o s 	 B i r d e n   f a z l a   i _a r e t l e 	  n h   d u   n h i u 	 M a r k   s e v e r a l 	 T a n d a   b e b e r a p a 	 	(	G		  	K	  .	>	0	M		  	0	G			 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 T  b b   k i j e l  l  s e 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 D i v e r s e   m a r k e r e n 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r c a r e   m a i   m u l t e 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	   	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 9D'E*0'1I  F/EH1/	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 						  							  					 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M e r k   v e r s k e i e 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 	 	 S h e n o   d i s a 	 					  				  							  				 	 	 	 	 	 	 	 M a r c a r   v  r i o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ P R O F I L E 	 I P S E C 	 T I T L E ,   I C O N T E X T 	 I P S e c   M M I   S e t t i n g s 	 I P S e c   s e t t i n g s 	 I P S e c -[	 I P S e c n	 2#1IH2  I P S e c 	 C o n f i g u r a c i  n   I P S e c 	 R  g l a g e s   I P S e c 	 I P S e c - E i n s t e l l u n g e n 	 0@0<5B@K  I P S e c   	 P a r a m e t r i   I P S e c 	 I P S e c   s e t t i n g s 	 D e f i n i   e s   I P S e c 	 I P S e c   a y a r l a r 1	 C  i   t   I P S e c   	 I P S e c   s e t t i n g s 	 S e t i n g   I P S e c 	 I P S e c   8	G		?				 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 I P S e c   b e  l l  t  s o k 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 I P s e c - i n s t e l l i n g e n 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 S e t r i   I P S e c 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	   I P S e c 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 *F8EJG'I  I P S e c 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 		. 		. 		. 	. 		.   							 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 I P S e c   s e t t i n g s 	 	 	 	 	 	 I P S e k - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 I p 							  							 	 	 	 	 	 	 	 C o n f i g u r a   e s   I P s e c 	 	 	 	 	 	 	 	 I P S e c   e z a r p e n a k 	 M g a   s e t t i n g   n g   I P S e c 	 C o n f i g u r a c i  n   I P S e c 	 N t a l a   i p s e c 	 S o c r u i t h e   I P S e c 
 
 S T R _ I D _ I P S E C A P P _ P O L I C Y 	 I P S E C 	 T I T L E ,   I C O N T E X T 	 P o l i c y   S e t t i n g s 	 P o l i c y   s e t t i n g s 	 V{eu-[	 V{eun	 2#1IH2B"2"	 C o n f i g u r a c i  n   d e   P o l  t i c a   	 R  g l a g e s   d e   p o l i t i q u e 	 R i c h t l i n i e n e i n s t e l l u n g e n 	 0@0<5B@K  ?>;8B8:8	 I m p o s t a z i o n i   p o l i t i c a 	 P o l i c y   s e t t i n g s 	 D e f i n i   e s   d e   p o l  t i c a 	 P l a n   a y a r l a r 1	 C  i   t   s  c h   l c 	 P o l i c y   s e t t i n g s 	 S e t i n g   p o l i s i 	 (	@	$	?	  8	G		?				 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 H  z i r e n d   b e  l l  t  s o k 	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 B e l e i d s i n s t e l l i n g e n 	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 S e t r i   p o l i t i c 	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	   	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 *F8JEG'I  E1(H7  (G  .7  E4I	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 					  							 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 P o l i c y   s e t t i n g s 	 	 	 	 	 	 B e l e i d i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 					  						  	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   p o l  t i c a 	 	 	 	 	 	 	 	 P o l i t i k a - e z a r p e n a k 	 M g a   s e t t i n g   n g   p a t a k a r a n 	 C o n f i g u r a c i  n   d e   p o l  t i c a 	 N s o r o   n t a l a 	 S o c r u i t h e   b e a r t a i s 
 
 S T R _ I D _ I P S E C A P P _ I K E 	 I P S E C 	 T I T L E ,   I C O N T E X T 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 I K E -[	 I K E n	 2#1IH2  I K E   	 C o n f i g u r a c i  n   I K E 	 R  g l a g e s   I K E 	 I K E - E i n s t e l l u n g e n 	 0@0<5B@K  I K E   	 P a r a m e t r i   I K E   	 I K E   s e t t i n g s 	 D e f i n i   e s   I K E 	 I K E   a y a r l a r 1	 C  i   t   I K E   	 I K E   s e t t i n g s 	 S e t i n g   I K E 	 I K E   8	G		?				 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 I K E   b e  l l  t  s o k 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 I K E - i n s t e l l i n g e n 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 S e t r i   I K E 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	   I K E 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 *F8EG'I  I K E 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 		. 		. 	  							 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 I K E   s e t t i n g s 	 	 	 	 	 	 I K E - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 I K E   						  	 	 	 	 	 	 	 	 C o n f i g u r a   e s   I K E 	 	 	 	 	 	 	 	 I K E   e z a r p e n a k 	 M g a   s e t t i n g   n g   I K E 	 C o n f i g u r a c i  n   I K E 	 N t a l a   I K E 	 S o c r u i t h e   I K E 
 
 S T R _ I D _ I P S E C A P P _ S R C _ P O R T 	 I P S E C 	 I C O N T E X T 	 S o u r c e   P o r t   N u m b e r 	 S o u r c e   p o r t 	 n#cW	 nzS	 -#LI2	 P u e r t o   f u e n t e 	 P o r t   d e   l a   s o u r c e 	 Q u e l l e n - P o r t 	 >@B  8AB>G=8:0	 P o r t a   d i   p r o v e n i e n z a 	 S o u r c e   p o r t 	 P o r t a   d a   o r i g e m 	 K a y n a k   p o r t u 	 C n g   n g u n 	 S o u r c e   p o r t 	 P o r t   a s a l 	 8	M	0	K	$	  *	K	0	M			 S o u r c e   p o r t 	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 F o r r  s   p o r t 	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 B r o n p o r t 	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 P o r t   s u r s 	 S o u r c e   p o r t 	 S o u r c e   p o r t 	   	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 /1'G  E(/#	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 			  						  	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 S o u r c e   p o r t 	 	 	 	 	 	 B r o n p o o r t 	 	 	 	 	 	 	 	 	 	 			  				  	 	 	 	 	 	 	 	 P o r t a   d e   f o n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ S R C _ A D D R 	 I P S E C 	 I C O N T E X T 	 S o u r c e   A d d r e s s 	 S o u r c e   a d d r e s s 	 n0W@W	 n0W@W	 5H-"9HI2	 D i r e c c i  n   f u e n t e 	 A d r e s s e   d e   l a   s o u r c e 	 Q u e l l e n a d r e s s e 	 4@5A  8AB>G=8:0	 I n d i r i z z o   d i   p r o v e n i e n z a 	 S o u r c e   a d d r e s s 	 E n d e r e  o   d a   o r i g e m 	 K a y n a k   a d r e s i 	 a   c h   n g u n 	 S o u r c e   a d d r e s s 	 A l a m a t   a s a l 	 8	M	0	K	$	  *	$	>		 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 F o r r  s   c  m 	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 B r o n a d r e s 	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 A d r e s   s u r s   	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	   	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 F4'FI  E(/#	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 			  						  	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 S o u r c e   a d d r e s s 	 	 	 	 	 	 B r o n - a d r e s 	 	 	 	 	 	 	 	 	 	 			  									  	 	 	 	 	 	 	 	 E n d e r e  o   d e   f o n t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ D E S T _ P O R T 	 I P S E C 	 I C O N T E X T 	 D e s t i n a t i o n   P o r t   N u m b e r 	 D e s t n .   p o r t 	 vj#cW	 vvzS	 -#L%2"2	 P u e r t o   d e s t i n o 	 P o r t   d e   d e s t i n a t i o n 	 Z i e l - P o r t 	 >@B    =07=0G5=8O	 P o r t a   d i   d e s t i n a z i o n e 	 D e s t   p o r t 	 P o r t a   d e s t . 	 H e d e f   y u v a 	 C n g    c h 	 D e s t   p o r t 	 P o r t   d e s t i n a s i 	 		$	5	M	/	  *	K	0	M			 D e s t   p o r t 	 D e s t   p o r t 	 D e s t   p o r t 	 C  l - p o r t 	 D e s t   p o r t 	 D e s t   p o r t 	 D e s t   p o r t 	 B e s t e m m i n g s p o r t 	 D e s t   p o r t 	 D e s t   p o r t 	 P o r t   d e s t . 	 D e s t   p o r t 	 D e s t   p o r t 	   	 D e s t   p o r t 	 D e s t   p o r t 	 /1'G  EB5/	 D e s t   p o r t 	 D e s t   p o r t 	 										  						  	 D e s t   p o r t 	 D e s t   p o r t 	 D e s t   p o r t 	 	 	 	 	 	 B e s t e m m i n g p o o r t 	 	 	 	 	 	 	 	 	 	 						  				  	 	 	 	 	 	 	 	 P o r t a   d e   d e s t i n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ D E S T _ A D D R 	 I P S E C 	 I C O N T E X T 	 D e s t i n a t i o n   A d d r e s s 	 D e s t n .   a d d r e s s 	 vj0W@W	 vv0W@W	 5H-"9H%2"2	 D i r e c c i  n   d e s t i n o 	 A d r e s s e   d e   d e s t i n a t i o n 	 Z i e l a d r e s s e 	 4@5A  =07=0G5=8O	 I n d i r i z z o   d i   d e s t i n a z i o n e 	 D e s t   a d d r e s s 	 E n d e r e  o   d e s t . 	 H e d e f   a d r e s i 	 a   c h   c n g    c h 	 D e s t   a d d r e s s 	 A l a m a t   d e s t i n a s i 	 		$	5	M	/	  *	$	>		 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 C  l - c  m 	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 B e s t e m m i n g s a d r e s 	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 A d r e s   d e s t . 	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	   	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 F4'F  EB5/	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 										  						  	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 D e s t   a d d r e s s 	 	 	 	 	 	 B e s t e m m i n g - a d r e s 	 	 	 	 	 	 	 	 	 	 						  									  	 	 	 	 	 	 	 	 E n d e r e  o   d e   d e s t i n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ I P S E C _ M O D E 	 I P S E C 	 I C O N T E X T 	 I P S e c   W o r k i n g   M o d e 	 I P S e c   m o d e 	 I P S e c !j_	 I P S e c !j_	 B+!  I P S e c 	 M o d o   I P S e c 	 M o d e   I P S e c 	 I P S e c - M o d u s 	  568<  I P S e c   	 M o d a l i t    I P S e c   	 I P S e c   m o d e 	 M o d o   I P S e c 	 I P S e c   m o d u 	 C h     I P S e c 	 I P S e c   m o d e 	 M o d   I P S e c 	 I P S e c   .	K	!		 I P S e c   m o d e 	 I P S e c   m o d e 	 I P S e c   m o d e 	 I P S e c   m  d 	 I P S e c   m o d e 	 I P S e c   m o d e 	 I P S e c   m o d e 	 I P S e c - m o d u s 	 I P S e c   m o d e 	 I P S e c   m o d e 	 M o d   I P S e c 	 I P S e c   m o d e 	 I P S e c   m o d e 	   I P S e c 	 I P S e c   m o d e 	 I P S e c   m o d e 	 -'D*  I P S e c 	 I P S e c   m o d e 	 I P S e c   m o d e 	 		. 		. 		. 	. 		.   				  	 I P S e c   m o d e 	 I P S e c   m o d e 	 I P S e c   m o d e 	 	 	 	 	 	 I P S e k - m o d u s 	 	 	 	 	 	 	 	 	 	 I p 							  				 	 	 	 	 	 	 	 M o d o   I P S e c 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ T U N N E L _ P O R T 	 I P S E C 	 I C O N T E X T 	 P e e r   T u n n e l   P o r t   N u m b e r 	 T u n n e l   p o r t 	 S#cW	 SzS	 -#L1@%	 P u e r t o   t  n e l   	 P o r t   d u   t u n n e l 	 T u n n e l - P o r t 	 >@B  BC==5;O	 P o r t a   t u n n e l 	 T u n n e l   p o r t 	 P o r t a   d o   t  n e l 	 T  n e l   p o r t u 	 C n g   n g   h m 	 T u n n e l   p o r t 	 P o r t   t e r o w o n g 	 	(	2	  *	K	0	M			 T u n n e l   p o r t 	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 A l a g  t   p o r t 	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 T u n n e l p o r t 	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 P o r t   t u n e l 	 T u n n e l   p o r t 	 T u n n e l   p o r t 	   T u n n e l 	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 /1'G  *HFD	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 					  						  	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 T u n n e l   p o r t 	 	 	 	 	 	 T o n n e l p o o r t 	 	 	 	 	 	 	 	 	 	 					  				  	 	 	 	 	 	 	 	 P o r t a   d o   t  n e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ T U N N E L _ A D D R 	 I P S E C 	 I C O N T E X T 	 P e e r   T u n n e l   A d d r e s s 	 T u n n e l   a d d r e s s 	 S0W@W	 S0W@W	 5H-"9H1@%	 D i r e c c i  n   t  n e l   	 A d r e s s e   d u   t u n n e l 	 T u n n e l a d r e s s e 	 4@5A  BC==5;O	 I n d i r i z z o   t u n n e l 	 T u n n e l   a d d r e s s 	 E n d e r e  o   d o   t  n e l 	 T  n e l   a d r e s i 	 a   c h   c n g   n g   h m 	 T u n n e l   a d d r e s s 	 A l a m a t   t e r o w o n g 	 	(	2	  *	$	>		 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 A l a g  t   c  m 	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 T u n n e l a d r e s 	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 A d r e s   t u n e l 	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	   T u n n e l 	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 F4'FI  *HFD	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 							  						  	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 T u n n e l   a d d r e s s 	 	 	 	 	 	 T o n n e l - a d r e s 	 	 	 	 	 	 	 	 	 	 					  									  	 	 	 	 	 	 	 	 E n d e r e  o   d o   t  n e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ A L G 	 I P S E C 	 T I T L E ,   I C O N T E X T 	 A l g o r i t h m   S e t t i n g s 	 A l g o r i t h m 	 o{l	 {l	 '452#	 A l g o r i t m o 	 A l g o r y t h m e 	 A l g o r i t h m u s 	 ;3>@8B<	 A l g o r i t m o 	 A l g o r i t h m 	 A l g o r i t m o 	 A l g o r i t m a 	 C  c h   t  n h 	 A l g o r i t h m 	 A l g o r i t m a 	 	2	M		K	0	?	&	.		 A l g o r i t h m 	 A l g o r i t h m 	 A l g o r i t h m 	 A l g o r i t m u s 	 A l g o r i t h m 	 A l g o r i t h m 	 A l g o r i t h m 	 A l g o r i t m e 	 A l g o r i t h m 	 A l g o r i t h m 	 A l g o r i t m 	 A l g o r i t h m 	 A l g o r i t h m 	 	 A l g o r i t h m 	 A l g o r i t h m 	 "DH1*JE	 A l g o r i t h m 	 A l g o r i t h m 	 												 A l g o r i t h m 	 A l g o r i t h m 	 A l g o r i t h m 	 	 	 	 	 	 A l g o r i t m e 	 	 	 	 	 	 	 	 	 	 			' 				  	 	 	 	 	 	 	 	 A l g o r i t m o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ A L G _ A H _ A U T H 	 I P S E C 	 I C O N T E X T 	 A H   A u t h e n t i c a t i o n   A l g o r i t h m 	 A H   a u t h e n t i c a t i o n 	 A H I	 A H 	 2#"7"11'8%  A H 	 A u t e n t i c a c i  n   A H 	 A u t h e n t i f i c a t i o n   A H 	 A H - A u t h e n t i f i z i e r u n g 	 CB5=B8D8:0F8O  A H   	 A u t e n t i c a z i o n e   A H 	 A H   a u t h e n t i c a t i o n 	 A u t e n t i c a   o   A H 	 A H   d o r u l a m a 	 C h n g   n h n   A H   	 A H   a u t h e n t i c a t i o n 	 P e n g e s a h a n   A H 	 A H   *	M	0	.	>	#	(		 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 A H   h i t e l e s  t  s 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 A H - a u t e n t i c a t i e 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 A u t e n t i f i c a r e   A H 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	   A H 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 E9*(13'2I  A H 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 	. 			.   											 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 A H   a u t h e n t i c a t i o n 	 	 	 	 	 	 A H - b e k r a g t i g i n g 	 	 	 	 	 	 	 	 	 	 			' 				  										  	 	 	 	 	 	 	 	 A u t e n t i c a   o   A H 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ A L G _ E S P _ A U T H 	 I P S E C 	 I C O N T E X T 	 E S P   A u t h e n t i c a t i o n   A l g o r i t h m 	 E S P   a u t h e n t i c a t i o n 	 E S P I	 E S P 	 2#"7"11'8%  E S P 	 A u t e n t i c a c i  n   E S P 	 A u t h e n t i f i c a t i o n   E S P 	 E S P - A u t h e n t i f i z i e r u n g 	 CB5=B8D8:0F8O  E S P   	 A u t e n t i c a z i o n e   E S P   	 E S P   a u t h e n t i c a t i o n 	 A u t e n t i c a   o   E S P 	 E S P   d o r u l a m a 	 C h n g   n h n   E S P   	 E S P   a u t h e n t i c a t i o n 	 P e n g e s a h a n   E S P 	 E S P   *	M	0	.	>	#	(		 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 E S P   h i t e l e s  t  s 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 E S P - a u t e n t i c a t i e 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 A u t e n t i f i c a r e   E S P 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	   E S P 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 E9*(13'2I  E S P 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 	. 		. 		.   											 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 E S P   a u t h e n t i c a t i o n 	 	 	 	 	 	 E S P - b e k r a g t i g i n g 	 	 	 	 	 	 	 	 	 	 E S P   											 	 	 	 	 	 	 	 A u t e n t i c a   o   E S P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ A L G _ E S P _ E N C 	 I P S E C 	 I C O N T E X T 	 E S P   E n c r y p t i o n   A l g o r i t h m 	 E S P   e n c r y p t i o n 	 E S P R[	 E S P R[	 2#@I2#+1*  E S P 	 C i f r a d o   E S P 	 C r y p t a g e   E S P 	 E S P - V e r s c h l  s s e l u n g 	 (8D@>20=85  E S P   	 C o d i f i c a   E S P   	 E S P   e n c r y p t i o n 	 E n c r i p t a   o   E S P 	 E S P   k o d l a m a 	 T n g   b o   m t   E S P   	 E S P   e n c r y p t i o n 	 P e n y u l i t a n   E S P 	 E S P   	B		  2	G		(		 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 E S P   t i t k o s  t  s 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 E S P - v e r s l e u t e l i n g 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 C r i p t a r e   E S P 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	   E S P 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 1E20'1I  E S P 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 	. 		. 		  												  	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 E S P   e n c r y p t i o n 	 	 	 	 	 	 E S P - k o d e r i n g 	 	 	 	 	 	 	 	 	 	 E S P   											  	 	 	 	 	 	 	 	 C r i p t o g r a f i a   W E P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ I K E _ P R E S H A R E D _ K E Y 	 I P S E C 	 T I T L E ,   I C O N T E X T 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 HQqQ(u[p	 qQN[	 #5A
#L5"L	 C l a v e   p r e c o m p a r t i d a 	 C l    p r  - p a r t a g  	 V o r i n s t a l l i e r t e r   S c h l  s s e l 	 1I89  :;NG	 C h i a v e   p r e - c o n d i v i s a 	 P r e - s h a r e d   k e y 	 C h a v e   p r  - p a r t i l h a d a 	  n   p a y l a _1m l 1  a n a h t a r 	 C h  a   k h  a   c n g   h n g   t r c 	 P r e - s h a r e d   k e y 	 K u n c i   p r a - d i s o k o n g 	 *	B	0	M	5	- 8	>		>	  	A			@		 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 M e g o s z t o t t   k u l c s 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 V o o r g e d e e l d e   s l e u t e l 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 C h e i e   p r e p a r t a j a t 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	   P r e - s h a r e d 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 CDJ/  '2~J4  (G  '4*1'C  0'1/G	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 				- 					  			 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 P r e - s h a r e d   k e y 	 	 	 	 	 	 V o o r a f   g e d e e l d e   t o e t s 	 	 	 	 	 	 	 	 	 	 					- 				  			  			 	 	 	 	 	 	 	 C h a v e   p r  - c o m p a r t i l h a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ I K E _ E N C _ M E T H O D 	 I P S E C 	 I C O N T E X T 	 E n c r y p t i o n 	 E n c r y p t i o n   m e t h o d 	 R[el	 R[el	 '452#@I2#+1*	 M  t o d o   d e   c i f r a d o   	 M  t h o d e   d e   c r y p t a g e 	 V e r s c h l  s s e l u n g s m e t h o d e 	 5B>4  H8D@>20=8O	 M e t o d o   d i   c o d i f i c a 	 E n c r y p t i o n   M e t h o d 	 M  t o d o   d e   e n c r i p t a   o 	 K o d l a m a   Y  n t e m i 	 P h n g   p h  p   t n g   b o   m t 	 E n c r y p t i o n   M e t h o d 	 K a e d a h   m e n y u l i t 	 	B		  2	G		(	  5	?	'	?		 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 T i t k o s  t  s i   m  d s z e r 	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 V e r s l e u t e l i n g s m e t h o d e 	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 M e t o d   d e   c r i p t a r e 	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	   	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 1H4  1E20'1I	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 					  						  							 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 E n c r y p t i o n   M e t h o d 	 	 	 	 	 	 K o d e r i n g s m e t o d e 	 	 	 	 	 	 	 	 	 	 											  						  	 	 	 	 	 	 	 	 M  t o d o   d e   c r i p t o g r a f i a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ I K E _ D H _ M E T H O D 	 I P S E C 	 I C O N T E X T 	 D i f f i e - H e l l m a n   G r o u p 	 D H   g r o u p 	 D H D}	 D H ~	 %8H!  D H 	 G r u p o   D H 	 G r o u p e   D H 	 D H - G r u p p e 	 @C??0  D H   	 G r u p p o   D H 	 D H   G r o u p 	 G r u p o   D H 	 D H   G r u b u 	 N h  m   D H 	 D H   G r o u p 	 K u m p u l a n   D H 	 D H   	M	0	A	*		 D H   G r o u p 	 D H   G r o u p 	 D H   G r o u p 	 D H   c s o p o r t 	 D H   G r o u p 	 D H   G r o u p 	 D H   G r o u p 	 D H - g r o e p 	 D H   G r o u p 	 D H   G r o u p 	 G r u p   D H 	 D H   G r o u p 	 D H   G r o u p 	   D H 	 D H   G r o u p 	 D H   G r o u p 	 1HG  D H 	 D H   G r o u p 	 D H   G r o u p 	 		. 			.   						 D H   G r o u p 	 D H   G r o u p 	 D H   G r o u p 	 	 	 	 	 	 D H - g r o e p 	 	 	 	 	 	 	 	 	 	 D H   			  	 	 	 	 	 	 	 	 G r u p o   D H 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ P O R T N U M _ O U T O F _ R A N G E 	 I P S E C 	 P O P U P 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 V a l i d   p o r t   r a n g e :   1 - 6 5 5 3 5 	 	gHev#cW{
W1 - 6 5 5 3 5 	 	gHevzSV1 - 6 5 5 3 5 	 
H'-#L5HC
IDI:   1 - 6 5 5 3 5 	 R a n g o   d e   p u e r t o s   v  l i d o :   1 - 6 5 5 3 5 	 N u m  r o   d e   p o r t   h o r s   d e   l a   p l a g e   v a l i d e 	 G  l t i g e r   P o r t - B e r e i c h :   1 - 6 5 5 3 5 	 525@=K9  =><5@  ?>@B0	 N u m e r o   p o r t a   f u o r i   g a m m a 	 F7'B  'DEFA0  'D5'D-:   1 - 6 5 5 3 5 	 I n t e r v a l o   d e   p o r t a s   v  l i d a s :   1 - 6 5 5 3 5 	 G e  e r l i   y u v a   a r a l 11:   1 - 6 5 5 3 5 	 P h m   v i   c n g   h p   l :   1 - 6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 J u l a t   p o r t   y a n g   s a h :   1 - 6 5 5 3 5 	 5	H	'	  *	K	0	M		  0	G				  1 - 6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	  r v  n y e s   p o r t   t a r t o m  n y :   1 - 6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 G e l d i g e   p o r t n u m m e r s :   1 - 6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 I n t e r v a l   v a l i d   p e n t r u   n u m r u l   p o r t u l u i :   1 - 6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	     :   1 - 6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 /'EFG  E,'2  /1'GG':   1 - 6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 							  						  					:   1   -   6 5 5 3 5 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 P o r t   n u m b e r   o u t   o f   r a n g e 	 	 	 	 	 	 G e l d i g e   p o o r t r e e k s :   1 - 6 5 5 3 5 	 	 	 	 	 	 	 	 	 	 								  						  				  					  	 	 	 	 	 	 	 	 F a i x a   d e   p o r t a   v  l i d a :   1 - 6 5 5 3 5 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ P O R T N U M _ E M P T Y 	 I P S E C 	 P O P U P 	 P o r t   n u m b e r   i s   E m p t y . 	 E m p t y   p o r t   n u m b e r 	 #cWzz}v	 zSzz}v	 +!2"@%-#L'H2	 N  m e r o   d e   p u e r t o   v a c  o 	 N u m  r o   d e   p o r t   v i d e 	 L e e r e   P o r t - N u m m e r 	 CAB>9  =><5@  ?>@B0	 N u m e r o   p o r t a   v u o t o 	 E m p t y   p o r t   n u m b e r 	 N  m e r o   d e   p o r t a   v a z i o 	 B o _  p o r t   s a y 1s 1	 S   c n g   t r n g 	 E m p t y   p o r t   n u m b e r 	 N o m b o r   p o r t   k o s o n g 	 	>	2	@	  *	K	0	M		  (		,	0		 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	  r e s   p o r t s z  m 	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 L e e g   p o r t n u m m e r 	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 N u m r   d e   p o r t   a b s e n t 	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	     	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 4E'1G  /1'G  .'DJ3*	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 						  					  					 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 E m p t y   p o r t   n u m b e r 	 	 	 	 	 	 L e    p o o r t n o m m e r 	 	 	 	 	 	 	 	 	 	 				  					  					 	 	 	 	 	 	 	 N  m e r o   d e   p o r t a   v a z i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ T U N N E L _ M O D E 	 I P S E C 	 C 0 5 7 _ 1 	 W o r k i n g   o n   T u n n e l   M o d e 	 T u n n e l   m o d e 	 S!j_	 S!j_	 B+!1@%	 M o d o   d e   t  n e l   	 M o d e   t u n n e l 	 T u n n e l - M o d u s 	 "C==5;L=K9  @568<	 M o d a l i t    t u n n e l 	 T u n n e l   m o d e 	 M o d o   d e   t  n e l 	 T  n e l   m o d u 	 C h     n g   h m 	 T u n n e l   m o d e 	 M o d   t e r o w o n g 	 	(	2	  .	K	!		 T u n n e l   m o d e 	 T u n n e l   m o d e 	 T u n n e l   m o d e 	 A l a g  t   m  d 	 T u n n e l   m o d e 	 T u n n e l   m o d e 	 T u n n e l   m o d e 	 T u n n e l m o d u s 	 T u n n e l   m o d e 	 T u n n e l   m o d e 	 M o d   t u n e l 	 T u n n e l   m o d e 	 T u n n e l   m o d e 	   T u n n e l 	 T u n n e l   m o d e 	 T u n n e l   m o d e 	 -'D*  *HFD	 T u n n e l   m o d e 	 T u n n e l   m o d e 	 					  					 T u n n e l   m o d e 	 T u n n e l   m o d e 	 T u n n e l   m o d e 	 	 	 	 	 	 T o n n e l m o d u s 	 	 	 	 	 	 	 	 	 	 					  			  	 	 	 	 	 	 	 	 M o d o   d e   t  n e l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ I P S E C A P P _ T R A N S P O R T _ M O D E 	 I P S E C 	 C 0 5 7 _ 1 	 W o r k i n g   o n   T r a n s p o r t   M o d e 	 T r a n s p o r t   m o d e 	 P8!j_	  O!j_	 B+!*H	 M o d o   d e   t r a n s p o r t e   	 M o d e   t r a n s p o r t 	 T r a n s p o r t - M o d u s 	 "@0=A?>@B=K9  @568<	 M o d a l i t    d i   t r a s f e r i m e n t o 	 T r a n s p o r t   m o d e 	 M o d o   d e   t r a n s p o r t e 	 T a _1m a   m o d u 	 C h     t r u y n 	 T r a n s p o r t   m o d e 	 M o d   p e r j a l a n a n 	 	M	0	>		8	*	K	0	M		  .	K	!		 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 S z  l l  t  s i   m  d 	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 T r a n s p o r t m o d u s 	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 M o d   t r a n s p o r t 	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	   T r a n s p o r t 	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 -'D*  'F*B'D	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 						  				  	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 T r a n s p o r t   m o d e 	 	 	 	 	 	 T r a n s p o r t m o d u s 	 	 	 	 	 	 	 	 	 	 						  			  	 	 	 	 	 	 	 	 M o d o   d e   t r a n s p o r t e 	 	 	 	 	 	 	 	 G a r r a i o - m o d u a 	 M o d a   n g   p a g p a p a d a l a 	 M o d o   d e   t r a n s p o r t e 	 M o o d u   t r a n s i p t 	 M  d   i o m p a i r 
 
 S T R _ I D _ I P S E C A P P _ S E L E C T I O N _ A U T H _ M D 5 	 I P S E C 	 C 0 5 7 _ 1 	 M D 5   H a s h   A l g o r i t h m 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 		. 		. 		 M D 5 	 M D 5 	 M D 5 	 	 	 	 	 	 M D 5 	 	 	 	 	 	 	 	 	 	 M D 5 	 	 	 	 	 	 	 	 M D 5 	 	 	 	 	 	 	 	 M D 5 	 M D 5 	 M D 5 	 M D 5 	 M D 5 
 
 S T R _ I D _ I P S E C A P P _ S E L E C T I O N _ A U T H _ S H A 1 	 I P S E C 	 C 0 5 7 _ 1 	 S H A 1   H a s h   A l g o r i t h m 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 		. 			. 	. 		 S H A 1 	 S H A 1 	 S H A 1 	 	 	 	 	 	 S H A 1 	 	 	 	 	 	 	 	 	 	 S H A 1 	 	 	 	 	 	 	 	 S H A 1 	 	 	 	 	 	 	 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 	 S H A 1 
 
 S T R _ I D _ I P S E C A P P _ S E L E C T I O N _ E N C _ D E S 	 I P S E C 	 C 0 5 7 _ 1 	 D E S   E n c r y p t i o n   A l g o r i t h m 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 	 		. 	. 		. 	 D E S 	 D E S 	 D E S 	 	 	 	 	 	 D E S 	 	 	 	 	 	 	 	 	 	 D E S 	 	 	 	 	 	 	 	 D E S 	 	 	 	 	 	 	 	 D E S 	 D E S 	 D E S 	 D E S 	 D E S 
 
 S T R _ I D _ I P S E C A P P _ S E L E C T I O N _ E N C _ 3 D E S 	 I P S E C 	 C 0 5 7 _ 1 	 3 D E S   E n c r y p t i o n   A l g o r i t h m 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 			. 	. 		. 	 3 D E S 	 3 D E S 	 3 D E S 	 	 	 	 	 	 3 D E S 	 	 	 	 	 	 	 	 	 	 3 D E S 	 	 	 	 	 	 	 	 3 D E S 	 	 	 	 	 	 	 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 	 3 D E S 
 
 S T R _ I D _ I P S E C A P P _ P R O G R E S S I N G 	 I P S E C 	 T I T L E 	 P r o c e s s i n g 	 P r o c e s s i n g 	 Ut-N	 Yt-N	 3%1#0!'%%	 P r o c e s a n d o   	 T r a i t e m e n t 	 W i r d   v e r a r b e i t e t 	 1@01>B:0	 E l a b o r a z i o n e 	 P r o c e s s i n g 	 E m   p r o c e s s a m e n t o 	 0_l e n i y o r 	 a n g   x   l  	 P r o c e s s i n g 	 M e m p r o s e s 	 *	M	0	K	8	G	8	  9	K	  0	9	>	  9	H		 P r o c e s s i n g 	 P r o c e s s i n g 	 P r o c e s s i n g 	 F e l d o l g o z  s 	 P r o c e s s i n g 	 P r o c e s s i n g 	 P r o c e s s i n g 	 B e z i g   m e t   v e r w e r k e n 	 P r o c e s s i n g 	 P r o c e s s i n g 	  n   c u r s   d e   p r o c e s a r e 	 P r o c e s s i n g 	 P r o c e s s i n g 	 	 P r o c e s s i n g 	 P r o c e s s i n g 	 /1-'D  ~1/'24	 P r o c e s s i n g 	 P r o c e s s i n g 	 													 P r o c e s s i n g 	 P r o c e s s i n g 	 P r o c e s s i n g 	 	 	 	 	 	 V e r w e r k   t a n s 	 	 	 	 	 	 	 	 	 	 											  	 	 	 	 	 	 	 	 P r o c e s s a n d o 	 	 	 	 	 	 	 	 P r o z e s a t z e n 	 P i n o p r o s e s o 	 P r o c e s a n d o 	 N h i g h a r 	 A g   p r  i s e  i l 
 
 S T R _ I D _ I P S E C A P P _ A L L _ O P T I O N S _ N O N E 	 I P S E C 	 P O P U P 	 S e t   a l l   o p t i o n s   n o n e   i s   d i s a b l e d . 	 T h e   o p t i o n   s e t t i n g   i s   i n v a l i d 	 x-[!qHe	 	yneHe	 2#1IH21'@%7-D!H9I-	 L a   c o n f i g u r a c i  n   d e   l a   o p c i  n   n o   e s   v  l i d a 	 L e   r  g l a g e   d e   l ' o p t i o n   e s t   i n v a l i d e 	 D i e   O p t i o n s e i n s t e l l u n g   i s t   u n g  l t i g 	 5?@028;L=K9  ?0@0<5B@  >?F88  	 L ' o p z i o n e   i m p o s t a t a   n o n      v a l i d a 	 A l l   o p t i o n s   s e t   n o n e 	 O p   o   d e   d e f i n i   o   i n v  l i d a 	 S e  e n e k   a y a r 1  g e  e r s i z 	 C  i   t   c h n   k h  n g   h p   l 	 A l l   o p t i o n s   s e t   n o n e 	 S e t i n g   o p s y e n   t i d a k   s a h 	 5	?		2	M	*	  8	G		?			  	.	>	(	M	/	  9	H	    	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 A   l e h e t Qs  g   b e  l l  t  s a    r v  n y t e l e n 	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 D e   o p t i e   i s   o n j u i s t   i n g e s t e l d 	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 S e t a r e   t o a t e   o p ci u n i l e   d e z a c t i v a t 	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	     	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 2JFG  *F8JEI  F'E9*(1  '3*	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 						  					  									 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 A l l   o p t i o n s   s e t   n o n e 	 	 	 	 	 	 D i e   o p s i e - s t e l l i n g   i s   o n g e l d i g 	 	 	 	 	 	 	 	 	 	 						  					  					 	 	 	 	 	 	 	 A   c o n f i g u r a   o   d e   o p   o      i n v  l i d a 	 	 	 	 	 	 	 	 A u k e r e n   e z a r p e n a   b a l i o g a b e a   d a 	 A n g   s e t t i n g   n g   p a g p i p i l i a n   a y   h i n d i   w a s t o 	 A   c o n f i g u r a c i  n   d e   o p c i  n   n o n      v  l i d a 	 N h r   n t a l a   a d a b a g h i 	 T    a n   s o c r    r o g h n a i t h e   n e a m h b h a i l  
 
 S T R _ I D _ P H O A R T _ N O T I F Y _ U N F I T _ F O R _ E D I T 	 P H O E D T 	 P O P U P 	 W i d t h   o r   h e i g h t   t o o   s m a l l .   U n a b l e   t o   e d i t 	 W i d t h   o r   h e i g h t   t o o   s m a l l   t o   e d i t 	 WGrv[bؚ*Y\
NiT}/	 VGrv[bؚ*Y\
NT	 '2!'I2+#7-'2!*9I-"D5H0AID	 A n c h u r a   o   a l t u r a   m u y   p e q u e  a   p a r a   e d i t a r   	 L a r g e u r   o u   h a u t e u r   t r o p   p e t i t e   p o u r   l '  d i t i o n 	 B r e i t e   o d e r   H  h e   z u   k l e i n   f  r   B e a r b e i t u n g 	 !;8H:><  <0;5=L:0O  2KA>B0  8;8  H8@8=0  4;O  @540:B8@>20=8O	 L a r g h e z z e   o   a l t e z z a   i n s u f f i c i e n t i   p e r   e s s e r e   m o d i f i c a t e 	 5:1  'D916  #H  'D'1*A'9  J-HD  /HF  'D*-1J1	 L a r g u r a   o u   a l t u r a   d e m a s i a d o   p e q u e n a   p a r a   e d i t a r   	 G e n i _l i i   y a   d a   y  k s e k l i i   d  z e n l e m e   i  i n    o k   k    k 	   c a o   h o c     r n g   c a   n h   q u    n h   k h  n g   p h    h p   s a 	 L e b a r   a t a u   t i n g g i   t e r l a l u   k e c i l   u n t u k   d i e d i t 	 L e b a r   a t a u   t i n g g i   t e r l a l u   k e c i l   u n t u k   d i e d i t 	 8		6	K	'	(	  	G	  2	?		  	L	!	<	>		  /	>	  
			>		  ,	9	A	$	  	.		 	 	 	 A   s z  l e s s  g e   v a g y   m a g a s s  g a   t  l   k i c s i   a   s z e r k e s z t  s h e z 	 	 	 	 B r e e d t e   o f   h o o g t e   t e   k l e i n   o m   t e   b e w e r k e n 	 	 	 L ci m e   s a u    n l ci m e   p r e a   m i c   p e n t r u   e d i t a r e 	 	 	           	 	 	 ~GF'  J'  /1'2'  (1'J  HJ1'J4  .JDI  CHC  '3*	 	 	 								  				  				  						  		  						  				  				  	 	 	 	 	 	 	 	 	 B r e e d t e   o f   l e n g t e   t e   k l e i n   v i r   r e d i g e r i n g 	 	 	 	 	 	 	 	 	 G j e r e s i a   o s e   g j a t e s i a   s h u m e   e   v o g e l   t e   n d r y s h o j e 	 									  				  						  		  						  							  			  					 	 	 	 	 	 	 	 L a r g u r a   o u   a l t u r a   m u i t o   p e q u e n a   p a r a   e d i t a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ C L E A R _ A L L _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   o p t i o n   m e n u   c l e a r   a l l   o f   r e c e n t   e v e n t 	 C l e a r   a l l   e v e n t s 	 nzzhQ萋NN	 nzzhQ萋NN	 %I2@+82#L1I+!	 B o r r a r   t o d o s   l o s   e v e n t o s   	 E f f a c e r   t o u s   l e s    v  n e m e n t s 	 A l l e   E r e i g n i s s e   l  s c h e n 	 G8AB8BL  2A5  A>1KB8O	 C a n c e l l a   t u t t i   g l i   e v e n t i 	 C l e a r   a l l   e v e n t s 	 L i m p a r   t o d o s   o s   e v e n t o s 	 T  m   e t k i n l i k l e r i   t e m i z l e 	 X  a   t o  n   b   s   k i n 	 C l e a r   a l l   e v e n t s 	 B e r s i h   s e m u a   p e r i s t i w a 	 8	-	@	  		(	>			  	M	2	@	/	0	  	0	G			 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 M i n d e n   e s e m  n y   t  r l  s e 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 A l l e   g e b e u r t e n i s s e n   w i s s e n 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 G o l i r e   t o a t e   e v e n i m e n t e l e 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	       	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 ~'C  C1/F  GEG  1HJ/'/G'	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 		  				  				  						 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 W i s   a l l e   g e b e u r e 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 C l e a r   a l l   e v e n t s 	 	 	 B o s h a t i s   t e   g j i t h e   n g j a r j e t 	 				  						  								  				 	 	 	 	 	 	 	 L i m p a r   t o d o s   o s   e v e n t o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s u b s c r i b e   t h e   s e r v e r   f o l d e r 	 M o r e   m a i l b o x e s 	 fY{	 fY{	 %H-@!%@4H!@4!	 M  s   b u z o n e s 	 P l u s   d e   b o  t e s   a u x   l e t t r e s 	 W e i t e r e   M a i l b o x e n 	 >;LH5  ?>GB>2KE  OI8:>2	 P i    c a s e l l e   d i   p o s t a 	 M o r e   m a i l b o x e s 	 M a i s   c a i x a s   d o   c o r r e i o 	 D a h a   f a z l a   g e l e n   k u t u s u 	 C  n g   n h i u   h  m   t h 	 M o r e   m a i l b o x e s 	 L e b i h   k o t a k   m e l 	 	0	  .	G	2	,	I		M	8		 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 T o v  b b i   p o s t a f i  k o k 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M e e r   m a i l b o x e n 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M a i   m u l t e   c u t i i   p o _t a l e 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	     	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 5F/HBG'I  ~3*I  (J4*1	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 			  									 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 N o g   p o s b u s s e 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 M o r e   m a i l b o x e s 	 	 	 M e   s h u m e   k u t i   p o s t a l e 	 				  								  	 	 	 	 	 	 	 	 M a i s   c a i x a s   d e   c o r r e i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ S U B S C R I B E _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s u b s c r i b e   t h e   s e r v e r   f o l d e r 	 S u b s c r i b e 	 	 	 *!1#	 S u s b c r i b i r 	 S ' a b o n n e r 	 A b o n n i e r e n 	 >4?8A0BLAO	 S o t t o s c r i z i o n e 	 S u b s c r i b e 	 S u b s c r e v e r 	 K a y 1t   O l 	 t   d  i   h n 	 S u b s c r i b e 	 L a n g g a n 	 8	&	8	M	/	$	>	  2	G			 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 F e l i r a t k o z  s 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 A b o n n e r e n 	 S u b s c r i b e 	 S u b s c r i b e 	 A b o n a r e 	 S u b s c r i b e 	 S u b s c r i b e 	 	 S u b s c r i b e 	 S u b s c r i b e 	 '4*1'C	 S u b s c r i b e 	 S u b s c r i b e 	 						  					 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 I n t e k e n 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 S u b s c r i b e 	 	 	 A b o n o h u 	 													 	 	 	 	 	 	 	 F a z e r   a s s i n a t u r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ U N S U B S C R I B E _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   u n s u b s c r i b e   t h e   s e r v e r   f o l d e r 	 U n s u b s c r i b e 	 Sm	 Sm	 @%4*!1#	 C a n c e l a r   s u b s c r i p c i  n 	 D  s a b o n n e r 	 A b o n n e m e n t   k  n d i g e n 	 B<5=8BL  ?>4?8A:C	 C a n c e l l a   i s c r i z i o n e 	 U n s u b s c r i b e 	 A n u l a r   s u b s c r i   o 	 A y r 1l 	 H y   t   d  i   h n 	 U n s u b s c r i b e 	 H e n t i   l a n g g a n a n 	 8	&	8	M	/	$	>	  9		>				 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 L e i r a t k o z  s 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 A b o n n e m e n t   o p z e g g e n 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 D e z a b o n a r e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	   	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 B79  '4*1'C	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 									  					  					 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 K a n s e l l e e r   i n t e k e n i n g 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 U n s u b s c r i b e 	 	 	 M o s   u   a b o n o 	 												  			  	 	 	 	 	 	 	 	 C a n c e l a r   a s s i n a t u r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ F U L L _ N A M E _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d i s p l a y   t h e   f u l l   n a m e   o f   t h e   f o l d e r 	 D e t a i l e d   n a m e 	 s0}
T1z	 ~
Ty	 
7H-@G!	 N o m b r e   d e t a l l a d a o 	 N o m   d  t a i l l  	 D e t a i l l i e r t e r   N a m e 	 5B0;8	 D a t i   i d e n t i f i c a t i v i 	 D e t a i l e d   n a m e 	 N o m e   d e t a l h a d o 	 D e t a y l 1  i s m i 	 C h i   t i t   t  n 	 D e t a i l e d   n a m e 	 N a m a   t e r p e r i n c i 	 5	?	8	M	$	C	$	  (	>	.		 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 R  s z l e t e s   n  v 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 G e d e t a i l l e e r d e   n a a m 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 N u m e   d e t a l i a t 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	   	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 F'E  C'ED	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 					  				 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 N a a m   i n   b e s o n d e r h e d e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 D e t a i l e d   n a m e 	 	 	 E m r i   s p e c i f i k 	 								  			  	 	 	 	 	 	 	 	 N o m e   d e t a l h a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ V I E W _ A L L _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   v i e w   a l l   t y p e   o f   s e r v e r   f o l d e r 	 V i e w   a l l 	 jhQ	 gwhQ	 91I+!	 V e r   t o d o s 	 A f f i c h e r   t o u s 	 A l l e s   a n z e i g e n 	 >:070BL  2A5	 V i s u a l i z z a   t u t t i 	 V i e w   a l l 	 V e r   t o d o s 	 T  m  n    g  r  n t  l e 	 X e m   t o  n   b 	 V i e w   a l l 	 L i h a t   s e m u a 	 8	-	@	  &	?		>				 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	  s s z e s   m e g t e k i n t  s e 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 A l l e s   b e k i j k e n 	 V i e w   a l l 	 V i e w   a l l 	 V i z u a l i z a r e   t o a t e 	 V i e w   a l l 	 V i e w   a l l 	   	 V i e w   a l l 	 V i e w   a l l 	 E4'G/G  GEG	 V i e w   a l l 	 V i e w   a l l 	 						  						 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 K y k   n a   a l l e s 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 V i e w   a l l 	 	 	 S h i k o   t e   g j i t h a 	 				  					  			  	 	 	 	 	 	 	 	 V e r   t o d o s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ V I E W _ S U B _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   v i e w   o n l y   s u b s c r i b e d   s e r v e r   f o l d e r 	 V i e w   s u b s c r i b e d 	 j]	 gw]	 95H*!1#	 V e r   s u b s c r i t o s 	 A f f i c h e r   a b o n n  s 	 A n z e i g e   a b o n n i e r t 	 @>A<>@B  ?>4?8A0==KE	 V i s u a l i z z a   s o t t o s c r i z i o n e 	 V i e w   s u b s c r i b e d 	 V e r   s u b s c r i t o s 	 K a y d e d i l e n l e r i   g  r  n t  l e 	 X e m      t   d  i   h n 	 V i e w   s u b s c r i b e d 	 L i h a t   t e r l a n g g a n 	 8	&	8	M	/	$	>	  5	>	2	G	  &	?		>				 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 F e l i r a t k o z o t t a k   m e g t e k i n t  s e 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 G e a b o n n e e r d e   b e k i j k e n 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i z u a l i z a r e   f o l d e r   a b o n a t 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	   	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 E4'G/G  '4*1'CG'	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 									  						 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 K y k   n a   i n t e k e n a r e 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 V i e w   s u b s c r i b e d 	 	 	 S h i k o   t e   a b o n u a r i t 	 												  					  				 	 	 	 	 	 	 	 V e r   a s s i n a t u r a s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ D E L _ O P T _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s h o w   d e l e t e   o p t i o n s   o f   r e m o t e   f o l d e r 	 D e l e t e   o p t i o n s 	 *Rdx	  Rd	y	 %1'@%7-	 B o r r a r   o p c i o n e s 	 O p t i o n s   d e   s u p p r e s s i o n 	 O p t i o n e n   l  s c h e n 	 ?F88  C40;5=8O	 E l i m i n a   o p z i o n i 	 D e l e t e   o p t i o n s 	 O p   e s   d e   e l i m i n a   o 	 S e  e n e k l e r i   s i l 	 X  a   c h n 	 D e l e t e   o p t i o n s 	 H a p u s   o p s y e n 	 5	?		2	M	*	  .	?		>				 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 T  r l  s i   l e h e t Qs  g e k 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 O p t i e s   v e r w i j d e r e n 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 ^t e r g e r e   o p ci u n i 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	   	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 2JFG  G'I  -0A	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 				  				  						 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 S k r a p   o p s i e s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 D e l e t e   o p t i o n s 	 	 	 F s h i j   m u n d e s i t e 	 										  				 	 	 	 	 	 	 	 E x c l u i r   o p   e s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ D E L _ M A R K _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d e l e t e   a l l   t h e   m a i l s   o f   t h e   s e l e c t e d   s e r v e r   f o l d e r 	 D e l e t e   m a r k e d 	 *Rd]j	  Rd]h	 %5H!2#L	 B o r r a r   m a r c a d o 	 S u p p r i m e r   l e s   m a r q u  s 	 M a r k i e r t e s   l  s c h e n 	 #40;8BL  2K45;5==K5	 E l i m i n a   c o n t r a s s e g n a t i 	 D e l e t e   m a r k e d 	 E l i m i n a r   a s s i n a l a d o s 	 0_a r e t l e n e n l e r i   s i l 	 X  a       n h   d u 	 D e l e t e   m a r k e d 	 H a p u s   d i t a n d a 	 .	>	0	M		  	?		  		  .	?		>				 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 A   m e g j e l  l t e k   t  r l  s e 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 G e m a r k e e r d e   v e r w i j d e r e n 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 ^t e r e g e r e   e - m a i l u r i   m a r c a t e 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	   	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 -0A  9D'E*  0'4*G  G'	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 					  				  				  						 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 S k r a p   g e m e r k t e 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 D e l e t e   m a r k e d 	 	 	 F s h i j   t e   s h e n u a r a t 	 							  				 	 	 	 	 	 	 	 E x c l u i r   m a r c a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ D E L _ M A I L S _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   d e l e t e   a l l   t h e   m a i l s   o f   t h e   s e l e c t e d   s e r v e r   f o l d e r 	 C l e a r   s e l e c t e d   m a i l b o x 	 nzz@bx{	 nzz@b	{	 %I2%H-@!%5H@%7-	 B o r r a r   l o s   b u z o n e s   s e l e c c i o n a d o s 	 E f f a c e r   l a   b o  t e   a u x   l e t t r e s   s  l e c t i o n n  e 	 A u s g e w  h l t e   M a i l b o x   l  s c h e n 	 G8AB8BL  2K1@0==K9  ?>GB>2K9  OI8:	 C a n c e l l a   c a s e l l a   p o s t a l e   s e l e z i o n a t a 	 C l e a r   s e l e c t e d   m a i l b o x 	 L i m p a r   c a i x a   d o   c o r r e i o   s e l e c c i o n a d a 	 S e  i l e n   g e l e n   k u t u l a r 1n 1  t e m i z l e 	 X  a   h  m   t h      c h n 	 C l e a r   s e l e c t e d   m a i l b o x 	 B e r s i h   k o t a k   m e l   t e r p i l i h 	 8	G	2	G		M		  	?		  		  .	G	2	,	I		M	8	  	M	2	@	/	0	  	0	G			 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 A   k i j e l  l t   p o s t a f i  k    r  t  s e 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 G e s e l e c t e e r d e   m a i l b o x   w i s s e n 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 G o l i r e   c u t i i   p o _t a l e   g o l i t e 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	       	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 ~'C  C1/F  5F/HB  ~3*I  (12J/G  4/G	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 								  								  				  						 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 W i s   g e k o s e   p o s b u s 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 C l e a r   s e l e c t e d   m a i l b o x 	 	 	 B o a s h t i s   k u t i n e   e   z g j e d h u r   p o s t a l e 	 							  			  				  				  				  								  								  				 	 	 	 	 	 	 	 L i m p a r   c a i x a   d e   c o r r e i o   s e l e c i o n a d a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ S Y N C _ F O L D E R S _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   w h e n   E m a i l   i s   d o i n g   s y n c   f o l d e r s   o p e r a t i o n 	 S y n c i n g   m a i l b o x e s 	 Tek{-N	 ck(WTek{	 3%14L%H-@!%	 S i n c r o n i z a n d o   l o s   b u z o n e s 	 S y n c   l e s   b o  t e s   a u x   l e t t r e s 	 M a i l b o x e n   w e r d e n   s y n c h r o n i s i e r t 	 !8=E@>=870F8O  ?>GB>2KE  OI8:>2	 S i n c r o n i z z a z i o n e   c a s e l l a   p o s t a l e   i n   c o r s o 	 S y n c i n g   m a i l b o x e s 	 A   s i n c .   c a i x a s   d o   c o r r e i o 	 G e l e n   k u t u l a r 1  e _i t l e n i y o r 	 a n g   n g   b   h  a   h  m   t h 	 S y n c i n g   m a i l b o x e s 	 M e n y e g e r a k k a n   k o t a k   m e l 	 .	G	2	,	I		M	8	  8	>	.			8	M	/	  .	G		  2	>		  	>	  0	9	G	  9	H			 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 P o s t a f i  k o k   s z i n k r o n i z  l  s a 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 M a i l b o x e n   s y n c h r o n i s e r e n 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S i n c r o n i z a r e   c u t i i   p o _t a l e    n   c u r s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	     	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 /1-'D  GE3'F3'2I  5F/HBG'I  ~3*I	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 							  				  						 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S i n k r .   t a n s   p o s b u s s e 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 S y n c i n g   m a i l b o x e s 	 	 	 D u k e   s i n k   k u t i t e   p o s t a l e   	 				  								  						'   						 	 	 	 	 	 	 	 S i n c r o n i z a n d o   c a i x a s   d e   c o r r e i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M A I L _ R E M O T E _ S Y N C _ M S G S _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   w h e n   E m a i l   i s   d o i n g   s y n c   m e s s a g e s   o p e r a t i o n 	 S y n c i n g   E m a i l s 	 TekP[N-N	 ck(WTek5uP[N	 3%14L-5@!%	 S i n c r o n i z a n d o   l o s   m e n s a j e s   	 S y n c   l e s   e m a i l s 	 E - M a i l s   w e r d e n   s y n c h r o n i s i e r t 	 !8=E@>=870F8O  M;.   A>>1I5=89	 S i n c r o n i z z a z i o n e   e m a i l   i n   c o r s o 	 S y n c i n g   E m a i l s 	 A   s i n c .   e - m a i l s 	 E - p o s t a l a r   e _i t l e n i y o r 	 a n g   n g   b   h  a   t h   i n   t 	 S y n c i n g   E m a i l s 	 M e n y e g e r a k k a n   E - m e l 	 	  .	G	2	  8	>	.			8	M	/	  .	G		  2	>		  	>	  0	9	@	  9	H			 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 E - m a i l e k   s z i n k r o n i z  l  s a 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 E - m a i l s   s y n c h r o n i s e r e n 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S i n c r o n i z a r e   e - m a i l u r i    n   c u r s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	       	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 /1-'D  GE3'F3'2I  1'J'F'EG  G'	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 	- 				  				  						 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S i n k r .   t a n s   E - p o s s e 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 S y n c i n g   E m a i l s 	 	 	 D u k e   s i n k   e m a i l a t 	 								  						'   						 	 	 	 	 	 	 	 S i n c r o n i z a n d o   e - m a i l s 	 	 	 	 	 	 	 	 E p o s t a k   s i n k r o n i z a t z e n 	 S i n i s y n c   a n g   m g a   E - m a i l 	 S i n c r o n i z a n d o   c o r r e o s   e l e c t r  n i c o s 	 H a z i e   e - m a i l s 	 A g   s i o n c r o n    r - p h o s t 
 
 S T R _ E M A I L _ S A V E _ T O _ S Y N C _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   o p t i o n   m e n u   t o   s a v e   t h e   c o p y   t o   s y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 2QX[Tek3^6b	 OX[0RTek^7b	 1@GD"11

54L	 G u a r d a r   e n   c u e n t a   d e   S i n c r o n i z a c i  n 	 E n r e g i s t r e r   d a n s   c o m p t e   S y n c 	 I m   S y n c h r o n i s a t i o n s k o n t o   s p e i c h e r n 	 !>E@0=8BL  2  A8=E@>=878@>20==>9  CG5B=>9  70?8A8	 S a l v a   i n   a c c o u n t   s i n c 	 S a v e   t o   S y n c   a c c o u n t 	 G u a r d a r   e m   c o n t a   d e   s i n c . 	 E _i t l e m e   h e s a b 1n a   k a y d e t 	 L u   v  o   t  i   k h o n   n g   b 	 S a v e   t o   S y n c   a c c o u n t 	 S i m p a n   k e   a k a u n   S e g e r a k 	 8	>	.			8	M	/	  	>	$	G	  .	G		  8	G	5	  	0	G			 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 M e n t  s   s z i n k r o n i z  l a n d    f i  k h o z 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 O p s l a a n   i n   g e s y n c h r o n i s e e r d e   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a l v a r e    n   c o n t u l   d e   s i n c r o n i z a r e 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	     S y n c 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 0.J1G  /1  '4*1'C  GE3'F3'2I	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 				  								  			  					 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 B e r g   i n   S i n k r . - r e k e n i n g 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 S a v e   t o   S y n c   a c c o u n t 	 	 	 R u a j   t e k   l l o g a r i a   S i n k 	 								  						'   						  							  				 	 	 	 	 	 	 	 S a l v a r   e m   c o n t a   d e   s i n c r o n i z a   o 	 	 	 	 	 	 	 	 S i n k r o n i z a k e t a   k o n t u a n   g o r d e 	 S i n e - s a v e   s a   S y n c   n a   a c c o u n t 	 G a r d a r   n a   c o n t a   d e   s i n c r o n i z a c i  n 	 T i n y e   n a   a k a u n t   n h a z i 	 S  b h  i l   c h u i g   c u n t a s   S i o n c r o n a i t h e 
 
 S T R _ J A V A _ I N S T A L L _ U P D A T E _ L O C A L _ I N S T A L L 	 J a v a 	 P O P U P 	 d e f a u l t   g a m e   c a n ' t   u p d a t e   b y   l o c a l   i n s t a l l a t i o n 	 P l e a s e   u p d a t e   i t   b y   W A P 	 ˊO(uW A P fe	 O(uW A P fe	 B#-1@@!I'"  W A P 	 P o r   f a v o r   a c t u a l i z a r l a   p o r   m e d i o   d e l   W A P 	 V e u i l l e z   m e t t r e      j o u r   v i a   W A P 	 M i t t e l s   W A P   a k t u a l i s i e r e n 	 1=>28B5  A  ?><>ILN  W A P   	 A g g i o r n a   d a   W A P 	 J1,I  'D*-/J+  9F  71JB  W A P 	 A c t u a l i z e   p o r   W A P 	 L  t f e n   W A P   i l e   g  n c e l l e y i n 	 H  y   d  n g   W A P   c p   n h t 	 P e r b a r u i   m e l a l u i   W A P 	 S i l a   k e m a s   k i n i k a n n y a   m e l a l u i   W A P 	 	C	*	/	>	  	8	G	  W A P   8	G	  	&	M	/	$	(	  	0	G			 	 	 	 K  r j  k   f r i s s  t s e   W A P - o n   k e r e s z t  l 	 	 	 	 B i j w e r k e n   m e t   W A P 	 	 	 A c t u a l i z a ci   p r i n   W A P 	 	 	     W A P 	 	 	 D7A'  "F1'  (CEC  W A P   1H2"E/  CFJ/	 	 	 							  			  				  				  								  					 	 	 	 	 	 	 	 	 D a t e e r   d i t   a s s e b l i e f   o p   p e r   W A P 	 	 	 	 	 	 	 	 	 J u   l u t e m   r i f r e s k o h e n i   a t e   m e   W A P 	 							  			  				  W A P   						  				 	 	 	 	 	 	 	 A t u a l i z a r   p o r   W A P 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ I N S T A L L _ U P D A T E _ N O T _ N E W _ V E R S I O N 	 J a v a 	 P O P U P 	 d e f a u l t   g a m e   c a n ' t   u d p a t e   b y   n o n - n e w   v e r s i o n 	 P l e a s e   u p d a t e   i t   b y   n e w   v e r s i o n 	 ˊ(uevHr,gfe	 (uevHr,gfe	 B#-1@@!I'"@'-#L
1HC+!H	 P o r   f a v o r   a c t u a l i z a r l o   p o r   m e d i o   d e   u n a   v e r s i  n   n u e v a   	 V e u i l l e z   m e t t r e      j o u r   a v e c   u n e   n o u v e l l e   v e r s i o n 	 M i t t e l s   n e u e r   V e r s i o n   a k t u a l i s i e r e n 	 1=>28B5  A  ?><>ILN  =>2>9  25@A88	 A g g i o r n a   c o n   n u o v a   v e r s i o n e 	 J1,I  'D*-/J+  ('3*./'E  %5/'1  ,/J/	 A c t u a l i z e   c o m   n o v a   v e r s  o 	 L  t f e n   y e n i   s  r  m    i l e   g  n c e l l e y i n 	 H  y   d  n g   p h i  n   b n   m i   c p   n h t 	 P e r b a r u i   d e n g a n   v e r s i   b a r u 	 S i l a   k e m a s   k i n i k a n n y a   m e l a l u i   v e r s i   b a r u 	 	C	*	/	>	  	8	G	  (		  8		8	M		0	#	  8	G	  	&	M	/	$	(	  	0	G			 	 	 	 K  r j  k   f r i s s  t s e   a z    j   v e r z i  r a 	 	 	 	 B i j w e r k e n   m e t   n i e u w e   v e r s i e 	 	 	 A c t u a l i z a ci   c u   v e r s i u n e a   n o u 	 	 	     	 	 	 D7A'  "F1'  *H37  JC  F3.G  ,/J/  1H2"E/  CFJ/	 	 	 							  			  				  							  				  								  					 	 	 	 	 	 	 	 	 D a t e e r   d i t   a s s e b l i e f   o p   p e r   n u w e   w e e r g a w e 	 	 	 	 	 	 	 	 	 J u   l u t e m   r i f r e s k o h e n i   a t e   m e   v e r s i o n i n   e   r i 	 							  			  				  				  								  						  						  				 	 	 	 	 	 	 	 A t u a l i z a r   p e l a   n o v a   v e r s  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S M S _ E M A I L _ A D D R E S S _ B E _ E M P T Y 	 S M S 	 P O P U P 	 E m a i l   s t r i n g :   E m a i l   a d d r e s s   c a n n o t   b e   E m p t y 	 E m a i l   a d d r e s s   e m p t y 	 P[N0W@W
Npzz	 5uP[N
N:Nzz	 5H-"9H-5@!%'H2	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o   v a c  a   	 A d r e s s e   E m a i l   v i d e 	 E - M a i l a d r e s s e   l e e r 	 5B  04@5A0  M;5:B@>==>9  ?>GBK	 I n d i r i z z o   e m a i l   v u o t o 	 E m a i l   a d d r e s s   e m p t y 	 E n d e r e  o   e - m a i l   v a z i o 	 E - p o s t a   a d r e s i   y o k 	 T h   i n   t   k h  n g   t h   t r n g 	 E m a i l   a d d r e s s   e m p t y 	 A l a m a t   e - m e l   k o s o n g 	 	  .	G	2	  *	$	>	  	>	2	@	  	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	  r e s   e - m a i l   c  m 	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 E - m a i l a d r e s   l e e g 	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 A d r e s   d e   e - m a i l   n e c o m p l e t a t 	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	       	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 F4'FI  1'J'F'EG  .'DJ3*	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 					  						  					 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 E m a i l   a d d r e s s   e m p t y 	 	 	 	 	 	 E - p o s a d r e s   l e e g 	 	 	 	 	 	 	 	 	 A d r e s a   e   e m a i l i t   b o s h 	 					  									  				  	 	 	 	 	 	 	 	 E n d e r e  o   e - m a i l   v a z i o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ E M S _ T E X T _ T O O _ L O N G 	 S M S 	 P O P U P 	 S M S   T e x t   t o o   l o n g   S t r i n g 	 T e x t   t o o   l o n g 	 eW[Nw	 eW[*Y	 I-'2!"2'@4D	 T e x t o   d e m a s i a d o   l a r g o   	 T e x t e   t r o p   l o n g 	 T e x t   z u   l a n g 	 "5:AB  A;8H:><  4;8==K9	 T e s t o   t r o p p o   l u n g o 	 T e x t   t o o   l o n g 	 T e x t o   d e m a s i a d o   l o n g o 	 M e t i n    o k   u z u n 	 K    t   q u    d  i 	 T e x t   t o o   l o n g 	 T e k s   t e r l a l u   p a n j a n g 	 2	G		  ,	9	A	$	  ,	!	<	>	  9	H		 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 A   s z  v e g   t  l   h o s s z  	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 T e k s t   t e   l a n g 	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 T e x t   p r e a   l u n g 	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	     	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 E*F  .JDI  (DF/  '3*	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 						  				  					  	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 T e x t   t o o   l o n g 	 	 	 	 	 	 T e k s   t e   l a n k 	 	 	 	 	 	 	 	 	 T e k s t i   s h u m e   I   g j a t e 	 			  							  				  	 	 	 	 	 	 	 	 T e x t o   m u i t o   l o n g o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ I C E _ C O N T A C T 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 C F 5   I C E   c o n t a c t s 	 I C E   c o n t a c t s 	 }%`oa}N	 '}%`T|N	 9I4H-  I C E   	 C o n t a c t o   I C E   	 C o n t a c t   I C E 	 I C E - K o n t a k t 	 I C E   :>=B0:B	 C o n t a t t o   I C E   	 I C E   c o n t a c t 	 C o n t a c t o   I C E 	 I C E   i l e t i _i m i 	 L i  n   h   k h n   c p 	 I C E   c o n t a c t 	 K e n a l a n   I C E 	 I C E   8		*	0	M			 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   p a r t n e r 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E - c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 C o n t a c t   I C E 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	     I C E 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 E.'7(  I C E 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 		. 		. 	.   								 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E - k o n t a k 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 I C E   c o n t a c t 	 	 	 K o n t a k t i   I C E 	 I C E   							  	 	 	 	 	 	 	 	 C o n t a t o s   I C E 	 	 	 	 	 	 	 	 I C E   k o n t a k t u a 	 I C E   n a   k o n t a k 	 C o n t a c t o   I C E 	 I C E   a n a - a k p 	 T e a g m h  l a    I C E 
 
 S T R _ I D _ P H B _ I C E 1 	 P h o n e B o o k 	 I C O N T E X T 	 I C E   c o n t a c t   1 	 I C E 1 	 }%`oa}N N	 '}%`T|N N	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 		. 		. 	. 		 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 	 	 I C E 1 	 I C E 1 	 	 	 	 	 	 	 	 I C E 1 	 	 	 	 	 	 	 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 	 I C E 1 
 
 S T R _ I D _ P H B _ I C E 2 	 P h o n e B o o k 	 I C O N T E X T 	 I C E   c o n t a c t   2 	 I C E 2 	 }%`oa}NN	 '}%`T|NN	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 		. 		. 	. 		 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 	 	 I C E 2 	 	 	 	 	 	 	 	 	 I C E 2 	 	 	 	 	 	 	 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 	 I C E 2 
 
 S T R _ I D _ P H B _ I C E 3 	 P h o n e B o o k 	 I C O N T E X T 	 I C E   c o n t a c t   3 	 I C E 3 	 }%`oa}N	N	 '}%`T|N	N	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 		. 		. 	. 		 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 	 	 I C E 3 	 	 	 	 	 	 	 	 	 I C E 3 	 	 	 	 	 	 	 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 	 I C E 3 
 
 S T R _ I D _ P H B _ A D D _ M O R E _ D E T A I L S 	 P h o n e B o o k 	 I C O N T E X T 	 M o r e   D e t a i l s   S t r i n g 	 M o r e   d e t a i l s 	 fYs0}ǌ
	 fY~Oo`	 #2"%0@-5"@4H!@4!	 M  s   d e t a l l e s 	 P l u s   d e   d  t a i l s 	 W e i t e r e   D e t a i l s 	 >;LH5  45B0;59	 M a g g i o r i   i n f o r m a r i o n i 	 E2J/  EF  'D*A'5JD	 M a i s   d e t a l h e s 	 D a h a   f a z l a   d e t a y 	 C  n g   n h i u   t i n   t c   c h i   t i t 	 R i n c i a n   l a i n n y a 	 L e b i h   p e r i n c i a n 	 	'	?		  ,	M	/	L	0	>		 	 	 	 T o v  b b i   r  s z l e t e k 	 	 	 	 M e e r   d e t a i l s 	 	 	 M a i   m u l t e   d e t a l i i 	 	 	   	 	 	 ,2&J'*  (J4*1	 	 	 			  									  				  	 	 	 	 	 	 	 	 	 M e e r   b e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 S h u m e   h o l l e s i 	 				  						  	 	 	 	 	 	 	 	 M a i s   d e t a l h e s 	 	 	 	 	 	 	 	 X e h e t a s u n   g e h i a g o 	 H i g i t   p a n g   m g a   d e t a l y e 	 M  i s   d e t a l l e s 	 K w a p t a k w u o   u j u   i h e 	 T u i l l e a d h   s o n r a  
 
 S T R _ I D _ P H B _ A D D _ M O R E _ D E T A I L S _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 A d d   M o r e   D e t a i l s   Q u e r y   S t r i n g 	 A d d   m o r e   d e t a i l s ? 	 ReQfYs0}ǌ
	 mRfY~Oo`	 @4H!#2"%0@-5"!26I+#7-D!H? 	  A  a d i r   m  s   d e t a l l e s ? 	 A j o u t e r   p l u s   d e   d  t a i l s   ? 	 W e i t e r e   D e t a i l s   h i n z u f  g e n ? 	 >1028BL  45B0;8? 	 A g g i u n g e r e   m a g g i o r i   i n f o r m a z i o n i ? 	 %6'A)  E2J/  EF  'D*A'5JD	 A d i c i o n a r   m a i s   d e t a l h e s ? 	 D a h a   f a z l a   d e t a y   e k l e ? 	 T h  m   c  n g   n h i u   t i n   t c   c h i   t i t ? 	 T a m b a h k a n   r i n c i a n   l a i n n y a ? 	 T a m b a h   l e b i h   p e r i n c i a n ? 	 	'	?		  ,	M	/	L	0	>	  	K	!	<	G		? 	 	 	 	 H o z z  a d j a   a   r  s z l e t e k e t ? 	 	 	 	 M e e r   d e t a i l s   t o e v o e g e n ? 	 	 	 A d u g a ci   m a i   m u l t e   d e t a l i i ? 	 	 	   ? 	 	 	 ,2&J'*  (J4*1  'A2H/G  4HF/	 	 	 			  									  				  					  			? 	 	 	 	 	 	 	 	 	 V o e g   m e e r   b e s o n d e r h e d e   b y ? 	 	 	 	 	 	 	 	 	 S h t o   m e   s h u m e   h o l l e s i ? 	 				  						  			  						? 	 	 	 	 	 	 	 	 A d i c i o n a r   m a i s   d e t a l h e s ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ S A V E _ T O _ P H O N E _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 S a v e   T o   P h o n e   Q u e r y   S t r i n g 	 S a v e   d e t a i l s   t o   p h o n e ? 	 2QX[s0}ǌ
Kb_j	 OX[~Oo`0RKb:g	 1@G#2"%0@-5"D"1B#(1L? 	  G u a r d a r   l o s   d e t a l l e s   e n   e l   t e l  f o n o ? 	 E n r e g i s t r e r   l e s   d  t a i l s   s u r   l e   t  l  p h o n e   ? 	 D e t a i l s   a u f   T e l e f o n   s p e i c h e r n ? 	 !>E@0=8BL  45B0;8  =0  B5;5D>=5? 	 S a l v a r e   i n f o r m a z i o n i   n e l   t e l e f o n o ? 	 -A8  'D*A'5JD  ('DG'*A	 G u a r d a r   d e t a l h e s   n o   t e l e f o n e ? 	 D e t a y l a r 1  t e l e f o n a   k a y d e t ? 	 L u   t i n   t c   c h i   t i t   n   m  y ? 	 S i m p a n   r i n c i a n   k e   t e l e p o n ? 	 S i m p a n   p e r i n c i a n   k e   t e l e f o n ? 	 ,	M	/	L	0	>	  +	K	(	  .	G		  8	G	5	  	0	G		? 	 	 	 	 M e n t i   a   r  s z l e t e k e t   a   t e l e f o n r a ? 	 	 	 	 D e t a i l s   i n   t e l e f o o n   o p s l a a n ? 	 	 	 S a l v a ci   d e t a l i i l e    n   t e l e f o n ? 	 	 	     ? 	 	 	 ,2&J'*  /1  *DAF  0.J1G  4HF/	 	 	 									  				    				  				  			?   	 	 	 	 	 	 	 	 	 B e r g   b e s o n d e r h e d e   i n   f o o n ? 	 	 	 	 	 	 	 	 	 R u a j   h o l l e s i t e   t e k   t e l e f o n i ? 	 					  						  							  				 	 	 	 	 	 	 	 S a l v a r   d e t a l h e s   n o   t e l e f o n e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ M O V E _ F R O M _ S I M _ T O _ P H O N E _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 M o v e   T o   P h o n e   Q u e r y   S t r i n g 	 M o v e   f r o m   S I M   a n d   s a v e   d e t a i l s   t o   p h o n e ? 	 _S I M aS,dy&N2QX[s0}ǌ
Kb_j	 NS I M aSyRv^OX[~Oo`0RKb:g	 "I2"24!  A%01@G#2"%0@-5"D"1B#(1L? 	  M o v e r   d e s d e   e l   S I M   y   g u a r d a r   l o s   d e t a l l e s   e n   e l   t e l  f o n o ? 	 D  p l a c e r   d e   l a   c a r t e   S I M   e t   e n r e g i s t r e r   l e s   d  t a i l s   s u r   l e   t  l  p h o n e   ? 	 V o n   S I M   v e r s c h i e b e n   u n d   D e t a i l s   a u f   T e l e f o n   s p e i c h e r n ? 	 5@5<5AB8BL  A  S I M - :0@BK  8  A>E@0=8BL  45B0;8  =0  B5;5D>=5? 	 S a l v a r e   l e   i n f o r m a z i o n i   d a l l a   S I M   a l l a   m e m o r i a   d e l   t e l e f o n o ? 	 'DFBD  EF  41J-)  S I M   H-A8  'D*A'5JD  ('DG'*A	 M o v e r   p a r a   S I M   e   g u a r d a r   d e t a l h e s   n o   t e l e f o n e ? 	 S I M ' d e n   t a _1  v e   d e t a y l a r 1  t e l e f o n a   k a y d e t ? 	 C h u y n   t   S I M   v    l u   c h i   t i t   t i n   n h n   n   m  y ? 	 P i n d a h k a n   d a r i   S I M   d a n   s i m p a n   r i n c i a n   k e   t e l e p o n ? 	 P i n d a h   d a r i   S I M   d a n   s i m p a n   p e r i n c i a n   k e   t e l e f o n ? 	 S I M   8	G	  9		>		0	  ,	M	/	L	0	>	  +	K	(	  .	G		  8	G	5	  	0	G		? 	 	 	 	  t h e l y e z i   a   r  s z l e t e k e t   a   S I M - r Ql    s   m e n t i   a   t e l e f o n r a ? 	 	 	 	 D e t a i l s   v e r p l a a t s e n   v a n   S I M   e n   i n   t e l e f o o n   o p s l a a n ? 	 	 	 M u t a ci   d i n   S I M   _i   s a l v a ci    n   t e l e f o n ? 	 	 	   - S I M       ? 	 	 	 ,2&J'*  '2  S I M   ,'(,'  H  /1  *DAF  0.J1G  4H/	 	 	 			  				  			  	  									  				  					  				  			? 	 	 	 	 	 	 	 	 	 S k u i f   v a n a f   S I M   e n   b e r g   b e s o n d e r h e d e   i n   f o o n ? 	 	 	 	 	 	 	 	 	 L e v i z   n g a   S I M   d h e   r u a j   h o l l e s i t e   n e   t e l e f o n ? 	 					  						  							  			  							  		  					? 	 	 	 	 	 	 	 	 M o v e r   d o   S I M   e   s a l v a r   d e t a l h e s   n o   t e l e f o n e ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O E D T _ C A N C E L E D 	 V D O E D T 	 P O P U P 	 [ N o t i f y -   C a n c e l e d ] 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o 	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 A n n u l l a t o 	 'D:'!	 C a n c e l a d o 	 0p t a l   e d i l d i   	 H y   	 D i b a t a l k a n 	 D i b a t a l k a n 	 0	&	M	&	  	?	/	>	  	/	>	 	 	 	 	 M e g s z a k  t v a 	 	 	 	 G e a n n u l e e r d 	 	 	 A c ci u n e   a n u l a t 	 	 	 	 C a n c e l e d 	 0	&	M	&	  	0	#		 D:H  4/	 EF3H.  1/'  '	     	 					  			  						 0
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7H-D%L	 E d i t a r   n o m b r e   d e   a r c h i v o 	 E d i t e r   l e   n o m   d u   f i c h i e r 	 D a t e i n a m e   b e a r b e i t e n 	 7<5=8BL  8<O  D09;0	 M o d i f i c a   n o m e   f i l e 	 *9/JD  '3E  'DEDB	 E d i t a r   n o m e   d o   f i c h e i r o 	 D o s y a   a d 1n 1  d  z e n l e 	 S a   t  n   t p 	 E d i t   n a m a   f i l e 	 E d i t   n a m a   f a i l 	 +	>		2	  	>	  (	>	.	  8	.	M	*	>	&	?	$	  	0	G			 	 	 	 F  j l n  v   s z e r k e s z t  s e 	 	 	 	 B e s t a n d s n a a m   b e w e r k e n 	 	 	 E d i t a r e   n u m e   f i _i e r 	 	 	     	 	 	!	?		  +	>		2	  (	>		5		 HJ1'J4  F'E  ~1HF/G	 A'&D  F'E  'y  ,&	   	 						  			  							  					 +
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	       	 H l e l a   i g a m a   l e f a y e l a 	 L u n g i s a   i g a m a   l e f a y l e 	 H a r i r i   j i n a   l a   f a i l i 	 W y s i g   l  e r n a a m 	 R e d a g u o t i   f a i l o   p a v a d i n i m 	 R e d i #t   f a i l a   n o s a u k u m u 	 R e d i g e e r i   f a i l i n i m e 	 =tbacel  aulk  avxvh	       	 E d i t a r e   n u m e   f i _i e r 	 	 	 N d r y s h o   e m r i n   e   d o k u m e n t i t 	 					  			  								  				 	 	 	 	 	 	 	 E d i t a r   n o m e   d e   a r q u i v o 	 	 	 	 	 	 	 	 F i t x a r e n   i z e n a   a l d a t u 	 B a g u h i n   a n g   f i l e n a m e 	 E d i t a r   o   n o m e   d o   f i c h e i r o 	 D e z i e   a h a f a l 	 C u i r   c o m h a d a i n m   i n   e a g a r 
 
 S T R _ I D _ S M S _ M E S S A G E S _ U P D A T E D 	 S M S 	 P O P U P 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t i n g 	 
o`fe-N	 Oo`ck(Wfe	 3%1-1@I-'2!	 M e n s a j e s   a c t u a l i z a d o s 	 M i s e      j o u r   d e s   m e s s a g e s 	 M i t e i l u n g e n   a k t u a l i s i e r t 	 !>>1I5=8O  >1=>2;5=K  	 M e s s a g g i   a g g i o r n a t i 	 M e s s a g e s   u p d a t e d 	 A c t u a l i z a   o   d e   m e n s a g e n s 	 M e s a j l a r   g  n c e l l e n i y o r 	 a n g   l  m   m i   t i n   n h n 	 M e s s a g e s   u p d a t e d 	 M e s e j   d i k e m a s   k i n i 	 8		&	G	6	  	&	M	/	$	(	  	?	/	>	  	/	>		 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	  z e n e t e k   f r i s s  t  s e 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 B e r i c h t e n   w o r d e n   b i j g e w e r k t 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 A c t u a l i z a r e   m e s a j e 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	   	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 /1-'D  1H2"E/3'2  ~J'EG'	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 						  								  						 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 B o o d s k a p p e   d a t e e r   t a n s   o p 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 M e s s a g e s   u p d a t e d 	 	 	 M e s a z h e t   d u k e   u   r i f r e s k u a r 	 										  									  	 	 	 	 	 	 	 	 A t u a l i z a n d o   m e n s a g e n s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ I N S T A L L _ U N T R U S T E D _ M I D S _ C O N F I R M 	 J a v a 	 U N L I M 	 T o   c o n f i r m   u s e r   t h a t   h e   i s   i n s t a l l i n g   a   u n t r u s t e d   d o m a i n   m i d l e t   s u i t e   	 T h i s   m i d l e t   i s   u n t r u s t e d . 	 dkJ a v a a(uz_l\e
NON{
W0	 dkJ a v a ^(uz^^\N
NONV0	 D!HD'IC  M i d l e t   5I	 L a   a p l i c a c i  n   m i d l e t   n o   e s   c o n f i a b l e . 	 C e   m i d l e t   n ' e s t   p a s   v  r i f i  	 D i e s e s   M i d l e t   i s t   n i c h t   v e r t r a u e n s w  r d i g . 	 -B>B  <84;5B  =5=0456=K9	 Q u e s t a   m i d l e t   n o n      a f f i d a b i l e . 	 *7(JB  M i d l e t   G0'  :J1  EH+HB. 	 E s t e   m i d l e t   n  o      s e g u r o . 	 B u   m i d l e t   g  v e n l i   d e i l . 	 n g   d n g   J a v a   n  y   t h u c   p h m   v i   k h  n g   t  n   n h i m 	 M i d l e t   i n i   t i d a k   t e r p e r c a y a . 	 A p l i k a s i   p e r t e n g a h a n   i n i   t i d a k   d i p e r c a y a i . 	 .	?	!	2	G		  	5	?	6	M	5	8	(	@	/	  9	H	. 	 	 	 	 A   m i d l e t   n e m   m e g b  z h a t  . 	 	 	 	 D e z e   m i d l e t   w o r d t   n i e t   v e r t r o u w d . 	 	 	 A p l i c a ci a   m i d l e t   n u   e s t e   d e    n c r e d e r e . 	 	 	 - m i d l e t     . 	 	 	 'JF  M I D l e t   EH1/  '9*E'/  FJ3*	 	 	 								  												 	 	 	 	 	 	 	 	 H i e r d i e   m i d l e t   i s   o n v e r t r o u d . 	 	 	 	 	 	 	 	 	 K y   n d e r m j e t e s   e s h t e   I   p a b e s u e s h e m . 	 		  						  													  	 	 	 	 	 	 	 	 E s t e   m i d l e t   n  o      c o n f i  v e l . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F N G _ S E C U R I T Y _ J A V A _ D O M A I N _ C H A N G E 	 J a v a 	 T I T L E ,   I C O N T E X T 	 t h e   m e n u   i t e m   o f   J a v a   d e f a u l t   s e t t i n g   w h i c h   m a k e   u s e r     O N / O F F   d o m a i n   d i r e c t l y 	 D o m a i n   o p t i o n s 	 {
Wx	 V	y	 1'@%7-B@!	 O p c i o n e s   d e   d o m i n i o 	 O p t i o n s   d u   d o m a i n e 	 D o m  n e n o p t i o n e n 	 0@0<5B@K  4><5=0	 O p z i o n i   d i   d o m i n i o 	 .J'1'*  'DF7'B	 O p   e s   d e   d o m  n i o 	 A l a n   s e  e n e k l e r i 	 C h n   p h m   v i 	 P i l i h a n   d o m a i n 	 O p s y e n   d o m a i n 	 !	K	.	G	(	  5	?		2	M	*		 	 	 	 T a r t o m  n y l e h e t Qs  g e k 	 	 	 	 D o m e i n o p t i e s 	 	 	 O p ci u n i   d o m e n i u 	 	 	   	 	 	 2JFG  G'I  /'EFG  'JF*1F*I	 	 	 							  					  					 	 	 	 	 	 	 	 	 D o m e i n - o p s i e s 	 	 	 	 	 	 	 	 	 M u n d e s i t e   e   d o m a i n 	 					  										  	 	 	 	 	 	 	 	 O p   e s   d e   d o m  n i o 	 	 	 	 	 	 	 	 D o m e i n u   a u k e r a k 	 M g a   o p s y o n   s a   d o m a i n 	 O p c i  n s   d e   d o m i n i o 	 t t   k w a   n h r 	 R o g h a n n a   f e a r a i n n 
 
 S T R _ I D _ F N G _ D O M A I N _ S T A T U S _ J A V A 	 J a v a 	 T I T L E 	 t h e   t i t l e   o f   d o m a i n   o p t i o n s 	 D o m a i n   s t a t u s 	 {
WrKa	 Vr`	 *20B@!	 E s t a d o   d e   d o m i n i o 	 E t a t   d u   d o m a i n e 	 D o m  n e n s t a t u s 	 !B0BCA  4><5=0	 S t a t o   d e l   d o m i n i o 	 -'D)  'DF7'B	 E s t a d o   d e   d o m  n i o 	 A l a n   d u r u m u 	 T r n g   t h  i   p h m   v i 	 S t a t u s   d o m a i n 	 S t a t u s   d o m a i n 	 !	K	.	G	(	  8	M	%	?	$	?		 	 	 	 T a r t o m  n y    l l a p o t 	 	 	 	 D o m e i n s t a t u s 	 	 	 S t a r e   d o m e n i u 	 	 	   	 	 	 H69J*  /'EFG	 	 	 									  						  	 	 	 	 	 	 	 	 	 D o m e i n s t a t u s 	 	 	 	 	 	 	 	 	 S t a t u s i   I   d o m a i n 	 					  							 	 	 	 	 	 	 	 S t a t u s   d e   d o m  n i o 	 	 	 	 	 	 	 	 D o m e i n u   e g o e r a 	 E s t a d o   n g   d o m a i n 	 E s t a d o   d e   d o m i n i o 	   O g h e r e   k w a   	 S t  d a s   f e a r a i n n 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ S Y N C _ C O N F I R M _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   c o n f i r m   s c r e e n   t o   s y n c   w i t h   s e r v e r 	 S y n c   w i t h   s e r v e r ? 	 :O
ghVTek	 N
gRhVTek	 41@4#L@'-#L? 	  S i n c r o n i z a r   c o n   s e r v i d o r ? 	 S y n c   a v e c   l e   s e r v e u r   ? 	 M i t   S e r v e r   s y n c h r . ? 	 !8=E@>=878@>20BL  A  A5@25@><? 	 S i n c r o n i z z a r e   c o n   i l   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S i n c r o n i z a r   c o m   s e r v i d o r ? 	 S u n u c u   i l e   s e n k r o n i z e   e d i l s i n   m i ? 	 n g   b   h  a   c  n g   m  y   p h c   v 	 S y n c   w i t h   s e r v e r ? 	 S e g e r a k k a n   d e n g a n   p e l a y a n ? 	 8	0	M	5	0	  	G	  8	>	%	  8	?			  	0	G		? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S z i n k .   a   k i s z o l g  l  v a l ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c h r o n i s e r e n   m e t   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S i n c r o n i z a r e   c u   s e r v e r u l ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	     ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 ('  31H1  GE3'F3'2I  4H/	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 									  				  												  			? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S i n k r .   m e t   b e d i e n e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 S y n c   w i t h   s e r v e r ? 	 	 	 S i n k   m e   n y j e n ? 	 								  				  						'   		? 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   c o m   s e r v i d o r ? 	 	 	 	 	 	 	 	 Z e r b i t z a r i a r e k i n   s i n k r o n i z a t u ? 	 I - s y n c   s a   s e r v e r ? 	 S i n c r o n i z a r   c o   s e r v i d o r ? 	 H a z i e   n a   s a v a ? 	 S i o n c r o n a i g h   l e i s   a n   b h f r e a s t a l a  ? 
 
 S T R _ E M A I L _ R E M O T E _ F O L D E R _ V I E W _ A L L _ C O N F I R M _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   v i e w   a l l   c o n f i r m   s c r e e n 	 V i e w   a l l ? 	 jhQ	 gwhQ	 91I+!? 	  V e r   t o d o s ? 	 T o u t   a f f i c h e r   ? 	 A l l e s   a n z e i g e n ? 	 @>A<>B@5BL  2A5? 	 V i s u a l i z z a r e   t u t t o ? 	 V i e w   a l l ? 	 V e r   t o d o s ? 	 T  m  n    g  r  n t  l e ? 	 X e m   t o  n   b ? 	 V i e w   a l l ? 	 L i h a t   s e m u a ? 	 8	-	@	  &	G		G		? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 M i n d e t   m e g t e k i n t i ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 A l l e s   b e k i j k e n ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i z u a l i z a ci   t o a t e ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	   ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 GEI  E4'G/G  4HF/	 V i e w   a l l ? 	 V i e w   a l l ? 	 		  				? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 K y k   n a   a l l e s ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 V i e w   a l l ? 	 	 	 S h i k o   t e   g j i t h a ? 	 				  					  						? 	 	 	 	 	 	 	 	 V e r   t o d o s ? 	 	 	 	 	 	 	 	 G u z t i a k   i k u s i ? 	 T i n g n a n   l a h a t ? 	 V e r   t o d o ? 	 G o s i p a   h a   n i i l e ? 	 A m h a r c   a r   g a c h   c e a n n ? 
 
 S T R _ E M A I L _ I N P U T _ P A G E _ E M P T Y _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   w h e n   u s e r   n o t   i n p u t   p a g e   n u m b e r 	 P a g e   n u m b e r   e m p t y 	 xzz}v	 uxzz}v	 +!2"@%+I2'H2	 N  m e r o   d e   p  g i n a   v a c  o 	 N o m b r e   d e   p a g e s   v i d e 	 S e i t e n z a h l   l e e r 	 AB02LB5  =><5@  AB@0=8FK	 N u m e r o   p a g i n a   v u o t o 	 P a g e   n u m b e r   e m p t y 	 N  m e r o   d e   p  g i n a   v a z i o 	 S a y f a   s a y 1s 1  b o _	 S   t r a n g   t r n g 	 P a g e   n u m b e r   e m p t y 	 N o m b o r   h a l a m a n   k o s o n g 	 *	G		<	  (		,	0	  	>	2	@		 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	  r e s   o l d a l s z  m 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g i n a n u m m e r   l e e g 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 N u m r u l   p a g i n i i   l i p s e _t e 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	     	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 4E'1G  5A-G  .'DJ3*	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 						  					  					 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 B l a d s y n o m m e r   l e e g 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 P a g e   n u m b e r   e m p t y 	 	 	 N u m r i   I   f a q e s   b o s h 	 						  					  				  	 	 	 	 	 	 	 	 N  m e r o   d e   p  g i n a   v a z i o 	 	 	 	 	 	 	 	 O r r i a l d e   z e n b a k i a   h u t s i k   d a 	 W a l a n g   l a m a n g   a n g   n u m e r o   n g   p a h i n a 	 N  m e r o   d e   p  x i n a   b a l e i r o 	 I h u   a k w k w     n m b a   g h e   o g h e 	 U i m h i r   a n   l e a t h a n a i g h   f o l a m h 
 
 S T R _ H I J R I _ H I J R I _ C A L E N D A R 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 H i j r i   C a l e n d a r   s t r i n g 	 H i j r i   i n f o 	 
Oe-fǌ
	 
OSOo`	 I-!9%  H i j r i   	 I n f o r m a c i  n   H i j r i 	 I n f o   H i j r i 	 H i j r i - I n f o 	 0==K5  >  %846@5	 I n f o   H i j r i 	 'DE9DHE'*  'DG,1J)	 I n f o r m a   e s   d o   c a l e n d  r i o   i s l  m i c o 	 H i c r i   H a k k 1n d a   B i l g i 	 T h . t i n   l c h   H i   g i  o 	 I n f o   H i j r i a h 	 M a k l u m a t   H i j r i 	 H i j r i   	>	(		>	0	@		 	 	 	 H i d z s r i - i n f o r m  c i  	 	 	 	 H i j r i - i n f o 	 	 	 I n f o r m a ci i   H i j r i 	 	 	   H i j r i 	 	 	 '7D'9'*  *BHE  G,1	 ,1    E9DHE'*	 	 					  					  					 	 	 	 	 	 	 	 	 H i j r i - i n f o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o   H i j r i 	 	 	 	 	 	 	 	 H i j r i   i n f o r m a z i o a 	 H i j r i   i n f o 	 I n f o r m a c i  n   H i j r i 	 A m a   h i j r i 	 F a i s n  i s   H i j r i 
 
 S T R _ H I J R I _ D A Y _ D E T A I L S 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 H i j r i   d a y   d e t a i l s 	 D a y   d e t a i l s 	 es`	  N)Y`	 #2"%0@-5"'1	 D e t a l l e s   d e l   d  a 	 D  t a i l s   d u   j o u r 	 T a g e s d e t a i l s 	 !2545=8O  >  4=5	 D e t t a g l i   g i o r n i 	 *A'5JD  'DJHE	 D e t a l h e s   d o   d i a 	 G  n   a y r 1n t 1l a r 1	 C h i   t i t   n g  y 	 R i n c i a n   h a r i 	 B u t i r a n   H a r i 	 &	?	(	  5	?	5	0	#		 	 	 	 N a p o k   r  s z l e t e i 	 	 	 	 D a g d e t a i l s 	 	 	 D e t a l i i   z i 	 	 	   	 	 	 ,2&'*  EF'3(*	 /F    *A5D'*	 	 						  										 	 	 	 	 	 	 	 	 D a g b e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t a l h e s   d o   d i a 	 	 	 	 	 	 	 	 E g u n a r e n   x e h e t a s u n a k 	 M g a   d e t a l y e   n g   a r a w 	 D e t a l l e s   d o   d  a 	 U j u   b c h 	 S o n r a    f a o i n   l  
 
 S T R _ H I J R I _ F E S T I V A L S 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 H i j r i   C a l e n d a r   f e s t i v a l s 	 F e s t i v a l s 	 {e	 e	 @(2%	 F e s t i v a l e s 	 F  t e s 	 F e s t e 	 @074=8:8	 F e s t e 	 'D'-*A'D'*	 C e l e b r a   e s 	 B a y r a m l a r 	 L   h i 	 F e s t i v a l 	 P e r a y a a n 	 $	M	/	K	9	>	0		 	 	 	  n n e p e k 	 	 	 	 F e s t i v a l s 	 	 	 F e s t i v a l u r i 	 	 	 	 	 	 9/G'	 *B'1(	 	 					 	 	 	 	 	 	 	 	 F e e s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e s t i v a i s 	 	 	 	 	 	 	 	 J a i a k 	 M g a   f e s t i v a l 	 F e s t i v a i s 	 E m u m e 	 F  i l t e 
 
 S T R _ H I J R I _ D A T E _ C O R R E C T I O N 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 H i j r i   D a t e   c o r r e c t i o n 	 D a t e   c o r r e c t i o n 	 egfck	 egfck	 2#AID'15H	 C o r r e c c i  n   d e   l a   f e c h a   	 C o r r e c t i o n   d e   l a   d a t e 	 D a t u m s k o r r e k t u r 	 7<5=5=85  40BK	 C o r r e z i o n e   d a t a 	 *5-J-  'D*'1J.	 C o r r e c   o   d a   d a t a 	 T a r i h   D  z e l t m e 	 S a   n g  y 	 K o r e k s i   t a n g g a l 	 P e m b e t u l a n   T a r i k h 	 &	?	(	>			  6	A	&	M	'	?		 	 	 	 D  t u m k o r r e k c i  	 	 	 	 D a t u m c o r r e c t i e 	 	 	 R e c t i f i c a r e   d a t 	 	 	   	 	 	 '5D'-  *'1.	 *'1.    *5--	 	 					  							 	 	 	 	 	 	 	 	 D a t u m r e g s t e l l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r r e   o   d e   d a t a 	 	 	 	 	 	 	 	 D a t a   z u z e n k e t a 	 P a g t a t a m a   n g   p e t s a 	 C o r r e c c i  n   d a   d a t a 	 N d e z i   o g e 	 C e a r t    d  t a 
 
 S T R _ H I J R I _ D A T E _ S U B _ T W O _ D A Y S 	 H i j r i C a l e n d a r 	 H I N T ,   T W O S T A T E 	 D e c r e m e n t   h i j r i   d a t e   b y   2   d a y s 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 	 2 - 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 	 	 	 	 - 2 	 	 	 	 - 2 	 	 	 - 2 	 	 	 - 2 	 	 	 - 2 	 - 2 	 	 - 2 	 	 	 	 	 	 	 	 	 - 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 - 2 	 	 	 	 	 	 	 	 - 2 	 - 2 	 - 2 	 - 2 	 - 2 
 
 S T R _ H I J R I _ D A T E _ S U B _ O N E _ D A Y 	 H i j r i C a l e n d a r 	 H I N T ,   T W O S T A T E 	 D e c r e m e n t   h i j r i   d a t e   b y   1   d a y 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 	 1 - 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 	 	 	 	 - 1 	 	 	 	 - 1 	 	 	 - 1 	 	 	 - 1 	 	 	 - 1 	 - 1 	 	 - 1 	 	 	 	 	 	 	 	 	 - 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 - 1 	 	 	 	 	 	 	 	 - 1 	 - 1 	 - 1 	 - 1 	 - 1 
 
 S T R _ H I J R I _ D A T E _ N O _ C O R R E C T I O N 	 H i j r i C a l e n d a r 	 H I N T ,   T W O S T A T E 	 M a k e   n o   a d j u s t m e n t s   t o   h i j r i   d a t e 	 N o   c o r r e c t i o n 	 
Nfck	 
Nfck	 D!H!52#AID	 N o   h a y   c o r r e c c i o n e s 	 A u c u n e   c o r r e c t i o n 	 K e i n e   K o r r e k t u r 	 57  87<5=5=8O	 N e s s u n a   c o r r e z i o n e 	 D'  JH,/  *5-J-	 S e m   c o r r e c   o 	 D  z e l t m e   y o k 	 K h  n g   s a   n g  y 	 T i d a k   a d a   k o r e k s i 	 T i a d a   p e m b e t u l a n 	 6	A	&	M	'	?	  (	9	@			 	 	 	 N i n c s   k o r r e k c i  	 	 	 	 G e e n   c o r r e c t i e 	 	 	 N i c i o   r e c t i f i c a r e 	 	 	   	 	 	 (/HF  '5D'-	 H&  *5--  FJ	 	 						  				 	 	 	 	 	 	 	 	 G e e n   r e g s t e l l i n g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   c o r r e   o 	 	 	 	 	 	 	 	 Z u z e n k e t a r i k   e z 	 W a l a n g   p a g t a t a m a 	 S e n   c o r r e c c i  n 	 E n w e g h i   m m e g h a r i 	 G a n   c e a r t  
 
 S T R _ H I J R I _ D A T E _ A D D _ O N E _ D A Y 	 H i j r i C a l e n d a r 	 H I N T ,   T W O S T A T E 	 I n c r e m e n t   h i j r i   d a t e   b y   1   d a y 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 	 1 + 	 1 	 1 	 1 	 1 	 1 	 1 	 	 	 	 1 	 	 	 	 1 	 	 	 1 	 	 	 1 	 	 	 1 	 1 + 	 	 1 	 	 	 	 	 	 	 	 	 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1 	 	 	 	 	 	 	 	 1 	 1 	 1 	 1 	 1 
 
 S T R _ H I J R I _ D A T E _ A D D _ T W O _ D A Y S 	 H i j r i C a l e n d a r 	 H I N T ,   T W O S T A T E 	 I n c r e m e n t   h i j r i   d a t e   b y   2   d a y s 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 	 2 + 	 2 	 2 	 2 	 2 	 2 	 2 	 	 	 	 2 	 	 	 	 2 	 	 	 2 	 	 	 2 	 	 	 2 	 2 + 	 	 2 	 	 	 	 	 	 	 	 	 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 	 	 	 	 	 	 	 	 2 	 2 	 2 	 A b 	 2 
 
 S T R _ H I J R I _ F E S T I V A L _ D E T A I L S 	 H i j r i C a l e n d a r 	 I C O N T E X T 	 F e s t i v a l   d e t a i l s 	 F e s t i v a l   d e t a i l s 	 {es`	 e`	 #2"%0@-5"@(2%	 D e t a l l e s   d e l   f e s t i v a l   	 D  t a i l s   d e   f  t e 	 F e s t d e t a i l s 	 !2545=8O  >  ?@074=8:5	 D e t t a g l i   d e l l e   f e s t e 	 *A'5JD  'D'-*A'D	 D e t a l h e s   d a   c e l e b r a   o 	 B a y r a m   D e t a y l a r 1	 C h i   t i t   l   h i 	 R i n c i a n   p e r a y a a n 	 B u t i r a n   p e r a y a a n 	 $	M	/	K	9	>	0	  5	?	5	0	#		 	 	 	  n n e p a d a t o k 	 	 	 	 F e s t i v a l d e t a i l s 	 	 	 D e t a l i i   f e s t i v a l 	 	 	   	 	 	 ,2&'*  '9'/	 *B1(    *A5D'*	 	 						  						 	 	 	 	 	 	 	 	 F e e s b e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t a l h e s   d o   f e s t i v a l 	 	 	 	 	 	 	 	 J a i a r e n   x e h e t a s u n a k 	 M g a   d e t a l y e   n g   f e s t i v a l 	 D e t a l l e s   d o   f e s t i v a l 	 I h e   n i i l e   g b a s a r a   e m u m e 	 S o n r a    n a   f  i l e 
 
 S T R _ H I J R I _ U P C O M I N G _ O C C U R E N C E 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 U p c o m i n g   o c c u r e n c e 	 U p c o m i n g   o c c u r r e n c e s 	 N NPNN	 N N*NNN	 @+82#L5H0!26H-D	 O c u r r e n c i a s   p r  x i m a s 	 E v  n e m e n t s   p r o c h e s 	 B e v o r s t e h e n d e   E r e i g n i s s e 	 ;8609H85  A>1KB8O	 P r o s s i m i   e v e n t i 	 'D#-/'+  'DB'/E)	 P r  x i m o s   a c o n t e c i m e n t o s 	 Y a k l a _a n   o l a y l a r 	 S   k i n   s p   t i 	 K e j a d i a n   m e n d a t a n g 	 P e r i s t i w a   a k a n   d a t a n g 	 		>	.	@	  		(	>		 	 	 	 L e g k  z e l e b b i   e l Qf o r d u l  s o k 	 	 	 	 E e r s t v o l g e n d e   g e b e u r t e n i s s e n 	 	 	 E v e n i m e n t e   a p r o p i a t e 	 	 	   	 	 	 1H/'/G'  ~4  1H	 "&F/  HBH9	 	 					  								 	 	 	 	 	 	 	 	 N a d e r e n d e   g e b e u r t e n i s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r  x i m a s   o c o r r  n c i a s 	 	 	 	 	 	 	 	 D a t o z e n   g e r t a k a r i a k 	 M g a   p a p a r a t i n g   n a   p a g - u l i t 	 O c o r r e n c i a s   v i n d e i r a s 	 M m b a t a   i h e   g a - e m e   e m e 	 T a r l u i t h e   a t    a g   t e a c h t   a n  o s 
 
 S T R _ H I J R I _ A D D _ R E M I N D E R 	 H i j r i C a l e n d a r 	 I C O N T E X T 	 A d d   r e m i n d e r 	 A d d   r e m i n d e r 	 ReQc	 eXc	 @4H!1'@7-	 A  a d i r   r e c o r d a t o r i o 	 A j o u t e r   u n e   m  m o 	 E r i n n e r u n g   h i n z u f  g e n 	 >1028BL  =0?><8=0=85	 A g g i u n g i   p r o m e m o r i a 	 %6'A)  13'D)  *0CJ1	 A d i c i o n a r   l e m b r e t e 	 H a t 1r l a t m a   e k l e 	 T h  m   b  o   n h c 	 T a m b a h k a n   p e n g i n g a t 	 T a m b a h   p e r i n g a t a n 	 	(	A	8	M	.	>	0		  	K	!	<	G			 	 	 	 E m l  k e z t e t Q  h o z z  a d  s a 	 	 	 	 H e r i n n e r i n g   t o e v o e g e n 	 	 	 A d u g a r e   m e m e n t o 	 	 	   	 	 	 'A2H/F  '/"H1	 '/  /'F  4'ED  1	 	 									  					  					 	 	 	 	 	 	 	 	 V o e g   a a n m a n i n g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   l e m b r e t e 	 	 	 	 	 	 	 	 O r o i g a r r i a   g e h i t u 	 I d a g d a g   a n g   p a a l a l a 	 E n g a d i r   r e c o r d a t o r i o 	 T i n y e   n c h e t a 	 C u i r   m e a b h r  c h  n   l e i s 
 
 S T R _ H I J R I _ J U M P _ T O _ Y E A R 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 J u m p   t o   y e a r 	 J u m p   t o   y e a r 	 c[t^	 c[t^	 #0BD"15	 S a l t a r   a   a  o 	 A l l e r      l ' a n n  e 	 Z u   J a h r   s p r i n g e n 	 5@59B8  :  3>4C	 S a l t a   a l l  a n n o 	 'D'F*B'D  'D31J9  %DI  'D9'E	 I r   p a r a   o   a n o 	 Y 1l a   a t l a 	 C h u y n   q u a   n m 	 L o m p a t   k e   t a h u n 	 L a n g k a u   k e   t a h u n 	 5	0	M	7	  *	0	  	>				 	 	 	 U g r  s    v s z  m r a 	 	 	 	 N a a r   j a a r   s p r i n g e n 	 	 	 S a l t   l a   a n 	 	 	   	 	 	 ~1/F  (G  3'D	 3'D  ~1  ,'&	 	 				  				 	 	 	 	 	 	 	 	 S p r i n g   n a   j a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P u l a r   p a r a   a n o 	 	 	 	 	 	 	 	 Z e i n   u r t e t a r a   j a u z i : 	 T u m a l o n   s a   t a o n 	 S a l t a r   a   a n o 	 W j e   n a - a f 	 L  i m   c h u i g   b l i a i n 
 
 S T R _ H I J R I _ A N N O _ H E G I R E 	 H i j r i C a l e n d a r 	 U N L I M 	 A n n o   H e g i r a e 	 A . H . 	 
Oe-f	 
OS	 A . H . 	 A  o   d e   l a   H  g i r a 	 A . H . 	 A .   H . 	 0;5=40@L  A . H . 	 A H 	 G,1J)	 A . H . 	 A H 	 S a u   k   n g u y  n   H i   g i  o 	 A . H . 	 A . H . 	 A . H . 	 	 	 	 A . H . 	 	 	 	 A . H . 	 	 	 A . H . 	 	 	 A . H . 	 	 	 ~3  '2  G,1*	 ,1	 	 					 	 	 	 	 	 	 	 	 A . H . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A . H . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ I T W A A R 	 H i j r i C a l e n d a r 	 U N L I M 	 M u s l i m   s u n d a y 	 Y a u m   a l - a h a d 	 fge	 fge	 "1!  -1%- -0.1	 Y a u m   a l - a h a d 	 y a u m   a l - a h a d 	 Y a u m   a l - a h a d 	 0C<  0;L- 0E04	 y a u m   a l - a h a d 	 JHE  'D#-/	 y a u m   a l - a h a d 	 y a u m   a l - a h a d 	 Y a u m   a l - a h a d 	 M i n g g u 	 y a u m   a l - a h a d 	 /	I	.	  	2	  	9	&	    	 	 	 	 Y a u m   a l - a h a d 	 	 	 	 y a u m   a l - a h a d 	 	 	 Y a u m   a l - a h a d 	 	 	   	 	 	 4F(G	 '*H'1	 	 							  					 	 	 	 	 	 	 	 	 Y a u m   a l - a h a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a u m   a l - a h a d 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ P I R 	 H i j r i C a l e n d a r 	 U N L I M 	 M u s l i m   t u e s d a y 	 Y a u m   a l - i t h n a y n 	 fg N	 fg N	 "1!  -1%- -4@"L	 Y a u m   a l - i t h n a y n 	 y a u m   a l - i t h n a y n 	 Y a u m   a l - i t h n a y n 	 0C<  0;L- 8A=09=	 y a u m   a l - i t h n a y n 	 JHE  'D'+FJF	 y a u m   a l - i t h n a y n 	 y a u m   a l - i t h n a y n 	 Y a u m   a l - i t h n a y n 	 S e n i n 	 y a u m   a l - i t h n a y n 	 /	I	.	  	2	  	%	(	>		(		 	 	 	 Y a u m   a l - i t h n a y n 	 	 	 	 y a u m   a l - i t h n a y n 	 	 	 Y a u m   a l - i t h n a y n 	 	 	   	 	 	 /H4F(G	 ~1	 	 							  							 	 	 	 	 	 	 	 	 Y a u m   a l - i t h n a y n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a u m   a l - i t h n a y n 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ M A N G A L 	 H i j r i C a l e n d a r 	 U N L I M 	 M u s l i m   w e d n e s d a y 	 Y a u m   a t h - t h u l a a t h a a ' 	 fgN	 fgN	 "1!  -1%L- 9%2-12' 	 Y a u m   a t h - t h u l a a t h a a ' 	 y a u m   a t h - t h u l a a t h a a ' 	 Y a u m   a t h - t h u l a a t h a a ' 	 0C<  0A- A0;0A0	 y a u m   a t h - t h u l a a t h a a ' 	 JHE  'D+D'+'!	 y a u m   a t h - t h u l a a t h a a ' 	 y a u m   a t h - t h u l a a t h a a ' 	 Y a u m   a t h - t h u l a a t h a a ' 	 S e l a s a 	 y a u m   a t h - t h u l a a t h a a ' 	 /	I	.	  	%	- %	A	2	>	%	>		 	 	 	 Y a u m   a t h - t h u l a a t h a a ' 	 	 	 	 y a u m   a t h - t h u l a a t h a a ' 	 	 	 Y a u m   a t h - t h u l a a t h a a ' 	 	 	   	 	 	 3G  4F(G	 EFD	 	 							  							 	 	 	 	 	 	 	 	 Y a u m   a t h - t h u l a a t h a a ' 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a u m   a t h - t h u l a a t h a a ' 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ B U D H 	 H i j r i C a l e n d a r 	 U N L I M 	 M u s l i m   w e d n e s d a y 	 Y a u m   a l - a r b i a ` a a ' 	 fg	N	 fg	N	 "1!  -1%- -2#L@5"` @-5"' 	 Y a u m   a l - a r b i a ` a a ' 	 y a u m   a l - a r b i a ` a a ' 	 Y a u m   a l - a r b i a ` a a ' 	 0C<  0;L- 0@10" 0	 y a u m   a l - a r b i a ` a a ' 	 JHE  'D#1(9'!	 y a u m   a l - a r b i a ` a a ' 	 y a u m   a l - a r b i a ` a a ' 	 Y a u m   a l - a r b i a ` a a ' 	 R a b u 	 y a u m   a l - a r b i a ` a a ' 	 /	I	.	  	2	  	0	,	?		    	 	 	 	 Y a u m   a l - a r b i a ` a a ' 	 	 	 	 y a u m   a l - a r b i a ` a a ' 	 	 	 Y a u m   a l - a r b i a ` a a ' 	 	 	   	 	 	 G'14F(G	 (/	 	 							  						 	 	 	 	 	 	 	 	 Y a u m   a l - a r b i a ` a a ' 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a u m   a l - a r b i a ` a a ' 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ J U M A H R A A T 	 H i j r i C a l e n d a r 	 U N L I M 	 M u s l i m   t h u r s d a y 	 Y a u m   a l - k h a m i s 	 fgV	 fgV	 "1!  -1%- 2!4*	 Y a u m   a l - k h a m i s 	 y a u m   a l - k h a m i s 	 Y a u m   a l - k h a m i s 	 0C<  0;L- E0<8A	 y a u m   a l - k h a m i s 	 JHE  'D.EJ3	 y a u m   a l - k h a m i s 	 y a u m   a l - k h a m i s 	 Y a u m   a l - k h a m i s 	 K a m i s 	 y a u m   a l - k h a m i s 	 /	I	.	  	2	  	>	.	?	8		 	 	 	 Y a u m   a l - k h a m i s 	 	 	 	 y a u m   a l - k h a m i s 	 	 	 Y a u m   a l - k h a m i s 	 	 	   	 	 	 ~F,4F(G	 ,E91'*	 	 							  						 	 	 	 	 	 	 	 	 Y a u m   a l - k h a m i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a u m   a l - k h a m i s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ J U M A H 	 H i j r i C a l e n d a r 	 U N L I M 	 M u s l i m   f r i d a y 	 Y a u m   a l - j u m u ` a 	 fgN	 fgN	 "1!  -1%- 9!9` @-	 Y a u m   a l - j u m u ` a 	 y a u m   a l - j u m u ` a 	 Y a u m   a l - j u m u ` a 	 0C<  0;L- 46C<" 0	 y a u m   a l - j u m u ` a 	 JHE  'D,E9)	 y a u m   a l - j u m u ` a 	 y a u m   a l - j u m u ` a 	 Y a u m   a l - j u m u ` a 	 J u m a t 	 y a u m   a l - j u m u ` a 	 /	I	.	  	2	  	A	.	A			 	 	 	 Y a u m   a l - j u m u ` a 	 	 	 	 y a u m   a l - j u m u ` a 	 	 	 Y a u m   a l - j u m u ` a 	 	 	   	 	 	 ,E9G	 ,E9	 	 							  			- 		 	 	 	 	 	 	 	 	 Y a u m   a l - j u m u ` a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a u m   a l - j u m u ` a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ S A N E E C H A R 	 H i j r i C a l e n d a r 	 U N L I M 	 M u s l i m   s a t u r d a y 	 Y a u m   a s - s a b t 	 fgmQ	 fgmQ	 "1!  A-*- AL	 Y a u m   a s - s a b t 	 y a u m   a s - s a b t 	 Y a u m   a s - s a b t 	 0C<  0A- A01B	 y a u m   a s - s a b t 	 JHE  'D3(*	 y a u m   a s - s a b t 	 y a u m   a s - s a b t 	 Y a u m   a s - s a b t 	 S a b t u 	 y a u m   a s - s a b t 	 /	I	.	  	8	  8	,	M	$		 	 	 	 Y a u m   a s - s a b t 	 	 	 	 y a u m   a s - s a b t 	 	 	 Y a u m   a s - s a b t 	 	 	   	 	 	 4F(G	 A*	 	 							  						 	 	 	 	 	 	 	 	 Y a u m   a s - s a b t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a u m   a s - s a b t 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ M U H A R R A M 	 H i j r i C a l e n d a r 	 U N L I M 	 M u h a r r a m 	 M u h a r r a m 	  Ng	  Ng	 !9.2#L#2!	 M u h a r r a m 	 M u h a r r a m 	 M u h a r r a m 	 CE0@@0<	 M u h a r r a m 	 E-1E	 M u h a r r a m 	 M u h a r r e m 	 M u h a r r a m 	 M u h a r r a m 	 M u h a r a m 	 .	A	9	0	M	0	.		 	 	 	 M u h a r r a m 	 	 	 	 M u h a r r a m 	 	 	 M u h a r r a m 	 	 	 	 	 	 E-1E	 E-1QE	 	 								 	 	 	 	 	 	 	 	 M u h a r r a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u h a r r a m 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ S A F A R 	 H i j r i C a l e n d a r 	 U N L I M 	 S a f a r 	 S a f a r 	 Ng	 Ng	 22#L	 S a f a r 	 S a f a r 	 S a f a r 	 !0D0@	 S a f a r 	 5A1	 S a f a r 	 S a f a r 	 S a f a r 	 S a f a r 	 S a f a r 	 8	+	<	0		 	 	 	 S a f a r 	 	 	 	 S a f a r 	 	 	 S a f a r 	 	 	 	 	 	 5A1	 5A1	 	 				 	 	 	 	 	 	 	 	 S a f a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a f a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ R A B I _ A W W A L 	 H i j r i C a l e n d a r 	 U N L I M 	 R a b i '   a l - a w w a l 	 R a b i '   a l - a w w a l 	 	Ng	 	Ng	 @#4'   -1%- --'1%	 R a b i '   a l - a w w a l 	 R a b i '   a l - a w w a l 	 R a b i '   a l - a w w a l 	  018- 0;L- 0220;L	 R a b i '   a l - a w w a l 	 1(J9  'D#HD	 R a b i '   a l - a w w a l 	 R a b i '   a l - a w w a l 	 R a b i '   a l - a w w a l 	 R a b i u l   a w a l 	 R a b i u l a w a l 	 0	,	@	  	2	  	5	M	5	>	2		 	 	 	 R a b i '   a l - a w w a l 	 	 	 	 R a b i '   a l - a w w a l 	 	 	 R a b i '   a l - a w w a l 	 	 	     	 	 	 1(9  'D'HD	 1(9  'D'QHD	 	 						  						 	 	 	 	 	 	 	 	 R a b i '   a l - a w w a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a b i '   a l - a w w a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ R A B I _ T H A N I 	 H i j r i C a l e n d a r 	 U N L I M 	 R a b i '   a l - t h a n i 	 R a b i '   a l - t h a n i 	 Vg	 Vg	 @#4'   -1%- 25	 R a b i '   a l - t h a n i 	 R a b i '   a l - t h a n i 	 R a b i '   a l - t h a n i 	  018- 0AA0=8	 R a b i '   a l - t h a n i 	 1(J9  'D+'FJ	 R a b i '   a l - t h a n i 	 R a b i '   a l - t h a n i 	 R a b i '   a l - t h a n i 	 R a b i u l   a k h i r 	 R a b i u l a k h i r 	 0	,	@	  	2	  %	>	(	@		 	 	 	 R a b i '   a l - t h a n i 	 	 	 	 R a b i '   a l - t h a n i 	 	 	 R a b i '   a l - t h a n i 	 	 	     ' 	 	 	 1(9  'D+'F	 1(9  'D+Q'F	 	 					  					 	 	 	 	 	 	 	 	 R a b i '   a l - t h a n i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a b i '   a l - t h a n i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ J U M A D A _ A W W A L 	 H i j r i C a l e n d a r 	 U N L I M 	 J u m a d a   a l - a w w a l 	 J u m a d a   a l - a w w a l 	 Ng	 Ng	 9!22  -1%- --'1%	 J u m a d a   a l - a w w a l 	 J u m a d a   a l - a w w a l 	 J u m a d a   a l - a w w a l 	 6C<040- 0;L- C;O	 J u m a d a   a l - a w w a l 	 ,E'/I  'D#HD	 J u m a d a   a l - a w w a l 	 J u m a d a   a l - a w w a l 	 J u m a d a   a l - a w w a l 	 J u m a d i l   a w a l 	 J a m a d i l a w a l 	 	A	.	>	&	>	  	2	  	5	M	5	>	2		 	 	 	 J u m a d a   a l - a w w a l 	 	 	 	 J u m a d a   a l - a w w a l 	 	 	 J u m a d a   a l - a w w a l 	 	 	 '     	 	 	 ,E'/  'D'HD	 ,E'/  'D'HQD	 	 							  						 	 	 	 	 	 	 	 	 J u m a d a   a l - a w w a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u m a d a   a l - a w w a l 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ J U M A D A _ T H A N I 	 H i j r i C a l e n d a r 	 U N L I M 	 J u m a d a   a l - t h a n i 	 J u m a d a   a l - t h a n i 	 mQg	 mQg	 9!22  -1%- 25	 J u m a d a   a l - t h a n i 	 J u m a d a   a l - t h a n i 	 J u m a d a   a l - t h a n i 	 6C<040- 0;L- 0E8@0	 J u m a d a   a l - t h a n i 	 ,E'/I  'D+'FJ	 J u m a d a   a l - t h a n i 	 J u m a d a   a l - t h a n i 	 J u m a d a   a l - t h a n i 	 J u m a d i l   a k h i r 	 J a m a d i l a k h i r 	 	A	.	>	&	>	  	2	  %	>	(	@		 	 	 	 J u m a d a   a l - t h a n i 	 	 	 	 J u m a d a   a l - t h a n i 	 	 	 J u m a d a   a l - t h a n i 	 	 	 '     ' 	 	 	 ,E'/  'D+'F	 ,E'/  'D+Q'F	 	 							  					 	 	 	 	 	 	 	 	 J u m a d a   a l - t h a n i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u m a d a   a l - t h a n i 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ R A J A B 	 H i j r i C a l e n d a r 	 U N L I M 	 R a j a b 	 R a j a b 	 Ng	 Ng	 #2J2	 R a j a b 	 R a j a b 	 R a j a b 	  04601	 R a j a b 	 1,(	 R a j a b 	 R e c e p 	 R a j a b 	 R a j a b 	 R e j a b 	 0		,		 	 	 	 R a j a b 	 	 	 	 R a j a b 	 	 	 R a j a b 	 	 	 ' 	 	 	 1,(	 1,(	 	 				 	 	 	 	 	 	 	 	 R a j a b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a j a b 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ S H A A B A N 	 H i j r i C a l e n d a r 	 U N L I M 	 S h a ' a b a n 	 S h a ' a b a n 	 kQg	 kQg	 
2' -01	 S h a ' a b a n 	 S h a ' a b a n 	 S h a ' a b a n 	 (0010=	 S h a ' a b a n 	 49('F	 S h a ' a b a n 	 ^a b a n 	 S h a ' a b a n 	 S y a ' b a n 	 S y a a b a n 	 6	>	,	>	(		 	 	 	 S h a ' a b a n 	 	 	 	 S h a ' a b a n 	 	 	 S h a ' a b a n 	 	 	 	 	 	 49('F	 49('F	 	 						 	 	 	 	 	 	 	 	 S h a ' a b a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h a ' a b a n 
 
 S T R _ H I J R I _ R A M A D A N 	 H i j r i C a l e n d a r 	 U N L I M 	 R a m a d a n 	 R a m a d a n 	 ]Ng	 ]Ng	 #2!2-	 R a m a d a n 	 R a m a d a n 	 R a m a d a n 	  0<040=	 R a m a d a n 	 1E6'F	 R a m a d  o 	 R a m a z a n 	 R a m a d a n 	 R a m a d h a n 	 R a m a d a n 	 0	.	>	&	>	(		 	 	 	 R a m a d a n 	 	 	 	 R a m a d a n 	 	 	 R a m a d a n 	 	 	 	 	 	 1E6'F	 1E6'F	 	 						 	 	 	 	 	 	 	 	 R a m a d a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a m a d  
 
 S T R _ H I J R I _ S H A W A L 	 H i j r i C a l e n d a r 	 U N L I M 	 S h a w w a l 	 S h a w w a l 	 ASg	 ASg	 
-'L'2%	 S h a w w a l 	 R a m a d a n 	 S h a w w a l 	 (0220;	 R a m a d a n 	 4H'D	 S h a w w a l 	 R a m a z a n 	 S h a w w a l 	 S y a w a l 	 S y a w a l 	 6	5	M	5	2	  	 	 	 	 S h a w w a l 	 	 	 	 S h a w w a l 	 	 	 S h a w w a l 	 	 	 	 	 	 4H'D	 4H'D	 	 							 	 	 	 	 	 	 	 	 S h a w w a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h a w w a l 
 
 S T R _ H I J R I _ D H U _ Q I D D A H 	 H i j r i C a l e n d a r 	 U N L I M 	 D h u   a l - q i ' d a h 	 D h u   a l - Q i ' d a h 	 AS Ng	 AS Ng	 .9  -1%- 4' 0+L	 D h u   a l - Q i ' d a h 	 D h u   a l - Q i ' d a h 	 D h u   a l - Q i ' d a h 	 C;L- :0040	 D h u   a l - Q i ' d a h 	 0H  'DB9/)	 D h u   a l - Q i ' d a h 	 D h u   a l - Q i ' d a h 	 D h u   a l - Q i ' d a h 	 D z u l k a i d a h 	 Z u l k a e d a h 	 '	B	  	2	  	?	&	>	9		 	 	 	 D h u   a l - Q i ' d a h 	 	 	 	 D h u   a l - Q i ' d a h 	 	 	 D h u   a l - Q i ' d a h 	 	 	 '     	 	 	 0H'DB9/G	 0H  'DB9/	 	 								 	 	 	 	 	 	 	 	 D h u   a l - Q i ' d a h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D h u   a l - Q i ' d a h 
 
 S T R _ H I J R I _ D H U _ H I J J A H 	 H i j r i C a l e n d a r 	 U N L I M 	 D h u   a l - h i j j a h 	 D h u   a l - H i j j a h 	 ASNg	 ASNg	 .9  -1%- .40+L	 D h u   a l - H i j j a h 	 D h u   a l - H i j j a h 	 D h u   a l - H i j j a h 	 C;L- E84660	 D h u   a l - H i j j a h 	 0H  'D-,)	 D h u   a l - H i j j a h 	 D h u   a l - H i j j a h 	 D h u   a l - H i j j a h 	 D z u l h i j j a h 	 Z u l h i j a h 	 '	B	  	2	  9	?		>	9		 	 	 	 D h u   a l - H i j j a h 	 	 	 	 D h u   a l - H i j j a h 	 	 	 D h u   a l - H i j j a h 	 	 	 '     ' 	 	 	 0H'D-,G	 0H  'D-,Q	 	 								 	 	 	 	 	 	 	 	 D h u   a l - H i j j a h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D h u   a l - H i j j a h 
 
 S T R _ H I J R I _ N E W _ Y E A R 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 H i j r i   n e w   y e a r 	 I s l a m i c   n e w   y e a r 	 
Oe-fet^	 
OepQYeSet^ _Y	 5C+!H-4*%2!	 N u e v o   a  o   i s l  m i c o   	 N o u v e l l e   a n n  e   m u s u l m a n e 	 I s l a m i s c h e s   N e u j a h r 	 A;0<A:89  >2K9  >4	 C a p o d a n n o   i s l a m i c o 	 'D9'E  'DG,1J  'D,/J/	 A n o   N o v o   i s l  m i c o 	 i s l a m i   y 1l b a _1	 N m   m i   H i   g i  o 	 T a h u n   b a r u   I s l a m 	 T a h u n   b a r u   I s l a m 	 	8	M	2	>	.	@	  (	/	>	  8	>	2		 	 	 	 I s z l  m   n a p t  r ,   a z    j  v   k e z d e t e 	 	 	 	 I s l a m i t i s c h   n i e u w j a a r 	 	 	 A n u l   N o u   i s l a m i c 	 	 	     	 	 	 3'D  FH  '3D'E	 '3D'E  3'D  FH	 	 						  				  				 	 	 	 	 	 	 	 	 I s l a m i t i e s e   n u w e j a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n o   n o v o   i s l  m i c o 
 
 S T R _ H I J R I _ D A Y _ O F _ A S H U R A H 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 d a y   o f   a s h u r a h 	 D a y   o f   A s h u r a h 	 ?be	 ?be	 '1A+H-09#2+L	 D  a   d e   A s h u r a h   	 J o u r   d e   A s h u r a h 	 A s h u r a h - T a g 	 5=L  HC@0	 G i o r n o   d i   A s h u r a h 	 JHE  9'4H1'!	 D i a   d e   A s h u r a h 	 A _u r e   G  n  	 D a y   o f   A s h u r a h 	 H a r i   A s y u r a 	 H a r i   A s h u r a h 	 	6	A	0	>	  	>	  &	?	(		 	 	 	 A s u r a   n a p j a 	 	 	 	 D a g   v a n   A s h u r a h 	 	 	 Z i u a   d e   A s h u r a h 	 	 	 	 	 	 9'4H1'	 HE  9'4H1	 	 						  				 	 	 	 	 	 	 	 	 D a g   v a n   A s h u r a h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i a   d e   A s h u r a h 
 
 S T R _ H I J R I _ R A B I _ A W A L _ S U N N I 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 R a b i   a w a l   s u n n i 	 M a w l i d   a n   N a b i   ( S u n n i ) 	 HQwFzU؞_\<\		 HQwFzU؞_ދ
<\		 !-%4  A-  25  ( 8+5H) 	 M a l w i d   a n   N a b i ( S u n n i ) 	 M a l w i d   a n   N a b i ( S u n n i ) 	 M a l w i d   a n   N a b i   ( S u n n i t i s c h ) 	 02;84  0=- 018  ( !C==87<) 	 M a l w i d   a n   N a b i   ( S u n n i ) 	 'DEHD/  'DF(HJ  ( 3F)) 	 M a l w i d   a n   N a b i   ( S u n i t a ) 	 M a l w i d   a n   N a b i ( S u n n i ) 	 M a w l i d   a n   N a b i   ( S u n n i ) 	 M a u l i d   N a b i   ( S u n n i ) 	 M a u l u d   N a b i   ( S u n n i ) 	 .	2	5	?	&	  	(	  (	,	@	  ( 8	A	(	M	(	@	) 	 	 	 	 M a w l i d   a n   N a b i   ( S u n n i ) 	 	 	 	 M a w l i d   a n   N a b i   ( S u n n i ) 	 	 	 M a l w i d   a n   N a b i   ( s u n i ci ) 	 	 	   - ( ) 	 	 	 ED'/  F(  ( 3F) 	 ED'/  'DFQ(  ( 3FQ) 	 	 							  			( 						) 	 	 	 	 	 	 	 	 	 M a l w i d   a n   N a b i   ( S u n n i ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a w l i d   a n   N a b i   ( S u n i t a ) 
 
 S T R _ H I J R I _ R A B I _ A W A L _ S H I A 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 r a b i   a w a l   s h i a 	 M a w l i d   a n   N a b i   ( S h i a ) 	 HQwFzU؞_NI		 HQwFzU؞_ދNS		 !-%4  A-  25  ( 
4-0) 	 M a l w i d   a n   N a b i ( S h i a ) 	 M a l w i d   a n   N a b i ( S h i a ) 	 M a l w i d   a n   N a b i   ( S c h i i t i s c h ) 	 02;84  0=- 018  ( (887<) 	 M a l w i d   a n   N a b i   ( S h i a ) 	 'DEHD/  'DF(HJ  ( 4J9)) 	 M a l w i d   a n   N a b i   ( X i i t a ) 	 M a l w i d   a n   N a b i ( S h i a ) 	 M a w l i d   a n   N a b i   ( S h i a ) 	 M a u l i d   N a b i   ( S y i ' a h ) 	 M a u l u d   N a b i ( S y i a h ) 	 .	2	5	?	&	  	(	  (	,	@	  ( 6	?	/	>	) 	 	 	 	 M a w l i d   a n   N a b i   ( S h i a ) 	 	 	 	 M a w l i d   a n   N a b i   ( S h i a ) 	 	 	 M a l w i d   a n   N a b i   ( _i i ci ) 	 	 	   - ( ) 	 	 	 ED'/  F(  ( 49G) 	 ED'/  'DFQ(  ( 49) 	 	 							  			( 				) 	 	 	 	 	 	 	 	 	 M a w l i d   a n   N a b i   ( S h i a ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a w l i d   a n   N a b i   ( S h i a ) 
 
 S T R _ H I J R I _ B D A Y _ A L I _ I B N 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 A l i   i b n   b ' d a y 	 A l i   i b n   A b i   T a l i b   b i r t h d a y 	 
Ojtv?̑ ,g ~k ~^TX̑^	 
Osv?̑ ,g ~k ~^TX̑^ދ	 '1@4  A l i   i b n   A b i   T a l i b   	 C u m p l e a  o s   d e   A l i   i b n   A b i   T a l i b   	 A n n i v e r s a i r e   d e   A l i   i b n   A b i   T a l i b 	 A l i   i b n   A b i   T a l i b s   G e b u r t s t a g 	 5=L  @>645=8O  ;8  81=  18  "0;810	 C o m p l e a n n o   d i   A l i   i b n   A b i   T a l i b 	 EHD/  'D%E'E  9DJ  (F  #(J  7'D(	 A n i v e r s  r i o   d e   A l i   i b n   A b i   T a l i b 	 A l i   i b n   A b i   T a l i b   d o u m g  n  	 N g  y   s i n h   A l i   i b n   A b i   T a l i b 	 U l a n g   t a h u n   A l i   b i n   A b i   T h a l i b 	 H a r i   k e p u t e r a a n   A l i   i b n   A b i   T a l i b 	 	2	@	  	,	M	(	  	,	@	  $	>	2	?	,	  b ' d a y 	 	 	 	 A l i   i b n   A b i   T a l i b   s z  l e t  s n a p 	 	 	 	 V e r j a a r d a g   v a n   A l i   i b n   A b i   T a l i b 	 	 	 A n i v e r s a r e a   l u i   A l i   i b n   A b i   T a l i b 	 	 	             	 	 	 *HD/  9D  '(F  '(7'D(	 HE  9D  '(F  '(  7'D(	 	 			  				  			  							  								 	 	 	 	 	 	 	 	 A l i   i b n   A b i   T a l i b   v e r j a a r d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n i v e r s  r i o   d e   A l i   i b n   A b i   T a l i b 
 
 S T R _ H I J R I _ I S R A _ M I R A I 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 I s r a   a n d   m i r a i 	 I s r a   a n d   M i r a j 	 {v	 {v	 I s r a   A%0  M i r a j 	 I s r a   y   M i r a j 	 I s r a   e t   M i r a j 	 I s r a   u n d   M i r a j 	 A@0  8  <8 @046	 I s r a   e   M i r a j 	 'D%31'!  H'DE91',	 I s r a   e   M i r a j 	 I s r a   a n d   M i r a j 	 L   h i   I s r a   v    M i r a j 	 I s r a   M i ' r a j 	 I s r a k   d a n   M i k r a j 	 	8	M	0	>	  	0	  .	?	0	>		    	 	 	 	 I s r a    s   M i r a j 	 	 	 	 I s r a   e n   M i r a j 	 	 	 I s r a   _i   M i r a j 	 	 	       	 	 	 '31'!  H  E91',	 '31'!  H  E91',	 	 				  			  						 	 	 	 	 	 	 	 	 I s r a   e n   M i r a j 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I s r a   e   M i r a j 
 
 S T R _ H I J R I _ S H A B _ E _ B A R A A T 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 s h a b - e - b a r a a t 	 S h a b - e - B a r a a t 	 
Oe-fkQg-N	 
OSkQg-N	 S h a b - e - B a r a a t 	 S h a b - e - B a r a a t 	 S h a b - e - B a r a a t 	 S h a b - e - B a r a a t 	 (01- 8- 0@00B	 S h a b - e - B a r a a t 	 'DF5A  EF  49('F	 S h a b - e - B a r a a t 	 S h a b - e - B a r a a t 	 S h a b - e - B a r a a t 	 N i s f u   S y a ' b a n 	 N i s f u   S y a a b a n 	 6	,	G	- ,	>	0	>	$		 	 	 	 S h a b - e - B a r a a t 	 	 	 	 S h a b - e - B a r a a t 	 	 	 S h a b - e - B a r a a t 	 	 	     	 	 	 FEG  49('F	 4(  (1'*	 	 			  					 	 	 	 	 	 	 	 	 S h a b - e - B a r a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h a b - e - B a r a a t 
 
 S T R _ H I J R I _ F I R S T _ R A M A D A N 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 F i r s t   r a m a d a n 	 F i r s t   R a m a d a n 	 KgY	 eg _Y	 #2!2-A#	 P r i m e r o   d e   R a m a d  n 	 P r e m i e r   j o u r   d e   R a m a d a n 	 E r s t e r   R a m a d a n 	 5@2K9  45=L   0<040=0	 P r i m o   R a m a d a n 	 #HD  1E6'F	 P r i m e i r o   R a m a d  o 	 R a m a z a n   B a _l a n g 1c 1	 T h  n g   c h a y   u   t i  n 	 R a m a d h a n   P e r t a m a 	 R a m a d a n   P e r t a m a 	 *	9	2	>	  0	.	>	&	>	(		 	 	 	 E l s Q  r a m a d  n 	 	 	 	 E e r s t e   r a m a d a n 	 	 	 P r i m u l   R a m a d a n 	 	 	   	 	 	 1H2  'HD  1E6'F	 ~D  1E6'F	 	 					  						 	 	 	 	 	 	 	 	 E e r s t e   R a m a d a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r i m e i r o   R a m a d  
 
 S T R _ H I J R I _ N A Z U L _ Q U R A N 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 N a z u l   q u r a n 	 N u z u l   A l - Q u r ' a n 	 M:y
0S-}0	 M:y
0SpQ~0	 88%  -1%- 8#0-H2	 N u z u l   A l - Q u r ' a n 	 N u z u l   A l - Q u r ' a n 	 N u z u l   A l - Q u r ' a n 	 C7C;  ;L- >@0=  	 N u z u l   A l - Q u r ' a n 	 F2HD  'DB1"F	 N u z u l   A l - Q u r ' n a 	 N u z u l   A l - Q u r ' a n 	 N u z u l   A l - Q u r ' a n 	 N u z u l u l   Q u r ' a n 	 N u z u l   A l - Q u r a n 	 (	A		B	2	  	2	  	A	0	>	(		 	 	 	 N u z u l   A l - Q u r ' a n 	 	 	 	 N u z u l   A l - Q u r ' a n 	 	 	 N u z u l   A l - Q u r ' a n 	 	 	     	 	 	 F2HD  B1"F	 F2HD  'DB1"F	 	 							- 						 	 	 	 	 	 	 	 	 N u z u l   A l - Q u r ' a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N u z u l   A l - Q u r ' a n 
 
 S T R _ H I J R I _ E I D _ A L _ F I T R 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 E i d - a l - f i t r 	 E i d   a l - F i t r 	 Kg	  _e	 -55I  -1%- 4#L	 E i d - a l - f i t r 	 E i d - a l - f i t r 	 E i d - a l - f i t r 	 -84- 0;- D8B@	 E i d - a l - f i t r 	 9J/  'DA71	 E i d - a l - F i t r 	 E i d - a l - f i t r 	 E i d   a l - F i t r 	 I d u l   F i t r i 	 A i d i l f i t r i 	 	2	  		2	  +	?	$	0		 	 	 	 E i d   a l - F i t r 	 	 	 	 E i d - a l - f i t r 	 	 	 E i d - a l - f i t r 	 	 	     	 	 	 9/  A71	 9/  'DA71	 	 		- 		- 					 	 	 	 	 	 	 	 	 E i d   a l - F i t r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E i d   a l - F i t r 
 
 S T R _ H I J R I _ D H U A _ A L _ H I J J A H 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 D h u a - a l - h i j j a h 	 H a j j   t o   M e c c a 	 SRgV	 SRgЉ	 45.1LD"1#@!0	 H a j j   a   l a     M e c a 	 H a j j   v e r s   L a   M e c q u e 	 H a d s c h   n a c h   M e k k a 	 %046  2  5::C	 H a j j   a l l a   M e c c a 	 'D-,  %DI  EC)	 P e r e g r i n a   o   a   M e c a 	 M e k k e y e   H a c 	 H a j j   t o   M e c c a 	 I b a d a h   H a j i   k e   M e k a h 	 N a i k   H a j i   k e   M a k k a h 	 9		  .		M		>		 	 	 	 H  d z s   M e k k  b a 	 	 	 	 H a d z j   n a a r   M e k k a 	 	 	 P e l e r i n a j u l   H a j j   l a   M e c c a 	 	 	 '   	 	 	 ":'2  -,	 -,Q  EQ  E1E	 	 						  					 	 	 	 	 	 	 	 	 H a j j   n a   M e k k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b i d a   a   M e c a 
 
 S T R _ H I J R I _ E I D _ A L _ G A D H A 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 E i d - a l - g a d h a 	 E i d   a l - A d h a 	 [rr{	 [rr	 -55I  -1%- -1.2	 E i d   a l - A d h a 	 E i d   a l - A d h a 	 E i d   a l - A d h a 	 -84  0;- 4E0	 E i d   a l - A d h a 	 9J/  'D#6-I	 E i d   a l - A d h a 	 E i d   a l - A d h a 	 L   h i   E i d   a l - A d h a 	 I d u l   A d h a 	 A i d i l a d h a 	 	&	  	2	  		9	>		 	 	 	 E i d   a l - A d h a 	 	 	 	 E i d   a l - A d h a 	 	 	 E i d   a l - A d h a 	 	 	     	 	 	 9/  B1('F	 9/  'D'6-	 	 		- 		- 					 	 	 	 	 	 	 	 	 E i d   a l - A d h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E i d   a l - A d h a 
 
 S T R _ H I J R I _ E I D _ A L _ G A D H I R 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 E i d - a l - g a d h i r 	 E i d   a l - G a d h e e r 	 ؚY	 ؚ5Y	 -55I  -1%- A@.5"#L	 E i d   a l - G a d h e e r 	 E i d   a l - G a d h e e r 	 E i d   a l - G a d h e e r 	 -84  0;- 048@	 E i d   a l - G a d h e e r 	 9J/  'D:/J1	 E i d   a l - G a d h e e r 	 E i d   a l - G a d h e e r 	 E i d   a l - G a d h e e r 	 H a j i   W a d a 	 E i d   a l - G a d h e e r 	 	&	  	2	  	'	@	0	  	 	 	 	 E i d   a l - G a d h e e r 	 	 	 	 E i d   a l - G a d h e e r 	 	 	 E i d   a l - G a d h e e r 	 	 	     	 	 	 9/  :/1	 9/  'D:/1	 	 		- 		- 						 	 	 	 	 	 	 	 	 E i d   a l - G a d h e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E i d   a l - G a d h e e r 
 
 S T R _ H I J R I _ N E W _ Y E A R _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 N e w   y e a r   d e t a i l 	 T h e   b e g i n n i n g   o f   t h e   I s l a m i c   n e w   y e a r . 	 
Oe-Yeet^Y0	 
OepQYeSet^ _Y0	 @#4H!I5C+!H44-4*%2!	 C o m i e n z a   u n   n u e v o   a  o   e n   e l   c a l e n d a r i o   i s l  m i c o . 	 D  b u t   d e   l a   n o u v e l l e   a n n  e   m u s u l m a n e 	 D e r   B e g i n n   d e s   i s l a m i s c h e n   N e u j a h r s . 	 0G0;>  =>2>3>  3>40  ?>  8A;0<A:><C  :0;5=40@N. 	 C a p o d a n n o   i s l a m i c o . 	 (/'J)  'D9'E  'DG,1J  'D,/J/. 	 I n  c i o   d o   n o v o   a n o   d o   c a l e n d  r i o   i s l  m i c o . 	 0s l a m i   t a k v i m   y e n i   y 1l   b a _l a n g 1c 1	 B t   u   n m   m i   H i   g i  o . 	 A w a l   t a h u n   b a r u   I s l a m . 	 P e r m u l a a n   t a h u n   b a r u   k a l e n d a r   I s l a m . 	 	8	M	2	>	.	@	  	H	2	G		!	0	  (	/	>	  8	>	2	  6	A	0	B	d		 	 	 	 A z   i s z l  m    j    v   k e z d e t e . 	 	 	 	 B e g i n   v a n   i s l a m i t i s c h   n i e u w   j a a r 	 	 	  n c e p u t u l   a n u l u i   n o u    n   c a l e n d a r u l   i s l a m i c . 	 	 	       . 	 	 	 ":'2  3'D  FH  '3D'E. 	 '3D'E  DF1  3'D  FH  '  ":'2	 	 						  											  							  				  			  				d		 	 	 	 	 	 	 	 	 N u w e   j a a r   b e g i n   v o l g e n s   I s l a m i t i e s e   k a l e n d e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   i n  c i o   d o   a n o   n o v o   i s l  m i c o . 
 
 S T R _ H I J R I _ D A Y _ O F _ A S H U R A H _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 D a y   o f   a s h u r a h   d e t a i l s 	 I n   t h e   e a r l y   d a y s   o f   I s l a m ,   t h e   f a s t i n g   o n   t h e   1 0 t h   o f   A s h u r a h   w a s   t r e a t e d   a s   c o m p u l s o r y .   T h e   H o l y   P r o p h e t   p r e f e r r e d   t h e   f a s t   o f   A s h u r a h   t o   t h e   f a s t   o f   o t h e r   d a y s ,   a n d   t h e   f a s t   o f   R a m a d a n   t o   t h e   f a s t   o f   A s h u r a h .   T h e   f a s t i n g   o n   t h e   d a y   o f   A s h u r a h   i s   t h e   S u n n a h   o f   H o l y   P r o p h e t   a n d   m a k e s   o n e   e n t i t l e d   t o   g r e a t   r e w a r d . 	 
Oe-Ξf4xfBfR\?bevKb
\ek NMOFzegO/f;N}T0
\vFzVc!P\?bevKb*QevQNevKb0
9NgvKb*Qe?bevKbEe?bevKb/fVL(W N)YKb_-Nrsvf'Y0	 
OepQΞf4xSfeR\?beveb[Nk NMOFzegeg/f;N}T0
\5vFz#Wc!P\?bevebONvQ[eveb0pN9NgvebON?bevebEe?beveb/f#WL(Wُ N)YebN-Nvf'Y0	 C
H'A#F  -(2*2-4*%2!,   2#7-(5%-C'15H  1 0   --09#2+L  @GI-115HI-414  #09I@G@I2I-2#C+I2#7-(5%---09#2+L  "2"D"12#7-(5%--'1-7HF,   A%02#7-(5%--#2!2-  D"12#7-(5%---09#2+L  2#7-(5%-C'1-09#2+L  @G82+L  -#09I@G@I2  A%03C+I9IDI#1#2'1%-1"4HC+
H	 E n   l o s   p r i m e r o s   d  a s   d e l   I s l a m ,   e l   a y u n o   e n   e l   1 0 o   d  a   d e   A s h u r a   f u e   t r a t a d o   c o m o   o b l i g a t o r i o .   E l   p r o f e t a   s a n t o   p r e f e r  a   e l   a y u n o   d e   A s h u r a   a l   a y u n o   d e   o t r o s   d  a s ,   y   l a   d i e t a   d e l   R a m a d  n   a l   a y u n o   d e   A s h u r a .   E l   a y u n o   d e l   d  a   d e   A s h u r a   e s   e l   S u n n a   d e l   P r o f e t a   S a n t o   y   h a c e   u n o   m e r e c e d o r   d e   u n a   g r a n   r e c o m p e n s a .   	 A u   d  b u t ,   l o r s q u e   I s l a m   e s t   a p p a r u ,   i l    t a i t   o b l i g a t o i r e   d e   j e  n e r   l e   1 0  m e   j o u r   d ' A s h u r a h .   L e   S a i n t   P r o p h  t e   l u i - m  m e   p r  f  r a i t   l e   j e  n e   d ' A s h u r a h   p a r   r a p p o r t   a u x   a u t r e s   j o u r s ,   e t   l e   j e  n e   d e   R a m a d h a n   p a r   r a p p o r t   a u   j e  n e   d ' A s h u r a h .   L e   j e u n e   d ' A s h u r a h   e s t   l e   S u n n a h   d u   S a i n t   P r o p h  t e   e t   p e r m e t   d ' o b t e n i r   d e   g r a n d e s   r  c o m p e n s e s . 	 I n   d e r   F r  h z e i t   d e s   I s l a m   w u r d e   d a s   F a s t e n   z u m   1 0 .   A s h u r a h   a l s   v o r g e s c h r i e b e n   a n g e s e h e n .   D e r   h e i l i g e   P r o p h e t   z o g   d a s   F a s t e n   z u   A s h u r a h   d e m   F a s t e n   a n   a n d e r e n   T a g e n   v o r ,   u n d   d a s   F a s t e n   z u m   R a m a d a n   k a m   n o c h   v o r   d e m   F a s t e n   z u   A s h u r a h .   D a s   F a s t e n   z u m   A s h u r a h - T a g   i s t   d i e   S u n n a   d e s   H e i l i g e n   P r o p h e t e n   u n d   v e r h e i  t   e i n e   h o h e   B e l o h n u n g . 	   @0==5<  8A;0<5  ?>AB  =0  45AOBK9  45=L  HC@0  1K;  >1O70B5;L=K<.   ? CGH8<  87  ?>AB>2  ?>A;5  ?>AB0  2  <5AOF   0<040=,   O2;O5BAO  ?>AB  2  5=L  HC@0? ,      3>2>@8;  !2OB>9  @>@>:.   >AB  2  5=L  HC@0  ?@54?8A0=  !2OBK<  @>@>:><  8  I54@>  2>7=03@06405BAO. 	 A i   t e m p i   d e l l e   o r i g i n i   d e l l  I s l a m   i l   d i g i u n o   d e l   d e c i m o   d i   A s h u r a h   e r a   o b b l i g a t o r i o .   I l   S a n t o   P r o f e t a   p r e f e r i v a   i l   d i g i u n o   d i   A s h u r a h   a   t u t t i   g l i   a l t r i   e   i l   d i g i u n o   d e l   R a m a d a n   a   q u e l l o   d i   A s h u r a h .   I l   d i g i u n o   n e l   g i o r n o   d i   A s h u r a h      l a   S u n n a h   d e l   S a n t o   P r o f e t a   e   r e n d e   d e g n i   d i   u n a   g r a n d e   r i c o m p e n s a . 	 9F/E'  (2:  A,1  'D%3D'E  C'F  5J'E  JHE  9'4H1'!  A1J6)  9DI  'DE3DEJF.   HA6QD  'D13HD  'DC1JE  5J'E  JHE  9'4H1'!  9DI  :J1G  EF  'D#J'E  HA6QD  5J'E  4G1  1E6'F  9DI  5J'E  JHE  9'4H1'!.   HGC0'  A%F  5J'E  JHE  9'4H1'!  3F)  9F  'D13HD  'DC1JE  HJC3(  'DE1!  EFG  'D+H'(  'D98JE. 	 N o s   p r i m  r d i o s   d o   I s l  o ,   o   j e j u m   n o   1 0    d i a   d e   A s h u r a h   e r a   o b r i g a t  r i o .   O   S a g r a d o   P r o f e t a   c o s t u m a v a   j e j u a r   e m   A s h u r a h h   e   p r e f e r i a   o   j e j u m   d o   R a m a d  o   a o   j e j u m   d e   A s h u r a h h .   O   j e j u m   d o   d i a   d e   A s h u r a h h      a   S u n n a h   d o   S a g r a d o   P r o f e t a     e   t o r n a   a   p e s s o a   m e r e c e d o r a   d e   u m a   g r a n d e   r e c o m p e n s a . 	 0s l a m ' 1n   i l k   g  n l e r i n d e   A _u r e   a y 1n 1n   1 0 ' u n c u   g  n    o r u    t u t u l m a s 1  z o r u n l u y d u .   K u t s a l   p e y g a m b e r ,   A _u r e   o r u c u n u   d i e r   o r u  l a r a   v e   R a m a z a n   o r u c u n u   A _u r e   o r u c u n a   t e r c i h   e d e r d i .   A _u r e   g  n    t u t u l a n   o r u  ,   K u t s a l   p e y g a m b e r i n   S  n n e t i   o l u p   o r u    t u t a n   k i _i y e   b  y  k   n i m e t l e r   s u n a r . 	 T r o n g   n h n g   n g  y   u   c a   o   H i ,   t  n     p h i   n   c h a y   v  o   n g  y .   N h    t i  n   t r i   t h  c h   n   c h a y   v  o   n g  y   A s h u r a h   h n   l    v  o   n h n g   n g  y   k h  c   v    t h  c h   n   c h a y   t r o n g   t h  n g   R a m a d a n   h n   l    v  o   n g  y   A s h u r a h .   n   c h a y   v  o   n g  y   A s h u r a h   l    c  c h   s n g   c a   N h    t i  n   t r i   v    l    p h n   t h n g   l n   i   v i   n h i u   n g i . 	 P a d a   a w a l   b e r k e m b a n g n y a   I s l a m ,   b e r p u a s a   p a d a   h a r i   k e - 1 0   A s y u r a   d i a n g g a p   s e b a g a i   w a j i b .   N a b i   B e s a r   M u h a m m a d   m e n g u t a m a k a n   b e r p u a s a   p a d a   h a r i   A s y u r a   d i b a n d i n g k a n   b e r p u a s a   p a d a   h a r i   l a i n ,   d a n   m e n g u t a m a k a n   b e r p u a s a   p a d a   b u l a n   R a m a d h a n   d i b a n d i n g k a n   b e r p u a s a   p a d a   h a r i   A s y u r a .   B e r p u a s a   p a d a   h a r i   A s y u r a   a d a l a h   S u n n a h   N a b i   B e s a r   M u h a m m a d   d a n   a k a n   m e n d a p a t k a n   p a h a l a   b e s a r . 	 A w a l   d a l a m   s e j a r a h   I s l a m ,   b e r p u a s a   p a d a   1 0 h b   A s y u r a   d i a n g g a p k a n   w a j i b .   R a s u l u l l a h   l e b i h   m e n g g e m a r i   p u a s a   A s y u r a   d a r i p a d a   b e r p u a s a   p a d a   h a r i   l a i n ,   d a n   p u a s a   R a m a d a n   d a r i p a d a   p u a s a   A s y u r a .   B e r p u a s a   p a d a   h a r i   A s y u r a   a d a l a h   S u n a h   R a s u l   d a n   m e m b e n a r k a n   s e s e o r a n g   m e n d a p a t   p a h a l a   b e s a r . 	 	8	M	2	>	.	  	G	  *	M	0	>	0		-	?		  &	?	(	K		  .	G		,   	6	A	0	>	  	@	  1 0   5	@		  *	0	  		*	5	>	8	  	(	?	5	>	0	M	/	  .	>	(	>	  	>	$	>	  %	>	d	  *	5	?	$	M	0	  (	,	@	  	(	M	/	  &	?	(	K		  	@	  ,		>	/	  	6	A	0	>	  	G	  		*	5	>	8	  	0	  	6	A	0	>	  	@	  	G	  8	M	%	>	(	  *	0	  0	.	>	&	>	(	  	G	  		*	5	>	8	  	K	  *	M	0	>	%	.	?		$	>	  &	G	$	G	  %	G	d	  	6	A	0	>	  	G	  &	?	(	  		*	5	>	8	  *	5	?	$	M	0	  *	H			,	0	  	>	  8	A	(	M	(	>	9	  9	H	  	0	  5	M	/		M	$	?	  	K	  ,	!	<	G	  *	A	0	8	M		>	0	  	>	  9		&	>	0	  ,	(	>	$	>	  9	H	d		 	 	 	 A z   i s z l  m   h a j n a l  n   k  t e l e z Q  v o l t   a   b  j t   a s u r a   n a p j  n ,   M u h a r r a m   h  n a p   1 0 -  n .   A   s z e n t   P r  f  t a   a z   a s u r a   n a p i   b  j t  t   m i n d e n   e g y  b   n a p o n   v a l    b  j t n  l   e l Qb b r e   h e l y e z t e ,   a   R a m a d a m - b  j t  t   p e d i g   a z   a s u r a   n a p i   b  j t r e .   A z   a s u r a   n a p j  n   v a l    b  j t  l  s   a   s z e n t   P r  f  t a   s z u n n  j a ,    s   n a g y   j u t a l o m b a n   r  s z e s  l ,   a k i   m e g t a r t j a . 	 	 	 	 I n   d e   b e g i n t i j d   v a n   d e   I s l a m   g o l d   h e t   v a s t e n   o p   d e   t i e n d e   A s h u r a h   a l s   v e r p l i c h t .   D e   h e i l i g e   p r o f e e t   v e r k o o s   h e t   v a s t e n   i n   A s h u r a h   m e e r   d a n   o p   a n d e r e   d a g e n   e n   h e t   v a s t e n   v a n   d e   R a m a d a n   m e e r   d a n   h e t   v a s t e n   v a n   A s h u r a h h .   H e t   v a s t e n   o p   d e   d a g   v a n   A s h u r a h h   i s   d e   S u n n a h   v a n   d e   h e i l i g e   p r o f e e t   e n   g e e f t   r e c h t   o p   e e n   g r o t e   b e l o n i n g . 	 	 	 L a    n c e p u t u r i l e   r e l i g i e i   i s l a m i c e ,   s r b t o r i r e a   p e   d a t a   d e   1 0   a   z i l e i   d e   A s h u r a h   e r a   o b l i g a t o r i e .   P r o f e t u l   S f  n t   p r e f e r a   p o s t u l   d i n   z i u a   d e   A s h u r a h    n   l o c u l   p o s t u r i l o r   d i n   a l t e   z i l e ,   p r e c u m   _i   p o s t u l   d i n   l u n a   R a m a d a n    n   l o c u l   p o s t u l u i   d i n   z i u a   d e   A s h u r a h .   P o s t u l   d i n   z i u a   d e   A s h u r a h   r e p r e z i n t   r u g c i u n e a   S u n n a h   a   S f  n t u l u i   P r o f e t   _i   a c o r d   u n e i   p e r s o a n e   d r e p t u l   d e   a   s e   b u c u r a   d e   o   r e c o m p e n s   e x t r a o r d i n a r . 	 	 	       ,           -  1 0     .                     ,             .                     ,               . 	 	 	 /1  5/1  '3D'E  1H2G  /'1  /1  1H2  1 0 'E  E-1E  H',(  (H/G  '3*.   ~'E(1  '1E  1H2G  1H2  9'4H1'  1'  (G  /1  1H2G'  H  1H2G  E'G  1E6'F  1'  (G  1H2G  9'4H1'  *1,-  E/'/.   1H2G  /'1  /1  1H2  9'4H1'  3F*  ~'E(1  '1E  (H/G  H  E$EF  1'  E3*-B  ~'/'4  (21  E1/'F/. 	 '3D'E    '(*/'&  /FH  E  9'4H1    1 0   H  H  1H2  1F'  D'2E  3E,'  ,'*'  *'  F(  'B/3  F  9'4H1    1H2  H  /H31  /FH    1H2  ~1  'H1  1E6'F    1H2  H  9'4H1    1H2  ~1  A6D*  /  9'4H1    /F  1H2  1F'  F(  'B/3    3F*    'H1  '3  '  1F  H'D'  +H'(  98E  '  E3*
 -B  H*'  	 	 							  					  				  						  			  				  				  											  			  			  		d	  						  ( 			)   						  					  						  								  					  					  						  			  					  					  						  						  					  						  					  						d	  					  				  				  				  				  					  			  			  				  					  					  		d		 	 	 	 	 	 	 	 	 I n   d i e   v r o e    I s l a m i t i e s e   t y d   w a s   d i e   v a s   o p   d i e   1 0 d e   A s h u r a h   b e s k o u   a s   v e r p l i g t e n d .   D i e   H e i l i g e   P r o f e e t   h e t   d i e   v a s   v a n   A s h u r a h   b o   v a s   o p   a n d e r   d a e   v e r k i e s ,   e n   d i e   v a s   v a n   R a m a d a n   b o   d i e   v a s   v a n   A s h u r a h .   D i e   v a s   o p   d i e   d a g   v a n   A s h u r a h   i s   d i e   H e i l i g e   P r o f e e t   s e   S u n n a h   e n   m a a k   ' n   m e n s   g e r e g t i g   o p   ' n   g r o o t   b e l o n i n g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   p r i n c  p i o   d o   I s l  ,   o   j e j u m   n o   1 0    d i a   d e   A s h u r a h   e r a   t r a t a d o   c o m o   m a n d a t  r i o .   O   p r o f e t a   s a g r a d o   p r e f e r i a   o   j e j u m   d e   A s h u r a h   d o   q u e   n o s   o u t r o s   d i a s ,   e   o   j e j u m   d e   R a m a d    a o   j e j u m   d e   A s h u r a h .   O   j e j u m   n o   d i a   d e   A s h u r a h      o   S u n a   d o   p r o f e t a   s a g r a d o   e   f a z   u m a   p e s s o a   m e r e c e d o r a   d a   g r a n d e   r e c o m p e n s a . 
 
 S T R _ H I J R I _ R A B I _ A W A L _ S U N N I _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 R a b i   a w a l   s u n n i 	 T h e   b i r t h   d a t e   o f   M u h a m m a d ,   t h e   c r e a t o r   o f   I s l a m .   M a w l i d   m e a n s   b i r t h d a y   o f   a   h o l y   f i g u r e   a n d   a n - N a b i   m e a n s   P r o p h e t .   T h e   d a y   i s   c o m m e m o r a t e d   w i t h   r e c o l l e c t i o n   o f   M u h a m m a d ' s   l i f e   a n d   s i g n i f i c a n c e . 	 
Oe-OFzU؞_HQwevQ-Nv k_  N^c NP^yVvNve CNk6 [/fc
Oe-HQwFzU؞_X;Ny[KN	0Vdk N)Y/f }_TVaFzU؞_vu}TTa0	 
OepQOFzU؞_HQwދevQ-Nv k_  N͋c N*N^y#WvNvދe CNk6 [/fc
OepQHQwFzU؞_?a;Ny[KN	0Vdkُ N)Y/f~_TV_FzU؞_vu}TTaINveP[0	 '1@4-!9.1!+!1  9I*#I2(2*2-4*%2!  M a l w i d   +!2"6'1@4-@-1(14L*44L  A%0  a n - N a b i   +!2"6#09I@G@I2  '15H@G-8*#LA+H2##3%66
5'4A%0'2!*31
-!9.1!+!1	 L a   f e c h a   d e   n a c i m i e n t o   d e   M a h o m a ,   e l   c r e a d o r   d e l   I s l a m .   M a l w i d   s i g n i f i c a   c u m p l e a  o s   d e   u n a   f i g u r a   s a n t a   y   a l - N a b u   s i g n i f i c a   p r o f e t a .   E l   d  a   s e   c o n m e m o r a   c o n   r e c u e r d o s   d e   l a   v i d a   d e   M a h o m a   y   s u   i m p o r t a n c i a .   	 L a   d a t e   d e   n a i s s a n c e   d e   M o h a m m a d ,   l e   p r o p h  t e   d e   l ' I s l a m .   M a l w i d   s i g n i f i e   a n n i v e r s a i r e   d ' u n e   p e r s o n n e   s a i n t e   e t   a l - N a b i   s i g n i f i e   p r o p h  t e .   C e   j o u r   e s t   s p  c i a l   a v e c   d e s   h i s t o i r e s   d e   l a   v i e   d e   M o h a m m a d   e t   s o n   i m p o r t a n c e . 	 D e r   G e b u r t s t a g   M o h a m m e d s ,   d e s   G r  n d e r s   d e s   I s l a m s .   M a l w i d   s t e h t   f  r   d e n   G e b u r t s t a g   e i n e r   h e i l i g e n   P e r s o n ,   a l - N a b i   b e d e u t e t   P r o p h e t .   D e r   T a g   w i r d   m i t   E r i n n e r u n g e n   a n   M o h a m m e d s   L e b e n   u n d   s e i n e   B e d e u t u n g   b e g a n g e n . 	 5=L  @>645=8O  ?@>@>:0  03><5B0,   >A=>20B5;O  8A;0<0.   02;84     MB>  45=L  @>645=8O  A2OB>3>,   0  0;L- 018   ?@>@>:.   @074=8:  ?>A2OI5=  687=8  8  @>;8  ?@>@>:0  03><5B0. 	 I l   g i o r n o   d e l l a   n a s c i t a   d i   M a o m e t t o ,   i l   c r e a t o r e   d e l l  I s l a m .   M a l w i d   s i g n i f i c a   c o m p l e a n n o   d i   u n a   s a n t a   f i g u r a   e   a l - N a b i   s i g n i f i c a   p r o f e t a .   I l   g i o r n o   v i e n e   c o m m e m o r a t o   c o n   r i c o r d i   d e l l a   v i t a   d i   M a o m e t t o   e   d e l   s u o   v a l o r e . 	 JHE  EHD/  'DF(J  E-E/  13HD  'D%3D'E  -J+  *4J1  CDE)  " EHD/"   %DI  JHE  EJD'/  4.5J)  EB/3)  #E'  CDE)  " 'DF(HJ"   AGJ  %4'1)  %DI  F(J  'D%3D'E  E-E/  5DI  'DDG  9DJG  H3DE.   HJ*E  %-J'!  G0'  'DJHE  EF  .D'D  '3*1,'9  3J1)  'DF(J  HEF2D*G. 	 O   a n i v e r s  r i o   d e   M a o m  ,   o   c r i a d o r   d o   I s l  o .   M a l w i d   s i g n i f i c a   a n i v e r s  r i o   d e   u m a   f i g u r a   s a g r a d a   e   a l - N a b i   s i g n i f i c a   p r o f e t a .   O   d i a      c o m e m o r a d o   c o m   r e c o r d a   e s   d a   v i d a   e   d o   s i g n i f i c a d o   d e   M a o m  . 	 0s l a m ' 1n   k u r u c u s u   M u h a m m e d ' i n   d o u m   g  n  d  r .   M e v l  t   k u t s a l   b i r   k i _i n i n   d o u m g  n    v e   a l - N a b i   p e y g a m b e r   d e m e k t i r .   B u   g  n ,   M u h a m m e d ' i n   h a y a t 1  v e   y a p t 1k l a r 1  h a t 1r l a n a r a k   k u t l a n 1r . 	 N g  y   s i n h   c a   M u h a m m a d ,   n g i   s  n g   l p   o   H i .   M a w l i d   n g h )a   l    n g  y   s i n h   c a   m t   n h  n   v t   l i n h   t h i  n g   v    a n - N a b i   n g h )a   l    N h    t i  n   t r i .   N g  y   n  y   c   k   n i m   c  n g   v i   h i   c   v   i   s n g   v    n h   h n g   c a   M u h a m m a d . 	 U l a n g   t a h u n   M u h a m m a d ,   p e n y e b a r   a g a m a   I s l a m .   M a u l i d   a d a l a h   u l a n g   t a h u n   s o s o k   s u c i   d a n   a n - N a b i   a d a l a h   R a s u l .   H a r i   i n i   d i p e r i n g a t i   d e n g a n   n a p a k   t i l a s   p e r j a l a n a n   h i d u p   d a n   s i g n i f i k a n s i   N a b i   M u h a m m a d . 	 T a r i k h   k e p u t e r a a n   N a b i   M u h a m m a d   S A W ,   p e n g a s a s   I s l a m .   M a u l u d   b e r e r t i   t a r i k h   l a h i r   s e o r a n g   t o k o h   a g a m a   d a n   a l - N a b i   b e r e r t i   N a b i .   H a r i   i n i   d i r a i k a n   d e n g a n   m e m p e r i n g a t i   r i w a y a t   h i d u p   d a n   k e p e n t i n g a n   N a b i   M u h a m m a d   S A W .   	 	8	M	2	>	.	  	G	  8	M	%	>	*		,   .	A	9	.	M	.	&	  8	>	9	,	  	@	  	(	M	.	  $	?	%	?	d	  .	2	,	?	&	  	>	  .	$	2	,	  		  *	5	?	$	M	0	  5	M	/		M	$	?	  	>	  	(	M	.	&	?	(	  	0	  	2	  (	,	@	  	>	  	0	M	%	  9	H	  *	H		.	M	,	0	d	  	8	  &	?	(	  	K	  .	A	9	.	M	.	&	  	G	  	@	5	(	  	0	  .	9	$	M	5	  	G	  8	>	%	  	K	!	<	>	  	>	$	>	  9	H	d	  	 	 	 	 M o h a m e d   s z  l e t  s n a p j a   a z   i s z l  m   l  t r e j  t t  n e k   n a p j a .   A z   a m  l i d   e g y   s z e n t   s z e m  l y   s z  l e t  s n a p j  t   j e l e n t i ,   a z   a l - n a b i   p e d i g   p r  f  t  t   j e l e n t .   E z e n   a   n a p o n   M o h a m e d    l e t  r Ql    s   j e l e n t Qs  g  r Ql   e m l  k e z n e k   m e g . 	 	 	 	 D e   g e b o o r t e d a t u m   v a n   M o h a m e d ,   s t i c h t e r   v a n   d e   I s l a m .   M a w l i d   b e t e k e n t   v e r j a a r d a g   v a n   e e n   h e i l i g   p e r s o o n   e n   a n - N a b i   b e t e k e n t   p r o f e e t .   D e   d a g   w o r d t   g e v i e r d   m e t   h e r i n n e r i n g e n   a a n   h e t   l e v e n   e n   d e   b e t e k e n i s   v a n   M o h a m m e d . 	 	 	 Z i u a   l u i   M o h a m e d ,   c r e a t o r u l   r e l i g i e i   i s l a m i c e .   M a l w i d    n s e a m n   z i u a   d e   n a _t e r e   a   u n u i   s f  n t ,   i a r   a l - N a b i    n s e a m n   p r o f e t .   S r b t o r i r e a   a c e s t e i   z i l e   i n c l u d e   a m i n t i r i   d e s p r e   v i a ca   _i   i m p o r t a n ca   l u i   M o h a m e d . 	 	 	       ,     .                   ,         .                 . 	 	 	 2'/1H2  E-E/  4'19  /F  '3D'E.   ED'/  (G  2'/1H2  4.5*  1'E  A*G  E4H/  H  F(  (G  E9F  ~'E(1  E('4/.   'F  1H2  ('  '/"H1  2F/'F  E-E/  H  'GE*  "F  1'E  /'4*G  E4H/. 	 '3D'E    .'DB  E-EQ/  ( 5D9E)     *'1.  ~/'&4  ED'/  '  E7D(    0'*  1'E    *'1.  ~/'&4  'H1  'DFQ(  '  E7D(    ~:E(1    /F  E-E/Q    2F/  'H1  'E*    E0'1  FH    '/  E  EF''  ,'*'    	 	 					  						  							  										  ( 			)   							d	  					  				  						  								  							  			  		  			  				  						  ( 			) d	  							  				  			  		  							  				  							  				  				  					  				  			  		d		 	 	 	 	 	 	 	 	 M o h a m m e d ,   d i e   s k e p p e r   v a n   I s l a m ,   s e   g e b o o r t e d a t u m .   M a w l i d   b e t e k e n    n   h e i l i g e   f i g u u r   s e   v e r j a a r d a g   e n   a n - N a b i   b e t e k e n   P r o f e e t .   D i e   d a g   w o r d   m e t   h e r i n n e r i n g e   u i t   M o h a m m e d   s e   l e w e   e n   b e t e k e n i s   h e r d e n k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   d a t a   d e   n a s c i m e n t o   d e   M u h a m m a d ,   o   c r i a d o r   d o   I s l  .   M a w l i d   s i g n i f i c a   a n i v e r s  r i o   d e   u m a   f i g u r a   s a g r a d a   e   a n - N a b i   s i g n i f i c a   p r o f e t a .   O   d i a      c o m e m o r a d o   c o m o   a   r e c o r d a   o   d a   v i d a   e   s i g n i f i c  n c i a   d e   M u h a m m a d . 
 
 S T R _ H I J R I _ R A B I _ A W A L _ S H I A _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 R a b i   a w a l   s h i a 	 T h e   b i r t h   d a t e   o f   M u h a m m a d ,   t h e   c r e a t o r   o f   I s l a m .   M a w l i d   m e a n s   b i r t h d a y   o f   a   h o l y   f i g u r e   a n d   a n - N a b i   m e a n s   P r o p h e t .   T h e   d a y   i s   c o m m e m o r a t e d   w i t h   r e c o l l e c t i o n   o f   M u h a m m a d ' s   l i f e   a n d   s i g n i f i c a n c e . 	 
Oe-OFzU؞_HQwevQ-Nv k_  N^c NP^yVvNve CNk6 [/fc
Oe-HQwFzU؞_X;Ny[KN	0Vdk N)Y/f }_TVaFzU؞_vu}TTa0	 
OepQOFzU؞_HQwދevQ-Nv k_  N͋c N*N^y#WvNvދe CNk6 [/fc
OepQHQwFzU؞_?a;Ny[KN	0Vdkُ N)Y/f~_TV_FzU؞_vu}TTaINveP[0	 '1@4-!9.1!+!1  9I*#I2(2*2-4*%2!  M a l w i d   +!2"6'1@4-@-1(14L*44L  A%0  a n - N a b i   +!2"6#09I@G@I2  '15H@G-8*#LA+H2##3%66
5'4A%0'2!*31
-!9.1!+!1	 L a   f e c h a   d e   n a c i m i e n t o   d e   M a h o m a ,   e l   c r e a d o r   d e l   I s l a m .   M a l w i d   s i g n i f i c a   c u m p l e a  o s   d e   u n a   f i g u r a   s a n t a   y   a l - N a b u   s i g n i f i c a   p r o f e t a .   E l   d  a   s e   c o n m e m o r a   c o n   r e c u e r d o s   d e   l a   v i d a   d e   M a h o m a   y   s u   i m p o r t a n c i a .   	 L a   d a t e   d e   n a i s s a n c e   d e   M o h a m m a d ,   l e   p r o p h  t e   d e   I s l a m .   M a l w i d   s i g n i f i e   a n n i v e r s a i r e   d ' u n e   p e r s o n n e   s a i n t e   e t   a l - N a b i   s i g n i f i e   p r o p h  t e .   C e   j o u r   e s t   s p  c i a l   a v e c   d e s   h i s t o i r e s   d e   l a   v i e   d e   M o h a m m a d   e t   s o n   i m p o r t a n c e . 	 D e r   G e b u r t s t a g   M o h a m m e d s ,   d e s   G r  n d e r s   d e s   I s l a m s .   M a l w i d   s t e h t   f  r   d e n   G e b u r t s t a g   e i n e r   h e i l i g e n   P e r s o n ,   a l - N a b i   b e d e u t e t   P r o p h e t .   D e r   T a g   w i r d   m i t   E r i n n e r u n g e n   a n   M o h a m m e d s   L e b e n   u n d   s e i n e   B e d e u t u n g   b e g a n g e n . 	 5=L  @>645=8O  ?@>@>:0  03><5B0,   A>740B5;O  >A=>20B5;O  .   02;84     MB>  45=L  @>645=8O  A2OB>3>,   0  0;L- 018   ?@>@>:.   @074=8:  ?>A2OI5=  687=8  8  @>;8  ?@>@>:0  03><5B0. 	 I l   g i o r n o   d e l l a   n a s c i t a   d i   M a o m e t t o ,   i l   c r e a t o r e   d e l l  I s l a m .   M a l w i d   s i g n i f i c a   c o m p l e a n n o   d i   u n a   s a n t a   f i g u r a   e   a l - N a b i   s i g n i f i c a   p r o f e t a .   I l   g i o r n o   v i e n e   c o m m e m o r a t o   c o n   r i c o r d i   d e l l a   v i t a   d i   M a o m e t t o   e   d e l   s u o   v a l o r e . 	 JHE  EHD/  'DF(J  E-E/  13HD  'D%3D'E  -J+  *4J1  CDE)  " EHD/"   %DI  JHE  EJD'/  4.5J)  EB/3)  #E'  CDE)  " 'DF(HJ"   AGJ  %4'1)  %DI  F(J  'D%3D'E  E-E/  5DI  'DDG  9DJG  H3DE.   HJ*E  %-J'!  G0'  'DJHE  EF  .D'D  '3*1,'9  3J1)  'DF(J  HEF2D*G. 	 O   a n i v e r s  r i o   d e   M a o m  ,   o   c r i a d o r   d o   I s l  o .   M a l w i d   s i g n i f i c a   a n i v e r s  r i o   d e   u m a   f i g u r a   s a g r a d a   e   a l - N a b i   s i g n i f i c a   p r o f e t a .   O   d i a      c o m e m o r a d o   c o m   r e c o r d a   e s   d a   v i d a   e   d o   s i g n i f i c a d o   d e   M a o m  . 	 0s l a m ' 1n   k u r u c u s u   M u h a m m e d ' i n   d o u m   g  n  d  r .   M e v l  t   k u t s a l   b i r   k i _i n i n   d o u m g  n    v e   a l - N a b i   p e y g a m b e r   d e m e k t i r .   B u   g  n ,   M u h a m m e d ' i n   h a y a t 1  v e   y a p t 1k l a r 1  h a t 1r l a n a r a k   k u t l a n 1r . 	 N g  y   s i n h   c a   M u h a m m a d ,   n g i   s  n g   l p   o   H i .   M a w l i d   n g h )a   l    n g  y   s i n h   c a   m t   n h  n   v t   l i n h   t h i  n g   v    a n - N a b i   n g h )a   l    N h    t i  n   t r i .   N g  y   n  y   c   k   n i m   c  n g   v i   h i   c   v   i   s n g   v    n h   h n g   c a   M u h a m m a d . 	 U l a n g   t a h u n   M u h a m m a d ,   p e n y e b a r   a g a m a   I s l a m .   M a u l i d   a d a l a h   u l a n g   t a h u n   s o s o k   s u c i   d a n   a n - N a b i   a d a l a h   R a s u l .   H a r i   i n i   d i p e r i n g a t i   d e n g a n   n a p a k   t i l a s   p e r j a l a n a n   h i d u p   d a n   s i g n i f i k a n s i   N a b i   M u h a m m a d . 	 T a r i k h   k e p u t e r a a n   N a b i   M u h a m m a d   S A W ,   p e n g a s a s   I s l a m .   M a u l u d   b e r e r t i   t a r i k h   l a h i r   s e o r a n g   t o k o h   a g a m a   d a n   a l - N a b i   b e r e r t i   N a b i .   H a r i   i n i   d i r a i k a n   d e n g a n   m e m p e r i n g a t i   r i w a y a t   h i d u p   d a n   k e p e n t i n g a n   N a b i   M u h a m m a d   S A W .   	 	8	M	2	>	.	  	G	  8	M	%	>	*		,   .	A	9	.	M	.	&	  8	>	9	,	  	@	  	(	M	.	  $	?	%	?	d	  .	2	,	?	&	  	>	  .	$	2	,	  		  *	5	?	$	M	0	  5	M	/		M	$	?	  	>	  	(	M	.	&	?	(	  	0	  	2	  (	,	@	  	>	  	0	M	%	  9	H	  *	H		.	M	,	0	d	  	8	  &	?	(	  	K	  .	A	9	.	M	.	&	  	G	  	@	5	(	  	0	  .	9	$	M	5	  	G	  8	>	%	  	K	!	<	>	  	>	$	>	  9	H	d	  	 	 	 	 M o h a m e d   s z  l e t  s n a p j a   a z   i s z l  m   l  t r e j  t t  n e k   n a p j a .   A z   a m  l i d   e g y   s z e n t   s z e m  l y   s z  l e t  s n a p j  t   j e l e n t i ,   a z   a l - n a b i   p e d i g   p r  f  t  t   j e l e n t .   E z e n   a   n a p o n   M o h a m e d    l e t  r Ql    s   j e l e n t Qs  g  r Ql   e m l  k e z n e k   m e g . 	 	 	 	 D e   g e b o o r t e d a t u m   v a n   M o h a m e d ,   s t i c h t e r   v a n   d e   I s l a m .   M a w l i d   b e t e k e n t   v e r j a a r d a g   v a n   e e n   h e i l i g   p e r s o o n   e n   a n - N a b i   b e t e k e n t   p r o f e e t .   D e   d a g   w o r d t   g e v i e r d   m e t   h e r i n n e r i n g e n   a a n   h e t   l e v e n   e n   d e   b e t e k e n i s   v a n   M o h a m m e d . 	 	 	 Z i u a   l u i   M o h a m e d ,   c r e a t o r u l   r e l i g i e i   i s l a m i c e .   M a l w i d    n s e a m n   z i u a   d e   n a _t e r e   a   u n u i   s f  n t ,   i a r   a l - N a b i    n s e a m n   p r o f e t .   S r b t o r i r e a   a c e s t e i   z i l e   i n c l u d e   a m i n t i r i   d e s p r e   v i a ca   _i   i m p o r t a n ca   l u i   M o h a m e d . 	 	 	       ,     .                   ,         .                 . 	 	 	 2'/1H2  E-E/  4'19  /F  '3D'E.   ED'/  (G  2'/1H2  4.5*  1'E  A*G  E4H/  H  F(  (G  E9F  ~'E(1  E('4/.   'F  1H2  ('  '/"H1  2F/'F  E-E/  H  'GE*  "F  1'E  /'4*G  E4H/. 	 '3D'E    .'DB  E-EQ/  ( 5D9E)     *'1.  ~/'&4  ED'/  '  E7D(    0'*  1'E    *'1.  ~/'&4  'H1  'DFQ(  '  E7D(    ~:E(1    /F  E-E/Q    2F/  'H1  'E*    E0'1  FH    '/  E  EF''  ,'*'    	 	 					  						  							  										  ( 			)   							d	  					  				  						  								  							  			  		  			  				  						  ( 			) d	  							  				  			  		  							  				  							  				  				  					  				  			  		d		 	 	 	 	 	 	 	 	 M o h a m m e d ,   d i e   s k e p p e r   v a n   I s l a m ,   s e   g e b o o r t e d a t u m .   M a w l i d   b e t e k e n    n   h e i l i g e   f i g u u r   s e   v e r j a a r d a g   e n   a n - N a b i   b e t e k e n   P r o f e e t .   D i e   d a g   w o r d   m e t   h e r i n n e r i n g e   u i t   M o h a m m e d   s e   l e w e   e n   b e t e k e n i s   h e r d e n k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   d a t a   d e   n a s c i m e n t o   d e   M u h a m m a d ,   o   c r i a d o r   d o   I s l  .   M a w l i d   s i g n i f i c a   a n i v e r s  r i o   d e   u m a   f i g u r a   s a g r a d a   e   a n - N a b i   s i g n i f i c a   p r o f e t a .   O   d i a      c o m e m o r a d o   c o m o   a   r e c o r d a   o   d a   v i d a   e   s i g n i f i c  n c i a   d e   M u h a m m a d . 
 
 S T R _ H I J R I _ B D A Y _ A L I _ I B N _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 A l i   i b n   b d a y   d e t a i l s 	 A l i   i s   r e s p e c t e d   f o r   h i s   k n o w l e d g e ,   b e l i e f ,   h o n e s t y ,   u n b e n d i n g   d e v o t i o n   t o   I s l a m ,   d e e p   l o y a l t y   t o   M u h a m m a d ,   e q u a l   t r e a t m e n t   o f   a l l   M u s l i m s   a n d   g e n e r o s i t y   i n   f o r g i v i n g   h i s   d e f e a t e d   e n e m i e s ,   a n d   t h e r e f o r e   i s   c e n t r a l   t o   m y s t i c a l   t r a d i t i o n s   i n   I s l a m   s u c h   a s   S u f i s m . 	 Vp
Ojtv?̑
gRe
Oe-vzfga0O_0O0!qyIY{sT
\HQwIP'Yv}|^yTBf_NVp
\Fzeg'Y>wvlQck0waha0
\WeSueNvRU`_0RN'Y>wv
}VdkN1\P N#jbp
Oe-|^yz"uvW,gj0	 V:N
Osv?̑
gRN
OepQvzfga0O_0ڋO0eyIY.sT[HQwO'Yv~|^yTe_NV:NN[Fzeg'YOvlQck0waha0[%SLeNvvU`_0RN'YOv^VdkN1\Pς N7hb:N
OepQ|^yWNvW,gh_0	 -2%5  DI#12#17-*3+#1'2!#9I,   '2!@
7H-,   '2!7H-*1"L,   2#-84(C+I-4*%2!-"H2D!H%%0,   '2! 15H-!9.1!+!1,   @5"@H212#414-
2'!8*%4!8  A%0'2!C'I2C2#"B)C+I(1#9-@2  11I6@G(9"L%2-#0@5C(2*2-4*%2!  @
H  S u f i s m 	 A l i   e s   r e s p e t a d o   p o r   s u   c o n o c i m i e n t o ,   c r e e n c i a ,   h o n e s t i d a d ,   d e v o c i  n   f i r m e   a l   I s l a m ,   l e a l t a d   p r o f u n d a   a   M a h o m a ,   i g u a l   t r a t a m i e n t o   d e   t o d o s   l o s   m u s u l m a n e s   y   g e n e r o s i d a d   a l   p e r d o n a r   a   l o s   e n e m i g o s   d e r r o t a d o s ,   y   p o r   l o   t a n t o   e s   c e n t r a l   a   l a s   t r a d i c i o n e s   m  s t i c a s   d e l   I s l a m   c o m o   e s   e l   c a s o   d e l   S a f i s m o .   	 A l i   e s t   t r  s   r e s p e c t       c a u s e   d e   s e s   c o n n a i s s a n c e s ,   s a   f o i ,   s o n   h o n n  t e t  ,   s o n   d  v o u e m e n t      l ' I s l a m ,   s a   l o y a u t       M o h a m m a d ,   s o n   r e s p e c t    g a l   d e   t o u s   l e s   m u s u l m a n s   e t   s a   g  n  r o s i t    e n   p a r d o n n a n t   l e s   e n n e m i s   q u ' i l   a   b a t t u ,   e t   i l   e s t   u n e   f i g u r e   c e n t r a l e      c e r t a i n e s   t r a d i t i o n s   i s l a m i q u e s   c o m m e   l e   S u f i s m e . 	 A l i   w u r d e   w e g e n   s e i n e s   W i s s e n s ,   s e i n e s   G l a u b e n s ,   s e i n e r   A u f r i c h t i g k e i t ,   s e i n e r   u n b e u g s a m e   H i n g a b e   z u m   I s l a m ,   s e i n e r   f e l s e n f e s t e n   L o y a l i t  t   z u   M o h a m m e d ,   s e i n e r   G l e i c h b e h a n d l u n g   s  m t l i c h e r   M u s l i m e   u n d   s e i n e r   G r o  h e r z i g k e i t ,   m i t   d e r   e r   b e s i e g t e n   F e i n d e n   v e r g a b ,   g e a c h t e t .   D a h e r   s p i e l t   e r   e i n e   z e n t r a l e   R o l l e   i n   d e n   m y s t i s c h e n   T r a d i t i o n e n   d e s   I s l a m s ,   w i e   d e m   S u f i s m u s . 	 ;8  8725AB5=  A2>8<8  7=0=8O<8,   25@>9,   G5AB=>ABLN,   ?@825@65==>ABLN  8A;0<C  8  70?>254O<  ?@>@>:0  03><5B0,   @025=AB2C  <CAC;L<0=  8  25;8:>4CH8N  :  2@030<.   >MB><C  >=  O2;O5BAO  F5=B@0;L=>9  D83C@>9  <8AB8G5A:8E  B@048F89  8A;0<0  8  ACD87<0. 	 A l i      r i s p e t t a t o   p e r   l a   s u a   c o n o s c e n z a ,   f e d e ,   o n e s t  ,   d e v o z i o n e   i n t r a n s i g e n t e   a l l  I s l a m ,   g r a n d e   f e d e l t    a   M a o m e t t o ,   t r a t t a m e n t o   e q u o   d i   t u t t i   i   m u s u l m a n i   e   g e n e r o s i t    n e l   p e r d o n a r e   i   s u o i   n e m i c i   s c o n f i t t i .   S i   t r a t t a   q u i n d i   d i   u n a   f i g u r a   c e n t r a l e   d e l l e   t r a d i z i o n i   m i s t i c h e   d e l l  I s l a m ,   c o m e   i l   s u f i s m o . 	 J-8I  'D%E'E  " 9DJ"   ('D*B/J1  D-CE*G  H%JE'FG  H5/BG  H%.D'5G  'DE*A'FJ  AJ  ./E)  'D%3D'E  HHA'&G  'DC(J1  DDF(J  E-E/  HE3'H'*G  (JF  ,EJ9  'DE3DEJF  AJ  'DE9'ED)  HC1EG  H9AHG  9F  #9/'&G  'DEFG2EJF  HD0'  AGH  1E2  #3'3J  AJ  'D*1'+  'D1H-J  AJ  'D%3D'E  E+D  'D*1'+  'D5HAJ. 	 A l i      r e s p e i t a d o   p e l a   s u a   s a b e d o r i a ,   f  ,   h o n e s t i d a d e ,   f i r m e   d e v o   o   a o   I s l  o ,   p r o f u n d a   l e a l d a d e   a   M a o m  ,   i g u a l d a d e   d e   t r a t a m e n t o   p a r a   c o m   t o d o s   o s   m u  u l m a n o s   e   g e n e r o s i d a d e   a   p e r d o a r   o s   s e u s   i n i m i g o s   d e r r o t a d o s ,   s e n d o   p o r   i s s o   o   c e n t r o   d e   t r a d i   e s   m  s t i c a s   d o   I s l  o   c o m o   o   S u f i s m o . 	 A l i ' y e ,   b i l g i s i ,   i n a n c 1,   d  r  s t l   ,   0s l a m ' a   k e n d i n i   a d a m 1_l 11,   M u h a m m e d ' e   b a l 1l 11,   t  m   M  s l  m a n l a r ' a   e _i t   d a v r a n m a s 1  v e   y e n d i i   d  _m a n l a r 1n 1  a f f e t m e s i   v e   b u n a   b a l 1  o l a r a k   T a s a v v u f   g i b i   m i s t i k   0s l a m   g e l e n e k l e r i n i n   m e r k e z i   o l a r a k   s a y g 1  d u y u l u r . 	 A l i   c   k  n h   t r n g   v    k i n   t h c ,   l  n g   t i n ,   s   t h  n h   t  m ,   t n   t y   b n   b   v i   o   H i ,   l  n g   t r u n g   t h  n h   s  u   s c   v i   M u h a m m a d ,   i   x   c  n g   b n g   v i   m i   t  n     H i   g i  o   v    r n g   l n g   t r o n g   v i c   t h a   t h   c h o   k   t h    b    n g    n h   b i   v    v    v y    n g   l    t r n g   t  m   c a   c  c   t r u y n   t h n g   h u y n   b    t r o n g   o   H i   n h   T h u y t   h u y n   b  . 	 A l i   d i h o r m a t i   k a r e n a   p e n g e t a h u a n ,   k e y a k i n a n ,   k e j u j u r a n ,   d a n   k e t a a t a n n y a   p a d a   I s l a m ,   l o y a l i t a s n y a   y a n g   m e n d a l a m   k e p a d a   N a b i   M u h a m m a d ,   p e r l a k u a n   y a n g   s a m a   k e p a d a   s e m u a   u m a t   M u s l i m ,   s e r t a   k e m u l i a a n n y a   d a l a m   m e m a a f k a n   m u s u h - m u s u h   y a n g   b e l i a u   t a k l u k k a n ,   d a n   k a r e n a n y a   m e n j a d i   p u s a t   b u d a y a   m i s t i k   d a l a m   I s l a m   s e p e r t i   S u f i s m e . 	 A l i   d i h o r m a t i   b a g i   i l m u ,   k e p e r c a y a a n   d a n   k e j u j u r a n n y a ,   k e t a a t a n n y a   k e p a d a   I s l a m ,   k e s e t i a a n n y a   k e p a d a   N a b i   M u h a m m a d   S A W ,   p e r l a k u a n   a d i l n y a   t e r h a d a p   s e m u a   u m a t   I s l a m   d a n   b e l a s   k a s i h a n n y a   k e p a d a   m u s u h   y a n g   d i t e w a s k a n n y a ,   d a n   o l e h   i t u   i a l a h   s e o r a n g   t o k o h   p e n t i n g   d a l a m   t r a d i s i   m i s t i k   I s l a m   s e p e r t i   d a l a m   a m a l a n   a h l i   S u f i s m . 	 	2	@	  	>	  8	.	M	.	>	(	  	*	(	G	  	M		>	(	,   5	?	6	M	5	>	8	,   	.	>	(	&	>	0	@	,   	8	M	2	>	.	  	G	  2	?		  	9	0	@	  (	?	7	M	 	>	,   .	A	9	.	M	.	&	  	G	  2	?		  5	+	>	&	>	0	@	,   8	-	@	  .	A	8	2	.	>	(	K		  	G	  ,	0	>	,	0	  	>	  5	M	/	5	9	>	0	,   	*	(	G	  *	0	>		?	$	  &	A	6	M	.	(	K		  	K	    	M	7	.	>	  	0	(	G	  .	G		  		&	>	0	$	>	  	G	  2	?		  	?	/	>	  	>	$	>	  9	H	  	0	  	8	2	?		  	8	M	2	>	.	  	@	  0	9	8	M	/	.	/	  *	0		*	0	>			  	H	8	G	  8	B	+	@	  .	$	  	G	  	G		&	M	0	  .	G		  9	H		  	 	 	 	 A l i t   a   t u d  s   r t ,   h i t   r t ,   b e c s  l e t e s s  g   r t ,   a z   i s z l  m   i r  n t i   t  n t o r  t h a t a t l a n   o d a a d  s   r t ,   M o h a m e d   i r  n t i   m  l y   h qs  g   r t   t i s z t e l i k .   A z  r t ,   a h o g y a n   m i n d e n   m u s z l i m o t   e g y e n l Q  b  n  s m  d b a n   r  s z e s  t e t t ,    s   n a g y l e l k qs  g   r t ,   a m i v e l   l e g y Qz  t t   e l l e n s  g e i n e k   m e g b o c s  t o t t .   E z  r t   a z   Q  s z e m  l y e   a z   i s z l  m   m i s z t i k a   h a g y o m  n y a i ,   p  l d  u l   a   s z  f i z m u s ,   s z  m  r a   k  z p o n t i   j e l e n t Qs  g q. 	 	 	 	 A l i   w o r d t   g e r e s p e c t e e r d   v a n w e g e   z i j n   k e n n i s ,   g e l o o f ,   e e e r l i j k h e i d ,   o n k r e u k b a r e   t o e w i j d i n g   a a n   d e   I s l a m ,   l o y a l i t e i t   a a n   M o h a m e d ,   g e l i j k e   b e h a n d e l i n g   v o o r   a l l e   M o s l i m s   e n   e d e l m o e d i g h e i d   b i j   h e t   v e r g e v e n   v a n   v e r s l a g e n   v i j a n d e n .   H i j   s t a a t   d a n   o o k   c e n t r a a l   b i j   m y s t i e k e   t r a d i t i e s   i n   d e   I s l a m   z o a l s   h e t   S o e f i s m e . 	 	 	 A l i   e s t e   r e s p e c t a t   p e n t r u   c u n o _t i n ce l e ,   c r e d i n ca ,   o n e s t i t a t e a ,   d e v o t a m e n t u l   n e c l i n t i t   f a c  d e   r e l i g i a   i s l a m i c ,   l o i a l i t a t e a   p r o f u n d   f a c  d e   M o h a m e d ,   t r a t a r e a   m u s u l m a n i l o r   c a   f i i n ce   e g a l e   _i   g e n e r o z i t a t e a   c u   c a r e    _i   i e r t a   d u _m a n i i    n v i n _i .   P r i n   u r m a r e ,   e l   r e p r e z i n t   p u n c t u l   c e n t r a l   a l   u n o r   t r a d i ci i   i s l a m i c e   m i s t i c e ,   c u m   a r   f i   s u f i s m u l . 	 	 	         ,   ,             ,             ,                         .     ,                 ,       ( S u f i s m ) . 	 	 	 9D  (.'71  E91A*  'E'F  5/'B*  '9*B'/  1'3.  (G  '3D'E  HA'/'1  9EB  (G  E-E/  19'*  *3'H  E'F  E3DE'F'F  H  4AB*  /1  9AH  /4EF'F  G2E*  'A*G  EH1/  '-*1'E  E('4/  H  (F'(1'F  /1  71B*  G'  91A'F  GEHF  5HA1  FB4  E-H1  /'1/. 	 9D  '~F  9DE*  BF  'E'F/'1  +'(*  B/E    3'*  '3D'E    *&  .H/3~1/  E-EQ/  3  1  HA'/'1  *E'E  E3DEH    3'*  3'  3DH  'H1  '~F  43*  .H1/  /4EFH  H  E9'A  1/F    H,  3  D'&B  '-*1'E    'H1  '3  H,  3  '3D'E  E  31Q  1H''*  ,3  E3D  5HA'!  '  E12  	 	 				  					  			  					,   							,   				,   							  					  			  				  						  			  								  ( 			)   					  			  			  					,   			  									  				  				  				  			  						  							  					  				  		  						  										  				  						  			  		d	  				  							  				  						  									  									 	 	 	 	 	 	 	 	 A l i   w o r d   v i r   s y   k e n n i s ,   g e l o o f ,   e e r l i k h e i d ,   o n w r i k b a r e   t o e w y d i n g   a a n   I s l a m ,   d i e p g a a n d e   l o j a l i t e i t   t e e n o o r   M o h a m m e d ,   g e l y k e   b e h a n d e l i n g   v a n   a l l e   M o s l e m s   e n   r u i m h a r t i g h e i d   i n   d i e   v e r g i f n i s   v a n   s y   v e r s l a n e   v y a n d e ,   g e r e s p e k t e e r ;   h y   s t a a n   d u s   s e n t r a a l   i n   m i s t i e k e   t r a d i s i e s   b i n n e   I s l a m ,   b v .   S u f  s m e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l i      r e s p e i t a d o   p e l a   s u a   s a b e d o r i a ,   f  ,   h o n e s t i d a d e ,   f i r m e   d e v o   o   a o   I s l  o ,   p r o f u n d a   l e a l d a d e   a   M a o m  ,   i g u a l d a d e   d e   t r a t a m e n t o   p a r a   c o m   t o d o s   o s   m u  u l m a n o s   e   g e n e r o s i d a d e   a   p e r d o a r   o s   s e u s   i n i m i g o s   d e r r o t a d o s ,   s e n d o   p o r   i s s o   o   c e n t r o   d e   t r a d i   e s   m  s t i c a s   d o   I s l  o   c o m o   o   S u f i s m o . 
 
 S T R _ H I J R I _ I S R A _ M I R A I _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 I s r a   a n d   m i r a n   d e t a i l s 	 I s r a   r e f e r s   t o   t h e   j o u r n e y   o f   M u h a m m a d   f r o m   M e c c a   t o   a   d i s t a n t   m o s q u e   i n   J e r u s a l e m   o n   t h e   b a c k   o f   a   h e a v e n l y   c r e a t u r e   c a l l e d   a l - b u r a q .   F r o m   t h e r e   H e   b e g a n   H i s   j o u r n e y   t o   t h e   h e a v e n   ( M i r a j )   w h e r e   t h e   A l l a h   g a v e   t h e   o r d e r s   o f   5   t i m e s   p r a y e r   a   d a y ,   a n d   b a c k   t o   M e c c a   o n   t h e   s a m e   n i g h t .   T h e r e   a r e   n o   c e l e b r a t i o n s   b y   M u s l i m s ,   o n l y   t h e   s t o r y   o f   M i r a j   i s   t o l d   t o   t h e   c h i l d r e n   v i a   p o e t r y ,   c h a n t s   o r   l e c t u r e s .   S w e e t s   a n d   f o o d   a r e   d i s t r i b u t e d   i n   a   f e s t i v e   a t m o s p h e r e . 	  Nebe  N^cOXN)YԚ ir_ReL0R6dQ`[vLz0VdkOYvQeL0R)YX_w;NbNk)YN!kbRO&N(WvuZfԏVNR0Fzeg
NpdkZPpva]y\P{vEeNN[YeWGr0Lkfb^vb__f}i[P[P&N(W{ev#ll|vf}NP|gTߘir0	  Nebe  N͋cOXN)YSO irNReL0R6dQ܏[vLz01udkO _YvQeL0R)YXTw;N#bNk)YN!kbROv^(WS_ZfԏVNR0Fzeg
N:Ndk\O:N^]y\ُ*N{vEeNN[YeVGr0Lkfb^vb__~i[P[Nv^(Wevll̑S~NN|gTߘir0	 -4*#2  +!2"62#@42-!9.1!+!12#@!0D"1!1*"45H-"9H+H2D%C#8@"#92@%G!  +%1-*1'L5H!22*'##L5H@#5"'H2  -1%- 9#1  25H1H  @2@#4H!2#@42D"1*'##L  ( M i r a j )   6H#0-1%@%20+L*1HC+I*'!L'1%0  5   #1I,   A%0%1D"1#@!0C7@5"'1  D!H!52#	%-B"
2'!8*%4!,   !5@5"@#7H-#2'-  M i r a j   5H9@%H2H2D"1@GF  H2B%  	1L  2"L  %-,   @%  +#7-@#5"@H21I  -+'2A%0-2+2#9AH2"C##"22(-2	%-	 I s r a   s e   r e f i e r e   a l   v i a j e   d e   M a h o m a   d e s d e   l a   M e c a   h a s t a   u n a   m e z q u i t a   d i s t a n t e   e n   J e r u s a l  n   e n   e l   l o m o   d e   u n a   c r i a t u r a   c e l e s t i a l   l l a m a d a   a l - b u r a n g .   D e s d e   e n t o n c e s   c o m e n z    s u   v i a j e   h a s t a   e l   c i e l o   ( M i r a j )   e n   d o n d e   A l    l e   d i o   l a   o r d e n   d e   r e z a r   5   v e c e s   a l   d  a   y   r e g r e s a r   a   l a   M e c a   l a   m i s m a   n o c h e .   N o   h a y   c e l e b r a c i o n e s   d e   p a r t e   d e   l o s   M u s u l m a n e s ,   s  l o   s e   r e l a t a   l a   h i s t o r i a   d e   M i r a j   a   l o s   n i  o s   a   t r a v  s   d e   p o e m a s ,   c  n t i c o s   o   l e c t u r a s .   S e   d i s t r i b u y e n   d u l c e s   y   a l i m e n t o s   e n   u n a   a t m  s f e r a   f e s t i v a .   	 I s r a   c o r r e s p o n d   a u   v o y a g e   d e   M o h a m m a d   d e   l a   M e c q u e      u n e   m o s q u  e      J  r u s a l e m   s u r   u n e   c r  a t u r e   q u i   e s t   d e s c e n d u e   d u   p a r a d i s   e t   q u i   e s t   a p p e l  e   a l - b u r a q .   I l   e s t   e n s u i t e   a l l    a u   p a r a d i s   ( M i r a j )   o    A l l a h   a   d o n n    l ' o r d r e   d e   p r i e r   5   f o i s   p a r   j o u r ,   p u i s   i l   e s t   r e t o u r n       l a   M e c q u e   l a   m  m e   n u i t .   L e s   m u s u l m a n s   e n   g  n  r a l   n e   c  l  b r e   p a s   c e c i ,   m a i s   l ' h i s t o i r e   d e   M i r a j   e s t   g  n  r a l e m e n t   r  c i t  e   a u x   e n f a n t s ,   d a n s   d e s   p o  m e s   o u   d e s   c h a n s o n s .   D e s   b o n b o n s   e t   d e   l a   n o u r r i t u r e   e s t   a u s s i   d i s t r i b u  e   d a n s   u n e   a t m o s p 	 I s r a   n e n n t   s i c h   d i e   R e i s e   M o h a m m e d s   v o n   M e k k a   z u   e i n e r   w e i t   e n t f e r n t e n   M o s c h e e   i n   J e r u s a l e m      a u f   d e m   R  c k e n   e i n e r   h i m m l i s c h e n   K r e a t u r ,   d i e   a l - b u r a q   g e n a n n t   w u r d e .   H i e r   b e g a n n   s e i n e   R e i s e   i n   d e n   H i m m e l   ( M i r a j ) ,   w o   e r   v o n   A l l a h   5   G e b e t e   p r o   T a g   a u f g e t r a g e n   b e k a m .   N o c h   i n   d e r s e l b e n   N a c h t   k e h r t e   e r   n a c h   M e k k a   z u r  c k .   M i r a j   w i r d   n i c h t   v o n   d e n   M u s l i m e n   g e f e i e r t ;   e s   h a n d e l t   s i c h   u m   e i n e   G e s c h i c h t e ,   d i e   K i n d e r n   i n   G e d i c h t e n ,   L i e d e r n   o d e r   E r z  h l u n g e n   v e r m i t t e l t   w i r d .   D a z u   g i b t   e s   S   i g k e i t e n   u n d   S p e i s e 	 A@0  >B=>A8BAO  :  ?CB5H5AB28N  ?@>@>:0  03><5B0  87  5::8  2  >B40;5==CN  <5G5BL  2  5@CA0;8<5  =0  A?8=5  =515A=>3>  682>B=>3>,   0;L- 1C@0:0.   BBC40  >=  =0G0;  A2>5  ?CB5H5AB285  =0  =51>  ( 8 @046) ,   345  ?>;CG8;  >B  ;;0E0  ?@8:07  <>;8BLAO  ?OBL  @07  2  45=L,   0  70B5<  25@=C;AO  2  5::C  2  BC  65  =>GL.   CAC;L<0=5  =5  ?@074=CNB  MB>B  ?@074=8:,   =>  ?5@540NB  8AB>@8N  8 @046  45BO<  2  2845  ?>M788,   ?5A5=  8;8  @0AA:07>2.    0740NBAO  A;04>AB8  8  540. 	 I s r a   s i   r i f e r i s c e   a l   v i a g g i o   d i   M a o m e t t o   d a l l a   M e c c a   v e r s o   u n a   l o n t a n a   m o s c h e a   a   G e r u s a l e m m e   s u l   d o r s o   d i   u n a   c r e a t u r a   d i v i n a   c h i a m a t a   a l - b u r a q .   D a   l    e b b e   i n i z i o   i l   s u o   v i a g g i o   v e r s o   i l   P a r a d i s o   ( M i r a j ) ,   d o v e   A l l a h   d i e d e   l  o r d i n e   d i   p r e g a r e   5   v o l t e   a l   g i o r n o ,   e   p o i   i l   r i t o r n o   a l l a   M e c c a   n e l   c o r s o   d e l l a   s t e s s a   n o t t e .   I     m u s u l m a n i   n o n   c e l e b r a n o   q u e s t a   r i c o r r e n z a ,   n a r r a n o   s o l o   l a   s t o r i a   d i   M i r a j   a i   b a m b i n i   c o n   p o e s i e ,   c a n t i   o   r a c c o n t i .   I n   u n  a t m o s f e r a   d i   f e s t a   s i   d i s t r i b u i s c o n o   d o l c i   e   c i b i . 	 *4J1  CDE)  " 'D%31'!"   %DI  1-D)  'DF(J  E-E/  EF  EC)  %DI  'DE3,/  'D#B5I  ('DB/3  9DI  8G1  E.DHB  3E'HJ  J3EI  'D(1'B.   HEF  GF'C  (/#  'D13HD  1-D*G  %DI  'D3E'!  ( 'DE91',)   -J+  CDAG  'DDG  ('D5DH'*  'D.E3  H9'/  'D13HD  %DI  EC)  AJ  FA3  'DDJD).   HD'  JBJE  'DE3DEHF  '-*A'D'K  DG0G  'DEF'3()  HJC*AHF  (1H'J)  B5)  'DE91',  D#7A'DGE  AJ  5H1)  491  #H  #F'4J/  #H  E-'61'*.   CE'  J*E  *H2J9  'D-DHI  H'D79'E  AJ  ,H  EF  'D'-*A'D. 	 I s r a   r e f e r e - s e      v i a g e m   d e   M a o m    a   p a r t i r   d e   M e c a   a t    u m a   m e s q u i t a   d i s t a n t e   e m   J e r u s a l  m ,   m o n t a d o   n u m a   c r i a t u r a   c e l e s t e   c h a m a d a   a l - b u r a q .   D a l i   E l e   c o m e  o u   a   S u a   v i a g e m   a t    a o   c  u   ( M i r a j )   o n d e   A l    o r d e n o u   5   o r a   e s   p o r   d i a ,   e   v o l t o u   a   M e c a   n o   m e s m o   d i a .   O s   m u  u l m a n o s   n  o   f a z e m   c e l e b r a   e s ,   c o n t a m   a p e n a s   a   h i s t  r i a   d e   M i r a j    s   c r i a n  a s   a t r a v  s   d e   p o e s i a ,   c  n t i c o s   o u   s e r m  e s .   S  o   d i s t r i b u  d o s   d o c e s   e   c o m i d a   n u m a   a t m o s f e r a   f e s t i v a . 	 I s r a ,   M u h a m m e d ' i n   M e k k e ' d e n   K u d  s ' d e k i   b i r   c a m i y e   B u r a k   o l a r a k   a d l a n d 1r 1l a n   b i r   d e v e n i n   s 1r t 1n d a   g i d i _i n i   a n l a t 1r .   B u r a d a n   A l l a h ' 1n   o n a   g  n d e   5   d e f a   d u a   e t m e k   e m r i n i   v e r d i i   c e n n e t e   ( M i r a  )   s e y a h a t i   b a _l a r   v e   a y n 1  g e c e   M e k k e ' y e   g e r i   d  n e r .   M  s l  m a n l a r   t a r a f 1n d a n   h e r h a n g i   b i r   k u t l a m a   y a p 1l m a z   s a d e c e    o c u k l a r a   M i r a    h i k a y e s i   a n l a t 1l 1r ,   _i i r l e r   v e   h i k a y e l e r   s  y l e n i r .   B a y r a m   a t m o s f e r i   i  i n d e   _e k e r   v e   y i y e c e k   d a 1t 1l 1r . 	 I s r a   n  i   v   c u c   h  n h   t r  n h   c a   M u h a m m a d   t   t h  n h   a   M e c c a   n   m t   n   t h   H i   g i  o   x a   x  i     J e r u s a l e m   t h e o   c h  n   m t   v   t h n   t  n   l    a l - b u r a q .   T    y    n g   b t   u   c u c   h  n h   t r  n h   l  n   t r i   ( M i r a j )   n i   m    m    t h  n h   A l l a h   r a   l n h   c u   n g u y n   n m   l n   m t   n g  y   v    t r   v   t h  n h   a   M e c c a   c  n g    m    .   K h  n g   c    c  c   h o t   n g   k   n i m   b i   t  n     H i   g i  o ,   c h   c    c  u   c h u y n   v   M i r a j   c   k   c h o   t r   e m   q u a   t h   c a ,   t h  n h   c a   h a y   l i   t h u y t   g i  o .   B  n h   k o   v    t h c   n   c   p h  n   p h  t   t r o n g   b u   k h  n g   k h    l   h i . 	 I s r a   a d a l a h   p e r j a l a n a n   N a b i   M u h a m m a d   d a r i   M e k a h   k e   m a s j i d   d i   Y e r u s a l e m   d i   a t a s   m a k h l u k   s u r g a   y a n g   d i s e b u t   b u r a q .   D a r i   s a n a ,   B e l i a u   m e m u l a i   p e r j a l a n a n n y a   k e   s u r g a   ( M i ' r a j )   u n t u k   m e n e r i m a   p e r i n t a h   s h a l a t   s e b a n y a k   5   k a l i   s e h a r i   d a r i   A l l a h ,   d a n   k e m b a l i   k e   M e k a h   p a d a   m a l a m   y a n g   s a m a .   T i d a k   a d a   p e r a y a a n   o l e h   u m a t   M u s l i m ,   h a n y a   k i s a h   M i ' r a j   y a n g   d i s a m p a i k a n   k e p a d a   a n a k - a n a k   m e l a l u i   p u i s i ,   n y a n y i a n ,   a t a u   c e r a m a h .   M a n i s a n   d a n   m a k a n a n   d i b e r i k a n   d a l a m   s u a s a n a   y a n g   m e r i a h . 	 I s r a k   m e r u j u k   k e p a d a   p e r j a l a n a n   N a b i   M u h a m m a d   S A W   d a r i   M a k k a h   k e   s e b u a h   m a s j i d   j a u h   d i   B a i t u l m a q d i s   d i   b e l a k a n g   s e e k o r   b i n a t a n g   m i s t i k   b e r n a m a   b u r a q .   D a r i   s i t u ,   b a g i n d a   m e m u l a k a n   p e r j a l a n a n n y a   k e   s y u r g a   ( M i k r a j )   d i   m a n a   A l l a h   S W T   m e n u r u n k a n   w a h y u   u n t u k   b e r s e m b a h y a n g   5   k a l i   s e h a r i   d a n   k e m b a l i   k e   M a k k a h   p a d a   m a l a m   y a n g   s a m a .   H a r i   i n i   t i d a k   d i r a y a k a n   o l e h   u m a t   I s l a m ,   t e t a p i   h i k a y a t   M i k r a j   d i c e r i t a k a n   k e p a d a   k a n a k - k a n a k   m e l a l u i   p u i s i ,   d i k i r   a t a u   c e r a m a h .   M a n i s a n   d a n   m a k a n a n   d i e d a r k a n   d a l a m   s u a s a n a   	 		  8	M	5	0	M		@	/	  	@	5	  	2	  ,	A	0	>		  	@	  *	@	 	  *	0	  .		M		>	  8	G	  /	0	B	6	2	G	.	  	@	  		  &	B	0	8	M	%	  .	8	M		?	&	  $		  	@	  .	A	9	.	M	.	&	  8	>	9	,	  	@	  /	>	$	M	0	>	  	8	M	0	>	  	9	2	>	$	@	  9	H	d	  5	9	>		  8	G	  		(	M	9	K		(	G	  8	M	5	0	M		  ( M i r a j )   	@	  	*	(	@	  /	>	$	M	0	>	  6	A	0	B	  	@	  	9	>		  	2	M	2	>	9	  (	G	  		  &	?	(	  .	G		  5   ,	>	0	  (	.	>		  	>	  	&	G	6	  &	?	/	>	  	0	  		8	@	  0	>	$	  .	G		  5	>	*	8	  .		M		>	  		d	  .	A	8	2	.	>	(	K		  &	M	5	>	0	>	  	K		  8	.	>	0	K	9	  (	9	@		  	?	/	>	  	/	>	,   	G	5	2	  .	?	0	>		  	@	  	9	>	(	@	  	K	  	5	?	$	>	,   .		$	M	0	  /	>	  5	M	/	>		M	/	>	(	  	G	  .	>	'	M	/	.	  8	G	  ,		M		K		  	K	  8	A	(	>		  	>	$	@	  9	H		d	  		$	M	8	5	  	G	  .	>	9	L	2	  .	G		  .	?	 	>		  	0	  -	K		(	  5	?	$	0	?	$	  	?	/	>	  	>	$	>	  9	H	d	  	 	 	 	 A   i s z r a   M o h a m e d   a z o n   u t a z  s  t   j e l e n t i ,   m e l y n e k   s o r  n   M o h a m e d   M e k k  b  l   a   t  v o l i   J e r u z s  l e m   e g y i k   m e c s e t j  b e   s z  g u l d o t t   e l   e g y   m e n n y e i   l  n y ,   a l - b o r a k   h  t  n .   O n n a n   i n d u l t   e l   m e n n y e i   u t a z  s  r a   ( m i r  d z s ) ,   a m i k o r   I s t e n   a   n a p i    t   a l k a l o m m a l   v a l    i m a   p a r a n c s  t   a d t a .    s   m  g   u g y a n e z e n   a   n a p o n   t  r t   v i s s z a   M e k k  b a .   E z t   a z   e s e m  n y t   a   m u s z l i m o k   n e m   s z o k t  k    n n e p e l n i ,   d e   a   g y e r e k e k   v e r s e k k e l ,    n e k e k k e l ,   o l v a s m  n y o k k a l   e m l  k e z n e k   m e g   a   m i r a d z s r  l .    n n e p i   h a n g u l a t b a n    d e s s  g e k e t    s   e n n i v a l  t   s z o k  s   e   n a p o n   o s z t 	 	 	 	 I s r a   v e r w i j s t   n a a r   d e   r e i s   v a n   M o h a m e d   v a n   M e k k a   n a a r   e e n   v e r r e   m o s k e e   i n   J e r u s a l e m   o p   d e   r u g   v a n   e e n   h e m e l s   s c h e p s e l   g e n a a m d   a l - b u r a q .   D a a r   b e g o n   z i j n   r e i s   n a a r   d e   h e m e l   ( M i r a j )   w a a r   A l l a h   h e m   b e v a l   v i j f   k e e r   p e r   d a g   t e   b i d d e n ,   e n   t e r u g   n a a r   M e k k a   o p   d e z e l f d e   n a c h t .   D i t   w o r d t   n i e t   g e v i e r d   d o o r   d e   M o s l i m s ,   a l l e e n   h e t   v e r h a a l   v a n   M i r a j   w o r d t   i n   g e d i c h t e n ,   l i e d e r e n   o f   t e k s t e n   a a n   k i n d e r e n   v e r t e l d .   S n o e p j e s   e n   e t e n   w o r d e n   i n   e e n   f e e s t e l i j k e   a t m o s f e e r   u i t g e d e e l d . 	 	 	 I s r a   r e p r e z i n t   c l t o r i a   l u i   M o h a m e d   d e   l a   M e c c a   l a   o   m o s c h e e    n d e p r t a t   d i n   I e r u s a l i m ,   c l a r e   p e   o   c r e a t u r   d i v i n   n u m i t   a l - b u r a q .   D e   a c o l o ,   M o h a m e d   _i - a    n c e p u t   c l t o r i a   c t r e   c e r   ( M i r a j ) ,   d e   u n d e   a   p r i m i t   o r d i n   d e   l a   A l l a h   s   s e   r o a g e   d e   5   o r i   p e   z i ,   _i   s - a    n t o r s   l a   M e c c a    n   a c e e a _i   n o a p t e .   M u s u l m a n i i   n u   s r b t o r e s c   a c e a s t   c l t o r i e ,    n s   c l t o r i a   c t r e   M i r a j   e s t e   p o v e s t i t   c o p i i l o r   p r i n   p o e z i i ,   c  n t e c e   s a u   p r e d i c i .   S e    m p a r t   d u l c i u r i   _i   m  n c a r e    n t r - o   a t m o s f e r   d e   s r b t o a r e . 	 	 	                                   .                   ( ' ) ,                 ,             .         ,           '         ,       .           . 	 	 	 '31'!  (G  3A1  E-E/  '2  EG  (G  E3,/  /H1/3*  /1  'H14DE  (1~4*  E.DHB  "3E'F  (G  F'E  (O1'B  A*G  E4H/.   H  3A1  .H/  1'  '2  "F,'  (G  (G4*  ( E91',)   ,'G  'DDG  (G  'H  A1E'F  1H2  5   ('1  FE'2  1'  /'/  ":'2  1/  H  GE'F  4(  (G  EG  (14*.   E3DE'F'F  /1  'F  1H2  G  ,4F  FE1F/  H  AB7  /'3*'F  E91',  1'  /1  B'D(  491  31H/  H  .7'(G  (1'  '7A'D  FBD  EFF/.   /1  FF  E-7  ~1  '2  31H1  :0'  H  41F  E'F  GE'F  /3*  (G  /3*  E4H/. 	 '31'!  3  E1'/  (1'B  F'E  "3E'F  E.DHB    ~4*  ~1  3H'1  H1  EQ  3  D  1  1H4DE  E  H'B9  /H1  /1'2    '  E3,/  *  '  3A1      H  3  'FH  F  "3E'F  '  '~F'  3A1  ( E91',)   41H9  '  ,'  'DD  F  'F  5   HB*    FE'2  ~F  '  -E  /'  'H1  '3  1'*  H  EQ  H'~3  H&  E3DEH    019  H&  *B1(  F  EF'&  ,'*    51A  '49'1  -E/  'H1  .7('*    *H37  3  (H  H  E91',  '  H'B9  3F''  ,'*'    'H1  '  ~O1*B1(  A6'  E  41F  'H1  'F'  *B3E  '  ,'*'  	 	 						  						  			  		  					  				  								  					  										  				  								  								  				  		- 						  			  						  								d	  					  				  				  						  				  								  							  									  						  						  					  					  				  						  					  				  				  				  									  			  				  			  					  					  				  								d											  					  				  				  				  				  			  		,   									  					,   				  								  							  							  			  									  			  		d					  				  							  						  	  					  					  			  		d		 	 	 	 	 	 	 	 	 I s r a   v e r w y s   n a   M o h a m m e d   s e   r e i s   v a n a f   M e k k a   n a   ' n   v e r a f   m o s k e e   i n   J e r u s a l e m   o p   d i e   r u g   v a n   ' n   h e m e l s e   w e s e   g e n a a m d   a l - b u r a q .   V a n   d a a r   h e t   h y   s y   r e i s   h e m e l   ( M i r a j )   t o e   a a n g e p a k ,   w a a r   A l l a h   h o m   b e v e e l   h e t   o m   5   k e e r   p e r   d a g   t e   b i d ,   e n   h y   i s   d i e s e l f d e   a a n d   t e r u g   M e k k a   t o e .   M o s l e m s   v i e r   d i t   n i e ,   n e t   d i e   s t o r i e   v a n   M i r a j   w o r d   a a n   d i e   k i n d e r s   d e u r   d i g k u n s ,   d r e u n s a n g   o f   l e s s e ,   v e r t e l .   L e k k e r g o e d   e n   k o s   w o r d   u i t g e d e e l   i n   ' n   f e e s t e l i k e   a t m o s f e e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I s r a   r e f e r e - s e      j o r n a d a   d e   M u h a m m a d   d e   M e c a   a   u m a   m e s q u i t a   e m   J e r u s a l  m   n a s   c o s t a s   d e   u m a   c r i a t u r a   d i v i n a   c h a m a d a   a l - b u r a q .   D e   l  ,   e l e   c o m e  o u   s u a   j o r n a d a   a o   p a r a  s o   ( M i r a j )   o n d e   A l    d e u   a s   o r d e n s   d e   5   o r a   e s   p o r   d i a ,   e   d e   v o l t a   a   M e c a   n a   m e s m a   n o i t e .   N  o   h    c e l e b r a   e s   p e l o s   m u  u l m a n o s ,   s o m e n t e   a   h i s t  r i a   d e   M i r a j      c o n t a d a    s   c r i a n  a s   a t r a v  s   d a   p o e s i a ,   c  n t i c o s   o u   s e r m  e s .   D o c e s   e   c o m i d a   s  o   d i s t r i b u  d o s   e m   u m a   a t m o s f e r a   f e s t i v a . 
 
 S T R _ H I J R I _ S H A B _ E _ B A R A A T _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 S h a b - e - b a r a a t   d e t a i l s 	 W h e n   t h e   n i g h t   o f   t h e   m i d d l e   o f   t h e   S h a b a a n   c o m e s ,   t h e   M u s l i m s   s p e n d   t h e   n i g h t   i n   p r a y e r s   a n d   f a s t   t h e   n e x t   d a y   s o   t h a t   t h e   A l l a h   f o r g i v e   t h e i r   s i n s . 	 vu
Oe-fkQgJSYFzeg(uyb^NNZf&NKb,{N)YvK^g_0Rw;N
\vQjNvRU`0	 S_
OSkQgJSYFzeg(u<yb^ǏNZfv^eb,{N)Yve^g_0Rw;N[vQjǏvvU`0	 @!7H-67-
H'%2-  S h a b a a n ,   
2'!8*%4!0C
I@'%21I7C2#*'!L  A%0#0-45##!C'11D  @7H-C+I#0-1%@%20+L"B)C+IAH2-'@2	 C u a n d o   l a   n o c h e   d e   l a   m i t a d   d e l   S h a b a n   l l e g a ,   l o s   m u s u l m a n e s   p a s a n   l a   n o c h e   r e z a n d o   y   a y u n a n   a l   d  a   s i g u i e n t e   p a r a   q u e   A l    p e r d o n e   s u s   p e c a d o s .   	 L o r s q u e   l a   n u i t   d u   m i l i e u   d u   m o i s   d e   S h a b a a n   a r r i v e ,   l e s   m u s u l m a n s   g  n  r a l e m e n t   p r i e n t   t o u t e   l a   n u i t   e t   j e  n e n t   l e   j o u r   s u i v a n t   p o u r   q u ' A l l a h   p a r d o n n e   l e u r s   p  c h  s . 	 D i e   N a c h t   i n   d e r   M i t t e   d e s   S h a b a a n   v e r b r i n g e n   d i e   M u s l i m e   m i t   G e b e t e n   u n d   s i e   f a s t e n   a m   n  c h s t e n   T a g ,   d a m i t   i h r e   S  n d e n   v o n   A l l a h   v e r g e b e n   w e r d e n . 	 >340  =0ABC?05B  =>GL  2  A5@548=5  (0100=0,   <CAC;L<0=5  ?@>2>4OB  55  2  <>;8B20E  8  ?>ABOBAO  A;54CNI89  45=L,   GB>1K  ;;0E  ?@>AB8;  8E  3@5E8. 	 Q u a n d o   a r r i v a   l a   n o t t e   d e l l a   m e t    d i   S h a b a a n ,   i   m u s u l m a n i   l a   t r a s c o r r o n o   i n   p r e g h i e r a   e   d i g i u n a n o   i l   g i o r n o   s u c c e s s i v o   c o s    c h e   A l l a h   p e r d o n i   i   l o r o   p e c c a t i . 	 9F/  -DHD  DJD)  'DF5A  EF  49('F  JB6J  'DE3DEHF  DJDGE  AJ  'D5D')  HJ5HEHF  'DJHE  'D*'DJ  7E9K'  AJ  #F  J:A1  'DDG  0FH(GE. 	 Q u a n d o   c h e g a   a   n o i t e   a   m e i o   d e   S h a b a a n ,   o s   m u  u l m a n o s   p a s s a m   a   n o i t e   a   o r a r   e   o   d i a   s e g u i n t e   e m   j e j u m   p a r a   q u e   A l    l h e s   p e r d o e   o s   p e c a d o s . 	 ^a b a n   a y 1n 1n   o r t a s 1n d a   M  s l  m a n l a r   b u   g e c e y i   d u a   e d e r e k   g e  i r i r l e r   v e   A l l a h ' 1n   g  n a h l a r 1n 1  a f f e t m e s i   i  i n   b i r   s o n r a k i   g  n   o r u    t u t a r l a r . 	 K h i   n   g i a    m   t h  n g   8   ( S h a b a a n ) ,   t  n     H i   g i  o   c u   n g u y n   s u t    m   v    n h n   n   v  o   n g  y   h  m   s a u     t h  n h   A l l a h   t h a   t h   c h o   c  c   t i   l i   c a   h . 	 B i l a   m a l a m   p e r t e n g a h a n   S y a ' b a n   t i b a ,   u m a t   M u s l i m   m e n g h a b i s k a n   m a l a m   d e n g a n   s h a l a t   d a n   b e r p u a s a   p a d a   h a r i   b e r i k u t n y a   a g a r   A l l a h   m e n g a m p u n i   d o s a - d o s a   m e r e k a . 	 A p a b i l a   m a l a m   p e r t e n g a h a n   b u l a n   S y a a b a n   m e n j e l m a ,   u m a t   I s l a m   b e r s e m b a h y a n g   p a d a   w a k t u   m a l a m   d a n   b e r p u a s a   p a d a   h a r i   s e t e r u s n y a   s u p a y a   A l l a h   m e n g a m p u n k a n   d o s a   m e r e k a .   	 	,	  6	,	>	(	  	G	  ,	@		  	@	  0	>	$	  	$	@	  9	H	,   .	A	8	2	.	>	(	K		  	G	  *	M	0	>	0	M	%	(	>	  .	G		  0	>	$	  ,	?	$	>	$	G	  9	H		  	0	  		2	G	  &	?	(	  5	M	0	$	  0		$	G	  9	H		  $	>		?	  	2	M	2	>	9	  		(		G	  *	>	*	K		  	K	  	M	7	.	>	  	0	  &	G	d	  	 	 	 	 A m i k o r   e l  r k e z i k   s a b a  a n   k  z e p  n e k    j s z a k  j a ,   a   m u s z l i m o k   i m  d s  g g a l    s   v i r r a s z t a n a k ,   m  s n a p   p e d i g   b  j t  l n e k ,   h o g y   I s t e n   m e g b o c s  s s a   b qn e i k e t . 	 	 	 	 K o m t   d e   n a c h t   i n   h e t   m i d d e n   v a n   d e   S h a b a a n ,   d a n   b r e n g e n   d e   M o s l i m s   d e   n a c h t   d o o r   i n   g e b e d .   D e   v o l g e n d e   d a g   v a s t e n   d e   M o s l i m s   z o d a t   A l l a h   h u n   h u n   z o n d e n   v e r g e e f t . 	 	 	  n   n o a p t e a   d e   l a   j u m t a t e a   l u n i i   S h a b a a n ,   m u s u l m a n i i   s e   r o a g   t o a t   n o a p t e a   _i   ci n   p o s t   a   d o u a   z i   p e n t r u   c a   A l l a h   s   l e   i e r t e   p c a t e l e . 	 	 	         ,                             . 	 	 	 EHB9  G  4(  FEG  49('F  A1'E13/  E3DE'F'F  4(  1'  (G  /9'  H  1H2  ~3  '2  "F  1'  (G  1H2G  /'1  E01'FF/  *'  ./'HF/  '2E9'5  4'F  /101/. 	 ,(  F5A  49('F    1'*  "*    *H  E3DE'F  ~H1  1'*  9('/*  1*  H&  2'1*    'H1  '3  3  'D  /F  1H2  1*    *'  'DD  'F    F'H  H  E9'A  1/	 	 					  					  								  				  		  				  										  							  												  				  			  				  			  				  					  				  						  					  					  			  				d		 	 	 	 	 	 	 	 	 W a n n e e r   d i e   n a g   i n   d i e   m i d d e l   v a n   d i e   S h a b a a n   a a n b r e e k ,   b e s t e e   d i e   M o s l e m s   d i e   n a g   i n   g e b e d   e n   v a s   d i e   v o l g e n d e   d a g   s o d a t   A l l a h   h u l   s o n d e s   k a n   v e r g e w e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a n d o   c h e g a   a   n o i t e   a   m e i o   d e   S h a b a a n ,   o s   m u  u l m a n o s   p a s s a m   a   n o i t e   a   o r a r   e   o   d i a   s e g u i n t e   e m   j e j u m   p a r a   q u e   A l    l h e s   p e r d o e   o s   p e c a d o s . 
 
 S T R _ H I J R I _ F I R S T _ R A M A D A N _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 F i r s t   r a m a d a n   d e t a i l s 	 T h e   f i r s t   d a y   o f   t h e   m o n t h   o f   t h e   R a m a d a n .   D u r i n g   t h e   b l e s s e d   m o n t h   o f   R a m a d a n ,   M u s l i m s   a l l   o v e r   t h e   w o r l d   a b s t a i n   f r o m   f o o d ,   d r i n k ,   a n d   o t h e r   p h y s i c a l   n e e d s   d u r i n g   t h e   d a y l i g h t   h o u r s .   A s   a   t i m e   t o   p u r i f y   t h e   s o u l ,   r e f o c u s   a t t e n t i o n   o n   G o d ,   a n d   p r a c t i c e   s e l f - s a c r i f i c e ,   R a m a d a n   i s   m u c h   m o r e   t h a n   j u s t   n o t   e a t i n g   a n d   d r i n k i n g . 	 
Oe-f]NgR(W	Tvav
9NggNLuT0WvFzeg(W}v)Y Nte)Yybk0ߘTvQNir Bl0ddkKNY
9Ng/fmSHBcяw;NbrrrvBfP
NUU/fbd0ߘ0	 
OS]NgR(W	T^vpN9NggNLuT0WvFzeg(W}v)Y Nte)Yybkn0ߘTvQNir( Bl0ddkNYpN9Ng/fQSupB0cяw;N0bzrrrveO
NNN/fbdn0ߘ0	 '1A#-@7-A+H#2!2-  #0+'H2@7-A+H2#7-(5%#2!2-,   
2'!8*%4!1H'B%0%0@'I2-2+2#,   @#7H-7H!,   A%0'2!3@G22" 2-7HF  C@'%25H!5A*-24"L  #2!2-@G!2'H22#-2+2#A%0@#7H-7H!@H21I  @7H-2@G@'%25HI-3C+I4C#4*84L,   !8H*!24D5H#0@I2  A%062#@*5"*%01'@-	 E l   p r i m e r   d  a   d e l   m e s   d e   R a m a d  n .   D u r a n t e   e l   b e n d i t o   m e s   d e   R a m a d  n ,   l o s   m u s u l m a n e s   d e   t o d o   e l   m u n d o   s e   a b s t i e n e n   d e   c o m e r ,   t o m a r   y   d e   o t r a s   n e c e s i d a d e s   f  s i c a s   d u r a n t e   l a s   h o r a s   d e l   d  a .   P o r   s e r   e l   t i e m p o   p a r a   p u r i f i c a r   e l   a l m a ,   r e e n f o c a r   l a   a t e n c i  n   e n   D i o s   y   p r a c t i c a r   e l   a u t o s a c r i f i c i o ,   R a m a d  n   e s   m  s     q u e   d e j a r   d e   c o m e r   y   t o m a r .   	 L e   p r e m i e r   j o u r   d u   m o i s   d e   r a m a d a n .   P e n d a n t   l e   m o i s   s a i n t   d e   R a m a d a n ,   t o u s   l e s   m u s u l m a n s   d u   m o n d e   e n t i e r   s ' a b s t i e n n e n t   d e   m a n g e r ,   d e   b o i r e   e t   d e   f a i r e   d u   s p o r t   p e n d a n t   l e s   h e u r e s   d u   j o u r .   C ' e s t   u n e   o p p o r t u n i t    p o u r   p u r i f i e r   l ' e s p r i t ,   r e f a i r e   l e   p o i n t   s u r   D i e u   e t   d  c o u v r i r   l e   s a c r i f i c e   v o l o n t a i r e ,   R a m a d a n   e s t   b i e n   p l u s   q u e   s ' a b s t e n i r   d e   m a n g e r   e t   d e   b o i r e . 	 D e r   e r s t e   T a g   i m   R a m a d a n - M o n a t .   W  h r e n d   d e s   h e i l i g e n   R a m a d a n - M o n a t s   v e r z i c h t e n   M u s l i m e   a u s   d e r   g a n z e n   W e l t   t a g s  b e r   a u f   S p e i s e n ,   G e t r  n k e   u n d   s o n s t i g e   k  r p e r l i c h e   B e d  r f n i s s e .   A l s   e i n e   Z e i t   z u r   R e i n i g u n g   d e r   S e e l e ,   d e r   R  c k b e s i n n u n g   a u f   G o t t   u n d   d e r   S e l b s t a u f o p f e r u n g   i s t   d e r   R a m a d a n   w e i t   m e h r ,   a l s   n u r   d e r   V e r z i c h t   a u f   S p e i s e n   u n d   G e t r  n k e . 	 5@2K9  45=L  <5AOF0   0<040=.     A2OB>9  <5AOF   0<040=  <CAC;L<0=5  2>  2A5<  <8@5  2>745@6820NBAO  >B  54K,   ?8BLO  8  4@C38E  D878G5A:8E  =C64  ?@8  A25B5  4=O.   -B>  2@5<O  4CE>2=>3>  >G8I5=8O,   >1@0I5=8O  :  >3C  8  A0<>?>65@B2>20=8O. 	 I l   p r i m o   g i o r n o   d e l   m e s e   d i   R a m a d a n .   D u r a n t e   i l   s a c r o   m e s e   d e l   R a m a d a n   i   m u s u l m a n i   d i   t u t t o   i l   m o n d o   s i   a s t e n g o n o   d a l   b e r e   e   d a l   m a n g i a r e   e   d a   a l t r e   n e c e s s i t    f i s i c h e   n e l   c o r s o   d e l l a   g i o r n a t a .   I n   q u a n t o   t e m p o   d i   p u r i f i c a z i o n e   d e l l  a n i m a ,   r i c o n c e n t r a z i o n e   s u   D i o   e   p r a t i c a   d i   s a c r i f i c i o   p e r s o n a l e ,   i l   R a m a d a n      m o l t o   d i   p i    c h e   l a   s e m p l i c e   a s t e n s i o n e   d a l   b e r e   e   d a l   m a n g i a r e . 	 #HD  #J'E  4G1  1E6'F.   H.D'D  4G1  1E6'F  'DE('1C  JE*F9  'DE3DEHF  AJ  ,EJ9  #F-'!  'D9'DE  9F  'D79'E  H'D41'(  H'D'-*J','*  'D,3/J)  'D#.1I  7H'D  3'9'*  'DFG'1.   HE9  0DC  A%F  1E6'F  GH  HB*  D*7GJ1  'D1H-  H'D*B1(  %DI  'DDG  H'D*6-J)  ('DFA3  HDJ3  E,1/  'E*F'9  9F  'D79'E  H'D41'(. 	 O   p r i m e i r o   d i a   d o   m  s   d e   R a m a d  o .   D u r a n t e   o   m  s   s a g r a d o   d e   R a m a d  o ,   o s   m u  u l m a n o s   d e   t o d o   o   m u n d o   a b s t  m - s e   d e   c o m e r ,   b e b e r   e   d e   o u t r a s   n e c e s s i d a d e s   f  s i c a s   d u r a n t e   a s   h o r a s   d i u r n a s .   O   R a m a d  o      m u i t o   m a i s   d o   q u e   a p e n a s   n  o   c o m e r   o u   b e b e r ,        o   m o m e n t o   p a r a   p u r i f i c a r   a   a l m a ,   v o l t a r   a   a t e n   o   p a r a   D e u s   e   p r a t i c a r   o   a l t r u  s m o . 	 R a m a z a n   a y 1n 1n   i l k   g  n  d  r .   K u t s a n m 1_  R a m a z a n   a y 1  b o y u n c a   d  n y a n 1n   h e r   k  _e s i n d e k i   M  s l  m a n l a r ,   g  n   s a a t i n d e   y e m e k   y e m e z ,   i  m e z   v e   d i e r   f i z i k i   i h t i y a  l a r 1n d a n   u z a k   d u r u r l a r .   R u h u   s a f l a _t 1r a n   b u   d  n e m d e   A l l a h ' a   o d a k l a n 1r   v e   i b a d e t   e d e r l e r .   R a m a z a n   y e m e k   y e m e m e k   v e   i  m e m e k t e n    o k   d a h a   f a z l a s 1d 1r . 	 N g  y   u   t i  n   c a   t h  n g   c h a y   R a m a d a n .   T r o n g   t h  n g   c h a y   R a m a d a n   t h i  n g   l i  n g ,   t  n     H i   g i  o   t r  n   k h p   t h   g i i   n h n   n   u n g   c in g   n h   c  c   n h u   c u   v t   c h t   k h  c   v  o   b a n   n g  y .   L    l  c   t y   u   t  m   h n ,   t p   t r u n g   s   c h       v  o   C h  a   v    t h c   h  n h   c   h y   s i n h ,   t h  n g   c h a y   R a m a d a n   m a n g   n h i u      n g h )a   h n   l    c h   n h n   n   u n g . 	 H a r i   p e r t a m a   b u l a n   R a m a d h a n .   S e l a m a   b u l a n   R a m a d h a n   y a n g   p e n u h   b e r k a h ,   u m a t   M u s l i m   d i   s e l u r u h   d u n i a   m e n j a u h k a n   d i r i   d a r i   m a k a n a n ,   m i n u m a n ,   d a n   k e b u t u h a n   f i s i k   l a i n n y a   p a d a   s i a n g   h a r i .   S e b a g a i   k e s e m p a t a n   u n t u k   m e n s u c i k a n   h a t i ,   m e m f o k u s k a n   k e m b a l i   p e r h a t i a n   k e p a d a   T u h a n ,   d a n   m e n e r a p k a n   p e n g o r b a n a n   d i r i ,   R a m a d h a n   l e b i h   d a r i   s e k a d a r   t i d a k   m a k a n   d a n   m i n u m . 	 H a r i   p e r t a m a   b u l a n   R a m a d a n .   S e m a s a   b u l a n   s u c i   R a m a d a n ,   u m a t   I s l a m   d i   s e l u r u h   d u n i a   m e n a h a n   d i r i   d a r i p a d a   m e m a k a n ,   m e m i n u m   d a n   k e p e r l u a n   j a s m a n i   l a i n   s e m a s a   w a k t u   s i a n g .     L e b i h   d a r i p a d a   h a n y a   m e n a h a n   d i r i   d a r i p a d a   m e m a k a n   d a n   m e m i n u m ,   R a m a d a n   m e r u p a k a n   s u a t u   m a s a   u n t u k   m e n y u c i k a n   j i w a ,   m e m f o k u s k a n   s e m u l a   p e r h a t i a n   k e p a d a   A l l a h ,   d a n   m e n g a m a l k a n   p e n g o r b a n a n   d i r i . 	 0	.		>	(	  	G	  .	9	@	(	G	  	G	  *	9	2	>	  &	?	(	d	  0	.		>	(	  	G	  *	5	?	$	M	0	  .	9	@	(	G	  	G	  &	L	0	>	(	,   &	A	(	?	/	>	  -	0	  	G	  .	A	8	2	.	>	(	  &	?	(	  	G	  8	.	/	  -	K		(	, *	G	/	  	0	  	(	M	/	  -	L	$	?		  	5	6	M	/		$	>			  8	G	  ,		$	G	  9	H		d	  	$	M	.	>	  	K	  6	A	&	M	'	  	0	(	G	  	G	  0	B	*	  .	G		,   	2	M	2	>	9	  *	0	  '	M	/	>	(	  	G		&	M	0	?	$	  	0	$	G	  9	H		  	0	  	$	M	.	  ,	2	?	&	>	(	  	>	  	-	M	/	>	8	  	0	$	G	  9	H		d	  0	.	>	&	>	(	  (	9	@		  	>	(	G	  	0	  *	@	(	G	  8	G	  	9	@		  	M	/	>	&	>	  9	H	d		 	 	 	 R a m a d  n   h  n a p   e l s Q  n a p j a .   R a m a d  n    l d o t t   h a v  b a n   a   m u s z l i m o k   s z e r t e   a   v i l  g o n   t a r t  z k o d n a k    t e l t Ql ,   i t a l t  l   a   n a p p a l i   v i l  g o s s  g   i d e j  n ,    s   n e m   e l  g  t i k   k i   e g y  b   f i z i k a i   s z  k s  g l e t e i k e t .   E z   a   l  l e k   m e g t i s z t  t  s  n a k   i d e j e ,   a m i k o r   t e k i n t e t  n k e t    j r a   I s t e n   f e l    f o r d  t j u k .   A   r a m a d  n   s o k k a l   t  b b    t e l    s   i t a l   n e m   f o g y a s z t  s  n  l . 	 	 	 	 D e   e e r s t e   d a g   v a n   d e   m a a n d   R a m a d a n .   T i j d e n s   d e   g e z e g e n d e   m a a n d   R a m a d a n   g e b r u i k e n   M o s l i m s   o v e r   d e   h e l e   w e r e l d   g e e n   v o e d s e l ,   d r a n k e n   e n   a n d e r e   f y s i e k e   b e h o e f t e n   t i j d e n s   d e   u r e n   v a n   d a g l i c h t .   A l s   t i j d   o m   d e   z i e l   t e   r e i n i g e n   r i c h t e n   z e   h u n   a a n d a c h t   o p   G o d   e n   o f f e r e n   z e   z i c h z e l f   o p .   D e   R a m a d a n   i s   v e e l   m e e r   d a n   a l l e e n   n i e t   e t e n   e n   d r i n k e n . 	 	 	 P r i m a   z i   d i n   l u n a   R a m a d a n .    n   t i m p u l   l u n i i   s f i n t e   R a m a d a n ,   m u s u l m a n i i   d i n    n t r e a g a   l u m e   s e   a b ci n   d e   l a   m  n c a r e ,   b u t u r   _i   d e   l a   a l t e   n e v o i   f i z i c e    n   t i m p u l   z i l e i .   C a   p e r i o a d   d e   p u r i f i c a r e   a   s u f l e t u l u i ,   d e   c o n c e n t r a r e   a   a t e n ci e i   a s u p r a   l u i   D u m n e z e u   _i   d e   s a c r i f i c i u   d e   s i n e ,   l u n a   R a m a d a n    n s e a m n   m a i   m u l t   d e c  t   r e n u n ca r e a   l a   m  n c a r e a   _i   l a   b u t u r . 	 	 	       .         ,             ,   ,           .           ,     ,       ,                     . 	 	 	 1H2  'HD  E'G  1E6'F.   /17  E'G  E('1  1E6'F  E3DE'F'F  GEG  ,G'F  '2  .H1/F  FH4/F  H  ~1/'.*F  (G  /1  F'2G'  ,3E'F  /1  7HD  3'9'*  1H2  ~1G2  EFF/.   1E6'F  (9FH'F  EHB9*  (1'  *2G  1H-  *H,G  /H('1G  (3H  ./'  H  *E1F  A/''1  (3'1  (4  '2  F.H1/F  H  FFH4/F  51A  '3*. 	 E'  1E6'F  '  ~D'  /F  1E6'F    E('1  EF  E  ~H1  /F'    E3DE'F  ~H1  /F  (1    3'9*H  E  'F  ~F  'H1  /1  ,3E'F  61H1'*  3  .H/  H  ('2  1*    1H-    ~'2  ./'    0'*  ~1  EED  E1H2*  'H1  '+'1  FA3    9ED    HB*    7H1  ~1  1E6'F    E9FH*  'F''H1  ~F'  H  /F    9D'H  (  (*    	 	 					  					  								d	  					  					  						  									  				  							  										  					  				  					,   					  			  					  						  				  				  				  				d							  				  							  					  		  			  							  								  			,   							  					  			  				  						  						  			  			  									  							  				  			  			d		 	 	 	 	 	 	 	 	 D i e   e e r s t e   d a g   i n   d i e   m a a n d   v a n   d i e   R a m a d a n .   T y d e n s   d i e   g e s e  n d e   m a a n d   v a n   R a m a d a n   w e e r h o u   M o s l e m s   o r a l   i n   d i e   w  r e l d   h u l l e   v a n   k o s ,   d r a n k   e n   a n d e r   f i s i e k e   b e h o e f t e s   t e r w y l   d i t   l i g   i s .   R a m a d a n   g a a n   o o r   v e e l   m e e r   a s   o m   n i e   t e   e e t   e n   t e   d r i n k   n i e ;   d i t   i s   ' n   t y d   o m   d i e   s i e l   t e   s u i w e r ,   d i e   g e d a g t e s   w e e r   o p   G o d   t e   f o k u s   e n   o m   s e l f o p o f f e r i n g   t e   b e o e f e n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   p r i m e i r o   d i a   d o   m  s   d e   R a m a d  .   D u r a n t e   o   m  s   a b e n  o a d o   d e   R a m a d  ,   o s   m u  u l m a n o s   d e   t o d o   o   m u n d o   s e   a b s t  m   d e   c o m i d a ,   b e b i d a   e   o u t r a s   n e c e s s i d a d e s   f  s i c a s   d u r a n t e   o   d i a .   N o   m o m e n t o   d e   p u r i f i c a   o   d a   a l m a ,   a   a t e n   o      f o c a d a   e m   D e u s   e   n a   p r  t i c a   d o   a u t o - s a c r i f  c i o ,   R a m a d       m u i t o   m a i s   d o   q u e   a p e n a s   c o m e r   e   b e b e r . 
 
 S T R _ H I J R I _ N A Z U L _ Q U R A N _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 N a z u l   q u r a n   d e t a i l s 	 N u z u l   A l - Q u r ' a n   o r   t h e   c o m m e m o r a t i o n   o f   t h e   r e v e l a t i o n   o f   t h e   H o l y   Q u r a n   i s   o n e   o f   t h e   h i g h l i g h t s   o f   t h e   h o l y   m o n t h   o f   I s l a m .   I t   r e f e r s   t o   t h e   r e v e l a t i o n   o f   t h e   f i r s t   v e r s e s   o f   t h e   H o l y   Q u r a n   t o   P r o p h e t   M u h a m m a d .   T h e   e v e n t   i s   m e a n t   t o   t e a c h   M u s l i m s   t o   b e   a p p r e c i a t i v e   a n d   b e   h u m b l e d   b y   t h e   m a g n i f i c e n c e   o f   t h e   m i r a c l e   a n d   t o   t a k e   i t s   t e a c h i n g s   t o   h e a r t   a n d   t o   f o l l o w   i t s   e x a m p l e s   i n   t h e   e f f o r t s   t o   l e a d   t h e i r   l i v e s   a c c o r d i n g l y . 	 VXM:y
0S-}0vYZfbva]y }_
\v
0S-}0vNM/frgvu-N NN͑vNN0rZf/f }_
\v
0S-}0,{ Nz{v_U:yM:yf}HQwFzU؞_0 NNNvvv/fYe\Fzeg

0S-}0TleOu[ߍ[vYe&Ǹ[0HeN
0S-}0-Nc0Rv[Fzegvu;me_0	 V~M:y
0SpQ~0vYZfb^]y~_
\5v
0SpQ~0vNM/fgS_-N NN͑vNN0Zf/f~_
\5v
0SpQ~0,{ Nzv/T:yM:y~HQwFzU؞_0
YtQُ NNNvvv/fYe[Fzeg^
0SpQ~0TleOu[ߍ[vYev^̀[0HeN
0SpQ~0-Nc0Rvĉ[Fzegvu;me_0	 88%  -1%- 8#0-H2  +#7--8*#LA+H2#A*- 44+2#-  H o l y   Q u r a n   6H@G+6HC*4H5HH2*C-@7-(14L*44L--4*%2!  -8*#L5I+!2"62#A*- 44+2#-B%A#-  H o l y   Q u r a n   AH(2*2!9.1!+!1  @+82#L5I!5'2!+!2"@7H-*-
2'!8*%4!C+I*368
8A%0H-!1'H-'2!"4HC+
H-- 44+2#  A%0@7H-33*-C+I@I26+1'C  A%032!1'-"H26H"2"2!32
5'4-'@2-"H2@+!20*!	 N U Z U L   A L - Q U R A N   o   l a   c o n m e m o r a c i  n   d e   l a   r e v e l a c i  n   d e l   C o r  n   S a g r a d o   e s   u n o s   d e   l o s   a c o n t e c i m i e n t o s   m  s   d e s t a c a d o s   e n   e l   m e s   s a g r a d o   d e l   I s l a m .   S e   r e f i e r e   a   l a   r e v e l a c i  n   d e   l o s   p r i m e r o s   v e r s o s   d e l   C o r  n   a l   P r o f e t a   M a h o m a .   E l   p r o p  s i t o   e s   e n s e  a r   a   l o s   m u s u l m a n e s   a   s e r   a g r a d e c i d o s   y   a   h u m i l l a r s e   a n t e   l a   m a g n i f i c e n c i a   d e l   m i l a g r o   y   l l e v a r   s u s   e n s e  a n z a s   a l   c o r a z  n   y   s e g u i r   s u s   e j e m p l o s   e n   l o s   e s f u e r z o s   p a r a   v i v i r   s u s   v i d a s   d e   m a n e r a   c o n f o r m e . 	 N U Z U L   A L - Q U R A N   o u   l ' a n n i v e r s a i r e   d e   l a   r  v  l a t i o n   d u   C o r a n   e s t   l ' u n   d e s   j o u r s   l e s   p l u s   i m p o r t a n t s   d u   m o i s   s a i n t   i s l a m i q u e .   I l   c o r r e s p o n d   a u   j o u r   o    l e s   p r e m i e r s   v e r s e t s   d u   C o r a n   o n t    t    r  v  l  s   a u   P r o p h  t e   M o h a m m a d .   I l   e s t   c e n s    a i d e r   l e s   m u s u l m a n s       t r e   a p p r  c i a t i f s   e t   m o d e s t e s   v i s      v i s   d e     l ' i m p o r t a n c e   d u   m i r a c l e   q u i   s ' e s t   p r o d u i t   e t   d e   l e   s u i v r e   a v e c   s o n   c Su r   e n t i e r   e t   d ' a p p l i q u e r   l e s   e x e m p l e s   q u ' i l   c o n t i e n t   d a n s   l a   v i e   q u o t i d i e n n e . 	 N u z u l   A l - Q u r ' a n ,   o d e r   d a s   G e d e n k e n   a n   d i e   O f f e n b a r u n g   d e s   H e i l i g e n   K o r a n s ,   i s t   e i n e r   d e r   H  h e p u n k t e   i m   h e i l i g e n   M o n a t   d e s   I s l a m s .   E s   e r i n n e r t   a n   d i e   O f f e n b a r u n g   d e r   e r s t e n   V e r s e   d e s   H e i l i g e n   K o r a n s   a n   d e n   P r o p h e t e n   M o h a m m e d .   D i e s e s   E r e i g n i s   s o l l   M u s l i m e   z u r   D a n k b a r k e i t   u n d   D e m u t   g e g e n  b e r   d e r   H e r r l i c h k e i t   d e s   W u n d e r s   a u f f o r d e r n ,   s e i n e   L e h r e n   v e r i n n e r l i c h e n   u n d   z u   e i n e m   L e b e n   n a c h   s e i n e m   V o r b i l d   e r m u n t e r n . 	 ##,  ,-  ,   8;8  ?@074=>20=85  >B:@>25=8O  !2OB>3>  >@0=0,   MB>  >48=  87  ?@8<5G0B5;L=KE  4=59  A2OB>3>  <5AOF0  8A;0<0.   =  >B=>A8BAO  :  O2;5=8N  ?5@2KE  AB@>D  !2OB>3>  >@0=0  ?@>@>:C  03><5BC.   @074=8:  CG8B  <CAC;L<0=  A<8@5=8N  8  2>A?@88<G82>AB8  :  GC4C  8  A;54>20=8N  A2OBK<  70?>254O<. 	 N U Z U L   A L - Q U R A N     o   l a   c o m m e m o r a z i o n e   d e l l a   r i v e l a z i o n e   d e l   S a n t o   C o r a n o      u n o   d e i   m o m e n t i   s a l i e n t i   d e l   s a c r o   m e s e   d e l l  I s l a m .   S i   r i f e r i s c e   a l l a   r i v e l a z i o n e   d e i   p r i m i   v e r s e t t i   d e l   S a c r o   C o r a n o   a l   p r o f e t a   M a o m e t t o .   I l   s i g n i f i c a t o   d e l l  e v e n t o      d i   i n s e g n a r e   a i   m u s u l m a n i   a d   e s s e r e   r i c o n o s c e n t i   e   u m i l i   t r a m i t e   l a   m a g n i f i c e n z a   d e l   m i r a c o l o ,   p r e n d e r n e   a   c u o r e   g l i   i n s e g n a m e n t i   e   s e g u i r n e   g l i   e s e m p i   n e l l o   s f o r z o   d i   c o n d u r r e   l a   p r o p r i a   v i t a   d i   c o n s e g u e n z a . 	 *9/  DJD)  F2HD  'DB1"F  #H  'D'-*A'D  (0C1I  F2HD  'DB1"F  'DC1JE  #-/  #C+1  'D#-/'+  'D*J  *EJ2  G0'  'D4G1  -J+  *-JJ  G0G  'DDJD)  0C1I  F2HD  'DH-J  ('D"J'*  'D#HDI  EF  'DB1"F  'DC1JE  9DI  'DF(J  E-E/.   H'DG/A  EF  %-J'!  G0'  'D-/+  GH  *9DJE  'DE3DEJF  *B/J1  'DB1"F  H'D*H'69  #E'E  98E*G  'DE9,2)  H'*('9  *9'DJEG  H-A8G'  AJ  'D5/H1  H'D'B*/'!  ('DFE'0,  'D*J  0C1G'  'DB1"F  AJ  ,G'/GE  DD9J4  AJ  'D-J')  9DI  EFG,  'DB1"F. 	 N u z u l   A l - Q u r ' a n   o u   a   c o m e m o r a   o   d a   r e v e l a   o   d o   A l c o r  o      u m   d o s   p o n t o s   a l t o s   d o   m  s   s a g r a d o   d o   I s l  o .   R e f e r e - s e      r e v e l a   o   d o s   p r i m e i r o s   v e r s o s   d o   A l c o r  o   a o   P r o f e t a   M a o m  .   O   e v e n t o   d e s t i n a - s e   a   e n s i n a r   o s   m u  u l m a n o s   a   e s t a r e m   g r a t o s   e   r e c o n h e c i d o s   p e l a   m a g n i f i c  n c i a   d o   m i l a g r e   e   a   s e g u i r   o s   s e u s   e n s i n a m e n t o s   e   e x e m p l o s   e s f o r  a n d o - s e   a   v i v e r   a   v i d a   e m   c o n f o r m i d a d e   c o m   o s   m e s m o s . 	 N U Z U L   A L _ Q U R A N   y a   d a   K u t s a l   K u r a n ' 1n   i n m e s i   0s l a m ' 1n   k u t s a l   a y l a r 1n d a n   e n    n e m l i s i d i r .   K u t s a l   K u r a n ' 1n   i l k   v a h i y l e r i n i n   M u h a m m e d   P e y g a m b e r ' e   v e r i l m e s i   a n l a m 1n a   g e l i r .   B u   o l a y ,   M  s l  m a n l a r a   m i n n e t t a r   o l m a y 1,   m u c i z e l e r i n   b  y  k l     k a r _1s 1n d a   m  t e v a z 1  o l m a y 1  v e    r e t i l e r i   k a l p l e r i n d e   t a _1y 1p   h a y a t l a r 1n 1  b u   _e k i l d e   s  r d  r m e l e r i   g e r e k t i i n i    r e t m i _t i r .   	 N u z u l   A l - Q u r ' a n   h o c   l   k   n i m   v   v i c   v i t   k i n h   K o r a n   l    m t   t r o n g   n h n g   s   k i n   n i   b t   t r o n g   t h  n g   t h i  n g   l i  n g   c a   o   H i .   S   k i n   n  y   n  i   v   v i c   v i t   c  c   o n   k i n h   K o r a n   u   t i  n   c a   N h    t i  n   t r i   M u h a m m a d .   S   k i n   n  y   n h m   g i  p   t  n     H i   g i  o   h i u   r    h n   v    n h n   t h c   c      n g h )a   l n   l a o   c a   i u   k   d i u   v    l )n h   h i   c   n h n g   l i   g i  o   h u n   c in g   n h   t i p   t c   n o i   t h e o   t m   g n g      t r o n g   n   l c   s n g   t h e o      o . 	 N u z u l u l   Q u r ' a n   a t a u   p e r i n g a t a n   d i t u r u n k a n n y a   K i t a b   S u c i   A l - Q u r ' a n   m e r u p a k a n   s a l a h   s a t u   d a r i   m a l a m   t e r p e n t i n g   p a d a   b u l a n   s u c i   u m a t   I s l a m .   H a l   i n i   m e n g a c u   p a d a   d i t u r u n k a n n y a   a y a t   p e r t a m a   K i t a b   S u c i   A l - Q u r ' a n   k e p a d a   N a b i   M u h a m m a d .   P e r i s t i w a   i n i   d i t u j u k a n   u n t u k   m e n g a j a r k a n   u m a t   M u s l i m   a g a r   l e b i h   m e n g h a r g a i   d a n   b e r s y u k u r   a t a s   m u k j i z a t   i n i   s e r t a   m e r e s a p i n y a   d i   d a l a m   h a t i   d a n   m e n e r a p k a n   c o n t o h   a j a r a n n y a   d a l a m   m e n j a l a n i   h i d u p   d a n   k e h i d u p a n . 	 N U Z U L   A L - Q U R A N   a t a u   h a r i   p e r i n g a t a n   p e n u r u n a n   A l - Q u r a n   a d a l a h   s a t u   d a r i p a d a   h a r i   u t a m a   d a l a m   b u l a n   s u c i   I s l a m .   I a   m e r u j u k   k e p a d a   p e n u r u n a n   w a h y u   a y a t - a y a t   p e r t a m a   A l - Q u r a n   k e p a d a   N a b i   M u h a m m a d   S A W .   P e r i s t i w a   i n i   b e r n i a t   u n t u k   m e n g a j a r   u m a t   I s l a m   u n t u k   m e n g h a r g a i   d a n   m e r e n d a h k a n   d i r i   m e r e k a   d e n g a n   k e h e b a t a n   m u k j i z a t   i n i   d a n   u n t u k   m e m p e l a j a r i   d a r i n y a   s e r t a   m e n g i k u t i   a j a r a n n y a   m e l a l u i   t e l a d a n   d a l a m   u s a h a   u n t u k   h i d u p   s e b a i k - b a i k n y a . 	 (	A		B	2	  	2	  	A	0	>	(	  /	>	  *	5	?	$	M	0	  	A	0	>	(	  	G	  		&	M		>		(	  	>	  8	.	>	0	K	9	  	8	M	2	>	.	  	G	  *	5	?	$	M	0	  .	9	@	(	G	  	@	  5	?	6	G	7	$	>	  9	H	d	  /	9	  *	H			,	0	  .	A	9	.	M	.	&	  	K	  *	5	?	$	M	0	  	A	0	>	(	  	@	  *	9	2	@	  	5	?	$	>	  	G	  0	9	8	M	/	K	&	M		>		(	  	K	  &	0	M	6	>	$	>	  9	H	d	  /	9	  		(	>	  .	A	8	2	.	>	(	K		  	K	  8	?		>	$	@	  9	H	  	?	  5	G	  	.	$	M		>	0	  	@	  -	5	M	/	$	>	  	@	  8	0	>	9	(	>	  	0	G		  	0	  		&	>	0	  ,	(	G		  $	%	>	  	8		@	  6	?		M	7	>			  	K	  9	M	0	&	/	  .	G		  		$	>	0	G		  	0	  	*	(	G	  	@	5	(	  .	G		  	8		G	  		&	>	9	0	#	  	>	  	(	A	8	0	#	  	0	G		d	  	 	 	 	 N U Z U L   A L - K O R  N ,   a z a z   a   S z e n t   K o r  n   k i n y i l a t k o z t a t  s  r  l   v a l    m e g e m l  k e z  s   a z   i s z l  m   e g y i k   k i e m e l k e d Q  s z e n t   h  n a p j a .   A r r a   e m l  k e z  n k ,   h o g y   e k k o r   n y i l a t k o z t a t t a   k i   I s t e n   M o h a m e d   P r  f  t  n a k   a   S z e n t   K o r  n   e l s Q  v e r s e i t .   A z   e s e m  n y   c  l j a ,   h o g y   a   m u s z l i m o k a t   a r r a   t a n  t s a ,   m i k  n t   b e c s  l j  k   m e g   e   c s o d a   m a g a s z t o s s  g  t    s   l e g y e n e k    l t a l a   a l  z a t o s a k k  ,   s z  v  k b e   f o g a d j  k   a   t a n  t  s a i t ,    s    l e t v i t e l  k k e l   a n n a k   p  l d  i t   k  v e s s  k . 	 	 	 	 N U Z U L   A L - Q U R A N   o f   d e   g e d e n k d a g   v a n   d e   o p e n b a r i n g   v a n   d e   H e i l i g e   K o r a n   i s   e e n   v a n   d e   h o o g t e p u n t e n   v a n   d e   h e i l i g e   m a a n d   v a n   d e   I s l a m .   H i j   v e r w i j s t   n a a r   d e   o p e n b a r i n g   v a n   d e   e e r s t e   v e r z e n   v a n   d e   H e i l i g e   K o r a n   a a n   d e   P r o f e e t   M o h a m e d .   H i e r m e e   l e e r t   m e n   d e   M o s l i m s   w a a r d e r i n g   t e   h e b b e n   e n   n e d e r i g   t e   z i j n   v o o r   d e   g r o o t h e i d   v a n   h e t   w o n d e r   e n   d e   l e r i n g e n   t e r   h a r t e   t e   n e m e n   e n   h e t   v o o r b e e l d   t e   v o l g e n   o m   e e n   g e l i j k w a a r d i g   l e v e n   t e   l e i d e n . 	 	 	 N u z u l   A l - Q u r ' a n   s a u   c o m e m o r a r e a   d e s c o p e r i r i i   S f  n t u l u i   Q u r a n   r e p r e z i n t   u n u l   d i n t r e   p u n c t e l e   c e n t r a l e   d i n   l u n a   s f  n t   a   i s l a m u l u i .   S e   r e f e r   l a   m o m e n t u l    n   c a r e   p r i m e l e   v e r s e t e   d i n   S f  n t u l   Q u r a n   i - a u   f o s t   a r t a t e   p r o f e t u l u i   M o h a m e d .   R o l u l   e v e n i m e n t u l u i   e s t e   d e   a - i    n v ca   p e   m u s u l m a n i   s   a p r e c i e z e   _i   s   s e    n c h i n e    n   f a ca   m r e ci e i   m i r a c o l u l u i ,   s    _i    n s u _e a s c    n v ct u r i l e   l u i   M o h a m e d   _i   s - i   u r m e z e   e x e m p l u l   p e n t r u   e f o r t u r i l e   d e   a - _i   t r i   v i a ca   c o n f o r m   a c e s t o r    n v ct u r i . 	 	 	     ,             ,               .                           .                     ,                     . 	 	 	 F2HD  B1"F  '  *,DD  2E'F  F'2D  4/F  B1"F  E,/    '2  ~1'GE*  *1F  2E'FG'  E'G  E('1  1E6'F  E('4/.   'F  EF'3(*  (G  F2HD  'HDF  "'*  B1"F  E,/  (1  ~'E(1  '1E  '4'1G  /'1/.   EB5H/  '2  'F  EF'3(*  *9DE  412'1  H  .4H9  /1(1'(1  98E*  'F  E9,2G  H  F2  H'1/  4/F  *9'DE  "F  (G  BD(  E3DE'F  (1'  E*'(9*  '2  'DHG'  "F  ,G*  /1~4  1A*F  -'*  EF7(B  ('  "F  E('4/. 	 F2HD  'DB1"F  '  B1"F  EB/3    F2HD    '/'1  '3D'E    EB/3  EF  '  '  'H1  'E  H'B9    '3  '  E7D(  ~:E(1  E-EQ/    0'*  ~1  B1"F  EB/3    ~D  "*  '  F2HD    '3  H'B9    E9FH*        E3DE'FH  H  E9,2    'E*    019  B/1  /'F  'H1  .'3'1    *9DE  /  ,'&  'H1  '3    *9DE'*  H  /D    'F/1  '*'1'  ,'&  'H1  '3    E7'(B  '~F  2F/  2'1F    H44  E  '3    E+'DH  ~1  9ED  ~1'  H'  ,'&	 	 					  		- 					  		  						  					  				  					  					  						    					  			  					  							  						  					  				  												  								d	  					  			  										  				  					  				  					  				  						  					  			  		d	  		  					  						  		  					  						  									  						  				  		  						  					  							  							  						  			  	  					  					  				  			  		  								  					  					  				  			  		  								    						  			  			    					  						  								  				  				  			  				  						  			d	  	 	 	 	 	 	 	 	 	 N u z u l   A l - Q u r ' a n   o f t e w e l   d i e   h e r d e n k i n g   v a n   d i e   o p e n b a r i n g   v a n   d i e   H e i l i g e   K o r a n   i s   e e n   v a n   d i e   h o o g t e p u n t e   v a n   d i e   h e i l i g e   m a a n d   v a n   I s l a m .   D i t   v e r w y s   n a   d i e   o p e n b a r i n g   v a n   d i e   e e r s t e   v e r s e   v a n   d i e   H e i l i g e   K o r a n   a a n   P r o f e e t   M o h a m m e d .   D i e   g e b e u r e   i s   d a a r o p   g e m i k   o m   M o s l e m s   t e   l e e r   o m   h u l l e   t e   v e r o o t m o e d i g   e n   d i e   g r o o t s h e i d   v a n   d i e   w o n d e r w e r k   t e   w a a r d e e r ,   o m   d i e   l e r i n g   d a a r i n   t e r   h a r t e   t e   n e e m   e n   o m   d i e   v o o r b e e l d e   d a a r i n   t e   v o l g   i n   h u l   p o g i n g s   o m   d a a r v o l g e n s   t e   l e e f . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N u z u l   A l - Q u r ' a n   o u   a   c o m e m o r a   o   d a   r e v e l a   o   d o   C o r  o   s a g r a d o      u m   d o s   d e s t a q u e s   d o   m  s   s a g r a d o   d o   I s l  .   R e f e r e - s e      r e v e l a   o   d o s   p r i m e i r o s   v e r s o s   d o   C o r  o   s a g r a d o   a o   p r o f e t a   M u h a m m a d .   O   e v e n t o   s i g n i f i c a   e n s i n a r   a o s   m u  u l m a n o s   a   s e r e m   a g r a d e c i d o s   e   h u m i l d e s   p e l a   g r a n d e z a   d o   m i l a g r e ,   l e v a n d o   s e u s   e n s i n a m e n t o s   e   s e g u i n d o   s e u s   e x e m p l o s   n o s   e s f o r  o s   d e   g u i a r   s u a s   v i d a s   d e   a c o r d o . 
 
 S T R _ H I J R I _ E I D _ A L _ F I T R _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 E i d - a l - f i t r   d e t a i l s 	 A t   t h e   e n d   o f   R a m a d a n ,   M u s l i m s   t h r o u g h o u t   t h e   w o r l d   o b s e r v e   a   j o y o u s   t h r e e - d a y   c e l e b r a t i o n   c a l l e d   E i d   a l - F i t r   ( t h e   f e s t i v a l   o f   F a s t - B r e a k i n g ) .   I t   i s   a   t i m e   t o   g i v e   i n   c h a r i t y   t o   t h o s e   i n   n e e d ,   a n d   c e l e b r a t e   w i t h   f a m i l y   a n d   f r i e n d s   t h e   c o m p l e t i o n   o f   a   m o n t h   o f   b l e s s i n g s   a n d   j o y .   O n   t h e   d a y   o f   E i d ,   M u s l i m s   g a t h e r   e a r l y   i n   t h e   m o r n i n g   i n   o u t d o o r   l o c a t i o n s   o r   m o s q u e s   t o   p e r f o r m   t h e   E i d   p r a y e r .   A f t e r   t h e   E i d   p r a y e r ,   M u s l i m s   u s u a l l y   s c a t t e r   t o   v i s i t   v a r i o u s   f a m i l i e s   a n d   f r i e n d s   a n d   g i v e   g i f t s .   	 
Oe-f]NgP}_g_NLuT0WFzegYva]ypg	N)YvK{0dkBfQ
})Yf}@b vN0g}YS(W
\0	TvavgN Nwva]yK{0(WK{RFzeg_e1\ZƖ(W2)Yvzz0Wbnw[	Lgyyb_@b	gFzegTb*g}YSOva]y{eyr%R/fyir0	 
OS]Ng~_gTNLuT0WFzeg _Y^]y:Ng	N)Yv _e0dkeQ~)Y~@b vN0Ng}YS(Wُ
\50	T^vgN Nw^]y _e0(W _eRFzeg_e1\ZƖ(W2)Yvzz0Wbnw[>NLO<y<ybT@b	gFzegTbNg}YSeg^]yeyr+R/f`<yir0	 C
H'I2"-#2!2-,   
2'!8*%4!1H'B%0#0-45	%--1*8*2%-  3   '15H@#5"'H2  -55I  -1%- 4#L  ( @(2%2#@%47-(5%-)   5H@G@'%2C2#!-*4HH2F  AH9I3@G  A%0@	%4!	%-1#-#1'A%0@7H-F  5H*'!LA%0!5'2!*8@G@'%2#+6H@7-  C'1--55I,   
2'!8*%4!0#'!1C
H'@
I25H*25H--22#  +#7-!1*"4@7H-#0-45*'!L-55I  +%12*'!L-55I,   B"4
2'!8*%4!0A""I2"1D@"5H"!#-#1'A%0@7H-F,   !--'1
	 A l   f i n a l   d e l   R a m a d  n ,   l o s   m u s u l m a n e s   d e   t o d o   e l   m u n d o   o b s e r v a n   u n a   a l e g r e   c e l e b r a c i  n   d e   t r e s   d  a s   l l a m a d a   E i d   a l - F i t r   ( e l   f e s t i v a l   d e l   f i n a l   d e l   a y u n o ) .   E s   u n   t i e m p o   p a r a   h a c e r   c a r i d a d   a   q u i e n e s   l o   n e c e s i t a n ,   y   c e l e b r a r   c o n   l a   f a m i l i a   y   l o s   a m i g o s   e l   f i n a l   d e   u n a   m e s   l l e n o   d e   b e n d i c i o n e s   y   f e l i c i d a d .   E n   e l   d  a   d e l   E i d ,   l o s   m u s u l m a n e s   s e   r e  n e n   t e m p r a n o   e n   l a   m a  a n a   e n   u b i c a c i o n e s   e x t e r i o r e s   o   m e z q u i t a s   p a r a   h a c e r   l a   o r a c i  n   d e   E i d .   D e s p u  s   d e   l a   o r a c i  n   d e   E i d ,   l o s   m u s u l m a n e s   s u e l e n   d i s p e r s a r   	 A   l a   f i n   d u   R a m a d a n ,   l e s   m u s u l m a n s   d u   m o n d e   e n t i e r   c  l  b r e n t   u n e   f  t e   a p p e l  e   E i d   a l - F i t r   ( l a   f  t e   d e   l a   f i n   d u   j e  n e )   q u i   d u r e   t r o i s   j o u r s .   C ' e s t   u n e   o c c a s i o n   d e   d o n n e r   l ' a u m  n e      c e u x   q u i   e n   o n t   b e s o i n ,   e t   d e   c  l  b r e r   a v e c   l a   f a m i l l e   e t   l e s   a m i s   l a   f i n   d ' u n   m o i s   s p  c i a l .   L e   j o u r   d e   E i d ,   l e s   m u s u l m a n s   s e   r e n c o n t r e n t   l e   m a t i n   d a n s   d e s   e n d r o i t s   s p  c i a u x   o u   d a n s   d e s   m o s q u  e s   p o u r   a l l e r   p r i e r   l a   p r i  r e   d e   E i d .   A p r  s   l a   p r i  r e   d e   E i d ,   l e s   m u s u l m a n s   v o n t   g  n  r a l e m e n t   v i s i t e r   l e u r   f a m i l l e   e t   l e s   a m i s 	 Z u m   E n d e   d e s   R a m a d a n s   f e i e r n   M u s l i m e   i n   d e r   g a n z e n   W e l t   d r e i   T a g e   l a n g   E i d   a l - F i t r   ( d a s   F e s t   z u m   E n d e   d e s   F a s t e n s ) .   E s   i s t   e i n e   Z e i t   d e s   G e b e n s   a n   d i e   B e d  r f t i g e n ,   e i n e   Z e i t   d e s   F e i e r n s   m i t   d e r   F a m i l i e   u n d   m i t   F r e u n d e n   z u m   A b s c h l u s s   e i n e s   M o n a t s   v o l l e r   S e g e n s p r  c h e   u n d   F r e u d e .   A m   T a g   d e s   E i d   v e r s a m m e l n   s i c h   M u s l i m e   f r  h m o r g e n s   i m   F r e i e n   o d e r   i n   M o s c h e e n ,   u m   d a s   E i d - G e b e t   z u   s p r e c h e n .   N a c h   d e m   E i d - G e b i e t   b e s u c h e n   M u s l i m e   g e w  h n l i c h   F a m i l i e n   u n d   F r e u n d e   u n d   b e s c h e n k e n   d i e s e . 	   :>=F5   0<040=0  <CAC;L<0=5  2>  2A5<  <8@5  2  B5G5=85  B@5E  4=59  ?@074=CNB  -84- 0;- D8B@  ( ?@074=8:  7025@H5=8O  ?>AB0) .   -B>  2@5<O  ?@>O2;5=8O  <8;>A5@48O  :  =C640NI8<AO  8  ?@074=>20=8O  2<5AB5  A  A5<L59  8  4@C7LO<8.     45=L  -84  <CAC;L<0=5  A>18@0NBAO  @0=>  CB@><  =0  C;8F0E  8  2  <5G5BOE  4;O  <>;8B2K  -84.   >A;5  <>;8B2K  <CAC;L<0=5  ?>A5I0NB  G;5=>2  A5<L8  8  4@C759  8  40@OB  ?>40@:8. 	 A l l a   f i n e   d e l   R a m a d a n   i   m u s u l m a n i   d i   t u t t o   i l   m o n d o   o s s e r v a n o   u n a   f e s t a   d i   t r e   g i o r n i   c h i a m a t a   E i d   a l - F i t r   ( l a   f e s t a   d e l l a   r o t t u r a   d e l   d i g i u n o ) .      i l   t e m p o   d e l l a   c a r i t    a g l i   i n d i g e n t i   e   d e i   f e s t e g g i a m e n t i   c o n   l a   f a m i g l i a   e   g l i   a m i c i   p e r   l a   f i n e   d i   u n   m e s e   d i   b e n e d i z i o n i   e   d i   g i o i a .   I l   g i o r n o   d i   E i d ,   i   m u s u l m a n i   s i   r a d u n a n o   a l   m a t t i n o   p r e s t o   a l l  a p e r t o   o   n e l l e   m o s c h e e   p e r   l a   p r e g h i e r a   d i   E i d .   D o p o   l a   p r e g h i e r a ,   i   m u s u l m a n i   s i   s e p a r a n o   e   v a n n o   i n   v i s i t a   a l l e   f a m i g l i e   e   a g l i   a m i c i   e   s i   f a n n o   d e i   d 	 (9/  'F*G'!  4G1  1E6'F  J-*AD  'DE3DEHF  -HD  'D9'DE  (9J/  'DA71  'D0J  J3*E1  DE/)  +D'+)  #J'E.   HAJ  G0'  'DHB*  J*E  %97'!  'D2C')  DDE-*',JF  HE4'1C)  'D#GD  H'D#5/B'!  AJ  'D'-*A'D  (%*E'E  5J'E  G0'  'D4G1  'DC1JE  'DE('1C.   HAJ  #HD  #J'E  9J/  'DA71  'DE('1C  J,*E9  'DE3DEHF  AJ  'D5('-  'D('C1  AJ  'D3'-'*  'DEA*H-)  #H  'DE3',/  D#/'!  5D')  'D9J/.   H(9/  #/'!  'D5D')  JF*41  'DE3DEHF  CD  AJ  H,G*G  D2J'1)  'D#GD  H'D#5/B'!  DD'-*A'D  ('D9J/  H*B/JE  'DG/'J'. 	 N o   f i n a l   d o   R a m a d  o ,   o s   m u  u l m a n o s   d e   t o d o   o   m u n d o   c u m p r e m   t r  s   d i a s   a l e g r e s   d e   c e l e b r a   o   c h a m a d o s   E i d   a l - F i t r   ( A   f e s t a   d a   q u e b r a   d o   j e j u m ) .      o   m o m e n t o   p a r a   d a r   a o s   q u e   n e c e s s i t a m   e   c e l e b r a r   c o m   a   f a m  l i a   e   a m i g o s   a   c o n c l u s  o   d e   u m   m  s   d e   b e n   o   e   a l e g r i a .   N o   d i a   d e   E i d ,   o s   m u  u l m a n o s   r e u n e m - s e   d e   m a n h    c e d o   e m   l o c a i s   a o   a r   l i v r e   o u   e m   m e s q u i t a s   p a r a   r e a l i z a r   a   o r a   o   d e   E i d .   A p  s   a   o r a   o   d e   E i d ,   o s   m u  u l m a n o s   d i s p e r s a m - s e   p a r a   v i s i t a r   a s   f a m  l i a s   e   a m i g o s ,   o f e r e c e n d o   p r e s e n t e s . 	 R a m a z a n ' 1n   s o n u n d a   d  n y a n 1n   h e r   k  _e s i n d e k i   M  s l  m a n l a r   E i d   a l - F i t r   ( ^e k e r   B a y r a m 1)   k u t l a r l a r .   B u   b a y r a m ,   y a r d 1m a   i h t i y a c 1  o l a n l a r a   y a r d 1m   e t m e   v e   k u t s a m a   d o l u   b i r   a y 1n   b i t i _i n i   a i l e   v e   a r k a d a _l a r l a   k u t l a m a   z a m a n 1d 1r .   ^e k e r   B a y r a m 1  g  n    M  s l  m a n l a r   B a y r a m   N a m a z 1n 1  k 1l m a k   i  i n   d 1_  m e k a n l a r d a   y a   d a   c a m i i l e r d e   t o p l a n 1r l a r .   B a y r a m   d u a s 1n 1n   a r d 1n d a n   M  s l  m a n l a r   g e n e l l i k l e   a i l e   v e   a r k a d a _l a r 1n 1  z i y a r e t   e d e r   v e   h e d i y e l e r   v e r i r l e r . 	 K h i   k t   t h  c   t h  n g   c h a y   R a m a d a n ,   t  n     H i   g i  o   t r  n   t o  n   t h   g i i   c   h  n h   b a   n g  y   l   h i   v u i   v   g i   l    E i d   a l - F i t r   ( l   h i   k t   t h  c   t h  n g   c h a y ) .    y   l    l  c   b   t h    c h o   n g i   n g h  o   c in g   n h   m n g   l   c  n g   v i   g i a    n h   v    b n   b      k t   t h  c   t h  n g   t h i  n g   l i  n g   v    t t   l  n h .   V  o   n g  y   E i d ,   t  n     H i   g i  o   t   t p   v  o   s  n g   s m     c  c   a   i m   n g o  i   t r i   h o c   c  c   n g  i   n     c u   k i n h   E i d .   S a u   k h i   c u   k i n h   E i d ,   h   t h n g   g i i   t  n     t h m   v i n g   g i a    n h   v    b n   b    c in g   n h     p h  t   q u  .   	 P a d a   a k h i r   b u l a n   R a m a d h a n ,   u m a t   M u s l i m   d i   s e l u r u h   d u n i a   m e r a y a k a n   k e b a h a g i a a n   I d u l   F i t r i   s e l a m a   t i g a   h a r i   ( h a r i   r a y a   p u a s a ) .   H a r i   i n i   a d a l a h   w a k t u   u n t u k   b e r z a k a t   k e p a d a   k a u m   d h u a f a   d a n   m e r a y a k a n n y a   b e r s a m a   k e l u a r g a   d a n   k e r a b a t   s e b a g a i   p e l e n g k a p   d i   b u l a n   y a n g   p e n u h   b e r k a h   d a n   k e m e n a n g a n .   P a d a   h a r i   I d u l   F i t r i   i n i ,   u m a t   M u s l i m   b e r k u m p u l   p a d a   p a g i   h a r i   d i   l o k a s i   l u a r   r u a n g a n   a t a u   m a s j i d   u n t u k   m e l a k s a n a k a n   s h a l a t   I d .   S e t e l a h   s h a l a t   I d ,   u m a t   M u s l i m   b i a s a n y a   b e r s a m a - s a m a   m e n g u n j u n g i   k e l u a r g a   d a n   k e r a b 	 D i   a k h i r   b u l a n   R a m a d a n ,   u m a t   M u s l i m   d i   s e l u r u h   d u n i a   m e r a y a k a n   A i d i l f i t r i   ( P e r a y a a n   B e r b u k a   P u a s a )   s e l a m a   t i g a   h a r i .   I a   a d a l a h   m a s a   u n t u k   b e r a m a l   b a i k   d a n   m e r a i k a n   t a m a t n y a   s e b u l a n   p e n u h   r a h m a t   d a n   k e g e m b i r a a n   b e r s a m a   r a k a n   d a n   k e l u a r g a .   P a d a   H a r i   R a y a ,   u m a t   M u s l i m   b e r k u m p u l   p a d a   a w a l   p a g i   d i   l o k a s i   l u a r   r u m a h   a t a u   d i   m a s j i d   u n t u k   m e l a k s a n a k a n   s e m b a h y a n g   A i d i l f i t r i .   S e l e p a s   b e r s e m b a h y a n g ,   u m a t   M u s l i m   b i a s a n y a   p e r g i   m e n g u n j u n g i   p u l a   a h l i   k e l u a r g a   d a n   r a k a n   d e n g a n   m e m b e r i   h a d i a h .   	 0	.	>	&	>	(	  	G	  		$	  .	G		,   &	A	(	?	/	>	  -	0	  	G	  .	A	8	2	.	>	(	  	A	6	?	/	K		  -	0	>	  $	@	(	  &	?	5	8	@	/	  8	.	>	0	K	9	  .	(	>	$	G	  9	H		  	?	8	G	  	&	  		2	  +	?	$	0	  ( 		*	5	>	8	  $	K	!	<	(	G	  	>	  		$	M	8	5	)   	9	>	  	>	$	>	  9	H	d	  /	9	  	<	0	B	0	$	.		&	K		  	K	  &	>	(	  &	G	(	G	  	>	  	0	  *	0	?	5	>	0	  	5		  &	K	8	M	$	K		  8	G	  8	>	%	  	(		&	  	0	  	A	6	@	  .	(	>	(	G	  	>	  8	.	/	  9	K	$	>	  9	H	d	  	&	  	G	  &	?	(	,   .	A	8	2	.	>	(	  (	.	>		  *	"	<	(	G	  	G	  2	?		  	A	2	G	  8	M	%	>	(	K		  /	>	  .	8	M		?	&	K		  .	G		  8	A	,	9	  			M	 	>	  9	K	$	G	  9	H		d	  	&	  	@	  (	.	>		  	G	  ,	>	&	,   .	A	8	2	.	>	(	  	.	$	L	0	  *	0	  	*	(	G	  *	0	?	5	>	0	K		  	0	  &	K	8	M	$	K		  8	G	  .	?	2	(	G	  	>	$	G	  9	H		  	0	  $	K	9	+	G	  &	G	$	G	  9	H		.   	 	 	 	 R a m a d  n   v  g  n   a   m u s z l i m o k   v i l  g s z e r t e   h  r o m   n a p o n    t    r  m  n n e p k  n t   t a r t j  k   m e g   a z   e i d   a l - f i t r    n n e p  t   ( a   b  j t i   i d Q  v  g  t )   E z   a   s z  k s  g e t   s z e n v e d Qk n e k   j u t t a t o t t   b  j t m e g t  r Q  k  n y  r a d o m  n y o k   i d e j e ,   a m i k o r   m i n d e n k i   a   c s a l  d j  v a l    s   b a r  t a i v a l    n n e p l i   a z    l d  s o k    s    r  m  k   h  n a p j  n a k   l e z  r u l t  t .   E i d   n a p j  n   a   m u s z l i m o k   h a j n a l b a n   a   s z a b a d b a n   v a g y   m e c s e t e k b e n   g y ql n e k    s s z e ,   h o g y   e l v  g e z z  k   a z   E i d - i m  t .   A z   E i d - i m  d s  g   u t  n   r e n d s z e r i n t   i s m e r Qs   c s a l  d o k    s   b a r  t o k   m e g l  t o g a t  s a   z a j l i k ,   a j  n d  k o k a t   a d n a k   e g 	 	 	 	 A a n   h e t   e i n d e   v a n   d e   R a m a d a n   h e b b e n   d e   M o s l i m s   e e n   d r i e d a a g s e   v i e r i n g   d i e   E i d   a l - F i t r   ( S u i k e r f e e s t )   h e e t .   I n   d i e   t i j d   g e e f t   m e n   a a n   d e g e n e n   d i e   b e h o e f t i g   z i j n   e n   v i e r t   m e n   m e t   f a m i l i e   e n   v r i e n d e n   h e t   e i n d e   v a n   e e n   m a a n d   m e t   z e g e n i n g e n   e n   v r e u g d e .   O p   d e   d a g   v a n   E i d   k o m e n   M o s l i m s   v r o e g   b i j   e l k a a r   b u i t e n s h u i s   o f   i n   d e   m o s k e e  n   o m   h e t   g e b e d   v a n   E i d   t e   b r e n g e n .   N a   h e t   g e b e d   g a a n   d e   M o s l i m s   h u n   f a m i l i l e d e n   e n   v r i e n d e n   b e z o e k e n ,   w a a r b i j   z e   c a d e a u s   g e v e n . 	 	 	 L a   s f  r _i t u l   l u n i i   R a m a d a n ,   m u s u l m a n i i   d i n    n t r e a g a   l u m e   s r b t o r e s c   t i m p   d e   t r e i   z i l e   E i d   a l - F i t r   ( F e s t i v a l u l   s f  r _i t u l u i   p o s t u l u i ) .   E s t e   p e r i o a d a    n   c a r e   s e   f a c   d o n a ci i   c t r e   c e i   n e v o i a _i   _i    n   c a r e   m u s u l m a n i i   s r b t o r e s c    m p r e u n   c u   f a m i l i a   _i   p r i e t e n i i   s f  r _i t u l   u n e i   l u n i   d e   b i n e c u v  n t r i   _i   b u c u r i e .    n   z i u a   d e   E i d ,   m u s u l m a n i i   s e   a d u n   d e v r e m e    n   l o c a ci i    n   a e r   l i b e r   s a u    n   m o s c h e i   p e n t r u   r u g c i u n e a   d e   E i d .   D e   o b i c e i ,   d u p   r u g c i u n e a   d e   E i d ,   m u s u l m a n i i   v i z i t e a z   d i v e r s e   r u d e   _i   p r i e t e n i   _i   	 	 	   ,                         (     ) .           ,                       .     ,                   ,           .     ,                   ,       .     	 	 	 /1  ".1  E'G  1E6'F  E3DE'F'F  GEG  ,G'F  3G  1H2  ,4F  E1F/  G  (G  9/  A71  E91HA  '3*  ( ,4F  ~''F  1H2G  /'1) .   'F  EF'3(*  2E'F  '3*  (1'  /'/F  5/BG  (G  F'2EF/'F  H  ,4F  1A*F  (GE1'G  .'FH'/G  H  /H3*'F  (.'81  (G  ~''F  13/F    E'G  (1*  H  31H1.   /1  1H2  9/  E3DE'F'F  GF'E  3-1  /1  (1HF  '2  .'FG  '  /1  E3,/  1/  GE  E  "F/  *'  FE'2  9/  A71  1'  (G  ,'  ('H1F/.   ~3  '2  ~''F  FE'2  9/  E3DE'F'F  E9EHD'  E*A1B  E4HF/  *'  (G  ('2//  .'FH'/G  H  /H3*'F  .H/  1A*G  H  G/''  (G  /1  (/GF/.   	 1E6'F    '.**'E  ~1  ~H1  /F'    E3DE'F  *F  /FH  *  ~O1E31Q*  *B'1(  '  '*E'E  1*    ,3  H  9/  'DA71  ( 1H2  'A7'1  1F    *B1()   '  ,'*'      HB*  61H1*EF/H    'E/'/  1F  'H1  '  E('1  EF    *ED  ~1  'D  .'F/'F  'H1  /H3*H    3'*  *B1(  'H1  .H4'  EF'F  '  H*'    9/    /F  E3DE'F  9/    FE'2  '/'  1F    D&  5(-  3H1    .'1,  EB'E'*  ~1  '  E3,/H  E  -'61  H,'*    9/    FE'2  '/'  1F    (9/  E3DE'F  9'E  7H1  ~1  E*9//  'D  .'F/'F  'H1  /H3*H  3  ED'B'*  1F    D&  FD  ~*    *-'&A  /*	 	 							  				  				  							  							  				  				  ( 				  						)   						  			d	  				  						  			  	  				  						  			d	  				  								  							  				  			  				  		  							  				  					  				  						- 					  			  													  					  				  				  			d	  				  			  										  			  					  				  		  						  				  					  				  				  					  		d	  				  					  				  										  						  			  													  				  				  				  			  			  							  					  			- 				  			( 							 	 	 	 	 	 	 	 	 A a n   d i e   e i n d e   v a n   R a m a d a n ,   v i e r   M o s l e m s   w  r e l d w y d   ' n   v r e u g d e v o l l e   d r i e   d a e   l a n g e   f e e s   g e n a a m d   E i d   a l - F i t r   ( d i e   F e e s   v a n   d i e   B r e e k   v a n   d i e   V a s ) .   D i t   i s   ' n   t y d   o m   l i e f d a d i g   t e   g e e   a a n   m e n s e   i n   n o o d ,   e n   o m   s a a m   m e t   v r i e n d e   e n   f a m i l i e   d i e   a f s l u i t i n g   v a n   ' n   m a a n d   v o l   s e  n   e n   v r e u g d e   t e   v i e r .   O p   d i e   d a g   v a n   E i d ,   v e r g a d e r   M o s l e m s   v r o e g o g g e n d   b u i t e n s h u i s   o f   i n   m o s k e e s   o m   d i e   E i d - g e b e d   t e   b i d .   N a   d i e   E i d - g e b e d ,   g a a n   M o s l e m s   g e w o o n l i k   u i t e e n   o m   v e r s k e i e   f a m i l i e   e n   v r i e n d e   t e   b e s o e k ,   e n   o m   g e s k e n k e   t e   g e e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   f i m   d e   R a m a d  ,   o s   m u  u l m a n o s   d e   t o d o   o   m u n d o   c u m p r e m   a   a l e g r e   c e l e b r a   o   d e   t r  s   d i a s   c h a m a d a   E i d   a l - F i t r   ( o   f e s t i v a l   d e   i n t e r r u p   o   d o   j e j u m ) .      h o r a   d e   d o a r   e m   c a r i d a d e   a o s   n e c e s s i t a d o s ,   e   c o m e m o r a r   c o m   a   f a m  l i a   e   a m i g o s   a   c o n c l u s  o   d o   m  s   d e   g r a  a s   e   a l e g r i a .   N o   d i a   d e   E i d ,   o s   m u  u l m a n o s   s e   r e  n e m   c e d o   p e l a   m a n h    n o s   l o c a i s   a o   a r   l i v r e   o u   m e s q u i t a s   p a r a   r e a l i z a r   a   o r a   o   d e   E i d .   A p  s   a   o r a   o   d e   E i d ,   o s   m u  u l m a n o s   g e r a l m e n t e   s e   d i s p e r s a m   p a r a   v i s i t a r   v  r i o s   f a m i l i a r e s   e   a m i g o s   e   d a r   p r e s 
 
 S T R _ H I J R I _ E I D _ A L _ G A D H A _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 E i d - a l - g a d h a   d e t a i l s 	 D u r i n g   t h e   c e l e b r a t i o n   o f   E i d   a l - A d h a ,   M u s l i m s   c o m m e m o r a t e   a n d   r e m e m b e r   A b r a h a m ' s   t r i a l s   ( h e   w a s   t o   k i l l   h i s   o w n   s o n   f o r   A l l a h ) ,   b y   t h e m s e l v e s   s l a u g h t e r i n g   a n   a n i m a l   s u c h   a s   a   s h e e p ,   c a m e l ,   o r   g o a t .   O n e - t h i r d   o f   t h e   m e a t   f r o m   t h e   s a c r i f i c e   o f   E i d   a l - A d h a   i s   e a t e n   b y   i m m e d i a t e   f a m i l y   a n d   r e l a t i v e s ,   o n e - t h i r d   i s   g i v e n   a w a y   t o   f r i e n d s ,   a n d   o n e - t h i r d   i s   d o n a t e d   t o   t h e   p o o r . 	 [rr{gFzegHyy }_HQwf\Sb#kX;Ny[KN	vuBfHQwf\Sb#kp[bw;Nv}TN[k]vRQP[0VdkN.ze_O[k}0ݙ0q\&N\[rrvRb	NN NNf}Z0 NNf}gS0 NNf}zN0	 [rrgFzegHywy~_HQwf\Sb#k?a;Ny[KN	S_eHQwf\Sb#k:N[bw;Nv}TN[@g]v?QP[0VdkNُye_eg[@g~0|0q\v^\[rrvRb	NN NN~Nb0 NN~gS0 NN~wzN0	 #0+'H22#@	%4!	%---55I  -1%- -1.2,   
2'!8*%4!0#0345A%0#0%662#%---1#2.1!  ( @2I-H2%9
2"-1'@-@7H-#0-1%@%20+L) ,   B"2#H2*1'LH2F  @
H  A0,   -9  +#7-A0  @7I-+6HC*2!22#*1@'"--55I  -1%- -1.209#1#02B"#-#1'A%0
24,   +6HC*2!!-C+I@7H-F  A%0+6HC*2!#42C+I"2	 D u r a n t e   l a   c e l e b r a c i  n   d e   E i d   a l - A d h a ,   l o s   m u s u l m a n e s   c o n m e m o r a n   y   r e c u e r d a n   l a s   p r u e b a s   d e   A b r a h a m   (  l   i b a   a   m a t a r   s u   p r o p i o   h i j o   p o r   A l  ) ,   a l   s a c r i f i c a r   e l l o s   m i s m o s   u n   a n i m a l   c o m o   e s   e l   c a s o   d e   u n a   o v e j a ,   c a m e l l o   o   c a b r a .   U n   t e r c i o   d e   l a   c a r n e   d e l   s a c r i f i c i o   d e   E i d   a l - A d h a   e s   c o m i d o   i n m e d i a t a m e n t e   p o r   l o s   f a m i l i a r e s   y   p a r i e n t e s ,   u n   t e r c i o   s e   d a   a   l o s   a m i g o s ,   y   u n   t e r c i o   s e   d o n a   a   l o s   p o b r e s .   	 P e n d a n t   l a   f  t e   d e   E i d   a l - A d h a ,   l e s   m u s u l m a n s   c  l  b r e n t   e t   s e   s o u v i e n n e n t   d e s    p r e u v e s   q u e   A b r a h a m   a   s u b i   ( i l    t a i t   c e n s    t u e r   s o n   f i l s   p o u r   A l l a h ) ,   e n   s a c r i f i c i a n t   u n   a n i m a l   c o m m e   u n   m o u t o n ,   u n   c h a m e a u   o u   u n e   c h  v r e .   U n   t i e r s   d e   l a   v i a n d e   o b t e n u e   a p r  s   l e   s a c r i f i c e   d e   E i d   a l - A d h a   e s t   g  n  r a l e m e n t   m a n g    i m m  d i a t e m e n t   p a r   l a   f a m i l l e   p r o c h e ,   u n   t i e r s   e s t   d o n n    a u x   a m i s   e t   u n   t i e r s   e s t   d o n n    a u x   p a u v r e s . 	 W  h r e n d   d e r   F e i e r l i c h k e i t e n   z u   E i d   a l - A d h a   g e d e n k e n   M u s l i m e   d e n   V e r s u c h u n g e n   A b r a h a m s   ( d i e s e r   s o l l t e   f  r   A l l a h   s e i n e n   e i g e n e n   S o h n   t  t e n ) ,   i n d e m   s i e   e i n   T i e r   ( z .   B .   e i n   S c h a f ,   e i n   K a m e l   o d e r   e i n e   Z i e g e )   s c h l a c h t e n .   E i n   D r i t t e l   d e s   g e o p f e r t e n   F l e i s c h e s   w i r d   z u   E h r e n   v o n   E i d   a l - A d h a   i m   e n g e n   F a m i l i e n k r e i s   u n d   u n t e r   V e r w a n d t e n   v e r z e h r t ,   e i n   w e i t e r e s   D r i t t e l   a n   F r e u n d e   v e r s c h e n k t ,   d a s   l e t z t e   D r i t t e l   w i r d   d e n   A r m e n   g e g e b e n . 	 @8  ?@074=>20=88  -84  0;- 4E0  <CAC;L<0=5  2A?><8=0NB  8A?KB0=85  1@0E0<0  ( :>B>@K9  4>;65=  1K;  C18BL  A2>53>  AK=0  2>  8<O  ;;0E0) ,   ?@8=>AO  2  65@B2C  682>B=KE  ( 10@0=0,   25@1;N40  8;8  :>7;0) .   "@5BL  <OA0  65@B2K  ?5@5405BAO  A5<L5,   B@5BL     4@C7LO<,   5I5  >4=0  B@5BL  65@B2C5BAO  154=K<. 	 D u r a n t e   l a   f e s t a   d i   E i d   a l - A d h a ,   i   m u s u l m a n i   c o m m e m o r a n o   e   r i c o r d a n o   l e   p r o v e   d i   A b r a m o   ( c h e   d o v e v a   u c c i d e r e   s u o   f i g l i o   p e r   A l l a h )   s a c r i f i c a n d o   u n   a n i m a l e ,   c o m e   u n a   p e c o r a ,   u n   c a m m e l l o   o   u n a   c a p r a .   U n   t e r z o   d e l l a   c a r n e   d e l   s a c r i f i c i o   d i   E i d   a l - A d h a   v i e n e   m a n g i a t a   d a l l a   f a m i g l i a   e   d a i   p a r e n t i ,   u n   t e r z o   v i e n e   d a t a   a g l i   a m i c i   e   u n   t e r z o   v i e n e   d o n a t a   a i   p o v e r i . 	 #+F'!  9J/  'D#6-I  J-JJ  'DE3DEHF  0C1I  '(*D'!  %(1'GJE  9DJG  'D3D'E  ( DE'  #1'/  0(-  '(FG  *D(J)K  D#E1  'DDG  92  H,D)   H0DC  9F  71JB  0(-  #6-J)  EF  'D.1'A  #H  'D,E'D  #H  'DE'92  HJB3E  D-E  'D#6-J)  %DI  +D'+)  #,2'!  ,2!  DD9'&D)  H'D#B1('!  H,2!  DD#5/B'!  H,2!  DDAB1'!. 	 D u r a n t e   a   c e l e b r a   o   d e   E i d   a l - A d h a ,   o s   m u  u l m a n o s   c o m e m o r a m   e   r e c o r d a m   a s   p r o v a   e s   d e   A b r a  o   ( d e v e r i a   s a c r i f i c a r   o   s e u   p r  p r i o   p o r   A l  ) ,   s a c r i f i c a n d o   u m   a n i m a l   c o m o   u m a   o v e l h a ,   u m   c a m e l o   o u   u m a   c a b r a .   U m   t e r  o   d a   c a r n e   d e s s e   s a c r i f  c i o   d e   E i d   a l - A d h a      c o n s u m i d o   p e l a   f a m  l i a   m a i s   p r  x i m a   e   o s   p a r e n t e s ,   u m   t e r  o      o f e r e c i d o   a   a m i g o s   e   o u t r o   t e r  o      d o a d o   a o s   p o b r e s . 	 K u r b a n   B a y r a m 1n 1n   k u t l a n m a s 1  s 1r a s 1n d a   M  s l  m a n l a r   t o p l a n 1r l a r   v e   0b r a h i m ' i n   d u r u m u n u   h a t 1r l a r   ( o l u n u   A l l a h   i  i n    l d  r m e k    z e r e y d i )   v e   k o y u n ,   k u z u   y a   d a   d e v e   g i b i   h a y v a n l a r 1  k u r b a n   e d e r l e r .   K u r b a n   b a y r a m 1n d a   e l d e   e d i l e n   e t l e r i n     t e   b i r i   a i l e   v e   a k r a b a l a r   t a r a f 1n d a n   y e n i r ,     t e   b i r i   a r k a d a _l a r a   d a 1t 1l 1r   v e     t e   b i r i   f a k i r l e r e   d a 1t 1l 1r . 	 K h i   m n g   l   E i d   a l - A d h a ,   t  n     H i   g i  o   k   n i m   v    t n g   n h   c  c   v   x  t   x   c a   A b r a h a m   ( n g  i   s p   g i t   c o n   t r a i   m  n h   l    A l l a h )   b n g   c  c h   g i t   t   m t   c o n   v t   n h   c u ,   l c      h o c   d  .   1 / 3   s   t h t   c  n g   t   E i d   a l - A d h a   s   c   d  n g   c h o   g i a    n h   v    h   h  n g   g n   n h t ,   1 / 3   b i u   b n   b    v    1 / 3     h i n   t n g   n g i   n g h  o . 	 S e l a m a   p e r a y a a n   I d u l   A d h a ,   u m a t   M u s l i m   m e r a y a k a n   d a n   m e m p e r i n g a t i   u j i a n   d a r i   A l l a h   y a n g   d i a l a m i   I b r a h i m   ( u n t u k   m e n g u r b a n k a n   a n a k   k a n d u n g n y a ) ,   d e n g a n   m e n y e m b e l i h   h e w a n   s e p e r t i   d o m b a ,   u n t a ,   a t a u   k a m b i n g .   S e p e r t i g a   d a g i n g   k u r b a n   p a d a   I d u l   A d h a   d i b e r i k a n   k e p a d a   k e l u a r g a   d a n   k e r a b a t   t e r d e k a t ,   s e p e r t i g a   d i b e r i k a n   k e p a d a   s a h a b a t ,   d a n   s e p e r t i g a   d i b e r i k a n   k e p a d a   k a u m   d h u a f a . 	 S e m a s a   p e r a y a a n   A i d i l a d h a ,   u m a t   M u s l i m   m e n g i n g a t i   d u g a a n   N a b i   I b r a h i m   A S   ( b a g i n d a   d i p e r i n t a h   m e n g o r b a n k a n   p u t e r a n y a   s e n d i r i   u n t u k   A l l a h   S W T ) ,   d e n g a n   m e n g o r b a n k a n   b i n a t a n g   s e p e r t i   b i r i - b i r i ,   u n t a   a t a u   k a m b i n g .   S a t u   p e r t i g a   d a r i p a d a   d a g i n g   k o r b a n   A i d i l a d h a   a k a n   d i m a k a n   o l e h   k a u m   k e l u a r g a   t e r d e k a t ,   s a t u   p e r t i g a   l a g i   d i b e r i k a n   k e p a d a   k a w a n - k a w a n ,   d a n   s a t u   p e r t i g a   l a g i   d i s e d e k a h k a n   k e p a d a   m e r e k a   y a n g   m i s k i n . 	 	&	  		2	  		9	>	  	G	  &	L	0	>	(	,   .	A	8	2	.	>	(	  2	K		  	,	M	0	>	9	@	.	  	@	  *	0	@		M	7	>	  ( 5	9	  	2	M	2	>	9	  	G	  2	?		  	*	(	G	  9	@	  ,	G		G	  	K	  .	>	0	(	G	  5	>	2	>	  %	>	)   	K	  /	>	&	  	0	$	G	  9	H		  	0	  8	M	5	/		  		  -	G	!	<	,   
			,   /	>	  ,		0	@	  	H	8	G	  		  	>	(	5	0	  	@	  	A	0	M	,	>	(	@	  &	G	$	G	  9	H		d	  	&	  		2	  		9	>	  	@	  	A	0	M	,	>	(	@	  	>	  		  $	?	9	>		  .	>		8	  *	0	?	5	>	0	  	0	  (	?			  0	?	6	M	$	G	&	>	0	K		  &	M	5	>	0	>	,   		  $	?	9	>		  &	K	8	M	$	K		  &	M	5	>	0	>	  	>	/	>	  	>	$	>	  9	H	  	0	  		  $	?	9	>		  	0	@	,	K		  	K	  &	>	(	  	0	  &	?	/	>	  	>	$	>	  9	H	d	  	 	 	 	 A z   E i d - e l - a d h a    n n e p l  s  v e l   a   m u s z l i m o k    b r a h  m   m e g p r  b  l t a t  s  r a   e m l  k e z n e k   ( f e l   k e l l e t t    l d o z n i a   a   f i  t   I s t e n n e k ) ;   i l y e n k o r    l l a t o k a t ,   p  l d  u l   b  r  n y t ,   t e v  t ,   k e c s k  t   v  g n a k   l e    l d o z a t u l .   A z   E i d - e l - a d h a    l d o z a t i   h  s  n a k   e g y   h a r m a d  t   m a g a   a   c s a l  d    s   a   r o k o n o k   f o g y a s z t j  k   e l ,   e g y   h a r m a d  t   b a r  t o k n a k   s z o k  s   e l a j  n d  k o z n i ,   e g y   h a r m a d  t   p e d i g   a   s z e g  n y e k n e k   a d j  k . 	 	 	 	 T i j d e n s   d e   v i e r i n g   v a n   E i d   a l - A d h a   g e d e n k e n   d e   M o s l i m s   d e   b e p r o e v i n g e n   v a n   I b r a h i m   ( d i e   z i j n   e i g e n   z o o n   v o o r   A l l a h   m o e s t   d o d e n )   d o o r   z e l f   e e n   d i e r   t e   s l a c h t e n   z o a l s   e e n   s c h a a p ,   k a m e e l   o f   g e i t .   E e n   d e r d e   v a n   h e t   v l e e s   v a n   h e t   o f f e r   v a n   E i d   a l - A d h a   w o r d t   g e g e t e n   d o o r   d e   d i r e c t e   f a m i l i e l e d e n   e n   v e r w a n t e n ,   e e n   d e r d e   w o r d t   a a n   v r i e n d e n   g e g e v e n   e n   e e n   d e r d e   i s   v o o r   d e   a r m e n . 	 	 	  n   t i m p u l   s r b t o r i i   d e   E i d   a l - A d h a ,   m u s u l m a n i i   c o m e m o r e a z   _i    _i   a m i n t e s c   d e    n c e r c r i l e   l u i   A b r a h a m   ( a c e s t a   t r e b u i a   s    _i   o m o a r e   p r o p r i u l   f i u   p e n t r u   A l l a h )   p r i n   s a c r i f i c a r e a   u n u i   a n i m a l ,   c u m   a r   f i   o   o a i e ,   o   c m i l   s a u   o   c a p r .   O   t r e i m e   d i n   c a r n e a   a n i m a l u l u i   s a c r i f i c a t   d e   E i d   a l - A d h a   e s t e    m p r ci t   c u   f a m i l i a   _i   r u d e l e   a p r o p i a t e ,   o   t r e i m e   e s t e   d a t   p r i e t e n i l o r ,   i a r   o   t r e i m e   e s t e   d o n a t   c e l o r   n e v o i a _i . 	 	 	         ,                   (             ) ,                   ,       .                               ,         ,       . 	 	 	 /1  GF'E  (1~'/'4*F  9/  B1('F  E3DE'F'F  ('  B1('F  1/F  -H'F  E'FF/    H3AF/  4*1  '  (2  '2  E5'&(  '(1'GE  ( G  (F'  (H/  ~31  .H/  1'  (1'  'DDG  B1('F  F/)   '/  H  B/1/'F  EFE'F/.     3HE  H4*  ,'FH1  B1('F  1H2  9/  B1('F  *H37  .'FH'/G  H  'BH'E  /1,G    .H1/G  E4H/    3HE  (G  /H3*'F  /'/G  E4H/  H    3HE  (G  *G  /3*'F  (.4/G  E4H/. 	 9/  'D'6-    *B1(    /H1'F  E3DE'F  .H/  3  H&  ,'FH1  ,3  (  'HFy  '  (1  0(-  1  '(1'E  ( ,F  'DD    0'*  ~1  '~F  (y  H  B1('F  1F'  *')   B1('FH    '/'1  EF'*    'H1  'F  '/  1*    9/  'D'6-    B1('F  '  '  *'&  H4*  B1(  'D  .'F/'F  'H1  14*  /'1'*    '  *'&  /H3*H  H  //'  ,'*'    'H1  '  *'&  :1('!  H  97  1/'  ,'*'  	 	 				  					  			  										  				,   		,   		  				  							  					  				  				  								  ( 		) - 		  					  			  ( 				  			  			  							  						  				  				  				  									)   					  			d	  				  					  								  				  				  			  				  			  			  					  								  						  			,   					  													  					  			  							  				- 					  					  					  			d		 	 	 	 	 	 	 	 	 T y d e n s   d i e   v i e r i n g   v a n   E i d   a l - A d h a   h e r d e n k   e n   g e d e n k   M o s l e m s   d i e   b e p r o e w i n g s   v a n   A b r a h a m   ( h y   m o e s   s y   s e u n   d o o d m a a k   v i r   A l l a h )   d e u r   s e l f   ' n   s k a a p ,   k a m e e l   o f   b o k   t e   s l a g .   E e n   d e r d e   v a n   d i e   v l e i s   v a n   d i e   o f f e r   v a n   E i d   a l - A d h a   w o r d   d e u r   d i e   g e s i n   e n   f a m i l i e k r i n g   g e  e t ,   e e n   d e r d e   w o r d   a a n   v r i e n d e   g e g e e   e n   e e n   d e r d e   w o r d   a a n   d i e   a r m e s   g e s k e n k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r a n t e   a   c e l e b r a   o   d e   E i d   a l - A d h a ,   o s   m u  u l m a n o s   c o m e m o r a   e   r e l e m b r a   a s   d i f i c u l d a d e s   d e   A b r a  o   ( e l e   t e v e   q u e   m a t a r   s e u   p r  p r i o   f i l h o   p a r a   A l  ) ,   s a c r i f i c a n d o   u m   a n i m a l , t a l   c o m o   u m a   o v e l h a ,   c a m e l o   o u   c a b r a .   U m   t e r  o   d a   c a r n e   p r o v e n i e n t e   d o   s a c r i f  c i o   d e   E i d   a l - A d h a      c o m i d a   p e l a   f a m  l i a   i m e d i a t a   e   p a r e n t e s ,   u m   t e r  o      d a d a   p a r a   a m i g o s   e   u m   t e r  o      d o a d a   a o s   p o b r e s . 
 
 S T R _ H I J R I _ D H U A _ A L _ H I J J A H _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 D h u a - a l - h i j j a h   d e t a i l s 	 T h e   H a j j   t o   M e c c a   m u s t   b e   c a r r i e d   o u t   a t   l e a s t   o n c e   i n   t h e i r   l i f e t i m e   b y   e v e r y   a b l e - b o d i e d   M u s l i m .   A s   p a r t   o f   t h e   H a j j ,   e a c h   p e r s o n   w a l k s   c o u n t e r - c l o c k w i s e   s e v e n   t i m e s   a r o u n d   t h e   K a a b a ,   t h e   c u b e - s h a p e d   b u i l d i n g   w h i c h   a c t s   a s   t h e   M u s l i m   d i r e c t i o n   o f   p r a y e r   ( q i b l a ) ;   r u n s   b a c k   a n d   f o r t h   b e t w e e n   t h e   h i l l s   o f   A l - S a f a   a n d   A l - M a r w a h ;   d r i n k s   f r o m   t h e   Z a m z a m   W e l l ;   g o e s   t o   t h e   p l a i n s   o f   M o u n t   A r a f a t   t o   s t a n d   i n   v i g i l ;   a n d   t h r o w s   s t o n e s   i n   a   r i t u a l   S t o n i n g   o f   t h e   D e v i l . 	 g
\e@b	g	gRvFzeg(WvQ Nuvu-N[b N!k/f;N}T0[Sb	cgqBfݑeTt^~)Y?bJINW0)Y?b/fVeԚv^{/fFzegybBfvgT0[bgTYpelT>riQq\KN0
vl4l0Й?blyrq\0\wE0	 gЉ[N@b	g	gRvFzeg(WvQ NuS_-N[b N!k/f;N}T0[Sb	cgqeeTs~)Y?b8nlNW0)Y?b/fVeSOv^Q{/fFzeg<ybevgT0[bgЉ؏TYpN(lT\gS$Nq\KN0n^vl4l0{?blyrq\0\wq0	 85H@G
2'!8*%4!I-41445.1LD"1#@!0-"H2I-"+6H#1IC
H'
5'4  C205H@G*H'-.1L,   AH%00@4'@G!2,42  7   #-  #-22,   -22##%92(L6H3+I25H@G1'-A'2!8*%4!-2#*'!L  ( 4%2) ;   @4%1D!2#0+'H2 9@2-1%- 22  A%0-1%- !2#L'2+L;   7H!I32H-A!A!;   D5H8H+
I2A+H@!2L-#21  @7H-"7@I2#0'1;   A%0B"I-+4C45  I-+4A+H4(2  	 L a   p e r e g r i n a c i  n   a   l a   M e c a   d e b e   r e a l i z a r s e   p o r   l o   m e n o s   u n a   v e z   e n   l a   v i d a s   p a r a   s e r   c o n s i d e r a d o   u n   m u s u l m  n   c o n s a g r a d o .   C o m o   p a r t e   d e   l a   p e r e g r i n a c i  n ,   c a d a   p e r s o n a   c a m i n a   e n   s e n t i d o   a n t i h o r a r i o   s i e t e   v e c e s   a   l a   K a a b a ,   e l   e d i f i c i o   d e   f o r m a   c u r v a   q u e   d e t e r m i n a   l a   d i r e c c i  n   d e   l a   o r a c i  n   ( q i b l a ) ;   c o r r e   d e   n u e v o   d e   u n n   l a d o   a   o t r o   e n t r e   l a s   c o l i n a s   d e     A l - S a f a   y   A l - M a r w a h ;   b e b e   d e l   P o z o   d e   Z a m z a m ;   v a   a   l a s   l l a n u r a s   d e l   M o n t e     M o u n t   A r a f a t   p a r a   h a c e r   v i g i l i a ;   y   l a n z a   p i e d r a s   e n   u n   r i t u a l   e n   e l   q u e 	 L e   H a j j      L a   M e c q u e   d o i t    t r e   f a i t   a u   m o i n s   u n e   f o i s   p e n d a n t   u n e   v i e   p a r   c h a q u e   m u s u l m a n   c a p a b l e   d e   l e   f a i r e .   U n e   p a r t i e   d u   H a j j   c o n s i s t e      m a r c h e r   7   f o i s   d a n s   l e   s e n s   c o n t r a i r e   d e s   a i g u i l l e s   d ' u n e   m o n t r e   a u t o u r   d e   l a   K a a b a ,   l e   b  t i m e n t   e n   f o r m e   d e   c u b e   q u i   e s t   l ' o b j e t   v e r s   l e q u e l   t o u s   l e s   m u s u l m a n s   p r i e n t   ( q i b l a )   ;      c o u r i r   e t   r e v e n i r   e n t r e   l e s   c o l l i n e s   d e   A l - S a f a   e t   A l - M a r w a h ;      b o i r e   l ' e a u   d u   p u i t s   d e   Z a m z a m   ;   a   m a r c h e r   a u   M o n t   A r a f a t   e t      j e t e r   d e s   p i e r r e s   p o u r   s y m b o l i s e r   l e   l a p i d a g e   d e   S a t 	 J e d e r   k r  f t i g e   M o s l e m   m u s s   m i n d e s t e n s   e i n m a l   i n   s e i n e m   L e b e n   e i n e   H a d s c h   n a c h   M e k k a   u n t e r n e h m e n .   A l s   T e i l   d e r   H a d s c h   w a n d e l t   j e d e r   P i l g e r   s i e b e n m a l   g e g e n   d e n   U h r z e i g e r s i n n   u m   d i e   K a a b a   ( d a s   w  r f e l f  r m i g e   G e b  u d e ,   d a s   d e n   M u s l i m s   d i e   R i c h t u n g   I h r e s   G e b e t e s   ( q i b l a )   v o r g i b t ) ,   w a n d e r t   z u   d e n   B e r g e n   v o n   A l - S a f a   u n d   A l - M a r w a h   u n d   w i e d e r   z u r  c k ,   t r i n k t   a u s   d e m   Z a m z a m - B r u n n e n ,   h  l t   N a c h t w a c h e   a u f   d e n   E b e n e n   d e s   B e r g e s   A r a f a t   u n d   b e t e i l i g t   s i c h   a n   d e r   r i t u e l l e n   S t e i n i g u n g   d e s   T e u f e l s . 	 %046  2  5::C  E>BO  1K  >48=  @07  2  687=8  4>;65=  A>25@H8BL  :064K9  ?@02>25@=K9  <CAC;L<0=8=.   >  2@5<O  %0460  :064K9  >1E>48B  A5<L  @07  ?@>B82  G0A>2>9  AB@5;:8  001C     :C18G5A:>5  740=85,   O2;ONI55AO  >@85=B8@><  ?@8  <>;8B20E  <CAC;L<0=;   ?@>1560BL  BC40  8  >1@0B=>  <564C  E>;<0<8  ;L- !0D0  8  ;L- 0@20=;   8A?8BL  2>4K  87  :>;>4F0  0<70<;   A>25@H8BL  AB>O=85  =0  3>@5  @0D0B,   0  B0:65  @8BC0;  1@>A0=8O  :0<=59  2  H09B0=0. 	 L  H a j j   a l l a   M e c c a   d e v e   e s s e r e   f a t t o   a l m e n o   u n a   v o l t a   n e l l a   v i t a   d a   o g n i   m u s u l m a n o   f o r t e   e   r o b u s t o .   L  H a j j   p r e v e d e   c h e   o g n i   p e r s o n a   c a m m i n i   p e r   s e t t e   v o l t e   i n   s e n s o   a n t i o r a r i o   i n t o r n o   a l l a   K a a b a ,   l a   c o s t r u z i o n e   a   f o r m a   d i   c u b o   c h e   i n d i c a   l a   d i r e z i o n e   d e l l a   p r e g h i e r a   ( q i b l a ) ,   v a d a   s u l l e   c o l l i n e   d i   A l - S a f a   e   A l - M a r w a h   e   t o r n i ,   b e v a   d a l l a   f o n t e   d i   Z a m Z a m ,   v a d a   s i n o   a l l e   s p i a n a t e   d e l   m o n t e   A r a f a t   p e r   v e g l i a r e   e   g e t t i   d e l l e   p i e t r e   s e c o n d o   u n   g e s t o   r i t u a l e   c o m e   p e r   l a p i d a r e   i l   d i a v o l o .   P o i   i   p e l l e g r i n 	 'D-,  A1J6)  9DI  CD  E3DE  B'/1  J,(  9DJG  #/'$G'  E1)  H'-/)  9DI  'D#BD  AJ  -J'*G  H*4ED  EF'3C  'D-,  'D7H'A  -HD  'DC9()  3(9  E1'*  9C3  '*,'G  9B'1(  'D3'9)  H'DC9()  GJ  'D(F'!  'DEC9(  'D0J  J*H,G  %DJG  'DE3DEHF  #+F'!  5D'*GE  ( 'DB(D))   HEF  EF'3C  'D-,  #J6K'  'D39J  (JF  ,(DJ  'D5A'  H'DE1H)  H'D41(  EF  E'!  2E2E  H'DHBHA  (,(D  91A'*  DJD)  'D9J/  H1EJ  'D,E1'*  +E  JBHE  'DE3DEHF  (9/  0DC  (-DB  1$H3GE. 	 A   P e r e g r i n a   o   a   M e c a   d e v e   s e r   r e a l i z a d a   p e l o   m e n o s   u m a   v e z   n a   v i d a   d e   c a d a   m u  u l m a n o   f i s i c a m e n t e   a p t o .   C o m o   p a r t e   d a   H a j j ,   c a d a   p e s s o a   d e v e r    c a m i n h a r   s e t e   v e z e s   n o   s e n t i d o   i n v e r s o   d o s   p o n t e i r o s   d o   r e l  g i o   s e t e   v e z e s ,      v o l t a   d o   K a a b a ,   u m a   c o n s t r u   o   e m   f o r m a   d e   c u b o   p a r a   o n d e   s e   d i r i g e m   a s   o r a   e s   ( q i b l a )   d o s   m u  u l m a n o s ;   f a z e r   a   c a m i n h a d a   e n t r e   A l - S a f a   e   A l - M a r w a h ;   b e b e r    g u a   d o   p o  o   Z a m z a m ;   i r   a t       p l a n  c i e   d o   M o n t e   A r a f a t   p a r a   f i c a r   d e   v i g  l i a ;   e   a t i r a r   p e d r a s   n o   r i t u a l     A p e d r e j a m e n t o   d o   D 	 M e k k e ' y e   h a c   e n g e l s i z   t  m   M  s l  m a n l a r   t a r a f 1n d a n   h a y a t l a r 1  b o y u n c a   e n   a z   b i r   k e r e   g e r  e k l e _t i r i l m e l i d i r .   H a c c 1n   b i r   p a r  a s 1  o l a r a k   h e r   k i _i ,   M  s l  m a n l a r 1n   d u a   e t m e   y  n  n    ( k 1b l e )   b e l i r l e y e n   k  p   _e k i l l i   b i r   b i n a   o l a n   K a b e    e v r e s i n d e   s a a t   y  n  n  n   t e r s i n e   y e d i   d e f a   d  n e r .   S a f a   i l e   M a r w a h   t e p e l e r i   a r a s 1n d a   y  r  r l e r ;   Z e m z e m   s u y u   i  e r l e r ,   A r a f a t   D a 1n a    1k a r l a r ;   ^e y t a n   T a _l a m a   o l a y 1n a   k a t 1l 1r l a r   v e   a r d 1n d a n   h a c 1l a r   b a _l a r 1n 1  t r a _  e d e r l e r . 	 M i   t  n     H i   g i  o   k h e   m n h   p h i   h  n h   h n g   n   M e c c a    t   n h t   m t   l n   t r o n g   i .   N h   m t   p h n   c a   c u c   h  n h   h n g ,   m i   n g i   p h i   i   b   b y   l n   n g c   c h i u   k i m   n g   h   q u a n h   K a a b a ,   t  a   n h    h  n h   k h i   t h e o   h n g   c u   n g u y n   c a   t  n     H i   g i  o   ( q i b l a ) ;   c h y   i   c h y   l i   g i a   c  c   n g n   i   g i a   A l - S a f a   v    A l - M a r w a h ;   u n g   n c   t   g i n g   Z a m z a m ;   i   l  n   t h o   n g u y  n   v  n g   n  i   A r a f a t     l   v n g ;   v    n  m      v  o   t n g   Q u   t h e o   n g h i   t h c . 	 I b a d a h   H a j i   k e   M e k a h   h a r u s   d i j a l a n k a n   m i n i m a l   s a t u   k a l i   s e u m u r   h i d u p   o l e h   s e t i a p   k a u m   M u s l i m   y a n g   m a m p u .   S e b a g a i   b a g i a n   d a r i   i b a d a h   H a j i ,   s e t i a p   o r a n g   b e r j a l a n   b e r l a w a n a n   a r a h   j a r u m   j a m   s e b a n y a k   t u j u h   k a l i   m e n g i t a r i   K a ' b a h ,   b a n g u n a n   b e r b e n t u k   k u b u s   y a n g   d i t e t a p k a n   s e b a g a i   a r a h   s h a l a t   u m a t   M u s l i m   ( k i b l a t ) ;   b e r l a r i - l a r i   k e c i l   b o l a k - b a l i k   a n t a r a   b u k i t   S a f a   d a n   M a r w a h ;   m e m i n u m   a i r   d a r i   M a t a   A i r   Z a m z a m ;   w u k u f   d i   P a d a n g   A r a f a h ;   d a n   m e l e m p a r   j u m r a h   s e b a g a i   r i t u a l   m e l e m p a r   b a t u   k e   a r a h   i b l i s . 	 P e n u n a i a n   H a j i   k e   M a k k a h   m e s t i   d i l a n g s u n g k a n   s e k u r a n g - k u r a n g n y a   s e k a l i   d a l a m   h a y a t   s e t i a p   o r a n g   u m a t   I s l a m   y a n g   m a m p u .   S e b a g a i   s e b a h a g i a n   d a r i p a d a   a m a l a n   H a j i ,   s e t i a p   o r a n g   b e r j a l a n   b e r t e n t a n g a n   a r a h   j a m   s e l a m a   t u j u h   k a l i   m e n g e l i l i n g i   K a a b a h ,   b a n g u n a n   b e r b e n t u k   k i u b   y a n g   m e n a n d a k a n   a r a h   s e m b a h y a n g   u m a t   I s l a m   ( k i b l a t ) ;   b e r l a r i   p e r g i - b a l i k   d i   a n t a r a   b u k i t   S a f a   d a n   M a r w a h ;   m i n u m   d a r i   T e l a g a   Z a m z a m ;   b e r j a g a   d i   p a d a n g   b e r h a m p i r a n   G u n u n g   A r a f a t ;   d a n   m e l o n t a r   b a t u - b a t u   k e r i k i l   d a l a m   u p a c a r a   L o n t a r   J u m 	 9	0	  8		M	7	.	  .	A	8	M	2	?	.	  &	M	5	>	0	>	  	*	(	G	  	@	5	(	  .	G		  	.	  8	G	  	.	  		  ,	>	0	  .		M		>	  	>	  9		  	?	/	>	  	>	(	>	  	>	9	?		d	  9		  	G	  -	>		  	G	  0	B	*	  .	G		,   *	M	0	$	M	/	G		  5	M	/		M	$	?	  	M	/	B	,	  	G	  		>	0	  5	>	2	G	  -	5	(	- 	>	,	>	  .	G		  	!	<	@	  	@	  &	?	6	>	  	G	  5	?	*	0	@	$	  8	>	$	  ,	>	0	  		M		0	  2		>	$	>	  9	H	,   .	A	8	M	2	?	.	  *	M	0	>	0	M	%	(	>	  	@	  &	?	6	>	  	G	  0	B	*	  .	G		  	>	.	  	0	$	>	  9	H	  ( 	?	,	2	>	)   	0	  	2	  8	+	>	  	5		  	2	  .	0	5	>	9	  	@	  *	9	>	!	<	?	/	K		  	G	  		G	  	0	  *	@		G	  &	L	!	<	$	>	  9	H	,   	A			  8	G	  	.		.	  	>	  *	>	(	@	  *	@	$	>	  9	H	,   (	?		0	>	(	@	  .	G		  	!	<	G	  0	9	(	G	  	G	  2	?		  .	>					  	0	>	+	>	$	  	G	  .	H	&	>	(	K		  .	G		  	>	$	>	  9	H	  	0	  		  0	8	M	.	  	G	  0	B	*	  .	G		  6	H	$	>	(	  *	0	  *	$	M	%	0	  +	G			$	>	  9	H	d	    	 	 	 	 A   M e k k  b a   v a l    h  d z s o t   ( z a r  n d o k l a t o t )   e g y    l e t b e n   l e g a l  b b   e g y s z e r   t e l j e s  t e n i e   k e l l   m i n d e n    p   t e s t q  m u s z l i m n a k .   A   h  d z s h o z   t a r t o z i k ,   h o g y   a   m u s z l i m o k   a z    r a   j  r  s  v a l   e l l e n t  t e s   i r  n y b a n   h  t s z e r   m e g k e r  l i k   a   K  b  t ,   e g y   k o c k a   a l a k     p  l e t e t ,   a m e l y n e k   h e l y e   a   m u s z l i m o k   i m  j  n a k   a z   i r  n y  t   ( k i b l a )   m e g s z a b j a .   O d a - v i s s z a   s z a l a d n a k   a   S z a f a    s   M a r v a   h e g y e k   k  z  t t ;   i s z n a k   a   Z a m z a m - k  t b  l ,   e l l  t o g a t n a k   a z   A r a f a t - h e g y   a l a t t   s  k r a ,   a m e l y    b e r s  g r e   f i g y e l m e z t e t i   a   z a r  n d o k o k a t ;    s   k  v e k e t   d o b  l v a   r i t u  l i 	 	 	 	 D e   H a d z j   n a a r   M e k k a   i s   e e n   v e r p l i c h t i n g   v o o r   e l k e   g e z o n d e   M o s l i m ,   o p   z i j n   m i n s t   e e n   k e e r   i n   z i j n   l e v e n .   A l s   d e e l   v a n   d e   H a d z j   l o o p t   i e d e r e e n   z e v e n   k e e r   l i n k s o m   o m   d e   K a ' a b a ,   h e t   k u b u s v o r m i g e   g e b o u w   d a t   v o o r   d e   M o s l i m s   d e   g e b e d s r i c h t i n g   a a n g e e f t   ( q i b l a ) ;   h i j   l o o p t   h e e n   e n   w e e r   t u s s e n   d e   h e u v e l s   v a n   A l - S a f a   e n   A l - M a e w a h ,   d r i n k t   u i t   d e   Z a m z a m - b r o n ,   g a a t   n a a r   d e   v l a k t e n   v a n   d e   b e r g   A r a f a t   o m   o p   w a c h t   t e   s t a a n   e n   g o o i t   s t e n e n   v o o r   e e n   r i t u e l e   s t e n i g i n g   v a n   d e   d u i v e l .   	 	 	 F i e c a r e   m u s u l m a n   t r e b u i e   s   p a r t i c i p e   l a   p e l e r i n a j u l   H a j j   l a   M e c c a   c e l   p u ci n   o   d a t    n   v i a c.    n   c a d r u l   p e l e r i n a j u l u i   H a j j ,   t o a t e   p e r s o a n e l e   t r e b u i e   s    n c o n j o a r e   d e   _a p t e   o r i ,    n   s e n s   i n v e r s   a c e l o r   d e   c e a s o r n i c ,   t e m p l u l   K a a b a ,   c l d i r e a    n   f o r m   d e   c u b   c o n s i d e r a t   d i r e c ci a   r u g c i u n i i   ( q i b l a )   m u s u l m a n i l o r .   A p o i ,   a c e _t i a   u r c   _i   c o b o a r   d e a l u r i l e   A l - S a f a   _i   A l - M a r w a h ,   b e a u   a p   d i n   f  n t  n a   Z a m z a m ,   m e r g   l a   M u n t e l e   A r a f a t   p e n t r u   p r i v e g h i   _i   a r u n c   p i e t r e    n   c a d r u l   r i t u a l u l u i   d e   a r u n c a r e   c u   p i e t r e    n 	 	 	           '                   .     ' ,                     ,                   ( ) ;                     ;         ;             ;             . 	 	 	 1A*F  (G  -,  ('3*  /3*E  ('1  /1  2F/  G1  E3DE'F  G  *H'F  "F1'  /'1/  'F,'E  1/.   (9FH'F  (.4  '2  '9E'D  -,  G1  A1/  ('3*  GA*  ('1  (1.D'A  ,G*  9B1(G  3'9*  (G  /H1  9(G  G  3'.*E'F  E9(  4D  (H/G  H  ,G*  FE'2  .H'F/F  E3DE'F'F  (G  3H  "F3*  ( B(DG)   (1./  E'F  *~G  G'  5A'  H  E1HG  (/H/  '2  "(  'G  2E2E  (FH4/  (G  H'/  HG  91A'*  1A*G  H  4(  2F/G  /'1  ( '-'!)   FE'/  H  ('  ~1*'(  3F  (G  "F  3F  'F/'2  (G  47'F  (~1/'2/. 	 1  5'-(  F5'(  E3DE'F    019  '~F  2F/  E  E  '2  E  '  ('1  EQ  E1QE  ,'1  -,  '/'  '  ,'*'    -,    1F    7H1  ~1  9(  E9(  FE'  9E'1*  ,H  9('/*    H'37  E3DE'FH    D&  3E*  ( B(D)     (7H1  'E  "*      1/  3'*  ('1  7H'A  1*'    'D5A'!  'H1  'DE1H    ~'H    (  "E/  H  1A*  1  39  1*'    2E2E    FH  3  ~'F  ~*'    ,(D  91A'*    E/'FH  E  HBHA  1F    D&  ,'*'    'H1  1E  ,E'1    E0(  9ED  E  ~*1  ~F*'    '3    (9/  9'2EF  -,  '~F  31  EFH'*  	 	 								  											  									  			  									  										  						  				  				  				  		d	  						  			  						  								  							  				  					  								  						  				  		  									  			d	  				  						  	  				  				  				  										  					  			  ( 					) d	  						  			  						  				  			  						  							  				  						;   						  				  			  			;   								  						  			;   							  									  				  				  				d	  				  						  					  				  				  			  				d		 	 	 	 	 	 	 	 	 E l k e   g e s o n d e   M o s l e m   m o e t   t e n   m i n s t e   e e n   k e e r   i n   s y   l e w e   d i e   H a j j   n a   M e k k a   o n d e r n e e m .   A s   d e e l   v a n   d i e   H a j j ,   l o o p   e l k e   p e r s o o n   s e w e   k e e r   a n t i k l o k s g e w y s   o m   d i e   K a a b a ,   d i e   k u b u s v o r m i g e   g e b o u   w a t   a s   d i e   M o s l e m - g e b e d s g i d s   d i e n   ( q i b l a ) ;   h a r d l o o p   h e e n   e n   w e e r   t u s s e n   d i e   h e u w e l s   v a n   A l - S a f a   e n   A l - M a r w a h ;   d r i n k   u i t   d i e   Z a m z a m - f o n t e i n ;   g a a n   n a   d i e   v l a k t e s   v a n   B e r g   A r a f a t   o m   ' n   g e b e d s w a a k   t e   o n d e r n e e m ;   e n   g o o i   k l i p p e   i n   ' n   r i t u e e l   g e n a a m d   S t e n i g i n g   v a n   d i e   D u i w e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   p e r e g r i n a   o   a   M e c a   d e v e   s e r   r e a l i z a d a   p e l o   m e n o s   u m a   v e z   n a   v i d a   p o r   c a d a   m u  u l m a n o   f i s i c a m e n t e   a p t o .   C o m o   p a r t e   d a   p e r e g r i n a   o ,   c a d a   p e s s o a   q u e   a n d a r   s e t e   v e z e s   e m   t o r n o   d e   K a a b a   n o   s e n t i d o   a n t i - h o r  r i o ,   a   c o n s t r u   o   e m   f o r m a   d e   c u b o   q u e   a t u a   c o m o   a   d i r e   o   d a   o r a   o   d o   m u  u l m a n o   ( q i b l a ) ;   v a i   e   v o l t a   d a s   m o n t a n h a s   d e   A l - S a f a   e   A l - M a r w a h ;   b e b e   d o   p o  o   Z a m z a m ;   v a i    s   p l a n  c i e s   d o   M o n t e   A r a f a t   p a r a   f i c a r   e m   v i g  l i a ,   e   j o g a   p e d r a s   e m   u m   r i t u a l   d e   a p e d r e j a m e n t o   d o   d i a b o . 
 
 S T R _ H I J R I _ E I D _ A L _ G A D H I R _ D E T A I L 	 H i j r i C a l e n d a r 	 U N L I M 	 E i d - a l - g a d h i r   d e t a i l s 	 A   c e l e b r a t i o n   h e l d   o n   t h e   1 8 t h   o f   D h u   a l - H i j j a h   m a r k i n g   t h e   e v e n t   o f   G h a d e e r   K h u m m   i n   1 0   A H .   T h e   d a y   o n   w h i c h   G o d   s t a t e d   t h e   c o m p l e t i o n   o f   I s l a m .   I t   i s   a n   e v e n t   c e l e b r a t e d   b y   S h i a s   ( a n d   n o t   b y   S u n n i   M u s l i m s ) ,   a n d   i s   t h e   b a s i s   o f   t h e i r   c o n f i r m a t i o n   o f   A l i   i b n   A b i   T a l i b ' s   s u c c e s s i o n   t o   M u h a m m a d . 	 ASNge/fva]y
Oe-ft^k0WqTYNN_N/fw;N[^
Oe-Yev N)Y0>w@bhTwP{e/fNI>mva]yv
N/f\<\>mFzeg	[/fRRNP
\
Ojtv?̑vON9h,g	g%ReHQwFzU؞_X;Ny[KN	0	 ASNg1 8 e/f^]y
OS1 0 t^k0WpTYNN_N/fw;N[^
OepQYev N)Y0O@bhTwُ*Ne/fNS>m^]yv
N/f
<\>mFzeg	ُ*NeSN:S+RNN[
Osv?̑THQwFzU؞_?a;Ny[KN	vONW@x0	 45	%-16IC'15H  1 8   -.9  -1%- .40+L  6H@G2#A*6@+82#L  G h a d e e r   K h u m m   C  1 0   A H   '16H#0@I2AI6'2!*3@#G-(2*2-4*%2!  5H@G@+82#L5H@	%4!	%-B"42"
4-0  ( A%0D!H3B"!8*%4!8+5H) ,   A%0@G+%1*31
C2#"7"162#*73A+H-  A l i   i b n   A b i   T a l i b   D"1!9.1!+!1	 U n a   c e l e b r a c i  n   r e a l i z a d a   e l   1 8   d e   D h u   a l - H i j a h   q u e   m a r c a   e l   e v e n t o   d e   G h a d e e r   K h u m m   e s   e l   1 0   A H .   E l   d  a   e n   e l   q u e   D i o s   d e c l a r    l a   p l e n i t u d   d e l   I s l a m .   E s   u n   e v e n t o   c e l e b r a d o   p o r   l o s   S h i a s   ( y   n o   p o r   l o s   M u s u l m a n e s   S u n n  ) ,   y   e s   l a   b a s e   d e   s u   c o n f i r m a c i  n   d e   l a   s u c e s i  n   d e   A l i   i b n   A b i   T a b i b   a   M a h o m a 	 U n e   f  t e   l e   1 8   d u   m o i s   d e   D h u   a l - H i j j a h   q u i   m a r q u e   l '  v  n e m e n t   d e   G h a d e e r   K h u m m   e n   1 0   A H .   L e   j o u r   o    A l l a h   a   d  c l a r    l a   r e l i g i o n   I s l a m     c o m p l  t e .   C ' e s t   u n    v  n e m e n t   c  l  b r    p a r   l e s   S h i a s   ( m a i s   p a s   p a r   l e s   m u s u l m a n s   S u n n i ) ,   e t   p e r m e t   d e   r  a f f i r m e r   A l i   i b n   A b i   T a l i b ' s   c o m m e   l e   s u c c e s s e u r   d e   M o h a m m e d . 	 E i n e   F e i e r   w i r d   a m   1 8 .   T a g   d e s   D h u   a l - H i j j a h ,   w e l c h e s   d a s   E r e i g n i s   v o n   G h a d e e r   K h u m m   i n   1 0   A H ,   a b g e h a l t e n .   D i e s   i s t   d e r   T a g ,   a n   d e m   G o t t   d i e   V o l l e n d u n g   d e s   I s l a m   v e r k  n d e t e .   D i e s e s   E r e i g n i s   w i r d   v o n   d e n   S h i i t e n   g e f e i e r t   ( n i c h t   v o n   s u n n i t i s c h e n   M u s l i m e n )   u n d   i s t   d e r   G r u n d s t e i n   i h r e r   B e k r  f t i g u n g   A l i   i b n   A b i   T a l i b s   N a c h f o l g e   v o n   M o h a m m e d . 	 0  1 8   45=L  C;L- E84660  ?@074=C5BAO  40B0  ?>A;54=59  ?@>?>2548  03><5B0  2  048@  %><  2  1 0   25:5  =0H59  M@K.   -B>  45=L,   :>340  >3  7025@H8;  A>740=85  A;0<0.   !>1KB85  ?@074=C5BAO  H88B0<8  ( 8  =5  ?@074=C5BAO  AC==8B0<8)   8  O2;O5BAO  >B@065=85<  8E  25@K  2  ?>A;54>20B5;O  03><5B0  ;8  81=  18  "0;810. 	 F e s t a   t e n u t a   i l   d i c i o t t e s i m o   d i   D h u   a l - H i j j a h ,   c h e   s e g n a   l  e v e n t o   d i   G h a d e e r   K h u m m   n e l   1 0   A H ,   i l   g i o r n o   i n   c u i   D i o   h a   d i c h i a r a t o   i l   c o m p l e t a m e n t o   d e l l  I s l a m .      u n   e v e n t o   f e s t e g g i a t o   d a g l i   s c i i t i   ( n o n   d a i   m u s u l m a n i   s u n n i t i )   e d      a l l a   b a s e   d e l l a   l o r o   c o n f e r m a   d e l l a   s u c c e s s i o n e   d i   A l i   i b n   A b i   T a l i b   a   M a o m e t t o . 	 'D'-*A'D  (JHE  1 8   EF  0J  'D-,)  'D0J  JH'AB  -/+  :/J1  .E  AJ  9'E  1 0   G,1JK'  HGH  'DJHE  'D0J  #9DF  AJG  'DDG  *E'E  'D/JF  'D%3D'EJ.   HEF  'DE91HA  #F  G0'  'D9J/  J-*AD  (G  'D4J9)  ( HDJ3  'DE3DEHF  'D3F))   -J+  %FG  J4CD  #3'3  '9*B'/GE  (.D'A)  'D%E'E  9DJ  DD13HD  ( 5DI  'DDG  9DJG  H3DE) . 	 A   c e l e b r a   o   q u e   o c o r r e   n o   1 8    d i a   d o   m  s   d e   D h u   a l - H i j j a h   q u e   m a r c a   o   e v e n t o   d e   G h a d e e r   K h u m m   n o   a n o   1 0   A H .   D i a   n o   q u a l   D e u s   d e c l a r o u   a   f i n a l i z a   o   d o   I s l  o .      u m   e v e n t o   c e l e b r a d o   p e l o s   x i i t a s   ( e   n  o   p e l o s   m u  u l m a n o s   s u n i t a s )   e      a   b a s e   d a   s u a   c r e n  a   d a   s u c e s s  o   d e   A l i   i b n   A b i   T a l i b   a   M a o m  . 	 Z i l h i c c e n i n   1 8 ' i n g i   g  n    1 0   A H ' d e   g e r  e k l e _e n   V i l a y e t   B a y r a m 1  o l a y 1  k u t l a n 1r .   B u   g  n   A l l a h ' 1n   0s l a m 1n   t a m a m l a n d 11n 1  b i l d i r d i i   t a r i h t i r .   ^i i l e r   t a r a f 1n d a n   k u t l a n 1r   ( S  n n i   M  s l  m a n l a r   t a r a f 1n d a n   k u t l a n m a z )   v e   A l i   i b n   A b i   T a l i b ' i n   M u h a m m e d   t a r a f 1n d a n   v e k i l   t a y i n   e d i l m e s i n e   d a y a n 1r . 	 L   h i   c   t   c h c   v  o   n g  y   1 8 / 1 2   v     n h   d u   s   k i n   G h a d e e r   K h u m m     k   n g u y  n   H i   g i  o   t h   1 0 .   N g  y   m    C h  a   t u y  n   b   h o  n   t h i n   o   H i .    y   l    s   k i n   k   n i m   b i   t  n     d  n g   S h i a i   ( c h   k h  n g   p h i   t  n     H i   g i  o   d  n g   S u n n i )   v    l    c   s     x  c   n h n   s   k   t h a   c a   A l i   i b n   A b i   T a l i b   t   M u h a m m a d . 	 H a r i   R a y a   i n i   j a t u h   p a d a   t a n g g a l   1 8   D z u l h i j j a h   y a n g   m e n a n d a i   p e r i s t i w a   H a j i   W a d a   p a d a   t a h u n   1 0   H .   H a r i   s a a t   A l l a h   b e r f i r m a n   b a h w a   I s l a m   a d a l a h   a g a m a   y a n g   s e m p u r n a .   I n i   a d a l a h   p e r i s t i w a   y a n g   d i r a y a k a n   o l e h   k a u m   S y i ' a h   ( d a n   t i d a k   o l e h   u m a t   M u s l i m   S u n n i ) ,   d a n   m e r u p a k a n   d a s a r   a t a s   k e y a k i n a n   m e r e k a   b a h w a   A l i   b i n   A b i   T a l i b   a d a l a h   p e n e r u s   M u h a m m a d . 	 P e r a y a a n   y a n g   d i a d a k a n   p a d a   h a r i   k e - 1 8   Z u l h i j a h ,   m e n a n d a k a n   p e r i s t i w a   G h a d i r   K h u m   p a d a   1 0   A H .   I n i   a d a l a h   h a r i   d i   m a n a   A l l a h   t e l a h   b e r s a b d a   p e n y i a p a n   a g a m a   I s l a m .   I a   a d a l a h   p e r i s t i w a   y a n g   d i r a y a k a n   o l e h   a l i r a n   S y i a h   ( d a n   b u k a n   a l i r a n   S u n n i ) ,   d a n   a d a l a h   a s a s   p e n g e s a h a n   b a g i   m e r e k a   m e n g e n a i   p e n g g a n t i a n   N a b i   M u h a m m a d   S A W   o l e h   S a i d i n a   A l i   b i n   A b i   T a l i b . 	 1 0 5	@		  A H   .	G		  	&	@	0	  	A	.	M	.	  	@	  		(	>	  	G	  8	?	2	8	?	2	G	  .	G		  '	B	  	2	  9	?		>	9	  	@	  1 8   5	@		  $	>	0	@		  	K	  		  		$	M	8	5	  	/	K		?	$	  	?	/	>	  	>	$	>	  9	H	d	  	8	  &	?	(	  	2	M	2	>	9	  (	G	  	8	M	2	>	.	  	@	  *	B	0	M	#	$	>	  	@	  5	M	/	>		M	/	>	  	@	d	  /	9	  6	?	/	>			  &	M	5	>	0	>	  &	M	5	>	0	>	  .	(	>	/	>	  9	H	( 8	A	(	M	(	@	  .	A	8	2	.	>	(	K		  &	M	5	>	0	>	  (	9	@		) ,   	0	  .	K	9	.	M	.	&	  	K	  	2	@	  	,	M	(	  	,	@	  $	>	2	?	,	  	G	  		$	M	$	0	>	'	?		>	0	  	@	  *	A	7	M		?	  	>	  	'	>	0	  9	H		 	 	 	 S z o k  s    n n e p e t   t a r t a n i   D z  - e l - h i d d z s a   1 8 .   n a p j  n ,   a m i k o r   a   h i d z s r    u t  n i   1 0    v b e n   t  r t  n t   G a d i r - i   K h o m r a   e m l  k e z  n k .   E z e n   a   n a p o n   j e l e n t e t t e   k i   I s t e n   a z   i s z l  m   b e t e l j e s  l  s  t ,   v a g y i s   e z   a z   i s z l  m   s z  l e t  s n a p j a .   E z t   a z   e s e m  n y t   a   s  i t  k    n n e p l i k   ( a   s z u n n i t  k   n e m ) ,   m e r t   a r r a   e m l  k e z n e k ,   h o g y   A l i   i b n   A b i   T  l i b    t v e t t e   M o h a m e d    r  k  t . 	 	 	 	 E e n   v i e r i n g   o p   d e   1 8 e   v a n   D h u   a l - H i j j a h   m a r k e e r t   d e   g e b e u r t e n i s   v a n   G h a d e e r   K h u m m   i n   h e t   j a a r   1 0 .   D e   d a g   w a a r o p   G o d   d e   v o l t o o i i n g   v a n   d e   I s l a m   a a n k o n d i g d e .   H e t   i s   e e n   g e b e u r t e n i s   d i e   g e v i e r d   w o r d t   d o o r   S h i a s   ( n i e t   d o o r   S u n n i - m o s l i m s )   e n   i s   d e   b a s i s   v a n   h u n   b e v e s t i g i n g   v a n   A l i   i b n   A b i   T a l i b   d i e   M o h a m e d   o p v o l g d e . 	 	 	 S r b t o a r e a   d e   D h u   a l - H i j j a h ,   d i n   d a t a   d e   1 8 ,   c a r e   m a r c h e a z    n t  m p l r i l e   d i n   G h a d e e r   K h u m m   d i n   a n u l   1 0    . H r .   E s t e   z i u a    n   c a r e   D u m n e z e u   a   d e c l a r a t    n f i i n ca r e a   r e l i g i e i   i s l a m i c e .   E s t e   o    n t  m p l a r e   s r b t o r i t   d e   _i i ci   ( n u   d e   s u n i ci )   _i   r e p r e z i n t   b a z a   c o n f i r m r i i   l u i   A l i   i b n   A b i   T a l i b   c a   s u c c e s o r   a l   l u i   M o h a m e d . 	 	 	     -  1 8   '     '             1 0   .               .               (       ) ,                   ,       . 	 	 	 /1  1H2  1 8 'E  0H'D-,G  ,4F  (G  EF'3(*  H'B9G  :/1  .E  /1  3'D  1 0   G,1  BE1  (1~'  E4H/.   /1  'F  1H2  ./'HF/  .*E  13'D*  '3D'E  1'  '9D'F  FEH/.   'F  1./'/  *H37  49'F  ( H  FG  '2  3H  E3DE'F'F  3F)   1'E  /'4*G  4/G  H  ~'G  H  '3'3  *#/  .DA  9D  '(F  '(  7'D(  (G  ,'  E-E/  E('4/. 	 1 8   0H  'D-,Q  H  1 0   ,1  E  ~4  "E/  :/1  .OE    H'B9    '/  E  '  *B1(  '  '*E'E  '  ,'*'    '3  /F  ./'  F  *ED  '3D'E    ('1  E  (*''  '3  H'B9    *B1(  49  -61'*  EF'*    ( 'H1  3FQ  E3DE'F  F  EF'*  )   'H1    9D  'F  '(  7'D(    E-EQ/    ,'F4F    *5/B    (F'/  	 	 			  						  					  			  					  						  								  					  		  					  						  			  		d	  				  						  							  							  					  				d	  				  										  ( 								  				  			  		)   	  					  						  			  				d	  	  					  					  			  						  				  				  										( 			)   									  						  			  				  			  							  			  			  				d		 	 	 	 	 	 	 	 	 n   V i e r i n g   w a t   o p   d i e   1 8 d e   D h u   a l - H i j j a h   g e h o u   w o r d   o m   d i e   g e b e u r e   v a n   G h a d e e r   K h u m m   i n   1 0   A H   t e   g e d e n k .   D i e   d a g   w a a r o p   G o d   I s l a m   v o l t o o i d   v e r k l a a r   h e t .   D i t   i s   ' n   g e b e u r t e n i s   w a t   d e u r   d i e   S h i a s   g e v i e r   w o r d   ( e n   n i e   d e u r   S u n n i - M o s l e m s   n i e ) ,   e n   v o r m   d i e   g r o n d s l a g   v a n   h u l   b e v e s t i g i n g   v a n   A l i   i b n   A b i   T a l i b   s e   o p v o l g i n g   v a n   M o h a m m e d . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U m a   c e l e b r a   o      r e a l i z a d a   n o   1 8    d i a   d e   D h u   a l - H i j j a h ,   m a r c a n d o   o   e v e n t o   d e   G h a d e e r   K h u m m   e m   1 0   A H .   O   d i a   e m   q u e   D e u s   d e c l a r o u   a   c o n c l u s  o   d o   I s l  .      u m   e v e n t o   c e l e b r a d o   p e l o s   S h i a s   ( e   n  o   p e l o s   m u  u l m a n o s   s u n i t a s ) ,   e      a   b a s e   d e   s u a   c o n f i r m a   o   d a   s u c e s s  o   d e   A l i   i b n   A b i   T a l i b   a   M u h a m m a d . 
 
 S T R _ H I J R I _ V A L I D _ R A N G E 	 H i j r i C a l e n d a r 	 P O P U P 	 V a l i d   d a t e   i s   2 0 0 0 ~ 2 0 3 0 	 V a l i d   d a t e   i s   2 0 0 0 ~ 2 0 3 0 	 	gHegp2 0 0 0 ~ 2 0 3 0 	 	gHeg:N2 0 0 0 ~ 2 0 3 0 	 '15H5HC
IDI7-  2 0 0 0 ~ 2 0 3 0 	 F e c h a   v  l i d a   d e   2 0 0 0 ~ 2 0 3 0 	 D a t e   v a l i d e   d e   2 0 0 0 - 2 0 3 0 	 G  l t i g e s   D a t u m   i s t   2 0 0 0 ~ 2 0 3 0 	 80?07>=  459AB28B5;L=>9  40BK:   2 0 0 0 - 2 0 3 0 	 L a   d a t a   v a l i d a      2 0 0 0 ~ 2 0 3 0 	 'D*'1J.  'D5'D-  GH  2 0 0 0 - 2 0 3 0 	 A   d a t a   v  l i d a      2 0 0 0 ~ 2 0 3 0 	 G e  e r l i l i k   s  r e s i   2 0 0 0 ~ 2 0 3 0   	 N g  y   h p   l   l    2 0 0 0 ~ 2 0 3 0 	 T a h u n   v a l i d   a d a l a h   2 0 0 0 ~ 2 0 3 0 	 T a r i k h   s a h   i a l a h   2 0 0 0 ~ 2 0 3 0 	 5	H	'	  $	?	%	?	  9	H	  2 0 0 0 ~ 2 0 3 0 	 	 	 	 A z    r v  n y e s   d  t u m   2 0 0 0  2 0 3 0 	 	 	 	 E e n   g e l d i g e   d a t u m   i s   2 0 0 0 ~ 2 0 3 0 	 	 	 D a t a   v a l i d   e s t e   c u p r i n s    n t r e   2 0 0 0   _i   2 0 3 0 	 	 	       2 0 0 0 ~ 2 0 3 0 	 	 	 *'1J.G'  E9*(1  '2  2 0 0 0 ~ 2 0 3 0   G3*F/	 EH2H  *'1.    2 0 0 0 ~ 2 0 3 0 	 	 						  					  				- 					 	 	 	 	 	 	 	 	 G e l d i g e   d a t u m   i s   2 0 0 0 ~ 2 0 3 0 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a t a   v  l i d a      2 0 0 0   a   2 0 3 0 
 
 S T R _ H I J R I _ E N T E R _ Y E A R 	 H i j r i C a l e n d a r 	 C 0 6 9 _ 1 	 E n t e r   y e a r 	 E n t e r   y e a r 	 8eQt^	 eQt^	 I-5	 I n t r o d u z c a   e l   a  o 	 E n t r e z   l ' a n n  e 	 J a h r   e i n g e b e n 	 2548B5  3>4	 I m m e t t i   a n n o 	 #/.D  'D9'E	 I n t r o d u z i r   a n o 	 Y 1l   g i r i n 	 N h p   n m 	 M a s u k k a n   t a h u n 	 M a s u k k a n   t a h u n 	 5	0	M	7	  &	0	M		<	  	0	G			 	 	 	  v   m e g a d  s a 	 	 	 	 G e e f   h e t   j a a r   o p 	 	 	 I n t r o d u c e r e   a n 	 	 	   	 	 	 3'D  1'  H'1/  FE'/	 	 	 			  						  					 	 	 	 	 	 	 	 	 V o e r   j a a r   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   a n o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ R A B I _ O N E 	 H i j r i C a l e n d a r 	 T E X T ,   U N L I M 	 R a b i   a l - a w w a l   s h o r t 	 R a b i   I 	 	Ng	 	Ng	 @#4  I 	 R a b i   I 	 R a b i n   I 	 R a b i   I 	  018  I 	 R a b i   I 	 1(J9  #HD	 R a b i   I 	 R a b i   I 	 T h  n g   3 	 R a b i   I 	 R a b i u l   I 	 0	,	@	  I 	 	 	 	 R a b i   I 	 	 	 	 R a b i   I 	 	 	 R a b i   I 	 	 	   I 	 	 	 1(9  'D'HD	 1(9  'D'HD	 	 			  		 	 	 	 	 	 	 	 	 R a b i   I 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a b i   I 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ R A B I _ T W O 	 H i j r i C a l e n d a r 	 T E X T ,   U N L I M 	 R a b i   a l ' t h a n i   s h o r t 	 R a b i   I I 	 Vg	 Vg	 @#4  I I 	 R a b i   I I 	 R a b i n   I I 	 R a b i   I I 	  018  I I 	 R a b i   I I 	 1(J9  +'FM	 R a b i   I I 	 R a b i   I I 	 T h  n g   4 	 R a b i   I I 	 R a b i u l   I I 	 0	,	@	  I I 	 	 	 	 R a b i   I I 	 	 	 	 R a b i   I I 	 	 	 R a b i   I I 	 	 	   I I 	 	 	 1(9  'D+'F	 1(9  'D+'F	 	 			  		 	 	 	 	 	 	 	 	 R a b i   I I 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a b i   I I 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ J U M A D A _ O N E 	 H i j r i C a l e n d a r 	 T E X T ,   U N L I M 	 J u m a d a   a l - a w w a l   s h o r t 	 J u m a d a   I 	 Ng	 Ng	 9!22  I 	 J u m a d a   I 	 J u m a d a   I 	 J u m a d a   I 	 6C<040  I 	 J u m a d a   I 	 ,E'/I  #HD	 J u m a d a   I 	 J u m a d a   I 	 T h  n g   5 	 J u m a d a   I 	 J a m a d i l   I 	 	A	.	>	!	>	  I 	 	 	 	 J u m a d a   I 	 	 	 	 J u m a d a   I 	 	 	 J u m a d a   I 	 	 	 '   I 	 	 	 ,E'/  'D'HD	 ,E'/  'D'HD	 	 						  		 	 	 	 	 	 	 	 	 J u m a d a   I 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u m a d a   I 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ J U M A D A _ T W O 	 H i j r i C a l e n d a r 	 T E X T ,   U N L I M 	 J u m a d a   a l - t h a n i   s h o r t 	 J u m a d a   I I 	 mQg	 mQg	 9!22  I I 	 J u m a d a   I I 	 J u m a d a   I I 	 J u m a d a   I I 	 6C<040  I I 	 J u m a d a   I I 	 ,E'/I  +'FM	 J u m a d a   I I 	 J u m a d a   I I 	 T h  n g   6 	 J u m a d a   I I 	 J a m a d i l   I I 	 	A	.	>	!	>	  I I 	 	 	 	 J u m a d a   I I 	 	 	 	 J u m a d a   I I 	 	 	 J u m a d a   I I 	 	 	 '   I I 	 	 	 ,E'/  'D+'F	 ,E'/  'D+'F	 	 						  		 	 	 	 	 	 	 	 	 J u m a d a   I I 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u m a d a   I I 	 	 	 	 	 	 	 	 J u m a d a   I I 	 J u m a d a   I I 	 J u m a d a   I I 	 J u m a d a   a b 	 J u m a d a   I I 
 
 S T R _ H I J R I _ O N S C R E E N _ H I J R I 	 C a l e n d a r 	 T W O S T A T E 	 H i j r i 	 H i j r i 	 Vf	 VS	 '15H  H i j r i   	 F e c h a   H i j r i 	 D a t e   d u   H i j r i 	 H i j r i - D a t u m 	 0B0  %846@K	 D a t a   H i j r i 	 'D*'1J.  'DG,1J	 D a t a   d o   c a l e n d  r i o   i s l  m i c o 	 H i c r i   t a r i h 	 N g  y   l c h   H i   g i  o 	 H i j r i a h 	 T a r i k h   H i j r i 	 9	?		0	@	  $	>	0	@			 	 	 	 H i d z s r i   d  t u m 	 	 	 	 H i j r i - d a t u m 	 	 	 D a t a   H i j r i 	 	 	   H i j r i 	 	 	 *BHE  G,1	 3F  ,1	 	 					  						 	 	 	 	 	 	 	 	 H i j r i - d a t u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H i j r i 	 	 	 	 	 	 	 	 H i j r i   d a t a 	 H i j r i   p e t s a 	 D a t a   h i j r i 	 H i j r i   d e e t i 	 D  t a   H i j r i 
 
 S T R _ I N D I C A L _ A D D _ R E M I N D E R 	 I N D I C A L 	 I C O N T E X T 	 A d d   r e m i n d e r 	 A d d   r e m i n d e r 	 ReQc	 eXc	 @4H!1'@7-	 A  a d i r   r e c o r d a t o r i o 	 A j o u t e r   m  m o 	 E r i n n e r u n g   h i n z u f  g e n 	 >1028BL  =0?><8=0=85	 A g g i u n g i   p r o m e m o r i a 	 %6'A)  13'D)  *0CJ1	 A d i c i o n a r   l e m b r e t e 	 H a t 1r l a t m a   e k l e 	 T h  m   b  o   n h c 	 T a m b a h k a n   p e n g i n g a t 	 T a m b a h   p e r i n g a t a n 	 	(	A	8	M	.	>	0		  	K	!	<	G			 	 	 	 E m l  k e z t e t Q  h o z z  a d  s a 	 	 	 	 H e r i n n e r i n g   t o e v o e g e n 	 	 	 A d u g a r e   m e m e n t o 	 	 	   	 	 	 'A2H/F  '/"H1	 	 	 									  					  					 	 	 	 	 	 	 	 	 V o e g   a a n m a n i n g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   a v i s o 	 	 A d i c i o n a r   l e m b r e t e 	 	 	 	 	 	 	 	 O r o i g a r r i a   g e h i t u 	 M a g d a g d a g   n g   p a a l a l a 	 E n g a d i r   r e c o r d a t o r i o 	 T i n y e   n c h e t a 	 C u i r   m e a b h r  c h  n   l e i s 
 
 S T R _ I N D I C A L _ I N F O 	 I n d i a n C a l e n d a r 	 I C O N T E X T 	 T i t h i   l i s t 	 T i t h i   l i s t 	 KbenU	 eeRh	 #2"2#  44	 L i s t a   T i t h i 	 L i s t e   T i t h i 	 T i t h i - L i s t e 	 0;5=40@L  ;C==KE  4=59  "8BE8	 E l e n c o   T i t h i 	 B'&E)  'D*HBJ*  'DBE1J	 L i s t a   T i t h i 	 T i t h i   l i s t e s i 	 D . s  c h   T i t h i 	 D a f t a r   t i t h i 	 S e n a r a i   t i t h i 	 $	?	%	?	  8	B		@		 	 	 	 T i t h i   l i s t a 	 	 	 	 T i t h i l i j s t 	 	 	 L i s t   T i t h i 	 	 	   T i t h i 	 	 	 AG13*  **  ( 1H2  BE1  H/') 	 	 	 					  							 	 	 	 	 	 	 	 	 T i t h i - l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   T i t h i 	 	 L i s t a   T i t h i 	 	 	 	 	 	 	 	 T i t h i   z e r r e n d a 	 L i s t a h a n   n g   T i t h i 	 L i s t a   t i t h i 	 L i s t i   T i t h i 	 L i o s t a   T i t h i 
 
 A L A R M _ T I T H I _ S T R I N G 	 A l a r m 	 C 0 5 7 _ 1 	 T i t h i   t y p e   r e p e a t   a l a r m 	 T i t h i 	 Kbe	 ee	 44	 T i t h i 	 T i t h i 	 T i t h i 	 "8BE8	 T i t h i 	 'D*HBJ*  'DBE1J	 T i t h i 	 T i t h i   	 T i t h i 	 T i t h i 	 T i t h i 	 $	?	%	?		 	 	 	 T i t h i 	 	 	 	 T i t h i 	 	 	 T i t h i 	 	 	 T i t h i 	 	 	 **  ( 1H2  BE1  H/') 	 	 	 					 	 	 	 	 	 	 	 	 T i t h i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i t h i 	 	 	 	 	 	 	 	 T i t h i 	 T i t h i 	 T i t h i 	 T i t h i 	 T i t h i 
 
 S T R _ I D _ E C _ M E N U 	 E c o m p a s s 	 I C O N T E X T ,   T I T L E ,   H I N T ,   T E X T ,   T W O S T A T E 	 T o   G o   t o   e c o m p a s s   S c r e e n . 	 E c o m p a s s 	 P[cWSݑ	 5uP[cWS	 -5-!2*	 B r  j u l a   e l e c t r  n i c a 	 E c o m p a s s 	 E c o m p a s s 	 - :><?0A	 I n g l o b a 	 'D(H5D)  'D%DC*1HFJ)	 B  s s o l a 	 E - P u s u l a 	 L a   b  n   i n   t 	 E - c o m p a s s 	 E c o m p a s s 	 	- 		*	>	8		 	 	 	 E c o m p a s s 	 	 	 	 E - k o m p a s 	 	 	 E c o m p a s s 	 	 	 	 	 	 E c o m p a s s 	 '  E~'3	 	 												 	 	 	 	 	 	 	 	 O m r i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E c o m p a s s 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ E C _ C H O I C E 	 E c o m p a s s 	 U N L I M 	 C a l i b r a t i o n   c h o i c e . 	 C a l i b r a t i o n   r e q u i r e d . \ n D o   y o u   w a n t   t o   c a l i b r a t e   n o w ? 	  !hn0\ n `zsS!hnU	  !hQ0\ n /f&TzsS!hQ	 3@GI-#1@5"\ n 8I-2##1@5"@5K"'5I+#7-D!H? 	 C a l i b r a c i  n   r e q u e r i d a . \ n    D e s e a   c a l i b r a r   a h o r a ? 	 C a l i b r a t i o n   n  c e s s a i r e . \ n V o u l e z - v o u s   c a l i b r e r   m a i n t e n a n t   ? 	 K a l i b r i e r u n g   e r f o r d e r l i c h . \ n M  c h t e n   S i e   j e t z t   k a l i b r i e r e n ? 	 "@51C5BAO  :0;81@>2:0. \ n K?>;=8BL  :0;81@>2:C? 	 C a l i b r a z i o n e   n e c e s s a r i a . \ n E f f e t t u a r e   l a   c a l i b r a z i o n e ? 	 'DE9'J1)  E7DH(). \ n GD  *1:(  AJ  %,1'!  'DE9'J1)  'D"F	 C a l i b r a g e m   n e c e s s  r i a . \ n D e s e j a   c a l i b r a r   a g o r a ? 	 K a l i b r a s y o n   g e r e k m e k t e d i r . \ n ^i m d i   k a l i b r a s y o n   y a p m a k   i s t i y o r   m u s u n u z ? 	 P h i   i u   c h n h . \ n B n   m u n   c h n h   n g a y ? 	 M e m e r l u k a n   k a l i b r a s i . \ n A n d a   i n g i n   m e n g k a l i b r a s i   s e k a r a n g ? 	 P e n e n t u k u r a n   d i p e r l u k a n . \ n A d a k a h   a n d a   i n g i n   m e n e n t u k u r   s e k a r a n g ? 	 	H	2	?	,	M	0	G	6	(	  	5	6	M	/		. \ n 	M	/	>	  	*	  	-	@	  	H	2	?	,	M	0	G		  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 K a l i b r  l  s   s z  k s  g e s . \ n S z e r e t n    m o s t   k a l i b r  l n i ? 	 	 	 	 M o e t   g e k a l i b r e e r d   w o r d e n . \ n W l t   u   n u   k a l i b r e r e n ? 	 	 	 C a l i b r a r e   n e c e s a r . \ n D o r i ci   s   c a l i b r a ci   a c u m ? 	 	 	     . \ n       ? 	 	 	 'D(1'3HF  EH1/F'2  '3*. / n "'  E.H'G/  GE  'FHF  'D(1G  FE'/	 ~E'F  (F/  /1'1  \ n   '  "~  '(  ~E'F  (F/  1F'  '*  	 	 												  						d	\ n   				  		  											  				  			? 	 	 	 	 	 	 	 	 	 K a l i b r a s i e   v e r e i s . \ n W i l   j y   n o u   k a l i b r e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l i b r a   o   n e c e s s  r i a . \ n D e s e j a   c a l i b r a r   a g o r a ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ E C _ C A L I B R A T I O N 	 E c o m p a s s 	 T I T L E 	 C a l i b r a t i o n 	 C a l i b r a t i o n 	 !hn	 !hQ	 2##1@5"	 C a l i b r a c i  n   	 C a l i b r a t i o n 	 K a l i b r i e r u n g 	 0;81@>2:0	 C a l i b r a z i o n e 	 'DE9'J1)	 C a l i b r a g e m 	 K a l i b r a s y o n   	 i u   c h n h 	 K a l i b r a s i 	 P e n e n t u k u r a n   	 	H	2	?	,	M	0	G	6	(		 	 	 	 K a l i b r  l  s 	 	 	 	 K a l i b r a t i e 	 	 	 C a l i b r a r e 	 	 	 	 	 	 'D(1'3HF	 ~E'F  (F/	 	 												  	 	 	 	 	 	 	 	 	 K a l i b r a s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l i b r a   o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ E C _ C A L I B R A T I N G 	 E c o m p a s s 	 P O P U P C O N F I R M 	 C a l i b r a t i n g 	 C a l i b r a t i n g 	 !hn-N	 ck(W!hQ	 2##1@5"	 C a l i b r a n d o   	 C a l i b r a t i o n   e n   c o u r s 	 K a l i b r i e r u n g 	 K?>;=O5BAO  :0;81@>2:0	 C a l i b r a z i o n e   i n   c o r s o 	 ,'1M  'DE9'J1)	 A   c a l i b r a r 	 K a l i b r e   e d i l i y o r 	 a n g   i u   c h n h 	 M e n g k a l i b r a s i 	 S e d a n g   m e n e n t u k u r 	 	H	2	?	,	M	0	G		  9	K	  0	9	>	  9	H		 	 	 	 K a l i b r  l  s 	 	 	 	 B e z i g   m e t   k a l i b r e r e n 	 	 	 C a l i b r a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  'D(1'3HF	 ~E'F  (F/  H1  	 	 												  						 	 	 	 	 	 	 	 	 K a l i b r e e r   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l i b r a n d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ E C _ R O T A T I O N 	 E c o m p a s s 	 U N L I M 	 R o t a t e   p h o n e . 	 T o   s t a r t   c a l i b r a t i o n   p r e s s   O K ,   t h e n   r o t a t e   p h o n e   h o r i z o n t a l l y . 	 傁Y!hnˊ	c0x[
06q_4ls^eIKb_j0	 Y _Y!hQ	c nx[ 6qT4ls^elKb:g0	 C2#@#4H!2##1@5"    %,   21I+!8B#(1LCA'-	 P a r a   i n i c i a r   l a   c a l i b r a c i  n ,   p u l s e   O K ,   d e s p u  s   g i r e   e l   t e l  f o n o   h o r i z o n t a l m e n t e .     	 P o u r   l a n c e r   l a   c a l i b r a t i o n ,   a p p u y e z   s u r   O K   p u i s   t o u r n e z   l ' a p p a r e i l   h o r i z o n t a l e m e n t . 	 D r  c k e n   S i e   O K ,   u m   d i e   K a l i b r i e r u n g   z u   s t a r t e n ,   u n d   d r e h e n   S i e   d a s   T e l e f o n   d a n n   h o r i z o n t a l . 	 ;O  2K?>;=5=8O  :0;81@>2:8  =06<8B5  :=>?:C  ? ?   8  ?>25@=8B5  B5;5D>=  3>@87>=B0;L=>. 	 P e r   a v v i a r e   l a   c a l i b r a z i o n e ,   p r e m e r e   O K ,   q u i n d i   r u o t a r e   i n   o r i z z o n t a l e   i l   t e l e f o n o . 	 D(/!  'DE9'J1)  '6:7  9DI  EH'AB  +E  BE  (*/HJ1  'DG'*A  #ABJK'. 	 P a r a   i n i c i a r   a   c a l i b r a g e m   p r i m a   O K ,   d e p o i s   c o l o q u e   o   t e l e f o n e   n a   h o r i z o n t a l . 	 K a l i b r a s y o n a   b a _l a m a k   i  i n   T a m a m ' a   b a s 1n ,   s o n r a   t e l e f o n u   y a t a y   o l a r a k   d  n d  r  n . 	   b t   u   i u   c h n h ,   b m   O K ,   s a u      x o a y   i n   t h o i   n m   n g a n g .   	 U n t u k   m e m u l a i   k a l i b r a s i ,   t e k a n   O K ,   l a l u   p u t a r   p o s i s i   t e l e p o n   s e c a r a   h o r i z o n t a l . 	 U n t u k   m e m u l a k a n   p e n e n t u k u r a n   t e k a n   O K ,   k e m u d i a n   p u t a r k a n   t e l e f o n   s e c a r a   m e n d a t a r . 	 	H	2	?	,	M	0	G	6	(	  6	A	0	B	  	0	(	G	  	G	  2	?		,   O K   &	,	>			,   		8		G	  ,	>	&	  +	K	(	  	K	  8	.	>	(	>		$	0	  	A	.	>			. 	 	 	 	 A   k a l i b r  l  s   i n d  t  s  h o z   n y o m j a   m e g   a z   O K   g o m b o t ,   m a j d    l l  t s a   v  z s z i n t e s   h e l y z e t b e   a   t e l e f o n t . 	 	 	 	 O m   d e   k a l i b r a t i e   t e   s t a r t e n   d r u k t   u   o p   O K .   D a a r n a   d r a i t   u   d e   t e l e f o o n   h o r i z o n t a a l 	 	 	 P e n t r u   a    n c e p e   c a l i b r a r e a ,   a p s a ci   p e   O K ,   a p o i   r o t i ci   t e l e f o n u l   p e   o r i z o n t a l . 	 	 	   O K     ,             . 	 	 	 (1'  ":'2  'D(1'3HF  O K   1'  2/G  3~3  *DAF  1'  /1  ,G*  'AB  (1.'F/. 	 ~E'F  (F/  41H9  1F  D&  'H  /('&  ~1  AHF  H  'AB  3E*  E  E'&	 	 												  				  				  				  						  			  					  			  					  														  				  						d		 	 	 	 	 	 	 	 	 O m   m e t   k a l i b r a s i e   t e   b e g i n ,   d r u k   O K   e n   r o t e e r   d a n   d i e   t e l e f o o n   h o r i s o n t a a l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a   i n i c i a r   a   c a l i b r a   o ,   p r e s s i o n e   O K ,   d e p o i s   g i r e   o   t e l e f o n e   h o r i z o n t a l m e n t e . 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ E C _ C A L I _ A B O R T E D 	 E c o m p a s s 	 P O P U P 	 A b o r t e d 	 A b o r t e d 	 ]Sm	 ]Sm	 %I!@%4A%I'	 A b o r t a d o   	 A b a n d o n n  	 T e r m i n i e r t 	 @5@20=>	 I n t e r r o t t o 	 *E  'D%(7'D	 A b o r t a d o 	 0p t a l   e d i l d i 	    h y 	 D i b a t a l k a n 	 D i b a t a l 	 0	K		>	  	/	>		 	 	 	 M e g s z a k  t v a 	 	 	 	 A f g e b r o k e n 	 	 	 A n u l a t 	 	 	 	 	 	 E*HBA  1/J/	 1H  /'  '	 	 											 	 	 	 	 	 	 	 	 G e s t a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b o r t a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ E C _ S T R O N G _ S I G 	 E c o m p a s s 	 C 1 2 6 _ 1 	 S t r o n g   s i g n a l 	 S t r o n g   s i g n a l 	 7_p
_	 :_OS	 *1

2A#	 S e  a l   i n t e n s a 	 S i g n a l   f o r t 	 S t a r k e s   S i g n a l   	 !8;L=K9  A83=0;	 S e g n a l e   f o r t e 	 %4'1)  BHJ)	 S i n a l   f o r t e 	 G   l    s i n y a l 	 T  n   h i u   m n h   	 S i n y a l   k u a t 	 I s y a r a t   k u a t 	 8	A	&	C	"	<	  8	?		M	(	2		 	 	 	 E r Qs   j e l 	 	 	 	 S t e r k   s i g n a a l 	 	 	 S e m n a l   p u t e r n i c 	 	 	   	 	 	 3F'D  BH  '3*	 7'B*H1  3FD	 	 								  						 	 	 	 	 	 	 	 	 S t e r k   s e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n a l   f o r t e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ E C _ N E E D _ C A L I 	 E c o m p a s s 	 C 1 2 6 _ 1 	 N e e d   C a l i b r a t i o n 	 N e e d   c a l i b r a t i o n 	  !hn	  !hQ	 3@GI-#1@5"	 C a l i b r a c i  n   n e c e s a r i a 	 C a l i b r a t i o n   n  c e s s a i r e 	 K a l i b r i e r u n g   e r f o r d e r l i c h 	 "@51C5BAO  :0;81@>2:0	 N e c e s s i t    d i   c a l i b r a z i o n e 	 '-*J',  'DE9'J1)	 C a l i b r a g e m   n e c e s s  r i a 	 Y a p 1l a n d 1r 1l m a s 1  g e r e k i y o r 	 C n   i u   c h n h 	 M e m e r l u k a n   k a l i b r a s i 	 P e r l u   p e n e n t u k u r a n 	 		6	  8		6	K	'	(	  	@	  	5	6	M	
 /		$	>		 	 	 	 K a l i b r  l  s   s z  k s  g e s 	 	 	 	 K a l i b r a t i e   v e r e i s t 	 	 	 N e c e s i t a t e   c a l i b r a r e 	 	 	   	 	 	 (G  'D(1'3HF  F'2  '3*	 ~E'F  (F/    61H1*  	 	 										  								 	 	 	 	 	 	 	 	 B e n o d i g   k a l i b r e r i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e c i s a   d e   c a l i b r a   o 
 
 S T R _ I D _ E C _ S E T _ L O C 	 E c o m p a s s 	 I C O N T E X T 	 S e t   l o c a t i o n 	 S e t   l o c a t i o n 	 -[MOn	 nMOn	 1I3A+H	 E s t a b l e c e r   u b i c a c i  n 	 R  g l e r   l ' e m p l a c e m e n t 	 S t a n d o r t   e i n s t e l l e n 	 #:070BL  <5AB>?>;>65=85? 	 I m p o s t a   l o c a l i t  	 *9JJF  'DEHB9	 D e f i n i r   l o c a l i z a   o 	 K o n u m   b e l i r l e 	 C  i   a   i m 	 T e t a p k a n   l o k a s i 	 S e t   l o k a s i 	 8	M	
 %	>	(	  $	/	  	0	G			 	 	 	 H e l y s z  n   b e  l l  t  s a 	 	 	 	 L o c a t i e   i n s t e l l e n 	 	 	 S e t a r e   l o c a ci e 	 	 	   	 	 	 *9F  EHB9*	 EB'E  '  *9F  1	 	 					  								  					 	 	 	 	 	 	 	 	 S t e l   l i g g i n g   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   l o c a l 
 
 S T R _ I D _ E C _ S E T _ D E C 	 E c o m p a s s 	 T I T L E ,   I C O N T E X T 	 S e t   d e c l i n a t i o n 	 S e t   d e c l i n a t i o n 	 -[OP҉	 nOPl	 1I'2!@-5"	 E s t a b l e c e r   d e c l i n a c i  n 	 R  g l e r   l a   d  c l i n a i s o n 	 D e k l i n a t i o n   e i n s t e l l e n 	 #:070BL  <5AB>  =07=0G5=8O	 I m p o s t a   d e c l i n a z i o n e 	 *9JJF  'D'F-1'A	 D e f i n i r   d e c l i n a   o 	 S a p m a   b e l i r l e 	 C  i     n g h i  n g 	 T e t a p k a n   d e k l i n a s i 	 S e t   k e s e r o n g a n 	 5	?		2	(	  $	/	  	0	G			 	 	 	 D e k l i n  c i    b e  l l  t  s a 	 	 	 	 D e c l i n a t i e   i n s t e l l e n 	 	 	 S e t a r e   d e c l i n a ci e 	 	 	   	 	 	 *9F  2'HG  'F-1'A	 'F-1'A  E*9F  1	 	 									  			  					 	 	 	 	 	 	 	 	 S t e l   d e k l i n a s i e   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   d e c l i n a   o 
 
 S T R _ I D _ E C _ C A L I B R A T E 	 E c o m p a s s 	 I C O N T E X T 	 C a l i b r a t e 	 C a l i b r a t e 	 !hn	 !hQ	 #1@5"	 C a l i b r a r 	 C a l i b r e r 	 K a l i b r i e r e n 	 B:0;81@>20BL	 C a l i b r a 	 E9'J1)	 C a l i b r a r 	 Y a p 1l a n d 1r   	 i u   c h n h 	 K a l i b r a s i k a n 	 T e n t u k u r 	 		6	  8		6	K	'	(	  	0	G			 	 	 	 K a l i b r  l 	 	 	 	 K a l i b r e r e n 	 	 	 C a l i b r a r e 	 	 	 	 	 	 C'DJ(1'3JHF	 ~E'F  (F/  1	 	 										 	 	 	 	 	 	 	 	 K a l i b r e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l i b r a r 
 
 S T R _ I D _ E C _ C O U N T R Y 	 E c o m p a s s 	 T I T L E 	 C o u n t r y 	 C o u n t r y 	 W[	 V[	 #0@(	 P a  s 	 P a y s 	 L a n d 	 !B@0=0	 P a e s e 	 'D/HD)	 P a  s 	  l k e 	 Q u c   g i a 	 N e g a r a 	 N e g a r a 	 &	G	6		 	 	 	 O r s z  g 	 	 	 	 L a n d 	 	 	 ba r 	 	 	 	 	 	 C4H1	 ED	 	 				 	 	 	 	 	 	 	 	 L a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a  s 
 
 S T R _ I D _ E C _ C I T Y 	 E c o m p a s s 	 T I T L E 	 C i t y 	 C i t y 	 W^	 W^	 @!7-	 C i u d a d 	 V i l l e 	 S t a d t 	 >@>4	 C i t t  	 'DE/JF)	 C i d a d e 	 ^e h i r 	 T . p h 	 K o t a 	 B a n d a r 	 6	9	0		 	 	 	 V  r o s 	 	 	 	 S t a d 	 	 	 O r a _	 	 	 	 	 	 4G1	 41	 	 				 	 	 	 	 	 	 	 	 S t a d   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i d a d e 
 
 S T R _ I D _ E C _ D E C L 	 E c o m p a s s 	 T I T L E 	 D e c l i n a t i o n 	 D e c l i n a t i o n 	 OP҉	 OPl	 '2!@-5"	 D e c l i n a c i  n 	 D  c l i n a i s o n 	 D e k l i n a t i o n 	 !:;>=5=85	 D e c l i n a z i o n e 	 'D'F-1'A	 D e c l i n a   o 	 S a p m a     	   n g h i  n g 	 D e k l i n a s i 	 K e s e r o n g a n 	 5	?		2	(		 	 	 	 D e k l i n  c i  	 	 	 	 D e c l i n a t i e 	 	 	 R e f u z 	 	 	 	 	 	 'F-1'A	 'F-1'A	 	 											 	 	 	 	 	 	 	 	 D e k l i n a s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e c l i n a   o 
 
 S T R _ I D _ E C _ D E C _ A N G L E 	 E c o m p a s s 	 I C O N T E X T 	 D e c l i n a t i o n   a n g l e 	 D e c l i n a t i o n   a n g l e   (  ) 	 OP҉҉^  (  ) 	 OPl҉  (  ) 	 !8!@-5"  (  ) 	  n g u l o   d e   d e c l i n a c i  n   (  ) 	 A n g l e   d e   d  c l i n a i s o n   (  ) 	 D e k l i n a t i o n s w i n k e l   (  ) 	 #3>;  >B:;>=5=8O,    	 A n g o l o   d i   i n c l i n a z i o n e   (  ) 	 2'HJ)  'DEJD  (  ) 	  n g u l o   d e   d e c l i n a   o   (  ) 	 E i m   a  1s 1  (  ) 	 G  c   n g h i  n g   (  ) 	 S u d u t   d e k l i n a s i   (  ) 	 S u d u t   k e s e r o n g a m   (  ) 	 5	?		2	(	  	K	#	  (  ) 	 	 	 	 D e k l i n  c i  s   s z  g   (  ) 	 	 	 	 D e c l i n a t i e h o e k   (  ) 	 	 	 U n g h i   d e v i a ci e   (  ) 	 	 	     (  ) 	 	 	 2'HG  'F-1'A  (  ) 	 2'H  'F-1'A  (  ) 	 	 													  				 	 	 	 	 	 	 	 	 D e k l i n a s i e h o e k   (  ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  n g u l o   d e   d e c l i n a   o   (  ) 
 
 S T R _ I D _ E C _ D E C _ D I R 	 E c o m p a s s 	 I C O N T E X T 	 D i r e c t i o n 	 D i r e c t i o n 	 eT	 eT	 4(2	 D i r e c c i  n   	 D i r e c t i o n 	 R i c h t u n g 	 0?@02;5=85	 D i r e z i o n e 	 'D'*,'G	 D i r e c   o 	 Y  n 	 H n g 	 A r a h 	 A r a h 	 &	?	6	>		 	 	 	 I r  n y 	 	 	 	 R i c h t i n g 	 	 	 D i r e c ci e 	 	 	 	 	 	 E3J1	 3E*	 	 				 	 	 	 	 	 	 	 	 R i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i r e   o 
 
 S T R _ I D _ E C _ E A S T 	 E c o m p a s s 	 H I N T ,   C 0 5 7 _ 1 	 E a s t   d i r e c t i o n 	 E a s t 	 qg	 N	 0'1--	 E s t e 	 E s t     	 O s t e n 	 >AB>:	 E s t 	 41B	 E s t e 	 D o u     	  n g 	 T i m u r 	 T i m u r 	 *	B	0	M	5		 	 	 	 K e l e t 	 	 	 	 O o s t 	 	 	 E s t 	 	 	 	 	 	 41B	 E41B	 	 						 	 	 	 	 	 	 	 	 O o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L e s t e 
 
 S T R _ I D _ E C _ W E S T 	 E c o m p a s s 	 H I N T ,   C 0 5 7 _ 1 	 W e s t   d i r e c t i o n 	 W e s t 	 	 	 0'1	 O e s t e 	 O u e s t 	 W e s t e n 	 0?04	 O v e s t 	 :1(	 O e s t e 	 B a t 1	 T  y 	 B a r a t 	 B a r a t 	 *	6	M		?	.		 	 	 	 N y u g a t 	 	 	 	 W e s t 	 	 	 V e s t 	 	 	 	 	 	 :1(	 E:1(	 	 							 	 	 	 	 	 	 	 	 W e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O e s t e 
 
 S T R _ I D _ E C _ M E C C A 	 E c o m p a s s 	 T I T L E 	 M e c c a :   	 M e c c a :   	 R  	 R	 @!0:   	 L a   M e c a : 	 L a   M e c q u e   : 	 M e k k a :   	 5::0	 M e c c a : 	 EC):   	 M e c a : 	 M e k k e : 	 M e c c a :   	 M e k a h :   	 M e k a h : 	 .		M	
 	>	: 	 	 	 	 M e k k a :   	 	 	 	 M e k k a : 	 	 	 M e c c a : 	 	 	 :   	 	 	 EG:   	 E:   	 	 					: 	 	 	 	 	 	 	 	 	 M e k k a : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e c a :   
 
 S T R _ I D _ E C _ N E 	 E c o m p a s s 	 T I T L E 	 N o r t h   E a s t 	 N E 	 qgS	 NS	 N E 	 N E 	 N E 	 N O 	 !- 	 N E 	 4E'D  41B	 N E 	 K D 	  n g   B c 	 N E 	 T L 	 		. *	B	.   	 	 	 	  K 	 	 	 	 N O 	 	 	 N E 	 	 	   	 	 	 4E'D  41B	 ( N E )   4E'D  E41B	 	 					  						 	 	 	 	 	 	 	 	 N O 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N E 
 
 S T R _ I D _ E C _ S E 	 E c o m p a s s 	 T I T L E 	 S o u t h   E a s t 	 S E 	 qgWS	 NWS	 S E 	 S E 	 S E 	 S O 	 .- 	 S E 	 ,FH(  41B	 S E 	 G D 	  n g   N a m 	 S E 	 T G 	 &	. *	B	. 	 	 	 	 D K 	 	 	 	 Z O 	 	 	 S E 	 	 	   	 	 	 ,FH(  41B	 ,FH(  E41B	 	 						  							 	 	 	 	 	 	 	 	 S O 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S E 
 
 S T R _ I D _ E C _ S W 	 E c o m p a s s 	 T I T L E 	 S o u t h   W e s t 	 S W 	 WS	 WS	 S W 	 S O 	 S O 	 S W 	 .- 	 S O 	 ,FH(  :1(	 S O 	 G B 	 T  y   N a m 	 S W 	 B D 	 &	. *	. 	 	 	 	 D N y 	 	 	 	 Z W 	 	 	 S V 	 	 	   	 	 	 ,FH(  :1(	 ,FH(  E:1(	 	 						  							 	 	 	 	 	 	 	 	 S W 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S O 
 
 S T R _ I D _ E C _ N W 	 E c o m p a s s 	 T I T L E 	 N o r t h   W e s t 	 N W 	 S	 S	 N W 	 N O 	 N O 	 N W 	 !- 	 N O 	 4E'D  :1(	 N O 	 K B 	 T  y   B c 	 N W 	 B L 	 		. *	. 	 	 	 	  N y 	 	 	 	 N W 	 	 	 N V 	 	 	   	 	 	 4E'D  :1(	 4E'D  E:1(	 	 					  							 	 	 	 	 	 	 	 	 N W 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N O 
 
 S T R _ I D _ E C _ D E G R E E 	 E c o m p a s s 	 T I T L E ,   H I N T 	 D e g r e e   s y m b o l 	  	  	  	  	  	  	  	  	  	  	  	  	  	  	  	  	 	 	 	  	 	 	 	  	 	 	  	 	 	  	 	 	  	  	 	 							  							 	 	 	 	 	 	 	 	  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  
 
 S T R _ I D _ E C _ R A N G E 	 E c o m p a s s 	 P O P U P 	 R a n g e   f o r   d e c l i n a t i o n   a n g l e 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0 - 3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 0   ~   3 6 0 	 	 	 	 0   ~   3 6 0 	 	 	 	 0   ~   3 6 0 	 	 	 0   ~   3 6 0 	 	 	 0   ~   3 6 0 	 	 	 0   ~   3 6 0 	 0   ~   3 6 0 	 	 	- 				 	 	 	 	 	 	 	 	 0   ~   3 6 0 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 0   ~   3 6 0 
 
 S T R _ I D _ E C _ M A N _ C H O I C E 	 E c o m p a s s 	 P O P U P C O N F I R M 	 C o n f i r m   f o r   c a l i b r a t i o n 	 C a l i b r a t e ? 	 !hn	 !hQ	 #1@5"? 	  C a l i b r a r ? 	 C a l i b r e r   ? 	 K a l i b r i e r e n ? 	 K?>;=8BL  :0;81@>2:C? 	 C a l i b r a r e ? 	 E9'J1)	 C a l i b r a r ? 	 K a l i b r e   e t ? 	 i u   c h n h ? 	 K a l i b r a s i k a n ? 	 T e n t u k u r ? 	 	H	2	?	,	M	0	G		  	0	G		? 	 	 	 	 K a l i b r  l ? 	 	 	 	 K a l i b r e r e n ? 	 	 	 C a l i b r a ci ? 	 	 	 ? 	 	 	 C'DJ(1'3JHF  'F,'E  1/	 ~E'F  (F/	 	 											  							 	 	 	 	 	 	 	 	 K a l i b r e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l i b r a r ? 
 
 S T R _ I D _ E C _ A F G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A f g h a n i s t a n 	 ?[Wl	 ?[Wl	 -124*2	 A f g a n i s t  n   	 A f g h a n i s t a n 	 A f g h a n i s t a n 	 D30=8AB0=	 A f g h a n i s t a n 	 #A:'F3*'F	 A f e g a n i s t  o 	 A f g a n i s t a n 	 A f g h a n i s t a n 	 A f g h a n i s t a n 	 A f g h a n i s t a n 	 	+		>	(	?	8	M	$	>	(	 	 	 	 	 A f g a n i s z t  n 	 	 	 	 A f g h a n i s t a n 	 	 	 A f g h a n i s t a n 	 	 	 	 	 	 'A:'F3*'F	 'A:'F3*'F	 	 												 	 	 	 	 	 	 	 	 A f g a n i s t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A f e g a n i s t  o 
 
 S T R _ I D _ E C _ A L B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A l b a n i a 	 ?>r]<\N	 ?\]<\N	 -1%2@5"	 A l b a n i a 	 A l b a n i e 	 A l b a n i e n 	 ;10=8O	 A l b a n i a 	 #D('FJ'	 A l b  n i a 	 A r n a v u t l u k 	 A l b a n i a 	 A l b a n i a 	 A l b a n i a 	 	2	M	,	>	(	?	/	>		 	 	 	 A l b  n i a 	 	 	 	 A l b a n i  	 	 	 A l b a n i a 	 	 	 	 	 	 "D('F	 'D('F'	 	 									 	 	 	 	 	 	 	 	 A l b a n i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l b  n i a 
 
 S T R _ I D _ E C _ A L G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A l g e r i a 	 ?>rS)RN	 ?\S)RN	 -1%5@#5"	 A r g e l i a 	 A l g  r i e 	 A l g e r i e n 	 ;68@	 A l g e r i a 	 'D,2'&1	 A r g  l i a 	 C e z a y i r 	 A n g i  r i 	 A l j a z a i r 	 A l g e r i a 	 	2	M		@	0	?	/	>	 	 	 	 	 A l g  r i a 	 	 	 	 A l g e r i j e 	 	 	 A l g e r i a 	 	 	 ' 	 	 	 'D,2'1	 'D,1'	 	 									 	 	 	 	 	 	 	 	 A l g e r i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r g  l i a 
 
 S T R _ I D _ E C _ A N G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A n g o l a 	 [Tb	 [Tb	 A-B%2	 A n g o l a 	 A n g o l a 	 A n g o l a 	 =3>;0	 A n g o l a 	 #F,HD'	 A n g o l a 	 A n g o l a 	 A n g o l a 	 A n g o l a 	 A n g o l a 	 			K	2	>	 	 	 	 	 A n g o l a 	 	 	 	 A n g o l a 	 	 	 A n g o l a 	 	 	 	 	 	 "FHD'	 'FHD'	 	 										 	 	 	 	 	 	 	 	 A n g o l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n g o l a 
 
 S T R _ I D _ E C _ A N T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A n t a r c t i c a 	 WSui'Yx	 WSg2m	 A-2#L42	 A n t  r t i c a 	 A n t a r c t i q u e 	 A n t a r k t i k 	 =B0@:B840	 A n t a r t i d e 	 'DB7(  'D,FH(J	 A n t  r c t i c a 	 A n t a r t i k a 	 A n t a r c t i c a 	 A n t a r t i k a 	 A n t a r t i k a 	 			>	0	M			?		>	 	 	 	 	 A n t a r k t i s z 	 	 	 	 A n t a r c t i c a 	 	 	 A n t a r c t i c a 	 	 	 	 	 	 ,FH('F	 'Fy'1y'	 	 													 	 	 	 	 	 	 	 	 A n t a r k t i k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n t  r t i c a 
 
 S T R _ I D _ E C _ A T G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A n t i g u a   B a r b u d a 	 [0WaSS]^T	 [ctT]^	 A-41'  2#L4'2	 A n t i g u a   B a r b u d a 	 A n t i q u a   B a r b u d a 	 A n t i g u a   B a r b u d a 	 =B83C0  8  0@1C40	 A n t i g u a   B a r b u d a 	 #F*J:'  ('1(H/'	 A n t  g u a   e   B a r b u d a 	 A n t i k a   B a r b u d a 	 A n t i g u a   B a r b u d a 	 A n t i g u a   B a r b u d a 	 A n t i g u a   B a r b u d a 	 			@		>	  ,	0	,	B	!	>		 	 	 	 A n t i g u a    s   B a r b u d a 	 	 	 	 A n t i q u a   B a r b u d a 	 	 	 A n t i g u a   _i   B a r b u d a 	 	 	   	 	 	 "F*'  H  ('1(H/'	 'FyH'  H  ('1(H'	 	 									  									 	 	 	 	 	 	 	 	 A n t i g u a   B a r b u d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n t i g u a   e   B a r b u d a 
 
 S T R _ I D _ E C _ A R G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A r g e n t i n a 	 ?9h^	 ?9h^	 -2#L@4H2	 A r g e n t i n a 	 A r g e n t i n e 	 A r g e n t i n i e n 	 @35=B8=0	 A r g e n t i n a 	 'D#1,F*JF	 A r g e n t i n a 	 A r j a n t i n 	 A c h e n t i n a 	 A r g e n t i n a 	 A r g e n t i n a 	 	0	M		G	(	M		@	(	>	   	 	 	 	 A r g e n t  n a 	 	 	 	 A r g e n t i n a 	 	 	 A r g e n t i n a 	 	 	 	 	 	 "1'F*F	 '1,FyF'	 	 										 	 	 	 	 	 	 	 	 A r g e n t i n i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r g e n t i n a 
 
 S T R _ I D _ E C _ A U S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A u s t r a l i a 	 o2m	 o'Y)RN	 --*@#@%5"	 A u s t r a l i a 	 A u s t r a l i e 	 A u s t r a l i e n 	 2AB@0;8O	 A u s t r a l i a 	 #3*1'DJ'	 A u s t r  l i a 	 A v u s t r a l y a 	  c 	 A u s t r a l i a 	 A u s t r a l i a 	 	8	M		M	0	G	2	?	/	>	 	 	 	 	 A u s z t r  l i a 	 	 	 	 A u s t r a l i  	 	 	 A u s t r a l i a 	 	 	 	 	 	 '3*1'DJ'	 "3y1D'	 	 												 	 	 	 	 	 	 	 	 A u s t r a l i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A u s t r  l i a 
 
 S T R _ I D _ E C _ A S T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 A u s t r i a 	 gY0W)R	 eY0W)R	 --*@#5"	 A u s t r i a 	 A u t r i c h e 	  s t e r r e i c h 	 2AB@8O	 A u s t r i a 	 'DFE3'	  u s t r i a 	 A v u s t u r y a 	  o 	 A u s t r i a 	 A u s t r i a 	 	8	M		M	0	?	/	>	 	 	 	 	 A u s z t r i a 	 	 	 	 O o s t e n r i j k 	 	 	 A u s t r i a 	 	 	 	 	 	 '*14	 "3y1'	 	 										 	 	 	 	 	 	 	 	 O o s t e n r y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  u s t r i a 
 
 S T R _ I D _ E C _ B A H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B a h a m a s 	 ]T	 ]Tl	 2.2!2*L	 B a h a m a s 	 B a h a m a s 	 B a h a m a s 	 030<A:85  >AB@>20	 B a h a m a s 	 ,21  'D(G'E'	 B a a m a s 	 B a h a m a l a r 	 B a h a m a 	 B a h a m a 	 B a h a m a s 	 ,	9	>	.	>	  	 	 	 	 B a h a m  k 	 	 	 	 B a h a m a s 	 	 	 B a h a m a s 	 	 	   	 	 	 ('G'E'	 ('E'3	 	 							 	 	 	 	 	 	 	 	 B a h a m a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a h a m a s 
 
 S T R _ I D _ E C _ B H R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B a h r a i n 	 ]g	 ]g	 2+L@#	 B a h r  i n 	 B a h r e  n 	 B a h r a i n 	 0E@59=	 B a h r a i n 	 'D(-1JF	 B a r  m 	 B a h r e y n 	 B a h r a i n 	 B a h r a i n 	 B a h r a i n 	 ,	9	0	@	(		 	 	 	 B a h r e i n 	 	 	 	 B a h r a i n 	 	 	 B a h r a i n 	 	 	 	 	 	 (-1F	 (-1F	 	 								 	 	 	 	 	 	 	 	 B a h r e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a h r a i n 
 
 S T R _ I D _ E C _ B A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B a n g l a d e s h 	 _[Rb	 _[RbV	 1%2@(	 B a n g l a d e s h 	 B e n g l a d e s h 	 B a n g l a d e s c h 	 0=3;045H	 B a n g l a d e s h 	 (F:D'/J4	 B a n g l a d e c h e 	 B a n g l a d e _	 B a n g l a d e s h 	 B a n g l a d e s h 	 B a n g l a d e s h 	 ,			2	>	&	G	6	 	 	 	 	 B a n g l a d e s 	 	 	 	 B a n g l a d e s h 	 	 	 B a n g l a d e s h 	 	 	 	 	 	 (FD'/4	 (FD  /4	 	 									 	 	 	 	 	 	 	 	 B a n g l a d e s j 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n g l a d e s h 
 
 S T R _ I D _ E C _ B A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B a r b a d o s 	 ]Y	 ]]Ye	 2#L2-*	 B a r b a d o s 	 B a r b a d e 	 B a r b a d o s 	 0@104>A	 B a r b a d o s 	 (1('/H3	 B a r b a d o s 	 B a r b a d o s 	 B a r b a d o s 	 B a r b a d o s 	 B a r b a d o s 	 ,	>	0	,	>	!	K	8		 	 	 	 B a r b a d o s 	 	 	 	 B a r b a d o s 	 	 	 B a r b a d o s 	 	 	 	 	 	 ('1('/H3	 ('1('H3	 	 										 	 	 	 	 	 	 	 	 B a r b a d o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r b a d o s 
 
 S T R _ I D _ E C _ B E L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B e l g i u m 	 k)RBf	 k)Re	 @%@"5H"!	 B  l g i c a 	 B e l g i q u e 	 B e l g i e n 	 5;L38O	 B e l g i o 	 (D,JC'	 B  l g i c a 	 B e l  i k a 	 B 	 B e l g i a 	 B e l g i u m 	   ,	G	2	M		?	/	.	 	 	 	 	 B e l g i u m 	 	 	 	 B e l g i  	 	 	 B e l g i a 	 	 	 	 	 	 (D	 (D,E	 	 									 	 	 	 	 	 	 	 	 B e l g i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B  l g i c a 
 
 S T R _ I D _ E C _ B E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B e r m u d a 	 ~vUaT	 ~vUa'Y	 @-#L!4'2	 B e r m u d a 	 B e r m u d e s 	 B e r m u d a 	 5@<C4A:85  >AB@>20	 B e r m u d a 	 (1EH/'	 B e r m u d a s 	 B e r m u d a 	 B e r m u d a 	 B e r m u d a 	 B e r m u d a 	 ,	0	.	B	!	>	   	 	 	 	 B e r m u d a 	 	 	 	 B e r m u d a 	 	 	 I n s u l e l e   B e r m u d e 	 	 	 	 	 	 (1EH/'	 (1EH/'	 	 								 	 	 	 	 	 	 	 	 B e r m u d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e r m u d a 
 
 S T R _ I D _ E C _ B H U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B h u t a n 	 
N9N	 
N9N	  92	 B u t  n 	 B h o u t a n 	 B h u t a n 	 CB0=	 B h u t a n 	 (H*'F	 B u t  o 	 B h u t a n 	 B h u t a n 	 B h u t a n 	 B h u t a n 	 -	B		>	(		 	 	 	 B u t  n 	 	 	 	 B h u t a n 	 	 	 B h u t a n 	 	 	 	 	 	 (H*'F	 (Hy'F	 	 						 	 	 	 	 	 	 	 	 B h o e t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u t  o 
 
 S T R _ I D _ E C _ B O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B o l i v i a 	 s)R}N	 s)R~N	 B%4@'5"	 B o l i v i a 	 B o l i v i e 	 B o l i v i e n 	 >;828O	 B o l i v i a 	 (HDJAJ'	 B o l  v i a 	 B o l i v y a 	 B o l i v i a 	 B o l i v i a 	 B o l i v i a 	 ,	K	2	@	5	?	/	>	   	 	 	 	 B o l  v i a 	 	 	 	 B o l i v i a 	 	 	 B o l i v i a 	 	 	 	 	 	 (HDH	 (HDH'	 	 								 	 	 	 	 	 	 	 	 B o l i v i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B o l  v i a 
 
 S T R _ I D _ E C _ B O S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B o s n i a   H e r z e g o v i n a 	 lX<\N	 le<\N  ў^XT~	 -*@5"  @.-#LDB'4H2	 B o s n i a   H e r z e g o v i n a 	 B o s n i e   H e r z  g o v i n e 	 B o s n i e n - H e r z e g o w i n a 	 >A=8O  8  5@F53>28=0	 B o s n i a   E r z e g o v i n a 	 'D(H3F)  H'DG13C	 B  s n i a   H e r z e g o v i n a 	 B o s n a   H e r s e k 	 B o s n i a   H e r z e g o v i n a 	 B o s n i a   H e r z e g o v i n a 	 B o s n i a   H e r z e g o v i n a 	 ,	K	8	M	(	?	/	>	  9	0	M		G		K	5	?	(	>		 	 	 	 B o s z n i a - H e r c e g o v i n a 	 	 	 	 B o s n i    H e r z e g o v i n a 	 	 	 B o s n i a   _i   H e r ce g o v i n a 	 	 	   	 	 	 (H3F  H  G12HF	 (H3F'	 	 						  																 	 	 	 	 	 	 	 	 B o s n i  - H e r z e g o w i n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B  s n i a   H e r z e g o v i n a 
 
 S T R _ I D _ E C _ B R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B r a z i l 	 ]	 ]	 #24%	 B r a s i l 	 B r  s i l 	 B r a s i l i e n 	 @078;8O	 B r a s i l e 	 'D(1'2JD	 B r a s i l 	 B r e z i l y a 	 B r a x i n 	 B r a z i l 	 B r a z i l 	 ,	M	0	>		@	2		 	 	 	 B r a z  l i a 	 	 	 	 B r a z i l i  	 	 	 B r a z i l i a 	 	 	 	 	 	 (12D	 (1'2D	 	 								 	 	 	 	 	 	 	 	 B r a s i l i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r a s i l 
 
 S T R _ I D _ E C _ B R U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B r u n e i   D a r u s s a l a m 	 vl
	 e(pQV	 #9D  2#8*2%2!	 B r u n e i   D a r u s s a l a m 	 B r u n e i   D a r u s s a l a m 	 B r u n e i   D a r u s s a l a m 	 @C=59  0@CAA0;0<	 B r u n e i   D a r u s s a l a m 	 (1HF'J  /'1  'D3D'E	 B r u n e i   D a r u s s a l a m 	 B r u n e i   D a r u s s a l a m 	 B r u n  y 	 B r u n e i   D a r u s s a l a m 	 B r u n e i   D a r u s s a l a m 	 ,	M	0	A	(	G		  &	>	0	A	8	2	>	.	    	 	 	 	 B r u n e i   D a r u s s a l a m 	 	 	 	 B r u n e i   D a r u s s a l a m 	 	 	 B r u n e i   D a r u s s a l a m 	 	 	 	 	 	 (1HF&  /'1'D3D'E	 (1HF&	 	 							  					  						 	 	 	 	 	 	 	 	 B r o e n e i   D a r u s s a l a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r u n e i   D a r u s s a l a m 
 
 S T R _ I D _ E C _ B U L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B u l g a r i a 	 OR)RN	 OR)RN	 1%A@#5"	 B u l g a r i a 	 B u l g a r i e 	 B u l g a r i e n 	 >;30@8O	 B u l g a r i a 	 (D:'1J'	 B u l g  r i a 	 B u l g a r i s t a n 	 B u n g a r i 	 B u l g a r i a 	 B u l g a r i a 	 ,	A	2	M		>	0	?	/	>		 	 	 	 B u l g  r i a 	 	 	 	 B u l g a r i j e 	 	 	 B u l g a r i a 	 	 	 	 	 	 (D:'13*'F	 (D:'1	 	 										 	 	 	 	 	 	 	 	 B u l g a r y e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u l g  r i a 
 
 S T R _ I D _ E C _ B U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 B u r m a 	 }8u	 8u	 !H2	 B u r m a 	 B i r m a n i e 	 B u r m a 	 LO=<0  ( 8@<0) 	 M y a n m a r 	 (H1E'	 B i r m  n i a 	 B u r m a 	 B u r m a 	 B u r m a 	 B u r m a 	 ,	0	M	.	>		 	 	 	 B u r m a 	 	 	 	 B u r m a 	 	 	 B i r m a n i a 	 	 	 	 	 	 (1EG	 (1E'	 	 							 	 	 	 	 	 	 	 	 B i r m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u r m a 
 
 S T R _ I D _ E C _ C A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C a m b o d i a 	 gW[	 gW[	 1!9
2	 C a m b o d i a 	 C a m b o d g e 	 K a m b o d s c h a 	 0<1>460	 C a m b o g i a 	 CE(H/J'	 C a m b o j a 	 K a m b o  y a 	 C a m p u c h i a 	 K a m b o j a 	 K e m b o j a 	 		,	K	!	?	/	>	 	 	 	 	 K a m b o d z s a 	 	 	 	 C a m b o d i a 	 	 	 C a m b o d g i a 	 	 	 	 	 	 'E(H,	 E(H'	 	 											 	 	 	 	 	 	 	 	 K a m b o d j a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m b o j a 
 
 S T R _ I D _ E C _ C M E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C a m e r o o n 	 U	 U	 2@!#9	 C a m e r  n   C a n a d  	 C a m e r o u n 	 K a m e r u n 	 0<5@C=	 C a m e r u n 	 'DC'EJ1HF	 C a m a r  e s 	 K a m e r u n 	 C a m e r o o n 	 K a m e r u n 	 C a m e r o o n 	 	H	.	0	B	(	   	 	 	 	 K a m e r u n 	 	 	 	 K a m e r o e n 	 	 	 C a m e r u n 	 	 	 	 	 	 'E1HF	 E1HF	 	 										 	 	 	 	 	 	 	 	 K a m e r o e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m a r  e s 
 
 S T R _ I D _ E C _ C A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C a n a d a 	 Rb'Y	 Rb'Y	 A22	 C a n a d a 	 C a n a d a 	 K a n a d a 	 0=040	 C a n a d a 	 CF/'	 C a n a d  	 K a n a d a 	 C a n a a 	 K a n a d a 	 K a n a d a 	 	(	>	!	>	 	 	 	 	 K a n a d a 	 	 	 	 C a n a d a 	 	 	 C a n a d a 	 	 	 	 	 	 'F'/'	 F'	 	 							 	 	 	 	 	 	 	 	 K a n a d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n a d  
 
 S T R _ I D _ E C _ C H A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C h a d 	 g_	 MN_	 A
	 C h a d 	 T c h a d 	 T s c h a d 	 '04	 C i a d 	 *4'/	 C h a d e 	  a d 	 C h a d 	 C h a d 	 C h a d 	 	>	!		 	 	 	 C s  d 	 	 	 	 T s j a a d 	 	 	 C i a d 	 	 	 ' 	 	 	 '/	 '	 	 				 	 	 	 	 	 	 	 	 T s j a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a d e 
 
 S T R _ I D _ E C _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C h i l e 	 zf)R	 zf)R	 
4%5	 C h i l e 	 C h i l i 	 C h i l e 	 '8;8	 C i l e 	 *4JDJ	 C h i l e 	 ^i l i 	 C h i l  	 C i l i 	 C h i l e 	 p h y s 	 	 	 	 C h i l e 	 	 	 	 C h i l i 	 	 	 C h i l e 	 	 	 ' 	 	 	 4D	 D	 	 					 	 	 	 	 	 	 	 	 C h i l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i l e 
 
 S T R _ I D _ E C _ C H N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C h i n a 	 -NW	 -NV	 5	 C h i n a 	 C h i n e 	 C h i n a 	 8B09	 C i n a 	 'D5JF	 C h i n a 	  i n 	 T r u n g   Q u c 	 C i n a 	 C h i n a 	 	@	(		 	 	 	 K  n a 	 	 	 	 C h i n a 	 	 	 C h i n a 	 	 	 	 	 	 JF	 F	 	 				 	 	 	 	 	 	 	 	 S j i n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i n a 
 
 S T R _ I D _ E C _ C O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C o l o m b i a 	 T+PkN	 T&OkN	 B%-!@5"	 C o l o m b i a 	 C o l o m b i e 	 K o l u m b i e n 	 >;C<18O	 C o l o m b i a 	 CHDHE(J'	 C o l  m b i a 	 K o l o m b i y a 	 C o l o m b i a 	 K o l o m b i a 	 C o l o m b i a 	 	K	2	.	M	,	?	/	>	  	 	 	 	 K o l u m b i a 	 	 	 	 C o l o m b i a 	 	 	 C o l u m b i a 	 	 	 	 	 	 DE('	 HDE('	 	 										 	 	 	 	 	 	 	 	 C o l o m b i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o l  m b i a 
 
 S T R _ I D _ E C _ C O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C o n g o 	 [Rg	 Rg	 -B	 C o n g o 	 C o n g o 	 K o n g o 	 >=3>	 C o n g o 	 'DCHF:H	 C o n g o 	 K o n g o 	 C  n g  	 K o n g o 	 C o n g o 	 	>			K		 	 	 	 K o n g  	 	 	 	 C o n g o 	 	 	 R e p u b l i c a   C o n g o 	 	 	 	 	 	 FH	 'FH	 	 							 	 	 	 	 	 	 	 	 K o n g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n g o 
 
 S T R _ I D _ E C _ C O S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C o s t a   R i c a 	 Te'YΞR	 TeΞR	 -*2#4I2	 C o s t a   R i c a 	 C o s t a   R i c a 	 C o s t a   R i c a 	 >AB0-  8:0	 C o s t a   R i c a 	 CH3*'1JC'	 C o s t a   R i c a 	 K o s t a   R i k a 	 C o s t a   R i c a 	 C o s t a   R i c a 	 C o s t a   R i c a 	 	K	8	M		>	  0	?		>	  	 	 	 	 C o s t a   R i c a 	 	 	 	 C o s t a   R i c a 	 	 	 C o s t a   R i c a 	 	 	   	 	 	 '3*'1'	 H3y'1'	 	 												 	 	 	 	 	 	 	 	 C o s t a   R i c a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o s t a   R i c a 
 
 S T R _ I D _ E C _ C R O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C r o a t i a 	 KQWN	 KQW0WN	 B#@-@
5"	 C r o a c i a 	 C r o a t i e 	 K r o a t i e n 	 %>@20B8O	 C r o a z i a 	 C1H'*J'	 C r o  c i a 	 H 1r v a t i s t a n 	 C r o a t i a 	 K r o a s i a 	 C r o a t i a 	 	M	0	K		6	?	/	>	 	 	 	 	 H o r v  t o r s z  g 	 	 	 	 K r o a t i  	 	 	 C r o a ci a 	 	 	 	 	 	 1H'3	 1H4'	 	 												 	 	 	 	 	 	 	 	 K r o a s i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C r o  c i a 
 
 S T R _ I D _ E C _ C U B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C u b a 	 S]	 S]	 4'2	 C u b a 	 C u b a 	 K u b a 	 C10	 C u b a 	 CH('	 C u b a 	 K  b a 	 C u b a 	 K u b a 	 C u b a 	 	M	/	B	,	>	   	 	 	 	 K u b a 	 	 	 	 C u b a 	 	 	 C u b a 	 	 	 	 	 	 H('	 H('	 	 						 	 	 	 	 	 	 	 	 K u b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C u b a 
 
 S T R _ I D _ E C _ C Y P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C y p r u s 	 ^XnfRe	 ^Xfme	 D#1*	 C h i p r e 	 C h y p r e 	 Z y p e r n 	 8?@	 C i p r o 	 B(15	 C h i p r e 	 K 1b r 1s 	 o   S  p 	 S i p r u s 	 C y p r u s 	 8	>		*	M	0	8	    	 	 	 	 C i p r u s 	 	 	 	 C y p r u s 	 	 	 C i p r u 	 	 	 	 	 	 B(13	 3'&~13	 	 									 	 	 	 	 	 	 	 	 C i p r u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i p r e 
 
 S T R _ I D _ E C _ C Z E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 C z e c h   R e p u b l i c 	 wcKQqQTW	 wcKQqQTV	 *22##1@
G	 R e p  b l i c a   C h e c a 	 R  p u b l i q u e   t c h  q u e 	 T s c h e c h i s c h e   R e p u b l i k 	 '5HA:0O  @5A?C1;8:0	 R e p u b b l i c a   C e c a 	 ,EGH1J)  'D*4JC	 R e p  b l i c a   C h e c a 	  e k   C u m h u r i y e t i 	 C n g   h  a   S  c 	 R e p u b l i k   C e k o 	 R e p u b l i k   C z e c h 	 	G		  	#	0	>		M	/	    	 	 	 	 C s e h   K  z t  r s a s  g 	 	 	 	 T s j e c h i  	 	 	 C e h i a 	 	 	 ' 	 	 	 ,EGH1  	   ,EH1	 	 			  									 	 	 	 	 	 	 	 	 T s j e g g i e s e   R e p u b l i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p  b l i c a   T c h e c a 
 
 S T R _ I D _ E C _ D E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 D e n m a r k 	 9N	 9N	 @!2#L	 D i n a m a r c a 	 D a n e m a r k 	 D  n e m a r k 	 0=8O	 D a n i m a r c a 	 'D/FE'1C	 D i n a m a r c a 	 D a n i m a r k a 	 a n   M c h 	 D e n m a r k 	 D e n m a r k 	   !	G	(	.	>	0	M		  	 	 	 	 D  n i a 	 	 	 	 D e n e m a r k e n 	 	 	 D a n e m a r c a 	 	 	 	 	 	 /'FE'1	 FE'1	 	 									 	 	 	 	 	 	 	 	 D e n e m a r k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i n a m a r c a 
 
 S T R _ I D _ E C _ D R P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 D o m i n i c a n   R e p u b l i c 	 Yf<\RqQTW	 Ys|<\RqQTV	 *22##1  B!442	 R e p  b l i c a   D o m i n i c a n a 	 R  p u b l i q u e   d o m i n i c a i n e 	 D o m i n i k a n i s c h e   R e p u b l i k 	 ><8=8:0=A:0O   5A?C1;8:0	 R e p u b b l i c a   D o m i n i c a n a 	 ,EGH1J)  'D/HEJFJC'F	 R e p  b l i c a   D o m i n i c a n a 	 D o m i n i k   C u m h u r i y e t i 	 C n g   h  a   D o m i n i c a 	 R e p u b l i k   D o m i n i k a 	 R e p u b l i k   D o m i n i c a n   	   !	K	.	?	(	?		(	  	#	0	>		M	/	    	 	 	 	 D o m i n i k a i   K  z t  r s a s  g 	 	 	 	 D o m i n i c a a n s e   R e p u b l i e k 	 	 	 R e p u b l i c a   D o m i n i c a n 	 	 	   	 	 	 ,EGH1  /HEFF	 HEFF  1~(D	 	 										  									 	 	 	 	 	 	 	 	 D o m i n i k a a n s e   R e p u b l i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p  b l i c a   D o m i n i c a n a 
 
 S T R _ I D _ E C _ E T M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 E a s t   T i m o r 	 qg^vl	 N^vl	 4!-#L  0'1--	 T i m o r   O r i e n t a l 	 T i m o r   o r i e n t a l 	 O s t t i m o r 	 >AB>G=K9  "8<>@	 T i m o r   E s t 	 *JEH1  'D41BJ)	 T i m o r   L e s t e 	 D o u   T i m o r 	  n g   T i m o r 	 T i m o r   T i m u r 	 T i m o r   T i m u r 	 *	B	0	M	5	@	  $	?	.	K	0	  	 	 	 	 K e l e t - T i m o r 	 	 	 	 O o s t - T i m o r 	 	 	 T i m o r u l   d e   E s t 	 	 	   	 	 	 *EH1  41B	 E41B  *EH1	 	 					  						 	 	 	 	 	 	 	 	 O o s - T i m o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i m o r   O r i e n t a l 
 
 S T R _ I D _ E C _ E C U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 E c u a d o r 	 StY	 StY\	 @-'2-#L	 E c u a d o r 	  q u a t e u r 	 E c u a d o r 	 -:204>@	 E q u a d o r 	 'D%CH'/H1	 E q u a d o r 	 E k v a t o r 	 E c u a d o r 	 E k u a d o r 	 E c u a d o r 	 		M	5	>	!	K	0		 	 	 	 E c u a d o r 	 	 	 	 E c u a d o r 	 	 	 E c u a d o r 	 	 	 	 	 	 'H'/H1	 'HH1	 	 								 	 	 	 	 	 	 	 	 E c u a d o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E q u a d o r 
 
 S T R _ I D _ E C _ E G Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 E g y p t 	 WS	 WS	 -5"4L	 E g i p t o 	  g y p t e 	  g y p t e n 	 38?5B	 E g i t t o 	 E51	 E g i p t o 	 M 1s 1r 	 A i   C p 	 M e s i r 	 M e s i r 	 .	?	8	M	0	    	 	 	 	 E g y i p t o m 	 	 	 	 E g y p t e 	 	 	 E g i p t 	 	 	 	 	 	 E51	 E51	 	 					 	 	 	 	 	 	 	 	 E g i p t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E g i t o 
 
 S T R _ I D _ E C _ E L S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 E l   S a l v a d o r 	 >rtY	 (\tY	 @-%  1%'2-#L	 E l   S a l v a d o r 	 S a l v a d o r 	 E l   S a l v a d o r 	 !0;L204>@	 E l   S a l v a d o r 	 'D3DA'/H1	 E l   S a l v a d o r 	 E l   S a l v a d o r 	 E l   S a l v a d o r 	 E l   S a l v a d o r 	 E l   S a l v a d o r 	 	2	  8	>	2	M	5	>	!	K	0	    	 	 	 	 E l   S a l v a d o r 	 	 	 	 E l   S a l v a d o r 	 	 	 E l   S a l v a d o r 	 	 	   	 	 	 'D  3'DH'/H1	 'D  3DHH1	 	 		  								 	 	 	 	 	 	 	 	 E l   S a l v a d o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   S a l v a d o r 
 
 S T R _ I D _ E C _ E S T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 E s t o n i a 	 al<\N	 1rl<\N	 @-*B@5"	 E s t o n i a 	 E s t o n i e 	 E s t l a n d 	 -AB>=8O	 E s t o n i a 	 %3*HFJ'	 E s t  n i a 	 E s t o n y a 	 E s t o n i a 	 E s t o n i a 	 E s t o n i a 	 	8	M		K	(	?	/	>	    	 	 	 	  s z t o r s z  g 	 	 	 	 E s t l a n d 	 	 	 E s t o n i a 	 	 	 	 	 	 '3*HF	 '3yHF'	 	 											 	 	 	 	 	 	 	 	 E s t l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t  n i a 
 
 S T R _ I D _ E C _ E T H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 E t h i o p i a 	 c"}kN	 W^XOkN	 @-4B-@5"	 E t i o p  a 	  t h i o p i e 	  t h i o p i e n 	 -D8>?8O	 E t i o p i a 	 %+JH(J'	 E t i  p i a 	 E t i y o p y a 	 E t h i o p i a 	 E t h i o p i a 	 E t h i o p i a 	 	%	?	/	K	*	?	/	>	    	 	 	 	 E t i  p i a 	 	 	 	 E t h i o p i  	 	 	 E t i o p i a 	 	 	 	 	 	 '*H~	 '*H~'	 	 									 	 	 	 	 	 	 	 	 E t h i o p i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E t i  p i a 
 
 S T R _ I D _ E C _ F I J 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 F i j i 	 eo	 eNm	 44	 F i j i 	 F i j i 	 F i d s c h i 	 $8468	 F i j i 	 AJ,J	 I l h a s   F i j i 	 F i j i 	 o   F i j i 	 F i j i 	 F i j i 	 +	?		@	  	 	 	 	 F i d z s i - s z i g e t e k 	 	 	 	 F i j i 	 	 	 F i j i 	 	 	 ' 	 	 	 AJ,	 A,	 	 					 	 	 	 	 	 	 	 	 F i d j i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i j i 
 
 S T R _ I D _ E C _ F I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 F i n l a n d 	 -	 pQ	 4A%L	 F i n l a n d i a 	 F i n l a n d e 	 F i n n l a n d 	 $8=;O=48O	 F i n l a n d i a 	 AFDF/'	 F i n l  n d i a 	 F i n l a n d i y a 	 P h n   L a n 	 F i n l a n d i a 	 F i n l a n d 	 +	?	(	2	H		!		 	 	 	 F i n n o r s z  g 	 	 	 	 F i n l a n d 	 	 	 F i n l a n d a 	 	 	 	 	 	 AFD'F/	 AF  DF	 	 											 	 	 	 	 	 	 	 	 F i n l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i n l  n d i a 
 
 S T R _ I D _ E C _ F R N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 F r a n c e 	 lW	 lV	 #1H@(*	 F r a n c i a 	 F r a n c e 	 F r a n k r e i c h 	 $@0=F8O	 F r a n c i a 	 A1F3'	 F r a n  a 	 F r a n s a 	 P h  p 	 P e r a n c i s 	 P e r a n c i s 	 +	M	0	>		8	    	 	 	 	 F r a n c i a o r s z  g 	 	 	 	 F r a n k r i j k 	 	 	 F r a n ca 	 	 	 	 	 	 A1'F3G	 A1'F3	 	 										 	 	 	 	 	 	 	 	 F r a n k r y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F r a n  a 
 
 S T R _ I D _ E C _ G A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G a m b i a 	 ukN	 QkN	 A!@5"	 G a m b i a 	 G a m b i e 	 G a m b i a 	 0<18O	 G a m b i a 	 :'E(J'	 G  m b i a 	 G a m b i y a 	 G a m b i a 	 G a m b i a 	 G a m b i a 	 	>	.	M	,	?	/	>	    	 	 	 	 G a m b i a 	 	 	 	 G a m b i a 	 	 	 G a m b i a 	 	 	 	 	 	 'E('	 2'E('	 	 									 	 	 	 	 	 	 	 	 G a m b i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G  m b i a 
 
 S T R _ I D _ E C _ G E O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G e o r g i a 	 UlN	 <h	TN	 -#L@5"	 G e o r g i a 	 G  o r g i e 	 G e o r g i e n 	 @C78O	 G e o r g i a 	 ,H1,J'	 G e  r g i a 	 G  r c i s t a n 	 G e o r g i a 	 G e o r g i a 	 G e o r g i a 	 	I	0	M		?	/	>	   	 	 	 	 G r  z i a 	 	 	 	 G e o r g i  	 	 	 G e o r g i a 	 	 	 	 	 	 1,3*'F	 ,'1,'	 	 								 	 	 	 	 	 	 	 	 G e o r g i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e  r g i a 
 
 S T R _ I D _ E C _ G R M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G e r m a n y 	 _W	 _V	 @"-#!15	 A l e m a n i a 	 A l l e m a g n e 	 D e u t s c h l a n d 	 5@<0=8O	 G e r m a n i a 	 #DE'FJ'	 A l e m a n h a 	 A l m a n y a 	 c 	 J e r m a n 	 J e r m a n 	 	0	M	.	(	@	   	 	 	 	 N  m e t o r s z  g 	 	 	 	 D u i t s l a n d 	 	 	 G e r m a n i a 	 	 	 	 	 	 "DE'F	 ,1EF	 	 									 	 	 	 	 	 	 	 	 D u i t s l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l e m a n h a 
 
 S T R _ I D _ E C _ G H A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G h a n a 	 
}	 R~	 2H2	 G h a n a 	 G h a n a 	 G h a n a 	 0=0	 G h a n a 	 :'F'	 G a n a 	 G a n a 	 G h a n a 	 G h a n a 	 G h a n a 	 	>	(	>	   	 	 	 	 G h  n a 	 	 	 	 G h a n a 	 	 	 G h a n a 	 	 	 	 	 	 :F'	 'F'	 	 					 	 	 	 	 	 	 	 	 G h a n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G a n a 
 
 S T R _ I D _ E C _ G I B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G i b r a l t a r 	 v^@	 v^W@	 "4#2%2	 G i b r a l t a r 	 G i b r a l t a r 	 G i b r a l t a r 	 81@0;B0@	 G i b i l t e r r a 	 ,(D  7'1B	 G i b r a l t a r 	 C e b e l i   t a r 1k 	 G i b r a l t a r 	 G i b r a l t a r 	 G i b r a l t a r 	 	?	,	M	0	>	2	M		0	    	 	 	 	 G i b r a l t  r 	 	 	 	 G i b r a l t a r 	 	 	 G i b r a l t a r 	 	 	 	 	 	 ,(D  'D7'1B	 ,(1'Dy1	 	 											 	 	 	 	 	 	 	 	 G i b r a l t a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G i b r a l t a r 
 
 S T R _ I D _ E C _ G R E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G r e e c e 	 ^؁	 ^J	 #5	 G r e c i a 	 G r  c e 	 G r i e c h e n l a n d 	 @5F8O	 G r e c i a 	 'DJHF'F	 G r  c i a 	 Y u n a n i s t a n 	 H y   L p 	 Y u n a n i 	 G r e e c e 	 	M	0	@	8	   	 	 	 	 G  r  g o r s z  g 	 	 	 	 G r i e k e n l a n d 	 	 	 G r e c i a 	 	 	 	 	 	 JHF'F	 HF'F	 	 						 	 	 	 	 	 	 	 	 G r i e k e l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r  c i a 
 
 S T R _ I D _ E C _ G R N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G r e e n l a n d 	 <hu-	 <hupQ	 #5A%L	 G r o e n l a n d i a 	 G r o e n l a n d 	 G r  n l a n d 	 @5=;0=48O	 G r o e n l a n d i a 	 :1JF  D'F/	 G r o n e l  n d i a 	 G r  n l a n d 	 G r e e n l a n d 	 G r e e n l a n d 	 G r e e n l a n d 	 	M	0	@	(	2	H		!	    	 	 	 	 G r  n l a n d 	 	 	 	 G r o e n l a n d 	 	 	 G r o e n l a n d a 	 	 	 	 	 	 1FDF/	 1F  DF	 	 													 	 	 	 	 	 	 	 	 G r o e n l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r o e n l  n d i a 
 
 S T R _ I D _ E C _ G R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G r e n a d a 	 <h^tT	 <hg~	 @#@2	 G r a n a d a 	 G r e n a d e 	 G r e n a d a 	 @5=040	 G r e n a d a 	 :1JF'/'	 G r a n a d a 	 G r e n a d a 	 G r e n a d a 	 G r e n a d a 	 G r e n a d a 	 	M	0	G	(	>	!	>	   	 	 	 	 G r e n a d a 	 	 	 	 G r e n a d a 	 	 	 G r e n a d a 	 	 	 	 	 	 1'F'/'	 1F'	 	 									 	 	 	 	 	 	 	 	 G r e n a d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a n a d a 
 
 S T R _ I D _ E C _ G U T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G u a t e m a l a 	 t0Wb	 qS0Wlb	 1'@!2%2	 G u a t e m a l a 	 G u a t e m a l a 	 G u a t e m a l a 	 20B5<0;0	 G u a t e m a l a 	 :H'*JE'D'	 G u a t e m a l a 	 G u a t e m a l a 	 G u a t e m a l a 	 G u a t e m a l a 	 G u a t e m a l a 	 	M	5	>		G	.	>	2	>	   	 	 	 	 G u a t e m a l a 	 	 	 	 G u a t e m a l a 	 	 	 G u a t e m a l a 	 	 	 	 	 	 H'*E'D'	 H'y  E'D'	 	 											 	 	 	 	 	 	 	 	 G u a t e m a l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u a t e m a l a 
 
 S T R _ I D _ E C _ G U Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G u y a n a 	 -WN	 -WN	 D-22	 G u y a n a 	 G u y a n e 	 G u y a n a 	 090=0	 G u y a n a 	 :HJ'F'	 G u i a n a 	 G u y a n a 	 G u y a n a 	 G u y a n a 	 G u y a n a 	 	A	/	>	(	>	   	 	 	 	 G u y a n a 	 	 	 	 G u y a n a 	 	 	 G u y a n a 	 	 	 	 	 	 HJ'F	 'F'	 	 							 	 	 	 	 	 	 	 	 G u y a n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u i a n a 
 
 S T R _ I D _ E C _ G U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 G u a m 	 ܕ\	 sQ\	 '!	 G u a m 	 G u a m 	 G u a m 	 C0<	 G u a m 	 :H'E	 G u a m 	 G u a m 	 G u a m 	 G u a m 	 G u a m 	 	A		.	   	 	 	 	 G u a m 	 	 	 	 G u a m 	 	 	 G u a m 	 	 	 	 	 	 H'E	 H'E	 	 						 	 	 	 	 	 	 	 	 G u a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u a m 
 
 S T R _ I D _ E C _ H A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 H a i t i 	 wm0W	 wm0W	 D.4	 H a i t  	 H a  t i 	 H a i t i 	 08B8	 H a i t i 	 G'J*J	 H a i t i 	 H a i t i 	 H a i t i 	 H a i t i 	 H a i t i 	 9	H	$	@	    	 	 	 	 H a i t i 	 	 	 	 H a  t i 	 	 	 H a i t i 	 	 	 	 	 	 G'&*	 *	 	 						 	 	 	 	 	 	 	 	 H a  t i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a i t i 
 
 S T R _ I D _ E C _ H O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 H o n g   K o n g 	 /n	 /n	 .H-	 H o n g   K o n g 	 H o n g   K o n g 	 H o n g k o n g 	 >=:>=3	 H o n g   K o n g 	 GHF:  CHF:	 H o n g   K o n g 	 H o n g   K o n g 	 H n g   K  n g 	 H o n g   K o n g 	 H o n g   K o n g 	   9	>			  	>			    	 	 	 	 H o n g k o n g 	 	 	 	 H o n g   K o n g 	 	 	 H o n g   K o n g 	 	 	   	 	 	 GF  CF	 'F  'F	 	 					 	 	 	 	 	 	 	 	 H o n g k o n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o n g   K o n g 
 
 S T R _ I D _ E C _ H U N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 H u n g a r y 	 SYr)R	 SYr)R	 .12#5	 H u n g r  a 	 H o n g r i e 	 U n g a r n 	 5=3@8O	 U n g h e r i a 	 'DE,1	 H u n g r i a 	 M a c a r i s t a n 	 H u n g a r i 	 H o n g a r i a 	 H u n g a r y 	 9			0	@	   	 	 	 	 M a g y a r o r s z  g 	 	 	 	 H o n g a r i j e 	 	 	 U n g a r i a 	 	 	 	 	 	 E,'13*'F	 F1	 	 									 	 	 	 	 	 	 	 	 H o n g a r y e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H u n g r i a 
 
 S T R _ I D _ E C _ I C E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 I c e l a n d 	 Q\	 Q\	 D-LA%L	 I s l a n d i a 	 I s l a n d e 	 I s l a n d 	 A;0=48O	 I s l a n d a 	 #J3DF/'	 I s l  n d i a 	 0z l a n d a 	 A i x l e n 	 I s l a n d i a 	 I c e l a n d 	 		8	2	H		!	   	 	 	 	 I z l a n d 	 	 	 	 I J s l a n d 	 	 	 I s l a n d a 	 	 	 	 	 	 'J3DF/	 "&DF	 	 											 	 	 	 	 	 	 	 	 Y s l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I s l  n d i a 
 
 S T R _ I D _ E C _ I N D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 I n d i a 	 pS^	 pS^	 -4@5"	 I n d i a 	 I n d e 	 I n d i e n 	 =48O	 I n d i a 	 'DGF/	  n d i a 	 H i n d i s t a n 	 n   	 I n d i a 	 I n d i a 	 -	>	0	$	   	 	 	 	 I n d i a 	 	 	 	 I n d i a 	 	 	 I n d i a 	 	 	 	 	 	 GF/H3*'F	 F/H3*'F	 	 					 	 	 	 	 	 	 	 	 I n d i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  n d i a 
 
 S T R _ I D _ E C _ I N O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 I n d o n e s i a 	 pS<\	 pS^<\N	 -4B5@5"	 I n d o n e s i a 	 I n d o n  s i e 	 I n d o n e s i e n 	 =4>=578O	 I n d o n e s i a 	 %F/HFJ3J'	 I n d o n  s i a 	 E n d o n e z y a 	 I n d o n e s i a 	 I n d o n e s i a 	 I n d o n e s i a 	 		!	K	(	G	6	?	/	>	   	 	 	 	 I n d o n  z i a 	 	 	 	 I n d o n e s i  	 	 	 I n d o n e z i a 	 	 	 	 	 	 'F/HF2	 'FHF4'	 	 													 	 	 	 	 	 	 	 	 I n d o n e s i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n d o n  s i a 
 
 S T R _ I D _ E C _ I R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 I r a n 	 
Og	 
Og	 -4+#H2	 I r  n 	 I r a n 	 I r a n 	 @0=	 I r a n 	 %J1'F	 I r  o 	 0r a n 	 I r a n 	 I r a n 	 I r a n 	 	0	>	(	   	 	 	 	 I r  n 	 	 	 	 I r a n 	 	 	 I r a n 	 	 	 	 	 	 '1'F	 '1'F	 	 					 	 	 	 	 	 	 	 	 I r a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r  
 
 S T R _ I D _ E C _ I R Q 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 I r a q 	 
ObKQ	 
ObKQ	 -4#1	 I r a q 	 I r a q 	 I r a k 	 @0:	 I r a q 	 'D91'B	 I r a q u e 	 I r a k 	 I r a q 	 I r a k 	 I r a q 	 	0	>		   	 	 	 	 I r a k 	 	 	 	 I r a k 	 	 	 I r a k 	 	 	 	 	 	 91'B	 91'B	 	 					 	 	 	 	 	 	 	 	 I r a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r a q u e 
 
 S T R _ I D _ E C _ I R E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 I r e l a n d 	 a>r-	 1r\pQ	 D-#LA%L	 I r l a n d a 	 I r e l a n d 	 I r l a n d 	 @;0=48O	 I r l a n d a 	 #J1DF/'	 I r l a n d a 	 0r l a n d a 	 A i l e n 	 I r l a n d i a 	 I r e l a n d 	 	/	0	2	H		!	   	 	 	 	  r o r s z  g 	 	 	 	 I e r l a n d 	 	 	 I r l a n d a 	 	 	 	 	 	 'J1DF/	 "&1DF	 	 												 	 	 	 	 	 	 	 	 I e r l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r l a n d a 
 
 S T R _ I D _ E C _ I T A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 I t a l y 	 'Y)R	 a'Y)R	 -42%5	 I t a l i a 	 I t a l i e 	 I t a l i e n 	 B0;8O	 I t a l i a 	 %J7'DJ'	 I t  l i a 	 0t a l y a 	  	 I t a l i a 	 I t a l i 	 		2	@	   	 	 	 	 O l a s z o r s z  g 	 	 	 	 I t a l i  	 	 	 I t a l i a 	 	 	 	 	 	 'J*'DJ'	 'yD	 	 						 	 	 	 	 	 	 	 	 I t a l i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I t  l i a 
 
 S T R _ I D _ E C _ J A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 J a m a i c a 	 YrR	 YrpNR	 2D!I2	 J a m a i c a 	 J a m a  q u e 	 J a m a i c a 	 /<09:0	 G i a m a i c a 	 ,'E'JC'	 J a m a i c a 	 J a m a i k a 	 J a m a i c a 	 J a m a i k a 	 J a m a i c a 	 	.	H		>		 	 	 	 J a m a i c a 	 	 	 	 J a m a i c a 	 	 	 J a m a i c a 	 	 	 ' 	 	 	 ,'E'&'	 ,E'&'	 	 										 	 	 	 	 	 	 	 	 J a m a i k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a m a i c a 
 
 S T R _ I D _ E C _ J A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 J a p a n 	 e,g	 e,g	 
5H8H	 J a p  n 	 J a p o n 	 J a p a n 	 /?>=8O	 G i a p p o n e 	 'DJ'('F	 J a p  o 	 J a p o n y a 	 N h t 	 J e p a n g 	 J e p u n   	 	>	*	>	(	   	 	 	 	 J a p  n 	 	 	 	 J a p a n 	 	 	 J a p o n i a 	 	 	 	 	 	 '~F	 ,'~'F	 	 						 	 	 	 	 	 	 	 	 J a p a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a p  o 
 
 S T R _ I D _ E C _ J O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 J o r d a n 	 }e	 ~e	 -#LA	 J o r d a n i a 	 J o r d a n i e 	 J o r d a n i e n 	 >@40=8O	 G i o r d a n i a 	 'D#1/F	 J o r d  n i a 	  r d  n 	 J o r d a n 	 Y o r d a n i a 	 J o r d a n 	 	I	0	M	!	(	   	 	 	 	 J o r d  n i a 	 	 	 	 J o r d a n i  	 	 	 I o r d a n i a 	 	 	 	 	 	 '1/F	 '1/F	 	 							 	 	 	 	 	 	 	 	 J o r d a n i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J o r d  n i a 
 
 S T R _ I D _ E C _ K A Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 K a z a k s t a n 	 TKQ	 T(KQefW	 21*2	 K a z a k s t  n 	 K a z a k h s t a n 	 K a s a c h s t a n 	 070EAB0=	 K a z a k i s t a n 	 C'2'.3*'F	 C a z a q u i s t  o 	 K a z a k i s t a n 	 K a z a k s t a n 	 K a z a k h s t a n 	 K a z a k s t a n 	 		<	>		8	M	$	>	(	   	 	 	 	 K a z a h s z t  n 	 	 	 	 K a z a c h s t a n 	 	 	 K a z a h s t a n 	 	 	 	 	 	 B2'B3*'F	 B2'.3*'F	 	 												 	 	 	 	 	 	 	 	 K a z a k s t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a z a q u i s t  o 
 
 S T R _ I D _ E C _ K E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 K e n y a 	 N	 <\N	 @"H2	 K e n i a 	 K e n y a 	 K e n i a 	 5=8O	 K e n i a 	 CJFJ'	 Q u  n i a 	 K e n y a 	 K e n y a 	 K e n y a 	 K e n y a 	 	G	(	M	/	>	   	 	 	 	 K e n y a 	 	 	 	 K e n y a 	 	 	 K e n y a 	 	 	 	 	 	 F'	 F'	 	 							 	 	 	 	 	 	 	 	 K e n i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u  n i a 
 
 S T R _ I D _ E C _ K U W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 K u w a i t 	 yZyr	 yZyr	 9@'	 K u w a i t 	 K o w e  t 	 K u w a i t 	 C259B	 K u w a i t 	 'DCHJ*	 K u w a i t 	 K u v e y t 	 C  o  t 	 K u w a i t 	 K u w a i t 	 	A	5	H	$	   	 	 	 	 K u v a i t 	 	 	 	 K o e w e i t 	 	 	 K u w a i t 	 	 	 	 	 	 H*	 H*	 	 						 	 	 	 	 	 	 	 	 K o e w e i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u w a i t 
 
 S T R _ I D _ E C _ K Y R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 K r y g y z s t a n 	 	T>r	Te	 	T\	Te	 #54*2	 K i r g i z s t  n 	 K i r g h i z s t a n 	 K i r g i s t a n 	 8@3878O	 K i r g i z i s t a n 	 BJ1:3*'F	 Q u i r g u i s t  o 	 K 1r g 1z i s t a n 	 K r y g y z s t a n 	 K r y g y z s t a n 	 K r y g y z s t a n 	 	?	0	M		?		<	8	M	$	>	(	   	 	 	 	 K i r g  z i a 	 	 	 	 K y r g y z s t a n 	 	 	 K  r g  z s t a n 	 	 	 	 	 	 B1B23*'F	 1:23*'F	 	 											 	 	 	 	 	 	 	 	 K i r g i s t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u i r g u i s t  o 
 
 S T R _ I D _ E C _ L A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 L a t v i a 	 b+}N	 b1~N	 %1@'5"	 L e t o n i a 	 L e t t o n i e 	 L e t t l a n d 	 0B28O	 L e t t o n i a 	 D'*AJ'	 L e t  n i a 	 L e t o n y a 	 L a t v i a 	 L a t v i a 	 L a t v i a 	 2	>		5	?	/	>		 	 	 	 L e t t o r s z  g 	 	 	 	 L e t l a n d 	 	 	 L e t o n i a 	 	 	 	 	 	 D*HF	 D'yH'	 	 								 	 	 	 	 	 	 	 	 L e t l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L e t  n i a 
 
 S T R _ I D _ E C _ L E B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 L e b a n o n 	 Ξ]Z	 Ξ]Z	 @%2-	 L  b a n o 	 L i b a n 	 L i b a n o n 	 820=	 L i b a n o 	 D(F'F	 L  b a n o 	 L  b n a n 	 L i   B n g 	 L i b a n o n 	 L u b n a n 	 2	G	,	(	>	(		 	 	 	 L i b a n o n 	 	 	 	 L i b a n o n 	 	 	 L i b a n 	 	 	 	 	 	 D(F'F	 D(F'F	 	 							 	 	 	 	 	 	 	 	 L i b a n o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L  b a n o 
 
 S T R _ I D _ E C _ L I B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 L i b e r i a 	 k^tN	 )Rk̑N	 D%5@#5"	 L i b e r i a 	 L i b  r i a 	 L i b e r i a 	 815@8O	 L i b e r i a 	 DJ(J1J'	 L i b  r i a 	 L i b e r y a 	 L i b e r i a 	 L i b e r i a 	 L i b e r i a 	 2	>		,	G	0	?	/	>		 	 	 	 L i b  r i a 	 	 	 	 L i b e r i a 	 	 	 L i b e r i a 	 	 	 	 	 	 DJ(1J'	 D'&(1'	 	 										 	 	 	 	 	 	 	 	 L i b e r i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i b  r i a 
 
 S T R _ I D _ E C _ L B Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 L i b y a 	 )RkN	 )RkN	 %4@5"	 L i b i a 	 L i b y e 	 L i b y e n 	 828O	 L i b i a 	 DJ(J'	 L  b i a 	 L i b y a 	 L i b y a 	 L i b y a 	 L i b y a 	 2	@	,	?	/	>		 	 	 	 L  b i a 	 	 	 	 L i b y  	 	 	 L i b i a 	 	 	 	 	 	 D(	 D('	 	 							 	 	 	 	 	 	 	 	 L i b i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L  b i a 
 
 S T R _ I D _ E C _ M A C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M a c a u 	 o	 o	 !2@J2	 M a c a o 	 M a c a o 	 M a c a u 	 0:0>	 M a c a o 	 E'C'H	 M a c a u 	 M a k a u 	 M a c a o 	 M a k a u 	 M a c a u 	 .		>	
		 	 	 	 M a k a  	 	 	 	 M a c a u 	 	 	 M a c a o 	 	 	 	 	 	 E''&H	 E'$	 	 								 	 	 	 	 	 	 	 	 M a c a o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a c a u 
 
 S T R _ I D _ E C _ M A D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M a d a g a s c a r 	 TReR	 lReR	 !221*2#L	 M a d a g a s c a r 	 M a d a g a s c a r 	 M a d a g a s k a r 	 04030A:0@	 M a d a g a s c a r 	 E/:4B1	 M a d a g  s c a r 	 M a d a g a s k a r 	 M a d a g a s c a r 	 M a d a g a s k a r 	 M a d a g a s c a r 	 .	G	!	>		>	8	M		0		 	 	 	 M a d a g a s z k  r 	 	 	 	 M a d a g a s c a r 	 	 	 M a d a g a s c a r 	 	 	 	 	 	 E'/''3'1	 E:'31	 	 												 	 	 	 	 	 	 	 	 M a d a g a s k a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a d a g a s c a r 
 
 S T R _ I D _ E C _ M A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M a l a y s i a 	 ON	 legN	 !2@%@5"	 M a l a s i a 	 M a l a i s i e 	 M a l a y s i e n 	 0;0978O	 M a l e s i a 	 E'DJ2J'	 M a l  s i a 	 M a l e z y a 	 M a l a y s i a 	 M a l a y s i a 	 M a l a y s i a 	 .	2	G	6	?	/	>		 	 	 	 M a l a j z i a 	 	 	 	 M a l e i s i  	 	 	 M a l a y s i a 	 	 	 	 	 	 E'D2	 ED4'	 	 										 	 	 	 	 	 	 	 	 M a l e i s i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l  s i a 
 
 S T R _ I D _ E C _ M L D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M a l d i v e s 	 >r0W+Y	 l\N+Y	 !1%5*L	 M a l d i v a s 	 M a l d i v e s 	 M a l e d i v e n 	 0;L482A:85  >AB@>20	 M a l d i v e 	 ,21  'DE'D/JA	 M a l d i v a s 	 M a l d i v l e r 	 M a l d i v e s 	 M a l a d e w a 	 M a l d i v e s 	 .	>	2	&	@	5		 	 	 	 M a l d  v - s z i g e t e k 	 	 	 	 M a l d i v e n 	 	 	 M a l d i v e 	 	 	   	 	 	 E'D/H	 E'D/~	 	 									 	 	 	 	 	 	 	 	 M a l e d i v e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l d i v a s 
 
 S T R _ I D _ E C _ M L I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M a l i 	 )R	 l̑	 !2%5	 M a l i 	 M a l i 	 M a l i 	 0;8	 M a l i 	 E'DJ	 M a l i 	 M a l i 	 M a l i 	 M a l i 	 M a l i 	 .	>	2	@		 	 	 	 M a l i 	 	 	 	 M a l i 	 	 	 M a l i 	 	 	 	 	 	 E'D	 E'D	 	 					 	 	 	 	 	 	 	 	 M a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l i 
 
 S T R _ I D _ E C _ M A U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M a u r i t i u s 	 !j̑e	 k̑Ble	 !-#4@
5"*	 M a u r i c i o 	 M a u r i t a n i e 	 M a u r i t i u s 	 02@8:89	 M a u r i t i u s 	 EH1J4JH3	 M a u r  c i a 	 M o r i t y u s 	 M a u r i t i u s 	 M a u r i t i u s 	 M a u r i t i u s 	 .	>	0	@	6	8		 	 	 	 M a u r i t i u s 	 	 	 	 M a u r i t i u s 	 	 	 M a u r i t i u s 	 	 	 	 	 	 EH1*H3	 E'144	 	 							 	 	 	 	 	 	 	 	 M a u r i t i u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a u r  c i o 
 
 S T R _ I D _ E C _ M E X 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M e x i c o 	 XT	 XT	 @!G4B	 M  x i c o 	 M e x i q u e 	 M e x i k o 	 5:A8:0	 M e s s i c o 	 'DEC3JC	 M  x i c o 	 M e k s i k a 	 M  h i c  	 M e k s i k o 	 M e x i c o 	 .	H		M	8	?		K		 	 	 	 M e x i k  	 	 	 	 M e x i c o 	 	 	 M e x i c 	 	 	 	 	 	 E2	 E3H	 	 									 	 	 	 	 	 	 	 	 M e x i k o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  x i c o 
 
 S T R _ I D _ E C _ M O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M o n g o l i a 	 S	 S	 !-B@%5"	 M o n g o l i a 	 M o n g o l i e 	 M o n g o l e i 	 >=3>;8O	 M o n g o l i a 	 EF:HDJ'	 M o n g  l i a 	 M o n g o l y a 	 M  n g   C 	 M o n g o l i a 	 M o n g o l i a 	 .			K	2	?	/	>		 	 	 	 M o n g  l i a 	 	 	 	 M o n g o l i  	 	 	 M o n g o l i a 	 	 	 	 	 	 E:HD3*'F	 EFHD'	 	 										 	 	 	 	 	 	 	 	 M o n g o l i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o n g  l i a 
 
 S T R _ I D _ E C _ M O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M o r o c c o 	 idmT	 idmT	 B!#G-B	 M a r r u e c o s 	 M a r o c 	 M a r o k k o 	 0@>::>	 M a r o c c o 	 'DE:1(	 M a r r o c o s 	 M o r o k k o 	 M a   R c 	 M a r o k o 	 M o r o c c o 	 .	K	0		M		K		 	 	 	 M a r o k k  	 	 	 	 M a r o k k o 	 	 	 M a r o c 	 	 	 	 	 	 E1'4	 E1'B4	 	 							 	 	 	 	 	 	 	 	 M a r o k k o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r r o c o s 
 
 S T R _ I D _ E C _ M O Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 M o z a m b i q u e 	 	NkKQ	 QhkKQ	 B!1!4	 M o z a m b i q u e 	 M o z a m b i q u e 	 M o s a m b i q u e 	 >70<18:	 M o z a m b i c o 	 EH2'E(JB	 M o  a m b i q u e 	 M o z a m b i k 	 M o z a m b i q u e 	 M o z a m b i k 	 M o z a m b i q u e 	 .	K		<	>	
 .	M	,	?			 	 	 	 M o z a m b i k 	 	 	 	 M o z a m b i q u e 	 	 	 M o z a m b i c 	 	 	 	 	 	 EH2'E(	 EH2'E(B	 	 										 	 	 	 	 	 	 	 	 M o s a m b i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o  a m b i q u e 
 
 S T R _ I D _ E C _ N A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N a m i b i a 	 
}s|kN	 ~s|kN	 2!5@5"	 N a m i b i a 	 N a m i b i e 	 N a m i b i a 	 0<818O	 N a m i b i a 	 F'EJ(J'	 N a m  b i a 	 N a m i b y a 	 N a m i b i a 	 N a m i b i a 	 N a m i b i a 	 (	>	.	@	,	?	/	>		 	 	 	 N a m  b i a 	 	 	 	 N a m i b i a 	 	 	 N a m i b i a 	 	 	 	 	 	 F'E('	 F'E('	 	 									 	 	 	 	 	 	 	 	 N a m i b i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a m  b i a 
 
 S T R _ I D _ E C _ N E P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N e p a l 	 <\l>r	 <\l\	 @2%	 N e p a l 	 N  p a l 	 N e p a l 	 5?0;	 N e p a l 	 FJ('D	 N e p a l 	 N e p a l 	 N e p a l 	 N e p a l 	 N e p a l 	 (	G	*	>	2		 	 	 	 N e p  l 	 	 	 	 N e p a l 	 	 	 N e p a l 	 	 	 	 	 	 F~'D	 F~'D	 	 						 	 	 	 	 	 	 	 	 N e p a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e p a l 
 
 S T R _ I D _ E C _ N E D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N e t h e r l a n d s 	 w-	 wpQ	 @@-#LA%L	 H o l a n d a 	 P a y s - B a s 	 N i e d e r l a n d e 	 >@>;52AB2>  845@;0=4K  	 O l a n d a 	 GHDF/'	 H o l a n d a 	 H o l l a n d a 	 H    L a n 	 B e l a n d a 	 N e t h e r l a n d s 	 (	@	&	0	2	H		!		 	 	 	 H o l l a n d i a 	 	 	 	 N e s e r l a n d 	 	 	 O l a n d a 	 	 	 	 	 	 GDF/	 F/1  DF	 	 													 	 	 	 	 	 	 	 	 N e d e r l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o l a n d a 
 
 S T R _ I D _ E C _ N E W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N e w   Z e a l a n d 	 }-	 epQ	 4'5A%L	 N u e v a   Z e l a n d i a   	 N o u v e l l e   Z  l a n d e 	 N e u s e e l a n d 	 >20O  5;0=48O	 N u o v a   Z e l a n d a 	 FJH2DF/'	 N o v a   Z e l  n d i a 	 Y e n i   Z e l a n d a 	 N e w   Z e a l a n d 	 S e l a n d i a   B a r u 	 N e w   Z e a l a n d 	 (	M	/	B		<	@	2	H		!		 	 	 	  j - Z  l a n d 	 	 	 	 N i e u w - Z e e l a n d 	 	 	 N o u a   Z e e l a n d 	 	 	   	 	 	 2D'F/FH	 FH2  DF	 	 													 	 	 	 	 	 	 	 	 N i e u - S e e l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   Z e l  n d i a 
 
 S T R _ I D _ E C _ N I G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N i g e r 	 <\e	 <\e\	 D@-#L	 N  g e r 	 N i g e r 	 N i g e r 	 835@	 N i g e r 	 'DFJ,1	 N  g e r 	 N i j e r 	 N i g e r 	 N i g e r 	 N i g e r 	 (	>			0		 	 	 	 N i g e r 	 	 	 	 N i g e r 	 	 	 N i g e r 	 	 	 ' 	 	 	 F,1	 F'&,1	 	 							 	 	 	 	 	 	 	 	 N i g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  g e r 
 
 S T R _ I D _ E C _ N G R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N i g e r i a 	 HYS)RN	 <\e)RN	 D5@#5"	 N i g e r i a 	 N i g e r i a 	 N i g e r i a 	 835@8O	 N i g e r i a 	 FJ,J1J'	 N i g  r i a 	 N i j e r y a 	 N i g e r i a 	 N i g e r i a 	 N i g e r i a 	 (	>			@	0	?	/	>		 	 	 	 N i g  r i a 	 	 	 	 N i g e r i a 	 	 	 N i g e r i a 	 	 	 	 	 	 F,1G	 F'&,1'	 	 										 	 	 	 	 	 	 	 	 N i g e r i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N i g  r i a 
 
 S T R _ I D _ E C _ N K R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N o r t h   K o r e a 	 Sӗ	 g	 @2+%5@+7-	 C o r e a   d e l   N o r t e   	 C o r  e   d u   N o r d 	 N o r d k o r e a 	 !525@=0O  >@5O	 C o r e a   d e l   N o r d 	 CH1J'  'D4E'DJ)	 C o r e i a   d o   N o r t e 	 K u z e y   K o r e 	 T r i u   T i  n 	 K o r e a   U t a r a 	 K o r e a   U t a r a 	 		$	M	$	0	@	  	K	0	?	/	>		 	 	 	  s z a k - K o r e a 	 	 	 	 N o o r d - K o r e a 	 	 	 C o r e e a   d e   N o r d 	 	 	   	 	 	 1G  4E'D	 4E'D  H1'	 	 					  							 	 	 	 	 	 	 	 	 N o o r d - K o r e a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r e i a   d o   N o r t e 
 
 S T R _ I D _ E C _ N O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 N o r w a y 	 *cZ	 *cZ	 -#L@'"L	 N o r u e g a 	 N o r v  g e 	 N o r w e g e n 	 >@2538O	 N o r v e g i a 	 'DF1HJ,	 N o r u e g a 	 N o r v e  	 N a   U y 	 N o r w e g i a 	 N o r w a y 	 (	I	0	M	5	G		 	 	 	 N o r v  g i a 	 	 	 	 N o o r w e g e n 	 	 	 N o r v e g i a 	 	 	 	 	 	 F1H	 F'1H	 	 						 	 	 	 	 	 	 	 	 N o o r w e  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o r u e g a 
 
 S T R _ I D _ E C _ O C N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 O c e a n s 	 'Ym2m	 'Ym2m	 B-@
5"*L	 O c  a n o s   	 O c  a n s 	 O z e a n e 	 :50=8O	 O c e a n i a 	 'D#HBJ'FH3	 O c e a n o s 	 O k y a n u s l a r 	 K h u   i   D n g 	 S a m u d r a 	 O c e a n s 	 	8	?	/	>	(	M	8		 	 	 	  c e  n i a 	 	 	 	 O c e a n e n 	 	 	 O c e a n e l e 	 	 	 	 	 	 ,21G  'H4F	 'H4F3	 	 								 	 	 	 	 	 	 	 	 O s e a n i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O c e a n o s 
 
 S T R _ I D _ E C _ O M N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 O m a n 	 ?f	 ?f	 B-!2	 O m  n   	 O m a n 	 O m a n 	 <0=	 O m a n 	 9OE'F	 O m  	 O m a n 	 O m a n 	 O m a n 	 O m a n 	 	.	>	(		 	 	 	 O m  n 	 	 	 	 O m a n 	 	 	 O m a n 	 	 	 	 	 	 9E'F	 9E'F	 	 					 	 	 	 	 	 	 	 	 O m a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O m  
 
 S T R _ I D _ E C _ P A K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 P a k i s t a n 	 ]WefW	 ]WefW	 25*2	 P a k i s t  n   	 P a k i s t a n 	 P a k i s t a n 	 0:8AB0=	 P a k i s t a n 	 ('C3*'F	 P a q u i s t  o 	 P a k i s t a n 	 P a k i s t a n 	 P a k i s t a n 	 P a k i s t a n 	 *	>		?	8	M	$	>	(		 	 	 	 P a k i s z t  n 	 	 	 	 P a k i s t a n 	 	 	 P a k i s t a n 	 	 	 	 	 	 ~'3*'F	 ~'3*'F	 	 										 	 	 	 	 	 	 	 	 P a k i s t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a q u i s t  o 
 
 S T R _ I D _ E C _ P E L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 P a l e s t i n e 	 ]RefW	 ]RefW	 2@%*DL	 P a l e s t i n a 	 P a l e s t i n e 	 P a l  s t i n a 	 0;5AB8=0	 P a l e s t i n a 	 AD37JF	 P a l e s t i n a 	 F i l i s t i n 	 P a l e s t i n e 	 P a l e s t i n a 	 P a l e s t i n e 	 *	2	8	M	$	@	(		 	 	 	 P a l e s z t i n a 	 	 	 	 P a l e s t i n a 	 	 	 P a l e s t i n a 	 	 	 	 	 	 AD37F	 AD37F	 	 										 	 	 	 	 	 	 	 	 P a l e s t i n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a l e s t i n a 
 
 S T R _ I D _ E C _ P E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 P e r u 	 Uyo	 y	 @#9	 P e r  	 P  r o u 	 P e r u 	 5@C	 P e r  	 (J1H	 P e r u 	 P e r u 	 P e r u 	 P e r u 	 P e r u 	 *	G	0	B		 	 	 	 P e r u 	 	 	 	 P e r  	 	 	 P e r u 	 	 	 	 	 	 ~1H	 ~1H	 	 					 	 	 	 	 	 	 	 	 P e r u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r u 
 
 S T R _ I D _ E C _ P H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 P h i l i p p i n e s 	 _ӌ	 _[	 4%44*L	 F i l i p i n a s 	 P h i l i p p i n e s 	 P h i l i p p i n e n 	 $8;8??8=A:85  >AB@>20	 F i l i p p i n e 	 ,21  'DAD(JF	 F i l i p i n a s 	 F i l i p i n l e r 	 P h i l i p p i n 	 F i l i p i n a 	 F i l i p i n a 	 +	?	2	?	*	@		8		 	 	 	 F  l  p - s z i g e t e k 	 	 	 	 F i l i p i j n e n 	 	 	 F i l i p i n e 	 	 	 	 	 	 AD~F	 AD~F	 	 									 	 	 	 	 	 	 	 	 F i l i p p y n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i l i p i n a s 
 
 S T R _ I D _ E C _ P O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 P o l a n d 	 l-	 lpQ	 BA%L	 P o l o n i a 	 P o l o g n e 	 P o l e n 	 >;LH0	 P o l o n i a 	 (HDF/'	 P o l  n i a 	 P o l o n y a 	 B a   L a n 	 P o l a n d i a 	 P o l a n d 	 *	K	2	H		!		 	 	 	 L e n g y e l o r s z  g 	 	 	 	 P o l e n 	 	 	 P o l o n i a 	 	 	 	 	 	 DG3*'F	 ~HDF	 	 										 	 	 	 	 	 	 	 	 P o l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o l  n i a 
 
 S T R _ I D _ E C _ P O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 P o r t u g a l 	 aYr	 aYr	 B#8@*	 P o r t u g a l 	 P o r t u g a l 	 P o r t u g a l 	 >@BC30;8O	 P o r t o g a l l o 	 'D(1*:'D	 P o r t u g a l 	 P o r t e k i z 	 B    o   N h a 	 P o r t u g a l 	 P o r t u g a l 	 *	A	0	M	$		>	2		 	 	 	 P o r t u g  l i a 	 	 	 	 P o r t u g a l 	 	 	 P o r t u g a l i a 	 	 	 	 	 	 ~1*:'D	 ~1*'D	 	 									 	 	 	 	 	 	 	 	 P o r t u g a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t u g a l 
 
 S T R _ I D _ E C _ Q A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 Q a t a r 	 aST	 aSTX\	 22#L	 Q a t a r 	 Q a t a r 	 Q a t a r 	 0B0@	 Q a t a r 	 B71	 Q a t a r 	 K a t a r 	 Q a t a r 	 Q a t a r 	 Q a t a r 	 	$	0		 	 	 	 Q a t a r 	 	 	 	 Q a t a r 	 	 	 Q a t a r 	 	 	 	 	 	 B71	 B71	 	 						 	 	 	 	 	 	 	 	 K a t a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a t a r 
 
 S T R _ I D _ E C _ R O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 R o m a n i a 	 <\N	 Wl<\N	 B#!2@5"	 R u m a n  a 	 R o u m a n i e 	 R u m  n i e n 	  C<K=8O	 R o m a n i a 	 1HE'FJ'	 R o m  n i a 	 R o m a n y a 	 R u m a n i 	 R u m a n i a 	 R o m a n i a 	 0	K	.	>	(	?	/	>		 	 	 	 R o m  n i a 	 	 	 	 R o e m e n i  	 	 	 R o m  n i a 	 	 	 	 	 	 1HE'F	 1HE'F'	 	 									 	 	 	 	 	 	 	 	 R o e m e n i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R o m  n i a 
 
 S T R _ I D _ E C _ R U S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 R u s s i a 	 OW	 OWe	 #1*@5"	 R u s i a 	 R u s s i e 	 R u s s l a n d 	  >AA8O	 R u s s i a 	 1H3J'	 R  s s i a 	 R u s y a 	 N g a 	 R u s i a 	 R u s i a 	 0	B	8		 	 	 	 O r o s z o r s z  g 	 	 	 	 R u s l a n d 	 	 	 R u s i a 	 	 	 	 	 	 1H3JG	 1H3	 	 							 	 	 	 	 	 	 	 	 R u s l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R  s s i a 
 
 S T R _ I D _ E C _ R W A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 R w a n d a 	 v[T	 bSe	 #'12	 R u a n d a 	 R w a n d a 	 R u a n d a 	  C0=40	 R u a n d a 	 1H'F/'	 R u a n d a 	 R w a n d a 	 R w a n d a 	 R w a n d a 	 R w a n d a 	 0	5	>		!	>		 	 	 	 R u a n d a 	 	 	 	 R w a n d a 	 	 	 R w a n d a 	 	 	 	 	 	 1H'F/'	 1HF'	 	 									 	 	 	 	 	 	 	 	 R w a n d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R u a n d a 
 
 S T R _ I D _ E C _ S A U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S a u d i   A r a b i a 	 lp0W?b/O	 lyr?b/O	 2-84  -2#0@5"	 A r a b i a   S a u d  	 A r a b i e   S a o u d i t e 	 S a u d i - A r a b i e n 	 !0C4>2A:0O  @028O	 A r a b i a   S a u d i t a 	 'DEEDC)  'D91(J)  'D39H/J)	 A r  b i a   S a u d i t a 	 S u u d i   A r a b i s t a n 	   R p   S a u i 	 A r a b   S a u d i 	 A r a b   S a u d i 	 8			&	@	  	0	,		 	 	 	 S z a  d - A r  b i a 	 	 	 	 S a u d i   A r a b i  	 	 	 A r a b i a   S a u d i t 	 	 	   	 	 	 91(3*'F  39H/	 39H/  91(	 	 				  				 	 	 	 	 	 	 	 	 S a o e d i - A r a b i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r  b i a   S a u d i t a 
 
 S T R _ I D _ E C _ S E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S e n e g a l 	 ^XgQR>r	 ^XQR\	 @@1%	 S e n e g a l 	 S  n  g a l 	 S e n e g a l 	 !5=530;	 S e n e g a l 	 'D3F:'D	 S e n e g a l 	 S e n e g a l 	 S e n e g a l 	 S e n e g a l 	 S e n e g a l 	 8	G	(	G		2		 	 	 	 S z e n e g  l 	 	 	 	 S e n e g a l 	 	 	 S e n e g a l 	 	 	 	 	 	 3F'D	 3FD	 	 								 	 	 	 	 	 	 	 	 S e n e g a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e n e g a l 
 
 S T R _ I D _ E C _ S E I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S i e r r a   L e o n e 	 EsP[q\qQTW	 ^Xb)Rf	 @5"#2  %5B-	 S i e r r a   L e o n a   	 S i e r r a   L e o n e 	 S i e r r a   L e o n e 	 !L5@@0- 5>=5	 S i e r r a   L e o n e 	 3J1'DJHF	 S e r r a   L e o a 	 S i e r r a   L e o n e 	 S i e r r a   L e o n e 	 S i e r r a   L e o n e 	 S i e r r a   L e o n e 	 8	?		0	>	  2	?	/	K	(		 	 	 	 S i e r r a   L e o n e 	 	 	 	 S i e r r a   L e o n e 	 	 	 S i e r r a   L e o n e 	 	 	   	 	 	 31'D&HF	 31'  DHF	 	 											 	 	 	 	 	 	 	 	 S i e r r a   L e o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r r a   L e o a 
 
 S T R _ I D _ E C _ S I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S i n g a p o r e 	 eRaW	 eRaW	 *4B#L	 S i n g a p u r 	 S i n g a p o u r 	 S i n g a p u r 	 !8=30?C@	 S i n g a p o r e 	 3F:'AH1)	 S i n g a p u r a 	 S i n g a p u r 	 S i n g a p o r e 	 S i n g a p u r a 	 S i n g a p u r a 	 8	?			>	*	A	0		 	 	 	 S z i n g a p  r 	 	 	 	 S i n g a p o r e 	 	 	 S i n g a p o r e 	 	 	 	 	 	 3F'~H1	 3F'~H1	 	 										 	 	 	 	 	 	 	 	 S i n g a p o e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i n g a p u r a 
 
 S T R _ I D _ E C _ S L O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S l o v a k i a 	 emOKQ	 emOKQ	 *B%'2@5"	 E s l o v a q u i a   	 S l o v a q u i e 	 S l o w a k e i 	 !;>20:8O	 S l o v a c c h i a 	 3DHA'CJ'	 E s l o v  q u i a 	 S l o v a k y a 	 X l  v a k i a 	 S l o w a k i a 	 S l o v a k i a 	 8	M	2	K	5	>		?	/	>		 	 	 	 S z l o v  k   K  z t  r s a s  g 	 	 	 	 S l o w a k i j e 	 	 	 S l o v a c i a 	 	 	 	 	 	 '3DH'CI	 3DH'	 	 											 	 	 	 	 	 	 	 	 S l o w a k y e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s l o v  q u i a 
 
 S T R _ I D _ E C _ S O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S o m a l i a 	 "})RN	 "}l̑	 B!2@%5"	 S o m a l i a 	 S o m a l i e 	 S o m a l i a 	 !><0;8	 S o m a l i a 	 'D5HE'D	 S o m  l i a 	 S o m a l i 	 S o m a l i a 	 S o m a l i a 	 S o m a l i a 	 8	K	.	>	2	?	/	>		 	 	 	 S z o m  l i a 	 	 	 	 S o m a l i  	 	 	 S o m a l i a 	 	 	 	 	 	 3HE'D	 5HE'D	 	 									 	 	 	 	 	 	 	 	 S o m a l i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o m  l i a 
 
 S T R _ I D _ E C _ S O U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S o u t h   A f r i c a 	 WS^	 WS^	 A-#42CI	 S u d  f r i c a 	 A f r i q u e   d u   S u d 	 S  d a f r i k a 	 . 	 S u d a f r i c a 	 ,FH(  #A1JBJ'	  f r i c a   d o   S u l 	 G  n e y   A f r i k a 	 N a m   P h i 	 A f r i k a   S e l a t a n 	 A f r i k a   S e l a t a n 	 &		M	7	?	#	  	+	M	0	@		>		 	 	 	 D  l - A f r i k a 	 	 	 	 Z u i d - A f r i k a 	 	 	 A f r i c a   d e   S u d 	 	 	   	 	 	 "A1B'  ,FH(	 ,FH(  'A1B	 	 						  								 	 	 	 	 	 	 	 	 S u i d - A f r i k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  f r i c a   d o   S u l 
 
 S T R _ I D _ E C _ S O K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S o u t h   K o r e a 	 WSӗ	 V	 @2+%5CI	 C o r e a   d e l   S u r   	 C o r  e   d u   S u d 	 S  d k o r e a 	 .6=0O  >@5O	 C o r e a   d e l   S u d 	 CH1J'  'D,FH(J)	 R e p  b l i c a   d a   C o r e i a 	 G  n e y   K o r e 	 H  n   Q u c 	 K o r e a   S e l a t a n 	 K o r e a   S e l a t a n 	 &		M	7	?	#	  	K	0	?	/	>		 	 	 	 D  l - K o r e a 	 	 	 	 Z u i d - K o r e a 	 	 	 C o r e e a   d e   S u d 	 	 	   	 	 	 1G  ,FH(	 ,FH(  H1'	 	 						  							 	 	 	 	 	 	 	 	 S u i d - K o r e a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r e i a   d o   S u l 
 
 S T R _ I D _ E C _ S P N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S p a i n 	 sYr	 sYr	 *@	 E s p a  a 	 E s p a g n e 	 S p a n i e n 	 A?0=8O	 S p a g n a 	 %3('FJ'	 E s p a n h a 	 0s p a n y a 	 T  y   B a n   N h a 	 S p a n y o l 	 S e p a n y o l 	 8	M	*	G	(		 	 	 	 S p a n y o l o r s z  g 	 	 	 	 S p a n j e 	 	 	 S p a n i a 	 	 	 	 	 	 '3~'F'	 '3~F	 	 						 	 	 	 	 	 	 	 	 S p a n j e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p a n h a 
 
 S T R _ I D _ E C _ S L K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S r i   L a n k a 	 ȇ-aS	 ȇpQaS	 (#5%12	 S r i   L a n k a 	 S r i   L a n k a 	 S r i   L a n k a 	 (@8- 0=:0	 S r i   L a n k a 	 31JD'FC'	 S r i   L a n k a 	 S r i   L a n k a 	 S r i   L a n k a 	 S r i   L a n k a 	 S r i   L a n k a 	 6	M	0	@	2			>		 	 	 	 S r    L a n k a 	 	 	 	 S r i   L a n k a 	 	 	 S r i   L a n k a 	 	 	   	 	 	 31  D'F'	 31  DF'	 	 										 	 	 	 	 	 	 	 	 S r i   L a n k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S r i   L a n k a 
 
 S T R _ I D _ E C _ S U D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S u d a n 	 9N	 ς9N	 92	 S u d  n   	 S o u d a n 	 S u d a n 	 !C40=	 S u d a n 	 'D3H/'F	 S u d  o 	 S u d a n 	 X u   n g 	 S u d a n 	 S u d a n 	 8	B	!	>	(		 	 	 	 S z u d  n 	 	 	 	 S o e d a n 	 	 	 S u d a n 	 	 	 	 	 	 3H/'F	 3H'F	 	 						 	 	 	 	 	 	 	 	 S o e d a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u d  o 
 
 S T R _ I D _ E C _ S W E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S w e d e n 	 ^txQ	 ^txQ	 *'5@	 S u e c i a   	 S u  d e 	 S c h w e d e n 	 (25F8O	 S v e z i a 	 'D3HJ/	 S u  c i a 	 0s v e  	 T h y   i n 	 S w e d i a 	 S w e d e n 	 8	M	5	@	!	(		 	 	 	 S v  d o r s z  g 	 	 	 	 Z w e d e n 	 	 	 S u e d i a 	 	 	 	 	 	 3H&/	 3HF	 	 							 	 	 	 	 	 	 	 	 S w e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u  c i a 
 
 S T R _ I D _ E C _ S W T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S w i t z e r l a n d 	 ^tX	 ^tX	 *'4@-#LA%L	 S u i z a 	 S u i s s e 	 S c h w e i z 	 (259F0@8O	 S v i z z e r a 	 3HJ31'	 S u   a 	 0s v i  r e 	 T h y   S )	 S w i s s 	 S w i t z e r l a n d 	 8	M	5	?		M		<	0	2	H		!		 	 	 	 S v  j c 	 	 	 	 Z w i t s e r l a n d 	 	 	 E l v e ci a 	 	 	 	 	 	 3H&3	 3H&y21DF	 	 														 	 	 	 	 	 	 	 	 S w i t s e r l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u   a 
 
 S T R _ I D _ E C _ S Y R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 S y r i a 	 Xe)RN	 S)RN	 5@#5"	 S i r i a   	 S y r i e 	 S y r i e n 	 !8@8O	 S i r i a 	 3H1J'	 S  r i a 	 S u r i y e 	 X i r i 	 S u r i a h 	 S y r i a 	 8	@	0	?	/	>		 	 	 	 S z  r i a 	 	 	 	 S y r i  	 	 	 S i r i a 	 	 	 	 	 	 3H1G	 4'E	 	 							 	 	 	 	 	 	 	 	 S i r i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S  r i a 
 
 S T R _ I D _ E C _ T A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 T a i w a n 	 cp	 S~n	 DI+'1	 T a i w  n   	 T a  w a n 	 T a i w a n 	 "0920=L	 T a i w a n 	 *'JH'F	 T a i w a n 	 T a y v a n 	  i   L o a n 	 T a i w a n 	 T a i w a n 	 $	>		5	>	(		 	 	 	 T a j v a n 	 	 	 	 T a i w a n 	 	 	 T a i w a n 	 	 	 	 	 	 *'JH'F	 *'&~	 	 								 	 	 	 	 	 	 	 	 T a i w a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a i w a n 
 
 S T R _ I D _ E C _ T J K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 T a j i k i s t a n 	 TX	TKQ	 TX	TKQefW	 244*2	 T a y i k i s t  n 	 T a d j i k i s t a n 	 T a d s c h i k i s t a n 	 "0468:8AB0=	 T a g i k i s t a n 	 7',JC3*'F	 T a j i q u i s t  o 	 T a c i k i s t a n 	 T a j i k i s t a n 	 T a j i k i s t a n 	 T a j i k i s t a n 	 $	>		?		?	8	M	$	>	(		 	 	 	 T a d z s i k i s z t  n 	 	 	 	 T a j i k i s t a n 	 	 	 T a d j i k i s t a n 	 	 	 ' 	 	 	 *',3*'F	 *',3*'F	 	 												 	 	 	 	 	 	 	 	 T a d j i k i s t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a j i q u i s t  o 
 
 S T R _ I D _ E C _ T N Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 T a n z a n i a 	 fW\<\N	 fWQh<\N	 A2@5"	 T a n z a n i a 	 T a n z a n i e 	 T a n s a n i a 	 "0=70=8O	 T a n z a n i a 	 *F2'FJ'  	 T a n z  n i a 	 T a n z a n y a 	 T a n z a n i a 	 T a n z a n i a 	 T a n z a n i a 	 $			<	>	(	?	/	>		 	 	 	 T a n z  n i a 	 	 	 	 T a n z a n i a 	 	 	 T a n z a n i a 	 	 	 	 	 	 *'F2'FJ'	 *F2'F	 	 											 	 	 	 	 	 	 	 	 T a n z a n i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a n z  n i a 
 
 S T R _ I D _ E C _ T H A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 T h a i l a n d 	 lW	 lV	 #0@(D"	 T a i l a n d i a 	 T h a  l a n d e 	 T h a i l a n d 	 "08;0=4	 T a i l a n d i a 	 *'JD'F/	 T a i l  n d i a 	 T a y l a n d 	 T h  i   L a n 	 T h a i l a n d 	 T h a i l a n d 	 %	>		2	H		!		 	 	 	 T h a i f  l d 	 	 	 	 T h a i l a n d 	 	 	 T h a i l a n d a 	 	 	 	 	 	 *'DF/	 *'&  DF	 	 											 	 	 	 	 	 	 	 	 T h a i l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a i l  n d i a 
 
 S T R _ I D _ E C _ T U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 T u r k e y 	 W3vQ	 W3vQ	 8#5	 T u r q u  a   	 T u r q u i e 	 T  r k e i 	 "C@F8O	 T u r c h i a 	 *1CJ'	 T u r q u i a 	 T  r k i y e 	 T h   N h )  K 	 T u r k i 	 T u r k i 	 $	A	0	M		@		 	 	 	 T  r  k o r s z  g 	 	 	 	 T u r k i j e 	 	 	 T u r c i a 	 	 	 	 	 	 *1CJG	 *1	 	 							 	 	 	 	 	 	 	 	 T u r k y e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T u r q u i a 
 
 S T R _ I D _ E C _ U K R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 U k r a i n e 	 pKQ-	 LNKQpQ	 "9@#	 U c r a n i a 	 U k r a i n e 	 U k r a i n e 	 #:@08=0	 U c r a i n a 	 #HC1'FJ'	 U c r  n i a 	 U k r a y n a 	 U c r a i n a 	 U k r a i n a 	 U k r a i n e 	 /	B		M	0	G	(		 	 	 	 U k r a j n a 	 	 	 	 O e k r a  n e 	 	 	 U c r a i n a 	 	 	 	 	 	 'H1'F	 H1F	 	 								 	 	 	 	 	 	 	 	 O e k r a  n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U c r  n i a 
 
 S T R _ I D _ E C _ U A E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 U n i t e d   A r a b   E m i r a t e s 	 ?b/OoT'YlQW	 ?b/OTTKV	 *+#1-2+#1@-!4@#*L	 E m i r a t o s   A r a b e s   U n i d o s 	 E m i r a t s   A r a b e s   U n i s 	 V e r e i n i g t e   A r a b i s c h e   E m i r a t e 	 -	 E m i r a t i   A r a b i   U n i t i 	 'D%E'1'*  'D91(J)  'DE*-/)	 E m i r a d o s    r a b e s   U n i d o s 	 B i r l e _i k   A r a p   E m i r l i k l e r i 	 C  c   t i u   V Q     R p   t h . n h t 	 U n i   E m i r a t   A r a b 	 E m i r i a h     A r a b   B e r s a t u 	 8		/	A		M	$	  	0	,	  	.	@	0	>	$		 	 	 	 E g y e s  l t   A r a b   E m  r s  g e k 	 	 	 	 V e r e n i g d e   A r a b i s c h e   E m i r a t e n 	 	 	 E m i r a t e l e   A r a b e   U n i t e 	 	 	   	 	 	 'E1F4F  E*-/  91(	 E*-/  91(  'E'1'*	 	 							  			  							 	 	 	 	 	 	 	 	 V e r e n i g d e   A r a b i e s e   E m i r a t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E m i r a d o s    r a b e s   U n i d o s 
 
 S T R _ I D _ E C _ U N K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 U n i t e d   K i n g d o m 	 W	 V	 *+#2
-221#	 R e i n o   U n i d o   	 R o y a u m e   U n i 	 V e r e i n i g t e s   K  n i g r e i c h 	 5;8:>1@8B0=8O	 R e g n o   U n i t o 	 'DEEDC)  'DE*-/)	 R e i n o   U n i d o 	 0n g i l t e r e 	 V n g   q u c   A n h 	 I n g g r i s 	 U n i t e d   K i n g d o m 	 /	B	(	>			G	!	  	?			M	!	.		 	 	 	 E g y e s  l t   K i r  l y s  g 	 	 	 	 V e r e n i g d   K o n i n k r i j k 	 	 	 M a r e a   B r i t a n i e 	 	 	 	 	 	 'FD3*'F	 (17'F	 	 											 	 	 	 	 	 	 	 	 V e r e n i g d e   K o n i n k r y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e i n o   U n i d o 
 
 S T R _ I D _ E C _ U S A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 U n i t e d   S t a t e s   o f   A m e r i c a 	 W	 V	 *+#1-@!#42	 E s t a d o s   U n i d o s   d e   A m  r i c a 	  t a t s   U n i s   d ' A m  r i q u e 	 V e r e i n i g t e   S t a a t e n   v o n   A m e r i k a 	 !(	 S t a t i   U n i t i   d ' A m e r i c a 	 'DHD'J'*  'DE*-/)  'D#E1JCJ)	 E s t a d o s   U n i d o s   d a   A m  r i c a 	 A m e r i k a   B i r l e _i k   D e v l e t l e r i 	 M 	 A m e r i k a   S e r i k a t 	 A m e r i k a   S y a r i k a t 	 /	B	(	>			G	!	  8	M		G		M	8	  	+	  	.	G	0	?		>		 	 	 	 A m e r i k a i   E g y e s  l t    l l a m o k 	 	 	 	 V e r e n i g d e   S t a t e n   v a n   A m e r i k a 	 	 	 S t a t e l e   U n i t e   a l e   A m e r i c i i 	 	 	   	 	 	 ''D'*  E*-/  "E1'	 'E1	 	 													 	 	 	 	 	 	 	 	 V e r e n i g d e   S t a t e   v a n   A m e r i k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t a d o s   U n i d o s   d a   A m  r i c a 
 
 S T R _ I D _ E C _ U J B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 U z b e k i s t a n 	 p2%RKQ	 LNyQ+RKQefW	 -8@4*2	 U z b e k i s t  n 	 O u z b  k i s t a n 	 U s b e k i s t a n 	 #715:8AB0=	 U z b e k i s t a n 	 #H2(C3*'F	 U s b e q u i s t  o 	  z b e k i s t a n 	 U z b e k i s t a n 	 U z b e k i s t a n 	 U z b e k i s t a n 	 			M	,	G		?	8	M	$	>	(		 	 	 	  z b e g i s z t  n 	 	 	 	 O e z b e k i s t a n 	 	 	 U z b e k i s t a n 	 	 	 	 	 	 '2(3*'F	 '2(3*'F	 	 											 	 	 	 	 	 	 	 	 O e z b e k i s t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U z b e q u i s t  o 
 
 S T R _ I D _ E C _ V A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 V a t i c a n   C i t y 	 h\	 hQ	 '241  45I	 C i u d a d   d e l   V a t i c a n o   	 V a t i c a n 	 V a t i k a n s t a d t 	 0B8:0=	 C i t t    d e l   V a t i c a n o 	 E/JF)  'DA'*JC'F	 C i d a d e   d o   V a t i c a n o 	 V a t i k a n   ^e h r i 	 T h  n h   p h   V a t i c a n 	 K o t a   V a t i k a n 	 B a n d a r a y a   V a t i c a n 	 5	G		?		(	  8	?		@		 	 	 	 V a t i k  n v  r o s 	 	 	 	 V a t i c a a n s t a d 	 	 	 V a t i c a n 	 	 	   	 	 	 H'*'F	 HyF  3y	 	 									  					 	 	 	 	 	 	 	 	 V a t i k a a n s t a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i d a d e   d o   V a t i c a n o 
 
 S T R _ I D _ E C _ V E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 V e n e z u e l a 	 YgQ^tb	 YQ^tb	 @'@9@-%H2	 V e n e z u e l a 	 V e n e z u e l a 	 V e n e z u e l a 	 5=5ACM;0	 V e n e z u e l a 	 AF2HJD'	 V e n e z u e l a 	 V e n e z u e l a 	 V e n e z u e l a 	 V e n e z u e l a 	 V e n e z u e l a 	 5	G	(	G		<	A		2	>		 	 	 	 V e n e z u e l a 	 	 	 	 V e n e z u e l a 	 	 	 V e n e z u e l a 	 	 	 	 	 	 HF2H&D'	 HF2H&D'	 	 											 	 	 	 	 	 	 	 	 V e n e z u e l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e n e z u e l a 
 
 S T R _ I D _ E C _ V E I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 V i e t   N a m 	 WS	 WS	 @'5"2!	 V i e t n a m 	 V i e t n a m 	 V i e t n a m 	 L5B=0<	 V i e t n a m 	 AJ*F'E	 V i e t n a m e 	 V i e t n a m 	 V i t   N a m 	 V i e t n a m 	 V i e t   N a m 	 5	?	/	$	(	>	.		 	 	 	 V i e t n  m 	 	 	 	 V i e t n a m 	 	 	 V i e t n a m 	 	 	 	 	 	 H*F'E	 H*F'E	 	 									 	 	 	 	 	 	 	 	 V i  t n a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i e t n  
 
 S T R _ I D _ E C _ Y E M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 Y e m e n 	 I	 _N	 @"@!	 Y e m  n   	 Y  m e n 	 Y e m e n 	 5<5=	 Y e m e n 	 'DJEF	 I  m e n 	 Y e m e n 	 Y e m e n 	 Y a m a n 	 Y e m e n 	 /	.	(		 	 	 	 J e m e n 	 	 	 	 J e m e n 	 	 	 Y e m e n 	 	 	 	 	 	 JEF	 EF	 	 							 	 	 	 	 	 	 	 	 J e m e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I  m e n 
 
 S T R _ I D _ E C _ Y U G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 Y u g o s l a v i a 	 WSeb+Y	 WSeb+Y	 "9B*%2@'5"	 Y u g o s l a v i a 	 Y o u g o s l a v i e 	 J u g o s l a w i e n 	 .3>A;028O	 I u g o s l a v i a 	 JH:H3D'AJ'	 J u g o s l  v i a 	 Y u g o s l a v y a 	 N a m   T 	 Y u g o s l a v i a 	 Y u g o s l a v i a 	 /	B		K	8	M	2	>	5	?	/	>		 	 	 	 J u g o s z l  v i a 	 	 	 	 J o e g o s l a v i  	 	 	 I u g o s l a v i a 	 	 	 	 	 	 HH3D'H	 HH3D'H	 	 													 	 	 	 	 	 	 	 	 J o e g o - S l a w i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I u g u s l  v i a 
 
 S T R _ I D _ E C _ Z A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 Z a m b i a 	 \kN	 ^kN	 A!@5"	 Z a m b i a 	 Z a m b i e 	 S a m b i a 	 0<18O	 Z a m b i a 	 2'E(J'	 Z  m b i a 	 Z a m b i a 	 Z a m b i a 	 Z a m b i a 	 Z a m b i a 	 	<	>	.	M	,	?	/	>		 	 	 	 Z a m b i a 	 	 	 	 Z a m b i a 	 	 	 Z a m b i a 	 	 	 	 	 	 2'E('	 2'E('	 	 									 	 	 	 	 	 	 	 	 Z a m b i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z  m b i a 
 
 S T R _ I D _ E C _ Z I M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C o u n t r y 	 Z i m b a b w e 	 ]Z	 %m]^	 4!1@'	 Z i m b a b w e 	 Z i m b a b w e 	 Z i m b a b w e 	 8<10125	 Z i m b a b w e 	 2JE('(HJ	 Z i m b a b u  	 Z i m b a b v e 	 Z i m b a b w e 	 Z i m b a b w e 	 Z i m b a b w e 	 	<	?	.	M	,	>	,	M	5	G		 	 	 	 Z i m b a b w e 	 	 	 	 Z i m b a b w e 	 	 	 Z i m b a b w e 	 	 	 	 	 	 2E('HG	 2E('(H	 	 											 	 	 	 	 	 	 	 	 Z i m b a b w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z i m b  b u e 
 
 S T R _ I D _ E C _ A F G _ G H Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G h a z n i 	 U2<\	 RyQ<\	 24	 G h a z n i 	 G h a z n i 	 G h a z n i 	 0=78	 G h a z n i 	 :2F)	 G h a z n i 	 G h a z n i 	 G h a z n i 	 G h a z n i 	 G h a z n i 	 		<	(	@		 	 	 	 G h a z n i 	 	 	 	 G h a z n i 	 	 	 G h a z n i 	 	 	 ' 	 	 	 :2FG	 :2F	 	 					 	 	 	 	 	 	 	 	 G h a z n i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G h a z n i 
 
 S T R _ I D _ E C _ A F G _ H R T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H e r a t 	 kbyr	 kbyr	 @.A#	 H e r a t 	 H e r a t 	 H e r a t 	 5@0B	 H e r a t 	 -J1'*	 H e r a t 	 H e r a t 	 H e r a t 	 H e r a t 	 H e r a t 	 9	G	0	>	$		 	 	 	 H e r a t 	 	 	 	 H e r a t 	 	 	 H e r a t 	 	 	 	 	 	 G1'*	 1'*	 	 						 	 	 	 	 	 	 	 	 H e r a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H e r a t 
 
 S T R _ I D _ E C _ A F G _ J A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J a l a l a b a d 	 Ȍbb]_	 >bb]_	 2%2%21	 J a l a l a b a d 	 J a l a l a b a d 	 D s c h a l a l a b a d 	 65;0;0104	 J a l a l a b a d 	 ,D'D  #('/	 J a l a l a b a d 	 C e l a l a b a d 	 J a l a l a b a d 	 J a l a l a b a d 	 J a l a l a b a d 	 	2	>	2	>	,	>	&		 	 	 	 D z s  l  l  b  d 	 	 	 	 J a l a l a b a d 	 	 	 J a l a l a b a d 	 	 	 ' 	 	 	 ,D'D  "('/	 ,D'D  "('/	 	 										 	 	 	 	 	 	 	 	 J a l a l a b a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a l a l a b a d 
 
 S T R _ I D _ E C _ A F G _ K A B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a b u l 	 U^>r	 U^\	 29%	 K a b u l 	 K a b o u l 	 K a b u l 	 01C;	 K a b u l 	 C'(HD	 C a b u l 	 K a b i l 	 K a b u l 	 K a b u l 	 K a b u l 	 	>	,	A	2		 	 	 	 K a b u l 	 	 	 	 K a b u l 	 	 	 K a b u l 	 	 	 	 	 	 C'(D	 '(D	 	 						 	 	 	 	 	 	 	 	 K a b o e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a b u l 
 
 S T R _ I D _ E C _ A F G _ M A Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a z a r - i - S h a r i f 	 -g̑l̑+Y	 lNb̑l̑+Y	 !22#L- D-- 
2#5	 M a z a r - i - S h a r i f 	 M a z a r - i - S h a r i f 	 M a s a r - e   S c h a r i f 	 070@8- (0@8D	 M a z a r - i - S h a r i f 	 E2'1  41JA	 M a z a r - e - S h a r i f 	 M e z a r - 1  ^e r i f 	 M a z a r - i - S h a r i f 	 M a z a r - i - S h a r i f 	 M a z a r - i - S h a r i f 	 .		<	>	0	G	- 6	0	@	+		 	 	 	 M a z a r - i - S h a r i f 	 	 	 	 M a z a r - i - S h a r i f 	 	 	 M a z a r - i - S h a r i f 	 	 	   	 	 	 E2'1  41A	 E2'1  41A	 	 						  					 	 	 	 	 	 	 	 	 M a z a r - i - S h a r i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a z a r - i - S h a r i f 
 
 S T R _ I D _ E C _ A F G _ Q A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Q a n d a h a r 	 NWTT>r	 NW'YT	 12.2#L	 Q a n d a h a r 	 Q a n d a h a r 	 K a n d a h a r 	 0=4030@	 K a n d a h a r 	 BF/G'1	 K a n d a h a r 	 K a n d a h a r 	 Q a n d a h a r 	 Q a n d a h a r 	 Q a n d a h a r 	 		&	9	>	0		 	 	 	 Q a n d a h a r 	 	 	 	 Q a n d a h a r 	 	 	 K a n d a h a r 	 	 	 	 	 	 BF/G'1	 BF/'1	 	 										 	 	 	 	 	 	 	 	 K a n d a h a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q a n d a h a r 
 
 S T R _ I D _ E C _ A L B _ D U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D u r r e s 	 be	 be	 @-#L@#*	 D u r r e s 	 D u r r e s 	 D u r r e s 	 C@@5A	 D u r r e s 	 /H1J3	 D u r r e s 	 D u r r e s 	 D u r r e s 	 D u r r e s 	 D u r r e s 	 &	0	G	8		 	 	 	 D u r r e s 	 	 	 	 D u r r e s 	 	 	 D u r r e s 	 	 	 	 	 	 /H13	 H13	 	 						 	 	 	 	 	 	 	 	 D u r r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r r e s 
 
 S T R _ I D _ E C _ A L B _ S H K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S h k o d e r 	 e^S	 e^S	 *B@-#L	 S h k o d r a 	 S h k o d  r 	 S h k o d r a 	 (:>45@	 S h k o d e r 	 4CH/J1	 S h k o d e r 	 S h k o d e r 	 S h k o d e r 	 S h k o d e r 	 S h k o d e r 	 6	M		K	&	0		 	 	 	 S h k o d e r 	 	 	 	 S h k o d e r 	 	 	 S h k o d e r 	 	 	 	 	 	 '4H/1	 4H/1	 	 							 	 	 	 	 	 	 	 	 S h k o d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h k o d e r 
 
 S T R _ I D _ E C _ A L B _ T I R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T i r a n e 	 0Wb	 0Wb	 4@#	 T i r a n e 	 T i r a n a 	 T i r a n a 	 "8@0=0	 T i r a n a 	 *J1'F'	 T i r a n a 	 T i r a n 	 T i r a n e 	 T i r a n e 	 T i r a n e 	 $	?	0	>	(	G		 	 	 	 T i r a n e 	 	 	 	 T i r a n a 	 	 	 T i r a n a 	 	 	 	 	 	 *1'F'	 *'&1F	 	 							 	 	 	 	 	 	 	 	 T i r a n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i r a n e 
 
 S T R _ I D _ E C _ A L B _ V L O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V l o r e 	 |vb	 SWb	 '%-#L	 V l o r a 	 V l o r  	 V l o r a 	 ;Q@0	 V l o r e 	 ADH1	 V l o r e 	 V l o r e 	 V l o r e 	 V l o r e 	 V l o r e 	 5	M	2	K	0		 	 	 	 V l o r e 	 	 	 	 V l o r e 	 	 	 V l o r e 	 	 	 	 	 	 HDH1G	 HDH1	 	 						 	 	 	 	 	 	 	 	 V l o r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V l o r e 
 
 S T R _ I D _ E C _ A L G _ A L G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A l g i e r s 	 ?>rS>r	 ?\S\	 -1%@5"#*L	 A r g e l 	 A l g e r 	 A l g i e r 	 ;68@	 A l g e r i 	 'D,2'&1  'D9'5E)	 A r g e l 	 C e z a y i r 	 A l g i e r s 	 A l j i r 	 A l g i e r s 	 	2	M		>		0	M	8		 	 	 	 A l g  r 	 	 	 	 A l g i e r s 	 	 	 A l g e r 	 	 	 ' 	 	 	 'D,21G	 'D,13	 	 										 	 	 	 	 	 	 	 	 A l g i e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r g e l 
 
 S T R _ I D _ E C _ A L G _ A N N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A n n a b a 	 [
}]	 [~]	 A-22	 A n a b a 	 A n n a b a 	 A n n a b a 	 ==010	 A n n a b a 	 9F'()	 A n n a b a 	 A n n a b a 	 A n n a b a 	 A n n a b a 	 A n n a b a 	 	(	M	(	>	,	>		 	 	 	 A n n a b a 	 	 	 	 A n n a b a 	 	 	 A n n a b a 	 	 	 	 	 	 9F'(G	 'F'('	 	 								 	 	 	 	 	 	 	 	 A n n a b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n n a b a 
 
 S T R _ I D _ E C _ A L G _ B E J 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e j a i a 	 ȌN	 >N	 @2@-5"	 B e j a i a 	 B e j a  a 	 B e j a i a 	 54608O	 B e j a i a 	 (,'J)	 B e j a i a 	 B e j a i a 	 B e j a i a 	 B e j a i a 	 B e j a i a 	 ,	G		H	/	>		 	 	 	 B e j a i a 	 	 	 	 B e j a i a 	 	 	 B e j a i a 	 	 	 ' 	 	 	 (,''	 (,'&'	 	 							 	 	 	 	 	 	 	 	 B  j a  a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e j a i a 
 
 S T R _ I D _ E C _ A L G _ B L I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B l i d a 	 ^)RT	 \S)R	 %42	 B l i d a 	 B l i d a 	 B l i d a 	 ;840	 B l i d a 	 'D(DJ/)	 B l i d a 	 B l i d a 	 B l i d a 	 B l i d a 	 B l i d a 	 ,	M	2	?	!	>		 	 	 	 B l i d a 	 	 	 	 B l i d a 	 	 	 B l i d a 	 	 	 	 	 	 (D/G	 (D'	 	 						 	 	 	 	 	 	 	 	 B l i d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l i d a 
 
 S T R _ I D _ E C _ A L G _ C O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C o n s t a n t i n e 	 ^efWN	 TXfWN	 -*A4	 C o n s t a n t i n a 	 C o n s t a n t i n e 	 C o n s t a n t i n e 	 >=AB0=B8=0	 C o n s t a n t i n e 	 B37F7JF)	 C o n s t a n t i n a 	 C o n s t a n t i n e 	 C o n s t a n t i n e 	 C o n s t a n t i n e 	 C o n s t a n t i n e 	 	>		8	M		G	(	M		>		(		 	 	 	 C o n s t a n t i n e 	 	 	 	 C o n s t a n t i n e 	 	 	 C o n s t a n t i n e 	 	 	 	 	 	 B3F7JFG	 B37F7F	 	 														 	 	 	 	 	 	 	 	 K o n s t a n t y n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n s t a n t i n e 
 
 S T R _ I D _ E C _ A L G _ O R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O r a n 	 gY-	 eYpQ	 B-#2	 O r a n 	 O r a n 	 O r a n 	 @0=	 O r a n 	 HG1'F	 O r  o 	 O r a n 	 O r a n 	 O r a n 	 O r a n 	 	0	>	(		 	 	 	 O r a n 	 	 	 	 O r a n 	 	 	 O r a n 	 	 	 	 	 	 HG1'F	 'H1'F	 	 					 	 	 	 	 	 	 	 	 O r a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O r a n 
 
 S T R _ I D _ E C _ A L G _ S E T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S e t i f 	 ^Xc+Y	 ^X+Y	 @4	 S e t i f 	 S  t i f 	 S e t i f 	 !5B8D	 S e t i f 	 37JA	 S e t i f 	 S e t i f 	 S e t i f 	 S e t i f 	 S e t i f 	 8	G		?	+		 	 	 	 S e t i f 	 	 	 	 S e t i f 	 	 	 S e t i f 	 	 	 	 	 	 3*A	 3yA	 	 						 	 	 	 	 	 	 	 	 S  t i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e t i f 
 
 S T R _ I D _ E C _ A L G _ S K I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S k i k d a 	 eWKQT	 eWKQ	 *42	 S k i k d a 	 S k i k d a 	 S k i k d a 	 !:8:40	 S k i k d a 	 3CJC/)	 S k i k d a 	 S k i k d a 	 S k i k d a 	 S k i k d a 	 S k i k d a 	 8	M		?		M	!	>		 	 	 	 S k i k d a 	 	 	 	 S k i k d a 	 	 	 S k i k d a 	 	 	 	 	 	 '3/G	 '3'	 	 						 	 	 	 	 	 	 	 	 S k i k d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S k i k d a 
 
 S T R _ I D _ E C _ A L G _ T L E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T l e m c e n 	 yr
Yh	 yrYh	 @%G!@G	 T l e m c e n 	 T l e m c e n 	 T l e m c e n 	 ";5<A5=	 T l e m c e n 	 *DE3'F	 T l e m c e n 	 T l e m c e n 	 T l e m c e n 	 T l e m c e n 	 T l e m c e n 	 	M	2	G	.	8	G	(		 	 	 	 T l e m c e n 	 	 	 	 T l e m c e n 	 	 	 T l e m c e n 	 	 	   	 	 	 *DE3'F	 DEF	 	 								 	 	 	 	 	 	 	 	 T l e m c e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T l e m c e n 
 
 S T R _ I D _ E C _ A N G _ B E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e n g u e l a 	 ,g<hb	 ,g<hb	 @9@-%2	 B e n g u e l a 	 B e n g u e l a 	 B e n g u e l a 	 5=35;0	 B e n g u e l a 	 (F:HJD'	 B e n g u e l a 	 B e n g u e l a 	 B e n g u e l a 	 B e n g u e l a 	 B e n g u e l a 	 ,	G			A		2	>		 	 	 	 B e n g u e l a 	 	 	 	 B e n g u e l a 	 	 	 B e n g u e l a 	 	 	 	 	 	 (FH&D	 (FHD	 	 										 	 	 	 	 	 	 	 	 B e n g u e l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e n g u e l a 
 
 S T R _ I D _ E C _ A N G _ H U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H u a m b o 	 ,ZS	 NZS	 .'!B	 H u a m b o 	 H u a m b o 	 H u a m b o 	 #0<1>	 H u a m b o 	 GH'E(H	 H u a m b o 	 H u a m b o 	 H u a m b o 	 H u a m b o 	 H u a m b o 	 9	A		.	M	,	K		 	 	 	 H u a m b o 	 	 	 	 H u a m b o 	 	 	 H u a m b o 	 	 	 	 	 	 GH'E(H	 H'E(H	 	 						 	 	 	 	 	 	 	 	 H u a m b o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H u a m b o 
 
 S T R _ I D _ E C _ A N G _ L O B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L o b i t o 	 mkXb	 mkXb	 B%4B	 L o b i t o 	 L o b i t o 	 L o b i t o 	 >18BC	 L o b i t o 	 DH(J*H	 L o b i t o 	 L o b i t o 	 L o b i t o 	 L o b i t o 	 L o b i t o 	 2	K	,	?		K		 	 	 	 L o b i t o 	 	 	 	 L o b i t o 	 	 	 L o b i t o 	 	 	 	 	 	 DH(*H	 DH(yH	 	 						 	 	 	 	 	 	 	 	 L o b i t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o b i t o 
 
 S T R _ I D _ E C _ A N G _ L U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L u a n d a 	 [T	 W[	 %'2	 L u a n d a 	 L u a n d a 	 L u a n d a 	 C0=40	 L u a n d a 	 DH'F/'	 L u a n d a 	 L u a n d a 	 L u a n d a 	 L u a n d a 	 L u a n d a 	 2	A			!	>		 	 	 	 L u a n d a 	 	 	 	 L u a n d a 	 	 	 L u a n d a 	 	 	 	 	 	 DH'F/'	 DH'F'	 	 						 	 	 	 	 	 	 	 	 L u a n d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L u a n d a 
 
 S T R _ I D _ E C _ A N T _ C A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a s e y 	 aS	 Q	 2@"L	 C a s e y 	 C a s e y 	 C a s e y 	 59A8	 C a s e y 	 C'3J	 C a s e y 	 C a s e y 	 C a s e y 	 C a s e y 	 C a s e y 	 	H	8	G		 	 	 	 C a s e y 	 	 	 	 C a s e y 	 	 	 C a s e y 	 	 	 	 	 	 '3	 3	 	 					 	 	 	 	 	 	 	 	 C a s e y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a s e y 
 
 S T R _ I D _ E C _ A N T _ S P L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S o u t h   P o l e 	 WSui	 WSg	 1I'B%CI	 P o l o   S u r 	 P  l e   S u d 	 S  d p o l 	 !525@=K9  ?>;NA	 P o l o   S u d 	 'DB7(  'D,FH(J	 P  l o   S u l 	 S o u t h   P o l e 	 S o u t h   P o l e 	 K u t u b   S e l a t a n 	 K u t u b   S e l a t a n 	 &		M	7	?	#	@	  '	M	0	A	5		 	 	 	 D  l i   s a r k 	 	 	 	 Z u i d p o o l 	 	 	 P o l u l   S u d 	 	 	   	 	 	 B7(  ,FH(	 B7(  ,FH(	 	 				  				 	 	 	 	 	 	 	 	 S u i d p o o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P  l o   S u l 
 
 S T R _ I D _ E C _ A T G _ C O D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C o d r i n g t o n 	 y_g	 y_g	 -#41	 C o d r i n g t o n 	 C o d r i n g t o n 	 C o d r i n g t o n 	 >4@8=3B>=	 C o d r i n g t o n 	 CH/1JF:*HF	 C o d r i n g t o n 	 C o d r i n g t o n 	 C o d r i n g t o n 	 C o d r i n g t o n 	 C o d r i n g t o n 	 	K	!	M	0	?			M		I	(		 	 	 	 C o d r i n g t o n 	 	 	 	 C o d r i n g t o n 	 	 	 C o d r i n g t o n 	 	 	 	 	 	 H/1F*HF	 H1FyF	 	 									 	 	 	 	 	 	 	 	 C o d r i n g t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o d r i n g t o n 
 
 S T R _ I D _ E C _ A T G _ S T J 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a i n t   J o h n 	 V}	 #W~	 @L  -+L	 S a i n t   J o h n 	 S a i n t   J o h n 	 S a i n t   J o h n 	 !5=B- 6>=	 S a i n t   J o h n 	 3'F*  ,HF	 S a i n t   J o h n 	 S a i n t   J o h n 	 S a i n t   J o h n 	 S a i n t   J o h n 	 S a i n t   J o h n 	 8	G			  	I	(		 	 	 	 S a i n t   J o h n 	 	 	 	 S a i n t   J o h n 	 	 	 S a i n t   J o h n 	 	 	   ' 	 	 	 3F*  ,'F	 3Fy  ,HF	 	 						  			 	 	 	 	 	 	 	 	 S t .   J o h n ' s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i n t   J o h n 
 
 S T R _ I D _ E C _ A R G _ B U E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B u e n o s   A i r e s 	 ^[e~)Re	 ^[e~)Re	 1'B*  D-@#*	 B u e n o s   A i r e s 	 B u e n o s   A i r e s 	 B u e n o s   A i r e s 	 CM=>A- 9@5A	 B u e n o s   A i r e s 	 (HJFH3  %J13	 B u e n o s   A i r e s 	 B u e n o s   A i r e s 	 B u e n o s   A i r e s 	 B u e n o s   A i r e s 	 B u e n o s   A i r e s 	 ,	M	/	B	(	8	  	/	0	M	8		 	 	 	 B u e n o s   A i r e s 	 	 	 	 B u e n o s   A i r e s 	 	 	 B u e n o s   A i r e s 	 	 	   	 	 	 (H&FH3  "J13	 (HF3  "&13	 	 							  							 	 	 	 	 	 	 	 	 B u e n o s   A i r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u e n o s   A i r e s 
 
 S T R _ I D _ E C _ A R G _ C O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C o r d o b a 	 y>rYt	 y\Yt	 -#LB2	 C  r d o b a 	 C o r d o b a 	 C o r d o b a 	 >@4>20	 C o r d o b a 	 B17()	 C o r d o b a 	 C o r d o b a 	 C o r d o b a 	 C o r d o b a 	 C o r d o b a 	 	K	0	!	K	,	>		 	 	 	 k o r d o b a 	 	 	 	 C  r d o b a 	 	 	 C o r d o b a 	 	 	 	 	 	 H1/H('	 '1H('	 	 								 	 	 	 	 	 	 	 	 C  r d o b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  r d o b a 
 
 S T R _ I D _ E C _ A R G _ L A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L a   P l a t a 	 bnfbTX	 bnfbTX	 %2  %22	 L a   P l a t a 	 L a   P l a t a 	 L a   P l a t a 	 0- ;0B0	 L a   P l a t a 	 D'(D'*'	 L a   P l a t a 	 L a   P l a t a 	 L a   P l a t a 	 L a   P l a t a 	 L a   P l a t a 	 2	>	  *	M	2	>		>		 	 	 	 L a   P l a t a 	 	 	 	 L a   P l a t a 	 	 	 L a   P l a t a 	 	 	   	 	 	 D'~D'*'	 D'  ~D'y'	 	 		  							 	 	 	 	 	 	 	 	 L a   P l a t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   P l a t a 
 
 S T R _ I D _ E C _ A R G _ M E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M e n d o z a 	 Y	 Y(	 @!B2	 M e n d o z a 	 M e n d o z a 	 M e n d o z a 	 5=4>A0	 M e n d o z a 	 EJF/H2'	 M e n d o z a 	 M e n d o z a 	 M e n d o z a 	 M e n d o z a 	 M e n d o z a 	 .	G		!	K		<	>		 	 	 	 M e n d o z a 	 	 	 	 M e n d o z a 	 	 	 M e n d o z a 	 	 	 	 	 	 EF/H2'	 EFH2'	 	 									 	 	 	 	 	 	 	 	 M e n d o z a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n d o z a 
 
 S T R _ I D _ E C _ A R G _ S A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a l t a 	 >rTX	 (\TX	 1%2	 S a l t a 	 S a l t a 	 S a l t a 	 !0;LB0	 S a l t a 	 3'D*'	 S a l t a 	 S a l t a 	 S a l t a 	 S a l t a 	 S a l t a 	 8	>	2	M		>		 	 	 	 S a l t a 	 	 	 	 S a l t a 	 	 	 S a l t a 	 	 	 	 	 	 3'D*'	 3'Dy'	 	 							 	 	 	 	 	 	 	 	 S a l t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l t a 
 
 S T R _ I D _ E C _ A U S _ A D E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A d e l a i d e 	 ?__	 ?__	 -05@%	 A d e l a i d a 	 A d e l a  d e 	 A d e l a i d e 	 45;0840	 A d e l a i d e 	 #/JD'J/	 A d e l a i d e 	 A d e l a i d e 	 A d e l a i d e 	 A d e l a i d e 	 A d e l a i d e 	 	!	@	2	G	!		 	 	 	 A d e l a i d e 	 	 	 	 A d e l a i d e 	 	 	 A d e l a i d e 	 	 	 	 	 	 "/D'/	 'D	 	 											 	 	 	 	 	 	 	 	 A d e l a i d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d e l a i d e 
 
 S T R _ I D _ E C _ A U S _ B R I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r i s b a n e 	 ^̑es	 ^̑es	 #4*@	 B r i s b a n e 	 B r i s b a n e 	 B r i s b a n e 	 @8A15=	 B r i s b a n e 	 (1J2(JF	 B r i s b a n e 	 B r i s b a n e 	 B r i s b a n e 	 B r i s b a n e 	 B r i s b a n e 	 ,	M	0	?	8	M	,	G	(		 	 	 	 B r i s b a n e 	 	 	 	 B r i s b a n e 	 	 	 B r i s b a n e 	 	 	 	 	 	 (1J3(JF	 (13(F	 	 									 	 	 	 	 	 	 	 	 B r i s b a n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r i s b a n e 
 
 S T R _ I D _ E C _ A U S _ C A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a n b e r r a 	 NWWb	 *XWb	 A@-#L#H2	 C a n b e r r a 	 C a n b e r r a 	 C a n b e r r a 	 0=15@@0	 C a n b e r r a 	 C'F(J1'	 C a m b e r r a 	 C a n b e r r a 	 C a n b e r r a 	 C a n b e r r a 	 C a n b e r r a 	 	G	(	,	G	0	>		 	 	 	 C a n b e r r a 	 	 	 	 C a n b e r r a 	 	 	 C a n b e r r a 	 	 	 	 	 	 C'F(1'	 F(1'	 	 										 	 	 	 	 	 	 	 	 C a n b e r r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m b e r r a 
 
 S T R _ I D _ E C _ A U S _ G E E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G e e l o n g 	 Tg	 c[	 5%-	 G e e l o n g 	 G e e l o n g 	 G e e l o n g 	 68;>=3	 G e e l o n g 	 :JDHF:	 G e e l o n g 	 G e e l o n g 	 G e e l o n g 	 G e e l o n g 	 G e e l o n g 	 	@	2	>				 	 	 	 G e e l o n g 	 	 	 	 G e e l o n g 	 	 	 G e e l o n g 	 	 	 	 	 	 ,D'F	 DHF	 	 					 	 	 	 	 	 	 	 	 G e e l o n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e e l o n g 
 
 S T R _ I D _ E C _ A U S _ H O B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H o b a r t 	 w/Oyr	 
]yr	 B.2#L	 H o b a r t 	 H o b a r t 	 H o b a r t 	 %>10@B	 H o b a r t 	 GH('1*	 H o b a r t 	 H o b a r t 	 H o b a r t 	 H o b a r t 	 H o b a r t 	 9	K	,	>	0	M			 	 	 	 H o b a r t 	 	 	 	 H o b a r t 	 	 	 H o b a r t 	 	 	 	 	 	 GH('1*	 H('1y	 	 								 	 	 	 	 	 	 	 	 H o b a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o b a r t 
 
 S T R _ I D _ E C _ A U S _ M E L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M e l b o u r n e 	 X>r,g	 X\,g	 @!%@4#L	 M e l b o u r n e 	 M e l b o u r n e 	 M e l b o u r n e 	 5;L1C@=	 M e l b o u r n e 	 ED(H1F	 M e l b o u r n e 	 M e l b o u r n e 	 M e l b o u r n e 	 M e l b o u r n e 	 M e l b o u r n e 	 .	G	2	M	,	I	0	M	(		 	 	 	 M e l b o u r n e 	 	 	 	 M e l b o u r n e 	 	 	 M e l b o u r n e 	 	 	 	 	 	 ED(H1F	 ED(H1F	 	 								 	 	 	 	 	 	 	 	 M e l b o u r n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e l b o u r n e 
 
 S T R _ I D _ E C _ A U S _ N E W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N e w c a s t l e 	 e!X	 ~aSe\	 4'A*@4%	 N e w c a s t l e 	 N e w c a s t l e 	 N e w c a s t l e 	 LN:0A;	 N e w c a s t l e 	 FJHC'3D	 N e w c a s t l e 	 N e w c a s t l e 	 N e w c a s t l e 	 N e w c a s t l e 	 N e w c a s t l e 	 (	M	/	B		H	8	2		 	 	 	 N e w c a s t l e 	 	 	 	 N e w c a s t l e 	 	 	 N e w c a s t l e 	 	 	   	 	 	 FH'3D	 FH'3yD	 	 										 	 	 	 	 	 	 	 	 N e w c a s t l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e w c a s t l e 
 
 S T R _ I D _ E C _ A U S _ P E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P e r t h 	 /Oe	 iO`	 @4#L	 P e r t h 	 P e r t h 	 P e r t h 	 5@B	 P e r t h 	 (J1+	 P e r t h 	 P e r t h 	 P e r t h 	 P e r t h 	 P e r t h 	 *	0	M	%		 	 	 	 P e r t h 	 	 	 	 P e r t h 	 	 	 P e r t h 	 	 	 ' 	 	 	 ~1*	 ~1*	 	 						 	 	 	 	 	 	 	 	 P e r t h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r t h 
 
 S T R _ I D _ E C _ A U S _ S Y D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S y d n e y 	 ꖨh	 `<\	 45"L	 S y d n e y 	 S y d n e y 	 S y d n e y 	 !84=59	 S y d n e y 	 3J/FJ	 S y d n e y 	 S i d n e y 	 S y d n e y 	 S y d n e y 	 S y d n e y 	 8	?	!	(	@		 	 	 	 S y d n e y 	 	 	 	 S y d n e y 	 	 	 S y d n e y 	 	 	 	 	 	 3J/F	 3F	 	 						 	 	 	 	 	 	 	 	 S y d n e y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S y d n e y 
 
 S T R _ I D _ E C _ A U S _ W O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 W o l l o n g o n g 	 偍]	 
O&O!	 '-%%--	 W o l l o n g o n g 	 W o l l o n g o n g 	 W o l l o n g o n g 	 C;;>=3>=3	 W o l l o n g o n g 	 HDHF:HF:	 W o l l o n g o n g 	 W o l l o n g o n g 	 W o l l o n g o n g 	 W o l l o n g o n g 	 W o l l o n g o n g 	 5	K	2	K			>				 	 	 	 W o l l o n g o n g 	 	 	 	 W o l l o n g o n g 	 	 	 W o l l o n g o n g 	 	 	 	 	 	 HDHF'F	 'HDHFHF	 	 									 	 	 	 	 	 	 	 	 W o l l o n g o n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W o l l o n g o n g 
 
 S T R _ I D _ E C _ A S T _ L I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i n z 	 g2	 g(	 %4L	 L i n z 	 L i n z 	 L i n z 	 8=F	 L i n z 	 DJF2	 L i n z 	 L i n z 	 L i n z 	 L i n z 	 L i n z 	 2	?			<		 	 	 	 L i n z 	 	 	 	 L i n z 	 	 	 L i n z 	 	 	 	 	 	 DF2	 DF2	 	 						 	 	 	 	 	 	 	 	 L i n z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i n z 
 
 S T R _ I D _ E C _ A S T _ V I E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V i e n n a 	 }_N
}	 ~_N~	 @'5"2	 V i e n a 	 V i e n n e 	 W i e n 	 5=0	 V i e n n a 	 AJJF'	 V i e n a 	 V i y a n a 	 V i e n n a 	 W i n a 	 V i e n n a 	 5	?		(	>		 	 	 	 B  c s 	 	 	 	 W e n e n 	 	 	 V i e n a 	 	 	 	 	 	 HJF	 HF'	 	 							 	 	 	 	 	 	 	 	 W e n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i e n a 
 
 S T R _ I D _ E C _ A S T _ V I L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V i l l a c h 	 }bk	 bk	 '4%%1	 V i l l a c h 	 V i l l a c h 	 V i l l a c h 	 $8;;0E	 V i l l a c h 	 AJD'.	 V i l l a c h 	 V i l l a c h 	 V i l l a c h 	 V i l l a c h 	 V i l l a c h 	 5	?	2	>			 	 	 	 V i l l a c h 	 	 	 	 V i l l a c h 	 	 	 V i l l a c h 	 	 	 	 	 	 AD'.	 HD	 	 						 	 	 	 	 	 	 	 	 V i l l a c h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i l l a c h 
 
 S T R _ I D _ E C _ B A H _ F R E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 F r e e p o r t 	 1u/n	 _̑lyr	 #5-#L	 F r e e p o r t 	 F r e e p o r t 	 F r e e p o r t 	 $@8?>@B	 F r e e p o r t 	 A1J  (H1*	 F r e e p o r t 	 F r e e p o r t 	 F r e e p o r t 	 F r e e p o r t 	 F r e e p o r t 	 +	M	0	@	*	K	0	M			 	 	 	 F r e e p o r t 	 	 	 	 F r e e p o r t 	 	 	 F r e e p o r t 	 	 	 	 	 	 A1  ~H1*	 A1  ~H1y	 	 										 	 	 	 	 	 	 	 	 F r e e p o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F r e e p o r t 
 
 S T R _ I D _ E C _ B A H _ N A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a s s a u 	 bh	 b	 2*@2	 N a s s a u 	 N a s s a u 	 N a s s a u 	 0AA0C	 N a s s a u 	 F'3'H	 N a s s a u 	 N a s s a u 	 N a s s a u 	 N a s s a u 	 N a s s a u 	 (	8	>	
		 	 	 	 N a s s a u 	 	 	 	 N a s s a u 	 	 	 N a s s a u 	 	 	 	 	 	 F'3'&H	 F'3'	 	 							 	 	 	 	 	 	 	 	 N a s s o u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a s s a u 
 
 S T R _ I D _ E C _ B H R _ M A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A l   M a n a m a h 	 
}jt	 ?\(e	 -1%  !22!2+L	 A l   M a n a m a h 	 A l   M a n a m a h 	 A l   M a n a m a h 	 0=0<0	 A l   M a n a m a h 	 'DEF'E)	 A l   M a n a m a h 	 A l   M a n a m a h 	 A l   M a n a m a h 	 A l   M a n a m a h 	 A l   M a n a m a h 	 	2	.	(	.	>	9		 	 	 	 A l   M a n a m a h 	 	 	 	 A l   M a n a m a h 	 	 	 A l   M a n a m a h 	 	 	   	 	 	 EF'EG	 'DEF'E	 	 		  							 	 	 	 	 	 	 	 	 M a n a m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l   M a n a m a h 
 
 S T R _ I D _ E C _ B H R _ M U H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M u h a r r a q 	 FzT^tKQ	 FzTb<h	 !2.2#L#1	 M u h a r r a q 	 M u h a r r a q 	 M u h a r r a q 	 CE0@- @0:	 M u h a r r a q 	 'DE-1B	 M u h a r r a q 	 M u h a r r a q 	 M u h a r r a q 	 M u h a r r a q 	 M u h a r r a q 	 .	A	9	0	M	0			 	 	 	 M u h a r r a q 	 	 	 	 M u h a r r a q 	 	 	 M u h a r r a q 	 	 	 	 	 	 E-1B	 E-1B	 	 									 	 	 	 	 	 	 	 	 M u h a r r a q 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u h a r r a q 
 
 S T R _ I D _ E C _ B A N _ B A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a r i s a l 	 ]^t"}	 ]^t"}	 2#41%	 B a r i s a l 	 B a r i s  l 	 B a r i s a l 	 0@8A0;L	 B a r i s a l 	 ('1J2'D	 B a r i s a l 	 B a r i s a l 	 B a r i s a l 	 B a r i s a l 	 B a r i s a l 	 ,	>	0	?	8	2		 	 	 	 B a r i s a l 	 	 	 	 B a r i s a l 	 	 	 B a r i s a l 	 	 	 	 	 	 (1'2D'	 ('13D	 	 							 	 	 	 	 	 	 	 	 B a r i s a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r i s a l 
 
 S T R _ I D _ E C _ B A N _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h i t t a g o n g 	 	T'Y/n	 	T'Y/n	 
42	 C h i t t a g o n g 	 C h i t t a g o n g 	 C h i t t a g o n g 	 '8BB03>=3	 C h i t t a g o n g 	 4J*':HF:	 C h i t t a g o n g 	 C h i t t a g o n g 	 C h i t t a g o n g 	 C h i t t a g o n g 	 C h i t t a g o n g 	 	?			>		5		 	 	 	 C h i t t a g o n g 	 	 	 	 C h i t t a g o n g 	 	 	 C h i t t a g o n g 	 	 	 ' 	 	 	 *'HF	 y  'F	 	 										 	 	 	 	 	 	 	 	 C h i t t a g o n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i t t a g o n g 
 
 S T R _ I D _ E C _ B A N _ C O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C o m i l l a 	 s|b	 s|b	 B!4%%2	 C o m i l l a 	 C o m i l l a 	 C o m i l l a 	 ><8;;0	 C o m i l l a 	 CHEJD'	 C o m i l l a 	 C o m i l l a 	 C o m i l l a 	 C o m i l l a 	 C o m i l l a 	 	K	.	?	2	>		 	 	 	 C o m i l l a 	 	 	 	 C o m i l l a 	 	 	 C o m i l l a 	 	 	 	 	 	 HED'	 HED'	 	 									 	 	 	 	 	 	 	 	 C o m i l l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m i l l a 
 
 S T R _ I D _ E C _ B A N _ D H A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D h a k a 	 TaS	 aS	 2+LI2	 D h a k a 	 D h a k a 	 D h a k a 	 0::0	 D h a k a 	 /C'	 D a c a 	 D h a k a 	 D h a k a 	 D h a k a 	 D h a k a 	 "	>		>		 	 	 	 D h a k a 	 	 	 	 D h a k a 	 	 	 D h a k a 	 	 	 	 	 	 /'C'	 '	 	 					 	 	 	 	 	 	 	 	 D h a k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D h a k a 
 
 S T R _ I D _ E C _ B A N _ K H U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K h u l n a 	 ^>r
}	 ^\~	 8%2	 K h u l n a 	 K h u l n  	 K h u l n a 	 EC;=0	 K h u l n a 	 .HDF'	 K h u l n a 	 K h u l n a 	 K h u l n a 	 K h u l n a 	 K h u l n a 	 	A	2	(	>		 	 	 	 K h u l n a 	 	 	 	 K h u l n a 	 	 	 K h u l n a 	 	 	 	 	 	 .HDF'	 DF'	 	 						 	 	 	 	 	 	 	 	 K h u l n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K h u l n a 
 
 S T R _ I D _ E C _ B A R _ B R I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r i d g e t o w n 	 ^Rlfe	 ^̑GY	 #4L2'L	 B r i d g e t o w n 	 B r i d g e t o w n 	 B r i d g e t o w n 	 @846B0C=	 B r i d g e t o w n 	 (1J/,  *'HF	 B r i d g e t o w n 	 B r i d g e t o w n 	 B r i d g e t o w n 	 B r i d g e t o w n 	 B r i d g e t o w n 	 ,	M	0	?		<		>			(		 	 	 	 B r i d g e t o w n 	 	 	 	 B r i d g e t o w n 	 	 	 B r i d g e t o w n 	 	 	 ' 	 	 	 (1,  *'HF	 (1,  y'$F	 	 										 	 	 	 	 	 	 	 	 B r i d g e t o w n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r i d g e t o w n 
 
 S T R _ I D _ E C _ B A R _ O I S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O i s t i n s 	 PkeN	 eY
Oe^e	 --"L4*L	 O i s t i n s 	 O i s t i n s 	 O i s t i n s 	 9AB8=A	 O i s t i n s 	 #HJ3*F2	 O i s t i n s 	 O i s t i n s 	 O i s t i n s 	 O i s t i n s 	 O i s t i n s 	 		8	M		?	(	M	8		 	 	 	 O i s t i n s 	 	 	 	 O i s t i n s 	 	 	 O i s t i n s 	 	 	 	 	 	 'H3*F2	 'H3yF3	 	 										 	 	 	 	 	 	 	 	 O i s t i n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O i s t i n s 
 
 S T R _ I D _ E C _ B E L _ B R U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r u s s e l s 	 ^o^X>r	 ^^X\	 #1*@%*L	 B r u s e l a s   	 B r u x e l l e s 	 B r  s s e l 	 @NAA5;L	 B r u x e l l e s 	   (1HC3D	 B r u x e l a s 	 B r  k s e l 	 B r u s s e l s 	 B r u s s e l s 	 B r u s s e l s 	 ,	M	0	A	8	G	2	M	8		 	 	 	 B r  s s z e l 	 	 	 	 B r u s s e l 	 	 	 B r u x e l l e s 	 	 	 	 	 	 (1HC3D	 (1H3D2	 	 										 	 	 	 	 	 	 	 	 B r u s s e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r u x e l a s 
 
 S T R _ I D _ E C _ B E L _ G E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G e n t 	 9hyr	 9hyr	 @L	 G e n t 	 G a n d 	 G e n t 	 5=B	 G e n t 	 :F*  	 G e n t 	 G e n t 	 G e n t 	 G e n t 	 G e n t 	 	G				 	 	 	 G e n t 	 	 	 	 G e n t 	 	 	 G e n t 	 	 	 	 	 	 .F*	 ,Fy	 	 						 	 	 	 	 	 	 	 	 G e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e n t 
 
 S T R _ I D _ E C _ B E L _ L I E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i e g e 	 Re^	 Re^	 %5	 L i e j a   	 L i  g e 	 L i e g e 	 L56	 L i e g i 	 DJ:	 L i  g e 	 L i e g e 	 L i e g e 	 L i e g e 	 L i e g e 	 2	@			 	 	 	 L i e g e 	 	 	 	 L u i k 	 	 	 L i e g e 	 	 	 	 	 	 D	 D,	 	 					 	 	 	 	 	 	 	 	 L u i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i  g e 
 
 S T R _ I D _ E C _ B E L _ N A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a m u r 	 U^>r	 Ua\	 2@!-#L	 N a m u r 	 N a m u r 	 N a m u r 	 0<N@	 N a m u r 	 F'EH1	 N a m u r 	 N a m u r 	 N a m u r 	 N a m u r 	 N a m u r 	 (	>	.	A	0		 	 	 	 N a m u r 	 	 	 	 N a m e n 	 	 	 N a m u r 	 	 	 	 	 	 F'EH1	 F'EH1	 	 						 	 	 	 	 	 	 	 	 N a m u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a m u r 
 
 S T R _ I D _ E C _ B E R _ H A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a m i l t o n 	 "os|>r	 T[\	 .2!4%1	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 0<8;LB>=	 H a m i l t o n 	 G'EJD*HF	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 9	H	.	?	2	M		I	(		 	 	 	 H a m i l t o n 	 	 	 	 H a m i l t o n 	 	 	 H a m i l t o n 	 	 	 	 	 	 GED*HF	 EDyF	 	 										 	 	 	 	 	 	 	 	 H a m i l t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a m i l t o n 
 
 S T R _ I D _ E C _ B H U _ P A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P a r o 	 ^	 ^W	 2B#	 P a r o 	 P a r o 	 P a r o 	 0@>	 P a r o 	 ('1H	 P a r o 	 P a r o 	 P a r o 	 P a r o 	 P a r o 	 *	>	0	K		 	 	 	 P a r o 	 	 	 	 P a r o 	 	 	 P a r o 	 	 	 	 	 	 ~'1H	 ~'1H	 	 					 	 	 	 	 	 	 	 	 P a r o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r o 
 
 S T R _ I D _ E C _ B H U _ P U N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P u n a k h a 	 nf
}aS	 nfaS	 922	 P u n a k h a 	 P u n a k h a 	 P u n a k h a 	 C=0:0	 P u n a k h a 	 (HF'.'	 P u n a k h a 	 P u n a k h a 	 P u n a k h a 	 P u n a k h a 	 P u n a k h a 	 *	A	(	>		>		 	 	 	 P u n a k h a 	 	 	 	 P u n a k h a 	 	 	 P u n a k h a 	 	 	 	 	 	 ~HF'.'	 ~F.'	 	 							 	 	 	 	 	 	 	 	 P u n a k h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P u n a k h a 
 
 S T R _ I D _ E C _ B H U _ T H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T h i m p h u 	 N^	 ^^	 4! 9	 T h i m p h u 	 T h i m p h u 	 T h i m p h u 	 "E8<?EC	 T h i m p h u 	 *JEAH	 T h i m p h u 	 T h i m p h u 	 T h i m p h u 	 T h i m p h u 	 T h i m p h u 	 %	?	.	M	*	B		 	 	 	 T h i m p h u 	 	 	 	 T h i m p h u 	 	 	 T h i m p h u 	 	 	 	 	 	 *EAH	 *E~H	 	 							 	 	 	 	 	 	 	 	 T h i m p h u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T h i m p h u 
 
 S T R _ I D _ E C _ B O L _ L A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L a   P a z 	 b]e	 b]e	 %22	 L a   P a z 	 L a   P a z 	 L a   P a z 	 0- 0A	 L a   P a z 	 D'  ('2	 L a   P a z 	 L a   P a z 	 L a   P a z 	 L a   P a z 	 L a   P a z 	 2	>	  *	>		<		 	 	 	 L a   P a z 	 	 	 	 L a   P a z 	 	 	 L a   P a z 	 	 	   	 	 	 D'~'2	 D'  ~'2	 	 		  				 	 	 	 	 	 	 	 	 L a   P a z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   P a z 
 
 S T R _ I D _ E C _ B O L _ O R U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O r u r o 	 gYo	 eYW	 B-#9B#	 O r u r o 	 O r u r o 	 O r u r o 	 @C@>	 O r u r o 	 #H1H1H	 O r u r o 	 O r u r o 	 O r u r o 	 O r u r o 	 O r u r o 	 	0	B	0	K		 	 	 	 O r u r o 	 	 	 	 O r u r o 	 	 	 O r u r o 	 	 	 	 	 	 'H11H	 '1H1H	 	 						 	 	 	 	 	 	 	 	 O r u r o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O r u r o 
 
 S T R _ I D _ E C _ B O L _ P O T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P o t o s i 	 lXb	 lXb	 BB5	 P o t o s  	 P o t o s i 	 P o t o s i 	 >B>A8	 P o t o s i 	 (H*H3J	 P o t o s  	 P o t o s i 	 P o t o s i 	 P o t o s i 	 P o t o s i 	 *	K		K	8	@		 	 	 	 P o t o s i 	 	 	 	 P o t o s i 	 	 	 P o t o s i 	 	 	 	 	 	 ~H*H3	 ~Hy'3	 	 							 	 	 	 	 	 	 	 	 P o t o s i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o t o s i 
 
 S T R _ I D _ E C _ B O L _ S A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n t a   C r u z 	 VKQoe	 #W	 22  #9	 S a n t a   C r u z 	 S a n t a   C r u z 	 S a n t a   C r u z 	 !0=B0- @C7	 S a n t a   C r u z 	 3'F*'  C1H2	 S a n t a   C r u z 	 S a n t a   C r u z 	 S a n t a   C r u z 	 S a n t a   C r u z 	 S a n t a   C r u z 	 8	>		$	>		M	0	B		<		 	 	 	 S a n t a   M o n i c a 	 	 	 	 S a n t a   C r u z 	 	 	 S a n t a   C r u z 	 	 	   	 	 	 3'F*'1H2	 3'F*'  1H2	 	 												 	 	 	 	 	 	 	 	 S a n t a   C r u z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n t a   C r u z 
 
 S T R _ I D _ E C _ B O L _ S U C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S u c r e 	 KQ	 ςKQ	 9#5	 S u c r e 	 S u c r e 	 S u c r e 	 !C:@5	 S u c r e 	 3HC1JG	 S u c r e 	 S u c r e 	 S u c r e 	 S u c r e 	 S u c r e 	 8	B		M	0	G		 	 	 	 s u c r e 	 	 	 	 S u c r e 	 	 	 S u c r e 	 	 	 	 	 	 3H1G	 31	 	 					 	 	 	 	 	 	 	 	 S u c r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u c r e 
 
 S T R _ I D _ E C _ B O S _ M O S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o s t a r 	 eTX>r	 eTX\	 B!*2#L	 M o s t a r 	 M o s t a r 	 M o s t a r 	 >AB0@	 M o s t a r 	 EH3*'1	 M o s t a r 	 M o s t a r 	 M o s t a r 	 M o s t a r 	 M o s t a r 	 .	K	8	M		>	0		 	 	 	 M o s t a r 	 	 	 	 M o s t a r 	 	 	 M o s t a r 	 	 	 	 	 	 EH3*'1	 EH3*'1	 	 							 	 	 	 	 	 	 	 	 M o s t a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o s t a r 
 
 S T R _ I D _ E C _ B O S _ S A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a r a j e v o 	 ^Xb}>r	 (bpz	 2#2@B'	 S a r a j e v o 	 S a r a j e v o 	 S a r a j e v o 	 !0@052>	 S a r a j e v o 	 31'JJAH	 S a r a j e v o 	 S a r a y b o s n a 	 S a r a j e v o 	 S a r a j e v o 	 S a r a j e v o 	 8	>	0	>		@	5	K		 	 	 	 S z a r a j e v  	 	 	 	 S a r a j e v o 	 	 	 S a r a j e v o 	 	 	 	 	 	 3'1'H	 31',H	 	 									 	 	 	 	 	 	 	 	 S a r a j e w o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a r a j e v o 
 
 S T R _ I D _ E C _ B O S _ T U Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T u z l a 	 W2b	 VyQb	 1%2	 T u z l a 	 T u z l a 	 T u z l a 	 "C7;0	 T u z l a 	 *H2D'	 T u z l a 	 T u z l a 	 T u z l a 	 T u z l a 	 T u z l a 	 $	A		<	2	>		 	 	 	 T u z l a 	 	 	 	 T u z l a 	 	 	 T u z l a 	 	 	 	 	 	 *H2D'	 y2D'	 	 						 	 	 	 	 	 	 	 	 T u z l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T u z l a 
 
 S T R _ I D _ E C _ B R A _ B R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r a s i l i a 	 ])RN	 ])RN	 #24@%5"	 B r a s i l i a 	 B r a s i l i a 	 B r a s i l i a 	 @078;80	 B r a s i l i a 	 (1'2JDJ'	 B r a s  l i a 	 B r a s i l i a 	 B r a s i l i a 	 B r a s i l i a 	 B r a s i l i a 	 ,	M	0	>	8	@	2	?	/	>		 	 	 	 B r a s i l i a 	 	 	 	 B r a s i l i a 	 	 	 B r a s i l i a 	 	 	 	 	 	 (1'2JDJ'	 (1'3D'	 	 											 	 	 	 	 	 	 	 	 B r a s i l i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r a s  l i a 
 
 S T R _ I D _ E C _ B R A _ C U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C u r i t i b a 	 S̑c]	 ^̑c]	 9#442	 C u r i t i b a 	 C u r i t i b a 	 C u r i t i b a 	 C@8B810	 C u r i t i b a 	 CH1J*J('	 C u r i t i b a 	 C u r i t i b a 	 C u r i t i b a 	 C u r i t i b a 	 C u r i t i b a 	 	M	/	B	0	?		@	,	>		 	 	 	 C u r i t i b a 	 	 	 	 C u r i t i b a 	 	 	 C u r i t i b a 	 	 	 	 	 	 H1*('	 B17(	 	 									 	 	 	 	 	 	 	 	 C u r i t i b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C u r i t i b a 
 
 S T R _ I D _ E C _ B R A _ S A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a l v a d o r 	 >rtY	 (\tY	 1%'2-#L	 S a l v a d o r 	 S a l v a d o r 	 S a l v a d o r 	 !0;L204>@	 S a l v a d o r 	 'D3DA'/H1	 S a l v a d o r 	 S a l v a d o r 	 S a l v a d o r 	 S a l v a d o r 	 S a l v a d o r 	 8	>	2	M	5	>	!	K	0		 	 	 	 S a l v a d o r 	 	 	 	 S a l v a d o r 	 	 	 S a l v a d o r 	 	 	 	 	 	 3'DH'/H1	 3DH'H1	 	 								 	 	 	 	 	 	 	 	 S a l v a d o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a d o r 
 
 S T R _ I D _ E C _ B R A _ S A O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a o   P a u l o 	 VO	 #WOW	 @2  @2B%	 S a o   P a u l o 	 S a o   P a u l o 	 S a o   P a u l o 	 !0=- 0C;C	 S a n   P a o l o 	 3'H  ('HDH	 S  o   P a u l o 	 S a o   P a u l o 	 S a o   P a u l o 	 S a o   P a u l o 	 S a o   P a u l o 	 8	>		  *	L	2	K		 	 	 	 S a o   P a u l o 	 	 	 	 S  o   P a u l o 	 	 	 S a o   P a u l o 	 	 	   	 	 	 3'&H~'&HDH	 3'$  ~'$DH	 	 			  					 	 	 	 	 	 	 	 	 S  o   P a u l o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S  o   P a u l o 
 
 S T R _ I D _ E C _ B R U _ B A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a n d a r   S e r i   B e g a w a n 	 ȇ]Rcp^	 ȇ]R~n^	 A2#L  @#4  @2'1	 B a n d a r   S e r i   B e g a w a n 	 B a n d a r   S e r i   B e g a w a n 	 B a n d a r   S e r i   B e g a w a n 	 0=40@!5@8- 53020=	 B a n d a r   S e r i   B e g a w a n 	 (F/1  31J  (C'H'F	 B a n d a r   S e r i   B e g a w a n 	 B a n d a r   S e r i   B e g a w a n 	 B a n d a r   S e r i   B e g a w a n 	 B a n d a r   S e r i   B e g a w a n 	 B a n d a r   S e r i   B e g a w a n 	 ,		&	0	  8	G	0	@	  ,	G		>	5	>	(		 	 	 	 B a n d a r   S e r i   B e g a w a n 	 	 	 	 B a n d a r   S e r i   B e g a w a n 	 	 	 B a n d a r   S e r i   B e g a w a n 	 	 	     	 	 	 (F/1  31  ('H'F	 (F/'1  31  ('H'F	 	 					  				  							 	 	 	 	 	 	 	 	 B a n d a r   S e r i   B e g a w a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n d a r   S e r i   B e g a w a n 
 
 S T R _ I D _ E C _ B R U _ K U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u a l a   B e l a i t 	 }vbUY	 }vbUY	 1'%2  @@%	 K u a l a   B e l a i t 	 K u a l a   B e l a i t 	 K u a l a   B e l a i t 	 C0;0- 5;09B	 K u a l a   B e l a i t 	 CH'D'  (D'J*	 K u a l a   B e l a i t 	 K u a l a   B e l a i t 	 K u a l a   B e l a i t 	 K u a l a   B e l a i t 	 K u a l a   B e l a i t 	 	A		2	>	  ,	G	2	H			 	 	 	 K u a l a   B e l a i t 	 	 	 	 K u a l a   B e l a i t 	 	 	 K u a l a   B e l a i t 	 	 	   	 	 	 H'D'  (D'*	 HD'  (Dy	 	 						  							 	 	 	 	 	 	 	 	 K u a l a   B e l a i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u a l a   B e l a i t 
 
 S T R _ I D _ E C _ B U L _ B U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B u r g a s 	 ^>rRe	 ^\Re	 @-#LA*	 B u r g a s 	 B u r g a s 	 B u r g a s 	 C@30A	 B u r g a s 	 (H1:'3	 B u r g a s 	 B u r g a s 	 B u r g a s 	 B u r g a s 	 B u r g a s 	 ,	0		>	8		 	 	 	 B u r g a s 	 	 	 	 B u r g a s 	 	 	 B u r g a s 	 	 	 	 	 	 (H1'3	 (13	 	 								 	 	 	 	 	 	 	 	 B u r g a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u r g a s 
 
 S T R _ I D _ E C _ B U L _ P E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P e r n i k 	 iO>r<\KQ	 iO\<\KQ	 @-#L4	 P e r n i k 	 P e r n i k 	 P e r n i k 	 5@=8:	 P e r n i k 	 (1FJC	 P e r n i k 	 P e r n i k 	 P e r n i k 	 P e r n i k 	 P e r n i k 	 *	0	M	(	?			 	 	 	 P e r n i k 	 	 	 	 P e r n i k 	 	 	 P e r n i k 	 	 	 	 	 	 ~1F	 ~1F	 	 								 	 	 	 	 	 	 	 	 P e r n i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r n i k 
 
 S T R _ I D _ E C _ B U L _ R U S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R u s e 	 o^X	 ^X	 #9*	 R u s e 	 R u s e 	 R u s e 	  CA5	 R u s e 	 1H3G	 R u s e 	 R u s e 	 R u s e 	 R u s e 	 R u s e 	 0	B	8		 	 	 	 R u s e 	 	 	 	 R u s e 	 	 	 R u s e 	 	 	 	 	 	 1H3	 1H2	 	 				 	 	 	 	 	 	 	 	 R u s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R u s e 
 
 S T R _ I D _ E C _ B U L _ S H U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S h u m e n 	 	 	 
9@!	 S h u m e n 	 S h u m e n 	 S h u m e n 	 (C<5=	 S h u m e n 	 4HEF	 S h u m e n 	 S h u m e n 	 S h u m e n 	 S h u m e n 	 S h u m e n 	 6	B	.	G	(		 	 	 	 S h u m e n 	 	 	 	 S h u m e n 	 	 	 S h u m e n 	 	 	 	 	 	 4HEF	 4EF	 	 								 	 	 	 	 	 	 	 	 S h u m e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h u m e n 
 
 S T R _ I D _ E C _ B U L _ S O F 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S o f i a 	 "}^N	 "}^N	 B@5"	 S o f  a   	 S o f i a 	 S o f i a 	 !>D8O	 S o f i a 	 5HAJ'	 S o f i a 	 S o f y a 	 S o f i a 	 S o f i a 	 S o f i a 	 8	K	+	?	/	>		 	 	 	 S z  f i a 	 	 	 	 S o f i a 	 	 	 S o f i a 	 	 	 	 	 	 5HAJG	 5HA	 	 							 	 	 	 	 	 	 	 	 S o f i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o f i a 
 
 S T R _ I D _ E C _ B U L _ V A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V a r n a 	 t>r
}	 t\~	 @'-#L2	 V a r n a 	 V a r n a 	 V a r n a 	 0@=0	 V a r n a 	 A'1F'	 V a r n a 	 V a r n a 	 V a r n a 	 V a r n a 	 V a r n a 	 5	>	0	(	>		 	 	 	 V a r n a 	 	 	 	 V a r n a 	 	 	 V a r n a 	 	 	 	 	 	 H'1F'	 H1F'	 	 						 	 	 	 	 	 	 	 	 V a r n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a r n a 
 
 S T R _ I D _ E C _ B U R _ A K Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A k y a b 	 ?p`^	 ?p`^	 -1"1	 A k y a b 	 A k y a b 	 A k y a b 	 :LO1	 A k y a b 	 #CJ'(	 A k y a b 	 A k y a b 	 A k y a b 	 A k y a b 	 A k y a b 	 		M	/	>	,		 	 	 	 A k y a b 	 	 	 	 A k y a b 	 	 	 A k y a b 	 	 	 	 	 	 ''(	 9B(	 	 							 	 	 	 	 	 	 	 	 A k y a b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A k y a b 
 
 S T R _ I D _ E C _ B U R _ B A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a s s e i n 	 Ru	 Ru	 2*@	 B a s s e i n 	 P a t h e i n 	 B a s s e i n 	 0AA59=	 B a s s e i n 	 ('3JF	 B a s s e i n 	 B a s s e i n 	 B a s s e i n 	 B a s s e i n 	 B a s s e i n 	 ,	>	8	@	(		 	 	 	 B a s s e i n 	 	 	 	 B a s s e i n 	 	 	 B a s s e i n 	 	 	 	 	 	 ('3&F	 (3F	 	 							 	 	 	 	 	 	 	 	 B a s s e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a s s e i n 
 
 S T R _ I D _ E C _ B U R _ M A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a n d a l a y 	 f_R	 f_R	 !12@%"L	 M a n d a l a y 	 M a n d a l a y 	 M a n d a l a y 	 0=40;09	 M a n d a l a y 	 E'F/'D'J	 M a n d a l a y 	 M a n d a l a y 	 M a n d a l a y 	 M a n d a l a y 	 M a n d a l a y 	 .	>		!	2	G		 	 	 	 M a n d a l a y 	 	 	 	 M a n d a l a y 	 	 	 M a n d a l a y 	 	 	 	 	 	 E'F/'D'	 EF'D	 	 										 	 	 	 	 	 	 	 	 M a n d a l a y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a n d a l a y 
 
 S T R _ I D _ E C _ B U R _ R A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R a n g o o n 	 NIQ	 NIQ	 "H28I	 R a n g  n   	 R a n g o o n 	 R a n g u n 	 /=3>=  (  0=3C=) 	 R a n g o o n 	 1'F:HHF	 R a n g u m 	 R a n g o o n 	 R a n g o o n 	 R a n g o o n 	 R a n g o o n 	 0			B	(		 	 	 	 J a n g o n 	 	 	 	 R a n g o o n 	 	 	 R a n g o o n 	 	 	 	 	 	 1'FHF	 1FHF	 	 								 	 	 	 	 	 	 	 	 R a n g o e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a n g u m 
 
 S T R _ I D _ E C _ C A M _ B A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a t d a m b a n g 	 _e	 l_g	 A1!A	 B a t d a m b a n g 	 B a t d a m b a n g 	 B a t d a m b a n g 	 0BB0<10=3	 B a t t a m b a n g 	 ('*/'E('F:	 B a t t a m b a n g 	 B a t d a m b a n g 	 B a t d a m b a n g 	 B a t d a m b a n g 	 B a t d a m b a n g 	 ,	>		M	!	H	.	,	>				 	 	 	 B a t d a m b a n g 	 	 	 	 B a t d a m b a n g 	 	 	 B a t d a m b a n g 	 	 	 	 	 	 ('*/'E('F	 ('yE  (F	 	 										 	 	 	 	 	 	 	 	 B a t d a m b a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a t d a m b a n g 
 
 S T R _ I D _ E C _ C A M _ K A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a m p o n g   C h a m 	 x[n	 x[nw	 1!  
1!	 K a m p o n g   C h a m 	 K a m p o n g   C h a m 	 K a m p o n g   C h a m 	 0<?>=3BO<	 K a m p o n g   C h a m 	 C'E(HF:  *4'E	 K a m p o n g   C h a m 	 K a m p o n g   C h a m 	 K a m p o n g   C h a m 	 K a m p o n g   C h a m 	 K a m p o n g   C h a m 	 	H	.	M	*	K		  	>	.		 	 	 	 K a m p o n g   C h a m 	 	 	 	 K a m p o n g   C h a m 	 	 	 K a m p o n g   C h a m 	 	 	   ' 	 	 	 'E~HF  'E	 E~HF  E	 	 													 	 	 	 	 	 	 	 	 K a m p o n g   C h a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a m p o n g   C h a m 
 
 S T R _ I D _ E C _ C A M _ P H N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P h n o m   P e n h 	 ё	 ё	 !@
	 P h n o m   P e n h 	 P h n o m   P e n h 	 P h n o m   P e n h 	 =><?5=L	 P h n o m   P e n h 	 (FHE  (JFG	 P h n o m   P e n h 	 P h n o m   P e n h 	 P h n o m   P e n h 	 P h n o m   P e n h 	 P h n o m   P e n h 	 +	M	(	K	.	  *	G	(	M	9		 	 	 	 P h n o m   P e n h 	 	 	 	 P h n o m   P e n h 	 	 	 P h n o m   P e n h 	 	 	   	 	 	 ~FHE  ~F	 AFE  ~F	 	 						 	 	 	 	 	 	 	 	 P h n o m   P e n h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P h n o m   P e n h 
 
 S T R _ I D _ E C _ C M E _ B A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a m e n d a 	 ]T	 ]蕾	 2@!2	 B a m e n d a 	 B a m e n d a 	 B a m e n d a 	 0<5=40	 B a m e n d a 	 ('EF/'	 B a m e n d a 	 B a m e n d a 	 B a m e n d a 	 B a m e n d a 	 B a m e n d a 	 ,	>	.	G		!	>		 	 	 	 B a m e n d a 	 	 	 	 B a m e n d a 	 	 	 B a m e n d a 	 	 	 	 	 	 ('EF/'	 ('EF'	 	 								 	 	 	 	 	 	 	 	 B a m e n d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a m e n d a 
 
 S T R _ I D _ E C _ C M E _ D O U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D o u a l a 	 \g?b	 \g?b	 9-2%2	 D o u a l a 	 D o u a l a 	 D o u a l a 	 C0;0	 D o u a l a 	 /H'D'	 D o u a l a 	 D o u a l a 	 D o u a l a 	 D o u a l a 	 D o u a l a 	 &	L		2	>		 	 	 	 D o u a l a 	 	 	 	 D o u a l a 	 	 	 D o u a l a 	 	 	 	 	 	 /H'D'	 H'D'	 	 							 	 	 	 	 	 	 	 	 D o u a l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o u a l a 
 
 S T R _ I D _ E C _ C M E _ Y A O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Y a o u n d e 	 Ni`_	 Ŗ)n_	 "-@	 Y a o u n d e 	 Y a o u n d  	 Y a o u n d e 	 /C=45	 Y a o u n d e 	 J'HF/J	 Y a o u n d e 	 Y a o u n d e 	 Y a o u n d e 	 Y a o u n d e 	 Y a o u n d e 	 /	>			!	G		 	 	 	 Y a o u n d e 	 	 	 	 Y a o u n d e 	 	 	 Y a o u n d e 	 	 	 	 	 	 '&HF/G	 H'F	 	 										 	 	 	 	 	 	 	 	 Y a o u n d  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y a o u n d e 
 
 S T R _ I D _ E C _ C A N _ E D M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 E d m o n t o n 	 ~_	 W_	 @-!-1	 E d m o n t o n 	 E d m o n t o n 	 E d m o n t o n 	 -4<>=B>=	 E d m o n t o n 	 %J/EHF*HF	 E d m o n t o n 	 E d m o n t o n 	 E d m o n t o n 	 E d m o n t o n 	 E d m o n t o n 	 	!	.	I	(	M		I	(		 	 	 	 E d m o n t o n 	 	 	 	 E d m o n t o n 	 	 	 E d m o n t o n 	 	 	 	 	 	 '/EHF*HF	 'EFyF	 	 							 	 	 	 	 	 	 	 	 E d m o n t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d m o n t o n 
 
 S T R _ I D _ E C _ C A N _ H A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a m i l t o n 	 "os|>r	 T[\	 .2!4%1	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 0<8;LB>=	 H a m i l t o n 	 G'EJD*HF	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 9	H	.	?	2	M		I	(		 	 	 	 H a m i l t o n 	 	 	 	 H a m i l t o n 	 	 	 H a m i l t o n 	 	 	 	 	 	 GED*HF	 EDyF	 	 										 	 	 	 	 	 	 	 	 H a m i l t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a m i l t o n 
 
 S T R _ I D _ E C _ C A N _ M O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o n t r e a l 	 yrAZ	 yr)R\	 !-#5-1%	 M o n t r e a l 	 M o n t r  a l 	 M o n t r e a l 	 >=@50;L	 M o n t r e a l 	 EHF*1J'D	 M o n t r e a l 	 M o n t r e a l 	 M o n t r e a l 	 M o n t r e a l 	 M o n t r e a l 	 .	>			M	0	?	/	2		 	 	 	 M o n t r e a l 	 	 	 	 M o n t r  a l 	 	 	 M o n t r e a l 	 	 	 	 	 	 EHF*1"D	 EHFy1'D	 	 											 	 	 	 	 	 	 	 	 M o n t r e a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o n t r e a l 
 
 S T R _ I D _ E C _ C A N _ O T T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O t t a w a 	 %n*Y	 %n*YNS	 --2'2	 O t t a w a 	 O t t a w a 	 O t t a w a 	 BB020	 O t t a w a 	 #H*'H'	 O t a v a 	 O t t a w a 	 O t t a w a 	 O t t a w a 	 O t t a w a 	 		>	5	>		 	 	 	 O t t a w a 	 	 	 	 O t t a w a 	 	 	 O t t a w a 	 	 	 	 	 	 'H*'H'	 'Hy'H'	 	 						 	 	 	 	 	 	 	 	 O t t a w a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O t t a w a 
 
 S T R _ I D _ E C _ C A N _ Q U E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Q u e b e c 	 ASKQ	 ASKQ	 '4@	 Q u  b e c 	 Q u  b e c 	 Q u e b e c 	 2515:	 Q u e b e c 	 CJ(JC	 Q u e b e c 	 Q u e b e c 	 Q u e b e c 	 Q u e b e c 	 Q u e b e c 	 	M	/	B	,	G			 	 	 	 Q u e b e c 	 	 	 	 Q u  b e c 	 	 	 Q u e b e c 	 	 	 	 	 	 (	 H(	 	 							 	 	 	 	 	 	 	 	 Q u e b e c 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u e b e c 
 
 S T R _ I D _ E C _ C A N _ T O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T o r o n t o 	 Y+PY	 Y&OY	 B#-BI	 T o r o n t o 	 T o r o n t o 	 T o r o n t o 	 ">@>=B>	 T o r o n t o 	 *H1F*H	 T o r o n t o 	 T o r o n t o 	 T o r o n t o 	 T o r o n t o 	 T o r o n t o 	 	K	0	K			K		 	 	 	 T o r o n t o 	 	 	 	 T o r o n t o 	 	 	 T o r o n t o 	 	 	 	 	 	 *H1F*H	 yH1FyH	 	 									 	 	 	 	 	 	 	 	 T o r o n t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o r o n t o 
 
 S T R _ I D _ E C _ C A N _ V A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V a n c o u v e r 	 nT	 ^_\	 A'9@'-#L	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 0=:C25@	 V a n c o u v e r 	 A'FCHA1	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 V a n c o u v e r 	 5	H	(		B	5	0		 	 	 	 V a n c o u v e r 	 	 	 	 V a n c o u v e r 	 	 	 V a n c o u v e r 	 	 	 	 	 	 HFCHH1	 HFH&1	 	 									 	 	 	 	 	 	 	 	 V a n c o u v e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a n c o u v e r 
 
 S T R _ I D _ E C _ C A N _ W I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 W i n n i p e g 	 n<\/O	 )n<\/OVn	 '44@J	 W i n n i p e g 	 W i n n i p e g 	 W i n n i p e g 	 8==8?53	 W i n n i p e g 	 HJF(J:  	 W i n n i p e g 	 W i n n i p e g 	 W i n n i p e g 	 W i n n i p e g 	 W i n n i p e g 	 5	?	(	@	*	G			 	 	 	 W i n n i p e g 	 	 	 	 W i n n i p e g 	 	 	 W i n n i p e g 	 	 	 	 	 	 HF~	 HF  ~	 	 								 	 	 	 	 	 	 	 	 W i n n i p e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W i n n i p e g 
 
 S T R _ I D _ E C _ C H A _ A B E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A b e c h e 	 ?Gk	 ?Gk	 -0@
	 A b e c h e 	 A b  c h  	 A b e c h e 	 15H5	 A b e c h e 	 #(J4J	 A b  c h  	 A b e c h e 	 A b e c h e 	 A b e c h e 	 A b e c h e 	 	,	@		G		 	 	 	 A b e c h e 	 	 	 	 A b e c h e 	 	 	 A b e c h e 	 	 	 ' 	 	 	 "(G  G	 '(	 	 									 	 	 	 	 	 	 	 	 A b  c h  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b e c h e 
 
 S T R _ I D _ E C _ C H A _ D O B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D o b a 	 Y]	 Y]	 B2	 D o b a 	 D o b a 	 D o b a 	 >10	 D o b a 	 /H('	 D o b a 	 D o b a 	 D o b a 	 D o b a 	 D o b a 	 !	K	,	>		 	 	 	 D o b a 	 	 	 	 D o b a 	 	 	 D o b a 	 	 	 	 	 	 /H('	 H('	 	 					 	 	 	 	 	 	 	 	 D o b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o b a 
 
 S T R _ I D _ E C _ C H A _ K E L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K e l o 	 vQj	 vQPN	 @B%	 K e l o 	 K  l o 	 K e l o 	 5;>	 K e l o 	 CPDH	 K  l o 	 K e l o 	 K e l o 	 K e l o 	 K e l o 	 	G	2	K		 	 	 	 K e l o 	 	 	 	 K e l o 	 	 	 K e l o 	 	 	 	 	 	 DH	 DH	 	 					 	 	 	 	 	 	 	 	 K e l o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K e l o 
 
 S T R _ I D _ E C _ C H A _ K O U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K o u m r a 	 \Qg	 ^Yb	 9!#2	 K o u m r a 	 K o u m r a 	 K o u m r a 	 C<@0	 K o u m r a 	 CHE1'	 K o u m r a 	 K o u m r a 	 K o u m r a 	 K o u m r a 	 K o u m r a 	 	L	.	M	0	>		 	 	 	 K o u m r a 	 	 	 	 K o u m r a 	 	 	 K o u m r a 	 	 	 	 	 	 HE1'	 HE1'	 	 						 	 	 	 	 	 	 	 	 K o u m r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K o u m r a 
 
 S T R _ I D _ E C _ C H A _ L A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L a i 	 
O	 b
O	 D%	 L a i 	 L a  	 L a i 	 59	 L a i 	 D'J	 L a i 	 L a i 	 L a i 	 L a i 	 L a i 	 2	>			 	 	 	 L a i 	 	 	 	 L a i 	 	 	 L a i 	 	 	 	 	 	 D'	 D'&	 	 				 	 	 	 	 	 	 	 	 L a i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a i 
 
 S T R _ I D _ E C _ C H A _ M O U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o u n d o u 	 \g	 \g	 !2'9	 M o u n d o u 	 M o u n d o u 	 M o u n d o u 	 C=4C	 M o u n d o u 	 EHF/H	 M o u n d o u 	 M o u n d o u 	 M o u n d o u 	 M o u n d o u 	 M o u n d o u 	 .	L		!	L		 	 	 	 M o u n d o u 	 	 	 	 M o u n d o u 	 	 	 M o u n d o u 	 	 	 	 	 	 EHF/H	 EHFH	 	 							 	 	 	 	 	 	 	 	 M o u n d o u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o u n d o u 
 
 S T R _ I D _ E C _ C H I _ A R C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A r i c a 	 ?̑aS	 ?̑aS	 -#42	 A r i c a 	 A r i c a 	 A r i c a 	 @8:0	 A r i c a 	 #1JC'	 A r i c a 	 A r i c a 	 A r i c a 	 A r i c a 	 A r i c a 	 	0	?		>		 	 	 	 A r i c a 	 	 	 	 A r i c a 	 	 	 A r i c a 	 	 	 	 	 	 "1'	 '1'	 	 						 	 	 	 	 	 	 	 	 A r i c a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r i c a 
 
 S T R _ I D _ E C _ C H I _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h i l l a n 	 GY^	 GY^	 
4%%1	 C h i l l  n   	 C h i l l a n 	 C h i l l a n 	 '8;LO=	 C h i l l a n 	 *4JD'F	 C h i l l  n 	 C h i l l a n 	 C h i l l a n 	 C h i l l a n 	 C h i l l a n 	 	?	2	M	2	>	(		 	 	 	 C h i l l a n 	 	 	 	 C h i l l a n 	 	 	 C h i l l a n 	 	 	 ' 	 	 	 'F	 D'F	 	 						 	 	 	 	 	 	 	 	 C h i l l  n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i l l a n 
 
 S T R _ I D _ E C _ C H I _ S A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n t i a g o 	 V0WYrT	 #W0WNT	 24-2BI	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 !0=BLO3>	 S a n t i a g o 	 3'F*J':H	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 8	G		?			K		 	 	 	 S a n t i a g o 	 	 	 	 S a n t i a g o 	 	 	 S a n t i a g o 	 	 	 	 	 	 3'F*J'H	 3Fy'H	 	 												 	 	 	 	 	 	 	 	 S a n t i a g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n t i a g o 
 
 S T R _ I D _ E C _ C H N _ B E I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e i j i n g 	 SN	 SN	 14H	 P e k  n 	 P  k i n 	 B e i j i n g 	 5:8=	 P e c h i n o 	 (CJF	 P e q u i m 	 P e k i n 	 B c   K i n h 	 B e i j i n g 	 B e i j i n g 	 ,	@		?				 	 	 	 P e k i n g 	 	 	 	 B e i j i n g 	 	 	 B e i j i n g 	 	 	 ' 	 	 	 ~CF	 (,F	 	 							 	 	 	 	 	 	 	 	 B e i j i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e q u i m 
 
 S T R _ I D _ E C _ C H N _ C H E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h e n g d u 	 b	 b	 @
9	 C h e n g d u 	 C h e n g d u 	 C h e n g d u 	 'M=4C	 C h e n g d u 	 4JF:/H	 C h e n g d u 	 C h e n g d u 	 C h e n g d u 	 C h e n g d u 	 C h e n g d u 	 	G			M	&	B		 	 	 	 C h e n g d u 	 	 	 	 C h e n g d u 	 	 	 C h e n g d u 	 	 	 ' 	 	 	 F/H	 FH	 	 						 	 	 	 	 	 	 	 	 C h e n g d u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h e n g d u 
 
 S T R _ I D _ E C _ C H N _ H A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a e r b i n 	 T>ro	 T\n	 .2#L4	 H a r b i n 	 H a r b i n 	 H a r b i n 	 %0@18=	 H a e r b i n 	 G'1(JF	 H a r b i n 	 H a e r b i n 	 H a e r b i n 	 H a e r b i n 	 H a e r b i n 	 9	G	/	0	,	?	(		 	 	 	 H a e r b i n 	 	 	 	 H a e r b i n 	 	 	 H a e r b i n 	 	 	 	 	 	 G'1(F	 '1(F	 	 							 	 	 	 	 	 	 	 	 H a r b i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a e r b i n 
 
 S T R _ I D _ E C _ C H N _ N A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a n j i n g 	 WSN	 WSN	 24	 N a n j i n g 	 N a n k i n 	 N a n j i n g 	 0=:8=	 N a n c h i n o 	 F'F,JF:	 N a n j i n g 	 N a n j i n g 	 N a n j i n g 	 N a n j i n g 	 N a n j i n g 	 (	>	(	M		?				 	 	 	 N a n k i n g 	 	 	 	 N a n k i n g 	 	 	 N a n j i n g 	 	 	 ' 	 	 	 F'F,F	 F'F,F	 	 							 	 	 	 	 	 	 	 	 N a n j i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a n j i n g 
 
 S T R _ I D _ E C _ C H N _ S H A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S h a n g h a i 	 
Nwm	 
Nwm	 @5H"D.I	 S h a n g h a i 	 S h a n g h a i 	 S h a n g h a i 	 (0=E09	 S h a n g h a i 	 4F:G'J	 X a n g a i 	 S h a n g h a i 	 T h n g   H i 	 S h a n g h a i 	 S h a n g h a i 	 6			>			 	 	 	 S a n g h a j 	 	 	 	 S j a n g h a i 	 	 	 S h a n g h a i 	 	 	 	 	 	 4'FG'	 4F'&	 	 							 	 	 	 	 	 	 	 	 S j a n g h a i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 X a n g a i 
 
 S T R _ I D _ E C _ C H N _ S H E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S h e n y a n g 	 p}	 l3	 @
"2	 S h e n y a n g 	 S h e n y a n g 	 S h e n y a n g 	 (M=LO=	 S h e n y a n g 	 4JF:J'F:	 S h e n y a n g 	 S h e n y a n g 	 S h e n y a n g 	 S h e n y a n g 	 S h e n y a n g 	 6	G	(	M	/	>				 	 	 	 S e n j a n g 	 	 	 	 S h e n y a n g 	 	 	 S h e n y a n g 	 	 	 	 	 	 4F'F	 4FF	 	 								 	 	 	 	 	 	 	 	 S h e n y a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h e n y a n g 
 
 S T R _ I D _ E C _ C O L _ B A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a r r a n q u i l l a 	 ]-WN	 ]pQW)RN	 2#L#1'4%2	 B a r r a n q u i l l a 	 B a r r a n q u i l l a 	 B a r r a n q u i l l a 	 0@@0=:8;LO	 B a r r a n q u i l l a 	 ('1'FCJD'	 B a r r a n q u i l l a 	 B a r r a n q u i l l a 	 B a r r a n q u i l l a 	 B a r r a n q u i l l a 	 B a r r a n q u i l l a 	 ,	>	0	(		?	2	>		 	 	 	 B a r r a n q u i l l a 	 	 	 	 B a r r a n q u i l l a 	 	 	 B a r r a n q u i l l a 	 	 	 	 	 	 ('1'FH&D'	 ('1FHD'	 	 											 	 	 	 	 	 	 	 	 B a r r a n q u i l l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r r a n q u i l l a 
 
 S T R _ I D _ E C _ C O L _ B O G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B o g o t a   D . E . 	 lT'Y	 lT'Y	 BBI2  5. -5. 	 B o g o t    D . E . 	 B o g o t a 	 B o g o t a   D . E . 	 >3>B0	 B o g o t    D . E . 	 (H:H*'  /J  %J	 B o g o t    D . E . 	 B o g o t a   D . E . 	 B o g o t a   D . E . 	 B o g o t a   D . E . 	 B o g o t a   D . E . 	 ,	K		>		>	  D . E . 	 	 	 	 B o g o t a   D . E . 	 	 	 	 B o g o t    D . E . 	 	 	 B o g o t a   D . E . 	 	 	   D . E . 	 	 	 (HH*'	 (HHy'. D . E 	 	 						  		. 	. 	 	 	 	 	 	 	 	 	 B o g o t  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B o g o t  
 
 S T R _ I D _ E C _ C O L _ C U C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C u c u t a 	 ^^TX	 ^^TX	 94'2	 C  c u t a 	 C  c u t a 	 C u c u t a 	 C:CB0	 C a l c u t t a 	 CJHCH*'	 C  c u t a 	 C u c u t a 	 C u c u t a 	 C u c u t a 	 C u c u t a 	 	M	/	B		M	/	B		>		 	 	 	 C u c u t a 	 	 	 	 C u c u t a 	 	 	 C u c u t a 	 	 	 	 	 	 HH*'	 Hy'	 	 							 	 	 	 	 	 	 	 	 C  c u t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  c u t a 
 
 S T R _ I D _ E C _ C O L _ I B A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I b a g u e 	 
Ot<h	 
Ot<h	 -424'	 I b a g u e 	 I b a g u  	 I b a g u e 	 1035	 I b a g u e 	 %J(':	 I b a g u  	 I b a g u e 	 I b a g u e 	 I b a g u e 	 I b a g u e 	 		,	G			 	 	 	 I b a g u e 	 	 	 	 I b a g u e 	 	 	 I b a g u e 	 	 	 	 	 	 '('G	 '(',H	 	 					 	 	 	 	 	 	 	 	 I b a g u  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I b a g u e 
 
 S T R _ I D _ E C _ C O L _ P E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P e r e i r a 	 iOb	 iOb	 @@#2#2	 P e r e i r a 	 P e r e i r a 	 P e r e i r a 	 5@59@0	 P e r e i r a 	 (J1J1'	 P e r e i r a 	 P e r e i r a 	 P e r e i r a 	 P e r e i r a 	 P e r e i r a 	 *	G	0	?	/	>	0	>		 	 	 	 P e r e i r a 	 	 	 	 P e r e i r a 	 	 	 P e r e i r a 	 	 	 	 	 	 ~11G	 ~11'	 	 								 	 	 	 	 	 	 	 	 P e r e i r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r e i r a 
 
 S T R _ I D _ E C _ C O N _ B R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r a z z a v i l l e 	 ^b^	 ^bNb~	 #2*2'4%%L	 B r a z z a v i l l e 	 B r a z z a v i l l e 	 B r a z z a v i l l e 	 @077028;L	 B r a z z a v i l l e 	 (1'2'AJD	 B r a z z a v i l l e 	 B r a z z a v i l l e 	 B r a z z a v i l l e 	 B r a z z a v i l l e 	 B r a z z a v i l l e 	 ,	M	0	>		<	>	5	?	2	G		 	 	 	 B r a z z a v i l l e 	 	 	 	 B r a z z a v i l l e 	 	 	 B r a z z a v i l l e 	 	 	 	 	 	 (1'2'HD	 (1'2'HD	 	 										 	 	 	 	 	 	 	 	 B r a z z a v i l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r a z z a v i l l e 
 
 S T R _ I D _ E C _ C O N _ L O U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L o u b o m o 	 vZS	 bSZS	 %9BB!	 L o u b o m o 	 L o u b o m o 	 L o u b o m o 	 C1><>	 L o u b o m o 	 DH(HEH	 L o u b o m o 	 L o u b o m o 	 L o u b o m o 	 L o u b o m o 	 L o u b o m o 	 2	L	,	K	.	K		 	 	 	 L o u b o m o 	 	 	 	 L o u b o m o 	 	 	 L o u b o m o 	 	 	 	 	 	 DH(HEH	 DH(HEH	 	 							 	 	 	 	 	 	 	 	 L o u b o m o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o u b o m o 
 
 S T R _ I D _ E C _ C O N _ Q U I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Q u i m p a n z a 	 1gW	 1gW	 '4!A2	 Q u i m p a n z a 	 Q u i m p a n z a 	 Q u i m p a n z a 	 Q u i m p a n z a 	 Q u i m p a n z a 	 CHJE('F2'	 Q u i m p a n z a 	 Q u i m p a n z a 	 Q u i m p a n z a 	 Q u i m p a n z a 	 Q u i m p a n z a 	 	M	5	?	.	M	*	>			<	>		 	 	 	 Q u i m p a n z a 	 	 	 	 Q u i m p a n z a 	 	 	 Q u i m p a n z a 	 	 	 	 	 	 H&E~'F2'	 HE~F'	 	 											 	 	 	 	 	 	 	 	 Q u i m p a n z a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u i m p a n z a 
 
 S T R _ I D _ E C _ C O S _ C A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a r t a g o 	 aSTXb	 aSTXb	 2#L2B	 C a r t a g o 	 C a r t a g o 	 C a r t a g o 	 0@B03>	 C a r t a g o 	 C'1*':H	 C a r t a g o 	 C a r t a g o 	 C a r t a g o 	 C a r t a g o 	 C a r t a g o 	 	>	0	M		>		K		 	 	 	 C a r t a g o 	 	 	 	 C a r t a g o 	 	 	 C a r t a g o 	 	 	 	 	 	 '1*'H	 '1yH	 	 								 	 	 	 	 	 	 	 	 K a r t a g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r t a g o 
 
 S T R _ I D _ E C _ C O S _ H E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H e r e d i a 	 wrN	 WꏚN	 @.@#@5"	 H e r e d i a 	 H e r e d i a 	 H e r e d i a 	 5@548O	 H e r e d i a 	 GJ1J/J'	 H e r e d i a 	 H e r e d i a 	 H e r e d i a 	 H e r e d i a 	 H e r e d i a 	 9	@	/	0	!	?	/	>		 	 	 	 H e r e d i a 	 	 	 	 H e r e d i a 	 	 	 H e r e d i a 	 	 	 	 	 	 G1/'	 1'	 	 									 	 	 	 	 	 	 	 	 H e r e d i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H e r e d i a 
 
 S T R _ I D _ E C _ C O S _ L I M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i m o n 	 )R	 )R	 %4!-	 L i m  n 	 L i m o n 	 L i m o n 	 8<>=	 L i m o n 	 DJEHF	 L i m o n 	 L i m o n 	 L i m o n 	 L i m o n 	 L i m o n 	 2	?	.	I	(		 	 	 	 L i m o n 	 	 	 	 L i m o n 	 	 	 L i m o n 	 	 	 	 	 	 DEHF	 DEF	 	 					 	 	 	 	 	 	 	 	 L i m o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i m o n 
 
 S T R _ I D _ E C _ C R O _ O S I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O s i j e k 	 gY6KQ	 eY6KQ	 B-*4@G	 O s i j e k 	 O s i j e k 	 O s i j e k 	 A85:	 O s i j e k 	 #H3J,JC	 O s i j e k 	 O s i j e k 	 O s i j e k 	 O s i j e k 	 O s i j e k 	 	8	?		G			 	 	 	 O s i j e k 	 	 	 	 O s i j e k 	 	 	 O s i j e k 	 	 	 	 	 	 'H3  	 'H3  ,	 	 							 	 	 	 	 	 	 	 	 O s i j e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O s i j e k 
 
 S T R _ I D _ E C _ C R O _ R I J 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R i j e k a 	 ̑6aS	 ̑6aS	 #4@2	 R i j e k a 	 R i j e k a 	 R i j e k a 	  85:0	 R i j e k a 	 1J,JC'	 R i j e k a 	 R i j e k a 	 R i j e k a 	 R i j e k a 	 R i j e k a 	 0	?		G		>		 	 	 	 R i j e k a 	 	 	 	 R i j e k a 	 	 	 R i j e k a 	 	 	 	 	 	 1  '	 1,'	 	 							 	 	 	 	 	 	 	 	 R i j e k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R i j e k a 
 
 S T R _ I D _ E C _ C R O _ S P L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S p l i t 	 enf)Ryr	 enf)Ryr	 *%4	 S p l i t 	 S p l i t 	 S p l i t 	 !?;8B	 S p l i t 	 3(DJ*	 S p l i t 	 S p l i t 	 S p l i t 	 B a g i 	 S p l i t 	 8	M	*	M	2	?			 	 	 	 S p l i t 	 	 	 	 S p l i t 	 	 	 S p l i t 	 	 	 	 	 	 '3~D*	 '3~Dy	 	 								 	 	 	 	 	 	 	 	 S p l i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S p l i t 
 
 S T R _ I D _ E C _ C R O _ Z A G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Z a g r e b 	 <hR^	 (<hR^	 2@#G	 Z a g r e b 	 Z a g r e b 	 Z a g r e b 	 03@51	 Z a g a b r i a 	 2:1(	 Z a g r e b 	 Z a g r e b 	 Z a g r e b 	 Z a g r e b 	 Z a g r e b 	 	<	>		M	0	G	,		 	 	 	 Z  g r  b 	 	 	 	 Z a g r e b 	 	 	 Z a g r e b 	 	 	 	 	 	 2'1(	 2:1(	 	 							 	 	 	 	 	 	 	 	 Z a g r e b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z a g r e b 
 
 S T R _ I D _ E C _ C U B _ C A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a m a g u e y 	 aSjt-W	 aSl-W	 2!2'"	 C a m a g  e y 	 C a m a g u e y 	 C a m a g u e y 	 0<03CM9	 C a m a g u e y 	 C'E':HJ	 C a m a g u e y 	 C a m a g u e y 	 C a m a g u e y 	 C a m a g u e y 	 C a m a g u e y 	 	>	.	>		A			 	 	 	 C a m a g u e y 	 	 	 	 C a m a g u e y 	 	 	 C a m a g u e y 	 	 	 	 	 	 'E'H'	 'E'  H	 	 											 	 	 	 	 	 	 	 	 C a m a g  e y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m a g u e y 
 
 S T R _ I D _ E C _ C U B _ G U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u a n t a n a m o 	 ܕTXid	 sQTXid	 '22B!	 G u a n t  n a m o 	 G u a n t a n a m o 	 G u a n t a n a m o 	 C0=B0=0<>	 G u a n t a n a m o 	 :H'F*'F'EH	 G u a n t  n a m o 	 G u a n t a n a m o 	 G u a n t a n a m o 	 G u a n t a n a m o 	 G u a n t a n a m o 	 	A				>	(	>	.	K		 	 	 	 G u a n t a n a m o 	 	 	 	 G u a n t  n a m o 	 	 	 G u a n t a n a m o 	 	 	 	 	 	 H'F*'F'EH	 'Fy'F'E'	 	 												 	 	 	 	 	 	 	 	 G u a n t a n a m o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u a n t  n a m o 
 
 S T R _ I D _ E C _ C U B _ H A V 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a v a n a 	 Tt	 Tt	 .2'2H2	 H a b a n a 	 L a   H a v a n e 	 H a v a n a 	 020=0	 L ' A v a n a 	 G'A'F'	 H a v a n a 	 H a v a n a 	 H a v a n a 	 H a v a n a 	 H a v a n a 	 9	5	>	(	>		 	 	 	 H a v a n n a 	 	 	 	 H a v a n a 	 	 	 H a v a n a 	 	 	 	 	 	 G'H'F'	 H'F'	 	 							 	 	 	 	 	 	 	 	 H a v a n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a v a n a 
 
 S T R _ I D _ E C _ C U B _ H O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H o l g u i n 	 Pk>r9h	 eY\ё	 B.%'4	 H o l g u  n   	 H o l g u  n 	 H o l g u i n 	 ;K9=	 H o l g u i n 	 GHD:HJF	 H o l g u  n 	 H o l g u i n 	 H o l g u i n 	 H o l g u i n 	 H o l g u i n 	 9	K	2		A		(		 	 	 	 H o l g u i n 	 	 	 	 H o l g u i n 	 	 	 H o l g u i n 	 	 	 	 	 	 GHDF	 DHE	 	 							 	 	 	 	 	 	 	 	 H o l g u i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o l g u i n 
 
 S T R _ I D _ E C _ C U B _ M A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a t a n z a s 	 jtTXe	 lfW(e	 !212*	 M a t a n z a s 	 M a t a n z a s 	 M a t a n z a s 	 0B0=A0A	 M a t a n z a s 	 E'*'F2'3	 M a t a n z a s 	 M a t a n z a s 	 M a t a n z a s 	 M a t a n z a s 	 M a t a n z a s 	 .	>		>			<	>	8		 	 	 	 M a t a n z a s 	 	 	 	 M a t a n z a s 	 	 	 M a t a n z a s 	 	 	 	 	 	 E*'F2'3	 Ey'F23	 	 									 	 	 	 	 	 	 	 	 M a t a n z a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a t a n z a s 
 
 S T R _ I D _ E C _ C Y P _ N I C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N i c o s i a 	 <\SN	 <\yN	 4B@5"	 N i c o s i a 	 N i c o s i e 	 N i c o s i a 	 8:>A8O	 N i c o s i a 	 FJBH3J'	 N i c  s i a 	 N i c o s i a 	 N i c o s i a 	 N i c o s i a 	 N i c o s i a 	 (	?		K	8	?	/	>		 	 	 	 N i c o s i a 	 	 	 	 N i c o s i a 	 	 	 N i c o s i a 	 	 	 	 	 	 FH2'	 FH3'	 	 										 	 	 	 	 	 	 	 	 N i k o s i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N i c  s i a 
 
 S T R _ I D _ E C _ C Z E _ B R N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r n o 	 ^>r	 ^\	 #B	 B r n o 	 B r n o 	 B r  n n 	 @=>	 B r n o 	 (1FH	 B r n o 	 B r n o 	 B r n o 	 B r n o 	 B r n o 	 ,	M	0	(	K		 	 	 	 B r n o 	 	 	 	 B r n o 	 	 	 B r n o 	 	 	 	 	 	 (1FH	 (1FH	 	 					 	 	 	 	 	 	 	 	 B r n o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r n o 
 
 S T R _ I D _ E C _ C Z E _ O S T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O s t r a v a 	 gYeyrb	 OeyrbS	 --#2'H2	 O s t r a v a 	 O s t r a v a 	 O s t r a v a 	 AB@020	 O s t r a v a 	 #H3*1'A'	 O s t r a v a 	 O s t r a v a 	 O s t r a v a 	 O s t r a v a 	 O s t r a v a 	 	8	M		M	0	>	5	>		 	 	 	 O s t r a v a 	 	 	 	 O s t r a v a 	 	 	 O s t r a v a 	 	 	 	 	 	 'H3*1'H'	 "3y1'H'	 	 										 	 	 	 	 	 	 	 	 O s t r a v a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O s t r a v a 
 
 S T R _ I D _ E C _ C Z E _ P L Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P l z e n 	 v>rh	 k\h	 %@	 P l z e n 	 P i l s e n 	 P i l s e n 	 ;L75=L	 P l z e n 	 (D2F	 P l z e n 	 P l z e n 	 P l z e n 	 P l z e n 	 P l z e n 	 *	M	2	M		<	G	(		 	 	 	 P l z e n 	 	 	 	 P l z e n 	 	 	 P l z e n 	 	 	 	 	 	 ~D2F	 ~D2F	 	 					 	 	 	 	 	 	 	 	 P l z e  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P l z e n 
 
 S T R _ I D _ E C _ C Z E _ P R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P r a g u e 	 ^b<h	 ^b<h	 #2	 P r a g a 	 P r a g u e 	 P r a g 	 @030	 P r a g a 	 (1':	 P r a g a 	 P r a g 	 P r a g u e 	 P r a g u e 	 P r a g u e 	 *	M	0	>			 	 	 	 P r  g a 	 	 	 	 P r a a g 	 	 	 P r a g a 	 	 	 	 	 	 ~1'	 ~1H	 	 						 	 	 	 	 	 	 	 	 P r a a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r a g a 
 
 S T R _ I D _ E C _ D E N _ C O P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C o p e n h a g e n 	 T,gT9h	 T,gT9h	 B@@.@I	 C o p e n h a g e 	 C o p e n h a g u e 	 K o p e n h a g e n 	 >?5=3035=	 C o p e n a g h e n 	 CH(FG':F	 C o p e n h a g a 	 K o p e n h a g 	 C o p e n h a g e n 	 C o p e n h a g e n 	 C o p e n h a g e n 	 	K	*	G	(	9	G		(		 	 	 	 K o p p e n h  g a 	 	 	 	 K o p e n h a g e n 	 	 	 C o p e n h a g a 	 	 	 	 	 	 C~FG'	 H~F  F	 	 											 	 	 	 	 	 	 	 	 K o p e n h a g e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p e n h a g u e 
 
 S T R _ I D _ E C _ D R P _ L A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L a   R o m a n a 	 b	 b	 %2  B#!22	 L a   R o m a n a 	 L a   R o m a n a 	 L a   R o m a n a 	 0   ><0=0	 L a   R o m a n a 	 D'  1HE'F'	 L a   R o m a n a 	 L a   R o m a n a 	 L a   R o m a n a 	 L a   R o m a n a 	 L a   R o m a n a 	 2	>	  0	K	.	>	(	>		 	 	 	 L a   R o m a n a 	 	 	 	 L a   R o m a n a 	 	 	 L a   R o m a n a 	 	 	   	 	 	 D'  1HE'F'	 D'  1HE'F'	 	 		  							 	 	 	 	 	 	 	 	 L a   R o m a n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   R o m a n a 
 
 S T R _ I D _ E C _ D R P _ S A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n t i a g o 	 V0WYrT	 #W0WNT	 24-2BI	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 !0=BLO3>	 S a n t i a g o 	 3'F*J':H	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 S a n t i a g o 	 8	G			?		K		 	 	 	 S a n t i a g o 	 	 	 	 S a n t i a g o 	 	 	 S a n t i a g o 	 	 	 	 	 	 3'F*J'H	 3Fy'  H	 	 												 	 	 	 	 	 	 	 	 S a n t i a g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n t i a g o 
 
 S T R _ I D _ E C _ D R P _ S N D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n t o   D o m i n g o 	 VYfT	 #WYfT	 2B  B!4BI	 S a n t o   D o m i n g o 	 S a n t o   D o m i n g o 	 S a n t o   D o m i n g o 	 !0=B>- ><8=3>	 S a n t o   D o m i n g o 	 3'F*H  /HEJF:H	 S a n t o   D o m i n g o 	 S a n t o   D o m i n g o 	 S a n t o   D o m i n g o 	 S a n t o   D o m i n g o 	 S a n t o   D o m i n g o 	 8	G			K	  !	K	.	?			K		 	 	 	 S a n t o   D o m i n g o 	 	 	 	 S a n t o   D o m i n g o 	 	 	 S a n t o   D o m i n g o 	 	 	   	 	 	 3'F*'  /HEFH	 3FyH  HEFH	 	 						  								 	 	 	 	 	 	 	 	 S a n t o   D o m i n g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n t o   D o m i n g o 
 
 S T R _ I D _ E C _ E T M _ B A C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a c a u 	 ]	 ]KQLN	 2@J2	 B a c a u 	 B a c a u 	 B a c a u 	 0:MC	 B a c a u 	 ('C'H	 B a c a u 	 B a c a u 	 B a c a u 	 B a c a u 	 B a c a u 	 ,		>				 	 	 	 B a c a u 	 	 	 	 B a c a u 	 	 	 B a c a u 	 	 	 	 	 	 (''&H	 ('$	 	 						 	 	 	 	 	 	 	 	 B a c a u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a c a u 
 
 S T R _ I D _ E C _ E T M _ D I L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D i l i 	 ^R	 ^R	 4%4	 D i l i 	 D i l i 	 D i l i 	 8;8	 D i l i 	 /JDJ	 D i l i 	 D i l i 	 D i l i 	 D i l i 	 D i l i 	 !	?	2	@		 	 	 	 D i l i 	 	 	 	 D i l i 	 	 	 D i l i 	 	 	 	 	 	 /D	 D	 	 					 	 	 	 	 	 	 	 	 D i l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i l i 
 
 S T R _ I D _ E C _ E C U _ A M B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A m b a t o 	 []Xb	 []Xb	 A-!2B	 A m b a t o 	 A m b a t o 	 A m b a t o 	 <10B>	 A m b a t o 	 #E('*H	 A m b a t o 	 A m b a t o 	 A m b a t o 	 A m b a t o 	 A m b a t o 	 	.	M	,	H		K		 	 	 	 A m b a t o 	 	 	 	 A m b a t o 	 	 	 A m b a t o 	 	 	 	 	 	 "E('*H	 'E(yH	 	 								 	 	 	 	 	 	 	 	 A m b a t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A m b a t o 
 
 S T R _ I D _ E C _ E C U _ C U E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C u e n c a 	 faS	 faS	 4'@-G2	 C u e n c a 	 C u e n c a 	 C u e n c a 	 C5=:0	 C u e n c a 	 CHJFC'	 C u e n c a 	 C u e n c a 	 C u e n c a 	 C u e n c a 	 C u e n c a 	 	A		(	M		>		 	 	 	 C u e n c a 	 	 	 	 C u e n c a 	 	 	 C u e n c a 	 	 	 	 	 	 H&F'	 HF'	 	 									 	 	 	 	 	 	 	 	 C u e n c a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C u e n c a 
 
 S T R _ I D _ E C _ E C U _ E S M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 E s m e r a l d a s 	 ~ehbT	 Wehb	 @-*@!-#1%2*	 E s m e r a l d a s 	 E s m e r a l d a s 	 E s m e r a l d a s 	 -A<5@0;L40A	 E s m e r a l d a s 	 %J3E1'D/'2	 E s m e r a l d a s 	 E s m e r a l d a s 	 E s m e r a l d a s 	 E s m e r a l d a s 	 E s m e r a l d a s 	 	8	M	.	G	0	>	2	M	!	>	8		 	 	 	 E s m e r a l d a s 	 	 	 	 E s m e r a l d a s 	 	 	 E s m e r a l d a s 	 	 	 	 	 	 '3E1'D/'3	 '3E1D3	 	 											 	 	 	 	 	 	 	 	 E s m e r a l d a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s m e r a l d a s 
 
 S T R _ I D _ E C _ E C U _ G U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u a y a q u i l 	 `YW	 tNW\	 1'"2'4%	 G u a y a q u i l 	 G u a y a q u i l 	 G u a y a q u i l 	 C0O:8;L	 G u a y a q u i l 	 :H'J'CJD	 G u a y a q u i l 	 G u a y a q u i l 	 G u a y a q u i l 	 G u a y a q u i l 	 G u a y a q u i l 	 	A		/	>		M	5	?	2		 	 	 	 G u a y a q u i l 	 	 	 	 G u a y a q u i l 	 	 	 G u a y a q u i l 	 	 	 	 	 	 H''D	 H'HD	 	 								 	 	 	 	 	 	 	 	 G u a y a q u i l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u a y a q u i l 
 
 S T R _ I D _ E C _ E C U _ M A C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a c h a l a 	 gb	 lgb	 !2
2%H2	 M a c h a l a 	 M a c h a l a 	 M a c h a l a 	 0G0;0	 M a c h a l a 	 E'*4'D'	 M a c h a l a 	 M a c h a l a 	 M a c h a l a 	 M a c h a l a 	 M a c h a l a 	 .		>	2	>		 	 	 	 M a c h a l a 	 	 	 	 M a c h a l a 	 	 	 M a c h a l a 	 	 	 ' 	 	 	 E''D'	 E'D'	 	 							 	 	 	 	 	 	 	 	 M a c h a l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a c h a l a 
 
 S T R _ I D _ E C _ E C U _ M A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a n t a 	 fTX	 fTX	 !1I2	 M a n t a 	 M a n t a 	 M a n t a 	 0=B0	 M a n t a 	 E'F*'	 M a n t a 	 M a n t a 	 M a n t a 	 M a n t a 	 M a n t a 	 .	>	(	M		>		 	 	 	 M a n t a 	 	 	 	 M a n t a 	 	 	 M a n t a 	 	 	 	 	 	 E'F*'	 EFy'	 	 							 	 	 	 	 	 	 	 	 M a n t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a n t a 
 
 S T R _ I D _ E C _ E C U _ P O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P o r t o v i e j o 	 lXb}6
	 lXb~6
	 -#LBI'4BI	 P o r t o v i e j o 	 P o r t o v i e j o 	 P o r t o v i e j o 	 >@B>2L5E>	 P o r t o v i e j o 	 (H1*HAJ,H	 P o r t o v i e j o 	 P o r t o v i e j o 	 P o r t o v i e j o 	 P o r t o v i e j o 	 P o r t o v i e j o 	 *	K	0	M		K	5	@		K		 	 	 	 P o r t o v i e j o 	 	 	 	 P o r t o v i e j o 	 	 	 P o r t o v i e j o 	 	 	 	 	 	 ~H1*H  H'GH	 ~H1yHH,H	 	 														 	 	 	 	 	 	 	 	 P o r t o v i e j o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t o v i e j o 
 
 S T R _ I D _ E C _ E C U _ Q U I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Q u i t o 	 WY	 WY	 '4B	 Q u i t o 	 Q u i t o 	 Q u i t o 	 8B>	 Q u i t o 	 CHJ*H	 Q u i t o 	 Q u i t o 	 Q u i t o 	 Q u i t o 	 Q u i t o 	 	M	5	?		K		 	 	 	 Q u i t o 	 	 	 	 Q u i t o 	 	 	 Q u i t o 	 	 	 	 	 	 H&*H	 HyH	 	 							 	 	 	 	 	 	 	 	 Q u i t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u i t o 
 
 S T R _ I D _ E C _ E G Y _ A L E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A l e x a n d r i a 	 Nwkq\SS	 NSq\'Y	 -@%G2@#5"	 A l e j a n d r  a   	 A l e x a n d r i e 	 A l e x a n d r i a 	 ;5:A0=4@8O	 A l e s s a n d r i a 	 'D%3CF/1J)	 A l e x a n d r i a 	 0s k e n d e r i y e 	 A l e x a n d r i a 	 A l e x a n d r i a 	 A l e x a n d r i a 	 	2	G		M		G		!	M	0	?	/	>		 	 	 	 A l e x a n d r i a 	 	 	 	 A l e x a n d r i  	 	 	 A l e x a n d r i a 	 	 	 	 	 	 '3F/1G	 '3F/1	 	 															 	 	 	 	 	 	 	 	 A l e x a n d r i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l e x a n d r i a 
 
 S T R _ I D _ E C _ E G Y _ A S Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A s y u t 	 ~e$\yr	 ~e$\yr	 -1*"8	 A s y u t 	 A s s i o u t 	 A s y u t 	 ALNB	 A s y u t 	 #3JH7	 A s y u t 	 A s y u t 	 A s y u t 	 A s y u t 	 A s y u t 	 	8	M	/	A	$		 	 	 	 A s y u t 	 	 	 	 A s y u t 	 	 	 A s y u t 	 	 	 	 	 	 '3H7	 '3Hy	 	 							 	 	 	 	 	 	 	 	 A s y u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A s y u t 
 
 S T R _ I D _ E C _ E G Y _ C A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a i r o 	 	  _W	 DB#	 E l   C a i r o   	 L e   C a i r e 	 K a i r o 	 08@	 I l   C a i r o 	 'DB'G1)	 C a i r o 	 K a h i r e 	 C a i r o 	 K a i r o 	 C a i r o 	 	>		0	K		 	 	 	 K a i r  	 	 	 	 K a  r o 	 	 	 C a i r o 	 	 	 	 	 	 B'G1G	 B'1	 	 						 	 	 	 	 	 	 	 	 K a  r o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a i r o 
 
 S T R _ I D _ E C _ E G Y _ D A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D a m a n h o u r 	 Tfk>r	 f	 2!1-2'	 D a m a n h o u r 	 D a m a n h o u r 	 D a m a n h o u r 	 0<0=EC@	 D a m a n h o u r 	 /EFGH1	 D a m a n h o u r 	 D a m a n h o u r 	 D a m a n h o u r 	 D a m a n h o u r 	 D a m a n h o u r 	 &	.	(		5	0		 	 	 	 D a m a n h o u r 	 	 	 	 D a m a n h o u r 	 	 	 D a m a n h o u r 	 	 	 	 	 	 /EFGH1	 EF  '1	 	 								 	 	 	 	 	 	 	 	 D a m a n h o u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a m a n h o u r 
 
 S T R _ I D _ E C _ E G Y _ G I Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G i z a 	 	T	 	T(h	 4H2	 G i z a 	 G i z e h 	 G i z a 	 ( -;L- ) 870	 G i z a 	 'D,J2)	 G u i z  	 G i z a 	 G i z a 	 G i z a 	 G i z a 	 	@		<	>		 	 	 	 G i z a 	 	 	 	 G i z e h 	 	 	 G i z a 	 	 	 	 	 	 2G	 :2	 	 					 	 	 	 	 	 	 	 	 G i z a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G i z a 
 
 S T R _ I D _ E C _ E G Y _ P O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P o r t   S a i d 	 ^X_/n	 ^X_/n	 -#L  @	 P u e r t o   S a  d 	 P o r t   S a  d 	 P o r t   S a i d 	 >@B- !084	 P o r t   S a i d 	 (H1  39J/	 P o r t   S a i d 	 P o r t   S a i d 	 P o r t   S a i d 	 P o r t   S a i d 	 P o r t   S a i d 	 *	K	0	M		  8		&		 	 	 	 P o r t   S a i d 	 	 	 	 P o r t   S a  d 	 	 	 P o r t   S a i d 	 	 	   	 	 	 ~H1*  39/	 ~H1y  39/	 	 					  					 	 	 	 	 	 	 	 	 P o r t   S a i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t   S a i d 
 
 S T R _ I D _ E C _ E G Y _ S U E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S u e z 	 ]_X	 ς
OX	 9@-*	 S u e z 	 S u e z 	 S u e z 	 !CMF	 S u e z 	 'D3HJ3	 S u e z 	 S  v e y _	 S u e z 	 S u e z 	 S u e z 	 8	M	5	G		<		 	 	 	 S u e z 	 	 	 	 S u e z 	 	 	 S u e z 	 	 	 	 	 	 3H&2	 3H&2	 	 						 	 	 	 	 	 	 	 	 S u e z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u e z 
 
 S T R _ I D _ E C _ E G Y _ T A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a n t a 	 fWTX	 fWTX	 12	 T a n t a 	 T a n t a 	 T a n t a 	 "0=B0	 T a n t a 	 7F7'	 T a n t a 	 T a n t a 	 T a n t a 	 T a n t a 	 T a n t a 	 $	>	(	M	$	>		 	 	 	 T a n t a 	 	 	 	 T a n t a 	 	 	 T a n t a 	 	 	 	 	 	 *F*'	 y'Fy'	 	 							 	 	 	 	 	 	 	 	 T a n t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a n t a 
 
 S T R _ I D _ E C _ E G Y _ Z A G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Z a g a z i g 	 NbRJ<h	 NbRP<h	 224	 Z a g a z i g 	 Z a g a z i g 	 Z a g a z i g 	 -7- 0:078:	 Z a g a z i g 	 'D2B'2JB	 Z a g a z i g 	 Z a g a z i g 	 Z a g a z i g 	 Z a g a z i g 	 Z a g a z i g 	 	<	>		>		<	?			 	 	 	 Z a g a z i g 	 	 	 	 Z a g a z i g 	 	 	 Z a g a z i g 	 	 	 	 	 	 2'2	 2'  2	 	 								 	 	 	 	 	 	 	 	 Z a g a z i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z a g a z i g 
 
 S T R _ I D _ E C _ E L S _ S A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n   M i g u e l 	 Vs|<h>r	 #Ws|<h\	 2  !49@-%	 S a n   M i g u e l 	 S a n   M i g u e l 	 S a n   M i g u e l 	 !0=- 835;L	 S a n   M i g u e l 	 3'F  EJ:HJD	 S a n   M i g u e l 	 S a n   M i g u e l 	 S a n   M i g u e l 	 S a n   M i g u e l 	 S a n   M i g u e l 	 8	H	(	  .	?		A		2		 	 	 	 S a n   M i g u e l 	 	 	 	 S a n   M i g u e l 	 	 	 S a n   M i g u e l 	 	 	   	 	 	 3'F  EH&D	 3F  EHD	 	 			  									 	 	 	 	 	 	 	 	 S a n   M i g u e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n   M i g u e l 
 
 S T R _ I D _ E C _ E L S _ S N T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n t a   A n a 	 VTX[Z	 #WTX?Θ	 2I2  -2H2	 S a n t a   A n a 	 S a n t a   A n a 	 S a n t a   A n a 	 !0=B0- =0	 S a n t a   A n a 	 3'F*'  "F'	 S a n t a   A n a 	 S a n t a   A n a 	 S a n t a   A n a 	 S a n t a   A n a 	 S a n t a   A n a 	 8	>		$	>	  	(	>		 	 	 	 S a n t a   A n a 	 	 	 	 S a n t a   A n a 	 	 	 S a n t a   A n a 	 	 	   	 	 	 3'F*'  "F'	 3Fy'  'F'	 	 						  				 	 	 	 	 	 	 	 	 S a n t a   A n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n t a   A n a 
 
 S T R _ I D _ E C _ E S T _ N A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a r v a 	 
}>rt	 ~\t	 2#L'2	 N a r v a 	 N a r v a 	 N a r v a 	 0@20	 N a r v a 	 F'1A'	 N a r v a 	 N a r v a 	 N a r v a 	 N a r v a 	 N a r v a 	 (	>	0	M	5	>		 	 	 	 N a r v a 	 	 	 	 N a r v a 	 	 	 N a r v a 	 	 	 	 	 	 F'1H'	 F'1H	 	 							 	 	 	 	 	 	 	 	 N a r v a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a r v a 
 
 S T R _ I D _ E C _ E S T _ P A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P a m u 	 ]Fz	 ^Fz	 2!9	 P a m u 	 P a m u 	 P a m u 	 P a m u 	 P a m u 	 ('EH	 P a m u 	 P a m u 	 P a m u 	 P a m u 	 P a m u 	 *	>	.	B		 	 	 	 P a m u 	 	 	 	 P a m u 	 	 	 P a m u 	 	 	 	 	 	 ~'EH	 ~'EH	 	 						 	 	 	 	 	 	 	 	 P a m u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a m u 
 
 S T R _ I D _ E C _ E S T _ T A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a l l i n n 	 TXg	 TXg	 -%%4L	 T a l l i n 	 T a l l i n n 	 T a l l i n n 	 "0;;8=	 T a l l i n n 	 *'DJF	 T a l l i n n 	 T a l l i n n 	 T a l l i n n 	 T a l l i n n 	 T a l l i n n 	 $	2	M	2	@	(	M	(		 	 	 	 T a l l i n n 	 	 	 	 T a l l i n n 	 	 	 T a l l i n n 	 	 	 	 	 	 *'DF	 y'DFQ	 	 						 	 	 	 	 	 	 	 	 T a l l i n n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a l l i n n 
 
 S T R _ I D _ E C _ E S T _ T A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a r t u 	 TX>rW	 TX\V	 2#L9	 T a r t u 	 T a r t u 	 T a r t u 	 "0@BC	 T a r t u 	 *'1*H	 T a r t u 	 T a r t u 	 T a r t u 	 T a r t u 	 T a r t u 	 $	>	0	$	B		 	 	 	 T a r t u 	 	 	 	 T a r t u 	 	 	 T a r t u 	 	 	 	 	 	 *'1*H	 y'1H	 	 							 	 	 	 	 	 	 	 	 T a r t u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r t u 
 
 S T R _ I D _ E C _ E T H _ A D D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A d d i s   A b a b a 	 ?ꏯe?]	 NveN]	 A-4*  -22	 A d  s   A b e b a 	 A d d i s   A b a b a 	 A d d i s   A b a b a 	 448A- 1510	 A d d i s   A b b e b a 	 #/J3  #('('	 A d d i s   A b e b a 	 A d d i s   A b a b a 	 A d d i s   A b a b a 	 A d d i s   A b a b a 	 A d d i s   A b a b a 	 	&	@	8	  	,	>	,	>		 	 	 	 A d d i s   A b a b a 	 	 	 	 A d d i s   A b e b a 	 	 	 A d d i s   A b a b a 	 	 	     	 	 	 "/3  "('('	 '/3  '('('	 	 						  						 	 	 	 	 	 	 	 	 A d d i s   A b e b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d d i s   A b a b a 
 
 S T R _ I D _ E C _ E T H _ D E S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D e s s y e 	 _	 _[	 @**L"5	 D e s s y e 	 D e s s y e 	 D e s s y e 	 MAA5	 D e s s y e 	 /J3J	 D e s s i e 	 D e s s y e 	 D e s s y e 	 D e s s y e 	 D e s s y e 	 &	G	8	M	8	/	G		 	 	 	 D e s s y e 	 	 	 	 D e s s y e 	 	 	 D e s s y e 	 	 	 	 	 	 /3G	 3	 	 					 	 	 	 	 	 	 	 	 D e s s y e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s s y e 
 
 S T R _ I D _ E C _ E T H _ D I R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D i r e   D a w a 	 _Tt	 _t	 D#L  2'H2	 D i r e   D a w a 	 D i r e   D a w a 	 D i r e   D a w a 	 K@5- 0C0	 D i r e   D a w a 	 /J1  /'H'	 D i r e   D a w a 	 D i r e   D a w a 	 D i r e   D a w a 	 D i r e   D a w a 	 D i r e   D a w a 	 &	>	/	0	  &	>	5	>		 	 	 	 D i r e   D a w a 	 	 	 	 D i r e   D a w a 	 	 	 D i r e   D a w a 	 	 	   	 	 	 /1G  /'H'	 '&1  'H'	 	 									 	 	 	 	 	 	 	 	 D i r e   D a w a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i r e   D a w a 
 
 S T R _ I D _ E C _ E T H _ G O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G o n d a r 	 [RT>r	 !_\	 -2#L	 G o n d a r 	 G o n d a r 	 G o n d a r 	 >=4M@	 G o n d a r 	 :HF/'1	 G o n d a r 	 G o n d a r 	 G o n d a r 	 G o n d a r 	 G o n d a r 	 	K		&	0		 	 	 	 G o n d a r 	 	 	 	 G o n d a r 	 	 	 G o n d a r 	 	 	 	 	 	 HF/'1	 HF1	 	 							 	 	 	 	 	 	 	 	 G o n d a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G o n d a r 
 
 S T R _ I D _ E C _ E T H _ H A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a r a r 	 Tb>r	 Tb	 .2#2#L	 H a r a r 	 H a r a r 	 H a r a r 	 %0@M@	 H a r a r 	 G'1'1	 H a r a r e 	 H a r a r 	 H a r a r 	 H a r a r 	 H a r a r 	 9	0	>	0		 	 	 	 H a r a r 	 	 	 	 H a r a r 	 	 	 H a r a r 	 	 	 	 	 	 G1'1	 1'1	 	 							 	 	 	 	 	 	 	 	 H a r a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a r a r 
 
 S T R _ I D _ E C _ E T H _ J I M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J i m m a 	 ёjt	 ёl	 4!!2	 J i m m a 	 J i m m a 	 J i m m a 	 68<<0	 J i m m a 	 ,JE'	 J i m a 	 J i m m a 	 J i m m a 	 J i m m a 	 J i m m a 	 	?	.	M	.	>		 	 	 	 J i m m a 	 	 	 	 J i m m a 	 	 	 J i m m a 	 	 	 ' 	 	 	 ,E'	 ,EQ'	 	 							 	 	 	 	 	 	 	 	 J i m m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J i m m a 
 
 S T R _ I D _ E C _ F I J _ S U V 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S u v a 	 t	 ςt	 9'2	 S u v a 	 S u v a 	 S u v a 	 !C20	 S u v a 	 3HA'	 S u v a 	 S u v a 	 S u v a 	 S u v a 	 S u v a 	 8	A	5	>		 	 	 	 S u v a 	 	 	 	 S u v a 	 	 	 S u v a 	 	 	 	 	 	 3HH'	 3OH'	 	 					 	 	 	 	 	 	 	 	 S u v a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u v a 
 
 S T R _ I D _ E C _ F I N _ E S P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 E s p o o 	 Wel	 Wel	 @-*9	 E s p o o 	 E s p o o 	 E s p o o 	 -A?>	 E s p o o 	 %J3(H	 E s p o o 	 E s p o o 	 E s p o o 	 E s p o o 	 E s p o o 	 	8	M	*	B		 	 	 	 E s p o o 	 	 	 	 E s p o o 	 	 	 E s p o o 	 	 	 	 	 	 '3~H	 '3~H	 	 					 	 	 	 	 	 	 	 	 E s p o o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p o o 
 
 S T R _ I D _ E C _ F I N _ H E L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H e l s i n k i 	 k>rW	 k\W	 @.%44	 H e l s i n k i 	 H e l s i n k i 	 H e l s i n k i 	 %5;LA8=:8	 H e l s i n k i 	 GD3FCJ	 H e l s  n q u i a 	 H e l s i n k i 	 H e l s i n k i 	 H e l s i n k i 	 H e l s i n k i 	 9	G	2	M	8	?			@		 	 	 	 H e l s i n k i 	 	 	 	 H e l s i n k i 	 	 	 H e l s i n k i 	 	 	 	 	 	 GD3F	 D3F	 	 										 	 	 	 	 	 	 	 	 H e l s i n k i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H e l s i n k i 
 
 S T R _ I D _ E C _ F I N _ T U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T u r k u 	 W^	 W\^	 @-#L9	 T u r k u 	 T u r k u 	 T u r k u 	 "C@:C	 T u r k u 	 *H1CH	 T u r k u 	 T u r k u 	 T u r k u 	 T u r k u 	 T u r k u 	 $	A	0		B		 	 	 	 T u r k u 	 	 	 	 T u r k u 	 	 	 T u r k u 	 	 	 	 	 	 *H1H	 y1H	 	 							 	 	 	 	 	 	 	 	 T u r k u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T u r k u 
 
 S T R _ I D _ E C _ F I N _ V A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V a n t a a 	 Oyr
}	 [	 A'2#L	 V a n t a a 	 V a n t a a 	 V a n t a a 	 0=B0	 V a n t a a 	 A'F*'	 V a n t a a 	 V a n t a a 	 V a n t a a 	 V a n t a a 	 V a n t a a 	 5	>	(	M	$	>		 	 	 	 V a n t a a 	 	 	 	 V a n t a a 	 	 	 V a n t a a 	 	 	 	 	 	 H'F*'	 H'Fy'	 	 							 	 	 	 	 	 	 	 	 V a n t a a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a n t a a 
 
 S T R _ I D _ E C _ F R N _ L Y O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L y o n 	 ̑f	 ̑f	 D%--	 L y o n 	 L y o n 	 L y o n 	 8>=	 L i o n e 	 DJHF	 L y o n 	 L y o n 	 L y o n 	 L y o n 	 L y o n 	 2	M	/	K	(		 	 	 	 L y o n 	 	 	 	 L y o n 	 	 	 L y o n 	 	 	 	 	 	 DHF	 DHF	 	 					 	 	 	 	 	 	 	 	 L y o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L y o n 
 
 S T R _ I D _ E C _ F R N _ M A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a r s e i l l e 	 	 l[	 !2#L@%@%	 M a r s e l l a 	 M a r s e i l l e 	 M a r s e i l l e 	 0@A5;L	 M a r s i g l i a 	 E'13JDJ'	 M a r s e l h a 	 M a r s i l y a 	 M a r s e i l l e 	 M a r s e i l l e 	 M a r s e i l l e 	 .	>	0	M	8	@	2		 	 	 	 M a r s e i l l e 	 	 	 	 M a r s e i l l e 	 	 	 M a r s i l i a 	 	 	 	 	 	 E'13	 E'13D	 	 									 	 	 	 	 	 	 	 	 M a r s e i l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r s e l h a 
 
 S T R _ I D _ E C _ F R N _ M O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o n t p e l l i e r 	 |_)RW	 |_)RW	 !-L@%@%5"#L	 M o n t p e l l i e r 	 M o n t p e l l i e r 	 M o n t p e l l i e r 	 >=?5;L5	 M o n t p e l l i e r 	 EHF(DJJG	 M o n t p e l l i e r 	 M o n t p e l l i e r 	 M o n t p e l l i e r 	 M o n t p e l l i e r 	 M o n t p e l l i e r 	 .	K			*	G	2	?	/	0		 	 	 	 M o n t p e l l i e r 	 	 	 	 M o n t p e l l i e r 	 	 	 M o n t p e l l i e r 	 	 	 	 	 	 EHF~DG	 EHFy~D1	 	 													 	 	 	 	 	 	 	 	 M o n t p e l l i e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o n t p e l l i e r 
 
 S T R _ I D _ E C _ F R N _ N I C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N i c e 	 <\e	 <\e	 DL	 N i z a 	 N i c e 	 N i z z a 	 8FF0	 N i z z a 	 FJ3	 N i c e 	 N i c e 	 N i c e 	 N i c e 	 N i c e 	 (	>		8		 	 	 	 N i c e 	 	 	 	 N i c e 	 	 	 N i s a 	 	 	 	 	 	 F3	 F'&3	 	 					 	 	 	 	 	 	 	 	 N i c e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N i c e 
 
 S T R _ I D _ E C _ F R N _ P A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P a r i s 	 ]Ξ	 ]Ξ	 2#5*	 P a r  s   	 P a r i s 	 P a r i s 	 0@86	 P a r i g i 	 ('1J3	 P a r i s 	 P a r i s 	 P a r i s 	 P a r i s 	 P a r i s 	 *	G	0	?	8		 	 	 	 P  r i z s 	 	 	 	 P a r i j s 	 	 	 P a r i s 	 	 	 	 	 	 ~'1J3	 ~13	 	 								 	 	 	 	 	 	 	 	 P a r y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r i s 
 
 S T R _ I D _ E C _ G A M _ B A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a n j u l 	 ss>r	 ss\	 18%	 B a n j u l 	 B a n j u l 	 B a n j u l 	 0=6C;	 B a n j u l 	 ('F,HD	 B a n j u l 	 B a n j u l 	 B a n j u l 	 B a n j u l 	 B a n j u l 	 ,	H			A	2		 	 	 	 B a n j u l 	 	 	 	 B a n j u l 	 	 	 B a n j u l 	 	 	 ' 	 	 	 ('F,HD	 (F,HD	 	 							 	 	 	 	 	 	 	 	 B a n j u l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n j u l 
 
 S T R _ I D _ E C _ G A M _ F A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 F a r a f e n n i 	 lb<\	 lb9<\	 2#2@4	 F a r a f e n n i 	 F a r a f e n n i 	 F a r a f e n n i 	 $0@0D5==8	 F a r a f e n n i 	 A'1'AJFJ	 F a r a f e n n i 	 F a r a f e n n i 	 F a r a f e n n i 	 F a r a f e n n i 	 F a r a f e n n i 	 +	>	0	>	+	G	(	@		 	 	 	 F a r a f e n n i 	 	 	 	 F a r a f e n n i 	 	 	 F a r a f e n n i 	 	 	 	 	 	 A'1'AF	 A'1'AF	 	 									 	 	 	 	 	 	 	 	 F a r a f e n n i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a r a f e n n i 
 
 S T R _ I D _ E C _ G A M _ G E O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G e o r g e t o w n 	 UlW	 TNlfe	 -#L2'L	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 6>@46B0C=	 G e o r g e t o w n 	 ,H1,*'HF	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 	I	0	M			>			(		 	 	 	 G e o r g e t o w n 	 	 	 	 G e o r g e t o w n 	 	 	 G e o r g e t o w n 	 	 	 ' ' 	 	 	 ,1,  *'HF	 ,'1,  y'$F	 	 									 	 	 	 	 	 	 	 	 G e o r g e t o w n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e o r g e t o w n 
 
 S T R _ I D _ E C _ G A M _ G U N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u n j u r 	 s>r	 QkN	 1@-#L	 G u n j u r 	 G u n j u r 	 G u n j u r 	 C=6C@	 G u n j u r 	 :HF,H1	 G u n j u r 	 G u n j u r 	 G u n j u r 	 G u n j u r 	 G u n j u r 	 	A			B	0		 	 	 	 G u n j u r 	 	 	 	 G u n j u r 	 	 	 G u n j u r 	 	 	 	 	 	 HF,H1	 F,H1	 	 							 	 	 	 	 	 	 	 	 G u n j u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u n j u r 
 
 S T R _ I D _ E C _ G E O _ S O K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S o k h u m i 	 "}|Ts|	 ς|Ts|	 .9!4	 S o k h u m i 	 S o u k h o u m i 	 S o k h u m i 	 !CEC<8	 S o k h u m i 	 3HCGHEJ	 S u k h u m i 	 S o k h u m i 	 S o k h u m i 	 S o k h u m i 	 S o k h u m i 	 8	K		A	.	@		 	 	 	 S o k h u m i 	 	 	 	 S o k h u m i 	 	 	 S o k h u m i 	 	 	 	 	 	 3H.HE	 3E	 	 						 	 	 	 	 	 	 	 	 S o k h u m i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o k h u m i 
 
 S T R _ I D _ E C _ G E O _ T B L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T b i l i s i 	 ck̑	 ,{k)Re	 4%44	 T b i l i s i 	 T b i l i s s i 	 T i f l i s 	 "18;8A8	 T b i l i s i 	 *(JDJ3J	 T b i l i s i 	 T i f l i s 	 T b i l i s i 	 T b i l i s i 	 T b i l i s i 	 $	?	,	M	2	?	8	@		 	 	 	 T b i l i s z i 	 	 	 	 T b i l i s i 	 	 	 T b i l i s i 	 	 	 	 	 	 *AD3	 y(D3	 	 								 	 	 	 	 	 	 	 	 T b i l i s i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T b i l i s i 
 
 S T R _ I D _ E C _ G R M _ B E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e r l i n 	 gg	 gg	 @-#L%4	 B e r l  n   	 B e r l i n 	 B e r l i n 	 5@;8=	 B e r l i n o 	 (1DJF	 B e r l i m 	 B e r l i n 	 B e r l i n 	 B e r l i n 	 B e r l i n 	 ,	0	M	2	?	(		 	 	 	 B e r l i n 	 	 	 	 B e r l i j n 	 	 	 B e r l i n 	 	 	 	 	 	 (1DJF	 (1DF	 	 								 	 	 	 	 	 	 	 	 B e r l y n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e r l i m 
 
 S T R _ I D _ E C _ G R M _ B O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B o n n 	 lf	 li`	 -L	 B o n n 	 B o n n 	 B o n n 	 >==	 B o n n 	 (HF	 B o n a 	 B o n n 	 B o n n 	 B o n n 	 B o n n 	 ,	I	(		 	 	 	 B o n n 	 	 	 	 B o n n 	 	 	 B o n n 	 	 	 	 	 	 (F	 (HF	 	 			 	 	 	 	 	 	 	 	 B o n n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B o n n 
 
 S T R _ I D _ E C _ G R M _ F R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 F r a n k f u r t 	 l-KQy	 lpQKQy	 A#L@4#L	 F r a n k f u r t 	 F r a n c f o r t 	 F r a n k f u r t 	 $@0=:DC@B	 F r a n c o f o r t e 	 A1'FCAH1*	 F r a n k f u r t 	 F r a n k f u r t 	 F r a n k f u r t 	 F r a n k f u r t 	 F r a n k f u r t 	 +	M	0	G			+	A	0	M	$		 	 	 	 F r a n k f u r t 	 	 	 	 F r a n k f u r t 	 	 	 F r a n k f u r t 	 	 	 	 	 	 A1'FAH1*	 A1F  A1y	 	 											 	 	 	 	 	 	 	 	 F r a n k f u r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F r a n k f u r t 
 
 S T R _ I D _ E C _ G R M _ H A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a m b u r g 	 "o!X	 Il!X	 A.!@4#L	 H a m b u r g o 	 H a m b o u r g 	 H a m b u r g 	 0<1C@3	 A m b u r g o 	 G'E(H1:	 H a m b u r g o 	 H a m b u r g 	 H a m b u r g 	 H a m b u r g 	 H a m b u r g 	 9	H	.	M	,	0	M			 	 	 	 H a m b u r g 	 	 	 	 H a m b u r g 	 	 	 H a m b u r g 	 	 	 	 	 	 G'E(H1	 E(1	 	 									 	 	 	 	 	 	 	 	 H a m b u r g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a m b u r g o 
 
 S T R _ I D _ E C _ G H A _ A C C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A c c r a 	 ?KQb	 ?KQb	 A-#2	 A c c r a 	 A c c r a 	 A c c r a 	 ::@0	 A c c r a 	 #C1'	 A c r a 	 A c c r a 	 A c c r a 	 A c c r a 	 A c c r a 	 		0	>		 	 	 	 A c c r a 	 	 	 	 A c c r a 	 	 	 A c c r a 	 	 	 	 	 	 "1'	 '1'	 	 					 	 	 	 	 	 	 	 	 A c c r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c c r a 
 
 S T R _ I D _ E C _ G H A _ K U M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u m a s i 	 ^	 ^l	 9!2D	 K u m a s i 	 K u m a s i 	 K u m a s i 	 C<0A8	 K u m a s i 	 CHE'3J	 K u m a s i 	 K u m a s i 	 K u m a s i 	 K u m a s i 	 K u m a s i 	 	A	.	>	8	@		 	 	 	 K u m a s i 	 	 	 	 K u m a s i 	 	 	 K u m a s i 	 	 	 	 	 	 HE'3	 HE'3	 	 							 	 	 	 	 	 	 	 	 K u m a s i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u m a s i 
 
 S T R _ I D _ E C _ G H A _ T E M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T e m a 	 )Y	 yrl	 @!2	 T e m a 	 T e m a 	 T e m a 	 "5<0	 T e m a 	 *JE'	 T e m a 	 T e m a 	 T e m a 	 T e m a 	 T e m a 	 $	G	.	>		 	 	 	 T e m a 	 	 	 	 T e m a 	 	 	 T e m a 	 	 	 	 	 	 *E'	 yE'	 	 					 	 	 	 	 	 	 	 	 T e m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m a 
 
 S T R _ I D _ E C _ G I B _ G I B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G i b r a l t a r 	 v^@	 v^W@	 "4#2%2	 G i b r a l t a r 	 G i b r a l t a r 	 G i b r a l t a r 	 81@0;B0@	 G i b i l t e r r a 	 ,(D  7'1B	 G i b r a l t a r 	 C e b e l i t a r 1k 	 G i b r a l t a r 	 G i b r a l t a r 	 G i b r a l t a r 	 	?	,	M	0	>	2	M		0		 	 	 	 G i b r a l t  r 	 	 	 	 G i b r a l t a r 	 	 	 G i b r a l t a r 	 	 	 	 	 	 ,(D  'D7'1B	 ,(1'Dy1	 	 											 	 	 	 	 	 	 	 	 G i b r a l t a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G i b r a l t a r 
 
 S T R _ I D _ E C _ G R E _ A T H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A t h e n s 	 ŖxQ	 ŖxQ	 @-@*L	 A t e n a s 	 A t h  n e s 	 A t h e n 	 D8=K	 A t e n e 	 #+JF'	 A t e n a s 	 A t i n a 	 A t h e n s 	 A t h e n a 	 A t h e n s 	 	%	G		8		 	 	 	 A t h  n 	 	 	 	 A t h e n e 	 	 	 A t e n a 	 	 	 	 	 	 "*F	 'y  F3	 	 							 	 	 	 	 	 	 	 	 A t h e n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t e n a s 
 
 S T R _ I D _ E C _ G R E _ L A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L a r i s s a 	 b̑	 b^t(	 %2#4*2	 L a r i s s a 	 L a r i s s a 	 L a r i s s a 	 0@8A0	 L a r i s s a 	 D'1J3'	 L a r i s s a 	 L a r i s s a 	 L a r i s s a 	 L a r i s s a 	 L a r i s s a 	 2	0	@	8	>		 	 	 	 L a r i s s a 	 	 	 	 L a r i s s a 	 	 	 L a r i s s a 	 	 	 	 	 	 D'13'	 D'13'	 	 							 	 	 	 	 	 	 	 	 L a r i s s a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a r i s s a 
 
 S T R _ I D _ E C _ G R E _ P A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P a t r a s 	 ^yr	 iOyr	 2#2*	 P a t r a s 	 P a t r a s 	 P a t r a s 	 0B@K	 P a t r a s s o 	 ('*1'3	 P  t r a s 	 P a t r a s 	 P a t r a s 	 P a t r a s 	 P a t r a s 	 *	$	M	0	>	8		 	 	 	 P a t r a s 	 	 	 	 P a t r a s 	 	 	 P a t r a s 	 	 	 	 	 	 ~'*1'3	 ~713	 	 							 	 	 	 	 	 	 	 	 P a t r a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a t r a s 
 
 S T R _ I D _ E C _ G R E _ V O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V o l o s 	 lme	 Ome	 B'%-*	 V o l o s 	 V  l o s 	 V o l o s 	 >;>A	 V o l o s 	 AHDH2	 V  l o s 	 V o l o s 	 V o l o s 	 V o l o s 	 V o l o s 	 5	K	2	K	8		 	 	 	 V o l o s 	 	 	 	 V o l o s 	 	 	 V o l o s 	 	 	 	 	 	 HDH3	 'HD'3	 	 						 	 	 	 	 	 	 	 	 V o l o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l o s 
 
 S T R _ I D _ E C _ G R N _ K A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a p   F a r v e l 	 l}>r҉	 l\҉	 1  2#L@'%	 C a b o   F a r v e l   	 C a p   F a r v e l 	 K a p   F a r v e l 	 0?  $0@25;	 K a p   F a r v e l 	 C'(  A'1AJD	 C a p   F a r v e l 	 K a p   F a r v e l 	 K a p   F a r v e l 	 K a p   F a r v e l 	 K a p   F a r v e l 	 	G	*	  +	>	0	5	G	2		 	 	 	 K a p   F a r v e l 	 	 	 	 K a p   F a r v e l 	 	 	 K a p   F a r v e l 	 	 	   	 	 	 '~  A'1HD	 ~  A'1HD	 	 			  							 	 	 	 	 	 	 	 	 K a p   F a r v e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a p   F a r v e l 
 
 S T R _ I D _ E C _ G R A _ G R E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G r e n v i l l e 	 <h#}	 <h&O~\	 #5'4%%L	 G r e n v i l l e 	 G r e n v i l l e 	 G r e n v i l l e 	 @8=28;;	 G r e n v i l l e 	 :1JFAJD	 G r e n v i l l e 	 G r e n v i l l e 	 G r e n v i l l e 	 G r e n v i l l e 	 G r e n v i l l e 	 	M	0	G	(	5	?	2	G		 	 	 	 G r e n v i l l e 	 	 	 	 G r e n v i l l e 	 	 	 G r e n v i l l e 	 	 	 	 	 	 1FHD	 1F  HD	 	 										 	 	 	 	 	 	 	 	 G r e n v i l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r e n v i l l e 
 
 S T R _ I D _ E C _ G U A _ B A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a r r i o s 	 ])RPke	 ]̑eYe	 2#L#4--*	 B a r r i o s 	 P u e r t o   B a r r i o s 	 B a r r i o s 	 0@@8>A	 B a r r i o s 	 ('1JH3	 B a r r i o s 	 B a r r i o s 	 B a r r i o s 	 B a r r i o s 	 B a r r i o s 	 ,	H	0	?	/	K	8		 	 	 	 B a r r i o s 	 	 	 	 B a r r i o s 	 	 	 B a r r i o s 	 	 	 	 	 	 ('1H3	 (1&3	 	 							 	 	 	 	 	 	 	 	 B a r r i o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r r i o s 
 
 S T R _ I D _ E C _ G U A _ G U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u a t e m a l a   C i t y 	 t0Wb^	 qS0WlbW	 1'@!2%2  45I	 C i u d a d   d e   G u a t e m a l a   	 G u a t e m a l a 	 G u a t e m a l a   C i t y 	 20B5<0;0	 C i t t    d e l   G u a t e m a l a 	 E/JF)  :H'*JE'D'	 C i d a d e   d a   G u a t e m a l a 	 G u a t e m a l a   C i t y 	 T h  n h   p h   G u a t e m a l a 	 G u a t e m a l a   C i t y 	 G u a t e m a l a   C i t y 	 	A		$	G	.	>	2	>	  8	?		@		 	 	 	 G u a t e m a l a   C i t y 	 	 	 	 G u a t e m a l a - s t a d 	 	 	 G u a t e m a l a   C i t y 	 	 	   	 	 	 H'*E'D'  3*	 H'y  E'D'  3y	 	 										  					 	 	 	 	 	 	 	 	 G u a t e m a l a - s t a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i d a d e   d a   G u a t e m a l a 
 
 S T R _ I D _ E C _ G U Y _ G E O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G e o r g e t o w n 	 Ulfe	 TNlfe	 -#L2'L	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 6>@46B0C=	 G e o r g e t o w n 	 ,H1,*'HF	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 G e o r g e t o w n 	 	I	0	M			>			(		 	 	 	 G e o r g e t o w n 	 	 	 	 G e o r g e t o w n 	 	 	 G e o r g e t o w n 	 	 	 ' ' 	 	 	 ,1,  *'HF	 ,'1,  y'$F	 	 									 	 	 	 	 	 	 	 	 G e o r g e t o w n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e o r g e t o w n 
 
 S T R _ I D _ E C _ G U Y _ L I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i n d e n 	 g{v	 g{v	 %4@	 L i n d e n 	 L i n d e n 	 L i n d e n 	 8=45=	 L i n d e n 	 DJF/F	 L i n d e n 	 L i n d e n 	 L i n d e n 	 L i n d e n 	 L i n d e n 	 2	?		!	G	(		 	 	 	 L i n d e n 	 	 	 	 L i n d e n 	 	 	 L i n d e n 	 	 	 	 	 	 DF/F	 DFF	 	 							 	 	 	 	 	 	 	 	 L i n d e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i n d e n 
 
 S T R _ I D _ E C _ G U A _ A G A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A g a t 	 NR	 ?Ryr	 @-A	 A g a t 	 A g a t 	 A g a t 	 30B	 A g a t 	 #:'*	 A g a t 	 A g a t 	 A g a t 	 A g a t 	 A g a t 	 		>	$		 	 	 	 A g a t 	 	 	 	 A g a t 	 	 	 A g a t 	 	 	 	 	 	 "'*	 'y	 	 					 	 	 	 	 	 	 	 	 A g a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g a t 
 
 S T R _ I D _ E C _ G U A _ Y I G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Y i g o 	 kb	 kb	 "4B	 Y i g o 	 Y i g o 	 Y i g o 	 83>	 Y i g o 	 JJ:H	 Y i g o 	 Y i g o 	 Y i g o 	 Y i g o 	 Y i g o 	 /	@		K		 	 	 	 Y i g o 	 	 	 	 Y i g o 	 	 	 Y i g o 	 	 	 	 	 	 H	 HH	 	 							 	 	 	 	 	 	 	 	 Y i g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y i g o 
 
 S T R _ I D _ E C _ H A I _ C A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a p - H a i t i e n 	 wm0W҉	 wm0W҉	 A- D.@5"	 C a b o   H a i t i a n o   	 C a p   H a  t i e n 	 C a p - H a i t i e n 	 0?- 8BL5=  	 C a p - H a i t i e n 	 C'(- G'J*JF	 C a p - H a  t i e n 	 C a p - H a i t i e n 	 C a p - H a i t i e n 	 C a p - H a i t i e n 	 C a p - H a i t i e n 	 	G	*	- 9	H	$	?		(		 	 	 	 C a p - H a i t i e n 	 	 	 	 C a p - H a i t i e n 	 	 	 C a p - H a i t i e n 	 	 	   	 	 	 '~- G'&*F	 ~- yF	 	 					  									 	 	 	 	 	 	 	 	 C a p - H a i t i e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a p - H a i t i e n 
 
 S T R _ I D _ E C _ H A I _ L E S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L e s   C a y e s 	 aS6S^	 Q	 @%*  2@"*	 L e s   C a y e s 	 L e s   C a y e s 	 L e s   C a y e s 	 5A- 595A	 L e s   C a y e s 	 DJ  C'JJ	 L e s   C a y e s 	 L e s   C a y e s 	 L e s   C a y e s 	 L e s   C a y e s 	 L e s   C a y e s 	 2	G	8	  	/	G	8		 	 	 	 L e s   C a y e s 	 	 	 	 L e s   C a y e s 	 	 	 L e s   C a y e s 	 	 	   	 	 	 D3  '3	 D3  '3	 	 			  						 	 	 	 	 	 	 	 	 L e s   C a y e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L e s   C a y e s 
 
 S T R _ I D _ E C _ H O N _ K O W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K o w l o o n 	 ]N	 ]N	 @2%9	 K o w l o o n 	 K o w l o o n 	 K o w l o o n 	 >C;C=	 K o w l o o n 	 CHDHF	 K o w l o o n 	 K o w l o o n 	 K o w l o o n 	 K o w l o o n 	 K o w l o o n 	 	>			2	B	(		 	 	 	 K o w l o o n 	 	 	 	 K o w l o o n 	 	 	 K o w l o o n 	 	 	 	 	 	 HDHF	 '$DHF	 	 							 	 	 	 	 	 	 	 	 K o w l o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K o w l o o n 
 
 S T R _ I D _ E C _ H U N _ K E C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K e c s k e m e t 	 Q@SQhyr	 QGYQhyr	 @*5@!	 K e c s k e m e t 	 K e c s k e m  t 	 K e c s k e m e t 	 5G:5<5B	 K e c s k e m e t 	 C4CEJ*	 K e c s k e m  t 	 K e c s k e m e t 	 K e c s k e m e t 	 K e c s k e m e t 	 K e c s k e m e t 	 	G		M	8	M		G	.	G			 	 	 	 K e c s k e m  t 	 	 	 	 K e c s k e m e t 	 	 	 K e c s k e m e t 	 	 	 	 	 	 E'*	 3  Ey	 	 										 	 	 	 	 	 	 	 	 K e c s k e m e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K e c s k e m e t 
 
 S T R _ I D _ E C _ H U N _ S Z E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S z e g e d 	 ˄_	 ^X<h_	 *5@	 S z e g e d 	 S z e g e d 	 S z e g e d 	 !5354	 S z e g e d 	 32J,J/	 S z e g e d 	 S z e g e d 	 S z e g e d 	 S z e g e d 	 S z e g e d 	 8	M		<	G		G	!		 	 	 	 S z e g e d 	 	 	 	 S z e g e d 	 	 	 S e g h e d i n 	 	 	 	 	 	 3/	 2	 	 						 	 	 	 	 	 	 	 	 S z e g e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S z e g e d 
 
 S T R _ I D _ E C _ I C E _ A K U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A k u r e y r i 	 ?KQ̑	 ?^̑	 -09@#"L#4	 A k u r e y r i 	 A k u r e y r i 	 A k u r e y r i 	 :N@59@8	 A k u r e y r i 	 #CH1J1J	 A k u r e y r i 	 A k u r e y r i 	 A k u r e y r i 	 A k u r e y r i 	 A k u r e y r i 	 		A	0	G	/	0	@		 	 	 	 A k u r e y r i 	 	 	 	 A k u r e y r i 	 	 	 A k u r e y r i 	 	 	 	 	 	 "H11	 'H11	 	 									 	 	 	 	 	 	 	 	 A k u r e y r i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A k u r e y r i 
 
 S T R _ I D _ E C _ I C E _ R E Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R e y k j a v i k 	 KQŖ*gKQ	 KQŖ+g	 @#"L2'4	 R e i k i a v i k 	 R e y k j a v i k 	 R e y k j a v i k 	  59:LO28:	 R e y k j a v i k 	 1JCJ'AJC	 R e i q u i a v i q u e 	 R e y k j a v i k 	 R e y k j a v i k 	 R e y k j a v i k 	 R e y k j a v i k 	 0	G			>	5	?			 	 	 	 R e j k j a v i k 	 	 	 	 R e y k j a v i k 	 	 	 R e y k j a v i k 	 	 	 	 	 	 1JCJ'HJC	 1,'H	 	 										 	 	 	 	 	 	 	 	 R e y k j a v i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e y k j a v i k 
 
 S T R _ I D _ E C _ I C E _ V A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V a t n a j o k u l l 	 tyr
}	 tyr~QS	 '12B1%%L	 V a t n a j o k u l l 	 V a t n a j  k u l l 	 V a t n a j o k u l l 	 0B=09Q:N4;L	 V a t n a j o k u l l 	 A'*F',HCHD	 V a t n a j  k u l l 	 V a t n a j o k u l l 	 V a t n a j o k u l l 	 V a t n a j o k u l l 	 V a t n a j o k u l l 	 5	>	$	(	>		K		2		 	 	 	 V a t n a j o k u l l 	 	 	 	 V a t n a j o k u l l 	 	 	 V a t n a j o k u l l 	 	 	 	 	 	 H'*F'HHD	 HyF',HD	 	 											 	 	 	 	 	 	 	 	 V a t n a j o k u l l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a t n a j o k u l l 
 
 S T R _ I D _ E C _ I N D _ A H M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A h m e d a b a d 	 NT]_	 ?؞]_	 -2+L@!21	 A h m e d a b a d 	 A h m e d a b a d 	 A h m e d a b a d 	 E<040104	 A h m e d a b a d 	 #-E/  "('/	 A h m e d a b a d 	 A h m e d a b a d 	 A h m e d a b a d 	 A h m e d a b a d 	 A h m e d a b a d 	 	9	.	&	>	,	>	&		 	 	 	 A h m e d a b a d 	 	 	 	 A h m e d a b a d 	 	 	 A h m e d a b a d 	 	 	 	 	 	 '-E/"('/	 '-E/"('/	 	 										 	 	 	 	 	 	 	 	 A h m e d a b a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A h m e d a b a d 
 
 S T R _ I D _ E C _ I N D _ B A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e n g a l u r u 	 sR>r	 sRW\	 @2%9#9	 B e n g a l u r u 	 B a n g a l o r e 	 B e n g a l u r u 	 5=30;C@C	 B e n g a l u r u 	 (JF:'DH1H	 B a n g a l o r e 	 B e n g a l u r u 	 B e n g a l u r u 	 B e n g a l u r u 	 B e n g a l u r u 	 ,	G			2	A	0	B		 	 	 	 B e n g a l u r u 	 	 	 	 B e n g a l u r u 	 	 	 B e n g a l u r u 	 	 	 	 	 	 (FDH1	 (FDH1	 	 											 	 	 	 	 	 	 	 	 B e n g a l u r u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e n g a l u r u 
 
 S T R _ I D _ E C _ I N D _ B O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M u m b a i 	 _[	 _[pN	 !8!D	 M u m b a i 	 M u m b a i 	 M u m b a i 	 C<108	 B o m b a i 	 EHE('J	 M u m b a i 	 M u m b a i 	 M u m b a i 	 M u m b a i 	 M u m b a i 	 .	A		,			 	 	 	 M u m b a i 	 	 	 	 M u m b a i 	 	 	 M u m b a i 	 	 	 	 	 	 (E(&	 (E(&	 	 								 	 	 	 	 	 	 	 	 M o e m b a a i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u m b a i 
 
 S T R _ I D _ E C _ I N D _ M A D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h e n n a i 	 nHY	 HY	 @
D	 C h e n n a i 	 C h e n n a i 	 C h e n n a i 	 '5==08	 C h e n n a i 	 *4JF'J	 C h e n n a i 	 C h e n n a i 	 C h e n n a i 	 C h e n n a i 	 C h e n n a i 	 	G	(	M	(	H		 	 	 	 C h e n n a i 	 	 	 	 C h e n n a i 	 	 	 C h e n n a i 	 	 	 ' 	 	 	 E/13	 F&	 	 								 	 	 	 	 	 	 	 	 C h e n n a i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h e n n a i 
 
 S T R _ I D _ E C _ I N D _ N A G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a g p u r 	 <hfm>r	 <hfm\	 A@-#L	 N a g p u r 	 N a g p u r 	 N a g p u r 	 03?C@	 N a g p u r 	 F':(H1	 N a g p u r 	 N a g p u r 	 N a g p u r 	 N a g p u r 	 N a g p u r 	 (	>		*	A	0		 	 	 	 N a g p u r 	 	 	 	 N a g p u r 	 	 	 N a g p u r 	 	 	 	 	 	 F~H1	 F'~H1	 	 							 	 	 	 	 	 	 	 	 N a g p u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a g p u r 
 
 S T R _ I D _ E C _ I N D _ N E W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N e w   D e l h i 	 e_̑	 e_̑	 4'@%5	 N u e v a   D e l h i 	 N e w   D e l h i 	 N e u   D e l h i 	 >2K9  5;8	 N u o v a   D e l i 	 FJH  /DGJ	 N o v a   D e l i 	 Y e n i   D e l h i 	 N e w   D e l h i 	 N e w   D e l h i 	 N e w   D e l h i 	 (		  &	?	2	M	2	@		 	 	 	  j - D e l h i 	 	 	 	 N e w   D e l h i 	 	 	 N e w   D e l h i 	 	 	   	 	 	 /GD  FH	 F&  /D	 	 			  							 	 	 	 	 	 	 	 	 N i e u - D e l h i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   D e l h i 
 
 S T R _ I D _ E C _ I N D _ P U N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P u n e 	 fm	 fm	 9@	 P u n e 	 P u n e 	 P u n e 	 C=0	 P u n e 	 (JHF	 P u n e 	 P u n e 	 P u n e 	 P u n e 	 P u n e 	 *	A	#	G		 	 	 	 P u n e 	 	 	 	 P u n e 	 	 	 P u n e 	 	 	 	 	 	 ~HFG	 ~HF	 	 					 	 	 	 	 	 	 	 	 P u n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P u n e 
 
 S T R _ I D _ E C _ I N D _ Q A D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Q a d i a n 	 aSꏉ[	 aSꏉ[	 2@5"	 Q a d i a n 	 Q a d i a n 	 Q a d i a n 	 0480=	 Q a d i a n 	 C'/J'F	 Q a d i a n 	 Q a d i a n 	 Q a d i a n 	 Q a d i a n 	 Q a d i a n 	 	>	&	?	/	>	(		 	 	 	 Q a d i a n 	 	 	 	 Q a d i a n 	 	 	 Q a d i a n 	 	 	 	 	 	 B'/'F	 B'/'F	 	 								 	 	 	 	 	 	 	 	 Q a d i a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q a d i a n 
 
 S T R _ I D _ E C _ I N O _ B A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a n d u n g 	 ,	 N	 11	 B a n d u n g 	 B a n d u n g 	 B a n d u n g 	 0=4C=3	 B a n d u n g 	 ('F/HF:	 B a n d u n g 	 B a n d u n g 	 B a n d u n g 	 B a n d u n g 	 B a n d u n g 	 ,	(	!				 	 	 	 B a n d u n g 	 	 	 	 B a n d u n g 	 	 	 B a n d u n g 	 	 	 	 	 	 (F/HF	 (FF	 	 								 	 	 	 	 	 	 	 	 B a n d u n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n d u n g 
 
 S T R _ I D _ E C _ I N O _ B A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a t t a m 	 ]9N	 ]m\	 AA!	 B a t a m 	 B a t t a m 	 B a t t a m 	 0B0<	 B a t t a m 	 ('*'E	 B a t t a m 	 B a t t a m 	 B a t t a m 	 B a t a m 	 B a t t a m 	 ,	>	$	.		 	 	 	 B a t t a m 	 	 	 	 B a t t a m 	 	 	 B a t t a m 	 	 	 	 	 	 ('*'E	 ('yE	 	 						 	 	 	 	 	 	 	 	 B a t t a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a t t a m 
 
 S T R _ I D _ E C _ I N O _ J A K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J a k a r t a 	 ŖRT	 ŖR	 2#L2I2	 Y a k a r t a   	 J a k a r t a 	 J a k a r t a 	 60:0@B0	 J a k a r t a 	 ,'C1*'	 J a c a r t a 	 C a k a r t a 	 J a k a r t a 	 J a k a r t a 	 J a k a r t a 	 		>	0	M	$	>		 	 	 	 D z s a k a r t a 	 	 	 	 J a k a r t a 	 	 	 J a k a r t a 	 	 	 ' 	 	 	 ,'C'1*'	 ,'1*'	 	 									 	 	 	 	 	 	 	 	 D j a k a r t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a k a r t a 
 
 S T R _ I D _ E C _ I N O _ M A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a l a n g 	 jtt	 st	 !2A%	 M a l a n g 	 M a l a n g 	 M a l a n g 	 0;0=3	 M a l a n g 	 E'D'F:	 M a l a n g 	 M a l a n g 	 M a l a n g 	 M a l a n g 	 M a l a n g 	 .	2				 	 	 	 M a l a n g 	 	 	 	 M a l a n g 	 	 	 M a l a n g 	 	 	 	 	 	 E'D'F	 E'DF,	 	 						 	 	 	 	 	 	 	 	 M a l a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l a n g 
 
 S T R _ I D _ E C _ I N O _ P A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P a l e m b a n g 	 ]/n	 ]/n	 2@%!A	 P a l e m b a n g 	 P a l e m b a n g 	 P a l e m b a n g 	 0;5<10=3	 P a l e m b a n g 	 ('DJE('F:	 P a l i m b  o 	 P a l e m b a n g 	 P a l e m b a n g 	 P a l e m b a n g 	 P a l e m b a n g 	 *	>	2	G	.	M	,	H				 	 	 	 P a l e m b a n g 	 	 	 	 P a l e m b a n g 	 	 	 P a l e m b a n g 	 	 	 	 	 	 ~'DE('F	 ~'DE  (F	 	 									 	 	 	 	 	 	 	 	 P a l e m b a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a l e m b a n g 
 
 S T R _ I D _ E C _ I R A _ A B A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A b a d a n 	 ?]9N	 ?]9N\	 -02A	 A b a d  n   	 A b a d a n 	 A b a d a n 	 1040=	 A b a d a n 	 #('/'F	 A b a d a n 	 A b a d a n 	 A b a d a n 	 A b a d a n 	 A b a d a n 	 	,	>	&	>	(		 	 	 	 A b a d a n 	 	 	 	 A b a d a n 	 	 	 A b a d a n 	 	 	 	 	 	 "('/'F	 '(F	 	 							 	 	 	 	 	 	 	 	 A b a d a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b a d a n 
 
 S T R _ I D _ E C _ I R A _ A H W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A h w a z 	 ?tX	 ?tX	 -2#L'2	 A h w a z 	 A h w a z 	 A h w a z 	 E207	 A h w a z 	 #GH'2	 A h v a z 	 A h w a z 	 A h w a z 	 A h w a z 	 A h w a z 	 	9	5	>		<		 	 	 	 A h w a z 	 	 	 	 A h w a z 	 	 	 A h w a z 	 	 	 	 	 	 'GH'2	 'H'2	 	 						 	 	 	 	 	 	 	 	 A h w a z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A h w a z 
 
 S T R _ I D _ E C _ I R A _ B A K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a k h t a r a n 	 ]kTX-	 ]kTXpQ	 1+L2#2	 B a k h t a r a n 	 B  k h t a r  n 	 B a k h t a r a n 	 0EB0@0=	 B a k h t a r a n 	 ('.*'1'F	 K e r m a n s h a h 	 B a k h t a r a n 	 B a k h t a r a n 	 B a k h t a r a n 	 B a k h t a r a n 	 ,		M	$	0	>	(		 	 	 	 B a k h t a r a n 	 	 	 	 B a k h t a r a n 	 	 	 B a k h t a r a n 	 	 	 	 	 	 1E'F4'G	 (.*'1'F	 	 									 	 	 	 	 	 	 	 	 B a k h t a r a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a k h t a r a n 
 
 S T R _ I D _ E C _ I R A _ I S F 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 E s f a h a n 	 
OelU	 
OelU	 @-*2.2	 I s f a h  n   	 E s f a h a n 	 I s f a h a n 	 AD0E0=	 E s f a h a n 	 "5AG'F	 E s f a h a n 	 0s f a h a n 	 E s f a h a n 	 E s f a h a n 	 E s f a h a n 	 	8	+	9	>	(		 	 	 	 E s f a h a n 	 	 	 	 I s f a h a n 	 	 	 E s f a h a n 	 	 	 	 	 	 '5AG'F	 '5A'F	 	 								 	 	 	 	 	 	 	 	 E s f a h a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s f a h a n 
 
 S T R _ I D _ E C _ I R A _ K A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a r a j 	 Ub	 aSbpg	 2#1	 K a r a j 	 K a r a j 	 K a r a d s c h 	 5@546	 K a r a j 	 C1,	 K a r a j 	 K a r a j 	 K a r a j 	 K a r a j 	 K a r a j 	 	0	>			 	 	 	 K a r a j 	 	 	 	 K a r a j 	 	 	 K a r a j 	 	 	 ' 	 	 	 1,	 1,	 	 						 	 	 	 	 	 	 	 	 K a r a j 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a r a j 
 
 S T R _ I D _ E C _ I R A _ M A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a s h a d 	 N_	 ll_	 !2
2	 M a s h a d 	 M a s h a d 	 M a s c h h a d 	 5HE5? 4	 M a s h a d 	 E4/	 M e s h e d 	 M a s h a d 	 M a s h a d 	 M a s h a d 	 M a s h a d 	 .	6	&		 	 	 	 M a s h a d 	 	 	 	 M a s h a d 	 	 	 M a s h a d 	 	 	 	 	 	 E4G/	 E4'/	 	 						 	 	 	 	 	 	 	 	 M a s h a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a s h a d 
 
 S T R _ I D _ E C _ I R A _ Q O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Q o m 	 ^Y	 ^Y	 -!	 Q o m 	 Q o m 	 Q o m 	 C<	 Q o m 	 CHE	 Q o m 	 Q o m 	 Q o m 	 Q o m 	 Q o m 	 	B	.		 	 	 	 Q o m 	 	 	 	 Q o m 	 	 	 Q o m 	 	 	 	 	 	 BE	 BHE	 	 			 	 	 	 	 	 	 	 	 Q o m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q o m 
 
 S T R _ I D _ E C _ I R A _ S H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S h i r a z 	 rbP[	 bP[	 
4#2	 S h i r a z 	 S h i r a z 	 S h i r a z 	 (8@07	 S h i r a z 	 4J1'2	 S h i r a z 	 S h i r a z 	 S h i r a z 	 S h i r a z 	 S h i r a z 	 6	?	0	>		<		 	 	 	 S h i r a z 	 	 	 	 S h i r a z 	 	 	 S h i r a z 	 	 	 	 	 	 41'2	 41'2	 	 						 	 	 	 	 	 	 	 	 S h i r a z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h i r a z 
 
 S T R _ I D _ E C _ I R A _ T A B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a b r i z 	 'Y
N̑X	 'Y
N̑X	 2#4	 T a b r i z 	 T a b r i z 	 T  b r i s 	 "51@87	 T a b r i z 	 *(1J2	 T a b r i z 	 T e b r i z 	 T a b r i z 	 T a b r i z 	 T a b r i z 	 $	,	0	@		<		 	 	 	 T a b r i z 	 	 	 	 T a b r i z 	 	 	 T a b r i z 	 	 	 	 	 	 *(12	 *(12	 	 							 	 	 	 	 	 	 	 	 T a b r i z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a b r i z 
 
 S T R _ I D _ E C _ I R A _ T E H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T e h r a n 	 _ў-	 _ўpQ	 @+0#2	 T e h e r  n 	 T  h  r a n 	 T e h e r a n 	 "535@0=	 T e h e r a n 	 7G1'F	 T e e r  o 	 T a h r a n 	 T e h r a n 	 T e h e r a n 	 T e h r a n 	 $	G	9	0	>	(		 	 	 	 T e h e r  n 	 	 	 	 T e h e r a n 	 	 	 T e h e r a n 	 	 	 	 	 	 *G1'F	 *1'F	 	 							 	 	 	 	 	 	 	 	 T e h r a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e e r  
 
 S T R _ I D _ E C _ I R Q _ A N N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A n   N a j a f 	 [
}2u+Y	 ~pg+Y	 A-  22	 A n   N a j a f 	 A n   N a j a f 	 A n   N a j a f 	 -=- 0460D	 A n   N a j a f 	 'DF,A	 N a j a f 	 A n   N a j a f 	 A n   N a j a f 	 A n   N a j a f 	 A n   N a j a f 	 	(	  (		+		 	 	 	 A n   N a j a f 	 	 	 	 A n   N a j a f 	 	 	 A n   N a j a f 	 	 	   ' 	 	 	 F,A	 'F  F,A	 	 		  						 	 	 	 	 	 	 	 	 A n   N a j a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n   N a j a f 
 
 S T R _ I D _ E C _ I R Q _ B A G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a g h d a d 	 ]<hT	 ]<h	 AA	 B a g d a d 	 B a g d a d 	 B a g h d a d 	 03404	 B a g h d a d 	 (:/'/	 B a g d a d e 	 B a g h d a d 	 B a g h d a d 	 B a g h d a d 	 B a g h d a d 	 ,		&	>	&		 	 	 	 B a g d a d 	 	 	 	 B a g d a d 	 	 	 B a g h d a d 	 	 	 	 	 	 (:/'/	 (:/'/	 	 							 	 	 	 	 	 	 	 	 B a g d a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a g d  
 
 S T R _ I D _ E C _ I R Q _ B A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a s r a 	 ]eb	 ]Xb	 2*#2	 B a s r a 	 B a s r a 	 B a s r a 	 0A@0	 B a s r a 	 'D(51)	 B a s s o r a 	 B a s r a 	 B a s r a 	 B a s r a 	 B a s r a 	 ,	8	0	>		 	 	 	 B  s z r a 	 	 	 	 B a s r a 	 	 	 B a s r a 	 	 	 	 	 	 (51G	 (51	 	 					 	 	 	 	 	 	 	 	 B a s r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a s r a 
 
 S T R _ I D _ E C _ I R Q _ E R B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I b r i l 	 
O>rk>r	 W\kR	 -4#4%	 I b r i l 	 I b r i l 	 I b r i l 	 -@18;L	 I b r i l 	 %(1JD	 I b r i l 	 E r b i l 	 I b r i l 	 I b r i l 	 I b r i l 	 	,	M	0	?	2		 	 	 	 I b r i l 	 	 	 	 I b r i l 	 	 	 I b r i l 	 	 	 	 	 	 '1(D	 '1(D	 	 						 	 	 	 	 	 	 	 	 I b r i l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I b r i l 
 
 S T R _ I D _ E C _ I R Q _ K I R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K i r k u k 	 W>r^KQ	 W\^KQ	 @-#L1J	 K i r k u k 	 K i r k u k 	 K i r k u k 	 8@:C:	 K i r k u k 	 C1CHC	 K i r k u k 	 K e r k  k 	 K i r k u k 	 K i r k u k 	 K i r k u k 	 	?	0		A			 	 	 	 K i r k u k 	 	 	 	 K i r k u k 	 	 	 K i r k u k 	 	 	 	 	 	 1H	 1H	 	 							 	 	 	 	 	 	 	 	 K i r k o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K i r k u k 
 
 S T R _ I D _ E C _ I R Q _ K U F 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u f a 	 ^l	 ^l	 92	 K u f a 	 K u f a 	 K u f a 	 -;L- CD0	 K u f a 	 'DCHA)	 K u f a 	 K u f a 	 K u f a 	 K u f a 	 K u f a 	 	B	+	>		 	 	 	 K u f a 	 	 	 	 K u f a 	 	 	 K u f a 	 	 	 	 	 	 HAG	 HA	 	 					 	 	 	 	 	 	 	 	 K u f a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u f a 
 
 S T R _ I D _ E C _ I R Q _ M O S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o s u l 	 id>r	 idς\	 B!8%	 M o s u l 	 M o s u l 	 M o s s u l 	 >AC;	 M o s u l 	 'DEH5D	 M o s s u l 	 M u s u l 	 M o s u l 	 M o s u l 	 M o s u l 	 .	K	8	A	2		 	 	 	 M o s z u l 	 	 	 	 M o s u l 	 	 	 M o s u l 	 	 	 	 	 	 EH5D	 EH5D	 	 					 	 	 	 	 	 	 	 	 M o s u l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o s u l 
 
 S T R _ I D _ E C _ I R E _ D U B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D u b l i n 	 gg	 gg	 9%4	 D u b l  n 	 D u b l i n 	 D u b l i n 	 C1;8=	 D u b l i n o 	 /H(DJF	 D u b l i n 	 D u b l i n 	 D u b l i n 	 D u b l i n 	 D u b l i n 	 !	,	2	?	(		 	 	 	 D u b l i n 	 	 	 	 D u b l i n 	 	 	 D u b l i n 	 	 	 	 	 	 /H(DF	 (DF	 	 							 	 	 	 	 	 	 	 	 D u b l i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u b l i n 
 
 S T R _ I D _ E C _ I T A _ B A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a r i 	 ]̑	 ]̑	 2#5	 B a r i 	 B a r i 	 B a r i 	 0@8	 B a r i 	 ('1J	 B a r i 	 B a r i 	 B a r i 	 B a r i 	 B a r i 	 ,	>	0	@		 	 	 	 B a r i 	 	 	 	 B a r i 	 	 	 B a r i 	 	 	 	 	 	 ('1	 (1	 	 					 	 	 	 	 	 	 	 	 B a r i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r i 
 
 S T R _ I D _ E C _ I T A _ F L O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 F l o r e n c e 	 [O+Pe	 [OW&O(	 %-@#L	 F l o r e n c i a   	 F l o r e n c e 	 F l o r e n z 	 $;>@5=F8O	 F i r e n z e 	 ADH1F3	 F l o r e n  a 	 F l o r a n s a 	 F l o r e n c e 	 F l o r e n c e 	 F l o r e n c e 	 +	M	2	K	0	G		8		 	 	 	 F i z e n z e 	 	 	 	 F l o r e n c e 	 	 	 F l o r e n ca 	 	 	 	 	 	 ADH1'F3	 ADH1F3	 	 										 	 	 	 	 	 	 	 	 F l o r e n c e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F l o r e n  a 
 
 S T R _ I D _ E C _ I T A _ M I L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M i l a n 	 s|-	 s|pQ	 !4%2	 M i l  n   	 M i l a n 	 M a i l a n d 	 8;0=	 M i l a n o 	 EJD'F	 M i l  o 	 M i l a n 	 M i l a n 	 M i l a n 	 M i l a n 	 .	?	2	>	(		 	 	 	 M i l  n  	 	 	 	 M i l a a n 	 	 	 M i l a n o 	 	 	 	 	 	 ED'F	 EDF	 	 						 	 	 	 	 	 	 	 	 M i l a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i l  o 
 
 S T R _ I D _ E C _ I T A _ N A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a p l e s 	 
NRe	 
NRe	 @@4%*L	 N  p o l e s 	 N a p l e s 	 N e a p e l 	 50?>;L	 N a p o l i 	 F'(D2	 N  p o l e s 	 N a p l e s 	 N a p l e s 	 N a p l e s 	 N a p l e s 	 (	G	*	2	M	8		 	 	 	 N  p o l y 	 	 	 	 N a p e l s 	 	 	 N a p o l i 	 	 	 	 	 	 F'~D	 F~D2	 	 						 	 	 	 	 	 	 	 	 N a p e l s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  p o l e s 
 
 S T R _ I D _ E C _ I T A _ R O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R o m e 	 	 Wl	 B#!	 R o m a 	 R o m e 	 R o m 	  8<	 R o m a 	 1HE'	 R o m a 	 R o m a 	 R  m a 	 R o m a 	 R o m e 	 0	K	.		 	 	 	 R  m a 	 	 	 	 R o m e 	 	 	 R o m a 	 	 	 	 	 	 1E	 1HE	 	 				 	 	 	 	 	 	 	 	 R o m e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R o m a 
 
 S T R _ I D _ E C _ I T A _ V E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V e n i c e 	 Z<\e	 Z<\e	 @'4	 V e n e c i a   	 V e n i s e 	 V e n e d i g 	 5=5F8O	 V e n e z i a 	 AJFJ3J'	 V e n e z a 	 V e n e d i k 	 V e n i c e 	 V e n i c e 	 V e n i c e 	 5	G	(	?	8		 	 	 	 V e l e n c e 	 	 	 	 V e n e t i  	 	 	 V e n e ci a 	 	 	 	 	 	 HF2	 HF3	 	 						 	 	 	 	 	 	 	 	 V e n e s i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e n e z a 
 
 S T R _ I D _ E C _ J A M _ K I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K i n g s t o n 	 ёe	 ёefe	 4*L1	 K i n g s t o n 	 K i n g s t o n 	 K i n g s t o n 	 8=3AB>=	 K i n g s t o n 	 CF:3*HF	 K i n g s t o n 	 K i n g s t o n 	 K i n g s t o n 	 K i n g s t o n 	 K i n g s t o n 	 	?			M	8	M		(		 	 	 	 K i n g s t o n 	 	 	 	 K i n g s t o n 	 	 	 K i n g s t o n 	 	 	 	 	 	 F3*HF	 F3yF	 	 							 	 	 	 	 	 	 	 	 K i n g s t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K i n g s t o n 
 
 S T R _ I D _ E C _ J A M _ M A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a n d e v i l l e 	 f_}>r	 f_~\	 A!@'4%%L	 M a n d e v i l l e 	 M a n d e v i l l e 	 M a n d e v i l l e 	 0=4528;;L	 M a n d e v i l l e 	 E'F/JAJD	 M a n d e v i l l e 	 M a n d e v i l l e 	 M a n d e v i l l e 	 M a n d e v i l l e 	 M a n d e v i l l e 	 .	H		!	G	5	?	2	G		 	 	 	 M a n d e v i l l e 	 	 	 	 M a n d e v i l l e 	 	 	 M a n d e v i l l e 	 	 	 	 	 	 EF/HD	 EFHD	 	 											 	 	 	 	 	 	 	 	 M a n d e v i l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a n d e v i l l e 
 
 S T R _ I D _ E C _ J A M _ M O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o n t e g o   B a y 	 yrbcp	 yrT	 !-@B  @"L	 M o n t e g o   B a y 	 M o n t e g o   B a y 	 M o n t e g o   B a y 	 >=B53>- 59	 M o n t e g o   B a y 	 .DJ,  EHF*J:H	 M o n t e g o   B a y 	 M o n t e g o   B a y 	 M o n t e g o   B a y 	 M o n t e g o   B a y 	 M o n t e g o   B a y 	 .	K			G		K	  ,	G		 	 	 	 M o n t e g o   B a y 	 	 	 	 M o n t e g o   B a y 	 	 	 M o n t e g o   B a y 	 	 	   	 	 	 EHF*H  (	 E'F+H  (	 	 									  			 	 	 	 	 	 	 	 	 M o n t e g o   B a y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o n t e g o   B a y 
 
 S T R _ I D _ E C _ J A M _ O L D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O l d   H a r b o u r 	 
/n	 e/n	 B-%L  .2#L@-#L	 O l d   H a r b o u r 	 O l d   H a r b o u r 	 O l d   H a r b o u r 	 ;4  %0@1>@	 O l d   H a r b o u r 	 'DEJF'!  'DB/JE	 O l d   H a r b o u r 	 O l d   H a r b o u r 	 O l d   H a r b o u r 	 O l d   H a r b o u r 	 O l d   H a r b o u r 	 	2	M	!	  9	>	0	M	,	0		 	 	 	 O l d   H a r b o u r 	 	 	 	 O l d   H a r b o u r 	 	 	 O l d   H a r b o u r 	 	 	   	 	 	 'HD/  G'1(H1	 'HD  '1(1	 	 				  							 	 	 	 	 	 	 	 	 O l d   H a r b o u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O l d   H a r b o u r 
 
 S T R _ I D _ E C _ J A P _ F U K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 F u k u o k a 	 y\	 yQ	 91'0	 F u k u o k a 	 F u k u o k a 	 F u k u o k a 	 $C:C>:0	 F u k u o k a 	 AHCHC'	 F u k u o k a 	 F u k u o k a 	 F u k u o k a 	 F u k u o k a 	 F u k u o k a 	 +	A		A			>		 	 	 	 F u k u o k a 	 	 	 	 F u k u o k a 	 	 	 F u k u o k a 	 	 	 	 	 	 AHH'	 AHH'	 	 							 	 	 	 	 	 	 	 	 F u k u o k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F u k u o k a 
 
 S T R _ I D _ E C _ J A P _ H I R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H i r o s h i m a 	 ^\	 ^\	 .4B#
4!H2	 H i r o s h i m a 	 H i r o s h i m a 	 H i r o s h i m a 	 %8@>A8<0	 H i r o s h i m a 	 GJ1H4JE'	 H i r o s h i m a 	 H i r o s h i m a 	 H i r o s h i m a 	 H i r o s h i m a 	 H i r o s h i m a 	 9	?	0	K	6	?	.	>		 	 	 	 H i r o s i m a 	 	 	 	 H i r o s h i m a 	 	 	 H i r o s h i m a 	 	 	 	 	 	 G1H4E'	 1H4E'	 	 									 	 	 	 	 	 	 	 	 H i r o s j i m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H i r o s h i m a 
 
 S T R _ I D _ E C _ J A P _ K A W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a w a s a k i 	 ]]	 ]]	 2'224	 K a w a s a k i 	 K a w a s a k i 	 K a w a s a k i 	 020A0:8	 K a w a s a k i 	 C'H'3'CJ	 K a w a s a k i 	 K a w a s a k i 	 K a w a s a k i 	 K a w a s a k i 	 K a w a s a k i 	 	>	5	>	8	>		@		 	 	 	 K a v a s z a k i 	 	 	 	 K a w a s a k i 	 	 	 K a w a s a k i 	 	 	 	 	 	 'H'2'	 'H'3'	 	 										 	 	 	 	 	 	 	 	 K a w a s a k i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a w a s a k i 
 
 S T R _ I D _ E C _ J A P _ K Y O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K y o t o 	 N	 N	 @5"'B	 K y o t o 	 K y o t o 	 K y o t o 	 8>B>	 K y o t o 	 CJH*H	 Q u i o t o 	 K y o t o 	 K y o t o 	 K y o t o 	 K y o t o 	 	M	/	K		K		 	 	 	 K y o t o 	 	 	 	 K y o t o 	 	 	 K y o t o 	 	 	 	 	 	 H*H	 HyH	 	 								 	 	 	 	 	 	 	 	 K i o t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K i o t o 
 
 S T R _ I D _ E C _ J A P _ T O K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T o k y o 	 qgN	 NN	 B@5"'	 T o k y o 	 T o k y o 	 T o k i o 	 ">:8>	 T o k y o 	 7HCJH	 T  q u i o 	 T o k y o 	 T o k y o 	 T o k y o 	 T o k y o 	 	K		?	/	K		 	 	 	 T o k i  	 	 	 	 T o k y o 	 	 	 T o k y o 	 	 	 	 	 	 *HCJH	 yHH	 	 						 	 	 	 	 	 	 	 	 T o k i o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T  q u i o 
 
 S T R _ I D _ E C _ J O R _ A M M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A m m a n 	 [f	 [f	 -1!!2	 A m m  n   	 A m m a n 	 A m m a n 	 <<0=	 A m m a n 	 9E'F	 A m  	 A m m a n 	 A m m a n 	 A m m a n 	 A m m a n 	 	.	M	.	>	(		 	 	 	 A m m a n 	 	 	 	 A m m a n 	 	 	 A m m a n 	 	 	 	 	 	 'E'F	 9E'F	 	 							 	 	 	 	 	 	 	 	 A m m a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A m  
 
 S T R _ I D _ E C _ J O R _ I R B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I r b i d 	 
O>rk_	 
O\k_	 D-#L4	 I r b i d 	 I r b i d 	 I r b i d 	 @184	 I r b i d 	 %1(/	 I r b i d 	 I r b i d 	 I r b i d 	 I r b i d 	 I r b i d 	 	0	,	?	!		 	 	 	 I r b i d 	 	 	 	 I r b i d 	 	 	 I r b i d 	 	 	 	 	 	 '1(/	 '1(/	 	 						 	 	 	 	 	 	 	 	 I r b i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r b i d 
 
 S T R _ I D _ E C _ J O R _ M A D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a d a b a 	 T]	 s]	 !222	 M a d a b a 	 M a d a b a 	 M a d a b a 	 04010	 M a d a b a 	 E/('	 M a d a b a 	 M a d a b a 	 M a d a b a 	 M a d a b a 	 M a d a b a 	 .	&	>	,	>		 	 	 	 M a d a b a 	 	 	 	 M a d a b a 	 	 	 M a d a b a 	 	 	 	 	 	 E'/'('	 E'('	 	 							 	 	 	 	 	 	 	 	 M a d a b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a d a b a 
 
 S T R _ I D _ E C _ K A Z _ A K M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A k m o l a 	 ?b	 ?KQb	 -1B!%2	 A k m o l a 	 A k m o l a 	 A k m o l a 	 :<>;0	 A k m o l a 	 #CEHD'	 A s t a n a 	 A k m o l a 	 A k m o l a 	 A k m o l a 	 A k m o l a 	 		M	.	K	2	>		 	 	 	 A k m o l a 	 	 	 	 A k m o l a 	 	 	 A k m o l a 	 	 	 	 	 	 "3*'F'	 'EHD'	 	 						 	 	 	 	 	 	 	 	 A k m o l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A k m o l a 
 
 S T R _ I D _ E C _ K A Z _ A K T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A k t a u 	 ~KQv	 ?KQWY	 -1@2	 A k t a u 	 A k t a u 	 A k t a u 	 :B0C	 A k t a u 	 #C*'H	 A k t a u 	 A k t a u 	 A k t a u 	 A k t a u 	 A k t a u 	 		M	$	>				 	 	 	 A k t a u 	 	 	 	 A k t a u 	 	 	 A k t a u 	 	 	 	 	 	 "*'&H	 'y'$	 	 					 	 	 	 	 	 	 	 	 A k t a u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A k t a u 
 
 S T R _ I D _ E C _ K A Z _ A L M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A l m a t y 	 ?b(gW	 ?b(gV	 -1%!25I	 A l m a t y 	 A l m a t y 	 A l m a t y 	 ;<0BK	 A l m a t y 	 #DE'*J	 A l m a t y 	 A l m a t y 	 A l m a t y 	 A l m a t y 	 A l m a t y 	 	2	M	.	G		@		 	 	 	 A l m a t i 	 	 	 	 A l m a t y 	 	 	 A l m a t y 	 	 	 	 	 	 "DE'*	 'DEy	 	 							 	 	 	 	 	 	 	 	 A l m a t y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l m a t y 
 
 S T R _ I D _ E C _ K E N _ K I S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K i s u m u 	 W(g	 Wς(g	 49!8	 K i s u m u 	 K i s u m u 	 K i s u m u 	 8AC<C	 K i s u m u 	 CJ3HEH	 K i s u m u 	 K i s u m u 	 K i s u m u 	 K i s u m u 	 K i s u m u 	 	?	8	A	.	A		 	 	 	 K i s u m u 	 	 	 	 K i s u m u 	 	 	 K i s u m u 	 	 	 	 	 	 3HEH	 3EH	 	 							 	 	 	 	 	 	 	 	 K i s u m u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K i s u m u 
 
 S T R _ I D _ E C _ K E N _ M A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a l i n d i 	 g0W	 lg	 !2%44	 M a l i n d i 	 M a l i n d i 	 M a l i n d i 	 0;8=48	 M a l i n d i 	 E'DJF/J	 M e l i n d e 	 M a l i n d i 	 M a l i n d i 	 M a l i n d i 	 M a l i n d i 	 .	2	?		!	@		 	 	 	 M a l i n d i 	 	 	 	 M a l i n d i 	 	 	 M a l i n d i 	 	 	 	 	 	 E'DF/	 E'DF	 	 									 	 	 	 	 	 	 	 	 M a l i n d i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l i n d i 
 
 S T R _ I D _ E C _ K E N _ M O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o m b a s a 	 ]	 ](\	 !1!22	 M o m b a s a 	 M o m b a s a 	 M o m b a s a 	 ><10A0	 M o m b a s a 	 EHE('3'	 M o m b a  a 	 M o m b a s a 	 M o m b a s a 	 M o m b a s a 	 M o m b a s a 	 .	K	,	>	8	>		 	 	 	 M o m b a s z a 	 	 	 	 M o m b a s a 	 	 	 M o m b a s a 	 	 	 	 	 	 EHE('3'	 EE('3'	 	 									 	 	 	 	 	 	 	 	 M o m b a s a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o m b a s a 
 
 S T R _ I D _ E C _ K E N _ N A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a i r o b i 	 HYmk	 QWk	 DB#5	 N a i r o b i 	 N a i r o b i 	 N a i r o b i 	 09@>18	 N a i r o b i 	 FJ1H(J	 N a i r o b i 	 N a i r o b i 	 N a i r o b i 	 N a i r o b i 	 N a i r o b i 	 (	H	0	K	,	@		 	 	 	 N a i r o b i 	 	 	 	 N a i r o b i 	 	 	 N a i r o b i 	 	 	 	 	 	 F'1H(	 F(1H(	 	 								 	 	 	 	 	 	 	 	 N a i r o b i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a i r  b i 
 
 S T R _ I D _ E C _ K E N _ N U K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N a k u r u 	 7	 ~^	 29#9	 N a k u r u 	 N a k u r u 	 N a k u r u 	 0:C@C	 N a k u r u 	 F'CH1H	 N a k u r u 	 N a k u r u 	 N a k u r u 	 N a k u r u 	 N a k u r u 	 (	>		A	0	B		 	 	 	 N a k u r u 	 	 	 	 N a k u r u 	 	 	 N a k u r u 	 	 	 	 	 	 F'H1H	 F'H1H	 	 							 	 	 	 	 	 	 	 	 N a k u r u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a k u r u 
 
 S T R _ I D _ E C _ K U W _ A L J 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A l   J a h a r a 	 ȌTb	 pgkb	 -1%  2.2#2	 A l   J a h a r a 	 A l   J a h a r a 	 A l   J a h a r a 	 -;L- 60E@0	 A l   J a h a r a 	 'D,G1'!	 A l   J a h a r a 	 A l   J a h a r a 	 A l   J a h a r a 	 A l   J a h a r a 	 A l   J a h a r a 	 	2	  	9	>	0	>		 	 	 	 A l   J a h a r a 	 	 	 	 A l   J a h a r a 	 	 	 A l   J a h a r a 	 	 	   ' 	 	 	 ,G1'!	 'D,'1'	 	 		  							 	 	 	 	 	 	 	 	 A l   J a h a r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l   J a h a r a 
 
 S T R _ I D _ E C _ K U W _ H A W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a w a l l i 	 Tt	 Tt)R	 .2'1%%5	 H a w a l l i 	 H a w a l l i 	 H a w a l l i 	 %020;;8	 H a w a l l i 	 -H'DJ	 H a w a l l i 	 H a w a l l i 	 H a w a l l i 	 H a w a l l i 	 H a w a l l i 	 9	5	>	2	@		 	 	 	 H a w a l l i 	 	 	 	 H a w a l l i 	 	 	 H a w a l l i 	 	 	 	 	 	 -HD	 -HD	 	 								 	 	 	 	 	 	 	 	 H a w a l l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a w a l l i 
 
 S T R _ I D _ E C _ K U W _ K U W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u w a i t 	 yZyr	 yZyr	 9@'	 K u w a i t 	 K o w e  t 	 K u w a i t 	 -;L- C259B	 K u w a i t 	 'DCHJ*	 K u w a i t 	 K u v e y t 	 C  o  t 	 K u w a i t 	 K u w a i t 	 	A	5	H	$		 	 	 	 K u v a i t 	 	 	 	 K o e w e i t 	 	 	 K u w a i t 	 	 	 	 	 	 H*	 H*	 	 						 	 	 	 	 	 	 	 	 K o e w e i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u w a i t 
 
 S T R _ I D _ E C _ K U W _ S A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a l m i y a 	 s|N	 (s|N	 1%!4"2	 S a l m i y a 	 S a l m i y a 	 S a l m i y a 	 !0;L<8O	 S a l m i y a 	 'D3'DEJ)	 S a l m i y a 	 S a l m i y a 	 S a l m i y a 	 S a l m i y a 	 S a l m i y a 	 8	>	2	.	?	/	>		 	 	 	 S a l m i y a 	 	 	 	 S a l m i y a 	 	 	 S a l m i y a 	 	 	 	 	 	 3'DEG	 3DE'	 	 								 	 	 	 	 	 	 	 	 S a l m i y a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l m i y a 
 
 S T R _ I D _ E C _ K Y R _ B I S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B i s h k e k 	 kNQKQ	 kNQKQ	 4
@G	 B i s h k e k 	 B i c h k e k 	 B i s h k e k 	 8H:5:	 B i s h k e k 	 (J4CJC	 B i s q u e q u e 	 B i _k e k 	 B i s h k e k 	 B i s h k e k 	 B i s h k e k 	 ,	?	6	M		G			 	 	 	 B i s h k e k 	 	 	 	 B i s h k e k 	 	 	 B i s h k e k 	 	 	 	 	 	 (4	 (4	 	 							 	 	 	 	 	 	 	 	 B i s h k e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B i s h k e k 
 
 S T R _ I D _ E C _ K Y R _ O S H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O s h 	 gYN	 eYN	 --
	 O s h 	 O s h 	 O s h 	 H	 O s h 	 #H4	 O s h 	 O s h 	 O s h 	 O s h 	 O s h 	 	6		 	 	 	 O s h 	 	 	 	 O s h 	 	 	 O s h 	 	 	 	 	 	 'H4	 'H4	 	 			 	 	 	 	 	 	 	 	 O s h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O s h 
 
 S T R _ I D _ E C _ L A T _ L I E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i e p a j a 	 )R6^N	 )R6^N	 D%22	 L i e p a j a 	 L i e p a j a 	 L i e p a j a 	 85?0O	 L i e p a j a 	 DJ(','	 L i e p a j a 	 L i e p a j a 	 L i e p a j a 	 L i e p a j a 	 L i e p a j a 	 2	@	*	>		>		 	 	 	 L i e p a j a 	 	 	 	 L i e p a j a 	 	 	 L i e p a j a 	 	 	 	 	 	 D~''	 D~','	 	 									 	 	 	 	 	 	 	 	 L i e p a j a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i e p a j a 
 
 S T R _ I D _ E C _ L A T _ R I G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R i g a 	 ̑R	 ̑R	 #4I2	 R i g a 	 R i g a 	 R i g a 	  830	 R i g a 	 1J:'	 R i g a 	 R i g a 	 R i g a 	 R i g a 	 R i g a 	 0	@		>		 	 	 	 R i g a 	 	 	 	 R i g a 	 	 	 R i g a 	 	 	 	 	 	 1'	 1"	 	 					 	 	 	 	 	 	 	 	 R i g a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R i g a 
 
 S T R _ I D _ E C _ L E B _ A K K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A k k a 	 ?KQ	 ~R	 -1I2	 A k k a 	 A k k a 	 A k k a 	 ::0	 A k k a 	 9C'	 A c r e 	 A k k a 	 A k k a 	 A k k a 	 A k k a 	 		M		>		 	 	 	 A k k a 	 	 	 	 A k k a 	 	 	 A k k a 	 	 	 	 	 	 9'	 ''	 	 				 	 	 	 	 	 	 	 	 A k k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A k k a 
 
 S T R _ I D _ E C _ L E B _ B A A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a a l b e k 	 ]KQ	 ]RKQ	 2-1%@	 B a a l b e k 	 B a a l b e k 	 B a a l b e k 	 00;L15:	 B a a l b e k 	 (9D(C	 B a a l b e k 	 B a a l b e k 	 B a a l b e k 	 B a a l b e k 	 B a a l b e k 	 ,	>	2	M	,	G			 	 	 	 B a a l b e k 	 	 	 	 B a a l b e k 	 	 	 B a a l b e k 	 	 	   	 	 	 (9D(	 ('D  (	 	 						 	 	 	 	 	 	 	 	 B a a l b e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a a l b e k 
 
 S T R _ I D _ E C _ L E B _ B E I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e i r u t 	 oyr	 yr	 @#8	 B e i r u t 	 B e y r o u t h 	 B e i r u t 	 59@CB	 B e i r u t 	 (J1H*	 B e i r u t e 	 B e y r u t 	 B e i r u t 	 B e i r u t 	 B e i r u t 	 ,	G	0	B	$		 	 	 	 B e i r u t 	 	 	 	 B e i r u t 	 	 	 B e i r u t 	 	 	 	 	 	 (1H*	 (1H*	 	 						 	 	 	 	 	 	 	 	 B e i r o e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e i r u t e 
 
 S T R _ I D _ E C _ L E B _ S I D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S i d o n 	 	 	 D-	 S i d  n 	 S i d o n 	 S i d o n 	 !84>=	 S i d o n 	 5J/'	 S i d o n 	 S i d o n 	 S i d o n 	 S i d o n 	 S i d o n 	 8	?	!	I	(		 	 	 	 S i d o n 	 	 	 	 S i d o n 	 	 	 S i d o n 	 	 	 	 	 	 5/'	 3F	 	 					 	 	 	 	 	 	 	 	 S i d o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i d o n 
 
 S T R _ I D _ E C _ L E B _ T R I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T r i p o l i 	 vΞl̑	 vΞl̑	 D#B%5	 T r  p o l i 	 T r i p o l i 	 T r i p o l i s 	 "@8?>;8	 T r i p o l i 	 71'(D3	 T r  p o l i 	 T r i p o l i 	 T r i p o l i 	 T r i p o l i 	 T r i p o l i 	 $	M	0	?	*	K	2	@		 	 	 	 T r i p o l i 	 	 	 	 T r i p o l i 	 	 	 T r i p o l i 	 	 	 	 	 	 *1~HD	 y1~HD	 	 								 	 	 	 	 	 	 	 	 T r i p o l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r  p o l i 
 
 S T R _ I D _ E C _ L E B _ T Y R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T y r e 	 l>r	 c\	 D#L	 T i r o   	 T y r e 	 T y r e 	 "8@	 T y r e 	 7J1'	 T i r o 	 T y r e 	 T y r e 	 T y r e 	 T y r e 	 	>	/	0		 	 	 	 T y r e 	 	 	 	 T y r u s 	 	 	 T y r e 	 	 	 	 	 	 5H1	 y'1	 	 					 	 	 	 	 	 	 	 	 T y r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i r e 
 
 S T R _ I D _ E C _ L E B _ Z A H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 Z a h l e 	 NbkR	 NbkR	 2+L%5	 Z a h l e 	 Z a h l  	 Z a h l e 	 0E;0	 Z a h l e 	 2-D)	 Z a h l  	 Z a h l e 	 Z a h l e 	 Z a h l e 	 Z a h l e 	 	<	>	9	M	2	G		 	 	 	 Z a h l e 	 	 	 	 Z a h l e 	 	 	 Z a h l e 	 	 	 	 	 	 2-DG	 2D	 	 						 	 	 	 	 	 	 	 	 Z a h l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z a h l  
 
 S T R _ I D _ E C _ L I B _ B U C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B u c h a n a n 	 ^NWWS	 ^NWWS	 9
21	 B u c h a n a n 	 B u c h a n a n 	 B u c h a n a n 	 LN:5=5=	 B u c h a n a n 	 (H4'F'F	 B u c h a n a n 	 B u c h a n a n 	 B u c h a n a n 	 B u c h a n a n 	 B u c h a n a n 	 ,	A		>	(	(		 	 	 	 B u c h a n a n 	 	 	 	 B u c h a n a n 	 	 	 B u c h a n a n 	 	 	 	 	 	 (HF'F	 (H'FF	 	 								 	 	 	 	 	 	 	 	 B u c h a n a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u c h a n a n 
 
 S T R _ I D _ E C _ L I B _ H A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a r b e l 	 T>r	 T\	 .2#L@%	 H a r b e l 	 H a r b e l 	 H a r b e l 	 %0@15;L	 H a r b e l 	 G'1(D	 H a r b e l 	 H a r b e l 	 H a r b e l 	 H a r b e l 	 H a r b e l 	 9	0	M	,	G	2		 	 	 	 H a r b e l 	 	 	 	 H a r b e l 	 	 	 H a r b e l 	 	 	 	 	 	 G'1(D	 1(D	 	 							 	 	 	 	 	 	 	 	 H a r b e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a r b e l 
 
 S T R _ I D _ E C _ L I B _ H A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a r p e r 	 Ts	 Ts	 .2#L@-#L	 H a r p e r 	 H a r p e r 	 H a r p e r 	 %0@?5@	 H a r p e r 	 G'1(1	 H a r p e r 	 H a r p e r 	 H a r p e r 	 H a r p e r 	 H a r p e r 	 9	>	0	M	*	0		 	 	 	 H a r p e r 	 	 	 	 H a r p e r 	 	 	 H a r p e r 	 	 	 	 	 	 G'1~1	 '1~1	 	 							 	 	 	 	 	 	 	 	 H a r p e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a r p e r 
 
 S T R _ I D _ E C _ L I B _ M O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o n r o v i a 	 }N	 W~N	 !-B#@'5"	 M o n r o v i a 	 M o n r o v i a 	 M o n r o v i a 	 >=@>28O	 M o n r o v i a 	 EHF1HAJ'	 M o n r  v i a 	 M o n r o v i a 	 M o n r o v i a 	 M o n r o v i a 	 M o n r o v i a 	 .	K	(	0	K	5	?	/	>		 	 	 	 M o n r o v i a 	 	 	 	 M o n r o v i  	 	 	 M o n r o v i a 	 	 	 	 	 	 EHF1HHJ'	 EHF1HH'	 	 									 	 	 	 	 	 	 	 	 M o n r o v i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o n r  v i a 
 
 S T R _ I D _ E C _ L B Y _ A G E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A g e d a b i a 	 ?c[TkN	 ?pgkN	 -052@5"	 A g e d a b i a 	 A g e d a b i a 	 A g e d a b i a 	 354018O	 A g e d a b i a 	 #:/'(J'	 A g e d a b i a 	 A g e d a b i a 	 A g e d a b i a 	 A g e d a b i a 	 A g e d a b i a 	 		&	>	,	?	/	>		 	 	 	 A g e d a b i a 	 	 	 	 A g e d a b i a 	 	 	 A g e d a b i a 	 	 	 	 	 	 "/'('	 '('	 	 										 	 	 	 	 	 	 	 	 A g e d a b i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g e d a b i a 
 
 S T R _ I D _ E C _ L B Y _ B E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e n g h a z i 	 sR	 sR	 @24	 B e n g a s i 	 B e n g h a z i 	 B a n g h a z i 	 5=3078	 B e n g h a z i 	 (F:'2J	 B e n g a s i 	 B i n g a z i 	 B e n g h a z i 	 B e n g h a z i 	 B e n g h a z i 	 ,	G	(		>		<	@		 	 	 	 B e n g h a z i 	 	 	 	 B e n g h a z i 	 	 	 B e n g h a z i 	 	 	 	 	 	 (F:'2	 (F'2	 	 								 	 	 	 	 	 	 	 	 B e n g h a z i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e n g h a z i 
 
 S T R _ I D _ E C _ L B Y _ M I S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M i s u r a t a 	 s|bTX	 s|ςbTX	 !49#2I2	 M i s u r a t a 	 M i s u r a t a 	 M i s u r a t a 	 8AC@0B0	 M i s u r a t a 	 E51'*)	 M i s r a t a h 	 M i s u r a t a 	 M i s u r a t a 	 M i s u r a t a 	 M i s u r a t a 	 .	?	8	A	0	>	$	>		 	 	 	 M i s u r a t a 	 	 	 	 M i s u r a t a 	 	 	 M i s u r a t a 	 	 	 	 	 	 E51'*G	 E51H1'y'	 	 									 	 	 	 	 	 	 	 	 M i s u r a t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i s u r a t a 
 
 S T R _ I D _ E C _ L B Y _ S E B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S e b h a 	 ^X^T	 ^X\ST	 @.2	 S e b h a 	 S e b h a 	 S e b h a 	 !51E0	 S e b h a 	 3(G'	 S e b h a 	 S e b h a 	 S e b h a 	 S e b h a 	 S e b h a 	 8	G	-	>		 	 	 	 S e b h a 	 	 	 	 S e b h a 	 	 	 S e b h a 	 	 	 	 	 	 3(G'	 3('	 	 					 	 	 	 	 	 	 	 	 S e b h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e b h a 
 
 S T R _ I D _ E C _ L B Y _ T R I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T r i p o l i 	 vΞl̑	 vΞl̑	 D#B%5	 T r  p o l i 	 T r i p o l i 	 T r i p o l i s 	 "@8?>;8	 T r i p o l i 	 71'(D3	 T r  p o l i 	 T r i p o l i 	 T r i p o l i 	 T r i p o l i 	 T r i p o l i 	 $	M	0	?	*	K	2	@		 	 	 	 T r i p o l i 	 	 	 	 T r i p o l i 	 	 	 T r i p o l i 	 	 	 	 	 	 *1~HD	 *1~HD	 	 								 	 	 	 	 	 	 	 	 T r i p o l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r  p o l i 
 
 S T R _ I D _ E C _ L B Y _ T U B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T u b r u q 	 Y^oKQ	 V\S<h	 1#1	 T u b r u q 	 T u b r u q 	 T u b r u k 	 ">1@C:	 T u b r u q 	 7(1B	 T o b r u k 	 T u b r u q 	 T u b r u q 	 T u b r u q 	 T u b r u q 	 $	,	0			 	 	 	 T u b r u q 	 	 	 	 T o e b r o e k 	 	 	 T u b r u q 	 	 	 	 	 	 *(1H	 *(1B	 	 							 	 	 	 	 	 	 	 	 T u b r u q 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T u b r u q 
 
 S T R _ I D _ E C _ M A C _ M A C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a c a u 	 o	 o	 !2@J2	 M a c a o 	 M a c a o 	 M a c a u 	 0:0C	 M a c a o 	 E'C'H	 M a c a u 	 M a c a u 	 M a c a u 	 M a k a u 	 M a c a u 	 .		>	
		 	 	 	 M a k a  	 	 	 	 M a c a u 	 	 	 M a c a o 	 	 	 	 	 	 E''&H	 E'$	 	 								 	 	 	 	 	 	 	 	 M a c a o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a c a u 
 
 S T R _ I D _ E C _ M A D _ M A J 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a j u n g a 	 T
R	 lNR	 !21I2	 M a j u n g a 	 M a j u n g a 	 M a h a j a n g a 	 0E0460=30	 M a j u n g a 	 E',HF:'	 M a j u n g a 	 M a j u n g a 	 M a j u n g a 	 M a j u n g a 	 M a j u n g a 	 .	>		A			>		 	 	 	 M a j u n g a 	 	 	 	 M a j u n g a 	 	 	 M a j u n g a 	 	 	 ' 	 	 	 E',HF'	 E,F'	 	 								 	 	 	 	 	 	 	 	 M a j u n g a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a j u n g a 
 
 S T R _ I D _ E C _ M A D _ T A O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T o a m a s i n a 	 'YT}	 V?l~	 1'!24H2	 T o a m a s i n a 	 T o a m a s i n a 	 T o a m a s i n a 	 "C0<0A8=0	 T o a m a s i n a 	 *HE3JF'	 T o a m a s i n a 	 T o a m a s i n a 	 T o a m a s i n a 	 T o a m a s i n a 	 T o a m a s i n a 	 $	K		.	M	8	@	(	>		 	 	 	 T o a m a s i n a 	 	 	 	 T o a m a s i n a 	 	 	 T o a m a s i n a 	 	 	 	 	 	 *'&HE'3F'	 y'$E'3F'	 	 											 	 	 	 	 	 	 	 	 T o a m a s i n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o a m a s i n a 
 
 S T R _ I D _ E C _ M A L _ A L O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A l o r   S t a r 	 NXSb	 NWXSb	 -0%-#L  *2#L	 A l o r   S t a r 	 A l o r   S t a r 	 A l o r   S t a r 	 ;>@- !B0@	 A l o r   S t a r 	 #DH1  3*'1	 A l o r   S t a r 	 A l o r   S t a r 	 A l o r   S t a r 	 A l o r   S t a r 	 A l o r   S t a r 	 	2	K	0	  8	M		>	0		 	 	 	 A l o r   S t a r 	 	 	 	 A l o r   S t a r 	 	 	 A l o r   S t a r 	 	 	   	 	 	 "DH1  '3*'1	 'DH1  '3y'1	 	 				  						 	 	 	 	 	 	 	 	 A l o r   S t a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l o r   S t a r 
 
 S T R _ I D _ E C _ M A L _ I P O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I p o h 	 !`O	 !`O	 D-B+L	 I p o h 	 I p o h 	 I p o h 	 ?>E	 I p o h 	 %J(H	 I p o h 	 I p o h 	 I p o h 	 I p o h 	 I p o h 	 	*	K	9		 	 	 	 I p o h 	 	 	 	 I p o h 	 	 	 I p o h 	 	 	 	 	 	 '~H	 'BH	 	 						 	 	 	 	 	 	 	 	 I p o h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I p o h 
 
 S T R _ I D _ E C _ M A L _ K O T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K o t a   B h a r u 	 TSb\o	 TSb]	 B2  2+L#9	 K o t a   B h a r u 	 K o t a   B h a r u 	 K o t a   B h a r u 	 >B0- 0@C	 K o t a   B h a r u 	 CH*'  (G'1H	 K o t a   B h a r u 	 K o t a   B h a r u 	 K o t a   B h a r u 	 K o t a   B h a r u 	 K o t a   B h a r u 	 	K		>	  -	>	0	B		 	 	 	 K o t a   B h a r u 	 	 	 	 K o t a   B h a r u 	 	 	 K o t a   B h a r u 	 	 	   	 	 	 H*'  (G'1H	 Hy'  (-1H	 	 				  					 	 	 	 	 	 	 	 	 K o t a   B h a r u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K o t a   B h a r u 
 
 S T R _ I D _ E C _ M A L _ K U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u a l a   L u m p u r 	 }vbUY	 }vbUY	 1'%2%1!@-#L	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 C0;0- C<?C@	 K u a l a   L u m p u r 	 CH'D'  DE(H1	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 K u a l a   L u m p u r 	 	A		2	>	2	.	M	*	A	0		 	 	 	 K u a l a   L u m p u r 	 	 	 	 K u a l a   L u m p u r 	 	 	 K u a l a   L u m p u r 	 	 	   	 	 	 CH'D'D'E~H1	 HD'  DE~H1	 	 													 	 	 	 	 	 	 	 	 K u a l a   L u m p u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u a l a   L u m p u r 
 
 S T R _ I D _ E C _ M A L _ K U N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u a n t a n 	 ܕ9N	 sQ9N	 '1	 K u a n t a n 	 K u a n t a n 	 K u a n t a n 	 C0=B0=	 K u a n t a n 	 CH'F*'F	 K u a n t a n 	 K u a n t a n 	 K u a n t a n 	 K u a n t a n 	 K u a n t a n 	 	A			>	(		 	 	 	 K u a n t a n 	 	 	 	 K u a n t a n 	 	 	 K u a n t a n 	 	 	 	 	 	 H'F*'F	 HFyF	 	 									 	 	 	 	 	 	 	 	 K u a n t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u a n t a n 
 
 S T R _ I D _ E C _ M A L _ K U C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u c h i n g 	 SIf	 SKf	 9
4	 K u c h i n g 	 K u c h i n g 	 K u c h i n g 	 CG8=3	 K u c h i n g 	 CH4JF:	 K u c h i n g 	 K u c h i n g 	 K u c h i n g 	 K u c h i n g 	 K u c h i n g 	 	M	/	B		?				 	 	 	 K u c h i n g 	 	 	 	 K u c h i n g 	 	 	 K u c h i n g 	 	 	 ' 	 	 	 HF	 F	 	 						 	 	 	 	 	 	 	 	 K u c h i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u c h i n g 
 
 S T R _ I D _ E C _ M A L _ M A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a l a c c a 	 mQ2u	 lmQ2u	 !0%02	 M a l a c a 	 M a l a c c a 	 M a l a c c a 	 0;0::0	 M a l a c c a 	 EDB'	 M a l a c a 	 M a l a c c a 	 M a l a c c a 	 M a l a k a 	 M e l a k a 	 .	2		M		>		 	 	 	 M a l a c c a 	 	 	 	 M a l a k k a 	 	 	 M a l a c c a 	 	 	 	 	 	 E'D''	 ED'Q'	 	 									 	 	 	 	 	 	 	 	 M a l a c c a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l a c c a 
 
 S T R _ I D _ E C _ M A L _ S E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S e r e m b a n 	 eq\	 Ʉ	 @@#!1	 S e r e m b a n 	 S e r e m b a n 	 S e r e m b a n 	 !5@5<10=	 S e r e m b a n 	 3J1JE('F	 S e r e m b a n 	 S e r e m b a n 	 S e r e m b a n 	 S e r e m b a n 	 S e r e m b a n 	 8	G	0	.	M	,	H	(		 	 	 	 S e r e m b a n 	 	 	 	 S e r e m b a n 	 	 	 S e r e m b a n 	 	 	 	 	 	 31E('F	 31E(F	 	 									 	 	 	 	 	 	 	 	 S e r e m b a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r e m b a n 
 
 S T R _ I D _ E C _ M L D _ M A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a l e 	 R	 l/}	 !2%5	 M a l  	 M a l e 	 M a l e 	 0;5	 M a l e 	 E'DJ	 M a l  	 M a l e 	 M a l e 	 P r i a 	 M a l e 	 .	>	2	G		 	 	 	 F  r f i 	 	 	 	 M a l e 	 	 	 M a l e 	 	 	 	 	 	 E'D	 E'D	 	 					 	 	 	 	 	 	 	 	 M a l  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a s c u l i n o 
 
 S T R _ I D _ E C _ M L I _ B A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a m a k o 	 ]y	 ]ly	 2!2B	 B a m a k o 	 B a m a k o 	 B a m a k o 	 0<0:>	 B a m a k o 	 ('E'CH	 B a m a k o 	 B a m a k o 	 B a m a k o 	 B a m a k o 	 B a m a k o 	 ,	.	>		K		 	 	 	 B a m a k o 	 	 	 	 B a m a k o 	 	 	 B a m a k o 	 	 	 	 	 	 ('E'H	 (E'H	 	 							 	 	 	 	 	 	 	 	 B a m a k o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a m a k o 
 
 S T R _ I D _ E C _ M L I _ G A O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G a o 	 ؚgY	 ReY	 @2	 G a o 	 G a o 	 G a o 	 0>	 G a o 	 :'H	 G a o 	 G a o 	 G a o 	 G a o 	 G a o 	 	K	5	>		 	 	 	 G a o 	 	 	 	 G a o 	 	 	 G a o 	 	 	 	 	 	 '&H	 "$	 	 				 	 	 	 	 	 	 	 	 G a o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G a o 
 
 S T R _ I D _ E C _ M L I _ M O P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o p t i 	 nfc	 nf	 !-4	 M o p t i 	 M o p t i 	 M o p t i 	 >?B8	 M o p t i 	 EH(*J	 M o p t i 	 M o p t i 	 M o p t i 	 M o p t i 	 M o p t i 	 .	K	*	M		@		 	 	 	 M o p t i 	 	 	 	 M o p t i 	 	 	 M o p t i 	 	 	 	 	 	 EH~*	 EH~y	 	 					 	 	 	 	 	 	 	 	 M o p t i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o p t i 
 
 S T R _ I D _ E C _ M A U _ P O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P o r t   L o u i s 	 f/n	 f/n	 -#L  +%8"L	 P o r t   L o u i s 	 P o r t   L o u i s 	 P o r t   L o u i s 	 >@B- C8	 P o r t   L o u i s 	 (H1*  DHJ3	 P o r t   L o u i s 	 P o r t   L o u i s 	 P o r t   L o u i s 	 P o r t   L o u i s 	 P o r t   L o u i s 	 *	K	0	M		  2	A		8		 	 	 	 P o r t   L o u i s 	 	 	 	 P o r t   L o u i s 	 	 	 P o r t   L o u i s 	 	 	   	 	 	 ~H1*  DH&3	 ~H1y  DH&3	 	 					  					 	 	 	 	 	 	 	 	 P o r t   L o u i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t   L o u i s 
 
 S T R _ I D _ E C _ M A U _ T R I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T r i o l e t 	 yr	 yrW	 D#B-@%	 T r i o l e t 	 T r i o l e t 	 T r i o l e t 	 "@8>;5B	 T r i o l e t 	 *1JHDJ*	 T r i o l e t 	 T r i o l e t 	 T r i o l e t 	 T r i o l e t 	 T r i o l e t 	 	M	0	>	/	K	2	G			 	 	 	 T r i o l e t 	 	 	 	 T r i o l e t 	 	 	 T r i o l e t 	 	 	 	 	 	 *1HD*	 y1HDy	 	 									 	 	 	 	 	 	 	 	 T r i o l e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r i o l e t 
 
 S T R _ I D _ E C _ M E X _ A C A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A c a p u l c o 	 ?aSnf>ry	 ?aSnf\y	 -028%BI	 A c a p u l c o 	 A c a p u l c o 	 A c a p u l c o 	 :0?C;L:>	 A c a p u l c o 	 #C'(HDCH	 A c a p u l c o 	 A c a p u l c o 	 A c a p u l c o 	 A c a p u l c o 	 A c a p u l c o 	 		>	*	M	/	B	2	M		K		 	 	 	 A c a p u l c o 	 	 	 	 A c a p u l c o 	 	 	 A c a p u l c o 	 	 	 	 	 	 "'~HDH	 '~DH	 	 									 	 	 	 	 	 	 	 	 A c a p u l c o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c a p u l c o 
 
 S T R _ I D _ E C _ M E X _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h i h u a h u a 	 GYtt	 GYtt	 
4'2'H2	 C h i h u a h u a 	 C h i h u a h u a 	 C h i h u a h u a 	 '8C0C0	 C h i h u a h u a 	 *4JGH'GH'	 C h i h u a h u a 	 C h i h u a h u a 	 C h i h u a h u a 	 C h i h u a h u a 	 C h i h u a h u a 	 	?	9	A		9	A			 	 	 	 C h i h u a h u a 	 	 	 	 C h i h u a h u a 	 	 	 C h i h u a h u a 	 	 	 ' 	 	 	 H'H'	   H'  H'	 	 											 	 	 	 	 	 	 	 	 C h i h u a h u a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i h u a h u a 
 
 S T R _ I D _ E C _ M E X _ C I U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C i u d a d   J u a r e z 	 e	 NSe	 4'A  1'@#	 C i u d a d   J u  r e z 	 C i u d a d   J u a r e z 	 C i u d a d   J u a r e z 	 !LN404- %C0@5A	 C i u d a d   J u a r e z 	 3JH/'/  ,H'1J2	 C i u d a d   J u  r e z 	 C i u d a d   J u a r e z 	 C i u d a d   J u a r e z 	 C i u d a d   J u a r e z 	 C i u d a d   J u a r e z 	 8	?	/	B	&	>	&	  	A		0	G		<		 	 	 	 C i u d a d   J u a r e z 	 	 	 	 C i u d a d   J u  r e z 	 	 	 C i u d a d   J u a r e z 	 	 	   	 	 	 3/'/  .H"12	 3H'  ,'12	 	 									  								 	 	 	 	 	 	 	 	 C i u d a d   J u a r e z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i u d a d   J u a r e z 
 
 S T R _ I D _ E C _ M E X _ G U A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u a d a l a j a r a 	 tTbTb	 tbTb	 1'2%22#2	 G u a d a l a j a r a 	 G u a d a l a j a r a 	 G u a d a l a j a r a 	 2040;0E0@0	 G u a d a l a j a r a 	 :H'/'D,'1  	 G u a d a l a j a r a 	 G u a d a l a j a r a 	 G u a d a l a j a r a 	 G u a d a l a j a r a 	 G u a d a l a j a r a 	 	A	!	>	2	>		>	0	>		 	 	 	 G u a d a l a j a r a 	 	 	 	 G u a d a l a j a r a 	 	 	 G u a d a l a j a r a 	 	 	 	 	 	 H'/'D'G'1'	 '$  D'  ,'1'	 	 													 	 	 	 	 	 	 	 	 G u a d a l a j a r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u a d a l a j a r a 
 
 S T R _ I D _ E C _ M E X _ L E O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L e o n 	 ̑f	 f	 %5--	 L e  n 	 L e o n 	 L e o n 	 5>=	 L e o n 	 DJHF	 L e  n 	 L e o n 	 L e o n 	 L e o n 	 L e o n 	 2	?	/	K	(		 	 	 	 L e o n 	 	 	 	 L e  n 	 	 	 L e o n 	 	 	 	 	 	 DHF	 DHF	 	 					 	 	 	 	 	 	 	 	 L e o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L e o n 
 
 S T R _ I D _ E C _ M E X _ M E X 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M e x i c a l i 	 XaS)R	 XaS)R	 @!G42%5	 M e x i c a l i 	 M e x i c a l i 	 M e x i c a l i 	 5E8:0;8	 M e x i c a l i 	 EJC3JC'DJ	 M e x i c a l i 	 M e x i c a l i 	 M e x i c a l i 	 M e x i c a l i 	 M e x i c a l i 	 .	H		M	8	@		>	2	@		 	 	 	 M e x i c a l i 	 	 	 	 M e x i c a l i 	 	 	 M e x i c a l i 	 	 	 	 	 	 E2'D	 E3  'D	 	 											 	 	 	 	 	 	 	 	 M e x i c a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e x i c a l i 
 
 S T R _ I D _ E C _ M E X _ M E I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M e x i c o 	 XT	 XT	 @!G4B	 M  x i c o 	 M e x i c o 	 M e x i k o 	 5E8:>	 M e s s i c o 	 EC3JCH	 M  x i c o 	 M e x i c o 	 M e x i c o 	 M e k s i k o 	 M e x i c o 	 .	H		M	8	?		K		 	 	 	 M e x i k  	 	 	 	 M  x i c o 	 	 	 M e x i c o 	 	 	 	 	 	 E2	 E3H	 	 									 	 	 	 	 	 	 	 	 M e x i k o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  x i c o 
 
 S T R _ I D _ E C _ M O N _ D A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D a r h a n 	 T>rWl	 \Wl	 2#L.1	 D a r h a n 	 D a r h a n 	 D a r h a n 	 0@E0=	 D a r h a n 	 /'1G'F	 D a r h a n 	 D a r h a n 	 D a r h a n 	 D a r h a n 	 D a r h a n 	 &	0	9	>	(		 	 	 	 D a r h a n 	 	 	 	 D a r h a n 	 	 	 D a r h a n 	 	 	 	 	 	 /'1.'F	 1F	 	 							 	 	 	 	 	 	 	 	 D a r h a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a r h a n 
 
 S T R _ I D _ E C _ M O N _ U L A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 U l a n   B a t o r 	 p-]Xb	 LNpQ]Xb	 -9%1  2-#L	 U l a n   B a t o r 	 O u l a n - B a t o r 	 U l a n   B a t o r 	 #;0=- 0B>@	 U l a n   B a t o r 	 #HD'F  ('*H1	 U l a n   B a t o r 	 U l a n   B a t o r 	 U l a n   B a t o r 	 U l a n   B a t o r 	 U l a n   B a t o r 	 		2	>	(	  ,	$	K	0		 	 	 	 U l a n   B a t o r 	 	 	 	 U l a n   B a t o r 	 	 	 U l a n   B a t o r 	 	 	   	 	 	 'HD'F  ('*H1	 HD'F  ('yH1	 	 				  						 	 	 	 	 	 	 	 	 O e l a n   B a t o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U l a n   B a t o r 
 
 S T R _ I D _ E C _ M O R _ A C A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A g a d i r 	 ?R>r	 ?R\	 -02@-#L	 A g a d i r 	 A g a d i r 	 A g a d i r 	 3048@	 A g a d i r 	 #:'/J1	 A g a d i r 	 A g a d i r 	 A g a d i r 	 A g a d i r 	 A g a d i r 	 		>	!	@	0		 	 	 	 A g a d i r 	 	 	 	 A g a d i r 	 	 	 A g a d i r 	 	 	 	 	 	 "'/1	 ''1	 	 							 	 	 	 	 	 	 	 	 A g a d i r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g a d i r 
 
 S T R _ I D _ E C _ M O R _ C A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a s a b l a n c a 	 aS^-aS	 aS(^pQaS	 22%1I2	 C a s a b l a n c a 	 C a s a b l a n c a 	 C a s a b l a n c a 	 0A01;0=:0	 C a s a b l a n c a 	 'D/'1  'D(J6'!	 C a s a b l a n c a 	 C a s a b l a n c a 	 C a s a b l a n c a 	 C a s a b l a n c a 	 C a s a b l a n c a 	 	>	8	>	,	M	2	>			>		 	 	 	 C a s a b l a n c a 	 	 	 	 C a s a b l a n c a 	 	 	 C a s a b l a n c a 	 	 	 	 	 	 C'2'(D'FC'	 3(  DF'	 	 													 	 	 	 	 	 	 	 	 C a s a b l a n c a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a s a b l a n c a 
 
 S T R _ I D _ E C _ M O R _ F E Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 F e z 	 e	 ^e	 @	 F e z 	 F e z 	 F e z 	 $57	 F e z 	 A'3	 F e z 	 F e z 	 F e z 	 F e z 	 F e z 	 +	G		<		 	 	 	 F e z 	 	 	 	 F e z 	 	 	 F e z 	 	 	 	 	 	 A2	 A2	 	 				 	 	 	 	 	 	 	 	 F e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e z 
 
 S T R _ I D _ E C _ M O R _ K E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K e n i t r a 	 ˄<\yrb	 v<\yrb	 @4#2	 K e n i t r a 	 K e n i t r a 	 K e n i t r a 	 5=8B@0	 K e n i t r a 	 'DBFJ71)	 K e n i t r a 	 K e n i t r a 	 K e n i t r a 	 K e n i t r a 	 K e n i t r a 	 	G	(	?	$	0	>		 	 	 	 K e n i t r a 	 	 	 	 K e n i t r a 	 	 	 K e n i t r a 	 	 	 	 	 	 F*1'	 Fy1'	 	 									 	 	 	 	 	 	 	 	 K e n i t r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K e n i t r a 
 
 S T R _ I D _ E C _ M O R _ M A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a r r a k e c h 	 bUN	 lbUN	 !2#L#2@
	 M a r r a k e c h 	 M a r r a k e c h 	 M a r r a k e s c h 	 0@@0:5H	 M a r r a k e c h 	 E1'C4	 M a r r a q u e x e 	 M a r a k e _	 M a r r a k e c h 	 M a r r a k e c h 	 M a r r a k e c h 	 .	0	>		G			 	 	 	 M a r r a k e s 	 	 	 	 M a r r a k e c h 	 	 	 M a r r a k e c h 	 	 	 	 	 	 E1'4	 E1'B4	 	 								 	 	 	 	 	 	 	 	 M a r r a k e s j 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r r a q u e s h 
 
 S T R _ I D _ E C _ M O R _ M E K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M e k n e s 	 hKQ<\e	 hKQQe	 @!@*	 M e k n e s 	 M e k n  s 	 M e k n e s 	 5:=5A	 M e k n e s 	 ECF'3	 M e k n  s 	 M e k n e s 	 M e k n e s 	 M e k n e s 	 M e k n e s 	 .	G		(	M	8		 	 	 	 M e k n e s 	 	 	 	 M e k n e s 	 	 	 M e k n e s 	 	 	 	 	 	 EF'3	 EF3	 	 							 	 	 	 	 	 	 	 	 M e k n e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e k n e s 
 
 S T R _ I D _ E C _ M O R _ Q U J 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O u j d a 	 pc[T	 LNc[	 -82	 O u j d a 	 O u j d a 	 O u j d a 	 #4640	 O u j d a 	 H,/)	 O u j d a 	 O u j d a 	 O u j d a 	 O u j d a 	 O u j d a 	 				M	&	>		 	 	 	 O u j d a 	 	 	 	 O u j d a 	 	 	 O u j d a 	 	 	 	 	 	 H,/G	 B,'	 	 					 	 	 	 	 	 	 	 	 O u j d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u j d a 
 
 S T R _ I D _ E C _ M O R _ R A B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R a b a t 	 b]yr	 b]yr	 #21	 R a b a t 	 R a b a t 	 R a b a t 	  010B	 R a b a t 	 'D1('7	 R a b a t 	 R a b a t 	 R a b a t 	 R a b a t 	 R a b a t 	 0	,	>	$		 	 	 	 R a b a t 	 	 	 	 R a b a t 	 	 	 R a b a t 	 	 	 	 	 	 1('7	 1(7	 	 						 	 	 	 	 	 	 	 	 R a b a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a b a t 
 
 S T R _ I D _ E C _ M O R _ S A F 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a f i 	 	 (	 24	 S a f i 	 S a f i 	 S a f i 	 !0D8	 S a f i 	 "3AJ	 S a f i 	 S a f i 	 S a f i 	 S a f i 	 S a f i 	 8	>	+	@		 	 	 	 S a f i 	 	 	 	 S a f i 	 	 	 S a f i 	 	 	 	 	 	 "3A	 3'A	 	 					 	 	 	 	 	 	 	 	 S a f i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a f i 
 
 S T R _ I D _ E C _ M O R _ T A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a n g i e r 	 9N	T>r	 9N	T\	 A4@--#L	 T  n g e r 	 T a n g e r 	 T a n g i e r 	 "0=65@	 T a n g i e r 	 7F,)	 T  n g e r 	 T a n g i e r 	 T a n g i e r 	 T a n g i e r 	 T a n g i e r 	 $			?	/	0		 	 	 	 T a n g e r 	 	 	 	 T a n g e r 	 	 	 T a n g i e r 	 	 	 	 	 	 *F,G	 yF1	 	 											 	 	 	 	 	 	 	 	 T a n g i e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a n g i e r 
 
 S T R _ I D _ E C _ M O Z _ B E I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e i r a 	 b	 b	 @"L#2	 B e i r a 	 B e i r a 	 B e i r a 	 59@0	 B e i r a 	 (J1'	 B e i r a 	 B e i r a 	 B e i r a 	 B e i r a 	 B e i r a 	 ,	G		0	>		 	 	 	 B e i r a 	 	 	 	 B e i r a 	 	 	 B e i r a 	 	 	 	 	 	 (1'	 (1'	 	 						 	 	 	 	 	 	 	 	 B e i r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e i r a 
 
 S T R _ I D _ E C _ M O Z _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h i b u t o 	 GY^Xb	 ^^Xb	 
49B	 C h i b u t o 	 C h i b u t o 	 C h i b u t o 	 '81CB>	 C h i b u t o 	 4J(H*H	 C h i b u t o 	 C h i b u t o 	 C h i b u t o 	 C h i b u t o 	 C h i b u t o 	 	?	,	A	$	K		 	 	 	 C h i b u t o 	 	 	 	 C h i b u t o 	 	 	 C h i b u t o 	 	 	 ' 	 	 	 (H*H	 (HyH	 	 								 	 	 	 	 	 	 	 	 C h i b u t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i b u t o 
 
 S T R _ I D _ E C _ M O Z _ M A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a n d i e 	 f	 f	 A!2"	 M a n d i e 	 M a n d i e 	 M a n d i e 	 0=48	 M a n d i e 	 E'F/J	 M a n d i e 	 M a n d i e 	 M a n d i e 	 M a n d i e 	 M a n d i e 	 .	H		!	@		 	 	 	 M a n d i e 	 	 	 	 M a n d i e 	 	 	 M a n d i e 	 	 	 	 	 	 E'F/	 EF	 	 										 	 	 	 	 	 	 	 	 M a n d i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a n d i e 
 
 S T R _ I D _ E C _ N A M _ L U D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L u d e r i t z 	 BT_̑(	 T_̑(	 %9@-#4L	 L u d e r i t z 	 L  d e r i t z 	 L  d e r i t z 	 N45@8F	 L u d e r i t z 	 DH/1J*2	 L  d e r i t z 	 L u d e r i t z 	 L u d e r i t z 	 L u d e r i t z 	 L u d e r i t z 	 2	A	!	G	0	?		M		<		 	 	 	 L u d e r i t z 	 	 	 	 L u d e r i t z 	 	 	 L u d e r i t z 	 	 	 	 	 	 DH/1*2	 DH12	 	 								 	 	 	 	 	 	 	 	 L  d e r i t z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L u d e r i t z 
 
 S T R _ I D _ E C _ N A M _ T S U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T s u m e b 	 Zih	 Zih^	 9@!	 T s u m e b 	 T s u m e b 	 T s u m e b 	 &C<51	 T s u m e b 	 *3HEJ(	 T s u m e b 	 T s u m e b 	 T s u m e b 	 T s u m e b 	 T s u m e b 	 $	M	8	A	.	G	,		 	 	 	 T s u m e b 	 	 	 	 T s u m e b 	 	 	 T s u m e b 	 	 	 	 	 	 *3HE(	 y3E(	 	 						 	 	 	 	 	 	 	 	 T s u m e b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T s u m e b 
 
 S T R _ I D _ E C _ N A M _ W I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 W i n d h o e k 	 n_TKQ	 )n_TKQ	 '4LB.	 W i n d h o e k 	 W i n d h o e k 	 W i n d h o e k 	 8=4EC:	 W i n d h o e k 	 HJF/GHC	 W i n d h o e k 	 W i n d h o e k 	 W i n d h o e k 	 W i n d h o e k 	 W i n d h o e k 	 5	?		!	9	K				 	 	 	 W i n d h o e k 	 	 	 	 W i n d h o e k 	 	 	 W i n d h o e k 	 	 	 	 	 	 HF/GH	 HF  H	 	 											 	 	 	 	 	 	 	 	 W i n d h o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W i n d h o e k 
 
 S T R _ I D _ E C _ N E P _ J U M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J u m l a 	 ENYb	 NFz~l	 1!%2	 J u m l a 	 J u m l a 	 J u m l a 	 6C<;0	 J u m l a 	 ,ED)	 J u m l a 	 J u m l a 	 J u m l a 	 J u m l a 	 J u m l a 	 	A	.	2	>		 	 	 	 J u m l a 	 	 	 	 J u m l a 	 	 	 J u m l a 	 	 	 ' 	 	 	 ,HED'	 ,ED'	 	 						 	 	 	 	 	 	 	 	 J u m l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u m l a 
 
 S T R _ I D _ E C _ N E P _ K A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a t h m a n d u 	 R_n	 R_n	 2!18	 K a t m a n d  	 K a t m a n d u 	 K a t h m a n d u 	 0B<0=4C	 K a t h m a n d u 	 C'*E'F/H	 C a t m a n d u 	 K a t h m a n d u 	 K a t h m a n d u 	 K a t h m a n d u 	 K a t h m a n d u 	 	>	 	.	>		!	B		 	 	 	 K a t h m a n d u 	 	 	 	 K a t h m a n d u 	 	 	 K a t h m a n d u 	 	 	 	 	 	 C'*E'F/H	 'yE'FH	 	 										 	 	 	 	 	 	 	 	 K a t m a n d o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a t m a n d u 
 
 S T R _ I D _ E C _ N E P _ L A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L a l i t p u r 	 b)Ryrnf>r	 b)Ryrnf\	 %2%4@-#L	 L a l i t p u r 	 L a l i t p u r 	 L a l i t p u r 	 0;8B?C@  ( 0B0=) 	 L a l i t p u r 	 D'DJ*(H1	 L a l i t p u r 	 L a l i t p u r 	 L a l i t p u r 	 L a l i t p u r 	 L a l i t p u r 	 2	2	?	$	*	A	0		 	 	 	 L a l i t p u r 	 	 	 	 L a l i t p u r 	 	 	 L a l i t p u r 	 	 	 	 	 	 D'D*~H1	 DD*~H1	 	 								 	 	 	 	 	 	 	 	 L a l i t p u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a l i t p u r 
 
 S T R _ I D _ E C _ N E P _ P Y U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P y u t h a n 	 nfQOU	 vLNfW	 "92	 P y u t h a n 	 P y u t h a n 	 P y u t h a n 	 NB0=	 P y u t h a n 	 (JH+'F	 P y u t h a n 	 P y u t h a n 	 P y u t h a n 	 P y u t h a n 	 P y u t h a n 	 *	M	/	B	%	>	(		 	 	 	 P y u t h a n 	 	 	 	 P y u t h a n 	 	 	 P y u t h a n 	 	 	 	 	 	 ~H*'F	 ~H*'F	 	 								 	 	 	 	 	 	 	 	 P y u t h a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P y u t h a n 
 
 S T R _ I D _ E C _ N E D _ A M S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A m s t e r d a m 	 ?Yeyr9N	 ?Yeyr9N	 -1!*@-#L1!	 A m s t e r d a m 	 A m s t e r d a m 	 A m s t e r d a m 	 <AB5@40<	 A m s t e r d a m 	 #E3*1/'E	 A m s t e r d  o 	 A m s t e r d a m 	 A m s t e r d a m 	 A m s t e r d a m 	 A m s t e r d a m 	 	.	M	8	M		0	M	!	.		 	 	 	 A m s z t e r d a m 	 	 	 	 A m s t e r d a m 	 	 	 A m s t e r d a m 	 	 	 	 	 	 "E3*1/'E	 'E3y1E	 	 										 	 	 	 	 	 	 	 	 A m s t e r d a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A m s t e r d  
 
 S T R _ I D _ E C _ N E W _ A U C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A u c k l a n d 	 gYKQ-	 eYKQpQ	 -J-A%L	 A u c k l a n d 	 A u c k l a n d 	 A u c k l a n d 	 :;5=4	 A u c k l a n d 	 #HCD'F/	 A u c k l a n d 	 A u c k l a n d 	 A u c k l a n d 	 A u c k l a n d 	 A u c k l a n d 	 		2	H		!		 	 	 	 A u c k l a n d 	 	 	 	 A u c k l a n d 	 	 	 A u c k l a n d 	 	 	 	 	 	 "CDF/	 "DF	 	 										 	 	 	 	 	 	 	 	 A u c k l a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A u c k l a n d 
 
 S T R _ I D _ E C _ N E W _ D U N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D u n e d i n 	 FO<\	 <\N	 9@4	 D u n e d i n 	 D u n e d i n 	 D u n e d i n 	 0=848=	 D u n e d i n 	 /HFJ/JF	 D u n e d i n 	 D u n e d i n 	 D u n e d i n 	 D u n e d i n 	 D u n e d i n 	 !	M	/	B	(	G	!	?	(		 	 	 	 D u n e d i n 	 	 	 	 D u n e d i n 	 	 	 D u n e d i n 	 	 	 	 	 	 /HF/F	 HFF	 	 								 	 	 	 	 	 	 	 	 D u n e d i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u n e d i n 
 
 S T R _ I D _ E C _ N E W _ H A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a m i l t o n 	 "os|>r	 T[\	 .2!4%1	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 0<8;LB>=	 H a m i l t o n 	 G'EJD*HF	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 H a m i l t o n 	 9	H	.	?	2	M		I	(		 	 	 	 H a m i l t o n 	 	 	 	 H a m i l t o n 	 	 	 H a m i l t o n 	 	 	 	 	 	 GED*HF	 EDyF	 	 											 	 	 	 	 	 	 	 	 H a m i l t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a m i l t o n 
 
 S T R _ I D _ E C _ N E W _ W I L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 W e l l i n g t o n 	 ZH	 `up	 @'%%41	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 #M;;8=3B>=	 W e l l i n g t o n 	 HJDJF:*HF	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 W e l l i n g t o n 	 5	G	2	?			M		I	(		 	 	 	 W e l l i n g t o n 	 	 	 	 W e l l i n g t o n 	 	 	 W e l l i n g t o n 	 	 	 	 	 	 HDJF*HF	 HDFyF	 	 									 	 	 	 	 	 	 	 	 W e l l i n g t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W e l l i n g t o n 
 
 S T R _ I D _ E C _ N I G _ A G A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A g a d e z 	 ?R_2	 ?R\	 -02@	 A g a d e z 	 A g a d e z 	 A g a d e z 	 3045A	 A g a d e z 	 #:'/J2	 A g a d  z 	 A g a d e z 	 A g a d e z 	 A g a d e z 	 A g a d e z 	 		>	&	G		<		 	 	 	 A g a d e z 	 	 	 	 A g a d e z 	 	 	 A g a d e z 	 	 	 	 	 	 "'/2	 ''2	 	 							 	 	 	 	 	 	 	 	 A g a d e z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g a d e z 
 
 S T R _ I D _ E C _ N I G _ M A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a r a d i 	 b	 lJ	 !2#24	 M a r a d i 	 M a r a d i 	 M a r a d i 	 0@048	 M a r a d i 	 E'1'/J	 M a r a d i 	 M a r a d i 	 M a r a d i 	 M a r a d i 	 M a r a d i 	 .	0	>	!	@		 	 	 	 M a r a d i 	 	 	 	 M a r a d i 	 	 	 M a r a d i 	 	 	 	 	 	 E'1'/	 E1'	 	 							 	 	 	 	 	 	 	 	 M a r a d i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r a d i 
 
 S T R _ I D _ E C _ N I G _ N I A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N i a m e y 	 <\?	 <\N	 D-0@!"L	 N i a m e y 	 N i a m e y 	 N i a m e y 	 80<59	 N i a m e y 	 FJ'EJ	 N i a m e y 	 N i a m e y 	 N i a m e y 	 N i a m e y 	 N i a m e y 	 (	?	/	>	.	G		 	 	 	 N i a m e y 	 	 	 	 N i a m e y 	 	 	 N i a m e y 	 	 	 	 	 	 F'E	 F'E	 	 							 	 	 	 	 	 	 	 	 N i a m e y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N i a m e y 
 
 S T R _ I D _ E C _ N G R _ I B A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I b a d a n 	 
O]9N	 
O]9N	 -422	 I b a d  n 	 I b a d a n 	 I b a d a n 	 1040=	 I b a d a n 	 %('/'F	 I b a d  	 I b a d a n 	 I b a d a n 	 I b a d a n 	 I b a d a n 	 	,	>	&	>	(		 	 	 	 I b a d a n 	 	 	 	 I b a d a n 	 	 	 I b a d a n 	 	 	 	 	 	 '('/'F	 '('F	 	 								 	 	 	 	 	 	 	 	 I b a d a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I b a d a n 
 
 S T R _ I D _ E C _ N G R _ I L E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I l e s h a 	 
O
l	 <\e)RN	 -4@%
2	 I l e s h a 	 I l e s h a 	 I l e s h a 	 ;5H0	 I l e s h a 	 %DJ4'	 I l e s h a 	 I l e s h a 	 I l e s h a 	 I l e s h a 	 I l e s h a 	 	2	G	6	>		 	 	 	 I l e s h a 	 	 	 	 I l e s h a 	 	 	 I l e s h a 	 	 	 	 	 	 'D4'	 'D4'	 	 						 	 	 	 	 	 	 	 	 I l e s h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I l e s h a 
 
 S T R _ I D _ E C _ N G R _ I L O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I l o r i n 	 
Og	 
Omg	 -4%B%#4	 I l o r i n 	 I l o r i n 	 I l o r i n 	 ;>@8=	 I l o r i n 	 %DH1JF	 I l o r i n 	 I l o r i n 	 I l o r i n 	 I l o r i n 	 I l o r i n 	 	2	K	0	?	(		 	 	 	 I l o r i n 	 	 	 	 I l o r i n 	 	 	 I l o r i n 	 	 	 	 	 	 'DH1F	 'DH1F	 	 								 	 	 	 	 	 	 	 	 I l o r i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I l o r i n 
 
 S T R _ I D _ E C _ N G R _ K A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a n o 	 aS	 aS	 2B	 K a n o 	 K a n o 	 K a n o 	 0=>	 K a n o 	 C'FH	 K a n o 	 K a n o 	 K a n o 	 K a n o 	 K a n o 	 	>	(	K		 	 	 	 K a n o 	 	 	 	 K a n o 	 	 	 K a n o 	 	 	 	 	 	 'FH	 'FH	 	 					 	 	 	 	 	 	 	 	 K a n o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a n o 
 
 S T R _ I D _ E C _ N K R _ H A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a m h u n g 	 T	 TtQ	 A.!.1	 H a m h u n g 	 H a m h u n g 	 H a m h u n g 	 %0<EK=	 H a m h u n g 	 G'EGHF:	 H a m h u n g 	 H a m h u n g 	 H a m h u n g 	 H a m h u n g 	 H a m h u n g 	 9	H	.	9				 	 	 	 H a m h u n g 	 	 	 	 H a m h u n g 	 	 	 H a m h u n g 	 	 	 	 	 	 G'EGHF	 EF	 	 									 	 	 	 	 	 	 	 	 H a m h u n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a m h u n g 
 
 S T R _ I D _ E C _ N K R _ H U N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H u n g n a m 	 WS	 tQWS	 .12!	 H u n g n a m 	 H u n g n a m 	 H u n g n a m 	 %K==0<	 H u n g n a m 	 GHF:F'E	 H u n g n a m 	 H u n g n a m 	 H u n g n a m 	 H u n g n a m 	 H u n g n a m 	 9			(	>	.		 	 	 	 H u n g n a m 	 	 	 	 H u n g n a m 	 	 	 H u n g n a m 	 	 	 	 	 	 GHFF'E	 FFF	 	 									 	 	 	 	 	 	 	 	 H u n g n a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H u n g n a m 
 
 S T R _ I D _ E C _ N K R _ K A E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a e s o n g 	 W	 W	 A-	 K a e s o n g 	 K a e s o n g 	 K a e s o n g 	 MA>=	 K a e s o n g 	 C'J3HF:	 K a e s o n g 	 K a e s o n g 	 K a e s o n g 	 K a e s o n g 	 K a e s o n g 	 	>		8	K				 	 	 	 K a e s o n g 	 	 	 	 K a e s o n g 	 	 	 K a e s o n g 	 	 	 	 	 	 '&3HF	 3HF	 	 							 	 	 	 	 	 	 	 	 K a e s o n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a e s o n g 
 
 S T R _ I D _ E C _ N K R _ P Y O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P y o n g y a n g 	 s^X	 s^X	 ""1	 P y o n g y a n g 	 P y o n g y a n g 	 P y o n g y a n g 	 E5=LO=	 P y o n g y a n g 	 (JHF:  J'F:	 P y o n g y a n g 	 P y o n g y a n g 	 P y o n g y a n g 	 P y o n g y a n g 	 P y o n g y a n g 	 *	M	/	K			/	>				 	 	 	 P h e n j a n 	 	 	 	 P y o n g y a n g 	 	 	 P y o n g y a n g 	 	 	 	 	 	 ~HF  'F	 ~HF  'F	 	 								 	 	 	 	 	 	 	 	 P j o n g j a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P i o n g i a n g 
 
 S T R _ I D _ E C _ N K R _ S I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S i n u i j u 	 e]	 eIN]	 48"9	 S i n u i j u 	 S i n u i j u 	 S i n u i j u 	 !8=K946C	 S i n u i j u 	 3JFHJ,H	 S i n u i j u 	 S i n u i j u 	 S i n u i j u 	 S i n u i j u 	 S i n u i j u 	 8	?	(	A			A		 	 	 	 S i n u i j u 	 	 	 	 S i n u i j u 	 	 	 S i n u i j u 	 	 	 ' 	 	 	 3FH,H	 3FH  ,H	 	 								 	 	 	 	 	 	 	 	 S i n u i j u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n u i j u 
 
 S T R _ I D _ E C _ N K R _ W O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 W o n s a n 	 CQq\	 CQq\	 '-1	 W o n s a n 	 W o n s a n 	 W o n s a n 	 >=A0=	 W o n s a n 	 HHF3'F	 W o n s a n 	 W o n s a n 	 W o n s a n 	 W o n s a n 	 W o n s a n 	 5	K	(	M	8	(		 	 	 	 W o n s a n 	 	 	 	 W o n s a n 	 	 	 W o n s a n 	 	 	 	 	 	 HF3'F	 H'F3F	 	 								 	 	 	 	 	 	 	 	 W o n s a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W o n s a n 
 
 S T R _ I D _ E C _ N O R _ O S L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 O s l o 	 gYex	 eYeF	 --*B%	 O s l o 	 O s l o 	 O s l o 	 A;>	 O s l o 	 #H3DH	 O s l o 	 O s l o 	 O s l o 	 O s l o 	 O s l o 	 	8	M	2	K		 	 	 	 O s l o 	 	 	 	 O s l o 	 	 	 O s l o 	 	 	 	 	 	 'H3DH	 'H3DH	 	 					 	 	 	 	 	 	 	 	 O s l o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O s l o 
 
 S T R _ I D _ E C _ O C N _ A R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A r a b i a n   G u l f 	 ?b/Ocp	 ?b/O~n	 -H2'-2#0@5"	 G o l f o   P  r s i c o 	 G o l f e   P e r s i q u e 	 A r a b i s c h e r   G o l f 	 5@A84A:89  70;82	 G o l f o     P e r s i c o 	 'D.DJ,  'D91(J	 G o l f o   P  r s i c o 	 A r a p   K  r f e z i 	 V n h     R p 	 T e l u k   A r a b 	 T e l u k   A r a b 	 	0	,	  	@	  	>	!	<	@		 	 	 	 A r a b -  b  l 	 	 	 	 A r a b i s c h e   G o l f 	 	 	 G o l f u l   P e r s i c 	 	 	     	 	 	 .D,  A'13	 91(  DA	 	 			  							 	 	 	 	 	 	 	 	 A r a b i e s e   G o l f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G o l f o    r a b e 
 
 S T R _ I D _ E C _ O C N _ A R S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A r a b i a n   S e a 	 ?b/Owm	 ?b/Owm	 0@%  -2#0@5"	 M a r   A r  b i g o 	 M e r   d ' O m a n 	 A r a b i s c h e s   M e e r 	 @0289A:>5  <>@5	 M a r   d ' A r a b i a 	 'D(-1  'D91(J	 M a r   A r  b i c o 	 A r a p   D e n i z i 	 B i n     R p 	 L a u t   A r a b 	 L a u t   A r a b 	 	0	,	  8	>		0		 	 	 	 A r a b - t e n g e r 	 	 	 	 A r a b i s c h e   Z e e 	 	 	 M a r e a   O m a n 	 	 	   	 	 	 /1'  31.	 91(  3'1	 	 			  					 	 	 	 	 	 	 	 	 A r a b i e s e   S e e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r    r a b e 
 
 S T R _ I D _ E C _ O C N _ B L S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B l a c k   S e a 	 ўwm	 ўwm	 0@%3	 M a r   N e g r o   	 M e r   n o i r e 	 S c h w a r z e s   M e e r 	 'Q@=>5  <>@5	 M a r   N e r o 	 'D(-1  'D#3H/	 M a r   N e g r o 	 K a r a d e n i z 	 B i n   e n 	 L a u t   H i t a m 	 L a u t   H i t a m 	 	>	2	>	  8	>		0		 	 	 	 F e k e t e - t e n g e r 	 	 	 	 Z w a r t e   Z e e 	 	 	 M a r e a   N e a g r 	 	 	   	 	 	 /1'  3'G	 (-1  '-E1	 	 					  					 	 	 	 	 	 	 	 	 S w a r t s e e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r   N e g r o 
 
 S T R _ I D _ E C _ O C N _ G U L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u l f   o f   C a l i f o r n i a 	 R]cp	 R)Ry<\N~n	 -H2'A%4-#L@5"	 G o l f o   d e   C a l i f o r n i a 	 G o l f e   d e   C a l i f o r n i e 	 G o l f   v o n   K a l i f o r n i e n 	 0;8D>@=89A:89  70;82	 G o l f o   d i   C a l i f o r n i a 	 .DJ,  C'DJAH1FJ'	 G o l f o   d a   C a l i f  r n i a 	 K a l i f o r n i y a   K  r f e z i 	 V n h   C a l i f o r n i a 	 T e l u k   C a l i f o r n i a 	 T e l u k   C a l i f o r n i a 	 	H	2	?	+	K	0	M	(	?	/	>	  	@	  	>	!	<	@		 	 	 	 K a l i f o r n i a i -  b  l 	 	 	 	 G o l f   v a n   C a l i f o r n i  	 	 	 G o l f u l   C a l i f o r n i a 	 	 	   	 	 	 .D,  'DA1F'	 DAH1F'    '	 	 												  							 	 	 	 	 	 	 	 	 G o l f   v a n   K a l i f o r n i  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G o l f o   d a   C a l i f  r n i a 
 
 S T R _ I D _ E C _ O C N _ G L M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u l f   o f   M e x i c o 	 XTcp	 XT~n	 -H2'@!G4B	 G o l f o   d e   M  x i c o   	 G o l f e   d e   M e x i c o 	 G o l f   v o n   M e x i k o 	 5:A8:0=A:89  70;82	 G o l f o   d e l   M e s s i c o 	 .DJ,  'DEC3JC	 G o l f o   d o   M  x i c o 	 M e k s i k a   K  r f e z i 	 V n h   M e x i c o 	 T e l u k   M e k s i k o 	 T e l u k   M e x i c o 	 .	H		M	8	?		K	  	@	  	>	!	<	@		 	 	 	 M e x i k  i -  b  l 	 	 	 	 G o l f   v a n   M  x i c o 	 	 	 G o l f u l   M e x i c 	 	 	   	 	 	 .D,  E2	 E3H    '	 	 								  							 	 	 	 	 	 	 	 	 G o l f   v a n   M e x i k o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G o l f o   d o   M  x i c o 
 
 S T R _ I D _ E C _ O C N _ G L O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G u l f   o f   O m a n 	 ?fcp	 ?f~n	 -H2'B-!2	 G o l f o   d e   O m  n 	 G o l f e   d ' O m a n 	 G o l f   v o n   O m a n 	 <0=A:89  70;82	 G o l f o   d i   O m a n 	 .DJ,  9E'F	 G o l f o   d e   O m  	 U m m a n   K  r f e z i 	 V n h   O m a n 	 T e l u k   O m a n 	 T e l u k   O m a n 	 	.	>	(	  	@	  	>	!	<	@		 	 	 	 O m  n i -  b  l 	 	 	 	 G o l f   v a n   O m a n 	 	 	 G o l f u l   O m a n 	 	 	   	 	 	 .D,  9E'F	 9E'F    '	 	 				  							 	 	 	 	 	 	 	 	 G o l f   v a n   O m a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G o l f o   d e   O m  
 
 S T R _ I D _ E C _ O M N _ M U S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M u s c a t 	 eyr	 leUyr	 !1*A	 M u s c a t 	 M u s c a t e 	 M u s k a t 	 0A:0B	 M u s c a t 	 E3B7	 M u s c a t 	 M u s c a t 	 M u s c a t 	 M u s c a t 	 M u s c a t 	 .	8	M				 	 	 	 M u s c a t 	 	 	 	 M u s c a t 	 	 	 M u s c a t 	 	 	 	 	 	 E3B7	 E3B7	 	 								 	 	 	 	 	 	 	 	 M a s k a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u s c a t 
 
 S T R _ I D _ E C _ O M N _ S A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a l a l a h 	 lbb	 dbb	 2%2%2+L	 S a l a l a h 	 S a l a l a h 	 S a l a l a h 	 !0;0;0	 S a l a l a h 	 5D'D)	 S a l a l a h 	 S a l a l a h 	 S a l a l a h 	 S a l a l a h 	 S a l a l a h 	 8	2	>	2	>	9		 	 	 	 S a l a l a h 	 	 	 	 S a l a l a h 	 	 	 S a l a l a h 	 	 	 	 	 	 3D'DG	 3D'D	 	 								 	 	 	 	 	 	 	 	 S a l a l a h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l a l a h 
 
 S T R _ I D _ E C _ P A K _ F A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 F a i s a l a b a d 	 lb]_	 9(b]_	 D2%21	 F a i s a l a b a d 	 F a i s a l a b a d 	 F a i s a l a b a d 	 $59A0;0104	 F a i s a l a b a d 	 AJ5D  "('/	 F a i s a l a b a d 	 F a y s a l a b a d 	 F a i s a l a b a d 	 F a i s a l a b a d 	 F a i s a l a b a d 	 +	H	8	2	>	,	>	&		 	 	 	 F a i s a l a b a d 	 	 	 	 F a i s a l a b a d 	 	 	 F a i s a l a b a d 	 	 	 	 	 	 A5D  "('/	 A5D  "('/	 	 										 	 	 	 	 	 	 	 	 F a i s a l a b a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a i s a l a b a d 
 
 S T R _ I D _ E C _ P A K _ H Y D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H y d e r a b a d 	 wm_b]	 wm_b]	 D.@-#21	 H y d e r a b a d 	 H y d e r a b a d 	 H y d e r a b a d 	 %0940@0104	 H y d e r a b a d 	 -J/1  "('/	 H i d e r a b a d e 	 H a y d a r a b a d 	 H y d e r a b a d 	 H y d e r a b a d 	 H y d e r a b a d 	 9	H	&	0	>	,	>	&		 	 	 	 H y d e r a b a d 	 	 	 	 H y d e r a b a d 	 	 	 H y d e r a b a d 	 	 	 	 	 	 -/1"('/	 -/1"('/	 	 											 	 	 	 	 	 	 	 	 H y d e r a b a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H y d e r a b a d 
 
 S T R _ I D _ E C _ P A K _ I S L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I s l a m a b a d 	 
Oe-]_	 
OepQ!X	 -4*%2!21	 I s l a m a b a d 	 I s l a m a b a d 	 I s l a m a b a d 	 A;0<0104	 I s l a m a b a d 	 %3D'E  #('/	 I s l a m a b a d e 	 0s l a m a b a d 	 I s l a m a b a d 	 I s l a m a b a d 	 I s l a m a b a d 	 	8	M	2	>	.	>	,	>	&		 	 	 	 I s z l  m  b  d 	 	 	 	 I s l a m a b a d 	 	 	 I s l a m a b a d 	 	 	 	 	 	 '3D'E  "('/	 '3D'E  "('/	 	 										 	 	 	 	 	 	 	 	 I s l a m a b a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I s l a m a b a d 
 
 S T R _ I D _ E C _ P A K _ K A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a r a c h i 	 Ub	 aSbGY	 2#2
4	 K a r a c h i 	 K a r a c h i 	 K a r a t s c h i 	 0@0G8	 K a r a c h i 	 C1'*4J	 K a r a c h i 	 K a r a  i 	 K a r a c h i 	 K a r a c h i 	 K a r a c h i 	 	0	>		@		 	 	 	 K a r a c s i 	 	 	 	 K a r a c h i 	 	 	 K a r a c h i 	 	 	 ' 	 	 	 1'	 1'	 	 						 	 	 	 	 	 	 	 	 K a r a t s j i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a r a c h i 
 
 S T R _ I D _ E C _ P A K _ L A H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L a h o r e 	 bT>r	 bT\	 %2B.@#	 L a h o r e 	 L a h o r e 	 L a h o r e 	 0E>@	 L a h o r e 	 D'GH1	 L a h o r e 	 L a h o r 	 L a h o r e 	 L a h o r e 	 L a h o r e 	 2	>	9	L	0		 	 	 	 L a h o r e 	 	 	 	 L a h o r e 	 	 	 L a h o r e 	 	 	 	 	 	 D'GH1	 D'H1	 	 						 	 	 	 	 	 	 	 	 L a h o r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a h o r e 
 
 S T R _ I D _ E C _ P A K _ M U L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M u l t a n 	 (g>rfW	 (g\fW	 !1%1	 M u l t a n 	 M u l t a n 	 M u l t a n 	 C;B0=	 M u l t a n 	 ED*'F	 M u l t a n 	 M u l t a n 	 M u l t a n 	 M u l t a n 	 M u l t a n 	 .	A	2	M	$	>	(		 	 	 	 M u l t a n 	 	 	 	 M u l t a n 	 	 	 M u l t a n 	 	 	 	 	 	 EHD*'F	 ED*'F	 	 							 	 	 	 	 	 	 	 	 M u l t a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u l t a n 
 
 S T R _ I D _ E C _ P A K _ P E S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P e s h a w a r 	 ^Yt	 }vlt	 @
2'-#L	 P e s h a w a r 	 P e s h a w a r 	 P e s c h a w a r 	 5H020@	 P e s h a w a r 	 (J4'H1	 P e s h a w a r 	 P e s h a w a r 	 P e s h a w a r 	 P e s h a w a r 	 P e s h a w a r 	 *	G	6	>	5	0		 	 	 	 P e s a v a r 	 	 	 	 P e s h a w a r 	 	 	 P e s h a w a r 	 	 	 	 	 	 ~4'H1	 ~4'H1	 	 									 	 	 	 	 	 	 	 	 P e s h a w a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e s h a w a r 
 
 S T R _ I D _ E C _ P A K _ R A W 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R a w a l p i n d i 	 bt>rT,{	 bt\T,{	 #2'1%44	 R a w a l p i n d i 	 R a w a l p i n d i 	 R a w a l p i n d i 	  020;?8=48	 R a w a l p i n d i 	 1'H'D(JF/J	 R a w a l p i n d i 	 R a w a l p i n d i 	 R a w a l p i n d i 	 R a w a l p i n d i 	 R a w a l p i n d i 	 0	>	5	2	*	?		!	@		 	 	 	 R a w a l p i n d i 	 	 	 	 R a w a l p i n d i 	 	 	 R a w a l p i n d i 	 	 	 	 	 	 1'HD~F/	 1'HD~F	 	 													 	 	 	 	 	 	 	 	 R a w a l p i n d i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a w a l p i n d i 
 
 S T R _ I D _ E C _ P A K _ S A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a r g o d h a 	 gT	 (g	 2#LJ-.2	 S a r g o d h a 	 S a r g o d h a 	 S a r g o d h a 	 !0@3>4E0	 S a r g o d h a 	 3'1:H/'	 S a r g o d h a 	 S a r g o d h a 	 S a r g o d h a 	 S a r g o d h a 	 S a r g o d h a 	 8	0		K	'	>		 	 	 	 S a r g o d h a 	 	 	 	 S a r g o d h a 	 	 	 S a r g o d h a 	 	 	 	 	 	 31H/'	 31H/'	 	 								 	 	 	 	 	 	 	 	 S a r g o d h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a r g o d h a 
 
 S T R _ I D _ E C _ P A K _ S I A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S i a l k o t 	 +N>ryyr	 !N\yyr	 D-1%G-	 S i a l k o t 	 S i a l k o t 	 S i a l k o t 	 !80;:>B	 S i a l k o t 	 3J'DCH*	 S i a l k o t 	 S i a l k o t 	 S i a l k o t 	 S i a l k o t 	 S i a l k o t 	 8	?	/	>	2		K			 	 	 	 S i a l k o t 	 	 	 	 S i a l k o t 	 	 	 S i a l k o t 	 	 	 	 	 	 3'DH*	 3'DHy	 	 									 	 	 	 	 	 	 	 	 S i a l k o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i a l k o t 
 
 S T R _ I D _ E C _ P E L _ B E E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e e r s h e b a 	 >r]	 \"]	 @5"#L
52	 B e e r s h e b a 	 B e e r s h e b a 	 B e e r s c h e b a 	 5M@- (520  ( 8@A028O) 	 B e e r s h e b a 	 (J14J('	 B e r s e b a 	 B e e r s h e b a 	 B e e r s h e b a 	 B e e r s h e b a 	 B e e r s h e b a 	 ,	@	0	6	G	,	>		 	 	 	 B e e r s h e b a 	 	 	 	 B e e r s h e b a 	 	 	 B e e r s h e b a 	 	 	   	 	 	 (14('	 (14('	 	 								 	 	 	 	 	 	 	 	 B e e r s h e b a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e e r s h e b a 
 
 S T R _ I D _ E C _ P E L _ E L A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 E l a t 	 
Obyr	 Wbyr	 -5%1	 E l a t 	 E l a t 	 E l a t 	 -9;0B	 E l a t 	 %JD'*	  i l a t 	 E l a t 	 E l a t 	 E l a t 	 E l a t 	 	2	>	$		 	 	 	 E l a t 	 	 	 	 E l a t 	 	 	 E l a t 	 	 	 	 	 	 'D'*	 'Dy	 	 					 	 	 	 	 	 	 	 	 E l a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l a t 
 
 S T R _ I D _ E C _ P E L _ G A Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G a z a 	 R	 Rl	 2H2	 G a z a 	 G a z a 	 G a z a 	 070	 G a z a 	 :2)	 G a z a 	 G a z z e 	 G a z a 	 G a z a 	 G a z a 	 	>		<	>		 	 	 	 G a z a 	 	 	 	 G a z a 	 	 	 G a z a 	 	 	 	 	 	 :2G	 :2	 	 					 	 	 	 	 	 	 	 	 G a z a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G a z a 
 
 S T R _ I D _ E C _ P E L _ H A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a i f a 	 wml	 wml	 D.2	 H a i f a 	 H a  f a 	 H a i f a 	 %09D0	 H a i f a 	 -JA'	 H a i f a 	 H a y f a 	 H a i f a 	 H a i f a 	 H a i f a 	 9	H	+	>		 	 	 	 H a i f a 	 	 	 	 H a i f a 	 	 	 H a i f a 	 	 	 	 	 	 -A'	 -A'	 	 						 	 	 	 	 	 	 	 	 H a i f a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a i f a 
 
 S T R _ I D _ E C _ P E L _ H O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H o l o n 	 
	 
&O	 B.%-	 H o l o n 	 H o l o n 	 H o l o n 	 %C;>=	 H o l o n 	 -HDHF	 H o l o n 	 H o l o n 	 H o l o n 	 H o l o n 	 H o l o n 	 9	K	2	K	(		 	 	 	 H o l o n 	 	 	 	 H o l o n 	 	 	 H o l o n 	 	 	 	 	 	 -HDHF	 HDHF	 	 							 	 	 	 	 	 	 	 	 H o l o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o l o n 
 
 S T R _ I D _ E C _ P E L _ J E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J e r u s a l e m   R e g i o n 	 6dQ@S	 6dQ:S	 @  @"#92@%G!	 R e g i  n   d e   J e r u s a l  n 	 R  g i o n   d e   J  r u s a l e m 	 J e r u s a l e m - R e g i o n 	 5@CA0;8<	 R e g i o n e   d i   G e r u s a l e m m e 	 EF7B)  'DB/3	 R e g i  o   d e   J e r u s a l  m 	 K u d  s   B  l g e s i 	 K h u   v c   J e r u s a l e m 	 W i l a y a h   Y e r u s a l e m 	 W i l a y a h   B a i t u l m u q a d d i s   	 	G	0	B	8	G	2	.	  	M	7	G	$	M	0		 	 	 	 J e r u z s  l e m   t  r s  g e 	 	 	 	 S t r e e k   v a n   J e r u z a l e m 	 	 	 I e r u s a l i m 	 	 	   	 	 	 EF7BG  'H14DE	 1H4DE  '  9D'B	 	 									  						 	 	 	 	 	 	 	 	 J e r u s a l e m - s t r e e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e g i  o   d e   J e r u s a l  m 
 
 S T R _ I D _ E C _ P E L _ T E L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T e l   A v i v 	 yrb}+Y	 yrb~+Y	 @%  -0'5	 T e l   A v i v 	 T e l   A v i v 	 T e l   A v i v 	 "5;L- 282	 T e l   A v i v 	 *D  #(J(	 T e l   A v i v 	 T e l   A v i v 	 T e l   A v i v 	 T e l   A v i v 	 T e l   A v i v 	 $	G	2	  	5	@	5		 	 	 	 T e l   A v i v 	 	 	 	 T e l   A v i v 	 	 	 T e l   A v i v 	 	 	   	 	 	 *D  "HH	 yD  "HH	 	 								 	 	 	 	 	 	 	 	 T e l   A v i v 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l   A v i v 
 
 S T R _ I D _ E C _ P E R _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h i c l a y o 	 GYKQb}	 GYKQb	 
4%2B"	 C h i c l a y o 	 C h i c l a y o 	 C h i c l a y o 	 '8:;09>	 C h i c l a y o 	 4JCD'JH	 C h i c l a y o 	 C h i c l a y o 	 C h i c l a y o 	 C h i c l a y o 	 C h i c l a y o 	 	?		2	>	/	K		 	 	 	 C h i c l a y o 	 	 	 	 C h i c l a y o 	 	 	 C h i c l a y o 	 	 	 ' 	 	 	 D'H	 4'H	 	 								 	 	 	 	 	 	 	 	 C h i c l a y o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i c l a y o 
 
 S T R _ I D _ E C _ P E R _ L I M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i m a 	 )R	 )Rl	 D%!H2	 L i m a 	 L i m a 	 L i m a 	 8<0	 L i m a 	 DJE'	 L i m a 	 L i m a 	 L i m a 	 L i m a 	 L i m a 	 2	@	.	>		 	 	 	 L i m a 	 	 	 	 L i m a 	 	 	 L i m a 	 	 	 	 	 	 DE'	 DE'	 	 					 	 	 	 	 	 	 	 	 L i m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r d e - l i m  o 
 
 S T R _ I D _ E C _ P H I _ M A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a n i l a 	 <\b	 l<\b	 !04%2	 M a n i l a 	 M a n i l l e 	 M a n i l a 	 0=8;0	 M a n i l a 	 E'FJD'	 M a n i l a 	 M a n i l a 	 M a n i l a 	 M a n i l a 	 M a n i l a 	 .	(	@	2	>		 	 	 	 M a n i l a 	 	 	 	 M a n i l a 	 	 	 M a n i l a 	 	 	 	 	 	 E'FJD	 EFD'	 	 									 	 	 	 	 	 	 	 	 M a n i l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a n i l a 
 
 S T R _ I D _ E C _ P O L _ B I A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B i a l y s t o k 	 kN}eXb	 kN旯eXbKQ	 D%5*J-	 B i a l y s t o k 	 B i a l y s t o k 	 B i a l y s t o k 	 5;>AB>:	 B i a l y s t o k 	 (J'DJ3*HC	 B i a l y s t o k 	 B i a l y s t o k 	 B i a l y s t o k 	 B i a l y s t o k 	 B i a l y s t o k 	 ,	?	/	>	2	@	8	M		I			 	 	 	 B i a l y s t o k 	 	 	 	 B i a l y s t o k 	 	 	 B i a l y s t o k 	 	 	 	 	 	 ('DH3*H	 ('D  '3y'	 	 										 	 	 	 	 	 	 	 	 B i a l y s t o k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B i a l y s t o k 
 
 S T R _ I D _ E C _ P O L _ G D A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G d a n s k 	 <hFOe	 <hFOeKQ	 A*L	 G d a n s k 	 G d a n s k 	 D a n z i g 	 40=LA:	 G d a n s k 	 :/F'3C	 G d a n s k 	 G d a n s k 	 G d a n s k 	 G d a n s k 	 G d a n s k 	 	M	!	>		8	M			 	 	 	 G d a n s k 	 	 	 	 G d a n s k 	 	 	 G d a n s k 	 	 	 	 	 	 /'F3	 F3	 	 									 	 	 	 	 	 	 	 	 G d a n s k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G d a n s k 
 
 S T R _ I D _ E C _ P O L _ W A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 W a r s a w 	 l	 NSl	 '-#L-'L	 W a r s a w 	 W a r s a w 	 W a r s c h a u 	 0@H020	 V a r s a v i a 	 H'13H	 V a r s  v i a 	 V a r _o v a 	 W a r s a w 	 W a r s a w a 	 W a r s a w 	 5	>	0	8	>		 	 	 	 V a r s  	 	 	 	 W a r s c h a u 	 	 	 V a r _o v i a 	 	 	 	 	 	 H14H	 H'13'	 	 						 	 	 	 	 	 	 	 	 W a r s c h a u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a r s  v i a 
 
 S T R _ I D _ E C _ P O R _ A L M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A l m a d a 	 ?>rT	 ?\l	 -1%!22	 A l m a d a 	 A l m a d a 	 A l m a d a 	 ;<040	 A l m a d a 	 #DE'/	 A l m a d a 	 A l m a d a 	 A l m a d a 	 A l m a d a 	 A l m a d a 	 	2	.	>	&	>		 	 	 	 A l m a d a 	 	 	 	 A l m a d a 	 	 	 A l m a d a 	 	 	 	 	 	 "DE'/'	 'DE''	 	 							 	 	 	 	 	 	 	 	 A l m a d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l m a d a 
 
 S T R _ I D _ E C _ P O R _ B R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r a g a 	 ^bR	 ^bR	 #2I2	 B r a g a 	 B r a g a 	 B r a g a 	 @030	 B r a g a 	 (1':'	 B r a g a 	 B r a g a 	 B r a g a 	 B r a g a 	 B r a g a 	 ,	M	0	>		>		 	 	 	 B r a g a 	 	 	 	 B r a g a 	 	 	 B r a g a 	 	 	 	 	 	 (1''	 (1''	 	 							 	 	 	 	 	 	 	 	 B r a g a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r a g a 
 
 S T R _ I D _ E C _ P O R _ L I S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i s b o n 	 ̑e,g	 ̑e,g	 %4*-	 L i s b o a   	 L i s b o n n e 	 L i s s a b o n 	 8AA01>=	 L i s b o n a 	 D4(HF)	 L i s b o a 	 L i z b o n 	 L i s b o n 	 L i s b o n 	 L i s b o n 	 2	?	8	M	,	(		 	 	 	 L i s s z a b o n 	 	 	 	 L i s s a b o n 	 	 	 L i s a b o n a 	 	 	 	 	 	 DJ3(HF	 D2(F	 	 						 	 	 	 	 	 	 	 	 L i s s a b o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s b o a 
 
 S T R _ I D _ E C _ Q A T _ D O H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D o h a 	 \gT	 YT	 B.2	 D o h a 	 D o h a 	 D o h a 	 >E0	 D o h a 	 'D/H-)	 D o h a 	 D o h a 	 D o h a 	 D o h a 	 D o h a 	 &	K	9	>		 	 	 	 D o h a 	 	 	 	 D o h a 	 	 	 D o h a 	 	 	 	 	 	 /H-G	 /H-	 	 					 	 	 	 	 	 	 	 	 D o h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o h a 
 
 S T R _ I D _ E C _ R O M _ B U C 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B u c h a r e s t 	 ^RReyr	 ^RReyr	 92@#*L	 B u c a r e s t   	 B u c a r e s t 	 B u k a r e s t 	 CE0@5AB	 B u c h a r e s t 	 (H.'13*	 B u c a r e s t e 	 B  k r e _	 B u c h a r e s t 	 B u c h a r e s t 	 B u c h a r e s t 	 ,	A		>	0	G	8	M			 	 	 	 B u k a r e s t 	 	 	 	 B o e k a r e s t 	 	 	 B u c u r e _t i 	 	 	 	 	 	 (.'13*	 (H'13y	 	 										 	 	 	 	 	 	 	 	 B o e k a r e s t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u c a r e s t e 
 
 S T R _ I D _ E C _ R O M _ C O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C o n s t a n t a 	 ^efW[	 ^efW(	 -*A2	 C o n s t a n z a 	 C o n s t a n t a 	 C o n s t a n t a 	 >=AB0=F0	 C o n s t a n t a 	 CHF3*'F*'	 C o n s t a n t a 	 C o n s t a n t a 	 C o n s t a n t a 	 C o n s t a n t a 	 C o n s t a n t a 	 	K		8	M		G			>		 	 	 	 C o n s t a n t a 	 	 	 	 C o n s t a n t a 	 	 	 C o n s t a n ca 	 	 	 	 	 	 HF3*'F*'	 F3yFy'	 	 											 	 	 	 	 	 	 	 	 C o n s t a n t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n s t a n t a 
 
 S T R _ I D _ E C _ R U S _ G O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G o r k y 	 ؚ>rW	 ؚ\W	 -#L5	 G o r k i 	 G o r k y 	 G o r k y 	 >@L:89  ( 86=89  >23>@>4) 	 G o r k y 	 :H1CJ	 G o r k y 	 G o r k y 	 G o r k y 	 G o r k y 	 G o r k y 	 	K	0	M		@		 	 	 	 G o r k i j 	 	 	 	 G o r k y 	 	 	 G o r k y 	 	 	 	 	 	 H1	 H1	 	 							 	 	 	 	 	 	 	 	 G o r k y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G o r k y 
 
 S T R _ I D _ E C _ R U S _ K A Z 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a z a n 	 Uq\	 Uq\	 22	 K a z  n   	 K a z a n 	 K a z a n 	 070=L	 K a z a n 	 C'2'F	 K a z a n 	 K a z a n 	 K a z a n 	 K a z a n 	 K a z a n 	 		<	>	(		 	 	 	 K a z a n 	 	 	 	 K a z a n 	 	 	 K a z a n 	 	 	 	 	 	 '2'F	 2F	 	 								 	 	 	 	 	 	 	 	 K a z a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a z a n 
 
 S T R _ I D _ E C _ R U S _ L E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L e n i n g r a d 	 R[<hR	 R[<hR	 @%4#2	 L e n i n g r a d o   	 S a i n t - P  t e r s b o u r g 	 L e n i n g r a d 	 5=8=3@04  ( !0=:B- 5B5@1C@3) 	 S a n   P i e t r o b u r g o 	 DJFJF:1'/	 L e n i n g r a d o 	 L e n i n g r a d 	 L e n i n g r a d 	 L e n i n g r a d 	 L e n i n g r a d 	 2	G	(	?	(		M	0	>	&		 	 	 	 L e n i n g r a d 	 	 	 	 S i n t - P e t e r s b u r g 	 	 	 L e n i n g r a d 	 	 	 	 	 	 DFF1'/	 DFF  '1	 	 											 	 	 	 	 	 	 	 	 L e n i n g r a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L e n i n g r a d o 
 
 S T R _ I D _ E C _ R U S _ M O S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o s c o w 	 ey	 ey	 !-*B'L	 M o s c    	 M o s c o u 	 M o s k a u 	 >A:20	 M o s c a 	 EH3CH	 M o s c o v o 	 M o s k o v a 	 M a x c v a 	 M o s k o w 	 M o s c o w 	 .	I	8	M		K		 	 	 	 M o s z k v a 	 	 	 	 M o s k o u 	 	 	 M o s c o v a 	 	 	 	 	 	 E3CH	 E'3H	 	 						 	 	 	 	 	 	 	 	 M o s k o u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o s c o u 
 
 S T R _ I D _ E C _ R W A _ K I G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K i g a l i 	 WR)R	 WR)R	 42%4	 K i g a l i 	 K i g a l i 	 K i g a l i 	 830;8	 K i g a l i 	 CJ:'DJ	 K i g a l i 	 K i g a l i 	 K i g a l i 	 K i g a l i 	 K i g a l i 	 	?		>	2	@		 	 	 	 K i g a l i 	 	 	 	 K i g a l i 	 	 	 K i g a l i 	 	 	 	 	 	 'D	 'D	 	 							 	 	 	 	 	 	 	 	 K i g a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K i g a l i 
 
 S T R _ I D _ E C _ S A U _ A B H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A b h a 	 ~\ST	 ~\ST	 A-.2	 A b h a 	 A b h a 	 A b h a 	 1E0	 A b h a 	 #(G'	 A b h a 	 A b h a 	 A b h a 	 A b h a 	 A b h a 	 	-	>		 	 	 	 A b h a 	 	 	 	 A b h a 	 	 	 A b h a 	 	 	 	 	 	 '(G'	 '('	 	 					 	 	 	 	 	 	 	 	 A b h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b h a 
 
 S T R _ I D _ E C _ S A U _ B U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B u r a i d a h 	 ^OT	 ^pQ	 9D#2+L	 B u r a i d a h 	 B u r a y d a h 	 B u r a i d a h 	 C@0940	 B u r a i d a h 	 (1J/)	 B u r a i d a h 	 B u r a i d a h 	 B u r a i d a h 	 B u r a i d a h 	 B u r a i d a h 	 ,	A	0	H	&	>	9		 	 	 	 B u r a i d a h 	 	 	 	 B u r a i d a h 	 	 	 B u r a i d a h 	 	 	 	 	 	 (1/G	 (1/	 	 									 	 	 	 	 	 	 	 	 B u r a i d a h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u r a i d a h 
 
 S T R _ I D _ E C _ S A U _ D A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D a m m a m 	 Tf	 f	 1!A!!	 D a m  n   	 D a m m a m 	 D a m m a m 	 0<<0<	 D a m m a m 	 'D/E'E	 D a m m a m 	 D a m m a m 	 D a m m a m 	 D a m m a m 	 D a m m a m 	 &	.	M	.	>	.		 	 	 	 D a m m a m 	 	 	 	 D a m m a m 	 	 	 D a m m a m 	 	 	 	 	 	 /E'E	 /E'E	 	 								 	 	 	 	 	 	 	 	 D a m m a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a m m a m 
 
 S T R _ I D _ E C _ S A U _ D H A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D h a h r a n 	 T-	 pQ	 .2+L#1	 D h a h r a n 	 D h a h r a n 	 D h a h r a n 	 0E@0=	 D h a h r a n 	 'D8G1'F	 D h a h r a n 	 D h a h r a n 	 D h a h r a n 	 D h a h r a n 	 D h a h r a n 	 &	9	0	>	(		 	 	 	 D h a h r a n 	 	 	 	 D h a h r a n 	 	 	 D h a h r a n 	 	 	 	 	 	 8G1'F	 /1F	 	 							 	 	 	 	 	 	 	 	 D h a h r a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D h a h r a n 
 
 S T R _ I D _ E C _ S A U _ J E D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J e d d a h 	 	TT	 	T	 @2+L	 J e d d a h 	 D j e d d a h 	 J e d d a h 	 68440	 J e d d a h 	 ,/)	 J i d  	 C i d d e 	 J e d d a h 	 J e d a h 	 J e d d a h 	 	&	M	&	>	9	  	 	 	 	 D z s e d d a 	 	 	 	 J e d d a h 	 	 	 J e d d a h 	 	 	 ' 	 	 	 ,/G	 ,/	 	 							 	 	 	 	 	 	 	 	 J i d d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J i d  
 
 S T R _ I D _ E C _ S A U _ M A D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a d i n a 	 0W	 lꏳ~	 !242	 M a d i n a 	 M a d i n a 	 M a d i n a 	 -;L- 048=0	 M a d i n a 	 'DE/JF)	 M e d i n a 	 M e d i n e 	 M a d i n a 	 M a d i n a h 	 M a d i n a h 	 .	&	@	(	>		 	 	 	 M a d i n a 	 	 	 	 M a d i n a 	 	 	 M e d i n a 	 	 	 	 	 	 E/FG	 E/F	 	 						 	 	 	 	 	 	 	 	 M e d i n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a d i n a 
 
 S T R _ I D _ E C _ S A U _ M A K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a k k a h 	 R	 R	 !12+L	 M a k k a h 	 L a   M e c q u e 	 M a k k a h 	 5::0	 M a k k a h 	 EC)	 M e c a 	 M e k k e 	 M a k k a h 	 M e k a h 	 M a k k a h 	 .		M		>		 	 	 	 M e k k a 	 	 	 	 M a k k a h 	 	 	 M a k k a h 	 	 	 	 	 	 EG	 E	 	 						 	 	 	 	 	 	 	 	 M e k k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a k k a h 
 
 S T R _ I D _ E C _ S A U _ R I Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R i y a d h 	 )RŖ_	 )RŖ_	 #4"2#L	 R i y a d h 	 R i y a d 	 R i y a d h 	 -@-  8O4	 R i y a d h 	 'D1J'6	 R i a d e 	 R i y a d 	 R i y a d h 	 R i y a d h 	 R i y a d h 	 0	?	/	>	&		 	 	 	 R i y a d h 	 	 	 	 R i y a d h 	 	 	 R i y a d h 	 	 	 	 	 	 1'6	 1'6	 	 						 	 	 	 	 	 	 	 	 R i a a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R i y a d h 
 
 S T R _ I D _ E C _ S A U _ T A B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a b o u k 	 TX^y	 TX^KQ	 28J	 T a b o u k 	 T a b o u k 	 T a b o u k 	 "01C:	 T a b o u k 	 *(HC	 T a b o u k 	 T e b  k 	 T a b o u k 	 T a b o u k 	 T a b o u k 	 $	>	,	L			 	 	 	 T a b o u k 	 	 	 	 T a b o u k 	 	 	 T a b o u k 	 	 	 	 	 	 *(H	 *(H	 	 						 	 	 	 	 	 	 	 	 T a b o u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a b o u k 
 
 S T R _ I D _ E C _ S A U _ T A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a i f 	 TX
O+Y	 TX
O+Y	 2-4	 T a i f 	 T a i f 	 T a i f 	 -B- "08D	 T a i f 	 'D7'&A	 T a i f 	 T a i f 	 T a i f 	 T a i f 	 T a i f 	 $	>		+		 	 	 	 T a i f 	 	 	 	 T a i f 	 	 	 T a i f 	 	 	 	 	 	 7'A	 7'&A	 	 					 	 	 	 	 	 	 	 	 T a i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a i f 
 
 S T R _ I D _ E C _ S E N _ D A K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D a k a r 	 TaS	 U\	 22#L	 D a k a r 	 D a k a r 	 D a k a r 	 0:0@	 D a k a r 	 /'C'1	 D a k a r 	 D a k a r 	 D a k a r 	 D a k a r 	 D a k a r 	 &		>	0		 	 	 	 D a k a r 	 	 	 	 D a k a r 	 	 	 D a k a r 	 	 	 	 	 	 /''1	 1	 	 						 	 	 	 	 	 	 	 	 D a k a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a c a r 
 
 S T R _ I D _ E C _ S E I _ M A K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a k e n i 	 S<\	 lKQ<\	 !2@4	 M a k e n i 	 M a k e n i 	 M a k e n i 	 0:5=8	 M a k e n i 	 E'CFJ	 M a k e n i 	 M a k e n i 	 M a k e n i 	 M a k e n i 	 M a k e n i 	 .	>		G	(	@		 	 	 	 M a k e n i 	 	 	 	 M a k e n i 	 	 	 M a k e n i 	 	 	 	 	 	 E'F	 EF	 	 							 	 	 	 	 	 	 	 	 M a k e n i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a k e n i 
 
 S T R _ I D _ E C _ S I N _ J U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J u r o n g 	 Ո^	 Ո^	 9#	 J u r o n g 	 J u r o n g 	 J u r o n g 	 .@>=3	 J u r o n g 	 ,H1HF:  	 J u r o n g 	 J u r o n g 	 J u r o n g 	 J u r o n g 	 J u r o n g 	 	A	0	K				 	 	 	 J u r o n g 	 	 	 	 J u r o n g 	 	 	 J u r o n g 	 	 	 ' 	 	 	 ,H1HF	 ,H1F	 	 						 	 	 	 	 	 	 	 	 J u r o n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u r o n g 
 
 S T R _ I D _ E C _ S I N _ S E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S e r a n g o o n 	 []	 [\	 @#29	 S e r a n g o o n 	 S e r a n g o o n 	 S e r a n g o o n 	 !5@0=3C=	 S e r a n g o o n 	 3J1'F:HF	 S e r a n g o o n 	 S e r a n g o o n 	 S e r a n g o o n 	 S e r a n g o o n 	 S e r a n g o o n 	 8	>	0	G		B	(		 	 	 	 S e r a n g o o n 	 	 	 	 S e r a n g o o n 	 	 	 S e r a n g o o n 	 	 	 	 	 	 31'FHF	 31FHF	 	 									 	 	 	 	 	 	 	 	 S e r a n g o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r a n g o o n 
 
 S T R _ I D _ E C _ S I N _ S I N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S i n g a p o r e   C i t y 	 eRaW^	 eRaW	 *4B#L  45I	 C i u d a d   d e   S i n g a p u r 	 S i n g a p o u r 	 S i n g a p u r   S t a d t 	 !8=30?C@	 C i t t    d i   S i n g a p o r e 	 E/JF)  3F:'AH1)	 S i n g a p u r a 	 S i n g a p o r e   C i t y 	 T h  n h   p h   S i n g a p o r e 	 K o t a   S i n g a p u r a 	 B a n d a r a y a   S i n g a p u r a 	 8	?			>	*	A	0	  8	?		@		 	 	 	 S i n g a p o r e   C i t y 	 	 	 	 S i n g a p o r e 	 	 	 S i n g a p o r e 	 	 	   	 	 	 3F'~H1  3*	 3F'~H1  3y	 	 									  					 	 	 	 	 	 	 	 	 S i n g a p o e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i d a d e   d e   C i n g a p u r a 
 
 S T R _ I D _ E C _ S L O _ B R A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B r a t i s l a v a 	 ^bcbt	 ^bꏯebS	 #24*%2'2	 B r a t i s l a v a 	 B r a t i s l a v a 	 B r a t i s l a w a 	 @0B8A;020	 B r a t i s l a v a 	 (1'*J3D'A'	 B r a t i s l a v a 	 B r a t i s l a v a 	 B r a t i s l a v a 	 B r a t i s l a v a 	 B r a t i s l a v a 	 ,	M	0	>		?	8	M	2	>	5	>		 	 	 	 B r a t i s l a v a 	 	 	 	 B r a t i s l a v a 	 	 	 B r a t i s l a v a 	 	 	 	 	 	 (1'*3D'H'	 (1'y  3DH'	 	 														 	 	 	 	 	 	 	 	 B r a t i s l a v a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r a t i s l a v a 
 
 S T R _ I D _ E C _ S O M _ B E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e r b e r a 	 ]b	 gWb	 @-#L@#H2	 B e r b e r a 	 B e r b e r a 	 B e r b e r a 	 5@15@0	 B e r b e r a 	 (J1(J1'	 B e r b e r a 	 B e r b e r a 	 B e r b e r a 	 B e r b e r a 	 B e r b e r a 	 ,	0	,	G	0	>		 	 	 	 B e r b e r a 	 	 	 	 B e r b e r a 	 	 	 B e r b e r a 	 	 	 	 	 	 (1(1'	 (1(1'	 	 								 	 	 	 	 	 	 	 	 B e r b e r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e r b e r a 
 
 S T R _ I D _ E C _ S O M _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h i s i m a y u 	 We$\	 "}l̑	 
44!2"8	 C h i s i m a y u 	 C h i s i m a y u 	 C h i s i m a y u 	 8A<09>	 C h i s i m a y u 	 4J3JE'JH	 K i s m a y o 	 C h i s i m a y u 	 C h i s i m a y u 	 C h i s i m a y u 	 C h i s i m a y u 	 	?	8	?	.	>	/	B		 	 	 	 C h i s i m a y u 	 	 	 	 C h i s i m a y u 	 	 	 C h i s i m a y u 	 	 	 	 	 	 3E'H	 3E'H	 	 									 	 	 	 	 	 	 	 	 C h i s i m a y u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i s i m a y u 
 
 S T R _ I D _ E C _ S O M _ M O G 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M o g a d i s h u 	 idRO	 idRꏙl	 B!24
8	 M o g a d i s h u 	 M o g a d i s c i o 	 M o g a d i s c h u 	 >3048H>	 M o g a d i s h u 	 EB/J4JH	 M o g a d  s c i o 	 M o g a d i s h u 	 M o g a d i s h u 	 M o g a d i s h u 	 M o g a d i s h u 	 .	K		>	&	?	6	B		 	 	 	 M o g a d i s h u 	 	 	 	 M o g a d i s h u 	 	 	 M o g a d i s h u 	 	 	 	 	 	 EH'/4H	 EH'4H	 	 									 	 	 	 	 	 	 	 	 M o g a d i s j o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o g a d i s h u 
 
 S T R _ I D _ E C _ S O U _ C A P 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a p e   T o w n 	 nffe	  _nffe	 @  2'L	 C i u d a d   d e l   C a b o 	 L e   C a p 	 K a p s t a d t 	 59?B0C=	 C i t t    d e l   C a p o 	 CJ(  *'HF	 C i d a d e   d o   C a b o 	 C a p e   T o w n 	 C a p e   T o w n 	 C a p e   T o w n 	 C a p e   T o w n 	 	G	*	  	>			(		 	 	 	 F o k v  r o s 	 	 	 	 K a a p s t a d 	 	 	 C a p e   T o w n 	 	 	 	 	 	 CJ~  *'HF	 ~  y'$F	 	 			  					 	 	 	 	 	 	 	 	 K a a p s t a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i d a d e   d o   C a b o 
 
 S T R _ I D _ E C _ S O U _ D U R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D u r b a n 	 _,g	 _s	 @-#L1	 D u r b a n 	 D u r b a n 	 D u r b a n 	 C@10=	 D u r b a n 	 /H1('F	 D u r b a n 	 D u r b a n 	 D u r b a n 	 D u r b a n 	 D u r b a n 	 !	0	,	(		 	 	 	 D u r b a n 	 	 	 	 D u r b a n 	 	 	 D u r b a n 	 	 	 	 	 	 /H1('F	 1(F	 	 							 	 	 	 	 	 	 	 	 D u r b a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r b a n 
 
 S T R _ I D _ E C _ S O U _ J O H 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J o h a n n e s b u r g 	 }<\e!X	 ~Qe!X	 B.1@*@4#L	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 >30==5A1C@3	 J o h a n n e s b u r g 	 ,HG'F3(1:	 J o a n e s b u r g o   	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 J o h a n n e s b u r g 	 	K	9	>	(	?	8	,	0	M			 	 	 	 J o h a n n e s b u r g 	 	 	 	 J o h a n n e s b u r g 	 	 	 J o h a n n e s b u r g 	 	 	 	 	 	 HG'F3(H1	 ,H'F3(1	 	 													 	 	 	 	 	 	 	 	 J o h a n n e s b u r g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J o h a n e s b u r g o 
 
 S T R _ I D _ E C _ S O U _ P R E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P r e t o r i a 	 nfRY)RN	 kR@)RN	 #5B@#5"	 P r e t o r i a 	 P r e t o r i a 	 P r e t o r i a 	 @5B>@8O	 P r e t o r i a 	 (1J*H1J'	 P r e t  r i a 	 P r e t o r i a 	 P r e t o r i a 	 P r e t o r i a 	 P r e t o r i a 	 *	M	0	?		K	0	?	/	>		 	 	 	 P r e t o r i a 	 	 	 	 P r e t o r i a 	 	 	 P r e t o r i a 	 	 	 	 	 	 ~1*H1'	 ~1yH1'	 	 											 	 	 	 	 	 	 	 	 P r e t o r i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e t  r i a 
 
 S T R _ I D _ E C _ S O K _ P U S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B u s a n 	 ܑq\	 ܑq\	 92	 B u s a n 	 B u s a n 	 B u s a n 	 CA0=	 B u s a n 	 (H3'F	 B u s a n 	 B u s a n 	 B u s a n 	 B u s a n 	 B u s a n 	 ,	A	8	>	(		 	 	 	 B u s a n 	 	 	 	 B u s a n 	 	 	 B u s a n 	 	 	 	 	 	 ~H3'F	 ~H3F	 	 						 	 	 	 	 	 	 	 	 B u s a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u s a n 
 
 S T R _ I D _ E C _ S O K _ S E O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S e o u l 	 >r	 IlW	 B%	 S e  l 	 S  o u l 	 S e o u l 	 !5C;	 S e u l 	 3JHD	 S e u l 	 S e u l 	 S e o u l 	 S e o u l 	 S e o u l 	 8	?	/	K	2		 	 	 	 S z  u l 	 	 	 	 S e o u l 	 	 	 S e u l 	 	 	 	 	 	 3&HD	 3HD	 	 					 	 	 	 	 	 	 	 	 S e o e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e u l 
 
 S T R _ I D _ E C _ S O K _ U L S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 U l s a n 	 q\	 q\	 -1%2	 U l s a n 	 U l s a n 	 U l s a n 	 #;LA0=	 U l s a n 	 #HD3'F	 U l s a n 	 U l s a n 	 U l s a n 	 U l s a n 	 U l s a n 	 		2	M	8	>	(		 	 	 	 U l s a n 	 	 	 	 U l s a n 	 	 	 U l s a n 	 	 	 	 	 	 'HD3'F	 'D3'F	 	 						 	 	 	 	 	 	 	 	 U l s a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U l s a n 
 
 S T R _ I D _ E C _ S P N _ B A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a r c e l o n a 	 ]^X
}	 ]^XW~	 2#L@B%H2	 B a r c e l o n a 	 B a r c e l o n e 	 B a r c e l o n a 	 0@A5;>=0	 B a r c e l l o n a 	 (14DHF)	 B a r c e l o n a 	 B a r c e l o n a 	 B a r c e l o n a 	 B a r c e l o n a 	 B a r c e l o n a 	 ,	>	0	M	8	@	2	K	(	>		 	 	 	 B a r c e l o n a 	 	 	 	 B a r c e l o n a 	 	 	 B a r c e l o n a 	 	 	 	 	 	 ('13DHF	 ('13DHF'	 	 											 	 	 	 	 	 	 	 	 B a r c e l o n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r c e l o n a 
 
 S T R _ I D _ E C _ S P N _ M A D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a d r i d 	 _̑	 l_̑	 A!#4	 M a d r i d 	 M a d r i d 	 M a d r i d 	 04@84	 M a d r i d 	 E/1J/	 M a d r i d 	 M a d r i d 	 M a d r i d 	 M a d r i d 	 M a d r i d 	 .	H	!	M	0	?	!		 	 	 	 M a d r i d 	 	 	 	 M a d r i d 	 	 	 M a d r i d 	 	 	 	 	 	 E'/1J/	 E1	 	 								 	 	 	 	 	 	 	 	 M a d r i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a d r i 
 
 S T R _ I D _ E C _ S P N _ S E V 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S e v i l l e 	 ^X}>r	 ^X~\	 5'4%%L	 S e v i l l a 	 S  v i l l e 	 S e v i l l a 	 !528;LO	 S i v i g l i a 	 %4(JDJ)	 S e v i l h a 	 S e v i l l e 	 S e v i l l e 	 S e v i l l e 	 S e v i l l e 	 8	G	5	?	2	G		 	 	 	 S e v i l l a 	 	 	 	 S e v i l l a 	 	 	 S e v i l i a 	 	 	 	 	 	 3HD	 3HD	 	 						 	 	 	 	 	 	 	 	 S e v i l l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e v i l h a 
 
 S T R _ I D _ E C _ S P N _ V A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V a l e n c i a 	 t+PN	 ]&ON	 '2@%@5"	 V a l e n c i a 	 V a l e n c e 	 V a l e n c i a 	 0;5=A8O	 V a l e n c i a 	 A'DJF3J'	 V a l  n c i a 	 V a l e n c i a 	 V a l e n c i a 	 V a l e n c i a 	 V a l e n c i a 	 5	>	2	G	(	M	8	?	/	>		 	 	 	 V a l e n c i a 	 	 	 	 V a l e n c i a 	 	 	 V a l e n c i a 	 	 	 	 	 	 H'DF3'	 HDF3'	 	 												 	 	 	 	 	 	 	 	 V a l e n c i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a l  n c i a 
 
 S T R _ I D _ E C _ S L K _ C O L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C o l o m b o 	 T+P^	 y&OaW	 B%-!B	 C o l o m b o 	 C o l o m b o 	 C o l o m b o 	 >;><1>	 C o l o m b o 	 CHDHE(H	 C o l o m b o 	 C o l o m b o 	 C o l o m b o 	 C o l o m b o 	 C o l o m b o 	 	K	2	.	M	,	K		 	 	 	 C o l o m b o 	 	 	 	 C o l o m b o 	 	 	 C o l o m b o 	 	 	 	 	 	 DE(H	 HDE(H	 	 							 	 	 	 	 	 	 	 	 C o l o m b o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o l o m b o 
 
 S T R _ I D _ E C _ S L K _ G A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G a l l e 	 RR	 RR	 A%%5	 G a l l e 	 G a l l e 	 G a l l e 	 0;;5	 G a l l e 	 :'DJ	 G a l l e 	 G a l l e 	 G a l l e 	 G a l l e 	 G a l l e 	 	>	2	G		 	 	 	 G a l l e 	 	 	 	 G a l l e 	 	 	 G a l l e 	 	 	 	 	 	 'D	 'D	 	 					 	 	 	 	 	 	 	 	 G a l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G a l l e 
 
 S T R _ I D _ E C _ S L K _ J A F 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 J a f f n a 	 Ȍ+Y
}	 >+Y~	 22	 J a f f n a 	 J a f f n a 	 J a f f n a 	 60D=0	 J a f f n a 	 ,AF)	 J a f f n a 	 J a f f n a 	 J a f f n a 	 J a f f n a 	 J a f f n a 	 	>	+	(	>		 	 	 	 J a f f n a 	 	 	 	 J a f f n a 	 	 	 J a f f n a 	 	 	 ' 	 	 	 ,AF'	 ,'AF'	 	 						 	 	 	 	 	 	 	 	 J a f f n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a f f n a 
 
 S T R _ I D _ E C _ S L K _ K A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a n d y 	 	 ^c	 A5I	 K a n d y 	 K a n d y 	 K a n d y 	 0=48	 K a n d y 	 C'F/J	 K a n d y 	 K a n d y 	 K a n d y 	 K a n d y 	 K a n d y 	 	H		!	@		 	 	 	 K a n d y 	 	 	 	 K a n d y 	 	 	 K a n d y 	 	 	 	 	 	 F/	 F	 	 									 	 	 	 	 	 	 	 	 K a n d y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a n d y 
 
 S T R _ I D _ E C _ S U D _ A T B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A t b a r a 	 ?yr]b	 ?yr]b	 A-2#H2	 A t b a r a 	 A t b a r a 	 A t b a r a 	 B10@0	 A t b a r a 	 97(1)	 A t b a r a 	 A t b a r a 	 A t b a r a 	 A t b a r a 	 A t b a r a 	 	$	,	0	>		 	 	 	 A t b a r a 	 	 	 	 A t b a r a 	 	 	 A t b a r a 	 	 	 	 	 	 "*('1'	 'y('1'	 	 							 	 	 	 	 	 	 	 	 A t b a r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t b a r a 
 
 S T R _ I D _ E C _ S U D _ K A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K a s s a l a 	 aSb	 aS(b	 2*2%2	 K a s s a l a 	 K a s s a l a 	 K a s s a l a 	 0AA0;0	 K a s s a l a 	 C'3'D'	 K a s s a l a 	 K a s s a l a 	 K a s s a l a 	 K a s s a l a 	 K a s s a l a 	 	8	M	8	>	2	>		 	 	 	 K a s s a l a 	 	 	 	 K a s s a l a 	 	 	 K a s s a l a 	 	 	 	 	 	 3'D'	 3'D'	 	 							 	 	 	 	 	 	 	 	 K a s s a l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a s s a l a 
 
 S T R _ I D _ E C _ S U D _ K O S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K o s t i 	 yec	 ^ec	 -*4	 K o s t i 	 K o s t i 	 K o s t i 	 CAB8	 K o s t i 	 CH3*J	 K o s t i 	 K o s t i 	 K o s t i 	 K o s t i 	 K o s t i 	 	K	8	M		@		 	 	 	 K o s t i 	 	 	 	 K o s t i 	 	 	 K o s t i 	 	 	 	 	 	 3*	 H3y	 	 						 	 	 	 	 	 	 	 	 K o s t i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K o s t i 
 
 S T R _ I D _ E C _ S U D _ P O R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 P o r t   S u d a n 	 9N/n	 ς9N/n	 -#L  92	 P u e r t o   S u d  n   	 P o r t   S o u d a n 	 P o r t   S u d a n 	 >@B- !C40=	 P o r t   S u d a n 	 (H1*  3H/'F	 P o r t   S u d a n 	 P o r t   S u d a n 	 P o r t   S u d a n 	 P o r t   S u d a n 	 P e l a b u h a n   S u d a n 	 *	K	0	M		  8	B	!	>	(		 	 	 	 P o r t   S u d a n 	 	 	 	 P o r t   S u d a n 	 	 	 P o r t   S u d a n 	 	 	   	 	 	 ~H1*  3H/'F	 ~H1y  3H'F	 	 					  						 	 	 	 	 	 	 	 	 P o r t   S o e d a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t   S u d a n 
 
 S T R _ I D _ E C _ S W E _ S T O 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S t o c k h o l m 	 e_T>rid	 e_T\id	 *G-B.%L!	 E s t o c o l m o 	 S t o c k h o l m 	 S t o c k h o l m 	 !B>:3>;L<	 S t o c c o l m a 	 '3*HCGHDE	 E s t o c o l m o 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 S t o c k h o l m 	 8	M		I		9	K	.		 	 	 	 S t o c k h o l m 	 	 	 	 S t o c k h o l m 	 	 	 S t o c k h o l m 	 	 	 	 	 	 '3*CGDE	 '3y'  HE	 	 								 	 	 	 	 	 	 	 	 S t o c k h o l m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t o c o l m o 
 
 S T R _ I D _ E C _ S W T _ B E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e r n 	 /Oi`	 /O\<\	 @4#L	 B e r n a   	 B e r n e 	 B e r n 	 5@=	 B e r n a 	 (J1F	 B e r n a 	 B e r n 	 B e r n 	 B e r n 	 B e r n 	 ,	0	M	(		 	 	 	 B e r n 	 	 	 	 B e r n 	 	 	 B e r n a 	 	 	 	 	 	 (1F	 (1F	 	 						 	 	 	 	 	 	 	 	 B e r n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e r n 
 
 S T R _ I D _ E C _ S W T _ G E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 G e n e v a 	 egQt	 eQtW	 @5'2	 G i n e b r a 	 G e n  v e 	 G e n f 	 5=520	 G i n e v r a 	 ,JFJA	 G e n e b r a 	 C e n e v r e 	 G e n e v a 	 J e n e w a 	 G e n e v a 	 	?	(	@	5	>		 	 	 	 G e n f 	 	 	 	 G e n  v e 	 	 	 G e n e v a 	 	 	 ' 	 	 	 FH	 ,FH'	 	 						 	 	 	 	 	 	 	 	 G e n  v e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e n e b r a 
 
 S T R _ I D _ E C _ S Y R _ D A M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D a m a s c u s 	 'YXi	 'YlXi	 2!1*1*	 D a m a s c o   	 D a m a s 	 D a m a s k u s 	 0<0A:	 D a m a s c o 	 /E4B	 D a m a s c o 	 ^a m 	 D a m a s c u s 	 D a m a s c u s 	 D a m a s c u s 	 &	.	>	8	M		8		 	 	 	 D a m a s z k u s z 	 	 	 	 D a m a s c u s 	 	 	 D a m a s c 	 	 	 	 	 	 /E4B	 /E4B	 	 										 	 	 	 	 	 	 	 	 D a m a s k u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a m a s c o 
 
 S T R _ I D _ E C _ S Y R _ H A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a l a b 	 Tbnf	 ?R	 .2A%G	 H a l a b 	 H a l a b 	 H a l a b 	 %0;51	 H a l a b 	 -D(	 A l e p o 	 H a l e p 	 H a l a b 	 H a l a b 	 H a l a b 	 9	2	>	,		 	 	 	 H a l a b 	 	 	 	 H a l a b 	 	 	 H a l a b 	 	 	 	 	 	 -D(	 -D(	 	 						 	 	 	 	 	 	 	 	 H a l a b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a l a b 
 
 S T R _ I D _ E C _ S Y R _ H O M 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H o m s 	 }e	 Ye	 .-!*L	 H o m s 	 H o m s 	 H o m s 	 %><A	 H o m s 	 -E5	 H o m s 	 H o m s 	 H o m s 	 H o m s 	 H o m s 	 9	K	.	M	8		 	 	 	 H o m s 	 	 	 	 H o m s 	 	 	 H o m s 	 	 	 	 	 	 -E5	 -E3	 	 					 	 	 	 	 	 	 	 	 H o m s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o m s 
 
 S T R _ I D _ E C _ S Y R _ R A K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R a k k a 	 baS	 baS	 A#2	 R a k k a 	 R a k k a 	 R a k k a 	 -@-  0::0	 R a k k a 	 'D1B)	 R a k k a 	 R a k k a 	 R a k k a 	 R a k k a 	 R a k k a 	 0		M		>		 	 	 	 R a k k a 	 	 	 	 R a k k a 	 	 	 R a k k a 	 	 	 	 	 	 1BG	 1'	 	 							 	 	 	 	 	 	 	 	 R a k k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a k k a 
 
 S T R _ I D _ E C _ T A I _ T A I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a i p e i 	 S	 SS	 D@	 T a i p e i 	 T a i p e i 	 T a i p e i 	 "091M9	 T a i p e i 	 *'J(JG	 T a i p  	 T a i p e i 	  i   B c 	 T a i p e i 	 T a i p e i 	 $	>		*	G		 	 	 	 T a j p e j 	 	 	 	 T a i p e i 	 	 	 T a i p e i 	 	 	 	 	 	 *'J~G	 *'&~	 	 						 	 	 	 	 	 	 	 	 T a i p e i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a i p e i 
 
 S T R _ I D _ E C _ T J K _ D U S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D u s h a n b e 	 \g\%R	 \g\+R	 9
1@	 D u s a m b  	 D o u c h a n b  	 D u s h a n b e 	 CH0=15	 D u s h a n b e 	 /H4'F(J	 D u s h a m b  	 D u _a n b e 	 D u s h a n b e 	 D u s h a n b e 	 D u s h a n b e 	 &	A	6	>	(	M	,	G		 	 	 	 D u s a n b e 	 	 	 	 D u s h a n b e 	 	 	 D u s h a n b e 	 	 	 	 	 	 /H4F(G	 /H4FE(	 	 								 	 	 	 	 	 	 	 	 D o e s j a n b e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u s h a n b e 
 
 S T R _ I D _ E C _ T J K _ K U L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K u l o b 	 ^)RN^	 ^mR	 9%G-	 K u l o b 	 K u l o b 	 K u l o b 	 C;O1	 K u l o b 	 CHDH(	 K u l o b 	 K u l o b 	 K u l o b 	 K u l o b 	 K u l o b 	 	A	2	K	,		 	 	 	 K u l o b 	 	 	 	 K u l o b 	 	 	 K u l o b 	 	 	 	 	 	 HD'(	 HDH(	 	 						 	 	 	 	 	 	 	 	 K u l o b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K u l o b 
 
 S T R _ I D _ E C _ T N Z _ D A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D a r - e s - S a l a a m 	 	N-/n	 /}e(bY	 2#L- @-*- 2%2!	 D a r - e s - S a l a a m 	 D a r - e s - S a l a a m 	 D a r e s s a l a m 	 0@- MA- !0;0<	 D a r - e s - S a l a a m 	 /'1  'D3D'E	 D a r - e s - S a l a a m 	 D a r  s s a l a m 	 D a r - e s - S a l a a m 	 D a r - e s - S a l a a m 	 D a r - e s - S a l a a m 	 &	>	0	G	8	M	8	2	>	.		 	 	 	 D a r - e s - S a l a a m 	 	 	 	 D a r - e s - S a l a a m 	 	 	 D a r - e s - S a l a a m 	 	 	   - 	 	 	 /'1'D3D'E	 /'1  3D'E	 	 					  						 	 	 	 	 	 	 	 	 D a r   e s   S a l a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a r - e s - S a l a a m 
 
 S T R _ I D _ E C _ T N Z _ M W A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M w a n z a 	 Ye-g	 YNNb	 !'12	 M w a n z a 	 M w a n z a 	 M w a n z a 	 20=70	 M w a n z a 	 EH'F2'	 M w a n z a 	 M w a n z a 	 M w a n z a 	 M w a n z a 	 M w a n z a 	 .	M	5	>			<	>		 	 	 	 M w a n z a 	 	 	 	 M w a n z a 	 	 	 M w a n z a 	 	 	 	 	 	 EH'F2'	 EH'F2'	 	 									 	 	 	 	 	 	 	 	 M w a n z a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M w a n z a 
 
 S T R _ I D _ E C _ T H A _ B A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a n g k o k 	 f7	 f7	 #8@	 B a n g k o k 	 B a n g k o k 	 B a n g k o k 	 0=3:>:	 B a n g k o k 	 ('FCHC	 B a n g u e c o q u e 	 B a n g k o k 	 B n g   C c 	 B a n g k o k 	 B a n g k o k 	 ,	H			>			 	 	 	 B a n g k o k 	 	 	 	 B a n g k o k 	 	 	 B a n g k o k 	 	 	 	 	 	 ('FCHC	 (F'	 	 								 	 	 	 	 	 	 	 	 B a n g k o k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n c o c 
 
 S T R _ I D _ E C _ T U R _ A N K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A n k a r a 	 [aSb	 [aSb	 A-2#H2	 A n k a r a 	 A n k a r a 	 A n k a r a 	 =:0@0	 A n k a r a 	 #FB1)	 A n c a r a 	 A n k a r a 	 A n k a r a 	 A n k a r a 	 A n k a r a 	 			>	0	>		 	 	 	 A n k a r a 	 	 	 	 A n k a r a 	 	 	 A n k a r a 	 	 	 	 	 	 "F'1'	 'F'1'	 	 							 	 	 	 	 	 	 	 	 A n k a r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n c a r a 
 
 S T R _ I D _ E C _ T U R _ D I Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D i y a r b a k i r 	 ꏞN]KQ	 ꏚN]KQ\	 4"2#L2@-#L	 D i y a r b a k i r 	 D i y a r b a k i r 	 D i y a r b a k i r 	 8O@10:K@	 D i y a r b a k i r 	 /J'1  (C1	 D i y a r b a k i r 	 D i y a r b a k 1r 	 D i y a r b a k i r 	 D i y a r b a k i r 	 D i y a r b a k i r 	 &	?	/	>	0	,	>		?	0		 	 	 	 D i y a r b a k i r 	 	 	 	 D i y a r b a k i r 	 	 	 D i y a r b a k i r 	 	 	 	 	 	 /'1(1	 /'1('1	 	 											 	 	 	 	 	 	 	 	 D i y a r b a k i r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i y a r b a k i r 
 
 S T R _ I D _ E C _ T U R _ I S T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I s t a n b u l 	 
OefW!X	 
OefW^\	 -4*19%	 E s t a m b u l 	 I s t a n b u l 	 I s t a n b u l 	 !B0<1C;	 I s t a n b u l 	 %37F(HD	 I s t a m b u l 	 0s t a n b u l 	 I s t a n b u l 	 I s t a n b u l 	 I s t a n b u l 	 	8	M	$	>	(	,	A	2		 	 	 	 I s z t a m b u l 	 	 	 	 I s t a n b o e l 	 	 	 I s t a n b u l 	 	 	 	 	 	 '3*'F(HD	 '3*F(HD	 	 											 	 	 	 	 	 	 	 	 I s t a n b o e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I s t a m b u l 
 
 S T R _ I D _ E C _ T U R _ M E R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M e r s i n 	 h>r	 h\	 @!-#L4	 M e r s i n 	 M e r s i n 	 M e r s i n 	 5@A8=	 M e r s i n 	 E13JF	 M e r s i n 	 M e r s i n 	 M e r s i n 	 M e r s i n 	 M e r s i n 	 .	0	M	8	?	(		 	 	 	 M e r s i n 	 	 	 	 M e r s i n 	 	 	 M e r s i n 	 	 	 	 	 	 E13F	 E13F	 	 								 	 	 	 	 	 	 	 	 M e r s i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e r s i n 
 
 S T R _ I D _ E C _ U K R _ K I E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K i e v 	 W	 W	 D-5	 K i e v 	 K i e v 	 K i e w 	 852	 K i e v 	 CJJA	 K i e v 	 K i e v 	 K i e v 	 K i e v 	 K i e v 	 	@	5		 	 	 	 K i j e v 	 	 	 	 K i e v 	 	 	 K i e v 	 	 	 	 	 	 CJA	 H	 	 						 	 	 	 	 	 	 	 	 K i  f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K i e v 
 
 S T R _ I D _ E C _ U A E _ A B U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A b u   D h a b i 	 ?^Tk	 ?^Nbk	 -29  25	 A b u   D a b i 	 A b u   D h a b i 	 A b u   D h a b i 	 1C- 018	 A b u   D h a b i 	 #(H  8(J	 A b u   D a b i 	 A b u   D h a b i 	 A b u   D h a b i 	 A b u   D h a b i 	 A b u   D h a b i 	 	,	B	  '	>	,	@		 	 	 	 A b u   D h a b i 	 	 	 	 A b u   D h a b i 	 	 	 A b u   D h a b i 	 	 	   	 	 	 '(H8(	 '(H  8(	 	 								 	 	 	 	 	 	 	 	 A b o e   D h a b i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b u   D h a b i 
 
 S T R _ I D _ E C _ U A E _ D U B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D u b a i 	 \gb	 b	 9D	 D u b a i 	 D u b a  	 D u b a i 	 C109	 D u b a i 	 /(J	 D u b a i 	 D u b a i 	 D u b a i 	 D u b a i 	 D u b a i 	 &	A	,			 	 	 	 D u b a i 	 	 	 	 D u b a i 	 	 	 D u b a i 	 	 	 	 	 	 /H(	 /(&	 	 						 	 	 	 	 	 	 	 	 D o e b a i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u b a i 
 
 S T R _ I D _ E C _ U A E _ S H A 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S h a r j a h 	 l	 l	 
2#L2+L	 S h a r j a h 	 S h a r j a h 	 S h a r j a h 	 (0@460	 S h a r j a h 	 'D4'1B)	 S h a r j a h 	 S h a r j a h 	 S h a r j a h 	 S h a r j a h 	 S h a r j a h 	 6	>	0		>	9		 	 	 	 S h a r j a h 	 	 	 	 S h a r j a h 	 	 	 S h a r j a h 	 	 	 ' 	 	 	 4'1,G	 4'1,	 	 							 	 	 	 	 	 	 	 	 S j a r j a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h a r j a h 
 
 S T R _ I D _ E C _ U A E _ R A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 R a s   a l   K h a i m a h 	 be?>raS	 be?\aS	 #2*  -1%  D!2+L	 R a s   a l   K h a i m a h 	 R a s   a l   K h a i m a h 	 R a s   a l   K h a i m a h 	  0A- ;L- %09<0	 R a s   a l   K h a i m a h 	 1#3  'D.JE)	 R a s   a l   K h a i m a h 	 R a s   a l   K h a i m a h 	 R a s   a l   K h a i m a h 	 R a s   a l   K h a i m a h 	 R a s   a l   K h a i m a h 	 0	8	  	2	  	H	.	>	9		 	 	 	 R a s   a l   K h a i m a h 	 	 	 	 R a s   a l   K h a i m a h 	 	 	 R a s   a l   K h a i m a h 	 	 	     	 	 	 1#3  'D.EG	 1#3  'D.E	 	 			  		  						 	 	 	 	 	 	 	 	 R a s   a l   K h a i m a h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a s   a l   K h a i m a h 
 
 S T R _ I D _ E C _ U N K _ B I R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B i r m i n g h a m 	 /OfU	 /Of	 @-#L!4A.!	 B i r m i n g h a m 	 B i r m i n g h a m 	 B i r m i n g h a m 	 8@<8=35<	 B i r m i n g h a m 	 (J1EF:G'E	 B i r m i n g h a m 	 B i r m i n g h a m 	 B i r m i n g h a m 	 B i r m i n g h a m 	 B i r m i n g h a m 	 ,	0	M	.	?			.		 	 	 	 B i r m i n g h a m 	 	 	 	 B i r m i n g h a m 	 	 	 B i r m i n g h a m 	 	 	 	 	 	 (1EF'E	 (1EFE	 	 											 	 	 	 	 	 	 	 	 B i r m i n g h a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B i r m i n g h a m 
 
 S T R _ I D _ E C _ U N K _ L I V 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L i v e r p o o l 	 )Rirfm	 )Rirfm	 %4@'-#L9%	 L i v e r p o o l 	 L i v e r p o o l 	 L i v e r p o o l 	 825@?C;L	 L i v e r p o o l 	 DJA1(HD	 L i v e r p o o l 	 L i v e r p o o l 	 L i v e r p o o l 	 L i v e r p o o l 	 L i v e r p o o l 	 2	@	5	0	*	B	2		 	 	 	 L i v e r p o o l 	 	 	 	 L i v e r p o o l 	 	 	 L i v e r p o o l 	 	 	 	 	 	 DH1~HD	 DH1~HD	 	 									 	 	 	 	 	 	 	 	 L i v e r p o o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i v e r p o o l 
 
 S T R _ I D _ E C _ U N K _ L O N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L o n d o n 	 +Pfe	 &Ofe	 %--	 L o n d r  s 	 L o n d r e s 	 L o n d o n 	 >=4>=	 L o n d r a 	 DF/F	 L o n d r e s 	 L o n d o n 	 L u  n    n 	 L o n d o n 	 L o n d o n 	 2		&	(		 	 	 	 L o n d o n 	 	 	 	 L o n d e n 	 	 	 L o n d r a 	 	 	 	 	 	 DF/F	 DF/F	 	 						 	 	 	 	 	 	 	 	 L o n d e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o n d r e s 
 
 S T R _ I D _ E C _ U N K _ M A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M a n c h e s t e r 	 f_eyr	 f{_eyr	 A!@
*@-#L	 M a n c h e s t e r 	 M a n c h e s t e r 	 M a n c h e s t e r 	 0=G5AB5@	 M a n c h e s t e r 	 E'F43*1	 M a n c h e s t e r 	 M a n c h e s t e r 	 M a n c h e s t e r 	 M a n c h e s t e r 	 M a n c h e s t e r 	 .	H	(	M		G	8	M		0		 	 	 	 M a n c h e s t e r 	 	 	 	 M a n c h e s t e r 	 	 	 M a n c h e s t e r 	 	 	 ' 	 	 	 EF3*1	 EF3y1	 	 													 	 	 	 	 	 	 	 	 M a n c h e s t e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a n c h e s t e r 
 
 S T R _ I D _ E C _ U N K _ S H E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S h e f f i e l d 	 >r	 \_	 @
4%L	 S h e f f i e l d 	 S h e f f i e l d 	 S h e f f i e l d 	 (5DD8;4	 S h e f f i e l d 	 4JADJ/	 S h e f f i e l d 	 S h e f f i e l d 	 S h e f f i e l d 	 S h e f f i e l d 	 S h e f f i e l d 	 6	G	+	@	2	M	!		 	 	 	 S h e f f i e l d 	 	 	 	 S h e f f i e l d 	 	 	 S h e f f i e l d 	 	 	 	 	 	 4AD/	 4AD	 	 								 	 	 	 	 	 	 	 	 S h e f f i e l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h e f f i e l d 
 
 S T R _ I D _ E C _ U S A _ A T L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A t l a n t a 	 Nyr-'Y	 NyrpQ'Y	 A-A%I2	 A t l a n t a 	 A t l a n t a 	 A t l a n t a 	 B;0=B0	 A t l a n t a 	 #*D'F*'	 A t l a n t a 	 A t l a n t a 	 A t l a n t a 	 A t l a n t a 	 A t l a n t a 	 		2	>			>		 	 	 	 A t l a n t a 	 	 	 	 A t l a n t a 	 	 	 A t l a n t a 	 	 	 	 	 	 "*D'F*'	 'yD'Fy'	 	 									 	 	 	 	 	 	 	 	 A t l a n t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t l a n t a 
 
 S T R _ I D _ E C _ U S A _ C H I 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C h i c a g o 	 RT	 RT	 
42BI	 C h i c a g o 	 C h i c a g o 	 C h i c a g o 	 '8:03>	 C h i c a g o 	 4JC':H	 C h i c a g o 	 C h i c a g o 	 C h i c a g o 	 C h i c a g o 	 C h i c a g o 	 6	?		>		K		 	 	 	 C h i c a g o 	 	 	 	 C h i c a g o 	 	 	 C h i c a g o 	 	 	 	 	 	 4'H	 4'H	 	 							 	 	 	 	 	 	 	 	 C h i c a g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i c a g o 
 
 S T R _ I D _ E C _ U S A _ D A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D a l l a s 	 Tbe	 be	 1%%1*	 D a l l a s 	 D a l l a s 	 D a l l a s 	 0;;0A	 D a l l a s 	 /'D'3	 D a l l a s 	 D a l l a s 	 D a l l a s 	 D a l l a s 	 D a l l a s 	 !	2	>	8		 	 	 	 D a l l a s 	 	 	 	 D a l l a s 	 	 	 D a l l a s 	 	 	 	 	 	 /'D'3	 D'3	 	 						 	 	 	 	 	 	 	 	 D a l l a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a l l a s 
 
 S T R _ I D _ E C _ U S A _ D E N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D e n v e r 	 9N[O	 9N[O	 @@'-#L	 D e n v e r 	 D e n v e r 	 D e n v e r 	 5=25@	 D e n v e r 	 /JFA1	 D e n v e r 	 D e n v e r 	 D e n v e r 	 D e n v e r 	 D e n v e r 	 !	G	(	5	0		 	 	 	 D e n v e r 	 	 	 	 D e n v e r 	 	 	 D e n v e r 	 	 	 	 	 	 /FH1	 FH1	 	 									 	 	 	 	 	 	 	 	 D e n v e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e n v e r 
 
 S T R _ I D _ E C _ U S A _ D E T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 D e t r o i t 	 ^yr_	 ^yr_	 5#-"L	 D e t r o i t 	 D e t r o i t 	 D e t r o i t 	 5B@>9B	 D e t r o i t 	 /J*1HJ*	 D e t r o i t 	 D e t r o i t 	 D e t r o i t 	 D e t r o i t 	 D e t r o i t 	 !	G		M	0	I	/			 	 	 	 D e t r o i t 	 	 	 	 D e t r o i t 	 	 	 D e t r o i t 	 	 	 	 	 	 /*1H*	 y1Hy	 	 									 	 	 	 	 	 	 	 	 D e t r o i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t r o i t 
 
 S T R _ I D _ E C _ U S A _ H O U 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H o u s t o n 	 OX	 Oe	 .9*1	 H o u s t o n 	 H o u s t o n 	 H o u s t o n 	 %LNAB>=	 H o u s t o n 	 GJH3*HF	 H o u s t o n 	 H o u s t o n 	 H o u s t o n 	 H o u s t o n 	 H o u s t o n 	 9	>			8	M		I	(		 	 	 	 H o u s t o n 	 	 	 	 H o u s t o n 	 	 	 H o u s t o n 	 	 	 	 	 	 GH3*HF	 '3yF	 	 								 	 	 	 	 	 	 	 	 H o u s t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o u s t o n 
 
 S T R _ I D _ E C _ U S A _ L A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L o s   A n g e l e s 	 mIgx	 mIgw	 %-*  A-@%4*	 L o s    n g e l e s 	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 >A- =465;5A	 L o s   A n g e l e s 	 DH3  #F:DH3	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 L o s   A n g e l e s 	 2	I	8	  			?	2	?	8		 	 	 	 L o s   A n g e l e s 	 	 	 	 L o s    n g e l e s 	 	 	 L o s   A n g e l e s 	 	 	   ' 	 	 	 D3  "F,D3	 D'3  'F,D3	 	 		  											 	 	 	 	 	 	 	 	 L o s   A n g e l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o s   A n g e l e s 
 
 S T R _ I D _ E C _ U S A _ N W Y 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 N e w   Y o r k 	 }}	 ~~	 4'"-#L	 N u e v a   Y o r k   	 N e w   Y o r k 	 N e w   Y o r k 	 LN- >@:	 N e w   Y o r k 	 FJHJH1C	 N o v a   I o r q u e 	 N e w   Y o r k 	 N e w   Y o r k 	 N e w   Y o r k 	 N e w   Y o r k 	 (	M	/	B	/	I	0	M			 	 	 	 N e w   Y o r k 	 	 	 	 N e w   Y o r k 	 	 	 N e w   Y o r k 	 	 	   	 	 	 FJHJH1C	 FH'1	 	 			  						 	 	 	 	 	 	 	 	 N e w   Y o r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   Y o r k 
 
 S T R _ I D _ E C _ U S A _ S N D 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n   D i e g o 	 V0WYrT	 #W0WNT	 2  4@-BI	 S a n   D i e g o 	 S a n   D i e g o 	 S a n   D i e g o 	 !0=- 853>	 S a n   D i e g o 	 3'F  /JJ:H	 S a n   D i e g o 	 S a n   D i e g o 	 S a n   D i e g o 	 S a n   D i e g o 	 S a n   D i e g o 	 8	H	(	  !	?			K		 	 	 	 S a n   D i e g o 	 	 	 	 S a n   D i e g o 	 	 	 S a n   D i e g o 	 	 	   	 	 	 3'F  /JH	 3F  H	 	 					  							 	 	 	 	 	 	 	 	 S a n   D i e g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n   D i e g o 
 
 S T R _ I D _ E C _ U S A _ W A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 W a s h i n g t o n 	 v	 NSv	 '-
41	 W a s h i n g t o n 	 W a s h i n g t o n 	 W a s h i n g t o n 	 0H8=3B>=	 W a s h i n g t o n 	 H'4F7F	 W a s h i n g t o n 	 W a s h i n g t o n 	 W a s h i n g t o n 	 W a s h i n g t o n 	 W a s h i n g t o n 	 5	>	6	?				(		 	 	 	 W a s h i n g t o n 	 	 	 	 W a s h i n g t o n 	 	 	 W a s h i n g t o n 	 	 	 	 	 	 H'4F*F	 H'4FyF	 	 									 	 	 	 	 	 	 	 	 W a s h i n g t o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W a s h i n g t o n 
 
 S T R _ I D _ E C _ U J B _ T A S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 T a s h k e n t 	 TXNr^	 TXNr^	 A
@L	 T a s h k e n t 	 T a c h k e n t 	 T a s h k e n t 	 "0H:5=B	 T a s h k e n t 	 74BF/	 T a s h k e n t 	 T a _k e n t 	 T a s h k e n t 	 T a s h k e n t 	 T a s h k e n t 	 $	>	6			&		 	 	 	 T a s k e n t 	 	 	 	 T a s h k e n t 	 	 	 T a s h k e n t 	 	 	 	 	 	 *'4F/	 *'4BF/	 	 								 	 	 	 	 	 	 	 	 T a s j k e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a s h k e n t 
 
 S T R _ I D _ E C _ V A T _ V A T 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V a t i c a n   C i t y 	 h抡\^	 hQ^	 '241  45I	 C i u d a d   d e l   V a t i c a n o 	 C i t    d u   V a t i c a n 	 V a t i k a n s t a d t 	 0B8:0=	 C i t t    d e l   V a t i c a n o 	 E/JF)  'DA'*JC'F	 C i d a d e   d o   V a t i c a n o 	 V a t i c a n   C i t y 	 T h  n h   p h   V a t i c a n 	 K o t a   V a t i k a n 	 B a n d a r a y a   V a t i c a n 	 5	G		?		(	  8	?		@		 	 	 	 V a t i k  n v  r o s 	 	 	 	 V a t i c a a n s t a d 	 	 	 V a t i c a n 	 	 	   	 	 	 H'*'F  3*	 HyF  3y	 	 											  					 	 	 	 	 	 	 	 	 V a t i k a a n s t a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i d a d e   d o   V a t i c a n o 
 
 S T R _ I D _ E C _ V E N _ B A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B a r c e l o n a 	 ]^X
}	 ]^XW~	 2#L@B%H2	 B a r c e l o n a 	 B a r c e l o n e 	 B a r c e l o n a 	 0@A5;>=0	 B a r c e l l o n a 	 (14DHF)	 B a r c e l o n a 	 B a r c e l o n a 	 B a r c e l o n a 	 B a r c e l o n a 	 B a r c e l o n a 	 ,	>	0	M	8	?	2	K	(	>		 	 	 	 B a r c e l o n a 	 	 	 	 B a r c e l o n a 	 	 	 B a r c e l o n a 	 	 	 	 	 	 ('13DHF	 ('13  DHF'	 	 											 	 	 	 	 	 	 	 	 B a r c e l o n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r c e l o n a 
 
 S T R _ I D _ E C _ V E N _ C A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 C a r a c a s 	 aSbaSe	 RbRe	 2#22*	 C a r a c a s 	 C a r a c a s 	 C a r a c a s 	 0@0:0A	 C a r a c a s 	 C1'C'3	 C a r a c a s 	 C a r a c a s 	 C a r a c a s 	 C a r a c a s 	 C a r a c a s 	 	0	>		8		 	 	 	 C a r a c a s 	 	 	 	 C a r a c a s 	 	 	 C a r a c a s 	 	 	 	 	 	 '1''3	 1'3	 	 										 	 	 	 	 	 	 	 	 C a r a c a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r a c a s 
 
 S T R _ I D _ E C _ V E N _ V A L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 V a l e n c i a 	 t+PN	 ]&ON	 '2@%@5"	 V a l e n c i a 	 V a l e n c e 	 V a l e n c i a 	 0;5=A8O	 V a l e n c i a 	 A'DJF3J'	 V a l  n c i a 	 V a l e n c i a 	 V a l e n c i a 	 V a l e n c i a 	 V a l e n c i a 	 5	>	2	G	(	M	8	?	/	>		 	 	 	 V a l e n c i a 	 	 	 	 V a l e n c i a 	 	 	 V a l e n c i a 	 	 	 	 	 	 H'DF3'	 H'DF3'	 	 												 	 	 	 	 	 	 	 	 V a l e n c i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a l  n c i a 
 
 S T R _ I D _ E C _ V E I _ H A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a n o i 	 lgQ	 lQ	 .2-"	 H a n o i   	 H a n o i 	 H a n o i 	 %0=>9	 H a n o i 	 G'FHJ	 H a n  i 	 H a n o i 	 H    N i 	 H a n o i 	 H a n o i 	 9	(	K			 	 	 	 H a n o i 	 	 	 	 H a n o i 	 	 	 H a n o i 	 	 	 	 	 	 G'FH	 FH	 	 							 	 	 	 	 	 	 	 	 H a n o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a n o i 
 
 S T R _ I D _ E C _ Y E M _ A D E 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 A d e n 	 NN	 NN	 @-@	 A d  n   	 A d e n 	 A d e n 	 45=	 A d e n 	 9/F	  d e n 	 A d e n 	 A d e n 	 A d e n 	 A d e n 	 	&	(		 	 	 	 A d e n 	 	 	 	 A d e n 	 	 	 A d e n 	 	 	 	 	 	 9/F	 'F	 	 					 	 	 	 	 	 	 	 	 A d e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d e n 
 
 S T R _ I D _ E C _ Y E M _ I B B 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 I b b 	 
O\S	 
O\S	 -4J	 I b b 	 I b b 	 I b b 	 11	 I b b 	 %(	 I b b 	 I b b 	 I b b 	 I b b 	 I b b 	 	,	M	,		 	 	 	 I b b 	 	 	 	 I b b 	 	 	 I b b 	 	 	 	 	 	 '(	 '(	 	 			 	 	 	 	 	 	 	 	 I b b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I b b 
 
 S T R _ I D _ E C _ Y E M _ M U K 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 M u k a l l a 	 FzaSb	 (gaSb	 !91%%2	 M u k a l l a 	 M u k a l l a 	 M u k a l l a 	 -;L- C:0;;0	 M u k a l l a 	 EHC'D'	 M u k a l l a 	 M u k a l l a 	 M u k a l l a 	 M u k a l l a 	 M u k a l l a 	 .	A		2	M	2	>		 	 	 	 M u k a l l a 	 	 	 	 M u k a l l a 	 	 	 M u k a l l a 	 	 	 	 	 	 ED'	 EB'D'	 	 									 	 	 	 	 	 	 	 	 M u k a l l a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u k a l l a 
 
 S T R _ I D _ E C _ Y E M _ S A N 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 S a n a a 	 l	 (	 22	 S a n a a 	 S a n a a 	 S a n a a 	 !0=0	 S a n a a 	 5F9'!	 S a n a 	 S a n a a 	 S a n a a 	 S a n a a 	 S a n a a 	 8	(	>		 	 	 	 S a n a a 	 	 	 	 S a n a a 	 	 	 S a n a a 	 	 	 	 	 	 5F9'	 5F9'	 	 					 	 	 	 	 	 	 	 	 S a n a a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a n a a 
 
 S T R _ I D _ E C _ Y U G _ B E L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B e l g r a d e 	 >r<hR	 \<h_	 @%@#	 B e l g r a d o   	 B e l g r a d e 	 B e l g r a d 	 5;3@04	 B e l g r a d o 	 (D:1'/	 B e l g r a d o 	 B e l g r a d 	 B e l g r a d e 	 B e l g r a d e 	 B e l g r a d e 	 ,	G	2		M	0	G	!		 	 	 	 B e l g r  d 	 	 	 	 B e l g r a d o 	 	 	 B e l g r a d 	 	 	 	 	 	 (D1'/	 (D:1'/	 	 									 	 	 	 	 	 	 	 	 B e l g r a d o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e l g r a d o 
 
 S T R _ I D _ E C _ Y U G _ K O S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 K o s o v o 	 y"}l	 y"}l	 BBB'	 K o s o v o 	 K o s o v o 	 K o s o v o 	 >A>2>	 K o s o v o 	 CH3HAH	 K o s o v o 	 K o s o v a 	 K o s o v o 	 K o s o v o 	 K o s o v o 	 	K	8	K	5	K		 	 	 	 K o s z o v  	 	 	 	 K o s o v o 	 	 	 K o s o v o 	 	 	 	 	 	 H2HH	 H3HH	 	 						 	 	 	 	 	 	 	 	 K o s o v o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K o s o v o 
 
 S T R _ I D _ E C _ Z A M _ L U S 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 L u s a k a 	 laS	 bS(aS	 %922	 L u s a k a 	 L u s a k a 	 L u s a k a 	 CA0:0	 L u s a k a 	 DH3'C'	 L u s a k a 	 L u s a k a 	 L u s a k a 	 L u s a k a 	 L u s a k a 	 2	A	8	>		>		 	 	 	 L u s a k a 	 	 	 	 L u s a k a 	 	 	 L u s a k a 	 	 	 	 	 	 DH3''	 DH3''	 	 							 	 	 	 	 	 	 	 	 L u s a k a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L u s a k a 
 
 S T R _ I D _ E C _ Z I M _ B U L 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 B u l a w a y o 	 ^bt}	 ^bt~	 9%2'2B"	 B u l a w a y o 	 B u l a w a y o 	 B u l a w a y o 	 C;0209>	 B u l a w a y o 	 (HD'H'JH	 B u l a w a y o 	 B u l a w a y o 	 B u l a w a y o 	 B u l a w a y o 	 B u l a w a y o 	 ,	A	2	>	5	>	/	K		 	 	 	 B u l a w a y o 	 	 	 	 B u l a w a y o 	 	 	 B u l a w a y o 	 	 	 	 	 	 (HD'H'H	 (D'HH	 	 								 	 	 	 	 	 	 	 	 B u l a w a y o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u l a w a y o 
 
 S T R _ I D _ E C _ Z I M _ H A R 	 E c o m p a s s 	 I C O N T E X T ,   H I N T 	 C i t y 	 H a r a r e 	 Tb	 Tb	 .2#2@#	 H a r a r e 	 H a r a r e 	 H a r a r e 	 %0@0@5	 H a r a r e 	 G1'1J	 H a r a r e 	 H a r a r e 	 H a r a r e 	 H a r a r e 	 H a r a r e 	 9	0	>	0	G		 	 	 	 H a r a r e 	 	 	 	 H a r a r e 	 	 	 H a r a r e 	 	 	 	 	 	 G1'1G	 1'1	 	 							 	 	 	 	 	 	 	 	 H a r a r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a r a r e 
 
 S T R _ I D _ E C _ C A L I _ F A I L 	 E c o m p a s s 	 P O P U P 	 C a l i b r a t i o n   f a i l e d 	 C a l i b r a t i o n   f a i l e d 	 !hn1YWe	 !hQ1Y%	 2##1@5"%I!@+%'	 F a l l    l a   c a l i b r a c i  n   	 E c h e c   d e   c a l i b r a g e 	 K a l i b r i e r u n g   f e h l g e s c h l a g e n 	 !1>9  :0;81@>2:8	 C a l i b r a z i o n e   n o n   r i u s c i t a 	 A4D*  'DE9'J1)	 A   c a l i b r a g e m   f a l h o u 	 A y a r l a m a   b a _a r 1s 1z 	 K h  n g   t h   h i u   c h n h 	 K a l i b r a s i   g a g a l 	 P e n e n t u k u r a n   g a g a l 	 	H	2	?	,	M	0	G	6	(	( 		6	6	K	'	(	)   	8	+	2		 	 	 	 S i k e r t e l e n   k a l i b r  l  s 	 	 	 	 K a l i b r a t i e   m i s l u k t 	 	 	 C a l i b r a r e   n e r e u _i t 	 	 	   	 	 	 'D(1'3HF  F'EHAB  (H/	 /1,  (F/  F''E	 	 														  							 	 	 	 	 	 	 	 	 K a l i b r e r i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l i b r a   o   f a l h o u 
 
 S T R _ I D _ E C _ C O M M A 	 E c o m p a s s 	 H I N T 	 E c o m p a s s   c o m m a   s t r i n g 	 ,   	   	   	 ,   	 , 	 , 	 ,   	 ,   	 , 	 ,   	 , 	 , 	 ,   	 ,   	 , 	 , 	 	 	 	 , 	 	 	 	 , 	 	 	 , 	 	 	 , 	 	 	 ,   	 ,   	 	 ,   	 	 	 	 	 	 	 	 	 , 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ,   
 
 S T R _ I D _ A Z A A N _ F A J R 	 A z a a n A l a r m 	 T I T L E ,   I C O N T E X T 	 F a j r 	 F a j r 	 hfy	 hf<y	 F a j r 	 F a j r 	 F a j r 	 F a j r 	 F a j r 	 F a j r 	 A,1 	 F a j r 	 F a j r 	 F a j r 	 S u b u h 	 F a j a r 	 +		<	M	0		 	 	 	 F e d z s r 	 	 	 	 F a j r 	 	 	 F a j r 	 	 	 ' 	 	 	 5(-	 A,1	 	 				 	 	 	 	 	 	 	 	 F a j r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a j r 
 
 S T R _ I D _ A Z A A N _ Z U H R 	 A z a a n A l a r m 	 T I T L E ,   I C O N T E X T 	 Z u h r 	 Z u h r 	 Lfy	 Lf<y	 Z u h r 	 Z u h r 	 Z u h r 	 Z u h r 	 Z u h r 	 Z u h r 	 8G1 	 Z u h r 	 Z u h r 	 Z u h r 	 Z u h u r 	 Z o h o r 	 	<	A	9	M	0		 	 	 	 Z u h r 	 	 	 	 D h u h r 	 	 	 Z u h r 	 	 	 ' 	 	 	 8G1	 81	 	 					 	 	 	 	 	 	 	 	 Z u h r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z u h r 
 
 S T R _ I D _ A Z A A N _ A L A R M 	 A z a a n A l a r m 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 A z a a n   a l a r m 	 A z a a n   a l a r m 	 Hyy'4	 HywyÔ	 %8  A z a a n   	 A z a a n   a l a r m 	 A z a a n   a l a r m 	 A z a a n - A l a r m 	 20@89=K9  A83=0;  A z a a n 	 A l l a r m e   a z a a n 	 "0'F  'D'1E	 A l a r m e   d e   A z a a n 	 A z a a n   a l a r m 	 B  o   t h c   A z a a n 	 A l a r m   a z a n 	 p e n g g e r a   A z a n 	 		<	>	(	  	2	>	0	M	.		 	 	 	  z  n - j e l z  s 	 	 	 	 A z a n w e k k e r 	 	 	 A l a r m   A z a a n 	 	 	   	 	 	 G4/'1  '0'F	 "0'F  'D'1E	 	 				  					  					  	 	 	 	 	 	 	 	 	 A z a a n - a l a r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l a r m e   d e   A z a a n 
 
 S T R _ I D _ A Z A A N _ M A G R I B 	 A z a a n A l a r m 	 T I T L E ,   I C O N T E X T 	 M a g r i b 	 M a g h r i b 	 fy	 f<y	 M a g r i b 	 M a g r i b 	 M a g r i b 	 M a g r i b 	 M a g h r i b 	 M a g r e b 	 'DE:1(	 M a g r i b 	 M a g r i b 	 M a g r i b 	 M a g h r i b 	 M a g h r i b 	 .		0	?	,		 	 	 	 M  g r i b 	 	 	 	 M a g h r e b 	 	 	 M a g r i b 	 	 	 	 	 	 E:1(	 E:1(	 	 							 	 	 	 	 	 	 	 	 M a g r i b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a g h r i b 
 
 S T R _ I D _ A Z A A N _ I S H A 	 A z a a n A l a r m 	 T I T L E ,   I C O N T E X T 	 I s h a 	 I s h a 	 [y	 [<y	 I s h a 	 I s h a 	 I s h a 	 I s h a 	 I s h a 	 I s h a 	 94'!	 I s h a 	 I s h a 	 I s h a 	 I s y a 	 I s y a k 	 	6	>		 	 	 	 I s  	 	 	 	 I s h a 	 	 	 I s h a 	 	 	 	 	 	 94'!	 94'!	 	 				 	 	 	 	 	 	 	 	 I s h a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I s h a 
 
 S T R _ I D _ A Z A A N _ A S R 	 A z a a n A l a r m 	 T I T L E ,   I C O N T E X T 	 A s r 	 A s r 	 afy	 af<y	 A s r 	 A s r 	 A s r 	 A s r 	 A s r 	 A s r 	 951	 A s r 	 A s r 	 A s r 	 A s a r 	 A s a r 	 	8	M	0		 	 	 	  s z r 	 	 	 	 A s r 	 	 	 A s r 	 	 	 	 	 	 951	 951	 	 			  	 	 	 	 	 	 	 	 	 A s r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A s r 
 
 S T R _ I D _ A Z A A N _ T O N E 	 A z a a n A l a r m 	 I C O N T E X T 	 A z a a n   a l a r m   t o n e 	 A l a r m   t o n e 	 '4r	 ÔX	 @*5"%8	 T o n o   d e   a l a r m a 	 S o n   d ' a l a r m e 	 A l a r m t o n 	 20@89=K9  A83=0;	 T o n o   a l l a r m e 	 .J'1'*  'D5H*	 T o m   d e   a l a r m e 	 A l a r m   t o n u 	  m   b  o   t h c 	 N a d a   a l a r m 	 N a d a   p e n g g e r a 	 	2	>	0	M	.	  	K	(		 	 	 	  b r e s z t  s   h a n g j a 	 	 	 	 W e k k e r t o o n 	 	 	 S u n e t   a l a r m 	 	 	   	 	 	 2F'GF  G4/'1	 'SH  '.*'1'*	 	 				  					  					  				 	 	 	 	 	 	 	 	 W e k k e r t o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o m   d e   a l a r m e 
 
 S T R _ I D _ D E V A P P _ 1 	 D E V A P P 	 T E X T 	 s t r _ 1 	 V e n d o r   A p p . 	 W[2N N	 W[2N N	 A-9I3+H2"	 A p l i c a c i  n   d e l   v e n d e d o r 	 A p p .   v e n d e u r 	 H e r s t e l l e r a n w . 	 V e n d o r   A p p . 	 A p p .   r i v e n d i t o r e 	 *7(JB  'D('&9	 A p l i c a   o   d o   f a b r i c a n t e 	 S a t 1c 1  U y g . 	 n g   d n g   n g i   b  n 	 A p l i k a s i   V e n d o r 	 A p l i k a s i   P e n j u a l 	 5	?		M	0	G	$	>	  A p p . 	 	 	 	 S z  l l  t  i   a l k . 	 	 	 	 T o e p a s s i n g   v a n   d e   l e v e r a n c i e r 	 	 	 A p l i c a ci e   d i s t r i b u i t o r 	 	 	   	 	 	 (1F'EG  A1H4F/G	 	 	 						  					. 	 	 	 	 	 	 	 	 	 V e r s k a f f e r t o e p a s s i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p l i c a t i v o   d o   f o r n e c e d o r 
 
 S T R _ I D _ D E V A P P _ 2 	 D E V A P P 	 T E X T 	 s t r _ 2 	 A 8 B o x 	 W[2NN	 W[2NN	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 K u t u s u 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 	 	 	 A 8 B o x 	 	 	 	 A 8 B o x 	 	 	 A 8 B o x 	 	 	 A 8 B o x 	 	 	 A 8 B o x 	 	 	 									 	 	 	 	 	 	 	 	 A 8 B o x 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A 8 B o x 
 
 S T R _ I D _ D E V A P P _ 3 	 D E V A P P 	 T E X T 	 s t r _ 3 	 s t r i n g _ 3 	 W[2N	N	 W[2N	N	 s t r i n g _ 3 	 s t r i n g _ 3 	 s t r i n g _ 3 	 s t r i n g _ 3 	 s t r i n g _ 3 	 s t r i n g a _ 3 	 s t r i n g _ 3 	 t e x t o _ 3 	 s t r i n g _ 3 	 s t r i n g _ 3 	 s t r i n g _ 3 	 s t r i n g _ 3 	 s t r i n g _ 3 	 	 	 	 s t r i n g _ 3 	 	 	 	 s t r i n g   3 	 	 	 s t r i n g _ 3 	 	 	 s t r i n g _ 3 	 	 	 s t r i n g _ 3 	 	 	 							_ 		 	 	 	 	 	 	 	 	 s t r i n g _ 3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s e q u  n c i a _ 3 
 
 S T R _ I D _ D E V A P P _ 4 	 D E V A P P 	 T E X T 	 s t r _ 4 	 s t r i n g _ 4 	 W[2NV	 W[2NV	 s t r i n g _ 4 	 s t r i n g _ 4 	 s t r i n g _ 4 	 s t r i n g _ 4 	 s t r i n g _ 4 	 s t r i n g a _ 4 	 s t r i n g _ 4 	 t e x t o _ 4 	 s t r i n g _ 4 	 s t r i n g _ 4 	 s t r i n g _ 4 	 s t r i n g _ 4 	 s t r i n g _ 4 	 	 	 	 s t r i n g _ 4 	 	 	 	 s t r i n g   4 	 	 	 s t r i n g _ 4 	 	 	 s t r i n g _ 4 	 	 	 s t r i n g _ 4 	 	 	 							_ 		 	 	 	 	 	 	 	 	 s t r i n g _ 4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s e q u  n c i a _ 4 
 
 S T R _ I D _ D E V A P P _ 5 	 D E V A P P 	 T E X T 	 s t r _ 5 	 s t r i n g _ 5 	 W[2NN	 W[2NN	 s t r i n g _ 5 	 s t r i n g _ 5 	 s t r i n g _ 5 	 s t r i n g _ 5 	 s t r i n g _ 5 	 s t r i n g a _ 5 	 s t r i n g _ 5 	 t e x t o _ 5 	 s t r i n g _ 5 	 s t r i n g _ 5 	 s t r i n g _ 5 	 s t r i n g _ 5 	 s t r i n g _ 5 	 	 	 	 s t r i n g _ 5 	 	 	 	 s t r i n g   5 	 	 	 s t r i n g _ 5 	 	 	 s t r i n g _ 5 	 	 	 s t r i n g _ 5 	 	 	 							_ 		 	 	 	 	 	 	 	 	 s t r i n g _ 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s e q u  n c i a _ 5 
 
 E L F _ S T R _ E L F _ M U S I C 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 (0@<0=:0	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 A 8 B o x 	 	 	 	 A 8 B o x 	 	 	 	 A 8 B o x 	 	 	 A 8 B o x 	 	 	 A 8 B o x 	 	 	 A 8 B o x 	 	 	 A 8 B o x 	 	 	 	 	 	 	 	 	 A 8 B o x 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A 8 B o x 
 
 E L F _ S T R _ N O T _ S U P P O R T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o t   s u p p o r t 	 \*g/ec	 \*g/ec	 D!H*1*8	 N o   c o m p a t i b l e 	 P a s   s u p p o r t  	 N i c h t   u n t e r s t  t z t 	 5  ?>445@68205BAO	 N o n   s u p p o r t a t o 	 :J1  E/9HE	 N  o   s u p o r t a d o 	 D e s t e k   y o k   	 K h  n g   h   t r 	 T i d a k   d i d u k u n g 	 T i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$		 	 	 	 N e m   t  m o g a t o t t 	 	 	 	 N i e t   o n d e r s t e u n d 	 	 	 N u   e s t e   a c c e p t a t 	 	 	   	 	 	 ~4*J('F  F4/G	 	 	 						  			  		  	 	 	 	 	 	 	 	 	 N i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   s u p o r t e 
 
 E L F _ S T R _ D O W N L O A D _ F A I L E D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d i n g   f a i l e d 	 N	1YWe	 N}1Y%	 2#2'LB+%%I!@+%'	 F a l l    l a   d e s c a r g a 	 E c h e c   d e   t  l  c h a r g e m e n t 	 D o w n l o a d   f e h l g e s c h l a g e n 	 03@C7:0  =5  C40;0AL	 D o w n l o a d   n o n   r i u s c i t o 	   A4D  'D*F2JD	 F a l h a   a o   t r a n s f e r i r 	 Y  k l e m e   b a _a r 1s 1z 	 K h  n g   t h   t i 	 D o w n l o a d   g a g a l 	 M u a t a n   t u r u n   g a g a l 	 !	>			(	2	K	!	?			  5	?	+	2		 	 	 	 S i k e r t e l e n   l e t  l t  s 	 	 	 	 D o w n l o a d e n   m i s l u k t 	 	 	 D e s c r c a r e   e _u a t 	 	 	   	 	 	 ('1J1  F'EHAB  (H/	 	 	 							  				  						  						 	 	 	 	 	 	 	 	 A f l a a i   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o w n l o a d   f a l h o u 
 
 E L F _ S T R _ T R A N S _ F A I L E D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 T r a n s f e r r i n g   f a i l e d 	 
1YWe	 1Y%	 2#H2"B-%I!@+%'	 F a l l    l a   t r a n s f e r e n c i a   	 E c h e c   d e   t r a n s f e r t 	  b e r t r a g u n g   f e h l g e s c h l a g e n 	 5@540G0  =5  C40;0AL	 T r a s f e r i m e n t o   n o n   r i u s c i t o 	 A4D  'DFBD	 A   t r a n s f e r  n c i a   f a l h o u 	 T r a n s f e r   b a _a r 1s 1z 	 K h  n g   t h   t r u y n   i 	 T r a n s f e r   g a g a l 	 P e m i n d a h a n   g a g a l 	 8	M	%	>	(	>		$	0	?	$	  5	?	+	2		 	 	 	 S i k e r t e l e n    t t  l t  s 	 	 	 	 O v e r d r a c h t   m i s l u k t 	 	 	 T r a n s f e r   e _u a t 	 	 	   	 	 	 'F*B'D  F'EHAB  (H/	 	 	 										  				  						  						 	 	 	 	 	 	 	 	 O o r d r a g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s f e r  n c i a   f a l h o u 
 
 E L F _ S T R _ D O W N L O A D _ D O N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d e d 	 N	[b	 N}[b	 2'LB+%A%I'	 D e s c a r g a d o s 	 T  l  c h a r g  	 H e r u n t e r g e l a d e n 	 03@C65=>	 S c a r i c a t o 	 *E  'D*F2JD	 T r a n s f e r i d o 	 Y  k l e n d i 	    t i 	 D i - d o w n l o a d 	 D i m u a t   T u r u n 	 !	>			(	2	K	!	  	?	/	>	  	/	>		 	 	 	 L e t  l t v e 	 	 	 	 G e d o w n l o a d 	 	 	 D e s c r c a t 	 	 	 	 	 	 ('11  4/	 	 	 							  			  							  						 	 	 	 	 	 	 	 	 A f g e l a a i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a d o 
 
 E L F _ S T R _ P R E V _ P A G E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 P r e v i o u s   p a g e 	 
N N	 
N Nu	 +I2H-+I2	 P  g i n a   a n t e r i o r 	 P a g e   p r  c  d e n t e 	 V o r h e r i g e   S e i t e 	 @54K4CI0O  !B@0=8F0  	 P a g i n a   p r e c e d e n t e 	 'D5A-)  'D3'(B)	 P  g i n a   a n t e r i o r 	  n c e k i   s a y f a 	 T r a n g   t r c 	 H a l a m a n   s e b e l u m n y a 	 H a l a m a n   s e b e l u m n y a 	 *	?		2	>	    *	G		<		 	 	 	 E l Qz Q  o l d a l 	 	 	 	 V o r i g e   p a g i n a 	 	 	 P a g i n a   p r e c e d e n t 	 	 	   	 	 	 5A-G  B(D	 	 	 				  						  	 	 	 	 	 	 	 	 	 V o r i g e   b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P  g i n a   a n t e r i o r 
 
 E L F _ S T R _ N E X T _ P A G E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N e x t   p a g e 	 N N	 N Nu	 +I21D	 P  g i n a   s i g u i e n t e 	 P a g e   s u i v a n t e 	 N  c h s t e   S e i t e 	 !;54CNI0O  !B@0=8F0  	 P a g i n a   s u c c e s s i v a 	 'D5A-)  'D*'DJ)	 P  g i n a   s e g u i n t e 	 S o n r a k i   s a y f a 	 T r a n g   k   t i p 	 H a l a m a n   b e r i k u t n y a 	 H a l a m a n   b e r i k u t n y a 	 		2	>	    *	G		<		 	 	 	 K  v e t k e z Q  o l d a l 	 	 	 	 V o l g e n d e   p a g i n a 	 	 	 P a g i n a   u r m t o a r e 	 	 	   	 	 	 5A-G  (9/	 	 	 							  						  	 	 	 	 	 	 	 	 	 V o l g e n d e   b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r  x i m a   p  g i n a 
 
 E L F _ S T R _ H I T _ F I R S T _ P A G E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 h i t   F i r s t   p a g e 	 ]0R g	 ]0R gu	 .4+I2A#	 I r   a   l a   p r i m e r a   p  g i n a 	 f r a p p e r   l a   P r e m i  r e   p a g e 	 E r s t e   S e i t e   a n w  h l e n 	 5@59B8  =0  ?5@2CN  AB@0=8FC	 a c c e d i   a   P r i m a   p a g i n a 	 0G'(  %DI  'D5A-)  'D#HDI	 a t i n g i u   a   P r i m e i r a   p  g i n a 	 0l k   s a y f a y a   g i t 	 v  o   T r a n g   u 	 t e k a n   H a l a m a n   p e r t a m a 	 t e k a n   h a l a m a n   P e r t a m a 	 *	9	2	>	  *	G		<	  9	?		  	0	G			 	 	 	 e l s Q  o l d a l   e l  r v e 	 	 	 	 h i t   E e r s t e   p a g i n a 	 	 	 a p s a ci   P r i m a   p a g i n 	 	 	     	 	 	 5A-G  'HD  1'  (2F/	 	 	 					  							  			  				  	 	 	 	 	 	 	 	 	 k i e s   E e r s t e   b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 i r   p a r a   P r i m e i r a   p  g i n a 
 
 E L F _ S T R _ H I T _ L A S T _ P A G E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 h i t   L a s t   p a g e 	 ]0R g+g	 ]0R g+gu	 .4+I2*8I2"	 I r   a   l a    l t i m a   p  g i n a   	 f r a p p e r   l a   D e r n i  r e   p a g e 	 L e t z t e   S e i t e   a n w  h l e n 	 5@59B8  =0  ?>A;54=NN  AB@0=8FC	 a c c e d i   a   U l t i m a   p a g i n a 	 0G'(  %DI  'D5A-)  'D#.J1)	 a t i n g i u   a    l t i m a   p  g i n a 	 S o n   s a y f a y a   g i t 	 v  o   T r a n g   g n   n h t 	 t e k a n   H a l a m a n   t e r a k h i r 	 t e k a n   h a l a m a n   T e r a k h i r 	 		$	?	.	  *	G		<	  9	?		  	0	G			 	 	 	 u t o l s    o l d a l   e l  r v e 	 	 	 	 h i t   L a a t s t e   p a g i n a 	 	 	 a p s a ci   U l t i m a   p a g i n 	 	 	     	 	 	 5A-G  ".1  1'  (2F/	 	 	 					  							  			  					 	 	 	 	 	 	 	 	 k i e s   L a a s t e   b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 i r   p a r a   P r i m e i r a   p  g i n a 
 
 E L F _ S T R _ S O N G _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S o n g s 	 Lkf	 Lkf	 @%	 C a n c i o n e s   	 C h a n s o n s 	 L i e d e r 	 5A=8	 B r a n i 	 'D#:'FJ	 M  s i c a s 	 ^a r k 1l a r 	 B  i   h  t 	 L a g u 	 L a g u 	 	@	$		 	 	 	 D a l o k 	 	 	 	 L i e d e r e n 	 	 	 M e l o d i i 	 	 	 	 	 	 "GF  G'	 	 	 				 	 	 	 	 	 	 	 	 L i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a s 
 
 E L F _ S T R _ M Y _ M U S I C 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 L o c a l   m e d i a 	 ,g_jf^	 ,g:gf^	 *7H-I-4H	 M e d i o s   l o c a l e s   	 M  d i a   l o c a l 	 L o k a l e   M e d i e n 	 >:0;L=K5  D09;K  <C;LB8<5480	 S u p p o r t i   l o c a l i 	 'DH3'&7  'DE-DJ)	 M u l t i m  d i a   l o c a l 	 Y e r e l   m e d y a 	 M e d i a   t r o n g   n c 	 M e d i a   l o k a l 	 M e d i a   t e m p a t a n 	 8	M	%	>	(	@	/	  .	@	!	?	/	>		 	 	 	 H e l y i   m  d i a 	 	 	 	 L o k a l e   m e d i a 	 	 	 S u p o r t   l o c a l 	 	 	   	 	 	 13'FG  G'  E-D	 	 	 							  						  	 	 	 	 	 	 	 	 	 P l a a s l i k e   m e d i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  d i a   l o c a l 
 
 E L F _ S T R _ H O T _ T O P S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 T o p s   s o n g s 	 qcL	 p蕒cL	 @%-11*9*8	 C a n c i o n e s   p r i n c i p a l e s 	 C h a n s o n s   p r  f  r  e s 	 B e s t e   L i e d e r 	 CGH85  ?5A=8	 B r a n i   p r i n c i p a l i 	 #A6D  'D#:'FJ	 M  s i c a s   d e   t o p 	 E n   i y i   _a r k 1l a r 	 B  i   h  t   y  u   t h  c h 	 L a g u   t e r a t a s 	 L a g u   p o p u l a r 	 6	@	0	M	7	  	@	$		 	 	 	 S l  g e r l i s t a 	 	 	 	 T o p l i e d e r e n 	 	 	 M e l o d i i   d e   t o p 	 	 	   	 	 	 "GFG'  (1*1	 	 	 					  					  	 	 	 	 	 	 	 	 	 T o p l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a s   d o   t o p o 
 
 E L F _ S T R _ C A T E G O R Y 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 M u s i c   s t o r e 	 wmϑf^	 wmϑf^	 #I22"@%	 A l m a c  n   d e   m  s i c a 	 M a g a s i n   d e   m u s i q u e 	 M u s i k g e s c h  f t 	 03078=  <C7K:8	 N e g o z i o   m u s i c a l e 	 E*,1  'DEH3JBI	 L o j a   d e   m  s i c a 	 M  z i k   m a a z a s 1	 K h o   n h c 	 B u r s a   m u s i k 	 K e d a i   m u z i k 	 .	M	/	B		<	?		  8	M		K	0		 	 	 	 Z e n e b o l t 	 	 	 	 M u z i e k w i n k e l 	 	 	 M a g a z i n   d e   m u z i c 	 	 	   	 	 	 A1H4'G  EH3B	 	 	 					  						 	 	 	 	 	 	 	 	 M u s i e k w i n k e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o j a   d e   m  s i c a 
 
 E L F _ S T R _ S E A R C H _ O N L I N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S e a r c h   o n l i n e 	 }
N~bLk	 (W~dLk	 I+2--D%L	 B  s q u e d a   e n   l  n e a 	 R e c h e r c h e   e n   l i g n e 	 O n l i n e   s u c h e n 	 >8A:  2  A5B8	 C e r c a   o n l i n e 	 'D(-+  9DI  'D%F*1F*	 P r o c u r a r   o n l i n e 	  e v r i m i  i   a r a 	 T . k i m   t r c   t u y n 	 C a r i   o n l i n e 	 C a r i   d a l a m   t a l i a n 	 	(	2	>		(	  	K		G			 	 	 	 O n l i n e   k e r e s  s 	 	 	 	 O n - l i n e   z o e k e n 	 	 	 C u t a r e   o n l i n e 	 	 	   	 	 	 ,3*,H  "FD'F	 	 	 							  							 	 	 	 	 	 	 	 	 S o e k   a a n l y n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c u r a r   o n l i n e 
 
 E L F _ S T R _ S E T T I N G S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S e t t i n g s 	 -[	 n	 2#1IH2	 C o n f i g u r a c i  n 	 R  g l a g e s 	 E i n s t e l l u n g e n 	 0AB@>9:8	 I m p o s t a z i o n i 	 'D%9/'/'*	 D e f i n i   e s 	 A y a r l a r 	 C  i   t 	 P e n g a t u r a n 	 S e t i n g 	 8	G		?				 	 	 	 B e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n 	 	 	 S e t r i 	 	 	 	 	 	 *F8JEG'	 	 	   						 	 	 	 	 	 	 	 	 I n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s 
 
 E L F _ S T R _ A B O U T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A b o u t 	 ܕe	 sQN	 @5H"'1	 A c e r c a   d e 	 A   p r o p o s   d e 	 I n f o    b e r 	 !?@02:0	 I n f o r m a z i o n i 	 -HD	 S o b r e 	 H a k k 1n d a   	 V 	 T e n t a n g 	 M e n g e n a i 	 	G	  ,	>	0	G	  .	G			 	 	 	 N  v j e g y 	 	 	 	 I n f o 	 	 	 D e s p r e 	 	 	 	 	 	 /1('1G	 	 	 									 	 	 	 	 	 	 	 	 A a n g a a n d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e 
 
 E L F _ S T R _ O P T I O N S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 O p t i o n s 	 x	 	y	 1'@%7-	 O p c i o n e s 	 O p t i o n s 	 O p t i o n e n 	 ?F88	 O p z i o n i 	 .J'1'*	 O p   e s 	 S e  e n e k l e r 	 T  y   c h n 	 P i l i h a n 	 O p s y e n 	 5	?		2	M	*		 	 	 	 L e h e t Qs  g e k 	 	 	 	 O p t i e s 	 	 	 O p ci u n i 	 	 	 	 	 	 2JFG  G'	 	 	 					  					 	 	 	 	 	 	 	 	 O p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   e s 
 
 E L F _ S T R _ B A C K 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B a c k 	 ԏV	 ԏV	 %1	 A t r  s 	 R e t o u r 	 Z u r  c k 	 0704	 I n d i e t r o 	 1,H9	 V o l t a r 	 G e r i 	 T r   v 	 K e m b a l i 	 K e m b a l i 	 *	@		G		 	 	 	 V i s s z a 	 	 	 	 T e r u g 	 	 	  n a p o i 	 	 	 	 	 	 ('24*	 	 	 						 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l t a r 
 
 E L F _ S T R _ C A N C E L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C a n c e l 	 Sm	 Sm	 "@%4	 C a n c e l a r 	 A n n u l e r 	 A b b r e c h e n 	 B<5=0	 A n n u l l a 	 %D:'!	 C a n c e l a r 	 0p t a l 	 H y 	 B a t a l 	 B a t a l 	 0	&	M	&	  	0	G			 	 	 	 M  g s e m 	 	 	 	 A n n u l e r e n 	 	 	 R e v o c a r e 	 	 	 	 	 	 D:H	 	 	 					  					 	 	 	 	 	 	 	 	 K a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a r 
 
 E L F _ S T R _ D O W N L O A D I N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d i n g 	 N        		 N        }	 3%12'LB+%	 D e s c a r g a n d o 	 T  l  c h a r g e m e n t   e n   c o u r s 	 W i r d   h e r u n t e r g e l a d e n 	 03@C7:0	 D o w n l o a d   i n   c o r s o 	 ,'1M  'D*F2JD	 A   t r a n s f e r i r 	 0n d i r i y o r 	 a n g   t i   v 	 M e n - d o w n l o a d 	 M e m u a t   t u r u n 	 !	>			(	2	K	!	  	0	  0	9	>	  9	H		 	 	 	 L e t  l t  s   f o l y a m a t b a n 	 	 	 	 B e z i g   m e t   d o w n l o a d e n 	 	 	 D e s c r c a r e    n   c u r s 	 	 	 	 	 	 /1-'D  ('1J1	 	 	 							  			  						 	 	 	 	 	 	 	 	 L a a i   t a n s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a n d o 
 
 E L F _ S T R _ B U F F E R I N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B u f f e r r i n g 	 }]-N	 ck(WQ	 3%11@-#L	 A l m a c e n a n d o   e n   m e m o r i a   i n t e r m e d i a 	 T a m p o n n a g e   e n   c o u r s 	 W i r d   g e p u f f e r t 	 CD5@870F8O	 B u f f e r 	 ,'1M  'D*.2JF  'DE$B*	 A   c o l o c a r   e m   m e m  r i a   i n t e r m  d i a 	 A r a   b e l l e e   a l 1n 1y o r 	 a n g   l u   v  o   b   m 	 M e m - b u f f e r 	 M e n i m b a l 	 ,	+	<	0	?			  9	K	  0	9	@	  9	H		 	 	 	 P u f f e r e l  s 	 	 	 	 W o r d t   g e b u f f e r d 	 	 	 S e   a p l i c   z o n   t a m p o n 	 	 	 	 	 	 /1-'D  E'F1	 	 	 							  					  	 	 	 	 	 	 	 	 	 B u f f e r   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a n d o 
 
 E L F _ S T R _ S O N G _ N A M E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S o n g : 	 Lk
T	 Lk
T	 @%: 	 C a n c i  n : 	 C h a n s o n   : 	 L i e d : 	 5A=O: 	 B r a n o : 	 #:FJ): 	 M  s i c a : 	 ^a r k 1: 	 B  i   h  t : 	 L a g u : 	 L a g u : 	 	@	$	: 	 	 	 	 D a l : 	 	 	 	 L i e d 	 	 	 M e l o d i e : 	 	 	 : 	 	 	 "GF: 	 	 	 			: 	 	 	 	 	 	 	 	 	 L i e d j i e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a : 
 
 E L F _ S T R _ S I N G E R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S i n g e r : 	 LkKb	 LkKb	 1#I-: 	 C a n t a n t e :   	 C h a n t e u r   : 	 S  n g e r : 	 525F: 	 A r t i s t a : 	 E:FJ: 	 A r t i s t a : 	 ^a r k 1c 1: 	 C a   s ): 	 P e n y a n y i : 	 P e n y a n y i : 	 	>	/		: 	 	 	 	  n e k e s : 	 	 	 	 Z a n g e r 	 	 	 I n t e r p r e t : 	 	 	 : 	 	 	 .H'FF/G: 	 	 	 				: 	 	 	 	 	 	 	 	 	 S a n g e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n t o r : 
 
 E L F _ S T R _ A L B U M 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A l b u m : 	 \/	 N	 -1%1I!: 	  l b u m :   	 A l b u m   : 	 A l b u m : 	 ;L1><: 	 A l b u m : 	 #D(HE: 	  l b u m : 	 A l b  m : 	 A l b u m : 	 A l b u m : 	 A l b u m : 	 	2	M	,	.	: 	 	 	 	 A l b u m : 	 	 	 	 A l b u m 	 	 	 A l b u m : 	 	 	 : 	 	 	 "D(HE: 	 	 	 								  	 	 	 	 	 	 	 	 	 A l b u m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l b u m : 
 
 E L F _ S T R _ N O _ M A T C H _ S O N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o   m a t c h e d   s o n g s 	 !q&{ThNvLkf	 e&{TagNvLkf	 D!H!5@%5H#	 N o   h a y   c o i n c i d e n c i a   d e   c a n c i o n e s 	 A u c u n e   c h a n s o n   t r o u v  e 	 K e i n e    b e r e i n s t i m m e n d e n   L i e d e r 	 5B  ?>4E>4OI8E  ?5A5=	 B r a n i   n o n   c o r r i s p o n d e n t i 	 D'  *H,/  #:'FJ  E7'(B)  	 S e m   m  s i c a s   c o r r e s p o n d e n t e s 	 E _l e _e n   _a r k 1  y o k 	 K . c    b  i   h  t   t h  c h   h p 	 T i d a k   a d a   l a g u   y a n g   c o c o k 	 T i a d a   l a g u   p a d a n 	 ,	G	.	G	2	  	@	$		 	 	 	 N i n c s   e g y e z Q  d a l 	 	 	 	 G e e n   o v e r e e n k o m e n d e   l i e d e r e n 	 	 	 N i c i o   m e l o d i e   n u   a   c o r e s p u n s 	 	 	     	 	 	 G  "GF  GE.H'F  ~/'F4/	 	 	 			  			  							 	 	 	 	 	 	 	 	 G e e n   l i e d p a r e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   m  s i c a   c o r r e s p o n d e n t e 
 
 E L F _ S T R _ D I S K _ F U L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o t   e n o u g h   d i s k   s p a c e 	 xxiRzz
N	 xviRYOzz
N	 7I5H4*LD!H@5"-	 N o   h a y   s u f i c i e n t e   e s p a c i o   e n   d i s c o 	 P a s   a s s e z   d ' e s p a c e   d i s q u e 	 P l a t t e n s p e i c h e r   r e i c h t   n i c h t   a u s 	 0  48A:5  =54>AB0B>G=>  <5AB0	 S p a z i o   s u   d i s c o   i n s u f f i c i e n t e 	 D'  *H,/  E3'-)  C'AJ)  9DI  'DB15. 	 N  o   e x i s t e   e s p a  o   s u f i c i e n t e   e m   d i s c o 	 Y e t e r l i   d i s k   a l a n 1  y o k 	 K h  n g     d . l n g   )a 	 K a p a s i t a s   d i s k   t i d a k   c u k u p 	 R u a n g   c a k e r a   t i d a k   m e n c u k u p i 	 	*	0	M	/	>	*	M	$	  !	?	8	M		  8	M	%	>	(		 	 	 	 N i n c s   e l e g e n d Q  h e l y   a   l e m e z e n 	 	 	 	 N i e t   g e n o e g   s c h i j f r u i m t e 	 	 	 S p a ci u - d i s c   i n s u f i c i e n t 	 	 	         	 	 	 A6'  C'A  (1  1H  /3  H,H/  F/'1/	 	 	 						  						  					  			  	 	 	 	 	 	 	 	 	 N i e   g e n o e g   r u i m t e   o p   s k y f   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   e s p a  o   s u f i c i e n t e   n o   d i s c o 
 
 E L F _ S T R _ F R E S H _ L I S T _ E R R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 F a i l e d   t o   r e f r e s h   l i s t 	 feRh1YWe	 7ReRh1Y%	 D!H*2!2##5@#
#2"2#	 N o   s e   p u d o   r e f r e s c a r   e l   l i s t a d o   	 E c h e c   d e   r a f r a  c h i s s e m e n t   d e   l a   l i s t e 	 L i s t e   k o n n t e   n i c h t   a k t u a l i s i e r t   w e r d e n 	 5  C40;>AL  >1=>28BL  A?8A>:	 I m p o s s i b i l e   a g g i o r n a r e   e l e n c o 	 A4D  *-/J+  'DB'&E)	 F a l h a   a o   a c t u a l i z a r   a   l i s t a 	 L i s t e   y e n i l e n e m e d i 	 K . t h   c p   n h t   d . s  c h 	 G a g a l   m e - r e f r e s h   d a f t a r 	 G a g a l   m e n y e g a r   s e m u l a   s e n a r a i 	 8	B		@	  $	>		<	>	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 L i s t a   s i k e r t e l e n   f r i s s  t  s e 	 	 	 	 K o n   d e   l i j s t   n i e t   v e r v e r s e n 	 	 	 E _e c   l a   r e  m p r o s p t a r e a   l i s t e i 	 	 	     	 	 	 ('2"H1  AG13*  F'EHAB  (H/	 	 	 						  							  				  						  					  	 	 	 	 	 	 	 	 	 K o n   n i e   l y s   v e r f r i s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a t u a l i z a r   l i s t a 
 
 E L F _ S T R _ F R E S H _ L I S T _ B L A N K 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 E m p t y 	 zz}v	 zz}v	 'H2	 V a c  o 	 V i d e 	 L e e r 	 CAB>	 V u o t o 	 A'1:	 V a z i a 	 B o _	 T r n g 	 K o s o n g 	 K o s o n g 	 	>	2	@		 	 	 	  r e s 	 	 	 	 L e e g 	 	 	 G o l 	 	 	 	 	 	 .'D	 	 	 					 	 	 	 	 	 	 	 	 L e e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a z i o 
 
 E L F _ S T R _ F R E S H _ L I S T _ D O N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o n e 	 [b	 [b	 @*#G	 L i s t o 	 T e r m i n  	 F e r t i g 	 >B>2>	 F a t t o 	 *E	 C o n c l u  d o 	 T a m a m l a n d 1	 H o  n   t t 	 S e l e s a i 	 S e l e s a i   	 *	B	0	>	  9	A			 	 	 	 K  s z 	 	 	 	 G e r e e d 	 	 	 G a t a   	 	 	 	 	 	 'F,'E  4/	 	 	 							  					  	 	 	 	 	 	 	 	 	 K l a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e i t o 
 
 E L F _ S T R _ S E T _ R B T _ D O N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e q u e s t   i s   s e n t 	 ˊBl]cN	 Bl]cN	 3-9*HDA%I'	 S o l i c i t u d   e n v i a d a 	 R e q u  t e   e n v o y  e 	 A n f r a g e   w i r d   g e s e n d e t 	 0?@>A  >B?@02;5=	 R i c h i e s t a   i n v i a t a 	 *E  %13'D  'D7D(	 P e d i d o   e n v i a d o 	 0s t e k   g  n d e r i l d i 	 Y  u   c u      g i 	 P e r m i n t a a n   t e r k i r i m 	 P e r m i n t a a n   d i h a n t a r 	 	(	A	0	K	'	  *	M	0	G	7	?	$		 	 	 	 K  r  s   e l k  l d v e 	 	 	 	 V e r z o e k   i s   v e r z o n d e n 	 	 	 S o l i c i t a r e a   e s t e   t r i m i s 	 	 	   	 	 	 /1.H'3*  A13*'/G  4/	 	 	 						  					  					  	 	 	 	 	 	 	 	 	 V e r s o e k   i s   g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l i c i t a   o      e n v i a d a 
 
 E L F _ S T R _ F R E S H _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e g e n e r a t e   l i s t 	 feRh	 feRh	 *#I2#2"2#C+!H	 R e g e n e r a r   l i s t a   	 R  g  n  r e r   l a   l i s t e 	 L i s t e   n e u   e r z e u g e n 	 1=>28BL  A?8A>:	 R i g e n e r a   e l e n c o 	 %9'/)  %F4'!  'DB'&E)	 R e g e n e r a r   l i s t a 	 L i s t e y i   y e n i d e n   o l u _t u r 	 T o   l i   d . s  c h 	 B u a t   u l a n g   d a f t a r 	 J a n a   s e m u l a   s e n a r a i 	 *	A	(	:   8	B		@	  ,	(	>				 	 	 	 L i s t a    j r a g e n e r  l  s a 	 	 	 	 L i j s t   o n i e u w   g e n e r e r e n 	 	 	 R e g e n e r a r e   l i s t 	 	 	       	 	 	 ('2','/  AG13*	 	 	 						  											  					 	 	 	 	 	 	 	 	 S k e p   l y s   o o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s t a u r a r   l i s t a 
 
 E L F _ S T R _ P L A Y 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 P l a y 	 d>e	 d>e	 @%H	 R e p r o d u c i r 	 J o u e r 	 W i e d e r g a b e 	 3@0BL	 R i p r o d u c i 	 *4:JD	 R e p r o d u z i r 	 O y n a t 	 P h  t 	 P u t a r 	 M a i n 	 *	M	2	G	  	 	 	 	 L e j  t s z  s 	 	 	 	 A f s p e l e n 	 	 	 R e d a r e 	 	 	 	 	 	 ~.4	 	 	 				  					 	 	 	 	 	 	 	 	 S p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i r 
 
 E L F _ A D D _ T O _ R I N G S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A d d   t o   r i n g t o n e s 	 ReQ4r^	 ReQÔX^	 @4H!%C#4B	 A  a d i r   a   l o s   t o n o s   d e   l l a m a d a 	 A j o u t e r      s o n n e r i e s 	 Z u   K l i n g e l t  n e n   h i n z u f  g e n 	 >1028BL  2  <5;>488  72>=:0	 A g g i u n g i   a   s u o n e r i e 	 %6'A)  %DI  'DF:E'*	 A d i c i o n a r   a o s   t o q u e s 	 Z i l   s e s l e r i n e   e k l e 	 T h  m   v  o   n h c   c h u  n g 	 T a m b a h k a n   k e   n a d a   d e r i n g 	 T a m b a h   p a d a   n a d a   d e r i n g 	 0	?				K	(	  	K	!	<	G		 	 	 	 H o z z  a d  s   a   c s e n g Qh a n g o k h o z 	 	 	 	 T o e v o e g e n   a a n   r i n g t o n e s 	 	 	 A d u g a r e   l a   s o n e r i i 	 	 	   	 	 	 'A2H/F  (G  2F'GFG'	 	 	 								  				  					  					 	 	 	 	 	 	 	 	 V o e g   b y   l u i t o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   a o s   t o q u e s 
 
 E L F _ L A C K _ A P 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 P l e a s e   c h o o s e   A P N 	 ˊ-[}a}	 nQ~	 B#@%7-  A P N 	 P o r   f a v o r   e l e g i r   A P N 	 V e u i l l e z   c h o i s i r   A P N 	 B i t t e   A P N   w  h l e n 	 K15@8B5  A P N 	 S c e g l i e r e   A P N 	 J1,I  '.*J'1  A P N 	 E s c o l h a   o   A P N 	 L  t f e n   A P N   s e  i n 	 H  y   c h n   A P N 	 P i l i h   A P N 	 S i l a   p i l i h   A P N 	 	C	*	/	>	  A P N   	A	(	G			 	 	 	 V  l a s s z o n   A P N - t 	 	 	 	 K i e s   A P N 	 	 	 A l e g e ci   u n   A P N 	 	 	   A P N 	 	 	 D7A'  A P N   1'  'F*.'(  F/	 	 	 							  			  					  					  					 	 	 	 	 	 	 	 	 K i e s   a s b .   A P N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s c o l h a   A P N 
 
 E L F _ S T R _ M Y _ M U S I C _ A L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 M y   M u s i c 	 bvj	 bvPN	 @%-	1	 M y   M  s i c a 	 M a   m u s i q u e 	 M e i n e   M u s i k 	 >O  <C7K:0	 M u s i c a 	 EDA'*  'DEH3JBI	 A   m i n h a   m  s i c a 	 M  z i i m 	 N h c   r i  n g 	 M u s i k   S a y a 	 M u z i k   S a y a 	 .	G	0	>	  8			@	$		 	 	 	 Z e n e 	 	 	 	 M i j n   m u z i e k 	 	 	 M u z i c a   m e a 	 	 	   	 	 	 EH3B  EF	 	 	 				  				 	 	 	 	 	 	 	 	 M y   M u s i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n h a   M  s i c a 
 
 E L F _ S T R _ M Y _ M U S I C _ G E N R E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 G e n r e 	 <h	 Θ<h	 A'@%	 G  n e r o 	 G e n r e 	 G a t t u n g 	 0=@	 G e n e r e 	 'DFH9	 G  n e r o 	 T a r z 	 T h   l o i 	 G e n r e 	 G e n r e 	 	G	(	0		 	 	 	 M qf a j 	 	 	 	 G e n r e 	 	 	 G e n 	 	 	 	 	 	 'F1	 	 	 					 	 	 	 	 	 	 	 	 G e n r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G  n e r o 
 
 E L F _ S T R _ M Y _ M U S I C _ R I N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   r i n g 	 N	v4r	 N}vÔX	 2'LB+%#4	 D e s c a r g a r   t i m b r e 	 T  l  c h a r g e r   u n e   s o n n e r i e 	 K l i n g e l t o n   h e r u n t e r l a d e n 	 03@C78BL  72>=>:	 S c a r i c a   s u o n e r i a 	 *F2JD  F:E'*	 T r a n s f e r i r   t o q u e 	 Z i l   s e s i   i n d i r 	 T i   n . c h u  n g 	 D o w n l o a d   d e r i n g 	 M u a t   t u r u n   n a d a   d e r i n g 	 !	>			(	2	K	!	  	@	  		  0	?				 	 	 	 C s e n g Qh a n g   l e t  l t  s e 	 	 	 	 R i n g t o n e   w o r d t   g e d o w n l o a d 	 	 	 D e s c r c a r e   s o n e r i e 	 	 	   	 	 	 ('11  2F	 	 	 						  							  					 	 	 	 	 	 	 	 	 L a a i   l u i t o o n   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   t o q u e 
 
 E L F _ S T R _ M Y _ M U S I C _ N E W _ D L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   m u s i c 	 N	vLkf	 N}vLkf	 2'LB+%@%	 D e s c a r g a r   m  s i c a 	 T  l  c h a r g e r   u n e   m u s i q u e 	 M u s i k   h e r u n t e r l a d e n 	 03@C78BL  <C7K:C	 S c a r i c a   m u s i c a 	 *F2JD  EH3JBI	 T r a n s f e r i r   m  s i c a 	 M  z i k   i n d i r 	 T i   n h c 	 D o w n l o a d   m u s i k 	 M u a t   t u r u n   m u z i k 	 !	>			(	2	K	!	  	?	/	>	  	/	>	  8			@	$		 	 	 	 Z e n e   l e t  l t  s e 	 	 	 	 M u z i e k   w o r d t   g e d o w n l o a d 	 	 	 D e s c r c a r e   m u z i c 	 	 	   	 	 	 ('11  EH3B	 	 	 			  							  					 	 	 	 	 	 	 	 	 L a a i   m u s i e k   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   m  s i c a 
 
 E L F _ S T R _ M Y _ M U S I C _ S I N G E R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S i n g e r 	 LkKb	 LkKb	 1#I-	 C a n t a n t e   	 C h a n t e u r   : 	 S  n g e r 	 525F	 C a n t a n t e 	 E:FJ	 A r t i s t a 	 ^a r k 1c 1	 C a   s )	 P e n y a n y i 	 P e n y a n y i 	 	>	/			 	 	 	  n e k e s 	 	 	 	 Z a n g e r 	 	 	 I n t e r p r e t 	 	 	 	 	 	 .H'FF/G	 	 	 				: 	 	 	 	 	 	 	 	 	 S a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n t o r 
 
 E L F _ S T R _ M Y _ M U S I C _ A L B U M 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A l b u m 	 \/	 N	 -1%1I!	  l b u m 	 A l b u m     	 A l b u m 	 ;L1><	 A l b u m 	 #D(HE	  l b u m 	 A l b  m 	 A l b u m 	 A l b u m 	 A l b u m 	 	2	M	,	.		 	 	 	 A l b u m 	 	 	 	 A l b u m 	 	 	 A l b u m 	 	 	 	 	 	 "D(HE	 	 	 								  	 	 	 	 	 	 	 	 	 A l b u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l b u m 
 
 E L F _ S T R _ M Y _ M U S I C _ U S E R _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 U s e r - d e f i n e d   p l a y l i s t s 	 ꁚ[d>eRh	 ꁚ[INd>eRh	 #2"2#@%H5H9IC
I3+	 L i s t a s   d e   r e p .   d e f i n i d a s   p o r   e l   u s u a r i o 	 L i s t e s   d e   l e c t u r e   d  f i n i e s   p a r   l ' u t i l i s a t e u r 	 B e n u t z e r d e f i n i e r t e   W i e d e r a b e l i s t e n 	 040==K5  ?>;L7>20B5;5<  A?8A:8  2>A?@>872545=8O	 P l a y l i s t   d e f i n i t a   d a l l ' u t e n t e 	 BH'&E  *4:JD  J-//G'  'DE3*./E	 L i s t a s   d e   r e p r o d u   o   d e f i n i d a s   p e l o   u t i l i z a d o r 	 K 1l l a n 1c 1  t a n 1m l 1  _a r k 1  l i s t e l e r i 	 D . s  c h   n h c   t  y   c h n 	 D a f t a r   l a g u   y a n g   d i t e n t u k a n   p e n g g u n a 	 S e n a r a i   m a i n a n   d i s e t   P e n g g u n a 	 		*	/	K			0	M	$	>	- *	0	?	-	>	7	?	$	  *	M	2	G	2	?	8	M		M	8		 	 	 	 E g y e d i   j  t  k l i s t  k 	 	 	 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d e   a f s p e e l l i j s t e n 	 	 	 L i s t e   d e   r e d a r e   d e f i n i t e   d e   u t i l i z a t o r 	 	 	       	 	 	 AG13*G'  ~.4  *91A  4/G  *H37  '1(1	 	 	 											- 									  										 	 	 	 	 	 	 	 	 G e b r u i k e r - b e p a a l d e   s p e e l l y s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i d o   p e l o   u s u  r i o 
 
 E L F _ S T R _ O T H E R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 O t h e r 	 vQN	 vQN	 -7HF	 O t r o s 	 A u t r e 	 A n d e r e 	 @C3>5	 A l t r o 	 :J1  0DC	 O u t r o 	 D i e r   	 K h  c 	 L a i n n y a 	 L a i n - l a i n 	 	(	M	/		 	 	 	 E g y  b 	 	 	 	 O v e r i g e 	 	 	 A l t u l 	 	 	 	 	 	 3'1	 	 	 								  	 	 	 	 	 	 	 	 	 A n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t r o 
 
 E L F _ S T R _ R E C O R D _ F A I L E D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e c o r d i n g   f a i l e d 	 _UR1YWe	 /TRU_1Y%	 2#16%I!@+%'	 F a l l    l a   g r a b a c i  n   	 E c h e c   d ' e n r e g i s t r e m e n t 	 A u f n a h m e   f e h l g e s c h l a g e n 	 !1>9  70?8A8	 R e g i s t r a z i o n e   n o n   r i u s c i t a 	 A4D  'D*3,JD	 F a l h a   a o   g r a v a r 	 K a y 1t   b a _a r 1s 1z 	 K . t h   g h i    m 	 P e r e k a m a n   g a g a l 	 G a g a l   m e r e k o d 	 0	G		I	0	M	!	?			  5	?	+	2		 	 	 	 S i k e r t e l e n   r  g z  t  s 	 	 	 	 O p n a m e   m i s l u k t 	 	 	  n r e g i s t r a r e   e _u a t 	 	 	   	 	 	 6(7  F'EHAB  (H/	 	 	 						  				  						  					  	 	 	 	 	 	 	 	 	 O p n a m e   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   g r a v a   o 
 
 E L F _ S T R _ G R A C E N O T E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 G r a c e n o t e 	 jWV	 PNWV	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 G r a c e n o t e 	 	M	0	G	8	(	K			 	 	 	 G r a c e n o t e 	 	 	 	 G r a c e n o t e 	 	 	 G r a c e n o t e 	 	 	 G r a c e n o t e 	 	 	 G r a c e n o t e 	 	 	 								  	 	 	 	 	 	 	 	 	 G r a c e n o t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a c e n o t e 
 
 E L F _ S T R _ N O S O N G S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o   s o n g s 	 l	gLkf	 l	gLkf	 D!H!5@%	 N o   h a y   c a n c i o n e s   	 A u c u n e   c h a n s o n 	 K e i n e   L i e d e r 	 5B  ?5A5=	 N e s s u n   b r a n o 	 D'  *H,/  #:'FJ	 S e m   m  s i c a s 	 ^a r k 1  y o k 	 K . c    b  i   h  t 	 T i d a k   a d a   l a g u 	 T i a d a   l a g u 	 	K		  	@	$	  (	9	@			 	 	 	 N i n c s   d a l 	 	 	 	 G e e n   l i e d e r e n 	 	 	 N i c i o   m e l o d i e 	 	 	   	 	 	 G  "GF  H,H/  F/'1/	 	 	 			  			  				 	 	 	 	 	 	 	 	 G e e n   l i e d j i e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   m  s i c a 
 
 E L D _ S T R _ O P E N _ U S E R _ D E F _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 O p e n 	 Sbd>eRh	 Sb _	 @4	 A b r i r 	 O u v r i r 	  f f n e n 	 B:@KBL	 A p r i 	 A*-	 A b r i r 	 A    	 M 	 B u k a 	 B u k a   	 	K	2	G			 	 	 	 M e g n y i t  s 	 	 	 	 O p e n e n 	 	 	 D e s c h i d e r e   	 	 	 	 	 	 ('2C1/F	 	 	 					 	 	 	 	 	 	 	 	 M a a k   o o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b r i r 
 
 E L D _ S T R _ C R E A T E _ U S E R _ D E F _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N e w 	 e^d>eRh	 e^	 C+!H	 N u e v o 	 N o u v e a u   	 N e u 	 >1028BL	 N u o v o 	 ,/J/	 N o v o 	 Y e n i   	 M i 	 B a r u 	 B a r u 	 (	/	>	  	 	 	 	  j 	 	 	 	 N i e u w 	 	 	 N o u 	 	 	 	 	 	 ,/J/	 	 	 					 	 	 	 	 	 	 	 	 N u w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o 
 
 E L D _ S T R _ R E N A M E _ U S E R _ D E F _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e n a m e 	 ͑}T
Td>eRh	 ͑}T
T	 @%5H"
7H-	 R e n o m b r a r 	 R e n o m m e r 	 U m b e n e n n e n 	 5@58<5=>20BL	 R i n o m i n a 	 %9'/)  *3EJ)	 M u d a r   o   n o m e 	 Y e n i d e n   a d l a n d 1r 	 i   t  n 	 U b a h   n a m a 	 N a m a k a n   s e m u l a 	 (	>	.	  ,	&	2	G			 	 	 	  t n e v e z  s 	 	 	 	 H e r n o e m e n 	 	 	 R e d e n u m i r e 	 	 	   	 	 	 *:JJ1F'E	 	 	 						  			  					  	 	 	 	 	 	 	 	 	 H e r b e n o e m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e n o m e a r 
 
 E L D _ S T R _ D E L _ U S E R _ D E F _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D e l e t e 	 *Rdd>eRh	  Rd	 %	 B o r r a r 	 E f f a c e r 	 L  s c h e n 	 #40;8BL	 E l i m i n a 	 -0A	 E l i m i n a r 	 S i l 	 X  a 	 H a p u s 	 P a d a m 	 .	?		>	(	>		 	 	 	 T  r l  s 	 	 	 	 V e r w i j d e r e n . 	 	 	 ^t e r g e r e   	 	 	 	 	 	 -0A	 	 	 				  					  	 	 	 	 	 	 	 	 	 S k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r 
 
 E L D _ S T R _ U S E R _ D E F _ L I S T _ E M P T Y 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 L i s t   n a m e   c a n ' t   b e   e m p t y 	 Rh
Npzz	 Rh
T
N:Nzz	 
7H-#2"2#D!H*2!2#'H2DI	 N o m b r e   d e   l i s t a   i m p o s i b l e 	 L e   n o m   d e   l a   l i s t e   n e   d o i t   p a s    t r e   v i d e 	 L i s t e n n a m e   d a r f   n i c h t   l e e r   s e i n 	 <O  A?8A:0  =5  <>65B  1KBL  ?CABK<	 I l   n o m e   e l e n c o   n o n   p u    e s s e r e   v u o t o 	 '3E  'DB'&E)  D'  JECF  #F  JCHF  A'1:K'. 	 O   n o m e   d a   l i s t a   n  o   p o d e   e s t a r   v a z i o 	 L i s t e   a d 1  b o _  o l a m a z 	 T  n   d . s a c h   k h  n g   t h   t r n g 	 N a m a   d a f t a r   t i d a k   b o l e h   k o s o n g 	 N a m a   s e n a r a i   t i d a k   b o l e h   k o s o n g 	 		$	?	.	  (	>	.	  0	?		M	$	  (	9	@		  9	K	  8		$	>		 	 	 	 A   l i s t a n  v   n e m   l e h e t    r e s 	 	 	 	 L i j s t n a a m   m a g   n i e t   l e e g   z i j n 	 	 	 N u m e l e   l i s t e i   n u   p o a t e   f i   n e c o m p l e t a t 	 	 	           	 	 	 F'E  AG13*  FE*H'F/  .'D  (E'F/	 	 	 							  			  				  			  						  		  	 	 	 	 	 	 	 	 	 L y s n a a m   k a n   n i e   l e e g   w e e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d a   l i s t a   n  o   p o d e   e s t a r   v a z i o 
 
 E L D _ S T R _ U S E R _ D E F _ L I S T _ E X I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 L i s t   a l r e a d y   e x i s t s 	 rRh]X[(W	 Rh]X[(W	 #2"2#!5-"9HA%I'	 L a   l i s t a   y a   e x i s t e   	 L a   l i s t e   e x i s t e   d  j  	 L i s t e   b e r e i t s   v o r h a n d e n 	 !?8A>:  C65  ACI5AB2C5B	 E l e n c o   g i    p r e s e n t e 	 'DB'&E)  EH,H/)  ('DA9D	 A   l i s t a   j    e x i s t e 	 L i s t e   z a t e n   v a r 	 D . s  c h      t n   t i 	 D a f t a r   s u d a h   a d a 	 S e n a r a i   s u d a h   w u j u d 	 8	B		@	  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 I l y e n   l i s t a   m  r   l  t e z i k 	 	 	 	 L i j s t   b e s t a a t   a l 	 	 	 L i s t a   e x i s t a   d e j a 	 	 	   	 	 	 AG13*  '2~4  H,H/  /'1/	 	 	 						  				  								  	 	 	 	 	 	 	 	 	 L y s   b e s t a a n   r e e d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   j    e x i s t e 
 
 E L F _ S T R _ A D D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A d d 	 eX	 mR	 @4H!	 A g r e g a r 	 A j o u t e r 	 H i n z u f  g e n 	 >1028BL	 A g g i u n g i 	 %6'A)	 A d i c i o n a r 	 E k l e 	 T h  m 	 T a m b a h 	 T a m b a h 	 	K	!	<	G			 	 	 	 H o z z  a d  s 	 	 	 	 T o e v o e g e n . 	 	 	 A d u g a r e 	 	 	 	 	 	 'A2H/F	 	 	 			  					 	 	 	 	 	 	 	 	 V o e g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r 
 
 E L F _ S T R _ D E L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D e l e t e 	 *Rd	  Rd	 %	 B o r r a r 	 E f f a c e r 	 L  s c h e n 	 #40;8BL	 E l i m i n a 	 -0A	 E l i m i n a r 	 S i l 	 X  a 	 H a p u s 	 H a p u s 	 .	?		>	(	>		 	 	 	 T  r l  s 	 	 	 	 V e r w i j d e r e n . 	 	 	 ^t e r g e r e   	 	 	 	 	 	 -0A	 	 	 				  					  	 	 	 	 	 	 	 	 	 S k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r 
 
 E L F _ S T R _ C L E A R _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C l e a r   l i s t 	 nzzRh	 nzzRh	 %I2#2"2#	 L i m i p i a r   l i s t a   	 E f f a c e r   l a   l i s t e 	 L i s t e n i n h a l t   l  s c h e n 	 G8AB8BL  A?8A>:	 C a n c e l l a   e l e n c o 	 E3-  'DB'&E)	 L i m p a r   l i s t a 	 L i s t e y i   t e m i z l e 	 X  a   d . s  c h 	 K o s o n g   d a f t a r 	 P a d a m   s e n a r a i 	 8	B		@	  (	?		>	2	G			 	 	 	 L i s t a   t  r l  s e 	 	 	 	 L i j s t   l e e g m a k e n 	 	 	 G o l i r e   l i s t a 	 	 	   	 	 	 ~'  1/F  AG13*	 	 	 						  								  				  					  	 	 	 	 	 	 	 	 	 W i s   l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i m p a r   l i s t a 
 
 E L F _ S T R _ F I L E _ I N _ D I F _ D I S K 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 F i l e   i n   d i f f e r e n t   d i s k 	 eN
N(WT Nxx	 eN
N(WT Nxv	 D%LC4*L-7H	 A r c h i v a r   e n   d i s c o   d i f e r e n t e 	 F i c h i e r   s u r   u n   d i s q u e   d i f f  r e n t 	 D a t e i   a u f   a n d e r e r   F e s t p l a t t e 	 $09;  =0  4@C3><  48A:5	 F i l e   i n   d i s c o   d i f f e r e n t e 	 'DEDA  9DI  B15  ".1	 F i c h e i r o   e m   d i s c o   d i f e r e n t e 	 D o s y a   f a r k l 1  k l a s  r d e 	 F i l e   t r o n g   )a   k h  c 	 F i l e   d a l a m   d i s k   b e r b e d a 	 F a i l   d a l a m   c a k e r a   l a i n 	 -	?	(	M	(	  !	?	8	M		  .	G		  +	>		2		 	 	 	 A   f  j l   m  s   l e m e z e n   v a n 	 	 	 	 B e s t a n d   o p   a n d e r e   s c h i j f 	 	 	 F i _i e r   p e   u n   d i s c   d i f e r i t 	 	 	       	 	 	 ~1HF/G  /1  /3  /J1  '3*	 	 	 				  					  							 	 	 	 	 	 	 	 	 L  e r   o p   a n d e r   s k y f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   e m   d i s c o   d i f e r e n t e 
 
 E L F _ S T R _ S E T _ R B T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S e t   t o   r i n g   b a c k   t o n e 	 -pi_4	 n:Ni_Ô	 1I@G#4AB	 C o n f i g u r a r   c o m o   t o n o   d e   f o n d o   d e   t i m b r e   	 R  g l e r   s u r   s o n n e r i e   d e   r a p p e l 	 A u f   R  c k r u f t o n   e i n s t e l l e n 	 #AB0=>28BL  4;O  <5;>488  >1@0B=>3>  2K7>20	 I m p o s t a   s u   t o n o   r i c h i a m a t a 	 6(7  9DI  F:E)  1FJF  .DAJ)	 D e f i n i r   p a r a   s i n a l   d e   c h a m a d a 	 G e r i   a r a m a   t o n u n a   a l 	 C  i     p h  t   l i   c h u  n g 	 A t u r   k e   n a d a   s a m b u n g   p r i b a d i 	 S e t   n a d a   k e   p a n g g i l   k e m b a l i 	 0	?			  ,	H		  	K	(	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t  s   v i s s z a h  v  s h o z   h a n g 	 	 	 	 I n s t e l l e n   o p   w e k t o o n 	 	 	 S e t a r e   l a   t o n   d e   a p e l a r e   i n v e r s 	 	 	       	 	 	 *F8E  (1'  "GF  2F  2/F	 	 	 						  			  			  						  			  				  	 	 	 	 	 	 	 	 	 S t e l   o p   t e r u g b e l t o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A j u s t e   c o m o   t o q u e   d e   r e t o r n o 
 
 E L F _ S T R _ A D D _ T O _ U S E R _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A d d   t o   u s e r - d e f i n e d   p l a y l i s t s 	 mR0Rꁚ[d>eRh	 mR0Rꁚ[INRh	 @4H!%C#2"2#@%H5H9IC
I3+	 A  a d i r   a   l i s t a s   d e   r e p .   d e f i n i d a s   p o r   e l   u s u a r i o   	 A j o u t e r   a u x   l i s t e s   d e   l e c t u r e   d  f i n i e s   p a r   l ' u t i l i s a t e u r 	 Z u   b e n u t z e r d e f i n i e r t e n   W i e d e r a b e l i s t e n   h i n z u f  g e n 	 >1028BL  2  7040==K9  ?>;L7>20B5;5<  A?8A>:  2>A?@>872545=8O	 A g g i u n g i   a l l a   p l a y l i s t   d e f i n i t a   d a l l ' u t e n t e 	 %6'A)  B'&E)  *4:JD  J-//G'  'DE3*./E	 A d i c i o n a r    s   l i s t a s   d e   r e p r o d u   o   d e f i n i d a s   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a n 1m l 1  _a r k 1  l i s t e l e r i n e   e k l e 	 T h  m   v  o   d . s  c h   n h c   t  y   c h n 	 T a m b a h k a n   k e   d a f t a r   l a g u   y a n g   d i t e n t u k a n   p e n g g u n a 	 T a m b a h   k e   s e n a r a i   m a i n a n   d i s e t   p e n g g u n a 	 		*	/	K			0	M	$	>	- *	0	?	-	>	7	?	$	  *	M	2	G	2	?	8	M		M	8	  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   e g y e d i   j  t  k l i s t  k h o z 	 	 	 	 A a n   d e   d o o r   d e   g e b r u i k e r   g e d e f i n i e e r d e   a f s p e e l l i j s t e n   t o e v o e g e n 	 	 	 A d u g a r e    n   l i s t e   d e   r e d a r e   d e f i n i t e   d e   u t i l i z a t o r 	 	 	         	 	 	 'A2H/F  (G  AG13*G'  ~.4  *91A  4/G  *H37  '1(1	 	 	 											- 									  										  			  					 	 	 	 	 	 	 	 	 V o e g   b y   g e b r u i k e r - b e p a a l d e   s p e e l l y s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   n a s   l i s t a s   d e   r e p r o d u   o   d e f i n i d a s   p e l o   u s u  r i o 
 
 E L F _ S T R _ A D D _ R E D U P L I C A T E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C a n ' t   a d d   t o   t h e   s a m e   l i s t . 	 !qlR0RvTRh	 elR0RvTRh	 D!H*2!2#@4H!%C#2"2#@5"'1DI	 N o   s e   p u e d e   a g r e g a r   a   l a   m i s m a   l i s t a . 	 I m p o s s i b l e   d ' a j o u t e r      l a   m  m e   l i s t e . 	 K a n n   n i c h t   z u r   s e l b e n   L i s t e   h i n z u f  g e n . 	 5;L7O  4>1028BL  2  B>B  65  A?8A>:. 	 I m p o s s i b i l e   a g g i u n g e r e   a l l o   s t e s s o   e l e n c o . 	 *901  'D%6'A)  %DI  'DB'&E)  FA3G'	 N  o      p o s s  v e l   a d i c i o n a r      m e s m a   l i s t a . 	 A y n 1  l i s t e y e   e k l e n e m i y o r . 	 K h  n g   t h   t h  m   v  o   c  n g   d . s  c h . 	 T i d a k   d a p a t   d i t a m b a h k a n   k e   d a f t a r   y a n g   s a m a . 	 T i d a k   b o l e h   m e n a m b a h   k e   s e n a r a i   s a m a . 	 		8	@	  8	B		@	  .	G		  (	9	@		  	K	!	<	  8		$	>		 	 	 	 N e m   a d h a t    u g y a n a h h o z   a   l i s t  h o z . 	 	 	 	 K a n   n i e t   a a n   d e z e l f d e   l i j s t   t o e v o e g e n 	 	 	 I m p o s i b i l   d e   a d u g a t    n   a c e e a _i   l i s t . 	 	 	         . 	 	 	 FE*H'F  (G  GEF  AG13*  'A2H/. 	 	 	 			  							  					  			  						 	 	 	 	 	 	 	 	 K a n   n i e   b y   d i e s e l f d e   l y s   v o e g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   a d i c i o n a r   n a   m e s m a   l i s t a . 
 
 E L F _ S T R _ A C T I V E _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o w   p l a y i n g 	 ck(Wd>e	 ck(Wd>e	 3%1@%HC05I	 R e p r o d u c i e n d o   a h o r a 	 E n   c o u r s   d e   l e c t u r e 	 W i r d   j e t z t   a b g e s p i e l t 	 !59G0A  83@05B	 R i p r o d u z i o n e   i n   c o r s o 	 BJ/  'D*4:JD	 E m   r e p r o d u   o 	 ^u   a n d a    a l 1n 1y o r 	 a n g   p h  t 	 S e k a r a n g   d i p u t a r 	 S e d a n g   b e r m a i n 	 	,	  	2	  0	9	>	  9	H		 	 	 	 M o s t   h a l l h a t  	 	 	 	 S p e e l t   n u 	 	 	  n   r e d a r e 	 	 	   	 	 	 EH'1/  /1  -'D  ~.4	 	 	 			  						 	 	 	 	 	 	 	 	 S p e e l   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i n d o   a g o r a 
 
 E L F _ S T R _ H O T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 T o p   s o n g s 	 kpqc	 kppcP	 @%-11*9*8	 C a n c i o n e s   p r i n c i p a l e s   	 C h a n s o n s   p r  f  r  e s 	 B e s t e   L i e d e r 	 CGH85  ?5A=8	 B r a n i   p r i n c i p a l i 	 #A6D  'D#:'FJ	 M  s i c a s   d e   t o p 	 E n   i y i   _a r k 1l a r 	 B  i   h  t   y  u   t h  c h 	 L a g u   t e r a t a s 	 L a g u   p o p u l a r 	 6	@	0	M	7	  	@	$		 	 	 	 S l  g e r l i s t a 	 	 	 	 T o p l i e d e r e n 	 	 	 M e l o d i i   d e   t o p 	 	 	   	 	 	 "GFG'  (1*1	 	 	 					  				 	 	 	 	 	 	 	 	 T o p l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a s   d o   t o p o 
 
 E L F _ S T R _ M E G A 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 M u s i c   s t o r e 	 wmϑf^	 wmϑf^	 #I22"@%	 A l m a c  n   d e   m  s i c a 	 M a g a s i n   d e   m u s i q u e 	 M u s i k g e s c h  f t 	 03078=  <C7K:8	 N e g o z i o   m u s i c a l e 	 E*,1  'DEH3JBI	 L o j a   d e   m  s i c a 	 M  z i k   m a a z a s 1	 K h o   n h c 	 B u r s a   m u s i k 	 K e d a i   m u z i k 	 .	M	/	B		<	?		  8	M		K	0		 	 	 	 Z e n e b o l t 	 	 	 	 M u z i e k w i n k e l 	 	 	 M a g a z i n   d e   m u z i c 	 	 	   	 	 	 A1H4'G  EH3B	 	 	 					  					  	 	 	 	 	 	 	 	 	 M u s i e k w i n k e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o j a   d e   m  s i c a 
 
 E L F _ S T R _ S E A R C H _ K W 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S e a r c h   o n l i n e 	 }
N~bLk	 (W~dLk	 I+2--D%L	 B  s q u e d a   e n   l  n e a 	 R e c h e r c h e   e n   l i g n e 	 O n l i n e   s u c h e n 	 >8A:  2  A5B8	 C e r c a   o n l i n e 	 'D(-+  9DI  'D%F*1F*	 P r o c u r a r   o n l i n e 	  e v r i m i  i   a r a 	 T . k i m   t r c   t u y n 	 C a r i   o n l i n e 	 C a r i   d a l a m   t a l i a n 	 	(	2	>		(	  	K		G			 	 	 	 O n l i n e   k e r e s  s 	 	 	 	 O n - l i n e   z o e k e n 	 	 	 C u t a r e   o n l i n e 	 	 	   	 	 	 ,3*,H  "FD'F	 	 	 							  							 	 	 	 	 	 	 	 	 S o e k   a a n l y n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c u r a r   o n l i n e 
 
 E L F _ S T R _ A U D I T I O N 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A u d i t i o n 	 f}Lkf	 Ջ,TLkf	 --4
1H	 A u d i c i  n   	 A u d i t i o n 	 Z u h  r e r 	 @>A;CH820=85	 A s c o l t o 	 '3*E'9	 A u d i   o 	 D i n l e m e 	 N g h e   t h 	 A u d i s i 	 U j i   B a k a t 	 8	M	5	0	  *	0	@		M	7	>		 	 	 	 B e l e h a l l g a t  s 	 	 	 	 A u d i t i e 	 	 	 A u d i ci e 	 	 	   	 	 	 GF1"2E'	 	 	 					  	 	 	 	 	 	 	 	 	 O u d i s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e s t e   d e   a p r e s e n t a   o 
 
 E L F _ S T R _ S E T _ R B T _ 2 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S e t   a s   R B T 	 -pi_4	 :Ni_Ô	 1I@G  R B T 	 C o n f i g u r a r   c o m o   R B T 	 R  g l e r   c o m m e   R B T 	 A l s   R B T   e i n s t e l l e n 	 #AB0=>28BL  4;O  <5;>488  >1@0B=>3>  2K7>20	 I m p o s t a   c o m e   R B T 	 *9JJF  CF:E)  .DAJ)	 D e f i n i r   c o m o   s i n a l   d e   c h a m a d a 	 R B T   o l a r a k   b e l i r l e 	 C  i   l  m   R B T 	 T e t a p k a n   s e b a g a i   N S P 	 S e t   s e b a g a i   R B T 	 R B T   	G	  0	B	*	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t   R B T - k  n t 	 	 	 	 A l s   R B T   i n s t e l l e n 	 	 	 S e t a r e   c a   R B T 	 	 	   - R B T 	 	 	 *F8E  (9FH'F  R B T 	 	 	 						  						  			  					 	 	 	 	 	 	 	 	 S t e l   a s   R B T 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c o m o   R B T 
 
 E L F _ S T R _ D O W N L O A D _ F U L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   s o n g 	 N	hQf	 N}hQf	 2'LB+%@%	 D e s c a r g a r   c a n c i  n   	 T  l  c h a r g e r   u n e   c h a n s o n 	 L i e d   h e r u n t e r l a d e n 	 03@C78BL  ?5A=N	 S c a r i c a   b r a n o 	 *-EJD  'D#:FJ)	 T r a n s f e r i r   m  s i c a 	 ^a r k 1  i n d i r 	 T i   b  i   h  t 	 D o w n l o a d   l a g u 	 M u a t   t u r u n   l a g u 	 !	>			(	2	K	!	  	?	/	>	  	/	>	  	@	$		 	 	 	 D a l   l e t  l t  s e 	 	 	 	 L i e d   d o w n l o a d e n 	 	 	 D e s c r c a r e   m e l o d i e 	 	 	   	 	 	 ('11  "GF	 	 	 			  							  					 	 	 	 	 	 	 	 	 L a a i   l i e d j i e   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   m  s i c a 
 
 E L F _ S T R _ D O W N L O A D _ S L I C E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   r i n g t o n e 	 N	4r	 N}ÔX	 2'LB+%#4B	 D e s c a r g a r   t i m b r e   	 T  l  c h a r g e r   u n e   s o n n e r i e 	 K l i n g e l t o n   h e r u n t e r l a d e n 	 03@C78BL  <5;>48N  72>=:0	 S c a r i c a   s u o n e r i a 	 *-EJD  F:E)  'D1FJF	 T r a n s f e r i r   t o q u e 	 Z i l   s e s i   i n d i r 	 T i   n . c h u  n g 	 D o w n l o a d   n a d a   d e r i n g 	 M u a t   t u r u n   n a d a   d e r i n g 	 !	>			(	2	K	!	  	@	  		  0	?				K	(		 	 	 	 C s e n g Qh a n g   l e t  l t  s e 	 	 	 	 R i n g t o n e   d o w n l o a d e n 	 	 	 D e s c r c a r e   t o n   d e   a p e l 	 	 	   	 	 	 ('11  2F'GF	 	 	 						  							  					 	 	 	 	 	 	 	 	 L a a i   l u i t o o n   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   t o q u e 
 
 E L F _ S T R _ B T _ C H O S E _ H E A D P H O N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 P l e a s e   s e l e c t   a   h e a d p h o n e 	 _xd NP3_j	 _{	b N*N3:g	 B#@%7-+91	 P o r   f a v o r   s e l e c c i o n e   u n   	 V e u i l l e z   c h o i s i r   u n   c a s q u e 	 B i t t e   K o p f h  r e r   a u s w  h l e n 	 K15@8B5  =0CH=8:8	 S e l e z i o n a r e   c u f f i e 	 J1,I  '.*J'1  3E'9)  1#3	 S e l e c c i o n e   o s   a u r i c u l a r e s 	 L  t f e n   k u l a k l 1k   s e  i n 	 H  y   c h n   t a i   n g h e 	 P i l i h   h e a d p h o n e 	 S i l a   p i l i h   f o n   k e p a l a 	 	C	*	/	>	  		  9	H	!	+	K	(	  	A	(	G			 	 	 	 V  l a s s z o n   f e j h a l l g a t  t 	 	 	 	 S e l e c t e e r   e e n   h o o f d t e l e f o o n 	 	 	 S e l e c t a ci   o   c a s c 	 	 	   	 	 	 D7A'  G/AHF  1'  (12F/	 	 	 							  			  						  					  				  	 	 	 	 	 	 	 	 	 K i e s   a s b .   o o r f o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n e   u m   f o n e   d e   o u v i d o 
 
 E L F _ S T R _ B T _ F L I G H T _ M O D E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C a n ' t   u s e   B l u e t o o t h   i n   f l i g h t   m o d e 	 
N(Wۘ*!j_O(uͅYr	 
N(WޘL!j_O(u݄Yr	 D!H*2!2#C
I%99CB+!@#7H-4	 N o   p u e d e   s e   p u e d e   u s a r   e l   B l u e t o o t h   e n   e l   m o d o   d e   v u e l o 	 I m p o s s i b l e   d ' u t i l i s e r   B l u e t o o t h   e n   m o d e   V o l 	 K a n n   B l u e t o o t h   n i c h t   i m   F l u g m o d u s   v e r w e n d e n 	 B l u e t o o t h   =5;L7O  8A?>;L7>20BL  2  @568<5  ?   A0<>;5B5? 	 I m p o s s i b i l e   u s a r e   i l   B l u e t o o t h   i n   m o d a l i t    f l i g h t 	 *901  '3*./'E  B l u e t o o t h   AJ  H69  'D7J1'F	 N  o      p o s s  v e l   u t i l i z a r   o   B l u e t o o t h   e m   m o d o   d e   v o o 	 U  u _  m o d u n d a   B l u e t o o t h   k u l l a n 1l a m a z 	 K . t h   d  n g   B l u e t o o t h     c h     m  y   b a y 	 T i d a k   d a p a t   m e n g g u n a k a n   B l u e t o o t h   d a l a m   m o d u s   p e n e r b a n g a n 	 T i d a k   b o l e h   g u n a   B l u e t o o t h   d a l a m   m o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!	  .	G		  B l u e t o o t h   *	M	0	/	K		  (	9	@		  	0	  8		$	G		 	 	 	 A   B l u e t o o t h   n e m   h a s z n  l h a t    r e p  l  s   m  d b a n 	 	 	 	 B l u e t o o t h   k a n   i n   d e   v l u c h t s t a n d   n i e t   w o r d e n   g e b r u i k t 	 	 	 N u   s e   p o a t e   f o l o s i   B l u e t o o t h    n   m o d u l   a v i o n . 	 	 	       - B l u e t o o t h     	 	 	 'EC'F  (C'1J1  (DH*H+  /1  -'D*  ~1H'2  FJ3*	 	 	 					  					  							    							  							  			  				  		d	  	 	 	 	 	 	 	 	 	 K a n   n i e   B l u e t o o t h   i n   v l u g m o d u s   g e b r u i k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   u s a r   B l u e t o o t h   n o   m o d o   d e   v o o 
 
 E L F _ S T R _ B T _ C L O S E _ S P E C T R U M 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 ϑo:y<hSܕ	 ϑ>f:yΘ<hSsQ	 *@#1!-29%G-	 E l   e s p e c t r o   p o d r  a   e s t a r   b l o q u e a d o 	 L e   s p e c t r e   e s t   p e u t -  t r e   b l o q u  	 S p e k t r u m   k  n n t e   b l o c k i e r t   s e i n 	 87C0;870F8O  >B:;NG5=0	 L o   s p e t t r o   p o t r e b b e   e s s e r e   b l o c c a t o 	 B/  *CHF  'D*1//'*  E-,H()	 O   e s p e c t r o   p o d e   e s t a r   b l o q u e a d o 	 S p e k t r u m   b l o k e   e d i l m i _  o l a b i l i r 	 Q u a n g   p h   c    t h   b   c h n 	 S p e k t r u m   m u n g k i n   d i b l o k i r 	 S p e k t r u m   m u n g k i n   d i s e k a t 	 9	K	  8		$	>	  9	H	  8	M	*	G		M		M	0	.	  ,	M	2	I		  9	H		 	 	 	 A   s  v t a r t o m  n y   b l o k k o l v a   l e h e t 	 	 	 	 S p e c t r u m   k a n   g e b l o k k e e r d   z i j n 	 	 	 E s t e   p o s i b i l   c a   s p e c t r u l   s   f i e   b l o c a t 	 	 	     	 	 	 'EC'F  /'1/  7JA  E3/H/  4/G  ('4/	 	 	 									  				  			  			  					 	 	 	 	 	 	 	 	 S p e k t r u m   k a n   d a l k   g e b l o k k e e r   w e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p e c t r o   d e v e   e s t a r   b l o q u e a d o 
 
 E L F _ S T R _ C O N F I R M _ D E L _ U S E R _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o   y o u   w a n t   t o   d e l e t e   t h e   l i s t ? 	 /f&T*RdRh	 /f&T RdRh	 8I-2#%#2"2#+#7-D!H? 	  D e s e a   b o r r a r   l a   l i s t a ? 	 V o u l e z - v o u s   s u p p r i m e r   l a   l i s t e   ? 	 M  c h t e n   S i e   d i e   L i s t e   l  s c h e n ? 	 #40;8BL  A?8A>:? 	 E l i m i n a r e   l ' e l e n c o ? 	 GD  *1J/  -0A  'DB'&E)	 D e s e j a   e l i m i n a r   a   l i s t a ? 	 L i s t e y i   s i l m e k   i s t i y o r   m u s u n u z ? 	 B n   m u n   x  a   d . s  c h ? 	 A n d a   i n g i n   m e n g h a p u s   d a f t a r   i n i ? 	 A d a k a h   a n d a   i n g i n   m e n g h a p u s k a n   s e n a r a i   i n i ? 	 	M	/	>	  	*	  8	B		@	  .	?		>	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 B i z t o s a n   t  r l i   a   l i s t  t ? 	 	 	 	 W i l t   u   d e   l i j s t   v e r w i j d e r e n ? 	 	 	 D o r i ci   s   _t e r g e ci   l i s t a ? 	 	 	       ? 	 	 	 "'  E  .H'G/  AG13*  1'  -0A  F/	 	 	 				  		  								  				  					  			? 	 	 	 	 	 	 	 	 	 W i l   j y   d i e   l y s   s k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s e j a   e x c l u i r   a   l i s t a ? 
 
 E L F _ S T R _ C O N F I R M _ C L E A R _ U S E R _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o   y o u   w a n t   t o   c l e a r   t h e   l i s t ? 	 /f&TnzzRh	 /f&TnzzRh	 8I-2#%I2#2"2#+#7-D!H? 	  D e s e a   l i m p i a r   l a   l i s t a ? 	 V o u l e z - v o u s   e f f a c e r   l a   l i s t e   ? 	 M  c h t e n   S i e   d e n   L i s t e n i n h a l t   l  s c h e n ? 	 G8AB8BL  A?8A>:? 	 C a n c e l l a r e   l ' e l e n c o ? 	 GD  *1J/  E3-  'DB'&E)	 D e s e j a   l i m p a r   a   l i s t a ? 	 L i s t e y i   t e m i z l e m e k   i s t i y o r   m u s u n u z ? 	 B n   m u n   x  a   d . s  c h ? 	 A n d a   i n g i n   m e n g o s o n g k a n   d a f t a r   i n i ? 	 A d a k a h   a n d a   i n g i n   m e m a d a m k a n   s e n a r a i   i n i ? 	 	M	/	>	  	*	  8	B		@	  (	?		>	2	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 B i z t o s a n   t  r l i   a   l i s t a   t a r t a l m  t ? 	 	 	 	 W i l t   u   d e   l i j s t   l e e g m a k e n ? 	 	 	 D o r i ci   s   g o l i ci   l i s t a ? 	 	 	       ? 	 	 	 "'  E  .H'G/  AG13*  1'  ~'  F/	 	 	 				  		  								  								  				  					  			? 	 	 	 	 	 	 	 	 	 W i l   j y   d i e   l y s   w i s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s e j a   l i m p a r   a   l i s t a ? 
 
 E L F _ S T R _ C O N F I R M _ D E L _ S O N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o   y o u   w a n t   t o   d e l e t e   t h e   s o n g ? 	 /f&T*RdLkf	 /f&T RdLkf	 8I-2#%@%+#7-D!H? 	  D e s e a   b o r r a r   l a   c a n c i  n ? 	 V o u l e z - v o u s   s u p p r i m e r   l a   c h a n s o n   ? 	 M  c h t e n   S i e   d a s   L i e d   l  s c h e n ? 	 #40;8BL  ?5A=N? 	 E l i m i n a r e   i l   b r a n o ? 	 GD  *1J/  -0A  'D#:FJ)	 D e s e j a   e l i m i n a r   a   m  s i c a ? 	 ^a r k 1y 1  s i l m e k   i s t i y o r   m u s u n u z ? 	 B n   m u n   x  a   b  i   h  t ? 	 A n d a   i n g i n   m e n g h a p u s   l a g u   i n i ? 	 A d a k a h   a n d a   i n g i n   m e n g h a p u s k a n   l a g u   i n i ? 	 	M	/	>	  	*	  	@	$	  .	?		>	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 B i z t o s a n   t  r l i   a   d a l t ? 	 	 	 	 W i l t   u   h e t   l i e d   v e r w i j d e r e n ? 	 	 	 D o r i ci   s   _t e r g e ci   m e l o d i a ? 	 	 	       ? 	 	 	 "'  E  .H'G/  "GF  1'  -0A  F/	 	 	 				  		  			  					  			? 	 	 	 	 	 	 	 	 	 W i l   j y   d i e   l i e d j i e   s k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s e j a   e x c l u i r   a   m  s i c a ? 
 
 E L F _ S T R _ S T R E A M _ B U F _ T I P 1 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 F r e e ,   b u t   y o u   m i g - 	 f}MQFOSg	 Ջ,TMQ9FOSO	 #5  AH8-29	 G r a t i s ,   p e r o   p u e d e   q u e   	 G r a t u i t ,   m a i s   v o u s 	 F r e i ,   a b e r   I h r   	 5A?;0B=>,   =>  2>7<>6=>	 G r a t u i t o ,   m a 	 E,'F'  DCF  B/  */A9	 G r  t i s ,   m a s   p o d e r  	  c r e t s i z ,   f a k a t   	 M i n   p h  ,   n h n g   b n   c    t h 	 G r a t i s ,   n a m u n   A n d a   m u n g k i n   a k a n 	 P e r c u m a ,   t e t a p i   a n d a   m u n g - 	 (	?	: 6	A	2	M		,   2	G		?	(	  	*		>		 	 	 	 I n g y e n e s ,   d e   d  j - 	 	 	 	 G r a t i s ,   m a a r   e r   k u n n e n   	 	 	 G r a t i s ,   d a r   e s t e 	 	 	   ,       	 	 	 1''F  '3*  HD  4'/	 	 	 											  					,   							 	 	 	 	 	 	 	 	 G r a t i s ,   m a a r   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r  t i s ,   m a s   p o d e r  
 
 E L F _ S T R _ S T R E A M _ B U F _ T I P 2 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 h t   b e   c h a r g e d   b y 	 6^OAmϑSAmϑ	 &^egAmϑ9SAmϑ	 4H2C
IH2"B"	 h a y a   c a r g o s 	 d e v r e z   p e u t -  t r e   p a y e r 	 B e t r e i b e r   k  n n t e   	 ?@845BAO  >?;0B8BL  CA;C38	 l ' o p e r a t o r e   p o t r e b b e 	 DE2H/  'D./E)	 s e r   t a x a d o   p e l o 	 o p e r a t  r  n  z e    c r e t 	 b   t  n h   p h    b i 	 d i k e n a k a n   b i a y a   o l e h 	 k i n   d i k e n a k a n   b a y a r a n   o l e h 	 	*	0	G		0	  6	A	2	M		  2	G		 	 	 	 a t   s z  m  t h a t   f e l 	 	 	 	 k o s t e n   i n   r e k e n i n g   w o r d e n   	 	 	 p o s i b i l   s   f i ci   t a x a ci 	 	 	       	 	 	 '~1'*H1*'F  '2  4E'	 	 	 					  							  					  			  	 	 	 	 	 	 	 	 	 j o u   o p e r a t e u r   m a g   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s e r   c o b r a d o   p e l a 
 
 E L F _ S T R _ S T R E A M _ B U F _ T I P 3 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 y o u r   o p e r a t o r . 	 ˊTbvu0WKqFU0	 TS_0WЏ%FU0	 9IC+I#42#-8	 d e   p a r t e   d e   s u   o p e r a d o r .   	 v o t r e   o p  r a t e u r . 	 G e b  h r e n   e r h e b e n . 	 20H53>  >?5@0B>@0. 	 a d d e b i t a r l o . 	 F8J1  0DC. 	 s e u   o p e r a d o r . 	  d e m e n i z   g e r e k e b i l i r . 	 n h    k h a i   t h  c   m n g . 	 o p e r a t o r . 	 o p e r a t o r   a n d a . 	 8		$	>	  9	H	. 	 	 	 	 a   s z o l g  l t a t  j a . 	 	 	 	 g e b r a c h t   d o o r   d e   o p e r a t o r . 	 	 	 d e   o p e r a t o r u l   d v s . 	 	 	   . 	 	 	 G2FG  '  /1'A*  F/. 	 	 	 				  					  				  					d	  	 	 	 	 	 	 	 	 	 d a l k   k o s t e   h e f . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s u a   o p e r a d o r a . 
 
 E L F _ S T R _ C O N F I R M _ R E _ G E T _ D R M _ G E T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D R M   k e y   l o s t ,   r e g e t ? 	 Lkf[pN1Y/f&T͑ersS? 	 Lkf["N1Y/f&T͑eS? 	 D R M   5"L+2"D  #1C+!H? 	 C l a v e   D R M   p e r d i d a ,      r e c u p e r a r ? 	 C l    D R M   p e r d u ,   r e g e t ? 	 D R M - S c h l  s s e l   v e r l o r e n ,   n e u   b e z i e h e n ? 	 >B5@O=  D R M - :;NG.   >;CG8BL  ?>2B>@=>? 	 C h i a v e   D R M   p e r s a ,   r e s e t t a r e ? 	 AB/  EA*'-  D R M   '3*9'/)	 C h a v e   D R M   p e r d i d a .   O b t e r   n o v a m e n t e ? 	 D R M   a n a h t a r 1  k a y 1p ,   y e n i d e n   a l 1n s 1n   m 1? 	 K h  a   D R M      m t ,   t  m   l i ? 	 K u n c i   D R M   h i l a n g ,   d a p a t k a n   k e m b a l i ? 	 K u n c i   D R M   h i l a n g ,   d a p a t k a n   s e m u l a ? 	 D R M   	A			@	  	K	  		,   	G	&	  9	H	? 	 	 	 	 D R M   k u l c s   e l v e s z e t t .    j r a   l e k  r i ? 	 	 	 	 D R M - s l e u t e l   v e r l o r e n   g e g a a n .   O p n i e u w   o p h a l e n ? 	 	 	 C h e i e   D R M   p i e r d u t ,   p r e l u a ci   d i n   n o u ? 	 	 	   D R M   .     ? 	 	 	 D/  D R M   E  4/G  '3*  /H('1G  /1'A*  4H/	 	 	 						  		  						  				,   							  					? 	 	 	 	 	 	 	 	 	 D R M - s l e u t e l   v e r l o r e .   K r y   w e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a v e   D R M   p e r d i d a .   O b t e r   n o v a m e n t e ? 
 
 E L F _ S T R _ D R M _ S O N G _ A D D _ R I N G _ F A I L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C a n ' t   a d d   t o   r i n g t o n e   f o r   D R M . 	 xeMOHr
kOwmR4r1YWe0	 peW[HrCgObmRÔX1Y%0	 D!H*2!2#@4H!%C#4B*3+#1  D R M 	 N o   s e   p u e d e   a  a d i r   e l   t i m b r e   p a r a   D R M .   	 N e   p e u t   p a s   a j o u t e r      s o n n e r i e   p o u r   D R M . 	 K a n n   K l i n g e l t o n   n i c h t   f  r   D R M   h i n z u f  g e n . 	 52>7<>6=>  4>1028BL  2  <5;>48N  72>=:0  4;O  D R M . 	 I m p o s s i b i l e   a g g i u n g e r e   a   s u o n e r i e   p e r   D R M . 	 D'  JECF  %6'A)  F:E)  1FJF  D@  D R M . 	 N  o      p o s s  v e l   a d i c i o n a r   o   t o q u e   p a r a   D R M . 	 D R M   i  i n   z i l   s e s i   e k l e n e m i y o r . 	 K . t h   t h  m   v  o   n . c h u  n g   c h o   D R M . 	 T i d a k   d a p a t   d i t a m b a h k a n   k e   n a d a   d e r i n g   u n t u k   D R M . 	 T i d a k   b o l e h   m e n a m b a h   n a d a   d e r i n g   u n t u k   D R M . 	 D R M   	G	  2	?		  0	?				K	(	  (	9	@		  	K	!	<	  8		$	>	. 	 	 	 	 N e m   a d h a t    c s e n g Qh a n g   D R M - h e z . 	 	 	 	 K a n   g e e n   r i n g t o n e   v o o r   D R M   t o e v o e g e n 	 	 	 N u   s e   p o a t e   a d u g a   l a   t o n u l   d e   a p e l   p e n t r u   D R M . 	 	 	         - D R M . 	 	 	 'E'F  'A2H/F  (G  2F'GF  (1'  D R M   H,H/  F/'1/. 	 	 	 								  				  						  					  			  						  		  	 	 	 	 	 	 	 	 	 K a n   n i e   b y   l u i t o o n   v i r   D R M   v o e g   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   a d i c i o n a r   a o s   t o q u e s   p a r a   D R M . 
 
 E L F _ S T R _ G N _ P R E _ R E C O R D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C l i c k   r e c o r d   t o   s t a r t 	 xd󗋕Y	 	bU_ _YǑ7h	 %416@7H-@#4H!	 H a g a   c l i c   e n   e l   r e g i s t r o   p a r a   i n i c i a r 	 C l i q u e z   s u r   e n r e g i s t r e r   p o u r   c o m m e n c e r 	 F  r   S t a r t   a u f   A u f n a h m e   k l i c k e n 	 ;O  70?CA:0  =06<8B5  70?8AL	 F a r e   c l i c   s u   r e g i s t r a   p e r   a v v i a r e 	 'FB1  *3,JD  DD(/!	 C l i q u e   e m   g r a v a r   p a r a   i n i c i a r 	 B a _l a t m a k   i  i n   k a y 1t a   b a s 1n 	 C l i c k   g h i    m     b t   u 	 K l i k   r e k a m   u n t u k   m e m u l a i 	 K l i k   r e k o d   u n t u k   b e r m u l a 	 6	A	0	B	  	0	(	G	  	G	  2	?		  0	G		I	0	M	!	  	M	2	?		  	0	G			 	 	 	 K a t t i n t s o n   a    r e c o r d    ( r  g z  t )   g o m b r a   a z   i n d  t  s h o z 	 	 	 	 K l i k   o p   O p n a m e   o m   t e   s t a r t e n 	 	 	 F a c e ci   c l i c   p e    n r e g i s t r a r e   p e n t r u   a    n c e p e 	 	 	       	 	 	 (1'  6(7  1/F  ":'2  1'  D  F/	 	 	 						  				  				  				  					  				  	 	 	 	 	 	 	 	 	 K l i e k   ' n e e m   o p '   o m   t e   b e g i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l i q u e   g r a v a r   p a r a   i n i c i a r 
 
 E L F _ S T R _ G N _ P R E _ U P L O A D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e c o g n i z e ? 	 zsS
NP&NX%R	 zsS
N Ov^Ƌ+R	 3DI+#7-D!H? 	  R e c o n o c e r ? 	 R e c o n n a  t r e   ? 	 W i e d e r e r k e n n e n ? 	  0A?>7=0BL? 	 R i c o n o s c e r e ? 	 *91JA	 R e c o n h e c e r ? 	 O n a y l a n s 1n   m 1? 	 N h n   d n g ? 	 K e n a l i ? 	 K e n a l   p a s t i ? 	 *	9		>	(	>	? 	 	 	 	 F e l i s m e r i ? 	 	 	 	 H e r k e n n e n ? 	 	 	 R e c u n o a _t e ci ? 	 	 	 ? 	 	 	 4F'3'  4H/	 	 	 						  				  						? 	 	 	 	 	 	 	 	 	 H e r k e n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c o n h e c e r ? 
 
 E L F _ S T R _ G N _ T I P 1 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 G r a c e n o t e   e n a b l e s 	 `wS`s(W}0R	 `wS`s(W,T0R	 G r a c e n o t e   
H'"C+I	 G r a c e n o t e   l e   p e r m i t e 	 G r a c e n o t e   v o u s   p e r m e t 	 G r a c e n o t e   e r m  g l i c h t   I h n e n   	 	 G r a c e n o t e   c o n s e n t e 	 *ECFC  G r a c e n o t e   EF	 O   G r a c e n o t e   p e r m i t e - l h e 	 G r a c e n o t e ,   m  z i i n 	 G r a c e n o t e   c h o   p h  p 	 G r a c e n o t e   m e m u n g k i n k a n 	 G r a c e n o t e   m e m b o l e h k a n 	 	M	0	G	8	(	K		  8	G	  	*		 	 	 	 A   G r a c e n o t e   l e h e t Qv    t e s z i , 	 	 	 	 M e t   G r a c e n o t e   k u n t   	 	 	 G r a c e n o t e   v   p e r m i t e 	 	 	 G r a c e n o t e   	 	 	 G r a c e n o t e   4E'  1'  B'/1	 	 	 										  								 	 	 	 	 	 	 	 	 G r a c e n o t e   s t e l   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a c e n o t e   h a b i l i t a 
 
 E L F _ S T R _ G N _ T I P 2 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 y o u   t o   i d e n t i f y   t h e 	 vLkfSN
TW[	 vLkfSNHN
TW[	 8#2'H2@%	 i d e n t i f i c a r   l a 	 d e   r e c o n n a  t r e   l a   m u s i q u e 	 d i e   I d e n t i f i z i e r u n g   d e r   	 	 d i   i d e n t i f i c a r e   l a 	 *-/J/  	 i d e n t i f i c a r   a   m  s i c a   q u e 	  a l 1y o r   o l d u u n u 	 b n   n h n   b i t 	 A n d a   m e n g i d e n t i f i k a s i 	 a n d a   u n t u k   m e n g e n a l   p a s t i   	 *	9		>	(	  8		$	G	  9	H		  	?		 	 	 	 h o g y   a z o n o s  t s a ,   m i l y e n 	 	 	 	 u   d e   t i t e l s   v a n   d e   	 	 	 s   i d e n t i f i c a ci   m u z i c a 	 	 	       	 	 	 (G  4F'3'  EH3B  G	 	 	 				  		  					  					  	 	 	 	 	 	 	 	 	 j o u   i n   s t a a t   o m   d i e   m u s i e k   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 a   v o c    i d e n t i f i c a r   a 
 
 E L F _ S T R _ G N _ T I P 3 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 m u s i c   i s   p l a y i n g . 	 UˊޞdY	 TpQ _Y! 	 -0D#3%1@%H-"9H	 m  s i c a   q u e   s e   e s t    r e p r o d u c c i e n d o .   	 e n   t r a i n   d '  t r e   j o u  e . 	 w i e d e r g e g e b e n e n   M u s i k . 	 	 m u s i c a   r i p r o d o t t a . 	 'DEH3JBI  BJ/  'D*4:JD. 	 e s t    a   s e r   r e p r o d u z i d a . 	 b e l i r l e m e n i z i   s a l a r . 	 n h c   a n g   p h  t . 	 m u s i k   y a n g   d i p u t a r . 	 m u z i k   y a n g   s e d a n g   b e r m a i n . 	 8			@	$	  ,		  0	9	>	  9	H	. 	 	 	 	 z e n e   h a l l h a t  . 	 	 	 	 a f g e s p e e l d e   m u z i e k   z i e n . 	 	 	 r e d a t . 	 	 	   . 	 	 	 /'1/  ~.4  E4H/  EF/. 	 	 	 		  						  				  						 	 	 	 	 	 	 	 	 w a t   s p e e l   t e   i d e n t i f i s e e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m  s i c a   q u e   e s t    t o c a n d o . 
 
 E L F _ S T R _ G N _ T I P 4 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	   	   	   	 	 	 	 	 n o 	 	 	 	 	 	   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   
 
 E L F _ S T R _ G N _ T I P 5 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B e   s u r e   t h e   M I C   i s 	 ˊ\Kb_jqR{`я	 \Kb:g݋R{`я	 C+IAHC'H2D!B#B	 A s e g  r e s e   d e   q u e   e l   m i c r  f o n o 	 V  r i f i e z   q u e   l e   m i c 	 D a s   M i k r o f o n   m u s s   	 	 A s s i c u r a r s i   c h e   i l   m i c r o f o n o 	 *#C/  EF  B1(  'DEJC1HAHF  	 C e r t i f i q u e - s e   d e   q u e   o   m i c r o f o n e 	 M i k r o f o n u n   s e s   k a y n a 1n a 	 C h c   c h n   m i c r o 	 P a s t i k a n   m i k r o f o n   c u k u p 	 P a s t i k a n   m i k r o f o n 	 8	A	(	?	6	M		?	$	  	0	G		  	?		 	 	 	 G y Qz Qd j  n   m e g   a r r  l ,   h o g y   a   m i k r o f o n 	 	 	 	 Z o r g   e r v o o r   d a t   	 	 	 A s i g u r a ci - v   c   m i c r o - 	 	 	     	 	 	 E7E&F  4H/  G  E1HAF	 	 	 			  				  						 	 	 	 	 	 	 	 	 M a a k   s e k e r   d i e   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C e r t i f i q u e - s e   d e   q u e   o   M I C   e s t  
 
 E L F _ S T R _ G N _ T I P 6 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 c l o s e   e n o u g h   t o   t h e 	 nv^QϑOc	 nv^=\ϑOc	 -"9HC%I1A+%H3@4	 e s t    l o   s u f i c i e n t e m e n t e   c e r c a 	 e s t   a s s e z   p r  s   d e   l a 	 n a h   g e n u g   z u r   	 	 s i a   v i c i n o   a l l a 	 (E'  JCAJ  EF  	 e s t    s u f i c i e n t e m e n t e   p e r t o   d a 	 y e t e r i n c e   y a k 1n   o l d u u n d a n 	   g n 	 d e k a t   d e n g a n 	 c u k u p   d e k a t   k e p a d a 	 .	>			  	!	?	/	K	  8	M	0	K	$	  	G		 	 	 	 e l  g   k  z e l   v a n   a 	 	 	 	 d e   m i c r o f o o n   i n   d e   b u u r t   	 	 	 f o n u l   e s t e   s u f i c i e n t   d e 	 	 	       	 	 	 F2/  EF(9  5H*	 	 	 					  					  					  						  	 	 	 	 	 	 	 	 	 m i k r o f o o n   i s   n a   g e n o e g   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p e r t o   o   s u f i c i e n t e   d a 
 
 E L F _ S T R _ G N _ T I P 7 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 a u d i o   s o u r c e . 	 tXl	gjV0	 sXl	gjV0	 @*5"@5"-	 d e   l a   f u e n t e   d e   a u d i o .   	 s o u r c e   a u d i o . 	 A u d i o q u e l l e   s e i n . 	 	 f o n t e   a u d i o . 	 E5/1  'D5H*. 	 f o n t e   d e    u d i o . 	 e m i n   o l u n . 	 n g u n    m   t h a n h . 	 s u m b e r   a u d i o . 	 s u m b e r   a u d i o . 	 *	0	M	/	>	*	M	$	  (	?			  9	H	. 	 	 	 	 h a n g f o r r  s h o z . 	 	 	 	 v a n   d e   g e l u i d s b r o n   i s . 	 	 	 a p r o a p e   d e   s u r s a   a u d i o . 	 	 	   . 	 	 	 B1'1  /'1/. 	 	 	 							  				d	  	 	 	 	 	 	 	 	 	 a a n   d i e   o u d i o b r o n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 f o n t e   d e    u d i o . 
 
 E L F _ S T R _ G N _ T I P 8 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	   	   	   	   	   	 	 	 n o 	 	 	 	 	 	   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   
 
 E L F _ S T R _ G N _ T I P 9 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 F r e e , b u t   y o u   m i g h t 	 X%R
gRMQ}	 Ƌ+R
gRMQ9Q	 #5  AH8-29	 G r a t i s ,   p e r o   p u e d e   q u e   	 G r a t u i t ,   m a i s   v o u s 	 F r e i ,   a b e r   I h r   	 	 G r a t u i t o ,   m a 	 E,'F'K  DCF  B/  */A9  	 G r  t i s ,   m a s   p o d e r  	  c r e t s i z ,   f a k a t   	 M i n   p h  ,   n h n g   b n   c    t h 	 G r a t i s ,   n a m u n   A n d a   m u n g k i n   a k a n 	 P e r c u m a ,   t e t a p i   a n d a   m u n g - 	 (	?	: 6	A	2	M		,   2	G		?	(	  	*		>		 	 	 	 I n g y e n e s ,   d e   d  j - 	 	 	 	 G r a t i s ,   m a a r   e r   k u n n e n   	 	 	 G r a t i s ,   d a r   e s t e 	 	 	   ,       	 	 	 1''F  '3*  HD  4'/	 	 	 											  					,   							 	 	 	 	 	 	 	 	 G r a t i s ,   m a a r   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r  t i s ,   m a s   p o d e r  
 
 E L F _ S T R _ G N _ T I P 1 0 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 b e   c h a r g e d   b y   y o u r 	 #cS"uu N	 ~ޏcSNu N	 4H2#42#2	 h a y a   c a r g o s 	 d e v r e z   p e u t -  t r e   p a y e r 	 B e t r e i b e r   k  n n t e   	 	 l ' o p e r a t o r e   p o t r e b b e 	 DE2H/  'D./E)  	 s e r   t a x a d o   p e l o   s e u 	 o p e r a t  r  n  z e    c r e t 	 b   t  n h   p h    b i 	 d i k e n a k a n   b i a y a   o l e h 	 k i n   d i k e n a k a n   b a y a r a n   o l e h 	 	*	0	G		0	  6	A	2	M		  2	G		 	 	 	 a t   s z  m  t h a t   f e l 	 	 	 	 k o s t e n   i n   r e k e n i n g   w o r d e n   	 	 	 p o s i b i l   s   f i ci   t a x a ci 	 	 	       	 	 	 '~1'*H1  '2  4E'	 	 	 					  							  					  			  	 	 	 	 	 	 	 	 	 j o u   o p e r a t e u r   m a g   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s e r   c o b r a d o   p e l a   s u a 
 
 E L F _ S T R _ G N _ T I P 1 1 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 o p e r a t o r . 	 [Amϑ0	 [Amϑ90	 9IC+I#42#	 d e   p a r t e   d e   s u   o p e r a d o r .   	 v o t r e   o p  r a t e u r . 	 G e b  h r e n   e r h e b e n . 	 	 a d d e b i t a r l o . 	 F8J1  0DC. 	 o p e r a d o r . 	  d e m e n i z   g e r e k e b i l i r . 	 n h    k h a i   t h  c   m n g . 	 o p e r a t o r . 	 o p e r a t o r   a n d a . 	 8		$	>	  9	H	. 	 	 	 	 a   s z o l g  l t a t  . 	 	 	 	 g e b r a c h t   d o o r   d e   o p e r a t o r . 	 	 	 d e   o p e r a t o r u l   d v s . 	 	 	   . 	 	 	 G2FG  /1'A*  FE'/. 	 	 	 				  					  				  					d	  	 	 	 	 	 	 	 	 	 d a l k   k o s t e   h e f . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 o p e r a d o r a . 
 
 E L F _ S T R _ G N _ T I P 1 2 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	   	   	   	 	 	 	 	 n o 	 	 	 	 	 	   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   
 
 E L F _ S T R _ G N _ T I P 1 3 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S o r r y ,   n o   m a t c h i n g 	 _bIk*g~b0R	 _bIk*g9SM0R	 -- 1"  D!H@%	 L o s   s e n t i m o s ,   n o   s e   e n c o n t r  	 D  s o l  ,   a u c u n e   m u s i q u e 	 L e i d e r   k e i n e    b e r e i n s t i m m e n d e 	 	 N o n   s i      t r o v a t a 	 901K'  D'  *H,/  F*'&,  E7'(B). 	 N e n h u m a   m  s i c a 	 E _l e _e n   m  z i k   b u l u n a m a d 1, 	 R t   t i c ,   k h  n g   t  m 	 M a a f ,   t i d a k   a d a 	 M a a f ,   t i a d a   m u z i k   p a d a n 	 	G	&	  9	H	,   	K		  .	G	2	  	>	$	>		 	 	 	 S a j n o s   n i n c s   e g y e z Q	 	 	 	 E r   i s   g e e n   b i j p a s s e n d e   	 	 	 N e   p a r e   r u ,   n u   a   f o s t 	 	 	 ,     	 	 	 E*'3A'FG  G  EH1/  GE.H'F  H,H/  F/'4*	 	 	 						,   												  			  			  	 	 	 	 	 	 	 	 	 J a m m e r ,   m a a r   g e e n   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   m  s i c a 
 
 E L F _ S T R _ G N _ T I P 1 4 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 m u s i c   i s   f o u n d ,   t h x 	 g~bvLkf	 g~bvLkf"	 5H#  -85H	 m  s i c a   q u e   c o i n c i d i e r a ,    g r a c i a s ! 	 c o r r e s p o n d a n t e   t r o u v  e , 	 M u s i k   g e f u n d e n ,   d a n k e   f  r   	 	 m u s i c a ,   g r a z i e   p e r 	 9+1  9DI  'DEDA  4C1K'	 c o r r e s p o n d e n t e   f o i   e n c o n t r a d a , 	 G r a c e n o t e ' u   k u l l a n d 11n 1z 	 t h y   b  i   h  t   t h  c h   h p ,   c m   n   b n 	 m u s i k   y a n g   c o c o k   d i t e m u k a n ,   t e r i m a   k a s i h 	 d i j u m p a i ,   t e r i m a   k a s i h 	 8			@	$	  (	9	@		  .	?	2	>	,   	M	0	G	8	(	K			 	 	 	 z e n e ,   k  s z  n j  k ,   h o g y 	 	 	 	 m u z i e k   g e v o n d e n .   	 	 	 g s i t   m u z i c   c o r e s p u n - 	 	 	   .         	 	 	 EH3B  ~/'  4/  ('3~'3	 	 	 					  						  		,   								  							  	 	 	 	 	 	 	 	 	 m u s i e k   i s   g e v i n d   w a t   h i e r b y   p a s   n i e ;   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c o r r e s p o n d e n t e   f o i   e n c o n t r a d a , 
 
 E L F _ S T R _ G N _ T I P 1 5 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 f o r   u s i n g   G r a c e n o t e ! 	 `vO(u0	 "`vO(u0	 C
I  G r a c e n o t e ! 	 p o r   u s a r   G r a c e n o t e ! 	 m e r c i   d ' u t i l i s e r   G r a c e n o t e   ! 	 B e n u t z u n g   v o n   G r a c e n o t e ! 	 	 a v e r   u s a t o   G r a c e n o t e ! 	 D'3*./'EC  G r a c e n o t e ! 	 o b r i g a d o   p o r   u t i l i z a r   o   G r a c e n o t e ! 	 i  i n   t e _e k k  r   e d e r i z ! 	    d  n g   G r a c e n o t e ! 	 t e l a h   m e n g g u n a k a n   G r a c e n o t e ! 	 u n t u k   m e n g g u n a k a n   G r a c e n o t e ! 	 *	M	0	/	K		  	0	(	G	  	G	  2	?		  '	(	M	/	5	>	&	! 	 	 	 	 a   G r a c e n o t e - o t   h a s z n  l t a ! 	 	 	 	 W e   d a n k e n   u   v o o r   h e t   g e b r u i k   v a n   G r a c e n o t e . 	 	 	 z t o a r e ,   m u l cu m i m   p t .   u t i l i z a r e a   G r a c e n o t e ! 	 	 	     - G r a c e n o t e ! 	 	 	 (.'71  '3*A'/G  '2  G r a c e n o t e ! 	 	 	 				  				  							! 	 	 	 	 	 	 	 	 	 d a n k i e   d a t   j y   G r a c e n o t e   g e b r u i k   h e t ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p o r   u s a r   G r a c e n o t e ! 
 
 E L F _ S T R _ G N _ T I P 1 6 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e c o g n i z i n g . . . 	 ck(WX%R. . . 	 ck(WƋ+R. . . 	 3%1#1#9I. . . 	 R e c o n o c i e n d o . . . 	 R e c o n n a i s s a n c e   e n   c o u r s & 	 W i r d   e r k a n n t . . . 	 	 R i c o n o s c i m e n t o   i n   c o r s o & 	 ,'1M  'D*91A  9DI. . . . 	 A   r e c o n h e c e r & 	 O n a y l a n 1y o r & 	 a n g   n h n   d n g . . . 	 M e n g e n a l i . . . 	 S e d a n g   m e n g e n a l   p a s t i & 	 *	9		>	(	  0	9	>	  9	H	& 	 	 	 	 F e l i s m e r  s & 	 	 	 	 B e z i g   m e t   h e r k e n n e n . . 	 	 	 R e c u n o a _t e r e & 	 	 	 . . . 	 	 	 /1-'D  *4.J5. . . 	 	 	 						  				. . . 	 	 	 	 	 	 	 	 	 H e r k e n   t a n s . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c o n h e c e n d o . . . 
 
 E L F _ S T R _ G N _ S T A R T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S t a r t 	 Y	  _Y	 @#4H!	 I n i c i a r 	 C o m m e n c e r 	 S t a r t 	 CA:	 A v v i a 	 (/!	 I n i c i a r 	 B a _l a t 	 B t   u 	 M u l a i 	 M u l a 	 6	A	0	B	  	0	G			 	 	 	 I n d  t  s 	 	 	 	 S t a r t 	 	 	 P o r n i r e 	 	 	 	 	 	 ":'2	 	 	 				  					 	 	 	 	 	 	 	 	 B e g i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i a r 
 
 E L F _ S T R _ G N _ S T O P 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S t o p 	 \Pbk	 \Pbk	 +"8	 P a r a r 	 A r r  t e r 	 S t o p p 	 !B>?	 A r r e s t a 	 %JB'A	 P a r a r 	 D u r d u r 	 D n g 	 B e r h e n t i 	 B e r h e n t i 	 0	K		G			 	 	 	 L e  l l  t  s 	 	 	 	 S t o p p e n 	 	 	 O p r i r e 	 	 	 	 	 	 'J3*	 	 	 						 	 	 	 	 	 	 	 	 S t o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a r 
 
 E L F _ S T R _ G N _ R E C O R D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e c o r d 	 	 U_	 -1	 G r a b a r 	 E n r e g i s t r e r 	 A u f n a h m e 	 0?8AL	 R e g i s t r a 	 *3,JD	 G r a v a r 	 K a y d e t   	 G h i    m   	 R e k a m 	 R a k a m 	 0	?		I	0	M	!	  	0	G			 	 	 	 R  g z  t  s 	 	 	 	 O p n e m e n 	 	 	  n r e g i s t r a r e 	 	 	 	 	 	 6(7	 	 	 						  					 	 	 	 	 	 	 	 	 N e e m   o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a v a r 
 
 E L F _ S T R _ G N _ O K 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 O K 	 x[	 nx[	 %	 A c e p t a r 	 O K 	 O K 	 O k 	 O K 	 EH'AB	 O K 	 T a m a m 	 O K 	 O K 	 O k 	  	@			 	 	 	 O K 	 	 	 	 O K 	 	 	 O K 	 	 	 	 	 	 *#JJ/	 	 	 			  				 	 	 	 	 	 	 	 	 O K 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O K 
 
 E L F _ S T R _ G N _ U P L O A D _ F A I L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 U p l o a d i n g   f a i l e d ! 	 _UR
NP1YWe! 	 /TR
N O1Y%! 	 2#-1B+%%I!@+%'! 	  F a l l    l a   c a r g a ! 	 E c h e c   d e   m i s e      j o u r   ! 	 U p l o a d   f e h l g e s c h l a g e n ! 	 B?@02:0  =5  C40;0AL! 	 U p l o a d   n o n   r i u s c i t o ! 	 A4D  'D*-EJD	 F a l h a   a o   c a r r e g a r ! 	 K a r _1  y  k l e m e   b a _a r 1s 1z ! 	 K h  n g   t h   t i   l  n ! 	 U p l o a d   g a g a l ! 	 M u a t   n a i k   g a g a l ! 	 	*	2	K	!	?			  5	?	+	2		 	 	 	 S i k e r t e l e n   f e l t  l t  s ! 	 	 	 	 U p l o a d e n   m i s l u k t ! 	 	 	  n c r c a r e   e _u a t ! 	 	 	   ! 	 	 	 ('10'1  F'EHAB  (H/! 	 	 	 					  				  						  					! 	 	 	 	 	 	 	 	 	 O p l a a i   h e t   m i s l u k ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r r e g a m e n t o   f a l h o u ! 
 
 E L F _ S T R _ G N _ U P L O A D _ R E P _ F A I L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 U p l o a d i n g   r e s p o n s e   f a i l e d ! 	 
NPVa1YWe! 	 
N OV^1Y%! 	 2#-1B+%3-%I!@+%'! 	 R e s p u e s t a   d e   c a r g a 	 E c h e c   d e   r  p o n s e   d e   t  l  c h a r g e m e n t   ! 	 U p l o a d - R e a k t i o n   f e h l g e s c h l a g e n ! 	 H81:0  >B25B0  =0  >B?@02:C! 	 R i s p o s t a   a d   u p l o a d   n o n   r i u s c i t a ! 	 A4D  '3*,'()  'D*-EJD! 	 F a l h a   d e   r e s p o s t a   d e   c a r r e g a m e n t o ! 	 K a r _1  y  k l e m e   y a n 1t 1  b a _a r 1s 1z ! 	 P h n   h i   t i   l  n   b   l i ! 	 U p l o a d   r e s p o n s   g a g a l ! 	 J a w a p a n   m u a t   n a i k   g a g a l ! 	 	*	2	K	!	?			  *	M	0	$	M	/	A	$	M	$	0	  5	?	+	2	! 	 	 	 	 S i k e r t e l e n   f e l t  l t  s i   v  l a s z 	 	 	 	 G e e n   a n t w o o r d   o p   u p l o a d   o n t v a n g e n ! 	 	 	 R s p u n s   l a    n c r c a r e   e _u a t ! 	 	 	     ! 	 	 	 ~'3.  ('10'1  F'EHAB  (H/! 	 	 	 					  				  			  				  						  						 	 	 	 	 	 	 	 	 O p l a a i - r e a k s i e   h e t   m i s l u k ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r r e g a m e n t o   d e   r e s p o s t a   f a l h o u ! 
 
 E L F _ S T R _ A B O U T _ T I P 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A b o u t 	 ܕe	 sQN	 @5H"'1  	 A c e r c a   d e 	 A   p r o p o s   d e 	 I n f o    b e r   	 !?@02:0	 I n f o r m a z i o n i 	 -HD	 S o b r e 	 H a k k 1n d a 	 V   	 T e n t a n g 	 M e n g e n a i 	 	G	  ,	>	0	G	  .	G			 	 	 	 N  v j e g y 	 	 	 	 I n f o   o v e r 	 	 	 D e s p r e   	 	 	   	 	 	 /1('1G	 	 	 								  	 	 	 	 	 	 	 	 	 A a n g a a n d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e 
 
 E L F _ S T R _ A U D I O _ D E V I C E _ B U S Y 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxN_x-N	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 'D,G'2  E4:HD	 D i s p o s i t i v o   o c u p a d o 	 A y g 1t   m e _g u l 	 T h i t   b   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$		 	 	 	 A z   e s z k  z   e l f o g l a l t 	 	 	 	 A p p a r a a t   b e z e t 	 	 	 D i s p o z i t i v   o c u p a t 	 	 	   	 	 	 H3JDG  E4:HD  '3*	 	 	 						  							 	 	 	 	 	 	 	 	 T o e s t e l   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s p o s i t i v o   o c u p a d o 
 
 E L F _ S T R _ A U D I O _ L I S T _ F U L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 L i s t   f u l l 	 nU]n	 Rh]n	 #2"2#@G!	 L i s t a   l l e n a 	 L i s t e   p l e i n e 	 L i s t e   v o l l 	 !?8A>:  70?>;=5=	 E l e n c o   p i e n o 	 'DB'&E)  EE*D&)	 L i s t a   c h e i a 	 L i s t e   d o l u 	 D . s  c h   y 	 D a f t a r   p e n u h 	 S e n a r a i   p e n u h 	 8	B		@	  *	B	0	M	#		 	 	 	 A   l i s t a   m e g t e l t 	 	 	 	 L i j s t   v o l 	 	 	 L i s t   p l i n 	 	 	   	 	 	 AG13*  ~1  '3*	 	 	 						  									 	 	 	 	 	 	 	 	 L y s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   c h e i a 
 
 E L F _ S T R _ A U D I O _ O P E N _ F I L E _ E R R O R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C a n n o t   o p e n   t h e   f i l e 	 jHh_U1YWe	 eN _/T1Y%	 D!H*2!2#@4D%L	 N o   s e   p u e d e   a b r i r   e l   a r c h i v o   	 N e   p e u t   p a s   o u v r i r   l e   f i c h i e r 	 K a n n   D a t e i   n i c h t    f f n e n 	 52>7<>6=>  >B:@KBL  D09;	 I m p o s s i b i l e   a p r i r e   i l   f i l e 	 *901  A*-  'DEDA	 N  o      p o s s  v e l   a b r i r   o   f i c h e i r o 	 D o s y a   a  1l a m 1y o r 	 K . t h   m   f i l e 	 T i d a k   d a p a t   m e m b u k a   f i l e 	 T i d a k   b o l e h   m e m b u k a   f a i l 	 +	>		2	  (	9	@		  	K	2	  8		$	>		 	 	 	 A   f  j l   n e m   n y i t h a t    m e g 	 	 	 	 K a n   h e t   b e s t a n d   n i e t   o p e n e n 	 	 	 N u   s e   p o a t e   d e s c h i d e   f i _i e r u l 	 	 	         	 	 	 ('21/F  ~1HF/G  'E'F~01  F3*	 	 	 				  					  					  		  	 	 	 	 	 	 	 	 	 K a n   n i e   d i e   l  e r   o o p m a a k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   a b r i r   o   a r q u i v o 
 
 E L F _ S T R _ A U D I O _ B A D _ F O R M A T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B a d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9AD!H5	 F o r m a t o   i n c o r r e c t o 	 F o r m a t   i n c o r r e c t 	 F a l s c h e s   F o r m a t 	 5459AB28B5;L=K9  D>@<0B	 F o r m a t o   s c a d e n t e 	 'DF3B  :J1  5-J-	 F o r m a t o   i n c o r r e c t o 	 K  t    b i  i m 	 n h   d n g   s a i 	 F o r m a t   s a l a h 	 F o r m a t   r o s a k 	 	0	>	,	  +	>	0	M	.	G			 	 	 	 R o s s z   f o r m  t u m 	 	 	 	 S l e c h t e   i n d e l i n g 	 	 	 F o r m a t   i n c o r e c t 	 	 	   	 	 	 A1E*  F'/13*	 	 	 					  								 	 	 	 	 	 	 	 	 F o u t i e w e   f o r m a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o r m a t o   r u i m 
 
 E L F _ S T R _ A U D I O _ I N V A L I D _ F O R M A T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 I n v a l i d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9AD!H9I-	 F o r m a t o   i n v  l i d o   	 F o r m a t   i n v a l i d e 	 U n g  l t i g e s   F o r m a t 	 525@=K9  D>@<0B	 F o r m a t o   n o n   v a l i d o 	 'D*F3JB  :J1  5'D-	 F o r m a t o   i n v  l i d o 	 G e  e r s i z   b i  i m 	 . d n g   k . h p   l 	 F o r m a t   t i d a k   v a l i d 	 F o r m a t   t i d a k   s a h 	 	.	>	(	M	/	  +	>	0	M	.	G		  	 	 	 	  r v  n y t e l e n   f o r m  t u m 	 	 	 	 O n g e l d i g e   i n d e l i n g 	 	 	 F o r m a t   n e v a l i d 	 	 	     	 	 	 A1E*  F'E9*(1	 	 	 								  							    	 	 	 	 	 	 	 	 	 O n g e l d i g e   f o r m a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o r m a t o   i n v  l i d o 
 
 E L F _ S T R _ A U D I O _ U N S U P P O R T E D _ C H A N N E L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 U n s u p p o r t e d   c h a n n e l 	 
N/ecvS	 
N/ecvOS	 A
@%5HD!H*1*8	 C a n a l   n o   s o p o r t a d o 	 C a n a l   n o n   s u p p o r t  	 K e i n   u n t e r s t  t z t e r   K a n a l 	 5?>445@68205<K9  :0=0;	 C a n a l e   n o n   s u p p o r t a t o 	 'DBF')  :J1  E/9HE)	 C a n a l   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   k a n a l   	 K  n h   k h  n g   h   t r 	 S a l u r a n   t i d a k   d i d u k u n g 	 S a l u r a n   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  	H	(	2		 	 	 	 N e m   t  m o g a t o t t   c s a t o r n a 	 	 	 	 K a n a a l   n i e t   o n d e r s t e u n d 	 	 	 C a n a l   n e a c c e p t a t 	 	 	     	 	 	 C'F'D  ~4*J('F  F4/G	 	 	   								  								 	 	 	 	 	 	 	 	 K a n a a l   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n a l   n  o   s u p o r t a d o 
 
 E L F _ S T R _ A U D I O _ U N S U P P O R T E D _ F R E Q 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 U n s u p p o r t e d   f r e q u e n c y 	 
N/ecv;s	 
N/ecvs	 '2!5H5HD!H*1*8	 F r e c u e n c i a   n o   s o p o r t a d a 	 F r  q u e n c e   n o n   s u p p o r t  e 	 K e i n e   u n t e r s t  t z t e   F r e q u e n z 	 5?>445@68205<0O  G0AB>B0	 F r e q u e n z a   n o n   s u p p o r t a t a 	 'D*1//  :J1  E/9HE	 F r e q u  n c i a   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   f r e k a n s   	 T n   s   k h  n g   h   t r 	 F r e k u e n s i   t i d a k   d i d u k u n g 	 F r e k u e n s i   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  +	M	0	@		M	5	G		8	@		 	 	 	 N e m   t  m o g a t o t t   f r e k v e n c i a 	 	 	 	 F r e q u e n t i e   n i e t   o n d e r s t e u n d 	 	 	 F r e c v e n c  n e a c c e p t a t 	 	 	     	 	 	 (3'E/  ~J4*J('F  F4/G	 	 	   								  													 	 	 	 	 	 	 	 	 F r e k w e n s i e   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F r e q u  n c i a   n  o   s u p o r t a d a 
 
 E L F _ S T R _ A U D I O _ U N S U P P O R T E D _ T Y P E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 U n s u p p o r t e d   t y p e 	 
N/ecvW_	 
N/ecvW_	 
45HD!H*1*8	 T i p o   n o   a d m i t i d o 	 T y p e   n o n   s u p p o r t  	 K e i n   u n t e r s t  t z t e r   T y p 	 5?>445@68205<K9  B8?	 T i p o   n o n   s u p p o r t a t o 	 'DFH9  :J1  E/9HE	 T i p o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   t  r   	 K i u   k h  n g   h   t r 	 J e n i s   t i d a k   d i d u k u n g 	 J e n i s   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  *	M	0		>	0		 	 	 	 N e m   t  m o g a t o t t   t  p u s 	 	 	 	 T y p e   n i e t   o n d e r s t e u n d 	 	 	 T i p   n e a c c e p t a t 	 	 	     	 	 	 FH9  ~4*J('F  F4/G	 	 	 			  						  				  		  	 	 	 	 	 	 	 	 	 T i p e   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o   n  o   s u p o r t a d o 
 
 E L F _ S T R _ A U D I O _ A U D P L Y _ E R R O R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A u d i o   c o n t e n t   e r r o r 	 HegQ[/	 HeQ[	 @7I-+2@*5"4%2	 E r r o r   e n   e l   c o n t e n i d o   d e   a u d i o 	 E r r e u r   d e   c o n t e n u   a u d i o 	 A u d i o i n h a l t f e h l e r 	 H81:0  A>45@60=8O  0C48>70?8A8! ! 	 E r r o r e   c o n t e n u t o   a u d i o 	 .7#  AJ  E-*HI  'D5H*	 E r r o   d e   c o n t e  d o    u d i o 	 S e s   i  e r i k   h a t a s 1  	 L i   n i   d u n g    m   t h a n h 	 K e s a l a h a n   p a d a   k o n t e n   a u d i o 	 R a l a t   k a n d u n g a n   a u d i o 	 	!	?	/	K	  			G			  $	M	0	A		?		 	 	 	 A u d i    t a r t a l m i   h i b a 	 	 	 	 F o u t   i n   a u d i o - i n h o u d 	 	 	 E r o a r e   l a   c o n ci n u t u l   a u d i o 	 	 	     	 	 	 .7'  /1  E-*H'  5H*	 	 	 				' 	  											  			  	 	 	 	 	 	 	 	 	 O u d i o - i n h o u d f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   c o n t e  d o   d e    u d i o 
 
 E L F _ S T R _ A U D I O _ N O _ S P A C E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 E x c e e d   f i l e   l i m i t 	 jHh'Y\NP6R	 eNǏP6R	 @4531D%L	 L  m i t e   d e   a r c h i v o   s u p e r a d o 	 D  p a s s e   l a   l i m i t e   d e   f i c h i e r 	  b e r s c h r e i t e t   D a t e i g r e n z e 	 @52KH5=0  :2>B0  D09;>2	 L i m i t e   f i l e   s u p e r a t o 	 *,'H2  -/  'DEDA	 L i m i t e   d e   f i c h e i r o   e x c e d i d o 	 A _1l a n   d o s y a   l i m i t i 	 Q u    g i i   h n   f i l e 	 B a t a s   f i l e   t e r l a m p a u i 	 M e l e b i h i   h a d   f a i l 	 +	>		2	  8	@	.	>	  8	G	  	'	?		  	 	 	 	 A   f  j l k o r l  t   t  l l  p v e 	 	 	 	 B e s t a n d s l i m i e t   o v e r s c h r e d e n 	 	 	 A ci   d e p _i t   l i m i t a   f i _i e r u l u i 	 	 	     	 	 	 *,'H2  '2  E-/H/J*  ~1HF/G	 	 	 				  				  							  					  	 	 	 	 	 	 	 	 	 O o r s k r y   l  e r p e r k   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c e d e u   l i m i t e   d e   a r q u i v o 
 
 E L F _ S T R _ A U D I O _ U N S U P P O R T E D _ S P E E D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S p e e d   n o t   s u p p o r t 	 d>e^
N/ec	 d>e^
N/ec	 '2!@#G'D!H*1*8	 V e l o c i d a d   n o   c o m p a t i b l e 	 V i t e s s e   n o n   s u p p o r t  e 	 G e s c h w i n d i g k e i t   n i c h t   u n t e r s t  t z t 	 !:>@>ABL  =5  ?>445@68205BAO	 V e l o c i t    n o n   s u p p o r t a t a 	 'D319)  :J1  E/9HE)	 V e l o c i d a d e   n  o   s u p o r t a d a 	 H 1z   d e s t e k l e n m i y o r   	 K h  n g   h   t r   t c   	 K e c e p a t a n   t i d a k   d i d u k u n g 	 K e l a j u a n   t i d a k   d i s o k o n g 	 	$	?	  8	.	0	M	%	?	$	  (	9	@			 	 	 	 N e m   t  m o g a t o t t   s e b e s s  g 	 	 	 	 S n e l h e i d   n i e t   o n d e r s t e u n d 	 	 	 V i t e z   n e a c c e p t a t 	 	 	     	 	 	 319*  EH1/F81  ~4*('F  F4/G  '3*	 	 	 			  						  			  		  	 	 	 	 	 	 	 	 	 S p o e d   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e l o c i d a d e   s e m   s u p o r t e 
 
 E L F _ S T R _ A U D I O _ N O _ A U D I O _ T R A C K 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o   a u d i o   t r a c k 	 jHh!q̎	 eNeh	 D!H!5A#G@*5"	 N o   h a y   p i s t a s   d e   a u d i o 	 P a s   d e   p i s t e   a u d i o 	 K e i n e   A u d i o s p u r 	 5B  0C48>4>@>6:8	 T r a c c i a   s o n o r a   a s s e n t e 	 D'  JH,/  E3'1  5H*J	 S e m   f a i x a s   d e    u d i o 	 M  z i k   p a r  a s 1  y o k   	 K h  n g   c    b  i   h  t 	 T i d a k   a d a   t r e k   a u d i o 	 T i a d a   t r e k   a u d i o 	 	!	?	/	K	  	M	0	H		  (	9	@			 	 	 	 N i n c s   a u d i    s  v 	 	 	 	 G e e n   a u d i o s p o o r 	 	 	 A b s e n c  p i s t   a u d i o 	 	 	     	 	 	 G  ~1HF/G  5H*  H,H/  F/'1/	 	 	 				  				  							  			  	 	 	 	 	 	 	 	 	 G e e n   o u d i o s n i t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   t r i l h a   d e    u d i o 
 
 E L F _ S T R _ A U D I O _ D E C O D E R _ N O T _ S U P P O R T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A u d i o   c o n t e n t   n o t   s u p p o r t 	 HegQ[
N/ec	 HeQ[
N/ec	 D!H*1*8@7I-+2@*5"	 C o n t e n i d o   d e   a u d i o   n o   c o m p a t i b l e 	 C o n t e n u   a u d i o   p a s   s u p p o r t  	 A u d i o i n h a l t   n i c h t   u n t e r s t  t z t 	 C48>:>=B5=B  =5  ?>445@68205BAO	 C o n t e n u t o   a u d i o   n o n   s u p p o r t a t o 	 E-*HI  'D5H*  :J1  E/9HE	 C o n t e  d o    u d i o   n  o   s u p o r t a d o 	 S e s   i  e r i i   d e s t e k l e n m i y o r   	 K . h   t r   n i   d u n g    m   t h a n h 	 K o n t e n   a u d i o   t i d a k   d i d u k u n g 	 K a n d u n g a n   a u d i o   t i d a k   d i s o k o n g 	 	!	?	/	K	  			G			  8	.	0	M	%	?	$	  (	9	@			 	 	 	 A z   a u d i    t a r t a l o m   n e m   t  m o g a t o t t 	 	 	 	 A u d i o - i n h o u d   w o r d t   n i e t   o n d e r s t e u n d 	 	 	 C o n ci n u t u l   a u d i o   n u   e s t e   a c c e p t a t 	 	 	       	 	 	 E-*H'  5H*  ~4*J('F  F4/G	 	 	 				' 	  									  						  			  		  	 	 	 	 	 	 	 	 	 K l a n k i n h o u d   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t e  d o   d e    u d i o   s e m   s u p o r t e 
 
 E L F _ S T R _ A U D I O _ C O M M A N D _ E R R O R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 D!H*2!2#@%H	 N o   s e   p u d o   r e p r o d u c i r 	 E c h e c   d e   l e c t u r e 	 K o n n t e   n i c h t   w i e d e r g e g e b e n   w e r d e n 	 H81:0  ?@8  2>A?@>872545=88	 R i p r o d u z i o n e   n o n   r i u s c i t a 	 A4D  'D*4:JD	 A   r e p r o d u   o   f a l h o u 	  a l m a   b a _a r 1s 1z 	 K h  n g   t h   p h  t 	 G a g a l   d i p u t a r 	 G a g a l   m e m a i n 	 	2	>	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   l e j  t s z  s 	 	 	 	 K a n   n i e t   a f s p e l e n 	 	 	 E _u a r e   l a   r e d a r e 	 	 	   	 	 	 ~.4  F'EHAB  (H/	 	 	 						  				  							 	 	 	 	 	 	 	 	 S p e e l   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   r e p r o d u z i r 
 
 E L F _ S T R _ S P _ N O _ L R C 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 [   N o   l y r i c s   ] 	 [   !qLk^  ] 	 [   eLk͋  ] 	 [   D!H!5@7I-#I-  ] 	 [ N o   h a y   l e t r a s ] 	 [   P a s   d e   p a r o l e s   ] 	 [   K e i n e   L i e d t e x t e   ] 	 [ "5:AB  ?5A=8  >BACBAB2C5B] 	 [ N e s s u n   t e s t o ] 	 [   D'  *H,/  #49'1  ] 	 [   S e m   l e t r a s   ] 	 [   ^a r k 1  s  z    y o k   ] 	 [   K . c    l i   ] 	 [   T i d a k   a d a   l i r i k   ] 	 [   T i a d a   l i r i k   ] 	 [   	K		  	@	$	  (	9	@		  ] 	 	 	 	 [   N i n c s   d a l s z  v e g   ] 	 	 	 	 [   G e e n   l i e d t e k s t   ] 	 	 	 [ A b s e n c  v e r s u r i   ] 	 	 	 [       ] 	 	 	 [   *1'FG  '  H,H/  F/'1/  ] 	 	 	 [ 			  					  			  			] 	 	 	 	 	 	 	 	 	 [ G e e n   l i r i e k e   n i e ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ S e m   l e t r a ] 
 
 E L F _ S T R _ D L _ N O _ I N F O 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 [   M i s s i n g   I n f o .   ] 	 [ :\vܕOo`] 	 [ :\vsQOo`] 	 [   I-!9%+2"D  ] 	 [ F a l t a   i n f o r m a c i  n ] 	 [   I n f o   m a n q u a n t e s   ] 	 [   F e h l e n d e   I n f o .   ] 	 [ @>?CI5==0O  8=D>@<0F8O] 	 [ I n f o   m a n c a n t e   ] 	 [   E9DHE'*  EABH/)  ]   	 [   I n f o .   e m   f a l t a   ] 	 [   K a y 1p   B i l g i   ] 	 [   T h i u   t h  n g   t i n   ] 	 [   I n f o   t i d a k   a d a   ] 	 [   M a k l u m a t   T i d a k   D i d a p a t i   ] 	 [ 	A	.	  8	B		(	>	  ] 	 	 	 	 [   H i  n y z    i n f o .   ] 	 	 	 	 [   O n t b r e k e n d e   g e g e v e n s   ] 	 	 	 [   A b s e n c  i n f o .   ] 	 	 	 [         ] 	 	 	 [   '7D'9'*  EH,H/  F3*  ] 	 	 	 [   				  						  				] 	 	 	 	 	 	 	 	 	 [ V e r m i s t e   i n l i g t i n g ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ I n f o r m a   e s   a u s e n t e s   ] 
 
 E L F _ S T R _ C O N F I R M _ E X I T _ S P 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o   y o u   w a n t   t o   e x i t ? 	  Qf}x[	  QՋ,Tnx[	 8I-2#--+#7-D!H? 	  D e s e a   s a l i r ? 	 V o u l e z - v o u s   q u i t t e r   ? 	 M  c h t e n   S i e   b e e n d e n ? 	 %>B8B5  2K9B8? 	 U s c i r e ? 	 GD  *1J/  'D.1H,  	 D e s e j a   s a i r ? 	  1k m a k   i s t i y o r   m u s u n u z ? 	 B n   m u n   t h o  t ? 	 A n d a   i n g i n   k e l u a r ? 	 A d a k a h   a n d a   i n g i n   k e l u a r ? 	 	M	/	>	  	*	  	K	!	<	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 K i   a k a r   l  p n i ? 	 	 	 	 W i l t   u   a f s l u i t e n ? 	 	 	 D o r i ci   s   i e _i ci ? 	 	 	   ? 	 	 	 "'  E  .H'G/  .'1,  4H/	 	 	 				  		  			  			  				  			? 	 	 	 	 	 	 	 	 	 W i l   j y   u i t g a a n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s e j a   s a i r ? 
 
 E L F _ S T R _ C O N F I R M _ E X I T _ D L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o   y o u   w a n t   t o   e x i t ? 	  QN	x[	  QN}nx[	 8I-2#--+#7-D!H? 	  D e s e a   s a l i r ? 	 V o u l e z - v o u s   q u i t t e r   ? 	 M  c h t e n   S i e   b e e n d e n ? 	 %>B8B5  2K9B8? 	 U s c i r e ? 	 GD  *1J/  'D.1H,  	 D e s e j a   s a i r ? 	  1k m a k   i s t i y o r   m u s u n u z ? 	 B n   m u n   t h o  t ? 	 A n d a   i n g i n   k e l u a r ? 	 A d a k a h   a n d a   i n g i n   k e l u a r ? 	 	M	/	>	  	*	  	K	!	<	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 K i   a k a r   l  p n i ? 	 	 	 	 W i l t   u   a f s l u i t e n ? 	 	 	 D o r i ci   s   i e _i ci ? 	 	 	   ? 	 	 	 "'  E  .H'G/  .'1,  4H/	 	 	 				  		  			  			  				  			? 	 	 	 	 	 	 	 	 	 W i l   j y   u i t g a a n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s e j a   s a i r ? 
 
 E L F _ S T R _ T R A N S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 T r a n s f e r r i n g 	 ck(WP8-N	 ck(WTQ	 3%1H2"B-	 T r a n s f i r i e n d o 	 T r a n s f e r   e n   c o u r s 	 W i r d    b e r t r a g e n 	 5@540G0	 T r a s f e r i m e n t o   i n   c o r s o 	 ,'1M  'DFBD	 A   t r a n s f e r i r 	 A k t a r 1y o r   	 a n g   c h u y n 	 M e n t r a n s f e r 	 M e m i n d a h k a n 	 8	M	%	>	(	>		$	0	#	  	0	  0	9	>	  9	H		 	 	 	  t t  l t  s 	 	 	 	 B e z i g   m e t   d o o r v e r b i n d e n 	 	 	 T r a n s f e r    n   c u r s 	 	 	 	 	 	 /1-'D  'F*B'D	 	 	 								  						 	 	 	 	 	 	 	 	 D r a   t a n s   o o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s f e r  n c i a 
 
 E L F _ S T R _ T R A N S _ T I M E R _ O U T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 T r a n s f e r r i n g   t i m e   o u t 	 
>Bf	 e	 2#H2"B-@'%2+!	 S e   v e n c i    e l   t i e m p o   d e   t r a n s f e r e n c i a 	 E x p i r a t i o n   d e   t r a n s f e r t 	  b e r t r a g u n g s z e i t   a b g e l a u f e n 	 @5<O  2K?>;=5=8O  ?5@540G8  8AB5:;>	 T i m e o u t   t r a s f e r i m e n t o 	 %F*G'!  2EF  'DFBD	 T e m p o   e s g o t a d o   a o   t r a n s f e r i r 	 A k t a r m a   z a m a n   a _1m 1	 T m   d n g   c h u y n 	 W a k t u   t r a n s f e r   h a b i s 	 P e m i n d a h a n   t a m a t   m a s a 	 8	M	%	>	(	>		$	0	#	  8	.	/	  8	.	>	*	M	$		 	 	 	  t t  l t  s   i d Qt  l l  p  s e 	 	 	 	 T i m e - o u t   b i j   d o o r v e r b i n d e n 	 	 	 E x p i r a r e   t r a n s f e r 	 	 	       	 	 	 2E'F  'F*B'D  (~''F  13/	 	 	 										  			  			  				  	 	 	 	 	 	 	 	 	 O o r d r a g t y d   v e r s t r e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   e s g o t a d o   d e   t r a n s f e r  n c i a 
 
 E L F _ S T R _ C O N F I R M _ D O W N L O A D _ S O N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   s o n g   c h a r g e   2   y u a n ,   g o   o n ? 	 N	hQf6e2 CQ|~~	 N}hQf6e92 CQ~~	 H22'LB+%@%  2   +"'  3H-+#7-D!H? 	 L a   d e s c a r g a   d e   l a   c a n c i  n     c a r g a r    2   y e n e s ,    c o n t i n u a r ? 	 T  l  c h a r g e r   u n e   c h a n s o n   c o  t e r a   2   y u a n ,   c o n t i n u e r   ? 	 D o w n l o a d - G e b  h r   f  r   L i e d   s i n d   2   Y u a n ,   w e i t e r m a c h e n ? 	 	 I l   d o w n l o a d   d i   u n   b r a n o   c o s t a   2   y u a n ,   p r o c e d e r e ? 	 *CDA)  *F2JD  'D#:FJ)  2   JH'F  '3*E1'1	 C u s t o   p a r a   t r a n s f e r  n c i a   d e   m  s i c a   2   y u a n .   C o n t i n u a r ? 	 ^a r k 1y 1  i n d i r m e    c r e t i   2   y u a n ,   d e v a m   e d i l s i n   m i ? 	 T i   b  i   h  t   s   b   t  n h   2   N D T ,   t i p   t c ? 	 B i a y a   d o w n l o a d   l a g u   s e b e s a r   2   y u a n ,   l a n j u t k a n ? 	 B a y a r a n   m u a t a n   t u r u n   l a g u   2   y u a n ,   t e r u s k a n ? 	 !	>			(	2	K	!	  	@	$	  6	A	2	M		  2   /	A		(	,   	>	0	@	  0		G		? 	 	 	 	 A   d a l l e t  l t  s   d  j a   2   j  a n ,   f o l y t a t j a ? 	 	 	 	 D o w n l o a d e n   v a n   l i e d   k o s t   2   y u a n ,   d o o r g a a n ? 	 	 	 D e s c r c a r e a   m e l o d i e i   c o s t   2   y u a n i ,   c o n t i n u a ci ? 	 	 	       2   ,     ? 	 	 	 G2FG  ('11  "GF  2   H'F  '3*  "'  '/'EG  E/G/	 	 	 			  							  				  	  					  					,   							  				? 	 	 	 	 	 	 	 	 	 A f l a a i f o o i   v i r   l i e d   2   y u a n ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C u s t o   p a r a   t r a n s f e r  n c i a   d e   m  s i c a   2   y u a n .   C o n t i n u a r ? 
 
 E L F _ S T R _ C O N F I R M _ D O W N L O A D _ R I N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   r i n g   c h a r g e   2   y u a n ,   g o   o n ? 	 N	4r6e2 CQ|~~	 N}ÔX6e92 CQ~~	 H22'LB+%#4  2   +"'  3H-+#7-D!H? 	 L a   d e s c a r g a   d e l   r i m b r e     c a r g a r    2   y e n e s ,    c o n t i n u a r ? 	 T  l  c h a r g e r   u n e   s o n n e r i e   c o  t e r a   2   y u a n ,   c o n t i n u e r   ? 	 D o w n l o a d - G e b  h r   f  r   K l i n g e l t o n   s i n d   2   Y u a n ,   w e i t e r m a c h e n ? 	 	 I l   d o w n l o a d   d i   u n a   s u o n e r i a   c o s t a   2   y u a n ,   p r o c e d e r e ? 	 *CDA)  *F2JD  'DF:E)  2   JH'F  '3*E1'1	 C u s t o   p a r a   t r a n s f e r  n c i a   d e   t o q u e   2   y u a n .   C o n t i n u a r ? 	 Z i l   s e s i   i n d i r m e    c r e t i   2   y u a n ,   d e v a m   e d i l s i n   m i ? 	 T i   n . c h u  n g   s   b   t  n h   2   N D T ,   t i p   t c ? 	 B i a y a   d o w n l o a d   d e r i n g   s e b e s a r   2   y u a n ,   l a n j u t k a n ? 	 B a y a r a n   m u a t a n   t u r u n   n a d a   d e r i n g   2   y u a n ,   t e r u s k a n ? 	 !	>			(	2	K	!	  0	?			  6	A	2	M		  2   /	A		(	,   	>	0	@	  0		G		? 	 	 	 	 A   c s e n g Qh a n g - l e t  l t  s   d  j a   2   j  a n ,   f o l y t a t j a ? 	 	 	 	 D o w n l o a d e n   v a n   r i n g t o n e   k o s t   2   y u a n ,   d o o r g a a n ? 	 	 	 D e s c r c a r e a   s o n e r i e i   c o s t   2   y u a n i ,   c o n t i n u a ci ? 	 	 	       2   ,     ? 	 	 	 G2FG  ('11  G1  2F  2   H'F  '3*  "'  '/'EG  E/G/	 	 	 			  							  				  	  					  					,   							  				? 	 	 	 	 	 	 	 	 	 A f l a a i f o o i   v i r   l u i t o o n   2   y u a n ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C u s t o   p a r a   t r a n s f e r  n c i a   d e   t o q u e   2   y u a n .   C o n t i n u a r ? 
 
 E L F _ S T R _ C O N F I R M _ D O W N L O A D _ A U D I T I O N 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A u d i t i o n   c h a r g e   2   y u a n ,   g o   o n ? 	 f}Lkf6e2 CQ|~~	 Ջ,TLkf6e92 CQ~~	 H2--4
1H  2   +"'  3H-+#7-D!H? 	 L a   a u d i c i  n   c a r g a r    2   y e n e s ,    c o n t i n u a r ? 	 U n e   a u d i t i o n   c o  t e r a   2   y u a n ,   c o n t i n u e r ? 	 G e b  h r   f  r   H  r p r o b e   s i n d   2   Y u a n ,   w e i t e r m a c h e n ? 	 	 L ' a s c o l t o   c o s t a   2   y u a n ,   p r o c e d e r e ? 	 *CDA)  'D'3*E'9  2   JH'F  '3*E1'1	 C u s t o   d e   a u d i   o   2   y u a n .   C o n t i n u a r ? 	 D i n l e m e    c r e t i   2   y u a n ,   d e v a m   e d i l s i n   m i ? 	 N g h e   t h   s   b   t  n h   2   N D T ,   t i p   t c ? 	 B i a y a   a u d i s i   s e b e s a r   2   y u a n ,   l a n j u t k a n ? 	 B a y a r a n   m u a t a n   t u r u n   u j i   b a k a t   2   y u a n ,   t e r u s k a n ? 	 8	M	5	0	  *	0	@		M	7	>	  6	A	2	M		  2   /	A		(	,   	>	0	@	  0		G		? 	 	 	 	 A   b e l e h a l l g a t  s   d  j a   2   j  a n ,   f o l y t a t j a ? 	 	 	 	 A u d i t i e   k o s t   2   y u a n ,   d o o r g a a n ? 	 	 	 A u d i ci a   c o s t   2   y u a n i ,   c o n t i n u a ci ? 	 	 	       2   ,     ? 	 	 	 G2FG  GF1"2E'  2   H'F  '3*  "'  '/'EG  E/G/	 	 	 						  	  					  					,   							  				? 	 	 	 	 	 	 	 	 	 O u d i s i e f o o i   2   y u a n ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C u s t o   d e   a u d i   o   2   y u a n .   C o n t i n u a r ? 
 
 E L F _ S T R _ C O N F I R M _ S E T _ R B T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R i n g   b a c k   t o n e   c h a r g e s   2   y u a n ,   g o   o n ? 	 -ni_46e2 CQ|~~	 ni_Ô6e92 CQ~~	 H2#4AB  2   +"'  3H-+#7-D!H? 	 E l   t o n o   d e   f o n d o   d e l   t i m b r e   c a r g a   2   y e n e s ,    c o n t i n u a r ? 	 U n e   s o n n e r i e   d e   r a p p e l   c o  t e r a   2   y u a n ,   c o n t i n u e r ? 	 G e b  h r   f  r   R  c k r u f t o n   s i n d   2   Y u a n ,   w e i t e r m a c h e n ? 	 	 I l   t o n o   r i c h i a m a t a   c o s t a   2   y u a n ,   p r o c e d e r e ? 	 *CDA)  *F2JD  F:E)  'D'*5'D  2   JH'F  '3*E1'1	 C u s t o   d e   s i n a l   d e   c h a m a d a   2   y u a n .   C o n t i n u a r ? 	 G e r i   a r a m a   z i l   s e s i   2   y u a n ,   d e v a m   e d i l s i n   m i ? 	 N g h e   l i   n . c h u  n g   s   b   t  n h   2   N D T ,   t i p   t c ? 	 B i a y a   n a d a   s a m b u n g   p r i b a d i   s e b e s a r   2   y u a n ,   l a n j u t k a n ? 	 N a d a   d e r i n g   p a n g g i l a n   b a l i k   d i k e n a k a n   b a y a r a n   2   y u a n ,   t e r u s k a n ? 	 0	?			  ,	H		  	K	(	  6	A	2	M		  2   /	A		(	,   	>	0	@	  0		G		? 	 	 	 	 A   v i s s z a h  v    c s e n g Qh a n g   d  j a   2   j  a n ,   f o l y t a t j a ? 	 	 	 	 D e   w e k t o o n   k o s t   2   y u a n .   D o o r g a a n ? 	 	 	 T o n u l   d e   a p e l a r e   i n v e r s   c o s t   2   y u a n i ,   c o n t i n u a ci ? 	 	 	         2   ,     ? 	 	 	 G2FG  "GF  2F  2/F  2   H'F  '3*  "'  '/'EG  E/G/	 	 	 								  					  				  	  					  					,   							  				? 	 	 	 	 	 	 	 	 	 F o o i   v i r   t e r u g b e l t o o n   2   y u a n ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C u s t o   d e   s i n a l   d e   c h a m a d a   2   y u a n .   C o n t i n u a r ? 
 
 E L F _ S T R _ P L A Y E R _ S E T T I N G S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S e t t i n g s 	 -[	 n	 2#1IH2	 C o n f i g u r a c i  n 	 R  g l a g e s 	 E i n s t e l l u n g e n 	 0AB@>9:8	 I m p o s t a z i o n i 	 %9/'/'*	 D e f i n i   e s 	 A y a r l a r 	 C  i   t 	 P e n g a t u r a n 	 S e t i n g 	 8	G		?				 	 	 	 B e  l l  t  s o k 	 	 	 	 I n s t e l l i n g e n 	 	 	 S e t r i 	 	 	 	 	 	 *F8JEG'	 	 	 						 	 	 	 	 	 	 	 	 I n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s 
 
 E L F _ S T R _ S E T T I N G S _ O F F 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 %JB'A	 D e s l i g a d o 	 K a p a l 1	 T t 	 T i d a k   a k t i f 	 P a d a m 	 ,		&		 	 	 	 K i 	 	 	 	 U i t 	 	 	 D e z a c t i v a r e 	 	 	 	 	 	 .'EH4	 	 	 				  				  	 	 	 	 	 	 	 	 	 A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s l i g a d o 
 
 E L F _ S T R _ S E T T I N G S _ O N 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 O n 	 	  _	 @4	 A c t i v a d o 	 A c t i v  	 E i n 	 :;. 	 A c c e s o 	 *4:JD	 L i g a d o 	 A  1k   	 B t 	 A k t i f 	 N y a l a 	 	>	2	B		 	 	 	 B e 	 	 	 	 A a n 	 	 	 A c t i v a r e 	 	 	 	 	 	 1H4F	 	 	 				  				  	 	 	 	 	 	 	 	 	 A a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i g a d o 
 
 E L F _ S T R _ S E T T I N G S _ O N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 O n e 	 Uf	 USf	 +6H	 U n o 	 U n 	 E i n s 	 48=  	 U n o 	 H'-/	 U m 	 B i r 	 M t 	 S a t u 	 S a t u 	 			 	 	 	 E g y 	 	 	 	 E e n 	 	 	 U n a 	 	 	 	 	 	 JC	 	 	 		  	 	 	 	 	 	 	 	 	 E e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U m 
 
 E L F _ S T R _ S E T T I N G S _ A L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A l l 	 hQ	 hQ	 1I+!	 T o d o s 	 T o u t 	 A l l e 	 A5	 T u t t o 	 'DCD	 T u d o 	 T  m  	 T t   c 	 S e m u a 	 S e m u a 	 8	-	@		 	 	 	  s s z e s 	 	 	 	 A l l e 	 	 	 T o a t e 	 	 	 	 	 	 GEG	 	 	 		  	 	 	 	 	 	 	 	 	 A l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s 
 
 E L F _ S T R _ S E T T I N G S _ I N N E R _ W I N _ N O N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o n e 	 !q	 e	 D!H!5	 N i n g u n o   	 A u c u n 	 N i c h t s 	 5B	 N e s s u n o 	 D'  4J!	 N e n h u m 	 H i  b i r i 	 K h  n g   c  	 T i d a k   a d a 	 T i a d a 	 	K		  (	9	@		 	 	 	 	 E g y   s e m 	 	 	 	 G e e n 	 	 	 N i c i u n a 	 	 	 	 	 	 GC/'E	 	 	 							  		  	 	 	 	 	 	 	 	 	 G e e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a 
 
 E L F _ S T R _ S E T T I N G S _ I N N E R _ W I N _ L Y R I C 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 L y r i c s 	 Lk^	 Lk͋	 @7I-#I-	 L e t r a s 	 P a r o l e s 	 L i e d t e x t e 	 B>1@065=85  B5:AB0  ?5A5=	 T e s t i 	 #49'1	 L e t r a s 	 ^a r k 1  s  z l e r i 	 L i 	 L i r i k 	 L i r i k 	 	@	$		 	 	 	 D a l s z  v e g 	 	 	 	 L i e d t e k s t 	 	 	 V e r s u r i 	 	 	 	 	 	 *1'FG  "GFG'	 	 	 					  				 	 	 	 	 	 	 	 	 L i r i e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L e t r a 
 
 E L F _ S T R _ S E T T I N G S _ I N N E R _ W I N _ S P E C T R U M 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S p e c t r u m 	 ϑh	 ϑag	 *@#1!	 E s p e c t r o 	 S p e c t r e 	 S p e k t r u m 	 87C0;870F8O	 S p e t t r o 	 *1//	 E s p e c t r o 	 S p e k t r u m 	 Q u a n g   p h 	 S p e k t r u m 	 S p e k t r u m 	 8	M	*	G		M		M	0	.		 	 	 	 S p e k t r u m 	 	 	 	 S p e c t r u m 	 	 	 S p e c t r u 	 	 	 	 	 	 7A	 	 	 										 	 	 	 	 	 	 	 	 S p e k t r u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p e c t r o 
 
 E L F _ S T R _ S E T T I N G S _ S P E C _ S T Y L E 1 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S t y l e 1 	 <h N	 Θ<h N	 *D%L1 	 E s t i l o 1 	 S t y l e 1 	 S t i l   1 	 !B8;L  1 	 S t i l e   1 	 #3DH(  1 	 E s t i l o   1 	 T  r 1 	 K i u   1 	 G a y a   1 	 G a y a 1 	 8	M		>		2	1 	 	 	 	 1 .   s t  l u s 	 	 	 	 S t i j l   1 	 	 	 S t i l 1 	 	 	 1 	 	 	 3(  1 	 	 	 				  		 	 	 	 	 	 	 	 	 S t y l 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t i l o 1 
 
 E L F _ S T R _ S E T T I N G S _ S P E C _ S T Y L E 2 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S t y l e 2 	 <hN	 Θ<hN	 *D%L2 	 E s t i l o 2 	 S t y l e 2 	 S t i l   2 	 !B8;L  2 	 S t i l e   2 	 #3DH(  2 	 E s t i l o   2 	 T  r 2 	 K i u   2 	 G a y a   2 	 G a y a 2 	 8	M		>		2	2 	 	 	 	 2 .   s t  l u s 	 	 	 	 S t i j l   2 	 	 	 S t i l 2 	 	 	 2 	 	 	 3(2 	 	 	 				  		 	 	 	 	 	 	 	 	 S t y l 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t i l o 2 
 
 E L F _ S T R _ S E T T I N G S _ A P N 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A P N   s e l e c t i o n 	 }a}xd	 Q~	b	 2#@%7-  A P N   	 S e l c c i  n   A P N 	 S  l e c t i o n   A P N 	 A P N - A u s w a h l 	 K1>@  A P N 	 S e l e z i o n e   A P N 	 *-/J/  A P N 	 S e l e c   o   d e   A P N 	 A P N   s e  i m i 	 C h n   A P N 	 P i l i h a n   A P N 	 P i l i h a n   A P N 	 A P N   	/	(		 	 	 	 A P N   v  l a s z t  s 	 	 	 	 A P N - s e l e c t i e 	 	 	 S e l e c t a r e   A P N 	 	 	   A P N 	 	 	 'F*.'(  A P N 	 	 	 					  					  					 	 	 	 	 	 	 	 	 A P N - s e l e k s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e   o   A P N 
 
 E L F _ S T R _ S E T T I N G S _ P R E F E R _ L I S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 P r e .   p l a y l i s t 	 nU	 Rh	 #2"2#@%H%H'+I2	 V i s t a   p r e v i a   d e   l i s t a   d e   r e p .   	 P r  .   L i s t e   d e   l e c t u r e 	 V o r h .   W i e d e r g a b e l i s t e 	 @54?>G8B.   A?8A>:  2>A?@>872. 	 P l a y l i s t   p r e . 	 B'&E)  'D*4:JD  'D3'(B)	 L i s t a   d e   r e p r o d u   o   p r e f . 	  n c .   ^a r k 1  l i s t e s i 	 D . s  c h   n h c   u   t i  n 	 D a f t a r   l a g u   s t a n d a r 	 P r a .   s e n a r a i   m a i n a n 	 *	?		2	@	  *	M	2	G	2	?	8	M			 	 	 	 E l Qz e t e s   j  t  k l i s t a 	 	 	 	 V o o r k e u r s a f s p e e l l i j s t 	 	 	 L i s t a   p r e c e d e n t 	 	 	     	 	 	 AG13*  ~.4  /D.H'G	 	 	 							  									  	 	 	 	 	 	 	 	 	 V o o r k e u r - s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o   p r  . 
 
 E L F _ S T R _ S E T T I N G S _ L I S T _ A U T O _ G E N 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 L i s t   a u t o   g e n . 	 R"uunU	 ꁨRubRh	 #2"2#5H*#I2-1B!14	 L i s t a   d e   g e n e r a c i  n   a u t o m  t i c a 	 G e n .   a u t o   l i s t e 	 L i s t e   a u t o m a t i s c h   E r z e u g e n 	 2B><.   A>740==K9  A?8A>:	 A u t o g e n .   e l e n c o 	 %F4'!  'DB'&E)  *DB'&J'K	 A u t o   g e r a r   l i s t a 	 O t o   g e n .   l i s t e l e 	 T   t o   d . s  c h 	 P e m b u a t a n   o t o m a t i s   d a f t a r 	 S e n a r a i   a u t o   j a n a 	 8	B		@	  		K		G	(	  ,	(	>				 	 	 	 L i s t a   a u t o .   g e n e r  l . 	 	 	 	 L i j s t   a u t o m a t i s c h   g e n e r e r e n 	 	 	 L i s t   g e n e r a t   a u t o m a t 	 	 	       	 	 	 'J,'/  .H/C'1  AG13*	 	 	 			  			  						  	 	 	 	 	 	 	 	 	 O u t o m a t i e s e   l y s o p s t e l l e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   g e r a d a   a u t o m . 
 
 E L F _ S T R _ S E T T I N G S _ B A C K G R O U N D _ P L A Y 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B a c k g r o u n d   p l a y 	 ̀ofd>e	 ̀ofd>e	 @%H@7I-+%1	 R e p r o d u c i r   e n   e l   f o n d o 	 L e c t u r e   d ' a r r i  r e - p l a n 	 H i n t e r g r u n d w i e d e r g a b e 	 3@0BL  2  D>=. @568<5	 R i p r o d u z i o n e   d i   s f o n d o 	 *4:JD  AJ  'D.DAJ)	 R e p r o d u   o   e m   s e g u n d o   p l a n o 	 A r k a   p l a n d a    a l m a 	 P h  t   t r  n   n n 	 P u t a r   d i   l a t a r   b e l a k a n g 	 M a i n k a n   d i   l a t a r   b e l a k a n g 	 ,	H			M	0	>			!	  *	M	2	G		 	 	 	 L e j  t s z  s   a   h  t t  r b e n 	 	 	 	 O p   d e   a c h t e r g r o n d   a f s p e l e n 	 	 	 R e d a r e   f u n d a l 	 	 	   	 	 	 ~.4  /1  ~4*  2EJFG	 	 	 													  					 	 	 	 	 	 	 	 	 A g t e r g r o n d s p e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u   o   d e   f u n d o 
 
 E L F _ S T R _ S E T T I N G S _ S H U F F L E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S h u f f l e 	 _j	 :g	 *%1	 B a r a j a r 	 M  l a n g e r 	 M i s c h e n 	 5@5<5H0BL	 R i p r o d u z i o n e   c a s u a l e 	 *(/JD	 A l e a t  r i o 	 K a r 1_1k    a l 	 N g u   n h i  n 	 A c a k 	 K o c o k 	 6	+	2	  	0	G			 	 	 	 V  l e t l e n   s o r r e n d 	 	 	 	 S c h u d d e n 	 	 	 A m e s t e c a r e 	 	 	   	 	 	 (1  2/F	 	 	 							 	 	 	 	 	 	 	 	 S k o m m e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i s t u r a r 
 
 E L F _ S T R _ S E T T I N G S _ R E P E A T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R e p e a t 	 ͑	 ͑
Y	 I3	 R e p e t i r 	 R  p  t e r 	 W i e d e r h o l e n 	 >2B>@	 R i p e t i 	 *C1'1	 R e p e t i r 	 T e k r a r l a 	 L p   l i 	 U l a n g 	 U l a n g 	 &	K	9	0	>				 	 	 	 I s m  t l  s 	 	 	 	 H e r h a l e n 	 	 	 R e p e t a r e 	 	 	 	 	 	 *1'1	 	 	 							 	 	 	 	 	 	 	 	 H e r h a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p e t i r 
 
 E L F _ S T R _ S E T T I N G S _ I N N E R _ W I N 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 P l a y e r   d i s p l a y 	 d>eo:y	 d>e>f:y	 +I2-@#7H-@%H	 V i s u a l i z a c i  n   d e   r e p r o d u c t o r   	 A f f i c h a g e   d u   l e c t e u r 	 P l a y e r - A n z e i g e 	 -:@0=  ?@>83@K20B5;O	 D i s p l a y   l e t t o r e 	 916  'DE4:D	 E x i b i r   l e i t o r 	 O y n a t 1c 1  e k r a n 1	 H i n   t h   t r  n h   p h  t 	 T a m p i l a n   p e m u t a r 	 P a p a r a n   p e m a i n 	 *	M	2	G	/	0	  *	M	0	&	0	M	6	(		 	 	 	 L e j  t s z    k i j e l z Q	 	 	 	 S p e l e r   t o n e n 	 	 	 A f i _a r e   p l a y e r 	 	 	   	 	 	 FE'4  ~.4  FF/G	 	 	 							  								 	 	 	 	 	 	 	 	 S p e l e r s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i s o r   d o   a p a r e l h o 
 
 E L F _ S T R _ S E T T I N G S _ S P E C 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S p e c t r u m   d i s p l a y 	 ϑo:y<h	 ϑ>f:yΘ<h	 +I2-*@#1!	 M o s t r a r   e s p e c t r o 	 A f f i c h a g e   d u   s p e c t r e 	 S p e k t r u m - A n z e i g e 	 B>1@065=85  A?5:B@0	 D i s p l a y   s p e t t r o 	 916  'D*1//	 E x i b i r   e s p e c t r o 	 S p e k t r u m   e k r a n 1  	 H i n   t h   q u a n g   p h 	 T a m p i l a n   s p e k t r u m 	 P a p a r a n   s p e k t r u m 	 8	M	*	G		M		M	0	.	  !	?	8	M	*	M	2	G		 	 	 	 S p e k t r u m a n a l i z  t o r   k i j e l z Qj e 	 	 	 	 S p e c t r u m   w e e r g e v e n 	 	 	 A f i _a r e   s p e c t r u 	 	 	   	 	 	 FE'J4  7JA  5/'	 	 	 									  							  	 	 	 	 	 	 	 	 	 S p e k t r u m s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x i b i   o   d e   e s p e c t r o 
 
 E L F _ S T R _ S E T T I N G S _ B T _ A 2 D P _ O U T P U T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B T   s t e r e o   o u t p u t 	 ͅYrzԚr8Q	 ݄YrzSOXQ	 @-2L8*@-#4B-  B T 	 S a l i d a   e s t  r e o   B T 	 S o r t i e   s t  r  o   B T 	 B T - S t e r e o a u s g a b e 	 !B5@5>2KE>4  "	 U s c i t a   s t e r e o   B T 	 .1,  '3*1JH  B T 	 S a  d a   e s t  r e o   B l u e t o o t h 	 B T   s t e r e o    1k 1_1  	 . c m   B T    m   t . n i 	 K e l u a r a n   s t e r e o   B T 	 O u t p u t   s t e r e o   B T 	 B T   8	M		@	0	?	/	K	  				*	A			 	 	 	 B T   s z t e r e    k i m e n e t 	 	 	 	 B T   s t e r e o - u i t v o e r 	 	 	 I e _i r e   s t e r e o   B T 	 	 	   B T   	 	 	 .1H,  '3*1JH  B T 	 	 	 				  							  						  	 	 	 	 	 	 	 	 	 B T   s t e r e o - l e w e r i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a  d a   e s t  r e o   B T 
 
 E L F _ S T R _ S E T T I N G S _ B T _ A 2 D P _ H E A D S E T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B T   s t e r e o   h e a d s e t 	 ͅYrzԚr3_j	 ݄YrzSOX3:g	 +91*@-#4B-  B T   	 A u d  f o n o s   e s t  r e o   B T 	 C a s q u e   s t  r  o   B T 	 B T - S t e r e o k o p f h  r e r 	 !B5@5>30@=8BC@0  "	 C u f f i a   s t e r e o   B T 	 3E'9)  1#3  '3*1JH  B T 	 A u r i c u l a r   e s t  r e o   B l u e t o o t h 	 B T   s t e r e o   k u l a k l 11  	 T . n g h e   B T    m   t . n i 	 H e a d s e t   s t e r e o   B T 	 S e t   k e p a l a   s t e r e o   B T 	 B T   8	M		@	0	?	/	K	  9	G	!	8	G			 	 	 	 B T   s z t e r e    h e a d s e t 	 	 	 	 B T   s t e r e o h o o f d t e l e f o o n 	 	 	 C _t i   s t e r e o   B T 	 	 	   B T   	 	 	 H4  '3*1JH  B T 	 	 	 				  							  							 	 	 	 	 	 	 	 	 B T   s t e r e o - k o p s t u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o n e   d e   o u v i d o   e s t  r e o   B T 
 
 E L F _ S T R _ S E T T I N G S _ C M N E T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 C M N E T 	 	 	 	 C M N E T 	 	 	 	 C M N E T 	 	 	 C M N E T 	 	 	 C M N E T 	 	 	 C M N E T 	 	 	 									  	 	 	 	 	 	 	 	 	 C M N E T 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C M N E T 
 
 E L F _ S T R _ S E T T I N G S _ C M W A P 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 C M W A P 	 	 	 	 C M W A P 	 	 	 	 C M W A P 	 	 	 C M W A P 	 	 	 C M W A P 	 	 	 C M W A P 	 	 	 															 	 	 	 	 	 	 	 	 C M W A P 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C M W A P 
 
 E L F _ S T R _ S E T T I N G S _ S I M _ C A R D _ S E L E C T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S i m   c a r d 	 S i m aSxd	 S i m aS	b	 4!2#L	 T a r j e t a   S I M 	 C a r t e   S I M 	 S I M - K a r t e 	 S I M - :0@BK	 S i m   c a r d 	 (7'B)  S I M 	 C a r t  o   S I M 	 S i m   k a r t 1	 T h   s i m 	 K a r t u   S I M 	 K a d   s i m 	 8	?	.	  	>	0	M	!		 	 	 	 S i m - k  r t y a 	 	 	 	 S I M - k a a r t 	 	 	 C a r t e l   S I M 	 	 	   S i m 	 	 	 S I M   '1*	 	 	 			  					  	 	 	 	 	 	 	 	 	 S i m k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r t  o   S i m 
 
 E L F _ S T R _ S E T T I N G S _ S I M _ C A R D _ 1 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 s i m   c a r d   1 	 s i m aS1 	 s i m aS1 	 4!2#L  1 	 T a r j e t a   S I M   1 	 c a r t e   S I M   1 	 S I M - K a r t e   1 	 S I M - :0@BK  1 	 s i m   c a r d   1 	 (7'B)  S I M   1 	 C a r t  o   S I M   1 	 s i m   k a r t 1  1 	 t h   s i m   1 	 k a r t u   s i m   1 	 k a d   s i m   1 	 8	?	.	  	>	0	M	!	  1 	 	 	 	 1 .   s i m - k  r t y a 	 	 	 	 S I M - k a a r t 1 	 	 	 c a r t e l   S I M   1 	 	 	   S i m    1 	 	 	 S I M   C'1*  1 	 	 	 			  					  		 	 	 	 	 	 	 	 	 s i m k a a r t   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c a r t  o   s i m   1 
 
 E L F _ S T R _ S E T T I N G S _ S I M _ C A R D _ 2 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 s i m   c a r d   2 	 s i m aS2 	 s i m aS2 	 4!2#L  2 	 T a r j e t a   S I M   2 	 c a r t e   S I M   2 	 S I M - K a r t e   2 	 S I M - :0@BK  2 	 s i m   c a r d   2 	 (7'B)  S I M   2 	 C a r t  o   S I M   2 	 s i m   k a r t 1  2 	 t h   s i m   2 	 k a r t u   s i m   2 	 k a d   s i m   2 	 8	?	.	  	>	0	M	!	  2 	 	 	 	 2 .   s i m - k  r t y a 	 	 	 	 S I M - k a a r t 2 	 	 	 c a r t e l   S I M   2 	 	 	   S i m    2 	 	 	 S I M   C'1*  2 	 	 	 			  					  		 	 	 	 	 	 	 	 	 s i m k a a r t   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c a r t  o   s i m   2 
 
 E L F _ S T R _ S E T T I N G S _ F L I G H T _ N O _ T R A N S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C a n ' t   u s e   n e t w o r k   i n   f l i g h t   m o d e 	 ۘ*!j_
NO(u}	 ޘL!j_
NTQ	 D!H*2!2#C
I@#7-H2"CB+!@#7H-4	 N o   s e   p u e d e   u s a r   l a   r e d   e n   e l   m o d o   d e   v u e l o   	 I m p o s s i b l e   d ' u t i l i s e r   l e   r  s e a u   e n   m o d e   V o l 	 K a n n   N e t z w e r k   n i c h t   i m   F l u g m o d u s   v e r w e n d e n 	 5;L7O  8A?>;L7>20BL  A5BL  2  @568<5  >;5B	 I m p o s s i b i l e   u s a r e   r e t e   i n   m o d a l i t    f l i g h t 	 *901  '3*./'E  'D4(C)  AJ  H69  'D7J1'F	 N  o      p o s s  v e l   u t i l i z a r   a   r e d e   e m   m o d o   d e   v o o 	 U  u _  m o d u n d a   a   k u l l a n 1l a m a z 	 K . t h   d  n g   m n g     c h     m  y   b a y 	 T i d a k   d a p a t   m e n g g u n a k a n   j a r i n g a n   d a l a m   m o d u s   p e n e r b a n g a n 	 T i d a k   b o l e h   m e n g g u n a   r a n g k a i a n   d a l a m   m o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!	  .	G		  (	G		5	0	M		  *	M	0	/	K		  (	9	@		  	0	  8		$	G		 	 	 	 A   h  l  z a t   n e m   h a s z n  l h a t    r e p  l  s   m  d b a n 	 	 	 	 N e t w e r k   k a n   n i e t   w o r d e n   g e b r u i k t   i n   d e   v l u c h t s t a n d 	 	 	 N u   s e   p o a t e   u t i l i z a   r e ce a u a    n   m o d u l   a v i o n 	 	 	           	 	 	 'EC'F  (C'1J1  4(G  /1  -'D*  ~1H'2  FJ3*	 	 	 											  							  									  							  			  				  			 	 	 	 	 	 	 	 	 K a n   n i e   n e t w e r k   i n   v l u g m o d u s   g e b r u i k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   u s a r   a   r e d e   n o   m o d o   d e   v o o 
 
 E L F _ S T R _ N O _ S I M _ C A R D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o   S I M   c a r d 	 !qS I M aS	 eS I M aS	 D!H!54!2#L	 F a l t a   l a   t a r j e t a   S I M 	 A u c u n e   c a r t e   S I M 	 K e i n e   S I M - K a r t e 	 5B  S I M - :0@BK	 N e s s u n a   S I M   c a r d 	 D'  *H,/  (7'B)  S I M 	 N e n h u m   c a r t  o   S I M 	 S I M   k a r t 1  y o k   	 K h  n g   c    S I M 	 T i d a k   a d a   k a r t u   S I M 	 T i a d a   k a d   S I M 	 	K		  S I M   	>	0	M	!	  (	9	@			 	 	 	 N i n c s   S I M - k  r t y a 	 	 	 	 G e e n   S I M - k a a r t 	 	 	 N u   e x i s t   n i c i o   c a r t e l   S I M 	 	 	     S I M 	 	 	 G  S I M   '1*  H,H/  F/'1/	 	 	 			  								  			  	 	 	 	 	 	 	 	 	 G e e n   S I M - k a a r t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c a r t  o   S I M 
 
 E L F _ S T R _ S I M _ C A R D _ I N V A L I D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S I M   c a r d   i n v a l i d 	 S I M aS
NS(u	 S I M aS
NS(u	 4!2#LD!H9I-	 T a r j e t a   S I M   i n v  l i d a 	 C a r t e   S I M   i n v a l i d e 	 S I M - K a r t e   u n g  l t i g 	 525@=0O  S I M - :0@B0	 S I M   c a r d   n o n   v a l i d a 	 (7'B)  S I M   :J1  5'D-)	 C a r t  o   S I M   i n v  l i d o 	 S I M   k a r t 1  g e  e r s i z 	 S I M   k h  n g   h p   l 	 K a r t u   S I M   t i d a k   v a l i d 	 K a d   S I M   t i d a k   s a h 	 S I M   	>	0	M	!	  	.	>	(	M	/		 	 	 	  r v  n y t e l e n   S I M - k  r t y a 	 	 	 	 S I M - k a a r t   o n g e l d i g 	 	 	 C a r t e l   S I M   n e v a l i d 	 	 	   - S I M     	 	 	 S I M   '1*  F'E9*(1  '3*	 	 	 			  					  								  	 	 	 	 	 	 	 	 	 S I M - k a a r t   o n g e l d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r t  o   S I M   i n v  l i d o 
 
 E L F _ S T R _ D I S K _ F U L L _ W H E N _ R E C O R D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D i s k   i s   f u l l ,   r e c o r d i n g   f a i l e d . 	 xxzz
N_UR1YWe0	 xvzz
NU_/TR1Y%0	 4*L@G!  2#16%I!@+%'	 E l   d i s c o   e s t    l l e n o ,   f a l l    l a   g r a b a c i  n .   	 D i s q u e   p l e i n ,   l ' e n r e g i s t r e m e n t   a    c h o u  . 	 F e s t p l a t t e   i s t   v o l l ,   A u f n a h m e   f e h l g e s c h l a g e n . 	 8A:  ?5@5?>;=5=,   70?8AL  ?@5@20=0. 	 D i s c o   p i e n o ,   r e g i s t r a z i o n e   n o n   r i u s c i t a . 	 'DB15  EE*D&  A4D  'D*3,JD. 	 O   d i s c o   e s t    c h e i o ,   a   g r a v a   o   f a l h o u . 	 D i s k   d o l u ,   k a y 1t   b a _a r 1s 1z . 	 )a   y ,   k h  n g   t h   g h i    m . 	 D i s k   p e n u h ,   p e r e k a m a n   g a g a l . 	 C a k e r a   p e n u h ,   g a g a l   m e r e k o d . 	 !	?	8	M		  *	B	0	M	#	  9	H	,   0	G		I	0	M	!	?			  5	?	+	2	. 	 	 	 	 A   l e m e z   m e g t e l t ,   s i k e r t e l e n   r  g z  t  s 	 	 	 	 S c h i j f   i s   v o l ,   o p n a m e   m i s l u k t 	 	 	 D i s c u l   e s t e   p l i n ,    n r e g i s t r a r e a   a   e _u a t . 	 	 	   ,     . 	 	 	 /3  ~1  '3*  6(7  1/F  F'EHAB  (H/. 	 	 	 					  								,   						  				  						  					  	 	 	 	 	 	 	 	 	 S k y f   i s   v o l ,   o p n a m e   h e t   m i s l u k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   d i s c o   e s t    c h e i o ,   a   g r a v a   o   f a l h o u . 
 
 E L F _ S T R _ R E M I N D _ R E G I S T E R _ S M S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 A   r e g i s t e r   S M S   w i l l   b e   s e n t ,   g o   o n ? 	 \|ve(u6bMQlQ!|
|~~	 \Se(u7bMQ9lQwO~~	 S M S   %0@5"09*H  3H-+#7-D!H? 	 S e   e n v i a r    u n   S M S   r e g i s t r a d o ,    c o n t i n u a r ? 	 U n   S M S   d ' e n r e g i s t r e m e n t   s e r a   e n v o y  ,   c o n t i n u e r   ? 	 E i n e   R e g i s t r i e r u n g s - S M S   w i r d   g e s e n d e t ,   w e i t e r m a c h e n ? 	  538AB@0F8>==0O  S M S   1C45B  >B?@02;5=0,   ?@>4>;68BL? 	 V e r r    i n v i a t o   u n   S M S   d i   r e g i s t r o ,   p r o c e d e r e ? 	 3J*E  %13'D  13'D)  F5J)  DD*3,JD  '3*E1'1	 S e r    e n v i a d a   u m a   m e n s a g e m   S M S   d e   r e g i s t o .   C o n t i n u a r ? 	 B i r   k a y 1t   S M S ' i   g  n d e r i l e c e k ,   d e v a m   e d i l s i n   m i ? 	 S M S   n g   k    s   c   g i   i ,   t i p   t c ? 	 S M S   p e n d a f t a r a n   a k a n   t e r k i r i m ,   l a n j u t k a n ? 	 S M S   d a f t a r   a k a n   d i h a n t a r ,   t e r u s k a n ? 	 		  *			@		C	$	  S I M   -	G		>	  	>			>	,   	>	0	@	  0		G		? 	 	 	 	 R e g i s z t r  c i  s   S M S - t   f o g   k  l d e n i ,   f o l y t a t j a ? 	 	 	 	 E r   w o r d t   e e n   r e g i s t e r - S M S   v e r s t u u r d .   D o o r g a a n ? 	 	 	 V a   f i   t r i m i s   u n   S M S   d e    n r e g i s t r a r e ,   c o n t i n u a ci ? 	 	 	   S M S     ,   ? 	 	 	   ~'E  ,G*  +(*  '13'D  .H'G/1//  9ED'*  '/'EG  '(/	 	 	 										  						  						  			,   							  				? 	 	 	 	 	 	 	 	 	 n   R e g i s t r a s i e - S M S   s a l   g e s t u u r   w o r d ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r    e n v i a d a   u m a   m e n s a g e m   S M S   d e   r e g i s t o .   C o n t i n u a r ? 
 
 E L F _ S T R _ I N V A I L D _ L I S T _ N A M E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 I n v a l i d   l i s t   n a m e 	 !qHevRh
T	 eHevRh
T	 
7H-#2"2#D!H9I-	 N o m b r e   d e   l i s t a   i n v  l i d o .   	 N o m   d e   l i s t e   i n v a l i d e 	 U n g  l t i g e r   L i s t e n n a m e 	 54>?CAB8<>5  8<O  A?8A:0	 N o m e   e l e n c o   n o n   v a l i d o 	 '3E  B'&E)  :J1  5'D-	 N o m e   d e   l i s t a   i n v  l i d o 	 G e  e r s i z   l i s t e   a d 1	 T  n   d . s  c h   k . h p   l 	 N a m a   d a f t a r   t i d a k   v a l i d 	 N a m a   s e n a r a i   t i d a k   s a h 	 	.	>	(	M	/	  8	B		@	  (	>	.		 	 	 	  r v  n y t e l e n   l i s t a n  v 	 	 	 	 O n g e l d i g e   l i j s t n a a m 	 	 	 N u m e   l i s t   n e v a l i d 	 	 	       	 	 	 F'E  AG13*  F'E9*(1'3*	 	 	 								  					  						  	 	 	 	 	 	 	 	 	 O n g e l d i g e   l y s n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d a   l i s t a   i n v  l i d o 
 
 E L F _ S T R _ C A N N O T _ P A U S E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 C a n n o t   p a u s e 	 !qlf\P	 elf\P	 D!H*2!2#+"8
1H'#2'DI	 N o   s e   p u e d e   p a u s a r 	 N e   p e u t   p a s   p a u s e r 	 K a n n   n i c h t   p a u s i e r e n 	 52>7<>6=>  >AB0=>28BL	 I m p o s s i b i l e   i n t e r r o m p e r e 	 D'  JECF  'D%JB'A	 N  o      p o s s  v e l   e f e c t u a r   p a u s a 	 D u r a k l a t 1l a m 1y o r 	 K . t h   t m   d n g 	 T i d a k   d a p a t   d i j e d a 	 T i d a k   b o l e h   j e d a 	 0	K		>	  (	9	@		  	>	  8		$	>		 	 	 	 N e m   s z  n e t e l t e t h e t Q	 	 	 	 K a n   n i e t   p a u z e r e n 	 	 	  n t r e r u p e r e   i m p o s i b i l 	 	 	     	 	 	 'EC'F  /1F  FJ3*	 	 	 					  				  						  		  	 	 	 	 	 	 	 	 	 K a n   n i e   o n d e r b r e e k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p o d e   p a u s a r 
 
 E L F _ S T R _ L I S T _ F U L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 L i s t   i s   f u l l . 	 Rh]n	 Rh]n	 #2"2#@G!	 L a   l i s t a   e s t    l l e n a . 	 L i s t e   p l e i n e . 	 L i s t e   i s t   v o l l . 	 !?8A>:  ?>;=K9. 	 E l e n c o   p i e n o . 	 'DB'&E)  EE*D&). 	 A   l i s t a   e s t    c h e i a . 	 L i s t e   d o l u . 	 D . s  c h   y . 	 D a f t a r   p e n u h . 	 S e n a r a i   p e n u h . 	 8	B		@	  *	B	0	M	#	  9	H	. 	 	 	 	 M e g t e l t   a   l i s t a . 	 	 	 	 L i j s t   i s   v o l 	 	 	 L i s t a   e s t e   p l i n . 	 	 	   . 	 	 	 AG13*  ~1  '3*. 	 	 	 						  									 	 	 	 	 	 	 	 	 L y s   i s   v o l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   l i s t a   e s t    c h e i a . 
 
 E L F _ S T R _ D L _ S O N G _ L I S T _ F U L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   m u s i c   f o l d e r   i s   f u l l . 	 LkfN	v]n0	 LkfN}vU_]n0	 B%@-#L2'LB+%@%@G!	 L a   c a r p e t a   p a r a   d e s c a r g a   d e   m  s i c a   e s t    l l e n a .   	 L e   d o s s i e r   d e s   m u s i q u e s   t  l  c h a r g  e s   e s t   p l e i n . 	 D o w n l o a d - M u s i k o r d n e r   i s t   v o l l . 	 0?:0  4;O  703@C7:8  <C7K:8  ?5@5?>;=5=0. 	 C a r t e l l a   p e r   i l   d o w n l o a d   d i   m u s i c a   p i e n a . 	 E,D/  *F2JD  'DEH3JBI  EE*D&	 A   p a s t a   d e   t r a n s f e r  n c i a   d e   m  s i c a   e s t    c h e i a . 	 M  z i k   i n d i r m e   d o s y a s 1  d o l u 	 T h   m c   t i   n h c   y . 	 D o w n l o a d   f o l d e r   m u s i k   p e n u h . 	 F o l d e r   m u z i k   d i m u a t   t u r u n   p e n u h . 	 !	>			(	2	K	!	  8			@	$	  +	K	2	M	!	0	  *	B	0	M	#	  9	H	. 	 	 	 	 A   l e t  l t  t t   z e n e   m a p p a   m e g t e l t . 	 	 	 	 M a p   v o o r   h e t   d o w n l o a d e n   v a n   m u z i e k   i s   v o l 	 	 	 D o s a r u l   p t .   d e s c r c a r e a   m u z i c i i   e s t e   p l i n . 	 	 	       . 	 	 	 ~H4G  ('11  EH3B  ~1  '3*. 	 	 	 										  					  									  								  	 	 	 	 	 	 	 	 	 A f l a a i - l  e r g i d s   v i r   m u s i e k   i s   v o l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a s t a   d e   m  s i c a   b a i x a d a   e s t    c h e i a . 
 
 E L F _ S T R _ D L _ R I N G _ L I S T _ F U L L 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D o w n l o a d   r i n g   f o l d e r   i s   f u l l . 	 4rN	v]n0	 ÔXN}vU_]n0	 B%@-#L2'LB+%#4@G!	 L a   c a r p e t a   p a r a   d e s c a r g a   d e   t i m b r e s   e s t    l l e n a .   	 L e   d o s s i e r   d e s   s o n n e r i e s   t  l  c h a r g  e s   e s t   p l e i n . 	 D o w n l o a d - K l i n g e l t o n o r d n e r   i s t   v o l l . 	 0?:0  4;O  703@C7:8  <5;>489  ?5@5?>;=5=0. 	 C a r t e l l a   p e r   i l   d o w n l o a d   d i   s u o n e r i e   p i e n a . 	 E,D/  *F2JD  F:E'*  'D1FJF  EE*D&	 A   p a s t a   d e   t r a n s f e r  n c i a   d e   t o q u e s   e s t    c h e i a . 	 Z i l   s e s i   i n d i r m e   d o s y a s 1  d o l u . 	 T h   m c   t i   n . c h u  n g   y . 	 D o w n l o a d   f o l d e r   d e r i n g   p e n u h . 	 F o l d e r   n a d a   d e r i n g   d i m u a t   t u r u n   p e n u h . 	 !	>			(	2	K	!	  0	?			  +	K	2	M	!	0	  *	B	0	M	#	  9	H	. 	 	 	 	 A   l e t  l t  t t   c s e n g Qh a n g   m a p p a   m e g t e l t . 	 	 	 	 M a p   v o o r   h e t   d o w n l o a d e n   v a n   r i n g t o n e   i s   v o l 	 	 	 D o s a r u l   p t .   d e s c r c a r e a   s o n e r i i l o r   e s t e   p l i n . 	 	 	       . 	 	 	 ~H4G  ('11  2F  ~1  '3*. 	 	 	 										  			  									  								  	 	 	 	 	 	 	 	 	 A f l a a i - l  e r g i d s   v i r   l u i t o n e   i s   v o l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a s t a   d e   t o q u e s   b a i x a d o s   e s t    c h e i a . 
 
 E L F _ S T R _ D L _ S O N G _ E X I S T S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S o n g   a l r e a d y   e x i s t s . 	 Lkf]X[(W0	 Lkf]X[(W0	 @%!5-"9HA%I'	 L a   c a n c i  n   y a   e x i s t e .   	 C e t t e   c h a n s o n   e x i s t e   d  j  . 	 L i e d   i s t   b e r e i t s   v o r h a n d e n . 	 5A=O  C65  ACI5AB2C5B. 	 B r a n o   g i    p r e s e n t e . 	 G0G  'D#:FJ)  EH,H/)  ('DA9D	 A   m  s i c a   j    e x i s t e . 	 ^a r k 1  z a t e n   v a r . 	 B  i   h  t      c  . 	 L a g u   s u d a h   a d a . 	 L a g u   s u d a h   w u j u d . 	 	@	$	  *	9	2	G	  8	G	  .	L		B	&	  9	H	. 	 	 	 	 I l y e n   d a l   m  r   l  t e z i k . 	 	 	 	 L i e d   b e s t a a t   a l 	 	 	 M e l o d i a   e x i s t   d e j a . 	 	 	   . 	 	 	 "GF  '2  B(D  EH,H/  '3*. 	 	 	 			  				  								  	 	 	 	 	 	 	 	 	 L i e d   b e s t a a n   r e e d s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   m  s i c a   j    e x i s t e . 
 
 E L F _ S T R _ P A T H _ T O O _ L O N G 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 P a t h   t o o   d e e p ,   u n s u p p o r t e d ! 	 _*Ym
N/ec	 _*Ym
N/ec	 2%6@4D  D!H*1*8! 	 L a   r u t a   e s   m u y   p r o f u n d a ,    n o   s o p o r t a d a ! 	 C h e m i n   t r o p   l o n g ,   p a s   s u p p o r t    ! 	 P f a d   z u   t i e f ,   w i r d   n i c h t   u n t e r s t  t z t ! 	 !;8H:><  4;8==K9  ?CBL  =5  ?>445@68205BAO! 	 P e r c o r s o   t r o p p o   p r o f o n d o :   n o n   s u p p o r t a t o ! 	 'DE3'1  #9EB  EF  'DD'2E:J1  E/9HE! 	 C a m i n h o   d e m a s i a d o   l o n g o .   N  o   s u p o r t a d o ! 	 D i z i n    o k   u z u n , 	 . d n   q u    s  u ,   k h  n g   h   t r ! 	 J a l u r   t e r l a l u   j a u h ,   t i d a k   d i d u k u n g ! 	 L a l u a n   t e r l a l u   p a n j a n g ,   t i d a k   d i s o k o n g ! 	 *	>	%	  ,	9	A	$	  	9	0	>	  9	H	,   	8	.	0	M	%	?	$	! 	 	 	 	 A z    t v o n a l   t  l   h o s s z  ,   n e m   t  m o g a t o t t ! 	 	 	 	 P a d   t e   d i e p ,   n i e t   o n d e r s t e u n d ! 	 	 	 C a l e   p r e a   l u n g ,   n u   s e   a c c e p t ! 	 	 	     ,     ! 	 	 	 E3J1  .JD  *H/1*H  '3*  ~4*('F  F4/G! 	 	 	 		  				  					,   						  				  		! 	 	 	 	 	 	 	 	 	 L  e r r o e t e   t e   i n g e w i k k e l d ,   N i e   g e s t e u n   n i e ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m i n h o   m u i t o   p r o f u n d o ,   n  o   s u p o r t a d o ! 
 
 E L F _ S T R _ N E W _ S O N G S 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N e w   s o n g s 	 eLk^	 eLk	 @%C+!H	 C a n c i o n e s   n u e v a s 	 N o u v e l l e s   c h a n s o n s 	 N e u e   L i e d e r 	 >2K5  ?5A=8	 N u o v i   b r a n i 	 #:'FJ  ,/J/)	 N o v a s   m  s i c a s 	 Y e n i   _a r k 1l a r 	 B  i   h  t   m i 	 L a g u   b a r u 	 L a g u   b a r u 	 (		  	@	$		 	 	 	  j a b b   d a l o k 	 	 	 	 N i e u w e   l i e d e r e n 	 	 	 M e l o d i i   n o i 	 	 	   	 	 	 "GFG'  ,//	 	 	 				  			  	 	 	 	 	 	 	 	 	 N u w e   l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a s   m  s i c a s 
 
 E L F _ S T R _ R B T _ Z O N E 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 R i n g   b a c k   t o n e   a r e a 	 i_4\@S	 i_ÔN:S	 7I5H#4AB	  r e a   d e   t o n o s   d e   f o n d o   d e l   t i m b r e 	 Z o n e   d e   s o n n e r i e   d e   r a p p e l 	 R  c k r u f t o n b e r e i c h 	 1;0ABL  <5;>488  >1@0B=>3>  2K7>20	 A r e a   t o n o   r i c h i a m a t a 	 EF7B)  F:E'*  'D'*5'D	  r e a   d e   s i n a i s   d e   c h a m a d a 	 G e r i   a r a m a   t o n u   b  l g e s i 	 V  n g   n g h e   l i   c h u  n g 	 A r e a   n a d a   s a m b u n g   p r i b a d i 	 K a w a s a n   n a d a   d e r i n g   p a n g g i l a n   s e m u l a 	 0	?			  ,	H		  	K	(	  	M	7	G	$	M	0		 	 	 	 V i s s z a h  v    c s e n g Qh a n g   t e r  l e t 	 	 	 	 G e b i e d   v o o r   w e k t o o n 	 	 	 Z o n   t o n u r i   d e   a p e l a r e   i n v e r s 	 	 	       	 	 	 EF7BG  "GF  2F  .H1/F	 	 	 								  			  						 	 	 	 	 	 	 	 	 T e r u g l u i t o o n - g e b i e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  r e a   d e   t o q u e   d e   r e t o r n o 
 
 E L F _ S T R _ M O R E _ M U S I C 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 M o r e   m u s i c 	 fYj	 fYPN	 @%@4H!@4!	 M  s   m  s i c a 	 P l u s   d e   m u s i q u e 	 M e h r   M u s i k 	 >;LH5  <C7K:8	 A l t r a   m u s i c a 	 'DE2J/  EF  'DEH3JBI	 M a i s   m  s i c a 	 D a h a   f a z l a   m  z i k 	 N h c   k h  c 	 M u s i k   l a i n n y a 	 L e b i h   m u z i k 	 	0	  8			@	$		 	 	 	 T o v  b b i   z e n e 	 	 	 	 M e e r   m u z i e k 	 	 	 M a i   m u l t   m u z i c 	 	 	   	 	 	 EH3B  (4*1	 	 	 			  			  	 	 	 	 	 	 	 	 	 N o g   m u s i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s   m  s i c a 
 
 E L F _ S T R _ M U S I C _ P L A Y E R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 M u s i c   P l a y e r 	 jd>ehV	 PNd>ehV	 @#7H-@%H@%	 R e p r o d u c t o r   d e   m  i c a 	 L e c t e u r   d e   m u s i q u e 	 M u s i k - P l a y e r 	 ;55@	 L e t t o r e   m u s i c a l e 	 E4:D  'DEH3JBI	 L e i t o r   d e   m  s i c a 	 M  z i k   o y n a t 1c 1	 T r  n h   n g h e   n h c 	 P e m u t a r   M u s i k 	 P e m a i n   M u z i k 	 .	M	/	B		<	?		  *	M	2	G	/	0		 	 	 	 Z e n e l e j  t s z  	 	 	 	 M u z i e k s p e l e r 	 	 	 P l a y e r   m u z i c a l 	 	 	   	 	 	 ~.4  FF/G  EH3B	 	 	 						  							  	 	 	 	 	 	 	 	 	 M u s i e k s p e l e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u t o r   d e   m  s i c a 
 
 E L F _ S T R _ C H O I S E _ D I S K 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S t o r a g e   c h o i c e 	 xdxv	 	bxv	 2@%7-5H@G	 E l e c c i  n   d e   a l m a c e n a m i e n t o   	 C h o i x   d u   s t o c k a g e 	 S p e i c h e r m e d i e n w a h l 	 K15@8B5  48A:	 S c e l t a   m e m o r i a 	 .J'1  'D*.2JF	 E s c o l h a   d e   a r m a z e n a m e n t o 	 D e p o l a m a   s e  i m i 	 C h n   b   n h 	 P i l i h a n   p e n y i m p a n a n 	 P i l i h a n   s t o r a n 	 8	M		K	0	G		  *	8		&		 	 	 	 T  r o l  e s z k  z   v  l a s z t  s a 	 	 	 	 O p s l a g k e u z e 	 	 	 O p ci u n e   s t o c a r e 	 	 	     	 	 	 2FG  13'FG  0.1G  3'2	 	 	 							  				  					  						 	 	 	 	 	 	 	 	 B e r g i n g s k e u s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s c o l h a   d e   a r m a z e n a m e n t o 
 
 E L F _ S T R _ G R A C E N O T E _ N O _ M A T C H 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S o r r y , r e l a t e d   r e s o u r c e s   o f   t h i s   s o n g   i s   n o t   a v a i l a b l e   t e m p o r a r i l y . 	 
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NwLkfvvܕǌnfBf!qlO(u0	 [
NwُLkfvvsQDnfeelO(u0	 -- 1"  #1"2#5H@5H"'I-1@%5IC
ID!HDI
1H'#2'	 L o   s e n t i m o s ,   l o s   r e c u r s o s   r e l a c i o n a d o s   c o n   e s t a   c a n c i  n   n o   e s t  n   d i s p o n i b l e s .   	 D  s o l    l e s   r e s s o u r c e s   d e   c e t t e   c h a n s o n   n e   s o n t   p a s   a c t u e l l e m e n t   d i s p o n i b l e s . 	 L e i d e r   s i n d   d i e s b e z  g l i c h e   R e s s o u r c e n   d i e s e s   L i e d e s   v o r  b e r g e h e n d   n i c h t   v e r f  g b a r . 	 728=8B5,   A2O70==K5  A  MB>9  ?5A=59  @5AC@AK  2@5<5==>  =54>ABC?=K. 	 L e   r e l a t i v e   r i s o r s e   d i   q u e s t o   b r a n o   n o n   s o n o   t e m p o r a n e a m e n t e   d i s p o n i b i l i . 	 901K'  'DE5'/1  'DE*9DB)  (G0G  'D#:FJ)  :J1  E*'-)  E$B*'K. 	 O s   r e c u r s o s   r e l a t i v o s   a   e s t a   m  s i c a   e n c o n t r a m - s e   t e m p o r a r i a m e n t e   i n d i s p o n  v e i s . 	 B u   _a r k 1n 1n   k a y n a k l a r 1  g e  i c i   o l a r a k   m e v c u t   d e i l . 	 R t   t i c ,   c  c   n g u n   l i  n   q u a n   n   b  i   h  t   n  y   t m   t h i   k . c    s n . 	 M a a f ,   s u m b e r   t e r k a i t   d a r i   l a g u   i n i   t i d a k   t e r s e d i a   u n t u k   s e m e n t a r a   w a k t u . 	 M a a f ,   s u m b e r   b e r k a i t a n   d e n g a n   l a g u   i n i   t i d a k   b o l e h   d i d a p a t i   p a d a   w a k t u   i n i . 	 	G	&	  9	H	,   	8	  	@	$	  	G	  8		,		'	?	$	  8	M	0	K	$	  	8	M	%	>		  0	B	*	  8	G	  		*	2	,	M	'	  (	9	@		  9	H		. 	 	 	 	 S a j n  l j u k ,   d e   a   d a l h o z   t a r t o z    e r Qf o r r  s o k   i d e i g l e n e s e n   n e m   e l  r h e t Qk . 	 	 	 	 S o r r y ,   e r   z i j n   m o m e n t e e l   g e e n   g e r e l a t e e r d e   b r o n n e n   v o o r   d i t   l i e d   b e s c h i k b a a r 	 	 	 N e   p a r e   r u ,   r e s u r s e l e   c o r e l a t e   a c e s t e i   m e l o d i i   n u   s u n t   d i s p o n i b i l e   m o m e n t a n . 	 	 	 ,               . 	 	 	 ((.4/  EF'(9  EH1/F'2  'F  "GF  EHB*'  .'1,  '2  /3*13  G3*F/. 	 	 	 						,   		  					  												  							  										  					  						  		d	  	 	 	 	 	 	 	 	 	 J a m m e r ,   h i e r d i e   l i e d   s e   b y p a s s e n d e   h u l p b r o n n e   i s   t y d e l i k   n i e   b e s k i k b a a r   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O s   r e c u r s o s   r e l a t i v o s   a   e s t a   m  s i c a   e n c o n t r a m - s e   t e m p o r a r i a m e n t e   i n d i s p o n  v e i s . 
 
 E L F _ S T R _ S O U N D _ E F F E C T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 S o u n d   e f f e c t s 	 rHeg	 XHeg	 2'L@-@GL	 E f e c t o s   d e   s o n i d o 	 E f f e t s   s o n o r e s 	 S o u n d - E f f e k t e 	 2C:  83@K	 E f f e t t i   a u d i o 	 E$+1'*  5H*J)	 E f e i t o s   d e   s o m 	 S e s   e f e k t l e r i 	 H i u   n g    m   t h a n h 	 E f e k   s u a r a 	 K e s a n   b u n y i 	 8	>					  	+	G		M	
 		 	 	 	 H a n g h a t  s o k 	 	 	 	 G e l u i d s e f f e c t e n 	 	 	 E f e c t e   s u n e t 	 	 	   	 	 	 ,DHG  G'  5H*J	 	 	 						  							 	 	 	 	 	 	 	 	 K l a n k e f f e k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E f e i t o s   s o n o r o s 
 
 E L F _ S T R _ B T _ A 2 D P 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 B l u e t o o t h   A 2 D P 	 ͅzԚr	 ݄YrzSOX	 %99  A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 B l u e t o o t h   A 2 D P 	 	 	 	 B l u e t o o t h   A 2 D P 	 	 	 	 B l u e t o o t h   A 2 D P 	 	 	 B l u e t o o t h   A 2 D P 	 	 	 B l u e t o o t h   A 2 D P 	 	 	 B l u e t o o t h   A 2 D P 	 	 	 							  						  	 	 	 	 	 	 	 	 	 B l u e t o o t h   A 2 D P 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l u e t o o t h   A 2 D P 
 
 E L F _ S T R _ N O _ T _ C A R D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 N o   m e m o r y   c a r d 	 !qaaS	 eX[PaS	 D!H!52#L+H'"'2!3	 N o   h a y   t a r j e t a   d e   m e m o r i a 	 A u c u n e   c a r t e   d e   m  m o i r e 	 K e i n e   S p e i c h e r k a r t e 	 5B  :0@BK  ?0<OB8	 N e s s u n a   m e m o r y   c a r d 	 D'  *H,/  (7'B)  0'C1)	 N e n h u m   c a r t  o   d e   m e m  r i a 	 B e l l e k   k a r t 1  y o k 	 K h  n g   c    t h   n h 	 T i d a k   a d a   k a r t u   m e m o r i 	 T i a d a   k a d   m e m o r i 	 	K		  .	G	.	0	@	  	>	0	M	!	  (	9	@			 	 	 	 N i n c s   m e m  r i a k  r t y a 	 	 	 	 G e e n   g e h e u g e n k a a r t 	 	 	 A b s e n c  c a r d   d e   m e m o r i e 	 	 	     	 	 	 G  '1*  -'A8G  '  EH,H/  F3*	 	 	 			  						  					  			  	 	 	 	 	 	 	 	 	 G e e n   g e h e u e k a a r t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c a r t  o   d e   m e m  r i a 
 
 E L F _ S T R _ D I S K _ B U S Y 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D i s k   b u s y 	 xx_x-N	 xv_x	 4*LD!H'H2	 D i s c o   o c u p a d o 	 D i s q u e   o c c u p  	 F e s t p l a t t e   a u s g e l a s t e t 	 8A:  70=OB	 D i s c o   o c c u p a t o 	 'DB15  E4:HD	 D i s c o   o c u p a d o 	 D i s k   m e _g u l 	 )a   b n 	 D i s k   s i b u k 	 C a k e r a   s i b u k 	 !	?	8	M		  5	M	/	8	M	$	  9	H		 	 	 	 E l f o g l a l t   l e m e z 	 	 	 	 S c h i j f   b e z i g 	 	 	 D i s c   o c u p a t 	 	 	   	 	 	 /3  E4:HD  '3*	 	 	 					  							 	 	 	 	 	 	 	 	 S k y f   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s c o   o c u p a d o 
 
 E L F _ S T R _ D I S K _ E R R O R 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D i s k   e r r o r 	 xx[/	 xvQ	 4*L4%2	 E r r o r   e n   d i s c o   	 E r r e u r   d e   d i s q u e 	 F e s t p l a t t e n f e h l e r 	 H81:0  48A:0	 E r r o r e   d i s c o 	 .7#  AJ  'DB15	 E r r o   d o   d i s c o 	 D i s k   h a t a s 1	 L i   )a 	 K e s a l a h a n   p a d a   d i s k 	 R a l a t   c a k e r a 	 !	?	8	M		  $	M	0	A		?		 	 	 	 L e m e z h i b a 	 	 	 	 S c h i j f f o u t 	 	 	 E r o a r e   d e   d i s c 	 	 	   	 	 	 .7'  /3	 	 	 						  			  	 	 	 	 	 	 	 	 	 S k y f f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   d i s c o 
 
 E L F _ S T R _ C A N _ N O T _ M A L L O C _ M E M 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 M e m o r y   a l l o c a t e   f a i l e d . 	 gQX[RM1YWe	 QX[RM1Y%	 2#1*##+H'"'2!3%I!@+%'	 A s i g n a r   m e m o r i a   	 E c h e c   d ' a l l o c a t i o n   d e   m  m o i r e 	 S p e i c h e r z u w e i s u n g   f e h l g e s c h l a g e n . 	 	 A l l o c a z i o n e   m e m o r i a   n o n   r i u s c i t a 	 A4D  *.5J5  'D0'C1). 	 F a l h a   a o   a t r i b u i r   m e m  r i a . 	 H a f 1z a   a y r 1l a m a d 1. 	 K . t h   p h  n   c h i a   b   n h . 	 A l o k a s i   m e m o r i   g a g a l . 	 G a g a l   m e n g u n t u k k a n   i n g a t a n . 	 .	G	.	0	@	  	5			(	  5	?	+	2		 	 	 	 M e m  r i a - k i o s z t  s i   h i b a . 	 	 	 	 F o u t   b i j   g e h e u g e n t o e k e n n i n g 	 	 	 A l o c a r e a   m e m o r i e i   a   e _u a t . 	 	 	     . 	 	 	 *.55  -'A8G  F'EHAB  (H/. 	 	 	 						  						  				  						  	 	 	 	 	 	 	 	 	 G e h e u e t o e k e n n i n g   h e t   m i s l u k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l o c a   o   d e   m e m  r i a   f a l h o u . 
 
 E L F _ S T R _ D R M _ K E Y _ L O S T 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 D R M   k e y   l o s t 	 Lkf[pN1Y	 Lkf["N1Y	 D R M   5"L+2"D	 C l a v e   D R M   p e r d i d a 	 C l    D R M   p e r d u e 	 D R M - S c h l  s s e l   v e r l o r e n 	 >B5@O=  D R M - :;NG	 C h i a v e   D R M   p e r s a 	 AB/  EA*'-  D R M 	 C h a v e   D R M   p e r d i d a 	 D R M   a n a h t a r 1  k a y 1p 	 K h  a   D R M      m t 	 K u n c i   D R M   t i d a k   a d a 	 K u n c i   D R M   h i l a n g 	 D R M   	A			@	  	A	.		 	 	 	 D R M   k u l c s   e l v e s z e t t 	 	 	 	 D R M - s l e u t e l   v e r l o r e n 	 	 	 C h e i e   D R M   p i e r d u t 	 	 	   D R M   	 	 	 D/  D R M   E  4/G  '3*	 	 	 						  		  						  					 	 	 	 	 	 	 	 	 D R M - s l e u t e l   v e r l o r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a v e   D R M   p e r d i d a 
 
 S T R _ I D _ A B R E P E A T _ N O T I F Y _ S T O R A G E _ N O T _ R E A D Y 	 A B R E P E A T 	 P O P U P 	 p o p   u p   s t r i n g ,   t o   n o t i f y   u s e r   t h e   s e t   s t o r a g e     n o t     m o u n t 	 S t o r a g e   n o t   r e a d y 	 2QX[zz*g1\}	 X[Pzz*g1\~	 5H@GD!H#I-!	 A l m a c e n a m i e n t o   n o   e s t    l i s t o 	 S t o c k a g e   p a s   p r  t 	 S p e i c h e r m e d i u m   n i c h t   b e r e i t 	 #  =5  3>B>2>	 M e m o r i a   n o n   p r o n t a 	 'D*.2JF  :J1  ,'G2	 A r m a z e n a m e n t o   n  o   e s t    p r o n t o 	 B e l l e k   h a z 1r   d e i l   	 B   n h   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 S t o r a n   t i d a k   t e r s e d i a 	 8	M		K	0	G		  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   h  t t  r t  r   n i n c s   k  s z 	 	 	 	 O p s l a g   n i e t   g e r e e d 	 	 	 S t o c a r e   n e p r e g t i t 	 	 	       	 	 	 H3DG  0.1G  3'2  "E'/G  FJ3*	 	 	 							  					  								  			 	 	 	 	 	 	 	 	 B e r g p l e k   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   n  o   e s t    p r o n t o 
 
 S T R _ I D _ A U T O A M _ L E A V I N G _ M E S S A G E 	 A u t o A M 	 T I T L E ,   I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 L e a v i n g   m e s s a g e s 	 Yu 	 Yu 	 3%12I-'2!	 D e j a n d o   m e n s a j e s 	 M e s s a g e s   s o r t a n t s 	 M i t t e i l u n g e n   w e r d e n   h i n t e r l a s s e n 	 AB02;5==K5  A>>1I5=8O	 R i l a s c i o   m e s s a g g i 	 *1C  13'&D	 D e i x a r   m e n s a g e n s 	 M e s a j l a r   b 1r a k 1l 1y o r 	 a n g   t h o  t   t i n   n h n 	 M e n i n g g a l k a n   p e s a n 	 M e n i n g g a l k a n   m e s e j 	 8		&	G	6	  	K	!	<	(	>		 	 	 	  z e n e t e k   h a g y  s a 	 	 	 	 B e r i c h t e n   a c h t e r l a t e n 	 	 	 L s a r e   m e s a j e 	 	 	     	 	 	 /1-'D  ~'E  0'4*F	 	 	 						  				  					  	 	 	 	 	 	 	 	 	 L a a t   t a n s   b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e i x a n d o   m e n s a g e n s 
 
 S T R _ I D _ A U T O A M _ A P P 	 A u t o A M 	 T I T L E ,   I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 A n s w e r   m a c h i n e 	 T{_j	 T{U_:g	 @#7H--#1	 M  q u i n a   c o n t e s t a d o r a 	 R  p o n s e   m a c h i n e 	 A n r u f b e a n t w o r t e r 	 2B>>B25BG8:	 S e g r e t e r i a   t e l e f o n i c a 	 'D1/  'D*DB'&J	 A t e n d e d o r   a u t o m  t i c o 	  a r 1  y a n 1t l a m a   m a k i n e s i 	 M  y   t r   l i 	 M e s i n   p e n j a w a b 	 M e s i n   m e n j a w a b 	 	(	M	8	0	  .	6	@	(		 	 	 	  z e n e t r  g z  t Q	 	 	 	 A n t w o o r d a p p a r a a t 	 	 	 R o b o t   t e l e f o n i c 	 	 	   	 	 	 ~'E1	 	 	 					  					  								 	 	 	 	 	 	 	 	 A n t w o o r d m a s j i e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e c r e t  r i a   e l e t r  n i c a 
 
 S T R _ I D _ A U T O A M _ P R O T E C T 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 P r o t e c t 	 Ow	 Ob	 I-1	 P r o t e g e r 	 P r o t  g e r 	 S c h  t z e n 	 0I8B0	 P r o t e g g i 	 -E'J)	 P r o t e g e r 	 K o r u 	 B o   v 	 L i n d u n g i 	 L i n d u n g 	 8	A	0		M	7	>	  	0	G			 	 	 	 V  d e l e m 	 	 	 	 B e s c h e r m e n 	 	 	 P r o t e j a r e 	 	 	 	 	 	 -A'8*  1/F	 	 	 							  					 	 	 	 	 	 	 	 	 B e s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o t e   o 
 
 S T R _ I D _ A U T O A M _ U N P R O T E C T 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 R e m o v e   p r o t e c t i o n 	 SmOw	 SmOb	 32#I-1--	 R e t i r a r   p r o t e c c i  n   	 E n l e v e r   l a   p r o t e c t i o n 	 S c h u t z   e n t f e r n e n 	 B:;NG5=85  70I8BK	 E l i m i n a   p r o t e z i o n e 	 %2'D)  'D-E'J)	 R e m o v e r   p r o t e c   o 	 K o r u m a y 1  k a l d 1r 	 K h  n g   c   p h  p   x  a 	 H a p u s   p e r l i n d u n g a n 	 K e l u a r k a n   p e r l i n d u n g a n 	 8	A	0		M	7	>	  9		>				 	 	 	 V  d e l e m   e l t  v o l  t  s a 	 	 	 	 B e s c h e r m i n g   v e r w i j d e r e n 	 	 	 E l i m i n a r e   p r o t e c ci e 	 	 	   	 	 	 1A9  -A'8*  /1(1'(1  FH4*F	 	 	 								  					  					  	 	 	 	 	 	 	 	 	 V e r w y d e r   b e s k e r m i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   p r o t e   o 
 
 S T R _ I D _ A U T O A M _ A U T O _ A N S W E R _ S W I T C H 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 A u t o   a n s w e r 	 RaT{	 ꁨR^T{	 #1*2"-1B!14	 C o n t e s t a c i  n   a u t o m  t i c a 	 R  p o n d r e   a u t o 	 A u t o m .   a n t w o r t e n 	 2B>>B25BG8:	 R i s p o s t a   a u t o m a t i c a 	 1/  *DB'&J	 A t e n d e r   a u t o m a t i c a m e n t e 	 O t o m a t i k   y a n 1t l a 	 T r   l i   t   n g 	 J a w a b   o t o m a t i s 	 J a w a p a n   a u t o 	 8	M	5	$	:   		$	M	$	0		 	 	 	 A u t o .   f o g a d  s 	 	 	 	 A u t o m a t i s c h   a n t w o o r d e n 	 	 	 R s p u n d e   a u t o m a t 	 	 	   	 	 	 ~'3.HJ  .H/'1	 	 	 										  					  	 	 	 	 	 	 	 	 	 O u t o - a n t w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s p o s t a   a u t o m  t i c a 
 
 S T R _ I D _ A U T O A M _ P I C K U P 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 P i c k   u p   t i m e 	 c}Bf	 c,Te	 @'%2#1*2"	 T i e m p o   d e   c o n t e s t a c i  n 	 T e m p s   d e   r  p o n s e 	 A b h e b e z e i t 	 @5<O  A@010BK20=8O	 T e m p o   d i   a t t e s a 	 HB*  'D1/	 T e m p o   d e   a t e n d i m e n t o 	 Z a m a n 1  a l 	 T h i   g i a n   t r   l i   	 W a k t u   j a w a b 	 M a s a   m e n g a m b i l   p a n g g i l a n 	 *	?		  	*	  	>		.		 	 	 	 F e l v  t e l   i d e j e 	 	 	 	 O p p a k t i j d 	 	 	 D u r a t   a p e l 	 	 	   	 	 	 2E'F  (1/'4*F  H4	 	 	 			  		  			  	 	 	 	 	 	 	 	 	 A f h a a l t y d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a   d e   d e t e c   o 
 
 S T R _ I D _ A U T O A M _ D U R A T I O N 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 R e c o r d   d u r a t i o n 	 Bf	 U_e	 #0"0@'%216	 D u r a c i  n   d e   g r a b a c i  n 	 D u r  e   d ' e n r e g i s t r e m e n t 	 A u f n a h m e d a u e r 	 @>4>;68B5;L=>ABL  70?8A8	 D u r a t a   r e g i s t r a z i o n e 	 A*1)  'D*3,JD	 D u r a   o   d a   g r a v a   o 	 S  r e y i   k a y d e t 	 T h i   l n g   g h i    m 	 D u r a s i   p e r e k a m a n 	 T e m p o h   r e k o d 	 0	?		>	0	M	!	  	5	'	?		 	 	 	 R  g z  t  s   i d Qt a r t a m a 	 	 	 	 O p n a m e d u u r 	 	 	 D u r a t    n r e g i s t r a r e 	 	 	   	 	 	 E/*  2E'F  6(7	 	 	 						  				  						  	 	 	 	 	 	 	 	 	 T e k e n   d u u r   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r a   o   d a   g r a v a   o 
 
 S T R _ I D _ A U T O A M _ G R E E T I N G _ F I L E 	 A u t o A M 	 T I T L E ,   I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 G r e e t i n g   f i l e 	 OUP	 P	 D%LI-#1	 A r c h i v o   d e   s a l u d o 	 F i c h i e r   d e   m e s s a g e   d ' a c c u e i l 	 B e g r   u n g s d a t e i 	 $09;  ?@825BAB28O	 P a g i n a   d i   s a l u t i 	 EDA  'D*-J)	 F i c h e i r o   d e   s a u d a   o 	 K a r _1l a m a   d o s y a s 1	 F i l e   l i   c h  o 	 F i l e   s a m b u t a n 	 F a i l   a l u a n 	 	-	?	5	>	&	(	  +	>		2		 	 	 	  d v  z l Qf  j l 	 	 	 	 B e g r o e t i n g s b e s t a n d 	 	 	 F i _i e r   f e l i c i t r i 	 	 	   	 	 	 ~1HF/G  .H4'E/H	 	 	 								  				  	 	 	 	 	 	 	 	 	 G r o e t e l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   d e   s a u d a   o 
 
 S T R _ I D _ A U T O A M _ R E M O T E _ A C C E S S 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 R e m o t e   a c c e s s 	 `zceQ	 ܏zceQ	 @I26#0"0D%	 A c c e s o   r e m o t o 	 A c c  s   d i s t a n t 	 F e r n z u g r i f f 	 #40;5==K9  4>ABC?	 A c c e s s o   r e m o t o 	 'DH5HD  9F  (9/	 A c e s s o   r e m o t o 	 U z a k t a n   e r i _i m 	 T r u y   c p   t   x a 	 A k s e s   j a u h 	 C a p a i a n   j a u h 	 0	?	.	K		  *	9	A				 	 	 	 T  v o l i   e l  r  s 	 	 	 	 T o e g a n g   o p   a f s t a n d 	 	 	 A c c e s   l a   d i s t a n c	 	 	   	 	 	 /3*13  '2  1'G  /H1	 	 	 					  						 	 	 	 	 	 	 	 	 A f s t a n d s t o e g a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e s s o   r e m o t o 
 
 S T R _ I D _ A U T O A M _ R E M O T E _ H O T _ K E Y 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 H o t   k e y 	 qu  	 _wc.	 .G-5"L	 T e c l a   d e   a c c e s o   r  p i d o 	 R a c c o u r c i 	 H o t k e y 	 >@OG0O  :;028H0	 F u n z i o n e   r a p i d a 	 EA*'-  *4:JD  31J9	 T e c l a   r  p i d a 	 K 1s a y o l   t u _u 	 P h  m   t t 	 T o m b o l   p i n t a s 	 K e k u n c i   p i n t a s a n 	 9	I		  	A			@		 	 	 	 G y o r s g o m b 	 	 	 	 H o t k e y 	 	 	 T a s t   r a p i d 	 	 	   	 	 	 D/  AH1	 	 	 		  		  	 	 	 	 	 	 	 	 	 K i t s t o e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a   d e   a t a l h o 
 
 S T R _ I D _ A U T O A M _ S E L E C T 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 S e t   a s   g r e e t i n g   f i l e 	 -pOUP	 :NP	 1IH2@GD%LI-#1	 C o n f i g u r a r   c o m o   a r c h i v o   d e   s a l u d o 	 R  g l    c o m m e   f i c h i e r   d e   m e s s a g e   d ' a c c u e i l 	 A l s   B e g r   u n g s d a t e i   e i n s t e l l e n 	 #AB0=>28BL  2  :0G5AB25  D09;0  ?@825BAB28O	 C o n f i g u r a   c o m e   f i l e   d i   s a l u t i 	 *9JJF  CEDA  *-J)	 D e f i n i r   c o m o   f i c h e i r o   d e   s a u d a   o 	 K a r _1l a m a   d o s y a s 1  o l a r a k   b e l i r l e 	 C  i   l  m   f i l e   l i   c h  o 	 A t u r   s e b a g a i   f i l e   s a m b u t a n 	 S e t   s e b a g a i   f a i l   a l u a n 	 	-	?	5	>	&	(	  +	>		2	  	G	  0	B	*	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t  s    d v  z l Qf  j l k  n t 	 	 	 	 A l s   b e g r o e t i n g s b e s t a n d   i n s t e l l e n 	 	 	 S e t a r e   c a   f i _i e r   f e l i c i t r i 	 	 	     	 	 	 *9F  (9FH'F  ~1HF/G  .H4'E/H	 	 	 								  				  						  			  					 	 	 	 	 	 	 	 	 S t e l   a s   g r o e t e l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c o m o   a r q u i v o   d e   s a u d a   o 
 
 S T R _ I D _ A U T O A M _ R E C O R D 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 R e c o r d   n e w 	 e	 eU_	 16C+!H	 G r a b a r   n u e v o 	 E n r e g i s t r e r   n o u v e a u 	 N e u   a u f n e h m e n 	 >20O  70?8AL	 N u o v a   r e g i s t r a z i o n e 	 *3,JD  ,/J/	 N o v a   g r a v a   o 	 Y e n i   k a y d e t 	 G h i    m   m i 	 R e k a m   b a r u 	 R e k o d   b a r u 	 (	/	>	  0	G		I	0	M	!	  	0	G			 	 	 	  j   r  g z  t  s e 	 	 	 	 N i e u w e   o p n a m e 	 	 	  n r e g i s t r a r e   n o u 	 	 	   	 	 	 6(7  ,//	 	 	 				  			  	 	 	 	 	 	 	 	 	 N e e m   n u w e   e e n   o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a v a r   n o v o 
 
 S T R _ I D _ A U T O A M _ P I C K U P _ T H R E E _ S E C 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 3   s e c o n d s 	 3   y	 3   y	 3   '425	 3   s e g u n d o s 	 3   s e c o n d e s 	 3   S e k u n d e n 	 3   A5:. 	 3   s e c o n d i 	 3   +H'F	 3   s e g u n d o s 	 3   s a n i y e   	 3   g i  y 	 3   d e t i k 	 3   s a a t 	 3   8	G		G		!		 	 	 	 3   m  s o d p e r c 	 	 	 	 3   s e c o n d e n 	 	 	 3   s e c u n d e 	 	 	 3   	 	 	 3   +'FG	 	 	 	  							  	 	 	 	 	 	 	 	 	 3   s e k o n d e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3   s e g u n d o s 
 
 S T R _ I D _ A U T O A M _ P I C K U P _ F I V E _ S E C 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 5   s e c o n d s 	 5   y	 5   y	 5   '425	 5   s e g u n d o s 	 5   s e c o n d e s 	 5   S e k u n d e n 	 5   A5:. 	 5   s e c o n d i 	 5   +H'F	 5   s e g u n d o s 	 5   s a n i y e   	 5   g i  y 	 5   d e t i k 	 5   s a a t 	 5   8	G		G		!		 	 	 	 5   m  s o d p e r c 	 	 	 	 5   s e c o n d e n 	 	 	 5   s e c u n d e 	 	 	 5   	 	 	 5   +'FG	 	 	 	  							  	 	 	 	 	 	 	 	 	 5   s e k o n d e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 5   s e g u n d o s 
 
 S T R _ I D _ A U T O A M _ P I C K U P _ T E N _ S E C 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 1 0   s e c o n d s 	 1 0   y	 1 0   y	 1 0   '425	 1 0   s e g u n d o s 	 1 0   s e c o n d e s 	 1 0   S e k u n d e n 	 1 0   A5:. 	 1 0   s e c o n d i 	 1 0   +H'F	 1 0   s e g u n d o s 	 1 0   s a n i y e   	 1 0   g i  y 	 1 0   d e t i k 	 1 0   s a a t 	 1 0   8	G		G		!		 	 	 	 1 0   m  s o d p e r c 	 	 	 	 1 0   s e c o n d e n 	 	 	 1 0   s e c u n d e 	 	 	 1 0   	 	 	 1 0   +'FG	 	 	 		  							  	 	 	 	 	 	 	 	 	 1 0   s e k o n d e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1 0   s e g u n d o s 
 
 S T R _ I D _ A U T O A M _ P I C K U P _ T H I R T Y _ S E C 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 3 0   s e c o n d s 	 3 0   y	 3 0   y	 3 0   '425	 3 0   s e g u n d o s 	 3 0   s e c o n d e s 	 3 0   S e k u n d e n 	 3 0   A5:. 	 3 0   s e c o n d i 	 3 0   +'FJ)	 3 0   s e g u n d o s 	 3 0   s a n i y e   	 3 0   g i  y 	 3 0   d e t i k 	 3 0   s a a t 	 3 0   8	G		G		!		 	 	 	 3 0   m  s o d p e r c 	 	 	 	 3 0   s e c o n d e n 	 	 	 3 0   s e c u n d e 	 	 	 3 0   	 	 	 3 0   +'FG	 	 	 		  							  	 	 	 	 	 	 	 	 	 3 0   s e k o n d e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3 0   s e g u n d o s 
 
 S T R _ I D _ A U T O A M _ P I C K U P _ O N E _ M I N U T E 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 1   m i n u t e 	 1   R	 1   R	 1   25	 1   m i n u t o 	 1   m i n u t e 	 1   M i n u t e 	 1   <8=CB0	 1   m i n u t o 	 1   /BJB)	 1   m i n u t o 	 1   d a k i k a 	 1   p h  t 	 1   m e n i t 	 1   m i n i t 	 1   .	?	(			 	 	 	 1   p e r c 	 	 	 	 1   m i n u u t 	 	 	 1   m i n u t 	 	 	   	 	 	 1   /BJBG	 	 	 	  					  	 	 	 	 	 	 	 	 	 1   m i n u u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1   m i n u t o 
 
 S T R _ I D _ A U T O A M _ D U R A T I O N _ T H I R T Y _ S E C 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 3 0   s e c o n d s 	 3 0   y	 3 0   y	 3 0   '425	 3 0   s e g u n d o s 	 3 0   s e c o n d e s 	 3 0   S e k u n d e n 	 3 0   A5:. 	 3 0   s e c o n d i 	 3 0   +'FJ)	 3 0   s e g u n d o s 	 3 0   s a n i y e   	 3 0   g i  y 	 3 0   d e t i k 	 3 0   s a a t 	 3 0   8	G		G		!		 	 	 	 3 0   m  s o d p e r c 	 	 	 	 3 0   s e c o n d e n 	 	 	 3 0   s e c u n d e 	 	 	 3 0   	 	 	 3 0   +'FG	 	 	 		  							  	 	 	 	 	 	 	 	 	 3 0   s e k o n d e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3 0   s e g u n d o s 
 
 S T R _ I D _ A U T O A M _ D U R A T I O N _ O N E _ M I N U T E 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 1   m i n u t e 	 1   R	 1   R	 1   25	 1   m i n u t o 	 1   m i n u t e 	 1   M i n u t e 	 1   <8=CB0	 1   m i n u t o 	 1   /BJB)	 1   m i n u t o 	 1   d a k i k a 	 1   p h  t 	 1   m e n i t 	 1   m i n i t 	 1   .	?	(			 	 	 	 1   p e r c 	 	 	 	 1   m i n u u t 	 	 	 1   m i n u t 	 	 	   	 	 	 1   /BJBG	 	 	 	  					  	 	 	 	 	 	 	 	 	 1   m i n u u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1   m i n u t o 
 
 S T R _ I D _ A U T O A M _ D U R A T I O N _ T H R E E _ M I N U T E 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 3   m i n u t e s 	 3   R	 3   R	 3   25	 3   m i n u t o s 	 3   m i n u t e s 	 3   M i n u t e n 	 3   <8=CBK	 3   m i n u t i 	 3   /B'&B	 3   m i n u t o s 	 3   T o p l a n t 1	 3   p h  t 	 3   m e n i t 	 3   m i n i t 	 3   .	?	(			 	 	 	 3   p e r c 	 	 	 	 3   m i n u t e n 	 	 	 3   m i n u t e 	 	 	 3   	 	 	 3   /BJBG	 	 	 	  					  	 	 	 	 	 	 	 	 	 3   m i n u t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3   m i n u t o s 
 
 S T R _ I D _ A U T O A M _ D U R A T I O N _ F I V E _ M I N U T E 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 5   m i n u t e s 	 5   R	 5   R	 5   25	 5   m i n u t o s 	 5   m i n u t e s 	 5   M i n u t e n 	 7  D09;>2	 5   m i n u t i 	 5   /B'&B	 5   m i n u t o s 	 5   T o p l a n t 1	 5   p h  t 	 5   m e n i t 	 5   m i n i t 	 5   .	?	(			 	 	 	 5   p e r c 	 	 	 	 5   m i n u t e n 	 	 	 5   m i n u t e 	 	 	 5   	 	 	 5   /BJBG	 	 	 	  					  	 	 	 	 	 	 	 	 	 5   m i n u t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 5   m i n u t o s 
 
 S T R _ I D _ A U T O A M _ D U R A T I O N _ U N _ L I M I T 	 A u t o A M 	 C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 U n l i m i t e d 	 !qP6R	 eP6R	 D!H31	 S i n   l  m i t e s 	 I l l i m i t  	 U n b e g r e n z t 	 5>3@0=8G5==K9	 S e n z a   l i m i t i 	 :J1  E-/H/	 I l i m i t a d o 	 S 1n 1r s 1z 	 K . g i i   h n 	 T i d a k   t e r b a t a s 	 T i d a k   t e r h a d 	 	8	@	.	?	$		 	 	 	 K o r l  t l a n 	 	 	 	 O n b e p e r k t 	 	 	 N e l i m i t a t 	 	 	   	 	 	 F'E-/H/	 	 	 					 	 	 	 	 	 	 	 	 O n b e p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I l i m i t a d o 
 
 S T R _ I D _ A U T O A M _ G R E E T I N G _ D E F A U L T 	 A u t o A M 	 I C O N T E X T ,   C 0 5 7 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 D e f a u l t 	 -jHh	 ؞eN	 H2@#4H!I	 V a l o r   p r e d e t e r m i n a d o 	 D  f a u t 	 S t a n d a r d 	 >  C<>;G0=8N	 I m p o s t a z i o n e   p r e d e f i n i t a 	 'A*1'6J	 P r e d e f i n i d o 	 V a r s a y 1l a n 	 M c   n h 	 D e f a u l t 	 L a l a i 	 !	?	+	I	2	M			 	 	 	 A l a p  r t e l m e z e t t 	 	 	 	 S t a n d a a r d 	 	 	 I m p l i c i t 	 	 	   	 	 	 ~4  A16	 	 	 							  	 	 	 	 	 	 	 	 	 V e r s t e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e d e f i n i d o 
 
 S T R _ I D _ A U T O A M _ G R E E T I N G _ F R O M _ F I L E 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 F r o m   f i l e s 	 _jHh-Nxd	 NeN-N	b	 2D%L	 D e s d e   a r c h i v o s   	 D e s   f i c h i e r s 	 V o n   D a t e i e n 	 7  D09;>2	 D a   f i l e 	 EF  'DEDA'*	 A   p a r t i r   d e   f i c h e i r o s 	 D o s y a l a r d a n 	 T   c  c   f i l e 	 D a r i   f i l e 	 D a r i   f a i l 	 +	>		2	K		  8	G		 	 	 	 F  j l o k b  l 	 	 	 	 V a n   b e s t a n d e n 	 	 	 D i n   f i _i e r e 	 	 	 	 	 	 '2  ~1HF/G  G'	 	 	 				  					 	 	 	 	 	 	 	 	 V a n a f   l  e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e   a r q u i v o s 
 
 S T R _ I D _ A U T O A M _ R E M O T E _ S E T T I N G 	 A u t o A M 	 T I T L E 	 A n s w e r   M a c h i n e   S t r i n g 	 R e m o t e   a c c e s s 	 `zceQ	 ܏zceQ	 @I26#0"0D%	 A c c e s o   r e m o t o 	 A c c  s   d i s t a n t 	 F e r n z u g r i f f 	 #40;5==K9  4>ABC?	 A c c e s s o   r e m o t o 	 'DH5HD  9F  (9/	 A c e s s o   r e m o t o 	 U z a k t a n   e r i _i m 	 T r u y   c p   t   x a 	 A k s e s   j a u h 	 C a p a i a n   j a u h 	 0	?	.	K		  *	9	A				 	 	 	 T  v o l i   e l  r  s 	 	 	 	 T o e g a n g   o p   a f s t a n d 	 	 	 A c c e s   d e   l a   d i s t a n c	 	 	   	 	 	 /3*13  '2  1'G  /H1	 	 	 					  						 	 	 	 	 	 	 	 	 T o e g a n g   o o r   a f s t a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e s s o   r e m o t o 
 
 S T R _ I D _ A U T O A M _ G R E E T I N G 	 A u t o A M 	 P O P U P C O N F I R M 	 A n s w e r   M a c h i n e   S t r i n g 	 G r e e t i n g 	 ck(WOUP	 ck(WP	 312"	 S a l u d o 	 M e s s a g e   d ' a c c u e i l 	 B e g r   u n g 	 "5:AB  ?@825BAB28O	 S a l u t i 	 *-J)	 S a u d a   o 	 K a r _1l a m a 	 L i   c h  o 	 K a t a   s a m b u t a n 	 A l u a n 	 	-	?	5	>	&	(		 	 	 	  d v  z l  s 	 	 	 	 B e g r o e t i n g 	 	 	 F e l i c i t a r e 	 	 	 	 	 	 .H4'E/H	 	 	 								    	 	 	 	 	 	 	 	 	 G r o e t b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a u d a   o 
 
 S T R _ I D _ A U T O A M _ L S K _ A N S W E R 	 A u t o A M 	 L S K 	 A n s w e r   M a c h i n e   S t r i n g 	 A n s w e r 	 c}	 c,T	 #1*2"	 C o n t e s t a r 	 R  p o n d r e 	 A n t w o r t e n 	 B25B	 R i s p o s t a 	 %,'()	 A t e n d e r 	 C e v a p   v e r   	 T r   l i 	 J a w a b 	 J a w a b 	 		$	M	$	0	  &	G			 	 	 	 V  l a s z 	 	 	 	 A n t w o o r d 	 	 	 R s p u n d e 	 	 	 	 	 	 ~'3.  /'/F	 	 	 						 	 	 	 	 	 	 	 	 A n t w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s p o s t a 
 
 S T R _ I D _ A U T O A M _ R S K _ H A N D S _ F R E E 	 A u t o A M 	 R S K 	 A n s w e r   M a c h i n e   S t r i n g 	 H - F r e e 	 MQc	 MQc	 A.L#5	 M a n o s   l i b r e s 	 M a i n   l i b r e 	 H - F r e i 	 8=0<. 	 H - F r e e 	 D'  J/HJ	 M  o s - l i v r e s 	 E l l e r   S e r b e s t   K o n u _m a 	 K . t a i   n g h e 	 H - F r e e 	 B e b a s   T a n g a n 	 9	H		!	- +	M	0	@		 	 	 	 K i h a n g . 	 	 	 	 H - v r i j 	 	 	 M  i n i   l i b e r e 	 	 	 	 	 	 GF/2A1	 	 	 			- 					 	 	 	 	 	 	 	 	 H - v r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i v a   v o z 
 
 S T R _ I D _ A U T O A M _ R S K _ H A N D S _ H E L D 	 A u t o A M 	 R S K 	 A n s w e r   M a c h i n e   S t r i n g 	 H - H e l d 	 Kbc	 ck8^	 !7-7-	 A p a r a t o   t e l e f  n i c o   	 P o r t a b l e 	 H - G e h a l t e n 	 "5;5D. 	 H - H e l d 	 J/HJ	 T e l e f o n e 	 E l l e   K o n u _m a 	 C    t a i   n g h e 	 H - H e l d 	 D i p e g a n g   T a n g a n 	 9	>	%	  8	G	  *		!	<	(	>		 	 	 	 K  z i b e s z . 	 	 	 	 H   w a c h t 	 	 	 P o r t a b i l 	 	 	 	 	 	 H3JDG  /3*	 	 	 			- 						 	 	 	 	 	 	 	 	 I n   h a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t  t i l 
 
 S T R _ I D _ A U T O A M _ L O U D _ S P E A K E R _ O F F 	 A u t o A M 	 P O P U P 	 A n s w e r   M a c h i n e   S t r i n g 	 L o u d   s p e a k e r   o f f 	 dܕ	 ibsQ	 %3B  4	 B o c i n a   a l t a   d e s a c t i v a d a 	 H a u t - p a r l e u r   d  s a c t i v  	 L a u t s p r e c h e r   a u s 	 @><:0O  A2O7L  2K:;. 	 A l t o p a r l a n t e   d i s a t t i v a t o 	 %JB'A  'D3E'9)  'D.'1,J)	 A l t i f a l a n t e   d e s l i g a d o 	 H o p a r l  r   k a p a l 1	 L o a   n g o  i   t t 	 L o u d s p e a k e r   t i d a k   a k t i f 	 P e m b e s a r   s u a r a   d i p a d a m 	 2	>			!	  8	M	*	@		0	  ,		&		 	 	 	 H a n g s z  r    k i 	 	 	 	 L u i d s p r e k e r   u i t 	 	 	 D e z a c t i v a r e   d i f u z o r 	 	 	   	 	 	 (DF/H  .'EH4	 	 	 				  							  				  				  	 	 	 	 	 	 	 	 	 L u i d s p r e k e r   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t o - f a l a n t e   d e s l i g a d o 
 
 S T R _ I D _ A U T O A M _ L O U D _ S P E A K E R _ O N 	 A u t o A M 	 P O P U P 	 A n s w e r   M a c h i n e   S t r i n g 	 L o u d   s p e a k e r   o n 	 d󗋕_U	 ib _/T	 %3B  @4	 B o c i n a   a l t a   a c t i v a d a 	 H a u t - p a r l e u r   a c t i v  	 L a u t s p r e c h e r   e i n 	 @><:0O  A2O7L  2:;. 	 A l t o p a r l a n t e   a t t i v a t o 	 *4:JD  'D3E'9)  'D.'1,J)	 A l t i f a l a n t e   l i g a d o 	 H o p a r l  r   a  1k 	 L o a   n g o  i   b t 	 L o u d s p e a k e r   a k t i f 	 P e m b e s a r   s u a r a   d i n y a l a 	 2	>			!	  8	M	*	@		0	  	>	2	B		 	 	 	 H a n g s z  r    b e 	 	 	 	 L u i d s p r e k e r   a a n 	 	 	 A c t i v a r e   d i f u z o r 	 	 	   	 	 	 (DF/H  1H4F	 	 	 				  							  				  				  	 	 	 	 	 	 	 	 	 L u i d s p r e k e r   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t o - f a l a n t e   l i g a d o 
 
 S T R _ I D _ A U T O A M _ M I S S E D _ M S G 	 A u t o A M 	 C 1 5 4 _ 1 	 A n s e w r   M a c h i n e   S t r i n g 	 R e c o r d   m e s s a g e   f r o m   	 qO  	 5u݋U_eg  	 16I-'2!2	 G r a b a r   m e n s a j e   d e s d e 	 E n r e g i s t r e r   m e s s a g e   d e 	 M i t t e i l u n g   a u f n e h m e n   v o n 	 0?8A0BL  A>>1I5=85  >B    	 R e g i s t r a   m e s s a g g i o   d a 	 *3,JD  'D13'D)  EF  	 G r a v a r   m e n s a g e m   d e 	 M e s a j 1  k a y d e t 	 T h  n g   b  o   g h i    m   t   	 R e k a m   p e s a n   d a r i 	 R e k o d   m e s e j   d a r i p a d a 	 8	G	  8		&	G	6	  0	?		>	0	M	!	  	0	G			 	 	 	  z e n e t   r  g z  t  s e   e t t Ql : 	 	 	 	 B e r i c h t   o p n e m e n   v a n 	 	 	  n r e g i s t r a r e   m e s a j   d e   l a 	 	 	       	 	 	 6(7  ~'E  '2  	 	 	 						  							  			  					  	 	 	 	 	 	 	 	 	 N e e m   b o o d s k a p   o p   v a n a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a v a r   m e n s a g e m   d e 
 
 S T R _ I D _ A U T O A M _ P A S S W D _ E R R O R 	 A u t o A M 	 P O P U P 	 A n s w e r   M a c h i n e   S t r i n g 	 T h e   p a s s w o r d   l e n g t h   i s   l e s s   t h a n   4 	 [xw^
N4 MO	 [x^
N4 MO	 '2!"2'#+1*H2I-"'H2  4   1'	 L a   l o n g i t u d   d e   l a   c o n t r a s e  a   e s   d e   m e n o s   d e   4 	 L a   l o n g u e u r   d u   m o t   d e   p a s s e   e s t   i n f  r i e u r e      4 	 K e n n w o r t   i s t   k  r z e r   a l s   4 	 ;8=0  ?0@>;O  <5=55  4   A8<2>;>2	 L a   p a s s w o r d   h a   m e n o   d i   4   c a r a t t e r i 	 CDE)  'DE1H1  #BD  EF  4   -1HA	 A   p a l a v r a - p a s s e      m e n o r   d o   q u e   4   c a r a c t e r e s 	 ^i f r e   4   k a r a k t e r d e n   d a h a   a z 	   d  i   m t   k h u   k h  n g   q u    4   k    t 	 P a n j a n g   s a n d i   k u r a n g   d a r i   4   d i g i t 	 P a n j a n g   k a t a   l a l u a n   k u r a n g   d a r i   4 	 *	>	8	5	0	M	!	  	@	  2	.	M	,	>		  4   8	G	  	.	  9	H		 	 	 	 A   j e l s z    4 - n  l   r  v i d e b b 	 	 	 	 D e   w a c h t w o o r d l e n g t e   i s   m i n d e r   d a n   4 	 	 	 L u n g i m e a   p a r o l e i   e s t e   s u b   4 	 	 	       -  4   	 	 	 /1'2'  01H'G  E*1  '2  4   -1A  '3*	 	 	 											  							  	  		  				  		  	 	 	 	 	 	 	 	 	 D i e   w a g w o o r d l e n g t e   i s   m i n d e r   a s   4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   e x t e n s  o   d a   s e n h a      d e   m e n o s   d e   4 
 
 S T R _ I D _ A U T O A M _ I N F O _ N A M E 	 A u t o A M 	 U N L I M 	 A n s w e r   M a c h i n e   S t r i n g 	 N a m e : 	 Y
T	 Y
T	 
7H-:   	 N o m b r e : 	 N o m   : 	 N a m e :   	 <O: 	 N o m e : 	 'D'3E: 	 N o m e : 	 A d : 	 T  n : 	 N a m a : 	 N a m a : 	 (	>	.	: 	 	 	 	 N  v : 	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 : 	 	 	 F'E: 	 	 	 			: 	 	 	 	 	 	 	 	 	 N a a m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e : 
 
 S T R _ I D _ A U T O A M _ I N F O _ T I M E 	 A u t o A M 	 U N L I M 	 A n s w e r   M a c h i n e   S t r i n g 	 D a t e   a n d   t i m e : 	 egBf	 ege	 '15H  A%0@'%2: 	 F e c h a   y   h o r a : 	 D a t e   e t   h e u r e   : 	 D a t u m   u n d   Z e i t : 	 0B0  8  2@5<O: 	 D a t a   e   o r a : 	 'D*'1J.  H'DHB*: 	 D a t a   e   h o r a : 	 T a r i h   v e   s a a t : 	 N g  y   g i : 	 T a n g g a l   d a n   w a k t u : 	 T a r i k h   d a n   w a k t u : 	 $	?	%	?	  	0	  8	.	/			 	 	 	 D  t u m    s   i d Q: 	 	 	 	 D a t u m   e n   t i j d : 	 	 	 D a t   _i   o r : 	 	 	   : 	 	 	 *'1.  H  2E'F: 	 	 	 			  	  					: 	 	 	 	 	 	 	 	 	 D a t u m   e n   t y d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a t a   e   h o r a : 
 
 S T R _ I D _ A U T O A M _ I N F O _ N U M B E R 	 A u t o A M 	 U N L I M 	 A n s w e r   M a c h i n e   S t r i n g 	 N u m b e r : 	 q_x	 5u݋Sx	 +!2"@%: 	 N  m e r o : 	 N u m  r o   : 	 N u m m e r : 	 '8A;>: 	 N u m e r o : 	 'D1BE: 	 N  m e r o : 	 N u m a r a :   	 S : 	 N o m o r : 	 N o m b o r : 	 (		,	0			 	 	 	 S z  m : 	 	 	 	 N u m m e r : 	 	 	 N u m r : 	 	 	 : 	 	 	 4E'1G: 	 	 	 					: 	 	 	 	 	 	 	 	 	 N o m m e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o : 
 
 S T R _ I D _ A U T O A M _ I N F O _ D U R A T I O N 	 A u t o A M 	 U N L I M 	 A n s w e r   M a c h i n e   S t r i n g 	 D u r a t i o n : 	 c~Bf	 c~e	 #0"0@'%2: 	 D u r a c i  n :   	 D u r  e   : 	 D a u e r : 	 @>4>;68B5;L=>ABL: 	 D u r a t a : 	 'DE/): 	 D u r a   o : 	 S  r e : 	 T h i   l n g : 	 D u r a s i : 	 T e m p o h : 	 	5	'	?			 	 	 	 I d Qt a r t a m : 	 	 	 	 D u u r : 	 	 	 D u r a t : 	 	 	   : 	 	 	 E/*: 	 	 	 											:   	 	 	 	 	 	 	 	 	 D u u r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r a   o : 
 
 S T R _ I D _ A U T O A M _ I N F O _ S E C O N D 	 A u t o A M 	 U N L I M 	 A n s w e r   M a c h i n e   S t r i n g 	 S e c o n d 	 y	 y	 '425	 S e g u n d o 	 S e c o n d e   	 S e k u n d e 	 A5:. 	 S e c o n d o 	 +'FJ)	 S e g u n d o 	 S a n i y e 	 G i  y 	 D e t i k 	 S a a t 	 8	G		G		!		 	 	 	 M  s o d p e r c 	 	 	 	 S e c o n d e 	 	 	 S e c u n d 	 	 	 	 	 	 +'FG	 	 	 								 	 	 	 	 	 	 	 	 S e k o n d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e g u n d o 
 
 S T R _ I D _ A U T O A M _ I N F O _ S E C O N D S 	 A u t o A M 	 U N L I M 	 A n s w e r   M a c h i n e   S t r i n g 	 S e c o n d s 	 y	 y	 '425	 S e g u n d o s 	 S e c o n d e s 	 S e k u n d e n 	 A5:. 	 S e c o n d i 	 +H'F	 S e g u n d o s 	 S a n i y e 	 C  c   g i  y 	 D e t i k 	 S a a t 	 8	G		G		!		 	 	 	 M  s o d p e r c 	 	 	 	 S e c o n d e n 	 	 	 S e c u n d e 	 	 	 	 	 	 +'FG	 	 	 								 	 	 	 	 	 	 	 	 S e k o n d e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e g u n d o s 
 
 S T R _ I D _ A U T O A M _ D E L E T E _ A S K 	 A u t o A M 	 P O P U P C O N F I R M 	 A n s w e r   M a c h i n e   S t r i n g 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 E f f a c e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 -0A? 	 E l i m i n a r ? 	 S i l i n s i n   m i   ? 	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  				? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r ? 
 
 S T R _ I D _ A U T O A M _ D E L E T E _ A L L _ A S K 	 A u t o A M 	 P O P U P C O N F I R M 	 A n s w e r   M a c h i n e   S t r i n g 	 D e l e t e   a l l ? 	 hQ*Rd	 hQ Rd	 %1I+!? 	  B o r r a r   t o d o s ? 	 E f f a c e r   t o u t   ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5? 	 E l i m i n a r e   t u t t o ? 	 -0A  'DCD	 E l i m i n a r   t u d o ? 	 T  m  n    S i l   ? 	 X  a   t t   c ? 	 H a p u s   s e m u a ? 	 H a p u s   s e m u a ? 	 8	-	@	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   g l o b a l ? 	 	 	   ? 	 	 	 -0A  GEG	 	 	 		  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t u d o ? 
 
 S T R _ I D _ A U T O A M _ H O T K E Y _ E R R O R 	 A u t o A M 	 P O P U P 	 A n s w e r   M a c h i n e   S t r i n g 	 H o t   k e y   c a n   n o t   b e   e m p t y 	 qu
Npzz	 _wc.
N:Nzz	 .G-5"LD!H*2!2#'H2DI	 L a   t e c l a   d e   a c c e s o   r  p i d o   n o   p u e d e   e s t a r   v a c  a 	 L e   r a c c o u r c i   n e   p e u t   p a s    t r e   v i d e 	 H o t k e y   d a r f   n i c h t   l e e r   s e i n 	 >@OG0O  :;028H0  =5  <>65B  1KBL  ?CAB>9	 L a   f u n z i o n e   r a p i d a   n o n   p u    e s s e r e   v u o t a 	 D'  JECF  *1C  EA*'-  'D*4:JD  'D31J9  A'1:K'	 A   t e c l a   r  p i d a   n  o   p o d e   e s t a r   v a z i a 	 K 1s a y o l   t u _u   b o _  o l a m a z 	 P h  m   t t   k h  n g   t h   t r n g 	 T o m b o l   p i n t a s   t i d a k   b o l e h   k o s o n g 	 K e k u n c i   p i n t a s a n   t i d a k   b o l e h   k o s o n g 	 9	I		  	A			@	  	>	2	@	  (	9	@		  9	K	  8		$	@		 	 	 	 A   g y o r s b i l l e n t y q  n e m   m a r a d h a t    r e s e n 	 	 	 	 H o t k e y   k a n   n i e t   l e e g   z i j n 	 	 	 T a s t a   r a p i d   n u   p o a t e   f i   n e a l o c a t 	 	 	           	 	 	 D/  AH1  FE*H'F/  .'D  *F8E  4H/	 	 	 		  		  				  			  				  			 	 	 	 	 	 	 	 	 S n e l s l e u t e l   k a n   n i e   l e e g   w e e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a   d e   a t a l h o   n  o   p o d e   e s t a r   v a z i a 
 
 S T R _ I D _ A U T O A M _ N O _ C A R D 	 A u t o A M 	 P O P U P 	 A n s w e r   M a c h i n e   S t r i n g 	 D r i v e   n o t   f o u n d 	 ~b
N0RlxԚ	 ~b
N0RlxN	 D!HD#L	 U n i d a d   n o   e n c o n t r a d a 	 L e c t e u r   p a s   t r o u v  	 L a u f w e r k   n i c h t   g e f u n d e n 	 8A:  =5  =0945=	 U n i t    n o n   t r o v a t a 	 *901  'D9+H1  9DI  'DB15	 U n i d a d e   n  o   e n c o n t r a d a 	 S  r  c    b u l u n a m a d 1	 K . t  m   t h y     )a 	 D r i v e   t i d a k   d i t e m u k a n 	 P e m a c u   t i d a k   d i j u m p a i 	 !	M	0	>		5	  (	9	@		  .	?	2	>		 	 	 	 A   m e g h a j t    n e m   t a l  l h a t  	 	 	 	 S t a t i o n   n i e t   g e v o n d e n 	 	 	 U n i t a t e   n e g s i t 	 	 	     	 	 	 1/HFG  ~J/'  F4/	 	 	 						  					  						  		  	 	 	 	 	 	 	 	 	 S k y f   n i e   g e v i n d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U n i d a d e   n  o   e n c o n t r a d a 
 
 S T R _ I D _ A U T O A M _ S E C O N D _ S H O R T 	 A u t o A M 	 I C O N T E X T 	 A n s w e r   M a c h i n e   S t r i n g 	 s e c 	 y	 y	 '425	 s e g 	 s e c 	 S e k 	 A5:. 	 s e c 	 +'FJ)	 s e g 	 s a n i y e 	 g i  y 	 d e t i k 	 s a a t 	 8	G		G		!		 	 	 	 m p 	 	 	 	 s e c 	 	 	 s e c 	 	 	 	 	 	 +'FJG	 	 	 								 	 	 	 	 	 	 	 	 s e k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s 
 
 S T R _ I D _ A U T O A M _ I N V A L I D _ F I L E 	 A u t o A M 	 P O P U P 	 A n s w e r   M a c h i n e   S t r i n g 	 I n v a l i d   f o r m a t 	 <h_
Nckx	 <h_
Ncknx	 #9AD!H9I-	 F o r m a t o   i n v  l i d o 	 F o r m a t   i n v a l i d e 	 U n g  l t i g e s   F o r m a t 	 525@=K9  D>@<0B	 F o r m a t o   n o n   v a l i d o 	 'D*F3JB  :J1  5'D-	 F o r m a t o   i n v  l i d o 	 G e  e r s i z   b i  i m 	 . d n g   k . h p   l 	 F o r m a t   t i d a k   v a l i d 	 F o r m a t   t i d a k   s a h 	 	.	>	(	M	/	  +	>	0	M	.	G		  	 	 	 	  r v  n y t e l e n   f o r m  t u m 	 	 	 	 O n g e l d i g e   i n d e l i n g 	 	 	 F o r m a t   n e v a l i d 	 	 	     	 	 	 A1E*  F'E9*(1	 	 	 								  							    	 	 	 	 	 	 	 	 	 O n g e l d i g e   f o r m a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o r m a t o   i n v  l i d o 
 
 S T R _ I D _ A U T O A M _ O P E N _ F I L E _ F A I L 	 A u t o A M 	 P O P U P 	 A n s w e r   M a c h i n e   S t r i n g 	 F i l e   n o t   e x i s t s 	 ~b
N0RjHh	 ~b
N0ReN	 D!HD%L	 E l   a r c h i v o   n o   e x i s t e 	 L e   f i c h i e r   n ' e x i s t e   p a s 	 D a t e i   n i c h t   v o r h a n d e n 	 $09;  =5  ACI5AB2C5B	 F i l e   n o n   e s i s t e n t e 	 'DEDA  :J1  EH,H/	 O   f i c h e i r o   n  o   e x i s t e 	 D o s y a   m e v c u t   d e i l   	 F i l e   k . t n   t i 	 F i l e   t i d a k   a d a 	 F a i l   t i d a k   w u j u d 	 +	>		2	  .	L		B	&	  (	9	@		  9	H		 	 	 	 N e m   l  t e z Q  f  j l 	 	 	 	 B e s t a n d   b e s t a a t   n i e t 	 	 	 F i _i e r   i n e x i s t e n t 	 	 	     	 	 	 ~1HF/G  H,H/  F/'1/	 	 	 						  								  			  	 	 	 	 	 	 	 	 	 L  e r   b e s t a a n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   n  o   e x i s t e 
 
 S T R _ I D _ A U T O A M _ I N F O _ N O _ N U M B E R 	 A u t o A M 	 U N L I M 	 N o   n u m b e r   t o   d i s p l a y 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 N o   h a y   n  m e r o 	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   n u m e r o 	 D'  JH,/  1BE	 S e m   n  m e r o 	 N u m a r a   y o k 	 K h  n g   s 	 T i d a k   a d a   n o m o r 	 T i a d a   n o m b o r 	 	K		  (		,	0	  (	9	@		 	 	 	 N i n c s   s z  m 	 	 	 	 G e e n   n u m m e r 	 	 	 N u m r   i n e x i s t e n t 	 	 	   	 	 	 G  4E'1G  '  F3*	 	 	 			  					  			  	 	 	 	 	 	 	 	 	 G e e n   n o m m e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   n  m e r o 
 
 S T R _ I D _ A U T O A M _ R E M O T E _ S A T U S 	 A u t o A M 	 I C O N T E X T 	 s t a t u s   o f   r e m o t e   a c c e s s 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o   	 E t a t 	 S t a t u s 	 0?@>A  A>AB>O=8O	 S t a t o 	 'D-'D)	 E s t a d o 	 D u r u m 	 T  n h   t r n g 	 S t a t u s 	 S t a t u s 	 8	M	%	?	$	?		 	 	 	  l l a p o t 	 	 	 	 T o e s t a n d 	 	 	 S t a r e 	 	 	 	 	 	 H69J*	 	 	 							 	 	 	 	 	 	 	 	 S t a t u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S t a t u s 
 
 S T R _ I D _ A 2 D P _ B L U E T O O T H _ S E T T I N G S 	 A V B T 	 I C O N T E X T ,   T I T L E 	 M M I   A 2 D P   S e t t i n g   S t r i n g 	 B l u e t o o t h   s e t t i n g s 	 ͅYr-[	 ݄Yrn	 2#1IH2%99	 C o n f i g u r a c i  n   d e   b l u e t o o t h   	 R  g l a g e s   B l u e t o o t h 	 B l u e t o o t h - E i n s t e l l u n g e n 	 0AB@>9:8  B l u e t o o t h 	 I m p o s t a z i o n i   B l u e t o o t h 	 %9/'/'*  B l u e t o o t h 	 D e f i n i   e s   B l u e t o o t h 	 B l u e t o o t h   a y a r l a r 1  	 C  i   t   B l u e t o o t h 	 P e n g a t u r a n   B l u e t o o t h 	 S e t i n g   B l u e t o o t h 	 B l u e t o o t h   8	G		?			M	8		 	 	 	 B l u e t o o t h - b e  l l  t  s o k 	 	 	 	 B l u e t o o t h - i n s t e l l i n g e n 	 	 	 S e t r i   B l u e t o o t h 	 	 	   B l u e t o o t h 	 	 	 *F7JEG'  B l u e t o o t h 	 	 	 							  							 	 	 	 	 	 	 	 	 B l u e t o o t h - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   B l u e t o o t h 
 
 S T R _ I D _ A 2 D P _ S E T T I N G S _ E R R _ F L I G H T _ M O D E 	 A V B T 	 P O P U P 	 u s e r   c a n   n o t   u s e   b l u e t o o h   f e a t u r e   u n d e r   f l i g h t   m o d e 	 C a n n o t   u s e   B l u e t o o t h   i n   f l i g h t   m o d e 	 
N(Wۘ*!j_O(uͅYr	 
N(WޘL!j_O(u݄Yr	 D!H*2!2#C
I%99CB+!@#7H-4DI	 N o   s e   p u e d e   u s a r   e l   B l u e t o o t h   e n   m o d o   d e   v u e l o 	 I m p o s s i b l e   d ' u t i l i s e r   B l u e t o o t h   e n   m o d e   V o l 	 K a n n   B l u e t o o t h   n i c h t   i m   F l u g m o d u s   v e r w e n d e n 	 B l u e t o o t h   =5;L7O  8A?>;L7>20BL  2  @568<5  ?   A0<>;5B5? 	 I m p o s s i b i l e   u s a r e   i l   B l u e t o o t h   i n   m o d a l i t    f l i g h t 	 *901  '3*./'E  B l u e t o o t h   AJ  H69  'D7J1'F	 I m p o s s  v e l   u t i l i z a r   B l u e t o o t h   e m   m o d o   d e   v o o 	 U  u _  m o d u n d a   B l u e t o o t h   k u l l a n 1l a m a z 	 K . t h   d  n g   B l u e t o o t h     c h     m  y   b a y 	 T i d a k   d a p a t   m e n g g u n a k a n   B l u e t o o t h   d a l a m   m o d e   p e n e r b a n g a n 	 T i d a k   b o l e h   m e n g g u n a k a n   B l u e t o o t h   d a l a m   m o d   p e n e r b a n g a n 	 B l u e t o o t h   	>	  +	M	2	>			  .	K	!	  .	G		  		*	/	K		  (	9	@		  9	K	  8		$	>		 	 	 	 A   B l u e t o o t h   n e m   h a s z n  l h a t    r e p  l  s   m  d b a n 	 	 	 	 B l u e t o o t h   k a n   i n   d e   v l u c h t s t a n d   n i e t   g e b r u i k t   w o r d e n 	 	 	 I m p o s i b i l   d e   u t i l i z a t   B l u e t o o t h    n   m o d u l   a v i o n 	 	 	       - B l u e t o o t h     	 	 	 'EC'F  (C'1J1  (DH*H+  /1  -'D*  ~1H'2  FJ3*	 	 	 											  					  									  							  			  				  		  	 	 	 	 	 	 	 	 	 K a n   n i e   B l u e t o o t h   i n   v l u g m o d u s   g e b r u i k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   u s a r   B l u e t o o t h   n o   m o d o   d e   v o o 
 
 S T R _ I D _ A 2 D P _ S E T T I N G S _ O U T P U T 	 A V B T 	 T I T L E ,   I C O N T E X T 	 a u d i o   p l a y e r   p l a y   L s i t 	 B T   s t e r e o   o u t p u t 	 ͅYrzԚr8Q	 ݄YrzSOXQ	 @-2L8*@-#4B-  B T 	 S a l i d a   e s t  r e o   B T 	 S o r t i e   s t  r  o   B T 	 B T - S t e r e o a u s g a b e 	 !B5@5>2KE>4  "	 U s c i t a   s t e r e o   B T 	 .1,  '3*1JH  B T 	 S a  d a   e s t  r e o   B l u e t o o t h 	 B T   s t e r e o    1k 1_1  	 . c m   B T    m   t . n i 	 K e l u a r a n   s t e r e o   B T 	 O u t p u t   s t e r e o   B T 	 B T   8	M		@	0	?	/	K	  				*	A			 	 	 	 B T   s z t e r e    k i m e n e t 	 	 	 	 B T   s t e r e o - u i t v o e r 	 	 	 I e _i r e   s t e r e o   B T 	 	 	   B T   	 	 	 .1H,  '3*1JH  B T 	 	 	 				  							  						  	 	 	 	 	 	 	 	 	 B T   s t e r e o - l e w e r i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a  d a   e s t  r e o   B T 
 
 S T R _ I D _ A 2 D P _ S E T T I N G S _ B T _ H E A D S E T 	 A V B T 	 T I T L E ,   I C O N T E X T 	 s e l e c t   a u d i o   f r o m   p h o n e   d r i v e 	 B T   s t e r e o   h e a d s e t 	 ͅYrzԚr3_j	 ݄YrzSOX3:g	 +91*@-#4B-  B T   	 A u d  f o n o s   e s t  r e o   B T 	 C a s q u e   s t  r  o   B T 	 B T - S t e r e o k o p f h  r e r 	 !B5@5>30@=8BC@0  "	 C u f f i a   s t e r e o   B T 	 3E'9)  1#3  '3*1JH  B T 	 A u r i c u l a r   e s t  r e o   B l u e t o o t h 	 B T   s t e r e o   k u l a k l 11  	 T . n g h e   B T    m   t . n i 	 H e a d s e t   s t e r e o   B T 	 S e t   k e p a l a   s t e r e o   B T 	 B T   8	M		@	0	?	/	K	  9	G	!	8	G			 	 	 	 B T   s z t e r e    h e a d s e t 	 	 	 	 B T   s t e r e o h o o f d t e l e f o o n 	 	 	 C _t i   s t e r e o   B T 	 	 	   B T   	 	 	 H4  '3*1JH  B T 	 	 	 				  							  							 	 	 	 	 	 	 	 	 B T   s t e r e o - k o p s t u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o n e   d e   o u v i d o   e s t  r e o   B T 
 
 S T R _ I D _ A 2 D P _ S E T T I N G S _ E R R _ M U S T _ S E L E C T _ H E A D S E T 	 A V B T 	 P O P U P 	 u s e r   m u s t   s e l e c t   a   h e a d s e t   i f   t h e y   t u r n   o n   s t e r e o   o u t p u t 	 M u s t   s e l e c t   a   h e a d s e t 	 _x NP3_j	 _{	 N*N3:g	 I-@%7-+91	 D e b e   s e l e c c i o n a r   u n o s   a u d  f o n o s 	 D o i t    t r e   u n   c a s q u e 	 U n b e d i n g t   e i n e n   K o p f h  r e r   w  h l e n 	 C6=>  2K1@0BL  30@=8BC@C	 S e l e z i o n a r e   u n a   c u f f i a 	 J,(  *-/J/  3E'9)  1#3	 T e m   d e   s e l e c c i o n a r   u m   a u r i c u l a r 	 B i r   k u l a k l 1k   s e  m e l i s i n i z 	 P h i   c h n   t a i   n g h e 	 H a r u s   m e m i l i h   s a l a h   s a t u   h e a d s e t 	 M e s t i   p i l i h   s e t   k e p a l a 	 9	G	!	8	G		  	A	(	(	>	  	<	0	B	0	@	  9	H		 	 	 	 A   h e a d s e t e t   k i   k e l l   k i v  l a s z t a n i 	 	 	 	 E r   m o e t   e e n   h o o f d t e l e f o o n   g e s e l e c t e e r d   w o r d e n 	 	 	 E s t e   n e c e s a r   s e l e c t a r e a   c _t i l o r 	 	 	     	 	 	 ('J/  JC  H4  1'  (12JFJ/	 	 	 						  						  								  				  				 	 	 	 	 	 	 	 	 M o e t    n   k o p s t u k   k i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e v e   s e l e c i o n a r   u m   f o n e   d e   o u v i d o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 0 1 _ H A S _ S A V E D _ T O _ D R A F T 	 B A R C O D E R E A D E R 	 P O P U P 	 H a s   s a v e d   t o   d r a f t   b o x 	 S a v e d   t o   d r a f t   b o x 	 bR2QX[I?z{	 bROX[I?z{	 16D"1%H-A#H2! 	  G r a b a d o   e n   e l   b u z  n   d e   b o r r a d o r e s ! 	 E n r e g i s t r    d a n s   B r o u i l l o n   ! 	 U n t e r   E n t w u r f   g e s p e i c h e r t ! 	 !>E@0=8BL  2  G5@=>28:8! 	 S a l v a t o   i n   b o z z e ! 	 *E  'D-A8  AJ  5F/HB  'DE3H/)! 	 G u a r d a d o   e m   R a s c u n h o s ! 	 T a s l a k   k u t u s u n a   k a y d e d i l d i ! 	    l u   v  o   t h   n h  p ! 	 T e r s i m p a n   k e   k o t a k   k o n s e p 	 D i s i m p a n   k e   k o t a k   d r a f ! 	 !	M	0	>	+	M		  ,	I		M	8	  .	G		  8	9	G		>	  	/	>	! 	 	 	 	 M e n t v e   a   p i s z k o z a t o k   k  z  ! 	 	 	 	 O p g e s l a g e n   b i j   c o n c e p t e n ! 	 	 	 S a l v a t    n   c a s e t a   d e   c i o r n e ! 	 	 	     ! 	 	 	 /1  ~J4  FHJ3G'  0.J1G  4/! 	 	 	 				  						  							  			  					! 	 	 	 	 	 	 	 	 	 G e b e r g   i n   K o n s e p t e ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v o   n a   c a i x a   d e   r a s c u n h o s 
 
 S T R _ I D _ B A R C O D E R E A D E R _ F U N C _ O P 0 1 _ S A V E _ T O _ D R A F T 	 B A R C O D E R E A D E R 	 I C O N T E X T 	 S a v e   t o   d r a f t   b o x 	 S a v e   t o   d r a f t   b o x 	 2QX[I?z{	 OX[I?z{	 16D"1%H-A#H2	 G u a r d a r   e n   e l   b u z  n   d e   b o r r a d o r e s 	 E n r e g i s t r e r   d a n s   B r o u i l l o n 	 U n t e r   E n t w u r f   s p e i c h e r n 	 !>E@0=8BL  2  '5@=>28:8	 S a l v a   i n   b o z z e 	 -A8  AJ  5F/HB  'DE3H/)	 G u a r d a r   e m   R a s c u n h o s 	 T a s l a k   k u t u s u n a   k a y d e t 	 L u   v  o   t h   n h  p 	 T e r s i m p a n   k e   k o t a k   k o n s e p 	 S i m p a n   k e   k o t a k   d r a f 	 !	M	0	>	+	M		  ,	I		M	8	  .	G		  8	9	G		G			 	 	 	 M e n t  s   a   p i s z k o z a t o k   k  z  	 	 	 	 O p s l a a n   i n   c o n c e p t e n v a k 	 	 	 S a l v a r e    n   c a s e t a   d e   c i o r n e 	 	 	     	 	 	 0.J1G  /1  ~J4  FHJ3G'	 	 	 				  						  							  				  	 	 	 	 	 	 	 	 	 B e r g   i n   K o n s e p t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   n a   c a i x a   d e   r a s c u n h o s 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ C O L O N 	 B A R C O D E R E A D E R 	 U N L I M 	 C o l o n   s i g n a l 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ D E C O D I N G 	 B A R C O D E R E A D E R 	 B A R C O D E _ H I N T 	 D e c o d i n g 	 D e c o d i n g 	 ㉼x-N	 ck(Wx	 3%1-#+1*	 D e s c r i f r a n d o 	 D  c o d a g e 	 D e k o d i e r u n g 	 5:>48@>20=85	 D e c o d i f i c a 	 AC  'D*4AJ1	 D e s c o d i f i c a   o 	 ^i f r e     z  l  y o r   	 a n g   g i i   m  	 M e n d e k o d e 	 M e n y a h k o d 	 !	?		K	!	?				 	 	 	 V i s s z a f e j t  s 	 	 	 	 B e z i g   m e t   d e c o d e r e n 	 	 	 D e c o d a r e 	 	 	 	 	 	 /1  -'D  1E24'	 	 	 					  				 	 	 	 	 	 	 	 	 D e k o d e e r   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e c o d i f i c a   o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ I N V A L I D _ T I T L E 	 B A R C O D E R E A D E R 	 U N L I M 	 I n v a l i d   t i t l e 	 I n v a l i d   t i t l e 	 !qHevjL	 eHevh	 3A+HD!H9I-	 T  t u l o   i n v  l i d o 	 T i t r e   i n v a l i d e 	 U n g  l t i g e r   T i t e l 	 525@=K9  703>;>2>:	 T i t o l o   n o n   v a l i d o 	 9FH'F  :J1  5'D-	 T  t u l o   i n v  l i d o 	 G e  e r s i z   b a _l 1k   	 T .   k . h p   l 	 J u d u l   t i d a k   v a l i d 	 T a j u k   t i d a k   s a h 	 	.	>	(	M	/	  6	@	0	M	7			 	 	 	  r v  n y t e l e n   c  m 	 	 	 	 O n g e l d i g e   t i t e l 	 	 	 T i t l u   n e v a l i d 	 	 	     	 	 	 9FH'F  F'E9*(1  '3*	 	 	 								  								 	 	 	 	 	 	 	 	 O n g e l d i g e   t i t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T  t u l o   i n v  l i d o 
 
 S T R _ I D _ B A R C O D E R E A D E R _ N O T I F Y _ N O _ E M A I L 	 B A R C O D E R E A D E R 	 P O P U P 	 N o   E m a i l   c l i e n t 	 N o   E m a i l   c l i e n t 	 !qN(u6bz	 eN[7bz	 D!H!5-5@!%D%@-GL	  C l i e n t e   s i n   c o r r e o   e l e c t r  n i c o ! 	 P a s   d e   c l i e n t   e m a i l   ! 	 K e i n   E - M a i l - C l i e n t ! 	 5B  :;85=B0  M;5:B@>==>9  ?>GBK	 N e s s u n   c l i e n t   e m a i l 	 D'  JH,/  9EJD  9(1  'D(1J/  'D%DC*1HFJ! 	 N e n h u m   c l i e n t e   d e   E - m a i l 	 E - P o s t a   0s t e m c i s i   Y o k ! 	 K h  n g   c    n g   d n g   e m a i l ! 	 T i d a k   a d a   k l i e n   e m a i l 	 T i a d a   k l i e n   E - m e l ! 	 	K		  	.	G	2	  	M	
 2	>				  (	9	@		! 	 	 	 	 N i n c s   e - m a i l   k l i e n s ! 	 	 	 	 G e e n   e m a i l c l i e n t ! 	 	 	 N i c i u n   c l i e n t   e - m a i l !   	 	 	       ! 	 	 	 G  31H3  1F/G  1''F'EG  '  H,H/  F/'1/! 	 	 	 			  				  						  			! 	 	 	 	 	 	 	 	 	 G e e n   E - p o s k l i  n t ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c l i e n t e   d e   e - m a i l 
 
 S T R _ I D _ B A R C O D E R E A D E R _ O P 1 1 _ E N C O D I N G _ H K S C S 	 B A R C O D E R E A D E R 	 C 0 5 7 _ 1 	 H K S C S 	 H K S C S ( H o n g K o n g   C h i n e s e ) 	 H K S C S ( /nX܈W[CQ) 	 H K S C S ( /nXeW[&{) 	 H K S C S ( 5.H-) 	 H K S C S   ( c h i n o   d e   H o n g   K o n g ) 	 H K S C S   ( C h i n o i s   H o n g K o n g ) 	 H K S C S   ( H o n g k o n g   C h i n e s i s c h ) 	 H K S C S ( >=:>=3  8B09) 	 H K S C S ( C i n e s e   d i   H o n g   K o n g ) 	 H K S C S   ( GHF:  CHF:  'D5JFJ)) 	 H K S C S   ( C h i n  s   d e   H o n g   K o n g ) 	 H K S C S   ( H o n g   K o n g    i n c e s i ) 	 H K S C S   ( T i n g   H o a   H n g   K  n g ) 	 H K S C S   ( C i n a   H o n g K o n g ) 	 H K S C S ( C i n a   H o n g K o n g ) 	 H K S C S   ( 9	>			  	>			  	>		(	@		<	) 	 	 	 	 H K S C S ( h o n g k o n g i   k  n a i ) 	 	 	 	 H K S C S   ( H o n g k o n g c h i n e e s ) 	 	 	 H K S C S   ( C h i n e z   H o n g K o n g ) 	 	 	 H K S C S (     ) 	 	 	 H K S C S ( F  GHF  F) 	 	 	 											( 				  						) 	 	 	 	 	 	 	 	 	 H K S C S ( H o n g k o n g   C h i n e e s ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H K S C S   ( c h i n  s   d e   H o n g   K o n g ) 
 
 S T R _ I D _ B C R _ A P P _ N A M E 	 B C R 	 I C O N T E X T ,   T I T L E ,   T W O S T A T E ,   T E X T ,   H I N T 	 B C R 	 B C R 	 
TGrX%R	 
TGrƋ+R	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 B C R 	 	 	 	 B C R 	 	 	 	 B C R 	 	 	 B C R 	 	 	 B C R 	 	 	 B C R 	 	 	 						  	 	 	 	 	 	 	 	 	 B C R 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B C R 
 
 S T R _ I D _ B C R _ F I E L D S 	 B C R 	 T I T L E ,   I C O N T E X T 	 F i e l d s 	 F i e l d s 	 kMO	 hMO	 4%L	 C a m p o s 	 C h a m p s 	 F e l d e r 	 >;O	 C a m p i 	 'D-BHD	 C a m p o s 	 A l a n l a r 	 C  c   m c 	 K o l o m 	 M e d a n 	 +	@	2	M	!	M	8		 	 	 	 M e z Qk 	 	 	 	 V e l d e n 	 	 	 C  m p u r i 	 	 	 	 	 	 ,'G'  .'D	 	 	 							  	 	 	 	 	 	 	 	 	 V e l d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m p o s 
 
 S T R _ I D _ B C R _ F I E L D _ N A M E 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 N a m e 	 N a m e 	 Y
T	 Y
T	 
7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e 	 'D'3E	 N o m e 	 0s i m 	 T  n 	 N a m a 	 N a m a 	 (	>	.		 	 	 	 N  v 	 	 	 	 N a a m 	 	 	 N u m e 	 	 	 	 	 	 F'E	 	 	 				 	 	 	 	 	 	 	 	 N a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e 
 
 S T R _ I D _ B C R _ F I E L D _ P O S I T I O N 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 J o b   t i t l e 	 J o b   t i t l e 	 w1z	 Ly	 3A+H2	 T  t u l o   d e l   t r a b a j o 	 P o s t e 	 B e r u f s b e z e i c h n u n g 	 >;6=>ABL	 P r o f e s s i o n e 	 'DE3EI  'DH8JAJ	 C a r g o 	 0_  u n v a n 1	 C h c   v 	 J a b a t a n 	 N a m a   j a w a t a n 	 *	&	(	>	.		 	 	 	 B e o s z t  s 	 	 	 	 F u n c t i e 	 	 	 F u n c ci e 	 	 	 	 	 	 9FH'F  4:D	 	 	 					  			  	 	 	 	 	 	 	 	 	 P o s t i t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r g o 
 
 S T R _ I D _ B C R _ F I E L D _ C O M P A N Y 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 C o m p a n y   n a m e 	 C o m p a n y   n a m e 	 lQS
T1z	 lQS
Ty	 
7H-#4)1	 N o m b r e   d e   l a   c o m p a   a 	 N o m   d e   l a   s o c i  t  	 F i r m e n n a m e 	 0720=85  :><?0=88	 N o m e   s o c i e t  	 '3E  'D41C)	 N o m e   d a   e m p r e s a 	 ^i r k e t   a d 1	 T  n   c  n g   t y 	 N a m a   p e r u s a h a n 	 N a m a   s y a r i k a t 	 	.	M	*	(	@	  (	>	.		 	 	 	 V  l l a l a t n  v 	 	 	 	 B e d r i j f s n a a m 	 	 	 N u m e   c o m p a n i e 	 	 	   	 	 	 F'E  41C*	 	 	 										  			  	 	 	 	 	 	 	 	 	 M a a t s k a p p y n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d a   e m p r e s a 
 
 S T R _ I D _ B C R _ F I E L D _ A D D R E S S 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 A d d r e s s 	 A d d r e s s 	 0W@W	 0W@W	 5H-"9H	 D i r e c c i  n 	 A d r e s s e 	 A d r e s s e 	 4@5A	 I n d i r i z z o 	 'D9FH'F	 E n d e r e  o 	 A d r e s 	 a   c h 	 A l a m a t 	 A l a m a t 	 *	$	>		 	 	 	 C  m 	 	 	 	 A d r e s 	 	 	 A d r e s 	 	 	 	 	 	 F4'F	 	 	 							 	 	 	 	 	 	 	 	 A d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o 
 
 S T R _ I D _ B C R _ F I E L D _ P H O N E 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 P h o n e 	 P h o n e 	 q	 5u݋	 B#(1L	 T e l  f o n o 	 T  l  p h o n e 	 T e l e f o n 	 "5;5D>=	 T e l e f o n o 	 'DG'*A	 T e l e f o n e 	 T e l e f o n 	 i n   t h o i 	 T e l e p o n 	 T e l e f o n 	 +	K	(		 	 	 	 T e l e f o n 	 	 	 	 T e l e f o o n 	 	 	 T e l e f o n 	 	 	 	 	 	 *DAF	 	 	 				  	 	 	 	 	 	 	 	 	 T e l e f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e 
 
 S T R _ I D _ B C R _ F I E L D _ F A X 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 F a x   n u m b e r 	 F a x   n u m b e r 	 Pw_x	  OwSx	 +!2"@%AL	 N  m e r o   d e   f a x 	 N u m  r o   f a x 	 F a x n u m m e r 	 $0:A	 N u m e r o   d i   f a x 	 1BE  'DA'C3	 N    d e   f a x 	 F a k s   N u m a r a s 1	 S   f a x 	 N o m o r   f a k s 	 N o m b o r   f a k s 	 +	H		M	8	  (	.	M	,	0		 	 	 	 F a x s z  m 	 	 	 	 F a x n u m m e r 	 	 	 N u m r   d e   f a x 	 	 	   	 	 	 4E'1G  FE'(1	 	 	 							  					  	 	 	 	 	 	 	 	 	 F a k s n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   f a x 
 
 S T R _ I D _ B C R _ F I E L D _ B B C A L L 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 B B   c a l l 	 B B   c a l l 	 B B _j	 B B :g	 *2"  B B   	 L l a m a d a   B B 	 A p p e l   B B 	 B B - A n r u f 	 2>=>:  B B   	 C h i a m a t a   B B 	 EC'DE)  B B 	 C h a m a d a   B B 	 B B    a r 1s 1	 G i   B B 	 P a n g g i l a n   B B 	 P a n g g i l a n   B B 	 B B   	I	2		 	 	 	 B B   h  v  s 	 	 	 	 B B - g e s p r e k 	 	 	 A p e l a r e   B B 	 	 	   B B 	 	 	 *E'3  B B 	 	 	 				  		  	 	 	 	 	 	 	 	 	 B B - o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   B B 
 
 S T R _ I D _ B C R _ F I E L D _ M O B I L 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 M o b i l e 	 M o b i l e 	 Kb_j	 Kb:g	 !7-7-	 M  v i l 	 P o r t a b l e 	 M o b i l t e l e f o n 	 >18;L=K9	 C e l l u l a r e 	 E-EHD	 T e l e m  v e l 	 M o b i l   	 D i   n g 	 P o n s e l 	 T e l e f o n   b i m b i t 	 .	K	,	>		2		 	 	 	 M o b i l 	 	 	 	 M o b i e l 	 	 	 M o b i l 	 	 	 	 	 	 *DAF  GE1'G	 	 	 							  	 	 	 	 	 	 	 	 	 S e l f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  v e l 
 
 S T R _ I D _ B C R _ F I E L D _ E M A I L 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 E m a i l   a d d r e s s 	 E m a i l   a d d r e s s 	 P[O{	 5uP[O{	 -5@!%A-@#*	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A d r e s s e   e m a i l 	 E - M a i l a d r e s s e 	 4@5A  M;.   ?>GBK	 I n d i r i z z o   e - m a i l 	 9FH'F  'D(1J/  'D%DC*1HFJ	 E n d e r e  o   d e   e - m a i l 	 E - p o s t a   a d r e s i   	 a   c h   e m a i l 	 A l a m a t   e m a i l 	 A l a m a t   e - m e l 	 	.	G	2	  *	$	>		 	 	 	 E - m a i l   c  m 	 	 	 	 E - m a i l a d r e s 	 	 	 A d r e s   e - m a i l 	 	 	     	 	 	 F4'F  1'J'F'EG	 	 	 					  						  	 	 	 	 	 	 	 	 	 E - p o s a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   e - m a i l 
 
 S T R _ I D _ B C R _ F I E L D _ C O M P A N Y N O 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 C o m p a n y   N O . 	 C o m p a n y   N O . 	 lQSc
T	 lQSc
T	 +!2"@%#4)1	 N o .   d e   c o m p a   a 	 N    s o c i  t  	 F i r m e n - N r . 	 ><5@  :><?0=88	 N .   d e l l a   s o c i e t  	 1BE  'D41C)	 N    d a   e m p r e s a 	 ^i r k e t   N O . 	 a   c h   c  n g   t y 	 N o .   P e r u s a a n 	 N O .   S y a r i k a t 	 	.	M	*	(	@	  (	.	M	,	0		 	 	 	 C  g e s   S Z . 	 	 	 	 B e d r i j f s n u m m e r 	 	 	 N r .   c o m p a n i e 	 	 	   	 	 	 4E'1G  41*	 	 	 										  					  	 	 	 	 	 	 	 	 	 M a a t s k a p p y n o . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N    e m p r e s a 
 
 S T R _ I D _ B C R _ F I E L D _ H O M E P A G E 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 H o m e   p a g e 	 H o m e   p a g e 	 ;N	 ;Nu	 B.!@	 P  g i n a   d e   i n i c i o 	 P a g e   d ' a c c u e i l 	 H o m e p a g e 	 ><0H=OO  AB@0=8F0	 P a g i n a   i n i z i a l e 	 'D5A-)  'D1&J3J)	 P  g i n a   i n i c i a l 	 A n a   s a y f a 	 T r a n g   c h 	 H a l a m a n   u t a m a 	 H a l a m a n   w e b 	 9	K	.	  *	G			 	 	 	 H o n l a p 	 	 	 	 H o m e p a g e 	 	 	 P a g i n   d e   p o r n i r e 	 	 	   	 	 	 5A-G  ":'2F	 	 	 				  			  	 	 	 	 	 	 	 	 	 T u i s b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P  g i n a   i n i c i a l 
 
 S T R _ I D _ B C R _ F I E L D _ O T H E R S 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 O t h e r s 	 N o t e 	 N	 N	 16	 N o t a 	 R e m a r q u e 	 H i n w e i s 	 @8<5G0=85	 N o t a 	 ED'-8)	 N o t a 	 N o t 	 G h i   c h  	 C a t a t a n 	 N o t a 	 (	K			 	 	 	 M e g j e g y z  s 	 	 	 	 O p m e r k i n g 	 	 	 N o t 	 	 	   	 	 	 '//'4*	 	 	 									  	 	 	 	 	 	 	 	 	 N o t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t a 
 
 S T R _ I D _ B C R _ F I E L D _ E N G _ N A M E 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 E n g l i s h   n a m e 	 E n g l i s h   n a m e 	 e
TW[	 e
TW[	 
7H- 2)2-1$)	 N o m b r e   e n   i n g l  s 	 N o m   a n g l a i s 	 N a m e   ( E n g l i s c h ) 	 <O  =0  0=3;89A:><	 N o m e   i n g l e s e 	 'D'3E  ('D'F,DJ2J)	 N o m e   i n g l  s 	 0n g i l i z c e   a d 1	 T  n   t i n g   A n h 	 N a m a   I n g g r i s 	 N a m a   I n g g e r i s 	 			M	0	G		@	  (	>	.		 	 	 	 A n g o l   n  v 	 	 	 	 E n g e l s e   n a a m 	 	 	 N u m e   e n g l e z 	 	 	   	 	 	 F'E  (G  'FD3	 	 	 						  			  	 	 	 	 	 	 	 	 	 E n g e l s e   n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   e m   i n g l  s 
 
 S T R _ I D _ B C R _ F I E L D _ E N G _ P O S I T I O N 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 E n g l i s h   P o s i t i o n 	 E n g l i s h   P o s i t i o n 	 eMOn	 eMOn	 3A+H 2)2-1$)	 P o s i c i  n   e n   i n g l  s 	 P o s i t i o n   a n g l a i s e 	 P o s i t i o n   ( E n g l i s c h ) 	 >;6=>ABL  =0  0=3;89A:><	 P o s i z i o n e   i n g l e s e 	 'DEF5(  ('D'F,DJ2J)	 C a r g o   i n g l  s 	 0n g i l i z c e   P o z i s y o n u 	 C h c   v   t i n g   A n h 	 P o s i s i   I n g g r i s 	 J a w a t a n   I n g g e r i s 	 			M	0	G		@	  8	M	%	?	$	?		 	 	 	 A n g o l   b e o s z t  s 	 	 	 	 E n g e l s e   p o s i t i e 	 	 	 P o z i ci e   e n g l e z 	 	 	   	 	 	 EHB9*  (G  'FD3	 	 	 						  								 	 	 	 	 	 	 	 	 E n g e l s e   p o s i s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o s i   o   e m   i n g l  s 
 
 S T R _ I D _ B C R _ F I E L D _ E N G _ C O M P A N Y 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 E n g l i s h   c o m p a n y 	 E n g l i s h   c o m p a n y 	 elQS	 elQS	 #4)1 2)2-1$)	 C o m p a   a   e n   i n g l  s 	 S o c i  t    a n g l a i s e 	 F i r m a   ( E n g l i s c h ) 	 0720=85  :><?0=88  =0  0=3;89A:><	 S o c i e t    i n g l e s e 	 'D41C)  ('D'F,DJ2J)	 E m p r e s a   i n g l  s 	 0n g i l i z   _i r k e t i 	 C  n g   t y   t i n g   A n h 	 P e r u s a h a a n   I n g g r i s 	 S y a r i k a t   I n g g e r i s 	 			M	0	G		@	  		*	(	@		 	 	 	 A n g o l   c  g 	 	 	 	 E n g e l s   b e d r i j f 	 	 	 C o m p a n i e   e n g l e z 	 	 	   	 	 	 F'E  41*  (G  'FD3	 	 	 						  									  	 	 	 	 	 	 	 	 	 E n g e l s e   m a a t s k a p p y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E m p r e s a   i n g l e s a 
 
 S T R _ I D _ B C R _ F I E L D _ E N G _ A D D R E S S 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 E n g l i s h   a d d r e s s 	 E n g l i s h   a d d r e s s 	 e0W@W	 e0W@W	 5H-"9H 2)2-1$)	 D i r e c c i  n   e n   i n g l  s 	 A d r e s s e   a n g l a i s e 	 A d r e s s e   ( E n g l i s c h ) 	 4@5A  =0  0=3;89A:><  	 I n d i r i z z o   i n g l e s e 	 'D9FH'F  ('D%F,DJ2J)	 E n d e r e  o   i n g l  s 	 0n g i l i z   a d r e s i 	 a   c h   t i n g   A n h 	 A l a m a t   I n g g r i s 	 A l a m a t   I n g g e r i s 	 			M	0	G		@	  *	$	>		 	 	 	 A n g o l   c  m 	 	 	 	 E n g e l s   a d r e s 	 	 	 A d r e s   e n g l e z 	 	 	   	 	 	 F4'F  (G  'FD3	 	 	 						  						  	 	 	 	 	 	 	 	 	 E n g e l s e   a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   i n g l  s 
 
 S T R _ I D _ B C R _ F I E L D _ T E L E X 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 T e l e x 	 T e l e x 	 1X	 5ub	 @@%GL	 T e l e x 	 T  l e x 	 T e l e x 	 "5;5:A	 T e l e x 	 'D*DC3	 T e l e x 	 T e l e k s 	 T e l e x 	 T e l e k s 	 T e l e k s 	 	G	2	G		M	8		 	 	 	 T e l e x 	 	 	 	 T e l e x 	 	 	 T e l e x 	 	 	 	 	 	 *D3	 	 	 							  	 	 	 	 	 	 	 	 	 T e l e k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e x 
 
 S T R _ I D _ B C R _ F I E L D _ S U B _ P H O N E 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 S u b   p h o n e 	 S u b   p h o n e 	 R_j	 R:g	 B#(1L"H-"	 S u b t e l  f o n o 	 S o u s   t  l  p h o n e 	 N e b e n s t e l l e   ( T e l e f o n ) 	 >?>;=8B5;L=K9  B5;5D>=	 S u b - p h o n e 	 'DG'*A  'DA19J	 E x t e n s  o 	 A l t   t e l e f o n 	 i n   t h o i   p h 	 E k s t e n s i   t e l e p o n 	 S u b   t e l e f o n 	 8	,	  +	K	(		 	 	 	 T e l e f o n m e l l  k 	 	 	 	 S u b t e l e f o o n 	 	 	 T e l e f o n   a l t e r n a t i v 	 	 	   	 	 	 *DAF  A19	 	 	 			  					 	 	 	 	 	 	 	 	 S u b - f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b f o n e 
 
 S T R _ I D _ B C R _ F I E L D _ D E P A R T M E N T 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 D e p a r t m e n t 	 D e p a r t m e n t 	 萀	 	 A	 D e p a r t a m e n t o 	 D  p a r t e m e n t 	 A b t e i l u n g 	 B45;	 R e p a r t o 	 'D%/'1)	 D e p a r t a m e n t o 	 D e p a r t m a n   	 P h  n g 	 D e p a r t e m e n 	 J a b a t a n 	 5	?	-	>			 	 	 	 O s z t  l y 	 	 	 	 A f d e l i n g 	 	 	 D e p a r t a m e n t 	 	 	 	 	 	 '/'1G	 	 	 						 	 	 	 	 	 	 	 	 D e p a r t e m e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e p a r t a m e n t o 
 
 S T R _ I D _ B C R _ F I E L D _ E N G _ D E P A R T M E N T 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 E n g l i s h   d e p a r t m e n t 	 E n g l i s h   d e p a r t m e n t 	 e萀	 e	 A 2)2-1$)	 D e p a r t a m e n t o   e n   i n g l  s 	 D  p a r t e m e n t   a n g l a i s 	 A b t e i l u n g   ( E n g l i s c h ) 	 0720=85  >B45;0  =0  0=3;89A:><	 R e p a r t o   i n g l e s e 	 'DB3E  ('D%F,DJ2J)	 D e p a r t a m e n t o   i n g l  s 	 0n g i l i z   d e p a r t m a n 1	 P h  n g   t i n g   A n h 	 D e p a r t e m e n   I n g g r i s 	 J a b a t a n   I n g g e r i s 	 			M	0	G		@	  5	?	-	>			 	 	 	 A n g o l   o s z t  l y 	 	 	 	 E n g e l s e   a f d e l i n g 	 	 	 D e p a r t a m e n t   e n g l e z 	 	 	   	 	 	 F'E  '/'1G  (G  'FD3	 	 	 						  					  	 	 	 	 	 	 	 	 	 E n g e l s e   d e p a r t e m e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e p a r t a m e n t o   i n g l  s 
 
 S T R _ I D _ B C R _ F I E L D _ M A I L N U M B E R 	 B C R 	 T W O S T A T E ,   P O P U P ,   C 0 5 7 _ 1 	 M a i l   n u m b e r 	 M a i l   n u m b e r 	 ^@S_	 ?ex	 +!2"@%+!2"	 N  m e r o   d e   c o r r e o   	 N u m  r o   m a i l 	 M a i l - N u m m e r 	 ><5@  ?>GB>2>3>  OI8:0	 N u m e r o   d i   m a i l 	 1BE  'D(1J/	 N    d e   c o r r e i o 	 P o s t a   n u m a r a s 1	 a   c h   g i   t h 	 K o d e   p o s 	 N o m b o r   m e l 	 .	G	2	  (	.	M	,	0		 	 	 	 P o s t a i   i r  n y  t  s z  m 	 	 	 	 P o s t n u m m e r 	 	 	 N u m r   	 	 	 	 	 	 4E'1G  F'EG	 	 	 				  					  	 	 	 	 	 	 	 	 	 P o s n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   c o r r e s p o n d  n c i a 
 
 S T R _ I D _ B C R _ F O C U S _ M O D E _ A U T O 	 B C R 	 C 0 5 7 _ 1 	 [ F O C U S   M D O E   A U T O ] 	 A u t o 	 R	 ꁨR	 -1B!14	 A u t o 	 A u t o 	 A u t o m a t i s c h 	 2B><0B8G5A:8	 A u t o 	 *DB'&J	 A u t o m  t i c o 	 O t o m a t i k 	 T   n g 	 O t o m a t i s 	 A u t o 	 		K	    	 	 	 	 A u t o m a t a 	 	 	 	 A u t o m a t i s c h 	 	 	 A u t o m a t 	 	 	 	 	 	 .H/'1	 	 	 										  	 	 	 	 	 	 	 	 	 O u t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A u t o m  t i c o 
 
 S T R _ I D _ B C R _ F O C U S _ M O D E _ M A C R O 	 B C R 	 C 0 5 7 _ 1 	 [ F O C U S   M D O E   M A C R O ] 	 M a c r o 	 _ݍ	 _ݍ	 !2B#	 M a c r o 	 M a c r o 	 M a k r o 	 0:@>	 M a c r o 	 E'C1H	 M a c r o 	 M a k r o   	 M a c r o 	 M a k r o 	 M a k r o 	 .	G		M	0	K		 	 	 	 M a k r o 	 	 	 	 M a c r o 	 	 	 M a c r o 	 	 	 	 	 	 E'C1H	 	 	 										 	 	 	 	 	 	 	 	 M a k r o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a c r o 
 
 S T R _ I D _ B C R _ F L A S H _ O F F 	 B C R 	 C 0 5 7 _ 1 	 [ F L A S H   O F F ] 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 %JB'A	 D e s l i g a d o 	 K a p a l 1	 T t 	 T i d a k   a k t i f 	 P a d a m 	 ,		&		 	 	 	 K i 	 	 	 	 U i t 	 	 	 D e z a c t i v a r e 	 	 	 	 	 	 .'EH4	 	 	 				  				  	 	 	 	 	 	 	 	 	 A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s l i g a d o 
 
 S T R _ I D _ B C R _ F L A S H _ O N 	 B C R 	 C 0 5 7 _ 1 	 [ F L A S H   O N ] 	 O n 	 _U	 Sb _	 @4	 A c t i v a d o 	 A c t i v  	 E i n 	 :;. 	 A c c e s o 	 *4:JD	 L i g a d o 	 A  1k   	 B t 	 A k t i f 	 N y a l a 	 	>	2	B		 	 	 	 B e 	 	 	 	 A a n 	 	 	 A c t i v a r e 	 	 	 	 	 	 1H4F	 	 	 				  				  	 	 	 	 	 	 	 	 	 A a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i g a d o 
 
 S T R _ I D _ B C R _ B A N D I N G _ 5 0 H Z 	 B C R 	 C 0 5 7 _ 1 	 [ I n l i n e - B a n d i n g   6 0 H z ] ,   n e e d ' t   t o   t r a n s l a t e 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0   H z 	 5 0 F	 5 0 H z 	 5 0   G1*2	 5 0   H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 5 0 H z 	 	 	 	 5 0   H z 	 	 	 	 5 0 H z 	 	 	 5 0   H z 	 	 	  5 0 H z 	 	 	 5 0 H z 	 	 	 		  					  	 	 	 	 	 	 	 	 	 5 0 H z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 5 0 H z 
 
 S T R _ I D _ B C R _ B A N D I N G _ 6 0 H Z 	 B C R 	 C 0 5 7 _ 1 	 [ I n l i n e - B a n d i n g   5 0 H z ] ,   n e e d ' t   t o   t r a n s l a t e 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0   H z 	 6 0 F	 6 0 H z 	 6 0   G1*2	 6 0   H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 6 0 H z 	 	 	 	 6 0   H z 	 	 	 	 6 0 H z 	 	 	 6 0   H z 	 	 	  6 0 H z 	 	 	 6 0 H z 	 	 	 		  					  	 	 	 	 	 	 	 	 	 6 0 H z 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 6 0 H z 
 
 S T R _ I D _ B C R _ E V _ N 4 	 B C R 	 C 0 5 7 _ 1 	 [ e v   - 2 ] ,   l i g h t     e x p i a t i o n 	 E V   - 2 	 ܈Q  - 2 	 eP  - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 L W   - 2 	 -:A?>78F8O  - 2 	 E V   - 2 	 2 -   %DC*1HF  AHD*	 E V   - 2 	 E V   - 2 	 P . s  n g   - 2 	 E V   - 2 	 E V   - 2 	 E V   - 2 	 	 	 	 E V   - 2 	 	 	 	 E V   - 2 	 	 	 E V   - 2 	 	 	 E V   - 2 	 	 	 E V   -   2 	 	 	 			- 2 	 	 	 	 	 	 	 	 	 E V   - 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   - 2 
 
 S T R _ I D _ B C R _ E V _ N 3 	 B C R 	 C 0 5 7 _ 1 	 [ e v   - 1 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   - 1 . 5 	 ܈Q  - 1 . 5 	 eP  - 1 . 5 	 E V   - 1 . 5 	 E V   - 1 , 5 	 E V   - 1 , 5 	 L W   - 1 , 5 	 E V   - 1 . 5 	 E V   - 1 , 5 	 1 . 5 -   %DC*1HF  AHD*	 E V   - 1 , 5 	 E V   - 1 , 5 	 P . s  n g   - 1 , 5 	 E V   - 1 , 5 	 E V   - 1 , 5 	 E V   - 1 . 5 	 	 	 	 E V   - 1 , 5 	 	 	 	 E V   - 1 , 5 	 	 	 E V   - 1 , 5 	 	 	 E V   - 1 . 5 	 	 	 E V   -   1 . 5 	 	 	 			- 1 . 5 	 	 	 	 	 	 	 	 	 E V   - 1 . 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   - 1 , 5 
 
 S T R _ I D _ B C R _ E V _ N 2 	 B C R 	 C 0 5 7 _ 1 	 [ e v   - 1 ] ,   l i g h t     e x p i a t i o n 	 E V   - 1 	 ܈Q  - 1 	 eP  - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 L W   - 1 	 -:A?>78F8O  - 1 	 E V   - 1 	 1 -   %DC*1HF  AHD*	 E V   - 1 	 E V   - 1 	 P . s  n g   - 1 	 E V   - 1 	 E V   - 1 	 E V   - 1 	 	 	 	 E V   - 1 	 	 	 	 E V   - 1 	 	 	 E V   - 1 	 	 	 E V   - 1 	 	 	 E V   - 1 	 	 	 			- 1 	 	 	 	 	 	 	 	 	 E V   - 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   - 1 
 
 S T R _ I D _ B C R _ E V _ N 1 	 B C R 	 C 0 5 7 _ 1 	 [ e v   - 0 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   - 0 . 5 	 ܈Q  - 0 . 5 	 eP  - 0 . 5 	 E V   - 0 . 5 	 E V   - 0 , 5 	 E V   - 0 , 5 	 L W   - 0 , 5 	 E V   - 0 . 5 	 E V   - 0 , 5 	 0 . 5 -   %DC*1HF  AHD*	 E V   - 0 , 5 	 E V   - 0 , 5 	 P . s  n g   - 0 , 5 	 E V   - 0 , 5 	 E V   - 0 , 5 	 E V   - 0 . 5 	 	 	 	 E V   - 0 , 5 	 	 	 	 E V   - 0 , 5 	 	 	 E V   - 0 , 5 	 	 	 E V   - 0 . 5 	 	 	 E V   -   0 . 5 	 	 	 			- 0 . 5 	 	 	 	 	 	 	 	 	 E V   - 0 . 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   - 0 , 5 
 
 S T R _ I D _ B C R _ E V _ 0 	 B C R 	 C 0 5 7 _ 1 	 [ e v   0 ] ,   l i g h t     e x p i a t i o n 	 E V   0 	 ܈Q  0 	 eP  0 	 E V   0 	 E V   0 	 E V   0 	 L W   0 	 -:A?>78F8O  0 	 E V   0 	 0   %DC*1HF  AHD*	 E V   0 	 E V   0 	 P . s  n g   0 	 E V   0 	 E V   0 	 E V   0 	 	 	 	 E V   0 	 	 	 	 E V   0 	 	 	 E V   0 	 	 	 E V   0 	 	 	 E V   0 	 	 	 			0 	 	 	 	 	 	 	 	 	 E V   0 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   0 
 
 S T R _ I D _ B C R _ E V _ P 1 	 B C R 	 C 0 5 7 _ 1 	 [ e v   + 0 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   + 0 . 5 	 ܈Q  + 0 . 5 	 eP  + 0 . 5 	 E V   + 0 . 5 	 E V   + 0 , 5 	 E V   + 0 , 5 	 L W   + 0 , 5 	 E V   + 0 . 5 	 E V   + 0 , 5 	 + 0 . 5   %DC*1HF  AHD*	 E V   + 0 , 5 	 E V   + 0 , 5 	 P . s  n g   + 0 , 5 	 E V   + 0 , 5 	 E V   + 0 , 5 	 E V   + 0 . 5 	 	 	 	 E V   + 0 , 5 	 	 	 	 E V   + 0 , 5 	 	 	 E V   + 0 , 5 	 	 	 E V   + 0 . 5 	 	 	 E V   + 0 . 5 	 	 	 			+ 0 . 5 	 	 	 	 	 	 	 	 	 E V   + 0 . 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   + 0 , 5 
 
 S T R _ I D _ B C R _ E V _ P 2 	 B C R 	 C 0 5 7 _ 1 	 [ e v   + 1 ] ,   l i g h t     e x p i a t i o n 	 E V   + 1 	 ܈Q  + 1 	 eP  + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 L W   + 1 	 -:A?>78F8O  + 1 	 E V   + 1 	 + 1   %DC*1HF  AHD*	 E V   + 1 	 E V   + 1 	 P . s  n g   + 1 	 E V   + 1 	 E V   + 1 	 E V   + 1 	 	 	 	 E V   + 1 	 	 	 	 E V   + 1 	 	 	 E V   + 1 	 	 	 E V   + 1 	 	 	 E V   + 1 	 	 	 			+ 1 	 	 	 	 	 	 	 	 	 E V   + 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   + 1 
 
 S T R _ I D _ B C R _ E V _ P 3 	 B C R 	 C 0 5 7 _ 1 	 [ e v   + 1 . 5 ] ,   l i g h t     e x p i a t i o n 	 E V   + 1 . 5 	 ܈Q  + 1 . 5 	 eP  + 1 . 5 	 E V   + 1 . 5 	 E V   + 1 , 5 	 E V   + 1 , 5 	 L W   + 1 , 5 	 E V   + 1 . 5 	 E V   + 1 , 5 	 + 1 . 5   %DC*1HF  AHD*	 E V   + 1 , 5 	 E V   + 1 , 5 	 P . s  n g   + 1 , 5 	 E V   + 1 , 5 	 E V   + 1 , 5 	 E V   + 1 . 5 	 	 	 	 E V   + 1 , 5 	 	 	 	 E V   + 1 , 5 	 	 	 E V   + 1 , 5 	 	 	 E V   + 1 . 5 	 	 	 E V   + 1 . 5 	 	 	 			+ 1 . 5 	 	 	 	 	 	 	 	 	 E V   + 1 . 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   + 1 , 5 
 
 S T R _ I D _ B C R _ E V _ P 4 	 B C R 	 C 0 5 7 _ 1 	 [ e v   + 2 ] ,   l i g h t     e x p i a t i o n 	 E V   + 2 	 ܈Q  + 2 	 eP  + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 L W   + 2 	 -:A?>78F8O  + 2 	 E V   + 2 	 + 2   %DC*1HF  AHD*	 E V   + 2 	 E V   + 2 	 P . s  n g   + 2 	 E V   + 2 	 E V   + 2 	 E V   + 2 	 	 	 	 E V   + 2 	 	 	 	 E V   + 2 	 	 	 E V   + 2 	 	 	 E V   + 2 	 	 	 E V   + 2 	 	 	 			+ 2 	 	 	 	 	 	 	 	 	 E V   + 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V   + 2 
 
 S T R _ I D _ B C R _ F L A S H 	 B C R 	 I C O N T E X T 	 l i g h t   c o m p e n s a t e 	 L E D   h i g h l i g h t 	 ܈IQ	 eIQ	 L E D   D.D%L	 R e s a l t a d o r   d e l   L E D 	 E c l a i r a g e   D E L 	 L E D - G l a n z l i c h t 	 =48:0B>@  ?>4A25B:8	 L a m p a d a   p o l i m e r i z z a t r i c e   a   L E D 	 *-/J/  E$41  (J'F  'D-'D)	 D e s t a c a r   L E D 	 L E D   v u r g u l a 	  n h   s  n g    n   L E D 	 L a m p u   L E D 	 S o r o t a n   L E D 	 L E D   9	>		2	>				 	 	 	 L E D   c s  c s f  n y 	 	 	 	 L e d - m a r k e r i n g 	 	 	 E v i d e n ci e r e   L E D 	 	 	   L E D 	 	 	 ~1FH14/F  L E D 	 	 	 						  												  			  	 	 	 	 	 	 	 	 	 L E D - m e r k f l i t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s t a q u e   d e   L E D 
 
 S T R _ I D _ B C R _ F O C U S _ M O D E 	 B C R 	 I C O N T E X T 	 f o c u s   m o d e 	 F o c u s   m o d e 	 
\&q!j_	 [&q!j_	 B+!B1*	 M o d o   d e   e n f o q u e 	 M o d e   m i s e   a u   p o i n t 	 F o k u s m o d u s 	  568<  D>:CA0	 M o d a l i t    d i   f o c a l i z z a z i o n e 	 H69  'D*1CJ2	 M o d o   d e   f o c a g e m 	 O d a k   m o d u 	 C h     t i  u   c 	 M o d e   f o k u s 	 M o d   f o k u s 	 +	K		8	  .	K	!		 	 	 	 F  k u s z   m  d 	 	 	 	 F o c u s m o d u s 	 	 	 M o d   f o c a l i z a r e 	 	 	   	 	 	 -'D*  AHCH3  ( H6H-  '() 	 	 	 						  				  	 	 	 	 	 	 	 	 	 F o k u s m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   f o c o 
 
 S T R _ I D _ B C R _ E V 	 B C R 	 I C O N T E X T 	 e x p o s a l   v a l u e 	 E V 	 fIQ܈Q	 fIQeP	 E V 	 E V 	 I n d i c e   d e   l u m i n a t i o n 	 L W 	 -:A?>78F8O	 E V 	 /1,)  'D%6'!)	 E V 	 E V 	 P . s  n g 	 E V 	 E V 	 E V 	 	 	 	 E V 	 	 	 	 B e l i c h t i n g s w a a r d e 	 	 	 E V 	 	 	 E V 	 	 	 E2'F  FH1/G	 	 	 			  	 	 	 	 	 	 	 	 	 E V 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E V 
 
 S T R _ I D _ B C R _ B A N D I N G 	 B C R 	 I C O N T E X T 	 a v o i d   b a n d i n g 	 A n t i - f l i c k e r 	 MQ
r	 MQp	 I-12#0#4	 A n t i   p a r p a d e o   	 A n t i - s c i n t i l l e m e n t 	 F l i m m e r a n p a s s u n g 	 $8;LB@  A n t i - f l i c k e r 	 A n t i - s f a r f a l l i o 	 E6'/  'DHEJ6	 A n t i - c i n t i l a   o 	 T i t r e _i m    n l e m e 	 C h n g   r u n g 	 A n t i k e d i p 	 A n t i - k e l i p a n 	 			@	  +	M	2	?		0		 	 	 	 V i l l  d z  s g  t l  	 	 	 	 F l i k k e r   v e r w i j d e r e n 	 	 	 A n t i - f l i c k e r 	 	 	   	 	 	 6/3H3H2/F	 	 	 					- 								 	 	 	 	 	 	 	 	 T e e n f l i k k e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n t i c i n t i l a   o 
 
 S T R _ I D _ B C R _ I N V A L I D _ C A R D 	 B C R 	 P O P U P 	 I n v a l i d   c a r d 	 I n v a l i d   c a r d 	 !qHev
TGr	 eHev
TGr	 1#D!H9I-	 T a r j e t a   i n v  l i d a 	 C a r t e   i n v a l i d e 	 U n g  l t i g e   K a r t e 	 525@=0O  :0@B0	 S c h e d a   n o n   v a l i d a 	 (7'B)  :J1  5'D-)	 C a r t  o   i n v  l i d o 	 G e  e r s i z   k a r t 	 T h   k . h p   l 	 K a r t u   t i d a k   v a l i d 	 K a d   t i d a k   s a h 	 	.	>	(	M	/	  	>	0	M	!		 	 	 	  r v  n y t e l e n   k  r t y a 	 	 	 	 O n g e l d i g e   k a a r t 	 	 	 C a r t e l   n e v a l i d 	 	 	     	 	 	 '1*  F'E9*(1  '3*	 	 	 								  					  	 	 	 	 	 	 	 	 	 O n g e l d i g e   k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r t  o   i n v  l i d o 
 
 S T R _ I D _ B C R _ R E C O G N I Z E _ M O D E 	 B C R 	 I C O N T E X T 	 R e c o g n i z e   m o d e 	 R e c o g n i z e   m o d e 	 X%R!j_	 Ƌ+R!j_	 B+!#1#9I	 M o d o   d e   r e c o n o c i m i e n t o 	 M o d e   r e c o n n a i s s a n c e 	 E r k e n n u n g s m o d u s 	  568<  @0A?>7=020=8O	 M o d a l i t    d i   r i c o n o s c i m e n t o 	 H69  'D%/1'C	 M o d o   r e c o n h e c i m e n t o 	 O n a y l a m a   m o d u 	 C h     n h n   d n g 	 M o d e   i d e n t i f i k a s i 	 M o d   k e n a l   p a s t i 	 *	9		>	(	  .	K	!		 	 	 	 F e l i s m e r  s   m  d 	 	 	 	 H e r k e n n i n g s s t a n d 	 	 	 M o d   r e c u n o a _t e r e 	 	 	   	 	 	 -'D*  *4.5	 	 	 										  					 	 	 	 	 	 	 	 	 H e r k e n m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c o n h e c e r   m o d o 
 
 S T R _ I D _ B C R _ R E C O G N I Z E _ M O D E _ O N L Y _ T C 	 B C R 	 C 0 5 7 _ 1 	 T r a d i t i o n a l   C h i n e s e 	 T r a d i t i o n a l   C h i n e s e 	 A~Ԛ-Ne	 A~SO-Ne	 5DI+'1	 C h i n o   t r a d i c i o n a l   	 C h i n o i s   t r a d i t i o n n e l 	 C h i n e s i s c h   ( T r a d i t i o n e l l ) 	 8B09A:89  B@048F8>==K9	 C i n e s e   t r a d i z i o n a l e 	 'D5JFJ)  'D*BDJ/J)	 C h i n  s   t r a d i c i o n a l 	 G e l e n e k s e l    i n c e 	 T i n g   H o a   p h n   t h 	 C i n a   T r a d i s i o n a l 	 C i n a   T r a d i s i o n a l 	 *	>	0		*	0	?		  	>		(	@			 	 	 	 H a g y o m  n y o s   k  n a i 	 	 	 	 T r a d i t i o n e e l   C h i n e e s 	 	 	 C h i n e z   t r a d i ci o n a l 	 	 	   	 	 	 F  3F*	 	 	 					  						  	 	 	 	 	 	 	 	 	 T r a d i s i o n e l e   S j i n e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i n  s   t r a d i c i o n a l 
 
 S T R _ I D _ B C R _ R E C O G N I Z E _ M O D E _ O N L Y _ S C 	 B C R 	 C 0 5 7 _ 1 	 S i m p l i f i e d   c h i n e s e 	 S i m p l i f i e d   C h i n e s e 	 !|Ԛ-Ne	 {SO-Ne	 5AH4C+
H	 C h i n o   s i m p l i f i c a d o 	 C h i n o i s   s i m p l i f i  	 C h i n e s i s c h   ( V e r e i n f a c h t ) 	 8B09A:89  C?@>I5==K9	 C i n e s e   s e m p l i f i c a t o 	 'D5JFJ)  'DE(37)	 C h i n  s   s i m p l i f i c a d o 	 B a s i t l e _t i r i l m i _   i n c e 	 T i n g   H o a   g i n   t h 	 C i n a   M o d e r n 	 C i n a   R i n g k a s 	 8	0	2	  	>		(	@			 	 	 	 E g y s z e r qs  t e t t   k  n a i 	 	 	 	 V e r e e n v o u d i g d   C h i n e e s 	 	 	 C h i n e z   s i m p l i f i c a t 	 	 	   	 	 	 F  3'/G  4/G	 	 	 			  						  	 	 	 	 	 	 	 	 	 V e r e e n v o u d i g d e   S j i n e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i n  s   s i m p l i f i c a d o 
 
 S T R _ I D _ B C R _ D E C O D E _ T I M E _ O U T 	 B C R 	 P O P U P 	 D e c o d e   t i m e o u t 	 D e c o d e   t i m e o u t 	 ㉼x>Bf	 xe	 2#-#+1*D!L@-2L	 V e n c i    e l   t i e m p o   d e   d e s c i f r a d o 	 D  p a s s e m e n t   d e   t e m p s   d  c o d a g e 	 E n t s c h l  s s e l u n g s a u s z e i t 	 @5<O  45:>48@>20=8O  8AB5:;>	 D e c o d i f i c a   s c a d u t a 	 EGD)  AC  'D4A1)	 T e m p o   d e   d e s c o d i f i c a   o   e s g o t a d o 	 Z a m a n   a _1m 1n 1n   _i f r e s i n i     z 	 T m   d n g   g i i   m  	 W a k t u   d e k o d e   h a b i s 	 T a m a t   m a s a   p e n y a h k o d a n 	 !	?		K	!	  8	.	/	  8	.	>	*	M	$		 	 	 	 V i s s z a f e j t  s i   i d Qt  l l  p  s 	 	 	 	 T i m e o u t   d e c o d e r e n 	 	 	 E x p i r a r e   d e c o d i f i c a r e 	 	 	     	 	 	 EGD*  1E24'J  *E'E  4/	 	 	 						  			  			  	 	 	 	 	 	 	 	 	 T y d   v e r s t r e k e   v i r   d e k o d e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   l i m i t e   d e   d e c o d i f i c a   o 
 
 S T R _ I D _ B C R _ H I N T _ T A G 	 B C R 	 P O P U P 	 r e p e a t 	 r e p e a t 	 ͑	 ͑
Y	 I3	 r e p e t i r 	 r  p  t e r 	 w i e d e r h o l e n 	 ?>2B>@8BL	 r i p e t i 	 *C1'1	 r e p e t i r 	 y i n e l e 	 l p   l i 	 u l a n g 	 u l a n g 	 &	K	9	0	>	(	>	  	 	 	 	 I s m  t l  s 	 	 	 	 h e r h a l e n 	 	 	 r e p e t a r e 	 	 	 	 	 	 *1'1	 	 	 								 	 	 	 	 	 	 	 	 h e r h a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 r e p e t i r 
 
 S T R _ I D _ B C R _ H I N T _ C O M M A 	 B C R 	 P O P U P 	 C o m m a   s i g n a l 	 ,   	 	 	 ,   	 . 	 ,   	 ,   	 ,   	 ,   	   	 , 	 , 	 ,   	 ,   	 , 	 , 	 	 	 	 ,   	 	 	 	 , 	 	 	 , 	 	 	 ,   	 	 	 ,   	 	 	 ,   	 	 	 	 	 	 	 	 	 , 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ,   
 
 S T R _ I D _ B C R _ F I L E _ T O O _ L A R G E 	 B C R 	 P O P U P 	 F i l e   t o o   l a r g e 	 F i l e   t o o   l a r g e 	 chHhǏ'Y	 eNǏ'Y	 D%LC+
H@4D	 A r c h i v o   d e m a s i a d o   g r a n d e 	 F i c h i e r   t r o p   g r o s 	 D a t e i   z u   g r o  	 $09;  A;8H:><  1>;LH>9! 	 F i l e   t r o p p o   g r a n d e 	 'DEDA  #C(1  EF  'DD'2E	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 D o s y a    o k   b  y  k 	 F i l e   q u    l n 	 F i l e   t e r l a l u   b e s a r 	 F a i l   t e r l a l u   b e s a r 	 +	<	>		2	  ,	9	A	$	  ,	!	<	@	  9	H		 	 	 	 A   f  j l   t  l   n a g y 	 	 	 	 B e s t a n d   t e   g r o o t 	 	 	 D i m e n s i u n e   f i _i e r   p r e a   m a r e 	 	 	     	 	 	 ~1HF/G  .JD  (21  '3*	 	 	 				  				  						 	 	 	 	 	 	 	 	 L  e r   t e   g r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   m u i t o   g r a n d e 
 
 S T R _ I D _ B C R _ D E C O D E 	 B C R 	 T I T L E ,   L S K 	 D e c o d e 	 D e c o d e 	 ㉼x	 x	 -#+1*	 D e c o d i f i c a r 	 D  c o d e r 	 D e k o d i e r e n 	 5:>48@>20BL	 D e c o d i f i c a 	 AC  'D4A1)	 D e s c o d i f i c a r 	 K o d u     z 	 G i i   m  	 D e k o d e 	 N y a h k o d 	 !	?		K	!		 	 	 	 V i s s z a f e j t 	 	 	 	 D e c o d e r e n 	 	 	 D e c o d a r e 	 	 	 	 	 	 1E24'	 	 	 						 	 	 	 	 	 	 	 	 D e k o d e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e c o d i f i c a r 
 
 S T R _ I D _ B C R _ D E C O D I N G 	 B C R 	 T I T L E 	 D e c o d i n g 	 D e c o d i n g 	 ㉼x-N	 ck(Wx	 2#-#+1*	 D e c o d i f i c a n d o   	 D  c o d a g e 	 D e k o d i e r u n g 	 5:>48@>20=85	 D e c o d i f i c a 	 AC  'D*4AJ1	 D e s c o d i f i c a   o 	 K o d     z  l  y o r 	 a n g   g i i   m  	 M e n d e k o d e 	 M e n y a h k o d 	 !	?		K	!	?				 	 	 	 V i s s z a f e j t  s 	 	 	 	 B e z i g   m e t   d e c o d e r e n 	 	 	 D e c o d a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  1E24'	 	 	 					  				 	 	 	 	 	 	 	 	 D e k o d e e r   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e c o d i f i c a   o 
 
 S T R _ I D _ B C R _ D E C O D E _ F R O M _ O N E _ P I C T U R E 	 B C R 	 I C O N T E X T 	 D e c o d e   f r o m   f i l e 	 D e c o d e   f r o m   f i l e 	 _jHh㉐g	 NeN㉐g	 -#+1*2D%L	 D e c o d i f i c a r   d e s d e   a r c h i v o 	 D  c o d e r   d u   f i c h i e r 	 D e k o d i e r u n g   a u s   D a t e i 	 5:>48@>20BL  87  D09;0	 D e c o d i f i c a   d a   f i l e 	 AC  'D4A1)  EF  'DEDA	 D e s c o d i f i c a r   a   p a r t i r   d e   f i c h e i r o 	 D o s y a d a n     z 	 G i i   m    t   f i l e 	 D e k o d e   d a r i   f i l e 	 N y a h k o d   d a r i   f a i l 	 +	<	>		2	  8	G	  !	?		K	!		 	 	 	 V i s s z a f e j t  s   f  j l b  l 	 	 	 	 D e c o d e r e n   v a n   b e s t a n d 	 	 	 D e c o d a r e   d i n   f i _i e r 	 	 	   	 	 	 1E24'  '2  ~1HF/G	 	 	 				  				  					  				 	 	 	 	 	 	 	 	 D e k o d e e r   v a n a f   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e c o d i f i c a r   d o   a r q u i v o 
 
 S T R _ I D _ B C R _ F I E L D _ R E C Y C L E 	 B C R 	 C 0 5 7 _ 1 	 D i s c a r d 	 D i s c a r d 	 Nh	 "N_	 4I	 D e s c a r t a r   	 J e t e r 	 V e r w e r f e n 	 B:07	 E l i m i n a 	 *,'GD	 D e s c a r t a r 	  1k a r t 	 H y   b 	 B u a n g 	 S i n g k i r 	 $	M	/	>		  &	G			 	 	 	 E l v e t  s 	 	 	 	 V e r w i j d e r e n 	 	 	 A n u l a r e 	 	 	 	 	 	 CF'10'4*F	 	 	 									 	 	 	 	 	 	 	 	 G o o i   w e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c a r t a r 
 
 S T R _ I D _ B C R _ B T _ I S _ R U N N I N G 	 B C R 	 P O P U P 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f . 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f . 	 ͅYr#}-NˊHQܕ	 ݄Yrޏ~-NHQsQ	 %993%132  42#32	 B l u e t o o t h   f u n c i o n a n d o .   D e s a c t  v e l o .   	 B l u e t o o t h   a c t i v  .   V e u i l l e z   l e   d  s a c t i v e r . 	 B l u e t o o t h   i s t   a k t i v .   B i t t e   a b s c h a l t e n . 	 :;NG5=  B l u e t o o t h .   B:;NG8B5  53>. 	 B l u e t o o t h   i n   f u n z i o n e .   D i s a t t i v a r l o . 	 *BFJ)  B l u e t o o t h   *9ED.   BE  (%JB'AG'	 O   B l u e t o o t h   e s t    l i g a d o .   D e s l i g u e - o . 	 B l u e t o o t h    a l 1_1y o r .   K a p a t 1n . 	 B l u e t o o t h   a n g   b t .   H  y   t t . 	 B l u e t o o t h   s e d a n g   b e r f u n g s i .   N o n a k t i f k a n . 	 B l u e t o o t h   s e d a n g   b e r j a l a n .   P a d a m k a n n y a . 	 ,	M	2	B		B	%	  	>	.	  	0	  0	9	>	  9	H	d	  	8	G	  ,		&	  	0	G		d		 	 	 	 A   B l u e t o o t h   m qk  d i k .   K a p c s o l j a   k i . 	 	 	 	 B l u e t o o t h   i s   a c t i e f . S c h a k e l   h e t   u i t . 	 	 	 F u n c ci a   B l u e t o o t h   e s t e   a c t i v a t .   D e z a c t i v a ci - o . 	 	 	 B l u e t o o t h   .     . 	 	 	 B l u e t o o t h   /'1/  C'1  EJCF/.   "F1'  .'EH4  CFJ/. 	 	 	 							  						  					d	  			  				  				d		 	 	 	 	 	 	 	 	 B l u e t o o t h   i s   a a n .   S i t   d i t   a f . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l u e t o o t h   e s t    f u n c i o n a n d o .   D e s l i g  - l o . 
 
 S T R _ I D _ B C R _ B E A R E R _ I S _ R U N N I N G 	 B C R 	 P O P U P 	 G P R S / C S D   i s   r u n n i n g .   P l e a s e   d i s c o n n e c t   i t . 	 G P R S / C S D   i s   r u n n i n g .   P l e a s e   d i s c o n n e c t   i t . 	 G P R S / C S D #}-NˊHQ\vQe}	 G P R S / C S D ޏ~-NHQ\vQe~	 G P R S / C S D   3%1#1  B#12#@
7H-!H-	 G P R S / C S D   o p e r a n d o .   P o r   f a v o r   d e s a c t  v e l o .   	 G P R S / C S D   a c t i v  .   V e u i l l e z   l e   d  s a c t i v e r . 	 G P R S / C S D   i s t   a k t i v .   B i t t e   t r e n n e n . 	 :;NG5=  @568<  G P R S / C S D .   B:;NG8B5  53>. 	 G P R S / C S D   i n   e s e c u z i o n e .   D i s c o n n e t t e r l o . 	 G P R S / C S D   BJ/  'D*4:JD. .   J1,I  'DA5D. 	 G P R S / C S D   l i g a d o .   D e s l i g u e - o . 	 G P R S / C S D    a l 1_1y o r .   L  t f e n   k a p a t 1n . 	 G P R S / C S D   a n g   b t .   H  y   n g t   k t   n i . 	 G P R S / C S D   s e d a n g   b e r j a l a n .   P u t u s k a n   s a m b u n g a n . 	 G P R S / C S D   s e d a n g   b e r j a l a n .   S i l a   n y a h s a m b u n g k a n n y a . 	 G P R S / C S D   	2	  0	9	>	  9	H	d	  	C	*	/	>	  	8	G	  !	?	8	M		(	G		M		  	0	  &	G		d		 	 	 	 A   G P R S / C S D   f u t .   S z  n t e s s e   m e g   a   k a p c s o l a t o t . 	 	 	 	 G P R S / C S D   i s   a c t i e f .   V e r b r e e k   d e   v e r b i n d i n g . 	 	 	 F u n c ci a   G P R S / C S D   e s t e   a c t i v .   D e c o n e c t a ci - o . 	 	 	 G P R S / C S D   .     . 	 	 	 G P R S / C S D   /'1/  C'1  EJCF/.   D7A'  "F1'  B79  CFJ/. 	 	 	 								/ 						  				,   							  			  		  					  							  				d		 	 	 	 	 	 	 	 	 G P R S / C S D   i s   a a n .   S t o p   d i t   a s s e b l i e f . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G P R S / C S D   e s t    f u n c i o n a n d o .   F a v o r   d e s c o n e c t  - l o . 
 
 S T R _ I D _ B C R _ P I C T _ I S _ R U N N I N G 	 B C R 	 P O P U P 	 P i c t B r i d g e   i s   w o r k i n g .   P l e a s e   d i s c o n n e c t   i t . 	 P i c t B r i d g e   i s   w o r k i n g .   P l e a s e   d i s c o n n e c t   i t . 	 P i c t B r i d g e #}-NˊHQܕ	 P i c t B r i d g e ޏ~-NHQsQ	 4#4L3%132  B#12#@
7H-!H-	 P i c t B r i g d e   f u n c i o n a n d o .   P o r   f a v o r   d e s a c t  v e l o .   	 P i c t B r i d g e   a c t i v  .   V e u i l l e z   l e   d  s a c t i v e r . 	 P i c t B r i d g e   i s t   a k t i v .   B i t t e   t r e n n e n . 	 :;NG5=  P i c t B r i d g e .   B:;NG8B5  53>. 	 P i c t B r i d g e   i n   e s e c u z i o n e .   D i s c o n n e t t e r l o . 	 P i c t B r i d g e   BJ/  'D*4:JD.   J1,I  'DA5D. 	 P i c t B r i d g e   e s t    l i g a d o .   D e s l i g u e - o . 	 P i c t B r i d g e    a l 1_1y o r .   L  t f e n   k a p a t 1n . 	 P i c t B r i d g e   a n g   b t .   H  y   n g t   k t   n i . 	 P i c t B r i d g e   s e d a n g   b e r j a l a n .   P u t u s k a n   s a m b u n g a n . 	 P i c t B r i d g e   s e d a n g   b e r j a l a n .   S i l a   n y a h s a m b u n g k a n n y a . 	 P i c t B r i d g e   	>	.	  	0	  0	9	>	  9	H	d	  	C	*	/	>	  	8	G	  !	?	8	M		(	G		M		  	0	  &	G		d		 	 	 	 A   P i c t B r i d g e   m qk  d i k .   S z  n t e s s e   m e g   a   k a p c s o l a t o t . 	 	 	 	 P i c t B r i d g e   i s   a c t i e f .   V e r b r e e k   d e   v e r b i n d i n g . 	 	 	 F u n c ci a   P i c t B r i d g e   e s t e   a c t i v .   D e c o n e c t a ci - o . 	 	 	 P i c t B r i d g e   .     . 	 	 	 
 P i c t B r i d g e   /'1/  C'1  EJCF/.   D7A'  "F1'  B79  CFJ/. 	 	 	 										  				,   							  			  		  					  							  				d		 	 	 	 	 	 	 	 	 P i c t B r i d g e   i s   a a n .   S t o p   d i t   a s s e b l i e f . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P i c t B r i d g e   e s t    f u n c i o n a n d o .   F a v o r   d e s c o n e c t  - l o . 
 
 S T R _ I D _ B C R _ P I C T _ T O O _ S M A L L 	 B C R 	 P O P U P 	 W i d t h   o r   h e i g h t   t o o   s m a l l .   U n a b l e   t o   d e c o d e 	 W i d t h   o r   h e i g h t   t o o   s m a l l .   U n a b l e   t o   d e c o d e 	 WGrv[bؚ*Y\
NiT㉼x	 VGrv[bؚ*Y\
NTx	 '2!'I2+#7-'2!*9I-"@4D  D!H*2!2#-#+1*DI	 A n c h u r a   o   a l t u r a   m u y   p e q u e  a .   N o   s e   p u e d e   d e c o d i f i c a r .   	 L a r g e y r   o u   h a u t e u r   t r o p   p e t i t e .   N e   p e u t   p a s   d  c o d e r 	 B r e i t e   o d e r   H  h e   z u   g e r i n g .   D e k o d i e r e n   n i c h t   m  g l i c h 	 =0G5=8O  H8@8=K  8;8  2KA>BK  A;8H:><  <0;K.   52>7<>6=>  45:>48@>20BL	 A m p i e z z a   o   a l t e z z a   t r o p p o   p i c c o l a .   I m p o s s i b i l e   d e c o d i f i c a r e 	 'D916  #H  'D7HD  5:J1  ,/K'.   *901  AC  'D*4AJ1	 L a r g u r a   o u   a l t u r a   d e m a s i a d o   p e q u e n a .   N  o      p o s s  v e l   d e s c o d i f i c a r 	 G e n i _l i k   y a   d a   y  k s e k l i k    o k   k    k .     z  m l e n e m i y o r . 	   r n g   h o c   c h i u   c a o   q u    n h .   K h  n g   t h   g i i   m  	 L e b a r   a t a u   p a n j a n g   t e r l a l u   k e c i l .   T i d a k   d a p a t   d i d e k o d e k a n 	 L e b a r   a t a u   t i n g g i   t e r l a l u   k e c i l .   T i d a k   b o l e h   m e n y a h k o d 	 	L	!	<	>		  /	>	  
			>		  	>	+	@	  	K		@	  9	H	d	  !	?		K	!	  	0	(	G	  .	G		  	8	.	0	M	%		 	 	 	 A   s z  l e s s  g e   v a g y   m a g a s s  g a   t  l   k i c s i .   N e m   f e j t h e t Q  v i s s z a 	 	 	 	 B r e e d t e   o f   h o o g t e   t e   k l e i n .   K a n   n i e t   d e c o d e r e n . 	 	 	 L ci m e   s a u    n l ci m e   p r e a   m a r e .   I m p o s i b i l   d e   d e c o d a t 	 	 	       .       	 	 	 ~GF'  '  /1'2'  *5H1  (3'1  H  '3*.   'E'F  1E20'1  F3*	 	 	 						  			  						  				  		,   					  				  						 	 	 	 	 	 	 	 	 B r e e d t e   o f   l e n g t e   t e   k l e i n .   K a n   n i e   d e k o d e e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a r g u r a   o u   a l t u r a   m u i t o   p e q u e n a .   I n c a p a z   d e   d e c o d i f i c a r 
 
 S T R _ I D _ B G S N D _ P L A Y _ M O D E _ C A P 	 B G S N D 	 I C O N T E X T 	 P l a y   m o d e   c a p t i o n 	 P l a y   m o d e 	 d>e!j_	 d>e!j_	 B+!@%H	 M o d o   d e   r e p r o d u c c i  n   	 M o d e   d e   l e c t u r e 	 W i e d e r g a b e m o d u s 	  568<  2>A?@>872545=8O	 M o d a l i t    d i   r i p r o d u z i o n e 	 H69  'D*4:JD	 M o d o   d e   r e p r o d u   o 	 O y n a t m a   m o d u 	 C h     p h  t 	 M o d u s   p e m u t a r a n 	 M o d   m a i n a n 	 *	M	2	G	  .	K	!	  	 	 	 	 L e j  t s z  s i   m  d 	 	 	 	 A f s p e e l s t a n d 	 	 	 M o d   r e d a r e 	 	 	   	 	 	 -'D*  ~.4	 	 	 				  			  	 	 	 	 	 	 	 	 	 S p e e l m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   r e p r o d u   o 
 
 S T R _ I D _ B R W _ I N V A L _ C H A N N E L _ I D 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   i n v a l i d   c h a n n e l   i d 	 I n v a l i d   c h a n n e l   I D 	 !qHev;S}_	 eHevSS	 +!2"@%A
@%D!H9I-	 I d e n t i f i c a c i  n   d e   c a n a l   i n v  l i d a 	 I D   c h a  n e   i n v a l i d e 	 U n g  l t i g e   K a n a l - I D 	 5459AB28B5;L=K9  845=B8D8:0B>@  :0=0;0	 I D   c a n a l e   n o n   v a l i d a 	 GHJ)  'DBF')  :J1  5'D-)	 I D   d e   c a n a l   i n v  l i d a 	 G e  e r s i z   k a n a l   a d 1	 I D   k  n h   k . h p   l 	 I D   s a l u r a n   t i d a k   v a l i d 	 I D   S a l u r a n   t i d a k   s a h 	 	.	>	(	M	/	  	H	(	2	  I D 	 	 	 	  r v  n y t e l e n   c s a t o r n a   a z o n o s  t  	 	 	 	 O n g e l d i g e   k a n a a l - I D 	 	 	 I D   n e v a l i d   c a n a l 	 	 	       	 	 	 4F'3G  'F'D  F'E9*(1  '3*	 	 	 								  							  					 	 	 	 	 	 	 	 	 O n g e l d i g e   k a n a a l - I D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I D   d e   c a n a l   i n v  l i d a 
 
 S T R _ I D _ B R W _ I N V A L _ R E Q U E S T _ I D 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   i n v a l i d   r e q u e s t   i d 	 I n v a l i d   r e q u e s t   I D 	 !qHevˊBlNx	 eHevBlNx	 3-+!2"@%D!H9I-	 S o l i c i t u d   d e   c a n a l   i n v  l i d a 	 I D   r e q u  t e   i n v a l i d e 	 U n g  l t i g e   A n f r a g e - I D 	 5459AB28B5;L=K9  845=B8D8:0B>@  70?@>A0	 I D   r i c h i e s t a   n o n   v a l i d a 	 GHJ)  'D7D(  :J1  5'D-)	 P e d i d o   d e   I D   i n v  l i d o 	 G e  e r s i z   i s t e k   a d 1	 I D   y  u   c u   k . h p   l 	 I D   p e r m i n t a a n   t i d a k   v a l i d 	 I D   p e r m i n t a a n   t i d a k   s a h 	 	.	>	(	M	/	  	(	A	0	K	'	  I D 	 	 	 	  r v  n y t e l e n   k  r  s a z o n o s  t  	 	 	 	 O n g e l d i g e   v e r z o e k - I D 	 	 	 I D   n e v a l i d   s o l i c i t a r e 	 	 	       	 	 	 4F'3G  /1.H'3*  F'E9*(1  '3*	 	 	 								  							  					 	 	 	 	 	 	 	 	 O n g e l d i g e   v e r s o e k - I D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I D   d e   s o l i c i t a   o   i n v  l i d a 
 
 S T R _ I D _ B R W _ L A R G E 	 O B I G O Q 0 5 A 	 H I N T ,   T W O S T A T E 	 S t r i n g   f o r   s e l e c t i n g   l a r g e   f o n t   s i z e   f o r   t h e   r e n d e r e d   p a g e 	 L a r g e 	 'Y	 'Y	 2C+
H	 G r a n d e 	 G r a n d 	 G r o  	 >;LH>9	 G r a n d e 	 C(J1	 G r a n d e 	 B  y  k 	 L n 	 B e s a r 	 B e s a r 	 ,	!	<	>		 	 	 	 N a g y 	 	 	 	 G r o o t 	 	 	 M a r e 	 	 	 	 	 	 (21	 	 	 				 	 	 	 	 	 	 	 	 G r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a n d e 
 
 S T R _ I D _ B R W _ S E N D _ D E V I C E _ I D 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   t o   e n a b l e / d i s a b l e   s e n d   d e v i c e   i d   f o r   t h e   r e n d e r e d   p a g e 	 S e n d   D e v i c e   I D 	 P-PNx	 SYNx	 *H+!2"@%-8#L	 E n v i a r   i d e n t i f i c a c i  n   d e   d i s p o s i t i v o 	 E n v o y e r   l ' I D   d e   l ' a p p a r e i l 	 G e r  t - I D   s e n d e n 	 >A;0BL  845=B8D8:0B>@  CAB@>9AB20	 I n v i a   I D   d i s p o s i t i v o 	 %13'D  GHJ)  'D"D)	 E n v i a r   I D   d e   d i s p o s i t i v o 	 C i h a z   a d 1n 1  g  n d e r 	 G i   I D   t h i t   b 	 K i r i m   I D   P e r a n g k a t 	 H a n t a r   I D   P e r a n t i 	 !	?	5	>		8	  I D   -	G		G			 	 	 	 E s z k  z - a z o n o s  t    k  l d  s e 	 	 	 	 A p p a r a a t - I D   v e r s t u r e n 	 	 	 T r i m i t e r e   I D   d i s p o z i t i v 	 	 	     	 	 	 A13*'/F  4F'3G  /3*'G	 	 	 						  				  					  	 	 	 	 	 	 	 	 	 S t u u r   T o e s t e l - I D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   I D   d e   d i s p o s i t i v o 
 
 S T R _ I D _ B R W _ S H O R T C U T S 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 i n l i n e   t i t l e   s t r i n g   t o   e n a b l e / d i s a b l e   s h o r t c u t s   f o r   t h e   r e n d e r e d   p a g e 	 S h o r t c u t s 	 _wcR	 _wcR	 
G-1	 A c c e s o s   d i r e c t o s 	 R a c c o u r c i s 	 V e r k n  p f u n g e n 	 KAB@K5  :;028H8	 S h o r t c u t 	 'D'.*5'1'*	 A t a l h o s 	 K 1s a y o l l a r 	 P h  m   t t 	 C a r a   p i n t a s 	 J a l a n   P i n t a s 	 6	I	0	M				M	8		 	 	 	 P a r a n c s i k o n o k 	 	 	 	 S n e l k o p p e l i n g e n 	 	 	 C o m e n z i   r a p i d e 	 	 	   	 	 	 E'F(1G'	 	 	 							  	 	 	 	 	 	 	 	 	 K o r t p a a i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t a l h o s 
 
 S T R _ I D _ B R W _ S M A L L 	 O B I G O Q 0 5 A 	 H I N T ,   T W O S T A T E 	 S t r i n g   f o r   s e l e c t i n g   s m a l l   f o n t   s i z e   f o r   t h e   r e n d e r e d   p a g e 	 S m a l l 	 \	 \	 2@%G	 P e q u e  o 	 P e t i t 	 K l e i n 	 0;5=L:89	 P i c c o l o 	 5:J1	 P e q u e n o 	 K    k 	 N h 	 K e c i l 	 K e c i l 	 	K		>		 	 	 	 K i c s i 	 	 	 	 K l e i n 	 	 	 M i c 	 	 	 	 	 	 CHC	 	 	 			  	 	 	 	 	 	 	 	 	 K l e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e q u e n o 
 
 S T R _ I D _ B R W _ I N V A L _ S E Q U E N C E _ N U M 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   i n v a l i d   s e q u e n c e   n u m b e r 	 I n v a l i d   s e q u e n c e   n u m b e r 	 !qHev^R_	 eHev^RS	 +!2"@%%31D!H9I-	 N  m e r o   d e   s e c u e n c i a   i n v  l i d o 	 N u m  r o   d e   s  q u e n c e   i n v a l i d e 	 U n g  l t i g e   S e q u e n z n u m m e r 	 5459AB28B5;L=K9  B5:CI89  =><5@	 N u m e r o   d i   s e q u e n z a   i n v a l i d o 	 1BE  *3D3D  :J1  5'D-	 S e q u  n c i a   n u m  r i c a   i n v  l i d a 	 G e  e r s i z   s 1r a   n u m a r a s 1	 S   t h   t   k . h p   l 	 N o m o r   u r u t a n   t i d a k   v a l i d 	 N o m b o r   s i r i   t i d a k   s a h 	 	.	>	(	M	/	  	M	0	.	  8			M	/	>		 	 	 	  r v  n y t e l e n   s o r o z a t s z  m 	 	 	 	 O n g e l d i g   v o l g n u m m e r 	 	 	 N u m r   s e c v e n c  n e v a l i d 	 	 	       	 	 	 4E'1G  *H'D  F'E9*(1  '3*	 	 	 								  				  					  	 	 	 	 	 	 	 	 	 O n g e l d i g e   v o l g o r d e - n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   s e q u  n c i a   i n v  l i d o 
 
 S T R _ I D _ B R W _ S E L E C T _ F I L E 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 S e l e c t   F i l e   M e n u   I t e m   i n   t h e   r e n d e r e d   p a g e   o p t i o n s   s c r e e n 	 S e l e c t   f i l e 	 xdjHh	 	beN	 @%7-D%L	 S e l e c c i o n a r   a r c h i v o   	 S  l e c t i o n n e r   f i c h i e r 	 D a t e i   w  h l e n 	 K1@0BL  D09;	 S e l e z i o n a   f i l e 	 '.*J'1  EDA	 S e l e c c i o n a r   f i c h e i r o 	 D o s y a   s e    	 C h n   f i l e 	 P i l i h   f i l e 	 P i l i h   f a i l 	 +	>		2	  	A	(	G			 	 	 	 F  j l   k i j e l  l  s e 	 	 	 	 B e s t a n d   s e l e c t e r e n 	 	 	 S e l e c t a r e   f i _i e r 	 	 	   	 	 	 'F*.'(  ~1HF/G	 	 	 				  								  				  	 	 	 	 	 	 	 	 	 K i e s   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   a r q u i v o 
 
 S T R _ I D _ B R W _ U P L O A D _ C O M P L E T E D 	 O B I G O _ Q 0 5 A 	 C 4 1 2 _ 1 	 N o t i f i c a t i o n   f o r   t h e   u s e r   t o   k n o w   t h a t   u p l o a d   h a s   c o m p l e t e d 	 U p l o a d   c o m p l e t e d 	 
NP][b	 
N O][b	 -1B+%*!9#LA%I'	 C a r g a   c o m p l e t a d a 	 C h a r g e m e n t   e f f e c t u  	 U p l o a d   a b g e s c h l o s s e n 	 B?@02:0  7025@H5=0	 C a r i c a m e n t o   c o m p l e t a t o 	 *E  'D*-EJD	 E n v i o   c o n c l u  d o 	 K a r _1  y  k l e m e   t a m a m l a n d 1	    h o  n   t t   t i   l  n 	 U p l o a d   s e l e s a i 	 M u a t   n a i k   s e l e s a i 	 	*	2	K	!	  *	B	0	M	#		 	 	 	 A   f e l t  l t  s   k  s z 	 	 	 	 U p l o a d e n   v o l t o o i d 	 	 	  n c r c a r e   f i n a l i z a t 	 	 	   	 	 	 ('10'1  'ED  4/	 	 	 						  							  					  	 	 	 	 	 	 	 	 	 O p l a a i - a k s i e   v o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r r e g a m e n t o   c o n c l u  d o 
 
 S T R _ I D _ B R W _ F I L E _ S I Z E _ T O O _ L A R G E 	 O B I G O _ Q 0 5 A 	 P O P U P 	 E r r o r   p o p u p   f o r   t o t a l   f i l e   s i z e   t o o   l a r g e   e r r o r   i n d i c a t i o n 	 T o t a l   f i l e   s i z e   t o o   l a r g e 	 =~jHhN'Y	 ;`eNǏ'Y	 2D%L#'!C+
H@4D	 T a m a  o   T o t a l   d e   a r c h i v o   d e m a s i a d o   g r a n d e 	 T a i l l e   t o t a l e   d u   f i c h i e r   t r o p   g r a n d e 	 D a t e i   i n s g e s a m t   z u   g r o  	 !;8H:><  1>;LH>9  >1I89  @07<5@  D09;>2	 D i m e n s i o n e   t o t a l e   f i l e   t r o p p o   g r a n d e 	 'D-,E  'DCDJ  DDEDA  6.E  DD:'J)	 T a m a n h o   t o t a l   d o   f i c h e i r o   d e m a s i a d o   g r a n d e 	 T o p l a m   d o s y a   b o y u t u    o k   b  y  k 	 T n g   d . l n g   f i l e   q u    l n 	 U k u r a n   f i l e   t o t a l   t e r l a l u   b e s a r 	 S a i z   f a i l   k e s e l u r u h a n   t e r l a l u   b e s a r 	 +	>		2	  	>	  	A	2	  		>	0	  ,	9	A	$	  ,	!	<	>	  9	H		 	 	 	 A   t e l j e s   k  p m  r e t   t  l   n a g y 	 	 	 	 T o t a l e   b e s t a n d   t e   g r o o t 	 	 	 D i m e n s i u n e   t o t a l   f i _i e r   p r e a   m a r e 	 	 	     	 	 	 'F/'2G  D  ~1HF/G  G'  (3'1  (21  '3*	 	 	 				  						  				  				  					  	 	 	 	 	 	 	 	 	 T o t a l e   l  e r g r o o t t e   t e   g r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   t o t a l   d e   a r q u i v o   m u i t o   g r a n d e 
 
 S T R _ I D _ B R W _ C A N C E L _ U P L O A D I N G 	 O B I G O _ Q 0 5 A 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   s t r i n g   f o r   c a n c e l l i n g   t h e   u p l o a d 	 C a n c e l   u p l o a d i n g ? 	 Sm
NP	 Sm
N O	 "@%42#-1B+%? 	  C a n c e l a r   c a r g a ? 	 A n n u l e r   l e   c h a r g e m e n t   ? 	 U p l o a d   a b b r e c h e n ? 	 B<5=8BL  >B?@02:C? 	 A n n u l l a r e   l ' u p l o a d ? 	 %D:'!  'D*-EJD	 C a n c e l a r   e n v i o ? 	 K a r _1  y  k l e m e   i p t a l   m i   e d i l s i n ? 	 H y   t i   l  n ? 	 B a t a l k a n   u p l o a d ? 	 B a t a l   m u a t a n   n a i k ? 	 	*	2	K	!	  	0	(	>	  0	&	M	&	  	0	G		? 	 	 	 	 M e g s z a k  t j a   a   f e l t  l t  s t ? 	 	 	 	 U p l o a d e n   a n n u l e r e n ? 	 	 	 A n u l a r e    n c r c a r e ? 	 	 	     ? 	 	 	 ('10'1  D:H  4H/	 	 	 						  					  			?   	 	 	 	 	 	 	 	 	 K a n s e l l e e r   o p l a a i - a k s i e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a r   c a r r e g a m e n t o ? 
 
 S T R _ I D _ B R W _ U P L O A D I N G 	 O B I G O _ Q 0 5 A 	 T I T L E 	 T i t l e   f o r   t h e   U p l o a d   P r o g r e s s   s c r e e n 	 U p l o a d i n g 	 
NP-N	 ck(W
N O	 3%1-1B+%	 C a r g a n d o 	 C h a r g e m e n t   e n   c o u r s 	 W i r d   h e r a u f g e l a d e n 	 B?@02;O5BAO	 U p l o a d   i n   c o r s o 	 ,'1M  'D*-EJD	 A   c a r r e g a r 	 K a r _1y a   y  k l e n i y o r 	 a n g   t i   l  n 	 M e n g - u p l o a d 	 M e m u a t   n a i k 	 	*	2	K	!	?			  9	K	  0	9	>	  9	H		 	 	 	 F e l t  l t  s 	 	 	 	 B e z i g   m e t   u p l o a d e n 	 	 	  n c r c a r e    n   c u r s 	 	 	 	 	 	 /1-'D  ('20'1	 	 	 						  			  					  	 	 	 	 	 	 	 	 	 L a a i   t a n s   o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r r e g a n d o 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	  V o d a f o n e   e n   v i v o ! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	 AH/'AHF  D'JA! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   t r c   t u y n ! 	 V o d a f o n e   L i v e ! 	 V o d a f o n e   L i v e ! 	 5	K	!	>	+	K	(	  2	>		5	! 	 	 	 	 V o d a f o n e   L i v e ! 	 	 	 	 V o d a f o n e   L i v e ! 	 	 	 V o d a f o n e   L i v e ! 	 	 	 V o d a f o n e   L i v e ! 	 	 	 V o d a f o n e   L i v e ! 	 	 	 									  						! 	 	 	 	 	 	 	 	 	 V o d a f o n e   L i v e ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o d a f o n e   a o   v i v o ! 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 2 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 V o d a f o n e   M a i l 	 V o d a f o n e   M a i l 	 V o d a f o n e   M a i l 	 V o d a f o n e   M a i l 	 C o r r e o   e l e c r t r  n i c o   V o d a f o n e 	 C o u r r i e r   V o d a f o n e 	 V o d a f o n e   M a i l 	 V o d a f o n e   M a i l 	 V o d a f o n e   M a i l 	 (1J/  AH/'AHF	 V o d a f o n e   M a i l 	 V o d a f o n e   M a i l 	 V o d a f o n e   t h 	 V o d a f o n e   M a i l 	 V o d a f o n e   M a i l 	 5	K	!	>	+	K	(	  .	G	2		 	 	 	 V o d a f o n e   M a i l 	 	 	 	 V o d a f o n e   M a i l 	 	 	 V o d a f o n e   M a i l 	 	 	 V o d a f o n e   M a i l 	 	 	 V o d a f o n e   M a i l 	 	 	 									  				 	 	 	 	 	 	 	 	 V o d a f o n e   M a i l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r r e i o   V o d a f o n e 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 3 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 M e n s a j e r o   V o d a f o n e 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 (1F'E,  E1'3D)  AH/'AHF	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   n h n   t i n 	 V o d a f o n e   M e s s e n g e r 	 V o d a f o n e   M e s s e n g e r 	 5	K	!	>	+	K	(	  .	H	8	G			0		 	 	 	 V o d a f o n e   M e s s e n g e r 	 	 	 	 V o d a f o n e   M e s s e n g e r 	 	 	 V o d a f o n e   M e s s e n g e r 	 	 	 V o d a f o n e   M e s s e n g e r 	 	 	 V o d a f o n e   M e s s e n g e r 	 	 	 									  											  	 	 	 	 	 	 	 	 	 V o d a f o n e   M e s s e n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o d a f o n e   M e s s e n g e r 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 4 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   R i n g t o n e s 	 N	4r	 N}ÔX	 2'LB+%#4B	 D e s c a r g a r   t o n o s   d e   l l a m a d a 	 T  l  c h a r g e r   s o n n e r i e s 	 K l i n g e l t  n e   h e r u n t e r l a d e n 	 !:0G0BL  @8=3B>=K	 S c a r i c a   s u o n e r i e 	 *F2JD  F:E'*  1FJF	 T r a n s f e r i r   t o q u e s 	 Z i l   S e s l e r i n i   i n d i r 	 T i   n h c   c h u  n g 	 D o w n l o a d   N a d a   d e r i n g 	 M u a t   T u r u n   N a d a   D e r i n g 	 0	?				K		8	  !	>			(	2	K	!	  	0	G			 	 	 	 C s e n g Qh a n g o k   l e t  l t  s e 	 	 	 	 R i n g t o n e s   d o w n l o a d e n 	 	 	 D e s c r c a r e   s o n e r i i 	 	 	   	 	 	 ('11  2F'GF	 	 	 							  								  				  	 	 	 	 	 	 	 	 	 L a a i   L u i t o n e   A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   t o q u e s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 5 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   P i c t u r e s 	 N	WGr	 N}VGr	 2'LB+% 2	 D e s c a r g a r   i m  g e n e s 	 T  l  c h a r g e r   i m a g e s 	 B i l d e r   h e r u n t e r l a d e n 	 !:0G0BL  87>1@065=8O	 S c a r i c a   i m m a g i n i 	 *F2JD  5H1	 T r a n s f e r i r   i m a g e n s 	 R e s i m l e r i   i n d i r 	 T i   n h 	 D o w n l o a d   G a m b a r 	 M u a t   T u r u n   G a m b a r 	 	?	$	M	0	  !	>			(	2	K	!	  	0	G			 	 	 	 K  p e k   l e t  l t  s e 	 	 	 	 B e e l d e n   d o w n l o a d e n 	 	 	 D e s c r c a r e   i m a g i n i 	 	 	   	 	 	 ('11  *5H1	 	 	 			  								  				  	 	 	 	 	 	 	 	 	 L a a i   F o t o ' s   A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   f o t o s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 6 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   S k i n s 	 N	Y	 N}Y	 2'LB+%*4	 D e s c a r g a r   d i s e  o 	 T  l  c h a r g e r   h a b i l l a g e 	 S k i n s   h e r u n t e r l a d e n 	 !:0G0BL  A:8=K  	 S c a r i c a   s k i n 	 *F2JD  'DH',G'*	 T r a n s f e r i r   m  s c a r a s 	 D 1_  G  r  n  m   i n d i r 	 K i u   t i   t h u   n h 	 D o w n l o a d   S k i n 	 M u a t   T u r u n   K u l i t 	 8	M		?	(	M	8	  !	>			(	2	K	!	  	0	G			 	 	 	 F e l s z  n e k   l e t  l t  s e 	 	 	 	 W e e r g a v e n   d o w n l o a d e n 	 	 	 D e s c r c a r e   f a ce t e 	 	 	   	 	 	 ('11  ~H3*G	 	 	 					  								  				  	 	 	 	 	 	 	 	 	 L a a i   S k e r m o m s l a e   A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   p e l e s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 7 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 W h a t ' s   N e w ? 	  geǌ
	  geOo`	 !5-0D#C+!H? 	  Q u    h a y   d e   n u e v o ? 	 Q u o i   d e   n e u f   ? 	 W a s   g i b t   e s   N e u e s ? 	 >2K5  2>7<>6=>AB8	 Q u a l i   s o n o   l e   n o v i t  ? 	 E'  'D,/J/	 N o v i d a d e s 	 Y e n i   N e   V a r ? 	 C    g    m i ? 	 A p a   y a n g   b a r u ? 	 T e r k i n i 	 (	/	>	  	M	/	>	  9	H	? 	 	 	 	  j d o n s  g o k 	 	 	 	 W a t   i s   e r   n i e u w ? 	 	 	 C a r e   s u n t   n o u t ci l e ? 	 	 	   ? 	 	 	 G  .(1	 	 	 				  						? 	 	 	 	 	 	 	 	 	 W a t ' s   N u u t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   q u e   h    d e   n o v o ? 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 8 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 C h a t 	 J)Y	 J)Y	 A
	 C h a r l a 	 C h a t 	 C h a t 	 '0B	 C h a t 	 /1/4)	 C o n v e r s a   o 	 S o h b e t 	 C h a t 	 O b r o l a n 	 B u a l 	 	H		  	0	G			 	 	 	 C s e v e g  s 	 	 	 	 C h a t t e n 	 	 	 C o n v e r s a ci e 	 	 	 ' 	 	 	 ~2F	 	 	 						 	 	 	 	 	 	 	 	 K l e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a t e - p a p o 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 9 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   G a m e s 	 N	J2b	 N}8nb	 2'LB+%@!	 D e s c a r g a r   j u e g o s 	 T  l  c h a r g e r   j e u x 	 S p i e l e   h e r u n t e r l a d e n 	 !:0G0BL  83@K	 S c a r i c a   g i o c h i 	 *F2JD  'D#D9'(	 T r a n s f e r i r   j o g o s 	 O y u n   i n d i r 	 T i   t r    c h i 	 D o w n l o a d   P e r m a i n a n 	 M u a t   T u r u n   P e r m a i n a n 	 	G	.	M	8	  !	>			(	2	K	!	  	0	G			 	 	 	 J  t  k o k   l e t  l t  s e 	 	 	 	 S p e l l e n   d o w n l o a d e n 	 	 	 D e s c r c a r e   j o c u r i 	 	 	   	 	 	 ('11  ('2	 	 	 				  								  				  	 	 	 	 	 	 	 	 	 L a a i   S p e l e t j i e s   A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   j o g o s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 0 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 N e w s 	 e^	 e	 H2'*2#	 N o t i c i a s 	 A c t u a l i t  s 	 N a c h r i c h t e n 	 N e w s 	 N o t i z i e 	 'D#.('1	 N o t  c i a s 	 H a b e r l e r 	 T i n   t c 	 B e r i t a 	 B e r i t a 	 8	.	>		>	0		 	 	 	 H  r e k 	 	 	 	 N i e u w s 	 	 	 ^t i r i 	 	 	 	 	 	 '.('1	 	 	 				 	 	 	 	 	 	 	 	 N u u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t  c i a s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 1 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 S p o r t 	 Ԛ	 SO	 5,2	 D e p o r t e 	 S p o r t 	 S p o r t 	 !?>@B	 S p o r t 	 1J'6)	 D e s p o r t o 	 S p o r   	 T h   t h a o 	 O l a h r a g a 	 S u k a n 	 	G	2	- 	B	&		 	 	 	 S p o r t 	 	 	 	 S p o r t 	 	 	 S p o r t 	 	 	 	 	 	 H124	 	 	 				  	 	 	 	 	 	 	 	 	 S p o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p o r t e 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 2 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   V i d e o s 	 N	q_Gr	 N}Ɖ	 2'LB+%'45B-	 D e s c a r g a r   v i d e o s 	 T  l  c h a r g e r   v i d  o s 	 V i d e o s   h e r u n t e r l a d e n 	 !:0G0BL  2845>	 S c a r i c a   v i d e o 	 *-EJD  EB'79  AJ/JH	 T r a n s f e r i r   v  d e o s 	 V i d e o   i n d i r 	 T i   v i d e o 	 D o w n l o a d   V i d e o 	 M u a t   T u r u n   V i d e o 	 5	@	!	?	/	K	  !	>			(	2	K	!	  	0	G			 	 	 	 V i d e  k   l e t  l t  s e 	 	 	 	 V i d e o ' s   d o w n l o a d e n 	 	 	 D e s c r c a r e   c l i p u r i   v i d e o 	 	 	     	 	 	 ('11  ADE	 	 	 					  								  				  	 	 	 	 	 	 	 	 	 L a a i   V i d e o ' s   A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   v  d e o s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 3 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 M e d i a   A l b u m 	 ZԚv?|	 ZSOvQ	 -1%1I!*7H-	  l b u m   d e   m e d i o s 	 A l b u m   m  d i a 	 M e d i e n a l b u m 	 5480- 0;L1><	 A l b u m   m u l t i m e d i a l e 	 #D(HE  'DH3'&7	  l b u m   m u l t i m  d i a 	 M e d y a   A l b  m  	 A l b u m   m e d i a 	 A l b u m   M e d i a 	 A l b u m   M e d i a 	 .	@	!	?	/	>	  	2	M	,	.		 	 	 	 M  d i a   a l b u m 	 	 	 	 M e d i a - a l b u m 	 	 	 A l b u m   m e d i a 	 	 	   	 	 	 "D(HE  13'FG	 	 	 						  								  	 	 	 	 	 	 	 	 	 M e d i a - a l b u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l b u m   d e   m  d i a 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 4 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 M u s i c 	 j	 PN	 @%	 M  s i c a 	 M u s i q u e 	 M u s i k 	 C7K:0	 M u s i c a 	 EH3JBI	 M  s i c a 	 M  z i k   	 N h c 	 M u s i k 	 M u z i k 	 8			@	$		 	 	 	 Z e n e 	 	 	 	 M u z i e k 	 	 	 M u z i c 	 	 	 	 	 	 EH3B	 	 	 					  	 	 	 	 	 	 	 	 	 M u s i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 5 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 T V 	 	 5uƉ	 T V 	 T e l e v i s i  n 	 T V 	 T V 	 "	 T V 	 *DA2JHF	 T V 	 T V   	 T V 	 T V 	 T V 	 	@	5	@		 	 	 	 T V 	 	 	 	 T e l e v i s i e 	 	 	 T V 	 	 	 	 	 	 *DH2HF	 	 	 					 	 	 	 	 	 	 	 	 T V 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T V 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 6 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   A p p l i c a t i o n s 	 N	a(uz_	 N}^(uz^	 2'LB+%A-%4@
1H	 D e s c a r g a r   a p l i c a c i o n e s 	 T  l  c h a r g e r   a p p l i c a t i o n s 	 A n w e n d u n g e n   h e r u n t e r l a d e n 	 !:0G0BL  ?@>3@0<<K	 S c a r i c a   a p p l i c a z i o n i 	 *F2JD  *7(JB'*	 T r a n s f e r i r   a p l i c a   e s 	 U y g u l a m a   i n d i r 	 T i   n g   d n g 	 D o w n l o a d   A p l i k a s i 	 M u a t   T u r u n   A p l i k a s i 	 	*	M	2	?		G	6	(	  !	>			(	2	K	!	  	0	G			 	 	 	 A l k a l m a z  s o k   l e t  l t  s e 	 	 	 	 T o e p a s s i n g e n   d o w n l o a d e n 	 	 	 D e s c r c a r e   a p l i c a ci i 	 	 	   	 	 	 ('11  (1F'EG  G'  '1(1/	 	 	 												  								  				  	 	 	 	 	 	 	 	 	 L a a i   T o e p a s s i n g s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   a p l i c a t i v o s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 7 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   S c r e e n s a v e r s 	 N	U^Ow	 N}O\U^Ob	 2'LB+%*#5@@'-#L	 D e s c a r g a r   p r o t e c t o r e s   d e   p a n t a l l a 	 T  l  c h a r g e r    c o n o m i s e u r s   d '  c r a n 	 B i l d s c h i r m s c h o n e r   h e r u n t e r l a d e n 	 !:0G0BL  70AB02:8	 S c a r i c a   s c r e e n s a v e r 	 *F2JD  4'4'*  'D*HBA	 T r a n s f e r i r   p r o t e c t o r   d e   e c r  	 E k r a n   K o r u y u c u   i n d i r 	 T i   n h   b o   v   m  n   h  n h 	 D o w n l o a d   S c r e e n s a v e r 	 M u a t   T u r u n   P e n y e l a m a t   S k r i n 	 8	M		M	0	@	(	  8	G	5	0	  !	>			(	2	K	!	  	0	G			 	 	 	 K  p e r n y Qv  d Qk   l e t  l t  s e 	 	 	 	 S c h e r m b e v e i l i g i n g   d o w n l o a d e n 	 	 	 D e s c r c a r e   e c o n o m i z o a r e   e c r a n 	 	 	     	 	 	 ('11  E-'A8G'  5A-G	 	 	 												  								  				  	 	 	 	 	 	 	 	 	 L a a i   S k e r m s k u t t e   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   p r o t e t o r e s   d e   t e l a 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 8 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   T h e m e s 	 N	;NL	 N};N	 2'LB+%5!*L	 D e s c a r g a r   t e m a s 	 T  l  c h a r g e r   t h  m e s 	 T h e m e n   h e r u n t e r l a d e n 	 !:0G0BL  B5<K	 S c a r i c a   t e m i 	 'D*F2JD  EH6H9'*	 T r a n s f e r i r   t e m a s 	 T e m a   i n d i r 	 T i   c h   	 D o w n l o a d   T e m a 	 M u a t   T u r u n   T e m a 	 %	@	.	M	8	  !	>			(	2	K	!	  	0	G			 	 	 	 T  m  k   l e t  l t  s e 	 	 	 	 T h e m a ' s   d o w n l o a d e n 	 	 	 D e s c r c a r e   t e m e 	 	 	     	 	 	 ('11  (FE'G  G'	 	 	 			  								  				  	 	 	 	 	 	 	 	 	 L a a i   T e m a s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   t e m a s 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 1 9 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   M e s s a g e   T e m p l a t e s 	 N	
o`{,g	 N}Oo`!jg	 2'LB+%A!HAI-'2!	 D e s c a r g a r   p l a n t i l l a s   d e   t e m a s 	 T  l  c h a r g e r   m o d  l e s   d e   m e s s a g e 	 M i t t e i l u n g s s c h a b l o n e n   h e r u n t e r l a d e n 	 !:0G0BL  H01;>=K  A>>1I5=89	 S c a r i c a   m o d e l l i   m e s s a g g i 	 *-EJD  FE'0,  13'&D	 T r a n s f e r i r   m o d e l o s   d e   m e n s a g e n s 	 M e s a j   T a s l a k l a r 1  i n d i r 	 T i   t i n   n h n   m u 	 D o w n l o a d   T e m p l a t e   P e s a n 	 M u a t   T u r u n   T e m p l a t   M e s e j 	 .	H	8	G		  	G	.	M	*	M	2	G		M	8	  !	>			(	2	K	!	  	0	G			 	 	 	  z e n e t s a b l o n o k   l e t  l t  s e 	 	 	 	 B e r i c h t s j a b l o n e n   d o w n l o a d e n 	 	 	 D e s c r c a r e   _a b l o a n e   m e s a j 	 	 	     	 	 	 ('11  'DHG'  ~'E	 	 	 						  								  								  				  	 	 	 	 	 	 	 	 	 L a a i   B o o d s k a p - v o r m b r i e w e   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   m o d e l o s   d e   m e n s a g e m 
 
 S T R _ I D _ B R W _ E M B E D D E D _ L I N K _ 2 0 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 D o w n l o a d   M e s s a g e   A n i m a t i o n s 	 N	
o`Rku	 N}Oo`R;u	 2'LB+%A-4@!
1HI-'2!	 D e s c a r g a r   a n i m a c i o n e s   d e   m e n s a j e   	 T  l  c h a r g e r   a n i m a t i o n s   d e   m e s s a g e 	 M i t t e i l u n g s a n i m a t i o n e n   h e r u n t e r l a d e n 	 !:0G0BL  0=8<0F8N  A>>1I5=89	 S c a r i c a   a n i m a z i o n i   m e s s a g g i 	 *F2JD  5H1  E*-1C)  DD13'&D	 T r a n s f e r i r   a n i m a   e s   d e   m e n s a g e n s 	 M e s a j   A n i m a s y o n l a r 1  i n d i r 	 T i   n h   n g   t i n   n h n 	 D o w n l o a d   A n i m a s i   P e s a n 	 M u a t   T u r u n   A n i m a s i   M e s e j 	 .	H	8	G		  	(	?	.	G	6	(	  !	>			(	2	K	!	  	0	G			 	 	 	  z e n e t - a n i m  c i  k   l e t  l t  s e 	 	 	 	 B e r i c h t a n i m a t i e s   d o w n l o a d e n 	 	 	 D e s c r c a r e   a n i m a ci i   m e s a j 	 	 	     	 	 	 ('11  *5'H1  E*-1  ~'E	 	 	 						  										  								  				  	 	 	 	 	 	 	 	 	 L a a i   B o o d s k a p - a n i m a s i e s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   a n i m a   e s   d e   m e n s a g e m 
 
 S T R _ I D _ P U S H _ E N A B L E _ S E R V I C E _ L O A D I N G 	 W A P P U S H 	 T I T L E ,   I C O N T E X T 	 M e n u   s t r i n g   f o r   E n a b l e   s e r v i c e   l o a d i n g 	 E n a b l e   s e r v i c e   l o a d i n g 	 _URS L 	 o;mS L 	 @4322#B+%#42#	 A c t i v a r   d e s c a r g a   d e   s e r v i c i o 	 A c t i v e r   l e   c h a r g e m e n t   d u   s e r v i c e 	 L a d e n   v o n   S e r v i c e   a k t i v i e r e n 	 03@C7:0  A>>1I5=89	 A b i l i t a   i l   c a r i c a m e n t o   d i   s e r v i z i o 	 *ECJF  *-EJD  'D./E)	 A c t i v a r   c a r r e g a m e n t o   d e   s e r v i  o 	 H i z m e t   y  k l e m e y i   e t k i n l e _t i r 	 B t   t i   d c h   v 	 A k t i f k a n   p e m u a t a n   l a y a n a n 	 B o l e h k a n   p e m a s a n g a n   p e r k h i d m a t a n 	 8	0	M	5	?	8	  2	K	!	?			  8		M	7	.	  	0	G			 	 	 	 S z o l g  l t a t  s   b e t  l t  s   e n g e d  l y e z  s e 	 	 	 	 L a d e n   v a n   d i e n s t e n   a c t i v e r e n 	 	 	 A c t i v a r e    n c r c a r e   s e r v i c i u 	 	 	     	 	 	 ('1'F/'.*F  ('11  ./E'*	 	 	 							  						  					  				  	 	 	 	 	 	 	 	 	 A k t i v e e r   l a a i   v a n   d i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a b i l i t a r   c a r r e g a m e n t o   d e   s e r v i  o 
 
 S T R _ I D _ P U S H _ E N A B L E _ W H I T E _ L I S T 	 W A P P U S H 	 T I T L E ,   I C O N T E X T 	 M e n u   s t r i n g   f o r   E n a b l e   w h i t e   l i s t 	 E n a b l e   w h i t e   l i s t 	 _UR}v
TU	 o;m}v
TUS	 @4321

52'	 A c t i v a r   l i s t a   d e   c o n f i a b l e s 	 A c t i v e r   l a   l i s t e   b l a n c h e 	 W e i  e   L i s t e   a k t i v i e r e n 	 :;NG8BL  15;K9  A?8A>:	 A b i l i t a   l i s t a   b i a n c a 	 *ECJF  'DB'&E)  'D(J6'!	 A c t i v a r   l i s t a   b r a n c a 	 B e y a z   l i s t e y i   e t k i n l e _t i r 	 B t   d . s  c h   t r n g 	 A k t i f k a n   d a f t a r   p u t i h 	 B o l e h k a n   s e n a r a i   p u t i h 	 5	M	9	>			  2	?	8	M		  8		M	7	.	  	0	G			 	 	 	 F e h  r l i s t a   e n g e d  l y e z  s e 	 	 	 	 W i t t e   l i j s t   a c t i v e r e n 	 	 	 A c t i v a r e   l i s t   a l b 	 	 	     	 	 	 ('1'F/'.*F  AG13*  E,'2	 	 	 				  						  					  				  	 	 	 	 	 	 	 	 	 A k t i v e e r   w i t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a b i l i t a r   l i s t a   b r a n c a 
 
 S T R _ I D _ P U S H _ E N A B L E _ B L A C K _ L I S T 	 W A P P U S H 	 T I T L E ,   I C O N T E X T 	 M e n u   s t r i n g   f o r   E n a b l e   b l a c k   l i s t 	 E n a b l e   b l a c k   l i s t 	 _URў
TU	 o;mў
TUS	 @4321

53	 A c t i v a r   l i s t a   n e g r a 	 A c t i v e r   l a   l i s t e   n o i r e 	 S c h w a r z e   L i s t e   a k t i v i e r e n 	 :;NG8BL  G5@=K9  A?8A>:	 A b i l i t a   l i s t a   n e r a 	 *ECJF  'DB'&E)  'D3H/'!	 A c t i v a r   l i s t a   n e g r a 	 K a r a   l i s t e y i   e t k i n l e _t i r 	 B t   d . s  c h   e n 	 A k t i f k a n   d a f t a r   h i t a m 	 B o l e h k a n   s e n a r a i   h i t a m 	 ,	M	2	H		  2	?	8	M		  8		M	7	.	  	0	G			 	 	 	 F e k e t e l i s t a   e n g e d  l y e z  s e 	 	 	 	 Z w a r t e   l i j s t   a c t i v e r e n 	 	 	 A c t i v a r e   l i s t   n e a g r 	 	 	     	 	 	 ('1'F/'.*F  AG13*  :1E,'2	 	 	 			  						  					  				  	 	 	 	 	 	 	 	 	 A k t i v e e r   s w a r t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a b i l i t a r   l i s t a   n e g r a 
 
 S T R _ I D _ P U S H _ W H I T E _ L I S T 	 W A P P U S H 	 T I T L E ,   I C O N T E X T 	 M e n u   s t r i n g   f o r   W h i t e   l i s t 	 W h i t e   l i s t 	 }v
TU	 }v
TUS	 1

52'	 L i s t a   d e   c o n f i a b l e s 	 L i s t e   b l a n c h e 	 W e i  e   L i s t e 	 5;K9  A?8A>:	 L i s t a   b i a n c a 	 'DB'&E)  'D(J6'!	 L i s t a   b r a n c a 	 B e y a z   l i s t e   	 D . s  c h   t r n g 	 D a f t a r   p u t i h 	 S e n a r a i   p u t i h 	 5	M	9	>			  2	?	8	M			 	 	 	 F e h  r l i s t a 	 	 	 	 W i t t e   l i j s t 	 	 	 L i s t   a l b 	 	 	   	 	 	 AG13*  E,'2	 	 	 				  						  	 	 	 	 	 	 	 	 	 W i t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   b r a n c a 
 
 S T R _ I D _ P U S H _ B L A C K _ L I S T 	 W A P P U S H 	 T I T L E ,   I C O N T E X T 	 M e n u   s t r i n g   f o r   B l a c k   l i s t 	 B l a c k   l i s t 	 ў
TU	 ў
TUS	 1

53	 L i s t a   n e g r a   	 L i s t e   n o i r e 	 S c h w a r z e   L i s t e 	 '5@=K9  A?8A>:	 L i s t a   n e r a 	 'DB'&E)  'D3H/'!	 L i s t a   n e g r a 	 K a r a   l i s t e 	 D . s  c h   e n 	 D a f t a r   h i t a m 	 S e n a r a i   h i t a m 	 ,	M	2	H		  2	?	8	M			 	 	 	 F e k e t e l i s t a 	 	 	 	 Z w a r t e   l i j s t 	 	 	 L i s t   n e a g r 	 	 	   	 	 	 AG13*  :1E,'2	 	 	 			  							 	 	 	 	 	 	 	 	 S w a r t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   n e g r a 
 
 S T R _ I D _ P U S H _ E N A B L E _ S E T T I N G _ A C C E P T _ A L L 	 W A P P U S H 	 H I N T ,   T W O S T A T E 	 M e n u   s t r i n g   f o r   A c c e p t   a l l 	 A c c e p t   a l l 	 hQ营cS	 hQ营cS	 "-!#11I+!	 A c e p t a r   t o d o s 	 A c c e p t e r   t o u t 	 A l l e s   a k z e p t i e r e n 	 @8=8<0BL  2A5	 A c c e t t a   t u t t o 	 B(HD  'DCD	 A c e i t a r   t u d o 	 H e p s i n i   k a b u l   e t 	 C . n h n   t t   c 	 T e r i m a   s e m u a 	 T e r i m a   s e m u a 	 8	-	@	  8	M	5	@		>	0	  	0	G			 	 	 	  s s z e s   e l f o g a d  s a 	 	 	 	 A l l e s   a c c e p t e r e n 	 	 	 A c c e p t a r e   g l o b a l 	 	 	   	 	 	 ~014  GEG	 	 	 		  					  				  	 	 	 	 	 	 	 	 	 A a n v a a r   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   t o d o s 
 
 S T R _ I D _ P U S H _ E N A B L E _ S E T T I N G _ A C C E P T _ A U T H E N T I C A T E D 	 W A P P U S H 	 H I N T ,   T W O S T A T E 	 M e n u   s t r i n g   f o r   A c c e p t   a u t h e n t i c a t e d   o r   t r u s t e d 	 A c c e p t   a u t h e n t i c a t e d   o r   t r u s t e d 	 cSIv
o`	 cSvOo`	 "-!#15H"7"11'8%+#7-5HD'IC	 A c e p t a r   a u t e n t i c a d o s   o   c o n f i a b l e s 	 A c c e p t e r   l e s   a u t h e n t i f i  s   o u   d e   c o n f i a n c e 	 A u t h e n t i f i z i e r t e s   o d e r   V e r t r a u e n s w  r d i g e s   a k z e p t i e r e n 	 @8=8<0BL  =0456=K5  8;8  02B>@87>20==K5	 A c c e t t a   a u t e n t i c a t o   o   s i c u r o 	 B(HD  'DE5'/B  9DJG  #H  'DEH+HB  (G	 A c e i t a r   a u t e n t i c a d o   o u   d e   c o n f i a n  a 	 Y e t k i l i l e r i   y a   d a   g  v e n i l i r l e r i   k a b u l   e t 	 N h n   t i n   x  c   t h c   h o c    n g   t i n   c y 	 T e r i m a   y a n g   t e r o t e n t i k a s i   a t a u   t e r p e r c a y a 	 T e r i m a   y a n g   d i s a h k a n   a t a u   d i p e r c a y a i 	 8	$	M	/	>	*	?	$	  /	>	  5	?	6	M	5	8	M	$	  8	M	5	@		>	0	  	0	G			 	 	 	 H i t e l e s  t e t t   v a g y   m e g b  z h a t    e l f o g a d  s a 	 	 	 	 A c c e p t e r e n   i n d i e n   g e a u t e n t i c e e r d   o f   v e r t r o u w d 	 	 	 A c c e p t a r e   a u t e n t i f i c a t e   s a u   c e r t i f i c a t e 	 	 	       	 	 	 ~014  EH'1/  E9*(1  H  EH1/'9*E'/	 	 	 			  		  								  					  				  	 	 	 	 	 	 	 	 	 A a n v a a r   b e k r a g t i g d e   o f   v e r t r o u d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   a u t e n t i c a d o   o u   c o n f i  v e l 
 
 S T R _ I D _ P U S H _ D I S A B L E 	 W A P P U S H 	 H I N T ,   T W O S T A T E 	 M e n u   s t r i n g   f o r   D i s a b l e d 	 D i s a b l e 	 ܕ	 sQ	 432	 D e s a c t i v a r   	 D  s a c t i v  	 D e a k t i v i e r e n 	 B:;NG8BL	 D i s a b i l i t a 	 *97JD	 D e s a c t i v a r 	 D e v r e   d 1_1  b 1r a k 	 T t 	 N o n a k t i f k a n 	 N y a h b o l e h 	 		M	7	.	  	0	G			 	 	 	 L e t i l t  s 	 	 	 	 I n a c t i v e r e n 	 	 	 D e z a c t i v a r e 	 	 	 	 	 	 '2C'1'F/'.*F	 	 	 					  				  	 	 	 	 	 	 	 	 	 V e r s p e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a b i l i t a r 
 
 S T R _ I D _ P U S H _ S L _ S E T T I N G _ P R O M P T 	 W A P P U S H 	 H I N T ,   T W O S T A T E 	 M e n u   s t r i n g   f o r   P r o m p t 	 P r o m p t 	 bOU	 	 #-!L	 I n d i c a d o r 	 I n v i t e 	 E i n g a b e a u f f o r d e r u n g 	 0?@0H820BL	 P r o m p t 	 E7'D()	 P e r g u n t a r 	 H 1z l 1  	 T h  n g   b  o 	 P r o m p t 	 B a n t u   I n g a t 	 *	M	0	K	.	M	*	M			 	 	 	 P a r a n c s s o r 	 	 	 	 P r o m p t 	 	 	 S o l i c i t a r e 	 	 	 	 	 	 A1E'F	 	 	 					  	 	 	 	 	 	 	 	 	 P o l s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n d i c a   o 
 
 S T R _ I D _ P U S H _ S L _ S E T T I N G _ A U T O _ L A U N C H 	 W A P P U S H 	 H I N T ,   T W O S T A T E 	 M e n u   s t r i n g   f o r   A u t o   l a u n c h 	 A u t o   l a u n c h 	 RWL	 ꁨRgbL	 @4-1B!14	 E j e c u c i  n   a u t o m  t i c a 	 L a n c e m e n t   a u t o m a t i q u e 	 A u t o m .   s t a r t e n 	 2B><0B8G5A:89  70?CA:	 E s e c u z i o n e   a u t o m a t i c a 	 (/!  'D*4:JD  'D*DB'&J	 I n  c i o   a u t o m  t i c o 	 O t o m a t i k   b a _l a m a 	 T   k h i   n g 	 P e n g a k t i f a n   o t o m a t i s 	 M u l a a n   a u t o 	 		K	  2	I	(	M			 	 	 	 A u t o m a t a   i n d  t  s 	 	 	 	 A u t o m a t i s c h   s t a r t e n 	 	 	 L a n s a r e   a u t o m a t 	 	 	   	 	 	 1'G  'F/'2  .H/'1	 	 	 										  				  	 	 	 	 	 	 	 	 	 O u t o - o o p m a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n  c i o   a u t o m  t i c o 
 
 S T R _ I D _ P U S H _ W L _ S E T T I N G _ D I S C A R D 	 W A P P U S H 	 H I N T ,   T W O S T A T E 	 M e n u   s t r i n g   f o r   A u t o   D i s c a r d   i f   u n m a t c h e d 	 D i s c a r d   i f   u n m a t c h e d 	 
N&{TBfNh	 
N&{Te"N_	 4II2D!H#	 D e s c a r t a r   s i   n o   c o r r e s p o n d e 	 M e t t r e   d e   c  t    e n   c a s   d e   n o n   c o r r e s p o n d a n c e 	 W e n n   n i c h t    b e r e i n s t i m m e n d ,   i g n o r i e r e n 	 !1@>A8BL  ?@8  =5A>2?045=88	 E l i m i n a   s e   n o n   c o r r i s p o n d e n t e 	 *,'GD  AJ  -'D)  9/E  'DE7'(B)	 E l i m i n a r   s e   n  o   c o i n c i d i r 	 E _l e _m e d i i n d e   a t 	 H . b   n u   k h  n g   k h p 	 B u a n g   j i k a   t i d a k   c o c o k 	 B u a n g   j i k a   t i d a k   p a d a n 	 .	G	2	  (	  	>		  $	K	  	K	!	<	  &	G			 	 	 	 T  r l  s ,   h a   n e m   e g y e z i k 	 	 	 	 V e r w i j d e r e n   i n d i e n   n i e t   o v e r e e n s t e m m e n d 	 	 	 R e n u n ca r e    n   c a z   d e   n e p o t r i v i r e 	 	 	       	 	 	 F'10'4*F  /15H1*  F'GE.H'F	 	 	 			  			  		  		  					  					  				  	 	 	 	 	 	 	 	 	 S m y t   w e g   i n d i e n   o n p a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c a r t a r   s e   n  o   c o r r e s p o n d i d o 
 
 S T R _ I D _ P U S H _ W L _ S E T T I N G _ N O T I F Y 	 W A P P U S H 	 H I N T ,   T W O S T A T E 	 M e n u   s t r i n g   f o r   A u t o   N o t i f y   i f   u n m a t c h e d 	 N o t i f y   i f   u n m a t c h e d 	 
N&{TBfw	 
N&{Tew	 AI@7-I2D!H#	 N o t i f i c a r   s i   n o   c o r r e s p o n d e 	 N o t i f i e r   e n   c a s   d e   n o n   c o r r e s p o n d a n c e 	 W e n n   n i c h t    b e r e i n s t i m m e n d ,   b e n a c h r i c h t i g e n 	 #254><8BL  ?@8  =5A>2?045=88	 A v v i s a   s e   n o n   c o r r i s p o n d e n t e 	 %(D':  AJ  -'D)  9/E  'DE7'(B)	 N o t i f i c a r   s e   n  o   c o i n c i d i r 	 E _l e _m e d i i n d e   b i l d i r 	 T . b  o   n u   k h  n g   k h p 	 B e r i   t a h u k a n   j i k a   t i d a k   c o c o k 	 B e r i t a h u   j i k a   t i d a k   p a d a n 	 .	G	2	  (	  	>		  $	K	  8	B		?	$	  	0	G			 	 	 	  r t e s  t  s ,   h a   n e m   e g y e z i k 	 	 	 	 M e l d e n   i n d i e n   n i e t   o v e r e e n s t e m m e n d 	 	 	 N o t i f i c a r e    n   c a z   d e   n e p o t r i v i r e 	 	 	       	 	 	 "'G3'2  /15H1*  F'GE.H'F	 	 	 			  			  		  		  					  					  				  	 	 	 	 	 	 	 	 	 S t e l   i n   k e n n i s   i n d i e n   o n p a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t i f i c a r   s e   n  o   c o r r e s p o n d i d o 
 
 S T R _ I D _ B R W _ P U S H _ C O N F I R M _ L I S T _ M O D I F Y 	 W A P P U S H 	 P O P U P C O N F I R M 	 c o n f i r m   P o p u p   s t r i n g 	 S y s t e m   d a t a .   D o   y o u   r e a l l y   w a n t   t o   e d i t ? 	 |q}ǌe/f&T}/	 |~penc/f&T	 I-!9%#0  8I-2#AID#4F  +#7-D!H? 	 D a t o s   d e l   s i s t e m a ,    d e s e a   e d i t a r   e n   r e a l i d a d ? 	 D o n n  e s   d u   s y s t  m e .   V o u l e z - v o u s   v r a i m e n t   l e s    d i t e r   ? 	 S y s t e m d a t e n .   W i r k l i c h   b e a r b e i t e n ? 	 !8AB5<=K5  40==K5.    540:B8@>20BL? 	 D a t i   s i s t e m a .   M o d i f i c a r l i ? 	 (J'F'*  'DF8'E  GD  *1J/  ('D*#CJ/  'D*-1J1	 D a d o s   d o   s i s t e m a .   D e s e j a   r e a l m e n t e   e d i t a r ? 	 S i s t e m   v e r i l e r i .   G e r  e k t e n   d  z e n l e m e k   i s t i y o r   m u s u n u z ? 	 D   l i u   h   t h n g .   B n   t h c   s   m u n   s a ? 	 D a t a   s i s t e m .   A n d a   b e n a r - b e n a r   i n g i n   m e n g e d i t ? 	 D a t a   s i s t e m .   A d a k a h   a n d a   p a s t i   a n d a   i n g i n   m e n g e d i t n y a ? 	 8	?	8	M		.	  !	G		>	.   	M	/	>	  	*	  5	>	8	M	$	5	  .	G		  8		*	>	&	(	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 R e n d s z e r a d a t o k .   B i z t o s a n   s z e r k e s z t e n i   a k a r j a ? 	 	 	 	 S y s t e e m g e g e v e n s .   W i l t   u   z e   b e w e r k e n ? 	 	 	 D a t e   d e   s i s t e m .   S i g u r   d o r i ci   s   e d i t a ci ? 	 	 	   .           ? 	 	 	 /'/G  G'  E1(H7  (G  33*E  G3*F/.   "'  (1'3*  E.H'G/  "FG'  1'  H1'4  F/	 	 	 							  				,   				  		  					  			  								  				  			? 	 	 	 	 	 	 	 	 	 S t e l s e l d a t a .   W i l   j y   r e g t i g   w y s i g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a d o s   d o   s i s t e m a .   D e s e j a   r e a l m e n t e   e d i t a r ? 
 
 S T R _ I D _ B R W _ P U S H _ C O N F I R M _ S I A _ R E Q 	 W A P P U S H 	 U N L I M 	 D i s p l a y   i n   s c r e e n   b u f f e r   f o r   u s e r   c o n f i r m a t i o n 	 W o u l d   y o u   l i k e   t o   s e t u p   a   c o n n e c t i o n   w i t h   t h e   h o s t   b e l o w ? 	 /f&TNN;N_j^z#P}	 /f&TNNN;N:g^zޏc	 8I-2#1IH22#@
7H-!H-1B.*LI2%H2+#7-D!H? 	  L e   g u s t a r  a   e s t a b l e c e r   u n a   c o n e x i  n   c o n   e l   a n f i t r i  n   d e   a b a j o ? 	 V o u l e z - v o u s   c o n f i g u r e r   u n e   c o n n e x i o n      l ' h  t e   c i - d e s s o u s   ? 	 M  c h t e n   S i e   e i n e   V e r b i n d u n g   m i t   d e m   n a c h f o l g e n d e n   H o s t   e i n r i c h t e n ? 	 #AB0=>28BL  A>548=5=85  A  C7;><? 	 C o n f i g u r a r e   u n a   c o n n e s s i o n e   c o n   i l   s e g u e n t e   h o s t ? 	 GD  *1J/  %F4'!  '*5'D  E9  'DE6JA  #/F'G	 D e s e j a   i n i c i a r   a   l i g a   o   a o   a n f i t r i  o   a b a i x o ? 	 A _a 1d a k i   s u n u c u y l a   b i r   b a l a n t 1  k u r m a k   i s t i y o r   m u s u n u z ? 	 B n   m u n   t h i t   l p   k t   n i   v i   m  y   c h   d i    y ? 	 A n d a   i n g i n   m e n g k o n f i g u r a s i   s a m b u n g a n   d e n g a n   h o s t   d i   b a w a h   i n i ? 	 A d a k a h   a n d a   i n g i n   m e n y e l e n g g a r a k a n   s a m b u n g a n   d e n g a n   h o s   d i   b a w a h ? 	 	M	/	>	  	*	  (	@		G	  &	?		  		  9	K	8	M		  8	G	  8		*	0	M		  (	?	0	M	'	>	0	?	$	  	0	(	>	  	>	9	G			G	? 	 	 	 	 S z e r e t n e   k a p c s o l a t o t   l  t e s  t e n i   a z   a l  b b i   g  p p e l ? 	 	 	 	 W i l t   u   e e n   v e r b i n d i n g   t o t   s t a n d   b r e n g e n   m e t   d e   h o s t   h i e r o n d e r ? 	 	 	 D o r i ci   s   s t a b i l i ci   o   c o n e x i u n e a   c u   g a z d a   d e   m a i   j o s ? 	 	 	           ? 	 	 	 "'  E'D/  '1*('7  ('  E2('F  21  1'  *F8E  FE'/	 	 	 					  								  				  				  		  							  			  						? 	 	 	 	 	 	 	 	 	 W i l   j y   g r a a g    n   v e r b i n d i n g   o p s t e l   m e t   d i e   g a s h e e r   h i e r o n d e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G o s t a r i a   d e   c o n f i g u r a r   u m a   c o n e x  o   c o m   o   h o s t   a b a i x o ? 
 
 S T R _ I D _ B R W _ P U S H _ H O S T _ A D D R 	 W A P P U S H 	 U N L I M 	 U s e d   i n   t h e   c a t e g o r y   h e a d i n g 	 H o s t   a d d r e s s : 	 ;N_j0W@W	 ;N:g0W@W	 5H-"9HB.*L: 	 D i r e c c i  n   h u  s p e d : 	 A d r e s s e   h  t e   : 	 H o s t - A d r e s s e : 	 4@5A  C7;0: 	 I n d i r i z z o   h o s t : 	 9FH'F  'DE6JA: 	 E n d e r e  o   d o   a n f i t r i  o : 	 S u n u c u   a d r e s i : 	 a   c h   m  y   c h : 	 A l a m a t   h o s t : 	 A l a m a t   h o s : 	 9	K	8	M		  *	$	>			 	 	 	 G  p c  m : 	 	 	 	 H o s t a d r e s : 	 	 	 A d r e s   g a z d : 	 	 	   : 	 	 	 F4'F  E2('F: 	 	 	 								  						: 	 	 	 	 	 	 	 	 	 G a s h e e r - a d r e s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   h o s t : 
 
 S T R _ I D _ B R W _ P U S H _ H O S T _ P O R T 	 W A P P U S H 	 U N L I M 	 U s e d   i n   t h e   c a t e g o r y   h e a d i n g 	 H o s t   p o r t : 	 ;N_j#cW	 ;N:gzS	 -#LB.*L: 	 P u e r t o   h u  s p e d : 	 P o r t   h  t e   : 	 H o s t - P o r t : 	 >@B  C7;0: 	 P o r t a   h o s t : 	 EFA0  'DE6JA: 	 P o r t a   d o   a n f i t r i  o : 	 S u n u c u   b a l a n t 1  n o k t a s 1: 	 C n g   m  y   c h : 	 P o r t   h o s t : 	 P o r t   h o s : 	 9	K	8	M		  *	K	0	M				 	 	 	 G  p   p o r t : 	 	 	 	 H o s t p o r t : 	 	 	 P o r t   g a z d : 	 	 	   : 	 	 	 /1'G  E2('F: 	 	 	 						  						: 	 	 	 	 	 	 	 	 	 G a s h e e r p o o r t : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   d e   h o s t : 
 
 S T R _ I D _ B R W _ P U S H _ S I A _ R E Q _ T I T L E 	 W A P P U S H 	 T I T L E ,   U N L I M 	 T i t l e   s t r i n g 	 S e r v i c e   i n i t i a t i o n   r e q u e s t 	 
gRRYSˊBl	 
gRRYSBl	 3-2#@#4H!I#42#	 S o l i c i t u d   d e   i n i c i o   d e   s e r v i c i o 	 D e m a n d e   d e   l ' i n i t i a t i o n   d u   s e r v i c e 	 S e r v i c e - I n i t i i e r u n g s a n f r a g e 	 0?@>A  8=8F80F88  A;C61K	 R i c h i e s t a   a v v i o   s e r v i z i o 	 7D(  (/!  'D./E)	 P e d i d o   d e   i n  c i o   d o   s e r v i  o 	 H i z m e t   b a _l a n g 1   i s t e m i 	 Y  u   c u   k  c h   h o t   d . v 	 P e r m i n t a a n   i n i s i a s i   l a y a n a n 	 P e r m i n t a a n   p e r m u l a a n   p e r k h i d m a t a n 	 8	G	5	>	  	0		-	  	(	A	0	K	'		 	 	 	 S z o l g  l t a t  s - i n d  t  s k  r  s 	 	 	 	 V e r z o e k   o m   s e r v i c e   t o t   s t a n d   t e   b r e n g e n 	 	 	 S o l i c i t a r e   i n i ci e r e   s e r v i c i u 	 	 	     	 	 	 /1.H'3*  1'G  'F/'2  ./E'*	 	 	 							  				  				  							 	 	 	 	 	 	 	 	 D i e n s - i n i s i  r i n g s v e r s o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l i c i t a   o   d e   i n i c i a   o   d e   s e r v i  o 
 
 S T R _ I D _ B R W _ P U S H _ U N M A T C H E D _ A D D R E S S 	 W A P P U S H 	 T I T L E 	 T i t l e   s t r i n g 	 U n m a t c h e d   a d d r e s s 	 
N&{Tv0W@W	 
N&{Tv0W@W	 5H-"9HD!H#	 D i r e c c i  n   n o   e n c o n t r a d a 	 A d r e s s e   s a n s   c o r r e s p o n d a n t e 	 N i c h t    b e r e i n s t i m m e n d e   A d r e s s e 	 5A>2?040NI89  04@5A	 I n d i r i z z o   n o n   c o r r i s p o n d e n t e 	 9FH'F  :J1  E7'(B	 E n d e r e  o   n  o   c o i n c i d e 	 E _l e _m e y e n   a d r e s 	 a   c h   k h  n g   k h p 	 A l a m a t   t i d a k   c o c o k 	 A l a m a t   t i d a k   p a d a n 	 ,	G	.	G	2	  *	$	>	  	 	 	 	 N e m   e g y e z Q  c  m 	 	 	 	 A d r e s   k o m t   n i e t   o v e r e e n 	 	 	 A d r e s   n e p o t r i v i t 	 	 	     	 	 	 F4'F  F'GE.H'F  '3*	 	 	 				  						  	 	 	 	 	 	 	 	 	 O n p a a r   a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   n  o   c o r r e s p o n d i d o 
 
 S T R _ I D _ P U S H _ N E W _ U N K N O W N _ M S G 	 W A P P U S H 	 P O P U P 	 U s e d   i n   s c r e e n   b u f f e r   t o   s h o w   n o t i f i c a t i o n 	 U n k n o w n   s e r v i c e   m e s s a g e   a d d r e s s 	 *gw
gR
o`0W@W	 *gw
gROo`0W@W	 D!H#9I15H-"9HI-'2!#42#	 D i r e c c i  n   d e   m e n s a j e   d e   s e r v i c i o   d e s c o n o c i d a 	 A d r e s s e   d e   m e s s a g e   d u   s e r v i c e   i n c o n n u e 	 U n b e k a n n t e   S e r v i c e - M i t t e i l u n g s a d r e s s e 	 58725AB=K9  04@5A  A5@28A=>3>  A>>1I5=8O	 I n d i r i z z o   m e s s a g g i o   d i   s e r v i z i o   s c o n o s c i u t o 	 9FH'F  13'D)  ./E)  :J1  E91HA	 E n d e r e  o   d e   m e n s a g e m   d e   s e r v i  o   d e s c o n h e c i d o 	 B i l i n m e y e n   s e r v i s   m e s a j 1  a d r e s i 	 a   c h   t i n   n h n   d . v   k . x  c   n h 	 A l a m a t   p e s a n   l a y a n a n   t i d a k   d i k e t a h u i 	 A l a m a t   m e s e j   p e r k h i d m a t a n   t i d a k   d i k e t a h u i 	 		M		>	$	  8	G	5	>	  8		&	G	6	  *	$	>		 	 	 	 I s m e r e t l e n   s z e r v i z    z e n e t c  m 	 	 	 	 O n b e k e n d   a d r e s   v a n   s e r v i c e b e r i c h t 	 	 	 A d r e s   m e s a j   s e r v i c i u   n e c u n o s c u t 	 	 	         	 	 	 F4'F  ~'E  ./E'*  F'4F'.*G  '3*	 	 	 					  				  						  							 	 	 	 	 	 	 	 	 O n b e k e n d e   d i e n s b o o d s k a p - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   m e n s a g e m   d e   s e r v i  o   d e s c o n h e c i d o 
 
 S T R _ I D _ B R W _ P U S H _ S E R V I C E _ M S G _ F R O M 	 W A P P U S H 	 U N L I M 	 H e a d i n g   i n   t h e   u s e r   n o t i f i c a t i o n 	 S e r v i c e   m e s s a g e   f r o m : 	 
gR
o`O	 
gROo`eg	 I-'2!#42#2: 	 M e n s a j e   d e   s e r v i c i o   d e s d e : 	 M e s s a g e   d u   s e r v i c e   d e   : 	 S e r v i c e - M i t t e i l u n g   v o n : 	 !5@28A=>5  A>>1I5=85  >B: 	 M e s s a g g i o   d i   s e r v i z i o   d a : 	 13'D)  ./E)  EF: 	 M e n s a g e m   d e   s e r v i  o   d e : 	 S e r v i s   m e s a j 1: 	 T i n   n h n   d c h   v : 	 P e s a n   l a y a n a n   d a r i : 	 M e s e j   p e r k h i d m a t a n   d a r i p a d a : 	 	8	8	G	  8	G	5	>	  8		&	G	6			 	 	 	 S z e r v i z    z e n e t   k  l d Qj e : 	 	 	 	 S e r v i c e b e r i c h t   v a n : 	 	 	 M e s a j   s e r v i c i u   d e   l a : 	 	 	     : 	 	 	 ~'E  ./E'*  '2: 	 	 	 				  						  					: 	 	 	 	 	 	 	 	 	 D i e n s b o o d s k a p   v a n a f : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d o   s e r v i  o   d e : 
 
 S T R _ I D _ P U S H _ R E J E C T 	 W A P P U S H 	 I C O N T E X T 	 M e n u   s t r i n g   f o r   r e j e c t 	 R e j e c t 	 bU}	 b~	 4@*	 R e c h a z a r 	 R e j e t e r 	 A b l e h n e n 	 B:070BL	 R i f i u t a 	 1A6	 R e j e i t a r 	 R e d d e t 	 T   c h i 	 T o l a k 	 T o l a k 	 	8	M	5	@		>	0	  	0	G			 	 	 	 E l u t a s  t 	 	 	 	 V e r w e r p e n 	 	 	 R e s p i n g e r e 	 	 	 	 	 	 1/  1/F	 	 	 					  				  	 	 	 	 	 	 	 	 	 V e r w e r p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t a r 
 
 S T R _ I D _ P U S H _ A C C E P T _ A N D _ A D D _ W L 	 W A P P U S H 	 I C O N T E X T 	 M e n u   s t r i n g   f o r   A c c e p t   a n d   a d d   t o   w h i t e   l i s t 	 A c c e p t   a n d   a d d   t o   w h i t e   l i s t 	 cS&NReQ}v
TU	 cSv^mR0R}v
TUS	 "-!#1A%0@4H!%C1

52'	 A c e p t a r   y   a  a d i r   a   l i s t a   d e   c o n f i a b l e s 	 A c c e p t e r   e t   a j o u t e r      l a   l i s t e   b l a n c h e 	 A k z e p t i e r e n   u n d   z u r   W e i  e n   L i s t e   h i n z u f  g e n 	 @8=OBL  8  4>1028BL  2  15;K9  A?8A>:	 A c c e t t a   e   a g g i u n g i   a l l a   l i s t a   b i a n c a 	 'DB(HD  H%6'A)  %DI  'DB'&E)  'D(J6'!	 A c e i t a r   e   a d i c i o n a r      l i s t a   b r a n c a 	 K a b u l   e t   v e   b e y a z   l i s t e y e   e k l e 	 C . n h n   v    t h  m   v  o   d . s  c h   t r n g 	 T e r i m a   d a n   t a m b a h k a n   k e   d a f t a r   p u t i h 	 T e r i m a   d a n   t a m b a h   k e p a d a   s e n a r a i   p u t i h 	 8	M	5	@		>	0	  	0	G		  	0	  5	M	9	>			  2	?	8	M		  .	G		  	K	!	<	G			 	 	 	 F o g a d  s    s   f e l v  t e l   a   f e h  r l i s t  r a 	 	 	 	 A c c e p t e r e n   e n   a a n   w i t t e   l i j s t   t o e v o e g e n 	 	 	 A c c e p t a r e   _i   a d u g a r e   l a   l i s t a   a l b 	 	 	       	 	 	 ~014  H  'A2H/F  (G  AG13*  E,'2	 	 	 				  							  					  					 	 	 	 	 	 	 	 	 A a n v a a r   e n   v o e g   b y   w i t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   e   a d i c i o n a r      l i s t a   b r a n c a 
 
 S T R _ I D _ P U S H _ R E J E C T _ A N D _ A D D _ B L 	 W A P P U S H 	 I C O N T E X T 	 M e n u   s t r i n g   f o r   R e j e c t   a n d   a d d   t o   b l a c k   l i s t 	 R e j e c t   a n d   a d d   t o   b l a c k   l i s t 	 bU}&NReQў
TU	 b~v^mR0Rў
TUS	 4@*A%0@4H!%C1

53	 R e c h a z a r   y   a  a d i r   a   l i s t a   n e g r a 	 R e j e t e r   e t   a j o u t e r      l a   l i s t e   n o i r e 	 A b l e h n e n   u n d   z u r   S c h w a r z e n   L i s t e   h i n z u f  g e n 	 B:;>=8BL  8  4>1028BL  2  G5@=K9  A?8A>:	 R i f i u t a   e   a g g i u n g i   a l l a   l i s t a   n e r a 	 1A6  H%6'A)  %DI  'DB'&E)  'D3H/'!	 R e j e i t a r   e   a d i c i o n a r      l i s t a   n e g r a 	 R e d d e t   v e   k a r a   l i s t e y e   e k l e 	 T   c h i   v    t h  m   v  o   d . s  c h   e n 	 T o l a k   d a n   t a m b a h k a n   k e   d a f t a r   h i t a m 	 T o l a k   d a n   t a m b a h   k e p a d a   s e n a r a i   h i t a m 	 	8	M	5	@		>	0	  	0	G		  	0	  ,	M	2	H		  2	?	8	M		  .	G		  	K	!	<	G			 	 	 	 E l u t a s  t  s    s   f e l v  t e l   a   f e k e t e l i s t  r a 	 	 	 	 V e r w e r p e n   e n   a a n   z w a r t e   l i j s t   t o e v o e g e n 	 	 	 R e s p i n g e r e   _i   a d u g a r e   l a   l i s t a   n e a g r 	 	 	       	 	 	 1/1/F  H  'A2H/F  (G  AG13*  :1E,'2	 	 	 					  				  			  			  							  					  					 	 	 	 	 	 	 	 	 K e u r   a f   e n   v o e g   b y   s w a r t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t a r   e   a d i c i o n a r      l i s t a   n e g r a 
 
 S T R _ I D _ B R W _ P U S H _ C O L O N _ C H A R 	 W A P P U S H 	 U N L I M 	 C o l o n   c h a r a c t e r 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ B R W _ P U S H _ O T A _ S K I P _ W H I T E L I S T 	 W A P P U S H 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   m e s s a g e   t o   s k i p   w h i t e l i s t   e n t r y 	 S k i p   t h i s   w h i t e   l i s t ? 	 _eudk}v
TU	 _eudk}v
TUS	 I2!1

52'5I? 	  S a l t a r   e s t a   l i s t a   d e   c o n f i a b l e s ? 	 S a u t e r   c e t t e   l i s t e   b l a n c h e   ? 	 D i e s e   W e i  e   L i s t e    b e r s p r i n g e n ? 	 @>?CAB8BL  MB>B  15;K9  A?8A>:? 	 S a l t a r e   q u e s t a   l i s t a   b i a n c a ? 	 *.7J  G0G  'DB'&E)  'D(J6'!	 I g n o r a r   e s t a   l i s t a   b r a n c a ? 	 B u   b e y a z   l i s t e   a t l a n s 1n   m 1? 	 B   q u a   d . s  c h   t r n g   n  y ? 	 L e w a t i   d a f t a r   p u t i h   i n i ? 	 L a n g k a u   s e n a r a i   p u t i h   i n i ? 	 /	9	  5	M	9	>			  2	?	8	M		  	K	!	<	  &	G		? 	 	 	 	 K i h a g y j a   e z t   a   f e h  r l i s t  t ? 	 	 	 	 D e z e   w i t t e   l i j s t   o v e r s l a a n ? 	 	 	 I g n o r   a c e a s t   l i s t   a l b ? 	 	 	         ? 	 	 	 ,''F/'.*F  AG13*  E,'2  EH1/F81	 	 	 		  				  						  			  				  					? 	 	 	 	 	 	 	 	 	 S l a a n   h i e r d i e   w i t l y s   o o r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I g n o r a r   e s t a   l i s t a   b r a n c a ? 
 
 S T R _ I D _ B R W _ P U S H _ C O _ R E Q 	 W A P P U S H 	 U N L I M 	 D i s p l a y e d   i n   m e s s a g e   b u f f e r   f o r   C O   r e q u e s t 	 C a c h e   o p e r a t i o n   s e r v i c e 	 _Sd\O
gR	 X[d\O
gR	 #42#2#32A
	 S e r v i c i o   d e   o p e r a c i  n   c a c h  	 C a c h e r   l e   s e r v i c e   o p  r a t i o n 	 C a c h e - B e t r i e b s s e r v i c e 	 !;C610  >1@01>B:8  :MH0	 S e r v i z i o   d i   o p e r a z i o n e   c a c h e 	 ./E)  *4:JD  'D0'C1)  'DH3J7)	 S e r v i  o   d e   o p e r a   o   d e   c a c h e 	  n b e l l e k    a l 1_t 1r m a   h i z m e t i 	 D . v   s . d n g   b   n h   c a c h e 	 L a y a n a n   p e n g o p e r a s i a n   c a c h e 	 P e r k h i d m a t a n   o p e r a s i   c a c h e 	 	H	6	G	  	*	0	G	6	(	  8	0	M	5	?	8		 	 	 	 G y o r s  t  t  r    z e m e l t e t Q  s z o l g  l t a t  s 	 	 	 	 C a c h e b e d r i j f s s e r v i c e 	 	 	 S e r v i c i u   f u n c ci o n a r e   c a c h e 	 	 	     	 	 	 ./E'*  9ED'*  -'A8G  FG'F	 	 	 					  							  				  	 	 	 	 	 	 	 	 	 K i t s g e h e u e - b e d r y f s d i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i  o   d e   o p e r a   o   c a c h e 
 
 S T R _ I D _ B R W _ P O S T _ S E S S I O N _ I N F O 	 O B I G O _ Q 0 5 A 	 T I T L E ,   I C O N T E X T 	 E m b e d d e d   l i n k 	 P o s t   s e s s i o n   i n f o 	 P o s t #}ǌ
	 P o s t T:gOo`	 I-!9%B*L@*
1H	 I n f o r m a c i  n   p o s t   s e s i  n 	 I n f o   p o s t   s e s s i o n 	 I n f o   n a c h   S i t z u n g 	 =D>@<0F8O  ?>GB>2>9  A5AA88	 I n v i a   i n f o r m a z i o n i   s e s s i o n e 	 E9DHE'*  E'  (9/  'D,D3)	 I n f o r m a   o   p  s - s e s s  o 	 S e a n s   s o n r a s 1  b i l g i 	 n g   t . t i n   p h i  n   k . n i 	 I n f o   s e s i   p o s t i n g 	 M a k l u m a t   l e p a s   s e s i 	 8	$	M	0	  		*	0	>		$	  	>	(		>	0	@		 	 	 	 M u n k a m e n e t   i n f o . 	 	 	 	 S e s s i e g e g e v e n s   v e r z e n d e n 	 	 	 I n f o r m a ci i   p o s t - s e s i u n e 	 	 	   s e s s i o n   	 	 	 '9D'E  '7D'9'*  F43*	 	 	 							  							  					 	 	 	 	 	 	 	 	 P o s t - s e s s i e - i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o   d e   s e s s  o   p o s t e r i o r 
 
 S T R _ I D _ B R W _ S E S S I O N _ S T A R T _ T I M E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 E m b e d d e d   l i n k .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 S e s s i o n   s t a r t   t i m e : 	 #}wYBf	 T:gwYe	 @'%2@#4H!I@*
1H: 	 H o r a   d e   i n i c i o   d e   s e s i  n : 	 H e u r e   d e   d  m a r r a g e   d e   l a   s e s s i o n   : 	 S i t z u n g s s t a r t z e i t : 	 @5<O  70?CA:0  A5AA88: 	 O r a   d i   i n i z i o   s e s s i o n e : 	 HB*  (/!  'D,D3): 	 H o r a   d e   i n  c i o   d a   s e s s  o : 	 S e a n s   b a _l a n g 1   z a m a n 1: 	 G i   b . u   p h i  n   k . n i : 	 W a k t u   m u l a i   s e s i : 	 W a k t u   m u l a   s e s i : 	 8	$	M	0	  	0		-	  9	K	(	G	  	>	  8	.	/			 	 	 	 M u n k a m e n e t   k e z d e t e : 	 	 	 	 S t a r t t i j d   v a n   s e s s i e : 	 	 	 O r   s t a r t   s e s i u n e : 	 	 	     s e s s i o n : 	 	 	 2E'F  ":'2  F43*: 	 	 	 							  					  			: 	 	 	 	 	 	 	 	 	 S e s s i e - b e g i n t y d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   d e   i n  c i o   d e   s e s s  o : 
 
 S T R _ I D _ B R W _ S E S S I O N _ E N D _ T I M E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 E m b e d d e d   l i n k .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 S e s s i o n   e n d   t i m e : 	 #}P}_gBf	 T:g~_ge	 @'%2*4I*8@*
1H: 	 H o r a   d e   f i n   d e   s e s i  n : 	 H e u r e   d e   f i n   d e   l a   s e s s i o n   : 	 S i t z u n g s e n d z e i t : 	 @5<O  7025@H5=8O  A5AA88: 	 O r a   d i   t e r m i n e   s e s s i o n e : 	 HB*  'F*G'!  'D,D3): 	 H o r a   d e   f i m   d a   s e s s  o : 	 S e a n s   b i t i _  z a m a n 1: 	 G i   k . t h  c   p h i  n   k . n i : 	 W a k t u   s e l e s a i   s e s i : 	 W a k t u   t a m a t   s e s i : 	 8	$	M	0	  8	.	>	*	M	$	  9	K	(	G	  	>	  8	.	/			 	 	 	 M u n k a m e n e t   v  g e : 	 	 	 	 E i n d t i j d   v a n   s e s s i e : 	 	 	 O r   f i n a l   s e s i u n e : 	 	 	     s e s s i o n : 	 	 	 2E'F  ~''F  F43*: 	 	 	 							  						  				  			: 	 	 	 	 	 	 	 	 	 S e s s i e - e i n d t y d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   d e   f i m   d e   s e s s  o : 
 
 S T R _ I D _ T O T A L _ D A T A _ D O W N L O A D E D 	 O B I G O _ Q 0 5 A 	 U N L I M 	 E m b e d d e d   l i n k .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 T o t a l   d a t a   d o w n l o a d e d : 	 ]N	vǌe	 ]N}vpenc	 I-!9%#'!5H2'LB+%: 	 T o t a l   d e   d a t o s   d e s c a r g a d o s : 	 T o t a l   d e s   d o n n  e s   t  l  c h a r g  e s   : 	 I n s g e s a m t   h e r u n t e r g e l a d e n e   D a t e n : 	 1I89  >1J5<  703@C65==KE  40==KE: 	 N u m e r o   t o t a l e   d i   d a t i   s c a r i c a t i : 	 *E  *F2JD  %,E'DJ  'D(J'F'*: 	 T o t a l   d e   d a d o s   t r a n s f e r i d o s : 	 0n d i r i l e n   t o p l a m   v e r i : 	 T n g   d   l i u   t i   v : 	 D a t a   t o t a l   d i - d o w n l o a d : 	 J u m l a h   d a t a   d i m u a t   t u r u n : 	 !	>			(	2	K	!	  	?	/	>	  	/	>	  	A	2	  !	>		>			 	 	 	  s s z e s   l e t  l t  t t   a d a t : 	 	 	 	 T o t a l e   g e d o w n l o a d e   g e g e v e n s : 	 	 	 T o t a l   d a t e   d e s c r c a t e : 	 	 	 "     : 	 	 	 ,E9  /'/G  G'  ('11  4/G: 	 	 	 				  											  				: 	 	 	 	 	 	 	 	 	 T o t a l e   d a t a   a f g e l a a i : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a d o s   t o t a i s   b a i x a d o s : 
 
 S T R _ I D _ T O T A L _ D A T A _ U P L O A D E D 	 O B I G O _ Q 0 5 A 	 U N L I M 	 E m b e d d e d   l i n k .   T h e   l e n g t h   o f   t h i s   s t r i n g   s h o u l d   n o t   b e   i n c r e a s e d ,   b e c a u s e   i t   m i g h t   o v e r f l o w   t h e   b u f f e r   t h a t   w i l l   h o l d   t h i s   s t r i n g 	 T o t a l   d a t a   u p l o a d e d : 	 ]
NPvǌe	 ]
N Ovpenc	 I-!9%#'!5H-1B+%: 	 T o t a l   d e   d a t o s   c a r g a d o s : 	 T o t a l   d e s   d o n n  e s   t  l  v e r s  e s   : 	 I n s g e s a m t   h e r a u f g e l a d e n e   D a t e n : 	 1I89  >1J5<  >B?@02;5==KE  40==KE: 	 N u m e r o   t o t a l e   d i   d a t i   c a r i c a t i : 	 *E  *-EJD  %,E'DJ  'D(J'F'*: 	 T o t a l   d e   d a d o s   e n v i a d o s : 	 K a r _1y a   y  k l e n e n   t o p l a m   v e r i : 	 T n g   d   l i u   t i   l  n : 	 D a t a   t o t a l   d i - u p l o a d : 	 J u m l a h   d a t a   d i m u a t   n a i k : 	 	*	2	K	!	  	?	/	>	  	/	>	  	A	2	  !	>		>			 	 	 	  s s z e s   f e l t  l t  t t   a d a t : 	 	 	 	 T o t a l e   g e  p l o a d e   g e g e v e n s : 	 	 	 T o t a l   d a t a    n c r c a t e : 	 	 	 "     : 	 	 	 ,E9  /'/G  G'  ('10'1  4/G: 	 	 	 				  									  				: 	 	 	 	 	 	 	 	 	 T o t a l e   d a t a   o p g e l a a i : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a d o s   t o t a i s   c a r r e g a d o s : 
 
 S T R _ I D _ B R W _ C O N N E C T I N G 	 O B I G O _ Q 0 5 A 	 T I T L E 	 E m b e d d e d   l i n k 	 C o n n e c t i n g . . . 	 #P}-N	 ck(Wޏc	 3%1@
7H-!H-. . . 	 C o n e c t  n d o s e . . . 	 C o n n e x i o n   e n   c o u r s & 	 W i r d   v e r b u n d e n . . . 	 !>548=5=85	 C o n n e s s i o n e   i n   c o r s o . . . 	 ,'1M  'D'*5'D. . . 	 A   l i g a r & 	 B a l a n 1y o r & 	 a n g   k t   n i . . . 	 M e n y a m b u n g . . . 	 M e n y a m b u n g & 	 	(	G		M		  9	K	  0	9	>	  9	H	. . . 	 	 	 	 C s a t l a k o z  s . . . 	 	 	 	 E r   w o r d t   v e r b i n d i n g   g e m a a k t & 	 	 	 S e   c o n e c t e a z & 	 	 	 . . . 	 	 	 /1-'D  '*5'D. . . 	 	 	 					  					& 	 	 	 	 	 	 	 	 	 V e r b i n d   t a n s . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a n d o . . . 
 
 S T R _ I D _ B R W _ P R O C E S S I N G 	 O B I G O _ Q 0 5 A 	 T I T L E 	 E m b e d d e d   l i n k 	 P r o c e s s i n g . . . 	 Ut-N	 ck(WYt	 3%1#0!'%%& 	 P r o c e s a n d o . . . 	 T r a i t e m e n t   e n   c o u r s & 	 W i r d   b e a r b e i t e t . . . 	 1@01>B:0? 	 E l a b o r a z i o n e   i n   c o r s o & 	 ,'1M  'DE9'D,). . . 	 A   p r o c e s s a r & 	 0_l e n i y o r & 	 a n g   x   l  . . . 	 S e d a n g   m e m p r o s e s . . . 	 M e m p r o s e s & 	 *	M	0	K	8	G	8	  9	K	  0	9	>	  9	H	. . . 	 	 	 	 F e l d o l g o z  s . . . 	 	 	 	 B e z i g   m e t   v e r w e r k e n & 	 	 	 S e   p r o c e s e a z & 	 	 	 & 	 	 	 /1-'D  ~1/'24. . . 	 	 	 								  				& 	 	 	 	 	 	 	 	 	 V e r w e r k   t a n s . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c e s s a n d o . . . 
 
 S T R _ I D _ B R W _ L O A D I N G 	 O B I G O _ Q 0 5 A 	 T I T L E 	 E m b e d d e d   l i n k 	 L o a d i n g . . . 	 	eQ-N	 ck(WR}	 3%1B+%. . . 	 C a r g a n d o . . . 	 C h a r g e m e n t   e n   c o u r s & 	 W i r d   g e l a d e n . . . 	 03@C7:0	 C a r i c a m e n t o   i n   c o r s o & 	 ,'1M  'D*-EJD. . . 	 A   c a r r e g a r & 	 Y  k l e n i y o r & 	 a n g   t i . . . 	 M e m u a t . . . 	 M e m a s a n g & 	 2	K	!	  9	K	  0	9	>	  9	H	. . . 	 	 	 	 B e t  l t  s . . . 	 	 	 	 B e z i g   m e t   l a d e n & 	 	 	 S e    n c a r c & 	 	 	 . . . 	 	 	 /1-'D  ('1J1. . . 	 	 	 						  				& 	 	 	 	 	 	 	 	 	 L a a i   t a n s . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r r e g a n d o . . . 
 
 S T R _ I D _ B R W _ E X T E R N A L _ M E M O R Y 	 O B I G O _ Q 0 5 A 	 I C O N T E X T 	 E m b e d d e d   l i n k 	 T o   e x t e r n a l   m e m o r y 	 YaԚ	 0RYX[PhV	 D+H'"'2!3 2"-	 H a c i a   l a   m e m o r i a   e x t e r n a 	 V e r s   m  m o i r e   e x t e r n e 	 Z u m   e x t e r n e n   S p e i c h e r 	 0@B0  ?0<OB8	 A   m e m o r i a   e s t e r n a 	 %DI  'D0'C1)  'D.'1,J)	 P a r a   a   m e m  r i a   e x t e r n a 	 H a r i c i   b e l l e e 	 n   b   n h   n g o  i 	 K e   m e m o r i   e k s t e r n a l 	 K e   i n g a t a n   l u a r a n 	 ,	>	9	0	@	  8	M	.	C	$	?	  	G	  2	?	/	G		 	 	 	 A   k  l s Q  m e m  r i  b a 	 	 	 	 N a a r   e x t e r n   g e h e u g e n 	 	 	 L i n k   c t r e   m e m o r i a   e x t e r n 	 	 	   	 	 	 (G  -'A8G  .'1,	 	 	 											  							 	 	 	 	 	 	 	 	 N a   e k s t e r n e   g e h e u e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	    m e m  r i a   e x t e r n a 
 
 S T R _ I D _ B R W _ F I L E _ P A T H _ T O O _ L O N G 	 O B I G O Q 0 5 A 	 P O P U P 	 E r r o r   m e s s a g e   f o r   o p e n   f i l e   p a t h   t o o   l o n g 	 F i l e   p a t h   t o o   l o n g 	 jHh_Nw	 eN_Ǐ	 2D%L"2'@4D	 R u t a   d e   a r c h i v o   d e m a s i a d o   l a r g a 	 C h e m i n   d e   f i c h i e r   t r o p   l o n g 	 D a t e i p f a d   z u   l a n g 	 #:070==K9  ?CBL  A;8H:><  4;8==K9	 P e r c o r s o   f i l e   t r o p p o   l u n g o 	 E3'1  'DEDA  7HJD  DD:'J)	 C a m i n h o   d o   f i c h e i r o   d e m a s i a d o   l o n g o 	 D o s y a   d i z i n i    o k   u z u n 	 . d n   f i l e   q u    d  i 	 J a l u r   f i l e   t e r l a l u   p a n j a n g 	 L a l u a n   f a i l   t e r l a l u   p a n j a n g 	 +	>		2	  *	>	%	  ,	9	A	$	  2	.	M	,	>	  9	H		 	 	 	 A   f  j l   e l  r  s i    t j a   t  l   h o s s z  	 	 	 	 B e s t a n d p a d   t e   l a n g 	 	 	 C a l e   f i _i e r   p r e a   l u n g 	 	 	       	 	 	 E31  ~1HF/G  .D  (DF/  '3*	 	 	 				  			  				  					  	 	 	 	 	 	 	 	 	 L  e r r o e t e   t e   l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m i n h o   d e   a r q u i v o   m u i t o   l o n g o 
 
 S T R _ I D _ B R W _ P U S H _ T B _ S E T T I N G S 	 W A P P U S H 	 I C O N T E X T 	 T o o l b a r   s e t t i n g   m e n u   s t r i n g 	 T o o l b a r   s e t t i n g s 	 ]wQR-[	 ]wQhn	 2#1IH2A@#7H-!7-	 C o n f i g u r a r   b a r r a   d e   h e r r a m i e n t a s 	 R  g l a g e s   d e   b a r r e   d ' o u t i l s 	 E n s t e l l u n g e n   d e r   S y m b o l l e i s t e 	 0AB@>9:8  ?0=5;8  8=AB@C<5=B>2	 I m p o s t a z i o n i   b a r r a   d e g l i   s t r u m e n t i 	 %9/'/'*  41J7  'D#/H'*	 D e f i n i   e s   d a   b a r r a   d e   f e r r a m e n t a s 	 A r a     u b u u   a y a r l a r 1	 C  i   t   t h a n h   c . c 	 P e n g a t u r a n   t o o l b a r 	 S e t i n g   B a r   A l a t 	 	B	2	,	>	0	  8	G		?			M	8		 	 	 	 E s z k  z t  r - b e  l l  t  s o k 	 	 	 	 W e r k b a l k i n s t e l l i n g e n 	 	 	 S e t r i   b a r   d e   i n s t r u m e n t e 	 	 	     	 	 	 *F8EG'  FH'1  '(2'1	 	 	 						  					  	 	 	 	 	 	 	 	 	 N u t s b a l k - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d a   b a r r a   d e   t a r e f a s 
 
 S T R _ I D _ P U S H _ D E L E T E _ A L L _ I N B O X _ M S G 	 W A P P U S H 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   s t r i n g   b e f o r e   d e l t i n g   t h e   i n b o x   m e s s a g e s 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 *Rd6eN{-NvhQ
o`	  Rd6eN{-NvhQOo`	 %I-'2!1I+!2%H-2@I2? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e l   b u z  n   d e   e n t r a d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d e   r  c e p t i o n   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  E>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   a r r i v o ? 	 -0A  ,EJ9  'D13'&D  EF  " 5F/HB  'DH'1/" 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r ? 	 G e l e n   K u t u s u n d a k i   m e s a j l a r 1  s i l ? 	 X  a   m i   t i n   n h n   k h i   H . t h   n ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   m a s u k ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   M a s u k ? 	 	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   B e  r k e z e t t    z e n e t e k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   u i t   P o s t v a k   i n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e ? 	 	 	               ? 	 	 	 GEG  ~'EG'  /1'A*  -0A  4HF/	 	 	 						  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   i n   I n b u s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   e n t r a d a ? 
 
 S T R _ I D _ B R W _ F O R W A R D 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 O p t i o n   f o r   F o r w a r d   n a v i g a t i o n   i n   B r o w s e r 	 F o r w a r d 	 N N  	 N Nu	 *HH-	 R e e n v i a r 	 S u i v a n t 	 V o r w  r t s 	 5@5A;0BL	 A v a n t i 	 'D*'DJ	 A v a n  a r 	 0l e t 	 C h u y n   t i p 	 T e r u s k a n 	 K e   d e p a n 	 		M	0	G	7	#		 	 	 	 T o v  b b  t  s 	 	 	 	 V o o r u i t 	 	 	 R e d i r e c ci o n a r e 	 	 	 	 	 	 (G  ,DH	 	 	 									 	 	 	 	 	 	 	 	 V o r e n t o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n c a m i n h a r 
 
 S T R _ I D _ B R W _ P U S H _ P R I O R I T Y _ T I T L E 	 W A P P U S H 	 U N L I M 	 T o   d i s p l a y   t h e   h e a d i n g   i n   t h e   m e s s a g e   b o d y 	 P r i o r i t y : 	 *QHQ
k	 OHQ~	 1IH2@G+%1: 	 P r i o r i d a d : 	 P r i o r i t    : 	 P r i o r i t  t : 	 @8>@8B5B: 	 P r i o r i t  : 	 'D#HDHJ): 	 P r i o r i d a d e : 	  n c e l i k : 	 u   t i  n : 	 P r i o r i t a s : 	 K e u t a m a a n 	 *	M	0	>	%	.	?		$	>	: 	 	 	 	 E l s Qb b s  g : 	 	 	 	 P r i o r i t e i t : 	 	 	 P r i o r i t a t e : 	 	 	 : 	 	 	 'HDH*: 	 	 	 										: 	 	 	 	 	 	 	 	 	 P r i o r i t e i t : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r i o r i d a d e : 
 
 S T R _ I D _ B R W _ P U S H _ M E S S A G E _ T I T L E 	 W A P P U S H 	 U N L I M 	 T o   d i s p l a y   t h e   h e a d i n g   i n   t h e   m e s s a g e   b o d y 	 M e s s a g e : 	 
o`	 Oo`	 I-'2!: 	 M e n s a j e : 	 M e s s a g e   : 	 M i t t e i l u n g : 	 !>>1I5=85: 	 M e s s a g g i o : 	 'D13'D)  : 	 M e n s a g e m : 	 0l e t i : 	 T i n   n h n : 	 P e s a n : 	 M e s e j 	 8		&	G	6	: 	 	 	 	  z e n e t : 	 	 	 	 B e r i c h t : 	 	 	 M e s a j : 	 	 	 : 	 	 	   ~'E: 	 	 	 						: 	 	 	 	 	 	 	 	 	 B o o d s k a p : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m : 
 
 S T R _ I D _ B R W _ P U S H _ U R L _ T I T L E 	 W A P P U S H 	 U N L I M 	 T o   d i s p l a y   t h e   h e a d i n g   i n   t h e   m e s s a g e   b o d y 	 U R L : 	 }@W	 Q@W	 U R L : 	 U R L : 	 U R L   : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 U R L : 	 	 	 	 U R L : 	 	 	 	 U R L : 	 	 	 U R L : 	 	 	 U R L : 	 	 	 U R L : 	 	 	 								 	 	 	 	 	 	 	 	 U R L : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U R L : 
 
 S T R _ I D _ B R W _ P U S H _ S E N D E R _ A D D R E S S 	 W A P P U S H 	 I C O N T E X T ,   U N L I M 	 T o   d i s p l a y   s e n d e r   a d d r e s s   t i t l e 	 S e n d e r   a d d r e s s 	 |v0W@W	 S0W@W	 5H-"9H9I*H	 E n v i a r   d i r e c c i  n   	 A d r e s s e   d e   l ' e x p  d i t e u r 	 S e n d e r a d r e s s e 	 4@5A  >B?@028B5;O	 I n d i r i z z o   m i t t e n t e 	 9FH'F  'DE13PD	 E n d e r e  o   d o   r e m e t e n t e 	 G  n d e r e n   a d r e s i 	 a   c h   n g i   g i 	 A l a m a t   p e n g i r i m 	 A l a m a t   p e n g h a n t a r 	 *	M	0	G	7		  	>	  *	$	>		 	 	 	 F e l a d    c  m e 	 	 	 	 A d r e s   v a n   v e r z e n d e r 	 	 	 A d r e s   e x p e d i t o r 	 	 	   	 	 	 F4'F  A13*F/G	 	 	 								  							 	 	 	 	 	 	 	 	 S t u u r d e r - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d o   r e m e t e n t e 
 
 S T R _ I D _ B R W _ V B O O K M A R K S 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 S t r i n g   f o r   v b o o k m a r k s   m e n u 	 T o   v B o o k m a r k 	 fd|	 0RfN~{	 D  v B o o k m a r k 	 H a c i a   v B o o k m a r k 	 V e r s   v B o o k m a r k 	 Z u   v B o o k m a r k 	 0:;04:8	 A   v B o o k m a r k 	 %DI  v B o o k m a r k 	 P a r a   v B o o k m a r k 	 v B o o k m a r k ' a 	 n   v B o o k m a r k 	 K e   v B o o k m a r k 	 K e   v B o o k m a r k 	 v B o o k m a r k   	G	  2	?	/	G		 	 	 	 A   v B o o k m a r k   a l k a l m a z  s b a 	 	 	 	 N a a r   v B o o k m a r k 	 	 	 C t r e   m e n i u l   v B o o k m a r k 	 	 	 - v B o o k m a r k 	 	 	 (G  v B o o k m a r k 	 	 	 v B o o k m a r k - 		 	 	 	 	 	 	 	 	 N a   v B o o k m a r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A o   v B o o k m a r k 
 
 S T R _ I D _ P U S H _ B L A C K _ L I S T _ F U L L 	 W A P P U S H 	 P O P U P 	 T o   d i s p l a y   e r r o r   m e s s a g e   w h e n   p u s h   b l a c k   l i s t   i s   f u l l 	 B l a c k   l i s t   f u l l 	 ў
TU]n	 ў
TUS]n	 1

53@G!	 L i s t a   n e g r a   l l e n a 	 L i s t e   N o i r e   p l e i n e 	 S c h w a r z e   L i s t e   v o l l 	 '5@=K9  A?8A>:  70?>;=5=. 	 L i s t a   n e r a   c o m p l e t a 	 'DB'&E)  'D3H/'!  EE*D&)	 L i s t a   n e g r a   c h e i a 	 K a r a   l i s t e   d o l u 	 D . s  c h   e n   y 	 D a f t a r   h i t a m   p e n u h 	 S e n a r a i   h i t a m   p e n u h 	 ,	M	
 2	H		2	?	8	M	
 	  -	0	  		  9	H		 	 	 	 F e k e t e l i s t a   m e g t e l t 	 	 	 	 Z w a r t e   l i j s t   v o l 	 	 	 L i s t   n e a g r   p l i n 	 	 	     	 	 	 DJ3*  3J'G  ~14/G	 	 	 				  						  									 	 	 	 	 	 	 	 	 S w a r t l y s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   n e g r a   c h e i a 
 
 S T R _ I D _ P U S H _ I N B O X _ A D D _ T O _ B L A C K _ L I S T 	 W A P P U S H 	 I C O N T E X T 	 M e n u   o p t i o n   s t r i n g   f o r   a d d i n g   a   n u m b e r   i n t o   b l a c k   l i s t 	 A d d   t o   b l a c k   l i s t 	 ReQў
TU	 mR0Rў
TUS	 @4H!%C1

53	 A  a d i r   a   l i s t a   n e g r a 	 A j o u t e r      l a   L i s t e   N o i r e 	 Z u r   S c h w a r z e n   L i s t e   h i n z u f  g e n 	 >1028BL  2  G5@=K9  A?8A>:	 A g g i u n g i   a   l i s t a   n e r a 	 %6'A)  %DI  'DB'&E)  'D3H/'!	 A d i c i o n a r      l i s t a   n e g r a 	 K a r a   l i s t e y e   e k l e 	 T h  m   v  o   D . s  c h   e n 	 T a m b a h k a n   k e   d a f t a r   h i t a m 	 T a m b a h   k e   S e n a r a i   H i t a m 	 ,	M	
 2	H		2	?	8	M	
 	  .	G		  	K	!	<	G			 	 	 	 F e l v  t e l   a   f e k e t e l i s t  r a 	 	 	 	 T o e v o e g e n   a a n   z w a r t e   l i j s t 	 	 	 A d u g a r e   l a   l i s t a   n e a g r 	 	 	     	 	 	 'A2H/F  (G  D3*  3'G	 	 	 				  							  					  					 	 	 	 	 	 	 	 	 V o e g   b y   S w a r t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r      l i s t a   n e g r a 
 
 S T R _ I D _ C H I S T _ A L L _ C A L L S 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 A l l   c a l l s 	 A l l   c a l l s 	 @b	gq	 @b	g5u݋	 8*2"	 T o d a s   l a s   l l a m a d a s 	 T o u s   l e s   a p p e l s 	 A l l e   A n r u f e 	 A5  2K7>2K	 T u t t e   l e   c h i a m a t e 	 ,EJ9  'DEC'DE'*	 T o d a s   a s   c h a m a d a s 	 T  m   a r a m a l a r 	 M i   c . g i 	 S e m u a   p a n g g i l a n 	 S e m u a   p a n g g i l a n 	 8	-	@	  	I	2	M	8	  	 	 	 	 M i n d e n   h  v  s 	 	 	 	 A l l e   g e s p r e k k e n 	 	 	 T o a t e   a p e l u r i l e 	 	 	   	 	 	 GEG  *E'3G'	 	 	 		  		  	 	 	 	 	 	 	 	 	 A l l e   o p r o e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d a s   a s   c h a m a d a s 
 
 S T R _ I D _ C H I S T _ O P T I O N _ A D D _ B L I S T 	 C h i s t 	 I C O N T E X T 	 a d d   t h e   c a l l   l o g   n u m b e r   t o   b l a c k l i s t 	 A d d   t o   B l a c k l i s t 	 ReQў
TU	 mR0Rў
TUS	 @4H!%C1

53	 A  a d i r   a   l i s t a   n e g r a 	 A j o u t e r      l a   l i s t e   n o i r e 	 Z u r   S c h w a r z e n   L i s t e   h i n z u f  g e n 	 >1028BL  2  G5@=K9  A?8A>:	 A g g i u n g i   a   l i s t a   n e r a 	 %6'A)  %DI  'DD'&-)  'D3H/'!	 A d i c i o n a r      l i s t a   n e g r a 	 K a r a   l i s t e y e   e k l e 	 T h  m   v  o   D . s  c h   e n 	 T a m b a h k a n   k e   D a f t a r   h i t a m 	 T a m b a h   k e p a d a   S e n a r a i   H i t a m 	 ,	M	2	H		2	?	8	M		  .	G		  	K	!	<	G			 	 	 	 F e l v  t e l   a   f e k e t e l i s t  r a 	 	 	 	 A a n   z w a r t e   l i j s t   t o e v o e g e n 	 	 	 A d u g a r e   l a   l i s t a   n e a g r 	 	 	     	 	 	 'A2H/F  (G  D3*  3'G	 	 	 													  					  					 	 	 	 	 	 	 	 	 V o e g   b y   S w a r t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r      l i s t a   n e g r a 
 
 S T R _ I D _ C H I S T _ O P T I O N _ A D D _ B L I S T _ Q U E R Y 	 C h i s t 	 P O P U P C O N F I R M 	 q u e r y   f o r   a d d   t h e   c a l l   l o g   n u m b e r   t o   b l a c k l i s t 	 A d d   t o   B l a c k l i s t ? 	 ReQў
TU	 mR0Rў
TUS	 @4H!%C1

53? 	  A  a d i r   a   l i s t a   n e g r a ? 	 A j o u t e r      l a   l i s t e   n o i r e   ? 	 Z u r   S c h w a r z e n   L i s t e   h i n z u f  g e n ? 	 >1028BL  2  G5@=K9  A?8A>:? 	 A g g i u n g e r e   a   l i s t a   n e r a ? 	 %6'A)  %DI  'DD'&-)  'D3H/'!	 A d i c i o n a r      l i s t a   n e g r a ? 	 K a r a   l i s t e y e   e k l e ? 	 T h  m   v  o   D . s  c h   e n ? 	 T a m b a h k a n   k e   D a f t a r   h i t a m ? 	 T a m b a h   k e p a d a   S e n a r a i   H i t a m ? 	 ,	M	2	H		2	?	8	M		  .	G		  	K	!	<	G		? 	 	 	 	 F e l v e s z i   a   f e k e t e l i s t  r a ? 	 	 	 	 A a n   z w a r t e   l i j s t   t o e v o e g e n ? 	 	 	 A d u g a ci   l a   l i s t a   n e a g r ? 	 	 	     ? 	 	 	 (G  D3*  3'G  'A2H/G  4H/	 	 	 													  					  						 	 	 	 	 	 	 	 	 V o e g   b y   S w a r t l y s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r      l i s t a   n e g r a ? 
 
 S T R _ I D _ C H I S T _ A D V A N C E D 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 a d v a n c e d   f u n c t i o n   i n   c a l l   h i s t o r y 	 A d v a n c e d 	 2x	 ؚ~	y	 1I*9	 A v a n z a d o 	 A v a n c  	 E r w e i t e r t 	 0AB@>9:8	 A v a n a z a t e 	 E*B/E)	 A v a n  a d o 	 G e l i _m i _	 N  n g   c a o 	 L a n j u t a n 	 L a n j u t a n 	 		(	M	(	$		 	 	 	 S p e c i  l i s 	 	 	 	 G e a v a n c e e r d 	 	 	 A v a n s a t 	 	 	 	 	 	 ~J41A*G	 	 	 							 	 	 	 	 	 	 	 	 G e v o r d e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v a n  a d o 
 
 S T R _ I D _ C H I S T _ D I A L E D _ C A L L 	 C h i s t 	 I C O N T E X T 	 D i a l l e d   c a l l 	 D i a l l e d   c a l l 	 ]dq	 ]b5u݋	 *2"5HB#--	 L l a m a d a   m a r c a d a 	 A p p e l s   e f f e c t u  s 	 G e w  h l t e   N u m m e r 	 AE>4OI89  2K7>2	 C h i a m a t a   e f f e t t u a t a 	 EC'DE)  5'/1)	 C h a m a d a   e f e c t u a d a 	 A r a n a n   n u m a r a l a r 	 C u c   g i   i 	 P a n g g i l a n   k e l u a r 	 P a n g g i l a n   y a n g   d i d a i l 	 !	>	/	2	  	@	  		  	I	2		 	 	 	 T  r c s  z o t t   h  v  s 	 	 	 	 U i t g a a n d   g e s p r e k 	 	 	 N u m r   f o r m a t 	 	 	   	 	 	 *E'3  4E'1G  1  4/G	 	 	 					  			  			 	 	 	 	 	 	 	 	 O p r o e p   g e m a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a s   d i s c a d a s 
 
 S T R _ I D _ C H I S T _ M I S S E D _ C A L L 	 C h i s t 	 I C O N T E X T 	 M i s s e d   c a l l 	 M i s s e d   c a l l 	 *gcq	 *gc5u݋	 *2"5H%2	 L l a m a d a   p e r d i d a 	 A p p e l s   m a n q u  s 	 V e r p a s s t e r   A n r u f 	 @>?CI5==K5  2K7>2K	 C h i a m a t a   p e r s a 	 EC'DE)  A'&*)	 C h a m a d a   n  o   a t e n d i d a 	 C e v a p s 1z   a r a m a 	 C u c   g i   n h 	 P a n g g i l a n   t i d a k   t e r j a w a b 	 P a n g g i l a n   t a k   t e r j a w a b 	 	B		@	  9	A		  	I	2		 	 	 	 N e m   f o g a d o t t   h  v  s 	 	 	 	 G e m i s t   g e s p r e k 	 	 	 A p e l   n e p r e l u a t 	 	 	     	 	 	 *E'3  (  ~'3.	 	 	 			  			 	 	 	 	 	 	 	 	 O p r o e p   g e m i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   p e r d i d a 
 
 S T R _ I D _ C H I S T _ R E C V D _ C A L L 	 C h i s t 	 I C O N T E X T 	 R e c e i v e d   c a l l 	 R e c e i v e d   c a l l 	 ]cq	 ]c5u݋	 *2"5HDI#1	 L l a m a d a   r e c i b i d a 	 A p p e l s   r e  u s 	 E m p f a n g e n e r   A n r u f 	 @8=OBK9  2K7>2	 C h i a m a t a   r i c e v u t a 	 EC'DE)  E3*DE)	 C h a m a d a   r e c e b i d a 	 G e l e n   a r a m a 	 C u c   g i   n 	 P a n g g i l a n   d i t e r i m a 	 P a n g g i l a n   y a n g   d i t e r i m a 	 *	M	0	>	*	M	$	  	I	2		 	 	 	 F o g a d o t t   h  v  s 	 	 	 	 O n t v a n g e n   g e s p r e k 	 	 	 A p e l   r e c e p ci o n a t 	 	 	   	 	 	 *E'3  /1J'A*	 	 	 			  			 	 	 	 	 	 	 	 	 O p r o e p   o n t v a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   r e c e b i d a 
 
 S T R _ I D _ C H I S T _ O P T I O N _ E D I T _ B E F O R E _ C A L L 	 C h i s t 	 I C O N T E X T 	 E d i t   b e f o r e   c a l l 	 E d i t   b e f o r e   c a l l 	 d_MR}/	 |TSMR	 AIDH-B#	 E d i t a r   a n t e s   d e   l l a m a r 	 M o d i f i e r   a v a n t   a p p e l 	 V o r   A n r u f   b e a r b e i t e n 	 7<5=8BL  ?5@54  2K7>2><	 M o d i f i c a   p r i m a   d i   c h i a m a r e 	 'D*-1J1  B(D  'D'*5'D	 E d i t a r   a n t e s   d e   c h a m a r 	 A r a m a d a n    n c e   d  z e n l e 	 S a   t r c   k h i   g i 	 E d i t   s e b e l u m   p a n g g i l a n 	 E d i t   s e b e l u m   m e m a n g g i l 	 	I	2	  8	G	  *	9	2	G	  8		*	>	&	?	$	  	0	G			 	 	 	 S z e r k e s z t   h  v  s   e l Qt t 	 	 	 	 V o o r   o p r o e p   b e w e r k e n 	 	 	 E d i t a r e    n a i n t e   d e   a p e l a r e 	 	 	     	 	 	 H1'4  ~4  '2  *E'3	 	 	 		  				  						  								  				d		 	 	 	 	 	 	 	 	 R e d i g e e r   v o o r   o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   a n t e s   d a   c h a m a d a 
 
 S T R _ I D _ C H I S T _ G S M _ C A L L _ T I M E R 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 C e l l u l a r   c a l l s 	 C e l l u l a r   c a l l s 	 LRq	 yR݋	 *2"@%%9%2#L	 L l a m a d a s   d e   m  v i l 	 A p p e l s   c e l l u l a i r e s 	 M o b i l t e l e f o n a n r u f e 	 !>B>2K5  2K7>2K	 C h i a m a t e   c e l l u l a r i 	 '*5'D'*  .DHJ)	 C h a m a d a s   d e   t e l e m  v e l 	 C e p   t e l e f o n u    a r 1l a r 1	 G i   d i   n g 	 P a n g g i l a n   s e l u l e r 	 P a n g g i l a n   s e l u l a r 	 8	G	2	M	
 /	A	2	0	  	I	2	G			 	 	 	 M o b i l h  v  s o k 	 	 	 	 M o b i e l e   g e s p r e k k e n 	 	 	 A p e l u r i   l a   m o b i l 	 	 	   	 	 	 *E'3G'  3DHD	 	 	 							  			 	 	 	 	 	 	 	 	 S e l f o o n o p r o e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a s   d e   c e l u l a r 
 
 S T R _ I D _ C H I S T _ V O I P _ C A L L _ T I M E R 	 C h i s t 	 T I T L E ,   I C O N T E X T 	 I n t e r n e t   t e l e p h o n e   c a l l s 	 I n t e r n e t   t e l e p h o n e   c a l l s 	 }}q	 VyrQ݋	 *2"B#(1L-4@-#L@G	 L l a m a d a s   d e   t e l  f o n o   a   t r a v  s   d e   I n t e r n e t 	 A p p e l s   t  l  p h o n e   I n t e r n e t 	 I n t e r n e t t e l e f o n a n r u f e 	 K7>2K  8=B5@=5B- B5;5D>=0	 C h i a m a t e   t e l e f o n i c h e   v i a   I n t e r n e t 	 %,1'!  EC'DE'*  G'*AJ)  9(1  'D%F*1F*	 C h a m a d a s   d e   t e l e f o n e   p o r   I n t e r n e t 	 0n t e r n e t    a r 1l a r 1	 G i   i n t e r n e t 	 P a n g g i l a n   t e l e p o n   I n t e r n e t 	 P a n g g i l a n   t e l e f o n   I n t e r n e t 	 			0	(	G		  	G	2	@	+	K	(	  	I	2	G			 	 	 	 I n t e r n e t t e l e f o n - h  v  s o k 	 	 	 	 T e l e f o o n g e s p r e k k e n   v i a   i n t e r n e t 	 	 	 A p e l u r i   t e l e f o n i c e   p r i n   I n t e r n e t 	 	 	     	 	 	 *E'3G'  *DAF  'F*1F*	 	 	 									  							  			 	 	 	 	 	 	 	 	 I n t e r n e t f o o n o p r o e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a s   d e   t e l e f o n e   p e l a   i n t e r n e t 
 
 S T R _ I D _ C A M C O _ T O _ M A I N _ C A M 	 C a m c o r d e r 	 C A M C O _ I T E M 	 U s e   r e a r   c a m e r a 	 U s e   r e a r   c a m e r a 	 O(u_nv_j	 O(uTnv:g	 C
I%I-I2+%1	 U s a r   c  m a r a   p o s t e r i o r 	 U t i l i s e r   a p p a r e i l   p h o t o   a r r i  r e 	 H i n t e r e   K a m e r a   v e r w e n d e n 	 A?>;L7>20BL  704=NN  :0<5@C	 U s a   f o t o c a m e r a   p o s t e r i o r e 	 '3*./'E  'DC'EJ1'  'D.DAJ)	 U t i l i z a r   c  m a r a   t r a s e i r a 	 A r k a   k a m e r a y 1  k u l l a n 	 D  n g   c a m e r a   s a u 	 G u n a k a n   k a m e r a   b e l a k a n g 	 G u n a   k a m e r a   b e l a k a n g 	 *	?		2	>	  	H	.	0	>	  	8	M	$	G	.	>	2	  	0	G			 	 	 	 H  t s    k a m e r a   h a s z n  l a t a 	 	 	 	 A c h t e r s t e   c a m e r a   g e b r u i k e n 	 	 	 U t i l i z a r e   c a m e r   s p a t e 	 	 	     	 	 	 ('11  /H1(F  ~4*	 	 	 						  								  							  					 	 	 	 	 	 	 	 	 G e b r u i k   a g t e r s t e   k a m e r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   c  m e r a   t r a s e i r a 
 
 S T R _ I D _ C A M C O _ C A P M O D E _ P A N O R A M A 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   c a p t u r e   m o d e   c h o i c e : P a n o r a m a 	 P a n o r a m a 	 hQofgqGr	 hQofgqGr	 2B#2!H2	 P a n o r a m a 	 P a n o r a m a 	 P a n o r a m a 	 0=>@0<0	 P a n o r a m a 	 ('FH1'E'	 P a n o r a m a 	 M a n z a r a 	 T o  n   c n h 	 P a n o r a m a 	 P a n o r a m a 	 *	H	(	K	0	.	>		 	 	 	 P a n o r  m a 	 	 	 	 P a n o r a m a 	 	 	 P e r s p e c t i v 	 	 	 	 	 	 4E  'F/'2	 	 	 									 	 	 	 	 	 	 	 	 P a n o r a m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a n o r a m a 
 
 S T R _ I D _ C A M C O _ E N H A N C E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s a t u r a t i o n   c h o i c e : E n h a n c e 	 E n h a n c e 	 XR	 XR	 @4H!	 M e j o r a r 	 A m  l i o r e r 	 V e r b e s s e r n 	 KA>:0O	 M i g l i o r a 	 *-3JF	 A u m e n t a r 	 A r t t 1r 	 T n g 	 T i n g k a t k a n 	 T i n g k a t k a n 	 8		5	0	M	&	M	'	?	$	  	0	G			 	 	 	 J a v  t  s 	 	 	 	 U i t b r e i d e n 	 	 	 I n t e n s i f i c a r e 	 	 	 	 	 	 (G(H/  /'/F	 	 	 						  					 	 	 	 	 	 	 	 	 V e r m e e r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p r i m o r a r 
 
 S T R _ I D _ C A M C O _ R E D U C E 	 C a m c o r d e r 	 C A M C O _ I T E M 	 O n e   o f   t h e   s a t u r a t i o n   c h o i c e : R e d u c e 	 R e d u c e 	 n\	 Q\	 %	 R e d u c i r   	 R  d u i r e 	 R e d u z i e r e n 	 87:0O	 R i d u c i 	 *BDJD	 R e d u z i r 	 A z a l t 	 G i m 	 K u r a n g i 	 K u r a n g k a n 	 		>				 	 	 	 C s  k k e n t  s 	 	 	 	 V e r m i n d e r e n 	 	 	 R e d u c e r e 	 	 	 	 	 	 '3*F	 	 	 				  	 	 	 	 	 	 	 	 	 V e r m i n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d u z i r 
 
 S T R _ I D _ C A M C O _ S T I T C H I N G 	 C a m c o r d e r 	 C A M C O _ H I N T 	 S t i t c h i n g 	 P l e a s e   w a i t 	 ˊ
z_	 
zT	 B##-*1#9H	 E s p e r e   p o r   f a v o r 	 V e u i l l e z   p a t i e n t e r 	 B i t t e   w a r t e n 	 6840=85	 A t t e n d e r e 	 J1,I  'D'F*8'1	 A g u a r d e 	 L  t f e n   b e k l e y i n 	 H  y   i 	 T u n g g u 	 S i l a   t u n g g u 	 	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G			 	 	 	 K  r e m   v  r j o n 	 	 	 	 E v e n   w a c h t e n 	 	 	 A _t e p t a ci 	 	 	   	 	 	 D7A'K  5(1  CF/	 	 	 							  			  							  					 	 	 	 	 	 	 	 	 W a g   a s s e b l i e f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g u a r d e 
 
 S T R _ I D _ C A M C O _ P A N _ A N D _ Z O O M 	 C a m c o r d e r 	 C A M C O _ O P T I O N 	 P a n   a n d   z o o m 	 P a n   a n d   z o o m 	 yR.~>e	 yRN)>e	 AA%09!	 P a n o r  m i c a   y   z o o m 	 Z o o m   e t   d  p l a c e m e n t 	 V e r s c h i e b e n   u n d   Z o o m 	 0=>@0<8@>20=85  8  C25;8G5=85	 P a n o r a m i c a   e   z o o m 	 'D*C(J1  H'D2HE	 D e s l o c a m e n t o   e   z o o m 	  e v i r   v e   y a k 1n l a _t 1r 	 Q . p h i m   v    z o o m 	 P a n   d a n   z o o m 	 S o r o t   d a n   z u m 	 *	H	(	  	0	  	<	B	.		 	 	 	 L  p t e t  s    s   n a g y  t  s 	 	 	 	 P a n   e n   z o o m 	 	 	 U r m r i r e   _i   p a n o r a m a r e 	 	 	   	 	 	 *'F  /'/F  H  (21FE'	 	 	 					  			  				 	 	 	 	 	 	 	 	 S w a a i   e n   z o e m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a n   e   z o o m 
 
 S T R _ I D _ C A M C O _ N O T I F Y _ C H A N G E _ L O W _ R E C S I Z E 	 C a m c o r d e r 	 C A M C O _ H I N T 	 C h a n g e d   t o   l o w   r e s o l u t i o n 	 C h a n g e d   t o   l o w   r e s o l u t i o n 	 RcNO㉐g^	 RbcNORs	 @%5H"@G'2!%0@-5"H3	 C a m b i a r   a   u n a   r e s o l u c i  n   b a j a 	 P a s s e r   e n   f a i b l e   r  s o l u t i o n 	 A u f   n i e d r i g e   A u f l  s u n g   e i n s t e l l e n 	 7<5=8BL  =0  =87:>5  @07@5H5=85	 P a s s a   a   r i s o l u z i o n e   p i    b a s s a 	 'D*:JJ1  %DI  /B)  EF.A6)	 A l t e r a r   p a r a   r e s o l u   o   b a i x a 	 D  _ k     z  n  r l  e   a l 	 i   s a n g     p . g i i   t h p 	 D i u b a h   k e   r e s o l u s i   r e n d a h 	 T u k a r   k e   r e s o l u s i   r e n d a h 	 	.	  0	G		<	K	2	M	/	B	6	(	  .	G		  ,	&	2	G			 	 	 	 V  l t  s   k i s   f e l b o n t  s r a 	 	 	 	 V e r a n d e r e n   n a a r   l a g e   r e s o l u t i e 	 	 	 M o d i f i c a r e   l a   r e z o l u ci e   m a i   m i c 	 	 	     	 	 	 *:1  (G  H6H-  ~'F	 	 	 					  										  								  				 	 	 	 	 	 	 	 	 V e r a n d e r   n a   l a e   r e s o l u s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t e r a d o   p a r a   b a i x a   r e s o l u   o 
 
 S T R _ I D _ C A M C O _ N O T I F Y _ C H A N G E _ N O R M A L _ C A P T U R E 	 C a m c o r d e r 	 C A M C O _ H I N T 	 C h a n g e d   t o   n o r m a l   c a p t u r e   m o d e 	 C h a n g e d   t o   n o r m a l   c a p t u r e   m o d e 	 Rcnfbgq	 Rbcnfbgq	 @%5H"D"1B+!H2" 24	 C a m b i a r   a   m o d o   d e   c a p t u r a   n o r m a l   	 C h a n g e r   a u   m o d e   d e   c a p t u r e   n o r m a l 	 Z u   n o r m a l e m   A u f z e i c h n u n g s m o d u s   w e c h s e l n 	 5@59B8  2  =>@<0;L=K9  @568<  AJ5<:8	 M o d i f i c a   i n   m o d a l i t    d i   a c q u i s i z i o n e   n o r m a l e 	 'D*:JJ1  %DI  H69  'D'D*B'7  'D7(J9J	 M u d a r   p a r a   m o d o   d e   c a p t u r a   n o r m a l 	 N o r m a l    e k i m   m o d u n a   g e  	 i   s a n g   c h     c h p   c h u n 	 D i u b a h   k e   m o d u s   p e n g a m b i l a n   n o r m a l 	 T u k a r   k e   m o d   t a n g k a p a n   b i a s a 	 8	>	.	>	(	M	/	  	H	*	M		0	  .	K	!	  *	0	  ,	&	2	G		  	 	 	 	 V  l t  s   n o r m  l   r  g z  t  s i   m  d r a 	 	 	 	 N a a r   n o r m a l   o p n a m e s t a n d 	 	 	 C o m u t a r e   l a   m o d u l   d e   c a p t u r a r e   n o r m a l 	 	 	       	 	 	 *:1  (G  -'D*  (11A*  E9EHD	 	 	 						  								  				  								  					 	 	 	 	 	 	 	 	 S k a k e l   n a   n o r m a l e   a f n e e m m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t e r a d o   p a r a   m o d o   d e   c a p t u r a   n o r m a l 
 
 S T R _ I D _ C A M E R A _ T O _ P O S T C A R D 	 C A M E R A 	 C A S C A D E 	 S T R _ F M G R _ P o s t c a r d 	 T o   P o s t c a r d 	 
TOGr	 
TOGr	 DB*2#L	 A   T a r j e t a   P o s t a l 	 V e r s   c a r t e   p o s t a l e 	 Z u r   P o s t k a r t e 	 B:@KB:0	 A   C a r t o l i n a 	 D%13'D  (7'B)  (1J/J)	 P a r a   P o s t a l 	 K a r t p o s t a l a 	 S a n g   b u   t h i p 	 K e   K a r t u   p o s 	 K e   P o s k a d 	 *	K	8	M			>	0	M	!	  .	G			 	 	 	 K  p e s l a p r a 	 	 	 	 A a n   b r i e f k a a r t 	 	 	 C t r e   C a r t e   p o _t a l 	 	 	 	 	 	 (G  '1*  ~3*'D	 	 	 													 	 	 	 	 	 	 	 	 N a   P o s k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a   c a r t  o   p o s t a l 
 
 S T R _ I D _ C A M E R A _ C O N T R A S T 	 C A M E R A 	 H I N T ,   I C O N T E X T ,   C A M E R A _ H I N T 	 [ M e n u - C o n t r a s t ] 	 C o n t r a s t 	 
\k	 [k	 -#2*L	 C o n t r a s t e   	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 'D*('JF	 C o n t r a s t e 	 K a r _1t l 1k 	   t . p h n 	 K o n t r a s 	 K o n t r a s 	 	(	M		M	0	>	8	M			 	 	 	 K o n t r a s z t 	 	 	 	 C o n t r a s t 	 	 	 C o n t r a s t 	 	 	 	 	 	 F3(*  3'JG  1H4F	 	 	 										 	 	 	 	 	 	 	 	 K o n t r a s   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t r a s t e 
 
 S T R _ I D _ C A M E R A _ C O N T R A S T _ H I G H 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ c o n t r a s t - h i g h ] 	 H i g h 	 ؚ	 ؚ	 *9	 A l t o 	 E l e v  	 H o c h 	 KA>:89	 A l t o 	 E1*A9	 A l t o 	 Y  k s e k 	 C a o 	 T i n g g i 	 T i n g g i 	 	'	?			 	 	 	 M a g a s 	 	 	 	 H o o g 	 	 	 M a r e 	 	 	 	 	 	 2'/	 	 	 					 	 	 	 	 	 	 	 	 H o o g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t o 
 
 S T R _ I D _ C A M E R A _ C O N T R A S T _ M E D I U M 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ c o n t r a s t - m e d i u m ] 	 M e d i u m 	 -N	 -N	 2%2	 M e d i a n o 	 M o y e n 	 M i t t e l 	 !@54=89	 M e d i o 	 E*H37	 M  d i o 	 O r t a   	 V a 	 S e d a n g 	 M e d i u m 	 .	'	M	/	.	  	 	 	 	 K  z e p e s 	 	 	 	 M i d d e l 	 	 	 M e d i u 	 	 	 	 	 	 E*H37	 	 	 							 	 	 	 	 	 	 	 	 M e d i u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  d i o 
 
 S T R _ I D _ C A M E R A _ C O N T R A S T _ L O W 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T 	 [ c o n t r a s t - l o w ] 	 L o w 	 NO	 NO	 H3	 B a j o 	 F a i b l e   	 N i e d r i g 	 87:89	 B a s s o 	 EF.A6	 B a i x o 	 D  _ k 	 T h p 	 R e n d a h 	 R e n d a h 	 	.		 	 	 	 A l a c s o n y 	 	 	 	 L a a g 	 	 	 M i c 	 	 	 	 	 	 E	 	 	 					  	 	 	 	 	 	 	 	 	 L a a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x o 
 
 S T R _ I D _ C A M E R A _ D E L E T E _ A S K 	 C A M E R A 	 P O P U P C O N F I R M 	 A s k   u s e r   w h e t h e r   t o   d e l e t e   t h e   p i c t u r e 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 E f f a c e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 -0A? 	 E l i m i n a r ? 	 S i l i n s i n   m i   ? 	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  				? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r ? 
 
 S T R _ I D _ C C A _ C O R R U P T E D _ S E T T I N G 	 C C A 	 P O P U P 	 S e t t i n g s   a r e   c o r r u p t e d 	 C o r r u p t e d   s e t t i n g s 	 -[ǌe]_cOW	 npenc]_cOW	 2#1IH2@*5"	 C o n f i g u r a c i  n   c o r r o m p i d a 	 R  g l a g e s   c o r r o m p u s 	 V e r f  l s c h t e   E i n s t e l l u n g e n 	 A:065==0O  =0AB@>9:0	 I m p o s t a z i o n i   d a n n e g g i a t e 	 'D%9/'/'*  *'DA)	 D e f i n i   e s   d a n i f i c a d a s 	 B o z u l a n   a y a r l a r 	 C  i   t   b   l i 	 P e n g a t u r a n   r u s a k 	 P e n g e s e t a n   k o r u p 	 	0	>	,	  8	G		?				 	 	 	 S  r  l t   b e  l l  t  s o k     	 	 	 	 G e c o r r u m p e e r d e   i n s t e l l i n g e n 	 	 	 S e t r i   d e t e r i o r a t e 	 	 	   	 	 	 *F8EG'  .1'(  4/G  'F/	 	 	 				  				  						 	 	 	 	 	 	 	 	 G e k o r r u p t e e r d e   i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   c o r r o m p i d a s 
 
 S T R _ I D _ C C A _ F A I L E D 	 C C A 	 U N L I M 	 F a i l e d   t o   i n s t a l l   P r o f i l e s 	 F a i l e d 	 -[1YWe	 n1Y%	 %I!@+%'	 F a l l  	 E c h e c 	 F e h l g e s c h l a g e n 	 @>87>H;0  >H81:0	 F a l l i t o 	 A4D	 F a l h a 	 0_l e m   g e r  e k l e _m e d i 	 B   l i 	 G a g a l 	 G a g a l 	 	8	+	2		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 E _u a t 	 	 	 	 	 	 F'EHAB  (H/	 	 	 							 	 	 	 	 	 	 	 	 H e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u 
 
 S T R _ I D _ C C A _ S E T T I N G _ I N F O 	 C C A 	 T I T L E 	 A p p l i c a t i o n   i n f o r m a t i o n   i n   t h e   s e t t i n g s 	 S e t t i n g s   i n f o 	 -[ǌ
	 nOo`	 I-!9%2#1IH2	 I n f o r m a c i  n   d e   c o n f i g u r a c i  n   	 I n f o   d e s   r  g l a g e s 	 E i n s t e l l u n g e n i n f o 	 =D>@<0F8O  >  =0AB@>9:0E	 I n f o   i m p o s t a z i o n i 	 E9DHE'*  'D%9/'/'*	 I n f o r m a   e s   d e   d e f i n i   e s 	 A y a r l a r   b i l g i s i 	 T h . t i n   c  i   t 	 I n f o   p e n g a t u r a n 	 M a k l u m a t   p e n g e s e t a n   	 8	G		?			  8	B		(	>		 	 	 	 B e  l l  t  s   i n f o r m  c i  	 	 	 	 I n s t e l l i n g e n i n f o 	 	 	 I n f o r m a ci i   s e t r i 	 	 	   	 	 	 '7D'9'*  *F8EG'	 	 	 					  									  					 	 	 	 	 	 	 	 	 I n s t e l l i n g s i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a   e s   d e   c o n f i g u r a   e s 
 
 S T R _ I D _ C C A _ P U S H 	 C C A 	 U N L I M 	 P u s h   a p p l i c a t i o n   n a m e 	 S e r v i c e   m e s s a g e 	 
gR
o`	 
gROo`	 I-'2!#42#	 M e n s a j e   d e   s e r v i c i o 	 M e s s a g e   d u   s e r v i c e 	 S e r v i c e - M i t t e i l u n g 	 !5@28A=>5  A>>1I5=85	 M e s s a g g i o   d i   s e r v i z i o 	 13'D)  'D./E)	 M e n s a g e m   d e   s e r v i  o 	 S e r v i s   m e s a j 1	 T i n   n h n   d c h   v 	 P e s a n   l a y a n a n 	 M e s e j   p e r k h i d m a t a n 	 8	G	5	>	  8		&	G	6		 	 	 	 S z e r v i z    z e n e t 	 	 	 	 D i e n s t b e r i c h t 	 	 	 M e s a j   s e r v i c e 	 	 	   	 	 	 ~'E  ./E'*	 	 	 				  									  							 	 	 	 	 	 	 	 	 D i e n s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   s e r v i  o 
 
 S T R _ I D _ C C A _ R T S P 	 C C A 	 U N L I M 	 S t r e a m i n g   a p p l i c a t i o n   n a m e 	 S t r e a m i n g 	 q_2NAm	 AmZSO	 2#*#5!	 S t r e a m i n g 	 D i f f u s i o n 	 S t r e a m i n g 	 >B>:>20O  ?5@540G0	 S t r e a m i n g 	 *4:JD	 T r a n s m i s s  o   e m   s e q u  n c i a 	 S t r e a m i n g 	 T r u y n   t i 	 S t r e a m i n g 	 P e n s t r i m a n 	 8	M	
 	M	0	@	.	  	0	  0	9	>	  9	H		 	 	 	 A d a t f o l y a m 	 	 	 	 S t r e a m i n g 	 	 	 R e d a r e    n   f l u x 	 	 	 	 	 	 ,'1  1/F	 	 	 										 	 	 	 	 	 	 	 	 S t r o m i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s m i s s  o   c o n t  n u a 
 
 S T R _ I D _ C C A _ S U P L 	 C C A 	 U N L I M 	 A G P S   a p p l i c a t i o n   n a m e 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 A G P S 	 	 	 	 A G P S 	 	 	 	 A G P S 	 	 	 A G P S 	 	 	 A G P S 	 	 	 A G P S 	 	 	 								 	 	 	 	 	 	 	 	 A G P S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A G P S 
 
 S T R _ I D _ C C A _ D A T A _ A C C O U N T _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 O n l y   a d d   c o l o n   t o   S T R _ G L O B A L _ D A T A _ A C C O U N T 	 D a t a   a c c o u n t : 	 3^_ǌe	 penc^7b	 1

5I-!9%: 	 C u e n t a   d e   d a t o s : 	 C o m p t e   d e   d o n n  e s   : 	 D a t e n k o n t o : 	 #G5B. 70?8AL  40==KE	 A c c o u n t   d a t i : 	 -3'(  'D(J'F'*: 	 D a d o s   d e   c o n t a : 	 V e r i   h e s a b 1: 	 T . k h o n   d   l i u : 	 A c c o u n t   d a t a : 	 A k a u n   d a t a : 	 !	>		>	  		>			(	M				 	 	 	 A d a t f i  k : 	 	 	 	 G e g e v e n s a c c o u n t : 	 	 	 C o n t   d a t e : 	 	 	   : 	 	 	 '4*1'C  /'/G  ': 	 	 	 				  										: 	 	 	 	 	 	 	 	 	 D a t a r e k e n i n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   d e   d a d o s : 
 
 S T R _ I D _ C C A _ W L A N _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 W L A N   a p p l i c a t i o n   n a m e 	 W L A N : 	 !q}@SW}	 e~@\WQ~	 L A N   D#I*2": 	 L A N   i n a l  m b r i c a : 	 L A N   s a n s   f i l   : 	 D r a h t l o s e s   L A N : 	 5A?@>2>4.   L A N : 	 L A N   s e n z a   f i l i : 	 4(C)  L A N   'DD'3DCJ): 	 R e d e   s e m   f i o s : 	 K a b l o s u z   L A N : 	 L A N   k h  n g   d  y : 	 W L A N : 	 L A N   W a y a r l e s : 	 5	>	/	0	2	G	8	  L A N : 	 	 	 	 V e z e t  k   n  l k  l i   L A N : 	 	 	 	 D r a a d l o o s   n e t w e r k : 	 	 	 L A N   f r   f i r : 	 	 	   L A N   : 	 	 	 L A N   (  3JE: 	 	 	 								  					:   	 	 	 	 	 	 	 	 	 D r a a d l o s e   L A N : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N : 
 
 S T R _ I D _ C C A _ B R O W S E R _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 B r o w s e r   a p p l i c a t i o n   n a m e 	 B r o w s e r : 	 phV	 OmȉhV	 @#2@-#L: 	 N a v e g a d o r : 	 N a v i g a t e u r   : 	 B r o w s e r : 	 !5@28AK: 	 B r o w s e r : 	 'DE*5A-: 	 N a v e g a d o r : 	 T a r a y 1c 1: 	 T r  n h   d u y t : 	 B r o w s e r : 	 P e l a y a r : 	 ,	M	0	>				<	0			 	 	 	 B  n g  s z Q: 	 	 	 	 B r o w s e r : 	 	 	 B r o w s e r : 	 	 	 : 	 	 	 E1H11: 	 	 	 								: 	 	 	 	 	 	 	 	 	 B l a a i e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a v e g a d o r : 
 
 S T R _ I D _ C C A _ M M S _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 M M S   a p p l i c a t i o n   n a m e 	 M M S : 	 YZԚ
o`	 i_O	 M M S : 	 M M S : 	 M M S   : 	 M M S : 	 M M S : 	 M M S : 	 13'&D  'DH3'&7  'DE*9//): 	 M M S : 	 M M S : 	 M M S : 	 M M S : 	 M M S : 	 M M S : 	 	 	 	 M M S : 	 	 	 	 M M S : 	 	 	 M M S : 	 	 	 M M S : 	 	 	 M M S : 	 	 	 						: 	 	 	 	 	 	 	 	 	 M M S : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M M S : 
 
 S T R _ I D _ C C A _ S I P _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 S I P   a p p l i c a t i o n   n a m e 	 V o I P : 	 }q	 Q~5u݋	 V o I P : 	 V o I P : 	 V o I P   : 	 V o I P : 	 V o I P 	 V o I P : 	 V o I P : 	 V o I P : 	 V o I P : 	 V o I P : 	 V o I P : 	 V o I P : 	 V o I P : 	 	 	 	 V o I P : 	 	 	 	 V o I P : 	 	 	 V o I P : 	 	 	 V o I P : 	 	 	 V o I P : 	 	 	 							: 	 	 	 	 	 	 	 	 	 V o I P : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o I P : 
 
 S T R _ I D _ C C A _ I M P S _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 I M P S   a p p l i c a t i o n   n a m e 	 I n s t a n t   m e s s a g i n g : 	 sSBf
o`	 sSeOo`	 I-'2!15: 	 M e n s a j e r  a   i n s t a n t  n e a : 	 M e s s a g e r i e   i n s t a n t a n  e   : 	 S o f o r t n a c h r i c h t : 	 3=>25==>5  A>>1I5=85: 	 M e s s a g g i   i s t a n t a n e i : 	 /1/4)  AH1J): 	 M e n s a g e n s   i n s t a n t  n e a s : 	 A n l 1k   m e s a j l a _m a : 	 T i n   n h n   n h a n h : 	 P e s a n   c e p a t : 	 M e s e j   s e g e r a : 	 $	A	0		$	  8		&	G	6	  -	G		(	>			 	 	 	 A z o n n a l i    z e n e t k  l d  s : 	 	 	 	 E x p r e s b e r i c h t : 	 	 	 M e s a g e r i e   i n s t a n t a n e e : 	 	 	   : 	 	 	 ~'E  13'F  AH1: 	 	 	 									  						  							  					: 	 	 	 	 	 	 	 	 	 K i t s b o o d s k a p p e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e n s   i n s t a n t  n e a s : 
 
 S T R _ I D _ C C A _ E M A I L _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 E m a i l   a p p l i c a t i o n   n a m e 	 E m a i l : 	 P[N	 5uP[N	 -5@!%: 	 C o r r e o   e l e c t r  n i c o : 	 E m a i l   : 	 E - M a i l : 	 E m a i l 	 E - m a i l : 	 'D(1J/  'D%DC*1HFJ: 	 E - m a i l : 	 E - p o s t a : 	 E m a i l : 	 E m a i l : 	 E - m e l : 	 	.	G	2			 	 	 	 E - m a i l : 	 	 	 	 E - m a i l : 	 	 	 E - m a i l : 	 	 	   : 	 	 	 1''F'EG: 	 	 	 					: 	 	 	 	 	 	 	 	 	 E - p o s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E - m a i l : 
 
 S T R _ I D _ C C A _ S Y N C M L D S _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 S y n c M L   D S   a p p l i c a t i o n   n a m e 	 S y n c h r o n i z a t i o n : 	 Tek	 Tek	 2#4B#DL: 	 S i n c r o n i z a c i  n : 	 S y n c h r o n i s a t i o n   : 	 S y n c h r o n i s i e r u n g : 	 !8=E@>=870F8O: 	 S i n c r o n i z z a z i o n e : 	 'D*2'EF: 	 S i n c r o n i z a   o : 	 S e n k r o n i z a s y o n : 	 n g   b : 	 S i n k r o n i s a s i : 	 P e n y e g e r a k k a n : 	 8	?			M	0	K	(	>			<	G	6	(			 	 	 	 S z i n k r o n i z  l  s : 	 	 	 	 S y n c h r o n i s a t i e : 	 	 	 S i n c r o n i z a r e : 	 	 	 : 	 	 	 GE3'F  3'2: 	 	 	 														: 	 	 	 	 	 	 	 	 	 S i n k r o n i s e r i n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o : 
 
 S T R _ I D _ C C A _ S Y N C M L D M _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 S y n c M L   D M   a p p l i c a t i o n   n a m e 	 D e v i c e   m a n a g e m e n t : 	 -P{t	 Y{t	 2#12#-8#L: 	 M a n e j o   d e   d i s p o s i t i v o s : 	 G e s t i o n   d ' a p p a r e i l   : 	 G e r  t e v e r w a l t u n g : 	 #?@02;5=85  CAB@>9AB2><: 	 G e s t i o n e   d i s p o s i t i v o : 	 %/'1)  'D,G'2: 	 G e s t  o   d o   d i s p o s i t i v o : 	 C i h a z   y  n e t i m i : 	 Q u n   l    t h i t   b : 	 M a n a j e m e n   p e r a n g k a t : 	 P e n g u r u s a n   p e r a n t i : 	 		*		0	#	  *	M	0	,	(	M	'	(			 	 	 	 E s z k  z k e z e l  s : 	 	 	 	 A p p a r a a t b e h e e r : 	 	 	 A d m i n i s t r a r e   d i s p o z i t i v : 	 	 	   : 	 	 	 E/1*  H3DG: 	 	 	 						  											: 	 	 	 	 	 	 	 	 	 T o e s t e l b e s t u u r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e r e n c i a m e n t o   d e   d i s p o s i t i v o : 
 
 S T R _ I D _ C C A _ P U S H _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 P u s h   a p p l i c a t i o n   n a m e 	 S e r v i c e   m e s s a g e : 	 
gR
o`	 
gROo`	 I-'2!#42#: 	 M e n s a j e   d e   s e r v i c i o : 	 M e s s a g e   d u   s e r v i c e   : 	 S e r v i c e - M i t t e i l u n g : 	 !5@28A=>5  A>>1I5=85: 	 M e s s a g g i o   d i   s e r v i z i o : 	 13'D)  'D./E): 	 M e n s a g e m   d e   s e r v i  o : 	 S e r v i s   m e s a j 1: 	 T i n   n h n   d c h   v : 	 P e s a n   l a y a n a n : 	 M e s e j   p e r k h i d m a t a n : 	 8	G	5	>	  8		&	G	6	  : 	 	 	 	 S z e r v i z    z e n e t : 	 	 	 	 D i e n s t b e r i c h t : 	 	 	 M e s a j   s e r v i c e : 	 	 	   : 	 	 	 ~'E  ./E'*: 	 	 	 				  									  						: 	 	 	 	 	 	 	 	 	 D i e n s b o o d s k a p : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   s e r v i  o : 
 
 S T R _ I D _ C C A _ R T S P _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 S t r e a m i n g   a p p l i c a t i o n   n a m e 	 S t r e a m i n g : 	 q_2NAm	 AmZSO	 2#*#5!: 	 S t r e a m i n g :   	 D i f f u s i o n  : 	 S t r e a m i n g : 	 >B>:>20O  ?5@540G0: 	 S t r e a m i n g : 	 'D*4:JD  9(1  'D4(C): 	 T r a n s m i s s  o   e m   s e q u  n c i a : 	 S t r e a m i n g : 	 T r u y n   t i : 	 S t r e a m i n g : 	 P e n s t r i m a n : 	 8	M	
 	M	0	@	.	  	0	  0	9	>	  9	H	  : 	 	 	 	 A d a t f o l y a m : 	 	 	 	 S t r e a m i n g : 	 	 	 R e d a r e    n   f l u x : 	 	 	 : 	 	 	 ,'1  1/F: 	 	 	 									: 	 	 	 	 	 	 	 	 	 S t r o m i n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s m i s s  o   c o n t  n u a : 
 
 S T R _ I D _ C C A _ S U P L _ W I T H _ C O L O N 	 C C A 	 U N L I M 	 A G P S   a p p l i c a t i o n   n a m e 	 A G P S : 	 A G P S 	 A G P S 	 A G P S : 	 A G P S : 	 A G P S   : 	 A G P S : 	 A G P S : 	 A G P S : 	 A G P S : 	 A G P S : 	 A G P S : 	 A G P S : 	 A G P S : 	 A G P S : 	 A G P S : 	 	 	 	 A G P S : 	 	 	 	 A G P S : 	 	 	 A G P S : 	 	 	 A G P S : 	 	 	 A G P S : 	 	 	 							: 	 	 	 	 	 	 	 	 	 A G P S : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A G P S : 
 
 S T R _ I D _ C C A _ G E T _ M S G _ F A I L E D 	 C C A 	 P O P U P 	 F a i l e d   t o   g e t   c o n f i g u r a t i o n   m e s s a g e   i n f o r m a t i o n 	 F a i l e d   t o   g e t   s e t t i n g s 	 S-[1YWe	 Sn1Y%	 D!H*2!2##12#1IH2	 N o   p u d o   o b t e n e r   l a   c o n f i g u r a c i  n   	 E c h e c   d e   l e c t u r e   d e s   r  g l a g e s 	 E i n s t e l l u n g e n   k o n n t e n   n i c h t   b e z o g e n   w e r d e n 	 5  C40;>AL  ?>;CG8BL  =0AB@>9:8	 I m p o s s i b i l e   o t t e n e r e   i n f o r m a z i o n i 	 A4D  'D-5HD  9DI  'D%9/'/'*	 F a l h a   a o   o b t e r   a s   d e f i n i   e s 	 A y a r l a r 1  a l m a   b a _a r 1s 1z 	 K h  n g   t h   t i   c  i   t 	 G a g a l   m e n d a p a t k a n   p e n g a t u r a n 	 G a g a l   m e n d a p a t   p e n g e s e t a n 	 8	G		?			  *	M	0	>	*	M	$	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 B e  l l  t  s o k   s i k e r t e l e n   l e h  v  s a 	 	 	 	 I n s t e l l i n g e n   k u n n e n   n i e t   g e l e z e n   w o r d e n 	 	 	 I m p o s i b i l   d e   o b ci n u t   s e t r i l e 	 	 	       	 	 	 /1'A*  *F8EG'  F'EHAB  (H/	 	 	 					  				  							 	 	 	 	 	 	 	 	 K o n   n i e   i n s t e l l i n g s   k r y   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   o b t e r   c o n f i g u r a   e s 
 
 S T R _ I D _ C C A _ U P D A T E _ M S G _ F A I L E D 	 C C A 	 P O P U P 	 F a i l e d   t o   u p d a t e   c o n f i g u r a t i o n   m e s s a g e   s t a t u s 	 F a i l e d   t o   u p d a t e   s e t t i n g s 	 fe-[1YWe	 fen1Y%	 D!H*2!2#-1@2#1IH2	 N o   p u d o   a c t u a l i z a r   l a   c o n f i g u r a c i  n   	 E c h e c   d e   l a   m i s e   e n   j o u r   d e s   r  g l a g e s 	 E i n s t e l l u n g e n   k o n n t e n   n i c h t   a k t u a l i s i e r t   w e r d e n 	 5  C40;>AL  >1=>28BL  =0AB@>9:8	 I m p o s s i b i l e   a g g i o r n a r e   i m p o s t a z i o n i 	 A4D  *-/J+  'D%9/'/'*	 F a l h a   a o   a c t u a l i z a r   a s   d e f i n i   e s 	 A y a r l a r 1  g  n c e l l e m e   b a _a r 1s 1z 	 K h  n g   t h   c p   n h t   c  i   t 	 G a g a l   m e m p e r b a r u i   p e n g a t u r a n 	 G a g a l   m e n g e m a s k i n i   p e n g e s e t a n 	 8	G		?			  	&	M	/	$	(	  	0	(	G	  .	G	  5	?	+	2		 	 	 	 B e  l l  t  s o k   s i k e r t e l e n   f r i s s  t  s e 	 	 	 	 I n s t e l l i n g e n   k u n n e n   n i e t   g e w i j z i g d   w o r d e n 	 	 	 I m p o s i b i l   d e   a c t u a l i z a t   s e t r i l e 	 	 	       	 	 	 1H2"E/3'2  *F8EG'  F'EHAB  (H/	 	 	 					  					  				  							 	 	 	 	 	 	 	 	 K o n   n i e   i n s t e l l i n g s   b y w e r k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a t u a l i z a r   c o n f i g u r a   e s 
 
 S T R _ I D _ C E R T M A N _ S E M I _ C O L O N 	 C E R T M A N 	 U N L I M 	 S t r i n g   f o r   s e m i   c o l o n 	 ; 	 	 	 ; 	 ; 	 ; 	 ; 	 ; 	 ; 	 	 ; 	 ; 	 ; 	 ; 	 ; 	 ; 	 	 	 	 ; 	 	 	 	 ; 	 	 	 ; 	 	 	 ; 	 	 	 ; 	 	 	 ; 	 	 	 	 	 	 	 	 	 ; 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ; 
 
 S T R _ I D _ C E R T M A N _ N O _ U S E R _ C E R T _ C O N F I R M 	 C E R T M A N 	 U N L I M 	 S e r v e r   r e q u e s t e d   a   c l i e n t   c e r t i f i c a t e ,   b u t   n o   u s e r   c e r t i f i c a t e   i s   f o u n d ,   c o n t i n u e ? 	 S e r v e r   r e q u e s t e d   a   c l i e n t   c e r t i f i c a t e ,   b u t   n o   u s e r   c e r t i f i c a t e   i s   f o u n d ,   c o n t i n u e ? 	 :O
ghVBlcO[6bzaI, FO,g_jl	gSO(uvaI, /f&T|~~#}? 	 
gRhVBlcO[7bzfN, FO,g:gl	gSO(uvfN, /f&T~~ޏc? 	 @4#L@'-#L-C#1#-D%@-GL  AHD!HC#1#-9IC
I,   3H-+#7-D!H? 	 E l   s e r v i d o r   r e q u i r i    u n   c e r t i f i c a d o   d e   c l i e n t e ,   p e r o   n o   s e   e n c o n t r    e l   c l i e n t e ,    c o n t i n u a r ? 	 L e   s e r v e u r   a   d e m a n d    u n   c e r t i f i c a t   d e   c l i e n t ,   m a i s   a u c u n   c e r t i f i c a t   n ' a    t    t r o u v  ,   c o n t i n u e r   ? 	 S e r v e r   f o r d e r t e   e i n   C l i e n t - Z e r t i f i k a t   a n ,   B e n u t z e r z e r t i f i k a t   w u r d e   j e d o c h   n i c h t   g e f u n d e n .   F o r t s e t z e n ? 	 !5@25@  70?@>A8;  A5@B8D8:0B  :;85=B0,   A5@B8D8:0B  ?>;L7>20B5;O  =5  =0945=,   ?@>4>;68BL? 	 I l   s e r v e r   h a   r i c h i e s t o   u n   c e r t i f i c a t o   c l i e n t ,   m a   n o n      s t a t o   t r o v a t o   a l c u n   c e r t i f i c a t o   u t e n t e ,   c o n t i n u a r e ? 	 J3*/9J  E1C2  'D./E)  4G'/)  'D9EJD  DCF  D'  *H,/  4G'/)  DDE3*./E  '3*E1'1	 O   s e r v i d o r   p e d i u   u m   c e r t i f i c a d o   d o   c l i e n t e ,   m a s   n  o   f o i   e n c o n t r a d o   n e n h u m   c e r t i f i c a d o   d o   u t i l i z a d o r .   C o n t i n u a r ? 	 S u n u c u   b i r   m  _t e r i   s e r t i f i k a s 1  t a l e p   e t t i   f a k a t   k u l l a n 1c 1  s e r t i f i k a s 1  b u l u n a m a d 1,   d e v a t   e t ? 	 M  y   c h      y  u   c u   g . p h  p   m  y   k h  c h ,   n h n g   k . t  m   t h y   g . p h  p   n . d  n g ,   t i p   t c ? 	 S e r v e r   t e l a h   m e m i n t a   s e r t i f i k a t   k l i e n ,   n a m u n   t i d a k   a d a   s e r t i f i k a t   p e n g g u n a   y a n g   d i t e m u k a n ,   l a n j u t k a n ? 	 P e l a y a n   m e m i n t a   s i j i l   k l i e n ,   t e t a p i   t i a d a   s i j i l   p e n g g u n a   d i j u m p a i ,   t e r u s k a n ? 	 8	0	M	5	0	  (	G	  	M	0	>	9		  *	M	0	.	>	#	*	$	M	0	  	>	  	(	A	0	K	'	  	?	/	>	  2	G		?	(	  		*	/	K			0	M	$	>	  *	M	0	.	>	#	*	$	M	0	  (	9	@		  *	>	/	>	  	/	>	,   	>	0	@	  0		G		? 	 	 	 	 A   s z e r v e r    g y f  l t a n  s  t v  n y t   k  r t ,   d e   n e m   t a l  l h a t    i l y e n ,   f o l y t a t j a ? 	 	 	 	 S e r v e r   v r o e g   e e n   c l i e n t c e r t i f i c a a t ,   m a a r   e r   i s   g e e n   g e b r u i k e r s c e r t i f i c a a t .   D o o r g a a n ? 	 	 	 S e r v e r u l   s o l i c i t   u n   c e r t i f i c a t   c l i e n t ,   d a r   n u   s - a   i d e n t i f i c a t   n i c i u n   c e r t i f i c a t .   C o n t i n u a ci ? 	 	 	       ,           .     ? 	 	 	 31H1  /1.H'3*  H'G  '1(1  FEH/  HD  G  H'G  '1(1  'A*  F4/  9ED'*  '/'EG  '(/	 	 	 							  						  											  						,   						  			  											  											  					  						  		,   							  				? 	 	 	 	 	 	 	 	 	 B e d i e n e r   h e t    n   k l i  n t s e r t i f i k a a t   g e v r a ,   m a a r   g e e n   g e b r u i k e r s e r t i f i k a a t   i s   g e v i n d   n i e ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   s e r v i d o r   p e d i u   u m   c e r t i f i c a d o   d o   c l i e n t e ,   m a s   n  o   f o i   e n c o n t r a d o   n e n h u m   c e r t i f i c a d o   d o   u t i l i z a d o r .   C o n t i n u a r ? 
 
 S T R _ I D _ C H A T _ C A P T I O N 	 C h a t A p p 	 L S K 	 C h a t A p p _ S t r i n g _ I D 	 C h a t 	 J)Y	 J)Y	 A
	 C o n v e r s a r 	 C h a t 	 C h a t 	 '0B	 C h a t 	 'D/1/4)	 C o n v e r s a 	 S o h b e t 	 C h a t 	 O b r o l a n 	 B u a l 	 	H			 	 	 	 C s e v e g  s 	 	 	 	 C h a t t e n 	 	 	 D i s c u ci e 	 	 	 ' 	 	 	 ~	 	 	 					/ 						 	 	 	 	 	 	 	 	 K l e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a t e - p a p o 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ S E T _ Z I 	 C o m m o n S c r e e n 	 I C O N T E X T ,   T I T L E 	 S e t   Z i   s c r e e n   t i t l e 	 S e t   Z i 	 -[Z i 	 nZ i 	 1IH2  Z i 	 C o n f i g u r a r   Z i   	 R  g l e r   Z i 	 Z i   e i n s t e l l e n 	 #AB0=>28BL  Z i 	 I m p o s t a   Z i 	 S e t   Z i 	 D e f i n i r   Z i 	 Z i   a y a r l a 	 C  i   Z i 	 T e t a p k a n   Z i 	 S e t   Z i 	 Z i   8	G		  	0	G			 	 	 	 Z i   b e  l l  t  s a 	 	 	 	 Z i   i n s t e l l e n 	 	 	 S e t   Z i 	 	 	   Z i 	 	 	 *F8E  Z i 	 	 	 Z i   			  					 	 	 	 	 	 	 	 	 S t e l   Z i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   Z i 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ S E T _ T 9 	 C o m m o n S c r e e n 	 I C O N T E X T ,   T I T L E 	 S e t   T 9   s c r e e n   t i t l e 	 S e t   T 9 	 -[T 9 	 nT 9 	 1IH2  T 9 	 C o n f i g u r a r   T 9 	 R  g l e r   T 9 	 T 9   e i n s t e l l e n 	 #AB0=>28BL  T 9 	 I m p o s t a   T 9 	 S e t   T 9 	 D e f i n i r   T 9 	 T 9   a y a r l a 	 C  i   T 9 	 T e t a p k a n   T 9 	 S e t   T 9 	 T 9   8	G		  	0	G			 	 	 	 T 9   b e  l l  t  s a 	 	 	 	 T 9   i n s t e l l e n 	 	 	 S e t   T 9 	 	 	   T 9 	 	 	 *F8E  T 9 	 	 	 T 9   			  					 	 	 	 	 	 	 	 	 S t e l   T 9 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   T 9 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ S E T _ C S T A R 	 C o m m o n S c r e e n 	 I C O N T E X T ,   T I T L E 	 S e t   C s t a r   s c r e e n   t i t l e 	 S e t   C s t a r 	 -[C S t a r 	 nC s t a r 	 1IH2  C s t a r 	 C o n f i g u r r a r   C s t a r 	 R  g l e r   C s t a r 	 C s t a r   e i n s t e l l e n 	 #AB0=>28BL  C s t a r 	 I m p o s t a   C s t a r 	 *-/J/  C s t a r 	 D e f i n i r   C s t a r 	 C s t a r   a y a r l a 	 C  i   C s t a r 	 T e t a p k a n   C s t a r 	 S e t   C s t a r 	 C s t a r   8	G		  	0	G			 	 	 	 C s t a r   b e  l l  t  s a 	 	 	 	 C s t a r   i n s t e l l e n 	 	 	 S e t   C s t a r 	 	 	   C s t a r 	 	 	 *F8E  C s t a r 	 	 	 C s t a r   			  					 	 	 	 	 	 	 	 	 S t e l   C s t a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   C s t a r 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ N E W _ T 9 _ W O R D 	 C o m m o n S c r e e n 	 I C O N T E X T ,   T I T L E 	 A d d   n e w   T 9   w o r d   s c r e e n   t i t l e 	 N e w   T 9   w o r d 	 eXT 9 U^	 eXT 9 US͋	 3  T 9   C+!H  	 N u e v a   p a l a b r a   T 9 	 N o u v e a u   m o t   T 9 	 N e u e s   T 9 - W o r t 	 >2>5  A;>2>  T 9 	 N u o v a   p a r o l a   T 9 	 CDE)  T 9   ,/J/)	 N o v a   p a l a v r a   T 9 	 Y e n i   T 9   k e l i m e s i 	 T   T 9   m i 	 K a t a   T 9   b a r u 	 P e r k a t a a n   T 9   b a r u 	 (		  T 9   6	,	M	&		 	 	 	  j   T 9   s z  	 	 	 	 N i e u w   T 9 - w o o r d 	 	 	 C u v  n t   T 9   n o u 	 	 	   T 9   	 	 	 H'G  T 9   ,//	 	 	 				  T 9   						  	 	 	 	 	 	 	 	 	 N u w e   T 9 - w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   p a l a v r a   T 9 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ N E W _ Z I _ W O R D 	 C o m m o n S c r e e n 	 I C O N T E X T ,   T I T L E 	 A d d   n e w   Z i   w o r d   s c r e e n 	 N e w   Z i   w o r d 	 eXZ i U^	 eXZ i US͋	 3  Z i   C+!H	 N u e v a   p a l a b r a   Z i   	 N o u v e a u   m o t   Z i 	 N e u e s   Z i - W o r t   	 >2>5  A;>2>  Z i 	 N u o v a   p a r o l a   Z i 	 4'4)  Z i   ,/J/)	 N o v a   p a l a v r a   Z i 	 Y e n i   Z i   k e l i m e s i 	 T   Z i   m i 	 K a t a   Z i   b a r u 	 P e r k a t a a n   Z i   b a r u 	 (		  	?	  6	,	M	&		 	 	 	  j   Z i   s z  	 	 	 	 N i e u w   Z i - w o o r d 	 	 	 C u v  n t   Z i   n o u 	 	 	   Z i   	 	 	 H'G  Z i   ,//	 	 	 				  Z i   							 	 	 	 	 	 	 	 	 N u w e   Z i - w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   p a l a v r a   Z i 
 
 S T R _ I N P U T _ M E T H O D _ M E N U _ N E W _ C S T A R _ W O R D 	 C o m m o n S c r e e n 	 I C O N T E X T ,   T I T L E 	 A d d   n e w   C s t a r   w o r d   s c r e e n 	 N e w   C s t a r   w o r d 	 eXC s t a r U^	 eXC s t a r US͋	 3  C s t a r   C+!H	 N u e v a   p a l a b r a   C s t a r 	 N o u v e a u   m o t   C s t a r 	 N e u e s   C s t a r - W o r t 	 >2>5  A;>2>  C s t a r 	 N u o v a   p a r o l a   C s t a r 	 4'4)  C s t a r   ,/J/)	 N o v a   p a l a v r a   C s t a r 	 Y e n i   C s t a r   k e l i m e s i 	 T   C s t a r   m i 	 K a t a   C s t a r   b a r u 	 P e r k a t a a n   C s t a r   b a r u 	 (	/	>	  C s t a r   6	,	M	&		 	 	 	  j   C s t a r   s z  	 	 	 	 N i e u w   C s t a r - w o o r d 	 	 	 C u v  n t   C s t a r   n o u 	 	 	   C s t a r   	 	 	 H'G  C s t a r   ,//	 	 	 				  C s t a   							 	 	 	 	 	 	 	 	 N u w e   C s t a r - w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   p a l a v r a   C s t a r 
 
 S T R _ G L O B A L _ C L I P B O A R D 	 C l i p b o a r d 	 I C O N T E X T ,   T I T L E 	 C l i p b o a r d 	 C l i p b o a r d 	 jR?|	 jR4g	 %4-#L	 P o r t a p a p e l e s 	 C l i p b o a r d 	 Z w i s c h e n a b l a g e 	 CD5@  >1<5=0	 A p p u n t i 	 -'A8)	  r e a   d e   t r a n s f e r  n c i a 	 N o t   P a n o s u 	 B   n h   t m 	 C l i p b o a r d 	 P a p a n   k e r a t a n 	 	M	2	?	*	,	K	0	M	!		 	 	 	 V  g  l a p 	 	 	 	 K l e m b o r d 	 	 	 C l i p b o a r d 	 	 	 	 	 	 *.*G  13E	 	 	 												 	 	 	 	 	 	 	 	 K n y p b o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  r e a   d e   t r a n s f e r  n c i a 
 
 S T R _ I D _ C L I P B O A R D _ C O P Y 	 C l i p b o a r d 	 T E X T ,   I C O N T E X T 	 C l i p b o a r d - c o p y 	 C o p y 	 	 
Y6R	 1%-	 C o p i a r 	 C o p i e r 	 K o p i e r e n 	 >?8@>20BL	 C o p i a 	 F3.	 C o p i a r 	 K o p y a l a 	 S a o   c h  p 	 S a l i n 	 S a l i n 	 	I	*	@	  	0	G			 	 	 	 M  s o l  s 	 	 	 	 K o p i  r e n 	 	 	 C o p i e r e 	 	 	 	 	 	 C~	 	 	 				 	 	 	 	 	 	 	 	 K o p i e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r 
 
 S T R _ I D _ C L I P B O A R D _ C U T 	 C l i p b o a r d 	 T E X T ,   I C O N T E X T 	 C l i p b o a r d - C u t 	 C u t 	 jRN	 jRR	 1	 C o r t a r 	 C o u p e r 	 A u s s c h n e i d e n 	 K@570BL	 T a g l i a 	 B5	 C o r t a r 	 K e s 	 C t 	 P o t o n g 	 P o t o n g 	 	>		G			 	 	 	 K i v  g  s 	 	 	 	 K n i p p e n 	 	 	 D e c u p a r e 	 	 	 	 	 	 (1J/F	 	 	 				 	 	 	 	 	 	 	 	 K n i p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r t a r 
 
 S T R _ I D _ C L I P B O A R D _ P A S T E 	 C l i p b o a r d 	 T E X T ,   I C O N T E X T 	 C l i p b o a r d - P a s t e 	 P a s t e 	 
N	 |4	 '2	 P e g a r 	 C o l l e r 	 E i n f  g e n 	 AB028BL	 I n c o l l a 	 D5B	 C o l a r 	 Y a p 1_t 1r 	 D  n 	 T e m p e l 	 T a m p a l 	 	?	*		>				 	 	 	 B e i l l e s z t  s 	 	 	 	 P l a k k e n 	 	 	 L i p i r e 	 	 	 	 	 	 3('F/F	 	 	 						 	 	 	 	 	 	 	 	 P l a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o l a r 
 
 S T R _ I D _ C L I P B O A R D _ C O P Y _ A L L 	 C l i p b o a r d 	 T E X T ,   I C O N T E X T 	 C l i p b o a r d - C o p y   a l l 	 C o p y   a l l 	 hQ	 
Y6RhQ	 1%-1I+!	 C o p i a r   t o d o s 	 C o p i e r   t o u t 	 A l l e s   k o p i e r e n 	 !:>?8@>20BL  2A5	 C o p i a   t u t t o 	 F3.  'DCD	 C o p i a r   t u d o 	 T  m  n    K o p y a l a 	 C h  p   t t   c 	 S a l i n   s e m u a 	 S a l i n   s e m u a 	 8	-	@	  	K	  	I	*	@	  	0	G			 	 	 	  s s z e s   m  s o l  s a 	 	 	 	 A l l e s   k o p i  r e n 	 	 	 C o p i e r e   t o a t e 	 	 	   	 	 	 C~  '2  GEG	 	 	 		  			  					 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t u d o 
 
 S T R _ I D _ C L I P B O A R D _ C U T _ A L L 	 C l i p b o a r d 	 T E X T ,   I C O N T E X T 	 C l i p b o a r d - C u t   a l l 	 C u t   a l l 	 jRNhQ	 jRRhQ	 11I+!	 C o r t a r   t o d o s 	 C o u p e r   t o u t 	 A l l e s   a u s s c h n e i d e n 	 K@570BL  2A5	 T a g l i a   t u t t o 	 B5  'DCD	 C o r t a r   t u d o 	 T  m  n    K e s 	 C t   t t   c 	 P o t o n g   s e m u a 	 P o t o n g   s e m u a 	 8	-	@	  	K	  	>		G			 	 	 	  s s z e s   k i v  g  s a 	 	 	 	 A l l e s   k n i p p e n 	 	 	 D e c u p a r e   t o a t e 	 	 	   	 	 	 (1/F  GEG	 	 	 		  			  					 	 	 	 	 	 	 	 	 K n i p   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r t a r   t u d o 
 
 S T R _ I D _ C L I P B O A R D _ M A R K _ T E X T 	 C l i p b o a r d 	 T E X T ,   I C O N T E X T 	 C l i p b o a r d - M a r k   t e x t 	 M a r k   t e x t 	 jeW[	 heW[	 !2#LI-'2!	 M a r c a r   t e x t o   	 M a r q u e r   l e   t e x t e 	 T e x t   m a r k i e r e n 	 K45;8BL  B5:AB	 E v i d e n z i a   t e s t o 	 *-/J/  'DF5	 M a r c a r   t e x t o 	 M e t n i   0_a r e t l e 	 C h n   n i   d u n g 	 T a n d a i   t e k s 	 T a n d a   t e k s 	 .	>	0	M		  *	>	 		 	 	 	 S z  v e g   k i j e l  l  s e 	 	 	 	 T e k s t   m a r k e r e n 	 	 	 M a r c a r e   t e x t 	 	 	   	 	 	 9D'E*0'1  E*F	 	 	 					  			  				 	 	 	 	 	 	 	 	 M e r k   t e k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   t e x t o 
 
 S T R _ I D _ C L I P B O A R D _ E D I T _ O P T I O N 	 C l i p b o a r d 	 T I T L E ,   I C O N T E X T 	 C l i p b o a r d - E d i t   o p t i o n 	 E d i t   o p t i o n s 	 }/x	 	y	 AID1'@%7-	 E d i t a r   o p c i o n e s 	 E d i t e r   l e s   o p t i o n s 	 O p t i o n e n   b e a r b e i t e n 	 ?F88  @540:B8@>20=8O	 M o d i f i c a   o p z i o n i 	 .J'1'*  'D*-1J1	 O p   e s   d e   e d i   o 	 D  z e n l e m e   s e  e n e k l e r i 	 T  y   c h n   s o n 	 E d i t   p i l i h a n 	 O p s y e n   m e n y u n t i n g   	 8		*	>	&	(	  5	?		2	M	*		 	 	 	 S z e r k e s z t  s i   l e h e t Qs  g e k 	 	 	 	 B e w e r k o p t i e s 	 	 	 O p ci u n i   e d i t a r e 	 	 	   	 	 	 2FG  G'  H1'4	 	 	 						  								  					 	 	 	 	 	 	 	 	 R e d i g e e r o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   o p   e s 
 
 S T R _ I D _ C L I P B O A R D _ C O P Y _ S U C E S S 	 C l i p b o a r d 	 P O P U P 	 C l i p b o a r d - C o p y   s u c e s s 	 T e x t   c o p i e d   t o   c l i p b o a r d 	 eW[0RjR?|	 eW[
Y6R0RjR4g	 I-'2!91%-D"1%4-#L	 T e x t o   c o p i a d o   e n   p o r t a p a p e l e s 	 T e x t e   c o p i    d a n s   l e   c l i p b o a r d 	 T e x t   i n   Z w i s c h e n a b l a g e   k o p i e r t 	 "5:AB  A:>?8@>20=  2  1CD5@  >1<5=0	 T e s t o   c o p i a t o   n e g l i   a p p u n t i 	 *E  F3.  'DF5  %DI  'D-'A8)	 T e x t o   c o p i a d o   p a r a   a    r e a   d e   t r a n s f e r  n c i a 	 M e t i n   p a n o y a   k o p y a l a n d 1	 N . d u n g      c h  p   s a n g   b   n h   t m 	 T e k s   d i s a l i n   k e   c l i p b o a r d 	 T e k s   d i s a l i n   k e   p a p a n   k e r a t a n 	 *	>	 	  	M	2	?	*	,	K	0	M	!	  *	0	  	I	*	@	  	?	/	>	  	/	>		 	 	 	 A   s z  v e g   a   v  g  l a p r a   k e r  l t 	 	 	 	 T e k s t   g e k o p i e e r d   n a a r   k l e m b o r d 	 	 	 T e x t   c o p i a t    n   c l i p b o a r d 	 	 	       	 	 	 E*F  (G  *.*G  13E  ~  4/	 	 	 					  											  			  			  						 	 	 	 	 	 	 	 	 T e k s   g e k o p i e e r   o p   k n y p b o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e x t o   c o p i a d o   p a r a    r e a   d e   t r a n s f e r  n c i a 
 
 S T R _ I D _ C L I P B O A R D _ T R U N C A T E _ F O R _ M E M O R Y 	 C l i p b o a r d 	 P O P U P 	 C l i p b o a r d - T r u n c a t e   f o r   i n s u f f i c i e n t   m e m o r y 	 T e x t   t r u n c a t e d   d u e   t o   i n s u f f i c i e n t   m e m o r y 	 aԚ
NeW[*be	 QX[
NeW[*be	 I-'2!91@7H-2+H'"'2!3D!H@5"-	 T e x t o   t r u n c a d o   d e b i d o   a   m e m o r i a   i n s u f i c i e n t e 	 T e x t e   t r o n q u    p a r   m a n q u e   d ' e s p a c e   m  m o i r e 	 T e x t   v e r s t  m m e l t   a u f g r u n d   u n z u r e i c h e n d e n   S p e i c h e r s 	 "5:AB  >1@570=,   =54>AB0B>G=>  ?0<OB8	 T e s t o   t a g l i a t o   a   c a u s a   d i   m e m o r i a   i n s u f f i c i e n t e 	 'DF5  :J1  EC*ED  D#F  -,E  'D0'C1)  :J1  C'AM	 T e x t o   t r u n c a d o   d e v i d o   a   m e m  r i a   i n s u f i c i e n t e 	 Y e t e r s i z   h a f 1z a   n e d e n i y l e   m e t i n   v e r i s i   k e s i l d i 	 N i   d u n g   b   c t   b t   d o   k h  n g     b   n h 	 T e k s   b e r t u m p u k   k a r e n a   m e m o r i   t i d a k   c u k u p 	 T e k s   d i p a n g k a s   s e b a b   i n g a t a n   t i d a k   m e n c u k u p i 	 	*	0	M	/	>	*	M	$	  .	G	.	0	@	  	G	  	>	0	#	  *	>	 	  	K		>	  	?	/	>	  	/	>		 	 	 	 A   s z  v e g   l e v  g  s r a   k e r  l ,   m e r t   k e v  s   a   m e m  r i a 	 	 	 	 T e k s t   a f g e b r o k e n   w e g e n s   o n v o l d o e n d e   g e h e u g e n 	 	 	 T e x t   t r u n c h i a t   d e o a r e c e   n u   e x i s t   s u f i c i e n t   m e m o r i e 	 	 	           	 	 	 E*F  (/DD  -'A8G  F''A  (1/G  4/	 	 	 									  								  				  				  				  					 	 	 	 	 	 	 	 	 T e k s   w e e n s   o n v o l d o e n d e   g e h e u e   a f g e k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e x t o   t r u n c a d o   d e v i d o      m e m  r i a   i n s u f i c i e n t e 
 
 S T R _ I D _ C L I P B O A R D _ C U T _ U N S U P P O R T _ C O N T E N T 	 C l i p b o a r d 	 P O P U P 	 C l i p b o a r d - U n s u p p o r t e d   c o n t e n t   i s   c u t 	 U n s u p p o r t e d   c o n t e n t   i s   c u t 	 
N/ecvgQ[jRN	 
N/ecvQ[jRR	 @7I-+25HD!H#-#191	 E l   c o n t e n i d o   n o   a d m i t i d o   s e   q u i t a 	 L e   c o n t e n u   n o n   p r i s   e n   c h a r g e   e s t   c o u p  	 N i c h t   u n t e r s t  t z t e r   I n h a l t   i s t   a b g e s c h n i t t e n 	 5?>445@68205<>5  A>45@68<>5  2K@570=>	 C o n t e n u t o   n o n   s u p p o r t a t o   t a g l i a t o 	 *E  A5D  'DE-*HI  :J1  'DE/9HE	 C o n t e  d o   n  o   s u p o r t a d o   c o r t a d o 	 D e s t e k l e n m e y e n   i  e r i k   k e s i l d i 	 N i   d u n g   k h  n g   h   t r      b   c t 	 K o n t e n   y a n g   t i d a k   d i d u k u n g   t e r p o t o n g 	 K a n d u n g a n   t i d a k   t e r s o k o n g   d i p o t o n g 	 	8	.	0	M	%	?	$	  8	>	.		M	0	@	  	>		  &	@		 	 	 	 A   n e m   t  m o g a t o t t   t a r t a l o m   k i v  g v a 	 	 	 	 N i e t   o n d e r s t e u n d e   g e g e v e n s   v e r w i j d e r d 	 	 	 C o n ci n u t u l   n e a c c e p t a t   e s t e   d e c u p a t 	 	 	       	 	 	 E-*H'  ~4*('F  F4/G  (1/G  4/	 	 	 						  			  		  			  				  				  				  						 	 	 	 	 	 	 	 	 O n o n d e r s t e u n d e   i n h o u d   i s   g e s n y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t e  d o   n  o   s u p o r t a d o      c o r t a d o 
 
 S T R _ U S B _ C O N F I G _ M T P 	 U n d e f i n e d 	 I C O N T E X T 	 U s b   d e t e c t i o n   s c r e e n   m e n u   i t e m s .   ( m e n u ) 	 M T P   s t o r a g e 	 M T P ݈n	 M T P ňn	 5H@G  M T P   	 A l m a c e n a m i e n t o   M T P 	 S t o c k a g e   M T P 	 M T P - S p e i c h e r 	 5AB>  E@0=5=8O  M T P 	 M e m o r i a   M T P 	 E.2F  M T P 	 A r m a z e n a m e n t o   M T P 	 M T P   d e p o l a m a 	 L u   t r   M T P 	 P e n y i m p a n a n   M T P 	 S t o r a n   M T P 	 M T P   8	M		K	0	G			 	 	 	 M T P   t  r o l  	 	 	 	 M T P - o p s l a g 	 	 	 S t o c a r e   M T P 	 	 	   M T P 	 	 	 H3DG  0.1G  3'2  M T P 	 	 	 						  									 	 	 	 	 	 	 	 	 M T P - b e r g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   M T P 
 
 S T R _ U S B _ C O N F I G _ C O M P O R T _ J A V A 	 U n d e f i n e d 	 I C O N T E X T 	 U s b   d e t e c t i o n   s c r e e n   m e n u   i t e m s .   ( m e n u ) 	 J a v a   c o n n e c t i o n 	 J a v a #P}	 J a v a ޏc	 2#@
7H-!H-2'2	 C o n e x i  n   J a v a 	 C o n n e x i o n   J a v a 	 J a v a - V e r b i n d u n g 	 !>548=5=85  J a v a 	 C o n n e s s i o n e   J a v a 	 '*5'D  J a v a 	 L i g a   o   J a v a 	 J a v a   b a l a n t 1s 1	 K t   n i   J a v a 	 S a m b u n g a n   J a v a 	 S a m b u n g a n   J a v a 	 J a v a   	(	G		M	6	(		 	 	 	 J a v a   k a p c s o l a t 	 	 	 	 J a v a - v e r b i n d i n g 	 	 	 C o n e x i u n e   J a v a 	 	 	   J a v a 	 	 	 '1*('7  ,'H'	 	 	 				  							 	 	 	 	 	 	 	 	 J a v a - v e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x  o   J a v a 
 
 S T R _ B T _ D E V I C E _ B E I N G _ C O N N E C T E D 	 B T M M I 	 P O P U P 	 T h e   d e v i c e   h a s   b e e n   c o n n e c t e d 	 T h e   d e v i c e   i s   a l r e a d y   i n   c o n n e c t i o n 	 dk݈n]}#P}	 dkňn]~ޏc	 -8#L@
7H-!H--"9HA%I'	 E l   d i s p o s i t i v o   y a   e s t    c o n e c t a d o   	 L ' a p p a r e i l   e s t   d  j    c o n n e c t  	 D a s   G e r  t   i s t   b e r e i t s   v e r b u n d e n 	 #AB@>9AB2>  C65  ?>4:;NG5=>	 I l   d i s p o s i t i v o      g i    i n   c o n n e s s i o n e 	 *E  *H5JD  'D,G'2  ('DA9D	 O   d i s p o s i t i v o   j    s e   e n c o n t r a   l i g a d o 	 C i h a z   z a t e n   b a l 1	 T h i t   b      c   k t   n i 	 P e r a n g k a t   t e l a h   t e r s a m b u n g 	 P e r a n t i   s u d a h   d i s a m b u n g 	 		*		0	#	  *	9	2	G	  8	G	  9	@	  	(	G		M	6	(	  .	G		  9	H		 	 	 	 A z   e s z k  z   m  r   c s a t l a k o z t a t v a   v a n 	 	 	 	 H e t   a p p a r a a t   h e e f t   a l   v e r b i n d i n g 	 	 	 D i s p o z i t i v u l   e s t e   d e j a   c o n e c t a t 	 	 	       	 	 	 H3DG  '2~4  E*5D  E('4/	 	 	 								  									  							  						 	 	 	 	 	 	 	 	 D i e   t o e s t e l   i s   r e e d s   v e r b i n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   d i s p o s i t i v o   j    e s t    n a   c o n e x  o 
 
 S T R _ B T _ C O N N E C T I O N 	 B T M M I 	 P O P U P 	 T o   c o n n e c t   w i t h   r e m o t e   d e v i c e 	 C o n n e c t i o n 	 #P}	 ޏc	 2#@
7H-!H-	 C o n e x i  n 	 C o n n e x i o n 	 V e r b i n d u n g 	 >4:;NG5=85	 C o n n e s s i o n e 	 'D'*5'D	 L i g a   o 	 B a l a n t 1	 K t   n i 	 S a m b u n g a n 	 S a m b u n g a n 	 	(	G		M	6	(		 	 	 	 K a p c s o l a t 	 	 	 	 V e r b i n d i n g 	 	 	 C o n e c t a r e 	 	 	 	 	 	 '1*('7	 	 	 							 	 	 	 	 	 	 	 	 V e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x  o 
 
 S T R _ B T _ R E A C H _ M A X _ P A I R _ N U M 	 B T M M I 	 C 1 6 5 _ 1 	 T h e   m a x   p a i r e d   d e v i c e   n u m b e r   h a s   r e a c h e d 	 T h e   m a x   p a i r e d   d e v i c e   n u m b e r   h a s   r e a c h e d 	 ]T g'YM
\xev	 ] g'YM[pev	 63'-8#L5H19HDI*9*8	 S e   h a   a l c a n z a d o   l a   c a n t i d a d   m  x i m a   d e   d i s p o s i t i v o s   p a r e a d o s   	 L e   n o m b r e   d ' a p p a r e i l   a p p a i r    m a x .   a    t    a t t e i n t 	 M a x .   g e k o p p e l t e   A n z a h l   a n   G e r  t e n   e r r e i c h t 	 >AB83=CB  ?@545;  <0:A8<0;L=>  4>?CAB8<>3>  :>;8G5AB20  A>?@O65==KE  CAB@>9AB2	    s t a t o   r a g g i u n t o   i l   n u m e r o   m a s s i m o   d i   d i s p o s i t i v i   a s s o c i a t i 	 *E  (DH:  #B5I  9//  EECF  DD#,G2)  'DEB*1F)	 F o i   a t i n g i d o   o   n  m e r o   m  x i m o   d e   d i s p o s i t i v o s   e m p a r e l h a d o s 	 M a k s i m u m   e _l e _t i r i l e b i l e n   c i h a z   s a y 1s 1n a   e r i _i l d i 	    q u    s   t h i t   b   k t   n i   t i   a 	 J u m l a h   m a k s i m a l   p e r a n g k a t   p a s a n g a n   t e l a h   t e r c a p a i 	 J u m l a h   m a k s .   p e r a n t i   g a b u n g a n   d i c a p a i 	 	'	?		$	.	  /	A		M	.	?	$	  		*		0	#	  (		,	0	  *	9	A			  	/	>	  9	H		 	 	 	 A   p  r o s  t o t t   e s z k  z  k   m a x i m  l i s   s z  m a   e l  r v e 	 	 	 	 H e t   m a x i m a l e   a a n t a l   v o o r   g e p a a r d e   a p p a r a t e n   i s   b e r e i k t 	 	 	 N u m r u l   m a x i m   d e   d i s p o z i t i v e    m p e r e c h e a t e   a   f o s t   a t i n s 	 	 	           	 	 	 -/'+1  *9/'/  E,'2  H3'&D  ,A*  4/G	 	 	 								  				  						  						  					  					 	 	 	 	 	 	 	 	 D i e   m a k s .   g e t a l   t o e s t e l p a r e   i s   b e r e i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   n  m e r o   m  x .   d e   d i s p o s i t i v o   p a r e a d o   f o i   a l c a n  a d o 
 
 S T R _ B T _ D E L E T E _ C O N F I R M 	 B T M M I 	 P O P U P C O N F I R M 	 L i s t   f i l e   d e l e t e   c o n f i r m   s t r i n g 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 E f f a c e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 -0A? 	 E l i m i n a r ? 	 S i l i n s i n   m i   ? 	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  				? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r ? 
 
 S T R _ B T _ D E L E T E _ A L L _ C O N F I R M 	 B T M M I 	 P O P U P C O N F I R M 	 D e l e t e   a l l   f i l e s   i n   l i s t   c o n f i r m   s t r i n g 	 D e l e t e   a l l ? 	 hQ*Rd	 hQ Rd	 %1I+!? 	  B o r r a r   t o d o s ? 	 E f f a c e r   t o u t   ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5? 	 E l i m i n a r e   t u t t o ? 	 -0A  'DCD	 E l i m i n a r   t u d o ? 	 T  m  n    S i l   ? 	 X  a   t t   c ? 	 H a p u s   s e m u a ? 	 H a p u s   s e m u a ? 	 8	-	@	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   g l o b a l ? 	 	 	   ? 	 	 	 -0A  GEG	 	 	 		  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t u d o ? 
 
 S T R _ B T _ D E V I C E _ W I T H _ T H E _ S A M E _ N A M E _ E X I S T 	 B T M M I 	 P O P U P 	 N o t i f y   u s e r   t h a t   d e v i c e   w i t h   t h e   s a m e   n a m e   e x i s t 	 D e v i c e   w i t h   t h e   s a m e   n a m e   a l r e a d y   e x i s t s 	 vT
T1z݈n]X[(W	 vT
Tyňn]X[(W	 !5-8#L5H!5
7H-@5"'1-"9HA%I'	 Y a   e x i s t e   u n   d i s p o s i t i v o   c o n   e l   m i s m o   n o m b r e 	 U n   a p p a r e i l   d u   m  m e   n o m   e x i s t e   d  j  	 G e r  t   m i t   d e m s e l b e n   N a m e n   e x i s t i e r t   b e r e i t s 	 #AB@>9AB2>  A  B0:8<  8<5=5<  C65  ACI5AB2C5B	 E s i s t e   g i    u n   d i s p o s i t i v o   c o n   l o   s t e s s o   n o m e 	 JH,/  ,G'2  DG  'D'3E  FA3G	 J    e x i s t e   u m   d i s p o s i t i v o   c o m   o   m e s m o   n o m e 	 A y n 1  i s m e   s a h i p   b i r   c i h a z   m e v c u t 	    c    t h i t   b   t r  n g   t  n 	 P e r a n g k a t   d e n g a n   n a m a   y a n g   s a m a   s u d a h   a d a 	 P e r a n t i   d e n g a n   n a m a   y a n g   s a m a   s u d a h   w u j u d 	 	8	@	  (	>	.	  	>	  		*		0	#	  *	9	2	G	  8	G	  .	L		B	&	  9	H		 	 	 	 I l y e n   n e v q  e s z k  z   m  r   l  t e z i k 	 	 	 	 A p p a r a a t   m e t   d e z e l f d e   n a a m   b e s t a a t   a l 	 	 	 E x i s t   d e j a   d i s p o z i t i v   c u   n u m e   i d e n t i c 	 	 	         	 	 	 H3DG  '  ('  GEF  F'E  '2  ~4  EH,H/  '3*	 	 	 			  					  						  									  						 	 	 	 	 	 	 	 	 T o e s t e l   m e t   d i e s e l f d e   n a a m   b e s t a a n   r e e d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s p o s i t i v o   c o m   o   m e s m o   n o m e   j    e x i s t e 
 
 S T R _ B T _ S R V _ S Y N C M L 	 B T M M I 	 I C O N T E X T ,   P O P U P 	 B l u e t o o t h   s e r v i c e   n a m e ,   S y n c M L   s e r v i c e 	 S y n c M L   s e r v i c e 	 Tek
gR	 Tek
gR	 #42#  S y n c M L   	 S e r v i c i o   S y n c M L   	 S e r v i c e   S y n c M L 	 S y n c M L - S e r v i c e 	 !;C610  S y n c M L 	 S e r v i z i o   S y n c M L 	 ./E)  S y n c M L   	 S e r v i  o   S y n c M L 	 S y n c M L   h i z m e t i 	 D c h   v   S y n c M L 	 L a y a n a n   S y n c M L 	 P e r k h i d m a t a n   S y n c M L 	 8	?			M L   8	G	5	>		 	 	 	 S y n c M L   s z o l g  l t a t  s 	 	 	 	 S y n c M L - d i e n s t 	 	 	 S e r v i c i u   S y n c M L 	 	 	   S y n c M L 	 	 	 ./E'*  S y n c M L 	 	 	 									  								 	 	 	 	 	 	 	 	 S y n c M L - d i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i  o   S y n c M L 
 
 S T R _ B T _ P O W E R _ O N _ I N _ F L I G H T _ M O D E _ C N F 	 B T M M I 	 P O P U P C O N F I R M 	 A s k   e n d   u s e r   i f   p o w e r   o n   B l u e t o o t h   i n   f l i g h t   m o d e 	 A c t i v a t e   B l u e t o o t h   i n   f l i g h t   m o d e ? 	 (Wۘ*!j_N_URͅYr	 (WޘL!j_N/TR݄Yr	 @432%99CB+!@#7H-4? 	  A c t i v a r   B l u e t o o t h   e n   m o d o   d e   v u e l o ? 	 A c t i v e r   l e   B l u e t o o t h   e n   m o d e   v o l   ? 	 B l u e t o o t h   i m   F l u g m o d u s   a k t i v i e r e n ? 	 :;NG8BL  B l u e t o o t h   2  @568<5  " >;5B" ? 	 A t t i v a r e   B l u e t o o t h   i n   m o d a l i t    f l i g h t ? 	 *F4J7  B l u e t o o t h   AJ  H69  'D7J1'F	 A c t i v a r   o   B l u e t o o t h   n o   m o d o   d e   v o o ? 	 U  u _  m o d u n d a   B l u e t o o t h ' u   e t k i n l e _t i r ? 	 B t   B l u e t o o t h     c h     m  y   b a y ? 	 A k t i f k a n   B l u e t o o t h   d a l a m   m o d u s   p e n e r b a n g a n ? 	 A k t i f k a n   B l u e t o o t h   d a l a m   m o d   p e n e r b a n g a n ? 	 +	M	2	>			  .	K	!	  .	G		  B l u e t o o t h   8		M	0	?	/	  	0	G		? 	 	 	 	 A k t i v  l j a   a   B l u e t o o t h - f u n k c i  t   r e p  l  s   m  d b a n ? 	 	 	 	 B l u e t o o t h   a c t i v e r e n   i n   v l u c h t s t a n d ? 	 	 	 A c t i v a ci   B l u e t o o t h    n   m o d   a v i o n ? 	 	 	   B l u e t o o t h     ? 	 	 	 B l u e t o o t h   /1  -'D*  ~1H'2  A9'D  1//	 	 	 				  		  						  				  									  						  				  			? 	 	 	 	 	 	 	 	 	 A k t i v e e r   B l u e t o o t h   i n   v l u g m o d u s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r   B l u e t o o t h   n o   m o d o   d e   v o o ? 
 
 S T R _ B T _ D I S C O N N _ A L L _ C O N N 	 B T M M I 	 P O P U P 	 A s k   e n d   u s e r   i f   r e l e a s e   a l l   c o n n e c t i o n s 	 P l e a s e   r e l e a s e   a l l   c o n n e c t i o n s   f i r s t 	 ˊndhQ#P}	 ndhQޏc	 B#%H-"2#@
7H-!H-1I+!H-	 P o r   f a v o r   l i b e r e   t o d a s   l a s   c o n e x i o n e s   p r i m e r o 	 V e u i l l e z   d ' a b o r d   l i b  r e r   t o u t e s   l e s   c o n n e x i o n s 	 B i t t e   e r s t   a l l e   V e r b i n d u n g e n   f r e i g e b e n 	 B:;NG8B5  2A5  A>548=5=8O	 R i l a s c i a r e   p r i m a   t u t t e   l e   c o n n e s s i o n i 	 J1,I  B79  ,EJ9  'D'*5'D'*  #HD'K	 D e s l i g u e   p r i m e i r o   t o d a s   a s   l i g a   e s   	 L  t f e n    n c e l i k l e   t  m   b a l a n t 1l a r 1  s e r b e s t   b 1r a k 1n 	 H  y   n g t   m i   k t   n i   t r c 	 A k h i r i   d u l u   s e m u a   s a m b u n g a n 	 S i l a   a b a i k a n   s e g a l a   s a m b u n g a n   d u l u 	 	C	*	/	>	  *	9	2	G	  8	-	@	  	(	G		M	6	(	  0	?	2	@		<	  	0	G			 	 	 	 E l Qb b   s z a b a d  t s o n   f e l   m i n d e n   k a p c s o l a t o t 	 	 	 	 G e e f   e e r s t   a l l e   v e r b i n d i n g e n   v r i j 	 	 	 A n u l a ci   m a i    n t  i   t o a t e   c o n e x i u n i l e 	 	 	         	 	 	 D7A'K  '(*/'  GEG  '1*('7G'  1'  "2'/  FE'/	 	 	 							  			  						  		  						  				  						 	 	 	 	 	 	 	 	 L a a t   a s s e b l i e f   e e r s   a l l e   v e r b i n d i n g s   g a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i b e r a r   p r i m e i r o   t o d a s   a s   c o n e x  e s 
 
 S T R _ B T _ D I S C O N N _ D E V _ C O N N 	 B T M M I 	 P O P U P 	 A s k   e n d   u s e r   i f   r e l e a s e   a l l   c o n n e c t i o n s   w h i c h   p r e s e n t e d   o n   t h i s   d e v i c e 	 P l e a s e   r e l e a s e   d e v i c e   c o n n e c t i o n s   f i r s t 	 ˊnd݈n#P}	 ndňnޏc	 B#%H-"2#@
7H-!H--8#LH-	 P o r   f a v o r   l i b e r e   l a s   c o n e x i o n e s   d e l   d i s p o s i t i v o   p r i m e r o   	 V e u i l l e z   d ' a b o r d   l i b  r e r   t o u t e s   l e s   c o n n e x i o n s   d e   l ' a p p a r e i l 	 B i t t e   e r s t   G e r  t e v e r b i n d u n g e n   f r e i g e b e n 	 B:;NG8B5  A>548=5=8O  CAB@>9AB20	 R i l a s c i a r e   p r i m a   l e   c o n n e s s i o n i   d e l   d i s p o s i t i v o 	 J1,I  B79  'D'*5'D'*  'D.'5)  ('D,G'2  #HD'K	 D e s l i g u e   p r i m e i r o   a s   l i g a   e s   d o   d i s p o s i t i v o 	 L  t f e n    n c e l i k l e   a y g 1t   b a l a n t 1l a r 1n 1  s e r b e s t   b 1r a k 1n 	 H  y   n g t   k t   n i   t h i t   b   t r c 	 A k h i r i   d u l u   s a m b u n g a n   p e r a n g k a t 	 S i l a   a b a i k a n   s a m b u n g a n   p e r a n t i   d u l u 	 	C	*	/	>	  *	9	2	G	  		*		0	#	  	(	G		M	6	(	  0	?	2	@		<	  	0	G			 	 	 	 E l Qb b   s z a b a d  t s a   f e l   a z   e s z k  z k a p c s o l a t o k a t 	 	 	 	 G e e f   e e r s t   d e   a p p a r a a t v e r b i n d i n g e n   v r i j 	 	 	 A n u l a ci   m a i    n t  i   c o n e x i u n i l e   d i s p o z i t i v u l u i 	 	 	         	 	 	 D7A'K  '(*/'  GEG  '1*('7G'  /3*'G  1'  B79  FE'/	 	 	 							  			  						  								  						  				  						 	 	 	 	 	 	 	 	 L a a t   a s s e b l i e f   e e r s   t o e s t e l v e r b i n d i n g s   g a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i b e r a r   p r i m e i r o   a s   c o n e x  e s   d e   d i s p o s i t i v o 
 
 S T R _ B T _ A L W A Y S _ A C C E P T _ C O N N E C T I O N 	 B T M M I 	 U N L I M 	 A s k   u s e r   t o   a c c e p t   c o n n e c t i o n   f r o m   t h e   d e v i c e 	 A l l o w   t h i s   d e v i c e   t o   c o n n e c t   a u t o m a t i c a l l y ? 	 /f&TAQ1dk-PR#P}	 /f&TAQdkYꁨRޏc	 -8
2C+I-8#L5I@
7H-!H-B"-1B!14? 	  P e r m i t i r   q u e   e s t e   d i s p o s i t i v o   s e   c o n e c t e   a u t o m  t i c a m e n t e ? 	 A u t o r i s e r   c e t   a p p a r e i l      s e   c o n n e c t e r   a u t o m a t i q u e m e n t   ? 	 D i e s e s   G e r  t   a u t o m a t i s c h   v e r b i n d e n ? 	 A5340  @07@5H0BL  A>548=5=85  A  MB8<  CAB@>9AB2><? 	 P e r m e t t e r e   a   q u e s t o   d i s p o s i t i v o   d i   c o l l e g a r s i   a u t o m a t i c a m e n t e ? 	 'D3E'-  DG0'  'D,G'2  ('D'B*1'F  *DB'&JK'	 P e r m i t i r   q u e   o   d i s p o s i t i v o   l i g u e   a u t o m a t i c a m e n t e ? 	 B u   c i h a z 1n   o t o m a t i k   o l a r a k   b a l a n m a s 1n a   i z i n   v e r i l s i n   m i ? 	 C h o   p h  p   t h i t   b   k t   n i   t   n g ? 	 B o l e h k a n   p e r a n g k a t   i n i   t e r s a m b u n g   s e c a r a   o t o m a t i s ? 	 B e n a r k a n   p e r a n t i   i n i   u n t u k   m e n y a m b u n g   s e c a r a   a u t o m a t i k ? 	 	8	  		*		0	#	  	K	  8	M	5	$		  	(	G		M		  9	K	(	G	  &	G		? 	 	 	 	 E n g e d  l y e z i   a z   e s z k  z   a u t o .   c s a t l a k o z t a t  s  t ? 	 	 	 	 T o e s t a a n   d a t   d i t   a p p a r a a t   a u t o m a t i s c h   v e r b i n d i n g   m a a k t ? 	 	 	 P e r m i t e ci   a c e s t u i   d i s p o z i t i v   s   s e   c o n e c t e z e   a u t o m a t ? 	 	 	           ? 	 	 	 ','2G  E/G/  G  'F  H3DG  (7H1  .H/'1  E*5D  1//	 	 	 														  		  										  							  			  						  			? 	 	 	 	 	 	 	 	 	 L a a t   h i e r d i e   t o e s t e l   t o e   o m   o u t o m a t i e s   t e   k o p p e l ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r m i t i r   a   e s s e   d i s p o s i t i v o   c o n e c t a r   a u t o m a t i c a m e n t e ? 
 
 S T R _ B T _ D E V _ S E T _ V I S _ X _ M I N U T E S _ 1 	 B T M M I 	 P O P U P 	 t o   i n d i c a t e   t h a t   v i s i b i l i t y   s e t t t i n g   i s   e n a b l e d   f o r   x   m i n u t e s ( w i t h   a   b l a n k   c h a r   i n   t h e   e n d   i n   E n g l i s h ) 	 V i s i b l e   f o r   	 _U	 Sb _	 !-@+G*3+#1	 V i s i b l e   p a r a   	 V i s i b l e   p o u r 	 S i c h t b a r   f  r 	 848<K9  2	 V i s i b i l e   p e r 	 E1&J  D@	 V i s  v e l   d u r a n t e   	 G  r  n  r 	 H i n   t h   c h o   	 T e r l i h a t   s e l a m a 	 D a p a t   d i l i h a t   s e l a m a 	 	G	  2	?		  &	C	7	M		5	M	/		 	 	 	 L  t h a t    e n n y i   i d e i g 	 	 	 	 Z i c h t b a a r   v o o r 	 	 	 V i z i b i l   p e n t r u 	 	 	     	 	 	 FE''F  (1'  	 	 	 									 	 	 	 	 	 	 	 	 S i g b a a r   v i r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i s  v e l   p o r 
 
 S T R _ B T _ D E V _ S E T _ V I S _ X _ M I N U T E S _ 2 	 B T M M I 	 P O P U P 	 t o   i n d i c a t e   t h a t   v i s i b i l i t y   s e t t t i n g   i s   e n a b l e d   f o r   x   m i n u t e s ,   c o m b i n e d   w i t h   S T R _ B T _ D E V _ S E T _ V I S _ X _ M I N U T E S _ 1 ( w i t h   a   b l a n k   c h a r   i n   t h e   b e g i n i n g   i n   E n g l i s h ) 	   m i n u t e s 	 R	 R	   25	   m i n u t o s 	   m i n u t e s 	     M i n u t e n 	 <8=CB( 0) 	   m i n u t i 	 /B'&B	   m i n u t o s 	 d a k i k a 	 c  c   p h  t 	   m e n i t 	   m i n i t 	   .	?	(			 	 	 	   p e r c 	 	 	 	   m i n u t e n 	 	 	   m i n u t e 	 	 	   	 	 	   /BBG	 	 	   					  	 	 	 	 	 	 	 	 	   m i n u t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   m i n u t o s 
 
 S T R _ B T _ D E V _ S E T _ V I S _ X _ M I N U T E _ 2 	 B T M M I 	 P O P U P 	 t o   i n d i c a t e   t h a t   v i s i b i l i t y   s e t t t i n g   i s   e n a b l e d   f o r   x   m i n u t e s ,   c o m b i n e d   w i t h   S T R _ B T _ D E V _ S E T _ V I S _ X _ M I N U T E S _ 1 ( w i t h   a   b l a n k   c h a r   i n   t h e   b e g i n i n g   i n   E n g l i s h ) 	   m i n u t e 	 R	 R	   25	   m i n u t o 	   m i n u t e   	 M i n u t e 	 <8=. 	   m i n u t o 	 /BJB)	   m i n u t o 	 d a k i k a 	 p h  t 	   m e n i t 	   m i n i t 	   .	?	(			 	 	 	   p e r c 	 	 	 	   m i n u u t 	 	 	   m i n u t 	 	 	   	 	 	   /BBG	 	 	   						 	 	 	 	 	 	 	 	   m i n u u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   m i n u t o 
 
 S T R _ B T _ R E M O T E _ C T R L _ U N P L U G _ C O N F I R M 	 H I D M M I 	 P O P U P C O N F I R M 	 C o n f i r m   t o   e x i t   w h e n   d e v i c e   h a s   b e e n   u n p l u g g e d 	 D e v i c e   h a s   b e e n   p l u g g e d   o u t .   E x i t   r e m o t e   c o n t r o l 	 ݈nyd0▋`zc6R	 Ybd0 Q܏zc6R	 -8#L9---  --2#5B!-B#%	 E l   d i s p o s i t i v o   s e   h a   d e s c o n e c t a d o .   S a l i r   d e l   c o n t r o l   r e m o t o .   	 L ' a p p a r e i l   a    t    d  b r a n c h  .   S o r t i r   d e   l a   t  l  c o m m a n d e 	 G e r  t   w u r d e   a b g e s t e c k t .   F e r n b e d i e n u n g   b e e n d e n 	 #AB@>9AB2>  1K;>  >B:;NG5=>.   K9B8  87  48AB0=F8>==>3>  C?@02;5=8O	 D i s p o s i t i v o   s c o l l e g a t o .   U s c i r e   d a l   c o n t r o l l o   r e m o t o 	 *E  A5D  'D,G'2.   .1H,  EF  H-/)  'D*-CE  9F  (9/	 O   d i s p o s i t i v o   f o i   d e s l i g a d o .   S a i r   d o   c o n t r o l o   r e m o t o 	 A y g 1t   f i _t e n    e k i l d i ,   u z a k t a n   k u m a n d a d a n    1k 1l s 1n   m 1? 	    n g t   k t   n i   t h i t   b .   T h o  t   i u   k h i n   t   x a 	 P e r a n g k a t   t e l a h   d i l e p a s .   K e l u a r   d a r i   r e m o t e   c o n t r o l 	 P e r a n t i   t e l a h   d i k e l u a r k a n   p a l a m .   K e l u a r   a l a t   k a w a l a n   j a u h 	 		*		0	#	  	>	  *	M	2		  (	?		>	2	  &	?	/	>	  	/	>	  9	H	.   0	?	.	K		  			M	0	K	2	  	K	!	<	G			 	 	 	 A z   e s z k  z t   l e v  l a s z t o t t  k .   K i l  p  s   a   t  v i r  n y  t  b  l 	 	 	 	 A p p a r a a t   i s   n i e t   a a n g e s l o t e n .   A f s t a n d b e d i e n i n g   a f s l u i t e n . 	 	 	 D i s p o z i t i v u l   a   f o s t   d e c o n e c t a t .   O p r i r e   t e l e c o m a n d 	 	 	   .       	 	 	 H3DG  4/G  4/G  '3*.   '2  F*1D  '2  1'G  /H1  .'1,  E4H/	 	 	 									  						  				  				  					d							  									  				  			  			  				 	 	 	 	 	 	 	 	 T o e s t e l   i s   u i t g e p r o p .   V e r l a a t   a f s t a n d b e h e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s p o s i t i v o   f o i   d e s p l u g a d o .   S a i r   d o   c o n t r o l e   r e m o t o 
 
 S T R _ B T _ R E M O T E _ C T R L _ D I S C _ C O N F I R M 	 H I D M M I 	 P O P U P C O N F I R M 	 C o n f i r m   w i t h   u s e   w h e t h e r   r e a l l y   w a n t   t o   s t o p   r e m o t e   c o n t r o l 	 E x i t   r e m o t e   c o n t r o l ? 	  Q`zc6R	  Q܏zc6R	 --2#5B!-B#%? 	  S a l i r   d e l   c o n t r o l   r e m o t o ? 	 S o r t i r   d e   l a   t  l  c o m m a n d e   ? 	 F e r n b e d i e n u n g   b e e n d e n ? 	 0:@KBL  #? 	 U s c i r e   d a l   c o n t r o l l o   r e m o t o ? 	 .1H,  EF  H-/)  'D*-CE  9F  (9/	 S a i r   d o   c o n t r o l o   r e m o t o ? 	 U z a k t a n   k u m a n d a d a n    1k 1l s 1n   m 1? 	 T h o  t   i u   k h i n   t   x a ? 	 K e l u a r   d a r i   r e m o t e   c o n t r o l ? 	 K e l u a r   a l a t   k a w a l a n   j a u h ? 	 0	?	.	K		  			M	0	K	2	  	K	!	<	G		? 	 	 	 	 K i l  p   a   t  v i r  n y  t  b  l ? 	 	 	 	 A f s t a n d b e d i e n i n g   a f s l u i t e n ? 	 	 	 O p r i ci   t e l e c o m a n d a ? 	 	 	     ? 	 	 	 '2  F*1D  '2  1'G  /H1  .'1,  E4H/	 	 	 						  									  				  			  			  					? 	 	 	 	 	 	 	 	 	 V e r l a a t   a f s t a n d b e h e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r   d o   c o n t r o l e   r e m o t o ? 
 
 S T R _ B T _ R E M O T E _ C T R L _ C O N N _ F A I L 	 H I D M M I 	 P O P U P 	 H I D   c o n n e c t i o n   e s t a b l i s h   f a i l 	 C o n n e c t i o n   f a i l e d 	 #P}1YWe	 ޏc1Y%	 2#@
7H-!H-%I!@+%'	 F a l l    l a   c o n e x i  n   o   e r r o r   e n   s e r v i d o r   	 E c h e c   d e   c o n n e x i o n 	 V e r b i n d u n g   f e h l g e s c h l a g e n 	 52>7<>6=>  CAB0=>28BL  A>548=5=85	 C o n n e s s i o n e   f a l l i t a 	 A4D  'D'*5'D	 A   l i g a   o   f a l h o u 	 B a l a n t 1  b a _a r 1s 1z 	 K h  n g   t h   k t   n i 	 P e n y a m b u n g a n   g a g a l 	 S a m b u n g a n   g a g a l 	 	(	G		M	6	(	  5	?	+	2		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s 	 	 	 	 V e r b i n d i n g   m i s l u k t 	 	 	 C o n e c t a r e   n e r e u _i t 	 	 	   	 	 	 '1*('7  F'EHAB  (H/	 	 	 					  						  							 	 	 	 	 	 	 	 	 V e r b i n d i n g   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   c o n e x  o 
 
 S T R _ B T _ S E N D _ A L L _ S E N T 	 B T M M I 	 P O P U P 	 A l l   o f   t h e   o b j e c t   h a s   s e n t   o u t   v i a   B l u e t o o t h 	 A l l   s e n t 	 hQ萳P	 hQS	 *HA%I'1I+!	 T o d o s   e n v i a d o s 	 T o u t   e n v o y  	 A l l e s   g e s e n d e t 	 A5  >B?@02;5==K5	 T u t t o   i n v i a t o 	 *E  %13'D  'D,EJ9	 T u d o   e n v i a d o 	 T  m    g  n d e r i l d i 	 T t   c      g i 	 S e m u a   y a n g   t e r k i r i m 	 S e m u a   d i h a n t a r 	 8	-	@	  *	M	0	G	7	?	$		 	 	 	  s s z e s   k  l d  t t 	 	 	 	 A l l e s   v e r z o n d e n 	 	 	 T r i m i s e   t o a t e 	 	 	     	 	 	 GE  A13*'/G  4/F/	 	 	 						  						  						 	 	 	 	 	 	 	 	 A l l e s   i s   g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s   e n v i a d o s 
 
 S T R _ B T _ S E N D _ P A R T I A L _ 1 	 B T M M I 	 P O P U P 	 N u m b e r   o f   t h e   o b j e c t   h a s   s e n t   o u t   v i a   B l u e t o o t h 	 f i l e   s e n t 	 jHh]P	 eN]S	 D%L*HA%I'	 A r c h i v o   e n v i a d o 	 f i c h i e r   e n v o y  	 D a t e i   g e s e n d e t 	 D09;  >B?@02;5=	 f i l e   i n v i a t o 	 EDA  E13D	 f i c h e i r o   e n v i a d o 	 d o s y a   g  n d e r i l d i 	    g i   f i l e 	 f i l e   t e r k i r i m 	 f a i l   d i h a n t a r 	 +	>		2	  -	G		  &	@	  			 	 	 	 f  j l   e l k  l d v e 	 	 	 	 b e s t a n d   v e r z o n d e n 	 	 	 f i _i e r   t r i m i s 	 	 	   	 	 	 ~1HF/G  A13*'/G  4/	 	 	 				  						  						 	 	 	 	 	 	 	 	 l  e r   g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 a r q u i v o   e n v i a d o 
 
 S T R _ B T _ S E N D _ P A R T I A L 	 B T M M I 	 P O P U P 	 N u m b e r   o f   t h e   o b j e c t   h a s   s e n t   o u t   v i a   B l u e t o o t h 	 f i l e s   s e n t 	 jHh]P	 eN]S	 D%L*HA%I'	 A r c h i v o s   e n v i a d o s 	 f i c h i e r s   e n v o y  s 	 D a t e i e n   g e s e n d e t 	 D09;K  >B?@02;5=K	 f i l e   i n v i a t i 	 EDA'*  E13D)	 f i c h e i r o s   e n v i a d o s 	 d o s y a l a r   g  n d e r i l d i 	    g i   c  c   f i l e 	 f i l e   t e r k i r i m 	 f a i l   d i h a n t a r 	 +	>		2	G		  -	G		  &	@	  				 	 	 	 f  j l   e l k  l d v e 	 	 	 	 b e s t a n d e n   v e r z o n d e n 	 	 	 f i _i e r e   t r i m i s e 	 	 	   	 	 	 ~1HF/G  G'  A13*'/G  4/F/	 	 	 								  						  						 	 	 	 	 	 	 	 	 l  e r s   g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 a r q u i v o s   e n v i a d o s 
 
 S T R _ B T _ I N _ L I M I T _ D I S C O V E R A B L E _ M O D E 	 B T M M I 	 P O P U P C O N F I R M 	 N o t i f y   u s e r   i t   i n   l i m i t e d   d i s c o v e r a b l e   m o d e 	 I n   L i m i t e d   D i s c o v e r a b l e   M o d e 	 P6RS!j_-N	 P6RSƉ!j_-N	 CB+!5H!-@+GDIA31	 E n   M o d o   L i m i t a d o   D e s c u b r i b l e 	 E n   m o d e   d  c o u v r a b l e   l i m i t  	 I m   e i n g e s c h r  n k t    b e r t r a g u n g s b e r e i t e n   M o d u s 	   >3@0=8G5==><  @568<5  >1=0@C65=8O	 I n   m o d a l i t    L i m i t e d   D i s c o v e r a b l e 	 AJ  H69  %EC'FJ)  'D'C*4'A  'DE-/H/)	 E m   m o d o   d e t e c t  v e l   l i m i t a d o 	 S 1n 1r l 1  K e _i f   m o d u n d a 	   C h     p h  t   h i n   g i i   h n 	 D a l a m   M o d u s   T e r b a t a s   D i t e m u k a n 	 D a l a m   M o d   B o l e h   D i k e s a n   S e c a r a   T e r h a d 	 8	@	.	?	$	  	K		  /	K		M	/	  .	K	!	  .	G			 	 	 	 K o r l  t o z o t t a n   l  t h a t    m  d b a n 	 	 	 	 I n   b e p e r k t   o n t d e k b a r e   s t a n d 	 	 	  n   m o d u l   P a r ci a l   i d e n t i f i c a b i l 	 	 	     	 	 	 /1  -'D*  B'(D*  'A*F  E-/H/	 	 	 							  										  					 	 	 	 	 	 	 	 	 I n   B e p e r k t e   O n t d e k b a a r m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   m o d o   D e s c o b r  v e l   L i m i t a d o 
 
 S T R _ B T _ W R I T E _ F I L E _ F A I L 	 B I P 	 P O P U P 	 W r i t e   F i l e   F a i l e d 	 F a i l e d   t o   w r i t e   f i l e 	 jHh[eQ1YWe	 eNQeQ1Y%	 D!H*2!2#@5"D%L	 N o   p u d o   e s c r i b i r   e l   a r c h i v o 	 E c h e c   d '  c r i t u r e   d u   f i c h i e r 	 D a t e i   k o n n t e   n i c h t   g e s c h r i e b e n   w e r d e n 	 5  C40;>AL  70?8A0BL  D09;	 S c r i t t u r a   f i l e   n o n   r i u s c i t a 	 *901  C*'()  'DEDA	 F a l h a   a o   e s c r e v e r   o   f i c h e i r o 	 D o s y a   y a z 1l a m a d 1  	 K h  n g   t h   s o n   f i l e 	 G a g a l   m e n u l i s   f i l e 	 G a g a l   m e n u l i s   k e   f a i l 	 +	>		2	  2	?		(	G	  .	G		  	8	+	2		 	 	 	 A   f  j l    r  s a   s i k e r t e l e n 	 	 	 	 K a n   b e s t a n d   n i e t   s c h r i j v e n 	 	 	 E _u a r e   l a   s c r i e r e   f i _i e r 	 	 	     	 	 	 FH4*F  ~1HF/G  F'EHAB  (H/	 	 	 				  					  						  						 	 	 	 	 	 	 	 	 S k r y f   v a n   l  e r   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   g r a v a r   a r q u i v o 
 
 S T R _ O P P _ U N S U P P O R T _ F I L E _ T Y P E 	 O P P _ M M I 	 P O P U P 	 s e n t   f i l e   f a i l e d , b e c a u s e   s e r v e r   u n s u p p o r t e d   t h i s   f o r m a t   f i l e 	 R e m o t e   u n s u p p o r t e d   f i l e   t y p e   	 `z
N/ecr^WvjHh	 ܏z
N/ec{|WveN	 
4D%L#0"0D%5HD!H*1*8	 T i p o   d e   a r c h i v o   n o   s o p o r t a d o   r e m o t a m e n t e   	 T y p e   d e   f i c h i e r   d i s t a n t   p a s   s u p p o r t  	 D a t e i t y p   n i c h t   e x t e r n   u n t e r s t  t z t   	 5  ?>445@68205<K9  B8?  D09;0  =0  C40;5==><  CAB@>9AB25	 T i p o   d i   f i l e   r e m o t o   n o n   s u p p o r t a t o   	 FH9  EDA  (9J/  :J1  E/9HE	 T i p o   d e   f i c h e i r o   n  o   s u p o r t a d o   r e m o t a m e n t e 	 D e s t e k l e n m e y e n   d o s y a   t i p i 	 K i u   f i l e   k h  n g   h   t r   t   x a   	 J e n i s   f i l e   j a u h   y a n g   t i d a k   d i d u k u n g 	 J e n i s   f a i l   j a u h   t i d a k   d i s o k o n g 	 0	?	.	K		  	8	.	0	M	%	?	$	  +	<	>		2	  *	M	0		>	0		 	 	 	 T  v o l i   n e m   t  m o g a t o t t   f  j l t  p u s   	 	 	 	 B e s t a n d s t y p e   o p   a f s t a n d   n i e t   o n d e r s t e u n d 	 	 	 T i p   d e   f i _i e r   n e a c c e p t a t   l a   d i s t a n c	 	 	             	 	 	 FH9  ~1HF/G  /H1/3*  ~4*('F  F4/G  	 	 	 										  								  				  				 	 	 	 	 	 	 	 	 L  e r t i p e   n i e   e l d e r s   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o   d e   a r q u i v o   n  o   s u p o r t a d o   r e m o t o 
 
 S T R _ P B A P _ Q U E S T I O N _ M A R K _ I D 	 P h o n e B o o k 	 U N L I M 	 q u e s t i o n   m a r k 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ? 
 
 S T R _ P B A P _ C O N _ A U T H _ I D 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 A c c e p t   P B A P   c o n n e c t   r e q u e s t   s t r i n g 	 A c c e p t   P B A P   r e q u e s t   f r o m   	 /f&TcSq?|X[S
gRˊBlO	 /f&TcS5u݋?|X[S
gRBleg	 "-!#13-  P B A P   2	 A c e p t a r   s o l i c i t y d   P B A P   d e 	 A c c e p t e r   l a   r e q u  t e   P B A P   d e 	 P B A P - A n f r a g e   a k z e p t i e r e n   v o n 	 @8=OBL  P B A P   70?@>A  >B  	 A c c e t t a   r i c h i e s t a   P B A P   d a 	 B(HD  7D(  P B A P   EF	 A c e i t a r   p e d i d o   d e   P B A P   d e 	 k i _i s i n d e n   P B A P   t a l e b i n i   k a b u l   e t 	 C h p   n h n   y  u   c u   P B A P   t   	 T e r i m a   p e r m i n t a a n   P B A P   d a r i 	 T e r i m a   p e r m i n t a a n   P B A P   d a r i 	 8	G	  P B A P   	(	A	0	K	'	  8	M	5	@		>	0	  	0	G			 	 	 	 P B A P   k  r  s   f o g a d  s a   i n n e n 	 	 	 	 P B A P - v e r z o e k   a c c e p t e r e n   v a n 	 	 	 A c c e p t a r e   s o l i c i t a r e   P B A P   d e   l a 	 	 	     P B A P       	 	 	 ~014  /1.H'3*  P B A P   '2  	 	 	 							  							  					  					 	 	 	 	 	 	 	 	 A a n v a a r   P B A P - v e r s o e k v o r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   s o l i c i t a   o   P B A P   d e 
 
 S T R _ I D _ P I C T _ P R I N T _ A B O R T E D 	 P i c t B r i d g e 	 P O P U P 	 P r i n t   c a n c e l l e d 	 P r i n t i n g   c a n c e l l e d 	 RpS]Sm	 SbpS]Sm	 2#4!L"@%4A%I'	 I m p r e s i  n   c a n c e l a d a 	 I m p r e s s i o n   a n n u l  e 	 D r u c k v o r g a n g   a b g e b r o c h e n 	 5G0BL  >B<5=5=0	 S t a m p a   a n n u l l a t a 	 *E  %D:'!  'D7('9)	 I m p r e s s  o   c a n c e l a d a 	 Y a z d 1r m a   i p t a l   e d i l d i 	    h y   i n 	 P e n c e t a k a n   d i b a t a l k a n 	 P e n c e t a k a n   t e r b a t a l 	 *	M	0	?			?			  (	?	0	8	M	$		 	 	 	 N y o m t a t  s   m e g s z a k  t v a 	 	 	 	 A f d r u k k e n   g e a n n u l e e r d 	 	 	 I m p r i m a r e   a n u l a t 	 	 	   	 	 	 '~  D:H  4/	 	 	 					  			  						 	 	 	 	 	 	 	 	 D r u k w e r k   g e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m p r e s s  o   c a n c e l a d a 
 
 S T R _ I D _ P I C T _ P A P E R _ L 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P a p e r   s i z e   L 	 L 	 L 	 L 	 L 	 L 	 L o n g u e u r   d e   n o m b r e   m a x .   d  p a s s  e 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 L 	 	 	 	 L 	 	 	 	 L 	 	 	 L 	 	 	 L 	 	 	 L 	 	 	 			 	 	 	 	 	 	 	 	 L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L 
 
 S T R _ I D _ P I C T _ P A P E R _ 2 L 	 P i c t B r i d g e 	 C 0 5 7 _ 1 	 P a p e r   s i z e   2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 2 L 	 	 	 	 2 L 	 	 	 	 2 L 	 	 	 2 L 	 	 	 2 L 	 	 	 2 L 	 	 	 				 	 	 	 	 	 	 	 	 2 L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 L 
 
 S T R _ I D _ P I C T _ M I N _ A P P 	 P i c t B r i d g e 	 L S K 	 B a c k g r o u n d   A P P 	 M i n i m i z e 	  g\S	  g\S	 "H-@%G5H*8	 M i n i m i z a r 	 M i n i m i s e r 	 M i n i m i e r e n 	 8=8<878@>20BL	 R i d u c i 	 *5:J1	 M i n i m i z a r 	 K    l t 	 T h u   n h 	 P e r k e c i l 	 K e c i l k a n 	 (	M	/	B	(	$	.	  	0	G			 	 	 	 K i s   m  r e t 	 	 	 	 M i n i m a l i s e r e n 	 	 	 M i n i m i z a r e 	 	 	 	 	 	 EFG  1/F	 	 	 								  				 	 	 	 	 	 	 	 	 M a a k   k l e i n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n i m i z a r 
 
 S T R _ I D _ P I C T _ C A P A B I L I T Y _ C H A N G E 	 P i c t B r i d g e 	 P O P U P 	 C a p a b i l i t y   c h a n g e d   i n d 	 P r i n t   s e t t i n g s   c h a n g e d ! 	 pSh-[]f	 SbpSn]9eS	 2#1IH22#4!L@%5H"A%I'! 	  C o n f i g u r a c i  n   d e   i m p r e s i  n   m o d i f i c a d a ! 	 R  g l a g e s   d ' i m p r e s s i o n   m o d i f i  s   ! 	 D r u c k e i n s t e l l u n g e n   g e  n d e r t ! 	 7<5=5=K  ?0@0<5B@K  ?5G0B8! 	 I m p o s t a z i o n i   d i   s t a m p a   m o d i f i c a t e ! 	 *E  *:JJ1  %9/'/'*  'D7('9)! 	 A s   d e f i n i   e s   d e   i m p r e s s  o   f o r a m   a l t e r a d a s ! 	 Y a z d 1r m a   a y a r l a r 1  d e i _t i r i l d i ! 	 C  i   t   i n      t h a y   i ! 	 P e n g a t u r a n   c e t a k ,   b e r u b a h ! 	 P e n g e s e t a n   c e t a k a n   d i t u k a r ! 	 *	M	0	?			  8	G		?			  ,	&	2	@	  		! 	 	 	 	 A   n y o m t a t  s i   b e  l l  t  s o k   m  d o s u l t a k ! 	 	 	 	 A f d r u k i n s t e l l i n g e n   v e r a n d e r d ! 	 	 	 S e t r i   i m p r i m a r e   m o d i f i c a t e ! 	 	 	     ! 	 	 	 *F8EG'  '~  *:1  1/! 	 	 	 						  					  								! 	 	 	 	 	 	 	 	 	 D r u k i n s t e l l i n g s   g e w y s i g ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   i m p r e s s  o   a l t e r a d a s ! 
 
 S T R _ B I P _ N O T Y _ R E C V _ F O L D E R 	 B I P 	 P O P U P 	 r e c e v i e d   f o l d e r 	 f o l d e r 	 ǌe>Y-N	 eN9Y-N	 B%@-#L	 c a r p e t a 	 d o s s i e r 	 O r d n e r 	 ?0?:0	 c a r t e l l a 	 E,D/	 p a s t a 	 k l a s  r 	 t h   m c 	 f o l d e r 	 f o l d e r 	 +	K	2	M	
 !	0		 	 	 	 m a p p a 	 	 	 	 m a p 	 	 	 f o l d e r 	 	 	 	 	 	 ~H4G	 	 	 								 	 	 	 	 	 	 	 	 l  e r g i d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p a s t a 
 
 S T R _ B I P _ S T A T U S _ R E F R E S H I N G 	 B I P 	 T I T L E ,   P O P U P C O N F I R M 	 R e f r e s h i n g   d a t a 	 R e f r e s h i n g 	 fe-N	 ck(Wfe	 3%1#5@#
	 R e f r e s c a n d o 	 A c t u a l i s a t i o n   e n   c o u r s 	 W i r d   a k t u a l i s i e r t 	 1=>2;5=85	 A g g i o r n a m e n t o   i n   c o r s o 	 *-/J+	 A   a c t u a l i z a r 	 Y e n i l e n i y o r 	 a n g   c p   n h t 	 M e - r e f r e s h 	 M e n y e g a r   s e m u l a 	 0	?	+	M	0	G	6	  9	K	  0	9	>	  9	H		 	 	 	 F r i s s  t  s 	 	 	 	 B e z i g   m e t   v e r v e r s e n 	 	 	 R e  m p r o s p t a r e 	 	 	 	 	 	 /1-'D  ('2"H1	 	 	 							  			  						 	 	 	 	 	 	 	 	 V e r f r i s   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a n d o 
 
 S T R _ B I P _ F I L E 	 B I P 	 C 1 5 4 _ 1 	 f i l e 	 f i l e   	 PjHh	 *NeN	 D%L	 a r c h i v o 	 f i c h i e r 	 D a t e i 	 D09;  	 f i l e 	 EDA	 f i c h e i r o 	 D o s y a 	 t p   t i n   	 f i l e 	 f a i l 	 +	>		2		 	 	 	 f  j l 	 	 	 	 b e s t a n d 	 	 	 f i _i e r 	 	 	   	 	 	 ~1HF/G  	 	 	 				  	 	 	 	 	 	 	 	 	 l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 a r q u i v o 
 
 S T R _ B I P _ F I L E S 	 B I P 	 C 1 5 4 _ 1 	 f i l e s 	 f i l e s   	 PjHh	 *NeN	 D%L	 a r c h i v o s   	 f i c h i e r s 	 D a t e i e n 	 D09;0( >2) 	 f i l e 	 EDA'*	 f i c h e i r o s 	 d o s y a l a r 	 c  c   t p   t i n   	 f i l e 	 f a i l - f a i l 	 +	>		2	G			 	 	 	 f  j l o k 	 	 	 	 b e s t a n d e n 	 	 	 f i _i e r e 	 	 	   	 	 	 ~1HF/G  	 	 	 										 	 	 	 	 	 	 	 	 l  e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 a r q u i v o s 
 
 S T R _ B I P _ C U R R E N T _ U N A V A I L A B L E 	 B I P 	 P O P U P 	 C u r r e n t l y   n o t   a v a i l a b l e 	 C u r r e n t l y   n o t   a v a i l a b l e 	 vuMR
NS(u	 S_MR
NS(u	 181C
ID!HDI	 A c t u a l m e n t e   n o   d i s p o n i b l e   	 P a s   a c t u e l l e m e n t   d i s p o n i b l e 	 D e r z e i t   n i c h t   v e r f  g b a r 	 54>ABC?5=  =0  40==K9  <><5=B	 A l   m o m e n t o   n o n   d i s p o n i b i l e 	 :J1  E*'-  -'DJK'	 N  o   d i s p o n  v e l   d e   m o m e n t o 	 ^u   a n d a   m e v c u t   d e i l 	 H i n   k h  n g   c    s n 	 S a a t   i n i   t i d a k   t e r s e d i a 	 T i d a k   b o l e h   d i d a p a t i   p a d a   w a k t u   i n i 	 5	0	M	$	.	>	(	  .	G		  		*	2	,	M	'	  (	9	@		  9	H		 	 	 	 J e l e n l e g   n e m   e l  r h e t Q	 	 	 	 M o m e n t e e l   n i e t   b e s c h i k b a a r 	 	 	 I n d i s p o n i b i l   m o m e n t a n 	 	 	     	 	 	 GE  'FHF  /1  /3*13  F3*	 	 	 								  					  						  		  	 	 	 	 	 	 	 	 	 N i e   t a n s   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l m e n t e   n  o   d i s p o n  v e l 
 
 S T R _ B T _ O B J _ N A M E 	 B T 	 U N L I M 	 M T K 	 N a m e :   	 
T1z	 
Ty	 
7H-:   	 N o m b r e :   	 N o m   : 	 N a m e :   	 <O: 	 N o m e :   	 'D'3E:   	 N o m e : 	 A d 1: 	 T  n :   	 N a m a :   	 N a m a : 	 (	>	.	: 	 	 	 	 N  v :   	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 :   	 	 	 F'E:   	 	 	 			: 	 	 	 	 	 	 	 	 	 N a a m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e :   
 
 S T R _ B T _ O B J _ T Y P E 	 B T 	 U N L I M 	 M T K 	 T y p e :   	 ^W	 {|W	 #0@ :   	 T i p o :   	 T y p e   : 	 T y p :   	 "8?: 	 T i p o :   	 'DFH9:   	 T i p o : 	 T  r  : 	 K i u :   	 J e n i s :   	 J e n i s : 	 *	M	0		>	0	: 	 	 	 	 T  p u s :   	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 :   	 	 	 FH9:   	 	 	 			: 	 	 	 	 	 	 	 	 	 T i p e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o :   
 
 S T R _ B T _ O B J _ S I Z E 	 B T 	 U N L I M 	 M T K 	 S i z e :   	 'Y\	 'Y\	 2:   	 T a m a  o :   	 T a i l l e   : 	 G r   e :   	  07<5@: 	 D i m e n s i o n i :   	 'D-,E:   	 T a m a n h o : 	 B o y u t u : 	 K . t h c :   	 U k u r a n :   	 S a i z : 	 		>	0	: 	 	 	 	 M  r e t :   	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 :   	 	 	 'F/'2G:   	 	 	 				: 	 	 	 	 	 	 	 	 	 G r o o t t e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o :   
 
 S T R _ B T _ O B J _ T I L E 	 B T 	 U N L I M 	 M T K 	 R e c e i v e   f i l e 	 c6ejHh	 c6eeN	 DI#1D%L  B I P   	 R e c i b i e n d o   a r c h i v o   B I P 	 R e c e v o i r   f i c h i e r   B I P 	 B I P - D a t e i   e m p f a n g e n 	 >;CG8BL  D09;  B I P   	 R i c e v i   f i l e   B I P 	 '3*D'E  EDA  B I P   	 R e c e b e r   f i c h e i r o   B I P 	 B I P   d o s y a s 1n 1  a l 	 N h n   f i l e   B I P 	 T e r i m a   f i l e   B I P 	 T e r i m a   f a i l   B I P 	 B I P   +	>		2	  *	M	0	>	*	M	$	  	0	G			 	 	 	 B I P   f  j l   f o g a d  s a 	 	 	 	 B I P - b e s t a n d   o n t v a n g e n 	 	 	 P r i m i r e   f i _i e r   B I P 	 	 	     B I P 	 	 	 /1'A*  ~1HF/G  B I P 	 	 	 						  				  					  					 	 	 	 	 	 	 	 	 O n t v a n g   B I P - l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c e b e r   a r q u i v o   B I P 
 
 S T R _ B T _ C O L O N 	 B T M M I 	 T E X T 	 C o l o n   m a r k 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ B T _ O B J _ U N K N O W N 	 B T 	 U N L I M 	 M T K 	 U n k n o w n 	 *gw	 *gw	 D!H#9I1	 D e s c o n o c i d o 	 I n c o n n u 	 U n b e k a n n t 	 58725AB=K5	 S c o n o s c i u t o 	 :J1  E91HA	 D e s c o n h e c i d o 	 B i l i n m i y o r   	 K . x  c   n h 	 T i d a k   d i k e t a h u i 	 T i d a k   d i k e t a h u i 	 		M		>	$		 	 	 	 I s m e r e t l e n 	 	 	 	 O n b e k e n d 	 	 	 N e c u n o s c u t 	 	 	   	 	 	 F'4F'.*G	 	 	 					  	 	 	 	 	 	 	 	 	 O n b e k e n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c o n h e c i d o 
 
 S T R _ B T _ D R M _ P R O H I B I T E D 	 B T 	 P O P U P 	 M T K 	 I n v a l i d   D R M   f i l e , d i s c a r d e d 	 !qHevD R M jHh]Nh	 eHevD R M eN]"N_	 D%L  D R M   D!H9I-,   4IA%I'	 A r c h i v o   D R M   i n v  l i d o ,   d e s c a r t a d o 	 F i c h i e r   D R M   i n v a l i d e ,   i g n o r  	 U n g  l t i g e   D R M - D a t e i ,   i g n o r i e r t 	 >2@5645==K9  D09;  D R M ,   =5  ?@8=OB	 F i l e   D R M   n o n   v a l i d o ,   s c a r t a t o 	 EDA  D R M   :J1  5'D-  *E  1A6G	 F i c h e i r o   D R M   i n v  l i d o ,   r e j e i t a d o 	 G e  e r s i z   D R M   d o s y a s 1,   a t 1l d 1	 F i l e   D R M   k . h p   l ,      h y   b 	 F i l e   D R M   t i d a k   v a l i d ,   d i b u a n g 	 F a i l   D R M   t i d a k   s a h ,   d i s i n g k i r k a n 	 	5	H	'	  D R M   +	>		2	  9		>	  &	G			 	 	 	  r v  n y t e l e n   D R M   f  j l .   T  r  l v e . 	 	 	 	 O n g e l d i g   D R M - b e s t a n d ,   v e r w i j d e r d 	 	 	 F i _i e r   D R M   n e v a l i d ,    n l t u r a t 	 	 	   D R M     ,       	 	 	 ~1HF/G  D R M   F'E9*(1  '3*  F'10'4*G  4/	 	 	 								  						  				,   					  					 	 	 	 	 	 	 	 	 O n g e l d i g e   D R M - l  e r , v e r w e r p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i c h e i r o   D R M   i n v  l i d o ,   r e j e i t a d o 
 
 S T R _ I D _ D C D _ C O N N _ M O D E 	 d c d 	 T I T L E ,   I C O N T E X T 	 C o n n e c t   M o d e 	 C o n n e c t i o n   m o d e 	 #P}!j_	 ޏc!j_	 B+!2#@
7H-!H-	 M o d o   d e   c o n e x i  n   	 M o d e   d e   c o n n e x i o n 	 V e r b i n d u n g s m o d u s 	  568<  ?>4:;NG5=8O	 M o d a l i t    d i   c o n n e s s i o n e 	 H69  'D'*5'D	 M o d o   d e   l i g a   o 	 B a l a n t 1  m o d u 	 C h     k t   n i 	 M o d u s   s a m b u n g a n 	 M o d   s a m b u n g a n 	 	(	G		M	
 6	(	  .	K	!		 	 	 	 K a p c s o l a t   m  d j a 	 	 	 	 V e r b i n d i n g s s t a n d 	 	 	 M o d   c o n e c t a r e 	 	 	   	 	 	 -'D*  '1*('7	 	 	 							  				 	 	 	 	 	 	 	 	 V e r b i n d i n g s m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   c o n e x  o 
 
 S T R _ I D _ D C D _ C O N N _ M A N U A L 	 d c d 	 T W O S T A T E 	 M a n u a l 	 M a n u a l 	 KbR#P}	 KbRޏc	 I'"1'@-	 M a n u a l   	 M a n u e l 	 M a n u e l l 	 @CG=CN	 M a n u a l e 	 J/HJ	 M a n u a l 	 M a n  e l 	 T h   c  n g 	 M a n u a l 	 M a n u a l 	 .	H	(	A		2		 	 	 	 K  z i 	 	 	 	 H a n d l e i d i n g 	 	 	 M a n u a l 	 	 	 	 	 	 /3*	 	 	 									  	 	 	 	 	 	 	 	 	 P e r   h a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a n u a l 
 
 S T R _ I D _ D C D _ C O N N _ H O M E _ O N L Y 	 d c d 	 T W O S T A T E 	 H o m e   N e t w o r k   O n l y 	 H o m e   n e t w o r k   o n l y 	 W+oJBfܕ	 VE+o8nesQ	 @#7-H2"B.!@H21I	 S  l o   r e d   d o m  s t i c a 	 R  s e a u   m a i s o n   s e u l e m e n t 	 N u r   H e i m n e t z w e r k 	 ">;L:>  A2>O  A5BL	 S o l o   r e t e   d o m e s t i c a 	 'D4(C)  'D1&J3J)  AB7	 A p e n a s   r e d e   d o m  s t i c a 	 S a d e c e   e v   a 1	 C h   m n g   g i a    n h 	 H a n y a   j a r i n g a n   a s a l 	 R a n g k a i a n   r u m a h   s a h a j a 	 8	?	0	M	+	  9	K	.	  (	G		5	0	M			 	 	 	 C s a k   o t t h o n i   h  l  z a t 	 	 	 	 A l l e e n   h u i s n e t w e r k 	 	 	 N u m a i   r e ce a   d e   d o m i c i l i u 	 	 	     	 	 	 AB7  4(G  .'F	 	 	 									  			  									  	 	 	 	 	 	 	 	 	 S l e g s   t u i s n e t w e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o m e n t e   r e d e   d o m  s t i c a 
 
 S T R _ I D _ D C D _ S A V E _ P I C T U R E 	 d c d 	 I C O N T E X T 	 S a v e   p i c t u r e 	 S a v e   p i c t u r e 	 2QX[WGr	 OX[VGr	 1@G 2	 G u a r d a r   i m a g e n 	 E n r e g i s t r e r   i m a g e 	 B i l d   s p e i c h e r n 	 !>E@0=8BL  87>1@065=85	 S a l v a   i m m a g i n e 	 -A8  'D5H1)	 G u a r d a r   i m a g e m 	 R e s m i   k a y d e t 	 L u   h  n h 	 S i m p a n   g a m b a r 	 S i m p a n   g a m b a r 	 $	8	M	
 5	@	0	  8	9	G		G			 	 	 	 K  p   m e n t  s e 	 	 	 	 B e e l d   o p s l a a n 	 	 	 S a l v a r e   i m a g i n e 	 	 	   	 	 	 0.J1G  C1/F  *5HJ1	 	 	 			  							  				  	 	 	 	 	 	 	 	 	 B e r g   a f b e e l d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   i m a g e m 
 
 S T R _ I D _ D C D _ R E S T O R E _ F A C T O R Y 	 d c d 	 I C O N T E X T 	 R e s t o r e 	 R e s e t 	 b`__
Q^Mn	 b`
Y_QSMn	 #5@G	 R e i n i c i a r 	 R  i n i t i a l i s e r 	 Z u r  c k s e t z e n 	 !1@>A	 R i p r i s t i n a 	 %9'/)  'D6(7	 R e s t a u r a r 	 S 1f 1r l a 	 C  i   l i 	 A t u r   u l a n g 	 S e t k a n   s e m u l a 	 +	?	0	  8	G	  8	G		  	0	G			 	 	 	 A l a p h e l y z e t 	 	 	 	 R e s e t t e n 	 	 	 R e i n i ci a l i z a r e 	 	 	 	 	 	 ('2F4'F	 	 	 				  			  				  	 	 	 	 	 	 	 	 	 S t e l   t e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d e f i n i r 
 
 S T R _ I D _ D C D _ U P D A T E _ L O G 	 d c d 	 T I T L E ,   I C O N T E X T 	 L o g 	 U p d a t e   l o g 	 Tek	 TekU_	 -1@16	 A c t u a l i z a r   h i s t o r i a l 	 M e t t r e      j o u r   l e   j o u r n a l 	 P r o t o k o l l   a k t u a l i s i e r e n 	 1=>28BL  6C@=0;	 R e g i s t r o   d i   a g g i o r n a m e n t o 	 *-/J+  'D3,D	 R e g i s t o   d e   a c t u a l i z a   o 	 G  n c e l l e m e   k a y d 1	 N h t   k    c p   n h t 	 P e r b a r u i   l o g 	 K e m a s   k i n i   l o g 	 	*	!	G		  *			?		>		 	 	 	 F r i s s  t  s i   n a p l  	 	 	 	 L o g   b i j w e r k e n 	 	 	 A c t u a l i z a r e   j u r n a l 	 	 	   	 	 	 1./'/F'1  (1H213'F	 	 	 		  								  				  	 	 	 	 	 	 	 	 	 W e r k   l o g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a r   l o g 
 
 S T R _ I D _ D C D _ S W I T C H _ O F F 	 d c d 	 I C O N T E X T 	 O f f   D C D 	 S w i t c h   o f f   D C D 	 ܕ_
a(u	 sQ_^(u	 4  D C D 	 D e s a c t i v a r   D C D 	 E t e i n d r e   D C D 	 D C D   a u s s c h a l t e n 	 K:;NG8BL  D C D 	 S p e g n i   D C D 	 %JB'A  D C D 	 D e s l i g a r   D C D 	 D C D ' y i   k a p a t 	 T t   D C D 	 N o n a k t i f k a n   D C D 	 P a d a m   D C D 	 D C D   	K	  ,		&	  	0	G			 	 	 	 D C D   k i k a p c s o l  s a 	 	 	 	 D C D   u i t s c h a k e l e n 	 	 	 O p r i r e   D C D 	 	 	   D C D 	 	 	 .'EH4  1/F  D C D 	 	 	 						  				  				  	 	 	 	 	 	 	 	 	 S k a k e l   D C D   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s l i g a r   D C D 
 
 S T R _ I D _ D C D _ M A N U A L _ U P D A T E _ P R O M P T 	 d c d 	 U N L I M 	 P r o m p t 	 U p d a t i n g .   N e e d   t o   m a n u a l   u p d a t e   n e x t   t i m e . 	 KbRfe]|vw_
a(uN!kTekN KbR|vw0	 KbRfe]Sw_^(uN!kTekN KbRSw0	 3%1-1@  3@GI--1@I'"1'@-C#1I1D	 A c t u a l i z a n d o .   D e b e   a c t u a l i z a r   m a n u a l m e n t e   l a   p r  x i m a   v e z .   	 M i s e      j o u r .   V o u s   d e v r e z   m e t t r e      j o u r   m a n u e l l e m e n t   l a   p r o c h a i n e   f o i s . 	 A k t u a l i s i e r u n g .   M u s s   b e i m   n  c h s t e n   M a l   m a n u e l l   a k t u s l i e r t   w e r d e n . 	 1=>2;5=85.     A;54CNI89  @07  =5>1E>48<>  >1=>28BL  2@CG=CN. 	 A g g i o r n a m e n t o   i n   c o r s o .   I l   p r o s s i m o   a g g i o r n a m e n t o   s a r    m a n u a l e . 	 ,'1M  'D*-/J+.   J,(  %,1'!  'D*-/J+  J/HJK'  AJ  'DE1)  'D*'DJ). 	 A   a c t u a l i z a r .      n e c e s s  r i o   a c t u a l i z a r   m a n u a l m e n t e   n a   p r  x i m a   v e z . 	 G  n c e l l e n i y o r .   B i r   d a h a k i   s e f e r e   m a n  e l   g  n c e l l e m e   g e r e k l i . 	 C p   n h t .   C n   c p   n h t   t h   c  n g     l n   t i p   t h e o . 	 M e m p e r b a r u i .   P a d a   w a k t u   b e r i k u t n y a ,   h a r u s   m e m p e r b a r u i   s e c a r a   m a n u a l . 	 M e n g e m a s   k i n i .   P e r l u   m e n g e m a s   k i n i   s e c a r a   m a n u a l   p a d a   k a l i   k e m u d i a n . 	 	*	!	G		  	0	  0	9	>	  9	H	d	  		2	@	  ,	>	0	  .	H	(	A		2	  "			  8	G	  	*	!	G		  	0	(	>	  9	K		>	d		 	 	 	 F r i s s  t  s .   K  z i   f r i s s  t  s r e   v a n   s z  k s  g   a   l e g k  z e l e b b i   a l k a l o m m a l . 	 	 	 	 B e z i g   m e t   b i j w e r k e n .   V o l g e n d e   k e e r   m o e t   h a n d m a t i g   w o r d e n   b i j g e w e r k t . 	 	 	 S e   a c t u a l i z e a z .   D a t a   v i i t o a r e   n e c e s i t   a c t u a l i z a r e   m a n u a l . 	 	 	 .               . 	 	 	 /1-'D  (1H213'F.   F'2EF/  (1H213'F  /3*  (1'  ('1  (9/. 	 	 	 								  				d	  							  				  									  								  				  							  			d	  	 	 	 	 	 	 	 	 	 W e r k   t a n s   b y .   M o e t   v o l g e n d e   k e e r   p e r   h a n d   b y w e r k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a n d o .   N e c e s s  r i a   a t u a l i z a   o   m a n u a l   d a   p r  x i m a   v e z . 
 
 S T R _ I D _ D C D _ M A N U A L _ U P D A T E _ A G A I N 	 d c d 	 U N L I M 	 U p d a t e   a g a i n 	 S y n c   f a i l e d .   M a n u a l   u p d a t e   a g a i n ? 	 Tek1YWe/f&T Q!kfe	 Tek1Y%/f&T Q!kfe	 4L%I!@+%'  -1@I'"1'@--5#1I+#7-D!H? 	 F a l l o   s i n c .    a c t u a l i z a r   m a n u a l m e n t e   n u e v a m e n t e ? 	 E c h e c   d e   s y n c .   M i s e      j o u r   m a n u e l l e  ? 	 S y n c h r o n i s i e r u n g   f e h l g e s c h l a g e n .   N o c h m a l s   m a n u e l l   a k t u a l i s i e r e n ? 	 !1>9  A8=E@>=870F88.   >2B>@8BL  >1=>2;5=85  2@CG=CN? 	 S i n c .   n o n   r i u s c i t a .   A g g i o r n a r e   d i   n u o v o   m a n u a l m e n t e ? 	 A4D  'D*2'EF.   'D*-/J+  J/HJK'  E1)  #.1I	 A   s i n c r o n i z a   o   f a l h o u .   A c t u a l i z a r   d e   n o v o   m a n u a l m e n t e ? 	 S e n k r o n i z a s y o n   b a _a r 1s 1z .   M a n  e l   g  n c e l l e m e   y a p 1l s 1n   m 1? 	 K h  n g   t h   n g   b .   C p   n h t   t h   c  n g   l i ? 	 S i n k r o n i s a s i   g a g a l .   P e m b a r u a n   m a n u a l   l a g i ? 	 P e n y e g e r a k k a n   g a g a l .   K e m a s   k i n i   s e c a r a   m a n u a l   s e k a l i   l a g i ? 	 8	.		>	2	?		$	>	  (	>		>	.	  0	9	@	d	  +	?	0	  8	G	  .	H	(	A		2	  	*	!	G		  	0	G		? 	 	 	 	 S i k e r t e l e n   s z i n k .    j   k  z i   f r i s s  t  s ? 	 	 	 	 S y n c h r o n i s a t i e   m i s l u k t .   W e e r   h a n d m a t i g   b i j w e r k e n ? 	 	 	 S i n c r o n i z a r e   n e r e u _i t .   A c t u a l i z a ci   d i n   n o u   m a n u a l ? 	 	 	   .           ? 	 	 	 GE3'F  3'2  F'EHAB  (H/.   (1H213'F  /3*  /H('1G  'F,'E  4H/	 	 	 									  				  						  					d	  				  									  								  			? 	 	 	 	 	 	 	 	 	 S i n k r .   h e t   m i s l u k .   W e r k   w e e r   p e r   h a n d   b y ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   s i n c r o n i z a   o .   A t u a l i z a   o   m a n u a l   n o v a m e n t e ? 
 
 S T R _ I D _ D C D _ R E S T O R E _ C O M P L E T E D 	 d c d 	 P O P U P 	 R e s t o r e 	 R e s e t   c o m p l e t e 	 ]b`_	 ]b`
Y	 #5@G*!9#L	 R e i n i c i o   f i n a l i z a d o 	 R  i n i t i a l i s a t i o n   t e r m i n  e 	 R  c k s e t z v o r g a n g   a b g e s c h l o s s e n 	 !1@>A  2K?>;=5=	 R i p r i s t i n o   c o m p l e t a t o 	 'C*ED*  %9'/)  'D6(7	 R e s t a u r o   c o n c l u  d o 	 S 1f 1r l a m a   t a m a m l a n d 1	 H o  n   t t   c  i   l i 	 P e n g a t u r a n   u l a n g   s e l e s a i 	 S e t k a n   s e m u l a   s e l e s a i 	 +	?	0	  8	G	  8	G		  	0	(	>	  *	B	0	>	  9	A			 	 	 	 V i s s z a  l l  t  s   k  s z 	 	 	 	 R e s e t   v o l t o o i d 	 	 	 R e i n i ci a l i z a r e   t e r m i n a t 	 	 	   	 	 	 ~''F  ('2F4'F	 	 	 				  			  							  						 	 	 	 	 	 	 	 	 T e r u g s t e l   v o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e i n  c i o   c o n c l u  d o 
 
 S T R _ I D _ D C D _ L A S T _ S Y N C _ R E S U L T 	 d c d 	 U N L I M 	 L o g 	 L a s t   s y n c   r e s u l t : 	 
N!kTekP}g	 
N!kTek~g	 %%1L2#4L%H2*8: 	  l t i m o   r e s u l t a d o   d e   s i n c . : 	 R  s u l t a t   d e   d e r n i  r e   s y n c  : 	 L e t z t e s   S y n c h r o n i s i e r u n g s e r g e b n i s : 	  57C;LB0B  ?>A;54=59  A8=E@>=870F88: 	 R i s u l t a t o   u l t i m a   s i n c . : 	 F*J,)  'D*2'EF  'D#.J1: 	 R e s u l t a d o   d a    l t i m a   s i n c r o n i z a   o : 	 S o n   s e n k r o n i z a s y o n   s o n u c u : 	 K t   q u   n g   b   g n   n h t : 	 H a s i l   s i n k r o n i s a s i   t e r a k h i r : 	 H a s i l   p e n y e g e r a k k a n   t e r a k h i r : 	 		$	?	.	  8	.		>	2	?		$	>	  *	0	?	#	>	.	: 	 	 	 	 L e g u t  b b i   s z i n k r .   e r e d m  n y e : 	 	 	 	 R e s u l t a a t   v a n   l a a t s t e   s y n c h r o n i s a t i e : 	 	 	 R e z u l t a t   u l t i m a   s i n c r o n i z a r e : 	 	 	     : 	 	 	 F*,G  H'~3F  GE3'F  3'2: 	 	 	 													  							  		: 	 	 	 	 	 	 	 	 	 L a a s t e   s i n k r .   u i t s l a g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s u l t a d o   d a    l t i m a   s i n c r o n i z a   o : 
 
 S T R _ I D _ D C D _ L A S T _ S Y N C _ T I M E 	 d c d 	 U N L I M 	 L o g 	 L a s t   s y n c   t i m e : 	 
N!kTekBf	 
N!kTeke	 @'%22#4L%H2*8: 	  l t i m a   h o r a   d e   s i n c . : 	 H e u r e   d e   d e r n i  r e   s y n c  : 	 L e t z t e   S y n c h r o n i s i e r u n g s z e i t : 	 @5<O  ?>A;54=59  A8=E@>=870F88: 	 O r a   u l t i m a   s i n c . : 	 HB*  'D*2'EF  'D#.J1: 	 H o r a   d a    l t i m a   s i n c r o n i z a   o : 	 S o n   s e n k r o n i z a s y o n   z a m a n 1: 	 L n   n g   b   g n   n h t : 	 W a k t u   s i n k r o n i s a s i   t e r a k h i r : 	 W a k t u   p e n y e g e r a k k a n   t e r a k h i r : 	 		$	?	.	  8	.		>	2	?		$	>	  8	.	/	: 	 	 	 	 L e g u t  b b i   s z i n k r .   i d e j e : 	 	 	 	 T i j d   v a n   l a a t s t e   s y n c h r o n i s a t i e : 	 	 	 O r a   u l t i m e i   s i n c r o n i z r i : 	 	 	     : 	 	 	 2E'F  H'~3F  GE3'F  3'2: 	 	 	 													  							  			: 	 	 	 	 	 	 	 	 	 L a a s t e   s i n k r .   t y d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a   d a    l t i m a   s i n c r o n i z a   o : 
 
 S T R _ I D _ D C D _ F A I L _ C A U S E 	 d c d 	 U N L I M 	 L o g 	 F a i l u r e   c a u s e : 	 1YWeSV	 1Y%SV	 *2@+8'2!%I!@+%': 	 C a u s a   d e   f a l l o : 	 C a u s e   d   c h e c  : 	 A u s f a l l u r s a c h e : 	 @8G8=0  A1>O: 	 C a u s a   a n o m a l i a : 	 3((  'DA4D: 	 C a u s a   d a   f a l h a : 	 B a _a r 1s 1z l 1k   s e b e b i : 	 N g u y  n   n h  n   l i : 	 P e n y e b a b   k e g a g a l a n : 	 S e b a b   k e g a g a l a n : 	 (	>		>	.	@	  	>	  	>	0	#	: 	 	 	 	 H i b a   o k a : 	 	 	 	 O o r z a a k   v a n   m i s l u k k i n g : 	 	 	 M o t i v   e _e c : 	 	 	   : 	 	 	 /DD  9/E  EHAB*: 	 	 	 						  				  				: 	 	 	 	 	 	 	 	 	 O o r s a a k   v a n   f o u t : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a u s a   d e   f a l h a : 
 
 S T R _ I D _ D C D _ N E X T _ S Y N C _ T I M E 	 d c d 	 U N L I M 	 L o g 	 N e x t   s y n c   t i m e : 	 N!kTekBf	 N!kTeke	 @'%22#4L#1I1D: 	 P r  x i m a   h o r a   d e   s i n c . : 	 H e u r e   d e   p r o c h a i n e   s y n c  : 	 N  c h s t e   S y n c h r o n i s i e r u n g s z e i t : 	 @5<O  A;54CNI59  A8=E@>=870F88: 	 O r a   p r o s s i m a   s i n c . : 	 HB*  'D*2'EF  'D*'DJ: 	 H o r a   d a   p r  x i m a   s i n c r o n i z a   o : 	 S o n r a k i   s e n k r o n i z a s y o n   z a m a n 1: 	 L n   n g   b   t i p   t h e o : 	 W a k t u   s i n k r o n i s a s i   b e r i k u t n y a : 	 W a k t u   p e n y e g e r a k k a n   k e m u d i a n : 	 		2	>	  8	.		>	2	?		$	>	  8	.	/	: 	 	 	 	 L e g k  z e l e b b i   s z i n k r .   i d e j e : 	 	 	 	 T i j d   v a n   v o l g e n d e   s y n c h r o n i s a t i e : 	 	 	 O r a   s i n c r o n i z r i i   v i i t o a r e : 	 	 	     : 	 	 	 2E'F  GE3'F  3'2  (9/:   	 	 	 													  							  			: 	 	 	 	 	 	 	 	 	 V o l g e n d e   s i n k r .   t y d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a   d a   p r  x i m a   s i n c r o n i z a   o : 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 1 	 d c d 	 U N L I M 	 L o g 	 7 0 1 ( X M L   p a c k a g e   e r r o r ) 	 7 0 1 ( TekVaS-N	gX M L [vvagQ[FO/f<h_/) 	 7 0 1 ( TekT^S-N	gX M L ĉ[vv^Q[FO/f<h_) 	 A@  X M L   4%2	 E r r o r   d e   p a q u e t e   X M L 	 E r r e u r   d e   p a q u e t   X M L 	 X M L - P a k e t f e h l e r 	 7 0 1 ( H81:0  ?0:5B0  X M L ) 	 E r r o r e   p a c c h e t t o   X M L 	 .7#  AJ  -2E)  X M L   	 E r r o   d e   p a c o t e   X M L 	 X M L   p a k e t   h a t a s 1	 L i   g  i   X M L 	 7 0 1   ( K e s a l a h a n   p a d a   p a k e t   X M L ) 	 R a l a t   p a k e j   X M L 	 X M L   *	H		G		  $	M	0	A		?		 	 	 	 X M L   c s o m a g h i b a 	 	 	 	 F o u t   i n   X M L - p a k k e t 	 	 	 e r o a r e   p a c h e t   X M L 	 	 	     X M L 	 	 	 .7'  /1  (3*G  X M L 	 	 	 								  								  			  	 	 	 	 	 	 	 	 	 X M L - p a k k e t f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 1   ( e r r o   d e   p a c o t e   X M L ) 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 2 	 d c d 	 U N L I M 	 L o g 	 7 0 2 ( N o   X M L   c o n t e n t   i n   p a c k a g e ) 	 7 0 2 ( 6e0RTekVaSFO/fS-Nl	gNUOX M L <h_vgQ[) 	 7 0 2 ( 6e0RTekT^SFO/fS-Nl	gNUOX M L <h_vQ[) 	 D!H!5@7I-+2  X M L   CA@	 N o   h a y   c o n t e n i d o   X M L   e n   p a q u e t e   	 A u c u n   c o n t e n u   X M L   d a n s   l e   p a q u e t 	 K e i n   X M L - I n h a l t   i m   P a k e t 	 7 0 2 (   ?0:5B5  >BACBAB2C5B  X M L - A>45@68<>5) 	 N e s s u n   c o n t e n u t o   X M L   n e l   p a c c h e t t o 	 D'  JH,/  E-*HI  X M L   AJ  'D-2E)	 N e n h u m   c o n t e  d o   X M L   n o   p a c o t e 	 P a k e t t e   X M L   i  e r i k   y o k 	 K h  n g   c    n i   d u n g   X M L   t r o n g   g  i 	 7 0 2   ( T i d a k   a d a   k o n t e n   X M L   d a l a m   p a k e t ) 	 T i a d a   k a n d u n g a n   X M L   d a l a m   p a k e j 	 *	H		G		  .	G		  	K		  X M L   8	>	.		M	0	@	  (	9	@		  9	H		 	 	 	 N i n c s   X M L - t a r t a l o m   a   c s o m a g b a n 	 	 	 	 G e e n   X M L - g e g e v e n s   i n   p a k k e t 	 	 	 N u   e x i s t   c o n ci n u t   X M L    n   p a c h e t 	 	 	     X M L   	 	 	 G  E-*H'  X M L   '  /1  (3*G  F3*	 	 	 								  										  			  									  			  	 	 	 	 	 	 	 	 	 G e e n   X M L - i n h o u d   i n   p a k k e t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 2   ( n e n h u m   c o n t e  d o   X M L   n o   p a c o t e ) 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 3 	 d c d 	 U N L I M 	 L o g 	 7 0 3 ( E r r o r   i n   s y n c   p a c k a g e ) 	 7 0 3 ( 6e0RN	aSFON	aS<h_/) 	 7 0 3 ( 6e0RN}T^SFON}T^S<h_) 	 4%2CA@2#4L	 E r r o r   e n   p a q u e t e   d e   s i n c .   	 E r r e u r   d e   p a q u e t   s y n c 	 F e h l e r   i m   S y n c h r o n i s i e r u n g s p a k e t 	 7 0 3 ( H81:0  2  ?0:5B5  A8=E@>=870F88) 	 E r r o r e   n e l   p a c c h e t t o   d i   s i n c . 	 .7#  AJ  -2E)  'D*2'EF	 E r r o   n o   p a c o t e   d e   s i n c r o n i z a   o 	 S e n k r o n i z a s y o n   p a k e t i n d e   h a t a 	 L i   t r o n g   g  i   n g   b 	 7 0 3   ( K e s a l a h a n   p a d a   p a k e t   s i n k r o n i s a s i ) 	 R a l a t   d a l a m   p a k e j   p e n y e g e r a k k a n 	 8	.		>	2	?		$	>	  *	H		G		  .	G		  $	M	0	A		?		 	 	 	 H i b a   a   s z i n k r .   c s o m a g b a n 	 	 	 	 F o u t   i n   s y n c h r o n i s a t i e p a k k e t 	 	 	 E r o a r e   l a   s i n c r o n i z a r e a   p a c h e t u l u i 	 	 	     	 	 	 .7'  /1  (3*G  GE3'F  3'2	 	 	 											  								  				 	 	 	 	 	 	 	 	 F o u t   m e t   s i n k r .   p a k k e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 3   ( E r r o   n o   p a c o t e   d e   s i n c r o n i z a   o ) 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 4 	 d c d 	 U N L I M 	 L o g 	 7 0 4 ( F a i l   t o   g e t   s y n c   p a c k a g e   o r   n o   c o n t e n t   i n   i t ) 	 7 0 4 ( l	g6e0RN	VaSbS-N
NSbgQ[) 	 7 0 4 ( l	g6e0RN}T^SbS-N
NSbQ[) 	 D!H*2!2##12#4LA@2#4L  +#7-D!H!5@7I-+2-"9H 2"C	 N o   p u d o   o b t e n e r   p a q u e t e   d e   s i n c .   o   n o   h a y   c o n t e n i d o   e n   e l   m i s m o   	 E c h e c   d  o b t e n t i o n   d e   p a q u e t   d e   s y n c   o u   a u c u n   c o n t e n u 	 S y n c h r o n i s i e r u n g s p a k e t   k o n n t e   n i c h t   b e z o g e n   w e r d e n   o d e r   e s   h a t   k e i n e n   I n h a l t 	 7 0 4 ( 5  C40;>AL  ?>;CG8BL  ?0:5B  A8=E@>=870F88  8;8  >=  ?CAB) 	 I m p o s s i b i l e   o t t e n e r e   p a c c h e t t o   d i   s i n c .   o   n o n      p r e s e n t e   a l c u n   c o n t e n u t o 	 A4D  'D-5HD  9DI  -2E)  'D*2'EF  #H  D'  JH,/  E-*HI  (G'	 F a l h a   a o   o b t e r   p a c o t e   d e   s i n c r o n i z a   o   o u   p a c o t e   s e m   c o n t e  d o 	 S e n k r o n i z a s y o n   p a k e t i   a l 1n a m a d 1  v e y a   p a k e t t e   i  e r i k   y o k 	 K . t h   n h n   g  i   . b   h o c   k . c    n i   d u n g   b  n   t r o n g 	 7 0 4   ( G a g a l   m e n d a p a t k a n   p a k e t   s i n k r o n i s a s i   a t a u   t i d a k   a d a   k o n t e n   d i   d a l a m n y a ) 	 G a g a l   m e n e r i m a   p a k e j   p e n y e g e r a k k a n   a t a u   t i a d a   k a n d u n g a n   d a l a m n y a 	 8	.		>	2	?		$	>	  *	H		G		  *	M	0	>	*	M	$	  	0	(	G	  .	G		  (	>		>	.	  0	9	>	  /	>	  	8	.	G		  	K		  8	>	.		M	0	@	  (	9	@		  9	H		 	 	 	 A   s z i n k r .   c s o m a g   l e t  l t  s e   s i k e r t e l e n ,   v a g y    r e s 	 	 	 	 S y n c h r o n i s a t i e p a k k e t   k o n   n i e t   o n t v a n g e n   w o r d e n   o f   b e v a t t e   g e e n   i n h o u d . 	 	 	 E r o a r e   l a   o b ci n e r e a   p a c h e t u l u i   s i n c r o n i z a t   s a u   n u   e x i s t   c o n ci n u t 	 	 	                 	 	 	 /1'A*  (3*G  GE3'F  3'2  F'EHAB  (H/  '  "FG  E-*H'  /1  "F  'A*  F4/	 	 	 											  							  				  						  		  			  			  									  				 	 	 	 	 	 	 	 	 K o n   n i e   s i n k r .   p a k k e t   k r y   n i e ,   o f   g e e n   i n h o u d   d a a r i n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 4   ( f a l h a   e m   o b t e r   p a c o t e   d e   s i n c r o n i z a   o   o u   n e n h u m   c o n t e  d o   n e l e ) 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 5 	 d c d 	 U N L I M 	 L o g 	 7 0 5 ( N o t   e n o u g h   m e m o r y ) 	 7 0 5 ( aԚ
N) 	 7 0 5 ( X[Pzz
N) 	 +H'"'2!3D!H@5"-	 N o   h a y   s u f i c i e n t e   m e m o r i a 	 M  m o i r e   i n s u f f i s a n t e 	 S p e i c h e r   r e i c h t   n i c h t   a u s 	 7 0 5 ( 54>AB0B>G=>  ?0<OB8) 	 M e m o r i a   i n s u f f i c i e n t e 	 'D0'C1)  :J1  C'AJ)	 M e m  r i a   i n s u f i c i e n t e 	 Y e t e r l i   b e l l e k   y o k 	 K h  n g     b   n h 	 7 0 5   ( M e m o r i   t i d a k   c u k u p ) 	 I n g a t a n   t i d a k   m e n c u k u p i 	 *	0	M	/	>	*	M	$	  8	M	.	C	$	?	  (	9	@		  9	H		 	 	 	 N i n c s   e l  g   m e m  r i a 	 	 	 	 O n v o l d o e n d e   g e h e u g e n 	 	 	 M e m o r i e   i n s u f i c i e n t 	 	 	       	 	 	 -'A8G  C'A  FJ3*	 	 	 								  						  			  	 	 	 	 	 	 	 	 	 O n v o l d o e n d e   g e h e u e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 5   ( M e m  r i a   i n s u f i c i e n t e ) 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 6 	 d c d 	 U N L I M 	 L o g 	 7 0 6 ( N e t w o r k   n o t   a v a i l a b l e ) 	 7 0 6 ( }
NS(u) 	 7 0 6 ( Q~
NS(u) 	 @#7-H2"C
ID!HDI	 R e d   n o   d i s p o n i b l e 	 R  s e a u   n o n   d i s p o n i b l e 	 N e t z w e r k   n i c h t   v e r f  g b a r 	 7 0 6 ( !5BL  =54>ABC?=0) 	 R e t e   n o n   d i s p o n i b i l e 	 'D4(C)  :J1  E*'-)	 R e d e   n  o   d i s p o n  v e l 	 A   k u l l a n 1l a m 1y o r 	 M n g   k h  n g   c    s n 	 7 0 6   ( J a r i n g a n   t i d a k   t e r s e d i a ) 	 R a n g k a i a n   t i d a k   b o l e h   d i d a p a t i 	 (	G		5	0	M		  		*	2	,	M	'	  (	9	@		  9	H		 	 	 	 A   h  l  z a t   n e m   e l  r h e t Q	 	 	 	 N e t w e r k   n i e t   b e s c h i k b a a r 	 	 	 R e ce a   i n d i s p o n i b i l 	 	 	     	 	 	 4(CG  /1/3*13  FJ3*	 	 	 									  					  						  		  	 	 	 	 	 	 	 	 	 N e t w e r k   n i e   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 6   ( R e d e   i n d i s p o n  v e l ) 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 7 	 d c d 	 U N L I M 	 L o g 	 7 0 7 ( N e t w o r k   b u s y ) 	 7 0 7 ( }_}) 	 7 0 7 ( Q~ck_) 	 @#7-H2"D!H'H2	 R e d   o c u p a d a 	 R  s e a u   o c c u p  	 N e t z w e r k   a u s g e l a s t e t 	 7 0 7 ( !5BL  70=OB0) 	 R e t e   o c c u p a t a 	 'D4(C)  E4:HD)	 R e d e   o c u p a d a 	 A   m e _g u l 	 M n g   b n 	 7 0 7   ( J a r i n g a n   s i b u k ) 	 R a n g k a i a n   s i b u k 	 (	G		5	0	M		  5	M	/	8	M	$	  9	H		 	 	 	 A   h  l  z a t   f o g l a l t 	 	 	 	 N e t w e r k   b e z e t 	 	 	 R e ce a   o c u p a t 	 	 	   	 	 	 4(CG  '4:'D  '3*	 	 	 									  						  	 	 	 	 	 	 	 	 	 N e t w e r k   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 7   ( R e d e   o c u p a d a ) 
 
 S T R _ I D _ D C D _ S Y N C _ E R R C O D E _ 7 0 8 	 d c d 	 U N L I M 	 L o g 	 7 0 8 ( S e r v e r   t i m e o u t ) 	 7 0 8 ( :O
ghVBf) 	 7 0 8 ( 
gRhVe) 	 @4#L@'-#LD!L@-2L	 T i e m p o   l  m i t e   d e l   s e r v i d o r 	 E x p i r a t i o n   d u   s e r v e u r 	 S e r v e r t i m e o u t 	 7 0 8 ( @5<O  >6840=8O  A5@25@0  8AB5:;>) 	 T i m e o u t   s e r v e r 	 'F*G*  EGD)  'D.'/E	 T e m p o   l i m i t e   d o   s e r v i d o r 	 S u n u c u   z a m a n a _1m 1n a   u r a d 1	 M  y   c h   t m   d n g 	 7 0 8   ( W a k t u   s e r v e r   h a b i s ) 	 T a m a t   m a s a   p e l a y a n 	 8	0	M	5	0	  	>	  8	.	/	  8	.	>	*	M	$	  9	K	  	/	>	  9	H		 	 	 	 K i s z o l g  l    i d Qt  l l  p  s e 	 	 	 	 S e r v e r t i j d   v e r s t r e k e n 	 	 	 T i m p   e x p i r a t   l a   s e r v e r 	 	 	     	 	 	 EGD*  '1*('7  ('  31H1	 	 	 							  				  			  	 	 	 	 	 	 	 	 	 B e d i e n e r t y d   v e r s t r e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7 0 8   ( T e m p o   l i m i t e   d o   s e r v i d o r ) 
 
 S T R _ I D _ D C D _ R E F R E S H 	 d c d 	 T I T L E ,   I C O N T E X T 	 R e f r e s h 	 R e f r e s h 	 7Re	 7Re	 #5@#
	 R e f r e s c a r 	 A c t u a l i s e r 	 A k t u a l i s i e r e n 	 1=>28BL	 A g g i o r n a 	 *-/J+	 A c t u a l i z a r 	 Y e n i l e 	 C p   n h t 	 R e f r e s h 	 S e g a r k a n   s e m u l a 	 0	?	+	M	0	G	6	  	0	G			 	 	 	 F r i s s  t  s 	 	 	 	 V e r n i e u w e n 	 	 	 R e  m p r o s p t a r e 	 	 	 	 	 	 ('2"H1	 	 	 							  				  	 	 	 	 	 	 	 	 	 V e r f r i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a r 
 
 S T R _ I D _ D C D _ D O W N L O A D _ S Y N C P K G 	 d c d 	 P O P U P C O N F I R M 	 D o w n l o a d   p a c k a g e 	 D o w n l o a d i n g   p a c k a g e 	 ck(WN	ǌeS	 ck(WN}pencS	 3%12'LB+%A@	 D e s c a r g a n d o   p a q u e t e 	 T  l  c h a r g e m e n t   d e   p a q u e t 	 P a k e t   w i r d   h e r u n t e r g e l a d e n 	 03@C605BAO  ?0:5B	 D o w n l o a d   p a c c h e t t o 	 ,'1M  *F2JD  'D-2E)	 A   t r a n s f e r i r   p a c o t e 	 P a k e t   i n d i r i l i y o r 	 a n g   t i   g  i   n g   d n g 	 M e n - d o w n l o a d   p a k e t 	 M e m u a t   t u r u n   p a k e j 	 *	H		G		  !	>			(	2	K	!	  	0	  0	9	>	  9	H		 	 	 	 C s o m a g   l e t  l t  s e 	 	 	 	 P a k k e t   w o r d t   g e d o w n l o a d 	 	 	 S e   d e s c a r c   p a c h e t u l 	 	 	   	 	 	 /1-'D  ('11  (3*G	 	 	 							  							  					  	 	 	 	 	 	 	 	 	 L a a i   t a n s   p a k k e t   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a n d o   p a c o t e 
 
 S T R _ I D _ D C D _ D O W N L O A D _ I M A G E 	 d c d 	 P O P U P C O N F I R M 	 D o w n l o a d   i m a g e s 	 D o w n l o a d i n g   i m a g e s 	 ck(WN	WGr	 ck(WN}VGr	 3%12'LB+% 2	 D e s c a r g a n d o   i m  g e n e s 	 T  l  c h a r g e m e n t   d  i m a g e s 	 B i l d e r   w e r d e n   h e r u n t e r g e l a d e n 	 03@C60NBAO  87>1@065=8O	 D o w n l o a d   i m m a g i n i 	 ,'1M  *F2JD  'D5H1	 A   t r a n s f e r i r   i m a g e n s 	 R e s i m l e r   i n d i r i l i y o r 	 a n g   t i   n h 	 M e n - d o w n l o a d   f o t o 	 M e m u a t   t u r u n   i m e j 	 	?	$	M	0	  !	>			(	2	K	!	  	0	  0	9	>	  9	H		 	 	 	 K  p e k   l e t  l t  s e 	 	 	 	 B e e l d e n   w o r d e n   g e d o w n l o a d 	 	 	 S e   d e s c a r c   i m a g i n i 	 	 	   	 	 	 /1-'D  ('11  *5H1G'	 	 	 			  							  						 	 	 	 	 	 	 	 	 L a a i   t a n s   a f b e e l d i n g s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a n d o   i m a g e n s 
 
 S T R _ I D _ D C D _ R E A D _ S T O R Y _ D I S P L A Y 	 d c d 	 I C O N T E X T 	 D i s p l a y 	 R e a d   s t o r y   d i s p l a y 	 o:y];S	 >f:y]Sy	 -H2@7I-@#7H-5HA*	 L e e r   h i s t o r i a   e n   p a n t a l l a 	 E c r a n   d e   l e c t u r e   d e   l  a r t i c l e 	 S t o r y a n z e i g e   l e s e n 	 8A?;59  GB5=8O  8AB>@88	 L e g g i   d i s p l a y   s t o r i a 	 916  'D#.('1  'DEB1H!)	 L e r   h i s t  r i a 	 Y a z 1  g  r  n t  l e 	 H i n   t h   c   t r u y n 	 T a m p i l a n   b a c a   k i s a h 	 B a c a   p a p a r a n   c e r i t a 	 8	M		K	0	@	  !	?	8	M	*	M	2	G	  *	]	G			 	 	 	 T  r t  n e t   k i j e l z  s   o l v a s  s a 	 	 	 	 G e t o o n d   v e r h a a l   l e z e n 	 	 	 A f i _a r e   c i t i r e   r e l a t a r e 	 	 	     	 	 	 FE'4  .H'F4  ,3*'1	 	 	 									  			  						  				  	 	 	 	 	 	 	 	 	 L e e s   s t o r i e s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x i b i   o   d e   h i s t  r i a   l i d a 
 
 S T R _ I D _ D C D _ S Y N C _ C O M P L E T E D 	 d c d 	 P O P U P C O N F I R M 	 C o m p l e t e   d o w n l o a d 	 S y n c   c o m p l e t e 	 Tek][b	 Tek][b	 4L*!9#L	 S i n c .   F i n a l i z a d a 	 S y n c   t e r m i n  e 	 S y n c h r o n i s i e r u n g   a b g e s c h l o s s e n 	 !8=E@>=870F8O  7025@H5=0	 S i n c .   c o m p l e t a 	 'F*GI  'D*2'EF	 S i n c r o n i z a   o   c o n c l u  d a 	 S e n k r o n i z a s y o n   t a m a m l a n d 1	 H o  n   t t   n g   b 	 S i n k r o n i s a s i   s e l e s a i 	 P e n y e g e r a k k a n   s e l e s a i 	 8	.		>	2	?	$	>	  *	B	0	@	  9	A			 	 	 	 S z i n k r .   k  s z 	 	 	 	 S y n c h r o n i s a t i e   v o l t o o i d 	 	 	 S i n c r o n i z a r e   t e r m i n a t 	 	 	   	 	 	 ~''F  GE3'F  3'2	 	 	 											  							  					  	 	 	 	 	 	 	 	 	 S i n k r .   v o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   c o n c l u  d a 
 
 S T R _ I D _ D C D _ M A N U A L _ U P D A T E _ S T O R A G E _ F U L L 	 d c d 	 U N L I M 	 S t o r a g e   f u l l 	 Q u o t a   e x c e e d e d !   P l e a s e   d e l e t e   s a v e d   s t o r i e s   o r   u n s u b s c r i b e   s o m e   c h a n n e l s . 	 M[zz
Nˊ*Rd]X[;Sb R;S0	 [zz
N Rd]X[Syb RS0	 @4B'I2!   B#%@#7H-5H1@GD'I  +#7-@%42#@G*!2
42
H-2	  C u o t a   s o p r e p a s a d a !   P o r   f a v o r   b o r r e   h i s t o r i a s   g u a r d a d a s   o   c a n c e l e   l a   s u b s c r i p c i  n   a   a l g u n o s   c a n a l e s .   	 Q u o t a   d  p a s s   !   V e u i l l e z   e f f a c e r   d e s   a r t i c l e s   s a u v e g a r d  s   o u   d  s a b o n n e r   d e s   c h a  n e s . 	 Q u o t e n    b e r s c h r i t t e n !   L  s c h e n   S i e   b i t t e   g e s p e i c h e r t e   S t o r i e s   o d e r   k  n d i g e n   S i e   d a s   A b o n n e m e n t   e i n i g e r   K a n  l e . 	 @52KH5=0  :2>B0!   #40;8B5  A>E@0=5==K5  8AB>@88  8;8  >B<5=8B5  ?>4?8A:C  =0  =5:>B>@K5  :0=0;K. 	 Q u o t a   s u p e r a t a !   E l i m i n a r e   l e   s t o r i e   s a l v a t e   o   a n n u l l a   s o t t o s c r i z i o n e   a d   a l c u n i   c a n a l i . 	 *E  *,'H2  'D-5)  'DEB11)!   J1,I  -0A  (96  'D#.('1  #H  %D:'!  'D'4*1'C  AJ  (96  'DBFH'*. 	 Q u o t a   e x c e d i d a !   E l i m i n e   a l g u m a s   h i s t  r i a s   g u a r d a d a s   o u   c a n c e l e   a   s u b s c r i   o   d e   a l g u n s   c a n a i s . 	 K o t a   a _1l d 1!   L  t f e n   k a y 1t l 1  y a z 1l a r 1  s i l i n   v e y a   b a z 1  k a n a l l a r d a n   a b o n e l i i n i z i   k a l d 1r 1n . 	 Q u    d u n g   l n g !   H  y   x  a   b t   c  c   t r u y n      l u   h o c   h y   n g   k    m t   s   k  n h . 	 K u o t a   t e r l a m p a u i !   H a p u s   k i s a h   t e r s i m p a n   a t a u   h e n t i k a n   l a n g g a n a n   b e b e r a p a   s a l u r a n . 	 K u o t a   d i l e b i h i !   S i l a   h a p u s k a n   c e r i t a   t e r s i m p a n   a t a u   b a t a l k a n   l a n g g a n a n   k e p a d a   b e b e r a p a   s a l u r a n . 	 	K		>	  	'	?		  9	K	  	/	>	!   	C	*	/	>	  8	9	G		@	  8	M		K	0	@	[	  	K	  9		>			  /	>	  	A		  	H	(	2	K		  	@	  8	&	8	M	/	$	>	  8	.	>	*	M	$	  	0	G		d		 	 	 	 A   k v  t a   t  l l  p v e !   T  r  l j  n   n  h  n y   m e n t e t t   t  r t  n e t e t   v a g y   s z  n t e s s e   m e g   a z   e l Qf i z e t  s  t   e g y e s   c s a t o r n  k r a . 	 	 	 	 Q u o t a   o v e r s c h r e d e n !   V e r w i j d e r   d e   o p g e s l a g e n   v e r h a l e n   o f   a n n u l e e r   h e t   a b o n e m e n t   o p   s o m m i g e   k a n a l e n . 	 	 	 C o t   d e p _i t !   ^t e r g e ci   u n e l e   r e l a t r i   s a l v a t e   s a u   d e z a b o n a ci - v   d e   l a   u n e l e   c a n a l e . 	 	 	     !                   . 	 	 	 *,'H2  '2  3GEG!   D7A'  (1.  '2  1H'*G'  '  '4*1'  (1.  'F'DG'  1'  -0A  FE'/. 	 	 	 					  			  			  				!   							  			  			  			  				  				  					  				  				  							  													  				d	  	 	 	 	 	 	 	 	 	 K w o t a   o o r s k r y !   S k r a p   a s b .   g e b e r g d e   s t o r i e s   o f   t e k e n   u i t   v a n   s e k e r e   k a n a l e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o t a   e x c e d i d a !   E x c l u i r   h i s t  r i a s   s a l v a s   o u   c a n c e l a r   a s s i n a t u r a   d e   a l g u n s   c a n a i s . 
 
 S T R _ I D _ D C D _ N O _ U P D A T E _ L O G 	 d c d 	 U N L I M 	 L o g 	 N o   u p d a t e   l o g   ! 	 !qTek	 eTekU_	 D!H!5165H-1@  ! 	  N o   h a y   h i s t o r i a l   d e   a c t u a l i z a c i  n ! 	 A u c u n   j o u r n a l   d e   m i s e      j o u r  ! 	 K e i n   A k t u a l i s i e r u n g s p r o t o k o l l   ! 	 5B  >1=>2;5=8O  6C@=0;0! 	 N e s s u n   r e g i s t r o   d i   a g g i o r n a m e n t o ! 	 D'  JH,/  3,D  *-/J+! 	 N e n h u m   r e g i s t o   d e   a c t u a l i z a   o ! 	 G  n c e l l e m e   k a y d 1  y o k ! 	 K . c    n h t   k    c p   n h t ! 	 T i d a k   a d a   p e m b a r u a n   l o g ! 	 T i a d a   l o g   p e n g e m a s k i n i a n ! 	 	K		  	*	!	G		  *			?		>	  (	9	@		! 	 	 	 	 N i n c s   f r i s s  t  s i   n a p l  ! 	 	 	 	 G e e n   l o g   v a n   h e t   b i j w e r k e n ! 	 	 	 N i c i u n   j u r n a l   d e   a c t u a l i z a r e ! 	 	 	       ! 	 	 	 1./'/F'1  (1H213'F  EH,H/  F3*! 	 	 	 								  			  		  			! 	 	 	 	 	 	 	 	 	 G e e n   b y w e r k i n g s l o g   n i e ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   l o g   d e   a t u a l i z a   o ! 
 
 S T R _ I D _ D C D _ P U R C H A S E _ E X I S T 	 d c d 	 U N L I M 	 E x i s t 	 A f t e r   s w i t c h i n g   o f f   D C D ,   t h e   p u r c h a s e   r e l a t i o n s h i p   s t i l l   e x i s t s . 	 ܕ__
miR[ܕOO6qX[(W0	 sQT_NR[-sQ|O6qX[(W0	 D C D   094  AH'2!*1!1L2#7I-"1-"9H	 D C D   s e   d e s a c t i v a r  ,   p e r o   l a   r e l a c i  n   d e   c o m p r a   p e r m a n e c e r  . 	 D C D   v a   s   t e i n d r e ,   m a i s   l  a b o n n e m e n t   r e s t e r a   v a l i d e . 	 D C D   w i r d   a u s g e s c h a l t e t ,   a b e r   d i e   K a u f b e z i e h u n g   b e s t e h t   n o c h . 	 >A;5  2K:;NG5=8O  D C D   >AB05BAO  2708<>A2O7L  ?>:C?:8. 	 I l   D C D   s a r    s p e n t o ,   m a   l a   r e l a z i o n e   d i   a c q u i s t o   n o n   c e s s a . 	 3J*E  %JB'A  D C D   DCF  3*8D  9D'B)  'D41'!  B'&E). 	 O   D C D   i r    d e s l i g a r - s e ,   m a s   a   s u b s c r i   o   i r    m a n t e r - s e . 	 D C D   k a p a t 1l a c a k ,   f a k a t   s a t 1n   a l m a   i l i _k i s i   h a l a   v a r . 	 D C D   s   b   t t ,   n h n g   q u a n   h   m u a   h  n g   v n   t n   t i . 	 S e t e l a h   m e n o n a k t i f k a n   D C D ,   h u b u n g a n   p e m b e l i a n   m a s i h   t e r j a g a . 	 D C D   a k a n   d i p a d a m k a n ,   t e t a p i   h u b u n g a n   p e m b e l i a n   m a s i h   a k a n   w u j u d . 	 D C D   ,		&	  	0	  &	?	/	>	  	>			>	,   2	G		?	(	  	0	@	&	>	0	@	  8		,		'	  $	,	  -	@	  .	L		B	&	  0	9	G		>	d		 	 	 	 A   D C D   k i k a p c s o l  s r a   k e r  l ,   d e   a   v  s  r l  s i   k a p c s o l a t   f e n n m a r a d . 	 	 	 	 D C D   w o r d t   u i t g e s c h a k e l d ,   m a a r   d e   a a n k o o p r e l a t i e   b l i j f t   b e s t a a n . 	 	 	 D C D   s e   v a   o p r i ,   d a r   r e l a ci a   d e   a c h i z i ci e   e x i s t    n c . 	 	 	 D C D   ,           . 	 	 	 D C D   .'EH4  .H'G/4/  HD  '1*('7  .1/  GEF'F  EH,H/  '3*. 	 	 	 								  				  			  				  			,   						  				  							  				  				  			d	  	 	 	 	 	 	 	 	 	 D C D   s a l   a f g e s k a k e l   w o r d ,   m a a r   d i e   k o o p o o r e e n k o m s   b e s t a a n   s t e e d s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p  s   d e s l i g a r   D C D ,   a   r e l a   o   d e   c o m p r a   a i n d a   e x i s t e . 
 
 S T R _ I D _ D C D _ M A N _ U P D A T E _ W H E N _ R O A M I N G _ P R O M P T 	 d c d 	 P O P U P 	 R o a m i n g 	 M a n u a l   u p d a t e   w i l l   h a v e   t h e   c o s t   o f   i n t e r n a t i o n a l   r o a m i n g ,   c o n t i n u e ? 	 KbRfe\"uuW+oJ(u/f&T|~~	 KbRfe\NuVE+o8n9(u/f&T~~	 2#-1@I'"1'@-0!5H2C
IH2"C2#B#!!4H#0+'H2#0@(  3H-+#7-D!H? 	 L a   a c t u a l i z a c i  n   m a n u a l   t e n d r    e l   c o s t o   d e l   r o a m i n g   i n t e r n a c i o n a l ,    c o n t i n u a r ? 	 L a   m i s e      j o u r   m a n u e l l e   c o  t e r a   l e   m  m e   p r i x   q u e   r o a m i n g   i n t e r n a t i o n a l ,   c o n t i n u e r   ? 	 D i e   m a n u e l l e   A k t u a l i s i e r u n g   w i r d   g e m     i n t e r n a t i o n a l e r   R o a m i n g g e b  h r   b e r e c h n e t ,   f o r t s e t z e n ? 	 !B>8<>ABL  70  >1=>2;5=8O  2@CG=CN  1C45B  2:;NG5=0  2  <564C=0@>4=K9  @>C<8=3,   ?@>4>;68BL? 	 L ' a g g i o r n a m e n t o   m a n u a l e   c o s t e r    c o m e   i l   r o a m i n g   i n t e r n a z i o n a l e .   C o n t i n u a r e ? 	 'D*-/J+  'DJ/HJ  3J*CDA  BJE)  'D*,H'D  'D/HDJ  '3*E1'1	 A   a c t u a l i z a   o   m a n u a l   t e r    o   c u s t o   d e   r o a m i n g   i n t e r n a c i o n a l .   C o n t i n u a r ? 	 M a n  e l   g  n c e l l e m e   u l u s l a r   a r a s 1  d o l a _1m   m a l i y e t i n d e   o l a c a k t 1r ,   d e v a m   e d i l s i n   m i ? 	 C p   n h t   t h   c  n g   s   t r   p h    c h u y n   v  n g   q u c   t ,   t i p   t c ? 	 P e m b a r u a n   m a n u a l   a k a n   d i k e n a k a n   b i a y a   r o a m i n g   i n t e r n a s i o n a l ,   l a n j u t k a n ? 	 P e n g e m a s k i n i a n   m a n u a l   a k a n   d i k e n a k a n   b a y a r a n   k o s   p e r a y a u a n   a n t a r a b a n g s a ,   t e r u s k a n ? 	 .	H	(	A		2	  	*	!	G		  	@	  2	>		$	  		$	0	M	0	>	7	M		M	0	@	/	  0	K	.	?			  	?	$	(	@	  9	K		@	,   	>	0	@	  0		G		? 	 	 	 	 A   k  z i   f r i s s  t  s   d  j k  t e l e s   n e m z e t k  z i   b a r a n g o l  s   k  z b e n .   F o l y t a t j a ? 	 	 	 	 H a n d m a t i g   b i j w e r k e n   g a a t   v o o r   h e t   t a r i e f   v a n   i n t e r n a t i o n a a l   r o a m i n g .   V e r d e r g a a n ? 	 	 	 A c t u a l i z a r e a   m a n u a l   s e   v a   t a r i f a   c a   r o a m i n g   i n t e r n a ci o n a l ,   c o n t i n u a ci ? 	 	 	           .     ? 	 	 	 (1H213'F  /3*  /1(11F/G  G2FG  1HEF  (F  'DEDD  E4H/  9ED'*  '/'EG  '(/	 	 	 									  								  				  				  											  								  				  			  			,   							  				?   	 	 	 	 	 	 	 	 	 B y w e r k i n g   p e r   h a n d   s a l   d i e   k o s t e   v a n   i n t e r n a s i o n a l e   s w e r w i n g   h e f ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a   o   m a n u a l   t e r    o   c u s t o   d e   r o a m i n g   i n t e r n a c i o n a l ,   c o n t i n u a r ? 
 
 S T R _ I D _ D C D _ S W I T C H _ O N _ P R O M P T 	 d c d 	 P O P U P 	 S w i t c h   o n   D C D 	 D C D   w i l l   b e   s w i t c h e d   o n 	 _
a(usS\_U	 _^(usS\ _/T	 D C D   09@4	 D C D   s e   a c t i v a r  	 D C D   v a   s  a l l u m e r 	 D C D   w i r d   e i n g e s c h a l t e t 	 C45B  2:;NG5=>  D C D 	 I l   D C D   s a r    a c c e s o 	 3J*E  *4:JD  D C D 	 O   D C D   i r    l i g a r - s e 	 D C D   a  1l a c a k 	 D C D   s   c   b t 	 D C D   a k a n   d i n o n a k t i f k a n 	 D C D   a k a n   d i n y a l a k a n 	 D C D   	>	2	B	  	0	  &	?	/	>	  	>			>		 	 	 	 A   D C D   b e k a p c s o l  s r a   k e r  l 	 	 	 	 D C D   w o r d t   i n g e s c h a k e l d 	 	 	 S e   v a   c o n e c t a   D C D 	 	 	 D C D   	 	 	 D C D   1H4F  .H'G/4/	 	 	 						  				  			  	 	 	 	 	 	 	 	 	 D C D   s a l   a a n g e s k a k e l   w o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D C D   s e r    l i g a d o 
 
 S T R _ I D _ D C D _ S W I T C H _ O N 	 d c d 	 P O P U P 	 O n   D C D 	 S w i t c h   o n   D C D ? 	 _U_
a(u	  _/T_^(u	 @4  D C D   +#7-D!H? 	  A c t i v a r   D C D ? 	 A l l u m e r   D C D  ? 	 D C D   e i n s c h a l t e n ? 	 :;NG8BL  D C D ? 	 A c c e n d e r e   i l   D C D ? 	 *4:JD  D C D ? 	 L i g a r   D C D ? 	 D C D   a  1l s 1n   m 1? 	 B t   D C D ? 	 A k t i f k a n   D C D ? 	 N y a l a   D C D ? 	 D C D   *	0	  	>			? 	 	 	 	 B e k a p c s o l j a   a   D C D - t ? 	 	 	 	 D C D   i n s c h a k e l e n ? 	 	 	 P o r n i ci   D C D ? 	 	 	   D C D ? 	 	 	 D C D   1H4F  4H/	 	 	 						  			  			? 	 	 	 	 	 	 	 	 	 S k a k e l   D C D   a a n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i g a r   D C D ? 
 
 S T R _ I D _ D C D _ S Y N C _ F A I L U R E 	 d c d 	 U N L I M 	 L o g 	 F a i l u r e 	 1YWe	 1Y%	 %I!@+%'	 F a l l a 	 E c h e c 	 F e h l s c h l a g 	 !1>9	 A n o m a l i a 	 A4D	 F a l h a 	 B a _a r 1s 1z 	 B   l i 	 G a g a l 	 G a g a l 	 (	>		>	.	@		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 E r o a r e 	 	 	 	 	 	 F'EHAB  (H/	 	 	 							 	 	 	 	 	 	 	 	 M i s l u k k i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a 
 
 S T R _ I D _ D C D _ S Y N C _ S U C C E S S 	 d c d 	 U N L I M 	 L o g 	 S u c c e s s 	 bR	 bR	 *3@#G	  x i t o 	 R  u s s i t e 	 E r f o l g 	 #A?5H=>. 	 O p e r a z i o n e   r i s u c i t a 	 F,'-	 S u c e s s o 	 B a _a r 1l 1	 T h  n h   c  n g 	 B e r h a s i l 	 B e r j a y a 	 8	+	2	$	>		 	 	 	 S i k e r e s 	 	 	 	 S u c c e s 	 	 	 R e a l i z a t 	 	 	 	 	 	 EHAB  (H/	 	 	 				 	 	 	 	 	 	 	 	 S u k s e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  x i t o 
 
 S T R _ I D _ D C D _ H E L P _ I N F O 1 	 d c d 	 U N L I M 	 H e l p 	 [   S e r v i c e   i n t r o d u c t i o n   ] \ n D C D ( D y n a m i c   C o n t e n t   D e l i v e r y )   i s   a   t y p e   o f   n e w s   s e r v i c e   p r o v i d e d   b y   C h i n a   M o b i l e .   T h e   m o b i l e   p h o n e   w h i c h   h a s   i n s t a l l e d   D C D   s o f t w a r e   c a n   r e a l - t i m e l y   r e c e i v e   t h e   l a t e s t   n e w s   a n d   s h o w   t h e   i n f o r m a t i o n   o n   i d l e   s c r e e n   b y   s c r o l l i n g   s t y l e . \ n F o r   t h e   D C D   n e w s ,   t h e   h e a d l i n e   a n d   s u m m a r y   c a n   b e   v i e w e d   o n   t h e   m o b i l e   t e r m i n a l ,   w h i l e   t h e   f u l l   t e x t   h a s   t o   b e   b r o w s e d   o n   t h e   W A P   p a g e   b y   c o n n e c t i n g   t h e   s e r v e r . \ n 	 [   
gRf  ] \ n _
/f-NWyRcOv Nǌ
^miRcOr
gRvKb_jSNsSBfc6e_
v geǌ
&N(W__jU^
NnRo:y0\ n O(u_
miRBfAmǌ
vjLTXd(WKb_jB}z,g0W1\SN[bAmǌ
hQe #c:O
ghV(WW A P b
N[b0\ n 	 [   
gRf  ] \ n _/f-NVyRcOv NyD{|NRcO
gRvKb:gSN[ec6e_v geDv^(W_:gO\U^
NnR>f:y0\ n O(u_NReOmȉDvhTXd(WKb:g~z,g0W1\SN[bOmȉDhQe ޏc
gRhV(WW A P ub
N[b0\ n 	 [   A03#42#  ] \ n D C D   ( 2#*H@7I-+2AD2!4)   @G
4-#42#H2'5HC+I#42#B"  C h i n a   M o b i l e     B#(1L!7-7-6H!5-LA'#L  D C D   41I-"9H*2!2##1H2'*2#%H2*8A@#5"%D!L  A%0A*I-!9%+I2-+%12!*D%L2#@%7H-\ n *3+#1H2'*2#  D C D ,   8*2!2#92+1'H2'A%0*#8B#(1L!7-7-  AHI2I-2#9@7I-+25H*!9#L  I-9  W A P   @B"2#@
7H-!H-D"1@4#L@'-#L  \ n 	 [ I n t r o d u c c i  n   d e l   s e r v i c i o ] \ n   D C D ( E n t r e g a   d e   C o n t e n i d o   D i n  m i c o )   e s   u n   t i p o   d e   s e r v i c i o   d e   n o t i c i a s   s u m i n i s t r a d o   p o r   C h i n a   M o b i l e .   E l   t e l  f o n o   m  v i l   q u e   t e n g a   i n s t a l a d o   e l   s o f t w a r e   D C D   p u e d e   r e c i b i r   e n   t i e m p o   r e a l   l a s   n o t i c i a s   m  s   r e c i e n t e s   y   m o s t r a r   l a   i n f o r m a c i  n   e n   l a   p a n t a l l a   i n a c t i v a   a l   d e s p l a z a r   l a   m i s m a .   \ n   E n   e l   c a s o   d e   l a s   n o t i c i a s   D C D ,   e l   e n c a b e z a d o   y   e l   r e s u m e n   p u e d e n   v e r s e   e n   l a   t e r m i n a l   d e l   m  v i l ,   m i e n t r a s   q u e   e l   t e x t o   c o m p l e t o   p u e d e   v i s u a l i z a r s e   e n   l a   p  g i n a   W A P   a l   c o n e c t a r   e l   s e r 	 [   I n t r o d u c t i o n   d u   s e r v i c e     ] \ n D C D ( D y n a m i c   C o n t e n t   D e l i v e r y )   e s t   u n   t y p e   d e   s e r v i c e   d e   n o u v e l l e s   f o u r n i   p a r   C h i n a   M o b i l e .   L e   t  l  p h o n e   p o r t a b l e   s u r   l e q u e l   l e   l o g i c i e l   D C D   e s t   i n s t a l l    r e c e v r a   e n   t e m p s   r  e l   l e s   d e r n i  r e s   n o u v e l l e s   e t   l e s   i n f o r m a t i o n s   s ' a f f i c h e r o n t   e t   s e   d  f i l e r o n t   s u r   l   c r a n   d e   v e i l l e .   \ n P o u r   l e s   n o u v e l l e s   D C D ,   l e   t i t r e   e t   l e   r  s u m    p e u v e n t    t r e   r e g a r d  s   s u r   l e   t e r m i n a l   p o r t a b l e   ;   l e   t e x t e   e n t i e r   d o i t    t r e   r e g a r d    a v e c   u n   n a v i g a t e u r   d e   p a g e   W A P   e n   s e   c o n n e c t a n t   a u   s e r v e u r .   \ n 	 [   E i n f  h r u n g   i n   d i e   D i e n s t l e i s t u n g   ] \ n D C D ( D y n a m i c   C o n t e n t   D e l i v e r y )   i s t   e i n   v o n   C h i n a   M o b i l e   b e r e i t g e s t e l l t e r   N a c h r i c h t e n d i e n s t .   D a s   M o b i l t e l e f o n   m i t   i n s t a l l i e r t e r   D C D - S o f t w a r e   k a n n   a k t u e l l e   N a c h r i c h t e n   i n   E c h t z e i t   e m p f a n g e n   u n d   d i e   I n f o r m a t i o n   a u f   d e m   i n a k t i v e n   B i l d s c h i r m   p e r   B i l d l a u f   a n z e i g e n .   \ n K o p f z e i l e   u n d   Z u s a m m e n f a s s u n g   v o n   D C D - N a c h r i c h t e n   k  n n e n   a u f   d e m   M o b i l g e r  t   a n g e z e i g t   w e r d e n ,   d e r   v o l l e   T e x t   m u s s   j e d o c h   a u f   d e r   W A P - S e i t e   d u r c h   V e r b i n d u n g   m i t   d e m   S e r v e r   g e l e s e n   w e r d e n .   \ n 	 [   =0:><AB2>  A>  A;C61>9  ] \ n D C D   ( >AB02:0  48=0<8G5A:>3>  A>45@68<>3>)   -   MB>  B8?  A;C61K  =>2>AB59,   ?@54>AB02;O5<>9  :><?0=859  C h i n a   M o b i l e .   >18;L=K9  B5;5D>=,   =0  :>B>@><  CAB0=>2;5=>  ?@>3@0<<=>5  >15A?5G5=85  D C D ,   <>65B  2  @50;L=><  2@5<5=8  ?>;CG0BL  ?>A;54=85  =>2>AB8  8  >B>1@060BL  8=D>@<0F8N  A  ?@>:@CB:>9  2  @568<5  >6840=8O.   \ n 03>;>2>:  8  :@0B:>5  >?8A0=85  =>2>AB59  D C D   <>6=>  ?@>A<>B@5BL  =0  <>18;L=><  B5@<8=0;5,   0  ?>;=K9  B5:AB  4>ABC?5=  =0  W A P   AB@0=8F5  ?@8  ?>4:;NG5=88  A5@25@0.   \ n 	 [ I n t r o d u z i o n e   s e r v i z i o ] \ n I l   D C D   ( D y n a m i c   C o n t e n t   D e l i v e r y )      u n   t i p o   d i   s e r v i z i o   d i   n o t i z i e   f o r n i t o   d a   C h i n a   M o b i l e .   I   t e l e f o n i   c e l l u l a r i   c o n   i l   s o f t w a r e   D C D   i n s t a l l a t o   p o s s o n o   r i c e v e r e   i n   t e m p o   r e a l e   l e   u l t i m e   n o t i z i e   e   m o s t r a r e   l e   i n f o r m a z i o n i   s u   s c h e r m a t e   f i s s e   a   s c o r r i m e n t o .   \ n P e r   l e   n o t i z i e   d e l   D C D ,   i   t i t o l i   e   i l   s o m m a r i o   p o s s o n o   e s s e r e   v i s u a l i z z a t i   s u l   t e r m i n a l e   m o b i l e ,   m e n t r e   i l   t e s t o   c o m p l e t o   d e v e   e s s e r e   v i s u a l i z z a t o   s u l l a   p a g i n a   W A P   c o n n e t t e n d o s i   a l   s e r v e r .   \ n 	 [ EB/E)  9F  'D./E)] \ n D C D   ( 'D*3DJE  'D/JF'EJCJ  DDE-*HI)   9('1)  9F  FH9  EF  ./E'*  'D#.('1  'DEB/E)  EF  C h i n a   M o b i l e .   JECF  DDG'*A  'DE-EHD  'DE+(*  9DJG  (1F'E,  D C D   '3*D'E  #-/+  'D#.('1  AJ  'DHB*  'DA9DJ  H916  'DE9DHE'*  9DI  'D4'4)  AJ  H69  'D.EHD  (H'37)  #3DH(  'D*FBD. \ n H('DF3()  DD#.('1  'DEB/E)  9(1  ./E)  D C D   JECF  916  'D9FH'F  H'DEH,2  9DI  ,G'2  'DE-EHD  'D71AJ  (JFE'  J,(  *5A-  'DF5  ('DC'ED  9DI  5A-)  W A P   9F  71JB  'D'*5'D  ('D.'/E. \ n 	 [   I n t r o d u   o   a o   s e r v i  o   ] \ n D C D   ( E n t r e g a   d e   c o n t e  d o   d i n  m i c a )      u m   t i p o   d e   s e r v i  o   d e   n o t  c i a s   f o r n e c i d o   p e l a   C h i n a   M o b i l e .   O   t e l e m  v e l   c o m   o   s o f t w a r e   D C D   i n s t a l a d o   p o d e   r e c e b e r   e m   t e m p o   r e a l   a s    l t i m a s   n o t  c i a s   e   m o s t r a r   a   i n f o r m a   o   a t r a v  s   d e   d e s l o c a m e n t o   n o   e c r  .   \ n N a s   n o t  c i a s   D C D ,   o   c a b e  a l h o   e   o   r e s u m o   p o d e m   s e r   v i s t o s   n o   t e r m i n a l   d o   t e l e m  v e l ,   e n q u a n t o   q u e   o   t e x t o   c o m p l e t o   t e r    q u e   s e r   l i d o   n u m a   p  g i n a   W A P   a t r a v  s   d e   u m a   l i g a   o   a o   s e r v i d o r .   \ n 	 [   S e r v i c e   i n t r o d u c t i o n   ] \ n D C D ( D i n a m i k   0 e r i k   T e s l i m i ) ,   C h i n a   M o b i l e   t a r a f 1n d a n   s a l a n a n   b i r   h a b e r   h i z m e t i   t  r  d  r .   D C D   y a z 1l 1m 1  y  k l    o l a n   c e p   t e l e f o n u   g e r  e k   z a m a n l 1  o l a r a k   s o n   h a b e r l e r i   a l a b i l i r   v e   b i l g i l e r i   e t k i n   o l m a y a n   e k r a n d a   k a y d 1r m a   y o l u y l a   g  s t e r e b i l i r .     \ n D C D   h a b e r l e r i   i  i n   b a _l 1k   v e    z e t   m o b i l   t e r m i n a l d e   g  r  n t  l e n i r k e n ,   b  t  n   y a z 1  s u n u c u y a   b a l a n a r a k   W A P   s a y f a s 1n d a n   o k u n m a l 1d 1r .     \ n 	 [   G i i   t h i u   d c h   v   ] \ n D C D ( C h u y n   n i   d u n g   n g )   l    d n g   d c h   v   t i n   t c   c   c u n g   c p   b i   C h i n a   M o b i l e .   i n   t h o i   d i   n g      c  i   t   p h n   m m   D C D   c    t h   n h n   t r c   t i p   c  c   t i n   t c   m i   n h t   v    x e m   t h  n g   t i n   t r  n   m  n   h  n h   c h   b n g   c  c h   c u n .   \ n i   v i   t i n   t c   D C D ,   t i  u     v    t  m   t t   c    t h   c   x e m   t r  n   t r m   d i   n g   k h i   n i   d u n g   h o  n   c h n h   p h i   c   d u y t   t r  n   t r a n g   W A P   b n g   c  c h   k t   n i   m  y   c h .   \ n 	 [   P e n g e n a l a n   l a y a n a n   ] \ n D C D   ( P e n g i r i m a n   K o n t e n   D i n a m i s )   m e r u p a k a n   j e n i s   l a y a n a n   b e r i t a   y a n g   d i s e d i a k a n   o l e h   C h i n a   M o b i l e .   P o n s e l   y a n g   t e l a h   m e n g i n s t a l   p e r a n g k a t   l u n a k   D C D   d a p a t   m e n e r i m a   b e r i t a   t e r k i n i   d a n   m e n a m p i l k a n   i n f o r m a s i   s e c a r a   r e a l - t i m e   m e l a l u i   l a y a r   s i a g a   d e n g a n   c a r a   m e n g g u l i r n y a .   \ n U n t u k   b e r i t a   D C D ,   b e r i t a   u t a m a ,   d a n   r i n g k a s a n   d a p a t   d i l i h a t   d i   t e r m i n a l   p o n s e l ,   s e d a n g k a n   t e k s   l e n g k a p n y a   h a r u s   d i t e l u s u r i   d i   h a l a m a n   W A P   d e n g a n   m e n y a m b u n g   k e   s e r v e r .   \ n 	 [ P e n g e n a l a n   p e r k h i d m a t a n ] \ n D C D ( P e n g h a n t a r a n   K a n d u n g a n   D i n a m i k )   i a l a h   s e j e n i s   p e r k h i d m a t a n   b e r i t a   y a n g   d i b e r i k a n   o l e h   C h i n a   M o b i l e .   T e l e f o n   b i m b i t   y a n g   m e m p u n y a i   p e r i s i a n   D C D   t e r p a s a n g   b o l e h   m e n e r i m a   b e r i t a   d a n   m a k l u m a t   p e r s e m b a h a n   n y a t a   p a d a   s k r i n   m e l a h u   d e n g a n   m e n g g u n a k a n   g a y a   m e n a t a l .   \ n U n t u k   b e r i t a   D C D ,   t a j u k   d a n   r i n g k a s a n   b o l e h   d i l i h a t   m e l a l u i   t e r m i n a l   b e r g e r a k ,   d a n   t e k s   p e n u h   m e s t i   d i l a y a r i   m e l a l u i   h a l a m a n   W A P   d e n g a n   m e n y a m b u n g   k e p a d a   p e l a y a n .   \ n 	 [ 8	G	5	>	  *	0	?		/	] \ n D C D ( !	>	/	(	>	.	?		  			G			  !	?	2	@	5	0	@	)   	>		(	>	  .	K	,	>		2	  &	M	5	>	0	>	  *	M	0	&	>	(	  	@	  		  8	.	>		>	0	  8	G	5	>	  	>	  		  *	M	0		>	0	  9	H	d	  	?	8	  .	K	,	>		2	  +	K	(	  .	G		  D C D   8	I	+	M		5	G	/	0	  		8	M		I	2	  9	H	  5	9	  0	@	/	2	- 	>		.	  *	0	  (	5	@	(	$	.	  8	.	>		>	0	  *	M	0	>	*	M	$	  	0	  8		$	>	  9	H	  	0	  8	M		>		2	  	K	  8	M		M	0	I	2	  	0		G	  	>	2	@	  8	M		M	0	@	(	  *	0	  	>	(		>	0	@	  &	0	M	6	>	  8		$	>	  9	H	d	  \ n D C D   8	.	>		>	0	K		  	G	  2	?		,   9	G	!	2	>		(	  	0	  8	>	0	>		6	  	K	  .	K	,	>		2	  	0	M	.	?	(	2	  *	0	  &	G		>	  	>	  8		$	>	  9	H	,   	,		?	  *	B	0	>	  	G		M	8	M		  8	0	M	5	0	  8	G	  	(	G		M		  	0	(	G	  	G	  	0	?		  W A P   *	C	7	M	 	  *	0	  ,	M	0	>			[	  	?	/	>	  	>	$	>	  9	H	d	\ n 	 	 	 	 [   S z o l g  l t a t  s   b e m u t a t  s a   ] \ n A   D C D   ( D y n a m i c   C o n t e n t   D e l i v e r y )   e g y ,   a   C h i n a   M o b i l e    l t a l   n y  j t o t t   h  r s z o l g  l t a t  s .   A z   a   m o b i l t e l e f o n ,   a m e l y r e   t e l e p  t e t t  k   a   D C D   s z o f t v e r t   v a l  s   i d Qb e n   k  p e s   f o g a d n i   a   l e g f r i s s e b b   h  r e k e t ,    s   g  r g e t v e   m e g   t u d j a   j e l e n  t e n i   a z   i n f o r m  c i  t   a z    r e s j  r a t    k i j e l z Qn .   \ n D C D   h  r e k   e s e t  b e n   a   c  m s o r    s    s s z e f o g l a l    m e g t e k i n t h e t Q  a   m o b i l   t e r m i n  l o n ,   m  g   a   t e l j e s   s z  v e g e t   a   W A P   o l d a l o n   k e l l   t a l l  z n i ,   m i u t  n   a   s z e r v e r h e z   k a p c s o l  d o t t .   \ n 	 	 	 	 [ S e r v i c e - i n l e i d i n g   ] \ n D C D   ( D y n a m i s c h   i n h o u d   a f l e v e r e n )   i s   e e n   n i e u w s d i e n s t   d i e   w o r d t   g e l e v e r d   d o o r   C h i n a   M o b i l e .   E e n   m o b i e l e   t e l e f o o n   m e t   D C D - s o f t w a r e   k a n   o n d e r   r e a l - t i m e   h e t   l a a t s t e   n i e u w s   o n t v a n g e n   e n   i n f o r m a t i e   s c r o l l e n d   o p   h e t   s c h e r m   t o n e n .   \ n V o o r   h e t   D C D - n i e u w s   k u n n e n   d e   k o p r e g e l   e n   d e   s a m e n v a t t i n g   b e k e k e n   w o r d e n   o p   d e   m o b i e l e   t e r m i n a l ,   t e r w i j l   d e   v o l l e d i g e   t e k s t   b e k e k e n   k a n   w o r d e n   o p   d e   W A P - p a g i n a   d o o r   v e r b i n d i n g   t e   m a k e n   m e t   d e   s e r v e r .   \ n 	 	 	 [   I n t r o d u c e r e   s e r v i c i u   ] \ n D C D ( D y n a m i c   C o n t e n t   D e l i v e r y )   e s t e   u n   t i p   d e   s e r v i c i u   d e   _t i r i   o f e r i t   d e   C h i n a   M o b i l e .   T e l e f o n u l   m o b i l   p e   c a r e   s - a   i n s t a l a t   s o f t w a r e - u l   D C D   p o a t e   p r i m i    n   t i m p   r e a l   c e l e   m a i   r e c e n t e   _t i r i   _i   p o a t e   a f i _a   i n f o r m a ci i l e   p e   e c r a n u l   d e   i n a c t i v i t a t e   p r i n   d e f i l a r e .   \ n P e n t r u   _t i r i l e   D C D ,   t i t l u l   _i   r e z u m a t u l   s e   p o t   v i z u a l i z a   p e   t e r m i n a l u l   m o b i l ,   i a r   t e x t u l   c o m p l e t   t r e b u i e   r s f o i t    n   p a g i n a   W A P   p r i n   c o n e c t a r e   l a   s e r v e r .   \ n 	 	 	 [       ] \ n D C D (     )                   C h i n a   M o b i l e .     ,         D C D ,                           .   \ n                 D C D     .                       - W A P .   \ n 	 	 	 [   E91A  ./E'*  ] / n D C D ( *-HD  ~H'  E-*H')   FH9  '2  ./E'*  .(1  '3*  G  *H37  C h i n a   M o b i l e   '1'&G  E1//.   *DAF  GE1'G  G  (1  1H4  F1E  'A2'1  D C D   F5(  4/G  ('4/  E*H'F/  /1,'  ".1F  '.('1  1'  /1'A*  /'4*G  H  '7D'9'*  1'  (G  4HG  ~E'4  (1  1H  5A-G  F'F4H1  FE'4  /G/.   / n (1'  //F  '.('1  D C D   31.7  H  /G  .(1  1'  E*H'F  (1  1H  ~''FG  GE1'G  E4'G/G  FEH/G  H  /1GE'F  -'D  E*F  'ED  .(1  1'  ('  '*5'D  (G  31H1  (1  1H  5A-G  W A P   E1H1  FEH/.   \ n 	 	 	 [   				  							]   \ n   					  						  				  									  						  ( 								  							  								)   					  		  					  					  				d	  		  						  				  						  									  						  			  			  				  		  						  														  					  				  			  								  								  							  								  				  				  				  \ n   						  										  						  							  							  	  										  				  				,   									  				  					  			  				  								  							  				  					  			  				d	  \ n 	 	 	 	 	 	 	 	 	 [   D i e n s b e k e n d s t e l l i n g   ] \ n D C D ( D i n a m i e s e   I n h o u d l e w e r i n g )   i s   ' n   t i p e   n u u s d i e n s   w a t   d e u r   C h i n a   M o b i l e   g e l e w e r   w o r d .   D i e   s e l f o o n   w a a r o p   D C D - s a g t e w a r e   g e  n s t a l l e e r   i s ,   k a n   d i e   j o n g s t e   n u u s   i n t y d s   o n t v a n g   e n   d i e   i n l i g t i n g   o p   d i e   r u s t e n d e   s k e r m   v e r t o o n   o m   d a a r d e u r   t e   b l a a i .   \ n D i e   o p s k r i f   e n   o p s o m m i n g   v a n   D C D - n u u s   k a n   o p   d i e   m o b i e l e   t e r m i n a a l   b e s i g t i g   w o r d ,   e n   d i e   v o l l e   t e k s   m o e t   o p   d i e   W A P - b l a d   g e l e e s   w o r d   d e u r   a a n   d i e   b e d i e n e r   t e   k o p p e l .   \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ I n t r o d u   o   d e   s e r v i  o ] \ n D C D   ( E n t r e g a   d e   C o n t e  d o   D i n  m i c o )      u m   t i p o   d e   s e r v i  o   d e   n o t  c i a s   f o r n e c i d o   p e l a   C h i n a   M o b i l e .   O   t e l e f o n e   m  v e l   q u e   i n s t a l o u   o   s o f t w a r e   D C D   p o d e   r e c e b e r   e m   t e m p o   r e a l   a s    l t i m a s   n o v i d a d e s   e   m o s t r a r   a s   i n f o r m a   e s   n a   t e l a   i n a t i v a   p e l o   e s t i l o   d e   r o l a g e m .   \ n P a r a   a s   n o t  c i a s   D C D ,   a   m a n c h e t e   e   o   s u m  r i o   p o d e m   s e r   v i s t o s   n o   t e r m i n a l   m  v e l ,   e n q u a n t o   q u e   o   t e x t o   c o m p l e t o   p r e c i s a   s e r   p r o c u r a d o   n a   p  g i n a   W A P   c o n e c t a n d o   o   s e r v i d o r .   \ n 
 
 S T R _ I D _ D C D _ H E L P _ I N F O 2 	 d c d 	 U N L I M 	 H e l p 	 [   U s a g e   ] \ n 1 .   O p e n   a n d   c l o s e   D C D   w i n d o w \ n D C D   i s   b e   o p e n e d   b y   d e f a u l t   o n   t e r m i n a l :   D C D   w i n d o w   w i l l   a u t o m a t i c a l l y   a p p e a r   b y   s c r o l l i n g   a f t e r   s t a r t   t h e   p h o n e ;   a l s o   y o u   c a n   e n t e r   c h a n n e l   l i s t   s c r e e n   b y   c l i c k i n g   t h e   D C D   i c o n   i n   C H I N A   M O B I L E   I N   s c r e e n   w h e n   d i s a b l i n g   i t . \ n S w i t c h   o f f   D C D :   a f t e r   s e l e c t i n g    O f f  ,   t h e   D C D   w i n d o w   w i l l   d i s a p p e a r .   B u t   t h e   p u r c h a s e   r e l a t i o n s h i p   i s   s t i l l   k e p t .   I f   y o u   w a n t   t o   c a n c l e   t h e   o r d e r ,   p l e a s e   u s e   t h e   d e l e t i n g   c h a n n e l s   f u n c t i o n   a n d   d e l e t e   a l l   t h e   s u b s c r i b e d   c h a n n e l s . \ n 	 [   O(uf  ] \ n 1 0_UTܕ_
z\ n _
B}z؞_U_
miR_j__
nRzgRo:y_
a(uܕ_SNN_
a(uW:y͑e_U_
a(u2eQ;SRhNb0\ n ܕ_
xd ܕ __
nRz
NQ(WKb_j;NU^
No:y0ܕ_
a(u__
miRv[ܕOO6qX[(W0储`Sm_

gRˊO(u*Rd;SR*Rd]}v;S0\ n 	 [   O(uf  ] \ n 1 0 _/TTsQ_zS\ n _~z؞ _/T_NR _:gT_nRzSOꁨR>f:y_^(usQTSNǏ_^(uVh͑e _/T_^(uۏeQSyRhLub0\ n sQ_	b sQ T_nRzS
NQ(WKb:g;NO\U^
N>f:y0sQ_^(uT_NRv[-sQ|O6qX[(W. 储`Sm_
gRO(u RdSR Rd]~vS0\ n 	 [   2#C
I  ] \ n 1 .   @4A%04+I2H2  D C D \ n 2!H2@#4H!I  D C D   09@4@-#L!41%:   +I2H2  D C D   0#2B"-1B!14B"2#@%7H-+%12@#4H!B#(1L;   -25I  8*2!2#@I2*9H+I2-#2"2#A
@%  B"2#%45HD--  D C D   C+I2-  C H I N A   M O B I L E   I N   C05H42#32\ n 4  D C D :   +%125H@%7-  " 4" ,   +I2H2  D C D   0+2"D  AH'2!*1!1L2#7I-"19#1)2D'I@
H@4!  I28I-2#"@%43*1H  B#C
I1L
1H2#%A
@%  A%0%A
@%5H*!1#D'I1I+!\ n 	 [   U s o   ] \ n 1 .   A b r a   y   c i e r r e   l a   v e n t a n a   D C D   \ n D C D   s e   a b r i r    d e   m a n e r a   p r e d e t e r m i n a d a   e n   l a   t e r m i n a l :   L a   v e n t a n a   D C D   a p a r e c e r    a u t o m  t i c a m e n t e   a l   d e s l i z a r s e   d e s p u  s   d e   i n i c i a r   e l   t e l  f o n o ;   t a m b i  n   u s t e d   p o d r    e n t r a r   e n   l a   p a n t a l l a   c o n   l a   l i s t a   d e   c a n a l e s   a l   h a c e r   c l i c   e n   e l   i c o n o   D C D   e n   l a   p a n t a l l a   d e   C H I N A   M O B I L E   I N   c u a n d o   l o   d e s a c t i v e .   \ n   D e s a c t i v a c i  n   d e   D C D :   d e s p u  s   d e   s e l e c c i o n a r   " D e s a c t i v a r " ,   l a   p a n t a l l a   D C D   d e s a p a r e c e r  .   N o   o b s t a n t e ,   l a   r e l a c i  n   d e   c o m p r a   p e r m a n e c e r    v i g e n t e .   S i   d e s e a   c a n c e l 	 [   U t i l i s a t i o n   ] \ n 1 .   O u v r i r   e t   f e r m e r   l a   f e n  t r e   D C D \ n D C D   s ' o u v r e   p a r   d  f a u t   s u r   l e   t e r m i n a l   :   L a   f e n  t r e   D C D   a p p a r a  t r a   a u t o m a t i q u e m e n t   e n   d  f i l a n t   l o r s q u e   v o u s   a l l u m e z   l e   t  l  p h o n e  ;   v o u s   p o u v e z   a u s s i   o u v r i r   l   c r a n   d e   l a   l i s t e   d e s   c h a  n e s   e n   c l i q u a n t   s u r   l  i c  n e   D C D   d a n s   l   c r a n   C H I N A   M O B I L E   I N   l o r s q u e   v o u s   l e   d  s a c t i v e z .   \ n E t e i n d r e   D C D  :   L o r s q u e   v o u s   c h o i s i s s e z     O f f   ,   l a   f e n  t r e   D C D   d i s p a r a  t r a .   M a i s   l  a b o n n e m e n t   r e s t e r a   v a l i d e .   S i   v o u s   v o u l e z   a n n u l e r   l  a b o n n e m e n t ,   v e u i l l e z   u t i l i s e r   l a   f o n 	 [   V e r w e n d u n g   ] \ n 1 .    f f n e n   u n d   s c h l i e  e n   S i e   d a s   D C D - F e n s t e r \ n D C D    f f n e t   s i c h   p e r   S t a n d a r d   a u f   d e m   G e r  t :   D a s   D C D - F e n s t e r   e r s c h e i n t   n a c h   d e m   E i n s c h a l t e n   d e s   T e l e f o n s   a u t o m a t i s c h   m i t t e l s   B i l d l a u f ;   S i e   k  n n e n   a u c h   d e n   B i l d s c h i r m   m i t   d e r   K a n a l l i s t e   a u f r u f e n ,   i n d e m   S i e   d a s   D C D - S y m b o l   i m   B i l d s c h i r m   C H I N A   M O B I L E   I N   a n k l i c k e n ,   w e n n   e r   d e a k t i v i e r t   w i r d .   \ n D C D   a u s s c h a l t e n :   N a c h   d e r   W a h l   v o n   " A u s "   v e r s c h w i n d e t   d a s   D C D - F e n s t e r .   A b e r   d i e   K a u f b e z i e h u n g   b e s t e h t   n o c h .   W e n n   S i e   d e n   A u f t r a g   s t o r n i e r e n   m  c h t e n ,   v 	 [   A?>;L7>20=85  ] \ n 1 .   B:@KB85  8  70:@KB85  >:=0  D C D \ n D C D   ?>  C<>;G0=8N  >B:@KB>  =0  B5@<8=0;5:   ?>A;5  70?CA:0  B5;5D>=0  >:=>  D C D   02B><0B8G5A:8  ?>O2;O5BAO  ?@8  ?@>:@CB:5;   5A;8  >=>  >B:;NG5=>,   =0602  7=0G>:  D C D   =0  M:@0=5  " C H I N A   M O B I L E   I N " ,   <>6=>  ?5@59B8  :  A?8A:C  :0=0;>2.   \ n K:;NG5=85  D C D :   ?>A;5  2K1>@0  " K:;. " ,   >:=>  D C D   8AG57=5B.   @8  MB><  A>E@0=O5BAO  2708<>A2O7L  ?>:C?:8.   'B>1K  >B<5=8BL  70:07,   =5>1E>48<>  2>A?>;L7>20BLAO  DC=:F859  C40;5=8O  :0=0;>2  8  C40;8BL  2A5  ?>4?8A0==K5  :0=0;K. \ n 	 [ U s o ] \ n 1 .   A p r i r e   e   c h i u d e r e   l a   f i n e s t r a   d e l   D C D \ n I l   D C D   s i   a p r e   p e r   d e f a u l t   s u l   t e r m i n a l e :   l a   f i n e s t r a   d e l   D C D   a p p a r e   a u t o m a t i c a m e n t e   t r a m i t e   s c o r r i m e n t o   u n a   v o l t a   a c c e s o   i l   t e l e f o n o ;   i n o l t r e      p o s s i b i l e   a c c e d e r e   a l l a   s c h e r m a t a   d e l l ' e l e n c o   c a n a l i   f a c e n d o   c l i c   s u l l ' i c o n a   D C D   n e l l a   s c h e r m a t a   C H I N A   M O B I L E   I N   d u r a n t e   l a   d i s a b i l i t a z i o n e .   \ n S p e g n e r e   i l   D C D :   q u a n d o   s i   s e l e z i o n a   " O f f " ,   l a   f i n e s t r a   d e l   D C D   s c o m p a r e ,   m a   l a   r e l a z i o n e   d i   a c q u i s t o   n o n   c e s s a .   P e r   a n n u l l a r e   l ' o r d i n e ,   u s a r e   l a   f u n z i o n e   d i   e l i m 	 [ 'D'3*./'E] \ n 1 -   BE  (A*-  H%:D'B  F'A0)  D C D \ n J*E  A*-  D C D   'A*1'6JK'  9DI  'D,G'2  'D71AJ:   3*8G1  F'A0)  D C D   *DB'&JK'  9F  71JB  'D*FBD  (9/  *4:JD  'DG'*A  CE'  JECFC  'D/.HD  %DI  4'4)  B'&E)  'DBFH'*  ('DFB1  AHB  #JBHF)  D C D   AJ  4'4)  C H I N A   M O B I L E   I N   9F/  *97JDG'. \ n %JB'A  D C D :   (9/  '.*J'1  " %JB'A"   *.*AJ  F'A0)  D C D   HDCF  J*E  'D'-*A'8  (9D'B)  'D41'!.   %0'  CF*  *1:(  AJ  %D:'!  'D#E1  J1,I  '3*./'E  H8JA)  -0A  'DBFH'*  +E  '-0A  ,EJ9  'DBFH'*  'DE4*1C  AJG'. \ n 	 [   U t i l i z a   o   ] \ n 1 .   A b r i r   e   f e c h a r   a   j a n e l a   d o   D C D \ n O   D C D   i r    a b r i r - s e   p o r   p r e d e f i n i   o   n o   t e r m i n a l :   A   j a n e l a   d o   D C D   i r    r o l a r   a u t o m a t i c a m e n t e   a p  s   o   a r r a n q u e   d o   t e l e f o n e ;   p o d e r    t a m b  m   a c e d e r      l i s t a   d e   c a n a i s   c l i c a n d o   n o    c o n e   D C D   n o   e c r    C H I N A   M O B I L E   I N   p a r a   d e s a c t i v a r   o   s e r v i  o .   \ n D e s l i g a r   o   D C D :   D e p o i s   d e   s e l e c c i o n a r   " D e s l i g a r " ,   a   j a n e l a   d o   D C D   i r    d e s a p a r e c e r .   N o   e n t a n t o ,   a   s u b s c r i   o   i r    m a n t e r - s e .   S e   d e s e j a r   c a n c e l a r   a   s u b s c r i   o ,   u t i l i z e   a   f u n   o   d e   e l i m i n a   o   d e   c a n a i s   e   e l i m i n e   t o d o s   	 [   U s a g e   ] \ n 1 .   D C D   p e n c e r e s i n i   a  m a   v e   k a p a t m a \ n D C D   t e r m i n a l d e   v a r s a y 1l a n   o l a r a k   a  1l a c a k t 1r :   T e l e f o n   b a _l a t 1l d 1k t a n   s o n r a   D C D   p e n c e r e s i   k a y a r a k   o t o m a t i k   o l a r a k   g  r  n e c e k t i r ;   a y r 1c a   k a p a t 1r k e n   e k r a n d a   C H I N A   M O B I L E   I N ' d a k i   D C D   i k o n u n a   t 1k l a y a r a k   k a n a l   l i s t e s i   e k r a n 1n a   d a   g i r e b i l i r s i n i z .   \ n D C D ' y i   k a p a t m a :   " K a p a l 1" y 1  s e  t i k t e n   s o n r a ,   D C D   p e n c e r e s i   k a p a n a c a k t 1r .   F a k a t   s a t 1n   a l m a   i l i _k i s i   h a l a   v a r   o l a c a k t 1r .   E e r   s i p a r i _i   i p t a l   e t m e k   i s t i y o r s a n 1z ,   l  t f e n   k a n a l l a r 1  s i l m e   f o n k s i y o n u n u   k u l l a n 1n   v e   a b o n e 	 [   C  c h   d  n g   ] \ n 1 .   M   v     n g   c a   s   D C D \ n D C D   s   c   m   m c   n h   t r  n   t r m :   C a   s   D C D   s   t   n g   h i n   t h   b n g   c  c h   c u n   s a u   k h i   b t   i n   t h o i ;   b n   c in g   c    t h   v  o   m  n   h  n h   d . s  c h   k  n h   b n g   c  c h   c l i c k   b i u   t n g   D C D   t r  n   m  n   h  n h   C H I N A   M O B I L E   I N   k h i   t t   c a   s   n  y .   \ n T t   D C D :   s a u   k h i   c h n   " T t " ,   c a   s   D C D   s   b i n   m t .   N h n g   q u a n   h   m u a   h  n g   v n   c   d u y   t r  .   N u   b n   m u n   h y   n   t   h  n g ,   h  y   s   d n g   c h c   n n g   x  a   k  n h   v    x  a   t t   c   c  c   k  n h      n g   k  . \ n 	 [   P e n g g u n a a n   ] \ n 1 .   B u k a   d a n   t u t u p   j e n d e l a   D C D \ n D C D   t e r b u k a   s e c a r a   d e f a u l t   d i   t e r m i n a l :   J e n d e l a   D C D   a k a n   s e c a r a   o t o m a t i s   m u n c u l   d e n g a n   m e n g g u l i r n y a   s e t e l a h   m e n g a k t i f k a n   t e l e p o n ;   A n d a   j u g a   d a p a t   m e m b u k a   l a y a r   d a f t a r   s a l u r a n   d e n g a n   m e n g k l i k   i k o n   D C D   p a d a   l a y a r   C H I N A   M O B I L E   I N   s a a t   m e n o n a k t i f k a n n y a .   \ n N o n a k t i f k a n   D C D :   s e t e l a h   m e m i l i h   " T i d a k   a k t i f " ,   j e n d e l a   D C D   a k a n   t e r t u t u p .   N a m u n   h u b u n g a n   p e m b e l i a n   m a s i h   t e r j a g a .   J i k a   A n d a   i n g i n   m e m b a t a l k a n   p e s a n a n ,   g u n a k a n   f u n g s i   m e n g h a p u s   s a l u r a n ,   l a l u   h a p u s   s e m 	 [   P e n g g u n a a n   ] \ n 1 .   B u k a   d a n   t u t u p   t e t i n g k a p   D C D \ n D C D   b o l e h   d i b u k a   s e c a r a   l a l a i   p a d a   t e r m i n a l :   T e t i n g k a p   D C D   a k a n   d i p a p a r k a n   s e c a r a   a u t o m a t i k   d e n g a n   m e n a t a l   s e l e p a s   m e m u l a k a n   t e l e f o n ;   a n d a   j u g a   b o l e h   m e m a s u k i   s k r i n   s e n a r a i   s a l u r a n   d e n g a n   m e n g k l i k   a r c a   D C D   p a d a   s k r i n   M A S U K   C H I N A   M O B I L E   s e m a s a   m e n y a h b o l e h k a n n y a .   \ n P a d a m   D C D :   s e l e p a s   m e m i l i h   " P a d a m " ,   t e t i n g k a p   D C D   a k a n   h i l a n g .   T e t a p i   p e r h u b u n g a n   p e m b e l i a n   m a s i h   a k a n   d i k e k a l k a n .   J i k a   a n d a   i n g i n   m e m b a t a l k a n   p e s a n a n   i n i ,   s i l a   g u n a k a n   f u n g s i   p e n g h a p u s a 	 [   *	M	0	/	K		  ] \ n 1 .   D C D   5	?		!	K	  	K	2	G		  	0	  ,		&	  	0	G		\ n 	0	M	.	?	(	2	  *	0	  D C D   !	?	+	I	2	M	
 	  	K	2	(	>	  	>	9	?		:   +	K	(	  	>	2	B	  	0	(	G	  	G	  ,	>	&	  8	M	
 	M	0	I	2	  	0	(	G	  *	0	  D C D   5	?		!	K	  8	M	
 5	$	:   &	?		>		  &	G	  	>	$	@	  9	H	;   		M	7	.	  	0	$	G	  8	.	/	  	>		(	>	  .	K	,	>		2	  	(	  .	G		  D C D   			I	(	  	K	  	M	2	?		  	0		G	  	*	  	H	(	2	  8	B		@	  8	M	
 	M	0	@	(	  *	M	0	5	?	7	M	
 	  	0	  8		$	G	  9	H		d	\ n D C D   	K	  8	M	5	?		  	+	  	0	G		  :   ' ' 	+	' '   	>	  	/	(	  	0	(	G	  	G	  ,	>	&	,   D C D   5	?		!	K	  	&	C	6	M	
 /	  9	K	  	>			@	d	  2	G		?	(	  	0	@	&	>	0	@	  	>	  8		,		'	  +	?	0	  -	@	  0		>	  0	9	G		>	d	  /	&	?	  	*	  	0	M	!	0	  0	&	M	&	  	0	(	>	  	>	9	$	G	  9	H		,   $	K	  	C	*	/	>	  	H	(	2	  9		>	(	G	  	G	  *	M	0		>	0	M	/	  	>	  	8	M	
 $	G	.	>	2	  	0	G		  	0	  8	-	@	  8	,	M	
 8		M	0	>		,	  	?		  	>	(	G	  5	>	2	G	  	H	(	2		 	 	 	 [   H a s z n  l a t   ] \ n 1 .   A   D C D   a b l a k   m e g n y i t  s a    s   b e z  r  s a \ n A   D C D   a l a p  r t e l m e z  s k  p p e n   m e g n y  l i k   a   t e r m i n  l o n :   A   D C D   a b l a k   a u t o m a t i k u s a n   g  r g e t  s r e   m e g j e l e n i k   a   t e l e f o n   i n d  t  s a k o r .    g y   i s   b e l  p h e t   a   c s a t o r n a l i s t a   k  p e r n y Qr e ,   h a   a   D C D   i k o n r a   k a t t i n t   a   C H I N A   M O B I L E   I N   k  p e r n y Qn ,   h a   l e t i l t o t t a .   \ n A   D C D   k i k a p c s o l  s a :   m i u t  n   k i j e l  l t e   a z    O f f    ( K i )   e l e m e t ,   a   D C D   a b l a k   e l t qn i k .   A   v  s  r l  s i   k a p c s o l a t   a z o n b a n   f e n n m a r a d .   H a   t  r  l n i   k  v  n j a   a   m e g r e n d e l  s t ,   h a s z n  l j a   a   c s a t o r n  k   t  r l  s e   f u n k c i  t    s   t  r  l j e   a z   	 	 	 	 [ G e b r u i k ] \ n 1 .   D C D - v e n s t e r   o p e n e n   e n   s l u i t e n \ n D C D   w o r d t   s t a n d a a r d   g e o p e n d   o p   d e   t e r m i n a l :   H e t   D C D - v e n s t e r   v e r s c h i j n t     a u t o m a t i s c h   d o o r   t e   s c r o l l e n   n a   h e t   i n s c h a k e l e n   v a n   d e   t e l e f o o n .   O o k   k u n t   u   n a a r   d e   k a n a l e n l i j s t   g a a n   d o o r   t e   k l i k k e n   o p   h e t   D C D - p i c t o g r a m   i n   h e t   s c h e r m   C H I N A   M O B I L E   I N   t e r w i j l   h e t   g e d e a c t i v e e r d   w o r d t .   \ n D C D   u i t s c h a k e l e n :   s e l e c t e e r   " U i t "   e n   h e t   D C D - v e n s t e r   v e r d w i j n t .   D e   a a n k o o p r e l a t i e   b l i j f t   b e s t a a n .   W i l t   u   d e   o r d e r   a n n u l e r e n ,   g e b r u i k   d a n   d e   f u n c t i e   v o o r   h e t   v e r w i j d e r e n   v a n   k a n a l 	 	 	 [   U t i l i z a r e   ] \ n 1 .   D e s c h i d e r e   _i    n c h i d e r e   f e r e a s t r   D C D \ n D C D   s e   d e s c h i d e   p e   t e r m i n a l    n   m o d   i m p l i c i t :   f e r e a s t r a   D C D   s e   v a   a f i _a   a u t o m a t   p r i n   d e f i l a r e   d u p   p o r n i r e a   t e l e f o n u l u i ;   m a i   p u t e ci   i n t r o d u c e   e c r a n u l   c u   l i s t a   d e   c a n a l e   f c  n d   c l i c   p e   p i c t o g r a m a   D C D    n   e c r a n u l   C H I N A   M O B I L E   I N   l a   d e z a c t i v a r e .   \ n O p r i r e   D C D :   d u p   c e   a ci   s e l e c t a t    O p r i r e  ,   f e r e a s t r a   D C D   n u   s e   v a   m a i   a f i _a .   D a r   r e l a ci a   d e   a c h i z i ci e   r m  n e    n   c o n t i n u a r e .   D a c   d o r i ci   s   r e v o c a ci   c o m a n d a ,   u t i l i z a ci   f u n c ci a   d e   _t e r g e r e   a   c a n a l e l o r   	 	 	 [     ] \ n 1 .           D C D \ n D C D         :     D C D             ;   ,                       D C D     C H I N A   M O B I L E   I N       .   \ n     D C D :         " " ,     D C D   .           .           ,                       . \ n 	 	 	 [   712  '1  ] / n 1 .   ~F,1G  D C D   1'  ('2  H  (3*G  FE'// n D C D   (G  7H1  ~4A16  (1  1H  ~''FG  ('2  E4H/:   ~3  '2  1'G  'F/'2  *DAF  ~F,1G  D C D   .H/(.H/  ('  'F,'E  ~E'4  ~//'1  E4H/  F2  E*H'F/  ('  D  1/F  (1  1H  4D  /1HF  5A-G  C H I N A   M O B I L E   I N   (GF'E  '2'1'F/'.*F  "F  H'1/  5A-G  AG13*  'F'DG'  4H/.   / n .'EH4  1/F  D C D :   ('  'F*.'(  " .'EH4"   ~F,1G  D C D   F'~//  .H'G/4/.   HD  GEF'F  '1*('7  .1/  FG/'1  E4H/.   F'FG  (.H'G/  3A'14  .H/  1'  D:H  FE'/  .H'G4EF/  '3*  '2  '11/  -0A  'F'D  '3*A'/G  FEH/G  H  GEG  'F'DG'  E4*1  4/G  1'  -0A  	 	 	 [ 							]   \ n 1 .   						  						  					  	  				  				  \ n   										  						  						  						  					:   			  				  				  		  								  				  														  						  							  				  			;   					  						  		  							  								  				  			  						  					  					  				  				  							  							  						  				  						d	  \ n   						  				  				:   
 " 		"   					  				  						  						  			  				d	  						  				  							  				  				  			d	  			  						  					  				  			  					  							  			  							  					  				  					  						  							  				  			  			  							  									  				  					d	\ n       	 	 	 	 	 	 	 	 	 [   G e b r u i k   ] \ n 1 .   M a a k   d i e   D C D - s k e r m   o o p   e n   t o e \ n D C D   s a l   b y   v e r s t e k   o p   t e r m i n a a l   o o p m a a k :   D C D - s k e r m   s a l   o u t o m a t i e s   v e r s k y n   a s   d a a r   g e b l a a i   w o r d   n a d a t   d i e   f o o n   a a n g e s i t   i s ;   j y   k a n   o o k   d i e   k a n a a l l y s - s k e r m   o o p m a a k   d e u r   o p   d i e   D C D - i k o o n   i n   d i e   C H I N A   M O B I L E   I N - s k e r m   t e   k l i e k   w a n n e e r   j y   d i t   v e r s p e r .   \ n S k a k e l   D C D   a f :   d i e   D C D - s k e r m   s a l   v e r d w y n   n a d a t   " A f "   g e k i e s   i s .   D i e   k o o p o o r e e n k o m s   g e l d   e g t e r   n o g .   I n d i e n   j y   d i e   b e s t e l l i n g   w i l   k a n s e l l e e r ,   g e b r u i k   a s s e b l i e f   d i e   " s k r a p   k a n a l e " - f u n k s i e   e n   s k r a p   a l l e   k a n a l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ U s o ] \ n 1 .   A b r a   e   f e c h e   a   j a n e l a   D C D \ n D C D      a b e r t o   p o r   p r e d e f i n i   o   n o   t e r m i n a l :   A   j a n e l a   D C D   a p a r e c e r    a u t o m a t i c a m e n t e   r o l a n d o   a p  s   o   i n  c i o   d o   t e l e f o n e ;   t a m b  m   p o d e   i n s e r i r   a   l i s t a   d e   c a n a i s   c l i c a n d o   n o    c o n e   D C D   n a   t e l a   C H I N A   M O B I L E   I N   q u a n d o   d e s a b i l i t  - l o .   \ n D e s l i g a r   D C D :   a p  s   s e l e c i o n a r   " D e s l i g a r " ,   a   j a n e l a   D C D   d e s a p a r e c e r  .   M a s   a   r e l a   o   d e   c o m p r a      a i n d a   m a n t i d a .   S e   q u i s e r   c a n c e l a r   o   p e d i d o ,   u s e   a   f u n   o   d e   e x c l u s  o   d e   c a n a i s   e   e x c l u a   t o d o s   o s   c a n a i s   d e   a s s i n a t u r a . \ n 
 
 S T R _ I D _ D C D _ H E L P _ I N F O 3 	 d c d 	 U N L I M 	 H e l p 	 2 .   S u b s c r i b e   a n d   u n s u b s c r i b e   f i x e d   p r i c e   r e c o m m e n d e d   c h a n n e l   s e t \ n S u b s c r i b e :   i n   t h e   p r e m i s e   o f   e n a b l i n g   G P R S ,   t h r o u g h    D C D   - >   a d d   c h a n n e l   - >   s u b s c r i b e   f i x e d   p r i c e   r e c o m m e n d e d   c h a n n e l   s e t  ,   y o u   c a n   c o m p l e t e   t h e   s u b s c r i b i n g   i t .   T h e n   y o u   c a n   b r o w s e   m a s s   o f   w o n d e r f u l   n e w s . \ n U n s u b s c r i b e :   t h r o u g h    D C D   - >   d e l e t e   c h a n n e l   - >   u n s u b s c r i b e   f i x e d   p r i c e   r e c o m m e n d e d   c h a n n e l   s e t  .   T h e n   y o u   c a n   o n l y   e n j o y   t h e   c o n t e n t   o f   f r e e   c h a n n e l s ,   s u c h   a s    w e a t h e r   f o r e c a s t    a n d    f r e s h   e x p e r i e n c e    e t c . \ n 	 2 0T _
|TWY\ n _
B}z(WG P R S vMRcNN _
- > mR;S- > |T;SWY sS[b_
|TWY(u6bSNAmwmϑ|i_ǌ
0\ n  N _
- > *Rd;S- > Sm|T;SWY sS[b _
|TWY
gRPNS )Y#l1X T ԚW I{MQ;SgQ[0\ n 	 2 0-T _|TWY\ n -_~z(W _G P R S vMRcNǏ _- > mRS- >  _|TSWY sS[b-_|TWY(u7bSNOmȉwmϑ|i_D0\ n  Ǐ _- >  RdS- > Sm|TSWY sS[b _|TWY
gRNNS )Ylb T SO I{MQ9SQ[0\ n 	 2 .   *!1#A%0@%4*!1#
8A
@%5HA035H#225H\ n *!1#:   C+%12-2#@432  G P R S ,   H2  " D C D   - >   @4H!A
@%  - >   *!1#
8A
@%5HA035H#225H" ,   8*2!2#32#*!1#C+I*!9#L  21I8*2!2#@#5"9H2'*2#5H"-@"5H"!DI\ n @%4*!1#:   H2  " D C D   - >   %A
@%  - >   @%4*!1#
8A
@%5HA035H#225H"     21I8*2!2#@%4@%41@7I-+2-A
@%#5H2F  @
H  " "2#L-22("   A%0  " #0*2#L5H*C+!H"   /%/\ n 	 2 .   S u b s c r i b i r   y   c a n c e l a r   s u b s c r i p c i  n   d e   c o n j u n t o   d e   c a n a l e s   r e c o m e n d a d o s   c o n   p r e c i o   f i j o   \ n S u b s c r i b i r :   e n   d o n d e   s e   a c t i v e   G P R S ,   a   t r a v  s   d e    D C D   - >   a  a d i r   c a n a l   - >   s u b s c r i b i r   c o n j u n t o   d e   c a n a l e s   r e c o m e n d a d o s   c o n   p r e c i o   f i j o  ,   u s t e d   p u e d e   c o m p l e t a r   l a   s u b s c r i p c i  n .   D e s p u  s   u s t e d   p o d r    n a v e g a r   a   t r a v  s   d e l   v o l u m e n   d e   m a r a v i l l o s a s   n o t i c i a s .   \ n C a n c e l a r   s u b s c r i p c i  n :   a   t r a v  s   d e    D C D   - >   b o r r a r   c a n a l   - >   c a n c e l a r   s u b s c r i p c i  n   d e   c o n j u n t o   d e   c a n a l e s   r e c o m e n d a d o s   c o n   p r e c i o   f i j o  .   E n t o n c  s   u s t e d   p o d r    	 2 .   R  g l e r   l ' a b o n n e m e n t   e t   l e   d  s a b o n n e m e n t      p r i x   f i x e   a u x   c h a  n e s   r e c o m m a n d  e s \ n A b o n n e m e n t  :     P o u r   a c t i v e r   G P R S ,   v i a     D C D   - >   a j o u t e r   c h a  n e   - >   R  g l a g e   d  a b o n n e m e n t      p r i x   f i x e   a u x   c h a  n e s   r e c o m m a n d  e s   ,   v o u s   p o u v e z   v o u s   a b o n n e r ,     V o u s   p o u r r e z   a l o r s   n a v i g u e r   d e   n o m b r e u s e s   c h a  n e s   d e   n o u v e l l e s .   \ n D  s a b o n n e m e n t   :   v i a     D C D   - >   s u p p r i m e r   c h a  n e   - >   R  g l a g e   d e   d  s a b o n n e m e n t      p r i x   f i x e   a u x   c h a  n e s   r e c o m m a n d  e s   .   V o u s   p o u v e z   a l o r s   r e g a r d e r   s e u l e m e n t   l e   c o n t e n u   d e s   c h a  n e s   g r a t u i t e s ,   c o m m e     M  t  o   	 2 .   A b o n n i e r e n   S i e   d a s   e m p f o h l e n e   K a n a l s e t   m i t   F e s t p r e i s   u n d   k  n d i g e n   S i e   d a s   A b o n n e m e n t \ n A b o n n i e r e n :   U n t e r   d e r   V o r a u s s e t z u n g ,   d a s s   G P R S   m i t t e l s   " D C D   - >   K a n a l   h i n z u f  g e n   >   e m p f o h l e n e s   K a n a l s e t   m i t   F e s t p r e i s   a b o n n i e r e n "   a k t i v i e r t   w u r d e ,   k  n n e n   S i e   d a s   A b o n n e m e n t   f e r t i g s t e l l e n .   S i e   h a b e n   d a n n   Z u g a n g   z u   z a h l r e i c h e n ,   w u n d e r b a r e n   N a c h r i c h t e n .   \ n A b o n n e m e n t   k  n d i g e n :    b e r   " D C D   - >   K a n a l   l  s c h e n   >   A b o n n e m e n t   v o n   e m p f o h l e n e m   K a n a l s e t   m i t   F e s t p r e i s   k  n d i g e n " .   N u r   d a n n   k  n n e n   S i e   d i e   I n h a l t e   f r e i e r   K a n  l e   g 	 2 .   $8:A8@>20==0O  F5=0  =0  ?>4?8A:C  8  >B<5=C  ?>4?8A:8  4;O  @5:><5=4C5<>3>  =01>@0  :0=0;>2\ n >4?8A:0:   5A;8  2:;NG5=>  G P R S ,   ?>4?8A:C  <>6=>  7025@H8BL  2  <5=N  " D C D   - >   4>1028BL  :0=0;  - >   D8:A8@>20==0O  F5=0  =0  ?>4?8A:C  4;O  @5:><5=4C5<>3>  =01>@0  :0=0;>2" .   >A;5  MB>3>  2K  A<>65B5  ?@>A<0B@820BL  <=>65AB2>  8=B5@5A=KE  =>2>AB59.   \ n B<5=0  ?>4?8A:8:   2K?>;=O5B  G5@57  " D C D   - >   C40;8BL  :0=0;  - >   D8:A8@>20==0O  F5=0  =0  >B<5=C  ?>4?8A:8  4;O  @5:><5=4C5<>3>  =01>@0  :0=0;>2" .   >A;5  MB>3>  4>ABC?=K  B>;L:>  B0:85  15A?;0B=K5  :0=0;K,   :0	 2 .   S o t t o s c r i v e r e   e d   e l i m i n a r e   l a   s o t t o s c r i z i o n e   a l   s e t   d i   c a n a l i   c o n s i g l i a t i   a   p r e z z o   f i s s o \ n S o t t o s c r i z i o n e :   p e r   a b i l i t a r e   i l   G P R S ,   t r a m i t e   " D C D   - >   A g g i u n g i   c a n a l e - >   S o t t o s c r i v i   s e t   c a n a l i   c o n s i g l i a t i   a   p r e z z o   f i s s o " ,      p o s s i b i l e   c o m p l e t a r e   l a   s o t t o s c r i z i o n e   e   v i s u a l i z z a r e   t u t t e   l e   n o t i z i e .   \ n A n n u l l a m e n t o   s o t t o s c r i z i o n e :   t r a m i t e   " D C D   - >   E l i m i n a   c a n a l e   - >   E l i m i n a   s o t t o s c r i z i o n e   a   s e t   c a n a l i   c o n s i g l i a t i   a   p r e z z o   f i s s o " ,      p o s s i b i l e   v i s u a l i z z a r e   s o l o   i l   c o n t e n u t o   d e i   c a n a l i   g r a t u i t i   q u a l i   " l e   p r e v 	 2 -   '4*1C  AJ  E,EH9)  'DBFH'*  0'*  'D#39'1  'D+'(*)  'DEH5I  (G'  #H  BE  (%D:'!  'D'4*1'C  AJG'. \ n 'D'4*1'C:   ('A*1'6  *ECJF  ./E)  G P R S   EF  .D'D  " D C D   - >   %6'A)  BF')  - >   '4*1'C  AJ  E,EH9)  'DBFH'*  0'*  'D#39'1  'D+'(*)  'DEH5I  (G'"   HEF  +EQ  *3*7J9  '3*CE'D  'D'4*1'C  AG'.   (9/  0DC  JECFC  *5A-  B/1K'  G'&D'K  EF  'D#.('1  'D1'&9). \ n %D:'!  'D'4*1'C:   EF  .D'D  " D C D   - >   -0A  BF')  - >   %D:'!  'D'4*1'C  AJ  E,EH9)  'DBFH'*  0'*  'D#39'1  'D+'(*)  'DEH5I  (G'" .   H(0DC  JECFC  'D'3*E*'9  AB7  (E4'G/)  E-*HI  'DBFH'*  'DE,'FJ)  E+D  " HJ21  AH1C'3*"   H" A1J4  %C3(	 2 .   S u b s c r e v e r   e   c a n c e l a r   a   s u b s c r i   o   d e   c o n j u n t o   d e   c a n a i s   p a g o s   r e c o m e n d a d o s \ n S u b s c r e v e r :   P o d e r    e f e c t u a r   a   s u b s c r i   o   a c t i v a n d o   a   l i g a   o   G P R S ,   e m   " D C D   - >   A d i c i o n a r   c a n a l   - >   S u b s c r e v e r   c o n j u n t o   d e   c a n a i s   p a g o s   r e c o m e n d a d o s " .   D e p o i s   p o d e r    n a v e g a r   p e l a   e n o r m e   q u a n t i d a d e   d e   n o t  c i a s   o f e r e c i d a s .   \ n C a n c e l a r   a   s u b s c r i   o :   E m   " D C D   - >   E l i m i n a r   c a n a l   - >   C a n c e l a r   a   s u b s c r i   o   d o   c o n j u n t o   d e   c a n a i s   p a g o s   r e c o m e n d a d o s " .   D e s s a   f o r m a   p o d e r    a p e n a s   u s u f r u i r   d o   c o n t e  d o   d e   c a n a i s   g r a t u  t o s ,   t a i s   c o m o ,   " P r e 	 2 .   S a b i t   f i y a t l 1  t a v s i y e   e d i l e n   k a n a l a   a b o n e   o l m a   v e   a b o n e l i i   i p t a l   e t m e \ n A b o n e   o l m a :   " D C D   - >   k a n a l   e k l e   - >   s a b i t   f i y a t l 1   n e r i l e n   k a n a l a    y e   o l "   y o l u y l a   G P R S ' i   a  m a    n e r i s i n d e   a b o n e l i i   t a m a m l a y a b i l i r s i n i z .   D a h a   s o n r a   b i r  o k   g  z e l   h a b e r i   g e z e b i l i r s i n i z .   \ n A b o n e l i i   i p t a l   e t m e :   " D C D   - >   k a n a l 1  s i l   - >   s a b i t   f i y a t l 1   n e r i l e n   k a n a l a    y e l i i   i p t a l   e t "   y o l u y l a    y e l i i   i p t a l   e d e b i l i r s i n i z .   D a h a   s o n r a   s a d e c e   " h a v a   d u r u m u "   v e   " y e n i   t e c r  b e "   g i b i    c r e t s i z   k a n a l l a r 1n   i  e r i k l e r i n d e n   y a r a r l a n a b i l i r s i n i z . \ n 	 2 .   n g   k    v    h y   n g   k    b   k  n h     n g h   g i    c   n h \ n n g   k  :   t r o n g   t i  u     b t   G P R S ,   q u a   " D C D   - >   t h  m   k  n h   - >   n g   k    b   k  n h     n g h   g i    c   n h " ,   b n   c    t h   h o  n   t t   v i c   n g   k    n  .   S a u    ,   b n   c    t h   d u y t   c   n h i u   t i n   t c   h a y .   \ n H y   n g   k  :   q u a   " D C D   - >   x  a   k  n h   - >   h y   n g   k    b   k  n h     n g h   g i    c   n h " .   S a u      b n   c    t h   c h   t n   h n g   n i   d u n g   c a   c  c   k  n h   m i n   p h    n h   " d   b  o   t h i   t i t "   v    " t r i   n g h i m   m i " ,   v . v . . . \ n 	 2 .   2 .   B e r l a n g g a n a n   d a n   b e r h e n t i   b e r l a n g g a n a n   p a k e t   s a l u r a n   y a n g   d i s a r a n k a n   d e n g a n   h a r g a   t e t a p \ n B e r l a n g g a n a n :   p a d a   p e t u n j u k   p e n g a k t i f a n   G P R S ,   b u k a   " D C D   - >   t a m b a h k a n   s a l u r a n   - >   b e r l a n g g a n a n   p a k e t   s a l u r a n   y a n g   d i s a r a n k a n   d e n g a n   h a r g a   t e t a p " ,   A n d a   d a p a t   m e n y e l e s a i k a n   p r o s e s   b e r l a n g g a n a n n y a .   S e t e l a h   i t u ,   A n d a   d a p a t   m e n e l u s u r i   b e g i t u   b a n y a k   b e r i t a   m e n a r i k .   \ n B e r h e n t i   b e r l a n g g a n a n :   b u k a   " D C D   - >   h a p u s   s a l u r a n   - >   b e r h e n t i   b e r l a n g g a n a n   p a k e t   s a l u r a n   y a n g   d i s a r a n k a n   d e n g a n   h a r g a   t e t a p " .   S e t e l a h   i t u ,   A n d a   	 2 .   P e n g e s e t a n   s a l u r a n   h a r g a   t e t a p   y a n g   d i c a d a n g k a n   k e p a d a   l a n g g a n   d a n   b a t a l k a n   l a n g g a n a n \ n L a n g g a n :   s e m a s a   m e m b o l e h k a n   G P R S ,   m e l a l u i   " D C D   -   >   t a m b a h   s a l u r a n   - >   s e t k a n   l a n g g a n a n   s a l u r a n   h a r g a   t e t a p   y a n g   d i c a d a n g k a n " ,   a n d a   b o l e h   m e l e n g k a p k a n   p e l a n g g a n a n   k e p a d a n y a .   K e m u d i a n ,   a n d a   b o l e h   m e l a y a r i   b a n y a k   b e r i t a   t e r k i n i .   \ n B a t a l k a n   l a n g g a n a n :   m e l a l u i   " D C D   - >   h a p u s   s a l u r a n   - >   s e t k a n   p e m b a t a l a n   l a n g g a n a n   k e p a d a   s a l u r a n   h a r g a   t e t a p   y a n g   d i c a d a n g k a n " .   K e m u d i a n ,   a n d a   h a n y a   b o l e h   m e n i k m a t i   k a n d u n g a n   s a l u r a n   	 2 .   8	M	%	?	0	  	@	.	$	  	(	A	6		8	?	$	  	H	(	2	  8	G		  	@	  8	&	8	M	/	$	>	  2	G	(	>	  $	%	>	  8	&	8	M	/	$	>	  8	.	>	*	M	$	  	0	(	>	d	\ n 8	&	8	M	/	$	>	  2	G		:   G P R S   	K	  8		M	7	.	  	0	(	G	  	G	  	'	>	0	  *	0	,   " D C D   	G	  	<	0	?		  - >   	H	(	2	  	K	\	G		  - >   8	M	%	?	0	  	@	.	$	  	(	A	6		8	?	$	  	H	(	2	  8	G		  	@	  8	&	8	M	/	$	>	  2	G		" ,   	*	  	8		@	  8	&	8	M	/	$	>	  2	G	(	>	  *	B	0	>	  	0	  8		$	G	  9	H		d	  	8		G	  ,	>	&	  	*	  "	G	0	  8	>	0	G	  6	>	(	&	>	0	  8	.	>		>	0	K		  	K	  ,	M	0	>			[	  	0	  8		$	G	  9	H		d	  \ n 8	&	8	M	/	$	>	  8	.	>	*	M	$	  	0	G		:   " D C D   	G	  	0	?		  - >   	H	(	2	  .	?		>			  - >   8	M	%	?	0	  	@	.	$	  	(	A	6		8	?	$	  	H	(	2	  8	G		  	@	  8	&	8	M	/	$	>	  8	.	>	*	M	$	  	0	G		" .   	8		G	  ,	>	&	  	*	  8	?	0	M	+	  +	M	0	@	  	H	(	2	K		  	@	  8	>	.		M	0	@	  	>	  2	A	$	M	+	  		 	>	  8		G			G	,   	H	8	G	  	?	  " .	L	8	.	  	@	  -	5	?	7	M	/	5	>	#	@	"   	0	  " $	>		 	 	 	 2 .   R  g z  t e t t    r  ,   a j  n l o t t   c s a t o r n a c s o m a g   e l Qf i z e t  s e    s   e l Qf i z e t  s  n e k   m e g s z  n t e t  s e \ n E l Qf i z e t  s :   e n g e d  l y e z e t t   G P R S   m e l l e t t   v  l a s s z a   a   " D C D   - >   C s a t o r n a   h o z z  a d  s a   - >   R  g z  t e t t    r  ,   a j  n l o t t   c s a t o r n a c s o m a g   e l Qf i z e t  s e "   e l e m e t ,    g y   m e g t  r t  n i k   a z   e l Qf i z e t  s .   E z u t  n   s z  m o s   n a g y s z e r q  h  r c s a t o r n a   k  z  t t   t a l l  z h a t .   \ n E l Qf i z e t  s   m e g s z  n t e t  s e :   v  l a s s z a   a   " D C D   - >   C s a t o r n a   t  r l  s e   - >   R  g z  t e t t    r  ,   a j  n l o t t   c s a t o r n a c s o m a g   e l Qf i z e t  s  n e k   m e g s z  n t e t  s e "   e l e m e t .    g y   m  r   c s a k   a z   i n g y e n e s   c s a t o r n  k ,   m i n t   p 	 	 	 	 2 .   A b o n n e r e n   e n   o p z e g g e n   v a n   a a n b e v o l e n   k a n a l e n   v o o r   v a s t e   p r i j s   i s   i n g e s t e l d \ n A b o n n e r e n :   i n   d e   p r e m i s e   v a n   h e t   a c t i v e r e n   v a n   G P R S   m e t   " D C D   - >   k a n a a l   t o e v o e g e n   - >   a b o n n e r e n   v a n   a a n b e v o l e n   k a n a l e n   v o o r   v a s t e   p r i j s   i s   i n g e s t e l d " ,   k u n t   u   d e   a b o n n e r i n g   v o l t o o i e n .   D a a r n a   h e b t   u   t o e g a n g   t o t   v e e l   i n t e r e s s a n t   n i e u w s .   \ n O p z e g g e n :   m e t   " D C D   - >   k a n a a l   v e r w i j d e r e n   - >   o p z e g g e n   v a n   a a n b e v o l e n   k a n a l e n   v o o r   v a s t e   p r i j s   i s   i n g e s t e l d " .   D a a r n a   h e b t   u   a l l e e n   t o e g a n g   t o t   d e   g r a t i s   k a n a l e n ,   z o a l s   h e t   " w e e r b e r i c h t "   e n 	 	 	 2 .   A b o n a r e   _i   d e z a b o n a r e   s e t a r e   c a n a l   c u   p r e c  f i x   r e c o m a n d a t \ n A b o n a r e :    n   c a z u l   a c t i v r i i   G P R S ,   p r i n    D C D   - >   a d u g a r e   c a n a l   - >   s e t a r e   a b o n a r e   c a n a l   c u   p r e c  f i x   r e c o m a n d a t  ,   p u t e ci   f i n a l i z a   a b o n a r e a .   A p o i   p u t e ci   r s f o i   o   m u l ci m e   d e   _t i r i   m i n u n a t e .   \ n D e z a b o n a r e :   p r i n    D C D   - >   _t e r g e r e   c a n a l   - >   s e t a r e   d e z a b o n a r e   c a n a l   c u   p r e c  f i x   r e c o m a n d a t  .   A p o i   v   p u t e ci   b u c u r a   n u m a i   d e   c o n ci n u t u l   c a n a l e l o r   g r a t u i t e ,   c u m   a r   f i    p r e v i z i u n i   m e t e o  ,    e x p e r i e n c  n o u    e t c . \ n 	 	 	 2 .                     \ n :         G P R S ,     " D C D   - >       - >           " ,         .                 .   \ n   :           " D C D   - >       - >             " .               ,     "     " ,   "   "   . \ n 	 	 	 2 .   '4*1'  H  D:H  '4*1'  /3*G  'F'DG'  ~4FG'/  ('  G2FG  +'(*/ n '','/  4*1':   /1  GF'E  ('1'F/'.*F  G P R S   ('  1A*F  (G  EFHG'  " D C D   - >   'A2H/F  'F'D  - >   '4*1'  /3*G  'F'DG'  ~4FG'/  ('  G2FG  +'(*"   E*H'F/  '4*1'  .H/  1'  ','/  FE'/.   3~3  E*H'F/  (G  E1H1  'F(HG  '2  '.('1  (3'1  EA/  (~1/'2/.   / n D:H  '4*1':   'F'1  '2  71B  EFHG'  " D C D   - >   -0A  'F'D  - >   D:H  '4*1'  /3*G  'F'DG'  ~4FG'/  ('  G2FG  +'(*"   'F,'E  E1/.   3~3  E*H'F  '2  (1F'EG  G'  'F'DG'  1''F  E'FF/  " ~4  (F  GH'4F'3"   H  " *,1('*  *'2G"   H  3'1  EH	 	 	 	.   									  							  										  							  			  											  				  		  													  				  \ n 											:   								  											  										,   " 						  - >   							  					  				- >   									  							  										  							  			  											  				" - 		  							  				  												  							  				  					d	  					  				  					  		  					  							  					  				  					d	\ n   													:   " 						  - >   							  				  					- > - 		  							  									  							  										  							  			  													  				" d	  				  				  				  				  									  									  					  				  				 	 	 	 	 	 	 	 	 2 .   T e k e n   i n   e n   u i t   o p   a a n b e v o l e   s t e l   k a n a l e   t e e n   v a s t e   f o o i \ n T e k e n   i n :   d e u r   G P R S   t e   o n t s p e r ,   k a n   j y   i n t e k e n i n g   v o l t o o i   d e u r   d i e   " D C D   - >   v o e g   k a n a a l   b y   - >   t e k e n   i n   o p   a a n b e v o l e   s t e l   k a n a l e   t e e n   v a s t e   f o o i " .   B l a a i   d a n   d e u r   d i e   m a s s a   w o n d e r l i k e   n u u s .   \ n T e k e n   u i t :   d e u r   " D C D   - >   s k r a p   k a n a a l   - >   t e k e n   u i t   o p   a a n b e v o l e   s t e l   k a n a l e   t e e n   v a s t e   f o o i " .   D a n   k a n   j y   s l e g s   d i e   i n h o u d   v a n   d i e   g r a t i s   k a n a l e   g e n i e t ,   b y v o o r b e e l d   " w e e r v o o r s p e l l i n g "   e n   " f r e s h   e x p e r i e n c e "   e n s . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 .   A s s i n a r   e   c a n c e l a r   a s s i n a t u r a   d e   c o n j u n t o   d e   c a n a i s   r e c o m e n d a d o s   c o m   p r e  o   f i x o \ n A s s i n a r :   n a   s u p o s i   o   d e   h a b i l i t a r   G P R S ,   a t r a v  s   d e   " D C D   - >   a d i c i o n a r   c a n a l   - >   a s s i n a r   c o n j u n t o   d e   c a n a i s   r e c o m e n d a d o s   c o m   p r e  o   f i x o " ,   s u a   a s s i n a t u r a   p o d e   s e r   c o m p l e t a d a .   E m   s e g u i d a ,   p o d e r    n a v e g a r   p o r   v o l u m e s   d e   n o t  c i a s .   \ n C a n c e l a r   a s s i n a t u r a :   a t r a v  s   d e   " D C D   - >   e x c l u i r   c a n a l   - >   c a n c e l a r   a s s i n a t u r a   c o n j u n t o   d e   c a n a i s   r e c o m e n d a d o s   c o m   p r e  o   f i x o " .   E m   s e g u i d a ,   v o c    p o d e   d e s f r u t a r   d o   c o n t e  d o   d e   c a n a i s   g r a t u i t o s 
 
 S T R _ I D _ D C D _ H E L P _ I N F O 4 	 d c d 	 U N L I M 	 H e l p 	 3 .   C h a n n e l   M a n a g e m e n t \ n A d d   C h a n n e l s :   t h r o u g h    D C D   - >   a d d   c h a n n e l   - >   n o t   a d d e d   c h a n n e l  ,   s e l e c t   t h e   c h a n n e l   y o u   w a n t   t o   a d d . \ n D e l e t e   c h a n n e l s :   t h r o u g h   t h e    D C D   - >   d e l e t e   c h a n n e l   - >   a d d e d   c h a n n e l  ,   s e l e c t   t h e   c h a n n e l   y o u   w a n t   t o   d e l e t e . \ n 	 3 0;S{t\ n mR;SN _
- > mR;S- > *gmR;S xd`mRv;S0\ n *Rd;SN _
- > *Rd;S- > ]mR;S xd`*Rdv;S0\ n 	 3 0S{t\ n mRSǏ _- > mRS- > *gmRS 	b`mRvS0\ n  RdSǏ _- >  RdS- > ]mRS 	b` RdvS0\ n 	 3 .   2#12#A
@%\ n @4H!A
@%:   H2  " D C D   - >   @4H!A
@%  - >   A
@%5H"1D!HDI@4H!" ,   @%7-A
@%5H8I-2#@4H!\ n %A
@%:   H2  " D C D   - >   %A
@%  - >   A
@%5H@4H!A%I'" ,   @%7-A
@%5H8I-2#%  \ n 	 3 .   A d m i n i s t r a c i  n   d e   c a n a l e s \ n A d d   C a n a l e s :   a   t r a v  s   d e   " D C D   - >   a  a d i r   c a n a l   - >   c a n a l   n o   a  a d i d o " ,   s e l e c c i o n e   e l   c a n a l   q u e   d e s e a   a  a d i r . \ n B o r r a d o   d e   c a n a l e s :   a   t r a v  s   d e   " D C D   - >   b o r r a r   c a n a l   - >   c a n a l   a  a d i d o " ,   s e l e c c i o n e   e l   c a n a l   q u e   d e s e a   b o r r a r .   \ n 	 3 .   G e s t i o n   d e s   c h a  n e s \ n A j o u t e r   d e s   c h a  n e s  :   v i a     D C D   - >   a j o u t e r   c h a  n e   - >   c h a  n e   p a s   a j o u t  e   ,   c h o i s i s s e z   l e s   c h a  n e s   q u e   v o u s   v o u l e z   a j o u t e r . \ n S u p p r i m e r   d e s   c h a  n e s  :   v i a     D C D   - >   s u p p r i m e r   c h a  n e   - >   c h a  n e   a j o u t  e   ,   c h o i s i s s e z   l a   c h a  n e   q u e   v o u s   v o u l e z   s u p p r i m e r .   \ n 	 3 .   K a n a l v e r w a l t u n g \ n K a n  l e   h i n z u f  g e n :    b e r   " D C D   - >   K a n a l   h i n z u f  g e n   - >   k e i n   h i n z u g e f  g t e r   K a n a l "   w  h l e n   S i e   d e n   K a n a l ,   d e n   S i e   h i n z u f  g e n   m  c h t e n . \ n K a n  l e   l  s c h e n :    b e r   " D C D   - >   K a n a l   l  s c h e n   - >   h i n z u g e f  g t e r   K a n a l "   w  h l e n   S i e   d e n   K a n a l ,   d e n   S i e   l  s c h e n   m  c h t e n .   \ n 	 3 .   #?@02;5=85  :0=0;0<8\ n >102;5=85  :0=0;>2:   2  " D C D   - >   4>1028BL  :0=0;  - >   =54>102;5==K9  :0=0;" ,   2K15@8B5  :0=0;,   :>B>@K9  E>B8B5  4>1028BL. \ n #40;5=85  :0=0;>2:   2  " D C D   - >   C40;8BL  :0=0;  - >   4>102;5==K9  :0=0;" ,   2K15@8B5  :0=0;,   :>B>@K9  E>B8B5  C40;8BL.   \ n 	 3 .   G e s t i o n e   c a n a l e \ n A g g i u n t a   d i   c a n a l i :   t r a m i t e   " D C D   - >   A g g i u n g i   c a n a l e   - >   C a n a l e   n o n   a g g i u n t o " ,   s e l e z i o n a r e   i l   c a n a l e   d a   a g g i u n g e r e . \ n E l i m i n a z i o n e   d i   c a n a l i :   t r a m i t e   " D C D   - >   E l i m i n a   c a n a l e   - >   C a n a l e   a g g i u n t o " ,   s e l e z i o n a r e   i l   c a n a l e   d a   e l i m i n a r e .   \ n 	 3 -   %/'1)  'DBFH'*\ n %6'A)  BFH'*:   EF  .D'D  " D C D   - >   %6'A)  BF')  - >   BF')  :J1  E6'A)"   '.*1  'DBF')  'D*J  *1:(  AJ  %6'A*G'. \ n -0A  BFH'*:   EF  .D'D  " D C D   - > -0A  BF')  - > 'DBF')  'DE6'A)"   '.*1  'DBF')  'D*J  *1:(  AJ  -0AG'. \ n 	 3 .   G e s t  o   d e   c a n a i s \ n A d i c i o n a r   c a n a i s :   E m   " D C D   - >   A d i c i o n a r   c a n a l   - >   C a n a l   n  o   a d i c i o n a d o " ,   s e l e c c i o n e   o   c a n a l   q u e   d e s e j a   a d i c i o n a r . \ n E l i m i n a r   c a n a i s :   E m   " D C D   - >   E l i m i n a r   c a n a l   - >   C a n a l   a d i c i o n a d o " ,   s e l e c c i o n e   o   c a n a l   q u e   d e s e j a   e l i m i n a r .   \ n 	 3 .   K a n a l   Y  n e t i m i \ n K a n a l   e k l e m e :   " D C D   - >   k a n a l   e k l e   - >   e k l e n m e m i _  k a n a l "   y o l u y l a   e k l e m e k   i s t e d i i n i z   k a n a l 1  s e  i n . \ n K a n a l l a r 1  s i l m e :   " D C D   - >   k a n a l   s i l   - >   e k l e n m i _  k a n a l "   y o l u y l a   s i l m e k   i s t e d i i n i z   k a n a l 1  s e  i n .   \ n 	 3 .   Q u n   l    k  n h \ n T h  m   k  n h :   q u a   " D C D   - >   t h  m   k  n h   - >   k h  n g   p h i   k  n h      t h  m " ,   c h n   k  n h   b n   m u n   t h  m . \ n X  a   k  n h :   q u a   " D C D   - >   x  a   k  n h   - >   k  n h      t h  m " ,   c h n   k  n h   b n   m u n   x  a .   \ n 	 3 .   3 .   M a n a j e m e n   S a l u r a n \ n T a m b a h k a n   S a l u r a n :   b u k a   " D C D   - >   t a m b a h k a n   s a l u r a n   - >   b u k a n   s a l u r a n   y a n g   d i t a m b a h k a n " ,   p i l i h   s a l u r a n   y a n g   a k a n   d i t a m b a h k a n . \ n H a p u s   s a l u r a n :   b u k a   " D C D   - >   h a p u s   s a l u r a n   - >   s a l u r a n   y a n g   d i t a m b a h k a n " ,   p i l i h   s a l u r a n   y a n g   a k a n   d i h a p u s .   \ n 	 3 .   P e n g u r u s a n   S a l u r a n \ n T a m b a h   S a l u r a n :   m e l a l u i   " D C D   - >   t a m b a h   s a l u r a n   - >   b u k a n   s a l u r a n   d i t a m b a h " ,   p i l i h   s a l u r a n   y a n g   a n d a   i n g i n   m e n a m b a h . \ n H a p u s   s a l u r a n :   m e l a l u i   " D C D   - >   h a p u s   s a l u r a n   - >   s a l u r a n   d i t a m b a h " ,   p i l i h   s a l u r a n   y a n g   a n d a   i n g i n   h a p u s k a n .   \ n 	 3 .   	H	(	2	  *	M	0	,		'	(	\ n 	H	(	2	  	K	\	G		:   " D C D   	G	  	0	?		  - >   	H	(	2	  	K	\	G		  - >   	H	(	2	  (	9	@		  	K	\	G	" ,   	?	(	  	H	(	2	K		  	K	  	*	  	K	\	(	>	  	>	9	$	G	  9	H		  		(	M	9	G		  	A	(	G		d	\ n 	H	(	2	  .	?		>			:   " D C D   	G	  	0	?		  - >   	H	(	2	  .	?		>			  - >   	H	(	2	  	K	\	  &	?		  		" ,   	?	(	  	H	(	2	K		  	K	  	*	  .	?		>	(	>	  	>	9	$	G	  9	H		  		(	M	9	G		  	A	(	G		d	  \ n   	 	 	 	 3 .   C s a t o r n a k e z e l  s \ n C s a t o r n  k   h o z z  a d  s a :   v  l a s s z a   a   " D C D   - >   c s a t o r n a   h o z z  a d  s a   - >   h o z z    n e m   a d o t t   c s a t o r n a "   e l e m e t   a   h o z z  a d a n d    c s a t o r n  k   k i v  l a s z t  s  h o z . \ n C S a t o r n  k   t  r l  s e :   v  l a s s z a   a   " D C D   - >   c s a t o r n a   t  r l  s e   - >   h o z z  a d o t t   c s a t o r n a "   e l e m e t ,   h o g y   k i e m e l j e   a   t  r l e n d Q  c s a t o r n  t .   \ n 	 	 	 	 3 .   K a n a a l b e h e e r \ n K a n a l e n   t o e v o e g e n :   m e t   " D C D   - >   k a n a a l   t o e v o e g e n   - >   n i e t   t o e g e v o e g d   k a n a a l " ,   s e l e c t e e r   h e t   k a n a a l   d a t   u   w i l t   t o e v o e g e n . \ n K a n a l e n   v e r w i j d e r e n :   m e t   " D C D   - >   k a n a a l   v e r w i j d e r e n   - >   t o e g e v o e g d   k a n a a l " ,   s e l e c t e e r   h e t   k a n a a l   d a t   u   w i l t   v e r w i j d e r e n .   \ n 	 	 	 3 .   G e s t i o n a r e   c a n a l \ n A d u g a r e   c a n a l e :   p r i n    D C D   - >   a d u g a r e   c a n a l   - >   c a n a l   n e a d u g a t  ,   s e l e c t a ci   c a n a l u l   p e   c a r e   d o r i ci   s - l   a d u g a ci . \ n ^t e r g e r e   c a n a l e :   p r i n    D C D   - >   _t e r g e r e   c a n a l   - >   c a n a l   a d u g a t  ,   s e l e c t a ci   c a n a l u l   p e   c a r e   d o r i ci   s - l   _t e r g e ci .   \ n 	 	 	 3 .     \ n   :       " D C D   - >       - >       " ,       . \ n   :       " D C D   - >       - >     " ,       .   \ n 	 	 	 3 .   E/1*  'F'DG'/ n 'A2H/F  'F'DG':   'F'1  '2  71B  EFH  " D C D   - >   'A2H/F  'F'D  - >   'F'DG'  'A2H/G  F4/G"   H  'F*.'(  'F'D  G  E.H'G/  '6'AG  F/  'F,'E  E1/. / n -0A  1/F  'F'DG':   'F'1  '2  71B  EFH  " D C D   - >   -0A  'F'D  - >   'F'DG'  'A2H/G  4/G"   H  'F*.'(  'F'D  G  E.H'G/  -0A  F/  'F,'E  E1/.   \ n 	 	 	 	.   							  											\ n   							  					  				:   " 							  							- >   							  					  				  - >   							  					  		  			  					" ,   				  		  									  					  				  			  		  					  				d	\ n   							  				  					:   " 							  							- >   							  				  					- > 				  					  				"   		  									  					  			  		  					  				d	\ n 	 	 	 	 	 	 	 	 	 3 .   B e s t u u r   v a n   k a n a l e \ n V o e g   k a n a l e   b y :   d e u r   " D C D   - >   v o e g   k a n a a l   b y   - >   n i e   b y g e v o e g d e   k a n a a l   n i e " ,   k i e s   d i e   k a n a a l   w a t   j y   w i l   b y v o e g . \ n S k r a p   k a n a l e :   d e u r   " D C D   - >   s k r a p   k a n a a l   - >   b y g e v o e g d e   k a n a a l " ,   k i e s   d i e   k a n a a l   w a t   j y   w i l   s k r a p .   \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3 .   G e r e n c i a m e n t o   d e   c a n a i s \ n A d i c i o n a r   c a n a i s :   a t r a v  s   d e   " D C D   - >   a d i c i o n a r   c a n a l   - >   c a n a l   n  o   a d i c i o n a d o " ,   s e l e c i o n e   o   c a n a l   q u e   d e s e j a   a d i c i o n a r . \ n E x c l u i r   c a n a i s :   a t r a v  s   d e   " D C D   - >   e x c l u i r   c a n a l   - >   c a n a l   a d i c i o n a d o " ,   s e l e c i o n e   o   c a n a l   q u e   d e s e j a   e x c l u i r .   \ n 
 
 S T R _ I D _ D C D _ H E L P _ I N F O 5 	 d c d 	 U N L I M 	 H e l p 	 4 .   V i e w   t h e   t i t l e   a n d   s u m m a r y \ n T h e   t i t l e   a n d   s u m m a r y   o f   t h e   s t o r y   w i l l   d i s p l a y   b y   s c r o l l i n g   s t y l e   o n   D C D   w i n d o w .   Y o u   c a n   m a n u a l l y   s w i t c h   n e w s ,   a n d   a f t e r   s e l e c t i n g   o n e   o f   s t o r i e s   t h e   s u m m a r y   w i l l   b e   d i s p l a y e d   o n   a   f u l l - s c r e e n   b r o w s e r ,   w h i c h   c a n   b e   c o m p l e t e d   o n   l o c a l   t e r m i n a l . \ n 	 4 0Amǌ
jLTXd\ n  _
 zNnRve_o:yǌ
vjLTXdRgQ[`SNKbRRcǌ
x-Ng Nǌ
_hQO\AmXdrR(WKb_jB}z,g0WsSS[b0\ n 	 4 0OmȉDhTXd\ n  _ zSNnRve_>f:yDvhTXdRQ[`SNKbRRbcD	-Ng NDThQO\OmȉXdR(WKb:g~z,g0WsSS[b0\ n 	 4 .   9
7H-@#7H-A%0*#8\ n 
7H-@#7H-A%0*#8-@#7H-0A*2!*D%L2#@%7H-+I2H2  D C D   8*2!2#@%5H"H2'I'"1'@-  A%0+%125H@%7-@#7H-A%I'  I-!9%*#80A*@#2@-#LA@G!+I2-  6H*2!2#3C+I*!9#LDIB%1%@-#L!41%\ n 	 4 .   V i s u a l i z a c i  n   d e l   t  t u l o   y   r e s u m e n \ n E l   t  t u l o   y   e l   r e s u m e n   d e   l a   h i s t o r i a   s e   v i s u a l i z a c i  n   a l   d e s l i z a r s e   e n   l a   p a n t a l l a   D C D .   U s t e d   p u e d e   c a m b i a r   m a n u a l m e n t e   l a s   n o t i c i a s ,   y   d e s p u  s   d e   s e l e c c i o n a r   u n a   d e   l a s   h i s t o r i a s ,   e l   r e s u m e n   s e   v i s u a l i z a r    e n   l a   p a n t a l l a   c o m p l e t a ,   q u e   p u e d e   c o m p l e t a r s e   e n   l a   t e r m i n a l   l o c a l . \ n 	 4 .   A f f i c h e r   l e   t i t r e   e t   l e   r  s u m  \ n L e   t i t r e   e t   l e   r  s u m    d e   l  a r t i c l e   s ' a f f i c h e r o n t   e n   d  f i l a n t   d a n s   l a   f e n  t r e   D C D .   V o u s   p o u v e z   c h a n g e r   m a n u e l l e m e n t   e n t r e   l e s   n o u v e l l e s   e t   a p r  s   a v o i r   s  l e c t i o n n  e   l ' u n   d e s   a r t i c l e s ,   l e   r  s u m    s ' a f f i c h e r a   e n   p l e i n    c r a n   d a n s   l e   n a v i g a t e u r ,   c e   q u i   p e u t    t r e   f a i t   d a n s   l e   t e r m i n a l   l o c a l . \ n 	 4 .   Z e i g e n   S i e   d e n   T i t e l   a n d   d i e   Z u s a m m e n f a s s u n g   a n \ n D e r   T i t e l   u n d   d i e   Z u s a m m e n f a s s u n g   d e r   S t o r y   w i r d   m i t t e l s   B i l d l a u f   i m   D C D - F e n s t e r   a n g e z e i g t .   S i e   k  n n e n   N a c h r i c h t e n   m a n u e l l   w e c h s e l n   u n d   n a c h   W a h l   e i n e r   d e r   S t o r i e s   e r s c h e i n t   d i e   Z u s a m m e n f a s s u n g   a u f   e i n e m   V o l l d b i l d b r o w s e r ,   d i e   a u f   d e m   l o k a l e n   G e r  t   v e r v o l l s t  n d i g t   w e r d e n   k a n n . \ n 	 4 .   @>A<>B@  703>;>2:0  8  :@0B:>3>  >?8A0=8O\ n 03>;>2>:  8  :@0B:>5  >?8A0=85  AB0BL8  ?@>:@CG8205BAO  2  >:=5  D C D .   >2>AB8  <>6=>  ?5@5:;NG0BL  2@CG=CN,   0  ?>A;5  2K1>@0  >4=>9  87  AB0B59,   :@0B:>5  >?8A0=85  >B>1@078BAO  =0  25AL  M:@0=  >1>7@520B5;O,   :>B>@K9  4>ABC?5=  =0  ;>:0;L=><  B5@<8=0;5. \ n 	 4 .   V i s u a l i z z a z i o n e   d i   t i t o l o   e   s o m m a r i o \ n I l   t i t o l o   e   i l   s o m m a r i o   d e l l a   s t o r i a   v i e n e   v i s u a l i z z a t o   t r a m i t e   s c o r r i m e n t o   s u l l a   f i n e s t r a   d e l   D C D   .      p o s s i b i l e   a t t i v a r e   l e   n o t i z e   e ,   d o p o   a v e r   s e l e z i o n a t o   u n a   d e l l e   s t o r i e ,   i l   s o m m a r i o   v i e n e   v i s u a l i z z a t o   i n   u n   b r o w s e r   a   s c h e r m o   i n t e r o   c h e   p u    e s s e r e   c o m p l e t a t o   s u   u n   t e r m i n a l e   l o c a l e . \ n 	 4 -   916  'D9FH'F  H'DEH,2\ n J8G1  9FH'F  HEH,2  'D.(1  (71JB)  'D*FBD  9DI  F'A0)  D C D .   HJECFC  *(/JD  'D#.('1  J/HJK'.   H(9/  '.*J'1  #-/  'D#.('1  J*E  916  'DEH,2  AJ  E*5A-  9DI  4'4)  C'ED)  -J+  JECF  '3*CE'D  'D.(1  9DI  ,G'2  71AJ  E-DJ. \ n 	 4 .   V e r   o   t  t u l o   e   o   r e s u m o \ n O   t  t u l o   e   o   r e s u m o   d a   h i s t  r i a   s e r  o   e x i b i d o s   a t r a v  s   d e   d e s l o c a m e n t o   n a   j a n e l a   d o   D C D .   P o d e r    m u d a r   m a n u a l m e n t e   d e   n o t  c i a s   e   a p  s   a   s e l e c   o   d e   u m a   d a s   h i s t  r i a s ,   s e r    e x i b i d o   o   r e s p e c t i v o   r e s u m o   n u m a   j a n e l a   d e   n a v e g a d o r   e m   e c r    i n t e i r o ,   o   q u e   p o d e r    s e r   e f e c t u a d o   n o   t e r m i n a l   l o c a l . \ n 	 4 .   B a _l 1k   v e    z e t i   g  r  n t  l e m e \ n H a b e r i n   b a _l 11  v e    z e t i   k a y a r a k   D C D   p e n c e r e s i n d e   g  r  n t  l e n e c e k t i r .   M a n  e l   o l a r a k   h a b e r l e r i   d e i _t i r e b i l i r s i n i z ,   h a b e r l e r d e n   b i r i n i   s e  t i k t e n   s o n r a   h a b e r i n    z e t i   y e r e l   t e r m i n a l d e   t a m a m l a n a c a k   o l a n   t a m   e k r a n   t a r a y 1c 1d a   g  r  n t  l e n e c e k t i r . \ n 	 4 .   X e m   t i  u     v    t  m   t t \ n T i  u     v    t  m   t t   c  u   c h u y n   s   h i n   t h   b n g   c  c h   c u n   t r  n   c a   s   D C D .   B n   c    t h   t   c h u y n   t i n   t c ,   v    s a u   k h i   c h n   m t   t r o n g   c  c   c  u   c h u y n ,   t  m   t t   s   h i n   t h   t r  n   t r  n h   d u y t   t o  n   m  n   h  n h   v n   c    t h   c   h o  n   t t   t r  n   t r m   n i   b . \ n 	 4 .   4 .   L i h a t   j u d u l   d a n   r i n g k a s a n \ n J u d u l   d a n   r i n g k a s a n   k i s a h   a k a n   d i t a m p i l k a n   d e n g a n   c a r a   m e n g g u l i r   d i   j e n d e l a   D C D .   A n d a   d a p a t   b e r a l i h   b e r i t a   s e c a r a   m a n u a l ,   d a n   s e t e l a h   m e m i l i h   s a l a h   s a t u   k i s a h ,   r i n g k a s a n   a k a n   d i t a m p i l k a n   d i   b r o w s e r   l a y a r   p e n u h   y a n g   d a p a t   d i s e l e s a i k a n   d i   t e r m i n a l   l o k a l . \ n 	 4 .   L i h a t   t a j u k   d a n   r i n g k a s a n \ n T a j u k   d a n   r i n g k a s a n   c e r i t a   a k a n   d i p a p a r k a n   d e n g a n   m e n g g u n a k a n   g a y a   m e n a t a l   p a d a   t e t i n g k a p   D C D .   A n d a   b o l e h   m e n u k a r   b e r i t a   s e c a r a   m a n u a l ,   d a n   s e l e p a s   m e m i l i h   s e b u a h   c e r i t a ,   r i n g k a s a n   a k a n   d i p a p a r k a n   p a d a   p e l a y a r   s k r i n   p e n u h ,   y a n g   b o l e h   d i l e n g k a p k a n   p a d a   t e r m i n a l   t e m p a t a n . \ n 	 4 .   6	@	0	M	7		  	0	  8	>	0	>		6	  &	G		G		\ n 8	M		K	0	@	  	>	  6	@	0	M	7		  	0	  8	>	0	>		6	  D C D   5	?		!	K	  *	0	  8	M		M	0	>	E	2	?			  8	M		>		2	  &	M	5	>	0	>	  !	?	8	M	*	M	2	G	  9	K		>	d	  	*	  .	H	(	A		2	  "			  8	G	  8	.	>		>	0	K		  	K	  ,	&	2	  8		$	G	  9	H		,   	0	  8	M		K	0	@	[	  .	G		  8	G	  	K		  		  	A	(	(	G	  	G	  ,	>	&	  		8		>	  8	>	0	>		6	  		  *	B	0	M	#	- 8	M		M	0	@	(	  ,	M	0	>			[	0	  .	G		  !	?	8	M	*	M	2	G	  	?	/	>	  	>			>	,   	?	8	G	  8	M	%	>	(	@	/	  	0	M	.	?	(	2	  *	0	  *	B	0	>	  	?	/	>	  	>	  8		$	>	  9	H	d	\ n 	 	 	 	 4 .   C  m    s    s s z e f o g l a l    m e g t e k i n t  s e \ n A   t  r t  n e t   c  m e    s    s s z e f o g l a l  j a   g  r g e t v e   j e l e n i k   m e g   a   D C D   a b l a k  b a n .   M a n u  l i s a n   v  l t h a t   a   h  r e k   k  z  t t ,   m a j d   v a l a m e l y i k   t  r t  n e t   k i v  l a s z t  s a   u t  n   m e g j e l e n i k   a z    s s z e f o g l a l  j a   a   t e l j e s   k  p e r n y Qs   b  n g  s z Qn ,   a m i   a   h e l y i   t e r m i n  l o n   e l v  g e z h e t Q. \ n 	 	 	 	 4 .   T i t e l   e n   s a m e n v a t t i n g   b e k i j k e n \ n D e   t i t e l   e n   s a m e n v a t t i n g   v a n   h e t   v e r h a a l   w o r d e n   g e t o o n d   d o o r   t e   s c r o l l e n   o p   h e t   D C D - v e n s t e r .   U   k u n t   h a n d m a t i g   h e t   n i e u w s   o m s c h a k e l e n   e n   n a d a t   u   e e n   v a n   d e   v e r h a l e n   h e b t   g e s e l e c t e e r d   w o r d t   d e   s a m e n v a t t n g   g e t o o n d   o p   e e n   b r o w s e r   m e t   e e n   v o l l e d i g   s c h e r m .   D i t   k a n   w o r d e n   v o l t o o i d   o p   e e n   l o k a l e   t e r m i n a l . \ n 	 	 	 4 .   V i z u a l i z a r e   t i t l u   _i   s u m a r \ n T i t l u l   _i   s u m a r u l   r e l a t r i i   s e   v a   a f i _a   p r i n   d e f i l a r e    n   f e r e a s t r a   D C D .   P u t e ci   c o m u t a   m a n u a l    n t r e   _t i r i ,   i a r   d u p   s e l e c t a r e a   u n e i   r e l a t r i   s u m a r u l   s e   v a   a f i _a    n   b r o w s e r   p e   e c r a n   c o m p l e t ,   c a r e   p o a t e   f i   f i n a l i z a t   p e   t e r m i n a l u l   l o c a l . \ n 	 	 	 4 .       \ n               D C D .             .                   ,           . \ n 	 	 	 4 .   E4'G/G  9FH'F  H  .D'5G/ n 9FH'F  H  .D'5G  ,3*'1  (G  4HG  ~E'4  (1  1H  ~F,1G  D C D   'F,'E  E1/.   4E'  E*H'F/  (7H1  /3*  'F'DG'  .(1  1'  9H6  1/G  H  ~3  '2  'F*.'(    '2  1H'*G'  .D'5G  "F  (1  1H  E1H11  *E'E  5A-G  FE'4  /'/G  .H'G/4/  G  E*H'F/  /1  ~''FG  E-D  *ED  1//. / n 	 	 	 	.   							  	  										  					d	\ n   						  							  								    								  							  							  	  										  								  				d	  				  											  						  						  				  						,   					  					  				  		  										  				- 							  									  									  			  		  							  										  							  			d	\ n   	 	 	 	 	 	 	 	 	 4 .   S i e n   d i e   t i t e l   e n   o p s o m m i n g \ n D i e   t i t e l   e n   o p s o m m i n g   v a n   d i e   s t o r i e   s a l   i n   d e u r b l a a i - s t y l   o p   D C D - s k e r m   v e r t o o n   w o r d .   J y   k a n   p e r   h a n d   o o r s k a k e l   n a   n u u s ,   e n   n a d a t   ' n   s t o r i e   g e k i e s   i s ,   s a l   d i e   o p s o m m i n g   o p   ' n   v o l s k e r m - b l a a i e r   v e r t o o n   w o r d ,   w a t   o p   p l a a s l i k e   t e r m i n a a l   v o l t o o i   k a n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 4 .   V e r   o   t  t u l o   e   s u m  r i o \ n O   t  t u l o   e   s u m  r i o   d a   h i s t  r i a   s e r  o   e x i b i d o s   p e l o   e s t i l o   d e   r o l a g e m   n a   j a n e l a   D C D .   V o c    p o d e   t r o c a r   m a n u a l m e n t e   d e   n o t  c i a s   e ,   a p  s   s e l e c i o n a r   u m a   d a s   h i s t  r i c a s ,   o   s u m  r i o   s e r    e x i b i d o   e m   u m   n a v e g a d o r   d e   t e l a   c h e i a ,   o   q u e   p o d e   s e r   c o m p l e t a d o   n o   t e r m i n a l   l o c a l . \ n 
 
 S T R _ I D _ D C D _ H E L P _ I N F O 6 	 d c d 	 U N L I M 	 H e l p 	 5 .   B r o w s e   t h e   w h o l e   c o n t e n t \ n D C D   c o n t e n t   i s   d i v i d e d   i n t o   f i v e   t o p i c s :   [ H a r d   N e w s ] ,   [ E n t e r t a i n m e n t   m o o d ] ,   [ L u x u r y   l e v e l ] ,   [ P o c k e t   B o o k ] ,   [ W h o l e   s p o r t ] . \ n I n   s u m m a r y   s t a t e ,   c l i c k   o n   p r o m p t    m o r e    b u t t o n   t o   l a u n c h   t h e   b r o w s e r ,   t h e n   a u t o m a t i c a l l y   e n t e r   t h e   W A P   s i t e   a n d   v i s i t   t h e   b o d y   o f   t h e   s t o r y . \ n I n   t h e   W A P   s i t e ,   c l i c k   t h e   t i t l e   o f   o t h e r   i n f o r m a t i o n   t h e n   y o u   w i l l   e n t e r   t h e   b o d y   o f   t h e   c o n t e n t . \ n 	 5 0Amǌ
hQe\ n _
gQ[sRbN'YgJX[ 'Y^] 0[ Z_`] 0[ bYO^] 0[ c
Nf] 0[ hQԚ] 0\ n (WXdrKaN	cgqc:yޞd   fY 	cuSbAmhVgR2eQW A P zޞAmǌ
vckeR0\ n (WW A P zޞSޞdvQNǌ
TjLvc2eQckeR0\ n 	 5 0OmȉDhQe\ n _Q[sRbN'YgWW[ 'Y] 0[ 1Z_`] 0[ bYO^] 0[ c
NfN] 0[ hQSO] 0\ n (WXdr`N	cgqc:ypQ   fY 	c.Sb _OmȉhVOꁨRۏeQW A P zpOmȉDvckeR0\ n (WW A P zpSpQvQ[DThvcۏeQckeR0\ n 	 5 .   @#5"9@7I-+21I+!\ n @7I-+2  D C D   9AH--@G  5   +1'I-:   [ H2'+1F] ,   [ '2!1@4] ,   [ #01+#9+#2] ,   [ G-@G8J] ,   [ A''5,2] \ n C*20*#8  %45H8H!  " @4H!@4!"   @7H-@4@#2@-#L  21I@I2*9H  W A P   DLB"-1B!14  A%09@7I-+2-@#7H-\ n C  W A P   DL  %4
7H-@#7H--I-!9%  21I80@I2*9H*H'@#7H-#2'-@7I-+2\ n 	 5 .   V i s u a l i z a c i  n   d e l   c o n t e n i d o   c o m p l e t o \ n E l   c o n t e n i d o   D C D   s e   d i v i d e   e n   c i n c o   t e m a s :   [ N o t i c i a s   f u e r t e s ] ,   [ E n t r e t e n i m i e n t o ] ,   [ N i v e l   d e   l u j o ] ,   [ L i b r o   d e   b o l s i l l o ] ,   [ D e p o r t e   c o m p l e t o ] . \ n E n   e l   e s t a d o   d e   r e s u m e n ,   h a g a   c l i c   e n   e l   b o t  n    m  s    p a r a   i n i c i a r   e l   n a v e g a d o r ,   d e s p u  s   e n t r e   d e   m a n e r a   a u t o m  t i c a   a l   s i t i o     W A P   y   v i s i t e   e l   c u e r p o   d e   l a   h i s t o r i a .   \ n E n   e l   s i t i o   W A P ,   h a g a   c l i c   e n   e l   t  t u l o   d e   l a   o t r a   i n f o r m a c i  n   d e s p u  s   u s t e d   e n t r a r    a l   c u e r p o   d e l   c o n t e n i d o . \ n 	 5 .   N a v i g u e r   l e   c o n t e n u   e n t i e r \ n L e   c o n t e n u   D C D   e s t   d i v i s    e n   c i n q   r u b r i q u e s  :   [ N o u v e l l e s   d  r e s ] ,   [ A m b i a n c e   D i v e r t i s s e m e n t ] ,   [ N i v e a u   d e   l u x e ] ,   [ L i v r e   d e   p o c h e ] ,   [ T o u t   l e   s p o r t ] . \ n E n    t a t   d e   r  s u m  ,   c l i q u e z   s u r   l e   b o u t o n   d  i n v i t e     P l u s     p o u r   l a n c e r   l e   n a v i g a t e u r ,   p u i s   e n t r e z   a u t o m a t i q u e m e n t   d a n s   l e   s i t e   W A P   e t   v i s i t e z   l e   c o n t e n u   e n t i e r   d e   l ' a r t i c l e .   \ n D a n s   l e   s i t e   W A P ,   c l i q u e z   s u r   l e   t i t r e   d  a u t r e s   i n f o r m a t i o n s   p o u r   o u v r i r   l e   c o n t e n u   e n t i e r   c o r r e s p o n d a n t . \ n 	 5 .   D u r c h s u c h e n   S i e   d e n   g e s a m t e n   I n h a l t \ n D e r   D C D - I n h a l t   i s t   i n   f  n f   T h e m e n b e r e i c h e   u n t e r t e i l t :   [ E c h t e   N a c h r i c h t e n ] ,   [ U n t e r h a l t u n g ] ,   [ L u x u s ] ,   [ T a s c h e n b u c h ] ,   [ S p o r t ] . \ n I n   d e r   Z u s a m m e n f a s s u n g   k l i c k e n   S i e   a u f   d i e   S c h a l t f l  c h e   " m e h r " ,   u m   d e n   B r o w s e r   z u   s t a r t e n ,   w o r a u f h i n   a u t o m a t i s c h   d i e   W A P - S i t e   a u f g e r u f e n   w i r d   u n d   S i e   d e n   H a u p t t e i l   d e r   S t o r y   l e s e n   k  n n e n .   \ n K l i c k e n   S i e   a u f   d e r   W A P - S i t e   a u f   d e n   T i t e l   a n d e r e r   I n f o r m a t i o n e n ,   w i r d   d e r   H a u p t i n h a l t   a n g e z e i g t . \ n 	 5 .   @>A<>B@  2A53>  A>45@68<>3>\ n !>45@68<>5  D C D   ?>45;5=>  =0  ?OBL  B5<:   [ 06=K5  =>2>AB8] ,   [  072;5G5=8O] ,   [ #@>25=L  ;N:A] ,   [ 0@<0==0O  :=830] ,   [ 5AL  A?>@B] . \ n   @568<5  :@0B:>3>  >?8A0=8O  =06<8B5  :=>?:C  " >4@>1=55" ,   GB>1K  70?CAB8BL  >1>7@520B5;L  ( ?@8  MB><  ?@>87>945B  02B><0B8G5A:89  ?5@5E>4  =0  W A P - A09B)   8  C2845BL  2AN  AB0BLN.   \ n A;8  =0  W A P - A09B5  =060BL  703>;>2>:  A  4@C3>9  8=D>@<0F859,   B>  2K?>;=8BAO  ?5@5E>4  :  B5:ABC  A>45@60=8O. \ n 	 5 .   V i s u a l i z z a z i o n e   d e l l ' i n t e r o   c o n t e n u t o \ n I l   c o n t e n u t o   d e l   D C D      s u d d i v i s o   i n   c i n q u e   a r g o m e n t i :   [ A p p r o f o n d i m e n t i ]   ,   [ I n t r a t t e n i m e n t o ] ,   [ L u s s o ] ,   [ L i b r i ] ,   [ S p o r t ] . \ n n e l   s o m m a r i o ,   f a r e   c l i c   s u l   t a s t o   " A l t r o "   p e r   l a n c i a r e   i l   b r o w s e r ,   q u i n d i   a c c e d e r e   a u t o m a t i c a m e n t e   a l   s i t o   W A P   e   v i s i t a r e   i l   c o r p o   d e l l a   s t o r i a .   \ n N e l   s i t o   W A P ,   f a r e   c l i c   s u l   t i t o l o   d e l l e   a l t r e   i n f o r m a z i o n i ,   q u i n d i   a c c e d e r e   a l   c o r p o   d e l   c o n t e n u t o . \ n 	 5 -   *5A-  'DE-*HI  ('DC'ED\ n JFB3E  E-*HI  D C D   %DI  .E3)  EH6H9'*:   [ #.('1  BHJ)]   H[ B3E  'D*1AJG]   H[ E3*HI  'D1A'GJ)]   H[ C*'(  'D,J(]   H[ 'D1J'6)  'D4'ED)] . \ n AJ  -'D)  'DEH,2  'FB1  AHB  21  " 'DE2J/"   D*4:JD  'DE*5A-  H'D/.HD  *DB'&JK'  %DI  EHB9  W A P   H'D'7D'9  9DI  EH6H9  'D.(1. \ n AJ  EHB9  W A P   'FB1  AHB  9FH'F  E9DHE'*  #.1I  H9F/&0M  3*/.D  %DI  EH6H9  'DE-*HI. \ n 	 5 .   N a v e g a r   p o r   t o d o   o   c o n t e  d o \ n O   c o n t e  d o   d o   D C D   e s t    d i v i d i d o   e m   c i n c o   t  p i c o s :   [ N o t  c i a s   i m p o r t a n t e s ] ,   E n t r e t e n i m e n t o ] ,   [ N  v e l   l u x u o s o ] ,   [ L i v r o   d e   b o l s o ] ,   [ D e s p o r t o   g e r a l ] . \ n N a   j a n e l a   d e   r e s u m o ,   c l i q u e   n o   b o t  o   " m a i s "   p a r a   i n i c i a r   o   n a v e g a d o r ,   d e p o i s   a c e d e r    a u t o m a t i c a m e n t e   a o   s i t e   W A P   o n d e   p o d e r    v e r   o   c o r p o   d a   n o t  c i a .   \ n N o   s i t e   W A P ,   c l i q u e   n o   t  t u l o   d e   o u t r a s   i n f o r m a   e s   p a r a   a c e d e r   a o   c o n t e  d o   d a   n o t  c i a . \ n 	 5 .   T  m   i  e r i i   g e z m e \ n D C D   i  e r i i   b e _  b a _l 1a   b  l  n m  _t  r :   [ S a b i t   H a b e r l e r ] ,   [ E l e n c e   h a l i ] ,   [ L  k s   d  z e y i ] ,   [ C e p   K i t a b 1] ,   [ T a m   s p o r ] . \ n  z e t   d u r u m u n d a   " d a h a   f a z l a "   i s t e   b u t o n u n a   t 1k l a y a r a k   t a r a y 1c 1y 1  a  1n ,   o t o m a t i k   o l a r a k   W A P   s i t e s i n e   g i r i n   v e   h a b e r i   z i y a r e t   e d i n .   \ n W A P   s i t e s i n d e   d i e r   b i l g i n i n   b a _l 11n a   t 1k l a y 1n   v e   i  e r i e   u l a _1n . \ n 	 5 .   D u y t   t o  n   b   n i   d u n g \ n N i   d u n g   D C D   c   c h i a   t h  n h   n m   c h   :   [ T i n   t c   k h  ] ,   [ T  m   t r n g   g i i   t r  ] ,   [ M c   x a   x ] ,   [ S  c h   b   t  i ] ,   [ T h   t h a o   t n g   h p ] . \ n T r o n g   t  n h   t r n g   t  m   t t ,   c l i c k   v  o   n  t   n h c   " l a   c h n   k h  c "     b t   t r  n h   d u y t ,   s a u      t   n g   v  o   t r a n g   W A P   v    v  o   p h n   c h  n h   c a   c  u   c h u y n .   \ n T r o n g   t r a n g   W A P ,   c l i c k   t i  u     t h  n g   t i n   k h  c ,   s a u      b n   s   v  o   p h n   c h  n h   c a   n i   d u n g . \ n 	 5 .   5 .   T e l u s u r i   s e l u r u h   k o n t e n \ n K o n t e n   D C D   t e r b a g i   d a l a m   l i m a   t o p i k :   [ B e r i t a   S e r i u s ] ,   [ H i b u r a n ] ,   [ T i n g k a t   k e m e w a h a n ] ,   [ B u k u   S a k u ] ,   [ O l a h r a g a   d u n i a ] . \ n P a d a   s t a t u s   r i n g k a s a n ,   k l i k   p r o m p t   t o m b o l   " l a i n n y a "   u n t u k   m e n g a k t i f k a n   b r o w s e r ,   l a l u   b u k a   s e c a r a   o t o m a t i s   s i t u s   W A P   d a n   b a c a   i s i   k i s a h   t e r s e b u t .   \ n D i   s i t u s   W A P ,   k l i k   j u d u l   i n f o r m a s i   l a i n   d a n   A n d a   a k a n   m e n e m u k a n   i s i   k o n t e n . \ n 	 5 .   L a y a r   k a n d u n g a n   p e n u h \ n K a n d u n g a n   D C D   t e r b a h a g i   k e p a d a   l i m a   t o p i k :   [ B e r i t a   H a n g a t ] ,   [ S u a s a n a   h i b u r a n ] ,   [ T a h a p   k e m e w a h a n ] ,   [ B u k u   P o k e t ] ,   [ S e l u r u h   s u k a n ] . \ n D a l a m   k e a d a a n   r i n g k a s a n ,   k l i k   b u t a n g   p e n g g e s a   " l e b i h "   u n t u k   m e l a n c a r k a n   p e l a y a r ,   k e m u d i a n   m a s u k   k e   d a l a m   h a l a m a n   W A P   s e c a r a   a u t o m a t i k   d a n   l a w a t i   i s i   u t a m a   c e r i t a   i t u .   \ n D a l a m   h a l a m a n   W A P ,   k l i k k a n   t a j u k   m a k l u m a t   l a i n   u n t u k   m e m a s u k i   i s i   u t a m a   k a n d u n g a n n y a . \ n 	 5 .   8		*	B	0	M	#	  8	>	.		M	0	@	  	K	  ,	M	0	>			[	  	0	G		\ n D C D   	@	  8	>	.		M	0	@	  	K	  *	>			  5	?	7	/	K		  .	G		  ,	>			>	  	/	>	  9	H	:   [ 9	>	0	M	!	  (	M	/	B	[	] ,   [ .	(	K	0			(	  	>	  .	B	!	] ,   [ 2		M		<	0	@	  2	G	5	2	] ,   [ *	I		G		  ,	A		] ,   [ 8		*	B	0	M	#	  	G	2	] , \ n 8	>	0	>		6	  	5	8	M	%	>	  .	G		,   ,	M	0	>			[	0	  	K	  2	>			  	0	(	G	  	G	  2	?		  $	A	0		$	  " 	'	?		"   ,		(	  *	0	  	M	2	?		  	0	G		,   	8		G	  ,	>	&	  8	M	5		>	2	?	$	  "			  8	G	  W A P   8	>			  .	G		  *	M	0	5	G	6	  	0	G		  	0	  8		*	B	0	M	#	  8	M		K	0	@	  &	G		G		d	  \ n W A P   8	>			  .	G		,   	(	M	/	  	>	(		>	0	@	  	G	  6	@	0	M	7		  *	0	  	M	2	?		  	0	G		  	8		G	  ,	>	&	  	*	  8	>	.		M	0	@	  	G	  .	A		M	/	  -	>		  .	G		  *	M	0	5	G	6	  	0	G			G	d	\ n 	 	 	 	 5 .   A   t e l j e s   t a r t a l o m   t a l l  z  s a \ n A   D C D   t a r t a l m a    t   t  m a k  r b e   o s z t h a t  :   [ K e m  n y   h  r e k ] ,   [ S z  r a k o z t a t    h a n g u l a t ] ,   [ L u x u s   s z i n t ] ,   [ P  n z t  r c a ] ,   [ T e l j e s   s p o r t ] . \ n  s s z e f o g l a l     l l a p o t b a n   k a t t i n t s o n   a   " t  b b "   g o m b r a   a   b  n g  s z Q  i n d  t  s  h o z ,   m a j d   a u t o m a t i k u s a n   b e l  p   a   W A P   o l d a l r a ,   a h o l   a   h  r   r  s z l e t e s   t a r t a l m  t   e l o l v a s h a t j a .   \ n A   W A P   o l d a l o n   k a t t i n t s o n   m  s   i n f o r m  c i  k   c  m  r e ,   a m i r e   m e g j e l e n n e k   a   t a r t a l o m   r  s z l e t e i . \ n 	 	 	 	 5 .   B l a d e r e n   d o o r   d e   h e l e   i n h o u d \ n D e   D C D - i n h o u d   i s   v e r d e e l d   i n   v i j f   o n d e r w e r p e n :   [ H a r d   n i e u w s ] ,   [ O n t s p a n n i n g ] ,   [ L u x e ] ,   [ P o c k e t b o o k ] ,   [ S p o r t ] . \ n I n   d e   s a m e n v a t t i n g   k l i k t   u   o p   d e   p r o m p t   " m e e r "   o m   d e   b r o w s e r   t e   s t a r t e n .   D a a r n a   g a a t   u   n a a r   d e   W A P - s i t e   e n   l e e s t   u   d e   t e k s t   v a n   h e t   v e r h a a l .   \ n I n   d e   W A P - s i t e ,   k l i k t   u   o p   d e   t i t e l   v a n   a n d e r e   i n f o r m a t i e   e n   g a a t   u   n a a r   d e   t e k s t   v a n   h e t   v e r h a a l . \ n 	 	 	 5 .   R s f o i r e a   c o n ci n u t u l u i    n t r e g \ n C o n ci n u t u l   D C D   s e    m p a r t e    n   c i n c i   s u b i e c t e :   [ ^t i r i   i m p o r t a n t e ] ,   [ S t a r e   d e   d i v e r t i s m e n t ] ,   [ N i v e l   d e   l u x ] ,   [ C a r t e   d e   b u z u n a r ] ,   [ S p o r t    n   t o t a l i t a t e ] . \ n  n   s t a r e a   d e   s u m a r ,   f a c e ci   c l i c   p e   b u t o n u l    m a i   m u l t    p e n t r u   a   l a n s a   b r o w s e r u l ,   a p o i   a c c e s a ci   a u t o m a t   s i t e - u l   W A P   _i   v i z i t a ci   c o r p u l   r e l a t r i i .   \ n P e   s i t e - u l   W A P ,   f a c e ci   c l i c   p e   t i t l u l   a l t o r   i n f o r m a ci i   _i   a p o i   v e ci   a c c e s a   c o r p u l   c o n ci n u t u l u i . \ n 	 	 	 5 .       \ n   D C D       :   [   ] ,   [     ] ,   [   ] ,   [   ] ,   [     ] . \ n   ,     " "         .             - W A P         .   \ n   - W A P ,                           . \ n 	 	 	 5 .   E1H1  GEG  E-*H'/ n (1F'EG  G'  D C D   (G  ~F,  EH6H9  *B3E  1//G  '3*:   [ '.('1]   [ 311E]   [ *,ED'*]   [ *'(  ,(]   [ H124] . / n /1  -'D*  .D'5G  (1  1H  ~'E  " (4*1"   D  F/  *'  E1H11  ',1'  4/G  H  (7H1  .H/'1  H'1/  3'*  W A P   4/G  H  E*F  ,3*'1  E4'G/G  1//.   / n /1  3'*  W A P   (1  1H  9FH'F  /1  '7D'9'*  D  F/  *'  H'1/  E*F  E-*H'  EH1/F81  1//. / n 	 	 	 	.   								  									  						  				\ n   							  									  						  				  						:   [ 													  			] , [ 								  			] ,   [   						  				] ,   [ 				  		] ,   [ 							  				] d	\ n   									  					  			,   " 			'   					  					  			  									  						  				,   					  														  				  					  						  				  			  							  			  				  					  				d	  \ n   				  					,   								  						  								  					  				  					  				  										  			  				  						  					d	  \ n 	 	 	 	 	 	 	 	 	 5 .   B l a a i   d e u r   a l   d i e   i n h o u d \ n D C D - i n h o u d   w o r d   i n   v y f   o n d e r w e r p e   v e r d e e l :   [ H a r d e n u u s ] ,   [ V e r m a a k s t e m m i n g ] ,   [ L u u k s h e i d s v l a k ] ,   [ S a k b o e k ] ,   [ A l l e   s p o r t ] . \ n T e r   o p s o m m i n g ,   k l i e k   o p   d i e   " m e e r " - k n o p p i e   o m   d i e   b l a a i e r   o o p   t e   m a a k   e n   d i e   W A P - t u i s t e   o u t o m a t i e s   o o p   t e   m a a k   e n   d i e   l y f t e k s   v a n   d i e   s t o r i e   t e   b e s o e k .   \ n O p   d i e   W A P - t u i s t e ,   k l i e k   o p   d i e   t i t e l   v a n   a n d e r   i n l i g t i n g   o m   d a a r d i e   l y f t e k s   o o p   t e   m a a k . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 5 .   P r o c u r e   t o d o   o   c o n t e  d o \ n O   c o n t e  d o   D C D      d i v i d i d o   e m   c i n c o   t  p i c o s :   [ N o t  c i a s   s  r i a s ] ,   [ E n t r e t e n i m e n t o ] ,   [ N  v e l   d e   l u x o ] ,   [ L i v r o   d e   b o l s o ] ,   [ E s p o r t e s ] . \ n N o   e s t a d o   s u m a r i z a d o ,   c l i q u e   n o   i n d i c a d o r   d o   b o t  o   " m a i s "   p a r a   i n i c i a r   o   n a v e g a d o r ,   d e p o i s   i n s i r a   a u t o m a t i c a m e n t e   o   s i t e   W A P   e   v e j a   o   c o r p o   d a   h i s t  r i a .   \ n N o   s i t e   W A P ,   c l i q u e   n o   t  t u l o   d e   o u t r a s   i n f o r m a   e s   q u a n d o   i n s e r i r   o   c o r p o   d o   c o n t e  d o . \ n 
 
 S T R _ I D _ D C D _ H E L P _ I N F O 7 	 d c d 	 U N L I M 	 H e l p 	 6 .   C o m m e n t   a n d   c h a t \ n A t   t h e   b o t t o m   o f   t h e   b o d y   o f   e a c h   c o n t e n t ,   y o u   a r e   a l l o w e d   t o   g i v e   s o m e   c o m m e n t   o n   t h e   c o n t e n t   b y   c l i c k i n g   o n    c o m m e n t  .   P l e a s e   r e a d    c o m m e n t   r u l e s   t h e   f i r s t   t i m e   s p e a k i n g    a n d   y o u   h a v e   t o   f o l l o w   t h e   r u l e s   o f   t h e   c o m m e n t s .   T h r o u g h    A l l   O l y m p i c   G a m e s   - >   c h a t   w h i l e   w a t c h i n g  ,   t h e n   y o u   c a n   e n t e r   c h a t   r o o m   a n d   e n j o y   t h e   i n t e r a c t i v e   f u n ! \ n M o r e 	 6 0U֊0J)Y\ n (WkhckegQ[Neޞd bYu  sSS
\rhgQ[|vhU֊!k|v ˊ Yu w Rˊu[Yu GR hQgYK- > wJ sS2eQ_
J)Y[`SvNNRvj! \ n fY	 6 0ċ0J)Y\ n (WkagckeQ[NepQ bYu  sSS[agQ[Shċ!kS  Yu {w Ru[Yu ĉR hQeYЏ- > wJ sSۏeQ_J)Y[`S=\NNRvPN\ n fY	 6 .   I-4@+GA%0A
\ n 5H*H'%H2-@7I-+2AH%0@#7H-  8*2!2#C+II-4@+G@5H"'1@7I-+2DIB"2#%45H   I-4@+G   B#-H2   C2#A*I-4@+GC2#9#1IA#  A%08I-4142!C2#A*I-4@+G  @%7-H2  " @!B-%4!41I+!  - >   A
C05H
!" ,   21I8*2!2#@I2*9HA
#9!  A%0@%4@%41'2!*8*2A-4@-#LA-5! \ n @4H!@4!	 6 .   C o m e n t a r   y   c h a r l a r \ n E n   l a   p a r t e   i n f e r i o r   d e l   c u e r p o   d e   c a d a   c o n t e n i d o ,   a   u s t e d   s e   l e   p e r m i t e   r e a l i z a r   u n   c o m e n t a r i o   a c e r c a   d e l   c o n t e n i d o   a l   h a c e r   c l i c   e n      c o m e n t a r i o  .   P o r   f a v o r ,   l e a   l a    r e g l a s   d e   l o s   c o m e n t a r i o s   l a   p r i m e r a   v e z   q u e   r e a l i c e   s u s   c o m e n t a r i o s   y   s i g a   l a s   r e g l a s   d e   l o s   m i s m o s .   A   t r a v  s   d e     " T o d o s   l o s   J u e g o s   O l  m p i c o s   - >   c h a r l a r   m i e n t r a s   o b s e r v a " ,    d e s p u  s   p u e d e   e n t r a r   a l   s a l  n   d e   c h a r l a   y   d i s f r u t a r   d e   u n a   d i v e r s i  n   i n t e r a c t i v a ! \ n M  s 	 6 .   C o m m e n t a i r e   e t   d i s c u s s i o n \ n E n   b a s   d u   c o n t e n u   d e   c h a q u e   a r t i c l e ,   v o u s   p o u v e z   a j o u t e r   d e s   c o m m e n t a i r e s      p r o p o s   d u   c o n t e n u   e n   c l i q u a n t   s u r     C o m m e n t a i r e   .   V e u i l l e z   l i r e     R  g l e s   d e s   c o m m e n t a i r e s   l a   p r e m i  r e   f o i s   q u e   v o u s   e n   a j o u t e z   u n   e t   s u i v e z   l e s   r  g l e s   d e s   c o m m e n t a i r e s .   D a n s     T o u s   l e s   j e u x   o l y m p i q u e s   - >   p a r l e r   e n   r e g a r d a n t   ,   p u i s   e n t r e z   d a n s   l e   s a l o n   d e   d i s c u s s i o n   e t   a m u s e z - v o u s   e n c o r e   p l u s   d e   m a n i  r e   i n t e r a c t i v e ! \ n P l u s 	 6 .   K o m m e n t i e r e n   u n d   c h a t t e n \ n U n t e r h a l b   j e d e s   e i n z e l n e n   H a u p t i n h a l t s   k  n n e n   S i e   d u r c h   K l i c k e n   a u f    k o m m e n t i e r e n    d e n   I n h a l t   k o m m e n t i e r e n .   L e s e n   S i e   b i t t e    K o m m e n t i e r r i c h t l i n i e n    b e i   e r s t m a l i g e r   M e i n u n g s v e r k  n d i g u n g   u n d   b e a c h t e n   S i e   d i e   K o m m e n t i e r r i c h t l i n i e n ,   b i s   z u   " A l l e   O l y m p i s c h e n   S p i e l e   - >   c h a t t e n   u n d   g l e i c h z e i t i g   b e t r a c h t e n " ,   w o n a c h   S i e   d e n   C h a t r a u m   b e t r e t e n   u n d   s i c h   i n t e r a k t i v   v e r g n  g e n   k  n n e n ! \ n M e h r 	 6 .   ><<5=B0@88  8  G0B\ n >4  B5;><  :064>9  AB0BL8  <>6=>  >AB02;OBL  A2>8  :><<5=B0@88  ?>  A>45@68<><C,   4;O  MB>3>  =C6=>  =060BL  :=>?:C   :><<5=B0@89 .   5@54  B5<  :0:  >AB028BL  ?5@2K9  :><<5=B0@89,   >7=0:><LB5AL  A  ?@028;0<8  :><<5=B8@>20=8O,   :>B>@K5  2  40;L=59H5<  =5>1E>48<>  A>1;N40BL.   '5@57  <5=N  " A5  ;8<?89A:85  83@K  - >   G0B  2>  2@5<O  ?@>A<>B@0"   <>6=>  2>9B8  2  3@C??C  G0B0  8  =0A;048BLAO  8=B5@0:B82=K<  >1I5=85<! \ n >4@>1=55	 6 .   C o m m e n t i   e   c h a t \ n N e l l a   p a r t e   i n f e r i o r e   d e l   c o r p o   d i   c i a s c u n   c o n t e n u t o ,      p o s s i b i l e   f o r n i r e   c o m m e n t i   s u l   c o n t e n u t o   f a c e n d o   c l i c   s u    C o m m e n t i  .   L e g g e r e   e   o s s e r v a r e   l e   n o r m a t i v e   s u i   c o m m e n t i   l a   p r i m a   v o l t a   c h e   s i   c o m u n i c a .   T r a m i t e   " T u t t i   i   G i o c h i   O l i m p i c i   - >   C h a t t a   m e n t r e   g u a r d i " ,      p o s s i b i l e   a c c e d e r e   a l l a   c h a t   r o o m   p e r   u n   d i v e r t i m e n t o   i n t e r a t t i v o ! \ n A l t r o 	 6 -   'D*9DJB  H'D/1/4)\ n AJ  'D,2!  'D3ADJ  EF  EH6H9  CD  E-*HI  JO3E-  DC  (%(/'!  *9DJB  9DI  'DE-*HI  ('DFB1  AHB  " *9DJB" .   J1,I  B1'!)  " BH'9/  'D*9DJB"   9F/  'D*9DJB  DDE1)  'D#HDI  H'*('9  G0G  'DBH'9/.   HEF  .D'D  B'&E)  " ,EJ9  'D#D9'(  'D#HDE(J)  - >   'D/1/4)  #+F'!  'DE4'G/)"   JECFC  (9/  0DC  'D/.HD  %DI  :1A)  'D/1/4)  H'D'3*E*'9  ('DE*9)  'D*A'9DJ)! \ n 'DE2J/	 6 .   C o m e n t a r   e   c o n v e r s a r \ n N o   f i n a l   d o   c o r p o   d e   c a d a   n o t  c i a   p o d e r    e f e c t u a r   u m   c o m e n t  r i o   a c e r c a   d o   c o n t e  d o   c l i c a n d o   e m   " c o m e n t  r i o " .   N a   p r i m e i r a   v e z   q u e   e f e c t u a r   u m   c o m e n t  r i o   d e v e r    l e r   a s   r e g r a s   d e   " c o m e n t  r i o s "   e   d e v e r    s e g u i r   a s   r e s p e c t i v a s   r e g r a s .   V    a   " T o d o s   o s   J o g o s   O l  m p i c o s   - >   C o n v e r s a r   e n q u a n t o   v  " ,   e   p o d e r    e n t r a r   n u m a   s a l a   d e   c o n v e r s a   e   d e s f r u t a r   d a   d i v e r s  o   i n t e r a c t i v a ! \ n M a i s 	 6 .   Y o r u m   v e   s o h b e t \ n H e r   i  e r i i n   e n   a l t 1n d a   " y o r u m   y a p " a   t 1k l a y a r a k   i  e r i e   b i r   y o r u m   y a p a b i l i r s i n i z .   L  t f e n   i l k    n c e   " y o r u m   k u r a l l a r 1n 1  o k u y u n   v e   b u   k u r a l l a r 1  t a k i p   e d i n .   " T  m   O l i m p i y a t   O y u n l a r 1  - >   i z l e r k e n   s o h b e t   e t "   y o l u y l a   s o h b e t   o d a s 1n a   g i r e b i l i r   v e   i n t e r a k t i f   e l e n c e n i n   t a d 1n 1   1k a r a b i l i r s i n i z ! \ n D a h a   f a z l a 	 6 .   N h n   n h   v    c h a t \ n   p h  a   d i   p h n   c h  n h   c a   m i   n i   d u n g ,   b n   s   c   p h  p   a   r a   m t   s   n h n   n h   v   n i   d u n g   b n g   c  c h   c l i c k   v  o    n h n   n h  .   H  y   c    c  c   n i   q u y   n h n   n h   k h i   t r    c h u y n   l n   u   v    b n   p h i   t u  n   t h   c  c   n i   q u y   n h n   n h   n  y .   Q u a   " M i   t r    c h i   O l y m p i c   - >   c h a t   k h i   a n g   x e m " ,   s a u      b n   c    t h   v  o   p h  n g   c h a t   v    t n   h n g   t r    c h i   t n g   t  c ! \ n L a   c h n   k h  c 	 6 .   6 .   K o m e n t a r   d a n   m e n g o b r o l \ n P a d a   b a g i a n   b a w a h   i s i   s e t i a p   k o n t e n ,   A n d a   d a p a t   m e m b e r i k a n   b e b e r a p a   k o m e n t a r   t e n t a n g   k o n t e n   t e r s e b u t   d e n g a n   m e n g k l i k   " k o m e t a r " .   B a c a    a t u r a n   b e r k o m e n t a r   s a a t   p e r t a m a   k a l i   a k a n   b e r b i c a r a   d a n   A n d a   h a r u s   m e m a t u h i   a t u r a n   b e r k o m e n t a r   t e r s e b u t .   B u k a   " S e m u a   C a b a n g   O l i m p i a d e   - >   m e n g o b r o l   s a m b i l   m e n o n t o n " ,   k e m u d i a n   A n d a   d a p a t   m e m b u k a   r u a n g   o b r o l a n   d a n   m e n i k m a t i   h i b u r a n   i n t e r a k t i f ! \ n L a i n n y a 	 6 .   K o m e n   d a n   b u a l \ n D i   b a w a h   i s i   u t a m a   a p a   j u a   k a n d u n g a n ,   a n d a   d i b e n a r k a n   u n t u k   m e m b e r i   k o m e n   m e n g e n a i   k a n d u n g a n   i t u   d e n g a n   m e n g k l i k   " k o m e n " .   S i l a   b a c a   " p e r a t u r a n   k o m e n   s e b e l u m   a n d a   m e m b u a t   k o m e n   u n t u k   k a l i   p e r t a m a ,   k e r a n a   a n d a   m e s t i   m e n g i k u t i   p e r a t u r a n   k o m e n   i t u .   M e l a l u i   " S e m u a   S u k a n   O l i m p i k   - >   b u a l   s e m a s a   m e n o n t o n " ,   a n d a   b o l e h   m e m a s u k i   b i l i k   b u a l a n   d a n   m e n i k m a t i   k e s e r o n o k a n   i n t e r a k t i f ! \ n L e b i h 	 6 .   	?	*	M	*	#	@	  	0	  	H		\ n *	M	0	$	M	/	G		  8	>	.		M	0	@	  	G	  .	A		M	/	  -	>		  	G	  		$	  .	G		,   	*		K	   	?	*	M	*	#	@	   *	0	  	M	2	?		  	0		G	  8	>	.		M	0	@	  *	0	  	A		  	?	*	M	*	#	?	/	>		  	0	(	G	  	@	  	(	A	.	$	?	  9	H	d	  	C	*	/	>	  *	9	2	@	  ,	>	0	  ,	K	2	$	G	  8	.	/	  " 	?	*	M	*	#	@	  	G	  (	?	/	.	"   *	]	G		  	0	  	*		K	  	?	*	M	*	#	?	/	K		  	G	  (	?	/	.	K		  	>	  *	>	2	(	  	0	(	>	  9	K		>	d	  " 8	.	8	M	
 $	  	2		*	?		  	G	.	M	
 8	  	G	  	0	?		  - >   &	G		$	G	  9	A		  	H		  	0	G		"   	8		G	  ,	>	&	  	*	  	H		  0	B	.	  .	G		  *	M	0	5	G	6	  	0	  8		$	G	  9	H		  	0	  			0	H		M		?	5	  .	8	M	$	@	  	>	  2	A	$	M	+	  		 	>	  8		$	G	  9	H		! \ n 	0	  	'	?			 	 	 	 6 .   M e g j e g z  s    s   c s e v e g  s \ n A z   e g y e s   h  r e k   t a r t a l m  n a k   a l j  n   m e g j e g y z  s t   f qz h e t   h o z z  ,   h a   a    M e g j e g y z  s    e l e m r e   k a t t i n t .   O l v a s s a   e l   a    s z a b  l y o k   m e g j e g y z  s e k    r  s  h o z  ,   m i e l Qt t   e l s Q  a l k a l o m m a l   m e g j e g y z  s t   h a g y    s   t a r t s a   b e   a   s z a b  l y o k a t .   A z   " O l i m p i a i   j  t  k o k   - >   c s e v e g  s   n  z  s   k  z b e n "   e l e m   k i v  l a s z t  s a   u t  n   b e l  p h e t   a   c s e v e g Qs z o b  b a ,   a h o l   i n t e r a k t  v   s z  r a k o z  s   v  r j a    n t ! \ n T  b b 	 	 	 	 6 .   C o m m e n t a a r   e n   c h a t t e n \ n O n d e r a a n   e l k   v e r h a a l   k u n t   u   c o m m e n t a a r   g e v e n   d o o r   t e   k l i k k e n   o p    c o m m e n t a a r  .   L e e s   e e r s t   d e    r e g e l s   v o o r   c o m m e n t a a r   e n   v o l g   z e   o p .   M e t   " A l l   O l y m p i s c h e   S p e l e n   - >   c h a t t e n   t i j d e n s   h e t   b e k i j k e n " ,   k u n t   u   n a a r   e e n   c h a t r o o m   g a a n   e n   i n t e r a c t i e f   g e n i e t e n ! \ n M o r e 	 	 	 6 .   C o m e n t a r i i   _i   c o n v e r s a ci i \ n  n   p a r t e a   d e   j o s   a   c o r p u l u i   f i e c r u i   c o n ci n u t   a v e ci   p e r m i s i u n e a   d e   a   a d u g a   c o m e n t a r i i   l a   c o n ci n u t   f c  n d   c l i c   p e    c o m e n t a r i u  .   C i t i ci    r e g u l i l e   c o m e n t a r i u l u i    l a   p r i m a   a d r e s a r e   _i   r e s p e c t a ci   r e g u l i l e   c o m e n t a r i u l u i .   P r i n    T o a t e   J o c u r i l e   o l i m p i c e   - >   c o n v e r s a ci    n   t i m p   c e   v i z i o n a ci    p u t e ci   a c c e s a   c o n v e r s a ci i l e   e l e c t r o n i c e   _i   v   p u t e ci   b u c u r a   d e   d i v e r t i s m e n t u l   i n t e r a c t i v ! \ n M a i   m u l t e 	 	 	 6 .     ' \ n                         " " .           ,         "   " .       "       - >   '       " .             '       ! \ n 	 	 	 6 .   F81/G  H  ~  2F/ n 4E'  E*H'F/  ('  D  1/F  (1  1H  2FG  " F81/G"   /1  21  E*F  G1    '2  ,3*'1G'  F81  .H/  1'  /1'1G  E*-H'  EH1/F81  '(1'2  FE'/.   .H'G4EF/  '3*  ~4  '2  F81/G  (1'  ('1  'HD  " BH'FF  F81/G  1'  .H'F/G  H  '2  "FG'  ~1H  FE'/.   '2  71B  EFH  " GEG  ('2G'  'DE~  - >   ~  2F  /1GF'E  *E'4'  (1F'EG"   E*H'F/  (G  ~'G  H'1/  4/G  H  '2  *9'ED  ('  /1'F  D0*  ((1/! / n 3'1  EH'1/	 	 	 	.   							  	  					\ n   							  						  			  					  				  				  " 							"   		  					  			  									  								  				  				  							  				  					  					d	  					  			  							  				  			  							  			  									  								  				  			  						  									  								  						  				  			d	  ' 										  		  				  - >   					  			  					  				'   					  				  					  				  						  				  						  			  													  					  					  				! \ n 				 	 	 	 	 	 	 	 	 6 .   L e w e r   k o m m e n t a a r   e n   k l e t s \ n O n d e r a a n   e l k e   s t u k   l y f t e k s   k a n   j y   k o m m e n t a a r   l e w e r   o p   d i e   i n h o u d   d e u r   o p   " l e w e r   k o m m e n t a a r "   t e   k l i e k .   L e e s   a s s e b l i e f      k o m m e n t a a r r e  l s   d i e   e e r s t e   k e e r   e n   h o u   d a a r b y   w a n n e e r   u   d e e l n e e m .   D e u r   " A l l e   O l i m p i e s e   S p e l e   - >   k l e t s   e n   k y k   g e l y k " ,   k a n   j y   d i e   k l e t s k a m e r   b i n n e g a a n   e n   d i e   i n t e r a k t i e w e   p r e t   g e n i e t ! \ n M e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 6 .   C o m e n t  r i o   e   b a t e - p a p o \ n N o   f i n a l   d o   c o r p o   d e   c a d a   c o n t e  d o ,      p e r m i t i d o   a   v o c    f a z e r   c o m e n t  r i o   s o b r e   o   c o n t e  d o   c l i c a n d o   e m    c o m e n t  r i o  .   L e i a   a s   r e g r a s   s o b r e   " c o m e n t  r i o "   n a   p r i m e i r a   v e z   q u e   f a l a r   e   s i g a   a s   r e g r a s   r e l a c i o n a d a s .   A t r a v  s   d e   " T o d o s   o s   j o g o s   o l  m p i c o s   - >   b a t e r - p a p o   e n q u a n t o   a s s i s t e " ,   d e p o i s   v o c    p o d e   e n t r a r   n a   s a l a   d e   b a t e - p a p o   e   s e   d i v e r t i r   m a i s ! \ n M a i s 
 
 S T R _ I D _ D C D _ M O R E 	 d c d 	 U N L I M 	 M o r e 	 M o r e 	 fY	 fY	 @4H!@4!	 M  s 	 P l u s 	 M e h r 	 >?>;=8B5;L=>	 A l t r o 	 'DE2J/	 M a i s 	 D a h a   f a z l a 	 L a   c h n   k h  c 	 L a i n n y a 	 L e b i h 	 	'	?			 	 	 	 T  b b 	 	 	 	 M e e r 	 	 	 M a i   m u l t e 	 	 	 	 	 	 (J4*1	 	 	 				 	 	 	 	 	 	 	 	 M e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s 
 
 S T R _ I D _ D C D _ S Y N C I N G 	 d c d 	 U N L I M 	 s y n c i n g 	 S y n c i n g 	 ck(WTek	 ck(WTek	 3%14L	 S i n c r o n i z a n d o   	 S y n c h r o n i s a t i o n 	 W i r d   s y n c h r o n i s i e r t 	 !8=E@>=870F8O	 S i n c r o n i z z a z i o n e   i n   c o r s o 	 ,'1M  'D*2'EF	 A   s i n c r o n i z a r 	 S e n k r o n i z e   e d i l i y o r 	 a n g   n g   b 	 M e n s i n k r o n i s a s i 	 M e n y e g e r a k 	 8	?		8	?				 	 	 	 S z i n k r o n i z  l  s 	 	 	 	 B e z i g   m e t   s y n c h r o n i s e r e n 	 	 	 S e   s i n c r o n i z e a z 	 	 	 	 	 	 /1-'D  GE3'F  3'2	 	 	 											  					 	 	 	 	 	 	 	 	 S i n k r .   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a n d o 
 
 S T R _ I D _ D C D _ C A N C E L L E D 	 d c d 	 U N L I M 	 c a n c e l l e d 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o 	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 A n n u l l a t o 	 *E  'D%D:'!	 C a n c e l a d o 	 0p t a l   e d i l d i   	    h y 	 D i b a t a l k a n 	 D i b a t a l k a n 	 0	&	M	&	  9	K	  	/	>		 	 	 	 M e g s z a k  t v a 	 	 	 	 G e a n n u l e e r d 	 	 	 A n u l a t 	 	 	 	 	 	 D:H  4/	 	 	 					  			  						 	 	 	 	 	 	 	 	 G e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a d o 
 
 S T R _ I D _ D C D _ S W I T C H _ O F F _ A S K 	 d c d 	 P O P U P 	 s w i t c h   o f f   a s k 	 S w i t c h   o f f   D C D ? 	 /f&Tܕ_
a(u	 /f&TsQ_^(u	 4  D C D ? 	  D e s a c t i v a r   D C D ? 	 E t e i n d r e   D C D   ? 	 D C D   a u s s c h a l t e n ? 	 K:;NG8BL  D C D ? 	 S p e g n e r e   D C D ? 	 %JB'A  *4:JD  D C D 	 D e s l i g a r   D C D ? 	 D C D   k a p a t 1l s 1n   m 1? 	 T t   D C D ? 	 N o n a k t i f k a n   D C D ? 	 P a d a m   D C D ? 	 D C D   ,		&	  	0	G		? 	 	 	 	 D C D - t   k i k a p c s o l j a ? 	 	 	 	 D C D   u i t s c h a k e l e n ? 	 	 	  n c h i d e r e   D C D ? 	 	 	   D C D ? 	 	 	 D C D   .'EH4  4H/	 	 	 						  				  			? 	 	 	 	 	 	 	 	 	 S k a k e l   D C D   a f ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s l i g a r   D C D ? 
 
 S T R _ I D _ D C D _ S Y N C _ N E X T _ M A N U A L 	 d c d 	 U N L I M 	 n e e d   t o   m a n u a l   u p d a t e   n e x t   t i m e 	 N e e d   t o   m a n u a l   u p d a t e   n e x t   t i m e 	 N!kTekN6q KbR|vw	 N!kTekN6q KbRSw	 3@GI-#1#8I'"1'@-#1I+I2	 S e   n e c e s i t a r    u n a   a c t u a l i z a c i  n   m a n u a l   l a   p r  x i m a   v e z 	 D o i t   m e t t r e      j o u r   m a n u e l l e m e n t   l a   p r o c h a i n e   f o i s 	 B e i m   n  c h s t e n   M a l   i s t   e i n e r   m a n u e l l e r   U p d a t e   e r f o r d e r l i c h 	   A;54CNI89  @07  =5>1E>48<>  >1=>28BL  2@CG=CN	    n e c e s s a r i o   l  a g g i o r n a m e n t o   m a n u a l e   l a   p r o s s i m a   v o l t a 	 JF(:J  #F  J*E  'D*-/J+  J/HJK'  'DE1)  'DB'/E)	 S e r    n e c e s s  r i o   a c t u a l i z a r   m a n u a l m e n t e   n a   p r  x i m a   v e z 	 B i r   d a h a k i   s e f e r e   m a n  e l   g  n c e l l e m e   g e r e k l i 	 C n   c . n h t   t h   c  n g     l n   t i p   t h e o 	 P a d a   w a k t u   b e r i k u t n y a ,   h a r u s   m e m p e r b a r u i   s e c a r a   m a n u a l 	 P e r l u   m e n g e m a s   k i n i   s e c a r a   m a n u a l   p a d a   l a i n   k a l i 	 		2	@	  ,	>	0	  .	H	(	A		2	  	&	M	/	$	(	  	<	0	B	0	@		 	 	 	 K  z i   f r i s s  t  s r e   v a n   s z  k s  g   a   l e g k  z e l e b b i   a l k a l o m m a l 	 	 	 	 V o l g e n d e   k e e r   i s   h a n d m a t i g   b i j w e r k e n   n o d i g . 	 	 	 T r e b u i e   a c t u a l i z a t   m a n u a l   d a t a   v i i t o a r e 	 	 	           	 	 	 F'2EF/  (1H213'F  /3*  (1'  ('1  (9/	 	 	 							  				  										  								  				  				 	 	 	 	 	 	 	 	 M o e t   v o l g e n d e   k e e r   p e r   h a n d   b y w e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e c e s s  r i a   a t u a l i z a   o   m a n u a l   d a   p r  x i m a   v e z 
 
 S T R _ I D _ D C D _ O B T A I N _ S Y N C _ P K G 	 d c d 	 U N L I M 	 c a n c e l l e d   b u t   o b t a i n   s y n c   p k g 	 C a n c e l l e d   ( s y n c   p k g   d o w n l o a d e d ) 	 ]SmTekS]rsS		 ]SmTekS]S		 "@%4A%I'  ( 4LA@2'LB+%) 	 C a n c e l a d o   ( p a q u e t e   s i n c r o n i z a d o   d e s c a r g a d o ) 	 A n n u l    ( p q t   d e   s y n c   t  l  c h a r g  ) 	 A b g e b r o c h e n   ( s y n c   p k g   h e r u n t e r g e l a d e n ) 	 B<5=5=>  ( ?0:5B  A8=E@>=870F88  703@C65=) 	 A n n u l l a t o   ( s y n c   p k g   s c a r i c a t o ) 	 *E  'D%D:'!  ( *E  *F2JD  -2E)  'D*2'EF) 	 C a n c e l a d o   ( p a c o t e   d e   s i n c r o n i z a   o   t r a n s f e r i d o ) 	 0p t a l   e d i l d i   ( s e n k r o n   p a k e t i   i n d i r i l d i ) 	    h y   ( n h n g   t i   v   g  i   n g   b ) 	 D i b a t a l k a n   ( p a k e t   s i n k r o n   d i - d o w n l o a d ) 	 D i b a t a l k a n   ( p a k e j   p e n y e g e r a k k a n   d i m u a t   t u r u n ) 	 0	&	M	&	  	?	/	>	  	/	>	  ( 8	?			  *	H		G		  !	>			(	2	K	!	  	?	/	>	  	/	>	) 	 	 	 	 M e g s z a k  t v a   ( s z i n k r .   c s o m .   l e t  l t v e ) 	 	 	 	 G e a n n u l e e r d   ( s y n c h r o n i s a t o e p a k k e t   g e d o w n l o a d ) 	 	 	 A n u l a t   ( p a c h e t   s i n c r o n i z a r e   d e s c r c a t ) 	 	 	   (     ) 	 	 	 D:H  1//  ( (3*G  GE3'F  3'2  ('11  4/) 	 	 	 					  ( 											  							  							  				  						  					) 	 	 	 	 	 	 	 	 	 G e k a n s e l l e e r   ( s i n k r . - p a k k e t   a f g e l a a i ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a d o   ( p a c o t e   d e   s i n c r .   b a i x a d o 
 
 S T R _ I D _ D C D _ C O N F L I C T _ P R O M P T 	 d c d 	 P O P U P 	 d c d   i s   s y n c i n g 	 D C D   i s   s y n c i n g 	 D C D ck(WTek	 D C D ck(WTek	 D C D   3%14L	 D C D   e s t    s i n c r o n i z a n d o   	 D C D   e n   t r a i n   d e   s y n c 	 D C D   w i r d   s y n c h r o n i s i e r t 	 !8=E@>=878@C5BAO  D C D 	 D C D   i n   f a s e   d i   s i n c r o n i z z a z i o n e 	 D C D   E*2'EF	 D C D   e s t    e m   s i n c r o n i z a   o 	 D C D   s e n k r o n i z e   e d i l i y o r 	 D C D   a n g   n g   b 	 D C D   s e d a n g   d i s i n k r o n i s a s i 	 D C D   s e d a n g   d i s e g e r a k k a n 	 D C D   8	?			  9	K	  0	9	>	  9	H		 	 	 	 A   D C D   s z i n k r o n i z  l 	 	 	 	 D C D   w o r d t   g e s y n c h r o n i s e e r d 	 	 	 D C D   e f e c t u e a z   s i n c r o n i z a r e a 	 	 	 D C D   	 	 	 D C D   /1  -'D  GE3'F  3'2  '3*	 	 	 						  											  					 	 	 	 	 	 	 	 	 D C D   s i n k r .   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D C D   e s t    s i n c r o n i z a n d o 
 
 S T R _ I D _ D A _ D I S C A R D _ A S K 	 D L A g e n t 	 P O P U P C O N F I R M 	 D i s c a r d ? 	 D i s c a r d ? 	 Nh	 "N_	 4I? 	  D e s c a r t a r ? 	 J e t e r   ? 	 I g n o r i e r e n ? 	 !1@>A8BL? 	 I g n o r a r e ? 	 *,'GD	 R e j e i t a r ? 	 A t 1l s 1n   m 1? 	 H y   b ? 	 B u a n g ? 	 B u a n g ? 	 	8	M	5	@		>	0	  	0	G		  ? 	 	 	 	 E l v e t i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	  n l t u r a r e ? 	 	 	 ? 	 	 	 CF'10'4*G  4H/	 	 	 					  			? 	 	 	 	 	 	 	 	 	 V e r w e r p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c a r t a r ? 
 
 S T R _ I D _ D A _ N O _ R I G H T S 	 D L A g e n t 	 T I T L E 	 N o   l i c e n s e 	 N o   l i c e n s e 	 l	g
kP	 l	gCgP	 D!H!5C-8
2	 N o .   d e   l i c e n c i a :   	 A u c u n e   l i c e n c e 	 K e i n e   L i z e n z 	 5B  ;8F5=788	 N e s s u n a   l i c e n z a 	 D'  JH,/  *1.J5	 N e n h u m a   l i c e n  a 	 S e r t i f i k a   y o k 	 K h  n g   g . p h  p 	 T i d a k   a d a   l i s e n s i 	 T i a d a   l e s e n 	 	K		  2	>		8	G		8	  (	9	@			 	 	 	 N i n c s   l i c e n c 	 	 	 	 G e e n   l i c e n t i e 	 	 	 N i c i o   l i c e n c	 	 	   	 	 	 E,H2  EH,H/  F3*	 	 	 								  				 	 	 	 	 	 	 	 	 G e e n   l i s e n s i e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   l i c e n  a 
 
 S T R _ I D _ D A _ W A I T I N G _ F O R _ R I G H T S 	 D L A g e n t 	 P O P U P ,   U N L I M 	 W a i t i n g   f o r   l i c e n s e 	 W a i t i n g   f o r   l i c e n s e 	 I{_
kP-N	 ck(WI{_CgP	 3%1#-C-8
2	 E s p e r a n d o   p o r   l i c e n c i a 	 A t t e n t e   d e   l i c e n c e 	 W a r t e   a u f   L i z e n z 	 6840=85  ;8F5=788	 I n   a t t e s a   d e l l a   l i c e n z a 	 'F*8'1  'D*1.J5	 A   a g u a r d a r   l i c e n  a 	 S e r t i f i k a   b e k l e n i y o r 	 a n g   i   g i y   p h  p 	 M e n u n g g u   l i s e n s i 	 M e n u n g g u   l e s e n 	 2	>		8	G		8	  	G	  2	?		  *	M	0	$	@		M	7	>	  	@	  	>	  0	9	@	  9	H		 	 	 	 V  r a k o z  s   l i c e n c r e 	 	 	 	 E r   w o r d t   o p   l i c e n t i e   g e w a c h t 	 	 	 S e   a _t e a p t   l i c e n ca 	 	 	   	 	 	 /1-'D  'F*8'1  (1'  E,H2	 	 	 										  				  							  					 	 	 	 	 	 	 	 	 W a g   o p   l i s e n s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g u a r d a n d o   l i c e n  a 
 
 S T R _ I D _ D A _ R I G H T S _ D I D _ N O T _ A R R I V E _ O N _ T I M E 	 D L A g e n t 	 P O P U P ,   U N L I M 	 L i c e n s e   d i d   n o t   a r r i v e   o n   t i m e 	 L i c e n s e   d i d   n o t   a r r i v e   o n   t i m e 	 
kPI{_>Bf	 CgPI{_e	 C-8
2D!H!262!@'%2	 L a   l i c e n c i a   n o   l l e g    a   t i e m p o 	 L a   l i c e n c e   n ' a   p a s    t    r e  u   d a n s   l e   t e m p s   p e r m i s 	 L i z e n z   t r a f   n i c h t   r e c h t z e i t i g   e i n 	 8F5=78O  =5  ?>;CG5=0  2>2@5<O	 L a   l i c e n z a   n o n      a r r i v a t a   i n   t e m p o 	 DE  J5D  'D*1.J5  AJ  'DHB*  'DE-//	 A   l i c e n  a   n  o   c h e g o u   a   t e m p o 	 S e r t i f i k a   z a m a n 1n d a   a l 1n m a d 1	 G . p h  p   k . c h u y n   n    n g   g i 	 L i s e n s i   t i d a k   d i t e r i m a   t e p a t   w a k t u 	 L e s e n   t i d a k   s a m p a i   t e p a t   p a d a   m a s a n y a 	 2	>		8	G		8	  8	.	/	  *	0	  (	9	@		  	/	>	  	 	 	 	 A   l i c e n c   n e m    r k e z e t t   m e g   i d Qb e n 	 	 	 	 L i c e n t i e   n i e t   o p   t i j d   g e k o m e n 	 	 	 L i c e n ca   n u   a   f o s t   p r i m i t   l a   t i m p 	 	 	       	 	 	 E,H2  (G  EHB9  F13/	 	 	 										  					  			  			 	 	 	 	 	 	 	 	 L i s e n s i e   h e t   n i e   b e t y d s   a a n g e k o m   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i c e n  a   n  o   c h e g o u   a   t e m p o 
 
 S T R _ I D _ D A _ R E A D Y _ F O R _ U S E _ A S K _ S U F F I X 	 D L A g e n t 	 U N L I M 	 ( P a r t i a l   s t r i n g ) S u f f i x   s t r i n g   t o   p r o m p t   u s e r   t h a t   a   f i l e   i s   r e a d y   a n d   a s k   u s e r   w h e t h e r   t o   o p e n   i t .   F o r   e x a m p l e :   a . m p 3   i s   r e a d y   f o r   u s e . . . 	   i s   r e a d y   f o r   u s e .   W o u l d   y o u   l i k e   t o   o p e n   i t   n o w ? 	 ]}SNO(us(WO(u	 ]~SNO(us(WO(u	   #I-!C
I2  8I-2#@4@5K"'5I+#7-D!H? 	 e s t    l i s t o   p a r a   u s a r s e ,    d e s e a   a b r i r l o   a h o r a ? 	 e s t   p r  t       t r e   u t i l i s  .   V o u l e z - v o u s   l ' o u v r i r   m a i n t e n a n t   ? 	   k a n n   v e r w e n d e t   w e r d e n .   J e t z t    f f n e n ? 	   3>B>2>  :  8A?>;L7>20=8N.   B:@KBL  A59G0A? 	      p r o n t o   p e r   l  u s o .   A p r i r l o   o r a ? 	 ,'G2  DD'3*./'E,   GD  *1J/  A*-G  'D"F	 e s t    p r o n t o   a   s e r   u t i l i z a d o .   D e s e j a   a b r i r   a g o r a ? 	 K u l l a n 1m a   h a z 1r .   ^i m d i   a  m a k   i s t e r   m i s i n i z ? 	 s . s  n g   s   d n g .   B n   m u n   m   n g a y ? 	   s i a p   d i g u n a k a n .   A n d a   i n g i n   m e m b u k a n y a ? 	 s e d i a   u n t u k   d i g u n a k a n .   A d a k a h   a n d a   i n g i n   m e m b u k a n y a   s e k a r a n g ? 	 		*	/	K		  	G	  2	?		  $	H	/	>	0	  9	H	d	  	M	/	>	  	,	  	*	  	8	G	  	K	2	(	>	  	>	9	G			G	? 	 	 	 	   h a s z n  l a t r a   k  s z .   M e g   a k a r j a   m o s t   n y i t n i ? 	 	 	 	   i s   g e r e e d   v o o r   g e b r u i k .   W i l t   u   h e m   n u   o p e n e n ? 	 	 	   e s t e   p r e g t i t   p e n t r u   u t i l i z a r e .   D o r i ci   s    l   d e s c h i d e ci ? 	 	 	     .         ? 	 	 	   "E'/G  '3*A'/G  '3*.   E  .H'G/  'FHF  "F1'  ('2  F/	 	 	 									  				  								,   				  		  			  			  					  			? 	 	 	 	 	 	 	 	 	   i s   g e r e e d   v i r   g e b r u i k .   W i l   j y   d i t   n o u   o o p m a a k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   e s t    p r o n t a   p a r a   u s o .   G o s t a r i a   d e   a b r i r   a g o r a ? 
 
 S T R _ I D _ D A _ R I G H T S _ D E L A Y E D _ S U F F I X 	 D L A g e n t 	 U N L I M 	 ( P a r t i a l   s t r i n g ) S u f f i x   s t r i n g   t o   n o t i f y   u s e r   t h e   r i g h t   d i d   n o t   a r r i v e   o n   t i m e   a n d   t h e   o b j e c t   c a n   n o t   b e   u s e d   n o w .   F o r   e x a m p l e :   a . m p 3   i s   n o t   r e a d y   f o r   u s e . . . 	   i s   n o t   r e a d y   f o r   u s e .   Y o u   w i l l   b e   n o t i f i e d   a s   s o o n   a s   y o u r   l i c e n s e   a r r i v e   a t   y o u r   p h o n e . 	 N
NO(uvu6e0RO(u
kPBfgQw`0	 N
NO(uS_6e0RO(uCgPeOQw`0	   D!H#I-!C
I2  80DI#12#AI@7-155HC-8
2-8!26B#(1L-8	 n o   e s t    l i s t o   p a r a   u s a r s e .   S e   l e   n o t i f i c a r    t a n   p r o n t o   l a   l i c e n c i a   l l e g u    a   s u   t e l  f o n o .   	 n ' e s t   p a s   p r  t       t r e   u t i l i s  .   V o u s   s e r r e z   a v e r t i   d  s   q u e   l a   l i c e n c e   a r r i v e   s u r   v o t r e   t  l  p h o n e . 	   k a n n   n i c h t   v e r w e n d e t   w e r d e n .   S i e   w e r d e n   b e n a c h r i c h t i g t ,   s o b a l d   I h r   T e l e f o n   d i e   L i z e n z   e r h  l t . 	   =5  3>B>2>  :  8A?>;L7>20=8N.   K  1C45B5  C254><;5=K  >  4>AB02:5  ;8F5=788  =0  B5;5D>=. 	   n o n      p r o n t o   p e r   l  u s o .   S i   v e r r    a v v i s a t i   n o n   a p p e n a   a r r i v e r    l a   l i c e n z a   s u l   t e l e f o n o . 	 :J1  ,'G2  DD'3*./'E,   3J*E  %.7'1C  (E,1/  H5HD  'D*1.J5  %DI  G'*AC. 	 n  o   e s t    p r o n t o   a   s e r   u t i l i z a d o .   S e r    n o t i f i c a d o   a s s i m   q u e   a   s u a   l i c e n  a   c h e g u e   a o   t e l e f o n e . 	 K u l l a n 1m a   h a z 1r   d e i l .   S e r t i f i k a   t e l e f o n u n u z a   u l a _t 11  z a m a n   b i l g i l e n d i r i l e c e k s i n i z . 	 c h a   s . s  n g   s   d n g .   B n   s   c   t . b  o   n g a y   k h i   g i y   p h  p   c h u y n   v  o   . t h o i . 	   b e l u m   s i a p   d i g u n a k a n .   A n d a   a k a n   d i b e r i t a h u k a n   s e g e r a   s e t e l a h   l i s e n s i   d i t e r i m a   t e l e p o n . 	 t i d a k   s e d i a   u n t u k   d i g u n a k a n .   A n d a   a k a n   d i b e r i t a h u   s e b a i k   s a j a   l e s e n   a n d a   s a m p a i   d i   t e l e f o n   a n d a . 	 		*	/	K		  	G	  2	?		  $	H	/	>	0	  (	9	@		  9	H	d	  	*		G	  +	<	K	(	  *	0	  	*		>	  2	>		8	G		8	  	(	G	  *	0	  	*		K	  8	B		?	$	  	?	/	>	  	>			>	d		 	 	 	   n i n c s   h a s z n  l a t r a   k  s z e n .    r t e s  t j  k ,   a m i n t   m e g  r k e z i k   a   l i c e n c   a   t e l e f o n j  r a . 	 	 	 	   i s   n i e t   g e r e e d   v o o r   g e b r u i k .   U   k r i j g t   e e n   m e l d i n g   z o d r a   d e   l i c e n t i e   o p   u w   t e l e f o o n   k o m t 	 	 	   n u   e s t e   p r e g t i t   p e n t r u   u t i l i z a r e .   V e ci   f i   i n f o r m a t   i m e d i a t   c e   t e l e f o n u l   d v s .   p r i m e _t e   l i c e n ca . 	 	 	       .             ,         . 	 	 	   "E'/G  '3*A'/G  F3*.   (G  E-6  G  E,H2(G  *DAF  *'F  (13/  (G  4E'  '7D'9  /'/G  E4H/. 	 	 	 									  				  								,   					  				  										  								  						  		  						  			d		 	 	 	 	 	 	 	 	   i s   n i e   g e r e e d   v i r   g e b r u i k   n i e .   J y   s a l   i n   k e n n i s   g e s t e l   w o r d   s o d r a   j o u   l i s e n s i e   o p   j o u   f o o n   k o m . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   n  o   e s t    p r o n t a   p a r a   u s o .   V o c    s e r    n o t i f i c a d o   a s s i m   q u e   s u a   l i c e n  a   c h e g a r   n o   s e u   t e l e f o n e . 
 
 S T R _ I D _ D A _ A H T U E N T I C A T I O N _ F A I L E D 	 D L A g e n t 	 P O P U P 	 A u t h e n t i c a t i o n   f a i l e d 	 A u t h e n t i c a t i o n   f a i l e d 	 I1YWe	 1Y%	 2#"7"11'8%%I!@+%'	 F a l l    l a   a u t e n t i c a c i  n 	 E c h e c   d ' a u t h e n t i f i c a t i o n 	 A u t h e n t i s i e r u n g   f e h l g e s c h l a g e n 	 5?@028;L=>5  8<O  ?>;L7>20B5;O  8;8  ?0@>;L	 A u t e n t i c a z i o n e   f a l l i t a 	 A4D*  'DE5'/B)	 A   a u t e n t i c a   o   f a l h o u 	 K i m l i k   d o r u l a n a m a s 1	 K h  n g   t h   x  c   n h n 	 O t e n t i k a s i   g a g a l 	 P e n g e s a h a n   g a g a l 	 *	M	0	.	>	#	@		0	#	  5	?	+	2		 	 	 	 S i k e r t e l e n   h i t e l e s  t  s 	 	 	 	 A u t e n t i c a t i e   m i s l u k t 	 	 	 A u t e n t i f i c a r e a   n u   a   r e u _i t 	 	 	   	 	 	 E9*(13'2  F'EHAB  (H/	 	 	 				  									  							 	 	 	 	 	 	 	 	 B e k r a g t i g i n g   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A u t e n t i c a   o   f a l h o u 
 
 S T R _ I D _ D A _ P R O C E S S I N G 	 D L A g e n t 	 T I T L E ,   P O P U P 	 P r o c e s s i n g 	 P r o c e s s i n g 	 Ut-N	 ck(WYt	 3%1#0!'%%	 P r o c e s a n d o   	 T r a i t e m e n t 	 W i r d   v e r a r b e i t e t 	 1@01>B:0	 E l a b o r a z i o n e   i n   c o r s o 	 ,'1M  'DE9'D,)	 A   p r o c e s s a r 	 0_l e n i y o r 	 a n g   x   l  	 M e m p r o s e s 	 M e m p r o s e s 	 8		8	>	'	(	  9	K	  0	9	>	  9	H		 	 	 	 F e l d o l g o z  s 	 	 	 	 B e z i g   m e t   v e r w e r k e n 	 	 	  n   c u r s 	 	 	 	 	 	 /1-'D  ~1/'24	 	 	 												  						 	 	 	 	 	 	 	 	 V e r w e r k   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c e s s a n d o 
 
 S T R _ I D _ D A _ N O _ O T H E R _ S T O R A G E 	 D L A g e n t 	 P O P U P 	 W h e n   u s e r   t r y   t o   m o v e   a n   o b j e c t   t o   a n o t h e r   s t o r a g e ,   b u t   t h e r e   i s   o n l y   o n e   s t o r a g e ,   w e   s h o u l d   p r o m p t   u s e r   " N o   o t h e r   s t o r a g e " 	 N o   o t h e r   s t o r a g e 	 !qvQN2QX[MOn	 evQ[X[PMOn	 D!H!55H@G-7H	 N o   h a y   o t r o   a l m a c e n a m i e n t o 	 A u c u n   a u t r e   s t o c k a g e 	 K e i n   a n d e r e s   S p e i c h e r m e d i u m 	 5B  4@C3>9  ?0<OB8	 N e s s u n ' a l t r a   m e m o r i a 	 D'  JH,/  E.2F  ".1	 S e m   o u t r o   a r m a z e n a m e n t o   	 B a _k a   d e p o l a m a   a y g 1t 1  y o k 	 K . c    b   n h   k h  c 	 T i d a k   a d a   p e n y i m p a n a n   l a i n 	 T i a d a   s t o r a n   l a i n 	 	(	M	/	  8	M		K	0	G		  (	9	@			 	 	 	 N i n c s   m  s i k   h  t t  r t  r 	 	 	 	 G e e n   a n d e r e   o p s l a g 	 	 	 N u   e x i s t   a l t   s t o c a r e 	 	 	       	 	 	 -'A8G  /1  EH,H/  F3*	 	 	 				  				  											  			  	 	 	 	 	 	 	 	 	 G e e n   a n d e r   b e r g p l e k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   o u t r o   a r m a z e n a m e n t o 
 
 S T R _ I D _ D A _ B R O W S E R _ C L O S E D 	 D L A g e n t 	 P O P U P 	 P r o m p t   u s e r   t h a t   b r o w s e r   c l o s e d 	 B r o w s e r   c l o s e d 	 phV]ܕ	 OmȉhV]sQ	 @#2@-#L4	 N a v e g a d o r   c e r r a d o   	 N a v i g a t e u r   f e r m  	 B r o w s e r   g e s c h l o s s e n 	 @0C75@  70:@KB	 B r o w s e r   c h i u s o 	 *E  %:D'B  'DE*5A-	 N a v e g a d o r   f e c h a d o 	 T a r a y 1c 1  k a p a n d 1	 T . d u y t       n g 	 B r o w s e r   t e r t u t u p 	 P e l a y a r   d i t u t u p 	 ,	M	0	>				<	0	  ,		&		 	 	 	 B  n g  s z Q  b e z  r v a 	 	 	 	 B r o w s e r   g e s l o t e n 	 	 	 B r o w s e r    n c h i s 	 	 	   	 	 	 E1H11  (3*G  4/	 	 	 								  					 	 	 	 	 	 	 	 	 B l a a i e r   t o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a v e g a d o r   f e c h a d o 
 
 S T R _ I D _ D M _ O T A _ S E R V E R _ A D D R E S S 	 D M U I 	 U N L I M 	 S e r v e r   A d d r e s s 	 S e r v e r   a d d r e s s :   	 :O
ghV0W@W  	 
gRhV0W@W  	 5H-"9H@4#L@'-#L:   	 D i r e c c i  n   d e   s e r v i d o r :   	 A d r e s s e   d u   s e r v e u r   : 	 S e r v e r a d r e s s e :   	 4@5A  A5@25@0: 	 I n d i r i z z o   s e r v e r :   	 9FH'F  'D.'/E:   	 E n d e r e  o   d o   s e r v i d o r : 	 S u n u c u   a d r e s i : 	 a   c h   m  y   c h :   	 A l a m a t   s e r v e r :   	 A l a m a t   p e l a y a n : 	 8	0	M	5	0	  *	$	>	: 	 	 	 	 K i s z o l g  l    c  m e :   	 	 	 	 S e r v e r a d r e s : 	 	 	 A d r e s   d e   s e r v e r : 	 	 	   :   	 	 	 F4'F  31H1:   	 	 	 							  						: 	 	 	 	 	 	 	 	 	 B e d i e n e r a d r e s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d o   s e r v i d o r :   
 
 S T R _ I D _ D M _ O T A _ S E R V E R I D 	 D M U I 	 U N L I M 	 S e r v e r   I D 	 S e r v e r   I D :   	 :O
ghV3^_  	 
gRhV^S  	 @4#L@'-#L  I D :   	 I d e n t f i c a c i  n   d e l   s e r v i d o r :   	 I D   d u   s e r v e u r   : 	 S e r v e r - I D :   	 I D   A5@25@0: 	 I D   s e r v e r :   	 E91A  'D.'/E:   	 I D   d o   s e r v i d o r : 	 S u n u c u   k i m l i i : 	 I D   m  y   c h :   	 I D   s e r v e r :   	 I D   P e l a y a n : 	 8	0	M	5	0	  		!	@	: 	 	 	 	 K i s z o l g  l  a z o n o s  t  :   	 	 	 	 S e r v e r - I D : 	 	 	 I D   s e r v e r : 	 	 	   :   	 	 	 4F'3G  31H1:   	 	 	 							  				: 	 	 	 	 	 	 	 	 	 B e d i e n e r - I D : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I D   d o   s e r v i d o r :   
 
 S T R _ I D _ D M U I _ N O T I F _ R E B O O T _ F A I L 	 D M U I 	 P O P U P 	 H a n d s e t   R e b o o t   F a i l 	 H a n d s e t   R e b o o t   F a i l 	 Kb_j͑_U1YWe	 Kb:g͑/T1Y%	 2#9!7-7-C+!H%I!@+%'	 F a l l o   e l   r e i n i c i o   d e l   t e l  f o n o 	 E c h e c   d e   r e d  m a r r a g e   d e   l ' a p p a r e i l 	 H a n d a p p a r a t   k o n n t e   n i c h t   n e u   g e s t a r t e t   w e r d e n 	 !1>9  ?5@5703@C7:8  B5;5D>=0	 R i a v v i o   r i c e v i t o r e   n o n   r i u s c i t o 	 A4D  %9'/)  *EGJ/  'DG'*A	 F a l h a   a o   r e i n i c i a r   o   d i s p o s i t i v o 	 E l   t a k 1m 1  Y e n i d e n   b a _l a t m a s 1  b a _a r 1s 1z 	 L i   k h i   n g   l i   i n   t h o i 	 B o o t   U l a n g   H a n d s e t   G a g a l 	 B u t   s e m u l a   t e l e f o n   b i m b i t   G a g a l 	 9	H		!	8	G		  0	@	,	B		  5	?	+	2		 	 	 	 A   k  s z  l  k   s i k e r t e l e n    j r a i n d  t  s a 	 	 	 	 H e r s t a r t e n   v a n   h a n d s e t   m i s l u k t 	 	 	 E r o a r e   l a   r e i n i ci a l i z a r e a   c _t i l o r 	 	 	     	 	 	 1'G  'F/'2  E,//  H4  F'EHAB  (H/	 	 	 						  						  				  			  							 	 	 	 	 	 	 	 	 H e r l a a i   v a n   h a n d s t u k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   r e i n i c i a l i z a   o   d e   t e l e f o n e   d e   m  o 
 
 S T R _ I D _ D M U I _ D O W N L O A D _ P A U S E _ B Y _ N E T W O R K _ A N O M A L Y 	 D M U I 	 P O P U P 	 N e t w o r k   a n o m a l y ,   d o w n l o a d   s u s p e n d e d 	 N e t w o r k   a n o m a l y ,   d o w n l o a d   s u s p e n d e d 	 }pu8^N	f\P	 Q~_8^N}f\P	 @#7-H2"D!H4  2#2'LB+%91	 A n o m a l  a   d e   l a   r e d ,   d e s c a r g a   s u s p e n d i d a 	 P r o b l  m e   d e   r  s e a u ,   t  l  h a r g e m e n t   s u s p e n d u 	 N e t z w e r k a n o m a l i e ,   D o w n l o a d   a u s g e s e t z t 	 @>1;5<K  A  A5BLN,   A:0G820=85  ?@8>AB0=>2;5=>	 A n o m a l i a   d i   r e t e ,   d o w n l o a d   s o s p e s o 	 'D4(C)  :1J(),   *E  *9DJB  9EDJ)  'D*F2JD	 A n o m a l i a   n a   r e d e .   T r a n s f e r  n c i a   s u s p e n s a 	 A   h a t a s 1,   i n d i r m e   a s k 1y a   a l 1n d 1	 L i   m n g ,   t m   d n g   t i   v 	 A n o m a l i   j a r i n g a n ,   d o w n l o a d   t e r t u n d a 	 A n o m a l i   r a n g k a i a n ,   m u a t a n   t u r u n   d i j e d a 	 (	G		5	0	M		  5	?	8			$	$	>	,   !	>			(	2	K	!	  8	M	%		?	$		 	 	 	 H  l  z a t i   r e n d e l l e n e s s  g ,   a   l e t  l t  s   f e l f  g g e s z t v e 	 	 	 	 A n o m a l i e   i n   n e t w e r k ,   d o w n l o a d   o n d e r b r o k e n 	 	 	 A n o m a l i e    n   r e ce a ,   d e s c r c a r e   s u s p e n d a t 	 	 	     ,     	 	 	 F'GF,'1  /1  4(G  *9DB  ('11	 	 	 										  												  				  						,   							  										  						  				  						 	 	 	 	 	 	 	 	 N e t w e r k - o n g e r y m d h e i d ,   a f l a a i   i s   g e s t a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n o m a l i a   n a   r e d e .   T r a n s f e r  n c i a   s u s p e n s a 
 
 S T R _ E M A I L _ C O M M O N _ Q U I T _ W I T H O U T _ S A V I N G _ A S K _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   w h e t h e r   t o   q u i t   c o m p o s e   m a i l   p r o c e d u r e   a n d   n o t   t o   s a v e   t h e   m a i l   c o m p o s e d   j u s t   n o w 	 Q u i t   w i t h o u t   s a v i n g ? 	 
N2QX[▋	 
NOX[y _	 @%4B"D!H1@G? 	  S a l i r   s i n   g u a r d a r ? 	 Q u i t t e r   s a n s   e n r e g i s t r e r   ? 	 B e e n d e n   o h n e   S p e i c h e r n ? 	 K9B8  =5  A>E@0=OO? 	 U s c i r e   s e n z a   s a l v a r e ? 	 %FG'!  /HF  -A8	 S a i r   s e m   g u a r d a r ? 	 K a y d e t m e d e n    1k 1l s 1n   m 1? 	 T h o  t   k h  n g   l u ? 	 K e l u a r   t a n p a   m e n y i m p a n ? 	 K e l u a r   t a n p a   m e n y i m p a n ? 	 ,	?	(	>	  8	9	G		G	  ,	>	9	0	  (	?		2	G		? 	 	 	 	 K i l  p   m e n t  s   n  l k  l ? 	 	 	 	 A f s l u i t e n   z o n d e r   o p   t e   s l a a n ? 	 	 	 R e n u n ca r e   f r   s a l v a r e ? 	 	 	     ? 	 	 	 .1H,  (/HF  0.1G  3'2	 	 	 							  		  			  			  		? 	 	 	 	 	 	 	 	 	 G a a n   u i t   s o n d e r   o m   t e   b e r g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r   s e m   s a l v a r ? 
 
 S T R _ E M A I L _ S A V E _ T O _ D R A F T S _ A P P _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   s c r e e n   t o   n o t i f y   u s e r   t h e   E m a i l   i s   s a v e   t o   d r a f t s   s u c c e s s f u l l y ( f o r   C M C C ) 	 S a v e d   t o   d r a f t   b o x ! 	 bR2QX[I?z{	 bROX[I?z{	 16D"1%H-A#H2! 	  G r a b a d o   e n   e l   b u z  n   d e   b o r r a d o r e s ! 	 E n r e g i s t r    d a n s   l a   b o  t e   b r o u i l l o n   ! 	 U n t e r   E n t w u r f   g e s p e i c h e r t ! 	 !>E@0=8BL  2  G5@=>28:8! 	 S a l v a t o   i n   b o z z e ! 	 *E  'D-A8  AJ  5F/HB  'DE3H/'*! 	 G u a r d a d o   e m   R a s c u n h o s ! 	 T a s l a k   k u t u s u n a   k a y d e d i l d i ! 	    l u   v  o   t h   n h  p ! 	 T e r s i m p a n   k e   k o t a k   k o n s e p ! 	 D i s i m p a n   k e   k o t a k   d r a f ! 	 !	M	0	>	+	M		  ,	I		M	8	  .	G		  8	G	5	  	?	/	>	  	/	>	! 	 	 	 	 M e n t v e   a   p i s z k o z a t o k   k  z  ! 	 	 	 	 O p g e s l a g e n   b i j   c o n c e p t e n ! 	 	 	 S a l v a t    n   c a s e t a   d e   c i o r n e ! 	 	 	     ! 	 	 	 /1  ~J4  FHJ3G'  0.J1G  4/! 	 	 	 				  						  							  			  					! 	 	 	 	 	 	 	 	 	 G e b e r g   i n   K o n s e p t e ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v o   n a   c a i x a   d e   r a s c u n h o s ! 
 
 S T R _ E M A I L _ C O L O N _ I D 	 E m a i l 	 P O P U P C O N F I R M ,   U N L I M ,   C 0 5 7 _ 1 	 P u n c t u a t i o n   m a r k   f o r   s w i t c h   b e t w e e n   c o l o n   i n   f u l l   o r   h a l f   s h a p e 	 :   	 	 	 :   	 : 	 : 	 :   	 :   	 :   	 : 	 : 	 : 	 :   	 :   	 : 	 : 	 	 	 	 : 	 	 	 	 :   	 	 	 : 	 	 	 :   	 	 	 :   	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 :   
 
 S T R _ E M A I L _ C O M P _ U E _ A D D _ A T T _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   o p t i o n   m e n u   t o   o p e r a t e   a t t a c h m e n t s   l i s t 	 A d d   a t t a c h m e n t s 	 ReQDN	 mRDN	 @4H!D%LA	 A  a d i r   a n e x o s 	 A j o u t e r   p i  c e s   j o i n t e s 	 A n l a g e n   h i n z u f  g e n 	 >1028BL  2;>65=8O	 A g g i u n g i   a l l e g a t i 	 %6'A)  'DED-B'*	 A d i c i o n a r   a n e x o s 	 E k l e n t i   e k l e 	 T h  m    n h   k  m 	 T a m b a h k a n   l a m p i r a n 	 T a m b a h   l a m p i r a n 	 8		2		M	(		  	K	!	<	G			 	 	 	 M e l l  k l e t   c s a t o l  s a 	 	 	 	 B i j l a g e n   t o e v o e g e n 	 	 	 A d u g a r e   a t a _r i 	 	 	   	 	 	 'A2H/F  ~H3*	 	 	 												  					  					 	 	 	 	 	 	 	 	 V o e g   a a n h e g s e l s   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   a n e x o s 
 
 S T R _ E M A I L _ C O M P _ U E _ S I Z E _ I D 	 E m a i l 	 U N L I M ,   I C O N T E X T 	 U s e d   o n   t h e   o p t i o n   m e n u   t o   c a l c u l a t e   t h e   s i z e   o f   t h e   e d i t e d   E m a i l 	 E m a i l   s i z e 	 P[N'Y\	 5uP[N'Y\	 2-5@!%	 T a m a  o   d e l     m e n s a j e   	 T a i l l e   E m a i l 	 E - M a i l g r   e 	  07<5@  M;5:B@>==>3>  ?8AL<0	 D i m e n s i o n i   e - m a i l 	 -,E  'D(1J/  'D%DC*1HFJ	 T a m a n h o   d o   e - m a i l 	 E - p o s t a   b o y u t u 	 D . l n g   e m a i l 	 U k u r a n   e m a i l 	 S a i z   e - m e l 	 	- .	G	2	  		>	0		 	 	 	 E m a i l   m  r e t e 	 	 	 	 E - m a i l g r o o t t e 	 	 	 D i m e n s i u n e   e - m a i l 	 	 	     	 	 	 'F/'2G  1''F'EG	 	 	 						  				  	 	 	 	 	 	 	 	 	 E - p o s g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d e   e - m a i l 
 
 S T R _ E M A I L _ C O M P _ U E _ A D D R _ A D D _ N E W _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   o p t i o n   m e n u   t o   i n p u t   n e w   E m a i l   a d d r e s s 	 E n t e r   r e c i p i e n t 	 8eQ6eNN	 eQ6eNN	 I-9I#1	 I n t r o d u c i r   d e s t i n a t a r i o 	 E n t r e z   d e s t i n a t a i r e 	 E m p f  n g e r   e i n g e b e n 	 25AB8  ?>;CG0B5;O	 I m m e t t i   d e s t i n a t a r i o 	 %/.'D  E3*DE	 I n t r o d u z i r   d e s t i n a t  r i o 	 A l 1c 1  g i r i n 	 N h p   n g i   n h n 	 M a s u k k a n   p e n e r i m a 	 M a s u k k a n   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  &	0	M		<	  	0	G			 	 	 	 C  m z e t t   m e g a d  s a 	 	 	 	 G e e f   o n t v a n g e r   o p 	 	 	 I n t r o d u c e r e   d e s t i n a t a r 	 	 	   	 	 	 H'1/1/F  1F/G	 	 	 								  						  				 	 	 	 	 	 	 	 	 V o e r   o n t v a n g e r   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   d e s t i n a t  r i o 
 
 S T R _ E M A I L _ C O M P _ U E _ A D D R _ A D D _ F R O M _ P H B _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   o p t i o n   m e n u   t o   a d d   n e w   E m a i l   a d d r e s s   f r o m   c o n t a c t 	 A d d   f r o m   C o n t a c t s 	 _oa}NReQ	 NT|NmR	 @4H!29I4H-	 A  a d i r   d e s d e   c o n t a c t o s 	 A j o u t e r   d e   C o n t a c t 	 V o n   K o n t a k t e   h i n z u f  g e n 	 >1028BL  87  A?8A:0  :>=B0:B>2	 A g g i u n g i   d a   C o n t a t t i 	 %6'A)  EF  ,G'*  'D'*5'D	 A d i c i o n a r   a   p a r t i r   d o s   C o n t a c t o s 	 K i _i l e r d e n   e k l e   	 T h  m   t   D a n h   b 	 T a m b a h k a n   d a r i   K o n t a k 	 T a m b a h   d a r i p a d a   K e n a l a n 	 8	.	M	*	0	M		K		  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   a   p a r t n e r l i s t  r  l 	 	 	 	 T o e v o e g e n   v a n   l i j s t   v a n   c o n t a c t p e r s o n e n 	 	 	 A d u g a r e   d i n   C o n t a c t e 	 	 	       	 	 	 'A2H/F  '2  AG13*  E.'7(G'	 	 	 									  			  					  					 	 	 	 	 	 	 	 	 V o e g   b y   v a n a f   K o n t a k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d e   c o n t a t o s 
 
 S T R _ E M A I L _ C O M P _ U E _ A D D R _ C H A N G E _ T Y P E _ I D 	 E m a i l 	 T I T L E ,   I C O N T E X T 	 U s e d   o n   t h e   o p t i o n   m e n u   t o   c h a n g e   t h e   t y p e   o f   t h e   a d d r e s s 	 C h a n g e   t y p e 	 f^W	 f9e{|W	 @%5H"#0@ 	 C a m b i a r   t i p o 	 M o d i f i e r   t y p e 	 T y p    n d e r n 	 7<5=5=85  B8?0	 M o d i f i c a   t i p o 	 *:JJ1  'DFH9	 A l t e r a r   t i p o 	 T  r    d e i _t i r 	 i   k i u 	 U b a h   j e n i s 	 T u k a r   j e n i s 	 *	M	0		>	0	  ,	&	2	G			 	 	 	 T  p u s   m  d o s  t  s a 	 	 	 	 T y p e   v e r a n d e r e n 	 	 	 M o d i f i c a r e   t i p 	 	 	   	 	 	 *:1  FH9	 	 	 			  								  					 	 	 	 	 	 	 	 	 W y s i g   t i p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t e r a r   t i p o 
 
 S T R _ E M A I L _ C O M P _ U E _ T O _ M A X _ R E A C H E D _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h a t   M A X   n u m b e r   o f   T o   f i e l d   i s   r e a c h e d 	 M a x   n u m b e r   o f   T o   f i e l d   i s   r e a c h e d 	 ]0R6eN g'Yxeϑ	 ]0R6eNN g'Ypeϑ	 63'*9*8-4%L  6  A%I'	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   p a r a   c a m p o   A 	 L e   n o m b r e   m a x   d u   c h a m p   D e s t i n a t a i r e   e s t   a t t e i n t 	 M a x .   A n z a h l   v o n   A n - F e l d   e r r e i c h t 	 >AB83=CB>  <0:A8<0;L=>5  :>;8G5AB2>  04@5A0B>2  4;O  ?>;O  " ><C" 	 N u m e r o   m a s s i m o   c a m p o   A   r a g g i u n t o 	 *E  (DH:  'D9//  'D#B5I  D-BD  T o 	 A t i n g i d o   n  m e r o   m  x i m o   n o   c a m p o   P a r a 	 M a k s i m u m   T o   a l a n   s a y 1s 1n a   e r i _i l d i 	    q u    s   t i   a   c a   m c   n 	 J u m l a h   k o l o m   K e p a d a   m a k s i m u m   t e r c a p a i 	 M a k s   j u m l a h   m e d a n   K e p a d a   d i c a p a i 	 T o   +	@	2	M	!	  	@	  	'	?		$	.	  8			M	/	>	  *	B	0	@	  9	A			 	 	 	 A   c  m z e t t   m e z Q  e l  r t e   a   m a x .   s z  m o t 	 	 	 	 M a x i m a a l   a a n t a l   i n   v e l d   N a a r   i s   b e r e i k t 	 	 	 C  m p u l   C t r e   a   a t i n s   l a   n u m r u l   m a x i m 	 	 	             	 	 	 (G  -/'+1  *9/'/  1F/'F  13/G  '/	 	 	 		  					  									  						  							 	 	 	 	 	 	 	 	 M a k s .   g e t a l   v i r   A a n - v e l d   i s   b e r e i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   m  x i m o   d e   c a m p o    P a r a    f o i   a t i n g i d o 
 
 S T R _ E M A I L _ C O M P _ U E _ C C _ M A X _ R E A C H E D _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h a t   M A X   n u m b e r   o f   C c   f i e l d   i s   r e a c h e d 	 M a x   n u m b e r   o f   C c   f i e l d   i s   r e a c h e d 	 ]0RoR,g g'Yxeϑ	 ]0Rb g'Ypeϑ	 63'*9*8-4%L  C c   A%I'	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   p a r a   c a m p o   C c 	 L e   n o m b r e   m a x   d u   c h a m p   C c      e s t   a t t e i n t 	 M a x .   A n z a h l   v o n   K o p i e   a n - F e l d   e r r e i c h t 	 >AB83=CB>  <0:A8<0;L=>5  :>;8G5AB2>  04@5A0B>2  4;O  ?>;O  " >?8O" 	 N u m e r o   m a s s i m o   c a m p o   C c   r a g g i u n t o 	 *E  (DH:  'D9//  'D#B5I  D-BD  C c 	 A t i n g i d o   n  m e r o   m  x i m o   n o   c a m p o   C c 	 M a k s i m u m   C c   a l a n   s a y 1s 1n a   e r i _i l d i 	    q u    s   t i   a   c a   m c   C c 	 J u m l a h   k o l o m   C c   m a k s i m u m   t e r c a p a i 	 M a k s   j u m l a h   m e d a n   C c   d i c a p a i 	 C c   +	@	2	M	!	  	@	  	'	?		$	.	  8			M	/	>	  *	B	0	@	  9	A			 	 	 	 A   m  s o l a t o t   k a p   m e z Q  e l  r t e   a   m a x .   s z  m o t 	 	 	 	 M a x i m a a l   a a n t a l   i n   v e l d   C c   i s   b e r e i k t 	 	 	 C  m p u l   C c   a   a t i n s   n u m r u l   m a x i m 	 	 	             	 	 	 (G  -/'+1  *9/'/  1HFH4*  1F/'F  13/G  '/	 	 	 				  					  									  						  							 	 	 	 	 	 	 	 	 M a k s .   g e t a l   v i r   K o p i e - v e l d   i s   b e r e i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   m  x i m o   d e   c a m p o    C c    f o i   a t i n g i d o 
 
 S T R _ E M A I L _ C O M P _ U E _ B C C _ M A X _ R E A C H E D _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h a t   M A X   n u m b e r   o f   B c c   f i e l d   i s   r e a c h e d 	 M a x   n u m b e r   o f   B c c   f i e l d   i s   r e a c h e d 	 ]0R[ g'Yxeϑ	 ]0R[ g'Ypeϑ	 63'*9*8-4%L  B c c   A%I'	 S e   a l c a n z    l a   c a n t i d a d   m  x i m a   p a r a   c a m p o   B c c 	 L e   n o m b r e   m a x   d u   c h a m p   B c c   e s t   a t t e i n t 	 M a x .   A n z a h l   v o n   B l i n d k o p i e   a n - F e l d   e r r e i c h t 	 >AB83=CB>  <0:A8<0;L=>5  :>;8G5AB2>  04@5A0B>2  4;O  ?>;O  " !:@KB0O  :>?8O" 	 N u m e r o   m a s s i m o   c a m p o   B c c   r a g g i u n t o 	 *E  (DH:  'D9//  'D#B5I  D-BD  B c c 	 A t i n g i d o   n  m e r o   m  x i m o   n o   c a m p o   B c c 	 M a k s i m u m   B c c   a l a n   s a y 1s 1n a   e r i _i l d i 	    q u    s   t i   a   c a   m c   B c c 	 J u m l a h   k o l o m   B c c   m a k s i m u m   t e r c a p a i 	 M a k s   j u m l a h   m e d a n   B c c   d i c a p a i 	 B c c   +	@	2	M	!	  	@	  	'	?		$	.	  8			M	/	>	  *	B	0	@	  9	A			 	 	 	 A   t i t k o s   m  s o l a t   m e z Q  e l  r t e   a   m a x .   s z  m o t 	 	 	 	 M a x i m a a l   a a n t a l   i n   v e l d   B c c   i s   b e r e i k t 	 	 	 C  m p u l   B c c   a   a t i n s   n u m r u l   m a x i m 	 	 	               	 	 	 (G  -/'+1  *9/'/  1HFH4*  1F/'F  ~FG'F  13/G  '/	 	 	 						  					  									  						  							 	 	 	 	 	 	 	 	 M a k s .   g e t a l   v i r   B l i n d e k o p i e - v e l d   i s   b e r e i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   m  x i m o   d e   c a m p o    C c o    f o i   a t i n g i d o 
 
 S T R _ E M A I L _ C O M P _ U E _ P L Z _ A D D _ R E C I P I E N T _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h a t   t h e r e   i s   n o   r e c i p i e n t 	 P l e a s e   a d d   a   r e c i p i e n t 	 ˊReQ NP6eNN	 mR N*N6eNN	 B#@4H!9I#1	 P o r   f a v o r   a  a d a   u n   r e c e p t o r 	 V e u i l l e z   a j o u t e r   u n   d e s t i n a t a i r e 	 B i t t e   e i n e n   E m p f  n g e r   h i n z u f  g e n 	 >102LB5  ?>;CG0B5;O	 A g g i u n g i   u n   d e s t i n a t a r i o 	 J1,I  %6'A)  E3*DE	 A d i c i o n e   u m   r e m e t e n t e 	 L  t f e n   b i r   a l 1c 1  e k l e y i n 	 H  y   t h  m   n g i   n h n 	 T a m b a h k a n   p e n e r i m a 	 S i l a   t a m b a h   p e n e r i m a 	 	C	*	/	>	  		  *	M	0	>	*	M	$		0	M	$	>	  	K	!	G		 	 	 	 K  r j  k   a d j o n   h o z z    c  m z e t t e t 	 	 	 	 V o e g   e e n   o n t v a n g e r   t o e 	 	 	 A d u g a ci   u n   d e s t i n a t a r 	 	 	   	 	 	 D7A'  1F/G  '  1'  (12F/	 	 	 							  			  						  					  					 	 	 	 	 	 	 	 	 V o e g   a s s e b l i e f   ' n   o n t v a n g e r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n e   u m   d e s t i n a t  r i o 
 
 S T R _ E M A I L _ N E W _ E M A I L S _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   o p t i o n   m e n u   t o   d i s p l a y   t h e   n u m b e r   o f   t h e   n e w   m a i l s 	 n e w   E m a i l s 	 \eP[N	 \e5uP[N	 -5@!%C+!H	 m e n s a j e s   n u e v o s 	 n o u v e a u   E m a i l s 	 n e u e   e M a i l s 	 =>2K5  M;5:B@>==K5  ?8AL<0	 n u o v e   e - m a i l 	 13'&D  'D(1J/  'D%DC*1HFJ  'D,/J/)	 n o v o s   e - m a i l s 	 y e n i   E - p o s t a l a r 	 c  c   e m a i l   m i 	 e m a i l   b a r u 	 E - m e l   b a r u 	 (		  	.	G	2		 	 	 	  j   e - m a i l 	 	 	 	 n i e u w e   e - m a i l s 	 	 	 e - m a i l u r i   n o i 	 	 	       	 	 	 1'J'F'EG  G'  ,/J/	 	 	 				  				( 				) 	 	 	 	 	 	 	 	 	 n u w e   E - p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   e - m a i l s 
 
 S T R _ E M A I L _ N E W _ E M A I L _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   o p t i o n   m e n u   t o   d i s p l a y   t h e   n u m b e r   o f   t h e   n e w   m a i l 	 n e w   E m a i l 	 \eP[N	 \e5uP[N	 -5@!%C+!H	 m e n s a j e   n u e v o 	 n o u v e l   E m a i l 	 n e u e   e M a i l 	 =>2>5  M;5:B@>==>5  ?8AL<>	 n u o v a   e - m a i l 	 13'D)  (1J/  %DC*1HFJ  ,/J/)	 n o v o   e - m a i l 	 y e n i   E - p o s t a   	 e m a i l   m i 	 e m a i l   b a r u 	 E - m e l   b a r u 	 (		  	.	G	2		 	 	 	  j   e - m a i l 	 	 	 	 n i e u w e   e - m a i l 	 	 	 e - m a i l   n o u 	 	 	       	 	 	 1'J'F'EG  ,/J/	 	 	 				  					 	 	 	 	 	 	 	 	 n u w e   E - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o   e - m a i l 
 
 S T R _ E M A I L _ C H K _ R E S E T _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   c h e c k   i n t e r v a l   i s   t u r n e d   o f f 	 C h e c k   i n t e r v a l   w i l l   b e   t u r n e d   o f f 	 Rc6eN\ܕ	 ꁨRc6eN\sQ	 2##'*-
H'@'%2094	 E l   i n t e r v a l o   d e   v e r i f i c a c i  n   s e   d e s a c t i v a r  	 L ' i n t e r v a l e   d e   v  r i f i c a t i o n   s e r a    t e i n t 	 P r  f i n t e r v a l l   w i r d   a b g e s c h a l t e t 	 =B5@20;  ?@>25@:8  1C45B  >B:;NG5=	 L a   v e r i f i c a   i n t e r v a l l o   v e r r    d i s a t t i v a t a 	 3J*E  %JB'A  A-5  'DA'5D  'D2EFJ	 O   i n t e r v a l o   d e   v e r i f i c a   o   s e r    d e s a c t i v a d o 	 K o n t r o l   s  r e s i   k a p a t 1l a c a k 	 S   t t   t h i   l n g   k i m   t r a 	 I n t e r v a l   p e m e r i k s a a n   a k a n   d i n o n a k t i f k a n 	 J a r a k   w a k t u   p e m e r i k s a a n   a k a n   d i p a d a m k a n 	 	G		  		$	0	>	2	  ,		&	  	0	  &	?	/	>	  	>	/	G		>		 	 	 	 A z   e l l e n Qr z  s i   i d Qk  z   k i   l e s z   k a p c s o l v a 	 	 	 	 C o n t r o l e - i n t e r v a l   w o r d t   u i t g e s c h a k e l d 	 	 	 I n t e r v a l u l   d e   v e r i f i c a r e   v a   f i   d e z a c t i v a t 	 	 	       	 	 	 AH'5D  2E'F  (113  .'EH4  .H'G/  4/	 	 	 					  					  				  			  				  				 	 	 	 	 	 	 	 	 N a g a a n - t u s s e n p o s e   s a l   a f g e s k a k e l   w o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r i f i c a   o   d e   i n t e r v a l o   s e r    d e s l i g a d o 
 
 S T R _ E M A I L _ E M N _ R E S E T _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   t h e   E m a i l   n o t i f i c a t i o n   i s   t u r n e d   o f f 	 E m a i l   n o t i f i c a t i o n s   w i l l   b e   d i s a b l e d 	 P[Nw\ܕ	 5uP[Nw\sQ	 2#AI@7--5@!%09432	 N o t i f i c a c i o n e s   p o r   c o r r e o - e   d e s a c t i v a d a s 	 L a   n o t i f i c a t i o n   p a r   e m a i l   s e r a   d  s a c t i v  e . 	 E - M a i l b e n a c h r i c h t u n g e n   w e r d e n   d e a k t i v i e r t 	 #254><;5=8O  M;.   ?>GBK  1C4CB  >B:;NG5=K	 L e   n o t i f i c h e   t r a m i t e   e - m a i l   v e r r a n n o   d i s a b i l i t a t e 	 3J*E  *97JD  %49'1'*  'D(1J/  'D%DC*1HFJ	 A s   n o t i f i c a   e s   d e   e - m a i l   s e r  o   d e s a c t i v a d a s 	 E - m a i l   b i l d i r i l e r i   k a p a t 1l a c a k t 1r 	 T h  n g   b  o   e m a i l   s   b   t t 	 P e m b e r i t a h u a n   e m a i l   a k a n   d i n o n a k t i f k a n 	 P e m b e r i t a h u a n   e - m e l   a k a n   d i n y a h b o l e h k a n 	 	.	G	2	  	'	?	8	B		(	>			  		M	7	.	  	0	  &	@	  	>				@		 	 	 	 A z   e - m a i l    r t e s  t  s e k   l e t i l t  s r a   k e r  l n e k 	 	 	 	 M e l d i n g e n   p e r   e m a i l   z i j n   n i e t   a c t i e f 	 	 	 N o t i f i c r i l e   d e   e - m a i l   s e   v o r   d e z a c t i v a 	 	 	       	 	 	 '9D'F  /1'A*  1''F'EG  '2  '1  .H'G/  'A*'/	 	 	 					  					  								  			  	 	 	 	 	 	 	 	 	 E - p o s k e n n i s g e w i n g s   s a l   v e r s p e r   w o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t i f i c a   e s   d e   e - m a i l   s e r  o   d e s a b i l i t a d a s 
 
 S T R _ E M A I L _ L E F T _ P A R E N T H E S I S _ I D 	 E m a i l 	 U N L I M 	 P u n c t u a t i o n   m a r k   f o r   s w i t c h   b e t w e e n   l e f t   p a r e n t h e s i s   i n   f u l l   o r   h a l f   s h a p e 	 ( 	 	 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 	 	 	 ( 	 	 	 	 ( 	 	 	 ( 	 	 	 ( 	 	 	 ( 	 	 	 ( 	 	 	 	 	 	 	 	 	 ( 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( 
 
 S T R _ E M A I L _ R I G H T _ P A R E N T H E S I S _ I D 	 E m a i l 	 U N L I M 	 P u n c t u a t i o n   m a r k   f o r   s w i t c h   b e t w e e n   r i g h t   p a r e n t h e s i s   i n   f u l l   o r   h a l f   s h a p e 	 ) 	 		 		 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 	 	 	 ) 	 	 	 	 ) 	 	 	 ) 	 	 	 ) 	 	 	 ) 	 	 	 ) 	 	 	 	 	 	 	 	 	 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ) 
 
 S T R _ E M A I L _ I N B O X _ S H O R T C U T _ I D 	 E m a i l 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 U s e d   o n   s h o r t c u t   m e n u   l i s t 	 E m a i l   i n b o x 	 P[N6eN{	 5uP[N6eN{	 %H-2@I2-5@!%	 B u z  n   d e   e n t r a d a   d e   c o r r e o s - e 	 B o  t e   d e   r  c e p t i o n 	 E - M a i l - P o s t e i n g a n g 	 E - m a i l 	 P o s t a   i n   a r r i v o 	 5F/HB  H'1/  'D(1J/  'D%DC*1HFJ	 C a i x a   d e   e n t r a d a   d e   E - m a i l 	 E - p o s t a   k u t u s u 	 H p   t h   n 	 K o t a k   m a s u k   e m a i l 	 P e t i   m a s u k   E m e l 	 	- .	G	2	  	(	,	I		M	8		 	 	 	 B e  r k e z e t t   e - m a i l    z e n e t e k 	 	 	 	 P o s t v a k   i n   v o o r   e - m a i l 	 	 	 C s u c  i n t r a r e   e - m a i l u r i 	 	 	       	 	 	 1''F'EG  G'  /1'A*	 	 	 					  							 	 	 	 	 	 	 	 	 E - p o s - i n b u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a i x a   d e   e n t r a d a   d e   e - m a i l 
 
 S T R _ E M A I L _ S E P E R A T O R _ C O M M A _ I D 	 E m a i l 	 U N L I M 	 E m a i l   a d d r e s s e s   s e p e r a t o r   f o r   s w i t c h   b e t w e e n   c o m m a   i n   f u l l   o r   h a l f   s h a p e 	 ,   	 	 	 ,   	 , 	 ,   	 ,   	 ,   	 , 	 	 , 	 , 	 ,   	 ,   	 , 	 , 	 	 	 	 , 	 	 	 	 , 	 	 	 , 	 	 	 ,   	 	 	 ,   	 	 	 , 	 	 	 	 	 	 	 	 	 ,   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ,   
 
 S T R _ E M A I L _ S E R I A L _ A T T A C H M E N T _ I D 	 E m a i l 	 U N L I M 	 E m a i l   s e r i a l   a t t a c h m e n t   s t r i n g 	 A t t a c h m e n t   	 DN	 DN	 D%LA	 A n e x o   	 P i  c e   j o i n t e 	 A n h a n g   	 ;>65=85	 A l l e g a t o   	 'DE1AB	 A n e x o 	 E k 	 F i l e   . k  m   	 L a m p i r a n 	 L a m p i r a n 	 	(	A	2		M	(		  	 	 	 	 M e l l  k l e t   	 	 	 	 B i j l a g e 	 	 	 A t a _a m e n t 	 	 	     	 	 	 ~H3*  	 	 	 									 	 	 	 	 	 	 	 	 B y l a a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n e x o 
 
 S T R _ E M A I L _ A P O P _ I D 	 E m a i l 	 I C O N T E X T 	 T h e   n a m e   o f   t h e   s e t t i n g   A P O P   s e c u r e   l o g i n 	 A P O P   s e c u r e   l o g i n 	 A P O P [hQ{veQ	 A P O P [hQ{vU_	 %G--4-"H2%- 1"  A P O P 	 I n i c i o   d e   s e s i  n   A P O P   s e g u r o   	 O u v e r t u r e   d e   s e s s i o n   s  c u r i s  e   A P O P 	 A P O P - s i c h e r e   A n m e l d u n g 	 0I8I5==K9  2E>4  A P O P 	 L o g i n   s i c u r o   A P O P 	 *3,JD  'D/.HD  'D"EF  (*BFJ)  A P O P 	 I n  c i o   d e   s e s s  o   s e g u r o   A P O P 	 A P O P   g  v e n l i   o t u r u m 	 n g   n h p   a n   t o  n   A P O P 	 L o g i n   A P O P   a m a n 	 l o g   m a s u k   s e l a m a t   A P O P 	 A P O P   8	A	0		M	7	?	$	  2	I			(		 	 	 	 A P O P   b i z t o n s  g o s   b e j e l e n t k e z  s 	 	 	 	 A P O P - b e v e i l i g d e   a a n m e l d i n g 	 	 	 C o n e c t a r e   s e c u r i z a t   A P O P 	 	 	       A P O P 	 	 	 H1H/  'EF  A P O P 	 	 	 						  						  					 	 	 	 	 	 	 	 	 A P O P   v e i l i g e   a a n t e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o g i n   s e g u r o   d e   A P O P 
 
 S T R _ E M A I L _ E R R O R _ C O D E _ N O T _ S U P P O R T _ A P O P _ I D 	 E m a i l 	 P O P U P ,   C 0 5 7 _ 1 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   s e r v e r   d o e s   n o t   s u p p o r t   A P O P   c o m m a n d 	 S e r v e r   n o t   s u p p o r t   A P O P 	 :O
ghV
N/ecA P O P 	 
gRhV
N/ecA P O P 	 @4#L@'-#LD!H*1*8  A P O P 	 E l   s e r v i f o r   n o   e s   c o m p a t i b l e   c o n   A P O P 	 L e   s e r v e u r   n e   s u p p o r t e   p a s   l ' A P O P 	 S e r v e r   u n t e r s t  t z t   A P O P   n i c h t 	 !5@25@  =5  ?>445@68205B  A P O P 	 I l   s e r v e r   n o n   s u p p o r t a   A P O P 	 D.'/E  D'  J/9E  A P O P 	 O   s e r v i d o r   n  o   s u p o r t a   A P O P 	 S u n u c u   A P O P   d e s t e k l e m i y o r 	 M  y   c h   k h  n g   h   t r   A P O P 	 S e r v e r   t i d a k   m e n d u k u n g   A P O P 	 P e l a y a n   t i d a k   m e n y o k o n g   A P O P 	 8	0	M	5	0	  A P O P   	>	  8	.	0	M	%	(	  (	9	@		  	0	$	>	  9	H		 	 	 	 A   k i s z o l g  l    n e m   t  m o g a t j a   a z   A P O P - t 	 	 	 	 S e v e r   o n d e r s t e u n t   A P O P   n i e t 	 	 	 S e r v e r u l   n u   a c c e p t   c o m a n d a   A P O P 	 	 	       - A P O P 	 	 	 31H1  '2  A P O P   ~4*('F  FEF/	 	 	 							  						  						  			  			 	 	 	 	 	 	 	 	 B e d i e n e r   o n d e r s t e u n   n i e   A P O P   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   n  o   s u p o r t a   A P O P 
 
 S T R _ E M A I L _ S E T U P _ W I Z A R D _ I D 	 E m a i l 	 T I T L E 	 U s e d   o n   t h e   s c r e e n   t o   c r e a t e   t h e   n e w   E m a i l   a c c o u n t 	 E m a i l   s e t u p   w i z a r d 	 P[N-[V\	 5uP[NnT[	 1'
H'"*#I22#1IH2-5@!%	 A s i s t e n t e   d e   c o n f i g u r a c i  n   d e   c o r r e o   e l e c t r  n i c o   	 A s s i s t a n t   d e   c o n f i g u r a t i o n   e m a i l 	 E - M a i l - S e t u p - A s s i s t e n t 	 0AB5@  =0AB@>9:8  M;.   ?>GBK	 C o n f i g u r a z i o n e   g u i d a t a   e - m a i l 	 E9'D,  %9/'/  'D(1J/  'D%DC*1HFJ	 A s s i s t e n t e   d e   c o n f i g u r a   o   d e   E - m a i l 	 E - p o s t a   a y a r   s i h i r b a z 1	 H n g   d n   c  i   t   e m a i l 	 W i z a r d   k o n f i g u r a s i   e m a i l 	 B e s t a r i   p e n g e s e t a n   E m e l 	 	- .	G	2	  8	G			*	  5	?		<	>	0	M	!		 	 	 	 E - m a i l   b e  l l  t    v a r  z s l  	 	 	 	 E - m a i n i n s t e l l i n g s w i z a r d 	 	 	 E x p e r t   d e   c o n f i g u r a r e   p e n t r u   e - m a i l 	 	 	       	 	 	 (1F'EG  1'G(1  (1~'  1''F'EG	 	 	 					  					  								 	 	 	 	 	 	 	 	 E - p o s - o p s t e l w y s n e u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A s s i s t e n t e   d e   c o n f i g u r a   o   d e   e - m a i l 
 
 S T R _ E M A I L _ O T H E R _ E M A I L _ A C C T _ I D 	 E m a i l 	 I C O N T E X T 	 U s e d   o n   t h e   l i s t   m e n u   t o   c r e a t e   o t h e r   n e w   E m a i l   a c c o u n t s 	 O t h e r   E m a i l   a c c o u n t s 	 vQNP[N3^6b	 vQN5uP[N^7b	 1

5-5@!%-7HF	 O t r a s   c u e n t a s   d e   c o r r e o   e l e c t r  n i c o   	 A u t r e s   c o m p t e s   m a i l 	 A n d e r e   E - M a i l - K o n t e n 	 @C385  CG5B=K5  70?8A8  M;.   ?>GBK	 A l t r i   a c c o u n t   e - m a i l 	 -3'('*  (1J/  %DC*1HFJ  #.1I	 O u t r a s   c o n t a s   d e   E - m a i l 	 D i e r   e - p o s t a   h e s a p l a r 1	 T  i   k h o n   e m a i l   k h  c 	 A c c o u n t   e m a i l   l a i n n y a 	 A k a u n   E m e l   y a n g   l a i n 	 	(	M	/	  	- .	G	2	  	>	$	G		 	 	 	 M  s   e - m a i l   f i  k o k 	 	 	 	 A n d e r e   e - m a i l a c c o u n t s 	 	 	 A l t e   c o n t u r i   d e   e - m a i l 	 	 	       	 	 	 '4*1'G'  1''F'EG  '  /1	 	 	 								  					  								 	 	 	 	 	 	 	 	 A n d e r   e - p o s r e k e n i n g e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t r a s   c o n t a s   d e   e - m a i l 
 
 S T R _ E M A I L _ P A S S W O R D _ E M P T Y _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   p a s s w o r d   i s   e m p t y 	 N o   p a s s w o r d 	 !q[x	 e[x	 D!H!5#+1*H2	 F a l t a   l a   c l a v e 	 P a s   d e   m o t   d e   p a s s e 	 K e i n   K e n n w o r t 	 5B  ?0@>;O	 N e s s u n a   p a s s w o r d 	 D'  *H,/  CDE)  E1H1	 S e m   p a l a v r a - p a s s e 	 P a r o l a   y o k 	 K h  n g   c    m t   k h u 	 T i d a k   a d a   s a n d i 	 T i a d a   k a t a   l a l u a n 	 	K		  *	>	8	5	0	M	!	  (	9	@			 	 	 	 N i n c s   j e l s z  	 	 	 	 G e e n   w a c h t w o o r d 	 	 	 F r   p a r o l 	 	 	   	 	 	 G  01H'G  '  F3*	 	 	 									  				 	 	 	 	 	 	 	 	 G e e n   w a g w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   s e n h a 
 
 S T R _ E M A I L _ A C C T _ S A V E D _ A C T I V A T E D _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   u s e r   t h a t   t h e   a c c o u n t   i s   s a v e d   a n d   a c t i v a t e d 	 Y o u r   E m a i l   a c c o u n t   i s   s a v e d   a n d   a c t i v a t e d .   S e t   u p   o n e   m o r e   a c c o u n t ? 	 `vP[N3^6b]2QX[v^]_UR0^zS N*N3^6b	 `v5uP[N^7b]OX[v^]/TR0^zS N*N^7b	 1

5-5@!%-891@GA%0@432A%I'  1IH2-51

5+6H+#7-D!H? 	 S u   c u e n t r a   d e   c o r r e o   e l e c t r  n i c o   s e   h a   g u a r d a d o   y   a c t i v a d o ,    c o n f i g u r a r   o t r a   c u e n t a ? 	 V o t r e   c o m p t e   c o u r r i e l   n ' e s t   p a s   e n r e g i s t r    e t   a c t i v  .   C o n f i g u r e r   u n   c o m p t e   s u p p l  m e n t a i r e   ? 	 I h r   E - M a i l - K o n t o   w u r d e   g e s p e i c h e r t   u n d   a k t i v i e r t .   E i n   w e i t e r e s   K o n t o   e i n r i c h t e n ? 	 #G5B=0O  70?8AL  M;.   ?>GBK  A>E@0=5=0  8  0:B828@>20=0.   0AB@>8BL  5I5  >4=C  CG5B=CN  70?8AL? 	 A c c o u n t   e - m a i l   s a l v a t o   e   a t t i v a t o .   C o n f i g u r a r e   u n   a l t r o   a c c o u n t ? 	 *E  -A8  -3'(  'D(1J/  'D%DC*1HFJ  'D.'5  (C  H*F4J7G.   %9/'/  -3'(  ".1	 A   s u a   c o n t a   d e   E - m a i l   f o i   g u a r d a d a   e   a c t i v a d a .   C o n f i g u r a r   o u t r a   c o n t a ? 	 E - p o s t a   h e s a b 1n 1z   k a y d e d i l d i   v e   e t k i n l e _t i r i l d i .   B i r   h e s a p   d a h a   a y a r l a m a k   i s t i y o r   m u s u n u z ? 	 T  i   k h o n   e m a i l   c a   b n      c   l u   v    k  c h   h o t .   C  i   t   t h  m   t  i   k h o n ? 	 A c c o u n t   e m a i l   A n d a   t e l a h   t e r s i m p a n   d a n   d i a k t i f k a n .   K o n f i g u r a s i k a n   s a t u   a c c o u n t   l a g i ? 	 A k a u n   E m e l   a n d a   t e l a h   d i s i m p a n   d a n   d i a k t i f k a n .   S e t   s a t u   l a g i   a k a u n ? 	 	*		>	  	- .	G	2	  	>	$	>	  8	9	G		>	  	0	  8		M	0	?	/	  	?	/	>	  	/	>	.   		  	(	M	/	  	>	$	>	  8	G		  	0	G		? 	 	 	 	 E - m a i l   f i  k j a   s i k e r e s e n   m e n t v e    s   a k t i v  l v a .   B e  l l  t   m  g   e g y   f i  k o t ? 	 	 	 	 U w   e - m a i l a c c o u n t   i s   o p g e s l a g e n   e n   g e a c t i v e e r d .   W i l t   u   n o g   e e n   a c c o u n t   i n s t e l l e n ? 	 	 	 C o n t u l   d v s .   d e   e - m a i l   a   f o s t   s a l v a t   _i   a c t i v a t .   C o n f i g u r a ci   u n   a l t   c o n t ? 	 	 	           .       ? 	 	 	 '4*1'  1''F'EG  4E'  0.1G  H  A9'D  1//.   "'  E.H'G/  '4*1'  /1  (1~'  F/	 	 	 					  					  							  								  	  						  					d	  			  				  							  				  					? 	 	 	 	 	 	 	 	 	 J o u   e - p o s r e k e n i n g   i s   g e b e r g   e n   g e a k t i v e e r .   S t e l   n o g   ' n   r e k e n i n g   o p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u a   c o n t a   d e   e - m a i l   e s t    s a l v a   e   a t i v a d a .   C o n f i g u r a r   m a i s   u m a   c o n t a ? 
 
 S T R _ E M A I L _ A C C T _ S A V E D _ N O T _ A C T I V A T E D _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   u s e r   t h a t   t h e   a c c o u n t   i s   s a v e d   b u t   n o t   a c t i v a t e d 	 Y o u r   E m a i l   a c c o u n t   i s   s a v e d   b u t   n o t   a c t i v a t e d .   S e t   u p   o n e   m o r e   a c c o u n t ? 	 `vP[N3^6b]2QX[FO*g_UR0^zS N*N3^6b	 `v5uP[N^7b]OX[FO*g/TR0^zS N*N^7b	 1

5-5@!%-891@GAH"1D!HDI@432  1IH2-51

5+6H+#7-D!H? 	 S u   c u e n t r a   d e   c o r r e o   e l e c t r  n i c o   s e   h a   g u a r d a d o   p e r o   n o   s e   h a   a c t i v a d o ,    c o n f i g u r a r   o t r a   c u e n t a ? 	 V o t r e   c o m p t e   c o u r r i e l   e s t   e n r e g i s t r    m a i s   p a s   a c t i v  .   C o n f i g u r e r   u n   c o m p t e   s u p p l  m e n t a i r e   ? 	 I h r   E - M a i l - K o n t o   w u r d e   g e s p e i c h e r t ,   a b e r   n i c h t   a k t i v i e r t .   E i n   w e i t e r e s   K o n t o   e i n r i c h t e n ? 	 #G5B=0O  70?8AL  M;.   ?>GBK  A>E@0=5=0  =>  =5  0:B828@>20=0.   0AB@>8BL  5I5  >4=C  CG5B=CN  70?8AL? 	 A c c o u n t   e - m a i l   s a l v a t o ,   m a   n o n   a t t i v a t o .   C o n f i g u r a r e   u n   a l t r o   a c c o u n t ? 	 *E  -A8  -3'(  'D(1J/  'D%DC*1HFJ  'D.'5  (C  HDCF  DE  J*E  *F4J7G.   %9/'/  -3'(  ".1	 A   s u a   c o n t a   d e   E - m a i l   f o i   g u a r d a d a   e   n  o   a c t i v a d a .   C o n f i g u r a r   o u t r a   c o n t a ? 	 E - p o s t a   h e s a b 1n 1z   k a y d e d i l d i   v e   e t k i n l e _t i r i l d i .   B i r   h e s a p   d a h a   a y a r l a m a k   i s t i y o r   m u s u n u z ? 	 T  i   k h o n   e m a i l   c a   b n      c   l u   n h n g   c h a   k  c h   h o t .   C  i   t   t h  m   t  i   k h o n ? 	 A c c o u n t   e m a i l   A n d a   t e l a h   t e r s i m p a n   n a m u n   b e l u m   d i a k t i f k a n .   K o n f i g u r a s i k a n   s a t u   a c c o u n t   l a g i ? 	 A k a u n   E m e l   a n d a   t e l a h   d i s i m p a n   t e t a p i   t i d a k   d i a k t i f k a n .   S e t   s a t u   l a g i   a k a u n ? 	 	*		>	  	- .	G	2	  	>	$	>	  8	9	G		>	  	?		$	A	  8		M	0	?	/	  (	9	@		  	?	/	>	  	/	>	  9	H	.   		  	(	M	/	  	>	$	>	  8	G		  	0	G		? 	 	 	 	 A z    n   e - m a i l   f i  k j a   m e n t v e ,   d e   m  g   n i n c s   a k t i v  l v a .   B e  l l  t   m  g   e g y   f i  k o t ? 	 	 	 	 U w   e - m a i l a c c o u n t   i s   o p g e s l a g e n   m a a r   n i e t   g e a c t i v e e r d .   W i l t   u   n o g   e e n   a c c o u n t   i n s t e l l e n ? 	 	 	 C o n t u l   d v s .   d e   e - m a i l   a   f o s t   s a l v a t ,   d a r   n u   a   f o s t   a c t i v a t .   C o n f i g u r a ci   u n   a l t   c o n t ? 	 	 	               .       ? 	 	 	 '4*1'  1''F'EG  4E'  0.1G  4/  HD  A9'D  F1//.   "'  E.H'G/  '4*1'  /1  (1~'  F/	 	 	 					  					  							  								  					  						  						  				d	  			  				  							  				  					? 	 	 	 	 	 	 	 	 	 J o u   e - p o s r e k e n i n g   i s   g e b e r g   m a a r   n i e   g e a k t i v e e r   n i e .   S t e l   n o g   ' n   r e k e n i n g   o p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u a   c o n t a   d e   e - m a i l   e s t    s a l v a ,   m a s   n  o   a t i v a d a .   C o n f i g u r a r   m a i s   u m a   c o n t a ? 
 
 S T R _ E M A I L _ A C C T _ N O T _ R E C O G N I Z E D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   u s e r   t h a t   t h e   a c c o u n t   i s   n o t   r e c o g n i z e d 	 Y o u r   E m a i l   a c c o u n t   i s   n o t   r e c o g n i z e d   a n d   r e q u i r e s   o t h e r   s e t t i n g s .   S e t   u p   a c c o u n t   m a n u a l l y ? 	 `vP[N3^6b*gX%R vQN-[0KbR^z3^6b	 `v5uP[N^7b*gƋ+R vQNn0KbR^z^7b	 D!H#9I11

5-5@!%-8  A%0I-2#2#1IH2-7HF  1IH21

5AA!'%+#7-D!H? 	 S u   c u e n t a   d e   c o r r e o   e l e c t r  n i c o   n o   s e   r e c o n o c e   y   n e c e s i t a   o t r a   c o n f i g u r a c i  n ,    c o n f i g u r a r   l a   c u e n t a   m a n u a l m e n t e ? 	 V o t r e   c o m p t e   c o u r r i e l   n ' e s t   p a s   r e c o n n u   e t   n  c e s s i t e   d ' a u t r e s   r  g l a g e s .   C o n f i g u r e r   m a n u e l l e m e n t   ? 	 I h r   E - M a i l - K o n t o   w i r d   n i c h t   e r k a n n t   u n d   b e n  t i g t   w e i t e r e   E i n s t e l l u n g e n .   K o n t o   m a n u e l l   e i n r i c h t e n ? 	 #G5B=0O  70?8AL  M;.   ?>GBK  =5  @0A?>7=0=0  8  B@51C5B  4@C385  =0AB@>9:8.   0AB@>8BL  CG5B=CN  70?8AL  2@CG=CN? 	 A c c o u n t   e - m a i l   n o n   r i c o n o s c i u t o   e   o c c o r r o n o   a l t r e   i m p o s t a z i o n i .   C o n f i g u r a r e   l ' a c c o u n t   m a n u a l m e n t e ? 	 DE  J*E  'D*91A  9DI  -3'(  'D(1J/  'D%DC*1HFJ  'D.'5  (C  HJD2E  *9JJF  %9/'/'*  #.1I.   %9/'/  'D-3'(  J/HJK'	 A   s u a   c o n t a   d e   E - m a i l   n  o   f o i   r e c o n h e c i d a   e   r e q u e r   o u t r a s   d e f i n i   e s .   C o n f i g u r a r   a   c o n t a   m a n u a l m e n t e ? 	 E - p o s t a   h e s a b 1n 1z   t a n 1n m 1y o r   v e   d i e r   a y a r l a r 1  g e r e k t i r m e k t e .   H e s a b 1  m a n u e l   o l a r a k   a y a r l a m a k   i s t e r   m i s i n i z ? 	 T  i   k h o n   e m a i l   c a   b n   c h a   c   n h n   d n g   v    c n   c  c   c  i   t   k h  c .   T   c  i   t   t  i   k h o n ? 	 A c c o u n t   e m a i l   t i d a k   d i k e n a l i   d a n   m e m e r l u k a n   p e n g a t u r a n   l a i n .   K o n f i g u r a s i k a n   a c c o u n t   s e c a r a   m a n u a l ? 	 A k a u n   E m e l   a n d a   t i d a k   d i k e n a l i   d a n   m e m e r l u k a n   p e n g e s e t a n   y a n g   l a i n .   S e t   a k a u n   s e c a r a   m a n u a l ? 	 	*		>	  	- .	G	2	  	>	$	>	  *	9		>	(	>	  (	9	@		  	/	>	  	0	  	(	M	/	  8	G		?			  	@	  	5	6	M	/		$	>	  9	H	.   .	H	(	A		2	  0	B	*	  .	G		  	>	$	>	  8	G		  	0	G		? 	 	 	 	 A z   e - m a i l   f i  k j a   n e m   i s m e r h e t Q  f e l    s   t o v  b b i   b e  l l  t  s o k a t   i g  n y e l .   B e  l l  t j a   k  z z e l   a   f i  k o t ? 	 	 	 	 U w   e - m a i l a c c o u n t   i s   n i e t   h e r k e n d   e n   h e e f t   n o g   m e e r   i n s t e l l i n g e n   n o d i g .   W i l t   u   d e   a c c o u n t   h a n d m a t i g   i n s t e l l e n ? 	 	 	 C o n t u l   d v s .   d e   e - m a i l   n u   e s t e   r e c u n o s c u t   _i   s u n t   n e c e s a r e   a l t e   s e t r i .   C o n f i g u r a ci   c o n t u l   m a n u a l ? 	 	 	                   .         ? 	 	 	 '4*1'  1''F'EG  4E'  4F'.*G  F1//  H  F'2EF/  *F8EG'  /1  E('4/.   "'  E.H'G/  '4*1'  1'  (5H1*  /3*  (1~'  F/	 	 	 					  					  							  				  						  		  			  								  					  					d	  				  				  							  				  					? 	 	 	 	 	 	 	 	 	 J o u   e - p o s r e k e n i n g   w o r d   n i e   e r k e n   n i e   e n   v e r e i s   a n d e r   i n s t e l l i n g s .   S t e l   r e k e n i n g   p e r   h a n d   o p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u a   c o n t a   d e   e - m a i l   n  o      r e c o n h e c i d a   e   r e q u e r   o u t r a s   c o n f i g u r a   e s .   C o n f i g u r a r   c o n t a   m a n u a l m e n t e ? 
 
 S T R _ E M A I L _ A C C T _ S A V E D _ A C T I V A T E D _ F U L L _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   u s e r   t h a t   t h e   a c c o u n t   i s   s a v e d   b u t   n o t   a c t i v a t e d   w h e n   t h e   a c c o u n t s   a r e   f u l l 	 Y o u r   E m a i l   a c c o u n t   i s   s a v e d   a n d   a c t i v a t e d .   M a x   a c c o u n t   n u m b e r   i s   r e a c h e d . 	 `vP[N3^6b]2QX[v^]_UR0]0R3^6b g'Yxeϑ0	 `v5uP[N^7b]OX[v^]/TR0]0R^7b g'Ypeϑ0	 1

5-5@!%-891@GA%0@432A%I'  63'1

5*9*8A%I'	 S u   c u e n t r a   d e   c o r r e o   e l e c t r  n i c o   s e   h a   g u a r d a d o   y   a c t i v a d o .   S e   h a   a l c a n z a d o     l a   c a n t i d a d   m  x i m a   d e   c u e n t a s . 	 V o t r e   c o m p t e   c o u r r i e l   e s t   e n r e g i s t r    e t   a c t i v  .   N o m b r e   m a x   d e   c o m p t e s   a t t e i n t . 	 I h r   E - M a i l - K o n t o   w u r d e   g e s p e i c h e r t   u n d   a k t i v i e r t .   M a x .   K o n t o a n z a h l   i s t   e r r e i c h t . 	 #G5B=0O  70?8AL  M;.   ?>GBK  A>E@0=5=0  8  0:B828@>20=0.   >AB83=CB>  <0:A8<0;L=>5  :>;8G5AB2>  CG5B=KE  70?8A59. 	 A c c o u n t   e - m a i l   s a l v a t o   e   a t t i v a t o .   N u m e r o   m a x   d i   a c c o u n t   r a g g i u n t o . 	 *E  -A8  -3'(  'D(1J/  'D%DC*1HFJ  'D.'5  (C  H*F4J7G.   *E  'DH5HD  %DI  'D-/  'D#B5I  D9//  'D-3'('*. 	 A   s u a   c o n t a   d e   E - m a i l   f o i   g u a r d a d a   e   a c t i v a d a .   O   n  m e r o   m  x i m o   d e   c o n t a s   f o i   a t i n g i d o . 	 E - p o s t a   h e s a b 1n 1z   k a y d e d i l d i   v e   e t k i n l e _t i r i l d i .   M a k s i m u m   h e s a p   s a y 1s 1n a   u l a _1l d 1. 	 T  i   k h o n   e m a i l   c a   b n      c   l u   v    k  c h   h o t .      h t   s   l n g   t  i   k h o n   t i   a . 	 A c c o u n t   e m a i l   A n d a   t e l a h   t e r s i m p a n   d a n   d i a k t i f k a n .   J u m l a h   a c c o u n t   m a k s i m u m   t e l a h   t e r c a p a i . 	 A k a u n   E m e l   a n d a   t e l a h   d i s i m p a n   d a n   d i a k t i f k a n .   B i l a n g a n   a k a u n   m a k s i m a   t e l a h   d i c a p a i . 	 	*		>	  	- .	G	2	  	>	$	>	  8	9	G		>	  	0	  8		M	0	?	/	  	?	/	>	  	/	>	.   	>	$	K		  	@	  	'	?		$	.	  8			M	/	>	  9	K	  		  9	H	. 	 	 	 	 E - m a i l   f i  k j a   s i k e r e s e n   m e n t v e    s   a k t i v  l v a .   M a x i m  l i s   f i  k s z  m   e l  r v e . 	 	 	 	 U w   e - m a i l a c c o u n t   i s   o p g e s l a g e n   e n   g e a c t i v e e r d .   H e t   m a x i m a l e   a a n t a l   a c c o u n t s   i s   b e r e i k t . 	 	 	 C o n t u l   d v s .   d e   e - m a i l   a   f o s t   s a l v a t   _i   a c t i v a t .   A ci   a t i n s   n u m r u l   m a x i m   d e   c o n t u r i . 	 	 	           .           . 	 	 	 '4*1'  1''F'EG  4E'  0.1G  H  A9'D  1//.   (G  -/'+1  *9/'/  '4*1'  13/G  '/. 	 	 	 					  					  							  								  	  						  					d	  								  							  							  				  				d		 	 	 	 	 	 	 	 	 J o u   e - p o s r e k e n i n g   i s   g e b e r g   e n   g e a k t i v e e r .   M a k s i m u m   r e k e n i n g n o m m e r   i s   b e r e i k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u a   c o n t a   d e   e - m a i l   e s t    s a l v a   e   a t i v a d a .   N  m e r o   m  x .   d e   c o n t a   f o i   a t i n g i d o . 
 
 S T R _ E M A I L _ A C C T _ S A V E D _ N O T _ A C T I V A T E D _ F U L L _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   t h e   u s e r   t h a t   t h e   a c c o u n t   i s   s a v e d   b u t   n o t   a c t i v a t e d   w h e n   t h e   a c c o u n t s   a r e   f u l l 	 Y o u r   E m a i l   a c c o u n t   i s   s a v e d   b u t   n o t   a c t i v a t e d .   M a x   a c c o u n t   n u m b e r   i s   r e a c h e d . 	 `vP[N3^6b]2QX[FO*g_UR0]0R3^6b g'Yxeϑ0	 `v5uP[N^7b]OX[FO*g/TR0]0R^7b g'Ypeϑ0	 1

5-5@!%-891@GAH"1D!HDI@432  63'1

5*9*8A%I'	 S u   c u e n t r a   d e   c o r r e o   e l e c t r  n i c o   s e   h a   g u a r d a d o   p e r o   n o   s e   h a   a c t i v a d o .     S e   h a   a l c a n z a d o     l a   c a n t i d a d   m  x i m a   d e   c u e n t a s . 	 V o t r e   c o m p t e   c o u r r i e l   e s t   e n r e g i s t r    m a i s   p a s   a c t i v  .   N o m b r e   m a x i m a l   d e   c o m p t e s   a t t e i n t . 	 I h r   E - M a i l - K o n t o   w u r d e   g e s p e i c h e r t ,   a b e r   n i c h t   a k t i v i e r t .   M a x .   K o n t o a n z a h l   i s t   e r r e i c h t . 	 #G5B=0O  70?8AL  M;.   ?>GBK  A>E@0=5=0  =>  =5  0:B828@>20=0.   >AB83=CB>  <0:A8<0;L=>5  :>;8G5AB2>  CG5B=KE  70?8A59. 	 A c c o u n t   e - m a i l   s a l v a t o ,   m a   n o n   a t t i v a t o .   N u m e r o   m a x   d i   a c c o u n t   r a g g i u n t o . 	 *E  -A8  -3'(  'D(1J/  'D%DC*1HFJ  'D.'5  (C  HDCF  DE  J*E  *F4J7G.   *E  'DH5HD  %DI  'D-/  'D#B5I  D9//  'D-3'('*. 	 A   s u a   c o n t a   d e   E - m a i l   f o i   g u a r d a d a   m a s   n  o   a c t i v a d a .   O   n  m e r o   m  x i m o   d e   c o n t a s   f o i   a t i n g i d o . 	 E - p o s t a   h e s a b 1n 1z   k a y d e d i l d i   f a k a t   e t k i n l e _t i r i l m e d i .   M a k s i m u m   h e s a p   s a y 1s 1n a   u l a _1l d 1. 	 T  i   k h o n   e m a i l   c a   b n      c   l u   n h n g   c h a   k  c h   h o t .      h t   s   l n g   t  i   k h o n   t i   a . 	 A c c o u n t   e m a i l   A n d a   t e l a h   t e r s i m p a n   n a m u n   b e l u m   d i a k t i f k a n .   J u m l a h   a c c o u n t   m a k s i m u m   t e l a h   t e r c a p a i . 	 A k a u n   E m e l   a n d a   t e l a h   d i s i m p a n   t e t a p i   t i d a k   d i a k t i f k a n .   B i l a n g a n   a k a u n   m a k s i m a   t e l a h   d i c a p a i . 	 	*		>	  	- .	G	2	  	>	$	>	  8	9	G		>	  	?		$	A	  8		M	0	?	/	  (	9	@		  	?	/	>	  	/	>	  9	H	.   	>	$	K		  	@	  	'	?		$	.	  8			M	/	>	  9	K	  		  9	H	. 	 	 	 	 A z    n   e - m a i l   f i  k j a   m e n t v e ,   d e   m  g   n i n c s   a k t i v  l v a .   M a x i m  l i s   f i  k s z  m   e l  r v e . 	 	 	 	 U w   e - m a i l a c c o u n t   i s   o p g e s l a g e n   m a a r   n i e t   g e a c t i v e e r d .   H e t   m a x i m a l e   a a n t a l   a c c o u n t s   i s   b e r e i k t . 	 	 	 C o n t u l   d v s .   d e   e - m a i l   a   f o s t   s a l v a t ,   d a r   n u   a   f o s t   a c t i v a t .   A ci   a t i n s   n u m r u l   m a x i m   d e   c o n t u r i . 	 	 	               .           . 	 	 	 '4*1'  1''F'EG  4E'  0.1G  4/  HD  A9'D  F1//.   (G  -/'+1  *9/'/  '4*1'  13/G  '/. 	 	 	 					  					  							  								  					  						  						  				d	  								  							  							  				  				d		 	 	 	 	 	 	 	 	 J o u   e - p o s r e k e n i n g   i s   g e b e r g   m a a r   n i e   g e a k t i v e e r   n i e .   M a k s i m u m   r e k e n i n g n o m m e r   i s   b e r e i k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u a   c o n t a   d e   e - m a i l   e s t    s a l v a ,   m a s   n  o   a t i v a d a .   N  m e r o   m  x .   d e   c o n t a   f o i   a t i n g i d o . 
 
 S T R _ E M A I L _ C O M P O S E _ S I Z E _ C O N T I N U E _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 T h e   s t r i n g   a f t e r   E m a i l   s i z e   t o   c o n t i n u e   o p e r a t i o n 	 . \ n C o n t i n u e ? 	 \ n /f&T|~~	 \ n /f&T~~	 . \ n 3H-+#7-D!H? 	 \ n  C o n t i n u a r ? 	 . \ n C o n i t n u e r   ? 	 . \ n F o r t s e t z e n ? 	 . \ n @>4>;68BL? 	 . \ n C o n t i n u a r e ? 	 . \ n '3*E1'1	 . \ n C o n t i n u a r ? 	 . \ n D e v a m   E d i l s i n   m i ? 	 . \ n T i p   t c ? 	 . \ n L a n j u t k a n ? 	 . \ n T e r u s k a n ? 	 . \ n 	>	0	@	  0		G		? 	 	 	 	 . \ n F o l y t a t j a ? 	 	 	 	 . \ n V e r d e r g a a n ? 	 	 	 . \ n C o n t i n u a ci ? 	 	 	 . \ n ? 	 	 	 . / n 9ED'*  '/'EG  '(/	 	 	 . \ n 							  					? 	 	 	 	 	 	 	 	 	 . \ n G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 . \ n C o n t i n u a r ? 
 
 S T R _ E M A I L _ E M N _ I D 	 E m a i l 	 T I T L E ,   P O P U P C O N F I R M 	 U s e d   o n   t i t l e   o f   E M N   l i s t 	 E m a i l   n o t i f i c a t i o n s 	 P[Nw	 5uP[Nw	 2#AI@7--5@!%	 N o t i f i c a c i o n e s   p o r   c o r r e o - e   	 N o t i f i c a t i o n   p a r   e m a i l 	 E - M a i l b e n a c h r i c h t u n g e n 	 #254><;5=8O  E - m a i l 	 N o t i f i c h e   t r a m i t e   e - m a i l 	 %49'1'*  'D(1J/  'D%DC*1HFJ	 N o t i f i c a   e s   d e   e - m a i l 	 E - m a i l   b i l d i r i l e r i 	 T h  n g   b  o   e m a i l 	 P e m b e r i t a h u a n   e m a i l 	 P e m b e r i t a h u a n   e - m e l 	 	.	G	2	  	'	?	8	B		(	>				 	 	 	 E - m a i l    r t e s  t  s e k 	 	 	 	 M e l d i n g e n   p e r   e m a i l 	 	 	 N o t i f i c r i   d e   e - m a i l 	 	 	     	 	 	 '9D'F  1''F'EG  ,//	 	 	 					  						 	 	 	 	 	 	 	 	 E - p o s k e n n i s g e w i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t i f i c a   e s   p o r   e - m a i l 
 
 S T R _ E M A I L _ E M N _ N E W _ E M A I L _ I D 	 E m a i l 	 P O P U P ,   C 1 5 4 _ 1 	 U s e d   o n   n o t i f i c a t i o n   o f   E M N 	 N e w   E m a i l 	 eP[N	 e5uP[N	 -5@!%C+!H	 C o r r e o - e   n u e v o 	 N o u v e l   E m a i l 	 N e u e   E - M a i l 	 >2>5  M;5:B@>==>5  ?8AL<>	 N u o v a   e - m a i l 	 13'D)  (1J/  %DC*1HFJ  ,/J/)	 N o v o   e - m a i l 	 Y e n i   E - m a i l 	 E m a i l   m i 	 E m a i l   B a r u 	 E - m e l   B a r u 	 (	/	>	  	.	G	2		 	 	 	  j   e - m a i l 	 	 	 	 N i e u w e   e m a i l 	 	 	 E - m a i l   n o u 	 	 	       	 	 	 1'J'F'EG  ,/J/	 	 	 				  						 	 	 	 	 	 	 	 	 N u w e   E - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   e - m a i l 
 
 S T R _ E M A I L _ E M N _ U N R E A D _ I D 	 E m a i l 	 C 3 5 4 _ 2 	 U s e d   t o   i n d i c a t e   t h e   u n r e a d   c o u n t   o f   a n   a c c o u n t 	 u n r e a d 	 \*g	 \*g	 "1D!HDI-H2	 S i n   l e e r 	 n o n   l u 	 N i c h t   g e l e s e n 	 =5  ?@>G8B0=>	 n o n   l e t t o 	 :J1  EB1H!)	 N  o   l i d o s 	 o k u n m a m 1_	 c h a   c 	 b e l u m   d i b a c a 	 b e l u m   d i b a c a 	 (	  *	"	<	>	  	/	>		 	 	 	 o l v a s a t l a n 	 	 	 	 n i e t   g e l e z e n 	 	 	 n e c i t i t 	 	 	   	 	 	 F.H'F/G	 	 	 			  					 	 	 	 	 	 	 	 	 o n g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n  o   l i d o 
 
 S T R _ E M A I L _ E M N _ C O N F I R M _ S A M E _ I D 	 E m a i l 	 U N L I M 	 U s e d   t o   c o n f i r m   w i t h   u s e r   t o   r e t r i e v e   E m a i l s 	 h a s   n e w   E m a i l ,   r e t r i e v e   n o w ? 	 	geP[Ns(WcS	 	ge5uP[Ns(WcS	 !5-5@!%C+!H  6@5K"'5I+#7-D!H? 	 t i e n e   u n   m e n s a j e   n u e v o ,    o b t e n e r   a h o r a ? 	 a   u n   n o u v e a u   E m a i l ,   l e   r e c e v o i r   m a i n t e n a n t  ? 	 N e u e   E - M a i l ,   j e t z t   a b r u f e n ? 	 8<55BAO  =>20O  M;.   ?>GB0.   >;CG8BL  A59G0A? 	 h a   u n a   n u o v a   e - m a i l ;   r e c u p e r a r l a ? 	 D/JC  (1J/  %DC*1HFJ  ,/J/  'D,D(  'D"F	 T e m   n o v o   e - m a i l .   O b t e r   a g o r a ? 	 y e n i   E - m a i l   a l d 1,   g  s t e r i l s i n   m i ? 	 c    e m a i l   m i ,   n h n   n g a y ? 	 m e m i l i k i   e m a i l   b a r u ,   a m b i l   s e k a r a n g ? 	 t e r d a p a t   E - m e l   b a r u ,   d a p a t k a n n y a   s e k a r a n g ? 	 .	G		  (	/	>	  	.	G	2	  9	H	,   	-	@	  *	A	(	0	M	*	M	0	>	
 *	M	
 $	  	0	G		? 	 	 	 	 # N A M E ? 	 	 	 	 h e e f t   e e n   n i e u w e   e m a i l .   N u   o p h a l e n ? 	 	 	 a r e   e - m a i l   n o u ,    l   r e g s i ci   a c u m ? 	 	 	     ,     ? 	 	 	 1''F'EG  ,//  'A*  4/  'FHF  /1'A*  1//	 	 	 				  					  			,   			  									  					? 	 	 	 	 	 	 	 	 	 h e t   n u w e   E - p o s ,   l a a i   n o u   a f ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p o s s u i   n o v o   e - m a i l ,   r e c u p e r a r   a g o r a ? 
 
 S T R _ E M A I L _ E M N _ C O N F I R M _ I D 	 E m a i l 	 U N L I M 	 U s e d   t o   c o n f i r m   w i t h   u s e r   t o   a c t i v a t e   t h e   a c c o u n t   a n d   r e t r i e v e   E m a i l s 	 h a s   n e w   E m a i l ,   a c t i v a t e   t h e   a c c o u n t   t o   r e t r i e v e   n o w ? 	 	geP[Ns(W_UR3^6bv^cS	 	ge5uP[Ns(W/TR^7bv^cS	 !5-5@!%C+!H  @432-5@!%@7H-6@5K"'5I+#7-D!H? 	 t i e n e   u n   m e n s a j e   n u e v o ,    a c t i v a r   l a   c u e n t a   p a r a   o b t e n e r   a h o r a ? 	 a   u n   n o u v e a u   E m a i l ,   a c t i v e r   l e   c o m p t e   p o u r   l e   r e c e v o i r   m a i n t e n a n t  ? 	 N e u e   E - M a i l ,   j e t z t   K o n t o   a k t i v i e r e n ,   u m   s i e   a b z u r u f e n ? 	 8<55BAO  =>20O  M;.   ?>GB0.   :B828@>20BL  CG5B=CN  70?8AL,   GB>1K  ?>;CG8BL  A59G0A? 	 h a   u n a   n u o v a   e - m a i l ;   a t t i v a r e   l ' a c c o u n t   p e r   r e c u p e r a r l a ? 	 D/JC  (1J/  %DC*1HFJ  ,/J/  *F4J7  'D-3'(  DD,D(  'D"F	 T e m   n o v o   e - m a i l .   A c t i v a r   a   c o n t a   e   o b t e r   a g o r a ? 	 y e n i   E - m a i l   a l d 1,   g  s t e r i l m e s i   i  i n   h e s a p   a k t i f   h a l e   g e t i r i l s i n   m i ? 	 c    e m a i l   m i ,   k  c h   h o t   t  i   k h o n     n h n   n g a y ? 	 m e m i l i k i   e m a i l   b a r u ,   a k t i f k a n   a c c o u n t   u n t u k   m e n g a m b i l n y a   s e k a r a n g ? 	 t e r d a p a t   E - m e l   b a r u ,   a k t i f k a n   a k a u n   u n t u k   m e n d a p a t k a n n y a   s e k a r a n g ? 	 .	G		  (	/	>	  	.	G	2	  9	H	,   	-	@	  *	M	0	(	0	M	*	M	0	>	*	M	
 $	  	0	(	G	  	G	  2	?		  	>	$	>	  8		M	0	?	/	  	0	G		? 	 	 	 	 # N A M E ? 	 	 	 	 h e e f t   e e n   n i e u w e   e m a i l .   D e   a c c o u n t   n u   a c t i v e r e n   o m   h e m   o p   t e   h a l e n ? 	 	 	 a r e   e - m a i l   n o u ,   a c t i v a ci   c o n t u l   p e n t r u   a - l   r e g s i   a c u m ? 	 	 	     ,           ? 	 	 	 1''F'EG  ,//  'A*  4/  GE  'FHF  (1'  /1'A*  "FG'  '4*1'  A9'D  1//	 	 	 				  					  			,   									  				  			  										  						  					? 	 	 	 	 	 	 	 	 	 h e t   n u w e   E - p o s ,   a k t i v e e r   d i e   r e k e n i n g   n o u   o m   a f   t e   l a a i ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p o s s u i   n o v o   e - m a i l ,   a t i v a r   a   c o n t a   p a r a   r e c u p e r a r   a g o r a ? 
 
 S T R _ E M A I L _ E M N _ D I S A B L E D _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 U s e d   o n   t h e   s e t t i n g   i t e m   o f   E M N 	 D i s a b l e d 	 ]ܕ	 ]sQ	 432	 D e s a c t i v a d o   	 D  s a c t i v  	 D e a k i v i e r t 	 B:;NG5=>	 D i s a b i l i t a t o 	 E97D	 D e s a c t i v a d o 	 K a p a t 1l d 1	    t t 	 D i n o n a k t i f k a n 	 D i n y a h b o l e h k a n 	 		M	7	.	  	?	/	  9	A			 	 	 	 L e t i l t v a 	 	 	 	 I n a c t i e f 	 	 	 D e z a c t i v a t 	 	 	 	 	 	 '2  '1  'A*'/	 	 	 								  	 	 	 	 	 	 	 	 	 V e r s p e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a b i l i t a d o 
 
 S T R _ E M A I L _ E M N _ A U T O _ U P D A T E _ I D 	 E m a i l 	 C 0 5 7 _ 1 	 U s e d   o n   t h e   s e t t i n g   i t e m   o f   E M N 	 A u t o - u p d a t e 	 c6ev^Rfe	 c6ev^ꁨRfe	 -1@-1B!14	 A c t u a l i z a c i  n   a u t o m  t i c a 	 M i s e      j o u r   a u t o 	 A u t o m a t i s c h e   A k t u a l i s i e r u n g 	 2B><0B8G5A:>5  >1=>2;5=85	 A g g i o r n a m e n t o   a u t o m a t i c o 	 *-/J+  *DB'&J	 A c t u a l i z a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   g  n c e l l e m e 	 C p   n h t   t   n g 	 P e m b a r u a n   o t o m a t i s 	 K e m a s   k i n i   a u t o m a t i k 	 8	M	
 5	$	: 	&	M	/	$	(		 	 	 	 A u t o m a t a   f r i s s  t  s 	 	 	 	 A u t o m a t i s c h   b i j w e r k e n 	 	 	 A c t u a l i z a r e   a u t o m a t 	 	 	   	 	 	 (1H213'F  .H/'1	 	 	 										  								  	 	 	 	 	 	 	 	 	 O u t o - b y w e r k i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a   o   a u t o m  t i c a 
 
 S T R _ E M A I L _ E M N _ C O N F I R M _ V I E W _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   t h e   c o n f i r m   s c r e e n   t o   s t o p   r e t r i e v i n g   a n d   g o   o n   n e x t   a c t i o n 	 N e e d   t o   s t o p   r e t r i e v i n g ,   c o n t i n u e ? 	  \Pbkc6e/f&T|~~	  \Pbkc6e/f&T~~	 3@GI-+"82#6  3H-+#7-D!H? 	 D e t e n e r   o b t e n c i  n ,    c o n t i n u a r ? 	 B e s o i n   d  a r r  t e r   d e   r e c e v o i r ,   c o n t i n u e r  ? 	 A b r u f   m u s s   g e s t o p p t   w e r d e n ,   f o r t s e t z e n ? 	 5>1E>48<>  >AB0=>28BL  ?>;CG5=85.   @>4>;68BL? 	 R e c u p e r o   d a   a r r e s t a r e ;   c o n t i n u a r e ? 	 *-*',  %DI  %JB'A  'D,D(  '3*E1'1	    n e c e s s  r i o   p a r a   a   o b t e n   o .   C o n t i n u a r ? 	 A l 1m 1n   d u r d u r u l m a s 1  g e r e k l i ,   d e v a m   e d i l s i n   m i ? 	 M u n   d n g   n h n ,   t i p   t c ? 	 P e n g a m b i l a n   h a r u s   d i h e n t i k a n ,   l a n j u t k a n ? 	 P e r l u   b e r h e n t i   m e n d a p a t k a n   k e m b a l i ,   t e r u s k a n ? 	 *	A	(	0	M	*	M	0	>	*	M	$	?	  0	K		(	G	  	@	  	0	B	0	$	,   	>	0	@	  0		G		? 	 	 	 	 A   l e t  l t  s t   m e g   k e l l   s z a k  t a n i ,   f o l y t a t j a ? 	 	 	 	 H e t   o p h a l e n   m o e t   g e s t o p t   w o r d e n .   V e r d e r g a a n ? 	 	 	 T r e b u i e   o p r i t   r e g s i r e a ,   c o n t i n u a ci ? 	 	 	       ,   ? 	 	 	 (1'  'F'1  ('3*  /1'A*  E*HBA  4H/  9ED'*  '/'EG  '(/	 	 	 									  				  			  							,   							  						? 	 	 	 	 	 	 	 	 	 M o e t   o p h o u   a f l a a i ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e c e s s  r i o   p a r a r   d e   r e c u p e r a r ,   c o n t i n u a r ? 
 
 S T R _ E M A I L _ E M N _ R E T R I E V E _ E R R O R _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   n o t i f i c a t i o n   s c r e e n   w h e n   e r r o r   o c c u r s   w h e n   r e c e i v e   E M N   t o   r e t r i e v e   E m a i l s 	 h a s   e r r o r   w h e n   r e t r i e v i n g   E m a i l :   	 (WcSP[NBf	g/	 (WcS5uP[Ne	g	 !5I-4%2C05H3%16-5@!%:   	 o c u r r i    u n   e r r o r   a l   t r a t a r   d e   o b t e n e r   m e n s a j e :   	 e r r e u r   s u r v e n u e   p e n d a n t   l a   r  c e p t i o n   d e   l  E m a i l  : 	 F e h l e r   b e i m   E - M a i l a b r u f :   	 >H81:0  ?@8  ?>;CG5=88  M;.   ?>GBK:   	 p r e s e n t a   e r r o r e   a l   r e c u p e r o   d e l l ' e - m a i l : 	 D/JC  .7#  9F/  ,D(  'D(1J/  'D%DC*1HFJ: 	 O c o r r e u   u m   e r r o   a o   o b t e r   o   e - m a i l : 	 E - m a i l i   a l 1r k e n   s o r u n   o l u _t u : 	 b   l i   k h i   n h n   e m a i l :   	 m e n g a l a m i   k e s a l a h a n   s a a t   m e n g a m b i l   e m a i l :   	 m e m p u n y a i   r a l a t   s e m a s a   m e n d a p a t k a n   E - m e l : 	 	.	G	2	  	@	  *	A	(	0	M	*	M	0	>	*	M	$	?	  	0	$	G	  8	.	/	  $	M	0	A		?	  9	A		  : 	 	 	 	 h i b a   t  r t  n t   a z   e - m a i l   l e t  l t  s e   k  z b e n : 	 	 	 	 h e e f t   e e n   f o u t   b i j   h e t   o p h a l e n   v a n   E m a i l : 	 	 	 a r e   e r o a r e   l a   r e g s i r e a   e - m a i l u l u i : 	 	 	       : 	 	 	 .7'  21  /1  GF'E  /1'A*  1''F'EG  1.  /'/:   	 	 	 							  									  				  				  						  					: 	 	 	 	 	 	 	 	 	 k o m   f o u t   t e    w a n n e e r   E - p o s   a f g e l a a i   w o r d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 t e m   e r r o   q u a n d o   r e c u p e r a r   e - m a i l :   
 
 S T R _ E M A I L _ F U L L _ S T O P _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   a n y   c a s e   w h e n   u s e   f u l l   s t o p 	 . 	 0	 0	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 . 	 	 	 	 . 	 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 . 	 	 	 	 	 	 	 	 	 . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 . 
 
 S T R _ E M A I L _ A C T _ A C C T _ F A I L _ I D 	 E m a i l 	 U N L I M 	 U s e d   o n   t h e   e r r o r   i n f o r m a t i o n   s c r e e n   w h e n   a c t i v a t e   a c c o u n t   f a i l 	 A c t i v a t e   a c c o u n t   f a i l e d 	 _UR3^6b1YWe	 /TR^7b1Y%	 @4321

5%I!@+%'	 A c t i v a c i  n   d e   c u e n t a   f a l l  	 E c h e c   d  a c t i v a t i o n   d u   c o m p t e 	 K o n t o a k t i v i e r u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  0:B828@>20BL  CG5B=CN  70?8AL	 A t t i v a z i o n e   a c c o u n t   i m p o s s i b i l e 	 A4D  *F4J7  'D-3'(	 F a l h a   a o   a c t i v a r   a   c o n t a 	 H e s a b 1n   a k t i f   h a l e   g e t i r i l m e s i   b a _a r 1s 1z 	 L i   k  c h   h o t   t  i   k h o n 	 P e n g a k t i f a n   a c c o u n t   g a g a l 	 P e n g a k t i f a n   a k a u n   g a g a l 	 	>	$	>	  8		M	0	?	/	  	0	(	>	  	8	+	2	  9	A			 	 	 	 A   f i  k   a k t i v  l  s a   s i k e r t e l e n 	 	 	 	 A c t i v e r e n   v a n   a c c o u n t   m i s l u k t 	 	 	 E r o a r e   c o n t   a c t i v 	 	 	     	 	 	 A9'D  1/F  '4*1'  F'EHAB  (H/	 	 	 										  							  				  							 	 	 	 	 	 	 	 	 R e k e n i n g a k t i v e r i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   a t i v a r   c o n t a 
 
 S T R _ E M A I L _ N O _ E M A I L _ I D 	 E m a i l 	 P O P U P 	 U s e d   t o   n o t i f y   u s e r   t h e   c o n t e n t   h a s   n o   E m a i l   a d d r e s s 	 N o   E m a i l   a d d r e s s 	 !qP[N0W@W	 e5uP[N0W@W	 D!H!55H-"9H-5@!%	 N o   h a y   u n a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o 	 A u c u n e   a d r e s s e   E m a i l 	 K e i n e   E - M a i l a d r e s s e 	 5B  04@5A>2  M;.   ?>GBK	 N e s s u n   i n d i r i z z o   e - m a i l 	 D'  JH,/  9FH'F  (1J/  %DC*1HFJ  	 N e n h u m   e n d e r e  o   d e   e - m a i l 	 E - p o s t a   a d r e s i   y o k 	 K . c    a   c h   e m a i l 	 T i d a k   a d a   a l a m a t   e m a i l 	 T i a d a   a l a m a t   E - m e l 	 	K		  	- .	G	2	  *	$	>	  (	9	@		  	 	 	 	 N i n c s   e - m a i l   c  m 	 	 	 	 G e e n   e - m a i l a d r e s 	 	 	 A d r e s   d e   e - m a i l   i n e x i s t e n t 	 	 	       	 	 	 F4'F  1''F'EG  .'D  '3*	 	 	 				  						  				 	 	 	 	 	 	 	 	 G e e n   e - p o s a d r e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   e n d e r e  o   d e   e - m a i l 
 
 S T R _ E M A I L _ N O _ U R L _ I D 	 E m a i l 	 P O P U P 	 U s e d   t o   n o t i f y   u s e r   t h e   c o n t e n t   h a s   n o   U R L 	 N o   U R L 	 !q}@W	 eQ@W	 D!H!5  U R L 	 N o   h a y   U R L 	 A u c u n   U R L 	 K e i n   U R L 	 5B  U R L 	 N e s s u n   U R L 	 D'  JH,/  9FH'F  U R L 	 N e n h u m   U R L 	 U R L   y o k   	 K . c    U R L 	 T i d a k   a d a   U R L 	 T i a d a   U R L 	 	K		  U R L   (	9	@			 	 	 	 N i n c s   U R L 	 	 	 	 G e e n   U R L 	 	 	 U R L   i n e x i s t e n t 	 	 	     U R L 	 	 	 G  U R L   F3*	 	 	 			  						  			  	 	 	 	 	 	 	 	 	 G e e n   U R L   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   U R L 
 
 S T R _ E M A I L _ N O _ N U M B E R _ I D 	 E m a i l 	 P O P U P 	 U s e d   t o   n o t i f y   u s e r   t h e   c o n t e n t   h a s   n o   n u m b e r 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 N o   h a y   n  m e r o 	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   n u m e r o 	 D'  JH,/  1BE	 S e m   n  m e r o 	 N u m a r a   y o k 	 K h  n g   s 	 T i d a k   a d a   n o m o r 	 T i a d a   n o m b o r 	 	K		  (		,	0	  (	9	@		 	 	 	 N i n c s   s z  m 	 	 	 	 G e e n   n u m m e r 	 	 	 N u m r   i n e x i s t e n t 	 	 	   	 	 	 G  4E'1G  '  F3*	 	 	 			  					  			  	 	 	 	 	 	 	 	 	 G e e n   n o m m e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   n  m e r o 
 
 S T R _ F M G R _ U S B _ S T O R A G E 5 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 5 	 U S B   s t o r a g e   5 	 U S B 2QX[5 	 U S B X[P5 	 5H@G  U S B   5 	 A l m a c e n a m i e n t o   U S B   5 	 S t o c k a g e   U S B   5 	 U S B - S p e i c h e r   5 	 U S B   ?0<OBL  5 	 M e m o r i a   U S B   5 	 E.2F  U S B   1BE  5 	 A r m a z e n a m e n t o   U S B   5 	 U S B   d e p o l a m a   5 	 B   n h   U S B   5 	 P e n y i m p a n a n   U S B   5 	 S t o r a n   U S B   5 	 U S B   -	#	M	!	>	0	#	  5 	 	 	 	 5 .   U S B   h  t t  r t  r 	 	 	 	 u s b - o p s l a g   5 	 	 	 S t o c a r e   U S B   5 	 	 	     U S B    5 	 	 	 -'A8G  U S B   4E'1G  5 	 	 	 						  												  		 	 	 	 	 	 	 	 	 U S B - b e r g p l e k   5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B   5 
 
 S T R _ F M G R _ U S B _ S T O R A G E 6 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 6 	 U S B   s t o r a g e   6 	 U S B 2QX[6 	 U S B X[P6 	 5H@G  U S B   6 	 A l m a c e n a m i e n t o   U S B   6 	 S t o c k a g e   U S B   6 	 U S B - S p e i c h e r   6 	 U S B   ?0<OBL  6 	 M e m o r i a   U S B   6 	 E.2F  U S B   1BE  6 	 A r m a z e n a m e n t o   U S B   6 	 U S B   d e p o l a m a   6 	 B   n h   U S B   6 	 P e n y i m p a n a n   U S B   6 	 S t o r a n   U S B   6 	 U S B   -	#	M	!	>	0	#	  6 	 	 	 	 6 .   U S B   h  t t  r t  r 	 	 	 	 u s b - o p s l a g   6 	 	 	 S t o c a r e   U S B   6 	 	 	     U S B    6 	 	 	 -'A8G  U S B   4E'1G  6 	 	 	 						  												  		 	 	 	 	 	 	 	 	 U S B - b e r g p l e k   6 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B   6 
 
 S T R _ F M G R _ U S B _ S T O R A G E 7 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 7 	 U S B   s t o r a g e   7 	 U S B 2QX[7 	 U S B X[P7 	 5H@G  U S B   7 	 A l m a c e n a m i e n t o   U S B   7 	 S t o c k a g e   U S B   7 	 U S B - S p e i c h e r   7 	 U S B   ?0<OBL  7 	 M e m o r i a   U S B   7 	 E.2F  U S B   1BE  7 	 A r m a z e n a m e n t o   U S B   7 	 U S B   d e p o l a m a   7 	 B   n h   U S B   7 	 P e n y i m p a n a n   U S B   7 	 S t o r a n   U S B   7 	 U S B   -	#	M	!	>	0	#	  7 	 	 	 	 7 .   U S B   h  t t  r t  r 	 	 	 	 u s b - o p s l a g   7 	 	 	 S t o c a r e   U S B   7 	 	 	     U S B    7 	 	 	 -'A8G  U S B   4E'1G  7 	 	 	 						  												  		 	 	 	 	 	 	 	 	 U S B - b e r g p l e k   7 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B   7 
 
 S T R _ F M G R _ U S B _ S T O R A G E 8 	 F M G R 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 ,   H I N T ,   C 2 1 3 _ 1 ,   T W O S T A T E ,   B A R C O D E _ H I N T ,   C A M C O _ I T E M ,   P O P U P C O N F I R M 	 U S B   O T G   s t o r a g e 8 	 U S B   s t o r a g e   8 	 U S B 2QX[8 	 U S B X[P8 	 5H@G  U S B   8 	 A l m a c e n a m i e n t o   U S B   8 	 S t o c k a g e   U S B   8 	 U S B - S p e i c h e r   8 	 U S B   ?0<OBL  8 	 M e m o r i a   U S B   8 	 E.2F  U S B   1BE  8 	 A r m a z e n a m e n t o   U S B   8 	 U S B   d e p o l a m a   8 	 B   n h   U S B   8 	 P e n y i m p a n a n   U S B   8 	 S t o r a n   U S B   8 	 U S B   -	#	M	!	>	0	#	  8 	 	 	 	 8 .   U S B   h  t t  r t  r 	 	 	 	 u s b - o p s l a g   8 	 	 	 S t o c a r e   U S B   8 	 	 	     U S B    8 	 	 	 -'A8G  U S B   4E'1G  8 	 	 	 						  												  		 	 	 	 	 	 	 	 	 U S B - b e r g p l e k   8 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   U S B   8 
 
 S T R _ F M G R _ C O P I E D 	 F M G R 	 P O P U P 	 C o p i e d ( i n   t h e   p o p u p ) 	 C o p i e d 	 ]	 ]
Y6R	 1%-A%I'	 C o p i a d o 	 C o p i  	 K o p i e r t 	 !:>?8@>20=>	 C o p i a t o 	 *E  'DF3.	 C o p i a d o 	 K o p y a l a n d 1	    c h  p 	 D i s a l i n 	 D i s a l i n 	 	I	*	@	  	?	/	>	  	/	>		 	 	 	 M  s o l v a 	 	 	 	 G e k o p i e e r d 	 	 	 C o p i e r e   r e a l i z a t 	 	 	 	 	 	 1HFH4*  (1/'1  4/	 	 	 							  			  						 	 	 	 	 	 	 	 	 G e k o p i e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a d o 
 
 S T R _ F M G R _ C O P Y _ T O 	 F M G R 	 T I T L E 	 C o p y   t o ( t i t l e ) 	 C o p y   t o 	 0R	 
Y6R0R	 1%-D"1	 C o p i a r   a 	 C o p i e r   v e r s 	 K o p i e r e n   n a c h 	 >?8@>20BL  2	 C o p i a   s u 	 F3.  %DI	 C o p i a r   p a r a 	 K o p y a l a 	 C h  p   v  o 	 S a l i n   k e 	 S a l i n   k e 	 .	G		  	I	*	@	  	0	G			 	 	 	 M  s o l  s   i d e 	 	 	 	 K o p i  r e n   n a a r 	 	 	 C o p i e r e    n 	 	 	   	 	 	 1HFH4*  (1/'1  (G	 	 	 			  					 	 	 	 	 	 	 	 	 K o p i e e r   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   p a r a 
 
 S T R _ F M G R _ M O V E D 	 F M G R 	 P O P U P 	 M o v e d ( i n   t h e   p o p u p ) 	 M o v e d 	 ],dy	 ]yR	 "I2"A%I'	 M o v i d o 	 D  p l a c  	 V e r s c h o b e n 	 5@5<5I5=>	 S p o s t a t o 	 *E  'DFBD	 M o v i d o 	 T a _1n d 1	    c h u y n 	 D i p i n d a h k a n 	 D i a l i h 	 	2	>	/	>	  	/	>		 	 	 	  t h e l y e z v e 	 	 	 	 V e r p l a a t s t 	 	 	 M u t a r e   r e a l i z a t 	 	 	 	 	 	 ,'(,'  4/	 	 	 						  						 	 	 	 	 	 	 	 	 G e s k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v i d o 
 
 S T R _ F M G R _ M O V E _ T O 	 F M G R 	 T I T L E 	 M o v e   t o ( t i t l e ) 	 M o v e   t o 	 ,dy0R	 yR0R	 "I2"D"1	 M o v e r   a 	 D  p l a c e r   v e r s 	 V e r s c h i e b e n   n a c h 	 5@5<5AB8BL  2	 S p o s t a   s u 	 FBD  %DI	 M o v e r   p a r a 	 T a _1	 C h u y n   v  o 	 P i n d a h k a n   k e 	 P i n d a h   k e 	 .	G		  .	B	5	  	0	G			 	 	 	  t h e l y e z  s   i d e 	 	 	 	 V e r p l a a t s e n   n a a r 	 	 	 M u t a r e    n 	 	 	   	 	 	 ,'(,'  (G	 	 	 						 	 	 	 	 	 	 	 	 S k u i f   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   p a r a 
 
 S T R _ F M G R _ O T G _ H U B _ N O T _ S U P P O R T 	 F M G R 	 P O P U P 	 O T G   H U B   n o t   s u p p o r t ( i n   t h e   p o p u p ) 	 U S B   h u b s   n o t   s u p p o r t e d 	 
N/ecU S B Ɩ}hV	 
N/ecU S B Ɩ~hV	 D!H*1*8.1  U S B   	 H u b s   U S B   n o   s o p o r t a d o s 	 H u b s   U S B   n o n   s u p p o r t  s 	 U S B - H u b s   n i c h t   u n t e r s t  t z t 	 U S B - :>=F5=B@0B>@K  =5  ?>445@6820NBAO	 H u b   U S B   n o n   s u p p o r t a t o 	 E-'H1  U S B   :J1  E/9HE)	 H u b s   U S B   n  o   s u p o r t a d o s 	 U S B   h u b l a r   d e s t e k l e n m i y o r 	 K h  n g   h   t r   c  c   c n g   U S B 	 H u b   U S B   t i d a k   d i d u k u n g 	 H a b   U S B   t i d a k   d i s o k o n g 	 /	B		8	,	@	  9	,	  8	.	0	M	%	?	$	  (	9	@			 	 	 	 U S B - e l o s z t    n e m   t  m o g a t o t t 	 	 	 	 U S B - h u b s   z i j n   n i e t   o n d e r s t e u n d 	 	 	 H u b u r i   U S B   n e a c c e p t a t e 	 	 	   - U S B     	 	 	 G'(G'  U S B   ~4*('F  F4/G  'F/	 	 	 						  			  							  			  			 	 	 	 	 	 	 	 	 U S B - s p i l l e   w o r d   n i e   o n d e r s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r m i n a i s   U S B   n  o   s u p o r t a d o s 
 
 S T R _ I D _ F M G R _ C A R D _ R E M O V E _ P R O M P T 	 F M G R 	 P O P U P C O N F I R M 	 F o r   s o f t   u n - m o u n t ,   p r o m p t   u s e r   t h a t   c a r d   i s   r e a d y   t o   b e   r e m o v e d 	 P l e a s e   r e m o v e   m e m o r y   c a r d 	 ˊydaaS	 ydX[PaS	 B#32#L+H'"'2!3--	 P o r   f a v o r   r e t i r e   l a   t a r j e t a   d e   m e m o r i a 	 V e u i l l e z   e n l e v e r   l a   c a r t e   m  m o i r e 	 B i t t e   S p e i c h e r k a r t e   e n t f e r n e n 	 #40;8BL  :0@BC  ?0<OB8	 R i m u o v e r e   l a   m e m o r y   c a r d 	 J1,I  %.1',  (7'B)  'D0'C1)	 R e m o v a   o   c a r t  o   d e   m e m  r i a 	 L  t f e n   h a f 1z a   k a r t 1n 1   1k a r 1n 	 H  y   t h  o   t h   n h 	 K e l u a r k a n   k a r t u   m e m o r i 	 S i l a   k e l u a r k a n   k a d   i n g a t a n 	 	C	*	/	>	  .	G	.	0	@	  	>	0	M	!	  9		>				 	 	 	 V e g y e   k i   a   m e m  r i a k  r t y  t 	 	 	 	 V e r w i j d e r   d e   g e h e u g e n k a a r t 	 	 	 S c o a t e ci   c a r t e l a   d e   m e m o r i e 	 	 	       	 	 	 D7A'  C'1*  -'A8G  1'  /1"H1J/	 	 	 							  			  							  							  					  						 	 	 	 	 	 	 	 	 V e r w y d e r   a s s e b l i e f   g e h e u e k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v a   o   c a r t  o   d e   m e m  r i a 
 
 S T R _ I D _ F M G R _ O T G _ R E M O V E _ P R O M P T 	 F M G R 	 P O P U P C O N F I R M 	 F o r   s o f t   u n - m o u n t ,   p r o m p t   u s e r   t h a t   c a r d   i s   r e a d y   t o   b e   r e m o v e d 	 P l e a s e   r e m o v e   U S B   s t o r a g e 	 ˊydU S B 2QX[	 ydU S B X[P	 B#-5H@GI-!9%  U S B   	 P o r   f a v o r   r e t i r e   e l   a l m a c e n a m i e n t o   U S B 	 V e u i l l e z   r e t i r e r   l e   s u p p o r t   d e   s t o c k a g e   U S B 	 U S B - S p e i c h e r g e r  t   e n t f e r n e n 	 72;5:8B5  U S B   =0:>?8B5;L	 R i m u o v e r e   l a   m e m o r i a   U S B 	 J1,I  %2'D)  *.2JF  U S B 	 R e m o v a   o   d i s p o s i t i v o   d e   a r m a z e n a m e n t o   U S B 	 L  t f e n   U S B   d e p o l a m a s 1n 1   1k a r t 1n 	 H  y   r  t   U S B   l u   t r 	 L e p a s   p e n y i m p a n a n   U S B 	 S i l a   k e l u a r k a n   s t o r a n   U S B 	 	C	*	/	>	  U S B   8	M		K	0	G		  9		>				 	 	 	 T  v o l  t s a   e l   a z   U S B - t  r o l  t 	 	 	 	 V e r w i j d e r   d e   u s b - o p s l a g 	 	 	 D e c o n e c t a ci   m e d i u l   d e   s t o c a r e   U S B 	 	 	           U S B 	 	 	 D7A'K  H3DG  0.1G  3'2  U S B   1'  ,/'  F/	 	 	 							  			  						  								  					  						 	 	 	 	 	 	 	 	 V e r w y d e r   a s s e b l i e f   U S B - b e r g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v a   o   a r m a z e n a m e n t o   U S B 
 
 S T R _ I D _ F M G R _ C A R D _ A P P L Y _ D E F _ S T O R A G E 	 F M G R 	 P O P U P C O N F I R M 	 W h e n   c a r d   i s   i n s e t e d ,   p r o m p t   u s e r   t o   s e t   d e f a u l t   s t o r a g e 	 C a r d   p l u g g e d   i n . \ n A p p l y   t o   d e f a u l t   s t o r a g e ? 	 ceQaaS0\ n -p-2QX[MOn	 ceQX[PaS0\ n :N؞X[PMOn	 2#L@*5"-"9H\ n C
I@G5H@G@#4H!I+#7-D!H? 	 T a r j e t a   c o n e c t a d a , \ n  A p l i c a r   a   a l m a c e n a m i e n t o   p r e d e t e r m i n a d o ? 	 C a r t e   b r a n c h  e . \ n A p p l i q u e r   a u   s t o c k a g e   p a r   d  f a u t   ? 	 K a r t e   e i n g e s t e c k t . \ n S t a n d a r d s p e i c h e r   a u s w  h l e n ? 	 0@B0  CAB0=>2;5=0  2\ n   2  =04;560I89  A;>B? 	 S c h e d a   i n s e r i t a . \ n A p p l i c a r e   a l l  a r c h i v i a z i o n e   p r e d e f i n i t a ? 	 *E  *H5JD  'D(7'B).   / n *7(JB  9DI  'DE.2F  'D'A*1'6J	 C a r t  o   i n t r o d u z i d o . \ n D e f i n i r   c o m o   a r m a z e n a m e n t o   p r e d e f i n i d o ? 	 K a r t   t a k 1l d 1. n \  n t a n 1m l 1  d e p o l a m a y a   u y g u l a ? 	    l p   t h . \ n  p   d n g   c h o   b   n h   m c   n h ? 	 K a r t u   t e r p a s a n g . \ n T e r a p k a n   k e   p e n y i m p a n a n   m a s s a l ? 	 K a d   d i s a m b u n g . \ n G u n a k a n   u n t u k   s t o r a n   l a l a i ? 	 	>	0	M	!	  *	M	2		  	(	  \ n   !	?	+	<	I	2	M		  8	M		K	0	G		  *	0	  2	>		B	  	0	G		? 	 	 	 	 K  r t y a   b e h e l y e z v e \ n A l k a l m a z z a   a l a p   t  r o l  k  n t ? 	 	 	 	 K a a r t   a a n g e s l o t e n . \ n T o e p a s s e n   o p   s t a n d a a r d o p s l a g ? 	 	 	 C a r d   c o n e c t a t . \ n S e   a p l i c   l a   l o c a ci i l e   d e   s t o c a r e   i m p l i c i t e ? 	 	 	   \ n           ? 	 	 	 C'1*  ,'2/G  4// n (1'  -'A8G  ~J4  A16  (12J/G  4H/	 	 	 					  						  						  					  					\ n   						  						  						  					? 	 	 	 	 	 	 	 	 	 K a a r t   i n g e p r o p . \ n P a s   t o e   o p   v e r s t e k - b e r g p l e k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r t  o   p l u g a d o . \ n A p l i c a r   a o   a r m a z e n a m e n t o   p a d r  o ? 
 
 S T R _ I D _ F M G R _ C A R D _ A P P L Y _ D E F _ S T O R A G E 2 	 F M G R 	 C 1 5 4 _ 1 	 W h e n   c a r d   i s   i n s e t e d ,   p r o m p t   u s e r   t o   s e t   d e f a u l t   s t o r a g e 	 C a r d   p l u g g e d   i n . 	 ceQaaS0	 ceQX[PaS0	 2#L@*5"-"9H	 T a r j e t a   c o n e c t a d a .   	 C a r t e   b r a n c h  e . 	 K a r t e   e i n g e s t e c k t . 	 0@B0  ?>4A>548=5=0. 	 S c h e d a   i n s e r i t a . 	 *E  *H5JD  'D(7'B). 	 C a r t  o   i n t r o d u z i d o . 	 K a r t   t a k 1l d 1.   	    l p   t h . 	 K a r t u   t e r p a s a n g . 	 K a d   d i s a m b u n g . 	 	>	0	M	!	  *	M	2		  	(	  	?	/	>	  	/	>	d		 	 	 	 K  r t y a   c s a t l a k o z t a t v a . 	 	 	 	 K a a r t   a a n g e s l o t e n . 	 	 	 C a r d   c o n e c t a t . 	 	 	   . 	 	 	 C'1*  ,'2/G  4/. 	 	 	 					  						  						  				d		 	 	 	 	 	 	 	 	 K a a r t   i n g e p r o p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r t  o   p l u g a d o . 
 
 S T R _ I D _ F M G R _ C A R D _ A P P L Y _ D E F _ S T O R A G E 3 	 F M G R 	 C 1 5 4 _ 2 	 W h e n   c a r d   i s   i n s e t e d ,   p r o m p t   u s e r   t o   s e t   d e f a u l t   s t o r a g e 	 A p p l y   t o   d e f a u l t   s t o r a g e ? 	 -p-2QX[MOn	 :N؞X[PMOn	 C
I@G5H@G@#4H!I+#7-D!H? 	  A p l i c a r   a   a l m a c e n a m i e n t o   p r e d e t e r m i n a d o ? 	 A p p l i q u e r   a u   s t o c k a g e   p a r   d  f a u t   ? 	 S t a n d a r d s p e i c h e r   a u s w  h l e n ? 	   =04;560I89  A;>B? 	 A p p l i c a r e   a l l a   m e m o r i a   p r e d e f i n i t a ? 	 *7(JB  9DI  'DE.2F  'D'A*1'6J	 D e f i n i r   c o m o   a r m a z e n a m e n t o   p r e d e f i n i d o ? 	  n t a n 1m l 1  d e p o l a m a y a   u y g u l a ? 	  p   d n g   c h o   b   n h   m c   n h ? 	 T e r a p k a n   k e   p e n y i m p a n a n   m a s s a l ? 	 G u n a k a n   u n t u k   s t o r a n   l a l a i ? 	 !	?	+	<	I	2	M		  8	M		K	0	G		  *	0	  2	>		B	  	0	G		? 	 	 	 	 A l k a l m a z z a   a z   a l a p   t  r o l  r a ? 	 	 	 	 T o e p a s s e n   o p   s t a n d a a r d o p s l a g ? 	 	 	 S e   a p l i c   l a   l o c a ci i l e   d e   s t o c a r e   i m p l i c i t e ? 	 	 	           ? 	 	 	 (1'  -'A8G  ~J4  A16  (12J/G  4H/	 	 	 						  						  						  					? 	 	 	 	 	 	 	 	 	 P a s   t o e   o p   v e r s t e k - b e r g p l e k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p l i c a r   a o   a r m a z e n a m e n t o   p a d r  o ? 
 
 S T R _ I D _ F M G R _ M A R K _ A L L _ P R O T E C T E D 	 F M G R 	 P O P U P 	 C a n n o t   s e n d   p r o t e c t e d   f i l e s ( i n   t h e   p o p u p ) 	 C a n n o t   s e n d   p r o t e c t e d   f i l e s 	 !qlPSOwjHh	 elSSObeN	 D!H*2!2#*HD%L5H!52#I-1	 N o   p u e d e n   e n v i a r s e   a r c h i v o s   p r o t e g i d o s 	 N e   p e u t   p a s   e n v o y e r   d e s   f i c h i e r s   p r o t  g  s 	 K a n n   k e i n e   g e s c h  t z t e n   D a t e i e n   s e n d e n 	 52>7<>6=>  >B?@028BL  70I8I5==K5  D09;K	 I m p o s s i b i l e   i n v i a r e   f i l e   p r o t e t t i 	 J*901  %13'D  'DEDA'*  'DE-EJ)	 N  o      p o s s  v e l   e n v i a r   f i c h e i r o s   p r o t e g i d o s 	 K o r u m a l 1  d o s y a l a r   g  n d e r i l e m e d i 	 K h  n g   t h   g i   c  c   f i l e   c   b o   v 	 T i d a k   d a p a t   m e n g i r i m   f i l e   y a n g   d i l i n d u n g i 	 T i d a k   b o l e h   m e n g h a n t a r   f a i l   t e r l i n d u n g 	 8	A	0		M	7	?	$	  +	>		2	G		  (	9	@		  -	G		@	  	>	  8		$	@			 	 	 	 V  d e t t   f  j l o k   n e m   k  l d h e t Qk 	 	 	 	 B e s c h e r m d e   b e s t a n d e n   k u n n e n   n i e t   v e r z o n d e n   w o r d e n 	 	 	 I m p o s i b i l   d e   e x p e d i a t   f i _i e r e   p r o t e j a t e 	 	 	         	 	 	 ~1HF/G  G'  E-'A8*  4/G  1'  FE*H'F  A13*'/	 	 	 								  				  						  				  			 	 	 	 	 	 	 	 	 K a n   n i e   b e s k e r m d e   l  e r s   s t u u r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   e n v i a r   a r q u i v o s   p r o t e g i d o s 
 
 S T R _ I D _ F M G R _ M A R K _ P A R T I A L _ P R O T E C T E D _ C O N F I R M 	 F M G R 	 P O P U P C O N F I R M 	 S o m e   p r o t e c t e d   f i l e s   c a n n o t   b e   s e n t .   C o n t i n u e ? ( i n   t h e   p o p u p ) 	 S o m e   p r o t e c t e d   f i l e s   c a n n o t   b e   s e n t .   C o n t i n u e ? 	 !qlPRSOweN/f&T|~~	 elSRSObeN/f&T~~	 D%L5H!52#I-12D%LD!H*2!2#*HDI  3H-+#7-D!H? 	 A l g u n o s   a r c h i v o s   p r o t e g i d o s   n o   p u e d e n   e n v i a r s e ,    c o n t i n u a r ? 	 C e r t a i n s   f i c h i e r s   p r o t  g  s   n e   p e u v e n t   p a s    t r e   e n v o y  s .   C o n t i n u e r   ? 	 E i n i g e   g e s c h  t z t e n   D a t e i e n   k  n n e n   n i c h t   g e s e n d e t   w e r d e n .   F o r t s e t z e n ? 	 52>7<>6=>  >B?@028BL  =5:>B>@K5  70I8I5==K5  D09;K.   @>4>;68BL? 	 A l c u n i   f i l e   p r o t e t t i   n o n   p o s s o n o   e s s e r e   i n v i a t i .   C o n t i n u a r e ? 	 J*901  %13'D  (96  'DEDA'*  'DE-EJ),   '3*E1'1	 A l g u n s   f i c h e i r o s   p r o t e g i d o s   n  o   p o d e m   s e r   e n v i a d o s .   C o n t i n u a r ? 	 B a z 1  k o r u m a l 1  d o s y a l a r   g  n d e r i l e m e d i .   D e v a m   e d i l s i n   m i ? 	 K h  n g   t h   g i   m t   s   f i l e   c   b o   v .   T i p   t c ? 	 B e b e r a p a   f i l e   y a n g   d i l i n d u n g i   t i d a k   d a p a t   d i k i r i m .   L a n j u t k a n ? 	 B e b e r a p a   f a i l   t e r l i n d u n g   t i d a k   b o l e h   d i h a n t a r .   T e r u s k a n ? 	 	A		  8	A	0		M	7	?	$	  +	>		2	G		  (	9	@		  -	G		@	  	>	  8		$	@		d	  	>	0	@	  0		G		? 	 	 	 	 E g y e s   v  d e t t   f  j l o k a t     n e m   l e h e t   e l k  l d e n i .   F o l y t a t j a ? 	 	 	 	 S o m m i g e   b e s c h e r m d e   b e s t a n d e n   k u n n e n   n i e t   v e r z o n d e n   w o r d e n .   V e r d e r g a a n ? 	 	 	 U n e l e   f i _i e r e   p r o t e j a t e   n u   p o t   f i   e x p e d i a t e .   C o n t i n u a ci ? 	 	 	           	 	 	 FE*H'F  (1.  '2  ~1HF/G  G'  E-'A8*  4/G  1'  A13*'/.   9EDJ'*  '/'EG  J'(/	 	 	 				  								  				  						  				  		d							  			? 	 	 	 	 	 	 	 	 	 S o m m i g e   b e s k e r m d e   l  e r s   k a n   n i e   g e s t u u r   w o r d   n i e .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l g u n s   a r q u i v o s   p r o t e g i d o s   n  o   p o d e m   s e r   e n v i a d o s .   C o n t i n u a r ? 
 
 S T R _ I D _ F M G R _ N E W _ F O L D E R _ L S K 	 F M G R 	 L S K 	 N e w   f o l d e r ( i n   t h e   L S K ) 	 N e w 	 eX	 e^	 C+!H	 N u e v o 	 N o u v e a u 	 N e u 	 >1028BL	 N u o v o 	 ,/J/	 N o v o 	 Y e n i 	 M i 	 B a r u 	 B a r u 	 (	/	>		 	 	 	  j 	 	 	 	 N i e u w 	 	 	 N o u 	 	 	 	 	 	 ,/J/	 	 	 				  	 	 	 	 	 	 	 	 	 N u w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o 
 
 S T R _ I D _ F M G R _ F O L D E R _ N A M E 	 F M G R 	 T I T L E 	 F o l d e r   n a m e ( i n   t h e   T i t l e ) 	 F o l d e r   n a m e 	 ǌe>Y
T1z	 eN9Y
Ty	 
7H-B%@-#L	 N o m b r e   d e   c a r p e t a   	 N o m   d u   d o s s i e r 	 O r d n e r n a m e 	 <O  ?0?:8	 N o m e   c a r t e l l a 	 '3E  'DE,D/	 N o m e   d a   p a s t a 	 K l a s  r   i s m i 	 T  n   t h   m c 	 N a m a   f o l d e r 	 N a m a   f o l d e r 	 +	K	2	M	!	0	  	>	  (	>	.		 	 	 	 M a p p a n  v 	 	 	 	 M a p n a a m 	 	 	 N u m e   d o s a r 	 	 	   	 	 	 F'E  ~H4G	 	 	 									  			  	 	 	 	 	 	 	 	 	 L  e r g i d s n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   p a s t a 
 
 S T R _ I D _ F M G R _ C A R D _ N A M E 	 F M G R 	 T I T L E 	 C a r d   n a m e ( i n   t h e   T i t l e ) 	 C a r d   n a m e 	 aaS
T1z	 X[PaS
Ty	 
7H-1#	 N o m b r e   d e   t a r j e t a   	 N o m   d e   l a   c a r t e 	 K a r t e n n a m e 	 <O  :0@BK	 N o m e   s c h e d a 	 '3E  'D(7'B)	 N o m e   d o   c a r t  o 	 K a r t   i s m i 	 T  n   t h 	 N a m a   k a r t u 	 N a m a   k a d 	 	>	0	M	!	  	>	  (	>	.		 	 	 	 K  r t y a n  v 	 	 	 	 K a a r t n a a m 	 	 	 N u m e   c a r t e l 	 	 	   	 	 	 F'E  '1*	 	 	 							  			  	 	 	 	 	 	 	 	 	 K a a r t n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d o   c a r t  o 
 
 S T R _ I D _ F M G R _ N O _ F I L E S 	 F M G R 	 U N L I M 	 [ E m p t y   f o l d e r ] 	 N o   f i l e s 	 !qjHh	 eeN	 D!H!5D%L	 N o   h a y   a r c h i v o s   	 A u c u n   f i c h i e r 	 K e i n e   D a t e i e n 	 5B  D09;>2	 N e s s u n   f i l e 	 D'  *H,/  EDA'*	 S e m   f i c h e i r o s 	 D o s y a   y o k 	 K . c    c  c   f i l e 	 T i d a k   a d a   f i l e 	 T i a d a   f a i l 	 	K		  +	>		2	  (	9	@			 	 	 	 N i n c s   f  j l 	 	 	 	 G e e n   b e s t a n d e n 	 	 	 F i _i e r e   i n e x i s t e n t e 	 	 	   	 	 	 G  ~1HF/G  '  F3*	 	 	 			  				  			  	 	 	 	 	 	 	 	 	 G e e n   l  e r s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   a r q u i v o 
 
 S T R _ I D _ F M G R _ N O _ F O L D E R S 	 F M G R 	 U N L I M 	 [ E m p t y   f o l d e r ] 	 N o   f o l d e r s 	 !qǌe>Y	 eeN9Y	 D!H!5B%@-#L	 N o   h a y   c a r p e t a s   	 A u c u n   d o s s i e r 	 K e i n e   O r d n e r 	 5B  ?0?>:	 N e s s u n a   c a r t e l l a 	 D'  *H,/  E,D/'*	 S e m   p a s t a s 	 K l a s  r   y o k 	 K . c    c  c   t h   m c 	 T i d a k   a d a   f o l d e r 	 T i a d a   f o l d e r 	 	K		  +	K	2	M	!	0	  (	9	@			 	 	 	 N i n c s   m a p p a 	 	 	 	 G e e n   m a p p e n 	 	 	 D o s a r e   i n e x i s t e n t e 	 	 	   	 	 	 G  ~H4G  '  F3*	 	 	 			  							  			  	 	 	 	 	 	 	 	 	 G e e n   l  e r g i d s e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   p a s t a 
 
 S T R _ I D _ F M G R _ F W D _ C O N T A C T 	 F M G R 	 I C O N T E X T 	 T o   P h o n e b o o k ( i n   t h e   m e n u ) 	 C o n t a c t 	 oa}N	 T|N	 #2"
7H-	 C o n t a c t o 	 C o n t a c t 	 K o n t a k t 	 >=B0:B	 C o n t a t t i 	 ,G)  'D'*5'D	 C o n t a c t o 	 K i _i   	 S   l i  n   l c 	 K o n t a k 	 K e n a l a n 	 8		*	0	M			 	 	 	 P a r t n e r 	 	 	 	 C o n t a c t   m a k e n 	 	 	 C o n t a c t 	 	 	   	 	 	 E.'7(	 	 	 										 	 	 	 	 	 	 	 	 K o n t a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a t o 
 
 S T R _ F M G R _ U D X 	 F M G R 	 I C O N T E X T 	 T o   U D X   a g e n t ( i n   t h e   m e n u ) 	 T o   U D X   a g e n t 	 ǌeNcNtz_	 pencNbcNt	 D  U D X   @-@L	 A   a g e n t e   U D X 	 V e r s   a g e n t   U D X 	 Z u m   U D X - A g e n t e n 	   035=BC  U D X 	 A l l ' a g e n t   U D X 	 %DI  HCJD  U D X 	 P a r a   a g e n t e   U D X 	 U D X   a r a c 1s 1n a 	 C h o   i   l    U D X 	 K e   a g e n   U D X 	 K e   a g e n   U D X 	 U D X   		G	(	M		  	K		 	 	 	 U D X    g y n  k n e k 	 	 	 	 N a a r   U D X - a g e n t 	 	 	 C t r e   a g e n t   U D X 	 	 	   U D X 	 	 	 (G  '12'1U D X   	 	 	 								  								  						 	 	 	 	 	 	 	 	 N a   U D X - a g e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A o   a g e n t e   U D X 
 
 S T R _ F M G R _ C L N D R 	 F M G R 	 I C O N T E X T 	 T o   c a l e n d a r 	 C a l e n d a r 	 ef	 eS	 44	 C a l e n d a r i o 	 C a l e n d r i e r 	 K a l e n d e r 	 0;5=40@L	 C a l e n d a r i o 	 'D*BHJE	 C a l e n d  r i o 	 T a k v i m 	 L c h 	 K a l e n d e r 	 K a l e n d a r 	 	H	2	G		!	0		 	 	 	 N a p t  r 	 	 	 	 K a l e n d e r 	 	 	 C a l e n d a r 	 	 	   	 	 	 *BHJE	 	 	 												 	 	 	 	 	 	 	 	 K a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l e n d  r i o 
 
 S T R _ I D _ F M G R _ M A R K _ T O _ B T 	 F M G R 	 I C O N T E X T 	 T o   B T ( i n   t h e   m e n u ) 	 S e n d   m a r k e d   v i a   B l u e t o o t h 	 }ͅYrP	 Ǐ݄YrS	 *H5H3@#7H-+!2"H2%99	 E n v i a d o   c o n   m a r c a   a   t r a v  s   d e   B l u e t o o t h 	 E n v o y e r   s  l e c t i o n n    v i a   B l u e t o o t h 	 M a r k i e r t e s   p e r   B l u e t o o t h   s e n d e n 	 B?@028BL  ?>  B l u e t o o t h 	 I n v i a   c o n t r a s s e g n a t o   v i a   B l u e t o o t h 	 %13'D  'DEDA'*  'DE-//)  9(1  B l u e t o o t h 	 E n v i a r   m a r c a d o s   p o r   B l u e t o o t h 	 0_a r e t l i   o l a n 1  B l u e t o o t h   y o l u   i l e   g  n d e r 	 G i   c  c   f i l e      c h n   q u a   B l u e t o o t h 	 K i r i m   y a n g   d i t a n d a i   v i a   B l u e t o o t h 	 H a n t a r   s e c a r a   b e r t a n d a   m e l a l u i   B l u e t o o h 	 	?	(	M	9	?	$	  ,	M	2	B		B	%	  .	>	'	M	/	.	  8	G	  *	M	0	G	7	?	$		 	 	 	 K  l d  s   B l u e t o o t h - k a p c s o l a t o n 	 	 	 	 G e m a r k e e r d   v i a   B l u e t o o t h   v e r z e n d e n 	 	 	 E x p e d i e r e   m a r c a t   p r i n   B l u e t o o t h 	 	 	         ' 	 	 	 9D'E*0'4*G  G'  '271B  B l u e t o o t h   A13*'/G  4HF/	 	 	 									  							  							  				  						 	 	 	 	 	 	 	 	 S t u u r   g e m e r k t e ( s )   v i a   B l u e t o o t h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   m a r c a d o s   p e l o   B l u e t o o t h 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ S C H E D U L E 	 f m r a d i o 	 I C O N T E X T ,   T I T L E 	 S t r i n g   f o r   S c h e d u l e r   a p p   m e n u 	 S c h e d u l e r 	 [Bf^d	 [e^d	 1'12#2@'%2	 P r o g r a m a d o r 	 P r o g r a m m a t i o n 	 Z e i t p l a n e r 	 ;0=8@>2I8:	 S c h e d u l e r 	 'DE,/HD	 P r o g r a m a d o r 	 P l a n l a y 1c 1	 S c h e d u l e r 	 S c h e d u l e r 	 S c h e d u l e r 	 	(	A	8	B			  	 	 	 	  t e m e z Q	 	 	 	 P l a n n e r 	 	 	 P r o g r a m a t o r 	 	 	 	 	 	 2E'F(F/	 	 	 												 	 	 	 	 	 	 	 	 S k e d u l e e r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o g r a m a d o r 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ C U S T O M I Z E 	 f m r a d i o 	 I C O N T E X T ,   T I T L E 	 C u s t o m i z e   a   s c h e d u l e 	 C u s t o m i z e 	 PNS-[	 *NNn	 3+@-	 P e r s o n a l i z a r 	 P e r s o n n a l i s e r 	 A n p a s s e n 	 7<5=. 	 P e r s o n a l i z z a 	 *.5J5	 P e r s o n a l i z a r 	 K i _i s e l l e _t i r 	 C u s t o m i z e 	 C u s t o m i z e 	 C u s t o m i z e 	 	(	A		B	2	?	$	  	0	G			 	 	 	 S z e m  l y r e   s z a b  s 	 	 	 	 N a a r   w e n s   a a n p a s s e n 	 	 	 P e r s o n a l i z a r e 	 	 	   	 	 	 3A'14  FEH/F	 	 	 										 	 	 	 	 	 	 	 	 P a s m a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r s o n a l i z a r 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ R E P E A T 	 f m r a d i o 	 I C O N T E X T 	 r e p e a t   s e t t i n g   f o r   s c h e d u l e 	 R e p e a t 	 ͑	 ͑
Y	 I3	 R e p e t i r   	 R  p  t e r 	 W i e d e r h o l e n 	 >2B>@	 R i p e t i 	 *C1'1	 R e p e t i r 	 Y i n e l e 	 R e p e a t 	 R e p e a t 	 R e p e a t 	 &	K	9	0	>				 	 	 	 I s m  t l  s 	 	 	 	 H e r h a l e n 	 	 	 R e p e t a r e 	 	 	 	 	 	 *1'1	 	 	 								 	 	 	 	 	 	 	 	 H e r h a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p e t i r 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ M A N U A L _ I N P U T 	 f m r a d i o 	 I C O N T E X T 	 M a n u a l   i n p u t   f r e q u e n c y 	 M a n u a l   i n p u t 	 KbR8eQ	 KbReQ	 I-AA!'%	 E n t r a d a   m a n u a l 	 S a i s i e   m a n u e l l e 	 M a n u e l l e   E i n g a b e 	  CG=>9  22>4	 I n s e r i m e n t o   m a n u a l e 	 */.D  J/HJ'	 I n t r o d u   o   m a n u a l 	 M a n  e l   g i r i _	 M a n u a l   i n p u t 	 M a n u a l   i n p u t 	 M a n u a l   i n p u t 	 .	H	(	A		2	  	(	*	A			 	 	 	 M a n u  l i s   b e v i t e l 	 	 	 	 H a n d m a t i g e   i n v o e r 	 	 	 I n t r o d u c e r e   m a n u a l 	 	 	   	 	 	 H'1/FEH/F  /3*	 	 	 									  						 	 	 	 	 	 	 	 	 I n v o e r   p e r   h a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n t r a d a   m a n u a l 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ C H A N N E L _ S E T T I N G S 	 f m r a d i o 	 T I T L E 	 S e t t i n g s   f o r   c h a n n e l 	 C h a n n e l   s e t t i n g s 	 ;S-[	 Sn	 2#1IH2A
@%	 C o n f i g u r a c i  n   d e   c a n a l   	 R  g l a g e s   d u   c a n a l 	 K a n a l e i n s t e l l u n g e n 	 0AB@>9:0  :0=0;0	 I m p o s t a z i o n i   c a n a l e 	 6(7  'DBF'H'*	 D e f i n i   e s   d e   c a n a l 	 K a n a l   a y a r l a r 1	 C h a n n e l   s e t t i n g s 	 C h a n n e l   s e t t i n g s 	 C h a n n e l   s e t t i n g s 	 	H	(	2	  8	G		?				 	 	 	 C s a t o r n a b e  l l  t  s o k 	 	 	 	 K a n a a l i n s t e l l i n g e n 	 	 	 S e t r i   c a n a l 	 	 	   	 	 	 *F8JEG'  C'F'D	 	 	 							  						 	 	 	 	 	 	 	 	 K a n a a l - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c a n a l 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ S C H E D U L E _ L I S T 	 f m r a d i o 	 I C O N T E X T 	 S c h e d u l e   l i s t 	 S c h e d u l e 	 [Bf^dnU	 [e^dRh	 2#2@'%2	 P r o g r a m a   	 P r o g r a m m e 	 Z e i t p l a n u n g 	  0A?8A0=85	 P r o g r a m m a 	 ,/HD	 P r o g r a m a 	 P l a n l a   	 S c h e d u l e 	 S c h e d u l e 	 S c h e d u l e 	 	(	A	8	B		@	  	 	 	 	  t e m t e r v 	 	 	 	 P l a n n i n g 	 	 	 P r o g r a m a r e 	 	 	   	 	 	 2E'F(F/	 	 	 								 	 	 	 	 	 	 	 	 S k e d u l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o g r a m a   o 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ N O _ C H A N N E L _ S C H E D U L E D 	 f m r a d i o 	 P O P U P 	 E r r o r   P o p u p   i f   n o   c h a n n e l   s c h e d u l e d   b e f o r e   a c t i v a t i n g 	 N o   c h a n n e l   s c h e d u l e d 	 !qx[;S	 e	[S	 D!H!5A
@%2!2#2@'%2	 N o   h a y   c a n a l e s   p r o g r a m a d o s 	 A u c u n   c a n a l   p r o g r a m m  	 K e i n   K a n a l   g e p l a n t 	 5B  70?;0=8@>20==KE  :0=0;>2	 N e s s u n   c a n a l e   p r o g r a m m a t o 	 D'  *H,/  BF')  'DE.*'1)	 N e n h u m   c a n a l   p r o g r a m a d o 	 K a n a l   p l a n l a n m a d 1	 N o   c h a n n e l   s c h e d u l e d 	 N o   c h a n n e l   s c h e d u l e d 	 N o   c h a n n e l   s c h e d u l e d 	 	K		  	H	(	2	  	(	A	8	B		?	$	  (	9	@			 	 	 	 N i n c s    t e m e z e t t   c s a t o r n a 	 	 	 	 G e e n   k a n a a l   g e p l a n d 	 	 	 N i c i u n   c a n a l   p r o g r a m a t 	 	 	     	 	 	 G  'F'D  2E'F(F/  F4/G	 	 	 			  							  							  				 	 	 	 	 	 	 	 	 G e e n   k a n a a l   g e s k e d u l e e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c a n a l   p r o g r a m a d o 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ E R R O R _ T I M E 	 f m r a d i o 	 P O P U P 	 S c h e d u l e   e x p i r e d 	 S c h e d u l e   e x p i r e d 	 [Bf^dnUSNg	 [e^dRhǏg	 2#2@'%2+!-2"8	 E l   p r o g r a m a   s e   v e n c i  	 P r o g r a m m a t i o n   e x p i r  e 	 Z e i t p l a n   a b g e l a u f e n 	  0A?8A0=85  8AB5:;>	 P r o g r a m m a   s c a d u t o 	 'F*G'!  'DEH9/	 O   p r o g r a m a   e x p i r o u 	 P l a n l a m a   s  r e s i   s o n a   e r d i 	 R e c o r d   t i m e   e x p i r e d 	 R e c o r d   t i m e   e x p i r e d 	 R e c o r d   t i m e   e x p i r e d 	 	(	A	8	B		@	  8	.	>	*	M	$		 	 	 	 L e j  r t    t e m e z  s 	 	 	 	 P l a n n i n g   v e r l o p e n 	 	 	 P r o g r a m a r e   e x p i r a t 	 	 	     	 	 	 2E'F(F/  EFB6  1//G	 	 	 								  			  			, 						  			  				 	 	 	 	 	 	 	 	 S k e d u l e   h e t   v e r s t r y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o g r a m a   o   e x p i r a d a 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ I N V A L I D _ T I M E 	 f m r a d i o 	 P O P U P 	 t i m e   n o t   c o r r e c t 	 E n d   t i m e   m u s t   b e   g r e a t e r   t h a n   s t a r t   t i m e 	 P}_gBf_'YeYBf	 ~_ge_{'YN _Ye	 @'%2*4I*8I-!2'H2@'%2@#4H!I	 E l   t i e m p o   f i n a l   d e b e   s e r   m a y o r   q u e   e l   t i e m p o   d e   i n i c i o   	 L ' h e u r e   d e   f i n   d o i t    t r e   a p r  s   l ' h e u r e   d e   d  b u t 	 E n d z e i t   m u s s   n a c h   d e r   S t a r t z e i t   l i e g e n 	 @5<O  >:>=G0=8O  4>;6=>  1KBL  1>;LH5  2@5<5=8  =0G0;0	 L  o r a   d i   f i n e   d e v e   e s s e r e   s u p e r i o r e   a l l  o r a   d i   i n i z i o 	 J,(  #F  JCHF  HB*  'D'F*G'!  #C(1  EF  HB*  'D(/!	 A   h o r a   d e   f i m   d e v e   s e r   m a i o r   d o   q u e   a   h o r a   d e   i n  c i o 	 B i t i _  z a m a n 1  b a _l a n g 1   z a m a n 1n d a n   b  y  k   o l m a l 1d 1r . 	 I n c o r r e c t   e n d   t i m e 	 I n c o r r e c t   e n d   t i m e 	 I n c o r r e c t   e n d   t i m e 	 	(	M	$	  8	.	/	  *	M	0	>	0	.	M	-	  8	.	/	  8	G	  	'	?		  9	K	(	>	  	>	9	?			 	 	 	 A   b e f e j e z  s   i d e j  n e k   k  s Qb b i n e k   k e l l   l e n n i e ,   m i n t   a   k e z d  s   i d e j e 	 	 	 	 E i n d t i j d   m o e t   l a t e r   z i j n   d a n   s t a r t t i j d 	 	 	 O r a   d e   o p r i r e   t r e b u i e   s   f i e   m a i    n a i n t a t   d e c  t   c e a   d e   p o r n i r e 	 	 	     	 	 	 2E'F  ~''F  ('3*  (21*1  '2  2E'F  ":'2  ('4/	 	 	 								  			  					  					  				  				  			  			  	 	 	 	 	 	 	 	 	 K l a a r m a a k t y d   m o e t   n    b e g i n t y d   w e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a   f i n a l   i n c o r r e t a 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ E R R O R _ F R E Q 	 f m r a d i o 	 P O P U P 	 E r r o r   p o p u p :   c o u l d   n o t   s t a r t   d u e   t o   i n v a l i d   f r e q u e n c y 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 . 0 	 ;s8 7 . 5   ~   1 0 8 . 0 	 s8 7 . 5   ~   1 0 8 . 0 	 '2!5H:   8 7 . 5   ~   1 0 8 . 0 	 F r e c u e n c i a :   8 7 . 5   ~   1 0 8 . 0 	 F r  q u e n c e   :     8 7 . 5   ~   1 0 8 . 0 	 F r e q u e n z :   8 7 , 5   b i s   1 0 8 , 0 	 '0AB>B0:   8 7 . 5   ~   1 0 8 . 0 	 F r e q u e n z a :   8 7 . 5   ~   1 0 8 . 0 	 'D*1//:   8 7 . 5   ~   1 0 8 . 0 	 F r e q u  n c i a :   8 7 . 5   ~   1 0 8 . 0 	 F r e k a n s   :   8 7 . 5   ~   1 0 8 . 0 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 F r e q u e n c y :   8 7 . 5   ~   1 0 8 	 	5	C	$	?	:   8 7 . 5   ~   1 0 8 . 0 	 	 	 	 F r e k v e n c i a :   8 7 . 5   ~   1 0 8 . 0 	 	 	 	 F r e q u e n t i e :   8 7 . 5   ~   1 0 8 . 0 	 	 	 F r e c v e n c:   8 7 , 5   -   1 0 8 , 0 	 	 	 :   8 7 . 5   ~   1 0 8 	 	 	 (3'E/:   8 7 . 5   ~   1 0 8 . 0 	 	 	 											- 8 7 . 5   ~   1 0 8 . 0 	 	 	 	 	 	 	 	 	 F r e k w e n s i e :   8 7 . 5   ~   1 0 8 . 0 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F r e q u  n c i a :   8 7 . 5   ~   1 0 8 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ S T A R T E D _ M S G 	 f m r a d i o 	 P O P U P 	 S c h e d u l e   s t a r t e d   m e s s a g e 	 S c h e d u l e r   s t a r t e d 	 [Bf^d]Y	 [e^d] _Y	 1'12#2@'%2	 E l   p r o g r a m a d o r   i n i c i  	 P r o g r a m m a t i o n   d  m a r r  e 	 Z e i t p l a n e r   g e s t a r t e t 	 ;0=8@>2I8:  70?CI5=	 S c h e d u l e r   r i a v v i a t o 	 (/#*  'DE,/HD	 P r o g r a m a d o r   i n i c i a d o 	 P l a n l a y 1c 1  b a _l a d 1	 S c h e d u l e r   s t a r t e d 	 S c h e d u l e r   s t a r t e d 	 S c h e d u l e r   s t a r t e d 	 	(	A	8	B			  6	A	0	B		 	 	 	  t e m e z Q  e l i n d  t v a 	 	 	 	 P l a n n e r   g e s t a r t 	 	 	 P r o g r a m a t o r   p o r n i t 	 	 	   	 	 	 2E'F(F/  ":'2  ('11/	 	 	 											  				  						 	 	 	 	 	 	 	 	 S k e d u l e e r d e r   h e t   b e g i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o g r a m a d o r   i n i c i a d o 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ S T O P P E D _ M S G 	 f m r a d i o 	 P O P U P 	 S c h e d u l e   s t o p p e d   m e s s a g e 	 S c h e d u l e r   s t o p p e d 	 [Bf^d]\Pbk	 [e^d]\Pbk	 1'12#2@'%2+"8	 E l   p r o g r a m a d o r   f i n a l i z    	 P r o g r a m m a t i o n   a r r  t  e 	 Z e i t p l a n e r   g e s t o p p t 	 ;0=8@>2I8:  >AB0=>2;5=	 S c h e d u l e r   a r r e s t a t o 	 *HBA*  'DE,/HD	 P r o g r a m a d o r   p a r a d o 	 P l a n l a y 1c 1  d u r d u r u l d u 	 S c h e d u l e r   s t o p p e d 	 S c h e d u l e r   s t o p p e d 	 S c h e d u l e r   s t o p p e d 	 	(	A	8	B			  0	K		>		 	 	 	  t e m e z Q  l e  l l  t v a 	 	 	 	 P l a n n e r   g e s t o p t 	 	 	 P r o g r a m a t o r   o p r i t 	 	 	   	 	 	 2E'F(F/  E*HBA  1//	 	 	 											  				  						 	 	 	 	 	 	 	 	 S k e d u l e e r d e r   h e t   g e s t o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o g r a m a d o r   p a r a d o 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ O N C E 	 f m r a d i o 	 C 0 5 7 _ 1 	 R e p e a t   t y p e   o n c e 	 O n c e 	  N!k	  N!k	 +6H#1I	 U n a   v e z 	 u n e   f o i s 	 E i n m a l 	 48=  @07	 U n a   v o l t a 	 E1)  H'-/)	 U m a   v e z 	 B i r   K e r e 	 M t   l n 	 S e k a l i 	 S e k a l i 	 		  ,	>	0		 	 	 	 E g y s z e r 	 	 	 	 E e n m a l i g 	 	 	 O   d a t 	 	 	 	 	 	 JC('1	 	 	 						 	 	 	 	 	 	 	 	 E e n   k e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U m a   v e z 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ E V E R Y D A Y 	 f m r a d i o 	 C 0 5 7 _ 1 	 R e p e a t   t y p e   e v e r y d a y 	 E v e r y d a y 	 k)Y	 k)Y	 8'1	 D i a r i a m e n t e 	 T o u s   l e s   j o u r s 	 T  g l i c h 	 064K9  45=L	 O g n i   g i o r n o 	 JHEJK'	 D i a r i a m e n t e 	 H e r g  n 	 H  n g   n g  y 	 S e t i a p   h a r i 	 H a r i - h a r i 	 9	0	  0	K		<		 	 	 	 M i n d e n n a p 	 	 	 	 D a g e l i j k s 	 	 	  n   f i e c a r e   z i 	 	 	   	 	 	 G1  1H2	 	 	 									 	 	 	 	 	 	 	 	 E l k e   d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i  r i o 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ W E E K L Y 	 f m r a d i o 	 C 0 5 7 _ 1 	 R e p e a t   t y p e   w e e k l y 	 W e e k l y 	 k1	 khT	 #2"*12+L	 S e m a n a l m e n t e 	 C h a q u e   s e m a i n e 	 W  c h e n t l i c h 	 65=545;L=>	 O g n i   s e t t i m a n a 	 #3(H9JK'	 S e m a n a l m e n t e 	 H a f t a d a   B i r 	 H  n g   t u n 	 S e t i a p   m i n g g u 	 M i n g g u a n 	 8	>	*	M	$	>	9	?			 	 	 	 H e t i 	 	 	 	 W e k e l i j k s 	 	 	 S p t m  n a l 	 	 	 	 	 	 GA*	 	 	 					  								 	 	 	 	 	 	 	 	 W e e k l i k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m a n a l m e n t e 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ M O N T H L Y 	 f m r a d i o 	 C 0 5 7 _ 1 	 R e p e a t   t y p e   m o n t h l y 	 M o n t h l y 	 kg	 kg	 #2"@7-	 M e n s u a l m e n t e 	 C h a q u e   m o i s 	 M o n a t l i c h 	 65<5AOG=>	 O g n i   m e s e 	 4G1JK'	 M e n s a l m e n t e 	 A y d a   B i r 	 H  n g   t h  n g 	 S e t i a p   b u l a n 	 B u l a n a n 	 .	>	8	?			 	 	 	 H a v i 	 	 	 	 M a a n d e l i j k s 	 	 	 L u n a r 	 	 	 	 	 	 E'G'FG	 	 	 					  					 	 	 	 	 	 	 	 	 M a a n d e l i k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a l m e n t e 
 
 S T R _ I D _ F M R D O _ S C H E D U L E R _ D E A C T I V A T E D 	 f m r a d i o 	 P O P U P 	 P o p u p :   D e a c t i v a t e d 	 D e a c t i v a t e d 	 ]ܕ	 ]sQ	 432A%I'	 D e s a c t i v a d o   	 D  s a c t i v  	 D e a k t i v i e r t 	 >B:;	 D i s a t t i v a t o 	 *E  %D:'!  'D*F4J7	 D e s a c t i v a d o 	 D e v r e   D 1_1	    t t 	 D i n o n a k t i f k a n 	 D i n y a h a k t i f k a n 	 (	?	7	M		M	0	?	/		 	 	 	 K i k a p c s o l v a 	 	 	 	 I n a c t i e f 	 	 	 D e z a c t i v a t 	 	 	   	 	 	 :1A9'D  1/J/	 	 	 										 	 	 	 	 	 	 	 	 G e d e a k t i v e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a t i v a d o 
 
 S T R _ I D _ F M R D O _ S E T _ C H _ L I S T 	 f m r a d i o 	 P O P U P 	 P o p u p :   S e t   c h a n n e l   l i s t   f i r s t 	 S e t   c h a n n e l   l i s t   f i r s t 	 ˊHQ-n;SnU	 HQnSRh	 1IH2#2"2#A
@%H-	 C o n f i g u r a r   l i s t a   d e   c a n a l e s   p r i m e r o 	 R  g l e r   l a   l i s t e   d e s   c h a  n e s   e n   p r e m i e r 	 E r s t   K a n a l l i s t e   e i n s t e l l e n 	 !=0G0;0  CAB0=>28B5  A?8A>:  :0=0;>2	 I m p o s t a   p r i m a   e l e n c o   c a n a l i 	 '6(7  B'&E)  'DBFH'*  #HD'K	 D e f i n a   p r i m e i r o   a   l i s t a   d e   c a n a i s 	 K a n a l   l i s t e s i n i   i l k    n c e   a y a r l a 	 C  i   d . s  c h   k  n h   t r c 	 T e t a p k a n   d u l u   d a f t a r   s a l u r a n 	 S e t   s e n a r a i   s a l u r a n   d a h u l u 	 	H	(	2	  8	B		@	  *	9	2	G	  8	G		  	0	G			 	 	 	  l Qb b    l l  t s a   b e   a   c s a t o r n a l i s t  t 	 	 	 	 K a n a a l l i j s t   e e r s t   v e r z e n d e n 	 	 	 S e t a ci   m a i    n t  i   l i s t a   d e   c a n a l e 	 	 	         	 	 	 F.3*  D3*  'F'DG'  1'  E4.5  FE'/	 	 	 						  							  					  			  					 	 	 	 	 	 	 	 	 S t e l   e e r s   k a n a a l l y s   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   p r i m e i r o   a   l i s t a   d e   c a n a i s 
 
 S T R _ I D _ F M S R _ C U S T O M _ D A Y S _ I N C O R R E C T 	 F M S c h e d u l e R e c 	 P O P U P 	 N o   d a y   s e l e c t e d   f o r   c u s t o m   r e p e a t   d a y s 	 P l e a s e   s e l e c t   t h e   r e p e a t   d a y s 	 ˊxS͑eg	 	b͑
Yeg	 @'%2@#4H!I'#@G@'%2+%12@'%2181	 E l   t i e m p o   d e   i n i c i o   d e b e   s e r   m e n o r   q u e   e l   t i e m p o   a c t u a l   	 L ' h e u r e   d e   d  p a r t   d o i t    t r e   p o s t  r i e u r e      l ' h e u r e   a c t u e l l e 	 S t a r t z e i t   s o l l t e   s p  t e r   a l s   a k t u e l l e   Z e i t   s e i n 	 @5<O  =0G0;0  4>;6=>  1KBL  ?>A;5  B5:CI53>  2@5<5=8	 L ' o r a r i o   d i   i n i z i o   d e v e   e s s e r e   s u c c e s s i v o   a   q u e l l o   a t t u a l e 	 J,(  #F  *CHF  BJE)  HB*  'D(/!  #C(1  EF  BJE)  'DHB*  'D-'DJ	 A   h o r a   d e   i n  c i o   d e v e   s e r   p o s t e r i o r      h o r a   a c t u a l 	 B a _l a n g 1   z a m a n 1  _i m d i k i   z a m a n d a n   d a h a   s o n r a   o l m a l 1d 1r 	 G i   b t   u   p h i   t r   h n   g i   h i n   h  n h 	 P i l i h   h a r i   y a n g   b e r u l a n g 	 W a k t u   b e r m u l a   h a r u s   l e b i h   l e w a t   d a r i p a d a   w a k t u   s e m a s a 	 *	M	0	>	0		-	  8	.	/	  5	0	M	$	.	>	(	  8	.	/	  	G	  ,	>	&	  9	K	(	>	  	>	9	?			 	 	 	 A   k e z d  s   i d e j  n e k   k  s Qb b i n e k   k e l l   l e n n i e ,   m i n t   a   p o n t o s   i d Q	 	 	 	 D e   s t a r t t i j d   m o e t   l a t e r   z i j n   d a n   d e   h u i d i g e   t i j d 	 	 	 O r a   d e    n c e p u t   t r e b u i e   s   f i e   m a i    n a i n t a t   d e c  t   o r a   c u r e n t 	 	 	             	 	 	 2E'F  ":'2  ('3*  ~3  '2  2E'F  FHF  ('4/	 	 	 					  			  							  					  			  				  					 	 	 	 	 	 	 	 	 B e g i n t y d   m o e t   l a t e r   a s   h u i d i g e   t y d   w e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n e   o s   d i a s   r e p e t i d o s 
 
 S T R _ I D _ F N G _ S E T T I N G _ J A V A _ B K L I G H T 	 J a v a 	 I C O N T E X T 	 M e n u   i t e m ,   c o n f i g   J a v a   f o r c e   b a c k g r o u n d   l i g h t   e n a b l e   o r   n o t . 	 J a v a   b a c k l i g h t 	 J a v a -n	 J a v a n	 A*D2'2	 L u z   d e   f o n d o   d e   J a v a 	 R  t r o    c l a i r a g e   J a v a 	 J a v a - H i n t e r g r u n d l i c h t 	 >4A25B:0	 R e t r o i l l u m i n a z i o n e   J a v a 	 %6'!)  J a v a   'D.DAJ)	 L u z   d e   f u n d o   J a v a 	 J a v a   a r k a 1_11	  n   n n   J a v a 	 C a h a y a   l a t a r   J a v a 	 L a m p u   l a t a r   J a v a 	 	>	5	>	  ,	H		2	>				 	 	 	 J a v a   h  t t  r v i l  g  t  s t 	 	 	 	 J a v a - a c h t e r g r o n d v e r l i c h t i n g 	 	 	 F u n d a l   J a v a 	 	 	     J a v a 	 	 	 FH1~4*  J a v a 	 	 	 				  										 	 	 	 	 	 	 	 	 J a v a - a g t e r g r o n d l i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L u z   d e   f u n d o   J a v a 
 
 S T R _ J A V A _ P E R M I S S I O N _ O B E X _ C L I E N T _ T C P 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   s e n d   i n f o r m a t i o n   ( O B E X   c l i e n t   T C P ) .   T h i s   w i l l   r e q u i r e   t h e   u s e   o f   a i r t i m e   w h i c h   m a y   c o s t   y o u   m o n e y .   I s   t h i s   O K ? 	 Pz_ O(u}OPǌe( O B E X   c l i e n t   T C P ) `S_/eN
N}v(u#jSNU	 ُ*Nz^ O(uQ~( O B E X   c l i e n t   T C P ) eg ODe`S_{/eN
NQv9(uُ7hSNT	 A-%4@
1HI-2#*HI-!9%  ( O B E X   D%@-GL  T C P )   5H3C+I3@GI-C
IA-#LD!L  6H-23C+I8@*5"H2C
IH2"  %+#7-D!H? 	 L a   a p l i a c i  n   d e s e a   e n v i a r   i n f o r m a c i  n   ( T C P   c l i e n t e   O B E X ) .   E s t o   r e q u e r i r    d e l   u s o   d e   t i e m p o   d e   c o n e x i  n q u e   l e   p o d r  a   c o s t a r   d i n e r o ,    a c e p t a ? 	 L ' a p p l i c a t i o n   v e u t   e n v o y e r   d e s   i n f o r m a t i o n s   ( c l i e n t   O B E X   T C P ) .   C e c i   r e q u i e r t   u n e   c o n n e x i o n   e t   p e u t   c o  t e r   d e   l ' a r g e n t .   E s t - c e   O K   ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( O B E X - C l i e n t - T C P ) .   D i e   S e n d e z e i t   h i e r f  r   k  n n t e   g e b  h r e n p f l i c h t i g   s e i n .   I s t   d a s   O K ? 	 @8;>65=85  E>G5B  ?>A;0BL  8=D>@<0F8N  ( O B E X   :;85=B  T C P ) .   -B>  ?>B@51C5B  ?5@540G8  40==KE  G5@57  A5BL,   A  4>?>;=8B5;L=>9  >?;0B>9.   @>4>;68BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   i n v i a r e   i n f o r m a z i o n i   ( T C P   c l i e n t   O B E X ) .   P e r   q u e s t a   o p e r a z i o n e   o c c o r r e   u s a r e   l ' o r a r i o   t r a s m i s s i o n e   c h e   p o t r e b b e   e s s e r e   a   p a g a m e n t o .   A c c e t t i ? 	 J1J/  'D*7(JB  %13'D  'DE9DHE'*  ( T C P   'D.'5)  (9EJD  O B E X )   9DI  #F  JB*6J  0DC  '3*./'E  HB*  'D'*5'D  'DE('41  'D0J  B/  JC(/C  #EH'D'K,   GD  *H'AB  9DI  0DC	 A   a p l i c a   o   d e s e j a   e n v i a r   i n f o r m a   e s   ( C l i e n t e   O B E X   T C P ) 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( O B E X   i s t e m c i   T C P ) .   B u ,    c r e t l i   o l a b i l e c e k   y a y 1n   z a m a n 1n 1n   k u l l a n 1l m a s 1n 1  g e r e k t i r e c e k .   D e v a m   e d i l s i n   m i ? 	 n g   d n g   m u n   g i   t h  n g   t i n   ( G . t h c   k . s o  t   t r u y n   t i   m  y   k h  c h   O B E X ) .   D c h   v   n  y   c n   d  n g   m n g   v    c    t h   b   t  n h   p h  .   B n   n g   y ? 	 A p l i k a s i   i n g i n   m e n g i r i m   i n f o r m a s i   ( T C P   k l i e n   O B E X ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   i n i   i n g i n   m e n g h a n t a r   m a k l u m a t   ( T C P   k l i e n   O B E X ) .   I n i   a k a n   m e n g g u n a k a n   m a s a   s i a r a n   y a n g   m u n g k i n   d i k e n a k a n   b a y a r a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	B		(	>	  ( O B E X   c l i e n t   T C P )   -	G		(	>	  	>	9	$	@	  9	H	.   	8		G	  2	?		  	/	0		>		.	  	@	  	<	0	B	0	$	  9	K		@	  	?	8		G	  2	?		  	*		K	  -	A		$	>	(	  	0	(	>	  9	K		>	.   	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   k  l d e n i   ( O B E X   k l i e n s   T C P ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 D e   t o e p a s s i n g   w i l   i n f o r m a t i e   v e r s t u r e n   ( O B E X - c l i e n t   T C P ) .   H i e r v o o r   m o e t   v e r b i n d i n g   w o r d e n   g e m a a k t   e n   d a a r   k u n n e n   k o s t e n   a a n   v e r b o n d e n   z i j n .   G a a t   u   a k k o o r d ? 	 	 	 A p l i c a ci a   d o r e _t e   s   t r i m i t   i n f o r m a ci i   ( T C P   c l i e n t   O B E X ) .   A c e s t   l u c r u   v a   n e c e s i t a   t i m p   d e   t r a n s m i s i e ,   c a r e   v   p o a t e   c o s t a   b a n i .   A c c e p t a ci ? 	 	 	         (   O B E X   T C P ) .                     .     ? 	 	 	 (1F'EG  EJ.H'G/  '7D'9'*  ( T C P   E4*1  O B E X )   (A13*/.   'JFC'1  FJ'2EF/  (C'1J1  2E'F  E.'(1'*  (H/G  H  (1'J*'F  G2JFG  G'J  /1(1/'1/.   "J'  E  ~0J1J/	 	 	 														  				  						  			  ( 								  									  						) d	  				  				  					  								  							  				  							  			  				  					  				  			  			  				d	  			  			?   	 	 	 	 	 	 	 	 	 D i e   t o e p a s s i n g   w i l   i n l i g t i n g   ( O B E X - p r o g r a m   T C P )   s t u u r .   D i t   v e r e i s   d i e   g e b r u i k   v a n   l u g t y d   w a t   g e l d   k a n   k o s .   I s   d i t   i n   d i e   h a a k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   a p l i c a t i v o   q u e r   e n v i a r   i n f o r m a   e s   ( c l i e n t e   T C P   O B E X ) .   I s s o   e x i g i r    o   u s o   d e   t e m p o   n o   a r ,   o   q u e   p o d e   c u s t a r   d i n h e i r o .   E s t    b e m ? 
 
 S T R _ J A V A _ P E R M I S S I O N _ O B E X _ S E R V E R _ T C P 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   r e c e i v e   i n f o r m a t i o n   ( O B E X   s e r v e r   T C P ) .   T h i s   w i l l   r e q u i r e   t h e   u s e   o f   a i r t i m e   w h i c h   m a y   c o s t   y o u   m o n e y .   I s   t h i s   O K ? 	 Pz_ O(u}OPǌe( O B E X   s e r v e r   T C P ) `S_/eN
N}v(u#jSNU	 ُ*Nz^ O(uQ~( O B E X   s e r v i c e   T C P ) eg ODe`S_{/eN
NQv9(uُ7hSNT	 A-%4@
1HI-2##1I-!9%  ( O B E X   @4#L@'-#L  T C P )   5H3C+I3@GI-C
IA-#LD!L  6H-23C+I8@*5"H2C
IH2"  %+#7-D!H? 	 L a   a p l i a c i  n   d e s e a   r e c i b i r   i n f o r m a c i  n   ( T C P   s e r v i d o r   O B E X ) .   E s t o   r e q u e r i r    d e l   u s o   d e   t i e m p o   d e   c o n e x i  n q u e   l e   p o d r  a   c o s t a r   d i n e r o ,    a c e p t a ? 	 L ' a p p l i c a t i o n   v e u t   r e c e v o i r   d e s   i n f o r m a t i o n s   ( c l i e n t   O B E X   T C P ) .   C e c i   r e q u i e r t   u n e   c o n n e x i o n   e t   p e u t   c o  t e r   d e   l ' a r g e n t .   E s t - c e   O K   ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   e m p f a n g e n   ( O B E X - S e r v e r - T C P ) .   D i e   S e n d e z e i t   h i e r f  r   k  n n t e   g e b  h r e n p f l i c h t i g   s e i n .   I s t   d a s   O K ? 	 @8;>65=85  E>G5B  ?>;CG8BL  8=D>@<0F8N  ( O B E X   :;85=B  T C P ) .   -B>  ?>B@51C5B  ?5@540G8  40==KE  G5@57  A5BL,   A  4>?>;=8B5;L=>9  >?;0B>9.   @>4>;68BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   r i c e v e r e   i n f o r m a z i o n i   ( T C P   c l i e n t   O B E X ) .   P e r   q u e s t a   o p e r a z i o n e   o c c o r r e   u s a r e   l ' o r a r i o   t r a s m i s s i o n e   c h e   p o t r e b b e   e s s e r e   a   p a g a m e n t o .   A c c e t t i ? 	 J1J/  'D*7(JB  '3*D'E  'DE9DHE'*  ( T C P   'D.'5)  (9EJD  O B E X )   9DI  #F  JB*6J  0DC  '3*./'E  HB*  'D'*5'D  'DE('41  'D0J  B/  JC(/C  #EH'D'K  GD  *H'AB  9DI  0DC	 A   a p l i c a   o   d e s e j a   r e c e b e r   i n f o r m a   e s   ( S e r v i d o r   O B E X   T C P ) 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( O B E X   s u n u c u   T C P ) .   B u ,    c r e t l i   o l a b i l e c e k   y a y 1n   z a m a n 1n 1n   k u l l a n 1l m a s 1n 1  g e r e k t i r e c e k .   D e v a m   e d i l s i n   m i ? 	 n g   d n g   m u n   n h n   t h  n g   t i n   ( G . t h c   k . s o  t   t r u y n   t i   m  y   c h   O B E X ) .   D c h   v   n  y   c n   d  n g   m n g   v    c    t h   b   t  n h   p h  .   B n   n g   y ? 	 A p l i k a s i   i n g i n   m e n e r i m a   i n f o r m a s i   ( T C P   s e r v e r   O B E X ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   i n i   i n g i n   m e n e r i m a   m a k l u m a t   ( T C P   p e l a y a n   O B E X ) .   I n i   a k a n   m e n g g u n a k a n   m a s a   s i a r a n   y a n g   m u n g k i n   d i k e n a k a n   b a y a r a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	B		(	>	    ( O B E X   s e r v e r   T C P )   *	M	0	>	*	M	$	  	0	(	>	  	>	9	$	@	  9	H	.   	8		G	  2	?		  	/	0		>		.	  	@	  	0	B	0	$	  9	K		@	  	?	8		G	  2	?		  	*		K	  -	A		$	>	(	  	0	(	>	  9	K		>	.   	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   i n f o r m  c i  t   k  v  n   f o g a d n i   ( O B E X   s z e r v e r   T C P ) .   E z   b e s z  l g e t  s i   i d Qt   v e s z   i g  n y b e ,   e z  r t   k  l t s  g g e l   j  r h a t .   R e n d b e n   v a n ? 	 	 	 	 D e   t o e p a s s i n g   w i l   i n f o r m a t i e   o n t v a n g e n   ( O B E X - s e r v e r   T C P ) .   H i e r v o o r   m o e t   v e r b i n d i n g   w o r d e n   g e m a a k t   e n   d a a r   k u n n e n   k o s t e n   a a n   v e r b o n d e n   z i j n .   G a a t   u   a k k o o r d ? 	 	 	 A p l i c a ci a   d o r e _t e   s   p r i m e a s c   i n f o r m a ci i   ( T C P   c l i e n t   O B E X ) .   A c e s t   l u c r u   v a   n e c e s i t a   t i m p   d e   t r a n s m i s i e ,   c a r e   v   p o a t e   c o s t a   b a n i .   A c c e p t a ci ? 	 	 	         (   O B E X   T C P ) .                     .     ? 	 	 	 (1F'EG  EJ.H'G/  '7D'9'*  ( T C P   31H1  O B E X )   /1'A*  FE'/.   'JFC'1  FJ'2EF/  (C'1J1  2E'F  E.'(1'*  (H/G  H  (1'J*'F  G2JFG  G'J  /1(1/'1/.   "J'  E  ~0J1J/	 	 	 														  				  				  			  ( 								  									  						) d	  				  				  					  								  							  				  							  			  				  					  				  			  			  				d	  			  			?   	 	 	 	 	 	 	 	 	 D i e   t o e p a s s i n g   w i l   i n l i g t i n g   ( O B E X - b e d i e n e r   T C P )   o n t v a n g .   D i t   v e r e i s   d i e   g e b r u i k   v a n   l u g t y d   w a t   g e l d   k a n   k o s .   I s   d i t   i n   d i e   h a a k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   a p l i c a t i v o   q u e r   r e c e b e r   i n f o r m a   e s   ( c l i e n t e   T C P   O B E X ) .   I s s o   e x i g i r    o   u s o   d e   t e m p o   n o   a r ,   o   q u e   p o d e   c u s t a r   d i n h e i r o .   E s t    b e m ? 
 
 S T R _ J A V A _ P E R M I S S I O N _ O B E X _ C L I E N T 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   d i r e c t l y   c o n n e c t   t o   a   c o m p u t e r   t o   e x c h a n g e   i n f o r m a t i o n ( O B E X   c l i e n t ) .   I s   t h a t   O K ? 	 Pz_ vcf#}Ncǌe( O B E X   c l i e n t ) #jSNU	 ُ*Nz^ vcN{:gT:gNbcDe( O B E X   c l i e n t ) ُ7hSNT	 A-%4@
1HI-2#@
7H-!H-D"1-!4'@-#LB"#@7H-A%@%5H"I-!9%  ( O B E X   D%@-GL)   %+#7-D!H? 	 L a   a p l i a c i  n   d e s e a   c o n t e c t a r s e   d i r e c t a m e n t e   a   u n   c o m p u t a d o r   p a r a   i n t e r c a m b i a r   i n f o r m a c i  n   ( c l i e n t e   O B E X ) ,    a c e p t a ? 	 L ' a p p l i c a t i o n   v e u t   s e   c o n n e c t e r   d i r e c t e m e n t      u n   o r d i n a t e u r   p o u r    c h a n g e r   d e s   i n f o r m a t i o n s   ( c l i e n t   O B E X ) .   E s t - c e   O K   ? 	 D i e   A n w e n d u n g   m  c h t e   s i c h   f  r   e i n e n   I n f o r m a t i o n s a u s t a u s c h   d i r e k t   m i t   e i n e m   C o m p u t e r   v e r b i n d e n   ( O B E X - C l i e n t ) .   I s t   d a s   O K ? 	 @8;>65=85  E>G5B  ?>4:;NG8BLAO  ?@O<>  :  :><?LNB5@C  4;O  >1<5=0  8=D>@<0F859  ( :;85=B  O B E X ) .   @>4>;68BL? 	 L ' a p p l i c a z i o n e   d e s i d e r a   c o n n e t t e r s i   d i r e t t a m e n t e   a d   u n   c o m p u t e r   p e r   s c a m b i a r e   i n f o r m a z i o n i   ( c l i e n t   O B E X ) .   A c c e t t i ? 	 J1J/  'D*7(JB  'D'*5'D  ('DCE(JH*1  E('41)K  (G/A  *('/D  'DE9DHE'*  ( 9EJD  O B E X ) ,   GD  *H'AB  9DI  0DC	 A   a p l i c a   o   d e s e j a   l i g a r   d i r e c t a m e n t e   a   u m   c o m p u t a d o r   p a r a   t r o c a r   i n f o r m a   e s   ( C l i e n t e   O B E X ) .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   a l 1_v e r i _i   y a p m a k   i  i n   d o r u d a n   b i r   b i l g i s a y a r a   b a l a n m a k   i s t i y o r ( O B E X   i s t e m c i ) .   D e v a m   e d i l s i n   m i ? 	 n g   d n g   c n   k t   n i   t r c   t i p   v i   m  y   t  n h     t r a o   i   t h  n g   t i n   ( M  y   k h  c h   O B E X ) .   B n   n g   y ? 	 A p l i k a s i   i n g i n   m e n y a m b u n g   s e c a r a   l a n g s u n g   k e   k o m p u t e r   u n t u k   b e r t u k a r   i n f o r m a s i   ( k l i e n   O B E X ) .   O K ? 	 A p l i k a s i   i n i   i n g i n   m e n y a m b u n g   s e c a r a   t e r u s   k e p a d a   k o m p u t e r   l a i n   u n t u k   m e n u k a r   m a k l u m a t   ( k l i e n   O B E X ) .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	B		(	>	  ( O B E X   c l i e n t )   	>	  	&	>	(	- *	M	0	&	>	(	  	0	(	G	  	G	  2	?		  		*	M	/	B		0	  8	G	  8	@	'	G	  	A	!	<	(	>	  	>	9	$	@	  9	H	.   	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   k  z v e t l e n  l   k  v  n   s z  m  t  g  p h e z   c s a t l a k o z n i   i n f o r m  c i  c s e r e   c  l j  b  l   ( O B E X   k l i e n s ) .   R e n d b e n   v a n ? 	 	 	 	 D e   t o e p a s s i n g   w i l   d i r e c t   v e r b i n d i n g   m a k e n   m e t   e e n   c o m p u t e r   o m   i n f o r m a t i e   u i t   t e   w i s s e l e n   ( O B E X - c l i e n t ) .   G a a t   u   a k k o o r d ? 	 	 	 A p l i c a ci a   d o r e _t e   s   s e   c o n e c t e z e   d i r e c t   l a   u n   c o m p u t e r   p e n t r u   a   s c h i m b a   i n f o r m a ci i   ( c l i e n t   O B E X ) .   A c c e p t a ci ? 	 	 	                 (   O B E X   T C P ) .     ? 	 	 	 (1F'EG  EJ.H'G/  (1'  *('/D  '7D'9'*  ( E4*1  O B E X )   E3*BJE  (G  JC  1'J'FG  E*5D  4H/.   "J'  EJ  ~0J1J/	 	 	 														  				  						  				  				  									  				  						  				  				  			  ( 								  							) d	  			  			? 	 	 	 	 	 	 	 	 	 D i e   t o e p a s s i n g   w i l   d i r e k   k o p p e l   a a n   ' n   r e k e n a a r   o m   i n l i g t i n g   ( O B E X - p r o g r a m )   u i t   t e   r u i l .   I s   d i t   i n   d i e   h a a k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   a p l i c a t i v o   q u e r   c o n e c t a r   d i r e t a m e n t e   a   u m   c o m p u t a d o r   p a r a   t r o c a r   i n f o r m a   e s   ( c l i e n t e   O B E X ) .   E s t    b e m ? 
 
 S T R _ J A V A _ P E R M I S S I O N _ O B E X _ S E R V E R 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   d i r e c t l y   r e c e i v e   i n f o r m a t i o n   f r o m   a   c o m p u t e r   t o   e x c h a n g e   i n f o r m a t i o n ( O B E X   s e r v e r ) .   I s   t h a t   O K ? 	 Pz_ vcf#}Ncǌe( O B E X   s e r v e r ) #jSNU	 ُ*Nz^ vcN{:gT:gNbcDe( O B E X   s e r v e r ) ُ7hSNT	 A-%4@
1HI-2##1I-!9%2-!4'@-#LB"#@7H-A%@%5H"I-!9%  ( O B E X   @4#L@'-#L)   %+#7-D!H? 	 L a   a p l i a c i  n   d e s e a   r e c i b i r   d i r e c t a m e n t e   d e s d e   u n   c o m p u t a d o r   p a r a   i n t e r c a m b i a r   i n f o r m a c i  n   ( s e r v i d o r   O B E X ) ,    a c e p t a ? 	 L ' a p p l i c a t i o n   v e u t   r e c e v o i r   d i r e c t e m e n t   d e s   i n f o r m a t i o n s      p a r t i r   d ' u n   o r d i n a t e u r   p o u r    c h a n g e r   d e s   i n f o r m a t i o n s   ( s e r v e u r   O B E X ) .   E s t - c e   O K   ? 	 D i e   A n w e n d u n g   m  c h t e   s i c h   f  r   e i n e n   I n f o r m a t i o n s a u s t a u s c h   d i r e k t   I n f o r m a t i o n e n   v o n   e i n e m   C o m p u t e r   e m p f a n g e n   ( O B E X - S e r v e r ) .   I s t   d a s   O K ? 	 @8;>65=85  E>G5B  ?>;CG8BL  8=D>@<0F8N  ?@O<>  A  :><?LNB5@0  4;O  >1<5=0  8=D>@<0F859  ( O B E X   -   A5@25@) . 	 L ' a p p l i c a z i o n e   d e s i d e r a   r i c e v e r e   d i r e t t a m e n t e   i n f o r m a z i o n i   d a   u n   c o m p u t e r   p e r   s c a m b i a r e   i n f o r m a z i o n i   ( s e r v e r   O B E X ) .   A c c e t t i ? 	 J1J/  'D*7(JB  '3*D'E  'DE9DHE'*  E('41)  EF  'DCE(JH*1  D*('/D  'DE9DHE'*  ( .'/E  O B E X ) ,   GD  *H'AB  9DI  0DC	 A   a p l i c a   o   d e s e j a   r e c e b e r   i n f o r m a   e s   d i r e c t a m e n t e   d e   u m   c o m p u t a d o r   p a r a   t r o c a r   i n f o r m a   e s   ( S e r v i d o r   O B E X ) .   P e r m i t i r ? 	 U y g u l a m a   b i l g i   a l 1_v e r i _i   y a p m a k   i  i n   d o r u d a n   b i r   b i l g i s a y a r a   b a l a n m a k   i s t i y o r ( O B E X   s u n u c u ) .   D e v a m   e d i l s i n   m i ? 	 n g   d n g   c n   n h n   t h  n g   t i n   t r c   t i p   t   m  y   t  n h     t r a o   i   t h  n g   t i n   ( M  y   c h   O B E X ) .   B n   n g   y ? 	 A p l i k a s i   i n g i n   s e c a r a   l a n g s u n g   m e n e r i m a   i n f o r m a s i   d a r i   k o m p u t e r   u n t u k   b e r t u k a r   i n f o r m a s i   ( k l i e n   O B E X ) .   O K ? 	 A p l i k a s i   i n i   i n g i n   m e n e r i m a   m a k l u m a t   s e c a r a   t e r u s   d a r i p a d a   k o m p u t e r   l a i n   u n t u k   m e n u k a r   m a k l u m a t   ( p e l a y a n   O B E X ) .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	B		(	>	  ( O B E X   s e r v e r )   	>	  	&	>	(	- *	M	0	&	>	(	  	0	(	G	  	G	  2	?		  		*	M	/	B		0	  8	G	  8	@	'	G	  	A	!	<	(	>	  	>	9	$	@	  9	H	.   	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 A z   a l k a l m a z  s   k  z v e t l e n  l   k  v  n   s z  m  t  g  p h e z   c s a t l a k o z n i   i n f o r m  c i  c s e r e   c  l j  b  l   ( O B E X   s z e r v e r ) .   R e n d b e n   v a n ? 	 	 	 	 D e   t o e p a s s i n g   w i l   d i r e c t   i n f o r m a t i e   o n t v a n g e n   v a n   e e n   c o m p u t e r   o m   i n f o r m a t i e   u i t   t e   w i s s e l e n   ( O B E X - s e r v e r ) .   G a a t   u   a k k o o r d ? 	 	 	 A p l i c a ci a   d o r e _t e   s   p r i m e a s c   d i r e c t   i n f o r m a ci i   d e   l a   u n   c o m p u t e r   p e n t r u   a   s c h i m b a   i n f o r m a ci i   ( s e r v e r   O B E X ) .   A c c e p t a ci ? 	 	 	                 (   O B E X ) .     ? 	 	 	 (1F'EG  EJ.H'G/  (1'  *('/D  '7D'9'*  ( 31H1  O B E X )   E3*BJE  '2  JC  1'J'FG  '7D'9'*  /1'A*  F/.   "J'  EJ  ~0J1J/	 	 	 														  				  						  				  				  									  				  						  				  				  			  ( 								  							) d	  			  			? 	 	 	 	 	 	 	 	 	 D i e   t o e p a s s i n g   w i l   i n l i g t i n g   d i r e k   v a n a f   ' n   r e k e n a a r   o n t v a n g   o m   i n l i g t i n g   ( O B E X - b e d i e n e r )   u i t   t e   r u i l .   I s   d i t   i n   d i e   h a a k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   a p l i c a t i v o   q u e r   r e c e b e r   i n f o r m a   e s   d i r e t a m e n t e   d e   u m   c o m p u t a d o r   p a r a   t r o c a r   i n f o r m a   e s   ( s e r v i d o r   O B E X ) .   E s t    b e m ? 
 
 S T R _ J A V A _ R I G H T _ A R R I V E D 	 J a v a 	 T I T L E 	 J a r   r i g h t   a r r i v e d 	 R i g h t   a r r i v e d 	 6e0R
kP	 6e0RCgP	 *44L!26A%I'	 L l e g    e l   d e r e c h o   	 D r o i t   r e  u 	 R e c h t   e i n g e t r o f f e n 	 >;CG5=K  ?@020	 D i r i t t o   a r r i v a t o 	 H5D  'D-B	 D i r e i t o s   r e c e b i d o s 	 R i g h t   g e l d i 	    c    b . q u y n 	 H a k   d i t e r i m a 	 H a k   s a m p a i 	 	'	?		>	0	  *	9	A			  	/	>		 	 	 	 A   j o g   m e g  r k e z e t t 	 	 	 	 R e c h t e n   a a n g e k o m e n 	 	 	 D r e p t   s o s i t 	 	 	   	 	 	 -BHB  /1'A*  4/	 	 	 								  							 	 	 	 	 	 	 	 	 R e g t e   h e t   g e a r r i v e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i r e i t o   c h e g o u 
 
 S T R _ J A V A _ D R M _ A C Q U I R E _ R I G H T _ C O N F I R M 	 J a v a 	 U N L I M 	 a s k   u s e r   a c q u i r e   r i g h t   n o w ? 	 J a v a   a p p l i c a t i o n   i n s t a l l a t i o n   f a i l e d   b e c a u s e   o f   n o   r i g h t s .   D o   y o u   w a n t   t o   a c q u i r e   r i g h t s   n o w ?   O r   y o u   w a n t   t o   a c q u i r e   r i g h t s   l a t e r   b y   s e l e c t i n g   j a r   f i l e   f r o m   f i l e   m a n a g e r . 	 J a v a a(uz_[݈1YWe/fVpl	g
kP0`O`s(WSS_
kPU`O_NSNKN__jHh{txSj a r jHhOS_
kP0	 J a v a ^(uz^[ň1Y%/fV:Nl	gCgP0`O`s(WSS_CgPT`O_NSNKNTNeN{t	Sj a r eNegS_CgP0	 2#41IA-%4@
1H2'2%I!@+%'@7H-2D!H!5*44L  8I-2##1*44L@5K"'5I+#7-D!H?   +#7-8I-2##1*44LC 2"+%1B"2#@%7-D%L  j a r   21'12#D%L	 F a l l    l a   i n s t a l a c i  n   d e   l a   a p l i c a c i  n   d e   J a v a   d e b i d o   a   l a   f a l t a   d e   d e r e c h o s .    D e s e a   a d q u i r i r   l o s   d e r e c h o s   a h o r a ?    O   d e s e a   a d q u i r i   l o s   d e r e c h o s   d e s p u  s   a l   s e l e c c i o n a r   e l   a r c h i v o   j a r   d e s d e   e l   a d m i n i s t r a d o r   d e   a r c h i v o s . 	 L ' i n s t a l l a t i o n   d e   l ' a p p l i c a t i o n   J a v a   a    c h o u    c a r   v o u s   n ' a v e z   p a s   l e s   d r o i t s   r e q u i s .   V o u l e z - v o u s   l e s   o b t e n i r   m a i n t e n a n t   ?   O u   v o u l e z   v o u s   a c q u  r i r   l e s   d r o i t s   p l u s   t a r d   e n   s  l e c t i o n n a n t   l e   f i c h i e r   J A R      p a r t i r   d u   g e s t i o n n a i r e   d e   f i c h i e r s . 	 D i e   J a v a - A w e n d u n g   k o n n t e   n i c h t   i n s t a l l i e r t   w e r d e n ,   d a   k e i n e   R e c h t e   v o r l a g e n .   M  c h t e n   S i e   j e t z t   R e c h t e   b e z i e h e n ?   O d e r   m  c h t e n   S i e   d u r c h   W a h l   v o n   J a r - D a t e i   i m   D a t e i - M a n a g e r   R e c h t e   s p  t e r   b e z i e h e n . 	 5  C40;>AL  CAB0=>28BL  ?@8;>65=85  J a v a ,   2A;54AB285  >BACBAB28O  ?@02.   @8>1@5AB8  ?@020  A59G0A?   ;8  ?>;CG8BL  ?@020  ?>B><  ?@8  2K1>@5  D09;0  j a r   2  48A?5BG5@5  D09;>2. 	 I n s t a l l a z i o n e   a p p l i c a z i o n e   J a v a   n o n   r i u s c i t a   i n   q u a n t o   p r i v a   d i   d i r i t t i .   A c q u i s i r e   i   d i r i t t i   s u b i t o   o p p u r e   i n   s e g u i t o   s e l e z i o n a n d o   i l   f i l e   j a r   d a l   F i l e   M a n a g e r ? 	 A4D  *+(J*  *7(JB  ,'A'  D9/E  H,H/  #J  -BHB  DG.   GD  *1:(  AJ  'D-5HD  9DI  -B  *+(J*G  'D"F  #H  JECFC  'DBJ'E  (0DC  AJE'  (9/  9F  71JB  '3*./'E  EDA  j a r   EF  E/J1  'DEDA'*. 	 A   i n s t a l a   o   d a   a p l i c a   o   J a v a   f a l h o u   p o r   n  o   p o s s u i r   d i r e i t o s .   D e s e j a   a d q u i r i r   o s   d i r e i t o s   a g o r a ?   O u   d e s e j a   a d q u i r i r   o s   d i r e i t o s   m a i s   t a r d e   s e l e c c i o n a n d o   o   f i c h e i r o   j a r   a   p a r t i r   d o   g e s t o r   d e   f i c h e i r o s ? 	 J a v a   u y g u l a m a   k u r u l u m u   h a k   o l m a m a s 1  n e d e n i y l e   b a _a r 1s 1z   o l d u .   ^i m d i   h a k   e l d e   e t m e k   i s t e r   m i s i n i z ?   Y a   d a   h a k l a r 1  d a h a   s o n r a   d o s y a   y  n e t i c i s i n d e n   j a r   d o s y a s 1n 1  s e  e r e k   e l d e   e t m e k   m i   i s t e r s i n i z ? 	 C  i   t   n g   d n g   J a v a   b   l i   v    k h  n g   c    b n   q u y n .   B n   m u n   m u a   n g a y   b n   q u y n ?   H a y   b n   m u n   m u a   b n   q u y n   s a u   b n g   c  c h   c h n   t p   t i n   j a r   t   q u n   l    t p   t i n ? 	 P e n g i n s t a l a n   a p l i k a s i   J a v a   g a g a l   k a r e n a   t i d a k   a d a   h a k .   A n d a   i n g i n   m e n d a p a t k a n   h a k   t e r s e b u t   s e k a r a n g ?   A t a u   A n d a   i n g i n   m e n d a p a t k a n   h a k   t e r s e b u t   n a n t i   d e n g a n   m e m i l i h   f i l e   j a r   d a r i   m a n a j e r   f i l e . 	 P e m a s a n g a n   a p l i k a s i   J a v a   g a g a l   k e r a n a   t i a d a   h a k .   A d a k a h   a n d a   i n g i n   m e m p e r o l e h i   h a k   s e k a r a n g ?   A t a u   a n d a   i n g i n   m e m p e r o l e h i   h a k   k e m u d i a n   d e n g a n   m e m i l i h   f a i l   j a r   d a r i p a d a   p e n g u r u s   f a i l .   	 	K		  	'	?		>	0	  (	  9	K	(	G	  	G	  	>	0	#	  J a v a   	*	M	2	?		G	6	(	  8	M	%	>	*	(	>	  5	?	+	2	.   	M	/	>	  	*	  	-	@	  	'	?		>	0	  *	M	0	>	*	M	$	  	0	(	>	  	>	9	$	G	  9	H		?   	%	5	>	  	*	  +	>		2	  .	H	(	G		0	  8	G	  j a r   +	>		2	  	A	(		0	  ,	>	&	  .	G		  	'	?		>	0	  *	M	0	>	*	M	$	  	0	(	>	  	>	9	$	G	  9	H		. 	 	 	 	 A   J a v a   a l k a l m a z  s   t e l e p  t  s e   s i k e r t e l e n   v o l t ,   m e r t   n i n c s   m e g f e l e l Q  j o g o s u l t s  g a .   S z e r e t n e   m o s t   j o g o s u l t s  g o t   k  r n i ?   K  s Qb b   i s   m e g t e h e t i ,   h a   k i j e l  l i   a   j a r   f  j l t   a   f  j l k e z e l Qb e n . 	 	 	 	 J a v a - t o e p a s s i n g   i s   n i e t   g e , n s t a l l e e r d   o m d a t   u   g e e n   r e c h t e n   h e b t ,   W i l t   u   d e   r e c h t e n   n u   v e r k r i j g e n ?   U   w i l t   u   d e   r e c h t e n   l a t e r   v e r k r i j g e n   d o o r   e e n   j a r - b e s t a n d   u i t   h e t   b e s t a n d b e h e e r   t e   k i e z e n ? 	 	 	 I n s t a l a r e a   a p l i c a ci e i   J a v a   n u   a   r e u _i t   d e o a r e c e   n u   a v e ci   d r e p t u r i l e   n e c e s a r e .   D o r i ci   s   o b ci n e ci   d r e p t u r i l e   n e c e s a r e   a c u m ?   S a u   d o r i ci   s   o b ci n e ci   d r e p t u r i l e   n e c e s a r e   m a i   t  r z i u   p r i n   s e l e c t a r e a   f i _i e r u l u i   j a r   d i n   a d m i n i s t r a t o r u l   d e   f i _i e r e . 	 	 	     J a v a           .           ?                         J A R     . 	 	 	 F5(  (1F'EG  '1(1/  ,'H'  (/DD  F(H/  -BHB  "F  F'EHAB  (H/.   "'  E.H'G/  -BHB  "F1'  'FHF  3(  FE'/  '  "FG  E*H'F/  'F'1  1'  (9/'  ('  (12/F  ~1HF/G  j a r   '2  E/1  ~1HF/G  G'  'F,'E  /G/. 	 	 	 				  												  									  						  					  						  		  					  					d	  				  			  						  			  				  			?   				  				  				  									  				  			  				  								  			  			  						  			  				  					d		 	 	 	 	 	 	 	 	 I n s t a l l a s i e   v a n   J a v a - t o e p a s s i n g   h e t   m i s l u k   w e e n s   g e e n   r e g t e .   W i l   j y   n o u   r e g t e   b e k o m ?   O f   w i l   j y   l a t e r   r e g t e   b e k o m   d e u r   d i e   j a r - l  e r   u i t   d i e   l  e r b e s t u u r d e r   t e   k i e s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s t a l a   o   d e   a p l i c a t i v o   J a v a   f a l h o u   p o r q u e   n  o   h    d i r e i t o s .   D e s e j a   a d q u i r i r   d i r e i t o s   a g o r a ?   O u   d e s e j a   a d q u i r i r   d i r e i t o s   m a i s   t a r d e   s e l e c i o n a n d o   o   a r q u i v o   j a r   d o   g e r e n c i a d o r   d e   a r q u i v o . 
 
 S T R _ J A V A _ P U S H _ I N S T A L L _ A S K 	 J a v a 	 U N L I M 	 a s k   u s e r   w a n t   t o   i n s t a l l   n o w   w h e n   r i g h t   r e c e i v e d 	 T h e   r i g h t   o f   % 1   i s   a r r i v e d .   D o   y o u   w a n t   t o   i n s t a l l   n o w ? 	 % 1   v
kP]}6e0R0`O`s(WWL[݈U	 % 1   vCgP]~6e0R0`O`s(WgbL[ňT	 *44L-  % 1   !26A%I'  8I-2#41I@5K"'5I+#7-D!H? 	 E l   d e r e c h o   d e   % 1   l l e g  ,    d e s e a   i n s t a l a r l o   a h o r a ? 	 L e   d r o i t   d e   % 1   a    t    r e  u .   V o u l e z - v o u s   l ' i n s t a l l e r   m a i n t e n a n t   ? 	 D a s   R e c h t   v o n   % 1   i s t   e i n g e t r o f f e n .   M  c h t e n   S i e   e s   j e t z t   i n s t a l l i e r e n ? 	 >;CG5=>  ?@02>  =0  % 1 .   #AB0=>28BL  A59G0A? 	 D i r i t t o   d i   % 1   a r r i v a t o .   I n s t a l l a r l o ? 	 H5D  'D-B  (F3()  1 % ,   GD  *1:(  AJ  *+(J*G  'D"F	 O s   d i r e i t o s   d e   % 1   f o r a m   r e c e b i d o s .   D e s e j a   i n s t a l a r   a g o r a ? 	 R i g h t ' 1n   % 1 i   g e l d i .   ^i m d i   k u r m a k   i s t i y o r   m u s u n u z ? 	    c    b . q u y n   c a   % 1 .   B n   m u n   c  i   t   n g a y ? 	 H a k   % 1   d i t e r i m a .   A n d a   i n g i n   m e n g i n s t a l n y a   s e k a r a n g ? 	 H a k   % 1   t e l a h   s a m p a i .   A d a k a h   a n d a   i n g i n   m e m a s a n g k a n n y a   s e k a r a n g ? 	 % 1   	>	  	'	?		>	0	  *	9	A			  	/	>	  9	H	.   	M	/	>	  	*	  	8	G	  	-	@	  8	M	%	>	*	?	$	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 A ( z )   % 1   j o g   m e g  r k e z e t t .   S z e r e t n    m o s t   t e l e p  t e n i ? 	 	 	 	 D e   r e c h t e n   v a n   % 1   z i j n   a a n g e k o m e n .   W i l t   u   z e   n u   i n s t a l l e r e n ? 	 	 	 D r e p t u l   p e n t r u   % 1   a   s o s i t .   D o r i ci   s   i n s t a l a ci   a c u m ? 	 	 	     % 1   .       ? 	 	 	 -BHB  % 1   /1'A*  1//.   "'  E  .H'G/  "F1'  F5(  F/	 	 	 										  	%   			  						d	  				  		  			  			  						  				  			? 	 	 	 	 	 	 	 	 	 D i e   r e g t e   v i r   % 1   h e t   g e a r r i v e e r .   W i l   j y   d i t   n o u   i n s t a l l e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h e g o u   o   d i r e i t o   d e   % 1 .   D e s e j a   i n s t a l a r   a g o r a ? 
 
 S T R _ J A V A _ W A I T I N G _ R I G H T 	 J a v a 	 P O P U P C O N F I R M 	 w a i t   r i g h t   c o m i n g 	 W a i t i n g   r i g h t 	 I{_
kP	 I{_CgP	 3%1#-*44L	 E s p e r a n d o   p o r   d e r e c h o 	 E n   a t t e n t e   d e s   d r o i t s 	 W a r t e n   a u f   R e c h t 	 6840=85  ?@02	 I n   a t t e s a   d i   d i r i t t o 	 'F*8'1  'D-5HD  9DI  'D-B	 A   a g u a r d a r   d i r e i t o s 	 R i g h t   b e k l e n i y o r 	 i   b . q u y n 	 M e n u n g g u   h a k 	 M e n u n g g u   h a k 	 	'	?		>	0	  	@	  *	M	0	$	@		M	7	>	  9	H		 	 	 	 V  r a k o z  s   a   j o g r a 	 	 	 	 W a c h t e n   o p   r e c h t e n 	 	 	 A _t e p t a r e   d r e p t 	 	 	   	 	 	 /1  'F*8'1  /1'A*  -BHB	 	 	 								  							  					 	 	 	 	 	 	 	 	 W a g   o p   r e g t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g u a r d a n d o   d i r e i t o 
 
 S T R _ S C R _ J A V A _ G A M E S 	 J a v a 	 I C O N T E X T ,   C 2 1 1 _ 1 	 C a p t i o n   o f   J a v a 	 J a v a   g a m e s 	 J a v a   J2b	 J a v a   8nb	 @!*L  J a v a   	 J u e g o s   d e   J a v a 	 J e u x   J a v a 	 J a v a - S p i e l e 	 3@K  J a v a 	 G i o c h i   j a v a 	 #D9'(  J a v a 	 J o g o s   J a v a 	 J a v a   o y u n l a r 1	 T r    c h i   J a v a 	 P e r m a i n a n   J a v a 	 P e r m a i n a n   J a v a 	 	>	5	>	  	G	.	M	8		 	 	 	 J a v a - j  t  k o k 	 	 	 	 J a v a s p e l l e n 	 	 	 J o c u r i   j a v a 	 	 	   ' 	 	 	 ('2G'  J a v a 	 	 	 				  				  	 	 	 	 	 	 	 	 	 J a v a - s p e l e t j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J o g o s   J a v a 
 
 S T R _ J A V A _ P R O G R A M 	 J a v a 	 C 2 1 1 _ 1 	 C a p t i o n   o f   J a v a 	 p r o g r a m 	 Pz_	 *Nz^	 B#A#!	 p r o g r a m a 	 p r o g r a m m e 	 P r o g r a m m 	 ?@>3@0<<0	 p r o g r a m m a 	 'D(1F'E,	 p r o g r a m a 	 p r o g r a m 	 c h n g   t r  n h 	 p r o g r a m 	 p r o g r a m 	 	>	0	M	/		M	0	.		 	 	 	 p r o g r a m 	 	 	 	 p r o g r a m m a 	 	 	 p r o g r a m 	 	 	 	 	 	 (1F'EG	 	 	 									 	 	 	 	 	 	 	 	 p r o g r a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p r o g r a m a 
 
 S T R _ J A V A _ P R O G R A M S 	 J a v a 	 C 2 1 1 _ 1 	 C a p t i o n   o f   J a v a 	 p r o g r a m s 	 Pz_	 *Nz^	 B#A#!	 p r o g r a m a s 	 p r o g r a m m e s 	 P r o g r a m m e 	 ?@>3@0<<K	 p r o g r a m m i 	 'D(1'E,	 p r o g r a m a s 	 p r o g r a m l a r 	 c  c   c h n g   t r  n h 	 p r o g r a m 	 p r o g r a m 	 	>	0	M	/		M	0	.		 	 	 	 p r o g r a m o k 	 	 	 	 p r o g r a m m a ' s 	 	 	 p r o g r a m e 	 	 	     	 	 	 (1F'EG  G'	 	 	 								( 				) 	 	 	 	 	 	 	 	 	 p r o g r a m m e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p r o g r a m a s 
 
 S T R _ J A V A _ U R L _ T O O _ L O N G 	 J a v a 	 P O P U P 	 i n s t a l l   a   m i d l e t   w h e n   U R L   t o o   l o n g 	 U R L   t o o   l o n g 	 }@W*Yw	 Q@W*Y	 U R L   "2'@4D	 U R L   d e m a s i d a d o   l a r g o 	 U R L   t r o p   l o n g u e 	 U R L   z u   l a n g 	 !;8H:><  4;8==K9  U R L 	 U R L   t r o p p o   l u n g o 	 9FH'F  U R L   7HJD  DD:'J)	 U R L   d e m a s i a d o   l o n g o 	 U R L    o k   u z u n 	 U R L   q u    d  i 	 U R L   t e r l a l u   p a n j a n g 	 U R L   t e r l a l u   p a n j a n g 	 U R L   ,	9	A	$	  ,	!	<	>		 	 	 	 A z   U R L   t  l   h o s s z  	 	 	 	 U R L   t e   l a n g 	 	 	 A d r e s   U R L   p r e a   l u n g 	 	 	   - U R L     	 	 	 U R L   (3'1  (DF/  '3*	 	 	 						  							  						 	 	 	 	 	 	 	 	 U R L   t e   l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U R L   m u i t o   l o n g o 
 
 S T R _ J A V A _ I N F O _ B Y T E S 	 J a v a 	 C 4 2 7 _ 3 	 S t r i n g ,   " B y t e s " 	 b y t e s 	 W[{	 W[	 DL	 b y t e s 	 o c t e t s 	 B y t e s 	 109B	 b y t e 	 ('J*	 b y t e s 	 b y t e 	 b y t e 	 b y t e 	 b a i t 	 ,	>			M	8		 	 	 	 b  j t 	 	 	 	 b y t e s 	 	 	 o c t e ci 	 	 	 	 	 	 ('J*	 	 	 						 	 	 	 	 	 	 	 	 g r e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 b y t e s 
 
 S T R _ J A V A _ P U S H _ L A U N C H _ C O N F I R M _ I N _ B G C A L L 	 J a v a 	 P O P U P 	 S t r i n g ,   t h e   a l e r t   s t r i n g   t o   n o t i f y   u s e r     a   j a v a   p u s h   a r r i v e 	 Y o u   h a v e   a   J a v a   p u s h .   A u t o   a l e r t   i n   l a t e r . 	 	g NPP u s h   J a v a z_0\(W
z_Qw0	 	g N*NP u s h   J a v a z^0\(W
zTQw0	 8!52'28
  @7--1B!14C 2"+%1	 T i e n e   u n   p u s h   d e   J a v a .   A l e r t a   a u t o m  t i c a   d e s p u  s .   	 V o u s   a v e z   u n   J a v a   p u s h .   A l e r t e   a u t o   p l u s   t a r d . 	 J a v a - P u s h   e i n g e t r o f f e n .   A u t o - B e n a c h r i c h t i g u n g   s p  t e r . 	 #  20A  5ABL  J a v a   p u s h .   2B><0B8G5A:>5  C254><;5=85  2  1C4CI5<. 	 S i   p o s s i e d e   u n   p u s h   J a v a .   A v v i s o   a u t o m a t i c o   s u c c e s s i v a m e n t e . 	 D/JC  /A9  J a v a ,   *F(JG  *DB'&J  AJ  HB*M  D'-B. 	 J a v a   p u s h   r e c e b i d o .   A l e r t a r   a u t o m a t i c a m e n t e   m a i s   t a r d e . 	 J a v a   u y a r 1n 1z   v a r .   D a h a   s o n r a   y e n i d e n   u y a r . 	 B n      c    n g   d n g   J a v a .   T   t . b  o   l n   s a u . 	 A n d a   m e m i l i k i   J a v a   p u s h .   T a n d a   o t o m a t i s   p a d a   w a k t u   b e r i k u t n y a . 	 A n d a   m e m p u n y a i   t o l a k a n   J a v a .   M a s u k   s e c a r a   p e n g u m u m a n   a u t o   k e m u d i a n . 	 	*		G	  *	>	8	  	>	5	>	  *	A	6	  9	H	d	  		K	  	2	0	M		  	(	  ,	>	&	  .	G		d		 	 	 	 J a v a   p u s h -  z e n e t e    r k e z i k .   A u t o .   f i g y e l m e z t e t  s   k  s Qb b . 	 	 	 	 U   h e b t   e e n   J a v a   p u s h .   L a t e r   a u t o m a t i s c h   m e l d e n . 	 	 	 T e h n o l o g i e   J a v a   p e n t r u   r e c e p ci o n a r e   p r o g r a m a t .   R e c e p ci o n a r e   a l e r t   a u t o m a t   u l t e r i o a r . 	 	 	     J a v a   p u s h .         . 	 	 	 4E'    J a v a   p u s h   /'1/.   (9/'  G4/'1  .H/'1  /'/G  4H/. 	 	 	 					  			  				  				  			,   										  			d		 	 	 	 	 	 	 	 	 J y   h e t   ' n   J a v a   g e s t u u r d e   b o o d s k a p .   O u t o m a t i e s e   l a t e r e   p o l s     	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o c    t e m   u m   J a v a   p u s h .   A l e r t a   a u t o m  t i c o   m a i s   t a r d e . 
 
 S T R _ J A V A _ E R R O R _ U N S U P P O R T _ M I D L E T 	 J a v a 	 P O P U P 	 L a u n c h   a   s y s t e m   n o t   s u p p o r t   M I D l e t 	 U n s u p p o r t e d   M I D l e t 	 
N/ecvJ a v a a(uz_	 
N/ecvJ a v a ^(uz^	 M I D l e t   5HD!H*1*8	 M I D l e t   n o   s o p o r t a d a 	 M I D l e t   n o n   s u p p o r t  	 N i c h t   u n t e r s t  t z t e s   M I D l e t 	 5?>445@68205<K9  <84;5B	 M I D l e t   n o n   s u p p o r t a t o 	 M I D l e t   :J1  E/9HE. 	 M I D l e t   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   M I D l e t 	 M I D l e t   k h  n g   h   t r 	 M I D l e t   t i d a k   d i d u k u n g 	 M I D l e t   t i d a k   d i s o k o n g i 	 	8	.	0	M	%	?	$	  M I D l e t 	 	 	 	 N e m   t  m o g a t o t t   M I D l e t 	 	 	 	 M I D l e t   n i e t   o n d e r s t e u n d 	 	 	 A p l i c a ci e   M I D l e t   n e a c c e p t a t 	 	 	 M I D l e t     	 	 	 M I D I e t   ~4*('F  F4/G	 	 	 								  										 	 	 	 	 	 	 	 	 O n g e s t e u n d e   M I D l e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M I D l e t   n  o   s u p o r t a d o 
 
 S T R _ J A V A _ M I D L E T _ M E S S A G E 	 J a v a 	 I C O N T E X T 	 M I D l e t   M e s s a g e ( J A D   + J A R ) d e s c r i b e   t o   u s e r 	 ( P a c k a g e d ) 	 SbSv		 SbSv		 ( A@) 	 ( E m p a c a d o ) 	 ( F i c h i e r   J A R ) 	 ( V e r p a c k t ) 	 ( #?0:>20=) 	 ( I n s e r i t o   n e l   p a c c h e t t o ) 	 ( E6EF) 	 ( E m p a c o t a d o ) 	 ( P a k e t l e n d i ) 	 (     n g ) 	 ( D a l a m   p a k e t ) 	 D i p a k e j 	 ( *	H		G		M	!	) 	 	 	 	 ( C s o m a g o l t ) 	 	 	 	 ( V e r p a k t ) 	 	 	 (  m p a c h e t a t ) 	 	 	 ( ) 	 	 	 ( (3*G  (F/  4/G) 	 	 	 ( 							) 	 	 	 	 	 	 	 	 	 ( P a k k e t ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( E m p a c o t a d o ) 
 
 S T R _ J A V A _ P A C K A G E _ C O N F I R M 	 J a v a 	 U N L I M 	 W a r n   u s e r   M i d l e t   M e s s a g e   c a n ' t   b e   p l a y e d   o n   o t h e r     p h o n e 	 T h e   p a c k a g e d   m i d l e t   m a y   n o t   b e   p l a y e d   o n   a n o t h e r   p h o n e .   D o   y o u   w a n t   t o   c o n t i n u e ? 	 SbSvJ a v a a(uz_S!ql(WvQNKb_j
NWL0|~~U	 SbSvJ a v a ^(uz^Sel(WvQ[Kb:g
NgbL0~~T	 A@  m i d l e t   -2D!H*2!2#@%HB#(1L-7HDI  8I-2#3H-+#7-D!H? 	 E l   m i d l e t   p o d r  a   n o   r e p r o d u c i r s e   e n   o t r o   t e l  f o n o ,    d e s e a   c o n t i n u a r ? 	 L e   m i d l e t   p r  t      u t i l i s e r   n e   p e u t   p e u t -  t r e   p a s   l u   s u r   u n   a u t r e   t  l  p h o n e .   V o u l e z - v o u s   c o n t i n u e r   ? 	 D a s   e n t h a l t e n e   M i d l e t   w i r d   a u f   e i n e m   a n d e r e n   T e l e f o n   e v e n t u e l l   n i c h t   a b g e s p i e l t .   M  c h t e n   S i e   d e n   V o r g a n g   f o r t s e t z e n ? 	 #?0:>20==K9  <84;5B  <>65B  =5  2>A?@>872>48BLAO  =5  4@C3><  B5;5D>=5.   @>4>;68BL? 	 I l   m i d l e t   i n s e r i t o   n e l   p a c c h e t t o   p o t r e b b e   n o n   e s s e r e   r i p r o d o t t o   s u   u n   a l t r o   t e l e f o n o .   C o n t i n u a r e ? 	 B/  J*901  *4:JD  *7(JB  m i d l e t   'DE6EF  9DI  ,G'2  G'*A  ".1.   GD  *1:(  AJ  'D'3*E1'1	 O   m i d l e t   e m p a c o t a d o   p o d e r    n  o   s e r   r e p r o d u z i d o   n o u t r o   t e l e f o n e .   D e s e j a   c o n t i n u a r ? 	 P a k e t l e n e n   m i d l e t   b a _k a   b i r   t e l e f o n d a   o y n a t 1l a m a z .   D e v a m   e t m e k   i s t i y o r   m u s u n u z ? 	 K h  n g   t h   c h y   n g   d n g   m i d l e t       n g   t r  n   t h i t   b   k h  c .   B n   m u n   t i p   t c ? 	 M i d l e t   d a l a m   p a k e t   m u n g k i n   t i d a k   d a p a t   d i p u t a r   d i   t e l e p o n   l a i n .   A n d a   i n g i n   m e l a n j u t k a n n y a ? 	 M i d l e t   y a n g   d i p a k e j   t i d a k   b o l e h   d i m a i n k a n   p a d a   t e l e f o n   l a i n .   A d a k a h   a n d a   i n g i n   t e r u s k a n ? 	 *	H		G		M	!	  .	?	!	2	G		  	K	  	(	M	/	  +	K	(	  *	0	  (	9	@		  	2	>	/	>	  	>	  8		$	>	.   	M	/	>	  	*	  	>	0	@	  0		(	>	  	>	9	$	G	  9	H		? 	 	 	 	 A   c s o m a g o l t   m i d l e t   n e m   j  t s z h a t    l e   e g y   m  s i k   t e l e f o n o n .   F o l y t a t j a ? 	 	 	 	 H e t   v e r p a k t e   m i d l e t   k a n   n i e t   o p   e e n   a n d e r e   t e l e f o o n   w o r d e n   a f g e s p e e l d .   W i l t   u   v e r d e r g a a n ? 	 	 	 E s t e   p o s i b i l   c a   a p l i c a ci a   M i d l e t   d i n   p a c h e t   s   n u   p o a t   f i   r e d a t   p e   u n   a l t   t e l e f o n .   D o r i ci   s   c o n t i n u a ci ? 	 	 	         - m i d l e t         .     ? 	 	 	 'E'F  ~.4  E'F,  (3*G  (F/  4/G  (1  1H  *DAF  /1  H,H/  F/'1/.   '/'EG  /'/G  4H/	 	 	 								  					  									  			    							  				  		d	  				  		  							  					  			? 	 	 	 	 	 	 	 	 	 D i e   p a k k e t - m i d l e t   m a g   n i e   o p   ' n   a n d e r   f o o n   g e s p e e l   w o r d   n i e .   W i l   j y   v o o r t g a a n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   m i d l e t   e m p a c o t a d o   p o d e   n  o   s e r   r e p r o d u z i d o   e m   o u t r o   t e l e f o n e .   D e s e j a   c o n t i n u a r ? 
 
 S T R _ J A V A _ S A V E _ A S _ F I L E 	 J a v a 	 I C O N T E X T 	 S a v e   a s   f i l e 	 S a v e   a s   f i l e 	 2QX[bjHh	 OX[beN	 1@G@GD%L	 G u a r d a r   c o m o   u n   a r c h i v o   	 E n r e g i s t r e r   s o u s   l e   f i c h i e r 	 A l s   D a t e i   s p e i c h e r n 	 !>E@0=.   :0:  D09;	 S a l v a   c o m e   f i l e 	 -A8  CEDA	 G u a r d a r   c o m o   f i c h e i r o 	 D o s y a   o l a r a k   k a y d e t 	 L u   d n g   t p   t i n 	 S i m p a n   s e b a g a i   f i l e 	 S i m p a n   s e b a g a i   f a i l 	 +	>		2	  	G	  0	B	*	  .	G		  8	9	G		G			 	 	 	 M e n t  s   f  j l b a 	 	 	 	 A l s   b e s t a n d   o p s l a a n 	 	 	 S a l v a r e   c a   f i _i e r 	 	 	   	 	 	 0.1G  (9FH'F  ~1HF/G	 	 	 				  						  							  					 	 	 	 	 	 	 	 	 B e r g   a s   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   c o m o   a r q u i v o 
 
 S T R _ J A V A _ E R R O R _ F A I L _ T O _ P A C K A G E 	 J a v a 	 P O P U P 	 F a i l   t o   p a c k a g e   w h e n   s e n d   m i d l e t   m e s s a g e 	 F a i l e d   t o   p a c k a g e 	 SbS1YWe	 SbS1Y%	 D!H*2!2#3A@	 N o   p u d o   e m p a c a r 	 E c h e c   d ' e n r e g i s t r e m e n t   e n   f i c h i e r   J A R 	 K o n n t e   n i c h t   v e r p a c k t   w e r d e n 	 5  C40;>AL  C?0:>20BL	 I n s e r i m e n t o   n e l   p a c c h e t t o   n o n   r i u s c i t o 	 A4D  'D*6EJF	 F a l h a   a o   e m p a c o t a r 	 P a k e t l e m e   b a _a r 1s 1z 	 K h  n g   t h    n g 	 G a g a l   k e   p a k e t 	 G a g a l   m e m p a k e j 	 *	H		G		  ,	(	>	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   c s o m a g o l  s 	 	 	 	 V e r p a k k e n   m i s l u k t 	 	 	 E r o a r e   l a    m p a c h e t a r e 	 	 	   	 	 	 (3*G  (F/  F'EHAB  (H/	 	 	 						  				  							 	 	 	 	 	 	 	 	 V e r p a k k i n g   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   e m p a c o t a r 
 
 S T R _ I D _ F N G _ J A V A _ P I M _ C O M P L E T I O N _ D A T E 	 J a v a 	 I C O N T E X T 	 P I M   f i e l d   l a b l e   o f   C o m p l e t i o n   D a t e 	 C o m p l e t i o n   D a t e 	 [beg	 [beg	 '15H*!9#L	 F e c h a   d e   t e r m i n a c i  n 	 D a t e   d e   c o m p l  t i o n 	 A b s c h l u s s d a t u m 	 0B0  7025@H5=8O	 D a t a   d i   c o m p l e t a m e n t o 	 *'1J.  'D%*E'E	 D a t a   d e   c o n c l u s  o 	 T a m a m l a m a   T a r i h i 	 N g  y   h o  n   t t 	 T a n g g a l   P e n y e l e s a i a n 	 T a r i k h   S e l e s a i 	 *	B	0	M	#	  9	K	(	G	  	@	  &	?	(	>				 	 	 	 B e f e j e z  s   d  t u m a 	 	 	 	 V o l t o o i i n g s d a t u m 	 	 	 D a t   f i n a l i z a r e 	 	 	   	 	 	 *'1.  *ED	 	 	 				  							  					 	 	 	 	 	 	 	 	 V o l t o o i i n g s d a t u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a t a   d e   c o n c l u s  o 
 
 S T R _ G A M E _ R E S E T _ G R A D E _ C O N F I R M 	 G a m e 	 P O P U P C O N F I R M 	 R e s e t   g a m e   b e s t   g r a d e s   c o n f i r m   s t r i n g 	 R e s e t   b e s t   g r a d e s ? 	 ͑- gsOcL	 ͑ gsOcL	 #5@G@#5H55H*8? 	  R e i n i c i a r   l a s   m e j o r e s   c a l i f i c a c i o n e s ? 	 R  i n i t i a l i s e r   l e s   m e i l l e u r s   r  s u l t a t s   ? 	 B e s t e r g e b n i s s e   r  c k s e t z e n ? 	 !1@>A8BL  ;CGH85  C@>2=8? 	 R i p r i s t i n a r e   i   g r a d i   m i g l i o r i ? 	 %9'/)  *9JJF  #A6D  'D/1,'*	 R e i n i c i a r   a s   m e l h o r e s   p o n t u a   e s ? 	 E n   i y i   p u a n l a r 1  s 1f 1r l a ? 	 B a #n   c o   m u  n   k h 	i    #n g   l a #i ? 	 A p a k a h   a n d a   i n g i n   m e n g u l a n g ? 	 A d a k a h   a n d a   i n g i n   s e t   s e m u l a ? 	 8	0	M	5	K	$	M	$	.	  	M	0	G	!	  0	@	8	G		  	0	G		? 	 	 	 	 N u l l  z z a   a   l e g j o b b   e r e d m  n y e k e t ? 	 	 	 	 B e s t e   c i j f e r s   t e r u g s t e l l e n ? 	 	 	 R e s t a b i l i ci   c e l e   m a i   b u n e   s c o r u r i ? 	 	 	   ? 	 	 	 (G*1F  'E*'2G'  ('2F4'F  4HF/	 	 	 									  					  						  			  					? 	 	 	 	 	 	 	 	 	 S t e l   b e s t e   p u n t e   t e r u g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s e j a   r e i n i c i a l i z a r ? 
 
 S T R _ I D _ G G L I V E _ M E N U 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 G G L I V E 	 G G Ɖ	 G G ƉG G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 	 	 G G L I V E 	 	 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 	 	 	 	 	 	 G G L I V E 	 G G L I V E 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G G L I V E 	 
 
 S T R _ I D _ G G L I V E _ M E N U 2 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 G G L I V E 	 G G L i v e 	 G G L i v e G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 G G L I V E 	 	 	 G G L I V E 	 	 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 G G L I V E 	 G G L I V E 	 	 	 	 	 	 	 	 G G L I V E 	 G G L I V E 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G G L I V E 	 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ T I M E B 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 Y u a n /   T o t a l   f o r   t h i s   s u b s c r i b t i o n 	 CQ/ qQ /eN	 CQ/ qQ /eNY u a n /   T o t a l   c o r r e s p o n d i e n t e   a   e s t a   s u s c r i p c i  n 	 Y u a n   /   T o t a l   p o u r   c e t   a b o n n e m e n t 	 Y u a n /   G e s a m t   f  r   d i e s e s   A b o n n e m e n t 	 .0=59/   A53>  4;O  MB>9  ?>4?8A:8	 Y u a n / T o t a l e   p e r   l ' i s c r i z i o n e 	 	 Y u a n /   T o t a l   p a r a   e s t a   s u b s c r i   o 	 Y u a n /   B u   a b o n e l i k   i  i n   t o p l a m 	 N D T / T n g   s   c h o   t h u    b a o   n  y 	 N D T / T n g   s   c h o   t h u    b a o   n  y 	 Y u a n /   J u m l a h   u n t u k   l a n g g a n a n 	 	8	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	G	  2	?		  /	A		(	/ 	A	2		 /	A		(	/ 	8	  8	&	8	M	/	$	>	  	G	  2	?		  	A	2		 	 	 J  a n /   A z   e l Qf i z e t  s   t e l j e s    s s z e g e 	 	 	 	 Y u a n   /   T o t a a l   v o o r   d i t   a b o n n e m e n t 	 Y u a n / T o t a a l   v o o r   d i t   a b o n n e m e n t 	 	 Y u a n /   T o t a l   p e n t r u   a c e a s t    n s c r i e r e 	 Y u a n / S u m   t o t a l   p e n t r u   a c e a s t   a b o n a r e 	 	   /   "     	   /   "     	 	 H'F/   ,E9  D  'F  '4*1'	 H'F/   ,E9  D  'F  '4*1'	 	 					/   		  				  			  					d		 					/   				  						  					  				  				 	 	 	 	 	 	 	 Y u a n /   T o t a a l   v i r   h i e r d i e   i n t e k e n i n g 	 Y u a n /   T o t a a l   v i r   h i e r d i e   i n t e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y u a n /   T o t a l   p a r a   e s t a   a s s i n a t u r a 	 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ T I M E C 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 Y u a n .   P r o c e s s i n g 	 CQ0ۏL-N& & 	 CQ0ۏL-N& & Y u a n .   P r o c e s a n d o   	 Y u a n .   T r a i t e m e n t   e n   c o u r s 	 Y u a n .   W i r d   v e r a r b e i t e t 	 .0=8.   1@01>B:0	 Y u a n .   E l a b o r a z i o n e   i n   c o r s o 	 	 Y u a n .   A   P r o c e s s a r 	 Y u a n .   0_l e n i y o r 	 N D T .   a n g   x   l  	 N D T .   a n g   x   l  	 Y u a n .   M e m p r o s e s 	 *	M	0		M	0	?	/	>	  	>	0	@		  /	A		(	.   8		8	>	'	(	  9	K	  0	9	>	  9	H		 	 	 J  a n .   F e l d o l g o z  s 	 	 	 	 Y u a n .   B e z i g   m e t   v e r w e r k e n 	 Y u a n .   W o r d t   v e r w e r k t 	 	 Y u a n .   P r o c e s a r e 	 Y u a n /  n   c u r s   d e   p r o c e s a r e 	 	     	     	 	 H'F.   /1-'D  ~1/'24	 H'F.   /1-'D  ~1/'24	 	 					d													  				d		 					/   									  						 	 	 	 	 	 	 	 Y u a n .   V e r w e r k   t a n s 	 Y u a n .   V e r w e r k   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y u a n .   P r o c e s s a n d o 	 
 
 S T R _ I D _ G G L I V E _ G U I D E 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 W o r k   G u i d e 	 d>ed\OcWS	 d>ed\OcWSG u  a   d e   t r a b a j o 	 G u i d e   d e   t r a v a i l 	 A r b e i t s l e i t f a d e n 	  C:>2>4AB2>  ?>  8A?>;L7>20=8N	 G u i d a   a l   l a v o r o 	 	 G u i a   d e   t r a b a l h o 	 0_  K 1l a v u z u 	 H . d n   t h c   h i n 	 H . d n   t h c   h i n 	 P a n d u a n   P e n g g u n a a n 	 	>	.	  	@	  	>		!		 	>	0	M	/	  .	>	0	M		&	0	M	6	?		>		 	 	 M u n k a    t m u t a t  	 	 	 	 W e r k g i d s 	 W e r k g i d s 	 	 G h i d   d e   u t i l i z a r e 	 G h i d   d e   l u c r u 	 	   	   	 	 1'GFE'  '1	 1'GFE'  '1	 	 					  									  	 															 	 	 	 	 	 	 	 W e r k g i d s 	 W e r k g i d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u i a   d e   t r a b a l h o 	 
 
 S T R _ I D _ G G L I V E _ B O U N D _ C A N C E L 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 W i l l   y o u   e x i t   l o g i n   o r   n o t ? 	 `/f&T Q{vU_	 `/f&T Q{vU_ D e s e a   c e r r a r   l a   s e s i  n ? 	 V o u l e z - v o u s   q u i t t e r   o u   n o n   l  o u v e r t u r e   d e   s e s s i o n  ? 	 A n m e l d u n g   b e e n d e n ? 	 C45B  ?@>872545=  2KE>4? 	 U s c i r e   o   n o ? 	 	 D e s e j a   a b a n d o n a r   o   i n  c i o   d e   s e s s  o ? 	 O t u r u m   a  m a d a n    1k a c a k   m 1s 1n 1z ? 	 B n   s   t h o  t   . n h p   h a y   k h  n g ? 	 B n   s   t h o  t   . n h p   h a y   k h  n g ? 	 A d a k a h   a n d a   i n g i n   k e l u a r   d a r i   m e l o g   m a s u k   a t a u   t i d a k ? 	 	*	  2	I		?	(	  8	G	  ,	>	9	0	  (	?		2	G			G	  /	>	  (	9	@		? 	 	M	/	>	  	*	  2	I			(	  8	G	  ,	>	9	0	  				G	  	%	5	>	  (	9	@		? 	 	 	 K i l  p   a   b e j e l e n t k e z Q  k  p e r n y Qb Ql   v a g y   n e m ? 	 	 	 	 W i l t   u   d e   a a n m e l d i n g   a f s l u i t e n   o f   n i e t ? 	 W i l   j e   d e   a a n m e l d i n g   a f s l u i t e n   o f   n i e t ? 	 	 D o r i ci   s   i e _i ci   d i n   c o n e c t a r e   s a u   n u ? 	 V   d e c o n e c t a ci   s a u   n u ? 	 	         ? 	         ? 	 	 "'  '2  5A-G  H1H/  .'1,  E4H/  '  .1	 "'  '2  5A-G  H1H/  .'1,  E4H/  '  .1	 	 		  		  				  			  				  		  				  		?   	 				  		- 		  				  			  				  		  				  		? 	 	 	 	 	 	 	 	 W i l   j y   a a n t e k e n   v e r l a a t   o f   n i e ? 	 W i l   j y   a a n t e k e n   k a n s e l l e e r   o f   n i e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o c    s a i r    o u   n  o   d o   l o g i n ? 	 
 
 S T R _ I D _ G G L I V E _ B O U N D _ H E L P 3 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 w i l l   l o g i n   a u t o m a t i c a l l y 	 \ꁨRlQv^{vU_	 \ꁨRlQv^{vU_i n i c i a r    s e s i  n   a u t o m  t i c a m e n t e 	 o u v e r t u r e   d e   s e s s i o n   a u t o m a t i q u e 	 m e l d e t   s i c h   a u t o m a t i s c h   a n 	 1C45B  2K?>;=5=  02B><0B8G5A:89  2E>4	 a c c e d e r    a u t o m a t i c a m e n t e 	 	 I r    l i g a r   a u t o m a t i c a m e n t e 	 o t o m a t i k   o l a r a k   o t u r u m   a  a c a k 	 s   n g   n h p   t   n g 	 s   n g   n h p   t   n g 	 a k a n   m e l o g   m a s u k   s e c a r a   a u t o m a t i k 	 8	M	
 5	$	:   2	I		?	(	  	0	G		>		 8	M	5	$	:   2	I			(	  	0	G		>		 	 	 a u t o m a t i k u s a n   b e j e l e n t k e z i k 	 	 	 	 W o r d t   a u t o m a t i s c h   a a n g e m e l d 	 W o r d t   a u t o m a t i s c h   a a n g e m e l d 	 	 s e   v a   c o n e c t a   a u t o m a t 	 v   c o n e c t a ci   a u t o m a t 	 	   	   	 	 H1H/  (7H1  .H/'1  'F,'E  .H'G/4/	 H1H/  (7H1  .H/'1  'F,'E  .H'G/4/	 	 														  		  		  				 														  		- 		  				 	 	 	 	 	 	 	 s a l   o u t o m a t i e s   a a n t e k e n 	 s a l   o u t o m a t i e s   a a n t e k e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 f a r    l o g i n   a u t o m a t i c a m e n t e 	 
 
 S T R _ I D _ G G L I V E _ G S X _ S F T _ L O W 	 U n d e f i n e d 	 4 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 V e r   L o w 	 oNHr,gǏNO	 oNHr,gǏNOV e r   L o w 	 V e r   L o w 	 V e r   L o w 	 V e r   L o w 	 V e r   L o w 	 	 V e r   L o w 	 V e r   L o w 	 X . n h n   t h p 	 X . n h n   t h p 	 V e r   L o w 	 V e r   L o w 	 V e r   (	M	/	B	(		 	 	 V e r   L o w 	 	 	 	 V e r   L o w 	 V e r s i e   l a a g 	 	 V e r   L o w 	 V e r s i u n e   p r e c e d e n t 	 	 V e r   L o w 	   	 	 V e r   L o w 	 F3.G  B/E  '3*	 	 V e r   L o w 	 							  							 	 	 	 	 	 	 	 V e r   L o w 	 W e e r g .   L a a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r .   B a i x a 	 
 
 S T R _ I D _ G G L I V E _ S E R V E R _ C O D E _ V E R L E V E L 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 V e r   L e v e l 	 oNHr,gǏNO	 oNHr,gǏNOV e r   L e v e l 	 V e r   L e v e l 	 V e r   L e v e l 	 V e r   L e v e l 	 V e r   L e v e l 	 	 V e r   L e v e l 	 V e r   L e v e l 	 M c   x . n h n 	 M c   x . n h n 	 V e r   L e v e l 	 V e r   L e v e l 	 V e r   8	M	$	0		 	 	 V e r   L e v e l 	 	 	 	 V e r   L e v e l 	 V e r s i e n i v e a u 	 	 V e r   L e v e l 	 N i v e l   v e r s i u n e 	 	 V e r   L e v e l 	   	 	 V e r   L e v e l 	 37-  F3.G	 	 V e r   L e v e l 	 						  						 	 	 	 	 	 	 	 V e r   L e v e l 	 W e e r g .   V l a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r .   N  v e l 	 
 
 S T R _ I D _ G G L I V E _ V E R 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 V e r : 	 Hr,g	 Hr,gV e r : 	 V e r : 	 V e r : 	 V e r : 	 V e r : 	 	 V e r : 	 V e r : 	 X . n h n : 	 X . n h n : 	 V e r : 	 V e r : 	 V e r : 	 	 	 V e r : 	 	 	 	 V e r : 	 V e r s i e : 	 	 V e r : 	 V e r s i u n e : 	 	 V e r : 	 : 	 	 V e r : 	 F3.G: 	 	 V e r : 	 						  						 	 	 	 	 	 	 	 V e r : 	 W e e r g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r : 	 
 
 S T R _ I D _ G G L I V E _ U P D A T E 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 U p D a t a 	 GS~	 GS~U p D a t a 	 U p D a t a 	 U p D a t a 	 U p D a t a 	 U p D a t a 	 	 U p D a t a 	 U p D a t a 	 D   l i u   t i   l  n 	 D   l i u   t i   l  n 	 U p D a t a 	 U p D a t a 	 	*	!	G		>		 	 	 U p D a t a 	 	 	 	 U p D a t a 	 U p D a t a 	 	 U p D a t a 	 A c t u a l i z a r e 	 	 U p D a t a 	 U p D a t a 	 	 U p D a t a 	 /'/G  (GF'E	 	 U p D a t a 	 		- 					 	 	 	 	 	 	 	 U p D a t a 	 D a t a b y w e r k i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a r 	 
 
 S T R _ I D _ G G L I V E _ T I M E O U T 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 T i m e   o u t 	 Q~e	 Q~eT i e m p o   d e   e s p e r a 	 T e m p s   r e s t a n t 	 A u s z e i t 	 @5<O  >6840=8O	 S c a d e n z a 	 "09<- 0CB	 T e m p o   l i m i t e 	 Z a m a n   a _1m 1	 T m   d n g 	 T m   d n g 	 T a m a t   m a s a 	 	>		.	  					 8	.	/	  8	.	>	*	M	$		 	 	 I d Qt  l l  p  s 	 	 	 	 T i m e - o u t 	 T i j d   v e r s t r e k e n 	 	 E x p i r a r e 	 T i m p u l   a   e x p i r a t 	 	   	   	 	 EGD*  *E'E  4/	 EGD*  *E'E  4/	 	 				  	 			  				 	 	 	 	 	 	 	 T y d   v e r s t r e k e 	 T y d   v e r s t r e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   e s g o t a d o 	 
 
 S T R _ I D _ G G L I V E _ G U I D E _ P A R T I C U L A R A 	 U n d e f i n e d 	 9 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 T h e r e   a r e   s e v e r a l   b o t t o m   o n   t h e   p l a y   i n t e r f a c e   o f   G G L i v e : 	 (W/TRNQ[d>eTOԏVG G L I V E d>e;NLub0(WLub
N	gQ*Nd\O	c	 (W/TRNQ[d>eTOԏVG G L I V E d>e;NLub0(WLub
N	gQ*Nd\O	cE x i s t e n   v a r i o s   b o t o n e s   e n   l a   i n t e r f a z   d e   r e p r o d u c c i  n   d e   G G L i v e : 	 P l u s i e u r s   b o u t o n s   s u r   l  i n t e r f a c e   d e   j e u   G G L i v e  : 	 E s   g i b t   m e h r e r e   S c h a l t f l  c h e n   a u f   d e m   W i e d e r g a b e b i l d s c h i r m   v o n   G G L i v e : 	   83@>2><  8=B5@D59A5  G G L i v e   2=87C  @0A?>;>65=>  =5A:>;L:>  M;5<5=B>2: 	 S u l l ' i n t e r f a c c i a   d i   r i p r o d u z i o n e   d i   G G L i v e   c i   s o n o   d i v e r s i   p u l s a n t i 	 	 E x i s t e m   v  r i o s   b o t  e s   n a   i n t e r f a c e   d o   G G L I V E : 	 G G L i v e ' i n   o y n a t m a   a r a y  z  n d e   b i r k a    d  m e   b u l u n m a k t a d 1r : 	 C    n h i u   n  t   t r  n   g i a o   d i n   p h  t   G G L i v e : 	 C    n h i u   n  t   t r  n   g i a o   d i n   p h  t   G G L i v e : 	 T e r d a p a t   b e b e r a p a   d i   b a w a h   a n t a r a   m u k a   p e r m a i n a n   G G L i v e : 	 G G L i v e   	G	  *	M	
 2	G	  			0	+	G	8	  	G	  *	0	  	(	G		  ,		(	  9	H		: 	 G G L i v e   	G	  	G	2	  			0	+	G	8	  *	0	  	(	G		  $	2	  9	H		: 	 	 	 A   G G L i v e   l e j  t s z    f e l  l e t  n e k   a l j  n   t  b b   v a n : 	 	 	 	 E r   z i j n   d i v e r s e   o n d e r k a n t e n   o p   d e   s p e e l i n t e r f a c e   v a n   G G L i v e : 	 E r   z i j n   d i v e r s e   b o d e m s   i n   d e   s p e l i n t e r f a c e   v a n   G G L i v e : 	 	 E x i s t   m a i   m u l t e   b u t o a n e   p e   i n t e r f a ca   d e   o p e r a r e   a   G G L i v e : 	 E x i s t   c  t e v a   b u t o a n e    n   p a r t e a   d e   j o s   a   i n t e r f e ce i   d e   r e d a r e   a   G G L i v e : 	 	               G G L i v e : 	               G G L i v e : 	 	 F/F  /EG  (1  1H  1'(7  '1(1  G G L i v e   B1'1/'1F/: 	 F/F  /EG  (1  1H  1'(7  '1(1  G G L i v e   B1'1/'1F/: 	 	 G G L i v e 		  				  									  								  				  						 G G L I V E   				  											  								  				  			: 	 	 	 	 	 	 	 	 D a a r   i s   v e r s k e i e   k n o p p i e s   o p   d i e   s p e e l k o p p e l v l a k   v a n   G G L i v e : 	 D a a r   i s   v e r s k e i e   o n d e r   o p   d i e   s p e e l s k e r m   v a n   G G L i v e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H    v  r i o s   f u n d o s   n a   i n t e r f a c e   d e   r e p r o d u   o   d o   G G L i v e : 	 
 
 S T R _ I D _ G G L I V E _ P L A Y _ S T O P 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 S t o p 	 d>e\Pbk	 d>e\PbkD e t e n e r 	 S t o p 	 S t o p p 	 !B>?	 S t o p 	 !B>?	 P a r a r 	 D u r d u r 	 D n g 	 D n g 	 H e n t i 	 0	K		G			  	9	0	G			 	 	 L e  l l  t  s 	 	 	 	 S t o p 	 S t o p 	 	 O p r i r e 	 O p r i r e 	 	 	 	 	 'J3*	 'J3*	 	 					  	 						 	 	 	 	 	 	 	 S t o p 	 S t o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a r 	 
 
 S T R _ I D _ G G L I V E _ S H O R T C U T K E Y 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 S h o r t c u t   k e y 	 _wc.f	 _wc.fT e c l a   d e   a c c e s o   d i r e c t o 	 R a c c o u r c i 	 A b k  r z u n g s t a s t e 	 KAB@K9  4>ABC?	 T a s t o   d i   s c e l t a   r a p i d a 	 	 T e c l a   d e   a t a l h o 	 K 1s a y o l   t u _u 	 P h  m   t t 	 P h  m   t t 	 K e k u n c i   p i n t a s 	 6	I	0	M				  	A			@		 6	I	0	M				  	A			@		 	 	 G y o r s b i l l e n t y q	 	 	 	 S n e l t o e t s 	 S n e l t o e t s 	 	 T a s t   r a p i d 	 T a s t   c o m a n d   r a p i d 	 	   	   	 	 D/  E'F(1	 D/  E'F(1	 	 							  		  	 							  			 	 	 	 	 	 	 	 K o r t p a d t o e t s 	 K o r t p a d t o e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a v e   d e   a t a l h o 	 
 
 S T R _ I D _ G G L I V E _ S E T T I N G 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 S e t t i n g 	 n	 nC o n f i g u r a c i  n 	 R  g l a g e 	 E i n s t e l l u n g 	 0AB@>9:0	 I m p o s t a z i o n e 	 0AB@>9:0	 D e f i n i   e s 	 A y a r l a r 	 C  i   t 	 C  i   t 	 P e n g e s e t a n 	 8	G		?				 8	G		?				 	 	 B e  l l  t  s 	 	 	 	 I n s t e l l i n g 	 I n s t e l l i n g 	 	 S e t a r e 	 S e t a r e 	 	 	 	 	 *F8EG'	 *F8EG'	 	 					  	 						 	 	 	 	 	 	 	 I n s t e l l i n g 	 I n s t e l l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   o 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ T I T L E 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 S e t t i n g 	 n	 nC o n f i g u r a c i  n 	 R  g l a g e 	 E i n s t e l l u n g 	 0AB@>9:0	 I m p o s t a z i o n e 	 0AB@>9:0	 D e f i n i   e s 	 A y a r l a r 	 C  i   t 	 C  i   t 	 P e n g e s e t a n 	 8	G		?				 8	G		?				 	 	 B e  l l  t  s 	 	 	 	 I n s t e l l i n g 	 I n s t e l l i n g 	 	 S e t a r e 	 S e t a r e 	 	 	 	 	 *F8EG'	 *F8EG'	 	 					  	 					  	 	 	 	 	 	 	 	 I n s t e l l i n g 	 I n s t e l l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   o 
 
 S T R _ I D _ G G L I V E _ P H O N E 	 U n d e f i n e d 	 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 s e r v i c e   p h o n e :   0 2 0 - 3 8 2 9 6 7 7 8 	 [
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 	 [
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 T e l  f o n o   d e   a s i s t e n c i a :   0 2 0 - 3 8 2 9 6 7 7 8 	 n    d e   t  l  p h o n e   m a i n t e n a n c e  :   0 2 0 - 3 8 2 9 6 7 7 8 	 K u n d e n d i e n s t t e l e f o n :   0 2 0 - 3 8 2 9 6 7 7 8 	 B5;5D>=  ?>445@6:8:   0 2 0 - 3 8 2 9 6 7 7 8 	 t e l .   a s s i s t e n z a :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 N  m e r o   d e   a p o i o   a o   c l i e n t e :   0 2 0 - 3 8 2 9 6 7 7 8 	 h i z m e t   t e l e f o n u :   0 2 0 - 3 8 2 9 6 7 7 8 	 . t h o i   d . v :   0 2 0 - 3 8 2 9 6 7 7 8 	 . t h o i   d . v :     0 2 0 - 3 8 2 9 6 7 7 8 	 n o m b o r   t e l e f o n   p e r k h i d m a t a n :   0 2 0 - 3 8 2 9 6 7 7 8 	 8	G	5	>	  +	K	(	:   0 2 0 - 3 8 2 9 6 7 7 8 	 8	0	M	5	?	8	  +	K	(	:   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 s z o l g  l t a t  s   t e l e f o n s z  m a :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 	 S e r v i c e t e l e f o o n :   0 2 0 - 3 8 2 9 6 7 7 8 	 s e r v i c e n u m m e r :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 t e l e f o n   s e r v i c e :   0 2 0 - 3 8 2 9 6 7 7 8 	 t e l e f o n   s e r v i c e :   0 2 0 - 3 8 2 9 6 7 7 8 	 	   :   0 2 0 - 3 8 2 9 6 7 7 8 	   :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 *DAF  ./E'*:   0 2 0 - 3 8 2 9 6 7 7 8 	 *DAF  ./E'*:   0 2 0 - 3 8 2 9 6 7 7 8 	 	 							  			:   0 2 0 - 3 8 2 9 6 7 7 8 	 							  			:   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 	 	 	 	 	 d i e n s f o o n :   0 2 0 - 3 8 2 9 6 7 7 8 	 d i e n s f o o n :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 t e l e f o n e   d o   s e r v i  o :   0 2 0 - 3 8 2 9 6 7 7 8 
 
 S T R _ I D _ G G L I V E _ C O N N E C T _ S E R V E R _ S U C C E S S 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 S e r v e r   S u c c e s s 	 d>e3u. . . 	 d>e3u. . .  x i t o   e n   e l   s e r v i d o r 	 R  u s s i t e   s e r v e u r 	 S e r v e r   e r f o l g r e i c h 	 !5@25@  A2>1>45=	 S u c c e s s o   s e r v e r 	 	 L i g a d o   a o   s e r v i d o r 	 S u n u c u   B a _a r 1l 1	 V  o   m . c h   t . c  n g 	 V  o   m  y   c h   t . c  n g 	 P e l a y a n   B e r j a y a 	 8	0	M	5	0	  8	+	2		 8	0	M	5	0	  8	+	2	$	>		 	 	 A   s z e r v e r   s i k e r e s 	 	 	 	 S e r v e r   g e s l a a g d 	 S e r v e r   g e s l a a g d 	 	 C o n e c t a r e   l a   s e r v e r   r e u _i t 	 S e r v e r   l i b e r 	 	   	   	 	 31H1  EHAB  (H/	 31H1  EHAB  (H/	 	 							  				 							  							 	 	 	 	 	 	 	 S u k s e s   m e t   B e d i e n e r 	 B e d i e n e r   S u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  x i t o   d o   s e r v i d o r 
 
 S T R _ I D _ G G L I V E _ S T R E A M _ S E R V E R _ B U S Y 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 S e r v e r   B u s y 	 Q~Eeb
gRhV_	 Q~Eeb
gRhV_S e r v i d o r   o c u p a d o 	 S e r v e u r   o c c u p  	 S e r v e r   a u s g e l a s t e t 	 !5@25@  70=OB	 S e r v e r   o c c u p a t o 	 	 S e r v i d o r   o c u p a d o 	 S u n u c u   M e _g u l 	 M  y   c h   b n 	 M  y   c h   b n 	 P e l a y a n   S i b u k 	 8	0	M	5	0	  5	M	
 /	8	M	
 $		 8	0	M	5	0	  5	M	/	8	M	$		 	 	 A   s z e r v e r   f o g l a l t 	 	 	 	 S e r v e r   i s   b e z e t 	 S e r v e r   i s   b e z e t 	 	 S e r v e r   o c u p a t 	 S e r v e r   o c u p a t 	 	   	   	 	 31H1  E4:HD  '3*	 31H1  E4:HD  '3*	 	 							  							 							  							 	 	 	 	 	 	 	 B e d i e n e r   b e s i g 	 B e d i e n e r   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   o c u p a d o 
 
 S T R _ I D _ G G L I V E _ O L D _ P L A Y 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 R e c e n t   P l a y 	  gяd>e	  gяd>eR e p r o d u c c i o n e s   r e c i e n t e s 	 J e u   r  c e n t 	 K  r z l i c h e   W i e d e r g a b e 	 @>F5=B  2K?;0BK	 R i p r o d u z i o n i   r e c e n t i 	 	 R e c  m - r e p r o d u z i d o s 	 E n   s o n    a l 1n a n 	 P h  t   g n   n h t 	 P h  t   g n   n h t 	 M a i n a n   B a r u - B a r u   I n i 	 9	>	2	  	>	  *	M	
 2	G		 9	>	2	  9	@	  .	G		  *	M	2	G	  	?	/	>	  	/	>		 	 	 L e g u t  b b   l e j  t s z o t t   e l e m e k 	 	 	 	 O n l a n g s   a f g e s p e e l d 	 O n l a n g s   a f g e s p e e l d 	 	 R e d a r e   r e c e n t 	 R e d a r e   r e c e n t 	 	   	   	 	 ~.4  '.1	 ~.4  '.1	 	 															  					 										  					 	 	 	 	 	 	 	 O n l a n g s   g e s p e e l 	 O n l a n g s e   S p e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u   o   r e c e n t e 
 
 S T R _ I D _ G G L I V E _ S E R V E R _ C O D E 	 U n d e f i n e d 	 1 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 R e a d y   O k 	 QY1\~	 QY1\~P r e p a r a d o ,   c o r r e c t o 	 P r  t   O k 	 B e r e i t   O k 	 >B>2>  O k 	 P r o n t o 	 	 P r e p a r a d o 	 H a z 1r   t a m a m 	    s n   s  n g 	    s n   s  n g 	 T e r s e d i a   O K 	 0	G	!	@	  		G		 $	H	/	>	0	   	@			 	 	 K  s z   O K 	 	 	 	 G e r e e d   O K 	 K l a a r   O K 	 	 G a t a   O k 	 P r e g t i t   O k 	 	 	 	 	 "E'/G  '3*	 "E'/G  '3*	 	 				,   			  			d	  	 				  				 	 	 	 	 	 	 	 G e r e e d   O K 	 G e r e e d   G o e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o n t o   O k 
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E 	 U n d e f i n e d 	 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P r e f e r e n c e s 	 Spen	 SpenP r e f e r e n c i a s 	 P r  f  r e n c e s 	 E i n s t e l l u n g s w  n s c h e 	 0@0<5B@K	 P r e f e r e n z e 	 @54?>GB5=8O	 P r e f e r  n c i a s 	 T e r c i h l e r 	 C  c   u   t i  n 	 C  c   u   t i  n 	 P e n y e s u a i a n 	 *	M	0	?	+	0	G	(	M	8	G	8		 5	0	@	/	$	>				 	 	 P r e f e r e n c i  k 	 	 	 	 V o o r k e u r e n 	 V o o r k e u r e n 	 	 P r e f e r i n ce 	 P r e f e r i n ce 	 	 	 	 	 *1,J-'*	 *1,J-'*	 	 					  	 										: 	 	 	 	 	 	 	 	 V o o r k e u r e 	 V o o r k e u r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e f e r  n c i a s 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ P O R T 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P o r t 	 zSS  	 zSSP u e r t o 	 P o r t 	 P o r t 	 >@B	 P o r t a 	 >@B	 P o r t a 	 P o r t 	 C n g 	 C n g 	 P o r t 	 *	K	0	M			 *	K	0	M			 	 	 C s a t l a k o z  	 	 	 	 A a n s l u i t i n g 	 P o r t 	 	 P o r t 	 P o r t 	 	 	 	 	 /1'G	 /1'G	 	 						 						 	 	 	 	 	 	 	 P o o r t 	 P o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a 
 
 S T R _ I D _ G G L I V E _ B O U N D _ H E L P 2 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P l e a s e   c l i c k   o n   Y e s ,   S y s t e m 	 	cnx[.|~	 	cnx[.|~P o r   f a v o r ,   h a g a   c l i c   e n   S  ,   S i s t e m a 	 V e u i l l e z   c l i q u e r   s u r   O u i ,   S y s t  m e 	 B i t t e   J a ,   S y s t e m   a n k l i c k e n 	 06<8B5  0,   !8AB5<0	 F a r e   c l i c   s u   S  ,   s i s t e m a 	 	 C l i q u e   e m   S i m ,   S i s t e m a 	 L  t f e n   E v e t ,   S i s t e m ' e   t 1k l a y 1n 	 H  y   c l i c k   v  o   C  ,   H   t h n g 	 H  y   c l i c k   v  o   C  ,   H   t h n g 	 S i l a   k l i k   Y a ,   S i s t e m 	 	C	*	/	>	  9	>		  *	0	  	M	2	?		  	0	G		,   8	?	8	M	
 	.		 	C	*	/	>	  9	>		  *	0	  	M	2	?		  	0	G		,   8	?	8	M		.		 	 	 K a t t i n t s o n   a   I g e n ,   R e n d s z e r   e l e m r e 	 	 	 	 K l i k   o p   J a ,   S y s t e e m 	 K l i k   o p   J a ,   S y s t e e m 	 	 F a c e ci   c l i c   p e   D a ,   S i s t e m 	 F a c e ci   c l i c   p e   D a ,   S i s t e m 	 	   ,   	   ,   	 	 D7A'K  (1  1H  2FG  (DG  33*E  D  F/	 D7A'K  (1  1H  2FG  " (DG  33*E"   D  F/	 	 							  			  					,   								  					  				  	 							  			  					- 		  					  				,   								 	 	 	 	 	 	 	 K l i e k   a s s e b l i e f   o p   J a ,   S t e l s e l 	 K l i e k   a s b   o p   J a ,   S t e l s e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l i q u e   e m   S i m ,   S i s t e m a 
 
 S T R _ I D _ G G L I V E _ P L A Y I N G _ S L E E P 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P l a y i n g   S l e e p 	 d>e-N( Y) 	 d>e-N( Y) P l a y i n g   S l e e p 	 P l a y i n g   S l e e p 	 P l a y i n g   S l e e p 	 P l a y i n g   S l e e p 	 P l a y i n g   S l e e p 	 	 P l a y i n g   S l e e p 	 P l a y i n g   S l e e p 	 a n g   p h  t   b  i   S l e e p 	 a n g   p h  t   b  i   S l e e p 	 P l a y i n g   S l e e p 	 P l a y i n g   S l e e p 	 8	M	2	@	*	  *	M	2	G	  9	K	  0	9	>	  9	H		 	 	 P l a y i n g   S l e e p 	 	 	 	 P l a y i n g   S l e e p 	 S l a a p   w o r d t   a f g e s p e e l d 	 	 P l a y i n g   S l e e p 	 R e d a r e   r e p a u s 	 	 P l a y i n g   S l e e p 	     	 	 P l a y i n g   S l e e p 	 -'D*  .H'(	 	 P l a y i n g   S l e e p 	 					  				  					  	 	 	 	 	 	 	 	 P l a y i n g   S l e e p 	 S p e e l   t a n s   S l a a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H i b e r n a   o 
 
 S T R _ I D _ G G L I V E _ P L A Y I N G _ A C C O M S O U N D 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P l a y i n g   A c c o m s o u n d 	 d>e-N( 4O) 	 d>e-N( 4O) P l a y i n g   A c c o m s o u n d 	 P l a y i n g   A c c o m s o u n d 	 P l a y i n g   A c c o m s o u n d 	 P l a y i n g   A c c o m s o u n d 	 P l a y i n g   A c c o m s o u n d 	 	 P l a y i n g   A c c o m s o u n d 	 P l a y i n g   A c c o m s o u n d 	 a n g   p h  t   b  i   A c c o m s o u n d 	 a n g   p h  t   b  i   A c c o m s o u n d 	 P l a y i n g   A c c o m s o u n d 	 P l a y i n g   A c c o m s o u n d 	 A c c o m s o u n d   *	M	2	G	  9	K	  0	9	@	  9	H		 	 	 P l a y i n g   A c c o m s o u n d 	 	 	 	 P l a y i n g   A c c o m s o u n d 	 A c c o m g e l u i d   w o r d t   a f g e s p e e l d 	 	 P l a y i n g   A c c o m s o u n d 	 R e d a r e   s u n e t   a c o m o d a r e 	 	 P l a y i n g   A c c o m s o u n d 	   A c c o m s o u n d 	 	 P l a y i n g   A c c o m s o u n d 	 /1-'D  ~.4  5/'  ~01'	 	 P l a y i n g   A c c o m s o u n d 	 													  				  						 	 	 	 	 	 	 	 P l a y i n g   A c c o m s o u n d 	 S p e e l   t a n s   A k k o m k l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i n d o   A c c o m s o u n d 
 
 S T R _ I D _ G G L I V E _ P L A Y I N G 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P l a y i n g 	 d>e-N	 d>e-NR e p r o d u c i e n d o 	 J e u   e n   c o u r s 	 W i r d   w i e d e r g e g e b e n 	 3@0	 R i p r o d u z i o n e 	 >A?@>872545=85	 A   r e p r o d u z i r 	 Y  r  t  l  y o r 	 a n g   p h  t 	 a n g   p h  t 	 B e r m a i n 	 ,		>	  0	9	>	  9	H		 	G	2	  0	9	>	  9	H		 	 	 J  t s z i k 	 	 	 	 A f s p e l e n 	 W o r d t   a f g e s p e e l d 	 	 R e d a r e 	 R e d a r e 	 	 	 	 	 /1-'D  ~.4	 /1-'D  ~.4	 	 					 				  					 	 	 	 	 	 	 	 S p e e l   t a n s 	 S p e e l   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i n d o 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ P L A Y M O D E 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P l a y   M o d e 	 d>e!j_	 d>e!j_M o d o   d e   r e p r o d u c c i  n 	 M o d e   J e u 	 W i e d e r g a b e m o d u s 	  568<  83@K	 M o d a l i t    r i p r o d u z i o n e 	 	 M o d o   d e   r e p r o d u   o 	 O y n a t m a   M o d u 	 C h     p h  t 	 C h     p h  t 	 M o d   M a i n 	 *	M	2	G	  .	K	!		 *	M	2	G	  .	K	!		 	 	 L e j  t s z  s i   m  d 	 	 	 	 A f s p e e l s t a n d 	 A f s p e e l s t a n d 	 	 M o d   r e d a r e 	 M o d   r e d a r e 	 	   	   	 	 -'D*  ~.4	 -'D*  ~.4	 	 				  			  	 				  				 	 	 	 	 	 	 	 S p e l m o d u s 	 S p e e l m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   r e p r o d u   o 
 
 S T R _ I D _ G G L I V E _ P L A Y _ M E N U 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P l a y   M e n u 	 d>e܃US	 d>e܃USM e n    d e   r e p r o d u c c i  n 	 M e n u   J e u 	 W i e d e r g a b e m e n  	 5=1  83@K	 M e n u   r i p r o d u z i o n e 	 	 M e n u   d e   r e p r o d u   o 	 O y n a t m a   M e n  s  	 M e n u   p h  t 	 M e n u   p h  t 	 M e n u   M a i n 	 *	M	2	G	  .	G	(	M	
 /	B		 *	M	2	G	  .	H	(	M	/	B		 	 	 L e j  t s z  s   m e n  	 	 	 	 A f s p e e l m e n u 	 A f s p e e l m e n u 	 	 M e n i u   r e d a r e 	 R e d a r e   m e n i u 	 	   	   	 	 EFH  ~.4	 EFH  ~.4	 	 				  						  	 				  					 	 	 	 	 	 	 	 S p e l k i e s l y s 	 S p e e l k i e s l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n u   d e   r e p r o d u   o 
 
 S T R _ I D _ G G L I V E _ P A U S E I N G 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P a u s e 	 f\P-N	 f\P-NP a u s a 	 P a u s e 	 P a u s e 	 0C70	 P a u s a 	 0C70	 P a u s a 	 D u r a k l a t 	 T m   d n g 	 T m   d n g 	 J e d a 	 5	?	0	>	.		 0	K		G			 	 	 S z  n e t 	 	 	 	 P a u z e 	 P a u z e 	 	 P a u z 	 P a u z 	 	 	 	 	 /1F	 /1F	 	 					  	 						  				  					 	 	 	 	 	 	 	 O n d e r b r e e k 	 O n d e r b r e e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a u s a 
 
 S T R _ I D _ G G L I V E _ R E G _ P S W _ S A M L L 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P a s s w o r d   S a m l l 	 [x^^\N2 4 	 [x^^\N2 4 P a s s w o r d   S a m l l 	 P a s s w o r d   S a m l l 	 P a s s w o r d   S a m l l 	 P a s s w o r d   S a m l l 	 P a s s w o r d   S a m l l 	 	 P a s s w o r d   S a m l l 	 P a s s w o r d   S a m l l 	 M t   k h u   S a m l l 	 M t   k h u   c h   t h n g 	 P a s s w o r d   S a m l l 	 P a s s w o r d   S a m l l 	 *	>	8	5	0	M	!	  	K		>	  9	H		 	 	 P a s s w o r d   S a m l l 	 	 	 	 P a s s w o r d   S a m l l 	 W a c h t w o o r d   k l e i n 	 	 P a s s w o r d   S a m l l 	 P a r o l   s c u r t 	 	 P a s s w o r d   S a m l l 	   	 	 P a s s w o r d   S a m l l 	 01H'G  H*'G  '3*	 	 P a s s w o r d   S a m l l 	 									  				 	 	 	 	 	 	 	 P a s s w o r d   S a m l l 	 W a g w o o r d   K l e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e n h a   p e q u e n a 
 
 S T R _ I D _ G G L I V E _ B O U N D _ P A S S W O R D 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 P a s s w o r d 	 [x	 [xC o n t r a s e  a 	 M o t   d e   p a s s e 	 K e n n w o r t 	 0@>;L	 P a s s w o r d 	 0@>;L	 P a l a v r a - p a s s e 	 P a r o l a 	 M t   k h u 	 M t   k h u 	 K a t a   L a l u a n 	 *	>	8	5	0	M	!		 *	>	8	5	0	M	!		 	 	 J e l s z  	 	 	 	 W a c h t w o o r d 	 W a c h t w o o r d 	 	 P a r o l 	 P a r o l 	 	 	 	 	 01H'G	 01H'G	 	 										 									  	 	 	 	 	 	 	 	 W a g w o o r d 	 W a g w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e n h a 
 
 S T R _ I D _ G G L I V E _ R E G _ O N L Y _ M U N 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 O n l y   M u n b e r 	 G G SS/fpeW[	 G G SS/fpeW[O n l y   M u n b e r 	 O n l y   M u n b e r 	 O n l y   M u n b e r 	 O n l y   M u n b e r 	 O n l y   M u n b e r 	 	 O n l y   M u n b e r 	 O n l y   M u n b e r 	 C h   s 	 C h   d  n g   s 	 O n l y   M u n b e r 	 O n l y   M u n b e r 	 	G	5	2	  (		,	0		 	 	 O n l y   M u n b e r 	 	 	 	 O n l y   M u n b e r 	 A l l e e n   c i j f e r s 	 	 O n l y   M u n b e r 	 D o a r   n u m r 	 	 O n l y   M u n b e r 	   	 	 O n l y   M u n b e r 	 *FG'  4E'1G	 	 O n l y   M u n b e r 	 							  						 	 	 	 	 	 	 	 O n l y   M u n b e r 	 S l e g s   N o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o m e n t e   n  m e r o 
 
 S T R _ I D _ G G L I V E _ C A N C E L _ O K 	 U n d e f i n e d 	 1 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 n o t   l o g i n 	 \*g{vU_	 \*g{vU_s e s i  n   n o   i n i c i a d a 	 p a s   d  o u v e r t u r e   d e   s e s s i o n 	 n i c h t   a n m e l d e n 	 157  2E>40	 a c c e s s o   n o n   e f f e t t u a t o 	 	 S e m   s e s s  o   i n i c i a d a 	 o t u r u m   a  m a 	 c h a   . n h p 	 c h a   . n h p 	 t i d a k   l o g   m a s u k 	 2	I		?	(	  (	9	@			 2	I			(	  (	9	@			 	 	 n i n c s   b e j e l e n t k e z v e 	 	 	 	 n i e t   a a n g e m e l d 	 n i e t   a a n g e m e l d 	 	 c o n e c t a r e   i m p o s i b i l 	 n e c o n e c t a t 	 	   	   	 	 H'1/  F4/G  '/	 H'1/  F4/G  '/	 	 		  		  			d	  	 		- 		  					 	 	 	 	 	 	 	 n i e   a a n t e k e n 	 n i e   a a n t e k e n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n  o   f a z e r   l o g i n 
 
 S T R _ I D _ G G L I V E _ C A N C E L _ O N 	 U n d e f i n e d 	 1 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 n o t   l o g i n 	 \*g{vU_	 \*g{vU_s e s i  n   n o   i n i c i a d a 	 p a s   d  o u v e r t u r e   d e   s e s s i o n 	 n i c h t   a n m e l d e n 	 157  2E>40	 a c c e s s o   n o n   e f f e t t u a t o 	 	 S e m   s e s s  o   i n i c i a d a 	 o t u r u m   a  m a 	 c h a   . n h p 	 c h a   . n h p 	 t i d a k   l o g   m a s u k 	 2	I		?	(	  (	9	@			 2	I			(	  (	9	@			 	 	 n i n c s   b e j e l e n t k e z v e 	 	 	 	 n i e t   a a n g e m e l d 	 n i e t   a a n g e m e l d 	 	 c o n e c t a r e   i m p o s i b i l 	 n e c o n e c t a t 	 	   	   	 	 H'1/  F4/G  '/	 H'1/  F4/G  '/	 	 		  		  			d	  	 		- 		  					 	 	 	 	 	 	 	 n i e   a a n t e k e n 	 n i e   a a n t e k e n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n  o   f a z e r   l o g i n 
 
 S T R _ I D _ G G L I V E _ R E G _ N O T _ E M T P Y 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 N o t   E m t p y 	 [x
N:Nzz	 [x
N:NzzN o   v a c  o 	 N o n   v i d e 	 N i c h t   l e e r 	 5  ?CAB>	 N o n   v u o t o 	 	 N  o   e s t    v a z i o 	 B o _  d e i l 	 k . t h   t r n g 	 k . t h   t r n g 	 T i d a k   K o s o n g 	 	>	2	@	  (	9	@			 	>	2	@	  (	9	@			 	 	 N e m    r e s 	 	 	 	 N i e t   l e e g 	 N i e t   l e e g 	 	 N u   e s t e   g o l 	 N u   e s t e   g o l 	 	   	   	 	 .'D  F3*	 .'D  F3*	 	 				  			  	 				  			 	 	 	 	 	 	 	 N i e   l e e g   n i e 	 N i e   l e e g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   v a z i o 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ L I V I N G M O D E _ N O M O R L 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 N O R M A L 	 ck8^	 ck8^N O R M A L 	 N O R M A L 	 N O R M A L 	 +'+	 N O R M A L E 	 >@<0;L=>5	 N O R M A L 	 N O R M A L 	 C H U N 	 C H U N 	 N O R M A L 	 8	>	.	>	(	M	
 /		 8	>	.	>	(	M	/		 	 	 N O R M  L 	 	 	 	 N O R M A A L 	 N O R M A A L 	 	 N O R M A L 	 N O R M A L 	 	 	 	 	 9'/	 9'/	 	 									  	 										 	 	 	 	 	 	 	 N O R M A A L 	 N O R M A A L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N O R M A L 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ L I V I N G M O D E _ N O S O U N D 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 N O   S O U N D 	 Y	 YS I N   S O N I D O 	 P A S   D E   S O N 	 K E I N   S O U N D 	   #	 N E S S U N   A U D I O 	 	 S e m   s o m 	 S E S S 0Z 	 K . C     M   T H A N H 	 K . C     M   T H A N H 	 T I A D A   S U A R A 	 '	M	
 5	(	?	  (	9	@			 	5	>		<	  (	9	@			 	 	 N I N C S   H A N G 	 	 	 	 G E E N   G E L U I D 	 G E E N   G E L U I D 	 	 F R   S U N E T 	 F R   S U N E T 	 	   	   	 	 (/HF  5/'	 5/'  H,H/  F/'1/	 	 			  				  			  	 				  				 	 	 	 	 	 	 	 G E E N   K L A N K 	 G E E N   K L A N K   N I E 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S E M   S O M 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ L I V I N G M O D E _ A T T E N D 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 N O   I m a g e 	 4O	 4OS I N   i m a g e n 	 P A S   d  i m a g e 	 K e i n   B i l d 	 57  87>1@065=8O	 N e s s u n a   i m m a g i n e 	 	 S e m   i m a g e m 	 R e s i m   Y o k 	 K . c    n h 	 K . c    n h 	 T I A D A   I m e j 	 	?	$	M	0	  (	9	@			 	.	G		  (	9	@			 	 	 N I N C S   k  p 	 	 	 	 G E E N   b e e l d 	 G E E N   b e e l d 	 	 F R   i m a g i n e 	 F R   i m a g i n e 	 	   	   	 	 (/HF  *5H1	 *5H1  H,H/  F/'1/	 	 			  			  			  	 				  				 	 	 	 	 	 	 	 G E E N   A f b e e l d i n g 	 G E E N   B e e l d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S E M   I m a g e m 
 
 S T R _ I D _ G G L I V E _ N O _ C A R D 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 N o   C a r d 	 l	gS I M aS	 l	gS I M aSN o   h a y   t a r j e t a 	 P a s   d e   c a r t e 	 K e i n e   K a r t e 	 5B  :0@BK	 N e s s u n a   s c h e d a 	 	 S e m   c a r t  o 	 K a r t   y o k 	 K . c    t h 	 K . c    t h 	 T i a d a   K a d 	 	>	0	M	!	  (	9	@			 	>	0	M	!	  (	9	@			 	 	 N i n c s   k  r t y a 	 	 	 	 G e e n   k a a r t 	 G e e n   k a a r t 	 	 F r   c a r d 	 F R   C A R D 	 	   	   	 	 (/HF  C'1*	 '1*  H,H/  F/'1/	 	 					  			  	 					  				 	 	 	 	 	 	 	 G e e n   K a a r t 	 G e e n   K a a r t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c a r t  o 
 
 S T R _ I D _ G G L I V E _ S E R V E R _ C O D E _ N E T E R R 	 U n d e f i n e d 	 3 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 N e t   E R R 	 Q~Eeb
gRhV_	 Q~Eeb
gRhV_E R R O R   d e   r e d 	 E R R   N e t 	 N e t z w e r k f e h l e r 	 H81:0  A5B8	 E R R   r e t e 	 	 E r r o   d e   r e d e 	 N e t   H A T A S I 	 L i   m n g 	 L i   m n g 	 R A L A T   R a n g k a i a n 	 N e t   E R R 	 (	G		  $	M	0	A		?		 	 	 H  l  z a t i   H I B A 	 	 	 	 N e t f o u t 	 N e t   E R R 	 	 E R O A R E   r e ce a 	 E R O A R E   r e ce a 	 	   	   	 	 .7'  4(G	 .7'  4(G	 	 			  					  	 			  						 	 	 	 	 	 	 	 N e t . - f o u t 	 N e t F O U T 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E R R O   d e   r e d e 
 
 S T R _ I D _ G G L I V E _ M Y _ V I P 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   V I P 	 bv^7b	 bv^7bM i   V I P 	 M o n   V I P 	 M e i n   V I P 	 >9  V I P 	 I   m i e i   V I P 	 	 O   m e u   V I P 	 V I P ' i m 	 V I P   r i  n g 	 V I P   r i  n g 	 V I P   S a y a 	 .	G	0	>	  5	@			*	@		 .	G	0	>	  V I P 	 	 	 S a j  t   V I P 	 	 	 	 M i j n   V I P 	 M i j n   V I P 	 	 V I P - u l   m e u 	 V e r s i u n e a   m e a   V I P 	 	 - V I P   	 - V I P   	 	 F3.G  '.*5'5  EF	 F3.G  '.*5'5  EF	 	 				  						  	 				  							 	 	 	 	 	 	 	 M Y   B B P 	 M Y   B B P 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   V I P 
 
 S T R _ I D _ G G L I V E _ M Y _ V I D E O 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   V i d e o 	 ƉRN	 ƉRNM i   v  d e o 	 M a   V i d  o 	 M e i n   V i d e o 	 >5  2845>	 I   m i e i   v i d e o 	 	 O s   m e u s   v  d e o s 	 V i d e o l a r 1m 	 V i d e o   r i  n g 	 V i d e o   r i  n g 	 V i d e o   S a y a 	 .	G	0	>	  5	@	!	?	/	K		 .	G	0	>	  5	@	!	?	/	K		 	 	 V i d e  k 	 	 	 	 M i j n   v i d e o 	 M i j n   v i d e o 	 	 V i d e o c l i p u l   m e u 	 V i d e o 	 	   	   	 	 H/H  EF	 H/H  EF	 	 				  					  	 				  						 	 	 	 	 	 	 	 M y   V i d e o 	 M y   V i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   V  d e o 
 
 S T R _ I D _ G G L I V E _ M Y _ T V 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   T v 	 Kb:g5uƉ	 Kb:g5uƉM i   T V 	 M a   T v 	 M e i n   T V 	 >5  "	 L a   m i a   T V 	 	 A   m i n h a   T V 	 T V ' m 	 T V   r i  n g 	 T V   r i  n g 	 T v   S a y a 	 .	G	0	>	  	@	5	@		 .	G	0	>	  	@	5	@		 	 	 T V - c s a t o r n  k 	 	 	 	 M i j n   t e l e v i s i e 	 M i j n   t e l e v i s i e 	 	 T V - u l   m e u 	 T V 	 	   	   	 	 *DH2HF  EF	 *DH2HF  EF	 	 				  				  	 				  					 	 	 	 	 	 	 	 M y   T V 	 M y   T V 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n h a   T v 
 
 S T R _ I D _ G G L I V E _ M Y _ P L A Y S 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   P l a y s 	 5uƉgRS	 5uƉgRSM i s   r e p r o d u c c i o n e s 	 M e s   J e u x 	 M e i n e   W i e d e r g a b e n 	 >8  ?@>A<>B@K	 I   m i e i   g i o c h i 	 	 A s   m i n h a s   r e p r o d u   e s 	 O y n a t t 1k l a r 1m 	 P h  t   r i  n g 	 P h  t   r i  n g 	 M a i n a n   S a y a 	 .	G	0	G	  (	>				 .	G	0	G	  *	M	2	G		<		 	 	 L e j  t s z  s o k 	 	 	 	 M i j n   s p e l l e n 	 M i j n   s p e l l e n 	 	 R e d r i l e   m e l e 	 R e d r i l e   m e l e 	 	     	     	 	 ('2G'  EF	 ('2G'  EF	 	 				  				  	 				  					 	 	 	 	 	 	 	 M y   S p e e l k a n s e 	 M y   S p e l e t j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n h a s   R e p r o d u   e s 
 
 S T R _ I D _ G G L I V E _ M Y _ P A G E 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   P a g e 	 u	 uM i   p  g i n a 	 M a   P a g e 	 M e i n e   S e i t e 	 >O  AB@0=8F0	 L a   m i a   p a g i n a 	 	 A s   m i n h a s   p  g i n a s 	 S a y f a m 	 T r a n g   r i  n g 	 T r a n g   r i  n g 	 H a l a m a n   S a y a 	 .	G	0	>	  *	C	7	M	 		 .	G	0	G	  *	G		<		 	 	 S a j  t   o l d a l 	 	 	 	 M i j n   p a g i n a 	 M i j n   p a g i n a 	 	 P a g i n a   m e a 	 P a g i n a   m e a 	 	   	   	 	 5A-G  EF	 5A-G  EF	 	 				  						  	 				  							 	 	 	 	 	 	 	 M y   B l a d s y 	 M y   B l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n h a   P  g i n a 
 
 S T R _ I D _ G G L I V E _ M Y _ F I L A M 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   M o v i e 	 Kb:g5uq_	 Kb:g5uq_M i   p e l  c u l a 	 M o n   F i l m 	 M e i n   F i l m 	 >5  :8=>	 I l   m i e i   f i l m 	 	 O s   m e u s   f i l m e s 	 F i l m i m 	 P h i m   r i  n g 	 P h i m   r i  n g 	 F i l e m   S a y a 	 .	G	0	@	  .	B	5	@		 .	G	0	>	  .	B	5	@		 	 	 S a j  t   f i l m e k 	 	 	 	 M i j n   f i l m 	 M i j n   f i l m 	 	 F i l m u l   m e u 	 F i l m u l   m e u 	 	   	   	 	 ADEG'  EF	 ADEG'  EF	 	 				  				  	 				  							 	 	 	 	 	 	 	 M y   R o l p r e n t 	 M y   F l i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   F i l m e 	 	 	 
 
 S T R _ I D _ G G L I V E _ M Y _ M O V I E 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   M o v i e 	 5uq_S	 5uq_SM i   p e l  c u l a 	 M o n   F i l m 	 M e i n   F i l m 	 >5  :8=>	 I l   m i e i   f i l m 	 	 O s   m e u s   f i l m e s 	 F i l m i m 	 P h i m   r i  n g 	 P h i m   r i  n g 	 F i l e m   S a y a 	 .	G	0	@	  .	B	5	@		 .	G	0	>	  .	B	5	@		 	 	 S a j  t   f i l m e k 	 	 	 	 M i j n   f i l m 	 M i j n   f i l m 	 	 F i l m u l   m e u 	 F i l m u l   m e u 	 	   	   	 	 ADEG'  EF	 ADEG'  EF	 	 				  				  	 				  							 	 	 	 	 	 	 	 M y   R o l p r e n t 	 M y   F l i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   F i l m e 	 	 	 
 
 S T R _ I D _ G G L I V E _ M Y _ I D 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 ] M y   I d 	 ] ]{vU_	 ] ]{vU_] M i   i d e n t i f i c a c i  n 	 ] M o n   I d 	 ] M e i n   I d 	 ] >9  I d 	 ] I l   m i o   I D 	 	 ] A   m i n h a   I D 	 ] K i m l i i m 	 ] I d   r i  n g 	 ] I d   r i  n g 	 ] I d   S a y a 	 .	G	0	>	  		!	@		 ] .	G	0	>	  I d 	 	 	 ] S a j  t   a z o n o s  t  	 	 	 	 ] M i j n   I d 	 ] M i j n   I d 	 	 ] I D - u l   m e u 	 ] I D - u l   m e u 	 	 ]   	 ]   	 	 4F'3G  EF	 4F'3G  EF	 	 				  				  	 ] 				  					 	 	 	 	 	 	 	 M y   I D 	 ] M y   I D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ]   M i n h a   I d 	 	 	 
 
 S T R _ I D _ G G L I V E _ M Y _ C A T O O N 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   C a t o o n 	 R+oS	 R+oSM i   c a r i c a t u r a 	 M o n   f i l m   d  a n i m a t i o n   	 M e i n   C a r t o o n 	 >8  <C;LBD8;L<K	 I l   m i o   c a r t o n e 	 	 O s   m e u s   d e s e n h o s   a n i m a d o s 	 A n i m a s y o n u m 	 H o t   h  n h   r i  n g 	 H o t   h  n h   r i  n g 	 K a r t u n   S a y a 	 .	G	0	>	  	>	0	M		B	(		 .	G	0	>	  	>	0	M		B	(		 	 	 S a j  t   R a j z f i l m 	 	 	 	 M i j n   t e k e n i n g 	 M i j n   t e k e n i n g 	 	 D e s e n u l   m e u   a n i m a t 	 D e s e n u l   m e u   a n i m a t 	 	   	   	 	 '1*HF  EF	 '1*HF  EF	 	 				  								 				  								 	 	 	 	 	 	 	 M y   T e k e n p r e n t 	 M y   S t r o k i e s p r e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   D e s e n h o   A n i m a d o 	 	 	 
 
 S T R _ I D _ G G L I V E _ M Y _ B A C K 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   B a c k 	 ԏV	 ԏVM y   B a c k 	 M y   B a c k 	 M y   B a c k 	 M y   B a c k 	 M y   B a c k 	 	 M y   B a c k 	 M y   B a c k 	 T r   v   r i  n g 	 C h u y n   v   r i  n g 	 M y   B a c k 	 M y   B a c k 	 .	G	0	>	  ,	H			 	 	 M y   B a c k 	 	 	 	 M y   B a c k 	 M i j n   a c h t e r k a n t 	 	 M y   B a c k 	 A p e l r i l e   m e l e   i n v e r s e 	 	 M y   B a c k 	   	 	 M y   B a c k 	 ~4*  2EFG  EF	 	 M y   B a c k 	 				  						 	 	 	 	 	 	 	 M y   B a c k 	 M y   R u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   d e   V o l t a 	 	 	 
 
 S T R _ I D _ G G L I V E _ R E G _ M U N _ S A M L L 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M u n b e r   S a m l l 	 G G S
N\N1 0 0 0 0 	 G G S
N\N1 0 0 0 0 M u n b e r   S a m l l 	 M u n b e r   S a m l l 	 M u n b e r   S a m l l 	 M u n b e r   S a m l l 	 M u n b e r   S a m l l 	 	 M u n b e r   S a m l l 	 M u n b e r   S a m l l 	 S   S a m l l 	 S   d  n g   c h   t h n g 	 M u n b e r   S a m l l 	 M u n b e r   S a m l l 	 	K		>	  (		,	0		 	 	 M u n b e r   S a m l l 	 	 	 	 M u n b e r   S a m l l 	 K l e i n   n u m m e r 	 	 M u n b e r   S a m l l 	 N u m r   s c u r t 	 	 M u n b e r   S a m l l 	   	 	 M u n b e r   S a m l l 	 4E'1G  H*'G  '3*	 	 M u n b e r   S a m l l 	 					  				 	 	 	 	 	 	 	 M u n b e r   S a m l l 	 N o m m e r   K l e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   p e q u e n o 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ M I N L A T E 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M i n   L a t e 	  g\^ߏ	  g\^ߏR e t a r d o   m  n i m o 	 M i n   d e   r e t a r d 	 M i n   s p  t 	 8=.   >?>74	 R i t a r d o   m i n 	 	 M i n .   d e   a t r a s o 	 d k .   G e  	 P h  t   t r 	 P h  t   s a u 	 M i n   L e w a t 	 M i n   L a t e 	 .	?	(		  &	G	0		 	 	 P e r c   k  s  s 	 	 	 	 M i n   l a a t 	 M i n u t e n   t e   l a a t 	 	 M i n    n t  r z i e r e 	  n t  r z i e r e   m i n i m 	 	   	   	 	 /B'B  /11/	 /B'B  /11/	 	 					  						  					  	 					  					 	 	 	 	 	 	 	 M i n .   L a a t 	 M i n .   L a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n   t a r d e 	 	 	 
 
 S T R _ I D _ G G L I V E _ L E F T _ M E N U 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M e n u 	 ܃US	 ܃USM e n  	 M e n u 	 M e n  	 5=N	 M e n u 	 5=N	 M e n u 	 M e n  	 M e n u 	 M e n u 	 M e n u 	 8	B		@		 .	G	(	M	/	B		 	 	 M e n  	 	 	 	 M e n u 	 M e n u 	 	 M e n i u 	 M e n i u 	 	 	 	 	 EFH	 EFH	 	 						  	 					 	 	 	 	 	 	 	 K i e s l y s 	 K i e s l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n u 	 	 	 
 
 S T R _ I D _ G G L I V E _ G S X _ M E M _ E R R 	 U n d e f i n e d 	 4 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M e m   E R R 	 QX[Dn
N	 QX[Dn
NE R R O R   d e   m e m o r i a 	 M  m .   E R R 	 S p e i c h e r f e h l e r 	 H81:0  ?0<OB8	 E R R   m e m 	 	 E r r o   d e   m e m  r i a 	 M e m   H A T A S I 	 L i   m e n u 	 L i   b   n h 	 R A L A T   I n g a t a n 	 M e m   E R R 	 .	G	.	K	0	@	  $	M	0	A		?		 	 	 M e m .   H I B A 	 	 	 	 G e h e u g e n f o u t 	 G e h e u g e n f o u t 	 	 E R O A R E   m e m o r i e 	 E R O A R E   m e m o r i e 	 	   	   	 	 .7'  -'A8G	 .7'  -'A8G	 	 			  					  	 								  				 	 	 	 	 	 	 	 G e h e u e - f o u t 	 G e h e u e F O U T 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E R R O   M e m . 	 	 	 
 
 S T R _ I D _ G G L I V E _ B O U N D _ N U M B E R 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L o g o u t 	  Q{vU_	  Q{vU_	 	 	 %G-@-2L	 C e r r a r   s e s i  n 	 KE>4	 C e r r a r   s e s i  n 	 F e r m e t u r e   d e   s e s s i o n 	 A b m e l d e n 	 K9B8	 E s c i 	 *3,JD  'D.1H,	 C  c h   t h a n h   t o  n 	 O t u r u m u   k a p a t 	 T h o  t 	 2	I							 L o g   K e l u a r 	 2	I							 	 	 	 K i j e l e n t k e z  s 	 	 A f m e l d e n 	 	 A f m e l d e n 	 D e c o n e c t a r e 	 	 D e c o n e c t a r e 	 	 	 	 .1H,  '2  33*E	 	 .1H,  '2  33*E	 		- 				 	 		  			  	 	 	 	 	 	 	 T e k e n   u i t 	 	 U i t t e k e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o g o u t 
 
 S T R _ I D _ G G L I V E _ R E G I S T E R _ R E S U L T _ O K 	 U n d e f i n e d 	 6 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L o g i n   S u c c e s s ,   y o u r   3 G   I D   n u m b e r   i s : 	 ]~{vU_bR`vG G Sx/f: 	 ]~{vU_bR`vG G Sx/f: 	 	 	 %G--4*3@#G,   +!2"@%#+1*  3 G   -87-: 	 I n i c i o   d e   s e s i  n   c o r r e c t o .   E l   i d e n t i f i c a d o r   3 G   e s : 	 	 S e s i  n   i n i c i a d a   c o n    x i t o ,   s u   n  m e r o   d e   i d e n t i f i c a c i  n   3 G   e s : 	 R  u s s i t e   d e   l  o u v e r t u r e   d e   s e s s i o n ,   v o t r e   n u m  r o   I D   3 G   e s t  : 	 A n m e l d u n g   e r f o l g r e i c h ,   I h r e   3 G   I D - N u m m e r   l a u t e t : 	 E>4  2K?>;=5=,   3 G   845=B8D8:0B>@: 	 A c c e s s o   e f f e t t u a t o ,   i l   t u o   n u m e r o   I D   3 G    : 	 *E  *3,JD  'D/.HD  (F,'-,   1BE  E91A  3 G   'D.'5  (C  GH: 	 T r   g i  p 	 O t u r u m   a  m a   b a _a r 1l 1,   3 G   I D   n u m a r a n 1z : 	 . n h p   t h  n h   c  n g ,   s   I D   3 G   c a   b n   l  : 	 2	I			(	  8	+	2	,   	*		>	  3 G   I D   (		,	0	  9	H	: 	 L o g   M a s u k   B e r j a y a ,   n o m b o r   I D   3 G   a n d a   i a l a h : 	 2	I		?	(	  8	+	2	,   	*		>	  3 G   		!	@	  (		,	0	  9	H	: 	 	 	 	 S i k e r e s   b e j e l e n t k e z  s .   A z    n   3 G   a z o n o s  t  j a : 	 	 M e t   s u c c e s   a a n g e m e l d ,   j e   3 G - I D - n u m m e r   i s : 	 	 A a n g e m e l d .   U w   3 G - I D - n u m m e r   i s : 	 C o n e c t a r e   r e u _i t ,   n u m r u l   d v s .   d e   i d e n t i f i c a r e   3 G   e s t e : 	 	 C o n e c t a r e   r e u _i t ,   n u m r u l   d v s .   I D   3 G   e s t e : 	   ,       -  3 G     : 	 	   ,       -  3 G     : 	 H1H/  (G  33*E  EHAB*  "E2  (H/  4E'1G  4F'3G  3 G   4E'  '2  'F  B1'1  '3*: 	 	 H1H/  (G  33*E  EHAB*  "E2  (H/  4E'1G  4F'3G  3 G   4E'  '2  'F  B1'1  '3*: 	 		- 		  						,   					  			  				  					: 	 	 		  		  			d	  					  			  				  					  					:   	 	 	 	 	 	 	 A a n t e k e n   S u k s e s v o l ,   j o u   3 G - I D - n o m m e r   i s : 	 	 S u k s e s   m e t   A a n t e k e n ,   j o u   3 G   I D - n o m m e r   i s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  x i t o   d e   l o g i n ,   s e u   n  m e r o   d e   I D   3 G    : 
 
 S T R _ I D _ G G L I V E _ R E G I S T E R _ R E S U L T _ O N 	 U n d e f i n e d 	 1 4 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L o g i n   f a i l u r e 	 {vU_1Y%	 {vU_1Y%	 	 	 %G--4%I!@+%'	 E r r o r   d e   i n i c i o   d e   s e s i  n 	 	 E r r o r   a l   i n i c i a r   s e s i  n 	  c h e c   d e   l  o u v e r t u r e   d e   s e s s i o n 	 A n m e l d u n g   f e h l g e s c h l a g e n 	 !1>9  2E>40	 A c c e s s o   f a l l i t o 	 A4D  *3,JD  'D/.HD	 T r   g i  p 	 O t u r u m   b a _a r 1s 1z 	 L i   n g   n h p 	 2	I			(	  5	?	+	2		 L o g   m a s u k   g a g a l 	 2	I		?	(	  	8	+	2		 	 	 	 S i k e r t e l e n   b e j e l e n t k e z  s 	 	 A a n m e l d e n   m i s l u k t 	 	 A a n m e l d e n   m i s l u k t 	 C o n e c t a r e   e _u a t 	 	 C o n e c t a r e   n e r e u _i t 	   	 	   	 H1H/  (G  33*E  F'EHAB  (H/	 	 H1H/  (G  33*E  F'EHAB  (H/	 		- 		  							 	 		  		  				  						  	 	 	 	 	 	 	 A a n t e k e n   o n s u k s e s v o l 	 	 A a n t e k e n   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   l o g i n 
 
 S T R _ I D _ G G L I V E _ B O U N D _ L O G I N _ F A I L 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L o g i n   F a i l 	 {vU_1Y%	 {vU_1Y%	 	 	 %G--4%I!@+%'	 E r r o r   d e   i n i c i o   d e   s e s i  n 	 	 F a l l o   a l   i n i c i a r   s e s i  n 	 L  o u v e r t u r e   d e   s e s s i o n   a    c h o u  	 A n m e l d u n g   f e h l g e s c h l a g e n 	 !1>9  2E>40	 F a l l i m e n t o   a c c e s s o 	 A4D  *3,JD  'D/.HD. 	 C  c h   x e m 	 O t u r u m   h a t a s 1	 K . t h   . n h p 	 2	I			(	  5	?	+	2		 L o g   M a s u k   G a g a l 	 2	I		?	(	  	8	+	2		 	 	 	 S i k e r t e l e n   b e j e l e n t k e z  s 	 	 A a n m e l d e n   m i s l u k t 	 	 A a n m e l d e n   m i s l u k t 	 E _u a r e   l a   c o n e c t a r e 	 	 E _e c   C o n e c t a r e 	   	 	   	 H1H/  F'EHAB  (H/	 	 H1H/  F'EHAB  (H/	 		- 		  							 	 				  						  	 	 	 	 	 	 	 A a n t e k e n   o n s u k s e s v o l 	 	 A a n t e k e n   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   l o g i n 
 
 S T R _ I D _ G G L I V E _ L O G I N I N L O G I N O U T 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L o g i n   a n d   L o g o u t 	 {vU_/  Q{vU_f	 {vU_/  Q{vU_f	 	 	 %G--4A%0%G-@-2L	 I n i c i o   y   c i e r r e   d e   s e s i  n 	 	 I n i c i a r   s e s i  n   y   C e r r a r   s e s i  n 	 O u v e r t u r e   d e   s e s s i o n   e t   F e r m e t u r e   d e   s e s s i o n 	 A n -   u n d   A b m e l d u n g 	 E>4  8  2KE>4	 A c c e s s o   e   u s c i t a 	 *3,JD  'D/.HD  H*3,JD  'D.1H,	 L i   G P R S 	 O t u r u m   a    v e   k a p a t 	 n g   n h p   v    t h o  t 	 2	I			(	  	0	  2	I							 L o g   M a s u k   d a n   L o g   K e l u a r 	 2	I		?	(	  	0	  2	I			
			 	 	 	 B e j e l e n t k e z  s    s   k i j e l e n t k e z  s 	 	 A a n m e l d e n   e n   a f m e l d e n 	 	 A a n -   e n   a f m e l d e n 	 C o n e c t a r e   _i   D e c o n e c t a r e 	 	 C o n e c t a r e   _i   D e c o n e c t a r e 	     	 	     	 H1H/  H  .1H,	 	 H1H/  H  .1H,	 		- 		  	  		- 				 	 				  	  		  			  	 	 	 	 	 	 	 T e k e n   A a n   e n   T e k e n   U i t 	 	 A a n t e k e n   e n   U i t t e k e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o g i n   e   L o g o u t 
 
 S T R _ I D _ G G L I V E _ B O U N D _ T I T L E 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 l o g i n 	 {vU_	 {vU_	 	 	 %G--4	 i n i c i a r   s e s i  n 	 	 i n i c i a r   s e s i  n 	 o u v e r t u r e   d e   s e s s i o n 	 a n m e l d e n 	 2E>4	 a c c e d i 	 *3,JD  'D/.HD	 S n   p h m   G G L i v e 	 O t u r u m   a  	 n g   n h p 	 2	I			(		 l o g   m a s u k 	 2	I		?	(		 	 	 	 b e j e l e n t k e z  s 	 	 a a n m e l d e n 	 	 a a n m e l d e n 	 c o n e c t a r e 	 	 c o n e c t a r e 	 	 	 	 H1H/  (G  33*E	 	 H1H/  (G  33*E	 		- 			 	 				  				  	 	 	 	 	 	 	 t e k e n   a a n 	 	 a a n t e k e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 l o g i n 
 
 S T R _ I D _ G G L I V E _ B O U N D _ C O N F I R M 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L o g i n 	 {vU_	 {vU_	 	 	 %G--4	 I n i c i a r   s e s i  n 	 >38=	 I n i c i a r   s e s i  n 	 O u v e r t u r e   d e   s e s s i o n 	 A n m e l d e n 	 E>4	 A c c e d i 	 *3,JD  'D/.HD	 I n i c i a r   s e s s  o 	 O t u r u m   a  	 n g   n h p 	 2	I			(		 L o g   M a s u k 	 2	I			(		 	 	 	 B e j e l e n t k e z  s 	 	 A a n m e l d e n 	 	 A a n m e l d e n 	 C o n e c t a r e 	 	 C o n e c t a r e 	 	 	 	 H1H/  (G  3J3*E	 	 H1H/  (G  3J3*E	 		- 			 	 				  				  	 	 	 	 	 	 	 T e k e n   a a n 	 	 A a n t e k e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o g i n 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ L I V I N G M O D E _ C A P T I O N 	 U n d e f i n e d 	 2 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L i v i n g   M o d e 	 vd!j_	 vd!j_	 	 	 B+!1H-	 M o d o   e n   v i v o 	 	 L i v i n g   M o d e 	 L i v i n g   M o d e 	 L i v i n g   M o d e 	 L i v i n g   M o d e 	 L i v i n g   M o d e 	 H69  -JHJ	 L i v i n g   M o d e 	 L i v i n g   M o d e 	 C .   t . t u y n 	 2	?	5	?			  .	K	!		 L i v i n g   M o d e 	 L i v i n g   M o d e 	 	 	 	 L i v i n g   M o d e 	 	 L e v e n d e   s t a n d 	 	 L i v i n g   M o d e 	 M o d   v i a c	 	 L i v i n g   M o d e 	   	 	 L i v i n g   M o d e 	 -'D*  2F/G	 	 L i v i n g   M o d e 	 					  				 	 L i v i n g   M o d e 	 	 	 	 	 	 	 L e w e n d i g e   M o d u s 	 	 L i v i n g   M o d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   V i v o 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ L I N K P O I N T _ C A P T I O N 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L i n k   P o i n t 	 ceQp	 ceQp	 	 	 8%4L	 P u n t o   d e   e n l a c e 	 	 P u n t o   d e   e n l a c e 	 P o i n t   l i a i s o n 	 L i n k - P u n k t 	 G:8	 P u n t o   d i   c o l l e g a m e n t o 	 FB7)  'D'*5'D	 P o n t o   d e   l i g a   o 	 B a l a n t 1  N o k t a s 1	 i m   k t   n i 	 2	?			  ,	?		&	A		 T i t i k   S a m b u n g a n 	 2	?			  ,	?		&	A		 	 	 	 C s a t l a k o z  s i   p o n t 	 	 K o p p e l p u n t 	 	 V e r b i n d i n g s p u n t 	 P u n c t   l e g t u r 	 	 P u n c t   d e   l e g t u r 	   	 	   	 FB7G  ~HF/	 	 FB7G  ~HF/	 					  							 	 					  						  	 	 	 	 	 	 	 S k a k e l p u n t 	 	 S k a k e l p u n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o n t o   d e   v  n c u l o 
 
 S T R _ I D _ G G L I V E _ L A S T P L A Y 	 U n d e f i n e d 	 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 L a s t   P l a y 	  gяd>e	  gяd>e	 	 	 @%H%H2*8	  l t i m a   r e p r o d u c c i  n 	 >A;54=55  2>A?@>872545==>5	  l t i m a   r e p r o d u c c i  n 	 D e r n i e r   j e u 	 L e t z t e   W i e d e r g a b e 	 >A;54=OO  83@0	 U l t i m a   r i p r o d u z i o n e 	 'D*4:JD  'D#.J1	 R e p r o d u z i d o s   r e c e n t e m e n t e 	 E n   s o n   O y n a t 1l a n 	 P h  t   g n   n h t 	 		$	?	.	  *	M	2	G		 M a i n a n   T e r a k h i r 	 		$	?	.	  *	M	
 2	G		 	 	 	 U t o l s    l e j  t s z  s 	 	 L a a t s t   a f g e s p e e l d 	 	 L a a t s t   a f g e s p e e l d 	 U l t i m a   r e d a r e 	 	 U l t i m a   r e d a r e 	   	 	   	 H'~3F  ~.4	 	 H'~3F  ~.4	 			  					 	 							  				  	 	 	 	 	 	 	 L a a s t e   S p e l 	 	 L a a s t e   g e s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l t i m a   r e p r o d u   o 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ I P 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 I P 	 QsQI P 0W@W	 QsQI P 0W@W	 	 	 I P 	 D i r e c c i  n   I P 	 	 I P 	 I P 	 I P 	 I P 	 I P 	 I P 	 I P 	 I P 	 I P 	 I P 	 I P 	 I P 	 	 	 	 I P 	 	 I P 	 	 I P 	 I P 	 	 I P 	 I P 	 	 I P 	 I P 	 	 I P 	 					 	 					 	 	 	 	 	 	 I P 	 	 I P 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I P 
 
 S T R _ I D _ G G L I V E _ I N T R O D U C E 	 U n d e f i n e d 	 3 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 I n t r o d u c e 	 "kΏO(u3 G 7bvG G L i v e Kb:gƉd>ehV0G G L i v e /fvMRHQvKb:gƉd>ehVǏG G L i v e SNwOY5uƉSvdv؏SNw ge gpv5uq_05uƉgR0R+oNSOYQSbvƉwGr0G G L I V E :N`&^eg ge0 ge\vnoAmSOb:NKb:gER Ne[
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 0	 "kΏO(u3 G 7bvG G L i v e Kb:gƉd>ehV0G G L i v e /fvMRHQvKb:gƉd>ehVǏG G L i v e SNwOY5uƉSvdv؏SNw ge gpv5uq_05uƉgR0R+oNSOYQSbvƉwGr0G G L I V E :N`&^eg ge0 ge\vnoAmSOb:NKb:gER Ne[
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 0	 	 	 A03	 I n t r o d u c i r 	 	 P r e s e n t a r 	 P r  s e n t a t i o n 	 E i n f  h r e n 	 2545=85	 P r e s e n t a z i o n e 	 *B/JE	 I n t r o d u z i r 	 G i r i _	 G i i   t h i u 	 *	0	?		/		 P e r k e n a l k a n 	 *	0	?		/	  	0	G			 	 	 	 B e m u t a t k o z  s 	 	 I n l e i d e n 	 	 I n l e i d e n 	 P r e z e n t a r e 	 	 I n t r o d u c e r e 	 	 	 	 E91A	 	 E91A	 					  				 	 								 	 	 	 	 	 	 B e k e n d s t e l 	 	 V o o r s t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n t r o d u z i r 
 
 S T R _ I D _ G G L I V E _ L A S T P L A Y _ P A R T I C U L A R 	 U n d e f i n e d 	 1 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     C l i c k   o n   t h e   L a t e s t   P l a y e d   a t   m e n u ,   G G l i v e   w i l l   r e s e r v e   t h e   l i s t   o f   2 0   p r o g r a m s   p l a y e d   l a t e l y .   Y o u   c a n   h a v e   a   q u i c k   v i e w   o f   t h e s e   p r o g r a m s 	     N[ ܃US] ۏeQ[  gяd>e] G G L I V E ꁨROYu gяwǏv2 0 *NvnUSǏُ̑SN_ۏeQw0	     N[ ܃US] ۏeQ[  gяd>e] G G L I V E ꁨROYu gяwǏv2 0 *NvnUSǏُ̑SN_ۏeQw0	 	 	       %45H  @%H%H2*8  5H@!9,   G G l i v e   0@G#2"2#-B#A#!5H@%H%H2*8  2 0   B#A#!D'I  8*2!2#9B#A#!@+%H25I-"H2#'@#G'DI	     H a g a   c l i c   e n    l t i m o s   r e p r o d u c i d o s   e n   e l   m e n  .   G G l i v e   r e s e r v a r    l a   l i s t a   d e   l o s   2 0   p r o g r a m a s   r e p r o d u c i d o s    l t i m a m e n t e .   P u e d e   o b t e n e r   u n a   v i s t a   r  p i d a   d e   e s t o s   p r o g r a m a s 	 	     H a g a   c l i c   e n   l a   o p c i  n    l t i m a s   r e p r o d u c c i o n e s   d e l   m e n    p a r a   q u e   G G L i v e   g u a r d e   u n a   l i s t a   c o n   l o s   2 0    l t i m o s   p r o g r a m a s   r e p r o d u c i d o s .   E l l o   l e   p e r m i t i r    v e r   d i c h o s   p r o g r a m a s   r  p i d a m e n t e . 	 D a n s   l e   m e n u ,   c l i q u e z   s u r   l e   D e r n i e r   l u  :   G G l i v e   c o n s e r v e   l a   l i s t e   d e s   2 0   d e r n i e r s   p r o g r a m m e s   l u s .   V o u s   a v e z   a i n s i   a c c  s   r a p i d e m e n t      c e s   p r o g r a m m e s 	     K l i c k e n   S i e   i m   M e n    a u f   Z u l e t z t   w i e d e r g e g e b e n ,   r e s e r v i e r t   G G l i v e   e i n e   L i s t e   d e r   2 0   z u l e t z t   a b g e s p i e l t e n   P r o g r a m m e .   S i e   h a b e n   e i n e   S c h n e l l a n s i c h t   a u f   d i e s e   P r o g r a m m e 	     K15@8B5  2  <5=N   >A;54=85  ?@>A<>B@K ,   G G l i v e   A>E@0=O5B  A?8A>:  ?>A;54=8E  2 0   ?@>3@0<<.   >6=>  ?>A<>B@5BL  A2545=8O  >1  MB8E  ?@>3@0<<0E	 F a r e   c l i c   s u   R i p r o d o t t i   d i   r e c e n t e   s u l   m e n u ,   G G L i v e   e l e n c h e r    g l i   u l t i m i   2 0   p r o g r a m m i   v i s t i .   S a r    p o s s i b i l e   d a r e   u n ' o c c h i a t a   r a p i d a   a   t a l i   p r o g r a m m i 	   'FB1  AHB  " ".1  EDA  *E  *4:JDG"   ('DB'&E)  -J+  J-*A8  G G l i v e   (B'&E)  (".1  2 0   (1F'E,  *E  *4:JDG'  9DEK'  (#FG  JECFC  '3*91'6  G0G  'D(1'E,  (5H1)  31J9). 	 C l i q u e   e m   R e p r o d u z i d o s   r e c e n t e m e n t e   n o   m e n u .   O   G G L i v e   i r    m a n t e r   a   l i s t a   d o s   2 0   p r o g r a m a s   r e p r o d u z i d o s   r e c e n t e m e n t e .   P o d e r    v e r   u m a   a p r e s e n t a   o   r  p i d a   d e s s e s   p r o g r a m a s 	 M e n  d e   E n   S o n   O y n a t 1l a n l a r a   t 1k l a y 1n ,   G g l i v e   e n   s o n   o y n a t 1l a n   2 0   p r o g r a m 1n   l i s t e s i n i   g  s t e r i r .   B u   p r o g r a m l a r a   h 1z l a   b a k a b i l i r s i n i z . 	 C l i c k   v  o   P h  t   g n   n h t   t i   m e n u ,   G G l i v e   s   c    s n   d . s  c h   c a   2 0   c h n g   t r  n h      p h  t   g n   n h t .   B n   c    t h   x e m   l t   c  c   c h n g   t r  n h   n  y 	 .	G	(	M	/	B	  *	0	  (	5	@	(	$	.	  	G	2	G	  		  *	0	  	M	2	?		  	0	G		,   G G l i v e   ,	>	&	  .	G		  	G	2	G	  		  2 0   *	M	0	K		M	0	>	.	M	8	  	@	  8	B		@	  	0		M	7	?	$	  0		G		>	.   	*	  	(	  *	M	0	K		M	0	>	.	M	8	  	K	  $	@	5	M	0	$	>	  8	G	  &	G		  8		$	G	  9	H		. 	 K l i k   M a i n a n   T e r a k h i r   p a d a   m e n u ,   G G l i v e   a k a n   m e n y i m p a n   s e n a r a i   2 0   r a n c a n g a n   t e r a k h i r   y a n g   d i m a i n k a n .   A n d a   b o l e h   m e n g i m b a s   k e m b a l i   r a n c a n g a n   i n i 	 .	G	(	M	
 /	B	  .	G		  2	G		G	8	M	
 	  *	M	
 2	G	!	  *	0	  	M	2	?		  	0	G		,   G G l i v e   	2	>		  		  *	?		2	G	  2 0   	>	0	M	/		M	0	.	K		  	@	  8	B		@	  	0		M	7	?	$	  	0	G		>	d	  	*	  	(	  	>	0	M	/		M	0	.	K		  	>	  		  	M	5	?		  5	M	
 /	B	  	0	  8		$	G	  9	H		d		 	 	 	     K a t t i n t s o n   a   L e g u t  b b   j  t s z o t t   m e n  r e ,   a   G G l i v e   p e d i g   m e n t i   a   2 0   l e g u t  b b   l e j  t s z o t t   m qs o r   l i s t  j  t .   A   m qs o r o k a t   g y o r s n  z e t b e n   m e g t e k i n t h e t i . 	 	 K l i k   i n   h e t   m e n u   o p   L a a t s t   a f g e s p e e l d .   G G L i v e   t o o n t   d e   l i j s t   v a n   d e   2 0   l a a t s t   a f g e s p e e l d e   p r o g r a m m a ' s .   J e   k u n t   d e z e   p r o g r a m m a ' s   s n e l   b e k i j k e n . 	 	 K l i k   i n   h e t   m e n u   o p   L a a t s t   a f g e s p e e l d .   G G l i v e   r e s e r v e e r t   d e   l i j s t   v a n   2 0   p r o g r a m m a ' s   d i e   h e t   l a a t s t   z i j n   a f g e s p e e l d .   U   k u n t   d e z e   p r o g r a m m a ' s   s n e l   b e k i j k e n . 	   F a c e ci   c l i c   p e   U l t i m e l e   r e d a t e   d i n   m e n i u ,   G G L i v e   v a   d e s c h i d e   o   l i s t   c u   u l t i m e l e   2 0   d e   p r o g r a m e   r e d a t e   r e c e n t .   P u t e ci   v i z u a l i z a   r a p i d   a c e s t e   p r o g r a m e 	 	 F a c e ci   c l i c   p e   U l t i m u l   R e d a t   d i n   m e n i u ,   i a r   G G l i v e   v a   r e z e r v a   l i s t a   u l t i m e l o r   2 0   d e   p r o g r a m e   r e d a t e .   P u t e ci   v i z u a l i z a   r a p i d   a c e s t e   p r o g r a m e 	             .   G G L i v e         2 0       .               	 	             .   G G L i v e         2 0       .               	     /1  EFH  (1  1H  2FG  " ".1F  ~.4G'"   D  F/  *'  G G l i v e   /3*E  AG13*  2 0   (1F'EG  '  1'  '.1'  ~.4  4/G  'F/  121H  FE'/.   E*H'F/  F'G  01'  GE  (G  'F  (1F'EG  G'  (F/'2/. 	 	     /1  EFH  (1  1H  2FG  ".1F  ~.4G'  D  F/  *'  G G l i v e   /3*E  AG13*  2 0   (1F'EG  '  1'  '.1'  ~.4  4/G  'F/  121H  FE'/.   E*H'F/  F'G  01'  GE  (G  'F  (1F'EG  G'  (F/'2/. 	 								  							  				  			  					- 		  					  				,   G G l i v e   							  				  			  				  											  						  							  				d	  				  			  									  					  					  					d	  	 	 														  				  								  					  				,   G G l i v e   															  						  				  										  						  							  				d	  				  				  					  		  												  					  						d	  	 	 	 	 	 	 	 K l i e k   o p   L a a s t e   G e s p e e l   b y   k i e s l y s ,   G G l i v e   s a l   d i e   l y s   v a n   2 0   p r o g r a m m e   w a t   l a a s t e   g e s p e e l   i s ,   r e s e r v e e r .   J y   k a n   h i e r d i e   p r o g r a m m e   v l u g t i g   b e k y k 	 	 K l i e k   o p   d i e   L a a s t e   G e s p e e l   b y   k i e s l y s ,   G G l i v e   s a l   d i e   l y s   v a n   2 0   p r o g r a m m e   w a t   o n l a n g s   g e s p e e l   i s ,   b e h o u .   J y   k a n   v i n n i g   n a   h i e r d i e   p r o g r a m m e   k y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     C l i q u e   e m    l t i m o   R e p r o d u z i d o   n o   m e n u ,   G G l i v e   r e s e r v a r    a   l i s t a   d e   2 0   p r o g r a m a s   r e p r o d u z i d o s   r e c e n t e m e n t e .   V o c    p o d e   t e r   u m a   v i s u a l i z a   o   r  p i d a   d e s s e s   p r o g r a m a s 
 
 S T R _ I D _ G G L I V E _ B O U N D _ H E L P 1 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 I f   Y o u   H a v e   N o   I D , 	 Yg`l	gG G S, 	 Yg`l	gG G S, 	 	 	 I28D!H!5#+1*	 S i   n o   t i e n e   i d . , 	 	 S i   n o   d i s p o n e   d e   n i n g u n a   i d e n t i f i c a c i  n , 	 S i   v o u s   n  a v e z   p a s   d  I D , 	 W e n n   S i e   k e i n e   I D   h a b e n , 	 A;8  =5B  845=B8D8:0B>@0, 	 S e   n o n   h a i   u n   I D , 	 %0'  DE  JCF  D/JC  E91A, 	 N  o   p o s s u i   u m a   I D , 	 K i m l i i n i z   y o k s a , 	 N u   b n   c h a   c    I D , 	 /	&	?	  	*		G	  *	>	8	  	K		  I D   (	9	@		  9	H	, 	 J i k a   A n d a   T i d a k   M e m p u n y a i   I D , 	 /	&	?	  	*		G	  *	>	8	  	K		  		!	@	  (	9	@		  9	H	, 	 	 	 	 H a   n i n c s   a z o n o s  t  j a , 	 	 A l s   j e   g e e n   I D   h e b t , 	 	 A l s   u   g e e n   I D   h e b t , 	  n   c a z u l    n   c a r e   n u   a v e ci   u n   I D 	 	 D a c   n u   a v e ci   I D , 	       ,   	 	       ,   	 '1  4F'3G  F/'4*G  ('4/	 	 '1  4F'3G  F/'4*G  ('4/	 					  			  				  		  					 	 					  			  			  				  		  				  	 	 	 	 	 	 	 I n d i e n   j y   g e e n   I D   h e t   n i e , 	 	 I n d i e n   j y   g e e n   I D   h e t   n i e , 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   v o c    n  o   t i v e r   I D , 
 
 S T R _ I D _ G G L I V E _ S E R V E R _ C O D E _ I D E R R 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 I D   E R R 	 N1Y%	 N1Y%	 	 	 #+1*4%2	 E R R O R   I D 	 	 E R R O R   d e   i d e n t i f i c a c i  n 	 E R R   I D 	 I D - F e h l e r 	 H81:0  845=B8D8:0B>@0	 E R R   I D 	 .7#  AJ  'DE91A	 E r r o   d e   I D 	 I D   H A T A S I 	 L i   I D 	 I D   $	M	0	A		?		 R A L A T   I D 	 I D   E R R 	 	 	 	 A z o n o s  t    H I B A 	 	 F o u t   i n   I D 	 	 I D - f o u t 	 E R O A R E   I D 	 	 E R O A R E   I D 	   	 	   	 .7'  4F'3G	 	 .7'  4F'3G	 				  						 	 				  					  	 	 	 	 	 	 	 I D - f o u t 	 	 I D - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E R R O   I D 
 
 S T R _ I D _ G G L I V E _ H A O T O P L A Y W E L L 	 U n d e f i n e d 	 2 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 H o w   T o   P l a y   W e l l 	 YUOOwfAmEu	 YUOOwfAmEu	 	 	 '45@%HC+I@H	 R e p r o d u c c i  n   c o r r e c t a 	 	 C  m o   r e p r o d u c i r   b i e n 	 C o m m e n t   b i e n   l i r e 	 W i e   w i r d   g u t   w i e d e r g e g e b e n 	  5:><5=40F88  ?>  ?@>A<>B@C	 C o m e   r i p r o d u r r e   b e n e 	 CJAJ)  'D*4:JD  'D,J/	 C o m o   r e p r o d u z i r   b e m 	 N a s 1l   0y i   O y n a t 1l 1r 	 C  c h   p h  t   t h  n h   c  n g 	 		M		@	  $	0	9	  	H	8	G	  	G	2	G			 B a g a i m a n a   u n t u k   M e m a i n   S e c a r a   B a i k 	 		M	
 	>	  	?	8	  $	0	9	  	G	2	G			 	 	 	 H o g y a n   k e l l   j  l   j  t s z a n i ? 	 	 H o e   m o e t   j e   g o e d   s p e l e n 	 	 H o e   k a n   i k   g o e d   a f s p e l e n 	 M o d a l i t ci   d e   r e d a r e 	 	 M o d a l i t a t e   r e d a r e   b u n 	     W e l l 	 	     	 HF  .H(  ('2  1/F	 	 HF  .H(  ('2  1/F	 						  							  				  			  				 	 						  							  					  					 	 	 	 	 	 	 H o e   o m   g o e d   t e   s p e e l 	 	 H o e   o m   g o e d   t e   s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m o   r e p r o d u z i r   b e m 
 
 S T R _ I D _ G G L I V E _ H A O T O P A Y 	 U n d e f i n e d 	 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 H o w   T o   P a y 	 D9f	 D9fC  m o   p a g a r 	 C o m m e n t   p a y e r 	 W i e   w i r d   b e z a h l t 	 0:  ?@>A<0B@820BL	 C o m e   r i p r o d u r r e   	 	 C o m o   r e p r o d u z i r 	  d e m e   N a s 1l   y a p 1l 1r 	 C  c h   t h a n h   t o  n 	 C  c h   t h a n h   t o  n 	 B a g a i m a n a   u n t u k   M e m a i n 	 -	A		$	>	(	  	H	8	G	  	0	G			 	H	8	G	  	G	2	G			 	 	 H o g y a n   k e l l   f i z e t n i ? 	 	 	 	 H o e   k a n   i k   b e t a l e n 	 H o e   m o e t   j e   b e t a l e n 	 	 M o d a l i t a t e   d e   p l a t 	 M o d a l i t ci   d e   p l a t 	 	   	   	 	 HF  ~1/'.*	 HF  ~1/'.*	 	 						  						  					  	 						  				  			  				 	 	 	 	 	 	 	 H o e   o m   t e   s p e e l 	 H o e   o m   t e   B e t a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m o   p a g a r 	 	 	 
 
 S T R _ I D _ G G L I V E _ H E L P 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 H e l p 	 .^R	 .^RA y u d a   	 A i d e 	 H i l f e 	 ><>IL	 G u i d a 	 !?@02:0	 A j u d a 	 Y a r d 1m 	 T r   g i  p 	 T r   g i  p 	 B a n t u a n 	 8	9	>	/	$	>		 8	9	>	/	$	>		 	 	 S  g  	 	 	 	 H e l p 	 H e l p 	 	 A j u t o r 	 A j u t o r 	 	 	 	 	 1'GFE'	 1'GFE'	 	 							  	 								 	 	 	 	 	 	 	 H u l p 	 H u l p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A j u d a 	 	 	 
 
 S T R _ I D _ G G L I V E _ B O U N D _ H E L P 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 H e l p 	 .^R	 .^RA y u d a   	 A i d e 	 H i l f e 	 ><>IL	 G u i d a 	 !?@02:0	 A j u d a 	 Y a r d 1m 	 T r   g i  p 	 T r   g i  p 	 B a n t u a n 	 8	9	>	/	$	>		 8	9	>	/	$	>		 	 	 S  g  	 	 	 	 H e l p 	 H e l p 	 	 A j u t o r 	 A j u t o r 	 	 	 	 	 1'GFE'	 1'GFE'	 	 							  	 								 	 	 	 	 	 	 	 H u l p 	 H u l p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A j u d a 	 	 	 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H 	 U n d e f i n e d 	 2 8 	 T o   G o   t o   G G L I V E   S c r e e n . 	 H a w   t o   w a t c h 	 YUO6ewv	 YUO6ewvC  m o   v e r 	 C o m m e n t   r e g a r d e r 	 W i e   a n g e s c h a u t   w i r d 	 0:  A<>B@5BL	 C o m e   g u a r d a r e 	 	 C o m o   v e r 	 N a s 1l   0z l e n i r 	 C  c h   x e m 	 C  c h   x e m 	 B a g a i m a n a   u n t u k   m e n o n t o n 	 	H	8	G	  &	G		G			 	H	8	G	  &	G		G			 	 	 H o g y a n   k e l l   m e g t e k i n t e n i ? 	 	 	 	 H o e   k a n   i k   b e k i j k e n 	 H o e   m o e t   j e   b e k i j k e n 	 	 M o d a l i t a t e   u r m r i r e 	 M o d a l i t ci   d e   v i z u a l i z a r e 	 	   	   	 	 HF  E4'G/G	 HF  E4'G/G	 	 						  						  	 						  					  				 	 	 	 	 	 	 	 H o e   o m   t e   k y k 	 H o e   o m   t e   k y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m o   a s s i s t i r 	 	 	 
 
 S T R _ I D _ G G L I V E _ A C C E S S P O I N T _ D I A L _ E R R O R 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 G P R S   E R R 	 G P R S bS1Y%	 G P R S bS1Y%E R R O R   d e   G P R S 	 E R R   G P R S 	 G P R S - F e h l e r 	 H81:0  G P R S 	 E R R   G P R S 	 	 E r r o   d e   G P R S 	 G P R S   H A T A S I 	 L i   G P R S 	 L i   G P R S 	 R A L A T   G P R S 	 G P R S   E R R 	 G P R S   $	M	0	A		?		 	 	 G P R S   H I B A 	 	 	 	 G P R S - f o u t 	 G P R S - f o u t 	 	 E R O A R E   G P R S 	 E R O A R E   G P R S 	 	   G P R S 	   G P R S 	 	 .7'  G P R S 	 .7'  G P R S 	 	 								  					  	 								  				 	 	 	 	 	 	 	 G P R S - f o u t 	 G P R S - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E R R O   G P R S 	 	 	 
 
 S T R _ I D _ G G L I V E _ P R O D U C E 	 U n d e f i n e d 	 1 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 G G L i v e   p r o d u c e 	 G G L i v e   N~	 G G L i v e   N~P r o d u c c i  n   d e   G G L i v e 	 G G L i v e   p r o d u i t 	 G G L i v e - P r o d u k t i o n 	 G G L i v e   A>7405B	 P r o d u z i o n e   G G L i v e 	 	 P r o d u z i d o   p o r   G G L i v e 	 G G L i v e    r  n  	 S n   p h m   G G L i v e 	 S n   p h m   G G L i v e 	 P r o d u k s i   G G L i v e 	 G G L i v e   (	?	0	M	.	?	$		 G G L i v e   (	?	0	M	.	?	$		 	 	 G G L i v e   t e r m  k 	 	 	 	 G G L i v e   p r o d u c e r e n 	 G G L i v e   p r o d u c e r e n 	 	 A p a r i ci e   G G L i v e 	 P r e z e n t a r e   G G L i v e 	 	   G G L i v e 	   G G L i v e 	 	 E-5HD  G G L i v e 	 E-5HD  G G L i v e 	 	 G G l i v e   							  					  	 G G L i v e   									 	 	 	 	 	 	 	 G G L i v e - p r o d u k t e 	 G G L i v e - p r o d u k s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o d u z   G G L i v e 	 	 	 
 
 S T R _ I D _ G G L I V E _ U S E R _ I N F O 	 U n d e f i n e d 	 8 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 G G L i v e   i s   t h e   o n l i n e   v i d e o   p l a y i n g   s o f t w a r e   d e v e l o p e d   b y   3 G   P o r t a l . T h e   a p p l i c a t i o n   o f   G G L i v e   w i l l   c a u s e   t r a f f i c   v o l u m e   o f   G P R S .   T h e   l o c a l   o p e r a t o r   w i l l   c h a r g e   t h e   t r a f f i c   v o l u m e   o f   G P R S . I f   i t   i s   t h e   f i r s t   t i m e   t o   u s e   i t ,   t h e   n e t w o r k   w i l l   b e   i n i t i a l i z e d .   W i l l   y o u   c o n t i n u e ?   	 G G L i v e /f1u3 G 7bQ _Sv N>k(W~Ɖd>eoNO(u-N\NuG P R S AmϑAmϑ91uS_0WyRlQS6eS0^O(ug p r s SgR!kO(u RYSQ~/f&T~~	 G G L i v e /f1u3 G 7bQ _Sv N>k(W~Ɖd>eoNO(u-N\NuG P R S AmϑAmϑ91uS_0WyRlQS6eS0^O(ug p r s SgR!kO(u RYSQ~/f&T~~G G L i v e   e s   u n   s o f t w a r e   d e   r e p r o d u c c i  n   d e   v  d e o   o n l i n e   d e s a r r o l l a d o   p o r   3 G   P o r t a l .   L a   a p l i c a c i  n   G G L i v e   g e n e r a r    v o l u m e n   d e   t r  f i c o   G P R S .   E l   o p e r a d o r   l o c a l   p o d r  a   c o b r a r   e l   v o l u m e n   d e   t r  f i c o   G P R S .   S i   e s   l a   p r i m e r a   v e z   q u e   l o   u t i l i z a ,   s e   i n i c i a l i z a r    l a   r e d .    D e s e a   c o n t i n u a r ?   	 G G L i v e   e s t   u n   l o g i c i e l   d e   j e u x   v i d  o   e n   l i g n e   d  v e l o p p    p a r   3 G   P o r t a l .   L  a p p l i c a t i o n   d e   G G L i v e   v a   g  n  r e r   u n   v o l u m e   d e   t r a f i c   d u   G P R S .   L  o p  r a t e u r   l o c a l   v a   f a c t u r e r   l e   v o l u m e   d e   t r a f i c   d u   G P R S .   S i   v o u s   l  u t i l i s e z   p o u r   l a   p r e m i  r e   f o i s ,   l e   r  s e a u   s e r a   i n i t i a l i s  .   V o u l e z - v o u s   p o u r s u i v r e  ? 	 G G L i v e   i s t   e i n e   v o n   3 G   P o r t a l   e n t w i c k e l t e   S o f t w a r e   f  r   O n l i n e - V i d e o w i e d e r g a b e .   D i e   G G L i v e - A n w e n d u n g   e r h  h t   d e n   G P R S - D a t e n v e r k e h r .   D e r   l o k a l e   A n b i e t e r   s t e l l t   I h n e n   d e n   G P R S - D a t e n v e r k e h r   i n   R e c h n u n g .   B e i   e r s t m a l i g e r   N u t z u n g   w i r d   d a s   N e t z w e r k   i n i t i a l i s i e r t .   F o r t s e t z e n ?   	 G G L i v e        4;O  8=B5@0:B82=>3>  ?@>A<>B@0  2845>  2  A5B8,   @07@01>B0==>5  4;O  ?>@B0;0  3 G .   @8;>65=85  G G L i v e   @0AE>4C5B  B@0D8:  G P R S .   ?5@0B>@  A2O78  278<05B  ?;0BC  70  8A?>;L7>20==K9  B@0D8:  G P R S .   @8  ?5@2><  8A?>;L7>20=88  1C45B  2K?>;=5=0  8=8F80;870F8O.   @>4>;68BL? 	 G G L i v e      i l   s o f t w a r e   d i   r i p r o d u z i o n e   o n - l i n e   s v i l u p p a t o   d a l   p o r t a l e   3 G .   L ' a p p l i c a z i o n e   d i   G G L i v e   p o r t e r    a l l ' u t i l i z z o   d i   u n   v o l u m e   d i   t r a f f i c o   G P R S .   L ' o p e r a t o r e   l o c a l e   r i c h i e d e r    u n   a d d e b i t o   p e r   i l   t r a f f i c o   G P R S   g e n e r a t o .   S e   q u e s t o      i l   p r i m o   u t i l i z z o ,   l a   r e t e   v e r r    i n i z i a l i z z a t a ,   c o n t i n u a r e ?   	 	 G G L i v e      u m   p r o g r a m a   d e   r e p r o d u   o   d e   v  d e o   o n l i n e   d e s e n v o l v i d o   p e l a   3 G   P o r t a l .   A   a p l i c a   o   G G L i v e   i r    e f e c t u a r   t r  f e g o   d e   G P R S .   O   o p e r a d o r   l o c a l   i r    c o b r a r   o   t r  f e g o   d e   G P R S .   C a s o   s e j a   a   p r i m e i r a   u t i l i z a   o ,   a   r e d e   s e r    i n i c i a l i z a d a .   D e s e j a   c o n t i n u a r ? 	 G G L i v e ,   3 G   P o r t a l   t a r a f 1n d a n   g e l i _t i r i l e n    e v r i m i  i   v i d e o   o y n a t m a   y a z 1l 1m 1d 1r .   G G L i v e   u y g u l a m a s 1,   G P R S ' d e   t r a f i e   n e d e n   o l m a k t a d 1r .   Y e r e l   i _l e t i c i   G P R S ' i n   t r a f i k   m i k t a r 1   c r e t i n i   a l 1r .   0l k   k e z   k u l l a n 1l 1y o r s a ,   a   b a _l a t 1l 1r .   D e v a m   e d e c e k   m i s i n i z ? 	 G G L i v e   l    p h n   m m   p h  t   v i d e o   t r c   t u y n   c   p h  t   t r i n   b i   3 G   P o r t a l .   n g   d n g   G G L i v e   s   t o   r a   l u   l n g   G P R S .   N h    k h a i   t h  c   m n g   t r o n g   n c   s   t  n h   p h    l u   l n g   G P R S .   N u    y   l    l n   u   s   d n g ,   m n g   s   c   k  c h   h o t .   B n   s   t i p   t c ?   	 G G L i v e   l    p h n   m m   p h  t   v i d e o   t r c   t u y n   c   p h  t   t r i n   b i   3 G   P o r t a l .   n g   d n g   G G L i v e   s   t o   r a   l u   l n g   G P R S .   N h    k h a i   t h  c   m n g   t r o n g   n c   s   t  n h   p h    l u   l n g   G P R S .   N u    y   l    l n   u   s   d n g ,   m n g   s   c   k  c h   h o t .   B n   s   t i p   t c ?     	 G G L i v e   i a l a h   p e r i s i a n   p e r m a i n a n   v i d e o   d a l a m   t a l i a n   y a n g   d i b a n g u n k a n   o l e h   3 G   P o r t a l .   P e n g g u n a a n   G G L i v e   a k a n   m e n g a k i b a t k a n   k e n a i k a n   j u m l a h   l a l u   l i n t a s   G P R S .   P e n g e n d a l i   t e m p a t a n   a k a n   m e n g e n a k a n   b a y a r a n   u n t u k   j u m l a h   l a l u   l i n t a s   G P R S .   J i k a   i n i   i a l a h   k a l i   p e r t a m a   a n d a   m e n g g u n a k a n n y a ,   r a n g k a i a n   a k a n   d i p a s a n g k a n .   A d a k a h   a n d a   i n g i n   t e r u s k a n ? 	 G G L i v e   3 G   *	K	0	M		2	  &	M	5	>	0	>	  5	?		8	?	$	  	(	2	>		(	  5	@	!	?	/	K	  *	M	
 2	G				  8	>	+	M		5	G	/	0	  9	H	d	  G G L i v e   	K	  	2	>	(	>	  G P R S   	G	  	M	0	H	+	?		  *	0	?	.	>	#	  	>	  	>	0	#	  ,	(	G		>	d	  8	M	
 %	>	(	@	/	  	*	0	G		0	  G P R S   	G	  	M	0	H	+	?		  *	0	?	.	>	#	  	K	  	>	0	M		  	0	G		>	d	  /	&	?	  	8	G	  *	M	0	/	K		  	0	(	G	  	@	  *	9	2	@	  ,	>	0	@	  9	H	,   $	K	  (	G		5	0	M		  6	A	0	B	  9	K	  	>			>	d	  	M	
 /	>	  	*	  	>	0	@	  0		G			G	? 	 G G L i v e   3 G   *	K	0	M		2	  &	M	5	>	0	>	  5	?		8	?	$	  	(	2	>		(	  5	@	!	?	/	K	  *	M	2	G				  8	I	+	M		5	G	/	0	  9	H	.   G G L i v e   	@	  	*	M	2	?		G	6	(	  G P R S   	G	  	M	0	H	+	?		  5	I	2	M	/	B	.	  	>	  	>	0	#	  9	K		@	.   8	M	%	>	(	@	/	  	*	0	G		0	  G P R S   	G	  	M	0	H	+	?		  5	I	2	M	/	B	  	G	  2	?		  6	A	2	M		  2	G		>	.   /	&	?	  	8	G	  *	9	2	@	  ,	>	0	  *	M	0	/	K		  	?	/	>	  	>	  0	9	>	  9	H	,   $	K	  (	G		5	0	M		  6	A	0	B	  	?	/	>	  	>			>	.   	M	/	>	  	*	  	>	0	@	  0		G			G	? 	 	 	 A   G G L i v e   a   3 G   P o r t a l    l t a l   k i f e j l e s z t e t t   o n l i n e   v i d e    l e j  t s z    s z o f t v e r .   A   G G L i v e   a l k a l m a z  s   G P R S   f o r g a l m a t   h o z   l  t r e .   A   h e l y i   s z o l g  l t a t    a   G P R S   f o r g a l o m  r t   d  j a t   s z  m  t   f e l .   A m e n n y i b e n   e l Qs z  r   h a s z n  l j a   a   s z o l g  l t a t  s t ,   m e g t  r t  n i k   a   h  l  z a t   i n i c i a l i z  l  s a .   F o l y t a t j a ?   	 	 	 	 G G L i v e   i s   h e t   o n - l i n e v i d e o s p e l   d a t   i s   o n t w i k k e l d   d o o r   3 G   P o r t a l .   G e b r u i k   v a n   G G L i v e   v e r o o r z a a k t   v e r k e e r   o p   G P R S .   D e   p l a a t s e l i j k e   p r o v i d e r   z a l   h e t   G P R S - v e r k e e r   i n   r e k e n i n g   b r e n g e n .   G e b r u i k t   u   d i t   v o o r   h e t   e e r s t ,   d a n   w o r d t   h e t   n e t w e r k   g e  n i t i a l i s e e r d .   W i l t   u   v e r d e r g a a n ? 	 G G L i v e   i s   h e t   o n l i n e   v i d e o s p e l   d a t   i s   o n t w i k k e l d   d o o r   3 G   P o r t a l .   D o o r   G G L i v e   t e   g e b r u i k e n   w o r d t   e r   v e r k e e r   g e g e n e r e e r d   o p   G P R S .   D e   p l a a t s e l i j k e   o p e r a t o r   k a n   v o o r   h e t   g e b r u i k   v a n   G P R S   k o s t e n   i n   r e k e n i n g   b r e n g e n .   G e b r u i k   j e   d i t   v o o r   h e t   e e r s t ,   d a n   w o r d t   h e t   n e t w e r k   g e  n i t i a l i s e e r d .   W i l   j e   v e r d e r   g a a n ? 	 	 G G L i v e   e s t e   s o f t w a r e - u l   d e   r e d a r e   v i d e o   o n l i n e   d e z v o l t a t   d e   3 G   P o r t a l .   E x e c u ci a   G G L i v e   v a   g e n e r a   v o l u m u l   d e   t r a f i c   a l   G P R S .   O p e r a t o r u l   l o c a l   v a   t a x a   v o l u m u l   d e   t r a f i c   a l   G P R S .   D a c   e s t e   u t i l i z a t   p e n t r u   p r i m a   d a t ,   r e ce a u a   v a   f i   i n i ci a l i z a t .   D o r i ci   s   c o n t i n u a ci ?   	 G G L i v e   e s t e   u n   s o f t w a r e   o n l i n e   d e   r e d a r e   v i d e o   d e z v o l t a t   d e   3 G   P o r t a l .   A p l i c a ci a   G G L i v e   v a    n c r c a   v o l u m u l   d e   t r a f i c   a l   G P R S .   O p e r a t o r u l   l o c a l   v a   t a x a   v o l u m u l   d e   t r a f i c   e f e c t u a t   p e   G P R S .    n   c a z u l    n   c a r e   u t i l i z a ci   p e n t r u   p r i m a   o a r   a c e s t   s o f t w a r e ,   r e ce a u a   v a   f i   i n i ci a l i z a t .   C o n t i n u a ci ?   	 	 G G L i v e               3 G   P o r t a l ,           .               G P R S .                   G P R S .               ,     .     ?   	 G G L i v e               3 G   P o r t a l ,           .               G P R S .                   G P R S .               ,     .     ?   	 	 G G L i v e   F1E  'A2'23*  G  *H37  3 G   P o r t a l   (1'  ~.4  "FD'F  ADEG'  71'-  4/G  '3*.   (1F'EG  '1(1/  G G L i v e   3((  *-ED  ('1  *1'A  (1  1H  31H3  G P R S   E4H/.   '~1'*H1  E-D  G2FG  ('1  *1'A  31H3  G P R S   1'  E-'3(G  EF/.   '1  ('1  'HD  *'F  '3*  G  '2  "F  '3*A'/G  EF/  4(G  (1'  "F  "E'/G  3'2  .H'G/  1//.   "'  (G  9ED'*  '/'EG  E/G/  	 G G L i v e   F1E  'A2'23*  G  *H37  3 G   P o r t a l   (1'  ~.4  "FD'F  ADEG'  71'-  4/G  '3*.   (1F'EG  '1(1/  G G L i v e   3((  *-ED  ('1  *1'A  (1  1H  31H3  G P R S   E4H/.   '~1'*H1  E-D  G2FG  ('1  *1'A  31H3  G P R S   1'  E-'3(G  EF/.   '1  ('1  'HD  *'F  '3*  G  '2  "F  '3*A'/G  EF/  4(G  (1'  "F  "E'/G  3'2  .H'G/  1//.   "'  (G  9ED'*  '/'EG  E/G/  	 	 			  							  G G l i v e   						  					  							  									  						  					d	  G G l i v e   												  								  							  					  							  				d	  							  							  								  							  							  				  					  				d	  				  			  			  					  					  		  							  				  				  					  									  			  				  				d	  				  		  							  					  			?   	 G G L i v e   			  									  				  			  				  						  					  				  				  									d	  G G L i v e   						  								- 		  							  						  						  			d	  								- 		  								  				  							  									  				  				  			d	  			  			  										  		  							  				,   			  									  				  			d	  				  					? 	 	 	 	 	 	 	 	 G G L i v e   i s   d i e   s a g t e w a r e   v i r   a a n l y n - v i d e o s p e l e t j i e s   w a t   d e u r   3 G   P o r t a l   o n t w i k k e l   i s .   D i e   g e b r u i k   v a n   G G L i v e   s a l   ' n   v e r h o g i n g   v a n   v e r k e e r   o p   G P R S   v e r o o r s a a k .   D i e   p l a a s l i k e   o p e r a t e u r   s a l   k o s t e   h e f   v i r   d i e   G P R S - v e r k e e r s v o l u m e .   A s   j y   d i t   v i r   d i e   e e r s t e   k e e r   g e b r u i k ,   s a l   d i e   n e t w e r k   g e  n i s i a l i s e e r   w o r d .   W i l   j y   v o o r t g a a n ? 	 G G L i v e   i s   d i e   a a n l y n - v i d e o s p e l e t j i e s a g t e w a r e   w a t   d e u r   3 G   P o r t a l   o n t w i k k e l   i s .   D i e   G G L i v e - t o e p a s s i n g   s a l   G P R S - v e r k e e r s v o l u m e   v e r o o r s a a k .   D i e   p l a a s l i k e   o p e r a t e u r   s a l   d i e   G P R S - v o l u m e   s e   k o s t e   v e r h a a l .   I n d i e n   d i t   d i e   e e r s t e   k e e r   i s   d a t   j y   d i t   g e b r u i k ,   s a l   d i e   n e t w e r k   g e  n i s i e e r   w o r d .   W i l   j y   v o o r t g a a n ?   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G G L i v e      o   s o f t w a r e   d e   r e p r o d u   o   d e   v  d e o   o n l i n e   d e s e n v o l v i d o   p e l o   P o r t a l   3 G .   O   a p l i c a t i v o   d o   G G L i v e   c a u s a r    v o l u m e   d e   t r  f e g o   d e   G P R S .   A   o p e r a d o r a   l o c a l   c o b r a r    o   v o l u m e   d e   t r  f e g o   d o   G P R S .   S e   f o r   a   p r i m e i r a   v e z   e m   q u e   u t i l i z a ,   a   r e d e   s e r    i n i c i a l i z a d a .   V o c    c o n t i n u a r  ?   	 	 	 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ F U L L S C R E E N _ C A P T I O N 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 F u l l   S c r e e n 	 hQO\!j_	 hQO\!j_P a n t a l l a   c o m p l e t a 	 P l e i n    c r a n 	 V o l l b i l d 	 >  25AL  M:@0=	 S c h e r m o   i n t e r o 	 	 E c r    i n t e i r o 	 T a m   E k r a n 	 T o  n   m  n   h  n h 	 T o  n   m  n   h  n h 	 S k r i n   P e n u h 	 *	B	0	@	  8	M	
 	M	0	@	(		 *	B	0	M	#	  8	M		M	0	@	(		 	 	 T e l j e s   k  p e r n y Q	 	 	 	 V o l l e d i g   s c h e r m 	 V o l l e d i g   s c h e r m 	 	 E c r a n   c o m p l e t 	 E c r a n   c o m p l e t 	 	   	   	 	 *E'E  5A-G	 *E'E  5A-G	 	 								  							  	 			  								 	 	 	 	 	 	 	 V o l s k e r m 	 V o l s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l a   c h e i a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ F R O C E _ B A C K 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 F o r w a r d 	 MRۏ	 MRۏA v a n c e 	 T r a n s f  r e r 	 W e i t e r 	 5@504@5A>20BL	 A v a n t i 	 5@5A;0BL	 A v a n  a r 	 0l e t 	 C h u y n   t i p 	 C h u y n   t i p 	 B e r i k u t 	 		M	0	G	7	#		 		M	0	G	7	#		 	 	 E l Qr e 	 	 	 	 V o o r w a a r t s 	 D o o r s t u r e n 	 	  n a i n t e 	  n a i n t e 	 	 	 	 	 (G  ,DH	 (G  ,DH	 	 					  						 									 	 	 	 	 	 	 	 V o r e n t o e 	 V o r e n t o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n c a m i n h a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E R V E R _ C O D E _ F I L E O L D 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 F i l e   O l d 	 ZSOeN]Ǐg	 ZSOeN]ǏgA r c h i v o   a n t i g u o 	 F i c h i e r   A n c i e n 	 D a t e i   a l t 	 !B0@K9  D09;	 V e c c h i o   f i l e 	 	 F i c h e i r o   a n t i g o 	 D o s y a   e s k i 	 F i l e   c i	 F i l e   c i	 F a i l   L a m a 	 *	A	0	>	(	@	  +	>		2		 +	>		2	  *	A	0	>	(	@	  9	H		 	 	 F  j l ,   R  g i 	 	 	 	 B e s t a n d   o u d 	 O u d   b e s t a n d 	 	 F i _i e r   V e c h i 	 F i _i e r   V e c h i 	 	   	   	 	 ~1HF/G  B/E  '3*	 ~1HF/G  B/E  '3*	 	 						  				  	 							  				  					 	 	 	 	 	 	 	 L  e r   o u d 	 L  e r   o u d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   a n t i g o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ G S X _ F I L E _ E R R 	 U n d e f i n e d 	 4 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 F i l e   E R R 	 vZSOeN	 vZSOeNE R R O R   d e   a r c h i v o 	 F i c h i e r   E R R 	 D a t e i f e h l e r 	 H81:0  D09;0	 E R R   f i l e 	 	 E r r o   d e   f i c h e i r o 	 D o s y a   H A T A S I 	 L i   f i l e 	 L i   f i l e 	 R A L A T   F a i l 	 		0		0	  +	>		2		 +	>		2	  $	M	0	A		?		 	 	 F  j l ,   H I B A 	 	 	 	 B e s t a n d f o u t 	 B e s t a n d f o u t 	 	 E R O A R E   F i _i e r 	 E R O A R E   F i _i e r 	 	   	   	 	 .7'  ~1HF/G	 .7'  ~1HF/G	 	 				  					  	 			  				  					 	 	 	 	 	 	 	 L  e r - f o u t 	 L  e r F O U T 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E R R O   d e   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E R V E R _ C O D E _ F I L E D E L 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 F i l e   D e l 	 `veN
NX[(W	 `veN
NX[(WE l i m i n a r   a r c h i v o 	 F i c h i e r   D e l 	 D a t e i   l  s c h e n 	 #40;5=85  D09;0	 E l i m .   F i l e 	 	 F i c h e i r o   e l i m i n a d o 	 D o s y a   s i l 	 X  a   f i l e 	 X  a   f i l e 	 F a i l   H a p u s 	 +	>		2	  9		>				 +	>		2	  .	?		>				 	 	 F  j l ,   T  r l  s 	 	 	 	 B e s t a n d   v e r w i j d e r e n 	 B e s t a n d   v e r w i j d e r e n 	 	 ^t e r g e r e   f i _i e r 	 ^t e r g .   f i _i e r 	 	   	   	 	 -0A  ~1HF/G	 -0A  ~1HF/G	 	 				  			  	 			  				  					 	 	 	 	 	 	 	 L  e r   s k r a p 	 L  e r   s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u s  o   d e   a r q u i v o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ E X I T 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 E x i t 	  Q	  QS a l i r 	 Q u i t t e r 	 B e e n d e n 	 KE>4	 E s c i 	 K9B8	 S a i r 	  1k 1_	 T h o  t 	 T h o  t 	 K e l u a r 	 ,	>	9	0		 ,	>	9	0	  				 	 	 K i l  p  s 	 	 	 	 A f s l u i t e n 	 A f s l u i t e n 	 	 I e _i r e 	 I e _i r e 	 	 	 	 	 .1H,	 .1H,	 	 								  				  	 						 	 	 	 	 	 	 	 V e r l a a t 	 M a a k   t o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ E R R O F I L L E 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 E r r o r F i l e 	 vZSOeN0	 vZSOeN0A r c h i v o E r r o r 	 E r r e u r F i c h i e r 	 F e h l e r h a f t e   D a t e i 	 H81:0  D09;0	 E r r o r e   f i l e 	 	 F i c h e i r o   c o m   e r r o 	 H a t a D o s y a s 1	 F i l e   b   l i 	 F i l e   b   l i 	 R a l a t F a i l 	 	0	K	0	+	>		2		 $	M	0	A		?	  +	>		2		 	 	 H i b a ,   F  j l 	 	 	 	 F o u t b e s t a n d 	 F o u t b e s t a n d 	 	 F i _i e r   d e   e r o a r e 	 E r o a r e f i _i e r 	 	   	   	 	 .7'  ~1HF/G	 .7'  ~1HF/G	 	 					  			  	 									 	 	 	 	 	 	 	 F o u t l  e r 	 F o u t l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   d e   e r r o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ P L A Y _ L I S T _ E M P T Y _ A 	 U n d e f i n e d 	 3 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 n o t   l o g i n p l a y   a f t e r   l o g i n 	 \*g{vU_{vU_Tpd	 \*g{vU_{vU_Tpds e s i  n   n o   i n i c i a d a ,   r e p r o d u z c a   d e s p u  s   d e   i n i c i a r   s e s i  n 	 p a s   d  o u v e r t u r e   d e   s e s s i o n ,   l i r e   a p r  s   l  o u v e r t u r e   d e   s e s s i o n 	 n i c h t   a n m e l d e n , W i e d e r g a b e   n a c h   A n m e l d u n g 	 2E>4  =5  2K?>;=5=,   ?@>A<>B@  ?>A;5  2E>40	 a c c e s s o   n o n   a v v e n u t o ,   r i p r o d u r r e   d o p o   l ' a c c e s s o 	 	 s e m   s e s s  o   i n i c i a d a ,   i n i c i e   s e s s  o   p a r a   r e p r o d u z i r 	 o t u r u m   a  1k   d e i l ,   o t u r u m   a  t 1k t a n   s o n r a   o y n a t 1n 	 c h a   . n h p ,   p h  t   s a u   k h i   . n h p 	 c h a   . n h p ,   p h  t   s a u   k h i   . n h p 	 t i d a k   l o g   m a s u k ,   m a i n   s e l e p a s   l o g   m a s u k 	 2	>		- 	(	  (	9	@		  9	A		,   2	>		- 	(	  	0	(	G	  	G	  ,	>	&	  *	M	
 2	G	  	0	G			 2	I			(	  (	9	@		,   2	I			(	  	G	  ,	>	&	  	G	2	G			 	 	 n i n c s   b e j e l e n t k e z v e ,   l e j  t s z  s   b e j e l e n t k e z  s   u t  n 	 	 	 	 n i e t   a a n g e m e l d .   A f s p e l e n   n a   a a n m e l d e n 	 n i e t   a a n g e m e l d   '   s p e l e n   n a   h e t   a a n m e l d e n 	 	 n u   v   c o n e c t a ci ,   r e d a r e   d u p   c o n e c t a r e 	 n e c o n e c t a t ,   r e d a r e   d u p   c o n e c t a r e 	 	   .       	   ?       	 	 (G  33*E  H'1/  F4/G  '/  ~3  '2  H1H/  E*H'F  ~.4  FEH/	 (G  33*E  H'1/  F4/G  '/~.4  ~3  '2  /1HF4/	 	 		  		  					,   				  				  		  				  				  	 		- 		  				,   		- 		  			  				  				  					 	 	 	 	 	 	 	 n i e   a a n g e t e k e n ,   s p e e l   n a   a a n t e k e n 	 n i e   a a n g e t e k e n s p e e l   n    a a n t e k e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n  o   f a z e r   l o g i n ,   r e p r o d u z i r   a p  s   l o g i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ P L A Y _ L I S T _ E M P T Y _ B 	 U n d e f i n e d 	 3 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 N o   p l a y   r e c o r d ,   p l e a s e   r e t u r n . 	 \ed>eU_ԏV	 \ed>eU_ԏVN o   e x i s t e   n i n g u n a   g r a b a c i  n   a   r e p r o d u c i r .   P o r   f a v o r ,   r e t r o c e d a . 	 P a s   d  e n r e g i s t r e m e n t   d e   j e u ,   v e u i l l e z   r e t o u r n e r 	 K e i n   W i e d e r g a b e i n t r a g ,   b i t e   z u r  c k k e h r e n . 	 0?8A59  =5B,   2>72@0B. 	 N e s s u n a   r e g i s t r a z i o n e   a r c h i v i a t a ,   t o r n a r e   i n d i e t r o 	 	 S e m   r e g i s t o   d e   r e p r o d u   e s ,   v o l t e   a t r  s . 	 O y n a t m a   k a y d 1  y o k ,   l  t f e n   i a d e   e d i n 	 C h a   c    n i   d u n g   p h  t ,   h  y   c h u y n   v . 	 C h a   c    n i   d u n g   p h  t ,   h  y   c h u y n   v . 	 T i a d a   r e k o d   m a i n a n ,   s i l a   k e m b a l i . 	 0	?		>	0	M	!	  *	M	
 2	G	  (	  	0	G		,   	C	*	/	>	  5	>	*	8	  2	L		G		d		 	K		  	G	2	  0	G		I	0	M	!	  (	9	@		,   	C	*	/	>	  2	L		G		. 	 	 	 N e m   j  t s z h a t    l e ,   n y o m j a   m e g   a   v i s s z a t  r  s   g o m b o t . 	 	 	 	 R e c o r d   n i e t   a f g e s p e e l d ,   g a   t e r u g / 	 G e e n   a f s p e e l r e c o r d ,   g a   t e r u g . 	 	 N u   e x i s t    n r e g i s t r a r e   r e d a r e ,   r e v e n i ci . 	 N i c i o    n r e g i s t r a r e ,   r e v e n i ci . 	 	     ,     . 	     ,     . 	 	 G  ~4FG  '  '2  ~.4  F3*  D7A'K  (11//	 G  ~4FG  '  '2  ~.4  H,H/  F/'1/  D7A'K  (11//. 	 	 							  			  			  			d	  							  			  				  				    	 				  				  			,   							  			  				  				 	 	 	 	 	 	 	 G e e n   s p e e l r e k o r d ,   k e e r   a s s e b l i e f   t e r u g . 	 G e e n   s p e l r e k o r d   n i e ,   k e e r   a s s e b l i e f   t e r u g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   r e g i s t r o   d e   r e p r o d u   o ,   f a v o r   r e t o r n a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ D O W N A B L E 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D o w n l o a d 	 N}R	 N}RD e s c a r g a r 	 T  l  c h a r g e m e n t 	 D o w n l o a d 	 03@C78BL	 S c a r i c a 	 03@C78BL	 T r a n s f e r i r 	 0n d i r 	 T i   v 	 T i   v 	 M u a t   T u r u n 	 !	>			(	2	K	!		 !	>			(	2	K	!	  	0	G			 	 	 L e t  l t  s 	 	 	 	 D o w n l o a d e n 	 D o w n l o a d e n 	 	 D e s c r c a r e 	 D e s c r c a r e 	 	 	 	 	 ('1J1	 ('1J1	 	 							  				d	  	 							  					 	 	 	 	 	 	 	 A f l a a i 	 L a a i   A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o w n l o a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ T I M E A 	 U n d e f i n e d 	 6 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D e a r   S u b s c r i b e r s ,   c h a r g e   c o l l e c t i n g ,   p l e a s e   w a i t &   N e t w o r k   s p e e d   d i f f e r e n t c e   w i l l   c a u s e   d i f f e r e n t   p a y m e n e t   t i m e .     Y o u r   p a y m e n t   i s   s u c c e s s f u l .   	 N1rv(u7b/eNۏL-N
zP& & Q~^
NT/eNe
NT]/eN	 N1rv(u7b/eNۏL-N
zP& & Q~^
NT/eNe
NT]/eNE s t i m a d o s   a b o n a d o s ,   p r o c e s a n d o   c o b r o .   P o r   f a v o r ,   e s p e r e n &   L a s   d i f e r e n c i a s   e n   l a   v e l o c i d a d   d e   l a   r e d   p o d r  a n   p r o v o c a r   d i s t i n t o s   r e t a r d o s   e n   e l   p a g o .     S u   p a g o   s e   h a   r e a l i z a d o   c o n    x i t o .   	 C h e r s   a b o n n  s ,   p a i e m e n t   e n   c o u r s ,   v e u i l l e z   p a t i e n t e r &   L a   d i f f  r e n c e   d e   d  b i t   d u   r  s e a u   v a   g  n  r e r   u n e   d u r  e   d e   p a i e m e n t   d i f f  r e n t .   V o t r e   p a i e m e n t   e s t   e f f e c t u  . 	 S e h r   g e e h r t e r   A b o n n e n t ,   G e b  h r e n   w e r d e n   e i n g e f o r d e r t ,   b i t t e   w a r t e n . . .   U n t e r s c h i e d e   i n   d e r   N e t z w e r k g e s c h w i n d i g k e i t   s o r g e n   f  r   e i n e   u n t e r s c h i e d l i c h e   B e z a h l u n g s z e i t .   I h r e   Z a h l u n g   i s t   e r f o l g r e i c h . 	 #20605<K5  ?>4?8AG8:8, =0G8A;5=85  >?;0BK,   ?>4>648B5&   @5<O  =0G8A;5=8O  7028A8B  >B  A:>@>AB8  ?>4:;NG5=8O.     ;0B56  2K?>;=5=. 	 C a r o   a b b o n a t o ,   i l   p a g a m e n t o      i n   c o r s o .   L e   d i f f e r e n z e   d i   v e l o c i t    d e l l a   r e t e   p o s s o n o   f a r   c a m b i a r e   i   t e m p i   d i   p a g a m e n t o .   I l   p a g a m e n t o      a v v e n u t o   c o n   s u c c e s s o .   	 F a c e ? i   c l i c   p e   b u t o n u l   d e   r e d a r e 	 C a r o   s u b s c r i t o r ,   e s t    a   s e r   e f e c t u a d a   a   c o b r a n  a ,   a g u a r d e &   A   v e l o c i d a d e   d a   r e d e   p o d e r    o r i g i n a l   d i f e r e n t e s   v a l o r e s   c o b r a d o s .   O   p a g a m e n t o   f o i   e f e c t u a d o   c o m    x i t o . 	 S a y 1n   A b o n e l e r ,    c r e t   a l 1n 1y o r ,   l  t f e n   b e k l e y i n &   A   h 1z   f a r k l 1l 11,   f a r k l 1   d e m e   s  r e l e r i n e   n e d e n   o l u r .    d e m e n i z   b a _a r 1l 1. 	 T h u    b a o   t h  n   m n ,   a n g   t h u   p h  ,   h  y   i &   S   k h  c   b i t   v   t c     m n g   s   k h i n   c h o   t h i   h n   t h a n h   t o  n   k h  c   n h a u .     B n      t h a n h   t o  n   t h  n h   c  n g .   	 T h u    b a o   t h  n   m n ,   a n g   t h u   p h  ,   h  y   i & S   k h  c   b i t   v   t c     m n g   s   k h i n   c h o   t h i   h n   t h a n h   t o  n   k h  c   n h a u .   B n      t h a n h   t o  n   t h  n h   c  n g .     	 P e l a n g g a n   y a n g   D i h o r m a t i ,   b a y a r a n   s e d a n g   d i k u m p u l ,   s i l a   t u n g g u &   P e r b e z a a n   k e l a j u a n   r a n g k a i a n   a k a n   m e n g a k i b a t k a n   w a k t u   b a y a r a n   b e r b e z a .   B a y a r a n   a n d a   b e r j a y a . 	 *	M	0	?	/	  8	,	M	
 8		M	0	>		,	0	,   	>	0	M		  8			M	0	9	  9	K	  0	9	>	  9	H	,   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G		. . .   -	A		$	>	(	  8	.	/	  .	G		  		$	0	  	>	  	>	0	#	  (	G		5	0	M		  8	M	
 *	@	!	  .	G		  		$	0	  9	K	(	>	  9	H	d	  	*		>	  -	A		$	>	(	  8	+	2	  9	K	  	/	>	  9	H	d	  	 *	M	0	?	/	  8	&	8	M	/	,   6	A	2	M		  2	?	/	>	  	>	  0	9	>	  9	H	,   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G		. . . (	G		5	0	M		  	$	?	  .	G		  -	?	(	M	(	$	>	  	G	  	>	0	#	  -	?	(	M	(	  -	A		$	>	(	  8	.	/	  9	K		>	.   	*		>	  -	A		$	>	(	  8	+	2	  0	9	>	. 	 	 	 T i s z t e l t   E l Qf i z e t Qk !   D  j f i z e t  s   f o l y a m a t b a n .   K  r e m   v  r j a n a k &   A   h  l  z a t   s e b e s s  g  n e k   v  l t o z  s a   b e f o l y  s o l j a   a   f i z e t  s   i d e j  t .     A   f i z e t  s   s i k e r e s e n   m e g t  r t  n t .   	 	 	 	 G e a c h t e   a b o n n e e s ,   d e   k o s t e n   w o r d e n   i n   r e k e n i n g   g e b r a c h t ,   e v e n   w a c h t e n .   E e n   v e r s c h i l   i n   d e   n e t w e r k s n e l h e i d   h e e f t   e e n   v e r s c h i l l e n d e   b e t a a l t i j d   t o t   g e v o l g .   U w   b e t a l i n g   i s   s u c c e s v o l . 	 B e s t e   a b o n n e e s ,   k o s t e n   w o r d e n   v a s t g e s t e l d ,   e v e n   w a c h t e n &   D o o r   e e n   a n d e r e   n e t w e r k s n e l h e i d   k a n   d e   b e t a l n g s t i j d   v e r s c h i l l e n .   U w   b e t a l i n g   i s   v o l t o o i d . 	 	 S t i m a ci   a b o n a ci ,   t a x    n   c u r s   d e   c o l e c t a r e ,   a _t e p t a ci &   D i f e r e n ca   d e   v i t e z   a   r e ce l e i   v a   g e n e r a   u n   t i m p   d e   p l a t   m a i   m a r e .     P l a t a   d v s .   a   f o s t   e f e c t u a t   c u   s u c c e s . 	 D r a g i   a b o n a ci ,   s e   c o l e c t e a z   t a x a ,   a _t e p t a ci . . . D i f e r e n ca   d e   v i t e z   a   r e ce l e i   i n f l u e n ce a z   v a r i a ci a   d e   c o s t .   P l a t a   a   f o s t   e f e c t u a t   c u   s u c c e s . 	 	   ,     ,     . . .                   .         .   	   ,     ,     . . .                   .         .   	 	 E4*1'F  1'E  /1-'D  /1'A*  G2FG  G'  D7A'K  5(1F/. . .   '.*D'A  319*  4(G  3((  '.*D'A  2E'F  ~1/'.*  E1//.     'F,'E  ~1/'.*  *'F  EHAB  (H/.   	 E4*1  1'E  /1-'D  /1'A*  G2FG  D7A'K  5(1F/. . .   '.*D'A  319*  4(G  3((  '.*D'A  2E'F  ~1/'.*  E1//.     'F,'E  ~1/'.*  *'F  EHAB  (H/.   	 	 					  						,   					  						  				,   							  			  							  				- - - ,   											  				  										  				  							  					- 						  			  				  			  					d	  					  					  						  			  					d	  	 					  						,   					  					  					,   							  			  							  				. . . 									  							  										  					  								  			  					  			  				d	  					  					  						  			d		 	 	 	 	 	 	 	 G e a g t e   I n t e k e n a a r s ,   k o s t e   w o r d   g e h e f ,   w a g   a s s e b l i e f   . . .   ' n   S p o e d v e r s k i l   i n   n e t w e r k   s a l   v e r s k i l l e n d e   b e t a l i n g s t y e   t o t   g e v o l g   h  .   J o u   b e t a l i n g   i s   s u k s e s v o l . 	 B e s t e   I n t e k e n a r e ,   f o o i   w o r d   s a a m g e s t e l ,   w a g   a s s e b l i e f &   N e t w e r k s p o e d v e r s k i l   s a l   l e i   t o t   w i s s e l e n d e   b e t a a l t y d .     J o u   b e t a l i n g   w a s   s u k s e s v o l .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 " P r e z a d o s   A s s i n a n t e s ,   c o l e t a n d o   t a x a ,   a g u a r d e &   A   d i f e r e n  a   d e   v e l o c i d a d e   d e   r e d e   c a u s a r    d i f e r e n t e s   t e m p o s   d e   p a g a m e n t o .     S e u   p a g a m e n t o   t e v e    x i t o .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S U B _ S U C C E S S A 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D e a r   S u b s c r i b e r s ( 	 N1rv(u7b	 N1rv(u7bE s t i m a d o s   a b o n a d o s ( 	 C h e r s   a b o n n  s ( 	 S e h r   g e e h r t e   A b o n n e n t e n ( 	 #20605<K5  ?>4?8AG8:8( 	 C a r i   a b b o n a t i ( 	 #92'&J  'DE4*1CJF  ( 	 C a r o   s u b s c r i t o r   ( 	 S a y 1n   A b o n e l e r ( 	 T h u    b a o   t h  n   m n   ( 	 T h u    b a o   t h  n   m n   ( 	 P e l a n g g a n   y a n g   D i h o r m a t i ( 	 *	M	0	?	/	  8	,	M	
 8		M	0	>		,	0	(   	 *	M	0	?	/	  8	&	8	M	/	K		( 	 	 	 T i s z t e l t   E l Qf i z e t Qk ! ( 	 	 	 	 G e a c h t e   a b o n n e e s ( 	 B e s t e   a b o n n e e s ( 	 	 S t i m a ci   a b o n a ci ( 	 D r a g i   a b o n a ci ( 	 	   ( 	   ( 	 	 E4*1'F  1'E( 	 E4*1'F  1'E( 	 	 					  						( 	 					  						  ( 	 	 	 	 	 	 	 	 G e a g t e   I n t e k e n a a r s ( 	 B e s t e   I n t e k e n a r e ( 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e z a d o s   A s s i n a n t e s   ( 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ S U C C E S S A 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D e a r   S u b s c r i b e r s ( 	 N1rv(u7b	 N1rv(u7bE s t i m a d o s   a b o n a d o s ( 	 C h e r s   a b o n n  s ( 	 S e h r   g e e h r t e   A b o n n e n t e n ( 	 #20605<K5  ?>4?8AG8:8( 	 C a r i   a b b o n a t i ( 	 #92'&J  'DE4*1CJF  ( 	 C a r o   s u b s c r i t o r   ( 	 S a y 1n   A b o n e l e r ( 	 T h u    b a o   t h  n   m n   ( 	 T h u    b a o   t h  n   m n   ( 	 P e l a n g g a n   y a n g   D i h o r m a t i ( 	 *	M	0	?	/	  8	,	M	
 8		M	0	>		,	0	( 	  *	M	0	?	/	  8	&	8	M	/	K		( 	 	 	 T i s z t e l t   E l Qf i z e t Qk ! ( 	 	 	 	 G e a c h t e   a b o n n e e s ( 	 B e s t e   a b o n n e e s ( 	 	 S t i m a ci   a b o n a ci ( 	 D r a g i   a b o n a ci ( 	 	   ( 	   ( 	 	 E4*1'F  1'E( 	 E4*1'F  1'E( 	 	 					  								  ( 	 					  						  ( 	 	 	 	 	 	 	 	 G e a g t e   I n t e k e n a a r s ( 	 B e s t e   I n t e k e n a r e ( 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e z a d o s   A s s i n a n t e s   ( 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S U B _ S U C C E S S O A 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D e a r   S u b s c r i b e r s 	 N1rv(u7b	 N1rv(u7bE s t i m a d o s   a b o n a d o s 	 C h e r s   a b o n n  s 	 S e h r   g e e h r t e   A b o n n e n t e n 	 #20605<K5  ?>4?8AG8:8	 C a r i   a b b o n a t i 	 #92'&J  'DE4*1CJF	 C a r o   s u b s c r i t o r 	 S a y 1n   A b o n e l e r 	 T h u    b a o   t h  n   m n   ( 	 T h u    b a o   t h  n   m n   ( 	 P e l a n g g a n   y a n g   D i h o r m a t i 	 *	M	0	?	/	  8	,	M	
 8		M	0	>		,	0		 *	M	0	?	/	  8	&	8	M	/	K			 	 	 T i s z t e l t   E l Qf i z e t Qk ! 	 	 	 	 G e a c h t e   a b o n n e e s 	 B e s t e   a b o n n e e s 	 	 S t i m a ci   a b o n a ci 	 D r a g i   a b o n a ci 	 	   	   	 	 E4*1'F  1'E	 E4*1'F  1'E	 	 					  									 					  						  	 	 	 	 	 	 	 	 G e a g t e   I n t e k e n a a r s 	 B e s t e   I n t e k e n a r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e z a d o s   A s s i n a n t e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ C O N T I N U E _ P L A Y 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C o n t i n u e   P l a y 	 ~~d>e	 ~~d>eC o n t i n u a r   c o n   l a   r e p r o d u c c i  n 	 C o n t i n u e r      j o u e r 	 W i e d e r g a b e   f o r t s e t z e n 	 @>4>;68BL  >?;0BC	 C o n t i n u a r e   r i p r o d u z i o n e 	 E*'(9)  'D*4:JD	 C o n t i n u a r   a   r e p r o d u z i r 	 O y n a t m a y a   D e v a m   e t 	 T i p   t c   p h  t 	 T i p   t c   p h  t 	 T e r u s k a n   M a i n a n 	 *	M	
 2	G	  	0	(	>	  	>	0	@	  0		G			 *	M	2	G	  	0	(	>	  	>	0	@	  0		G			 	 	 L e j  t s z  s   f o l y t a t  s a 	 	 	 	 V e r d e r   s p e l e n 	 V e r d e r   s p e l e n 	 	 C o n t i n u a ci   r e d a r e a 	 R e d a r e   c o n t i n u 	 	   	   	 	 '/'EG  ~.4	 '/'EG  ~.4	 	 					  							  				  	 				  							  						 	 	 	 	 	 	 	 G a a n   v o o r t   m e t   s p e l 	 H e r v a t   S p e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t i n u a r   r e p r o d u   o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ B U F F E R _ T I T L E 	 U n d e f i n e d 	 3 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 c o n n e c t i n g   m e d i a   p l a y e r . . 	 ck(WޏcZSOd>ehV. . . 	 ck(WޏcZSOd>ehV. . . c o n e c t a n d o   c o n   e l   r e p r o d u c t o r   d e   m e d i o s . 	 c o n n e x i o n   d u   l e c t e u r   m  d i a   e n   c o u r s & 	 V e r b i n d u n g   m i t   M e d i e n p l a y e r . . 	 ?>4:;NG5=85  <5480?;55@0. . 	 c o n n e s s i o n e   a l   r i p r o d u t t o r e   m u l t i m e d i a l e & 	 ,'1M  'D'*5'D  (E4:D  'DH3'&7. . 	 a   l i g a r   a o   l e i t o r   m u l t i m  d i a & 	 o r t a m   o y n a t 1c 1s 1  b a l a n 1y o r . . 	 a n g   k . n i   m e d i a   p l a y e r . . 	 a n g   k . n i   m e d i a   p l a y e r . . 	 m e n y a m b u n g   p e m a i n   m e d i a . . 	 .	@	!	?	/	>	  *	M	
 2	G	/	0	  	K	  	(	G		M	
 	  	0	  0	9	>	  9	H	. . 	 .	@	!	?	/	>	  *	M	2	G	/	0	  	(	G		M		  9	K	  0	9	>	  9	H	. . . 	 	 	 m  d i a l e j  t s z    c s a t l a k o z t a t  s a . . . 	 	 	 	 v e r b i n d i n g   m a k e n   m e t   m e d i a s p e l e r 	 v e r b i n d i n g   m a k e n   m e t   m e d i a p l a y e r & 	 	 C o n e c t a r e   p l a y e r   m e d i a . . 	 c o n e c t a r e   p l a y e r   m e d i a . . . 	 	       . . 	       . . 	 	 /1-'D  '*5'D  ~.4  FF/G  13'FG  '. . . 	 /1-'D  '*5'D  ~.4  FF/G  13'FG  '. . . 	 	 						  									  				  					  						  				. . .   	 						  							  							  				  	 	 	 	 	 	 	 	 v e r b i n d   t a n s   m e d i a s p e l e r   . . . 	 k o p p e l   t a n s   a a n   m e d i a s p e l e r . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c o n e c t a n d o   m e d i a  p l a y e r . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ C O N N E C T _ T I M E O U T 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C o n n e c t   T i m e o u t 	 ޏc
gRhVe	 ޏc
gRhVeT i e m p o   d e   e s p e r a   d e   c o n e x i  n   a g o t a d o 	 D u r  e   d e   c o n n e x i o n   e x p i r  e 	 V e r b i n d u n g   A u s z e i t 	 @5<O  >6840=8O  ?>4:;NG5=8O  8AB5:;>	 S c a d e n z a   t e m p o   d i   c o n n e s s i o n e 	 EGD)  'D'*5'D	 T e m p o   l i m i t e   d a   l i g a   o   e x c e d i d o 	 B a l a n t 1  Z a m a n   a _1m 1	 T m   d n g   k t   n i 	 T m   d n g   k t   n i 	 T a m a t   M a s a   S a m b u n g a n 	 	(	G		M	
 	  	>		.					  	 	(	G		M		  	0	(	G	  	>	  8	.	/	  8	.	>	*	M	$		 	 	 K a p c s o l  d  s i   i d Qt  l l  p  s 	 	 	 	 T i m e - o u t   b i j   v e r b i n d i n g 	 V e r b i n d i n g s t i j d   v e r s t r e k e n 	 	 E x p i r a r e   c o n e c t a r e 	 C o n e c t a r e a   a   e x p i r a t 	 	     	     	 	 EGD*  '*5'D  (G  ~''F  13/	 EGD*  '*5'D  (G  ~''F  13/	 	 				  					  				  					  					 							  							  					 	 	 	 	 	 	 	 T y d   v e r s t r e k e   v i r   v e r b i n d i n g 	 V e r b i n d i n g s t y d   V e r s t r e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   e s g o t a d o   d a   c o n e x  o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ A C C E S S P O I N T _ D I A L _ S U C E S S 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C o n n e c t   S U C C E S S 	 ޏcG P R S bR	 ޏcG P R S bRC o n e x i  n   e s t a b l e c i d a   c o n    X I T O 	 C o n n e x i o n   R  U S S I E 	 V e r b i n d u n g   E R F O L G 	 >4:;NG5=85  2K?>;=5=>  CA?5H=>	 C o n n e s s i o n e   a v v e n u t a   c o n   S U C C E S S O 	 *E  'D'*5'D  (F,'-	 L i g a   o   c o m    x i t o 	 B a l a n t 1  B A ^A R I L I 	 K t   n i   T . C  N G 	 K t   n i   T . C  N G 	 S a m b u n g a n   B E R J A Y A 	 	(	G		M	
 	  8	+	2	  9	A			 	(	G		M		  	0	(	>	  8	+	2		 	 	 S I K E R E S   c s a t l a k o z  s 	 	 	 	 V e r b i n d i g   t o t   s t a n d   g e k o m e n 	 V e r b i n d i n g   G E S L A A G D 	 	 C o n e c t a r e   R E U ^I T 	 C o n e c t a r e   r e u _i t 	 	   	   	 	 '*5'D  EHAB  (H/	 '*5'D  EHAB  (H/	 	 					  			  	 						  							  					 	 	 	 	 	 	 	 S u k s e s   m e t   v e r b i n d i n g 	 V e r b i n d i n g   S U K S E S V O L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  X I T O   d e   c o n e x  o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ C O N N E C T _ S E R V E R 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C o n n e c t   S e r v e r 	 ck(Wޏc
gRhV. . . 	 ck(Wޏc
gRhV. . . C o n e x i  n   c o n   s e r v i d o r 	 C o n n e x i o n   s e r v e u r 	 S e r v e r   v e r b i n d e n 	 >4:;NG5=85  :  A5@25@C	 C o n n e s s i o n e   a l   s e r v e r 	 .'/E  'D'*5'D	 L i g a r   a o   s e r v i d o r 	 S u n u c u y u   B a l a 	 K t   n i   m  y   c h 	 K t   n i   m  y   c h 	 S a m b u n g   P e l a y a n 	 	(	G		M	
 	  8	0	M	5	0		 8	0	M	5	0	  	(	G		M		  	0	G			 	 	 C s a t l a k o z  s   k i s z o l g  l  h o z 	 	 	 	 S e r v e r   v e r b i n d e n 	 V e r b i n d i n g   m a k e n   m e t   s e r v e r 	 	 C o n e c t a r e   s e r v e r 	 C o n e c t a r e   s e r v e r 	 	   	   	 	 '*5'D  31H1	 '*5'D  31H1	 	 									  				  					  					 					  							  					 	 	 	 	 	 	 	 K o p p e l   b e d i e n e r 	 V e r b i n d   B e d i e n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a r   s e r v i d o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ A C C E S S P O I N T _ D I A L 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C o n n e c t   G P R S . . 	 ck(WޏcG P R S . . . 	 ck(WޏcG P R S . . . C o n e x i  n   G P R S . 	 C o n n e x i o n   G P R S 	 G P R S   v e r b i n d e n . . 	 >4:;NG5=85  G P R S . . 	 C o n n e s s i o n e   G P R S 	 'D'*5'D  (4(C)  G P R S . . 	 l i g a r   p o r   G P R S & 	 G P R S   B a l a . . 	 K t   n i   G P R S . . 	 K t   n i   G P R S . . 	 S a m b u n g   G P R S . . 	 	(	G		M	
 	  G P R S . . 	 G P R S   	(	G		M		  	0	G		. . . 	 	 	 K a p c s o l  d  s   G P R S - e n . . . 	 	 	 	 G P R S   v e r b i n d e n 	 V e r b i n d i n g   m a k e n   m e t   G P R S & 	 	 C o n e c t a r e   G P R S . . 	 C o n e c t a r e   G P R S . . . 	 	   G P R S . . 	   G P R S . . 	 	 '*5'D  G P R S . . 	 '*5'D  G P R S . . 	 	 										  				  					  						  				  	 								  							  					 	 	 	 	 	 	 	 K o p p e l   G P R S   . . . 	 V e r b i n d   G P R S . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a r   G P R S . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ L I N K P O I N T _ W E B 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C N W A P 	 yRhQ	 yRhQC N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 C N W A P 	 	 	 C N W A P 	 	 	 	 C N W A P 	 C N W A P 	 	 C N W A P 	 C N W A P 	 	 C N W A P 	 C N W A P 	 	 C N W A P 	 C N W A P 	 	 C N W A P 	 														 	 	 	 	 	 	 	 C N W A P 	 C N W A P 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C N W A P 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ L I N K P O I N T _ M O N 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C N N E T 	 NTQ	 NTQC N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 C N N E T 	 	 	 C N N E T 	 	 	 	 C N N E T 	 C N N E T 	 	 C N N E T 	 C N N E T 	 	 C N N E T 	 C N N E T 	 	 C N N E T 	 C N N E T 	 	 C N N E T 	 										 	 	 	 	 	 	 	 C N N E T 	 C N N E T 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C N N E T 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ B U F F _ O F _ P L A Y 	 U n d e f i n e d 	 1 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C l i c k   P l a y   B u t t o n 	 	cd>e.d>e	 	cd>e.d>eH a g a   c l i c   e n   e l   b o t  n   R e p r o d u c i r 	 C l i q u e z   s u r   l e   b o u t o n   J o u e r 	 W i e d e r g a b e   a n k l i c k e n 	 06<8B5  :=>?:C   @>A<>B@ 	 F a r e   c l i c   s u   p l a y 	 'FB1  AHB  21  *4:JD" " " 	 C l i q u e   n o   b o t  o   R e p r o d u z i r 	 O y n a t   T u _u n a   t 1k l a y 1n 	 C l i c k   n  t   p h  t 	 C l i c k   n  t   p h  t 	 K l i k   B u t a n g   M a i n 	 *	M	
 2	G	  ,		(	  	K	  	M	2	?		  	0	G			 *	M	2	G	  ,		(	  *	0	  	M	2	?		  	0	G			 	 	 K a t t i n t s o n   a   l e j  t s z  s   g o m b r a 	 	 	 	 K l i k   o p   d e   k n o p   A f s p e l e n 	 K l i k   o p   d e   a f s p e e l k n o p 	 	 F a c e ci   c l i c   p e   b u t o n u l   d e   r e d a r e 	 F a c e ci   c l i c   p e   b u t o n u l   R e d a r e 	 	       	       	 	 /EG  ~.4  1'  (A4'1/	 /EG  ~.4  1'  (A4'1/	 	 				  				  					  				  	 				  				  					  					 	 	 	 	 	 	 	 K l i e k   S p e e l k n o p p i e 	 K l i e k   o p   S p e e l k n o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l i c a r   b o t  o   d e   r e p r o d u   o 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ N O T I C E 	 U n d e f i n e d 	 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C h a r g e   N o t i c e 	 /eNe_f	 /eNe_fN o t a   d e   c o b r o 	 N o t i c e   f r a i s 	 G e b  h r e n h i n w e i s 	 #254><;5=85  >1  >?;0B5	 N o t i f i c a   d i   a d d e b i t o 	 	 A v i s o   d e   c o b r a n  a 	  c r e t   B i l d i r i m i 	 T h  n g   b  o   p h  	 T h  n g   b  o   p h  	 N o t i s   B a y a r a n 	 	>	0	M		  (	K		?	8		 6	A	2	M		  (	K		?	8		 	 	 D  j f i z e t  s s e l   k a p c s o l a t o s   m e g j e g y z  s 	 	 	 	 O p m e r k i n g   o v e r   k o s t e n 	 K o s t e n m e l d i n g 	 	 A v i z   d e    n c r c a r e 	 N o t   d e   p l a t 	 	   	   	 	 '9D'E1  G2FG	 '9D'E1  G2FG	 	 					  								  										 					  						 	 	 	 	 	 	 	 K o s t e k e n n i s g e w i n g 	 H e f f i n g s k e n n i s g e w i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v i s o   d e   c o b r a n  a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ C H A R G E 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C h a r g e 	 cb9e_	b	 cb9e_	bC o b r o 	 F r a i s 	 G e b  h r e n 	 ?;0B8BL	 A d d e b i t o 	 	 C o b r a r 	  c r e t   	 P h  	 P h  	 B a y a r 	 	>	0	M			 6	A	2	M			 	 	 D  j 	 	 	 	 K o s t e n 	 K o s t e n 	 	 T a x 	 P l a t 	 	 	 	 	 G2FG	 G2FG	 	 						 						 	 	 	 	 	 	 	 K o s t e 	 H e f f i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o b r a n  a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ M Y _ C H A R G E 	 U n d e f i n e d 	 4 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C h a r g e   c o l l e c t i n g .   I t   w i l l   t a k e   s o m e   t i m e ,   p l e a s e   w a i t   p a t i e n t l y . 	 ck(Wcb9-N  Nke_I{_0	 ck(Wcb9-N  Nke_I{_0P r o c e s a n d o   c o b r o .   E s t a   o p e r a c i  n   p o d r  a   d e m o r a r s e   u n   c i e r t o   t i e m p o .   P o r   f a v o r ,   t e n g a   p a c i e n c i a . 	 P a i e m e n t   e n   c o u r s .   C e l a   v a   p r e n d r e   q u e l q u e s   m i n u t e s ,   v e u i l l e z   p a t i e n t e r . 	 G e b  h r e n   w e r d e n   e i n g e f o r d e r t .   B i t t e   u m   e t w a s   G e d u l d ,   d e n n   d i e s e r   V o r g a n g   d a u e r t   e t w a s . 	 0G8A;5=85  >?;0BK.   -B>  <>65B  70=OBL  =5:>B>@>5  2@5<O,   ?>60;C9AB0,   ?>4>648B5. 	 A d d e b i t o   i n   c o r s o .   P o t r e b b e   v o l e r c i   u n   p o '   d i   t e m p o   a t t e n d e r e ,   p r e g o . 	 	 C o b r a n  a .   I r    d e m o r a r   a l g u m   t e m p o ,   a g u a r d e . 	  c r e t   a l 1n 1y o r .   B u   b i r a z   s  r e b i l i r ,   l  t f e n   s a b 1r l a   b e k l e y i n . 	 a n g   t h u   p h  .   S   m t   m t    t   t h i   g i a n ,   v u i   l  n g   i . 	 a n g   t h u   p h  .   S   m t   m t    t   t h i   g i a n ,   v u i   l  n g   i . 	 B a y a r a n   s e d a n g   d i k u m p u l .   I n i   m u n g k i n   m e n g a m b i l   s e k e t i k a ,   s i l a   t u n g g u . 	 	>	0	M		  8			M	0	9	  	0	  0	9	>	  9	H	d	  	8	.	G		  %	K	!	<	>	  8	.	/	  2		G		>	,   	C	*	/	>	  '	H	/	*	B	0	M	5		  *	M	0	$	@		M	7	>	  	0	G		d		 6	A	2	M		  2	?	/	>	  	>	  0	9	>	  9	H	.   	8	.	G		  	A		  8	.	/	  2		G		>	,   	C	*	/	>	  '	H	0	M	/	*	B	0	M	5		  *	M	0	$	@		M	7	>	  	0	G		. 	 	 	 D  j   f i z e t  s e   f o l y a m a t b a n .   E g y   i d e i g   e l t a r t h a t .   K  s z  n j  k   a   t  r e l m  t ! 	 	 	 	 K o s t e n   w o r d e n   i n g e z a m e l d .   D i t   k a n   e v e n   d u r e n ,   e v e n   g e d u l d . 	 K o s t e n   w o r d e n   v a s t g e s t e l d .   D a t   k a n   e v e n   d u r e n ,   w a c h t   d u s   e v e n . 	 	 C o l e c t a r e   t a x    n   c u r s .   P r o c e s   d e   d u r a t ,   v   r u g m   a _t e p t a ci . 	 C o l e c t a r e   t a x .   V a   d u r a   p u ci n ,   a _t e p t a ci . 	 	   .         ,     . 	   .         ,     . 	 	 /1-'D  /1'A*  G2FG.   'F'1  E  2E'F  E(1/  D7A'K  4('  ('4/. 	 /1-'D  /1'A*  G2FG.   'F'1  E  2E'F  E(1/  D7A'K  4('  ('4/. 	 	 					  						  				d				  				  			  				d	  							  			  									  				  							  				d		 					  						  			  					d	  			  			  					d	  							  			  					  			  							  				d		 	 	 	 	 	 	 	 K o s t e   w o r d   g e h e f .   D i t   s a l   ' n   r u k k i e   n e e m ,   w e e s   a s s e b l i e f   g e d u l d i g . 	 H e f f i n g   t a n s   s a a m g e s t e l .   D i t   s a l   ' n   r u k k i e   n e e m ,   w a g   a s s e b l i e f   g e d u l d i g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o l e t a   d e   t a x a .   I s s o   l e v a r    a l g u m   t e m p o ,   f a v o r   a g u a r d a r   c o m   p a c i  n c i a . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E R V E R _ C O D E _ C H A N N L E R R 	 U n d e f i n e d 	 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C h a n n e l   E R R 	 `vS
NX[(W	 `vS
NX[(WE R R O R   d e   c a n a l 	 E R R   c h a  n e 	 K a n a l f e h l e r 	 H81:0  :0=0;0	 E R R   c a n a l e 	 	 E r r o   d e   c a n a l 	 K a n a l   H A T A S I 	 L i   k  n h 	 L i   k  n h 	 R A L A T   S a l u r a n 	 	H	(	2	  E R R 	 	H	(	2	  $	M	0	A		?		 	 	 C s a t o r n a   H I B A 	 	 	 	 K a n a a l f o u t 	 K a n a a l f o u t 	 	 E R R O A R E   c a n a l 	 E r o a r e   c a n a l 	 	   	   	 	 'F'D  E R R 	 'F'D  E R R 	 	 							  					  	 							  						 	 	 	 	 	 	 	 K a n a a l f o u t 	 K a n a a l f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E R R O   d e   c a n a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ B U F F E R _ S I Z E 	 U n d e f i n e d 	 2 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 B u f f e r . . . 	 Q-N. . . 	 Q-N. . . B  f e r & 	 M  m o i r e   t a m p o n & 	 P u f f e r . . . 	 CD5@. . . 	 B u f f e r & 	 	 M e m  r i a   i n t e r m  d i a . . . 	 A r a b e l l e k & 	 B   n h   m . . . 	 B   n h   m . . . 	 M e n i m b a l & 	 ,	+	0	. . . 	 ,	+	<	0	. . . 	 	 	 P u f f e r . . . 	 	 	 	 B u f f e r & 	 B u f f e r & 	 	 Z o n   t a m p o n . . . 	 T a m p o n a r e . . . 	 	 . . . 	 . . . 	 	 E'F1. . . 	 E'F1. . . 	 	 					. . . 	 					. . . 	 	 	 	 	 	 	 	 B u f f e r   . . . 	 B u f f e r . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e m  r i a   a u x i l i a r . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ B U F S I Z E 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 B u f f e r   S i z e 	 X['Y\	 X['Y\T a m a  o   d e   b  f e r 	 T a i l l e   d e   l a   m  m o i r e   t a m p o n 	 P u f f e r g r   e 	  07<5@  1CD5@0	 D i m .   B u f f e r 	 	 T a m a n h o   d a   m e m  r i a   i n t e r m  d i a 	 A r a b e l l e k   B o y u t u 	 D . l n g   b   n h   m 	 D . l n g   b   n h   m 	 S a i z   P e n i m b a l 	 ,	+	0	  		>	0		 ,	+	<	0	  		>	0		 	 	 P u f f e r m  r e t 	 	 	 	 B u f f e r g r o o t t e 	 B u f f e r g r o o t t e 	 	 M r i m e a   z o n e i   t a m p o n 	 D i m e n s i u n e   t a m p o n 	 	   	   	 	 'F/'2G  E'F1	 'F/'2G  E'F1	 	 					  				  	 					  					 	 	 	 	 	 	 	 B u f f e r g r o o t t e 	 B u f f e r g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d a   m e m  r i a   a u x i l i a r 
 
 S T R _ I D _ G G L I V E _ B O U N D I N G 	 U n d e f i n e d 	 1 4 	 T o   G o   t o   G G L I V E   S c r e e n . 	 l o g i n . . 	 {vU_-N. . . 	 {vU_-N. . . i n i c i a r   s e s i  n . 	 o u v e r t u r e   d e   s e s s i o n 	 a n m e l d e n . . 	 2E>4& 	 a c c e s s o & 	 	 I n i c i a r   s e s s  o & 	 o t u r u m   a  . . 	 n g   n h p . . 	 n g   n h p . . 	 l o g   m a s u k . . 	 2	I		- 	(	. . 	 2	I			(	. . . 	 	 	 b e j e l e n t k e z  s . . 	 	 	 	 a a n m e l d e n . . 	 a a n m e l d e n & 	 	 c o n e c t a r e . . 	 c o n e c t a r e . . . 	 	 . . 	 . . 	 	 H1H/  (G  33*E. . 	 H1H/  (G  33*E. . 	 	 				. . 	 		- 		. . . 	 	 	 	 	 	 	 	 a a n t e k e n   . . . 	 a a n t e k e n . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 l o g i n . . . 
 
 S T R _ I D _ G G L I V E _ B O U N D _ S U C C E S S 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 l o g i n   S u c c e s s 	 `{vU_bR	 `{vU_bRS e s i  n   i n i c i a d a   c o n    x i t o 	 o u v e r t u r e   d e   s e s s i o n   R  u s s i e 	 A n m e l d u n g   e r f o l g r e i c h 	 2E>4  2K?>;=5=	 a c c e s s o   a v v e n u t o 	 	 S e s s  o   i n i c i a d a 	 O t u r u m   a  m a   b a _a r 1l 1	 . n h p   t . c  n g 	 . n h p   t . c  n g 	 l o g   m a s u k   B e r j a y a 	 2	I		- 	(	  	0	(	G	  .	G		  8	+	2		 2	I			(	  8	+	2		 	 	 s i k e r e s   b e j e l e n t k e z  s 	 	 	 	 a a n g e m e l d 	 a a n m e l d e n   g e s l a a g d 	 	 c o n e c t a r e   r e u _i t 	 c o n e c t a r e   c u   s u c c e s 	 	   	   	 	 H1H/  (G  33*E  EHAB  (H/	 H1H/  (G  33*E  EHAB  (H/	 	 				  				 		- 		  				 	 	 	 	 	 	 	 a a n t e k e n   s u k s e s v o l 	 a a n t e k e n   s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  x i t o   d e   l o g i n 
 
 S T R _ I D _ G G L I V E _ G S X _ B N D _ E R R 	 U n d e f i n e d 	 4 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 l o g i n   E R R 	 \*g{vU_	 \*g{vU_E R R O R   a l   i n i c i a r   s e s i  n 	 o u v e r t u r e   d e   s e s s i o n   E R R 	 A n m e l d u n g s f e h l e r 	 >H81:0  2E>40	 E R R   a c c e s s o 	 	 E r r o   a o   i n i c i a r   s e s s  o 	 O t u r u m   H A T A S I 	 l i   n g   n h p 	 l i   n g   n h p 	 R A L A T   l o g   m a s u k 	 2	I		- 	(	  E R R 	 2	I			(	  $	M	0	A		?		 	 	 b e j e l e n t k e z  s i   H I B A 	 	 	 	 f o u t   b i j   a a n m e l d e n 	 a a n m e l d i n g s f o u t 	 	 E R O A R E   c o n e c t a r e 	 E R O A R E   c o n e c t a r e 	 	   	   	 	 .7'  /1  H1H/  (G  33*E	 .7'  /1  H1H/  (G  33*E	 	 				  					  	 		- 		  						 	 	 	 	 	 	 	 a a n t e k e n f o u t 	 a a n t e k e n f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E R R O   d e   l o g i n 
 
 S T R _ I D _ G G L I V E _ B O N N D 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 l o g i n 	 {vU_	 {vU_i n i c i a r   s e s i  n 	 o u v e r t u r e   d e   s e s s i o n 	 a n m e l d e n 	 2E>4	 a c c e s s o 	 	 i n i c i a r   s e s s  o 	 O t u r u m 	 n g   n h p 	 n g   n h p 	 l o g   m a s u k 	 2	I		- 	(		 2	I			(		 	 	 b e j e l e n t k e z  s 	 	 	 	 a a n m e l d e n 	 a a n m e l d e n 	 	 c o n e c t a r e 	 c o n e c t a r e 	 	 	 	 	 H1H/  (G  33*E	 H1H/  (G  33*E	 	 				  				  	 		- 			 	 	 	 	 	 	 	 a a n t e k e n 	 a a n t e k e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 l o g i n 
 
 S T R _ I D _ G G L I V E _ E D I T I O N 	 U n d e f i n e d 	 1 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 5B0- 25@A8O  2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 ,	@		>	  2 . 0 . 0 7 1 9 1 	 ,	@		>	  2 . 0 . 0 7 1 9 1 	 	 	 B  t a   2 . 0 . 0 7 1 9 1 	 	 	 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 	   2 . 0 . 0 7 1 9 1 	   2 . 0 . 0 7 1 9 1 	 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 	 				  2 . 0 . 0 7 1 9 1 	 				  2 . 0 . 0 7 1 9 1 	 	 	 	 	 	 	 	 B e t a   2 . 0 . 0 7 1 9 1 	 B e t a   2 . 0 . 0 7 1 9 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B e t a   2 . 0 . 0 7 1 9 1 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ A U T O P A U S E _ C A P T I O N 	 U n d e f i n e d 	 2 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 B a c k G r o u n d   A n d   P a u s e 	 Rbc0RTSf\P	 Rbc0RTSf\PF o n d o   y   p a u s a 	 A r r i  r e - p l a n   e t   P a u s e 	 H i n t e r g r u n d   u n d   P a u s e 	 $>=  8  ?0C70	 B a c k g r o u n d   e   p a u s a 	 	 C o l o c a r   e m   f u n d o   e   P a u s a 	 A r k a P l a n   v e   D u r a k l a t 	 P h  t   t r  n   n n   v    t m   d n g 	 P h  t   t r  n   n n   v    t m   d n g 	 L a t a r   B e l a k a n g   D a n   J e d a 	 ,	H			M	0	>				!	  	0	  *	I			 *	C	7	M	 	-	B	.	?	  	0	  0	K		G			 	 	 H  t t  r    s   s z  n e t 	 	 	 	 A c h t e r g r o n d   e n   p a u z e 	 A c h t e r g r o n d   e n   p a u z e 	 	 F u n d a l   ^i   P a u z 	 F u n d a l   _i   P a u z 	 	   	   	 	 ~3  2EFG  H  /1F	 ~3  2EFG  H  /1F	 	 													  			  						 													  			  						  					 	 	 	 	 	 	 	 A g t e r g r o n d   e n   O n d e r b r e e k 	 A g t e r g r o n d   e n   O n d e r b r e e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F u n d o   e   p a u s a 
 
 S T R _ I D _ G G L I V E _ B A C K 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 B a c k 	 T 	 T A t r  s 	 R e t o u r 	 Z u r  c k 	 0704	 I n d i e t r o 	 0704	 V o l t a r 	 G e r i 	 T r   v 	 C h u y n   v 	 K e m b a l i 	 *	@		G		 *	@		G		 	 	 V i s s z a 	 	 	 	 T e r u g 	 T e r u g 	 	  n a p o i 	  n a p o i 	 	 	 	 	 ('24*	 ('24*	 	 						 						 	 	 	 	 	 	 	 T e r u g 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l t a r 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ A U T O C O N N E C T 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 A u t o   C o n n e c t 	 ꁨR͑ޏ	 ꁨR͑ޏC o n e x i  n   a u t o m  t i c a 	 C o n n e x i o n   a u t o m a t i q u e 	 A u t o m .   v e r b i n d e n 	 2B>?>4:;NG5=85	 C o n n e s s i o n e   a u t o 	 	 L i g a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   B a l a n 	 K t   n i   t   n g 	 K t   n i   t   n g 	 S a m b u n g a n   A u t o m a t i k 	 		K	  	(	G		M	
 		 8	M	5	$	:   	(	G		M			 	 	 A u t o .   c s a t l a k o z  s 	 	 	 	 A u t o m a t i s c h   v e r b i n d e n 	 A u t o m a t i s c h   v e r b i n d i n g   m a k e n 	 	 C o n e c t a r e   a u t o m a t 	 C o n e c t a r e   a u t o m a t 	 	   	   	 	 '*5'D  .H/C'1	 '*5'D  .H/C'1	 	 														  					  							 			  								 	 	 	 	 	 	 	 O u t o v e r b i n d 	 O u t o - V e r b i n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x  o   a u t o m  t i c a 
 
 S T R _ I D _ G G L I V E _ S E T T I N G _ A U T O D I A L _ C A P T I O N 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 A u t o   C a l l 	 ꁨRbS	 ꁨRbSL l a m a d a   a u t o m  t i c a 	 A p p e l   a u t o m a t i q u e 	 A u t o m .   a n r u f e n 	 2B>2K7>2	 C h i a m a t a   a u t o 	 	 C h a m a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   A r a m a 	 G i   t   n g 	 G i   t   n g 	 P a n g g i l a n   A u t o m a t i k 	 		K	  	I	2		 8	M	5	$	:   	I	2		 	 	 A u t o .   h  v  s 	 	 	 	 A u t o m a t i s c h   o p r o e p e n 	 A u t o m a t i s c h   o p b e l l e n 	 	 A p e l   a u t o m a t 	 A p e l a r e   a u t o m a t 	 	   	   	 	 *E'3  .H/'1	 *E'3  .H/'1	 	 														  		  	 			  			 	 	 	 	 	 	 	 O u t o - o p r o e p 	 O u t o - B e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   a u t o m  t i c a 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R A 	 U n d e f i n e d 	 6 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 A f t e r   l o g i n ,   p l e a s e   d o   t h e   f o l l o w i n g   s t e p s : 	 (W[b{vU_TS	cNNekd\O: 	 (W[b{vU_TS	cNNekd\O: U n a   v e z   i n i c i a d a   l a   s e s i  n ,   l l e v e   a   c a b o   l o s   p a s o s   s i g u i e n t e s : 	 A p r  s   l  o u v e r t u r e   d e   s e s s i o n ,   s e   c o n f o r m e r   a u x    t a p e s   s u i v a n t e s  : 	 N a c h   A n m e l d u n g   b i t t e   f o l g e n d e   S c h r i t t e   d u r c h l a u f e n : 	 >A;5  ?>4:;NG5=8O  2K?>;=8B5  A;54CNI85  459AB28O: 	 U n a   v o l t a   e f f e t t u a t o   l ' a c c e s s o ,   s e g u i r e   q u e s t e   i s t r u z i o n i : 	 	 A p  s   i n i c i a r   a   s e s s  o ,   e f e c t u e   o s   s e g u i n t e s   p a s s o s : 	 O t u r u m   a  t 1k t a n   s o n r a ,   l  t f e n   a _a 1d a k i   a d 1m l a r 1  u y g u l a y 1n : 	 S a u   k h i   n g   n h p ,   h  y   t h c   h i n   c  c   b c   s a u : 	 S a u   k h i   n g   n h p ,   h  y   t h c   h i n   c  c   b c   s a u : 	 S e l e p a s   m e l o g   m a s u k ,   s i l a   i k u t   l a n g k a h - l a n g k a h   b e r i k u t : 	 2	I		- 	(	  	0	(	G	  	G	  ,	>	&	,   	C	*	/	>	  (	?	.	M	
 (	2	?		?	$	  	0	#	  *	B	0	G	  	0	G		: 	 2	I			(	  	G	  ,	>	&	,   	C	*	/	>	  (	?	.	M	(	2	?		?	$	  	&	.	  		 	>			: 	 	 	 B e j e l e n t k e z  s   u t  n   t e g y e   a   k  v e t k e z Qk e t : 	 	 	 	 D o e   n a   h e t   a a n m e l d e n   h e t   v o l g e n d e : 	 D o e   n a   h e t   a a n m e l d e n   h e t   v o l g e n d e : 	 	 D u p   c o n e c t a r e ,   e x e c u t a ci   u r m t o r i i   p a _i : 	 D u p   c o n e c t a r e   u r m a ci   a c e _t i   p a _i : 	 	   ,         : 	   ,         : 	 	 ~3  '2  H1H/  D7A'K  '2  E1'-D  21  ~1H  F/: 	 ~3  '2  H1H/  D7A'K  '2  E1'-D  21  ~1H  F/: 	 	 				  				  		  							  			  										  							  						  				:   	 		- 		  				  		,   									  			  						  				: 	 	 	 	 	 	 	 	 V o l g   a s s e b l i e f   d i e   v o l g e n d e   s t a p p e   n a   a a n t e k e n : 	 N    a a n t e k e n ,   d o e n   a s s e b l i e f   d i e   v o l g e n d e   s t a p p e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p  s   o   l o g i n ,   s i g a   a s   s e g u i n t e s   e t a p a s : 
 
 S T R _ I D _ G G L I V E _ A B O U T G G L I V E 	 U n d e f i n e d 	 1 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 A b o u t   t h i s   s o f t w a r e :   v e r s i o n   2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   C u s t o m e r   S e r v i c e   P h o n e   N u m b e r :   0 2 0 - 3 8 2 9 6 7 7 8   	 sQN,goNHr,g2 . 0 . 0 7 2 0 1     3 G 7bQ3 g . c n 	  [
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 	 sQN,goNHr,g2 . 0 . 0 7 2 0 1     3 G 7bQ3 g . c n 	  [
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 A c e r c a   d e   e s t e   s o f t w a r e :   v e r s i  n   2 . 0 . 0 7 2 0 1 ,   3 G   P o r t a l   ( 3 g . c n )   N  m e r o   d e   t e l  f o n o   d e   a t e n c i  n   a l   c l i e n t e :   0 2 0 - 3 8 2 9 6 7 7 8   	    p r o p o s   d e   c e   l o g i c i e l  :   v e r s i o n   2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )     N u m  r o   d e   t e l e p h o n e   d u   s e r v i c e   c l i e n t  l e   :     0 2 0 - 3 8 2 9 6 7 7 8   	 I n f o    b e r   d i e s e   S o f t w a r e :   V e r s i o n   2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   T e l e f o n n u m m e r   d e s   K u n d e n d i e n s t e s :   0 2 0 - 3 8 2 9 6 7 7 8   	   ?@>3@0<<5:   25@A8O  2 . 0 . 0 7 2 0 1   3 G   >@B0;  ( 3 g . c n )   "5;5D>=  A;C61K  ?>445@6:8:   0 2 0 - 3 8 2 9 6 7 7 8 	 I n f o r m a z i o n i   s u l   s o f t w a r e :   v e r s i o n e   2 . 0 . 0 7 2 0 1   P o r t a l e   3 G   ( 3 g . c n )   N u m e r o   d i   t e l e f o n o   d i   a s s i s t e n z a   a l   c l i e n t e :   0 2 0 - 3 8 2 9 6 7 7 8   	 	 A c e r c a   d e s t e   s o f t w a r e :   v e r s  o   2 . 0 . 0 7 2 0 1   3 G   P o r t a l   ( 3 g . c n )   N  m e r o   d e   a p o i o   a o   c l i e n t e :   0 2 0 - 3 8 2 9 6 7 7 8 	 B u   y a z 1l 1m   h a k k 1n d a :   s  r  m   2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   M  _t e r i   H i z m e t l e r i   T e l e f o n   N u m a r a s 1  :   0 2 0 - 3 8 2 9 6 7 7 8   	 V   p h n   m m   n  y :   p h i  n   b n   2 . 0 . 0 7 2 0 1   3 G   P o r t a l   ( 3 g . c n )   S   i n   t h o i   d c h   v   k h  c h   h  n g :   0 2 0 - 3 8 2 9 6 7 7 8   	 V   p h n   m m   n  y :   p h i  n   b n   2 . 0 . 0 7 2 0 1   3 G   P o r t a l   ( 3 g . c n )   S   i n   t h o i   d c h   v   k h  c h   h  n g :   0 2 0 - 3 8 2 9 6 7 7 8     	 M e n g e n a i   p e r i s i a n   i n i :   v e r s i   2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   N o m b o r   T e l e f o n   P e r k h i d m a t a n   P e l a n g g a n :   0 2 0 - 3 8 2 9 6 7 7 8   	 	8	  8	>	+	M		5	G	/	0	  	G	  ,	>	0	G	  .	G		:   5	0	M		(	  2 . 0 . 0 7 2 0 1   3 G   *	K	0	M		2	  ( 3 g . c n )   	M	0	>	9		  8	G	5	>	  +	K	(	  (		,	0	:   0 2 0 - 3 8 2 9 6 7 7 8 	 	8	  8	I	+	M		5	G	/	0	  	G	  ,	>	0	G	  .	G		:   8		8	M		0	#	  2 . 0 . 0 7 2 0 1   3 G   *	K	0	M		2	( 3 g . c n )   	M	0	>	9		  8	G	5	>	  +	K	(	  (		,	0	:   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 A   s z o f t v e r r Ql :   V e r z i    2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )    g y f  l s z o l g  l a t   s z  m a :   0 2 0 - 3 8 2 9 6 7 7 8   	 	 	 	 O v e r   d e z e   s o f t w a r e :   v e r s i e   2 . 0 . 0 7 2 0 1   3 G   P o r t a l   { 3 g . c n }   T e l e f o o n n u m m e r   v o o r   k l a n t e n s e r v i c e :   0 2 0 - 3 8 2 9 6 7 7 8 	 I n f o   o v e r   d e z e   s o f t w a r e :   v e r s i e   2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   T e l e f o o n   v a n   k l a n t e n s e r v i c e :   0 2 0 - 3 8 2 9 6 7 7 8   	 	 D e s p r e   a c e s t   s o f t w a r e :   v e r s i u n e a   2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   N u m r   d e   T e l e f o n   S e r v i c i u l   d e   R e l a ci i   c u   C l i e n ci i :   0 2 0 - 3 8 2 9 6 7 7 8   	 D e s p r e   a c e s t   s o f t w a r e :   v e r s i u n e   2 . 0 . 0 7 2 0 1   3 G   P o r t a l   ( 3 g . c n )   T e l e f o n   s e r v i c e   c l i e n ci :   0 2 0 - 3 8 2 9 6 7 7 8 	 	     :     2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )        :   0 2 0 - 3 8 2 9 6 7 7 8   	     :     2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )        :   0 2 0 - 3 8 2 9 6 7 7 8   	 	 /1('1G  'F  F1E  'A2'1:   F3.G  2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   4E'1G  *E'3  ~4*('F  E4*1'F:   0 2 0 - 3 8 2 9 6 7 7 8   	 /1('1G  'F  F1E  'A2'1:   F3.G  2 . 0 . 0 7 2 0 1   3 G   P o r t a l ( 3 g . c n )   4E'1G  *E'3  (.4  ~4*('F  E4*1'F:   0 2 0 - 3 8 2 9 6 7 7 8   	 	 		  									  								:   							  2 . 0 . 0 7 2 0 1   			  							  ( 3 g . c n )   								  							  			  					:   0 2 0 - 3 8 2 9 6 7 7 8 	 		  									  								:   							  2 . 0 . 0 7 2 0 1   3 G   							  ( 3 g . c n )   								  							  			  					:   0 2 0 - 3 8 2 9 6 7 7 8   	 	 	 	 	 	 	 	 M e e r   o m t r e n t   h i e r d i e   s a g t e w a r e :   w e e r g a w e   2 . 0 . 0 7 2 0 1   3 G   P o r t a a l ( 3 g . c n )   K l i  n t e d i e n s - t e l e f o o n n o m m e r :   0 2 0 - 3 8 2 9 6 7 7 8 	 A a n g a a n d e   h i e r d i e   s a g t e w a r e :   w e e r g a w e   2 . 0 . 0 7 2 0 1   3 G - p o r t a a l ( 3 g . c n )   K l i  n t e d i e n s f o o n n o m m e r :   0 2 0 - 3 8 2 9 6 7 7 8   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e   e s t e   s o f t w a r e :   v e r s  o   2 . 0 . 0 7 2 0 1   P o r t a l   3 G   ( 3 g . c n )   N  m e r o   d o   t e l e f o n e   d o   a t e n d i m e n t o   a o   c l i e n t e :   0 2 0 - 3 8 2 9 6 7 7 8 
 
 S T R _ I D _ G G L I V E _ A B O U T M E 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 A b o u t   t h i s   s o f t w a r e : 	 sQN,goN	 sQN,goNA c e r c a   d e   e s t e   s o f t w a r e : 	    p r o p o s   d e   c e   l o g i c i e l  : 	 I n f o    b e r   d i e s e   S o f t w a r e : 	   ?@>3@0<<5: 	 I n f o r m a z i o n i   s u l   s o f t w a r e : 	 	 A c e r c a   d e s t e   s o f t w a r e : 	 B u   y a z 1l 1m   h a k k 1n d a :   	 V   p h n   m m   n  y : 	 V   p h n   m m   n  y : 	 M e n g e n a i   p e r i s i a n   i n i :   	 	8	  8	>	+	M		5	G	/	0	  	G	  ,	>	0	G	  .	G		: 	 	8	  8	I	+	M		5	G	/	0	  	G	  ,	>	0	G	  .	G			 	 	 A   s z o f t v e r r Ql : 	 	 	 	 O v e r   d e z e   s o f t w a r e : 	 I n f o   o v e r   d e z e   s o f t w a r e : 	 	 D e s p r e   a c e s t   s o f t w a r e : 	 D e s p r e   a c e s t   s o f t w a r e : 	 	     : 	     : 	 	 /1('1G  'F  F1E  'A2'1: 	 /1('1G  'F  F1E  'A2'1: 	 	 		  									  								: 	 		  									  								:   	 	 	 	 	 	 	 	 M e e r   o m t r e n t   h i e r d i e   s a g t e w a r e : 	 A a n g a a n d e   h i e r d i e   s a g t e w a r e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e   e s t e   s o f t w a r e : 
 
 S T R _ I D _ G G L I V E _ A B O U T 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 A b o u t 	 sQN	 sQNA c e r c a   d e 	    p r o p o s 	 I n f o    b e r 	   ?@>3@0<<=><  >15A?5G5=88	 I n f o r m a z i o n i 	 !?@02:0	 A c e r c a   d e 	 H a k k 1n d a 	 V 	 V 	 M e n g e n a i 	 	G	  ,	>	0	G	  .	G			 	G	  ,	>	0	G	  .	G			 	 	 N  v j e g y 	 	 	 	 I n f o 	 I n f o 	 	 D e s p r e 	 D e s p r e 	 	 	 	 	 /1('1G	 /1('1G	 	 								  	 							 	 	 	 	 	 	 	 O m t r e n t 	 A a n g a a n d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e 
 
 S T R _ I D _ G G L I V E _ B O U N D _ N A M E 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 3 G I D 	 G G S	 G G SI d e n t i f i c a c i  n   3 G 	 3 G I D 	 3 G I D 	 3 G I D 	 3 G I D 	 	 I D   3 G 	 3 G I D 	 3 G I D 	 3 G I D 	 3 G I D 	 3 G I D 	 3 G I D 	 	 	 3 G I D 	 	 	 	 3 G I D 	 3 G I D 	 	 3 G I D 	 3 G I D 	 	 3 G I D 	 3 G I D 	 	 3 G I D 	 3 G I D 	 	 							  	 3 G I D 	 	 	 	 	 	 	 	 3 G I D 	 3 G I D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3 G I D 
 
 S T R _ I D _ G G L I V E _ 3 G 	 U n d e f i n e d 	 3 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 3 G   P o r t a l ( 3 g . c n ) 	 3 G 7bQ3 g . c n 		 3 G 7bQ3 g . c n 	3 G   P o r t a l   ( 3 g . c n ) 	 3 G   P o r t a l ( 3 g . c n ) 	 3 G   P o r t a l ( 3 g . c n ) 	 >@B0;  3 G ( 3 g . c n ) 	 P o r t a l e   3 G   ( 3 g . c n ) 	 	 3 G   P o r t a l ( 3 g . c n ) 	 3 G   P o r t a l ( 3 g . c n ) 	 3 G   P o r t a l   ( 3 g . c n ) 	 3 G   P o r t a l   ( 3 g . c n ) 	 3 G   P o r t a l ( 3 g . c n ) 	 3 G   *	K	0	M		2	  ( 3 g . c n ) 	 3 G   *	K	0	M		2	( 3 g . c n ) 	 	 	 3 G   P o r t a l ( 3 g . c n ) 	 	 	 	 3 G   P o r t a l ( 3 g . c n ) 	 3 G   P o r t a l ( 3 g . c n ) 	 	 3 G   P o r t a l ( 3 g . c n ) 	 P o r t a l   3 G   ( 3 g . c n ) 	 	 3 G   P o r t a l ( 3 g . c n ) 	   3 G ( 3 g . c n ) 	 	 3 G   P o r t a l ( 3 g . c n ) 	 3 G   P o r t a l ( 3 g . c n ) 	 	 			  							  ( 3 g . c n ) 	 3 G   P o r t a l ( 3 g . c n ) 	 	 	 	 	 	 	 	 3 G   P o r t a a l ( 3 g . c n ) 	 3 G - p o r t a a l ( 3 g . c n ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a l   3 G   ( 3 g . c n ) 
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 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R 	 U n d e f i n e d 	 7 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 " 1 . A c c e s s   p o i n t   :   d e f a u l t   i s   o n e   , t h i s   i s   c o r r e s p o n d   t o   t h e   f i r s t   a c c e s s   p o i n t   o f   y o u   m o b i l e   p h o n e .   2 .   B u f f e r   s i z e :   p l e a s e   s e l e c t   t h r e e .   3 .   P l a y   m o d e :   i .   n o r m a l   :   i m a g e   a n d   s o u n d   a l l   h a v e ,   i i .   n o   s o u n d :   i m a g e   b u t   n o   s o u n d ,   i i i .   n o   i m a g e :   s o u n d   b u t   n o   i m a g e .   4 .   i f   y o u   s e l e c t    y e s    i t   w i l l   p a u s e   t h e   p r o g r a m   w h e n   y o u   t r a n s f o r m   G G l i v e   t o   b a c k s t a g e .   5 .   D o w n l o a d :   t h i s   d e c i d e   t h e   b u f f e r   s i z e .   6 .   m i n   l a t e :   t h e   e f f e c t   i s   s i m i l a r   t o   d o w n l o a d . 7 .   A u t o   c o n n e c t :   H o w   m a n y   t i m e s   i t   w i l l   a u t o   c o n n e c t .   8 .   A u t o   c 	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0    1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fR	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	 1 -   FB7)  'DH5HD:   JH,/  FB7)  H5HD  'A*1'6J)  H'-/  HG0'  J*7'(B  E9  FB7)  'DH5HD  'D#HDJ  DG'*AC  'DE-EHD.   2 -   -,E  'DE.2F  'DE$B*:   J1,I  '.*J'1  +D'+)  9F'51.   3 - H69  'D*4:JD:   i -   9'/J:   JH,/  5H*  H5H1)  DDCD.   i i -   D'  JH,/  5H*:   *H,/  5H1)  /HF  5H*. i i i - .   D'  *H,/  5H1):   JH,/  5H*  /HF  5H1). 4 -   %0'  '.*1*  " " F9E" "   3J*E  %JB'A  'D(1F'E,  E$B*'  9F/  FBD  G G l i v e     %DI  .7H)  3'(B).   5 - *F2JD:   J-//  G0'  -,E  'DE.2F  'DE$B*. 6 - 'D-/  'D#/FI  DD*#.J1:   'D*#+J1  EE'+D  DD*F2JD.   7 -   '*5'D  *DB'&J:   9//  'DE1'*  'D*J  J,1I  AJG'  '*5'D  *DB'&J. 8 - EC'DE)  *DB'&J). " 	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	 	 	 	  1 .   H o z z  f  r  s i   p o n t :   a z   a l a p  r t  k :   e g y ,   e z   m e g f e l e l   a   m o b i l t e l e f o n   e l s Q  h o z z  f  r  s i   p o n t j  n a k .   2 .   P u f f e r m  r e t :   v  l a s s z a   a   h  r m a t .   3 .   L e j  t s z  s   m  d j a :   i .   N o r m  l :   v a n   k  p    s   h a n g ,   i i .   N i n c s   h a n g :   v a n   k  p ,   d e   n i n c s   h a n g ,   i i i .   N i n c s   k  p :   v a n   h a n g ,   d e   n i n c s   k  p .   4 .   H a   a    i g e n    l e h e t Qs  g e t   v  l a s z t j a ,   a k k o r   a   p r o g r a m   s z  n e t e l ,   h a   a   G G L i v e   a   h  t t  r b e   k e r  l .   5 .   L e t  l t  s :   e z   h a t  r o z z a   m e g   a   p u f f e r   m  r e t  t .   6 .   p e r c   k  s  s :   a   l e t  l t  s h e z   h a s o n l    h a t  s a   v a n .   7 .   A u t o .   c s a t l a k o z  s :   a z   a u t o m a t i k u s   c s a t l a k o z  s o 	 	 	 	 1 .   A c c e s s - p o i n t :   s t a n d a a r d   i s   e e n ,   d i t   c o r r e s p o n d e e r t   m e t   h e t   e e r s t e   a c c e s s - p o i n t   v a n   u w   m o b i e l e   t e l e f o o n .   2 .   B u f f e r g r o o t t e :   S e l e c t e e r   d r i e .   3 .   A f s p e e l m o d u s :   i   n o r m a a l :   z o w e l   b e e l d   a l s   g e l u i d ,   i i   g e e n   g e l u i d ,   b e e l d   m a a r   g e e n   g e l u i d ,   i i i   g e e n   b e e l d :   g e l u i d   m a a r   g e e n   b e e l d .   4 .   S e l e c t e e r   u   j a "   d a n   p a u z e e r t   h e t   p r o g r a m m a   a l s   u   G G l i v e   n a a r   d e   a c h t e r g r o n d   t r a n s f o r m e e r t .   5 .   D o w n l o a d :   h i e r m e e   w o r d t   d e   b u f f e r g r o o t t e   b e p a a l d .   6 .   m i n   l a a t :   h e t   e f f e c t   i s   g e l i j k   a a n   d o w n l o a d .   7 .   A u t o m a t i s c h   v e r b i n d e n :   H o e 	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	 	 " 1 . P u n c t   d e   a c c e s :   i m p l i c i t   e s t e   u n u ,   a c e s t a   c o r e s p u n d e   p r i m u l u i   p u n c t   d e   a c c e s   a l   t e l e f o n u l u i   d v s .   2 .   D i m e n s i u n e   t a m p o n :   s e l e c t a ci   t r e i .   3 .   M o d   r e d a r e :   i .   n o r m a l :   t o a t e   a u   i m a g i n e   _i   s u n e t ,   i i .   f r   s u n e t :   i m a g i n e   d a r   f r   s u n e t ,   i i i .   f r   i m a g i n e :   s u n e t   d a r   f r   i m a g i n e .   4 .   d a c   s e l e c t a ci    d a  ,   v a    n t r e r u p e   p r o g r a m u l   c  n d   t r a n s f o r m a ci   G G l i v e    n   B a c k s t a g e .   5 .   D e s c r c a r e :   a c e a s t a   d e c i d e   d i m e n s i u n e a   m e m o r i e i   t a m p o n .   6 .    n t  r z i e r e   m i n :   e f e c t   s i m i l a r   d e s c r c r i i . 7 .   C o n e c t a r e   a u t o m a t :   D e   c  t e   o r i   	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	 	 1 .       :         ,               .   2 .     :     .   3 .     :   i .     :       ,   i i .     :             ,   i i i .     :             .   4 .         " " " " ,             G G L i v e   .   5 .   :             .   6 .     :       . 7 .     :             .   8 .   " 	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	 	 1 . FB7G  /3*13  :   ~4  A16  "F    '3*  H  ('  'HDF  FB7G  /3*13  EH('D  *'F  E7'(B*  /'1/.   2 .   'F/'2G  E'F1:   D7A'  9//  3G  1'  (12F/.   3 .   -'D*  ~.4:   'DA.   E9EHD  :   GE  5/'  H  GE  *5H1  ~.4  E4HF/  (.     (/HF  5/':   *5H1  G3*  HD  5/'  ~.4  FE4H/  ~.   (/HF  *5H1:   5/'  G3*  HD  *5H1  ~.4  FE4H/.   4 .   '1  (DG"   1'  (12F/  /1  -'DG  G G l i v e   (G  ~3  2EFG  E1H/.   (1F'EG  GE  (G  -'D*  /1F  E1H/.   5 .   ('1J1:   'F  2FG  *H37  'F/'2G  E'F1  F*1D  E4H/.   6 .   /BBG  G'  *#.1:   *#+1  "F  GE'FF/  ('11  '3*. 7 .   '*5'D  .H/C'1:   *9/'/  /A9'*  '	 . D7A'K  (1'  /1'A*  (1F'EG  G'  G,'F  'F2  (1  1H  3 G   C i n e m a   /1  EFH  D  F/! 	 	   	. 									  						:   								  		  						,   			  					  								  					  										  								  						d	  	.   							  				:   							  			  			  					  				d	  	.   				  			:   	.   									:   			  	  				  			  			,   	.   			  				  			:   			  			  						  			  				  			d	  	.   			  			  			:   				  			  						  			  				  			d	  	.   				  								  				  											  			  								  				  						  			  				  			  					"   					  				  					    			  													  						  			  				d	  	.   							:   			  							  				  			  			d	  	.   			  						:   				  						  									  			d	  	.   					     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	 	 	 	 	 	 	 	 1 .   T o e g a n g s p u n t :   v e r s t e k o p s i e   i s   e e n ,   d i t   s t e m   o o r e e n   m e t   d i e   e e r s t e   t o e g a n g s p u n t   v a n   j o u   s e l f o o n .   2 .   B u f f e r g r o o t t e :   k i e s   a s s e b l i e f   d r i e .   3 .   S p e e l m o d u s :   i .   n o r m a a l :   h e t   b e i d e   b e e l d   e n   k l a n k ,   i i .   g e e n   k l a n k   n i e :   b e e l d ,   m a a r   g e e n   k l a n k   n i e ,   i i i .   g e e n   b e e l d   n i e :   k l a n k ,   m a a r   g e e n   b e e l d   n i e .   4 .   I n d i e n   j y   j a "   k i e s ,   s a l   d i t   d i e   p r o g r a m   o n d e r b r e e k   i n d i e n   j y   d i e   a g t e r - d i e - s k e r m s - o p s i e   v i r   G G l i v e   k i e s .   5 .   L a a i   a f :   d i t   b e p a a l   d i e   b u f f e r g r o o t t e .   6 .   m i n   l a a t :   d i e   e f f e k   i s   s o o r t g e l y k   o m   a f   t e   l a a i .   7 .   O u t o 	     1 0  ceQp: Q~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c02 0  X['Y\: ؞X[:N3 ^(u7bn:N3 NO_ gsOSO03 0  vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP04 0  R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e05 0    N}R: N}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO06 0   g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O07 0  ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe08 0  ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   1 .   P o n t o   d e   a c e s s o :   o   p r e d e f i n i d o      o   p r i m e i r o ,   c o r r e s p o n d e   a o   p r i m e i r o   p o n t o   d e   a c e s s o   d o   s e u   t e l e m  v e l .   2 .   T a m a n h o   d a   m e m  r i a   i n t e r m  d i a :   s e l e c c i o n e   e n t r e   t r  s .   3 .   M o d o   d e   r e p r o d u   o :   I .   n o r m a l   :   c o m   i m a g e m   e   s o m ,   I I .   s e m   s o m :   c o m   i m a g e m   m a s   s e m   s o m ,   I I I .   s e m   i m a g e m :   c o m   s o m   m a s   s e m   i m a g e m .   4 .   S e   s e l e c c i o n a r   " s i m "   o   p r o g r a m a   f i c a r    e m   p a u s a   q u a n d o   c o l o c a r   o   U i v e   e m   s e g u n d o   p l a n o .   5 .   T r a n s f e r i r :   d e c i d e   o   t a m a n h o   d a   m e m  r i a   i n t e r m  d i a .   6 .   M i n .   d e   a t r a s o :   o   e f e i t o      s e m e l h a n t e   a o   d e   t r a n s f e r i r . 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ G G L I V E _ R E G I S T E R _ R E S U L T _ O K B 	 U n d e f i n e d 	 6 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 . P l e a s e   c l i c k   o n   3 G   C i n e m a   i n   t h e   m e n u   f o r   s p l e n d i d   c o n t e n t s ! 	 . s(W`SNN܃US	b Kb:g5uq_ ۏeQ|i_Q[I{@w`! 	 . s(W`SNN܃US	b Kb:g5uq_ ۏeQ|i_Q[I{@w`!  P o r   f a v o r ,   h a g a   c l i c   e n   l a   o p c i  n   C i n e   3 G   d e l   m e n    p a r a   a c c e d e r   a   f a n t  s t i c o s   c o n t e n i d o s ! 	 . V e u i l l e z   c l i q u e z   s u r   C i n  m a   3 G   s u r   l e   m e n u   p o u r   o b t e n i r   d e   m a g n i f i q u e s   c o n t e n u s  ! 	 . K l i c k e n   S i e   i m   M e n    a u f   3 G   C i n e m a   f  r   a u s g e z e i c h n e t e   I n h a l t e ! 	 . ;O  ?@>A<>B@0  A>45@68<>3>  2K15@8B5  2  <5=N   3 G   8=> ! 	 . F a r e   c l i c   s u l   C i n e m a   3 G   s u l   m e n u   p e r   c o n t e n u t i   s p e t t a c o l a r i ! 	 	 . C l i q u e   e m   C i n e m a   3 G   n o   m e n u   p a r a   c o n h e c e r   c o n t e  d o   e s p l  n d i d o ! 	 . L  t f e n   m  t h i _  i  e r i k   i  i n   m e n  d e y k e n   3 G   S i n e m a ' y a   t 1k l a y 1n ! 	 . H  y   c l i c k   v  o   3 G   C i n e m a   t r o n g   m e n u     c   c  c   n . d u n g   h . d n ! 	 . H  y   c l i c k   v  o   3 G   C i n e m a   t r o n g   m e n u     c   c  c   n i   d u n g   h n g   d n ! 	 . S i l a   k l i k   p a d a   3 G   C i n e m a   d i   m e n u   u n t u k   k a n d u n g a n   h e b a t ! 	 6	>	(	&	>	0	  8	>	.		M	0	@	  	G	  2	?		  	C	*	/	>	  3 G   8	?	(	G	.	>	  *	0	  .	G	(	M	
 /	B	  .	G		  	>			! 	 	C	*	/	>	  6	>	(	&	>	0	  8	>	.		M	0	?	/	K		  	G	  2	?		  .	G	(	M	/	B	  .	G		  3 G   8	?	(	G	.	>	  *	0	  	M	2	?		  	0	G		! 	 	 	 . K a t t i n t s o n   3 G   C i n e m a   e l e m r e   a   m e n  b e n   a   n a g y s z e r q  t a r t a l o m  r t ! 	 	 	 	 . K l i k   i n   h e t   m e n u   o p   3 G   C i n e m a   v o o r   s c h i t t e r e n d e   i n h o u d ! 	 . K l i k   i n   h e t   m e n u   o p   3 G   C i n e m a   v o o r   g e w e l d i g e   g e g e v e b n s ! 	 	 . F a c e ci   c l i c   p e   3 G   C i n e m a   d i n   m e n i u   p e n t r u   a   a c c e s a   c o n ci n u t u r i   s p l e n d i d e ! 	 . F a c e ci   c l i c   p e   C i n e m a   3 G   d i n   m e n i u   p e n t r u   c o n ci n u t u r i   e x t r a o r d i n a r e ! 	 	   .       3 G         ! 	 .       3 G         ! 	 	 . D7A'K  (1'  /1'A*  (1F'EG  G'  G,'F  'F2  (1  1H  3 G   C i n e m a   /1  EFH  D  F/! 	 . D7A'K  (1'  /1'A*  (1F'EG  G'  G,'F  'F2  (1  1H  3 G   C i n e m a   /1  EFH  D  F/! 	 	 						  										  				  							  			  			  							  								  					  				! 	 						  									  				  							  			  						  			  								  					  				!   	 	 	 	 	 	 	 	 . K l i e k   a s s e b l i e f   o p   3 G   C i n e m a   i n   d i e   k i e s l y s   v i r   s k i t t e r e n d e   i n h o u d ! 	 . K l i e k   a s s e b l i e f   o p   3 G - F l i e k t e a t e r   i n   d i e   k i e s l y s   v i r   u i t h a l e r i n h o u d ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l i q u e   e m   C i n e m a   3 G   n o   m e n u   p a r a   c o n t e  d o   e s p e t a c u l a r ! 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ S U C C E S S O B 	 U n d e f i n e d 	 6 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 , T h a n k s   f o r   y o u r   s u b s c r i b t i o n !   Y o u r   p a y m e n t   i s   s u c c e s s f u l . 	 a"`v-! `]bR/eN	 a"`v-! `]bR/eN G r a c i a s   p o r   s u   s u s c r i p c i  n !   S u   p a g o   s e   h a   r e a l i z a d o   c o n    x i t o . " " " 	 , M e r c i   p o u r   v o t r e   i n s c r i p t i o n  !   V o t r e   p a i e m e n t   e s t   e f f e c t u  .       	 , D a n k e   f  r   I h r   A b o n n e m e n t !   I h r e   Z a h l u n g   i s t   e r f o l g r e i c h . " " " 	 , ;03>40@8<  70  ?>;L7>20=85!   ?;0B0  2K?>;=5=0  CA?5H=>. " " " 	 G r a z i e   p e r   l ' i s c r i z i o n e .   P a g a m e n t o   r i c e v u t o   c o n   s u c c e s s o . " " " 	 	 O b r i g a d o   p e l a   s u a   s u b s c r i   o !   O   s e u   p a g a m e n t o   f o i   e f e c t u a d o   c o m    x i t o . " " " 	 , A b o n e l i i n i z   i  i n   t e _e k k  r l e r !    d e m e n i z   b a _a r 1l 1. " " " 	 , C m   n   b n      n g   k    d c h   v !   B n      t h a n h   t o  n   t h  n h   c  n g . " " " 	 , C m   n   b n      n g   k    d c h   v !   B n      t h a n h   t o  n   t h  n h   c  n g . 	 , T e r i m a   k a s i h   u n t u k   l a n g g a n a n   a n d a !   B a y a r a n   a n d a   b e r j a y a . " " " 	 	*		G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  2	G	(	G	  	G	  2	?		  '	(	M	
 /	5	>	&	!   	*		>	  -	A		$	>	(	  8	+	2	  9	H	d		 ,   	*		@	  8	&	8	M	/	$	>	  	G	  2	?		  '	(	M	/	5	>	&	!   	*		>	  -	A		$	>	(	  8	+	2	  0	9	>	. 	 	 	 ,   K  s z  n j  k ,   h o g y   f e l i r a t k o z o t t !   A   f i z e t  s   s i k e r e s e n   m e g t  r t  n t . " " " 	 	 	 	 . D a n k   v o o r   u w   a a n m e l d i n g !   U w   b e t a l i n g   i s   v o l t o o i d . " " " 	 , D a n k   v o o r   j e   a a n m e l d i n g !   J e   b e t a l i n g   i s   i n   o r d e . 	 	 , V   m u l cu m i m   p e n t r u   a b o n a r e !   P l a t a   d v s .   a   f o s t   e f e c t u a t   c u   s u c c e s . " " " 	 ,   V   m u l cu m i m   p e n t r u   a b o n a r e !   P l a t a   a   f o s t   e f e c t u a t   c u   s u c c e s . 	 	 ,         !       . " " 	 ,         !       . 	 	   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   'F,'E  ~1/'.*  *'F  EHAB  (H/. " " " 	   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   'F,'E  ~1/'.*  *'F  EHAB  (H/. 	 	 						  				  				  						  							!   					  					  						  			  					d	" " " 	 ,   						  					  				  						  							!   					  					  						  			d		 	 	 	 	 	 	 	 ,   D a n k i e   v i r   j o u   i n t e k e n i n g !   J o u   b e t a l i n g   w a s   s u k s e s v o l . " " " 	 , D a n k i e   v i r   j o u   i n t e k e n i n g !   J o u   b e t a l i n g   w a s   s u k s e s v o l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ,   O b r i g a d o   p e l o   s e u   p e d i d o !   S e u   p a g a m e n t o   t e v e    x i t o . 
 
 S T R _ I D _ G G L I V E _ S U B _ S U C C E S S O B 	 U n d e f i n e d 	 1 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 , T h a n k s   f o r   y o u r   s u b s c r i b t i o n !   F o r   t h e   s a k e   o f   p a y m e n t   c h a n n e l ,   y o u r   s u b s r i b t i o n   w i l l   b e   c o n f i r e m e d   w i t h i n   2 4   h o u r s .   I f   y o u   n e e d   t o   c h e c k   t h e   s t a t u s   o f   y o u r   s u b s c r i b t i o n ,   p l e a s e   c l i c k   o n   M y   V I P .   I f   y o u   h a v e   a n y   q u e t i o n s ,   y o u   m a y   c o n t a c t   o u r   c u s t o m e r   c a r i n g   c e n t e r . P l e a s e   k e e p   y o u r   3 G   I D   n u m b e r   i n   m i n d .   T h a n k s .   	 a"`v-1uN/eN nSSVNASV\eQnx[NfSe0Rbv^7bgbr`vG G S	gST|be[
g0""	 a"`v-1uN/eN nSSVNASV\eQnx[NfSe0Rbv^7bgbr`vG G S	gST|be[
g0"" G r a c i a s   p o r   s u   s u s c r i p c i  n !   P o r   m o t i v o s   r e l a c i o n a d o s   c o n   e l   c a n a l   d e   p a g o ,   s u   s u s c r i p c i  n   s e r    c o n f i r m a d a   a n t e s   d e   2 4   h o r a s .   S i   n e c e s i t a   c o n o c e r   e l   e s t a d o   d e   s u   s u s c r i p c i  n ,   h a g a   c l i c   e n   M i   V I P .   S i   t i e n e   a l g u n a   p r e g u n t a ,   p  n g a s e   e n   c o n t a c t o   c o n   n u e s t r o   c e n t r o   d e   a t e n c i  n   a l   c l i e n t e .   P o r   f a v o r ,   r e c u e r d e   s u   n  m e r o   d e   i d e n t i f i c a c i  n   3 G .   G r a c i a s .   	 , M e r c i   p o u r   v o t r e   i n s c r i p t i o n  !   L e   t e m p s   d e   l a   r e c h e r c h e   d e   l a   c h a  n e ,   l e   p a i e m e n t ,   v o t r e   i n s c r i p t i o n   s e r a   c o n f i r m    d a n s   l e s   2 4   h e u r e s .   S i   v o u s   v o u l e z   c o n s u l t e r   l e   s t a t u t   d e   v o t r e   i n s c r i p t i o n ,   v e u i l l e z   c l i q u e r   s u r   M o n   V I P .   E n   c a s   d e   q u e s t i o n ,   c o n t a c t e z   n o t r e   c e n t r e   c l i e n t  l e .   V e u i l l e z   g a r d e r   e n   m  m o i r e   v o t r e   I D   3 G .   M e r c i .   	 , D a n k e   f  r   I h r   A b o n n e m e n t !   F  r   d e n   g e b  h r e n p f l i c h t i g e n   K a n a l   w i r d   I h r   A b o n n e m e n t   i n n e r h a l b   v o n   2 4   S t u n d e n   b e s t  t i g t .   K l i c k e n   S i e   a u f   M e i n   V I P ,   w e n n   S i e   d e n   S t a t u s   I h r e s   A b o n n e m e n t s   p r  f e n   m  c h t e n .   B e i   F r a g e n   k o n t a k t i e r e n   S i e   b i t t e   u n s e r e n   K u n d e n d i e n s t .   B e w a h r e n   S i e   I h r e   3 G   I D - N u m m e r   g u t   a u f .   D a n k e . 	 , ;03>40@8<  70  ?>;L7>20=85!   >4?8A:0  =0  ?;0B=K9  :0=0;  1C45B  ?>4B25@645=0  2  B5G5=85    2 4   G0A>2.   ;O  ?@>25@:8  A>AB>O=8O  ?>4?8A:8  2K15@8B5   >9  V I P  .   @8  2>7=8:=>25=88  2>?@>A>2  >1@0B8B5AL  2  A;C61C  ?>445@6:8.   <59B5  ?>4  @C:>9  845=B8D8:0B>@  3 G   I D .   !?0A81>. 	 , G r a z i e   p e r   l ' a b b o n a m e n t o !   P e r   l a   s i c u r e z z a   d e l   c a n a l e   d i   p a g a m e n t o ,   l ' a b b o n a m e n t o   v e r r    c o n f e r m a t o   e n t r o   2 4   o r e .   S e   s i   n e c e s s i t a   d i   v e r i f i c a r n e   l o   s t a t o ,   f a r e   c l i c   s u   I   m i e i   V I P .   I n   c a s o   d i   d o m a n d e      p o s s i b i l e   c o n t a t t a r e   i l   n o s t r o   c e n t r o   d i   a s s i s t e n z a   c l i e n t i .   T e n e r e   a   p o r t a t a   d i   m a n o   i l   n u m e r o   I D   3 G .   G r a z i e .   	 	 O b r i g a d o   p e l a   s u a   s u b s c r i   o !   P a r a   a s s e g u r a r   o   c a n a l   d e   p a g a m e n t o ,   a   s u a   s u b s c r i   o   s e r    c o n f i r m a d a   d e n t r o   d e   2 4   h o r a s .   S e   d e s e j a r   v e r i f i c a r   o   e s t a d o   d a   s u a   s u b s c r i   o ,   c l i q u e   e m   O   m e u   V I P .   S e   t i v e r   a l g u m a   q u e s t  o ,   p o d e r    c o n t a c t a r   o   n o s s o   c e n t r o   d e   a p o i o   a o   c l i e n t e .   L e m b r e - s e   d a   s u a   I D   3 G .   O b r i g a d o . 	 , A b o n e l i i n i z   i  i n   t e _e k k  r l e r !    d e m e   k a n a l 1  a d 1n a ,   a b o n e l i i n i z   2 4   s a a t   i  e r i s i n d e   o n a y l a n a c a k t 1r .     A b o n e l i i n i z i n   d u r u m u n u   k o n t r o l   e t m e k   i s t e r s e n i z ,   l  t f e n   V I P ' i m e   t 1k l a y 1n .   S o r u l a r 1n 1z   v a r s a ,   m  _t e r i   d e s t e k   m e r k e z i m i z l e   g  r  _e b i l i r s i n i z .   L  t f e n   3 G   I D   n u m a r a n 1z 1  a k l 1n 1z d a   t u t u n .   T e _e k k  r l e r . 	 , C m   n   b n      n g   k    d c h   v !   V    l i    c h   c a   k  n h   t h u    b a o ,   d . v   t h u    b a o   c a   b n   s   c   x  c   n h n   t r o n g   2 4   g i .   N u   b n   c n   k i m   t r a   t  n h   t r n g   t h u    b a o   c a   m  n h ,   h  y   c l i c k   v  o   V I P   r i  n g .   N u   c    b t   c   t h c   m c   n  o ,   b n   c    t h   l i  n   h   v i   t r u n g   t  m   c h m   s  c   k h  c h   h  n g .   H  y   g h i   n h   s   I D   3 G   c a   b n .   C m   n .   	 , C m   n   b n      n g   k    d c h   v !   V    l i    c h   c a   k  n h   t h u    b a o ,   d . v   t h u    b a o   c a   b n   s   c   x  c   n h n   t r o n g   2 4   g i .   N u   b n   c n   k i m   t r a   t  n h   t r n g   t h u    b a o   c a   m  n h ,   h  y   c l i c k   v  o   V I P   r i  n g .   N u   c    b t   c   t h c   m c   n  o ,   b n   c    t h   l i  n   h   v i   t r u n g   t  m   c h m   s  c   k h  c h   h  n g .   H  y   g h i   n h   s   I D   3 G   c a   b n .   C m   n .       	 , T e r i m a   k a s i h   u n t u k   l a n g g a n a n   a n d a !   U n t u k   k e p e n t i n g a n   s a l u r a n   b a y a r a n ,   l a n g g a n a n   a n d a   a k a n   d i s a h k a n   d a l a m   t e m p o h   2 4   j a m .   J i k a   a n d a   p e r l u   m e m e r i k s a   s t a t u s   l a n g g a n a n   a n d a ,   s i l a   k l i k   p a d a   V I P   S a y a .   J i k a   a n d a   m e m p u n y a i   s e b a r a n g   s o a l a n ,   s i l a   h u b u n g i   p u s a t   p e r k h i d m a t a n   p e l a n g g a n   k a m i .   S i l a   s i m p a n   n o m b o r   I D   3 G   a n d a   d e n g a n   b a i k .   T e r i m a   k a s i h . 	 ) ,   	*		G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	G	  2	?		  '	(	M	
 /	5	>	&	!   -	A		$	>	(	  	H	(	2	  	@	  	>	$	?	0	,   	*		G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	@	  *	A	7	M		?	  2 4   			G	  	G	  -	@	$	0	  	0	  &	@	  	>			@	d	  /	&	?	  	*	  	*	(	G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	@	  8	M	%	?	$	?	  	@	  	>			  	0	(	>	  	>	9	G		,   $	K	  	C	*	/	>	  .	G	0	>	  5	@			*	@	  *	0	  	M	2	?		  	0	G		d	  /	&	?	  	*		G	  	K		  *	M	0	6	M	
 (	  9	K		  $	K	,   	*	  	M	0	>	9		  &	G		-	>	2	  	G		&	M	0	  8	G	  8		*	0	M		  	0	  8		$	G	  9	H		d	  	C	*	/	>	  	*	(	>	  3 G   		!	@	  (		,	0	  /	>	&	  0		G		d	  '	(	M	
 /	5	>	&	d		 ,   	*		@	  8	&	8	M	/	$	>	  	G	  2	?		  '	(	M	/	5	>	&	!   -	A		$	>	(	  	H	(	2	  	G	  2	?		,   	*		@	  8	&	8	M	/	$	>	  	@	  *	A	7	M		?	  2 4   			K		  .	G		  	@	  	>			@	.   /	&	?	  	*	  	*	(	@	  8	&	8	M	/	$	>	  	@	  8	M	%	?	$	?	  	@	  	>			  	0	(	>	  	>	9	$	G	  9	H		,   $	K	  .	G	0	>	  V I P   *	0	  	M	2	?		  	0	G		.   /	&	?	  	*	  	A		  *	B		(	>	  	>	9	$	G	  9	H		,   $	K	  	*	  9	.	>	0	G	  	M	0	>	9		  &	G		0	G		  	G		&	M	0	  8	G	  8		*	0	M		  	0	  8		$	G	  9	H		.   	C	*	/	>	  	*	(	>	  3 G   I D   (		,	0	  /	>	&	  0		G		.   '	(	M	/	5	>	&	. 	 	 	 , K  s z  n j  k ,   h o g y   f e l i r a t k o z o t t !   A   b i z t o n s  g o s   f i z e t  s    r d e k  b e n   2 4    r  n   b e l  l   m e g t  r t  n i k   a z   e l Qf i z e t  s  n e k   v i s s z a i g a z o l  s a .   H a   e l l e n Qr i z n i   k  v  n j a   e l Qf i z e t  s e    l l a p o t  t ,   k a t t i n t s o n   a   S a j  t   V I P   e l e m r e .   H a   b  r m i l y e n   k  r d  s e   l e n n e ,   v e g y e   f e l   a   k a p c s o l a t o t   a z    g y f  l s z o l g  l a t t a l .   L e g y e n   k  z n  l   a   3 G   a z o n o s  t    s z  m a .   K  s z  n j  k !   	 	 	 	 , D a n k   v o o r   u w   a a n m e l d i n g !   O m   h e t   b e t a l i n g s k a n a a l   v a s t   t e   s t e l l e n ,   w o r d t   u w   a a n m e l d i n g   b i n n e n   2 4   u u r   b e v e s t i g d .   M o e t   u   d e   t o e s t a n d   v a n   u w   a a n m e l d i n g   c o n t r o l e r e n ,   k l i k   d a n   o p   M y   V I P .   H e b t   u   n o g   v r a g e n ,   d a n   k u n t   u   c o n t a c t   o p   n e m e n   m e t   d e   k l a n t e n s e r v i c e .   H o u d   d a a r b i j   u w   3 G   I d - n u m m e r   b i j   d e   h a n d .   D a n k   u . 	 , D a n k   v o o r   j e   a a n m e l d i n g !   V o o r   h e t   b e t a l i n g s k a n a a l   w o r d t   d e   a a n m e l d i n g   b i n n e n   2 4   u u r   b e v e s t i g d .   W i l   j e   d e   t o e s t a n d   v a n   d e   a a n m e l d i n g   c o n t r o l e r e n ,   k l i k   d a n   o p   M i j n   V I P .   H e b   j e   v r a g e n ,   n e e m   d a n   c o n t a c t   o p   m e t   d e   k l a n t e n s e r v i c e .   H o u d   h e t   3 G - I D - n u m m e r   b i j   d e   h a n d .   D a n k   j e . 	 	 , V   m u l cu m i m   p e n t r u   a b o n a r e !   P e n t r u   c a n a l u l   d e   p l a t ,   a b o n a r e a   d v s .   v a   f i   c o n f i r m a t    n   2 4   d e   o r e .   D a c   t r e b u i e   s   v e r i f i c a ci   s t a r e a   a b o n r i i   d v s . ,   f a c e ci   c l i c   p e   V P - u l   m e u .   D a c   a v e ci    n t r e b r i ,   p u t e ci   c o n t a c t a   s e r v i c i u l   n o s t r u   d e   r e l a ci i   c u   c l i e n ci i .   R e ci n e ci   n u m r u l   d v s .   3 G   I D .   V   m u l cu m i m !   	 ,   V   m u l cu m i m   p e n t r u   a b o n a r e !   P l a t a   a   f o s t   e f e c t u a t   c u   s u c c e s .   P e n t r u   a   a v e a   s i g u r a n ca   m i j l o c u l u i   d e   p l a t   a b o n a m e n t u l   v a   f i   c o n f i r m a t    n   m a x i m   2 4   d e   o r e .    n   c a z u l    n   c a r e   e s t e   n e c e s a r   s   v e r i f i c a ci   s t a r e a   a b o n a m e n t u l u i ,   f a c e ci   c l i c   p e   V e r s i u n e a   m e a   V I P .   D a c   a v e ci    n t r e b r i   p u t e ci   c o n t a c t a   c e n t r u l   d e   a s i s t e n c  p e n t r u   c l i e n ci .   N u   u i t a ci   n u m r u l   d e   i d e n t i f i c a r e   3 G .   V   m u l cu m i m . 	 	 ,         !         2 4   ,           .             ,       - V I P   .         ,               .               -  3 G   .             . 	 ,         !         2 4   ,           .             ,       - V I P   .         ,               .               -  3 G   .             . 	 	   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   '4*1'  4E'  (.'71  ~1/'.*  '2  71B  'F'D  E1(H7G  7  2 4   3'9*  *#/  .H'G/1//.   .H'G4EF/  '3*  '1  E.H'G/  H69*  "(HFE'F  .H/  1'  (113  F/  (1  1H  2FG  F3.G  '.*5'5  EF  D  F/.   F'FG  G1HFG  ~134  /'4*/  E*H'F/  ('  (.4  ./E'*  E4*1'F  *E'3  (1/.   .H'G4EF/  '3*  9//  4F'3G  3 G   .H/  1'  (.'71  (3~'1/.   ('  *41.   	   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   '4*1'  4E'  (.'71  ~1/'.*  '2  71B  'F'D  E1(H7G  7  2 4   3'9*  *#/  .H'G/1//.   .H'G4EF/  '3*  '1  E.H'G/  H69*  "(HFE'F  .H/  1'  (113  F/  (1  1H  2FG  F3.G  '.*5'5  EF  D  F/.   F'FG  G1HFG  ~134  /'4*G  ('4/  E*H'F/  ('  (.4  ./E'*  E4*1'F  *E'3  (1/.   .H'G4EF/  '3*  9//  4F'3G  3 G   .H/  1'  (.'71  (3~'1/.   ('  *41. 	 	 						  				  				  							!   					  					  						  									  					,   					  						  				  						  		  						  					  							  			d	  					  						  				  						  					  				  				  							  			  				  								  					  				d	  					  			  			  						  				  					  				  						  						  				    									  				  							  				  					d	  							  			  					  							  							  			  					d	  							d	  	 ,   						  					  				  						  							! 					  						  									  								,   					  									  					  		  						  					  							  			  			d	  				  			  					  											  						  					  			,   					  				  								  					  				d	  					  				  						  					  				  						  								  					  									  				  							  				  					d	  							  				  					  			  				  			  					d	  							d		 	 	 	 	 	 	 	 ,   D a n k i e   v i r   j o u   i n t e k e n i n g !   T e r   w i l l e   v a n   d i e   b e t a l i n g s k a n a a l ,   s a l   j o u   i n t e k e n i n g   b i n n e   2 4   u u r   b e v e s t i g   w o r d .   I n d i e n   j y   d i e   s t a t u s   v a n   j o u   i n t e k e n i n g   m o e t   n a g a a n ,   k l i e k   a s s e b l i e f   o p   M y   B B P .   I n d i e n   j y   e n i g e   v r a e   h e t ,   k a n   j y   o n s   k l i  n t e d i e n s s e n t r u m   k o n t a k .   H o u   a s s e b l i e f   j o u   3 G   I D - n o m m e r   g e r e e d .   D a n k i e . 	 , D a n k i e   v i r   j o u   i n t e k e n i n g !   J o u   i n t e k e n i n g   s a l   v i r   d i e   b e t a a l k a n a a l   s e   o n t h a l w e   b i n n e   2 4   u u r   b e v e s t i g   w o r d .   I n d i e n   j y   d i e   s t a t u s   v a n   j o u   i n t e k e n i n g   m o e t   n a g a a n ,   k l i e k   a s s e b l i e f   o p   M y   B B P . I n d i e n   j y   e n i g e   n a v r a e   h e t ,   k a n   u   o n s   k l i  n t e s o r g s e n t r u m   s k a k e l . H o u   a s b .   j o u   3 G - I D - n o m m e r   b y d e r h a n d .   D a n k i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ,   O b r i g a d o   p e l a   s u a   a s s i n a t u r a !     E m   p r o l   d o   c a n a l   d e   p a g a m e n t o ,   s u a   a s s i n a t u r a   s e r    c o n f i r m a d a   d e n t r o   d e   2 4   h o r a s .   S e   p r e c i s a r   v e r i f i c a r   o   s t a t u s   d e   s u a   a s s i n a t u r a ,   c l i q u e   e m   M e u   V I P .   S e   t i v e r   p e r g u n t a s ,   v o c    p o d e   c o n t a t a r   n o s s o   c e n t r o   d e   a t e n d i m e n t o   a o   c l i e n t e .   T e n h a   e m   m  o s   s e u   n  m e r o   d e   I D   3 G .   O b r i g a d o . 
 
 S T R _ I D _ G G L I V E _ R E G I S T E R _ R E S U L T _ O K A 	 U n d e f i n e d 	 1 6 	 T o   G o   t o   G G L I V E   S c r e e n . 	 , P a s s w o r d : 	 , [x/f: 	 , [x/f: C o n t r a s e  a : 	 , M o t   d e   p a s s e  : 	 , K e n n w o r t : 	 , 0@>;L: 	 , P a s s w o r d : 	 	 P a l a v r a - p a s s e : 	 , P a r o l a : 	 , M t   k h u : 	 , M t   k h u : 	 , K a t a   L a l u a n : 	 ,   *	>	8	5	0	M	!	: 	 ,   *	>	8	5	0	M	!	: 	 	 	 , J e l s z  : 	 	 	 	 , W a c h t w o o r d : 	 , W a c h t w o o r d : 	 	 ,   p a r o l : 	 ,   p a r o l : 	 	 , : 	 , : 	 	 01H'G: 	 01H'G: 	 	 									  	 ,   									: 	 	 	 	 	 	 	 	 ,   W a g w o o r d : 	 , W a g w o o r d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ,   S e n h a : 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ S U C C E S S B 	 U n d e f i n e d 	 6 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 ) , T h a n k s   f o r   y o u r   s u b s c r i b t i o n !   Y o u r   p a y m e n t   i s   s u c c e s s f u l . 	 	a"`v-! `]bR/eN	 	a"`v-! `]bR/eN G r a c i a s   p o r   s u   s u s c r i p c i  n !   S u   p a g o   s e   h a   r e a l i z a d o   c o n    x i t o . 	 ) , M e r c i   p o u r   v o t r e   i n s c r i p t i o n  !   V o t r e   p a i e m e n t   e s t   e f f e c t u  . 	 ) , D a n k e   f  r   I h r   A b o n n e m e n t !   I h r e   Z a h l u n g   i s t   e r f o l g r e i c h . 	 ) , ;03>40@8<  70  ?>;L7>20=85!   ;0B56  2K?>;=5=. 	 G r a z i e   p e r   l ' a b b o n a m e n t o .   P a g a m e n t o   a v v e n u t o   c o n   s u c c e s s o . 	 	 O b r i g a d o   p e l a   s u a   s u b s c r i   o !   O   s e u   p a g a m e n t o   f o i   e f e c t u a d o   c o m    x i t o . 	 ) , A b o n e l i i n i z   i  i n   t e _e k k  r l e r !    d e m e n i z   b a _a r 1l 1. 	 ) , C m   n   b n      n g   k    d c h   v !   B n      t h a n h   t o  n   t h  n h   c  n g . 	 ) , C m   n   b n      n g   k    d c h   v !   B n      t h a n h   t o  n   t h  n h   c  n g . 	 ) , T e r i m a   k a s i h   u n t u k   l a n g g a n a n   a n d a !   B a y a r a n   a n d a   b e r j a y a . 	 ) ,   	*		G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	G	  2	?		  '	(	M	
 /	5	>	&	!   	*		>	  -	A		$	>	(	  8	+	2	  9	K	  	/	>	  9	H	d		 ) ,   	*		@	  8	&	8	M	/	$	>	  	G	  2	?		  '	(	M	/	5	>	&	!   	*		>	  -	A		$	>	(	  8	+	2	  0	9	>	. 	 	 	 ) ,   K  s z  n j  k ,   h o g y   f e l i r a t k o z o t t !   A   f i z e t  s   s i k e r e s e n   m e g t  r t  n t . 	 	 	 	 ) , D a n k   v o o r   u w   a a n m e l d i n g !   U w   b e t a l i n g   i s   v o l t o o i d . 	 ) , D a n k   v o o r   j e   a a n m e l d i n g !   J e   b e t a l i n g   i s   i n   o r d e . 	 	 ) , V   m u l cu m i m   p e n t r u   a b o n a r e !   P l a t a   a   f o s t   e f e c t u a t   c u   s u c c e s . 	 ) ,   V   m u l cu m i m   p e n t r u   a b o n a r e !   P l a t a   a   f o s t   e f e c t u a t   c u   s u c c e s . 	 	 ) ,         !       . 	 ) ,         !       . 	 	 )   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   'F,'E  ~1/'.*  *'F  EHAB  (H/. 	 )   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   'F,'E  ~1/'.*  *'F  EHAB  (H/. 	 	 						  				  				  						  							!   					  					  						  			  					d		 ,   						  					  				  						  							!   					  					  						  			d		 	 	 	 	 	 	 	 ) ,   D a n k i e   v i r   j o u   i n t e k e n i n g !   J o u   b e t a l i n g   w a s   s u k s e s v o l . 	 ) , D a n k i e   v i r   j o u   i n t e k e n i n g !   J o u   b e t a l i n g   w a s   s u k s e s v o l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ) ,   O b r i g a d o   p e l a   s u a   a s s i n a t u r a !   S e u   p a g a m e n t o   t e v e    x i t o . 
 
 S T R _ I D _ G G L I V E _ S U B _ S U C C E S S B 	 U n d e f i n e d 	 1 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 ) , T h a n k s   f o r   y o u r   s u b s c r i b t i o n !   F o r   t h e   s a k e   o f   p a y m e n t   c h a n n e l ,   y o u r   s u b s r i b t i o n   w i l l   b e   c o n f i r e m e d   w i t h i n   2 4   h o u r s .   I f   y o u   n e e d   t o   c h e c k   t h e   s t a t u s   o f   y o u r   s u b s c r i b t i o n ,   p l e a s e   c l i c k   o n   M y   V I P .   I f   y o u   h a v e   a n y   q u e t i o n s ,   y o u   m a y   c o n t a c t   o u r   c u s t o m e r   c a r i n g   c e n t e r . P l e a s e   k e e p   y o u r   3 G   I D   n u m b e r   i n   m i n d .   T h a n k s .   	 	a"`v-1uN/eN nSSVNASV\eQnx[NfSe0Rbv^7bgbr`vG G S	gST|be[
g0""	 	a"`v-1uN/eN nSSVNASV\eQnx[NfSe0Rbv^7bgbr`vG G S	gST|be[
g0"" G r a c i a s   p o r   s u   s u s c r i p c i  n !   P o r   m o t i v o s   r e l a c i o n a d o s   c o n   e l   c a n a l   d e   p a g o ,   s u   s u s c r i p c i  n   s e r    c o n f i r m a d a   a n t e s   d e   2 4   h o r a s .   S i   n e c e s i t a   c o n o c e r   e l   e s t a d o   d e   s u   s u s c r i p c i  n ,   h a g a   c l i c   e n   M i   V I P .   S i   t i e n e   a l g u n a   p r e g u n t a ,   p  n g a s e   e n   c o n t a c t o   c o n   n u e s t r o   c e n t r o   d e   a t e n c i  n   a l   c l i e n t e .   P o r   f a v o r ,   r e c u e r d e   s u   n  m e r o   d e   i d e n t i f i c a c i  n   3 G .   G r a c i a s .   	 ) , M e r c i   p o u r   v o t r e   i n s c r i p t i o n  !   L e   t e m p s   d e   l a   r e c h e r c h e   d e   l a   c h a  n e ,   l e   p a i e m e n t ,   v o t r e   i n s c r i p t i o n   s e r a   c o n f i r m    d a n s   l e s   2 4   h e u r e s .   S i   v o u s   v o u l e z   c o n s u l t e r   l e   s t a t u t   d e   v o t r e   i n s c r i p t i o n ,   v e u i l l e z   c l i q u e r   s u r   M o n   V I P .   E n   c a s   d e   q u e s t i o n ,   c o n t a c t e z   n o t r e   c e n t r e   c l i e n t  l e .   V e u i l l e z   g a r d e r   e n   m  m o i r e   v o t r e   I D   3 G .   M e r c i .   	 ) , D a n k e   f  r   I h r   A b o n n e m e n t !   F  r   d e n   g e b  h r e n p f l i c h t i g e n   K a n a l   w i r d   I h r   A b o n n e m e n t   i n n e r h a l b   v o n   2 4   S t u n d e n   b e s t  t i g t .   K l i c k e n   S i e   a u f   M e i n   V I P ,   w e n n   S i e   d e n   S t a t u s   I h r e s   A b o n n e m e n t s   p r  f e n   m  c h t e n .   B e i   F r a g e n   k o n t a k t i e r e n   S i e   b i t t e   u n s e r e n   K u n d e n d i e n s t .   B e w a h r e n   S i e   I h r e   3 G   I D - N u m m e r   g u t   a u f .   D a n k e .   	 ) , ;03>40@8<  70  ?>;L7>20=85!   >4?8A:0  =0  ?;0B=K9  :0=0;  1C45B  ?>4B25@645=0  2  B5G5=85    2 4   G0A>2.   ;O  ?@>25@:8  A>AB>O=8O  ?>4?8A:8  2K15@8B5   >9  V I P  .   @8  2>7=8:=>25=88  2>?@>A>2  >1@0B8B5AL  2  A;C61C  ?>445@6:8.   <59B5  ?>4  @C:>9  845=B8D8:0B>@  3 G   I D .   !?0A81>. 	 ) ,   G r a z i e   p e r   l ' a b b o n a m e n t o !   P e r   l a   s i c u r e z z a   d e l   c a n a l e   d i   p a g a m e n t o ,   l ' i s c r i z i o n e   s a r    c o n f e r m a t a   e n t r o   2 4   o r e .   I n   c a s o   d i   n e c e s s i t    d i   v e r i f i c a   d e l l o   s t a t o ,   f a r e   c l i c   s u   I   m i e i   V I P :   I n   c a s o   d i   d o m a n d e ,      p o s s i b i l e   c o n t a t t a r e   i l   n o s t r o   c e n t r o   d i   a s s i s t e n z a   c l i e n t i .   T e n e r e   i l   n u m e r o   I D   3 G   a   d i s p o s i z i o n e .   G r a z i e . 	 	 O b r i g a d o   p e l a   s u a   s u b s c r i   o !   P a r a   a s s e g u r a r   o   c a n a l   d e   p a g a m e n t o ,   a   s u a   s u b s c r i   o   s e r    c o n f i r m a d a   d e n t r o   d e   2 4   h o r a s .   S e   d e s e j a r   v e r i f i c a r   o   e s t a d o   d a   s u a   s u b s c r i   o ,   c l i q u e   e m   O   m e u   V I P .   S e   t i v e r   a l g u m a   q u e s t  o ,   p o d e r    c o n t a c t a r   o   n o s s o   c e n t r o   d e   a p o i o   a o   c l i e n t e .   L e m b r e - s e   d a   s u a   I D   3 G .   O b r i g a d o . 	 ) ,   A b o n e l i i n i z   i  i n   t e _e k k  r l e r .    d e m e   k a n a l 1  a d 1n a ,   a b o n e l i i n i z   2 4   s a a t   i  e r i s i n d e   o n a y l a n a c a k t 1r .     A b o n e l i i n i z i n   d u r u m u n u   k o n t r o l   e t m e k   i s t e r s e n i z ,   l  t f e n   V I P ' i m e   t 1k l a y 1n .   S o r u l a r 1n 1z   v a r s a ,   m  _t e r i   d e s t e k   m e r k e z i m i z l e   g  r  _e b i l i r s i n i z .   L  t f e n   3 G   I D   n u m a r a n 1z 1  a k l 1n 1z d a   t u t u n .   T e _e k k  r l e r . 	 ) , C m   n   b n      n g   k    d c h   v !   V    l i    c h   c a   k  n h   t h u    b a o ,   d . v   t h u    b a o   c a   b n   s   c   x  c   n h n   t r o n g   2 4   g i .   N u   b n   c n   k i m   t r a   t  n h   t r n g   t h u    b a o   c a   m  n h ,   h  y   c l i c k   v  o   V I P   r i  n g .   N u   c    b t   c   t h c   m c   n  o ,   b n   c    t h   l i  n   h   v i   t r u n g   t  m   c h m   s  c   k h  c h   h  n g .   H  y   g h i   n h   s   I D   3 G   c a   b n .   C m   n .   	 ) , C m   n   b n      n g   k    d c h   v !   V    l i    c h   c a   k  n h   t h u    b a o ,   d . v   t h u    b a o   c a   b n   s   c   x  c   n h n   t r o n g   2 4   g i .   N u   b n   c n   k i m   t r a   t  n h   t r n g   t h u    b a o   c a   m  n h ,   h  y   c l i c k   v  o   V I P   r i  n g .   N u   c    b t   c   t h c   m c   n  o ,   b n   c    t h   l i  n   h   v i   t r u n g   t  m   c h m   s  c   k h  c h   h  n g .   H  y   g h i   n h   s   I D   3 G   c a   b n .   C m   n .       	 , T e r i m a   k a s i h   u n t u k   l a n g g a n a n   a n d a !   U n t u k   k e p e n t i n g a n   s a l u r a n   b a y a r a n ,   l a n g g a n a n   a n d a   a k a n   d i s a h k a n   d a l a m   t e m p o h   2 4   j a m .   J i k a   a n d a   p e r l u   m e m e r i k s a   s t a t u s   l a n g g a n a n   a n d a ,   s i l a   k l i k   p a d a   V I P   S a y a .   J i k a   a n d a   m e m p u n y a i   s e b a r a n g   s o a l a n ,   s i l a   h u b u n g i   p u s a t   p e r k h i d m a t a n   p e l a n g g a n   k a m i .   S i l a   s i m p a n   n o m b o r   I D   3 G   a n d a   d e n g a n   b a i k .   T e r i m a   k a s i h . 	 ) ,   	*		G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	G	  2	?		  '	(	M	
 /	5	>	&	!   -	A		$	>	(	  	H	(	2	  	@	  	>	$	?	0	,   	*		G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	@	  *	A	7	M		?	  2 4   			G	  	G	  -	@	$	0	  	0	  &	@	  	>			@	d	  /	&	?	  	*	  	*	(	G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	@	  8	M	%	?	$	?	  	@	  	>			  	0	(	>	  	>	9	G		,   $	K	  	C	*	/	>	  .	G	0	>	  5	@			*	@	  *	0	  	M	2	?		  	0	G		d	  /	&	?	  	*		G	  	K		  *	M	0	6	M	
 (	  9	K		  $	K	,   	*	  	M	0	>	9		  &	G		-	>	2	  	G		&	M	0	  8	G	  8		*	0	M		  	0	  8		$	G	  9	H		d	  	C	*	/	>	  	*	(	>	  3 G   		!	@	  (		,	0	  /	>	&	  0		G		d	  '	(	M	
 /	5	>	&	d		 ,   	*		@	  8	&	8	M	/	$	>	  	G	  2	?		  '	(	M	/	5	>	&	!   -	A		$	>	(	  	H	(	2	  	G	  2	?		,   	*		@	  8	&	8	M	/	$	>	  	@	  *	A	7	M		?	  2 4   			K		  .	G		  	@	  	>			@	.   /	&	?	  	*	  	*	(	@	  8	&	8	M	/	$	>	  	@	  8	M	%	?	$	?	  	@	  	>			  	0	(	>	  	>	9	$	G	  9	H		,   $	K	  .	G	0	>	  V I P   *	0	  	M	2	?		  	0	G		.   /	&	?	  	*	  	A		  *	B		(	>	  	>	9	$	G	  9	H		,   $	K	  	*	  9	.	>	0	G	  	M	0	>	9		  &	G		0	G		  	G		&	M	0	  8	G	  8		*	0	M		  	0	  8		$	G	  9	H		.   	C	*	/	>	  	*	(	>	  3 G   I D   (		,	0	  /	>	&	  0		G		.   '	(	M	/	5	>	&	. 	 	 	 ) ,   K  s z  n j  k ,   h o g y   f e l i r a t k o z o t t !   A   b i z t o n s  g o s   f i z e t  s    r d e k  b e n   2 4    r  n   b e l  l   m e g t  r t  n i k   a z   e l Qf i z e t  s  n e k   v i s s z a i g a z o l  s a .   H a   e l l e n Qr i z n i   k  v  n j a   e l Qf i z e t  s e    l l a p o t  t ,   k a t t i n t s o n   a   S a j  t   V I P   e l e m r e .   H a   b  r m i l y e n   k  r d  s e   l e n n e ,   v e g y e   f e l   a   k a p c s o l a t o t   a z    g y f  l s z o l g  l a t t a l .   L e g y e n   k  z n  l   a   3 G   a z o n o s  t    s z  m a .   K  s z  n j  k !   	 	 	 	 ) , D a n k   v o o r   u w   a a n m e l d i n g !   O m   h e t   b e t a l i n g s k a n a a l   v a s t   t e   s t e l l e n ,   w o r d t   u w   a a n m e l d i n g   b i n n e n   2 4   u u r   b e v e s t i g d .   M o e t   u   d e   t o e s t a n d   v a n   u w   a a n m e l d i n g   c o n t r o l e r e n ,   k l i k   d a n   o p   M y   V I P .   H e b t   u   n o g   v r a g e n ,   d a n   k u n t   u   c o n t a c t   o p   n e m e n   m e t   d e   k l a n t e n s e r v i c e .   H o u d   d a a r b i j   u w   3 G   I d - n u m m e r   b i j   d e   h a n d .   D a n k   u . 	 ) , D a n k   v o o r   j e   a a n m e l d i n g !   V o o r   h e t   b e t a l i n g s k a n a a l   w o r d t   d e   a a n m e l d i n g   b i n n e n   2 4   u u r   b e v e s t i g d .   W i l   j e   d e   t o e s t a n d   v a n   d e   a a n m e l d i n g   c o n t r o l e r e n ,   k l i k   d a n   o p   M i j n   V I P .   H e b   j e   v r a g e n ,   n e e m   d a n   c o n t a c t   o p   m e t   d e   k l a n t e n s e r v i c e .   H o u d   h e t   3 G - I D - n u m m e r   b i j   d e   h a n d .   D a n k   j e . 	 	 ) , V   m u l cu m i m   p e n t r u   a b o n a r e !   P e n t r u   c a n a l u l   d e   p l a t ,   a b o n a r e a   t r e b u i e   c o n f i r m a t    n   2 4   d e   o r e .   D a c   t r e b u i e   s   v e r i f i c a ci   s t a r e a   a b o n r i i   d v s . ,   f a c e ci   c l i c   p e   V I P - u l   m e u .   D a c   a v e ci    n t r e b r i ,   p u t e ci   c o n t a c t a   s e r v i c i u l   n o s t r u   d e   r e l a ci i   c u   c l i e n ci i .   R e ci n e ci   n u m r u l   d v s .   3 G   I D .   V   m u l cu m i m !   	 ,   V   m u l cu m i m   p e n t r u   a b o n a r e !   P l a t a   a   f o s t   e f e c t u a t   c u   s u c c e s .   P e n t r u   a   a v e a   s i g u r a n ca   m i j l o c u l u i   d e   p l a t   a b o n a m e n t u l   v a   f i   c o n f i r m a t    n   m a x i m   2 4   d e   o r e .    n   c a z u l    n   c a r e   e s t e   n e c e s a r   s   v e r i f i c a ci   s t a r e a   a b o n a m e n t u l u i ,   f a c e ci   c l i c   p e   V e r s i u n e a   m e a   V I P .   D a c   a v e ci    n t r e b r i   p u t e ci   c o n t a c t a   c e n t r u l   d e   a s i s t e n c  p e n t r u   c l i e n ci .   N u   u i t a ci   n u m r u l   d e   i d e n t i f i c a r e   3 G .   V   m u l cu m i m . 	 	 ) ,         !         2 4   ,           .             ,       - V I P   .         ,               .               -  3 G   .             . 	 ) ,         !         2 4   ,           .             ,       - V I P   .         ,               .               -  3 G   .             . 	 	 )   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   '4*1'  4E'  (.'71  ~1/'.*  '2  71B  'F'D  E1(H7G  7  2 4   3'9*  *#/  .H'G/1//.   .H'G4EF/  '3*  '1  E.H'G/  H69*  "(HFE'F  .H/  1'  (113  F/  (1  1H  2FG  F3.G  '.*5'5  EF  D  F/.   F'FG  G1HFG  ~134  /'4*/  E*H'F/  ('  (.4  ./E'*  E4*1'F  *E'3  (1/.   .H'G4EF/  '3*  9//  4F'3G  3 G   .H/  1'  (.'71  (3~'1/.   ('  *41.   	 )   '2  'FG  E4*1  E'  4/G  '/  3~'32'1E!   '4*1'  4E'  (.'71  ~1/'.*  '2  71B  'F'D  E1(H7G  7  2 4   3'9*  *#/  .H'G/1//.   .H'G4EF/  '3*  '1  E.H'G/  H69*  "(HFE'F  .H/  1'  (113  F/  (1  1H  2FG  F3.G  '.*5'5  EF  D  F/.   F'FG  G1HFG  ~134  /'4*G  ('4/  E*H'F/  ('  (.4  ./E'*  E4*1'F  *E'3  (1/.   .H'G4EF/  '3*  9//  4F'3G  3 G   .H/  1'  (.'71  (3~'1/.   ('  *41. 	 	 						  					  				  						  							!   							  									  								,   		  						  					  					  						  				  							  			  			d	  				  			  					  											  						  					  				  							  		,   					  							  			  			  							  			  					  				d	  					  			  			  						  				,   					  				  						  								  					  								  							  				  					d	  							  			  					  			  				  					  			  					d	  							d	     	 ,   						  					  				  						  							! 					  						  									  								,   					  									  					  		  						  					  							  			  			d	  				  			  					  											  						  					  			,   					  				  								  					  				d	  					  				  						  					  				  						  								  					  									  				  							  				  					d	  							  				  					  			  				  			  					d	  							d		 	 	 	 	 	 	 	 ) ,   D a n k i e   v i r   j o u   i n t e k e n i n g !   T e r   w i l l e   v a n   d i e   b e t a l i n g s k a n a a l   s a l   j o u   i n t e k e n i n g   b i n n e   2 4   u u r   b e v e s t i g   w o r d .   I n d i e n   j y   d i e   s t a t u s   v a n   j o u   i n t e k e n i n g   m o e t   n a g a a n ,   k l i e k   a s s e b l i e f   o p   M y   B B P .   I n d i e n   j y   e n i g e   v r a e   h e t ,   k a n   j y   o n s   k l i  n t e d i e n s s e n t r u m   k o n t a k .   H o u   a s s e b l i e f   j o u   3 G   I D - n o m m e r   g e r e e d .   D a n k i e . 	 ) , D a n k i e   v i r   j o u   i n t e k e n i n g !   J o u   i n t e k e n i n g   s a l   v i r   d i e   b e t a a l k a n a a l   s e   o n t h a l w e   b i n n e   2 4   u u r   b e v e s t i g   w o r d .   I n d i e n   j y   d i e   s t a t u s   v a n   j o u   i n t e k e n i n g   m o e t   n a g a a n ,   k l i e k   a s s e b l i e f   o p   M y   B B P .   I n d i e n   j y   e n i g e   n a v r a e   h e t ,   k a n   j y   o n s   k l i  n t e s o r g s e n t r u m   s k a k e l .   H o u   a s b .   j o u   3 G - I D - n o m m e r   b y d e r h a n d .   D a n k i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ) ,   O b r i g a d o   p e l a   s u a   a s s i n a t u r a !     E m   p r o l   d o   c a n a l   d e   p a g a m e n t o ,   s u a   a s s i n a t u r a   s e r    c o n f i r m a d a   d e n t r o   d e   2 4   h o r a s .   S e   p r e c i s a r   v e r i f i c a r   o   s t a t u s   d e   s u a   a s s i n a t u r a ,   c l i q u e   e m   M e u   V I P .   S e   t i v e r   p e r g u n t a s ,   v o c    p o d e   c o n t a t a r   n o s s o   c e n t r o   d e   a t e n d i m e n t o   a o   c l i e n t e .   T e n h a   e m   m  o s   s e u   n  m e r o   d e   I D   3 G .   O b r i g a d o . 
 
 S T R _ I D _ G G L I V E _ C H A R G E _ S U C C E S S C 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	   Y u a n . F o r   t h e   s a k e   o f   p a y m e n t   c h a n n e l ,   y o u r   s u b s r i b t i o n   w i l l   b e   c o n f i r e m e d   w i t h i n   2 4   h o u r s .   I f   y o u   n e e d   t o   c h e c k   t h e   s t a t u s   o f   y o u r   s u b s c r i b t i o n ,   p l e a s e   c l i c k   o n   M y   V I P .   I f   y o u   h a v e   a n y   q u e t i o n s ,   y o u   m a y   c o n t a c t   o u r   c u s t o m e r   c a r i n g   c e n t e r . P l e a s e   k e e p   y o u r   3 G   I D   n u m b e r   i n   m i n d .   T h a n k s . 	 CQ1uN/eN nSSVNASV\eQnx[NfSe0Rbv^7bgbr`vG G S	gST|be[
g0""	 CQ1uN/eN nSSVNASV\eQnx[NfSe0Rbv^7bgbr`vG G S	gST|be[
g0""  Y u a n .   P o r   m o t i v o s   r e l a c i o n a d o s   c o n   e l   c a n a l   d e   p a g o ,   s u   s u s c r i p c i  n   s e r    c o n f i r m a d a   a n t e s   d e   2 4   h o r a s .   S i   n e c e s i t a   c o n o c e r   e l   e s t a d o   d e   s u   s u s c r i p c i  n ,   h a g a   c l i c   e n   M i   V I P .   S i   t i e n e   a l g u n a   d u d a ,   p  n g a s e   e n   c o n t a c t o   c o n   n u e s t r o   c e n t r o   d e   a t e n c i  n   a l   c l i e n t e .   P o r   f a v o r ,   r e c u e r d e   s u   n  m e r o   d e   i d e n t i f i c a c i  n   3 G .   G r a c i a s . 	 Y u a n . L e   t e m p s   d e   l a   r e c h e r c h e   d e   l a   c h a  n e ,   l e   p a i e m e n t ,   v o t r e   i n s c r i p t i o n   s e r a   c o n f i r m    d a n s   l e s   2 4   h e u r e s .   S i   v o u s   v o u l e z   c o n s u l t e r   l e   s t a t u t   d e   v o t r e   i n s c r i p t i o n ,   v e u i l l e z   c l i q u e r   s u r   M o n   V I P .   E n   c a s   d e   q u e s t i o n ,   c o n t a c t e z   n o t r e   c e n t r e   c l i e n t  l e .   V e u i l l e z   g a r d e r   e n   m  m o i r e   v o t r e   I D   3 G .   M e r c i .   	   Y u a n .   F  r   d e n   g e b  h r e n p f l i c h t i g e n   K a n a l   w i r d   I h r   A b o n n e m e n t   i n n e r h a l b   v o n   2 4   S t u n d e n   b e s t  t i g t .   K l i c k e n   S i e   a u f   M e i n   V I P ,   w e n n   S i e   d e n   S t a t u s   I h r e s   A b o n n e m e n t s   p r  f e n   m  c h t e n .   B e i   F r a g e n   k o n t a k t i e r e n   S i e   b i t t e   u n s e r e n   K u n d e n d i e n s t .   B e w a h r e n   S i e   I h r e   3 G   I D - N u m m e r   g u t   a u f .   D a n k e . 	   .0=L. >4?8A:0  =0  ?;0B=K9  :0=0;  1C45B  ?>4B25@645=0  2  B5G5=85    2 4   G0A>2.   ;O  ?@>25@:8  A>AB>O=8O  ?>4?8A:8  2K15@8B5   >9  V I P  .   @8  2>7=8:=>25=88  2>?@>A>2  >1@0B8B5AL  2  A;C61C  ?>445@6:8.   <59B5  ?>4  @C:>9  845=B8D8:0B>@  3 G   I D .   !?0A81>. 	   Y u a n .   P e r   l a   s i c u r e z z a   d e l   c a n a l e   d i   p a g a m e n t o ,   l ' a b b o n a m e n t o   v e r r    c o n f e r m a t o   e n t r o   2 4   o r e .   I n   c a s o   d i   n e c e s s i t    d i   v e r i f i c a   d e l l o   s t a t o   d e l l ' i s c r i z i o n e ,   f a r e   c l i c   s u   I   m i e i   V I P .   I n   c a s o   d i   d o m a n d e      p o s s i b i l e   c o n t a t t a r e   i l   s e r v i z i o   d i   a s s i s t e n z a   a i   c l i e n t i .   T e n e r e   a   p o r t a t a   d i   m a n o   i l   n u m e r o   I D   3 G   I D .   G r a z i e . 	 	 Y u a n .   P a r a   a s s e g u r a r   o   c a n a l   d e   p a g a m e n t o ,   a   s u a   s u b s c r i   o   s e r    c o n f i r m a d a   d e n t r o   d e   2 4   h o r a s .   S e   d e s e j a r   v e r i f i c a r   o   e s t a d o   d a   s u a   s u b s c r i   o ,   c l i q u e   e m   O   m e u   V I P .   S e   t i v e r   a l g u m a   q u e s t  o ,   p o d e r    c o n t a c t a r   o   n o s s o   c e n t r o   d e   a p o i o   a o   c l i e n t e .   L e m b r e - s e   d a   s u a   I D   3 G .   O b r i g a d o . 	   Y u a n .    d e m e   k a n a l 1  a d 1n a ,   a b o n e l i i n i z   2 4   s a a t   i  e r i s i n d e   o n a y l a n a c a k t 1r .     A b o n e l i i n i z i n   d u r u m u n u   k o n t r o l   e t m e k   i s t e r s e n i z ,   l  t f e n   V I P ' i m e   t 1k l a y 1n .   S o r u l a r 1n 1z   v a r s a ,   m  _t e r i   d e s t e k   m e r k e z i m i z l e   g  r  _e b i l i r s i n i z .   L  t f e n   3 G   I D   n u m a r a n 1z 1  a k l 1n 1z d a   t u t u n .   T e _e k k  r l e r . 	   N D T .   V    l i    c h   c a   k  n h   t h u    b a o ,   d . v   t h u    b a o   c a   b n   s   c   x  c   n h n   t r o n g   2 4   g i .   N u   b n   c n   k i m   t r a   t  n h   t r n g   t h u    b a o   c a   m  n h ,   h  y   c l i c k   v  o   V I P   r i  n g .   N u   c    b t   c   t h c   m c   n  o ,   b n   c    t h   l i  n   h   v i   t r u n g   t  m   c h m   s  c   k h  c h   h  n g .   H  y   g h i   n h   s   I D   3 G   c a   b n .   C m   n . 	 N D T .   V    l i    c h   c a   k  n h   t h u    b a o ,   d . v   t h u    b a o   c a   b n   s   c   x  c   n h n   t r o n g   2 4   g i .   N u   b n   c n   k i m   t r a   t  n h   t r n g   t h u    b a o   c a   m  n h ,   h  y   c l i c k   v  o   V I P   r i  n g .   N u   c    b t   c   t h c   m c   n  o ,   b n   c    t h   l i  n   h   v i   t r u n g   t  m   c h m   s  c   k h  c h   h  n g .   H  y   g h i   n h   s   I D   3 G   c a   b n .   C m   n . 	   Y u a n . U n t u k   k e p e n t i n g a n   s a l u r a n   b a y a r a n ,   l a n g g a n a n   a n d a   a k a n   d i s a h k a n   d a l a m   t e m p o h   2 4   j a m .   J i k a   a n d a   p e r l u   m e m e r i k s a   s t a t u s   l a n g g a n a n   a n d a ,   s i l a   k l i k   p a d a   V I P   S a y a .   J i k a   a n d a   m e m p u n y a i   s e b a r a n g   s o a l a n ,   s i l a   h u b u n g i   p u s a t   p e r k h i d m a t a n   p e l a n g g a n   k a m i .   S i l a   s i m p a n   n o m b o r   I D   3 G   a n d a   d e n g a n   b a i k .   T e r i m a   k a s i h . 	 Y u a n .   -	A		$	>	(	  	H	(	2	  	@	  	>	$	?	0	,   	*		G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	@	  *	A	7	M		?	  2 4   			G	  	G	  -	@	$	0	  	0	  &	@	  	>			@	d	  /	&	?	  	*	  	*	(	G	  8	,	M	
 8		M	0	?	*	M	
 6	(	  	@	  8	M	%	?	$	?	  	@	  	>			  	0	(	>	  	>	9	G		,   $	K	  	C	*	/	>	  .	G	0	>	  5	@			*	@	  *	0	  	M	2	?		  	0	G		d	  /	&	?	  	*		G	  	K		  *	M	0	6	M	
 (	  9	K		  $	K	,   	*	  	M	0	>	9		  &	G		-	>	2	  	G		&	M	0	  8	G	  8		*	0	M		  	0	  8		$	G	  9	H		d	  	C	*	/	>	  	*	(	>	  3 G   		!	@	  (		,	0	  /	>	&	  0		G		d	  '	(	M	
 /	5	>	&	d		 /	A		(	.   	*		@	  8	&	8	M	/	$	>	  	G	  2	?		  '	(	M	/	5	>	&	!   -	A		$	>	(	  	H	(	2	  	G	  2	?		,   	*		@	  8	&	8	M	/	$	>	  	@	  *	A	7	M		?	  2 4   			K		  .	G		  	@	  	>			@	.   /	&	?	  	*	  	*	(	@	  8	&	8	M	/	$	>	  	@	  8	M	%	?	$	?	  	@	  	>			  	0	(	>	  	>	9	$	G	  9	H		,   $	K	  .	G	0	>	  V I P   *	0	  	M	2	?		  	0	G		.   /	&	?	  	*	  	A		  *	B		(	>	  	>	9	$	G	  9	H		,   $	K	  	*	  9	.	>	0	G	  	M	0	>	9		  &	G		0	G		  	G		&	M	0	  8	G	  8		*	0	M		  	0	  8		$	G	  9	H		.   	C	*	/	>	  	*	(	>	  3 G   I D   (		,	0	  /	>	&	  0		G		.   '	(	M	/	5	>	&	. 	 	 	   J  a n .   A   b i z t o n s  g o s   f i z e t  s    r d e k  b e n   2 4    r  n   b e l  l   m e g t  r t  n i k   a z   e l Qf i z e t  s  n e k   v i s s z a i g a z o l  s a .   H a   e l l e n Qr i z n i   k  v  n j a   e l Qf i z e t  s e    l l a p o t  t ,   k a t t i n t s o n   a   S a j  t   V I P   e l e m r e .   H a   b  r m i l y e n   k  r d  s e   l e n n e ,   v e g y e   f e l   a   k a p c s o l a t o t   a z    g y f  l s z o l g  l a t t a l .   L e g y e n   k  z n  l   a   3 G   a z o n o s  t    s z  m a .   K  s z  n j  k ! 	 	 	 	 Y a n .   O m   h e t   b e t a l i n g s k a n a a l   v a s t   t e   s t e l l e n ,   w o r d t   u w   a a n m e l d i n g   b i n n e n   2 4   u u r   b e v e s t i g d .   M o e t   u   d e   t o e s t a n d   v a n   u w   a a n m e l d i n g   c o n t r o l e r e n ,   k l i k   d a n   o p   M y   V I P .   H e b t   u   n o g   v r a g e n ,   d a n   k u n t   u   c o n t a c t   o p   n e m e n   m e t   d e   k l a n t e n s e r v i c e .   H o u d   d a a r b i j   u w   3 G   I d - n u m m e r   b i j   d e   h a n d .   D a n k   u . 	 Y u a n .   V o o r   h e t   b e t a l i n g s k a n a a l   w o r d t   d e   a a n m e l d i n g   b i n n e n   2 4   u u r   b e v e s t i g d .   W i l   j e   d e   t o e s t a n d   v a n   d e   a a n m e l d i n g   c o n t r o l e r e n ,   k l i k   d a n   o p   M i j n   V I P .   H e b   j e   v r a g e n ,   n e e m   d a n   c o n t a c t   o p   m e t   d e   k l a n t e n s e r v i c e .   H o u d   h e t   3 G - I D - n u m m e r   b i j   d e   h a n d .   D a n k   j e . 	 	 Y u a n .   P e n t r u   c a n a l u l   d e   p l a t ,   a b o n a r e a   t r e b u i e   c o n f i r m a t    n   2 4   d e   o r e .   D a c   t r e b u i e   s   v e r i f i c a ci   s t a r e a   a b o n r i i   d v s . ,   f a c e ci   c l i c   p e   V I P - u l   m e u .   D a c   a v e ci    n t r e b r i ,   p u t e ci   c o n t a c t a   s e r v i c i u l   n o s t r u   d e   r e l a ci i   c u   c l i e n ci i .   R e ci n e ci   n u m r u l   d v s .   3 G   I D .   V   m u l cu m i m . 	   Y u a n .   P e n t r u   a   a v e a   s i g u r a n ca   m i j l o c u l u i   d e   p l a t   a b o n a m e n t u l   v a   f i   c o n f i r m a t    n   m a x i m   2 4   d e   o r e .    n   c a z u l    n   c a r e   e s t e   n e c e s a r   s   v e r i f i c a ci   s t a r e a   a b o n a m e n t u l u i ,   f a c e ci   c l i c   p e   V e r s i u n e a   m e a   V I P .   D a c   a v e ci    n t r e b r i   p u t e ci   c o n t a c t a   c e n t r u l   d e   a s i s t e n c  p e n t r u   c l i e n ci .   N u   u i t a ci   n u m r u l   d e   i d e n t i f i c a r e   3 G .   V   m u l cu m i m . 	 	 .         2 4   ,           .             ,       - V I P   .         ,               .               -  3 G   .     . 	 .         2 4   ,           .             ,       - V I P   .         ,               .               -  3 G   .     . 	 	   H'F. '4*1'  4E'  (.'71  ~1/'.*  '2  71B  'F'D  E1(H7G  7  2 4   3'9*  *#/  .H'G/1//.   .H'G4EF/  '3*  '1  E.H'G/  H69*  "(HFE'F  .H/  1'  (113  F/  (1  1H  2FG  F3.G  '.*5'5  EF  D  F/.    F'FG  G1HFG  ~134  /'4*/  E*H'F/  ('  (.4  ./E'*  E4*1'F  *E'3  (1/.   .H'G4EF/  '3*  9//  4F'3G  3 G   .H/  1'  (.'71  (3~'1/.   ('  3~'3. 	   H'F. '4*1'  4E'  (.'71  ~1/'.*  '2  71B  'F'D  E1(H7G  7  2 4   3'9*  *#/  .H'G/1//.   .H'G4EF/  '3*  '1  E.H'G/  H69*  "(HFE'F  .H/  1'  (113  F/  (1  1H  2FG  F3.G  '.*5'5  EF  D  F/.   F'FG  G1HFG  ~134  /'4*G  ('4/  E*H'F/  ('  (.4  ./E'*  E4*1'F  *E'3  (1/.   .H'G4EF/  '3*  9//  4F'3G  3 G   .H/  1'  (.'71  (3~'1/.   ('  3~'3. 	 	 					d	  						  				  				  							!   					  					  						  									  					,   					  						  				  						  		  						  					  							  			d	  					  						  				  						  					  				  				  							  			  				  								  					  				d	  					  			  			  						  				  					  				  						  						  								    									  				  							  				  					d	  							  			  					  							  							  			  					d	  							d	  	 					d	  					  						  									  								,   					  									  					  		  						  					  							  			  			d	  				  			  					  											  						  					  			,   					  				  								  					  				d	  					  				  						  					  				  						  								  					  									  				  							  				  					d	  							  				  					  			  				  			  					d	  							d		 	 	 	 	 	 	 	   Y u a n .   T e r   w i l l e   v a n   d i e   b e t a l i n g s k a n a a l ,   s a l   j o u   i n t e k e n i n g   b i n n e   2 4   u u r   b e v e s t i g   w o r d .   I n d i e n   j y   d i e   s t a t u s   v a n   j o u   i n t e k e n i n g   m o e t   n a g a a n ,   k l i e k   a s s e b l i e f   o p   M y   B B P .   I n d i e n   j y   e n i g e   v r a e   h e t ,   k a n   j y   o n s   k l i  n t e d i e n s s e n t r u m   k o n t a k .   H o u   a s s e b l i e f   j o u   3 G   I D - n o m m e r   g e r e e d .   D a n k i e . 	   Y u a n . J o u   i n t e k e n i n g   s a l   v i r   d i e   b e t a a l k a n a a l   s e   o n t h a l w e   b i n n e   2 4   u u r   b e v e s t i g   w o r d .   I n d i e n   j y   d i e   s t a t u s   v a n   j o u   i n t e k e n i n g   m o e t   n a g a a n ,   k l i e k   a s s e b l i e f   o p   M y   B B P .   I n d i e n   j y   e n i g e   n a v r a e   h e t ,   k a n   j y   o n s   k l i  n t e s o r g s e n t r u m   s k a k e l .   H o u   a s b .   j o u   3 G - I D - n o m m e r   b y d e r h a n d .   D a n k i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Y u a n .   E m   p r o l   d o   c a n a l   d e   p a g a m e n t o ,   s u a   a s s i n a t u r a   s e r    c o n f i r m a d a   d e n t r o   d e   2 4   h o r a s .     S e   p r e c i s a r   v e r i f i c a r   o   s t a t u s   d e   s u a   a s s i n a t u r a ,   c l i q u e   e m   M e u   V I P .   S e   t i v e r   p e r g u n t a s ,   v o c    p o d e   c o n t a t a r   n o s s o   c e n t r o   d e   a t e n d i m e n t o   a o   c l i e n t e .   T e n h a   e m   m  o s   s e u   n  m e r o   d e   I D   3 G .   O b r i g a d o . 
 
 S T R _ I D _ G G L I V E _ H A O T O P L A Y W E L L _ P A R T I C U L A R 	 U n d e f i n e d 	 1 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     T h e   s m o o t h   o f   p r o g r a m   i s   r e l a t e d   t o   t h e   m o b i l e   n e t w o r k . B e s i d e s   t h a t , i t   i s   a d v i s e d   t o   p l a y   w h e n   t h e   c a s h e   r e a c h e s   2 0 % . 	     wvvAmEu^dߍ`@b(W0WvyRQ~vsQY؏SNǏ(W/TRwT^Q0R2 0 % N
NQ _Yd>eNOKb:gQ:SvpencYw_NfRAmEu0	     wvvAmEu^dߍ`@b(W0WvyRQ~vsQY؏SNǏ(W/TRwT^Q0R2 0 % N
NQ _Yd>eNOKb:gQ:SvpencYw_NfRAmEu0    L a   f l u i d e z   d e l   p r o g r a m a   e s t    r e l a c i o n a d a   c o n   l a   r e d   m  v i l .   A d e m  s ,   s e   a c o n s e j a   i n i c i a r   l a   r e p r o d u c c i  n   u n a   v e z   q u e   l a   m e m o r i a   c a c h    a l c a n c e   e l   2 0   % . 	 L  e x  c u t i o n   l i s s e   d u   p r o g r a m m e   d  p e n d   d u   r  s e a u   m o b i l e .   E n   o u t r e ,   i l   e s t   c o n s e i l l    d e   j o u e r   l o r s q u e   l a   m  m o i r e   c a c h e   a t t e i n t   l e s   2 0 % . 	     D e r   r e i b u n g s l o s e   P r o g r a m m a b l a u f   h  n g t   v o m   m o b i l e n   N e t z w e r k   a b .   Z u d e m   i s t   e i n e   W i e d e r g a b e   d a n n   r a t s a m ,   w e n n   C a c h e   2 0 %   e r r e i c h t . 	     0G5AB2>  2>A?@>872545=8O  7028A8B  >B  A5B8  <>18;L=>9  A2O78. @><5  B>3>,   @5:><5=4C5BAO  ?@>A<0B@820BL  ?@8  C@>2=5  :MH8@>20=8O  2 0 % . 	 L a   q u a l i t    d e l   p r o g r a m m a   d i p e n d e   d a l l a   r e t e   m o b i l e .   I n o l t r e   s i   c o n s i g l i a   d i   a v v i a r e   l a   r i p r o d u z i o n e   q u a n d o   l a   c a c h e   r a g g i u n g e   i l   2 0 % . 	 	 A   f l u i d e z   d o   p r o g r a m a   d e p e n d e   d a   r e d e   m  v e l .   A l  m   d i s s o ,   a c o n s e l h a m o s   a   r e p r o d u   o   q u a n d o   a   c a c h e   a t i n g i r   2 0 % . 	   P r o g r a m 1n   d  z g  n   o l m a s 1  m o b i l   a   i l e   b a l a n t 1l 1d 1r .   B u n u n   y a n 1s 1r a ,    n b e l l e k   % 2 0 ' y e   u l a _t 11n d a   o y n a t 1l m a s 1  t a v s i y e   e d i l i r . 	     H o t   n g   s u  n   s   c a   c h n g   t r  n h   c    l i  n   q u a n   n   m n g   d i   n g .   N g o  i   r a ,   b n   n  n   p h  t   k h i   t i n   m t   t   n   2 0 % . 	 H o t   n g   s u  n   s   c a   c h n g   t r  n h   c    l i  n   q u a n   n   m n g   d i   n g .   N g o  i   r a ,   b n   n  n   p h  t   k h i   t i n   m t   t   n   2 0 % . 	   K e l a n c a r a n   r a n c a n g a n   b e r k a i t a n   d e n g a n   r a n g k a i a n   p e m b a w a   m u d a h   a l i h .   S e l a i n   i t u ,   i a   d i n a s i h a t k a n   u n t u k   m e m a i n   b i l a   p e n i m b a l   b e r a d a   p a d a   t a h a p   2 0 % . 	 *	M	0	K		M	0	>	.	  	@	  8	A		.	$	>	  .	K	,	>		2	  (	G		5	0	M		  8	G	  	A	!	<	@	  9	A		  9	H	d	  	8		G	  	2	>	5	>	,   /	9	  8	A		>	5	  &	?	/	>	  	>	$	>	  9	H	  	?	  	H	6	  	G	  2 0   *	M	0	$	?	6	$	  9	K	  	>	(	G	  	G	  ,	>	&	  	2	>			d		 *	M	0	K		M	0	>	.	  	>	  8	A		>	0	B	*	(	  .	K	,	>		2	  (	G		5	0	M		  8	G	  8		,		'	?	$	  9	H	.   	8		G	  	2	>	5	>	,   $	,	  	G	2	G		  	,	  	H	6	G	  2 0 %   *	0	  *	9	A			  	>		. 	 	 	     A   m qs o r   s i m a   f u t  s a   a   m o b i l t e l e f o n   h  l  z a t t  l   f  g g .   E z e n   k  v  l   a k k o r   t a n  c s o s   a   l e j  t s z  s t   i n d  t a n i ,   h a   a   g y o r s  t  t  r   f e l t  l t  s e   e l  r i   a   2 0 % - o t . 	 	 	 	 D e   g l a d h e i d   v a n   h e t   p r o g r a m m a   h o u d t   v e r b a n d   m e t   h e t   m o b i e l e   n e t w e r k .   H e t   i s   a a n   t e   b e v e l e n   t e   s p e l e n   a l s   d e   c a c h e   2 0 %   b e r e i k t . 	 D e   s o e p e l e   l o o p   v a n   h e t   p r o g r a m m a   h o u d t   v e r b a n d   m e t   h e t   m o b i e l e   n e t w e r k .   V e r d e r   i s   h e t   a a n b e v o l e n   t e   s p e l e n   a l s   d e   k a s   o p   2 0 %   s t a a t . 	 	     C u r s i v i t a t e a   d e r u l r i i   p r o g r a m u l u i   d e p i n d e   d e   r e ce a u a   m o b i l .    n   p l u s ,   s e   r e c o m a n d   s   r e d a ci   a t u n c i   c  n d     c a c h e   a t i n g e   2 0 % . 	 V i t e z a   p r o g r a m u l u i   d e p i n d e   d e   r e ce a u a   m o b i l .   M a i   m u l t ,   s e   r e c o m a n d   r e d a r e a   a t u n c i   c  n d   m e m o r i a   c a c h e   a j u n g e   l a   2 0 % . 	 	                 .     ,               -  2 0 % . 	                 .     ,               -  2 0 % . 	 	 'F  (1F'EG  /1  '1*('7  ('  4(G  EH('D  E('4/.   /16EF  *H5G  E1//  GF'E  G  -'A8G  FG'F  (G  2 0 %   13/  'B/'E  (G  ~.4  1//. 	     'F  (1F'EG  /1  '1*('7  ('  4(G  EH('D  E('4/.   /16EF  *H5G  E1//  GF'E  G  -'A8G  FG'F  (G  2 0 %   13/  'B/'E  (G  ~.4  1//. 	 	 														  									  						  											  				  									d	  						  			  							  					  		  				  					  			  			  							  				  							  				  					d	  	 												  									  			  						  											  				  									d	  							  			  					  		% - 	  							    			  							  				  							  				  					d		 	 	 	 	 	 	 	 D i e   v l o t h e i d   v a n   d i e   p r o g r a m   i s   v e r w a n t   a a n   d i e   s e l f o o n n e t w e r k .   B e h a l w e   d a a r v o o r ,   w o r d   d a a r   a a n b e v e e l   o m   e e r s   t e   s p e e l   a s   d i e   c a c h e   2 0 %   b e r e i k   h e t . 	 D i e   g l a d h e i d   v a n   d i e   p r o g r a m   h a n g   v a n   d i e   s e l f o o n n e t w e r k   a f . D e s n i e t e e n s t a a n d e   w o r d   d i t   a a n b e v e e l   o m   t e   s p e e l   w a n n e e r   d i e   c a c h e   2 0 %   b e r e i k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   r e a l i z a   o   d o   p r o g r a m a   e s t    r e l a c i o n a d a      r e d e   m  v e l .   A l  m   d i s s o ,   a c o n s e l h a - s e   r e p r o d u z i r   q u a n d o   o   c a c h e   c h e g a   a   2 0 % . 
 
 S T R _ I D _ G G L I V E _ G U I D E _ P A R T I C U L A R 	 U n d e f i n e d 	 3 7 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     T h e r e   a r e   s o m e   b u t t o n s   o n   t h e   p l a y   i n t e r f a c e .   p u s h   t h e   p l a y   b u t t o n   ,   i t   w i l l   p l a y   t h e   p r o g r a m   a n d   t h e n   t h i s   b u t t o n   w i l l   b e c o m e   p a u s e   b u t t o n .   T h e   s t o p   b u t t o n   c a n   s t o p   y o u   s e e ,   t h o u g h    < <    a n d    > >    , y o u   c a n   s e l e c t   t h e   p l a y   t i m e ,   a n d   t h e    +    a n d    -    i s   f o r   v o l u m e . 	     (W/TRNQ[d>eTOԏVG G L I V E d>e;NLub0(WLub
N	gQ*Nd\O	c1 0  d>e	cpQ-Nd>e	cO _Yd>eq_ƉQ[dke	cOl:N[ f\P] 	c02 0  \Pbk	cd>eǏz-NpQ	cO\Pbkd>ev^\Pbkc6evOo`03 0  ϑǏLub
Nv +  ST -  SSNd>eevϑ'Y\04 0  _ۏ/ _ ǏLub
Nv > >  ST < <  SۏLd>eeMOn	b0	     (W/TRNQ[d>eTOԏVG G L I V E d>e;NLub0(WLub
N	gQ*Nd\O	c1 0  d>e	cpQ-Nd>e	cO _Yd>eq_ƉQ[dke	cOl:N[ f\P] 	c02 0  \Pbk	cd>eǏz-NpQ	cO\Pbkd>ev^\Pbkc6evOo`03 0  ϑǏLub
Nv +  ST -  SSNd>eevϑ'Y\04 0  _ۏ/ _ ǏLub
Nv > >  ST < <  SۏLd>eeMOn	b0    E x i s t e n   v a r i o s   b o t o n e s   e n   l a   i n t e r f a z   d e   r e p r o d u c c i  n .   P u l s e   e l   b o t  n   R e p r o d u c i r   p a r a   r e p r o d u c i r   e l   p r o g r a m a ;   p u l s e   d e   n u e v o   e s t e   b o t  n   p a r a   h a c e r   u n a   p a u s a .   E l   b o t  n   D e t e n e r   p e r m i t e   d e t e n e r   l a   r e p r o d u c c i  n ,   l o s   b o t o n e s    < <    y    > >    p e r m i t e n   s e l e c c i o n a r   e l   p u n t o   d e   r e p r o d u c c i  n   y   l o s   b o t o n e s    +    y    -    p e r m i t e 	 L  i n t e r f a c e   d e   j e u   p r  s e n t e   q u e l q u e s   b o u t o n s .   A p p u y e z   s u r   l e   b o u t o n   J o u e r ,   l e   p r o g r a m m e   e s t   l u .   C e   b o u t o n   d e v i e n t   e n s u i t e   l e   b o u t o n   d e   p a u s e .   L e   b o u t o n   s t o p   v o u s   p e r m e t   d  i n t e r r o m p r e   l e   j e u ,   l e s   b o u t o n s     < <     e t     > >     d e   s  l e c t i o n n e r   l a   d u r  e   d u   j e u ,   e t   l e s   b o u t o n s     +     e t    -     d e   r  g l e r   l e   v o l u m e . 	     A u f   d e r   W i e d e r g a b e o b e r f l  c h e   b e f i n d e n   s i c h   e i n i g e   S c h a l t f l  c h e n .   B e i m   A n k l i c k e n   v o n   W i e d e r g a b e   w i r d   d a s   P r o g r a m m   a b g e s p i e l t   u n d   d i e   S c h a l t f l  c h e   w i r d   z u   P a u s e .   M i t   S t o p p   h a l t e n   S i e   d i e   W i e d e r g a b e   a n ,   m i t    < <    u n d    > >    l e g e n   S i e   e i n e   W i e d e r g a b e z e i t   f e s t   u n d   m i t    +    u n d    -    s t e l l e n   S i e   d i e   L a u t s t  r k e   e i n . 	       8=B5@D59A5  ?@>A<>B@0  8<55BAO  =5A:>;L:>  :=>?>:.   06<8B5  :=>?:C  2>A?@>872545=8O     =0G=5BAO  ?@>A<>B@,   0  MB0  :=>?:0  AB0=5B  :=>?:>9  ?0C7K.   =>?:0   !B>?   ?@54=07=0G5=0  4;O  >AB0=>2:8  ?@>A<>B@0,   :=>?:8   < <    8   > >    4;O  ?5@5<>B:8,   :=>?:8   +    8   -    4;O  @53C;8@>2:8  A:>@>AB8. 	     S u l l ' i n t e r f a c c i a   d i   r i p r o d u z i o n e   c i   s o n o   a l c u n i   p u l s a n t i .   P r e m e n d o   P l a y ,   v e r r    a v v i a t a   l a   r i p r o d u z i o n e   d e l   p r o g r a m m a ,   q u i n d i   t a l e   p u l s a n t e   d i v e r r    i l   p u l s a n t e   p a u s a .   I l   p u l s a n t e   s t o p   s e r v e   a d   a r r e s t a r e ,   c o n    < <    e    > >       p o s s i b i l e   s e l e z i o n a r e   i l   t e m p o   d i   r i p r o d u z i o n e   e    +    e    -    s e r v o n o   a   r e g o l a r e   i l   v o l u m e . 	 	 E x i s t e m   a l g u n s   b o t  e s   n a   i n t e r f a c e   d e   r e p r o d u   o .   P r i m a   o   b o t  o   d e   r e p r o d u   o   p a r a   r e p r o d u z i r   o   p r o g r a m a   e   o   b o t  o   m u d a r    p a r a   b o t  o   d e   p a u s a .   O   b o t  o   p a r a   p a r a r   s e r v e   p a r a   i n t e r r o m p e r   a   r e p r o d u   o ,   c o m   " < < "   e   " > > " ,   p o d e   s e l e c c i o n a r   o   t e m p o   d e   r e p r o d u   o   e   c o m   " + "   e   " - "   p o d e   a j u s t a r   o   v o l u m e . 	   O y n a t m a   a r a y  z  n d e   b a z 1  t u _l a r   b u l u n m a k t a d 1r .   O y n a t   t u _u n a   b a s t 11n 1z d a ,   p r o g r a m 1  o y n a t 1r   v e   b u   t u _  d u r a k l a t   t u _u   h a l i n i   a l 1r .   D u r d u r   t u _u   d u r d u r a b i l i r ,    < <    v e    > >    i l e   o y n a t m a   z a m a n 1n 1  s e  e b i l i r ,   " + "   v e   " - "   i l e   s e s i   a y a r l a y a b i l i r s i n i z . 	     C    m t   s   n  t   t r  n   g i a o   d i n   p h  t .   N h n   n  t   p h  t ,   g i a o   d i n   s   p h  t   c h n g   t r  n h   v    s a u      n  t   n  y   s   t r   t h  n h   n  t   t m   d n g .   N  t   d n g   c    t h   d n g   t i n   t r  n h   x e m   c a   b n ,   q u a   d u    < <    v     > >  ,   b n   c    t h   c h n   g i   p h  t   v    d u    +    v     -    d  n g     c h n h    m   l n g . 	 C    m t   s   n  t   t r  n   g i a o   d i n   p h  t .   N h n   n  t   p h  t ,   g i a o   d i n   s   p h  t   c h n g   t r  n h   v    s a u      n  t   n  y   s   t r   t h  n h   n  t   t m   d n g .   N  t   d n g   c    t h   d n g   t i n   t r  n h   x e m   c a   b n ,   q u a   d u    < <    v     > >  ,   b n   c    t h   c h n   g i   p h  t   v    d u    +    v     -    d  n g     c h n h    m   l n g . 	   T e r d a p a t   b e b e r a p a   b u t a n g   d i   a t a s   a n t a r a   m u k a   m a i n a n .   t e k a n   b u t a n g   m a i n   ,   i a   a k a n   m e m a i n k a n   r a n c a n g a n   d a n   k e m u d i a n   b u t a n g   i n i   a k a n   m e n j a d i   b u t a n g   j e d a .   B u t a n g   h e n t i   b o l e h   m e n g h e n t i k a n   a p a   y a n g   a n d a   t o n t o n ,   m e l a l u i   " < < "   d a n   " > > " ,   a n d a   b o l e h   m e m i l i h   m a s a   m a i n a n ,   d a n   " + "   d a n   " - "   a d a l a h   u n t u k   k e k u a t a n   s u a r a . 	 *	M	
 2	G	  			0	+	G	8	  *	0	  	A		  ,		(	  9	H		d	  *	M	
 2	G	  ,		(	  	K	  &	,	>			,   /	9	  *	M	0	K		M	0	>	.	  	K	  	2	>			>	  	0	  		8		G	  ,	>	&	  /	9	  ,		(	  *	I		  ,		(	  .	G		  $	,	M	
 &	@	2	  9	K	  	>			>	d	  8	M	
 	I	*	  ,		(	  8	G	  	*		K	  &	?		(	>	  ,		&	  9	K	  	>			>	,   ' ' < < ' '   	0	  ' ' > > ' '   &	M	5	>	0	>	  	*	  *	M	
 2	G	  8	.	/	  	A	(	  8		$	G	  9	H		,   	0	  ' ' + ' '   	0	  ' ' - ' '   5	I	2	M	
 /	B	.	  	G	  2	?		  9	H	d		 *	M	2	G	  			0	+	G	8	  *	0	  	A		  ,		(	  9	H		.   *	M	2	G	  ,		(	  '		G	2	G		,   /	9	  *	M	0	K		M	0	>	.	  	K	  *	M	2	G	  	0	G		>	  	0	  		8		G	  ,	>	&	  /	9	  ,		(	  0	K		G		  ,		(	  ,	(	  	>			>	.   0	K		G		  ,		(	  	*		K	  &	G		(	G	  8	G	  0	K		  8		$	>	  9	H	,   9	>	2	>			?	   < <    	0	   > >  ,   	*	  *	M	2	G	  8	.	/	  	A	(	  8		$	G	  9	H		,   	0	   +    $	%	>	   -    5	I	2	M	/	B	.	  	G	  2	?		  9	H		. 	 	 	     A   l e j  t s z    f e l  l e t e n   t  b b   g o m b   t a l  l h a t  .   A   l e j  t s z  s   g o m b   m e g n y o m  s  r a   e l i n d u l   a   m qs o r   l e j  t s z  s a ,    s   a   g o m b   s z  n e t   g o m b r a   v  l t o z i k .   A   l e  l l  t  s   g o m b b a l   m e g  l l  t h a t j a   a   l  t o t t   m qs o r t ,   m  g   a    < <     s    > >    g o m b o k   s e g  t s  g  v e l   l  p t e t h e t i   a   l e j  t s z  s t ,   i l l e t v e   a    +     s    -    g o m b b a l   b e  l l  t h a t j a   a   h a n g e r Qt . 	 	 	 	 E r   z i j n   e e n   p a a r   k n o p p e n   o p   d e   a f s p e e l i n t e r f a c e .   D r u k   o p   d e   a f s p e e l k n o p .   H e t   p r o g r a m m a   w o r d t   a f g e s p e e l d   e n   d e z e   k o p   w o r d t   d e   p a u z e k n o p .   M e t   d e   s t o p k n o p   k u n t   u   s t o p p e n .   M e t   " < < "   e n   " > > "   K i e s t   u   d e   s p e e l t i j d ,   M e t   " + "   e n   " - "   K i e s t   u   d e   g e l u i d s s t e r k t e . 	 E r   z i j n   e e n   p a a r   k n o p p e n   o p   d e   a f s p e e l i n t e r f a c e .   D r u k   o p   d e   a f s p e e l k n o p .   H e t   p r o g r a m m a   g a a t   d a n   s p e l e n   e n   d e z e   k n o p   w o r d t   d e   p a u z e k n o p .   M e t   d e   s t o p k n o p   k u n   j e   s t o p p e n   e n   m e t   " < < "   e n   " > > "   k u n   j e   d e   s p e e l t i j d   k i e z e n .   D e   k n o p p e n   " + "   e n   " - "   d i e n e n   v o o r   d e   g e l u i d s s t e r k t e . 	 	 E x i s t   n i _t e   b u t o a n e   p e   i n t e r f a ca   d e   r e d a r e .   A p s a ci   p e   b u t o n u l   d e   r e d a r e ;   a c e s t a   v a   e x e c u t a   p r o g r a m u l   _i   u l t e r i o r   a c e s t   b u t o n   v a   d e v e n i   b u t o n   d e   r e d a r e .   B u t o n u l   d e   r e d a r e   p o a t e   o p r i   v i z u a l i z a r e a ,   d e _i    < <    _i    > >    ,   p u t e ci   s e l e c t a   t i m p u l   d e   r e d a r e ,   i a r    +    _i    -    s u n t   p e n t r u   v o l u m . 	 P e   i n t e r f a ca   d e   r e d a r e   e x i s t   m a i   m u l t e   b u t o a n e ,   a p s a ci   p e   b u t o n u l   d e   r e d a r e ,   p r o g r a m u l   v a   f i   r e d a t   _i   a p o i   a c e s t   b u t o n   v a   d e v e n i   b u t o n u l   d e   p a u z .   B u t o n u l   d e   o p r i r e   o p r e _t e   v i z u a l i z a r e a ,   o r a   r e d r i i   s e   r e g l e a z   c u    < <      _i    > >  ,   i a r   v o l u m u l   c u    +    _i    -  . 	 	           .                 .           .                   .     " < < "   - " > > "           .     " + "   - " - "           . 	           .                 .           .                   .     " < < "   - " > > "           .     " + "   - " - "           . 	 	     *9/'/  /EG  (1  1H  1'(7  '1(1  ~.4  H,H/  /'1F/.   ('  A41/F  /EG  ~.4  (1F'EG  ~.4  E4H/  G  /1  'F-'D*  GEF  /EG  (G  /EG  /1F  *(/D  E4H/.   ('  /EG  '3*  E*H'F/  ~.4  1'  E*HBA  FEH/  '2  71B  " < < "   H  " > > "   E*H'F/  2E'F  ~.4  1'  'F*.'(  1/G  H  " + "   H  " - "   (DF/  5/'  1'  *F8E  EFF/. 	     *9/'/  /EG  (1  1H  1'(7  '1(1  ~.4  H,H/  /'1F/.   ('  A41/F  /EG  ~.4  (1F'EG  ~.4  E4H/  G  /1  'F-'D*  GEF  /EG  (G  /EG  /1F  *(/D  E4H/.   ('  /EG  '3*  E*H'F  ~.4  1'  E*HBA  FEH/  '2  71B  " < < "   H  " > > "   E*H'F/  2E'F  ~.4  1'  'F*.'(  1/G  H  " + "   H  " - "   F2  (DF/  5/'  1'  *F8E  EFF/. 	 	 				  										  				  				  			d	  				  						  					,   					  											  				  			  			  			  		  						  						  					  					  			d	  				  					  							  		  				  						  					  				  			  				  				   < <    			   > >    				  				  					  				  					,     			  					  						  	  						  				   +    			   -  	 					  					  				  				  					d	  				  					  			  				  											  				  				  				  			  				  						  								  				  						  			  				d	  				  						  							  						  				  			   < <    	   > >  - 		  							  				  							  			  								  				  						d	   +    			   -    				  							  					  							  				d		 	 	 	 	 	 	 	 S o m m i g e   k n o p p i e s   i s   o p   d i e   s p e l k o p p e l v l a k .   D r u k   d i e   s p e e l k n o p p i e ,   d i t   s a l   d i e   p r o g r a m   s p e e l   e n   d a n   s a l   d i e s e l f d e   k n o p p i e   d i e   o n d e r b r e e k k n o p p i e   w o r d .   D i e   s t o p k n o p p i e   k a n   d i e   p r o g r a m   s t o p ,   e n   m e t   " < < "   e n   " > > "   k a n   j y   d i e   s p e e l t y d   k i e s .   D i e   " + "   e n   " - "   i s   v i r   v o l u m e . 	 D a a r   i s   e n k e l e   k n o p p i e s   o p   d i e   s p e e l s k e r m .   D r u k   d i e   s p e e l k n o p p i e ;   d i t   s a l   d i e   p r o g r a m   l a a t   s p e e l .   H i e r d i e   k n o p p i e   w o r d   d a n   d i e   o n d e r b r e e k k n o p p i e .   D i e   s t o p k n o p p i e   s t o p   d i e   b e e l d .   M e t    < <    e n    > >    k a n   j y   d i e   s p e e l t y d   k i e s ,   e n   d i e    +    e n    -    b e h e e r   d i e   v o l u m e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H    a l g u n s   b o t  e s   n a   i n t e r f a c e   d e   r e p r o d u   o ,   p r e s s i o n e   o   b o t  o   d e   r e p r o d u   o ,   e   o   p r o g r a m a   s e r    r e p r o d u z i d o .   E m   s e g u i d a ,   e s t e   b o t  o   s e   t o r n a r    o   b o t  o   d e   p a u s a .   O   b o t  o   d e   p a u s a   p o d e   p a r a r   o   q u e   v  ;   a t r a v  s   d e    < <    e    > >  ,   v o c    p o d e   s e l e c i o n a r   o   t e m p o   d e   r e p r o d u   o ,   e    +    e    -    s  o   p a r a   v o l u m e . " 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R G 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     T h e r e   a r e   c u r r e n t l y   p r o g r a m s   f r o m   3 4   T V   s t a t i o n s   a n d   d a i l y   r e n e w e d   m o v i e s ,   T V   d r a m a s ,   a n i m a t i o n s   a n d   f u n n y   v i d e o s   e t c . 	     vMR	gя3 4 *N5uƉSk)Y
Nefev5uq_05uƉgR0R+o0ed{I{ƉwGrǏG G L I V E `Yv geq_ƉnoAm0	     vMR	gя3 4 *N5uƉSk)Y
Nefev5uq_05uƉgR0R+o0ed{I{ƉwGrǏG G L I V E `Yv geq_ƉnoAm0    A c t u a l m e n t e   e x i s t e n   p r o g r a m a s   e m i t i d o s   p o r   3 4   e m i s o r a s   d e   T V   y   p e l  c u l a s ,   s e r i e s   d e   T V ,   a n i m a c i o n e s   y   v  d e o s   d i v e r t i d o s   q u e   s e   a c t u a l i z a n   a   d i a r i o . 	 L e s   p r o g r a m m e s   d i s p o n i b l e s   c o n c e r n e n t   3 4   s t a t i o n s   t  l  v i s  e s   e t   d e s   f i l m s   r e n o u v e l  s   q u o t i d i e n n e m e n t ,   d e s   d r a m e s ,   d e s   a n i m a t i o n s   e t   d e s   v i d  o s   a m u s a n t e s ,   e t c . 	     D e r z e i t   g i b t   e s   P r o g r a m m e   v o n   3 4   T V - S e n d e r n   s o w i e   t  g l i c h   n e u e   F i l m e ,   F e r n s e h f i l m e ,   A n i m a t i o n e n   u n d   l u s t i g e   V i d e o s   e t c . 	     @54AB02;5=K  ?@>3@0<<K  3 4   "- :0=0;>2  8  5654=52=>  >1=>2;O5<K9  A?8A>:  D8;L<>2,   "- A5@80;>2,   <C;LBD8;L<>2  8  @072;5:0B5;L=KE  ?@>3@0<<. 	     A t t u a l m e n t e   c i   s o n o   p r o g r a m m i   d i   3 4   s t a z i o n i   T V   e   o g n i   g i o r n o   f i l m   r i n o m a t i ,   s c e n e g g i a t i   T V ,   c a r t o n i ,   v i d e o   d i v e r t e n t i ,   e c c . 	 	 A c t u a l m e n t e ,   e s t  o   d i s p o n  v e i s   p r o g r a m a s   d e   3 4   c a n a i s   d e   T V   e   f i l m e s   r e n o v a d o s   d i a r i a m e n t e ,   s  r i e s   d e   T V ,   a n i m a   o   e   v  d e o s   d i v e r t i d o s ,   e t c . 	   ^u   a n d a   3 4   T V   i s t a s y o n u n d a   o y n a t 1l a n   p r o g r a m l a r 1n   y a n 1  s 1r a ,   g  n l  k   o l a r a k   y e n i l e n e n   f i l m l e r ,   T V   d i z i l e r i ,   a n i m a s y o n l a r   v e   k o m i k   v i d e o l a r   v s .   b u l u n m a k t a d 1r . 	     H i n   c    c  c   c h n g   t r  n h   t   3 4   k  n h   T V   v    p h i m   m i   m i   n g  y ,   k c h   t r u y n   h  n h ,   h o t   h  n h   v    p h i m   h  i . . . 	 H i n   c    c  c   c h n g   t r  n h   t   3 4   k  n h   T V   v    p h i m   m i   m i   n g  y ,   k c h   t r u y n   h  n h ,   h o t   h  n h   v    p h i m   h  i . . . 	   T e r d a p a t   r a n c a n g a n   d a r i   3 4   s t e s y e n   T V   d a n   f i l e m ,   d r a m a   T V ,   a n i m a s i   d a n   v i d e o   l u c u ,   d l l .   y a n g   d i p e r b a h a r u i   s e t i a p   h a r i .   	 +	?	2	9	>	2	  3 4   	@	5	@	  8	M	
 	G	6	(	K		  	0	  0	K		  (		  .	B	5	@		,   	@	5	@	  !	M	0	>	.	>	,   	(	?	.	G	6	(	  	0	  .		G	&	>	0	  5	@	!	?	/	K	  	$	M	
 /	>	&	?	  	G	  	>	0	M	/		M	0	.	  9	H		d		 	8	  8	.	/	  3 4   T V   8	M		G	6	(	  	G	  	>	0	M	/		M	0	.	  	0	  &	H	(	?		  (	5	@		C	$	  .	B	5	@		<	,   T V   (	>			,   	(	@	.	G	6		8	  	0	  .		<	G	&	>	0	  5	@	!	?	/	K		<	  	&	?	  9	H		. 	 	 	     J e l e n l e g   3 4   T V - c s a t o r n a   m qs o r a ,   v a l a m i n t   n a p o n t a   f r i s s  t e t t   f i l m e k ,   T V   s o r o z a t o k ,   a n i m  c i  s   m qs o r o k ,   m  k  s   k l i p e k   s t b .   l  t h a t  k . 	 	 	 	 e r   z i j n   m o m e n t e e l   p r o g r a m m a ' s   v a n   3 4   t e l e v i s i e s t a t i o n s   e n   d a g e l i j k s   v e r n i e u w d e   f i l m s ,   t e l e v i s i e d r a m a ' s ,   a n i m a t i e s ,   l e u k e   v i d e o ' s   e n z . 	 E r   z i j n   m o m e n t e e l   p r o g r a m m a ' s   v a n   3 4   t e l e v i s i e s t a t i o n s   e n   d a g e l i j k s   v e r n i e u w d e   f i l m s ,   t e l e v i s i e d r a m a ' s ,   t e k e n f i l m s ,   l e u k e   v i d e o ' s   e n   m e e r . . 	 	 E x i s t    n   p r e z e n t   p r o g r a m e   d e   l a   3 4   d e   p o s t u r i   T V   _i   f i l m e   a c t u a l i z a t e   z i l n i c ,   s e r i a l e   T V ,   a n i m a ci i   _i   v i d e o c l i p u r i   a m u z a n t e   e t c . 	 E x i s t    n   m o d   c u r e n t   p r o g r a m e   p e n t r u   3 4   d e   s t a ci i   T V   _i   f i l m e ,   s p e c t a c o l e   d e   t e a t r u ,   d e s e n e   a n i m a t e   _i   v i d e o c l i p u r i   h a i o a s e   n o i   e t c .    n   f i e c a r e   z i . 	 	             -  3 4     ,           ,     ,   ,       . 	             -  3 4     ,           ,     ,   ,       . 	 	     GE  'FHF  (1F'EG  G'  '2  3 4   '3*'G  *DH2HF  (GE1'G  ADEG'  3FE'  FE'4  'FE4F  H  ADEG'  311E  FF/G  ,//  /1  /3*13  G3*F/. 	     GE  'FHF  (1F'EG  G'  '2  3 4   '3*'G  *DH2HF  (GE1'G  ADEG'  3FE'  FE'4  'FE4F  H  ADEG'  311E  FF/G  ,//  /1  /3*13  G3*F/. 	 	 								  				  				  							  				  								  									  				  			  								  				,   				  				,   										  	  						  					  							  						  			  					d	  	   								  		  		  								  							  				  									  						  					  			  								  									,   								  				,   							  	  				  				  					  					  			  					d	  	 	 	 	 	 	 	 	 D a a r   i s   t a n s   p r o g r a m m e   v i r   3 4   T V - s t a s i e s   e n   d a a g l i k s e ,   h e r h a a l d e   r o l p r e n t e ,   T V - d r a m a s ,   a n i m a s i e s   e n   s n a a k s e   v i d e o ' s ,   e n s . 	 D a a r   i s   t a n s   p r o g r a m m e   v a n   3 4   T V - s t a s i e s   e n   d a a g l i k s   n u w e   f l i e k s ,   T V - d r a m a s ,   a n i m a s i e s   e n   s n a a k s e   v i d e o ' s ,   e n s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H    a t u a l m e n t e   p r o g r a m a s   d e   3 4   e s t a   e s   d e   T V   e   f i l m e s ,   d r a m a s   d e   T V ,   a n i m a   e s   e   v  d e o s   e n g r a  a d o s   r e n o v a d o s   d i a r i a m e n t e ,   e t c . 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R F 	 U n d e f i n e d 	 1 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     S t e p   5 :   I t   i s   a d v i s e d   t o   p l a y   w h e n   t h e   c a s h e   r e a c h e s   2 0 %   f o r   t h e   b e s t   e x p e r i e n c e . 	     ,{Nek^Q0R2 0 % veP _Yd>e_ gsOSO0	     ,{Nek^Q0R2 0 % veP _Yd>e_ gsOSO0    P a s o   5 :   P a r a   m e j o r a r   l a   e x p e r i e n c i a ,   s e   a c o n s e j a   i n i c i a r   l a   r e p r o d u c c i  n   c u a n d o   l a   m e m o r i a   c a c h    a l c a n c e   e l   2 0   % . 	  t a p e   5  :   p o u r   u n e   e x p  r i e n c e   o p t i m a l e ,   i l   e s t   c o n s e i l l    d e   j o u e r   l o r s q u e   l a   m  m o i r e   c a c h e   a t t e i n t   l e s   2 0 % . 	     S c h r i t t   5 :   E i n e   o p t i m a l e   W i e d e r g a b e   i s t   d a n n   r a t s a m ,   w e n n   C a c h e   2 0 %   e r r e i c h t . 	     (03  5 .    5:><5=4C5BAO  ?@>A<0B@820BL  A>45@68<>5  ?@8  C@>2=5  :MH8@>20=8O  2 0 % . 	 F a s e   5 :   P e r   o t t e n e r e   l a   m i g l i o r e   r i p r o d u z i o n e ,   s i   c o n s i g l i a   d i   a v v i a r e   i l   v i d e o   q u a n d o   l a   c a c h e   r a g g i u n g e   i l   2 0 % . 	 	 P a s s o   5 :   P a r a   o b t e r   u m   m e l h o r   d e s e m p e n h o ,   a c o n s e l h a m o s   a   r e p r o d u   o   q u a n d o   a   c a c h e   a t i n g i r   2 0 % . 	   A _a m a   5 :   E n   i y i   p e r f o r m a n s 1  a l m a k   i  i n    n b e l l e k   % 2 0 ' y e   u l a _t 11n d a   o y n a t 1l m a s 1  t a v s i y e   e d i l i r 	     B c   5 :   B n   n  n   p h  t   c h n g   t r  n h   k h i   t i n   m t   t   n   2 0 %     t n   h n g   c m   g i  c   t t   n h t . 	 B c   5 :   B n   n  n   p h  t   c h n g   t r  n h   k h i   t i n   m t   t   n   2 0 %     t n   h n g   c m   g i  c   t t   n h t . 	   L a n g k a h   5 :   I a   d i n a s i h a t k a n   u n t u k   m e m a i n   b i l a   p e n i m b a l   b e r a d a   p a d a   t a h a p   2 0 %   u n t u k   p e n g a l a m a n   t e r b a i k . 	     	&	.	  5 :   8	0	M	5	K	$	M	$	.	  	(	A	-	5	  	G	  2	?		  8	2	>	9	  &	@	  	>	$	@	  9	H	  	?	  	G	2	(	>	  $	,	  6	A	0	B	  	0	G		  	,	  	H	6	  2 0   *	M	0	$	?	6	$	  $		  9	K	  	>		d		 	&	.	  5 :   8	2	>	9	  &	@	  	>	$	@	  9	H	  	?	  8	0	M	5	K	$	M	$	.	  	(	A	-	5	  	G	  2	?		  $	,	  *	M	2	G	  	0	G		  	,	  	H	6	G	  2 0 %   *	0	  *	9	A			  	>		. 	 	 	     5 .   l  p  s :   a   l e g j o b b    l m  n y    r d e k  b e n   a k k o r   t a n  c s o s   a   l e j  t s z  s t   i n d  t a n i ,   h a   a   g y o r s  t  t  r   f e l t  l t  s e   e l  r i   a   2 0 % - o t . 	 	 	 	 S t a p   5 :   V o o r   d e   b e s t e   e r v a r i n g   i s   h e t   a a n   t e   b e v e l e n   t e   s p e l e n   a l s   d e   c a c h e   2 0 %   b e r e i k t . 	 S t a p   5 :     H e t   i s   a a n b e v o l e n   t e   s p e l e n   a l s   d e   k a s   o p   2 0 %   s t a a t   v o o r   d e   b e s t e   e r v a r i n g . 	 	     P a s   5 :   S e   r e c o m a n d   r e d a r e a   a t u n c i   c  n d   c a c h e   a t i n g e   2 0 %   p e n t r u   a   b e n e f i c i a   d e   c e a   m a i   b u n   c a l i t a t e . 	   P a s u l   5 :   P e n t r u   o   e x p e r i e n c  o p t i m   s e   r e c o m a n d   r e d a r e a   a t u n c i   c  n d   m e m o r i a   c a c h e   a j u n g e   l a   2 0 % . 	 	   5 :         ,               -  2 0 % . 	   5 :         ,               -  2 0 % . 	 	 (1'  "FG  (G*1F  *,1(G  1'  /'4*G  ('4/  *H5G  E4H/  GF'EG  -'A8G  FG'F  (G  2 0 %   E13/  ~.4  1'  ":'2  FE'/. 	     E1-DG  5 :   (1'  "FG  (G*1F  *,1(G  1'  /'4*G  ('4/  *H5G  E4H/  GF'EG  -'A8G  FG'F  (G  2 0 %   E13/  ~.4  1'  ":'2  FE'/. 	 	 			  	:   						  			  								  			  				  				  			  							  					  		  				  				  			  							  				  							  				  					d	  	 			  	:   						  								  					  				  					  			  		% - 	  						  			  							  				  							  				  					d	  	 	 	 	 	 	 	 	     S t a p   5 :   D a a r   w o r d   a a n b e v e e l   o m ,   v i r   d i e   b e s t e   e r v a r i n g ,   e e r s   t e   s p e e l   s o d r a   d i e   c a c h e   2 0 %   b e r e i k   h e t . 	     S t a p   5 :   V i r   d i e   b e s t e   e r v a r i n g ,   s p e e l   w a n n e e r   d i e   c a c h e   2 0 %   b e r e i k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     E t a p a   5 :   A c o n s e l h a - s e   r e p r o d u z i r   q u a n d o   o   c a c h e   c h e g a   a   2 0 %   p a r a   a   m e l h o r   e x p e r i  n c i a . 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R E 	 U n d e f i n e d 	 8 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     S t e p   4 :   T h e   s y s t e m   a c t i v a t e s   G G L i v e   t o   r e c e i v e   p r o g r a m   s i g n a l s . 	     ,{Vek|~o;mG G L I V E  _Yc6evOS	     ,{Vek|~o;mG G L I V E  _Yc6evOS    P a s o   4 :   E l   s i s t e m a   a c t i v a   G G L i v e   p a r a   c o m e n z a r   a   r e c i b i r   l a   s e  a l   d e   l o s   p r o g r a m a s . 	  t a p e   4  :   l e   s y s t  m e   a c t i v e   G G L i v e   p o u r   r  c e p t i o n n e r   l e s   s i g n a u x   d e s   p r o g r a m m e s . 	     S c h r i t t   4 :   D a s   S y s t e m   a k t i v i e r t   G G L i v e   f  r   d e n   E m p f a n g   v o n   P r o g r a m m s i g n a l e n . 	     (03  4 .   !8AB5<0  0:B828@C5B  G G L i v e   4;O  ?@85<0  A83=0;>2. 	 F a s e   4 :   i l   s i s t e m a   a t t i v a   G G L i v e   p e r   r i c e v e r e   i l   s e g n a l e   d e i   p r o g r a m m i . 	 	 P a s s o   4 :   O   s i s t e m a   a c t i v a   o   G G L i v e   p a r a   r e c e b e r   s i n a i s   d o   p r o g r a m a . 	   A d 1m   4 :   S i s t e m   p r o g r a m   s i n y a l l e r i n i   a l m a k   i  i n   G G L i v e ' i   e t k i n l e _t i r i r . 	     B c   4 :   H   t h n g   s   k  c h   h o t   G G L i v e     n h n   c  c   t  n   h i u   c h n g   t r  n h . 	 B c   4 :   H   t h n g   s   k  c h   h o t   G G L i v e     n h n   c  c   t  n   h i u   c h n g   t r  n h . 	   L a n g k a h   4 :   S i s t e m   m e n g a k t i f k a n   G G L i v e   u n t u k   m e n e r i m a   i s y a r a t   r a n c a n g a n . 	       	&	.	  4 :   	>	0	M	/		M	0	.	  	G	  8			G	$	  *	M	0	>	*	M	
 $	  	0	(	G	  	G	  2	?		  *	M	0	#	>	2	@	  G G L i v e   	K	  8		M	0	?	/	  	0	$	@	  9	H	d		 	&	.	  4 :   *	M	0	K		M	0	>	.	  8	?		M	(	2	M	8	  *	M	0	>	*	M	$	  	0	(	G	  	G	  2	?		  8	?	8	M		.	  G G L i v e   	K	  8		M	0	?	/	  	0	$	>	  9	H	. 	 	 	     4 .   l  p  s :   a   r e n d s z e r   a k t i v  l j a   a   G G L i v e   a l k a l m a z  s t   a   m qs o r j e l   f o g a d  s  h o z . 	 	 	 	 S t a p   4 :   H e t   s y s t e e m   a c t i v e e r t   G G L i v e   o m   p r o g r a m m a s i g n a l e n   t e   o n t v a n g e n . 	 S t a p   4 :   H e t   s y s t e e m   a c t i v e e r t   G G L i v e   o m   p r o g r a m m a s i g n a l e n   t e   o n t v a n g e n . 	 	     P a s   4 :   s i s t e m u l   a c t i v e a z   G G L i v e   p e n t r u   a   r e c e p ci o n a   s e m n a l e l e   p r o g r a m e l o r . 	   P a s u l   4 :   S i s t e m u l   a c t i v e a z   G G L i v e   p e n t r u   r e c e p ci o n a r e a   s e m n a l e l o r   p r o g r a m u l u i . 	 	   4 :         G G L i v e           . 	   4 :         G G L i v e           . 	 	     E1-DG  4 :   33*E  (1'  /1'A*  3F'DG'  (1F'EG  G G L i v e   1'  A9'D  EFE'/. 	     E1-DG  4 :   33*E  (1'  /1'A*  3F'DG'  (1F'EG  G G L i v e   1'  A9'D  EFE'/. 	 	 			  	:   										  					  			  				  				  G G L i v e   							  						  				d	  	 			  	:   											  					  					  				  									  G G L i v e   						  			d		 	 	 	 	 	 	 	     S t a p   4 :   D i e   s t e l s e l   a k t i v e e r   G G L i v e   o m   p r o g r a m s e i n e   t e   o n t v a n g . 	     S t a p   4 :   D i e   s t e l s e l   a k t i v e e r   G G L i v e   o m   p r o g r a m s e i n e   t e   o n t v a n g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     E t a p a   4 :   O   s i s t e m a   a t i v a   o   G G L i v e   p a r a   r e c e b e r   s i n a i s   d o   p r o g r a m a . 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R D 	 U n d e f i n e d 	 6 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     ,{	NekpQwub
Nv[ w] b{|<Ovd>ec	     ,{	NekpQwub
Nv[ w] b{|<Ovd>ec    S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	 S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     S t e p   3 :   c l i c k   o n   V i e w   o r   " a l i k e   p l a y   l i n k a g e " . 	 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     B c   3 :   c l i c k   v  o   X e m   h o c   l i  n   k t   p h  t . 	 B c   3 :   c l i c k   v  o   X e m   h o c   l i  n   k t   p h  t . 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	 	&	.	  3 :   &	G		G		  	%	5	>	  8	.	>	(	  *	M	2	G	  2	?			G		<	  *	0	  	M	2	?		  	0	G		. 	 	 	 S t e p   3 :   c l i c k   o n   V i e w   o r   " a l i k e   p l a y   l i n k a g e " . 	 	 	 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	 S t a p   3 :   k l i k   o p   W e e r g a v e   o f   i e t s   d e r g e l i j k s   v o o r   d e   s p e l k o p p e l i n g . 	 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	   P a s u l   3 :   f a c e ci   c l i c   p e   V i z u a l i z a r e   s a u   p e   a l t   b u t o n   d e   r e d a r e . 	 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	   3 :             . 	 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     E1-DG  3 :   (1  1H  2FG  E4'G/G  '  ~HF/  ~.4  D  FE'/. 	 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	 			  	:   			  		  					  				  							  					  				d		 	 	 	 	 	 	 	     S t e p   3 :   c l i c k   o n   V i e w   o r   a l i k e   p l a y   l i n k a g e . 	     S t a p   3 :   K l i e k   o p   K y k   o f   s o o r t g e l y k e   s p e l s k a k e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     E t a p a   3 :   c l i q u e   e m   V i s u a l i z a r   o u   v  n c u l o   d e   r e p r o d u   o   s i m i l a r . 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R C 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     S t e p   2 :   S e l e c t   t h e   T V   p r o g r a m s   o r   m o v i e s   i n   T V   p r o g r a m   a n d   m o v i e   c h a n n e l . 	     ,{Nek`(W3 G 7bvq_ƉS-N	b]U1rv5uƉSbq_ƉvOۏeQwQSOvvfub	     ,{Nek`(W3 G 7bvq_ƉS-N	b]U1rv5uƉSbq_ƉvOۏeQwQSOvvfub    P a s o   2 :   S e l e c c i o n e   l o s   p r o g r a m a s   o   p e l  c u l a s   d e   T V   e n   e l   c a n a l   d e   p r o g r a m a s   y   p e l  c u l a s   d e   T V . 	  t a p e   2  :   c h o i s i s s e z   l e s   p r o g r a m m e s   t  l  v i s  s   o u   l e s   f i l m s   d a n s   l e   p r o g r a m m e   t  l  v i s    e t   l e s   c h a  n e s   c i n  m a . 	     S c h r i t t   2 :   W  h l e n   S i e   d i e   T V - P r o g r a m m e   o d e r   F i l m e   i m   T V - P r o g r a m m   u n d   F l m k a n a l . 	     (03  2 .   K15@8B5  "- ?@>3@0<<K  8;8  D8;L<K  2  A?8A:5. 	     F a s e   2 :   s e l e z i o n a r e   i   p r o g r a m m i   T V   o   i   f i l m   n e l   r e l a t i v o   c a n a l e . 	 	 P a s s o   2 :   S e l e c c i o n e   o s   p r o g r a m a s   d e   T V   o u   f i l m e s   n o   g u i a   d e   T V   o u   c a n a l   d e   f i l m e s . 	   A d 1m   2 :   T V   p r o g r a m 1n d a k i   v e   f i l m   k a n a l 1n d a k i   T V   p r o g r a m l a r 1n 1  v e   f i l m l e r i   s e  i n . 	     B c   2 :   C h n   c  c   c h n g   t r  n h   h o c   p h i m   t r u y n   h  n h   t r o n g   c h n g   t r  n h   T V   v    k  n h   p h i m . 	 B c   2 :   C h n   c  c   c h n g   t r  n h   h o c   p h i m   t r u y n   h  n h   t r o n g   c h n g   t r  n h   T V   v    k  n h   p h i m . 	   L a n g k a h   2 :   P i l i h   r a n c a n g a n   T V   a t a u   f i l e m   d i   s a l u r a n   r a n c a n g a n   T V   d a n   f i l e m . 	     	&	.	  2 :   	@	5	@	  	>	0	M	/		M	0	.	  /	>	  	@	5	@	  	>	0	M	/		M	0	.	  .	G		  .	B	5	@		  /	>	  .	B	5	@	  	H	(	2	  	A	(	G		d		 	&	.	  2 :   T V   *	M	0	K		M	0	>	.	  	0	  .	B	5	@	  	H	(	2	  .	G		  T V   *	M	0	K		M	0	>	.	M	8	  	%	5	>	  .	B	5	@		<	  	A	(	G		. 	 	 	     2 .   l  p  s :   j e l  l j e   k i   a   T V - m qs o r o k a t   v a g y   f i l m e k e t   a   T V   m qs o r   v a g y   f i l m c s a t o r n a   m e n  k b Ql . 	 	 	 	 S t a p   2 :   S e l e c t e e r   d e   t e l e v i s i e p r o g r a m m a ' s   o f   f i l m s   i n   h e t   t e l e v i s i e p r o g r a m m a   e n   f i l m k a n a a l . 	 S t a p   2 : K i e s   d e   t e l e v i s i e p r o g r a m m a ' s   o f   f i l m s   i n   h e t   p r o g r a m m a -   e n   f i l m k a n a a l . 	 	     P a s   2 :   s e l e c t a ci   p r o g r a m e l e   T V   s a u   f i l m e l e   d i n   p r o g r a m u l   T V   _i   c a n a l u l   d e   f i l m e . 	   P a s u l   2 :   S e l e c t a ci   p r o g r a m e l e   T V   s a u   f i l m e l e   d i n   p r o g r a m u l   T V   s a u   d e   p e   p o s t u l   d e   f i l m e . 	 	   2 :                   . 	   2 :                   . 	 	     E1-DG  2 :   (1F'EG  G'  *DH2HF  '  ADEG'  3FE'  1'  /1  'F'D  *DH2HF  '  ADE  'F*.'(  F/. 	     E1-DG  2 :   (1F'EG  G'  *DH2HF  '  ADEG'  3FE'  1'  /1  'F'D  *DH2HF  '  ADE  'F*.'(  F/. 	 	 			  	:   				  									  	  				  								  				  								  		  				  					  				d	  	 			  	:   								  								  			  							  							  				  								  								  		  						  								  				d		 	 	 	 	 	 	 	     S t a p   2 :   K i e s   d i e   T V - p r o g r a m m e   o f   r o l p r e n t e   i n   T V - p r o g r a m -   e n   r o l p r e n t k a n a a l . 	     S t a p   2 :   K i e s   d i e   T V - p r o g r a m m e   o f   - f l i e k s   o p   d i e   T V - p r o g r a m -   e n   - f l i e k k a n a a l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     E t a p a   2 :   S e l e c i o n e   o s   p r o g r a m a s   d e   T V   o u   f i l m e s   n o   c a n a l   d e   p r o g r a m a   d e   T V   e   f i l m e . 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R B 	 U n d e f i n e d 	 1 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     S t e p   1 : C l i c k   o n   3 G   C i n e m a   a t   t h e   m e n u   o f   m a i n   i n t e r f a c e ,   t h e   b r o w s e r   e m b e d d e d   i n   y o u r   m o b i l e   p h o n e   w i l l   b e   a c t i v a t e d , t h e n   e n t e r   t h e   T V   p r o g r a m   a n d   m o v i e   c h a n n e l   o f   3 G   P o r t a l . 	     ,{ Nek(W;NLubۏeQ܃USy6qT	b[ Kb:gq_b] Oo;m`Kb:g&^vOmȉhVۏeQbN3 G 7bvq_ƉS	     ,{ Nek(W;NLubۏeQ܃USy6qT	b[ Kb:g5uq_] Oo;m`Kb:g&^vOmȉhVۏeQbN3 G 7bvq_ƉS    P a s o   1 :   H a g a   c l i c   e n   l a   o p c i  n   C i n e   3 G   e n   e l   m e n    d e   l a   i n t e r f a z   p r i n c i p a l ;   s e   a c t i v a r    e l   e x p l o r a d o r   i n t e g r a d o   e n   s u   t e l  f o n o   m  v i l .   I n t r o d u z c a   a   c o n t i n u a c i  n   c a n a l   d e l   p r o g r a m a   o   l a   p e l  c u l a   d e   T V   c o r r e s p o n d i e n t e   d e   3 G   P o r t a l . 	  t a p e   1  :   c l i q u e z   s u r   C i n  m a   3 G   d a n s   l e   m e n u   d e   l  i n t e r f a c e   p r i n c i p a l e .   L e   n a v i g a t e u r   i n t  g r    d e   v o t r e   t  l  p h o n e   m o b i l e   s  a f f i c h e .   S a i s i s s e z   l e   p r o g r a m m e   t  l  v i s    e t   l a   c h a  n e   c i n  m a   d e   3 G   P o r t a l . 	     S c h r i t t   1 :   K l i c k e n   S i e   i m   H a u p t b i l d s c h i r m   i m   M e n    a u f   3 G   C i n e m a ,   a k t i v i e r t   s i c h   d e r   i n   I h r e m   M o b i l t e l e f o n   e i n g e b e t t e t e   B r o w s e r ,   u n d   r u f e n   S i e   d a n n   d a s   T V - P r o g r a m m   u n d   d e n   F i l m k a n a l   v o n   3 G   P o r t a l   a u f . 	     (03  1 : )5;:=8B5   3 G   8=>   2  3;02=><  <5=N,   1C45B  0:B828@>20=  1@0C75@  B5;5D>=0,   70B5<  2K15@8B5  "- ?@>3@0<<C  8;8  :8=>  =0  ?>@B0;5  3 G . 	     F a s e   1 :   f a r e   c l i c   s u   C i n e m a   3 G   s u l   m e n u   d e l l ' i n t e r f a c c i a   p r i n c i p a l e ,   i l   b r o w s e r   i n t e g r a t o   n e l   c e l l u l a r e   s i   a t t i v e r    e   a d   e n t r e r    n e l   c a n a l e   d e l   P o r t a l e   3 G   d e d i c a t o   a i   p r o g r a m m i   T V   e   a i   f i l m . 	 	 P a s s o   1 :   C l i q u e   e m   C i n e m a   3 G   n o   m e n u   p r i n c i p a l ,   p a r a   q u e   o   n a v e g a d o r   d o   s e u   t e l e m  v e l   s e j a   a c t i v a d o ,   d e p o i s   e n t r e   n o   g u i a   d e   T V   o u   c a n a l   d e   f i l m e s   d o   3 G   P o r t a l . 	   A d 1m   1 :   A n a   a r a y  z   m e n  s  n d e k i   3 G   C i n e m a ' y a   t 1k l a y 1n ,   c e p   t e l e f o n u n u z d a   b u l u n a n   t a r a y 1c 1  e t k i n l e _t i r i l i r ,   s o n r a   3 G   P o r t a l 1n   T V   p r o g r a m 1n 1  v e   f i l m   k a n a l 1n 1  g i r i n . 	     B c   1 :   C l i c k   v  o   3 G   C i n e m a     m e n u   c a   g i a o   d i n   c h  n h ,   t r  n h   d u y t   c  i   t r  n   T D   c a   b n   s   c   b t ,   s a u      v  o   c h n g   t r  n h   T V   v    k  n h   p h i m   c a   3 G   P o r t a l . 	 B c   1 :   C l i c k   v  o   3 G   C i n e m a     m e n u   c a   g i a o   d i n   c h  n h ,   t r  n h   d u y t   c  i   t r  n   T D   c a   b n   s   c   b t ,   s a u      v  o   c h n g   t r  n h   T V   v    k  n h   p h i m   c a   3 G   P o r t a l . 	   L a n g k a h   1 : K l i k   p a d a   3 G   C i n e m a   d i   m e n u   a n t a r a   m u k a   m a i n a n ,   p e l a y a r   t e r s e d i a   d a l a m   t e l e f o n   b i m b i t   a n d a   a k a n   d i a k t i f k a n ,   k e m u d i a n   m a s u k k a n   s a l u r a n   r a n c a n g a n   T V   d a n   f i l e m   3 G   P o r t a l . 	         	&	.	  1 :   .	A		M	
 /	  			0	+	G	8	  	G	  .	G	(	M	
 /	B	  *	0	  3 G   8	?	(	G	.	>	  *	0	  	M	2	?		  	0	G		,   	*		G	  .	K	,	>		2	  +	K	(	  .	G		  		,	G	!	  	?	/	>	  	/	>	  ,	M	0	>				0	  8		M	0	?	/	  9	K	  	>			>	,   		8		G	  ,	>	&	  	@	5	@	  	>	0	M	/		M	0	.	  	0	  3 G   *	K	0	M		2	  	>	  .	B	5	@	  	H	(	2	  *	M	0	5	?	7	M	
 	  	0	G		d		 	&	.	  1 :   .	A		M	/	  			0	+	G	8	  .	G		  3 G   8	?	(	G	.	>	  *	0	  	M	2	?		  	0	G		,   	*		G	  .	K	,	>		2	  +	K	(	  .	G		  	A	!	<	>	  ,	M	0	>				<	0	  8		M	0	?	/	  9	K	  	>			>	,   		8		G	  ,	>	&	  3 G   *	K	0	M		2	  	G	  T V   *	M	0	K		M	0	>	.	  	0	  .	B	5	@	  	H	(	2	  &	0	M		<	  	0	G		. 	 	 	     1 .   l  p  s :   k a t t i n t s o n   a   3 G   C i n e m a   e l e m r e   a   k e z e l Qi   f e l  l e t   m e n  j  b e n    s   a   m o b i l t e l e f o n b a   b e  g y a z o t t   b  n g  s z Qp r o g r a m   a k t i v  l  d i k ,   m a j d   b e l  p   a   3 G   P o r t a l   T V - m qs o r    s   f i l m c s a t o r n a   m e n  j  b e . 	 	 	 	 S t a p   1 :   K l i k   i n   h e t   m e n u   v a n   d e   h o o f d i n t e r f a c e   o p   3 G   C i n e m a .   T h e   b r o w s e r   i n   u w   m o b i e l e   t e l e f o o n   w o r d t   g e a c t i v e e r d .   G a   n a a r   h e t   t e l e v i s i e p r o g r a m m a   e n   f i l m k a n a a l   v a n   3 G   P o r t a l . 	 S t a p   1 :   K l i k   i n   h e t   m e n u   v a n   d e   h o o f d i n t e r f a c e   o p   3 G   C i n e m a .   D e   b r o w s e r   i n   j e   m o b i e l e   t e l e f o o n   w o r d t   g e a c t i v e e r d .   G a   n u   n a a r   h e t   t e l e v i s i e p r o g r a m m a -   e n   f i l m k a n a a l   v a n   3 G   P o r t a l . 	 	     P a s   1 :   f a c e ci   c l i c   C l i c k   o n   3 G   C i n e m a   a t   t h e   m e n u   o f   m a i n   i n t e r f a c e ,   t h e   b r o w s e r   e m b e d d e d   i n   y o u r   m o b i l e   p h o n e   w i l l   b e   a c t i v a t e d , t h e n   e n t e r   t h e   T V   p r o g r a m   a n d   m o v i e   c h a n n e l   o f   3 G   P o r t a l . 	   P a s u l   1 :   F a c e ci   c l i c   p e   C i n e m a   3 G   d i n   m e n i u l   i n t e r f e ce i   p r i n c i p a l e ,   a c t i v  n d   a s t f e l   b r o w s e r - u l    n c o r p o r a t    n   t e l e f o n u l   m o b i l ,   i a r   a p o i   i n t r a ci    n   p r o g r a m u l   T V   _i    n   p o s t u l   d e   f i l m e   a l   P o r t a l u l u i   3 G . 	 	       1 :         3 G       .           .     ,               3 G   P o r t a l . 	       1 :         3 G       .           .     ,               3 G   P o r t a l . 	 	     E1-DG  1 :   (1  1H  EFH  1'(7  '5D  2FG  3 G   C i n e m a   1'  D  F/  E1H11  F,'F/G  4/G  /1  *DAF  EH('D*'F  A9'D  .H'G/1//  3~3  (G  (1F'EG  *DH2HF  '  'F'D  ADE  3 G   P o r t a l   H'1/  4H/. 	     E1-DG  1 :   (1  1H  EFH  1'(7  '5D  2FG  3 G   C i n e m a   1'  D  F/  E1H11  F,'F/G  4/G  /1  *DAF  EH('D*'F  A9'D  .H'G/1//  3~3  (G  (1F'EG  *DH2HF  '  'F'D  ADE  3 G   P o r t a l   H'1/  4H/. 	 	 			  	:   			  							  						  								  					  				,   					  						  				  		  										  			  				  						  			,   					  			  								  				  								  		  				  							  						  				d	  	 			  	:   				  											  						  				  						  							  			  					  				,   					  						  					  						  										  						  			,   				  						  									  								  								  			  						  							  						  				d		 	 	 	 	 	 	 	     S t a p   1 :   K l i e k   o p   3 G   C i n e m a   s e   k i e s l y s   i n   d i e   h o o f k o p p e l v l a k .   D i e   b l a a i e r   v e r s k a n s   i n   j o u   s e l f o o n   s a l   g e a k t i v e e r   w o r d ,   v o e r   d a n   d i e   T V - p r o g r a m -   e n   r o l p r e n t - k a n a a l   v a n   3 G   P o r t a l   i n . 	 S t a p   1 :   K l i e k   o p   3 G - F l i e k t e a t e r   o p   d i e   h o o f s k e r m   s e   k i e s l y s .   D i e   b l a a i e r   w a t   o p   j o u   s e l f o o n   g e l a a i   i s ,   s a l   d a n   g e a k t i v e e r   w o r d .   M a a k   d a n   d i e   T V - p r o g r a m -   e n   - f l i e k k a n a a l   i n   d i e   3 G - p o r t a a l   o o p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     E t a p a   1 : C l i q u e   e m   C i n e m a   3 G   n o   m e n u   d a   i n t e r f a c e ,   o   n a v e g a d o r   i n t e g r a d o   e m   s e u   t e l e f o n e   m  v e l   s e r    a t i v a d o ,   e m   s e g u i d a   e n t r e   n o   c a n a l   d e   p r o g r a m a   e   T V   e   f i l m e s   d o   P o r t a l   3 G . 
 
 S T R _ I D _ G G L I V E _ S H O R T C U T K E Y _ P A R T I C U L A R 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     S h o r t c u t   k e y 	     _wc.f	     _wc.f    T e c l a   d e   a c c e s o   d i r e c t o 	 R a c c o u r c i 	     A b k  r z u n g s t a s t e 	     KAB@K9  4>ABC?	 T a s t o   d i   s c e l t a   r a p i d a 	 	 T e c l a   d e   a t a l h o 	   K 1s a y o l   t u _u 	     P h  m   t t 	 P h  m   t t 	   K e k u n c i   p i n t a s 	     6	I	0	M				  	A			@		 6	I	0	M				  	A			@		 	 	     G y o r s b i l l e n t y q	 	 	 	 S n e l t o e t s 	 S n e l t o e t s 	 	     T a s t   r a p i d 	   T a s t e   c o m e n z i   r a p i d e 	 	       	       	 	     D/  E'F(1	     D/  E'F(1	 	 							  		  	 							  			 	 	 	 	 	 	 	 K o r t p a d t o e t s 	 K o r t p a d t o e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     C h a v e   d e   a t a l h o 
 
 S T R _ I D _ G G L I V E _ H A O T O P A Y _ P A R T I C U L A R A 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     R e g a r d i n g   t h e   c h a r g e   c a u s e d   b y   G P R S   t r a f f i c   v o l u m e   i n   u s e   o f   G G L i v e ,   p l e a s e   c o n t a c t   l o c a l   o p e r a t o r .   	     SY(WO(uQ~Ǐz-NNuvAmϑ9(uTS_0WyRЏ%FU0	     SY(WO(uQ~Ǐz-NNuvAmϑ9(uTS_0WyRЏ%FU0    S i   d e s e a   o b t e n e r   m  s   i n f o r m a c i  n   a c e r c a   d e l   c o s t e   g e n e r a d o   p o r   e l   v o l u m e n   d e   t r  f i c o   G P R S   q u e   u t i l i z a   G G L i v e ,   p  n g a s e   e n   c o n t a c t o   c o n   s u   o p e r a d o r   l o c a l .   	 E n   c e   q u i   c o n c e r n e   l e s   f r a i s   g  n  r    p a r   l e   v o l u m e   d e   t r a f i c   d u   G P R S   p a r   l  u t i l i s a t i o n   d e   G G L i v e ,   c o n t a c t e z   v o t r e   o p  r a t e u r   l o c a l . 	     E r k u n d i g e n   S i e   s i c h   b e i   I h r e m   l o k a l e n   A n b i e t e r   n a c h   d e n   G e b  h r e n ,   d i e   b e i   G G L i v e - N u t z u n g   a u f g r u n d   d e s   G P R S - D a t e n v e r k e h r s   e i n g e f o r d e r t   w e r d e n . 	     0  A2545=8O<8  >  AB>8<>AB8  B@0D8:0  G P R S   >1@0B8B5AL  :  >?5@0B>@C  A2O78. 	     P e r   q u a n t o   r i g u a r d a   l a   s p e s a   g e n e r a t a   d a l   v o l u m e   d i   t r a f f i c o   G P R S   p e r   l ' u t i l i z z o   d i   G G L i v e ,   c o n t a t t a r e   l ' o p e r a t o r e   l o c a l e .   	 	 P a r a   o b t e r   i n f o r m a   e s   a c e r c a   d o   v a l o r   c o b r a d o   p e l o   t r  f e g o   d e   G P R S   d u r a n t e   a   u t i l i z a   o   d o   G G L i v e ,   c o n t a c t e   o   s e u   o p e r a d o r . 	   G G L i v e   k u l l a n 1m 1  n e d e n i y l e   o l u _a n   G P R S   t r a f i k   m i k t a r 1   c r e t i   i  i n ,   l  t f e n   y e r e l   o p e r a t  r  n  z   i l e   g  r  _ n . 	     V   c c   p h    p h  t   s i n h   t   l u   l n g   G P R S   k h i   d  n g   G G L i v e ,   h  y   l i  n   h   v i   n h    k h a i   t h  c   m n g   t r o n g   n c .   	 V   c c   p h    p h  t   s i n h   t   l u   l n g   G P R S   k h i   d  n g   G G L i v e ,   h  y   l i  n   h   v i   n h    k h a i   t h  c   m n g   t r o n g   n c .     	   M e n g e n a i   b a y a r a n   y a n g   d i k e n a k a n   u n t u k   j u m l a h   l a l u a n   p i n t a s   G P R S   d a r i   p e n g g u n a a n   G G L i v e ,   s i l a   h u b u n g i   p e n g e n d a l i   t e m p a t a n . 	     G G L i v e   	G	  *	M	0	/	K		  .	G		  G G L i v e   	M	0	H	+	?		  5	I	2	M	
 /	B	.	  8	G	  9	K	(	G	  5	>	2	G	  	>	0	M		  	G	  8		,		'	  .	G		,   	C	*	/	>	  8	M	
 %	>	(	@	/	  	*	0	G		0	  8	G	  8		*	0	M		  	0	G		d		 G G L i v e   	G	  *	M	0	/	K		  .	G		  G P R S   	M	0	H	+	?		  5	I	2	M	/	B	.	  	G	  	>	0	#	  6	A	2	M		K		  	G	  ,	>	0	G	  .	G		,   	C	*	/	>	  8	M	%	>	(	@	/	  	*	0	G		0	  8	G	  8		*	0	M		  	0	G		. 	 	 	     A   G G L i v e   a l k a l m a z  s   G P R S   f o r g a l m  n a k   d  j  t   i l l e t Qe n   v e g y e   f e l   a   k a p c s o l a t o t   a   h e l y i   s z o l g  l t a t  v a l .   	 	 	 	 N e e m   v o o r   d e   k o s t e n   d i e   i n   r e k e n i n g   g e b r a c h t   w o r d e n   v o o r   G P R S - v e r k e e r   b i j   g e b r u i k   v a n   G G L i v e   c o n t a c t   o p   m e t   d e   p l a a t s e l i j k e   p r o v i d e r . 	 O v e r   d e   k o s t e n   d i e   v e r b o n d e n   z i j n   a a n   h e t   G P R S - v e r k e e r   v a n   G G L i v e ,   n e e m   j e   c o n t a c t   o p   m e t   d e   p l a a t s e l i j k e   o p e r a t o r . 	 	      n   p r i v i n ca   t a x e i   g e n e r a t e   d e   v o l u m u l   d e   t r a f i c   G P R S   l a   u t i l i z a r e a   G G L i v e ,   c o n t a c t a ci   o p e r a t o r u l   d v s .   l o c a l . 	   C o n t a c t a ci   o p e r a t o r u l   l o c a l   c u   p r i v i r e   l a   t a x a   p e n t r u   v o l u m u l   d e   t r a f i c   G P R S   u t i l i z a t   p r i n   G G L i v e . 	 	                         G P R S       - G G L i v e .   	                         G P R S       - G G L i v e .   	 	     .H'G4EF/  '3*  (1'  3(  "'G  /1('1G  G2FG  F'4  '2  *-ED  ('1  *1'A  (G  4(G  G P R S   *H37  G G L i v e   ('  '~1'*H1  E-D  .H/  *E'3  (1/.   	     .H'G4EF/  '3*  (1'  3(  "'G  /1('1G  G2FG  F'4  '2  *-ED  ('1  *1'A  (G  4(G  G P R S   *H37  G G L i v e   ('  '~1'*H1  E-D  .H/  *E'3  (1/.   	 	 G G L i v e   								  								  							  					  								  			  								  					  				  							  			  							  									  				  							  				d	  	 G G L i v e   - 	  								  									  					  									  			  								  					  							  			  							  									  				  							  				d		 	 	 	 	 	 	 	 K o n t a k   a s s e b l i e f   j o u   p l a a s l i k e   o p e r a t e u r   o o r   k o s t e   g e h e f   v i r   G P R S - v e r k e e r s v o l u m e   t y d e n s   d i e   g e b r u i k   v a n   G G L i v e . 	 K o n t a k   a s s e b l i e f   j o u   p l a a s l i k e   o p e r a t e u r   o o r   d i e   f o o i   w a t   g e h e f   w o r d   v i r   G P R S - v e r k e e r s v o l u m e   w a t   d e u r   G G L i v e   g e s k e p   w o r d . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     E m   r e l a   o      c o b r a n  a   c a u s a d a   p e l o   v o l u m e   d e   t r  f e g o   G P R S   e m   u s o   p e l o   G G L i v e ,   q u e i r a   e n t r a r   e m   c o n t a t o   c o m   o   o p e r a d o r   l o c a l .   
 
 S T R _ I D _ G G L I V E _ L O G I N I N L O G I N O U T _ P A R T I C U L A R 	 U n d e f i n e d 	 6 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     P l e a s e   l o g i n   f o r   s p l e n d i d   c o n t e n t s   a n d   p e r s o n a l i z e d   s e r v i c e s . I f   y o u   d o n ' t   h a v e   3 G   I D   n u m b e r ,   p l e a s e   c l i c k   o n   Y E S ,   t h e   s y s t e m   w i l l   a l l o c a t e   a   n u m b e r   t o   y o u .   A f t e r   l o g i n ,   y o u r   3 G   I D   n u m b e r   w i l l   a p p e a r   a t   t h e   t o p   o f   p a g e .   e g   1 2 3 4 5 6 7 8 ( l o g i n )   .   I f   y o u   h a v e   a l r e a d y   r e g i s t e r d ,   p l e a s e   c l i k e   o n   L o g i n   a t   S e l e c t i o n   a n d   i n p u t   y o u r   3 G   I D   n u m b e r   a n d   p a s s w o r d .   	     :NNf}YvcO*N'`S
gR` O(uG G S[ {vU_] bes^SeSw|i_Q[0(W,{ N!kO(uG G L i v e e|~Oc:y`ۏL{vU_Yg`\e3 G 7bvG G Svc	bnx[|~\OꁨR:N`RM N*NG G S{vU_bRTO(Wd>e;NLubv>f:yG G S( ]{vU_) OY1 2 3 4 5 6 7 8 ( ]{vU_) 0Yg`]~/f3 G 7bvOXTRSNN[ 	y] -N	b[ {vU_] 6qTeQ]vG G ST[x{vU_0	     :NNf}YvcO*N'`S
gR` O(uG G S[ {vU_] bes^SeSw|i_Q[0(W,{ N!kO(uG G L i v e e|~Oc:y`ۏL{vU_Yg`\e3 G 7bvG G Svc	bnx[|~\OꁨR:N`RM N*NG G S{vU_bRTO(Wd>e;NLubv>f:yG G S( ]{vU_) OY1 2 3 4 5 6 7 8 ( ]{vU_) 0Yg`]~/f3 G 7bvOXTRSNN[ 	y] -N	b[ {vU_] 6qTeQ]vG G ST[x{vU_0    P o r   f a v o r ,   i n i c i e   s e s i  n   p a r a   d i s f r u t a r   d e   f a n t  s t i c o s   c o n t e n i d o s   y   s e r v i c i o s   p e r s o n a l i z a d o s .   S i   n o   d i s p o n e   d e   u n   n  m e r o   d e   i d e n t i f i c a c i  n   3 G ,   h a g a   c l i c   e n   S    p a r a   q u e   e l   s i s t e m a   l e   a s i g n e   u n   n  m e r o .   U n a   v e z   i n i c i a d a   l a   s e s i  n ,   s u   n  m e r o   d e   i d e n t i f i c a c i  n   3 G   a p a r e c e r    e n   l a   p a r t e   s u p e r i o r   d e   l a   p  g i n a .   P o r 	 V e u i l l e z   o u v r i r   u n e   s e s s i o n   p o u r   a c c  d e r      d e   m a g n i f i q u e s   c o n t e n u s   e t   a u x   s e r v i c e s   p e r s o n n a l i s  s .   S i   v o u s   n  a v e z   p a s   d e   n u m  r o   I D   3 G ,   v e u i l l e z   c l i q u e z   s u r   O U I ,   l e   s y s t  m e   v o u s   a s s i g n e r a   u n   n u m  r o .   A p r  s   l  o u v e r t u r e   d e   s e s s i o n ,   v o t r e   n u m  r o   I D   3 G   a p p a r a  t   e n   h a u t   d e   l a   p a g e ,   p a r   e x .   1 2 3 4 5 6 7 8 ( o u v e r t u r e   d e   s e s s i o n ) .   S i   v o u s    t e s   d  j    e n r e g i s t r  ,   v e u i l l e z   c l i q u e r   s u r   O u v e r t u r e   d e   s e s s i o n   e t   s a i s i r   v o t r e   n u m  r o   I D   3 G   a i n s i   q u e   v o t r e   m o t   d e   p a s s e .   	     M e l d e n   S i e   s i c h   f  r   a u s g e z e i c h n e t e   I n h a l t e   u n d   p e r s o n a l i s i e r t e   D i e n s t e   a n .   H a b e n   S i e   k e i n e   3 G   I D - N u m m e r ,   k l i c k e n   S i e   a u f   J A   u n d   d a s   S y s t e m   w i r d   I h n e n   e i n e   N u m m e r   z u w e i s e n .   N a c h   d e r   A n m e l d u n g   e r s c h e i n t   I h r e   3 G   I D - N u m m e r   o b e n   a u f   d e r   S e i t e ,   z . B .   1 2 3 4 5 6 7 8 ( a n m e l d e n ) .   H a b e n   S i e   s i c h   b e r e i t s   r e g i s t r i e r t ,   k l i c k e n   S i e   a u f   A n m e l d e n   b e i   A u s w a h l   u n d   g e b e n   S i e   I h r e   3 G   I D - N u m m e r   u n d   I h r   K e n n w o r t   e i n . 	     ;O  ?>;CG5=8O  4>ABC?0  :  ;CGH5<C  A>45@68<><C  8  ?5@A>=0;L=K<  A5@28A0<  2K?>;=8B5  2E>4. @8  >BACBAB288  845=B8D8:0B>@0  3 G   =06<8B5    ,   8  A8AB5<0  2K40AB  =><5@.   >A;5  2E>40  845=B8D8:0B>@  3 G   >B>1@0605BAO  225@EC  AB@0=8FK,   =0?@8<5@  1 2 3 4 5 6 7 8 ( 2E>4)   .   A;8  2K  C65  70@538AB@8@>20=K,   I5;:=8B5   E>4   8  22548B5  845=B8D8:0B>@  3 G   8  ?0@>;L. 	     A c c e d e r e   p e r   a v e r e   a   d i s p o s i z i o n e   c o n t e n u t i   e c c e z i o n a l i   e   s e r v i z i   p e r s o n a l i z z a t i .   S e   n o n   s i   d i s p o n e   d e l   n u m e r o   I D   3 G ,   f a r e   c l i c   s u   S  ,   e   i l   s i s t e m a   p r o v v e d e r    a d   a s s e g n a r e   u n   c o d i c e .   S u c c e s s i v a m e n t e ,   d o p o   l ' a c c e s s o   l ' I D   3 G   a p p a r i r    s u l l a   p a g i n a   i n   a l t o .   E s .   1 2 3 4 5 6 7 8 ( a c c e s s o )   .   S e   s i      g i    u t e n t i   r e g i s t r a t i ,   f a r e   c l i c   s u l l ' a c c e s s o   n e l l a   p a g i n a   d i   s e l e z i o n e   e   i n s e r i r e   i l   p r o p r i o   I D   3 G   e   l a   p a s s w o r d .   	 	 I n i c i e   a   s e s s  o   p a r a   o b t e r   c o n t e  d o   e s p l  n d i d o   e   s e r v i  o s   p e r s o n a l i z a d o s .   S e   n  o   p o s s u i   u m   n  m e r o   d e   I D   3 G ,   c l i q u e   e m   S I M   p a r a   o   s i s t e m a   l h e   a t r i b u i r   u m   n  m e r o .   A p  s   i n i c i a r   a   s e s s  o ,   o   s e u   n  m e r o   d e   I D   3 G   s e r    e x i b i d o   n o   t o p o   d a   p  g i n a ,   p o r   e x e m p l o ,   1 2 3 4 5 6 7 8   ( i n i c i a r   s e s s  o ) .   S e   j    e s t    r e g i s t a d o ,   c l i q u e   e m   I n i c i a r   s e s s  o   e   i n t r o d u z a   o   s e u   n  m e r o   d e   I D   3 G   e   a   p a l a v r a - p a s s e . 	   M  t h i _  i  e r i k   v e   k i _i s e l l e _t i r i l m i _  h i z m e t l e r   i  i n   l  t f e n   o t u r u m   a  1n .   3 G   I D   n u m a r a n 1z   y o k s a ,   l  t f e n   E V E T ' e   t 1k l a y 1n ,   s i s t e m   s i z e   b i r   n u m a r a   v e r e c e k t i r .   O t u r u m   a  t 1k t a n   s o n r a ,   3 G   I D   n u m a r a n 1z   s a y f a n 1n    s t   k 1s m 1n d a   g  z  k e c e k t i r ,    r n .   1 2 3 4 5 6 7 8   ( o t u r u m ) .    n c e d e n   k a y 1t   o l d u y s a n 1z ,   l  t f e n   S e  i m   k 1s m 1n d a   O t u r u m   A  a   t 1k l a y 1n   v e   3 G   I D   n u m a r a n 1z 1  v e   p a r o l a n 1z 1  g i r i n . 	     H  y   n g   n h p     t n   h n g   c  c   n i   d u n g   h p   d n   v    d c h   v   t h e o   y  u   c u .   N u   b n   c h a   c    s   I D   3 G ,   h  y   c l i c k   v  o   C  ,   h   t h n g   s   c u n g   c p   s   c h o   b n .   S a u   k h i   n g   n h p ,   s   I D   3 G   c a   b n   s   h i n   t h     p h  a   t r  n   t r a n g .   V d :   1 2 3 4 5 6 7 8   ( n g   n h p )   .   N u      n g   k  ,   h  y   c l i c k   v  o   n g   n h p   t h e o   l a   c h n   v    n h p   s   I D   3 G   v    m t   k h u   c a   b n .   	 H  y   n g   n h p     t n   h n g   c  c   n i   d u n g   h p   d n   v    d c h   v   t h e o   y  u   c u .   N u   b n   c h a   c    s   I D   3 G ,   h  y   c l i c k   v  o   C  ,   h   t h n g   s   c u n g   c p   s   c h o   b n .     S a u   k h i   n g   n h p ,   s   I D   3 G   c a   b n   s   h i n   t h     p h  a   t r  n   t r a n g .   V d :   1 2 3 4 5 6 7 8   ( n g   n h p ) .   N u      n g   k  ,   h  y   c l i c k   v  o   n g   n h p   t h e o   l a   c h n   v    n h p   s   I D   3 G   v    m t   k h u   c a   b n .     	   S i l a   l o g   m a s u k   u n t u k   k a n d u n g a n   h e b a t   d a n   p e r k h i d m a t a n   t e r s u a i . J i k a   a n d a   t i d a k   m e m p u n y a i   n o m b o r   I D   3 G ,   s i l a   k l i k   Y A ,   s i s t e m   a k a n   m e m p e r u n t u k k a n   s e b u a h   n o m b o r   u n t u k   a n d a .   S e l e p a s   m e l o g   m a s u k ,   n o m b o r   I D   3 G   a n d a   a k a n   m u n c u l   d i   b a h a g i a n   a t a s   h a l a m a n .   C t h .   1 2 3 4 5 6 7 8 ( l o g   m a s u k ) .   J i k a   a n d a   s u d a h   m e n d a f t a r ,   s i l a   k l i k   p a d a   L o g   M a s u k   d i   P e m i l i h a n   d a n   i n p u t   n o m b o r   I D   3 G   d a n   k a t a   l a l u a n   a n d a . 	     	C	*	/	>	  6	>	(	&	>	0	  8	>	.		M	0	@	  	0	  5	M	
 /	/		M	$	?		C	$	  8	G	5	>			  	G	  2	?		  2	>		?	(	  	0	G		d	  /	&	?	  	*		G	  *	>	8	  3 G   		!	@	  (		,	0	  (	  9	K	,   $	K	  	C	*	/	>	  Y E S   *	0	  	M	2	?		  	0	G		,   *	M	0	#	>	2	@	  	*		K	  		  (		,	0	  	5			?	$	  	0	G		@	d	  2	>		?	(	  	G	  ,	>	&	,   	*		>	  Y E S   		!	@	  (		,	0	  *	C	7	M	
  	  	G	  
	*	0	  &	?		>		  &	G		>	  		&	>	9	0	#	  	G	  2	?		  1 2 3 4 5 6 7 8   ( 2	>		?	(	) d	  /	&	?	  	*	(	G	  *	9	2	G	  9	@	  *			@		0	#	  	0	>	  2	?	/	>	  9	H	,   $	K	  	C	*	/	>	  	/	(	  	G	  8	.	/	  2	>		?	(	  *	0	  	M	2	?		  	0	G		  	0	  	*	(	>	  Y E S   		!	@	  (		,	0	  	0	  *	>	8	5	0	M	!	  	(	*	A		  	0	G		d		 6	>	(	&	>	0	  8	>	.		M	0	?	/	K		  	0	  5	M	/		M	$	?		$	  8	G	5	>			  	G	  2	?		  	C	*	/	>	  2	I			(	  	0	G		.   /	&	?	  	*		G	  *	>	8	  3 G   I D   (		,	0	  (	9	@		  9	H	,   $	K	  	C	*	/	>	  9	>		  *	0	  	M	2	?		  	0	G		,   8	?	8	M		.	  	*		K	  		  (		,	0	  	5			?	$	  	0	G		>	.   2	I			(	  	0	(	G	  	G	  ,	>	&	,   	*		>	  3 G   I D   (		,	0	  *	G		<	  	G	  6	@	0	M	7	  *	0	  *	M	0	&	0	M	6	?	$	  9	K		>	,   	H	8	G	  1 2 3 4 5 6 7 8 ( 2	I			(	) .   /	&	?	  	*	  *	9	2	G	  8	G	  *			@		C	$	  9	H		,   $	K	  	C	*	/	>	  	/	(	  *	0	  2	I			(	  *	0	  	M	2	?		  	0	G		  	0	  	*	(	>	  3 G   I D   (		,	0	  $	%	>	  *	>	8	5	0	M	!	  &	0	M		<	  	0	G		. 	 	 	     J e l e n t k e z z e n   b e   a   n a g y s z e r q  t a r t a l o m    s   s z e m  l y r e   s z a b o t t   s z o l g  l t a t  s o k   e l  r  s  h e z .   H a   n e m   r e n d e l k e z i k   3 G   a z o n o s  t    s z  m m a l ,   k a t t i n t s o n   a   Y E S   ( I G E N )   g o m b r a    s   a   r e n d s z e r   k i o s z t    n n e k   e g y e t .   A   b e j e l e n t k e z  s   u t  n   m e g j e l e n i k   a z    n   3 G   a z o n o s  t    s z  m a   a z   o l d a l   t e t e j  n ,   p l .   1 2 3 4 5 6 7 8 ( l o g i n )   .   H a   m  r   r e g i s z t r  l t ,   k a t t i n t s o n   a   S e l e c t i o n   ( V  l a s z t  s )   m e n    L o g i n   ( B e j e l e n t k e z  s )   g o m b j  r a    s   a d j a   m e g   3 G   a z o n o s  t    s z  m  t    s   j e l s z a v  t .   	 	 	 	 M e l d   u   a a n   v o o r   s c h i t t e r e n d e   g e g e v e n s   e n   g e p e r s o n a l i s e e r d e   d i e n s t e n .   H e b t   u   g e e e n   3 G - I D - n u m m e r ,   k l i k d a n   o p   J A .   H e t   s y s t e e m   k e n t   d a n   e e n   n u m m e r   a a n   u   t o e .   N a   h e t   a a n m e l d e n   v e r s c h i j n t   h e t   n u m m e r   b o v e n a a n   d e   p a g i n a ,   b i j v o o r b e e l d   1 2 3 4 5 6 7 8   ( l o g i n ) .   H e b t   u   z i c h   a l   g e r e g i s t r e e r d ,   k i k   d a n   o p   A a n m e l d e n   b i j   s e l e c t i e   e n   g e e f   h e t   3 G - I D - n u m m e r   e n   h e t   w a c h t w o o r d   o p . 	 M e l d   j e   a a n   v o o r   g e w e l d i g e   g e g e v e n s   e n   p e r s o o n l i j k e   d i e n s t e n .   H e b   j e   g e e n   3 G - I D - n u m m e r ,   k l i k   d a n   o p   J A .   H e t   s y s t e e m   k e n t   j e   d a n   e e n   n u m m e r   t o e .   N a   h e t   a a n m e l d e n   v e r s c h i j n t   j e   3 G - I D - n u m m e r   b o v e n a a n   d e   p a g i n a ,   b i j v o o r b e e l d   1 2 3 4 5 6 7 8 ( l o g i n ) .   B e n   j e   a l   g e r e i s t r e e r d ,   k l i k   d a n   o p   A a n m e l d e n   b i j   s e l e c t i e   e n   g e e f   j e   3 G - I D - n u m m e r   e n   w a c h t w o o r d   o p . 	 	     C o n e c t a ci - v   p e n t r u   a   a c c e s a   c o n ci n u t u r i   s p l e n d i d e   _i   s e r v i c i i   p e r s o n a l i z a t e .   D a c   n u   a v e ci   u n   n   u m r   3 G   I D ,   f a c e ci   c l i c   p e   D A ,   _i   s i s t e m u l   v   v a   a l o c a   u n   n u m r .   D u p   c o n e c t a r e ,   n u m r u l   d v s .   3 G   I D   v a   a p r e a    n   p a r t e a   s u p e r i o a r   a   p a g i n i i ,   d e   e x .   1 2 3 4 5 6 7 8 ( c o n e c t a r e )   .   D a c   v - a ci    n r e g i s t r a t   d e j a ,   f a c e ci   c l i c   p e   C o n e c t a r e   d i n   S e l e c t a r e   _i   i n t r o d u c e ci   n u m r u l   3 G   I D   _i   p a r o l a   d v s . 	 C o n e c t a ci - v   p e n t r u   a   b e n e f i c i a   d e   c o n ci n u t u r i   e x c e p ci o n a l e   _i   s e r v i c i i   p e r s o n a l i z a t e .    n   c a z u l    n   c a r e   n u   a v e ci   u n   n u m r   d e   i d e n t i f i c a r e   3 G ,   f a c e ci   c l i c   p e   D A ,   i a r   s i s t e m u l   v   v a   a l o c a   u n   n u m r .   D u p   c o n e c t a r e ,   n u m r u l   d v s .   d e   i d e n t i f i c a r e   3 G   v a   f i   a f i _a t    n   p a r t e a   d e   s u s   a   p a g i n i i ,   d e   e x .   1 2 3 4 5 6 7 8 ( c o n e c t a r e ) .    n   c a z u l    n   c a r e   s u n t e ci   d e j a    n r e g i s t r a t ,   f a c e ci   c l i c   p e   C o n e c t a r e   d i n   S e l e c ci e   _i   i n t r o d u c e ci   n u m r u l   _i   p a r o l a   d e   i d e n t i f i c a r e   3 G . 	 	               .             3 G ,             .     ,       -  3 G             .     1 2 3 4 5 6 7 8   ( ) .       ,                 -  3 G       .   	               .             3 G ,             .     ,       -  3 G             .     1 2 3 4 5 6 7 8   ( ) .       ,                 -  3 G       .   	 	     .H'G4EF/  '3*  (1'  /1'A*  (1F'EG  G'  ,'D(  H  31H3G'  3A'14  (G  33*E  H'1/  4H/.   D7A'K  '1  4E'1G  4F'3G  3 G   F/'1/  (1  1H  2FG  (DG  D  F/  *'  33*E  4E'1G  '  1'  (G  4E'  '.*5'5  /G/.   ~3  '2  H'1/  4/F  4E'1G  4F'3G  3 G   *'F  /1  ('D'  5A-G  FE''F  E4H/.   E'FF/  1 2 3 4 5 6 7 8 9   ( H1H/) .   .H'G4EF/  '3*  '1  ~4*1  F'EFH3  1/G  '/  (1  /1  (.4  'F*.'(  (1  1H  2FG  H1H/  (G  33*E  D  1/G  H  4E'1G  4F'3G  3 G   H  01H'G  .H/  1'  H'1/  FE'/.   	     .H'G4EF/  '3*  (1'  /1'A*  (1F'EG  G'  ,'D(  H  31H3G'  3A'14  (G  33*E  H'1/  4H/.   D7A'K  '1  4E'1G  4F'3G  3 G   F/'1/  (1  1H  2FG  (DG  D  F/  *'  33*E  4E'1G  '  1'  (G  4E'  '.*5'5  /G/.   ~3  '2  H'1/  4/F  4E'1G  4F'3G  3 G   *'F  /1  ('D'  5A-G  FE''F  E4H/.   E'FF/  1 2 3 4 5 6 7 8 9   ( /1HF4/) .   .H'G4EF/  '3*  '1  ~4*1  F'EFH3  1/G  '/  /1  (.4  'F*.'(  (1  1H  2FG  " H1H/  (G  33*E"   D  1/G  H  4E'1G  4F'3G  3 G   H  01H'G  .H/  1'  H'1/  FE'/.   	 	 	 							  									  	  									  								  				  							  			  				  				d	  					  			  						  				  					  		  				  					  							  			  					  					  					  				d	  							  					  				  				  					  						  				d	  				  				  		  							  						  				  					  						  				  							  								  			  			  1 2 3 4 5 6 7 8 ( 				) d	  				  			  									  									  			  					  					  L o g i n   								  				  			  					  						  				  					  	  											  						  				d		 	 	 	 	 	 	 	     T e k e n   a s s e b l i e f   a a n   v i r   s k i t t e r e n d e   i n h o u d   e n   v e r p e r s o o n l i k e   d i e n s t e .   I n d i e n   j y   n i e   ' n   3 G   I D - n o m m e r   h e t   n i e ,   k l i e k   o p   J A   e n   d i e   s t e l s e l   s a l   ' n   n o m m e r   a a n   j o u   t o e k e n .   N a d a t   j y   a a n g e t e k e n   h e t ,   s a l   j o u   3 G   I D - n o m m e r   a a n   d i e   b o k a n t   v a n   d i e   b l a d s y   v e r s k y n ,   b v .   1 2 3 4 5 6 7 8 ( t e k e n   a a n ) .   I n d i e n   j y   a l r e e d s   g e r e g i s t r e e r   h e t ,   k l i e k   a s s e b l i e f   o p   T e k e n   A a n   b y   K e u s e   e n   v o e r   j o u   3 G   I D - n o m m e r   e n   - w a g w o o r d   i n . 	     T e k e n   a s b .   a a n   v i r   e e r s t e k l a s   i n h o u d   e n   v e r p e r s o o n l i k t e   d i e n s t e . I n d i e n   j y   n i e   ' n   3 G - I D - n o m m e r   h e t   n i e ,   k l i e k   o p   J A ,   e n   d i e   s t e l s e l   s a l   ' n   n o m m e r   a a n   j o u   t o e k e n .   J o u   3 G - I D - n o m m e r   s a l   n    a a n t e k e n i n g   b o a a n   d i e   b l a d s y   v e r s k y n ,   b v .   1 2 3 4 5 6 7 8 ( a a n t e k e n ) .   I n d i e n   j y   r e e d s   g e r e g i s t r e e r   h e t ,   k l i e k   a s b .   o p   A a n t e k e n   t y d e n s   S e l e k s i e   e n   v o e r   j o u   3 G - I D - n o m m e r   e n   w a g w o o r d   i n .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     F a  a   o   l o g i n   p a r a   o b t e r   u m   c o n t e  d o   e s p l  n d i d o   e   s e r v i  o s   p e r s o n a l i z a d o s .   S e   n  o   t i v e r   o   n  m e r o   d a   I D   3 G ,   c l i q u e   e m   S I M ,   o   s i s t e m a   a l o c a r    u m   n  m e r o   p a r a   v o c  .   D e p o i s   d o   l o g i n ,   s e u   n  m e r o   d e   I D   3 G   a p a r e c e r    n o   t o p o   d a   p  g i n a ,   p o r   e x e m p l o ,   1 2 3 4 5 6 7 8   ( l o g i n ) .   S e   j    t i v e r   s e   r e g i s t r a d o ,   c l i q u e   e m   L o g i n   n a   S e l e   o   e   i n s i r a   s e u   n  m e r o   d e   I D   3 G   e   s e n h a .   
 
 S T R _ I D _ G G L I V E _ P R O D U C E _ P A R T I C U L A R A 	 U n d e f i n e d 	 1 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     G G L i v e   w i l l   b r i n g   y o u   t h e   t r e n d i n g   e x p e r i e n c e   a n d   m a k e   y o u   a   c h a r m i n g   m o b i l e   p h o n e   u s e r !   C u s t o m e r   S e r v i c e   P h o n e   N u m b e r :   0 2 0 - 3 8 2 9 6 7 7 8 	       G G L I V E :N`&^eg ge0 ge\vnoAmSOb:NKb:gER Ne[
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 0	       G G L I V E :N`&^eg ge0 ge\vnoAmSOb:NKb:gER Ne[
g5u݋0 2 0 - 3 8 2 9 6 7 7 8 0     G G L i v e   p o n d r    a   s u   d i s p o s i c i  n   u n a   e x p e r i e n c i a   m o d e r n a   y   l e   c o n v e r t i r    e n   u n   a t r a c t i v o   u s u a r i o   d e   t e l  f o n o   m  v i l !   N  m e r o   d e   t e l  f o n o   d e   a t e n c i  n   a l   c l i e n t e :   0 2 0 - 3 8 2 9 6 7 7 8 	 G G L i v e   v a   v o u s   f a i r e   v i v r e   u n e   e x p  r i e n c e   d e   t e n d a n c e   e t   v o u s   t r a n s f o r m e r   e n   u t i l i s a t e u r   d e   t  l  p h o n e   m o b i l e      l a   p a g e  !   N u m  r o   d e   t  l  p h o n e   d u   s e r v i c e   c l i e n t  l e  :   0 2 0 - 3 8 2 9 6 7 7 8 	     M i t   G G L i v e   l i e g e n   S i e   i m   T r e n d   u n d   w e r d e n   z u   e i n e m   c h a r m a n t e n   H a n d y n u t z e r !   T e l e f o n n u m m e r   d e s   K u n d e n d i e n s t e s :   0 2 0 - 3 8 2 9 6 7 7 8 	     G G L i v e   >15A?5G8205B  8A?>;L7>20=85  =>259H8E  B5E=>;>389  <>18;L=>9  A2O78!   "5;5D>=  A;C61K  ?>445@6:8:   0 2 0 - 3 8 2 9 6 7 7 8 	     G G L i v e   v i   f a r    v i v e r e   u n a   g r a n d e   e s p e r i e n z a   e   v i   r e n d e r    a f f e z i o n a t i   u t e n t i   d i   t e l e f o n i   c e l l u l a r i !   N u m e r o   d i   t e l e f o n o   d e l l ' a s s i s t e n z a   c l i e n t i :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 O   G G L i v e   i r    o f e r e c e r - l h e   u m a   e x p e r i  n c i a   f a s c i n a n t e   t o r n a n d o   e n r i q u e c e n d o   a   s u a   u t i l i z a   o   d o   t e l e m  v e l !   N  m e r o   d e   a p o i o   a o   c l i e n t e :     0 2 0 - 3 8 2 9 6 7 7 8 	 G G L i v e   s i z e   t r e n d   y a r a t a n   d e n e y i m i   s u n u y o r   v e   s i z i   a l 1m l 1  b i r   c e p   t e l e f o n u   k u l l a n 1c 1s 1  y a p 1y o r !   M  _t e r i   H i z m e t l e r i   T e l e f o n   N u m a r a s 1:   0 2 0 - 3 8 2 9 6 7 7 8 	     G G L i v e   s   m a n g   l i   c h o   b n   c m   g i  c   t u y t   v i   v    g i  p   b n   t r   t h  n h   n . d  n g   T D   n i   b t !   S   i n   t h o i   d c h   v   k h  c h   h  n g :   0 2 0 - 3 8 2 9 6 7 7 8 	 G G L i v e   s   m a n g   l i   c h o   b n   c m   g i  c   t u y t   v i   v    g i  p   b n   t r   t h  n h   n g i   d  n g   T D   n i   b t !     S   i n   t h o i   d c h   v   k h  c h   h  n g :   0 2 0 - 3 8 2 9 6 7 7 8 	   G G L i v e   a k a n   m e m b a w a k a n   a n d a   p e n g a l a m a n   b e r g a y a   d a n   a k a n   m e m b u a t k a n   a n d a   p e n g g u n a   t e l e f o n   b i m b i t   y a n g   m e n a w a n !   N o m b o r   T e l e f o n   P e r k h i d m a t a n   P e l a n g g a n :   0 2 0 - 3 8 2 9 6 7 7 8 	     G G L i v e   	*		K	  (		  8	M	
 	>		2	  	>	  	(	A	-	5	  	0	>			>	  	0	  	*		K	  		  		0	M	7		  .	K	,	>		2	  +	K	(	  *	M	0	/	K		M	
 $	>	  ,	(	>			>	!   	M	0	>	9		  8	G	5	>	  +	K	(	  (		,	0	:   0 2 0 - 3 8 2 9 6 7 7 8 	 G G L i v e   	*		K	  		  6	>	(	&	>	0	  	(	A	-	5	  &	G		>	  	0	  		  		0	M	7		  .	K	,	>		2	  +	K	(	  		*	/	K			0	M	$	>	  ,	(	>			>	!   	M	0	>	9		  8	G	5	>	  +	K	(	  (		,	0	:   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	     A   G G L i v e   d i v a t o s    l m  n y b e n   r  s z e s  t i    s   n a g y s z e r q  m o b i l f e l h a s z n  l  v    t e s z i    n t !    g y f  l s z o l g  l a t   s z  m a :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 	 G G L i v e   b r e n g t   u   d e   n i e u w s t e   b e l e v e n i s   e n   m a a k t   u   e e n   p o p u l a i r e   g e b r u i k e r   v a n   m o b i e l e   t e l e f o o n s !   T e l e f o o n n u m m e r   v a n   d e   k l a n t e n s e r v i c e :   0 2 0 - 3 8 2 9 6 7 7 8 . 	 G G L i v e   b r e n g t   j e   e e n   t r e n d y   e r v a r i n g   e n   m a a k t   j e   e e n   s l i m m e   g e b r u i k e r   v a n   d e   m o b i e l e   t e l e f o o n !   T e l e f o o n n u m m e r   v a n   k l a n t e n s e r v i c e :   0 2 0 - 3 8 2 9 6 7 7 8 	 	     G G L i v e   v   v a   o f e r i   o   e x p e r i e n c   n   p a s   c u   v r e m u r i l e   _i   v   v a   t r a n s f o r m a    n t r - u n   u t i l i z a t o r   d e   t e l e f o n   m o b i l   f e r m e c t o r !   N u m r   d e   t e l e f o n   S e r v i c i u l   d e   R e l a ci i   c u   C l i e n ci i :   0 2 0 - 3 8 2 9 6 7 7 8 	 C u   a j u t o r u l   a p l i c a ci e i   G G L i v e   v   v e ci   b u c u r a   d e   o   e x p e r i e n c   n l ct o a r e   _i   v   v e ci   t r a n s f o r m a    n t r - u n   u t i l i z a t o r   f a s c i n a n t   d e   t e l e f o n   m o b i l !   N u m r   s e r v i c i u   c l i e n ci :   0 2 0 - 3 8 2 9 6 7 7 8 	 	   G G L i v e               !       :   0 2 0 - 3 8 2 9 6 7 7 8 	   G G L i v e               !       :   0 2 0 - 3 8 2 9 6 7 7 8 	 	     G G L i v e   '1  ('  EH('D  1'  (G  *,1(G  '  D0*(.4  (1'*'F  *(/D  .H'G/  FEH/!     4E'1G  *DAF  ./E'*  E4*1'F:   0 2 0 - 3 8 2 9 6 7 7 8 	     G G L i v e   '1  ('  EH('D  1'  (G  *,1(G  '  D0*(.4  (1'*'F  *(/D  .H'G/  FEH/!     4E'1G  *DAF  (.4  ./E'*  E4*1'F:   0 2 0 - 3 8 2 9 6 7 7 8 	 	 								  					  				  									  								  				  			  						  				  										  						  			  											  						!   						  				  			  					:   0 2 0 - 3 8 2 9 6 7 7 8 	     G G L i v e   						  				  						  								  			  						  			  					  				  							  						  											!   								  							  					:   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 	 	 	 	 	     G G L i v e   g e e   j o u   d i e   t o o n a a n g e w e n d e   e r v a r i n g   e n   m a a k   v a n   j o u   ' n   v o o r s t e   s e l f o o n g e b r u i k e r !   K l i  n t e d i e n s - t e l e f o o n n o m m e r :   0 2 0 - 3 8 2 9 6 7 7 8 	     G G L i v e   b i e d   j o u   d i e   j o n g s t e   e r v a r i n g   e n   m a a k   j o u   ' n   i n n e m e n d e   s e l f o o n g e b r u i k e r !   K l i  n t e d i e n s f o o n n o m m e r :   0 2 0 - 3 8 2 9 6 7 7 8 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     G G L i v e   t r a r    p a r a   v o c    a   e x p e r i  n c i a   e m   t e n d  n c i a   e   o   t o r n a r    u m   c h a r m o s o   u s u  r i o   d e   t e l e f o n e   m  v e l !   N  m e r o   d e   t e l e f o n e   d o   a t e n d i m e n t o   a o   c l i e n t e :   0 2 0 - 3 8 2 9 6 7 7 8 
 
 S T R _ I D _ G G L I V E _ P R O D U C E _ P A R T I C U L A R 	 U n d e f i n e d 	 2 4 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     G G L i v e   i s   t h e   l e a d i n g   m o b i l e   p h o n e   v i d e o   p l a y e r . Y o u   c a n   w a t c h   T V   p r o g r a m s , t h e   l a t e s t   a n d   m o s t   p o p u l a r   m o v i e s , a n i m a t i o n s   a n d   t h e   v i d e o s   s h o t   a n d   u p l o a d e d   b y   u s e r s   t h r o u g h   G G L i v e .   	     G G L i v e /fvMRHQvKb:gƉd>ehVǏG G L i v e SNwOY5uƉSvdv؏SNw ge gpv5uq_05uƉgR0R+oNSOYQSbvƉwGr0	     G G L i v e /fvMRHQvKb:gƉd>ehVǏG G L i v e SNwOY5uƉSvdv؏SNw ge gpv5uq_05uƉgR0R+oNSOYQSbvƉwGr0    G G L i v e   e s   e l   m e j o r   r e p r o d u c t o r   d e   v  d e o   p o r   t e l  f o n o   m  v i l .   P o d r    v e r   p r o g r a m a s   d e   T V ,   l a s   p e l  c u l a s   m  s   r e c i e n t e s   y   p o p u l a r e s ,   a n i m a c i o n e s   y   v  d e o s   g r a b a d o s   p o r   l o s   u s u a r i o s   a   t r a v  s   d e   G G L i v e .   	 G G L i v e   e s t   l e   l e c t e u r   v i d  o   s u r   t  l  p h o n e   m o b i l e   n u m  r o   u n .   V o u s   p o u v e z   r e g a r d e r   d e s   p r o g r a m m e s   t  l  v i s  s ,   l e s   t o u s   d e r n i e r s   e t   p l u s   p o p u l a i r e s   f i l m s   e t   a n i m a t i o n s ,   e t   l e s   d e r n i e r s   c l i p s   v i d  o s   t  l  v e r s  s   p a r   d e s   u t i l i s a t e u r s   v i a   G G L i v e . 	     G G L i v e   i s t d e r   f  h r e n d e   V i d e o p l a y e r   f  r   M o b i l t e l e f o n e .   S i e   k  n n e n   s i c h   T V - P r o g r a m m e ,   d i e   n e u e s t e n   u n d   b e l i e b t e s t e n   F i l m e ,   A n i m a t i o n e n   u n d   V i d e o c l i p s   a n s e h e n ,   d i e   v o n   B e n u t z e r n    b e r   G G L i v e   h e r a u f g e l a d e n   w u r d e n .   	     G G L i v e      MB>  ;848@CNI55  <>18;L=>5  A@54AB2>  ?@>A<>B@0  2845>. K  <>65B5  A<>B@5BL  B5;52845=85,   =>259H85  8  A0<K5  ?>?C;O@=K5  D8;L<K,   <C;LBD8;L<K  8  2845>@>;8:8,   703@C65==K5  ?>;L7>20B5;O<8  G G L i v e . 	     G G L i v e      i l   r i p r o d u t t o r e   l e a d e r   d i   c o n t e n u t i   v i d e o   s u   c e l l u l a r i ,   p e r   l a   v i s i o n e   d i   p r o g r a m m i   T V ,   d e i   f i l m   p i    r e c e n t i ,   d i   c a r t o n i   e   v i d e o   c h e   v e g o n o   c a r i c a t i   d a g l i   u t e n t i   m e d i a n t e   G G L i v e .   	 	 G G L i v e      u m   d e s t a c a d o   l e i t o r   d e   v  d e o   p a r a   t e l e m  v e l .   P o d e   v e r   p r o g r a m a s   d e   T V ,   o s   f i l m e s   m a i s   r e c e n t e s   e   p o p u l a r e s ,   a n i m a   o   e   v  d e o s   g r a v a d o s   p e l o s   u t i l i z a d o r e s   e n v i a d o s   a t r a v  s   d o   G G L i v e . 	 G G L i v e   _u   a n d a   l i d e r   c e p   t e l e f o n u   v i d e o   o y n a t 1c 1s 1d 1r .   T V   p r o g r a m l a r 1n 1,   e n   s o n   v e   e n   p o p  l e r   f i l m l e r i ,   k u l l a n 1c 1l a r   t a r a f 1n d a n   G G L i v e   i l e    e k i l i p   y  k l e n m i _  o l a n   a n i m a s y o n   v e   v i d e o l a r 1  i z l e y e b i l i r s i n i z . 	     G G L i v e   l    t r  n h   p h  t   v i d e o   h  n g   u   t r  n   T D .   B n   c    t h   x e m   c  c   c h n g   t r  n h   T V ,   c  c   b   p h i m   m i   n h t   v    c   a   c h u n g ,   p h i m   h o t   h  n h   v    v i d e o   c   q u a y   v    t i   l  n   b i   n g i   d  n g   G G L i v e .   	 G G L i v e   l    t r  n h   p h  t   v i d e o   h  n g   u   t r  n   T D .   B n   c    t h   x e m   c  c   c h n g   t r  n h   T V ,   c  c   b   p h i m   m i   n h t   v    c   a   c h u n g ,   p h i m   h o t   h  n h   v    v i d e o   c   q u a y   v    t i   l  n   b i   n g i   d  n g   k h p   t r  n   G G L i v e .     	   G G L i v e   i a l a h   p e m a i n   v i d e o   t e l e f o n   b i m b i t   t e r u n g g u l . A n d a   b o l e h   m e n o n t o n   r a n c a n g a n   T V , f i l e m   t e r b a r u   d a n   t e r p o p u l a r , a n i m a s i   d a n   v i d e o   y a n g   d i r a k a m   d a n   d i m u a t   n a i k   o l e h   p e n g g u n a   m e l a l u i   G G L i v e . 	           G G L i v e   		M	0	#	@	  .	K	,	>		2	  +	K	(	  5	@	!	?	/	K	  *	M	
 2	G	/	0	  9	H	d	  	*	  	@	5	@	  	>	0	M	/		M	0	.	  &	G		  8		$	G	  9	H		,   (	5	@	(	$	.	  	0	  8	,	8	G	  *	M	0	8	?	&	M	'	  .	B	5	@	,   	(	?	.	G	6	(	  	0	  G G L i v e   	G	  &	M	5	>	0	>	  *	M	0	/	K		M	
 $	>			  &	M	5	>	0	>	  6	B		  	0	  	*	2	K	!	  	?		  		  5	@	!	?	/	K	  6	I		  &	G		  8		$	G	  9	H		d		 G G L i v e   		  		M	0	#	@	  .	K	,	>		2	  +	K	(	  5	@	!	?	/	K	  *	M	2	G	/	0	  9	H	.   	*	  T V   	>	0	M	/		M	0	.	,   (	5	@	(	$	.	  	0	  8	0	M	5	>	'	?		  2	K		*	M	0	?	/	  .	B	5	@		<	,   	(	@	.	G	6		8	  	0	  5	@	!	?	/	K	  6	I		  $	%	>	  G G L i v e   	G	  	0	?		  		*	/	K			0	M	$	>			  &	M	5	>	0	>	  	*	2	K	!	  	@	  		  8	>	.		M	0	@	  &	G		  8		$	G	  9	H		. 	 	 	     A   G G L i v e   a   v e z e t Q  m o b i l t e l e f o n o s   v i d e o l e j  t s z    a l k a l m a z  s .   A   G G L i v e   s z o l g  l t a t  s o n   k e r e s z t  l   T V - m qs o r t ,   i l l e t v e   a   l e g  j a b b ,   l e g n  p s z e r qb b   f i l m e k e t ,   a n i m  c i  k a t    s   v i d e o k l i p e k e t   n  z h e t i   m e g ,   a m e l y e k e t   a   f e l h a s z n  l  k   f e l t  l t  t t e k .   	 	 	 	 G G L i v e   i s   d e   v o o r a a n s t a a n d e   v i d e o s p e l e r   v o o r   m o b i e l e   t e l e f o o n s .   U   k u n t   k i j k e n   n a a r   t e l e v i s i e p r o g r a m m a ' s ,   d e   n i e u w s t e   e n   p o p u l a i r s t e   f i l m s ,   t e k e n f i l m s   e n   v i d e o ' s   d i e   d o o r   g e b r u i k e r s   g e  p l o a d   z i j n   v i a   G G L i v e . 	 G G L i v e   i s   d e   v o o r a a n s t a a n d e   v i d e o s p e l e r   v o o r   m o b i e l e   t e l e f o o n s .   J e   k i j k t   n a a r   t e l e v i s i e p r o g r a m m a ' s ,   d e   l a a t s t e   e n   p o p u l a i r s t e   f i l m s ,   t e k e n f i l m s   e n   n a a r   d e   v i d e o ' s   d i e   o p g e n o m e n   e n   m e t   G G l i v e   g e  p l o a d   z i j n   d o o r   a n d e r e   g e b r u i k e r s . 	 	     G G L i v e   e s t e   c e l   m a i   b u n   v i d e o   p l a y e r   p e n t r u   t e l e f o a n e   m o b i l e .   P u t e ci   u r m r i i   p r o g r a m e l e   T V ,   c e l e   m a i   r e c e n t e   _i   m a i   p o p u l a r e   f i l m e ,   a n i m a ci i   _i   v i d e o c l i p u r i   _i    n c r c a t e   d e   u t i l i z a t o r i   p r i n   i n t e r m e d i u l   G G L i v e .   	 G G L i v e   e s t e   u n   t e l e f o n   m o b i l   c u   p l a y e r   v i d e o   d e   u l t i m   g e n e r a ci e .   P u t e ci   v i z i o n a   p r o g r a m e   T V ,   c e l e   m a i   r e c e n t e   _i   c u n o s c u t e   f i l m e ,   d e s e n e   a n i m a t e   _i   v i d e o c l i p u r i    n r e g i s t r a t e   _i    n c r c a t e   d e   u t i l i z a t o r i   p r i n   i n t e r m e d i u l   G G L i v e . 	 	   G G L i v e               .         ,       ,                     G G L i v e . 	   G G L i v e               .         ,       ,                     G G L i v e . 	 	     G G L i v e     '2  ~.4  FF/G  G'  (1*1  ADE  (1'  EH('D  E('4/.   4E'  E*H'F/  ('  "F  (G  *E'4'  (1F'EG  G'  *DH2HF  ".1F  H  ~171A/'1*1F  ADEG'  3FE'  'FE4F  G'  H  ADEG'  G  *H37  '1(1'F  1A*G  4/G  H  '271B  G G L i v e   ('10'1  4/G  (~1/'2/.   	     G G L i v e     '2  ~.4  FF/G  G'  (1*1  ADE  (1'  EH('D  E('4/.   4E'  E*H'F/  ('  "F  (G  *E'4'  (1F'EG  G'  *DH2HF  ".1F  H  ~171A/'1*1F  ADEG'  3FE'  'FE4F  G'  H  ADEG'  G  *H37  '1(1'F  1A*G  4/G  H  '271B  G G L i v e   ('10'1  4/G  (~1/'2/.   	 	 								  			  												  						  			  					  							d	  				  					  					  								,   														  	  						  							  				,   										  			  					  		  					  						  			  								  							  			  					  				  						d	  	 G G L i v e   				  				  						  			  					  							d	  				  G G L i v e - 		  							  				  								,   														  						  					  	  						  							  						,   							  					  			  														  			  			  					  			  					  		  										d	  	 	 	 	 	 	 	 	     G G L i v e   i s   d i e   v o o r s t e   v i d e o s p e l e r   v i r   s e l f o n e .   J y   k a n   k y k   n a   T V - p r o g r a m m e ,   d i e   j o n g s t e   e n   m e e s   p o p u l  r e   r o l p r e n t e ,   a n i m a s i e s   e n   v i d e o ' s   w a t   d e u r   G G L i v e - g e b r u i k e r s   g e s k i e t   e n   o p g e l a a i   i s . 	     G G L i v e   i s   d i e   v o o r s t e   s e l f o o n v i d e o s p e l e r . J y   k a n   T V - p r o g r a m m e ,   d i e   j o n g s t e   e n   g e w i l d s t e   f l i e k s   e n   a n i m a s i e s ,   a s o o k   v i d e o ' s   w a t   d e u r   G G L i v e - g e b r u i k e r s   g e s k i e t   e n   o p g e l a a i   i s ,   k y k .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     G G L i v e      o   r e p r o d u t o r   d e   v  d e o   l  d e r   e m   t e l e f o n e   m  v e l .   V o c    p o d e   a s s i s t i r   o s   p r o g r a m a s   d e   V ,   o s   f i l m e s   m a i s   r e c e n t e s   e   p o p u l a r e s ,   a n i m a   e s   e   v  d e o s   f i l m a d o s   e   c a r r e g a d o s   p o r   u s u  r i o s   a t r a v  s   d o   G G L i v e .   
 
 S T R _ I D _ G G L I V E _ H A O T O P A Y _ P A R T I C U L A R 	 U n d e f i n e d 	 2 7 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     G G L i v e   h a s   n o r m a l   v e r s i o n ( d e f a u l t )   a n d   V I P   v e r s i o n .   S u b s c r i b e r s   o f   n o r m a l   v e r s i o n   c a n   e n j o y   t h e   s e r v i c e   f r e e l y .   I f   y o u   w o u l d   l i k e   t o   u p d a t e   y o u r   n o r m a l   v e r s i o n   t o   V I P   v e r s i o n , y o u   w o u l d   g e t   t h e   n o t e   f o r   c h a r g e s .   P l e a s e   c l i c k   o n   M y   V I P   f o r   m o r e   i n f o r m a t i o n . 	     G G L i v e Kb:gƉd>ehVRnfHr,g؞	TV I P Hr,gnfHr,gSwMQ9Q[V I P Hr,gSwfYf|i_vQ[0(WO(uǏz-NYg GS~0RV I P Hr,gOc:y` /eN N[9(u`Yua[ bv^7b] 0	     G G L i v e Kb:gƉd>ehVRnfHr,g؞	TV I P Hr,gnfHr,gSwMQ9Q[V I P Hr,gSwfYf|i_vQ[0(WO(uǏz-NYg GS~0RV I P Hr,gOc:y` /eN N[9(u`Yua[ bv^7b] 0    G G L i v e   s e   o f r e c e   e n   u n a   v e r s i  n   n o r m a l   ( p r e d e t e r m i n a d a )   y   u n a   v e r s i  n   V I P .   L o s   a b o n a d o s   a   l a   v e r s i  n   n o r m a l   p u e d e n   d i s f r u t a r   d e l   s e r v i c i o   d e   f o r m a   g r a t u i t a .   S i   d e s e a   a c t u a l i z a r   s u   v e r s i  n   n o r m a l   a   l a   v e r s i  n   V I P ,   r e c i b i r    u n a   n o t a   d e   c o b r o .   P o r   f a v o r ,   h a g a   c l i c   e n   M i   V I P   s i   d e s e a   o b t e n e r   m  s   i n f o r m a c i  n . 	 G G L i v e   p r  s e n t e   u n e   v e r s i o n   n o r m a l e   ( p a r   d  f a u t )   e t   u n e   v e r s i o n   V I P .   L e s   a b o n n  s      l a   v e r s i o n   n o r m a l e   b  n  f i c i e r o n t   d e s   s e r v i c e s   l i b r e m e n t .   S i   v o u s   v o u l e z   p a s s e r   d e   l a   v e r s i o n   n o r m a l e      l a   v e r s i o n   V I P ,   v o u s   s e r e z   f a c t u r  s .   V e u i l l e z   c l i q u e z   s u r   M o n   V I P   p o u r   p l u s   d  i n f o r m a t i o n s . 	     G G L i v e   v e r f  g t    b e r   e i n e   n o r m a l e   V e r s i o n   ( S t a n d a r d )   u n d   e i n e   V I P - V e r s i o n .   A b o n n e n t e n   d e r   n o r m a l e n   V e r s i o n   s i n d   v o n   d e n   G e b  h r e n   b e f r e i t .   B e i   e i n e m   U p d a t e   I h r e r   n o r m a l e n   V e r s i o n   a u f   d i e   V I P - V e r s i o n   w e r d e n   S i e   v o n   d e n   G e b  h r e n   b e n a c h r i c h t i g t .   K l i c k e n   S i e   f  r   w e i t e r e   I n f o r m a t i o n e n   a u f   M e i n   V I P . 	     !;C610  G G L i v e   8<55B  >1KG=CN  25@A8N  ( AB0=40@B=CN)   8  25@A8N  V I P .   ;O  ?>4?8AG8:>2  AB0=40@B=>9  25@A88  A5@28A  15A?;0B5=.   @8  C;CGH5=88  A5@28A0  4>  V I P - 25@A88  278<05BAO  >?;0B0.   ;O  ?>;CG5=8O  4>?>;=8B5;L=KE  A2545=89  I5;:=8B5  AAK;:C   >9  V I P  . 	     G G L i v e   h a   u n a   v e r s i o n e   n o r m a l e   ( p r e d e f i n i t a )   e   u n a   v e r s i o n e   V I P .   G l i   a b b o n a t i   a l l a   v e r s i o n e   n o r m a l e   p o s s o n o   g o d e r e   d e l   s e r v i z i o   g r a t u i t a m e n t e .   S e   s i   d e s i d e r a   e f f e t t u a r e   l ' u p g r a d e   a l l a   v e r s i o n e   V I P   s i   d o v r    p a g a r e   u n   c o r r i s p e t t i v o .   P e r   u l t e r i o r i   i n f o r m a z i o n i   f a r e   c l i c   s u   I   m i e i   V I P . 	 	 O   G G L i v e   t e m   u m a   v e r s  o   n o r m a l   ( p r e d e f i n i d a )   e   u m   v e r s  o   V I P .   O s   s u b s c r i t o r e s   d a   v e r s  o   n o r m a l   p o d e m   u t i l i z a r   o   s e r v i  o   g r a t u i t a m e n t e .   S e   d e s e j a r   a c t u a l i z a r   a   v e r s  o   n o r m a l   p a r a   a   v e r s  o   V I P ,   s e r    a v i s a d o   q u e   o   s e r v i  o   s e r    c o b r a d o .   C l i q u e   e m   O   m e u   V I P   p a r a   m a i s   i n f o r m a   e s . 	 G G L i v e ' i n   n o r m a l   s  r  m    ( v a r s a y 1l a n )   v e   V I P   s  r  m    b u l u n m a k t a d 1r .   N o r m a l   s  r  m  n   a b o n e l e r i   h i z m e t t e n    c r e t s i z   y a r a r l a n a b i l i r l e r .   N o r m a l   s  r  m  n  z    V I P   s  r  m e   y  k s e l t m e k   i s t e r s e n i z ,    c r e t l e r   i  i n   n o t u   a l 1r s 1n 1z .   D a h a   f a z l a   b i l g i   i  i n   l  t f e n   V I P ' i m e   t 1k l a y 1n . 	     G G L i v e   c    p h i  n   b n   c h u n   ( m c   n h )   v    p h i  n   b n   V I P .   N h n g   n g i   n g   k    p h i  n   b n   c h u n   c    t h   t n   h n g   d c h   v   t  y   t h  c h .   N u   m u n   n  n g   c p   p h i  n   b n   c h u n   l  n   p h i  n   b n   V I P ,   b n   s   c   t h  n g   b  o   v   c  c   m c   p h  .   H  y   c l i c k   v  o   V I P   r i  n g     b i t   t h  m   t h  n g   t i n . 	 G G L i v e   c    p h i  n   b n   c h u n   ( m c   n h )   v    p h i  n   b n   V I P .   N h n g   n g i   n g   k    p h i  n   b n   c h u n   c    t h   t n   h n g   d c h   v   t  y   t h  c h .   N u   m u n   n  n g   c p   p h i  n   b n   c h u n   l  n   p h i  n   b n   V I P ,   b n   s   c   t h  n g   b  o   v   c  c   m c   p h  .   H  y   c l i c k   v  o   V I P   r i  n g     b i t   t h  m   t h  n g   t i n . 	   G G L i v e   m e m p u n y a i   v e r s i   n o r m a l ( l a l a i )   d a n   v e r s i   V I P .   P e l a n g g a n   v e r s i   n o r m a l   b o l e h   m e n i k m a t i   p e r k h i d m a t a n   s e c a r a   p e r c u m a .   J i k a   a n d a   i n g i n   m e n g e m a s   k i n i k a n   v e r s i   n o r m a l   a n d a   k e p a d a   v e r s i   V I P , a n d a   a k a n   m e n e r i m a   n o t a   m e n g e n a i   b a y a r a n n y a .   S i l a   k l i k   p a d a   V I P   S a y a   u n t u k   m a k l u m a t   l a n j u t . 	     G G L i v e   	>	  8	>	.	>	(	M	
 /	  8		8	M	
 	0	#	  ( !	?	+	>	2	M	
 	)   	0	  5	@			*	@	  8		8	M	
 	0	#	  9	H	d	  8	>	.	>	(	M	
 /	  8		8	M	
 	0	#	  	G	  	M	0	>	9		  (	?	: 6	A	2	M	
 	  8	G	5	>	  	>	  2	>	-	  		 	>	  8		$	G	  9	H		d	  /	&	?	  	*	  	*	(	G	  8	>	.	>	(	M	
 /	  8		8	M	
 	0	#	  	K	  5	@			*	@	  8		8	M	
 	0	#	  .	G		  ,	&	2	(	>	  	>	9	G		,   $	K	  	*		K	  6	A	2	M	
 	  	G	  (	K		  *	M	0	>	*	M	
 $	  9	K			G	d	  	C	*	/	>	  	'	?		  	>	(		>	0	@	  	G	  2	?		  M y   V I P   *	0	  	M	2	?		  	0	G		d		 G G L i v e   	G	  8	>	.	>	(	M	/	  8		8	M		0	#	  ( !	?	+	I	2	M		)   	0	  V I P   8		8	M		0	#	  9	H		.   8	>	.	>	(	M	/	  8		8	M		0	#	  	G	  8	&	8	M	/	  8	G	5	>	  	K	  (	?	: 6	A	2	M		  *	M	0	/	K		  	0	  8		$	G	  9	H		.   /	&	?	  	*	  	*	(	G	  8	>	.	>	(	M	/	  8		8	M		0	#	  	K	  V I P   8		8	M		0	#	  *	0	  	&	M	/	$	(	  	0	(	>	  	>	9	$	G	  9	H		,   $	K	  	*		K	  6	A	2	M		K		  	G	  2	?		  8	B		(	>	  &	@	  	>			@	.   	C	*	/	>	  	'	?		  	>	(		>	0	@	  	G	  2	?		  .	G	0	>	  V I P   *	0	  	M	2	?		  	0	G		. 	 	 	     A   G G L i v e   n o r m  l   ( a l a p  r t e l m e z e t t )    s   V I P   v e r z i  b a n    r h e t Q  e l .   A   n o r m  l   v e r z i  r a   f e l i r a t k o z o t t a k   i n g y e n e s e n    l v e z h e t i k   a   s z o l g  l t a t  s   e l Qn y e i t .   H a   V I P   v e r z i  r a   s z e r e t n    f r i s s  t e n i   n o r m  l   v e r z i  j  t ,   a   d  j f i z e t  s r e   v o n a t k o z    e m l  k e z t e t Qt   f o g   k a p n i .   T o v  b b i   i n f o r m  c i  k  r t   k a t t i n t s o n   a   S a j  t   V I P   e l e m r e . 	 	 	 	 G G L i v e   h e e f t   e e n   n o r m a l e   v e r s i e   ( s t a n d a a r d )   e n   e e n   V I P - v e r s i e .   A b o n n e e s   v a n   d e   n o r m a l e   v e r s i e   k u n n e n   g r a t i s   g e b r u i k   m a k e n   v a n   d e   d i e n s t .   W i l t   u   d e   n o r m a l e   v e r s i e   o p w a a r d e r e n   n a a r   d e   V I P - v e r s i e ,   d a n   k r i j g t   u   d a a r v o o r   e e n   r e k e n i n g .   K l i k   o p   M i j n   V I P   v o o r   m e e r   i n f o r m a t i e . 	 G G L i v e   h e e f t   e e n   n o r m a l e   ( s t a n d a a r d ) v e r s i e   e n   e e n   V I P - v e r s i e .   D e   a b o n n e e r s   v a n   d e   n o r m a l e   v e r s i e   h e b b e n   v r i j   g e b r u i k   v a n   d e   d i e n s t .   W i l   j e   d e   n o r m a l e   v e r s i e   b i j w e r k e n   n a a r   d e   V I P - v e r s i e ,   d a n   k r i j g   j e   e e n   r e k e n i n g   v o o r   d e   k o s t e n .   K l i k   o p   M i j n   V I P   v o o r   m e e r   i n f o r m a t i e . 	 	     G G L i v e   p o s e d   o   v e r s i u n e   n o r m a l   ( i m p l i c i t )   _i   o   v e r s i u n e   V I P .   A b o n a ci i   p e n t r u   v e r s i u n e a   n o r m a l   s e   p o t   b u c u r a   d e   s e r v i c i u   g r a t u i t .   D a c   d o r i ci   s   a c t u a l i z a ci   v e r s i u n e a   d v s .   n o r m a l   l a   v e r s i u n e a   V I P ,   v e ci   p r i m i   a v i z e   d e   p l a t .   F a c e ci   c l i c   p e   V I P - u l   m e u   p e n t r u   i n f o r m a ci i   s u p l i m e n t a r e . 	 G G L i v e   e s t e   d i s p o n i b i l    n t r - o   v e r s i u n e   n o r m a l   ( i m p l i c i t )   _i   o   v e r s i u n e   V I P .   A b o n a ci i   v e r s i u n i i   n o r m a l e   s e   p o t   b u c u r a   g r a t u i t   d e   a c e s t   s e r v i c i u .    n   c a z u l    n   c a r e   d o r i ci   s   v   a c t u a l i z a ci   v e r s i u n e a   n o r m a l   l a   v e r s i u n e a   V I P ,   v e ci   p r i m i   o   n o t   r e f e r i t o a r e   l a   c o s t u r i l e   a f e r e n t e .   P e n t r u   m a i   m u l t e   i n f o r m a ci i   f a c e ci   c l i c   p e   V e r s i u n e a   m e a   V I P . 	 	   G G L i v e         (   )     V I P .                 .                 V I P .       ,       - V I P   . 	   G G L i v e         (   )     V I P .                 .                 V I P .       ,       - V I P   . 	 	     G G L i v e   /'1'    F3.G  E9EHD  ( ~4  A16)   H    F3.G  '.*5'5  '3*.   E4*1'F  F3.G  E9EHD  E*H'FF/  '2  ./E'*  "F  (G  1''F  (G1G  ((1F/.   '1  E.H'G/  F3.G  E9EHD  .H/  1'  (G  F3.G  '.*5'5  *(/D  FE'/  G2FG  'F'1  (G  4E'  '9D'E  .H'G/1//.   (1'  3(  '7D'9'*  (4*1  (1  1H  F3.G  '.*5'5  EF  D  F/. 	     G G L i v e   /'1'    F3.G  E9EHD  ( ~4  A16)   H    F3.G  '.*5'5  '3*.   E4*1'F  F3.G  E9EHD  E*H'FF/  '2  ./E'*  "F  (G  1''F  (G1G  ((1F/.   '1  E.H'G/  F3.G  E9EHD  .H/  1'  (G  F3.G  '.*5'5  *(/D  FE'/  G2FG  'F'1  (G  4E'  '9D'E  .H'G/1//.   (1'  3(  '7D'9'*  (4*1  (1  1H  F3.G  '.*5'5  EF  D  F/. 	 	 G G L i v e ' 	  						  							  ( 						)   	  						  							  			d	  						  									  								  										  							  					  			  				d	  				  			  						  							  				  						  								  								  				  			  					  				  					  						  				  			  			  					d	  			  						  				  							  			  				  					  					  				d	  	 G G L i v e - 		  						  ( 						)   			  						  						  		  							  					d	  						  								  													  	  				  										  					  				  						d	  				  			  					  						  										  						  							  					  				  			  					  						  		  				  						  				  			  				  		  									  				  			  					d	  							  			  			  						  				  				  						- 		  					  				d		 	 	 	 	 	 	 	     G G L i v e   h e t   ' n   n o r m a l e   w e e r g a w e   ( v e r s t e k )   e n   B B P - w e e r g a w e .   I n t e k e n a a r s   v a n   n o r m a l e   w e e r g a w e   k a n   d i e   d i e n s   g r a t i s   g e b r u i k .   I n d i e n   j y   j o u   n o r m a l e   w e e r g a w e   w i l   b y w e r k   n a   ' n   B B P - w e e r g a w e ,   s a l   j y   ' n   k o s t e n o t a   k r y .   K l i e k   a s s e b l i e f   o p   M y   B B P   v i r   v e r d e r e   i n l i g t i n g . 	     G G L i v e   h e t   ' n   n o r m a l e   w e e r g a w e   ( v e r s t e k )   e n   ' n   B B P - w e e r g a w e .   I n t e k e n a r e   o p   d i e   n o r m a l e   w e e r g a w e   k a n   d i e   d i e n s   g r a t i s   g e b r u i k .   I n d i e n   j y   j o u   n o r m a l e   w e e r g a w e   n a   d i e   B B P - w e e r g a w e   w i l   o p g r a d e e r ,   s a l   j y   ' n   n o t a   k r y   o o r   d i e   f o o i e .   K l i e k   a s s e b l i e f   o p   M y   B B P   v i r   m e e r   i n l i g t i n g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     G G L i v e   p o s s u i   a   v e r s  o   n o r m a l   ( p a d r  o )   e   v e r s  o   V I P .   O s   a s s i n a n t e s   d a   v e r s  o   n o r m a l   p o d e m   d e s f r u t a r   d o   s e r v i  o   l i v r e m e n t e .   S e   q u i s e r   a t u a l i z a r   s u a   v e r s  o   n o r m a l   p a r a   v e r s  o   V I P ,   v o c    r e c e b e r    o   a v i s o   d a s   t a x a s .   C l i q u e   e m   M e u   V I P   p a r a   m a i s   i n f o r m a   e s . 
 
 S T R _ I D _ G G L I V E _ H A O T O W A T C H _ P A R T I C U L A R 	 U n d e f i n e d 	 5 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     A f t e r   l o g i n ,   i f   y o u   w a n t   t o   s e e   t h e   p r o g r a m ,   p l e a s e   f o l l o w   m e ,   f i r s t l y   t h r o u g h   t h e   i t e m   y o u   s e l e c t   t h e    3 G   m o v i e s    a n d   t h e n   s e l e c t   t h e   p r o g r a m   t h a t   y o u   l i k e   , a n d   t o u c h   t h e   l i n k   o f   t h i s   p r o g r a m ,   o k   w a i t   , y o u   w i l l   s e e   y o u   w a n t .   	     (W[b{vU_TS	cNNekd\O: ,{ Nek(W;NLubۏeQ܃USy6qT	b[ Kb:g5uq_] Oo;m`Kb:g&^vOmȉhVۏeQbN3 G 7bvq_ƉS0,{Nek`(W3 G 7bvq_ƉS-N	b]U1rv5uƉSbq_ƉvOۏeQwQSOvvfub,{	NekpQwub
Nv[ w] b{|<Ovd>ec,{Vek|~o;mG G L I V E  _Yc6evOS,{Nek^Q0R2 0 % veP _Yd>e_ gsOSO0vMR	gя3 4 *N5uƉSk)Y
Nefev5uq_05uƉgR0R+o0ed{I{ƉwGrǏG G L I V E `Yv geq_ƉnoAm0	     (W[b{vU_TS	cNNekd\O: ,{ Nek(W;NLubۏeQ܃USy6qT	b[ Kb:g5uq_] Oo;m`Kb:g&^vOmȉhVۏeQbN3 G 7bvq_ƉS0,{Nek`(W3 G 7bvq_ƉS-N	b]U1rv5uƉSbq_ƉvOۏeQwQSOvvfub,{	NekpQwub
Nv[ w] b{|<Ovd>ec,{Vek|~o;mG G L I V E  _Yc6evOS,{Nek^Q0R2 0 % veP _Yd>e_ gsOSO0vMR	gя3 4 *N5uƉSk)Y
Nefev5uq_05uƉgR0R+o0ed{I{ƉwGrǏG G L I V E `Yv geq_ƉnoAm0    S i   d e s e a   v e r   e l   p r o g r a m a   t r a s   i n i c i a r   l a   s e s i  n ,   s e l e c c i o n e   p r i m e r o   l a   o p c i  n    P e l  c u l a s   3 G    y ,   a   c o n t i n u a c i  n ,   s e l e c c i o n e   e l   p r o g r a m a   q u e   d e s e e .   P r e s i o n e   e l   e n l a c e   d e l   p r o g r a m a   y   e s p e r e   p a r a   v e r   e l   c o n t e n i d o   d e s e a d o .   	 A p r  s   l  o u v e r t u r e   d e   s e s s i o n ,   s i   v o u s   v o u l e z   c o n s u l t e r   l e   p r o g r a m m e ,   v e u i l l e z   m e   s u i v r e .   C h o i s i s s e z     f i l m s   3 G     p u i s   l e   p r o g r a m m e   q u e   v o u s   v o u l e z   v o i r .   T o u c h e z   l e   l i e n   d e   c e   p r o g r a m m e ,   p u i s   p a t i e n t e z .   V o u s   o b t i e n d r e z   c e   q u e   v o u s   c h e r c h i e z . 	     M  c h t e n   S i e   n a c h   d e r   A n m e l d u n g   d a s   P r o g r a m m   s e h e n ,   w  h l e n   S i e   z u e r s t    3 G - F i l m e    u n d   d a n n   d a s   g e w  n s c h t e   P r o g r a m m .   K l i c k e n   S i e   d e n   P r o g r a m m - L i n k   a n   u n d   w a r t e n   S i e ,   b i s   d a s   G e w  n s c h t e   z u   s e h e n   i s t .   	     >A;5  2E>40, 5A;8  2K  E>B8B5  ?>A<>B@5BL  ?@>3@0<<C,   2K15@8B5  A=0G0;0   $8;L<K  3 G  ,   0  70B5<     =C6=K9  D8;L<,   8  I5;:=8B5  AAK;:C  MB>3>  D8;L<0.   0B5<  648B5  =0G0;0  ?@>A<>B@0. 	     D o p o   l ' a c c e s s o ,   s e   s i   d e s i d e r a   v e d e r e   i l   p r o g r a m m a ,   p e r   p r i m a   c o s a   s e l e z i o n a r e    F i l m   3 G    c o n   i l   p u l s a n t e   d e d i c a t o ,   q u i n d i   s e l e z i o n a r e   i l   p r o g r a m m a   d e s i d e r a t o   e   s f i o r a r e   i l   c o l l e g a m e n t o   a   t a l e   p r o g r a m m a ,   p r e m e r e   O K ,   a t t e n d e r e   e   i n i z i e r    l a   v i s i o n e .   	 	 A p  s   i n i c i a r   a   s e s s  o ,   s e   d e s e j a r   v e r   o   p r o g r a m a ,   s e l e c c i o n e   o   i t e m   " F i l m e s   3 G "   e   d e p o i s   s e l e c c i o n e   o   p r o g r a m a   q u e   d e s e j a   e   c l i q u e   n o   l i n k   d o   p r o g r a m a ,   d e p o i s   a g u a r d e   p a r a   v e r   o   q u e   d e s e j a . 	 O t u r u m   a  t 1k t a n   s o n r a ,   p r o g r a m 1  g  r m e k   i s t e r s e n i z ,   l  t f e n   b e n i   i z l e y i n ,   i l k   o l a r a k   " 3 G   f i l m l e r i "   v e   s o n r a   i s t e d i i n i z   p r o g r a m 1  s e  i n ,   b u   p r o g r a m 1n   b a l a n t 1s 1n a   t 1k l a y 1n ,   i s t e d i i n i z   e k r a n 1  g  r e c e k s i n i z . 	     S a u   k h i   n g   n h p ,   n u   m u n   x e m   c h n g   t r  n h ,   h  y   t h c   h i n   t h e o   t  i ,   t r c   t i  n   t h  n g   q u a   m c   n  y ,   h  y   c h n    p h i m   3 G    v    s a u      c h n   c h n g   t r  n h   y  u   t h  c h   v    n h n   n g   l i n k   c a   c h n g   t r  n h   n  y ,   r i   i ,   b n   s   n h  n   t h y   c h n g   t r  n h   y  u   t h  c h .   	 S a u   k h i   n g   n h p ,   n u   m u n   x e m   c h n g   t r  n h ,   h  y   t h c   h i n   t h e o   t  i ,   t r c   t i  n   t h  n g   q u a   m c   n  y ,   h  y   c h n    p h i m   3 G    v    s a u      c h n   c h n g   t r  n h   y  u   t h  c h   v    n h n   n g   l i n k   c a   c h n g   t r  n h   n  y ,   r i   i ,   b n   s   n h  n   t h y   c h n g   t r  n h   y  u   t h  c h .     	   S e l e p a s   m e l o g   m a s u k ,   j i k a   a n d a   i n g i n   m e l i h a t   r a n c a n g a n ,   s i l a   i k u t   s a y a ,   p e r t a m a   s e k a l i   m e l a l u i   b u t i r a n   a n d a   p e r l u   m e m i l i h   " f i l e m   3 G "   d a n   k e m u d i a n   p i l i h   r a n c a n g a n   y a n g   a n d a   i n g i n i ,   d a n   m e n y e n t u h   p a u t a n   r a n c a n g a n   i n i ,   o k   t u n g g u ,   d a n   a n d a   a k a n   d a p a t   m e n o n t o n n y a . 	 2	>		?	(	  	G	  ,	>	&	  /	&	?	  	*	  	>	0	M	/		M	0	.	  &	G		(	>	  	>	9	$	G	  9	H		,   $	K	  	C	*	/	>	  .	G	0	>	  	(	A	8	0	#	  	0	G		,   8	0	M	5	*	M	0	%	.	  			.	  	G	  &	M	5	>	0	>	  	*	  ' '   .	G	0	>	  5	@			*	@	  .	B	5	@		' '   	A	(	G		  	0	  +	?	0	  5	9	  	>	0	M	/		M	0	.	  	A	(	G		  	?	8	G	  	*	  *	8		&	  	0	$	G	  9	H		,   	0	  	8	  	>	0	M	/		M	0	.	  	>	  2	?			  	A			,    	@		  *	M	0	$	@		M	7	>	  	0	G		,   	*		K	  	K	  	>	9	?		  5	9	  &	?		>		  &	G		>	d		 2	I			(	  	0	(	G	  	G	  ,	>	&	,   /	&	?	  	*	  *	M	0	K		M	0	>	.	  &	G		(	>	  	>	9	$	G	  9	H		,   $	K	  	C	*	/	>	  .	G	0	>	  	(	A	8	0	#	  	0	G		,   8	,	8	G	  *	9	2	G	  " 3 G   .	B	5	@		<	"   	A	(	G		  	0	  		8		G	  ,	>	&	  	*	(	>	  .	(	*	8		&	  *	M	0	K		M	0	>	.	  	A	(	G		,   	0	  	8	  *	M	0	K		M	0	>	.	  	G	  2	?			  	K	  		  	0	G		,    	@		  9	H	  *	M	0	$	@		M	7	>	  	0	G		,   	*	  	K	  	>	9	$	G	  9	H		  		8	G	  &	G		G			G	. 	 	 	     M i u t  n   b e j e l e n t k e z e t t ,   a   m qs o r   m e g t e k i n t  s  h e z   k  v e s s e   a z   u t a s  t  s a i m a t .   E l Qs z  r   j e l  l j e   k i   a    3 G   m o v i e s    e l e m t ,   m a j d   a   k  v  n t   m qs o r t    s    r i n t s e   m e g   a   h i v a t k o z  s  t .   V  r j o n   e g y   k i s   i d e i g ,   m a j d   l  t n i   f o g j a   a   m qs o r t .   	 	 	 	 W i l t   u   n a   h e t   a a n m e l d e n   h e t   p r o g r a m m a   z i e n ,   v o l g   m e   d a n   e e r s t   v i a   h e t   o b j e c t   w a a r m e e   u   " 3 G - f i l m s "   s e l e c t e e r t   e n   s e l e c t e e r   h e t   p r o g r a m m a   d a t   u   w i l t   e n   r a a k   d e   l i n k   v a n   d a t   p r o g r a m m a   a a n .   O K .   W a c h t ,   u   z i e t   w a t   u   w i l t . 	 W i l   j e   h e t   p r o g r a m m a   z i e n   n a   h e t   a a n m e l d e n ,   v o l g   m e   d a n   e e r s t   n a a r   h e t   o b j e c t   w a a r   j e   d e   " 3 G - f i l m s "   s e l e c t e e r t . S e l e c t e e r   d a a r n a   h e t   g e w e n s t e   p r o g r a m m a   e n   t i k   o p   d e   k o p p e l i n g   v a n   d a t   p r o g r a m m a ,   w a c h t   e v e n ,   e n   j e   z i e t   w a t   j e   w i l t .   	 	     D u p   c o n e c t a r e ,   d a c   d o r i ci   s   v e d e ci   u n   p r o g r a m ,   u r m a ci - m   _i   s e l e c t a ci   m a i    n t  i   p r i n   i n t e r m e d i u l   a r t i c o l u l u i    f i l m e   3 G    _i   a p o i   p r o g r a m u l   p r e f e r a t ,   _i   a t i n g e ci   l i n k - u l   a c e s t u i   p r o g r a m ,   o k   a _t e p t a ci ,   v e ci   v e d e a   c e e a   c e   v   i n t e r e s e a z .   	 D u p   c o n e c t a r e ,   d a c   d o r i ci   s   v i z u a l i z a ci   p r o g r a m u l ,   u r m a ci   a c e _t i   p a _i :   m a i    n t  i   s e l e c t a ci   e l e m e n t u l   d i n    F i l m e   3 G  ,   i a r   a p o i   s e l e c t a ci   p r o g r a m u l   d o r i t   _i   a t i n g e ci   l i n k u l   p e n t r u   a c e s t   p r o g r a m   _i   v e ci   g s i   c e e a   c e   a ci   d o r i t . 	 	     ,         ,         "   3 G "           .   ,           .   	     ,         ,         "   3 G "           .   ,           .   	 	     F'FG  E.H'G/  ~3  '2  H1H/  (G  33*E  (1F'EG  '  1'  ((F/  '2  'F  1HF/  ~1H  FE'/  'HD  " 3 G   m o v i e s "   1'  'F*.'(  1/G  3~3  (1F'EG  '  1'  E  ~3F//  (12/G  H  ~HF/  (1F'EG  EH1/F81  1'  DE3  FE'/  E  5(1  F/  *'  (1F'EG  '  1'  G  E.H'3*/  E4'G/G  FE'/.   	     F'FG  E.H'G/  ~3  '2  H1H/  (G  33*E  (1F'EG  '  1'  ((F/  '2  'F  1HF/  ~1H  FE'/  'HD  " 3 G   m o v i e s "   1'  'F*.'(  1/G  3~3  (1F'EG  '  1'  G  E  ~3F//  (12/G  H  ~HF/  (1F'EG  EH1/F81  1'  DE3  FE'/  E  5(1  F/  *'  (1F'EG  EH1/F81*'F  1'  E4'G/G  FE'/.   	 	 				  				  		,   				  			  								  					  			  					  							  			  					  							  				,   						  				  " 			  				"   					  				  			  					  				  		  								  					  				  				  					  				,   			  		  										  				  						  				d	  					  							  				,   				  		  			  		  					  					d	  	 				  				  		  				  			  											  					  			,   					  							  			  					  						  				d	  						  									  				   3 G   m o v i e s    		  						  				  								  				  			  					  					  							  										  								  		  							  				  			  		  										  					  						  				d	  					  							  				d	  				  		  					  							  		  					  					d		 	 	 	 	 	 	 	     I n d i e n   j y   d i e   p r o g r a m   w i l   s i e n   n a d a t   j y   a a n g e t e k e n   h e t ,   v o l g   m y :   k i e s   e e r s   d e u r   d i e   i t e m   d i e   " 3 G - r o l p r e n t "   e n   k i e s   d a n   d i e   p r o g r a m   w a a r v a n   j y   h o u ,   e n   r a a k   a a n   d i e   p r o g r a m   s e   s k a k e l ,   w a g   ' n   r u k k i e   e n   d a n   s a l   j o u   k e u s e   v e r s k y n . 	     N a d a t   j y   a a n g e t e k e n   h e t ,   a s   j y   d i e   p r o g r a m   w i l   k y k ,   v o l g   m y   a s b .   K i e s   e e r s    3 G - f l i e k s    m e t   h i e r d i e   i t e m   e n   k i e s   d a n   d i e   p r o g r a m   w a t   j y   w i l   k y k   e n   r a a k   a a n   h i e r d i e   p r o g r a m   s e   s k a k e l .   W a g   d a n   e n   w a t   j y   w i l   k y k ,   s a l   v e r s k y n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     A p  s   o   l o g i n ,   s e   q u i s e r   v e r   o   p r o g r a m a ,   s i g a - m e ,   p r i m e i r o   a t r a v  s   d o   i t e m   q u e   s e l e c i o n a r    f i l m e s   3 G  ,   d e p o i s   s e l e c i o n e   o   p r o g r a m a   q u e   g o s t a r   e   t o q u e   n o   l i n k   d e s t e   p r o g r a m a ;   a g u a r d e   e   v e r    o   q u e   d e s e j a .   
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R H 	 U n d e f i n e d 	 1 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     8 .   A u t o   c a l l :   i f   a s k   f o r   t h e   d a t e ,   i t   w i l l   c o n n e c t   a u t o . 	     8 0ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0	     8 0ꁨRbS/f/ &T Ne	gpencBl OꁨR9hnc@bnvceQpۏLbS0    8 .   L l a m a d a   a u t o m  t i c a :   s i   s e   s o l i c i t a   l a   f e c h a ,   l a   c o n e x i  n   s e   r e a l i z a r    a u t o m  t i c a m e n t e . 	 8 .   A p p e l   a u t o  :   s i   l a   d a t e   e s t   d e m a n d  e ,   c o n n e x i o n   a u t o m a t i q u e . 	     8 .   A u t o m .   a n r u f e n :   B e i   F r a g e   n a c h   d e m   D a t u m   w i r d   a u t o m a t i s c h   v e r b u n d e n . 	     8 .   2B>2K7>2:   ?@8  70?@>A5  =0  ?5@540GC  40==KE  ?@>8AE>48B  02B><0B8G5A:>5  ?>4:;NG5=85. 	     8 .   C h i a m a t a   a u t o m a t i c a :   s e   v i e n e   c h i e s t a   l a   d a t a ,   l a   c o n n e s s i o n e   a v v e r r    i n   a u t o m a t i c o . 	 	     8 .   C h a m a r   a u t o m a t i c a m e n t e :   S e   p e d i r   a   d a t a ,   i r    l i g a r   a u t o m a t i c a m e n t e . 	     8 .   O t o m a t i k   a r a m a :   T a r i h   s o r u l u r s a   o t o m a t i k   o l a r a k   b a l a n a c a k t 1r . 	     8 .   G i   t   n g :   n u   y  u   c u   n g  y ,   n    s   k t   n i   t   n g . 	 8 .   G i   t   n g :   n u   y  u   c u   n g  y ,   n    s   k t   n i   t   n g . 	   8 .   P a n g g i l a n   a u t o m a t i k :   j i k a   i a   m e n a n y a   u n t u k   t a r i k h ,   i a   a k a n   b e r s a m b u n g   s e c a r a   a u t o m a t i k . 	     8 .   		K	  	I	2	:   /	&	?	  $	?	%	?	  	G	  2	?		  *	B		G		,   $	K	  /	9	  8	M	
 5	$	:   ( 		K	)   	(	G		M	
 	  9	K	  	>			>	d		 8 .   8	M	5	$	:   	I	2	:   /	&	?	  &	?	(	>			  	G	  2	?		  *	B		>	  	>	$	>	  9	H	,   $	K	  /	9	  8	M	5	$	:   	(	G		M		  	0	  &	G		>	. 	 	 	     8 .   A u t o .   h  v  s :   a u t o m a t i k u s a n   c s a t l a k o z i k ,   h a   a d a t o k r a   v a n   s z  k s  g . 	 	 	 	 8 .   A u t o m a t i s c h   o p r o e p :   w o r d t   e r   n a a r   d e   d a t u m   g e v r a a g d ,   d a n   w o r d t   e r   a u t o m a t i s c h   v e r b i n d i n g   g e m a a k t . 	 8 .   A u t o m a t i s c h   o p b e l l e n :   v r a a g   j e   d e   d a t u m   d a n   w o r d t   e r   a u t o m a t i s c h   v e r b i n d i n g   g e m a a k t . 	 	 8 .   A p e l   a u t o m a t :   d a c   s e   s o l i c i t   d a t a ,   s e   v a   c o n e c t a   a u t o m a t . 	   8 .   A p e l a r e   a u t o m a t :   d a c   s e   s o l i c i t   d a t a ,   s e   v a   c o n e c t a   a u t o m a t . 	 	   8 .     :       ,       . 	   8 .     :       ,       . 	 	     8 .   *E'3  .H/'1:   '1  *'1.  (G  "F  /'/G  4H/  (7H1  .H/'1  *E'3  1'  (1B1'1  .H'G/FEH/. 	     8 .   *E'3  .H/'1:   '1  *'1.  (G  "F  /'/G  4H/  (7H1  .H/'1  *E'3  1'  (1B1'1  .H'G/FEH/. 	 	 	.   										  		:   			  							  				  							  			  		  					  			  														  					  						  				d	  	 	.   					  		  									  		:   				  			  					  					  			  					  			  											  							  			  				d		 	 	 	 	 	 	 	     8 .   O u t o - s k a k e l :   i n d i e n   j y   v i r   d i e   d a t u m   v r a ,   s a l   d i t   o u t o m a t i e s   v e r b i n d . 	     8 .   O u t o - b e l :   D i t   s a l   o u t o m a t i e s   k o p p e l   i n d i e n   d i e   d a t u m   g e v r a   w o r d . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     8 .   C h a m a d a   a u t o m  t i c a :   s e   p e r g u n t a r   a   d a t a ,   a   c o n e x  o   s e r    a u t o m  t i c a . 
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R G 	 U n d e f i n e d 	 9 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     6 .   A u t o   c o n n e c t :   H o w   m a n y   t i m e s   i t   w i l l   a u t o   c o n n e c t . 	     6 0ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe	     6 0ꁨR͑ޏ!kpecꁨRe _TꁨR͑eޏc\Ջv!kpe    6 .   C o n e x i  n   a u t o m  t i c a :   c u  n t a s   v e c e s   s e   r e a l i z a r    l a   c o n e x i  n   a u t o m  t i c a . 	 6 .   C o n n e x i o n   a u t o m a t i q u e  :   c o m b i e n   d e   c o n n e x i o n   a u t o m a t i q u e . 	     6 .   A u t o m .   v e r b i n d e n :   W i e   o f t   a u t o m a t i s c h   v e r b u n d e n   w i r d . 	     6 .   2B>?>4:;NG5=85:   G8A;>  ?>?KB>:  02B>?>4:;NG5=8O. 	     6 .   C o n n e s s i o n e   a u t o m a t i c a :   q u a n t e   v o l t e   a v v i e n e   l a   c o n n e s s i o n e . 	 	     6 .   L i g a r   a u t o m a t i c a m e n t e :   Q u a n t a s   v e z e s   i r    l i g a r   a u t o m a t i c a m e n t e . 	     6 .   O t o m a t i k   b a l a n t 1:   K a    k e r e   o t o m a t i k   o l a r a k   b a l a n a c a 1. 	     6 .   K t   n i   t   n g :   S   l n   m    t h i t   b   s   t   k t   n i . 	 6 .   K t   n i   t   n g :   S   l n   m    t h i t   b   s   t   k t   n i . 	   6 .   S a m b u n g a n   a u t o m a t i k :   B e r a p a   k a l i   i a   a k a n   m e n y a m b u n g   s e c a r a   a u t o m a t i k . 	     6 .   		K	  	(	G		M	
 	:   /	9	  	?	$	(	@	  ,	>	0	  8	M	
 5	$	:   ( 		K	)   	(	G		M	
 	  	0	G		>	d		 6 .   8	M	5	$	:   	(	G		M		:   /	9	  	?	$	(	@	  ,	>	0	  8	M	5	$	:   	(	G		M		  9	K		>	. 	 	 	     6 .   A u t o .   c s a t l a k o z  s :   a z   a u t o m a t i k u s   c s a t l a k o z  s o k   s z  m a . 	 	 	 	 6 .   A u t o m a t i s c h   v e r b i n d i n g   m a k e n .   H o e   v e e l   k e e r   e r   a u t o m a t i s c h   v e r b i n d i n g   w o r d t   g e m a a k t . 	 6 .   A u t o m a t i s c h   v e r b i n d i n g   m a k e n :   H o e   v a a k   e r   a u t o m a t i s c h   v e r b i n d i n g   w o r d t   g e m a a k t . 	 	 6 .   C o n e c t a r e   a u t o m a t :   d e   c  t e   o r i   s e   v a   c o n e c t a   a u t o m a t . 	   6 .   C o n e c t a r e   a u t o m a t :   p r e c i z e a z   d e   c  t e   o r i   s e   v a   c o n e c t a   a u t o m a t . 	 	   6 .     :             . 	   6 .     :             . 	 	     6 .   '*5'D  .H/C'1:   *9/'/  /A9'*  '*5'D  .H/'1  1'  *F8E  EF/. 	     6 .   '*5'D  .H/'1:   *9/'/  /A9'*  '*5'D  .H/'1  1'  *F8E  EF/. 	 	 	. 										  					: 					  			  														  					  						  				d	  	 	.   														  							:   					  			  											  							  				 	 	 	 	 	 	 	     6 .   O u t o - v e r b i n d :   D i e   h o e v e e l h e i d   k e e r   w a t   d i t   o u t o m a t i e s   s a l   v e r b i n d . 	     6 .   O u t o - v e r b i n d :   H o e   b a i e   k e e r   d i t   o u t o m a t i e s   s a l   v e r b i n d . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     6 .   C o n e x  o   a u t o m  t i c a :   Q u a n t a s   v e z e s   c o n e c t a r   a u t o m a t i c a m e n t e . 
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R F 	 U n d e f i n e d 	 1 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     5 .   m i n   l a t e :   t h e   e f f e c t   i s   s i m i l a r   t o   d o w n l o a d . 	     5 0 g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O	     5 0 g\^ߏype	yQ[N(Wvdev g\^ߏeHegNQ:S{|<O    5 .   R e t a r d o   m  n i m o :   e l   e f e c t o   d e   e s t e   p a r  m e t r o   e s   s i m i l a r   a l   d e   d e s c a r g a . 	 5 .   m i n   d e   r e t a r d  :   m  m e   e f f e t   q u e   l e   t  l  c h a r g e m e n t . 	     5 .   M i n   s p  t :    h n e l t   d e m   D o w n l o a d - E f f e k t . 	     5 .   8=.   >?>74:   0=0;>38G=>  703@C7:5. 	 5 .   R i t a r d o   m i n :   l ' e f f e t t o      s i m i l e   a l   d o w n l o a d 	 	     5 .   M i n .   d e   a t r a s o :   O   e f e i t o      s e m e l h a n t e   a o   d e   t r a n s f e r i r . 	     5 .   d k .   G e  :   e t k i s i   i n d i r m e y e   b e n z e r . 	     5 .   p h  t   t r :   k t   q u   t n g   t   n h   t i   v . 	 5 .   p h  t   s a u :   k t   q u   t n g   t   n h   t i   v . 	   5 .   m i n   l e w a t :   k e s a n   i n i   s a m a   s e p e r t i   p e m u a t a n   t u r u n . 	     5 .   .	?	(	  5	?	2		,	:   	8		>	  *	M	0	-	>	5	  !	>			(	2	K	!	  	G	  8	.	>	(	  9	H	d		 5 .   .	?	(		  &	G	0	:   	8		>	  *	M	0	-	>	5	  !	>			(	2	K	!	  	G	  8	.	>	(	  9	H	. 	 	 	     5 .   p e r c   k  s  s :   a   l e t  l t  s h e z   h a s o n l    h a t  s a   v a n . 	 	 	 	 5   m i n u t e n   t e   l a a t :   h e t   e f f e c t   i s   g e l i j k   a a n   e e n   d o w n l o a d . 	 5 .   m i n u t e n   t e   l a a t :   h e t   e f f e c t   i s   g e l i j k   a a n   d o w n l o a d e n . 	 	 5 .   M i n u t e    n t  r z i e r e :   e f e c t u l   e s t e   s i m i l a r   c e l u i   d e   l a   d e s c r c a r e . 	   5 .    n t  r z i e r e   m i n u t e :   e f e c t u l   e s t e   a c e l a _i   c a   l a   d e s c r c a r e . 	 	   5 .     :       . 	   5 .     :       . 	 	     5 .   /BBG  G'  *#.1:   *#+1  "F  GE'FF/  ('11  '3*. 	     5 .   /BBG  G'  *#.1:   *#+1  "F  GE'FF/  ('11  '3*. 	 	 	.   			  						:   				  						  									  								  				 	. 			  				:   		  						  									  			d		 	 	 	 	 	 	 	   5 .   m i n .   l a a t :   d i e   e f f e k   i s   d i e s e l f d e   a s   a f l a a i . 	     5 .   m i n   l a a t :   d i e   e f f e k   i s   s o o r t g e l y k   o m   a f   t e   l a a i . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     5 .   m i n   t a r d e :   o   e f e i t o      s i m i l a r   a o   d o w n l o a d . 
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R E 	 U n d e f i n e d 	 1 7 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     4 .   D o w n l o a d :   t h i s   d e c i d e   t h e   b u f f e r   s i z e . 	     4 0N}RN}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO	     4 0N}RN}RQ[N N!kN}vƉpenceNWWv'Y\ُ*NSpeSP6RNS_0WyRAQN}eNv g'Y:\[0YgQs_8^
Nwv\dkSpeNO    4 .   D e s c a r g a :   e s t e   p a r  m e t r o   d e t e r m i n a   e l   t a m a  o   d e l   b  f e r . 	 4 .   T  l  c h a r g e m e n t  :   c e l a   d  f i n i t   l a   t a i l l e   d e   l a   m  m o i r e   t a m p o n . 	     4 .   D o w n l o a d :   L e g t   d i e   P u f f e r g r   e   f e s t . 	     4 .   03@C78BL:   >?@545;5=85  @07<5@0  1CD5@0. 	     4 .   D o w n l o a d :   d e c i s o   d a l l a   d i m e n s i o n e   d e l   b u f f e r 	 	     4 .   T r a n s f e r i r :   D e c i d e   o   t a m a n h o   d a   m e m  r i a   i n t e r m  d i a . 	     4 .   0n d i r :   b u   a r a b e l l e k   b o y u t u n u   b e l i r l e r . 	     4 .   T i   v :   t h a o   t  c   n  y   q u y t   n h   d . l n g   b   n h   m . 	 4 .   T i   v :   t h a o   t  c   n  y   q u y t   n h   d . l n g   b   n h   m . 	   4 .   M u a t   T u r u n :   i n i   a k a n   m e n e n t u k a n   s a i z   p e n i m b a l . 	     4 .   !	>			(	2	K	!	:   /	9	  ,	+	0	  	>	  		>	0	  $	/	  	0	$	>	  9	H	d		 4 .   !	>			(	2	K	!	:   	8	8	G	  ,	+	<	0	  		>	0	  (	?	0	M	'	>	0	?	$	  9	K	$	>	  9	H	. 	 	 	     4 .   L e t  l t  s :   e z   h a t  r o z z a   m e g   a   p u f f e r   m  r e t  t . 	 	 	 	 4 .   D o w n l o a d :   d i t   b e p a a l t   d e   b u f f e r g r o o t t e . 	 4 .   D o w n l o a d e n :   h i e r   w o r d t   d e   b u f f e r g r o o t t e   v a s t g e s t e l d . 	 	 4 .   D e s c r c a r e :   a c e s t a   d e c i d e   m r i m e a   z o n e i   t a m p o n . 	   4 .   D e s c r c a r e :   d e t e r m i n   d i m e n s i u n e a   t a m p o n u l u i . 	 	 4 	 4 	 	     4 .   ('1J1:   'F  2FG  *H37  'F/'2G  E'F2  F*1D  E4H/. 	     4 .   ('1J1:   'F  2FG  *H37  'F/'2G  E'F1  F*1D  E4H/. 	 	 	.   							:   			  							  				  			  				d	  	 	.   							:   			  					  				  								  				 	 	 	 	 	 	 	     4 .   A f l a a i :   d i t   b e p a a l   d i e   b u f f e r g r o o t t e . 	     4 .   A f l a a i :   d i t   b e p a a l   d i e   b u f f e r g r o o t t e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     4 .   D o w n l o a d :   e s s e   d e c i d e   o   t a m a n h o   d a   m e m  r i a   a u x i l i a r . 
 
 S T R _ I D _ G G L I V E _ G U I D E _ P A R T I C U L A R E 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     4 . F a s t - f o r w a r d / f a s t   b a c k w a r d :   S e l e c t   w h e r e   t o   s t a r t   t o   p l a y   t h r o u g h   ' > > '   a n d   ' < < '   a t   t h e   i n t e r f a c e .   	     4 0_ۏ/ _ ǏLub
Nv > >  ST < <  SۏLd>eeMOn	b0	     4 0_ۏ/ _ ǏLub
Nv > >  ST < <  SۏLd>eeMOn	b0    4 .   A v a n c e   r  p i d o   /   r e t r o c e s o   r  p i d o :   S e l e c c i o n e   d  n d e   d e b e   i n i c i a r s e   l a   r e p r o d u c c i  n   p u l s a n d o   ' > > '   o   ' < < '   e n   l a   i n t e r f a z .   	 4 .   A v a n c e   r a p i d e   /   R e t o u r   r a p i d e  :   c h o i s i s s e z   o    d  m a r r e r   l a   l e c t u r e   e n   u t i l i s a n t     > >     e t     < <     s u r   l  i n t e r f a c e . 	     4 . S c h n e l l e r   V o r l a u f / S c h n e l l e r   R  c k l a u f :   L e g e n   S i e   a u f   d e m   B i l d s c h i r m   m i t    ' > > '   u n d   ' < < '   d e n   W i e d e r g a b e s t a r t   f e s t . 	     4 . 5@5<>B:0  =0704/ 2?5@54:   2K15@8B5  <><5=B  =0G0;0  2>A?@>872545=8O,   8A?>;L7CO  > >   8  < < . 	     4 .   A v a n t i / i n d i e t r o   v e l o c e :   S e l e z i o n a r e   d o v e   i n i z i a r e   l a   r i p r o d u z i o n e   c o n   ' > > '   e   ' < < '   s u l l ' i n t e r f a c c i a .   	 	     4 .   A v a n  a r / R e c u a r   r  p i d o :   S e l e c c i o n e   o n d e   i n i c i a r   a   r e p r o d u   o   u t i l i z a n d o   ' > > '   e   ' < < '   n a   i n t e r f a c e .   	     4 . H 1z l 1  i l e r i   s a r m a / h 1z l 1  g e r i   s a r m a :   A r a y  z d e k i   ' > > '   v e   ' < < '   i l e   o y n a t 1m a   n e r e d e n   b a _l a n a c a 1n 1  s e  i n . 	     4 . C h u y n   t i p / c h u y n   v   n h a n h :   C h n   v   t r    c n   b t     p h  t   q u a   d u   ' > > '   v    ' < < '   t r  n   g i a o   d i n .   	 4 .   C h u y n   t i p / c h u y n   v   n h a n h :   C h n   v   t r    c n   b t     p h  t   q u a   d u   ' > > '   v    ' < < '   t r  n   g i a o   d i n .     	   4 . M a r a   l a j u / m a r a   b e l a k a n g :   P i l i h   d i   m a n a   u n t u k   m e m u l a k a n   m a i n a n   m e l a l u i   ' > > '   d a n   ' < < '   d i   a n t a r a   m u k a . 	     4 .     +	>	8	M	
 	- +	>	0	5	0	M	!	/ +	>	8	M	
 	  ,	H		5	0	M	!	:   			0	+	G	8	  *	0	  ' > > '   	0	  ' < < '   	G	  &	M	5	>	0	>	  	A	(	G		  	?	  	9	>		  8	G	  *	M	
 2	G	  6	A	0	B	  	0	(	>	  9	H	d	  	 4 .   +	>	8	M		- +	I	0	5	0	M	!	/ +	>	8	M		  ,	H		5	0	M	!	:   			0	+	G	8	  *	0	  ' > > '   	0	  ' < < '   	G	  	0	?		  	A	(	G		  	?	  	9	>		  8	G	  *	M	2	G	  6	A	0	B	  	0	(	>	  9	H	. 	 	 	     4 .   G y o r s   e l Qr e / g y o r s   v i s s z a :   J e l  l j e   k i   a   l e j  t s z  s   k e z d Qp o n t j  t   a   f e l  l e t   ' > > '    s   ' < < '   g o m b j a i   s e g  t s  g  v e l .   	 	 	 	 4 .   S n e l   v o o r w a a r t s   /   s n e l   a c h t e r w a a r t s .   S e l e c t e e r   w a a r   u   h e t   a f s p e l e n   w i l t   s t a r t e n   m e t   ' > > '   e n   ' < < '   o p   d e   i n t e r f a c e .   	 4 .   S n e l   v o o r u i t / s n e l   a c h t e r u i t :   k i e s   w a a r   h e t   a f s p e l e n   b e g i n t   d o o r   i n   d e   i n t e r f a c e   o p   ' > > '   e n   ' < < '   t e   d r u k k e n . 	 	 4 .   R a p i d    n a i n t e / r a p i d    n a p o i :   s e l e c t a ci   l o c u l   d i n   c a r e   s   p o r n i ci   r e d a r e a   p r i n   ' > > '   _i   ' < < '   d e   p e   i n t e r f a c. 	   4 .   D e r u l a r e    n a i n t e / d e r u l a r e    n a p o i :   S e l e c t a ci   d e   u n d e   s   p o r n e a s c   r e d a r e a   c u   a j u t o r u l    < <    _i    > >    d e   p e   i n t e r f a c.   	 	   4 .     /   :         ,           ' < < '   - ' > > '   .   	   4 .     /   :         ,           ' < < '   - ' > > '   .   	 	     4 .   ~.4  319  (G  ,DH/ 9B(:   (E  " < < "   H  " > > "   (1  1H  1'(7  ,'G  1'  G  E.H'G/  ~.4  '2  "F,'  41H9  4H/  'F*.'(  F/.   	     4 . ~.4  319  (G  ,DH/ 9B(:   (E  " < < "   H  " > > "   (1  1H  1'(7  FB7G  '  1'  G  E.H'G/  ~.4  '2  "F,'  41H9  4H/  'F*.'(  F/.   	 	 	. 					  					/ 					  					  					:   										   > >    			 < <  - 		  					  				  				  						  				  					  		  								  					 	.   					  					/ 					  					  					: 										  ' > > '   			  ' < < ' - 		  					  			  					  				  						  				  					  		  								  				d		 	 	 	 	 	 	 	     4 . V i n n i g   o p r o l / v i n n i g   t e r u g r o l :   K i e s   w a a r   o m   t e   b e g i n   s p e e l   m e t   ' > > '   e n   ' < < '   i n   d i e   k o p p e l v l a k . 	     4 .   W e n   v o r e n t o e / w e n   t e r u g :   K i e s   w a a r   o m   s p e e l a k s i e   t e   b e g i n   ' > > '   e n   ' < < '   o p   d i e   s k e r m .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     4 . A v a n  o / r e t r o c e s s o   r  p i d o :   S e l e c i o n e   o n d e   c o m e  a r   a   r e p r o d u z i r   a t r a v  s   d e   ' > > '   e   ' < < '   n a   i n t e r f a c e .   
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R D 	 U n d e f i n e d 	 1 0 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     4 .   i f   y o u   s e l e c t    y e s    i t   w i l l   p a u s e   t h e   p r o g r a m   w h e n   y o u   t r a n s f o r m   G G l i v e   t o   b a c k s t a g e . 	     4 0R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e	     4 0R0RTSꁨRf\P/f/ &T؞		b/fRG G L i v e Rbc0RTSOꁨRf\Pd>e    4 .   S i   s e l e c c i o n a    s   ,   e l   p r o g r a m a   q u e d a r    e n   p a u s a   y   G G L i v e   p a s a r    a   s e g u n d o   p l a n o . 	 4 .   S i   v o u s   c h o i s i s s e z     o u i   ,   l e   p r o g r a m m e   s e r a   m i s   s u r   p a u s e   l o r s q u e   v o u s   t r a n s f o r m e r   G G L i v e   e n   a r r i  r e - p l a n . 	     4 .   B e i   W a h l   v o n    j a    p a u s i e r t   d a s   P r o g r a m m ,   w e n n   S i e   G G l i v e   i n   d e n   H i n t e r g r u n d   s e t z e n . 	     4 .   ?@8  2K1>@5   40   2>A?@>872545=85  1C45B  ?@8>AB0=>2;5=>  ?@8  ?5@52>45    G G l i v e   =0  @575@2=>5  ?>4:;NG5=85. 	     4 .   S e l e z i o n a n d o   " S  "   i l   p r o g r a m m a   a n d r    i n   p a u s a   a l l a   t r a s f o r m a z i o n e   d i   G G l i v e   i n   b a c k s t a g e . 	 	     4 .   S e   s e l e c c i o n a r   " s i m "   o   p r o g r a m a   f i c a r    e m   p a u s a   q u a n d o   c o l o c a r   o   U i v e   e m   s e g u n d o   p l a n o . 	     4 .   " e v e t " i   s e  e r s e n i z   G G L i v e ' i   a r k a p l a n a   a l d 11n 1z d a   p r o g r a m 1  d u r a k l a t 1r . 	     4 .   n u   c h n    c     s   t m   d n g   c h n g   t r  n h   k h i   b n   c h u y n   G G l i v e   t r   v . 	 4 .   n u   c h n    c     s   t m   d n g   c h n g   t r  n h   k h i   b n   c h u y n   G G l i v e   t r   v . 	   4 .   j i k a   a n d a   m e m i l i h   " y a "   i a   a k a n   m e n j e d a k a n   r a n c a n g a n   a p a b i l a   a n d a   m e n u k a r   G G l i v e   k e   b e l a k a n g   p e n t a s . 	     4 .   /	&	?	  	*	  ' ' 9	>		' '   	A	(	$	G	  9	H		  $	K	  /	9	  G G l i v e   	K	  ,	H		8	M	
 	G		  .	G		  0	B	*	>		$	0	?	$	  	0	(	G	  	G	  8	.	/	  /	9	  *	M	0	K		M	0	>	.	  	K	  *	I		  	0	  &	G		>	d	  	 4 .   /	&	?	  	*	  " 9	>		"   	A	(	$	G	  9	H		  $	K	  	,	  	*	  G G l i v e   	K	  ,	H		8	M		G		  .	G		  0	B	*	>		$	0	?	$	  	0	$	G	  9	H		  $	K	  /	9	  *	M	0	K		M	0	>	.	  0	K		  &	G		>	. 	 	 	     4 .   H a   a    y e s    ( i g e n )   l e h e t Qs  g e t   v  l a s z t j a ,   a k k o r   a   p r o g r a m   s z  n e t e l ,   h a   a   G G L i v e   a   h  t t  r b e   k e r  l . 	 	 	 	 4 .   S e l e c t e e r t   u   " j a " ,   d a n   w o r d t   h e t   p r o g r a m m a   g e p a u z e e r d   a l s   u   G G l i v e   n a a r   d e   a c h e r g r o n d   v e r p l a a t s t . 	 4 .   S e l e c t e e r   j e   " j a "   d a n   w o r d t   h e t   p r o g r a m m a   g e p a u z e e r d   a l s   j e   G G L i v e   i n   d e   a c h t e r g r o n d   z e t . 	 	 4 .   D a c   s e l e c t a ci    d a  ,   v a   o p r i   p r o g r a m u l   a t u n c i   c  n d   t r a n s f o r m a ci   G G l i v e    n   c u l i s e . 	   4 .   d a c   s e l e c t a ci   D a   p r o g r a m u l   s e   v a    n t r e r u p e   c  n d   t r a n s f o r m a ci   G G L i v e    n   B a c k s t a g e . 	 	     4 .         " " ,             G G L i v e   . 	     4 .         " " ,             G G L i v e   . 	 	     4 .   '1  " (DG"   1'  (12F/  /1  -'DG  G G l i v e   (G  ~3  2EFG  E1H/.   (1F'EG  GE  (G  -'D*  /1F  E1H/. 	     4 .   '1  " (DG"   1'  (12F/  /1  -'DG  G G l i v e   (G  ~3  2EFG  3~1/G  E4H/  (1F'EG  GE  (G  -'D*  /1F  E1H/. 	 	 	.   				  			  								  				  						  					  								  				  					  			  			  
 " 					"   					  				  					  		  											  						  			  				d	  	 	.   				  			  											  G G l i v e   											  					  			  				  			   					   				  					  					  		  													  						  				d		 	 	 	 	 	 	 	   4 .   i n d i e n   j y   " j a "   k i e s ,   s a l   d i t   d i e   p r o g r a m   o n d e r b r e e k   w a n n e e r   j y   G G L i v e   n a   d i e   a g t e r g r o n d   s k u i f . 	     4 .   I n d i e n   j y    j a    k i e s ,   s a l   d i t   d i e   p r o g r a m   l a a t   o n d e r b r e e k   w a n n e e r   j y   G G l i v e   n a   d i e   a g t e r g r o n d   s k u i f . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     4 .   s e   v o c    s e l e c i o n a r    s i m  ,   o   p r o g r a m a   s e r a   p a u s a d o   q u a n d o   t r a n s f o r m a r   G G l i v e   e m   b a s t i d o r e s . 
 
 S T R _ I D _ G G L I V E _ G U I D E _ P A R T I C U L A R D 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     3 . V o l u m e   a d j u s t :   S e l e c t    +  o r    -  t o   a d j u s t   t h e   v o l u m e . 	     3 0ϑǏLub
Nv +  ST -  SSNd>eevϑ'Y\	     3 0ϑǏLub
Nv +  ST -  SSNd>eevϑ'Y\    3 .   A j u s t e   d e   v o l u m e n :   S e l e c c i o n e    +    o    -    p a r a   a j u s t a r   e l   v o l u m e n . 	 3 .   R  g l a g e   d u   v o l u m e  :   c h o i s i s s e z    +    o u    -    p o u r   a j u s t e r   l e   v o l u m e . 	     3 . E i n s t e l l u n g   d e r   L a u t s t  r k e :   W  h l e n   S i e   h i e r f  r    +    o d e r    -  . 	     3 .  53C;8@>2:0  3@><:>AB8:   8A?>;L7C9B5  +   8     4;O  =0AB@>9:8  3@><:>AB8. 	     3 . R e g o l a z i o n e   d e l   v o l u m e :   S e l e z i o n a r e    +  o    -    p e r   r e g o l a r e   i l   v o l u m e . 	 	     3 .   A j u s t a r   o   v o l u m e :   S e l e c c i o n e   ' + '   o u   ' - '   p a r a   a j u s t a r   o   v o l u m e . 	   3 .   S e s   s e v i y e s i   a y a r l a :   S e s   s e v i y e s i n i   a y a r l a m a k   i  i n    +    v e y a    -  ' y i   s e  i n . 	     3 . C h n h    m   l n g :   C h n   d u    +    h o c    -      c h n h    m   l n g . 	 3 .   C h n h    m   l n g :   C h n   d u    +    h o c    -      c h n h    m   l n g . 	   3 . S u a i k a n   k e k u a t a n   s u a r a :   P i l i h   ' + '   a t a u   ' - '   u n t u k   m e n y u a i k a n   k e k u a t a n   s u a r a . 	     3 .   5	I	2	M	
 /	B	.	  8	.	>	/	K		(	:   5	I	2	M	
 /	B	.	  8	.	>	/	K		(	  	G	  2	?		  ' + '   /	>	  ' + '   	A	(	G		d		 3 .   5	I	2	M	/	B	.	  	!		8	M		:   5	I	2	M	/	B	.	  	!		8	M		  	0	(	G	  	G	  2	?		   +    	%	5	>	   -    	A	(	G		. 	 	 	     3 .   H a n g e r Q  s z a b  l y o z  s a :   j e l  l j e   k i   a    +    v a g y    -    e l e m e t   a   h a n g e r Q  b e  l l  t  s  h o z . 	 	 	 	 3 .   G e l u i d s s t e r k t e   i n s t e l l e n :   S e l e c t e e r   ' + '   o f   ' - '   o m   d e   g e l u i d s s t e r k t e   i n   t e   s t e l l e n . 	 3 .   G e l u i d s s t e r k t e   i n s t e l l e n :   G e b r u i k   ' + '   e n   " - "   o m   d e   g e l u i d s s t e r k t e   i n   t e   s t e l l e n . 	 	 3 .   A j u s t a r e a   v o l u m u l u i :   s e l e c t a ci    +    s a u    -    p e n t r u   a   a j u s t a   v o l u m u l . 	   3 .   R e g l a r e   v o l u m :   S e l e c t a ci    +    s a u    -    p e n t r u   a   r e g l a   v o l u m u l . 	 	 3 .       :     ' + '     ' - '         . 	 3 .       :     ' + '     ' - '         . 	 	     3 .   *F8E  (DF/  5/':   (1'  *F8E  (DF/  5/'  " + "   '  " - "   1'  'F*.'(  F/. 	     3 . *F8E  (DF/  5/':   (1'  *F8E  (DF/  5/'   +    '   -    1'  'F*.'(  F/. 	 	 	.   					  			  			:   					  			  				   +    		   -    								  				  	 	. 					  			  			:   					  			  				  				   +    		   -    								  				d	  	 	 	 	 	 	 	 	     3 .   V o l u m e v e r s t e l l i n g :   K i e s   ' + '   o f   ' - '   o m   d i e   v o l u m e   t e   v e r s t e l . 	     3 .   V o l u m e v e r s t e l l i n g :   K i e s    +  o f    -  o m   d i e   v o l u m e   t e   v e r s t e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     3 .   A j u s t e   d e   v o l u m e :   S e l e c i o n e  +    o u    -  p a r a   a j u s t a r   o   v o l u m e . 
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R C 	 U n d e f i n e d 	 1 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     3 .   L i v e   b r o a d c a s t i n g   m o d e :   i   N o r m a l :   I m a g e   a n d   v o i c e   b o t h   e x i s t . i i   M u t e :   n o   v o i c e   w h e n   p l a y i n g . I i i   S o u n d :   T h e r e   i s   s o u n d   b u t   n o   i m a g e .   	     3 0vd!j_i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP	     3 0vd!j_: i .   ck8^VPXTeX[(W0i i .   Ywd>eel	gX0i i i .   4OS	gXeVP    3 .   M o d o   d e   e m i s i  n   e n   d i r e c t o :   i .   N o r m a l :   S e   r e p r o d u c i r    l a   i m a g e n   y   e l   s o n i d o .   i i .   S i l e n c i o :   n o   s e   r e p r o d u c i r    e l   s o n i d o   d u r a n t e   l a   r e p r o d u c c i  n .   i i i   S o n i d o :   S e   r e p r o d u c i r    e l   s o n i d o ,   p e r o   n o   l a   i m a g e n .   	 3 .   M o d e   d i f f u s i o n   e n   d i r e c t  :   i .   N o r m a l  :   i m a g e   e t   v o i x .   i i .   M u e t  :   p a s   d e   v o i x   l o r s   d e   l a   l e c t u r e .   i i i .   S o n  :   s o n   m a i s   p a s   d  i m a g e .   	     3 .   L i v e    b e r t r a g u n g s m o d u s :   i   N o r m a l :   B i l d   u n d   T o n   v o r h a n d e n . i i   L a u t l o s :   K e i n   T o n   w  h r e n d   d e r   W i e d e r g a b e . I i i   S o u n d :   E s   g i b t   e i n e n   T o n ,   a b e r   k e i n   B i l d . 	     3 .    568<  8=B5@0:B82=>3>  25I0=8O:   i   1KG=K9:   7>1@065=85  8  72C:. i i   57  72C:0:   B>;L:>  87>1@065=85  157  72C:0. I i i   2C::   72C:  157  87>1@065=8O. 	     3 .   M o d a l i t    d i   t r a s m i s s i o n e   d a l   v i v o :   i   N o r m a l e :   I m m a g i n e   e   v o c i   e n t r a m b i   p r e s e n t i .   i i   M u t e :   v o c e   a s s e n t e   d u r a n t e   l a   r i p r o d u z i o n e . I i i   A u d i o :   c '    l ' a u d i o   m a   n o n   l ' i m m a g i n e .   	 	     3 .   M o d o   d e   t r a n s m i s s  o   e m   d i r e c t o :   i   N o r m a l :   C o m   i m a g e m   e   s o m .   i i   S e m   s o m :   S e m   s o m   d u r a n t e   a   r e p r o d u   o .   i i i   S e m   i m a g e m :   C o m   s o m   m a s   s e m   i m a g e m .   	     3 .   C a n l 1  y a y 1n   m o d u :   i   N o r m a l :   G  r  n t    v e   s e s i n   i k i s i   d e   v a r .   0i   S e s s i z :   O y n a t 1r k e n   s e s   y o k .   0i i   S e s :   S e s   v a r   f a k a t   g  r  n t    y o k . 	     3 .   C h     t . h  n h   t r c   t i p :   i   C h u n :   C    c   h  n h   n h   v     m   t h a n h .   i i   T t    m :   k h  n g   c     m   t h a n h   k h i   p h  t .   I i i    m   t h a n h :   C     m   t h a n h   n h n g   k h  n g   h  n h   n h .   	 3 .   C h     t . h  n h   t r c   t i p :   i   C h u n :   C    c   h  n h   n h   v     m   t h a n h .   i i   T t    m :   k h  n g   c     m   t h a n h   k h i   p h  t .   I i i    m   t h a n h :   C     m   t h a n h   n h n g   k h  n g   h  n h   n h .     	   3 .   M o d   s i a r a n   l a n g s u n g :   i   N o r m a l :   K e d u a - d u a   i m e j   d a n   s u a r a   w u j u d . i i   S e n y a p :   t i a d a   s u a r a   a p a b i l a   b e r m a i n . i i i   S u a r a :   T e r d a p a t   s u a r a   t e t a p i   t i a d a   i m e j . 	     3 .   8		@	5	  *	M	0	8	>	0	#	  .	K	!	:   i   8	>	.	>	(	M	
 /	:   	?	$	M	0	  	0	  '	M	
 5	(	?	  &	K	(	K		  9	K	$	G	  9	H		d	  i i   .	M	/	B		:   	2	>	$	G	  8	.	/	  '	M	
 5	(	?	  (	9	@		  9	K	$	@	d	  i i i   '	M	
 5	(	?	:   '	M	
 5	(	?	  9	K	$	@	  9	H	  2	G		?	(	  	?	$	M	0	  (	9	@		  9	K	$	>	d	  	 3 .   8		@	5	  *	M	0	8	>	0	#	  .	K	!	:   i   8	>	.	>	(	M	/	:   	.	G		  	0	  '	M	5	(	?	  &	K	(	K		  .	L		B	&	  9	H		.   i i   .	M	/	B		:   *	M	2	G	  	0	$	G	  8	.	/	  	K		  '	M	5	(	?	  (	9	@		.   i i i   	5	>		<	:   	5	>		<	  9	K	$	@	  9	H	  2	G		?	(	  	.	G		  (	9	@		. 	 	 	     3 .    l Q  m qs o r s u g  r z  s   m  d :   i   N o r m  l :   k  p    s   h n a g   i s   v a n .   i i   N  m  t  s :   l e j  t s z  s k o r   n i n c s   h a n g .   i i i   H a n g :   v a n   h a n g ,   d e   n i n c s   k  p .   	 	 	 	 3 .   L i v e - u i t z e n d i n g ;   i   N o r m a a l :   z o w e l   b e e l d   e n   g e l u i d   a a n w e z i g .   i i   D e m p e n :   g e e n   g e l u i d   b i j   h e t   a f s p e l e n .   i i i   G e l u i d :   e r   i s   g e l u i d   m a a r   g e e n   b e e l d . 	 3 .   L i v e   u i t z e n d s t a n d :   i   N o r m a a l :   z o w e l   b e e l d   a l s   g e l u i d .   i i   D e m p e n :   g e e n   g e l u i d   b i j   h e t   a f s p e l e n .   i i i   G e l u i d :   g e l u i d   m a a r   g e e n   b e e l d . 	 	 3 .   M o d   d e   t r a n s m i s i e   d i r e c t :   i   N o r m a l :   S u n t   d i s p o n i b i l e   _i   i m a g i n e a   _i   s u n e t u l . i i   S i l e n ci o s :   s u n e t u l   e   a b s e n t    n   t i m p u l   r e d r i i . I i i   S u n e t :   c u   s u n e t ,   d a r   f r   i m a g i n e .   	   3 .   M o d   d i f u z a r e   l i v e :   i .   N o r m a l :   I m a g i n e   _i   v o c e .   I i .   F r   s o n o r :   d o a r   i m a g i n e ,   f r   v o c e .   I i i .   S u n e t :   d o a r   s u n e t   f r   i m a g i n e . 	 	   3 .       :   i   :       .   i i   :         .   i i i   :               .   	   3 .       :   i   :       .   i i   :         .   i i i   :               .   	 	     3 .   -'D*  ~.4  2F/G:   'DA  E9EHD  :   *5H1  H  5/'  G1/H  H,H/  /'1F/.   (  (5/':   /1-'D*  ~.4  G  "H'  (H4  FE13/.   ~  5/':   5/'  G3*  HD  *5H1  ~.4  FE4H/.   	     3 .   -'D*  ~.4  2F/G:   'DA  E9EHD  :   *5H1  H  5/'  G1  /H  H,H/  /'1F/. (  (5/':   /1-'D*  ~.4  G  5/'  (H4  FE13/.   ~  5/':   5/'  G3*  HD  *5H1  ~.4  FE4H/.   	 	 	 	. 						  									  			: 	.   						:   			  	  				  				  				d		. 							:   			  				  			  			  				  			  		d		.   				:   				  					  						  			  			  					  		d		 	 	 	 	 	 	 	     3 .   R e g s t r e e k s e   u i t s e n d i n g s m o d u s :   i   N o r m a a l :   A f b e e l d i n g   e n   s t e m   b e s t a a n   b e i d e .   i i   S t i l :   g e e n   s t e m   w a n n e e r   g e s p e e l   w o r d .   i i i   K l a n k :   d a a r   i s   k l a n k   m a a r   g e e n   a f b e e l d i n g   n i e . 	     3 .   L e w e n d i g e   u i t s e n d i n g - m o d u s :   i   N o r m a a l :   B e e l d   e n   k l a n k   s p e e l   a l b e i .   i i   D o o f :   g e e n   k l a n k   t e r w y l   p r o g r a m   s p e e l   n i e .   i i i   K l a n k :   D a a r   i s   k l a n k ,   m a a r   g e e n   b e e l d   n i e .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     3 .   M o d o   d e   t r a n s m i s s  o   a o   v i v o :   i   N o r m a l :   I m a g e m   e   v o z   e x i s t e m .   i i   M u d o :   n e n h u m a   v o z   q u a n d o   r e p r o d u z .   i i i   S o m :   H    s o m ,   m a s   n e n h u m a   i m a g e m .   
 
 S T R _ I D _ G G L I V E _ G U I D E _ P A R T I C U L A R C 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     2 . S t o p :   c l i c k   o n   S t o p   t o   s t o p   p l a y i n g   p r o g r a m s   a n d   m o v i e s . 	     2 0\Pbk	cd>eǏz-NpQ	cO\Pbkd>ev^\Pbkc6evOo`	     2 0\Pbk	cd>eǏz-NpQ	cO\Pbkd>ev^\Pbkc6evOo`    2 .   D e t e n e r :   h a g a   c l i c   e n   D e t e n e r   p a r a   d e t e n e r   l a   r e p r o d u c c i  n   d e   p r o g r a m a s   y   p e l  c u l a s . 	 2 .   S t o p  :   c l i q u e z   s u r   S t o p   p o u r   i n t e r r o m p r e   l a   l e c t u r e   d e s   p r o g r a m m e s   e t   d e s   f i l m s . 	     2 . S t o p p :   K l i c k e n   S i e   a u f   S t o p p ,   u m   d i e   W i e d e r g a b e   d e r   P r o g r a m m e   u n d   F i l m e   z u   s t o p p e n . 	     2 . !B>?:   =06<8B5   !B>?   4;O  >AB0=>2:8  ?@>A<>B@0. 	     2 . S t o p :   f a r e   c l i c   s u   S t o p   p e r   a r r e s t a r e   i   p r o g r a m m i   e   i   f i l m   i n   r i p r o d u z i o n e . 	 	     2 .   P a r a r :   C l i q u e   e m   P a r a r   p a r a   p a r a r   a   r e p r o d u   o   d e   p r o g r a m a s   e   f i l m e s . 	     2 .   D u r d u r :   P r o g r a m l a r 1n   v e   f i l m l e r i n   o y n a m a s 1n 1  d u r d u r m a k   i  i n   d u r d u r a   t 1k l a y 1n . 	     2 . D n g :   C l i c k   v  o   D n g     d n g   p h  t   c  c   c h n g   t r  n h   v    p h i m . 	 2 .   D n g :   C l i c k   v  o   D n g     d n g   p h  t   c  c   c h n g   t r  n h   v    p h i m . 	   2 . H e n t i :   k l i k   p a d a   H e n t i   u n t u k   b e r h e n t i   m e m a i n   r a n c a n g a n   d a n   f i l e m . 	       2 .   8	M	
 	I	*	:   	>	0	M	/		M	0	.	  	0	  .	B	5	@	  	2	>	(	>	  ,		&	  	0	(	G	  	G	  2	?		  8	M	
 	I	*	  *	0	  	M	2	?		  	0	G		d		 2 .    	9	0	G		:   *	M	0	K		M	0	>	.	M	8	  	0	  .	B	5	@		<	  	K	  *	M	2	G	  	0	(	G	  8	G	  0	K		(	G	  	G	  2	?		   	9	0	G		  *	0	  	M	2	?		  	0	G		. 	 	 	     2 .   L e  l l  t  s :   k a t t i n t s o n   a   l e  l l  t  s   g o m b r a   a   m qs o r o k    s   f i l m e k   l e j  t s z  s  n   l e  l l  t  s  h o z . 	 	 	 	 2 .   S t o p p e n :   k l i k   o p   S t o p   o m   h e t   a f s p e l e n   v a n   p r o g r a m m a ' s   e n   f i l m s   t e   s t o p p e n . 	 2 .   S t o p :   K l i k   o p   S t o p   o p   h e t   a f s p e l e n   v a n   p r o g r a m m a ' s   e n   f i l m s   t e   s t o p p e n . 	 	 2 .   O p r i r e :   f a c e ci   c l i c   p e   O p r i r e   p e n t r u   a   o p r i   p r o g r a m e l e   _i   f i l m e l e    n   c u r s   d e   r e d a r e . 	   2 .   O p r i r e :   f a c e ci   c l i c   p e   O p r i r e   p e n t r u   a   o p r i   r e d a r e a   p r o g r a m e l o r   _i   a   f i l m e l o r . 	 	 2 .   :                 . 	 2 .   :                 . 	 	     2 .   'J3*:   (1'  *HBA  ~.4  (1F'EG  G'  H  ADEG'  /EG  '3*  1'  (2F/. 	     2 . 'J3*:   (1'  *HBA  ~.4  (1F'EG  G'  H  ADEG'  (1  1H  " '3*"   D  F/. 	 	 	.   									  		  				  						  						  						- 		  					  				d	  	 	.   				:   								  			  						  				  				  				  				- 	  					  				d		 	 	 	 	 	 	 	     2 .   S t o p :   k l i e k   o p   S t o p   o m   o p   t e   h o u   o m   p r o g r a m m e   e n   r o l p r e n t e   t e   s p e e l . 	     2 .   S t o p :   K l i e k   o p   S t o p   o m   s p e e l   v a n   p r o g r a m m e   e n   f l i e k s   t e   s t o p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     2 .   P a r a r :   c l i q u e   e m   P a r a r   p a r a   p a r a r   a   r e p r o d u   o   d e   p r o g r a m a s   e   f i l m e s . 
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R B 	 U n d e f i n e d 	 9 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     2 .   B u f f e r   s i z e :   p l e a s e   s e l e c t   t h r e e . 	     2 0X['Y\؞X[:N3 ^(u7bn:N3 NO_ gsOSO	     2 0X['Y\؞X[:N3 ^(u7bn:N3 NO_ gsOSO    2 .   T a m a  o   d e   b  f e r :   p o r   f a v o r ,   s e l e c c i o n e   t r e s . 	 2 .   T a i l l e   d e   l a   m  m o i r e   t a m p o n  :   c h o i s i s s e z   t r o i s . 	     2 .   P u f f e r g r   e :   W  h l e n   S i e   b i t t e   d r e i . 	     2 .    07<5@  1CD5@0:   2K15@8B5  B@8. 	 2 .   D i m e n s i o n e   b u f f e r :   s e l e z i o n a r e   t r e 	 	     2 .   T a m a n h o   d a   m e m  r i a   i n t e r m  d i a :   S e l e c c i o n e   e n t r e   t r  s . 	     2 .   a r a b e l l e k   b o y u t u :   l  t f e n        s e  i n . 	     2 .   D . l n g   b   n h   m :   h  y   c h n   b a . 	 2 .   D . l n g   b   n h   m :   h  y   c h n   b a . 	   2 .   S a i z   p e n i m b a l :   s i l a   p i l i h   t i g a . 	     2 .   ,	+	0	  	>	  		>	0	:   	C	*	/	>	  $	@	(	  	A	(	G		d		 2 .   ,	+	<	0	  		>	0	:   	C	*	/	>	  $	@	(	  	A	(	G		. 	 	 	     2 .   P u f f e r m  r e t :   v  l a s s z o n   h  r m a t . 	 	 	 	 2 .   B u f f e r g r o o t t e :   s e l e c t e e r   d r i e . 	 2 .   B u f f e r g r o o t t e :   s e l e c t e e r   d r i e . 	 	 2 .   M r i m e a   z o n e i   t a m p o n :   s e l e c t a ci   t r e i . 	   2 .   D i m e n s i u n e   t a m p o n :   s e l e c t a ci   t r e i   v a l o r i . 	 	   2 .     :     . 	   2 .     :     . 	 	     2 .   'F/'2G  E'F1:   D7A'  9//  3G  1'  (12F/. 	     2 .   'F/'2G  E'F1:   D7A'  9//  3G  1'  (12F/. 	 	 	.   					  				:   							  			  				  					  				d		 	.   					  				:   							  			  			  								  				d		 	 	 	 	 	 	 	     2 .   B u f f e r g r o o t t e :   k i e s   a s s e b l i e f   d r i e . 	     2 .   B u f f e r g r o o t t e :   k i e s   a s s e b l i e f   d r i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     2 .   T a m a n h o   d a   m e m  r i a   a u x i l i a r :   s e l e c i o n e   t r  s . 
 
 S T R _ I D _ G G L I V E _ G U I D E _ P A R T I C U L A R B 	 U n d e f i n e d 	 1 2 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     1 . P l a y :   C l i c k   o n   P l a y   t o   p l a y   t h e   p r o g r a m s   a n d   m o v i e s ,   t h e n   t h e   p l a y   b o t t o m   w i l l   c h a n g e   i n t o   P a u s e . 	     1 0d>e	cpQ-Nd>e	cO _Yd>eq_ƉQ[dke	cOl:N[ f\P] 	c	     1 0d>e	cpQ-Nd>e	cO _Yd>eq_ƉQ[dke	cOl:N[ f\P] 	c    1 .   R e p r o d u c i r :   h a g a   c l i c   e n   R e p r o d u c i r   p a r a   r e p r o d u c i r   l o s   p r o g r a m a s   y   p e l  c u l a s .   U n a   v e z   p u l s a d o ,   e l   b o t  n   R e p r o d u c i r   s e   c o n v e r t i r    e n   e l   b o t  n   P a u s a . 	 1 .   L e c t u r e  :   c l i q u e z   s u r   L e c t u r e   p o u r   l i r e   l e s   p r o g r a m m e s   e t   l e s   f i l m s ,   p u i s   l e   b o u t o n   d e   l e c t u r e   s e   t r a n s f o r m e   e n   b o u t o n   P a u s e . 	     1 . W i e d e r g a b e :   K l i c k e n   S i e   a u f   W i e d e r g a b e ,   u m   P r o g r a m m e   u n d   F i l m e   a b z u s p i e l e n ,   d i e   S c h a l t f l  c h e   W i e d e r g a b e   w i r d   d a n n   z u   P a u s e . 	     1 . >A?@>8725AB8:   06<8B5   >A?@>8725AB8   4;O  ?@>A<>B@0  ?@>3@0<<  8  D8;L<>2  ( :=>?:0  2>A?@>872545=8O  ?@52@0B8BAO  2  :=>?:C  ?0C7K) . 	     1 . R i p r o d u c i :   P e r   r i p r o d u r r e   i   p r o g r a m m i   e   i   f i l m ,   i l   p u l s a n t e   R i p r o d u c i   d i v e r r    P a u s a . 	 	     1 .   R e p r o d u z i r :   C l i q u e   e m   R e p r o d u z i r   p a r a   r e p r o d u z i r   o s   p r o g r a m a s   e   f i l m e s ,   e m   s e g u i d a   o   b o t  o   m u d a r    p a r a   P a u s a . 	     1 .   O y n a t :   P r o g r a m l a r 1  v e   f i l m l e r i   o y n a t m a k   i  i n   O y n a t a   t 1k l a y 1n ,   O y n a t   d  m e s i n i n   a l t   k 1s m 1  D u r a k l a t   o l a r a k   d e i _e c e k t i r . 	     1 . P h  t :   C l i c k   v  o   P h  t     p h  t   c  c   c h n g   t r  n h   v    p h i m ,   s a u      n  t   p h  t   s   c h u y n   t h  n h   n  t   T m   d n g . 	 1 .   P h  t :   C l i c k   v  o   P h  t     p h  t   c  c   c h n g   t r  n h   v    p h i m ,   s a u      n  t   p h  t   s   c h u y n   t h  n h   n  t   T m   d n g . 	   1 . M a i n :   K l i k   p a d a   M a i n   u n t u k   m e m a i n k a n   r a n c a n g a n   d a n   f i l e m ,   k e m u d i a n   b a h a g i a n   b a w a h   m a i n   a k a n   b e r t u k a r   m e n j a d i   J e d a . 	     1 .   *	M	
 2	G	:   	>	0	M	/		M	0	.	  	0	  .	B	5	@	  	2	>	(	G	  	G	  2	?		  *	M	
 2	G	  *	0	  	M	2	?		  	0	G		,   	8	>	  	0	(	G	  *	0	  *	M	
 2	G	  ,		(	  *	I		  .	G		  ,	&	2	  	>			>	d		 1 .   *	M	2	G	:   *	M	0	K		M	0	>	.	M	8	  	0	  .	B	5	@		<	  	K	  *	M	2	G	  	0	(	G	  	G	  2	?		  *	M	2	G	  *	0	  	M	2	?		  	0	G		,   		8		G	  ,	>	&	  *	M	2	G	  	>	  (	?		2	>	  -	>		  0	K		G		  .	G		  ,	&	2	  	>			>	. 	 	 	     1 .   L e j  t s z  s :   k a t t i n t s o n   a   l e j  t s z  s   g o m b r a   a   m qs o r o k    s   f i l m e k   l e j  t s z  s  n a k   i n d  t  s  h o z ,    s   a   l e j  t s z  s   g o m b   s z  n e t   g o m b r a   v  l t o z i k . 	 	 	 	 1 . A f s p e l e n :   K l i k   o p   A f s p e l e n   o m   d e   p r o g r a m m a ' s   e n   f i l m s   a f   t e   s p e l e n .   D e   a f s p e e l k n o p   v e r a n d e r t   d a n   i n   P a u z e . 	 1 .   A f s p e l e n :   K l i k   o p   A f s p e l e n   o m   d e   p r o g r a m m a ' s   e n   f i l m s   a f   t e   s p e l e n .   D e   a f s p e e l k n o p   v e r a n d e r t   d a n   i n   P a u z e . 	 	 1 .   R e d a r e :   c l i c   p e   R e d a r e   p e n t r u   a   r e d a   p r o g r a m e   _i   f i l m e ,   i a r   a p o i   b u t o n u l   d e   r e d a r e   v a   t r e c e   p e   P a u z . 	   1 .   R e d a r e :   F a c e ci   c l i c   p e   R e d a r e   p e n t r u   r e d a r e a   p r o g r a m e l o r   _i   f i l m e l o r ,   a p o i   b u t o n u l   d e   r e d a r e   d i n   p a r t e a   d e   j o s   v a   a v e a   f u n c ci a   P a u z . 	 	   1 .   :                 .     ,           . 	   1 .   :                 .     ,           . 	 	     1 .   ~.4:   (1'  ~.4  1/F  (1F'EG  G'  (1  1H  ~.4  D  F/  ~3  '2  'F'1  /EG  ~.4  (G  /EG  /1F  *(/D  E1//. 	     1 . ~.4:   (1'  ~.4  1/F  (1F'EG  G'  (1  1H  " ~.4"   D  F/  ~3  '2  'F'1  /EG  ~.4  (G  /EG  /1F  *(/D  E1//. 	 	 	. 				  		  									  						  				  				  						  					  					  				  			  					  						  					  					  					  		  										  						 	.   				:   								  		  						  				  				  				  				  					  			  			d	  						  				  						  								  		  			  					  										  			d		 	 	 	 	 	 	 	     1 .   S p e e l :   K l i e k   o p   S p e e l   o m   d i e   p r o g r a m m e   e n   r o l p r e n t e   t e   s p e e l ,   d a n   s a l   d i e   s p e e l k n o p p i e   n a   d i e   O n d e r b r e e k k n o p p i e   v e r a n d e r . 	     1 . S p e e l :   K l i e k   o p   S p e e l   o m   d i e   p r o g r a m m e   e n   f l i e k s   t e   s p e e l ,   d a n   s a l   d i e   s p e e l k n o p p i e   n a   O n d e r b r e e k   v e r a n d e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     1 .   R e p r o d u z i r :   C l i q u e   e m   R e p r o d u z i r   p a r a   r e p r o d u z i r   o s   p r o g r a m a s   e   f i l m e s ,   d e p o i s   o   b o t  o   d e   r e p r o d u   o   m u d a r    p a r a   P a u s a . 
 
 S T R _ I D _ G G L I V E _ P R E F E R E N C E _ P A R T I C U L A R A 	 U n d e f i n e d 	 1 6 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 0ceQpQ~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c	     1 0ceQpQ~ceQp؞:N1 [^Kb:gceQp,{ N*NNdk{|c  1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . Z u g a n g s p u n k t : N e t z w e r k - Z u g a n g s p u n k t   i s t   p e r   S t a n d a r d   1   u n d   e n t s p r i c h t   a n a l o g   d e m   Z u g a n g s p u n k t   d e s   e r s t e n   M o b i l t e l e f o n s . 	 1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . B   t h u   p h  t   s  n g   k h  n g   d  y :   N    s   c   c  i   t   m c   n h   l    1   v    t n g   n g   v i   b   t h u   p h  t   s  n g   k h  n g   d  y   u   t i  n   t r  n   T D . 	 1 .   B   t h u   p h  t   s  n g   k h  n g   d  y :   N    s   c   c  i   t   m c   n h   l    1   v    t n g   n g   v i   b   t h u   p h  t   s  n g   k h  n g   d  y   u   t i  n   t r  n   T D . 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	 1 .   		M	8	G	8	?			  ,	?		&	A	:   (	G		5	0	M		  		M	8	G	8	?			  ,	?		&	A	,   !	?	+	I	2	M		  0	B	*	  .	G		  /	9	  1   9	K	$	>	  9	H	  	0	  	8		G	  	(	>	2	I		  *	0	,   *	9	2	G	  .	K	,	>		2	  +	K	(	  		M	8	G	8	?			  ,	?		&	A	  	G	  8			$	  9	K	$	>	  9	H	. 	 	 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	 	 	 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	 1 .   T o e g a n g s p u n t :   D e   s t a n d a a r d   v o o r   h e t   n e t w e r k t o e g a n g s p u n t   i s   1   e n   c o r r e s p o n d e e r t   m e t   h e t   e e r s t e   t o e g a n g s p u n t   v o r   m o b i e l e   t e l e f o o n ,   o f   e e n   a n a l o g o n   d a a r v a n . 	 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	   1 .   P u n c t   d e   a c c e s :   P u n c t u l   d e   a c c e s   l a   r e ce a   a r e   v a l o a r e a   i m p l i c i t   1   _i   c o r e s p u n d e   p r i m u l u i   p u n c t   d e   a c c e s   a n a l o g   a l   t e l e f o n u l u i   m o b i l .   	 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 .     :       .         1 ,               . 	 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . FB7G  /3*13:   FB7G  /3*13  4(G  '3*  ~4  A16  "F  1   '3*  H  ('  'HDF  FB7G  /3*13  *DAF  EH('D  /1  -'D*  "F'DH  E7'(B*  /'1/. 	 	 	.   								  						:   									  								  								  	  	  						  			  			  			  			  										  					  						  			  								  								  				  							  						  					d	  	 	. 						  						: 										  								  							 	 	 	 	 	 	 	     1 . A c c e s s i n g   p o i n t : N e t w o r k   a c c e s s i n g   p o i n t ,   i t   i s   d e f a u l t e d   t o   b e   1   a n d   c o r r e s p o n d s   t o   t h e   f i r s t   m o b i l e   p h o n e   a c c e s s i n g   p o i n t ,   o n   t h e   a n a l o g   o f   t h i s . 	     1 . T o e g a n g s p u n t : N e t w e r k t o e g a n g s p u n t ,   d i t   i s   1   b y   v e r s t e k   e n   s t e m   o o r e e n   m e t   d i e   e e r s t e   s e l f o o n t o e g a n g s p u n t   o p   d i e   a n a l o o g w e e r g a w e   h i e r v a n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	     1 .   P o n t o   d e   a c e s s o :   P o n t o   d e   a c e s s o   d e   r e d e ,   t e m   1   c o m o   p r e d e f i n i   o   e   c o r r e s p o n d e   a o   p r i m e i r o   p o n t o   d e   a c e s s o   d o   t e l e f o n e   m  v e l   a n a l  g i c o . 
 
 S T R _ I D _ G G L I V E _ F A L L _ S H O R T _ O F _ R E S O U R C E 	 U n d e f i n e d 	 1 4 	 T o   G o   t o   G G L I V E   S c r e e n . 	 F a l l   s h o r t   o f   r e s o u r c e 	 |~Dn
N	 |~Dn
NC a  d a   d e l   n i v e l   d e   r e c u r s o s 	 D  f a u t   d e   r e s s o u r c e 	 U n z u r e i c h e n d e   R e s s o u r c e n 	 5E20B:0  @5AC@A>2	 R i s o r s e   s c a r s e 	 	 F a l t a   d e   r e c u r s o s 	 K a y n a k   y e t e r s i z l i i 	 K h  n g     t  i   n g u y  n 	 K h  n g     t  i   n g u y  n 	 K e k u r a n g a n   s u m b e r 	     8		8	>	'	(	K		  	@	  	.	@	  9	K	(	>		 8		8	>	'	(	K		  	@	  	.	@		 	 	 K e v  s   a z   e r Qf o r r  s 	 	 	 	 T e k o r t   a a n   h u l p b r o n n e n . 	 T e k o r t   a a n   b r o n n e n 	 	 P a n ,   r e s u r s e   i n s u f i c i e n t e 	 S c u r t   c d e r e   a   r e s u r s e i 	 	     	     	 	 E(H/  EF'(9	 E(H/  EF'(9	 	 							  						 							  					  						 	 	 	 	 	 	 	 S k i e t   t e k o r t   a a n   h u l p b r o n 	 H u l p b r o n n e   r a a k   u i t g e p u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i c i  n c i a   d e   r e c u r s o 
 
 S T R _ I D _ G G L I V E _ M Y _ C O L L E C T 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 M y   C o l l e c t 	 bv6eυ	 bv6eυM i   c o l e c c i  n 	 M a   c o l l e c t i o n 	 M e i n e   K o l l e k t i o n 	 >O  :>;;5:F8O	 L a   m i a   R a c c o l t a 	 	 A   m i n h a   c o l e c   o 	 K o l e k s i y o n u m 	 S u   t p   r i  n g 	 S u   t p   r i  n g 	 K o l e k s i   S a y a 	 .	G	0	>	  8			M	0	9		 .	G	0	>	  	2	G		M			 	 	 S a j  t   g y qj t e m  n y 	 	 	 	 M i j n   v e r z a m e l i n g 	 M i j n   v e r z a m e l i n g 	 	 C o l e c ci a   m e a 	 C o l e c t r i l e   m e l e 	 	   	   	 	 E,EH9G  EF	 E,EH9G  EF	 	 				  						  	 				  							 	 	 	 	 	 	 	 M y   V e r s a m e l i n g 	 M y   V e r s a m e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n h a   C o l e t a 
 
 S T R _ I D _ G G L I V E _ A D D _ C O L L E C T 	 U n d e f i n e d 	 1 2 	 T o   G o   t o   G G L I V E   S c r e e n . 	 A d d   C o l l e c t 	 /eNr`g	 /eNr`gA g r e g a r   a   C o l e c c i  n 	 A j o u t e r      l a   c o l l e c t i o n 	 Z u   K o l l e k t i o n   h i n z u f  g e n 	 >1028BL  2  :>;;5:F8N	 A g g i u n g i   a   r a c c o l t a 	 	 A d i c i o n a r      c o l e c   o 	 K o l e k s i y o n u m a   e k l e 	 T h  m   s u   t p 	 T h  m   s u   t p 	 T a m b a h   k e   K o l e k s i 	 8			M	0	9	  	K	!	<	G			 	2	G		M		  	K	!	<	G			 	 	 H o z z  a d  s   a   g y qj t e m  n y h e z 	 	 	 	 A a n   v e r z a m e l i n g   t o e v o e g e n 	 V e r z a m e l n g   t o e v o e g e n 	 	 A d u g a r e   l a   C o l e c ci e 	 A d u g a r e   c o l e c t a r e 	 	   	   	 	 A d d   C o l l e c t 	 'A2H/F  E,EH9G	 	 						  					  				  	 						  			  					 	 	 	 	 	 	 	 V o e g   V e r s a m e l i n g   b y 	 V o e g   V e r s a m e l i n g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   C o l e t a 
 
 S T R _ I D _ G G L I V E _ B A C K _ M A I N M E N U 	 U n d e f i n e d 	 1 5 	 T o   G o   t o   G G L I V E   S c r e e n . 	 B a c k   M a i n m e n u 	 ԏV;NLub	 ԏV;NLubV o l v e r   a l   m e n    p r i n c i p a l 	 R e t o u r   m e n u   p r i n c i p a l 	 Z u r  c k   z u m   H a u p t m e n  	 0704  2  <5=N	 T o r n a   a l   m e n u   p r i n c i p a l e 	 	 V o l t a r   a o   m e n u   p r i n c i p a l 	 A n a   M e n  y e   D  n  _	 T r   v   m e n u   c h  n h 	 C h u y n   v   m e n u   c h  n h 	 K e m b a l i   k e   m e n u   U t a m a 	 .	A		M	/	  .	G	(	M	/	B	  .	G		  5	>	*	8	  	>				 ,	H		  .	A		M	/	  .	G	(	M	/	B		 	 	 V i s s z a   a   f Qm e n  r e 	 	 	 	 T e r u g   n a a r   h o o f d m e n u 	 T e r u g   n a a r   h o o f d m e n u 	 	  n a p o i   l a   m e n i u l   p r i n c i p a l 	  n a p o i   l a   m e n i u l   p r i n c i p a l 	 	     	     	 	 ('24*  (G  EFH  '5D	 ('24*  (G  EFH  '5D	 	 						  							  					  			  	 										  				  				 	 	 	 	 	 	 	 T e r u g   n a   H o o f k i e s l y s 	 T e r u g   H o o f k i e s l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l t a r   a o   m e n u   p r i n c i p a l 
 
 S T R _ I D _ G G L I V E _ C H A R G I N G 	 U n d e f i n e d 	 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 c h a r g i n g 	 ck(WۏL/eN
zT0R" bv^7b" g⋢-`0	 ck(WۏL/eN
zT0R" bv^7b" g⋢-`0c a r g a n d o 	 p a i e m e n t   e n   c o u r s 	 G e b  h r e n   w e r d e n   e i n g e f o r d e r t 	 ?;0B=>	 a d d e b b i t o 	 	 A   c o b r a r 	  c r e t   a l 1n 1y o r 	 t  n h   p h  	 t  n h   p h  	 m e m b a y a r 	 	>	0	M		?				 	>	0	M		<	?				 	 	 d  j   f e l s z  m  t  s a 	 	 	 	 l a d e n 	 k o s t e n   i n   r e k e n i n g   b r e n g e n 	 	 t a x a r e 	 s e   t a x e a z 	 	 	 	 	 /1-'D  E-'3(G  G2FG	 /1-'D  E-'3(G  G2FG	 	 					  					  	 					  						 	 	 	 	 	 	 	 k o s t e   w o r d   g e h e f 	 h e f   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c o b r a n d o 
 
 S T R _ I D _ G G L I V E _ N O C H A R G E 	 U n d e f i n e d 	 5 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 n o c h a r g e 	 l	gck(W/eNvUS0R" bv^7b" g⋢-`0	 l	gck(W/eNvUS0R" bv^7b" g⋢-`0s i n   c a r g a 	 P a s   d e   f r a i s 	 k e i n e   G e b  h r e n 	 15A?;0B=>	 n e s s u n   a d d e b i t o 	 	 n  o   c o b r a d o 	  c r e t   y o k 	 m i n   p h  	 m i n   p h  	 t i a d a b a y a r a n 	 	K		  *	M	0	-	>	0	  (	9	@			 	K		  	>	0	M		<	?			  (	9	@			 	 	 d  j m e n t e s 	 	 	 	 g e e n   k o s t e n 	 g e e n   k o s t e n 	 	 g r a t u i t 	 n u   s e   t a x e a z 	 	   	   	 	 G2FG  '  H,H/  F/'1/	 G2FG  '  H,H/  F/'1/	 	 			  					  			d	  	 					  				 	 	 	 	 	 	 	 g e e n   k o s t e 	 g e e n   f o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s e m   c o b r a n  a 
 
 S T R _ I D _ G G L I V E _ C H A R G E F a i l T i p 	 U n d e f i n e d 	 8 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 c h a r g e f a i l T i p 	 N1rv(u7b1uN/eNQsQA~_,g!kcb91Y%
zPQՋ0^ۏeQubۏL/eNd\OQpdq_Ɖw0	 N1rv(u7b1uN/eNQsQA~_,g!kcb91Y%
zPQՋ0^ۏeQubۏL/eNd\OQpdq_Ɖw0c h a r g e f a i l T i p 	 c h a r g e f a i l T i p 	 c h a r g e f a i l T i p 	 c h a r g e f a i l T i p 	 c h a r g e f a i l T i p 	 	 c h a r g e f a i l T i p 	 c h a r g e f a i l T i p 	 s a   l i   t  n h   p h  	 s a   l i   t  n h   p h  	 c h a r g e f a i l T i p 	 c h a r g e f a i l T i p 	 	>	0	M		<	  5	?	+	2	  8	A		>	5		 	 	 c h a r g e f a i l T i p 	 	 	 	 c h a r g e f a i l T i p 	 T i p   b i j   m i s l u k t e   k o s t e n 	 	 c h a r g e f a i l T i p 	 s f a t   e _u a r e   t a x a r e 	 	 c h a r g e f a i l T i p 	     	 	 c h a r g e f a i l T i p 	 ~1/'.*  G2FG  F'EHAB  (H/	 	 c h a r g e f a i l T i p 	 					  						  									  								 	 	 	 	 	 	 	 c h a r g e f a i l T i p 	 f o o i   m i s l u k   W e n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   c o b r a n  a 
 
 S T R _ I D _ G G L I V E _ L O G O U T T i p 	 U n d e f i n e d 	 8 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 y o u   l o g o u t , p l e a s e   l o g i n 	 `O] Q{vU_ ͑e{vU_TeSck8^O(u0	 `O] Q{vU_ ͑e{vU_TeSck8^O(uh a   c e r r a d o   s u   s e s i  n ,   p o r   f a v o r ,   i n i c i e   l a   s e s i  n 	 V o u s   n  a v e z   p a s   o u v e r t   d e   s e s s i o n .   V e u i l l e z   o u v r i r   u n e   s e s s i o n 	 S i e   m e l d e n   s i c h   a b ,   b i t t e   a n m e l d e n 	 1K;  2K?>;=5=  2KE>4,   2>948B5  2=>2L	 s c o l l e g a t o ,   r i a c c e d e r e 	 	 T e r m i n o u   a   s e s s  o ,   p o r   f a v o r   i n i c i e   a   s e s s  o 	 o t u r u m u   k a p a t t 1n 1z ,   l  t f e n   o t u r u m   a  1n 	 s a u   k h i   t h o  t ,   h  y   n g   n h p 	 s a u   k h i   t h o  t ,   h  y   n g   n h p 	 a n d a   t e l a h   m e l o g   k e l u a r , s i l a   l o g   m a s u k 	 	*	  2	>						  	0	G		,   	C	*	/	>	  2	>		?	(	  	0	G			 	*	  2	I						  9	H		,   	C	*	/	>	  2	I			(	  	0	G			 	 	 k i j e l e n t k e z e t t ,   j e l e n t k e z z e n   b e 	 	 	 	 u   b e n t   a f g e m e l d .   M e l d   u   a a n . 	 J e   b e n t   a f g e m e l d .   M e l d   j e   a a n . 	 	 v - a ci   d e c o n e c t a ,   c o n e c t a ci - v 	 v - a ci   d e c o n e c t a t ,   c o n e c t a ci - v 	 	   ,     	   ,     	 	 '2  33*E  .'1,  4/G  '/  D7A'  H'1/  4H/	 '2  33*E  .'1,  4/G  '/  D7A'  H'1/  4H/	 	 				  					  						,   							  			  				  				d	  	 				  		- 			  			  					,   				  		- 		  					 	 	 	 	 	 	 	 j y   i s   u i t g e t e k e n ,   t e k e n   a s s e b l i e f   a a n 	 j y   i s   u i t g e t e k e n , t e k e n   a s b .   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 v o c    f e z   o   l o g o u t ,   p o r   f a v o r ,   f a  a   o   l o g i n 
 
 S T R _ I D _ G G L I V E _ C h a r g e T i p 	 U n d e f i n e d 	 8 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D e a r ,   C o n n e c t t i n g   S e r v e r s   f o r   C h a r g e , P l e a s e   W a i t . . . 	 N1rv(u7bck(Wޏc
gRhVQY/eN
zP. . . . . . 	 N1rv(u7bck(Wޏc
gRhVQY/eN
zP. . . . . . E s t i m a d o   & ,   c o n e c t a n d o   c o n   l o s   s e r v i d o r e s   d e   c o b r o .   P o r   f a v o r ,   e s p e r e & 	 C h e r &   , c o n n e x i o n   a u x   s e r v e u r s   p o u r   l e   p a i e m e n t ,   v e u i l l e z   p a t i e n t e r & 	 S e h r   g e e h r t e r . . . ,   M i t   S e r v e r   f  r   E i n f o r d e r u n g   v o n   G e b  h r e n   v e r b i n d e n ,   b i t t e   w a r t e n . . . 	 #20605<K9,   ?>4:;NG5=85  :  A5@25@C  4;O  >?;0BK, ?>4>648B5. . . 	 G e n t i l e & ,     C o n n e s s i o n e   a i   s e r v e r   p e r   l ' a d d e b i t o ,   a t t e n d e r e & 	 	 C a r o . . . ,   o   p r o g r a m a   e s t    a   l i g a r   a o s   s e r v i d o r e s   p a r a   e f e c t u a r   a   c o b r a n  a ,   a g u a r d e . . . 	 S a y 1n . . . ,    c r e t l e n d i r m e   i  i n   S u n u c u l a r a 	 T h  n   m n ,   a n g   k t   n i   m  y   c h   t  n h   p h  ,   h  y   i . . . 	 T h  n   m n ,   a n g   k t   n i   m  y   c h   t  n h   p h  ,   h  y   i . . . 	 P e l a n g g a n   y a n g   D i h o r m a t i ,   S e d a n g   M e n y a m b u n g   P e l a y a n   u n t u k   B a y a r a n ,   S i l a   T u n g g u & 	 *	M	0	?	/	,   	>	0	M		  	0	(	G	  	G	  2	?		  8	0	M	5	0	K		  	K	  	(	G		M	
 	  	0	  0	9	>	  9	H	,   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G		. . . 	 *	M	0	?	/	,   	>	0	M		<	  	0	(	G	  	G	  2	?		  8	0	M	5	0	  8	G	  	(	G		M		  9	K	  0	9	>	  9	H	,   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G		. . . 	 	 	 T i s z t e l t   . . .   !   C s a t l a k o z  s   s z e r v e r h e z   a   d  j f i z e t  s    r d e k  b e n .   K  r e m   v  r j o n & 	 	 	 	 B e s t e . . . ,   B e z i g   m e t   v e r b i n d i n g   m a k e n   m e t   s e r v e r s   v o o r   l a d i n g .   E v e n   w a c h t e n & 	 B e s t e ,   e r   w o r d t   v e r b i n d i n g   g e m a a k t   m e t   d e   s e r v e r s   v o o r   d e   k o s t e n .   E v e n   w a c h t e n & 	 	 S t i m a t e . . . ,   s e r v e r e    n   c u r s   d e   c o n e c t a r e   p e n t r u   t a x a r e ,   v   r u g m   s   a _t e p t a ci . . . 	 S e   c o n e c t e a z   s e r v e r e l e   p e n t r u   c a l c u l u l   t a x e i ,   a _t e p t a ci . . . 	 	 / ' . . . ,         ,     . . . 	         ,     . . . 	 	 . . .   1'E  /1  -'D  '*5'D  31H1G'  (1'  E-'3(G  G2FG  D7A'K  4('  ('4/	 . . .   1'E  /1  -'D  '*5'D  31H1G'  (1'  E-'3(G  G2FG  D7A'K  4('  ('4/. . . 	 	 					,   							  				  									  				  					  					,   							  			  							  				. . . 	 					,   							  				  									  				  							  						 	 	 	 	 	 	 	 G e a g t e   . . . ,   V e r b i n d   a a n   b e d i e n e r s   v i r   k o s t e h e f f i n g ,   w a g   a s s e b l i e f   . . . 	 B e s t e ,   K o p p e l   t a n s   B e d i e n e r s   v i r   F o o i , W a g   a s b . . . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e z a d o ,   C o n e c t a n d o   s e r v i d o r e s   p a r a   c o b r a n  a ,   A g u a r d e . . . 
 
 S T R _ I D _ G G L I V E _ C h a r g e E r r o T i p 	 U n d e f i n e d 	 8 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D e a r ,   C h a r g e   e r r o r , P l e a s e   C h a n g e   I n t e r n e t   t y p e 	 
\lev(u7b: 1uNQ~SV, `feel-V I P NR, f9eQ~ceQp:Nc m w a p TQ!k\Ջ, b	c[ nx[] 0R" bv^7b" ۏLNR-. 	 
\lev(u7b: 1uNQ~SV, `feel-V I P NR, f9eQ~ceQp:Nc m w a p TQ!k\Ջ, b	c[ nx[] 0R" bv^7b" ۏLNR-. E s t i m a d o   & ,   s e   h a   p r o d u c i d o   u n   e r r o r   e n   e l   c o b r o .   P o r   f a v o r ,   c a m b i e   l a   c o n e x i  n   a   I n t e r n e t 	 C h e r &   ,   e r r e u r   d e   p a i e m e n t ,   v e u i l l e z   m o d i f i e r   l e   t y p e   d  I n t e r n e t 	 S e h r   g e e h r t e r . . . ,   F e h l e r   b e i   G e b  h r e n e i n f o r d e r u n g ,   b i t t e   I n t e r n e t t y p    n d e r n 	 #20605<K9,   H81:0  >?;0BK, 87<5=8B5  B8?  ?>4:;NG5=8O  :  =B5@=5BC	 G e n t i l e & ,   e r r o r e   a d d e b i t o ,   c a m b i a r e   t i p o   d i   c o n n e s s i o n e   I n t e r n e t . 	 	 C a r o . . . ,   e r r o   d e   c o b r a n  a ,   a l t e r e   o   t i p o   d e   l i g a   o      I n t e r n e t 	 S a y 1n . . . ,    c r e t l e n d i r m e   h a t a s 1, L  t f e 	 T h  n   m n ,   l i   t  n h   p h  ,   h  y   i   l o i   I n t e r n e t 	 T h  n   m n ,   l i   t  n h   p h  ,   h  y   i   l o i   I n t e r n e t 	 P e l a n g g a n   y a n g   D i h o r m a t i ,   r a l a t   B a y a r a n ,   S i l a   T u k a r   j e n i s   I n t e r n e t 	 *	M	0	?	/	,   	>	0	M		  $	M	0	A		?	,   	C	*	/	>	  			0	(	G		  *	M	0		>	0	  ,	&	2	G			 *	M	0	?	/	,   	>	0	M		<	  $	M	0	A		?	,   	C	*	/	>	  			0	(	G		  *	M	0		>	0	  ,	&	2	G			 	 	 T i s z t e l t   . . .   !   D  j f i z e t  s i   h i b a .   M  d o s  t s a   a z   i n t e r n e t - e l  r  s   t  p u s  t 	 	 	 	 B e s t e . . . ,   L a a d f o u t .   V e r a n d e r   h e t   i n t e r n e t t y p e . 	 B e s t e ,   e r   i s   e e n   p r o b l e e m   m e t   d e   k o s t e n .   K i e s   e e n   a n d e r   i n t e r n e t t y p e . 	 	 S t i m a t e . . . ,   e r o a r e   d e   t a x a r e ,   s c h i m b a ci   b r o w s e r u l   d e   I n t e r n e t 	 E r o a r e   l a   c a l c u l u l   t a x e i ,   t a s t a ci   S c h i m b a r e   I n t e r n e t 	 	 / ' . . . ,       .           	   ,           	 	 . . .   1'E  .7'  /1  E-'3(G  G2FGD7A'K  FH9  *E'3  'F*1F*  .H/  1'  *:1  /G/	 . . .   1'E  .7'  /1  E-'3(G  G2FG  D7A'K  FH9  *E'3  'F*1F*  .H/  1'  *:1  /G/	 	 					,   					  				  			  			  					,   							  			  											  			  					d	  	 					,   						  						,   									  				  								  					 	 	 	 	 	 	 	 G e a g t e   . . . ,   F o u t   m e t   k o s t e h e f f i n g ,   v e r a n d e r   a s s e b l i e f   i n t e r n e t s o o r t 	 B e s t e ,   F o o i f o u t ,   W y s i g   a s b .   I n t e r n e t t i p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e z a d o ,   E r r o   d e   c o b r a n  a ,   T r o q u e   o   t i p o   d e   i n t e r n e t 
 
 S T R _ I D _ G G L I V E _ C h a r g e M e n u 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 C h a r g e 	 6e9	 6e9C a r g a r 	 F r a i s 	 G e b  h r e n e i n f o r d e r u n g 	 ?;0B8BL	 A d d e b i t o 	 	 C o b r a r 	  c r e t 	 P h  	 P h  	 B a y a r 	 	>	0	M			 	>	0	M		<		 	 	 D  j 	 	 	 	 L a d e n 	 K o s t e n 	 	 T a x a r e 	 T a x a r e 	 	 	 	 	 G2FG	 G2FG	 	 						 						 	 	 	 	 	 	 	 K o s t e   h e f 	 F o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o b r a n  a 
 
 S T R _ I D _ G G L I V E _ M e n u O k 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 O K 	 nx[	 nx[A c e p t a r 	 O K 	 O K 	 	 O K 	 O k 	 O K 	 T a m a m 	 O K 	 O K 	 O K 	  	@			  	@			 	 	 O K 	 	 	 	 O K 	 O K 	 	 O K 	 O K 	 	 	 	 	 *#JJ/	 *#JJ/	 	 			  			  	 				 	 	 	 	 	 	 	 O K 	 G o e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O K 
 
 S T R _ I D _ G G L I V E _ M e n u O p t i o n 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 O p t i o n 	 	y	 	yO p c i  n 	 O p t i o n 	 O p t i o n 	 0@0<5B@	 O p z i o n e 	 ?F8O	 O p   o 	 A y a r l a r 	 T  y   c h n 	 T  y   c h n 	 O p s y e n 	 5	?		2	M	*		 5	?		2	M	*		 	 	 L e h e t Qs  g 	 	 	 	 O p t i e 	 O p t i e 	 	 O p ci u n e 	 O p ci u n e 	 	 	 	 	 2JFG	 2JFG	 	 					  				  	 					 	 	 	 	 	 	 	 O p s i e 	 O p s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   o 
 
 S T R _ I D _ G G L I V E _ A C C O U N T 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   G G L I V E   S c r e e n . 	 D a t a   A c c o u n t 	 ^7b	 ^7bC u e n t a   d e   d a t o s 	 C o m p t e   d e   d o n n  e s 	 D a t e n k o n t o 	 #G5B=0O  70?8AL  40==KE	 A c c o u n t   d a t i 	 ">G:8  4>ABC?0	 C o n t a   d e   d a d o s 	 V e r i   H e s a b 1	 T . k h o n   d   l i u 	 T . k h o n   d   l i u 	 A k a u n   d a t a 	 !	>		>	  	>	$	>		 !	G		>	  		>						 	 	 A d a t f i  k 	 	 	 	 G e g e v e n s a c c o u n t 	 G e g e v e n s a c c o u n t 	 	 C o n t   d e   d a t e 	 C o n t   d a t e 	 	   	   	 	 '4*1'C  /'/G  '	 '4*1'C  /'/G  '	 	 				  								 				  								 	 	 	 	 	 	 	 D a t a r e k e n i n g 	 D a t a r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   d e   d a d o s 	 
 
 S T R _ G L O B A L _ I N V A L I D _ D A T A _ A C C O U N T 	 G L O B A L 	 P O P U P C O N F I R M 	 G l o b a l   s t r i n g   -   I n v a l i d   d a t a   a c c o u n t .   C o n f i g u r e ? 	 I n v a l i d   d a t a   a c c o u n t .   C o n f i g u r e ? 	 3^_ǌe!qHe/f&T-[	 penc^7beHe/f&Tn	 1

5I-!9%D!H9I-  3+H2? 	 C u e n t a   d e   d a t o s   i n v  l i d a ,    c o n f i g u r a r ? 	 C o m p t e   d e   d o n n  e s   i n v a l i d e .   C o n f i g u r e r   ? 	 U n g  l t i g e s   D a t e n k o n t o .   K o n f i g u r i e r e n ? 	 525@=0O  CG5B=0O  70?8AL  40==KE.   0AB@>8BL? 	 A c c o u n t   d a t i   n o n   v a l i d o .   C o n f i g u r a r e ? 	 -3'(  (J'F'*  :J1  5'D-.   *GJ&)	 C o n t a   d e   d a d o s   i n v  l i d a .   C o n f i g u r a r ? 	 G e  e r s i z   v e r i   h e s a b 1.   Y a p 1l a n d 1r ? 	 I M E I   k . h p   l 	 A c c o u n t   d a t a   t i d a k   v a l i d .   K o n f i g u r a s i k a n ? 	 A k a u n   d a t a   t a k   s a h .   T e n t u k u r ? 	 	.	>	(	M	/	  !	>		>	  	>	$	>	.   	I	(	M	+	?		0	  	0	G		? 	 	 	 	  r v  n y t e l e n   a d a t f i  k .   K o n f i g u r  l j a ? 	 	 	 	 O n g e l d i g e   g e g e v e n s a c c o u n t .   C o n f i g u r e r e n ? 	 	 	 C o n t   d e   d a t e   n e v a l i d .   C o n f i g u r a ci ? 	 	 	       .   ? 	 	 	 '4*1'  /'/G  '  F'E9*(1  '3*.   ~1(F/  4H/	 	 	 				  				  							d	  							  					? 	 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a r e k e n i n g .   K o n f i g u r e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   d e   d a d o s   i n v  l i d a .   C o n f i g u r a r ? 
 
 S T R _ G L O B A L _ I N V A L I D _ E M A I L _ A D D R E S S 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   E m a i l   a d d r e s s 	 I n v a l i d   E m a i l   a d d r e s s 	 !qHevP[N0W@W	 eHev5uP[N0W@W	 5H-"9H-5@!%D!H9I-	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c a   i n v  l i d a 	 A d r e s s e   e - m a i l   i n v a l i d e 	 U n g  l t i g e   E - M a i l - A d r e s s e 	 525@=K9  04@5A  M;5:B@>==>9  ?>GBK	 I n d i r i z z o   e - m a i l   n o n   v a l i d o 	 9FH'F  (1J/  %DC*1HFJ  :J1  5'D-	 E n d e r e  o   d e   E - m a i l   i n v  l i d o 	 G e  e r s i z   E - p o s t a   a d r e s i 	 <     1 6 	 A l a m a t   e m a i l   t i d a k   v a l i d 	 A l a m a t   E m e l   t a k   s a h 	 	.	>	(	M	/	  	- .	G	2	  *	$	>		 	 	 	  r v  n y t e l e n   e - m a i l   c  m 	 	 	 	 O n g e l d i g   e - m a i l a d r e s 	 	 	 A d r e s   d e   e - m a i l   n e v a l i d 	 	 	         	 	 	 F4'F  1'J'F'EG  F'E9*(1  '3*	 	 	 				  					  							 	 	 	 	 	 	 	 	 O n g e l d i g e   e - p o s r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   e - m a i l   i n v  l i d o 
 
 S T R _ G L O B A L _ I N V A L I D _ E M A I L _ A D D R E S S E S 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   E m a i l   a d d r e s s e s 	 I n v a l i d   E m a i l   a d d r e s s e s 	 !qHevP[N0W@W	 eHev5uP[N0W@W	 5H-"9H-5@!%D!H9I-	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c a   i n v  l i d a 	 A d r e s s e   e - m a i l   i n v a l i d e 	 U n g  l t i g e   E - M a i l - A d r e s s e n 	 5459AB28B5;L=K5  04@5A0  M;.   ?>GBK	 I n d i r i z z i   e - m a i l   n o n   v a l i d i 	 9F'HJF  (1J/  %DC*1HFJ  :J1  5'D-)	 E n d e r e  o s   d e   E - m a i l   i n v  l i d o s 	 G e  e r s i z   E - p o s t a   a d r e s l e r i 	 1 6 - 2 2 	 A l a m a t   e m a i l   t i d a k   v a l i d 	 A l a m a t - a l a m a t   E m e l   t a k   s a h 	 	.	>	(	M	/	  	- .	G	2	  *	$	G		 	 	 	  r v  n y t e l e n   e - m a i l   c  m e k 	 	 	 	 O n g e l d i g e   e - m a i l a d r e s s e n 	 	 	 A d r e s e   d e   e - m a i l   n e v a l i d e 	 	 	         	 	 	 F4'FG'  1'J'F'EG  '  F'E9*(1  G3*F/	 	 	 				  					  							 	 	 	 	 	 	 	 	 O n g e l d i g e   e - p o s r e k e n i n g e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o s   d e   e - m a i l   i n v  l i d o s 
 
 S T R _ G L O B A L _ I N V A L I D _ N U M B E R 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g   -   I n v a l i d   n u m b e r 	 I n v a l i d   n u m b e r 	 !qHev_x	 eHevSx	 +!2"@%D!H9I-	 N  m e r o   i n v  l i d o   	 N u m  r o   i n v a l i d e 	 U n g  l t i g e   N u m m e r 	 525@=K9  =><5@	 N u m e r o   n o n   v a l i d o 	 1BE  :J1  5'D-	 N  m e r o   i n v  l i d o 	 G e  e r s i z   n u m a r a 	 2 2 - 3 0 	 N o m o r   t i d a k   v a l i d 	 N o m b o r   t a k   s a h 	 	.	>	(	M	/	  8			M	/	>		 	 	 	  r v  n y t e l e n   s z  m 	 	 	 	 O n g e l d i g   n u m m e r 	 	 	 N u m r   n e v a l i d 	 	 	     	 	 	 4E'1G  F'E9*(1  '3*	 	 	 				  						 	 	 	 	 	 	 	 	 O n g e l d i g e   n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   i n v  l i d o 
 
 S T R _ G L O B A L _ I N V A L I D _ N U M B E R S 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   n u m b e r s 	 I n v a l i d   n u m b e r s 	 !qHev_x	 eHevSx	 +!2"@%D!H9I-	 N  m e r o s   i n v  l i d o s   	 N u m  r o s   i n v a l i d e s 	 U n g  l t i g e   N u m m e r n 	 5459AB28B5;L=K5  =><5@0	 N u m e r i   n o n   v a l i d i 	 #1B'E  :J1  5'D-)	 N  m e r o s   i n v  l i d o s 	 G e  e r s i z   n u m a r a l a r 	 3 0 - 4 0 	 N o m o r   t i d a k   v a l i d 	 N o m b o r - n o m b o r   t a k   s a h 	 	.	>	(	M	/	  8			M	/	>				 	 	 	  r v  n y t e l e n   s z  m o k 	 	 	 	 O n g e l d i g e   n u m m e r s 	 	 	 N u m e r e   n e v a l i d e 	 	 	     	 	 	 4E'1G  G'  F'E9*(1  G3*F/	 	 	 				  						 	 	 	 	 	 	 	 	 O n g e l d i g e   n o m m e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o s   i n v  l i d o s 
 
 S T R _ G L O B A L _ I N V A L I D _ R E C I P I E N T S 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   I n v a l i d   r e c i p i e n t s 	 I n v a l i d   r e c i p i e n t s 	 !qHev6eNN	 eHev6eNN	 9I#1D!H9I-	 R e c e p t o r e s   i n v  l i d o s 	 D e s t i n a t a i r e s   i n v a l i d e s 	 U n g  l t i g e   E m p f  n g e r 	 5459AB28B5;L=K5  ?>;CG0B5;8	 D e s t i n a t a r i   n o n   v a l i d i 	 E3*DEHF  :J1  5'D-JF	 D e s t i n a t  r i o s   i n v  l i d o s 	 G e  e r s i z   a l 1c 1l a r 	 >     4 0 	 P e n e r i m a   t i d a k   v a l i d 	 P e n e r i m a - p e n e r i m a   t a k   s a h 	 	.	>	(	M	/	  *	M	0	>	*	M	$		0	M	$	>		 	 	 	  r v  n y t e l e n   c  m z e t t e k 	 	 	 	 O n g e l d i g e   o n t v a n g e r s 	 	 	 D e s t i n a t a r i   n e v a l i z i 	 	 	     	 	 	 1F/'F  F'E9*(1  G3*F/	 	 	 				  							 	 	 	 	 	 	 	 	 O n g e l d i g e   o n t v a n g e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s t i n a t  r i o s   i n v  l i d o s 
 
 S T R _ G L O B A L _ M I S S E D _ C A L L S 	 G L O B A L 	 T I T L E ,   I C O N T E X T 	 G l o b a l   S t r i n g -   M i s s e d   c a l l s 	 M i s s e d   c a l l s 	 *gcq	 *gc5u݋	 *2"5HD!HDI#1	 L l a m a d a s   p e r d i d a s 	 A p p e l s   e n   a b s e n c e 	 V e r p a s s t e   A n r u f e 	 @>?CI5==K5  2K7>2K	 C h i a m a t e   n o n   r i u s c i t e 	 EC'DE'*  A'&*)	 C h a m a d a s   n  o   a t e n d i d a s 	 C e v a p s 1z    a r 1l a r 	 C h u y n   v 	 P a n g g i l a n   t i d a k   t e r j a w a b 	 P a n g g i l a n   t a k   t e r j a w a b 	 	B		@	  	I	2	G			 	 	 	 N e m   f o g a d o t t   h  v  s o k 	 	 	 	 G e m i s t e   g e s p r e k k e n 	 	 	 A p e l u r i   r a t a t e 	 	 	     	 	 	 *E'3G'  (  ~'3.	 	 	 				  			 	 	 	 	 	 	 	 	 G e m i s t e   o p r o e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a s   p e r d i d a s 
 
 S T R _ G L O B A L _ S E N D _ M E S S A G E 	 G L O B A L 	 I C O N T E X T 	 G l o b a l   S t r i n g -   S e n d   m e s s a g e 	 S e n d   m e s s a g e 	 P
o`	 SOo`	 *HI-'2!	 E n v i a r   m e n s a j e   	 E n v o y e r   m e s s a g e 	 M i t t e i l u n g   s e n d e n 	 >H;8B5  ">;L:>  	 I n v i a   m e s s a g g i o 	 %13'D  13'D)	 E n v i a r   m e n s a g e m 	 0l e t i   g  n d e r 	 C h u y n   v 	 K i r i m   p e s a n 	 H a n t a r   m e s e j 	 8		&	G	6	  -	G		G			 	 	 	  z e n e t   k  l d  s e 	 	 	 	 B e r i c h t   v e r s t u r e n 	 	 	 E x p e d i e r e   m e s a j 	 	 	   	 	 	 A13*'/F  ~'E	 	 	 					  						 	 	 	 	 	 	 	 	 S t u u r   b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   m e n s a g e m 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E _ I N V A L I D _ P O R T 	 G P S 	 P O P U P 	 E r r o r   m e s s a g e   I n v a l i d   p o r t   n u m b e r ,   s h o w n   w h e n   w r o n g   p o r t   n u m b e r   i s   e n t e r e d   b y   u s e r . 	 V a l i d   p o r t   r a n g e :   0 - 6 5 5 3 5 	 	gHev#cW{
W0 - 6 5 5 3 5 	 	gHevzSV0 - 6 5 5 3 5 	 
H'-#L5HC
IDI:   0 - 6 5 5 3 5 	 R a n g o   d e   p u e r t o s   v  l i d o :   0 - 6 5 5 3 5 	 P l a g e   d e   p o r t s   v a l i d e   :   0   -   6 5 5 3 5 	 G  l t i g e r   P o r t - B e r e i c h :   0 - 6 5 5 3 5 	 >?CAB8<K9  480?07>=  ?>@B>2:   0 - 6 5 5 3 5 	 R a n g e   p o r t a   v a l i d o :   0 - 6 5 5 3 5 	 F7'B  'DEFA0  'D5'D-:   0 - 6 5 5 3 5 	 I n t e r v a l o   d e   p o r t a s   v  l i d a s :   0 - 6 5 5 3 5 	 G e  e r l i   p o r t   a r a l 11:   0 - 6 5 5 3 5 	 C h u y n   v 	 J a n g k a u a n   p o r t   y a n g   v a l i d :   0 - 6 5 5 3 5 	 J u l a t   p o r t   y a n g   s a h :   0 - 6 5 5 3 5 	 .	>	(	M	/	  *	K	0	M		  0	G			:   0 - 6 5 5 3 5 	 	 	 	  r v  n y e s   p o r t   t a r t o m  n y :   0 - 6 5 5 3 5 	 	 	 	 G e l d i g e   p o r t s :   0 - 6 5 5 3 5 	 	 	 I n t e r v a l   v a l i d   p e n t r u   n u m r u l   p o r t u l u i :   0 - 6 5 5 3 5 	 	 	     :   0 - 6 5 5 3 5 	 	 	 /'EFG  E,'2  /1'GG':   0 - 6 5 5 3 5 	 	 	 			  					  					:   0 - 6 5 5 3 5 	 	 	 	 	 	 	 	 	 G e l d i g e   p o o r t r e e k s :   0 - 6 5 5 3 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a i x a   d e   p o r t a   v  l i d a :   0 - 6 5 5 3 5 
 
 S T R _ I D _ G P S _ S E T T I N G _ C O L O N 	 G P S 	 U N L I M 	 : 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 O K 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I N P U T _ M E T H O D _ S P E L L _ W O R D 	 I n p u t m e t h o d 	 T I T L E ,   I M E _ C A N D 	 P r o m p t   o f   s p e l l i n g   w o r d 	 S p e l l   w o r d 	 b[^Y_	 bQUS͋	 *03	 D e l e t r e a r   p a l a b r a 	 E p e l e r   l e   m o t 	 W o r t   b u c h s t a b i e r e n 	 !;>2>  ?>  1C:20<	 V e r i f i c a   p a r o l a 	 G,'!  'DCDE'*	 S o l e t r a r   p a l a v r a 	 K e l i m e   h e c e l e m e 	 C h u y n   v 	 E j a   k a t a 	 E j a   p e r k a t a a n 	 6	,	M	&	  	@	  5	0	M	$	(	@	  2	?		G			 	 	 	 S z    b e t qz  s e 	 	 	 	 W o o r d   s p e l l e n 	 	 	 S c r i e r e   c u v  n t 	 	 	   	 	 	 G,  H'G	 	 	 				  					  					 	 	 	 	 	 	 	 	 S p e l   w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l e t r a r   p a l a v r a 
 
 S T R _ I N P U T _ M E T H O D _ W O R D _ A L R E A D Y _ E X I S T S 	 I n p u t m e t h o d 	 P O P U P 	 I n d i c a t e   t h e   w o r d   i s   a l r e a d y   i n   i n p u t   m e t h o d   d a t a b a s e 	 T h i s   w o r d   a l r e a d y   e x i s t s 	 r^Y_]X[(W	 US͋]X[(W	 35I!5-"9HA%I'	 E s t a   p a l a b r a   y a   e x i s t e 	 C e   m o t   e x i s t e   d  j  	 D i e s e s   W o r t   e x i s t i e r t   b e r e i t s 	 -B>  A;>2>  C65  5ABL	 Q u e s t a   p a r o l a   e s i s t e   g i  	 G0G  'DCDE)  EH,H/)  ('DA9D	 E s t a   p a l a v r a   j    e x i s t e 	 B u   k e l i m e   z a t e n   v a r 	 T  m   k i m 	 K a t a   i n i   s u d a h   a d a 	 P e r k a t a a n   i n i   s u d a h   w u j u d 	 /	9	  6	,	M	&	  *	9	2	G	  8	G	  .	L		B	&	  9	H		 	 	 	 I l y e n   s z    m  r   l  t e z i k 	 	 	 	 D i t   w o o r d   b e s t a a t   a l 	 	 	 A c e s t   c u v  n t   e x i s t   d e j a 	 	 	       	 	 	 'JF  H'G  '2~4  EH,H/  EJ('4/	 	 	 		  						  				  					  								  	 	 	 	 	 	 	 	 	 H i e r d i e   w o o r d   b e s t a a n   r e e d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t a   p a l a v r a   j    e x i s t e 
 
 S T R _ I D _ I D L E _ I C O N _ S H O R T C U T _ H I N T _ A U D I O 	 I d l e 	 H I N T 	 H i n t   f o r   i d l e   i c o n   s h o r t c u t   o f   a u d i o   p l a y e r 	 A u d i o   p l a y e r 	 jd>ehV	 PNd>ehV	 @#7H-@%H@*5"	 R e p r o d u c t o r   d e   a u d i o 	 L e c t e u r   a u d i o 	 A u d i o - P l a y e r 	 C48>?;55@	 L e t t o r e   a u d i o 	 E4:D  'D5H*	 L e i t o r   d e    u d i o 	 S e s    a l 1c 1	 M 	 P e m u t a r   a u d i o 	 P e m a i n   a u d i o 	 	!	?	/	K	  *	M	2	G	/	0		 	 	 	 A u d i    l e j  t s z  	 	 	 	 A u d i o s p e l e r 	 	 	 P l a y e r   a u d i o 	 	 	   	 	 	 ~.4  CFF/G  5H*	 	 	 				  							  	 	 	 	 	 	 	 	 	 O u d i o s p e l e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p a r e l h o   d e    u d i o 
 
 S T R _ I D _ I D L E _ I C O N _ S H O R T C U T _ H I N T _ B R O W S E R 	 I d l e 	 H I N T 	 H i n t   f o r   i d l e   i c o n   s h o r t c u t   o f   b r o w s e r 	 B r o w s e r 	 phV	 OmȉhV	 @#2@-#L	 N a v e g a d o r 	 N a v i g a t e u r 	 B r o w s e r 	 @0C75@	 B r o w s e r 	 'DE*5A-	 N a v e g a d o r 	 T a r a y 1c 1  	 K h  n g   t h   n h n   k h  a   D R M 	 B r o w s e r 	 P e l a y a r 	 ,	M	0	>				<	0	  	 	 	 	 B  n g  s z Q	 	 	 	 B r o w s e r 	 	 	 B r o w s e r 	 	 	 	 	 	 E1H11	 	 	 								  	 	 	 	 	 	 	 	 	 B l a a i e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a v e g a d o r 
 
 S T R _ I D _ I D L E _ I C O N _ S H O R T C U T _ H I N T _ D I A L 	 I d l e 	 H I N T 	 H i n t   f o r   i d l e   i c o n   s h o r t c u t   o f   d i a l   p a d 	 D i a l   p a d 	 quv	 5u݋.v	 A8H!	 A l m o h a d i l l a   d e   m a r c a d o 	 P a v    d e   n u m  r o t a t i o n 	 E i n w  h l f e l d 	 ;0280BC@0  4;O  =01>@0  =><5@0	 T a s t i   c o m p o s i z i o n e 	 DH-)  'D'*5'D	 T e c l a d o   d e   m a r c a   o 	 A r a m a   t u _l a r 1	 C  i   l  m   t a i   n g h e   B l u e t o o t h   m c   n h ? 	 B a n t a l a n   t o m b o l 	 P a p a n   k e k u n c i   d a i l a n 	 !	I	/	2	  *	H	!		 	 	 	 T  r c s  z    b i l l e n t y qz e t 	 	 	 	 T o e t s e n b o r d 	 	 	 T a s t a t u r   t e l e f o n i c 	 	 	   	 	 	 5A-G  4E'1G  1	 	 	 					  						 	 	 	 	 	 	 	 	 T o e t s b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s c a d o r 
 
 S T R _ I D _ I D L E _ I C O N _ S H O R T C U T _ H I N T _ M G 	 I d l e 	 H I N T 	 H i n t   f o r   i d l e   i c o n   s h o r t c u t   o f   m e s s a g e s 	 M e s s a g e   c e n t e r 	 
o`-N_	 Oo`-N_	 (9"LI-'2!	 C e n t r o   d e   m e n s a j e s 	 C e n t r e   d e s   m e s s a g e s 	 M i t t e i l u n g s c e n t e r 	 !>>1I5=8O	 C e n t r o   m e s s a g g i o 	 E1C2  'D13'&D	 C e n t r o   d e   m e n s a g e n s 	 M e s a j   m e r k e z i   	 C  i   t   t i n   q u n g   b  	 P u s a t   p e s a n 	 P u s a t   m e s e j 	 8		&	G	6	  8	G	(	M		0		 	 	 	  z e n e t k e z e l Q  k  z p o n t 	 	 	 	 B e r i c h t e n c e n t r u m 	 	 	 C e n t r u   m e s a j 	 	 	   	 	 	 E1C2  ~J'E13'F	 	 	 						  								 	 	 	 	 	 	 	 	 B o o d s k a p s e n t r u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C e n t r o   d e   m e n s a g e n s 
 
 S T R _ I D _ I D L E _ I C O N _ S H O R T C U T _ H I N T _ A L L _ C A L L S 	 I d l e 	 H I N T 	 H i n t   f o r   i d l e   i c o n   s h o r t c u t   o f   c a l l   l o g 	 A l l   c a l l s 	 @b	gq	 @b	g5u݋	 8*2"	 T o d a s   l a s   l l a m a d a s 	 T o u s   l e s   a p p e l s 	 A l l e   A n r u f e 	 A5  2K7>2K	 T u t t e   l e   c h i a m a t e 	 ,EJ9  'DEC'DE'*	 T o d a s   a s   c h a m a d a s 	 T  m   a r a m a l a r 	 C  i   t 	 S e m u a   p a n g g i l a n 	 S e m u a   p a n g g i l a n 	 8	-	@	  	I	2	M	8	  	 	 	 	 M i n d e n   h  v  s 	 	 	 	 A l l e   g e s p r e k k e n 	 	 	 T o a t e   a p e l u r i l e 	 	 	   	 	 	 GEG  *E'3G'	 	 	 		  		  	 	 	 	 	 	 	 	 	 A l l e   o p r o e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d a s   a s   c h a m a d a s 
 
 S T R _ I D _ N M G R _ M I S S E D _ C A L L _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   m i s s e d   c a l l "   ( S i n g u l a r ) 	 m i s s e d   c a l l 	 *gcq	 *gc5u݋	 *2"5H%2	 l l a m a d a   p e r d i d a 	 A p p e l   m a n q u  	 V e r p a s s t e r   A n r u f 	 ?@>?CI5==K9  2K7>2	 	 EC'DE)  A'&*)	 c h a m a d a   n  o   a t e n d i d a 	 c e v a p s 1z   a r a m a 	 L u   t r 	 p a n g g i l a n   t i d a k   t e r j a w a b 	 p a n g g i l a n   y a n g   t a k   t e r j a w a b 	 	B		@	  9	A		  	I	2		 	 	 	 n e m   f o g a d o t t   h  v  s 	 	 	 	 g e m i s t   g e s p r e k 	 	 	 a p e l   n e p r e l u a t 	 	 	     	 	 	 *E'3  (  ~'3.	 	 	 				  			 	 	 	 	 	 	 	 	 o p r o e p   g e m i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c h a m a d a   p e r d i d a 
 
 S T R _ I D _ N M G R _ M I S S E D _ C A L L S _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   m i s s e d   c a l l s "   ( P l u r a l i t y ) 	 m i s s e d   c a l l s 	 *gcq	 *gc5u݋	 *2"5H%2	 l l a m a d a s   p e r d i d a s 	 A p p e l s   m a n q u  s 	 V e r p a s s t e   A n r u f e 	 ?@>?CI5==K5  2K7>2K	 c h i a m a t e   n o n   r i u s c i t e 	 EC'DE'*  A'&*)	 c h a m a d a s   n  o   a t e n d i d a s 	 c e v a p s 1z   a r a m a l a r 	 C  i   t   c h i a   s 	 p a n g g i l a n   t i d a k   t e r j a w a b 	 p a n g g i l a n - p e n g g i l a n   y a n g   t a k   t e r j a w a b 	 	B		@	  9	A		  	I	2		 	 	 	 n e m   f o g a d o t t   h  v  s o k 	 	 	 	 g e m i s t e   g e s p r e k k e n 	 	 	 a p e l u r i   n e p r e l u a t e 	 	 	     	 	 	 *E'3G'  (  ~'3.	 	 	 				  			 	 	 	 	 	 	 	 	 o p r o e p e   g e m i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c h a m a d a s   p e r d i d a s 
 
 S T R _ I D _ N M G R _ N E W _ M S G _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   m e s s a g e "   ( S i g u l a r ) 	 n e w   m e s s a g e 	 \e
o`	 \eOo`	 I-'2!C+!H	 m e n s a j e   n u e v o 	 N o u v e a u   m e s s a g e 	 N e u e   M i t t e i l u n g 	 =>2>5  A>>1I5=85	 n u o v o   m e s s a g g i o 	 13'D)  ,/J/)	 n o v a   m e n s a g e m 	 y e n i   i l e t i 	 G i y   p h  p 	 p e s a n   b a r u 	 m e s e j   b a r u 	 (	/	>	  8		&	G	6		 	 	 	  j    z e n e t 	 	 	 	 n i e u w   b e r i c h t 	 	 	 m e s a j   n o u 	 	 	   	 	 	 ~J'E  ,/J/	 	 	 				  						 	 	 	 	 	 	 	 	 n u w e   b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a   m e n s a g e m 
 
 S T R _ I D _ N M G R _ N E W _ M S G S _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   m e s s a g e s "   ( P l u r a l i t y ) 	 n e w   m e s s a g e s 	 \e
o`	 \eOo`	 I-'2!C+!H	 m e n s a j e s   n u e v o s   	 N o u v e a u x   m e s s a g e s 	 N e u e   M i t t e i l u n g e n 	 =>2K5  A>>1I5=8O	 n u o v i   m e s s a g g i 	 13'&D  ,/J/)	 n o v a s   m e n s a g e n s 	 y e n i   i l e t i l e r 	 V   t r    h  n h 	 p e s a n   b a r u 	 m e s e j - m e s e j   b a r u 	 (		  8		&	G	6		 	 	 	  j    z e n e t e k 	 	 	 	 n i e u w e   b e r i c h t e n 	 	 	 m e s a j e   n o i 	 	 	   	 	 	 ~'E  G'  ,//	 	 	 				  						 	 	 	 	 	 	 	 	 n u w e   b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s 
 
 S T R _ I D _ N M G R _ N E W _ S M S _ M S G _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   t e x t   m e s s a g e "   ( S i g u l a r ) 	 n e w   t e x t   m e s s a g e 	 \e!|
	 \ewO	 I-'2!1'-1)#C+!H	 m e n s a j e   d e   t e x t o   n u e v o 	 N o u v e a u   m e s s a g e   t e x t e 	 N e u e   T e x t m i t t e i l u n g 	 =>2>5  S M S 	 n u o v o   m e s s a g g i o   d i   t e s t o 	 13'D)  F5J)  ,/J/)	 n o v a   m e n s a g e m   d e   t e x t o 	 y e n i   m e t i n   i l e t i s i 	 G i y   p h  p   c h i a   s 	 p e s a n   t e k s   b a r u 	 m e s e j   t e k s   b a r u 	 (	/	>	  	H		M	8	M		  8		&	G	6		 	 	 	  j   s z  v e g e s    z e n e t 	 	 	 	 n i e u w   t e k s t b e r i c h t 	 	 	 m e s a j   t e x t   n o u 	 	 	     	 	 	 ~'E  E*F  ,//	 	 	 				  					  							 	 	 	 	 	 	 	 	 n u w e   t e k s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a   m e n s a g e m   d e   t e x t o 
 
 S T R _ I D _ N M G R _ N E W _ S M S _ M S G S _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   t e x t   m e s s a g e s "   ( P l u r a l i t y ) 	 n e w   t e x t   m e s s a g e s 	 \e!|
	 \ewO	 I-'2!1'-1)#C+!H	 m e n s a j e s   d e   t e x t o   n u e v o s 	 N o u v e a u x   m e s s a g e s   t e x t e 	 N e u e   T e x t m i t t e i l u n g e n 	 =>2>5  S M S 	 n u o v i   m e s s a g g i   d i   t e s t o 	 13'&D  F5J)  ,/J/)	 n o v a s   m e n s a g e n s   d e   t e x t o 	 y e n i   m e t i n   i l e t i l e r i 	 V   t r    c h i a   s   h  n h 	 p e s a n   t e k s   b a r u 	 m e s e j - m e s e j   t e k s   b a r u 	 (		  	H		M	8	M		  8		&	G	6		 	 	 	  j   s z  v e g e s    z e n e t e k 	 	 	 	 n i e u w e   t e k s t b e r i c h t e n 	 	 	 m e s a j e   t e x t   n o i 	 	 	     	 	 	 ~'EG'  E*F  ,//	 	 	 				  					  							 	 	 	 	 	 	 	 	 n u w e   t e k s b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s   d e   t e x t o 
 
 S T R _ I D _ N M G R _ N E W _ M M S _ M S G _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   M M S   m e s s a g e "   ( S i g u l a r ) 	 n e w   M M S   m e s s a g e 	 \eYZԚ
o`	 \ei_O	 I-'2!  M M S   C+!H	 m e n s a j e   M M S   n u e v o 	 N o u v e a u   m e s s a g e   M M S 	 N e u e   M M S - M i t t e i l u n g 	 =>2>5  M M S 	 n u o v o   M M S 	 13'D)  H3'&7  E*9//)  ,/J/)	 n o v a   m e n s a g e m   M M S 	 y e n i   M M S   i l e t i s i 	 T h o  t   m t   k t   n i   t h i t   b    m   t h a n h   k h  c ? 	 p e s a n   M M S   b a r u 	 m e s e j   M M S   b a r u 	 (	/	>	  M M S   8		&	G	6		 	 	 	  j   M M S    z e n e t 	 	 	 	 n i e u w   M M S - b e r i c h t 	 	 	 m e s a j   M M S   n o u 	 	 	   M M S   	 	 	 ~'E  M M S   ,//	 	 	 				  						  						 	 	 	 	 	 	 	 	 n u w e   M M S - b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a   m e n s a g e m   M M S 
 
 S T R _ I D _ N M G R _ N E W _ M M S _ M S G S _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   M M S   m e s s a g e s "   ( P l u r a l i t y ) 	 n e w   M M S   m e s s a g e s 	 \eYZԚ
o`	 \ei_O	 I-'2!  M M S   C+!H	 m e n s a j e s   M M S   n u e v o s 	 N o u v e a u   m e s s a g e s   M M S 	 N e u e   M M S - M i t t e i l u n g e n 	 =>2>5  M M S 	 n u o v i   M M S 	 13'&D  H3'&7  E*9//)  ,/J/)	 n o v a s   m e n s a g e n s   M M S 	 y e n i   M M S   i l e t i l e r i 	 a   c h   c a   t  i 	 p e s a n   M M S   b a r u 	 m e s e j - m e s e j   M M S   b a r u 	 (		  M M S   8		&	G	6		 	 	 	  j   M M S    z e n e t e k 	 	 	 	 n i e u w e   M M S - b e r i c h t e n 	 	 	 m e s a j e   M M S   n o i 	 	 	   M M S   	 	 	 ~'EG'  M M S   ,//	 	 	 				  						  						 	 	 	 	 	 	 	 	 n u w e   M M S - b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s   M M S 
 
 S T R _ I D _ N M G R _ N E W _ P U S H _ M S G _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   s e r v i c e   m e s s a g e "   ( S i g u l a r ) 	 n e w   s e r v i c e   m e s s a g e 	 \e
gROo`	 \e
gROo`	 I-'2!#42#C+!H	 m e n s a j e   d e   s e r v i c i o   n u e v o   	 N o u v e a u   m e s s a g e   d e   s e r v i c e 	 N e u e   S e r v i c e - M i t t e i l u n g 	 =>2>5  A5@28A=>5  A>>1I5=85	 n u o v o   m e s s a g g i o   d i   s e r v i z i o 	 13'D)  ./E)  ,/J/)	 n o v a   m e n s a g e m   d e   s e r v i  o 	 y e n i   h i z m e t   i l e t i s i 	    n h n   t t   c   c  c   f i l e 	 p e s a n   l a y a n a n   b a r u 	 m e s e j   p e r k h i d m a t a n   b a r u 	 (	/	>	  8	0	M	5	?	8	  8		&	G	6		 	 	 	  j   s z e r v i z    z e n e t 	 	 	 	 n i e u w   d i e n s t b e r i c h t 	 	 	 m e s a j   i n f o r m a t i v   n o u 	 	 	     	 	 	 ~'E  ./E'*  ,//	 	 	 				  							  						 	 	 	 	 	 	 	 	 n u w e   d i e n s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a   m e n s a g e m   d e   s e r v i  o 
 
 S T R _ I D _ N M G R _ N E W _ P U S H _ M S G S _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   s e r v i c e   m e s s a g e s "   ( P l u r a l i t y ) 	 n e w   s e r v i c e   m e s s a g e s 	 \e
gROo`	 \e
gROo`	 I-'2!#42#C+!H	 m e n s a j e s   d e   s e r v i c i o   n u e v o s   	 N o u v e a u x   m e s s a g e s   d e   s e r v i c e 	 N e u e   S e r v i c e - M i t t e i l u n g e n 	 =>2K5  A5@28A=K5  A>>1I5=8O	 n u o v i   m e s s a g g i   d i   s e r v i z i o 	 13'&D  ./E)  ,/J/)	 n o v a s   m e n s a g e n s   d e   s e r v i  o 	 y e n i   h i z m e t   i l e t i l e r i 	    h i n   t h   m t   p h n   n i   d u n g 	 p e s a n   l a y a n a n   b a r u 	 m e s e j - m e s e j   p e r k h i d m a t a n   b a r u 	 (		  8	0	M	5	?	8	  8		&	G	6		 	 	 	  j   s z e r v i z    z e n e t e k 	 	 	 	 n i e u w e   d i e n s t b e r i c h t e n 	 	 	 m e s a j e   i n f o r m a t i v e   n o i 	 	 	     	 	 	 ~'EG'  ./E'*  ,//	 	 	 				  							  						 	 	 	 	 	 	 	 	 n u w e   d i e n s b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s   d e   s e r v i  o 
 
 S T R _ I D _ N M G R _ N E W _ V O I C E M A I L _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   v o i c e m a i l "   ( S i g u l a r ) 	 n e w   v o i c e m a i l 	 \eYu 	 \eYu 	 '-"L@!%C+!H	 c o r r e o   d e   v o z   n u e v o   	 N o u v e a u   m e s s a g e   v o c a l 	 N e u e   V o i c e m a i l 	 =>2>5  3>;>A>2>5  A>>1I5=85	 n u o v o   m e s s a g g i o   v o c a l e 	 13'D)  (1J/  5H*J  ,/J/)  	 n o v a   m e n s a g e m   d e   c o r r e i o   d e   v o z 	 y e n i   s e s l i   m e s a j l a r 	    n h n 	 p e s a n   s u a r a   b a r u 	 m e l   s u a r a   b a r u 	 (	/	>	  5	I	/	8	.	G	2		 	 	 	  j   h a n g p o s t a    z e n e t 	 	 	 	 n i e u w e   v o i c e m a i l 	 	 	 m e s a j   v o c a l   n o u 	 	 	     	 	 	 F'EG  "H'  ,//	 	 	 				  				  					 	 	 	 	 	 	 	 	 n u w e   s t e m p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a   m e n s a g e m   d e   v o z 
 
 S T R _ I D _ N M G R _ N E W _ V O I C E M A I L S _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   v o i c e m a i l s "   ( P l u r a l i t y ) 	 n e w   v o i c e m a i l s 	 \eYu 	 \eYu 	 '-"L@!%C+!H	 c o r r e o s   d e   v o z   n u e v o s 	 N o u v e a u x   m e s s a g e s   v o c a u x 	 N e u e   V o i c e m a i l s 	 =>20O  3>;>A>20O  ?>GB0	 n u o v i   m e s s a g g i   v o c a l i 	 13'&D  (1J/  5H*J  ,/J/)	 n o v a s   m e n s a g e n s   d e   c o r r e i o   d e   v o z 	 y e n i   s e s l i   m e s a j l a r 	 N  n g   c a o 	 p e s a n   s u a r a   b a r u 	 m e l - m e l   s u a r a   b a r u 	 (		  5	I	/	8	.	G	2		 	 	 	  j   h a n g p o s t a    z e n e t 	 	 	 	 n i e u w e   v o i c e m a i l s 	 	 	 m e s a j e   v o c a l e   n o i 	 	 	     	 	 	 F'EG  G'  "H'  ,//	 	 	 				  				  					 	 	 	 	 	 	 	 	 n u w e   s t e m p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s   d e   v o z 
 
 S T R _ I D _ N M G R _ N E W _ E M A I L _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   e m a i l "   ( S i g u l a r ) 	 n e w   E m a i l 	 \eP[N	 \e5uP[N	 -5@!%C+!H	 m e n s a j e   d e   c o r r e o - e   n u e v o 	 N o u v e l   e m a i l 	 N e u e   E - M a i l 	 =>2>5  M;5:B@>==>5  ?8AL<>	 n u o v a   e - m a i l 	 13'D)  (1J/  %DC*1HFJ  ,/J/)	 n o v o   e - m a i l 	 y e n i   e - p o s t a 	 T r u y n   f i l e 	 e m a i l   b a r u 	 e m e l   b a r u 	 (	/	>	  	- .	G	2		 	 	 	  j   e - m a i l 	 	 	 	 n i e u w e   e - m a i l 	 	 	 e - m a i l   n o u 	 	 	       	 	 	 1'J'F'EG  ,/J/	 	 	 				  						 	 	 	 	 	 	 	 	 n u w e   e - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o   e - m a i l 
 
 S T R _ I D _ N M G R _ N E W _ E M A I L S _ S U F F I X 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   e m a i l s "   ( P l u r a l i t y ) 	 n e w   E m a i l s 	 \eP[N	 \e5uP[N	 -5@!%C+!H	 c o r r e o s - e   n u e v o s 	 N o u v e a u x   e m a i l s 	 N e u e   E - M a i l s 	 =>2K5  M;5:B@>==K5  ?8AL<0	 n u o v e   e - m a i l 	 13'&D  (1J/  %DC*1HFJ  ,/J/)	 n o v o s   e - m a i l s 	 y e n i   e - p o s t a l a r 	 D u y t   t  m   h  n h 	 e m a i l   b a r u 	 e m e l - e m e l   b a r u 	 (		  	- .	G	2		 	 	 	  j   e - m a i l e k 	 	 	 	 n i e u w e   e - m a i l s 	 	 	 e - m a i l u r i   n o i 	 	 	       	 	 	 1'J'F'EG  G'  ,/J/	 	 	 				  						 	 	 	 	 	 	 	 	 n u w e   e - p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   e - m a i l s 
 
 V A P P _ H S _ S T R _ W G _ M E M O _ E D I T _ T I T L E 	 I d l e 	 T I T L E 	 V e n u s   h o m e   s c r e e n   m e m o   w i d g e t   e d i t   t i t l e 	 M e m o 	 Oh	 Oag	 16	 M e m o r a n d o 	 M  m o 	 M e m o 	 0?><8=0=85	 M e m o 	 E0C1)	 M e m o r a n d o 	 N o t 	 a n g   k t   n i 	 M e m o 	 M e m o 	 .	G	.	K	  ( 	M		>	*	(	) 	 	 	 	 J e g y z e t 	 	 	 	 M e m o 	 	 	 M e m o 	 	 	 	 	 	 '//'4*	 	 	 					 	 	 	 	 	 	 	 	 M e m o r a n d u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n o t a   e s 
 
 V A P P _ H S _ S T R _ P H O T O _ I M G _ S M A L L 	 I d l e 	 P O P U P 	 V e n u s   p h o t o   f r a m e   e r r o r 	 I m a g e   r e s o l u t i o n   i s   t o o   s m a l l 	 WGr㉐g^*Y\	 VGrRs*Y\	 '2!%0@-5" 2I-"@4D	 L a   r e s o l u c i  n   d e   l a   i m a g e n   e s   m u y   b a j a 	 L a   r  s o l u t i o n   d e   l  i m a g e   e s t   t r o p   p e t i t e 	 B i l d a u f l  s u n g   i s t   z u   k l e i n 	 !;8H:><  =87:>5  @07@5H5=85  87>1@065=8O	 R i s o l u z i o n e   i m m a g i n e   t r o p p o   p i c c o l a 	 /B)  'D5H1)  #5:1  EF  'DD'2E	 A   r e s o l u   o   d a   i m a g e m      d e m a s i a d o   p e q u e n a 	 R e s i m     z  n  r l      o k   k    k 	 H i   t h o i 	 R e s o l u s i   f o t o   t e r l a l u   k e c i l 	 P e l e r a i a n   i m e j   t e r l a l u   k e c i l 	 	.	G		  0	?		<	I	2	M	
 /	B	6	(	  ,	9	A	$	  	K		>	  9	H		 	 	 	 A   k  p   f e l b o n t  s a   t  l   k i c s i 	 	 	 	 B e e l d r e s o l u t i e   i s   t e   k l e i n 	 	 	 R e z o l u ci a   i m a g i n i i   e s t e   p r e a   m i c 	 	 	       	 	 	 H6H-  *5H1  (4  '2  'F/'2G  E  '3*	 	 	 				  								  				  			 	 	 	 	 	 	 	 	 A f b e e l d i n g r e s o l u s i e   i s   t e   k l e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s o l u   o   d e   i m a g e m      m u i t o   p e q u e n a 
 
 V A P P _ H S _ S T R _ A U D P L Y _ P L A Y L I S T _ N O T _ R E A D Y 	 I d l e 	 T I T L E 	 V e n u s   a u d i o   p l a y e r   h i n t 	 P l a y l i s t   i s n ' t   r e a d y 	 d>eRh\*g1\}	 d>eRh\*g1\~	 #2"2#@%HD!H#I-!	 L i s t a   d e   r e p r o d u c c i  n   n o   e s t    l i s t a 	 L i s t e   d e   l e c t u r e   p a s   p r  t e 	 W i e d e r g a b e l i s t e   i s t   n i c h t   b e r e i t 	 !?8A>:  2>A?@>872545=8O  =5  3>B>2	 L ' e l e n c o   d i   r i p r o d u z i o n e   n o n      p r o n t o 	 B'&E)  'D*4:JD  :J1  ,'G2)	 A   l i s t a   d e   r e p r o d u   o   n  o   e s t    p r e p a r a d a 	  a l m a   l i s t e s i   h a z 1r   d e i l 	 N g i   k i a   n  i 	 D a f t a r   l a g u   b e l u m   s i a p 	 S e n a r a i   m a i n a n   t i d a k   t e r s e d i a 	 *	M	2	G	2	?	8	M		  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   j  t  k l i s t a   n e m   k  s z 	 	 	 	 A f s p e e l l i j s t   i s   n i e t   g e r e e d 	 	 	 L i s t a   d e   r e d a r e   n u   e s t e   g a t a 	 	 	       	 	 	 AG13*  ~.4  "E'/G  F3*	 	 	 				  					  								  			 	 	 	 	 	 	 	 	 S p e e l l y s   i s   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o   n  o   e s t    p r o n t a 
 
 V A P P _ H S _ S T R _ W G _ R E C E N T _ E V E N T _ E M P T Y 	 I d l e 	 T I T L E 	 N o   r e c e n t   e v e n t s 	 N o   r e c e n t   e v e n t s 	 !q geNN	 e geNN	 D!H!5@+82#L@#G'F  5I	 N o   h a y   e v e n t o s   r e c i e n t e s 	 A u c u n    v  n e m e n t   r  c e n t 	 K e i n e   k  r z l i c h e n   E r e i g n i s s e 	 5B  =5402=8E  A>1KB89	 N o n   c i   s o n o   e v e n t i   r e c e n t i 	 D'  JH,/  #-/'+  ,/J/)	 S e m   e v e n t o s   r e c e n t e s 	 S o n   e t k i n l i k   y o k 	 T  i   n  i 	 T i d a k   a d a   a k t i v i t a s   t e r a k h i r 	 T i a d a   p e r i s t i w a   b a r u 	 	K		  $	>		>	  	$	?	5	?	'	?	  (	9	@			 	 	 	 N i n c s   n e m r  g   t  r t  n t   e s e m  n y 	 	 	 	 G e e n   r e c e n t e   g e b e u r t e n i s s e n 	 	 	 N i c i   u n   e v e n i m e n t   r e c e n t 	 	 	       	 	 	 G  1H/'/  *'2G  '  F3*	 	 	 			  										  				  				 	 	 	 	 	 	 	 	 G e e n   o n l a n g s e   g e b e u r t e n i s s e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   e v e n t o   r e c e n t e 
 
 V A P P _ H S _ S T R _ P H O T O _ I M G _ R A T I O _ I M P R O P E R 	 I d l e 	 P O P U P 	 V e n u s   p h o t o   f r a m e   p o p   u p 	 I m a g e   r a t i o   i s   i m p r o p e r 	 WGrkO
NTi	 VGrkO
NT	 -1#2*H' 2D!H@+!20*!	 R e l a c i  n   d e   i m a g e n   i n a d e c u a d a 	 R a p p o r t   d ' i m a g e   i n c o r r e c t 	 F a l s c h e s   B i l d v e r h  l t n i s 	 5?@028;L=K9  D>@<0B  87>1@065=8O	 I l   f o r m a t o   i m m a g i n e   n o n      c o r r e t t o 	 F3()  'D5H1)  :J1  5-J-)	 A   p r o p o r   o   d a   i m a g e m      i n c o r r e c t a 	 G  r  n t    o r a n 1  u y g u n   d e i l 	 N h 	 R a s i o   f o t o   t i d a k   t e p a t 	 N i s b a h   i m e j   t i d a k   b e t u l 	 	5	?	  	(	A	*	>	$	  	(	A		?	$		 	 	 	 N e m   m e g f e l e l Q  k  p a r  n y 	 	 	 	 B e e l d v e r h o u d i n g   i s   n i e t   g o e d 	 	 	 F o r m a t   i m a g i n e   n e a d e c v a t 	 	 	     	 	 	 F3(*  '(9'/  *5H1  F'E*F'3(  '3*	 	 	 				  						  					  			 	 	 	 	 	 	 	 	 A f b e e l d i n g p r o p o r s i e   i s   o n j u i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o p o r   o   d e   i m a g e m      i n a p r o p r i a d a 
 
 S T R _ I D _ V H S _ L O C K _ K E Y P A D _ P R O M P T 	 I d l e 	 P O P U P C O N F I R M 	 P r o m p t   t h e   u s e r   t o   l o c k   t h e   k e y p a d 	 L o c k   k e y p a d ? 	 uv	 .v	 %G-8H!+#7-D!H? 	  B l o q u e a r   t e c l a d o   n u m  r i c o ? 	 V e r r o u i l l e r   l e s   b o u t o n s   ? 	 T a s t e n f e l d   s p e r r e n ? 	 01;>:8@>20BL  :;0280BC@C? 	 B l o c c a r e   t a s t i e r a ? 	 BAD  DH-)  'DEA'*J-	 B l o q u e a r   t e c l a d o ? 	 T u _  t a k 1m 1  k i l i t l e n s i n   m i ? 	 T i p   t c   t i   v 	 K u n c i   t o m b o l ? 	 K u n c i   p a p a n   k e k u n c i ? 	 	A			@	*		2	  2	I		  	0	G		? 	 	 	 	 B i l l e n t y qz  r   b e ? 	 	 	 	 T o e t s e n b o r d   b l o k k e r e n ? 	 	 	 B l o c a ci   t a s t a t u r a ? 	 	 	       ? 	 	 	 5A-G  CD/  BAD  4H/	 	 	 							  		  			? 	 	 	 	 	 	 	 	 	 S l u i t   t o e t s b l a d ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l o q u e a r   t e c l a d o ? 
 
 S T R _ I D _ I M G V I E W _ P R I N T _ N O _ P R E V I E W 	 I M G V I E W 	 T E X T 	 [ N o   p r e v i e w ] 	 N o   p r e v i e w 	 l	g	 l	gȉ	 D!H!5 21'-"H2	 V i s t a   p r e v i a   n o   d i s p o n i b l e 	 A u c u n e   p r  v i s u a l i s a t i o n 	 K e i n e   V o r s c h a u 	 5B  ?@>A<>B@0	 N e s s u n a   a n t e p r i m a 	 (/HF  '3*91'6	 S e m   p r  - v i s u a l i z a   o 	  n i z l e m e   y o k 	 C p   n h t   t h  n h   c  n g 	 T i d a k   a d a   p r a t i n j a u 	 T i a d a   p r a t o n t o n 	 *	B	0	M	5	>	5	2	K		(	  (	9	@			 	 	 	 N i n c s   e l Qn  z e t 	 	 	 	 G e e n   v o o r b e s c h o u w i n g 	 	 	 F r   p r e v i z u a l i z a r e 	 	 	     	 	 	 ~4  FE'4  H,H/  F/'1/	 	 	   			  							  				 	 	 	 	 	 	 	 	 G e e n   v o o r s k o u   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   v i s u a l i z a   o 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ U S E 	 I V E X 	 T I T L E ,   I C O N T E X T 	 [ U s e   a s ] 	 U s e   a s 	 (u\O	 (u\O	 C
I@G	 U s a r   c o m o 	 U t i l i s e r   c o m m e 	 V e r w e n d e n   a l s 	 @8<5=5=85	 U t i l i z z a   c o m e 	 '3*./'E  E+D	 U t i l i z a r   c o m o 	 o l a r a k   k u l l a n 	 K h  n g   t h   c p   n h t 	 G u n a k a n   s e b a g a i 	 G u n a   s e b a g a i 	 	G	  0	B	*	  .	G		  	8	M	$	G	.	>	2	  	0	G			 	 	 	 H a s z n  l a t   m  s k  n t 	 	 	 	 G e b r u i k e n   a l s 	 	 	 U t i l i z a r e   c a 	 	 	   	 	 	 '3*A'/G  (9FH'F	 	 	 							  					 	 	 	 	 	 	 	 	 G e b r u i k   a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   c o m o 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ I N F O 	 I V E X 	 T I T L E ,   I C O N T E X T 	 [ I m a g e   i n f o r m a t i o n ] 	 I m a g e   i n f o r m a t i o n 	 Wjǌ
	 VGrOo`	 I-!9% 2	 I n f o r m a c i  n   d e   i m a g e n 	 I n f o r m a t i o n s   d e   l ' i m a g e 	 B i l d i n f o r m a t i o n 	 =D>@<0F8O	 I n f o r m a z i o n i   i m m a g i n e 	 E9DHE'*  'D5H1)	 I n f o r m a   e s   d a   i m a g e m 	 R e s i m   b i l g i s i 	   G i   s a u 	 I n f o r m a s i   f o t o 	 M a k l u m a t   i m e j 	 	.	G		  8	B		(	>		 	 	 	 K  p i n f o r m  c i  	 	 	 	 I n f o r m a t i e   v a n   a f b e e l d i n g 	 	 	 I n f o r m a ci i   i m a g i n e 	 	 	   	 	 	 E4.5'*  9C3	 	 	 							  					 	 	 	 	 	 	 	 	 A f b e e l d i n g i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a   o   d e   I m a g e m 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ I N F O _ F I L E _ N A M E 	 I V E X 	 U N L I M 	 [ F i l e   n a m e ] 	 F i l e   n a m e : 	 jHh
T1z	 eN
T	 
7H-D%L: 	 N o m b r e   d e   a r c h i v o : 	 N o m   d e   f i c h i e r   : 	 D a t e i n a m e : 	 <O  D09;0: 	 N o m e   f i l e : 	 '3E  'DEDA: 	 N o m e   d o   f i c h e i r o : 	 D o s y a   a d 1: 	   G i   s a u 	 N a m a   f i l e : 	 N a m a   f a i l : 	 +	>		2	  (	>	.	: 	 	 	 	 F  j l n  v : 	 	 	 	 B e s t a n d s n a a m : 	 	 	 N u m e   f i _i e r : 	 	 	   : 	 	 	 F'E  ~1HF/G: 	 	 	 						  			: 	 	 	 	 	 	 	 	 	 L  e r n a a m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d o   a r q u i v o : 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ I N F O _ F I L E _ C R _ D A T A 	 I V E X 	 U N L I M 	 [ D a t e ] 	 D a t e : 	 eg	 eg	 '15H: 	 F e c h a :   	 D a t e   : 	 D a t u m : 	 0B0: 	 D a t a : 	 'D*'1J.: 	 D a t a : 	 T a r i h : 	 C p   n h t   n g a y 	 T a n g g a l : 	 T a r i k h : 	 &	?	(	>			: 	 	 	 	 D  t u m : 	 	 	 	 D a t u m : 	 	 	 D a t a : 	 	 	 : 	 	 	 *'1.: 	 	 	 					: 	 	 	 	 	 	 	 	 	 D a t u m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a t a : 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ I N F O _ F I L E _ S I Z E 	 I V E X 	 U N L I M 	 [ S i z e ] 	 S i z e : 	 'Y\	 'Y\	 2: 	 T a m a  o : 	 T a i l l e   : 	 G r   e : 	  07<5@: 	 D i m e n s i o n i : 	 'D-,E: 	 T a m a n h o : 	 B o y u t : 	    c h u y n 	 U k u r a n : 	 S a i z : 	 		>	0	: 	 	 	 	 M  r e t : 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 	 'F/'2G: 	 	 	 				: 	 	 	 	 	 	 	 	 	 G r o o t t e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o : 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 1 	 I V E X 	 U N L I M 	 [ H e l p ] 	 [ O p e r a t i o n s   g u i d e ] \ n 	 [ d\OcWS] \ n 	 [ d\OcWS] \ n 	 [ 9H!7-2#32] \ n 	 [ G u  a   d e   o p e r a c i o n e s ] \ n 	 [ G u i d e   d ' u t i l i s a t i o n ] \ n 	 [ B e d i e n u n g s a n l e i t u n g ] \ n 	 [  C:>2>4AB2>  ?>  >?5@0F8O<] \ n 	 [ G u i d a   p e r   l e   o p e r a z i o n i ] \ n 	 [ /DJD  'D9EDJ'*] / n 	 [ G u i a   d e   o p e r a   e s ] \ n 	 [ 0_l e m   k 1l a v u z u ] \ n 	 F i l e   b   l i .     X  a   e m a i l ? 	 [ P a n d u a n   p e n g o p e r a s i a n ] \ n 	 [ P a n d u a n   o p e r a s i ] \ n 	 [ 8			>	2	(	  	>		!	] \ n 	 	 	 	 [ K e z e l  s i    t m u t a t  ] \ n 	 	 	 	 [ B e d i e n i n g s g i d s ] \ n 	 	 	 [ G h i d   d e   o p e r a ci i ] \ n 	 	 	 [   ] \ n 	 	 	 [ 1'GFE'  9ED'*] / n 	 	 	 [ 								  				] \ n 	 	 	 	 	 	 	 	 	 [ B e d r y f s g i d s ] \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ G u i a   d e   o p e r a   e s ] \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 2 	 I V E X 	 U N L I M 	 [ H e l p ] 	 R o t a t e   c l o c k w i s e :   P r e s s   k e y   3   o r   t o u c h   t h e   c l o c k w i s e   i n d i c a t i o n   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 BfݑeI	c3 uYg/eccU^ޞdBfݑc:yWj0\ n 	 zeel	c3 .Yg/ecxdO\pQzec:yVh0\ n 	 +!82!@G!2,42:   8H!  3   +#7-A0D--1'A**202!@G!2,42  I2*1*81
@\ n 	 R o t a r   e n   s e n t i d o   h o r a r i o :   P u l s a r   l a   t e c l a   3   o   t o c a r   l a   i n d i c a c i  n   e n   s e n t i d o   h o r a r i o   s i   e s   c o m p a t i b l e   c o n   e l   l a p i z   t a c t i l . \ n   	 F a i r e   t o u r n e r   d a n s   l e   s e n s   d e s   a i g u i l l e s   d ' u n e   m o n t r e   :   A p p u y e z   s u r   l a   t o u c h e   3   o u   t o u c h e z   l ' i c  n e   r e p r  s e n t a n t   l e   s e n s   i n v e r s e   d e s   a i g u i l l e s   d ' u n e   m o n t r e   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 I m   U h r z e i g e r s i n n   d r e h e n :   T a s t e   3   d r  c k e n   o d e r   d a s   S y m b o l   U h r z e i g e r s i n n   b e r  h r e n   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n 	 >2>@>B  ?>  G0A>2>9  AB@5;:5:   =06<8B5  :=>?:C  3   8;8  :>A=8B5AL  7=0G:0  8=48:0F88  G0A>2>9  AB@5;:8,   5A;8  ?>445@68205BAO  AB8;CA. \ n 	 R u o t a r e   i n   s e n s o   o r a r i o :   p r e m e r e   i l   t a s t o   3   o   t o c c a r e   l ' i c o n a   d i   i n d i c a z i o n e   i n   s e n s o   o r a r i o   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 #/1  AJ  '*,'G  9B'1(  'D3'9):   '6:7  9DI  'DEA*'-  3   #H  'DE3  'D#JBHF)  'D/'D)  9DI  '*,'G  9B'1(  'D3'9)  %0'  C'F  BDE  'DDE3  E/9HEK'. /   n 	 R o d a r   n o   s e n t i d o   h o r  r i o :   P r i m a   a   t e c l a   3   o u   t o q u e   n o    c o n e   d e   i n d i c a   o   d e   s e n t i d o   h o r  r i o ,   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 S a a t   y  n  n d e   d  n d  r  n :   3   t u _u n a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   s a a t   y  n    g  s t e r g e   s i m g e s i n e   d o k u n u n . \ n 	 T h i u   n h   c h   k  	 P u t a r   s e a r a h   j a r u m   j a m :   T e k a n   t o m b o l   3   a t a u   s e n t u h   i k o n   y a n g   s e a r a h   d e n g a n   j a r u m   j a m   j i k a   p e n a   s e n t u h   d i d u k u n g . \ n 	 P u t a r   k e   a r a h   j a m :   T e k a n   K e k u n c i   3   a t a u   s e n t u h   i k o n   i n d i k a s i   a r a h   j a m   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h . \ n   	 	!	<	@	  	@	  &	?	6	>	  .	G		  	A	.	>			:   	A			@	  3   &	,	>			  	%	5	>	  	!	<	@	  	@	  &	?	6	>	  	G	  8			G	$	  5	>	2	G	  			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  	>	  8	.	0	M	%	(	  9	H	. \ n 	 	 	 	  r a m u t a t    j  r  s  v a l   e g y e z Q  f o r g a t  s :   N y o m j a   m e g   a   3 - a s   g o m b o t   v a g y    r i n t s e   m e g   a z    r a m u t a t    j  r  s  v a l   e g y e z Q  i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 R e c h t s o m   d r a a i e n :   D r u k   o p   3   o f   r a a k   h e t   p i c t o g r a m   r e c h t s o m   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 R o t i r e    n   s e n s u l   a c e l o r   d e   c e a s o r n i c :   A p s a ci   t a s t a   3   s a u   a t i n g e ci   p i c t o g r a m a   c a r e   i n d i c   s e n s u l   a c e l o r   d e   c e a s o r n i c   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	       :     3                       . \ n 	 	 	 1.'F/F  /1  ,G*  9B1(G  3'9*:   /15H1*  ~4*('F  4/F  BDE  '4'1G  1  D/  3   1'  A41/G  '  4D  F4'F1  1.4  /1  ,G*  9B1(G  3'9*  1'  DE3  F/. / n 	 	 	 				  					  					:   			  		  					  		  				  					  									  				  						  				  			  			  			  						  			\ n 	 	 	 	 	 	 	 	 	 R o t e e r   k l o k s g e w y s :   D r u k   T o e t s   3   o f   r a a k   a a n   d i e   k l o k s g e w y s e   a a n d u i d i n g s i k o o n   i n d i e n   d i e   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G i r a r   n o   s e n t i d o   h o r  r i o :   P r e s s i o n e   a   t e c l a   3   o u   t o q u e   n o    c o n e   d e   i n d i c a   o   d e   s e n t i d o   h o r  r i o   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 3 	 I V E X 	 U N L I M 	 [ H e l p ] 	 R o t a t e   c o u n t e r - c l o c k w i s e :   P r e s s   k e y   1   o r   t o u c h   t h e   c o u n t e r - c l o c k w i s e   i n d i c a t i o n   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 BfݑeI	c1 uYg/eccU^ޞdBfݑc:yWj0\ n 	 eel	c1 .Yg/ecxdO\pQec:yVh0\ n 	 +!8'@G!2,42:   8H!  1   +#7-A0D--1'A**20'@G!2,42  I2*1*81
@\ n 	 R o t a r   e n   s e n t i d o   a n t i h o r a r i o :   P u l s a r   l a   t e c l a   1   o   t o c a r   l a   i n d i c a c i  n   e n   s e n t i d o   a n t i h o r a r i o   s i   e s   c o m p a t i b l e   c o n   e l   l a p i z   t a c t i l . \ n   	 F a i t e s   t o u r n e r   d a n s   l e   s e n s   i n v e r s e   d e s   a i g u i l l e s   d ' u n e   m o n t r e   :   A p p u y e z   s u r   l a   t o u c h e   1   o u   t o u c h e z   l ' i c  n e   i n d i q u a n t   s e n s   i n v e r s e   d e s   a i g u i l l e s   d ' u n e   m o n t r e   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 G e g e n   d e n   U h r z e i g e r s i n n   d r e h e n :   T a s t e   1   d r  c k e n   o d e r   d a s   S y m b o l   G e g e n   U h r z e i g e r s i n n   b e r  h r e n   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n 	 >2>@>B  ?@>B82  G0A>2>9  AB@5;:8:   =06<8B5  :=>?:C  1   8;8  :>A=8B5AL  7=0G:0  8=48:0F88  ?@>B82  G0A>2>9  AB@5;:8,   5A;8  ?>445@68205BAO  AB8;CA. \ n 	 R u o t a r e   i n   s e n s o   a n t i o r a r i o :   p r e m e r e   i l   t a s t o   1   o   t o c c a r e   l ' i c o n a   d i   i n d i c a z i o n e   i n   s e n s o   a n t i o r a r i o   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 #/1  AJ  9C3  '*,'G  9B'1(  'D3'9):   '6:7  9DI  'DEA*'-  1   #H  'DE3  'D#JBHF)  'D/'D)  9DI  9C3  '*,'G  9B'1(  'D3'9)  %0'  C'F  BDE  'DDE3  E/9HEK'. /   n 	 R o d a r   n o   s e n t i d o   a n t i - h o r  r i o :   P r i m a   a   t e c l a   1   o u   t o q u e   n o    c o n e   d e   i n d i c a   o   d e   s e n t i d o   a n t i - h o r  r i o ,   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 S a a t   y  n    t e r s i n d e   d  n d  r  n :   1   t u _u n a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   s a a t   y  n    t e r s i   g  s t e r g e   s i m g e s i n e   d o k u n u n . \ n 	 D c h   v   g i a o   t h  n g   t   n g 	 P u t a r   b e r l a w a n a n   a r a h   j a r u m   j a m :   T e k a n   t o m b o l   1   a t a u   s e n t u h   i k o n   a r a h   y a n g   b e r l a w a n a n   a r a h   j a r u m   j a m   j i k a   p e n a   s e n t u h   d i d u k u n g . \ n 	 P u t a r   k e     a r a h   l a w a n   j a m :   T e k a n   K e k u n c i   1   a t a u   s e n t u h   i k o n   i n d i k a s i   l a w a n   a r a h   j a m   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h . \ n   	 	!	<	@	  	@	  5	?	*	0	@	$	  &	?	6	>	  .	G		  	A	.	>			:   	A			@	  1   &	,	>			  	%	5	>	  	!	<	@	  	@	  5	?	*	0	@	$	  &	?	6	>	  	G	  8			G	$	  5	>	2	G	  			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  	>	  8	.	0	M	%	(	  9	H	. \ n 	 	 	 	  r a m u t a t    j  r  s  v a l   e l l e n t  t e s   f o r g a t  s :   N y o m j a   m e g   a z   1 - e s   g o m b o t   v a g y    r i n t s e   m e g   a z    r a m u t a t    j  r  s  v a l   e l l e n t  t e s   i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 L i n k s o m   d r a a i e n :   D r u k   o p   1   o f   r a a k   h e t   p i c t o g r a m   l i n k s o m   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 R o t i r e    n   s e n s   i n v e r s   a c e l o r   d e   c e a s o r n i c :   A p s a ci   t a s t a   1   s a u   a t i n g e ci   p i c t o g r a m a   c a r e   i n d i c   s e n s u l   i n v e r s   a c e l o r   d e   c e a s o r n i c   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	       :     1                       . \ n 	 	 	 1.'F/F  /1  ,G*  93  9B1(G  3'9*:   /15H1*  ~4*('F  4/F  BDE  '4'1G  1  D/  1   1'  A41/G  '  4D  F4'F1  1.4  /1  ,G*  93  9B1(G  3'9*  1'  DE3  F/. / n 	 	 	 								  				  					  					:   			  		  					  		  								  				  					  									  				  						  				  			  			  			  						  			\ n 	 	 	 	 	 	 	 	 	 R o t e e r   a n t i - k l o k s g e w y s :   D r u k   T o e t s   1   o f   r a a k   a a n   d i e   a n t i - k l o k s g e w y s e   a a n d u i d i n g s i k o o n   i n d i e n   d i e   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G i r a r   n o   s e n t i d o   a n t i - h o r  r i o :   P r e s s i o n e   a   t e c l a   1   o u   t o q u e   n o    c o n e   d e   i n d i c a   o   d e   s e n t i d o   a n t i - h o r  r i o   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 4 	 I V E X 	 U N L I M 	 [ H e l p ] 	 Z o o m   i n :   P r e s s   k e y   6   o r   t o u c h   t h e   +   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 >e'Y	c6 uYg/eccU^ޞdWj0\ n 	 >e'Y	c6 .Yg/ecxdO\pQVh0\ n 	 9!@I2:   8H!  6   +#7-A0D--  +   I2*1*81
@\ n 	 A c e r c a r :   P u l s a r   l a   t e c l a   6   o   t o c a r   e l   i c o n o   +   s i   e s   c o m p a t i b l e   c o n   e l   l a p i z   t a c t i l . \ n 	 Z o o m   :   A p p u y e z   s u r   l a   t o u c h e   6   o u   t o u c h e z   l ' i c  n e   +   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 E i n z o o m e n :   T a s t e   6   d r  c k e n   o d e r   S y m b o l   +   b e r  h r e n   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n 	 #25;8G5=85:   =06<8B5  :=>?:C  6   8;8  :>A=8B5AL  7=0G:0  + ,   5A;8  ?>445@68205BAO  AB8;CA. \ n 	 Z o o m   a v a n t i :   p r e m e r e   i l   t a s t o   6   o   t o c c a r e   l ' i c o n a   +   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 'D*C(J1:   '6:7  9DI  'DEA*'-  6   #H  'DE3  #JBHF)  +   %0'  C'F  BDE  'DDE3  E/9HEK'. /   n 	 M a i s   z o o m :   P r i m a   a   t e c l a   6   o u   t o q u e   n o    c o n e   +   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 Y a k 1n l a _t 1r :   6   t u _u n a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   +   s i m g e s i n e   d o k u n u n . \ n 	 D c h   v   A F 	 P e r b e s a r   t a m p i l a n :   T e k a n   t o m b o l   6   a t a u   s e n t u h   i k o n   +   j i k a   p e n a   s e n t u h   t i d a k   d i d u k u n g . \ n 	 Z o o m   m a s u k :   T e k a n   K e k u n c i   6   a t a u   s e n t u h   i k o n   +   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h . \ n 	 	<	B	.	  	(	:   	A			@	  6   &	,	>			  	%	5	>	  +   			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  	>	  8	.	0	M	%	(	  9	H	. \ n 	 	 	 	 N a g y  t  s :   N y o m j a   m e g   a   6 - o s   g o m b o t   v a g y    r i n t s e   m e g   a   +   i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 I n z o o m e n :   D r u k   o p   6   o f   r a a k   h e t   p i c t o g r a m   +   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 M r i r e :   A p s a ci   t a s t a   6   s a u   a t i n g e ci   p i c t o g r a m a   +   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	 :     6         +         . \ n 	 	 	 FE'  F2/:   /15H1*  ~4*('F  4/F  BDE  '4'1G  1  D/  6   1'  A41/G  '  4D  +   1'  DE3  F/. / n 	 	 	 			  		:   			  		  					  		  + 				  						  				  			  			  			  						  			d	\ n 	 	 	 	 	 	 	 	 	 Z o e m   i n :   D r u k   T o e t s   6   o f   r a a k   a a n   d i e   + - i k o o n   i n d i e n   d i e   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p r o x i m a   o   d o   z o o m :   P r e s s i o n e   a   t e c l a   6   o u   t o q u e   n o    c o n e   +   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 5 	 I V E X 	 U N L I M 	 [ H e l p ] 	 Z o o m   o u t :   P r e s s   k e y   4   o r   t o u c h   t h e   -   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 .~\	c4 uYg/eccU^ޞd
Wj0\ n 	 )\	c4 .Yg/ecxdO\pQ
Vh0\ n 	 9!--:   8H!  4   +#7-A0D--  -   I2*1*81
@\ n 	 A l e j a r :   P u l s a r   l a   t e c l a   4   o   t o c a r   e l   i c o n o   -   s i   e s   c o m p a t i b l e   c o n   e l   l a p i z   t a c t i l . \ n 	 D  z o o m e r   :   A p p u y e z   s u r   l a   t o u c h e   4   o u   t o u c h e z   l ' i c  n e   -   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 A u s z o o m e n :   T a s t e   4   d r  c k e n   o d e r   S y m b o l   -   b e r  h r e n   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n 	 #<5=LH5=85:   =06<8B5  :=>?:C  4   8;8  :>A=8B5AL  7=0G:0  - ,   5A;8  ?>445@68205BAO  AB8;CA. \ n 	 Z o o m   i n d i e t r o :   p r e m e r e   i l   t a s t o   4   o   t o c c a r e   l ' i c o n a   -   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 'D*5:J1:   '6:7  9DI  'DEA*'-  4   #H  'DE3  #JBHF)  -   %0'  C'F  BDE  'DDE3  E/9HEK'. /   n 	 M e n o s   z o o m :   P r i m a   a   t e c l a   4   o u   t o q u e   n o    c o n e   +   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 U z a k l a _t 1r :   4   t u _u n a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   -   s i m g e s i n e   d o k u n u n . \ n 	 C  i   t   R D S 	 P e r k e c i l   t a m p i l a n :   T e k a n   t o m b o l   4   a t a u   s e n t u h   i k o n   -   j i k a   p e n a   s e n t u h   t i d a k   d i d u k u n g . \ n 	 Z o o m   k e l u a r :   T e k a n   K e k u n c i   4   a t a u   s e n t u h   i k o n   -   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h . \ n 	 	<	B	.	  				:   	A			@	  4   &	,	>			  	%	5	>	  -   			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  	>	  8	.	0	M	%	(	  9	H	. \ n 	 	 	 	 K i c s i n y  t  s :   N y o m j a   m e g   a   4 - e s   g o m b o t   v a g y    r i n t s e   m e g   a   -   i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 U i t z o o m e n :   D r u k   o p   4   o f   r a a k   h e t   p i c t o g r a m   -   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 M i c _o r a r e :   A p s a ci   t a s t a   4   s a u   a t i n g e ci   p i c t o g r a m a   -   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	 :     4         -         . \ n 	 	 	 FE'  3*1/G:   /15H1*  ~4*('F  4/F  BDE  '4'1G  1  D/  4   1'  A41/G  '  4D  -   1'  DE3  F/. / n 	 	 	 			  			:   			  		  					  		  - 				  						  				  			  			  			  						  			d	\ n 	 	 	 	 	 	 	 	 	 Z o e m   u i t :   D r u k   T o e t s   4   o f   r a a k   a a n   d i e   " - " - i k o o n   i n d i e n   d i e   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A f a s t a m e n t o   d o   z o o m :   P r e s s i o n e   a   t e c l a   4   o u   t o q u e   n o    c o n e   -   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 6 	 I V E X 	 U N L I M 	 [ H e l p ] 	 M o v e :   P r e s s   a r r o w   k e y s   o r   t o u c h   t h e   t o u c h   s c r e e n   a n d   t h e n   m o v e   f o r   a n   e n l a r g e d   i m a g e . \ n 	 yRWGr(W>e'YrKaN	ceTuYg/eccU^	cOOU^yR0\ n 	 yRVGr(W>e'Yr`N	ceT.Yg/ecxdO\	cOOO\U^yR0\ n 	 "I2":   8H!%9(#  +#7-A01
*#5  21I@%7H-@7H-C+IDI 25H"2"\ n 	 M o v e r :   P u l s e   l a s   t e c l a s   d e   f e c l a   o   t o q u e   l a   p a n t a l l a   t a c t i l   y   d e s p u  s   m u e v a   p a r a   l o g r a r   u n a   i m a g e n   a g r a n d a d a . \ n 	 D  p l a c e r   :   A p p u y e z   s u r   l e s   t o u c h e s   f l  c h  e s   o u   t o u c h e z   l '  c r a n   e t   d  p l a c e z   v o u s   p o u r   a g r a n d i r   l ' i m a g e . \ n 	 V e r s c h i e b e n :   P f e i l t a s t e n   d r  c k e n   o d e r   T o u c h s c r e e n   b e r  h r e n   u n d   d a n n   f  r   e i n   v e r g r   e r t e s   B i l d   v e r s c h i e b e n . \ n 	 5@5<5I5=85:   =06<8B5  :=>?:8  A>  AB@5;:0<8  8;8  :>A=8B5AL  A5=A>@=>3>  M:@0=0  8  ?5@5<5I09B5  C25;8G5==>5  87>1@065=85. \ n 	 S p o s t a :   p r e m e r e   i   t a s t i   f r e c c i a   o   t o c c a r e   i l   t o u c h   s c r e e n ,   q u i n d i   s p o s t a r s i   p e r   i n g r a n d i r e   l ' i m m a g i n e . \ n 	 'D*-1JC:   '6:7  9DI  EA'*J-  'D#3GE  #H  'DE3  4'4)  'DDE3,   +E  BE  ('D*-1JC  D*C(J1  -,E  'D5H1). / n 	 M o v e r :   P r i m a   a s   t e c l a s   d e   s e t a   o u   t o q u e   n o   e c r    e   d e p o i s   m o v a ,   p a r a   u m a   i m a g e m   a m p l i a d a . \ n 	 T a _1:   O k   t u _l a r 1n a   b a s 1n   v e y a   d o k u n m a t i k   e k r a n a   d o k u n u n   v e   s o n r a   b  y  t  l m  _  r e s m e   g e  i n . \ n 	 B t   R D S   t r c 	 P i n d a h :   T e k a n   t o m b o l   t a n d a   p a n a h   a t a u   s e n t u h   l a y a r ,   l a l u   g e r a k k a n   u n t u k   f o t o   y a n g   l e b i h   b e s a r . \ n 	 G e r a k :   T e k a n   k e k u n c i   a n a k   p a n a h   a t a u   s e n t u h   s k r i n   d a n   b e r g e r a k   u n t u k   m e n d a p a t   i m e j   y a n g   l e b i h   b e s a r .   \ n 	 .	B	5	:   	0	K	  	A			?	/	>		  &	,	>			  	%	5	>	  		  8	M		M	0	@	(	  *	0	  		  	0	G		  	0	  	?	8	@	  ,	!	<	G	  	?		  9	A		  	?	$	M	0	  	G	  2	?		  	2	>			. \ n 	 	 	 	  t h e l y e z  s :   N y o m j a   m e g   a   n y  l g o m b o k a t   v a g y    r i n t s e   m e g   a z    r i n t Qk  p e r n y Qt ,   m a j d   m o z g a s s a   a   n a g y  t o t t   k  p h e z . \ n 	 	 	 	 V e r p l a a t s e n :   D r u k   o p   d e   p i j l t j e s k n o p p e n   o f   r a a k   h e t   a a n r a a k s c h e r m   a a n   e n   v e r p l a a t s   v o o r   e e n   v e r g r o o t   b e e l d . \ n 	 	 	 M u t a r e :   A p s a ci   t a s t e l e   s g e a t   s a u   a t i n g e ci   e c r a n u l   t a c t i l ,   i a r   a p o i   m u t a ci   l a   o   i m a g i n e   m r i t . \ n 	 	 	 :                               . \ n 	 	 	 ,'(,'J:   (1'  H39*  /'/F  (G  *5H1  D/G'  ~'F/'1  1'  A41/G  '  (E  5A-G  DE3  *5H1  1'  ,'(,'  F/. / n 	 	 	 			:   						  							  					  		  			  							  						  				  	  					  		  				  				  			  				d	\ n 	 	 	 	 	 	 	 	 	 S k u i f :   D r u k   p y l t j i e t o e t s e   o f   r a a k   a a n   d i e   a a n r a a k s k e r m   e n   b e w e e g   d a n   v i r   ' n   v e r g r o t e   a f b e e l d i n g . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r :   P r e s s i o n e   a s   t e c l a s   d e   s e t a   o u   t o q u e   n a   t e l a   s e n s  v e l   a o   t o q u e   e   d e p o i s   m o v a   p a r a   u m a   i m a g e m   a m p l i a d a . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 7 	 I V E X 	 U N L I M 	 [ H e l p ] 	 S w i t c h :   P r e s s   t h e   l e f t   o r   r i g h t   a r r o w   k e y   w h e n   u s e r   i n t e r f a c e   i s   a t   n o r m a l   s t a t e .   O t h e r w i s e   t h e   u p   o r   d o w n   a r r o w   k e y   w i l l   w o r k .   	 Rc(WzO\Bf	c]SeTu&TGR	c
NNeTuYg/eccU^	 Rbc(WzO\e	c]SeT.&TR	c
NNeT.Yg/ecxdO\	 *%1:   8H!%9(#I2"+#7-'2  @!7H-#04H-9IC
I-"9HC*204  D!H@
H1I  8H!%9(#6I+#7-%032  	 C a m b i a r :   P u l s e   l a   t e c l a   d e   f l e c a   i z q u i e r d a   o   d e r e c h a   m i e n t r a s   e l   i n t e r f a z   d e l   u s u a r i o   e s t    e n   e s t a d o   n o r m a l .   D e   o t r a   f o r m a ,   l a   t e c l a   d e   f l e c h a   h a c i a   a r r i b a   o   h a c i a   a b a j o   f u n c i o n a r  n .   	 C h a n g e r   :   A p p u y e z   s u r   l a   f l  c h e   d r o i t e   o u   g a u c h e   l o r s q u e   l ' i n t e r f a c e   u t i l i s a t e u r   e s t   d a n s   l '  t a t   n o r m a l .   S i n o n ,   l a   f l  c h e   h a u t   o u   b a s   n e   f o n c t i o n n e r a   p a s . 	 W e c h s e l n :   L i n k s -   o d e r   R e c h t s - P f e i l t a s t e   d r  c k e n   b e i   n o r m a l e r   B e n u t z e r o b e r f l  c h e .   A n d e r n f a l l s   f u n k t i o n i e r t   d i e   O b e n -   o d e r   U n t e n - P f e i l t a s t e .   	 5@5:;NG5=85:   =06<8B5  :=>?:C  A>  AB@5;:>9  2;52>  8;8  2?@02>,   5A;8  8=B5@D59A  ?>;L7>20B5;O  2  >1KG=><  ?>;>65=88.     4@C38E  A;CG0OE  @01>B0N  :=>?:8  A>  AB@5;:0<8  225@E  8;8  2=87.   	 C a m b i a :   p r e m e r e   i l   t a s t o   f r e c c i a   s i n i s t r a   o   d e s t r a   q u a n d o   l ' i n t e r f a c c i a   u t e n t e      i n   s t a t o   n o r m a l e .   I n   c a s o   c o n t r a r i o ,   f u n z i o n a   a n c h e   i l   t a s t o   f r e c c i a   s u   o   g i  . 	 'D*(/JD:   '6:7  9DI  EA*'-  'D3GE  'D#JEF  #H  'D#J31  9F/E'  *CHF  H',G)  'DE3*./E  AJ  'D-'D)  'D9'/J).   #H  JECFC  '3*./'E  EA*'-J  'D3GEJF  'D9DHJ  #H  'D3ADJ  DD*(/JD. 	 T r o c a r :   P r i m a   a   t e c l a   d e   s e t a   e s q u e r d a   o u   d i r e i t a   q u a n d o   a   i n t e r f a c e   d o   u t i l i z a d o r   e s t i v e r   n o   e s t a d o   n o r m a l .   C a s o   c o n t r  r i o ,   f u n c i o n a r    a   t e c l a   d e   s e t a   p a r a   c i m a   o u   p a r a   b a i x o . 	 D e i _t i r :   K u l l a n 1c 1  a r a b i r i m i   n o r m a l   d u r u m d a y k e n   s o l   v e y a   s a   o k   t u _u n a   b a s 1n .   A k s i   h a l d e   y u k a r 1  v e y a   a _a 1  o k   t u _u    a l 1_a c a k t 1r . 	 K h  n g   t h   g h i    m 	 A l i h k a n :   T e k a n   t o m b o l   t a n d a   p a n a h   k i r i   a t a u   k a n a n   b i l a   a n t a r m u k a   p e n g g u n a   p a d a   k o n d i s i   n o r m a l .   J i k a   t i d a k ,   g u n a k a n   t e k a n   t o m b o l   t a n d a   p a n a h   a t a s   a t a u   b a w a h .   	 T u k a r :   T e k a n   k e k u n c i   a n a k   p a n a h   k i r i   a t a u   k a n a n   a p a b i l a   a n t a r a m u k a   p e n g g u n a   d a l a m   k e a d a a n   n o r m a l .   J i k a   t i d a k ,   k e k u n c i   a n a k   p a n a h   a t a s   a t a u   b a w a h   b o l e h   m e l a k u k a n n y a .   	 8	M	5	?		:   	,	  		*	/	K			0	M	$	>	  			0	+	G	8	  8	>	.	>	(	M	/	  8	M	%	?	$	?	  .	G		  9	K	  $	K	  ,	>			  	%	5	>	  &	>			  	0	K	  	A			@	  &	,	>			.   	(	M	/	%	>	  	*	  	%	5	>	  !	>			(	  	0	K	  	A			@	  	>	.	  	0	G		@	. 	 	 	 	 V  l t  s :   N y o m j a   m e g   a   b a l   v a g y   j o b b   n y  l g o m b o t ,   a m i k o r   a   f e l h a s z n  l  i   f e l  l e t   n o r m  l    l l a p o t b a n   v a n .   E l l e n k e z Q  e s e t b e n   a   f e l   v a g y   l e   n y  l g o m b   m qk  d i k . 	 	 	 	 S c h a k e l e n :   D r u k   o p   h e t   l i n k e r   o f   r e c h t e r   p i j l t j e   a l s   d e   g e b r u i k e r s i n t e r f a c e   i n   d e   n o r m a l e   s t a n d   s t a a t .   A n d e r s   w e r k e n   d e   p i j l t j e s   o p   e n   n e e r . 	 	 	 C o m u t a r e :   A p s a ci   t a s t e l e   s g e a t   s t  n g a   s a u   d r e a p t a   c  n d   i n t e r f a ca   u t i l i z a t o r u l u i   s e   a f l    n   s t a r e   n o r m a l .    n   c a z   c o n t r a r ,   u t i l i z a ci   t a s t e l e   s g e a t   s u s   s a u   j o s . 	 	 	 :                         .   ,             .   	 	 	 *:1:   F'FG  1'(7  '1(1  /1  H69*  9'/  ('4/  D/G'  ~'F/'1  ~  '  1'3*  1'  A4'1  /G/.   /1:1  'F5H1*    D/G'  ~'F/'1  ('D'  H  ~'F  '1  .H'GF/1/.   	 	 	 				:   			  		  			  					  						  		  					  			  					  									  									  							  			d	  							  			  	  			  						  		  			  				d		 	 	 	 	 	 	 	 	 V e r w i s s e l :   D r u k   d i e   l i n k s -   o f   r e g s p y l t j i e t o e t s   w a n n e e r   g e b r u i k e r k o p p e l v l a k   i n   n o r m a l e   t o e s t a n d   i s .   A n d e r s i n s   s a l   d i e   o p -   o f   a f p y l t j i e t o e t s   w e r k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a v e :   P r e s s i o n e   a   t e c l a   d e   s e t a   e s q u e r d a   o u   d i r e i t a   q u a n d o   a   i n t e r f a c e   d e   u s u  r i o   e s t i v e r   n o   e s t a d o   n o r m a l .   C a s o   c o n t r  r i o ,   a   t e c l a   d e   s e t a   e s q u e r d a   o u   d i r e i t a   f u n c i o n a r  .   
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 8 	 I V E X 	 U N L I M 	 [ H e l p ] 	 T o u c h   t h e   t r i a n g l e   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 ޞd	N҉b_Wj0\ n 	 pQ	N҉b_Vh0\ n 	 A0D--*2!@+%5H"!  I2*1*81
@\ n 	 T o q u e   e l    c o n o   c o n   e l   t r i  n g u l o   s i   e l   l a p i z   t a c t i l   e s   c o m p a t i b l e .   \ n 	 T o u c h e z   l ' i c  n e   d u   t r i a n g l e   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 S y m b o l   D r e i e c k   b e r  h r e n   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n 	 A;8  ?>445@68205BAO  AB8;CA,   :>A=8B5AL  7=0G:0  B@5C3>;L=8:0. \ n 	 T o c c a r e   l ' i c o n a   d e l   t r i a n g o l o   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 'DE3  #JBHF)  'DE+D+  %0'  C'F  BDE  'DDE3  E/9HEK'. / n 	 T o q u e   n o    c o n e   d e   t r i  n g u l o   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 D o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a     g e n   s i m g e s i n e   d o k u n u n . \ n 	 L i   m n g ! 	 S e n t u h   i k o n   s e g i   t i g a   j i k a   p e n a   s e n t u h   t i d a k   d i d u k u n g . \ n 	 S e n t u h   i k o n   s e g i t i g a   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h .   \ n 	 /	&	?	  		  *	H	(	  8	.	0	M	%	?	$	  9	K	  $	K	  $	M	0	?		K	#	  			I	(	  *	0	  	M	2	?		  	0	G		. \ n 	 	 	 	  r i n t s e   m e g   a   h  r o m s z  g   i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 R a a k   h e t   d r i e h o e k p i c t o g r a m   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 A t i n g e ci   p i c t o g r a m a   t r i u n g h i u l a r   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	             . \ n 	 	 	 /15H1*  ~4*('F  4/F  BDE  '4'1G  1  4D  E+D+  1'  DE3  F/. / n 	 	 	 							  				  						  				  			  			  			  						  			d	\ n 	 	 	 	 	 	 	 	 	 R a a k   a a n   d i e   d r i e h o e k i k o o n   i n d i e n   d i e   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o q u e   n o    c o n e   d e   t r i  n g u l o   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 9 	 I V E X 	 U N L I M 	 [ H e l p ] 	 D r a g   a n d   d r o p   i m a g e   o n   t h e   s c r e e n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 	cOOU^bbWGr0\ n 	 	cOOO\U^bbVGr0\ n 	 %2A%0%H-" 2+I2-  I2*1*81
@\ n 	 A r r a s t r e   y   s u e l t e   l a   i m e g e n   e n   l a   p a n t a l l a   s i   e l   l a p i z   t a c t i l   e s   c o m p a t i b l e . \ n 	 G l i s s e z - d  p o s e z   l ' i m a g e   s u r   l '  c r a n   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 B e i   T o u c h p e n - U n t e r s t  t z u n g   B i l d   a u f   d e m   B i l d s c h i r m   z i e h e n   u n d   a b l e g e n . \ n 	 A;8  ?>445@68205BAO  AB8;CA,   ?5@5B0I8B5  87>1@065=85  =0  M:@0=5. \ n 	 T r a s c i n a r e   l ' i m m a g i n e   s u l l o   s c h e r m o   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 BE  (3-(  'D5H1)  H%3B'7G'  9DI  'D4'4)  %0'  C'F  BDE  'DDE3  E/9HEK'. / n 	 A r r a s t e   e   l a r g u e   a   i m a g e m   n o   e c r    s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 D o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   r e s m i   e k r a n a   s  r  k l e y i p   b 1r a k 1n . \ n 	 Y  u   c u   c  i   t      g i   n 	 T a r i k   d a n   l e p a s   f o t o   d i   l a y a r   j i k a   p e n a   s e n t u h   t i d a k   d i d u k u n g . \ n 	 H e r e t   d a n   j a t u h k a n   i m e j   p a d a   s k r i n   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h .   \ n 	 /	&	?	  		  *	H	(	  8	.	0	M	%	?	$	  9	K	  $	K	  8	M		M	0	@	(	  *	0	  	?	$	M	0	  	K	  !	M	0	H		  	0	  !	M	0	I	*	  	0	G		. \ n 	 	 	 	 H  z z a   e l   a   k  p e t   a   k i j e l z Qn ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 S l e e p   h e t   b e e l d   o p   h e t   s c h e r m   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 G l i s a ci   _i   f i x a ci   i m a g i n e a   d e   p e   e c r a n   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	                 . \ n 	 	 	 /15H1*  ~4*('F  4/F  BDE  '4'1G  1  E*H'F  *5H1  1H  FE'41  1'  4'F/  H  1G'1/. / n 	 	 	 								  			  				  			  					  			  			  			  						  			d	\ n 	 	 	 	 	 	 	 	 	 S l e e p   e n   l o s   a f b e e l d i n g   o p   d i e   s k e r m   i n d i e n   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r r a s t e   e   s o l t e   a   i m a g e m   n a   t e l a   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 1 0 	 I V E X 	 U N L I M 	 [ H e l p ] 	 S l i d e   s h o w :   P r e s s   c e n t e r   k e y   o r   t o u c h   p l a y   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 {^qGrd>e	c-NuYg/eccU^ޞdd>eWj0\ n 	 {^opGrd>e	c-N.Yg/ecxdO\pQd>eVh0\ n 	 *D%LB
'L:   8H!%2  +#7-A0D--  @%H  I2*1*81
@\ n 	 P r e s e n t a c i  n   d e   d i a p o s i t i v a s :   P u l s e   l a   t e c l a   c e n t r a l   o   t o q u e   e l    c o n o   d e   r e p r o d u c c i  n   s i   e l   l a p i z   t a c t i l   e s   c o m p a t i b l e . \ n 	 D i a p o r a m a   :   A p p u y e z   s u r   l a   t o u c h e   c e n t r a l e   o u   t o u c h e z   l ' i c  n e   l e c t u r e   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 D i a s h o w :   M i t t e - T a s t e   d r  c k e n   o d e r   S y m b o l   W i e d e r g a b e   b e r  h r e n   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n 	 >:07  A;094>2:   =06<8B5  F5=B@0;L=CN  :=>?:C  8;8  :>A=8B5AL  7=0G:0  2>A?@>872545=8O,   5A;8  ?>445@68205BAO  AB8;CA. \ n 	 P r e s e n t a z i o n e :   p r e m e r e   i l   t a s t o   c e n t r a l e   o   t o c c a r e   l ' i c o n a   d i   r i p r o d u z i o n e   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 916  'D41'&-:   '6:7  9DI  'DEA*'-  'D#H37  #H  'DE3  #JBHF)  'D*4:JD  %0'  C'F  BDE  'DDE3  E/9HEK'. / n 	 A p r e s e n t a   o   d e   d i s p o s i t i v o s :   P r i m a   a   t e c l a   c e n t r a l   o u   t o q u e   n o    c o n e   d e   r e p r o d u   o   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 S l a y t   g  s t e r i s i :   O r t a   t u _a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   o y n a t m a   s i m g e s i n e   d o k u n u n . \ n 	 Y  u   c u   g   b      g i   n 	 T a m p i l a n   s l i d e :   T e k a n   t o m b o l   t e n g a h   a t a u   s e n t u h   i k o n   p u t a r   j i k a   p e n a   s e n t u h   t i d a k   d i d u k u n g . \ n 	 P e r t u n j u k a n   s l a i d :   T e k a n   k e k u n c i   t e n g a h   a t a u   s e n t u h   i k o n   m a i n   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h .   \ n 	 8	M	2	>		!	  6	K	:   /	&	?	  		  *	H	(	  8	.	0	M	%	?	$	  9	K	  $	K	  .	'	M	/	  	A			@	  &	,	>			  	%	5	>	  		  *	M	2	G	  			I	(	  &	,	>			. \ n 	 	 	 	 D i a b e m u t a t  :   n y o m j a   m e g   a   k  z  p s Q  g o m b o t   v a g y    r i n t s e   m e g   a   l e j  t s z  s   i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 D i a v o o r s t e l l i n g .   D r u k   o p   d e   m i d d e l s t e   k n o p   o f   r a a k   h e t   s p e e l p i c t o g r a m   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 D i a p o z i t i v e :   A p s a ci   t a s t a   c e n t r a l   s a u   a t i n g e ci   p i c t o g r a m a   d e   r e d a r e   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	   :                         . \ n 	 	 	 FE'J4  '3D'J/:   /15H1*  ~4*('F  4/F  BDE  '4'1G  1  D/  E'F  1'  A41/G  '  4D  " ~.4"   1'  DE3  F/. / n 	 	 	 						  		:   							  		  					  		  				  				  						  				  			  			  			  						  			d	\ n 	 	 	 	 	 	 	 	 	 S k y f i e v e r t o n i n g :   D r u k   m i d d e l s t e   t o e t s   o f   r a a k   a a n   s p e e l i k o o n   i n d i e n   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p r e s e n t a   o   d e   s l i d e s :   P r e s s i o n e   a   t e c l a   c e n t r a l   o u   t o q u e   n o    c o n e   d e   r e p r o d u   o   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 1 1 	 I V E X 	 U N L I M 	 [ H e l p ] 	 U s e r   i n t e r f a c e   s w i t c h :   T u r n   t a r g e t   l e f t   t o   h o r i z o n t a l   s t a t e ,   v i c e   v e r s a . \ n 	 kj/ zO\RcT]eIKb_j0R4ls^rKaSKNN6q0\ n 	 *j/ zO\RbcT]elKb:g0R4ls^r`SKNN6q0\ n 	 *%1#04H-9IC
I:   +!8@I2+!2"D2I2"D"1*20A'-  C2%11\ n 	 C a m b i o   d e l   i n t e r f a z   d e l   u s u a r i o :   G i r e   e l   o b j e t i v o   a   l a   i z q u i e r d a   h a s t a   c o l o c a r l o   d e   f o r m a   h o r i z n o t a l ,   y   v i c e v e r s a . \ n 	 C h a n g e r   d ' i n t e r f a c e   u t i l i s a t e u r   :   T o u r n e z   l a   c i b l e   v e r s   l a   g a u c h e   j u s q u '    a t t e i n d r e   l '  t a t   h o r i z o n t a l ,   e t   v i c e   v e r s a . \ n 	 W e c h s e l   d e r   B e n u t z e r o b e r f l  c h e :   Z i e l   n a c h   l i n k s   h o r i z o n t a l   d r e h e n ,   u m g e k e h r t . \ n 	 5@5:;NG5=85  8=B5@D59A0  ?>;L7>20B5;O:   ?>25@=8B5  =C6=>5  2;52>  2  3>@87>=B0;L=>5  ?>;>65=85  8  =0>1>@>B. \ n 	 C o m m u t a t o r e   i n t e r f a c c i a   u t e n t e :   r u o t a r e   i l   t a r g e t   a   s i n i s t r a   i n   s t a t o   o r i z z o n t a l e ,   v i c e v e r s a . \ n 	 *(/JD  H',G)  'DE3*./E:   #/1  'DG/A  %DI  'DJ3'1  -*I  J5D  %DI  'DH69  'D#ABJ,   #H  'D9C3. / n 	 M u d a r   a   i n t e r f a c e   d o   u t i l i z a d o r :   R o d e   p a r a   e s q u e r d a   p a r a   c o l o c a r   n o   e s t a d o   h o r i z o n t a l   e   v i c e - v e r s a . \ n 	 K u l l a n 1c 1  a r a y  z    d e i _t i r m e :   H e d e f   s o l u   y a t a y   d u r u m a    e v i r i n ,   v e   t a m   t e r s i . \ n 	 Y  u   c u   c  i   t 	 P e n g a l i h a n   a n t a r m u k a   p e n g g u n a :   P u t a r   t a r g e t   k e   k i r i   p a d a   k o n d i s i   h o r i z o n t a l ,   d a n   s e b a l i k n y a . \ n 	 T u k a r   a n t a r a m u k a   p e n g g u n a :   P u t a r k a n   s a s a r a n   k e   k i r i   u n t u k   k e a d a a n   m e n d a t a r ,   d a n   s e b a l i k n y a .   \ n 	 		*	/	K			0	M	$	>	  			0	+	G	8	  8	M	5	?		:   2		M	7	M	/	  	K	  ,	>			  8	G	  8	.	>	(	>		$	0	  8	M	%	?	$	?	,   5	?	2	K	.	$	:   	A	.	>			. \ n 	 	 	 	 F e l h a s z n  l  i   f e l  l e t   v  l t  s :   f o r d  t s a   b a l r a    s   v  z s z i n t e s   h e l y z e t b e   a   c  l t ,   v a g y   v i s s z a . \ n 	 	 	 	 G e b r u i k e r s i n t e r f a c e s c h a k e l a a r :   D r a a i   h e t   d o e l   n a a r   l i n k s   t o t   d e   h o r i z o n t a l e   s t a n d   e n   o m g e k e e r d . \ n 	 	 	 C o m u t a r e   i n t e r f a c  u t i l i z a t o r :   R o t i ci   ci n t a   s p r e   s t  n g a    n   p o z i ci e   o r i z o n t a l   _i   v i c e v e r s a . \ n 	 	 	     :             ,   . \ n 	 	 	 *:1  1'(7  '1(1:   G/A  1'  ('  1.'F/F  (G  ~  (G  H69*  'AB  '  (193  /1"H1/. / n 	 	 	 					  										  				:   							  				  				  										  							  			  			,   		  						  				d	\ n 	 	 	 	 	 	 	 	 	 G e b r u i k e r k o p p e l v l a k   v e r w i s s e l i n g :   D r a a i   t e i k e n   l i n k s   n a   h o r i s o n t a l e   t o e s t a n d   e n   o m g e k e e r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a   d e   i n t e r f a c e   d o   u s u  r i o :   V i r e   a l v o   e s q u e r d o   p a r a   e s t a d o   h o r i z o n t a l   s t a t e ,   v i c e   v e r s a . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ O P T I O N _ H E L P _ C N T X 1 2 	 I V E X 	 U N L I M 	 [ H e l p ] 	 U s e r   i n t e r f a c e   s w i t c h :   P r e s s   c e n t e r   k e y   o r   t o u c h   u s e r   i n t e r f a c e   s w i t c h i n g   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n 	 kj/ zO\Rc	c-NuYg/eccU^ޞdkj/ zO\RcWj0\ n 	 *j/ zO\Rbc	c-N.Yg/ecxdO\pQ*j/ zO\RbcVh0\ n 	 *%1#04H-9IC
I:   8H!%2  +#7-A0D--2#*%1#04H-9IC
I  I2*1*81
@\ n 	 C a m b i o   d e l   i n t e r f a z   d e l   u s u a r i o :   P u l s e   l a   t e c l a   c e n t r a l   o   t o q u e   e l   i n t e r f a z   d e l   u s u a r i o   a l   c a m b i a r   e l    c o n o   s i   e l   l a p i z   t a c t i l   e s   c o m p a t i b l e . \ n 	 C h a n g e r   d ' i n t e r f a c e   u t i l i s a t e u r   :   A p p u y e z   s u r   l e   b o u t o n   c e n t r a l   o u   t o u c h e z   l ' i c  n e   d e   c h a n g e m e n t   d e   l ' i n t e r f a c e   s u r   l ' i n t e r f a c e   u t i l i s a t e u r   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n 	 W e c h s e l   d e r   B e n u t z e r o b e r f l  c h e :   M i t t e - T a s t e   d r  c k e n   o d e r   S y m b o l   B e n u t z e r o b e r f l  c h e n w e c h s e l   b e r  h r e n   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n 	 5@5:;NG5=85  8=B5@D59A0  ?>;L7>20B5;O:   =06<8B5  F5=B@0;L=CN  :=>?:C  8;8  :>A=8B5AL  7=0G:0  ?5@5:;NG5=8O  8=B5@D59A0  ?>;L7>20B5;O,   5A;8  ?>445@68205BAO  AB8;CA. \ n 	 C o m m u t a t o r e   i n t e r f a c c i a   u t e n t e :   p r e m e r e   i l   t a s t o   c e n t r a l e   o   t o c c a r e   l ' i c o n a   d i   c o m m u t a z i o n e   i n t e r f a c c i a   u t e n t e   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n 	 *(/JD  H',G)  'DE3*./E:   '6:7  9DI  'DEA*'-  'D#H37  #H  BE  (DE3  #JBHF)  *(/JD  H',G)  'DE3*./E  %0'  C'F  BDE  'DDE3  E/9HEK'. / n 	 M u d a r   a   i n t e r f a c e   d o   u t i l i z a d o r :   P r i m a   a   t e c l a   c e n t r a l   o u   t o q u e   n o    c o n e   d e   m u d a n  a   d a   i n t e r f a c e   d o   u t i l i z a d o r ,   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n 	 K u l l a n 1c 1  a r a b i r i m i   d e i _t i r m e :   O r t a d a k i   t u _a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   k u l l a n 1c 1  a r a b i r i m i   d e i _t i r m e   s i m g e s i n e   d o k u n u n .   \ n 	 Y  u   c u   g   b 	 P e n g a l i h a n   a n t a r m u k a   p e n g g u n a :   T e k a n   t o m b o l   t e n g a h   a t a u   s e n t u h   i k o n   p e n g a l i h a n   a n t a r m u k a   p e n g g u n a   j i k a   p e n a   s e n t u h   t i d a k   d i d u k u n g . \ n 	 T u k a r   a n t a r a m u k a   p e n g g u n a :   T e k a n   k e k u n c i   t e n g a h   a t a u   s e n t u h   i k o n   p e n u k a r a n   a n t a r a m u k a   p e n g g u n a   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h . \ n 	 		*	/	K			0	M	$	>	  			0	+	G	8	  8	M	5	?		:   /	&	?	  		  *	H	(	  8	.	0	M	%	?	$	  9	K	  $	K	  .	'	M	/	  	A			@	  &	,	>			  	%	5	>	  		*	/	K			0	M	$	>	  			0	+	G	8	  8	M	5	?		?			  			I	(	  *	0	  		  	0	G		. \ n 	 	 	 	 F e l h a s z n  l  i   f e l  l e t   v  l t  s :   n y o m j a   m e g   a   k  z  p s Q  g o m b o t   v a g y    r i n t s e   m e g   a   f e l h a s z n  l  i   f e l  l e t v  l t    i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n 	 	 	 	 G e b r u i k e r s i n t e r f a c e s c h a k e l a a r :   D r u k   o p   d e   m i d d e l s t e   k n o p   o f     r a a k   h e t   p i c t o g r a m   v a n   d e   g e b r u i k e r s i n t e r f a c e s c h a k e l a a r   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   w o r d t . \ n 	 	 	 C o m u t a r e   i n t e r f a c  u t i l i z a t o r :   A p s a ci   t a s t a   c e n t r a l   s a u   a t i n g e ci   p i c t o g r a m a   d e   c o m u t a r e   a   i n t e r f e ce i   u t i l i z a t o r u l u i   d a c   d i s p o z i t i v u l   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n 	 	 	     :                             . \ n 	 	 	 *:1  1'(7  '1(1:   /15H1*  ~4*('F  4/F  BDE  '4'1G  1  D/  E'F  1'  A41/G  '  4D  " *:1  1'(7  '1(1"   1'  DE3  F/. / n 	 	 	 					  										  				:   							  		  					  		  					  										  						  				  						  				  			  			  			  						  			d	\ n 	 	 	 	 	 	 	 	 	 G e b r u i k e r k o p p e l v l a k   v e r w i s s e l i n g :   D r u k   m i d d e l s t e   t o e t s   o f   r a a k   a a n   g e b r u i k e r k o p p e l v l a k   s e   v e r w i s s e l i k o o n   i n d i e n   d i e   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a   d e   i n t e r f a c e   d o   u s u  r i o :   P r e s s i o n e   a   t e c l a   c e n t r a l   o u   t o q u e   n o    c o n e   d e   t r o c a   d e   i n t e r f a c e   d o   u s u  r i o   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n 
 
 S T R _ I D _ I M G V I E W _ V I E W _ D R M _ N E E D _ R I G H T 	 I V E X 	 U N L I M 	 [ N o   r i g h t s ] 	 N o   r i g h t s 	 l	g
kP	 l	gCgP	 D!H!5*44L	 S i n   d e r e c h o s 	 P a s   l e s   d r o i t s 	 K e i n e   R e c h t e 	 5B  ?@02	 N e s s u n   d i r i t t o 	 D'  *H,/  -BHB	 S e m   d i r e i t o s 	 H a k   y o k 	 N h    k h a i   t h  c   m n g   y  u   c u   g   b   n g   d n g ,   b n   c    c h o   p h  p ?     N u   b n   c h n   k h  n g ,   y  u   c u   s   c   h y   b . 	 T i d a k   a d a   h a k 	 T i a d a   h a k   	 	K		  	'	?		>	0	  (	9	@			 	 	 	 N i n c s   j o g o s u l t s  g 	 	 	 	 G e e n   r e c h t e n 	 	 	 F r   d r e p t u r i 	 	 	   	 	 	 -BHB  "F  H,H/  F/'1/	 	 	 						  				 	 	 	 	 	 	 	 	 G e e n   r e g t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   d i r e i t o 
 
 S T R _ I D _ I M G V I E W _ V I E W _ G E T _ R I G H T _ F A I L 	 I V E X 	 U N L I M 	 [ G e t   r i g h t s   f a i l e d ] 	 G e t   r i g h t s   f a i l e d 	 rsS
kP1YWe	 SCgP1Y%	 #1*44L%I!@+%'	 F a l l    l a   o b t e n c i  n   d e     d e r e c h o s   	 E c h e c   l o r s   d e   l ' o b t e n t i o n   d e s   d r o i t s 	 R e c h t e   k o n n t e n   n i c h t   b e z o g e n   w e r d e n 	 5  C40;>AL  ?>;CG8BL  ?@020	 I m p o s s i b i l e   o t t e n e r e   d i r i t t i 	 A4D  'D-5HD  9DI  'D-BHB	 F a l h a   a o   o b t e r   d i r e i t o s 	 H a k   a l m a   b a _a r 1s 1z 	 ?     	 P e r o l e h a n   h a k   g a g a l 	 P e r o l e h a n   h a k   g a g a l 	 	'	?		>	0	  *	M	0	>	*	M	$	?	  5	?	+	2		 	 	 	 A   j o g o s u l t s  g o k   l e k  r  s e   s i k e r t e l e n 	 	 	 	 O n t v a n g e n   v a n   r e c h t e n   m i s l u k t 	 	 	 E r o a r e   l a   o b ci n e r e a   d r e p t u r i l o r 	 	 	     	 	 	 3(  -BHB  F'EHAB  (H/	 	 	 						  					  						  						 	 	 	 	 	 	 	 	 K r y   v a n   r e g t e   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   o b t e r   d i r e i t o s 
 
 S T R _ I D _ I M G V I E W _ S Y S T E M _ B U S Y 	 I V E X 	 U N L I M 	 E r r o r   s t r i n g   o f   s y s t e m   b u s y 	 S y s t e m   b u s y 	 |q}A~_	 |~A~_	 #0D!H'H2	 S i s t e m a   o c u p a d o 	 S y s t  m e   o c c u p  	 S y s t e m   a u s g e l a s t e t 	 !8AB5<0  70=OB0	 S i s t e m a   o c c u p a t o 	 'DF8'E  E4:HD	 S i s t e m a   o c u p a d o 	 S i s t e m   m e _g u l 	 n g   d n g   m u n   g i   t h  n g   t i n   ( R T S P ) .     D c h   v   n  y   c n   d  n g   m n g   v    c    t h   b   t  n h   p h  .     B n   n g   y ? 	 S i s t e m   s i b u k 	 S i s t e m   s i b u k 	 8	?	8	M	
 	.	  5	M	
 /	8	M	
 $	  9	H		 	 	 	 A   r e n d s z e r   e l f o g l a l t 	 	 	 	 S y s t e e m   b e z e t 	 	 	 S i s t e m   o c u p a t 	 	 	   	 	 	 33*E  E4:HD  '3*	 	 	 							  							 	 	 	 	 	 	 	 	 S t e l s e l   i s   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i s t e m a   o c u p a d o 
 
 S T R _ I D _ I M P S _ E R R _ I N V A L I D _ P R O X Y _ S E R V E R 	 I M P S 	 P O P U P 	 I n v a l i d   p r o x y   s e r v e r 	 I n v a l i d   p r o x y   s e r v e r 	 !qHevNt:O
ghV	 eHevNt
gRhV	 #G-5H@4#L@'-#LD!H9I-	 S e r v i d o r   p r o x y   n o   v  l i d o 	 S e r v e u r   p r o x y   i n v a l i d e 	 U n g  l t i g e r   P r o x y s e r v e r 	 5459AB28B5;L=K9  ?@>:A8- A5@25@	 S e r v e r   p r o x y   n o n   v a l i d o 	 .'/E  'DHCJD  :J1  5'D-	 S e r v i d o r   p r o x y   i n v  l i d o 	 G e  e r s i z   p r o x y   s u n u c u s u 	 M  y   c h   p r o x y   k . h p   l 	 S e r v e r   p r o x y   t i d a k   v a l i d 	 P e l a y a n   p r o k s i   t i d a k   s a h 	 	5	H	'	  *	M	0	I		M	8	@	  8	0	M	5	0		 	 	 	  r v  n y t e l e n   p r o x y   s z e r v e r 	 	 	 	 O n g e l d i g e   p r o x y s e r v e r 	 	 	 S e r v e r   p r o x y   n e v a l i d 	 	 	   p r o x y     	 	 	 31H1  ~1H3  F'E9*(1  '3*	 	 	 								  							  								 	 	 	 	 	 	 	 	 O n g e l d i g e   i n s t a a n b e d i e n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   p r o x y   i n v  l i d o 
 
 S T R _ I D _ I M P S _ R E S I Z E D 	 I M P S 	 P O P U P 	 P i c t u r e   r e s i z e d 	 P i c t u r e   r e s i z e d   s u c c e s s f u l l y 	 WGr'Y\9ebR	 VGr'Y\9eSbR	  29@%5H"2*3@#G	 T a m a  o   d e   i m a g e n   c a m b i a d o   e x i t o s a m e n t e 	 R e d i m e n s i o n n e m e n t   d e   l ' i m a g e   r  u s s i e 	 B i l d g r   e   e r f o l g r e i c h   g e  n d e r t 	 #A?5H=>  87<5=5=  @07<5@  :0@B8=:8	 I m m a g i n e   r i d i m e n s i o n a t a 	 *E  *:JJ1  EB'3  'D5H1)  (F,'-	 I m a g e m   r e d i m e n s i o n a d a   c o m    x i t o 	 R e s i m   b a _a r 1y l a   y e n i d e n   b o y u t l a n d 1r 1l d 1	    c h n h   c   n h   t h  n h   c  n g 	 P e n g u b a h a n   u k u r a n   g a m b a r   b e r h a s i l 	 G a m b a r   b e r j a y a   d i s a i z k a n   s e m u l a 	 	?	$	M	0	  	>	  		>	0	  ,	&	2	(	>	  8	+	2	  9	A			 	 	 	 K  p   s i k e r e s    t m  r e t e z  s e 	 	 	 	 G r o o t t e   v a n   a f b e e l d i n g   v e r a n d e r d 	 	 	 I m a g i n e   r e d i m e n s i o n a t 	 	 	       	 	 	 *:1  'F/'2G  *5H1  EHAB  (H/	 	 	 					  								  				  				  				  				  						 	 	 	 	 	 	 	 	 P r e n t g r o o t t e   s u k s e s v o l   v e r s t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m   r e d i m e n s i o n a d a   c o m    x i t o 
 
 S T R _ I D _ I M P S _ T B _ N E W _ I M 	 I M P S 	 I C O N T E X T 	 n e w   i n s t a n t   m e s s a g e 	 n e w   i n s t a n t   m s g 	 hesSBf
o`	 agesSeOo`	 I-'2!15C+!H	 n u e v o   m e n s a j e   i n s t a n t  n e o   	 N o u v e a u   S M S 	 N e u e   S o f o r t m i t t e i l u n g 	 =>2>5  <3=>25==>5  A>>1I5=85	 n u o v o   m s g   i s t a n t a n e o 	 13'D)  AH1J)  ,/J/)	 n o v a   m e n s a g e m   i n s t a n t  n e a 	 y e n i   m e s a j   	 s m s   n h a n h   m i 	 p e s a n   c e p a t   b a r u 	 m s j   b a r u 	 (	/	>	  $	$	M		>	2	  8		&	G	6		 	 	 	  j   a z o n n a l i    z . 	 	 	 	 n i e u w   e x p r e s b e r i c h t 	 	 	 m s j   i n s t a n t a n e u   n o u 	 	 	     	 	 	 ~'E  AH1  ,//	 	 	 				  									  						  	 	 	 	 	 	 	 	 	 n u w e   k i t s b d s k p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a   m e n s .   i n s t a n t  n e a 
 
 S T R _ I D _ I M P S _ T B _ N E W _ I M S 	 I M P S 	 I C O N T E X T 	 n e w   i n s t a n t   m e s s a g e s 	 n e w   i n s t a n t   m s g s 	 hesSBf
o`	 agesSeOo`	 I-'2!15C+!H	 n u e v o s   m e n s a j e s   i n s t a n t  n e o s 	 N o u v e a u x   S M S 	 N e u e   S o f o r t m i t t e i l u n g e n 	 =>2K5  <3=>25==K5  A>>1I5=8O	 n u o v i   m s g   i s t a n t a n e i 	 13'&D  AH1J)  ,/J/)	 n o v a s   m e n s a g e n s   i n s t a n t  n e a s 	 y e n i   m e s a j l a r 	 c  c   s m s   n h a n h   m i 	 p e s a n   c e p a t   b a r u 	 m s j   b a r u 	 (	/	>	  $	$	M		>	2	  8		&	G	6		 	 	 	  j   a z o n n a l i    z . 	 	 	 	 n i e u w e   e x p r e s b e r i c h t e n 	 	 	 m s j   i n s t a n t a n e e   n o i 	 	 	     	 	 	 ~'EG'  AH1  ,//	 	 	 				  									  						  	 	 	 	 	 	 	 	 	 n u w e   k i t s b d s k p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s .   i n s t a n t  n e a s 
 
 S T R _ I D _ I M P S _ C O L O N 	 I M P S 	 U N L I M 	 : 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ I M P S _ A D D _ P I C T U R E 	 I M P S 	 C 0 5 7 _ 1 ,   I C O N T E X T 	 A d d   p i c t u r e   f o r   m y   p r e s e n c e   p i c t u r e 	 A d d   p i c t u r e 	 ReQWGr	 mRVGr	 @4H! 2	 A  a d i r   i m a g e n 	 A j o u t e r   u n e   i m a g e 	 B i l d   h i n z u f  g e n 	 >1028BL  87>1@065=85	 A g g i u n g i   i m m a g i n e 	 %6'A)  5H1)  	 A d i c i o n a r   i m a g e m 	 R e s i m   e k l e 	 T h  m   h  n h 	 T a m b a h   g a m b a r 	 T a m b a h   g a m b a r 	 	?	$	M	0	  	K	!	<	G			 	 	 	 K  p   h o z z  a d  s a 	 	 	 	 F o t o   t o e v o e g e n 	 	 	 A d u g a r e   i m a g i n e 	 	 	   	 	 	 'A2H/F  *5H1	 	 	 			  					  					 	 	 	 	 	 	 	 	 V o e g   f o t o   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   f o t o 
 
 S T R _ I D _ I M P S _ P R E S E N C E _ C A M E R A 	 I M P S 	 I C O N T E X T 	 A d d   p i c t u r e   f r o m   c a m e r a 	 A d d   f r o m   c a m e r a 	 _v_jReQ	 Nv:gmR	 @4H!2%I-	 A g r e g a r   d e s d e   c  m a r a 	 A j o u t e r      p a r t i r   d e   l a   c a m  r a 	 V o n   K a m e r a   h i n z u f  g e n 	 >1028BL  87  :0<5@K	 A g g i u n g i   d a   f o t o c a m e r a 	 %6'A)  EF  'DC'EJ1'	 A d i c i o n a r   a   p a r t i r   d a   c  m a r a 	 K a m e r a d a n   e k l e 	 T h  m   t   c a m e r a 	 T a m b a h k a n   d a r i   k a m e r a 	 T a m b a h   d a r i   k a m e r a 	 	H	.	0	>	  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   a   k a m e r  b  l 	 	 	 	 V a n   c a m e r a   t o e v o e g e n 	 	 	 A d u g a r e   d e   l a   c a m e r 	 	 	   	 	 	 'A2H/F  '2  /H1(F	 	 	 							  				  			  				  	 	 	 	 	 	 	 	 	 V o e g   b y   v a n a f   k a m e r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d a   c  m e r a 
 
 S T R _ I D _ I M P S _ H E L P _ C H A T 	 I M P S 	 U N L I M 	 h e l p   i n f o r m a t i o n   f o r   c h a t   s c r e e n 	 T y p e   i n   y o u r   m e s s a g e   a n d   s e l e c t   " S e n d "   t o   s e n d   a   m e s s a g e .   W h e n   s e l e c t i n g   " O p t i o n s " ,   y o u   c a n   i n s e r t   e m o t i o n ,   u s e   t e m p l a t e s ,   e t c .   Y o u   c a n   s e n d   f i l e ,   m a n a g e   t h e   c h a t ,   c l o s e   t h e   a c t i v e   c h a t . 	 ueQ
o`Qxd P 1\SNP
o`0Nxd x `SNceQh`&{_O(u{,gbPjHhSN{tJ)YܕJ)Y0	 .eQOo`Q	b S 1\SNSOo`0Ǐ	b 	y `SNceQh`&{SO(u!jgbSeNSN{tJ)YsQJ)Y0	 4!LI-'2!-8  A%0@%7-  " *H"   @7H-*HI-'2!  C05H@%7-  " 1'@%7-" ,   8*2!2#C*H-2#!L,   C
I@!@%,   /%/    8*2!2#*HD%L,   12#2#A
,   42#A
5HA-5	 D i g i t e   s u   m e n s a j e   y   s e l e c c i o n e    E n v i a r    p a r a   e n v i a r   u n   m e n s a j e .   A l   s e l e c c i o n a r    O p c i o n e s  ,   u s t e d   p u e d e   i n t r o d u c i r   e m o c i o n e s ,   u s a r   p l a n t i l l a s ,   e t c .   U s t e d   p u e d e   e n v i a r   a r c h i v o s ,   a d m i n i s t r a r   l a   c h a r l a ,   c e r r a r   l a   c h a r l a   a c t i v a .   	 E n t r e z   v o t r e   m e s s a g e   e t   s  l e c t i o n n e z   " E n v o y e r "   p o u r   e n v o y e r   u n   m e s s a g e .   L o r s q u e   v o u s   s  l e c t i o n n e z   " O p t i o n s " ,   v o u s   p o u v e z   i n s  r e r   d e s   f r i m o u s s e s ,   u t i l i s e r   d e s   m o d  l e s ,   e t c .   V o u s   p o u v e z   e n v o y e r   u n   f i c h i e r ,   g  r e r   l a   c o n v e r s a t i o n   o u   f e r m e r   l a   f e n  t r e   d e   c o n v e r s a t i o n   a c t i v e . 	 Z u m   S e n d e n   e i n e r   M i t t e i l u n g   g e b e n   S i e   I h r e   M i t t e i l u n g   e i n   u n d   w  h l e n   a n s c h l i e  e n d    S e n d e n  .   W e n n   S i e    O p t i o n e n    w  h l e n ,   k  n n e n   S i e   E m o t i c o n s   e i n f  g e n ,   V o r l a g e n   n u t z e n ,   u n d   v i e l e s   m e h r .   S i e   k  n n e n   D a t e i e n   s e n d e n ,   d e n   C h a t   v e r w a l t e n   u n d   d e n   a k t i v e n   C h a t   s c h l i e  e n . 	 2548B5  A>>1I5=85  8  2K15@8B5  " B?@028BL" ,   GB>1K  >B?@028BL  A>>1I5=85.   >340  2K18@0NBAO  " 0@0<5B@K" ,   <>6=>  2AB028BL  M<>F8N,   8A?>;L7>20BL  H01;>=K  8  B. ?.   >6=>  >B?@028BL  D09;,   C?@02;OBL  G0B><  8  70:@KBL  0:B82=K9  G0B. 	 D i g i t a r e   i l   m e s s a g g i o   e   s e l e z i o n a r e    I n v i a    p e r   i n v i a r l o .   Q u a n d o   s i   s e l e z i o n a    O p z i o n i       p o s s i b i l e   i n s e r i r e   s i m b o l i ,   u s a r e   m o d e l l i ,   i n v i a r e   f i l e ,   g e s t i r e   c h a t ,   c h i u d e r e   l a   c h a t   a t t i v a . 	 'C*(  'D13'D)  'D*J  *1J/G'  +E  '.*1  " %13'D"   D%13'DG'.   9F/  '.*J'1  " .J'1'*"   JECFC  %/1',  #JBHF'*  'D*9(J1  9F  'DE4'91  H'3*./'E  'DFE'0,  H:J1  0DC  CE'  JECFC  %13'D  EDA  #H  %/'1)  E-'/+)  #H  %FG'!  E-'/+)  F47). 	 I n t r o d u z a   a   s u a   m e n s a g e m   e   s e l e c c i o n e   " E n v i a r "   p a r a   e n v i a r   u m a   m e n s a g e m .   S e   s e l e c c i o n a r   " O p   e s " ,   p o d e r    i n s e r i r   e m o   e s ,   u t i l i z a r   m o d e l o s ,   e t c .   P o d e   e n v i a r   u m   f i c h e i r o ,   g e r i r   a   c o n v e r s a   o ,   f e c h a r   a   c o n v e r s a   o   a c t i v a . 	 M e s a j 1n 1z 1  y a z 1n   v e   g  n d e r m e k   i  i n   " G  n d e r "   i b a r e s i n e   b a s 1n .   " S e  e n e k l e r "   i b a r e s i   s e  i l i r k e n   g  l  m s e m e   e k l e y e b i l i r ,   _a b l o n   k u l l a n a b i l i r s i n i z .   D o s y a   g  n d e r e b i l i r ,   s o h b e t   e d e b i l i r   v e   e t k i n   s o h b e t i   k a p a t a b i l i r s i n i z . 	 N h p   n i   d u n g   t i n   n h n   v    c h n   " G i "     g i   t i n   n h n .   K h i   c h n   " T  y   c h n " ,   b n   c    t h   c h  n   b i u   t n g   c m   x  c ,   d  n g   t i n   m u ,   v . v . . .   B n   c    t h   g i   f i l e ,   q u n   l    c h a t ,    n g   c a   s   c h a t   h i n   h  n h . 	 K e t i k   p e s a n   A n d a ,   l a l u   p i l i h   " K i r i m "   u n t u k   m e n g i r i m   p e s a n .   S e t e l a h   m e m i l i h   " P i l i h a n " ,   A n d a   d a p a t   m e n y i s i p k a n   e m o t i k o n ,   m e n g g u n a k a n   t e m p l a t e ,   d l l .   A n d a   d a p a t   m e n g i r i m   f i l e ,   m e n g a t u r   o b r o l a n ,   m e n u t u p   o b r o l a n   a k t i f . 	 T a i p k a n   m e s e j   a n d a   d a n   p i l i h   " H a n t a r "   u n t u k   m e n g h a n t a r   m e s e j .   A p a b i l a   m e m i l i h   " O p s y e n " ,   a n d a   b o l e h   m e m a s u k k a n   p e r a s a a n ,   g u n a   t e m p l a t ,   d l l .   A n d a   j u g a   b o l e h   m e n g h a n t a r   f a i l ,   m e n g u r u s   b u a l a n ,   m e n u t u p   b u a l a n   a k t i f . 	 	*	(	G	  8		&	G	6	  	K	  	>		5	  	0	G		  	0	  8		&	G	6	  -	G		(	G	  	G	  2	?		  " -	G		G		"   	>	  	/	(	  	0	G		d	  " 5	?		2	M	*	K		"   	>	  	/	(	  	0	$	G	  8	.	/	,   	*	  8		5	G	&	(	>			  !	>	2	  8		$	G	  9	H		,   	G	.	M	*	M	2	G		M	8	  	>	  		*	/	K		  	0	  8		$	G	  9	H		d	  	*	  +	<	>		2	  -	G		  8		$	G	  9	H		,   	H		  	>	  *	M	0	,		'	(	  	0	  8		$	G	  9	H		,   8		M	0	?	/	  	H		  	K	  ,		&	  	0	  8		$	G	  9	H		d	    	 	 	 	 B i l l e n t y qz z e   b e   a z    z e n e t e t    s   j e l  l j e   k i   a    E l k  l d  s    e l e m e t   a z    z e n e t   e l k  l d  s  h e z .   H a   k i j e l  l i   a z    L e h e t Qs  g e k "   m e n  t ,   s z i m b  l u m o t   t u d   b e s z  r n i ,   s a b l o n t   t u d   h a s z n  l n i   s t b .   F  j l t   t u d   k  l d e n i ,   c s e v e g  s t   k e z e l n i ,   v a g y   a k t  v   c s e v e g  s t   t u d   b e z  r n i . 	 	 	 	 T y p   e e n   b e r i c h t   i n   e n   c l i k   o p   " V e r z e n d e n "   o m   e e n   b e r i c h t   t e   v e r z e n d e n .   S e l e c t e e r t   u   " O p t i e s " ,   d a n   k u n t   u   e m o t i e   t o e v o e g e n ,   s j a b l o n e n   g e b r u i k e n   e n z .   U   k u n t   e e n   b e s t a n d   v e r z e n d e n ,   d e   c h a t   b e h e r e n ,   d e   h u i d i g e   c h a t   a f s l u i t e n . 	 	 	 I n t r o d u c e ci   m e s a j u l   _i   s e l e c t a ci    T r i m i t e r e    p e n t r u   a   t r i m i t e   u n   m e s a j .   C  n d   s e l e c t a ci    O p ci u n i  ,   p u t e ci   i n s e r a   s i m b o l u r i ,   u t i l i z a   _a b l o a n e   e t c .   P u t e ci   t r i m i t e   f i _i e r e ,   a d m i n i s t r a   d i s c u ci i ,    n c h i d e   d i s c u ci a   a c t i v . 	 	 	         " "       .       " " ,       ,       .       ,       '       '   . 	 	 	 ~'E  .H/  1'  *'~  FEH/G  H  (1'  A13*'/F  ~'E  " A13*'/F"   1'  (12F/.   GF'EG  " 2FG  G'"   1'  'F*.'(  EF/  E*H'F/  FE'/G'  1'  H'1/  FEH/G  '2  'DHG'  '3*A'/G  1/G  H  :1G.   E*H'F/  ~1HF/G  A13*'/G  (G  E/1*  ~2F  ~1/'.*G  ~  A9'D  1'  ((F//. 	 	 	 					  								  					  			  						  							  				  " 					" - 		  			  			d	" 				"   								  			  				  				  					  					,   								  							  				  					,   							d	  				  				  						  					,   					  				  					,   							  					  				  				  					d		 	 	 	 	 	 	 	 	 T i k   j o u   b o o d s k a p   i n   e n   k i e s   " S t u u r "   o m    n   b o o d s k a p   t e   s t u u r .   W a n n e e r   j y   " O p s i e s "   k i e s ,   k a n   j y   e m o s i e   i n v o e g ,   v o r m b r i e w e   g e b r u i k ,   e n s .   J y   k a n    n   l  e r   s t u u r ,   d i e   k l e t s   b e s t u u r   e n   d i e   a k t i e w e   k l e t s   t o e m a a k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i g i t e   s u a   m e n s a g e m   e   s e l e c i o n e   " E n v i a r "   p a r a   e n v i a r   u m a   m e n s a g e m .   Q u a n d o   s e l e c i o n a r   " O p   e s " ,   v o c    p o d e   i n s e r i r   e m o   o ,   u s a r   m o d e l o s ,   e s t .   V o c    p o d e   e n v i a r   u m   a r q u i v o ,   g e r e n c i a r   b a t e - p a p o ,   f e c h a r   o   b a t e - p a p o   a t i v o . 
 
 S T R _ I D _ I M P S _ H E L P _ C O N T _ L I S T 	 I M P S 	 U N L I M 	 h e l p   i n f o r m a t i o n   f o r   c o n t a c t   l i s t   s c r e e n 	 T o   s t a r t   a   c h a t ,   s e l e c t   a   c o n t a c t   a n d   t h e n   " W r i t e   m e s s a g e " .   B y   s e l e c t i n g   " O p t i o n s "   y o u   c a n   a d d   C o n t a c t s   o r   G r o u p s ,   m a n a g e   y o u r   c o n t a c t s ,   e d i t   y o u r   a v a i l a b i l i t y ,   e t c . 	 x-Noa}Nxd [
o` 1\SNYroa}NJ)Y0N x SNReQoa}NbD}{toa}N9e]vrKaI{0	 	-NT|N	b QOo` 1\SN _YNT|NJ)Y0Ǐ 	y SNmRT|Nb~{tT|N9eS]r`I{0	 C2#@#4H!A
  C+I@%7-9I4H-  21I  " @5"I-'2!"   B"2#@%7-  " 1'@%7-"   8*2!2#@4H!9I4H-+#7-%8H!,   12#9I4H--8,   AID*20,   /%/	 P a r a   i n i c i a r   u n a   c h a r l a ,   s e l e c c i o n e   u n   c o n t a c t o   y   d e s p u  s   E s c r i b a   u n   m e n s a j e .   A l   s e l e c c i o n a r   " O p c i o n e s "   u s t e d   p u e d e   a  a d i r   C o n t a c t o s   o   G r u p o s ,   a d m i n i s t r a r   s u s   c o n t a c t o s ,   e d i t a r   s u   d i s p o n i b i l i d a d ,   e t c .   " 	 P o u r   c o m m e n c e r   u n e   c o n v e r s a t i o n ,   s  l e c t i o n n e z   u n   c o n t a c t   e t   E c r i v e z   u n   m e s s a g e " " .   S  l e c t i o n n e z   " " O p t i o n s " "   p o u r   a j o u t e r   d e s   C o n t a c t s   o u   d e s   G r o u p e s ,   g  r e r   v o s   c o n t a c t s ,   c h a n g e r   v o t r e   d i s p o n i b i l i t    e t c . " 	 F  r   e i n e n   C h a t   w  h l e n   S i e   e i n e n   K o n t a k t   u n d   s c h r e i b e n   d a n n   d i e   N a c h r i c h t " " .   D u r c h   W a h l   v o n   " " O p t i o n e n " "   k  n n e n   S i e   K o n t a k t e   o d e r   G r u p p e n   h i n z u f  g e n ,   I h r e   K o n t a k t e   v e r w a l t e n ,   I h r e   V e r f  g b a r k e i t   b e a r b e i t e n ,   e t c . " 	 'B>1K  =0G0BL  G0B,   2K15@8B5  :>=B0:B,   0  70B5<  " 0?8A0BL  A>>1I5=85" .   K1@02  " 0@0<5B@K"   <>6=>  4>102;OBL  >=B0:BK  8;8  @C??K,   C?@02;OBL  :>=B0:B0<8,   87<5=OBL  4>ABC?=>ABL  8  B. ?. 	 P e r   a v v i a r e   u n a   c h a t ,   s e l e z i o n a r e   u n   m e s s a g g i o ,   q u i n d i   " S c r i v i   m e s s a g g i o " .   S e l e z i o n a n d o   " O p z i o n i " ,      p o s s i b i l e   a g g i u n g e r e   c o n t a t t i   o   g r u p p i ,   g e s t i r e   i   c o n t a t t i ,   m o d i f i c a r e   l a   d i s p o n i b i l i t  ,   e c c . 	 D(/!  E-'/+)  '.*1  #-/  'D#3E'!  +E  '6:7  9DI  " C*'()  13'D)" .   9F/  '.*J'1  " .J'1'*"   JECFC  %6'A)  #3E'!  #H  E,EH9'*  #.1I  #H  %/'1)  ,G'*  'D'*5'D  #H  *:JJ1  -'D)  'D*H'A1  %DI  :J1  0DC. 	 P a r a   i n i c i a r   u m a   c o n v e r s a ,   s e l e c c i o n e   u m   c o n t a c t o   e   d e p o i s   " E s c r e v e r   m e n s a g e m " .   S e l e c c i o n a n d o   " O p   e s "   p o d e r    a d i c i o n a r   C o n t a c t o s   o u   G r u p o s ,   g e r i r   o s   s e u s   c o n t a c t o s ,   e d i t a r   a   s u a   d i s p o n i b i l i d a d e ,   e t c . 	 B i r   s o h b e t   b a _l a t m a k   i  i n   b i r   k i _i   s e  i n   v e   " M e s a j   Y a z " a   b a s 1n .   " S e  e n e k l e r " i   s e  e r e k   K i _i l e r i   v e y a   G r u p l a r 1  e k l e y e b i l i r ,   k i _i l e r i n i z i   y  n e t e b i l i r ,   u l a _1l a b i l i r l i i n i z i   d e i _t i r e b i l i r s i n i z . 	   k h i   n g   m t   p h i  n   c h a t ,   c h n   m t   l i  n   l c   r i   c h n   " V i t   t i n   n h n " .   B n g   c  c h   c h n   " T  y   c h n " ,   b n   c    t h   t h  m   D a n h   b   h o c   N h  m ,   q u n   l    d a n h   b ,   s a   t  n h   t r n g   c    s n ,   v . v . . . 	 U n t u k   m e m u l a i   o b r o l a n ,   p i l i h   s a l a h   s a t u   k o n t a k ,   l a l u   " T u l i s   p e s a n " .   D e n g a n   m e m i l i h   " P i l i h a n " ,   A n d a   d a p a t   m e n a m b a h k a n   K o n t a k   a t a u   G r u p ,   m e n g a t u r   k o n t a k ,   m e n g e d i t   k e b e r a d a a n ,   d l l . 	 U n t u k   m e m u l a k a n   p e r b u a l a n ,   p i l i h   k e n a l a n   d a n   " T u l i s   m e s e j " .   D e n g a n   m e m i l i h   " O p s y e n "   a n d a   b o l e h   m e n a m b a h   K e n a l a n   a t a u   K u m p u l a n ,   u r u s k a n   k e n a l a n   a n d a ,   e d i t   k e t e r s e d i a a n   a n d a ,   d l l . 	 	H		  6	A	0	B	  	0	(	G	  	G	  2	?		,   		  8		*	0	M		  	A	(	G		  	0	  8		&	G	6	" "   2	?		G		.   " 5	?		2	M	*	"   	A	(		0	  	*	  8		*	0	M		  	%	5	>	  8	.	B	9	  	K	!	<	  8		$	G	  9	H		,   	*	(	G	  8		*	0	M		K		  	K	  5	M	/	5	8	M	%	?	$	  	0	  8		$	G	  9	H		,   	*	(	@	  		*	2	,	M	'	$	>	  	>	  8		*	>	&	(	  	0	  8		$	G	  9	H		,   	&	?	" 	 	 	 	 C s e v e g  s   k e z d e m  n y e z  s  h e z   j e l  l j e   k i   a   p a r t n e r t ,   m a j d   a    W r i t e   m e s s a g e "   (  z e n e t    r  s a )   e l e m e t .   H a   k i j e l  l i   a z     O p t i o n s "    ( L e h e t Qs  g e k )   m e n  t ,   p a r t n e r e k e t   v a g y   c s o p o r t o k a t   t u d   f e l v e n n i ,   k e z e l n i   t u d j a   a   p a r t n e r l i s t  j  t ,   s z e r k e s z t e n i   t u d j a   e l  r h e t Qs  g  t   s t b .  	 	 	 	 O m   e e n   c h a t   t e   s t a r t e n ,   s e l e c t e e r t   u   e e n   c o n t a c t p e r s o o n   e n   s c h r i j f t   u   e e n   b e r i c h t .   S e l e c t e e r t   u   " O p t i e s "   d a n   k u n t   u   c o n t a c t p e r s o n e n   o f   g r o e p e n   t o e v o e g e n ,   c o n t a c t p e r s o n e n   b e h e r e n ,   u w   b e s c h i k b a a r h e i d   b e w e r k e n   e n z . 	 	 	 P e n t r u   a    n c e p e   o   c o n v e r s a ci e ,   s e l e c t a ci   u n   c o n t a c t   _i   a p o i   " " S c r i e r e   m e s a j " " .   S e l e c t  n d   " " O p ci u n i " "   p u t e ci   a d u g a   C o n t a c t e   s a u   G r u p u r i ,   v   p u t e ci   a d m i n i s t r a   c o n t a c t e l e ,   e d i t a   d i s p o n i b i l i t a t e a   e t c . " 	 	 	   ' ,                 " " .       " " ,             ,           ,         ,   . " 	 	 	 (1'  ":'2  ~2F  E.'7(  1'  (12/G  H  3~3  FH4*F  ~'E  1'  'F*.'(  F/" " .   ('  'F*.'(  " 2FG  G'"   E*H'F/  E.'7(  G'  '  1HGG'  1'  'A2H/G  AG13*  E.'7(  G'  .H/  1'  E/1*  1/G  H  E2'F  /3*13  (G  .H/*'F  H  /1  EH'1/  1'  H1'4  FE'/. " 	 	 	 					  				  				  				  							  					  				  			  "   						  					" d	  " 					"   					  			  				  							  		  		  			  				  					,   					  							  							,   					  				  				  		  								  				,   							d	  	 	 	 	 	 	 	 	 	 O m   t e   b e g i n   k l e t s ,   k i e s   ' n   k o n t a k   e n   d a n   S k r y f   b o o d s k a p " " .   D e u r   " " O p s i e s " "   t e   k i e s ,   k a n   j y   K o n t a k t e   o f   G r o e p e   b y v o e g ,   j o u   k o n t a k t e   b e s t u u r ,   j o u   b e s k i k b a a r h e i d   w y s i g ,   e n s . " 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a   i n i c i a r   u m   b a t e - p a p o ,   s e l e c i o n e   u m   c o n t a t o   e   d e p o i s   " E s c r e v e r   m e n s a g e m " .   A o   s e l e c i o n a r   " O p   e s "   v o c    p o d e   a d i c i o n a r   C o n t a t o s   o u   G r u p o s ,   g e r e n c i a r   s e u s   c o n t a t o s ,   e d i t a r   s u a   d i s p o n i b i l i d a d e ,   e t c . 
 
 S T R _ I D _ I M P S _ H E L P _ C O N T 	 I M P S 	 U N L I M 	 h e l p   i n f o r m a t i o n   f o r   a d d   c o n t   s c r e e n 	 Y o u   c a n   a d d   a   n e w   c o n t a c t   d i r e c t l y   b y   i n p u t t i n g   t h e   c o n t a c t ' s   e m a i l   a d d r e s s   o r   p h o n e   n u m b e r .   Y o u   c a n   a l s o   a d d   a   n e w   c o n t a c t   b y   s e a r c h i n g   o r   s e a r c h i n g   f r o m   P h o n e b o o k . 	 N8eQoa}NP[N0W@WbKb_j_xSNvcReQoa}N0_NSNNd\b_q?|	eQd\ǌe0	 ǏeQT|N5uP[N0W@WbKb:gSxSNvcmRT|N0_NSNǏd"}bN5u݋?|R}g~bDe0	 8*2!2#@4H!9I4H-C+!HB"#  B"2#I--5@!%A-@#*  +#7-+!2"@%B#(1L-9I4H-  -25I  8"1*2!2#@4H!9I4H-C+!H  B"2#I+2+#7-I+22*!8B#(1LDII'"	 U s t e d   p u e d e   a  a d i r   u n   c o n t a c t o   n u e v o   d i r e c t a m e n t e   a l   i n t r o d u c i r   l a   d i r e c c i  n   d e   c o r r e o   e l e c t r  n i c a   o   e l   n  m e r o   t e l e f  n i c o   d e l   c o n t a c t o .   U s t e d   t a m b i  n   p u e d e   a  a d i r   u n   c o n t a c t o   a l   r e a l i z a r   u n a   b  s q u e d a   o   a l   b u s c a r   d e s d e   e l   D i r e c t o r i o   T e l e f  n i c o .     	 V o u s   p o u v e z   a j o u t e r   u n   n o u v e a u   c o n t a c t   d i r e c t e m e n t   e n   e n t r a n t   l ' a d r e s s e   E m a i l   d u   c o n t a c t   o u   s o n   n u m  r o   d e   t  l  p h o n e .   V o u s   p o u v e z   a u s s i   a j o u t e r   u n   n o u v e z u   c o n t a c t   e n   r e c h e r c h a n t   d a n s   l ' A n n u a i r e . 	 E i n e n   n e u e n   K o n t a k t   k  n n e n   S i e   d i r e k t   h i n z u f  g e n ,   i n d e m   S i e   d i e   e M a i l - A d r e s s e   o d e r   T e l e f o n n u m m e r   e i n e s   K o n t a k t e s   e i n g e b e n .   S i e   k  n n e n   e i n e n   n e u e n   K o n t a k t   a u c h   p e r   S u c h e   o d e r   p e r   S u c h e   i m   T e l e f o n b u c h   h i n z u f  g e n . 	 >6=>  4>1028BL  =>2K9  :>=B0:B  =0?@O<CN.   ;O  MB>3>  =C6=>  225AB8  M;5:B@>==K9  04@5A  8;8  B5;5D>==K9  =><5@  :>=B0:B0.   @><5  B>3>,   =>2K9  :>=B0:B  <>6=>  4>1028BL  A  ?><>ILN  ?>8A:0  8;8  ?>8A:0  ?>  B5;5D>==>9  :=835. 	    p o s s i b i l e   a g g i u n g e r e   d i r e t t a m e n t e   u n   n u o v o   c o n t a t t o   i n s e r e n d o n e   l  i n d i r i z z o   e - m a i l   o   i l   n u m e r o   d i   t e l e f o n o .      a n c h e   p o s s i b i l e   a g g i u n g e r e   u n   n u o v o   c o n t a t t o   m e d i a n t e   l a   r i c e r c a   o   l a   s e l e z i o n e   d a l l a   r u b r i c a . 	 JECFC  %6'A)  ,G)  '*5'D  ,/J/)  E('41)K  9F  71JB  %/.'D  9FH'F  'D(1J/  'D%DC*1HFJ  #H  1BE  'DG'*A  'D.'5  (G'.   HJECFC  #J6K'  %6'A)  '3E  ,/J/  9F  71JB  'D(-+  #H  'D(-+  AJ  /DJD  'DG'*A. 	 P o d e   a d i c i o n a r   u m   n o v o   c o n t a c t o   i n t r o d u z i n d o   d i r e c t a m e n t e   o   e n d e r e  o   d e   e - m a i l   o u   n  m e r o   d e   t e l e f o n e   d o   c o n t a c t o .   P o d e   t a m b  m   a d i c i o n a r   u m   n o v o   c o n t a c t o   e f e c t u a n d o   u m a   p r o c u r a   n a   L i s t a   t e l e f  n i c a . 	 K i _i n i n   e - p o s t a   a d r e s i n i   y a   d a   t e l e f o n   n u m a r a s 1n 1  g i r e r e k   y e n i   b i r   k i _i   e k l e y e b i l i r s i n i z .   A y n 1  z a m a n d a   T e l e f o n   D e f t e r i n d e   a r a m a   y a p a r a k   d a   y e n i   b i r   k i _i   e k l e y e b i l i r s i n i z . 	 B n   c    t h   t h  m   t r c   t i p   m t   l i  n   l c   m i   b n g   c  c h   n h p   a   c h   e m a i l   h o c   s   i n   t h o i   c a   l i  n   l c    .   B n   c in g   c    t h   t h  m   l i  n   l c   m i   b n g   c  c h   t  m   k i m   h o c   t  m   t r o n g   D a n h   b . 	 A n d a   d a p a t   m e n a m b a h k a n   k o n t a k   s e c a r a   l a n g s u n g   d e n g a n   m e m a s u k k a n   a l a m a t   e m a i l   a t a u   n o m o r   t e l e p o n   k o n t a k   t e r s e b u t .   A n d a   j u g a   d a p a t   m e n a m b a h k a n   k o n t a k   b a r u   d e n g a n   m e n c a r i   d a r i   B u k u   t e l e p o n . 	 A n d a   b o l e h   m e n a m b a h   k e n a l a n   b a r u   s e c a r a   t e r u s   d e n g a n   m e n g i n p u t   a l a m a t   e - m e l   a t a u   n o m b o r   t e l e f o n   k e n a l a n .   A n d a   j u g a   b o l e h   m e n a m b a h   k e n a l a n   b a r u   d e n g a n   m e n c a r i   a t a u   m e n c a r i   d a r i   B u k u   T e l e f o n . 	 8		*	0	M		  	G	  	.	G	2	  *	$	G	  /	>	  +	K	(	  (		,	0	  	K	  &	G		0	  	*	  8	@	'	G	  		  (	/	>	  8		*	0	M		  	K	!	<	  8		$	G	  9	H		d	  	*	  	K			0	  /	>	  +	K	(	,	A		  8	G	  	K		  	0	  -	@	  		  (	/	>	  8		*	0	M		  	K	!	<	  8		$	G	  9	H		d	  	 	 	 	 A z    j   p a r t n e r t   k  z v e t l e n  l   f e l v e h e t i ,   h a   m e g a d j a   e - m a i l   c  m  t   v a g y   t e l e f o n s z  m  t .   K e r e s  s   a l a p j  n   v a g y   a   t e l e f o n k  n y v b Ql   i s   v e h e t   f e l    j   p a r t n e r t . 	 	 	 	 U   k u n t   e e n   c o n t a c t p e r s o o n   t o e v o e g e n   d o o r   e - m a i l a d r e s   o f   t e l e f o o n n u m m e r   i n   t e   v o e r e n .   U   k u n t   o o k   e e n   c o n t a c t p e r s o o n   t o e v o e g e n   d o o r   t e   z o e k e n   o f   t e   z o e k e n   i n   h e t   t e l e f o o n b o e k . 	 	 	 P u t e ci   a d u g a   o   p e r s o a n   d e   c o n t a c t   n o u   p r i n   i n t r o d u c e r e a   d i r e c t   a   a d r e s e i   d e   e - m a i l   _i   a   n u m r u l u i   d e   t e l e f o n   a l   p e r s o a n e i   d e   c o n t a c t .   D e   a s e m e n e a ,   p u t e ci   a d u g a   o   p e r s o a n   d e   c o n t a c t   n o u   p r i n   c u t a r e   s a u   p r i n   c u t a r e    n   A g e n d . 	 	 	                                         .     ,                 ,         . 	 	 	 E*H'F/  E3*BE'  ('  H'1/  1/F  F4'F  1''F'EG  '  4E'1G  *DAF  E.'7(  ,//  1'  (A2'/.   E*H'F/  ('  ,3*,H  '  '2  /'.D  /A*1G  *DAF  GE  E.'7(  ,//  1'  (A2'/. 	 	 	 				  								  				  						  		  			  					  						  						  							  			  				  									  							  					  				  					d	  				  										  		  							  											  								  				  									  									  					  				  					d		 	 	 	 	 	 	 	 	 J y   k a n    n   n u w e   k o n t a k   d i r e k   b y v o e g   d e u r   d i e   k o n t a k   s e   e - p o s a d r e s   o f   f o o n n o m m e r   i n   t e   v o e r .   J y   k a n   o o k    n   n u w e   k o n t a k   b y v o e g   d e u r   t e   s o e k   o f   i n   d i e   F o o n b o e k   t e   s o e k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o c    p o d e   a d i c i o n a r   u m   n o v o   c o n t a t o   d i r e t a m e n t e ,   c o l o c a n d o   o   e n d e r e  o   d e   e - m a i l   d o   c o n t a t o   o u   n  m e r o   d o   t e l e f o n e .   V o c    p o d e   t a m b  m   a d i c i o n a r   u m   n o v o   c o n t a t o   p r o c u r a n d o   n a   a g e n d a   t e l e f  n i c a . 
 
 S T R _ I D _ I M P S _ T A B _ B U D D I E S 	 I M P S 	 T A B 	 B u d d i e s   l i s t   S t r i n g 	 1 - C o n t a c t   l i s t 	 1 - oa}NnU	 1 - T|NRh	 1 - #2"2#9I4H-	 1 - L i s t a   d e   c o n t a c t o s   	 1 - L i s t e   d e s   c o n t a c t s 	 1   -   K o n t a k t l i s t e 	 1 - !?8A>:  :>=B0:B>2	 1 - E l e n c o   c o n t a t t i 	 1 -   B'&E)  ,G'*  'D'*5'D	 1 - L i s t a   d e   c o n t a c t o s 	 1 - K i _i   l i s t e s i 	 1 - D . s  c h   l i  n   l c 	 1 - D a f t a r   k o n t a k 	 1 - S e n a r a i   k e n a l a n 	 1 - 8		*	0	M		  8	B		@		 	 	 	 1 - P a r t n e r l i s t a 	 	 	 	 1 - C o n t a c t l i j s t 	 	 	 1 - L i s t   p e r s o a n e   d e   c o n t a c t 	 	 	 1  -     	 	 	 1 - AG13*  E.'7(G'	 	 	 	-   									  							 	 	 	 	 	 	 	 	 1 - K o n t a k l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1 - L i s t a   d e   c o n t a t o s 
 
 S T R _ I D _ I M P S _ R E Q _ R I T S 	 I M P S 	 P O P U P C O N F I R M 	 R e q u e s t   r i g h t s ? 	 R e q u e s t   r i g h t s ? 	 ˊBl
k)R	 BlCg)R	 -*44L? 	  S o l i c i t a r   d e r e c h o s ? 	 D e m a n d e r   l e s   d r o i t s   ? 	 R e c h t e   a n f o r d e r n ? 	 0?@>A8BL  ?@020? 	 R i c h i e d e r e   d i r i t t i ? 	 7D(  'D-BHB	 P e d i r   d i r e i t o s ? 	 H a k l a r 1  i s t e ? 	 Y  u   c u   c  c   q u y n ? 	 M i n t a   h a k ? 	 M i n t a   h a k ? 	 	'	?		>	0	K		  	G	  2	?		  	(	A	0	K	'	? 	 	 	 	 K  r   j o g o s u l t s  g o t ? 	 	 	 	 R e c h t e n   o p v r a g e n ? 	 	 	 S o l i c i t a ci   d r e p t u r i ? 	 	 	   ? 	 	 	 -BHB  /1.H'3*  1/F/	 	 	 								  				  						? 	 	 	 	 	 	 	 	 	 V r a   r e g t e   a a n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l i c i t a r   d i r e i t o s ? 
 
 S T R _ I D _ I M P S _ S T A T U S _ U P D A T E _ D O N E 	 I M P S 	 P O P U P 	 S t a t u s   u p d a t e d   s t r i n g 	 S t a t u s   u p d a t e d 	 rKa]fe	 r`]fe	 *20-1@A%I'	 E s t a d o   a c t u a l i z a d o 	 E t a t   m i s      j o u r 	 S t a t u s   a k t u a l i s i e r t 	 !>AB>O=85  >1=>2;5=>	 S t a t o   a g g i o r n a t o 	 *E  *-/J+  'D-'D)	 E s t a d o   a c t u a l i z a d o 	 D u r u m   g  n c e l l e n d i 	    c . n h t   t . t r n g 	 S t a t u s   d i p e r b a r u i 	 S t a t u s   d i k e m a s k i n i k a n 	 8	M	%	?	$	?	  	&	M	/	$	(	  	0	G			 	 	 	  l l a p o t :   f r i s s  t e t t 	 	 	 	 T o e s t a n d   b i j g e w e r k t 	 	 	 S t a r e   a c t u a l i z a t 	 	 	   	 	 	 H69*  (GF'E  3'2  4/	 	 	 						  								  			  						 	 	 	 	 	 	 	 	 S t a t u s   b y g e w e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S t a t u s   a t u a l i z a d o 
 
 S T R _ I D _ I M P S _ S T A T U S _ U P D A T E _ F A I L 	 I M P S 	 P O P U P 	 M M I   s t r i n g 	   F a i l e d   t o   u p d a t e   s t a t u s 	 ferKa1YWe	 fer`1Y%	   D!H*2!2#-1@*20	 N o   s e   p u d o   a c t u a l i z a r   e l   e s t a t u s 	 E c h e c   d e   m i s e      j o u r   d e   l '  t a t 	   S t a t u s   k o n n t e   n i c h t   a k t u a l i s i e r t   w e r d e n 	   5  C40;>AL  >1=>28BL  A>AB>O=85	 A g g i o r n a m e n t o   s t a t o   n o n   r i u s c i t o 	 A4D  *-/J+  'D-'D)	 F a l h a   a o   a c t u a l i z a r   o   e s t a d o 	 D u r u m u n   g  n c e l l e m e s i   b a _a r 1s 1z 	   K . t h   c p   n h t   t  n h   t r n g 	   G a g a l   m e m p e r b a r u i   s t a t u s 	 G a g a l   m e n g e m a s k i n i   s t a t u s 	 8	M	%	?	$	?	  	&	M	/	$	(	  	0	(	G	  .	G		  	8	+	2		 	 	 	   A z    l l a p o t   f r i s s  t  s e   s i k e r t e l e n 	 	 	 	 K o n   d e   t o e s t a n d   n i e t   b i j w e r k e n 	 	 	 A c t u a l i z a r e   s t a t u s   n e r e u _i t 	 	 	     	 	 	   (GF'E  3'2  H69*  F'EHAB  (H/	 	 	 									  					  				  							 	 	 	 	 	 	 	 	 K o n   n i e   s t a t u s   b y w e r k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   F a l h a   e m   a t u a l i z a r   s t a t u s 
 
 S T R _ I D _ I M P S _ C A L L _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 C a l l ? 	 C a l l ? 	 d_	 |TS	 B#? 	  L l a m a r ? 	 A p p e l e r   ? 	 A n r u f e n ? 	 2>=>:? 	 C h i a m a r e ? 	 '*5'D	 C h a m a r ? 	 A r a m a   y a p ? 	 G i ? 	 H u b u n g i ? 	 B u a t   p a n g g i l a n ? 	 	I	2	  	0	G		? 	 	 	 	 H  v j a ? 	 	 	 	 O p b e l l e n ? 	 	 	 E f e c t u a ci   a p e l u l ? 	 	 	 ? 	 	 	 2F  2/G  4H/	 	 	 		  					? 	 	 	 	 	 	 	 	 	 S k a k e l ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i g a r ? 
 
 S T R _ I D _ I M P S _ S A V E _ T O _ P H B _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 S a v e   t o   p h o n e b o o k ? 	 S a v e   t o   P h o n e b o o k ? 	 2QX[0Rq?|	 OX[0R5u݋?|	 1@GD"1*!8B#(1L? 	  G u a r d a r   e n   d i r e c t o r i o   t e l e f  n i c o ? 	 E n r e g i s t r e r   d a n s   l e   r  p e r t o i r e   t  l  p h o n i q u e   ? 	 I m   T e l e f o n b u c h   s p e i c h e r n _ 	 !>E@0=8BL  2  :>=B0:BK? 	 S a l v a r e   s u   R u b r i c a ? 	 -A8  AJ  /A*1  'DG'*A	 G u a r d a r   n a   l i s t a   t e l e f  n i c a ? 	 T e l e f o n   r e h b e r i n e   k a y d e t ? 	 L u   v  o   d a n h   b ? 	 S i m p a n   k e   B u k u   t e l e p o n ? 	 S i m p a n   d i   b u k u   t e l e f o n ? 	 +	K	(	*	A	8	M	$	?		>	  .	G		  8	9	G		G			 	 	 	 M e n t i   a   t e l e f o n k  n y v b e ? 	 	 	 	 O p s l a a n   i n   t e l e f o o n b o e k ? 	 	 	 S a l v a ci    n   a g e n d ? 	 	 	     ? 	 	 	 /1  /A*1G  *DAF  0.1G  1//	 	 	 								  							/ 			  					? 	 	 	 	 	 	 	 	 	 B e r g   i n   f o o n b o e k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   n a   a g e n d a   t e l e f  n i c a ? 
 
 S T R _ I D _ I M P S _ G O T O _ A S K 	 I M P S 	 P O P U P C O N F I R M 	 G o   t o ? 	 G o   t o ? 	 MR_	 ۏeQ	 D"1? 	  I r   a ? 	 A l l e r      ? 	 G e h e n   z u ? 	 5@59B8? 	 A n d a r e   a ? 	 'F*B'D  %DI	 I r   p a r a ? 	  e s i n e   g i t ? 	 T r u y   c p ? 	 B u k a ? 	 P e r g i   k e ? 	 *	0	  	>			? 	 	 	 	 U g r  s   i d e ? 	 	 	 	 E r h e e n   g a a r ? 	 	 	 F a c e ci   s a l t   l a ? 	 	 	   ? 	 	 	 (G  F4'F  21  E1H/	 	 	 					? 	 	 	 	 	 	 	 	 	 G a a n   n a ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r   p a r a ? 
 
 S T R _ I D _ I M P S _ M A N A G E _ C O N V E R S A T I O N 	 I M P S 	 T I T L E ,   I C O N T E X T 	 M a n a g e   c o n v e r s a t i o n 	 M a n a g e   c o n v e r s a t i o n 	 
\q{t	 [݋{t	 12#2#*2	 A d m i n i s t r a r   c o n v e r s a c i  n 	 G  r e r   l a   c o n v e r s a t i o n 	 G e s p r  c h   v e r w a l t e n 	 #?@02;5=85  @073>2>@><	 G e s t i s c i   c o n v e r s a z i o n e 	 %/'1)  'DE-'/+)	 G e r i r   c o n v e r s a 	 S o h b e t i   y  n e t 	 Q u n   l    h i   t h o i 	 A t u r   p e r c a k a p a n 	 U r u s   p e r b u a l a n 	 5	>	0	M	$	>	2	>	*	  	>	  *	M	0	,		'	  	0	G			 	 	 	 T  r s a l g  s   k e z e l  s e 	 	 	 	 C o n v e r s a t i e   b e h e r e n 	 	 	 G e s t i o n a r e   c o n v e r s a ci e 	 	 	   	 	 	 E/1*  A*H	 	 	 										  												 	 	 	 	 	 	 	 	 B e s t u u r   g e s p r e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e r e n c i a r   c o n v e r s a 
 
 S T R _ I D _ I M P S _ V I E W _ C O N V E R S A T I O N 	 I M P S 	 T I T L E ,   I C O N T E X T 	 V i e w   c o n v e r s a t i o n 	 V i e w   c o n v e r s a t i o n 	 j
\q	 gw[݋	 92#*2	 V i s u a l i z a r   c o n v e r s a c i  n 	 V o i r   l a   c o n v e r s a t i o n 	 G e s p r  c h   a n z e i g e n 	 @>A<>B@5BL  @073>2>@	 V i s u a l i z z a   c o n v e r s a z i o n e 	 916  'DE-'/+)	 V e r   c o n v e r s a 	 S o h b e t i   i z l e 	 X e m   h i   t h o i 	 L i h a t   p e r c a k a p a n 	 L i h a t   p e r b u a l a n 	 5	>	0	M	$	>	2	>	*	  &	G		G			 	 	 	 T  r s a l g  s   m e g t e k i n t  s e 	 	 	 	 C o n v e r s a t i e   b e k i j k e n 	 	 	 V i z u a l i z a r e   c o n v e r s a ci e 	 	 	   	 	 	 E4'G/G  A*H	 	 	 										/ 								  					 	 	 	 	 	 	 	 	 K y k   n a   g e s p r e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r   c o n v e r s a 
 
 S T R _ I D _ I M P S _ S A V E _ C O N V E R S A T I O N 	 I M P S 	 I C O N T E X T 	 S a v e   c o n v e r s a t i o n 	 S a v e   c o n v e r s a t i o n 	 2QX[
\q	 OX[[݋	 1@G2#*2	 G u a r d a r   c o n v e r s a c i  n   	 E n r e g i s t r e r   l a   c o n v e r s a t i o n 	 G e s p r  c h   s p e i c h e r n 	 !>E@0=8BL  @073>2>@	 S a l v a   c o n v e r s a z i o n e 	 -A8  'DE-'/+)	 G u a r d a r   c o n v e r s a 	 S o h b e t i   k a y d e t 	 L u   h i   t h o i 	 S i m p a n   p e r c a k a p a n 	 S i m p a n   p e r b u a l a n 	 5	>	0	M	$	>	2	>	*	  8	9	G		G			 	 	 	 T  r s a l g  s   m e n t  s e 	 	 	 	 C o n v e r s a t i e   o p s l a a n 	 	 	 S a l v a r e   c o n v e r s a ci e 	 	 	   	 	 	 0.1G  A*H	 	 	 										  								 	 	 	 	 	 	 	 	 B e r g   g e s p r e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   c o n v e r s a 
 
 S T R _ I D _ I M P S _ D E L _ C O N V E R S A T I O N 	 I M P S 	 I C O N T E X T 	 D e l e t e   c o n v e r s a t i o n 	 D e l e t e   c o n v e r s a t i o n 	 *Rd
\q	  Rd[݋	 %2#*2	 B o r r a r   c o n v e r s a c i  n   	 S u p p r i m e r   l a   c o n v e r s a t i o n 	 G e s p r  c h   l  s c h e n 	 #40;8BL  @073>2>@	 E l i m i n a   c o n v e r s a z i o n e 	 -0A  'DE-'/+)	 E l i m i n a r   c o n v e r s a 	 S o h b e t i   s i l 	 X  a   h i   t h o i 	 H a p u s   p e r c a k a p a n 	 P a d a m   p e r b u a l a n 	 5	>	0	M	$	>	2	>	*	  .	?		>				 	 	 	 T  r s a l g  s   t  r l  s e 	 	 	 	 C o n v e r s a t i e   v e r w i j d e r e n 	 	 	 ^t e r g e r e   c o n v e r s a ci e 	 	 	   	 	 	 -0A  A*H	 	 	 								  				  					 	 	 	 	 	 	 	 	 S k r a p   g e s p r e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   c o n v e r s a 
 
 S T R _ I D _ I M P S _ C O N V E R S A T I O N _ F I L E _ N O T _ E X I S T 	 I M P S 	 P O P U P 	 F i l e   n o t   e x i s t s 	 F i l e   n o t   e x i s t s 	 jHh
NX[(W	 eN
NX[(W	 D!H!5D%L	 E l   a r c h i v o   n o   e x i s t e 	 F i c h i e r   i n e x i s t a n t 	 D a t e i   e x i s t i e r t   n i c h t 	 $09;  =5  ACI5AB2C5B	 F i l e   n o n   e s i s t e n t e 	 'DEDA  :J1  EH,H/	 O   f i c h e i r o   n  o   e x i s t e 	 D o s y a   y o k 	 T p   t i n   k h  n g   t n   t i 	 F i l e   t i d a k   a d a 	 F a i l   t i d a k   w u j u d 	 +	>		2	  .	L		B	&	  (	9	@			 	 	 	 N e m   l  t e z Q  f  j l 	 	 	 	 B e s t a n d   b e s t a a t   n i e t 	 	 	 F i _i e r u l   n u   e x i s t 	 	 	     	 	 	 ~1HF/G  H,H/  F/'1/	 	 	 				  								  				 	 	 	 	 	 	 	 	 L  e r   b e s t a a n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   n  o   e x i s t e 
 
 S T R _ I D _ I M P S _ F A I L _ T O _ D E L E T E 	 I M P S 	 P O P U P 	 F a i l e d   t o   d e l e t e 	 F a i l e d   t o   d e l e t e 	 *Rd1YWe	  Rd1Y%	 D!H*2!2#%	 N o   p u d o   b o r r a r   	 E c h e c   d e   s u p p r e s s i o n 	 K o n n t e   n i c h t   g e l  s c h t   w e r d e n 	 5  C40;>AL  C40;8BL	 I m p o s s i b i l e   e l i m i n a r e 	 *901  'D-0A	 F a l h a   a o   e l i m i n a r 	 S i l i n e m e d i 	 K h  n g   t h   x  a 	 G a g a l   d i h a p u s 	 G a g a l   m e n g h a p u s 	 !	?	2	@		  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   t  r l  s 	 	 	 	 V e r w i j d e r e n   m i s l u k t 	 	 	 I m p o s i b i l   d e   _t e r s 	 	 	   	 	 	 -0A  F'EHAB  (H/	 	 	 				  					  						  					  	 	 	 	 	 	 	 	 	 S k r a p p i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   e x c l u i r 
 
 S T R _ I D _ I M P S _ N O T _ S A V E D _ N U M B E R _ T O O _ L O N G 	 P h o n e B o o k 	 P O P U P 	 N u m b e r   T o o   L o n g ! 	 N o t   s a v e d ,   n u m b e r   t o o   l o n g 	 _x*Yw!ql2QX[	 Sx*YelOX[	 D!HDI1@G,   +!2"@%"2'@4D	 N o   l o   g u a r d  ,   n  m e r o   d e m a s i a d o   l a r g o 	 P a s   e n r e g i s t r  ,   n u m  r o   t r o p   l o n g 	 N i c h t   g e s p e i c h e r t ,   N u m m e r   z u   l a n g 	 5  A>E@0=5=,   =><5@  A;8H:><  4;8==K9	 N o n   s a l v a t o ,   n u m e r o   t r o p p o   l u n g o 	 DE  J*E  'D-A8  'D1BE  7HJD  ,/K'	 N  o   g u a r d a d o ,   n  m e r o   d e m a s i a d o   l o n g o 	 K a y d e d i l m e d i ,   s a y 1   o k   u z u n 	 C h a   l u ,   s   q u    d  i 	 T i d a k   t e r s i m p a n ,   n o m o r   t e r l a l u   p a n j a n g 	 T i d a k   d i s i m p a n ,   n o m b o r   t e r l a l u   p a n j a n g 	 8	9	G		>	  (	9	@		  	/	>	,   (		,	0	  	$	M	/	'	?		  2		,	>		 	 	 	 N i n c s   m e n t v e ,   a   s z  m   t  l   h o s s z  	 	 	 	 N i e t   o p g e s l a g e n ,   n u m m e r   t e   l a n g 	 	 	 S a l v a r e   i m p o s i b i l ,   n u m r u l   e s t e   p r e a   l u n g 	 	 	   ,       	 	 	 0.J1G  F4/  4E'1G  .JD  (DF/  '3*	 	 	 							  			  					,   					  				  						 	 	 	 	 	 	 	 	 N i e   g e b e r g   n i e ,   n o m m e r   t e   l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   s a l v o ,   n  m e r o   m u i t o   l o n g o 
 
 S T R _ I D _ I M P S _ V I E W _ C O N V E R S A T I O N _ N E X T 	 I M P S 	 I C O N T E X T 	 V i e w   n e x t   p a g e 	 N e x t   p a g e 	 N N	 N Nu	 +I2C+!H	 P  g i n a   s i g u i e n t e   	 P a g e   s u i v a n t e 	 N  c h s t e   S e i t e 	 !;54CNI0O  !B@0=8F0  	 P a g i n a   s u c c e s s i v a 	 'D5A-)  'D*'DJ)	 P  g i n a   s e g u i n t e 	 S o n r a k i   s a y f a 	 T r a n g   k   t i p 	 H a l a m a n   b e r i k u t n y a 	 H a l a m a n   s e t e r u s n y a 	 		2	>	  *	C	7	M	
  		 	 	 	 K  v e t k e z Q  o l d a l 	 	 	 	 V o l g e n d e   p a g i n a 	 	 	 P a g i n a   u r m t o a r e 	 	 	   	 	 	 5A-G  (9/	 	 	 							  							 	 	 	 	 	 	 	 	 V o l g e n d e   b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r  x i m a   p  g i n a 
 
 S T R _ I D _ I M P S _ V I E W _ C O N V E R S A T I O N _ P R E 	 I M P S 	 I C O N T E X T 	 V i e w   l a s t   p a g e 	 P r e v i o u s   p a g e 	 MR N	 MR Nu	 +I2H-+I2	 P  g i n a   a n t e r i o r   	 P a g e   p r  c  d e n t e 	 V o r h e r i g e   S e i t e 	 @54K4CI0O  !B@0=8F0  	 P a g i n a   p r e c e d e n t e 	 'D5A-)  'D3'(B)	 P  g i n a   a n t e r i o r 	  n c e k i   s a y f a 	 T r a n g   t r c 	 H a l a m a n   s e b e l u m n y a 	 H a l a m a n   s e b e l u m n y a 	 *	?		2	>	  *	C	7	M	
  		 	 	 	 E l Qz Q  o l d a l 	 	 	 	 V o r i g e   p a g i n a 	 	 	 P a g i n a   a n t e r i o a r 	 	 	   	 	 	 5A-G  B(D	 	 	 				  							 	 	 	 	 	 	 	 	 V o r i g e   b l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P  g i n a   a n t e r i o r 
 
 S T R _ I D _ I M P S _ V I E W _ C O N V E R S A T I O N _ J U M P 	 I M P S 	 I C O N T E X T 	 J u m p   p a g e 	 J u m p   t o 	 	 u	 #0BD"1	 S a l t a r   a   	 A l l e r    	 S p r i n g e n   n a c h 	 5@59B8  :	 S a l t a   a 	 'D'F*B'D  'D31J9  %DI	 I r   p a r a 	 A t l a 	 C h u y n   n 	 L o m p a t   k e 	 L a n g k a u   k e 	 *	0	  	>				 	 	 	 U g r  s   i d e 	 	 	 	 S p r i n g e n   n a a r 	 	 	 S a l t   l a 	 	 	   	 	 	 ~14  (G	 	 	 					  					 	 	 	 	 	 	 	 	 S p r i n g   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P u l a r   p a r a 
 
 S T R _ I D _ I M P S _ I N V A L I D _ P A G E 	 I M P S 	 P O P U P 	 I n v a l i d   p a g e   n u m b e r 	 I n v a l i d   p a g e   n u m b e r 	 !qHevx	 eHevux	 +!2"@%+I2D!H9I-	 N  m e r o   d e   p  g i n a   i n v  l i d o   	 N u m  r o   d e   p a g e   i n v a l i d e . 	 U n g  l t i g e   S e i t e n z a h l 	 525@=K9  =><5@  AB@0=8FK	 N u m e r o   p a g i n a   n o n   v a l i d o 	 1BE  'D5A-)  :J1  5-J-	 N  m e r o   d e   p  g i n a   i n v  l i d o 	 G e  e r s i z   s a y f a   n u m a r a s 1	 S   t r a n g   k h  n g   h p   l 	 N o m o r   h a l a m a n   t i d a k   v a l i d 	 N o m b o r   h a l a m a n   t i d a k   s a h 	 	.	>	(	M	
 /	  *	C	7	M	
  	  8			M	
 /	>		 	 	 	  r v  n y t e l e n   o l d a l s z  m 	 	 	 	 O n g e l d i g   p a g i n a n u m m e r 	 	 	 N u m r   d e   p a g i n   n e v a l i d 	 	 	       	 	 	 4E'1G  5A-G  F'E9*(1  '3*	 	 	 								  						  						 	 	 	 	 	 	 	 	 O n g e l d i g e   b l a d n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d a   p  g i n a   i n v  l i d a 
 
 S T R _ I D _ I M P S _ O P E N _ W A I T 	 I M P S 	 P O P U P 	 O p e n i n g   f i l e ,   p l e a s e   w a i t 	 O p e n i n g   f i l e , \ n p l e a s e   w a i t 	 jHh_U-Nˊ
zP	 ck(WSb _eN
zP	 3%1@4D%L\ n B##-	 A b r i e n d o   a r c h i v o , \ n p o r   f a v o r   e s p e r a 	 O u v e r t u r e   d e   f i c h i e r , \ n v e u i l l e z   p a t i e n t e r 	 D a t e i   w i r d   g e  f f n e t , \ n b i t t e   w a r t e n 	 B:@KB85  D09;0, \ n ?>4>648B5	 A p e r t u r a   f i l e , \ n a t t e n d e r e 	 ,'1M  A*-  'DEDA\ n J1,I  'D'F*8'1	 A   a b r i r   o   f i c h e i r o , \ n a g u a r d e 	 D o s y a   a  1l 1y o r , \ n l  t f e n   b e k l e y i n 	 a n g   m   f i l e , \ n h  y   i 	 M e m b u k a   f i l e , \ n t u n g g u 	 M e m b u k a   f a i l , \ n s i l a   t u n g g u 	 +	>		2	  	K	2	  0	9	>	  9	H	, \ n 	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G			 	 	 	 F  j l   m e g n y i t  s a , \ n k  r e m   v  r j o n 	 	 	 	 B e s t a n d   w o r d t   g e o p e n d , \ n e v e n   w a c h t e n 	 	 	 S e   d e s c h i d e   f i _i e r u l , \ n a _t e p t a ci 	 	 	   , \ n   	 	 	 /1-'D  ('21/F  ~1HF/G/ n D7A'  4('  ('4/	 	 	 				  					, \ n   							  			  							  				  	 	 	 	 	 	 	 	 	 M a a k   t a n s   l  e r   o o p , \ n w a g   a s b . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b r i n d o   a r q u i v o , \ n a g u a r d e 
 
 S T R _ I D _ I M P S _ O P E N _ T R Y _ L A T E R 	 I M P S 	 P O P U P 	 O p e n i n g   f i l e ,   r e t r y   l a t e r 	 O p e n i n g   f i l e , \ n r e t r y   l a t e r 	 jHh_U-N\ n ˊ
zPQf	 ck(WSb _eN\ n 
zPQՋ	 3%1@4D%L\ n %-C+!HC 2"+%1	 A b r i e n d o   a r c h i v o , \ n i n t e n t e   m  s   t a r d e 	 O u v e r t u r e   d e   f i c h i e r , \ n r  e s s a y e z   p l u s   t a r d 	 D a t e i   w i r d   g e  f f n e t , \ n V o r g a n g   s p  t e r   w i e d e r h o l e n 	 B:@KB85  D09;0, \ n ?>?@>1C9B5  ?>765	 A p e r t u r a   f i l e , \ n r i p r o v a r e   i n   s e g u i t o 	 ,'1M  A*-  'DEDA\ n -'HD  D'-BK'	 A   a b r i r   o   f i c h e i r o , \ n t e n t e   m a i s   t a r d e 	 D o s y a   a  1l 1y o r , \ n l  t f e n   d a h a   s o n r a   t e k r a r   d e n e y i n 	 a n g   m   f i l e , \ n t h   l i   s a u 	 M e m b u k a   f i l e , \ n c o b a   l a g i   n a n t i 	 M e m b u k a   f a i l , \ n s i l a   c u b a   k e m u d i a n 	 +	>		2	  	K	2	  0	9	>	  9	H	, \ n 	A		  &	G	0	  ,	>	0	  +	?	0	  8	G	  *	M	0	/	>	8	  	0	G			 	 	 	 F  j l   m e g n y i t  s a , \ n p r  b  l j a   m e g   k  s Qb b 	 	 	 	 B e s t a n d   w o r d t   g e o p e n d , \ n p r o b e e r   h e t   l a t e r   o p n i e u w 	 	 	 S e   d e s c h i d e   f i _i e r u l , \ n r e  n c e r c a ci 	 	 	   , \ n       	 	 	 /1-'D  ('21/F  ~1HF/G/ n /H('1G  'E*-'F  F/	 	 	 				  					, \ n   			  						  				  	 	 	 	 	 	 	 	 	 M a a k   t a n s   l  e r   o o p , \ n p r o b e e r   l a t e r   w e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b r i n d o   a r q u i v o , \ n t e n t e   n o v a m e n t e   m a i s   t a r d e 
 
 S T R _ I D _ I P S E C A P P _ I N P U T _ P R E _ S H A R E D _ K E Y 	 I P S E C 	 P O P U P 	 P l e a s e   i n p u t   p r e - s h a r e d   k e y 	 P l e a s e   i n p u t   p r e - s h a r e d   k e y 	 ˊ8eQHQqQ(u[p	 eQqQN[	 B#I-#5A
#L5"L	 I n t r o d u z c a   l a   c l a v e   p r e c o m p a r t i d a 	 V e u i l l e z   e n t r e r   l a   c l    p r  - p a r t a g  e 	 B i t t e   v o r i n s t a l l i e r t e n   S c h l  s s e l   e i n g e b e n 	 2548B5  :;NG  p r e - s h a r e d   k e y 	 I m m e t t e r e   c h i a v e   g i    c o n d i v i s a 	 J1,I  %/.'D  'DEA*'-  'DE4*1C  E3(BK'	 I n t r o d u z a   a   c h a v e   p r  - p a r t i l h a d a 	 L  t f e n    n c e d e n   p a y l a _1l a n   a n a h t a r 1  g i r i n 	 H  y   n h p   k h  a   c h i a   s   s n 	 M a s u k k a n   k u n c i   b e r s a m a   a w a l 	 S i l a   i n p u t   p r a - k o n g s i 	 	C	*	/	>	  *	M	0	@	- 6	G	/	0	M	!	  	A			@	  	(	*	A		  	0	G			 	 	 	 A d j a   m e g   a   m e g o s z t o t t   k u l c s o t 	 	 	 	 G e e f   e e n   v o o r a f   g e d e e l d e   s l e u t e l   o p 	 	 	 I n t r o d u c e ci   c h e i a   p r e - p a r t a j a t 	 	 	     P r e - s h a r e d 	 	 	 D7A'  D/  '2  ~4  '4*1'  0'4*G  1'  H'1/  F/	 	 	 							  			  				- 					  		  						  				d	  	 	 	 	 	 	 	 	 	 V o e r   a s b .   v o o r a f   g e d e e l d e   t o e t s   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s i r a   a   c h a v e   p r  - c o m p a r t i l h a d a 
 
 S T R _ I D _ I P S E C A P P _ D E A C T I V A T E D 	 I P S E C 	 P O P U P 	 D e a c t i v a t e d 	 D e a c t i v a t e d 	 ]ܕ	 ]sQ	 432A%I'	 D e s a c t i v a d o 	 D  s a c t i v  	 D e a k t i v i e r t 	 >B:;	 D i s a t t i v a t o 	 *E  %D:'!  'D*F4J7	 D e s a c t i v a d o 	 D e v r e   d 1_1  b 1r a k 1l d 1	    t t 	 D i n o n a k t i f k a n 	 D i n y a h a k t i f k a n 	 (	?	7	M		M	0	?	/		 	 	 	 K i k a p c s o l v a 	 	 	 	 G e  n a c t i v e e r d 	 	 	 D e z a c t i v a t 	 	 	   	 	 	 :1A9'D  1/J/	 	 	 										 	 	 	 	 	 	 	 	 G e d e a k t i v e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a t i v a d o 
 
 S T R _ I D _ I P S E C A P P _ D E F A U L T _ P R O F I L E _ N A M E 1 	 I P S E C 	 C 0 7 3 _ 1 	 P r o f i l e   N a m e 	 P r o f i l e   1 	 -[j N	 nch N	 B#D%L  1 	 P e r f i l   1 	 P r o f i l   1 	 P r o f i l   1 	 @>D8;L  1 	 P r o f i l o   1 	 'DH69  1 	 P e r f i l   1 	 P r o f i l   1 	 C u   h  n h   1 	 P r o f i l   1 	 P r o f i l   1 	 *	M	0	K	+	>		2	  1 	 	 	 	 1 .   p r o f i l 	 	 	 	 P r o f i e l   1 	 	 	 P r o f i l   1 	 	 	   1 	 	 	 ~1HA'D  1 	 	 	 								  		 	 	 	 	 	 	 	 	 P r o f i e l   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   1 
 
 S T R _ I D _ I P S E C A P P _ D E F A U L T _ P R O F I L E _ N A M E 2 	 I P S E C 	 C 0 7 3 _ 1 	 P r o f i l e   N a m e 	 P r o f i l e   2 	 -[jN	 nchN	 B#D%L  2 	 P e r f i l   2 	 P r o f i l   2 	 P r o f i l   2 	 @>D8;L  2 	 P r o f i l o   2 	 'DH69  2 	 P e r f i l   2 	 P r o f i l   2 	 C u   h  n h   2 	 P r o f i l   2 	 P r o f i l   2 	 *	M	0	K	+	>		2	  2 	 	 	 	 2 .   p r o f i l 	 	 	 	 P r o f i e l   2 	 	 	 P r o f i l   2 	 	 	   2 	 	 	 ~1HA'D  2 	 	 	 								  		 	 	 	 	 	 	 	 	 P r o f i e l   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   2 
 
 S T R _ I D _ I P S E C A P P _ D E F A U L T _ P R O F I L E _ N A M E 3 	 I P S E C 	 C 0 7 3 _ 1 	 P r o f i l e   N a m e 	 P r o f i l e   3 	 -[j	N	 nch	N	 B#D%L  3 	 P e r f i l   3 	 P r o f i l   3 	 P r o f i l   3 	 @>D8;L  3 	 P r o f i l o   3 	 'DH69  3 	 P e r f i l   3 	 P r o f i l   3 	 C u   h  n h   3 	 P r o f i l   3 	 P r o f i l   3 	 *	M	0	K	+	>		2	  3 	 	 	 	 3 .   p r o f i l 	 	 	 	 P r o f i e l   3 	 	 	 P r o f i l   3 	 	 	   3 	 	 	 ~1HA'D  3 	 	 	 								  		 	 	 	 	 	 	 	 	 P r o f i e l   3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   3 
 
 S T R _ I D _ I P S E C A P P _ E D I T _ P R O F I L E 	 I P S E C 	 T I T L E 	 E d i t   p r o f i l e 	 E d i t   p r o f i l e 	 }/-[j	 nch	 AIDB#D%L	 E d i t a r   p e r f i l 	 E d i t e r   p r o f i l 	 P r o f i l   b e a r b e i t e n 	  540:B8@>20BL  ?@>D8;L	 M o d i f i c a   p r o f i l o 	 *-1J1  'DH69	 E d i t a r   p e r f i l 	 P r o f i l i   d  z e n l e 	 S a   c u   h  n h 	 E d i t   p r o f i l 	 E d i t   p r o f i l 	 *	M	0	K	+	<	>		2	  8		*	>	&	?	$	  	0	G			 	 	 	 P r o f i l   s z e r k e s z t  s e 	 	 	 	 P r o f i e l   b e w e r k e n 	 	 	 E d i t a r e   p r o f i l 	 	 	   	 	 	 HJ1'J4  ~1HA'JD	 	 	 								  								  				 	 	 	 	 	 	 	 	 W y s i g   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   p e r f i l 
 
 S T R _ I D _ I P S E C A P P _ P R O F I L E _ N A M E _ E M P T Y 	 I P S E C 	 P O P U P 	 T h e   p r o f i l e   n a m e   c a n n o t   b e   e m p t y 	 T h e   p r o f i l e   n a m e   c a n n o t   b e   e m p t y 	 -[j
T
Npzz	 nch
T
N:Nzz	 
7H-B#D%LD!H*2!2#'H2DI	 E l   n o m b r e   d e l   p e r f i l   n o   p u e d e   e s t a r   v a c  o   	 L e   n o m   d u   p r o f i l   n e   p e u t   p a s    t r e   v i d e 	 D e r   P r o f i l n a m e   d a r f   n i c h t   l e e r   s e i n 	 <O  ?@>D8;O  =5  <>65B  1KBL  ?CABK<	 I l   n o m e   d e l   p r o f i l o   n o n   p u    e s s e r e   v u o t o 	 '3E  'DH69  D'  JECF  #F  JCHF  A'1:K'	 O   n o m e   d o   p e r f i l   n  o   p o d e   e s t a r   v a z i o 	 P r o f i l   a d 1  b o _  o l a m a z 	 T  n   c u   h  n h   k h  n g   t h   t r n g 	 N a m a   p r o f i l   t i d a k   b o l e h   k o s o n g 	 N a m a   p r o f i l   t i d a k   b o l e h   k o s o n g 	 *	M	0	K	+	>		2	  (	>	.	  0	?		M	$	  (	9	@		  9	K	  8		$	>	  	 	 	 	 A   p r o f i l n  v   n e m   m a r a d h a t    r e s e n 	 	 	 	 D e   p r o f i e l n a a m   m a g   n i e t   l e e g   z i j n 	 	 	 N u m e l e   p r o f i l u l u i   n u   p o a t e   f i   n e c o m p l e t a t 	 	 	           	 	 	 F'E  ~1HA'D  FE*H'F/  .'D  (E'F/	 	 	 								  			  				  				  				  		  	 	 	 	 	 	 	 	 	 D i e   p r o f i e l n a a m   k a n   n i e   l e e g   w e e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   n o m e   d e   p e r f i l   n  o   p o d e   e s t a r   v a z i o 
 
 M A I N _ M E N U _ V R E _ T E X T 	 M a i n m e n u 	 T I T L E ,   I C O N T E X T ,   M A T R I X ,   L I S T M A I N ,   B D I T E M 	 F u n   &   G a m e s 	 F u n   &   G a m e s 	 Zjzz	 1ZPNzz	 *8  &   @!*L	 D i v e r s i  n   y   J u e g o s   	 D i v e r t i s s e m e n t   &   J e u x 	 S p a    &   S p i e l e 	  072;5G5=8O	 D i v e r t i m e n t o   e   g i o c h i 	   E1-  H#D9'(	 D i v e r s  o   e   J o g o s 	 E l e n c e   &   O y u n l a r 	 G i i   t r    &   T r    c h i 	 H i b u r a n   d a n   P e r m a i n a n 	 K e s e r o n o k a n   &   P e r m a i n a n 	 +	(	  		!	  	G	.	M	8		 	 	 	 S z  r a k o z  s    s   j  t  k o k 	 	 	 	 P l e z i e r   e n   s p e l l e n 	 	 	 D i v e r t i s m e n t   _i   j o c u r i 	 	 	     	 	 	 311E  H  ('2  G'	 	 	 					  	  					 	 	 	 	 	 	 	 	 P r e t   e n   S p e l e t j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i v e r s  o   e   j o g o s 
 
 M A I N _ M E N U _ W L A N _ T E X T 	 M a i n m e n u 	 T I T L E ,   M A T R I X ,   I C O N T E X T ,   T W O S T A T E ,   L I S T M A I N ,   B D I T E M ,   T E X T ,   H I N T 	 W L A N 	 W L A N 	 !q}@SW}	 e~@\WQ	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 	 	 	 W L A N 	 	 	 	 W L A N 	 	 	 W L A N 	 	 	 W L A N   	 	 	 W L A N 	 	 	 													 	 	 	 	 	 	 	 	 W L A N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N 
 
 S T R _ I D _ M D I _ C O M M O N _ F A I L 	 M D I 	 P O P U P 	 [ M D I   C o m m o n   F a i l ] 	 F a i l 	 d\O1YWe	 d\O1Y%	 %I!@+%'	 F a l l  	 E c h e c 	 F e h l g e s c h l a g e n 	 5C40G=>	 E r r o r e 	 A4D	 F a l h a 	 B a _a r 1s 1z 	 B   l i 	 G a g a l 	 G a g a l 	 5	?	+	2		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 E r o a r e 	 	 	 	 	 	 F'EHAB	 	 	 							 	 	 	 	 	 	 	 	 M i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a 
 
 S T R _ I D _ M D I _ V I D E O _ R E C _ W R I T E _ P R O T E C T I O N 	 M D I _ V D O R E C 	 P O P U P 	 [ N o t i f y -   t h e   s t o r a g e   i s   W r i t e   P r o t e c t i o n ] 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 aaSOO\ n !ql[eQ	 X[PaSOO\ n elQeQ	 2#L+H'"'2!39%G-\ n D!H*2!2#@5"DI	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e d a . \ n N o   p u e d e   e s c r i b i r   e n   l a   m i s m a 	 L a   c a r t e   m  m o i r e   e s t   v e r r o u i l l  e . \ n I m p o s s i b l e   d ' y    c r i r e . 	 S p e i c h e r k a r t e   i s t   g e s p e r r t . \ n K a n n   n i c h t   b e s c h r i e b e n   w e r d e n 	 0@B0  ?0<OB8  1;>:8@>20=0. \ n 52>7<>6=>  70?8A0BL	 M e m o r y   c a r d   b l o c c a t a . \ n I m p o s s i b i l e   s c r i v e r v i 	 (7'B)  'D0'C1)  E:DB). / n J*901  'DC*'()  9DJG'	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r   d a d o s 	 H a f 1z a   k a r t 1  k i l i t l e n d i . \ n Y a z 1l a m 1y o r 	 T h   n h   b   k h  a . \ n K h  n g   t h   c h  p 	 K a r t u   m e m o r i   t e r k u n c i . \ n T i d a k   d a p a t   d i t u l i s . 	 K a d   i n g a t a n   t e r k u n c i .   \ n T i d a k   b o l e h   m e n u l i s 	 .	G	.	0	@	  	>	0	M	!	  2	I		  9	H	. \ n 2	?		  (	9	@		  8		$	>		 	 	 	 A   m e m  r i a k  r t y a   z  r o l v a . \ n N e m    r h a t  . 	 	 	 	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n E r   k a n   n i e t   o p   g e s c h r e v e n   w o r d e n . 	 	 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I m p o s i b i l   d e   e d i t a t   	 	 	     . \ n         	 	 	 '1*  -'A8G  BAD  4/G  '3*. / n FE*H'F  1H  "F  FH4*	 	 	 						  					  				  			  				d	\ n   					  					  		d		 	 	 	 	 	 	 	 	 G e h e u e k a a r t   i s   g e s l u i t . \ n K a n   n i e   d a a r i n   s k r y f   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r   n e l e 
 
 S T R _ I D _ M D I _ V I D E O _ R E C _ H W _ N O T _ R E A D Y 	 M D I _ V D O R E C 	 P O P U P 	 [ N o t i f y -   t h e   c a m e r a   h a r d w a r e   i s   N o t   R e a d y ] 	 C a m c o d e r   m o d u l e   n o t   r e a d y 	 ݈n*g1\}	 ňn*g1\~	 B!9%%I-'45B-D!H#I-!	 E l   m  d u l o   d e   l a   c  m a r a   d e   v i d e o   n o   e s t    l i s t o   	 M o d u l e   c a m  s c o p e   p a s   p r  t 	 C a m c o d e r - M o d u l   n i c h t   b e r e i t 	 >4C;L  :0<5@Kr   =5  3>B>2. 	 M o d u l o   v i d e o c a m e r a   n o n   p r o n t o 	 H-/)  C'EJ1'  'D*3,JD  :J1  ,'G2)	 O   m  d u l o   d a   c  m a r a   n  o   e s t    p r e p a r a d o 	 C a m c o d e r   m o d  l    h a z 1r   d e i l 	 M  u n   m  y   q u a y   k h  n g   c    s n 	 M o d u l   c a m c o d e r   b e l u m   s i a p 	 M o d u l   k a m e r a   p e r a k a m   b e l u m   b e r s e d i a   	 	H	.		I	!	0	  .	I	!	M	/	B	2	  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   k a m k o r d e r   m o d u l   n i n c s   k  s z e n l  t b e n 	 	 	 	 C a m c o r d e r m o d u l e   n i e t   g e r e e d 	 	 	 M o d u l u l   c a m e r e i   n u   e s t e   p r e g t i t 	 	 	       	 	 	 ~H/E'F  /H1(JF  AJDE(1/'1  "E'/G  FJ3*	 	 	 										  					  								  			 	 	 	 	 	 	 	 	 K a m e r a o p n e m e r - m o d u l e   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  d u l o   d a   c  m e r a   d e   v  d e o   n  o   e s t    p r o n t o 
 
 S T R _ I D _ M D I _ V I D E O _ R E C _ R E C O R D _ F A I L E D 	 M D I _ V D O R E C 	 P O P U P 	 [ N o t i f y - R e c o r d   F a i l e d ] 	 F a i l e d   t o   r e c o r d 	 q_1YWe	 U_P1Y%	 D!H*2!2#16	 N o   s e   p u d o   g r a b a r 	 E c h e c   d e   l ' e n r e g i s t r e m e n t 	 A u f n a h m e   f e h l g e s c h l a e n 	 0?8AL  =5  C40;0AL	 R e g i s t r a z i o n e   n o n   r i u s c i t a 	 A4D  'D*3,JD	 A   g r a v a   o   f a l h o u 	 K a y d e t m e   b a _a r 1s 1z 	 K h  n g   t h   q u a y 	 G a g a l   m e r e k a m 	 G a g a l   m e r a k a m 	 0	G		I	0	M	!	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   r  g z  t  s 	 	 	 	 K a n   g e e n   o p n a m e   m a k e n 	 	 	 E r o a r e   l a    n r e g i s t r a r e 	 	 	   	 	 	 6(7  F'EHAB  (H/	 	 	 						  				  							 	 	 	 	 	 	 	 	 O p n a m e   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   g r a v a r 
 
 S T R _ I D _ M D I _ V I D E O _ R E C _ S T O R A G E _ T O O _ S L O W 	 M D I _ V D O R E C 	 P O P U P 	 [ N o t i f y - S t o r a g e   t o o   s l o w ,   p l e a s e   r e d u c e   t h e   v i d e o   q u a l i t y   a n d   t r y   a g a i n ] 	 S t o r a g e   t o o   s l o w .   P l e a s e   r e d u c e   q u a l i t y 	 2QX[݈n*YbaˊMNOq_GrT	 OX[ňn*YbaˊMNOƉT(	 5H@G
I2@4D  B#%8 2%	 A l m a c e n a m i e n t o   m u y   b a j o .   P o r   f a v o r   r e d u z c a   l a   c a l i d a d .   	 S t o c k a g e   t r o p   l e n t .   V e u i l l e z   r  d u i r e   l a   q u a l i t  	 S p e i c h e r   z u   l a n g s a m .   R e d u z i e r e n   S i e   d i e   Q u a l i t  t 	 !;8H:><  <54;5==>5  <5AB>  E@0=5=8O.   >=87LB5  :0G5AB2>	 A r c h i v i a z i o n e   t r o p p o   l e n t a .   R i d u r r e   l a   q u a l i t  	 'D*.2JF  (7J!  DD:'J).   JO1,I  *BDJD  /1,)  'D,H/)	 A r m a z e n a m e n t o   d e m a s i a d o   l e n t o .   R e d u z a   a   q u a l i d a d e 	 D e p o l a m a    o k   y a v a _.   L  t f e n   k a l i t e y i   d  _ r  n . 	 L u   q u    c h m .   H  y   g i m   b t   c h t   l n g 	 P e n y i m p a n a n   t e r l a l u   l a m b a t .   K u r a n g i   k u a l i t a s 	 S t o r a n   t e r l a l u   p e r l a h a n .   S i l a   k u r a n g k a n   k u a l i t i 	 8	M		K	0	G		  	$	M	/	'	?		  '	@	.	>	.   	C	*	/	>	  	A	#	5	$	M	$	>	  		>				 	 	 	 L a s s    a   t  r h e l y - k e z e l  s .   C s  k k e n t s e   a   m i n Qs  g e t 	 	 	 	 O p s l a g   t e   l a n g z a a m .   V e r m i n d e r   d e   k w a l i t e i t . 	 	 	 V i t e z   d e   s t o c a r e   p r e a   m i c .   R e d u c e ci   c a l i t a t e a 	 	 	       .       	 	 	 H3DG  0.1G  3'2  (4  '2  'F/'2G  F/  '3*.   D7A'  A*  1'  'G4  /G/	 	 	 							  				  							:   			  					  					 	 	 	 	 	 	 	 	 B e r g i n g   t e   s t a d i g .   V e r m i n d e r   a s s e b l i e f   k w a l i t e i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   m u i t o   l e n t o .   R e d u z a   a   q u a l i d a d e 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ O P E N _ F I L E _ F A I L E D 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - P l a y   F a i l e d ] 	 F a i l e d   t o   o p e n   f i l e 	 SbjHh1YWe	 Sb _eN1Y%	 D!H*2!2#@4D%L	 N o   s e   p u d o   a b r i r   e l   a r c h i v o 	 E c h e c   l o r s   d e   l ' o u v e r t u r e   d u   f i c h i e r 	 D a t e i   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 5  C40;>AL  >B:@KBL  D09;	 I m p o s s i b i l e   a p r i r e   i l   f i l e 	 A4D  A*-  'DEDA	 F a l h a   a o   a b r i r   o   f i c h e i r o 	 D o s y a   a  m a   b a _a r 1s 1z 	 K h  n g   t h   m   t p   t i n 	 G a g a l   m e m b u k a   f i l e 	 G a g a l   m e m b u k a   f a i l 	 +	>		2	  	K	2	(	G	  .	G		  5	?	+	2		 	 	 	 A   f  j l   m e g n y i t  s a   s i k e r t e l e n 	 	 	 	 K a n   h e t   b e s t a n d   n i e t   o p e n e n 	 	 	 E r o a r e   l a   d e s c h i d e r e a   f i _i e r u l u i 	 	 	     	 	 	 ('21/F  ~1HF/G  F'EHAB  (H/	 	 	 				  					  							 	 	 	 	 	 	 	 	 K o n   n i e   l  e r   o o p m a a k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a b r i r   a r q u i v o 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ F I L E _ T O O _ L A R G E 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n ] 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 jHhN'Y!ql_U	 eNǏ'Yel _/T	 D%LC+
H@4D  D!H*2!2#@4	 A r c h i v o   m u y   g r a n d e ,   n o   s e   p u d o   a b r i r 	 F i c h i e r   t r o p   l a r g e ,   i m p o s s i b l e   d e   l ' o u v r i r 	 D a t e i   z u   g r o  ,   n i c h t   g e  f f n e t   w e r d e n 	 !;8H:><  1>;LH>9  D09;.   B:@KBL  =5  C40;>AL. 	 F i l e   t r o p p o   g r a n d e ,   i m p o s s i b i l e   a p r i r e 	 'DEDA  C(J1  DD:'J)  *901  A*-G	 F i c h e i r o   d e m a s i a d o   g r a n d e .   N  o      p o s s  v e l   a b r i r 	 D o s y a    o k   b  y  k ,   a  1l a m 1y o r 	 T p   t i n   q u    l n ,   k h  n g   t h   m 	 F i l e   t e r l a l u   b e s a r ,   t i d a k   d a p a t   d i b u k a 	 F a i l   t e r l a l u   b e s a r ,   t a k   d a p a t   d i b u k a 	 +	>		2	  	$	M	/	'	?		  ,	!	<	@	,   	K	2	(	G	  .	G		  		M	7	.		 	 	 	 A   f  j l   t  l   n a g y .   N e m   l e h e t   m e g n y i t n i . 	 	 	 	 B e s t a n d   t e   g r o o t ,   k a n   n i e t   g e o p e n d   w o r d e n . 	 	 	 F i _i e r   p r e a   m a r e ,   i m p o s i b i l   d e   d e s c h i s 	 	 	     ,       	 	 	 ~1HF/G  (3J'1  (21  '3*  FEJ*H'F  "F1'  ('2C1/	 	 	 				  							  		,   					  						 	 	 	 	 	 	 	 	 L  e r   t e   g r o o t ,   k a n   n i e   o o p m a a k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i c h e i r o   d e m a s i a d o   g r a n d e ,   n  o      p o s s  v e l   a b r i r 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ S N A P S H O T _ F A I L E D 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - S n a p s h o t   F a i l e d ] 	 F a i l e d   t o   s n a p s h o t 	 dSWGr1YWe	 *bSVGr1Y%	 D!H*2!2#1 2	 N o   s e   p u d o   h a c e r   l a   t o m a 	 E c h e c   d e   c a p t u r e   d '  c r a n 	 M o m e n t a u f n a h m e   f e h l g e s c h l a g e n 	 ><5=B.   A=8<>:  =5  C40;AO	 S n a p s h o t   n o n   r i u s c i t o 	 A4D  'D'D*B'7  'D31J9	 F a l h a   d e   i n s t a n t  n e o 	 R e s i m    e k m e   b a _a r 1s 1z 	 K h  n g   t h   c h p   n h a n h 	 G a g a l   m e m b i d i k 	 G a g a l   m e m b u a t   p e t i k a n 	 8	M	(	H	*	6	I		  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   p i l l a n a t k  p 	 	 	 	 K a n   g e e n   m o m e n t o p n a m e   m a k e n . 	 	 	 E r o a r e   l a   c r e a r e   i n s t a n t a n e u 	 	 	     	 	 	 *GJG  *5HJ1  D-8G  '  F'EHAB  (H/	 	 	 							  				  							 	 	 	 	 	 	 	 	 F l i t s b e e l d   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   o b t e r   i n s t a n t  n e o 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ P L A Y _ F A I L E D 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - P l a y   F a i l e d ] 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 D!H*2!2#@%H	 N o   s e   p u d o   r e p r o d u c i r   	 E c h e c   d e   l e c t u r e 	 W i e d e r g a b e   f e h l g e s c h l a g e n 	 H81:0  ?@8  2>A?@>872545=88	 R i p r o d u z i o n e   n o n   r i u s c i t a 	 A4D  'D*4:JD	 F a l h a   a o   r e p r o d u z i r 	 O y n a t m a   b a _a r 1s 1z 	 K h  n g   t h   p h  t 	 G a g a l   d i p u t a r 	 G a g a l   m e m a i n 	 *	M	2	G	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   l e j  t s z  s 	 	 	 	 K a n   n i e t   a f s p e l e n . 	 	 	 E r o a r e   l a   r e d a r e 	 	 	   	 	 	 ~.4  F'EHAB  (H/	 	 	 				  				  							 	 	 	 	 	 	 	 	 S p e e l   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   r e p r o d u z i r 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ S N A P S H O T _ W R I T E _ P R O T E C T I O N 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y -   t h e   s t o r a g e   i s   W r i t e   P r o t e c t i o n ] 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n 	 aaSOO\ n !ql[eQ	 X[PaSOO\ n elQeQ	 2#L+H'"'2!39%G-\ n D!H*2!2#@5"C	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e d a . \ n N o   p u e d e   e s c r i b i r   e n   l a   m i s m a 	 L a   c a r t e   m  m o i r e   e s t   v e r r o u i l l  e . \ n I m p o s s i b l e   d ' y    c r i r e . 	 S p e i c h e r k a r t e   i s t   g e s p e r r t . \ n K a n n   n i c h t   b e s c h r i e b e n   w e r d e n 	 0@B0  ?0<OB8  1;>:8@>20=0. \ n 52>7<>6=>  70?8A0BL	 M e m o r y   c a r d   b l o c c a t a . \ n I m p o s s i b i l e   s c r i v e r v i 	 (7'B)  'D0'C1)  E:DB). / n J*901  'DC*'()  9DJG'	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r   d a d o s 	 H a f 1z a   k a r t 1  k i l i t l e n d i . \ n Y a z 1l a m 1y o r 	 T h   n h   b   k h  a . \ n K h  n g   t h   c h  p 	 K a r t u   m e m o r i   t e r k u n c i . \ n T i d a k   d a p a t   d i t u l i s . 	 K a d   i n g a t a n   t e r k u n c i .   \ n T i d a k   b o l e h   m e n u l i s 	 .	G	.	0	@	  	>	0	M	!	  2	I		  9	H	. \ n 2	?		  (	9	@		  8		$	>		 	 	 	 A   m e m  r i a k  r t y a   z  r o l v a . \ n N e m    r h a t  . 	 	 	 	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n E r   k a n   n i e t   o p   g e s c h r e v e n   w o r d e n . 	 	 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I m p o s i b i l   d e   e d i t a t 	 	 	     . \ n         	 	 	 '1*  -'A8G  BAD  4/G  '3*. / n FE*H'F  1H  "F  FH4*	 	 	 						  					  				  			  				d	\ n   					  					  		d		 	 	 	 	 	 	 	 	 G e h e u e k a a r t   i s   g e s l u i t . \ n K a n   n i e   d a a r i n   s k r y f   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r   n e l e 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ N E T W O R K _ C O N N E C T _ F A I L E D 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - F a i l e d   t o   c o n n e c t ] 	 F a i l e d   t o   c o n n e c t 	 #P}1YWe	 ޏc1Y%	 D!H*2!2#@
7H-!H-DI	 N o   s e   p u d o   c o n e c t a r   	 E c h e c   d e   c o n n e x i o n 	 V e r b i n d u n g   f e h l g e s c h l a g e n 	 !1>9  ?>4:;NG5=8O	 C o n n e s s i o n e   n o n   r i u s c i t a 	 A4D  'D'*5'D	 F a l h a   a o   l i g a r 	 B a l a n t 1  b a _a r 1s 1z 	 K h  n g   t h   k t   n i 	 G a g a l   t e r s a m b u n g 	 G a g a l   b e r s a m b u n g 	 	(	G		M		  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s 	 	 	 	 K a n   g e e n   v e r b i n d i n g   m a k e n 	 	 	 E r o a r e   l a   c o n e c t a r e 	 	 	   	 	 	 '1*('7  F'EHAB  (H/	 	 	 					  							  							 	 	 	 	 	 	 	 	 V e r b i n d i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   c o n e c t a r 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ I N V A L I D _ R E S O U L T I O N 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - U n s u p p o r t e d   r e s o l u t i o n ] 	 U n s u p p o r t e d   r e s o l u t i o n 	 q_Gr㉐g^
N/ec	 ƉRs
N/ec	 '2!%0@-5"5HD!H*1*8	 R e s o l u c i  n   n o   s o p o r t a d a 	 R  s o l u t i o n   n o n   s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e   A u f l  s u n g 	  07@5H5=85  =5  ?>445@68205BAO	 R i s o l u z i o n e   n o n   s u p p o r t a t a 	   'D/B)  :J1  E/9HE)	 R e s o l u   o   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n     z  n  r l  k 	   p h  n   g i i   k h  n g   h   t r 	 R e s o l u s i   t i d a k   d i d u k u n g 	 R e s o l u s i   t i d a k   d i s o k o n g i 	 	8	.	0	M	%	?	$	  0	G		<	K	2	M	/	B	6	(		 	 	 	 N e m   t  m o g a t o t t   f e l b o n t  s 	 	 	 	 R e s o l u t i e   n i e t   o n d e r s t e u n d 	 	 	 R e z o l u ci a   n u   e s t e   a c c e p t a t 	 	 	     	 	 	 H6H-  *5HJ1  ~4*J('F  F4/G	 	 	 								  											 	 	 	 	 	 	 	 	 O n g e s t e u n d e   r e s o l u s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s o l u   o   n  o   a c e i t a 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ F R A M E R A T E _ T O O _ H I G H 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - I n v a l i d   V i d e o   F i l e ] 	 I n v a l i d   v i d e o   f i l e 	 !qHevq_Grj	 eHevƉeN	 D%L'45B-D!H9I-	 A r c h i v o   d e   v i d e o   i n v  l i d o 	 F i c h i e r   v i d  o   i n v a l i d e 	 U n g  l t i g e   V i d e o d a t e i 	 525@=K9  D09;  2845>	 F i l e   v i d e o   n o n   v a l i d o 	 EDA  AJ/JH  :J1  5'D-	 F i c h e i r o   d e   v  d e o   i n v  l i d o 	 G e  e r s i z   v i d e o   d o s y a s 1	 T p   t i n   v i d e o   k . h p   l 	 F i l e   v i d e o   t i d a k   v a l i d 	 F a i l   v i d e o   t a k   s a h 	 	.	>	(	M	/	  5	@	!	?	/	K	  +	>		2		 	 	 	  r v  n y t e l e n   v i d e o f  j l 	 	 	 	 O n g e l d i g   v i d e o b e s t a n d 	 	 	 F i _i e r   v i d e o   n e v a l i d 	 	 	       	 	 	 ~1HF/G  HJ/JH  F'E9*(1  '3*	 	 	 				  					  					 	 	 	 	 	 	 	 	 O n g e l d i g e   v i d e o l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   d e   v  d e o   i n v  l i d o 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ I N V A L I D _ V I D E O _ F I L E 	 M D I _ V D O P L Y 	 P O P U P 	 [ N o t i f y - I n v a l i d   V i d e o   F i l e ] 	 I n v a l i d   v i d e o   f i l e 	 !qHevq_Grj	 eHevƉeN	 D%L'45B-D!H9I-	 A r c h i v o   d e   v i d e o   i n v  l i d o 	 F i c h i e r   v i d  o   i n v a l i d e 	 U n g  l t i g e   V i d e o d a t e i 	 525@=K9  D09;  2845>	 F i l e   v i d e o   n o n   v a l i d o 	 EDA  AJ/JH  :J1  5'D-	 F i c h e i r o   d e   v  d e o   i n v  l i d o 	 G e  e r s i z   v i d e o   d o s y a s 1	 F i l e   v i d e o   k . h p   l 	 F i l e   v i d e o   t i d a k   v a l i d 	 F a i l   v i d e o   t i d a k   s a h 	 	5	H	'	  5	@	!	?	/	K	  +	>		2		 	 	 	  r v  n y t e l e n   v i d e o f  j l 	 	 	 	 O n g e l d i g   v i d e o b e s t a n d 	 	 	 F i _i e r   v i d e o   n e v a l i d 	 	 	       	 	 	 ~1HF/G  HJ/JH  F'E9*(1  '3*	 	 	 								  					  					 	 	 	 	 	 	 	 	 O n g e l d i g e   v i d e o l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   d e   v  d e o   i n v  l i d o 
 
 S T R _ I D _ M D I _ M T V _ D E V I C E _ B U S Y 	 M D I 	 P O P U P 	 F A I L R E C O R D 1 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxNck(W_x  	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 'D,G'2  E4:HD	 D i s p o s i t i v o   o c u p a d o 	 A y g 1t   m e _g u l 	 T h i t   b   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	  9	H		 	 	 	 A z   e s z k  z   e l f o g l a l t 	 	 	 	 A p p a r a a t   i s   b e z e t 	 	 	 D i s p o z i t i v   o c u p a t 	 	 	   	 	 	 H3JDG  E4:HD  '3*	 	 	 						  							 	 	 	 	 	 	 	 	 T o e s t e l   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s p o s i t i v o   o c u p a d o 
 
 S T R _ I D _ M D I _ M T V _ V I D E O _ E R R O R 	 M D I 	 P O P U P 	 F A I L R E C O R D 2 	 V i d e o   d a t a   e r r o r 	 q_Pǌe/	 q_Ppenc	 I-!9%'45B-4%2	 E r r o r   e n   l o s   d a t o s   d e l   v i d e o   	 E r r e u r   d e   d o n n  e s   v i d  o 	 V i d e o d a t e n f e h l e r 	 5  C40;>AL  70?8A0BL:   >H81:0  2845>40==KE	 E r r o r e   d a t i   v i d e o 	 .7#  AJ  (J'F'*  'DAJ/JH	 E r r o   d e   d a d o s   d e   v  d e o 	 V i d e o   v e r i   h a t a s 1	 L i   d   l i u   v i d e o 	 K e s a l a h a n   p a d a   d a t a   v i d e o 	 D a t a   v i d e o   r a l a t 	 5	@	!	?	/	K	  !	>		>	  $	M	0	A		?		 	 	 	 V i d e    a d a t h i b a 	 	 	 	 F o u t   i n   v i d e o g e g e v e n s 	 	 	 E r o a r e   d a t e   v i d e o 	 	 	     	 	 	 .7'  /1  /'/G  G'  H/H	 	 	 					  					  							 	 	 	 	 	 	 	 	 V i d e o d a t a - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   d a d o s   d e   v  d e o 
 
 S T R _ I D _ M D I _ M T V _ A U D I O _ E R R O R 	 M D I 	 P O P U P 	 F A I L R E C O R D 2 	 A u d i o   d a t a   e r r o r 	 
ǌe/	 󗯋penc	 I-!9%@*5"4%2	 E r r o r   e n   l o s   d a t o s   d e l   a u d i o   	 E r r e u r   d e   d o n n  e s   a u d i o 	 A u d i o d a t e n f e h l e r 	 5  C40;>AL  70?8A0BL:   >H81:0  2845>40==KE	 E r r o r e   d a t i   a u d i o 	 .7#  AJ  (J'F'*  'D5H*	 E r r o   d e   d a d o s   d e    u d i o 	 S e s   v e r i   h a t a s 1	 L i   d   l i u    m   t h a n h 	 K e s a l a h a n   p a d a   d a t a   a u d i o 	 D a t a   a u d i o   r a l a t 	 	!	?	/	K	  !	>		>	  $	M	0	A		?		 	 	 	 A u d i    a d a t h i b a 	 	 	 	 F o u t   i n   a u d i o g e g e v e n s 	 	 	 E r o a r e   d a t e   a u d i o 	 	 	     	 	 	 .7'  /1  /'/G  G'  5H*	 	 	 				  					  							 	 	 	 	 	 	 	 	 O u d i o d a t a - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   d a d o s   d e    u d i o 
 
 S T R _ I D _ M D I _ M T V _ S T O R A G E _ N O T _ R E A D Y 	 M D I 	 P O P U P 	 S t o r a g e   i s   n o t   r e a d y 	 S t o r a g e   n o t   r e a d y 	 2QX[MOn*g1\}	 X[PMOn*g1\~	 5H@GI-!9%D!H#I-!	 E l   a l m a c e n a m i e n t o   n o   e s t a   l i s t o 	 S t o c k a g e   p a s   p r  t 	 S p e i c h e r   n i c h t   b e r e i t 	 #  =5  3>B>2>	 M e m o r i a   n o n   p r o n t a 	 'DE.2F  :J1  ,'G2	 A r m a z e n a m e n t o   n  o   p r e p a r a d o 	 D e p o l a m a   h a z 1r   d e i l 	 B   n h   c h a   s n   s  n g 	 P e n y i m p a n a n   b e l u m   s i a p 	 S t o r a n   b e l u m   b e r s e d i a 	 8	M		K	0	G		  $	H	/	>	0	  (	9	@			 	 	 	 A   h  t t  r t  r   n i n c s   k  s z 	 	 	 	 O p s l a g   n i e t   g e r e e d 	 	 	 D i s p o z i t i v u l   d e   s t o c a r e   n u   e s t e   p r e g t i t 	 	 	       	 	 	 H3DG  0.1G  3'2  "E'/G  FJ3*	 	 	 							  								  			 	 	 	 	 	 	 	 	 B e r g i n g   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   n  o   e s t    p r o n t o 
 
 S T R _ I D _ M D I _ M T V _ F A I L E D _ T O _ P A U S E 	 M D I 	 P O P U P 	 p a u s e f a i l 	 F a i l e d   t o   p a u s e 	 f\P1YWe	 f\P1Y%	 D!H*2!2#+"8
1H'#2'	 N o   s e   p u d o   p a u s a r 	 E c h e c   d e   l a   p a u s e 	 P a u s e   f e h l g e s c h l a g e n 	 5  C405BAO  ?@8>AB0=>28BL	 M e s s a   i n   p a u s a   n o n   r i u s c i t a 	 A4D  'D%JB'A  'DE$B*	 F a l h a   a o   c o l o c a r   e m   p a u s a 	 D u r a k l a t m a   b a _a r 1s 1z 	 K h  n g   t h   t m   d n g 	 G a g a l   d i j e d a 	 G a g a l   b e r h e n t i   s e k e t i k a 	 0	K		(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   s z  n e t e l t e t  s 	 	 	 	 K a n   n i e t   p a u z e r e n 	 	 	 E r o a r e   l a    n t r e r u p e r e 	 	 	   	 	 	 /1F  F'EHAB  (H/	 	 	 						  				  				  							 	 	 	 	 	 	 	 	 O n d e r b r e e k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   p a u s a r 
 
 S T R _ I D _ M D I _ M T V _ F A I L E D _ T O _ R E C O R D 	 M D I 	 P O P U P 	 F A I L T O R E C O R D 	 F a i l e d   t o   r e c o r d 	 q_1YWe	 U_P1Y%	 D!H*2!2#16	 N o   s e   p u d o   g r a b a r 	 E c h e c   d ' e n r e g i s t r e m e n t 	 A u f n a h m e   f e h l g e s c h l a g e n 	 0?8AL  =5  C40;0AL	 R e g i s t r a z i o n e   n o n   r i u s c i t a 	 A4D  'D*3,JD	 A   g r a v a   o   f a l h o u 	 K a y d e t m e   b a _a r 1s 1z 	 K h  n g   t h   q u a y 	 G a g a l   m e r e k a m 	 G a g a l   m e r a k a m 	 0	G		I	0	M	!	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   r  g z  t  s 	 	 	 	 K a n   g e e n   o p n a m e   m a k e n 	 	 	 E r o a r e   l a    n r e g i s t r a r e 	 	 	   	 	 	 6(7  F'EHAB  (H/	 	 	 						  				  							 	 	 	 	 	 	 	 	 O p n a m e   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   g r a v a r 
 
 S T R _ I D _ M D I _ M T V _ F A I L E D _ T O _ S E T _ S P E E D 	 M D I 	 P O P U P 	 F A I L   t o   s e t   p l a y   s p e e d 	 F a i l e d   t o   s e t   p l a y   s p e e d 	 -[d>e^1YWe	 nd>e^1Y%	 D!H*2!2#1IH2'2!@#G'2#@%H	 N o   s e   p u d o   c o n f i g u r a r   l a   v e l o c i d a d   d e   g r a b a c i  n   	 E c h e c   d e   r  g l a g e   d e   l a   v i t e s s e   d e   l e c t u r e 	 W i e d e r g a b e g e s c h w i n d i g k e i t   k o n n t e   n i c h t   e i n g e s t e l l t   w e r d e n 	 5  C40;>AL  CAB0=>28BL  A:>@>ABL  2>A?@>872545=8O	 I m p o s t a z i o n e   v e l o c i t    d i   g i o c o   n o n   r i u s c i t a 	 A4D  *9JJF  319)  'D*4:JD	 F a l h a   a o   d e f i n i r   v e l o c i d a d e   d e   r e p r o d u   o 	 O y n a t m a   h 1z 1  a y a r l a m a   b a _a r 1s 1z 	 K h  n g   t h   c  i   t c     p h  t 	 G a g a l   m e n e t a p k a n   k e c e p a t a n   p u t a r 	 G a g a l   m e n g e s e t   k e l a j u a n   m e m a i n 	 *	M	2	G	  	$	?	  8	G		  	0	(	G	  .	G		  5	?	+	2		 	 	 	 A   l e j  t s z  s i   s e b e s s  g   b e  l l  t  s a   s i k e r t e l e n 	 	 	 	 K a n   d e   a f s p e e l s n e l h e i d   n i e t   i n s t e l l e n 	 	 	 E r o a r e   l a   s t a b i l i r e a   v i t e z e i   d e   r e d a r e 	 	 	       	 	 	 *9F  319*  ~.4  F'EHAB  (H/	 	 	 					  					  			  				  							 	 	 	 	 	 	 	 	 S t e l   v a n   s p e e l s p o e d   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   d e f i n i r   v e l o c i d a d e   d e   r e p r o d u   o 
 
 S T R _ I D _ M D I _ M T V _ S T O R A G E _ I O _ E R R O R 	 M D I 	 P O P U P 	 S t o r a g e   I O   e r r o r 	 S t o r a g e   I O   e r r o r 	 2QX[MOnX[S/	 X[PMOnX[S	 I-4%2  I O   @GI-!9%	 E r r o r   d e   E / S   d e   a l a m a c e n a m i e n t o 	 E r r e u r   E S   s t o c k a g e 	 S p e i c h e r - E / A - F e h l e r 	 H81:0  22>40- 2K2>40  2  @01>B5  E@0=8;8I0	 E r r o r e   a r c h i v i a z i o n e   I O 	 .7#  I O   AJ  'D*.2JF	 E r r o   d e   E S   d e   a r m a z e n a m e n t o 	 D e p o l a m a   I O   h a t a s 1	 L i   u   r a / v  o   l u   t r 	 K e s a l a h a n   p a d a   I O   p e n y i m p a n a n 	 R a l a t   I O   s t o r a n 	   I O   $	M	0	A		?	  -		!	>	0	#		 	 	 	 H  t t  r t  r   I O   h i b a 	 	 	 	 I / O - f o u t   b i j   o p s l a g 	 	 	 E r o a r e   s t o c a r e   I O 	 	 	   /   	 	 	 .7'  /1  /1HF/'/- (1HF/'/  H3DG  0.1G  3'2	 	 	 			  						  								 	 	 	 	 	 	 	 	 B e r g i n g - I O - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   E / S   d e   a r m a z e n a m e n t o 
 
 S T R _ I D _ M D I _ M O T I O N _ N O _ S L O T 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r   	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ M O T I O N _ C B _ N O T _ F O U N D 	 M D I 	 P O P U P 	 C l o s e   f a i l e d 	 C l o s e   f a i l e d 	 ܕܕ	 sQ1Y%	 D!H*2!2#4	 N o   s e   p u d o   c e r r a r   	 E c h e c   d e   l a   f e r m e t u r e 	 S c h l i e  e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 C h i u s u r a   n o n   r i u s c i t a 	 A4D  'D%:D'B	 F a l h a   a o   f e c h a r 	 k a p a l 1  B a _a r 1s 1z 	 K h  n g   t h    n g 	 P e n u t u p a n   g a g a l 	 P e n u t u p a n   g a g a l 	 ,		&	  	0	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   b e z  r  s 	 	 	 	 S l u i t e n   m i s l u k t 	 	 	 E r o a r e   l a    n c h i d e r e 	 	 	   	 	 	 (3*F  F'EHAB  (H/	 	 	 				  				  							 	 	 	 	 	 	 	 	 S l u i t   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   f e c h a r 
 
 S T R _ I D _ M D I _ G P S _ U A R T _ E R R _ P O R T _ A L R E A D Y _ O P E N 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ G P S _ U A R T _ E R R _ P O R T _ N U M B E R _ W R O N G 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ G P S _ U A R T _ E R R _ P A R A M _ E R R O R 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ G P S _ U A R T _ E R R _ P O R T _ E R R _ U N K N O W 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ G P S _ U A R T _ E R R _ P O R T _ A L R E A D Y _ C L O S E D 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ G P S _ U A R T _ E R R _ P O R T _ E R R _ N O T _ O P E N 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ G P S _ U A R T _ E R R _ N O _ S L O T 	 M D I 	 P O P U P 	 O p e n   f a i l e d 	 O p e n   f a i l e d 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 A p e r t u r a   n o n   r i u s c i t a 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 P e m b u k a a n   g a g a l 	 P e m b u k a a n   g a g a l 	 	K	2	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a 
 
 S T R _ I D _ M D I _ C A M E R A _ W R I T E _ P R O T E C T I O N 	 M D I 	 P O P U P 	 [ N o t i f y - W r i t e   P r o t e c t i o n ] 	 M e m o r y   c a r d   i s   l o c k e d . \ n C a n ' t   w r i t e   i n . 	 aaSOO\ n !ql[eQ	 _aSOO\ n elQeQ	 2#L+H'"'2!39%G-\ n D!H*2!2#@5"DI	 L a   t a r j e t a   d e   m e m o r i a   e s t    b l o q u e d a . \ n N o   p u e d e   e s c r i b i r   e n   l a   m i s m a 	 L a   c a r t e   m  m o i r e   e s t   v e r r o u i l l  e . \ n I m p o s s i b l e   d ' y    c r i r e . 	 S p e i c h e r k a r t e   i s t   g e s p e r r t . \ n K a n n   n i c h t   b e s c h r i e b e n   w e r d e n 	 0@B0  ?0<OB8  1;>:8@>20=0. \ n 52>7<>6=>  70?8A0BL. 	 M e m o r y   c a r d   b l o c c a t a . \ n I m p o s s i b i l e   s c r i v e r v i . 	 (7'B)  'D0'C1)  E:DB). / n J*901  'DC*'()  9DJG'. 	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r   d a d o s . 	 H a f 1z a   k a r t 1  k i l i t l e n d i . \ n Y a z 1l a m 1y o r 	 T h   n h   b   k h  a . \ n K h  n g   t h   c h  p . 	 K a r t u   m e m o r i   t e r k u n c i . \ n T i d a k   d a p a t   d i t u l i s . 	 K a d   i n g a t a n   t e r k u n c i .   \ n T i d a k   b o l e h   m e n u l i s 	 .	G	.	0	@	  	>	0	M	!	  2	I		  9	H	. \ n 2	?		  (	9	@		  8		$	>		 	 	 	 A   m e m  r i a k  r t y a   z  r o l v a . \ n N e m    r h a t  . 	 	 	 	 G e h e u g e n k a a r t   i s   g e b l o k k e e r d . \ n E r   k a n   n i e t   o p   g e s c h r e v e n   w o r d e n . 	 	 	 C a r d u l   d e   m e m o r i e   e s t e   b l o c a t . \ n I m p o s i b i l   d e   e d i t a t . 	 	 	     . \ n       . 	 	 	 '1*  -'A8G  BAD  4/G  '3*. / n FE*H'F  1H  "F  FH4*. 	 	 	 						  					  				  			  				d	\ n   					  					  		d		 	 	 	 	 	 	 	 	 G e h e u e k a a r t   i s   g e s l u i t . \ n K a n   n i e   d a a r i n   s k r y f   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   c a r t  o   d e   m e m  r i a   e s t    b l o q u e a d o . \ n N  o      p o s s  v e l   g r a v a r   n e l e . 
 
 S T R _ I D _ M D I _ C A M E R A _ H W _ N O T _ R E A D Y 	 M D I 	 P O P U P 	 [ N o t i f y - H W   N o t   R e a d y ] 	 C a m e r a   m o d u l e   n o t   r e a d y 	 ݈n*g1\}	 ňn*g1\~	 B!9%%I-D!H#I-!	 E l   m  d u l o   d e   l a   c  m a r a   d e   v i d e o   n o   e s t    l i s t o   	 L e   m o d u l e   d e   l a   c a m  r a   n ' e s t   p a s   p r  t 	 K a m e r a m o d u l   n i c h t   b e r e i t 	 0<5@0  =5  3>B>20	 M o d u l o   f o t o c a m e r a   n o n   p r o n t o 	 H-/)  'DC'EJ1'  :J1  ,'G2)	 O   m  d u l o   d a   c  m a r a   n  o   e s t    p r e p a r a d o 	 K a m e r a   m o d  l    h a z 1r   d e i l 	 M  u n   c a m e r a   k h  n g   c    s n 	 M o d u l   k a m e r a   b e l u m   s i a p 	 M o d u l   k a m e r a   b e l u m   b e r s e d i a   	 	H	.	0	>	  .	I	!	M	/	B	2	  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   k a m e r a m o d u l   n i n c s   k  s z e n l  t b e n 	 	 	 	 C a m e r a m o d u l e   n i e t   g e r e e d 	 	 	 M o d u l u l   c a m e r e i   n u   e s t e   p r e g t i t 	 	 	       	 	 	 ~H/E'F  /H1(JF  "E'/G  FJ3*	 	 	 										  					  								  			 	 	 	 	 	 	 	 	 K a m e r a m o d u l e   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  d u l o   d a   c  m e r a   n  o   e s t    p r o n t o 
 
 S T R _ I D _ M D I _ C A M E R A _ P R E V I E W _ F A I L E D 	 M D I 	 P O P U P 	 F a i l e d   t o   p r e v i e w 	 F a i l e d   t o   p r e v i e w 	 1YWe	 ȉ1Y%	 D!H*2!2##5'4'	 N o   s e   p u d o   p r e v i s u a l i z a r 	 E c h e c   d e   l a   p r  v i s u a l i s a t i o n 	 V o r s c h a u   f e h l g e s c h l a g e n 	 5  C405BAO  ?@>A<>B@5BL	 A n t e p r i m a   n o n   r i u s c i t a 	 A4D*  'DE9'JF)  	 F a l h a   a o   p r  - v i s u a l i z a r 	  n i z l e m e   b a _a r 1s 1z 	 K h  n g   t h   x e m   t r c 	 G a g a l   m e n a m p i l k a n   p r a t i n j a u 	 G a g a l     p r a p a n d a n g 	 *	B	0	M	5	>	5	2	K		(	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   e l Qn  z e t 	 	 	 	 V o o r b e s c h o u w i n g   m i s l u k t 	 	 	 E r o a r e   l a   e x a m i n a r e 	 	 	       	 	 	 ~4  FE'4  F'EHAB  (H/	 	 	 							  				  							 	 	 	 	 	 	 	 	 V o o r s k o u   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   v i s u a l i z a r 
 
 S T R _ I D _ M D I _ C A M E R A _ C A P T U R E _ F A I L E D 	 M D I 	 P O P U P 	 F a i l e d   t o   c a p t u r e 	 F a i l e d   t o   c a p t u r e 	 bgq1YWe	 bgq1Y%	 D!H*2!2#1 2	 N o   s e   p u d o   c a p t u r a r   	 E c h e c   d e   l ' e n r e g i s t r e m e n t 	 A u f z e i c h n u n g   f e h l g e s c h l a g e n 	 5  C405BAO  A45;0BL  A=8<>:	 A c q u i s i z i o n e   n o n   r i u s c i t a 	 A4D  'D'D*B'7	 F a l h a   a o   c a p t u r a r 	 G  r  n t    k a y d e t m e   b a _a r 1s 1z 	 K h  n g   t h   c h p 	 G a g a l   m e n g a m b i l   g a m b a r 	 G a g a l   m e n a n g k a p 	 	H	*	M		0	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   r  g z  t  s 	 	 	 	 O p n a m e   m i s l u k t 	 	 	 E r o a r e   l a   c a p t u r a r e 	 	 	   	 	 	 (11A*  F'EHAB  (H/	 	 	 								  				  							 	 	 	 	 	 	 	 	 V a s l e g g i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   c a p t u r a r 
 
 S T R _ I D _ M D I _ C A M E R A _ X E N O N F L A S H _ T I M E O U T 	 M D I 	 P O P U P 	 [ N o t i f y - T i m e o u t ] 	 C h a r g i n g   t i m e o u t .   T u r n   f l a s h   o f f 	 EQ>BfܕcIQq	 EQ5u>esQcIQop	 2#
2#L@'%2+!  4A%
	 V e n c i    e l   t i e m p o   d e   c a r g a .   A p a g a r   e l   f l a s h .   	 T e m p s   d e   c h a r g e m e n t   d  p a s s  .   E t e i g n e z   l e   f l a s h 	 L a d e z e i t   a b g e l a u f e n .   B l i t z   e i n s c h a l t e n 	 @5<O  70@O4:8  8AB5:;>.   B:;NG8B5  2A?KH:C. 	 T i m e o u t   c a r i c a .   S p e g n e r e   i l   f l a s h 	 EGD)  'D4-F.   #:DB  'DAD'4	 T e m p o   d e   c a r g a   e s g o t a d o .   D e s l i g a r   o   f l a s h 	 ^a r j   e t m e   z a m a n   a _1m 1.   F l a _1  k a p a t 1n 	 T m   d n g   s c .   H  y   t t    n   f l a s h 	 W a k t u   p e n g i s i a n   d a y a   h a b i s .   N o n a k t i f k a n   l a m p u   k i l a t 	 T a m a t   m a s a   p e n g e c a s a n .   T u t u p   f l a s h 	 	>	0	M		?			  8	.	/	  8	.	>	*	M	$	.   +	M	2	H	6	  ,		&	  	0	G			 	 	 	 T  l t  s i   i d Qt  l l  p  s .   K a p c s o l j a   k i   a   v a k u t 	 	 	 	 L a a d d u u r   v e r s t r e k e n .   Z e t   d e   f l i t s e r   u i t . 	 	 	 P a u z    n c r c a r e .   D e z a c t i v a ci   b l i cu l 	 	 	     .       	 	 	 EGD*  4'1  AD'4  *E'E  4/.   AD'4  1'  .'EH4  CFJ/	 	 	 							  			  			d	  					  		  					 	 	 	 	 	 	 	 	 T y d   v e r s t r e k e   v i r   l a a i .   S k a k e l   f l i t s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   l i m i t e   d e   c a r r e g a m e n t o .   D e s l i g a r   f l a s h 
 
 S T R _ I D _ M D I _ C A M E R A _ X E N O N F L A S H _ L O W _ B A T T E R Y 	 M D I 	 P O P U P 	 [ N o t i f y - C h a r g i n g   t i m e o u t ] 	 L o w   b a t t e r y .   T u r n   f l a s h   o f f 	 NOϑܕcIQq	 NO5uϑsQcIQop	 A@-#5HH3  4A%
	 B a t e r  a   b a j a .   A p a g a r   e l   f l a s h .   	 B a t t e r i e   f a i b l e .   E t e i g n e z   l e   f l a s h 	 S c h w a c h e   B a t t e r i e .   B l i t z   a u s s c h a l t e n 	 0B0@5O  @07@O605BAO.   B:;NG8B5  2A?KH:C. 	 B a t t e r i a   s c a r i c a .   S p e g n e r e   i l   f l a s h 	 7'B)  'D(7'1J)  EF.A6).   #:DB  'DAD'4	 B a t e r i a   f r a c a .   D e s l i g a r   o   f l a s h 	 D  _ k   p i l .   F l a _1  k a p a t 1n 	 P i n   y u .   H  y   t t    n   f l a s h 	 B a t e r a i   l e m a h .   N o n a k t i f k a n   l a m p u   k i l a t 	 B a t e r i   r e n d a h .   T u t u p   f l a s h 	 (	M	/	B	(	  ,	H		0	@	.   +	M	2	H	6	  ,		&	  	0	G			 	 	 	 G y e n g e   a k k u m u l  t o r .   K a p c s o l j a   k i   a   v a k u t 	 	 	 	 B a t t e r i j   b i j n a   l e e g .   Z e t   d e   f l i t s e r   u i t . 	 	 	 B a t e r i e   d e s c r c a t .   D e z a c t i v a ci   b l i cu l 	 	 	   .       	 	 	 ('71I  CE  '3*.   AD'4  1'  .'EH4  CFJ/	 	 	 									  					  		d	  					  		  					 	 	 	 	 	 	 	 	 L a e   b a t t e r y .   S k a k e l   f l i t s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a t e r i a   f r a c a .   D e s l i g a r   f l a s h 
 
 S T R _ I D _ M D I _ B A R C O D E R E A D E R _ D E C O D E _ F A I L E D 	 M D I 	 P O P U P 	 F a i l e d   t o   d e c o d e 	 F a i l e d   t o   d e c o d e 	 ㉼x1YWe	 x1Y%	 D!H*2!2#-#+1*	 N o   s e   p u d o   d e c o d i f i c a r 	 E c h e c   l o r s   d u   d  c o d a g e 	 E n t s c h l  s s e l u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  45:>48@>20BL	 D e c o d i f i c a   n o n   r i u s c i t a 	 A4D  AC  'D4A1)	 F a l h a   a o   d e s c o d i f i c a r 	   z m e   b a _a r 1s 1z 	 K h  n g   t h   g i i   m  	 G a g a l   m e n d e k o d e 	 G a g a l   m e n y a h k o d 	 !	?		K	!	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   v i s s z a f e j t  s 	 	 	 	 D e c o d e r n   m i s l u k t 	 	 	 E r o a r e   l a   d e c o d a r e 	 	 	   	 	 	 1E24'  F'EHAB  (H/	 	 	 					  				  							 	 	 	 	 	 	 	 	 D e k o d e e r   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   d e c o d i f i c a r 
 
 S T R _ I D _ M D I _ B A R C O D E R E A D E R _ D E C O D E _ T I M E O U T 	 M D I 	 P O P U P 	 D e c o d e   t i m e o u t 	 D e c o d e   t i m e o u t 	 ㉼x>Bf	 xe	 -#+1*@'%2+!	 V e n c i    e l   t i e m p o   d e   d e c o d i f i c a c i  n 	 D  l a i   d e   d  c o d a g e   d  p a s s  	 E n t s c h l  s s e l u n g s z e i t   a b g e l a u f e n 	 @5<O  45:>48@>20=8O  8AB5:;>	 D e c o d i f i c a   s c a d u t a 	 EGD)  AC  'D4A1)	 T e m p o   d e   d e s c o d i f i c a   o   e s g o t a d o 	   z m e   z a m a n   a _1m 1	 T m   d n g   g i i   m  	 W a k t u   d e k o d e   h a b i s 	 T a m a t   m a s a   n y a h k o d 	 !	?		K	!	  8	.	/	  8	.	>	*	M	$		 	 	 	 V i s s z a f e j t  s i   i d Qt  l l  p  s 	 	 	 	 T i j d s d u u r   v o o r   d e c o d e r e n   v e r s t r e k e n 	 	 	 P a u z   d e c o d a r e 	 	 	     	 	 	 EGD*  1E24'J  *E'E  4/	 	 	 							  			  				 	 	 	 	 	 	 	 	 T y d   v e r s t r e k e   v i r   d e k o d e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   l i m i t e   d e   d e c o d i f i c a   o 
 
 S T R _ I D _ M D I _ W E B C A M _ U S B _ N O T I F Y _ E R R O R 	 M D I 	 P O P U P 	 W e b C a m   E r r o r .   ( i n   t h e   p o p u p   s c r e e n ) 	 W e b c a m   d e v i c e   e r r o r 	 }eq__j݈n/	 Q~Ddq_:gňn	 -8#L@'GA!4%2	 E r r o r   e n   d i s p o s i t i v o   d e   w e b c a m 	 E r r e u r   d e   l ' a p p a r e i l   W e b c a m 	 W e b c a m - G e r  t e f e h l e r 	 H81:0  251- :0<5@K	 E r r o r e   d i s p o s i t i v o   w e b c a m 	 .7#  AJ  ,G'2  C'EJ1'  'DHJ(	 E r r o   d e   d i s p o s i t i v o   W e b c a m 	 W e b   k a m e r a   a y g 1t   h a t a s 1	 L i   t h i t   b   w e b c a m 	 K e s a l a h a n   p a d a   p e r a n g k a t   w e b c a m 	 P e r a n t i   k a m e r a   w e b   r a l a t 	 5	G	,		H	.	  		*		0	#	  $	M	0	A		?		 	 	 	 W e b k a m e r a - e s z k  z h i b a 	 	 	 	 F o u t   i n   w e b c a m 	 	 	 E r o a r e   c a m e r   W e b 	 	 	       	 	 	 .7'  /1  H3DG  /H1(F  H(	 	 	 									  							  							 	 	 	 	 	 	 	 	 W e b k a m e r a - t o e s t e l f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d o   d i s p o s i t i v o   w e b c a m 
 
 S T R _ I D _ M D I _ T V O U T _ N O T _ R E A D Y 	 M D I 	 P O P U P 	 T V O U T     m e s s a g e :   T V - o u t   i s   n o t   r e a d y 	 T V - o u t   i s   n o t   r e a d y 	 
*g1\}	 Ɖ*g1\~	 T V - --D!H#I-!	 L a   s a l i d a   d e l   t e l e v i s o r   n o   e s t    l i s t a 	 T V - o u t   n ' e s t   p a s   p r  t 	 T V - A u s g a n g   i s t   n i c h t   b e r e i t 	 "- 2KE>4  =5  3>B>2	 U s c i t a   T V   n o n   p r o n t a 	 .1,  'D*DA2JHF  :J1  ,'G2	 S a  d a   d e   T V   n  o   p r e p a r a d a 	 T V -  1k 1_1  h a z 1r   d e i l 	 u   r a   t i v i   c h a   s n   s  n g 	 T V - o u t   b e l u m   s i a p 	 T V - o u t   b e l u m   s e d i a 	 	@	5	@	- 				  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   T V - k i m e n e t   n e m    z e m k  s z 	 	 	 	 T e l e v i s i e - u i t g a n g   i s   n i e t   g e r e e d 	 	 	 I e _i r e a   T V   n u   e s t e   p r e g t i t 	 	 	   T V - o u t     	 	 	 .1H,  *DH2HF  "E'/G  F3*	 	 	 				- 			  								  				 	 	 	 	 	 	 	 	 T V - u i t   i s   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a  d a   d e   T V   n  o   e s t    p r o n t a 
 
 S T R _ I D _ M D I _ T V O U T _ T V _ F A I L E D 	 M D I 	 P O P U P 	 T V O U T   e r r o r 	 T V - o u t   e r r o r 	 
/	 Ɖ	 T V - --4%2	 E r r o r   e n   l a   s a l i d a   d e l   t e l e v i s o r 	 E r r e u r   d e   T V - o u t 	 T V - A u s g a n g s f e h l e r 	 H81:0  "- 2KE>40	 E r r o r e   u s c i t a   T V 	 .7#  AJ  .1,  'D*DA2JHF	 E r r o   d e   s a  d a   d e   T V 	 T V -  1k 1_  h a t a s 1	 L i   u   r a   t i v i 	 K e s a l a h a n   p a d a   T V - o u t 	 T V - o u t   r a l a t 	 	@	5	@	- 				  $	M	0	A		?		 	 	 	 T V - k i m e n e t   h i b a 	 	 	 	 F o u t   i n   t e l e v i s i e - u i t g a n g 	 	 	 E r o a r e   i e _i r e   T V 	 	 	   T V - o u t 	 	 	 .7'  /1  .1H,  *DH2HF	 	 	 				- 				  							 	 	 	 	 	 	 	 	 F o u t   m e t   T V - u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   s a  d a   d e   T V 
 
 S T R _ I D _ M D I _ A U D I O _ P L A Y _ F A I L 	 M D I 	 P O P U P 	 E r r o r :   f i l e   f a i l   t o   p l a y 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 D!H*2!2#@%H	 N o   s e   p u d o   r e p r o d u c i r   	 E c h e c   d e   l a   l e c t u r e 	 W i e d e r g a b e   f e h l g e s c h l a g e n 	 H81:0  ?@8  2>A?@>872545=88	 R i p r o d u z i o n e   n o n   r i u s c i t a 	 A4D  'D*4:JD	 F a l h a   a o   r e p r o d u z i r 	 O y n a t m a   b a _a r 1s 1z 	 K h  n g   t h   p h  t 	 G a g a l   d i p u t a r 	 G a g a l   m e m a i n 	 *	M	2	G	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   l e j  t s z  s 	 	 	 	 A f s p e l e n   m i s l u k t 	 	 	 E r o a r e   l a   r e d a r e 	 	 	   	 	 	 ~.4  F'EHAB  (H/	 	 	 				  				  							 	 	 	 	 	 	 	 	 S p e e l   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   r e p r o d u z i r 
 
 S T R _ I D _ M D I _ A U D I O _ B U S Y 	 M D I 	 P O P U P 	 E r r o r :   d e v i c e   b u s y 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxN_x-N	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 'D,G'2  E4:HD	 D i s p o s i t i v o   o c u p a d o 	 A y g 1t   m e _g u l 	 T h i t   b   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$	  9	H		 	 	 	 A z   e s z k  z   e l f o g l a l t 	 	 	 	 A p p a r a a t   i s   b e z e t 	 	 	 D i s p o z i t i v   o c u p a t 	 	 	   	 	 	 H3JDG  E4:HD  '3*	 	 	 						  							 	 	 	 	 	 	 	 	 T o e s t e l   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s p o s i t i v o   o c u p a d o 
 
 S T R _ I D _ M D I _ A U D I O _ O P E N _ F A I L 	 M D I 	 P O P U P 	 E r r o r :   f i l e   f a i l   t o   o p e n 	 F a i l e d   t o   o p e n 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d e   l ' o u v e r t u r e 	  f f n e n   f e h l g e s c h l a g e n 	 5  C40;>AL  >B:@KBL	 I m p o s s i b i l e   a p r i r e 	 A4D  'DA*-	 F a l h a   a o   a b r i r 	 A  m a   b a _a r 1s 1z 	 K h  n g   t h   m 	 G a g a l   d i b u k a 	 G a g a l   m e m b u k a 	 	K	2	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 O p e n e n   m i s l u k t 	 	 	 E r o a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a b r i r 
 
 S T R _ I D _ M D I _ A U D I O _ I N V A L I D _ F I L E 	 M D I 	 P O P U P 	 E r r o r :   i n v a l i d   f i l e 	 I n v a l i d   f i l e 	 !qHevjHh	 eHeveN	 D%LD!H9I-	 A r c h i v o   i n v  l i d o   	 F i c h i e r   i n v a l i d e 	 U n g  l t i g e   D a t e i 	 525@=K9  D09;	 F i l e   n o n   v a l i d o 	 EDA  :J1  5'D-	 F i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a 	 T p   t i n   k . h p   l 	 F i l e   t i d a k   v a l i d 	 F a i l   t a k   s a h 	 	.	>	(	M	/	  +	>		2		 	 	 	  r v  n y t e l e n   f  j l 	 	 	 	 O n g e l d i g   b e s t a n d 	 	 	 F i _i e r   n e v a l i d 	 	 	     	 	 	 ~1HF/G  F'E9*(1  '3*	 	 	 				  					 	 	 	 	 	 	 	 	 O n g e l d i g e   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   i n v  l i d o 
 
 S T R _ I D _ M D I _ A U D I O _ N O _ A U D _ T R A C K 	 M D I 	 P O P U P 	 E r r o r :   n o   a u d i o   t r a c k 	 N o   a u d i o   t r a c k 	 jHh!q̎	 eNeh	 D!H!5A#G@*5"	 N o   h a y   u n a   p i s t a   d e   a u d i o 	 A u c u n e   p i s t e   a u d i o 	 K e i n e   A u d i o s p u r 	 5B  0C48>4>@>6:8	 T r a c c i a   s o n o r a   a s s e n t e 	 D'  JH,/  E3'1  5H*J	 N e n h u m a   f a i x a   d e    u d i o 	 S e s   p a r  a s 1  y o k 	 K h  n g   c    b  i   h  t   n  o 	 T i d a k   a d a   t r e k   a u d i o 	 T i a d a   r u n u t 	 	K		  	!	?	/	K	  	M	0	H		  (	9	@			 	 	 	 N i n c s   a u d i    s  v 	 	 	 	 G e e n   a u d i o s p o o r 	 	 	 N i c i o   p i e s   a u d i o 	 	 	     	 	 	 G  ~1HF/G  5H*  H,H/  F/'1/	 	 	 				  							  				 	 	 	 	 	 	 	 	 G e e n   o u d i o s n i t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   t r i l h a   d e    u d i o 
 
 S T R _ I D _ M D I _ A U D I O _ U N S U P P O R T E D _ S P E E D 	 M D I 	 P O P U P 	 E r r o r :   u n s u p p o r t e d   s p e e d 	 S p e e d   n o t   s u p p o r t e d 	 d>e^
N/ec	 d>e^
N/ec	 '2!@#G'D!H*1*8	 V e l o c i d a d   n o   c o m p a t i b l e 	 V i t e s s e   n o n   s u p p o r t  e 	 G e s c h w i n d i g k e i t   n i c h t   u n t e r s t  t z t 	 !:>@>ABL  =5  ?>445@68205BAO	 V e l o c i t    n o n   s u p p o r t a t a 	 'D319)  :J1  E/9HE)	 V e l o c i d a d e   n  o   s u p o r t a d a 	 H 1z   d e s t e k l e n m i y o r 	 K h  n g   h   t r   t c   	 K e c e p a t a n   t i d a k   d i d u k u n g 	 K e l a j u a n   t i d a k   d i s o k o n g i 	 	$	?	  8	.	0	M	%	?	$	  (	9	@		  9	H		 	 	 	 N e m   t  m o g a t o t t   s e b e s s  g 	 	 	 	 S n e l h e i d   n i e t   o n d e r s t e u n d 	 	 	 V i t e z a   n u   e s t e   a c c e p t a t 	 	 	     	 	 	 319*  EH1/F81  ~4*('F  F4/G  '3*	 	 	 			  							  				 	 	 	 	 	 	 	 	 S p o e d   n i e   o n d e r s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e l o c i d a d e   n  o   s u p o r t a d a 
 
 S T R _ I D _ M D I _ V I D E O _ P L Y _ N E T W O R K _ B U F F E R _ F A I L E D 	 M D I 	 P O P U P 	 E r r o r :   b u f f e r   f a i l e d 	 F a i l e d   t o   b u f f e r 	 }]1YWe	 Q1Y%	 D!H*2!2#1@-#L	 N o   s e   p u d o   a l m a c e n a r   e n   m e m o r i a   i n t e r m e d i a 	 E c h e c   d e   t a m p o n 	 K o n n t e   n i c h t   g e p u f f e r t   w e r d e n 	 5  C40;>AL  1CD5@87>20BL	 B u f f e r   n o n   r i u s c i t o 	 A4D  'D*.2JF  'DE$B*	 F a l h a   a o   c o l o c a r   e m   m e m  r i a   i n t e r m  d i a   	 A r a b e l l e e   a l 1n a m a d 1	 B   n h   m   b   l i 	 G a g a l   d i - b u f f e r 	 G a g a l   m e n i m b a l 	 ,	+	0	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   p u f f e r e l  s 	 	 	 	 K o n   n i e t   b u f f e r e n 	 	 	 T a m p o n a r e   n e r e u _i t 	 	 	     	 	 	 ','/  E'F1  F'EHAB  (H/	 	 	 					  				  							 	 	 	 	 	 	 	 	 K o n   n i e   b u f f e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a r m a z e n a r   t e m p o r a r i a m e n t e 
 
 S T R _ I D _ M E D P L Y _ V D O R E C 	 M E D P L Y 	 I C O N T E X T 	 V i d e o   r e c o r d e r 	 V i d e o   r e c o r d e r 	 q_Grq_hV	 ƉU_PhV	 @#7H-16'45B-	 G r a b a d o r   d e   v i d e o   	 E n r e g i s t r e u r   v i d  o 	 V i d e o r e k o r d e r 	 0?8AL  2845>	 R e g i s t r a t o r e   v i d e o 	 E3,D  AJ/JH	 G r a v a d o r   d e   v  d e o 	 V i d e o   k a y d e d i c i   	 M  y   q u a y   v i d e o 	 P e r e k a m   v i d e o 	 P e r a k a m   v i d e o 	 5	@	!	?	/	K	  0	G		>	0	M	!	0		 	 	 	 V i d e o m a g n  	 	 	 	 V i d e o r e c o r d e r 	 	 	 R e c o r d e r   v i d e o 	 	 	   	 	 	 6(7  CFF/G  AJDE	 	 	 														 	 	 	 	 	 	 	 	 V i d e o - o p n e m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a v a d o r   d e   v  d e o 
 
 S T R _ I D _ M E D P L Y _ S H U F F L E 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 S h u f f l e 	 S h u f f l e 	 _j	 :g	 *%1	 B a r a j a r 	 M  l a n g e r 	 M i s c h e n 	 5@5<5H0BL	 R i p r o d u z i o n e   c a s u a l e 	 *(/JD	 A l e a t  r i o 	 K a r 1_1k    a l 	 N g u   n h i  n 	 A c a k 	 K o c o k 	 6	+	2	  	0	G			 	 	 	 V  l e t l e n   s o r r e n d 	 	 	 	 S c h u d d e n 	 	 	 A m e s t e c a r e 	 	 	   	 	 	 (1  2/F	 	 	 							 	 	 	 	 	 	 	 	 S k o m m e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i s t u r a r 
 
 S T R _ I D _ M E D P L Y _ R E P E A T 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 R e p e a t 	 R e p e a t 	 ͑	 ͑
Y	 I3	 R e p e t i r 	 R  p  t e r 	 W i e d e r h o l e n 	 >2B>@	 R i p e t i 	 *C1'1	 R e p e t i r 	 T e k r a r l a 	 L p   l i 	 U l a n g 	 U l a n g 	 &	K	9	0	>				 	 	 	 I s m  t l  s 	 	 	 	 H e r h a l e n 	 	 	 R e p e t a r e 	 	 	 	 	 	 *1'1	 	 	 							 	 	 	 	 	 	 	 	 H e r h a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p e t i r 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ P L A Y E R 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 P l a y e r   s e t t i n g s 	 P l a y e r   s e t t i n g s 	 d>e-[	 d>en	 2#1IH2@#7H-@%H	 C o n f i g u r a c i  n   d e l   r e p r o d u c t o r   	 R  g l a g e s   d u   l e c t e u r 	 P l a y e r - E i n s t e l l u n g e n 	 0AB@>9:8  ?;55@0	 I m p o s t a z i o n i   l e t t o r e 	 %9/'/'*  'DE4:D	 D e f i n i   e s   d o   l e i t o r 	 O y n a t 1c 1  a y a r l a r 1	 C  i   t   m  y   p h  t 	 P e n g a t u r a n   p e m u t a r 	 S e t i n g   p e m a i n 	 *	M	2	G	/	0	  8	G		?			M	8		 	 	 	 L e j  t s z    b e  l l  t  s a i 	 	 	 	 S p e l e r i n s t e l l i n g e n 	 	 	 S e t r i   p l a y e r 	 	 	   	 	 	 *F8JEG'  ~.4  CFF/G	 	 	 							  						  	 	 	 	 	 	 	 	 	 S p e l e r - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d o   a p a r e l h o 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ A U D I O 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 A u d i o   s e t t i n g s 	 A u d i o   s e t t i n g s 	 j-[	 PNn	 2#1IH2@*5"	 C o n f i g u r a c i  n   d e   a u d i o 	 R  g l a g e s   a u d i o 	 A u d i o e i n s t e l l u n g e n 	 0AB@>9:8	 I m p o s t a z i o n i   a u d i o 	 %9/'/'*  'D5H*	 D e f i n i   e s   d e    u d i o 	 S e s   a y a r l a r 1	 C  i   t   g h i    m 	 P e n g a t u r a n   a u d i o 	 S e t i n g   a u d i o 	 	!	?	/	K	  8	G		?			M	8		 	 	 	 H a n g b e  l l  t  s o k 	 	 	 	 A u d i o - i n s t e l l i n g e n 	 	 	 S e t r i   a u d i o 	 	 	   	 	 	 *F8EG'  5H*	 	 	 											 	 	 	 	 	 	 	 	 O u d i o - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e    u d i o 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ V I D E O 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 V i d e o   s e t t i n g s 	 V i d e o   s e t t i n g s 	 q_Gr-[	 Ɖn	 2#1IH2'45B-	 C o n f i g u r a c i  n   d e   v i d e o   	 R  g l a g e s   v i d  o 	 V i d e o e i n s t e l l u n g e n 	 0AB@>9:0  2845>	 I m p o s t a z i o n i   v i d e o 	 %9/'/'*  'DAJ/JH	 D e f i n i   e s   d e   v  d e o 	 V i d e o   a y a r l a r 1	 C  i   t   v i d e o 	 P e n g a t u r a n   v i d e o 	 S e t i n g   v i d e o 	 5	@	!	?	/	K	  8	G		?			M	8		 	 	 	 V i d e    b e  l l  t  s o k 	 	 	 	 V i d e o - i n s t e l l i n g e n 	 	 	 S e t r i   v i d e o 	 	 	   	 	 	 *F8JEG'  HJ/JH	 	 	 					  							 	 	 	 	 	 	 	 	 V i d e o - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   v  d e o 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ B L U E T O O T H 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 ͅYr-[	 ݄Yrn	 2#1IH2%99	 C o n f i g u r a c i  n   d e   b l u e t o o t h   	 R  g l a g e s   B l u e t o o t h 	 B l u e t o o t h - E i n s t e l l u n g e n 	 0AB@>9:8  B l u e t o o t h 	 I m p o s t a z i o n i   B l u e t o o t h 	 %9/'/'*  B l u e t o o t h 	 D e f i n i   e s   B l u e t o o t h 	 B l u e t o o t h   a y a r l a r 1  	 C  i   t   B l u e t o o t h 	 P e n g a t u r a n   B l u e t o o t h 	 S e t i n g   B l u e t o o t h 	 B l u e t o o t h   8	G		?			M	8		 	 	 	 B l u e t o o t h - b e  l l  t  s o k 	 	 	 	 B l u e t o o t h - i n s t e l l i n g e n 	 	 	 S e t r i   B l u e t o o t h 	 	 	   B l u e t o o t h 	 	 	 *F7JEG'  B l u e t o o t h 	 	 	 							  							 	 	 	 	 	 	 	 	 B l u e t o o t h - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   B l u e t o o t h 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ N E T W O R K 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 N e t w o r k   s e t t i n g s 	 N e t w o r k   s e t t i n g s 	 }-[	 Q~n	 2#1IH2@#7-H2"	 C o n f i g u r a c i  n   d e   r e d 	 R  g l a g e s   d u   r  s e a u 	 N e t z w e r k e i n s t e l l u n g e n 	 0AB@>9:8  A5B8	 I m p o s t a z i o n i   d i   r e t e 	 %9/'/'*  'D4(C)	 D e f i n i   e s   d e   r e d e 	 ^e b e k e   a y a r l a r 1	 C  i   t   m n g 	 P e n g a t u r a n   j a r i n g a n 	 S e t i n g   r a n g k a i a n 	 (	G		5	0	M		  8	G		?			M	8		 	 	 	 H  l  z a t i   b e  l l  t  s o k 	 	 	 	 N e t w e r k i n s t e l l i n g e n 	 	 	 S e t r i   r e ce a 	 	 	   	 	 	 *F8EG'  4(G	 	 	 									  							 	 	 	 	 	 	 	 	 N e t w e r k - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   r e d e 
 
 S T R _ I D _ M E D P L Y _ S K I N 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 S k i n 	 S k i n 	 Y	 Y	 *4	 D i s e  o 	 H a b i l l a g e 	 S k i n 	 1>;>G:0	 S k i n 	 'D4CD	 M  s c a r a 	 D 1_  g  r  n  m 	 T h u   n h 	 S k i n 	 K u l i t 	 8	M		?	(		 	 	 	 B Qr 	 	 	 	 W e e r g a v e 	 	 	 F a ce t 	 	 	 	 	 	 ~H3*G	 	 	 					  	 	 	 	 	 	 	 	 	 O m s l a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e l e 
 
 S T R _ I D _ M E D P L Y _ S K I N _ T H E M E 	 M E D P L Y 	 C 0 5 7 _ 1 	 T h e m e 	 T h e m e 	 ;NL	 ;N	 5!	 T e m a 	 T h  m e 	 T h e m a 	 "5<0	 T e m a 	 'DEH6H9	 T e m a 	 T e m a 	 C h   	 T e m a 	 T e m a 	 %	@	.		 	 	 	 T  m a 	 	 	 	 T h e m a 	 	 	 T e m 	 	 	   	 	 	 (FE'G	 	 	 				 	 	 	 	 	 	 	 	 T e m a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m a 
 
 S T R _ I D _ M E D P L Y _ S K I N _ F R O M _ F I L E 	 M E D P L Y 	 C 0 5 7 _ 1 	 F r o m   f i l e 	 F r o m   f i l e 	 _jHhx	 NeN		 2D%L	 D e s d e   a r c h i v o 	 D e p u i s   l e   f i c h i e r 	 V o n   D a t e i 	 7  D09;0	 D a   f i l e 	 EF  EDA	 D e   f i c h e i r o 	 D o s y a d a n   	 T   f i l e 	 D a r i   f i l e 	 D a r i   f a i l 	 +	>		2	  8	G		 	 	 	 F  j l b  l 	 	 	 	 V a n   b e s t a n d 	 	 	 D i n   f i _i e r 	 	 	 	 	 	 '2  ~1HF/G	 	 	 				  					 	 	 	 	 	 	 	 	 U i t   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   a r q u i v o 
 
 S T R _ I D _ M E D P L Y _ S K I N _ F I L E _ S E L E C T E D 	 M E D P L Y 	 I C O N T E X T ,   C 0 5 7 _ 1 	 F i l e   s e l e c t e d 	 F i l e   s e l e c t e d 	 jHh]x	 eN]		 D%L5H@%7-	 A r c h i v o   s e l e c c i o n a d o 	 F i c h i e r   s  l e c t i o n n  	 D a t e i   g e w  h l t 	 $09;  2K1@0=	 F i l e   s e l e z i o n a t o 	 *E  *-/J/  'DEDA	 F i c h e i r o   s e l e c c i o n a d o 	 D o s y a   s e  i l d i 	    c h n   f i l e 	 F i l e   d i p i l i h 	 F a i l   t e r p i l i h 	 +	>		2	  	/	(	?	$		 	 	 	 K i j e l  l t   f  j l 	 	 	 	 B e s t a n d   g e s e l e c t e e r d 	 	 	 F i _i e r   s e l e c t a t 	 	 	   	 	 	 ~1HF/G  (12J/G  4/G	 	 	 				  								  			  					  	 	 	 	 	 	 	 	 	 L  e r   g e k i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   s e l e c i o n a d o 
 
 S T R _ I D _ M E D P L Y _ S K I N _ D E L E T E D 	 M E D P L Y 	 I C O N T E X T 	 D e l e t e   r e f e r e n c e 	 D e l e t e   r e f e r e n c e 	 *Rdܕo	  RdsQT	 %2#-I2-4	 B o r r a r   r e f e r e n c i a 	 E f f a c e r   r  f  r e n c e 	 R e f e r e n z   l  s c h e n 	 #40;8BL  A?@02>G=K5  A2545=8O	 E l i m i n a   r i f e r i m e n t o 	 -0A  'DE1,9	 E l i m i n a r   r e f e r  n c i a 	 R e f e r a n s 1  s i l 	 X  a   t h a m   k h o 	 H a p u s   r e f e r e n s i 	 H a p u s   r u j u k a n 	 8		&	0	M	-	  .	?		>				 	 	 	 H i v a t k o z  s   t  r l  s e 	 	 	 	 R e f e r e n t i e   v e r w i j d e r e n 	 	 	 ^t e r g e r e   r e f e r i n c	 	 	   	 	 	 -0A  E1,9	 	 	 									  				  						 	 	 	 	 	 	 	 	 S k r a p   v e r w y s i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   r e f e r  n c i a 
 
 S T R _ I D _ M E D P L Y _ B G _ P L A Y 	 M E D P L Y 	 I C O N T E X T 	 B a c k g r o u n d   p l a y 	 B a c k g r o u n d   p l a y 	 ̀ofd>e	 ̀ofd>e	 @%H@7I-+%1	 R e p r o d u c i r   e n   e l   f o n d o 	 L e c t u r e   d ' a r r i  r e - p l a n 	 H i n t e r g r u n d w i e d e r g a b e 	 3@0BL  2  D>=. @568<5	 R i p r o d u z i o n e   d i   s f o n d o 	 *4:JD  AJ  'D.DAJ)	 R e p r o d u   o   e m   s e g u n d o   p l a n o 	 A r k a   p l a n d a    a l m a 	 P h  t   t r  n   n n 	 P u t a r   d i   l a t a r   b e l a k a n g 	 M a i n k a n   d i   l a t a r   b e l a k a n g 	 ,	H			M	0	>				!	  *	M	2	G		 	 	 	 L e j  t s z  s   a   h  t t  r b e n 	 	 	 	 O p   d e   a c h t e r g r o n d   a f s p e l e n 	 	 	 R e d a r e   f u n d a l 	 	 	   	 	 	 ~.4  /1  ~4*  2EJFG	 	 	 													  				  	 	 	 	 	 	 	 	 	 A g t e r g r o n d s p e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u   o   d e   f u n d o 
 
 S T R _ I D _ M E D P L Y _ S O U N D _ E F F E C T 	 M E D P L Y 	 I C O N T E X T 	 S o u n d   e f f e c t 	 S o u n d   e f f e c t 	 He	 He	 @*5"@-@GL	 E f e c t o   d e   s o n i d o 	 E f f e t   s o n o r e 	 S o u n d e f f e k t 	 2C:>2K5  MDD5:BK	 E f f e t t o   s o n o r o 	 E$+1  'D5H*	 E f e i t o   d e   s o m 	 S e s   e f e k t i   	 H i u   n g    m   t h a n h 	 E f e k   s u a r a 	 E f e k   b u n y i 	 '	M	5	(	?	  *	M	0	-	>	5		 	 	 	 H a n g h a t  s 	 	 	 	 G e l u i d s e f f e c t 	 	 	 E f e c t   s u n e t 	 	 	   	 	 	 ,DHG  G'  5H*	 	 	 						  							 	 	 	 	 	 	 	 	 K l a n k e f f e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E f e i t o   s o n o r o 
 
 S T R _ I D _ M E D P L Y _ A U D I O _ P L A Y _ S P E E D 	 M E D P L Y 	 I C O N T E X T 	 A u d i o   p l a y   s p e e d 	 A u d i o   p l a y   s p e e d 	 jd>e^	 PNd>e^	 '2!@#G'2#@%H@*5"	 V e l o c i d a d   d e   r e p r o d u c c i  n   d e   a u d i o 	 V i t e s s e   d e   l e c t u r e   a u d i o 	 G e s c h w i n d i g k e i t   d e r   A u d i o w i e d e r g a b e 	 !:>@>ABL  2>A?@>872545=8O  72C:0	 V e l o c i t    d i   r i p r o d u z i o n e   a u d i o 	 319)  *4:JD  'D5H*	 V e l o c i d a d e   d e   r e p r o d u   o   d e    u d i o 	 S e s   o y n a y m a   h 1z 1	 T c     p h  t   g h i    m 	 K e c e p a t a n   p e m u t a r a n   a u d i o 	 L a j u   m a i n a n   a u d i o 	 	!	?	/	K	  *	M	2	G	  8	M	*	@	!		 	 	 	 A u d i    l e j  t s z  s i   s e b e s s  g 	 	 	 	 A f s p e e l s n e l h e i d   v a n   a u d i o 	 	 	 V i t e z   r e d a r e   a u d i o 	 	 	   	 	 	 319*  ~.4  5H*	 	 	 				  					  				 	 	 	 	 	 	 	 	 O u d i o - s p e e l t e m p o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e l o c i d a d e   d e   r e p r o d u   o   d e    u d i o 
 
 S T R _ I D _ M E D P L Y _ M A I N S C R _ D I S P 	 M E D P L Y 	 I C O N T E X T 	 M a i n   s c r e e n   d i s p l a y 	 D i s p l a y   s t y l e 	 o:y<h	 >f:yΘ<h	 *D%L+I2-	 E s t i l o   d e   v i s u a l i z a c i  n 	 S t y l e   d ' a f f i c h a g e 	 S t i l   a n z e i g e n 	 B>1@078BL  AB8;L	 V i s u a l i z z a   s t i l e 	 FE7  'D916	 E s t i l o   d e   a p r e s e n t a   o 	 G  r  n t  l e m e   t a r z 1	 K i u   h i n   t h 	 G a y a   t a m p i l a n 	 G a y a   p a p a r a n 	 !	?	8	M	*	M	2	G	  8	M		>		2		 	 	 	 M e g j e l e n  t  s i   s t  l u s 	 	 	 	 W e e r g a v e s t i j l 	 	 	 S t i l   a f i _a r e 	 	 	   	 	 	 3(  FE'4	 	 	 										  			  	 	 	 	 	 	 	 	 	 S k e r m s t y l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t i l o   d e   e x i b i   o 
 
 S T R _ I D _ M E D P L Y _ S P E E D _ F A S T 2 	 M E D P L Y 	 C 0 5 7 _ 1 	 F a s t e s t 	 F a s t e s t 	  g_	  g_	 @#G'5H*8	 E l   m  s   r  p i d o 	 L e   p l u s   r a p i d e 	 A m   s c h n e l l s t e n 	 0:A8<0;L=>  1KAB@>	 P i    v e l o c e 	 'D#B5I  319)	 M a i s   r  p i d o 	 E n   h 1z l 1  	 N h a n h   n h t 	 T e r c e p a t 	 P a l i n g   C e p a t 	 8	,	8	G	  $	G		<		 	 	 	 L e g g y o r s a b b 	 	 	 	 S n e l s t 	 	 	 C e l   m a i   r a p i d 	 	 	   	 	 	 *F/*1F	 	 	 						  					  	 	 	 	 	 	 	 	 	 V i n n i g s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s   r  p i d o 
 
 S T R _ I D _ M E D P L Y _ S P E E D _ S L O W 2 	 M E D P L Y 	 C 0 5 7 _ 1 	 S l o w e s t 	 S l o w e s t 	  gba	  gba	 
I25H*8	 E l   m  s   l e n t o 	 L e   p l u s   l e n t 	 A m   l a n g s a m s t e n 	 0:A8<0;L=>  <54;5==>	 P i    l e n t o 	 'D#BD  319)	 M a i s   l e n t o 	 E n   y a v a _	 C h m   n h t 	 T e r l a m b a t 	 P a l i n g   L a m b a t 	 8	,	8	G	  '	@	0	G		 	 	 	 L e g l a s s a b b 	 	 	 	 L a n g z a a m s t 	 	 	 C e l   m a i   l e n t 	 	 	 	 	 	 "G3*G  *1F	 	 	 						  				  	 	 	 	 	 	 	 	 	 S t a d i g s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s   l e n t o 
 
 S T R _ I D _ M E D P L Y _ S P E C T R U M 	 M E D P L Y 	 C 0 5 7 _ 1 	 S p e c t r u m 	 S p e c t r u m 	 ϑ	 ϑ	 *@#1!	 E s p e c t r o 	 S p e c t r e 	 S p e k t r u m 	 87C0;870F8O	 S p e t t r o 	 7JA	 E s p e c t r o 	 S p e k t r u m 	 Q u a n g   p h 	 S p e k t r u m 	 S p e k t r u m 	 8	M	*	G		M		M	0	.		 	 	 	 S p e k t r u m 	 	 	 	 S p e c t r u m 	 	 	 S p e c t r u 	 	 	 	 	 	 7A	 	 	 										 	 	 	 	 	 	 	 	 S p e k t r u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p e c t r o 
 
 S T R _ I D _ M E D P L Y _ L Y R I C S 	 M E D P L Y 	 C 0 5 7 _ 1 	 L y r i c s 	 L y r i c s 	 Lk^	 Lk͋	 @7I-#I-	 L e t r a s 	 P a r o l e s 	 L i e d t e x t 	 B>1@065=85  AB8E>2	 T e s t i 	 CDE'*  'D#:'FJ	 L e t r a s 	 ^a r k 1  S  z l e r i 	 L i 	 L i r i k 	 L i r i k 	 	@	$		 	 	 	 D a l s z  v e g 	 	 	 	 L i e d t e k s t 	 	 	 V e r s u r i 	 	 	 	 	 	 *1'FG  "GFG'	 	 	 					  				 	 	 	 	 	 	 	 	 L i r i e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L e t r a 
 
 S T R _ I D _ M E D P L Y _ A R T W O R K 	 M E D P L Y 	 C 0 5 7 _ 1 	 A r t w o r k 	 A r t w o r k 	 \b	 \b	 -1%1I!	 A r t e   	 D e s s i n   d ' i m p r e s s i o n 	 I l l u s t r a t i o n 	 1;>6:0	 A r t e 	 9ED  AFJ	 A r t e 	  i z i m 	 H  n h   n h 	 K a r y a   s e n i 	 S e n i   R e k a 	 	2	>		C	$	?		 	 	 	 A l a k z a t 	 	 	 	 K u n s t w e r k 	 	 	 L u c r a r e   d e   a r t 	 	 	   	 	 	 '1GF1	 	 	 										 	 	 	 	 	 	 	 	 K u n s w e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a b a l h o   d e   a r t e 
 
 S T R _ I D _ M E D P L Y _ B R I G H T N E S S 	 M E D P L Y 	 I C O N T E X T 	 B r i g h t n e s s 	 B r i g h t n e s s 	 N^	 N^	 '2!*'H2	 B r i l l o 	 L u m i n o s i t  	 H e l l i g k e i t 	 /@:>ABL	 L u m i n o s i t  	 37H9	 B r i l h o 	 P a r l a k l 1k   	   s  n g 	 K e c e r a h a n 	 K e c e r a h a n 	 	.			 	 	 	 F  n y e r Q	 	 	 	 H e l d e r h e i d 	 	 	 L u m i n o z i t a t e 	 	 	 	 	 	 1H4F'	 	 	 										 	 	 	 	 	 	 	 	 H e l d e r h e i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r i l h o 
 
 S T R _ I D _ M E D P L Y _ C O N T R A S T 	 M E D P L Y 	 I C O N T E X T 	 C o n t r a s t 	 C o n t r a s t 	 
\k	 [k	 -#2*L	 C o n t r a s t e   	 C o n t r a s t e 	 K o n t r a s t 	 >=B@0AB	 C o n t r a s t o 	 *('JF	 C o n t r a s t e 	 K a r _1t l 1k 	   t . p h n 	 K o n t r a s 	 K o n t r a s 	 			M	0	>	8	M			 	 	 	 K o n t r a s z t 	 	 	 	 C o n t r a s t 	 	 	 C o n t r a s t 	 	 	 	 	 	 F3(*  3'JG  1H4F	 	 	 										 	 	 	 	 	 	 	 	 K o n t r a s   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t r a s t e 
 
 S T R _ I D _ M E D P L Y _ V I D E O _ P L A Y _ S P E E D 	 M E D P L Y 	 I C O N T E X T 	 V i d e o   p l a y   s p e e d 	 V i d e o   p l a y   s p e e d 	 q_Grd>e^	 Ɖd>e^	 '2!@#G'2#@%H'45B-	 V e l o c i d a d   d e   r e p r o d u c c i  n   d e l   v i d e o 	 V i t e s s e   d e   l e c t u r e   v i d  o 	 G e s c h w i n d i g k e i t   d e r   V i d e o w i e d e r g a b e 	 !:>@>ABL  2>A?@>872545=8O  2845>	 V e l o c i t    d i   r i p r o d u z i o n e   v i d e o 	 319)  *4:JD  'DAJ/JH	 V e l o c i d a d e   d e   r e p r o d u   o   v  d e o 	 V i d e o   o y n a t m a   h 1z 1	 T c     p h  t   v i d e o 	 K e c e p a t a n   p e m u t a r a n   v i d e o 	 L a j u   m a i n a n   v i d e o 	 5	@	!	?	/	K	  *	M	2	G	  8	M	*	@	!		 	 	 	 V i d e    l e j  t s z  s   s e b e s s  g e 	 	 	 	 A f s p e e l s n e l h e i d   v a n   v i d e o 	 	 	 V i t e z   r e d a r e   v i d e o 	 	 	     	 	 	 319*  ~.4  ADE	 	 	 					  					  				 	 	 	 	 	 	 	 	 V i d e o - s p e e l t e m p o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e l o c i d a d e   d e   r e p r o d u   o   d e   v  d e o 
 
 S T R _ I D _ M E D P L Y _ A U T O _ F U L S C R _ D I S P 	 M E D P L Y 	 I C O N T E X T 	 A u t o   f u l l   s c r e e n   p l a y 	 A u t o   f u l l   s c r e e n   p l a y 	 RhQO\d>e	 ꁨRhQO\d>e	 @%H@G!+I2--1B!14	 R e p r o d u c c i  n   a u t o m  t i c a   e n   p a n t a l l a   c o m p l e t a 	 L e c t u r e   a u t o m a t i q u e   e n   p l e i n    c r a n 	 A u t o m .   V o l l b i l d w i e d e r g a b e 	 2B><0B8G5A:>5  2>A?@>872545=85  2  ?>;=>M:@0==><  @568<5	 R i p r o d u z i o n e   a u t o m a t i c a   a   s c h e r m o   p i e n o 	 'D*4:JD  9DI  4'4)  C'ED)  *DB'&JK'	 R e p r o d u   o   a u t o m  t i c a   e m   e c r    i n t e i r o 	 O t o m a t i k   t a m   e k r a n    a l m a 	 T . n g   p h  t   t o  n   m . h  n h 	 P e m u t a r a n   l a y a r   p e n u h   o t o m a t i s 	 M a i n a n   s k r i n   p e n u h   a u t o 	 		K	  *	B	0	M	#	  8	M		M	0	@	(	  *	M	2	G		 	 	 	 A u t o m a t i k u s   t e l j e s   k  p e r n y Qs   l e j  t s z  s 	 	 	 	 A u t o m a t i s c h   o p   v o l l e d i g   s c h e r m   a f s p e l e n 	 	 	 R e d a r e   a u t o m a t   p e   t o t   e c r a n u l 	 	 	       	 	 	 ~.4  *E'E  5A-G  .H/'1	 	 	 										  					  							  				  				  	 	 	 	 	 	 	 	 	 O u t o m a t i e s e   v o l s k e r m s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u   o   a u t o m  t i c a   e m   t e l a   c h e i a 
 
 S T R _ I D _ M E D P L Y _ P L A Y _ B Y _ F R A M E 	 M E D P L Y 	 I C O N T E X T 	 P l a y   f r a m e   b y   f r a m e 	 P l a y   f r a m e   b y   f r a m e 	 U<hd>e	 '^d>e	 @%H5%0@#!	 R e p r o d u c i r   c u a d r o   p o r   c u a d r o 	 J o u e r   i m a g e   p a r   i m a g e 	 B i l d   u m   B i l d   w i e d e r g e b e n 	 >:04@>2>5  2>A?@>872545=85	 R i p r o d u c i   f r a m e   p e r   f r a m e 	 *4:JD  %7'1  (9/  'D".1	 R e p r o d u   o   f o t o g r a m a   a   f o t o g r a m a 	 K a r e   k a r e   o y n a t 	 H i n   t h   t n g   n h 	 P u t a r   b i n g k a i   d e m i   b i n g k a i 	 M a i n k a n   b i n g k a i   d e m i   b i n g k a i 	 +	M	0	G	.	  ,	>		  +	M	0	G	.	  *	M	2	G	  	0	G			 	 	 	 L e j  t s z  s   k  p k o c k  n k  n t 	 	 	 	 B e e l d   v o o r   b e e l d   a f s p e l e n 	 	 	 R e d a r e   c a d r u   c u   c a d r u 	 	 	       	 	 	 ~.4  A1E  (G  A1E	 	 	 					  							  				  				  	 	 	 	 	 	 	 	 	 S p e e l   r a a m - v i r - r a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i r   q u a d r o   a   q u a d r o 
 
 S T R _ I D _ M E D P L Y _ B T _ S T E R E O _ O U T P U T 	 M E D P L Y 	 I C O N T E X T 	 B T   s t e r e o   o u t p u t 	 B T   s t e r e o   o u t p u t 	 ͅYrzԚr8Q	 ݄YrzSOXQ	 @-2L8*@-#4B-  B T 	 S a l i d a   e s t  r e o   B T 	 S o r t i e   s t  r  o   B T 	 B T - S t e r e o a u s g a b e 	 !B5@5>2KE>4  "	 U s c i t a   s t e r e o   B T 	 .1,  '3*1JH  B T 	 S a  d a   e s t  r e o   B l u e t o o t h 	 B T   s t e r e o    1k 1_1  	 u   c m   B T    m   t h a n h   n i 	 K e l u a r a n   s t e r e o   B T 	 O u t p u t   s t e r e o   B T 	 B T   8	M		@	0	?	/	K	  				*	A			 	 	 	 B T   s z t e r e    k i m e n e t 	 	 	 	 B T   s t e r e o - u i t v o e r 	 	 	 I e _i r e   s t e r e o   B T 	 	 	   B T   	 	 	 .1H,  '3*1JH  B T 	 	 	 				  							  						  	 	 	 	 	 	 	 	 	 B T   s t e r e o - l e w e r i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a  d a   e s t  r e o   B T 
 
 S T R _ I D _ M E D P L Y _ B T _ S T E R E O _ H E A D S E T 	 M E D P L Y 	 I C O N T E X T 	 B T   s t e r e o   h e a d s e t 	 B T   s t e r e o   h e a d s e t 	 ͅYrzԚr3_j	 ݄YrzSOX3:g	 +91*@-#4B-  B T   	 A u d  f o n o s   e s t  r e o   B T 	 C a s q u e   s t  r  o   B T 	 B T - S t e r e o k o p f h  r e r 	 !B5@5>30@=8BC@0  "	 C u f f i a   s t e r e o   B T 	 3E'9)  1#3  '3*1JH  B T 	 A u r i c u l a r   e s t  r e o   B l u e t o o t h 	 B T   s t e r e o   k u l a k l 11  	 T a i   n g h e   B T    m   t h a n h   n i 	 H e a d s e t   s t e r e o   B T 	 S e t   k e p a l a   s t e r e o   B T 	 B T   8	M		@	0	?	/	K	  9	G	!	8	G			 	 	 	 B T   s z t e r e    h e a d s e t 	 	 	 	 B T   s t e r e o h o o f d t e l e f o o n 	 	 	 C _t i   s t e r e o   B T 	 	 	   B T   	 	 	 H4  '3*1JH  B T 	 	 	 				  							  							 	 	 	 	 	 	 	 	 B T   s t e r e o - k o p s t u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o n e   d e   o u v i d o   e s t  r e o   B T 
 
 S T R _ I D _ M E D P L Y _ P R O F I L E _ N A M E 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 P r o f i l e   n a m e 	 P r o f i l e   n a m e 	 -[j
T1z	 nch
Ty	 
7H-B#D%L	 N o m b r e   d e   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 <O  ?@>D8;O	 N o m e   p r o f i l o 	 '3E  'DH69	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1	 T  n   c u   h  n h 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	<	>		2	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 	 F'E  ~1HA'JD	 	 	 								    				 	 	 	 	 	 	 	 	 P r o f i e l n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   p e r f i l 
 
 S T R _ I D _ M E D P L Y _ R E N A M E _ P R O F I L E 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 R e n a m e   p r o f i l e 	 R e n a m e   p r o f i l e 	 f9e-[j
T1z	 f9ench
Ty	 @%5H"
7H-B#D%L	 R e n o m b r a r   p e r f i l 	 R e n o m m e r   l e   p r o f i l 	 P r o f i l   u m b e n e n n e n 	 5@58<5=>20=85  ?@>D8;O	 R i n o m i n a   p r o f i l o 	 %9'/)  *3EJ)  'DH69	 M u d a r   o   n o m e   d o   p e r f i l 	 P r o f i l i   y e n i d e n   a d l a n d 1r 	 i   t  n   c u   h  n h 	 U b a h   n a m a   p r o f i l 	 N a m a k a n   s e m u l a   p r o f i l 	 *	M	0	K	+	>		2	  	>	  (	>	.	  ,	&	2	G			 	 	 	 P r o f i l    t n e v e z  s e 	 	 	 	 P r o f i e l   h e r n o e m e n 	 	 	 R e d e n u m i r e   p r o f i l 	 	 	     	 	 	 *:JJ1F'E  ~1HA'JD	 	 	 											  				  						  					 	 	 	 	 	 	 	 	 H e r b e n o e m   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e n o m e a r   p e r f i l 
 
 S T R _ I D _ M E D P L Y _ U S E R _ P R O X Y 	 M E D P L Y 	 I C O N T E X T 	 U s e   p r o x y 	 U s e   p r o x y 	 O(uNt:O
ghV	 O(uNt
gRhV	 C
I#G-5H	 U s a r   p r o x y 	 U t i l i s e r   l e   p r o x y 	 P r o x y   v e r w e n d e n 	 A?>;L7>20BL  ?@>:A8	 U t i l i z z a   p r o x y 	 '3*./'E  'DHCJD	 U t i l i z a r   p r o x y 	 P r o x y   k u l l a n   	 D  n g   p r o x y 	 G u n a k a n   p r o x y 	 G u n a   p r o k s i 	 *	M	0	I		M	8	@	  	>	  		*	/	K		  	0	G			 	 	 	 P r o x y   h a s z n  l a t a 	 	 	 	 P r o x y   g e b r u i k e n 	 	 	 U t i l i z a r e   p r o x y 	 	 	   - P r o x y 	 	 	 (C'1J1  ~4'1	 	 	 							  							  	 	 	 	 	 	 	 	 	 G e b r u i k   i n s t a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   p r o x y 
 
 S T R _ I D _ M E D P L Y _ P R O X Y _ S E R V E R 	 M E D P L Y 	 I C O N T E X T 	 P r o x y   s e r v e r 	 P r o x y   s e r v e r 	 Nt:O
ghV0W@W	 Nt
gRhV0W@W	 #G-5H@4#L@'-#L	 S e r v i d o r   p r o x y 	 S e r v e u r   p r o x y 	 P r o x y - S e r v e r 	 @>:A8- A5@25@	 S e r v e r   p r o x y 	 .'/E  'DHCJD	 S e r v i d o r   p r o x y 	 P r o x y   s u n u c u   	 M  y   c h   p r o x y 	 S e r v e r   p r o x y 	 P e l a y a n   p r o k s i 	 *	M	0	I		M	8	@	  8	0	M	5	0		 	 	 	 P r o x y - k i s z o l g  l  	 	 	 	 P r o x y s e r v e r 	 	 	 S e r v e r   p r o x y 	 	 	   P r o x y 	 	 	 31H1  ~4'1	 	 	 							  							  	 	 	 	 	 	 	 	 	 I n s t a a n b e d i e n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   p r o x y 
 
 S T R _ I D _ M E D P L Y _ P R O X Y _ P O R T 	 M E D P L Y 	 I C O N T E X T 	 P r o x y   p o r t 	 P r o x y   p o r t 	 Nt:O
ghV#cW	 Nt
gRhVzS	 #G-5H-#L	 P u e r t o   p r o x y 	 P o r t   p r o x y 	 P r o x y - P o r t 	 @>:A8- ?>@B	 P o r t a   p r o x y 	 EFA0  'DHCJD	 P o r t a   p r o x y 	 P r o x y   p o r t u   	 C n g   p r o x y 	 P o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	I		M	8	@	  *	K	0	M			 	 	 	 P r o x y   p o r t 	 	 	 	 P r o x y p o r t 	 	 	 P o r t   p r o x y 	 	 	   P r o x y 	 	 	 /1'G  ~4'1	 	 	 							  							 	 	 	 	 	 	 	 	 I n s t a a n p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   p r o x y 
 
 S T R _ I D _ M E D P L Y _ L O W E S T _ U D P _ P O R T 	 M E D P L Y 	 I C O N T E X T 	 L o w e s t   U D P   p o r t 	 L o w e s t   U D P   p o r t 	  gNOU D P W	  gNOU D P zS	 -#L  U D P   H3*8	 P u e r t o   U D P   m  s   b a j o 	 P o r t   U D P   i n f  r i e u r 	 N i e d r i g s t e r   U D P - P o r t 	 8=8<0;L=K9  =><5@  U D P - ?>@B0	 P o r t a   U D P   i n f e r i o r e 	 EFA0  U D P   'D#/FI	 P o r t a   U D P   m a i s   b a i x a 	 E n   d  _ k   U D P   p o r t u   	 C n g   U D P   t h p   n h t 	 P o r t   U D P   t e r e n d a h 	 P o r t   U D P   t e r e n d a h 	 (	M	/	B	(	$	.	  U D P   *	K	0	M			 	 	 	 L e g a l a c s o n y a b b   U D P   p o r t 	 	 	 	 L a a g s t e   U D P - p o r t 	 	 	 C e l   m a i   m i c   p o r t   U D P 	 	 	   U D P     	 	 	 ~'F  *1F  /1'G  U D P 	 	 	 									  						  						  	 	 	 	 	 	 	 	 	 L a a g s t e   U D P - p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   b a i x a 
 
 S T R _ I D _ M E D P L Y _ H I G H E S T _ U D P _ P O R T 	 M E D P L Y 	 I C O N T E X T 	 H i g h e s t   U D P   p o r t 	 H i g h e s t   U D P   p o r t 	  gؚU D P W	  gؚU D P zS	 -#L  U D P   *9*8	 P u e r t o   U D P   m  s   a l t o 	 P o r t   U D P   s u p  r i e u r 	 H  c h s t e r   U D P - P o r t 	 0:A8<0;L=K9  =><5@  U D P - ?>@B0	 P o r t a   U D P   s u p e r i o r e 	 EFA0  U D P   'D#9DI	 P o r t a   U D P   m a i s   a l t a 	 E n   y  k s e k   U D P   p o r t u   	 C n g   U D P   c a o   n h t 	 P o r t   U D P   t e r t i n g g i 	 P o r t   U D P   t e r t i n g g i 	 8	0	M	5	K		M		  U D P   *	K	0	M			 	 	 	 L e g m a g a s a b b   U D P   p o r t 	 	 	 	 H o o g s t e   U D P - p o r t 	 	 	 C e l   m a i   m a r e   p o r t   U D P 	 	 	   U D P     	 	 	 ('D'*1F  /1'G  U D P 	 	 	 									  						  						  	 	 	 	 	 	 	 	 	 H o o g s t e   U D P - p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   a l t a 
 
 S T R _ I D _ M E D P L Y _ R E P E A T _ O N E 	 M E D P L Y 	 T W O S T A T E 	 O n e 	 O n e 	 Uf	 USf	 +6H	 U n o 	 U n 	 E i n s 	 48=  	 U n o 	 H'-/	 U m 	 B i r 	 M t 	 S a t u 	 S a t u 	 			 	 	 	 E g y 	 	 	 	 E e n 	 	 	 U n u l 	 	 	 	 	 	 JC	 	 	 		  	 	 	 	 	 	 	 	 	 E e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U m 
 
 S T R _ I D _ M E D P L Y _ R E P E A T _ A L L 	 M E D P L Y 	 T W O S T A T E 	 A l l 	 A l l 	 hQ	 hQ	 1I+!	 T o d o s 	 T o u t 	 A l l e 	 A5	 T u t t o 	 'DCD	 T u d o 	 T  m  	 T t   c 	 S e m u a 	 S e m u a 	 8	-	@		 	 	 	  s s z e s 	 	 	 	 A l l e 	 	 	 T o a t e 	 	 	 	 	 	 GEG	 	 	 		  	 	 	 	 	 	 	 	 	 A l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ T Y P E _ I N D E X 	 M E D P L Y 	 P O P U P 	 T y p e   i n d e x   w r o n g 	 T y p e   i n d e x   w r o n g 	 ^W/	 {|W	 4!L1
54	  n d i c e   d e   t i p o   e r r  n e o 	 I n d i c e   d e   s a i s i e   i n c o r r e c t 	 T y p e n i n d e x   f a l s c h 	 5?@028;L=K9  B8?  8=45:A0	 I n d i c e   i m m e s s o   e r r a t o 	 AG13  'D#FH'9  :J1  5-J-	  n d i c e   d e   t i p o   i n c o r r e c t o 	 0 e r i k   y a n l 1_  y a z 1l d 1	 N h p   s a i   c h   m c 	 I n d e k s   j e n i s   s a l a h 	 J e n i s   i n d e k s   s a l a h 	 *	M	0		>	0	  	(	A		M	0	.	#	?		>	  	2	$		 	 	 	 H e l y t e l e n   t  p u s i n d e x 	 	 	 	 T y p e - i n d e x   v e r k e e r d 	 	 	 E r o a r e   t a s t a r e   i n d e x 	 	 	     	 	 	 FE'G  FH9  :D7  '3*	 	 	 							  						  				 	 	 	 	 	 	 	 	 T i p e   i n d e k s   v e r k e e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  n d i c e   d e   t i p o   e r r a d o 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ V A L I D _ P R O X Y 	 M E D P L Y 	 P O P U P 	 I n v a l i d   p r o x y   p o r t 	 I n v a l i d   p r o x y   p o r t 	 !qHevNt:O
ghV#cW	 eHevNt
gRhVzS	 #G-5H-#LD!H9I-	 P u e r t o   p r o x y   i n v  l i d o 	 P o r t   p r o x y   i n v a l i d e 	 U n g  l t i g e r   P r o x y - P o r t 	 5459AB28B5;L=K9  ?@>:A8- ?>@B  	 P o r t a   p r o x y   n o n   v a l i d a 	 EFA0  'DHCJD  :J1  5'D-	 P o r t a   d o   s e r v i d o r   p r o x y   i n v  l i d a 	 G e  e r s i z   p r o x y   p o r t u   	 C n g   p r o x y   k . h p   l 	 P o r t   p r o x y   t i d a k   v a l i d 	 P o r t   p r o k s i   t i d a k   s a h 	 	.	>	(	M	/	  *	M	0	I		M	8	@	  *	K	0	M		  	 	 	 	  r v  n y t e l e n   p r o x y - p o r t 	 	 	 	 O n g e l d i g e   p r o x y p o r t 	 	 	 P o r t   p r o x y   n e v a l i d 	 	 	   p r o x y     	 	 	 /1'G  ~(4'1  F'E9*(1  '3*	 	 	 								  					  								  	 	 	 	 	 	 	 	 	 O n g e l d i g e   i n s t a a n p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   p r o x y   i n v  l i d a 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ V A L I D _ L O W E S T _ U D P 	 M E D P L Y 	 P O P U P 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 V a l i d   l o w e s t   U D P   p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 	gHe gNOU D P W\ n 6 0 0 0   ~   6 5 5 3 2 	 	gHe gNOU D P zS\ n 6 0 0 0   ~   6 5 5 3 2 	 -#L  U D P   H3*85HC
IDI\ n 6 0 0 0   ~   6 5 5 3 2 	 P u e r t o   U D P   m  s   b a j o \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t   U D P   i n f  r i e u r   v a l i d e \ n 6 0 0 0   ~   6 5 5 3 2 	 G  l t i g e r   n i e d r i g s t e r   U D P - P o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 >?CAB8<K9  =><5@  =87H53>  ?>@B0  U D P : \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t a   U D P   i n f e r i o r e   v a l i d a \ n 6 0 0 0   ~   6 5 5 3 2 	 EFA0  U D P   'D#/FI  5'D-/ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t a   U D P   m a i s   b a i x a   v  l i d a \ n 6 0 0 0   ~   6 5 5 3 2 	 G e  e r l i   o l a n   e n   d  _ k   U D P   p o r t u \ n 6 0 0 0   ~   6 5 5 3 2 	 C n g   U D P   t h p   n h t   h p   l \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t   U D P   t e r e n d a h   y a n g   v a l i d \ n 6 0 0 0   ~   6 5 5 3 2 	 P o r t   U D P   t e r e n d a h   s a h \ n 6 0 0 0   ~   6 5 5 3 2 	 .	>	(	M	/	  (	M	/	B	(	$	.	  U D P   *	K	0	M		\ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 	  r v  n y e s   l e g a l a c s o n y a b b   p r o x y   p o r t \ n 6 0 0 0      6 5 5 3 2 	 	 	 	 G e l d i g e   l a a g s t e   U D P - p o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 P o r t   U D P   c e l   m a i   m i c   v a l i d \ n 6 0 0 0   ~   6 5 5 3 2   	 	 	   U D P     \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	   ~'F  *1F  /1'G  E9*(1  U D P / n 6 0 0 0   ~   6 5 5 3 2 	 	 	 							  									  						  						  \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 	 	 	 	 	 	 L a a g s t e   g e l d i g e   U D P - p o o r t \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   b a i x a   v  l i d a \ n 6 0 0 3   a   6 5 5 3 2 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ V A L I D _ H I G H E S T _ U D P 	 M E D P L Y 	 P O P U P 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 V a l i d   h i g h e s t   U D P   p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 	gHe gؚU D P W\ n 6 0 0 3   ~   6 5 5 3 5 	 	gHe gؚU D P zS\ n 6 0 0 3   ~   6 5 5 3 5 	 -#L  U D P   *9*85HC
IDI\ n 6 0 0 3   ~   6 5 5 3 5 	 P u e r t o   U D P   m  s   a l t o \ n 6 0 0 0   ~   6 5 5 3 5 	 P o r t   U D P   s u p  r i e u r   v a l i d e \ n 6 0 0 3   ~   6 5 5 3 5 	 G  l t i g e r   h  c h s t e r   U D P - P o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 >?CAB8<K9  =><5@  2KAH53>  ?>@B0  U D P : \ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t a   U D P   s u p e r i o r e   v a l i d a \ n 6 0 0 3   ~   6 5 5 3 5 	 EFA0  U D P   'D#9DI  5'D-\ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t a   U D P   m a i s   b a i x a   v  l i d a \ n 6 0 0 3 ~ 6 5 5 3 5 	 G e  e r l i   o l a n   e n   y  k s e k   U D P   p o r t u \ n 6 0 0 3   ~   6 5 5 3 5 	 C n g   U D P   c a o   n h t   h p   l \ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t   U D P   t e r t i n g g i   y a n g   v a l i d \ n 6 0 0 3   ~   6 5 5 3 5 	 P o r t   U D P   t e r t i n g g i   s a h \ n 6 0 0 3   ~   6 5 5 3 5 	 .	>	(	M	/	  8	0	M	5	K		M		  U D P   *	K	0	M		\ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 	  r v  n y e s   l e g m a g a s a b b   p r o x y   p o r t \ n 6 0 0 3      6 5 5 3 5 	 	 	 	 G e l d i g e   h o o g s t e   U D P - p o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 P o r t   U D P   c e l   m a i   m a r e   v a l i d \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	   U D P     \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 ('D'*1F  /1'G  E9*(1  6 0 0 3   ~   6 5 5 3 5 U D P / n 	 	 	 							  									  						  						  \ n 6 0 0 0   ~   6 5 5 3 2 	 	 	 	 	 	 	 	 	 H o o g s t e   g e l d i g e   U D P - p o o r t \ n 6 0 0 3   ~   6 5 5 3 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   a l t a   v  l i d a \ n 6 0 0 3   a   6 5 5 3 5 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ V A L I D _ U D P _ P O R T 	 M E D P L Y 	 P O P U P 	 I n v a l i d   U D P   p o r t 	 I n v a l i d   U D P   p o r t 	 !qHevU D P W	 eHevU D P zS	 -#L  U D P   D!H9I-	 P u e r t o   U D P   i n v  l i d o 	 P o r t   U D P   i n v a l i d e 	 U n g  l t i g e r   U D P - P o r t 	 54>?CAB8<K9  ?>@B  U D P 	 P o r t a   U D P   n o n   v a l i d a 	 EFA0  U D P   :J1  5'D-	 P o r t a   U D P   i n v  l i d a 	 G e  e r s i z   U D P   p o r t u   	 C n g   U D P   k . h p   l 	 P o r t   U D P   t i d a k   v a l i d 	 P o r t   U D P   t i d a k   s a h 	 	.	>	(	M	/	  U D P   *	K	0	M			 	 	 	  r v  n y t e l e n   U D P   p o r t 	 	 	 	 O n g e l d i g e   U D P - p o r t 	 	 	 P o r t   n e v a l i d   U D P 	 	 	   U D P     	 	 	 /1'G  U D P   F'E9*(1  '3*	 	 	 								  						  							 	 	 	 	 	 	 	 	 O n g e l d i g e   U D P - p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   U D P   i n v  l i d a 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ C A N N O T _ U S E _ B L U E T O O T H _ I N _ F L I G H T _ M O D E 	 M E D P L Y 	 P O P U P 	 C a n   n o t   u s e   b l u e t o o t h   i n   f l i g h t   m o d e 	 C a n n o t   u s e   b l u e t o o t h   i n   f l i g h t   m o d e 	 
N(Wۘ*!j_O(uͅYr	 
N(WޘL!j_O(u݄Yr	 D!H*2!2#C
I%99CB+!@#7H-4	 N o   s e   p u e d e   u s a r   e l   B l u e t o o t h   e n   m o d o   d e   v u e l o   	 I m p o s s i b l e   d ' u t i l i s e r   l e   m o d e   B l u e t o o t h   e n   m o d e   v o l 	 B l u e t o o t h   k a n n   i m   F l u g m o d u s   n i c h t   v e r w e n d e t   w e r d e n 	 B l u e t o o t h   =5;L7O  8A?>;L7>20BL  2  @568<5  " >;5B" 	 I m p o s s i b i l e   u s a r e   i l   B l u e t o o t h   i n   m o d a l i t    f l i g h t 	 J*901  '3*./'E  *BFJ)  B l u e t o o t h   AJ  H69  'D7J1'F	 N  o      p o s s  v e l   u t i l i z a r   o   b l u e t o o t h   n o   m o d o   d e   v o o 	 U  u _  m o d u n d a   b l u e t o o t h   k u l l a n 1l a m a z 	 K h  n g   t h   d  n g   b l u e t o o t h     c h     m  y   b a y 	 T i d a k   d a p a t   m e n g g u n a k a n   B l u e t o o t h   d a l a m   m o d u s   p e n e r b a n g a n 	 T i d a k   b o l e h   m e n g g u n a   b l u e t o o t h   d a l a m   m o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!	  .	G		  ,	M	2	B		B	%	  	8	M	$	G	.	>	2	  (	9	@		  	0	  8		$	G		 	 	 	 A   B l u e t o o t h   n e m   h a s z n  l h a t    r e p  l  s   m  d b a n 	 	 	 	 B l u e t o o t h   k a n   i n   d e   v l u c h t s t a n d   n i e t   g e b r u i k t   w o r d e n . 	 	 	 I m p o s i b i l   d e   u t i l i z a t   f u n c ci a   B l u e t o o t h    n   m o d u l   a v i o n 	 	 	       - B l u e t o o t h     	 	 	 'EC'F  (C'1J1  (DH*H+  /1  -'D*  ~1H'2  FJ3*	 	 	 						  					  							  							  				  					  			 	 	 	 	 	 	 	 	 K a n   n i e   B l u e t o o t h   i n   v l u g m o d u s   g e b r u i k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   u s a r   B l u e t o o t h   n o   m o d o   d e   v o o 
 
 S T R _ I D _ M E D P L Y _ A 2 D P _ B L O C K _ S P E C T R U M 	 M E D P L Y 	 P O P U P 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 S p e c t r u m   m i g h t   b e   b l o c k e d 	 ϑo:y<hSܕ	 ϑ>f:yΘ<hSsQ	 *@#1!-29%G-	 E l   e s p e c t r o   p o d r  a   e s t a r   b l o q u e a d o 	 L e   s p e c t r e   e s t   p e u t -  t r e   b l o q u  	 S p e k t r u m   k  n n t e   b l o c k i e r t   s e i n 	 87C0;870F8O  >B:;NG5=0	 L o   s p e t t r o   p o t r e b b e   e s s e r e   b l o c c a t o 	 B/  *CHF  *BFJ)  'D7JA  E:DB)  	 O   e s p e c t r o   p o d e   e s t a r   b l o q u e a d o 	 S p e k t r u m   b l o k e   e d i l m i _  o l a b i l i r 	 Q u a n g   p h   c    t h   b   c h n 	 S p e k t r u m   m u n g k i n   d i b l o k i r 	 S p e k t r u m   m u n g k i n   d i s e k a t 	 8		-	5	$	:   8	M	*	G		M		M	0	.	  ,	M	2	I		  9	H		 	 	 	 A   s  v t a r t o m  n y   b l o k k o l v a   l e h e t 	 	 	 	 S p e c t r u m   k a n   g e b l o k k e e r d   z i j n 	 	 	 E s t e   p o s i b i l   c a   s p e c t r u l   s   f i e   b l o c a t 	 	 	     	 	 	 'EC'F  /'1/  7JA  E3/H/  4/G  ('4/	 	 	 									  				  			  			  					 	 	 	 	 	 	 	 	 S p e k t r u m   k a n   d a l k   g e b l o k k e e r   w e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p e c t r o   d e v e   e s t a r   b l o q u e a d o 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ E R R _ M U S T _ S E L E C T _ H E A D S E T 	 M E D P L Y 	 P O P U P 	 M u s t   s e l e c t   a   h e a d s e t 	 M u s t   s e l e c t   a   h e a d s e t 	 _x NP3_j	 _{	 N*N3:g	 I-@%7-+91	 D e b e   s e l e c c i o n a r   u n o s   a u d  f o n o s 	 D o i t    t r e   u n   c a s q u e 	 U n b e d i n g t   e i n e n   K o p f h  r e r   w  h l e n 	 C6=>  2K1@0BL  30@=8BC@C	 S e l e z i o n a r e   u n a   c u f f i a 	 J,(  *-/J/  3E'9)  1#3	 T e m   d e   s e l e c c i o n a r   u m   a u r i c u l a r 	 B i r   k u l a k l 1k   s e  m e l i s i n i z 	 P h i   c h n   t a i   n g h e 	 H a r u s   m e m i l i h   s a l a h   s a t u   h e a d s e t 	 M e s t i   p i l i h   s e t   k e p a l a 	 9	G	!	8	G		  	A	(	(	>	  	<	0	B	0	@	  9	H		 	 	 	 A   h e a d s e t e t   k i   k e l l   k i v  l a s z t a n i 	 	 	 	 E r   m o e t   e e n   h o o f d t e l e f o o n   g e s e l e c t e e r d   w o r d e n 	 	 	 E s t e   n e c e s a r   s e l e c t a r e a   c _t i l o r 	 	 	     	 	 	 ('J/  JC  H4  1'  (12JFJ/	 	 	 						  						  								  				  				 	 	 	 	 	 	 	 	 M o e t    n   k o p s t u k   k i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e v e   s e l e c i o n a r   u m   f o n e   d e   o u v i d o 
 
 S T R _ I D _ M E D P L Y _ B T _ P R O H I B I T _ B Y _ S I M A P 	 M E D P L Y 	 P O P U P 	 P r o h i b i t e d   b y   r e m o t e   S I M   m o d e ,   s h a l l   d e a c t i v a t e   r e m o t e   S I M   m o d e   f i r s t . 	 P r o h i b i t e d   b y   r e m o t e   S I M   m o d e ,   s h a l l   d e a c t i v a t e   r e m o t e   S I M   m o d e   f i r s t 	 dkRf\P
gRY dk
gRˊܕ`zS I M aS!j_	 dkRf\P
gRY dk
gRsQ܏zS I M aS!j_	 +I2!B"B+!4!#0"0D%,   I-432B+!4!#0"0D%H-	 P r o h i b i d o   p o r   e l   m o d o   S I M   r e m o t o ,   d e b e   d e s a c t i v a r   e l   m o d o   d e   S I M   r e m o t o   p r i m e r o 	 I n t e r d i t   p a r   l e   m o d e   S I M      d i s t a n c e ,   d  s a c t i v e z   l e   m o d e   S I M      d i s t a n c e   e n   p r e m i e r 	 G e m     R e m o t e - S I M - M o d u s   v e r b o t e n ,   R e m o t e - S I M - M o d u s   m u s s   z u e r s t   d e a k t i v i e r t   w e r d e n 	 ?5@0F8O  70?@5I5=0  @568<><  C40;5==>9  S I M - :0@BK,   A=0G0;0  =5>1E>48<>  >B:;NG8BL  MB>B  @568<. 	 P r o i b i t o   d a l l a   m o d a l i t    S I M   r e m o t a ,   d i s a t t i v e r    p r i m a   l a   m o d a l i t    S I M   r e m o t a 	 E1AH6  EF  B(D  H69  (7'B)  S I M   9F  (9/  J,(  %D:'!  *F4J7  H69  (7'B)  S I M   9F  (9/  #HD'K. 	 P r o i b i d o   p e l o   m o d o   d e   S I M   r e m o t o ,   d e s a c t i v e   p r i m e i r o   o   m o d o   d e   S I M   r e m o t o . 	 U z a k t a n   S I M   m o d u   t a r a f 1n d a n   y a s a k l a n m 1_t 1r ,    n c e   u z a k t a n   S I M   m o d u   d e v r e   d 1_1  b 1r a k 1l m a l 1d 1r 	 B   c m   b i   c h     S I M   t   x a ,   p h i   t t   c h     S I M   t   x a   t r c 	 D i l a r a n g   o l e h   m o d u s   S I M   j a u h ,   n o n a k t i f k a n   d u l u   m o d u s   S I M   j a u h 	 T i d a k   d i b e n a r k a n   o l e h   m o d   S I M   j a u h ,   m o d   S I M   j a u h   a k a n   d i n y a h a k t i f k a n   t e r d a h u l u 	 0	?	.	K		  S I M   .	K	!	  &	M	5	>	0	>	  (	?	7	?	&	M	'	,   *	9	2	G	  0	?	.	K		  S I M   .	K	!	  	K	  (	?	7	M		M	0	?	/	  	0	G			G		 	 	 	 A   t  v o l i   S I M   m  d   t i l t j a ,   e l Qb b   l e   k e l l   t i l t a n i   a   t  v o l i   S I M - e t . 	 	 	 	 V e r b o d e n   d o o r   S I M   o p   a f s t a n d .   D e   S I M   o p   a f s t a n d   m o e t   e e r s t   g e  n a c t i v e e r d   w o r d e n . 	 	 	 I n t e r z i s   d e   m o d u l   S I M   l a   d i s t a n c,   v a   d e z a c t i v a    n t  i   m o d u l   S I M   l a   d i s t a n c	 	 	         S I M   ,           S I M   	 	 	 'F'1  *H37  -'D*  S I M   1'G  /H1  EEFH9  1//G  ('/  'HD  -'D*  S I M   1'G  /H1  1'  :1A9'D  FE'/	 	 	 						  			  						  						  							  			  					,   						  						  			  				  									  				  	 	 	 	 	 	 	 	 	 V e r b i e d   d e u r   a f s t a n d - S I M - m o d u s ,   s a l   e e r s   a f s t a n d - S I M - m o d u s   d e a k t i v e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o i b i d o   p e l o   m o d o   d e   S I M   r e m o t o ,   d e s a c t i v e   p r i m e i r o   o   m o d o   d e   S I M   r e m o t o . 
 
 S T R _ I D _ M E D P L Y _ A P P _ T I T L E 	 M E D P L Y 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E ,   B D I T E M 	 M e d i a   p l a y e r 	 M e d i a   p l a y e r 	 ZԚd>ehV	 ZSOd>ehV	 @#7H-@%H*7H-	 R e p r o d u c t o r   d e   m e d i o s 	 L e c t e u r   m u l t i m  d i a 	 M e d i e n p l a y e r 	 C;LB8<5480	 L e t t o r e   m u l t i m e d i a l e 	 E4:D  'DH3'&7	 L e i t o r   m u l t i m  d i a 	 O r t a m   o y n a t 1c 1s 1	 M e d i a   p l a y e r 	 P e m u t a r   m e d i a 	 P e m a i n   m e d i a 	 .	@	!	?	/	>	  *	M	2	G	/	0		 	 	 	 M  d i a l e j  t s z  	 	 	 	 M e d i a   p l a y e r 	 	 	 P l a y e r   m e d i a 	 	 	   	 	 	 ~.4  CFF/G  13'FG  '	 	 	 						  							  	 	 	 	 	 	 	 	 	 M e d i a s p e l e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e d i a   p l a y e r 
 
 S T R _ I D _ M E D P L Y _ M S C R _ N O _ L Y R I C S _ F I L E 	 M E D P L Y 	 P O P U P 	 C a n ' t   f i n d   l y r i c s   f i l e 	 C a n n o t   f i n d   l y r i c s   f i l e 	 *g~b0RLk^j	 *g~b0RLk͋eN	 D!HD%L@7I-#I-	 N o   p u e d e   e n c o n t r a r   e l   a r c h i v o   c o n   l a s   l e t r a s 	 I m p o s s i b l e   d e   t r o u v e r   l e   f i c h i e r   d e   p a r o l e s 	 K a n n   L i e d t e x t d a t e i   n i c h t   f i n d e n 	 5  =0945=  D09;  B5:AB0  ?5A=8	 I m p o s s i b i l e   t r o v a r e   i l   f i l e   d e i   t e s t i 	 J*901  'D9+H1  9DI  EDA  CDE'*  'D#:'FJ	 N  o      p o s s  v e l   e n c o n t r a r   o   f i c h e i r o   d e   l e t r a   d e   m  s i c a 	 ^a r k 1  s  z l e r i   d o s y a s 1  b u l u n a m 1y o r 	 K h  n g   t h   t  m   t p   t i n   l i   b  i   h  t 	 T i d a k   d a p a t   m e n e m u k a n   f i l e   l i r i k 	 T i d a k   d a p a t   j u m p a   f a i l   l i r i k 	 	@	$	K		  	@	  +	>		2	  (	9	@		  .	?	2	  8		@		 	 	 	 N e m   t a l  l h a t    a   d a l s z  v e g f  j l 	 	 	 	 B e s t a n d   m e t   l i e d t e k s t   k a n   n i e t   g e v o n d e n   w o r d e n 	 	 	 I m p o s i b i l   d e   g s i t   f i _i e r   c u   v e r s u r i 	 	 	       	 	 	 'E'F  'A*F  ~1HF/G  *1'FG  G'  F3*	 	 	 					  				  					  						  			 	 	 	 	 	 	 	 	 K a n   n i e   l i r i e k e l  e r   v i n d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   e n c o n t r a r   a r q u i v o   d e   l e t r a . 
 
 S T R _ I D _ M E D P L Y _ M S C R _ E R R _ O P E N _ L Y R I C S _ F I L E 	 M E D P L Y 	 P O P U P 	 O p e n   l y r i c s   f i l e   f a i l e d 	 F a i l e d   t o   o p e n   l y r i c s   f i l e 	 Lk^j_U1YWe	 Lk͋eNSb _1Y%	 D!H*2!2#@4D%L@7I-#I-	 N o   s e   p u d o   a b r i r   e l   a r c h i v o   c o n   l a s   l e t r a s 	 E c h e c   d ' o u v e r t u r e   d u   f i c h i e r   d e s   p a r o l e s 	 L i e d t e x t d a t e i   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 5  C40;>AL  >B:@KBL  D09;  B5:AB0  ?5A=8	 A p e r t u r a   f i l e   d e i   t e s t i   n o n   r i u s c i t a 	 *901  A*-  EDA  CDE'*  'D#:'FJ	 F a l h a   a o   a b r i r   f i c h e i r o   d e   l e t r a s 	 ^a r k 1  s  z l e r i   d o s y a s 1  a  1l a m a d 1	 K . t h   m   f i l e   n h c 	 G a g a l   m e m b u k a   f i l e   l i r i k 	 G a g a l   m e m b u k a   f a i l   l i r i k 	 	@	$	K		  	@	  +	>		2	  	K	2	(	>	  5	?	+	2		 	 	 	 A   d a l s z  v e g f  j l   m e g n y i t  s a   s i k e r t e l e n 	 	 	 	 B e s t a n d   m e t   l i e d t e k s t   k a n   n i e t   g e o p e n d   w o r d e n 	 	 	 E _u a r e   l a   d e s c h i d e r e a   f i _i e r u l u i   d e   v e r s u r i 	 	 	       	 	 	 ('21/F  ~1HF/G  *1'FG  G'  F'EHAB  (H/	 	 	 					  				  				  					  						  						 	 	 	 	 	 	 	 	 O o p m a a k   v a n   l i r i e k e l  e r   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a b r i r   a r q u i v o   d e   l e t r a 
 
 S T R _ I D _ M E D P L Y _ M S C R _ E R R _ D A T A _ L Y R I C S _ F I L E 	 M E D P L Y 	 P O P U P 	 P a r s e   l y r i c s   f i l e   f a i l e d 	 F a i l e d   t o   p a r s e   l y r i c s   f i l e 	 Lk^j㉐g1YWe	 Lk͋eN㉐g1Y%	 D!H*2!2##02"D%L@7I-#I-	 N o   s e   p u d o   a n a l i z a r   e l   a r c h i v o   c o n   l a s   l e t r a s 	 E c h e c   d ' a n a l y s e   d u   f i c h i e r   d e s   p a r o l e s 	 L i e d t e x t d a t e i   k o n n t e   n i c h t   a n a l y s i e r t   w e r d e n 	 5  C40;>AL  >1@01>B0BL  D09;  B5:AB0  ?5A=8	 A n a l i s i   f i l e   d e i   t e s t i   n o n   r i u s c i t a 	 *901  *H2J9  EDA  CDE'*  'D#:'FJ	 F a l h a   a o   a n a l i s a r   f i c h e i r o   d e   l e t r a s 	 ^a r k 1  s  z l e r i   d o s y a s 1    z  m l e n e m e d i 	 K . t h   p h . t  c h   f i l e   n h c 	 G a g a l   m e l a k u k a n   p a r s i n g   f i l e   l i r i k 	 G a g a l   m e n g h u r a i k a n   f a i l   l i r i k 	 	@	$	K		  	@	  +	>		2	  *	>	0	M	8	  	0	(	>	  5	?	+	2		 	 	 	 A   d a l s z  v e g f  j l   e l e m z  s e   s i k e r t e l e n 	 	 	 	 B e s t a n d   m e t   l i e d t e k s t   k a n   n i e t   o n d e r z o c h t   w o r d e n 	 	 	 E _u a r e   l a   a n a l i z a   f i _i e r u l u i   d e   v e r s u r i 	 	 	       	 	 	 *,2G  ~1HF/G  *1'FG  G'  F'EHAB  (H/	 	 	 					  					  				  				  					  						  						 	 	 	 	 	 	 	 	 O n t l e d i n g   v a n   l i r i e k e l  e r   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a n a l i s a r   a r q u i v o   d e   l e t r a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ T I T L E 	 M E D P L Y 	 T I T L E 	 P l a y l i s t 	 P l a y l i s t 	 d>enU	 d>eRh	 #2"2#@%H	 L i s t a   d e   r e p r o d u c c i  n 	 L i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e 	 ;59;8ABK	 P l a y l i s t 	 B'&E)  'D*4:JD	 L i s t a   d e   r e p r o d u   o 	 ^a r k 1  l i s t e s i 	 D . s  c h   n h c 	 D a f t a r   l a g u 	 S e n a r a i   M a i n a n 	 *	M	2	G	  2	?	8	M			 	 	 	 J  t  k l i s t a 	 	 	 	 A f s p e e l l i j s t 	 	 	 L i s t   d e   r e d a r e 	 	 	   	 	 	 AG13*  ~.4	 	 	 									  	 	 	 	 	 	 	 	 	 S p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ L I S T M G R 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 L i s t   m a n a g e r 	 L i s t   m a n a g e r 	 nU{t	 Rh{t	 1'12##2"2#	 A d m i n i s t r a d o r   d e   l i s t a 	 G e s t i o n n a i r e   d e   l i s t e 	 L i s t e n - M a n a g e r 	 8A?5BG5@  A?8A:0	 G e s t i o n e   e l e n c o 	 E/J1  'DB'&E)	 G e s t o r   d e   l i s t a s 	 L i s t e   y  n e t i c i s i 	 Q u n   l    d . s  c h 	 M a n a j e r   d a f t a r 	 P e n g u r u s   s e n a r a i 	 2	?	8	M		  .	H	(	G		0		 	 	 	 L i s t a k e z e l Q	 	 	 	 L i j s t b e h e e r 	 	 	 M a n a g e r   l i s t 	 	 	   	 	 	 E/1  AG13*	 	 	 											  						  				  	 	 	 	 	 	 	 	 	 L y s b e s t u u r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e r e n c i a d o r   d e   l i s t a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ M O V E U P 	 M E D P L Y 	 I C O N T E X T 	 M o v e   u p 	 M o v e   u p 	 T
NyR	 T
NyR	 @%7H-6I	 M o v e r   h a c i a   a r r i b a 	 A l l e r   v e r s   l e   h a u t 	 H e r a u f s c h i e b e n 	 5@59B8  225@E	 S p o s t a   s u 	 FBD  D#9DI	 M o v e r   p a r a   c i m a 	 Y u k a r 1  t a _1	 C h u y n   l  n 	 P i n d a h k a n   k e   a t a s 	 P i n d a h   k e   a t a s 	 
	*	0	  	>				 	 	 	 M o z g a t  s   f e l 	 	 	 	 O m h o o g 	 	 	 M u t a r e    n   s u s 	 	 	   	 	 	 ('D'  (1/F	 	 	 				  					 	 	 	 	 	 	 	 	 S k u i f   o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   p a r a   c i m a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ M O V E D O W N 	 M E D P L Y 	 I C O N T E X T 	 M o v e   d o w n 	 M o v e   d o w n 	 TNyR	 TNyR	 @%7H-%	 M o v e r   h a c i a   a b a j o 	 A l l e r   v e r s   l e   b a s 	 H e r u n t e r s c h i e b e n 	 5@59B8  2=87	 S p o s t a   g i  	 FBD  D#3AD	 M o v e r   p a r a   b a i x o 	 A _a 1  t a _1	 C h u y n   x u n g 	 P i n d a h k a n   k e   b a w a h 	 P i n d a h   k e   b a w a h 	 (	@		G	  	>				 	 	 	 M o z g a t  s   l e 	 	 	 	 O m l a a g 	 	 	 M u t a r e    n   j o s 	 	 	   	 	 	 ~'JJF  (1/F	 	 	 				  					  	 	 	 	 	 	 	 	 	 S k u i f   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   p a r a   b a i x o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N E W 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 N e w 	 N e w 	 eX	 e^	 C+!H	 N u e v o 	 N o u v e a u   	 N e u 	 >1028BL	 N u o v o 	 ,/J/	 N o v o 	 Y e n i   	 M i 	 B a r u 	 B a r u 	 (	/	>	  	 	 	 	  j 	 	 	 	 N i e u w 	 	 	 N o u 	 	 	 	 	 	 ,/J/	 	 	 					 	 	 	 	 	 	 	 	 N u w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ M Y _ F A V O U R I T E 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 M y   f a v o u r i t e 	 M y   f a v o u r i t e 	 bv ga	 bv g1r	 #2"2#B#-	1	 M i   f a v o r i t o 	 M e s   f a v o r i s 	 M e i n   F a v o r i t 	 71@0==>5	 P r e f e r i t i 	 'DEA6D)	 M e u s   f a v o r i t o s 	 F a v o r i m 	 M c   a   t h  c h   r i  n g 	 F a v o r i t   s a y a 	 K e s u k a a n   s a y a 	 .	G	0	>	  .	(	*	8		&		 	 	 	 K e d v e n c e k 	 	 	 	 M i j n   f a v o r i e t 	 	 	 P r e f e r i n ce l e   m e l e 	 	 	   	 	 	 EH'1/  /D.H'G  .H/E	 	 	 				  					  	 	 	 	 	 	 	 	 	 M y   g u n s t e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   f a v o r i t o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ R E C E N T L Y 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 R e c e n t l y   p l a y e d 	 R e c e n t l y   p l a y e d 	  gяd>e	  gяd>e	 5H@%H@#G'F  5I	 S e   r e p r o d u j o   r e c i e n t e m e n t e 	 R  c e m m e n t   l u 	 K  r z l i c h   a b g e s p i e l t 	 5402=>  2>A?@>872545==K5	 R i p r o d o t t i   d i   r e c e n t e 	 'D#-/+  *4:JD'K	 R e p r o d u z i d o   r e c e n t e m e n t e 	 S o n   o y n a t 1l a n 	 P h  t   g n    y 	 T e r a k h i r   d i p u t a r 	 B a r u   d i m a i n k a n 	 8	,	8	G	  ,	>	&	  .	G		  *	M	2	G	  	?	/	>	  	/	>	  	 	 	 	 N e m r  g   l e j  t s z o t t 	 	 	 	 O n l a n g s   g e s p e e l d 	 	 	 R e d a t e   r e c e n t 	 	 	   	 	 	 (*'2  ~.4  4/G  G'	 	 	 														  							  						 	 	 	 	 	 	 	 	 O n l a n g s   g e s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i d o   r e c e n t e m e n t e 
 
 S T R _ I D _ M E D P L Y _ P L S T _ M O S T 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 M o s t   p l a y e d 	 M o s t   p l a y e d 	  g8^d>e	  g8^d>e	 5H@%HH-"5H*8	 E l   m  s   r e p r o d u c i d o 	 L u   l e   p l u s   s o u v e n t 	 A m   h  u f i g s t e n   a b g e s p i e l t 	 >?C;O@=K5	 M a g g i o r m e n t e   r i p r o d o t t i 	 'D#C+1  *4:JD'K	 R e p r o d u   o   m a i s   f r e q u e n t e 	 E n    o k   o y n a t 1l a n 	 P h  t   n h i u   n h t 	 P a l i n g   s e r i n g   d i p u t a r 	 P a l i n g   k e r a p   d i m a i n k a n 	 8	,	8	G	  	'	?		  ,		>	/	>	  	/	>		 	 	 	 L e g t  b b s z  r   l e j  t s z o t t 	 	 	 	 H e t   m e e s t   g e s p e e l d 	 	 	 C e l e   m a i   r e d a t e 	 	 	   	 	 	 (4*1  ~.4  4/G  G'	 	 	 					  							  							  						 	 	 	 	 	 	 	 	 M e e s   d i k w e l s   g e s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s   r e p r o d u z i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ O N _ T H E _ F L Y 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 O n - t h e - f l y   p l a y l i s t 	 O n - t h e - f l y   p l a y l i s t 	 O n - t h e - f l y   p l a y l i s t 	 O n - t h e - f l y   p l a y l i s t 	 #2"2#@%H5HC
I	 L i s t a   d e   r e p r o d u c c i  n   s o b r e   l a   m a r c h a 	 L i s t e   d e   l e c t u r e      l a   v o l  e 	 U n t e r b r e c h u n g s f r e i e   W i e d e r g a b e l i s t e 	 !?8A>:  2>A?@>872545=8O  =0  ;5BC	 P l a y l i s t   o n - t h e - f l y 	 B'&E)  'D*4:JD  'DAH1J	 L i s t a   i m e d i a t a 	 A n 1n d a   _a r k 1  l i s t e s i 	 D . s  c h   n h c   d i   n g 	 D a f t a r   l a g u   b e r j a l a n 	 S e n a r a i   k e t i k a   t e r b a n g 	 	(	- &	?	- +	M	2	>		  *	M	2	G	2	?	8	M			 	 	 	 G y o r s   j  t  k l i s t a 	 	 	 	 D i r e c t   s a m e n g e s t e l d e   a f s p e e l l i j s t 	 	 	 L i s t   d e   r e d a r e   r a p i d 	 	 	     	 	 	 AG13*  ~.4  /1GF'E  ~.4	 	 	 		- 		- 					  										 	 	 	 	 	 	 	 	 U i t - d i e - v u i s - s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o   r  p i d a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ U N K N O W N _ A R T I S T 	 M E D P L Y 	 T E X T ,   I C O N T E X T 	 U n k n o w n   a r t i s t 	 U n k n o w n   a r t i s t 	 *gw݅S[	 *gwz/g[	 (4%45HD!H#9I1	 A r t i s t a   d e s c o n o c i d o 	 A r t i s t e   i n c o n n u 	 U n b e k a n n t e r   K  n s t l e r 	 58725AB=K9  8A?>;=8B5;L	 A r t i s t a   s c o n o s c i u t o 	 AF'F  :J1  E91HA	 A r t i s t a   d e s c o n h e c i d o 	 B i l i n m e y e n   s a n a t  1	 K h  n g   r    c a   s )	 A r t i s   t i d a k   d i k e t a h u i 	 A r t i s   t i d a k   d i k e t a h u i 	 		M		>	$	  	2	>		>	0		 	 	 	 I s m e r e t l e n   e l Qa d  	 	 	 	 O n b e k e n d e   a r t i e s t 	 	 	 A r t i s t   n e c u n o s c u t 	 	 	     	 	 	 GF1EF/  F'4F'.*G	 	 	 					  							 	 	 	 	 	 	 	 	 O n b e k e n d e   k u n s t e n a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r t i s t a   d e s c o n h e c i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ U N K N O W N _ A L B U M 	 M E D P L Y 	 T E X T ,   I C O N T E X T 	 U n k n o w n   a l b u m 	 U n k n o w n   a l b u m 	 *gw\/	 *gwN	 -1%1I!5HD!H#9I1	  l b u m   d e s c o n o c i d o 	 A l b u m   i n c o n n u 	 U n b e k a n n t e s   A l b u m 	 58725AB=K9  0;L1><	 A l b u m   s c o n o s c i u t o 	 #D(HE  :J1  E91HA	  l b u m   d e s c o n h e c i d o 	 B i l i n m e y e n   a l b  m 	 K h  n g   r    a l b u m 	 A l b u m   t i d a k   d i k e t a h u i 	 A l b u m   t i d a k   d i k e t a h u i 	 		M		>	$	  	2	M	,	.		 	 	 	 I s m e r e t l e n   a l b u m 	 	 	 	 O n b e k e n d   a l b u m 	 	 	 A l b u m   n e c u n o s c u t 	 	 	     	 	 	 "D(HE  F'4F'.*G	 	 	 					  								  	 	 	 	 	 	 	 	 	 O n b e k e n d e   a l b u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l b u m   d e s c o n h e c i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ I N T R O 	 M E D P L Y 	 I C O N T E X T 	 I n t r o   p l a y 	 I n t r o   p l a y 	 p	 Omȉ	 @%H-4B#	 R e p r o d u c c i  n   d e   i n t r o d u c c i  n 	 L e c t u r e   d e   l ' i n t r o 	 A n s p i e l e n 	 >A?@>872545=85  2ABC?;5=89	 R i p r o d u c i   i n t r o d u z i o n e 	 *4:JD  EB/E)	 R e p r o d u z i r   i n t r o d u   o 	 G i r i _	 P h  t   g . t h i u 	 P e m u t a r a n   i n t r o 	 M a i n k a n   p e r m u l a a n 	 	(	M		M	0	K	  *	M	2	G		 	 	 	 I n t r o   l e j  t s z  s 	 	 	 	 I n t r o   a f s p e l e n 	 	 	 R e d a r e   i n t r o 	 	 	   	 	 	 ~.4  "4F'1'FG	 	 	 					  								 	 	 	 	 	 	 	 	 S p e e l   i n l e i d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u   o   d e   i n t r o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ A D D _ T O 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 A d d   t o 	 A d d   t o 	 ReQ0R	 mR0R	 @4H!%C	 A  a d i r   a n e x o s 	 A j o u t e r    	 H i n z u f  g e n   z u 	 >1028BL  2	 A g g i u n g i   a 	 %6'A)  %DI	 A d i c i o n a r   a 	 E k l e n t i   e k l e 	 T h  m   v  o 	 T a m b a h k a n   k e 	 T a m b a h   k e p a d a 	 .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   e h h e z : 	 	 	 	 T o e v o e g e n   a a n 	 	 	 A d u g a r e   l a 	 	 	   	 	 	 'A2H/F  (G	 	 	 					  					 	 	 	 	 	 	 	 	 V o e g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   e m 
 
 S T R _ I D _ M E D P L Y _ P L S T _ A D D _ M A R K E D 	 M E D P L Y 	 I C O N T E X T 	 A d d   m a r k e d 	 A d d   m a r k e d 	 ReQj	 mRhy	 @4H!5H@%7-	 A  a d i r   m a r c a d o 	 A j o u t e r   m a r q u  	 M a r k i e r t e s   h i n z u f  g e n 	 >1028BL  >B<5G5==>5	 A g g i u n g i   s e l e z i o n a t i 	 %6'A)  'DE-//)	 A d i c i o n a r   a s s i n a l a d a s 	 0_a r e t l i   e k l e 	    c h n   t h  m 	 T a m b a h k a n   y a n g   d i t a n d a i 	 T a m b a h   t e r p i l i h 	 	?	9	M	(	?	$	  	K	!	<	G			 	 	 	 M e g j e l  l t e k   h o z z  a d  s a 	 	 	 	 G e m a r k e e r d e   t o e v o e g e n 	 	 	 A d u g a r e   m a r c a t 	 	 	   	 	 	 'A2H/F  9D'E*  0'4*G  G'	 	 	 							  						  					  					 	 	 	 	 	 	 	 	 V o e g   g e m e r k t e s   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   m a r c a d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ A D D _ T O _ N O W P L A Y I N G 	 M E D P L Y 	 I C O N T E X T 	 A d d   t o   " N o w   p l a y i n g " 	 A d d   t o   " N o w   p l a y i n g " 	 ReQ0R ck(Wd>e 	 mR0R ck(Wd>e 	 @4H!%C  " 3%1@%HC05I" 	 A  a d i r   a   " R e p r o d u c i e n d o   a h o r a " 	 A j o u t e r      " L i r e   m a i n t e n a n t " 	 Z u   " W i r d   j e t z t   a b g e s p i e l t "   h i n z u f  g e n 	 >1028BL  2  2>A?@>872>48<>5	 A g g i u n g i   a    R i p r o d u z i o n e   i n   c o r s o  	 %6'A)  %DI  " 'D*4:JD  'D"F" 	 A d i c i o n a r   a   " E m   r e p r o d u   o " 	 ^i m d i    a l 1n 1y o r a   e k l e 	 T h  m   v  o   " a n g   p h  t " 	 T a m b a h k a n   k e    S e k a r a n g   d i p u t a r  	 T a m b a h   k e   " S e d a n g   b e r m a i n " 	 	,	  *	M	2	G	  	0	  0	9	>	  9	H	  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a    M o s t   h a l l h a t     e l e m e k h e z 	 	 	 	 T o e v o e g e n   a a n   " N u   s p e l e n d " 	 	 	 A d u g a r e   l a     n   r e d a r e  	 	 	     "   " 	 	 	 'A2H/F  (G  " EH'1/  /1-'D  ~.4" 	 	 	  			  					 - 		  					  				  	 	 	 	 	 	 	 	 	 V o e g   b y   " S p e e l   t a n s " 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   a   " E m   r e p r o d u   o " 
 
 S T R _ I D _ M E D P L Y _ P L S T _ U P D A T E _ D B 	 M E D P L Y 	 P O P U P 	 U p d a t e   m e d i a   l i b r a r y 	 U p d a t e   m e d i a   l i b r a r y 	 feZԚ^	 feZSO^	 -1@D%#2#5*7H-	 A c t u a l i z a r   l i b r e r  a   d e   m e d i o s 	 M e t t r e      j o u r   l a   b i b l i o t h  q u e   m u l t i m  d i a 	 M e d i e n b i b l i o t h e k   a k t u a l i s i e r e n 	 1=>28BL  181;8>B5:C  <C;LB8<5480	 A g g i o r n a   l a   l i b r a r y   m u l t i m e d i a l e 	 *-/J+  EC*()  'DH3'&7	 A c t u a l i z a r   b i b l i o t e c a   m u l t i m  d i a 	 O r t a m   k i t a p l 11n 1  g  n c e l l e 	 C . n h t   t h   v i n   m e d i a 	 P e r b a r u i   p e r p u s t a k a a n   m e d i a 	 B a h a r u i   p e r p u s t a k a a n   m e d i a 	 .	@	!	?	/	>	  2	>		,	M	0	G	0	@	  	&	M	/	$	(	  	0	G			 	 	 	 M  d i a k  n y v t  r   f r i s s  t  s e 	 	 	 	 M e d i a b i b l i o t h e e k   b i j w e r k e n 	 	 	 A c t u a l i z a r e   b i b l i o t e c   m e d i a 	 	 	     	 	 	 (1H213'F  "14H  13'FG  G'	 	 	 						  									  								  				  	 	 	 	 	 	 	 	 	 W e r k   m e d i a b i b l i o t e e k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a r   b i b l i o t e c a   d e   m  d i a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ A D D _ T O _ B O O K M A R K 	 M E D P L Y 	 I C O N T E X T 	 A d d   t o   b o o k m a r k 	 A d d   t o   b o o k m a r k 	 ReQ0Rfd|	 mR0RfN~{	 @4H!%C8J!2#L	 A  a d i r   a   m a r c a d o r 	 A j o u t e r   s i g n e t 	 Z u m   L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  2  71@0==>5	 A g g i u n g i   a i   s e g n a l i b r i 	 %6'A)  %DI  'D%4'1)  'DE1,9J)	 A d i c i o n a r   a   f a v o r i t o s 	 Y e r   i m i   k o y 	 T h  m   v  o   c h   m c 	 T a m b a h k a n   k e   p e n a n d a 	 T a m b a h   k e   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a   k  n y v j e l z Qk  z 	 	 	 	 T o e v o e g e n   a a n   b l a d w i j z e r 	 	 	 A d u g a r e   l a   m a r c a j 	 	 	   	 	 	 'A2H/F  (G  F4'FG  0'1JG'	 	 	 									  					  				  	 	 	 	 	 	 	 	 	 V o e g   b y   b o e k m e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   a o   m a r c a d o r 
 
 S T R _ I D _ M E D P L Y _ P L S T _ R E M O V E _ A L L 	 M E D P L Y 	 I C O N T E X T 	 R e m o v e   a l l 	 R e m o v e   a l l 	 hQyd	 hQyd	 %1I+!	 B o r r a r   t o d o s 	 E f f a c e r   t o u t     	 A l l e s   e n t f e r n e n 	 #40;8BL  2A5	 R i m u o v i   t u t t o 	 %2'D)  'DCD	 R e m o v e r   t u d o 	 T  m  n    k a l d 1r 	 X  a   t t   c 	 H a p u s   s e m u a 	 K e l u a r k a n   s e m u a 	 8	-	@	  9		>				 	 	 	  s s z e s   e l t  v o l  t  s a 	 	 	 	 A l l e s   v e r w i j d e r e n 	 	 	 E l i m i n a r e   t o a t e 	 	 	   	 	 	 ~'C  C1/F  GEG	 	 	 		  				  					  	 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d o s 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O _ L I S T _ L O A D 	 M E D P L Y 	 P O P U P 	 N o   p l a y l i s t   l o a d e d 	 N o   p l a y l i s t   l o a d e d 	 l	gd>enU	eQ	 l	gd>eRh}eQ	 D!HDIB+%#2"2#@%H	 N o   s e   h a   c a r g a d o   u n a   l i s t a   d e   r e p r o d u c c i  n 	 P a s   d e   l i s t e   d e   l e c t u r e   c h a r g  e 	 K e i n e   W i e d e r g a b e l i s t e   g e l a d e n 	 !?8A>:  2>A?@.   =5  703@C65=	 N e s s u n a   p l a y l i s t   c a r i c a t a 	 DE  J*E  *-EJD  B'&E)  *4:JD	 N e n h u m a   l i s t a   d e   r e p r o d u   o   c a r r e g a d a 	  a l m a   l i s t e s i   y  k l e n m e d i 	 C h a   t i   d . s  c h   n h c 	 T i d a k   a d a   d a f t a r   l a g u   y a n g   d i m u a t 	 T i a d a   s e n a r a i   m a i n a n   t e r p a s a n g 	 *	M	2	G	2	?	8	M		  2	K	!	  (	9	@		  	@	  			 	 	 	 N i n c s   b e t  l t v e   j  t  k l i s t a 	 	 	 	 G e e n   a f s p e e l l i j s t   g e l a d e n 	 	 	 N i c i o   l i s t   d e   r e d a r e    n c r c a t 	 	 	       	 	 	 G  AG13*  ~.4  ('11  F4/G	 	 	 				  									  				  			  				  	 	 	 	 	 	 	 	 	 G e e n   s p e e l l y s   g e l a a i   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   l i s t a   d e   r e p r o d u   o   c a r r e g a d a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ I N P U T _ U R L 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 I n p u t   U R L 	 I n p u t   U R L 	 8eQ}@W	 eQQ@W	 C*H  U R L 	 I n t r o d u c i r   U R L 	 S a i s i r   U R L 	 U R L   e i n g e b e n 	 2>4  U R L - 04@5A0	 I m m e t t i   U R L 	 %/.'D  9FH'F  U R L 	 I n t r o d u z i r   U R L 	 U R L   g i r i n 	 N h p   U R L 	 M a s u k k a n   U R L 	 I n p u t   U R L 	 	(	*	A		  U R L 	 	 	 	 U R L   m e g a d  s a 	 	 	 	 I n v o e r   v a n   U R L 	 	 	 I n t r o d u c e r e   U R L 	 	 	   U R L 	 	 	 U R L   1'  H'1/FE'/	 	 	 						  						  				  	 	 	 	 	 	 	 	 	 V o e r   U R L   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n t r a r   U R L 
 
 S T R _ I D _ M E D P L Y _ P L S T _ C R E A T E _ B O O K M A R K 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 N e w   b o o k m a r k 	 N e w   b o o k m a r k 	 eXfd|	 e^fN~{	 8J!2#LC+!H	 M a r c a d o r   n u e v o 	 N o u v e a u   s i g n e t 	 N e u e s   L e s e z e i c h e n 	 >20O  70:;04:0	 N u o v o   s e g n a l i b r o 	 %4'1)  E1,9J)  ,/J/)	 N o v o   f a v o r i t o 	 Y e n i   y e r   i m i 	 C h   m c   m i 	 P e n a n d a   b a r u 	 P e n a n d a   b u k u   b a r u 	 (	/	>	  ,	A		.	>	0	M			 	 	 	  j   k  n y v j e l z Q	 	 	 	 N i e u w e   b l a d w i j z e r 	 	 	 M a r c a j   n o u 	 	 	   	 	 	 F4'FG  0'1  ,//	 	 	 				  								  	 	 	 	 	 	 	 	 	 N u w e   b o e k m e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   m a r c a d o r   d e   p  g i n a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ A D D _ T O _ C R E A T E 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 C r e a t e   p l a y l i s t 	 C r e a t e   p l a y l i s t 	 eXd>enU	 e^d>eRh	 *#I2#2"2#@%H	 C r e a r   l i s t a   d e   r e p r o d u c c i  n 	 C r  e r   u n e   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   e r s t e l l e n 	 !>740BL  A?8A>:  2>A?@>872545=8O	 C r e a   p l a y l i s t 	 %F4'!  B'&E)  *4:JD	 C r i a r   l i s t a   d e   r e p r o d u   o 	 ^a r k 1  l i s t e s i   y a r a t 	 T o   d . s  c h   n h c 	 B u a t   d a f t a r   l a g u 	 C i p t a   s e n a r a i   m a i n a n 	 *	M	2	G	2	?	8	M		  ,	(	>				 	 	 	 J  t  k l i s t a   l  t r e h o z  s a 	 	 	 	 A f s p e e l l i j s t   m a k e n 	 	 	 C r e a r e   l i s t   d e   r e d a r e 	 	 	     	 	 	 'J,'/  AG13*  ~.4	 	 	 									  				  				  	 	 	 	 	 	 	 	 	 S k e p   s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C r i a r   l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ R E M O V E _ A S K 	 M E D P L Y 	 P O P U P C O N F I R M 	 R e m o v e ? 	 R e m o v e ? 	 yd	 yd	 %? 	  B o r r a r ? 	 E f f a c e r   ? 	 E n t f e r n e n ? 	 #40;8BL? 	 R i m u o v e r e ? 	 %2'D)	 R e m o v e r ? 	 K a l d 1r 1l s 1n   m 1? 	 X  a ? 	 H a p u s ? 	 K e l u a r k a n ? 	 9		>			? 	 	 	 	 E l t  v o l  t j a ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 E l i m i n a r e ? 	 	 	 ? 	 	 	 ~'C  4H/	 	 	 					  				? 	 	 	 	 	 	 	 	 	 V e r w y d e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r ? 
 
 S T R _ I D _ M E D P L Y _ P L S T _ R E M O V E _ A L L _ A S K 	 M E D P L Y 	 P O P U P C O N F I R M 	 R e m o v e   a l l ? 	 R e m o v e   a l l ? 	 hQyd	 hQyd	 %1I+!? 	  B o r r a r   t o d o s ? 	 E f f a c e r   t o u t   ? 	 A l l e s   e n t f e r n e n ? 	 #40;8BL  2A5? 	 R i m u o v e r e   t u t t o ? 	 %2'D)  'DCD	 R e m o v e r   t u d o ? 	 T  m    k a l d 1r 1l s 1n   m 1? 	 X  a   t t   c ? 	 H a p u s   s e m u a ? 	 K e l u a r k a n   s e m u a ? 	 8	-	@	  	K	  9		>			? 	 	 	 	 A z    s s z e s e t   e l t  v o l  t j a ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 E l i m i n a r e   t o a t e ? 	 	 	   ? 	 	 	 GEG  ~'C  4HF/	 	 	 		  					  				? 	 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d a s ? 
 
 S T R _ I D _ M E D P L Y _ L I S T M G R _ O P T _ N E W 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 C r e a t e   p l a y l i s t 	 C r e a t e   p l a y l i s t 	 eXd>enU	 e^d>eRh	 *#I2#2"2#@%H	 C r e a r   l i s t a   d e   r e p r o d u c c i  n 	 C r  e r   u n e   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   e r s t e l l e n 	 !>740BL  A?8A>:  2>A?@>872545=8O	 C r e a   p l a y l i s t 	 %F4'!  B'&E)  *4:JD	 C r i a r   l i s t a   d e   r e p r o d u   o 	 ^a r k 1  l i s t e s i   y a r a t 	 T o   d . s  c h   n h c 	 B u a t   d a f t a r   l a g u 	 C i p t a   s e n a r a i   m a i n a n 	 *	M	2	G	2	?	8	M		  ,	(	>				 	 	 	 J  t  k l i s t a   l  t r e h o z  s a 	 	 	 	 A f s p e e l l i j s t   m a k e n 	 	 	 C r e a r e   l i s t   d e   r e d a r e 	 	 	     	 	 	 'J,'/  AG13*  ~.4	 	 	 									  				  				  	 	 	 	 	 	 	 	 	 S k e p   s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C r i a r   l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ A R T I S T 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 A r t i s t 	 A r t i s t 	 ݅S[	 z/g[	 (4%4	 A r t i s t a   	 A r t i s t e     	 K  n s t l e r 	 A?>;=8B5;L	 A r t i s t a 	 'DAF'F	 A r t i s t a 	 S a n a t  1	 C a   s )	 A r t i s 	 A r t i s 	 	2	>		>	0		 	 	 	 E l Qa d  	 	 	 	 A r t i e s t 	 	 	 A r t i s t 	 	 	 	 	 	 GF1EF/	 	 	 							 	 	 	 	 	 	 	 	 K u n s t e n a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r t i s t a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ A L B U M 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 A l b u m 	 A l b u m 	 \/	 N	 -1%1I!	  l b u m 	 A l b u m     	 A l b u m 	 ;L1><	 A l b u m 	 'D#D(HE	  l b u m 	 A l b  m 	 A l b u m 	 A l b u m 	 A l b u m 	 	2	M	,	.		 	 	 	 A l b u m 	 	 	 	 A l b u m 	 	 	 A l b u m 	 	 	 	 	 	 "D(HE	 	 	 								  	 	 	 	 	 	 	 	 	 A l b u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l b u m 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ T I T L E 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 T i t l e 	 T i t l e 	 jL	 h	 
7H-	 T  t u l o 	 T i t r e 	 T i t e l 	 0720=85	 T i t o l o 	 'D'3E	 T  t u l o 	 0s i m 	 T i  u   	 J u d u l 	 T a j u k 	 6	@	0	M	7			 	 	 	 C  m 	 	 	 	 T i t e l 	 	 	 T i t l u 	 	 	 	 	 	 9FH'F	 	 	 								 	 	 	 	 	 	 	 	 T i t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T  t u l o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ G E N R E 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 G e n r e 	 G e n r e 	 <h	 Θ<h	 A'@%	 G  n e r o 	 G e n r e 	 G a t t u n g 	 0=@	 G e n e r e 	 'DFH9	 G  n e r o 	 T a r z 	 T h   l o i 	 G e n r e 	 G e n r e 	 	G	(	0		 	 	 	 M qf a j 	 	 	 	 G e n r e 	 	 	 G e n 	 	 	 	 	 	 'F1	 	 	 					 	 	 	 	 	 	 	 	 G e n r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G  n e r o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ Y E A R 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 Y e a r 	 Y e a r 	 t^N	 t^N	 5	 A  o 	 A n n  e 	 J a h r 	 >4	 A n n o 	 'D9'E	 A n o 	 Y 1l 	 N m 	 T a h u n 	 T a h u n 	 5	0	M	7		 	 	 	  v 	 	 	 	 J a a r 	 	 	 A n 	 	 	 	 	 	 3'D	 	 	 			  	 	 	 	 	 	 	 	 	 J a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ T R A C K _ N U M 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 T r a c k   n u m b e r 	 T r a c k   n u m b e r 	 ̎_	 hS	 +!2"@%A#G	 N  m e r o   d e   p i s t a 	 N u m  r o   d e   l a   p i s t e 	 S p u r n u m m e r 	 ><5@  4>@>6:8	 N u m e r o   t r a c c i a 	 1BE  'DE3'1	 N  m e r o   d e   f a i x a 	 ^a r k 1  n u m a r a s 1	 T n g   s   b  i   h  t 	 N o m o r   t r e k 	 N o m b o r   t r e k 	 	M	0	H		  (	.	M	,	0		 	 	 	 S o r s z  m 	 	 	 	 S p o o r n u m m e r 	 	 	 N u m r   m e l o d i e 	 	 	   	 	 	 4E'1G  "GF	 	 	 					  					  	 	 	 	 	 	 	 	 	 S n i t n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d a   t r i l h a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ C H A N N E L 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 C h a n n e l 	 C h a n n e l 	 rS	 XS	 A
@%	 C a n a l 	 C h a  n e 	 K a n a l 	 0=0;	 C a n a l e 	 'DBF')	 C a n a l 	 K a n a l   	 K  n h 	 S a l u r a n 	 S a l u r a n 	 	H	(	2		 	 	 	 C s a t o r n a 	 	 	 	 K a n a a l 	 	 	 C a n a l 	 	 	 C h a n n e l 	 	 	 C'F'D	 	 	 							  	 	 	 	 	 	 	 	 	 K a n a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n a l 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ B I T R A T E 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 B i t r a t e 	 B i t r a t e 	 MOCQs	 MO	 -1#24	 T a s a   d e   b i t s 	 D  b i t   b i n a i r e 	 B i t r a t e 	 8B@59B	 B i t r a t e 	 E9/D  'D(*	 T a x a   d e   b i t s 	 B i t   h 1z 1	 T c     b i t 	 K e c e p a t a n   b i t 	 K a d a r   b i t 	 ,	>			M	0	G			 	 	 	 B i t s e b e s s  g 	 	 	 	 B i t r a t e 	 	 	 R a t   b i ci 	 	 	   	 	 	 F1.  (*	 	 	 					  			  	 	 	 	 	 	 	 	 	 B i s t e m p o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e l o c i d a d e   b i n  r i a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S A M P L E _ R A T E 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 S a m p l e   r a t e 	 S a m p l e   r a t e 	 c#js	 Ǒ7hs	 -1#22#*8H!	 T a s a   d e   m u e s t r e o   	 T a u x   d '  c h a n t i l l o n n a g e 	 A b t a s t r a t e 	 '0AB>B0  48A:@5B870F88	 F r e q u e n z a   c a m p i o n e 	 E9/D  'D9JF)	 T a x a   d e   a m o s t r a g e m 	  r n e k l e m e   h 1z 1	 M c   c h u n 	 K e c e p a t a n   s a m p l i n g 	 K a d a r   s a m p e l 	 (	.	B	(	>	  &	0		 	 	 	 M i n t a v  t e l i   f r e k v e n c i a 	 	 	 	 B e m o n s t e r i n g s f r e q u e n t i e 	 	 	 R a t   d e   e _a n t i o n a r e 	 	 	   	 	 	 F1.  FEHFG  (1/'1	 	 	 						  			  	 	 	 	 	 	 	 	 	 P r o e f t e m p o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x e m p l o   d e   a m o s t r a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ Q U A L I T Y 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 Q u a l i t y 	 Q u a l i t y 	 T	 (ϑ	 8 2	 C a l i d a d 	 Q u a l i t  	 Q u a l i t  t 	 0G5AB2>	 Q u a l i t  	 'D,H/)	 Q u a l i d a d e 	 K a l i t e   	 C h t   l n g 	 K u a l i t a s 	 K u a l i t i 	 	A	#	5	$	M	$	>		 	 	 	 M i n Qs  g 	 	 	 	 K w a l i t e i t 	 	 	 C a l i t a t e 	 	 	 	 	 	 CJAJ*	 	 	 							  	 	 	 	 	 	 	 	 	 G e h a l t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a l i d a d e 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ M O N O 	 M E D P L Y 	 T E X T ,   I C O N T E X T 	 M o n o 	 M o n o 	 UrS	 USXS	 B!B	 M o n o 	 M o n o 	 M o n o 	 >=>	 M o n o 	 #-'/J	 M o n o 	 M o n o   	 n    m 	 M o n o 	 M o n o 	 .	K	(	K		 	 	 	 M o n o 	 	 	 	 M o n o 	 	 	 M o n o 	 	 	 	 	 	 EHFH	 	 	 					 	 	 	 	 	 	 	 	 M o n o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o n o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T E R E O 	 M E D P L Y 	 T E X T ,   I C O N T E X T 	 S t e r e o 	 S t e r e o 	 zԚr	 zSOX	 *@-#4B-	 E s t  r e o 	 S t  r  o 	 S t e r e o 	 !B5@5>	 S t e r e o 	 '3*1JH	 E s t  r e o 	 S t e r e o   	  m   t h a n h   n i 	 S t e r e o 	 S t e r e o 	 8	M		@	0	?	/	K		 	 	 	 S z t e r e  	 	 	 	 S t e r e o 	 	 	 S t e r e o 	 	 	 	 	 	 '3*1H	 	 	 								 	 	 	 	 	 	 	 	 S t e r e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t  r e o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ L A S T _ M O D I F I E D 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 L a s t   m o d i f i e d 	 L a s t   m o d i f i e d 	  g_O9eBf	  gTO9ee	 AID%H2*8	  l t i m a   m o d i f i c a c i  n 	 D e r n i  r e   m o d i f i c a t i o n 	 Z u l e t z t   m o d i f i z i e r t 	 >A;54=55  87<5=5=85	 U l t i m a   m o d i f i c a 	 ".1  EB79  *E  *9/JDG	  l t i m a   m o d i f i c a   o 	 E n   s o n   m o d i f i y e   e d i l e n 	 S a   g n   n h t 	 T e r a k h i r   d i m o d i f i k a s i 	 P e n g u b a h a n   t e r a k h i r 	 		$	?	.	  ,	>	0	  8		6	K	'	?	$		 	 	 	 L e g u t  b b   m  d o s  t v a 	 	 	 	 L a a t s t   b e w e r k t 	 	 	 U l t i m a   m o d i f i c a r e 	 	 	   	 	 	 H'~3F  *:1	 	 	 							  										 	 	 	 	 	 	 	 	 L a a s   g e w y s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d i f i c a d o   p o r    l t i m o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ L A S T _ P L A Y E D 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	  g_d>eBf	  gTd>ee	 @%H%H2*8	  l t i m a   r e p r o d u c c i  n 	 D e r n i  r e   l e c t u r e 	 Z u l e t z t   w i e d e r g e g e b e n 	 >A;54=85  ?@>83@0==K5  ?5A=8	 U l t i m a   r i p r o d u z i o n e 	 ".1  EB79  *E  *4:JDG	  l t i m a   r e p r o d u   o 	 E n   s o n    a l 1n a n 	 P h  t   g n   n h t 	 T e r a k h i r   d i p u t a r 	 M a i n a n   t e r a k h i r 	 		$	?	.	  ,	>	0	  	2	>	/	>	  	/	>	  	 	 	 	 U t o l s    l e j  t s z  s 	 	 	 	 L a a t s t   a f g e s p e e l d 	 	 	 U l t i m a   r e d a r e 	 	 	   	 	 	 H'~3F  ~.4	 	 	 							  							  						 	 	 	 	 	 	 	 	 L a a s   g e s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l t i m o   r e p r o d u z i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ D U R A T I O N 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 D u r a t i o n 	 D u r a t i o n 	 w^	 ^	 #0"0@'%2	 D u r a c i  n 	 D u r  e 	 D a u e r 	 ;8B5;L=>ABL	 D u r a t a 	 'DE/)	 D u r a   o 	 S  r e 	 T h i   l n g 	 D u r a s i 	 T e m p o h 	 	5	'	?		 	 	 	 I d Qt a r t a m 	 	 	 	 D u u r 	 	 	 D u r a t 	 	 	   	 	 	 E/*	 	 	 											  	 	 	 	 	 	 	 	 	 D u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r a   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ A U T H O R 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 A u t h o r 	 A u t h o r 	 Lkf\O	 Lkf\O	 9IAH	 A u t o r 	 A u t e u r 	 A u t o r 	 2B>@	 A u t o r e 	 'DE$DA	 A u t o r 	 Y a z a r 	 T  c   g i 	 P e n u l i s 	 P e n g a r a n g 	 2	G				 	 	 	 S z e r z Q	 	 	 	 A u t e u r 	 	 	 A u t o r 	 	 	 	 	 	 E$DA	 	 	 					 	 	 	 	 	 	 	 	 S k r y w e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A u t o r 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ D E S C R I P T I O N 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 D e s c r i p t i o n 	 D e s c r i p t i o n 	 c	 c	 3-42"	 D e s c r i p c i  n 	 D e s c r i p t i o n 	 B e s c h r e i b u n g 	 ?8A0=85:   	 D e s c r i z i o n e 	 'DH5A	 D e s c r i   o 	 T a n 1m 	 M    t 	 K e t e r a n g a n 	 H u r a i a n 	 5	?	5	0	#		 	 	 	 L e  r  s 	 	 	 	 O m s c h r i j v i n g 	 	 	 D e s c r i e r e 	 	 	 	 	 	 41-	 	 	 						  	 	 	 	 	 	 	 	 	 B e s k r y w i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c r i   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ C O P Y R I G H T S 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 C o p y r i g h t s 	 C o p y r i g h t 	 Hr
k	 HrCg	 %4*44L	 D e r e c h o s   d e   a u t o r 	 D r o i t s   d ' a u t e u r 	 C o p y r i g h t 	 2B>@A:>5  ?@02>	 C o p y r i g h t 	 -BHB  'D7(9  H'DF41	 D i r e i t o s   d e   a u t o r 	 T e l i f   H a k l a r 1	 B n   q u y n 	 H a k   c i p t a 	 H a k   c i p t a 	 	I	*	@	0	>				 	 	 	 S z e r z Qi   j o g o k 	 	 	 	 A u t e u r s r e c h t 	 	 	 D r e p t u r i   d e   a u t o r 	 	 	   	 	 	 -BHB  E1(H7  (G  *+1  H  'F*4'1	 	 	 								  	 	 	 	 	 	 	 	 	 K o p i e r e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p y r i g h t 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ P L A Y _ C O U N T 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 P l a y   c o u n t 	 P l a y   c o u n t 	 d>e!kxe	 d>e!kpe	 12#@%H	 C o n t a d o r   d e   r e p r o d u c c i  n 	 C o m p t e   d e   l e c t u r e 	 W i e d e r g a b e z  h l e r 	 >;8G5AB2>  2>A?@>872545=89	 R i p r o d u c i   n u m e r o 	 9//  E1'*  'D*4:JD	 C o n t a d o r   d e   r e p r o d u   e s 	  a l m a   s a y 1s 1	 S   l n   p h  t 	 J u m l a h   p e m u t a r a n 	 K i r a a n   m a i n a n 	 *	M	2	G	  	>			(	M			 	 	 	 L e j  t s z  s s z  m l  l  	 	 	 	 A f s p e e l t e l l i n g 	 	 	 C o n t o r   r e d a r e 	 	 	   	 	 	 /A9'*  ~.4	 	 	 						  				  				  					 	 	 	 	 	 	 	 	 K e r e   g e s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a g e m   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ U S E R _ R A T I N G 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 U s e r   r a t i n g 	 U s e r   r a t i n g 	 U}	 ċ~	 0A9IC
I	 C a l i f i c a c i  n   d e l   u s u a r i o 	 E v a l u a t i o n   d e   l ' u t i l i s a t e u r 	 B e n u t z e r b e w e r t u n g 	 F5=:0  ?>;L7>20B5;O	 F r e q u e n z a   u t e n t e 	 *5FJA  'DE3*./E	 C l a s s i f i c a   o   d o   u t i l i z a d o r 	 K u l l a n 1c 1  p u a n 1	 T   x p   h n g 	 P e r i n g k a t   p e n g g u n a 	 P e n g a d a r a n   p e n g g u n a 	 		*	/	K			0	M	$	>	  0	G		?				 	 	 	 M i n Qs  t  s 	 	 	 	 G e b r u i k s b e o o r d e l i n g 	 	 	 E v a l u a r e   u t i l i z a t o r 	 	 	   	 	 	 1/G  (F/  '1(1	 	 	 											  						 	 	 	 	 	 	 	 	 G e b r u i k e r b e o o r d e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l a s s i f i c a   o   d e   u s u  r i o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ S I N G L E 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 S t a r 	 S t a r 	 f}	 f~	 2'	 E s t r e l l a 	 E t o i l e 	 S t e r n 	 2574>G:0	 S t e l l a 	 F,E)	 E s t r e l a 	 Y 1l d 1z 	 S a o 	 B i n t a n g 	 B i n t a n g 	 8	?	$	>	0	>		 	 	 	 C s i l l a g 	 	 	 	 S t e r 	 	 	 S t e a 	 	 	 	 	 	 3*'1G	 	 	 				  	 	 	 	 	 	 	 	 	 S t e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t r e l a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ M U L T I P L E 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 S t a r s 	 S t a r s 	 f}	 f~	 2'	 E s t r e l l a s 	 E t o i l e s 	 S t e r n e 	 2574K	 S t e l l e 	 F,HE	 E s t r e l a s 	 Y 1l d 1z 	 N h i u   s a o 	 B i n t a n g 	 B i n t a n g 	 8	?	$	>	0	G		 	 	 	 C s i l l a g o k 	 	 	 	 S t e r r e n 	 	 	 S t e l e 	 	 	 	 	 	 3*'1G	 	 	 				  	 	 	 	 	 	 	 	 	 S t e r r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t r e l a s 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 0 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 U n r a t e d 	 U n r a t e d 	 *gUI{	 *gċ~	 D!HDIC+I0A	 S i n   c a l i f i c a r 	 N o n    v a l u  	 U n b e w e r t e t 	 5  >F5=5=>	 N o n   c l a s s i f i c a t o 	 :J1  E5FA	 N  o   c l a s s i f i c a d o 	 P u a n s 1z 	 K h  n g   x p   h n g 	 T a n p a   p e r i n g k a t 	 T i d a k   d i k a d a r k a n 	 0	G		  (	9	@		  	?	/	>	  	/	>	  	 	 	 	 N e m   m i n Qs  t e t t 	 	 	 	 O n b e o o r d e e l d 	 	 	 N e e v a l u a t 	 	 	   	 	 	 1/G  (F/  F4/G	 	 	 			  			  			 	 	 	 	 	 	 	 	 N i e   b e o o r d e e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   c l a s s i f i c a d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 1 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 ( d o n ' t   p l a y   a g a i n ) 	 ( d o n ' t   p l a y   a g a i n ) 	 
NQd>e		 
NQd>e		 ( D!H@%H-5) 	 ( n o   r e p r o d u c i r   o t r a   v e z ) 	 ( n e   p l u s   l e   j o u e r ) 	 ( n i c h t   e r n e u t   a b s p i e l e n ) 	 ( =5  2>A?@>872>48BL  ?>2B>@=>) 	 ( n o n   r i p r o d u r r e   d i   n u o v o ) 	 ( J1,I  9/E  'D*4:JD  E1)  #.1I) 	 ( n  o   r e p r o d u z i r   n o v a m e n t e ) 	 ( t e k r a r   o y n a t m a ) 	 ( k h  n g   p h  t   l i ) 	 ( j a n g a n   p u t a r   l a g i ) 	 ( j a n g a n   m a i n   l a g i ) 	 ( +	?	0	  8	G	  .	$	  ,		>		) 	 	 	 	 ( n e   j  t s s z u k   l e   t  b b s z  r ) 	 	 	 	 ( n i e t   o p n i e u w   a f s p e l e n ) 	 	 	 ( n u   m a i   v r e a u   s   a s c u l t   a l t d a t ) 	 	 	 (     ) 	 	 	 ( /1  ~.4  FF) 	 	 	 ( 				  							  		) 	 	 	 	 	 	 	 	 	 ( m o e n i e   w e e r   s p e e l   n i e ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( n  o   r e p r o d u z i r   n o v a m e n t e ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 2 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 ( O K ) 	 ( O K ) 	 
N/		 
N		 ( %) 	 ( A c e p t a b l e ) 	 ( O K ) 	 ( O K ) 	 ( O K ) 	 ( O K ) 	 ( EB(HD)) 	 ( O K ) 	 ( f e n a   d e i l ) 	 ( O K ) 	 ( O K ) 	 ( O K ) 	 (  	@		) 	 	 	 	 ( O K ) 	 	 	 	 ( O K ) 	 	 	 ( O K ) 	 	 	 ( ) 	 	 	 ( .H(  '3*) 	 	 	 ( 			  			) 	 	 	 	 	 	 	 	 	 ( s k a f l i k ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( O K ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 3 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 ( l i k e   i t ) 	 ( l i k e   i t ) 	 Uak		 U"k		 ( 
-) 	 ( m e   g u s t a ) 	 ( j ' a i m e ) 	 ( g e f  l l t   m i r ) 	 ( =@028BAO) 	 ( m i   p i a c e ) 	 ( *9,(FJ) 	 ( g o s t o ) 	 ( b e e n d i m ) 	 ( t h  c h ) 	 ( s u k a ) 	 ( s u k a ) 	 ( *	8	(	M	&	  9	H	) 	 	 	 	 ( t e t s z i k ) 	 	 	 	 ( v i n d   i k   l e u k ) 	 	 	 (  m i   p l a c e ) 	 	 	 ( ) 	 	 	 ( /H3*4  /'1E) 	 	 	 ( 					  			) 	 	 	 	 	 	 	 	 	 ( h o u   d a a r v a n ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( g o s t o ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 4 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 ( r e a l l y   l i k e   i t ) 	 ( r e a l l y   l i k e   i t ) 	 _Uak		 _U"k		 ( 
-#4F) 	 ( m e   g u s t a   m u c h o ) 	 ( j ' a i m e   b e a u c o u p ) 	 ( g e f  l l t   m i r   s e h r ) 	 ( >G5=L  =@028BAO) 	 ( m i   p i a c e   m o l t o ) 	 ( *9,(FJ  -BK') 	 ( g o s t o   m u i t o ) 	 ( g e r  e k t e n   b e e n d i m ) 	 ( r t   t h  c h ) 	 ( s a n g a t   s u k a ) 	 ( s a n g a t   s u k a ) 	 ( 8		.	A		  *	8	(	M	&	  9	H	) 	 	 	 	 ( n a g y o n   t e t s z i k ) 	 	 	 	 ( v i n d   i k   e c h t   l e u k ) 	 	 	 (  m i   p l a c e   m u l t ) 	 	 	 (   ) 	 	 	 ( 1'3*  1'3*  /H3*4  /'1E) 	 	 	 ( 			  					  					  			) 	 	 	 	 	 	 	 	 	 ( h o u   r e g t i g   d a a r v a n ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( g o s t o   m u i t o ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 5 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 ( l o v e   i t ) 	 ( l o v e   i t ) 	 a		 1r		 ( 
-!25H*8) 	 ( m e   f a s c i n a ) 	 ( j ' a d o r e ) 	 ( l i e b e   e s ) 	 ( ;N18<>5) 	 ( m i   p i a c e   m o l t i s s i m o ) 	 ( #-(G') 	 ( a d o r o ) 	 (  o k   s e v d i m ) 	 ( m  ) 	 ( g e m a r ) 	 ( s a y a n g ) 	 ( *	M	0	?	/	  9	H	) 	 	 	 	 ( i m  d o m ) 	 	 	 	 ( v i n d   i k   g e w e l d i g ) 	 	 	 ( o   a d o r ) 	 	 	 ( ) 	 	 	 ( 9'4B4  G3*E) 	 	 	 ( 							) 	 	 	 	 	 	 	 	 	 ( d o l   d a a r o p ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( a d o r o ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 1 _ E X T 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 1   S t a r   ( d o n ' t   p l a y   a g a i n ) 	 1   S t a r   ( d o n ' t   p l a y   a g a i n ) 	 1 f}  
NQd>e		 1 f~  
NQd>e		 1   2'  ( D!H@%H-5) 	 1   E s t r e l l a   ( n o   r e p r o d u c i r   o t r a   v e z ) 	 1    t o i l e   ( n e   p l u s   l e   j o u e r ) 	 1   S t e r n   ( n i c h t   e r n e u t   a b s p i e l e n ) 	 1   725740  ( =5  2>A?@>872>48BL  ?>2B>@=>) 	 1   S t e l l a   ( n o n   r i p r o d u r r e   d i   n u o v o ) 	   F,E)  H'-/)  ( J1,I  9/E  'D*4:JD  E1)  #.1I) 	 1   E s t r e l a   ( n  o   r e p r o d u z i r   n o v a m e n t e ) 	 1   Y 1l d 1z   ( t e k r a r   o y n a t m a ) 	 1   S a o   ( k h  n g   p h  t   l i ) 	 1   B i n t a n g   ( j a n g a n   p u t a r   l a g i ) 	 1   B i n t a n g   ( j a n g a n   m a i n   l a g i ) 	 1   8	?	$	>	0	>	  ( +	?	0	  8	G	  .	$	  ,		>		) 	 	 	 	 1   c s i l l a g   ( n e   j  t s s z u k   l e   t  b b s z  r ) 	 	 	 	 1   s t e r   ( n i e t   o p n i e u w   a f s p e l e n ) 	 	 	 1   S t e a   ( n u   m a i   v r e a u   s   a s c u l t   a l t d a t ) 	 	 	   1   (     ) 	 	 	 1   3*'1G  ( /1  ~.4  FF) 	 	 	 	  				  (   			  				  							  		) 	 	 	 	 	 	 	 	 	 1   s t e r   ( m o e n i e   w e e r   s p e e l   n i e ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1   e s t r e l a   ( n  o   r e p r o d u z i r   n o v a m e n t e ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 2 _ E X T 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 2   S t a r s   ( O K ) 	 2   S t a r s   ( O K ) 	 2 f}  
N/		 2 f~  
N		 2   2'  ( -1DI) 	 2   E s t r e l l a s   ( a c e p t a b l e ) 	 2    t o i l e s   ( O K ) 	 2   S t e r n e   ( O K ) 	 2   72574K  ( ) 	 2   S t e l l e   ( O K ) 	 F,E*'F  ( EB(HD)) 	 2   E s t r e l a s   ( O K ) 	 2   Y 1l d 1z   ( f e n a   d e i l ) 	 2   N h i u   s a o   ( O K ) 	 2   B i n t a n g   ( O K ) 	 2   B i n t a n g   ( O K ) 	 2   8	?	$	>	0	>	  (  	@		) 	 	 	 	 2   c s i l l a g   ( O K ) 	 	 	 	 2   s t e r r e n   ( O K ) 	 	 	 2   S t e l e   ( O K ) 	 	 	 2     ( ) 	 	 	 2   3*'1G  ( .H(  '3*) 	 	 	 	  				  ( 			  			) 	 	 	 	 	 	 	 	 	 2   s t e r r e   ( s k a f l i k ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2   e s t r e l a s   ( O K ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 3 _ E X T 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 3   S t a r s   ( l i k e   i t ) 	 3   S t a r s   ( l i k e   i t ) 	 3 f}  Uak		 3 f~  U"k		 3   2'  ( 
-) 	 3   E s t r e l l a s   ( m e   g u s t a ) 	 3    t o i l e s   ( j ' a i m e ) 	 3   S t e r n e   ( g e f  l l t   m i r ) 	 3   72574K  ( =@028BAO) 	 3   S t e l l e   ( m i   p i a c e ) 	 +D'+  F,HE  ( *9,(FJ) 	 3   E s t r e l a s   ( g o s t o ) 	 3   Y 1l d 1z   ( b e e n d i m ) 	 3   N h i u   s a o   ( t h  c h ) 	 3   B i n t a n g   ( s u k a ) 	 3   B i n t a n g   ( s u k a ) 	 3   8	?	$	>	0	>	  ( *	8		&	  9	H	) 	 	 	 	 3   c s i l l a g   ( t e t s z i k ) 	 	 	 	 3   s t e r r e n   ( v i n d   i k   l e u k ) 	 	 	 3   S t e l e   (  m i   p l a c e ) 	 	 	 3     ( ) 	 	 	 3   3*'1G  ( /H3*4  /'1E) 	 	 	 	  				  ( 					  			) 	 	 	 	 	 	 	 	 	 3   s t e r r e   ( h o u   d a a r v a n ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3   e s t r e l a s   ( g o s t o ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 4 _ E X T 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 4   S t a r s   ( r e a l l y   l i k e   i t ) 	 4   S t a r s   ( r e a l l y   l i k e   i t ) 	 4 f}  _Uak		 4 f~  _U"k		 4   2'  ( 
-#4F) 	 4   E s t r e l l a s   ( m e   g u s t a   m u c h o ) 	 4    t o i l e s   ( j ' a i m e   b e a u c o u p ) 	 4   S t e r n e   ( g e f  l l t   m i r   s e h r ) 	 4   72574K  ( >G5=L  =@028BAO) 	 4   S t e l l e   ( m i   p i a c e   m o l t o ) 	 #1(9)  F,HE  ( *9,(FJ  -BK') 	 4   E s t r e l a s   ( g o s t o   m u i t o ) 	 4   Y 1l d 1z   ( g e r  e k t e n   b e e n d i m ) 	 4   N h i u   s a o   ( r t   t h  c h ) 	 4   B i n t a n g   ( s a n g a t   s u k a ) 	 4   B i n t a n g   ( s a n g a t   s u k a ) 	 4   8	?	$	>	0	>	  ( 8		.	A		  *	8		&	  9	H	) 	 	 	 	 4   c s i l l a g   ( n a g y o n   t e t s z i k ) 	 	 	 	 4   s t e r r e n   ( v i n d   i k   e c h t   l e u k ) 	 	 	 4   S t e l e   (  m i   p l a c e   m u l t ) 	 	 	 4     (   ) 	 	 	 4   3*'1G  ( 1'3*  1'3*  /H3*4  /'1E) 	 	 	 	  				  ( 					  					  			) 	 	 	 	 	 	 	 	 	 4   s t e r r e   ( h o u   r e g t i g   d a a r v a n ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 4   e s t r e l a s   ( g o s t o   m u i t o ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S T A R _ 5 _ E X T 	 M E D P L Y 	 T E X T ,   I C O N T E X T ,   T W O S T A T E 	 5   S t a r s   ( l o v e   i t ) 	 5   S t a r s   ( l o v e   i t ) 	 5 f}  a		 5 f~  1r		 5   2'  ( 
-!25H*8) 	 5   E s t r e l l a s   ( m e   f a s c i n a ) 	 5    t o i l e s   ( j ' a d o r e ) 	 5   S t e r n e   ( l i e b e   e s ) 	 5   72574K  ( ;N18<>5) 	 5   S t e l l e   ( m i   p i a c e   m o l t i s s i m o ) 	 .E3)  F,HE  ( #-(G') 	 5   E s t r e l a s   ( a d o r o ) 	 5   Y 1l d 1z   (  o k   s e v d i m ) 	 5   N h i u   s a o   ( m  ) 	 5   B i n t a n g   ( g e m a r ) 	 5   B i n t a n g   ( s a y a n g ) 	 5   8	?	$	>	0	>	  ( *	M	0	?	/	  9	H	) 	 	 	 	 5   c s i l l a g   ( i m  d o m ) 	 	 	 	 5   s t e r r e n   ( v i n d   i k   g e w e l d i g ) 	 	 	 5   S t e l e   ( o   a d o r ) 	 	 	 5     ( ) 	 	 	 5   3*'1G  ( 9'4B4  G3*E) 	 	 	 	  				  (   							) 	 	 	 	 	 	 	 	 	 5   s t e r r e   ( d o l   d a a r o p ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 5   e s t r e l a s   ( a d o r o ) 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ L O C A L 	 M E D P L Y 	 T I T L E ,   T E X T ,   I C O N T E X T 	 L o c a t i o n 	 L o c a t i o n 	 MOn	 MOn	 *25H	 U b i c a c i  n   	 P o s i t i o n 	 O r t 	 5AB>	 L u o g o 	 'DEHB9	 L o c a l i z a   o 	 K o n u m 	 V   t r  	 L o k a s i 	 L o k a s i 	 8	M	%	>	(		 	 	 	 H e l y 	 	 	 	 L o c a t i e 	 	 	 L o c a ci e 	 	 	 	 	 	 E'F	 	 	 						 	 	 	 	 	 	 	 	 L i g g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o c a l 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ V O L U M E 	 M E D P L Y 	 T E X T ,   I C O N T E X T 	 R e l a t i v e   v o l u m e 	 R e l a t i v e   v o l u m e 	 	 	 #01@*5"*1!1L	 V o l u m e n   r e l a t i v o 	 V o l u m e   r e l a t i f 	 R e l a t i v e   L a u t s t  r k e 	 B=>A8B5;L=0O  3@><:>ABL	 V o l u m e   r e l a t i v o 	 E3*HI  'D5H*  'DF3(J	 V o l u m e   r e l a t i v o 	 G  r e c e l i   s e s 	  m   l n g   v a 	 V o l u m e   r e l a t i f 	 K e k u a t a n   s u a r a   r e l a t i f 	 0	?	2	G		?	5	  5	I	2	M	/	B	.		 	 	 	 R e l a t  v   h a n g e r Q	 	 	 	 R e l a t i e f   v o l u m e 	 	 	 V o l u m   r e l a t i v 	 	 	   	 	 	 (DF/  5/'  F3(	 	 	 								  					  	 	 	 	 	 	 	 	 	 R e l a t i e w e   v o l u m e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l u m e   r e l a t i v o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ U N K N O W N 	 M E D P L Y 	 T E X T ,   I C O N T E X T 	 [ U n k n o w ] 	 [ U n k n o w ] 	 [ *gw] 	 [ *gw] 	 [ D!H#9I1] 	 [ D e s c o n o c i d o ] 	 [ i n c o n n u ] 	 [ U n b e k a n n t ] 	 [ 58725AB=>] 	 [ S c o n o s c i u t o ] 	 [ :J1  E91HA] 	 [ D e s c o n h e c i d o ] 	 [ B i l i n m i y o r ] 	 [ K h  n g   x . n h ] 	 [ T i d a k   d i k e t a h u i ] 	 [ T i d a k   D i k e t a h u i ] 	 [ 		M		>	$	] 	 	 	 	 [ I s m e r e t l e n ] 	 	 	 	 [ O n b e k e n d ] 	 	 	 [ N e c u n o s c u t ] 	 	 	 [   ] 	 	 	 [ F'4F'.*G] 	 	 	 [ 					} 	 	 	 	 	 	 	 	 	 [ O n b e k e n d ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ D e s c o n h e c i d o ] 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ N E V E R _ P L A Y E D 	 M E D P L Y 	 T E X T ,   I C O N T E X T 	 N e v e r   p l a y e d 	 N e v e r   p l a y e d 	 l	gd>eN	 ؏l	gd>eǏ	 D!H@"@%H	 N u n c a   s e   h a   r e p r o d u c i d o 	 J a m a i s   j o u  	 N o c h   n i e   a b g e s p i e l t 	 5  2>A?@>872>48<K5	 M a i   r i p r o d o t t o 	 DE  J3(B  *4:JDG	 N u n c a   r e p r o d u z i d o 	 H i     a l 1n m a d 1	 K h  n g   b a o   g i   p h  t 	 T i d a k   p e r n a h   d i p u t a r 	 T i d a k   p e r n a h   d i m a i n k a n 	 	-	@	  (	9	@		  ,		>	/	>	  	 	 	 	 M  g   l e   n e m   j  t s z o t t 	 	 	 	 N o o i t   a f g e s p e e l d 	 	 	 N e a s c u l t a t 	 	 	     	 	 	 G12  ~.4  F4/G	 	 	 				  							  				  	 	 	 	 	 	 	 	 	 N o o i t   g e s p e e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N u n c a   r e p r o d u z i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ S E T _ R A T I N G 	 M E D P L Y 	 T I T L E 	 S e t   r a t i n g 	 S e t   r a t i n g 	 UI{	 ċ~	 C+I0A	 C o n f i g u r a r   c a l i f i c a c i  n   	 A s s i g n e r   u n e    v a l u a t i o n 	 B e w e r t u n g   e i n s t e l l e n 	 F5=8BL	 I m p o s t a   f r e q u e n z a 	 *9JJF  'D*5FJA	 C l a s s i f i c a r 	 P u a n   b e l i r l e 	 C  i   x p   h n g 	 T e t a p k a n   p e r i n g k a t 	 S e t   p e n g a d a r a n 	 0	G		?			  8	G		  	0	G			 	 	 	 M i n Qs  t  s   b e  l l  t  s a 	 	 	 	 B e o o r d e l i n g   i n s t e l l e n 	 	 	 S e t a r e   e v a l u a r e 	 	 	   	 	 	 *9F  1/G	 	 	 					  			  				  	 	 	 	 	 	 	 	 	 S t e l   b e o o r d e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c l a s s i f i c a   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ B E F O R E _ U P D A T E 	 M E D P L Y 	 P O P U P C O N F I R M 	 U p d a t e   m e d i a   l i b r a r y   w i l l   t a k e   a   l o n g   t i m e .   D o   y o u   w a n t   t o   d o   i t ? 	 U p d a t i n g   l i b r a r y   w i l l   t a k e   a   l o n g   t i m e .   C o n t i n u e ? 	 feZԚ^ wBf/f&T|~~	 feZSO^ e/f&T~~	 2#-1@D%#2#50C
I@'%22  3H-+#7-D!H? 	 L a   a c t u a l i z a c i  n   d e   l a   l i b r e r  a   t a r d a r    m u c h o ,    c o n t i n u a r ? 	 M e t t r e      j o u r   l a   l i b r a i r i e   p e u t   p r e n d r e   b e a u c o u p   d e   t e m p s .   C o n t i n u e r   ? 	 D i e   A k t u a l i s i e r u n g   d e r   B i b l i o t h e k   d a u e r t   s e h r   l a n g e .   F o r t s e t z e n ? 	 1=>2;5=85  181;8>B5:8  709<5B  <=>3>  2@5<5=8.   @>4>;68BL? 	 P e r   l ' a g g i o r n a m e n t o   d e l l a   l i b r a r y   o c c o r r e   d e l   t e m p o .   C o n t i n u a r e ? 	 3J3*:1B  *-/J+  'DEC*()  HB*K'  7HJD'K.   '3*E1'1	 A   a c t u a l i z a   o   d a   b i b l i o t e c a   d e m o r a r    a l g u m   t e m p o .   C o n t i n u a r ? 	 K  t  p h a n e y i   g  n c e l l e m e k   u z u n   s  r e   a l a c a k t 1r .   D e v a m   e d i l s i n   m i ? 	 C p   n h t   t h   v i n   s   m t   n h i u   t h i   g i a n .   T i p   t c ? 	 P e m b a r u a n   p e r p u s t a k a a n   a k a n   b e r l a n g s u n g   l a m a .   L a n j u t k a n ? 	 P e n g e m a s k i n i a n   p e r p u s t a k a a n   a k a n   m e n g a m b i l   m a s a   y a n g   l a m a .   T e r u s k a n ? 	 2	>		,	M	0	G	0	@	  	K	  	&	M	/	$	(	  	0	(	G	  .	G		  	>	+	@	  8	.	/	  2		G		>	.   	>	0	@	  0		G		? 	 	 	 	 A   k  n y v t  r   f r i s s  t  s e   h o s s z    i d Qt   v e s z   i g  n y b e .   F o l y t a t j a ? 	 	 	 	 H e t   b i j w e r k e n   v a n   d e   b i b l i o t h e e k   k a n   l a n g   d u r e n .   D o o r g a a n ? 	 	 	 A c t u a l i z a r e a   b i b l i o t e c i i   v a   d u r a   m u l t   t i m p .   C o n t i n u a ci ? 	 	 	         .     ? 	 	 	 (1H213'F  "14H  13'FG  '  2E'F  2'/  E(1/.   9EDJ'*  '/'EG  J'(/	 	 	 									  					( 								) 				  				  			  					d							  			? 	 	 	 	 	 	 	 	 	 B y w e r k   v a n   b i b l i o t e e k   s a l   b a i e   l a n k   n e e m .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a r   b i b l i o t e c a   l e v a r    m u i t o   t e m p o .   C o n t i n u a r ? 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ I N I T 	 M E D P L Y 	 P O P U P 	 I n i t i a l i z i n g ,   p l e a s e   w a i t . . . 	 I n i t i a l i z i n g ,   p l e a s e   w a i t . . . 	 ck(WRYSˊ
zP& 	 ck(WRYS  
zP& 	 3%11IH2@#4H!I,   B##-*1#9H. . . 	 I n c i a l i z a n d o ,   e s p e r e   p o r   f a v o r . . . 	 I n i t i a l i s a t i o n   e n   c o u r s ,   v e u i l l e z   p a t i e n t e r & 	 I n i t i a l i s i e r u n g   l  u f t ,   b i t t e   w a r t e n . . . 	 =8F80;870F8O,     ?>4>648B5& 	 I n i z i a l i z z a z i o n e   i n   c o r s o ,   a t t e n d e r e & 	 ,'1M  'D*GJ&)  J1,I  'D'F*8'1& 	 A   i n i c i a r ,   a g u a r d e & 	 B a _l a t 1l 1y o r ,   l  t f e n   b e k l e y i n & 	 a n g   k h i   n g ,   v u i   l  n g   i . . . 	 M e n g i n i s i a l i s a i ,   t u n g g u . . . 	 S e d a n g   m e m a s a n g ,   s i l a   t u n g g u & 	 6	A	0	B	  9	K	  0	9	>	  9	H	,   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G		. . . 	 	 	 	 I n i c i a l i z  l  s ,   k  r e m   v  r j o n & 	 	 	 	 B e z i g   m e t   i n i t i a l i s e r e n ,   e v e n   w a c h t e n & 	 	 	 S e   i n i ci a l i z e a z ,   a _t e p t a ci & 	 	 	 ,     . . . 	 	 	 /1-'D  1'G  'F/'2  D7A'  5(1F/. . . 	 	 	 				  					,   							  			  							  				. . . 	 	 	 	 	 	 	 	 	 I n i s i e e r   t a n s ,   w a g   a s s e b l i e f   & 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   i n i c i a r ,   a g u a r d e & 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ L I S T _ F U L L 	 M E D P L Y 	 P O P U P 	 L i s t   f u l l 	 L i s t   f u l l 	 nU]n	 Rh]n	 #2"2#@G!	 L i s t a   l l e n a 	 L i s t e   p l e i n e 	 L i s t e   v o l l 	 !?8A>:  70?>;=5=	 E l e n c o   p i e n o 	 'DB'&E)  EE*D&)	 L i s t a   c h e i a 	 L i s t e   d o l u 	 D . s  c h   y 	 D a f t a r   p e n u h 	 S e n a r a i   p e n u h 	 8	B		@	  *	B	0	M	#		 	 	 	 A   l i s t a   m e g t e l t 	 	 	 	 L i j s t   v o l 	 	 	 L i s t   p l i n 	 	 	   	 	 	 AG13*  ~1  '3*	 	 	 						  									 	 	 	 	 	 	 	 	 L y s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   c h e i a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ W R I T E _ F A I L E D 	 M E D P L Y 	 P O P U P 	 W r i t e   p l a y l i s t   f a i l e d 	 F a i l e d   t o   w r i t e   p l a y l i s t 	 [d>enU1YWe	 Qd>eRh1Y%	 D!H*2!2#@5"#2"2#@%H	 N o   p u d o   e s c r i b i r   e n   l a   l i s t a   d e   r e p r o d u c c i  n 	 E c h e c   d '  c r i t u r e   d e   l a   l i s t e   d e   l e c t u r e 	 E s   k o n n t e   n i c h t   i n   W i e d e r g a b e l i s t e   g e s c h r i e b e n   w e r d e n 	 !1>9  70?8A8  A?8A:0  2>A?@. 	 S c r i t t u r a   p l a y l i s t   n o n   r i u s c i t a 	 *901  C*'()  B'&E)  'D*4:JD	 F a l h a   a o   e s c r e v e r   l i s t a   d e   r e p r o d u   o 	 ^a r k 1  l i s t e s i   y a z 1l a m a d 1	 K . t h   s o n   d . s  c h   n h c 	 G a g a l   m e n u l i s   d a f t a r   l a g u 	 G a g a l   m e n u l i s   k e   s e n a r a i   m a i n a n 	 *	M	2	G	2	?	8	M		  2	?		(	>	  5	?	+	2		 	 	 	 A   j  t  k l i s t a    r  s a   s i k e r t e l e n 	 	 	 	 K a n   n i e t   i n   d e   a f s p e e l l i j s t   s c h r i j v e n 	 	 	 E _u a r e   l a   s c r i e r e a   l i s t e i   d e   r e d a r e 	 	 	       	 	 	 FH4*F  AG13*  ~.4  F'EHAB  (H/	 	 	 									  					  						  	 	 	 	 	 	 	 	 	 H e t   n i e   s p e e l l y s   g e s k r y f   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   g r a v a r   l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ R E A D _ F A I L E D 	 M E D P L Y 	 P O P U P 	 R e a d   p l a y l i s t   f a i l e d 	 F a i l e d   t o   r e a d   p l a y l i s t 	 d>enU1YWe	 d>eRh1Y%	 D!H*2!2#-H2#2"2#@%H	 N o   p u d o   l e e r   l a   l i s t a   d e   r e p r o d u c c i  n 	 E c h e c   d e   l e c t u r e   d e   l a   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   k o n n t e   n i c h t   g e l e s e n   w e r d e n 	 !1>9  GB5=8O  A?8A:0  2>A?@. 	 L e t t u r a   p l a y l i s t   n o n   r i u s c i t a 	 *901  B1'!)  B'&E)  'D*4:JD	 F a l h a   a o   l e r   l i s t a   d e   r e p r o d u   o 	 ^a r k 1  l i s t e s i   o k u n a m a d 1	 K . t h   c   d . s  c h   n h c 	 G a g a l   m e m b a c a   d a f t a r   l a g u 	 G a g a l   m e m b a c a   s e n a r a i   m a i n a n 	 *	M	2	G	2	?	8	M		  *	"	(	>	  5	?	+	2		 	 	 	 A   j  t  k l i s t a   o l v a s  s a   s i k e r t e l e n 	 	 	 	 K a n   d e   a f s p e e l l i j s t   n i e t   l e z e n 	 	 	 E _u a r e   l a   c i t i r e a   l i s t e i   d e   r e d a r e 	 	 	       	 	 	 .H'F/F  AG13*  ~.4  F'EHAB  (H/	 	 	 									  				  						  	 	 	 	 	 	 	 	 	 H e t   n i e   s p e e l l y s   g e l e e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   l e r   l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ U N K N O W N _ E R R O R 	 M E D P L Y 	 P O P U P 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 *gw/	 *gw	 I-4%25HD!H#9I1	 E r r o r   d e s c o n o c i d o 	 E r r e u r   i n c o n n u 	 U n b e k a n n t e r   F e h l e r 	 58725AB=0O  >H81:0	 E r r o r e   s c o n o s c i u t o 	 .7#  :J1  E91HA	 E r r o   d e s c o n h e c i d o 	 B i l i n m e y e n   h a t a 	 L i   k h  n g   x . n h 	 K e s a l a h a n   t i d a k   d i k e t a h u i 	 R a l a t   t i d a k   d i k e t a h u i 	 		M		>	$	  $	M	0	A		?		 	 	 	 I s m e r e t l e n   h i b a 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 E r o a r e   n e c u n o s c u t 	 	 	     	 	 	 .7'  F'4F'.*G	 	 	 					  			  	 	 	 	 	 	 	 	 	 O n b e k e n d e   f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e s c o n h e c i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ N O _ S P A C E 	 M E D P L Y 	 P O P U P 	 N o   e n o u g h   s p a c e 	 N o   e n o u g h   s p a c e 	 l	g Yvxvzz	 l	gYvxvzz	 7I5H'H2D!H@5"-	 N o   h a y   e s p a c i o   s u f i c i e n t e 	 P a s   a s s e z   d ' e s p a c e 	 S p e i c h e r p l a t z   r e i c h t   n i c h t   a u s 	 54>AB0B>G=>  <5AB0	 S p a z i o   n o n   s u f f i c i e n t e 	 D'  *H,/  E3'-)  C'AJ)	 E s p a  o   i n s u f i c i e n t e 	 Y e t e r l i   b o _  a l a n   y o k 	 K h  n g     d . l n g 	 K a p a s i t a s   t i d a k   c u k u p 	 R u a n g   t i d a k   m e n c u k u p i 	 	*	0	M	/	>	*	M	$	  8	M	%	>	(		 	 	 	 N i n c s   e l  g   h e l y 	 	 	 	 N i e t   g e n o e g   r u i m t e 	 	 	 S p a ci u   i n s u f i c i e n t 	 	 	     	 	 	 A6'  C'A  H,H/  F/'1/	 	 	 						  					  			  	 	 	 	 	 	 	 	 	 N i e   g e n o e g   r u i m t e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   e s p a  o   s u f i c i e n t e 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ C R E A T E _ F A I L E D 	 M E D P L Y 	 P O P U P 	 C r e a t e   p l a y l i s t   f a i l e d 	 F a i l e d   t o   c r e a t e   p l a y l i s t 	 uR^d>enU1YWe	 R^d>eRh1Y%	 D!H*2!2#*#I2#2"2#@%H	 N o   s e   p u d o   c r e a r   l a   l i s t a   d e   r e p r o d u c c i  n 	 E c h e c   d e   c r  a t i o n   d e   l a   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   k o n n t e   n i c h t   e r s t e l l t   w e r d e n 	 5  C40;>AL  A>740BL  A?8A>:  2>A?@>872545=8O	 C r e a z i o n e   p l a y l i s t   n o n   r i u s c i t a 	 *901  %F4'!  B'&E)  *4:JD	 F a l h a   a o   c r i a r   l i s t a   d e   r e p r o d u   o 	 ^a r k 1  l i s t e s i   y a r a t 1l a m a d 1	 K . t h   t o   d . s  c h   n h c 	 G a g a l   m e m b u a t   d a f t a r   l a g u 	 G a g a l   m e n c i p t a   s e n a r a i   m a i n a n 	 *	M	2	G	2	?	8	M		  ,	(	>	(	G	  .	G		  5	?	+	2		 	 	 	 A   j  t  k l i s t a   l  t r e h o z  s a   s i k e r t e l e n 	 	 	 	 A f s p e e l l i j s t   k o n   n i e t   g e m a a k t   w o r d e n 	 	 	 E _u a r e   l a   c r e a r e a   l i s t e i   d e   r e d a r e 	 	 	       	 	 	 ','/  AG13*  ~.4  F'EHAB  (H/	 	 	 									  				  				  						  	 	 	 	 	 	 	 	 	 H e t   n i e   s p e e l l y s   g e s k e p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   c r i a r   l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ O P E N _ F A I L E D 	 M E D P L Y 	 P O P U P 	 O p e n   p l a y l i s t   f a i l e d 	 O p e n   p l a y l i s t   f a i l e d 	 	eQd>enU1YWe	 }eQd>eRh1Y%	 D!H*2!2#@4#2"2#@%H	 N o   s e   p u d o   a b r i r   l a   l i s t a   d e   r e p r o d u c c i  n 	 E c h e c   d ' o u v e r t u r e   d e   l a   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   k o n n t e   n i c h t   g e  f f n e t   w e r d e n 	 5  C40;>AL  >B:@KBL  A?8A>:  2>A?@. 	 A p e r t u r a   p l a y l i s t   n o n   r i u s c i t a 	 *901  A*-  B'&E)  'D*4:JD	 F a l h a   a o   a b r i r   l i s t a   d e   r e p r o d u   o 	 ^a r k 1  l i s t e s i   a  1l a m a d 1	 K . t h   m   d . s  c h   n h c 	 M e m b u k a   d a f t a r   l a g u   g a g a l 	 P e m b u k a a n   s e n a r a i   m a i n a n   g a g a l 	 *	M	2	G	2	?	8	M		  	K	2	(	>	  5	?	+	2		 	 	 	 A   j  t  k l i s t a   m e g n y i t  s a   s i k e r t e l e n 	 	 	 	 A f s p e e l l i j s t   k o n   n i e t   g e o p e n d   w o r d e n 	 	 	 D e s c h i d e r e   e _u a t   l i s t   d e   r e d a r e 	 	 	       	 	 	 ('21/F  AG13*  ~.4  F'EHAB  (H/	 	 	 									  					  						  	 	 	 	 	 	 	 	 	 O o p m a a k   v a n   s p e e l l y s   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   a b e r t u r a   d a   l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ D A M A G E D 	 M E D P L Y 	 P O P U P 	 P l a y l i s t   d a m a g e d 	 P l a y l i s t   d a m a g e d 	 d>enU]
dX	 d>eRh]_cOW	 #2"2#@%H@*5"+2"	 L i s t a   d e   r e p r o d u c c i  n   d a  a d a   	 L i s t e   d e   l e c t u r e   e n d o m m a g  e 	 W i e d e r g a b e l i s t e   b e s c h  d i g t 	 !?8A>:  ?>2@5645=	 P l a y l i s t   d a n n e g g i a t a 	 B'&E)  'D*4:JD  *'DA)	 L i s t a   d e   r e p r o d u   o   d a n i f i c a d a 	 ^a r k 1  l i s t e s i   h a s a r l 1	 D . s  c h   n h c   b   l i 	 D a f t a r   l a g u   r u s a k 	 S e n a r a i   m a i n a n   r o s a k 	 *	M	2	G	2	?	8	M		  	M	7	$	?		M	0	8	M	$		 	 	 	 S  r  l t   j  t  k l i s t a 	 	 	 	 A f s p e e l l i j s t   b e s c h a d i g d 	 	 	 L i s t   d e   r e d a r e   d e t e r i o r a t 	 	 	     	 	 	 AG13*  ~.4  "3(  //G	 	 	 									  												 	 	 	 	 	 	 	 	 S p e e l l y s   b e s k a d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o   d a n i f i c a d a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ I N V A L I D 	 M E D P L Y 	 P O P U P 	 I n v a l i d   f o r m a t 	 I n v a l i d   f o r m a t 	 *gw<h_	 *gw<h_	 #9AD!H9I-	 F o r m a t o   i n v  l i d o 	 F o r m a t   i n v a l i d e 	 U n g  l t i g e s   F o r m a t 	 525@=K9  D>@<0B	 F o r m a t o   n o n   v a l i d o 	 *F3JB  :J1  5'D-	 F o r m a t o   i n v  l i d o 	 G e  e r s i z   b i  i m 	 . d n g   k . h p   l 	 F o r m a t   t i d a k   v a l i d 	 F o r m a t   t i d a k   s a h 	 	.	>	(	M	/	  +	>	0	M	.	G		  	 	 	 	  r v  n y t e l e n   f o r m  t u m 	 	 	 	 O n g e l d i g e   i n d e l i n g 	 	 	 F o r m a t   n e v a l i d 	 	 	     	 	 	 A1E*  F'E9*(1  '3*	 	 	 								  							    	 	 	 	 	 	 	 	 	 O n g e l d i g e   f o r m a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o r m a t o   i n v  l i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ W R O N G _ V E R S I O N 	 M E D P L Y 	 P O P U P 	 U n s u p p o r t   v e r s i o n 	 U n s u p p o r t e d   v e r s i o n 	 
N/ecvHr,g	 
N/ecvHr,g	 @'-#L
1H5HD!H*1*8	 V e r s i  n   n o   c o m p a t i b l e 	 V e r s i o n   n o n   p r i s e   e n   c h a r g e 	 K e i n e   u n t e r s t  t z t e   V e r s i o n 	 5?>445@68205<0O  25@A8O	 V e r s i o n e   n o n   s u p p o r t a t a 	 %5/'1  :J1  E/9HE	 V e r s  o   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n   v e r s i y o n 	 P h . b n   k h  n g   h   t r 	 V e r s i   t i d a k   d i d u k u n g 	 V e r s i   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  8		8	M		0	#		 	 	 	 N e m   t  m o g a t .   v e r z i  	 	 	 	 V e r s i e   n i e t   o n d e r s t e u n d 	 	 	 V e r s i u n e   n e a c c e p t a t 	 	 	     	 	 	 'F  F3.G  ~4*('F  F1//G  '3*	 	 	 								  							  	 	 	 	 	 	 	 	 	 W e e r g a w e   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r s  o   n  o   s u p o r t a d a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ O R G A N I Z E _ L I S T 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 O r g a n i z e   l i s t 	 O r g a n i z e   l i s t 	 D}T~nU	 ~~Rh	 1#0@5"#2"2#	 O r g a n i z a r   l i s t a 	 O r g a n i s e r   l a   l i s t e 	 L i s t e   o r g a n i s i e r e n 	 !>740BL  A?8A>:	 O r g a n i z z a   e l e n c o 	 *F8JE  'DB'&E)	 O r g a n i z a r   l i s t a 	 L i s t e y i   o r g a n i z e   e t 	 T   c h c   d . s  c h 	 A t u r   d a f t a r 	 S u s u n   s e n a r a i 	 8	B		@	  5	M	/	5	8	M	%	?	$	  	0	G			 	 	 	 L i s t a   s z e r v e z  s e 	 	 	 	 L i j s t   o r g a n i s e r e n 	 	 	 O r g a n i z a r e   l i s t 	 	 	   	 	 	 3'2E'F/G  AG13*	 	 	 						  						 	 	 	 	 	 	 	 	 R a n g s k i k   l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O r g a n i z a r   l i s t a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ M O V E 	 M E D P L Y 	 L S K 	 M o v e 	 M o v e 	 yR	 yR	 "I2"	 M o v e r 	 D  p l a c e r 	 V e r s c h i e b e n 	 5@5<5AB8BL	 S p o s t a 	 FBD	 M o v e r 	 T a _1  	 D i   c h u y n 	 P i n d a h 	 P i n d a h 	 	2	G			 	 	 	  t h e l y e z  s 	 	 	 	 V e r p l a a t s e n 	 	 	 M u t a r e 	 	 	 	 	 	 ,'(,'J	 	 	 					 	 	 	 	 	 	 	 	 S k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r 
 
 S T R _ I D _ M E D P L Y _ E R R _ P L A Y _ F A I L E D 	 M E D P L Y 	 P O P U P 	 E r r o r :   f i l e   f a i l   t o   p l a y 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 D!H*2!2#@%H	 N o   s e   p u d o   r e p r o d u c i r 	 E c h e c   d e   l e c t u r e     	 K o n n t e   n i c h t   w i e d e r g e g e b e n   w e r d e n 	 H81:0  ?@8  2>A?@>872545=88	 R i p r o d u z i o n e   n o n   r i u s c i t a 	 *901  'D*4:JD	 F a l h a   a o   r e p r o d u z i r 	  a l m a   b a _a r 1s 1z 	 K h  n g   t h   p h  t 	 G a g a l   d i p u t a r 	 G a g a l   m e m a i n 	 	2	>	(	>	  5	?	+	2		 	 	 	 S i k e r t e l e n   l e j  t s z  s 	 	 	 	 K a n   n i e t   a f s p e l e n 	 	 	 E _u a r e   l a   r e d a r e 	 	 	   	 	 	 ~.4  F'EHAB  (H/	 	 	 				  				  							 	 	 	 	 	 	 	 	 S p e e l   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   r e p r o d u z i r 
 
 S T R _ I D _ M E D P L Y _ E R R _ O P E N _ F A I L E D 	 M E D P L Y 	 P O P U P 	 E r r o r :   f i l e   f a i l   t o   o p e n 	 F a i l e d   t o   o p e n 	 _U1YWe	 Sb _1Y%	 D!H*2!2#@4	 N o   s e   p u d o   a b r i r 	 E c h e c   d ' o u v e r t u r e 	 K a n n   n i c h t    f f n e n 	 5  C40;>AL  >B:@KBL	 I m p o s s i b i l e   a p r i r e 	 *901  'DA*-	 F a l h a   a o   a b r i r 	 A  1l a m a d 1	 K h  n g   t h   m 	 G a g a l   d i b u k a 	 G a g a l   m e m b u k a 	 	A	2	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   m e g n y i t  s 	 	 	 	 K a n   b e s t a n d   n i e t   o p e n e n 	 	 	 E _u a r e   l a   d e s c h i d e r e 	 	 	   	 	 	 ('21/F  F'EHAB  (H/	 	 	 				  						 	 	 	 	 	 	 	 	 O o p m a a k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a b r i r 
 
 S T R _ I D _ M E D P L Y _ E R R _ D E V I C E _ B U S Y 	 M E D P L Y 	 P O P U P 	 E r r o r :   d e v i c e   b u s y 	 D e v i c e   b u s y 	 lxԚ_x-N	 lxN_x-N	 -8#LD!H'H2	 D i s p o s i t i v o   o c u p a d o 	 A p p a r e i l   o c c u p  	 G e r  t   a u s g e l a s t e t 	 #AB@>9AB2>  70=OB>	 D i s p o s i t i v o   o c c u p a t o 	 'D,G'2  E4:HD	 D i s p o s i t i v o   o c u p a d o 	 A y g 1t   m e _g u l 	 T h i t   b   b n 	 P e r a n g k a t   s i b u k 	 P e r a n t i   s i b u k 	 		*		0	#	  5	M	/	8	M	$		 	 	 	 A z   e s z k  z   e l f o g l a l t 	 	 	 	 A p p a r a a t   b e z e t 	 	 	 D i s p o z i t i v   o c u p a t 	 	 	   	 	 	 H3JDG  E4:HD  '3*	 	 	 						  							 	 	 	 	 	 	 	 	 T o e s t e l   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s p o s i t i v o   o c u p a d o 
 
 S T R _ I D _ M E D P L Y _ E R R _ I N V A L I D _ F I L E 	 M E D P L Y 	 P O P U P 	 E r r o r :   i n v a l i d   f i l e 	 I n v a l i d   f i l e 	 !qHevjHh	 eHeveN	 D%LD!H9I-	 A r c h i v o   i n v  l i d o 	 F i c h i e r   i n v a l i d e 	 U n g  l t i g e   D a t e i 	 525@=K9  D09;	 F i l e   n o n   v a l i d o 	 'DEDA  :J1  5'D-	 F i c h e i r o   i n v  l i d o 	 G e  e r s i z   d o s y a   	 F i l e   k . h p   l 	 F i l e   t i d a k   v a l i d 	 F a i l   t i d a k   s a h 	 	.	>	(	M	/	  +	>		2		 	 	 	  r v  n y t e l e n   f  j l 	 	 	 	 O n g e l d i g   b e s t a n d 	 	 	 F i _i e r   n e v a l i d 	 	 	     	 	 	 ~1HF/G  F'E9*(1  '3*	 	 	 								  					 	 	 	 	 	 	 	 	 O n g e l d i g e   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   i n v  l i d o 
 
 S T R _ I D _ M E D P L Y _ E R R _ N O _ A U D _ T R A C K 	 M E D P L Y 	 P O P U P 	 E r r o r :   n o   a u d i o   t r a c k 	 N o   a u d i o   t r a c k 	 jHh!q̎	 eNeh	 D!H!5A#G@*5"	 N o   h a y   p i s t a s   d e   a u d i o 	 P a s   d e   p i s t e   a u d i o 	 K e i n e   A u d i o s p u r 	 5B  0C48>4>@>6:8	 T r a c c i a   s o n o r a   a s s e n t e 	 D'  JH,/  E3'1  5H*J	 S e m   f a i x a s   d e    u d i o 	 M  z i k   p a r  a s 1  y o k   	 K h  n g   c    b  i   h  t 	 T i d a k   a d a   t r e k   a u d i o 	 T i a d a   t r e k   a u d i o 	 	!	?	/	K	  	M	0	H		  (	9	@			 	 	 	 N i n c s   a u d i    s  v 	 	 	 	 G e e n   a u d i o s p o o r 	 	 	 F r   p i s t   a u d i o 	 	 	     	 	 	 G  ~1HF/G  5H*  H,H/  F/'1/	 	 	 				  				  							  			  	 	 	 	 	 	 	 	 	 G e e n   o u d i o s n i t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   t r i l h a   d e    u d i o 
 
 S T R _ I D _ M E D P L Y _ E R R _ N O T _ S U P P O R T E D _ S P E E D 	 M E D P L Y 	 P O P U P 	 E r r o r :   u n s u p p o r t e d   s p e e d 	 S p e e d   n o t   s u p p o r t e d 	 d>e^
N/ec	 d>e^
N/ec	 '2!@#G'D!H*1*8	 V e l o c i d a d   n o   c o m p a t i b l e 	 V i t e s s e   n o n   s u p p o r t  e 	 G e s c h w i n d i g k e i t   n i c h t   u n t e r s t  t z t 	 !:>@>ABL  =5  ?>445@68205BAO	 V e l o c i t    n o n   s u p p o r t a t a 	 'D319)  :J1  E/9HE)	 V e l o c i d a d e   n  o   s u p o r t a d a 	 H 1z   d e s t e k l e n m i y o r 	 K h  n g   h   t r   t c   	 K e c e p a t a n   t i d a k   d i d u k u n g 	 K e l a j u a n   t i d a k   d i s o k o n g i 	 	$	?	  8	.	0	M	%	?	$	  (	9	@			 	 	 	 N e m   t  m o g a t o t t   s e b e s s  g 	 	 	 	 S n e l h e i d   n i e t   o n d e r s t e u n d 	 	 	 V i t e z a   n u   e s t e   a c c e p t a t 	 	 	     	 	 	 319*  EH1/F81  ~4*('F  F4/G  '3*	 	 	 			  							  			 	 	 	 	 	 	 	 	 S p o e d   n i e   o n d e r s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e l o c i d a d e   n  o   s u p o r t a d a 
 
 S T R _ I D _ M E D P L Y _ E R R _ S N A P S H O T _ F A I L E D 	 M E D P L Y 	 P O P U P 	 E r r o r :   f a i l e d   t o   s n a p s h o t 	 F a i l e d   t o   s n a p s h o t 	 dSWGr1YWe	 *bSVGr1Y%	 D!H*2!2#1 2	 N o   s e   p u d o   t o m a r   l a   i n s t a n t  n e a 	 E c h e c   d e   c a p t u r e   d e   c l i c h  	 M o m e n t a u f n a h m e   f e h l g e s c h l a g e n 	 ><5=B.   A=8<>:  =5  C40;AO	 S n a p s h o t   n o n   r i u s c i t o 	 *901  'D'D*B'7	 A   f o t o g r a f i a   f a l h o u 	  e k i m   b a _a r 1s 1z 	 K h  n g   t h   c h p   n h a n h 	 G a g a l   m e m b i d i k 	 G a g a l   m e m b u a t   t a n g k a p a n 	 8	M	(	G	*	6	I		  .	G		  	8	+	2	  	 	 	 	 S i k e r t e l e n   p i l l a n a t k  p 	 	 	 	 M o m e n t o p n a m e   m i s l u k t 	 	 	 I n s t a n t a n e u   e _u a t 	 	 	     	 	 	 *GJG  *5HJ1  D-8G  '  F'EHAB  (H/	 	 	 									  				  						  						 	 	 	 	 	 	 	 	 F l i t s b e e l d   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   o b t e r   i n s t a n t  n e o 
 
 S T R _ I D _ M E D P L Y _ E R R _ W R I T E _ P R O T E C T I O N 	 M E D P L Y 	 P O P U P 	 E r r o r :   s t o r a g e   d e v i c e   i s   l o c k e d 	 S t o r a g e   d e v i c e   i s   l o c k e d 	 2QX[zzOO	 X[PzzOO	 -8#L@GI-!9%9%G-	 E l   d i s p o s i t i v o   d e   a l m a c e n a m i e n t o   e s t    b l o q u e a d o 	 L ' a p p a r e i l   d e   s t o c k a g e   e s t   v e r r o u i l l  	 S p e i c h e r g e r  t   i s t   g e s p e r r t 	 0?><8=0NI55  CAB@>9AB2>  701;>:8@>20=>	 D i s p o s i t i v o   d i   m e m o r i z z a z i o n e   b l o c c a t o 	 'DE.2F  E:DB	 O   d i s p o s i t i v o   d e   a r m a z e n a m e n t o   e s t    b l o q u e a d o 	 D e p o l a m a   c i h a z 1  k i l i t l i 	 T h i t   b   l u   t r   b   k h  a 	 P e r a n g k a t   p e n y i m p a n a n   t e r k u n c i 	 P e r a n t i   s t o r a n   t e r k u n c i 	 8	M		K	0		  		*		0	#	  ,	(	M	&	  9	H		 	 	 	 A z   a d a t t  r o l    e s z k  z   z  r o l v a 	 	 	 	 O p s l a g a p p a r a a t   i s   g e b l o k k e e r d 	 	 	 D i s p o z i t i v   d e   s t o c a r e   b l o c a t 	 	 	     	 	 	 H3DG  0.1G  3'2  BAD  1//G  '3*	 	 	 							  						  		  			  						 	 	 	 	 	 	 	 	 B e r g i n g s t o e s t e l   i s   g e s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s p o s i t i v o   d e   a r m a z e n a m e n t o   e s t    b l o q u e a d o 
 
 S T R _ I D _ M E D P L Y _ E R R _ I N V A L I D _ R E S O L U T I O N 	 M E D P L Y 	 P O P U P 	 E r r o r :   i n v a l i d   r e s o l u t i o n 	 U n s u p p o r t e d   r e s o l u t i o n 	 q_Gr'Y\!qld>e	 Ɖ'Y\eld>e	 '2!%0@-5"5HD!H*1*8	 R e s o l u c i  n   n o   c o m p a t i b l e 	 R  s o l u t i o n   p a s   s u p p o r t  	 K e i n e   u n t e r s t  t z t e   A u f l  s u n g 	  07@5H5=85  =5  ?>445@68205BAO	 R i s o l u z i o n e   n o n   s u p p o r t a t a 	   'D/B)  :J1  E/9HE)	 R e s o l u   o   n  o   s u p o r t a d a 	 D e s t e k l e n m e y e n     z  n  r l  k   	   p h  n   g i i   k h  n g   h   t r 	 R e s o l u s i   t i d a k   d i d u k u n g 	 R e s o l u s i   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  0	G		<	K	2	M	/	B	6	(		 	 	 	 N e m   t  m o g a t o t t   f e l b o n t  s 	 	 	 	 R e s o l u t i e   n i e t   o n d e r s t e u n d 	 	 	 R e z o l u ci e   n e a c c e p t a t 	 	 	     	 	 	 H6H-  *5HJ1  ~4*J('F  F4/G	 	 	 								  											 	 	 	 	 	 	 	 	 R e s o l u s i e   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s o l u   o   n  o   a c e i t a 
 
 S T R _ I D _ M E D P L Y _ E R R _ C O N N E C T _ F A I L E D 	 M E D P L Y 	 P O P U P 	 E r r o r :   f a i l e d   t o   c o n n e c t 	 F a i l e d   t o   c o n n e c t 	 #P}1YWe	 ޏc1Y%	 D!H*2!2#@
7H-!H-	 N o   p u d o   c o n e c t a r s e 	 E c h e c   d e   c o n n e x i o n 	 K o n n t e   n i c h t   v e r b u n d e n   w e r d e n 	 !1>9  ?>4:;NG5=8O	 C o n n e s s i o n e   n o n   r i u s c i t a 	 A4D  'D'*5'D	 A   l i g a   o   f a l h o u 	 B a l a n a m a d 1  	 K h  n g   t h   k t   n i 	 G a g a l   t e r s a m b u n g 	 G a g a l   m e n y a m b u n g 	 	K	!	<	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s 	 	 	 	 K a n   g e e n   v e r b i n d i n g   m a k e n 	 	 	 E _u a r e   l a   c o n e c t a r e 	 	 	   	 	 	 '1*('7  F'EHAB  (H/	 	 	 					  							  						  	 	 	 	 	 	 	 	 	 V e r b i n d i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   c o n e c t a r 
 
 S T R _ I D _ M E D P L Y _ E R R _ F I L E _ T O O _ L A R G E 	 M E D P L Y 	 P O P U P 	 E r r o r :   f i l e   t o o   l a r g e 	 F i l e   t o o   l a r g e ,   u n a b l e   t o   o p e n 	 jHhN'Y!ql_U	 eNǏ'YelSb _	 D%LC+
H@4D  D!H*2!2#@4DI	 A r c h i v o   m u y   g r a n d e ,   n o   p u d o   a b r i r s e 	 F i c h i e r   t r o p   g r o s ,   i m p o s s i b l e   d e   l ' o u v r i r 	 D a t e i   z u   g r o  ,   k a n n   n i c h t   g e  f f n e t   w e r d e n 	 !;8H:><  1>;LH>9  D09;.   B:@KBL  =5  C40;>AL. 	 F i l e   t r o p p o   g r a n d e ,   i m p o s s i b i l e   a p r i r e 	 'DEDA  C(J1  DD:'J)  J*901  A*-G	 F i c h e i r o   d e m a s i a d o   g r a n d e ,   n  o      p o s s  v e l   a b r i r 	 D o s y a    o k   b  y  k ,   a  1l a m 1y o r   	 F i l e   q u    l n ,   k h  n g   t h   m 	 F i l e   t e r l a l u   b e s a r ,   t i d a k   d a p a t   d i b u k a 	 F a i l   t e r l a l u   b e s a r ,   t i d a k   d a p a t   m e m b u k a 	 +	>		2	  ,	9	A	$	  2		,	@	  9	H	,   	K	2	(	G	  .	G		  	8	.	0	M	%		 	 	 	 A   f  j l   t  l   n a g y .   N e m   l e h e t   m e g n y i t n i . 	 	 	 	 B e s t a n d   t e   g r o o t ,   k a n   n i e t   g e o p e n d   w o r d e n 	 	 	 F i _i e r   p r e a   m a r e ,   n u   s e   p o a t e   d e s c h i d e 	 	 	     ,       	 	 	 ~1HF/G  (3J'1  (21  '3*  FEJ*H'F  "F1'  ('2C1/	 	 	 				  								  		,   				  				  			 	 	 	 	 	 	 	 	 L  e r   t e   g r o o t ,   k a n   n i e   o o p m a a k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i c h e i r o   d e m a s i a d o   g r a n d e ,   n  o      p o s s  v e l   a b r i r 
 
 S T R _ I D _ M E D P L Y _ N O T I F Y _ C O N F I R M _ S T R E A M I N G 	 M E D P L Y 	 P O P U P C O N F I R M 	 C o n f i r m :   a c t i v a t e   s t r e a m i n g   ? 	 A c t i v a t e   s t r e a m i n g ? 	 _UR2NAmirN	 /TRAmZSO[a	 @4322#*#5!? 	  A c t i v a r   e l   f l u j o   c o n t i n u o ? 	 A c t i v e r   l a   l e c t u r e   e n   t r a n s i t   ? 	 D a t e n s t r o m   a k t i v i e r e n ? 	 :;NG8BL  ?>B>:>2CN  ?5@540GC  40==KE  8  70:@KBL  1@0C75@? 	 A t t i v a r e   s t r e a m i n g ? 	 *F4J7  'D*4:JD	 A c t i v a r   r e p r o d u   o   d i r e c t a ? 	 A k 1_  e t k i n l e _t i r i l s i n   m i ? 	 B t   t r u y n   t i ? 	 A k t i f k a n   s t r e a m i n g ? 	 A k t i f k a n   p e n s t r i m a n ? 	 8	M		M	0	@	.	?			  8		M	0	?	/	  	0	G		? 	 	 	 	 A k t i v  l j a   a   s t r e a m i n g   s z o l g  l t a t  s t ? 	 	 	 	 S t r e a m i n g   a c t i v e r e n ? 	 	 	 A c t i v a r e   r e d a r e    n   f l u x ? 	 	 	   ? 	 	 	 '1*('7  ,'1  A9'D  4H/	 	 	 									  						  					 	 	 	 	 	 	 	 	 A k t i v e e r   s t r o m i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r   r e p r o d u   o   c o n t  n u a ? 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ D B _ E R R O R 	 M E D P L Y 	 P O P U P 	 A c c e s s   m e d i a   l i b r a r y   f a i l e d 	 A c c e s s   m e d i a   l i b r a r y   f a i l e d 	 *OUZԚ^1YWe	 ZSO^1Y%	 D!H*2!2#@I26D%#2#5*7H-	 F a l l    e l   a c c e s o   a   l a   l i b r e r  a   d e   m e d i o s   	 E c h e c   d ' a c c  s      l a   b i b l i o t h  q u e   m u l t i m  d i a 	 Z u g r i f f   a u f   M e d i e n b i b l i o t h e k   f e h l g e s c h l a g e n 	 5  C40;>AL  ?>;CG8BL  4>ABC?  :  181;8>B5:5  <C;LB8<5480	 A c c e s s o   a l l a   l i b r a r y   m u l t i m e d i a l e   n o n   r i u s c i t o 	 *901  'DH5HD  %DI  EC*()  'DH3'&7	 F a l h a   a o   a c e d e r      b i b l i o t e c a   m u l t i m  d i a 	 O r t a m   k i t a p l 11n a   e r i _i l e m e d i 	 K . t h   t r . c p   t h   v i n   m e d i a 	 A k s e s   k e   p e r p u s t a k a a n   m e d i a   g a g a l 	 G a g a l   m e n g a k s e s   p e r p u s t a k a a n   m e d i a 	 .	@	!	?	/	>	  2	>		,	M	0	G	0	@	  		M	8	G	8	  	0	(	>	  	8	+	2		 	 	 	 A   m  d i a k  n y v t  r   s i k e r t e l e n   e l  r  s e 	 	 	 	 T o e g a n g   t o t   m e d i a b i b l i o t h e e k   m i s l u k t 	 	 	 E _u a r e   l a   a c c e s a r e a   b i b l i o t e c i i   m e d i a 	 	 	       	 	 	 /3*13  (G  "14H  13'FG  '  F'EHAB  (H/	 	 	 						  									  								  				  						  					d		 	 	 	 	 	 	 	 	 T o e g a n g   t o t   m e d i a b i b l i o t e e k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B i b l i o t e c a   d e   m  d i a   d e   a c e s s o   f a l h o u 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ P A R S E _ F I L E _ F A I L E D 	 M E D P L Y 	 P O P U P 	 P a r s e   f i l e   f a i l e d 	 P a r s e   f i l e   f a i l e d 	 ㉐gjHh1YWe	 ㉐geN1Y%	 D!H*2!2##02"D%L	 A r c h i v o   d e   a n  l i s i s   f a l l  	 E c h e c   d ' a n a l y s e   d u   f i c h i e r 	 D a t e i a n a l y s e   f e h l g e s c h l a g e n 	 !1>9  >1@01>B:8  D09;0	 A n a l i s i   f i l e   n o n   r i u s c i t a 	 *901  *H2J9  'DEDA	 F a l h a   a o   a n a l i s a r   o   f i c h e i r o 	 D o s y a     z  m l e n e m e d i 	 K . t h   p h . t  c h   f i l e 	 P a r s i n g   f i l e   g a g a l 	 G a g a l   m e n g h u r a i   f a i l 	 +	>		2	  *	>	0	M	8	  	0	(	>	  	8	+	2	  	 	 	 	 A   f  j l   e l e m z  s e   s i k e r t e l e n 	 	 	 	 L e z e n   v a n   b e s t a n d   m i s l u k t 	 	 	 E _u a r e   l a   a n a l i z a r e a   f i _i e r u l u i 	 	 	     	 	 	 *,2G  ~1HF/G  F'EHAB  (H/	 	 	 					  				  						  						 	 	 	 	 	 	 	 	 O n t l e d i n g   v a n   l  e r   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   a r q u i v o   d e   a n  l i s e 
 
 S T R _ I D _ M E D P L Y _ N O W _ P L A Y I N G 	 M E D P L Y 	 I C O N T E X T 	 N o w   p l a y i n g 	 N o w   p l a y i n g 	 ck(Wd>e	 ck(Wd>e	 3%1@%HC05I	 R e p r o d u c i e n d o   a h o r a 	 E n   c o u r s   d e   l e c t u r e 	 W i r d   j e t z t   a b g e s p i e l t 	 !59G0A  83@05B	 R i p r o d u z i o n e   i n   c o r s o 	 BJ/  'D*4:JD  'D"F	 E m   r e p r o d u   o 	 ^u   a n d a    a l 1n 1y o r 	 a n g   p h  t 	 S e k a r a n g   d i p u t a r 	 S e d a n g   b e r m a i n 	 	,	  	2	  0	9	>	  9	H		 	 	 	 M o s t   h a l l h a t  	 	 	 	 S p e e l t   n u 	 	 	  n   r e d a r e 	 	 	   	 	 	 EH'1/  /1  -'D  ~.4	 	 	 			  						 	 	 	 	 	 	 	 	 S p e e l   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i n d o   a g o r a 
 
 S T R _ I D _ M E D P L Y _ A L L _ M E D I A 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 A l l   m e d i a   f i l e s 	 A l l   m e d i a   f i l e s 	 hQ萒ZԚjHh	 hQ萒ZSOeN	 D%L*7H-1I+!	 T o d o s   l o s   a r c h i v o s   d e   m e d i o s 	 T o u s   l e s   f i c h i e r s   m  d i a 	 A l l e   M e d i e n d a t e i e n 	 A5  D09;K  <C;LB8<5480	 T u t t i   i   f i l e   m u l t i m e d i a l i 	 ,EJ9  EDA'*  'DH3'&7	 T o d o s   o s   f i c h e i r o s   m u l t i m  d i a 	 T  m   o r t a m   d o s y a l a r 1	 M i   f i l e   m e d i a 	 S e m u a   f i l e   m e d i a 	 S e m u a   f a i l   m e d i a 	 8	-	@	  .	@	!	?	/	>	  +	>		2	G			 	 	 	  s s z e s   m  d i a f  j l 	 	 	 	 A l l e   m e d i a b e s t a n d e n 	 	 	 T o a t e   f i _i e r e l e   m e d i a 	 	 	     	 	 	 GEG  ~1HF/G  G'  13'FG  '	 	 	 		  						  					 	 	 	 	 	 	 	 	 A l l e   m e d i a l  e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s   o s   a r q u i v o s   d e   m  d i a 
 
 S T R _ I D _ M E D P L Y _ M Y _ P L A Y L I S T 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 M y   p l a y l i s t s 	 M y   p l a y l i s t s 	 bvd>enU	 bvd>eRh	 #2"2#@%H-	1	 M i s   l i s t a s   d e   r e p r o d u c c i  n 	 M e s   l i s t e s   d e   l e c t u r e 	 M e i n e   W i e d e r g a b e l i s t e n 	 >8  A?8A:8  2>A?@>872545=8O	 P l a y l i s t 	 BH'&E  'D*4:JD  .'5*J	 A s   m i n h a s   l i s t a s   d e   r e p r o d u   o 	  a l m a   l i s t e l e r i m   	 D . s  c h   n h c   r i  n g 	 D a f t a r   l a g u   s a y a 	 S e n a r a i   m a i n a n   s a y a 	 .	G	0	@	  *	M	2	G	2	?	8	M			 	 	 	 S a j  t   j  t  k l i s t  k 	 	 	 	 M i j n   a f s p e e l l i j s t e n 	 	 	 L i s t e l e   m e l e   d e   r e d a r e 	 	 	     	 	 	 AG13*G'  ~.4  .H/E	 	 	 				  										 	 	 	 	 	 	 	 	 M y   s p e e l l y s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n h a s   l i s t a s   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ H I S T O R Y 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 H i s t o r y 	 H i s t o r y 	 wkS}@W	 SSQ@W	 #0'14	 H i s t o r i a l 	 H i s t o r i q u e 	 V e r l a u f 	 C@=0;	 C r o n o l o g i a 	 'D3,D	 H i s t  r i c o 	 G e  m i _  	 N h t   k  	 R i w a y a t 	 S e j a r a h 	 	$	?	9	>	8	  	 	 	 	 E l Qz m  n y e k 	 	 	 	 G e s c h i e d e n i s 	 	 	 I s t o r i c 	 	 	 	 	 	 *'1J.G	 	 	 						  	 	 	 	 	 	 	 	 	 G e s k i e d e n i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H i s t  r i c o 
 
 S T R _ I D _ M E D P L Y _ B O O K M A R K 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 B o o k m a r k s 	 B o o k m a r k s 	 fd|	 fN~{	 8J!2#L	 F a v o r i t o s   	 S i g n e t s 	 L e s e z e i c h e n 	 0:;04:8	 S e g n a l i b r i 	 'D9D'E'*  'DE1,9J)	 M a r c a d o r e s 	 Y e r   i m l e r i 	 C h   m c 	 P e n a n d a 	 P e n a n d a   B u k u 	 ,	A		.	>	0	M		M	8		 	 	 	 K  n y v j e l z Qk 	 	 	 	 B l a d w i j z e r s 	 	 	 M a r c a j e 	 	 	 	 	 	 F4'FG  0'1JG'	 	 	 								  	 	 	 	 	 	 	 	 	 B o e k m e r k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a d o r e s   d e   p  g i n a 
 
 S T R _ I D _ M E D P L Y _ S T R E A M I N G _ U R L 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 S t r e a m i n g   U R L 	 S t r e a m i n g   U R L 	 2NAm}@W	 AmZSOQ@W	 2#*#5!  U R L 	 U R L   d e   f l u j o   c o n t i n u o 	 U R L   d e   c o n t e n u   m u l t i m  d i a 	 U R L - D a t e n s t r o m 	 >B>:>2K9  U R L 	 U R L   d i   s t r e a m i n g 	 *4:JD  U R L 	 U R L   d e   r e p r o d u   o   d i r e c t a 	 D u r a k s 1z   U R L   	 a n g   t r u y n   U R L 	 U R L   s t r e a m i n g 	 U R L   P e n s t r i m a n 	 8	M		M	0	@	.	?			  U R L 	 	 	 	 A d a t f o l y a m   U R L 	 	 	 	 S t r e a m i n g   U R L 	 	 	 R e d a r e    n   f l u x   U R L 	 	 	   U R L 	 	 	 U R L   ,'1	 	 	 									  							 	 	 	 	 	 	 	 	 S t r o m i n g - U R L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U R L   i n i n t e r r u p t o 
 
 S T R _ I D _ M E D P L Y _ C U R _ P L A Y L I S T 	 M E D P L Y 	 I C O N T E X T 	 C u r r e n t   p l a y l i s t 	 C u r r e n t   p l a y l i s t 	 vuMRd>enU	 S_MRd>eRh	 #2"2#@%H181	 L i s t a   d e   r e p r o d u c c i  n   a c t u a l 	 L i s t e   d e   l e c t u r e   a c t u e l l e 	 A k t u e l l e   W i e d e r g a b e l i s t e 	 "5:CI89  A?8A>:  2>A?@>872545=8O	 P l a y l i s t   a t t u a l e 	 B'&E)  'D*4:JD  'D-'DJ)  	 L i s t a   d e   r e p r o d u   o   a c t u a l 	 M e v c u t   _a r k 1  l i s t e s i 	 D . s  c h   h i n   h  n h 	 D a f t a r   l a g u   s a a t   i n i 	 S e n a r a i   m a i n a n   s e m a s a 	 5	0	M	$	.	>	(	  *	M	2	G	2	?	8	M			 	 	 	 A k t u  l i s   j  t  k l i s t a 	 	 	 	 H u i d i g e   a f s p e e l l i j s t 	 	 	 L i s t   d e   r e d a r e   c u r e n t 	 	 	     	 	 	 AG13*  ~.4  FHF	 	 	 							  										 	 	 	 	 	 	 	 	 H u i d i g e   s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o   a t u a l 
 
 S T R _ I D _ M E D P L Y _ P L S T _ D E T A I L S _ S I Z E 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 S i z e 	 S i z e 	 'Y\	 'Y\	 2	 T a m a  o 	 D i m e n s i o n 	 G r   e 	  07<5@	 D i m e n s i o n e 	 'D-,E	 T a m a n h o 	 B o y u t 	 K . t h c 	 U k u r a n 	 S a i z 	 		>	0		 	 	 	 M  r e t 	 	 	 	 G r o o t t e 	 	 	 D i m e n s i u n e 	 	 	 	 	 	 'F/'2G	 	 	 					 	 	 	 	 	 	 	 	 G r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ F O U N D 	 M E D P L Y 	 P O P U P C O N F I R M 	 F o u n d 	   f i l e s   f o u n d 	 PjHh]~b0R	 *NeN]~b0R	   D%L9	 a r c h i v o s   e n c o n t r a d o s   	 f i c h i e r s   t r o u v  s 	 D a t e i e n   g e f u n d e n 	   =0945=K  D09;K	   f i l e   t r o v a t i 	 *E  'D9+H1  9DI  'DEDA'*	 f i c h e i r o s   e n c o n t r a d o s 	 d o s y a   b u l u n d u 	      t  m   t h y   c  c   t p   t i n 	   f i l e   d i t e m u k a n 	 f a i l - f a i l   d i d a p a t i 	 +	>		2	G		  .	?	2	  				 	 	 	   f  j l   t a l  l h a t  	 	 	 	   b e s t a n d e n   g e v o n d e n 	 	 	   f i _i e r e   g s i t e 	 	 	     	 	 	   ~1HF/G  G'  'A*  4/F/	 	 	 				  					  					 	 	 	 	 	 	 	 	 l  e r s   g e v i n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   a r q u i v o s   e n c o n t r a d o s 
 
 S T R _ I D _ M E D P L Y _ P L S T _ A P P E N D E D 	 M E D P L Y 	 P O P U P C O N F I R M 	 A p p e n d e d 	   f i l e s   a d d e d 	 PjHh]mR	 *NeN]mR	   D%L9@4H!	 a r c h i v o s   a  a d i d o s   	 f i c h i e r s   a j o u t  s 	 D a t e i e n   h i n z u g e f  g t 	   D09;K  4>102;5=K	   f i l e   a g g i u n t i 	 *E*  %6'A)  'DEDA'*	 f i c h e i r o s   a d i c i o n a d o s 	 d o s y a   e k l e n d i 	      t h  m   c  c   t p   t i n 	   f i l e   d i t a m b a h k a n 	 f a i l - f a i l   d i t a m b a h 	 +	>		2	G		  	K	!	<	@	  				 	 	 	   f  j l   h o z z  a d v a 	 	 	 	   b e s t a n d e n   t o e g e v o e g d 	 	 	   f i _i e r e   a d u g a t e 	 	 	     	 	 	   ~1HF/G  G'  ~H3*  1//F/	 	 	 				  					  			  						 	 	 	 	 	 	 	 	 l  e r s   b y g e v o e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   a r q u i v o s   a d i c i o n a d o s 
 
 S T R _ I D _ M E D P L Y _ E R R _ N E T W O R K _ E R R O R 	 M E D P L Y 	 P O P U P 	 E r r o r :   n e t w o r k   e r r o r 	 N e t w o r k   e r r o r 	 }/	 Q~	 @#7-H2"4%2	 E r r o r   e n   l a   r e d 	 E r r e u r   r  s e a u 	 N e t z w e r k f e h l e r 	 H81:0  A5B8	 E r r o r e   d i   r e t e 	 .7#  AJ  'D4(C)	 E r r o   d e   r e d e 	 A   h a t a s 1	 L i   m n g 	 K e s a l a h a n   p a d a   j a r i n g a n 	 R a l a t   r a n g k a i a n 	 (	G		5	0	M		  $	M	0	A		?		 	 	 	 H  l  z a t i   h i b a 	 	 	 	 N e t w e r k f o u t 	 	 	 E r o a r e   r e ce a 	 	 	   	 	 	 .7'  4(CG	 	 	 										  				 	 	 	 	 	 	 	 	 N e t w e r k f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   r e d e 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ I N V A L I D _ P O R T _ A D D E R S S 	 M E D P L Y 	 P O P U P 	 I n v a l i d   p r o x y   a d d r e s s 	 I n v a l i d   p r o x y   a d d r e s s 	 !qHevNt:O
ghV0W@W	 eHevNt
gRhV0W@W	 #G-5HA-@#*D!H9I-	 D i r e c c i  n   d e   p r o x y   i n v  l i d a 	 A d r e s s e   p r o x y   i n v a l i d e 	 U n g  l t i g e   P r o x y - A d r e s s e 	 5459AB28B5;L=K9  ?@>:A8- 04@5A	 I n d i r i z z o   p r o x y   n o n   v a l i d o 	 9FH'F  HCJD  :J1  5'D-	 E n d e r e  o   p r o x y   i n v  l i d o 	 G e  e r s i z   p r o x y   a d r e s i 	 a   c h   p r o x y   k . h p   l 	 A l a m a t   p r o x y   t i d a k   v a l i d 	 A l a m a t   p r o k s i   t a k   s a h 	 	.	>	(	M	/	  *	M	0	I		M	8	@	  *	$	>	  	 	 	 	  r v  n y t e l e n   p r o x y - c  m 	 	 	 	 O n g e l d i g   p r o x y a d r e s 	 	 	 A d r e s   p r o x y   n e v a l i d 	 	 	   p r o x y     	 	 	 F4'F  ~4'1  F'E9*(1  '3*	 	 	 								  							  						    	 	 	 	 	 	 	 	 	 O n g e l d i g e   i n s t a a n - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   p r o x y   i n v  l i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ R E M O V E _ A L L _ A S K 	 M E D P L Y 	 P O P U P C O N F I R M 	 R e m o v e   a l l ? 	 R e m o v e   a l l ? 	 hQyd	 hQyd	 %1I+!? 	  B o r r a r   t o d o s ? 	 E f f a c e r   t o u t   ? 	 A l l e s   e n t f e r n e n ? 	 #40;8BL  2A5? 	 R i m u o v e r e   t u t t o ? 	 %2'D)  'DCD	 R e m o v e r   t u d o ? 	 T  m    k a l d 1r 1l s 1n   m 1? 	 X  a   t t   c ? 	 H a p u s   s e m u a ? 	 K e l u a r k a n   s e m u a ? 	 8	-	@	  	K	  9		>			? 	 	 	 	 A z    s s z e s e t   e l t  v o l  t j a ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 E l i m i n a r e   g l o b a l ? 	 	 	   ? 	 	 	 GEG  ~'C  4HF/	 	 	 		  					  				? 	 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d a s ? 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ R E M O V E _ A S K 	 M E D P L Y 	 P O P U P C O N F I R M 	 R e m o v e ? 	 R e m o v e ? 	 yd	 yd	 %? 	  B o r r a r ? 	 E f f a c e r   ? 	 E n t f e r n e n ? 	 #40;8BL? 	 R i m u o v e r e ? 	 %2'D)	 R e m o v e r ? 	 K a l d 1r 1l s 1n   m 1? 	 X  a ? 	 H a p u s ? 	 K e l u a r k a n ? 	 9		>			? 	 	 	 	 E l t  v o l  t j a ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 E l i m i n a r e ? 	 	 	 ? 	 	 	 ~'C  4H/	 	 	 					  				? 	 	 	 	 	 	 	 	 	 V e r w y d e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r ? 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ I N I T _ D B _ F A I L E D 	 M E D P L Y 	 P O P U P 	 I n i t i a l i z a t i o n   f a i l e d 	 I n i t i a l i z a t i o n   f a i l e d 	 RYS1YWe	 RYS1Y%	 2#1IH2@#4H!I%I!@+%'	 F a l l    l a   i n i c i a l i z a c i  n   	 E c h e c   d ' i n i t i a l i s a t i o n 	 I n i t i a l i s i e r u n g   f e h l g e s c h l a g e n 	 !1>9  8=8F80;870F88	 I n i z i a l i z z a z i o n e   n o n   r i u s c i t a 	 A4D*  'D*GJ&)	 A   i n i c i a l i z a   o   f a l h o u 	 B a _l a t 1l a m a d 1	 K . t h   k h i   n g 	 I n i s i a l i s a s i   g a g a l 	 P e m u l a a n   g a g a l 	 *	M	0	>	0	.	M	-	?		@		0	#	  	8	+	2	  0	9	>	  	 	 	 	 S i k e r t e l e n   i n i c i a l i z  l  s 	 	 	 	 I n i t i a l i s a t i e   m i s l u k t 	 	 	 I n i ci a l i z a r e   e _u a t 	 	 	   	 	 	 1'G  'F/'2  F'EHAB  (H/	 	 	 				  				  						  						 	 	 	 	 	 	 	 	 I n i s i  r i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i a l i z a   o   f a l h o u 
 
 S T R _ I D _ M E D P L Y _ R E S T O R E _ D E F A U L T 	 M E D P L Y 	 P O P U P C O N F I R M 	 R e s t o r e   d e f a u l t ? 	 R e s t o r e   d e f a u l t ? 	 b`_-<P	 b`
Y؞<P	 9I7H2@#4H!I? 	  D e s e a   r e s t a u r a r   l o s   v a l o r e s   p r e d e t e r m i n a d o s ? 	 R e s t a u r e r   d  f a u t   ? 	 S t a n d a r d   w i e d e r h e r s t e l l e n ? 	 >AAB0=>28BL  AB0=40@B=K5  =0AB@>9:8? 	 R i p r i s t i n a r e   i   p a r a m e t r i   i n i z i a l i ? 	 '3*9'/)  'D'A*1'6J)	 R e s t a u r a r   p r e d e f i n i   e s ? 	 F a b r i k a   a y a r l a r 1n a   d  n  l s  n   m  ? 	 P h c   h i   m c   n h ? 	 K e m b a l i   k e   d e f a u l t ? 	 S i m p a n   s e m u l a   l a l a i ? 	 !	?	+	I	2	M		  	K	  +	?	0	  8	G	  8	M	%	>	*	?	$	  	0	G		? 	 	 	 	 A z   a l a p  r t  k e k e t   v i s s z a  l l  t j a ? 	 	 	 	 S t a n d a a r d   h e r s t e l l e n ? 	 	 	 R e s t a b i l i r e   s e t r i l e   i m p l i c i t e ? 	 	 	       ? 	 	 	 ('2J'(  ~J4  A16	 	 	 						  							  			? 	 	 	 	 	 	 	 	 	 H e r s t e l   v e r s t e k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s t a u r a r   p a d r  o ? 
 
 S T R _ I D _ M E D P L Y _ E R R _ N O T _ S U P P O R T _ P U R E _ A U D I O 	 M E D P L Y 	 P O P U P 	 E r r o r :   n o t   s u p p o r t   p u r e   a u d i o 	 C a n n o t   p l a y   v i d e o   i n   b a c k g r o u n d 	 
N(Ẁofd>eq_Gr	 
N(Ẁofd>eƉ	 D!H*1*8'45B-@7I-+%1	 V i d e o   d e   f o n d o   n o   c o m p a t i b l e   	 V i d  o   d ' a r r i  r e   p l a n   p a s   c o m p a t i b l e 	 H i n t e r g r u n d v i d e o   n i c h t   u n t e r s t  t z t 	 $>=>2>5  2845>  =5  ?>445@68205BAO	 V i d e o   d i   s f o n d o   n o n   s u p p o r t a t o 	 .DAJ)  'DAJ/JH  :J1  E/9HE)	 V  d e o   e m   s e g u n d o   p l a n o   n  o   s u p o r t a d o 	 A r k a p l a n   v i d e o s u   d e s t e k l e n m i y o r 	 K h  n g   h   t r   p h  t   v i d e o   n 	 T i d a k   d a p a t   m e m u t a r   v i d e o   d i   l a t a r   b e l a k a n g 	 V i d e o   l a t a r   b e l a k a n g   t i d a k   d i s o k o n g 	 8	.	0	M	%	?	$	  *	C	7	M	 	-	B	.	?	  5	@	!	?	/	K	  (	9	@		  9	H		 	 	 	 N e m   t  m o g a t o t t   h  t t  r v i d e  	 	 	 	 A c h t e r g r o n d v i d e o   n i e t   o n d e r s t e u n d 	 	 	 V i d e o    n   f u n d a l   n e a c c e p t a t 	 	 	       	 	 	 ADE  ~3  2EFG  ~4*('F  F4/G	 	 	 													  					  						  			  		  	 	 	 	 	 	 	 	 	 A g t e r g r o n d v i d e o   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   r e p r o d u z i r   v  d e o   n o   f u n d o 
 
 S T R _ I D _ M E D P L Y _ E R R _ B U I L D _ C A C H E _ F A I L 	 M E D P L Y 	 P O P U P 	 E r r o r :   b u i l d   c a c h e   f a i l 	 F a i l e d   t o   F F / R W 	 _IPI1YWe	 _ۏ_ 1Y%	 D!H*2!2#  F F / R W 	 N o   s e   p u d o   a v a n z a r / r e t r o c e d e r 	 E c h e c   A R / R R 	 K o n n t e   n i c h t   v o r / z u r  c k g e s p u l t   w e r d e n 	 5  C40;>AL  ?5@5<>B0BL  2?5@54/ =0704	 F F / R W   n o n   r i u s c i t o 	 A4D  'D*B/JE/ 'D%1,'9  'D31J9	 F a l h a   a o   A v a n  a r / R e c u a r   r  p i d o 	 0l e r i / G e r i   S a r m a   Y a p 1l a m a d 1	 K . t h   c h u y n   n h a n h / p h  t   l i 	 G a g a l   m e l a k u k a n   F F / R W 	 G a g a l   u n t u k   F F / R W 	 F F / R W   .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   e l Qr e - / v i s s z a c s  v  l  s 	 	 	 	 K a n   n i e t   v o o r u i t / a c h t e r u i t   s p o e l e n 	 	 	 F a i l e d   t o   F F / R W 	 	 	   /   	 	 	 1A*F  (G  ,DH/ 9B(  F'EHAB  (H/	 	 	 				/ 									  				  							 	 	 	 	 	 	 	 	 K o n   n i e   v o r e n t o e / t e r u g r o l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   F F / R W 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ A L R E A D Y _ E X I S T 	 M E D P L Y 	 P O P U P 	 I t e m   a l r e a d y   e x i s t s 	 I t e m   a l r e a d y   e x i s t s 	 v]X[(W	 yv]X[(W	 #2"2#!5-"9HA%I'	 E l   e l e m e n t o   e x i s t e 	 E l  m e n t   e x i s t e   d  j  	 E l e m e n t   b e r e i t s   v o r h a n d e n 	 -;5<5=B  C65  ACI5AB2C5B	 V o c e   g i    e s i s t e n t e 	 'D9F51  EH,H/  ('DA9D	 O   i t e m   j    e x i s t e 	  e   z a t e n   v a r 	    c    m c   n  y 	 I t e m   s u d a h   a d a 	 B u t i r   s u d a h   w u j u d 	 			.	  *	9	2	G	  8	G	  9	@	  .	L		B	&	  9	H		 	 	 	 A z   e l e m   m  r   l  t e z i k 	 	 	 	 O b j e c t   b e s t a a t   a l 	 	 	 E l e m e n t u l   e x i s t   d e j a 	 	 	     	 	 	 EH1/  ~4*1  H,H/  /'1/	 	 	 					  									  								 	 	 	 	 	 	 	 	 I t e m   b e s t a a n   r e e d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   i t e m   j    e x i s t e 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ P R E S S _ S T A R 	 M E D P L Y 	 C 3 8 4 _ 1 	 s t r i n g   i n   c a t e g o r y   3 8 4   t o   n o t i f y   u s e r   h o w   t o   s e l e c t . 	 P r e s s   *   t o   o n / o f f 	 ˊ	c* ܕ	 	c*  _sQ	   *   @7H-@4/ 4	 O p r i m a *   p a r a   e n c e n d e r / a p a g a r 	 A p p u y e z   s u r   *   p o u r   a c t i v e r / d  s a c t i v e r 	 * :   E i n / A u s 	 06<8B5  *   4;O  2:;NG5=8O/ 2K:;NG5=8O	 P r e m e r e   *   p e r   a t t i v a r e / d i s a t t i v a r e 	 '6:7  9DI  *   DD*4:JD/ 'D%JB'A	 P r i m a   *   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a m a k   i  i n   * ' a   b a s 1n . 	 B m   *     b t / t t 	 T e k a n   *   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 T e k a n   *   u n t u k   n y a l a / p a d a m 	 	(	/ 	+	  	G	  2	?		  &	,	>				 	 	 	 *   g o m b :   b e / k i 	 	 	 	 D r u k   o p   *   o m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 A p s a ci   *   p e n t r u   a c t i v a r e / d e z a c t i v a r e 	 	 	   *     / 	 	 	 (1'J  1H4F/ .'EH4  C1/F  *   1'  (A4'1J/	 	 	 				/ 				  				  *   					  	 	 	 	 	 	 	 	 	 D r u k   *   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e s s i o n e   *   p a r a   l i g a r / d e s l i g a r 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ T O U C H _ B O X 	 M E D P L Y 	 C 3 8 4 _ 1 	 s t r i n g   f o r   c a t e g o r y   3 8 4   t o   n o t i f y   u s e r   h o w   t o   d o . 	 T o u c h   b o x   t o   o n / o f f 	 ˊxeJXܕ	 扰xeWW _sQ	 A0%H-@7H-@4/ 4	 T o q u e   e l   c u a d r o   p a r a   e n c e n d e r / a p a g a r 	 T o u c h e z   l a   b o  t e   p o u r   a c t i v e r / d  s a c t i v e r 	 K a s t e n   b e r  h r e n :   E i n / A u s 	 06<8B5  >:>H:>  4;O  2:;NG5=8O/ 2K:;NG5=8O	 T o c c a r e   l a   c a s e l l a   p e r   a t t i v a r e / d i s a t t i v a r e 	 'DE3  'DE1(9  DD*4:JD/ 'D%JB'A	 T o q u e   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a m a k   i  i n   k u t u y a   d o k u n u n . 	 B m   v  o        b t / t t 	 S e n t u h   k o t a k   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 T e k a n   k o t a k   u n t u k   n y a l a / p a d a m 	 	(	/ 	+	  	G	  2	?		  		  ,		M	8	G	  	K	  &	,	>				 	 	 	 D o b o z    r i n t  s e :   b e / k i 	 	 	 	 R a a k   h e t   v a k   a a n   o m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 A t i n g e ci   c a s e t a   p e n t r u   a c t i v a r e / d e z a c t i v a r e 	 	 	       / 	 	 	 (1'J  1H4F/ .'EH4  C1/F  E1(9  1'  DE3  CFJ/	 	 	 				/ 				  				  				  						  					 	 	 	 	 	 	 	 	 R a a k   a a n   b o k s   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o c a r   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 
 
 S T R _ I D _ M E D P L Y _ E R R _ V I D E O _ A L R E A D Y _ F I N I S H E D 	 M E D P L Y 	 P O P U P 	 E r r o r :   s t o p   v i d e o   w h i l e   v i d e o   a l r e a d y   s t o p p e d 	 V i d e o   a l r e a d y   f i n i s h e d 	 q_Gr]P}_g	 Ɖ]~_g	 '45B-@*#GA%I'	 Y a   s e   f i n a l i z    e l   v i d e o   	 V i d  o   d  j    f i n i e 	 V i d e o   b e r e i t s   a b g e s c h l o s s e n 	 845>  7025@H5=>	 V i d e o   g i    t e r m i n a t o 	 'DAJ/JH  EF*GM  ('DA9D	 O   v  d e o   j    t e r m i n o u 	 V i d e o   z a t e n   b i t t i 	    h t   v i d e o 	 V i d e o   t e l a h   s e l e s a i 	 V i d e o   t e l a h   h a b i s 	 5	@	!	?	/	K	  *	9	2	G	  9	@	  8	.	>	*	M	$	  9	K	  	/	>		 	 	 	 A   v i d e    m  r   e l k  s z  l t 	 	 	 	 V i d e o   a l   v o l t o o i d 	 	 	 M a t e r i a l   v i d e o   f i n a l i z a t 	 	 	     	 	 	 ADE  ~4*1  (G  ~''F  13/G  '3*	 	 	 					  									  						  						 	 	 	 	 	 	 	 	 V i d e o   h e t   k l a a r   g e s t o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V  d e o   j    t e r m i n a d o 
 
 S T R _ I D _ M E D P L Y _ E R R _ A D I F _ N O T _ S U P P O R T _ P A U S E 	 M E D P L Y 	 P O P U P 	 E r r o r :   A D I F   A A C   f a i l   t o   p a u s e 	 F a i l e d   t o   p a u s e 	 f\P1YWe	 f\P1Y%	 D!H*2!2#+"8
1H'#2'	 N o   s e   p u d o   h a c e r   l a   p a u s a 	 E c h e c   d e   p a u s e 	 A n h a l t e n   n i c h t   m  g l i c h 	 5  C405BAO  ?@8>AB0=>28BL	 M e s s a   i n   p a u s a   f a l l i t a 	 *901  'D%JB'A  'DE$B*	 F a l h a   a o   e f e c t u a r   p a u s a 	 D u r a k l a t 1l a m 1y o r 	 K h  n g   t h   t m   d n g 	 G a g a l   d i j e d a 	 G a g a l   u n t u k   j e d a 	 *	I		  	0	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   s z  n e t e l t e t  s 	 	 	 	 P a u z e r e n   m i s l u k t 	 	 	  n t r e r u p e r e   n e r e u _i t 	 	 	   	 	 	 /1F  F'EHAB  (H/	 	 	 						  							 	 	 	 	 	 	 	 	 H a l t   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   p a u s a r 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ N O T A D B 	 M E D P L Y 	 P O P U P 	 s q l i t e 3   e r r o r   c o d e ,   t r y   t o   o p e n   a   d a t a b a s e   f i l e   w h i c h   i s   n o t   a   d a t a b a s e 	 N o t   a   d a t a b a s e 	 !qHexed^	 eHepenc^	 D!HC
H2I-!9%	 N o   e s   u n a   b a s e   d e   d a t o s   	 P a s   u n e   b a s e   d e   d o n n  e s 	 K e i n e   D a t e n b a n k 	 5  O2;O5BAO  107>9  40==KE	 N o n      u n   d a t a b a s e 	 DJ3  B'9/)  (J'F'*	 N  o      u m a   b a s e   d e   d a d o s 	 V e r i   t a b a n 1  y o k 	 K h  n g   p h i   d   l i u 	 B u k a n   d a t a b a s e 	 B u k a n   p a n g k a l a n   d a t a 	 		  !	G		>	,	G	8	  (	9	@		  	 	 	 	 N e m   a d a t b  z i s 	 	 	 	 G e e n   d a t a b a s e 	 	 	 A c e s t   f i _i e r   n u   e s t e   o   b a z   d e   d a t e 	 	 	     	 	 	 'F    ~''G  /'/G  F3*	 	 	 								  			 	 	 	 	 	 	 	 	 N i e    n   d a t a b a s i s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      u m   b a n c o   d e   d a d o s 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ I O E R R O R 	 M E D P L Y 	 P O P U P 	 s q l i t e 3   e r r o r   c o d e ,   f i l e   s y s t e m   i n p u t / o u p u t   e r r o r . 	 I / O   e r r o r 	 8eQ8Q/	 eQQ	 I / O   4%2	 E r r o r   d e   E / S 	 E r r e u r   E / S 	 E / A - F e h l e r 	 H81:0  22>40/ 2K2>40	 E r r o r e   I / O 	 .7#  AJ  F8'E  'D/.D/ 'D.1,	 E r r o   d e   E / S 	 I / O   h a t a s 1	 L i   v  o / r a 	 K e s a l a h a n   p a d a   I / O 	 R a l a t   I / O 	 I / O   $	M	0	A		?		 	 	 	 I / O   h i b a 	 	 	 	 I / O - f o u t 	 	 	 E r o a r e   I / O 	 	 	   I / O 	 	 	 .7'  H1H// .1H,	 	 	 	/ 	  							 	 	 	 	 	 	 	 	 I / O - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   E / S 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ C A N T O P E N 	 M E D P L Y 	 P O P U P 	 s q l i t e 3   e r r o r   c o d e ,   c a n   n o t   o p e n   d a t a b a s e   f i l e . 	 C a n n o t   o p e n 	 !qlSU	 elSb _	 D!H*2!2#@4	 N o   s e   p u e d e   a b r i r 	 I m p o s s i b l e   d ' o u v r i r 	 K a n n   n i c h t    f f n e n 	 5  C405BAO  >B:@KBL	 I m p o s s i b i l e   a p r i r e 	 *901  'DA*-	 N  o      p o s s  v e l   a b r i r 	 A  1l a m 1y o r 	 K h  n g   t h   m 	 T i d a k   d a p a t   d i b u k a 	 T i d a k   b o l e h   b u k a 	 	K	2	  (	9	@		  8		$	>		 	 	 	 N e m   n y i t h a t    m e g 	 	 	 	 K a n   n i e t   o p e n e n 	 	 	 I m p o s i b i l   d e   d e s c h i s 	 	 	     	 	 	 'EC'F  ('2C1/F  FJ3*	 	 	 					  							 	 	 	 	 	 	 	 	 K a n   n i e   o o p m a a k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   a b r i r 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ D B C O R R U P T 	 M E D P L Y 	 P O P U P 	 s q l i t e   3   e r r o r ,   d a t a b a s e   f i l e   h a s   b e e n   c o r r u p t e d . 	 D a t a b a s e   d a m a g e d 	 xed^]
dX	 penc^]_cOW	 2I-!9%@*5"+2"	 B a s e   d e   d a t o s   d a  a d a 	 B a s e   d e   d o n n  e s   e n d o m m a g  e 	 D a t e n b a n k   b e s c h  d i g t 	 070  40==KE  ?>2@5645=0	 D a t a b a s e   d a n n e g g i a t o 	 B'9/)  'D(J'F'*  *'DA)	 B a s e   d e   d a d o s   d a n i f i c a d a 	 V e r i t a b a n 1  h a s a r   g  r d  	 C   s   d   l i u   b   h n g 	 D a t a b a s e   r u s a k 	 P a n g k a l a n   d a t a   r o s a k 	 !	>		>	,	G	8	  	0	>	,	  9	K	  	/	>		 	 	 	 S  r  l t   a d a t b  z i s 	 	 	 	 D a t a b a s e   b e s c h a d i g d 	 	 	 B a z   d e   d a t e   d e t e r i o r a t 	 	 	     	 	 	 ~''G  /'/G  G'  "3(  //G	 	 	 								  											  						 	 	 	 	 	 	 	 	 D a t a b a s i s   b e s k a d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n c o   d e   d a d o s   d a n i f i c a d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ A S K R E B U I L D 	 M E D P L Y 	 P O P U P C O N F I R M 	 p o p u p   s t r i n g   w h i c h   a s k   u s e r   w h e t h e r   w a n t   t o   r e b u i l d   d a t a b a s e   w h e n   m e d i a   p l a y e r   f o u n d   t h e   c u r r e n t   d a t a b a s e   f i l e   h a d   b e e n   c o r r u p t t e d   d u r i n g   i n i t i l i z a t i o n   	 D a t a b a s e   d a m a g e d ,   n e e d   c r e a t e   n e w   o n e ? 	 xed^]
dX   ^zevU	 penc^]_cOW ^zevT	 2I-!9%@*5"+2",   I-2#*#I2C+!H+#7-D!H? 	 B a s e   d e   d a t o s   d a  a d a ,    c r e a r   u n a   n u e v a ? 	 B a s e   d e   d o n n  e s   e n d o m m a g  e ,   c r     u n e   n o u v e l l e   ? 	 D a t e n b a n k   b e s c h  d i g t ,   n e u e   e r s t e l l e n ? 	 070  40==KE  ?>2@5645=0,   A>740BL  =>2CN? 	 D a t a b a s e   d a n n e g g i a t o ,   c r e a r n e   u n o   n u o v o ? 	 B'9/)  'D(J'F'*  *'DA)  GD  *-*',  %F4'!  #.1I  ,/J/)	 B a s e   d e   d a d o s   d a n i f i c a d a ,   d e s e j a   c r i a r   u m a   n o v a ? 	 V e r i t a b a n 1  h a s a r   g  r d  ,   y e n i   b i r   t a n e   o l u _t u r m a y a   g e r e k   v a r   m 1? 	 C   s   d   l i u   b   h n g ,   c n   t o   m i ? 	 D a t a b a s e   r u s a k ,   p e r l u   b u a t   y a n g   b a r u ? 	 P a n g k a l a n   d a t a   r o s a k ,   i n g i n   m e m b i n a   y a n g   b a r u ? 	 !	>		>	,	G	8	  	0	>	,	  9	K	  	/	>	,   (	/	>	  ,	(	>	(	G	  	@	  	5	6	M	/		$	>	  9	H	? 	 	 	 	 S  r  l t   a d a t b  z i s .   L  t r e h o z   e g y    j a t ? 	 	 	 	 D a t a b a s e   b e s c h a d i g d ,   m o e t   e r   e e n   n i e u w e   g e m a a k t   w o r d e n ? 	 	 	 B a z   d e   d a t e   d e t e r i o r a t ;   e s t e   n e c e s a r   s   c r e a ci   o   b a z   d e   d a t e   n o u ? 	 	 	     ,         ? 	 	 	 ~''G  /'/G  G'  "3(  //G  "'  (G  ','/  ~''G  ,//  F'2EF//	 	 	 								  											  					,   				  						  				  				  			? 	 	 	 	 	 	 	 	 	 D a t a b a s i s   b e s k a d i g ,   w i l   j y   ' n   n u w e   e e n   s k e p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n c o   d e   d a d o s   d a n i f i c a d o ,   p r e c i s a   c r i a r   u m   n o v o ? 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ F L I G H T _ M O D E 	 M E D P L Y 	 P O P U P 	 c a n n o t   p l a y i n g   i n   f l i g h t   m o d e 	 C a n n o t   p l a y   s t r e a m i n g   v i d e o   i n   f l i g h t   m o d e 	 
N(Wۘ*!j_d>e2NAm	 
N(WޘL!j_d>eAmZSO	 D!H*2!2#@%H'45B-*#5!CB+!@#7H-4	 N o   s e   p u e d e   r e p r o d u c i r   e l   v i d e o   c o n t i n u o   e n   e l   m o d o   d e   v u e l o 	 I m p o s s i b l e   d e   l i r e   l a   v i d  o   e n   s t r e a m i n g   l o r s q u ' e n   m o d e   v o l 	 K a n n   S t r e a m i n g v i d e o   n i c h t   i m   F l u g m o d u s   w i e d e r g e b e n 	 >B>:>2>5  2845>  =52>7<>6=>  2>A?@>8725AB8  2  @568<5  ?   A0<>;5B5? 	 I m p o s s i b i l e   r i p r o d u r r e   l o   s t r e a m i n g   v i d e o   i n   m o d a l i t    f l i g h t 	 J*901  *4:JD  /AB  'DAJ/JH  AJ  H69  'D7J1'F	 N  o      p o s s  v e l   r e p r o d u z i r   t r a n s m i s s  e s   d e   v  d e o   e m   m o d o   d e   v o o 	 U  u _  m o d u n d a   g e r  e k   z a m a n l 1  v i d e o   o y n a t 1l a m a z 	 K h  n g   t h   p h  t   v i d e o   l i  n   t c     c h     m  y   b a y 	 T i d a k   d a p a t   m e m u t a r   v i d e o   s t r e a m i n g   d a l a m   m o d u s   p e n e r b a n g a n 	 T a k   d a p a t   m a i n   v i d e o   s t r i m   d a l a m   m o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!	  .	G		  8	M		M	0	@	.	?			  5	@	!	?	/	K	  (	9	@		  	2	>	  8		$	>		 	 	 	 S t r e a m i n g   v i d e    n e m   j  t s z h a t    l e   r e p  l  s   m  d b a n 	 	 	 	 S t r e a m v i d e o   k a n   i n   d e   v l u c h t s t a n d   n i e t   a f g e s p e e l d   w o r d e n 	 	 	 I m p o s i b i l   d e   r e d a t   f i _i e r   v i d e o    n   f l u x    n   m o d u l   a v i o n 	 	 	             	 	 	 FEJ*H'F  HJ/JH  ,'1  1'  /1  -'D*  ~1H'2  ~.4  FEH/	 	 	 						( 					) 					  									  					  							  				  		d		 	 	 	 	 	 	 	 	 K a n   n i e   v i d e o s t r o o m   i n   v l u g m o d u s   s p e e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   r e p r o d u z i r   v  d e o   c o n t  n u o   e m   m o d o   d e   v o o . 
 
 S T R _ I D _ M E D P L Y _ P L S T _ P R E D E F I N E D U R L 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 p r e d e f i n e d   u r l 	 P r e d e f i n e d 	 gQ^}@W	 Q^Q@W	 3+D'I%H'+I2	 P r e d e f i n i d o   	 P r  d  f i n i 	 V o r d e f i n i e r t 	 @54>?@545;5==K9	 P r e d e f i n i t o 	 E-//  E3(BK'	 P r e d e f i n i d o 	  n t a n 1m l 1	 C  i   s n 	 T e l a h   d i t e n t u k a n 	 P r a t a k r i f 	 *	B	0	M	5	*	0	?	-	>	7	?	$		 	 	 	 E l Qr e   m e g a d o t t 	 	 	 	 V o o r g e d e f i n i e e r d 	 	 	 P r e d e f i n i t 	 	 	   	 	 	 '2~J4  *91JA  4/G	 	 	 					  										 	 	 	 	 	 	 	 	 V o o r a f b e p a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e d e f i n i d o 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ P R O F I L E 1 	 M E D P L Y 	 I C O N T E X T 	 P r o f i l e   1 	 P r o f i l e   1 	 -[j N	 nch N	 B#D%L  1 	 P e r f i l   1 	 P r o f i l   1 	 P r o f i l   1 	 @>D8;L  1 	 P r o f i l o   1 	 H69  1 	 P e r f i l   1 	 P r o f i l   1 	 C u   h  n h   1 	 P r o f i l   1 	 P r o f i l   1 	 *	M	0	K	+	>		2	  1 	 	 	 	 1 .   p r o f i l 	 	 	 	 P r o f i e l   1 	 	 	 P r o f i l   1 	 	 	   1 	 	 	 ~1HA'D  1 	 	 	 									  		 	 	 	 	 	 	 	 	 P r o f i e l   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   1 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ P R O F I L E 2 	 M E D P L Y 	 I C O N T E X T 	 P r o f i l e   2 	 P r o f i l e   2 	 -[jN	 nchN	 B#D%L  2 	 P e r f i l   2 	 P r o f i l   2 	 P r o f i l   2 	 @>D8;L  2 	 P r o f i l o   2 	 H69  2 	 P e r f i l   2 	 P r o f i l   2 	 C u   h  n h   2 	 P r o f i l   2 	 P r o f i l   2 	 *	M	0	K	+	>		2	  2 	 	 	 	 2 .   p r o f i l 	 	 	 	 P r o f i e l   2 	 	 	 P r o f i l   2 	 	 	   2 	 	 	 ~1HA'D  2 	 	 	 									  		 	 	 	 	 	 	 	 	 P r o f i e l   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   2 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ P R O F I L E 3 	 M E D P L Y 	 I C O N T E X T 	 P r o f i l e   3 	 P r o f i l e   3 	 -[j	N	 nch	N	 B#D%L  3 	 P e r f i l   3 	 P r o f i l   3 	 P r o f i l   3 	 @>D8;L  3 	 P r o f i l o   3 	 H69  3 	 P e r f i l   3 	 P r o f i l   3 	 C u   h  n h   3 	 P r o f i l   3 	 P r o f i l   3 	 *	M	0	K	+	>		2	  3 	 	 	 	 3 .   p r o f i l 	 	 	 	 P r o f i e l   3 	 	 	 P r o f i l   3 	 	 	   3 	 	 	 ~1HA'D  3 	 	 	 									  		 	 	 	 	 	 	 	 	 P r o f i e l   3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   3 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ P R O F I L E 4 	 M E D P L Y 	 I C O N T E X T 	 P r o f i l e   4 	 P r o f i l e   4 	 -[jV	 nchV	 B#D%L  4 	 P e r f i l   4 	 P r o f i l   4 	 P r o f i l   4 	 @>D8;L  4 	 P r o f i l o   4 	 H69  4 	 P e r f i l   4 	 P r o f i l   4 	 C u   h  n h   4 	 P r o f i l   4 	 P r o f i l   4 	 *	M	0	K	+	>		2	  4 	 	 	 	 4 .   p r o f i l 	 	 	 	 P r o f i e l   4 	 	 	 P r o f i l   4 	 	 	   4 	 	 	 ~1HA'D  4 	 	 	 									  		 	 	 	 	 	 	 	 	 P r o f i e l   4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   4 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ P R O F I L E 5 	 M E D P L Y 	 I C O N T E X T 	 P r o f i l e   5 	 P r o f i l e   5 	 -[jN	 nchN	 B#D%L  5 	 P e r f i l   5 	 P r o f i l   5 	 P r o f i l   5 	 @>D8;L  5 	 P r o f i l o   5 	 H69  5 	 P e r f i l   5 	 P r o f i l   5 	 C u   h  n h   5 	 P r o f i l   5 	 P r o f i l   5 	 *	M	0	K	+	>		2	  5 	 	 	 	 5 .   p r o f i l 	 	 	 	 P r o f i e l   5 	 	 	 P r o f i l   5 	 	 	   5 	 	 	 ~1HA'D  5 	 	 	 									  		 	 	 	 	 	 	 	 	 P r o f i e l   5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   5 
 
 S T R _ I D _ M E D P L Y _ N O T I F Y _ I M G _ U N F I T _ F O R _ S K I N 	 M E D P L Y 	 P O P U P 	 U n s u p p o r t e d   f i l e   s i z e 	 U n s u p p o r t e d   f i l e   s i z e 	 
N/ecvjHh'Y\	 
N/ecveN'Y\	 2D%L5HD!H*1*8	 T a m a  o   d e   a r c h i v o   n o   s o p o r t a d o   	 T a i l l e   d e   f i c h i e r   n o n - s u p p o r t  e 	 N i c h t   u n t e r s t  t z t e   D a t e i g r   e 	  07<5@  D09;0  =5  ?>445@68205BAO	 D i m e n s i o n i   f i l e   n o n   s u p p o r t a t e 	 -,E  'DEDA'*  :J1  'DE/9HE)	 T a m a n h o   d e   f i c h e i r o   n  o   s u p o r t a d o 	 D e s t e k l e n m e y e n   d o s y a   b o y u t u 	 C   t p   t i n   k h  n g   h   t r 	 U k u r a n   f i l e   t i d a k   d i d u k u n g 	 S a i z   f a i l   t i d a k   d i s o k o n g 	 	8	.	0	M	%	?	$	  +	>		2	  		>	0		 	 	 	 N e m   t  m o g a t o t t   f  j l m  r e t 	 	 	 	 B e s t a n d g r o o t t e   n i e t   o n d e r s t e u n d 	 	 	 D i m e n s i u n e   f i _i e r   n e a c c e p t a t 	 	 	       	 	 	 'F/'2G  A'D  ~4*('F  F1//G	 	 	 								  				  				  	 	 	 	 	 	 	 	 	 O n g e s t e u n d e   l  e r g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d e   a r q u i v o   n  o   s u p o r t a d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ S E A R C H _ R E S U L T S 	 M E D P L Y 	 T I T L E 	 t i t l e   o f   s e a r c h   r e s u l t   s c r e e n 	 S e a r c h   r e s u l t s 	 d\P}g	 g~b~g	 %%1L2#I+2	 R e s u l t a d o s   d e   l a   b  s q u e d a 	 R  s u l t a t s   d e   r e c h e r c h e 	 S u c h e r g e b n i s s e 	  57C;LB0BK  ?>8A:0	 C e r c a   r i s u l t a t i 	 F*'&,  'D(-+	 R e s u l t a d o s   d a   p r o c u r a 	 A r a m a   s o n u  l a r 1	 K t   q u   t  m   k i m 	 H a s i l   p e n c a r i a n 	 H a s i l   c a r i a n 	 	K		  *	0	?	#	>	.		 	 	 	 K e r e s  s   e r e d m  n y e 	 	 	 	 Z o e k r e s u l t a t e n 	 	 	 R e z u l t a t e   c u t a r e 	 	 	   	 	 	 F*J,G  ,3*,H	 	 	 											  						 	 	 	 	 	 	 	 	 S o e k r e s u l t a t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s u l t a d o s   d a   p e s q u i s a 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ N O T _ F O U N D 	 M E D P L Y 	 P O P U P C O N F I R M 	 N o   r e s u l t s   f o u n d ,   s e a r c h   a g a i n ? 	 N o   r e s u l t s   f o u n d ,   s e a r c h   a g a i n ? 	 l	gd\0RvQ!kd\	 l	gg~b0RyvQ!kg~b	 D!H%%1L,   I+2-5#1I? 	 N o   s e   e n c o n t r a r o n   r e s u l t a d o s ,    b u s c a r   n u e v a m e n t e ? 	 A u c u n   r  s u l t a t   t r o u v  ,   c h e r c h e r      n o u v e a u   ? 	 K e i n e   E r g e b n i s s e   g e f u n d e n ,   e r n e u t   s u c h e n ? 	 8G53>  =5  =0945=>.   >2B>@8BL  ?>8A:? 	 N e s s u n   r i s u l t a t o   t r o v a t o ,   c e r c a r e   d i   n u o v o ? 	 DE  J*E  'D9+H1  9DI  F*'&,,   (-+  E1)  #.1I	 N e n h u m   r e s u l t a d o   e n c o n t r a d o .   P r o c u r a r   n o v a m e n t e ? 	 B i r   s o n u    b u l u n a m a d 1,   t e k r a r   a r a ? 	 K h  n g   t  m   t h y   k t   q u   t  m   k i m ,   t  m   k i m   l i ? 	 T i d a k   a d a   h a s i l   y a n g   d i t e m u k a n ,   c a r i   l a g i ? 	 T i a d a   c a r i a n   d i d a p a t i ,   c a r i   s e k a l i   l a g i ? 	 	K		  *	0	?	#	>	.	  (	9	@		  .	?	2	>	,   *	A	(	:   	K		G		? 	 	 	 	 N i n c s   t a l  l a t ,    j   k e r e s  s ? 	 	 	 	 G e e n   r e s u l t a t e n   g e v o n d e n .   O p n i e u w   z o e k e n ? 	 	 	 N u   s - a   g s i t   n i c i u n   r e z u l t a t ;   r e a l i z a ci   c u t a r e a   d i n   n o u ? 	 	 	     .     ? 	 	 	 F*,G  '  (/3*  F'E/  /H('1G  ,3*,H  1//	 	 	 					  					  					,   				  									  					? 	 	 	 	 	 	 	 	 	 G e e n   r e s u l t a t e   g e v i n d   n i e ,   s o e k   w e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   r e s u l t a d o   e n c o n t r a d o ,   p r o c u r a r   n o v a m e n t e ? 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ N O _ C O N D I T I O N 	 M E D P L Y 	 P O P U P 	 P l e a s e   i n p u t   s e a r c h   c o n d i t i o n . 	 P l e a s e   i n p u t   s e a r c h   c o n d i t i o n 	 ˊ8eQd\hN	 eQg~bagN	 B#I-@7H-D2#I+2	 P o r   f a v o r   e n t r e   l a   c o n d i c i  n   d e   b  s q u e d a 	 V e u i l l e z   e n t r e r   l e   c r i t  r e   d e   r e c h e r c h e 	 B i t t e   S u c h b e d i n g u n g   e i n g e b e n 	 #:068B5  CA;>28O  ?>8A:0	 I n s e r i r e   l e   c o n d i z i o n i   d i   r i c e r c a 	 J1,I  %/.'D  417  'D(-+	 I n t r o d u z a   a   c o n d i   o   d e   p r o c u r a   	 L  t f e n   a r a _t 1r m a   k o _u l u n u   g i r i n 	 H  y   n h p   i u   k i n   t  m   k i m 	 M a s u k k a n   k o n d i s i   p e n c a r i a n 	 S i l a   i n p u t   s y a r a t   c a r i a n 	 	C	*	/	>	  	K		  *	0	?	8	M	%	?	$	?	  -	0	G			 	 	 	 A d j a   m e g   a   k e r e s  s i   f e l t  t e l e k e t 	 	 	 	 G e e f   d e   z o e k c o n d i t i e   o p 	 	 	 I n t r o d u c e ci   c o n d i ci a   d e   c u t a r e 	 	 	       	 	 	 D7A'  41'7  ,3*,H  1'  H'1/  FE'/	 	 	 							  			  											  				  						  					 	 	 	 	 	 	 	 	 V o e r   a s s e b l i e f   s o e k v o o r w a a r d e   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s i r a   a   c o n d i   o   d e   p r o c u r a 
 
 S T R _ I D _ M E D P L Y _ K U R O _ A C T I V A T E _ N O _ S O N G S 	 M E D P L Y 	 P O P U P 	 N o   s o n g   t o   a c t i v a t e 	 N o   s o n g   n e e d s   t o   b e   a c t i v a t e d 	 !q*gLkf	 e*g _Lkf	 D!H!5@%5HI-@432	 N o   e s   n e c e s a r i o   a c t i v a r   u n a   c a n c i  n   	 A u c u n e   c h a n s o n   n e   n  c e s s i t e   d '  t r e   a c t i v  e 	 E s   b r a u c h t   k e i n   L i e d   a k t i v i e r t   z u   w e r d e n 	 5B  ?5A5=,   B@51CNI8E  0:B820F88	 N e s s u n   b r a n o   d e v e   e s s e r e   a t t i v a t o 	 D'  *H,/  #:FJ)  J,(  *F4J7G'	 N e n h u m a   m  s i c a   p r e c i s a   d e   s e r   a c t i v a d a 	 B i r   _a r k 1n 1n   e t k i n l e _t i r i l m e s i n e   g e r e k   y o k 	 K h  n g   c    b  i   h  t   n  o   c n   b t 	 T i d a k   a d a   l a g u   y a n g   p e r l u   d i a k t i f k a n 	 T i a d a   l a g u   y a n g   p e r l u   d i a k t i f k a n   	 	K		  	@	$	  8		M	0	?	/	  	0	(	G	  	@	  	0	B	0	$	  (	9	@			 	 	 	 E g y i k   d a l   a k t i v  l  s a   s e m   s z  k s  g e s 	 	 	 	 G e e n   l i e d e r e n   o m   t e   a c t i v e r e n 	 	 	 N u   e s t e   n e c e s a r   a c t i v a r e a   n i c i u n e i   m e l o d i i 	 	 	       	 	 	 G  '2  "GFG'  (G  A9'D  3'2  F'2  F/'1F/	 	 	 				  			  						  			  					 	 	 	 	 	 	 	 	 G e e n   l i e d j i e   h o e f   g e a k t i v e e r   t e   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   m  s i c a   p r e c i s a   s e r   a t i v a d a 
 
 S T R _ I D _ M E D P L Y _ K U R O _ A C T I V A T E _ G E T _ T O T A L _ F E E _ F A I L 	 M E D P L Y 	 P O P U P 	 F a i l e d   t o   g e t   t o t a l   f e e 	 F a i l e d   t o   g e t   t o t a l   f e e 	 rsS=~P1YWe	 S;`N1Y%	 D!H*2!2##1H2##!@5"!#'!	 N o   s e   p u d o   o b t e n e r   l a   t a r i f a   t o t a l   	 E c h e c   l o r s   d e   l ' o b t e n t i o n   d e s   c o  t s   t o t a u x 	 G e s a m t g e b  h r   k o n n t e   n i c h t   b e z o g e n   w e r d e n 	 5  C40;>AL  ?>;CG8BL  ?>;=CN  AB>8<>ABL	 I m p o s s i b i l e   o t t e n e r e   l ' i m p o r t o   t o t a l e 	 A4D  'D-5HD  9DI  E,EH9  'D13HE	 F a l h a   a o   o b t e r   a   t a r i f a   t o t a l 	 T o p l a m    c r e t i   a l m a   b a _a r 1s 1z 	 K h  n g   t h   t i   t n g   m c   p h  	 G a g a l   m e n d a p a t k a n   b i a y a   t o t a l 	 G a g a l   m e n d a p a t   y u r a n   k e s e l u r u h a n 	 	A	2	  6	A	2	M		  *	M	0	>	*	M	$	?	  .	G		  5	?	+	2		 	 	 	 A   t e l j e s   d  j   l e k  r  s e   n e m   s i k e r  l t 	 	 	 	 K a n   d e   t o t a l e   k o s t e n   n i e t   l e z e n 	 	 	 I m p o s i b i l   d e   o b ci n u t   s u m a   t o t a l 	 	 	       	 	 	 /1'A*  G2FG  D  F'EHAB  (H/	 	 	 								  		  				  							 	 	 	 	 	 	 	 	 K o n   n i e   a l   d i e   g e l d e   k r y   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   o b t e r   t a x a   t o t a l 
 
 S T R _ I D _ M E D P L Y _ K U R O _ F E E _ O N E _ F I L E 	 M E D P L Y 	 P O P U P C O N F I R M 	 p o s t f i x   1 	 y u a n   t o   a c t i v a t e .   S t a r t   a c t i v a t i n g ? 	 CQO0Y	 CQeg _0 _Y _	 +"'  @7H-@432@%5I  @#4H!2#@42#32? 	 y u a n   p a r a   a c t i v a r   e s t a   c a n c i  n ,    c o m e n z a r   a   a c t i v a r ? 	 y u a n   p o u r   a c t i v e r   c e t t e   c h a n s o n .   L a n c e r   l ' a c t i v a t i o n   ? 	 Y u a n ,   u m   d i e s e s   L i e d   z u   a k t i v i e r e n .   A k t i v i e r u n g   s t a r t e n ? 	 N0=L  4;O  0:B820F88  MB>9  ?5A=8.   0G0BL  0:B820F8N? 	 y u a n   p e r   a t t i v a r e   i l   b r a n o .   A v v i a r e   l ' a t t i v a z i o n e ? 	 JH'F  EB'(D  *F4J7  G0G  'D#:FJ).   (/!  'D*F4J7  	 y u a n   p a r a   a c t i v a r   e s t a   m  s i c a .   I n i c i a r   a   a c t i v a   o ? 	 b u   _a r k 1y 1  e t k i n l e _t i r m e k   y u a n .   E t k i n l e _t i r m e   b a _l a s 1n   m 1? 	 N D T     b t   b  i   h  t   n  y .   B t   u   b t ? 	 y u a n   u n t u k   m e n g a k t i f k a n   l a g u   i n i .   M u l a i   p e n g a k t i f a n ? 	 Y u a n   u n t u k   m e n g a k t i f k a n   l a g u   i n i .   M u l a   m e n g a k t i f k a n ? 	 /	A	5	>	(	  	8	  	@	$	  	K	  8		M	0	?	/	  	0	G		>	.   8		M	0	?	/		0	#	  6	A	0	B	  	0	G		? 	 	 	 	 j  a n   a   d a l   a k t i v  l  s  h o z .   I n d  t j a   a z   a k t i v  l  s t ? 	 	 	 	 y u a n   o m   d i t   l i e d   t e   a c t i v e r e n .   S t a r t e n   m e t   a c t i v e r e n ? 	 	 	 y u a n   p e n t r u   a c t i v a r e a   a c e s t e i   m e l o d i i .    n c e p e ci   a c t i v a r e a ? 	 	 	       .   ? 	 	 	 (1'  A9'D  3'.*F  'F  "GF  (G  H'F  F'2  '3*.   A9'D  3'2  ":'2  1//	 	 	 		  			  						  				  				  					d	  									  				  				? 	 	 	 	 	 	 	 	 	 j o e a n   o m   h i e r d i e   l i e d j i e   t e   a k t i v e e r .   B e g i n   m e t   a k t i v e r i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 y u a n   p a r a   a t i v a r   e s t a   m  s i c a .   I n i c i a r   a t i v a   o ? 
 
 S T R _ I D _ M E D P L Y _ K U R O _ F E E _ A L L 	 M E D P L Y 	 P O P U P C O N F I R M 	 p o s t f i x   2 	 y u a n   t o   a c t i v a t e   a l l   s o n g s .   S t a r t   a c t i v a t i n g ? 	 CQOhQLkf0Y	 CQeg _hQLkf0 _Y _	 +"'  @7H-@432@%1I+!  @#4H!2#@42#32? 	 y u a n   p a r a   a c t i v a r   t o d a s   l a s   c a n c i o n e s ,    c o m e n z a r   a   a c t i v a r ? 	 y u a n   p o u r   a c t i v e r   c e t t e   c h a n s o n .   L a n c e r   l ' a c t i v a t i o n   ? 	 Y u a n ,   u m   a l l e   L i e d e r   z u   a k t i v i e r e n .   A k t i v i e r u n g   s t a r t e n ? 	 N0=L  4;O  0:B820F88  2A5E  ?5A5=.   0G0BL  0:B820F8N? 	 y u a n   p e r   a t t i v a r e   t u t t i   i   b r a n i .   A v v i a r e   l ' a t t i v a z i o n e ? 	 JH'F  EB'(D  *F4J7  ,EJ9  'D#:'FJ.   (/!  'D*F4J7  	 y u a n   p a r a   a c t i v a r   t o d a s   a s   m  s i c a s .   I n i c i a r   a   a c t i v a   o ? 	 T  m   _a r k 1l a r 1  e t k i n l e _t i r m e k   y u a n .   E t k i n l e _t i r m e   b a _l a s 1n   m 1? 	 N D T     b t   m i   h  t   n  y .   B t   u   b t ? 	 y u a n   u n t u k   m e n g a k t i f k a n   s e m u a   l a g u .   M u l a i   p e n g a k t i f a n ? 	 Y u a n   u n t u k   m e n g a k t i f k a n   s e m u a   l a g u .   M u l a   m e n g a k t i f k a n ? 	 /	A	5	>	(	  8	-	@	  	@	$	K		  	K	  8		M	0	?	/	  	0	G		>	.   8		M	0	?	/		0	#	  6	A	0	B	  	0	G		? 	 	 	 	 j  a n   a z    s s z e s   d a l   a k t i v  l  s  h o z .   I n d  t j a   a z   a k t i v  l  s t ? 	 	 	 	 y u a n   o m   a l l e   l i e d e r e n   t e   a c t i v e r e n .   S t a r t e n   m e t   a c t i v e r e n ? 	 	 	 y u a n   p e n t r u   a c t i v a r e a   t u t u r o r   m e l o d i i l o r .    n c e p e ci   a c t i v a r e a ? 	 	 	       .   ? 	 	 	 (1'  A9'D  3'.*F  GEG  "GFG'  (G  H'F  F'2  '3*.   A9'D  3'2  ":'2  1//	 	 	 			  						  				  				  					d	  									  				  				? 	 	 	 	 	 	 	 	 	 j o e a n   o m   a l l e   l i e d j i e s   t e   a k t i v e e r .   B e g i n   m e t   a k t i v e r i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 y u a n   p a r a   a t i v a r   t o d a s   a s   m  s i c a s .   I n i c i a r   a t i v a   o ? 
 
 S T R _ I D _ M E D P L Y _ K U R O _ F E E _ P R E F I X 	 M E D P L Y 	 P O P U P C O N F I R M 	 p r e f i x 	 N e e d s 	  	  	 3@G	 N e c e s i d a d e s 	 B e s o i n s 	 B e d a r f 	 "@51>20=8O	 N e c e s s i t  	 'D'-*J','*	    n e c e s s  r i o 	 0h t i y a  l a r 	 C n 	 H a r u s 	 P e r l u 	 	0	B	0	$	G			 	 	 	 I g  n y 	 	 	 	 B e h o e f t e n 	 	 	 E s t e   n e v o i e 	 	 	 	 	 	 F'2  (G	 	 	 								 	 	 	 	 	 	 	 	 B e n o d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e c e s s i d a d e s 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ N E W E S T _ S O N G 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 n e w s o n g 	 N e w e s t   s o n g 	  gecL	  gecL	 @%C+!H5H*8	 C a n c i  n   m  s   r e c i e n t e 	 C h a n s o n   l a   p l u s   r  c e n t e 	 N e u e s t e s   L i e d 	 >28=:0	 B r a n o   p i    r e c e n t e 	 #-/+  #:FJ)	 M  s i c a   m a i s   r e c e n t e 	 E n   y e n i   _a r k 1	 B  i   h  t   m i   n h t 	 L a g u   t e r b a r u 	 L a g u   t e r b a r u 	 (	5	@	(	$	.	  	@	$		 	 	 	 L e g  j a b b   d a l 	 	 	 	 N i e u w s t e   l i e d 	 	 	 C e a   m a i   n o u   m e l o d i e 	 	 	   	 	 	 ,//*1F  "GF	 	 	 				  				 	 	 	 	 	 	 	 	 J o n g s t e   l i e d j i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a   m a i s   n o v a 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ A I R S O N G 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 a i r s o n g 	 A i r   s o n g 	  gej	  gePN	 @%-22(	 C a n c i  n   a  r e a 	 A i r 	 L i e d   a u s s t r a h l e n 	 5A=O  2  MD8@5	 B r a n o   A i r 	 #:FJ)  9DI  'DGH'!	 M  s i c a   e m i t i d a 	 ^a r k 1y 1  y a y 1n l a 	 B  i   h  t   t r c   t u y n 	 A i r   s o n g 	 P u t a r k a n   l a g u 	 	/	0	  8	>				 	 	 	 S u g  r z o t t   d a l 	 	 	 	 L u c h t   l i e d 	 	 	 M e l o d i e    n   d i r e c t 	 	 	   	 	 	 "GF	 	 	 				  							 	 	 	 	 	 	 	 	 R a d i o - l i e d j i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A i r   s o n g 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H O T S O N G 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 h o t s o n g 	 R e c o m m e n d 	  gqj	  gpPN	 A03	 R e c o m e n d a d a 	 R e c o m m a n d  	 E m p f o h l e n 	  5:><5=40F8O	 C o n s i g l i a 	 EH5I  (G	 R e c o m e n d a d o 	 T a v s i y e   e t 	 G i i   t h i u 	 D i s a r a n k a n 	 S y o r k a n 	 	(	A	6	>		8	>	  	0	G			 	 	 	 A j  n l  s 	 	 	 	 A a n b e v o l e n 	 	 	 R e c o m a n d a r e 	 	 	 	 	 	 ~4FG'/	 	 	 							  						 	 	 	 	 	 	 	 	 A a n b e v e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c o m e n d a r 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ P O P U L A R _ A R T I S T 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 a r t i s t 	 S i n g e r 	  gqLkKb	  gpLkKb	 1#I-	 C a n t a n t e 	 C h a n t e u r 	 S  n g e r 	 525F	 C a n t a n t e 	 'DE:FJ    	 A r t i s t a 	 ^a r k 1c 1	 C a   s )	 P e n y a n y i 	 P e n y a n y i 	 	>	/			 	 	 	  n e k e s 	 	 	 	 Z a n g e r 	 	 	 I n t e r p r e t 	 	 	 	 	 	 .H'FF/G	 	 	 					 	 	 	 	 	 	 	 	 S a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n t o r 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ R E C O M M E N D _ A L B U M 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 a l b u m 	 A l b u m 	  gq\/	  gpN	 -1%1I!	  l b u m 	 A l b u m 	 A l b u m 	 ;L1><	 A l b u m 	 'D#D(HE	  l b u m 	 A l b  m 	 A l b u m 	 A l b u m 	 A l b u m 	 	2	M	,	.		 	 	 	 A l b u m 	 	 	 	 A l b u m 	 	 	 A l b u m 	 	 	 	 	 	 "D(HE	 	 	 									 	 	 	 	 	 	 	 	 A l b u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l b u m 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ C O N F I R M _ P R E 	 M E D P L Y 	 P O P U P C O N F I R M 	 c o m f i r m   p r e 	 D o w n l o a d   f e e   	 N	(u	 N}9(u	 H22'LB+%	 L a   t a r i f a   p o r   d e s c a r g a 	 L e   c o  t   d u   t  l  c h a r g e m e n t 	 D o w n l o a d - G e b  h r 	 !B>8<>ABL  703@C7:8  	 I m p o r t o   p e r   d o w n l o a d 	 13HE  'D*F2JD	 A   t a r i f a   d e   t r a n s f e r  n c i a 	 0n d i r m e    c r e t i 	 P h    t i   v   	 B i a y a   d o w n l o a d 	 Y u r a n   m u a t   t u r u n 	 !	>			(	2	K	!	  6	A	2	M			 	 	 	 L e t  l t  s   d  j a 	 	 	 	 K o s t e n   v o o r   d o w n l o a d e n 	 	 	 T a x   d e   d e s c r c a r e 	 	 	     	 	 	 G2FG  ('11  	 	 	 							  			 	 	 	 	 	 	 	 	 A f l a a i k o s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a x a   d e   d o w n l o a d 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ C O N F I R M _ M I D 	 M E D P L Y 	 P O P U P C O N F I R M 	 c o m f i r m   m i d 	 i s 	 /f	 /f	 7-	 e s 	 e s t 	 i s t 	 A>AB02;O5B	  	 JCHF	  	 _u d u r 	 l  	 s e b e s a r 	 i a l a h 	 9	H		 	 	 	 : 	 	 	 	 i s 	 	 	 e s t e 	 	 	 	 	 	 EJ4H/	 	 	 			 	 	 	 	 	 	 	 	 i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ C O N F I R M _ L A S T 	 M E D P L Y 	 P O P U P C O N F I R M 	 c o m f i r m   l a s t 	 y u a n ,   c o n t i n u e ? 	 CQ|~~? 	 CQ~~	 +"',   3H-+#7-D!H? 	 y e n ,    c o n t i n u a r ? 	 y u a n ,   c o n t i n u e r ? 	 Y u a n ,   f o r t s e t z e n ? 	 N0=L.   @>4>;68BL? 	 y u a n ,   c o n t i n u a r e ? 	 JH'F.   '3*E1'1	 y u a n .   C o n t i n u a r ? 	 y u a n ,   d e v a m   e d i l s i n   m i ? 	 N D T ,   t i p   t c ? 	 y u a n ,   l a n j u t k a n ? 	 y u a n ,   t e r u s k a n ? 	 /	A		(	,   	>	0	@	  0		G		? 	 	 	 	 j  a n ,   f o l y t a t j a ? 	 	 	 	 y u a n ,   v e r d e r g a a n ? 	 	 	 y u a n ,   c o n t i n u a ci ? 	 	 	 ,   ? 	 	 	 H'F  9ED'*  '/'EG  '(/	 	 	 				,   				? 	 	 	 	 	 	 	 	 	 y u a n ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 y u a n ,   c o n t i n u a r ? 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ R E P L A C E 	 M E D P L Y 	 P O P U P C O N F I R M 	 r e p l a c e   e x i s t ? 	 R e p l a c e   e x i s t i n g   f i l e ? 	 fc]	gjHh	 fbc]	geN	 A5HD%L5H!5-"9HA%I'? 	  R e e m p l a z r   e l   a r c h i v o   e x i s t e n t e ? 	 R e m p l a c e r   l e   f i c h i e r   e x i s t a n t   ? 	 R e p l a c e   e x i s t i n g   f i l e ? 	 0<5=8BL  ACI5AB2CNI89  D09;? 	 S o s t i t u i r e   f i l e   e s i s t e n t e ? 	 '3*(/'D  'DEDA  'D-'DJ	 S u b s t i t u i r   o   f i c h e i r o   e x i s t e n t e ? 	 V a r   o l a n   d o s y a y 1  d e i _t i r ? 	 T h a y   t h   t p   t i n   h i n   c  ? 	 G a n t i   f i l e   y a n g   a d a ? 	 G a n t i k a n   f a i l   s e d i a   a d a ? 	 .	L		B	&	>	  +	>		2	  ,	&	2	G		? 	 	 	 	 L e c s e r  l i   a   m e g l  v Q  f  j l t ? 	 	 	 	 B e s t a a n d   b e s t a n d   v e r v a n g e n ? 	 	 	  n l o c u i ci   f i _i e r u l   e x i s t e n t ? 	 	 	     ? 	 	 	 ~1HF/G  CFHF  ,'2F  4H/	 	 	 								  				  												  					? 	 	 	 	 	 	 	 	 	 V e r v a n g   b e s t a a n d e   l  e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b s t i t u i r   a r q u i v o   e x i s t e n t e ? 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ C O N N E C T I N G 	 M E D P L Y 	 I C O N T E X T 	 c o n n e c t i n g 	 C o n n e c t i n g 	 #P}-N	 ck(Wޏc	 3%1@
7H-!H-	 C o n e c t  n d o s e 	 C o n n e x i o n   e n   c o u r s 	 W i r d   v e r b u n d e n 	 !>548=5=85	 C o n n e s s i o n e   i n   c o r s o 	 '*5'D	 A   l i g a r 	 B a l a n 1y o r 	 a n g   k t   n i 	 M e n y a m b u n g 	 M e n y a m b u n g 	 	(	G		M		  	0	  0	9	>	  9	H		 	 	 	 C s a t l a k o z  s   f o l y a m a t b a n 	 	 	 	 B e z i g   v e r b i n d i n g   t e   m a k e n 	 	 	 C o n e c t a r e    n   c u r s 	 	 	 	 	 	 /1-'D  *E'3	 	 	 					  							  						 	 	 	 	 	 	 	 	 V e r b i n d   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a n d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ W A I T I N G 	 M E D P L Y 	 I C O N T E X T 	 w a i t i n g 	 W a i t i n g 	 I{_-N	 ck(WI{_	 3%1#-	 E s p e r a n d o   	 A t t e n d e z 	 W a r t e n 	 6840=85	 I n   a t t e s a 	 'F*8'1	 A   a g u a r d a r 	 B e k l e n i y o r 	 a n g   i 	 M e n u n g g u 	 M e n u n g g u 	 *	M	0	$	@		M	7	>	  	0	  0	9	>	  9	H		 	 	 	 V  r a k o z  s 	 	 	 	 W a c h t e n 	 	 	 A _t e p t a ci 	 	 	 	 	 	 /1-'D  'F*8'1	 	 	 							  						 	 	 	 	 	 	 	 	 W a g   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g u a r d a n d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ P R O C E S S I N G 	 M E D P L Y 	 I C O N T E X T 	 p r o c e s s i n g 	 P r o c e s s i n g 	 Ut-N	 ck(WYt	 3%1#0!'%%	 P r o c e s a n d o 	 T r a i t e m e n t 	 W i r d   v e r a r b e i t e t 	 1@01>B:0	 E l a b o r a z i o n e   i n   c o r s o 	 ,'1M  'DE9'D,)	 A   p r o c e s s a r 	 0_l e n i y o r 	 a n g   x   l  	 M e m p r o s e s 	 M e m p r o s e s 	 8		8	>	'	(	  	0	  0	9	>	  9	H		 	 	 	 F e l d o l g o z  s 	 	 	 	 B e z i g   m e t   v e r w e r k e n 	 	 	 P r e l u c r a r e    n   c u r s 	 	 	 	 	 	 /1-'D  ~1/'24	 	 	 												  						 	 	 	 	 	 	 	 	 V e r w e r k   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c e s s a n d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ C O M P L E T E D 	 M E D P L Y 	 I C O N T E X T 	 c o m p l e t e d 	 C o m p l e t e d 	 [b	 [b	 *!9#L	 C o m p l e t a d o   	 T e r m i n  	 A b g e s c h l o s s e n 	 >B>2>	 C o m p l e t a t o 	 *E	 C o n c l u  d o 	 T a m a m l a n d 1	    h o  n   t t 	 S e l e s a i 	 S i a p 	 8		*	(	M	(		 	 	 	 K  s z 	 	 	 	 V o l t o o i d 	 	 	 F i n a l i z a t 	 	 	 	 	 	 *CEJD  4/	 	 	 							  						 	 	 	 	 	 	 	 	 V o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n c l u  d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ F A I L E D 	 M E D P L Y 	 I C O N T E X T 	 f a i l e d 	 F a i l e d 	 1YWe	 1Y%	 %I!@+%'	 F a l l  	 E c h e c 	 F e h l g e s c h l a g e n 	 @>87>H;0  >H81:0	 F a l l i t o 	 A4D	 F a l h o u 	 B a _a r 1s 1z 	 B   l i 	 G a g a l 	 G a g a l 	 5	?	+	2		 	 	 	 S i k e r t e l e n 	 	 	 	 M i s l u k t 	 	 	 E r o a r e 	 	 	 	 	 	 F'EHAB  (H/	 	 	 							 	 	 	 	 	 	 	 	 H e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ M A N A G E R 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 d o w n l o a d   m a n a g e r 	 D o w n l o a d   m a n a g e r 	 N	{t	 N}{t	 1'12#2'LB+%	 A d m i n i s t r a d o r   d e   d e s c a r g a s 	 G e s t i o n n a i r e   d e   t  l  c h a r g e m e n t 	 D o w n l o a d - M a n a g e r 	 5=5465@  703@C7:8	 G e s t i o n e   d o w n l o a d 	 E/J1  'D*F2JD	 G e s t o r   d e   t r a n s f e r  n c i a s 	 0n d i r m e   y  n e t i c i s i 	 Q u n   l    t i   v 	 M a n a j e r   d o w n l o a d 	 P e n g u r u s   m u a t   t u r u n 	 !	>			(	2	K	!	  .	H	(	G		0		 	 	 	 L e t  l t  s k e z e l Q	 	 	 	 D o w n l o a d b e h e e r 	 	 	 A d m i n i s t r a t o r   d e s c r c a r e 	 	 	   	 	 	 E/J1  /'FDH/	 	 	 							  										 	 	 	 	 	 	 	 	 A f l a a i b e s t u u r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e r e n c i a d o r   d e   d o w n l o a d 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ C L U B 	 M E D P L Y 	 I C O N T E X T 	 c l u b 	 C l u b 	 Oj	 OPN	 %1	 D i s c o   	 C l u b 	 C l u b 	 ;C1	 C l u b 	 F'/J	 C l u b e 	 K l  p 	 C L B 	 C l u b 	 K e l a b 	 	M	2	,		 	 	 	 K l u b 	 	 	 	 C l u b 	 	 	 C l u b 	 	 	 	 	 	 DH~	 	 	 						 	 	 	 	 	 	 	 	 K l u b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l u b e 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ K U R O S O N G 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 k u r o s o n g 	 K u r o   s o n g 	 wjLkf	 wPNLkf	 @%9B#	 C a n c i  n   K u r o 	 C h a n s o n   K u r o 	 K u r o - L i e d 	 5A=O  K u r o 	 B r a n o   K u r o 	 #:FJ)  CH1H	 M  s i c a   K u r o 	 K u r o   _a r k 1s 1	 B  i   h  t   k u r o 	 K u r o   s o n g 	 K u r o   s o n g 	 	M	/	B	0	K	  8	>				 	 	 	 K u r o - d a l 	 	 	 	 K u r o - l i e d 	 	 	 M e l o d i e   K u r o 	 	 	   	 	 	 "GF  H1H	 	 	 				  							 	 	 	 	 	 	 	 	 K u r o - l i e d j i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a   K u r o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ A L L _ S O N G S 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 a l l   s o n g s 	 A l l   s o n g s 	 hQLkf	 hQLkf	 @%1I+!	 T o d a s   l a s   c a n c i o n e s   	 T o u t e s   l e s   c h a n s o n s 	 A l l e   L i e d e r 	 A5  ?5A=8	 T u t t i   i   b r a n i 	 ,EJ9  'D#:'FJ	 T o d a s   a s   m  s i c a s 	 T  m   _a r k 1l a r 	 M i   b  i   h  t 	 S e m u a   l a g u 	 S e m u a   l a g u 	 8	-	@	  	@	$		 	 	 	  s s z e s   d a l 	 	 	 	 A l l e   l i e d e r e n 	 	 	 T o a t e   m e l o d i i l e 	 	 	   	 	 	 GEG  "GF  G'	 	 	 			  							 	 	 	 	 	 	 	 	 A l l e   l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d a s   a s   m  s i c a s 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ P R E S E T _ S O N G S 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 p r e s e t   s o n g s 	 P r e s e t   s o n g s 	 nLkf	 nLkf	 @%5HC+I!2%H'+I2	 C a n c i o n e s   p r e d e t e r m i n a d a s 	 C h a n s o n s   p r   t a b l i e s 	 V o r e i n g e s t e l l t e   L i e d e r 	 040==K5  ?5A=8	 B r a n i   p r e i m p o s t a t i 	 'D#:'FJ  'DE6(H7)  EO3(BK'	 M  s i c a s   p r e d e f i n i d a s 	  n c e d e n   a y a r l 1  _a r k 1l a r 	 B  i   h  t   c  i   s n 	 L a g u   s t a n d a r 	 P r a s e t   l a g u 	 	@	$	  *	M	0	@	8	G		  	0	G			 	 	 	 E l Qr e   b e  l l  t o t t   d a l o k 	 	 	 	 V o o r i n g e s t e l d e   l i e d e r e n 	 	 	 M e l o d i i   p r e s t a b i l i t e 	 	 	     	 	 	 "GFG'  '2~4  *9F  4/G	 	 	 							  							 	 	 	 	 	 	 	 	 V o o r a f   i n g e s t e l d e   l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  s i c a s   p r e d e f i n i d a s 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ S O N G S 	 M E D P L Y 	 T I T L E ,   I C O N T E X T 	 d o w n l o a d   s o n g s 	 D o w n l o a d   s o n g s 	 N	Lkf	 N}Lkf	 2'LB+%@%	 D e s c a r g a r   c a n c i o n e s 	 T  l  c h a r g e r   l e s   c h a n s o n s 	 L i e d e r   h e r u n t e r l a d e n 	 03@C78BL  ?5A=8	 S c a r i c a   b r a n i 	 *F2JD  'D#:'FJ	 T r a n s f e r i r   m  s i c a s 	 ^a r k 1l a r 1  i n d i r 	 B  i   h  t   t i   v 	 D o w n l o a d   l a g u 	 M u a t   t u r u n   l a g u 	 	@	$	  !	>			(	2	K	!	  	0	G			 	 	 	 D a l o k   l e t  l t  s e 	 	 	 	 L i e d e r e n   d o w n l o a d e n 	 	 	 D e s c r c a r e   m e l o d i i 	 	 	   	 	 	 ('11  "GFG'	 	 	 						  							  				  	 	 	 	 	 	 	 	 	 A f l a a i - l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   m  s i c a s 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ A C T I V A T E _ Q U I C K L Y 	 M E D P L Y 	 I C O N T E X T 	 a c i t i v a t e d   q u i c k l y 	 A c t i v a t e   q u i c k l y 	 _	 _ _	 @432-"H2@#G'	 A c t i v a r   r  p i d a m e n t e 	 A c t i v e r   r a p i d e m e n t 	 S c h n e l l   a k t i v i e r e n 	 KAB@0O  0:B820F8O	 A t t i v a   r a p i d a m e n t e 	 *F4J7  31J9	 A c t i v a r   r a p i d a m e n t e 	 H 1z l a   e t k i n l e _t i r 	 B t   n h a n h 	 A k t i f k a n   d e n g a n   c e p a t 	 A k t i f k a n   d e n g a n   s e g e r a 	 $	@	5	M	0	$	>	  8	G	  8		M	0	?	/	  	0	G			 	 	 	 G y o r s   a k t i v  l  s 	 	 	 	 S n e l   a c t i v e r e n 	 	 	 A c t i v a r e   r a p i d 	 	 	   	 	 	 A9'D  3'2  319	 	 	 					  						  					 	 	 	 	 	 	 	 	 A k t i v e e r   v i n n i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r   r a p i d a m e n t e 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ A C T I V A T E _ A S K 	 M E D P L Y 	 P O P U P C O N F I R M 	 a c i t i v a t e d ? 	 A c t i v a t e ? 	 	  _	 @432? 	  A c t i v a r ? 	 A c t i v e r   ? 	 A k t i v i e r e n ? 	 :B82. ? 	 A t t i v a r e ? 	 *F4J7	 A c t i v a r ? 	 E t k i n l e _t i r ? 	 B t ? 	 A k t i f k a n ? 	 A k t i f k a n ? 	 8		M	0	?	/	  	0	G		? 	 	 	 	 A k t i v  l  s ? 	 	 	 	 A c t i v e r e n ? 	 	 	 A c t i v a ci ? 	 	 	 ? 	 	 	 A9'D3'2  'F,'E  4H/	 	 	 						  					? 	 	 	 	 	 	 	 	 	 A k t i v e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r ? 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ A D D _ T O _ P L A Y L I S T 	 M E D P L Y 	 I C O N T E X T 	 a d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 ReQd>enU	 mR0Rd>eRh	 @4H!%C@%"L%4*L	 A  a d i r   a   l i s t a   d e   r e p r o d u c c i  n   	 A j o u t e r      l a   l i s t e   d e   l e c t u r e 	 Z u r   W i e d e r g a b e l i s t e   h i n z u f  g e n 	 >1028BL  2  ?;59;8AB	 A g g i u n g i   a l l a   p l a y l i s t 	 %6'A)  %DI  B'&E)  'D*4:JD	 A d i c i o n a r      l i s t a   d e   r e p r o d u   o 	  a l m a   l i s t e s i n e   e k l e 	 T h  m   v  o   d . s  c h   n h c 	 T a m b a h k a n   k e   d a f t a r   l a g u 	 T a m b a h   k e p a d a   s e n a r a i   m a i n 	 *	M	2	G	2	?	8	M		  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a   j  t  k l i s t  h o z 	 	 	 	 A a n   a f s p e e l l i j s t   t o e v o e g e n 	 	 	 A d u g a r e   l a   l i s t a   d e   r e d a r e 	 	 	     	 	 	 'A2H/F  (G  AG13*  ~.4	 	 	 									  			  					 	 	 	 	 	 	 	 	 V o e g   b y   s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r      l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ A D D _ A N D _ P L A Y 	 M E D P L Y 	 I C O N T E X T 	 a d d   a n d   p l a y 	 A d d   a n d   p l a y 	 ReQd>enUd>e	 mRd>eRhd>e	 @4H!A%0@%H	 A  a d i r   y   r e p r o d u c i r 	 A j o u t e r   e t   l i r e 	 H i n z u f  g e n   u n d   w i e d e r g e b e n 	 >1028BL  8  2>A?@>8725AB8	 A g g i u n g i   e   r i p r o d u c i 	 %6'A)  H*4:JD	 A d i c i o n a r   e   r e p r o d u z i r 	 E k l e   v e   o y n a t 	 T h  m   v    p h  t 	 T a m b a h k a n   d a n   p u t a r 	 T a m b a h   d a n   m a i n 	 	K	!	<	G		  	0	  *	M	2	G	  	0	G			 	 	 	 H o z z  a d  s    s   l e j  t s z  s 	 	 	 	 T o e v o e g e n   e n   a f s p e l e n 	 	 	 A d u g a r e   _i   r e d a r e 	 	 	   	 	 	 'A2H/F  H  ~.4  1/F	 	 	 			  				  			  						 	 	 	 	 	 	 	 	 V o e g   b y   e n   s p e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   e   r e p r o d u z i r 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ A D D _ T O 	 M E D P L Y 	 T I T L E 	 a d d   t o 	 A d d   t o 	 ReQ	 mR0R	 @4H!%C	 A  a d i r   a   	 A j o u t e r    	 H i n z u f  g e n   z u 	 >1028BL  2	 A g g i u n g i   a 	 %6'A)  %DI  	 A d i c i o n a r   p a r a 	 E k l e   	 T h  m   v  o 	 T a m b a h k a n   k e 	 T a m b a h   k e p a d a   	 .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   e h h e z 	 	 	 	 T o e v o e g e n   a a n 	 	 	 A d u g a r e   l a 	 	 	   	 	 	 'A2H/F  (G	 	 	 			  					 	 	 	 	 	 	 	 	 V o e g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   e m 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D E L E T E _ A S K 	 M E D P L Y 	 P O P U P C O N F I R M 	 d e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 -0A? 	 E l i m i n a r ? 	 S i l ? 	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  						? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r ? 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D L I S T _ W A I T I N G 	 M E D P L Y 	 P O P U P 	 U p d a t i n g 	 U p d a t i n g 	 fe-N	 ck(Wfe	 3%1-1@	 A c t u a l i z a n d o   	 M i s e      j o u r   e n   c o u r s 	 W i r d   a k t u a l i s i e r t 	 1=>2;5=85	 A g g i o r n a m e n t o   i n   c o r s o 	 ,'1M  'D*-/J+	 A   a c t u a l i z a r 	 G  n c e l l e n i y o r 	 a n g   c p   n h t 	 M e m p e r b a r u i 	 M e n g e m a s k i n i 	 	&	M	/	$	(	  	0	  0	9	>	  9	H		 	 	 	 F r i s s  t  s 	 	 	 	 B i j w e r k e n 	 	 	 A c t u a l i z a r e    n   c u r s 	 	 	 	 	 	 /1-'D  (1H213'F	 	 	 					  						 	 	 	 	 	 	 	 	 W e r k   t a n s   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a n d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ S Y S 	 M E D P L Y 	 P O P U P 	 a y s t e m   e r r o r 	 S y s t e m   e r r o r 	 |q}/	 |~	 #04%2	 E r r o r   d e l   s i s t e m a   	 E r r e u r   s y s t  m e 	 S y s t e m f e h l e r 	 !8AB5<=0O  >H81:0	 E r r o r e   d i   s i s t e m a 	 .7#  AJ  'DF8'E	 E r r o   d e   s i s t e m a 	 S i s t e m   h a t a s 1	 L i   h   t h n g 	 S i s t e m   s a l a h 	 R a l a t   s i s t e m 	 8	?	8	M		.	  $	M	0	A		?		 	 	 	 R e n d s z e r h i b a 	 	 	 	 S y s t e e m f o u t 	 	 	 E r o a r e   s i s t e m 	 	 	   	 	 	 .7'  /1  33*E	 	 	 								  							 	 	 	 	 	 	 	 	 S t e l s e l f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d o   s i s t e m a 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ A I R L O A D _ T I M E O U T 	 M E D P L Y 	 P O P U P 	 t i m e   o u t 	 C o n n e c t i o n   t i m e o u t 	 #cBf	 ޏce	 2#@
7H-!H-@'%2+!	 T i e m p o   d e   e s p e r a   d e   c o n e x i  n   a g o t a d o 	 D u r  e   d e   c o n n e x i o n    c o u l  e 	 V e r b i n d u n g s t i m e o u t 	 045@6:0  A>548=5=8O	 T i m e o u t   c o n n e s s i o n e 	 'F*G*  EGD)  'D'*5'D	 T e m p o   d e   l i g a   o   e x c e d i d o 	 B a l a n t 1  z a m a n   a _1m 1n a   u r a d 1	 T m   d n g   k t   n i 	 W a k t u   s a m b u n g a n   h a b i s 	 S a m b u n g a n   t a m a t   m a s a 	 	(	G		M	
 6	(	  	>	  8	.	/	  8	.	>	*	M	
 $		 	 	 	 I d Qt  l l  p  s   a   k a p c s o l a t b a n 	 	 	 	 T i m e o u t   b i j   v e r b i n d i n g 	 	 	 E x p i r a r e   c o n e c t a r e 	 	 	     	 	 	 EGD*  '1*('7  *E'E  4/	 	 	 					  							  			  					 	 	 	 	 	 	 	 	 V e r b i n d i n g   i s   v e r s t r e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   e s g o t a d o   d e   c o n e x  o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ A I R L O A D _ F I L E _ O P 	 M E D P L Y 	 P O P U P 	 i n t e r n a l   f i l e   e r r o r 	 I n t e r n a l   f i l e   e r r o r 	 gQ萔jHh/	 Q萇eN	 D%L 2"C4%2	 E r r o r   i n t e r n o   d e l   a r c h i v o 	 E r r e u r   d e   f i c h i e r   i n t e r n e 	 I n t e r n e r   D a t e i f e h l e r 	 =CB@5==OO  >H81:0  D09;0	 E r r o r e   f i l e   i n t e r n o 	 .7#  /'.DJ  AJ  'DEDA  	 E r r o   d e   f i c h e i r o   i n t e r n o 	 D a h i l i   d o s y a   h a t a s 1	 L i   t p   t i n   c c   b 	 K e s a l a h a n   f i l e   i n t e r n a l 	 R a l a t   f a i l   d a l a m a n 	 		$	0	?		  +	>		2	  $	M	0	A		?		 	 	 	 B e l s Q  f  j l h i b a 	 	 	 	 I n t e r n e   b e s t a n d s f o u t 	 	 	 E r o a r e   i n t e r n   f i _i e r 	 	 	     	 	 	 .7'  /1  ~1HF/G  /'.D	 	 	 											  					  							 	 	 	 	 	 	 	 	 I n t e r n e   l  e r f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   a r q u i v o   i n t e r n o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ A I R L O A D _ C O N T E X T _ F O R M A T 	 M E D P L Y 	 P O P U P 	 p a r s e r   e r r o r 	 F a i l e d   t o   p a r s e 	 ㉐g1YWe	 ㉐g1Y%	 D!H*2!2##02"	 N o   s e   p u d o   a n a l i z a r 	 E c h e c   d ' a n a l y s e 	 K o n n t e   n i c h t   a n a l y s i e r t   w e r d e n 	 5  C40;>AL  ?@>0=0;878@>20BL	 A n a l i s i   n o n   r i u s c i t a 	 A4D  'D*-DJD	 F a l h a   a o   a n a l i s a r 	   z  m l e n e m e d i 	 K . t h   p h  n   t  c h 	 G a g a l   m e m - p a r s i n g 	 G a g a l   m e n g h u r a i 	 *	&	5	M	/	>		M	/	>	  .	G		  	8	+	2		 	 	 	 A z   e l e m z  s   s i k e r t e l e n 	 	 	 	 K a n   n i e t   p a r s e n 	 	 	 A n a l i z   n e r e u _i t 	 	 	     	 	 	 *,2G  F'EHAB  (H/	 	 	 					  				  							 	 	 	 	 	 	 	 	 K o n   n i e   o n t l e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a n a l i s a r 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ A I R L O A D _ A D D _ D L _ T A S K 	 M E D P L Y 	 P O P U P 	 a d d   t o   d o w n l o a d   t a s k   e r r o r 	 F a i l e d   t o   a d d   d o w n l o a d   t a s k 	 ReQN	NR1YWe	 mRN}NR1Y%	 D!H*2!2#@4H!2#2'LB+%2	 N o   s e   p u d o   a g r e g a r   t a r e a   d e   d e s c a r g a 	 E c h e c   d ' a j o u t   d e   t  c h e   d e   t  l  c h a r g e m e n t 	 D o w n l o a d - A u f g a b e   k o n n t e   n i c h t   h i n z u g e f  g t   w e r d e n 	 5  C40;>AL  7040GC  703@C7:8	 A g g i u n t a   d i   a t t i v i t    d i   d o w n l o a d   n o n   r i u s c i t a 	 A4D  %6'A)  EGE)  *F2JD	 F a l h a   a o   a d i c i o n a r   a   t a r e f a   d e   t r a n s f e r  n c i a 	 0n d i r m e   g  r e v i   e k l e n e m e d i 	 K h  n g   t h   t h  m   t h a o   t  c   t i   v 	 G a g a l   m e n a m b a h k a n   t u g a s   d o w n l o a d 	 G a g a l   m e n a m b a h   t u g a s   m u a t   t u r u n 	 !	>			(	2	K	!	  	>	0	M	/	  	K	!	<	(	G	  .	G		  	8	+	2		 	 	 	 A   f e l a d a t   l e t  l t  s e   s i k e r t e l e n 	 	 	 	 K a n   d e   t a a k   n i e t   d o w n l o a d e n 	 	 	 A d u g a r e   n e r e u _i t   s a r c i n   d e s c r c a r e 	 	 	       	 	 	 'A2H/F  9ED'*  ('11  F'EHAB  (H/	 	 	 									  			  					  				  							 	 	 	 	 	 	 	 	 K o n   n i e   a f l a a i t a a k   b y v o e g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   a d i c i o n a r   t a r e f a   d e   d o w n l o a d 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ A I R L O A D _ I N V A L I D _ I N D E X 	 M E D P L Y 	 P O P U P 	 i n v a l i d   i n d e x 	 I n v a l i d   i n d e x 	 !qHe"}_	 eHe"}_	 1
5D!H9I-	  n d i c e   i n v  l i d o 	 I n d e x   i n v a l i d e 	 U n g  l t i g e r   I n d e x 	 525@=K9  8=45:A	 I n d i c e   n o n   v a l i d o 	 AG13  :J1  5'D-	  n d i c e   i n v  l i d o 	 G e  e r s i z   d i z i n 	 C h   m c   k . h p   l 	 I n d e k s   t i d a k   v a l i d 	 I n d e k s   t a k   s a h 	 	.	>	(	M	/	  		!	G		M	8		 	 	 	  r v  n y t e l e n   i n d e x 	 	 	 	 O n g e l d i g e   i n d e x 	 	 	 I n d e x   n e v a l i d 	 	 	     	 	 	 FE'JG  F'E9*(1	 	 	 				  								 	 	 	 	 	 	 	 	 O n g e l d i g e   i n d e k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  n d i c e   i n v  l i d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 1 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 M e d i a   p l a y e r   i s   c o m b i n e d   m u s i c   d o w n l o a d   w i t h   m u s i c   &   K T V   p l a y b a c k ,   c u r r e n t   v e r s i o n   i s   v 	 ZԚd>ehV/fƖjd>eK T V d>ejN	e NvYRd>ehVvuMRHr,gpV 	 ZSOd>ehV/fƖPNd>eK T V d>ePNN}N NvYRd>ehVS_MRHr,g:NV 	 @#7H-@%H@%  @G2#*!*22#2'LB+%@%1@%  &   2#@%H  K T V ,   @'-#L
1H1817-  v 	 E l   r e p r o d u c t o r   d e   m  s i c a   c o m b i n a   l a   d e s c a r g a   d e   m  s i c a   c o n   l a   m  s i c a   y   l a   r e p r o d u c c i  n   K T V ,   l a   v e r s i  n   a c t u a l   e s   v 	 L e   l e c t e u r   d e   m u s i q u e   c o m b i n e   l e   t  l  c h a r g e m e n t   d e   l a   m u s i q u e   e t   l a   l e c t u r e   d e   m u s i q u e   e t   d e   K T V .   L a   v e r s i o n   a c t u e l l e   e s t   l a 	 M u s i k - P l a y e r   i s t   k o m b i n i e r t e r   M u s i k - D o w n l o a d   m i t   M u s i k -   &   K T V - W i e d e r g a b e ,   a k t u e l l e   V e r s i o n   i s t   v 	 C7K:0;L=K9  ?@>83@K20B5;L  >1J548=O5B  2  A515  703@C7:C  <C7K:8,   <C7K:C  8  2>A?@>872545=85  K T V ,   B5:CI0O  25@A8O  v 	 I l   l e t t o r e   m u s i c a l e      u n   c o m b i n a z i o n e   d i   m u s i c a   s c a r i c a t a   e   r i p r o d u z i o n e   d i   m u s i c a   e   K T V ,   l a   v e r s i o n e   a t t u a l e      v 	 J,E9  EO4:D  'DEH3JBI  (JF  %EC'FJ)  *F2JD  'DEH3JBI  H%EC'FJ)  *4:JD  'DEH3JBI  H*DA2JHF  C'1JHCJ  ( K T V   ) ,   'D%5/'1  'D-'DJ  GH  v 	 O   l e i t o r   d e   m  s i c a   c o m b i n a   a   t r a n s f e r  n c i a   d e   m  s i c a   e   a   r e p r o d u   o   d e   K T V .   A   v e r s  o   a c t u a l    	 M  z i k    a l 1c 1  m  z i k   i n d i r m e y i   K T V   o y n a t 1m 1  i l e   b i r l e _t i r m e k t e d i r ,   m e v c u t   s  r  m 	 M  y   n g h e   n h c   c   k t   h p   t i   n h c   v i   p h  t   l i   n h c   &   K T V ;   p h i  n   b n   h i n   h  n h   l    v 	 P e m u t a r   m u s i k   b e r i s i   g a b u n g a n   m u s i k   y a n g   d i - d o w n l o a d   d e n g a n   m u s i k   &   p e m u t a r a n   K T V ,   v e r s i   t e r k i n i   a d a l a h   v 	 P e m a i n   m u z i k   a d a l a h   g a b u n g a n   m u a t   t u r u n   m u z i k   d e n g a n   m u z i k   &   l a t a r   K T V ,   v e r s i   s e m a s a   a d a l a h   v 	 .	M	/	B		<	?		  *	M	2	G	/	0	  8			@	$	  	0	  K T V   *	M	2	G	,	H		  	G	  8	>	%	  .	M	/	B		<	?		  !	>			(	2	K	!	  	>	  .	?	6	M	0	#	  9	H	,   .	L		B	&	>	  8		8	M		0	#	  v   9	H		 	 	 	 Z e n e l e j  t s z    z e n e l e t  l t  s s e l    s   z e n e - ,   i l l e t v e   K T V - l e j  t s z  s s a l   k o m b i n  l v a ,   a k t u  l i s   v e r z i  :   v 	 	 	 	 M u z i e k s p e l e r   i s   g e c o m b i n e e r d e   d o w n l o a d   m e t   m u z i e k   &   K T V - a f s p e l e n ,   h u i d i g e   v e r s i e   i s   v 	 	 	 A p l i c a ci a   d e   r e d a r e   a   m e l o d i i l o r    m b i n   f u n c ci a   d e   d e s c r c a r e   a   m e l o d i i l o r   c u   f u n c ci a   d e   r e d a r e   a   m e l o d i i l o r   _i   a   a p l i c a ci e i   K T V ;   v e r s i u n e   c u r e n t   v 	 	 	                   K T V   .         v 	 	 	 ~.4  FF/G  EH3B  "E2G  '  '3*  '2  ('11  EH3B  (GE1'G  ~.4  EH3B  H  K T V   F3.G  FHF  (1F'EG  v   E('4/	 	 	 						  							  						  			  						  											  				  						  									  						  					,   							  						  			  v 	 	 	 	 	 	 	 	 	 M u s i e k s p e l e r   i s   g e k o m b i n e e r d e   a f l a a i m u s i e k   m e t   m u s i e k   e n   K T V - t e r u g s p e e l ,   h u i d i g e   w e e r g a w e   i s   v 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   d i s p o s i t i v o   d e   m  s i c a   c o m b i n a   d o w n l o a d   d e   m  s i c a   c o m   r e p r o d u   o   d e   m  s i c a   e   K T V ,   a   v e r s  o   a t u a l      v 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 2 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 \ n 1 . M e n u   i t e m s   o f   b i l l b o a r d ,   n e w   s o n g s ,   a n d   c l u b   r e q u i r e   G P R S   s u p p o r t ;   p l e a s e   c o n t a c t   l o c a l   t e l e c o m   o p e r a t o r s   r e g a r d i n g   t h i s . \ n 2 . G P R S   t r a f f i c   f r o m   b r o w s i n g   t h e   m e n u   i t e m s   o f   b i l l b o a r d ,   n e w   s o n g s ,   c l u b   a n d   d o w n l o a d i n g   w i l l   b e   c h a r g e d   b y   l o c a l   t e l e c o m   o p e r a t o r s .   	 \ n 1 0 gecL0 geLkf0Ojkv G P R S /ec*gG P R S v(u6bˊbvu0WyRKqFU0\ n 2 0p gecL0 geLkfkv0OjSN	Lkf@b"uuvG P R S Amϑ1uKqFU6eS0	 \ n 1 0 gecL0 geLkf0OPNhv G P R S /ec*g _G P R S v(u7bTS_0WyRЏ%FU0\ n 2 0Omȉ gecL0 geLkfhv0OPNSN}Lkf@bNuvG P R S Amϑ91uЏ%FU6eS0	 \ n 1 . #2"2#@!9-4%-#L,   @%C+!H,   A%0%1  3@GI-!52#*1*8  G P R S ;   B#4H-9IC+I#42#B#(1LC#0@(@5H"'1@#7H-5I\ n 2 . H2C
I  G P R S   22#@#5"9#2"2#@!9-4%-#L,   @%C+!H,   %1  A%02#2'LB+%094H2C
IH2"B"9IC+I#42#B#(1LC#0@(  	 \ n 1 . L o s   e l e m e n t o s   d e   m e n u   d e   l a   c a r t e l e r a ,   l a s   c a n c i o n e s   n u e v a s   y   d i s c o   n e c e s i t a n   c o m p a t i b i l i d a d   G P R S ;   p o r   f a v o r   c o n t a c t e   a   l o s   o p e r a d o r e s   l o c a l e s   r e s p e c t o   a   e s t o . \ n 2 . E l   t r  f i c o   G P R S   a l   n a v e g a r   e n   l o s   e l e m e n t o s   d e   m e n    d e   l a   c a r t e l e r a ,   l a s   n u e v a s   c a n c i o n e s ,   d i s c o   y   l a   d e s c a r g a   t i e n e n   u n   c o s t o   p o r   l o s   o p e r a d o r e s   d e   t e l e c o m u n i c a c i o n e s   l o c a l e s   .   	 \ n 1 .   L e s    l  m e n t s   d u   m e n u   d e   l '  c r a n   p u b l i c i t a i r e ,   l e s   n o u v e l l e s   c h a n s o n s ,   e t   l e   c l u b   n  c e s s i t e n t   l e   s u p p o r t   d u   G P R S ;   v e u i l l e z   c o n t a c t e r   v o s   o p  r a t e u r s   t  l  c o m s   l o c a u x   c o n c e r n a n t   c e l a . \ n 2 .   L e   t r a f i c   G P R S   p r o v e n a n t   d e   l a   n a v i g a t i o n   d e s    l  m e n t s   d u   m e n u   d e   l '  c r a n   p u b l i c i t a i r e ,   d e s   n o u v e l l e s   c h a n s o n s ,   d u   c l u b   e t   l e   t  l  c h a r g e m e n t   s e r o n t   f a c t u r  s   p a r   l e s   o p  r a t e u r s   t  l  c o m   l o c a u x . 	 \ n 1 . M e n  e l e m e n t e   v o n   W e r b e t e x t e n ,   n e u e   L i e d e r   u n d   C l u b   e r f o r d e r n   G P R S - U n t e r s t  t z u n g ;   w e n d e n   S i e   s i c h   d i e s b e z  g l i c h   a n   d i e   T e l e k o m - D i e n s t a n b i e t e r   v o r   O r t . \ n 2 . G P R S - V e r k e h r   a u f g r u n d   v o n   D u r c h s u c h e n   v o n   M e n  e l e m e n t e n   v o n   W e r b e t e x t e n ,   n e u e n   L i e d e r ,   C l u b   u n d   D o w n l o a d s   w i r d   v o n   T e l e k o m - D i e n s t a n b i e t e r n   v o r   O r t   m i t   G e b  h r e n   b e l e g t .   	 \ n 1 . ;O  M;5<5=B>2  <5=N  4>A:8  >1JO2;5=89,   =>2KE  ?5A5=  8  :;C10  =5>1E>48<0  ?>445@6:0  G P R S ;   A2O68B5AL  A  <5AB=K<  >?5@0B>@><  <>18;L=>9  A2O78  ?>  MB><C  2>?@>AC. \ n 2 . 5AB=K9  >?5@0B>@  <>18;L=>9  A2O78  =07=0G05B  ?;0BC  70  G P R S   B@0D8:  703@C7:C  8  ?@8  ?@>A<>B@5  M;5<5=B>2  <5=N  4>A:8  >1JO2;5=89,   =>2KE  ?5A5=  8  :;C10.   	 \ n 1 . L e   v o c i   d e l   m e n u   b i l l b o a r d ,   i   n u o v i   b r a n i   e   c l u b   r i c h i e d o n o   s u p p o r t o   G P R S ;   c o n t a t t a r e   g l i   o p e r a t o r i   l o c a l i   p e r   l e   t e l e c o m u n i c a z i o n i   a l   r i g u a r d o . \ n 2 . I l   t r a f f i c o   G P R S   p e r   l a   v i s u a l i z z a z i o n e   d e l l e   v o c i   d e l   m e n u   b i l l b o a r d ,   i   n u o v i   b r a n i ,   c l u b   e   i l   d o w n l o a d   s a r    a d d e b i t a t o   d a g l i   o p e r a t o r i   l o c a l i   p e r   l e   t e l e c o m u n i c a z i o n i . 	 / n 1 - **7D(  9F'51  B'&E)  DH-)  'D%9D'F'*  H'D#:'FJ  'D,/J/)  H'DF'/J  /9E  G P R S .   JO1,I  'D'*5'D  (E4:DJ  'D'*5'D'*  'DE-DJJF  D9ED  0DC. \ n 2 - -J+  JA16  G$D'!  'DE4:DJF  13HE  FBD  (J'F'*  G P R S   9F/  '3*91'6  9F'51  B'&E)  DH-)  'D%9D'F'*  H'D#:'FJ  'D,/J/)  H'DF'/J  H*F2JDG'. 	 \ n 1 . O s   i t e n s   d o   m e n u   t a b e l a ,   n o v a s   m  s i c a s   e   c l u b e   r e q u e r e m   l i g a   o   G P R S ;   c o n t a c t e   o   s e u   o p e r a d o r   d e   t e l e c o m u n i c a   e s   p a r a   o b t e r   m a i s   i n f o r m a   e s . \ n 2 . O   t r  f e g o   G P R S   o r i g i n a d o   p e l a   n a v e g a   o   n o   i t e n s   d o   m e n u   t a b e l a ,   n o v a s   m  s i c a s ,   c l u b e   e   a   t r a n s f e r  n c i a   s e r    c o b r a d a   p e l o s   o p e r a d o r e s   d e   t e l e c o m u n i c a   e s . 	 \ n 1 .   0l a n   p a n o s u n u n   m e n    m a d d e l e r i ,   y e n i   _a r k 1l a r ,   v e   k l  p   G P R S   d e s t e i   g e r e k t i r m e k t e d i r ;   b u n u n l a   i l g i l i   o l a r a k   l  t f e n   y e r e l   t e l e k o m   i _l e t m e c i l e r i y l e   g  r  _ n .   \ n 2 .   0l a n   p a n o s u   m e n    m a d d e l e r i n e ,   y e n i   _a r k 1l a r a ,   k l  p e   b a k m a k t a n   v e   i n d i r m e k t e n   d o a n   G P R S   t r a f i i   y e r e l   t e l e k o m   i _l e t m e c i l e r i   t a r a f 1n d a n   m a k b u z   e d i l e c e k t i r . 	 \ n 1 . C  c   m c   m e n u   c a   b n g   t h  n g   b  o ,   b  i   h  t   m i   v    c  u   l c   b   c n   c    s   h   t r   G P R S ;   h  y   l i  n   h   v i   c  c   n h    k h a i   t h  c   v i n   t h  n g   a   p h n g   l i  n   q u a n   n   i u   n  y . \ n 2 . L u   l n g   G P R S   t   v i c   d u y t   c  c   m c   m e n u   c a   b n g   t h  n g   b  o ,   b  i   h  t   m i ,   c  u   l c   b   v    h o t   n g   t i   s   c   t  n h   p h    b i   c  c   n h    k h a i   t h  c   v i n   t h  n g   a   p h n g .   	 \ n 1 . I t e m   m e n u   b i l l b o a r d ,   l a g u   b a r u ,   d a n   c l u b   m e m e r l u k a n   d u k u n g a n   G P R S ;   h u b u n g i   o p e r a t o r   t e l e k o m u n i k a s i   s e t e m p a t   t e n t a n g   h a l   i n i . \ n 2 . L a l u   l i n t a s   G P R S   k a r e n a   m e n e l u s u r i   i t e m   m e n u   b i l l b o a r d ,   l a g u   b a r u ,   c l u b ,   d a n   d o w n l o a d   a k a n   d i k e n a k a n   b i a y a   o l e h   o p e r a t o r   t e l e k o m u n i k a s i   A n d a .   	 \ n 1 . B u t i r a n   m e n u   b i l l b o a r d ,   l a g u - l a g u   b a r u ,   d a n   k e l a b   m e m e r l u k a n   s o k o n g a n   G P R S ;   s i l a   h u b u n g i   p e n g e n d a l i   t e l e k o m   t e m p a t a n   s e h u b u n g a n   i n i . \ n 2 . T r a f i k   G P R S   d a r i   m e n y e m a k   s e i m b a s   b u t i r a n   m e n u   b i l l b o a r d ,   l a g u - l a g u   b a r u ,   k e l a b   d a n   m e m u a t   t u r u n   a k a n   d i k e n a k a n   b a y a r a n   o l e h   p e n g e n d a l i   t e l e k o m   t e m p a t a n .   	 \ n 1 . ,	?	2	,	K	0	M	!	,   (		  	@	$	K		  	0	  	M	2	,	  	G	  .	G	(	M	/	B	  			.	M	8	  	K	  G P R S   8	.	0	M	%	(	  	@	  	0	B	0	$	  9	H	;   	8	  ,	>	0	G	  .	G		  	C	*	/	>	  8	M	%	>	(	@	/	  	G	2	@		I	.	  8			>	2		K		  8	G	  8		*	0	M		  	0	G		. \ n 2 . ,	?	2	,	K	0	M	!	,   (		  	@	$	K		,   	M	2	,	  	0	  !	>			(	2	K	!	?			  	G	  .	G	(	M	/	B	  			.	M	8	  	@	  ,	M	0	>				<	?			  8	G	  G P R S   	M	0	H	+	?		  	G	  2	?		  8	M	%	>	(	@	/	  	G	2	@		I	.	  8			>	2		K		  &	M	5	>	0	>	  6	A	2	M		  2	?	/	>	  	>			>	. 	 	 	 	 \ n 1 . A   s l  g e r l i s t a ,    j   d a l o k    s   a   k l u b   m e n  e l e m e i   G P R S - t  m o g a t  s t   i g  n y e l n e k .   E z t   i l l e t Qe n   v e g y e   f e l   a   k a p c s o l a t o t   a   h e l y i   t  v k  z l  s i   s z o l g  l t a t  v a l . \ n 2 . A   s l  g e r l i s t a ,    j   d a l o k    s   a   k l u b   m e n  e l e m e i n e k   t a l l  z  s  v a l    s   a   l e t  l t  s s e l   k a p c s o l a t o s   G P R S - f o r g a l o m   d  j a   a   h e l y i   t  v k  z l  s i   s z o l g  l t a t  k   d  j s z a b  s a   s z e r i n t   f i z e t e n d Q. 	 	 	 	 \ n 1 .   M e n u o b j e c t e n   v a n   a a n p l a k b i l j e t ,   n i e u w e   l i e d e r e n   e n   c l u b   h e b b e n   G P R S - o n d e r s t e u n i n g   n o d i g .   N e e m   h i e r v o r   c o n t a c t   o p   m e t   d e   p l a a t s e l i j e k   t e l e f o o n b e d r i j v e n . \ n 2 .   G P R S - v e r k e e r   b i j   h e t   b a l d e r e n   d o o r   d e   m e n u o b j e c t e n   v a n   a a n p l a k b i l j e t ,   n i e u w e   l i e d e r e n ,   c l u b   e n   d o w n l o a d   w o r d t   d o o r   h e t   p l a a t s e l i j k e   t e l e f o o n b e d r i j f   i n   r e k e n n i g   g e b r a c h t . 	 	 	 \ n 1 . A r t i c o l e l e   T o p , M e l o d i i   n o i   _i   C l u b   d i n   m e n i u   n e c e s i t   a p l i c a ci a   G P R S ;   c o n t a c t a ci   o p e r a t o r i i   l o c a l i   d e   t e l e c o m u n i c a ci i   p e n t r u   a c e a s t   p r o b l e m . \ n 2 . U t i l i z a r e a   a p l i c a ci e i   G P R S   p e n t r u   c u t a r e a    n   a r t i c o l e l e   T o p ,   M e l o d i i   n o i ,   C l u b   _i   D e s c r c a r e   d i n   m e n i u   v a   f i   t a x a t   d e   c t r e   o p e r a t o r i i   l o c a l i   d e   t e l e c o m u n i c a ci i .   	 	 	 \ n 1 .         ,                 G P R S ;                 . \ n 2 .       G P R S             ,                   . 	 	 	 / n 1 . EH'1/  1H  EFH  *'(DH  '9D'F'*  "GFG'  ,//  H  DH~  F'2EF/  ~4*('F  G P R S   G3*F/  D7A'  /15H1*  //F  'F  ~'E  ('  '~1'*H1  E.'(1'*  E-D  .H/  *E'3  (1/. / n 2 . *1'A  G R P S   F'4  '2  E1H1  EH'1/  EFH  *'(DH  '9D'F'*  "GFG'  ,//  DH~  H  ('11  *H37  '~1'*H1  E.'(1'*  E-D  4'1  E4HF/.   	 	 	 \ n   	  								,   				  			  	  							  						  							  				  							  								  							;   							  				  							  						  									  				  							  				d	\ n   	  							  						  							  								,   				  			,   							  						  					  						  	  									  				  								  								  					  					 	 	 	 	 	 	 	 	 \ n 1 . K i e s l y s i t e m s   o o r   r e k l a m e b o r d ,   n u w e   l i e d j i e s ,   e n   k l u b   v e r e i s   G P R S - o n d e r s t e u n i n g ;   k o n t a k   a s s e b l i e f   p l a a s l i k e   t e l e k o m - o p e r a t e u r s   h i e r o o r . \ n 2 . G P R S - v e r k e e r   a . g . v .   r o n d b l a a i   i n   d i e   k i e s l y s i t e m s   v i r   r e k l a m e b o r d ,   n u w e   l i e d j i e s ,   k l u b   e n   a f l a a i p r o s e s ,   s a l   d e u r   p l a a s l i k e   t e l e k o m - o p e r a t e u r s   g e h e f   w o r d . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n 1 .   I t e n s   d e   m e n u   d e   b i l l b o a r d ,   n o v a s   m  s i c a s   e   c l u b e   r e q u e r e m   s u p o r t e   a   G P R S ;   e n t r e   e m   c o n t a t o   c o m   a s   o p e r a d o r a s   d e   t e l e c o m u n i c a   o   l o c a i s   s o b r e   i s s o . \ n 2 .   O   t r  f e g o   G P R S   p r o v e n i e n t e   d a   p r o c u r a   d e   i t e n s   d e   m e n u   d o   b i l l b o a r d ,   n o v a s   m  s i c a s ,   c l u b e   e   d o w n l o a d   s e r    c o b r a d o   p e l a s   o p e r a d o r a s   d e   t e l e c o m u n i c a   o   l o c a i s .   
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 3 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 \ n 3 . T h e   s o n g s   p r o v i d e d   f o r   d o w n l o a d i n g   a r e   M P 3   q u a l i t y   w i t h   3 D   s u r r o u n d - s o u n d   e f f e c t .   E a c h   f i l e   s i z e   i s   a r o u n d   6 0 0 K   t o   1 0 0 0 K   b y t e s ,   G P R S   m o b i l e   p h o n e   p a c k a g e   a r e   h i g h l y   r e c o m m e n d e d   t o   s a v e   d o w n l o a d i n g   c o s t . 	 \ n 3 0,gߎԚcOvN	LkfhQ萡c(um p 3 03 D t^~HejHh'Y\}p6 0 0 - 1 0 0 0 K p{wN	b,g^p(u6bG P R S WY0	 \ n 3 0,goNcOvN}LkfhQǑ(um p 3 (03 D s~HeeN'Y\~:N6 0 0 - 1 0 0 0 K :NwN}b,g^(u7b _G P R S WY0	 \ n 3 . @%5H!5C+I*3+#12#2'LB+%!58 2#01  M P 3   #I-!@-@GL@*5"@-#L#2'L  3 D   AH%0D%L!52#0!2  6 0 0 K   6  1 0 0 0 K   DL,   A03C+I*!1#A@  G P R S   B"@	20  @7H-#0+"1H2C
IH2"C2#2'LB+%	 \ n 3 . L a s   c a n c i o n e s   s u m i n i s t r a d a s   p a r a   d e s c a r g a   t i e n e n   u n a   c a l i d a d   M P 3   c o n   u n   e f e c t o   d e   s o n i d o   e n v o l v e n t e   e n   3   d i m e n s i o n e s .   C a d a   a r c h i v o   t i e n e   u n   t a m a  o   a p r o x i m a d o   d e   6 0 0 K   a   1 0 0 0 K   b y t e s ,   s e   r e c o m i e n d a   e l   p a q u e t e   d e   t e l  f o n o s   m  v i l e s   G P R S   p a r a   a h o r r a r   l o s   c o s t o s   p o r   d e s c a r g a . 	 \ n 3 .   L e s   c h a n s o n s   d o n n  e s   p o u r   l e   t  l  c h a r g e m e n t   s o n t   d e   q u a l i t    M P 3   a v e c   u n   e f f e t   s u r r o u n d   3 D .   C h a q u e   t a i l l e   d e   f i c h i e r   f a i t      p e u   p r  s   6 0 0 K b      1 0 0 0 K b .   L e s   p r o g i c i e l s   G P R S   p o u r   m o b i l e   s o n t   c h a u d e m e n t   r e c o m m a n d  s   p o u r    c o n o m i s e r   l e s   c o  t s   d e   t  l  c h a r g e m e n t . 	 \ n 3 . D i e   f  r   d e n   D o w n l o a d   b e r e i t g e s t e l l t e n   L i e d e r   s i n d   i n   M P 3 - Q u a l i t  t   m i t   3 D - S u r r o u n d - S o u n d e f f e k t .   J e d e   D a t e i   b e l  u f t   s i c h   a u f   c a .   6 0 0   K B   b i s   1 0 0 0   K B ;   d a s   G P R S - M o b i l t e l e f o n p a k e t   w i r d   z u r   E i n s p a r u n g   v o n   D o w n l o a d - K o s t e n   s e h r   e m p f o h l e n . 	 \ n 3 . ;O  703@C7:8  4>ABC?=K  ?5A=8  M P 3   :0G5AB20  A  MDD5:B><  3 D - 72C:0.   064K9  D09;  8<55B  @07<5@  ?@8<5@=>  >B  6 0 0   4>  1 0 0 0   1.   'B>1K  AM:>=><8BL  @0AE>4K  =0  703@C7:C,   =0AB>OB5;L=>  @5:><5=4C5BAO  8A?>;L7>20BL  G P R S - ?0:5B  4;O  <>18;L=>3>  B5;5D>=0. 	 \ n 3 . I   b r a n i   f o r n i t i   p e r   i l   d o w n l o a d   s o n o   d i   q u a l i t    M P 3   c o n   e f f e t t i   a u d i o   s u r r o u n d   a   3 D .   L e   d i m e n s i o n i   d i   c i a s c u n   f i l e   s o n o   d i   c i r c a   6 0 0   K b y t e      1 0 0 0   K b y t e ;   p e r   r i s p a r m i a r e   s u i   c o s t i   d e l   d o w n l o a d   s i   c o n s i g l i a   d i   c o n t r a t t a r e   u n   p a c c h e t t o   p e r   t e l e f o n i   c e l l u l a r i   G P R S . 	 \ n 3 - 'D#:'FJ  'DEO*'-)  DD*F2JD  *CHF  (,H/)  M P 3   H(E$+1'*  5H*  E-J7  +D'+J  'D#(9'/.   J*1'H-  -,E  CD  EDA  E'(JF  6 0 0   %DI  1 0 0 0   CJDH('J*,   JH5I  (4/)  9DI  '3*./'E  -2E)  'DG'*A  'DE-EHD  G P R S   DD'B*5'/  AJ  *C'DJA  'D*F2JD. 	 \ n 3 . A s   m  s i c a s   d i s p o n i b i l i z a d a s   p a r a   t r a n s f e r  n c i a   t  m   q u a l i d a d e   d e   M P 3   c o m   e f e i t o   d e   s o m   s u r r o u n d   3 D .   C a d a   f i c h e i r o   t e m   c e r c a   d e   6 0 0 K   a   1 0 0 0 K   b y t e s ,   r e c o m e n d a - s e   a   u t i l i z a   o   d e   l i g a   o   d e   d a d o s   p o r   p a c o t e s   G P R S ,   p a r a   r e d u z i r   o s   c u s t o s   d e   t r a n s f e r  n c i a .   	 \ n 3 .   0n d i r m e y e   s u n u l a n   _a r k 1l a r   3 D   s u r r o u n d - s e s   e f e k t i n e   s a h i p   M P 3   k a l i t e s i n d e d i r .   H e r   d o s y a   b o y u t u   y a k l a _1k   6 0 0 K   i l a   1 0 0 0 K   b y t e   a r a s 1n d a d 1r ,   i n d i r m e    c r e t i n i   a z a l t m a k   i  i n   G P R S   c e p   t e l e f o n u   p a k e t l e r i n i   t a v s i y e   e d e r i z . 	 \ n 3 . C  c   b  i   h  t   c   c u n g   c p     t i   v   l    c h t   l n g   M P 3   v i   h i u   n g    m   t h a n h   t  i   h i n   3 D .   M i   c   t p   t i n   k h o n g   t   6 0 0 K   -   1 0 0 0 K   b y t e ,   g  i   i n   t h o i   d i   n g   G P R S   c   k h u y  n   d  n g     t i t   k i m   c h i   p h    t i . 	 \ n 3 . L a g u   y a n g   t e r s e d i a   u n t u k   d i - d o w n l o a d   b e r k u a l i t a s   M P 3   d e n g a n   e f e k   s u a r a   s u r r o u n d   3 D .   S e t i a p   u k u r a n   f i l e   b e r k i s a r   a n t a r a   6 0 0 K   h i n g g a   1 0 0 0 K   b y t e ,   p a k e t   p o n s e l   G P R S   s a n g a t   d i s a r a n k a n   u n t u k   m e n g h e m a t   b i a y a   d o w n l o a d . 	 \ n 3 . L a g u - l a g u   y a n g   d i s e d i a k a n   u n t u k   d i m u a t   t u r u n   a d a l a h   b e r k u a l i t i   M P 3   d e n g a n   k e s a n   b u n y i   s e k e l i l i n g   3 D .   S a i z   s e t i a p   f a i l   l e b i h   k u r a n g   6 0 0 K   h i n g g a   1 0 0 0 K   b a i t ,   p a k e j   t e l e f o n   m u d a h   a l i h   G P R S   a m a t   d i s y o r k a n   u n t u k   m e n j i m a t   k o s   m e m u a t   t u r u n . 	 \ n 3 . !	>			(	2	K	!	?			  	G	  2	?		  *	M	0	&	$	M	$	  	@	$	  3 D   8	0	>				!	  8	>				!	  *	M	0	-	>	5	  5	>	2	G	  M P 3   	A	#	5	$	M	$	>	  	G	  	@	$	  9	H		.   *	M	0	$	M	/	G		  +	>		2	  		>	0	  2		-		  6 0 0 K   8	G	  1 0 0 0 K   ,	>			M	8	  9	H	,   !	>			(	2	K	!	?			  2	>		$	  	K	  ,		>	(	G	  	G	  2	?		  G P R S   .	K	,	>		2	  +	K	(	  *	H		G		  	@	  	,	0	&	8	M	$	  	(	A	6		8	>	  	@	  	>	$	@	  9	H	. 	 	 	 	 \ n 3 . A   l e t  l t  s r e   r e n d e l k e z  s r e    l l    d a l o k   M P 3   m i n Qs  g qe k   3 D   s u r r o u n d   h a n g h a t  s s a l .   A z   e g y e s   f  j l o k   m  r e t e   k b .   6 0 0 K      1 0 0 0 K   b  j t ,   e z  r t   G P R S   m o b i l t e l e f o n   s z o l g  l t a t  s   j a v a s o l t   a   l e t  l t  s i   k  l t s  g e k   m e g k  m  l  s e    r d e k  b e n . 	 	 	 	 \ n 3 .   D e   l i e d e r e n   o m   t e   d o w n l a o d e n   h e b b e n   m p 3 - k w a l i t e i t   m e t   3 d - o m g e v i n g s g e l u i d .   E l k   b e s t a n d   i s   o n g e v e e r   6 0 0      1 0 0 0   k b   g r o o t .   E e n   p a k k e t   m e t   m o b i e l e   t e l e f o o n   e n   G P R S   w o r d t   a a n b e v o l e n   o m   d e   k o s t e n   v a n   h e t   d o w n l o a d e n   l a a g   t e   h o u d e n . 	 	 	 \ n 3 . M e l o d i i l e   c a r e   p o t   f i   d e s c r c a t e   s u n t   m e l o d i i   M P 3   c u   e f e c t e   s o n o r e   d e   t i p   3 D   s u r r o u n d .   F i e c a r e   f i _i e r   a r e   o   d i m e n s i u n e   c u p r i n s    n t r e   6 0 0 . 0 0 0   _i   1 . 0 0 0 . 0 0 0   o c t e ci ;   v   r e c o m a n d m   p a c h e t u l   G P R S   p e n t r u   t e l e f o a n e   m o b i l e   p e n t r u   r e d u c e r e a   c o s t u r i l o r   d e   d e s c r c a r e . 	 	 	 \ n 3 .           M P 3           .             -  6 0 0     1 0 0 0   .           G P R S         . 	 	 	 / n 3 . "G*G'  '1'&G  4/G  (1'  ('11  /'1'  A*  M P 3   H  ,DHG  3H1'F/  3G  (9/  G3*F/.   'F/'2G  G1  '2  ~1HF/G  G'  -/H/  6 0 0   *'  1 0 0 0   DH('*  (H/G  H  '2F1H  (1'  'G4  G2FG  ('11  ~,  *DAF  GE1'G  G P R S   '/'  *H5G  E4H/. 	 	 	 \ n 	  									  				  									  			  					  										  			  			  								  						  						  							d	  							  						  				  					  			  				  				  				  					d	  							  			  						  				  								  						  			  							  					  					  			d		 	 	 	 	 	 	 	 	 \ n 3 . D i e   l i e d j i e s   w a t   v i r   a f l a a i   v e r s k a f   w o r d   i s   M P 3 - k w a l i t e i t   m e t   3 D   s i r k e l k l a n k - e f f e k .   E l k e   l  e r   i s   o m t r e n t   6 0 0 K b   t o t   1 0 0 0 K b   g r o o t ,   G P R S   s e l f o o n p a k k e t   w o r d   s t e r k   a a n b e v e e l   o m   a f l a a i k o s t e s   t e   s p a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n 3 . A s   m  s i c a s   f o r n e c i d a s   p a r a   d o w n l o a d   s  o   d e   q u a l i d a d e   M P 3   c o m   e f e i t o   d e   s o m   3 D   s u r r o u n d .   C a d a   a r q u i v o   t e m   t a m a n h o   d e   c e r c a   d e   6 0 0 K   a   1 0 0 0 K   b y t e s ,   o   p a c o t e   d e   t e l e f o n e   m  v e l   G P R S      a l t a m e n t e   r e c o m e n d a d o   p a r a   s a l v a r   n o   c u s t o   d e   d o w n l o a d . 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 4 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 \ n 4 . T h e   d o w n l o a d e d   s o n g s   w i l l   b e   s a v e d   t o   / / K u r o S o n g   d i r e c t o r y   i n   t h e   m o b i l e   d e v i c e   o r   f l a s h   c a r d .   U s e   f i l e   m a n a g e r   t o   b r o w s e   t h e   d o w n l o a d e d   s o n g s . \ n 5 . S o m e   o f   t h e   p r e - l o a d e d   s o n g s   o n l y   p r o v i d e   1 5   s e c o n d s   p r e v i e w ,   a c t i v a t i o n   i s   n e e d e d   t o   l i s t e n   t o   t h e   f u l l   t r a c k . 	 \ n 4 0N	LkfOX[MOnKb_jbX[2QaS- > K u r o S o n g v0SNjHh{t~b0RN	vj0\ n 5 0RnvLkfPcO}1 5 y|i_f} MbShQf6e}0	 \ n 4 0N}LkfOX[MOnKb:gbX[PaS- > K u r o S o n g vU_0SǏeN{t~b0RN}vPN0\ n 5 0RnvLkfNcO~1 5 y|i_Ջ,T  _MbShQ6e,T0	 \ n 4 . @%5H2'LB+%!2091@GD"1D@#-#5  / / K u r o S o n g   C-8#L!7-7-  +#7-A%
2#L  C
I1'12#D%L@7H-@#5"9@%5H2'LB+%!2\ n 5 . @%5HB+%C+I%H'+I22@%  @G@%*3+#1%-1'2!"2'  1 5   '425  6H3@GI-!52#@432@7H-1@G!@%	 \ n 4 . L a s   c a n c i o n e s   d e s c a r g a d a s   s e   g u a r d a r  n   e n   e l   d i r e c t o r i o   / / K u r o S o n g   d e l   d i s p o s i t i v o   m  v i l   o   e n   l a   t a r j e t a   f l a s h .   U s e   e l   a d m i n i s t r a d o r   d e   a r c h i v o s   p a r a   v i s u a l i z a r   l a s   c a n c i o n e s   d e s c a r g a d a s . \ n 5 . A l g u n a s   d e   l a s   c a n c i o n e s   p r e c a r g a d a s   s u m i n i s t r a n   s o l a m e n t e   1 5   s e g u n d o s   d e   s o n i d o ,   s e   n e c e s i t a   a c t i v a r l a s   p a r a   p o d e r   e s c u c h a r   l a   p i s t a   c o m p l e t a . 	 \ n 4 .   L e s   c h a n s o n s   t  l  c h a r g  e s   s e r o n t   e n r e g i s t r  s   d a n s   l e   d o s s i e r   / / K u r o S o n g   d a n s   l ' a p p a r e i l   m o b i l e   o u   d a n s   l a   c a r t e   f l a s h .   U t i l i s e z   l e   g e s t i o n n a i r e   d e   f i c h i e r   p o u r   n a v i g u e r   p a r m i   l e s   f i c h i e r s   t  l  c h a r g  s . \ n 5   C e r t a i n e s   d e s   c h a n s o n s   p r    c h a r g  e s   n e   f o n t   q u e   1 5   s e c o n d e s ,   l ' a c t i v a t i o n   e s t   n  c e s s a i r e   p o u r    c o u t e r      l a   p i s t e   c o m p l  t e . 	 \ n 4 . D i e   h e r u n t e r g e l a d e n e n   L i e d e r   w e r d e n   i m   V e r z e i c h n i s   / / K u r o S o n g   a u f   d e m   M o b i l g e r  t   o d e r   d e r   F l a s h - K a r t e   a b g e l e g t .   D u r c h s u c h e n   S i e   d i e   h e r u n t e r g e l a d e n e n   L i e d e r   m i t   d e m   D a t e i - M a n a g e r . \ n 5 . E i n i g e   i m   v o r a u s   g e l a d e n e   L i e d e r   b i e t e n   n u r   e i n e   1 5   S e k u n d e n   l a n g e   V o r s c h a u ,   A k t i v i e r u n g   i s t   e r f o r d e r l i c h ,   u m   d i e   g e s a m t e   S p u r   a n z u h  r e n . 	 \ n 4 . 03@C65==K5  ?5A=8  A>E@0=ONBAO  2  ?0?:C  / / K u r o S o n g   =0  <>18;L=><  CAB@>9AB25  8;8  D;MH- :0@B5.   ;O  ?@>A<>B@0  703@C65==KE  ?5A5=  8A?>;L7C9B5  <5=5465@  D09;>2. \ n 5 . 5:>B>@K5  87  ?@5420@8B5;L=>  703@C65==KE  ?5A5=  ?@54>AB02;ONB  B>;L:>  1 5   ?@>1=KE  A5:C=4,   GB>1K  ?@>A;CH0BL  2AN  ?5A=N  =5>1E>48<0  0:B820F8O. 	 \ n 4 . I   b r a n i   s c a r i c a t i   v e r r a n n o   s a l v a t i   n e l l a   d i r e c t o r y   / / K u r o S o n g   d e l   d i s p o s i t i v o   m o b i l e   o   s u   s c h e d a   f l a s h .   U s a r e   i l   F i l e   M a n a g e r   p e r   s f o g l i a r e   i   b r a n i   s c a r i c a t i . \ n 5 . A l c u n i   b r a n i   p r e c a r i c a t i   f o r n i s c o n o   s o l o   u n ' a n t e p r i m a   d i   1 5   s e c o n d i ;      n e c e s s a r i a   l ' a t t i v a z i o n e   p e r   a s c o l t a r e   l ' i n t e r a   t r a c c i a . 	 / n 4 - 3J*E  -A8  'D#:'FJ  'D*J  *E  *F2JDG'  AJ  /DJD  / / K u r o S o n g   AJ  'D,G'2  'DE-EHD  #H  (7'B)  'DAD'4.   '3*./E  E/J1  'DEDA'*  D'3*91'6  'D#:'FJ  'D*J  *E  *F2JDG'. / n 5 - D'  *OB/E  (96  'D#:'FJ  'DE-ED)  3HI  E9'JF)  DE/)  1 5   +'FJ)  AB7,   HJD2E  'D*F4J7  -*I  JECF  'D'3*E'9  DDE3'1  ('DC'ED. 	 \ n 4 . A s   m  s i c a s   t r a n s f e r i d a s   s e r  o   g u a r d a d a s   n o   d i r e c t  r i o   / / K u r o S o n g   n o   t e l e m  v e l   o u   c a r t  o   d e   m e m  r i a .   U t i l i z e   o   g e s t o r   d e   f i c h e i r o s   p a r a   p r o c u r a r   a s   m  s i c a s   t r a n s f e r i d a s . \ n 5 . A l g u m a s   d a s   m  s i c a s   p r  - c a r r e g a d a s   t  m   a p e n a s   1 5   s e g u n d o s   d e   p r  - v i s u a l i z a   o ,   s e r    n e c e s s  r i o   e f e c t u a r   a   a c t i v a   o   p a r a   o u v i r   a   f a i x a   c o m p l e t a . 	 \ n 4 .   0n d i r i l e n   _a r k 1l a r   c e p   t e l e f o n u n d a k i   v e y a   f l a _  k a r t t a k i   / / K u r o S o n g   d i z i n i n e   k a y d e d i l i r .   0n d i r i l e n   _a r k 1l a r a   b a k m a k   i  i n   d o s y a   y  n e t i c i s i n i   k u l l a n 1n . \ n 5 .  n c e d e n   y  k l e n e n   _a r k 1l a r 1n   b a z 1l a r 1  s a d e c e   1 5   s a n i y e    n i z l e m e   s a l a r ,   t  m   _a r k 1y 1  d i n l e m e k   i  i n   e t k i n l e _t i r m e y e   g e r e k   v a r d 1r . 	 \ n 4 . C  c   b  i   h  t   t i   v   s   c   l u   v  o   / / T h   m u c   K u r o S o n g   t r o n g   t h i t   b   d i   n g   h a y   t h   f l a s h .   D  n g   q u n   l    t p   t i n     d u y t   t  m   c  c   b  i   h  t      t i   v . \ n 5 . M t   s   b  i   h  t   c   t i   s n   c h   c h o   p h  p   x e m   t r c   1 5   g i  y ,   c n   p h i   k  c h   h o t     n g h e   t o  n   b   b  i   h  t . 	 \ n 4 . L a g u   y a n g   d i - d o w n l o a d   a k a n   t e r s i m p a n   d a l a m   d i r e k t o r i   / / K u r o S o n g   d i   p e r a n g k a t   s e l u l e r   a t a u   k a r t u   f l a s h .   G u n a k a n   m a n a j e r   f i l e   u n t u k   m e n e l u s u r i   l a g u   y a n g   d i - d o w n l o a d . \ n 5 . B e b e r a p a   l a g u   y a n g   t e l a h   d i m u a t   h a n y a   m e m b e r i k a n   p r a t i n j a u   s e l a m a   1 5   d e t i k .   A n d a   h a r u s   m e n g a k t i f k a n n y a   a g a r   d a p a t   m e n d e n g a r k a n   t r e k   t e r s e b u t   s e c a r a   l e n g k a p . 	 \ n 4 . L a g u - l a g u   y a n g   d i m u a t   t u r u n   a k a n   d i s i m p a n   d i   d i r e k t o r i     / / K u r o S o n g   d a l a m   p e r a n t i   m u d a h   a l i h   a t a u   k a d   i m b a s a n .   G u n a k a n   p e n g u r u s   f a i l   u n t u k   s e m a k   s e i m b a s   l a g u - l a g u   y a n g   d i m u a t   t u r u n . \ n 5 .   S e s e t e n g a h   l a g u   y a n g   d i p r a - m u a t   h a n y a   m e n a w a r k a n   p r a p a n d a n g   s e l a m a   1 5   s a a t ,   p e n g a k t i f a n   d i p e r l u k a n   u n t u k   m e n d e n g a r   k e p a d a   r u n u t   s e p e n u h n y a . 	 \ n 4 . !	>			(	2	K	!	  	?		  		  	@	$	K		  	K	  .	K	,	>		2	  		*		0	#	  .	G		  	M	/	B	0	K	8	>			  !	>	/	0	G		M		0	@	  	%	5	>	  +	M	2	H	6	  	>	0	M	!	  .	G		  8	9	G		>	  	>			>	.   !	>			(	2	K	!	  	?		  		  	@	$	K		  	K	  ,	M	0	>				<	  	0	(	G	  	G	  2	?		  +	>		2	  .	H	(	G		0	  	8	M	$	G	.	>	2	  	0	G		. \ n 5 . 	A		  *	M	0	@	2	K	!	G	!	  	@	$	  	G	5	2	  1 5   8	G		G		!	  	>	  *	B	0	M	5	>	5	2	K		(	  *	M	0	&	>	(	  	0	$	G	  9	H		,   *	B	0	>	  	@	$	  8	A	(	(	G	  	G	  2	?		  8		M	0	?	/		0	#	  	@	  	5	6	M	/		$	>	  9	H	. 	 	 	 	 \ n 4 . A   l e t  l t  t t   d a l o k   m e n t  s e   a   m o b i l e s z k  z   v a g y   f l a s h   k  r t y a   / / K u r o S o n g   k  n y v t  r  b a n   t  r t  n i k   m e g .   H a s z n  l j a   a   f  j l k e z e l Qt   a   l e t  l t  t t   d a l o k   t a l l  z  s  h o z . \ n 5 . N  m e l y i k   e l Qr e   b e t  l t  t t   d a l   c a s k   1 5   m p   b e l e h a l l g a t  s t   t e s z   l e h e t Qv  .   A k t i v  l  s   s z  k s  g e s   a   t e l j e s   z e n e s z  m   m e g h a l l g a t  s  h o z . 	 	 	 	 \ n 4 .   D e   g e d o w n l o a d e   l o e d e r e n   w o r d e n   o p g e s l a g e n   i n   d e   m a p   / / K u r o s o n g   i n   h e t   m o b i e l e   a p p a r a a t   o f   o p   d e   f l a s h k a a r t .   M e t   h e t   b e s t a n d s b e h e e r   k u n t   u y   b l a d e r e n   d o o r   d e   g e d o w n l o a d e   l i e d e r e n . \ n 5 .   S o m m i g e   v a n   d e   v o o r g e l a d e n   l i e d e r e n   d u r e n   s l e c h t s   1 5   s e c o n d e n   v o o r   d e   v o o r b e s c h o u w i n g ,   w a a r b i j   a c t i v e r i n g   n o d i g   i s   o m   h e t   v o l l e d i g e   s p o o r   t e   b e l u i s t e r e n . 	 	 	 \ n 4 . M e l o d i i l e   d e s c r c a t e   v o r   f i   s a l v a t e    n   d i r e c t o r u l   / / K u r o S o n g   d e   p e   t e l e f o n u l   m o b i l   s a u   d e   p e   c a r d u l   d e   m e m o r i e .   U t i l i z a ci   a d m i n i s t r a t o r u l   d e   f i _i e r e   p e n t r u   a   c u t a   m e l o d i i l e   d e s c r c a t e . \ n 5 . U n e l e   d i n t r e   m e l o d i i l e    n c r c a t e    n   p r e a l a b i l   p o t   f i   e x a m i n a t e   t i m p   d e   1 5   s e c u n d e ;   p e n t r u   a   a s c u l t a    n t r e a g a   p i e s ,   t r e b u i e   s   a c t i v a ci   a p l i c a ci a . 	 	 	 \ n 4 .         / / K u r o S o n g           f l a s h .               . \ n 5                   1 5   .             . 	 	 	 / n 4 . "GFG'  ('11  4/G  /1  ~H4G  / / K u r o S o n g   EH,H/  /1  H4  '  '1*  AD4  0.1G  E4HF/.   (1'  E1H1  "GFG'  ('11  4/G  '2  E/1  ~1HF/G  '3*A'/G  F/. / n 5 . (1.  '2  "GFG'  ~4  ('11  4/G  *FG'  1 5   +'FG  ~4  FE'4  /'4*G  H  (1'  H4  /'/F  (G  "GF  'ED  F'2  (G  A9'D  3'2  /'1F/. 	 	 	 \ n 	  										  			  						  					  		  					  							  / / 						  											  								  			d	  										  			  						  				  				  									  							  				d	  \ n 	  						  				  			  				  				  			  		  									  							  						  				,   					  			  					  			  											  							  			d		 	 	 	 	 	 	 	 	 \ n 4 . D i e   a f g e l a a i d e   l i e d j i e s   s a l   g e b e r g   w o r d   i n   / / K u r o S o n g - g i d s   o p   d i e   s e l f o o n   o f   f l i t s k a a r t .   G e b r u i k   l  e r b e s t u u r d e r   o m   d e u r   d i e   a f g e l a a i d e   l i e d j i e s   t e   b l a a i . \ n 5 . S o m m i g e   v a n   d i e   v o o r a f g e l a a i d e   l i e d j i e s   g e e   n e t   ' n   v o o r s k o u   v a n   1 5   s e k o n d e s   -   a k t i v e r i n g   w o r d   b e n o d i g   o m   n a   d i e   v o l l e d i g e   s n i t   t e   l u i s t e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n 4 .   A s   m  s i c a s   b a i x a d a s   s e r  o   s a l v a s   n o   d i r e t  r i o   / / K u r o S o n g   n o   d i s p o s i t i v o   m  v e l   o u   n o   c a r t  o   f l a s h .   U s e   o   g e r e n c i a d o r   d e   a r q u i v o s   p a r a   n a v e g a r   p e l a s   m  s i c a s   b a i x a d a s . \ n 5 .   A l g u m a s   d a s   m  s i c a s   p r  - c a r r e g a d a s   s o m e n t e   f o r n e c e m   1 5   s e g u n d o s   d e   a p r e s e n t a   o   p r  v i a ;   a   a t i v a   o      n e c e s s  r i a   p a r a   o u v i r   a   t r i l h a   c o m p l e t a . 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 5 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 \ n 6 . W h e n   a   s o n g   i s   d o w n l o a d i n g ,   y o u   m a y   b e g i n   o t h e r   o p e r a t i o n   o r   t o   d o w n l o a d   a n o t h e r   s o n g . \ n 7 . S o n g s   a r e   d o w n l o a d e d   b y   q u e u e ,   t h e r e f o r e   o n l y   o n e   t r a c k   w i l l   b e   i n   t h e   d o w n l o a d i n g   s t a t u s   a t   o n e   t i m e .   	 \ n 6 0(W NLkfYN	_sSS2LvQNd\Ob|~~N	vQNLkf0\ n 7 0N	Lkfc(u^Re_T NBfS	g NUeN	rKa0	 \ n 6 0(W NLkf _YN}TsSSۏLvQNd\Ob~~N}vQNLkf0\ n 7 0N}LkfǑ(u^Re_T NeS	g NYNN}r`0	 \ n 6 . 05H3%12'LB+%@%  8-2@#4H!2#32-7H  +#7-2'LB+%@%-7H\ n 7 . @%92'LB+%2!4'  11IC0+6H  0!5@5"A#G@5"'-"9HC*202#2'LB+%  	 \ n 6 . D u r a n t e   l a   d e s c a r g a   d e   u n a   c a n c i  n ,   p u e d e   i n i c i a r   o t r a   o p e r a c i  n   o   d e s c a r g a r   o t r a   c a n c i  n . \ n 7 . L a s   c a n c i o n e s   s e   d e s c a r g a n   m e d i a n t e   u n a   c o l a ,   p o r   l o   q u e   s o l a m e n t e   h a b r    u n a   p i s t a   e n   e l   e s t a d o   d e   d e s c a r g a   e n   c a d a   m o m e n t o . 	 \ n 6 . L o r s q u ' u n e   c h a n s o n   e s t   e n   c o u r s   d e   c h a r g e m e n t ,   i l   e s t   p o s s i b l e   d e   l a n c e r   u n e   a u t r e   o p  r a t i o n   o u   d e   c h a r g e r   u n e   a u t r e   c h a n s o n . \ n 7 . L e s   c h a n s o n s   s o n t   t  l  c h a r g  e s   s e l o n   l a   l i s t e   d ' a t t e n t e   :   u n e   s e u l e   p i s t e      l a   f o i s   e s t   e n    t a t   d e   t  l  c h a r g e m e n t . 	 \ n 6 . W  h r e n d   e i n   L i e d   h e r u n t e r g e l a d e n   w i r d ,   k  n n e n   S i e   e i n e n   a n d e r e n   V o r g a n g   s t a r t e n   o d e r   e i n   w e i t e r e s   L i e d   h e r u n t e r l a d e n . \ n 7 . L i e d e r   w e r d e n   d e r   R e i h e   n a c h   h e r u n t e r g e l a d e n ,   d a h e r   b e f i n d e t   s i c h   j e w e i l s   n u r   e i n e   S p u r   i m   D o w n l o a d - S t a t u s .   	 \ n 6 . >  2@5<O  703@C7:8  ?5A=8  <>6=>  2K?>;=OBL  4@C385  459AB28O  8;8  703@C78BL  4@C3CN  ?5A=N. \ n 7 . 03@C7:0  ?5A5=  ?@>8AE>48B  ?>  >G5@548,   ?>MB><C  2  :064K9  <><5=B  2@5<5=8  B>;L:>  >4=0  4>@>6:0  <>65B  =0E>48BLAO  2  A>AB>O=88  703@C7:8.   	 \ n 6 . D u r a n t e   i l   d o w n l o a d   d i   u n a   c a n z o n e      p o s s i b i l e   i n i z i a r e   a   s c a r i c a r e   u n   a l t r o   b r a n o . \ n 7 . L e   c a n z o n i   v e n g o n o   s c a r i c a t e   i n   b a s e   a l l a   c o s a ,   p e r t a n t o   s o l o   u n a   c a n z o n e   a l l a   v o l t a   s a r    i n   s t a t o   d o w n l o a d .   	 \ n 6 - 9F/  *F2JD  #:FJ)  JECF  #F  *(/#  AJ  9EDJ)  #.1I  #H  #F  *BHE  (*F2JD  #:FJ)  #.1I.   \ n 7   J*E  *F2JD  'D#:'FJ  9(1  B'&E)  'F*8'1  HEF  +E  DF  JH,/  AJ  H69  'D*F2JD  %D'  E3'1  H'-/  AJ  'DE1)  'DH'-/).   	 \ n 6 . Q u a n d o   u m a   m  s i c a   e s t i v e r   a   s e r   t r a n s f e r i d a ,   p o d e r    r e a l i z a r   o u t r a   o p e r a   o   o u   t r a n s f e r i r   o u t r a   m  s i c a . \ n 7 . A s   m  s i c a s   s  o   t r a n s f e r i d a s   e m   f i l a ,   p o r   i s s o   a p e n a s   u m a   f a i x a   d e   c a d a   v e z   s e r    i n d i c a d a   n o   e s t a d o   d a   t r a n s f e r  n c i a . 	 \ n 6 .   B i r   _a r k 1  i n d i r i r k e n   b a _k a   b i r   _a r k 1  d a h a   i n d i r m e k   i  i n   y e n i   b i r   i _l e m   y a p a b i l i r s i n i z .   \ n 7 .   ^a r k 1l a r   s 1r a s 1y l a   i n d i r i l i r ;   d o l a y 1s 1y l a ,   b i r   s e f e r d e   s a d e c e   b i r   _a r k 1  a k t i f   o l a r a k   i n d i r i l e c e k t i r . 	 \ n 6 . K h i   a n g   t i   b  i   h  t ,   b n   c    t h   b t   u   t h a o   t  c   k h  c   h o c   t i   m t   b  i   h  t   k h  c . \ n 7 . C  c   b  i   h  t   c   t i   v   t h e o   t h   t ,   d o      m i   l n   b n   c h   c    t h   t i   m t   b  i   h  t .   	 \ n 6 . S e t e l a h   l a g u   d i - d o w n l o a d ,   A n d a   d a p a t   m e m u l a i   p e n g o p e r a s i a n n y a   a t a u   m e n - d o w n l o a d   l a g u   l a i n . \ n 7 . L a g u   d i - d o w n l o a d   b e r d a s a r k a n   a n t r e a n ,   k a r e n a n y a   h a n y a   s a t u   t r e k   y a n g   a k a n   d i - d o w n l o a d   p a d a   s a t u   w a k t u .   	 \ n 6 . A p a b i l a   l a g u   s e d a n g   d i m u a t   t u r u n ,   a n d a   b o l e h   m e m u l a k a n   o p e r a s i   l a i n   a t a u   u n t u k   m e m u a t   t u r u n   l a g u   l a i n . \ n 7 . L a g u   d i m u a t   t u r u n   m e n g i k u t   g i l i r a n ,   o l e h   i t u ,   h a n y a   s a t u   t r a k   a k a n   d i m u a t   t u r u n   p a d a   b i l a - b i l a   m a s a . 	 \ n 6 . 	,	  	K		  	>	(	>	  !	>			(	2	K	!	  9	K	  0	9	>	  9	K	,   $	K	  	*	  &	B	8	0	>	  *	M	0		>	2	(	  	0		-	  	0	  8		$	G	  9	H		  /	>	  	K		  	(	M	
 /	  	>	(	>	  !	>			(	2	K	!	  	0	  8		$	G	  9	H		d	  \ n 7 . 	>	(	G	  		- 		  	0		G	  !	>			(	2	K	!	  9	K	$	G	  9	H		,   	8	2	?		  		  8	.	/	  .	G		  8	?	0	M	+	  		  	M	0	H		  !	>			(	2	K	!	  	0	(	G	  	@	  8	M	%	?	$	?	  .	G		  9	K		>	d		 	 	 	 \ n 6 . D a l o k   l e t  l t  s e   k  z b e n   m  s   m qv e l e t e t   i s   e l k e z d h e t ,   v a g y    j a b b   d a l t   i s   l e t  l t h e t . \ n 7 . A   d a l o k   l e t  l t  s e   v  r a k o z  s i   s o r r e n d b e n   t  r t  n i k ,   e z  r t   e g y s z e r r e   c s a k   e g y   z e n e s z  m   t  l t Qd i k   l e . 	 	 	 	 \ n 6 .   T e r w i j l   e e n   l i e d   g e d o w n l o a d   w o r d t ,   k u n t   u   b e g i n n e n   m e t   e e n   a n d e r e   b e w e r k i n g   o f   h e t   d o w n l o a d e n   v a n   e e n   a n d e r   l i e d . \ n 7 .   L i e d e r e n   w o r d e n   o p   v o l g o r d e   g e d o w n l o a d ,   d u s   s t e e d s   s l e c h t s   e e n   e n k e l   l i e d   t e g e l i j k . 	 	 	 \ n 6 . A t u n c i   c  n d   s e   d e s c a r c   u n   c  n t e c ,   p u t e ci    n c e p e   a l t   o p e r a ci e   s a u   d e s c r c a   c  n t e c u l   u r m t o r . \ n 7 . C  n t e c e l e   s e   d e s c a r c    n   o r d i n e a   d e   a _t e p t a r e ,   d e   a c e e a    n   s t a r e a   d e   d e s c r c a r e   v a   f i   n u m a i   c  t e   o   p i e s .   	 	 	 \ n 6 .         ,                 . \ n 7           ,                       .   	 	 	 / n 6 . 4'/  4E'  /1  2E'FG  "GF  /1  -'D  ('11  '3*  9ED'*  /1  1'  ":'2  FEH/G  '  "GF  /1  1'  ('11  F/. / n 7 . "GFG'  (G  *1*(  ('11  4/G  H  /1  G1  D-8G  '2F1H  *FG'    "GF  /1  H69*  ('11  B1'1  .H'G/1A*.   	 	 	 \ n 	. 					  							  				  			  				  				  			  				  					  		  				  			  			  							  				  					d	\ n 	. 											  							  		,   			  			  				  				  					  							  					d		 	 	 	 	 	 	 	 	 \ n 6 .   T e r w y l    n   l i e d j i e   a f l a a i ,   k a n   j y   m e t   i e t s   a n d e r s   b e g i n   o f    n   a n d e r   l i e d j i e   a f l a a i . \ n 7 .   L i e d j i e s   w o r d   n a   m e k a a r   a f g e l a a i ,   d u s   s a l   s l e g s   e e n   l i e d j i e   o p    n   k e e r    n   a f l a a i s t a t u s   h  . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n 6 .   Q u a n d o   u m a   m  s i c a   e s t    b a i x a n d o ,   v o c    p o d e   c o m e  a r   o u t r a   o p e r a   o   o u   b a i x a r   o u t r a   m  s i c a . \ n 7 .   A s   m  s i c a s   s  o   b a i x a d a s   p o r   f i l a ,   p o r t a n t o   s o m e n t e   u m a   t r i l h a   s e r    b a i x a d a   p o r   v e z .   
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 6 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 \ n 8 . I f   a   d o w n l o a d   f a i l e d ,   s i m p l y   r e s t a r t   i t   i n   t h e   d o w n l o a d   m a n a g e r . \ n 9 . E n a b l e   f u n c t i o n   o f   v o c a l   r e m o v a l   w i l l   r e m o v e   v o c a l   i n f o r m a t i o n   f r o m   t h e   m u s i c .   C o r r e s p o n d i n g   h o t k e y   i s   ' 3 ' . 	 \ n 8 0YN	
NbRS_N	{t-NQ!kYN	sSS0\ n 9 0_URSNrR\ydj-NvNrǌ
0qup 3  0	 \ n 8 0YN}
NbRSNN}{t-NQ!k _YN}sSS0\ n 9 0/TRSNXR\ydPN-NvNXOo`0_wc.:N 3  0	 \ n 8 . I22#2'LB+%%I!@+%'  C+I@#4H!C+!HC1'12#2#2'LB+%\ n 9 . @4321L
1H2#%@*5"  @7H-%I-!9%@*5"#I---2#5  .G-5"L*3+#11L
1H5I7-  ' 3 ' 	 \ n 8 . S i   s e   p r o d u c e   u n   e r r o r   e n   u n a   d e s c a r g a ,   s i m p l e m e n t e   r e i n  c i e l a   e n   e l   a d m i n i s t r a d o r   d e   d e s c a r g a s . \ n 9 . S i   h a b i l i t a   l a   f u n c i  n   d e   e l i m i n a c i  n   d e   v o z ,   l a   i n f o r m a c i  n   v o c a l   s e   e l i m i n a r    d e   l a   m  s i c a .   L a   t e c l a   d e   a c c e s o   d i r e c t o   c o r r e s p o n d i e n t e   e s   l a   ' 3 ' . 	 \ n 8 . S i   u n   t  l  c h a r g e m e n t    c h o u e ,   i l   s u f f i t   d e   r e l a n c e r   l e   g e s t i o n n a i r e   d e   t  l  c h a r g e m e n t . \ n 9 . L ' a c t i v a t i o n   d e   l a   f o n c t i o n   E n l e v e r   v o i x   v a   s u p p r i m e r   t o u t e s   l e s   i n f o r m a t i o n s   v o c a l e s   q u i   s e   t r o u v e   s u r   l e   m o r c e a u .   L e   r a c c o u r c i   c o r r e s p o n d a n t   e s t   l a   t o u c h e   ' 3 ' . 	 \ n 8 . K o m m t   e i n   D o w n l o a d   n i c h t   z u s t a n d e ,   s t a r t e n   S i e   i h n   i m   D o w n l o a d - M a n a g e r   e i n f a c h   n e u . \ n 9 . B e i   A k t i v i e r u n g   d e r   F u n k t i o n   z u r   S t i m m e n e n t f e r n u n g   w e r d e n   d i e   S t i m m e n d a t e n   a u s   d e r   M u s i k   e n t f e r n t .   E n t s p r e c h e n d e r   H o t k e y   i s t   " 3 " . 	 \ n 8 . @8  A1>5  703@C7:8  ?@>AB>  ?5@570?CAB8B5  55  2  <5=5465@5  703@C7:8. \ n 9 . :;NG5=85  DC=:F88  C40;5=8O  3>;>A0  C40;8B  2>:0;L=K5  40==K5  87  <C7K:8.   !>>B25BAB2CNI0O  3>@OG0O  :=>?:0  ' 3 ' . 	 \ n 8 . S e   u n   d o w n l o a d   n o n   r i e s c e ,   r i a v v i a r l o   s e m p l i c e m e n t e   n e l   p r o g r a m m a   d i   g e s t i o n e   d e i   d o w n l o a d . \ n 9 . A b i l i t a r e   l a   f u n z i o n e   d i   r i m o z i o n e   v o c a l e   p e r   r i m u o v e r e   i n f o r m a z i o n i   v o c a l i   d a l l a   m u s i c a .   I l   t a s t o   d i   s c e l t a   r a p i d a   c o r r i s p o n d e n t e      ' 3 ' . 	 \ n 8   AJ  -'D)  *901  'D*F2JD  E'  9DJC  3HI  %9'/)  'D*4:JD  AJ  E/J1  'D*F2JD. \ n 8 -   J9ED  *ECJF  H8JA)  %2'D)  'D5H*  9DI  %2'D)  'DE9DHE'*  'D5H*J)  EF  'DEH3JBI.   EA*'-  'D*4:JD  'D31J9  'DEB'(D  GH  " 3 " . 	 \ n 8 . S e   u m a   t r a n s f e r  n c i a   f a l h a r ,   r e i n i c i e   o   g e s t o r   d e   t r a n s f e r  n c i a s . \ n 9 . A o   a c t i v a r   a   f u n   o   d e   r e m o   o   d e   v o z   i r    r e m o v e r   a s   i n f o r m a   e s   d e   v o z   d a   m  s i c a .   A   t e c l a   d e   a t a l h o   c o r r e s p o n d e n t e      a   t e c l a   ' 3 ' . 	 \ n 8 . 0n d i r m e   i _l e m i   b a _a r 1s 1z   o l u r s a   i n d i r m e   y  n e t i c i s i n d e n   y e n i d e n   b a _l a t 1n . \ n 9 . V o k a l   b i l g i l e r i n i   s i l m e    z e l l i i n i   e t k i n l e _t i r i r s e n i z   _a r k 1d a n   v o k a l   b i l g i l e r i   s i l i n e c e k t i r .   0l g i l i   k 1s a y o l   t u _u   ' 3 ' t  r . 	 \ n 8 . N u   k h  n g   t h   t i   v ,   c h   c n   k h i   n g   l i   n    t r o n g   q u n   l    t i   v . \ n 9 . B t   c h c   n n g   t t    m   s   x  a   t h  n g   t i n    m   t h a n h   k h i   b  i   h  t .   P h  m   t t   t n g   n g   l    ' 3 ' . 	 \ n 8 . J i k a   d o w n l o a d   g a g a l ,   m u l a i   k e m b a l i   d a l a m   m a n a j e r   d o w n l o a d . \ n 9 . M e n g a k t i f k a n   f u n g s i   p e n g h a p u s a n   v o k a l   a k a n   m e n g h a p u s   i n f o r m a s i   v o k a l   d a r i   m u s i k .   T o m b o l   p i n t a s   y a n g   t e r k a i t   a d a l a h   ' 3 ' . 	 \ n 8 . J i k a   m u a t a n   t u r u n   g a g a l ,   m u l a k a n n y a   s e m u l a   d a l a m   p e n g u r u s   m u a t a n   t u r u n . \ n 9 . P e m b o l e h a n   f u n g s i   p e n g e l u a r   v o k a l   a k a n   m e n g e l u a r k a n   m a k l u m a t   v o k a l   d a r i p a d a   m u z i k .   K e k u n c i   p i n t a s n y a   i a l a h   ' 3 ' . 	 \ n 8 . /	&	?	  	K		  !	>			(	2	K	!	  (	>		>	.	  9	K	  	>		,   $	K	  	8	G	  ,	8	  !	>			(	2	K	!	  .	H	(	G		0	  .	G		  +	?	0	  8	G	  	0		-	  	0	  &	G		d	  \ n 9 . 		 	- 8	M	
 5	0	  	K	  9		>	(	G	  	@	  	>	0	M	/	*	M	0	#	>	2	@	  	K	  8		M	7	.	  	0	(	G	  *	0	  /	9	  8			@	$	  8	G	  		 	- 8	M	
 5	0	  	@	  	>	(		>	0	@	  9		>	  &	G		>	d	  8			$	  9	I		- 	@	  ' 3 '   9	H	d		 	 	 	 \ n 8 . H a   s i k e r t e l e n   a   l e t  l t  s ,   e g y s z e r qe n   i n d  t s a    j r a   a   l e t  l t  s k e z e l Qb e n . \ n 9 . A   v o k  l - e l t  v o l  t  s   e n g e d  l y e z  s  v e l   e l t  v o l  t j a   a z    n e k h a n g o t   a   z e n  b Ql .   A   h o z z    t a r t o z    g y o r s b i l l e n t y q:    3  . 	 	 	 	 \ n 8 .   I s   e e n   d o w n l o a d   m i s l u k t ,   h e r s t a r t   h e m   d a n   i n   h e t   d o w n l o a d b e h e e r .   \ n 9 .   D o o r   d e   f u n c t i e   v o o r   h e t   v e r w i j d e r e n   v a n   z a n g   t e   a c t i v e r e n ,   w o r d e n   d e   v o c a l e   g e g e v e n s   u i t   d e   m u z i e k   v e r w i j d e r d .   D e   d a a r m e e   c o r r e s p o n d e r e n d e   s n e l t o e t s   i s   ' 3 ' . 	 	 	 \ n 8 . D a c   o   d e s c r c a r e   e _u e a z ,   r e p o r n i ci   p u r   _i   s i m p l u    n   m a n a g e r   d e s c r c a r e . \ n 9 . A c t i v a r e a   f u n c ci e i   d e   e l i m i n a r e   v o c a l   v a   e l i m i n a   i n f o r m a ci i l e   v o c a l e   d i n   m u z i c .   T a s t a   r a p i d   c o r e s p u n z t o a r e   e s t e   ' 3 ' . 	 	 	 \ n 8 .     ,                   . \ n 9 .                 .           ' 3 ' . 	 	 	 / n 8 . '1  ('11  '  F'EHAB  ('4/  "F1'  (3'/  /1  E/1*  ('11  '2FH":'2  F/. / n 9 . (1'  2/H/F  "H'2  '2    B79G  "GF  '11/  2/H/F  "H'  1'  ('1  (F/'2/.   D/AH1  E1(H7  (G  'F  '11/  ' 3 '   E('4/. 	 	 	 \ n 	.   							  						  			,   							  										  				  				  							  						  				  				d	\ n 	.   					  							( 				  					  				)   				  				  							  			  			  				  					  				( 						  				)   					  					d	  		  				  		  		  		  ' 	' d	\ 	 	 	 	 	 	 	 	 	 \ n 8 .   I n d i e n    n   a f l a a i   m i s l u k ,   b e g i n   d i t   e e n v o u d i g   w e e r   i n   d i e   a f l a a i b e s t u u r d e r . \ n 9 .   O n t s p e r r i n g   v a n   d i e   s t e m v e r w y d e r i n g s f u n k s i e   s a l   d i e   s t e m i n l i g t i n g   v a n   d i e   m u s i e k   v e r w y d e r .   O o r e e n s t e m m e n d e   k i t s t o e t s   i s   ' 3 ' . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n 8 .   S e   u m   d o w n l o a d   f a l h a r ,   b a s t a   r e i n i c i  - l o   n o   g e r e n c i a d o r   d e   d o w n l o a d . \ n 9 .   A   h a b i l i t a   o   d a   f u n   o   d e   r e m o   o   v o c a l   r e m o v e r    a s   i n f o r m a   e s   v o c a i s   d a   m  s i c a .   A   t e c l a   d e   a t a l h o   c o r r e s p o n d e n t e      ' 3 ' . 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 7 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 \ n 1 0 . W h e n   s i n g i n g   a   s o n g ,   y o u   c a n   e n a b l e   f u n c t i o n   o f   k e y   s h i f t i n g   t o   f i t   y o u r   m u s i c   t o n e .   C o r r e s p o n d i n g   h o t k e y   o f   s h i f t i n g   u p   i s   ' 6 '   a n d   s h i f t i n g   d o w n   i s   ' 9 ' . 	 \ n 1 0 0_URGS/ MR,   SeLk1UBfteiTLk1Uv󗿊0GSqup 6  Mqup 9  0	 \ n 1 0 0/TRGS/ MRSNLk1UeteTLk1Uv0GS_wc.:N 6  M_wc.:N 9  0	 \ n 1 0 . C05H3%1#I-@%  8*2!2#@4321L
1H2#@%5H"5"L  @7H-C+I#5-51#01@*5"#I--8  .G-5"L*3+#12#@4H!5"L7-  ' 6 '   A%02#%5"L7-  ' 9 ' 	 \ n 1 0 . C u a n d o   c a n t e   u n a   c a n c i  n ,   p o d r    h a b i l i t a r   l a   f u n c i  n   d e   c a m b i o   d e   t o n a l i d a d   p a r a   a j u s t a r   e l   t o n o   d e   m  s i c a .   L a   t e c l a   d e   a c c e s o   d i r e c t o   c o r r e s p o n d i e n t e   p a r a   s u b i r   e s   ' 6 '   y   p a r a   b a j a r   e s   ' 9 ' . 	 \ n 1 0 . L o r s q u e   v o u s   c h a n t e z   u n e   c h a n s o n ,   i l   e s t   p o s s i b l e   d ' a c t i v e r   l a   f o n c t i o n   C h a n g e m e n t   d e   c l    j u s q u '    o b t e n i r   v o t r e   t o n a l i t  .   L e s   r a c c o u r c i s   c o r r e s p o n d a n t s   s o n t   l a   t o u c h e   ' 6 '   p o u r   l a   t o n a l i t    s u p  r i e u r e   e t   l a   t o u c h e   ' 9 '   p o u r   l a   t o n a l i t    i n f  r i e u r e . 	 \ n 1 0 . B e i m   S i n g e n   e i n e s   L i e d e s   k  n n e n   S i e   d i e   F u n k t i o n   f  r   T o n a r t  n d e r u n g   a k t i v i e r e n ,   u m   e s   I h r e r   S t i m m l a g e   a n z u p a s s e n .   E n t s p r e c h e n d e r   H o t k e y   f  r   E r h  h u n g   d e r   T o n l a g e   i s t   " 6 "   u n d   f  r   S e n k u n g   d e r   T o n l a g e   i s t   " 9 " . 	 \ n 1 0 . @8  8A?>;=5=88  ?5A=8  <>6=>  2:;NG8BL  DC=:F8N  :;NG52>3>  A<5I5=8O  4;O  ?>4AB@>9:8  ?>4  AB8;L  <C7K:8.   ;O  A<5I5=8O  225@E  A;C68B  3>@OG0O  :=>?:0  ' 6 ' ,   4;O  A<5I5=8O  2=87  -   ' 9 ' . 	 \ n 1 0 . M e n t r e   s i   c a n t a   u n a   c a n z o n e ,      p o s s i b i l e   a b i l i t a r e   l a   f u n z i o n e   d i   c a m b i o   t o n a l i t    p e r   a d a t t a r l a   a l   p r o p r i o   r e g i s t r o   v o c a l e .   I l   t a s t o   d i   s c e l t a   r a p i d a   c o r r i s p o n d e n t e      ' 6 '   p e r   a l z a r e   l a   t o n a l i t    e   ' 9 '   p e r   a b b a s s a r l a . 	 \ n 1 0 9F/  :F'!  #:FJ)  JECFC  *ECJF  H8JA)  %2'-)  'DEA*'-  DJ*F'3(  E9  F:E*C  'DEH3JBJ).   EA*'-  'D%2'-)  D#9DI  'DEB'(D  GH  " 6 "   HEA*'-  'D%2'-)  D#3AD  GH  " 9 " . 	 \ n 1 0 . A o   c a n t a r   u m a   c a n   o ,   p o d e r    a c t i v a r   a   f u n   o   d e   m u d a n  a   d e   t o m   p a r a   s e   a j u s t a r   a o   t o m   d a   s u a   m  s i c a .   A   t e c l a   d e   a t a l h o   c o r r e s p o n d e n t e   a u m e n t a r      a   t e c l a   ' 6 '   e   p a r a   d i m i n u i r      a   t e c l a   ' 9 ' . 	 \ n 1 0 . B i r   _a r k 1  s  y l e r k e n   _a r k 1  t o n u n u z a   u y m a s 1  a  1s 1n d a n   y  k s e l t m e   t u _u n u   e t k i n l e _t i r e b i l i r s i n i z . Y  k s e l t m e y e   i l i _k i n   i l g i l i   k 1s a y o l   t u _u   ' 6 '   v e   k 1s m a   t u _u   ' 9 ' d u r . 	 \ n 1 0 . K h i   p h  t   b  i   h  t ,   b n   c    t h   b t   c h c   n n g   c h u y n   p h  m     t h  c h   h p   v i   i u   n h c   m o n g   m u n .   P h  m   t t   c h u y n   l  n   t n g   n g   l    ' 6 '   v    c h u y n   x u n g   l    ' 9 ' . 	 \ n 1 0 . B i l a   m e n y a n y i k a n   l a g u ,   A n d a   d a p a t   m e n g a k t i f k a n   f u n g s i   t o m b o l   p e n g a l i h a n   a g a r   s e s u a i   d e n g a n   n a d a   m u s i k .   T o m b o l   p i n t a s   y a n g   t e r k a i t   u n t u k   p e n g a l i h a n   k e   a t a s   a d a l a h   ' 6 '   d a n   p e n g a l i h a n   k e   b a w a h   a d a l a h   ' 9 ' . 	 \ n 1 0 . A p a b i l a   m e m a i n   l a g u ,   a n d a   b o l e h   m e m b o l e h k a n   f u n g s i   m e m i n d a h   k e k u n c i   s u p a y a   i a   p a d a n   d e n g a n   t o n   m u z i k   a n d a .   K e k u n c i   p i n t a s n y a   i a l a h   ' 6 '   u n t u k   m e n a i k k a n n y a ,   d a n   ' 9 '   u n t u k   m e n u r u n k a n n y a . 	 \ n 1 0 . 	>	(	>	  	>	$	G	  8	.	/	,   	*	(	>	  .	M	
 /	A		?		  	K	(	  +	?		  	0	(	G	  	G	  2	?		  	*	  	A			@	  *	0	?	5	0	M	$	(	  	@	  	>	0	M	/	*	M	0	#	>	2	@	  8		M	7	.	  	0	  8		$	G	  9	H		d	  
	*	0	  2	G	  	>	(	G	  	@	  8			$	  9	I		- 	@	  ' 6 '   	0	  (	@		G	  2	G	  	>	(	G	  	@	  ' 9 '   9	H	d		 	 	 	 \ n 1 0 . H a    n e k e l ,   e z z e l   a   f u n k c i  v a l    l l  t h a t j a   b e   a   z e n e   h a n g n e m  t   a z    n    n e k h a n g j  h o z .   A   h a n g n e m   f e l f e l     s   l e f e l    m  d o s  t  s  h o z   t a r t o z    g y o r s g o m b o k   a    6  ,   i l l e t v e   a    9  . 	 	 	 	 \ n 1 0 .   Z i n g t   u   e e n   l i e d   m e e ,   d a n   k u n t   u   d e   f u n c t i e   v o o r   h e t   a a n p a s e n   v a n   d e   t o o n a a r d   v e r a n d e r e n .   D e   s n e l t o e t s   v o o r   e e n   h o g e r e   t o o n a a r d   i s   ' 6 '   e n   v o o r   e e n   l a g e r e   t o o n a a r d   ' 9 ' . 	 	 	 \ n 1 0 .   C  n d   c  n t a ci   o   m e l o d i e ,   p u t e ci   a c t i v a   f u n c ci a   d e   c o m u t a r e   a   t a s t e l o r   p e n t r u   a   s e   p o t r i v i   t o n u l u i   m u z i c i i   d v s .   T a s t a   r a p i d   p e n t r u   c o m u t a r e    n   s u s   e s t e   ' 6 ' ,   i a r   p e n t r u   c o m u t a r e    n   j o s   ' 9 ' . 	 	 	 \ n 1 0 .     ,             (   )     .             ' 6 '         ' 9 ' . 	 	 	 / n 1 0 . 2E'FG  /'1/  "H'2  E.H'F/  E*H'F/  '11/  *:1  H  1'  (1'  GE3'2  FEH/F  *F  EH3B  .H/  ('1  (F/'2/.   D/AH1  E1(H7  (G  H  ('D'*1  ' 6 '   H  H  ~'F*1  ' 9 '   E('4/. 	 	 	 \ n 		.   			  						  			,   					  					  					  				  							  				  		  								  											  				  				  				  					d	  					  				  				  ' 	'   							  			  					  				  				  ' 	'   							  		  		d		 	 	 	 	 	 	 	 	 \ n 1 0 .   W a n n e e r   j y    n   l i e d j i e   s i n g ,   k a n   j y   d i e   t o e t s v e r a n d e r i n g s f u n k s i e   o n t s p e r   o m   b y   j o u   m u s i e k t o o n   t e   p a s .   O o r e e n s t e m m e n d e   k i t s t o e t s   o m   o p   t e   v e r s k u i f   i s   ' 6 '   e n   o m   a f   t e   v e r s k u i f   i s   ' 9 ' . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n 1 0 .   Q u a n d o   c a n t a r   u m a   m  s i c a ,   v o c    p o d e   h a b i l i t a r   a   f u n   o   d e   t r o c a   d e   c h a v e   p a r a   s e   a d e q u a r   a o   t o m   d e   s u a   m  s i c a .   A   t e c l a   d e   a t a l h o   c o r r e s p o n d e n t e   p a r a   t r o c a r   p a r a   c i m a      ' 6 '   e   t r o c a r   p a r a   b a i x o      ' 9 ' . 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ H E L P _ T E X T 8 	 M E D P L Y 	 U N L I M 	 h e l p   i n f o 	 \ n 1 1 . W h e n   p l a y i n g   s o n g   b y   B l u e t o o t h   a n d   d e l e t i n g   a l l   p l a y l i s t s ,   t h e   k u r o   s o n g   d o w n l o a d i n g   m i g h t   b e   s t o p p e d . \ n C u s t o m e r   s e r v i c e : \ n P h o n e : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E m a i l :   k f @ k u r o . c n 	 \ n 1 1 0Ygck(WO(uͅYrd>eLkf*RdhQ萭d>enUGRS\PbkwjLkfN	0\ n [
goa}ˊ=m  \ n [
gq0 1 0 - 5 8 2 0 8 7 9 8   \ n [
g{k f @ k u r o . c n   \ n SNwjBfNPZyb	gPlQS  	 \ n 1 1 0Ygck(WO(u݄Yrd>eLkfb RdhQ萭d>eRhRS\PbkwPNLkfN}0\ n [
gT|\ n [
g5u݋0 1 0 - 5 8 2 0 8 7 9 8 \ n [
g{k f @ k u r o . c n \ n SNwPNeN OZyb	gPlQS	 \ n 1 1 . C05H3%1@%H@%B"%99  A%03%1%#2"2#@%H1I+!,   2#2'LB+%@%  k u r o   -2+"832\ n #42#%9I2: \ n B#(1L: 0 1 0 - 5 8 2 0 8 7 9 8 \ n -5@!%:   k f @ k u r o . c n 	 \ n 1 1 . A l   r e p r o d u c i r   u n a   c a n c i  n   a   t r a v  s   d e   B l u e t o o t h   y   b o r r a r   t o d a s   l a s   l i s t a s   d e   r e p r o d u c c i  n ,   p u e d e   q u e   s e   d e t e n g a   l a   d e s c a r g a   d e   l a   c a n c i  n   k u r o . \ n S e r v i c i o   a l   c l i e n t e : \ n T e l  f o n o : 0 1 0 - 5 8 2 0 8 7 9 8 \ n C o r r e o   e l e c t r  n i c o :   k f @ k u r o . c n 	 \ n 1 1 . L o r s q u e   v o u s   j o u e z   d e s   c h a n s o n s   v i a   B l u e t o o t h   e t   q u e   v o u s   s u p p r i m e z   t o u t e s   l e s   l i s t e s   d e   l e c t u r e ,   l e   t  l  c h a r g e m e n t   k u r o   d e   l a   c h a n s o n   p e u t   s  a r r  t e r . \ n S e r v i c e   c l i e n t  l e   : \ n T  l  p h o n e   : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E m a i l   :   k f @ k u r o . c n 	 \ n 1 1 . B e i   d e r   L i e d w i e d e r g a b e   p e r   B l u e t o o t h   u n d   L  s c h e n   d e r   g e s a m t e n   W i e d e r g a b e l i s t e   w i r d   d a s   H e r u n t e r l a d e n   v o n   K u r o - L i e d e r n   m  g l i c h e r w e i s e   g e s t o p p t . \ n K u n d e n d i e n s t : \ n T e l e f o n :   0 1 0 - 5 8 2 0 8 7 9 8 \ n E - M a i l :   k f @ k u r o . c n 	 \ n 1 1 . @8  2>A?@>872545=88  ?5A=8  G5@57  B l u e t o o t h   8  C40;5=88  2A5E  A?8A:>2  2>A?@>872545=8O,   <>65B  ?@5:@0B8BLAO  703@C7:0  ?5A=8  k u r o . \ n !;C610  ?>445@6:8  :;85=B>2: \ n "5;. : 0 1 0 - 5 8 2 0 8 7 9 8 \ n -;.   ?>GB0:   k f @ k u r o . c n 	 \ n 1 1 . Q u a n d o   s i   r i p r o d u c o n o   b r a n i   d a   B l u e t o o t h   e   s i   e l i m i n a   t u t t a   l a   p l a y l i s t ,   p o t r e b b e   a r r e s t a r s i   i l   d o w n l o a d   d e l   b r a n o   k u r o . \ n S e r v i z i o   c l i e n t i : \ n T e l e f o n o :   0 1 0 - 5 8 2 0 8 7 9 8 \ n E - m a i l :   k f @ k u r o . c n 	 \ n 1 1 -   9F/  *4:JD  #:FJ)  9F  71JB  B l u e t o o t h   H-0A  ,EJ9  BH'&E  'D*4:JD  B/  J*HBA  *F2JD  #:FJ)  " CH1H" . \ n ./E)  'D9ED'!: \ n G'*A: 0 1 0 5 8 2 0 8 7 9 8 \ n 'D(1J/  'D%DC*1HFJ: k f @ k u r o . c n 	 \ n 1 1 . A o   r e p r o d u z i r   a   m  s i c a   p o r   B l u e t o o t h   e   a o   e l i m i n a r   t o d a   a   l i s t a   d e   r e p r o d u   o ,   a   t r a n s f e r  n c i a   d a   m  s i c a   k u r o   p o d e r    s e r   i n t e r r o m p i d a . \ n S e r v i  o   d e   a p o i o   a o   c l i e n t e : \ n T e l e f o n e : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E - m a i l :   k f @ k u r o . c n 	 \ n 1 1 . B l u e t o o t h   i l e   _a r k 1   a l a r k e n   v e   t  m   _a r k 1  l i s t e s i n i   s i l e r k e n   k u r o   _a r k 1  i n d i r m e   d u r d u r u l a b i l i r . \ n M  _t e r i   h i z m e t l e r i : \ n T e l : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E - m a i l :   k f @ k u r o . c n 	 \ n 1 1 . K h i   p h  t   b  i   h  t   q u a   B l u e t o o t h   v    x  a   m i   d . s  c h   n h c ,   v i c   t i   n h c   t   k u r o   c    t h   b   d n g . \ n D c h   v   k h  c h   h  n g : \ n i n   t h o i :   0 1 0 - 5 8 2 0 8 7 9 8 \ n E m a i l :   k f @ k u r o . c n 	 \ n 1 1 . B i l a   m e m u t a r   l a g u   m e n g g u n a k a n   B l u e t o o t h   d a n   m e n g h a p u s   s e m u a   d a f t a r   l a g u ,   d o w n l o a d   l a g u   k u r o   m u n g k i n   d i h e n t i k a n . \ n L a y a n a n   P e l a n g g a n : \ n T e l e p o n : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E m a i l :   k f @ k u r o . c n 	 \ n 1 1 .   S e m a s a   m e m a i n k a n   l a g u   m e l a l u i   B l u e t o o t h   d a n   m e n g h a p u s k a n   s e m u a   s e n a r a i   m a i n a n ,   p e m u a t a n   t u r u n   l a g u   k u r o   m u n g k i n   d i h e n t i k a n . \ n P e r k h i d m a t a n   p e l a n g g a n : \ n T e l e f o n : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E - m e l : k f @ k u r o . c n 	 \ n 1 1 . ,	M	
 2	B		B	%	  8	G	  8			@	$	  	2	>	$	G	  8	.	/	  	0	  8	-	@	  *	M	
 2	G	2	?	8	M	
 	  !	?	2	@		  	0	$	G	  8	.	/	,   	A	0	K	  8			@	$	  	@	  !	>			(	2	K	!	?			  0	K		@	  	>	  8		$	@	  9	H	d	\ n 	M	0	>	9		  8	G	5	>	: \ n +	K	(	  :   0 1 0 - 5 8 2 0 8 7 9 8 \ n 	.	G	2	  :   k f @ k u r o . c n 	 	 	 	 \ n 1 1 . H   a   B l u e t o o t h - k a p c s o l a t o n   d a l t   j  t s z i k   l e    s   t  r l i   a z    s s z e s   j  t  k l i s t  t ,   e l Qf o r d u l h a t ,   h o g y   a   k u r o   d a l   l e t  l t  s e   l e  l l . \ n  g y f  l s z o l g  l a t : \ n T e l e f o n : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E - m a i l :   k f @ k u r o . c n 	 	 	 	 \ n 1 1 . W o r d t   e r   e e n   l i e d   a f g e s p e e l d   v i a   B l u e t o o t h   e n   w o r d t   d e   v o l l e d i g e   a f s p e e l l i j s t   v e r w i j d e r d ,   d a n   w o r d t   h e t   s o w n l o a d e n   v a n   h e t   k u r o - l i e d   g e s t o p t . \ n K l a n t e n s e r v i c e : \ n T e l e f o o n :   0 1 0 - 5 8 2 0 8 7 9 8 \ n E m a i l :   k f @ k u r o . c n 	 	 	 \ n 1 1 . C  n d   s e   r e d   o   m e l o d i e   p r i n   B l u e t o o t h   _i   s e   _t e r g   t o a t e   l i s t e l e   d e   r e d a r e ,   m e l o d i a   k u r o   c a r e   s e   d e s c a r c   s e   p o a t e   o p r i . \ n S e r v i c i u   c l i e n ci : \ n T e l e f o n : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E - m a i l :   k f @ k u r o . c n 	 	 	 \ n 1 1 .           B l u e t o o t h           ,             k u r o       . \ n   : \ n : 0 1 0 - 5 8 2 0 8 7 9 8 \ n   :   k f @ k u r o . c n 	 	 	 / n 1 1 /1GF'E  ~.4  "GF  *H37  (DH*H+  H  -0A  D  AG13*  ~.4  'E'F  /'1/  ('11  "GF  H1H  E*HBA  4H/. / n ./E'*  E4*1'F: / n *DAF: 5 8 2 0 8 7 9 8 - 0 1 0 / n 1''F'EG:   k f @ k u r o . c n 	 	 	 \ n 1 1   									  							  			  							  			  			  											  					  			,   				  			  							  				  			  				  				d	\ n   						  				:   \ n   			:   0 1 0 - 5 8 2 0 8 7 9 8 \ n   					:   k f @ k u r o . c n 	 	 	 	 	 	 	 	 	 \ n 1 1 . W a n n e e r   l i e d j i e   p e r   B l u e t o o t h   g e s p e e l   w o r d   e n   d i e   h e l e   s p e e l l y s   w o r d   g e s k r a p ,   k a n   d i e   k u r o - l i e d j i e - a f l a a i p r o s e s   d a l k   g e s t a a k   w o r d . \ n K l a n t e d i e n s : \ n F o o n : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E - p o s :   k f @ k u r o . c n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n 1 1 .   Q u a n d o   t o c a r   m  s i c a   p e l o   B l u e t o o t h   e   e x c l u i r   t o d a s   a s   l i s t a s   d e   r e p r o d u   o ,   o   d o w n l o a d   d e   m  s i c a   k u r o   p o d e   s e r   i n t e r r o m p i d o . \ n A t e n d i m e n t o   a o   c l i e n t e : \ n T e l e f o n e : 0 1 0 - 5 8 2 0 8 7 9 8 \ n E - m a i l :   k f @ k u r o . c n 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ F I L E _ T O O _ S M A L L 	 M E D P L Y 	 P O P U P 	 f i l e   t o o   s m a l l 	 F i l e   t o o   s m a l l 	 jHhN\	 eNǏ\	 D%L@%G@4D	 A r c h i v o   m u y   p e q u e  o 	 F i c h i e r   t r o p   p e t i t 	 D a t e i   z u   k l e i n 	 !;8H:><  <0;5=L:89  D09;	 F i l e   t r o p p o   p i c c o l o 	 'DEDA  #5:1  EF  'DD'2E	 F i c h e i r o   d e m a s i a d o   p e q u e n o 	 D o s y a    o k   k    k 	 F i l e   q u    n h 	 F i l e   t e r l a l u   k e c i l 	 F a i l   t e r l a l u   k e c i l 	 ,	9	A	$	  	K		@	  +	>		2		 	 	 	 A   f  j l   t  l   k i c s i 	 	 	 	 B e s t a n d   t e   k l e i n 	 	 	 F i _i e r   p r e a   m i c 	 	 	     	 	 	 ~1HF/G  .D  H  '3*	 	 	 				  				  			  	 	 	 	 	 	 	 	 	 L  e r   t e   k l e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   m u i t o   p e q u e n o 
 
 S T R _ I D _ M E D P L Y _ E R R O R _ F I L E _ T O O _ L A R G E 	 M E D P L Y 	 P O P U P 	 f i l e   t o o   l a r g e 	 F i l e   t o o   l a r g e 	 jHhN'Y	 eNǏ'Y	 D%LC+
H@4D	 A r c h i v o   m u y   g r a n d e 	 F i c h i e r   t r o p   g r a n d 	 D a t e i   z u   g r o  	 $09;  A;8H:><  1>;LH>9! 	 F i l e   t r o p p o   g r a n d e 	 'DEDA  #C(1  EF  'DD'2E	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 D o s y a    o k   b  y  k 	 F i l e   q u    l n 	 F i l e   t e r l a l u   b e s a r 	 F a i l   t e r l a l u   b e s a r 	 ,	9	A	$	  ,	!	<	@	  +	>		2		 	 	 	 A   f  j l   t  l   n a g y 	 	 	 	 B e s t a n d   t e   g r o o t 	 	 	 F i _i e r   p r e a   m a r e 	 	 	     	 	 	 ~1HF/G  .JD  (21  '3*	 	 	 				  				  			 	 	 	 	 	 	 	 	 L  e r   t e   g r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   m u i t o   g r a n d e 
 
 S T R _ I D _ M E D P L Y _ B M K _ O P T _ S A V E _ C O N N E C T I O N 	 M E D P L Y 	 I C O N T E X T 	 b o o k m a r k   o p t i o n   m e n u   i t e m   s t r i n g . 	 S a v e   c o n n e c t i o n 	 2QX[#P}	 OX[ޏc	 1@G2#@
7H-!H-	 G u a r d a r   c o n e x i  n   	 E n r e g i s t r e r   l a   c o n n e x i o n 	 V e r b i n d u n g   s p e i c h e r n 	 !>E@0=8BL  U R L 	 S a l v a   c o n n e s s i o n e 	 -A8  'D'*5'D	 G u a r d a r   l i g a   o 	 B a l a n t 1y 1  k a y d e t 	 L u   k t   n i 	 S i m p a n   s a m b u n g a n 	 S i m p a n   s a m b u n g a n 	 	(	G		M	6	(	  8	9	G		G			 	 	 	 K a p c s o l a t   m e n t  s e 	 	 	 	 V e r b i n d i n g   o p s l a a n 	 	 	 S a l v a r e   c o n e x i u n e 	 	 	   	 	 	 0.J1G  C1/F  '1*('7	 	 	 					  							  					 	 	 	 	 	 	 	 	 B e r g   v e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   c o n e x  o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ I N V A L I D _ S I M 	 M E D P L Y 	 P O P U P 	 I n v a l i d   S I M 	 I n v a l i d   S I M 	 S I M aS!qHe	 S I M aSeHe	 4!D!H9I-	 S I M   i n v  l i d o 	 S I M   i n v a l i d e 	 U n g  l t i g e   S I M 	 525@=0O  S I M - :0@B0	 S I M   n o n   v a l i d a 	 (7'B)  S I M   :J1  5'D-)	 S I M   i n v  l i d o 	 G e  e r s i z   S I M 	 S I M   k . h p   l 	 S I M   t i d a k   v a l i d 	 S I M   t i d a k   s a h 	 	5	H	'	  8	?	.		 	 	 	  r v  n y t e l e n   S I M 	 	 	 	 O n g e l d i g e   S I M 	 	 	 S I M   n e v a l i d 	 	 	 S I M     	 	 	 S I M   F'E9*(1  '3*	 	 	 								  				 	 	 	 	 	 	 	 	 O n g e l d i g e   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   i n v  l i d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ W I F I 	 M E D P L Y 	 P O P U P 	 W I F I   m o d e   o n l y 	 W I F I   m o d e 	 W I F I !j_	 W I F I !j_	 B+!  W I F I   	 M o d o   W I F I 	 M o d e   W I F I 	 W I F I - M o d u s 	  568<  W I F I 	 M o d a l i t    W I F I 	 H69  W I F I   	 M o d o   W I F I 	 W I F I   m o d u 	 C h     W I F I 	 M o d e   W I F I 	 M o d   W I F I 	 W I F I   .	K	!		 	 	 	 W I F I   m  d 	 	 	 	 W I F I - s t a n d 	 	 	 M o d   W I F I 	 	 	       ( W I F I ) 	 	 	 -'D*  W I F I 	 	 	 							  				 	 	 	 	 	 	 	 	 W I F I - m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   W I F I 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ G I V E N _ S I M _ N O T _ E X I S T 	 M E D P L Y 	 P O P U P 	 S e l e c t e d   S I M   n o t   e x i s t 	 S e l e c t e d   u s e l e s s   S I M 	 xdvS I M aS
NS(u	 	bvS I M aS
NS(u	 @%7-4!5HC
ID!HDI	 S e l e c c i o n a r   S I M   i n  t i l 	 S I M   s  l e c t i o n n  e   i n u t i l e 	 N u t z l o s e s   S I M   g e w  h l t 	 K1@0=0  =5?@83>4=0O  S I M - :0@B0	 S I M   i n u t i l e   s e l e z i o n a t a 	 7'B)  S I M   'DEO-//)  9/JE)  'DA'&/)	 S I M   i n  t i l   s e l e c c i o n a d o 	 S e  i l i   k u l l a n 1_s 1z   S I M 	    c h n   S I M   k h  n g   s   d n g 	 S I M   y a n g   t i d a k   d i g u n a k a n   t e l a h   d i p i l i h 	 M e m i l i h   S I M   t a k   b e r g u n a 	 	/	(	?	$	  ,	G		>	0	  S I M 	 	 	 	 H a s z n  l h a t a t l a n   S I M - e t   v  l a s z t o t t 	 	 	 	 O n b r u i k b a r e   S I M   g e s e l e c t e e r d 	 	 	 C a r t e l a   S I M   s e l e c t a t   n u   e x i s t 	 	 	     S I M     	 	 	 S I M   'F*.'(  4/G  (  E51A  '3*	 	 	 										  			  									  			  						 	 	 	 	 	 	 	 	 N u t t e l o s e   S I M   g e k i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   i n  t i l   s e l e c i o n a d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ U N K O W N _ O P E R A T O R 	 M E D P L Y 	 P O P U P 	 U n k n o w n   o p e r a t o r 	 U n k n o w n   o p e r a t o r 	 *gwKqFU	 *gwЏ%FU	 9IC+I#42#5HD!H#9I1	 O p e r a d o r   d e s c o n o c i d o 	 O p  r a t e u r   i n c o n n u 	 U n b e k a n n t e r   O p e r a t o r 	 58725AB=K9  >?5@0B>@	 O p e r a t o r e   s c o n o s c i u t o 	 E4:D  :J1  E91HA	 O p e r a d o r   d e s c o n h e c i d o 	 B i l i n m e y e n   o p e r a t  r 	 N h    k h a i   t h  c   k . x  c   n h 	 O p e r a t o r   t i d a k   d i k e t a h u i 	 P e n g e n d a l i   t i d a k   d i k e n a l i 	 		M		>	$	  8			>	2			 	 	 	 I s m e r e t l e n   s z o l g  l t a t  	 	 	 	 O n b e k e n d e   o p e r a t o r 	 	 	 O p e r a t o r   n e c u n o s c u t 	 	 	     	 	 	 '~1'*H1  F'4F'.*G  '3*	 	 	 							  								 	 	 	 	 	 	 	 	 O n b e k e n d e   o p e r a t e u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p e r a d o r   d e s c o n h e c i d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ N O S I M 	 M E D P L Y 	 P O P U P 	 N o   S I M 	 N o   S I M 	 !qS I M aS	 eS I M aS	 D!H!54!	 N o   h a y   u n   S I M 	 A u c u n e   S I M 	 K e i n   S I M 	 5B  S I M 	 N e s s u n a   S I M 	 D'  *H,/  (7'B)  S I M 	 S e m   S I M 	 S I M   y o k 	 K h  n g   c    S I M 	 T i d a k   a d a   S I M 	 T i a d a   S I M 	 	K		  S I M   (	9	@			 	 	 	 N i n c s   S I M 	 	 	 	 G e e n   S I M 	 	 	 N i c i o   c a r t e l   S I M 	 	 	     S I M 	 	 	 G  S I M   EH,H/  F3*	 	 	 			  				 	 	 	 	 	 	 	 	 G e e n   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   S I M 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ A I R L O A D _ D O W N L O A D _ F A I L E D 	 M E D P L Y 	 P O P U P 	 d o w n l o a d   f a i l e d 	 F a i l e d   t o   d o w n l o a d 	 N	1YWe	 N}1Y%	 D!H*2!2#2'LB+%	 N o   s e   p u d o   d e s c a r g a r 	 E c h e c   d e   t  l  c h a r g e m e n t 	 K o n n t e   n i c h t   h e r u n t e r g e l a d e n   w e r d e n 	 5  C40;>AL  703@C78BL	 D o w n l o a d   n o n   r i u s c i t o 	 *901  'D*F2JD	 A   t r a n s f e r  n c i a   f a l h o u 	 0n d i r i l e m e d i 	 K h  n g   t h   t i   v 	 G a g a l   m e n - d o w n l o a d 	 G a g a l   m e m u a t   t u r u n 	 !	>			(	2	K	!	  .	G		  	8	+	2		 	 	 	 A   l e t  l t  s e   n e m   s i k e r  l t 	 	 	 	 K a n   n i e t   d o w n l o a d e n 	 	 	 D e s c r c a r e   n e r e u _i t 	 	 	   	 	 	 ('11  F'EHAB  (H/	 	 	 							  				  							 	 	 	 	 	 	 	 	 K o n   n i e   a f l a a i   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   b a i x a r 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ F I L G H M O D E 	 M E D P L Y 	 P O P U P 	 f l i g h t   m o d e 	 F l i g h t   m o d e 	 ۘL!j_	 ޘL!j_	 B+!@#7H-4	 M o d o   d e   v u e l o   	 M o d e   v o l 	 F l u g m o d u s 	 2B>=><=K9  @568<	 M o d a l i t    f l i g h t 	 H69  'D7J1'F	 M o d o   d e   v o o 	 U  u _  m o d u   	 C h     m  y   b a y 	 M o d u s   p e n e r b a n g a n 	 M o d   p e n e r b a n g a n 	 +	M	2	>			  .	K	!		 	 	 	 R e p  l  s   m  d 	 	 	 	 V l u c h t s t a n d 	 	 	 M o d   a v i o n 	 	 	   	 	 	 -'D*  ~1H'2	 	 	 						  					 	 	 	 	 	 	 	 	 V l u g m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   v o o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ S T O P 	 M E D P L Y 	 I C O N T E X T 	 S t o p p e d 	 S t o p p e d 	 \Pbk	 \Pbk	 +"8A%I'	 D e t e n i d o   	 A r r  t  	 G e s t o p p t 	 AB0=>2;5=>	 A r r e s t a t o 	 E*HBA	 P a r o u 	 D u r d u r u l d u 	    d n g 	 D i h e n t i k a n 	 D i h e n t i k a n 	 0	K		>	  	/	>		 	 	 	 M e g  l l  t v a 	 	 	 	 G e s t o p t 	 	 	 O p r i t 	 	 	 	 	 	 E*HBA  4/	 	 	 				  						 	 	 	 	 	 	 	 	 G e s t o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n t e r r o m p i d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ S M S _ B U S Y 	 M E D P L Y 	 P O P U P 	 S M S   b u s y 	 S M S   n o t   a v a i l a b l e 	 !|
!qlO(u	 wOelO(u	 D!H!5  S M S   	 S M S   n o   d i s p o n i b l e 	 S M S   n o n   d i s p o n i b l e 	 S M S   n i c h t   v e r f  g b a r 	 54>ABC?=>  S M S 	 S M S   n o n   d i s p o n i b i l e 	 ./E)  S M S   :J1  E*'-)	 S M S   n  o   d i s p o n  v e l 	 S M S   g e  e r l i   d e i l 	 S M S   k h  n g   c    s n 	 S M S   t i d a k   t e r s e d i a 	 S M S   t i d a k   b o l e h   d i d a p a t i . 	 	8		.		8	  		*	2	,	M	
 '	  (	9	@		  9	H		 	 	 	 A z   S M S   n e m   e l  r h e t Q	 	 	 	 S M S   n i e t   b e s c h i k b a a r 	 	 	 S M S   i n d i s p o n i b i l 	 	 	 S M S     	 	 	 ~'E  /1/3*13  F3*	 	 	 						  					  						  		d		 	 	 	 	 	 	 	 	 S M S   i s   n i e   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S M S   n  o   d i s p o n  v e l 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ I N V A L I D _ C U R R E N T _ P L S T 	 M E D P L Y 	 P O P U P 	 I n v a l i d   c u r r e n t   p l a y l i s t 	 I n v a l i d   p l a y l i s t 	 d>enU!qHe	 d>eRheHe	 #2"2#@%HD!H9I-	 L i s t a   d e   r e p r o d u c c i  n   i n v  l i d a 	 L i s t e   d e   l e c t u r e   i n v a l i d e 	 U n g  l t i g e   W i e d e r g a b e l i s t e 	 54>?CAB8<K9  A?8A>:  2>A?@>872545=8O	 P l a y l i s t   n o n   v a l i d a 	 B'&E)  'D*4:JD  :J1  E/9HE)	 L i s t a   d e   r e p r o d u   o   i n v  l i d a 	 G e  e r s i z   _a r k 1  l i s t e s i 	 D . s  c h   n h c   k . h p   l 	 D a f t a r   l a g u   t i d a k   v a l i d 	 S e n a r a i   m a i n a n   t i d a k   s a h 	 	.	>	(	M	
 /	  *	M	
 2	G	2	?	8	M	
 		 	 	 	  r v  n y t e l e n   j  t  k l i s t a 	 	 	 	 O n g e l d i g e   a f s p e e l l i j s t 	 	 	 L i s t   d e   r e d a r e   n e v a l i d 	 	 	       	 	 	 AG13*  ~.4  F'E9*(1  '3*	 	 	 								  										 	 	 	 	 	 	 	 	 O n g e l d i g e   s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   r e p r o d u   o   i n v  l i d a 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ N O _ S I M 1 	 M E D P L Y 	 P O P U P 	 N o   S I M 1 	 N o   S I M 1 	 !qS I M 1 aS	 eS I M 1 aS	 D!H!54!1 	 N o   S I M 1 	 A u c u n e   S I M 1 	 K e i n e   S I M 1 	 5B  S I M 1 	 N e s s u n a   S I M 1 	 D'  *H,/  (7'B)  S I M 1 	 N e n h u m   S I M   1 	 S I M 1   y o k 	 K . c    S I M 1 	 T i d a k   a d a   S I M 1 	 T i a d a   S I M 1 	 8	?	.	  1   (	9	@			 	 	 	 N i n c s   S I M 1 	 	 	 	 G e e n   S I M 1 	 	 	 S I M 1   i n d i p o n i b i l 	 	 	   S I M 1 	 	 	 S I M 1   EH,H/  F3*	 	 	 				  				 	 	 	 	 	 	 	 	 G e e n   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   S I M 1 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ N O _ S I M 2 	 M E D P L Y 	 P O P U P 	 N o   S I M 2 	 N o   S I M 2 	 !qS I M 2 aS	 eS I M 2 aS	 D!H!54!2 	 N o   S I M 2 	 A u c u n e   S I M 2 	 K e i n e   S I M 2 	 5B  S I M 2 	 N e s s u n a   S I M 2 	 D'  *H,/  (7'B)  S I M 2 	 N e n h u m   S I M   2 	 S I M 2   y o k 	 K . c    S I M 2 	 T i d a k   a d a   S I M 2 	 T i a d a   S I M 2 	 8	?	.	  2   (	9	@			 	 	 	 N i n c s   S I M 2 	 	 	 	 G e e n   S I M 2 	 	 	 S I M 2   i n d i s p o n i b i l 	 	 	   S I M 2 	 	 	 OS I M 2   EH,H/  F3*	 	 	 				  				 	 	 	 	 	 	 	 	 G e e n   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   S I M 2 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ I N V A L I D _ S I M 2 	 M E D P L Y 	 P O P U P 	 I n v a l i d   S I M 2 	 I n v a l i d   S I M 2 	 S I M 2 aS!qHe	 S I M 2 aSeHe	 4!2   D!H9I-	 S I M 2   i n v  l i d o 	 S I M 2   i n v a l i d e 	 U n g  l t i g e   S I M 2 	 54>?CAB8<0O  S I M 2 	 S I M 2   n o n   v a l i d a 	 (7'B)  S I M 2   :J1  5'D-)	 S I M   2   i n v  l i d o 	 G e  e r s i z   S I M 2 	 S I M 2   k . h p   l 	 S I M 2   t i d a k   v a l i d 	 S I M 2   t i d a k   s a h 	 	5	H	'	  8	?	.	  2 	 	 	 	  r v  n y t e l e n   S I M 2 	 	 	 	 O n g e l d i g e   S I M 2 	 	 	 S I M 2   n e v a l i d 	 	 	 S I M 2     	 	 	 S I M 2   F'E9*(1  '3*	 	 	 								  					 	 	 	 	 	 	 	 	 O n g e l d i g e   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2   i n v  l i d o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ E R R _ I N V A L I D _ S I M 1 	 M E D P L Y 	 P O P U P 	 I n v a l i d   S I M 1 	 I n v a l i d   S I M 1 	 S I M 1 aS!qHe	 S I M 1 aSeHe	 4!1   D!H9I-	 S I M 1   i n v  l i d o 	 S I M 1   i n v a l i d e 	 U n g  l t i g e   S I M 1 	 54>?CAB8<0O  S I M 1 	 S I M 1   n o n   v a l i d a 	 (7'B)  S I M 1   :J1  5'D-)	 S I M   1   i n v  l i d o 	 G e  e r s i z   S I M 1 	 S I M 1   k . h p   l 	 S I M 1   t i d a k   v a l i d 	 S I M 1   t i d a k   s a h 	 	5	H	'	  8	?	.	  1 	 	 	 	  r v  n y t e l e n   S I M 1 	 	 	 	 O n g e l d i g e   S I M 1 	 	 	 S I M 1   n e v a l i d 	 	 	 S I M 1     	 	 	 S I M 1   F'E9*(1  '3*	 	 	 								  					 	 	 	 	 	 	 	 	 O n g e l d i g e   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1   i n v  l i d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ C L E A R _ L I S T 	 M E D P L Y 	 I C O N T E X T ,   P O P U P C O N F I R M 	 m e n u   i t e m   s t r i n g   a n d   p o p u p   c o n f i r m   s t r i n g 	 C l e a r   p l a y l i s t 	 nzzd>enU	 nzzd>eRh	 %I2#2"2#@%H	 B o r r a r   l i s t a   d e   r e p r o d u c c i  n 	 E f f a c e r   l a   l i s t e   d e   l e c t u r e 	 W i e d e r g a b e l i s t e   l  s c h e n 	 G8AB8BL  A?8A>:  2>A?@>872545=8O	 C a n c e l l a   e l e n c o   d i   r i p r o d u z i o n e 	 E3-  B'&E)  'D*4:JD	 L i m p a r   l i s t a   d e   r e p r o d u   o 	  a l m a   l i s t e s i n i   t e m i z l e 	 X  a   d . s  c h   n h c 	 H a p u s   d a f t a r   l a g u 	 P a d a m   s e n a r a i   m a i n a n 	 *	M	2	G	2	?	8	M		  9		>				 	 	 	 J  t  k l i s t a   t  r l  s e 	 	 	 	 A f s p e e l l i j s t   w i s s e n 	 	 	 G o l i r e   l i s t   d e   r e d a r e 	 	 	     	 	 	 ~'  1/F  AG13*  ~.4	 	 	 				  					  				  						 	 	 	 	 	 	 	 	 W i s   s n i t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i m p a r   l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ A 2 D P _ B L O C K _ S P E C T R U M _ P I T C H 	 M E D P L Y 	 P O P U P 	 S p e c t r u m   a n d   p i t c h   s h i f t   m i g h t   b e   b l o c k e d 	 S p e c t r u m   a n d   p i t c h   s h i f t   m i g h t   b e   b l o c k e d 	 ;\GS/ MSܕ	 1NGS/ MSsQ	 *@#1!A%02#"4
L-29%G-	 E l   e s p e c t r o   y   c a m b i o   d e   t o n o   p o d r  a n   e s t a r   b l o q u e a d o s 	 S p e c t r e   e t   d  c a l a g e   d e   p i t c h   p e u t    t r e   b l o q u  	 S p e k t r a l -   u n d   T o n l a g e n v e r s c h i e b u n g   s i n d   e v e n t u e l l   b l o c k i e r t 	 >7<>6=>  701;>:8@>20=  A?5:B@  8  A<5I5=85  B>=0	 L o   s p e t t r o   e   i l   p i t c h   s h i f t   p o t r e b b e r o   e s s e r e   b l o c c a t i 	   B/  JCHF  'DE-DD  'D7JAJ  HE:J1  'DF:E'*  EBADJF	 A   a l t e r a   o   d e   t o n a l i d a d e   e   e s p e c t r o   p o d e r    e s t a r   b l o q u e a d a 	 S p e k t r u m   v e   y  k s e k l i k   d e i _i m i   e n g e l l e n e b i l i r 	 C    t h   c h n   c h u y n   i   q u a n g   p h   v     m   v c 	 P e n g a l i h a n   s p e k t r u m   d a n   p i t c h   m u n g k i n   d i b l o k i r 	 A n j a k a n   s p e k t r u m   d a n   n a d a   m u n g k i n   d i s e k a t 	 8	M	*	G		M		M	0	.	  $	%	>	  *	?		  6	?	+	M		  ,		&	  9	H			 	 	 	 A   s  v t a r t o m  n y    s   h a n g n e m - e l t o l  s   b l o k k o l v a   l e h e t 	 	 	 	 S p e c t r u m   e n   t o o n h o o g t e v e r s c h u i v i n g   k u n n e n   g e b l o k k e e r d   z i j n 	 	 	 C o m u t a r e   d e   s p e c t r u   _i   p i t c h   b l o c a t 	 	 	           	 	 	 'E'F  /'1/  *:1  7A  H  D-F  5/'  E3/H/  4/G  ('4F/	 	 	 										  			  			  				  										  			  					 	 	 	 	 	 	 	 	 S p e k t r u m -   e n   t o o n h o o g t e v e r s k u i w i n g   k a n   m o o n t l i k   g e b l o k k e e r   w o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p e c t r o   e   m u d a n  a   d e   a f i n a   o   p o d e m   s e r   b l o q u e a d o s 
 
 S T R _ I D _ M E D P L Y _ A 2 D P _ B L O C K _ P I T C H 	 M E D P L Y 	 P O P U P 	 P t i c h   S h i f t   m i g t h   b e   b l o c k e d 	 P i t c h   s h i f t   m i g h t   b e   b l o c k e d 	 GS/ MSܕ	 GS/ MSsQ	 2#"4
L-29%G-	 E l   c a m b i o   d e   t o n o   p o d r  a   e s t a r   b l o q u e a d o   	 D  c a l a g e   d e   p i t c h   p e u t    t r e   b l o q u  	 T o n l a g e n v e r s c h i e b u n g   i s t   e v e n t u e l l   b l o c k i e r t 	 >7<>6=>  701;>:8@>20=>  A<5I5=85  B>=0	 I l   p i t c h   s h i f t   p o t r e b b e   e s s e r e   b l o c c a t o 	 B/  JCHF  E:J1  'DF:E'*  EBAD	 A   a l t e r a   o   d e   t o n a l i d a d e   p o d e r    e s t a r   b l o q u e a d a 	 Y  k s e k l i k   d e i _i m i   e n g e l l e n e b i l i r 	 C    t h   c h n   c h u y n   i    m   v c 	 P e n g a l i h a n   p i t c h   m u n g k i n   d i b l o k i r 	 A n j a k a n   n a d a   m u n g k i n   d i s e k a t 	 *	?		  6	?	+	M		  ,		&	  9	H		 	 	 	 A   h a n g n e m - e l t o l  s   b l o k k o l v a   l e h e t 	 	 	 	 T o o n h o o g t e v e r s c h u i v i n g   k a n   g e b l o k k e e r d   z i j n 	 	 	 C o m u t a r e   d e   p i t c h   p r o b a b i l   b l o c a t 	 	 	         	 	 	 'E'F  /'1/  *:1  D-F  5/'  E3/H/  4/G  ('4/	 	 	 			  				  										  			  					 	 	 	 	 	 	 	 	 T o o n h o o g t e v e r s k u i w i n g   k a n   m o o n t l i k   g e b l o k k e e r   w o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d a n  a   d e   a f i n a   o   d e v e   e s t a r   b l o q u e a d a 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D O W N L O A D _ T I M E O U T 	 M E D P L Y 	 I C O N T E X T 	 T i m e o u t 	 T i m e o u t 	 Bf	 e	 D!L@-2L	 T i e m p o   l  m i t e 	 E x p i r a t i o n 	 T i m e o u t 	 "09<- 0CB	 T i m e o u t 	 'F*GI  'DHB*	 T e m p o   e s g o t a d o 	 Z a m a n a _1m 1	 T m   d n g 	 B a t a s   w a k t u 	 T a m a t   m a s a 	 	5	'	?	  8	.	>	*	M	
 $		 	 	 	 I d Qt  l l  p  s 	 	 	 	 T i m e o u t 	 	 	 P a u z 	 	 	   	 	 	 EGD*  *E'E  4/	 	 	 					 	 	 	 	 	 	 	 	 T y d   v e r s t r e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   l i m i t e 
 
 S T R _ I D _ M E D P L Y _ K U R O _ D O W N L O A D _ B L O C K _ B Y _ B T _ P L A Y 	 M E D P L Y 	 P O P U P 	 P l e a s e   t u r n   o f f   t h e   b l u e t o o t h   o u t p u t 	 P l e a s e   t u r n   o f f   t h e   B T   s t e r e o   f i r s t 	 ˊHQܕͅYrzԚr3_j	 HQsQ݄YrzSOX3:g	 B#4*@-#4B-  B T   H-	 P o r   f a v o r   d e s a c t i v e   B T   e s t  r e o   p r i m e r o   	 V e u i l l e z    t e i n d r e   l a   s t  r  o   B T   e n   p r e m i e r 	 S c h a l t e n   S i e   b i t t e   z u e r s t   B l u e t o o t h - S t e r e o   a u s 	 !=0G0;0  =5>1E>48<>  2:;NG8BL  B T - AB5@5>	 S p e g n e r e   p r i m a   l o   s t e r e o   B T 	 J1,I  %JB'A  '3*1JH  B T #HD'K	 D e s l i g u e   p r i m e i r o   o   a u r i c u l a r   e s t  r e o   B l u e t o o t h 	 L  t f e n    n c e   B T   s t e r e o y u   k a p a t 1n 	 H  y   t t   B l u e t o o t h    m   t h a n h   n i   t r c 	 N o n a k t i f k a n   s t e r e o   B T   t e r l e b i h   d u l u 	 S i l a   p a d a m k a n   s t e r e o   B T   t e r d a h u l u 	 	C	*	/	>	  *	9	2	G	  ,	@		@	  8	M	
 	@	0	?	/	K	  ,		&	  	0	G			 	 	 	 E l Qb b   k a p c s o l j a   k i   a   B T   s z t e r e  t 	 	 	 	 S c h a k e l   e e r s t   d e   B T - g e l u i d s i n s t a l l a t i e   u i t 	 	 	 O p r i ci   m a i    n t  i   B T   c u   r e d a r e   s t e r e o 	 	 	       - B T   	 	 	 D7A'  '(*/'  '3*1H  B T   1'  .'EH4  F/	 	 	 							  			  						  				  							  				  					 	 	 	 	 	 	 	 	 S i t   a s b .   e e r s   d i e   B T - s t e r e o   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s l i g u e   p r i m e i r o   o   e s t  r e o   B T 
 
 S T R _ I D _ M E D P L Y _ P L S T _ N O T I F Y _ E M P T Y _ L I S T 	 M E D P L Y 	 P O P U P 	 L i s t   e m p t y 	 L i s t   e m p t y 	 nUpzz	 Rh:Nzz	 #2"2#'H2	 L i s t a   v a c  a   	 L i s t e   v i d e 	 L i s t e   l e e r 	 !?8A>:  ?CAB	 E l e n c o   v u o t o 	 'DB'&E)  A'1:)	 L i s t a   v a z i a 	 L i s t e   b o _	 D . s  c h   t r n g 	 D a f t a r   k o s o n g 	 S e n a r a i   k o s o n g 	 8	B		@	  0	?		M	
 $	  9	H		 	 	 	  r e s   l i s t a 	 	 	 	 L i j s t   i s   l e e g 	 	 	 L i s t   g o a l 	 	 	   	 	 	 AG13*  .'D3*	 	 	 						  						 	 	 	 	 	 	 	 	 L y s   l e e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   v a z i a 
 
 S T R _ I D _ M E D P L Y _ S E T T I N G S _ A U T O _ F U L L S C R _ B Y S E N S O R 	 M E D P L Y 	 I C O N T E X T 	 M o t i o n   s e n s o r 	 M o t i o n   s e n s o r 	 yRaahV	 yRa^hV	 @@-#L1'2!@%7H-D+'	 S e n s o r   d e   m o v i m i e n t o   	 D  t e c t e u r   d e   m o u v e m e n t 	 B e w e g u n g s s e n s o r 	 0BG8:  42865=8O	 S e n s o r e   d i   m o v i m e n t o 	 E3*491  'D-1C)	 S e n s o r   d e   m o v i m e n t o 	 H a r e k e t   s e n s  r  	 B   c . b i n   h . n g 	 S e n s o r   g e r a k a n 	 P e n d e r i a   g e r a k a n 	 .	K	6	(	  8	G		8	0		 	 	 	 M o z g  s  r z  k e l Q	 	 	 	 B e w e g i n g s s e n s o r 	 	 	 S e n z o r   d e   m i _c a r e 	 	 	   	 	 	 -31  -1*	 	 	 					  						  	 	 	 	 	 	 	 	 	 B e w e g i n g s e n s o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e n s o r   d e   m o v i m e n t o 
 
 S T R _ I D _ M E D P L Y _ K U R O _ D O W N L O A D _ D E L E T E _ A L L _ C O M P L E T E D 	 M E D P L Y 	 I C O N T E X T 	 D e l e t e   a l l   c o m p l e t e d 	 D e l e t e   a l l   c o m p l e t e d 	 *RdhQ][b	  RdhQ][b	 %5H@*#GA%I'1I+!	 B o r r a r   t o d o s   l o s   c o m p l e t a d o s   	 E f f a c e r   t o u s   t e r m i n  s 	 A l l e s   g e l  s c h t 	 #40;8BL  2A5  7025@H5==K5	 E l i m i n a   t u t t i   i   c o m p l e t a t i 	 *E  -0A  'DCD	 E l i m i n a r   t o d o s   o s   c o n c l u  d o s 	 T  m   t a m a m l a n a n l a r 1  s i l 	    x  a   t t   c 	 H a p u s   s e m u a   s e l e s a i 	 H a p u s k a n   s e m u a   s e l e s a i 	 8	-	@	  *	B	0	M	#	  .	?		>				 	 	 	  s s z e s   e l v  g z e t t   t  r l  s e 	 	 	 	 A l l e s   v o l l e d i g   v e r w i j d e r e n 	 	 	 ^t e r g e r e   g l o b a l   f i n a l i z a t e 	 	 	         	 	 	 -0A  GEG  EH'1/  ~''F  'A*G	 	 	 							  			  		  				  					  	 	 	 	 	 	 	 	 	 S k r a p   a l l e   v o l t o o i d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d o s   o s   c o n c l u  d o s 
 
 S T R _ I D _ M E D P L Y _ K U R O _ D O W N L O A D _ S T A R T _ A L L 	 M E D P L Y 	 I C O N T E X T 	 S t a r t   a l l 	 S t a r t   a l l 	 hQ萋Y	 hQ _Y	 @#4H!1I+!	 I n i c i a r   t o d o s   	 C o m m e n c e r   t o u t 	 A l l e s   s t a r t e n 	 0?CAB8BL  2A5	 A v v i a   t u t t i 	 (/!  *4:JD  'DCD	 I n i c i a r   t u d o 	 H e p s i n i   b a _l a t 	 K h . n g   t t   c 	 M u l a i   s e m u a 	 M u l a   s e m u a 	 8	-	@	  6	A	0	B	  	0	G			 	 	 	  s s z e s   i n d  t  s a 	 	 	 	 A l l e s   s t a r t e n 	 	 	 P o r n i r e   g l o b a l 	 	 	   	 	 	 ":'2  GEG	 	 	 		  				  				  	 	 	 	 	 	 	 	 	 B e g i n   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i a r   t o d o s 
 
 S T R _ I D _ M E D P L Y _ K U R O _ L I S T _ D E L E T E _ A L L _ A S K 	 M E D P L Y 	 P O P U P C O N F I R M 	 D e l e t e   a l l   c o m p l e t e d ? 	 D e l e t e   a l l   c o m p l e t e d ? 	 *RdhQ][b	  RdhQ][b	 %5H@*#GA%I'1I+!? 	  B o r r a r   t o d o s   l o s   c o m p l e t a d o s ? 	 E f f a c e r   t o u s   t e r m i n  s ? 	 A l l e s   g e l  s c h t ? 	 #40;8BL  2A5  7025@H5==K5? 	 E l i m i n a r e   t u t t i   i   c o m p l e t a t i ? 	 '3*CE'D  9EDJ)  -0A  'DCD	 E l i m i n a r   t o d o s   o s   c o n c l u  d o s ? 	 T  m   t a m a m l a n a n l a r   s i l i n s i n   m i ? 	    x  a   t t   c ? 	 H a p u s   s e m u a   s e l e s a i ? 	 H a p u s   s e m u a   y a n g   t e l a h   s e l e s a i ? 	 8	-	@	  8		*	B	0	M	#	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s   e l v  g z e t t e t ? 	 	 	 	 A l l e s   v o l l e d i g   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   g l o b a l   f i n a l i z a t e ? 	 	 	         ? 	 	 	 GEG  EH'1/  ~''F  'A*G  -0A  4HF/	 	 	 							  			  		  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   v o l t o o i d e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d o s   o s   c o n c l u  d o s ? 
 
 S T R I N G _ M T P N P _ S I M 1 _ C O L O N 	 M E R C U R Y 	 U N L I M 	 S I M 1 	 S I M 1 :   	 S I M aS1 	 S I M aS1 	 4!1 :     	 S I M 1 :   	 S I M 1   :   	 S I M   1 :     	 S I M 1 :   	 S I M 1 : 	 S I M 1 :   	 S I M   1 :   	 S I M 1 : 	 S I M 1 :   	 S I M 1 :   	 S I M 1 : 	 S I M 1 :     	 	 	 	 S I M 1 : 	 	 	 	 S I M 1 :   	 	 	 S I M 1 :   	 	 	 S I M 1 :   	 	 	 S I M 1 :   	 	 	 				:   	 	 	 	 	 	 	 	 	 S I M 1 :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 :   
 
 S T R I N G _ M T P N P _ S I M 2 _ C O L O N 	 M E R C U R Y 	 U N L I M 	 S I M 2 	 S I M 2 :   	 S I M aS2 	 S I M aS2 	 4!2 :     	 S I M 2 : 	 S I M 2   :   	 S I M   2 :     	 S I M 2 : 	 S I M 2 : 	 S I M 2 :   	 S I M   2 :   	 S I M 2 : 	 S I M 2 :   	 S I M 2 :   	 S I M 2 : 	 S I M 2 :     	 	 	 	 S I M 2 : 	 	 	 	 S I M 2 :   	 	 	 S I M 2 :   	 	 	 S I M 2 :   	 	 	 S I M 2 :   	 	 	 				:   	 	 	 	 	 	 	 	 	 S I M 2 :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 :   
 
 S T R I N G _ M T P N P _ M A S T E R _ V O I C E M A I L _ N U M _ I N D _ P L U R A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   v o i c e m a i l s 	 hS I M aS1 eYu 	 agS I M aS1 eYu 	 '-"L@!%4!1   C+!H	 n u e v o s   m e n s a j e s   d e   v o z   e n   S I M 1 	 n o u v e a u x   m e s s a g e s   v o c a u x   S I M 1 	 n e u e   S I M   1 - V o i c e m a i l s 	 =>20O  3>;>A>20O  ?>GB0  =0  S I M 1 	 n u o v i   m e s s a g g i   v o c a l i   S I M 1 	 13'&D  (1J/  5H*J  ,/J/)  9DI  (7'B)  S I M 1 	 n o v a s   m e n s a g e n s   d e   c o r r e i o   d e   v o z   d o   S I M   1 	 y e n i   S I M 1 s e s l i   m e s a j l a r 	 t h   t h o i   S I M 1   m i 	 p e s a n   s u a r a   b a r u   d i   S I M 1 	 m e l   s u a r a   S I M 1   b a r u 	 (		  S I M 1   5	I	/	8	  .	G	2		 	 	 	  j   S I M 1   h a n g p o s t a 	 	 	 	 n i e u w e   v o i c e m a i l s   o p   S I M 1 	 	 	 m e s a j e   v o c a l e   S I M 1   n o i 	 	 	       - S I M 1 	 	 	 "H'F'EG  G'  ,//  S I M 1 	 	 	 				  		  				  				  					 	 	 	 	 	 	 	 	 n u w e   S I M 1 - s t e m p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   c o r r e i o s   d e   v o z   d o   S I M 1 
 
 S T R I N G _ M T P N P _ M A S T E R _ F A X _ N U M _ I N D _ P L U R A L 	 M E R C U R Y _ P L U R A L 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   F a x e s 	 hS I M aS1 ePw	 agS I M aS1 e Ow	 AL4!1   C+!H	 f a x e s   n u e v o s   e n   S I M 1 	 n o u v e a u   f a x e s   S I M 1 	 n e u e   S I M   1 - F a x e 	 =>2K5  D0:AK  =0  S I M 1 	 n u o v i   f a x   S I M 1 	 A'C3'*  ,/J/)  9DI  (7'B)  S I M 1 	 n o v o s   f a x e s   d o   S I M 1 	 y e n i   S I M 1   F a k s l a r 	 f a x   S I M 1   m i 	 F a k s   b a r u   d i   S I M 1 	 F a k s   S I M 1   b a r u 	 (		  S I M 1   +	H		M	8		 	 	 	  j   S I M 1   f a x 	 	 	 	 n i e u w e   f a x e n   o p   S I M 1 	 	 	 F a x u r i   S I M 1   n o i 	 	 	     - S I M 1 	 	 	 FE'(1G'  ,//  S I M 1 	 	 	 				  				  							  	 	 	 	 	 	 	 	 	 n u w e   S I M 1 - f a k s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   f a x e s   d o   S I M 1 
 
 S T R I N G _ M T P N P _ M A S T E R _ E M A I L _ N U M _ I N D _ P L U R A L 	 M E R C U R Y _ P L U R A L 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   E m a i l s 	 \S I M aS1 eN	 \S I M aS1 eN	 -5@!%4!1   C+!H	 m e n s a j e s   d e   c o r r e o   e l e c t r  n i c o   n u e v o s   S I M 1 	 n o u v e a u x   e m a i l s   S I M 1 	 n e u e   S I M   1 - E - M a i l s 	 =>20O  M;.   ?>GB0  =0  S I M 1 	 n u o v e   e - m a i l   S I M 1 	 13'&D  (1J/  %DC*1HFJ  ,/J/)  9DI  (7'B)  S I M 1 	 n o v o s   E - m a i l s   d o   S I M 1 	 y e n i   S I M 1   E - p o s t a l a r 	 e m a i l   S I M 1   m i 	 e m a i l   b a r u   d i   S I M 1 	 E - m e l   S I M 1   b a r u 	 (		  S I M 1   	- .	G	2		 	 	 	  j   S I M 1   e - m a i l 	 	 	 	 n i e u w e   S I M 1   e - m a i l s 	 	 	 E - m a i l u r i   S I M 1   n o i 	 	 	       - S I M 1 	 	 	 1''F'EG  G'  ,//  S I M 1 	 	 	 				  				  		  				  	 	 	 	 	 	 	 	 	 n u w e   S I M 1 - e - p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   e - m a i l s   d o   S I M 1 
 
 S T R I N G _ M T P N P _ M A S T E R _ N E T _ O T H E R _ N U M _ I N D _ P L U R A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   n e t   m s g s 	 hS I M aS1 e}
o`	 agS I M aS1 eQ~Oo`	 I-'2!@G4!1   C+!H	 m e n s a j e s   d e   r e d   n u e v o s   S I M 1 	 n o u v e a u x   m s g s   I n t e r n e t   S I M 1 	 n e u e   S I M   1 - N e t z w e r k m i t t e i l u n g e n 	 =>2K5  A5B52K5  A>>1I5=8O  =0  S I M 1 	 n u o v i   m e s s a g g i   d i   r e t e   S I M 1 	 13'&D  %F*1F*  ,/J/)  9DI  (7'B)  S I M 1 	 n o v a s   m s g s   d e   r e d e   d o   S I M 1 	 y e n i   S I M 1   n e t   m e s a j l a r 	 t i n   q . b    S I M 1   m i 	 p e s a n   I n t e r n e t   b a r u   d i   S I M 1 	 m s j   n e t   S I M 1   b a r u 	 (		  S I M 1   (	G		  8		&	G	6		 	 	 	  j   S I M 1   n e t    z e n e t 	 	 	 	 n i e u w e   S I M 1   n e t b e r i c h t e n 	 	 	 m s j   r e ce a   S I M 1   n o i 	 	 	       - S I M 1 	 	 	 ~'EG'  4(G  '  ,//  S I M 1 	 	 	 				  				  		  			  						  	 	 	 	 	 	 	 	 	 n u w e   S I M 1 - n e t b d s k p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s .   r e d e   d o   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ V O I C E M A I L _ N U M _ I N D _ P L U R A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   v o i c e m a i l s 	 hS I M aS2 eYu 	 agS I M aS2 eYu 	 '-"L@!%4!2   C+!H	 n u e v o s   m e n s a j e s   d e   v o z   e n   S I M 2 	 n o u v e a u x   m e s s a g e s   v o c a u x   S I M 2 	 n e u e   S I M   2 - V o i c e m a i l s 	 =>20O  3>;>A>20O  ?>GB0  =0  S I M 2 	 n u o v i   m e s s a g g i   v o c a l i   S I M 2 	 13'&D  (1J/  5H*J  ,/J/)  9DI  (7'B)  S I M 2 	 n o v a s   m e n s a g e n s   d e   c o r r e i o   d e   v o z   d o   S I M   2 	 y e n i   S I M 2   s e s l i   m e s a j l a r 	 t h   t h o i   S I M 2   m i 	 p e s a n   s u a r a   b a r u   d i   S I M 2 	 m e l   s u a r a   S I M 2   b a r u 	 (		  S I M   2   5	I	/	8	  .	G	2	  	 	 	 	  j   S I M 2   h a n g p o s t a 	 	 	 	 n i e u w e   v o i c e m a i l s   o p   S I M 2 	 	 	 m e s a j e   v o c a l e   S I M 2   n o i 	 	 	       - S I M 2 	 	 	 "H'F'EG  G'  ,//  S I M 2 	 	 	 				  		  				  					  					 	 	 	 	 	 	 	 	 n u w e   S I M 2 - s t e m p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   c o r r e i o s   d e   v o z   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S L A V E _ F A X _ N U M _ I N D _ P L U R A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   F a x e s 	 hS I M aS2 ePw	 agS I M aS2 e Ow	 AL4!2   C+!H	 f a x e s   n u e v o s   e n   S I M 2 	 n o u v e a u   f a x e s   S I M 2 	 n e u e   S I M   2 - F a x e 	 =>2K5  D0:AK  =0  S I M 2 	 n u o v i   f a x   S I M 2 	 A'C3'*  ,/J/)  9DI  (7'B)  S I M 2 	 n o v o s   f a x e s   d o   S I M 2 	 y e n i   S I M 2   F a k s l a r 	 f a x   S I M 2   m i 	 F a k s   b a r u   d i   S I M 2 	 F a k s   S I M 2   b a r u 	 (		  S I M 2   +	H		M	8		 	 	 	  j   S I M 2   f a x 	 	 	 	 n i e u w e   f a x e n   o p   S I M 2 	 	 	 F a x u r i   S I M 2   n o i 	 	 	     - S I M 2 	 	 	 FE'(1G'  ,//  S I M 2 	 	 	 				  				  							  	 	 	 	 	 	 	 	 	 n u w e   S I M 2 - f a k s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   f a x e s   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S L A V E _ E M A I L _ N U M _ I N D _ P L U R A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   E m a i l s 	 \S I M aS2 eN	 \S I M aS2 eN	 -5@!%4!2   C+!H	 m e n s a j e s   d e   c o r r e o   e l e c t r  n i c o   n u e v o s   S I M 2 	 n o u v e a u x   e m a i l s   S I M 2 	 n e u e   S I M   2 - E - M a i l s 	 =>20O  M;.   ?>GB0  =0  S I M 2 	 n u o v e   e - m a i l   S I M 2 	 13'&D  (1J/  %DC*1HFJ  ,/J/)  9DI  (7'B)  S I M 2 	 n o v o s   E - m a i l s   d o   S I M 2 	 y e n i   S I M 2   E - p o s t a l a r 	 e m a i l   S I M 2   m i 	 e m a i l   b a r u   d i   S I M 2 	 E - m e l   S I M 2   b a r u 	 (		  S I M 2   	- .	G	2		 	 	 	  j   S I M 2   e - m a i l 	 	 	 	 n i e u w e   S I M 2   e - m a i l s 	 	 	 E - m a i l u r i   S I M 2   n o i 	 	 	       - S I M 2 	 	 	 1''F'EG  G'  ,//  S I M 2 	 	 	 				  				  		  					 	 	 	 	 	 	 	 	 N u w e   S I M 2 - e - p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   e - m a i l s   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S L A V E _ N E T _ O T H E R _ N U M _ I N D _ P L R U A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   n e t   m s g s 	 hS I M aS2 e}
o`	 agS I M aS2 eQ~Oo`	 I-'2!@G4!2   C+!H	 m e n s a j e s   d e   r e d   n u e v o s   S I M 2 	 n o u v e a u x   m s g s   I n t e r n e t   S I M 2 	 n e u e   S I M   2 - N e t z w e r k m i t t e i l u n g e n 	 =>2K5  A5B52K5  A>>1I5=8O  =0  S I M 2 	 n u o v i   m e s s a g g i   d i   r e t e   S I M 2 	 13'&D  %F*1F*  ,/J/)  9DI  (7'B)  S I M 2 	 n o v a s   m s g s   d e   r e d e   d o   S I M 2 	 y e n i   S I M 2   n e t   m e s a j l a r 	 t i n   q . b    S I M 2   m i 	 p e s a n   I n t e r n e t   b a r u   d i   S I M 2 	 m s j   n e t   S I M 2   b a r u 	 (		  S I M 2   (	G		  8		&	G	6		 	 	 	  j   S I M 2   n e t    z e n e t 	 	 	 	 n i e u w e   S I M 2   n e t b e r i c h t e n 	 	 	 m s j   r e ce a   S I M 2   n o i 	 	 	       - S I M 2 	 	 	 ~'EG'  4(G  '  ,//  S I M 2 	 	 	 				  				  		  			  						  	 	 	 	 	 	 	 	 	 N u w e   S I M 2 - n e t b d s k p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s .   r e d e   d o   S I M 2 
 
 S T R I N G _ M T P N P _ S M S _ M A S T E R _ D R A F T B O X 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 D r a f t b o x   S M S   m e n u   i t e m   S t r i n g 	 S I M 1   D r a f t s 	 S I M aS1 I?z	 S I M aS1 I?z{	 A#H24!1 	 B o r r a d o r e s   S I M 1 	 B r o u i l l o n s   S I M 1 	 S I M   1 - E n t w  r f e 	 '5@=>28:8  S I M 1 	 B o z z e   S I M 1 	 E3H/'*  S I M 1 	 R a s c u n h o s   d o   S I M   1 	 S I M 1   T a s l a k l a r 1	 N h  p   S I M 1 	 K o n s e p   d i   S I M 1 	 D r a f   S I M 1 	 S I M 1   !	M	0	>	+	M		M	8		 	 	 	 S I M 1   P i s z k o z a t o k 	 	 	 	 C o n c e p t e n   o p   S I M   1 	 	 	 S c h i ce   S I M 1 	 	 	   S I M 1 	 	 	 ~4  FH3G'  S I M 1 	 	 	 				  					 	 	 	 	 	 	 	 	 S I M 1 - k o n s e p t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a s c u n h o s   d o   S I M 1 
 
 S T R I N G _ M T P N P _ S M S _ S L A V E _ D R A F T B O X 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 D r a f t b o x   S M S   m e n u   i t e m   S t r i n g 	 S I M 2   D r a f t s 	 S I M aS2 I?z	 S I M aS2 I?z{	 A#H24!2 	 B o r r a d o r e s   S I M 2 	 B r o u i l l o n s   S I M 2 	 S I M   2 - E n t w  r f e 	 '5@=>28:8  S I M 2 	 B o z z e   S I M 2 	 E3H/'*  S I M 2 	 R a s c u n h o s   d o   S I M   2 	 S I M 2   T a s l a k l a r 1	 N h  p   S I M 2 	 K o n s e p   d i   S I M 2 	 D r a f   S I M 2 	 S I M 2   !	M	0	>	+	M		M	8		 	 	 	 S I M 2   P i s z k o z a t o k 	 	 	 	 C o n c e p t e n   o p   S I M   2 	 	 	 S c h i ce   S I M 2 	 	 	   S I M 2 	 	 	 ~4  FH3G'  S I M 2 	 	 	 				  					 	 	 	 	 	 	 	 	 S I M 2 - k o n s e p t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a s c u n h o s   d o   S I M 2 
 
 S T R I N G _ M T P N P _ M A S T E R _ D E L E T E _ D R A F T B O X _ M E N U E N T R Y 	 M E R C U R Y 	 P O P U P C O N F I R M 	 D e l e t e   S I M 1   D r a f t b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S I M 1   D r a f t s ? 	 *RdS I M aS1 I?z-NhQ
o`	  RdS I M aS1 I?z-NhQOo`	 %I-'2!1I+!2A#H24!1 ? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e s d e   l o s   B o r r a d o r e s   d e l   S I M 1 ? 	 S u p p r i m e r   t o u s   l e s   b r o u i l l o n s   d e   l a   S I M 1   ? 	 A l l e   M i t t e i l u n g e n   i n   S I M   1 - E n t w  r f e   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  '5@=>28:8  S I M 1 ? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a   B o z z e   S I M 1 ? 	 E3-  ,EJ9  'D13'&D  EF  " E3H/'*  S I M 1 " 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d o s   R a s c u n h o s   d o   S I M   1 	 S I M 1   T a s l a k l a r 1n d a n   t  m   i l e t i l e r i   s i l ? 	 X  a   h t   t i n   n h n   k h i   N h  p   S I M 1 ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o n s e p   d i   S I M 1 ? 	 P a d a m   s e m u a   m e s e j   d a r i p a d a   D r a f   S I M 1 ? 	 S I M 1   !	M	0	>	+	M		8	  8	G	  8	-	@	  8		&	G	6	  .	?		>			? 	 	 	 	  s s z .    z e n e t   t  r l .   a   S I M 1   p i s z k o z a t o k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   u i t   d e   c o n c e p t e n   v a n   S I M   1   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   S c h i ce   S I M 1 ? 	 	 	             S I M 1 ? 	 	 	 GEG  ~'EG'  ~4  FH3  S I M 1   -0A  4HF/	 	 	 			  	- 		  				  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   u i t   S I M 1 - k o n s e p t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   R a s c u n h o s   d o   S I M 1 ? 
 
 S T R I N G _ M T P N P _ S L A V E _ D E L E T E _ D R A F T B O X _ M E N U E N T R Y 	 M E R C U R Y 	 P O P U P C O N F I R M 	 D e l e t e   S I M 2   D r a f t b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S I M 2   D r a f t s ? 	 *RdS I M aS2 I?z-NhQ
o`	  RdS I M aS2 I?z-NhQOo`	 %I-'2!1I+!2A#H24!2 ? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e s d e   l o s   B o r r a d o r e s   d e l   S I M 2 ? 	 S u p p r i m e r   t o u s   l e s   b r o u i l l o n s   d e   l a   S I M 2   ? 	 A l l e   M i t t e i l u n g e n   i n   S I M   2 - E n t w  r f e   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  '5@=>28:8  S I M 2 ? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a   B o z z e   S I M 2 ? 	 E3-  ,EJ9  'D13'&D  EF  " E3H/'*  S I M 2 " 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d o s   R a s c u n h o s   d o   S I M   2 	 S I M 2   T a s l a k l a r 1n d a n   t  m   i l e t i l e r i   s i l ? 	 X  a   h t   t i n   n h n   k h i   N h  p   S I M 2 ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o n s e p   d i   S I M 2 ? 	 P a d a m   s e m u a   m e s e j   d a r i p a d a   D r a f   S I M 2 ? 	 S I M 2   !	M	0	>	+	M		8	  8	G	  8	-	@	  8		&	G	6	  .	?		>			? 	 	 	 	  s s z .    z e n e t   t  r l .   a   S I M 2   p i s z k o z a t o k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   u i t   d e   c o n c e p t e n   v a n   S I M   2   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   S c h i ce   S I M 2 ? 	 	 	             S I M 2 ? 	 	 	 GEG  ~'EG'  ~4  FH3  S I M 2   -0A  4HF/	 	 	 				- 		  				  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   u i t   S I M 2 - k o n s e p t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   R a s c u n h o s   d o   S I M 2 ? 
 
 S T R _ I D _ S M S _ S M S _ T E M P L A T E S _ M E N U E N T R Y 	 S M S 	 T I T L E 	 T e m p l a t e s   M e s s a g e   S M S   m e n u   i t e m   S t r i n g 	 S M S   t e m p l a t e s 	 !|
{,g	 wO!jg	 A!HA  S M S   	 P l a n t i l l a s   S M S 	 M o d  l e s   S M S 	 S M S - V o r l a g e n 	 (01;>=K	 M o d e l l i   S M S 	 FE'0,  'D13'&D  'DF5J)  	 M o d e l o s   d e   S M S 	 S M S   _a b l o n l a r 1	 S M S   m u 	 T e m p l a t e   S M S 	 T e m p l a t   S M S 	 S M S   	H	.	M	*	2	G		M	8		 	 	 	 S M S   s a b l o n o k 	 	 	 	 S M S - s j a b l o n e n 	 	 	 ^a b l o a n e   S M S 	 	 	   S M S 	 	 	 'DHG'  ~'E	 	 	 						  									 	 	 	 	 	 	 	 	 S M S - s j a b l o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d e l o s   S M S 
 
 S T R _ D E L E T E _ M S G _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   Q u e r y   D e l e t e   S M S   S t r i n g 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 E f f a c e r ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 -0A? 	 E l i m i n a r ? 	 S i l i n s i n   m i   ? 	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  				? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r ? 
 
 S T R _ I D _ S M S _ O T H E R _ L A N G 	 S M S 	 T W O S T A T E 	 O t h e r   l a n g u a g e s 	 O t h e r   l a n g u a g e s 	 vQN 	 vQ[ 	  2)2-7H	 O t r o s   i d i o m a s 	 A u t r e s   l a n g u e s 	 A n d e r e   S p r a c h e n 	 @C385  O7K:8	 A l t r e   l i n g u e 	 D:'*  #.1I	 O u t r o s   i d i o m a s 	 D i e r   d i l l e r 	 N g  n   n g   k h  c 	 B a h a s a   l a i n n y a 	 B a h a s a   l a i n 	 	(	M	/	  -	>	7	>				 	 	 	 E g y  b   n y e l v e k 	 	 	 	 A n d e r e   t a l e n 	 	 	 A l t e   l i m b i 	 	 	   	 	 	 /J1  2('FG'	 	 	 								  					 	 	 	 	 	 	 	 	 A n d e r   t a l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t r o s   i d i o m a s 
 
 S T R _ I D _ S M S _ D E L E T E _ M A R K E D _ M S G _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   m a r k e d   m e s s a g e s   q u e r y   s t r i n g 	 D e l e t e   m a r k e d   m e s s a g e ? 	 *Rd]j
o`	  Rd]hOo`	 %I-'2!5H@%7-? 	  B o r r a r   m e n s a j e   m a r c a d o ? 	 E f f a c e r   l e   m e s s a g e   s  l e c t i o n n    ? 	 M a r k i e r t e   M i t t e i l u n g   l  s c h e n ? 	 #40;8BL  >B<5G5==K5  A>>1I5=8O? 	 E l i m i n a r e   m e s s a g g i o   c o n t r a s s e g n a t o ? 	 -0A  'D13'D)  'DE-//)	 E l i m i n a r   m e n s a g e m   m a r c a d a ? 	 0_a r e t l i   m e s a j   s i l i n s i n   m i ? 	 X  a   t i n   n h n      c h n ? 	 H a p u s   p e s a n   y a n g   d i t a n d a i ? 	 H a p u s   m e s e j   t e r t a n d a ? 	 	?	(	M	9	?	$	  8		&	G	6	  .	?		>			  ? 	 	 	 	 T  r l i   a   k i j e l  l t    z e n e t e t ? 	 	 	 	 G e m a r k e e r d   b e r i c h t   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   m e s a j   m a r c a t ? 	 	 	     ? 	 	 	 ~J'E  9D'E*  0'4*G  -0A  4H/	 	 	 							  								  				  				?   	 	 	 	 	 	 	 	 	 S k r a p   g e m e r k t e   b o o d s k a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   m e n s a g e m   m a r c a d a ? 
 
 S T R _ I D _ S M S _ C O P Y _ M A R K E D _ M S G _ T O _ P H O N E _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 C o p y   m a r k e d   m e s s a g e s   t o   p h o n e   q u e r y   s t r i n g 	 C o p y   m a r k e d   m e s s a g e   t o   p h o n e ? 	 ]j
o`Kb_j	 
Y6R]hOo`0RKb:g	 1%-I-'2!5H@%7-DB#(1L? 	  C o p i a r   m e n s a j e   m a r c a d o   a l   t e l  f o n o ? 	 C o p i e r   l e   m e s s a g e   s  l e c t i o n n    s u r   l e   t  l  p h o n e   ? 	 M a r k i e r t e   M i t t e i l u n g   z u m   T e l e f o n   k o p i e r e n ? 	 !:>?8@>20BL  >B<5G5==K5  A>>1I5=8O  =0  B5;5D>=? 	 C o p i a r e   m e s s a g g i o   c o n t r a s s e g n a t o   n e l   t e l e f o n o ? 	 F3.  'D13'D)  'DE-//)  %DI  'DG'*A	 C o p i a r   m e n s a g e m   m a r c a d a   p a r a   o   t e l e f o n e ? 	 0_a r e t l i   m e s a j   t e l e f o n a   k a y d e d i l s i n   m i ? 	 C h  p   t i n   n h n      c h n   s a n g   m  y ? 	 S a l i n   p e s a n   y a n g   d i t a n d a i   k e   t e l e p o n ? 	 S a l i n   m e s e j   t e r t a n d a   k e   t e l e f o n ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  +	K	(	  .	G		  	I	*	@	  	0	G		?   	 	 	 	  t m  s o l j a   a   k i j e l  l t    z e n e t e t   a   t e l e f o n r a ? 	 	 	 	 G e m a r k e e r d   b e r i c h t   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i e r e   m e s a j   m a r c a t    n   t e l e f o n ? 	 	 	       ? 	 	 	 ~J'E  9D'E*  0'4*G  (G  *DAF  1HFH4*  4H/	 	 	 							  								  				  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   g e m e r k t e   b o o d s k a p   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   m e n s a g e m   m a r c a d a   p a r a   t e l e f o n e ? 
 
 S T R _ I D _ S M S _ M O V E _ M A R K E D _ M S G _ T O _ P H O N E _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 M o v e   m a r k e d   m e s s a g e s   t o   p h o n e   q u e r y   s t r i n g 	 M o v e   m a r k e d   m e s s a g e   t o   p h o n e ? 	 ,dy]j
o`Kb_j	 yR]hOo`0RKb:g	 "I2"I-'2!5H@%7-DB#(1L? 	  M o v e r   m e n s a j e   m a r c a d o   a l   t e l  f o n o ? 	 D  p l a c e r   l e   m e s s a g e   s  l e c t i o n n    s u r   l e   t  l  p h o n e   ? 	 M a r k i e r t e   M i t t e i l u n g   z u m   T e l e f o n   v e r s c h i e b e n ? 	 5@5=5AB8  >B<5G5==K5  A>>1I5=8O  =0  B5;5D>=? 	 S p o s t a r e   m e s s a g g i o   c o n t r a s s e g n a t o   n e l   t e l e f o n o ? 	 FBD  'D13'D)  'DE-//)  %DI  'DG'*A	 M o v e r   m e n s a g e m   m a r c a d a   p a r a   o   t e l e f o n e ? 	 0_a r e t l i   m e s a j   t e l e f o n a   t a _1n s 1n   m 1? 	 C h u y n   t i n   n h n      c h n   s a n g   m  y ? 	 P i n d a h k a n   p e s a n   y a n g   d i t a n d a i   k e   t e l e p o n ? 	 P i n d a h   m e s e j   t e r t a n d a   k e   t e l e f o n ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  +	K	(	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   a   k i j e l  l t    z e n e t e t   a   t e l e f o n r a ? 	 	 	 	 G e m a r k e e r d   b e r i c h t   n a a r   t e l e f o o n   v e r p l a a t s e n ? 	 	 	 M u t a r e   m e s a j   m a r c a t    n   t e l e f o n ? 	 	 	       ? 	 	 	 ~J'E  9D'E*  0'4*G  (G  *DAF  ,'(,'  4H/	 	 	 							  								  				  					  				? 	 	 	 	 	 	 	 	 	 S k u i f   g e m e r k t e   b o o d s k a p   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   m e n s a g e m   m a r c a d a   p a r a   t e l e f o n e ? 
 
 S T R _ I D _ S M S _ C O P Y _ M A R K E D _ M S G _ T O _ S I M _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 C o p y   m a r k e d   m e s s a g e s   t o   S I M   q u e r y   s t r i n g 	 C o p y   m a r k e d   m e s s a g e   t o   S I M ? 	 ]j
o`S I M aS	 
Y6R]hOo`0RS I M aS	 1%-I-'2!5H@%7-D4!? 	  C o p i a r   m e n s a j e   m a r c a d o   a l   S I M ? 	 C o p i e r   l e   m e s s a g e   s  l e c t i o n n    s u r   l a   S I M   ? 	 M a r k i e r t e   M i t t e i l u n g   z u m   S I M   k o p i e r e n ? 	 !:>?8@>20BL  >B<5G5==K5  A>>1I5=8O  =0  S I M - :0@BC? 	 C o p i a r e   m e s s a g g i o   c o n t r a s s e g n a t o   n e l l a   S I M ? 	 F3.  'D13'D)  'DE-//)  %DI  (7'B)  S I M 	 C o p i a r   m e n s a g e m   m a r c a d a   p a r a   o   c a r t  o   S I M ? 	 0_a r e t l i   m e s a j   S I M ' e   k o p y a l a n s 1n   m 1? 	 C h  p   t i n   n h n      c h n   s a n g   S I M ? 	 S a l i n   p e s a n   y a n g   d i t a n d a i   k e   S I M ? 	 S a l i n   m e s e j   t e r t a n d a   k e   S I M ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  S I M   *	0	  	I	*	@	  	0	G		?     	 	 	 	  t m  s o l j a   a   k i j e l  l t    z e n e t e t   a   S I M - r e ? 	 	 	 	 G e m a r k e e r d   b e r i c h t   n a a r   S I M   k o p i  r e n ? 	 	 	 C o p i e r e   m e s a j   m a r c a t    n   S I M ? 	 	 	       - S I M ? 	 	 	 ~J'E  9D'E*  0'4*G  (G  S I M   1HFH4*  4H/	 	 	 							  								  				  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   g e m e r k t e   b o o d s k a p   n a   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   m e n s a g e m   m a r c a d a   p a r a   S I M ? 
 
 S T R _ I D _ S M S _ M O V E _ M A R K E D _ M S G _ T O _ S I M _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 M o v e   m a r k e d   m e s s a g e s   t o   S I M   q u e r y   s t r i n g 	 M o v e   m a r k e d   m e s s a g e   t o   S I M ? 	 ,dy]j
o`S I M aS	 yR]hOo`0RS I M aS	 "I2"I-'2!5H@%7-D4!? 	  M o v e r   m e n s a j e   m a r c a d o   a l   S I M ? 	 D  p l a c e r   l e   m e s s a g e   s  l e c t i o n n    s u r   l a   S I M   ? 	 M a r k i e r t e   M i t t e i l u n g   z u m   S I M   v e r s c h i e b e n ? 	 5@5=5AB8  >B<5G5==K5  A>>1I5=8O  =0  S I M - :0@BC? 	 S p o s t a r e   m e s s a g g i o   c o n t r a s s e g n a t o   n e l l a   S I M ? 	 FBD  'D13'D)  'DE-//)  %DI  (7'B)  S I M 	 M o v e r   m e n s a g e m   m a r c a d a   p a r a   o   c a r t  o   S I M ? 	 0_a r e t l i   m e s a j   S I M ' e   t a _1n s 1n   m 1? 	 C h u y n   t i n   n h n      c h n   s a n g   S I M ? 	 P i n d a h k a n   p e s a n   y a n g   d i t a n d a i   k e   S I M ? 	 P i n d a h   m e s e j   t e r t a n d a   k e   S I M ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  S I M   *	0	  2	G	  	>			? 	 	 	 	  t h e l y e z i   a   k i j e l  l t    z e n e t e t   a   S I M - r e ? 	 	 	 	 G e m a r k e e r d   b e r i c h t   n a a r   S I M   v e r p l a a t s e n ? 	 	 	 M u t a r e   m e s a j   m a r c a t    n   S I M ? 	 	 	       - S I M ? 	 	 	 ~J'E  9D'E*  0'4*G  (G  S I M   ,'(,'  4H/	 	 	 							  								  				  					  				? 	 	 	 	 	 	 	 	 	 S k u i f   g e m e r k t e   b o o d s k a p   n a   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   m e n s a g e m   m a r c a d a   p a r a   S I M ? 
 
 S T R _ I D _ S M S _ M E S S A G E S _ U N D E L E T E D 	 S M S 	 P O P U P 	 S o m e   m e s s a g e s   c a n   n o t   b e   d e l e t e d 	 m e s s a g e   c a n   n o t   b e   d e l e t e d 	 \
o`!ql*Rd	 \Oo`el Rd	 D!H*2!2#%I-'2!	 e l   m e n s a j e   n o   p u e d e   b o r r a r s e 	 i m p o s s i b l e   d ' e f f a c e r   l e   m e s s a g e 	 M i t t e i l u n g   k a n n   n i c h t   g e l  s c h t   w e r d e n 	 A>>1I5=8O  =5  <>3CB  1KBL  C40;5=K	 i l   m e s s a g g i o   n o n   p u    e s s e r e   e l i m i n a t o 	 D'  JECF  -0A  'D13'D)	 m e n s a g e m   n  o   p o d e   s e r   e l i m i n a d a 	 m e s a j   s i l i n e m e z 	 k h  n g   t h   x  a   t i n   n h n 	 p e s a n   t i d a k   d a p a t   d i h a p u s 	 m e s e j   t i d a k   b o l e h   d i h a p u s k a n 	 8		&	G	6	  	K	  .	?		>	/	>	  (	9	@		  	>	  8		$	>	  	 	 	 	 a z    z e n e t   n e m   t  r  l h e t Q	 	 	 	 b e r i c h t   k a n   n i e t   v e r w i j d e r d   w o r d e n 	 	 	 m e s a j u l   n u   p o a t e   f i   _t e r s 	 	 	         	 	 	 'EC'F  -0A  C1/F  ~'E  FJ3*	 	 	 						  				  				  		  	 	 	 	 	 	 	 	 	 b o o d s k a p   k a n   n i e   g e s k r a p   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e m   n  o   p o d e   s e r   e x c l u  d a 
 
 S T R _ I D _ S M S _ M E S S A G E S _ U N C O P I E D 	 S M S 	 P O P U P 	 S o m e   m e s s a g e s   c a n   n o t   b e   c o p i e d 	 m e s s a g e   c a n   n o t   b e   c o p i e d 	 \
o`!ql	 \Oo`el
Y6R	 D!H*2!2#1%-I-'2!	 e l   m e n s a j e   n o   p u e d e   c o p i a r s e 	 i m p o s s i b l e   d e   c o p i e r   l e   m e s s a g e 	 M i t t e i l u n g   k a n n   n i c h t   k o p i e r t   w e r d e n 	 A>>1I5=8O  =5  <>3CB  1KBL  A:>?8@>20=K	 i l   m e s s a g g i o   n o n   p u    e s s e r e   c o p i a t o 	 D'  JECF  F3.  'D13'D)	 m e n s a g e m   n  o   p o d e   s e r   c o p i a d a 	 m e s a j   k o p y a l a n a m a z 	 k h  n g   t h   c h  p   t i n   n h n 	 p e s a n   t i d a k   d a p a t   d i s a l i n 	 m e s e j   t i d a k   b o l e h   d i s a l i n 	 8		&	G	6	  	K	  	I	*	@	  (	9	@		  	?	/	>	  	>	  8		$	>	  	 	 	 	 a z    z e n e t   n e m   m  s o l h a t  	 	 	 	 b e r i c h t   k a n   n i e t   g e k o p i e e r d   w o r d e n 	 	 	 m e s a j u l   n u   p o a t e   f i   c o p i a t 	 	 	         	 	 	 'EC'F  1HFH4*  ~'E  FJ3*	 	 	 						  			  			  				  		  	 	 	 	 	 	 	 	 	 b o o d s k a p   k a n   n i e   g e k o p i e e r   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e m   n  o   p o d e   s e r   c o p i a d a 
 
 S T R _ I D _ S M S _ M E S S A G E S _ U N M O V E D 	 S M S 	 P O P U P 	 S o m e   m e s s a g e s   c a n   n o t   b e   m o v e d 	 m e s s a g e   c a n   n o t   b e   m o v e d 	 \
o`!ql,dy	 \Oo`elyR	 D!H*2!2#"I2"I-'2!	 e l   m e n s a j e   n o   p u e d e   m o v e r s e 	 i m p o s s i b l e   d e   d  p l a c e r   l e   m e s s a g e 	 M i t t e i l u n g   k a n n   n i c h t   v e r s c h o e b e n   w e r d e n 	 A>>1I5=8O  =5  <>3CB  1KBL  ?5@5<5I5=K	 i l   m e s s a g g i o   n o n   p u    e s s e r e   s p o s t a t o 	 D'  JECF  FBD  'D13'D)	 m e n s a g e m   n  o   p o d e   s e r   m o v i d a 	 m e s a j   t a _1n a m a z 	 k h  n g   t h   c h u y n   t i n   n h n 	 p e s a n   t i d a k   d a p a t   d i p i n d a h k a n 	 m e s e j   t i d a k   b o l e h   d i p i n d a h 	 8		&	G	6	  	K	  (	9	@		  2	G	  	>	/	>	  	>	  8		$	>		 	 	 	 a z    z e n e t   n e m   h e l y e z h e t Q   t 	 	 	 	 b e r i c h t   k a n   n i e t   v e r p l a a t s t   w o r d e n 	 	 	 m e s a j u l   n u   p o a t e   f i   m u t a t 	 	 	         	 	 	 'EC'F  ,'(,'J  ~'E  FJ3*	 	 	 						  						  						  		  	 	 	 	 	 	 	 	 	 b o o d s k a p   k a n   n i e   g e s k u i f   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e m   n  o   p o d e   s e r   m o v i d a 
 
 S T R _ I D _ S M S _ M A R K _ S E V E R A L _ P R E S S _ S T A R 	 S M S 	 C 3 8 4 _ 1 	 P r e s s   S t a r   t o   O n O f f   C h e c k   B o x 	 P r e s s   *   t o   O n / O f f 	 ˊ	c* ܕ	 	c*  _sQ	   *   @7H-@4/ 4	 O p r i m a   *   p a r a   e n c e n d e r / a p a g a r 	 A p p u y e r   s u r   *   p o u r   a c t i v e r / d  s a c t i v e r 	 *   d r  c k e n   f  r   E i n / A u s 	 06<8B5  *   4;O  2:;NG5=8O/ 2K:;NG5=8O	 P r e m e r e   *   p e r   a t t i v a r e / d i s a t t i v a r e 	 '6:7  9DI  *   DD*4:JD/ 'D%JB'A	 P r i m a   *   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a t m a k   i  i n   *   t u _u n a   b a s 1n 	 B m   *     B t / T t 	 T e k a n   *   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 T e k a n   *   u n t u k   N y a l a / P a d a m 	 	>	2	B	/ ,	(	M	&	  	0	(	G	  	G	  2	?		  *   &	,	>				 	 	 	 *   g o m b :   b e / k i 	 	 	 	 D r u k   o p   *   o m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 A p s a r e   p e   *   p e n t r u   A c t i v a r e / D e z a c t i v a r e 	 	 	   *     / 	 	 	 (1'  1H4F/ .'EH4  C1/F  *   1'  (A4'1J/	 	 	 				/ 				  				  				  * 					  	 	 	 	 	 	 	 	 	 D r u k   *   o m   A a n / A f   t e   s i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e s s i o n e   *   p a r a   l i g a r / d e s l i g a r 
 
 S T R _ I D _ S M S _ M A R K _ S E V E R A L _ T O U C H _ B O X 	 S M S 	 C 3 8 4 _ 1 	 T o u c h   C h e c k   B o x   t o   O n O f f 	 T o u c h   b o x   t o   o n / o f f 	 ˊxeJXܕ	 扰xeWW _sQ	 A0%H-@7H-@4/ 4	 T o q u e   e l   c u a d r o   p a r a   e n c e n d e r / a p a g a r 	 T o u c h e z   l a   b o  t e   p o u r   a c t i v e r / d  s a c t i v e r 	 K  s t c h e n   a n t i p p e n :   E i n / A u s 	 06<8B5  >:>H:>  4;O  2:;NG5=8O/ 2K:;NG5=8O	 T o c c a r e   l a   c a s e l l a   p e r   a t t i v a r e / d i s a t t i v a r e 	 'DE3  'DE1(9  DD*4:JD/ 'D%JB'A	 T o q u e   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a t m a k   i  i n   k u t u y a   d o k u n u n   	 B m   v  o        b t / t t 	 S e n t u h   k o t a k   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 S e n t u h   k o t a k   u n t u k   n y a l a / p a d a m 	 	(	/ 	+	  	G	  2	?		  		  ,	I		M	8	  &	,	>				 	 	 	 D o b o z    r i n t  s e :   b e / k i 	 	 	 	 R a a k   h e t   v a k   a a n   o m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 A t i n g e r e   c a s e t   p e n t r u   a c t i v a r e / d e z a c t i v a r e 	 	 	       / 	 	 	 (1'  1H4F/ .'EH4  C1/F  E1(9  1'  DE3  CFJ/	 	 	 				/ 				  				  				  						  					 	 	 	 	 	 	 	 	 R a a k   a a n   b o k s   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o c a r   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 
 
 S T R _ I D _ M S G _ N _ N E W _ C E L L _ B R O A D C A S T 	 S M S 	 I C O N T E X T 	 n   n e w   c e l l   b r o a d c a s t   s t r i n g 	   n e w   c e l l   b r o a d c a s t 	 \e^d
o`	 \e^dOo`	   I-'2!---22(C+!H	   N u e v a   t r a n s m i s i  n   p o r   c e l u l a r 	   n o u v e l l e   d i f f u s i o n   c e l l u l a i r e 	     n e u e   Z e l l e n  b e r t r a g u n g 	   =>20O  H8@>:>25I0B5;L=0O  ?5@540G0	   n u o v o   s e r v i z i o   c e l l   b r o a d c a s t 	   'D%0'9)  'DE-EHD)  'D,/J/)	   n o v a   d i f u s  o   c e l u l a r 	 y e n i   h  c r e   y a y 1n 1	   t i n   q u n g   b    m i 	   s i a r a n   s e l u l a r   b a r u 	   s i a r a n   s e l   b a r u 	   (	/	>	  8	G	2	  *	M	0	8	>	0	#		 	 	 	    j   c e l l a  z e n e t 	 	 	 	   n i e u w e   c e l u i t z e n d i n g 	 	 	   c e l u l   n o u   d e   d i f u z a r e 	 	 	       	 	 	   E.'(1'*  3DHD  ,//	 	 	   				  			  									  	 	 	 	 	 	 	 	 	   n u w e   s e l - u i t s e n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   n o v a   t r a n s m i s s  o   d e   c e l u l a r 
 
 S T R _ S M S _ C O U N T _ P O P U P _ S U F F I X _ P L U R A L 	 S M S 	 H I N T 	 M e s s a g e   c o u n t   s h o w   p o p   u p   s u f f i x 	 m s g s 	 h
o`	 agOo`	 I-'2!	 m e n s a j e s 	 m s g s 	 M i t t e i l u n g e n 	 A>>1I. 	 m s g 	 'D13'&D	 m s g s 	 m e s a j l a r 	 t i n   n h n 	 p e s a n 	 m s j 	 8		&	G	6		 	 	 	  z . 	 	 	 	 b e r i c h t e n 	 	 	 m s j e 	 	 	 	 	 	 ~'EG'	 	 	   						  	 	 	 	 	 	 	 	 	 b d s k p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e n s 
 
 S T R _ I D _ S M S _ M E S S A G E S _ U N D E L E T E D _ P L U R A L 	 S M S 	 P O P U P 	 S o m e   m e s s a g e s   c a n   n o t   b e   d e l e t e d 	 m e s s a g e s   c a n   n o t   b e   d e l e t e d 	 h
o`!ql*Rd	 agOo`el Rd	 D!H*2!2#%I-'2!	 l o s   m e n s a j e s   n o   p u e d e n   b o r r a r s e 	 l e s   m e s s a g e s   n e   p e u v e n t   p a s    t r e   e f f a c  s 	 M i t t e i l u n g e n   k  n n e n   n i c h t   g e l  s c h t   w e r d e n 	 =52>7<>6=>  C40;8BL  A>>1I5=8O	 i   m e s s a g g i   n o n   p o s s o n o   e s s e r e   e l i m i n a t i 	 D'  JECF  -0A  'D13'&D	 m e n s a g e n s   n  o   p o d e m   s e r   e l i m i n a d a s 	 m e s a j l a r   s i l i n e m e z 	 k h  n g   t h   x  a   c  c   t i n   n h n 	 p e s a n   t i d a k   d a p a t   d i h a p u s 	 m e s e j   t i d a k   b o l e h   d i h a p u s k a n 	 8		&	G	6	  	K	  .	?		>	/	>	  (	9	@		  	>	  8		$	>	  	 	 	 	  z e n e t   n e m   t  r  l h e t Q	 	 	 	 b e r i c h t e n   k u n n e n   n i e t   v e r w i j d e r d   w o r d e n 	 	 	 m e s a j e l e   n u   p o t   f i   _t e r s e 	 	 	         	 	 	 'EC'F  -0A  C1/F  ~'EG'  FJ3*	 	 	 						  				  				  		  	 	 	 	 	 	 	 	 	 b o o d s k a p p e   k a n   n i e   g e s k r a p   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e n s   n  o   p o d e m   s e r   e x c l u  d a s 
 
 S T R _ I D _ S M S _ M E S S A G E S _ U N C O P I E D _ P L U R A L 	 S M S 	 P O P U P 	 S o m e   m e s s a g e s   c a n   n o t   b e   c o p i e d 	 m e s s a g e s   c a n   n o t   b e   c o p i e d 	 h
o`!ql	 agOo`el
Y6R	 D!H*2!2#1%-I-'2!	 l o s   m e n s a j e s   n o   p u e d e n   c o p i a r s e 	 l e s   m e s s a g e s   n e   p e u v e n t   p a s    t r e   c o p i  s 	 M i t t e i l u n g e n   k  n n e n   n i c h t   k o p i e r t   w e r d e n 	 =52>7<>6=>  A:>?8@>20BL  A>>1I5=8O	 i   m e s s a g g i   n o n   p o s s o n o   e s s e r e   c o p i a t i 	 D'  JECF  F3.  'D13'&D	 m e n s a g e n s   n  o   p o d e m   s e r   c o p i a d a s 	 m e s a j l a r   k o p y a l a n a m a z 	 k h  n g   t h   c h  p   c  c   t i n   n h n 	 p e s a n   t i d a k   d a p a t   d i s a l i n 	 m e s e j   t i d a k   b o l e h   d i s a l i n 	 8		&	G	6	  	K	  	I	*	@	  (	9	@		  	?	/	>	  	>	  8		$	>	  	 	 	 	  z e n e t   n e m   m  s o l h a t  	 	 	 	 b e r i c h t e n   k u n n e n   n i e t   g e k o p i e e r d   w o r d e n 	 	 	 m e s a j e l e   n u   p o t   f i   c o p i a t e 	 	 	         	 	 	 'EC'F  1HFH4*  ~'EG'  FJ3*	 	 	 						  			  			  				  		  	 	 	 	 	 	 	 	 	 b o o d s k a p p e   k a n   n i e   g e k o p i e e r   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e n s   n  o   p o d e m   s e r   c o p i a d a s 
 
 S T R _ I D _ S M S _ M E S S A G E S _ U N M O V E D _ P L U R A L 	 S M S 	 P O P U P 	 S o m e   m e s s a g e s   c a n   n o t   b e   m o v e d 	 m e s s a g e s   c a n   n o t   b e   m o v e d 	 h
o`!ql,dy	 agOo`elyR	 D!H*2!2#"I2"I-'2!	 l o s   m e n s a j e s   n o   p u e d e n   m o v e r s e 	 l e s   m e s s a g e s   n e   p e u v e n t   p a s    t r e   d  p l a c  s 	 M i t t e i l u n g e n   k  n n e n   n i c h t   v e r s c h o b e n   w e r d e n 	 =52>7<>6=>  ?5@5<5AB8BL  A>>1I5=8O	 i   m e s s a g g i   n o n   p o s s o n o   e s s e r e   s p o s t a t i 	 D'  JECF  FBD  'D13'&D	 m e n s a g e n s   n  o   p o d e m   s e r   m o v i d a s 	 m e s a j l a r   t a _1n a m a z 	 k h  n g   t h   c h u y n   c  c   t i n   n h n 	 p e s a n   t i d a k   d a p a t   d i p i n d a h k a n 	 m e s e j   t i d a k   b o l e h   d i p i n d a h 	 8		&	G	6	  	K	  (	9	@		  2	G	  	>	/	>	  	>	  8		$	>		 	 	 	  z e n e t   n e m   h e l y e z h e t Q   t 	 	 	 	 b e r i c h t e n   k u n n e n   n i e t   v e r p l a a t s t   w o r d e n 	 	 	 m e s a j e l e   n u   p o t   f i   m u t a t e 	 	 	         	 	 	 'EC'F  ,'(,'J  ~'EG'  FJ3*	 	 	 						  						  				  		  	 	 	 	 	 	 	 	 	 b o o d s k a p p e   k a n   n i e   g e s k u i f   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e n s   n  o   p o d e m   s e r   m o v i d a s 
 
 S T R _ I D _ M S G _ N _ N E W _ C E L L _ B R O A D C A S T _ P L U R A L 	 S M S 	 P O P U P 	 n   n e w   c e l l   b r o a d c a s t   s t r i n g 	   n e w   c e l l   b r o a d c a s t s 	 he^d
o`	 age^dOo`	   I-'2!---22(C+!H	   n u e v a s   t r a n s m i s i o n e s   d e   c e l u l a r 	   n o u v e l l e s   d i f f u s i o n s   c e l l u l a i r e s 	     n e u e   Z e l l e n  b e r t r a g u n g e n 	   =>2K5  H8@>:>25I0B5;L=K5  ?5@540G8	   n u o v i   s e r v i z i   c e l l   b r o a d c a s t 	   'D%0'9'*  'DE-EHD)  'D,/J/)	   n o v a s   d i f u s  e s   c e l u l a r e s 	 y e n i   h  c r e   y a y 1n l a r 1	 c  c   t i n   q u n g   b    m i 	   s i a r a n   s e l u l a r   b a r u 	   s i a r a n   s e l   b a r u 	   (		  8	G	2	  *	M	0	8	>	0	#		 	 	 	    j   c e l l a  z e n e t 	 	 	 	   n i e u w e   c e l u i t z e n d i n g e n 	 	 	   c e l u l e   n o i   d e   d i f u z a r e 	 	 	       	 	 	   E.'(1'*  3DHD  ,//	 	 	   				  			  									  	 	 	 	 	 	 	 	 	   n u w e   s e l - u i t s e n d i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   n o v a s   t r a n s m i s s  e s   d e   c e l u l a r 
 
 S T R _ I D _ S M S _ M A R K _ A S _ R E A D 	 S M S 	 I C O N T E X T 	 M a r k   a   s m s   a s   r e a d   f l a g 	 M a r k   a s   r e a d 	 jp]	 h:N]	 3@#7H-+!2"'H2-H2A%I'	 M a r c a r   c o m o   l e  d o 	 M a r q u    c o m m e   l u 	 A l s   G e l e s e n   m a r k i e r e n 	 B<5B8BL  :0:  ?@>GB5==>5	 C o n t r a s s e g n a   c o m e   l e t t o 	 *-/J/  CEB1H!)	 M a r c a r   c o m o   l i d a 	 O k u n d u   o l a r a k   i _a r e t l e 	  n h   d u   l       c 	 T a n d a i   t e l a h   d i b a c a 	 P i l i h   s e b a g a i   d i b a c a 	 *	 	?	$	  0	B	*	  .	G		  	?	(	M	9	?	$	  	0	G			 	 	 	 M e g j e l  l  s   o l v a s o t t k  n t 	 	 	 	 M a r k e r e n   a l s   g e l e z e n 	 	 	 M a r c a r e   c a   c i t i t 	 	 	   	 	 	 9D'E*0'1  (9FH'F  .H'F/G  4/G	 	 	 				  						  							  				  	 	 	 	 	 	 	 	 	 M e r k   a s   g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   c o m o   l i d o 
 
 S T R _ I D _ S M S _ M A R K _ A S _ U N R E A D 	 S M S 	 I C O N T E X T 	 M a r k   a   s m s   a s   u n r e a d   f l a g 	 M a r k   a s   u n r e a d 	 jp*g	 h:N*g	 3@#7H-+!2"'H2"1D!H-H2	 m a r c a r   c o m o   n o   l e  d o 	 M a r q u    c o m m e   n o n   l u 	 A l s   U n g e l e s e n   m a r k i e r e n 	 ><5B8BL  :0:  5?@>GB5==K5	 C o n t r a s s e g n a   c o m e   n o n   l e t t o 	 *-/J/  C:J1  EB1H!)	 M a r c a r   c o m o   n  o   l i d a 	 O k u n m a d 1  o l a r a k   i _a r e t l e   	  n h   d u   l    c h a   c 	 T a n d a i   b e l u m   d i b a c a 	 P i l i h   s e b a g a i   t i d a k   d i b a c a 	 	*	 	?	$	  0	B	*	  .	G		  	?	(	M	9	?	$	  	0	G			 	 	 	 M e g j e l  l  s   o l v a s a t l a n k  n t 	 	 	 	 A l s   o n g e l e z e n   m a r k e r e n 	 	 	 M a r c a r e   c a   n e c i t i t 	 	 	     	 	 	 9D'E*0'1  (9FH'F  .H'F/G  F4/G	 	 	 					  						  							  				  	 	 	 	 	 	 	 	 	 M e r k   a s   o n g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   c o m o   n  o   l i d o 
 
 S T R _ I D _ S M S _ D E L E T E _ M A R K E D _ M S G S _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 D e l e t e   m a r k e d   m e s s a g e s   q u e r y   s t r i n g 	 D e l e t e   m a r k e d   m e s s a g e s ? 	 *Rd]j
o`	  Rd]hOo`	 %I-'2!5H@%7-? 	  B o r r a r   l o s   m e n s a j e s   m a r c a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   s  l e c t i o n n  s   ? 	 M a r k i e r t e   M i t t e i l u n g e n   l  s c h e n ? 	 #40;8BL  A>>1I5=8O? 	 E l i m i n a r e   m e s s a g g i   c o n t r a s s e g n a t i ? 	 -0A  'D13'&D  'DE-//)	 E l i m i n a r   m e n s a g e n s   a s s i n a l a d a s ? 	 0_a r e t l i   m e s a j l a r   s i l i n s i n   m i ? 	 X  a   c  c   t i n   n h n      c h n ? 	 H a p u s   p e s a n   y a n g   d i t a n d a i ? 	 H a p u s   m e s e j   t e r p i l i h ? 	 	?	(	M	9	?	$	  8		&	G	6	  .	?		>			  ? 	 	 	 	 T  r l i   a   k i j e l  l t    z e n e t e k e t ? 	 	 	 	 G e m a r k e e r d e   b e r i c h t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   m e s a j e   m a r c a t e ? 	 	 	     ? 	 	 	 ~J'EG'  9D'E*  0'4*G  -0A  4HF/	 	 	 							  								  				  				?   	 	 	 	 	 	 	 	 	 S k r a p   g e m e r k t e   b o o d s k a p p e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   m e n s a g e n s   m a r c a d a s ? 
 
 S T R _ I D _ S M S _ C O P Y _ M A R K E D _ M S G S _ T O _ P H O N E _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 C o p y   m a r k e d   m e s s a g e s   t o   p h o n e   q u e r y   s t r i n g 	 C o p y   m a r k e d   m e s s a g e s   t o   p h o n e ? 	 ]j
o`Kb_j	 
Y6R]hOo`0RKb:g	 1%-I-'2!5H@%7-DB#(1L? 	  C o p i a r   l o s   m e n s a j e s   m a r c a d o s   e n   e l   t e l  f o n o ? 	 C o p i e r   l e s   m e s s a g e s   s  l e c t i o n n  s   s u r   l e   t  l  p h o n e   ? 	 M a r k i e r t e   M i t t e i l u n g e n   z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  A>>1I5=8O  =0  B5;5D>=? 	 C o p i a r e   m e s s a g g i   c o n t r a s s e g n a t i   n e l   t e l e f o n o ? 	 F3.  'D13'&D  'DE-//)  %DI  'DG'*A	 C o p i a r   m e n s a g e n s   a s s i n a l a d a s   p a r a   o   t e l e f o n e ? 	 0_a r e t l i   m e s a j l a r   t e l e f o n a   k o p y a l a n s 1n   m 1? 	 C h  p   c  c   t i n   n h n      c h n   s a n g   m  y ? 	 S a l i n   p e s a n   y a n g   d i t a n d a i   k e   t e l e p o n ? 	 S a l i n   m e s e j   t e r p i l i h   k e   t e l e f o n ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  +	K	(	  .	G		  	I	*	@	  	0	G		?   	 	 	 	  t m  s o l j a   a   k i j e l  l t    z e n e t e k e t   a   t e l e f o n r a ? 	 	 	 	 G e m a r k e e r d e   b e r i c h t e n   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i e r e   m e s a j e   m a r c a t e    n   t e l e f o n ? 	 	 	       ? 	 	 	 ~J'EG'  9D'E*  0'4*G  (G  *DAF  1HFH4*  4HF/	 	 	 							  								  				  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   g e m e r k t e   b o o d s k a p p e   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   m e n s a g e n s   m a r c a d a s   p a r a   t e l e f o n e ? 
 
 S T R _ I D _ S M S _ M O V E _ M A R K E D _ M S G S _ T O _ P H O N E _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 M o v e   m a r k e d   m e s s a g e s   t o   p h o n e   q u e r y   s t r i n g 	 M o v e   m a r k e d   m e s s a g e s   t o   p h o n e ? 	 ,dy]j
o`Kb_j	 yR]hOo`0RKb:g	 "I2"I-'2!5H@%7-DB#(1L? 	  M o v e r   l o s   m e n s a j e s   m a r c a d o s   a l   t e l  f o n o ? 	 D  p l a c e r   l e s   m e s s a g e s   s  l e c t i o n n  s   s u r   l e   t  l  p h o n e   ? 	 M a r k i e r t e   M i t t e i l u n g e n   z u m   T e l e f o n   v e r s c h i e b e n ? 	 5@5=5AB8  >B<5G5==K5  A>>1I5=8O  =0  B5;5D>=? 	 S p o s t a r e   m e s s a g g i   c o n t r a s s e g n a t i   n e l   t e l e f o n o ? 	 FBD  'D13'&D  'DE-//)  %DI  'DG'*A	 M o v e r   m e n s a g e n s   a s s i n a l a d a s   p a r a   o   t e l e f o n e ? 	 0_a r e t l i   m e s a j l a r   t e l e f o n a   t a _1n s 1n   m 1? 	 C h u y n   c  c   t i n   n h n      c h n   s a n g   m  y ? 	 P i n d a h k a n   p e s a n   y a n g   d i t a n d a i   k e   t e l e p o n ? 	 P i n d a h   m e s e j   t e r p i l i h   k e   t e l e f o n ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  +	K	(	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   a   k i j e l  l t    z e n e t e k e t   a   t e l e f o n r a ? 	 	 	 	 G e m a r k e e r d e   b e r i c h t e n   n a a r   t e l e f o o n   v e r p l a a t s e n ? 	 	 	 M u t a r e   m e s a j e   m a r c a t e    n   t e l e f o n ? 	 	 	       ? 	 	 	 ~J'EG'  9D'E*  0'4*G  (G  *DAF  ,'(,'  4HF/	 	 	 							  								  				  					  				? 	 	 	 	 	 	 	 	 	 S k u i f   g e m e r k t e   b o o d s k a p p e   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   m e n s a g e n s   m a r c a d a s   p a r a   t e l e f o n e ? 
 
 S T R _ I D _ S M S _ C O P Y _ M A R K E D _ M S G S _ T O _ S I M _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 C o p y   m a r k e d   m e s s a g e s   t o   S I M   q u e r y   s t r i n g 	 C o p y   m a r k e d   m e s s a g e s   t o   S I M ? 	 ]j
o`S I M aS	 
Y6R]hOo`0RS I M aS	 1%-I-'2!5H@%7-D4!? 	  C o p i a r   l o s   m e n s a j e s   m a r c a d o s   e n   e l   S I M ? 	 C o p i e r   l e s   m e s s a g e s   s  l e c t i o n n  s   s u r   l a   S I M   ? 	 M a r k i e r t e   M i t t e i l u n g e n   z u m   S I M   k o p i e r e n ? 	 >?8@>20BL  A>>1I5=8O  =0  S I M ? 	 C o p i a r e   m e s s a g g i   c o n t r a s s e g n a t i   n e l l a   S I M ? 	 F3.  'D13'&D  'DE-//)  %DI  (7'B)  S I M 	 C o p i a r   m e n s a g e n s   a s s i n a l a d a s   p a r a   o   c a r t  o   S I M ? 	 0_a r e t l i   m e s a j l a r   S I M ' e   k o p y a l a n s 1n   m 1? 	 C h  p   c  c   t i n   n h n      c h n   s a n g   S I M ? 	 S a l i n   p e s a n   y a n g   d i t a n d a i   k e   S I M ? 	 S a l i n   m e s e j   t e r p i l i h   k e   S I M ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  S I M   *	0	  	I	*	@	  	0	G		?     	 	 	 	  t m  s o l j a   a   k i j e l  l t    z e n e t e k e t   a   S I M - r e ? 	 	 	 	 G e m a r k e e r d e   b e r i c h t e n   n a a r   S I M   k o p i  r e n ? 	 	 	 C o p i e r e   m e s a j e   m a r c a t e   p e   S I M ? 	 	 	       - S I M ? 	 	 	 ~J'EG'  9D'E*  0'4*G  (G  S I M   1HFH4*  4HF/	 	 	 							  								  				  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   g e m e r k t e   b o o d s k a p p e   n a   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   m e n s a g e n s   m a r c a d a s   p a r a   S I M ? 
 
 S T R _ I D _ S M S _ M O V E _ M A R K E D _ M S G S _ T O _ S I M _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 M o v e   m a r k e d   m e s s a g e s   t o   S I M   q u e r y   s t r i n g 	 M o v e   m a r k e d   m e s s a g e s   t o   S I M ? 	 ,dy]j
o`S I M aS	 yR]hOo`0RS I M aS	 "I2"I-'2!5H@%7-D4!? 	  M o v e r   l o s   m e n s a j e s   m a r c a d o s   a l   S I M ? 	 D  p l a c e r   l e s   m e s s a g e s   s  l e c t i o n n  s   s u r   l a   S I M   ? 	 M a r k i e r t e   M i t t e i l u n g e n   z u m   S I M   v e r s c h i e b e n ? 	 5@5<5AB8BL  A>>1I5=8O  =0  S I M ? 	 S p o s t a r e   m e s s a g g i   c o n t r a s s e g n a t i   n e l l a   S I M ? 	 FBD  'D13'&D  'DE-//)  %DI  (7'B)  S I M 	 M o v e r   m e n s a g e n s   a s s i n a l a d a s   p a r a   o   c a r t  o   S I M ? 	 0_a r e t l i   m e s a j l a r   S I M ' e   t a _1n s 1n   m 1? 	 C h u y n   c  c   t i n   n h n      c h n   s a n g   S I M ? 	 P i n d a h k a n   p e s a n   y a n g   d i t a n d a i   k e   S I M ? 	 P i n d a h   m e s e j   t e r p i l i h   k e   S I M ? 	 	?	(	M	9	?	$	  8		&	G	6	  	K	  S I M   *	0	  2	G	  	>			? 	 	 	 	  t h e l y e z i   a   k i j e l  l t    z e n e t e k e t   a   S I M - r e ? 	 	 	 	 G e m a r k e e r d e   b e r i c h t e n   n a a r   S I M   v e r p l a a t s e n ? 	 	 	 M u t a r e   m e s a j e   m a r c a t e   p e   S I M ? 	 	 	       - S I M ? 	 	 	 ~J'EG'  9D'E*  0'4*G  (G  S I M   ,'(,'  4HF/	 	 	 							  								  				  					  				? 	 	 	 	 	 	 	 	 	 S k u i f   g e m e r k t e   b o o d s k a p p e   n a   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   m e n s a g e n s   m a r c a d a s   p a r a   S I M ? 
 
 S T R _ I D _ S M S _ N O T _ S U P P O R T E D _ M S G _ F O R M A T 	 S M S 	 U N L I M 	 N o t   s u p p o r t e d   m e s s a g e s   f o r m a t 	 N o t   s u p p o r t e d 	 
o`<h_
N/ec	 Oo`<h_
N/ec	 D!H*1*8	 N o   s o p o r t a d o   	 P a s   s u p p o r t  	 N i c h t   u n t e r s t  t z t 	 5  ?>445@68205BAO	 N o n   s u p p o r t a t i 	 :J1  E/9HE	 N  o   s u p o r t a d o 	 D e s t e k l e n m i y o r 	 K h  n g   h   t r 	 T i d a k   t e r d u k u n g 	 T i d a k   d i s o k o n g 	 8	.	0	M	%	?	$	  (	9	@			 	 	 	 N e m   t  m o g a t o t t 	 	 	 	 N i e t   o n d e r s t e u n d 	 	 	 F o r m a t u l   n u   e s t e   a c c e p t a t 	 	 	   	 	 	 ~4*J('F  F4/G	 	 	 						  			  			 	 	 	 	 	 	 	 	 N i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   s u p o r t e 
 
 S T R _ S M S _ C A L L _ S E N D E R 	 S M S 	 I C O N T E X T 	 S M S   c a l l   s e n d e r 	 C a l l   s e n d e r 	 d_[NN	 |TSSNN	 B#+29I*H	 L l a m a r   a l   r e m i t e n t e 	 A p p e l e r   l ' e x p  d i t e u r 	 S e n d e r   a n r u f e n 	 K7>2  >B?@028B5;N	 C h i a m a   m i t t e n t e 	 E13D  'DEC'DE)	 C h a m a r   r e m e t e n t e 	 G  n d e r e n i   A r a 	 G i   c h o   n g i   g i 	 P e m a n g g i l 	 P a n g g i l   p e n g h a n t a r 	 *	M	0	G	7		  	K	  	I	2	  	0	G			 	 	 	 F e l a d    h  v  s a 	 	 	 	 V e r z e n d e r   o p b e l l e n 	 	 	 A p e l a r e   e x p e d i t o r 	 	 	   	 	 	 *E'3  ('  A13*F/G	 	 	 		  							 	 	 	 	 	 	 	 	 S k a k e l   s t u u r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a r   r e m e t e n t e 
 
 S T R _ I D _ S M S _ B P P _ F R O M _ F I E L D 	 S M S 	 U N L I M 	 S M S   B P P   X H T M L   F r o m   F i e l d   S t r i n g 	 F r o m :   	 [NN 0	 SNN 0	 2:   	 D e :   	 D e   : 	 V o n :   	 B: 	 D a :   	 EF:   	 D e : 	 K i m d e n : 	 T :   	 D a r i :   	 D a r i p a d a : 	 8	G	: 	 	 	 	 F e l a d  :   	 	 	 	 V a n : 	 	 	 D e   l a : 	 	 	 :   	 	 	 '2:   	 	 	 			: 	 	 	 	 	 	 	 	 	 V a n :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e :   
 
 S T R _ I D _ S M S _ B P P _ T O _ F I E L D 	 S M S 	 U N L I M 	 S M S   B P P   X H T M L   T o   F i e l d   S t r i n g 	 T o :   	 6eNN 0	 6eNN 0	 6:   	 A :   	 A   : 	 A n :   	 ><C: 	 A :   	 %DI:   	 P a r a : 	 K i m e : 	 n :   	 K e p a d a :   	 K e p a d a : 	 	K	: 	 	 	 	 C  m z e t t :   	 	 	 	 N a a r : 	 	 	 C t r e : 	 	 	 :   	 	 	 (G:   	 	 	 					: 	 	 	 	 	 	 	 	 	 A a n :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a :   
 
 S T R _ I D _ S M S _ B P P _ T I M E _ F I E L D 	 S M S 	 U N L I M 	 S M S   B P P   X H T M L   T i m e   F i e l d   S t r i n g 	 T i m e :   	 Bf 0	 e 0	 @'%2:   	 H o r a :   	 H e u r e   : 	 U h r z e i t :   	 @5<O: 	 O r a :   	 'DHB*:   	 H o r a : 	 S a a t : 	 G i :   	 W a k t u :   	 W a k t u : 	 8	.	/	: 	 	 	 	 I d Q:   	 	 	 	 T i j d : 	 	 	 O r a : 	 	 	   :   	 	 	 2E'F  :   	 	 	 			: 	 	 	 	 	 	 	 	 	 T y d :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a :   
 
 S T R _ I D _ S M S _ B P P _ C O N T E N T _ F I E L D 	 S M S 	 U N L I M 	 S M S   B P P   X H T M L   C o n t e n t   F i e l d   S t r i n g 	 C o n t e n t :   	 gQ[ 0	 Q[ 0	 @7I-+2:   	 C o n t e n i d o :   	 C o n t e n u   : 	 I n h a l t :   	 !>45@60=85:   	 C o n t e n u t o :   	 'DE-*HI:   	 C o n t e  d o : 	 0 e r i k : 	 N i   d u n g :   	 K o n t e n :   	 K a n d u n g a n : 	 8	>	.		M	0	@	: 	 	 	 	 T a r t a l o m :   	 	 	 	 I n h o u d 	 	 	 C o n ci n u t : 	 	 	 :   	 	 	 E-*H':   	 	 	 										 	 	 	 	 	 	 	 	 I n h o u d :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t e  d o :   
 
 S T R _ I D _ S M S _ T E M P L _ O P T I O N S _ A D D _ N E W 	 S M S 	 I C O N T E X T 	 S M S   M e s s a g e   T e m p l a t e   O p t i o n s   a d d   n e w   t e m p l a t e   S t r i n g 	 A d d   n e w   t e m p l a t e 	 ReQe{,g	 mRe!jg	 @4H!A!HAC+!H	 A  a d i r   p l a n t i l l a   n u e v a 	 A j o u t e r   n o u v e a u   m o d  l e 	 N e u e   V o r l a g e   h i n z u f  g e n 	 >1028BL  =>2K9  H01;>=	 A g g i u n g i   n u o v o   m o d e l l o 	 %6'A)  FEH0,  ,/J/	 A d i c i o n a r   n o v o   m o d e l o 	 Y e n i   _a b l o n   e k l e 	 T h  m   t i n   m u   m i 	 T a m b a h   t e m p l a t e   b a r u 	 T a m b a h   t e m p l a t   b a r u 	 (	/	>	  	H	.	M	*	2	G		  	K	!	<	G			 	 	 	  j   s a b l o n   h o z z  a d  s a 	 	 	 	 N i e u w   s j a b o o n   t o e v o e g e n 	 	 	 A d u g a r e   _a b l o n   n o u 	 	 	     	 	 	 'A2H/F  'DH  ,//	 	 	 				  								  			  					 	 	 	 	 	 	 	 	 V o e g   n u w e   s j a b l o o n   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   n o v o   m o d e l o 
 
 S T R _ I D _ S M S _ U S E R _ T E M P L A T E S 	 S M S 	 I C O N T E X T 	 U s e r   D e f i n e d   t e m p l a t e s 	 U s e r   d e f i n e d 	 O(u	 (u7bꁚ[IN	 9IC
I3+	 U s u a r i o   d e f i n i d o   	 D  f i n i   p a r   l ' u t i l i s a t e u r 	 B e n u t z e r d e f i n i e r t 	 >8  D09;K	 D e f i n i t o   d a l l ' u t e n t e 	 E-//  EF  B(D  'DE3*./E	 D e f i n i d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a n 1m l 1	 T   c h n 	 D i t e n t u k a n   p e n g g u n a 	 T a k r i f a n   p e n g g u n a 	 		*	/	K			0	M	$	>	  &	M	5	>	0	>	  *	0	?	-	>	7	?	$		 	 	 	 F e l h a s z n  l     l t a l   m e g a d o t t 	 	 	 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 	 	 D e f i n i t e   d e   u t i l i z a t o r 	 	 	       	 	 	 *91JA  4/G  *H37  C'1(1	 	 	 					  										 	 	 	 	 	 	 	 	 G e b r u i k e r - g e d e f i n i e e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i d o   p e l o   u s u  r i o 
 
 S T R _ I D _ S M S _ S A V E _ A S _ N E W _ T E M P L A T E S 	 S M S 	 I C O N T E X T 	 E d i t   s e l e c t e d   m e s s a g e   t o   s a v e   a s   n e w   t e m p l a t e 	 S a v e   a s   n e w   t e m p l a t e 	 2QX[be{,g	 OX[be!jg	 1@G@GA!HAC+!H	 G u a r d a r   c o m o   p l a n t i l l a   n u e v a 	 E n r e g i s t r e r   c o m m e   n o u v e a u   m o d  l e 	 A l s   n e u e   V o r l a g e   s p e i c h e r n 	 !>E@0=8BL  :0:  =>2K9  H01;>=	 S a l v a   c o m e   n u o v o   m o d e l l o 	 -A8  CFEH0,  ,/J/	 G u a r d a r   c o m o   n o v o   m o d e l o 	 Y e n i   _a b l o n   o l a r a k   k a y d e t 	 L u   l  m   t i n   m u   m i 	 S i m p a n   s e b a g a i   t e m p l a t e   b a r u 	 S i m p a n   s e b a g a i   t e m p l a t   b a r u 	 (		  	H	.	M	*	2	G		  	G	  0	B	*	  .	G		  8	9	G		G			 	 	 	 M e n t  s    j   s a b l o n k  n t 	 	 	 	 A l s   n i e u w   s j a b l o o n   o p s l a a n 	 	 	 S a l v a r e   c a   _a b l o n   n o u 	 	 	     	 	 	 /.J1G  (9FH'F  'DH  ,//	 	 	 				  								  						  							  					 	 	 	 	 	 	 	 	 B e r g   a s   n u w e   s j a b l o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   c o m o   n o v o   m o d e l o 
 
 S T R _ I D _ S M S _ T E M P L A T E _ F U L L 	 S M S 	 P O P U P 	 M a x i m u m   n u m b e r   o f   T e m p l a t e s   d e f e i n e d   h a s   b e e n   r e a c h e d 	 T e m p l a t e   l i s t   a l r e a d y   f u l l 	 {,gnU]n	 !jgRh]n	 #2"2#A!HA@G!A%I'	 L a   l i s t a   d e   p l a n t i l l a s   y a   e s t    l l e n a 	 L i s t e   d e   m o d  l e   d  j    p l e i n e 	 V o r l a g e n l i s t e   b e r e i t s   v o l l 	 !?8A>:  H01;>=>2  C65  ?>;>=	 E l e n c o   m o d e l l i   p i e n o 	 B'&E)  'DFE'0,  EE*D&)  ('DA9D	 A   l i s t a   d e   m o d e l o s   j    e s t    c h e i a 	 ^a b l o n   l i s t e s i   z a t e n   d o l u 	 D . s  c h   t i n   m u      y 	 D a f t a r   t e m p l a t e   t e l a h   p e n u h 	 S e n a r a i   t e m p l a t   s u d a h   p e n u h 	 	H	.	M	*	2	G		  8	B		@	  *	9	2	G	  9	@	  *	B	0	M	#	  9	H		 	 	 	 A   s a b l o n l i s t a   m  r   m e g t e l t 	 	 	 	 S j a b l o o n l i j s t   i s   a l   v o l 	 	 	 L i s t a   d e   _a b l o a n e   e s t e   d e j a   p l i n 	 	 	       	 	 	 AG13*  'DH  ~J4*1  ~14/G	 	 	 								  						  								  									 	 	 	 	 	 	 	 	 S j a b l o o n l y s   i s   r e e d s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   m o d e l o s   j    c h e i a 
 
 S T R _ I D _ S M S _ T E M P L A T E _ A L R E A D Y _ E X I S T S 	 S M S 	 P O P U P 	 F i l e   a l r e a d y   e x i s t s 	 T e m p l a t e   a l r e a d y   e x i s t s 	 {,g]X[(W	 !jg]X[(W	 A!HA!5-"9HA%I'	 L a   p l a n t i l l a   y a   e x i s t e   	 M o d  l e   d  j    e x i s t a n t 	 V o r l a g e   b e r e i t s   v o r h a n d e n 	 (01;>=  C65  ACI5AB2C5B	 I l   m o d e l l o   e s i s t e   g i  	 'DFEH0,  EH,H/  ('DA9D	 O   m o d e l o   j    e x i s t e 	 ^a b l o n   z a t e n   v a r 	 T i n   m u      c  	 T e m p l a t e   s u d a h   a d a 	 T e m p l a t   s u d a h   w u j u d 	 	H	.	M	*	2	G		  *	9	2	G	  8	G	  .	L		B	&		 	 	 	 I l y e n   s a b l o n   m  r   l  t e z i k 	 	 	 	 S j a b l o o n   b e s t a a t   a l . 	 	 	 ^a b l o n u l   e x i s t   d e j a 	 	 	     	 	 	 'DH  '2  ~4  H,H/  /'1/	 	 	 								    								  									 	 	 	 	 	 	 	 	 S j a b l o n e   b e s t a a n   r e e d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d e l o   j    e x i s t e 
 
 S T R _ I D _ S M S _ M E S S A G E S E T U P _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   s e t u p   m e n u   i t e m   s t r i n g 	 S M S   s e t t i n g s 	 !|
-[	 wOn	 2#1IH2  S M S 	 C o n f i g u r a c i  n   S M S 	 R  g l a g e s   S M S 	 S M S - E i n s t e l l u n g e n 	 0AB@>9:8  A>>1I5=89	 I m p o s t a z i o n i   S M S 	 %9/'/'*  'D13'&D  'DF5J)  	 D e f i n i   e s   d e   S M S 	 S M S   a y a r l a r 1	 C  i   t   S M S 	 P e n g a t u r a n   S M S 	 P e n g e s e t a n   S M S 	 S M S   8	G		?				 	 	 	 S M S   b e  l l  t  s o k 	 	 	 	 S M S - i n s t e l l i n g e n 	 	 	 S e t r i   S M S 	 	 	   S M S 	 	 	 *F8JEG'  ~J'EC	 	 	 						  					  	 	 	 	 	 	 	 	 	 S M S - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   S M S 
 
 S T R _ I D _ S M S _ V M _ V M A I L _ M E N U E N T R Y 	 S M S 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 V o i c e   M a i l   m e n u   i t e m   s t r i n g 	 V o i c e   m a i l   s e t t i n g s 	 O{	 O{	 '-"L@!%@4#L@'-#L	 S e r v i d o r   d e   c o r r e o s   d e   v o z 	 S e r v e u r   d e   m e s s a g e   v o c a u x 	 V o i c e m a i l - S e r v e r 	 >;>A>20O  ?>GB0	 S e r v e r   d i   m e s s a g g i   v o c a l i 	 .'/E  'D(1J/  'D5H*J	 S e r v i d o r   d e   c o r r e i o   d e   v o z 	 S e s l i   m e s a j   s u n u c u s u 	 M  y   c h   t h   t h o i 	 S e r v e r   p e s a n   s u a r a 	 P e l a y a n   m e l   s u a r a 	 5	I	/	8	.	G	2	  8	0	M	5	0		 	 	 	 H a n g p o s t a   s z e r v e r 	 	 	 	 V o i c e m a i l s e r v e r 	 	 	 S e r v e r   m e s a g e r i e   v o c a l 	 	 	     	 	 	 31H1  F'EG  "H'	 	 	 								  								 	 	 	 	 	 	 	 	 S t e m p o s b e d i e n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   d o   c o r r e i o   d e   v o z 
 
 S T R _ I D _ S M S _ E M A I L _ S C 	 S M S 	 T I T L E 	 E m a i l   s e r v e r   c e n t e r   n u m b e r 	 E m a i l   S C 	 P[N
gR-N_	 5uP[N
gR-N_	 -5@!%  S C 	 C e n t r o   d e   s e r v i d o r   d e   c o r r e o s - e 	 E m a i l   d u   C S 	 E - M a i l - K D 	 0?8A0BL  2  A5@28A=K9  F5=B@	 S C   e - m a i l 	 E1C2  .'/E  'D(1J/  'D%DC*1HFJ	 C e n t r o   d o   s e r v i d o r   d e   E - m a i l 	 E - p o s t a   S C 	 T . t  m   m  y   c h   e m a i l 	 S C   e m a i l 	 P u s a t   P e l a y a n   E m e l 	 	- .	G	2	  S C 	 	 	 	 E - m a i l   S C 	 	 	 	 E - m a i l s e r v i c e n c e n t r u m 	 	 	 C e n t r u   s e r v e r   e - m a i l 	 	 	   S C     	 	 	 E12  ./E'*  1'J'F'EG	 	 	 					  					 	 	 	 	 	 	 	 	 E - p o s   d i e n s s e n t r u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   e - m a i l   a o   C e n t r o   d o   S e r v i d o r 
 
 S T R _ I D _ S M S _ V M _ V O I C E M A I L _ I N D 	 S M S 	 P O P U P 	 N e w   v o i c e   M a i l   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 N e w   v o i c e m a i l 	 eYu 	 eYu 	 '-"L@!%C+!H	 c o r r e o   d e   v o z   n u e v o   	 N o u v e a u   c o u r r i e l   v o c a l 	 N e u e   V o i c e m a i l 	 >2>5  3>;>A>2>5  A>>1I5=85	 N u o v o   m e s s a g g i o   v o c a l e 	 13'D)  (1J/  5H*J  ,/J/)  	 N o v a   m e n s a g e m   d e   c o r r e i o   d e   v o z 	 y e n i   s e s l i   m e s a j 	 T h   t h o i   m i 	 P e s a n   s u a r a   b a r u 	 M e l   s u a r a   b a r u 	 (	/	>	  5	I	/	8	.	G	2		 	 	 	  j   h a n g p o s t a    z e n e t 	 	 	 	 N i e u w e   v o i c e m a i l 	 	 	 M e s a j   v o c a l   n o u 	 	 	     	 	 	 F'EG  "H'  ,//	 	 	 				  				  					 	 	 	 	 	 	 	 	 N u w e   s t e m p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   c o r r e i o   d e   v o z 
 
 S T R _ I D _ S M S _ V M _ E M A I L _ I N D 	 S M S 	 P O P U P 	 N e w   E - M a i l   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 N e w   E m a i l 	 eN	 eN	 -5@!%C+!H	 C o r r e o - e   n u e v o   	 N o u v e a u   c o u r r i e l 	 N e u e   E - M a i l 	 >2>5  M;5:B@>==>5  ?8AL<>	 N u o v a   e - m a i l 	 (1J/  %DC*1HFJ  ,/J/	 N o v o   E - m a i l 	 Y e n i   E - p o s t a 	 E m a i l   m i 	 E m a i l   B a r u 	 E m e l   b a r u 	 (	/	>	  	- .	G	2		 	 	 	  j   e - m a i l 	 	 	 	 N i e u w e   e - m a i l 	 	 	 E - m a i l   n o u 	 	 	       	 	 	 1'J'F'EG  ,/J/	 	 	 				  						 	 	 	 	 	 	 	 	 N u w e   e - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   e - m a i l 
 
 S T R _ I D _ S M S _ V M _ F A X _ I N D 	 S M S 	 P O P U P 	 N e w   F a x   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 N e w   F a x 	 ePw	 e Ow	 ALC+!H	 F a x   n u e v o 	 N o u v e a u   f a x 	 N e u e s   F a x 	 >2>5  D0:A>2>5  A>>1I5=85	 N u o v o   f a x 	 A'C3  ,/J/	 N o v o   F a x 	 Y e n i   F a k s 	 F a x   m i 	 F a k s   B a r u 	 F a k s   b a r u 	 (	/	>	  +	H		M	8		 	 	 	  j   f a x 	 	 	 	 N i e u w e   f a x 	 	 	 F a x   n o u 	 	 	   	 	 	 FE'(1  ,/J/	 	 	 				  								 	 	 	 	 	 	 	 	 N u w e   f a k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   f a x 
 
 S T R _ I D _ S M S _ V M _ N E T _ O T H E R _ I N D 	 S M S 	 P O P U P 	 N e w   o t h e r   n e t w o r k   w a i t t i n g 	 N e w   n e t   m s g 	 e}
o`	 eQ~Oo`	 I-'2!@GC+!H	 M e n s a j e   d e   r e d   n u e v o 	 N o u v e a u   m s g   n e t 	 N e u e   N e t z w e r k m i t t e i l u n g 	 >2>5  A5B52>5  A>>1I5=85	 N u o v o   m e s s a g g i o   d i   r e t e 	 13'D)  %F*1F*  ,/J/)	 N o v a   m e n s a g e m   d e   r e d e 	 Y e n i   n e t   i l e t i s i 	 T i n   q u n g   b    m i 	 P e s a n   I n t e r n e t   b a r u 	 M e s e j   r a n g k a i a n   b a r u 	 (	/	>	  (	G		  8		&	G	6		 	 	 	  j   n e t    z e n e t 	 	 	 	 N i e u w   n e t b e r i c h t 	 	 	 M e s a j   d e   r e ce a   n o u 	 	 	     	 	 	 ~'E  4(G  '  ,//	 	 	 				  			  										 	 	 	 	 	 	 	 	 N u w e   n e t w e r k b d s k p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a s   m e n s a g e n s   d e   r e d e 
 
 S T R _ I D _ S M S _ V M _ V O I C E M A I L _ N U M _ I N D 	 S M S 	 U N L I M 	 N u m b e r   o f   n e w   v o i c e   M a i l   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 n e w   v o i c e m a i l 	 heYu 	 ageYu 	 '-"L@!%C+!H	 M e n s a j e   d e   v o z   n u e v o   	 N o u v e a u   m e s s a g e   v o c a l 	 N e u e   V o i c e m a i l 	 =>2>5  3>;>A>2>5  A>>1I5=85	 n u o v o   m e s s a g g i o   v o c a l e 	 13'D)  (1J/  5H*J  ,/J/)  	 N o v a   m e n s a g e m   d e   c o r r e i o   d e   v o z 	 y e n i   s e s l i   m e s a j 	 t h   t h o i   m i 	 p e s a n   s u a r a   b a r u 	 M e l   s u a r a   b a r u 	 (	/	>	  5	I	/	8	.	G	2		 	 	 	  j   h a n g p o s t a    z e n e t 	 	 	 	 n i e u w e   v o i c e m a i l 	 	 	 m e s a j   v o c a l   n o u 	 	 	     	 	 	 F'EG  "H'  ,//	 	 	 				  				  					 	 	 	 	 	 	 	 	 n u w e   s t e m p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a   m e n s a g e m   d e   v o z 
 
 S T R _ I D _ S M S _ V M _ F A X _ N U M _ I N D 	 S M S 	 U N L I M 	 N u m b e r   o f   n e w   F a x   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 n e w   F a x 	 hePw	 age Ow	 ALC+!H	 F a x   n u e v o 	 N o u v e a u   f a x 	 N e u e s   F a x 	 =>2>5  D0:A>2>5  A>>1I5=85	 n u o v o   f a x 	 A'C3  ,/J/	 n o v o   F a x 	 y e n i   F a k s 	 f a x   m i 	 F a k s   b a r u 	 F a k s   b a r u 	 (	/	>	  +	H		M	8		 	 	 	  j   f a x 	 	 	 	 n i e u w e   f a x 	 	 	 f a x   n o u 	 	 	   	 	 	 FE'(1  ,/J/	 	 	 				  								 	 	 	 	 	 	 	 	 n u w e   f a k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o   f a x 
 
 S T R _ I D _ S M S _ V M _ E M A I L _ N U M _ I N D 	 S M S 	 U N L I M 	 N u m b e r   o f   n e w   E - M a i l   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 n e w   E m a i l 	 \eN	 \eN	 -5@!%C+!H	 C o r r e o - e   n u e v o   	 N o u v e a u   e m a i l 	 N e u e   E - M a i l 	 =>2>5  M;5:B@>==>5  ?8AL<>	 n u o v a   e - m a i l 	 (1J/  %DC*1HFJ  ,/J/	 n o v o   E - m a i l 	 Y e n i   E - p o s t a 	 e m a i l   m i 	 e m a i l   b a r u 	 E m e l   b a r u 	 (	/	>	  	- .	G	2		 	 	 	  j   e - m a i l 	 	 	 	 n i e u w e   e - m a i l 	 	 	 e - m a i l   n o u 	 	 	       	 	 	 1'J'F'EG  ,/J/	 	 	 				  						 	 	 	 	 	 	 	 	 n u w e   e - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o   e - m a i l 
 
 S T R _ I D _ S M S _ V M _ N E T _ O T H E R _ N U M _ I N D 	 S M S 	 U N L I M 	 n u m b e r   o f   n e w   o t h e r   n e t w o r k   w a i t t i n g 	 n e w   n e t   m s g 	 he}
o`	 ageQ~Oo`	 I-'2!@GC+!H	 M e n s a j e   d e   r e d   n u e v o 	 N o u v e a u   m s g   n e t 	 N e u e   N e t z w e r k m i t t e i l u n g 	 >2K5  A5B52K5  A>>1I5=8O	 n u o v o   m e s s a g g i o   d i   r e t e 	 13'D)  %F*1F*  ,/J/)	 n o v a   m e n s a g e m   d e   r e d e 	 y e n i   n e t   i l e t i s i 	 t i n   q u n g   b    m i 	 p e s a n   I n t e r n e t   b a r u 	 M e s e j   r a n g k a i a n   b a r u 	 (	/	>	  (	G		  8		&	G	6		 	 	 	  j   n e t    z e n e t 	 	 	 	 n i e u w   n e t b e r i c h t 	 	 	 m e s a j   d e   r e ce a   n o u 	 	 	     	 	 	 ~'E  4(G  '  ,//	 	 	 				  			  										 	 	 	 	 	 	 	 	 n u w e   n e t w e r k b d s k p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s   d e   r e d e 
 
 S T R _ I D _ S M S _ S E T 0 _ M E N U E N T R Y 	 S M S 	 T W O S T A T E 	 M e s s a g e   S e t u p   S e t 1   S M S     S t r i n g 	 P r o f i l e   1 	 !j_ N	 !j_ N	 B#D%L  1 	 P e r f i l   1 	 P r o f i l e   1 	 P r o f i l   1 	 #G5B=0O  70?8AL  1 	 P r o f i l o   1 	 'DH69  1 	 P e r f i l   1 	 P r o f i l   1 	 C u   h  n h   1 	 P r o f i l   1 	 P r o f i l   1 	 *	M	0	K	+	>		2	  1 	 	 	 	 1 .   p r o f i l 	 	 	 	 P r o f i e l   1 	 	 	 P r o f i l   1 	 	 	   1 	 	 	 ~1HA'D  1 	 	 	 								  		 	 	 	 	 	 	 	 	 P r o f i e l   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   1 
 
 S T R _ I D _ S M S _ S E T 1 _ M E N U E N T R Y 	 S M S 	 T W O S T A T E 	 M e s s a g e   S e t u p   S e t 2   S M S     S t r i n g 	 P r o f i l e   2 	 !j_N	 !j_N	 B#D%L  2 	 P e r f i l   2 	 P r o f i l e   2 	 P r o f i l   2 	 #G5B=0O  70?8AL  2 	 P r o f i l o   2 	 'DH69  2 	 P e r f i l   2 	 P r o f i l   2 	 C u   h  n h   2 	 P r o f i l   2 	 P r o f i l   2 	 *	M	0	K	+	>		2	  2 	 	 	 	 2 .   p r o f i l 	 	 	 	 P r o f i e l   2 	 	 	 P r o f i l   2 	 	 	   2 	 	 	 ~1HA'D  2 	 	 	 								  		 	 	 	 	 	 	 	 	 P r o f i e l   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   2 
 
 S T R _ I D _ S M S _ S E T 2 _ M E N U E N T R Y 	 S M S 	 T W O S T A T E 	 M e s s a g e   S e t u p   S e t 3   S M S     S t r i n g 	 P r o f i l e   3 	 !j_	N	 !j_	N	 B#D%L  3 	 P e r f i l   3 	 P r o f i l e   3 	 P r o f i l   3 	 #G5B=0O  70?8AL  3 	 P r o f i l o   3 	 'DH69  3 	 P e r f i l   3 	 P r o f i l   3 	 C u   h  n h   3 	 P r o f i l   3 	 P r o f i l   3 	 *	M	0	K	+	>		2	  3 	 	 	 	 3 .   p r o f i l 	 	 	 	 P r o f i e l   3 	 	 	 P r o f i l   3 	 	 	   3 	 	 	 ~1HA'D  3 	 	 	 								  		 	 	 	 	 	 	 	 	 P r o f i e l   3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   3 
 
 S T R _ I D _ S M S _ S E T 3 _ M E N U E N T R Y 	 S M S 	 T W O S T A T E 	 M e s s a g e   S e t u p   S e t 4   S M S     S t r i n g 	 P r o f i l e   4 	 !j_V	 !j_V	 B#D%L  4 	 P e r f i l   4 	 P r o f i l e   4 	 P r o f i l   4 	 #G5B=0O  70?8AL  4 	 P r o f i l o   4 	 'DH69  4 	 P e r f i l   4 	 P r o f i l   4 	 C u   h  n h   4 	 P r o f i l   4 	 P r o f i l   4 	 *	M	0	K	+	>		2	  4 	 	 	 	 4 .   p r o f i l 	 	 	 	 P r o f i e l   4 	 	 	 P r o f i l   4 	 	 	   4 	 	 	 ~1HA'D  4 	 	 	 								  		 	 	 	 	 	 	 	 	 P r o f i e l   4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   4 
 
 S T R _ I D _ S M S _ P R O F I L E _ S E T T I N G _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   P r o f i l e   S e t t i n g     S M S     S t r i n g 	 P r o f i l e   s e t t i n g s 	 !j_-[	 !j_n	 2#1IH2B#D%L	 C o n f i g u r a c i  n   d e   p e r f i l 	 C o n f i g u r a t i o n   d u   p r o f i l e 	 P r o f i l e i n s t e l l u n g e n 	 0AB@>9:8  ?@>D8;O	 I m p o s t a z i o n i   p r o f i l o 	 %9/'/'*  'DH69	 D e f i n i   e s   d e   p e r f i l 	 P r o f i l   a y a r l a r 1	 C  i   t   c u   h  n h 	 P e n g a t u r a n   p r o f i l 	 P e n g e s e t a n   p r o f i l 	 *	M	0	K	+	>		2	  8	G		?				 	 	 	 P r o f i l   b e  l l  t  s o k 	 	 	 	 P r o f i e l i n s t e l l i n g e n 	 	 	 S e t r i   p r o f i l u r i 	 	 	   	 	 	 *F7JEG'  ~1HA'JD	 	 	 								  						 	 	 	 	 	 	 	 	 P r o f i e l i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   p e r f i l 
 
 S T R _ I D _ S M S _ C O M M O N S E T T I N G _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   S e t u p   C o m m o n   S e t t i n g s   S M S     S t r i n g 	 C o m m o n   s e t t i n g s 	  N,-[	 r`n	 2#1IH21H'D	 C o n f i g u r a c i  n   c o m  n   	 R  g l a g e s   c o m m u n s 	 A l l g e m e i n e   E i n s t e l l u n g e n 	 1I85  =0AB@>9:8	 I m p o s t a z i o n i   s t a n d a r d 	 'D%9/'/'*  'D4'&9)	 D e f i n i   e s   c o m u n s 	 O r t a k   a y a r l a r 	 C  i   t   c h u n g 	 P e n g a t u r a n   u m u m 	 P e n g e s e t a n   b i a s a 	 8	>	.	>	(	M	/	  8	G		?				 	 	 	 K  z  s   b e  l l  t  s o k 	 	 	 	 G e m e e n s c h a p p e l i j k e   i n s t e l l i n g e n 	 	 	 S e t r i   c o m u n e 	 	 	   	 	 	 *F8JEG'  E4*1C	 	 	 			  						 	 	 	 	 	 	 	 	 A l g e m e n e   i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   c o m u n s 
 
 S T R _ I D _ S M S _ V M _ V O I C E _ M A I L _ N A M E 	 S M S 	 T I T L E ,   I C O N T E X T 	 N a m e   s t r i n g 	 N a m e 	 Y
T	 Y
T	 
7H-	 N o m b r e 	 N o m 	 N a m e 	 <O	 N o m e 	 'D'3E	 N o m e 	 A d 	 T  n 	 N a m a 	 N a m a 	 (	>	.		 	 	 	 N  v 	 	 	 	 N a a m 	 	 	 N u m e 	 	 	 	 	 	 F'E	 	 	 				 	 	 	 	 	 	 	 	 N a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e 
 
 S T R _ I D _ S M S _ V M _ V O I C E _ M A I L _ N U M 	 S M S 	 T I T L E ,   I C O N T E X T 	 M o b i l e   N u m b e r   S t r i n g 	 N u m b e r 	 q_x	 5u݋Sx	 +!2"@%	 N  m e r o 	 N u m  r o 	 N u m m e r 	 ><5@	 N u m e r o 	 'D1BE	 N  m e r o 	 N u m a r a 	 S 	 N o m o r 	 N o m b o r 	 (		,	0		 	 	 	 S z  m 	 	 	 	 N u m m e r 	 	 	 N u m r   	 	 	 	 	 	 4E'1G	 	 	 						 	 	 	 	 	 	 	 	 N o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o 
 
 S T R _ I D _ S M S _ P R O F I L E _ N A M E 	 S M S 	 T I T L E 	 S M S   P r o f i l e   N a m e   S t r i n g 	 P r o f i l e   n a m e 	 !j_
T1z	 !j_
Ty	 
7H-B#D%L	 P e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 <O  ?@>D8;O	 N o m e   p r o f i l o 	 '3E  'DH69	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1	 T  n   c u   h  n h 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	>		2	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 	 F'E  ~1HA'JD	 	 	 								  				 	 	 	 	 	 	 	 	 P r o f i e l n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   p e r f i l 
 
 S T R _ I D _ S M S _ P R O F I L E _ S C 	 S M S 	 T I T L E 	 S M S   S C   A d d r e s s   S t r i n g 	 S M S C   a d d r e s s 	 !|
-N__x	 wO-N_Sx	 5H-"9H  S M S C   	 D i r e c c i  n   S M S C 	 A d r e s s e   S M S   d u   C S 	 S M S C - A d r e s s e 	 4@5A  S M S C 	 I n d i r i z z o   S M S C 	 9FH'F  E1C2  'D13'&D  'DB5J1)  	 E n d e r e  o   d o   c e n t r o   d e   m e n s a g e n s 	 S M S C   a d r e s i 	 a   c h   S M S C 	 A l a m a t   S M S C 	 A l a m a t   S M S C 	 S M S C   *	$	>		 	 	 	 S M S C   c  m 	 	 	 	 S M S C - a d r e s 	 	 	 A d r e s   S M S C 	 	 	   S M S C 	 	 	 F4'F  E12  ~'E	 	 	 								  							 	 	 	 	 	 	 	 	 S M S C - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   S M S C 
 
 S T R _ I D _ S M S _ P R O F I L E _ V P 	 S M S 	 T I T L E 	 S M S   V a l i d   P e r i o d   S t r i n g 	 V a l i d i t y   p e r i o d 	 !|
	gHeg	 wO	gHeg	 #0"0@'%22#@GI-'2!	 P e r  o d o   d e   v a l i d e z 	 P  r i o d e   d e   v a l i d i t  	 G  l t i g k e i t s p e r i o d e 	 !@>:  459AB28O	 P e r i o d o   d i   v a l i d i t  	 A*1)  'D5D'-J)	 P e r  o d o   d e   v a l i d a d e 	 G e  e r l i l i k   s  r e s i 	 T h i   h i u 	 P e r i o d e   v a l i d i t a s 	 T e m p o h   k e e s a h a n 	 5	H	'	$	>	  	5	'	?		 	 	 	  r v  n y e s s  g i   i d Q	 	 	 	 G e l d i g h e i d s d u u r 	 	 	 P e r i o a d   d e   v a l a b i l i t a t e 	 	 	 	 	 	 E/*  '9*('1	 	 	 						  						 	 	 	 	 	 	 	 	 G e l d i g h e i d s t y d p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r  o d o   d e   v a l i d a d e 
 
 S T R _ I D _ S M S _ P R O F I L E _ M S G _ T Y P E 	 S M S 	 T I T L E 	 S M S   M e s s a g e   T y p e   S t r i n g 	 M e s s a g e   t y p e 	 |v<h_	 S<h_	 #0@ I-'2!	 T i p o   d e   m e n s a j e   	 T y p e   d e   m e s s a g e 	 M i t t e i l u n g s t y p 	 "8?  A>>1I5=8O	 T i p o   d i   m e s s a g g i o 	 FH9  'D13'D)	 T i p o   d e   m e n s a g e m 	 0l e t i   t  r  	 K i u   t i n   n h n 	 J e n i s   p e s a n 	 J e n i s   m e s e j 	 8		&	G	6	  *	M	0		>	0		 	 	 	  z e n e t   t  p u s a 	 	 	 	 B e r i c h t t y p e 	 	 	 T i p   m e s a j 	 	 	   	 	 	 FH9  ~J'E	 	 	 					  					 	 	 	 	 	 	 	 	 B o o d s k a p s o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o   d e   m e n s a g e m 
 
 S T R _ I D _ S M S _ V P _ 1 H O U R _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   I   h o u r   S M S     S t r i n g 	 1   h o u r 	  N\Bf	  N\e	 1   
1H'B!	 1   h o r a 	 1   h e u r e 	 1   S t u n d e 	 1   G0A	 1   o r a 	 3'9)  H'-/)	 1   h o r a 	 1   s a a t 	 1   g i 	 1   j a m 	 1   j a m 	 1   			>		 	 	 	 1    r a 	 	 	 	 1   u u r 	 	 	 1   o r 	 	 	   	 	 	 1   3'9*	 	 	 	  						 	 	 	 	 	 	 	 	 1   u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1   h o r a 
 
 S T R _ I D _ S M S _ V P _ 6 H O U R _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   6   h o u r   S M S     S t r i n g 	 6   h o u r s 	 mQ\Bf	 mQ\e	 6   
1H'B!	 6   h o r a s 	 6   h e u r e s 	 6   S t u n d e n 	 6   G0A>2	 6   o r e 	 6   3'9'*	 6   h o r a s 	 6   s a a t 	 6   g i 	 6   j a m 	 6   j a m 	 6   			G		 	 	 	 6    r a 	 	 	 	 6   u u r 	 	 	 6   o r e 	 	 	 6   	 	 	 6   3'9*	 	 	 	  						 	 	 	 	 	 	 	 	 6   u r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 6   h o r a s 
 
 S T R _ I D _ S M S _ V P _ 1 2 H O U R _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   1 2   h o u r s   S M S     S t r i n g 	 1 2   h o u r s 	 ASN\Bf	 ASN\e	 1 2   
1H'B!	 1 2   h o r a s   	 1 2   h e u r e s 	 1 2   S t u n d e n 	 1 2   G0A>2	 1 2   o r e 	 1 2   3'9)	 1 2   h o r a s 	 1 2   s a a t 	 1 2   g i 	 1 2   j a m 	 1 2   j a m 	 1 2   			G		 	 	 	 1 2    r a 	 	 	 	 1 2   u u r 	 	 	 1 2   o r e 	 	 	 1 2   	 	 	 1 2   3'9*	 	 	 		  						 	 	 	 	 	 	 	 	 1 2   u r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1 2   h o r a s 
 
 S T R _ I D _ S M S _ V P _ 2 4 H O U R _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   2 4   h o u r s   S M S     S t r i n g 	 1   d a y 	  N)Y	  N)Y	 1   '1	 1   d  a 	 1   j o u r 	 1   T a g 	 1   45=L	 1   g i o r n o 	 JHE  H'-/	 1   d i a 	 1   g  n 	 1   n g  y 	 1   h a r i 	 1   h a r i 	 1   &	?	(		 	 	 	 1   n a p 	 	 	 	 1   d a g 	 	 	 1   z i 	 	 	   	 	 	 1   1H2	 	 	 	  				 	 	 	 	 	 	 	 	 1   d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1   d i a 
 
 S T R _ I D _ S M S _ V P _ 3 D A Y _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   3   d a y s   S M S     S t r i n g 	 3   d a y s 	 	N)Y	 	N)Y	 3   '1	 3   d  a s 	 3   j o u r s 	 3   T a g e 	 3   4=O	 3   g i o r n i 	 3   #J'E	 3   d i a s 	 3   g  n 	 3   n g  y 	 3   h a r i 	 3   h a r i 	 3   &	?	(		 	 	 	 3   n a p 	 	 	 	 3   d a g e n 	 	 	 3   z i l e 	 	 	 3   	 	 	 3   1H2	 	 	 	  				 	 	 	 	 	 	 	 	 3   d a e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3   d i a s 
 
 S T R _ I D _ S M S _ V P _ 1 W E E K _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 V a l i d i t y   P e r i o d   1   w e e k   S M S     S t r i n g 	 1   w e e k 	  N1	  NhT	 1   *12+L	 1   s e m a n a   	 1   s e m a i n e 	 1   W o c h e 	 1   =545;O	 1   s e t t i m a n a 	 #3(H9  H'-/	 1   s e m a n a 	 1   h a f t a 	 1   t u n 	 1   m i n g g u 	 1   m i n g g u 	 1   8	*	M	$	>	9		 	 	 	 1   h  t 	 	 	 	 1   w e e k 	 	 	 1   s p t m  n 	 	 	   	 	 	 1   GA*G	 	 	 	  							 	 	 	 	 	 	 	 	 1   w e e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1   s e m a n a 
 
 S T R _ I D _ S M S _ T Y P E _ F A X _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 M e s s a g e   T y p e   F a x   g r o u p   3 S M S   S t r i n g 	 F a x   g r o u p   3 	 PwD}3 	  Ow~3 	 AL%8H!  3 	 G r u p o   d e   f a x   3 	 G r o u p e   d e   f a x   3 	 F a x g r u p p e   3 	 $0:A	 G r u p p o   f a x   3 	 E,EH9)  'DA'C3  3 	 G r u p o   d e   f a x   3 	 F a k s   g r u b u   3 	 N h  m   f a x   3 	 G r u p   f a k s   3 	 K u m p u l a n   f a k s   3 	 +	H		M	8	  8	.	B	9	  3 	 	 	 	 F a x c s o p o r t   3 	 	 	 	 F a x g r o e p   3 	 	 	 F a x   g r u p a   3 	 	 	     3 	 	 	 1HG  FE'(1  3 	 	 	 							  					  		 	 	 	 	 	 	 	 	 F a k s g r o e p   3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r u p o   d e   f a x   3 
 
 S T R _ I D _ S M S _ T Y P E _ G R O U P 4 _ F A X _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 M e s s a g e   T y p e   F a x   g r o u p   4 S M S   S t r i n g 	 F a x   g r o u p   4 	 PwD}4 	  Ow~4 	 AL%8H!  4 	 G r u p o   d e   f a x   4 	 G r o u p e   d e   f a x   4 	 F a x g r u p p e   4 	 $0:A	 G r u p p o   f a x   4 	 E,EH9)  'DA'C3  4 	 G r u p o   d e   f a x   4 	 F a k s   g r u b u   4 	 N h  m   f a x   4 	 G r u p   f a k s   4 	 K u m p u l a n   f a k s   4 	 +	H		M	8	  8	.	B	9	  4 	 	 	 	 F a x c s o p o r t   4 	 	 	 	 F a x g r o e p   4 	 	 	 F a x   g r u p a   4 	 	 	     4 	 	 	 1HG  FE'(1  4 	 	 	 							  					  		 	 	 	 	 	 	 	 	 F a k s g r o e p   4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r u p o   d e   f a x   4 
 
 S T R _ I D _ S M S _ T Y P E _ P A G E _ M E N U E N T R Y 	 S M S 	 C 0 5 7 _ 1 	 M e s s a g e   T y p e   P a g e   S M S   S t r i n g 	 P a g e 	 P|T	  O|T	 +I2  	 P  g i n a   	 P a g e 	 S e i t e 	 !B@0=8F0	 P a g i n a 	 'D5A-)	 P  g i n a 	 S a y f a 	 T r a n g 	 H a l a m a n 	 H a l a m a n 	 *	C	7	M	 		 	 	 	 O l d a l 	 	 	 	 P a g i n a 	 	 	 P a g i n a 	 	 	 	 	 	 5A-G	 	 	 							 	 	 	 	 	 	 	 	 B l a d s y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P  g i n a 
 
 S T R _ I D _ S M S _ S C R N _ T 0 _ C A P T I O N 	 S M S 	 T I T L E 	 S M S   M e s s a g e   T e m p l a t e   C a p t i o n   S t r i n g 	 T e m p l a t e s 	 {,g	 !jg	 A!HA	 P l a n t i l l a s   	 M o d  l e s 	 V o r l a g e n 	 (01;>=K	 M o d e l l i 	 'DFE'0,	 M o d e l o s 	 ^a b l o n l a r 	 T i n   m u 	 T e m p l a t e 	 T e m p l a t 	 	H	.	M	*	2	G		M	8		 	 	 	 S a b l o n o k 	 	 	 	 S j a b l o n e n 	 	 	 ^a b l o a n e 	 	 	 	 	 	 'DHG'	 	 	 									 	 	 	 	 	 	 	 	 S j a b l o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d e l o s 
 
 S T R _ I D _ S M S _ S C R N _ T 4 _ E D I T _ T E M P L A T E _ C A P T I O N 	 S M S 	 T I T L E 	 S M S   E d i t   M e s s a g e   O p t i o n   C a p t i o n   S t r i n g 	 E d i t   t e m p l a t e 	 }/{,g	 !jg	 AIDA!HA	 E d i t a r   p l a n t i l l a   	 E d i t e r   m o d  l e 	 V o r l a g e   b e a r b e i t e n 	 7<5=8BL  H01;>=	 M o d i f i c a   m o d e l l o 	 *-1J1  FEH0,	 E d i t a r   m o d e l o 	 ^a b l o n u   d  z e n l e 	 S a   t i n   m u 	 E d i t   t e m p l a t e 	 S u n t i n g   t e m p l a t 	 	H	.	M	*	2	G		  8		*	>	&	?	$	  	0	G			 	 	 	 S a b l o n   s z e r k e s z t  s e 	 	 	 	 S j a b l o o n   b e w e r k e n 	 	 	 E d i t a r e   _a b l o n 	 	 	   	 	 	 H1'4  'DH	 	 	 								  								  					 	 	 	 	 	 	 	 	 R e d i g e e r   s j a b l o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   m o d e l o 
 
 S T R _ I D _ S M S _ P R E F E R E D _ B E A R E R _ M E N U E N T R Y 	 S M S 	 I C O N T E X T 	 M e s s a g e   S e t u p   P r e f e r r e d   B e a r e r   S M S     S t r i n g 	 P r e f e r r e d   c o n n e c t i o n 	 x#P}	 	ޏc	 2#@
7H-!H-5H@%7-C
I	 C o n e x i  n   f a v o r i t a   	 C o n n e x i o n   p r  f  r  e 	 B e v o r z u g t e   V e r b i n d u n g 	 @54?>GB8B5;L=>5  A>548=5=85	 C o n n e s s i o n e   p r e f e r i t a 	 'D'*5'D  'DEA6D	 L i g a   o   p r e f e r i d a 	 T e r c i h   e d i l e n   b a l a n t 1	 K t   n i   u   t i  n 	 S a m b u n g a n   y a n g   d i p i l i h 	 S a m b u n g a n   y a n g   d i p i l i h 	 *	M	0	>	%	.	?		$	>	  *	M	0	>	*	M	$	  	(	G		M	6	(		 	 	 	 P r e f e r  l t   k a p c s o l a t 	 	 	 	 V o o r k e u r s v e r b i n d i n g 	 	 	 C o n e x i u n e   p r e f e r a t 	 	 	   	 	 	 '1*('7  /D.H'G	 	 	 																	  						 	 	 	 	 	 	 	 	 V o o r k e u r v e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x  o   p r e f e r i d a 
 
 S T R _ I D _ S M S _ P R E F E R _ G S M _ B E A R E R _ M E N U E N T R Y 	 S M S 	 H I N T ,   T W O S T A T E 	 M e s s a g e   S e t u p   P r e f e r r e d   B e a r e r   S M S     S t r i n g 	 P r e f e r   G S M 	 G S M *QHQ	 G S M OHQ	 C
I  G S M 	 P r e f i e r e   G S M   	 P r  f  r e r   l e   G S M 	 G S M   b e v o r z u g e n 	 @54?.   G S M 	 P r e f e r i s c i   G S M 	 *A6JD  G S M   	 P r e f e r i r   G S M 	 G S M   T e r c i h   e t 	 u   t i  n   G S M 	 P i l i h   G S M 	 M e m i l i h   G S M 	 G S M   	K	  *	M	0	>	%	.	?		$	>	  &	G			 	 	 	 G S M   e l Qn y b e n 	 	 	 	 V o o r k e u r   v o o r   G S M 	 	 	 S e   p r e f e r   G S M 	 	 	   G S M 	 	 	 *1,-  /'/F  G S M 	 	 	 								  										  				 	 	 	 	 	 	 	 	 V e r k i e s   G S M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e f e r i r   G S M 
 
 S T R _ I D _ S M S _ P R E F E R _ G P R S _ B E A R E R _ M E N U E N T R Y 	 S M S 	 H I N T ,   T W O S T A T E 	 M e s s a g e   S e t u p   P r e f e r r e d   B e a r e r   S M S     S t r i n g 	 P r e f e r   G P R S 	 G P R S *QHQ	 G P R S OHQ	 C
I  G P R S 	 P r e f i e r e   G P R S 	 P r  f  r e r   l e   G P R S 	 G P R S   b e v o r z u g e n 	 @54?.   G P R S 	 P r e f e r i s c i   G P R S 	 *A6JD  G P R S 	 P r e f e r i r   G P R S 	 G P R S   t e r c i h   e t 	 u   t i  n   G P R S 	 P i l i h   G P R S 	 M e m i l i h   G P R S 	 G P R S   	K	  *	M	0	>	%	.	?		$	>	  &	G			 	 	 	 G P R S   e l Qn y b e n 	 	 	 	 V o o r k e u r   v o o r   G P R S 	 	 	 S e   p r e f e r   G P R S 	 	 	   G P R S 	 	 	 *1,-  /'/F  G P R S 	 	 	 									  										  				 	 	 	 	 	 	 	 	 V e r k i e s   G P R S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e f e r i r   G P R S 
 
 S T R _ I D _ S M S _ G S M _ B E A R E R _ M E N U E N T R Y 	 S M S 	 H I N T ,   T W O S T A T E 	 M e s s a g e   S e t u p   P r e f e r r e d   B e a r e r   S M S     S t r i n g 	 G S M   o n l y 	 PO(uG S M 	 NO(uG S M 	 @	20  G S M 	 G S M   s o l a m e n t e 	 S e u l e m e n t   G S M 	 N u r   G S M 	 ">;L:>  G S M 	 S o l o   G S M 	 G S M   AB7	 A p e n a s   G S M 	 S a d e c e   G S M 	 C h   G S M 	 H a n y a   G S M 	 G S M   s a h a j a 	 	G	5	2	  G S M 	 	 	 	 C s a k   G S M 	 	 	 	 A l l e e n   G S M 	 	 	 N u m a i   G S M 	 	 	 G S M   	 	 	 *FG'  G S M 	 	 	 				  						  	 	 	 	 	 	 	 	 	 S l e g s   G S M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G S M   s o m e n t e 
 
 S T R _ I D _ S M S _ S E T U P _ C H A R A C T E R _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   S e t u p   c h a r a c t e r   e n c o d i n g   S M S     S t r i n g 	 C h a r a c t e r   s e t 	 W[&{Ɩ	 W[&{Ɩ	 
81'-1)#	 S e t   d e   c a r a c t e r e s 	 J e u   d e   c a r a c t  r e s 	 Z e i c h e n s a t z 	 01>@  A8<2>;>2	 S e t   c a r a t t e r i 	 E,EH9)  #-1A	 C o n j u n t o   d e   c a r a c t e r e s 	 K a r a k t e r   s e t i 	 B   k    t 	 K a r a k t e r   d i t e t a p k a n 	 S e t   h u r u f 	 	H	0	G		M		0	  8	G			 	 	 	 K a r a k t e r k  s z l e t 	 	 	 	 T e k e n s e t 	 	 	 S e t   d e   c a r a c t e r e 	 	 	   	 	 	 E,EH9G  FHJ3G  G'	 	 	 											  			  					 	 	 	 	 	 	 	 	 K a r a k t e r   g e s t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A j u s t e   d e   c a r a c t e r e 
 
 S T R _ I D _ S M S _ S E T U P _ C H A R A C T E R _ 7 B I T _ M E N U E N T R Y 	 S M S 	 H I N T ,   T W O S T A T E 	 M e s s a g e   S e t u p   c h a r a c t e r   e n c o d i n g   S M S     S t r i n g 	 7 b i t 	 7 MOCQ	 7 kyr	 7   4	 7   b i t s 	 7   b i t s 	 7   B i t 	 7   18B	 7   b i t 	 7   (*	 7 b i t s 	 7 b i t 	 7   b i t 	 7 b i t 	 7 b i t 	 7 ,	?			 	 	 	 7   b i t 	 	 	 	 7   b i t s 	 	 	 7   b i ci 	 	 	 7 b i t 	 	 	 7 (J*	 	 	 					 	 	 	 	 	 	 	 	 7 b i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 7   b i t s 
 
 S T R _ I D _ S M S _ S E T U P _ L O N G _ S M S _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   S e t u p   L o n g   S M S   S t r i n g 	 L o n g   t e x t   m e s s a g e 	 w!|
	 wO	 I-'2!1'-1)#5H"2'	 M e n s a j e   d e   t e x t o   l a r g o 	 M e s s a g e   t e x t e   l o n g 	 L a n g e   T e x t m i t t e i l u n g 	 ;8==>5  S M S 	 M e s s a g g i o   d i   t e s t o   l u n g o 	 13'D)  F5J)  7HJD)	 M e n s a g e m   d e   t e x t o   l o n g a 	 U z u n   m e t i n   i l e t i s i 	 T i n   n h n   v n   b n   d  i 	 P e s a n   t e k s   p a n j a n g 	 M e s e j   t e k s   p a n j a n g 	 2		,	>	  	H		M	8	M		  8		&	G	6		 	 	 	 H o s s z    s z  v e g e s    z e n e t 	 	 	 	 L a n g   t e k s t b e r i c h t 	 	 	 M e s a j   t e x t   l u n g 	 	 	     	 	 	 ~J'E  E*F  (DF/  '3*	 	 	 					  					  							 	 	 	 	 	 	 	 	 L a n g   t e k s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   t e x t o   l o n g o 
 
 S T R _ I D _ S M S _ S E N D _ L O N G _ M S G _ Q U E R Y _ I D 	 S M S 	 P O P U P C O N F I R M 	 S M S   S e n d i n g   s t r i n g :   S M S   w i l l   b e   s e n t ,   Y e s / N O ? 	   S M S   w i l l   b e   s e n t .   C o n t i n u e ? 	 h!|
\P|~~	 agwO\S~~	   S M S   09*H  3H-+#7-D!H? 	   E l   m e n s a j e   S M S   s e   e n v i a r  .    D e s e a   c o n t i n u a r ? 	 u n   S M S   v a    t r e   e n v o y  .   C o n t i n u e r   ? 	   S M S   w i r d   g e s e n d e t .   F o r t s e t z e n ? 	   C45B  >B?@02;5=>  S M S .   @>4>;68BL? 	 L ' S M S   v e r r    i n v i a t o .   C o n t i n u a r e ? 	 3J*E  %13'D  13'D)  . S M S   '3*E1'1	 A   m e n s a g e m   S M S   s e r    e n v i a d a .   C o n t i n u a r ? 	 S M S   g  n d e r i l e c e k .   D e v a t   e t ? 	 S M S   s   c   g i .   T i p   t c ? 	   S M S   a k a n   d i k i r i m .   L a n j u t k a n ? 	 S M S   a k a n   d i h a n t a r .   T e r u s k a n ? 	 	8		.		8	  -	G		  &	?	/	>	  	>			>	d	  	>	0	@	  0		G		? 	 	 	 	   A z   S M S   e l   l e s z   k  l d v e .   F o l y t a t j a ? 	 	 	 	 S M S   w o r d t   v e r z o n d e n .   D o o r g a a n ? 	 	 	   S M S   v a   f i   e x p e d i a t .   C o n t i n u a r e e ? 	 	 	   - S M S   .     ? 	 	 	   ~'E  A13*'/G  .H'G/  4/.   9EDJ'*  '/'EG  J'(/	 	 	 						  						  			d							  			? 	 	 	 	 	 	 	 	 	 S M S   s a l   g e s t u u r   w o r d .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   S M S   s e r    e n v i a d o .   C o n t i n u a r ? 
 
 S T R _ I D _ S M S _ T E M P L _ O P T I O N S _ W R I T E _ M E S S A G E 	 S M S 	 I C O N T E X T 	 S M S   M e s s a g e   T e m p l a t e   O p t i o n s   W r i t e   M e s s a g e   S t r i n g 	 U s e 	 [
o`	 QOo`	 C
I	 U s a r : 	 U t i l i s e r 	 V e r w e n d e n 	 A?>;L7>20BL	 U s a 	 '3*./'E	 U t i l i z a r 	 K u l l a n   	 D  n g 	 G u n a k a n 	 G u n a 	 	8	M	$	G	.	>	2	  	0	G			 	 	 	 H a s z n  l a t 	 	 	 	 G e b r u i k e n 	 	 	 U t i l i z a r e 	 	 	 	 	 	 (C'1J1	 	 	 							  					 	 	 	 	 	 	 	 	 G e b r u i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s o 
 
 S T R _ I D _ S M S _ M E M S T A T U S _ P R E F I X _ P H O N E 	 S M S 	 U N L I M 	 M e m o r y   S t a t u s   d i s p l a y   p r e f i x   f o r   P H O N E 	 P h o n e :   	 Kb_j  	 Kb:g  	 B#(1L:   	 T e l  f o n o : 	 T  l  p h o n e   : 	 T e l e f o n : 	 "5;. :   	 T e l e f o n o : 	 'DG'*A: 	 T e l e f o n e : 	 T e l e f o n : 	 M  y :   	 T e l e p o n :   	 T e l e f o n : 	 +	K	(	: 	 	 	 	 T e l e f o n : 	 	 	 	 T e l e f o o n : 	 	 	 T e l e f o n : 	 	 	 :   	 	 	 *DAF:   	 	 	 				 	 	 	 	 	 	 	 	 T e l e f o o n : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e :   
 
 S T R _ I D _ S M S _ T E M P L A T E _ 1 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   1 	 C a l l   m e   n o w . 	 Vb0	 ~bV5u݋0	 B#+2	1@5K"'5I	 L l  m a m e   a h o r a . 	 A p p e l l e   m o i   m a i n t e n a n t . 	 R u f   m i c h   j e t z t   a n . 	 5@572>=8  <=5. 	 C h i a m a m i   s u b i t o . 	 '*5D  (J  'D"F. 	 L i g a - m e   a g o r a . 	 B e n i   _i m d i   a r a . 	 G i   c h o   t   n g a y . 	 H u b u n g i   s a y a   s e k a r a n g . 	 P a n g g i l   s a y a   s e k a r a n g . 	 .	A		G	  	-	@	  	I	2	  	0	G			 	 	 	 H  v j   f e l . 	 	 	 	 B e l   m e   n u 	 	 	 S u n - m   a c u m . 	 	 	     	 	 	 'D'F  (G  EF  2F  (2F. 	 	 	 					  			  		  					 	 	 	 	 	 	 	 	 B e l   m y   n o u . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i g a r   a g o r a   p a r a   m i m . 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 2 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   2 	 H o w   a b o u t   l u n c h ? 	 HSbT	 HSbT	 D2I2'@5H"1D+!? 	  A l m o r z a m o s ? 	 O n   v a   d  j e u n e r   ? 	 W i e   w  r e   e s   m i t   M i t t a g e s s e n ? 	 >>15405<  2<5AB5? 	 E s e g u i r e ? 	 E'0'  9F  'D:/'!	 V a m o s   a l m o  a r ? 	  l e   y e m e i n e   n e   d e r s i n ? 	 n   t r a   c h ? 	 B a g a i m a n a   k a l a u   m a k a n   s i a n g ? 	 N a k   m a k a n   t e n g a h a r i ? 	 2			  	G	  ,	>	0	G	  .	G		  	M	/	>	  8	K		>	? 	 	 	 	 E b  d e l  n k ? 	 	 	 	 Z u l l e n   w e   g a a n   l u n c h e n ? 	 	 	 V r e i   s   l u m   p r  n z u l    m p r e u n ? 	 	 	       ? 	 	 	 ('  FG'1  7H1	 	 	 							  							  								  		  			? 	 	 	 	 	 	 	 	 	 W a t   v a n   m i d d a g e t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u e   t a l   u m   a l m o  o ? 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 3 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   3 	 B e   r i g h t   b a c k . 	  N[gVO0	  N[OVeg0	 @5K"'%1!2	 V u e l v o   e n   b r e v e .   	 J e   r e v i e n s   v i t e . 	 B i n   g l e i c h   z u r  c k . 	 !:>@>  25@=CAL. 	 T o r n o   s u b i t o . 	 3#9H/  -'D'K. 	 J    v o l t o . 	 H e m e n   d  n e c e i m . 	 T   s   q u a y   l i   n g a y . 	 S e g e r a   k e m b a l i . 	 A k a n   k e m b a l i   s e j e n a k   l a g i . 	 5	>	*	8	  2	L		$	>	  9	B		. 	 	 	 	 R  g t  n   j  v  k . 	 	 	 	 I k   b e n   z o   t e r u g 	 	 	 M    n t o r c   i m e d i a t . 	 	 	   . 	 	 	 2H/  (1EJ1/E. 	 	 	 				  				  				 	 	 	 	 	 	 	 	 S a l   n o u   t e r u g   w e e s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l t o   j  . 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 4 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   4 	 I   a m   b u s y   n o w . 	 bs(W__0	 bs(W__0	 -5I3%1"8H-"9H	 E s t o y   o c u p a d o . 	 J e   s u i s   o c c u p  . 	 I c h   b i n   j e t z t   b e s c h  f t i g t . 	 /  A59G0A  70=OB. 	 O c c u p a t o . 	 %FFJ  E4:HD  'D"F. 	 E s t o u   o c u p a d o . 	 ^i m d i   m e _g u l  m . 	 M  n h   a n g   b n . 	 S a y a   s e d a n g   s i b u k . 	 S a y a   t e n g a h   s i b u k   s e k a r a n g . 	 .	H		  	-	@	  5	M	/	8	M	$	  9	B		. 	 	 	 	 M o s t    p p e n   e l f o g l a l t   v a g y o k . 	 	 	 	 I k   b e n   n u   b e z i g 	 	 	 S u n t   o c u p a t ( )   a c u m . 	 	 	   / . 	 	 	 'D'F  31E  4DH:  '3*. 	 	 	 			  			  							 	 	 	 	 	 	 	 	 E k   i s   t a n s   b e s i g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t o u   o c u p a d o ( a )   a g o r a . 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 5 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   5 	 S o r r y ! 	 bIk	 [
Nw	 -- 1"! 	  L o   s i e n t o ! 	 D  s o l    ! 	 T u t   m i r   l e i d ! 	 728=8B5! 	 S p i a c e n t e ! 	 901K'! 	 D e s c u l p a ! 	  z g  n  m ! 	 R t   t i c ! 	 M a a f ! 	 M a a f ! 	 .	>	+	  	0	G		! 	 	 	 	 S a j n  l o m ! 	 	 	 	 S o r r y ! 	 	 	  m i   p a r e   r u ! 	 	 	 / ! 	 	 	 ((.4J/! 	 	 	 						! 	 	 	 	 	 	 	 	 	 J a m m e r ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c u l p e ! 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 6 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   6 	 T h a n k   y o u ! 	 	 ""	 -8! 	  G r a c i a s ! 	 M e r c i   ! 	 D a n k e ! 	 !?0A81>! 	 G r a z i e ! 	 4C1K'! 	 O b r i g a d o ! 	 T e _e k k  r l e r ! 	 C m   n ! 	 T e r i m a   k a s i h ! 	 T e r i m a   k a s i h ! 	 '	(	M	/	5	>	&	! 	 	 	 	 K  s z  n  m ! 	 	 	 	 D a n k   j e ! 	 	 	 M u l cu m e s c ! 	 	 	   ! 	 	 	 EEFHFE! 	 	 	 						  							! 	 	 	 	 	 	 	 	 	 D a n k i e ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O b r i g a d o ! 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 7 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   7 	 H o w   w a s   t h e   d a y ? 	 N)Y`#j	 N)Y`HN7h	 '15I@G-"H2D#I2? 	  C  m o   t e   f u e   e n   e l   d  a ? 	 C o m m e n t   a    t    l a   j o u r n  e   ? 	 W i e   w a r   d e r   T a g ? 	 0:  ?@>H5;  45=L? 	 C o m e      a n d a t a   l a   g i o r n a t a ? 	 CJA  C'F  JHEC	 C o m o   f o i   o   t e u   d i a ? 	 G  n  n   n a s 1l d 1? 	 H  m   n a y   t h   n  o ? 	 B a g a i m a n a   h a r i m u ? 	 B a g a i m a n a   h a r i   i n i ? 	 &	?	(	  	H	8	>	  0	9	>	? 	 	 	 	 M i l y e n   v o l t   a   n a p o d ? 	 	 	 	 H o e   w a s   j e   d a g ? 	 	 	 C u m   a   f o s t   a z i ? 	 	 	       ? 	 	 	 'E1H2  7H1  (H/	 	 	 					  				  			? 	 	 	 	 	 	 	 	 	 H o e   w a s   j o u   d a g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m o   f o i   o   d i a ? 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 8 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   8 	 L o n g   t i m e   n o   s e e . 	 }YEN
N0	 }YEN
N0	 D!HDI@-12@%"	 H a c e   t i e m p o   q u e   n o   t e   v e o .   	 C a   f a i t   l o n g t e m p s . 	 L a n g e   n i c h t   g e s e h e n . 	 02=>  =5  2845;8AL. 	 N o n   c i   v e d i a m o   d a   m o l t o . 	 DE  F*B'(D  EF0  HB*  7HJD. 	 J    n  o   n o s   v e m o s   h    m u i t o   t e m p o . 	 U z u n   z a m a n d 1r   g  r  _e m e d i k . 	    l  u   k h  n g   g p . 	 L a m a   t i d a k   b e r j u m p a . 	 L a m a   t a k   j u m p a . 	 ,	9	A	$	  8	.	/	  8	G	  (	9	@		  .	?	2	G	. 	 	 	 	 E z e r    v e n   n e m   l  t t a l a k . 	 	 	 	 L a n g   n i e t   g e z i e n . 	 	 	 N u   n e - a m   m a i   v z u t   d e   m u l t . 	 	 	     . 	 	 	 F'~/'. 	 	 	 					  				  		  			 	 	 	 	 	 	 	 	 E k   h e t   j o u   d a r e m   l a n k l a a s   g e s i e n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a n t o   t e m p o   n  o   v e j o   v o c  . 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 9 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   9 	 L o t s   o f   l u v ! 	 _a	 _1r	 #1!2! 	  T e   q u i e r o   m u c h o ! 	 B e a u c o u p   d ' a m o u r   ! 	 H a b   D i c h   l i e b ! 	 !  ;N1>2LN! 	 C o n   t a n t o   a f f e t t o ! 	 .'D5  -(J! 	 A m o - t e   m u i t o ! 	 S e v g i l e r ! 	 N h i u   c m   x  c ! 	 B a n y a k   c i n t a ! 	 S a l a m   m e s r a ! 	 "	G	0	  8	>	0	>	  *	M	/	>	0	! 	 	 	 	 S o k - s o k    l e l  s ! 	 	 	 	 V e e l   l i e f d e ! 	 	 	 C u   t o a t   d r a g o s t e a ! 	 	 	   ! 	 	 	 ('  EG1  A1'H'F! 	 	 	 				  				  										 	 	 	 	 	 	 	 	 B a i e   l i e f d e ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u i t o   c a r i n h o ! 
 
 S T R _ I D _ S M S _ T E M P L A T E _ 1 0 	 S M S 	 I C O N T E X T 	 M e s s a g e s   t e m p l a t e   1 0 	 H o w   a r e   y o u ? 	 `O}YU	 `O}YT	 *2"5+#7-@%H2? 	  C  m o   e s t  s ? 	 C o m m e n t   v a s - t u   ? 	 W i e   g e h t ' s ? 	 0:  45;0? 	 C o m e   s t a i ? 	 CJA  -'DC	 C o m o   e s t  s ? 	 N a s 1l s 1n ? 	 C u   k h e   k h  n g ? 	 A p a   k a b a r m u ? 	 A p a   k h a b a r ? 	 	*	  	H	8	G	  9	H		? 	 	 	 	 H o g y   v a g y ? 	 	 	 	 H o e   g a a t   h e t   m e t   j e ? 	 	 	 C e   f a c i ? 	 	 	   ? 	 	 	 7H1	 	 	 				  				? 	 	 	 	 	 	 	 	 	 H o e   g a a n   d i t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m o   v o c    e s t  ? 
 
 S T R _ I D _ S M S _ D E L I V E R Y _ R E P O R T _ M E N U E N T R Y 	 S M S 	 T W O S T A T E ,   P O P U P 	 M e s s a g e   D e l i v e r y   r e p o r t   S M S   S t r i n g 	 D e l i v e r y   r e p o r t 	 P1XJT	 SbJT	 #2"22#*HI-'2!	 I n f o r m e   d e   e n t r e g a 	 R a p p o r t   d e   l i v r a i s o n 	  b e r m i t t l u n g s b e r i c h t 	 BG5B  >  4>AB02:5	 R a p p o r t o   d i   r e c a p i t o 	 *B1J1  'D*3DJE	 R e l a t  r i o   d e   e n t r e g a 	 T e s l i m   r a p o r u 	 B  o   c  o   g i 	 L a p o r a n   p e n g i r i m a n 	 L a p o r a n   p e n g h a n t a r a n 	 !	?	2	@	5	0	@	  0	?	*	K	0	M			 	 	 	 K  z b e s  t  s i   j e l e n t  s 	 	 	 	 A f l e v e r i n g s v e r s l a g 	 	 	 R a p o r t   r e m i t e r e 	 	 	   	 	 	 2'14  *-HJD	 	 	 								  								 	 	 	 	 	 	 	 	 A f l e w e r i n g s v e r s l a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e l a t  r i o   d e   e n t r e g a 
 
 S T R _ I D _ S M S _ R E P L Y _ P A T H _ M E N U E N T R Y 	 S M S 	 T W O S T A T E 	 M e s s a g e   R e p l y   p a t h   S M S   S t r i n g 	 R e p l y   p a t h 	 V_	 V
Y_	 @*I2-%1	 R u t a   d e   r e s p u e s t a 	 C h e m i n   d e   r  p o n s e 	 A n t w o r t p f a d 	 CBL  >B25B0	 P e r c o r s o   r i s p o s t a 	 E3'1  'D1/	 C a m i n h o   d e   r e s p o s t a 	 Y a n 1t   y o l u 	 n g   d n   t r   l i 	 J a l u r   b a l a s 	 L a l u a n   j a w a p a n 	 		$	M	$	0	  *	>	%		 	 	 	 V  l a s z    t v o n a l a 	 	 	 	 A n t w o o r d p a d 	 	 	 C a l e   r s p u n s 	 	 	   	 	 	 E3J1  ~'3.HJ	 	 	 							  				 	 	 	 	 	 	 	 	 A n t w o o r d r o e t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m i n h o   d e   r e s p o s t a 
 
 S T R _ I D _ S M S _ V M _ V O I C E _ M A I L _ N O T _ R E A D Y _ Y E T 	 S M S 	 P O P U P 	 M e s s a g e   V o i c e   M a i l   N o t   R e a d y   Y e t   S t r i n g 	 V o i c e m a i l   n o t   r e a d y 	 Ut-Nˊ
zP	 Yt-N
zP	 '-"L@!%D!H#I-!	 E l   c o r r e o   d e   v o z   n o   e s t    l i s t o 	 M e s s a g e   v o c a l   p a s   p r  t 	 V o i c e m a i l   n i c h t   b e r e i t 	 >;>A>2>5  A>>1I5=85  =5  3>B>2>	 M e s s a g g i o   v o c a l e   n o n   p r o n t o 	 'D(1J/  'D5H*J  :J1  ,'G2	 C o r r e i o   d e   v o z   n  o   p r e p a r a d o 	 S e s l i   m e s a j   h a z 1r   d e i l 	 T h   t h o i   c h a   s n   s  n g 	 P e s a n   s u a r a   b e l u m   s i a p 	 M e l   s u a r a   b e l u m   s e d i a 	 5	I	/	8	.	G	2	  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A   h a n g p o s t a   m  g   n e m   k  s z 	 	 	 	 V o i c e m a i l   n i e t   g e r e e d 	 	 	 M e s a j u l   v o c a l   n u   e s t e   p r e g t i t 	 	 	       	 	 	 F'EG  "H'  "E'/G  F3*	 	 	 								  								  			 	 	 	 	 	 	 	 	 S t e m p o s   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r r e i o   d e   v o z   n  o   e s t    p r o n t o 
 
 S T R _ I D _ S M S _ V M _ 2 _ E R A S E _ I D 	 S M S 	 I C O N T E X T 	 M e s s a g e   E r a s e   S t r i n g 	 E r a s e 	 yd	  Rd	 %	 B o r r a r 	 E f f a c e r 	 L  s c h e n 	 !B5@5BL	 C a n c e l l a 	 E3-	 A p a g a r 	 S i l 	 X  a   b 	 H a p u s 	 P a d a m 	 .	?		>				 	 	 	 T  r l  s 	 	 	 	 W i s s e n 	 	 	 ^t e r g e r e 	 	 	 	 	 	 2/H/F	 	 	 				  						 	 	 	 	 	 	 	 	 U i t v e e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p a g a r 
 
 S T R _ I D _ S M S _ V M _ 3 _ C O N N E C T _ T O _ V O I C E _ I D 	 S M S 	 I C O N T E X T 	 M e s s a g e   C o n n e c t   t o   V o i c e   S t r i n g 	 C a l l   v o i c e m a i l 	 d_O{	 |TSO{	 B#'-"L@!%	 L l a m a r   a l   c o r r e o   d e   v o z 	 A p p e l e r   m e s s a g e   v o c a l 	 V o i c e m a i l   a n r u f e n 	 K7>2	 C h i a m a   m e s s a g g i o   v o c a l e 	 7D(  'D(1J/  'D5H*J	 C h a m a r   c o r r e i o   d e   v o z 	 S e s l i   m e s a j 1  a r a 	 G i   t h   t h o i 	 H u b u n g i   p e s a n   s u a r a 	 P a n g g i l   m e l   s u a r a 	 5	I	/	8	.	G	2	  	K	  	I	2	  	0	G			 	 	 	 H a n g p o s t a   h  v  s a 	 	 	 	 V o i c e m a i l   b e l l e n 	 	 	 A p e l a r e   m e s a g e r i e   v o c a l 	 	 	     	 	 	 *E'3  ('  F'EG  "H'	 	 	 									  		  					 	 	 	 	 	 	 	 	 S k a k e l   s t e m p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i g a r   p a r a   m e n s a g e m   d e   v o z 
 
 S T R _ I D _ S M S _ V M _ D E F A U L T _ V M _ M A I L B O X 	 S M S 	 I C O N T E X T 	 S e t   d e f a u l t   v o i c e m a i l   n u m b e r 	 S e t   d e f a u l t   m a i b o x 	 -[:wO{	 n:wO{	 1I%H-+!2"@#4H!I	 C o n f i g u r a r   b u z  n   p r e d e t e r m i n a d o 	 C h o i s i r   l a   b o  t e   m a i l   p a r   d  f a u t 	 S t a n d a r d - M a i l b o x   e i n r i c h t e n 	 #AB0=>2:0  ?>GB>2>3>  OI8:0  ?>  C<>;G0=8N	 I m p o s t a   m a i l b o x   p r e d e f i n i t a 	 *9JJF  5F/HB  'D(1J/  'D'A*1'6J	 D e f i n i r   c a i x a   d e   c o r r e i o   p r e d e f i n i d a 	 V a r s a y 1l a n   p o s t a   k u t u s u n u   a y a r l a 	 C  i   h p   t h   m c   n h 	 T e t a p k a n   k o t a k   p e s a n   d e f a u l t 	 S e t   k o t a k   m e l   l a l a i 	 !	?	+	>	2	M		  .	G	2	,	I		M	8	  8	G		  	0	G			 	 	 	 A l a p  r t e l m e z e t t   p o s t a f i  k   b e  l l  t  s a 	 	 	 	 S t a n d a a r d m a i l b o x   i n s t e l l e n 	 	 	 C o n f i g u r a r e   c s u c  p o _t a l   i m p l i c i t 	 	 	         	 	 	 *9JJF  5F/HB  ~3*  ~J4  A16	 	 	 						  								  								  					 	 	 	 	 	 	 	 	 S t e l   v e r s t e k p o s b u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c a i x a   d e   c o r r e i o   p a d r  o 
 
 S T R _ I D _ S M S _ S A V E _ S E N T _ S M S 	 S M S 	 T W O S T A T E 	 S a v e   S e n t   M e s s a g e   S e t t i n g 	 S a v e   s e n t   m e s s a g e 	 2QX[]P
o`	 OX[]SOo`	 1@GI-'2!5H*HA%I'	 G u a r d a r   m e n s a j e   e n v i a d o 	 E n r e g i s t r e r   m e s s a g e   e n v o y  	 G e s e n d e t e   M i t t e i l u n g   s p e i c h e r n 	 !>E@0=8BL  >B?@02;5==>5  A>>1I5=85	 S a l v a   m e s s a g g i o   i n v i a t o 	 -A8  'D13'D)  'DE13D)	 G u a r d a r   m e n s a g e n s   e n v i a d a s 	 G  n d e r i l e n   i l e t i y i   k a y d e t 	 L u   t i n   n h n      g i 	 S i m p a n   p e s a n   t e r k i r i m 	 S i m p a n   m e s e j   y a n g   d i h a n t a r 	 *	M	0	G	7	?	$	  8		&	G	6	  8	9	G		G			 	 	 	 A z   e l k  l d  t t    z e n e t   m e n t  s e 	 	 	 	 V e r z o n d e n   b e r i c h t   o p s l a a n 	 	 	 S a l v a r e   m e s a j   e x p e d i a t 	 	 	     	 	 	 0.1G  ~'E  A13*'/G  4/G	 	 	 							  					  							  					 	 	 	 	 	 	 	 	 B e r g   g e s t u u r d e   b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   m e n s a g e m   e n v i a d a 
 
 S T R _ I D _ S M S _ V M _ S E T _ V O I C E M A I L _ Q U E R Y _ I D 	 S M S 	 P O P U P C O N F I R M 	 S e t   V o i c e   M a i l   N u m b e r   Q u e r y   S t r i n g 	 S e t   v o i c e m a i l   n u m b e r   f i r s t ? 	 -[O{_x	 nO{Sx	 1I+!2"@%'-"L@!%H-? 	  C o n f i g u r a r   e l   n  m e r o   d e l   c o r r e o   d e   v o z   p r i m e r o ? 	 C h o i s i r   d ' a b o r d   l e   n u m  r o   d u   m e s s a g e   v o c a l   ? 	 V o i c e m a i l - N u m m e r   z u e r s t   e i n s t e l l e n ? 	 040BL  =><5@  3>;>A>2>9  ?>GBK  A=0G0;0? 	 I m p o s t a r e   p r i m a   i l   n u m e r o   d i   m e s s a g g i o   v o c a l e ? 	 *9JJF  1BE  'D(1J/  'D5H*J  #HD'K	 D e f i n i r   p r i m e i r o   o   n  m e r o   d o   c o r r e i o   d e   v o z ? 	  n c e   s e s l i   m e s a j   n u m a r a s 1n 1  a y a r l a ? 	 C  i   s   t h   t h o i   t r c ? 	 T e t a p k a n   d u l u   n o m o r   p e s a n   s u a r a ? 	 S e t   n o m b o r   m e l   s u a r a   d a h u l u ? 	 8	,	8	G	  *	9	2	G	  5	I	/	8	.	G	2	  (		,	0	  8	G		  	0	G		? 	 	 	 	 E l Qb b   b e  l l  t j a   a   h a n g p o s t a   s z  m  t ? 	 	 	 	 V o i c e m a i l n u m m e r   e e r s t   i n s t e l l e n ? 	 	 	 C o n f i g u r a ci   m a i    n t  i   n u m r u l   m e s a g e r i e i   v o c a l e ? 	 	 	         ? 	 	 	 '(*/'  4E'1G  F'EG  "H'  *F8E  4H/	 	 	 						  								  					  			  					 	 	 	 	 	 	 	 	 S t e l   e e r s   s t e m p o s n o m m e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   p r i m e i r o   n  m e r o   d e   c o r r e i o   d e   v o z ? 
 
 S T R _ I D _ S M S _ V M _ V O I C E M A I L _ N U M _ I N D _ P L U R A L 	 S M S 	 U N L I M 	 N u m b e r   o f   n e w   v o i c e   M a i l   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 n e w   v o i c e m a i l s 	 heYu 	 ageYu 	 '-"L@!%C+!H	 c o r r e o s   d e   v o z   n u e v o s 	 N o u v e a u x   m e s s a g e s   v o c a u x 	 N e u e   V o i c e m a i l s 	 =>20O  3>;>A>20O  ?>GB0	 n u o v i   m e s s a g g i   v o c a l i 	 13'&D  (1J/  5H*J  ,/J/)	 n o v a s   m e n s a g e n s   d e   c o r r e i o   d e   v o z 	 y e n i   s e s l i   m e s a j l a r 	 c  c   t h   t h o i   m i 	 p e s a n   s u a r a   b a r u 	 m e l   s u a r a   b a r u 	 (		  5	I	/	8	.	G	2		 	 	 	  j   h a n g p o s t a    z e n e t 	 	 	 	 n i e u w e   v o i c e m a i l s 	 	 	 m e s a j e   v o c a l e   n o i 	 	 	     	 	 	 F'EG  G'  "H'  ,//	 	 	 				  				  					 	 	 	 	 	 	 	 	 n u w e   s t e m p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s   d e   v o z 
 
 S T R _ I D _ S M S _ V M _ F A X _ N U M _ I N D _ P L U R A L 	 S M S 	 U N L I M 	 N u m b e r   o f   n e w   F a x   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 n e w   F a x e s 	 hePw	 age Ow	 ALC+!H	 F a x e s   n u e v o s 	 N o u v e a u x   f a x 	 N e u e   F a x e 	 =>2K5  D0:AK	 n u o v i   f a x 	 A'C3'*  ,/J/)	 n o v o s   f a x e s 	 y e n i   F a k s l a r 	 c  c   s   f a x   m i 	 F a k s   b a r u 	 F a k s   b a r u 	 (		  +	H		M	8		 	 	 	  j   f a x o k 	 	 	 	 n i e u w e   f a x e n 	 	 	 f a x u r i   n o i 	 	 	   	 	 	 FE'(1G'  ,/J/	 	 	 				  								 	 	 	 	 	 	 	 	 n u w e   f a k s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   f a x e s 
 
 S T R _ I D _ S M S _ V M _ E M A I L _ N U M _ I N D _ P L U R A L 	 S M S 	 U N L I M 	 N u m b e r   o f   n e w   E - M a i l   S M S   N o t i f i c a t i o n   C a p t i o n   S t r i n g 	 n e w   E m a i l s 	 \eN	 \eN	 -5@!%C+!H	 c o r r e o s - e   n u e v o s 	 N o u v e a u x   c o u r r i e l s 	 N e u e   E - M a i l s 	 =>2K5  M;5:B@>==K5  ?8AL<0	 n u o v e   e - m a i l 	 13'&D  (1J/  %DC*1HFJ  ,/J/)	 n o v o s   e - m a i l s 	 Y e n i   E - p o s t a l a r 	 c  c   e m a i l   m i 	 e m a i l   b a r u 	 E m e l   b a r u 	 (		  	- .	G	2		 	 	 	  j   e - m a i l 	 	 	 	 n i e u w e   e - m a i l s 	 	 	 e - m a i l u r i   n o i 	 	 	       	 	 	 1'J'F'EG  G'  ,/J/	 	 	 				  						 	 	 	 	 	 	 	 	 n u w e   e - p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   e - m a i l s 
 
 S T R _ I D _ S M S _ V M _ N E T _ O T H E R _ N U M _ I N D _ P L U R A L 	 S M S 	 U N L I M 	 n u m b e r   o f   n e w   o t h e r   n e t w o r k   w a i t t i n g 	 n e w   n e t   m s g s 	 he}
o`	 ageQ~Oo`	 I-'2!@GC+!H	 m e n s a j e   d e   r e d   n u e v o 	 N o u v e a u x   m s g s   n e t 	 N e u e   N e t z w e r k m i t t e i l u n g e n 	 =>2K5  A5B52K5  A>>1I5=8O	 n u o v i   m e s s a g g i   d i   r e t e 	 13'&D  %F*1F*  ,/J/)	 n o v a s   m e n s a g e n s   d e   r e d e 	 y e n i   n e t   i l e t i l e r i 	 c  c   t i n   q u n g   b    m i 	 p e s a n   I n t e r n e t   b a r u 	 M e s e j   r a n g k a i a n   b a r u 	 (		  (	G		  8		&	G	6		 	 	 	  j   n e t    z e n e t 	 	 	 	 n i e u w e   n e t b e r i c h t e n 	 	 	 m e s a j e   d e   r e ce a   n o i 	 	 	     	 	 	 ~'EG'  4(G  '  ,//	 	 	 				  			  						 	 	 	 	 	 	 	 	 n u w e   n e t w e r k b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v a s   m e n s a g e n s   d e   r e d e 
 
 S T R _ I D _ S M S _ S E N D _ T O 	 S M S 	 I C O N T E X T 	 S e n d   m e s s a g e   t o   r e c i p i e n t 	 S e n d 	 P	 S	 *HD"1	 E n v i a r   a 	 E n v o y e r    	 S e n d e n   a n 	 B?@028BL  A  5@28G=>9  S I M 	 I n v i a   a 	 %13'D  %DI: 	 E n v i a r   p a r a 	 g  n d e r 	 G i   n 	 K i r i m   k e 	 H a n t a r   k e p a d a 	 	K	  -	G		G			 	 	 	 C  m z e t t 	 	 	 	 V e r z e n d e n   n a a r 	 	 	 E x p e d i e r e   c t r e 	 	 	   	 	 	 '13'D  (G	 	 	 						 	 	 	 	 	 	 	 	 S t u u r   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   p a r a 
 
 S T R _ I D _ S M S _ I N S E R T _ T E M P L A T E 	 S M S 	 I C O N T E X T 	 I n s e r t   t e m p l a t e   t o   e d i t o r 	 I n s e r t   t e m p l a t e 	 ceQ{,g	 ceQ!jg	 C*HA!HA	 I n t r o d u c i r   p l a n t i l l a   	 I n s  r e r   m o d  l e 	 V o r l a g e   e i n f  g e n 	 AB028BL  H01;>=	 I n s e r i s c i   m o d e l l o 	 %/1',  FEH0,	 I n s e r i r   m o d e l o 	 ^a b l o n   y e r l e _t i r 	 C h  n   t i n   m u 	 S i s i p k a n   t e m p l a t e 	 M a s u k k a n   t e m p l a t 	 	H	.	M	*	2	G		  !	>	2	G			 	 	 	 S a b l o n   b e s z  r  s a 	 	 	 	 S j a b l o o n   i n v o e g e n 	 	 	 I n s e r a r e   _a b l o n 	 	 	   	 	 	 H'1/  FEH/F  'DH	 	 	 								  						 	 	 	 	 	 	 	 	 V o e g   s j a b l o o n   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   m o d e l o 
 
 S T R _ I D _ S M S _ A D D _ R E C I P I E N T 	 S M S 	 T I T L E 	 A d d   r e c i p i e n t 	 A d d   r e c i p i e n t 	 ReQ6eNN	 mR6eNN	 @4H!9I#1	 A  a d i r   r e c e p t o r 	 A j o u t e r   d e s t i n a t a i r e 	 E m p f  n g e r   h i n z u f  g e n 	 >1028BL  ?>;CG0B5;O	 A g g i u n g i   d e s t i n a t a r i o 	 %6'A)  E3*DE	 A d i c i o n a r   d e s t i n a t  r i o 	 A l 1c 1  e k l e 	 T h  m   n g i   n h n 	 T a m b a h   p e n e r i m a 	 T a m b a h   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  	K	!	<	G			 	 	 	 C  m z e t t   h o z z  a d  s a 	 	 	 	 O n t v a n g e r   t o e v o e g e n 	 	 	 A d u g a r e   d e s t i n a t a r 	 	 	   	 	 	 'A2H/F  1F/G	 	 	 						  			  					 	 	 	 	 	 	 	 	 V o e g   o n t v a n g e r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d e s t i n a t  r i o 
 
 S T R _ I D _ S M S _ E D I T _ R E C I P I E N T 	 S M S 	 T I T L E ,   I C O N T E X T 	 E d i t   r e c i p i e n t 	 E d i t   r e c i p i e n t 	 }/6eNN	 6eNN	 AID9I#1	 E d i t a r   r e c e p t o r 	 E d i t e r   l e   d e s t i n a t a i r e 	 E m p f  n g e r   b e a r b e i t e n 	 7<5=8BL  ?>;CG0B5;O	 M o d i f i c a   d e s t i n a t a r i o 	 *-1J1  E3*DE	 E d i t a r   d e s t i n a t  r i o 	 A l 1c 1y 1  d  z e n l e 	 S a   n g i   n h n 	 E d i t   p e n e r i m a 	 S u n t i n g   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  8		*	>	&	?	$	  	0	G			 	 	 	 C  m z e t t   s z e r k e s z t  s e 	 	 	 	 O n t v a n g e r   b e w e r k e n 	 	 	 E d i t a r e   d e s t i n a t a r 	 	 	   	 	 	 HJ1'J4  J1F/G	 	 	 						  								  					 	 	 	 	 	 	 	 	 R e d i g e e r   o n t v a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   d e s t i n a t  r i o 
 
 S T R _ I D _ S M S _ R E M O V E _ R E C I P I E N T 	 S M S 	 I C O N T E X T 	 R e m o v e   r e c i p i e n t 	 R e m o v e   r e c i p i e n t 	 yd6eNN	 yd6eNN	 %9I#1	 E l i m i n a r   r e c e p t o r   	 E n l e v e r   l e   d e s t i n a t a i r e 	 E m p f  n g e r   e n t f e r n e n 	 #40;8BL  ?>;CG0B5;O	 R i m u o v i   d e s t i n a t a r i o 	 %2'D)  E3*DE	 R e m o v e r   d e s t i n a t  r i o 	 A l 1c 1y 1  k a l d 1r 	 X  a   n g i   n h n 	 H a p u s   p e n e r i m a 	 K e l u a r k a n   p e n e r i m a   	 *	M	0	>	*	M	$		0	M	$	>	  9		>				 	 	 	 C  m z e t t   e l t  v o l  t  s a 	 	 	 	 O n t v a n g e r   v e r w i j d e r e n 	 	 	 ^t e r g e r e   d e s t i n a t a r 	 	 	   	 	 	 ~'  1/F  1F/G	 	 	 						  				  					 	 	 	 	 	 	 	 	 V e r w y d e r   o n t v a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   d e s t i n a t  r i o 
 
 S T R _ I D _ S M S _ R E M O V E _ A L L _ R E C I P I E N T 	 S M S 	 I C O N T E X T 	 R e m o v e   a l l   r e c i p i e n t s 	 R e m o v e   a l l   r e c i p i e n t s 	 ydhQ6eNN	 ydhQ6eNN	 %9I#11I+!	 E l i m i n a r   t o d o s   l o s   r e c e p t o r e s 	 E n l e v e r   t o u s   l e s   d e s t i n a t a i r e s 	 A l l e   E m p f  n g e r   e n t f e r n e n 	 #40;8BL  2A5E  ?>;CG0B5;59	 R i m u o v i   t u t t i   i   d e s t i n a t a r i 	 %2'D)  CD  'DE3*DEJF	 R e m o v e r   t o d o s   o s   d e s t i n a t  r i o s 	 T  m   a l 1c 1l a r 1  k a l d 1r 	 X  a   h t   n g i   n h n 	 H a p u s   s e m u a   p e n e r i m a 	 K e l u a r k a n   s e m u a   p e n e r i m a   	 8	-	@	  *	M	0	>	*	M	$		0	M	$	>	  9		>				 	 	 	  s s z e s   c  m z e t t   e l t  v o l  t  s a 	 	 	 	 A l l e   o n t v a n g e r s   v e r w i j d e r e n 	 	 	 ^t e r g e r e   t o ci   d e s t i n a t a r i i 	 	 	       	 	 	 ~'  1/F  GEG  1F/'F	 	 	 			  						  				  						 	 	 	 	 	 	 	 	 V e r w y d e r   a l l e   o n t v a n g e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d o s   o s   d e s t i n a t  r i o s 
 
 S T R _ I D _ S M S _ R E M O V E _ R E C I P I E N T _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 R e m o v e   r e c i p i e n t ? 	 R e m o v e   r e c i p i e n t ? 	 yd6eNN	 yd6eNN	 %9I#1? 	  E l i m i n a r   r e c e p t o r ? 	 E n l e v e r   l e   d e s t i n a t a i r e   ? 	 E m p f  n g e r   e n t f e r n e n ? 	 #40;8BL  ?>;CG0B5;O? 	 R i m u o v e r e   d e s t i n a t a r i o ? 	 %2'D)  'DE3*DE	 R e m o v e r   d e s t i n a t  r i o ? 	 A l 1c 1y 1  k a l d 1r ? 	 X  a   n g i   n h n ? 	 H a p u s   p e n e r i m a ? 	 K e l u a r k a n   p e n e r i m a ?   	 *	M	0	>	*	M	$		0	M	$	>	  9		>			? 	 	 	 	 E l t  v o l  t j a   a   c  m z e t t e t ? 	 	 	 	 O n t v a n g e r   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   d e s t i n a t a r u l ? 	 	 	   ? 	 	 	 'F  1F/G  ~'  4H/	 	 	 						  				  						? 	 	 	 	 	 	 	 	 	 V e r w y d e r   o n t v a n g e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   d e s t i n a t  r i o ? 
 
 S T R _ I D _ S M S _ R E M O V E _ A L L _ R E C I P I E N T _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 R e m o v e   a l l   r e c i p i e n t s ? 	 R e m o v e   a l l   r e c i p i e n t s ? 	 ydhQ6eNN	 ydhQ6eNN	 %9I#11I+!? 	  E l i m i n a r   t o d o s   l o s   r e c e p t o r e s ? 	 E n l e v e r   t o u s   l e s   d e s t i n a t a i r e s   ? 	 A l l e   E m p f  n g e r   e n t f e r n e n ? 	 #40;8BL  2A5E  ?>;CG0B5;59? 	 R i m u o v e r e   t u t t i   i   d e s t i n a t a r i ? 	 %2'D)  CD  'DE3*DEJF	 R e m o v e r   t o d o s   o s   d e s t i n a t  r i o s ? 	 T  m   a l 1c 1l a r 1  k a l d 1r ? 	 X  a   h t   n g i   n h n ? 	 H a p u s   s e m u a   p e n e r i m a ? 	 K e l u a r k a n   s e m u a   p e n e r i m a ?   	 8	-	@	  *	M	0	>	*	M	$		0	M	$	>	  9		>			? 	 	 	 	 E l t  v o l  t j a   a z    s s z e s   c  m z e t t e t ? 	 	 	 	 A l l e   o n t v a n g e r s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o ci   d e s t i n a t a r i i ? 	 	 	       ? 	 	 	 GEG  1F/'F  ~'  4HF/	 	 	 			  						  				  						? 	 	 	 	 	 	 	 	 	 V e r w y d e r   a l l e   o n t v a n g e r s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d o s   o s   d e s t i n a t  r i o s ? 
 
 S T R _ I D _ S M S _ E N T E R _ N U M B E R 	 S M S 	 T I T L E ,   I C O N T E X T 	 E n t e r   n u m b e r 	 E n t e r   n u m b e r 	 8eQ_x	 eQSx	 I-+!2"@%	 I n t r o d u c i r   n  m e r o   	 E n t r e z   l e   n u m  r o 	 N u m m e r   e i n g e b e n 	 25AB8  =><5@	 I n s e r i s c i   n u m e r o 	 %/.'D  1BE	 I n t r o d u z i r   n  m e r o 	 N u m a r a   g i r i n 	 N h p   s 	 M a s u k k a n   n o m o r 	 M a s u k k a n   n o m b o r 	 (		,	0	  &	0	M		<	  	0	G			 	 	 	 S z  m   m e g a d  s a 	 	 	 	 G e e f   n u m m e r   o p 	 	 	 I n t r o d u c e r e   n u m r 	 	 	   	 	 	 H'1/  1/F  4E'1G	 	 	 					  						  					 	 	 	 	 	 	 	 	 V o e r   n o m m e r   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   n  m e r o 
 
 S T R _ I D _ S M S _ E N T E R _ E M A I L _ A D D R E S S 	 S M S 	 T I T L E ,   I C O N T E X T 	 E n t e r   E m a i l   A d d r e s s 	 E n t e r   E m a i l   a d d r e s s 	 8eQP[N0W@W	 eQ5uP[N0W@W	 I-5H-"9H-5@!%	 I n t r o d u c i r   d i r e c i  n   d e   c o r r e o - e 	 E n t r e z   l ' a d r e s s e   e m a i l 	 E - M a i l - A d r e s s e   e i n g e b e n 	 25AB8  E - m a i l 	 I n s e r i s c i   i n d i r i z z o   e - m a i l 	 %/.'D  9FH'F  'D(1J/  'D%DC*1HFJ	 I n t r o d u z i r   e n d e r e  o   d e   E - m a i l 	 E - p o s t a   a d r e s i   g i r i n 	 N h p   a   c h   e m a i l 	 M a s u k k a n   A l a m a t   e m a i l 	 M a s u k k a n   a l a m a t   E m e l 	 	- .	G	2	  *	$	>	  &	0	M		<	  	0	G			 	 	 	 E - m a i l   c  m   m e g a d  s a 	 	 	 	 G e e f   e - m a i l a d r e s   o p 	 	 	 I n t r o d u c e r e   a d r e s   d e   e - m a i l 	 	 	       	 	 	 F4'F  1''F'EG  1'  H'1/  F/	 	 	 					  						  						  					 	 	 	 	 	 	 	 	 V o e r   e - p o s a d r e s   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   e n d e r e  o   d e   e - m a i l 
 
 S T R _ I D _ S M S _ A D D _ F R O M _ C O N T A C T S 	 S M S 	 I C O N T E X T 	 A d d   r e c i p i e n t   f r o m   c o n t a c t s 	 A d d   f r o m   P h o n e b o o k 	 _q?|ReQ	 N5u݋?|mR	 @4H!2*!8B#(1L	 A  a d i r   d e s d e   L i b r e t a   T e l e f  n i c a 	 A j o u t e r      p a r t i r   d u   r  p e r t o i r e 	 V o n   T e l e f o n b u c h   h i n z u f  g e n 	 >=B0:BK	 A g g i u n g i   d a   R u b r i c a 	 %6'A)  EF  /A*1  'DG'*A	 A d i c i o n a r   a   p a r t i r   d a   l i s t a   t e l e f  n i c a 	 R e h b e r d e n   e k l e 	 T h  m   t   D a n h   b 	 T a m b a h   d a r i   B u k u   t e l e p o n 	 T a m b a h   d a r i p a d a   B u k u   t e l e f o n 	 +	K	(	*	A	8	M	$	?		>	  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   t e l e f o n k  n y v b Ql 	 	 	 	 V a n   t e l e f o o n b o e k   t o e v o e g e n 	 	 	 A d u g a r e   d i n   a g e n d 	 	 	     	 	 	 'A2H/F  '2  /A*1G  *DAF	 	 	 						  				  			  					 	 	 	 	 	 	 	 	 V o e g   v a n a f   F o o n b o e k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d a   a g e n d a   t e l e f  n i c a 
 
 S T R _ I D _ S M S _ R E C I P I E N T S _ F U L L 	 S M S 	 P O P U P 	 R e c i p i e n t s   l i s t   i s   f u l l   n o t i f i c a t i o n 	 R e c i p i e n t s   l i s t   i s   f u l l 	 6eNNnU]n	 6eNNRh]n	 #2"2#9I#1@G!	 L a   l i s t a   d e   r e c e p t o r e s   e s t    l l e n a 	 L i s t e   d e   d e s t i n a t a i r e s   p l e i n e 	 E m p f  n g e r l i s t e   i s t   v o l l 	 !?8A>:  ?>;CG0B5;59  ?>;>=	 E l e n c o   d e s t i n a t a r i   c o m p l e t o 	 B'&E)  'DE3*DEJF  EE*D&)	 A   l i s t a   d e   d e s t i n a t  r i o s   e s t    c h e i a 	 A l 1c 1  l i s t e s i   d o l u 	 D . s  c h   n g i   n h n   y 	 D a f t a r   p e n e r i m a   p e n u h 	 S e n a r a i   p e n e r i m a   s u d a h   p e n u h 	 *	M	0	>	*	M	$		0	M	$	>	  8	B		@	  8		*	(	M	(		 	 	 	 M e g t e l t   a   c  m z e t t   l i s t a 	 	 	 	 L i j s t   v a n   o n t v a n g e r s   i s   v o l 	 	 	 L i s t a   d e   d e s t i n a t a r i   e s t e   p l i n 	 	 	     	 	 	 AG13*  1HJ/'/G'  *BHJE  ~1  '3*	 	 	 						  						  									 	 	 	 	 	 	 	 	 O n t v a n g e r s l y s   i s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   l i s t a   d e   d e s t i n a t  r i o s   e s t    c h e i a 
 
 S T R _ I D _ S M S _ S E T _ S C _ N U M B E R _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 S e t   m e s s a g e s   c e n t e r   q u e r y   s t r i n g 	 S e t   m e s s a g e   c e n t e r   f i r s t ? 	 -[
o`-N__x	 nOo`-N_Sx	 1I(9"LI-'2!H-? 	  C o n f i g u r a r   e l   c e n t r o   d e   m e n s a j e s   p r i m e r o ? 	 C h o i s i r   l e   c e n t r e   d u   m e s s a g e   d ' a b o r d   ? 	 E r s t   M i t t e i l u n g s c e n t e r   e i n r i c h t e n ? 	 040BL  F5=B@  A>>1I5=89  A=0G0;0? 	 I m p o s t a r e   p r i m a   i l   c e n t r o   d e i   m e s s a g g i ? 	 *9JJF  E1C2  'D13'&D  #HD'K	 D e f i n i r   p r i m e i r o   o   n  m e r o   d o   c e n t r o   d e   m e n s a g e n s ? 	  n c e   i l e t i   m e r k e z i n i   a y a r l a ? 	 C  i   t r u n g   t  m   t i n   n h n   t r c ? 	 A t u r   p e s a n   d i   t e n g a h   t e r l e b i h   d u l u ? 	 S e t   p u s a t   m e s e j   d a h u l u ? 	 8	,	8	G	  *	9	2	G	  8		&	G	6	  	G		&	M	0	  8	G		  	0	G		? 	 	 	 	 E l Qb b   b e  l l  t j a   a   h a n g p o s t a   k  z p o n t o t ? 	 	 	 	 B e r i c h t e n c e n t r u m   e e r s t   i n s t e l l e n ? 	 	 	 C o n f i g u r a ci   m a i    n t  i   c e n t r u l   d e   m e s a j e ? 	 	 	       ? 	 	 	 '(*/'  E12  ~'EG'  *F8E  4H/	 	 	 						  					  							  			  					? 	 	 	 	 	 	 	 	 	 S t e l   e e r s   b o o d s k a p s e n t r u m ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   p r i m e i r o   c e n t r o   d e   m e n s a g e n s ? 
 
 S T R _ I D _ S M S _ S E N D I N G _ T O _ C A P T I O N 	 S M S 	 P O P U P C O N F I R M 	 S e n d i n g   t o 	 S e n d i n g   t o 	 ck(WP	 ck(WS0R	 3%1*HD"1	 E n v i a n d o   a 	 E n v o i    	 W i r d   g e s e n d e t   a n 	 B?@02;O5BAO  =0	 I n v i o   i n   c o r s o   a 	 ,'1M  'D%13'D  %DI	 A   e n v i a r   p a r a 	 G  n d e r i l i y o r 	 a n g   g i   n 	 M e n g i r i m   k e 	 M e n g h a n t a r   k e p a d a 	 	K	  -	G		  0	9	>	  9	H		 	 	 	 K  l d  s   i d e 	 	 	 	 V e r z e n d e n   n a a r 	 	 	 E x p e d i e r e    n   c u r s   c t r e 	 	 	   	 	 	 '13'D  (G	 	 	 						  						 	 	 	 	 	 	 	 	 S t u u r   t a n s   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a n d o   p a r a 
 
 S T R _ I D _ S M S _ I N S E R T _ N U M B E R 	 S M S 	 I C O N T E X T 	 I n s e r t   c o n t a c t s   n u m b e r   t o   e d i t o r 	 I n s e r t   n u m b e r 	 ceQ_x	 ceQSx	 C*H+!2"@%	 I n t r o d u c i r   n  m e r o   	 I n s  r e r   n u m  r o 	 N u m m e r   e i n f  g e n 	 AB02LB5  =><5@	 I n s e r i s c i   n u m e r o 	 %/1',  1BE	 I n s e r i r   n  m e r o 	 N u m a r a   k o y 	 C h  n   s 	 S i s i p k a n   n o m o r 	 M a s u k k a n   n o m b o r 	 (		,	0	  !	>	2	G			 	 	 	 S z  m   b e s z  r  s a 	 	 	 	 N u m m e r   i n v o e g e n 	 	 	 I n s e r a r e   n u m r 	 	 	   	 	 	 4E'1G  1'  H'1/  CFJ/	 	 	 					  						  					 	 	 	 	 	 	 	 	 V o e r   n o m m e r   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   n  m e r o 
 
 S T R _ I D _ S M S _ I N S E R T _ N A M E 	 S M S 	 I C O N T E X T 	 I n s e r t   c o n t a c t s   n a m e   t o   e d i t o r 	 I n s e r t   n a m e 	 ceQY
T	 ceQY
T	 C*H
7H-	 I n t r o d u c i r   n o m b r e 	 I n s  r e r   n o m 	 N a m e   e i n f  g e n 	 AB028BL  8<O	 I n s e r i s c i   n o m e 	 %/1',  '3E	 I n s e r i r   n o m e 	 A d   k o y 	 C h  n   t  n 	 S i s i p k a n   n a m a 	 M a s u k k a n   n a m a 	 (	>	.	  !	>	2	G			 	 	 	 N  v   b e s z  r  s a 	 	 	 	 N a a m   i n v o e g e n 	 	 	 I n s e r a r e   n u m e 	 	 	   	 	 	 F'E  1'  H'1/  CFJ/	 	 	 			  						  					 	 	 	 	 	 	 	 	 V o e r   n a a m   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   n o m e 
 
 S T R _ I D _ S M S _ I N S E R T _ B O O K M A R K 	 S M S 	 I C O N T E X T 	 I n s e r t   b o o k m a r k   t o   e d i t o r 	 I n s e r t   b o o k m a r k 	 ceQfd|	 ceQfN~{	 C*H8J!2#L	 I n t r o d u c i r   f a v o r i t o   	 I n s  r e r   m a r q u e - p a g e s 	 L e s e z e i c h e n   e i n f  g e n 	 AB028BL  70:;04:C	 I n s e r i s c i   s e g n a l i b r o 	 %/1',  %4'1)  E1,9J)	 I n s e r i r   m a r c a d o r 	 S 1k   k u l l a n 1l a n l a r a   e k l e 	 C h  n   c h   m c 	 S i s i p k a n   p e n a n d a 	 M a s u k k a n   t a n d a   b u k u 	 ,	A		.	>	0	M		  !	>	2	G			 	 	 	 K  n y v j e l z Q  b e s z  r  s a 	 	 	 	 B l a d w i j z e r   i n v o e g e n 	 	 	 I n s e r a r e   m a r c a j 	 	 	   	 	 	 F4'FG  0'1  1'  H'1/  CFJ/	 	 	 								  						  					 	 	 	 	 	 	 	 	 V o e r   b o e k m e r k   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   i n d i c a d o r 
 
 S T R _ I D _ S M S _ I N V L A I D _ N U M B E R S _ R E M O V E D 	 S M S 	 P O P U P 	 I n v a l i d   n u m b e r s   a r e   r e m o v e d 	 I n v a l i d   n u m b e r s   r e m o v e d 	 !qHe_x]yd	 eHeSx]yd	 +!2"@%5HD!H9I-9%	 N  m e r o s   i n v  l i d o s   b o r r a d o s   	 N u m  r o s   i n v a l i d e s   r e t i r  s 	 U n g  l t i g e   N u m m e r n   e n t f e r n t 	 525@=K5  =><5@0  C40;5=K	 N u m e r i   n o n   v a l i d i   r i m o s s i 	 *E  %2'D)  'D#1B'E  :J1  'D5'D-)	 N  m e r o s   i n v  l i d o s   r e m o v i d o s 	 G e  e r s i z   n u m a r a l a r   k a l d 1r 1l d 1	    x  a   s   k . h p   l 	 N o m o r   y a n g   t i d a k   v a l i d   t e r h a p u s 	 N o m b o r   t a k   s a h   d i k e l u a r k a n 	 	.	>	(	M	/	  (		,	0	  9		>				 	 	 	  r v  n y t e l e n   s z  m o k   e l t  v o l  t v a 	 	 	 	 O n g e l d i g e   n u m m e r s   v e r w i j d e r d 	 	 	 N u m e r e   n e v a l i d e   _t e r s e 	 	 	       	 	 	 4E'1G  G'  F'E9*(1  2/H/G  4/F/	 	 	 				  					  			  			  						 	 	 	 	 	 	 	 	 O n g e l d i g e   n o m m e r s   v e r w y d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o s   i n v  l i d o s   r e m o v i d o s 
 
 S T R _ I D _ S M S _ C A N _ O N L Y _ A D D _ F I R S T 	 S M S 	 P O P U P C O N F I R M 	 C a n   o n l y   a d d   n   c o n t a c t s .   C o n t i n u e ? 	 C a n   o n l y   a d d   	 SReQ	 SmR	 *2!2#@4H!DI@H21I	 S  l o   p u e d e   a  a d i r 	 P o s s i b i l i t    d ' a j o u t e r 	 K a n n   n u r   h i n z u f  g e n 	 >6=>  B>;L:>  4>1028BL  	 P u    s o l o   a g g i u n g e r e 	 JECF  AB7  %6'A)	 A p e n a s      p o s s  v e l   a d i c i o n a r   	 S a d e c e   _u   e k l e n e b i l i r : 	 C h   c    t h   t h  m   	 H a n y a   d a p a t   m e n a m b a h k a n 	 H a n y a   b o l e h   t a m b a h 	 	G	5	2	  	K	!	<	  8		$	>	  9	H		 	 	 	 C s a k   e z ( e k )   a d h a t  ( k )   h o z z  	 	 	 	 K a n   a l l e e n   t o e v o e g e n 	 	 	 S e   p o t   a d u g a   n u m a i 	 	 	       	 	 	 AB7  E*H'F  'A1H/  	 	 	 				  			  			  					 	 	 	 	 	 	 	 	 K a n   s l e g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o d e   a p e n a s   a d i c i o n a r 
 
 S T R _ I D _ S M S _ C A N _ O N L Y _ S E N D _ T O _ F I R S T 	 S M S 	 P O P U P C O N F I R M 	 C a n   o n l y   s e n d   t o   n   c o n t a c t s .   C o n t i n u e ? 	 C a n   o n l y   s e n d   t o   	 SP	 SS0R	 *2!2#*HD"1	 S  l o   p u e d e   e n v i a r   a 	 P o s s i b i l i t    d ' e n v o y e r    	 K a n n   n u r   s e n d e n   a n 	 >6=>  B>;L:>  >B?@028BL  =0  	 P u    s o l o   i n v i a r e   a 	 JECF  AB7  'D%13'D  %DI	 A p e n a s      p o s s  v e l   e n v i a r   p a r a   	 S a d e c e   _u r a y a   g  n d e r i l e b i l i r 	 C h   c    t h   g i   n   	 H a n y a   d a p a t   m e n g i r i m   k e 	 H a n y a   b o l e h   h a n t a r   k e p a d a 	 	G	5	2	      	K	  -	G		  8		$	>	  9	H		 	 	 	 C s a k   i d e   k  l d h e t Q( k ) 	 	 	 	 K a n   a l l e e n   z e n d e n   n a a r 	 	 	 S e   p o a t e   e x p e d i a   n u m a i   c t r e 	 	 	         	 	 	 AB7  E*H'F  A13*'/  (G  	 	 	 				  						  					 	 	 	 	 	 	 	 	 K a n   s l e g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o d e   a p e n a s   e n v i a r   p a r a 
 
 S T R _ I D _ S M S _ C O N T A C T _ C O N T I N U E _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 C a n   o n l y   a d d   n   c o n t a c t .   C o n t i n u e ? 	   c o n t a c t .   C o n t i n u e ? 	 Poa}N/f&T|~~	 *NT|N/f&T~~	   9I4H-  3H-+#7-D!H? 	 c o n t a c t o .    C o n t i n u a r ? 	 c o n t a c t s .   C o n t i n u e r   ? 	   K o n t a k t .   F o r t s e t z e n ? 	   :>=B0:B.   @>4>;68BL? 	   c o n t a t t o .   C o n t i n u a r e ? 	 ,G)  'D'*5'D.   '3*E1'1	 c o n t a c t o .   C o n t i n u a r ? 	 k i _i .   D e v a m ? 	   s   l i  n   l c .   T i p   t c ? 	   k o n t a k   L a n j u t k a n ? 	 k e n a l a n .   T e r u s k a n ? 	 8		*	0	M		.   	>	0	@	  0		G		? 	 	 	 	   p a r t n e r .   F o l y t a t j a ? 	 	 	 	   c o n t a c t .   D o o r g a a n ? 	 	 	 c o n t a c t .   C o n t i n u a ci ? 	 	 	     .     ? 	 	 	   E.'7(.   9EDJ'*  '/'EG  J'(/	 	 	 							d	  							  						? 	 	 	 	 	 	 	 	 	 k o n t a k   b y v o e g .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   c o n t a t o .   C o n t i n u a r ? 
 
 S T R _ I D _ S M S _ C O N T A C T S _ C O N T I N U E _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 C a n   o n l y   a d d   n   c o n t a c t s .   C o n t i n u e ? 	   c o n t a c t s .   C o n t i n u e ? 	 Poa}N/f&T|~~	 *NT|N/f&T~~	   9I4H-  3H-+#7-D!H? 	 c o n t a c t o .    C o n t i n u a r ? 	 c o n t a c t s .   C o n t i n u e r   ? 	   K o n t a k t e .   F o r t s e t z e n ? 	   :>=B0:B>2.   @>4>;68BL? 	   c o n t a t t i .   C o n t i n u a r e ? 	 ,G'*  'D'*5'D.   '3*E1'1	 c o n t a c t o s .   C o n t i n u a r ? 	 k i _i .   D e v a m ? 	   d a n h   b .   T i p   t c ? 	   k o n t a k .   L a n j u t k a n ? 	 k e n a l a n .   T e r u s k a n ? 	 8		*	0	M		.   	>	0	@	  0		G		? 	 	 	 	   p a r t n e r e k .   F o l y t a t j a ? 	 	 	 	   c o n t a c t e n .   D o o r g a a n ? 	 	 	 c o n t a c t e .   C o n t i n u a ci ? 	 	 	     .     ? 	 	 	   E.'7(G'.   9EDJ'*  '/'EG  J'(/	 	 	 							d	  							  						? 	 	 	 	 	 	 	 	 	 k o n t a k t e   b y v o e g .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   c o n t a t o s .   C o n t i n u a r ? 
 
 S T R _ I D _ S M S _ B Y _ S I M 1 	 S M S 	 I C O N T E X T 	 B y   S I M   C a r d   1 	 P r i m a r y 	 ;NaS	 ;NaS	 B"4!1 	 P o r   S I M 1 	 P a r   S I M 1 	 M i t   S I M   1 	 0  ?5@28G=CN  S I M 	 P e r   S I M 1 	 ('3*./'E  (7'B)  S I M 1 	 P e l o   S I M   1 	 S I M 1   i l e 	 Q u a   S I M 1 	 M e n u r u t   S I M 1 	 M e l a l u i   S I M 1 	 S I M 1   &	M	5	>	0	>		 	 	 	 S I M 1 - r Ql 	 	 	 	 D o o r   S I M   1 	 	 	 D e   p e   S I M 1 	 	 	   S I M 1 	 	 	 *H37  S I M 1 	 	 	 			  	  							 	 	 	 	 	 	 	 	 M e t   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r   S I M 1 
 
 S T R _ I D _ S M S _ B Y _ S I M 2 	 S M S 	 I C O N T E X T 	 B y   S I M   C a r d   2 	 S e c o n d a r y 	 _aS	 NaS	 B"4!2 	 P o r   S I M 2 	 P a r   S I M 2 	 M i t   S I M   2 	 0  2B>@8G=CN  S I M 	 P e r   S I M 2 	 ('3*./'E  (7'B)  S I M 2 	 P e l o   S I M   2 	 S I M 2   i l e 	 Q u a   S I M 2 	 B e r d a s a r k a n   S I M 2 	 M e l a l u i   S I M 2 	 S I M 2   &	M	5	>	0	>		 	 	 	 S I M 2 - r Ql 	 	 	 	 D o o r   S I M   2 	 	 	 D e   p e   S I M 2 	 	 	   S I M 2 	 	 	 *H37  S I M 2 	 	 	 			  	  							 	 	 	 	 	 	 	 	 M e t   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r   S I M 2 
 
 S T R _ I D _ S M S _ S I M 1 _ C O L O N 	 S M S 	 P O P U P C O N F I R M 	 S I M 1 : 	 S I M 1 : 	 S I M aS1 	 S I M aS1 	 4!1 : 	 S I M 1 : 	 S I M 1   : 	 S I M   1 : 	 S I M 1 : 	 S I M 1 : 	 S I M 1 : 	 S I M   1 : 	 S I M 1 : 	 S I M 1 : 	 S I M 1 : 	 S I M 1 	 S I M 1 : 	 	 	 	 S I M 1 : 	 	 	 	 S I M 1 : 	 	 	 S I M 1 : 	 	 	 S I M 1 : 	 	 	 S I M 1 : 	 	 	 			  	: 	 	 	 	 	 	 	 	 	 S I M 1 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 : 
 
 S T R _ I D _ S M S _ S I M 2 _ C O L O N 	 S M S 	 P O P U P C O N F I R M 	 S I M 2 : 	 S I M 2 : 	 S I M aS2 	 S I M aS2 	 4!2 : 	 S I M 2 : 	 S I M 2   : 	 S I M   2 : 	 S I M 2 : 	 S I M 2 : 	 S I M 2 : 	 S I M   2 : 	 S I M 2 : 	 S I M 2 : 	 S I M 2 : 	 S I M 2 	 S I M 2 : 	 	 	 	 S I M 2 : 	 	 	 	 S I M 2 : 	 	 	 S I M 2 : 	 	 	 S I M 2 : 	 	 	 S I M 2 : 	 	 	 				: 	 	 	 	 	 	 	 	 	 S I M 2 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 : 
 
 S T R _ I D _ S M S _ S A V E D _ T O _ S I M 1 	 S M S 	 P O P U P 	 S a v e d   t o   S I M 1 	 S a v e d   t o   S I M 1 	 ]2QX[S I M aS1 	 ]OX[0RS I M aS1 	 1@GD"14!1 	 G u a r d a d o   e n   S I M 1 	 E n r e g i s t r    s u r   S I M 1 	 A u f   S I M   1   g e s p e i c h e r t 	 !>E@0=5=>  =0  S I M 1 	 S a l v a t o   s u   S I M 1 	 *E  'D-A8  AJ  (7'B)  S I M 1 	 G u a r d a d o   n o   S I M   1 	 S I M 1 ' e   k a y d e d i l d i 	    l u   v  o   S I M 1 	 D i s i m p a n   k e   S I M 1 	 D i s i m p a n   d i   S I M 1 	 S I M 1   .	G		  8	9	G		>	  	/	>		 	 	 	 M e n t v e   S I M 1 - r e 	 	 	 	 O p g e s l a g e n   i n   S I M   1 	 	 	 S a l v a t   p e   S I M 1 	 	 	   - S I M 1 	 	 	 /1  S I M 1   0.1G  4/	 	 	 				- 	  							  					 	 	 	 	 	 	 	 	 G e b e r g   n a   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v o   n o   S I M 1 
 
 S T R _ I D _ S M S _ S A V E D _ T O _ S I M 2 	 S M S 	 P O P U P 	 S a v e d   t o   S I M 2 	 S a v e d   t o   S I M 2 	 ]2QX[S I M aS2 	 ]OX[0RS I M aS2 	 1@GD"14!2 	 G u a r d a d o   e n   S I M 2 	 E n r e g i s t r    s u r   S I M 2 	 A u f   S I M   2   g e s p e i c h e r t 	 !>E@0=5=>  =0  S I M 2 	 S a l v a t o   s u   S I M 2 	 *E  'D-A8  AJ  (7'B)  S I M 2 	 G u a r d a d o   n o   S I M   2 	 S I M 2 ' y e   k a y d e d i l d i 	    l u   v  o   S I M 2 	 D i s i m p a n   k e   S I M 2 	 D i s i m p a n   d i   S I M 2 	 S I M 2   .	G		  8	9	G		>	  	/	>		 	 	 	 M e n t v e   S I M 2 - r e 	 	 	 	 O p g e s l a g e n   i n   S I M   2 	 	 	 S a l v a t   p e   S I M 2 	 	 	   - S I M 2 	 	 	 /1  S I M 2   0.1G  4/	 	 	 				- 	  							  					 	 	 	 	 	 	 	 	 G e b e r g   n a   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v o   n o   S I M 2 
 
 S T R _ W A I T I N G _ C A P T I O N 	 S M S 	 C 1 4 5 _ 1 	 W a i t i n g   M e s s a g e   B u t t o n   S M S   C a p t i o n   S t r i n g 	 W a i t i n g ! 	 
zP	 
zP	 3%1#-! 	  E s p e r a n d o ! 	 E n   a t t e n t e   ! 	 W a r t e n ! 	 6840=85! 	 I n   a t t e s a ! 	 'F*8'1! 	 A   a g u a r d a r ! 	 B e k l e n i y o r ! 	 a n g   i ! 	 M e n u n g g u ! 	 M e n u n g g u ! 	 *	M	0	$	@		M	7	>	0	$	M	! 	 	 	 	 V  r a k o z  s ! 	 	 	 	 W a c h t e n ! 	 	 	 A _t e p t a ci ! 	 	 	 ! 	 	 	 /1-'D  'F*8'1! 	 	 	 							  				! 	 	 	 	 	 	 	 	 	 W a g   t a n s ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g u a r d a n d o ! 
 
 S T R _ I D _ S M S _ M O V E _ A L L 	 S M S 	 T I T L E ,   I C O N T E X T 	 S M S   m o v e   f u n c t i o n   M o v e   A l l   S t r i n g 	 M o v e   a l l 	 ,dyhQ	 yRhQ	 "I2"1I+!	 M o v e r   t o d o s 	 D  p l a c e r   t o u t 	 A l l e s   v e r s c h i e b e n 	 5@5<5AB8BL  2A5	 S p o s t a   t u t t o 	 FBD  'DCD	 M o v e r   t u d o 	 T  m  n    t a _1	 C h u y n   t t   c 	 P i n d a h k a n   s e m u a 	 P i n d a h   s e m u a 	 8	-	@	  	2	>				 	 	 	  s s z e s    t h e l y e z  s e 	 	 	 	 A l l e s   v e r p l a a t s e n 	 	 	 M u t a r e   t o a t e 	 	 	   	 	 	 ,'(,'J  GEG	 	 	 		  					 	 	 	 	 	 	 	 	 S k u i f   a l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s 
 
 S T R _ I D _ S M S _ M O V E _ T O _ S I M 	 S M S 	 I C O N T E X T 	 S M S   m o v e   f u n c t i o n   M o v e   t o   S I M   S t r i n g 	 M o v e   t o   S I M 	 ,dyS I M aS	 yR0RS I M aS	 "I2"D"14!	 M o v e r   a   S I M 	 D  p l a c e r   v e r s   S I M 	 Z u m   S I M   v e r s c h i e b e n 	 5@5<5AB8BL  =0  S I M 	 S p o s t a   s u   S I M 	 FBD  %DI  (7'B)  S I M 	 M o v e r   p a r a   o   S I M 	 S I M ' e   t a _1	 C h u y n   s a n g   S I M 	 P i n d a h k a n   k e   S I M 	 P i n d a h   s e m u a   k e   S I M 	 S I M   *	0	  2	G	  	>				 	 	 	  t h e l y e z  s   a   S I M - r e 	 	 	 	 V e r p l a a t s e n   n a a r   S I M 	 	 	 M u t a r e   p e   S I M 	 	 	     S I M 	 	 	 ,'(,'  (G  S I M 	 	 	 				  					 	 	 	 	 	 	 	 	 S k u i f   n a   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   S I M 
 
 S T R _ I D _ S M S _ M O V E _ T O _ P H O N E 	 S M S 	 I C O N T E X T 	 S M S   m o v e   f u n c t i o n   M o v e   t o   P h o n e   S t r i n g 	 M o v e   t o   p h o n e 	 ,dyKb_j	 yR0RKb:g	 "I2"D"1B#(1L	 M o v e r   a l   t e l  f o n o 	 D  p l a c e r   v e r s   t  l  p h o n e 	 Z u m   T e l e f o n   v e r s c h i e b e n 	 5@5<5AB8BL	 S p o s t a   s u l   t e l e f o n o 	 FBD  %DI  'DG'*A	 M o v e r   p a r a   o   t e l e f o n e 	 T e l e f o n a   t a _1	 C h u y n   s a n g   M  y 	 P i n d a h k a n   k e   t e l e p o n 	 P i n d a h   k e   t e l e f o n 	 +	K	(	  *	0	  2	G	  	>				 	 	 	  t h e l y e z  s   a   t e l e f o n r a 	 	 	 	 V e r p l a a t s e n   n a a r   t e l e f o o n 	 	 	 M u t a r e    n   t e l e f o n 	 	 	   	 	 	 ,'(,'J  (G  *DAF	 	 	 				  					 	 	 	 	 	 	 	 	 S k u i f   n a   f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   t e l e f o n e 
 
 S T R _ I D _ S M S _ F R O M _ P H O N E 	 S M S 	 I C O N T E X T 	 S M S   c o p y   f u n c t i o n   F r o m   P h o n e   S t r i n g 	 F r o m   p h o n e 	 _Kb_j	 NKb:g	 2B#(1L	 D e s d e   e l   t e l  f o n o 	 D u   t  l  p h o n e 	 V o m   T e l e f o n 	 !  B5;5D>=0	 D a l   t e l e f o n o 	 EF  'DG'*A	 D o   t e l e f o n e 	 T e l e f o n d a n 	 T   m  y 	 D a r i   t e l e p o n 	 D a r i p a d a   t e l e f o n 	 +	K	(	  8	G		 	 	 	 A   t e l e f o n r  l 	 	 	 	 V a n   t e l e f o o n 	 	 	 D i n   t e l e f o n 	 	 	 	 	 	 '2  *DAF	 	 	 			  					 	 	 	 	 	 	 	 	 V a n a f   f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   t e l e f o n e 
 
 S T R _ I D _ S M S _ F R O M _ S I M 	 S M S 	 I C O N T E X T 	 S M S   c o p y   f u n c t i o n   F r o m   S I M   S t r i n g 	 F r o m   S I M 	 _S I M aS	 NS I M aS	 24!	 D e s d e   e l   S I M 	 D e   l a   c a r t e   S I M 	 V o m   S I M 	 !  S I M - :0@BK	 D a   S I M 	 EF  (7'B)  S I M   	 D o   S I M 	 S I M ' d e n 	 T   S I M 	 D a r i   S I M 	 D a r i p a d a   S I M 	 S I M   8	G		 	 	 	 A   S I M - r Ql 	 	 	 	 V a n   S I M 	 	 	 D e   p e   S I M 	 	 	 - S I M 	 	 	 '2  S I M 	 	 	 			  					 	 	 	 	 	 	 	 	 V a n a f   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 
 
 S T R _ I D _ S M S _ C O P Y _ A L L 	 S M S 	 T I T L E ,   I C O N T E X T 	 S M S   c o p y   f u n c t i o n   C o p y   A l l   S t r i n g 	 C o p y   a l l 	 hQ	 hQ
Y6R	 1%-1I+!	 C o p i a r   t o d o s 	 C o p i e r   t o u t 	 A l l e s   k o p i e r e n 	 >?8@>20BL  2A5	 C o p i a   t u t t o 	 F3.  'DCD	 C o p i a r   t u d o 	 T  m  n    k o p y a l a 	 C h  p   t t   c 	 S a l i n   s e m u a 	 S a l i n   s e m u a 	 8	-	@	  	I	*	@	  	0	G			 	 	 	  s s z e s   m  s o l  s a 	 	 	 	 A l l e s   k o p i  r e n 	 	 	 C o p i e r e   t o a t e 	 	 	   	 	 	 1HFH4*  '2  GEG	 	 	 		  			  					 	 	 	 	 	 	 	 	 K o p i e e r   a l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t u d o 
 
 S T R _ I D _ S M S _ C O P Y _ T O _ S I M 	 S M S 	 I C O N T E X T 	 S M S   c o p y   f u n c t i o n   C o p y   t o   S I M   S t r i n g 	 C o p y   t o   S I M 	 S I M aS	 
Y6R0RS I M aS	 1%-D"14!	 C o p i a r   a l   S I M 	 C o p i e r   v e r s   S I M 	 Z u m   S I M   k o p i e r e n 	 >?8@>20BL  =0  S I M 	 C o p i a   s u   S I M 	 F3.  %DI  (7'B)  S I M 	 C o p i a r   p a r a   o   S I M 	 S I M ' e   k o p y a l a 	 C h  p   s a n g   S I M 	 S a l i n   k e   S I M 	 S a l i n   k e   S I M 	 S I M   *	0	  	I	*	@	  	0	G			 	 	 	 M  s o l   S I M - r e 	 	 	 	 K o p i  r e n   n a a r   S I M 	 	 	 C o p i e r e   p e   S I M 	 	 	     S I M 	 	 	 1HFH4*  (G  S I M 	 	 	 				  			  					 	 	 	 	 	 	 	 	 K o p i e e r   n a   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   a o   S I M 
 
 S T R _ I D _ S M S _ C O P Y _ T O _ P H O N E 	 S M S 	 I C O N T E X T 	 S M S   c o p y   f u n c t i o n   C o p y   t o   P h o n e   S t r i n g 	 C o p y   t o   p h o n e 	 Kb_j	 
Y6R0RKb:g	 1%-D"1B#(1L	 C o p i a r   a l   t e l  f o n o 	 C o p i e r   v e r s   t  l  p h o n e 	 Z u m   T e l e f o n   k o p i e r e n 	 >?8@>20BL  2  B5;5D>=	 C o p i a   s u   t e l e f o n o 	 F3.  %DI  'DG'*A	 C o p i a r   p a r a   o   t e l e f o n e 	 T e l e f o n a   k o p y a l a 	 C h  p   s a n g   m  y 	 S a l i n   k e   t e l e p o n 	 S a l i n   k e   t e l e f o n 	 +	K	(	  .	G		  	I	*	@	  	0	G			 	 	 	 M  s o l  s   t e l e f o n r a 	 	 	 	 K o p i  r e n   n a a r   t e l e f o o n 	 	 	 C o p i e r e    n   t e l e f o n 	 	 	   	 	 	 1HFH4*  (G  *DAF	 	 	 					  			  					 	 	 	 	 	 	 	 	 K o p i e e r   n a   f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   a o   t e l e f o n e 
 
 S T R _ I D _ S M S _ S A V E _ A S _ O B J E C T 	 S M S 	 I C O N T E X T 	 S a v e   O b j e c t s   S M S   m e n u   i t e m   S t r i n g 	 S a v e   o b j e c t 	 2QX[irN	 OX[[a	 1@G--@GL	 G u a r d a r   o b j e t o s 	 E n r e g i s t r e r   o b j e t s 	 O b j e k t e   s p e i c h e r n 	 !>E@0=8BL  >1J5:BK	 S a l v a   o g g e t t i 	 -A8  'DC'&F'*	 G u a r d a r   o b j e c t o s 	 N e s n e l e r i   k a y d e t 	 L u   c  c   i   t n g 	 S i m p a n   o b j e k 	 S i m p a n   o b j e k 	 	,	M		G		M		M	8	  8	9	G		G			 	 	 	 O b j e k t u m o k   m e n t  s e 	 	 	 	 O b j e c t e n   o p s l a a n 	 	 	 S a l v a r e   o b i e c t e 	 	 	   	 	 	 0.J1G  '4J'	 	 	 				  							  					 	 	 	 	 	 	 	 	 B e r g   v o o r w e r p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   o b j e t o 
 
 S T R _ I D _ S M S _ M O V E _ T O _ A R C H I V E 	 S M S 	 I C O N T E X T 	 S M S   m o v e   f u n c t i o n   M o v e   T o   A r c h i v e   S t r i n g 	 M o v e   t o   A r c h i v e 	 ,dyǌe>Y	 yR0ReN9Y	 "I2"D"15H@G	 M o v e r   a   a r c h i v o 	 D  p l a c e r   v e r s   a r c h i v e 	 I n s   A r c h i v   v e r s c h i e b e n 	 5@5<5AB8BL  2  0@E82	 S p o s t a   s u   A r c h i v i o 	 FBD  %DI  'D#14JA	 M o v e r   p a r a   A r q u i v o 	 A r _i v e   T a _1	 C h u y n   v  o   L u   t r 	 P i n d a h k a n   k e   A r s i p 	 P i n d a h   k e   A r k i b 	 	0	M		>		5	  .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   a z   a r c h  v u m b a 	 	 	 	 V e r p l a a t s e n   n a a r   a r c h i e f 	 	 	 M u t a r e    n   A r h i v 	 	 	   	 	 	 ,'(,'J  (G  ('J'F	 	 	 								  					 	 	 	 	 	 	 	 	 S k u i f   n a   A r g i e f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   a r q u i v o   c o m p a c t a d o 
 
 S T R _ I D _ S M S _ U S E _ E M A I L _ A D D R E S S 	 S M S 	 I C O N T E X T 	 S M S   o p t i o n   U s e   E m a i l   A d d r e s s   m e n u   s t r i n g 	 U s e   E m a i l 	 O(uP[N0W@W	 O(u5uP[N0W@W	 C
I-5@!%	 U s a r   e l   c o r r e o   e l e c t r  n i c o 	 U t i l i s e r   c o u r r i e l 	 E - M a i l   v e r w e n d e n 	 A?>;L7>20BL  04@5A  M;.   ?>GBK	 U s a   e - m a i l 	 '3*./'E  'D(1J/  'D%DC*1HFJ	 U t i l i z a r   E - m a i l 	 E - p o s t a   k u l l a n 	 D  n g   e m a i l 	 G u n a k a n   E m a i l 	 G u n a   E m e l 	 	- .	G	2	  	8	M	$	G	.	>	2	  	0	G			 	 	 	 E - m a i l   h a s z n  l a t a 	 	 	 	 E - m a i l   g e b r u i k e n 	 	 	 U t i l i z a r e   e - m a i l 	 	 	     	 	 	 ('11  1''F'EG	 	 	 				  							  					 	 	 	 	 	 	 	 	 G e b r u i k   e - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   e - m a i l 
 
 S T R _ I D _ S M S _ U S E _ U R L _ A D D R E S S 	 S M S 	 I C O N T E X T 	 U s e   U R L   S t r i n g 	 U s e   U R L 	 O(u}@W	 O(uQ@W	 C
I  U R L 	 U s a r   U R L   	 U t i l i s e r   U R L 	 U R L   v e r w e n d e n 	 A?>;L7>20BL  U R L 	 U s a   U R L 	 '3*./'E  U R L 	 U t i l i z a r   U R L 	 U R L   k u l l a n 	 D  n g   U R L 	 G u n a k a n   U R L 	 G u n a   U R L 	 U R L   	8	M	$	G	.	>	2	  	0	G			 	 	 	 U R L   h a s z n  l a t a 	 	 	 	 U R L   g e b r u i k e n 	 	 	 U t i l i z a r e   U R L 	 	 	     U R L 	 	 	 ('11  U R L 	 	 	 						  							  					 	 	 	 	 	 	 	 	 G e b r u i k   U R L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   U R L 
 
 S T R _ I D _ S M S _ U S E _ U S S D _ A D D R E S S 	 S M S 	 T I T L E ,   I C O N T E X T 	 S M S   o p t i o n   U s e   U S S D   m e n u   s t r i n g 	 U s e   U S S D 	 O(uU S S D 	 O(uU S S D 	 C
I  U S S D 	 U s a r   U S S D 	 U t i l i s e r   U S S D 	 U S S D   v e r w e n d e n 	 A?>;L7>20BL  U S S D 	 U s a   U S S D 	 '3*./'E  U S S D 	 U t i l i z a r   U S S D 	 U S S D   k u l l a n 	 D  n g   U S S D 	 G u n a k a n   U S S D 	 G u n a   U S S D 	 U S S D   	8	M	$	G	.	>	2	  	0	G			 	 	 	 U S S D   h a s z n  l a t a 	 	 	 	 U S S D   g e b r u i k e n 	 	 	 U t i l i z a r e   U S S D 	 	 	   - U S S D 	 	 	 ('11  U S S D 	 	 	 								  							  					 	 	 	 	 	 	 	 	 G e b r u i k   U S S D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   U S S D 
 
 S T R _ I D _ S M S _ U S E _ N U M _ A D D R E S S 	 S M S 	 I C O N T E X T 	 U s e   N u m b e r s   m e n u   S t r i n g 	 U s e   n u m b e r 	 O(u_x	 O(uSx	 C
I+!2"@%	 U s a r   n  m e r o 	 U t i l i s e r   n u m  r o 	 N u m m e r   v e r w e n d e n 	 A?>;L7>20BL  =><5@	 U s a   n u m e r o 	 '3*./'E  1BE	 U t i l i z a r   n  m e r o 	 N u m a r a   k u l l a n 	 D  n g   s 	 G u n a k a n   n o m o r 	 G u n a   n o m b o r 	 (		,	0	  	8	M	$	G	.	>	2	  	0	G			 	 	 	 S z  m   h a s z n  l a t a 	 	 	 	 N u m m e r   g e b r u i k e n 	 	 	 U t i l i z a r e   n u m r 	 	 	   	 	 	 '3*A'/G  '2  4E'1G	 	 	 					  							  					 	 	 	 	 	 	 	 	 G e b r u i k   n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   n  m e r o 
 
 S T R _ I D _ S M S _ A D V A N C E D 	 S M S 	 T I T L E ,   I C O N T E X T 	 S M S   A d v a n c e d   o p t i o n   S t r i n g 	 A d v a n c e d 	 2x	 ؚ~	y	 1I*9	 A v a n z a d o   	 A v a n c  	 E r w e i t e r t 	 >?>;=8B5;L=>	 A v a n a z a t e 	 E*B/E)	 A v a n  a d o 	 G e l i _m i _	 N  n g   c a o 	 L a n j u t a n 	 L a n j u t a n 	 		(	M	(	$		 	 	 	 S p e c i  l i s 	 	 	 	 G e a v a n c e e r d 	 	 	 A v a n s a t 	 	 	 	 	 	 ~J41A*G	 	 	 							 	 	 	 	 	 	 	 	 G e v o r d e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v a n  a d o 
 
 S T R _ I D _ S M S _ R E P L Y _ B Y _ M M S 	 S M S 	 I C O N T E X T 	 R e p l y   b y   M M S 	 R e p l y   b y   M M S 	 VYZԚ
o`	 V
Yi_O	 -%1B"  M M S 	 R e s p o n d e r   p o r   M M S 	 R  p o n d r e   p a r   M M S 	 M i t   M M S   a n t w o r t e n 	 B25B8BL  ?>  M M S 	 R i s p o n d i   t r a m i t e   M M S 	 'D1/  (13'D)  H3'&7  E*9//)	 R e s p o n d e r   p o r   M M S 	 M M S   i l e   c e v a p l a 	 T r   l i   q u a   M M S 	 B a l a s   m e l a l u i   M M S 	 J a w a b   m e l a l u i   M M S 	 M M S   &	M	5	>	0	>	  		$	M	$	0	  &	G			 	 	 	 V  l a s z   M M S - b e n 	 	 	 	 A n t w o o r d e n   m e t   M M S 	 	 	 R s p u n d e ci   p r i n   M M S 	 	 	     M M S 	 	 	 ~'3./G  (E  M M S 	 	 	 						- 		  							  				  				 	 	 	 	 	 	 	 	 A n t w o o r d   m e t   M M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s p o n d e r   p o r   M M S 
 
 S T R _ I D _ S M S _ R E P L Y _ B Y _ S M S 	 S M S 	 I C O N T E X T 	 R e p l y   b y   S M S 	 R e p l y   b y   S M S 	 V!|
	 V
YwO	 -%1B"  S M S 	 R e s p o n d e r   p o r   S M S 	 R  p o n d r e   p a r   S M S 	 M i t   S M S   a n t w o r t e n 	 B25B8BL  ?>  S M S 	 R i s p o n d i   t r a m i t e   S M S 	 'D1/  (13'D)  F5J)	 R e s p o n d e r   p o r   S M S 	 S M S   i l e   c e v a p l a 	 T r   l i   q u a   S M S 	 B a l a s   m e l a l u i   S M S 	 J a w a b   m e l a l u i   S M S 	 S M S   &	M	5	>	0	>	  		$	M	$	0	  &	G			 	 	 	 V  l a s z   S M S - b e n 	 	 	 	 A n t w o o r d e n   m e t   S M S 	 	 	 R s p u n d e ci   p r i n   S M S 	 	 	     S M S 	 	 	 ~'3./G  (E  S M S 	 	 	 						- 		  							  				  				 	 	 	 	 	 	 	 	 A n t w o o r d   m e t   S M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s p o n d e r   p o r   S M S 
 
 S T R _ I D _ S M S _ S A V E _ A S _ T E M P L A T E S 	 S M S 	 I C O N T E X T 	 S a v e   s e l e c t e d   m e s s a g e   t o   t e m p l a t e 	 S a v e   a s   t e m p l a t e 	 2QX[b{,g	 OX[b!jg	 1@G@GA!HA	 G u a r d a r   c o m o   p l a n t i l l a   	 E n r e g i s t r e r   c o m m e   m o d  l e 	 A l s   V o r l a g e   s p e i c h e r n 	 !>E@0=8BL  :0:  H01;>=	 S a l v a   c o m e   m o d e l l o 	 -A8  CFEH0,	 G u a r d a r   c o m o   m o d e l o 	 ^a b l o n   o l a r a k   k a y d e t 	 L u   l  m   t i n   m u 	 S i m p a n   s e b a g a i   t e m p l a t e 	 S i m p a n   s e b a g a i   t e m p l a t 	 	H	.	M	*	2	G		  	G	  0	B	*	  .	G		  8	9	G		G			 	 	 	 M e n t  s   s a b l o n k  n t 	 	 	 	 O p s l a a n   a l s   s j a b l o o n 	 	 	 S a l v a r e   c a   _a b l o n 	 	 	   	 	 	 /.J1G  (9FH'F  'DH	 	 	 								  						  							  					 	 	 	 	 	 	 	 	 B e r g   a s   s j a b l o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   c o m o   m o d e l o 
 
 S T R _ I D _ S M S _ R E S E N D 	 S M S 	 I C O N T E X T 	 R e s e n d   u n s e n t   S M S 	 R e s e n d 	 ͑	 ͑S	 *HC+!H	 R e e n v i a r 	 E n v o y e r      n o u v e a u 	 E r n e u t   s e n d e n 	 5@5A;0BL	 R i n v i a 	 %9'/)  'D%13'D	 R e e n v i a r 	 Y e n i d e n   g  n d e r 	 G i   l i 	 K i r i m   u l a n g 	 H a n t a r   s e m u l a 	 *	A	(	: *	M	0	G	7	?	$		 	 	 	  j r a k  l d  s 	 	 	 	 O p n i e u w   v e r z e n d e n 	 	 	 E x p e d i e r e   n o u 	 	 	   	 	 	 '13'D  E,//	 	 	 						  						 	 	 	 	 	 	 	 	 S t u u r   w e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e e n v i a r 
 
 S T R _ I D _ S M S _ S C R N _ T 4 _ N E W _ T E M P L A T E _ C A P T I O N 	 S M S 	 T I T L E 	 S M S   N e w   t e m p l a t e   O p t i o n   C a p t i o n   S t r i n g 	 N e w   t e m p l a t e 	 eX{,g	 e^!jg	 A!HAC+!H	 P l a n t i l l a   n u e v a 	 N o u v e a u   m o d  l e 	 N e u e   V o r l a g e 	 >2K9  H01;>=	 N u o v o   m o d e l l o 	 FEH0,  ,/J/	 N o v o   m o d e l o 	 Y e n i   _a b l o n 	 T i n   m u   m i 	 T e m p l a t e   b a r u 	 T e m p l a t   b a r u 	 (	/	>	  	H	.	M	*	2	G			 	 	 	  j   s a b l o n 	 	 	 	 N i e u w   s j a b l o o n 	 	 	 ^a b l o n   n o u 	 	 	   	 	 	 'DH  ,//	 	 	 				  									 	 	 	 	 	 	 	 	 N u w e   s j a b l o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   m o d e l o 
 
 S T R _ I D _ S M S _ M S G _ N O T _ R E A D Y _ Y E T 	 S M S 	 P O P U P 	 M e s s a g e   S M S   n o t   r e a d y   y e t   S t r i n g 	 T e x t   m e s s a g e   n o t   r e a d y 	 !|
R!qlO(u	 wORelO(u	 I-'2!1'-1)#D!H#I-!	 E l   m e n s a j e   d e   t e x t o   n o   e s t    l i s t o   	 M e s s a g e   t e x t e   p a s   p r  t 	 T e x t m i t t e i l u n g   n i c h t   b e r e i t 	 S M S   =5  3>B>2>	 M e s s a g g i o   d i   t e s t o   n o n   p r o n t o 	 'D13'D)  'DF5J)  :J1  ,'G2)	 M e n s a g e m   d e   t e x t o   n  o   p r e p a r a d a 	 M e t i n   i l e t i s i   h a z 1r   d e i l 	 T i n   n h n   v n   b n   c h a   s n   s  n g 	 P e s a n   t e k s   b e l u m   s i a p 	 M e s e j   t e k s   b e l u m   s e d i a 	 	H		M	8	M		  8		&	G	6	  $	H	/	>	0	  (	9	@			 	 	 	 A   s z  v e g e s    z e n e t   m  g   n e m   k  s z 	 	 	 	 T e k s t b e r i c h t   n i e t   g e r e e d 	 	 	 M e s a j u l   t e x t   n u   e s t e   p r e g t i t 	 	 	       	 	 	 ~J'E  E*F  "E'/G  FJ3*	 	 	 					  						  								  		d		 	 	 	 	 	 	 	 	 T e k s b o o d s k a p   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   t e x t o   n  o   p r o n t a 
 
 S T R _ I D _ S M S _ D R A F T S 	 S M S 	 T I T L E 	 D r a f t s   V i e w   S M S   C a p t i o n   S t r i n g 	 D r a f t s 	 I?z	 I?z{	 A#H2	 B o r r a d o r e s 	 B r o u i l l o n s 	 E n t w  r f e 	 '5@=>28:8	 B o z z e 	 'DE3H/'*	 R a s c u n h o s 	 T a s l a k l a r 	 N h  p 	 K o n s e p 	 D r a f 	 !	M	0	>	+	M		M	8		 	 	 	 P i s z k o z a t o k 	 	 	 	 C o n c e p t e n 	 	 	 S c h i ce 	 	 	 	 	 	 ~J4  FHJ3G'	 	 	 					 	 	 	 	 	 	 	 	 K o n s e p t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a s c u n h o s 
 
 S T R _ I D _ S M S _ M E S S A G E S 	 S M S 	 T I T L E 	 S M S   M a i n   M e n u   C a p t i o n   S t r i n g 	 M e s s a g i n g 	 
o`	 Oo`	 I-'2!	 E n v i a n d o   m e n s a j e   	 M e s s a g e r i e 	 M e s s a g i n g 	 !>>1I5=8O	 M e s s a g g e r i a 	 'D13'&D	 M e n s a g e n s 	 0l e t i   y a z 1l 1y o r 	 T i n   n h n 	 P e s a n 	 M e n g h a n t a r   m e s e j 	 8		&	G	6		 	 	 	  z e n e t k e z e l  s 	 	 	 	 B e r i c h t e n 	 	 	 M e s a j e 	 	 	 	 	 	 ~'E  13'F	 	 	 						  							 	 	 	 	 	 	 	 	 B o o d s k a p v e r s e n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e n s 
 
 S T R _ S M S _ F A I L U R E _ T E X T _ C O N T E N T _ E M P T Y 	 S M S 	 P O P U P 	 N o   t e x t   c o n t e n t 	 N o   t e x t   c o n t e n t 	 !qeW[gQ[	 ee,gQ[	 D!H!5@7I-+2I-'2!	 N o   h a y   t e x t o   e n   e l   c o n t e n i d o 	 A u c u n   c o n t e n u   d e   t e x t e 	 K e i n   T e x t i n h a l t 	 BACBAB2C5B  B5:AB	 N e s s u n   t e s t o 	 D'  JH,/  E-*HI  F5J	 S e m   c o n t e  d o   d e   t e x t o 	 M e t i n   i  e r i i   y o k 	 K h  n g   c    n i   d u n g   v n   b n 	 T i d a k   a d a   k o n t e n   t e k s 	 T i a d a   k a n d u n g a n   t e k s 	 	K		  	H		M	8	M		  8	>	.		M	0	@	  (	9	@			 	 	 	 N i n c s   s z  v e g t a r t a l o m 	 	 	 	 G e e n   t e k s t i n h o u d 	 	 	 N i c i u n   t e x t 	 	 	     	 	 	 G  E-*H'  E*F  H,H/  F/'1/	 	 	 			  				  				 	 	 	 	 	 	 	 	 G e e n   t e k s i n h o u d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c o n t e  d o   d e   t e x t o 
 
 S T R _ S M S _ S A V E _ T E X T _ C O N T E N T _ O N L Y _ Q U E R Y _ I D 	 S M S 	 P O P U P C O N F I R M 	 S a v e   t e x t   c o n t e n t   o n l y ,   c o n t i n u e ? 	 S a v e   t e x t   c o n t e n t   o n l y .   C o n t i n u e ? 	 S2QX[eW[gQ[/f&T|~~	 SOX[e,gQ[/f&T~~	 1@G@	20@7I-+2I-'2!  3H-+#7-D!H? 	  G u a r d a r   c o n t e n i d o   d e   t e x t o ? 	 E n r e g i s t r e r   s e u l e m e n t   l e   c o n t e n u   t e x t e .   C o n t i n u e r   ? 	 N u r   T e x t i n h a l t   s p e i c h e r n .   F o r t s e t z e n ? 	 !>E@0=8BL  B>;L:>  B5:AB.   @>4>;68BL? 	 S a l v a   s o l o   t e s t o .   C o n t i n u a r e ? 	 -A8  'DE-*HI  'DF5J  AB7.   '3*E1'1	 G u a r d a r   a p e n a s   c o n t e  d o   d e   t e x t o .   C o n t i n u a r ? 	 S a d e c e   m e t i n   i  e r i i n i   k a y d e t .   D e v a m ? 	 C h   l u   n i   d u n g   v n   b n .   T i p   t c ? 	 H a n y a   s i m p a n   k o n t e n   t e k s .   L a n j u t k a n ? 	 S i m p a n   k a n d u n g a n   t e k s   s a h a j a .   T e r u s k a n ? 	 	G	5	2	  	H		M	8	M		  8	>	.		M	0	@	  8	9	G		G		.   	>	0	@	  0		G		? 	 	 	 	 C s a k   a   s z  v e g t a r t a l o m   m e n t  s e .   F o l y t a t j a ? 	 	 	 	 A l l e e n   t e k s t   w o r d t   o p g e s l a g e n .   D o o r g a a n ? 	 	 	 S e   s a l v e a z   n u m a i   t e x t u l .   C o n t i n u a ci ? 	 	 	       .     ? 	 	 	 AB7  E-*H'  E*F  0.1G  E4H/.   9EDJ'*  '/'EG  J'(/	 	 	 				  					  									  							  				d	  						  					? 	 	 	 	 	 	 	 	 	 B e r g   s l e g s   t e k s i n h o u d .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   a p e n a s   c o n t e  d o   d e   t e x t o .   C o n t i n u a r ? 
 
 S T R _ I D _ S M S _ I N V L A I D _ A D D R E S S _ R E M O V E D 	 S M S 	 P O P U P 	 I n v a l i d   a d d r e s s   a r e   r e m o v e d 	 I n v a l i d   a d d r e s s   r e m o v e d 	 !qHe0W@W]yd	 eHe0W@W]yd	 5H-"9H5HD!H9I-9%A%I'	 D i r e c c i  n   n o   v  l i d a   q u i t a d a 	 A d r e s s e   i n v a l i d e   s u p p r i m  e 	 U n g  l t i g e   A d r e s s e   e n t f e r n t 	 525@=K5  04@5A0  C40;5=K	 I n d i r i z z o   n o n   v a l i d o   r i m o s s o 	 *E*  %2'D)  'D9FH'F  :J1  'D5'D-	 E n d e r e  o   i n v  l i d o   r e m o v i d o 	 G e  e r s i z   a d r e s   s i l i n d i 	    x  a   a   c h   k h  n g   h p   l 	 A l a m a t   t i d a k   v a l i d   d i h a p u s 	 A l a m a t   t i d a k   s a h   d i k e l u a r k a n 	 	.	>	(	M	
 /	  *	$	>	  9		>	  &	?	/	>	  	/	>		 	 	 	  r v  n y t e l e n   c  m   e l t  v o l  t v a 	 	 	 	 O n g e l d i g   a d r e s   v e r w i j d e r d 	 	 	 A d r e s   n e v a l i d   e l i m i n a t 	 	 	       	 	 	 F4'F  F'E9*(1  2/H/G  4/	 	 	 				  						  					  				  					d		 	 	 	 	 	 	 	 	 O n g e l d i g e   a d r e s   v e r w y d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   i n v  l i d o   r e m o v i d o 
 
 S T R _ I D _ S M S _ A D D R E S S _ L E N _ E X C E E D E D 	 S M S 	 P O P U P 	 M a x i m u m   a d d r e s s   l e n g t h   e x c e e d e d 	 M a x i m u m   a d d r e s s   l e n g t h   e x c e e d e d 	 0W@Ww^]T
NP	 0W@W^]
NP	 @4'2!"2'5H-"9H*9*8	 S e   h a   s u p e r a d o   l a   l o n g i t u d   m  x i m a   d e   l a   d i r e c c i  n 	 L o n g u e u r   m a x i m a l e   d e   l ' a d r e s s e   d  p a s s  e 	 M a x i m a l e   A d r e s s l  n g e    b e r s c h r i t t e n 	 @52KH5=  <0:A8<0;L=K9  @07<5@  04@5A0	 L u n g h e z z a   m a s s i m a   d e l l ' i n d i r i z z o   s u p e r a t a 	 *E  *,'H2  'D-/  'D#B5I  D7HD  'D9FH'F	 C o m p r i m e n t o   m  x i m o   d o   e n d e r e  o   e x c e d i d o 	 M a k s i m u m   a d r e s   u z u n l u u   a _1l d 1	 Q u      d  i   a   c h   c h o   p h  p 	 P a n j a n g   a l a m a t   m a k s i m u m   t e r c a p a i 	 P a n j a n g   m a k s i m u m   a l a m a t   d i l a m p a u i 	 	'	?		$	.	  8		,	K	'	(	  2		,	>		  8	G	  	'	?		  9	K	  	/	>		 	 	 	 A z   c  m   h o s s z a   t  l l  p v e 	 	 	 	 M a x i m a l e   a d r e s l e n g t e   o v e r s c h r e d e n 	 	 	 L u n g i m e a   m a x i m   a   a d r e s e i   e s t e   d e p _i t 	 	 	       	 	 	 *,'H2  '2  -/'+1  /1'2'  F4'F	 	 	 							  								  							  							  						 	 	 	 	 	 	 	 	 M a k s i m u m   a d r e s l e n g t e   o o r s k r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x t e n s  o   m  x i m a   d e   e n d e r e  o   e x c e d i d a 
 
 S T R _ I D _ S M S _ S A V E _ T O _ I N B O X 	 S M S 	 T I T L E ,   I C O N T E X T 	 S M S   S a v e   t o   I n b o x   S M S   m e n u   S t r i n g 	 S a v e   t o   I n b o x 	 2QX[6eN{	 OX[0R6eN{	 1@GD"1%H-2@I2	 G u a r d a r   e n   b u z  n   d e   e n t r a d a 	 S a u v e g a r d e r   d a n s   B o  t e   d e   r  c e p t i o n 	 I m   P o s t e i n g a n g   s p e i c h e r n 	 !>E@0=8BL  2  ?0?:C  E>4OI85	 S a l v a   s u   P o s t a   i n   a r r i v o 	 -A8  AJ  5F/HB  'DH'1/	 G u a r d a r   n a   C a i x a   d e   e n t r a d a 	 G e l e n   k u t u s u n a   k a y d e d i n 	 L u   v  o   H . t h   n 	 S i m p a n   k e   K o t a k   m a s u k 	 S i m p a n   k e   K o t a k   M a s u k 	 	(	,	I		M	
 8	  .	G		  8	9	G		G			 	 	 	 M e n t  s   a   b e j  v Q   z e n e t e k   k  z  	 	 	 	 O p s l a a n   i n   P o s t v a k   I n 	 	 	 S a l v a r e    n   I n b o x 	 	 	       	 	 	 0.1G  1/F  /1  /1'A*G'	 	 	 							  							  				  	 	 	 	 	 	 	 	 	 B e r g   i n   I n b u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   n a   c a i x a   d e   e n t r a d a 
 
 S T R _ I D _ I M E I _ I N V A L I D 	 B o o t u p 	 C 0 3 3 _ 1 ,   C 4 3 3 _ 1 	 I n v a l i d   I M E I   w a r n i n g   p o p u p 	 I n v a l i d   I M E I 	 !qHevI M E I 	 eHevI M E I 	 I M E I   D!H9I-	 I M E I   i n v  l i d o 	 I M E I   i n v a l i d e 	 U n g  l t i g e   I M E I 	 >2@5645==K9  I M E I 	 I M E I   n o n   v a l i d o 	 1BE  I M E I   :J1  5'D-	 I M E I   i n v  l i d o 	 G e  e r s i z   I M E I 	 I M E I   k . h p   l 	 I M E I   t i d a k   v a l i d 	 I M E I   T i d a k   S a h 	 	.	>	(	M	/	  I M E I 	 	 	 	  r v  n y t e l e n   I M E I 	 	 	 	 O n g e l d i g e   I M E I 	 	 	 C o d   I M E I   n e v a l i d 	 	 	 I M E I     	 	 	 I M E I   F'E9*(1  '3*	 	 	 								  							 	 	 	 	 	 	 	 	 O n g e l d i g e   I M E I 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I M E I   i n v  l i d o 
 
 K P A D _ S C R _ L O C K E D _ M E S S A G E _ R U N N I N G _ S T R 	 I d l e 	 P O P U P 	 S t r i n g   f o r   k e y p a d   l o c k e d   p o p u p 	 K e y p a d   l o c k e d 	 uv]
N	 .v]
N	 8H!9%G-	 T e c l a d o   n u m  r i c o   b l o q u e a d o 	 B o u t o n s   v e r r o u i l l  s 	 T a s t e n f e l d   g e s p e r r t 	 ;0280BC@0  701;>:8@>20=0	 T a s t i e r a   b l o c c a t a 	 DH-)  'DEA'*J-  EBAD)	 T e c l a d o   b l o q u e a d o 	 T u _  t a k 1m 1  k i l i t l e n d i 	 <     1 6 	 T o m b o l   t e r k u n c i 	 P a p a n   k e k u n c i   d i k u n c i 	 	A			@	*		2	  2	I		  	?	/	>	  	/	>		 	 	 	 B i l l e n t y qz  r   b e 	 	 	 	 T o e t s e n b o r d   g e b l o k k e e r d 	 	 	 T a s t a t u r   b l o c a t 	 	 	     	 	 	 5A-G  DJ/  BAD  '3*	 	 	 							  		  			  				  	 	 	 	 	 	 	 	 	 T o e t s b l a d   g e s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a d o   b l o q u e a d o 
 
 S T R _ I D _ U M M S _ M M S _ R E T R I E V A L _ A L W A Y S _ A S K 	 U M M S 	 C 0 5 7 _ 1 	 M M S   R e t r i e v a l   S e t t i n g s   f o r     s t a r t   d o w n l o a d i n g   M M S   o n l y   a f t e r   a s k i n g   t h e   u s e r 	 A l w a y s   a s k 	 =~/fbOU	 ;`/f	 2!@*!-	 P r e g u n t a r   s i e m p r e   	 T o u j o u r s   m e   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  A?@0H820BL	 C h i e d e r e   s e m p r e 	 3$'D  /'&EK'	 P e r g u n t a r   s e m p r e 	 H e r   z a m a n   s o r   	 1 6 - 2 2 	 S e l a l u   t a n y a 	 S e n t i a s a   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	 C o n f i r m a ci    n t o t d e a u n a 	 	 	   	 	 	 GEJ4G  ~13J/G  4H/	 	 	 					  							  					 	 	 	 	 	 	 	 	 V r a   a l t y d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r g u n t a r   s e m p r e 
 
 S T R _ I D _ U M M S _ M M S _ R E T R I E V A L _ R E S T R I C T E D 	 U M M S 	 C 0 5 7 _ 1 	 M M S   R e t r i e v a l   S e t t i n g s   f o r     s t a r t   d o w n l o a d i n g   M M S   o n l y   a f t e r   a s k i n g   t h e   u s e r   a n d   i n f o r m i n g   h i m   a b o u t   c o n d i t i o n s   t o   d o w n l o a d 	 R e s t r i c t e d 	 SP6R	 SP6R	 31	 R e s t r i n g i d o 	 R e s t r e i n t 	 G e s p e r r t 	 3@0=8G5=>	 L i m i t a t o 	 E-8H1	 R e s t r i t o 	 E r i _i m   k 1s 1t l 1	 2 2 - 3 0 	 T e r b a t a s 	 D i h a d k a n 	 *	M	0	$	?	,		'	?	$		 	 	 	 K o r l  t o z o t t 	 	 	 	 B e p e r k t 	 	 	 R e s t r i c ci o n a t 	 	 	   	 	 	 E-/H/4/G	 	 	 									 	 	 	 	 	 	 	 	 B e p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s t r i t o 
 
 S T R _ I D _ U M M S _ V I E W E R _ S I Z E 	 U M M S 	 T I T L E ,   I C O N T E X T 	 V i e w e r   s c r e e n   s i z e 	 V i e w e r   s i z e 	 d>ehV'Y\	 d>ehV'Y\	 21'9	 T a m a  o   d e l   v i s u a l i z a d o r 	 T a i l l e   d u   v i s u a l i s e u r 	 V i e w e r - G r   e 	  07<5@  ?@>A<>B@0	 D i m e n s i o n e   v i e w e r 	 -,E  'D4'4)	 T a m a n h o   d e   v i s u a l i z a   o 	 G  r  n t  l e y i c i   b o y u t u 	 3 0 - 4 0 	 U k u r a n   p e n a m p i l 	 S a i z   P e l i h a t 	 5	M	/	B		0	  		>	0		 	 	 	 N  z Q  m  r e t e 	 	 	 	 V i e w e r g r o o t t e 	 	 	 D i m e n s i u n e   v i z u a l i z a t o r 	 	 	   	 	 	 'F/'2G  5A-G  FE'J4	 	 	 					  				  	 	 	 	 	 	 	 	 	 S k e r m g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d o   v i s u a l i z a d o r 
 
 S T R _ I D _ U M M S _ V I E W E R _ S I Z E _ N O R M A L 	 U M M S 	 T W O S T A T E ,   C 0 5 7 _ 1 	 N o r m a l   v i e w e r   s c r e e n 	 N o r m a l   s c r e e n 	 ck8^U^	 ck8^O\U^	 +I2-4	 P a n t a l l a   n o r m a l 	 E c r a n   n o r m a l 	 N o r m a l e r   B i l d s c h i r m 	 1KG=K9	 S c h e r m o   s t a n d a r d 	 4'4)  9'/J)	 E c r    n o r m a l 	 N o r m a l   e k r a n 	 >     4 0 	 L a y a r   n o r m a l 	 S k r i n   n o r m a l 	 8	>	.	>	(	M	/	  8	M		M	0	@	(		 	 	 	 N o r m  l   k  p e r n y Q	 	 	 	 N o r m a a l   s c h e r m 	 	 	 E c r a n   n o r m a l 	 	 	   	 	 	 'F/'2G  FE'J4  E9EHD	 	 	 						  								 	 	 	 	 	 	 	 	 N o r m a l e   s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l a   n o r m a l 
 
 S T R _ I D _ U M M S _ V I E W E R _ S I Z E _ F U L L 	 U M M S 	 I C O N T E X T ,   C 0 5 7 _ 1 	 F u l l   v i e w e r   s c r e e n 	 F u l l   s c r e e n 	 hQU^	 hQO\U^	 @G!+I2-	 P a n t a l l a   c o m p l e t a 	 P l e i n    c r a n 	 V o l l b i l d 	 >  25AL  M:@0=	 S c h e r m o   i n t e r o 	 ED!  'D4'4)	 E c r    i n t e i r o 	 T a m   e k r a n   	 C h u y n   v 	 L a y a r   p e n u h 	 S k r i n   p e n u h 	 *	B	0	M	#	  8	M		M	0	@	(		 	 	 	 T e l j e s   k  p e r n y Q	 	 	 	 V o l l e d i g   s c h e r m 	 	 	 E c r a n   c o m p l e t 	 	 	   	 	 	 'F/'2G  *E'E  5A-G	 	 	 					  								 	 	 	 	 	 	 	 	 V o l s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l a   c h e i a 
 
 S T R _ I D _ U M M S _ O P 1 2 _ S E T T I N G 	 U M M S 	 P O P U P 	 T o o l b a r   S e t t i n g s   s t r i n g   f o r   M e n u   O p t i o n 	 T o o l b a r   S e t t i n g s 	 ]wQR-[	 ]wQhn	 2#1IH2A@#7H-!7-	 C o n f i g u r a c i  n   d e   l a   b a r r a   d e   h e r r a m i e n t a s 	 R  g l a g e s   d e   l a   b a r r e   d ' o u t i l s 	 E i n s t e l l u n g e n   d e r   S y m b o l l e i s t e 	 0AB@>9:8  ?0=5;8  8=AB@C<5=B>2	 I m p o s t a z i o n i   d e l l a   b a r r a   d e g l i   s t r u m e n t i 	 %9/'/'*  41J7  'D#/H'*	 D e f i n i   e s   d a   b a r r a   d e   f e r r a m e n t a s 	 A r a     u b u u   A y a r l a r 1	 C h u y n   v 	 P e n g a t u r a n   T o o l b a r 	 S e t i n g   B a r   A l a t 	 	B	2	,	>	0	  8	G		?			M	8		 	 	 	 E s z k  z t  r - b e  l l  t  s o k 	 	 	 	 W e r k b a l k i n s t e l l i n g e n 	 	 	 S e t r i   b a r   d e   i n s t r u m e n t e 	 	 	     	 	 	 *F8EG'  FH'1  '(2'1	 	 	 						  						 	 	 	 	 	 	 	 	 N u t s b a l k - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d a   b a r r a   d e   t a r e f a s 
 
 S T R _ I D _ U M M S _ R E C E P I E N T S 	 U M M S 	 U N L I M 	 S t r i n g   f o r   s h o w i n g   t h e   r e c e p i e n t   n a m e   i n   P o s t c a r d 	 R e c e p i e n t ( s ) : 	 6eNN	 6eNN	 9I#1: 	 R e c e p t o r ( e s ) : 	 D e s t i n a t a i r e ( s )   : 	 E m p f  n g e r : 	 >;CG0B5;L( 8) : 	 D e s t i n a t a r i ( o ) : 	 'DE3*DE  ( 'DE3*DEHF) : 	 D e s t i n a t  r i o ( s ) : 	 A l 1c 1( l a r ) : 	 C h u y n   v 	 P e n e r i m a : 	 P e n e r i m a : 	 *	M	0	>	*	M	$		0	M	$	>	: 	 	 	 	 C  m z e t t ( e k ) : 	 	 	 	 O n t v a n g e r ( s ) : 	 	 	 D e s t i n a t a r ( i ) : 	 	 	 / : 	 	 	 1F/G( 'F) : 	 	 	 						: 	 	 	 	 	 	 	 	 	 O n t v a n g e r ( s ) : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s t i n a t  r i o ( s ) : 
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ E M P T Y _ F I L E 	 U M M S 	 P O P U P 	 E m p t y   f i l e 	 E m p t y   f i l e 	 jHhpzz	 eN:Nzz	 D%L'H2	 A r c h i v o   e n   b l a n c o 	 F i c h i e r   v i d e 	 L e e r e   D a t e i 	 CAB>9  D09;	 F i l e   v u o t o 	 EDA  A'1:	 F i c h e i r o   v a z i o 	 B o _  d o s y a   	 O K 	 F i l e   k o s o n g 	 F a i l   k o s o n g 	 	>	2	@	  +	>		2		 	 	 	  r e s   f  j l 	 	 	 	 L e e g   b e s t a n d 	 	 	 F i _i e r   g o l 	 	 	   	 	 	 ~1HF/G  .'DJ3*	 	 	 				  					 	 	 	 	 	 	 	 	 L e    l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   v a z i o 
 
 S T R _ F M G R _ U M M S _ T O _ P O S T C A R D 	 U M M S 	 P O P U P 	 S t r i n g   f o r   M e n u   O p t i o n   f r o m   F i l e   M a n a g e r 	 T o   P o s t c a r d 	 fOGr	 fOGr	 DB*2#L	 A   T a r j e t a   P o s t a l 	 V e r s   c a r t e   p o s t a l e 	 Z u r   P o s t k a r t e 	 B:@KB:0	 A   C a r t o l i n a 	 D%13'D  (7'B)  (1J/J)	 P a r a   P o s t a l 	 K a r t p o s t a l a 	 C h u y n   v 	 K e   K a r t u   p o s 	 K e   P o s k a d 	 *	K	8	M			>	0	M	!	  .	G			 	 	 	 K  p e s l a p r a 	 	 	 	 A a n   b r i e f k a a r t 	 	 	 C t r e   C a r t e   p o _t a l 	 	 	 	 	 	 (G  '1*  ~3*'D	 	 	 													 	 	 	 	 	 	 	 	 N a   P o s k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a   c a r t  o   p o s t a l 
 
 S T R _ I D _ U M M S _ U S E _ D E T A I L S _ G R E E T I N G _ T E X T 	 U M M S 	 I C O N T E X T 	 G r e e t i n g   T e x t 	 G r e e t i n g   t e x t 	 akΏ	 P	 I-'2!I-#1	 T e x t o   d e   s a l u d o 	 T e x t e   d ' a c c u e i l 	 B e g r   u n g s t e x t 	 @825BAB285	 M e s s a g g i o   d i   s a l u t i 	 F5  'D*-J)	 T e x t o   d e   s a u d a   o 	 A  1l 1_  m e s a j 1	 T  m   k i m 	 T e k s   p e m b u k a 	 T e k s   a l u - a l u a n 	 	-	?	5	>	&	(	  *	>	 		 	 	 	  d v  z l Qs z  v e g 	 	 	 	 B e g r o e t i n g s t e k s t 	 	 	 T e x t   d e    n t  m p i n a r e 	 	 	   	 	 	 E*F  .H4'E/HJ	 	 	 								  							 	 	 	 	 	 	 	 	 W e l k o m t e k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e x t o   d e   s a u d a   o 
 
 S T R _ I D _ U M M S _ S I Z E _ E X C E E D S _ 1 0 0 K 	 U M M S 	 P O P U P 	 M e s s a g e   s i z e   e x c e e d s   1 0 0   K B 	 M e s s a g e   s i z e   e x c e e d s   1 0 0   K B 	 
o`'Y\]N1 0 0 K B 	 Oo`'Y\]Ǐ1 0 0 K B 	 2I-'2!@4  1 0 0   K B 	 E l   m e n s a j e   s o b r e p a s a   l o s   1 0 0   K B 	 L a   t a i l l e   d u   m e s s a g e   d  p a s s e   1 0 0   K o 	 M i t t e i l u n g s g r   e    b e r s c h r e i t e t   1 0 0   K B 	  07<5@  A>>1I5=8O  ?@52KH5=	 L a   d i m e n s i o n e   m a s s i m a   s u p e r a   i   1 0 0   K B 	 -,E  'D13'D)  JAHB  1 0 0   CJDH  ('J*	 O   t a m a n h o   d a   m e n s a g e m   e x c e d e   1 0 0   K B 	 M e s a j   b o y u t u   1 0 0   K B ' 1  g e  i y o r 	 M 	 U k u r a n   p e s a n   m e l e b i h i   1 0 0   K B 	 S a i z   m e s e j   m e l e b i h i   1 0 0   K B 	 8		&	G	6	  		>	0	  1 0 0   K B   8	G	  	'	?		  9	H			 	 	 	 A z    z e n e t   n a g y o b b   m i n t   1 0 0   K B 	 	 	 	 B e r i c h t   i s   g r o t e r   d a n   1 0 0   k B 	 	 	 D e p _i r e   d i m e n s i u n e   m e s a j   1 0 0   K B 	 	 	       1 0 0 K B 	 	 	 'F/'2G  ~'E  '2  1 0 0   DH('*  E*,'H2  '3*	 	 	 							  				  			  					  					 	 	 	 	 	 	 	 	 B o o d s k a p g r o o t t e   o o r s k r y   1 0 0   K B 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d a   m e n s a g e m   e x c e d e   1 0 0   K B 
 
 S T R _ I D _ U M M S _ S I Z E _ E X C E E D S _ 3 0 0 K 	 U M M S 	 P O P U P 	 M e s s a g e   s i z e   e x c e e d s   3 0 0   K B 	 M e s s a g e   s i z e   e x c e e d s   3 0 0   K B 	 
o`'Y\]N3 0 0 K B 	 Oo`'Y\]Ǐ3 0 0 K B 	 2I-'2!@4  3 0 0   K B 	 E l   m e n s a j e   s o b r e p a s a   l o s   3 0 0   K B 	 L a   t a i l l e   d u   m e s s a g e   d  p a s s e   3 0 0   K o 	 M i t t e i l u n g s g r   e    b e r s c h r e i t e t   3 0 0   K B 	  07<5@  A>>1I5=8O  ?@52KH05B  3 0 0   	 L a   d i m e n s i o n e   m a s s i m a   s u p e r a   i   3 0 0   K B 	 -,E  'D13'D)  JAHB  3 0 0   CJDH  ('J*	 O   t a m a n h o   d a   m e n s a g e m   e x c e d e   3 0 0   K B 	 M e s a j   b o y u t u   3 0 0   K B ' 1  g e  i y o r 	 K h  n g   t h   n h n   k h  a   D R M 	 U k u r a n   p e s a n   m e l e b i h i   3 0 0   K B 	 S a i z   m e s e j   m e l e b i h i   3 0 0   K B 	 8		&	G	6	  		>	0	  3 0 0   K B   8	G	  	'	?		  9	H			 	 	 	 A z    z e n e t   n a g y o b b   m i n t   3 0 0   K B 	 	 	 	 B e r i c h t   i s   g r o t e r   d a n   3 0 0   k B 	 	 	 D e p _i r e   d i m e n s i u n e   m e s a j   3 0 0   K B 	 	 	       3 0 0   K B 	 	 	 'F/'2G  ~'E  '2  3 0 0   DH('*  E*,'H2  '3*	 	 	 							  				  			  					  					 	 	 	 	 	 	 	 	 B o o d s k a p g r o o t t e   o o r s k r y   3 0 0   K B 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d a   m e n s a g e m   e x c e d e   3 0 0   K B 
 
 S T R _ I D _ U M M S _ S I Z E _ E X C E E D S _ 6 0 0 K 	 U M M S 	 P O P U P 	 M e s s a g e   s i z e   e x c e e d s   6 0 0   K B 	 M e s s a g e   s i z e   e x c e e d s   6 0 0   K B 	 
o`'Y\]N6 0 0 K B 	 Oo`'Y\]Ǐ6 0 0 K B 	 2I-'2!@4  6 0 0   K B 	 E l   m e n s a j e   s o b r e p a s a   l o s   6 0 0   K B 	 L a   t a i l l e   d u   m e s s a g e   d  p a s s e   6 0 0   K o 	 M i t t e i l u n g s g r   e    b e r s c h r e i t e t   6 0 0   K B 	  07<5@  A>>1I5=8O  ?@52KH05B  6 0 0   	 L a   d i m e n s i o n e   m a s s i m a   s u p e r a   i   6 0 0   K B 	 -,E  'D13'D)  JAHB  6 0 0   CJDH  ('J*	 O   t a m a n h o   d a   m e n s a g e m   e x c e d e   6 0 0   K B 	 M e s a j   b o y u t u   6 0 0   K B ' 1  g e  i y o r 	 C  i   l  m   t a i   n g h e   B l u e t o o t h   m c   n h ? 	 U k u r a n   p e s a n   m e l e b i h i   6 0 0   K B 	 S a i z   m e s e j   m e l e b i h i   6 0 0   K B 	 8		&	G	6	  		>	0	  6 0 0   K B   8	G	  	'	?		  9	H			 	 	 	 A z    z e n e t   n a g y o b b   m i n t   6 0 0   K B 	 	 	 	 B e r i c h t   i s   g r o t e r   d a n   6 0 0   k B 	 	 	 D e p _i r e   d i m e n s i u n e   m e s a j   6 0 0   K B 	 	 	       6 0 0   K B 	 	 	 'F/'2G  ~'E  '2  6 0 0   DH('*  E*,'H2  '3*	 	 	 							  				  			  					  					 	 	 	 	 	 	 	 	 B o o d s k a p g r o o t t e   o o r s k r y   6 0 0   K B 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d a   m e n s a g e m   e x c e d e   6 0 0   K B 
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ I M A G E _ S I Z E _ E X C E E D S 	 U M M S 	 P O P U P 	 J P G   o r   G I F   P i c t u r e   u p t o   3 0 0   K B   a l l o w e d 	 J P G   o r   G I F   P i c t u r e   u p t o   3 0 0   K B   a l l o w e d 	 WGrJ P G bG I F 	AQ1v g'Y:\[p3 0 0 K B 	 VGrJ P G bG I F 	AQv g'Y:\[/f3 0 0 K B 	 -8
2 2  J P G   +#7-  G I F   5H!526  3 0 0   K B   	 S e   p e r m i t e   u n a   i m a g e n   J P G   o   G I F   d e   h a s t a   3 0 0   K B 	 I m a g e   J P G   o u   G I F   j u s q u '    3 0 0   K o   a u t o r i s  e 	 J P G -   o d e r   G I F - B i l d   b i s   3 0 0   K B   z u g e l a s s e n 	 >?CA:0NBAO  J P G   8;8  G I F   87>1@065=8O  4>  3 0 0   	 S o n o   a m m e s s e   i m m a g i n i   J P G   o   G I F   f i n o   a   3 0 0   K B 	 JO3E-  (5H1  J P G   #H  G I F   -*I  3 0 0   CJDH  ('J*	 I m a g e m   J P G   o u   G I F   p e r m i t i d a   a t    3 0 0   K B 	 3 0 0   K B ' a   k a d a r   J P G   v e y a   G I F   R e s i m l e r i n e   i z i n   v e r i l i r 	 C  i   t   t i n   q u n g   b  	 G a m b a r   J P G   a t a u   G I F   h i n g g a   3 0 0   K B   d i b o l e h k a n 	 G a m b a r   J P G   a t a u   G I F   s e h i n g g a   3 0 0   K B   d i b e n a r k a n 	 J P G   /	>	  G I F   	?	$	M	0	  	@	  3 0 0     K B   $		  	(	A	.	$	?	  9	H		 	 	 	 L e g f e l j e b b   3 0 0   K B   m  r e t q  J P G   v a g y   G I F   k  p   e n g e d  l y e z e t t 	 	 	 	 J P G   o f   G I F   t e r   g r o o t t e   v a n   m a x i m a a l   3 0 0   k B   t o e g e s t a a n 	 	 	 I m a g i n e   J P G   s a u   G I F   m a x i m   3 0 0   K B 	 	 	     J P G     G I F       3 0 0 K B 	 	 	 *5H1  J P G   '  G I F   *'  3 0 0   DH('*  E,'2  '3*	 	 	 			  				  							  						  		  						  				  						  				  						 	 	 	 	 	 	 	 	 J P G -   o f   G I F - p r e n t   t o t   e n   m e t   3 0 0   K B   t o e g e l a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r m i t i d a   i m a g e m   J P G   o u   G I F   a t    3 0 0   K B 
 
 S T R _ I D _ U M M S _ W A P _ M A X _ S I Z E _ A L L O W E D 	 U M M S 	 P O P U P 	 m a x i m u m   s i z e   a l l o w e d   i n   W A P   c o n n e c t i o n 	 W A P   c o n n e c t i o n   c a n   n o t   s e n d   M M S   a b o v e 	 W A P #P}-NAQ1PYZԚ
o`v g'Y:\[p	 W A P ޏc-NAQSi_Ov g'Y:\[/f	 2#@
7H-!H-  W A P   D!H*2!2#*H  M M S   I2DI	 L a   c o n e x i  n   W A P   n o   p u e d e   e n v i a r   e l   M M S   d e   a r r i b a 	 L a   c o n n e x i o n   W A P   n e   p e u t   p a s   e n v o y e r   l e   M M S   c i - d e s s u s 	 W A P - V e r b i n d u n g   k a n n   o b i g e   M M S   n i c h t   s e n d e n 	 W A P   A>548=5=85  =5  ?>445@68205B  >B?@02:C  M M S   1>;55	 L a   c o n n e s s i o n e   W A P   n o n      i n   g r a d o   d i   i n v i a r e   M M S 	 D'  J3E-  '*5'D  W A P   (%13'D  13'&D  H3'&7  E*9//)  #C(1  EF	 A   l i g a   o   W A P   n  o   c o n s e g u e   e n v i a r   a   M M S   a c i m a 	 W A P   b a l a n t 1s 1  M M S ' i   g  n d e r e m i y o r 	 C  i   t 	 S a m b u n g a n   W A P   t i d a k   d a p a t   m e n g i r i m   M M S   d i   a t a s 	 S a m b u n g a n   W A P   t i d a k   b o l e h   m e n g h a n t a r   M M S   d i   a t a s 	 W A P   	(	G		M	6	(	      8	G	  	'	?		  M M S   (	9	@		  -	G		  8		$	>		 	 	 	 A   W A P   k a p c s o l a t o n   n e m   k  l d h e t Q  M M S ,   a m i   n a g y o b b   m i n t : 	 	 	 	 W A P - v e r b i n d i n g   k a n   b o v e n s t a a n d e   M M S   n i e t   v e r z e n d e n 	 	 	 C o n e x i u n e a   W A P   n u   p o a t e   t r i m i t e   M M S - u l   d e   m a i   s u s 	 	 	           - M M S     W A P 	 	 	 '*5'D  W A P   FE*H'F/  M M S   ('D'  1'  (A13*/	 	 	 				  						  									  						  				  						  						  				  		  	 	 	 	 	 	 	 	 	 W A P - v e r b i n d i n g   k a n   n i e   M M S   h i e r b o   s t u u r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   c o n e x  o   W A P   n  o   p o d e   e n v i a r   M M S   a c i m a 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ S I Z E _ L I M I T 	 U M M S 	 I C O N T E X T 	 M M S   s i z e   l i m i t 	 M M S   s i z e   l i m i t 	 
o`'Y\P6R	 i_O'Y\P6R	 5312  M M S   	 L  m i t e   d e     t a m a  o   d e     M M S   	 L i m i t e   d e   t a i l l e   M M S 	 M M S - G r   e n g r e n z e 	 0:A8<0;L=K9  @07<5@  M M S 	 L i m i t e   d i m e n s i o n i   M M S 	 'D-/  'D#B5I  D-,E  13'D)  'DH3'&7  'DE*9//)  	 T a m a n h o   l i m i t e   d e   M M S 	 M M S   b o y u t   s 1n 1r 1	 L u   t r 	 B a t a s   u k u r a n   M M S 	 H a d   s a i z   M M S 	 M M S   		>	0	  8	@	.	>		 	 	 	 M M S   m  r e t k o r l  t 	 	 	 	 m a x i m a l e   M M S - g r o o t t e 	 	 	 L i m i t   d i m e n s i u n e   M M S 	 	 	     M M S 	 	 	 E-/H/*  'F/'2G  M M S 	 	 	 						  						  				  	 	 	 	 	 	 	 	 	 M M S - g r o o t t e p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i m i t e   d e   t a m a n h o   d e   M M S 
 
 S T R _ I D _ U M M S _ S E N D _ M M S _ T H R _ W A P _ C O N N _ C O N T I N U E 	 U M M S 	 P O P U P C O N F I R M 	 S e n d   M M S   u s i n g   W A P   c o n n e c t i o n ? 	 S e n d   M M S   u s i n g   W A P   c o n n e c t i o n ? 	 O(uW A P #P}PYZԚ
o`	 O(uW A P ޏcSi_O	 *H  M M S   B"C
I2#@
7H-!H-  W A P ? 	  E n v i a r   M M S   u s a n d o   l a   c o n e x i  n   W A P ? 	 E n v o y e r   l e   M M S   e n   u t i l i s a n t   l a   c o n n e x i o n   W A P   ? 	 M M S   m i t   W A P - V e r b i n d u n g   s e n d e n ? 	 B?@028BL  M M S   G5@57  W A P   A>548=5=85? 	 I n v i a r e   M M S   t r a m i t e   c o n n e s s i o n e   W A P ? 	 %13'D  13'&D  'DH3'&7  'DE*9//)  ('3*./'E  '*5'D  W A P 	 E n v i a r   M M S   u t i l i z a n d o   l i g a   o   W A P ? 	 M M S ,   W A P   b a l a n t 1s 1  k u l l a n 1l a r a k   m 1  g  n d e r i l s i n ? 	 C  i   t   c h i a   s 	 K i r i m   M M S   m e n g g u n a k a n   s a m b u n g a n   W A P ? 	 H a n t a r   M M S   m e n g g u n a k a n   s a m b u n g a n   W A P ? 	 W A P   	(	G		M	6	(	  	>	  		*	/	K		  	0		G	  M M S   -	G		G		? 	 	 	 	 M M S   k  l d  s e   W A P   k a p c s o l a t o n ? 	 	 	 	 M M S   v e r z e n d e n   m e t   W A P - v e r b i n d i n g ? 	 	 	 T r i m i t e r e   M M S   p r i n   c o n e x i u n e   W A P ? 	 	 	   M M S       W A P ? 	 	 	 M M S   *H37  '*5'D  W A P   A13*'/G  4H/	 	 	 				  						  							  			  						  					  	 	 	 	 	 	 	 	 	 S t u u r   M M S   m e t   b e h u l p   v a n   W A P - v e r b i n d i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   M M S   u s a n d o   a   c o n e x  o   W A P ? 
 
 S T R _ I D _ U M M S _ M M S _ S E N D _ E X C E E D _ S I Z E _ L I M I T 	 U M M S 	 P O P U P 	 M M S   e x c e e d s   s e n d   l i m i t 	 M M S   e x c e e d s   s e n d   l i m i t 	 YZԚ
o`NPP6R	 i_OǏSP6R	 M M S   @45312#*H	 E l   M M S   s o b r e p a s a   e l   l  m i t e   d e   e n v  o 	 L e   M M S   d  p a s s e   l a   l i m i t e   d ' e n v o i 	 M M S    b e r s c h r e i t e t   S e n d e g r e n z e 	 M M S   ?@52KH05B  4>?CAB8<K9  4;O  >B?@02:8  @07<5@	 L ' M M S   s u p e r a   i l   l i m i t e   d i   i n v i o 	 13'D)  'DH3'&7  'DE*9//)  **,'H2  -/  'D%13'D	 A   M M S   e x c e d e   o   l i m i t e   d e   e n v i o 	 M M S   g  n d e r m e   s 1n 1r 1n 1  a _1y o r 	 G i y   p h  p 	 M M S   m e l e b i h i   b a t a s   p e n g i r i m a n 	 M M S   m e l e b i h i   h a d   k i r i m a n 	 M M S   -	G		(	G	  	@	  8	@	.	>	  8	G	  	'	?		  9	H		 	 	 	 A z   M M S   m  r e t e   m e g h a l a d j a   a   k o r l  t o t 	 	 	 	 M M S   i s   g r o t e r   d a n   v e r z e n d m a x i m u m 	 	 	 M M S - u l   d e p _e _t e   l i m i t a   d e   t r i m i t e r e 	 	 	     - M M S       	 	 	 'F/'2G  M M S   '2  3BA  E,'2  A1'*1  1A*G  '3*	 	 	 						  								  				  							  				 	 	 	 	 	 	 	 	 M M S   o o r s k r y   s t u u r - p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M M S   e x c e d e   l i m i t e   d e   e n v i o 
 
 S T R _ I D _ U M M S _ M A R K _ A S _ R E A D 	 U M M S 	 I C O N T E X T 	 M a r k   a s   r e a d 	 M a r k   a s   r e a d 	 jp]	 h:N]	 3@#7H-+!2"'H2-H2A%I'	 M a r c a r   c o m o   l e  d o 	 M a r q u    c o m m e   l u 	 A l s   G e l e s e n   m a r k i e r e n 	 B<5B8BL  :0:  ?@>GB5==>5	 C o n t r a s s e g n a   c o m e   l e t t o 	 *-/J/  CEB1H!)	 M a r c a r   c o m o   l i d a 	 O k u n d u   o l a r a k   i _a r e t l e 	 V   t r    h  n h 	 T a n d a i   t e l a h   d i b a c a 	 P i l i h   s e b a g a i   d i b a c a 	 *	 	?	$	  0	B	*	  .	G		  	?	(	M	9	?	$	  	0	G			 	 	 	 M e g j e l  l  s   o l v a s o t t k  n t 	 	 	 	 M a r k e r e n   a l s   g e l e z e n 	 	 	 M a r c a r e   c a   c i t i t 	 	 	   	 	 	 9D'E*0'1  (9FH'F  .H'F/G  4/G	 	 	 				  						  							  				  	 	 	 	 	 	 	 	 	 M e r k   a s   g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   c o m o   l i d o 
 
 S T R _ I D _ U M M S _ M A R K _ A S _ U N R E A D 	 U M M S 	 I C O N T E X T 	 M a r k   a s   u n r e a d 	 M a r k   a s   u n r e a d 	 jp*g	 h:N*g	 3@#7H-+!2"'H2"1D!H-H2	 m a r c a r   c o m o   n o   l e  d o 	 M a r q u    c o m m e   n o n   l u 	 A l s   U n g e l e s e n   m a r k i e r e n 	 B<5B8BL  :0:  =5?@>GB5==>5	 C o n t r a s s e g n a   c o m e   n o n   l e t t o 	 *-/J/  C:J1  EB1H!)	 M a r c a r   c o m o   n  o   l i d a 	 O k u n m a d 1  o l a r a k   i _a r e t l e   	 G i y   p h  p   c h i a   s 	 T a n d a i   b e l u m   d i b a c a 	 P i l i h   s e b a g a i   t i d a k   d i b a c a 	 	*	 	?	$	  0	B	*	  .	G		  	?	(	M	9	?	$	  	0	G			 	 	 	 M e g j e l  l  s   o l v a s a t l a n k  n t 	 	 	 	 A l s   o n g e l e z e n   m a r k e r e n 	 	 	 M a r c a r e   c a   n e c i t i t 	 	 	     	 	 	 9D'E*0'1  (9FH'F  .H'F/G  F4/G	 	 	 					  						  							  				  	 	 	 	 	 	 	 	 	 M e r k   a s   o n g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   c o m o   n  o   l i d o 
 
 S T R _ I D _ U M M S _ F R O M _ S I M 1 	 U M M S 	 I C O N T E X T 	 O p t i o n   t o   s e l e c t   S I M 1   t o   S e n d   M M S 	 F r o m   S I M 1 	 _S I M aS1 	 NS I M aS1 	 24!1 	 D e s d e   S I M 1   	 D e   S I M 1 	 V o n   S I M   1 	 !  S I M 1 	 D a   S I M 1 	 EF  S I M 1 	 D o   S I M   1 	 S I M 1 ' d e n   	 V   t r    c h i a   s   h  n h 	 D a r i   S I M 1 	 D a r i   S I M 1 	 S I M 1   8	G		 	 	 	 S I M 1 - r Ql 	 	 	 	 V a n   S I M 1 	 	 	 D e   p e   S I M 1 	 	 	 - S I M 1 	 	 	 '2  S I M 1 	 	 	 				  				 	 	 	 	 	 	 	 	 V a n a f   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 1 
 
 S T R _ I D _ U M M S _ F R O M _ S I M 2 	 U M M S 	 I C O N T E X T 	 O p t i o n   t o   s e l e c t   S I M 2   t o   S e n d   M M S 	 F r o m   S I M 2 	 _S I M aS2 	 NS I M aS2 	 24!2 	 D e s d e   S I M 2 	 D e   S I M 2 	 V o n   S I M   2 	 !  S I M 2 	 D a   S I M 2 	 EF  2 I M S 	 D o   S I M   2 	 S I M 2 ' d e n   	 T h o  t   m t   k t   n i   t h i t   b    m   t h a n h   k h  c ? 	 D a r i   S I M 2 	 D a r i   S I M 2 	 S I M   2   8	G		 	 	 	 S I M 2 - r Ql 	 	 	 	 V a n   S I M 2 	 	 	 D e   p e   S I M 2 	 	 	 - S I M 2 	 	 	 '2  S I M 2 	 	 	 				  				 	 	 	 	 	 	 	 	 V a n a f   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 2 
 
 S T R _ I D _ U M M S _ D O W N L O A D _ F R O M _ S I M 1 	 U M M S 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   t o   d o w n l o a d   M M S   u s i n g   S I M 1 	 S I M 2   n o t   a v a i l a b l e .   U s e   S I M 1 ? 	 S I M aS2 
NS(u/f&TO(uS I M aS1 N		 S I M aS2 
NS(u/f&TO(uS I M aS1 N}	 4!2   C
ID!HDI  C
I4!1 ? 	 S I M 2   n o   d i s p o n i b l e ,    u s a r   S I M 1 ? 	 S I M 2   i n d i s p o n i b l e .   U t i l i s e r   S I M 1   ? 	 S I M   2   n i c h t   v e r f  g b a r .   S I M   1   v e r w e n d e n ? 	 S I M 2   =54>ABC?=0.   A?>;L7>20BL  S I M 1 ? 	 S I M 2   n o n   d i s p o n i b i l e .   U s a r e   S I M 1 ? 	 (7'B)  S I M 2   :J1  E*'-).   '3*./'E  (7'B)  S I M 1 ? 	 S I M   2   n  o   d i s p o n  v e l .   U t i l i z a r   o   S I M   1 ? 	 S I M 2   h a z 1r   d e i l .   S I M 1 ' i   k u l l a n ? 	 a   c h   c a   t  i 	 S I M 2   t i d a k   t e r s e d i a .   G u n a k a n   S I M 1 ? 	 S I M 2   t i d a k   t e r s e d i a .   G u n a   S I M 1 ? 	 S I M 2   		*	2	,	M	'	  (	9	@		  9	H	.   S I M 1   	8	M	$	G	.	>	2	  	0	G		? 	 	 	 	 A   S I M 2   n e m   e l  r h e t Q.   H a s z n  l j a   a   S I M 1 - e t ? 	 	 	 	 S I M   2   n i e t   b e s c h i k b a a r .   S I M   1   g e b r u i k e n ? 	 	 	 C a r t e l a   S I M 2   n u   e s t e   d i s p o n i b i l .   U t i l i z a ci   c a r t e l a   S I M 1 ? 	 	 	 S I M 2     .     - S I M 1 ? 	 	 	 S I M 2   /1  /3*13  F3*.   S I M 1   ('1  1H/	 	 	 				  					  						  		d	  				  							  					? 	 	 	 	 	 	 	 	 	 S I M 2   n i e   b e s k i k b a a r   n i e .   G e b r u i k   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2   n  o   d i s p o n  v e l .   U s a r   S I M 1 ? 
 
 S T R _ I D _ U M M S _ D O W N L O A D _ F R O M _ S I M 2 	 U M M S 	 P O P U P C O N F I R M 	 C o n f i r m a t i o n   t o   d o w n l o a d   M M S   u s i n g   S I M 	 S I M 1   n o t   a v a i l a b l e .   U s e   S I M 2 ? 	 S I M aS1 
NS(u/f&TO(uS I M aS2 N		 S I M aS1 
NS(u/f&TO(uS I M aS2 N}	 4!1   C
ID!HDI  C
I4!2 ? 	 S I M 1   n o   d i s p o n i b l e ,    u s a r   S I M 2 1 ? 	 S I M 1   i n d i s p o n i b l e .   U t i l i s e r   S I M 2   ? 	 S I M   1   n i c h t   v e r f  g b a r .   S I M   2   v e r w e n d e n ? 	 S I M 1   =54>ABC?=0.   A?>;L7>20BL  S I M 2 ? 	 S I M 1   n o n   d i s p o n i b i l e .   U s a r e   S I M 2 ? 	 (7'B)  S I M 1   :J1  E*'-).   '3*./'E  (7'B)  S I M 2 ? 	 S I M   1   n  o   d i s p o n  v e l .   U t i l i z a r   o   S I M   2 ? 	 S I M 1   h a z 1r   d e i l .   S I M 2 ' y i   k u l l a n ? 	    n h n   t t   c   c  c   f i l e 	 S I M 1   S I M 1   t i d a k   t e r s e d i a .   G u n a k a n   S I M 2 ? 	 S I M 1   t i d a k   t e r s e d i a .   G u n a   S I M 2 ? 	 S I M 1   		*	2	,	M	'	  (	9	@		  9	H	.   S I M 2   	8	M	$	G	.	>	2	  	0	G		? 	 	 	 	 A   S I M 1   n e m   e l  r h e t Q.   H a s z n  l j a   a   S I M 2 - t ? 	 	 	 	 S I M   1   n i e t   b e s c h i k b a a r .   S I M   2   g e b r u i k e n ? 	 	 	 C a r t e l a   S I M 1   n u   e s t e   d i s p o n i b i l .   U t i l i z a ci   c a r t e l a   S I M 2 ? 	 	 	 S I M 1     .     - S I M 2 ? 	 	 	 S I M 1   /1  /3*13  F3*.   S I M 2   ('1  1H/	 	 	 				  					  						  		d	  				  							  					? 	 	 	 	 	 	 	 	 	 S I M 1   n i e   b e s k i k b a a r   n i e .   G e b r u i k   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2   n  o   d i s p o n  v e l .   U s a r   S I M 2 ? 
 
 S T R _ I D _ U M M S _ N E W _ M M S _ F R O M _ S I M 1 	 U M M S 	 P O P U P 	 C o n c a t e n a t e   ' ( S I M 1 ) '   w i t h   ' N e w   M M S   M e s s a g e '   t o   s h o w   R e c e i v i n g   S I M 	 ( S I M 1 ) 	 S I M aS1 		 S I M aS1 		 ( 4!1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M   1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	    h i n   t h   m t   p h n   n i   d u n g 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 	 	 	 ( S I M 1 ) 	 	 	 	 ( S I M 1 ) 	 	 	 ( S I M 1 ) 	 	 	 ( S I M 1 ) 	 	 	 ( S I M 1 ) 	 	 	 ( 				) 	 	 	 	 	 	 	 	 	 ( S I M 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( S I M 1 ) 
 
 S T R _ I D _ U M M S _ N E W _ M M S _ F R O M _ S I M 2 	 U M M S 	 P O P U P 	 C o n c a t e n a t e     ' ( S I M 2 ) '   w i t h   ' N e w   M M S   M e s s a g e '   t o   s h o w   R e c e i v i n g   S I M 	 ( S I M 2 ) 	 S I M aS2 		 S I M aS2 		 ( 4!2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M   2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	    n h n 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 	 	 	 ( S I M 2 ) 	 	 	 	 ( S I M 2 ) 	 	 	 ( S I M 2 ) 	 	 	 ( S I M 2 ) 	 	 	 ( S I M 2 ) 	 	 	 ( 				) 	 	 	 	 	 	 	 	 	 ( S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( S I M 2 ) 
 
 S T R _ I D _ U M M S _ M E S S A G E _ S E T T I N G S _ C O M M O N _ S E T T I N G S 	 U M M S 	 T I T L E ,   I C O N T E X T 	 C o m m o n   s e t t i n g s 	 C o m m o n   s e t t i n g s 	  N,-[	  N,n	 2#1IH21H'D	 C o n f i g u r a c i  n   c o m  n   	 R  g l a g e s   c o m m u n s 	 A l l g e m e i n e   E i n s t e l l u n g e n 	 1I85  =0AB@>9:8	 I m p o s t a z i o n i   s t a n d a r d 	 'D%9/'/'*  'D9'E)	 D e f i n i   e s   c o m u n s 	 G e n e l   a y a r l a r 	 N  n g   c a o 	 P e n g a t u r a n   u m u m 	 S e t i n g   b i a s a 	 8	>	.	>	(	M	/	  8	G		?			M	8	  	 	 	 	 K  z  s   b e  l l  t  s o k 	 	 	 	 G e m e e n s c h a p p e l i j k e   i n s t e l l i n g e n 	 	 	 S e t r i   c o m u n e 	 	 	   	 	 	 *F8JEG'  E4*1C	 	 	 						  						  	 	 	 	 	 	 	 	 	 A l g e m e n e   i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   c o m u n s 
 
 S T R _ I D _ U M M S _ M O V E D 	 U M M S 	 P O P U P 	 M e s s a g e   h a s   b e e n   m o v e d 	 M o v e d 	 ],dy	 ]yR	 "I2"A%I'	 M o v i d o   	 D  p l a c    	 V e r s c h o b e n 	 5@5<5I5=>	 S p o s t a t o 	 *E  'DFBD	 M o v i d a 	 T a _1n d 1	 T r u y n   f i l e 	 D i p i n d a h k a n 	 D i p i n d a h 	 8	M	%	>	(	>		$	0	?	$		 	 	 	  t h e l y e z v e 	 	 	 	 V e r p l a a t s t 	 	 	 M u t a t 	 	 	 	 	 	 ,'(,'  4/	 	 	 				  					  	 	 	 	 	 	 	 	 	 G e s k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v i d o 
 
 S T R _ I D _ U M M S _ I N B O X 	 U M M S 	 P O P U P C O N F I R M 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 *Rd6eN{-NvhQ
o`	  Rd6eN{-NvhQOo`	 %I-'2!1I+!2%H-2@I2? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e l   b u z  n   d e   e n t r a d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d e   r  c e p t i o n   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  E>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   a r r i v o ? 	 -0A  ,EJ9  'D13'&D  EF  " 5F/HB  'DH'1/" 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r ? 	 G e l e n   K u t u s u n d a k i   m e s a j l a r 1  s i l ? 	 D u y t   t  m   h  n h 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   m a s u k ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   M a s u k ? 	 	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   B e  r k e z e t t    z e n e t e k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   v a n   P o s t v a k   i n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e ? 	 	 	               ? 	 	 	 GEG  ~'EG'  /1'A*  -0A  4HF/	 	 	 						  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   i n   I n b u s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   e n t r a d a ? 
 
 S T R _ I D _ U M M S _ O U T B O X 	 U M M S 	 P O P U P C O N F I R M 	 D e l e t e   a l l   m e s s a g e s   f r o m   O u t b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   O u t b o x ? 	 *Rd[N{-NvhQ
o`	  RdSN{-NvhQOo`	 %I-'2!1I+!2%H-2--? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e l   b u z  n   d e   s a l i d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d ' e n v o i   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t a u s g a n g   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  AE>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   u s c i t a ? 	 -0A  ,EJ9  'D13'&D  EF  " 5F/HB  'D5'/1" 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   e n v i a r ? 	 G i d e n   K u t u s u n d a k i   m e s a j l a r 1  s i l ? 	 a n g   k t   n i 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   k e l u a r ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   K e l u a r ? 	 				,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   P o s t  z a n d     z e n e t e k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   v a n   P o s t v a k   u i t   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e    n   c u r s   d e   t r i m i t e r e ? 	 	 	               ? 	 	 	 GEG  ~'EG'  A13*'/F  -0A  4HF/	 	 	 							  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   i n   U i t b u s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   s a  d a ? 
 
 S T R _ I D _ U M M S _ D R A F T 	 U M M S 	 P O P U P C O N F I R M 	 D e l e t e   a l l   m e s s a g e s   f r o m   D r a f t s ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   D r a f t s ? 	 *RdI?z-NvhQ
o`	  RdI?z-NvhQOo`	 %I-'2!1I+!2A#H2? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e l   b u z  n   d e   b o r r a d o r e s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B r o u i l l o n s   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e n   E n t w  r f e n   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  '5@=>28:8? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l e   b o z z e ? 	 -0A  ,EJ9  'D13'&D  EF  " 'DE3H/'*" 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   R a s c u n h o s ? 	 T a s l a k l a r   K l a s  r  n d e k i   m e s a j l a r 1  s i l ? 	 H i   t h o i 	 H a p u s   s e m u a   p e s a n   d a r i   K o n s e p ? 	 H a p u s   s e m u a   m e s e j   d a r i   D r a f ? 	 .	8	L	&	G	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   p i s z k o z a t o k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   v a n   C o n c e p t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   s c h i ce l e ? 	 	 	           ? 	 	 	 GEG  ~'EG'  ~4  FH3  -0A  4HF/	 	 	 						  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   i n   K o n s e p t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   R a s c u n h o s ? 
 
 S T R _ I D _ U M M S _ S E N T 	 U M M S 	 P O P U P C O N F I R M 	 D e l e t e   a l l   m e s s a g e s   f r o m   S e n t   m e s s a g e s ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   S e n t   m e s s a g e s ? 	 *Rd[NPN-NvhQ
o`	  Rd]SOo`-NvhQOo`	 %I-'2!1I+!2I-'2!5H*HA%I'? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e l   b u z  n   d e   m e n s a j e s   e n v i a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   M e s s a g e s   e n v o y  s   ? 	 A l l e   g e s e n d e t e n   M i t t e i l u n g e n   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  B?@02;5==K5? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n v i a t i ? 	 -0A  ,EJ9  'D13'&D  EF  " 'D13'&D  'DE13D)" 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   E n v i a d a s ? 	 G  n d e r i l e n   M e s a j l a r   K u t u s u n d a k i   m e s a j l a r 1  s i l ? 	 N g i   k i a   n  i 	 H a p u s   s e m u a   p e s a n   d a r i   P e s a n   t e r k i r i m 	 H a p u s   s e m u a   m e s e j   d a r i   m e s e j   D i h a n t a r ? 	 -	G		G	  		  8		&	G	6	K		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a z   E l k  l d  t t   e l e m e k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   v a n   V e r z o n d e n   b e r i c h t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   t r i m i s e ? 	 	 	           ? 	 	 	 GEG  ~'EG'  A13*'/G  4/G  -0A  4HF/	 	 	 							  										  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   i n   G e s t u u r d e   b o o d s k a p p e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d e   m e n s a g e n s   e n v i a d a s ? 
 
 S T R _ I D _ U M M S _ A R C H I V E 	 U M M S 	 P O P U P C O N F I R M 	 D e l e t e   a l l   m e s s a g e s   f r o m   A r c h i v e ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   A r c h i v e ? 	 *Rdǌe>Y-NvhQ
o`	  RdeN9Y-NvhQOo`	 %I-'2!1I+!25H@G2'#? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   a r c h i v a d o s ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   A r c h i v e   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   A r c h i v   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  @E82? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   d a l l  a r c h i v i o ? 	 -0A  ,EJ9  'D13'&D  EF  " 'D#14JA" 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A r q u i v o ? 	 A r _i v d e k i   m e s a j l a r 1  s i l ? 	 T  i   n  i 	 H a p u s   s e m u a   p e s a n   d a r i   A r s i p ? 	 H a p u s   s e m u a   m e s e j   d a r i   A r k i b ? 	 *	A	0	>	2	G		  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .   p a r t n e r   t  r l .   a z   A r c h  v u m b  l ? 	 	 	 	 A l l e   b e r i c h t e n   v a n   A r c h i e f   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   d i n   a r h i v ? 	 	 	           ? 	 	 	 GEG  ~'EG'  (''F  -0A  4H/	 	 	 							  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   i n   A r g i e f ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d o   a r q u i v o   c o m p a c t a d o ? 
 
 S T R _ I D _ U M M S _ U S E R _ D E F _ T E M P L 	 U M M S 	 P O P U P C O N F I R M 	 D e l e t e   a l l   t h e   u s e r   d e f i n e d   t e m p l a t e s ? 	 D e l e t e   a l l   t h e   u s e r   d e f i n e d   t e m p l a t e s ? 	 *RdO(uvhQ{,g	  Rd(u7bꁚ[INvhQ!jg	 %@!@%5H3+B"9IC
I1I+!? 	  B o r r a r   t o d a s   l a s   t a b l a s   d e f i n i d a s   p o r   e l   u s u a r i o ? 	 E f f a c e r   t o u s   l e s   m o d  l e s   d  f i n i s   p a r   l ' u t i l i s a t e u r   ? 	 A l l e   b e n u t z e r d e f i n i e r t e n   V o r l a g e n   l  s c h e n ? 	 #40;8BL  2A5  7040==K5  ?>;L7>20B5;5<  H01;>=K? 	 E l i m i n a r e   t u t t i   i   m o d e l l i   d e f i n i t i   d a l l  u t e n t e ? 	 -0A  ,EJ9  'DFE'0,  'DE-//)  EF  B(D  'DE3*./E	 E l i m i n a r   t o d o s   o s   m o d e l o s   d e f i n i d o s   p e l o   u t i l i z a d o r ? 	 T  m   k u l l a n 1c 1  t a r a f 1n d a n   b e l i r l e n e n   _a b l o n l a r 1  s i l ? 	 N h 	 H a p u s   s e m u a   t e m p l a t e   y a n g   d i t e n t u k a n   p e n g g u n a ? 	 H a p u s   s e m u a   t e m p l a t   d i t a k r i f k a n   p e n g g u n a ? 	 8	-	@	  *	M	0	/	K		M	$	>	  	G	.	M	*	M	2	G		M	8	  *	0	?	-	>	7	?	$	  9		>			? 	 	 	 	 T  r l i   a z    s s z e s ,   f e l h a s z n  l     l t a l   d e f i n i  l t   s a b l o n t ? 	 	 	 	 A l l e   d o o r   d e   g e b r u i k e r   g e d e f i n i e e r d e   s j a b l o n e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   _a b l o a n e l e   d e f i n i t e   d e   u t i l i z a t o r ? 	 	 	         ? 	 	 	 GEG  'DHG'  *91A  4/G  '1(1  -0A  4HF/	 	 	 		  											  									  								  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l   d i e   v o r m b r i e w e   d e u r   d i e   g e b r u i k e r   g e s k e p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d o s   o s   m o d e l o s   d e f i n i d o s   p e l o   u s u  r i o ? 
 
 S T R _ I D _ U M M S _ S E N D _ S I M 1 _ U N A V A I L A B L E 	 U M M S 	 U N L I M 	 U n a b l e   t o   s e n d   M M S ,   S I M 1   n o t   a v a i l a b l e . 	 U n a b l e   t o   s e n d ,   S I M 1   n o t   a v a i l a b l e . 	 !qlPS I M aS1 
NS(u	 elSS I M aS1 
NS(u	 D!H*2!2#*HDI,   4!1   C
ID!HDI	 N o   s e   p u e d e   e n v i a r ,   S I M 1   n o   d i s p o n i b l e .   	 I m p o s s i b l e   d ' e n v o y e r ,   S I M 1   i n d i s p o n i b l e . 	 K a n n   n i c h t   s e n d e n ,   S I M   1   n i c h t   v e r f  g b a r . 	 52>7<>6=>  >B?@028BL,   S I M 1   =54>ABC?=0. 	 I m p o s s i b i l e   i n v i a r e ,   S I M 1   n o n   d i s p o n i b i l e . 	 *901  'D%13'D  D#F  (7'B)  S I M 1   :J1  E*'-). 	 N  o      p o s s  v e l   e n v i a r ,   o   S I M   1   n  o   e s t    d i s p o n  v e l . 	 G  n d e r i l e m i y o r ,   S I M 1   h a z 1r   d e i l . 	 T i p   t c   t i   v 	 T i d a k   d a p a t   m e n g i r i m ,   S I M 1   t i d a k   t e r s e d i a . 	 T i d a k   d a p a t   m e n g h a n t a r ,   S I M 1   t i d a k   t e r s e d i a . 	 -	G		(	G	  .	G		  		M	7	.	,   S I M 1   		*	2	,	M	'	  (	9	@		  9	H	. 	 	 	 	 N e m   k  l d h e t Q  e l ,   a   S I M 1   n e m   e l  r h e t Q. 	 	 	 	 K a n   n i e t   v e r z e n d e n ,   S I M   1   n i e t   b e s c h i k b a a r 	 	 	 I m p o s i b i l   d e   e x p e d i a t ,   c a r t e l a   S I M 1   n u   e s t e   d i s p o n i b i l . 	 	 	     ,   S I M 1     . 	 	 	 'E'F  A13*'/F  F3*  S I M 1   /1  /3*13  F3*. 	 	 	 						  					,   				  					  						  		d		 	 	 	 	 	 	 	 	 K a n   n i e   s t u u r   n i e ,   S I M 1   n i e   b e s k i k b a a r   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   e n v i a r ,   S I M 1   n  o   d i s p o n  v e l . 
 
 S T R _ I D _ U M M S _ D O W N L O A D _ S I M 1 _ U N A V A I L A B L E 	 U M M S 	 U N L I M 	 U n a b l e   t o   d o w n l o a d   M M S ,   S I M 1   n o t   a v a i l a b l e . 	 U n a b l e   t o   d o w n l o a d ,   S I M 1   n o t   a v a i l a b l e . 	 !qlN	S I M aS1 
NS(u	 elN}S I M aS1 
NS(u	 D!H*2!2#2'LB+%,   4!1   C
ID!HDI	 N o   s e   p u e d e   d e s c a r g a r ,   S I M 1   n o   d i s p o n i b l e .   	 I m p o s s i b l e   d e   t  l  c h a r g e r ,   S I M 1   i n d i s p o n i b l e . 	 K a n n   n i c h t   h e r u n t e r l a d e n ,   S I M   1   n i c h t   v e r f  g b a r . 	 52>7<>6=>  703@C78BL,   S I M 1   =54>ABC?=0. 	 I m p o s s i b i l e   s c a r i c a r e ,   S I M 1   n o n   d i s p o n i b i l e . 	 *901  'D*F2JD  D#F  (7'B)  S I M 1   :J1  E*'-). 	 N  o      p o s s  v e l   t r a n s f e r i r ,   o   S I M   1   n  o   e s t    d i s p o n  v e l . 	 0n d i r i l e m i y o r ,   S I M 1   h a z 1r   d e i l . 	 C p   n h t   t h  n h   c  n g 	 T i d a k   d a p a t   m e n - d o w n l o a d ,   S I M 1   t i d a k   t e r s e d i a . 	 T i d a k   d a p a t   d i m u a t   t u r u n ,   S I M 1   t i d a k   t e r s e d i a . 	 !	>			(	2	K	!	  	0	(	G	  .	G		  		M	7	.	,   S I M 1   		*	2	,	M	'	  (	9	@		  9	H	. 	 	 	 	 N e m   t  l t h e t Q  l e ,   a   S I M 1   n e m   e l  r h e t Q. 	 	 	 	 K a n   n i e t   d o w n l o a d e n ,   S I M   1   n i e t   b e s c h i k b a a r 	 	 	 I m p o s i b i l   d e   d e s c r c a t ,   c a r t e l a   S I M 1   n u   e s t e   d i s p o n i b i l . 	 	 	     ,   S I M 1     . 	 	 	 'E'F  ('11  F3*  S I M 1   /1  /3*13  F3*. 	 	 	 				  				  					,   				  					  						  		d	  	 	 	 	 	 	 	 	 	 K a n   n i e   a f l a a i   n i e ,   S I M 1   n i e   b e s k i k b a a r   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   f a z e r   d o w n l o a d ,   S I M 1   n  o   d i s p o n  v e l . 
 
 S T R _ I D _ U M M S _ S E N D _ S I M 2 _ U N A V A I L A B L E 	 U M M S 	 U N L I M 	 U n a b l e   t o   s e n d   M M S ,   S I M 2   n o t   a v a i l a b l e . 	 U n a b l e   t o   s e n d ,   S I M 2   n o t   a v a i l a b l e . 	 !qlPS I M aS2 
NS(u	 elSS I M aS2 
NS(u	 D!H*2!2#*H,   4!2   C
ID!HDI	 N o   s e   p u e d e   e n v i a r ,   S I M 2   n o   d i s p o n i b l e .   	 I m p o s s i b l e   d ' e n v o y e r ,   S I M 2   i n d i s p o n i b l e . 	 K a n n   n i c h t   s e n d e n ,   S I M   2   n i c h t   v e r f  g b a r . 	 52>7<>6=>  >B?@028BL,   S I M 2   =54>ABC?=0. 	 I m p o s s i b i l e   i n v i a r e ,   S I M 2   n o n   d i s p o n i b i l e . 	 *901  'D%13'D  D#F  (7'B)  S I M 2   :J1  E*'-). 	 N  o      p o s s  v e l   e n v i a r ,   o   S I M   2   n  o   e s t    d i s p o n  v e l . 	 G  n d e r i l e m i y o r ,   S I M 2   h a z 1r   d e i l . 	 K h  n g   t h   c p   n h t 	 T i d a k   d a p a t   m e n g i r i m ,   S I M 2   t i d a k   t e r s e d i a . 	 T i d a k   d a p a t   m e n g h a n t a r ,   S I M 2   t i d a k   t e r s e d i a . 	 -	G		(	G	  .	G		  		M	7	.	,   S I M 2   		*	2	,	M	'	  (	9	@		  9	H	. 	 	 	 	 N e m   k  l d h e t Q  e l ,   a   S I M 2   n e m   e l  r h e t Q. 	 	 	 	 K a n   n i e t   v e r z e n d e n ,   S I M   2   n i e t   b e s c h i k b a a r 	 	 	 I m p o s i b i l   d e   e x p e d i a t ,   c a r t e l a   S I M 2   n u   e s t e   d i s p o n i b i l . 	 	 	     ,   S I M 2     . 	 	 	 'E'F  A13*'/F  F3*  S I M 2   /1  /3*13  F3*. 	 	 	   						  					,   				  					  						  		d		 	 	 	 	 	 	 	 	 K a n   n i e   s t u u r   n i e ,   S I M 2   n i e   b e s k i k b a a r   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   e n v i a r ,   S I M 2   n  o   d i s p o n  v e l . 
 
 S T R _ I D _ U M M S _ D O W N L O A D _ S I M 2 _ U N A V A I L A B L E 	 U M M S 	 U N L I M 	 U n a b l e   t o   d o w n l o a d   M M S ,   S I M 2   n o t   a v a i l a b l e . 	 U n a b l e   t o   d o w n l o a d ,   S I M 2   n o t   a v a i l a b l e . 	 !qlN	S I M aS2 
NS(u	 elN}S I M aS2 
NS(u	 D!H*2!2#2'LB+%,   4!2   C
ID!HDI	 N o   s e   p u e d e   d e s c a r g a r ,   S I M 2   n o   d i s p o n i b l e .   	 I m p o s s i b l e   d e   t  l  c h a r g e r ,   S I M 2   i n d i s p o n i b l e . 	 K a n n   n i c h t   h e r u n t e r l a d e n ,   S I M   2   n i c h t   v e r f  g b a r . 	 52>7<>6=>  703@C78BL,   S I M 2   =54>ABC?=0. 	 I m p o s s i b i l e   s c a r i c a r e ,   S I M 2   n o n   d i s p o n i b i l e . 	 *901  'D*F2JD  D#F  (7'B)  S I M 2   :J1  E*'-). 	 N  o      p o s s  v e l   t r a n s f e r i r ,   o   S I M   2   n  o   e s t    d i s p o n  v e l . 	 0n d i r i l e m i y o r ,   S I M 2   h a z 1r   d e i l . 	   G i   s a u 	 T i d a k   d a p a t   m e n - d o w n l o a d ,   S I M 2   t i d a k   t e r s e d i a . 	 T i d a k   d a p a t   d i m u a t   t u r u n ,   S I M 2   t i d a k   t e r s e d i a . 	 !	>			(	2	K	!	  	0	(	G	  .	G		  		M	7	.	,   S I M 2   		*	2	,	M	'	  (	9	@		  9	H		 	 	 	 N e m   t  l t h e t Q  l e ,   a   S I M 2   n e m   e l  r h e t Q. 	 	 	 	 K a n   n i e t   d o w n l o a d e n ,   S I M   2   n i e t   b e s c h i k b a a r 	 	 	 I m p o s i b i l   d e   d e s c r c a t ,   c a r t e l a   S I M 2   n u   e s t e   d i s p o n i b i l . 	 	 	     ,   S I M 2     . 	 	 	 'E'F  ('11  F3*  S I M 2   /1  /3*13  F3*. 	 	 	 								  				  					,   				  					  						  		d		 	 	 	 	 	 	 	 	 K a n   n i e   a f l a a i   n i e ,   S I M 2   n i e   b e s k i k b a a r   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   f a z e r   d o w n l o a d ,   S I M 2   n  o   d i s p o n  v e l . 
 
 S T R _ I D _ U M M S _ C A L L _ S E N D E R 	 U M M S 	 I C O N T E X T 	 M M S   O p t i o n   t o   l e t   u s e r   c a l l   s e n d e r   o f   M M S 	 C a l l   s e n d e r 	 d_[NN	 |TSSNN	 B#+29I*H	 L l a m a r   a l   r e m i t e n t e 	 A p p e l e r   l ' e x p  d i t e u r 	 S e n d e r   a n r u f e n 	 K7>2  >B?@028B5;N	 C h i a m a   m i t t e n t e 	 E13D  'DEC'DE)	 C h a m a r   r e m e t e n t e 	 G  n d e r e n i   a r a 	   G i   s a u 	 P e m a n g g i l 	 P a n g g i l   p e n g h a n t a r 	 *	M	0	G	7		  	K	  	I	2	  	0	G			 	 	 	 F e l a d    h  v  s a 	 	 	 	 V e r z e n d e r   o p b e l l e n 	 	 	 A p e l a r e   e x p e d i t o r 	 	 	   	 	 	 *E'3  ('  A13*F/G	 	 	 		  							 	 	 	 	 	 	 	 	 S k a k e l   s t u u r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a r   r e m e t e n t e 
 
 S T R _ I D _ U M M S _ R E S E N D 	 U M M S 	 I C O N T E X T 	 M M S   O p t i o n   t o   l e t   t h e   u s e r   r s e n d   M M S   p r e s e n t   i n   o u t b o x 	 R e s e n d 	 ͑	 ͑S	 *HC+!H	 R e e n v i a r 	 E n v o y e r      n o u v e a u 	 E r n e u t   s e n d e n 	 5@5A;0BL	 R i n v i a 	 %9'/)  'D%13'D	 R e e n v i a r 	 Y e n i d e n   G  n d e r 	 C p   n h t   n g a y 	 K i r i m   u l a n g 	 H a n t a r   S e m u l a 	 *	A	(	:   -	G		G			 	 	 	  j r a k  l d  s 	 	 	 	 O p n i e u w   v e r z e n d e n 	 	 	 R e e x p e d i e r e 	 	 	   	 	 	 '13'D  E,//	 	 	 						  						 	 	 	 	 	 	 	 	 S t u u r   w e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e e n v i a r 
 
 S T R _ I D _ U M M S _ I N B O X _ O P T I O N S _ R E P L Y _ M M S 	 U M M S 	 I C O N T E X T 	 M M S   O p t i o n   t o   l e t   t h e   u s e r   r e p l y   M M S   w i t h   M M S 	 R e p l y   b y   M M S 	 YZԚ
o`V	 i_OV
Y	 -%1B"  M M S 	 R e s p o n d e r   p o r   M M S 	 R  p o n d r e   p a r   M M S 	 M i t   M M S   a n t w o r t e n 	 B25B8BL  ?>  M M S 	 R i s p o n d i   t r a m i t e   M M S 	 'D1/  (13'D)  H3'&7  E*9//)	 R e s p o n d e r   p o r   M M S 	 M M S   i l e   C e v a p l a 	    c h u y n 	 B a l a s   m e l a l u i   M M S 	 J a w a b   m e l a l u i   M M S 	 M M S   &	M	5	>	0	>	  		$	M	$	0	  &	G			 	 	 	 V  l a s z   M M S - b e n 	 	 	 	 A n t w o o r d e n   m e t   M M S 	 	 	 R s p u n d e ci   p r i n   M M S 	 	 	     M M S 	 	 	 ~'3./G  (E  M M S 	 	 	 						- 		  							  				  			d		 	 	 	 	 	 	 	 	 A n t w o o r d   m e t   M M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s p o n d e r   p o r   M M S 
 
 S T R _ I D _ U M M S _ L O C K 	 U M M S 	 I C O N T E X T 	 M M S   o p t i o n   t o   l e t   t h e   u s e r   L o c k   t h e   M M S   f o r   c e r t a i n   o p t i o n s   l i k e   f o r w a r d 	 L o c k 	 
N	 [	 %G-	 B l o q u e a r 	 V e r r o u i l l e r 	 S p e r r e n 	 ;>:8@>20BL	 B l o c c a 	 BAD	 B l o q u e a r 	 K i l i t l e 	 F i l e   b   l i .     X  a   e m a i l ? 	 K u n c i 	 K u n c i 	 2	I		  	0	G			 	 	 	 Z  r 	 	 	 	 B l o k k e r e n 	 	 	 B l o c a r e 	 	 	 	 	 	 BAD  1/F	 	 	 		( 				) 	 	 	 	 	 	 	 	 	 S l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l o q u e a r 
 
 S T R _ I D _ U M M S _ U N L O C K 	 U M M S 	 I C O N T E X T 	 M M S   o p t i o n   t o   l e t   t h e   u s e r   U n L o c k   t h e   l o c k e d   M M S 	 U n l o c k 	 ㉖	 	 %%G-	 D e s b l o q u e a r 	 D  v e r r o u i l l e r 	 E n t s p e r r e n 	  071;>:. 	 S b l o c c a 	 %D:'!  BAD	 D e s b l o q u e a r 	 K i l i t   a  	 T h i u   n h   c h   k  	 A k t i f k a n 	 B u k a   k u n c i 	 	(	2	I		  	0	G			 	 	 	 K i o l d 	 	 	 	 D e b l o k k e r e n 	 	 	 D e b l o c a r e 	 	 	 	 	 	 BAD  4'J	 	 	 				( 					) 	 	 	 	 	 	 	 	 	 O n t s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s b l o q u e a r 
 
 S T R _ I D _ U M M S _ M E S S A G E _ I S _ I N _ S E N D 	 U M M S 	 P O P U P 	 P o p u p   t o   l e t   u s e r   k n o w   t h a t   M M S   i s   c u r r e n t l y   i n   s e n d i n g   s t a t e 	 M e s s a g e   i s   i n   s e n d i n g 	 
o`P-N	 Oo`ck(WS	 I-'2!-"9H#0+'H22#*H	 E n v i a n d o   e l   m e n s a j e 	 M e s s a g e   e n   c o u r s   d ' e n v o i 	 M i t t e i l u n g   w i r d   g e s e n d e t 	 !>>1I5=85  >B?@02;O5BAO	 M e s s a g g i o   i n   f a s e   d i   i n v i o 	 'D13'D)  BJ/  'D%13'D	 A   m e n s a g e m   e s t    a   s e r   e n v i a d a 	 0l e t i   g  n d e r i l i y o r 	 D c h   v   g i a o   t h  n g   t   n g 	 P e s a n   s e d a n g   d i k i r i m 	 M e s e j   s e d a n g   d i h a n t a r 	 8		&	G	6	  -	G		>	  	>	  0	9	>	  9	H		 	 	 	 A z    z e n e t   k  l d  s e   f o l y a m a t b a n 	 	 	 	 B e r i c h t   w o r d t   v e r z o n d e n 	 	 	 M e s a j    n   c u r s   d e   e x p e d i e r e 	 	 	   	 	 	 ~'E  /1  -'D  A13*'/G  4/F  '3*	 	 	 						  						  						 	 	 	 	 	 	 	 	 B o o d s k a p   w o r d   t a n s   g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   e s t    s e n d o   e n v i a d a 
 
 S T R _ I D _ U M M S _ S I M 1 	 U M M S 	 I C O N T E X T 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 D c h   v   A F 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 S I M 1 	 	 	 	 S I M   1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 
 
 S T R _ I D _ U M M S _ S I M 2 	 U M M S 	 I C O N T E X T 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 C  i   t   R D S 	 S I M 2 	 S I M 2   	 S I M 2 	 	 	 	 S I M 2 	 	 	 	 S I M   2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 
 
 S T R _ I D _ U M M S _ T E M P L A T E S _ T I T L E 	 U M M S 	 T I T L E 	 M M S   t e m p l a t e s 	 M M S   t e m p l a t e s 	 YZԚ
o`{,g	 i_O!jg	 A!HA  M M S   	 P l a n t i l l a s   d e   M M S 	 M o d  l e s   M M S 	 M M S - V o r l a g e n 	 (01;>=K  M M S 	 M o d e l l i   M M S 	 FE'0,  13'&D  'DH3'&7  'DE*9//)	 M o d e l o s   d e   M M S 	 M M S   _a b l o n l a r 1	 B t   R D S   t r c 	 T e m p l a t e   M M S 	 T e m p l a t   M M S 	 M M S   	H	.	M	*	2	G		M	8		 	 	 	 M M S   s a b l o n o k 	 	 	 	 M M S - s j a b l o n e n 	 	 	 ^a b l o a n e   M M S 	 	 	   M M S 	 	 	 'DHG'  M M S 	 	 	 						  									 	 	 	 	 	 	 	 	 M M S - s j a b l o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d e l o s   M M S 
 
 S T R _ I D _ U M M S _ A L R E A D Y _ P R E S E N T 	 U M M S 	 P O P U P 	 P o p u p   t o   l e t   u s e r   k n o w   t h a t   a d d r e s s / n u m b e r   i s   a l r e a d y   p r e s e n t   i n   p h o n e b o o k 	 A l r e a d y   e x i s t s   i n   C o n t a c t s 	 
-N]X[(W	 U_-N]X[(W	 !5-"9HC9I4H--"9HA%I'	 Y a   e n   l o s   C o n t a c t o s 	 E x i s t e   d  j    d a n s   l e s   C o n t a c t s 	 B e r e i t s   i n   K o n t a k t e n   v o r h a n d e n 	 #65  5ABL  2  :>=B0:B0E	 G i    p r e s e n t e   s u   C o n t a t t i 	 EH,H/  ('DA9D  AJ  ,G'*  'D'*5'D	 J    e x i s t e   n o s   C o n t a c t o s 	 K i _i l e r d e   z a t e n   v a r 	 K h  n g   t h   g h i    m 	 S u d a h   a d a   d i   K o n t a k 	 S u d a h   w u j u d   d a l a m   K e n a l a n 	 8		*	0	M		K		  .	G		  *	9	2	G	  8	G	  .	L		B	&	  9	H		 	 	 	 M  r   l  t e z i k   a   p a r t n e r e k   k  z  t t 	 	 	 	 B e s t a a t   a l   i n   c o n t a c t p e r s o n e n 	 	 	 E x i s t   d e j a    n   a g e n d 	 	 	     	 	 	 '2  ~4  /1  E.'7(G'  H,H/  /'1/	 	 	 											  							  									  					d		 	 	 	 	 	 	 	 	 B e s t a a n   r e e d s   i n   K o n t a k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J    e x i s t e   e m   C o n t a t o s 
 
 S T R _ I D _ U M M S _ D O W N L O A D _ I N _ P R O G R E S S 	 U M M S 	 P O P U P 	 A   M M S   i s   a l r e a d y   i n   d o w n l o a d   a n d   u s e r   a g a i n   p r e s s e s   d o w n l o a d , t h e n   A p p l i c a t i o n   s h o u l d   s h o w   h i m   t h e   p o p u p   t h a t   A l r e a d y   d o w n l o a d i n g   t h e   M M S 	 M e s s a g e   i s   b e i n g   d o w n l o a d e d 	 
o`N	-N	 ck(WN}Oo`	 I-'2!3%192'LB+%	 S e   e s t    d e s c a r g a n d o   u n   m e n s a j e 	 L e   m e s s a g e   e s t   e n   c o u r s   d e   t  l  c h a r g e m e n t 	 M i t t e i l u n g   w i r d   h e r u n t e r g e l a d e n 	 03@C7:0	 M e s s a g g i o   i n   f a s e   d i   d o w n l o a d 	 ,'1M  *F2JD  'D13'D)	 A   m e n s a g e m   e s t    a   s e r   t r a n s f e r i d a 	 0l e t i   i n d i r i l i y o r 	 L i   m n g ! 	 P e s a n   s e d a n g   d i - d o w n l o a d 	 M e s e j   s e d a n g   d i m u a t   t u r u n 	 8		&	G	6	  !	>			(	2	K	!	  9	K	  0	9	>	  9	H		 	 	 	 A z    z e n e t   l e t  l t  s   a l a t t    l l 	 	 	 	 B e r i c h t   w o r d t   g e d o w n l o a d 	 	 	 M e s a j u l   e s t e    n   c u r s   d e   d e s c r c a r e 	 	 	   	 	 	 ~'E  /1  /3*  ('11  '3*	 	 	 					  							  			  					d		 	 	 	 	 	 	 	 	 B o o d s k a p   w o r d   t a n s   a f g e l a a i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   s e n d o   b a i x a d a 
 
 S T R _ I D _ U M M S _ S I M _ I N V A L I D 	 U M M S 	 P O P U P 	 C a n n o t   s e n d   r e a d   r e p o r t 	 C a n n o t   s e n d   r e a d   r e p o r t 	 
NPS1XJT	 
NSSbJT	 D!H*2!2#*H#2"22#-H2	 N o   s e   p u e d e   e n v i a r   e l   i n f o r m e   d e   l e c t u r a 	 I m p o s s i b l e   d ' e n v o y e r   r a p p o r t   d e   l e c t u r e 	 K a n n   L e s e b e r i c h t   n i c h t   s e n d e n 	 52>7<>6=>  >B?@028BL  >BG5B  >  ?@>GB5=88	 I m p o s s i b i l e   i n v i a r e   r a p p o r t o   d i   l e t t u r a 	 J*901  %13'D  *B1J1  EB1H!	 N  o      p o s s  v e l   e n v i a r   o   r e l a t  r i o   d e   l e i t u r a 	 O k u n d u   r a p o r u   g  n d e r i l e m i y o r 	 Y  u   c u   c  i   t      g i   n 	 T i d a k   d a p a t   m e n g i r i m   l a p o r a n   b a c a 	 T i d a k   d a p a t   h a n t a r   l a p o r a n   d i b a c a 	 0	@	!	  0	?	*	K	0	M		  (	9	@		  -	G		  8		$	>		 	 	 	 N e m   k  l d h e t Q  o l v a s  s i   j e l e n t  s 	 	 	 	 K a n   l e e s v e r s l a g   n i e t   v e r z e n d e n 	 	 	 I m p o s i b i l   d e   e x p e d i a t   r a p o r t   d e   c i t i r e 	 	 	         	 	 	 FE*H'F  2'14  .H'F/F  1'  A13*'/	 	 	 				  							  						  							 	 	 	 	 	 	 	 	 K a n   n i e   l e e s v e r s l a g   s t u u r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   e n v i a r   r e l a t  r i o   l i d o 
 
 S T R _ I D _ U M M S _ S E N D _ F A I L E D _ B Y _ I N V A L I D _ D A T A _ A C C O U N T 	 U M M S 	 U N L I M 	 S e n d i n g   f a i l e d     d u e   t o   i n v a l i d   d a t a   a c c o u n t 	 S e n d i n g   f a i l e d   d u e   t o   i n v a l i d   d a t a   a c c o u n t 	 3^_ǌe!qHeP1YWe	 penc^7beHeS1Y%	 2#*H%I!@+%'@7H-21

5I-!9%D!H9I-	 E l   e n v  o   d e b i d o   a   c u e n t a   c o n   d a t o s   i n v  l i d o s 	 E c h e c   d e   l ' e n v o i   d u      u n   c o m p t e   d e   d o n n  e s   i n v a l i d e 	 S e n d e v o r g a n g   a u f g r u n d   u n g  l t i g e m   D a t e n k o n t o   f e h l g e s c h l a g e n 	 B?@02:0  =5  C40;0AL,   =5?@028;L=0O  CG5B=0O  70?8AL  40==KE	 I n v i o   n o n   r i u s c i t o   a   c a u s a   d i   a c c o u n t   d a t i   n o n   v a l i d o 	 A4D  'D%13'D  DH,H/  -3'(  (J'F'*  :J1  5'D-	 O   e n v i o   f a l h o u   d e v i d o   a   c o n t a   d e   d a d o s   i n v  l i d a 	 G e  e r s i z   v e r i   h e s a b 1  n e d e n i y l e   g  n d e r m e   b a _a r 1s 1z 	 Y  u   c u   g   b      g i   n 	 P e n g i r i m a n   g a g a l   k a r e n a   a c c o u n t   d a t a   t i d a k   v a l i d 	 P e n g h a n t a r a n   g a g a l   a k i b a t   a k a u n   d a t a   t a k   s a h 	 	.	>	(	M	/	  !	>		>	  	>	$	>	  	G	  	>	0	#	  -	G		(	>	  5	?	+	2		 	 	 	 A   k  l d  s   s i k e r t e l e n   a z    r v  n y t e l e n   a d a t f i  k   m i a t t 	 	 	 	 V e r z e n d e n   m i s l u k t ,   g e g e v e n s a c c o u n t   i s   o n g e l d i g 	 	 	 E r o a r e   l a   e x p e d i e r e   d i n   c a u z a   u n u i   c o n t   d e   d a t e   n e v a l i d 	 	 	             	 	 	 A13*'/F  (/DD  '4*1'  /'/G  '  F'E9*(1  F'EHAB  (H/	 	 	 								  				  									  				  						  							 	 	 	 	 	 	 	 	 S t u u r   h e t   w e e n s   ' n   o n g e l d i g e   d a t a r e k e n i n g   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   e n v i o   d e v i d o      c o n t a   d e   d a d o s   i n v  l i d a 
 
 S T R _ I D _ U M M S _ S E T T I N G S _ R E J E C T I V E 	 U M M S 	 C 0 5 7 _ 1 	 R e j e c t i v e   m o d e   o f   M M S   r e t r i e v a l 	 R e j e c t i v e 	  V	  V	 4@*	 R e c h a z a b l e 	 S a n s   r e p r i s e 	 A b l e h n e n 	 B:070=>	 R i f i u t o 	 E1AH6	 R e j e i t  v e l 	 R e d d e t 	 Y  u   c u   c  i   t 	 T o l a k 	 M e n o l a k 	 	8	M	
 5	@		>	0			 	 	 	 E l u t a s  t  	 	 	 	 V e r w e r p e n d 	 	 	 R e f u z 	 	 	 	 	 	 -'D*  1/1/F	 	 	 										  				  			 	 	 	 	 	 	 	 	 V e r w e r p e n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t a d o 
 
 S T R _ I D _ U M M S _ D O W N L O A D _ F A I L E D _ B Y _ I N V A L I D _ D A T A _ A C C O U N T 	 U M M S 	 U N L I M 	 D o w n l o a d i n g   f a i l e d   d u e   t o   i n v a l i d   d a t a   a c c o u n t 	 D o w n l o a d i n g   f a i l e d   d u e   t o   i n v a l i d   d a t a   a c c o u n t 	 3^_ǌe!qHeN	1YWe	 penc^7beHeN}1Y%	 2#2'LB+%%I!@+%'@7H-21

5I-!9%D!H9I-	 L a   d e s c a r g a   f a l l    d e b i d o   a   c u e n t a   c o n   d a t o s   i n v  l i d o s 	 E c h e c   d u   t  l  c h a r g e m e n t   d u      u n   c o m p t e   d e   d o n n  e s   i n v a l i d e 	 D o w n l o a d i n g   f a i l e d   d u e   t o   i n v a l i d   d a t a   a c c o u n t 	 03@C7:0  =5  C40;0AL,   =5?@028;L=0O  CG5B=0O  70?8AL  40==KE	 D o w n l o a d   n o n   r i u s c i t o   a   c a u s a   d i   a c c o u n t   d a t i   n o n   v a l i d o 	 A4D  'D*F2JD  DH,H/  -3'(  (J'F'*  :J1  5'D-	 A   t r a n s f e r  n c i a   f a l h o u   d e v i d o   a   c o n t a   d e   d a d o s   i n v  l i d a 	 G e  e r s i z   v e r i   h e s a b 1  n e d e n i y l e   i n d i r m e   b a _a r 1s 1z 	 Y  u   c u   g   b 	 D o w n l o a d   g a g a l   k a r e n a   a c c o u n t   d a t a   t i d a k   v a l i d 	 M u a t   t u r u n   g a g a l   a k i b a t   a k a u n   d a t a   t a k   s a h 	 	.	>	(	M	/	  !	>		>	  	>	$	>	  	G	  	>	0	#	  !	>			(	2	K	!	?			  5	?	+	2		 	 	 	 A   l e t  l t  s   s i k e r t e l e n   a z    r v  n y t e l e n   a d a t f i  k   m i a t t 	 	 	 	 D o w n l o a d e n   m i s l u k t ,   g e g e v e n s a c c o u n t   i s   o n g e l d i g 	 	 	 E r o a r e   l a   d e s c r c a r e   d i n   c a u z a   u n u i   c o n t   d e   d a t e   n e v a l i d 	 	 	             	 	 	 ('11  (/DD  '4*1'  /'/G  '  F'E9*(1  F'EHAB  (H/	 	 	 								  				  									  				  									  			  							 	 	 	 	 	 	 	 	 A f l a a i   h e t   w e e n s   ' n   o n g e l d i g e   d a t a r e k e n i n g   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   d o w n l o a d   d e v i d o      c o n t a   d e   d a d o s   i n v  l i d a 
 
 S T R _ I D _ U M M S _ B Y T E 	 U M M S 	 U N L I M 	 B y t e ,   u n i t   u s e d   t o   s h o w   s i z e   o f   1   b y t e   M M S 	 b y t e 	 MOCQD}	 W[	 DL	 b y t e 	 o c t e t 	 B y t e 	 109B	 b y t e 	 ('(*	 b y t e 	 b a y t 	 N h    k h a i   t h  c   m n g   y  u   c u   g   b   n g   d n g ,   b n   c    c h o   p h  p ?     N u   b n   c h n   k h  n g ,   y  u   c u   s   c   h y   b . 	 b y t e 	 b a i t 	 ,	>				 	 	 	 b  j t 	 	 	 	 b y t e 	 	 	 b y t e 	 	 	 	 	 	 ('*	 	 	 					 	 	 	 	 	 	 	 	 b i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 b y t e 
 
 S T R _ I D _ M M A _ R E S U L T _ F A I L _ F I L E _ L A R G E 	 U M M S 	 P O P U P 	 i m a g e   i s   t o o   l a r g e   t o   i n s e r t 	 I m a g e   t o o   l a r g e 	 WGr*Y'Y	 VGr*Y'Y	  2C+
H@4D	 I m a g e n   d e m a s i a d o   g r a n d e 	 I m a g e   t r o p   g r a n d e 	 B i l d   z u   g r o  	 7>1@065=85  A;8H:><  25;8:>	 I m m a g i n e   t r o p p o   g r a n d e 	 'D5H1)  C(J1)  DD:'J)	 I m a g e m   d e m a s i a d o   g r a n d e 	 G  r  n t     o k   b  y  k 	 n g   d n g   m u n   g i   t h  n g   t i n   ( R T S P ) .     D c h   v   n  y   c n   d  n g   m n g   v    c    t h   b   t  n h   p h  .     B n   n g   y ? 	 F o t o   t e r l a l u   b e s a r 	 I m e j   t e r l a l u   b e s a r 	 ,	9	A	$	  ,	!	<	@	  	.	G			 	 	 	 A   k  p   t  l   n a g y 	 	 	 	 F o t o   t e   g r o o t 	 	 	 I m a g i n e a   e s t e   p r e a   m a r e 	 	 	     	 	 	 *5H1  (4  '2  'F/'2G  (21  '3*	 	 	 				  				  			 	 	 	 	 	 	 	 	 A f b e e l d i n g   t e   g r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m   m u i t o   g r a n d e 
 
 S T R _ I D _ U M M S _ R E A D _ R E P O R T _ I S _ I N _ S E N D 	 U M M S 	 P O P U P 	 R e a d   r e p o r t   i s   i n   s e n d i n g   s t a t u s . 	 S e n d i n g   r e a d   r e p o r t 	 PS1XJT-N	 ck(WSSbJT	 3%1*H#2"22#-H2	 E n v i a n d o   e r r o r   d e   l e c t u r a 	 E n v o i   d u   r a p p o r t   d e   l e c t u r e 	 L e s e b e r i c h t   s e n d e n 	 B?@02;O5BAO  >BG5B  >  ?@>GB5=88	 I n v i o   r a p p o r t o   d i   l e t t u r a 	 %13'D  *B1J1  JAJ/  'DB1'!)	 A   e n v i a r   r e l a t  r i o   d e   l e i t u r a 	 O k u n d u   r a p o r u   g  n d e r i l i y o r 	 a n g   g i   b  o   c  o   c 	 M e n g i r i m   l a p o r a n   b a c a 	 M e n g h a n t a r   l a p o r a n   b a c a a n 	 *	"	<	@	  0	?	*	K	0	M		  -	G		(	>		 	 	 	 o l v a s  s i   j e l e n t  s   k  l d  s e 	 	 	 	 L e e s v e r s l a g   w o r d t   v e r z o n d e n 	 	 	 E x p e d i e r e   r a p o r t   l e c t u r 	 	 	     	 	 	 /1-'D  A13*'/F  2'14  .H'F/F	 	 	 				  							  							 	 	 	 	 	 	 	 	 S t u u r   t a n s   l e e s v e r s l a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a n d o   r e l a t  r i o   l i d o 
 
 S T R _ I D _ C O N F M _ D E L E T E _ R E A D _ R E P O R T _ M M S 	 U M M S 	 P O P U P C O N F I R M 	 I f   r e a d   r e p o r t   s e n d i n g   f o r   a   M M S   i s   p e n d i n g ,   a   c o n f i r m a t i o n   p o p u p   w i l l   b e   s h o w n   t o   u s e r   t h a t   i f   M M S   i s   d e l e t e d ,   p h o n e   w i l l   n o t   b e   a b l e   t o   s e n d   i t s   r e a d   r e p o r t . 	 R e a d   r e p o r t   w i l l   n o t   b e   s e n t .   C o n t i n u e ? 	 
NPS1XJT0|~~	 
NSSbJT0~~	 #2"22#-H20D!H9*H  3H-+#7-D!H? 	 N o   s e   e n v i a r    e l   i n f o r m e   d e   l e c t u r a ,    c o n t i n u a r ? 	 L e   r a p p o r t   d e   l e c t u r e   n e   s e r a   p a s   e n v o y  .   C o n t i n u e r ? 	 L e s e b e r i c h t   w i r d   n i c h t   g e s e n d e t .   F o r t s e t z e n ? 	 BG5B  >  ?@>GB5=88  =5  1C45B  >B?@02;5=.   @>4>;68BL? 	 I l   r a p p o r t o   d i   l e t t u r a   n o n   v e r r    i n v i a t o .   C o n t i n u a r e ? 	 DF  J*E  %13'D  *B1J1  'D'3*D'E.   '3*E1'1	 O   r e l a t  r i o   d e   l e i t u r a   n  o   s e r    e n v i a d o .   C o n t i n u a r ? 	 O k u n a n   r a p o r   g  n d e r i l m e y e c e k .   D e v a m   e d i l s i n   m i ? 	 S   k h  n g   g i   b  o   c  o   c .   T i p   t c ? 	 L a p o r a n   b a c a   t i d a k   a k a n   d i k i r i m .   L a n j u t k a n ? 	 L a p o r a n   b a c a a n   t i d a k   a k a n   d i h a n t a r .   T e r u s k a n ? 	 *	 	?	$	  0	?	*	K	0	M		  (	9	@		  -	G		@	  	>			@	.   	>	0	@	  0		G		? 	 	 	 	 O l v a s  s i   j e l e n t  s   n e m   l e s z   e l k  l d v e .   F o l y t a t j a ? 	 	 	 	 L e e s v e r s l a g   w o r d t   n i e t   g e z o n d e n .   D o o r g a a n ? 	 	 	 R a p o r t u l   d e   c i t i r e   n u   v a   f i   t r i m i s .   C o n t i n u a ci ? 	 	 	       .   ? 	 	 	 2'14  .H'F4  A13*'/G  F.H'G/  4/.   9ED'*  '/'EG  '(/	 	 	 				  											  						  			  		d	  							  				? 	 	 	 	 	 	 	 	 	 L e e s v e r s l a g   s a l   n i e   g e s t u u r   w o r d   n i e .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   r e l a t  r i o   l i d o   n  o   s e r    e n v i a d o .   C o n t i n u a r ? 
 
 S T R _ I D _ B G S R _ S I M 1 	 M M S B G S R 	 P O P U P 	 C o n c a t e n a t e   ' ( S I M 1 ) '   w i t h   e r r o r   m e s s a g e 	 ( S I M 1 ) 	 S I M aS1 		 S I M aS1 		 ( 4!1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M   1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 ( S I M 1 ) 	 	 	 	 ( S I M 1 ) 	 	 	 	 ( S I M 1 ) 	 	 	 ( S I M 1 ) 	 	 	 ( S I M 1 ) 	 	 	 ( S I M 1 ) 	 	 	 ( 				) 	 	 	 	 	 	 	 	 	 ( S I M 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( S I M 1 ) 
 
 S T R _ I D _ B G S R _ S I M 2 	 M M S B G S R 	 P O P U P 	 C o n c a t e n a t e     ' ( S I M 2 ) '   w i t h   ' e r r o r   m e s s a g e 	 ( S I M 2 ) 	 S I M aS2 		 S I M aS2 		 ( 4!2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M   2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 ( S I M 2 ) 	 	 	 	 ( S I M 2 ) 	 	 	 	 ( S I M 2 ) 	 	 	 ( S I M 2 ) 	 	 	 ( S I M 2 ) 	 	 	 ( S I M 2 ) 	 	 	 ( 				) 	 	 	 	 	 	 	 	 	 ( S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( S I M 2 ) 
 
 S T R _ I D _ B G S R _ R E S U L T _ F A I L _ M S G _ E X P I R E D 	 M M S B G S R 	 P O P U P 	 F a i l   d u e   t o   m e s s a g e   e x p i r e d 	 F a i l :   M e s s a g e   e x p i r e d 	 1YWe
o`]Ng	 1Y%Oo`]Ǐg	 %I!@+%':   I-'2!+!-2"8	 F a l l  :   M e n s a j e   v e n c i  	 E c h e c   :   M e s s a g e   e x p i r  	 F e h l g e s c h l a g e n :   M i t t e i l u n g   a b g e l a u f e n 	 H81:0:   8AB5:  A@>:  A>>1I5=8O	 F a l l i t o :   m e s s a g g i o   s c a d u t o 	 A4D:   'F*G*  E/)  'D13'D)	 F a l h a :   A   m e n s a g e m   e x p i r o u 	 H a t a :   M e s a j   s  r e s i   d o l d u 	 L i :   T i n   n h n   h t   h n 	 G a g a l :   P e s a n   k e d a l u w a r s a 	 G a g a l :   M e s e j   t a m a t   t e m p o h 	 5	?	+	2	:   8		&	G	6	  8	.	>	*	M	$	  9	K	  	/	>		 	 	 	 S i k e r t e l e n :   A z    z e n e t   l e j  r t 	 	 	 	 F o u t :   T i j d s d u u r   v a n   b e r i c h t   v e r s t r e k e n 	 	 	 E r o a r e :   M e s a j   e x p i r a t 	 	 	 :       	 	 	 F'EHAB  (H/:   ~'E  EFB6  4/G  '3*	 	 	 						  							  					  				 	 	 	 	 	 	 	 	 O n s u k s e s v o l :   B o o d s k a p   h e t   v e r s t r y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a :   M e n s a g e m   e x p i r a d a 
 
 S T R _ I D _ B G S R _ C O L O N 	 M M S B G S R 	 P O P U P 	 s t r i n g   f o r   c o l o n 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ B G S R _ R E A D _ R E P O R T _ S E N D _ F A I L 	 M M S B G S R 	 P O P U P 	 U n a b l e   t o   s e n d   R e a d   R e p o r t 	 C a n n o t   s e n d   r e a d   r e p o r t 	 
NPS1XJT	 
NSSbJT	 D!H*2!2#*H#2"22#-H2	 N o   s e   p u e d e   e n v i a r   e l   i n f o r m e   d e   l e c t u r a 	 I m p o s s i b l e   d ' e n v o y e r   r a p p o r t   d e   l e c t u r e 	 K a n n   L e s e b e r i c h t   n i c h t   s e n d e n 	 52>7<>6=>  >B?@028BL  >BG5B  >  ?@>GB5=88	 I m p o s s i b i l e   i n v i a r e   r a p p o r t o   d i   l e t t u r a 	 J*901  %13'D  *B1J1  EB1H!	 N  o      p o s s  v e l   e n v i a r   o   r e l a t  r i o   d e   l e i t u r a 	 O k u n d u   r a p o r u   g  n d e r i l e m i y o r 	 K h  n g   t h   g i   b  o   c  o   c 	 T i d a k   d a p a t   m e n g i r i m   l a p o r a n   b a c a 	 T i d a k   d a p a t   h a n t a r   l a p o r a n   d i b a c a 	 0	@	!	  0	?	*	K	0	M		  (	9	@		  -	G		  8		$	>		 	 	 	 N e m   k  l d h e t Q  o l v a s  s i   j e l e n t  s 	 	 	 	 K a n   l e e s v e r s l a g   n i e t   v e r z e n d e n 	 	 	 I m p o s i b i l   d e   e x p e d i a t   r a p o r t   d e   c i t i r e 	 	 	         	 	 	 FE*H'F  2'14  .H'F/F  1'  A13*'/	 	 	 				  							  						  							 	 	 	 	 	 	 	 	 K a n   n i e   l e e s v e r s l a g   s t u u r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   e n v i a r   r e l a t  r i o   l i d o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ D O W N L O A D I N G _ S E R V I C E _ G U I D E 	 T D M B 	 P O P U P C O N F I R M 	 D o w n l o a d i n g 	 D o w n l o a d i n g   s e r v i c e   g u i d e 	 N	{vh-N	 ck(WN}vh	 3%12'LB+%9H!7-#42#	 G u  a   d e   s e r v i c i o   d e   d e s c a r g a 	 G u i d e   d e s   s e r v i c e s   e n   c o u r s   d e   t  l  c h a r g e m e n t 	 D i e n s t l e i t f a d e n   w i r d   h e r u n t e r g e l a d e n 	 !:0G820=85  @C:>2>4AB20  ?>  >1A;C6820=8N	 G u i d a   s e r v i z i o   d i   d o w n l o a d 	 *F2JD  /DJD  'D./E)	 A   t r a n s f e r i r   g u i a   d o   s e r v i  o 	 H i z m e t   k 1l a v u z u   i n d i r i l i y o r 	 a n g   t i   h n g   d n   d c h   v 	 M e n - d o w n l o a d   p a n d u a n   l a y a n a n 	 P a n d u a n   p e r k h i d m a t a n   m u a t   t u r u n 	 8	0	M	5	?	8	  	>		!	  !	>			(	2	K	!	  9	K	  0	9	@	  9	H		 	 	 	 M qs o r f  z e t   l e t  l t  s e 	 	 	 	 B e z i g   m e t   d o w n l o a d e n   v a n   d i e n s t g i d s 	 	 	 G h i d   p e n t r u   s e r v i c i u l   d e   d e s c r c a r e 	 	 	     	 	 	 /1-'D  ('11  1'GFE'  ./E'*	 	 	 								  							  					 	 	 	 	 	 	 	 	 L a a i   t a n s   d i e n s g i d s   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a n d o   g u i a   d e   s e r v i  o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ A C C E S S _ D E N I E D 	 T D M B 	 M T V _ H I N T 	 A c c e s s D e n i e d 	 A c c e s s   d e n i e d 	 bU}X[S	 b~	 4@*2#@I26	 A c c e s o   d e n e g a d o 	 A c c  s   r e f u s  	 Z u g r i f f   v e r w e i g e r t 	 B:070=>  2  4>ABC?5	 A c c e s s o   n e g a t o 	 DE  J3E-  ('DH5HD	 A c e s s o   n e g a d o 	 E r i _i m   e n g e l l e n d i 	 T   c h i   t r u y   c p 	 A k s e s   d i t o l a k 	 A k s e s   d i n a f i k a n 	 		M	8	G	8	  	8	M	5	@		C	$		 	 	 	 H o z z  f  r  s   m e g t a g a d v a 	 	 	 	 T o e g a n g   g e w e i g e r d 	 	 	 A c c e s   i n t e r z i s 	 	 	   	 	 	 :J1B'(D  /3*13	 	 	 												  								 	 	 	 	 	 	 	 	 T o e g a n g   g e w e i e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e s s o   n e g a d o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ N O T I F Y _ F A I L E D _ T O _ S N A P S H O T 	 T D M B 	 P O P U P 	 F A I L T O R E C O R D 	 F a i l e d   t o   s n a p s h o t 	 dSWGr1YWe	 *bSVGr1Y%	 D!H*2!2#1 2	 N o   s e   p u d o   t o m a r   l a   i n s t a n t  n e a 	 E c h e c   d e   c a p t u r e   d e   c l i c h  	 M o m e n t a u f n a h m e   f e h l g e s c h l a g e n 	 ><5=B.   A=8<>:  =5  C40;AO	 S n a p s h o t   n o n   r i u s c i t o 	 *901  'D'D*B'7	 A   f o t o g r a f i a   f a l h o u 	  e k i m   b a _a r 1s 1z 	 K h  n g   t h   c h p   n h a n h 	 G a g a l   m e m b i d i k 	 G a g a l   m e m b u a t   t a n g k a p a n 	 8	M	(	G	*	6	I		  .	G		  	8	+	2	  	 	 	 	 S i k e r t e l e n   p i l l a n a t k  p 	 	 	 	 M o m e n t o p n a m e   m i s l u k t 	 	 	 I n s t a n t a n e u   e _u a t 	 	 	     	 	 	 *GJG  *5HJ1  D-8G  '  F'EHAB  (H/	 	 	 									  				  						  						 	 	 	 	 	 	 	 	 F l i t s b e e l d   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   o b t e r   i n s t a n t  n e o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ F A V O R I T E _ L I S T 	 M T V 	 T I T L E ,   I C O N T E X T 	 F a v o r i t e   l i s t 	 F a v o r i t e   l i s t 	 bv ga	 bv g1r	 #2"2#B#	 L i s t a   d e   f a v o r i t o s 	 L i s t e   d e s   f a v o r i s 	 F a v o r i t e n l i s t e 	 !?8A>:  " 71@0==>5" 	 E l e n c o   d e i   p r e f e r i t i 	 'DB'&E)  'DEA6D)	 L i s t a   f a v o r i t a 	 S 1k   k u l l a n 1l a n l a r   l i s t e s i 	 D . s  c h   a   t h  c h 	 D a f t a r   f a v o r i t 	 S e n a r a i   k e s u k a a n 	 .	(	*	8		&	  8	B		@		 	 	 	 K e d v e n c e k   l i s t  j a 	 	 	 	 F a v o r i e t e n l i j s t 	 	 	 L i s t   p r e f e r i n ce 	 	 	   	 	 	 AG13*  EH'1/  /D.H'G	 	 	 					  							  						  	 	 	 	 	 	 	 	 	 G u n s t e l i n g e l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   f a v o r i t o s 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ A D D _ T O _ F A V O R I T E S 	 M T V 	 I C O N T E X T 	 A d d   t o   f a v o r i t e s 	 A d d   t o   f a v o r i t e s 	 ReQbv ga	 ReQbv g1r	 @4H!%C#2"2#B#	 A  a d i r   a   f a v o r i t o s   	 A j o u t e r   a u x   f a v o r i s 	 Z u   F a v o r i t e n   h i n z u f  g e n 	 >1028BL  2  ? 71@0==>5? 	 A g g i u n g i   a i   p r e f e r i t i 	 %6'A)  %DI  'DEA6D)	 A d i c i o n a r   a   f a v o r i t o s 	 S 1k   k u l l a n 1l a n l a r a   e k l e 	 T h  m   v  o   m c   a   t h  c h 	 T a m b a h k a n   k e   f a v o r i t 	 T a m b a h   k e   k e s u k a a n 	 +	G	5	0	?		M	8	  .	G		  6	>	.	?	2	  	0	G			 	 	 	 H o z z  a d  s   a   k e d v e n c e k h e z 	 	 	 	 A a n   f a v o r i e t e n   t o e v o e g e n 	 	 	 A d u g a r e   l a   p r e f e r i n ce 	 	 	   	 	 	 'A2H/F  (G  EH'1/  /D.H'G	 	 	 					  							  							  					  					 	 	 	 	 	 	 	 	 V o e g   b y   g u n s t e l i n g e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   a o s   f a v o r i t o s 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ D E L _ F R O M _ F A V O R I T E S 	 M T V 	 I C O N T E X T 	 D e l e t e   f r o m   f a v o r i t e s 	 D e l e t e   f r o m   f a v o r i t e s 	 _bv ga*Rd	 Nbv g1r Rd	 %2#2"2#B#	 B o r r a r   d e   f a v o r i t o s 	 E f f a c e r   d e s   f a v o r i s 	 A u s   F a v o r i t e n   l  s c h e n 	 #40;8BL  87  ? 71@0==>3>? 	 E l i m i n a   d a i   p r e f e r i t i 	 -0A  EF  'DEA6D)	 E l i m i n a r   d e   f a v o r i t o s 	 S 1k   k u l l a n 1l a n l a r d a n   k a l d 1r 	 X  a   k h i   m c   a   t h  c h 	 H a p u s   d a r i   f a v o r i t 	 H a p u s   d a r i   k e s u k a a n 	 +	G	5	0	?		M	8	  8	G	  9		>				 	 	 	 T  r l  s   a   k e d v e n c e k   k  z  l 	 	 	 	 U i t   f a v o r i e t e n   v e r w i j d e r e n 	 	 	 ^t e r g e r e   d i n   p r e f e r i n ce 	 	 	   	 	 	 2/H/F  '2  EH'1/  /D.H'G	 	 	 					  						  				  				  					  	 	 	 	 	 	 	 	 	 S k r a p   u i t   g u n s t e l i n g e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   d e   f a v o r i t o s 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ G U I D E 	 M T V 	 I C O N T E X T 	 C h a n n e l   g u i d e 	 C h a n n e l   g u i d e 	 {vh	 vh	 3A03A
@%	 G u  a   d e   c a n a l e s   	 G u i d e   d e s   c h a  n e s 	 K a n a l f  h r e r 	 !?@02>G=8:  ?>  :0=0;0<	 G u i d a   c a n a l e 	 /DJD  'DBFH'*	 G u i a   d e   c a n a i s 	 K a n a l   r e h b e r i 	 H n g   d n   k  n h 	 P a n d u a n   s a l u r a n 	 P a n d u a n   s a l u r a n 	 	H	(	2	  	>		!		 	 	 	 C s a t o r n a    t m u t a t  	 	 	 	 K a n a a l g i d s 	 	 	 G h i d   c a n a l e 	 	 	   	 	 	 1'GFE'  'F'DG'	 	 	 							  				  	 	 	 	 	 	 	 	 	 K a n a a l g i d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u i a   d e   c a n a l 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ D E T A I L S 	 M T V 	 T I T L E ,   I C O N T E X T 	 C h a n n e l   d e t a i l s 	 C h a n n e l   d e t a i l s 	 ;Ss0}ǌ
	 S~Oo`	 #2"%0@-5"A
@%	 D e t a l l e s   d e l   c a n a l   	 D  t a i l s   d u   c a n a l 	 K a n a l d e t a i l s 	 >4@>1=>AB8  >  :0=0;5	 D e t t a g l i   c a n a l e 	 *A'5JD  'DBF')	 D e t a l h e s   d o   c a n a l 	 K a n a l   d e t a y l a r 1	 C h i   t i t   k  n h 	 R i n c i a n   s a l u r a n 	 B u t i r a n   s a l u r a n 	 	H	(	2	  5	?	5	0	#		 	 	 	 C s a t o r n a   a d a t o k 	 	 	 	 D e t a i l s   v a n   k a n a a l 	 	 	 D e t a l i i   c a n a l 	 	 	   	 	 	 E4.5'*  'F'D	 	 	 									  						 	 	 	 	 	 	 	 	 K a n a a l b e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t a l h e s   d e   c a n a l 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ D E T A I L S 	 M T V 	 T I T L E ,   I C O N T E X T 	 C o n t e n t   d e t a i l s 	 C o n t e n t   d e t a i l s 	 gQ[s0}ǌ
	 Q[~Oo`	 #2"%0@-5"@7I-+2	 D e t a l l e s   d e   c o n t e n i d o   	 D  t a i l s   d u   c o n t e n u 	 I n h a l t s d e t a i l s 	 >4@>1=>AB8  >  A>45@60=88	 D e t t a g l i   c o n t e n u t o 	 *A'5JD  'DE-*HI	 D e t a l h e s   d o   c o n t e  d o 	 0 e r i k   d e t a y l a r 1	 C h i   t i t   n i   d u n g 	 R i n c i a n   k o n t e n 	 B u t i r a n   k a n d u n g a n 	 8	>	.		M	0	@	  8		,		'	@	  ,	M	/	L	0	G	  	 	 	 	 T a r t a l o m   r  s z l e t e i 	 	 	 	 D e t a i l s   v a n   i n h o u d 	 	 	 D e t a l i i   c o n ci n u t 	 	 	   	 	 	 ,2&'*  E-*H'	 	 	 									  									  	 	 	 	 	 	 	 	 	 I n h o u d b e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t a l h e s   d e   c o n t e  d o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E M E R G E N C Y _ B R O A D C A S T 	 M T V 	 T I T L E ,   I C O N T E X T 	 E m e r g e n c y   b r o a d c a s t 	 E m e r g e n c y   b r o a d c a s t 	 }%`^d	 '}%`^d	 2#---22(	8@	4	 T r a n s m i s i  n   d e   e m e r g e n c i a 	 D i f f u s i o n   d ' u r g e n c e 	 N o t  b e r t r a g u n g 	 20@89=>5  25I0=85	 B r o a d c a s t   d i   e m e r g e n z a 	 %0'9)  'D7H'1&	 T r a n s m i s s  o   d e   e m e r g  n c i a 	 A c i l   d u r u m   y a y 1n 1	 Q u n g   b    n h a n h 	 S i a r a n   d a r u r a t 	 S i a r a n   k e c e m a s a n 	 	*	>	$		>	2	@	(	  *	M	0	8	>	0	#		 	 	 	 V  s z h e l y z e t i   m qs o r s z  r  s 	 	 	 	 N o o d u i t z e n d i n g 	 	 	 D i f u z a r e   d e   u r g e n c	 	 	   	 	 	 E.'(1G  '671'1	 	 	 					  									  	 	 	 	 	 	 	 	 	 N o o d u i t s e n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s m i s s  o   d e   e m e r g  n c i a 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ W A R N I N G 	 M T V 	 T I T L E 	 W a r n i n g 	 W a r n i n g 	 fJT	 fJT	 3@7-	 A d v e r t e n c i a   	 A v e r t i s s e m e n t 	 W a r n u n g 	 @54C?@5645=85	 A t t e n z i o n e 	 *-0J1	 A v i s o 	 U y a r 1	 C h     	 P e r i n g a t a n 	 A m a r a n 	 	G	$	>	5	(	@		 	 	 	 F i g y e l e m 	 	 	 	 W a a r s c h u w i n g 	 	 	 A v e r t i s m e n t 	 	 	 	 	 	 G4/'1	 	 	 										 	 	 	 	 	 	 	 	 W a a r s k u w i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v i s o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ W A R N I N G _ M E S S A G E 	 M T V 	 U N L I M 	 A   w a r n i n g   m e s s a g e   w h e n   e n t e r i n g   M T V 	 W a t c h i n g   M o b i l e   T V   i s   d a n g e r o u s   a n d   i s   s t r i c t l y   p r o h i b i t e d   w h i l e   d r i v i n g   o r   p e r f o r m i n g   t a s k   w h i c h   r e q u i r e s   h i g h   c o n c e n t r a t i o n .   P l e a s e   r e f r a i n   f r o m   u s i n g   t h i s   d e v i c e   w h e n   y o u r   a t t e n t i o n   c o u l d   b e   a f f e c t e d . 	 储`(Wʎ-N6ewLR/fPqSNuiRybkvLp0pN`v[hQˊR6ewLR0	 储`ck(W _f6ewyR5uƉ/f*NqSiNgRybkvL:N0:NN`v[hQR6ewyR5uƉ0	 2#
!  T V   !7-7-@G-1#2"  A%0@GI-+I2!5H@I!'C05H1#  +#7-325H3@GI-C
I*!24*9  B#C
I-8#L5I  @!7H--2!5%#012#C
I*!24-8	 V i s u a l i z a r   l a   t e l e v i s i  n   m  v i l   e s   p e l i g r o s o   y   e s t    e s t r i c t a m e n t e   p r o h i b i d o   m i e n t r a s   c o n d u c e   o   r e a l i z a   u n a   t a r e a   q u e   r e q u i e r a   d e   g r a n   c o n c e n t r a c i  n .   P o r   f a v o r ,   a b s t  n g a s e   d e   u s a r   e s t e   d i s p o s i t i v o   c u a n d o   s u   a t e n c i  n   p u e d a   r e s u l t a r   a f e c t a d a . 	 R e g a r d e r   l a   T V   m o b i l e   e s t   d a n g e r e u x   e t   s t r i c t e m e n t   i n t e r d i t   l o r s q u e   v o u s   c o n d u i s e z   o u   e f f e c t u e z   u n e   t  c h e   n  c e s s i t a n t   u n   f o r t   d e g r    d e   c o n c e n t r a t i o n .   V e u i l l e z   n e   p a s   u t i l i s e r   l ' a p p a r e i l   l o r s q u e   c e l a   p o u r r a i t   a f f e c t e r   v o t r e   a t t e n t i o n . 	 M o b i l e s   F e r n s e h e n   i s t   g e f  h r l i c h   u n d   s t r e n g s t e n s   u n t e r s a g t   w  h r e n d   d e s   L e n k e n s   o d e r   d e r   D u r c h f  h r u n g   v o n   A u f g a b e n ,   d i e   e i n e   h o h e   K o n z e n t r a t i o n   e r f o r d e r n .   S e h e n   S i e   d a v o n   a b ,   d i e s e s   G e r  t   z u   b e n u t z e n ,   w e n n   I h r e   A u f m e r k s a m k e i t   d a r u n t e r   l e i d e n   k  n n t e . 	 @>A<>B@  <>18;L=>3>  "  O2;O5BAO  >?0A=K<  8  AB@>3>  70?@5I5=  ?@8  2>645=88  02B><>18;O  8;8  ?@8  2K?>;=5=88  @01>B,   B@51CNI8E  2KA>:>9  :>=F5=B@0F88.   >745@68B5AL  >B  8A?>;L7>20=8O  40==>3>  CAB@>9AB20,   5A;8  >=>  <>65B  >B2;5GL  20H5  2=8<0=85. 	    p e r i c o l o s o ,   n o n c h    p r o i b i t o ,   g u a r d a r e   l a   T V   s u   c e l l u l a r e   d u r a n t e   l a   g u i d a   o   m e n t r e   s i   e s e g u o n o   a z i o n i   c h e   r i c h i e d o n o   c o n c e n t r a z i o n e .   I n   t a l i   c a s i ,   e v i t a r e   d i   u s a r e   q u e s t o   d i s p o s i t i v o . 	 *9/  E4'G/)  *DA2JHF  'DE-EHD  .7J1)  DD:'J)  #+F'!  'DBJ'/)  #H  #+F'!  #/'!  'DEG'E  'D*J  **7D(  *1CJ2K'  9'DJK'.   D0'  J1,I  9/E  '3*./'E  G0'  'D,G'2  %0'  C'F  3J$+1  9DI  'F*('GC. 	 V e r   T V   n o   t e l e m  v e l      p e r i g o s o   e      e s t r i t a m e n t e   p r o i b i d o   d u r a n t e   a   c o n d u   o   o u   d u r a n t e   a   e x e c u   o   d e   t a r e f a s   q u e   r e q u e i r a m   c o n c e n t r a   o   e l e v a d a .   N  o   u t i l i z e   e s t e   d i s p o s i t i v o   q u a n d o   a   s u a   a t e n   o   p o s s a   s e r   a f e c t a d a . 	 C e p   T e l e f o n u   T V   i z l e m e k   t e h l i k e l i d i r   v e   s  r  _  e s n a s 1n d a   v e y a   y  k s e k   k o n s a n t r a s y o n   g e r e k t i r e n   i _l e r i   y a p a r k e n   y a p 1l m a s 1  k e s i n l i k l e   y a s a k t 1r .   L  t f e n   d i k k a t i n i z i n   e t k i l e n e b i l e c e i   d u r u m l a r d a   b u   a y g 1t 1  k u l l a n m a k t a n   k a  1n 1n . 	 X e m   t i v i   d i   n g   r t   n g u y   h i m   v    b   n g h i  m   c m   t r o n g   k h i   a n g   l  i   x e   h a y   a n g   t h c   h i n   n h i m   v   v n   c n   s   t p   t r u n g   c a o   .   H  y   h n   c h   s   d n g   t h i t   b   n  y   k h i   s   t p   t r u n g   c a   b n   c    t h   b   n h   h n g . 	 M e n o n t o n   T V   P o n s e l   b e r b a h a y a   d a n   s a n g a t   d i l a r a n g   s e w a k t u   b e r k e n d a r a   a t a u   m e l a k u k a n   t u g a s   y a n g   m e m e r l u k a n   k o n s e n t r a s i   t i n g g i .   H i n d a r i   p e n g g u n a a n   p e r a n g k a t   i n i   b i l a   p e r h a t i a n   A n d a   d a p a t   t e r p e n g a r u h . 	 M e n o n t o n   T V   M u d a h   A l i h   a d a l a h   m e r b a h a y a   d a n   d i l a r a n g   s a m a   s e k a l i   k e t i k a   m e m a n d u   a t a u   m e l a k u k a n   k e r j a   y a n g   m e m e r l u k a n   t u m p u a n .   T o l o n g   h i n d a r i   d a r i p a d a   m e n g g u n a k a n   p e r a n t i   i n i   d i   m a n a   p e r h a t i a n   a n d a   b o l e h   t e r j e j a s . 	 5	>	9	(	  	2	>	$	G	  	%	5	>	  	8	G	  	>	0	M	/	  	0	$	G	  8	.	/	  	?	(	.	G		  			M		  		>		M	0	$	>	  	@	  	5	6	M	/		$	>	  9	H	,   .	K	,	>		2	  	@	5	@	  &	G		(	>	  	$	0	(	>		  	0	  *	B	0	M	#	$	:   *	M	0	$	?	,		'	?	$	  9	H	.   	,	  	*		>	  '	M	/	>	(	  *	M	0	-	>	5	?	$	  9	K	  8		$	>	  9	K	  $	K	  	C	*	/	>	  	8	  		*		0	#	  	>	  	8	M	$	G	.	>	2	  (	  	0	G		. 	 	 	 	 A   M o b i l   T V - z  s   v e z e t  s   v a g y   e r Qs   k o n c e n t r  l  s t   i g  n y l Q  t e v  k e n y s  g   k  z b e n   v e s z  l y e s    s   s z i g o r  a n   t i l o s .   M e l l Qz z e   a z   e s z k  z   h a s z n  l a t  t ,   h a   a z   b e f o l y  s o l h a t j a   f i g y e l m  t . 	 	 	 	 H e t   i s   g e v a a r l i j k   e n   s t r e n g   v e r b o d e n   n a a r   d e   m o b i e l e   t e l e v i s i e   t e   k i j k e n   t i j d e n s   h e t   b e s t u r e n   v a n   e e n   v o e r t u i g   o f   h e t   u i t v o e r e n   v a n   e e n   t a a k   w a a r v o o r   v e e l   c o c e n t r a s t i e   n o d i g   i s .   G e b r u i k   d i t   a p p a r a a t   n i e t   a l s   u w   a a n d a c h t   v o o r   i e t s   a n d e r s   n o d i g   i s . 	 	 	 U t i l i z a r e a   d i s p o z i t i v u l u i   M o b i l e   T V   e s t e   p e r i c u l o a s   _i   s t r i c t   i n t e r z i s    n   t i m p   c e   c o n d u c e ci   s a u   e f e c t u a ci   a c t i v i t ci   c a r e   n e c e s i t   u n   n i v e l   s p o r i t   d e   a t e n ci e .   E v i t a ci   u t i l i z a r e a   d i s p o z i t i v u l u i   a t u n c i   c  n d   a c e s t a   v   p o a t e   d i s t r a g e   a t e n ci a . 	 	 	                                 .                       . 	 	 	 *E'4'  *DH2HF  .71F'  (H/G  H  /1GF'E  1'FF/  '  'F,'E  '1G'  G  F'2  (G  *E12  ('D'  /'1F/  '/'  EEFH9  '3*.   .H'G4EF/  '3*  '2  ('11  'F  H3DG  /1  EH'B9  G  'E'F  /'1/  *H,G*'F  EF-1A  4H/  .H//'1  FE'/. 	 	 	 						  				  				  								,   			  				  							  			  		  						  				  		  						  			  				  			  						  				  				  										  							d	  					  						  				  				  						  			  			  								  							  			  			  							  				  				  						 	 	 	 	 	 	 	 	 O m   M o b i l e   T V   t e   k y k   i s   g e v a a r l i k   e n   w o r d   s t r e n g   v e r b i e d   t e r w y l   j y   b e s t u u r   o f   t a k e   v e r r i g   w a a r   j y   b a i e   m o e t   k o n s e n t r e e r .   M o e t   a s s e b l i e f   n i e   h i e r d i e   t o e s t e l   g e b r u i k   t e r w y l   j o u   a a n d a g   a a n g e t a s   k a n   w o r d   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A s s i s t i r   T V   m  v e l      p e r i g o s o   e   e s t r i t a m e n t e   p r o i b i d o   e n q u a n t o   e s t    d i r i g i n d o   o u   e x e c u t a n d o   t a r e f a   q u e   r e q u e r   a l t a   c o n c e n t r a   o .   E v i t e   u t i l i z a r   e s t e   d i s p o s i t i v o   q u a n d o   a f e c t a r   a   s u a   a t e n   o . 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ N A M E 	 M T V 	 U N L I M 	 C h a n n e l   n a m e 	 C h a n n e l   n a m e : 	 ;S
T1z	 S
Ty	 
7H-A
@%: 	 N o m b r e   d e l   c a n a l : 	 N o m   d e   l a   c h a  n e   : 	 K a n a l n a m e : 	 0720=85  :0=0;0: 	 N o m e   c a n a l e : 	 '3E  'DBF'): 	 N o m e   d o   c a n a l : 	 K a n a l   a d 1: 	 T  n   k  n h : 	 N a m a   s a l u r a n : 	 N a m a   s a l u r a n : 	 	H	(	2	  	>	  (	>	.			 	 	 	 C s a t o r n a   n e v e : 	 	 	 	 K a n a a l n a a m : 	 	 	 N u m e   c a n a l : 	 	 	   : 	 	 	 F'E  C'F'D: 	 	 	 									  			: 	 	 	 	 	 	 	 	 	 K a n a a l n a a m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d o   c a n a l : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ C L A S S 	 M T V 	 U N L I M 	 C h a n n e l   c l a s s 	 C h a n n e l   c l a s s : 	 ;S^W	 S{|W	 %2*A
@%: 	 C l a s e   d e l   c a n a l :   	 C l a s s e   d e   l a   c h a  n e   : 	 K a n a l k l a s s e : 	 ;0AA  :0=0;0: 	 C l a s s e   c a n a l e : 	 A&)  'DBF'): 	 C l a s s e   d o   c a n a l : 	 K a n a l   s 1n 1f 1: 	 L o i   k  n h : 	 K e l a s   s a l u r a n : 	 K e l a s   s a l u r a n : 	 	H	(	2	  	@	  6	M	0	G	#	@			 	 	 	 C s a t o r n a   o s z t  l y : 	 	 	 	 K a n a a l k l a s s e : 	 	 	 C l a s   c a n a l : 	 	 	   : 	 	 	 1/G  'F'D: 	 	 	 									  						: 	 	 	 	 	 	 	 	 	 K a n a a l k l a s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l a s s e   d e   c a n a l : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ D E S C R I P T I O N 	 M T V 	 U N L I M 	 C h a n n e l   d e s c r i p t i o n 	 C h a n n e l   d e s c r i p t i o n : 	 ;Sc	 Sc	 3-42"A
@%: 	 D e s c r i p c i  n   d e l   c a n a l : 	 D e s c r i p t i f   d e   l a   c h a  n e   : 	 K a n a l b e s c h r e i b u n g : 	 ?8A0=85  :0=0;0: 	 D e s c r i z i o n e   c a n a l e : 	 H5A  'DBF'): 	 D e s c r i   o   d o   c a n a l : 	 K a n a l   t a n 1m 1: 	 M    t   k  n h : 	 K e t e r a n g a n   s a l u r a n : 	 H u r a i a n   s a l u r a n : 	 	H	(	2	  	>	  5	?	5	0	#			 	 	 	 C s a t o r n a   l e  r  s : 	 	 	 	 K a n a a l o m s c h r i j v i n g : 	 	 	 D e s c r i e r e   c a n a l : 	 	 	   : 	 	 	 41-  'F'D: 	 	 	 									  						:   	 	 	 	 	 	 	 	 	 K a n a a l b e s k r y w i n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c r i   o   d o   c a n a l : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ P R O V I D E R 	 M T V 	 U N L I M 	 C h a n n e l   p r o v i d e r 	 C h a n n e l   p r o v i d e r : 	 ^FU
T1z	 SFU
Ty	 9IC+I#42#A
@%: 	 P r o v e e d o r   d e l   c a n a l : 	 F o u r n i s s e u r   d e   l a   c h a  n e   : 	 K a n a l a n b i e t e r : 	 @>20945@  :0=0;0: 	 F o r n i t o r e   c a n a l e : 	 EHA1  'DBF'): 	 O p e r a d o r a   d o   c a n a l : 	 K a n a l   s a l a y 1c 1s 1: 	 N h    c u n g   c p   k  n h : 	 P e n y e d i a   s a l u r a n : 	 P e m b e k a l   s a l u r a n : 	 	H	(	2	  *	M	0	&	>	$	>			 	 	 	 C s a t o r n a   s z o l g  l t a t  : 	 	 	 	 K a n a a l p r o v i d e r : 	 	 	 F u r n i z o r   c a n a l : 	 	 	   : 	 	 	 E.'(1G  FF/G  'F'D: 	 	 	 									  										: 	 	 	 	 	 	 	 	 	 K a n a a l v e r s k a f f e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o v e d o r   d o   c a n a l : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C H A N N E L _ L A N G U A G E 	 M T V 	 U N L I M 	 C h a n n e l   l a n g u a g e 	 C h a n n e l   l a n g u a g e : 	 ;S 	 S 	  2)2A
@%: 	 I d i o m a   d e l   c a n a l :   	 L a n g u e   d e   l a   c h a  n e   : 	 K a n a l s p r a c h e : 	 /7K:  :0=0;0: 	 L i n g u a   c a n a l e : 	 D:)  'DBF'): 	 I d i o m a   d o   c a n a l : 	 K a n a l   d i l i : 	 N g  n   n g   k  n h : 	 B a h a s a   s a l u r a n : 	 B a h a s a   s a l u r a n : 	 	H	(	2	  	@	  -	>	7	>			 	 	 	 C s a t o r n a   n y e l v e : 	 	 	 	 K a n a a l t a a l : 	 	 	 L i m b   c a n a l : 	 	 	   : 	 	 	 2('F  'F'D: 	 	 	 									  				: 	 	 	 	 	 	 	 	 	 K a n a a l t a a l : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I d i o m a   d o   c a n a l : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ T Y P E 	 M T V 	 U N L I M 	 T y p e 	 T y p e : 	 ^W	 {|W	 #0@ :   	 T i p o : 	 T y p e   : 	 T y p :   	 "8?: 	 T i p o : 	 'DFH9: 	 T i p o : 	 T  r :   	 K i u :   	 J e n i s : 	 J e n i s : 	 *	M	0		>	0	: 	 	 	 	 T  p u s : 	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 : 	 	 	 FH9: 	 	 	 			: 	 	 	 	 	 	 	 	 	 T i p e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ L E V E L 	 M T V 	 U N L I M 	 L e v e l 	 L e v e l : 	 }%R	 ~+R	 #01: 	 N i v e l :   	 N i v e a u   : 	 S t u f e : 	 #@>25=L: 	 L i v e l l o : 	 'DE3*HI: 	 N  v e l : 	 S e v i y e : 	 M c : 	 L e v e l : 	 P e r i n g k a t : 	 8	M	$	0			 	 	 	 S z i n t : 	 	 	 	 N i v e a u : 	 	 	 N i v e l : 	 	 	 : 	 	 	 /1,G  : 	 	 	 				: 	 	 	 	 	 	 	 	 	 V l a k : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  v e l 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ L E V E L _ 1 	 M T V 	 U N L I M 	 L e v e l   1 	 L e v e l   1 	  N}	  N~	 #01  1 	 N i v e l   1 	 N i v e a u   1 	 S t u f e   1 	 K@02=O9B5AL  1   	 L i v e l l o   1 	 'DE3*HI  1 	 N  v e l   1 	 S e v i y e   1 	 M c   1 	 L e v e l   1 	 P e r i n g k a t   1 	 8	M	$	0	  1 	 	 	 	 1 .   s z i n t 	 	 	 	 N i v e a u   1 	 	 	 N i v e l   1 	 	 	   1 	 	 	 /1,G  1 	 	 	 				  		 	 	 	 	 	 	 	 	 V l a k   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  v e l   1 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ L E V E L _ 2 	 M T V 	 U N L I M 	 L e v e l   2 	 L e v e l   2 	 N}	 N~	 #01  2 	 N i v e l   2 	 N i v e a u   2 	 S t u f e   2 	 K@02=O9B5AL  2   	 L i v e l l o   2 	 'DE3*HI  2 	 N  v e l   2 	 S e v i y e   2 	 M c   2 	 L e v e l   2 	 P e r i n g k a t   2 	 8	M	$	0	  2 	 	 	 	 2 .   s z i n t 	 	 	 	 N i v e a u   2 	 	 	 N i v e l   2 	 	 	   2 	 	 	 /1,G  2 	 	 	 				  		 	 	 	 	 	 	 	 	 V l a k   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  v e l   2 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ L E V E L _ 3 	 M T V 	 U N L I M 	 L e v e l   3 	 L e v e l   3 	 	N}	 	N~	 #01  3 	 N i v e l   3 	 N i v e a u   3 	 S t u f e   3 	 K@02=O9B5AL  3   	 L i v e l l o   3 	 'DE3*HI  3 	 N  v e l   3 	 S e v i y e   3 	 M c   3 	 L e v e l   3 	 P e r i n g k a t   3 	 8	M	$	0	  3 	 	 	 	 3 .   s z i n t 	 	 	 	 N i v e a u   3 	 	 	 N i v e l   3 	 	 	   3 	 	 	 /1,G  3 	 	 	 				  		 	 	 	 	 	 	 	 	 V l a k   3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  v e l   3 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ L E V E L _ 4 	 M T V 	 U N L I M 	 L e v e l   4 	 L e v e l   4 	 V}	 V~	 #01  4 	 N i v e l   4 	 N i v e a u   4 	 S t u f e   4 	 K@02=O9B5AL  4   	 L i v e l l o   4 	 'DE3*HI  4 	 N  v e l   4 	 S e v i y e   4 	 M c   4 	 L e v e l   4 	 P e r i n g k a t   4 	 8	M	$	0	  4 	 	 	 	 4 .   s z i n t 	 	 	 	 N i v e a u   4 	 	 	 N i v e l   4 	 	 	   4 	 	 	 /1,G  4 	 	 	 				  		 	 	 	 	 	 	 	 	 V l a k   4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  v e l   4 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ A N N O U N C E D _ T I M E 	 M T V 	 U N L I M 	 A n n o u n c e d   t i m e 	 A n n o u n c e d   t i m e : 	 |vBf	 Se	 @'%2#02(: 	 T i e m p o   a n u n c i a d o : 	 D u r  e   a n n o n c  e   : 	 A n g e k  n d i g t e   Z e i t : 	 1JO2;5==>5  2@5<O: 	 O r a   a n n u n c i a t a : 	 'DHB*  'DE9DF: 	 H o r a   a n u n c i a d a : 	 D u y u r u l a n   z a m a n : 	 T h i   g i a n   c  n g   b : 	 W a k t u   p e m b e r i t a h u a n : 	 W a k t u   p e n g u m u m a n : 	 	K	7	?	$	  8	.	/			 	 	 	 B e j e l e n t  s   i d e j e : 	 	 	 	 A a n g e k o n d i g d e   t i j d : 	 	 	 O r   a n u n ca t : 	 	 	   : 	 	 	 2E'F  '9D'E  4/G: 	 	 	 						  			: 	 	 	 	 	 	 	 	 	 A a n g e k o n d i g d e   t y d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   a n u n c i a d o : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ T Y P E _ N A T U R A L _ D I S A S T E R 	 M T V 	 U N L I M 	 N a t u r a l   d i s a s t e r 	 N a t u r a l   d i s a s t e r 	 6q}p[	 6q~p[	  1"##!
24	 D e s a s t r e   n a t u r a l 	 C a t a s t r o p h e   n a t u r e l l e 	 N a t u r k a t a s t r o p h e 	 !B8E89=>5  154AB285	 D i s a s t r o   n a t u r a l e 	 C'1+)  7(J9J)	 D e s a s t r e   n a t u r a l 	 D o a l   a f e t 	 T h i  n   t a i 	 B e n c a n a   a l a m 	 B e n c a n a   a l a m 	 *	M	0	>		C	$	?		  5	?	*	&	>		 	 	 	 T e r m  s z e t i   k a t a s z t r  f a 	 	 	 	 N a t u u r r a m p 	 	 	 C a l a m i t ci   n a t u r a l e 	 	 	   	 	 	 A',9G  7(9	 	 	 									  								  	 	 	 	 	 	 	 	 	 N a t u u r r a m p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a s t r e   n a t u r a l 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ T Y P E _ S Y S T E M _ E X P E R I M E N T A T I O N 	 M T V 	 U N L I M 	 S y s t e m   e x p e r i m e n t a t i o n 	 S y s t e m   e x p e r i m e n t a t i o n 	 |q},nf	 |~KmՋ	 2#%-#0	 E x p e r i m e n t a c i  n   d e l   S i s t e m a 	 E x p  r i m e n t a t i o n   s y s t  m e 	 S y s t e m e x p e r i m e n t 	 -:A?5@8<5=B0;L=K5  @01>BK  A8AB5<K	 S p e r i m e n t a z i o n e   d i   s i s t e m a 	 '.*('1  'DF8'E	 T e s t e   d e   s i s t e m a 	 S i s t e m   d e n e y i 	 T h   n g h i m   h   t h n g 	 P e r c o b a a n   s i s t e m 	 P e n g u j i a n   s i s t e m 	 8	?	8	M		.	  *	M	0	/	K			 	 	 	 R e n d s z e r k  s  r l e t 	 	 	 	 S y s t e e m e x p e r i m e n t 	 	 	 E x p e r i m e n t a r e   s i s t e m 	 	 	   	 	 	 '1"2E'  ('  33*E	 	 	 							  								 	 	 	 	 	 	 	 	 S t e l s e l - e k s p e r i m e n t e r i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x p e r i m e n t a   o   d e   s i s t e m a 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ T Y P E _ A C C I D E N T _ D I S A S T E R 	 M T V 	 U N L I M 	 A c c i d e n t   d i s a s t e r 	 A c c i d e n t   d i s a s t e r 	 NEe}p	 NEe~p	  1"2-814@+8	 D e s a s t r e   p o r   a c c i d e n t e   	 A c c i d e n t   d  s a s t r e 	 U n f a l l 	 5AG0AB=K9  A;CG09	 D i s a s t r o   a c c i d e n t a l e 	 C'1+)  9'16)	 A c i d e n t e 	 K a z a 	 T a i   n n 	 B e n c a n a   k e c e l a k a a n 	 B e n c a n a   k e m a l a n g a n 	 &	A	0	M			(	>	  5	?	*	&	>		 	 	 	 B a l e s e t i   k a t a s z t r  f a 	 	 	 	 O n g e v a l 	 	 	 A c c i d e n t e 	 	 	 	 	 	 *5'/A  A',9G  "E2	 	 	 								  							    	 	 	 	 	 	 	 	 	 O n g e l u k s r a m p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c i d e n t e 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ T Y P E _ P U B L I C _ H E A L T H _ D I S A S T E R 	 M T V 	 U N L I M 	 p u b l i c   h e a l t h   d i s a s t e r 	 p u b l i c   h e a l t h   d i s a s t e r 	 lQqQ[uNN	 lQqQkSuNN	  1"I2*8 2	 D e s a s t r e   d e   s a l u d   p  b l i c a 	 D  s a s t r e   p u b l i q u e 	  f f e n t l i c h e   G e s u n d h e i t s g e f  h r d u n g 	 0B0AB@>D0  A  C3@>7>9  74>@>2LN  =0A5;5=8O	 d i s a s t r o   s a l u t e   p u b b l i c a 	 C'1+)  E*9DB)  ('D5-)  'D9'E)	 d e s a s t r e   d e   s a  d e   p  b l i c a 	 K a m u   s a l 11  t e h l i k e s i 	 t a i   n n   c  n g   c n g 	 b e n c a n a   k e s e h a t a n   m a s y a r a k a t 	 b e n c a n a   k e s i h a t a n   a w a m 	 	(	- 8	M	5	>	8	M	%	M	/	- 5	?	*	&	>		 	 	 	 k  z e g  s z s  g  g y i   k a t a s z t r  f a 	 	 	 	 E p i d e m i e 	 	 	 d e z a s t r e   s n t a t e   p u b l i c 	 	 	     	 	 	 A',9G  (G/'4*  9EHE	 	 	 											  								 	 	 	 	 	 	 	 	 o p e n b a r e   g e s o n d h e i d s r a m p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 d e s a s t r e   d e   s a  d e   p  b l i c a 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ E B _ T Y P E _ S O C I A L _ S E C U R I T Y 	 M T V 	 U N L I M 	 S o c i a l   s e c u r i t y 	 S o c i a l   s e c u r i t y 	 >yg[hQNN	 >yO[hQNN	 #01*1!	 S e g u r o   s o c i a l   	 S  c u r i t    s o c i a l e 	 S o z i a l e   S i c h e r h e i t 	 !>F80;L=0O  70I8B0	 S i c u r e z z a   s o c i a l e 	 'D#EF  'D',*E'9J	 S e g u r a n  a   s o c i a l 	 S o s y a l   g  v e n l i k 	 A n   s i n h   x    h i 	 K e a m a n a n   s o s i a l 	 K e s e l a m a t a n   s o s i a l 	 8	>	.	>		?		  8	A	0		M	7	>		 	 	 	 T  r s a d a l o m b i z t o s  t  s 	 	 	 	 S o c i a l e   v e i l i g h e i d 	 	 	 S e c u r i t a t e   s o c i a l 	 	 	   	 	 	 *#EF  ',*E'9	 	 	 							  									  	 	 	 	 	 	 	 	 	 P e n s i o e n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e g u r a n  a   s o c i a l 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ T I T L E 	 M T V 	 U N L I M 	 C o n t e n t   t i t l e 	 C o n t e n t   t i t l e : 	 gQ[jL	 Q[h	 
7H-@7I-+2: 	 C o n t e n i d o   d e l   t  t u l o : 	 T i t r e   d u   c o n t e n u   : 	 I n h a l t s t i t e l : 	 03>;>2>:  A>45@60=8O: 	 T i t o l o   d e l   c o n t e n u t o : 	 9FH'F  'DE-*HI: 	 T  t u l o   d o   c o n t e  d o : 	 0 e r i k   a d 1: 	 T i  u     n i   d u n g : 	 J u d u l   k o n t e n : 	 T a j u k   k a n d u n g a n : 	 5	?	7	/	- 5	8	M	$	A	  8	B		@			 	 	 	 T a r t a l o m   c  m : 	 	 	 	 T i t e l   v a n   i n h o u d : 	 	 	 T i t l u   c o n ci n u t : 	 	 	   : 	 	 	 9FH'F  E-*H': 	 	 	 						  								:   	 	 	 	 	 	 	 	 	 I n h o u d t i t e l : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T  t u l o   d e   c o n t e  d o : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ C L A S S 	 M T V 	 U N L I M 	 C o n t e n t   c l a s s 	 C o n t e n t   c l a s s : 	 gQ[R^	 Q[R{|	 %2*@7I-+2: 	 C l a s e   d e   c o n t e n i d o : 	 C l a s s e   d u   c o n t e n u   : 	 I n h a l t s k l a s s e : 	 ;0AA  A>45@60=8O: 	 C l a s s e   d e l   c o n t e n u t o : 	 A&)  'DE-*HI: 	 C l a s s e   d o   c o n t e  d o : 	 0 e r i k   s 1n 1f 1: 	 L o i   n i   d u n g : 	 K e l a s   k o n t e n : 	 K e l a s   k a n d u n g a n : 	 5	?	7	/	- 5	8	M	$	A	  	@	  6	M	0	G	#	@			 	 	 	 T a r t a l o m   o s z t  l y : 	 	 	 	 K l a s s e   v a n   i n h o u d : 	 	 	 C l a s   c o n ci n u t : 	 	 	   : 	 	 	 1/G  E-*H': 	 	 	 						  						: 	 	 	 	 	 	 	 	 	 I n h o u d k l a s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l a s s e   d e   c o n t e  d o : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ G E N R E 	 M T V 	 U N L I M 	 C o n t e n t   g e n r e 	 C o n t e n t   g e n r e : 	 gQ[^W	 Q[{|W	 A'@7I-+2: 	 G  n e r o   d e l   c o n t e n i d o :   	 G e n r e   d u   c o n t e n u   : 	 I n h a l t s g a t t u n g : 	 0=@  A>45@60=8O: 	 G e n e r e   d e l   c o n t e n u t o : 	 FH9  'DE-*HI: 	 G  n e r o   d o   c o n t e  d o : 	 0 e r i k   t  r  : 	 T h   l o i   n i   d u n g : 	 G e n r e   k o n t e n : 	 G e n r e   k a n d u n g a n : 	 5	?	7	/	- 5	8	M	$	A	  	G	(	0			 	 	 	 T a r t a l o m   m qf a j : 	 	 	 	 G e n r e   v a n   i n h o u d : 	 	 	 G e n   c o n ci n u t : 	 	 	   : 	 	 	 'F1  E-*H': 	 	 	 						  					: 	 	 	 	 	 	 	 	 	 I n h o u d g e n r e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G  n e r o   d e   c o n t e  d o : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ D I G E S T _ I N F O 	 M T V 	 U N L I M 	 D i g e s t   i n f o 	 D i g e s t   i n f o : 	 Xd	 Xd	 I-!9%+1*7-: 	 I n f o r m a c i  n   d e   r e s u m e n : 	 I n f o   d i g e s t   : 	 D i g e s t - I n f o : 	 17>@: 	 I n f o   d i g e s t : 	 E9DHE'*  *H6J-J): 	 I n f o r m a   e s   d e   r e s u m o : 	  z e t   b i l g i : 	 T h  n g   t i n   l u t   v n g : 	 I k h t i s a r : 	 F a h a m i   m a k l u m a t : 	 !	>			G	8	M		  8	B		(	>	: 	 	 	 	 K i v o n a t   i n f o . : 	 	 	 	 I n f o   v a n   s a m e n v a t t i n g : 	 	 	 I n f o r m a ci i   e x t r a s : 	 	 	   : 	 	 	 /G  '7D'9'*: 	 	 	 				  			: 	 	 	 	 	 	 	 	 	 V e r w e r k   i n l i g t i n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a   o   c o m p i l a d a : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ D U R A T I O N 	 M T V 	 U N L I M 	 D u r a t i o n 	 D u r a t i o n : 	 c~Bf	 c~e	 #0"0@'%2: 	 D u r a c i  n :   	 D u r  e   : 	 D a u e r : 	 @>4>;68B5;L=>ABL: 	 D u r a t a : 	 'DE/): 	 D u r a   o : 	 S  r e : 	 T h i   l n g : 	 D u r a s i : 	 T e m p o h : 	 	5	'	?			 	 	 	 I d Qt a r t a m : 	 	 	 	 D u u r : 	 	 	 D u r a t : 	 	 	   : 	 	 	 E/*: 	 	 	 											:   	 	 	 	 	 	 	 	 	 D u u r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r a   o : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ K E Y W O R D 	 M T V 	 U N L I M 	 K e y w o r d 	 K e y w o r d : 	 ܕuW[	 sQ.͋	 3I: 	 P a l a b r a   c l a v e :   	 M o t   c l    : 	 S c h l  s s e l w o r t : 	 ;NG52>5  A;>2>: 	 P a r o l a   c h i a v e : 	 'DCDE)  'D#3'3J): 	 P a l a v r a - c h a v e : 	 A n a h t a r   k e l i m e : 	 T   k h  a : 	 K a t a   k u n c i : 	 K a t a   k u n c i : 	 .	A		M	/	  6	,	M	&			 	 	 	 K u l c s s z  : 	 	 	 	 S l e u t e l w o o r d : 	 	 	 C u v  n t   c h e i e : 	 	 	   : 	 	 	 D/H'G: 	 	 	 								: 	 	 	 	 	 	 	 	 	 S l e u t e l w o o r d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a l a v r a - c h a v e : 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ T E L E V I S I O N 	 M T V 	 U N L I M 	 T e l e v i s i o n 	 T e l e v i s i o n 	 	 5uƉ	 B#1(L	 T e l e v i s i  n   	 T  l  v i s i o n 	 F e r n s e h e n 	 "5;52845=85	 T e l e v i s i o n e 	 *DA2JHF	 T e l e v i s  o 	 T e l e v i z y o n 	 T i v i 	 T e l e v i s i 	 T e l e v i s y e n 	 	G	2	@	5	?		<	(		 	 	 	 T e l e v  z i  	 	 	 	 T e l e v i s i e 	 	 	 T e l e v i z i u n e 	 	 	 	 	 	 *DH2HF	 	 	 					 	 	 	 	 	 	 	 	 T e l e v i s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e v i s  o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ R A D I O 	 M T V 	 U N L I M 	 R a d i o 	 R a d i o 	 ^d	 ^d	 '4"8	 R a d i o 	 R a d i o 	 R a d i o 	 R a d i o 	 R a d i o 	 1'/JH	 R  d i o 	 R a d y o 	 R a d i o 	 R a d i o 	 R a d i o 	 0	G	!	?	/	K		 	 	 	 R  d i  	 	 	 	 R a d i o 	 	 	 R a d i o 	 	 	 	 	 	 1'/H	 	 	 					  	 	 	 	 	 	 	 	 	 R a d i o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R  d i o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ C L A S S _ I M A G E 	 M T V 	 U N L I M 	 I m a g e 	 I m a g e 	 WP	 VP	  2	 I m a g e n 	 I m a g e 	 B i l d 	 7>1@065=85	 I m m a g i n e 	 5H1)	 I m a g e m 	 G  r  n t  	 n h 	 F o t o 	 I m e j 	 	5	?		 	 	 	 K  p 	 	 	 	 B e e l d 	 	 	 I m a g i n e 	 	 	 	 	 	 *5HJ1	 	 	 			  	 	 	 	 	 	 	 	 	 A f b e e l d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ C L A S S _ A U D I O 	 M T V 	 U N L I M 	 A u d i o 	 A u d i o 	 
	 󗯋	 @*5"	 A u d i o 	 A u d i o 	 A u d i o 	 2C:	 A u d i o 	 5H*	  u d i o 	 S e s 	  m   t h a n h 	 A u d i o 	 A u d i o 	 	!	?	/	K		 	 	 	 A u d i  	 	 	 	 A u d i o 	 	 	 A u d i o 	 	 	 	 	 	 5/'	 	 	 				  	 	 	 	 	 	 	 	 	 O u d i o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  u d i o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ C L A S S _ A P P L I C A T I O N 	 M T V 	 U N L I M 	 A p p l i c a t i o n 	 A p p l i c a t i o n 	 z_	 z^	 A-%4@
1H	 A p l i c a c i  n   	 A p p l i c a t i o n 	 A n w e n d u n g 	  072;5G5=8O	 A p p l i c a z i o n e 	 *7(JB	 A p l i c a   o 	 U y g u l a m a 	 n g   d n g 	 A p l i k a s i 	 A p l i k a s i 	 	*	M	2	@		G	6	(	  	 	 	 	 A l k a l m a z  s 	 	 	 	 T o e p a s s i n g 	 	 	 A p l i c a ci e 	 	 	 	 	 	 (1F'EG  '1(1/	 	 	 												  	 	 	 	 	 	 	 	 	 T o e p a s s i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p l i c a t i v o 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ C O N T E N T _ C L A S S _ M U L T I P A R T 	 M T V 	 U N L I M 	 M u l t i p a r t 	 M u l t i p a r t 	 T	 
YT	 +%2"*H'	 M u l t i p a r t e 	 M u l t i s e c t i o n s 	 M u l t i p a r t 	 =>3>AB>@>==89	 M u l t i p a r t 	 E*9//  'D#,2'!	 M u l t i p a r t e s 	  o k   b  l  m l  	 a   b   p h n 	 B e b e r a p a   b a g i a n 	 B e r b i l a n g   b a h a g i a n 	 .	2	M		@	*	>	0	M		  	 	 	 	 T  b b r  s z e s 	 	 	 	 M u l t i p a r t 	 	 	 M a i   m u l t e   p r ci 	 	 	   	 	 	 F/B3E*	 	 	 							  			  	 	 	 	 	 	 	 	 	 V e e l d e l i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r t e s   m  l t i p l a s 
 
 S T R _ I D _ M O B I L E _ T V _ P L A Y E R _ D E L E T E _ A S K 	 M T V 	 P O P U P C O N F I R M 	 D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 E f f a c e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 -0A? 	 E l i m i n a r ? 	 S i l i n s i n   m i   ? 	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e r e ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  				? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r ? 
 
 S T R _ I D _ C L N D R _ V I E W _ A L L 	 C a l e n d a r 	 I C O N T E X T 	 V i e w   a l l 	 V i e w   a l l 	 j@b	g	 gw@b	g	 91I+!	 V e r   t o d a s 	 A f f i c h e r   t o u t 	 A l l e s   a n z e i g e n 	 @>A<>B@5BL  2A5	 V i s u a l i z z a   t u t t o 	 916  'DCD	 V e r   t u d o 	 T  m  n    g  r  n t  l e   	 X e m   t t   c 	 L i h a t   s e m u a 	 L i h a t   s e m u a 	 8	,	  	A		  &	G		G			 	 	 	  s s z e s   m e g t e k i n t  s e 	 	 	 	 A l l e s   b e k i j k e n 	 	 	 V i z u a l i z a r e   g l o b a l 	 	 	   	 	 	 E4'G/G  GEG	 	 	 		  				  	 	 	 	 	 	 	 	 	 B e k y k   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r   t o d o s 
 
 S T R _ I D _ C A L _ C O L O N 	 O r g a n i z e r 	 U N L I M 	 : 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ C L N D R _ W E E K _ S U N 	 C a l e n d a r 	 T E X T 	 S u n d a y 	 S u n 	 fge	 fge	 -24"L	 D o m i n g o 	 D i m 	 S o n 	 A	 D o m 	 'D#-/	 D o m 	 p a z 	 C . N h t 	 M i n g 	 A h a 	 0	5	?		 	 	 	 V a s . 	 	 	 	 z o 	 	 	 D 	 	 	 	 	 	   4F(G	 	 	 				 	 	 	 	 	 	 	 	 S o . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o m 
 
 S T R _ I D _ C L N D R _ W E E K _ M O N 	 C a l e n d a r 	 T E X T 	 M o n d a y 	 M o n 	 fg N	 fg N	 1#L	 L u n e s 	 L u n 	 M o n 	 =	 L u n 	 'D'+FJF	 S e g 	 P a z a r t e s i 	 T h   2 	 S e n 	 I s n 	 8	K	.		 	 	 	 H  . 	 	 	 	 m a 	 	 	 L 	 	 	 	 	 	 /H4F(G	 	 	 				  	 	 	 	 	 	 	 	 	 M a . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e g 
 
 S T R _ I D _ C L N D R _ W E E K _ T U E 	 C a l e n d a r 	 T E X T 	 T u e s d a y 	 T u e 	 fgN	 fgN	 -12#	 M a r t e s   	 M a r 	 D i e 	 B	 M a r 	 'D+D'+'!	 T e r 	 s a l 	 T h   3 	 S e l 	 S e l 	 .			2		 	 	 	 K e d d 	 	 	 	 d i 	 	 	 M a 	 	 	 	 	 	 3G  4F(G	 	 	 						 	 	 	 	 	 	 	 	 D i . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r 
 
 S T R _ I D _ C L N D R _ W E E K _ W E D 	 C a l e n d a r 	 T E X T 	 W e d n e s d a y 	 W e d 	 fg	N	 fg	N	 8	 M i  r c o l e s 	 M e r 	 M i t 	 !@	 M e r 	 'D#1(9'!	 Q u a 	  a r 	 T h   4 	 R a b 	 R a b 	 ,	A	'		 	 	 	 S z e . 	 	 	 	 w o 	 	 	 M i 	 	 	 	 	 	 G'1  4F(G	 	 	 				 	 	 	 	 	 	 	 	 W o . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a 
 
 S T R _ I D _ C L N D R _ W E E K _ T H U 	 C a l e n d a r 	 T E X T 	 T h u r s d a y 	 T h u 	 fgV	 fgV	 $+1*5	 J u e v e s 	 J e u 	 D o n 	 'B	 G i o 	 'D.EJ3	 Q u i 	 p e r 	 T h   5 	 K a m 	 K h a 	 	A	0	B		 	 	 	 C s  . 	 	 	 	 d o 	 	 	 J 	 	 	 	 	 	 ~F,  4F(G	 	 	 									 	 	 	 	 	 	 	 	 D o . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u i 
 
 S T R _ I D _ C L N D R _ W E E K _ F R I 	 C a l e n d a r 	 T E X T 	 F r i d a y 	 F r i 	 fgN	 fgN	 (8#L	 V i e r n e s 	 V e n 	 F r e 	 B	 V e n 	 'D,E9)	 S e x 	 C u m 	 T h   6 	 J u m 	 J u m 	 6	A		M	0		 	 	 	 P  . 	 	 	 	 v r 	 	 	 V 	 	 	 	 	 	 ,E9G	 	 	 					  	 	 	 	 	 	 	 	 	 V r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e x 
 
 S T R _ I D _ C L N D R _ W E E K _ S A T 	 C a l e n d a r 	 T E X T 	 S a t u r d a y 	 S a t 	 fgmQ	 fgmQ	 @*2#L	 S  b a d o 	 S a m 	 S a m 	 !1	 S a b 	 'D3(*	 S  b 	 C t s 	 T h   7 	 S a b 	 S a b 	 6	(	?		 	 	 	 S z o . 	 	 	 	 z a 	 	 	 S 	 	 	 	 	 	 4F(G	 	 	 			  	 	 	 	 	 	 	 	 	 S a . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S  b 
 
 S T R _ I D _ C L N D R _ D E L E T E _ E V E N T 	 o r g a n i z e r 	 T I T L E ,   I C O N T E X T 	 D e l e t e   e v e n t 	 D e l e t e   e v e n t 	 *RdNN	  RdNN	 %@+82#L	 B o r r a r   e v e n t o 	 E f f a c e r    v  n e m e n t 	 E r e i g n i s   l  s c h e n 	 #40;8BL  A>1KB85	 E l i m i n a   e v e n t o 	 -0A  -/+	 E l i m i n a r   e v e n t o 	 E t k i n l i i   s i l 	 X  a   s   k i n 	 H a p u s   a k t i v i t a s 	 H a p u s   p e r i s t i w a 	 	/	K		(	  9		>				 	 	 	 E s e m  n y   t  r l  s e 	 	 	 	 G e b e u r t e n i s   v e r w i j d e r e n 	 	 	 ^t e r g e r e   e v e n i m e n t 	 	 	   	 	 	 -0A  1H/'/	 	 	 				  				  					  	 	 	 	 	 	 	 	 	 S k r a p   g e l e e n t h e i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   e v e n t o 
 
 S T R _ I D _ C L N D R _ D E L E T E _ A L L 	 o r g a n i z e r 	 I C O N T E X T 	 A l l 	 A l l 	 hQ萋NN	 hQ萋NN	 1I+!	 T o d o s 	 T o u t 	 A l l e 	 A5	 T u t t o 	 'DCD	 T u d o 	 T  m  	 T t   c 	 S e m u a 	 S e m u a 	 8	-	@		 	 	 	  s s z e s 	 	 	 	 A l l e 	 	 	 T o a t e 	 	 	 	 	 	 GEG	 	 	 		  	 	 	 	 	 	 	 	 	 A l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s 
 
 S T R _ I D _ C L N D R _ D E L E T E _ A L L _ O V E R D U E _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   o v e r d u e   e v e n t s ? 	 D e l e t e   o v e r d u e   e v e n t s ? 	 *Rd]NgNN	  Rd]ǏgNN	 %@+82#L5H@43+? 	  B o r r a r   l o s   e v e n t o s   v e n c i d o s ? 	 E f f a c e r   l e s    v  n e m e n t s   e n   r e t a r d   ? 	  b e r f  l l i g e   E r e i g n i s s e   l  s c h e n ? 	 #40;8BL  ?@>A@>G5==K5  A>1KB8O? 	 E l i m i n a r e   e v e n t i   s c a d u t i ? 	 -0A  'D#-/'+  'DE*#.1)	 E l i m i n a r   e v e n t o s   v e n c i d o s ? 	 Z a m a n 1  g e  e n   e t k i n l i k l e r   s i l i n s i n   m i ? 	 X  a   s   k i n   h t   h n ? 	 H a p u s   a k t i v i t a s   t e r l a m p a u i ? 	 H a p u s   p e r i s t i w a   t e r l e w a t ? 	 	5	0	!	M	/	B	  	/	K		(	  9		>			? 	 	 	 	 T  r l i   a   l e j  r t   e s e m  n y e k e t ? 	 	 	 	 V e r s t r e k e n   g e b e u r t e n i s s e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   e v e n i m e n t e   d e p _i t e ? 	 	 	       ? 	 	 	 1H/'/G'  3113/4/G  -0A  4HF/	 	 	 													  				  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   l a a t   g e b e u r e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   e v e n t o s   v e n c i d o s ? 
 
 S T R _ I D _ C L N D R _ D E L E T E _ A L L _ Q U E R Y 	 o r g a n i z e r 	 P O P U P C O N F I R M 	 D e l e t e   a l l   e v e n t s ? 	 D e l e t e   a l l   e v e n t s ? 	 *RdhQ萋NN	  RdhQ萋NN	 %@+82#L1I+!? 	  B o r r a r   t o d o s   l o s   e v e n t o s ? 	 E f f a c e r   t o u s   l e s    v  n e m e n t s   ? 	 A l l e   E r e i g n i s s e   l  s c h e n ? 	 #40;8BL  2A5  A>1KB8O	 E l i m i n a r e   t u t t i   g l i   e v e n t i ? 	 -0A  ,EJ9  'D#-/'+	 E l i m i n a r   t o d o s   o s   e v e n t o s ? 	 T  m   e t k i n l i k l e r   s i l i n s i n   m i ? 	 X  a   h t   s   k i n ? 	 H a p u s   s e m u a   a k t i v i t a s ? 	 H a p u s   s e m u a   p e r i s t i w a ? 	 8	-	@	  	/	K		(	  9		>			? 	 	 	 	 T  r l i   a z    s s z e s   e s e m  n y t ? 	 	 	 	 A l l e   g e b e u r t e n i s s e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   g l o b a l   e v e n i m e n t e ? 	 	 	       ? 	 	 	 GEG  1H/'/G'  -0A  4HF/	 	 	 		  				  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   g e b e u r e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d o s   o s   e v e n t o s ? 
 
 S T R _ I D _ C L N D R _ D E L E T E _ A L L _ O V E R D U E 	 o r g a n i z e r 	 I C O N T E X T 	 O v e r d u e 	 O v e r d u e 	 ]NgNN	 ]ǏgNN	 @43+	 V e n c i d o 	 E n   r e t a r d 	  b e r f  l l i g 	 @>A@>G5==K5	 S c a d u t o 	 E*#.1	 V e n c i d o s 	 G e c i k m i _	 H t   h n 	 T e r l a m p a u i 	 T e r l e w a t 	 	5	0	!	M	/	B		 	 	 	 L e j  r t 	 	 	 	 V e r s t r e k e n 	 	 	 D e p _i t 	 	 	   	 	 	 3113/4/G	 	 	 														 	 	 	 	 	 	 	 	 L a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e n c i d o 
 
 S T R _ I D _ C L N D R _ D E L E T E _ S P E C _ P E R I O D _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   e v e n t s   i n   t h i s   p e r i o d ? 	 D e l e t e   e v e n t s   i n   t h i s   p e r i o d ? 	 *RddkgQNN	  RddkgQNN	 %@+82#LC
H'5I? 	  B o r r a r   l o s   e v e n t o s   d e   e s t e   p e r  o d o ? 	 E f f a c e r   l e s    v  n e m e n t s   d e   c e t t e   p  r i o d e   ? 	 E r e i g n i s s e   i n   d i e s e m   Z e i t a b s c h n i t t   l  s c h e n ? 	 #40;8BL  A>1KB8O  70  MB>B  ?5@8>4? 	 E l i m i n a r e   g l i   e v e n t i   i n   q u e s t o   p e r i o d o ? 	 -0A  'D#-/'+  AJ  G0G  'DA*1)	 E l i m i n a r   e v e n t o s   n e s t e   p e r  o d o ? 	 B u   s  r e  t e k i   e t k i n l i k l e r   s i l i n s i n   m i ? 	 X  a   s   k i n   t r o n g   t h . g i a n   n  y ? 	 H a p u s   a k t i v i t a s   d a l a m   p e r i o d e   i n i ? 	 H a p u s   p e r i s t i w a   d a l a m   t e m p o h   i n i ? 	 	8	  	5	'	?	  	G	  	/	K		(	  9		>			? 	 	 	 	 T  r l i   a z   i d Qs z a k   e s e m  n y e i t ? 	 	 	 	 G e b e u r t e n i s s e n   i n   d e z e   p e r i o d e   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   e v e n i m e n t e   d i n   a c e a s t   p e r i o a d ? 	 	 	         ? 	 	 	 GEG  1H/'/G'  /1  'F  /H1G  -0A  4HF/	 	 	 		  								  				  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   g e b e u r e   i n   h i e r d i e   t y d p e r k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   e v e n t o s   n e s t e   p e r  o d o ? 
 
 S T R _ I D _ C L N D R _ D E L E T E _ S P E C _ P E R I O D 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S p e c   p e r i o d 	 S p e c i f i c   p e r i o d 	 xdBfk	 	bek	 
H'@'%25H#08	 P e r  o d o   e s p e c  f i c o 	 P  r i o d e   s p  c . 	 S p e z .   Z e i t a b s c h n i t t 	 #:070BL  ?5@8>4	 P e r i o d o   s p e c i f i c o 	 A*1)  'D*-/J/	 P e r  o d o   e s p e c i f i c a d o 	 S p e k   s  r e s i 	 T h . g i a n   c   t h 	 P e r i o d e   y a n g   d i t e t a p k a n 	 T e m p o h   t e r t e n t u 	 5	?	6	G	7	  	5	'	?		 	 	 	 K  l  n l .   i d Qs z . 	 	 	 	 G e s p e c i f i c e e r d e   p e r i o d e 	 	 	 P e r i o a d   s p e c i f i c a t 	 	 	   	 	 	 *9F  /H1G	 	 	 											  							 	 	 	 	 	 	 	 	 G e s p e s i f i s e e r d e   t y d p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r  o d o   e s p e c . 
 
 S T R _ I D _ T D L _ E V E N T S _ D E L E T E D 	 U n d e f i n e d 	 P O P U P 	   e v e n t s   d e l e t e d 	   e v e n t s   d e l e t e d 	   F{NN]*Rd	   *NNN] Rd	   @+82#L9%A%I'	   e v e n t o s   b o r r a d o s 	    v  n e m e n t s   e f f a c  s 	     E r e i g n i s s e   g e l  s c h t 	   A>1KB8O  C40;5=K	   e v e n t i   e l i m i n a t i 	   *E  -0A  'D#-/'+	   e v e n t o s   e l i m i n a d o s 	 e t k i n l i k l e r   s i l i n d i 	      x  a   c  c   s   k i n 	   a k t i v i t a s   t e r h a p u s 	   p e r i s t i w a   d i h a p u s k a n 	   	/	K		(	  9		>		  			 	 	 	   t  r  l t   e s e m  n y 	 	 	 	   g e b e u r t e n i s s e n   v e r w i j d e r d 	 	 	   e v e n i m e n t e   _t e r s e 	 	 	     	 	 	   1H/'/G'  -0A  1//F/	 	 	   				( 					)   				  				  					  	 	 	 	 	 	 	 	 	     g e b e u r e   g e s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   e v e n t o s   e x c l u  d o s 
 
 S T R _ I D _ T D L _ E V E N T _ D E L E T E D 	 U n d e f i n e d 	 P O P U P 	   e v e n t   d e l e t e d 	   e v e n t   d e l e t e d 	   F{NN]*Rd	   *NNN] Rd	   @+82#L9%A%I'	   e v e n t o   b o o r r a d o 	    v  n e m e n t   e f f a c  	     E r e i g n i s   g e l  s c h t 	   A>1KB85  C40;5=>	   e v e n t o   e l i m i n a t o 	   *E  -0A  'D-/+	   e v e n t o   e l i m i n a d o 	 e t k i n l i k   s i l i n d i 	      x  a   s   k i n 	   a k t i v i t a s   t e r h a p u s 	   p e r i s t i w a   d i h a p u s k a n 	   	/	K		(	  9		>		  			 	 	 	   t  r  l t   e s e m  n y 	 	 	 	   g e b e u r t e n i s   v e r w i j d e r d 	 	 	   e v e n i m e n t   _t e r s 	 	 	     	 	 	   1H/'/  -0A  1//	 	 	   				  				  				  						 	 	 	 	 	 	 	 	     g e b e u r t e n i s   g e s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   e v e n t o   e x c l u  d o 
 
 S T R _ C L N D R _ O N S C R E E N _ D I S P L A Y 	 C a l e n d a r 	 I C O N T E X T 	 I n f o   d i s p l a y 	 I n f o   d i s p l a y 	 Oo`o:y	 Oo`>f:y	 32!+I2-	 I n d i c a d o r   e n   p a n t a l l a 	 M e s s a g e s      l '  c r a n 	 E i n g a b e a u f f o r d e r u n g e n   a u f   d e m   B i l d s c h i r m 	 -:@0==K5  ?>4A:07:8	 P r o m p t   s u   s c h e r m o 	 #H'E1  'D4'4)	 A v i s o s   n o   e c r  	 E k r a n   k o m u t   i s t e m l e r i 	 T h  n g   b  o   t r  n   m  n   h  n h 	 T a m p i l a n   i n f o 	 P e n g g e s a   a t a s   s k r i n 	 	(	8	M		M	0	@	(	  *	M	0	I	.	M	*	M		M	8		 	 	 	 K  p e r n y Qn   m e g j e l e n Q   z e n e t e k 	 	 	 	 M e l d i n g e n   o p   h e t   s c h e r m 	 	 	 S o l i c i t r i   a f i _a t e   p e   e c r a n 	 	 	   	 	 	 ~'EG'  1H  5A-G	 	 	 									  								 	 	 	 	 	 	 	 	 A a n p o r b o o d s k a p p e   o p   s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x i b i   o   d e   i n f o 
 
 S T R _ I D _ C L N D R _ J A N U A R Y 	 c a l e n d a r 	 T I T L E 	 J a n u a r y 	 J a n u a r y 	 1 	 1 	 !#2!	 E n e r o 	 J a n v i e r 	 J a n u a r 	 /=20@L	 G e n n a i o 	 JF'J1	 J a n e i r o 	 O c a k 	 T h  n g   1 	 J a n u a r i 	 J a n u a r i 	 	(	5	0	@		 	 	 	 J a n u  r 	 	 	 	 j a n u a r i 	 	 	 I a n u a r i e 	 	 	 	 	 	 'FHG	 	 	 									 	 	 	 	 	 	 	 	 J a n u a r i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a n e i r o 
 
 S T R _ I D _ C L N D R _ F E B R U A R Y 	 C a l e n d a r 	 T I T L E 	 F e b r u a r y 	 F e b r u a r y 	 2 	 2 	 8! 21L	 F e b r e r o 	 F  v r i e r 	 F e b r u a r 	 $52@0;L	 F e b b r a i o 	 A(1'J1	 F e v e r e i r o 	 ^u b a t 	 T h  n g   2 	 F e b r u a r i 	 F e b r u a r i 	 +	0	5	0	@		 	 	 	 F e b r u  r 	 	 	 	 f e b r u a r i 	 	 	 F e b r u r a r i e 	 	 	 	 	 	 AH1G	 	 	 											 	 	 	 	 	 	 	 	 F e b r u a r i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e v e r e i r o 
 
 S T R _ I D _ C L N D R _ M A R C H 	 C a l e n d a r 	 T I T L E 	 M a r c h 	 M a r c h 	 3 	 3 	 !52!	 M a r z o 	 M a r s 	 M  r z 	 0@B	 M a r z o 	 E'13	 M a r  o 	 M a r t 	 T h  n g   3 	 M a r e t 	 M a c 	 .	>	0	M			 	 	 	 M  r c i u s 	 	 	 	 m a a r t 	 	 	 M a r t i e 	 	 	 	 	 	 E'13	 	 	 						 	 	 	 	 	 	 	 	 M a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r  o 
 
 S T R _ I D _ C L N D R _ M A Y 	 C a l e n d a r 	 T I T L E 	 M a y 	 M a y 	 5 	 5 	 $) 2!	 M a y o 	 M a i 	 M a i 	 09	 M a g g i o 	 E'JH	 M a i o 	 M a y 1s 	 T h  n g   5 	 M e i 	 M e i 	 .			 	 	 	 M  j u s 	 	 	 	 m e i 	 	 	 M a i 	 	 	 	 	 	 EG	 	 	 			 	 	 	 	 	 	 	 	 M e i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i 
 
 S T R _ I D _ C L N D R _ J U N E 	 C a l e n d a r 	 T I T L E 	 J u n e 	 J u n e 	 6 	 6 	 !482"	 J u n i o 	 J u i n 	 J u n i 	 N=L	 G i u g n o 	 JHFJH	 J u n h o 	 H a z i r a n 	 T h  n g   6 	 J u n i 	 J u n 	 	B	(		 	 	 	 J  n i u s 	 	 	 	 j u n i 	 	 	 I u n i e 	 	 	 	 	 	 H&F	 	 	 				 	 	 	 	 	 	 	 	 J u n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u n h o 
 
 S T R _ I D _ C L N D R _ J U L Y 	 C a l e n d a r 	 T I T L E 	 J u l y 	 J u l y 	 7 	 7 	 #2!	 J u l i o 	 J u i l l e t 	 J u l i 	 N;L	 L u g l i o 	 JHDJH	 J u l h o 	 T e m m u z 	 T h  n g   7 	 J u l i 	 J u l a i 	 	A	2	>			 	 	 	 J  l i u s 	 	 	 	 j u l i 	 	 	 I u l i e 	 	 	 	 	 	 ,HD'	 	 	 						 	 	 	 	 	 	 	 	 J u l i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u l h o 
 
 S T R _ I D _ C L N D R _ A U G U S T 	 C a l e n d a r 	 T I T L E 	 A u g u s t 	 A u g u s t 	 8 	 8 	 *4+2!	 A g o s t o 	 A o  t 	 A u g u s t 	 23CAB	 A g o s t o 	 #:373	 A g o s t o 	 A u s t o s 	 T h  n g   8 	 A g u s t u s 	 O g o s 	 		8	M	$		 	 	 	 A u g u s z t u s 	 	 	 	 a u g u s t u s 	 	 	 A u g u s t 	 	 	 	 	 	 "H3*	 	 	 						 	 	 	 	 	 	 	 	 A u g u s t u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g o s t o 
 
 S T R _ I D _ C L N D R _ S E P T E M B E R 	 C a l e n d a r 	 T I T L E 	 S e p t e m b e r 	 S e p t e m b e r 	 9 	 9 	 1"2"	 S e p t i e m b r e 	 S e p t e m b r e 	 S e p t e m b e r 	 !5=BO1@L	 S e t t e m b r e 	 3(*E(1	 S e t e m b r o 	 E y l  l 	 T h  n g   9 	 S e p t e m b e r 	 S e p t e m b e r 	 8	?	$	.	M	,	0		 	 	 	 S z e p t e m b e r 	 	 	 	 s e p t e m b e r 	 	 	 S e p t e m b r i e 	 	 	 	 	 	 3~*'E(1	 	 	 											 	 	 	 	 	 	 	 	 S e p t e m b e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e t e m b r o 
 
 S T R _ I D _ C L N D R _ O C T O B E R 	 C a l e n d a r 	 T I T L E 	 O c t o b e r 	 O c t o b e r 	 1 0 	 1 0 	 8%2!	 O c t u b r e 	 O c t o b r e 	 O k t o b e r 	 :BO1@L	 O t t o b r e 	 #C*H(1	 O u t u b r o 	 E k i m 	 T h  n g   1 0 	 O k t o b e r 	 O k t o b e r 	 		M		B	,	0		 	 	 	 O k t  b e r 	 	 	 	 o k t o b e r 	 	 	 O c t o m b r i e 	 	 	 	 	 	 '*(1	 	 	 								 	 	 	 	 	 	 	 	 O k t o b e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t u b r o 
 
 S T R _ I D _ C L N D R _ N O V E M B E R 	 C a l e n d a r 	 T I T L E 	 N o v e m b e r 	 N o v e m b e r 	 1 1 	 1 1 	 $(42"	 N o v i e m b r e 	 N o v e m b r e 	 N o v e m b e r 	 >O1@L	 N o v e m b r e 	 FHAE(1	 N o v e m b r o 	 K a s 1m 	 T h  n g   1 1 	 N o v e m b e r 	 N o v e m b e r 	 (	5	.	M	,	0		 	 	 	 N o v e m b e r 	 	 	 	 n o v e m b e r 	 	 	 N o i e m b r i e 	 	 	 	 	 	 FH'E(1	 	 	 								 	 	 	 	 	 	 	 	 N o v e m b e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v e m b r o 
 
 S T R _ I D _ C L N D R _ D E C E M B E R 	 C a l e n d a r 	 T I T L E 	 D e c e m b e r 	 D e c e m b e r 	 1 2 	 1 2 	 1'2!	 D i c i e m b r e 	 D  c e m b r e 	 D e z e m b e r 	 5:01@L	 D i c e m b r e 	 /J3E(1	 D e z e m b r o 	 A r a l 1k 	 T h  n g   1 2 	 D e s e m b e r 	 D i s e m b e r 	 &	?	8	.	M	,	0		 	 	 	 D e c e m b e r 	 	 	 	 d e c e m b e r 	 	 	 D e c e m b r i e 	 	 	 	 	 	 /3'E(1	 	 	 									 	 	 	 	 	 	 	 	 D e s e m b e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e z e m b r o 
 
 S T R _ I D _ C L N D R _ A P R I L 	 C a l e n d a r 	 T I T L E 	 A p r i l 	 A p r i l 	 4 	 4 	 @!)2"	 A b r i l 	 A v r i l 	 A p r i l 	 ?@5;L	 A p r i l e 	 #(1JD	 A b r i l 	 N i s a n 	 T h  n g   4 	 A p r i l 	 A p r i l 	 	*	M	0	H	2		 	 	 	  p r i l i s 	 	 	 	 a p r i l 	 	 	 A p r i l i e 	 	 	 	 	 	 "H1D	 	 	 							 	 	 	 	 	 	 	 	 A p r i l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b r i l 
 
 S T R _ I D _ N O T E _ A P P 	 N o t e s 	 I C O N T E X T ,   T I T L E ,   T E X T ,   H I N T ,   T W O S T A T E 	 N o t e   a p p l i c a t i o n   m a i n   s t r i n g 	 N o t e s 	 P_	 Yl	 +!2"@+8	 N o t a s 	 N o t e s 	 H i n w e i s e 	 0<5B:8	 N o t e 	 ED'-8'*	 N o t a s 	 N o t l a r 	 G h i   c h  	 C a t a t a n 	 N o t a 	 (	K		M	8		 	 	 	 J e g y z e t e k 	 	 	 	 O p m e r k i n g e n 	 	 	 N o t e 	 	 	 	 	 	 J'//'4*G'	 	 	 				 	 	 	 	 	 	 	 	 N o t a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t a s 
 
 S T R _ I D _ N O T E _ M A R K _ S E V E R A L 	 N o t e s 	 I C O N T E X T ,   T I T L E 	 M a r k   s e v e r a l   m e n u   a n d   t i t l e 	 M a r k   s e v e r a l 	 jYP	 hY*N	 3@#7H-+!2"+%2"#2"2#	 M a r c a r   v a r i o s 	 M a r q u e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 C;LB82K1>@	 S e l e z i o n e   m u l t i p l a 	 *-/J/  9/)  9F'51	 M a r c a r   v  r i a s 	 B i r k a  1n 1  i _a r e t l e 	  n h   d u   v  i   m c 	 T a n d a i   b e b e r a p a 	 T a n d a k a n   b e b e r a p a 	 	(	G		  	?	9	M	(	?	$	  	0	G			 	 	 	 T  b b   k i j e l  l  s e 	 	 	 	 D i v e r s e   m a r k e r e n 	 	 	 M a r c a r e   u n e l e   e l e m e n t e 	 	 	   	 	 	 9D'E*0'1  F/EH1/	 	 	 						  							  					 	 	 	 	 	 	 	 	 M e r k   v e r s k e i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   v  r i o s 
 
 S T R _ I D _ N O T E _ D E L E T E _ M A R K E D 	 N o t e s 	 I C O N T E X T 	 D e l e t e   m a r k e d   m e n u 	 D e l e t e   m a r k e d 	 *Rdj	  Rdh	 %5H3@#7H-+!2"	 B o r r a r   m a r c a d o s 	 S u p p r i m e r 	 M a r k i e r t e s   l  s c h e n 	 #40;8BL	 E l i m i n a   s e l e z i o n a t i 	 -0A  'DE-//)	 E l i m i n a r   m a r c a d a s 	 0_a r e t l i l e r i   s i l 	     n h   d u   x  a 	 H a p u s   y a n g   d i t a n d a i 	 P a d a m   y a n g   d i t a n d a 	 	?	9	M	(	?	$	  .	?		>				 	 	 	 A   m e g j e l  l t e k   t  r l  s e 	 	 	 	 G e m a r k e e r d e   v e r w i j d e r e n 	 	 	 ^t e r g e r e   e l e m e n t e   m a r c a t e 	 	 	   	 	 	 -0A  9D'E*  0'4*G  G'	 	 	 					  				  						 	 	 	 	 	 	 	 	 S k r a p   g e m e r k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   m a r c a d a 
 
 S T R _ I D _ N O T E _ N E W _ N O T E 	 N o t e s 	 I C O N T E X T 	 n e w   n o t e   m e n u 	 N e w   n o t e 	 eXP_	 e^Yl	 16C+!H	 N o t a   n u e v a 	 N o u v e l l e   n o t e 	 N e u e r   H i n w e i s 	 >20O  70<5B:0	 N u o v a   n o t a 	 ED'-8)  ,/J/)	 N o v a   n o t a 	 Y e n i   n o t 	 G h i   c h    m i 	 C a t a t a n   b a r u 	 N o t a   b a r u 	 (	/	>	  (	K			 	 	 	  j   j e g y z e t 	 	 	 	 N i e u w e   o p m e r k i n g 	 	 	 N o t   n o u 	 	 	   	 	 	 '//'4*  ,//	 	 	 				  				 	 	 	 	 	 	 	 	 N u w e   n o t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   n o t a 
 
 S T R _ I D _ N O T E _ D E L E T E _ N O T E _ A S K 	 N o t e s 	 P O P U P C O N F I R M 	 d e l e t e   n o t e   a s k 	 D e l e t e   n o t e ? 	 *RdP_	  RdYl	 %16? 	  B o r r a r   n o t a ? 	 S u p p r i m e r   n o t e   ? 	 H i n w e i s   l  s c h e n ? 	 #40;8BL  ?@8<5G0=85? 	 E l i m i n a r e   n o t a ? 	 -0A  'DED'-8)	 E l i m i n a r   n o t a ? 	 N o t u   s i l ? 	 X  a   g h i   c h  ? 	 H a p u s   c a t a t a n ? 	 P a d a m   n o t a ? 	 (	K		  .	?		>			? 	 	 	 	 T  r l i   a   j e g y z e t e t ? 	 	 	 	 O p m e r k i n g   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   n o t a ? 	 	 	   ? 	 	 	 '//'4*  -0A  4H/	 	 	 			  				  							? 	 	 	 	 	 	 	 	 	 S k r a p   n o t a ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   n o t a ? 
 
 S T R _ I D _ N O T E _ D E L E T E _ M A R K E D _ A S K 	 N o t e s 	 P O P U P C O N F I R M 	 d e l e t e   m a r k e d   a s k 	 D e l e t e   m a r k e d ? 	 *Rdj	  Rdh	 %5H3@#7H-+!2"? 	  B o r r a r   m a r c a d o s ? 	 S u p p r i m e r   ? 	 M a r k i e r t e s   l  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e   s e l e z i o n a t i ? 	 -0A  'DE-//)	 E l i m i n a r   m a r c a d a s ? 	 0_a r e t l i l e r i   s i l ? 	     n h   d u   x  a ? 	 H a p u s   y a n g   d i t a n d a i ? 	 P a d a m   y a n g   d i t a n d a ? 	 	?	9	M	(	?	$	  .	?		>			? 	 	 	 	 T  r l i   a   m e g j e l  l t e k e t ? 	 	 	 	 G e m a r k e e r d e   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   e l e m e n t e l e   m a r c a t e ? 	 	 	   ? 	 	 	 9D'E*  0'4*G  G'  -0A  4HF/	 	 	 					  				  							? 	 	 	 	 	 	 	 	 	 S k r a p   g e m e r k t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   m a r c a d o ? 
 
 S T R _ I D _ N O T E _ N O T E _ D E L E T E D 	 N o t e s 	 P O P U P 	 n o t e   d e l e t e d   h i n t 	 N o t e   d e l e t e d 	 P_]*Rd	 Yl] Rd	 16%A%I'	 N o t a   b o r r a d a 	 N o n   s u p p r i m  	 H i n w e i s   g e l  s c h t 	 0<5B:0  C40;5=0	 N o t a   e l i m i n a t a 	 *E  -0A  'DED'-8)	 N o t a   e l i m i n a d a 	 N o t   s i l i n d i 	    x  a   g h i   c h  	 C a t a t a n   d i h a p u s 	 N o t a   d i p a d a m 	 (	K		  .	?		>	/	>	  	/	>		 	 	 	 J e g y z e t   t  r  l v e 	 	 	 	 O p m e r k i n g   v e r w i j d e r d 	 	 	 N o t   _t e a r s 	 	 	   	 	 	 '//'4*  -0A  4/	 	 	 			  				  				  						 	 	 	 	 	 	 	 	 N o t a   g e s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t a   e x c l u  d a 
 
 S T R _ I D _ N O T E _ I T E M _ L I M I T 	 N o t e s 	 P O P U P 	 n o t e   i t e m   l i m i t 	 M a x i m u m   r e a c h e d 	 ]T g'Yxev	 ] g'Ypev	 6H2*9*8	 L  m i t e   a l c a n z a d o 	 M a x i m u m   a t t e i n t 	 M a x i m u m   e r r e i c h t 	 >AB83=CB  <0:A8<C<	 M a s s i m o   r a g g i u n t o 	 *E  'DH5HD  %DI  'D-/  'D#B5I	 L i m i t e   m  x i m o   a t i n g i d o 	 M a k s i m u m a   u l a _1l d 1	    t   m c   t i   a 	 M a k s i m u m   t e r c a p a i 	 M a k s i m u m   t e r c a p a i 	 	'	?		$	.	  *	0	  *	9	A			>		 	 	 	 M a x i m  l i s   e l  r v e 	 	 	 	 M a x i m u m   b e r e i k t 	 	 	 A ci   a t i n s   n u m r u l   m a x i m   d e   n o t e 	 	 	       	 	 	 (G  -/'+1  E,'2  13/G  '/	 	 	 									  								 	 	 	 	 	 	 	 	 M a k s i m u m   b e r e i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  x i m o   a l c a n  a d o 
 
 S T R _ T O D O _ A L A R M _ B E F O R E _ 1 0 _ M I N S 	 T o d o l i s t 	 C 0 5 7 _ 1 	 P r e m i n d e r 	 1 0   m i n   b e f o r e 	 ASRMR	 ASRMR	 H-  1 0   25	 1 0   m i n u t o s   a n t e s 	 1 0   m i n   a v a n t 	 V o r   1 0   M i n .   	 0  1 0   <8=. 	 1 0   m i n u t i   p r i m a 	 B(D  1 0   /BJB)	 1 0   m i n u t o s   a n t e s 	 1 0   d a k i k a    n c e 	 1 0   p h  t   t r c 	 1 0   m e n i t   s e b e l u m 	 1 0   m i n   s e b e l u m n y a 	 1 0   .	?	(		  *	9	2	G		 	 	 	 1 0   p e r c c e l   e l Qt t e 	 	 	 	 1 0   m i n u t e n   v o o r 	 	 	 1 0   m i n    n a i n t e 	 	 	 1 0     	 	 	 1 0   /BBG  ~4  '2	 	 	 		  					  				 	 	 	 	 	 	 	 	 1 0   m i n .   v o o r a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1 0   m i n   a n t e s 
 
 S T R _ I D _ T D L _ T O D A Y 	 T o d o l i s t 	 T I T L E 	 M e n u   I t e m . 	 T o d a y 	 N)Y	 N)Y	 '15I	 H o y 	 A u j o u r d ' h u i 	 H e u t e 	 !53>4=O	 O g g i 	 'DJHE	 H o j e 	 B u g  n 	 H  m   n a y 	 H a r i   i n i 	 H a r i   I n i 	 		  	 	 	 	 M a i   n a p 	 	 	 	 V a n d a a g 	 	 	 A s t z i 	 	 	 	 	 	 'E1H2	 	 	 			 	 	 	 	 	 	 	 	 V a n d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o j e 
 
 S T R _ I D _ T D L _ C A L 	 T o d o l i s t 	 I C O N T E X T 	 M e n u   I t e m . 	 C a l e n d a r 	 ef	 eS	 44	 C a l e n d a r i o 	 C a l e n d r i e r 	 K a l e n d e r 	 0;5=40@L	 C a l e n d a r i o 	 'D*BHJE	 C a l e n d  r i o 	 T a k v i m 	 L c h 	 K a l e n d e r 	 K a l e n d a r 	 	H	2	G		!	0		 	 	 	 N a p t  r 	 	 	 	 K a l e n d e r 	 	 	 C a l e n d a r 	 	 	   	 	 	 *BHJE	 	 	 												 	 	 	 	 	 	 	 	 K a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l e n d  r i o 
 
 S T R _ I D _ T D L _ E V E N T S 	 T o d o l i s t 	 T I T L E 	 M e n u   I t e m . 	 E v e n t s 	 NN	 NN	 @+82#L	 E v e n t o s 	 E v  n e m e n t s     	 E r e i g n i s s e 	 !>1KB8O	 E v e n t i 	 'D#-/'+	 E v e n t o s 	 E t k i n l i k l e r 	 S   k i n 	 A c a r a 	 P e r i s t i w a 	 	/	K		(		 	 	 	 R e n d e z v  n y e k 	 	 	 	 G e b e u r t e n i s s e n 	 	 	 E v e n i m e n t e 	 	 	 	 	 	 1HJ/'/G'	 	 	 					 	 	 	 	 	 	 	 	 G e b e u r e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E v e n t o s 
 
 S T R _ I D _ T D L _ T A S K S 	 T o d o l i s t 	 I C O N T E X T ,   T I T L E 	 M e n u   I t e m . 	 T a s k s 	 NR	 NR	 2	 T a r e a s 	 T  c h e s 	 A u f g a b e n 	 040G8	 A t t i v i t  	 'DEG'E	 T a r e f a s 	 G  r e v l e r 	 C . v i c 	 T u g a s 	 T u g a s a n 	 	>	0	M	/		 	 	 	 F e l a d a t o k 	 	 	 	 T a k e n 	 	 	 S a r c i n i 	 	 	 	 	 	 C'1G'	 	 	 					  				 	 	 	 	 	 	 	 	 T a k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r e f a s 
 
 S T R _ I D _ T D L _ V C A L 	 T o d o l i s t 	 T I T L E 	 v C a l e n d a r   m e s s a g e 	 v C a l e n d a r   m e s s a g e 	 LNf
o`	 ezOo`	 I-'2!  v C a l e n d a r   	 M e n s a j e   d e   v C a l e n d a r 	 M e s s a g e   v C a l e n d a r 	 v C a l e n d a r - M i t t e i l u n g 	 1J5:BK  :0;5=40@O  ?@>A<>B@0	 M e s s a g g i o   v C a l e n d a r 	 13'D)  v C a l e n d e r 	 M e n s a g e m   v C a l e n d a r 	 v C a l e n d a r   i l e t i s i   	 t i n   n h n   v C a l e n d a r 	 P e s a n   v C a l e n d e r 	 M e s e j   v C a l e n d a r 	 v 	H	2	G	#	M	!	0	  8		&	G	6		 	 	 	 v C a l e n d a r    z e n e t 	 	 	 	 v C a l e n d a r - b e r i c h t 	 	 	 M e s a j   v C a l e n d a r 	 	 	   v C a l e n d a r 	 	 	 ~'E  v C a l e n d a r 	 	 	 v C a l e n d a r   						  	 	 	 	 	 	 	 	 	 v C a l e n d a r - b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   v C a l e n d a r 
 
 S T R _ I D _ T D L _ A D D _ T A S K 	 T o d o l i s t 	 T I T L E ,   I C O N T E X T 	 M e n u   I t e m . 	 A d d   t a s k 	 ReQNR	 mRNR	 @4H!2	 A  a d i r   t a r e a 	 A j o u t e r   t  c h e 	 A u f g a b e   h i n z u f  g e n 	 >1028BL  7040GC	 A g g i u n g i   i m p e g n o 	 %6'A)  EGE)	 A d i c i o n a r   t a r e f a 	 G  r e v   e k l e 	 T h  m   c . v i c 	 T a m b a h   t u g a s 	 T a m b a h   t u g a s a n 	 	>	0	M	/	  	K	!	<	G			 	 	 	 F e l a d a t   h o z z  a d  s a 	 	 	 	 T a a k   t o e v o e g e n 	 	 	 A d u g a r e   s a r c i n 	 	 	   	 	 	 'A2H/F  C'1	 	 	 					  								  					 	 	 	 	 	 	 	 	 V o e g   t a a k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   t a r e f a 
 
 S T R _ I D _ T D L _ A D D _ E V E N T 	 T o d o l i s t 	 T I T L E ,   I C O N T E X T 	 M e n u   I t e m . 	 A d d   e v e n t 	 ReQNN	 mRNN	 @4H!@+82#L	 A  a d i r   e v e n t o 	 A j o u t e r    v  n e m e n t 	 E r e i g n i s   h i n z u f  g e n 	 >1028BL  A>1KB85	 A g g i u n g i   e v e n t o 	 %6'A)  -/+	 A d i c i o n a r   e v e n t o 	 E t k i n l i k   e k l e 	 T h  m   s   k i n 	 T a m b a h k a n   a k t i v i t a s 	 T a m b a h   p e r i s t i w a 	 	/	K		(	  	K	!	<	G			 	 	 	 E s e m  n y   h o z z  a d  s a 	 	 	 	 G e b e u r t e n i s   t o e v o e g e n 	 	 	 A d u g a r e   e v e n i m e n t 	 	 	   	 	 	 'A2H/F  1H/'/	 	 	 				  					  					 	 	 	 	 	 	 	 	 V o e g   g e b e u r t e n i s   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   e v e n t o 
 
 S T R _ I D _ T D L _ A D D _ A P P O I N T M E N T 	 T o d o l i s t 	 T I T L E 	 M e n u   I t e m . 	 A d d   a p p o i n t m e n t 	 ReQez	 mRez	 @4H!2#1+!2"	 A  a d i r   c i t a 	 A j o u t e r   r e n d e z - v o u s 	 T r e f f e n   h i n z u f  g e n 	 >1028BL  2AB@5GC	 A g g i u n g i   a p p u n t a m e n t o 	 %6'A)  EH9/	 A d i c i o n a r   c o m p r o m i s s o 	 R a n d e v u   e k l e 	 T h  m   c u c   h n 	 T a m b a h   j a n j i 	 T a m b a h   j a n j i   t e m u 	 	*	>		(	M		.	G			M	8	  	K	!	<	G			 	 	 	 T a l  l k o z    h o z z  a d  s a 	 	 	 	 A f s p r a a k   t o e v o e g e n 	 	 	 A d u g a r e    n t  l n i r e 	 	 	   	 	 	 'A2H/F  B1'1  ED'B'*	 	 	 							  				  							  					  					 	 	 	 	 	 	 	 	 V o e g   a f s p r a a k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   c o m p r o m i s s o 
 
 S T R _ I D _ T D L _ C A L _ F U L L 	 T o d o l i s t 	 P O P U P 	 C a l e n d a r   i s   f u l l 	 C a l e n d a r   l i s t   i s   f u l l 	 efnU]n	 eSRh]n	 #2"2#44@G!	 L a   l i s t a   d e l   c a l e n d a r i o   e s t    l l e n a 	 L a   l i s t e   c a l e n d r i e r   e s t   p l e i n e 	 K a l e n d e r l i s t e   i s t   v o l l 	 !?8A>:  :0;5=40@O  ?>;>=	 E l e n c o   c a l e n d a r i o   c o m p l e t o 	 B'&E)  'D*BHJE  EE*D&)	 L i s t a   d e   c a l e n d  r i o   c h e i a 	 T a k v i m   l i s t e s i   d o l u 	 D . s  c h   l c h   y 	 D a f t a r   k a l e n d e r   p e n u h 	 S e n a r a i   k a l e n d a r   p e n u h 	 	H	2	G	(	M	!	0	  8	B		@	  *	B	0	M	#		 	 	 	 M e g t e l t   a   n a p t  r l i s t a 	 	 	 	 K a l e n d e r l i j s t   i s   v o l 	 	 	 L i s t   c a l e n d a r   p l i n 	 	 	       	 	 	 AG13*  1HJ/'/G'  *BHJE  ~1  '3*	 	 	 									  						  					  	 	 	 	 	 	 	 	 	 K a l e n d e r l y s   i s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   l i s t a   d e   c a l e n d  r i o   e s t    c h e i a 
 
 S T R _ T O D O _ L I S T _ D E L E T E _ O V E R D U E 	 U n d e f i n e d 	 I C O N T E X T 	 D e l e t e   o v e r d u e 	 D e l e t e   o v e r d u e 	 *Rd]NgNR	  Rd]ǏgNR	 %5H@43+	 B o r r a r   v e n c i d o s 	 E f f a c e r   e n   r e t a r d 	  b e r f  l l i g e s   l  s c h e n 	 #40;8BL  ?@>A@>G5==>5	 E l i m i n a   e v e n t i   s c a d u t i 	 -0A  'DE*#.1	 E l i m i n a r   v e n c i d a s 	 G e c i k e n l e r i   s i l 	 X  a   n . d u n g   h t   h n 	 H a p u s   y a n g   t e r l a m b a t 	 H a p u s   t e r l e w a t 	 	5	0	!	M	/	B	  9		>				 	 	 	 L e j  r t a k   t  r l  s e 	 	 	 	 V e r s t r e k e n   v e r w i j d e r e n 	 	 	 ^t e r g e r e   d e p _i t e 	 	 	       	 	 	 -0A  1H/'/G'  3113/4/G	 	 	 												  				  				  						 	 	 	 	 	 	 	 	 S k r a p   l a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   v e n c i d o s 
 
 S T R _ T O D O _ L I S T _ D E L E T E _ O V E R D U E _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   o v e r d u e   t a s k s ? 	 D e l e t e   o v e r d u e   t a s k s ? 	 *Rd]NgNR	  Rd]ǏgNR	 %25H@43+? 	  B o r r a r   t a r e a s   v e n c i d a s ? 	 E f f a c e r   l e s   t  c h e s   e n   r e t a r d   ? 	  b e r f  l l i g e   A u f g a b e n   l  s c h e n ? 	 #40;8BL  ?@>A@>G5==K5  7040G8? 	 E l i m i n a r e   i m p e g n i   s c a d u t i ? 	 -0A  'DEG'E  'DE*#.1)	 E l i m i n a r   t a r e f a s   v e n c i d a s ? 	 G e c i k e n   g  r e v l e r   s i l i n s i n   m i ? 	 X  a   c . v i c   h t   h n ? 	 H a p u s   t u g a s   t e r l a m p a u i ? 	 H a p u s   t u g a s a n   t e r l e w a t ? 	 	5	0	!	M	/	B	  	>	0	M	/	  9		>			? 	 	 	 	 T  r l i   a   l e j  r t   f e l a d a t o k a t ? 	 	 	 	 V e r s t r e k e n   t a k e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   s a r c i n i   d e p _i t e ? 	 	 	       ? 	 	 	 '1G'  3113/4/G  -0A  4HF/	 	 	 													  					  					  						  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   l a a t   t a k e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t a r e f a s   v e n c i d a s ? 
 
 S T R _ T O D O _ L I S T _ D E L E T E _ A L L _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   a l l   t a s k s ? 	 D e l e t e   a l l   t a s k s ? 	 *RdhQNR	  RdhQNR	 %21I+!? 	  B o r r a r   t o d a s   l a s   t a r e a s ? 	 E f f a c e r   t o u t e s   l e s   t  c h e s   ? 	 A l l e   A u f g a b e n   l  s c h e n ? 	 #40;8BL  2A5  7040G8? 	 E l i m i n a r e   t u t t i   g l i   i m p e g n i ? 	 -0A  ,EJ9  'DEG'E	 E l i m i n a r   t o d a s   a s   t a r e f a s ? 	 T  m   g  r e v l e r   s i l i n s i n   m i ? 	 X  a   m i   c . v i c ? 	 H a p u s   s e m u a   t u g a s ? 	 H a p u s   s e m u a   t u g a s a n ? 	 8	-	@	  	>	0	M	/	  9		>			? 	 	 	 	 T  r l i   a z    s s z e s   f e l a d a t o t ? 	 	 	 	 A l l e   t a k e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   g l o b a l   s a r c i n i ? 	 	 	       ? 	 	 	 GEG  '1G'  -0A  4HF/	 	 	 												  		  					  					  						  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   t a k e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   t a r e f a s ? 
 
 S T R _ T O D O _ L I S T _ D E L E T E _ A L L _ P A S S C O D E 	 U n d e f i n e d 	 C 1 1 1 _ 1 	 I n p u t   p a s s w o r d 	 I n p u t   p a s s w o r d 	 8eQ[x	 eQ[x	 C*H#+1*H2	 I n t r o d u c i r   c o n t r a s e  a 	 S a i s i r   l e   m o t   d e   p a s s e 	 K e n n w o r t   e i n g e b e n 	 0@>;L  22>40	 I n s e r i s c i   p a s s w o r d 	 #/.D  CDE)  E1H1	 I n t r o d u z i r   p a l a v r a - p a s s e 	 ^i f r e y i   g i r i n 	 N h p   m t   m  	 M a s u k k a n   s a n d i 	 I n p u t   k a t a   l a l u a n 	 *	>	8	5	0	M	!	  &	0	M		<	  	0	G			 	 	 	 J e l s z    m e g a d  s a 	 	 	 	 G e e f   w a c h t w o o r d   o p 	 	 	 I n t r o d u c e r e   p a r o l 	 	 	   	 	 	 01H'G  1'  H'1/  CFJ/	 	 	 									  						  				  	 	 	 	 	 	 	 	 	 V o e r   w a g w o o r d   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   s e n h a 
 
 S T R _ T O D O _ L I S T _ O V E R W R I T E _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 O v e r w r i t e   t h e   o l d   o n e ? 	 O v e r w r i t e   t h e   o l d   o n e ? 	 /f&T˄SNR	 /f&TvSNR	 @5"1-@4!? 	  S o b r e e s c r i b i r   l a   a n t e r i o r ? 	 E c r a s e r   l ' a n c i e n   ? 	 A l t e s    b e r s c h r e i b e n ? 	 5@5?8A0BL  270<5=  AB0@>9? 	 S o v r a s c r i v e r e   l a   v e c c h i a ? 	 '3*(/'D  'DB/JE)	 S u b s t i t u i r   a n t e r i o r ? 	 E s k i s i n i n    z e r i n e   y a z 1l s 1n   m 1? 	 L u      m c   c i? 	 T i m p a   y a n g   s e b e l u m n y a ? 	 T u l i s   g a n t i   y a n g   l a m a ? 	 *	A	0	>	(	G	  	K	  	5	0	0	>			  	0	G		? 	 	 	 	 F e l  l  r j a   a   r  g e b b i t ? 	 	 	 	 O u d e   o v e r s c h r i j v e n ? 	 	 	 S u p r a s c r i e r e   p e s t e   c e a   v e c h e ? 	 	 	   ? 	 	 	 EH1/  B/E*1  (1FH3  4H/	 	 	 									  			  								  			? 	 	 	 	 	 	 	 	 	 S k r y f   o o r   d i e   o u   e e n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e s c r e v e r   a   a n t i g a ? 
 
 S T R _ I D _ C L N D R _ O V E R W R I T E _ Q U E R Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 O v e r w r i t e   t h e   o l d   o n e ? 	 O v e r w r i t e   t h e   o l d   o n e ? 	 /f&T˄SNN	 /f&TvSNN	 @5"1-@4!? 	  S o b r e e s c r i b i r   l a   a n t e r i o r ? 	 E c r a s e r   l ' a n c i e n   ? 	 A l t e s    b e r s c h r e i b e n ? 	 5@5?8A0BL  270<5=  AB0@>9? 	 S o v r a s c r i v e r e   l a   v e c c h i a ? 	 '3*(/'D  'DB/JE)	 S u b s t i t u i r   a n t e r i o r ? 	 E s k i s i n i n    z e r i n e   y a z 1l s 1n   m 1? 	 L u      m c   c i? 	 T i m p a   y a n g   s e b e l u m n y a ? 	 T u l i s   g a n t i   y a n g   l a m a ? 	 *	A	0	>	(	G	  	K	  	5	0	0	>			  	0	G		? 	 	 	 	 F e l  l  r j a   a   r  g e b b i t ? 	 	 	 	 O u d e   o v e r s c h r i j v e n ? 	 	 	 S u p r a s c r i e r e   p e s t e   c e a   v e c h e ? 	 	 	   ? 	 	 	 EH1/  B/E*1  (1FH3  4H/	 	 	 									  			  								  			? 	 	 	 	 	 	 	 	 	 S k r y f   o o r   d i e   o u   e e n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e s c r e v e r   a   a n t i g a ? 
 
 S T R _ I D _ T O D O _ D I A R Y _ R E M I N D E R _ D I S M I S S 	 O r g a n i z e r 	 R S K ,   I C O N T E X T 	 D i s m i s s 	 D i s m i s s 	 \Pbk	 \Pbk	 @%4	 D e s c a r t a r 	 R e j e t e r 	 V e r w e r f e n 	 B<5=8BL	 R e s p i n g i 	 1A6	 D i s p e n s a r 	 R e d d e t 	 H y   b 	 T u t u p 	 K e t e p i k a n 	 ,	0		>	8	M	$	  	0	G			 	 	 	 E l v e t  s 	 	 	 	 W e g z e n d e n 	 	 	 E l i m i n a r e 	 	 	 	 	 	 F'//G  1A*F	 	 	 						 	 	 	 	 	 	 	 	 S k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c a r t a r 
 
 S T R _ I D _ T O D O _ D I A R Y _ R E M I N D E R _ P O S T P O N E 	 O r g a n i z e r 	 L S K ,   I C O N T E X T 	 P o s t p o n e 	 P o s t p o n e 	 aw	 aw w	 @%7H-	 P o s t p o n e r 	 R e t a r d e r 	 N a c h s t e l l e n 	 B;>68BL	 P o s p o n i 	 *#,JD	 A d i a r 	 E r t e l e 	 H o  n 	 T u n d a 	 T a n g g u h k a n 	 8	M	%		?	$	  	0	G			 	 	 	 E l n a p o l  s 	 	 	 	 U i t s t e l l e n 	 	 	 A m  n a r e 	 	 	 	 	 	 EHHD  1/F	 	 	 							 	 	 	 	 	 	 	 	 S t e l   u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i a r 
 
 S T R _ I D _ T D L _ T A S K _ D E L E T E D 	 o r g a n i z e r 	 P O P U P 	   t a s k   d e l e t e d 	   t a s k   d e l e t e d 	   F{NR]*Rd	   *NNR] Rd	   29%A%I'	   t a r e a   b o r r a d a 	   t  c h e   e f f a c  e 	     A u f g a b e   g e l  s c h t 	   7040G0  C40;5=0	   i m p e g n o   e l i m i n a t o 	 *E  -0A  'DEGE)	   t a r e f a   e l i m i n a d a 	 g  r e v   s i l i n d i 	      x  a   c . v i c 	   t u g a s   t e r h a p u s 	   t u g a s a n   d i h a p u s k a n 	   	>	0	M	/	  .	?		>		  			 	 	 	   f e l a d a t   t  r  l v e 	 	 	 	   t a a k   v e r w i j d e r d 	 	 	   s a r c i n   _t e a r s 	 	 	     	 	 	   '1  EH1/F81  -0A  4/	 	 	   					  					  						  				  				  						 	 	 	 	 	 	 	 	     t a a k   g e s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   t a r e f a   e x c l u  d a 
 
 S T R _ I D _ T D L _ T A S K S _ D E L E T E D 	 o r g a n i z e r 	 P O P U P 	   t a s k s   d e l e t e d 	   t a s k s   d e l e t e d 	   F{NR]*Rd	   *NNR] Rd	   29%A%I'	   t a r e a s   b o r r a d a s 	   t  c h e s   e f f a c  e s 	     A u f g a b e n   g e l  s c h t 	   7040G8  C40;5=K	   i m p e g n i   e l i m i n a t i 	 *E  -0A  'DEG'E	   t a r e f a s   e l i m i n a d a s 	 g  r e v l e r   s i l i n d i 	      x  a   c  c   c . v i c 	   t u g a s   t e r h a p u s 	   t u g a s a n   d i h a p u s k a n 	   	>	0	M	/	  .	?		>		  			 	 	 	   f e l a d a t   t  r  l v e 	 	 	 	   t a k e n   v e r w i j d e r d 	 	 	   s a r c i n i   _t e r s e 	 	 	     	 	 	   '1G'  EH1/F81  -0A  4/F/	 	 	   					  					  						  				  				  						 	 	 	 	 	 	 	 	     t a k e   g e s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   t a r e f a s   e x c l u  d a s 
 
 S T R _ T O D O _ L I S T _ J U M P _ T O _ D A T E 	 o r g a n i z e r 	 I C O N T E X T ,   T I T L E 	 J u m p   t o   d a t e 	 J u m p   t o   d a t e 	 c[eg	 c[eg	 #0BD'15H	 S a l t a r   a   l a   f e c h a 	 A l l e r      l a   d a t e 	 Z u m   D a t u m   s p r i n g e n 	 5@59B8  :  40B5	 S a l t a   a l l a   d a t a 	 'D'F*B'D  DD*'1J.	 I r   p a r a   d a t a 	 T a r i h e   a t l a 	 C h u y n   n   n g  y 	 L o m p a t   k e   t a n g g a l 	 L a n g k a u   k e   t a r i k h 	 $	>	0	@		  *	0	  	>				 	 	 	 U g r  s   d  t u m r a 	 	 	 	 S p r i n g e n   n a a r   d a t u m 	 	 	 S a l t   l a   d a t 	 	 	   	 	 	 ,G4  (G  *'1J.  E4.5	 	 	 						  						  			  	 	 	 	 	 	 	 	 	 S p r i n g   n a   d a t u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P u l a r   p a r a   d a t a 
 
 S T R _ T O D O _ L I S T _ V I E W _ U N D O N E 	 o r g a n i z e r 	 I C O N T E X T ,   T I T L E 	 V i e w   u n c o m p l e t e d 	 V i e w   u n c o m p l e t e d 	 j*g[bNR	 gw*g[bNR	 95HD!H@*#G	 V e r   n o   c o m p l e t a d o s 	 A f f i c h a g e   i n c o m p l e t 	 A n z e i g e   n i c h t   a b g e s c h l o s s e n 	 @>A<>B@5BL  =57025@H5==K5	 V i s u a l i z z a z i o n e   i n c o m p l e t a 	 DE  JC*ED  'D916	 V e r   n  o   t e r m i n a d a s 	 T a m a m l a n m a y a n l a r 1  g  s t e r 	 X e m   n . d u n g   d a n g   d 	 L i h a t   y a n g   b e l u m   l e n g k a p 	 L i h a t   b e l u m   s i a p 	 &	C	6	M	/	  	*	B	0	M	#		 	 	 	 F  g g Q  m e g t e k i n t  s e 	 	 	 	 O n v o l t o o i d e   b e k i j k e n 	 	 	 V i z u a l i z a r e   i n c o m p l e t 	 	 	     	 	 	 E4'G/G  EH'1/  'F,'E  F4/G	 	 	 					  									  	 	 	 	 	 	 	 	 	 B e k y k   o n v o l t o o i d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r   i n c o m p l e t o s 
 
 S T R _ I D _ T D L _ N O _ E V E N T S 	 t o d o l i s t 	 P O P U P 	 N o   e v e n t s 	 N o   e v e n t s 	 !qNN	 eNN	 D!H!5@+82#L	 N o   h a y   e v e n t o s   	 P a s   d   v  n e m e n t 	 K e i n e   E r e i g n i s s e 	 5B  A>1KB89	 N e s s u n   e v e n t o 	 D'  JH,/  #-/'+	 S e m   e v e n t o s 	 E t k i n l i k   y o k 	 K h  n g   c    s   k i n 	 T i d a k   a d a   a k t i v i t a s 	 T i a d a   p e r i s t i w a 	 		(	>			  (	9	@			 	 	 	 N i n c s   e s e m  n y 	 	 	 	 G e e n   g e b e u r t e n i s s e n 	 	 	 N i c i   u n   e v e n i m e n t 	 	 	   	 	 	 G  1H/'/  H,H/  F/'1/	 	 	 			  				  			  	 	 	 	 	 	 	 	 	 G e e n   g e b e u r t e n i s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   e v e n t o 
 
 S T R _ I D _ T D L _ N O _ T A S K S 	 t o d o l i s t 	 P O P U P 	 N o   t a s k s 	 N o   t a s k s 	 !qNR	 eNR	 D!H!52	 N o   h a y   t a r e a s 	 P a s   d e   t  c h e s 	 K e i n e   A u f g a b e n 	 5B  7040G	 N e s s u n a   a t t i v i t  	 D'  JH,/  EG'E	 S e m   t a r e f a s 	 G  r e v   y o k 	 K h  n g   c    c . v i c 	 T i d a k   a d a   t u g a s 	 T i a d a   t u g a s a n 	 	>	0	M	/	  	K		  (	9	@			 	 	 	 N i n c s   f e l a d a t 	 	 	 	 G e e n   t a k e n 	 	 	 N i c i o   s a r c i n 	 	 	   	 	 	 G  '1  H,H/  F/'1/	 	 	 			  			  			  	 	 	 	 	 	 	 	 	 G e e n   t a k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   t a r e f a 
 
 S T R _ B I R T H D A Y _ E M P T Y _ P H O N E _ N U M B E R _ S M S 	 B i r t h d a y 	 P O P U P 	 N o   n u m b e r 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 F a l t a   e l   n  m e r o   	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   n u m e r o 	 D'  JH,/  1BE	 N e n h u m   n  m e r o 	 N u m a r a   y o k 	 K h  n g   s 	 T i d a k   a d a   n o m o r 	 T i a d a   n o m b o r 	 (	.	M	,	0	  (	9	@			 	 	 	 N i n c s   s z  m 	 	 	 	 G e e n   n u m m e r 	 	 	 F r   n u m r 	 	 	   	 	 	 G  4E'1G  '  F3*	 	 	 			  					  			 	 	 	 	 	 	 	 	 G e e n   s y f e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   n  m e r o 
 
 S T R _ I D _ T D L _ D E T A I L S 	 T o d o l i s t 	 I C O N T E X T ,   T I T L E 	 D e t a i l s 	 D e t a i l s 	 s0}ǌ
	 ~Oo`	 #2"%0@-5"	 D e t a l l e s 	 D  t a i l s 	 D e t a i l s 	 >4@>1=>AB8	 D e t t a g l i 	 'D*A'5JD	 D e t a l h e s 	 D e t a y l a r 	 C h i   t i t 	 R i n c i a n 	 B u t i r a n 	 5	?	5	0	#		 	 	 	 R  s z l e t e k 	 	 	 	 D e t a i l s 	 	 	 D e t a l i i 	 	 	 	 	 	 ,2&'*	 	 	 									  	 	 	 	 	 	 	 	 	 B e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t a l h e s 
 
 S T R _ I D _ T D L _ C U S T O M 	 T o d o l i s t 	 C 0 5 7 _ 1 	 C u s t o m 	 C u s t o m 	 	 ꁚ[IN	 3+@-	 P e r s o n a l i z a r 	 A l  a t o i r e 	 B e n u t z e r d e f i n i e r t 	 0AB@>9:8	 P e r s o n . 	 E.55)	 P e r s o n a l i z a d o 	  z e l 	 T  y   c h n h 	 K u s t o m 	 L a n g g a n a n 	 	8	M	
 	.		 	 	 	 E g y e d i 	 	 	 	 E i g e n   i n s t e l l i n g 	 	 	 P a r t i c u l a r i z a r e 	 	 	   	 	 	 3A'14	 	 	 							 	 	 	 	 	 	 	 	 P a s m a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r s o n a l i z a d o 
 
 S T R _ I D _ T D L _ A L A R M _ I N V A L I D _ H O U R S 	 T o d o l i s t 	 P O P U P 	 C a n n o t   m o r e   t h a n   1 2   h o u r s   e a r l i e r 	 C a n n o t   m o r e   t h a n   1 2   h o u r s   e a r l i e r 	 
Nee1 2 \Bf	 
NeN1 2 \e	 D!H*2!2#1I!2'H2  1 2   
1H'B!H-+I2DI	 N o   p u e d e   s e r   m  s   d e   1 2   h o r a s   a n t e s 	 1 2   h e u r e s   e n   a r r i  r e   p a s   p o s s i b l e 	 K a n n   n i c h t   m e h r   a l s   1 2   S t u n d e n   f r  h e r   s e i n 	 5  <>65B  1KBL  1>;55  G5<  =0  1 2   G0A>2  @0=LH5	 N o n   p u    e s s e r e   1 2   o r e   p r i m a 	 D'  JECF  B(D  #C+1  EF  1 2   3'9)	 N  o   p o d e   s e r   m a i s   d e   1 2   h o r a s   a n t e s 	 1 2   s a a t    n c e d e n   d a h a   f a z l a   o l a m a z 	 K h  n g   t h   s m   h n   1 2   t i n g 	 T i d a k   b o l e h   l e b i h   d a r i   1 2   j a m   s e b e l u m n y a 	 T i d a k   b o l e h   m e l e b i h i   1 2   j a m   l e b i h   a w a l 	 1 2   			K		  8	G	  *	9	2	G	  (	9	@		  9	K	  8		$	>		 	 	 	 N e m   l e h e t   t  b b   m i n t   1 2    r  v a l   k o r  b b a n 	 	 	 	 K a n   n i e t   m e e r   d a n   1 2   u u r   e e r d e r   z i j n 	 	 	 I m p o s i b i l   c u   m a i   m u l t   d e   1 2   o r e   m a i   d e v r e m e 	 	 	           -  1 2     	 	 	 FE*H'F  'F'1  1'  1 2   3'9*  2H/*1  'F,'E  /'/	 	 	 		  						  				  			  			  		  	 	 	 	 	 	 	 	 	 K a n   n i e   m e e r   a s   1 2   u r e   v a n t e v o r e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p o d e   s e r   m a i s   d e   1 2   h o r a s   a n t e r i o r e s 
 
 S T R _ I D _ T D L _ A L A R M _ I N V A L I D _ O N E _ M O N T H 	 T o d o l i s t 	 P O P U P 	 C a n n o t   m o r e   t h a n   1   m o n t h   e a r l i e r 	 C a n n o t   m o r e   t h a n   1   m o n t h   e a r l i e r 	 
Nee1 Pg	 
NeN1 *Ng	 D!H*2!2#1I!2'H2  1   @7-H-+I2DI	 N o   p u e d e   s e r   m  s   d e   1   m e s   a n t e s   	 1   m o i s   e n   a r r i  r e   p a s   p o s s i b l e 	 K a n n   n i c h t   m e h r   a l s   1   M o n a t   f r  h e r   s e i n 	 5  <>65B  1KBL  1>;55  G5<  =0  1   <5AOF  @0=LH5	 N o n   p u    e s s e r e   1   m e s e   p r i m a 	 D'  JECF  B(D  #C+1  EF  1   4G1	 N  o   p o d e   s e r   m a i s   d e   1   m  s   a n t e s 	 1   a y    n c e d e n   d a h a   f a z l a   o l a m a z 	 K h  n g   t h   s m   h n   1   t h  n g 	 T i d a k   b o l e h   l e b i h   d a r i   1   b u l a n   s e b e l u m n y a 	 T i d a k   b o l e h   m e l e b i h i   1   b u l a n   l e b i h   a w a l 	 1   .	9	@	(	G	  8	G	  *	9	2	G	  (	9	@		  9	K	  8		$	>		 	 	 	 N e m   l e h e t   t  b b   m i n t   1   h  n a p p a l   k o r  b b a n 	 	 	 	 K a n   n i e t   m e e r   d a n   e e n   m a a n s   e e r d e r   z i j n 	 	 	 I m p o s i b i l   c u   m a i   m u l t   d e   o   l u n   m a i   d e v r e m e 	 	 	             	 	 	 FE*H'F  'F'1  1'  1   E'G  2H/*1  'F,'E  /'/	 	 	 	  					  				  			  			  		  	 	 	 	 	 	 	 	 	 K a n   n i e   m e e r   a s   1   m a a n d   v a n t e v o r e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p o d e   s e r   m a i s   d e   1   m  s   a n t e r i o r 
 
 S T R _ I D _ T D L _ A L A R M _ T I M E _ T O O _ L A T E _ E V E N T 	 T o d o l i s t 	 P O P U P 	 A l a r m   t i m e   s h o u l d   b e   e a r l i e r   t h a n   s t a r t   t i m e 	 A l a r m   t i m e   s h o u l d   n o t   b e   l a t e r   t h a n   s t a r t   t i m e 	 cBf
N_ZfNYBf	 ce
N_ZfN _Ye	 @'%2%8D!H'#-"9H+%1@'%2@#4H!I	 L a   h o r a   d e   l a   a l a r m a   n o   p u e d e   s e r   p o s t e r i o r   a   l a   d e   l a   f e c h a   d e   i n i c i o   	 L  h e u r e   d e   l  a l a r m e   n e   p e u t   p a s    t r e   a p r  s   l  h e u r e   d e   d  b u t 	 A l a r m z e i t   s o l l t e   n i c h t   s p  t e r   a l s   S t a r t z e i t   s e i n 	 @5<O  A83=0;0  =5  4>;6=>  1KBL  ?>74=55  2@5<5=8  =0G0;0	 L ' o r a   d e l l ' a l l a r m e   n o n   p u    e s s e r e   s u c c e s s i v a   a l l ' o r a   i n i z i a l e 	 J,(  #D'  JCHF  HB*  'D*F(JG  D'-BK'  DHB*  'D(/!	 A   h o r a   d e   a l a r m e   n  o   d e v e r    s e r   p o s t e r i o r      h o r a   d e   i n  c i o 	 A l a r m   z a m a n 1  b a _l a n g 1   z a m a n 1n d a n   d a h a   g e    o l a m a z 	 G i   b  o   t h c   k h  n g   c   m u n   h n   g i   b t   u 	 W a k t u   a l a r m   t i d a k   b o l e h   l e b i h   l a m b a t   d a r i   w a k t u   m u l a i 	 W a k t u   l o c e n g   t i d a k   b o l e h   l e b i h   l e w a t   d a r i   w a k t u   m u l a 	 	G	$	>	5	(	@	  	>	  8	.	/	  6	A	0	B	  	0	(	G	  	G	  8	.	/	  8	G	  	'	?		  (	9	@		  9	K	  8		$	>		 	 	 	 A z    b r e s z t  s   i d e j  n e k   k o r  b b i n a k   k e l l   l e n n i e ,   m i n t   a   k e z d  s   i d e j e 	 	 	 	 W e k t i j d   m o e t   n i e t   e e r d e r   z i j n   d a n   s t a r t t i j d 	 	 	 O r a   a l a r m e i   n u   p o a t e   f i    n a i n t e   d e   o r a   d e   p o r n i r e 	 	 	               	 	 	 2E'F  G4/'1  F('/  '2  2E'F  ":'2  ,DH*1  ('4/	 	 	 					  			  				  									  			  				  			  				  			 	 	 	 	 	 	 	 	 A l a r m t y d   m o e n i e   l a t e r   a s   a a n v a n g s t y d   w e e s   n i e   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   h o r a   d o   a l a r m e   d e v e   s e r   p o s t e r i o r      d a t a   i n i c i a l 
 
 S T R _ I D _ T D L _ A L A R M _ T I M E _ T O O _ L A T E _ T A S K 	 T o d o l i s t 	 P O P U P 	 A l a r m   t i m e   s h o u l d   b e   e a r l i e r   t h a n   d u e   t i m e 	 A l a r m   t i m e   s h o u l d   n o t   b e   l a t e r   t h a n   d u e   t i m e 	 cBf
N_ZfN0RgBf	 ce
N_ZfN0Rge	 @'%2%8D!H'#-"9H+%12@'%263+	 L a   h o r a   d e   l a   a l a r m a   n o   p u e d e   s e r   p o s t e r i o r   a   l a   d e   l a   h o r a   l  m i t e 	 L  h e u r e   d e   l  a l a r m e   n e   p e u t   p a s    t r e   a p r  s   l  h e u r e   d u e 	 A l a r m z e i t   s o l l t e   n i c h t   s p  t e r   a l s   F  l l i g k e i t s z e i t   s e i n 	 @5<O  A83=0;0  =5  4>;6=>  1KBL  ?>74=55  2@5<5=8  ?>  @0A?8A0=8N	 L ' o r a   d e l l ' a l l a r m e   n o n   p u    e s s e r e   s u c c e s s i v a   a l l ' o r a   d i   s c a d e n z a 	 J,(  #D'  JCHF  HB*  'D*F(JG  D'-BK'  DHB*  'DEH9/  'DFG'&J	 A   h o r a   d e   a l a r m e   n  o   d e v e r    s e r   p o s t e r i o r      h o r a   d e   v e n c i m e n t o 	 A l a r m   z a m a n 1  v a k t i n d e n   d a h a   g e    o l a m a z 	 G i   b  o   t h c   k h  n g   c   m u n   h n   g i      n h 	 W a k t u   a l a r m   t i d a k   b o l e h   l e b i h   l a m b a t   d a r i   w a k t u   b e r a k h i r 	 W a k t u   l o c e n g   t i d a k   b o l e h   l e b i h   l e w a t   d a r i   w a k t u   a k h i r 	 	G	$	>	5	(	@	  	>	  8	.	/	  (	?	/	$	  8	.	/	  	G	  ,	>	&	  (	9	@		  9	K	  8		$	>		 	 	 	 A z    b r e s z t  s   i d e j  n e k   k o r  b b i n a k   k e l l   l e n n i e ,   m i n t   a z   e s e d  k e s s  g   i d e j e 	 	 	 	 W e k t i j d   m o e t   n i e t   l a t e r   z i j n   d a n   i n g e s t e l d e   t i j d 	 	 	 O r a   a l a r m e i   n u   p o a t e   f i   d u p   o r a   s c a d e n t 	 	 	               	 	 	 2E'F  G4/'1  F('/  '2  2E'F  3113/  9B(  *1  ('4/	 	 	 									  			  				  									  			  				  			  				  			 	 	 	 	 	 	 	 	 A l a r m t y d   m o e n i e   l a t e r   a s   s p e r t y d   w e e s   n i e   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   h o r a   d o   a l a r m e   n  o   d e v e   s e r   p o s t e r i o r      d a t a   i n i c i a l 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 1 1 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 F r a m e   1 1 	 F r a m e   1 1 	 WFhAS N	 VFhAS N	 @#!  1 1 	 C u a d r o   1 1 	 I m a g e   1 1 	 R a h m e n   1 1 	  0<:0  1 1 	 F r a m e   1 1 	 %7'1  1 1 	 M o l d u r a   1 1 	  e r  e v e   1 1 	 K h u n g   1 1 	 B i n g k a i   1 1 	 B i n g k a i   1 1 	 +	M	0	G	.	  1 1 	 	 	 	 1 1 .   k e r e t 	 	 	 	 F r a m e   1 1 	 	 	 C a d r u   1 1 	 	 	   1 1 	 	 	 A1E  1 1 	 	 	 					  			 	 	 	 	 	 	 	 	 R a a m   1 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a d r o   1 1 
 
 S T R _ I D _ P H O A R T _ F R A M E _ 1 2 	 P H O E D T 	 I C O N T E X T ,   P H O E D T _ S P I N 	 F r a m e   1 2 	 F r a m e   1 2 	 WFhASN	 VFhASN	 @#!  1 2 	 C u a d r o   1 2 	 I m a g e   1 2 	 R a h m e n   1 2 	  0<:0  1 2 	 F r a m e   1 2 	 %7'1  1 2 	 M o l d u r a   1 2 	  e r  e v e   1 2 	 K h u n g   1 2 	 B i n g k a i   1 2 	 B i n g k a i   1 2 	 +	M	0	G	.	  1 2 	 	 	 	 1 2 .   k e r e t 	 	 	 	 F r a m e   1 2 	 	 	 C a d r u   1 2 	 	 	   1 2 	 	 	 A1E  1 2 	 	 	 					  			 	 	 	 	 	 	 	 	 R a a m   1 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a d r o   1 2 
 
 S T R _ I D _ P H O A R T _ S E L E C T _ F R O M _ F I L E 	 P H O E D T 	 I C O N T E X T 	 S e l e c t   f r o m   f i l e 	 S e l e c t   f r o m   f i l e 	 _jHhxd	 NeN	b	 @%7-2D%L	 S e l e c c i o n a r   d e s d e   a r c h i v o   	 S  l e c t i o n n e r   d e p u i s   l e   f i c h i e r 	 V o n   D a t e i   w  h l e n 	 K1@0BL  87  D09;0	 S e l e z i o n a   d a   f i l e 	 -//  EF  'DEDA	 S e l e c c i o n a r   a   p a r t i r   d e   f i c h e i r o 	 D o s y a d a n   s e  	 C h n   t   f i l e 	 P i l i h   d a r i   f i l e 	 P i l i h   d a r i   f a i l 	 +	>		2	  8	G	  	A	(	G			 	 	 	 V  l a s z t  s   f  j l b  l 	 	 	 	 V a n   b e s t a n d   s e l e c t e r e n 	 	 	 S e l e c t a r e   d i n   f i _i e r 	 	 	   	 	 	 'F*.'(  '2  ~1HF/G	 	 	 				  				  					  					 	 	 	 	 	 	 	 	 K i e s   u i t   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   d o   a r q u i v o 
 
 S T R _ I D _ P H O A R T _ C A P T U R E _ C A M E R A 	 P H O E D T 	 I C O N T E X T 	 C a p t u r e   f r o m   c a m e r a 	 C a p t u r e   f r o m   c a m e r a 	 _v_jbgq	 Nv:gbgq	 1 22%I-	 C a p t u r a r   d e s d e   l a   c  m a r a 	 C a p t u r e r   d e p u i s   l ' a p p a r e i l   p h o t o 	 V o n   K a m e r a   a u f z e i c h n e n 	 0E20B  A  :0<5@K	 A c q u i s i s c i   d a   f o t o c a m e r a 	 'D*B'7  EF  'DC'EJ1'	 C a p t u r a r   d a   c  m a r a 	 K a m e r a d a n    e k 	 C h p   t   c a m e r a 	 A m b i l   d a r i   k a m e r a 	 T a n g k a p   d a r i   k a m e r a 	 	H	.	0	G	  8	G	  	H	*	M		0	  	0	G			 	 	 	 R  g z  t  s   k a m e r  r  l 	 	 	 	 O p n e m e n   m e t   c a m e r a 	 	 	 C a p t u r   d i n   c a m e r 	 	 	   	 	 	 (11A*  '2  /H1(F	 	 	 								  				  			  						 	 	 	 	 	 	 	 	 L    v a s   v a n a f   k a m e r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a p t u r a   d a   c  m e r a 
 
 S T R _ I D _ P H O A R T _ R E S I Z E _ I M A G E 	 P H O E D T 	 I C O N T E X T 	 R e s i z e   i m a g e 	 R e s i z e   i m a g e 	 ͑-WGr:\[	 ͑VGr:\[	 @%5H"2 2	 C a m b i a r   t a m a  o   a   l a   i m a g e n 	 R e d i m e n s i o n n e r   l ' i m a g e 	 B i l d g r   e    n d e r n 	  07<5@  87>1@06. 	 R i d i m e n s i o n a   i m m a g i n e 	 *:JJ1  -,E  'D5H1)	 R e d i m e n s i o n a r   i m a g e m 	 R e s m i   y e n i d e n   b o y u t l a n d 1r 	 C h n h   c   n h 	 U b a h   u k u r a n   f o t o 	 S a i z k a n   s e m u l a   i m e j 	 	.	G		  	>	  		>	0	  ,	&	2	G			 	 	 	 K  p    t m  r e t e z  s e 	 	 	 	 G r o o t t e   v a n   b e e l d   v e r a n d e r e n 	 	 	 R e d i m e n s i o n a r e   i m a g i n e 	 	 	     	 	 	 *:1  'F/'2G  93	 	 	 					  						  				  			  	 	 	 	 	 	 	 	 	 V e r s t e l   a f b e e l d i n g g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d i m e n s i o n a r   i m a g e m 
 
 S T R _ I D _ P H O A R T _ C A P T U R E _ I M A G E 	 P H O E D T 	 T I T L E 	 C a p t u r e   i m a g e 	 C a p t u r e   i m a g e 	 beWGr	 bDdVGr	 1 2	 C a p t u r a r   i m a g e n 	 C a p t u r e r   l ' i m a g e 	 B i l d   a u f z e i c h n e n 	 0E20B8BL  87>1@065=85	 A c q u i s i s c i   i m m a g i n e 	 'D*B'7  5H1)	 C a p t u r a r   i m a g e m 	 R e s i m    e k 	 C h p   n h 	 A m b i l   f o t o 	 T a n g k a p   i m e j 	 	.	G		  	H	*	M		0	  	0	G			 	 	 	 K  p   r  g z  t  s e 	 	 	 	 F o t o   m a k e n 	 	 	 C a p t u r   i m a g i n e 	 	 	   	 	 	 (11A*  *5H1	 	 	 			  					  	 	 	 	 	 	 	 	 	 L    a f b e e l d i n g   v a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a p t u r a r   i m a g e m 
 
 S T R _ I D _ P H O A R T _ C A P T U R E 	 P H O E D T 	 L S K 	 C a p t u r e 	 C a p t u r e 	 bgq	 bgq	 1 2	 C a p t u r a r 	 C a p t u r e r 	 A u f z e i c h n e n 	 0E20B	 A c q u i s i s c i 	 'D*B'7	 C a p t u r a r 	  e k 	 C h p 	 A m b i l 	 T a n g k a p 	 	H	*	M		0	  	0	G			 	 	 	 R  g z  t  s 	 	 	 	 O p n a m e   m a k e n 	 	 	 C a p t u r 	 	 	 	 	 	 (11A*	 	 	 			  					 	 	 	 	 	 	 	 	 L    v a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a p t u r a 
 
 S T R _ I D _ P H O A R T _ M I R R O R 	 P H O E D T 	 I C O N T E X T 	 M i r r o r 	 M i r r o r 	 P	 \P	 #0@2	 R e p l i c a r 	 M i r o i r 	 S p i e g e l n 	 5@:0;L=>	 S p e c c h i o 	 9C3	 E s p e l h o 	 A y n a 	 G n g 	 C e r m i n 	 C e r m i n k a n 	 		(	>		 	 	 	 T  k r  z  s 	 	 	 	 S p i e g e l e n 	 	 	 O g l i n d 	 	 	   	 	 	 "FG	 	 	 				  	 	 	 	 	 	 	 	 	 S p i e  l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p e l h o 
 
 S T R _ I D _ P H O A R T _ R O T A T E 	 P H O E D T 	 I C O N T E X T 	 R o t a t e 	 R o t a t e 	 eI	 el	 +!8	 R o t a r 	 P i v o t e r 	 D r e h e n 	 >25@=CBL	 R u o t a 	 */HJ1	 R o d a r 	  e v i r 	 X o a y 	 P u t a r 	 P u s i n g 	 	A	.	>				 	 	 	 E l f o r g a t  s 	 	 	 	 R o t e r e n 	 	 	 R o t i r e 	 	 	 	 	 	 1.4	 	 	 						  	 	 	 	 	 	 	 	 	 R o t e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G i r a r 
 
 S T R _ I D _ P H O A R T _ A D D _ D E F E C T 	 P H O E D T 	 I C O N T E X T 	 A d d   d e f e c t 	 A d d   d e f e c t 	 @\!j|	 @\!j|	 @4H!I-#H-	 A  a d i r   d e f e c t o 	 A j o u t e r   d  f a u t 	 D e f e k t   h i n z u f  g e n 	 >1028BL  45D5:B	 A g g i u n g i   d i f e t t o 	 %6'A)  *#+J1	 A d i c i o n a r   d e f e i t o 	 K u s u r   e k l e 	 T h  m   g  c   k h u t 	 T a m b a h   k e r u s a k a n 	 T a m b a h   k e c a c a t a n 	 &	K	7	  	K	!	<	G			 	 	 	 H i b a   h o z z  a d  s a 	 	 	 	 D e f e c t   t o e v o e g e n 	 	 	 A d u g a r e   d e f e c t 	 	 	   	 	 	 'A2H/F  ./4G	 	 	 				  					  					 	 	 	 	 	 	 	 	 V o e g   s t e u r i n g   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d e f e i t o 
 
 S T R _ I D _ P H O A R T _ R E D E Y E _ R E D U C T I O N 	 P H O E D T 	 I C O N T E X T 	 R e d e y e   r e d u c t i o n 	 R e d e y e   r e d u c t i o n 	 md}<w	 md~<w	 2#%2A	 R e d u c c i  n   d e   o j o s   r o j o s 	 R  d u c t i o n   d e s   y e u x   r o u g e s 	 R o t e - A u g e n - R e d u z i e r u n g 	 >402;5=85  MDD5:B0  :@0A=KE  3;07	 R i d u z i o n e   o c c h i   r o s s i 	 'D-/  EF  'DFB'7  'D-E1'!	 R e d u   o   d e   o l h o s   v e r m e l h o s 	 K 1r m 1z 1  g  z   a z a l t m a 	 G i m   m t   	 P e n g u r a n g a n   m a t a   m e r a h 	 P e n g u r a n g a n   m a t a   m e r a h 	 2	>	2	  			  	.	  	0	(	>		 	 	 	 V  r  s - s z e m   c s  k k e n t  s 	 	 	 	 R o d e   o g e n   v e r m i n d e r e n 	 	 	 R e d u c e r e   e f e c t   d e   o c h i   r o _i i 	 	 	     	 	 	 'G4  31.  4E	 	 	 					  					 	 	 	 	 	 	 	 	 R o o i - o o g r e d u k s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d u   o   d o   e f e i t o   d e   o l h o s   v e r m e l h o s 
 
 S T R _ I D _ P H O A R T _ D O O D L E 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 D o o d l e 	 D o o d l e 	 WX		 m&	 %2"@*I	 G a r a b a t e a r 	 D e s s i n a g e 	 K r i t z e l n 	  8AC=>:	 D o o d l e 	 94H'&J	 R a b i s c o 	 K a r a l a 	 n h   g c 	 G r a f f i t i 	 C o n t e n g 	 0	G		>		?	$	M	0		 	 	 	 F i r k a 	 	 	 	 K r a b b e l 	 	 	 D e s e n   l i b e r 	 	 	 	 	 	 .7  .7  1/F	 	 	 				  	 	 	 	 	 	 	 	 	 K r a b b e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R a b i s c a r 
 
 S T R _ I D _ P H O A R T _ U N D O 	 P H O E D T 	 I C O N T E X T 	 U n d o 	 U n d o 	 b`_	 b`
Y	 @%43	 D e s h a c e r 	 A n n u l e r     	 R  c k g  n g i g 	 B<5=0	 A n n u l l a 	 *1',9	 A n u l a r 	 G e r i   a l 	 P h c   h i 	 B a t a l k a n 	 B u a t   A s a l 	 *	B	0	M	5	5	$	  	0	G			 	 	 	 V i s s z a v o n  s 	 	 	 	 O n g e d a a n   m a k e n 	 	 	 A n u l a r e 	 	 	 	 	 	 H'1/	 	 	 				  					 	 	 	 	 	 	 	 	 M a a k   o n g e d a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s f a z e r 
 
 S T R _ I D _ P H O A R T _ R E S I Z E 	 P H O E D T 	 T I T L E 	 R e s i z e 	 R e s i z e 	 ͑-:\[	 ͑:\[	 @%5H"2	 C a m b i a r   t a m a  o 	 R e d i m e n s i o n n e r     	 G r   e    n d e r n 	 7<5=8BL  @07<5@	 R i d i m e n s i o n a 	 *:JJ1  'D-,E	 R e d i m e n s i o n a r 	 Y e n i d e n   b o y u t l a n d 1r 	 C h n h   k . t h c 	 U b a h   u k u r a n 	 S a i z k a n   S e m u l a 	 		>	0	  ,	&	2	G			 	 	 	  t m  r e t e z  s 	 	 	 	 G r o o t t e   v e r a n d e r e n 	 	 	 R e d i m e n s i o n a r e 	 	 	   	 	 	 *:JJ1  'F/'2G	 	 	 						  				  				 	 	 	 	 	 	 	 	 V e r s t e l   g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d i m e n s i o n a r 
 
 S T R _ I D _ P H O A R T _ R E S I Z I N G 	 P H O E D T 	 P O P U P C O N F I R M 	 I m a g e   r e s i z i n g 	 I m a g e   r e s i z i n g 	 WGr͑-:\[-N	 VGrck(W9eS-N	 3%1@%5H"2 2	 C a m b i a r   t a m a  o   a   l a   i m a g e n 	 R e d i m e n s i o n n e m e n t   d e   l ' i m a g e   e n   c o u r s 	 B i l d g r   e   w i r d   g e  n d e r t 	  07<5@  87>1@065=8O	 R i d i m e n s i o n a m e n t o   i m m a g i n e 	 *:JJ1  -,E  'D5H1)	 R e d i m e n s i o n a m e n t o   d e   i m a g e m 	 R e s i m   y e n i d e n   b o y u t l a n d 1r 1l 1y o r   	 C h n h   c   n h 	 U k u r a n   f o t o   d i u b a h 	 M e n g s a i z   s e m u l a   i m e j 	 	.	G		  	>	  		>	0	  ,	&	2	  0	9	>	  9	H		 	 	 	 K  p    t m  r e t e z  s e 	 	 	 	 G r o o t t e   v a n   f o t o   v e r a n d e r e n 	 	 	 R e d i m e n s i o n a r e   i m a g i n e 	 	 	     	 	 	 *:1  'F/'2G  *5H1	 	 	 			  						  				  				  						 	 	 	 	 	 	 	 	 V e r s t e l l i n g   v a n   a f b e e l d i n g g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d i m e n s i o n a m e n t o   d e   i m a g e m 
 
 S T R _ I D _ P H O A R T _ E S T I M A T E 	 P H O E D T 	 H I N T 	 E s t . 	 E s t . 	 }	 ~	 #0!2	 E s t .   	 E s t . 	 E s t . 	 F5=:0	 E s t . 	 'D*B/J1	 E s t . 	 E s t . 	 T . E s t o n i a 	 P e r k i r a a n 	 A n g g a r a n 	 E s t . 	 	 	 	 B e c s . 	 	 	 	 G e s c h a t 	 	 	 E s t i m . 	 	 	 	 	 	 (1"H1/	 	 	 						 	 	 	 	 	 	 	 	 G e s k a t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t . 
 
 S T R _ I D _ P H O A R T _ M A N U A L _ C L I P 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 M a n u a l   c l i p 	 M a n u a l   c l i p 	 KbRR	 KbRR	 1AA!'%	 C o r t e   m a n u a l 	 C l i p   m a n u e l 	 M a n u e l l e r   C l i p 	  CG=>9  :;8?	 C l i p   m a n u a l e 	 EB79  J/HJ	 R e c o r t e   m a n u a l 	 M a n  e l   k e s m e 	 C t   t h   c  n g 	 K l i p   m a n u a l 	 P o t o n g a n   m a n u a l 	 .	H	(	A		2	  	M	2	?	*		 	 	 	 K  z i   l e v  g  s 	 	 	 	 H a n d m a t i g   b i j s n i j d e n 	 	 	 T i e r e   m a n u a l 	 	 	   	 	 	 (14  /3*	 	 	 									  						 	 	 	 	 	 	 	 	 K n i p   p e r   h a n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C l i p e   m a n u a l 
 
 S T R _ I D _ P H O A R T _ C L I P _ H E L P 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 C l i p   h e l p 	 C l i p   h e l p 	 Rf	 R.^R	 '45C
I2#1	 A y u d a   c o n   c o r t e 	 A i d e   c l i p 	 C l i p - H i l f e 	 ><>IL  ?>  :;8?C	 G u i d a   c l i p 	 *9DJE'*  'DEB79	 A j u d a   d o   r e c o r t e 	 K e s m e   y a r d 1m 1	 T r   g i  p   c t 	 B a n t u a n   k l i p 	 B a n t u a n   p o t o n g a n 	 	M	2	?	*	  8	9	>	/	$	>		 	 	 	 L e v  g  s   s  g  	 	 	 	 H u l p   b i j   b i j s n i j d e n 	 	 	 A j u t o r   t i e r e 	 	 	   	 	 	 1'GFE'  (14  2F	 	 	 					  							  	 	 	 	 	 	 	 	 	 K n i p h u l p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A j u d a   d o   c l i p e 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ S T Y L E 	 P H O E D T 	 I C O N T E X T 	 T y p e 	 T y p e 	 ^W	 {|W	 #0@ 	 T i p o   	 E c r i r e 	 T y p 	 "8?	 T i p o 	 'DFH9	 T i p o 	 T  r 	 L o i 	 J e n i s 	 J e n i s 	 *	M	0		>	0		 	 	 	 T  p u s 	 	 	 	 T y p e 	 	 	 T i p 	 	 	 	 	 	 FH9	 	 	 				 	 	 	 	 	 	 	 	 T i p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ L I N E 	 P H O E D T 	 C 0 5 7 _ 1 	 P a i n t 	 P a i n t 	 kuF{	 ;u{	 #02"*5	 P i n t u r a 	 P e i n d r e 	 M a l e n 	 8ABL	 D i s e g n a 	 *DHJF	 P i n t a r 	 B o y a 	 S n 	 C a t 	 C a t 	 *	G				 	 	 	 K i t  l t  s 	 	 	 	 V e r v e n 	 	 	 V o p s e a 	 	 	 	 	 	 '(2'1  FB'4	 	 	 		  			  	 	 	 	 	 	 	 	 	 S k i l d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P i n t u r a 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ E R A S E R 	 P H O E D T 	 C 0 5 7 _ 1 	 E r a s e r 	 E r a s e r 	 ajvd	 ajvd	 "2%	 B o r r a d o r 	 G o m m e 	 R a d i e r e r 	 0AB8:	 G o m m a 	 EE-')	 B o r r a c h a 	 S i l g i 	 N  t   x  a 	 P e n g h a p u s 	 P e m a d a m 	 	0	G		<	0		 	 	 	 R a d  r 	 	 	 	 V l a k g o m 	 	 	 R a d i e r 	 	 	 	 	 	 ~'  F	 	 	 						 	 	 	 	 	 	 	 	 W i s s e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p a g a d o r 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ C O L O R 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 C o l o r 	 C o l o r 	 Or	 r	 *5	 C o l o r 	 C o u l e u r 	 F a r b e 	 &25B	 C o l o r e 	 'DDHF	 C o r 	 R e n k   	 M  u   s c 	 W a r n a 	 W a r n a 	 0				 	 	 	 S z  n 	 	 	 	 K l e u r 	 	 	 C u l o a r e 	 	 	 	 	 	 1F	 	 	 			 	 	 	 	 	 	 	 	 K l e u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ S I Z E 	 P H O E D T 	 I C O N T E X T 	 S i z e 	 S i z e 	 'Y\	 'Y\	 2	 T a m a  o 	 D i m e n s i o n 	 G r   e 	  07<5@	 D i m e n s i o n e 	 'D-,E	 T a m a n h o 	 B o y u t 	 K . t h c 	 U k u r a n 	 S a i z 	 		>	0		 	 	 	 M  r e t 	 	 	 	 G r o o t t e 	 	 	 D i m e n s i u n e 	 	 	 	 	 	 'F/'2G	 	 	 					 	 	 	 	 	 	 	 	 G r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ S M A L L 	 P H O E D T 	 C 0 5 7 _ 1 	 S m a l l 	 S m a l l 	 0}	 ~	 2@%G	 P e q u e  o 	 P e t i t 	 K l e i n 	 0;5=L:89	 P i c c o l o 	 5:J1	 P e q u e n o 	 K    k 	 N h 	 K e c i l 	 K e c i l 	 	K		>		 	 	 	 K i c s i 	 	 	 	 K l e i n 	 	 	 M i c 	 	 	 	 	 	 CHC	 	 	 			  	 	 	 	 	 	 	 	 	 K l e i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e q u e n o 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ M E D I U M 	 P H O E D T 	 C 0 5 7 _ 1 	 M e d i u m 	 M e d i u m 	 ck8^	 ck8^	 2%2	 M e d i a n o 	 M o y e n 	 M i t t e l 	 !@54=89	 M e d i o 	 E*H37	 M  d i o 	 O r t a   	 V a 	 S e d a n g 	 M e d i u m 	 .	'	M	/	.	  	 	 	 	 K  z e p e s 	 	 	 	 M i d d e l 	 	 	 M e d i u 	 	 	 	 	 	 E*H37	 	 	 							 	 	 	 	 	 	 	 	 M e d i u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M  d i o 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ L A R G E 	 P H O E D T 	 C 0 5 7 _ 1 	 L a r g e 	 L a r g e 	 |	 |	 2C+
H	 G r a n d e 	 G r a n d 	 G r o  	 >;LH>9	 G r a n d e 	 C(J1	 G r a n d e 	 B  y  k 	 L n 	 B e s a r 	 B e s a r 	 ,	!	<	>		 	 	 	 N a g y 	 	 	 	 G r o o t 	 	 	 M a r e 	 	 	 	 	 	 (21	 	 	 				 	 	 	 	 	 	 	 	 G r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a n d e 
 
 S T R _ I D _ P H O A R T _ H E L P _ I C O N _ T E X T 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 A d d   i c o n /   t e x t 	 A d d   i c o n / t e x t 	 ReQ\3bz/ eW[	 mR\3bz/ eW[	 @4H!D--/ I-'2!	 A  a d i r    c o n o / t e x t o 	 A j o u t e r   i c  n e / t e x t e 	 S y m b o l / T e x t   h i n z u f  g e n 	 >1028BL  7=0G>:/ B5:AB	 A g g i u n g i   i c o n a / t e s t o 	 %6'A)  #JBHF)/ F5	 A d i c i o n a r    c o n e / t e x t o 	 0k o n / y a z 1  e k l e 	 T h  m   b . t n g / v n   b n 	 T a m b a h   i k o n / t e k s 	 T a m b a h   i k o n / t e k s 	 			I	(	/ *	>	 	  	K	!	<	G			 	 	 	 I k o n / s z  v e g   h o z z  a d  s a 	 	 	 	 P i c t o g r a m / t e k s t   t o e v o e g e n 	 	 	 A d u g a r e   p i c t o g r a m / t e x t 	 	 	   / 	 	 	 'A2H/F  4D/ E*F	 	 	 				/ 						  					  					 	 	 	 	 	 	 	 	 V o e g   i k o o n / t e k s   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r    c o n e / t e x t o 
 
 S T R _ I D _ P H O A R T _ C L I P _ H E L P _ C O N T E X T 	 P H O E D T 	 U N L I M 	 C l i p   h e l p 	 [ M a i n   L C D   c l i p ] \ n Z o o m   i n / o u t   o r   m o v e   t h e   r e d   r e c t a n g l e   t o   c h a n g e   t h e   c l i p   a r e a . \ n Z o o m   i n :   P r e s s   *   k e y   o r   t o u c h   +   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n Z o o m   o u t :   P r e s s   #   k e y   o r   t o u c h   -   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n M o v e :   P r e s s   a r r o w   k e y s . \ n [ M a n u a l   c l i p ] \ n P r e s s   *   k e y   t o   c h a n g e   o r   t o u c h   t h e   c l i p   s t a t e   i c o n   t o   c h a n g e   c l i p   s t a t e . \ n L e f t / u p   s t a t e :   P r e s s   l e f t / r i g h t   ( u p / d o w n )   a r r o w   k e y s   t o   c h a n g e   t h e   p o s i t i o n   o f   l e f t   ( u p )   s i d e   o f   r e c t a n g l e . \ n R i g h t / d o w n   s t a t e :   S i m i l a r   w i t h   l e f t / u p   s t a t e . \ n M o v e :   P r e s s   a r r o w   k e y s . 	 [ ;NU^'Y\R] \ n >e'Y0.~\byRwb_@SWO9eR@SW0  \ n >e'Y	c* uYg/eccU^ޞd+ Wj0  \ n .~\	cuYg/eccU^ޞd- Wj0  \ n yR	ceTu0\ n [ KbRR] \ n 	c* ubޞdR@SWe_WjRc9eR@SWe_0\ n ]0
N@SW	c]0S
N0N	eTu9ewb_]
N	vMOn0  \ n S0N@SW^<O]0
N@SW0  \ n yR	ceTu0	 [ ;NO\U^'Y\R] \ n >e'Y0)\byRwb_:SWeg9eSR:SW0\ n >e'Y	c* .Yg/ecxdO\pQ+ Vh0\ n )\	c.Yg/ecxdO\pQ- Vh0\ n yR	ceT.0\ n [ KbRR] \ n 	c* .bpQR:SWe_VhRbcُ	Ny9eSR:SWe_0\ n ]0
N:SW	c]0S
N0N	eT.9eSwb_]
N	vMOn0\ n S0N:SW{|<O]0
N:SW0\ n yR	ceT.0	 [ 1  L C D   +%1] \ n 9!@I2/ --  +#7-"I2"*5H@+%5H"!*5A@7H-@%5H"#4@'5H1\ n 9!@I2:   8H!  *   @7H-A0D--  +   I2*1*81
@\ n 9!--:   8H!  #   @7H-A0D--  -   I2*1*81
@\ n @%7H-:   8H!%9(#\ n [ 1AA!'%] \ n 8H!  *   @7H-@%5H"  +#7-A0D--*202#1  @7H-@%5H"*202#1\ n *20I2"/ :   8H!%9(#I2"/ '2  ( 6I/ %)   @7H-@%5H"3A+H-I2I2"  ( )   -*5H@+%5H"!\ n *20'2/ %H2:   @+!7-1*20I2"/ \ n @%7H-:   8H!%9(#	 [ C o r t e   e n   L C D   P r i n c i p a l ] \ n A c e r q u e / A l e j e   e l   r e c t  n g u l o   r o j o   p a r a   c a m b i a r   e l    r e a   d e l   c o r t e . \ n A c e r c a r :   p u l s e   l a   t e c l a   *   o   t o q u e   e l    c o n o   +   s i   e l   l  p i z   t  c t i l   e s   s o p o r t a d o . \ n A l e j a r :   p u l s e   l a   t e c l a #   o   t o q u e   e l    c o n o -   s i   e l   l  p i z   t  c t i l   e s   s o p o r t a d o . \ n M o v e r :   p u l s e   l a   t e c l a   d e   f l e c h a . \ n [ C o r t e   m a n u a l ] \ n P u l s e   l a   t e c l a   *   p a r a   c a m b i a r   o   t o q u e   e l    c o n o   d e l   e s t a d o   d e l   c o r t e   p a r a   c a m b i a r   e l   e s t a d o   d e l   c o r t e . \ n E s t a d o   i z q u i e r d o / a r r i b a :   p u l s e   l a   t e c l a   d e   f l e c h a   i z q u i e r d a / d e r e c h a   ( a r r i b a / a b a j o )   p a r a   c a m b i a r   l a   	 [ C l i p   s u r   l '  c r a n   L C D ] \ n Z o o m e r   /   D  z o o m e r   o u   d  p l a c e z   l e   r e c t a n g l e   r o u g e   p o u r   c h a n g e r   l a   z o n e   d u   c l i p . \ n Z o o m e z   :   A p p u y e z   s u r   l a   t o u c h e   *   o u   a p p u y e z   s u r   l ' i c  n e   +   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n D  z o o m e r   :   A p p u y e z   s u r   l a   t o u c h e   #   o u   a p p u y e z   s u r   l ' i c  n e   -   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n D  p l a c e r   :   A p p u y e z   s u r   l e s   t o u c h e s   f l  c h  e s . \ n [ C l i p   m a n u e l ] \ n A p p u y e z   s u r   l a   t o u c h e   *   p o u r   c h a n g e r   o u   t o u c h e z   l ' i c  n e   d '  t a t   d u   c l i p   l e   c h a n g e r . \ n E t a t   g a u c h e / h a u t   :   a p p u y e z     s u r   l e s   t o u c h e s   g a u c h e / d r o i t e   ( h 	 [ H a u p t - L C D - C l i p ] \ n Z o o m e n   S i e   d a s   r o t e   R e c h t e c k   e i n / a u s   o d e r   v e r s c h i e b e n   S i e   e s ,   u m   d e n   C l i p - B e r e i c h   z u    n d e r n . \ n E i n z o o m e n :   D r  c k e n   S i e   d i e   T a s t e   *   o d e r   b e r  h r e n   S i e   d a s   S y m b o l   +   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n A u s z o o m e n :   D r  c k e n   S i e   d i e   T a s t e   #     o d e r   b e r  h r e n   S i e   d a s   S y m b o l   -   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n V e r s c h i e b e n :   D r  c k e n   S i e   d i e   P f e i l t a s t e n . \ n [ M a n u e l l e r   C l i p ] \ n D r  c k e n   S i e   z u m    n d e r n   d i e   T a s t e   *   o d e r   b e r  h r e n   S i e   d a s   S y m b o l   C l i p s t a t u s ,   u m   d e n   C l i p s t a t u s   z u    n d e r n . \ n L i n k s / O b e n - S t a t u s :   D r  c k e n   S i 	 [ ;8?  3;02=>3>  L C D ] \ n ;O  87<5=5=8O  >1;0AB8  :;8?0  8A?>;L7C9B5  C25;8G5=85/ C<5=LH5=85  8;8  ?5@5<5AB8B5  :@0A=K9  ?@O<>C3>;L=8:. \ n #25;8G5=85:   =06<8B5  :=>?:C  *   8;8  :>A=8B5AL  7=0G:0  + ,   5A;8  ?>445@68205BAO  AB8;CA. \ n #<5=LH5=85:   =06<8B5  :=>?:C  #   8;8  :>A=8B5AL  7=0G:0  - ,   5A;8  ?>445@68205BAO  AB8;CA. \ n 5@5<5I5=85:   =06<8B5  :=>?:8  A>  AB@5;:0<8. \ n [  CG=>9  :;8?] \ n ;O  87<5=5=8O  @568<0  :;8?0  =06<8B5  :=>?:C  *   8;8  :>A=8B5AL  7=0G:0  @568<0  :;8?0. \ n 52>5/ 25@E=55  A>AB>O=85:   =06<8B5  ;52CN/ ?@02CN  ( 25@E=NN/ =86=NN)   :=>?:8  A>  A	 [ C l i p   L C D   p r i n c i p a l e ] \ n Z u m a r e   a v a n t i / i n d i e t r o   o   s p o s t a r e   i l   r e t t a n g o l o   r o s s o   p e r   m o d i f i c a r e   l ' a r e a   d i   c l i p . \ n Z o o m   a v a n t i :   p r e m e r e   i l   t a s t o   *   o   t o c c a r e   l ' i c o n a   +   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n Z o o m   i n d i e t r o :   p r e m e r e   i l   t a s t o   #   o   t o c c a r e   l ' i c o n a   -   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n S p o s t a :   p r e m e r e   i   t a s t i   f r e c c i a . \ n [ C l i p   m a n u a l e ] \ n P r e m e r e   i l   t a s t o   *   p e r   m o d i f i c a r e   o   t o c c a r e   l ' i c o n a   d e l l o   s t a t o   c l i p   e   m o d i f i c a r e   l o   s t a t o . \ n S t a t o   s i n i s t r a / s u :   p r e m e r e   i   t a s t i   f r e c c i a   s i n i s t r a / s u   ( s u / g i  )   p e r   m o d i f i c a r e   	 [ EB79  4'4)  L C D   'D1&J3J)] \ n BE  (*C(J1/ *5:J1  'D5H1)  #H  FBD  'DE3*7JD  'D#-E1  D*:JJ1  EF7B)  'DEB79. \ n D*C(J1  'D5H1):   '6:7  9DI  EA*'-  *   #H  'DE3  #JBHF)  +   %0'  C'F  BDE  'DDE3  E/9HE. \ n D*5:J1  'D5H1):   '6:7  9DI  EA*'-  #   #H  'DE3  #JBHF)  -   %0'  C'F  BDE  'DDE3  E/9HE. \ n DDFBD:   '6:7  9DI  EA'*J-  'D#3GE. \ n [ EB79  J/HJ] \ n '6:7  9DI  EA*'-  *   #H  'DE3  #JBHF)  -'D)  'DEB79  D*:JJ1  -'D)  'DEB79. \ n -'D)  J3'1/ #9DI:   '6:7  9DI  EA'*J-  'D#3GE  J3'1/ JEJF  ( #9DI/ #3AD)   D*:JJ1  EH69  'D,'F(  'D#J31  ( 'D9DHJ)   EF  'DE3*7JD. \ n -'D)  JEJF/ #3AD:   E+D  -'D)  J3'1/ #9DI. 	 [ R e c o r t e   d o   L C D   p r i n c i p a l ] \ n A p l i q u e   m a i s / m e n o s   z o o m   o u   d e s l o q u e   o   r e c t  n g u l o   v e r m e l h o   p a r a   m u d a r   a    r e a   d e   r e c o r t e . \ n M a i s   z o o m :   p r i m a   a   t e c l a   *   o u   t o q u e   n o    c o n e   +   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n M e n o s   z o o m :   p r i m a   a   t e c l a   #   o u   t o q u e   n o    c o n e   -   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n M o v e r :   p r i m a   a s   t e c l a s   d e   s e t a . \ n [ R e c o r t e   m a n u a l ] \ n P r i m a   a   t e c l a   *   p a r a   a l t e r a r   o u   t o q u e   n o    c o n e   d e   e s t a d o   d o   r e c o r t e   p a r a   a l t e r a r   o   e s t a d o   d o   r e c o r t e . \ n E s t a d o   e s q u e r d a / p a r a   c i m a :   p r i m a   a s   t e c l a s   d e   s e t a   p a r a   a   e 	 [ A n a   L C D    e k i m i ] \ n  e k i m   a l a n 1n 1  d e i _t i r m e k   i  i n   y a k 1n l a _1n   /   u z a k l a _1n   v e y a   k 1r m 1z 1    g e n i   h a r e k e t   e t t i r i n .   \ n Y a k 1n l a _t 1r :   D o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   *   t u _u n a   b a s 1n   v e y a   +   i k o n u n a   d o k u n u n . \ n U z a k l a _t 1r :   #   t u _u n a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   -   i k o n u n a   d o k u n u n . \ n T a _1:   o k   t u _l a r 1n a   b a s 1n . \ n [ M a n u e l    e k i m ] \ n  e k i m   d u r u m u n u   d e i _t i r m e k   i  i n   *   t u _u n a   b a s 1n   v e y a    e k i m   d u r u m u n a   d o k u n u n .   \ n S o l / y u k a r 1  d u r u m :     g e n i n   s o l   (  s t )   t a r a f 1n 1n   k o n u m u n u   d e i _t i r m e k   i  i n   s o l / s a   ( y u k a r 1/ a _a 1)   o 	 [ T h u   n h   L C D   c h  n h ] \ n P h  n g   t o / t h u   n h   h a y   c h u y n   h  n h   c h   n h t       t h a y   i   v  n g   t h u   n h . \ n P h  n g   t o :   b m   p h  m   *   h a y   c h m   b i u   t n g   +   n u   c    h   t r   b  t   s t y l u s . \ n T h u   n h :   b m   p h  m   #   h a y   c h m   b i u   t n g   +   n u   c    h   t r   b  t   s t y l u s . \ n C h u y n :   b m   c  c   p h  m   m ii   t  n . \ n [ T h u   n h   t h   c  n g ] \ n B m   p h  m   *     t h a y   i   h a y   c h m   b i u   t n g   t  n h   t r n g   t h u   n h     i   t  n h   t r n g   t h u   n h . \ n T  n h   t r n g   t r  i / l  n :   b m   c  c   m ii   t  n   t r  i / p h i   ( l  n / x u n g )     i   v   t r    b  n   t r  i   ( l  n )   c a   h  n h   c h   n h t . \ n T  n h   t r n g   p h i / x u 	 [ K l i p   L C D   u t a m a ] \ n P e r b e s a r / p e r k e c i l   t a m p i l a n   a t a u   m e m i n d a h k a n   p e r s e g i   p a n j a n g   m e r a h   u n t u k   m e n g u b a h   a r e a   k l i p . \ n M e m p e r b e s a r   t a m p i l a n :   T e k a n   t o m b o l   *   a t a u   s e n t u h   i k o n   +   j i k a   p e n a   s e n t u h   d i d u k u n g . \ n M e m p e r k e c i l   t a m p i l a n :   T e k a n   t o m b o l   #   a t a u   s e n t u h   i k o n   -   j i k a   p e n a   s e n t u h   d i d u k u n g . \ n M e m i n d a h k a n :   T e k a n   t o m b o l   t a n d a   p a n a h . \ n [ K l i p   m a n u a l ] \ n T e k a n   t o m b o l   *   u n t u k   m e n g u b a h   a t a u   s e n t u h   i k o n   s t a t u s   k l i p   u n t u k   m e n g u b a h   s t a t u s   k l i p . \ n S t a t u s   k i r i / a t a s :   T e k a n   t o m b o l   t a n d a   p a n a h   k i r i / k a n a n   ( a t a s / b a w a h )   u n t u k   m e n g 	 [ K l i p   L C D   u t a m a ] \ n Z o o m   m a s u k / k e l u a r   a t a u   a l i h k a n   s e g i e m p a t   t e p a t   m e r a h   u n t u k   m e n g u b a h   k a w a s a n   k l i p . \ n Z o o m   m a s u k :   t e k a n   k e k u n c i   *   a t a u   s e n t u h   i k o n   +   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h .   \ n Z o o m   k e l u a r :   t e k a n   k e k u n c i   #   a t a u   i k o n   -   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h .   \ n A l i h :   t e k a n   k e k u n c i   a n a k   p a n a h . \ n [ K l i p   m a n u a l ] \ n T e k a n   k e k u n c i   *   u n t u k   m e n g u b a h   a t a u   s e n t u h   i k o n   k e d u d u k a n   k l i p   u n t u k   m e n g u b a h   k e d u d u k a n   k l i p . \ n K e d u d u k a n   k i r i / a t a s :   t e k a n   k e k u n c i   a n a k   p a n a h   k i r i / k a n a n   ( a t a s / b a w a h )   u n t u k   m e n g u b a h   k e d u d u k a n   s i s i 	 [ .	A		M	/	  L C D   	M	2	?	*	] \ n 	M	2	?	*	  	M	7	G	$	M	0	  	K	  ,	&	2	(	G	  	G	  2	?		  	<	B	.	  	K	  	(	/ 				  	0	G		  	%	5	>	  2	>	2	  	/	$	  	K	  	2	>			. \ n 	<	B	.	  	(	:   *   	A			@	  &	,	>			  	%	5	>	  +     			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  8	.	0	M	%	(	  	0	$	>	  9	K	. \ n 	<	B	.	  				:   #   	A			@	  &	,	>			  	%	5	>	  -   			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  8	.	0	M	%	(	  	0	$	>	  9	K	. \ n     .	B	5		  	0	K	  	A			?	/	>		  &	,	>			. \ n [ .	H	(	A		2	  	M	2	?	*	] \ n ,	&	2	(	G	  	G	  2	?		  * 	A			@	  &	,	>			  	%	5	>	  	M	2	?	*	  8	M		G		  ,	&	2	(	G	  	G	  2	?		  	M	2	?	*	  8	M		G		  			I	(	  *	0	  		  	0	G		. \ n ,	>	/	>		/ 	*	  8	M		G		:   	/	$	  	@	  ,	>			  ( 		*	0	?	)   &	?	6	>	  	@	  8	M	%	?	$	?	  ,	&	2	(	G	  	G	  2	?		  ,	>			/ &	>			  ( 	*	/ !	>			(	)   	0	K	  	A			?	/	>		  &	,	>			. \ n &	>	/	>		/ !	>			(	  8	M		G		:   ,		 	 	 	 [ F Q  L C D   l e v  g  s ] \ n N a g y  t s a / k i c s i n y  t s e   a   k  p e t   v a g y   m o z g a s s a   a   v  r  s   n  g y s z  g e t   a   l e v  g  s i   t e r  l e t   m  d o s  t  s  h o z . \ n N a g y  t  s :   n y o m j a   m e g   a   *   g o m b o t   v a g y    r i n t s e   m e g   a   +   i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n K i c s i n y  t  s :   n y o m j a   m e g   a   #   g o m b o t   v a g y    r i n t s e   m e g   a      i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n M o z g a t  s :   n y o m j a   m e g   a   n y  l g o m b o t . \ n [ K  z i   l e v  g  s ] \ n N y o m j a   m e g   a   *   g o m b o t   a   m  d o s  t  s h o z   v a g y    r i n t s e   m e g   a   l e v  g  s    l l a p o t a   i k o n t   a   l e v  g  s    l l a p o t  n a k   m  d o s  t  s  h o z . \ n B a l / f e l    l l a p o t :   n y o m j a   m e g   a   b a 	 	 	 	 [ H o o f d - l c d   b i j s n i j d e n ] \ n I n -   e n   u i t z o o m e n   o f   d e   r o d e   r e c h t h o e k   v e r p l a a t s e n   z o d a t   h e t   c l i p g e b i e d   v e r a n d e r t . \ n I n z o o m e n :   d r u k   o p   *   o f   r a a k   h e t   p i c t o g r a m   +   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   i s . \ n U i t z o o m e n :   d r u k   o p   #   o f   r a a k   h e t   p i c t o g r a m   -   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   i s . \ n V e r p l a a t s e n :   d r u k   o p   d e   p i j l t j e s k n o p p e n . \ n [ H a n d m a t i g   b i j s n i j d e n ] \ n D r u k   o p   *     o f   r a a k   h e t   p i c t o g r a m   v a n   d e   b i j s n i j t o e s t a n d   a a n   o m   d e   b i j s n i j t o e s t a n d   t e   v e r a n d e r e n . \ n L i n k s / o m h o o g :   d r u k   o p   d e   p i j l t j e s k n o p p e n   l i n k s / r e c h t s   ( o p / n e e 	 	 	 [ S e c v e n c  e c r a n   L C D   p r i n c i p a l ] \ n M r i ci / m i c _o r a ci   s a u   m u t a ci   d r e p t u n g h i u l   r o _u   p e n t r u   a   m o d i f i c a   s e c v e n ca . \ n M r i r e :   a p s a ci   t a s t a   *   s a u   a t i n g e ci   p i c t o g r a m a   +   d a c   d i s p o z i t i v u l   d v s .   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n M i c _o r a r e :   a p s a ci   t a s t a   #   s a u   a t i n g e ci   p i c t o g r a m a   -   d a c   d i s p o z i t i v u l   d v s .   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n M u t a r e :   a p s a ci   t a s t e l e   s g e a t . \ n [ S e c v e n c  m a n u a l ] \ n A p s a ci   t a s t a   *   p e n t r u   m o d i f i c a r e   s a u   a t i n g e ci   p i c t o g r a m a   d e   s t a r e   a   s e c v e n ce i   p e n t r u   a   m o d i f i c a   s t a r e a   a c e s t e i a . \ n S t a r e   s t 	 	 	 [   L C D   ] \ n /                     . \ n :     *         +         . \ n :     #         -         . \ n :         . \ n [   ] \ n   *                     . \ n   / :         /   ( / )             ( )     . \ n   / :     ,       / . \ n :         . 	 	 	 [ (14  '5D  L C D ] / n (1'  *:1  E-D  (14  E3*7D  B1E2  1F  1'  (21/ H  1/G  '  ,'(,'  F// n FE'  F2/:   /EG  *   1'  A41/G  '  /15H1*  ~4*('F  4/F  BDE  '4'1G  1  4D  +   1'  DE3  F/. / n FE'  /H1:   /EG  #   1'  A41/G  '  /15H1*  ~4*('F  4/F  BDE  '4'1G  1  4D  -   1'  DE3  F/. / n ,'(,'  1/F:   D/G'  ~'F/'1  1'  A4'1  /G/. / n [ (14  /3*] / n (1'  *:1  712  (14  D/  *   1'  A4'1  /'/G  '  4D  712  (14  1'  DE3  FE'/. / n 712  (14  ~/ ('D':   (1'  *:1  EHB9*  F'1G  ~  ( ('D')   E3*7D  '2  D/G'  ~'F/'1  ~/ 1'3*  ( ('D'/ ~'F)   '3*A'/G  F/. / n 712	 	 	 [ 						  						  					] \ n   			  		/ 			  		  							  							  								  				  				  			  												  				d	\ n   			  		:   * 		  					  		  			  			  			  						  			  					  +   				  						  				d	\ n   			  			:   # 		  					  		  			  			  			  						  			  					  -   				  						  				d	\ n   				:   			  						  					d	\ n   [ 									  					]   \ n   								  				  				  *   		  					  		  							  						  								  				  				  					  					  				  						  				d	\ n   			/ 			  							:   			  ( 			)   					  												  							  								  				  				  			/ 			  ( 			/ 			)   			  							  		  					 	 	 	 	 	 	 	 	 [ H o o f - L C D - s n i t ] \ n Z o e m   i n / u i t   o f   b e w e e g   d i e   r o o i   r e g h o e k   o m   d i e   s n i t a r e a   t e   v e r a n d e r . \ n Z o e m   i n :   d r u k   * - t o e t s   o f   r a a k   a a n   + - i k o o n   i n d i e n   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n Z o e m   u i t :   d r u k   # - t o e t s   o f   r a a k   a a n   " - " - i k o o n   i n d i e n   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n B e w e e g :   d r u k   p y l t j i e t o e t s e . \ n [ P e r   h a n d - s n i t ] \ n D r u k   * - t o e t s   o m   t e   v e r a n d e r   o f   r a a k   a a n   d i e   s n i t s t a t u s i k o o n   o m   d i e   s n i t s t a t u s   t e   v e r a n d e r . \ n L i n k s / o p - s t a t u s :   d r u k   l i n k s / r e g s   ( o p / a f )   p y l t j i e t o e t s e   o m   d i e   p o s i s i e   v a n   l i n k e r k a n t   ( b o )   v a n   r e g h o e k   t e   v e r a n d e r . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ C l i p e   L C D   p r i n c i p a l ] \ n A p r o x i m a   o / a f a s t a m e n t o   d o   z o o m   o u   m o v e r   o   r e t  n g u l o   v e r m e l h o   p a r a   m u d a r   a    r e a   d o   c l i p e . \ n A p r o x i m a   o   d o   z o o m :   P r e s s i o n e   a   t e c l a   *   o u   t o q u e   n o    c o n e   +   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n A f a s t a m e n t o :   P r e s s i o n e   a   t e c l a   #   o u   t o q u e   n o    c o n e   -   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n M o v e r :   P r e s s i o n e   a s   t e c l a s   d e   s e t a . \ n [ C l i p e   m a n u a l   ] \ n P r e s s i o n e   a   t e c l a   *   p a r a   m u d a r   o u   t o c a r   o    c o n e   d e   e s t a d o   d e   c l i p e   p a r a   m u d a r   e s s e   e s t a d o . \ n E s t a d o   e s q u e r d o / a c i m a :   P r e s s i o n e   a s   t e c l a s   d e   s e t 
 
 S T R _ I D _ P H O A R T _ H E L P _ I C O N _ T E X T _ I N F O 	 P H O E D T 	 U N L I M 	 a d d   i c o n   h e l p 	 [ A d d   i c o n ] \ n U s e   a r r o w   k e y s   t o   c h a n g e   s e l e c t i o n .   U s e   a r r o w   k e y s   t o   m o v e .   P r e s s   c e n t e r   k e y   o r   k e y   5   t o   s t a m p .   T h e   s t a m p   c a n   d o   m a n y   t i m e s   a t   d i f f e r e n t   p o s i t i o n s .   T h e   s i z e   o f   i c o n   h a s   t h r e e   t y p e s ,   p r e s s   *   ( l a r g e r )   o r   #   ( s m a l l e r )   t o   c h a n g e   t h e   s i z e   o f   i c o n .   I f   t h e   +   o r   -   i c o n   i s   i n   i n v a l i d   s t a t e ,   i t   m e a n s   t h e   c o r r e s p o n d i n g   c h a n g e   i s   u n a b l e   t o   d o . \ n [ A d d   t e x t ] \ n U s e   a r r o w   k e y s   t o   m o v e .   P r e s s   c e n t e r   k e y   o r   k e y   5   t o   s t a m p . 	 [ ReQ\3bz] \ n O(ueTu9ecvQN^W\3bz0O(ueTuyR\3bzMOn0	c-Nub5 u\\3bzpS(W^W
NSN(W
NTvMOnpSY!k0  \ n \3bz	g	N.z'Y\	c* u>e'Y	b# u.~\	9e3bz'Y\0Yg+ b- Wjnpph:yvavS
NQ9e0  \ n [ ReQeW[] \ n O(ueTuyReW[MOn0	c-Nub5 u\eW[pS(W^W
N0	 [ mR\3bz] \ n O(ueT.9ebcvQN{|W\3bz0O(ueT.yR\3bzMOn0	c-N.b5 .\\3bzpS(W^V
NSN(W
NTvMOnpSY!k0\ n \3bz	g	Ny'Y\	c* .>e'Y	b# .)\	9eS3bz'Y\0Yg+ b- Vhnpph:yv^vSS
NQ9eS0\ n [ mReW[] \ n O(ueT.yReW[MOn0	c-N.b5 .\eW[pS(W^V
N0	 [ @4H!D--] \ n C
I8H!%9(#@7H-@%5H"*4H5H@%7-  C
I8H!%9(#@7H-@%7H-  8H!%2  +#7-8H!  5   @7H-#01#2  2##01#2*2!2#3DI+%2"#1I5H3A+HH2F  2-D--!5  3   
4,     *   ( C+
H'H2)   +#7-  #   ( @%G'H2)   @7H-@%5H"2-D--  I2D--  +   +#7-  -   -"9HC*205HD!H9I-,   +!2"'2!'H22#@%5H"0D!H*2!2#3DI\ n [ @4H!I-'2!] \ n C
I8H!%9(#@7H-@%7H-  8H!%2  +#7-8H!  5   @7H-#01#2	 [ A  a d i r    c o n o ] \ n U s e   l a   t e c l a   a r r i b a / a b a j o   o   l a   t e c l a   l a t e r a l   o   l a   t e c l a   d e   f l e c h a   p a r a   c a m b i a r   l a   s e l e c c i  n .   U s e   l a   t e c l a   d e   f l e c h a   p a r a   m o v e r s e .   P u l s e   l a   t e c l a   d e l   c e n t r o   o   l a   t e c l a   5   p a r a   s e l l a r .   E l   s e l l o   s e   p u e d e   c o l o c a r   v a r i a s   v e c e s   e n   p o s i c i o n e s   d i f e r e n t e s .   E l   t a m a  o   d e l    c o n o   t i e n e   t r e s   t i p o s ,   p u l s e     *   ( m  s   p e q u e  o )   o   #   ( m  s   g r a n d e )   p a r a   c a m b i a r   e l   t a m a  o   d e l    c o n o .   S i   e l    c o n o   +   o      e s t  n   e n   u n   e s t a d o   n o   v  l i d o ,   s i g n i f i c a   q u e   e l   c a m b i o   c o r r e s p o n d i e n t e   n o   s e   p u e d e   h a c e r . \ n [ A  a d i r   t e x t o ] \ n 	 [ I c  n e   d ' a j o u t ] \ n U t i l i s e z   l e s   t o u c h e s   f l  c h  e s   p o u r   c h a n g e r   l a   s  l e c t i o n .   U t i l i s e z   l e s   t o u c h e s   f l  c h  e s   p o u r   d  p l a c e r .   A p p u y e z   l a   t o u c h e   c e n t r a l e   o u   l a   t o u c h e   5   p o u r   a p p l i q u e r .   L ' a c t i o n   p e u t   s e   f a i r e   p l u s i e u r s   f o i s      p l u s i e u r s   e n d r o i t s .   L a   t a i l l e   d e   l ' i c  n e   c o m p o r t e   t r o i s   t y p e s ,   a p p u y e z   s u r   *   ( p l u s   g r a n d )   o u   #   ( p l u s   p e t i t )   p o u r   c h a n g e r   l a   t a i l l e   d e   l ' i c  n e .   S i   l ' i c  n e   +   o u   -   e s t   d a n s   u n    t a t   i n v a l i d e ,   c e l a   s i g n i f i e   q u e   l e   c h a n g e m e n t   c o r r e s p o n d a n t   e s t   i n c a p a b l e      e f f e c t u e r . \ n [ A j o u t e r   d u   t e x t e ] \ n 	 [ S y m b o l   h i n z u f  g e n ] \ n  n d e r n   S i e   d i e   A u s w a h l   m i t   d e n   P f e i l t a s t e n .   V e r s c h i e b e n   S i e   m i t   d e n   P f e i l t a s t e n .   D r  c k e n   S i e   z u m   A u f s t e m p e l n   d i e   M i t t e - T a s t e   o d e r   d i e   T a s t e   5 .   D e r   S t e m p e l   k a n n   m e h r m a l s   a n   u n t e r s c h i e d l i c h e n   P o s i t i o n e n   a n g e b r a c h t   w e r d e n .   F  r   d i e   S y m b o l g r   e   g i b t   e s   d r e i   T y p e n :   D r  c k e n   S i e   *   ( g r   e r )   o d e r   #   ( k l e i n e r ) ,   u m   d i e   S y m b o l g r   e   z u    n d e r n .   I s t   d a s   S y m b o l   +   o d e r   -   u n g  l t i g ,   b e d e u t e t   d i e s ,   d a s s   d i e   e n t s p r e c h e n d e    n d e r u n g   n i c h t   v o r g e n o m m e n   w e r d e n   k a n n . \ n [ T e x t   h i n z u f  g e n ] \ n V e r s c h i e b e n   S i e 	 [ >1028BL  7=0G>:] \ n ;O  87<5=5=8O  2K1>@0  8A?>;L7C9B5  :=>?:8  A>  AB@5;:0<8.   ;O  ?5@5<5I5=8O  8A?>;L7C9B5  :=>?:8  A>  AB@5;:0<8.   06<8B5  F5=B@0;L=CN  :=>?:C  8;8  5   4;O  8A?>;L7>20=8O  HB0<?0.   (B0<?  <>6=>  A45;0BL  <=>3>  @07  2  @07=KE  ?>;>65=8OE.    07<5@  7=0G:0  1K205B  B@5E  284>2,   4;O  53>  87<5=5=8O  =06<8B5  *   ( 1>;LH5)   8;8  #   ( <5=LH5) .   A;8  7=0G>:  +   8;8  -   =54>ABC?5=,   7=0G8B  =52>7<>6=>  2K?>;=8BL  A>>B25BAB2CNI55  87<5=5=85. \ n [ >1028BL  B5:AB] \ n ;O  ?5@5<5I5=8O  8A?>;L7C9B5  :=>?:8  A>  AB@5;:0<8.   06<8B5  F5=B@0;L=CN  :=>?:C	 [ A g g i u n g i   i c o n a ] \ n U s a r e   i   t a s t i   f r e c c i a   p e r   c a m b i a r e   l a   s e l e z i o n e .   U s a r e   i   t a s t i   f r e c c i a   p e r   s p o s t a r s i .   P r e m e r e   i l   t a s t o   c e n t r a l e   o   i l   t a s t o   5   p e r   s t a m p a r e .   L a   s t a m p a   p u    e s s e r e   e f f e t t u a t a   v a r i e   v o l t e   d a   d i v e r s e   p o s i z i o n i .   L e   d i m e n s i o n i   d e l l e   i c o n e   s o n o   d i   t r e   t i p i ;   p r e m e r e   *   ( p i    g r a n d e )   o   #   ( p i    p i c c o l o )   p e r   m o d i f i c a r e   l e   d i m e n s i o n i   d e l l e   i c o n e .   S e   l ' i c o n a   +   o   -      i n   s t a t o   n o n   v a l i d o ,   s i g n i f i c a   c h e   n o n      p o s s i b i l e   e f f e t t u a r e   l a   c o r r i s p o n d e n t e   m o d i f i c a . \ n [ A g g i u n g i   t e s t o ] \ n U s a r e   i   t a s t i   f r e c c i a 	 [ %6'A)  #JBHF)] \ n '3*./E  EA'*J-  'D#3GE  D*:JJ1  'D'.*J'1.   H'3*./E  EA'*J-  'D#3GE  C0DC  DD'F*B'D.   '6:7  9DI  EA*'-  'DH37  #H  EA*'-  5   DD7(9.   9DEK'  (#FG  JECF  'D7(9  D#C+1  EF  E1)  AJ  #C+1  EF  EH69.   HJH,/  +D'+)  #FH'9  D-,E  'D#JBHF)  '6:7  9DI  *   ( #C(1)   #H  #   ( #5:1)   D*:JJ1  -,E  'D#JBHF).   %0'  C'F*  'D#JBHF)  +   #H     AJ  -'D)  :J1  5'D-)  J9FJ  0DC  #FG  D'  JECF  %,1'!  'D*:JJ1  0J  'D5D). \ n [ %6'A)  F5] \ n '3*./E  EA'*J-  'D#3GE  DD'F*B'D.   '6:7  9DI  EA*'-  'DH37  #H  EA*'-  5   DD7(9. 	 [ A d i c i o n a r   u m    c o n e ] \ n U t i l i z e   a s   t e c l a s   d e   s e t a   p a r a   a l t e r a r   a   s e l e c   o .   U t i l i z e   a s   t e c l a s   d e   s e t a   p a r a   m o v e r .   P r i m a   a   t e c l a   c e n t r a l   o u   a   t e c l a   5   p a r a   c a r i m b a r .   O   c a r i m b o   p o d e r    s e r   a p l i c a d o   m u i t a s   v e z e s   e m   d i f e r e n t e s   p o s i   e s .   O    c o n e   p o d e   t e r   t r  s   t a m a n h o s ,   p r i m a   *   ( m a i o r )   o u   #   ( m a i s   p e q u e n o )   p a r a   a l t e r a r   o   t a m a n h o   d o    c o n e .   S e   o    c o n e   +   o u   -   s e   e n c o n t r a r   n u m   e s t a d o   i n v  l i d o ,   s i g n i f i c a   q u e   a   r e s p e c t i v a   a l t e r a   o   n  o   e s t    d i s p o n  v e l . \ n [ A d i c i o n a r   t e x t o ] \ n U t i l i z e   a s   t e c l a s   d e   s e t a   p a r a   m o v e r .   P r 	 [ 0k o n   E k l e ] \ n S e  i m i   d e i _t i r m e k   i  i n   o k   t u _l a r 1n 1  k u l l a n 1n .   T a _1m a k   i  i n   o k   t u _l a r 1n 1  k u l l a n 1n .   D a m g a l a m a k   i  i n   o r t a   t u _a   v e y a   5   t u _u n a   b a s 1n .   D a m g a   f a r k l 1  k o n u m l a r d a   p e k    o k   k e z   y a p 1l a b i l i r .       t  r   i k o n   b o y u t u   b u l u n m a k t a d 1r ,   i k o n u n   b o y u t u n u   d e i _t i r m e k   i  i n   *   ( d a h a   b  y  k )   v e y a   #   ( d a h a   k    k )   t u _u n a   b a s 1n .   +   v e y a   -   i k o n u   g e  e r s i z   d u r u m d a y s a ,   s  z   k o n u s u   d e i _i k l i i n   y a p 1l a m a d 11  a n l a m 1n a   g e l i r .   \ n [ M e t i n   E k l e ] \ n T a _1m a k   i  i n   o k   t u _l a r 1n 1  k u l l a n 1n .   D a m g a l a m a k   i  i n   o r t a   t u _a   v e y a   5   t u _u n a   b a s 1n . 	 [ T h  m   b i u   t n g ] \ n D  n g   c  c   p h  m   m ii   t  n     t h a y   i   l a   c h n .   D  n g   c  c   p h  m   m ii   t  n     d i   c h u y n .   B m   p h  m   g i a   h a y   p h  m   5      n h   d u .   D u   n  y   c    t h   t h c   h i n   n h i u   l n     c  c   v   t r    k h  c   n h a u .   K  c h   t h c   b i u   t n g   c    b a   k i u ,   b m   d u   *   ( l n   h n )   h a y   d u   #   ( n h   h n )     i   k  c h   t h c   b i u   t n g .   N u   b i u   t n g   +   h a y   -     t  n h   t r n g   k h  n g   h p   l ,   i u   n  y   c    n g h )a   k h  n g   t h   t h c   h i n   s   t h a y   i   t n g   n g . \ n [ T h  m   n i   d u n g ] \ n D  n g   c  c   p h  m   m ii   t  n     d i   c h u y n .   B m   p h  m   g i a   h a y   p h  m   5      n h   d 	 [ T a m b a h   i k o n ] \ n G u n a k a n   t o m b o l   t a n d a   p a n a h   u n t u k   m e n g u b a h   p i l i h a n .   G u n a k a n   t o m b o l   t a n d a   p a n a h   u n t u k   b e r g e r a k .   T e k a n   t o m b o l   t e n g a h   a t a u   t o m b o l   5   u n t u k   m e m b e r i k a n   l a b e l .   L a b e l   d a p a t   d i b e r i k a n   b e b e r a p a   k a l i   d i   p o s i s i   y a n g   b e r b e d a .   U k u r a n   i k o n   m e m i l i k i   t i g a   j e n i s ,   t e k a n   *   ( l e b i h   b e s a r )   a t a u   #   ( l e b i h   k e c i l )   u n t u k   m e n g u b a h   u k u r a n   i k o n .   J i k a   i k o n   +   a t a u      t i d a k   v a l i d ,   b e r a r t i   p e r u b a h a n   t e r k a i t   t i d a k   d a p a t   d i l a k u k a n . \ n [ T a m b a h   t e k s ] \ n G u n a k a n   t o m b o l   t a n d a   p a n a h   u n t u k   b e r g e r a k .   T e k a n   t o m b o l   t e n g a h   a t a u   t o m 	 [ T a m b a h   i k o n ] \ n G u n a k a n   k e k u n c i   a n a k   p a n a h   u n t u k   m e n g u b a h   p e m i l i h a n .   G u n a k a n   k e k u n c i   a n a k   p a n a h   u n t u k   b e r g e r a k .   T e k a n   k e k u n c i   t e n g a h   a t a u   k e k u n c i   5   u n t u k   m e n g e c a p .   P e n g e c a p a n   b o l e h   d i l a k u k a n   b a n y a k   k a l i   d i   p e l b a g a i   k e d u d u k a n .   T e r d a p a t   t i g a   j e n i s   s a i z   i k o n ,   t e k a n   *   ( l e b i h   b e s a r )   a t a u   #   ( l e b i h   k e c i l )   u n t u k   m e n g u b a h   s a i z   i k o n .   J i k a   i k o n   +   a t a u   -   b e r a d a   d a l a m   k e a d a a n   t a k   s a h ,   i a   b e r m a k n a   p e r u b a h a n   s e i r i n g n y a   t i d a k   d a p a t   d i l a k s a n a k a n . \ n [ T a m b a h   t e k s ] \ n G u n a k a n   k e k u n c i   a n a k   p a n a h   u n t u k   b e r g e r a k .   T e k a n   k 	 [ 			I	(	  	K	!	<	G		] \ n 	/	(	  ,	&	2	(	G	  	G	  2	?		  	0	K	  	A			?	/	>		  	8	M	$	G	.	>	2	  	0	G		.   8	M		H	.	M	*	  	0	(	G	  	G	  2	?		  .	'	M	/	  	A			@	  	%	5	>	  5   	A			@	  &	,	>			.   8	M		H	.	M	*	  	K	  -	?	(	M	(	  8	M	%	?	$	?	/	K		  .	G		  	(	G		  ,	>	0	  	?	/	>	  	>	  8		$	>	  9	H	. 			I	(	  	G	  		>	0	  	G	  $	@	(	  *	M	0		>	0	  9	H		,   			I	(	  	>	  		>	0	  ,	&	2	(	G	  	G	  2	?		  *   ( ,	!	<	>	)   	%	5	>	  #   ( 	K		>	)   &	,	>			.   /	&	?	  +   	%	5	>	  -   			I	(	  	.	>	(	M	/	  8	M	%	?	$	?	  .	G		  9	H		,   $	K	  	8		>	  	0	M	%	  8			$	  ,	&	2	>	5	  	0	(	G	  .	G		  		M	7	.	$	>	  9	H	. \ n [ 	H		M	8	M		  	K	!	<	G		] \ n 	2	>	(	G	  	G	  2	?		  	0	K	  	A			?	/	>		  	8	M	$	G	.	>	2	  	0	G		.   8	M		H	.	M	*	  	0	(	G	  	G	  2	?		  .	'	M	/	  	A			@	  	%	5	>	  5   	A			@	  &	,	>			. 	 	 	 	 [ I k o n   h o z z  a d  s a ] \ n A   n y  l g o m b o k k a l   m  d o s  t s a   a   k i v  l a s z t o t t   t e r  l e t e t .   N y o m j a   m e g   a   n y  l g o m b o k a t   a   m o z g a t  s h o z .   A   b  l y e g z  s h e z   n y o m j a   m e g   a   k  z  p s Q  v a g y   a z   5 -  s   g o m b o t .   A   b  l y e g z Q  t  b b s z  r   i s   h a s z n  l h a t  ,   k  l  n f  l e   h e l y e k e n .   A z   i k o n   m  r e t b e n   h a s z n  l h a t  ,   n y o m j a   m e g   a   *   ( k i s e b b )   v a g y   a   #   ( n a g y o b b )   g o m b o t   a z   i k o n   m  r e t e z  s  h e z .   H a   +   v a g y      i k o n    r v  n y t e l e n    l l a p o t b a n   v a n ,   a k k o r   a   h o z z    t a r t o z    m  d o s  t  s   n e m   l e h e t s  g e s . \ n [ S z  v e g   h o z z  a d  s a ] \ n N y o m j a   m e g   a   n y  l g o m b o k a t   a   m o z g a t  s h o z .   A   b  l y e g z  s h e z   	 	 	 	 [ P i c t o g r a m   t o e v o e g e n ] \ n D r u k   o p   d e   p i j l t j e s k n o p p e n   o m   d e   s e l e c t i e   t e   v e r a n d e r e n .   D r u k   o p   d e   p i j l t j e s k n o p p e n   o m   t e   v e r p l a a t s e n .   D r u k   o p   d e   m i d d e l s t e   k n o p   o f   d e   5   o m   t e   s t e m p e l e n .   H e t   s t e m p e l   d o e t   v e e l   v e r s c h i l l e n d e   d i n g e n   o p   v e r s c h i l l e n d e   p o s i t i e s .   H e t   p i c t o g r a m   h e f t   d r i e   g r o o t t e n ,   d r u k   o p   *   ( g r o t e r )   o f   #   ( k l e i n e r )   o m   d e   g r o o t t e   v a n   h e t   p i c t o g r a m   t e   v e r a n d e r e n .   I s   h e t   p i c t o g r a m   +   o f   -   i n   e e n   o n g e l d i g e   t o e s t a n d ,   d a n   b e t e k e n t   d a t   d a t   d e   d a a r m e e   c o r r e s p o n d e r e n d e   v e r a n d e r i n g   n i e t   m o g e l i j k   i s . \ n [ T e k s t 	 	 	 [ A d u g a r e   p i c t o g r a m ] \ n U t i l i z a ci   t a s t e l e   s g e a t   p e n t r u   a   s e l e c t a   u n   a l t   e l e m e n t .   U t i l i z a ci   t a s t e l e   s g e a t   p e n t r u   m u t a r e .   A p s a ci   t a s t a   c e n t r a l   s a u   t a s t a   5   p e n t r u   m a r c a r e .   P u t e ci   m a r c a   d e   m a i   m u l t e   o r i    n   p o z i ci i   d i f e r i t e .   E x i s t   t r e i   d i m e n s i u n i   a l e   p i c t o g r a m e i ;   a p s a ci   p e   *   ( m a i   m a r e )   s a u   p e   #   ( m a i   m i c )   p e n t r u   a   m o d i f i c a   d i m e n s i u n e a   p i c t o g r a m e i .   D a c   p i c t o g r a m a   +   s a u   -   n u   e s t e   a c t i v ,   m o d i f i c a r e a   c o r e s p u n z t o a r e   n u   p o a t e   f i   r e a l i z a t . \ n [ A d u g a r e   t e x t ] \ n U t i l i z a ci   t a s t e l e   s g e a t   p e n t r u   m u t a r 	 	 	 [   ] \ n               .             .               5     .               .         .     *   (   )     #   (   )           .       +     -       ,                 . \ n [   ] \ n           .               5     . 	 	 	 [ 'A2H/F  4D] / n (1'  *:1  2FG  '2  D/G'  ~'F/'1  '3*A'/G  FE'/.   (1'  *'F  /'/F  D/G'  ~'F/'1  1'  ('1  ((1/.   (1'  EG1  1/F  D/  H37  '  5   1'  A4'1  /G/.   4D  1'  E*H'F  ('1G'  /1  ,'G'  E.*DA  EG1  1/.   4D  G'  /1  3G  'F/'2G  G3*F/  (1'  *:1  'F/'2G  4D  *   ( (21*1)   '  #   ( H*1)   1'  (2F/.   '1  4DG'  +   '  -   /1  -'D*  F'E9*(1  ('4F/  'F  (/'F  E9F'3*  G  *:1  H'(3*G  (G  "F  'F,'E~01  F3*. / n [ 'A2H/F  E*F] / n (1'  ,'(,'  1/F  '2  D/G'  ~'F/'1  '3*A'/G  F/.   (1'  EG1  1/F  D/  H37  '  5   1'  A4'1  /G/. 	 	 	 [ 				  					  				] \ n   					  								  				  				  			  							  		  							  				d	  						  				  			  							  		  							  				d	  									  				  				  									  		  		  	  		  					d	  					  								  									  				  				  				  				d	  						  					  				  			,   						  				  ( 		) 				  				  *   		  ( 			)   				  				  #   					d	  			  +   		  -   				  								  							  				  					  			  					  		  											  								  			  					  			  		d	\ n   [   						  					  				]   \ n   						  				  			  							  		  				  					d	  									  				  				  									  		  		  	  		  					d	  	 	 	 	 	 	 	 	 	 [ V o e g   i k o o n   b y ] \ n G e b r u i k   p y l t j i e t o e t s e   o m   k e u s e   t e   v e r a n d e r .   G e b r u i k   p y l t j i e t o e t s e   o m   t e   b e w e e g .   D r u k   m i d d e l t o e t s   o f   5 - t o e t s   o m   t e   s t e m p e l .   D i e   s t e m p e l   k a n   v e r s k e i e   k e r e   o p   v e r s k i l l e n d e   p l e k k e   g e b r u i k   w o r d .   D a a r   i s   d r i e   g r o o t t e s   v i r   d i e   i k o o n ,   d r u k   *   ( g r o o t )   o f   #   ( k l e i n e r )   o m   d i e   g r o o t t e   v a n   d i e   i k o o n   t e   v e r a n d e r .   I n d i e n   d i e   + -   o f   " - " -   i k o n e   i n   ' n   o n g e l d i g e   t o e s t a n d   i s ,   b e t e k e n   d i t   d a t   d i e   o o r e e n s t e m m e n d e   v e r a n d e r i n g e   o n m o o n t l i k   i s . \ n [ V o e g   t e k s   b y ] \ n G e b r u i k   p y l t j i e t o e t s e   o m   t e   b e w e e g .   D r u k   m i d d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ A d i c i o n a r    c o n e ] \ n U s e   a s   t e c l a s   d e   c h a v e   p a r a   m u d a r   a   s e l e   o .   U s e   a s   t e c l a s   d e   s e t a   p a r a   m o v e r .   P r e s s i o n e   a   t e c l a   c e n t r a l   o u   a   t e c l a   5   p a r a   c a r i m b a r .   O   c a r i m b o   p o d e   f a z e r   m u i t a s   v e z e s   n a s   p o s i   e s   d i f e r e n t e s .   O   t a m a n h o   d o    c o n e   p o s s u i   t r  s   t i p o s ,   p r e s s i o n e   *   ( m a i o r )   o u   #   ( m e n o r )   p a r a   a l t e r a r   o   t a m a n h o   d o    c o n e .   S e   o    c o n e   +   o u      e s t i v e r   n o   e s t a d o   i n v  l i d o ,   i s s o   s i g n i f i c a   q u e   a   m u d a n  a   c o r r e s p o n d e n t e   n  o      p o s s  v e l   s e r   f e i t a . \ n [ A d i c i o n a r   t e x t o ] \ n U s e   a s   t e c l a s   d e   s e t a   p a r a   m o v e r .   P r e s s i o n e   a   t e 
 
 S T R _ I D _ P H O A R T _ H E L P _ D O O D L E _ I N F O 	 P H O E D T 	 U N L I M 	 d o o d l e   h e l p 	 U s e r   c a n   c h o o s e   p a i n t   t o   d r a w   o r   c h o o s e   e r a s e r   t o   c l e a r   t h e   d r a w .   T h e r e   a r e   t h r e e   t y p e s   o f   l i n e s   a n d   e r a s e r s ,   a n d   m a n y   t y p e s   o f   c o l o r s   t o   b e   s e l e c t e d   f o r   p a i n t i n g .   I n   d o o d l e   s c r e e n ,   t o u c h   t h e   f i r s t   i c o n ( H )   t o   m a k e   o t h e r   i c o n s   s h o w   o r   d i s a p p e a r ,   t h e   s e c o n d   i c o n   t o   c h a n g e   t h e   p a i n t   o r   e r a s e r ,   t h e   t h i r d   i c o n   f o r   c h a n g i n g   t h e   s i z e ,   t h e   f o u r t h   i c o n ( o n l y   s h o w n   w h e n   t h e   t y p e   i s   p a i n t e d )   f o r   e n t e r i n g   n e w   s c r e e n   t o   s e l e c t   c o l o r   f o r   p a i n t i n g ,   a n d   s h o w i n g   t h e   c o l o r   s e l e c t e d   i n   d o o d l e   s c r e e n . 	 (u6bSNxdkuF{aWXku_NSNxdajvdndj~vu0kuF{Tajvd	g	N.z'Y\SNxd_N	gY.zOrSOxd0(WWX	Lubޞd,{ NPWjo:ypH 	SNυbo:yU^
NvQNWj,{NPWjSNRckuF{Tajvd,{	NPWjSNRckuF{Tajvdv	N.z'Y\,{VPWjS	g(u6bxdkuF{BfgQs	SN2eQSxOrLubxdvQNOr(WWX	Lubgo:yvuMRkuF{Or0	 (u7bSN	b;u{am;u_NSN	bajvdnd~6Rvu0;u{Tajvd	g	Ny'Y\SN	b_N	gYyrSO	b0(Wm&LubpQ,{ N*NVh>f:y:NH 	SNυb>f:yO\U^
NvQNVh,{N*NVhSNRbc;u{Tajvd,{	N*NVhSNRbc;u{Tajvdv	Ny'Y\,{V*NVhS	g(u7b	b;u{eOQs	SNۏeQS	rLub	bvQNr(Wm&LubO>f:yS_MR;u{r0	 9IC
I*2!2#@%7-#02"*5  @7H-'2 2  +#7-@%7-"2%  @7H-%*4H5H'2  !5@*IA%0"2%-"9H  3   
4  A%0!5*5-5!2!2"C+I@%7-*3+#1#02"*5  C+I2-2#'2@*I,   A0D--A#  ( H )   @7H-3C+ID---7H#2+#7-+2"D,   D--5H  2   @7H-@%5H"#0+'H22##02"*5+#7-"2%,   D--5H  3   *3+#12#@%5H"2,   D--5H  4   ( A*@	20@!7H-@%7-2##02"*5@H21I)   *3+#12#@I2*9H+I2-C+!H  @7H-@%7-*5*3+#12##02",   A%0A**55H@%7-C+I2-2#'2@*I	 E l   u s u a r i o   p u e d e   e l e g i r   p i n t a r   p a r a   d i b u j a r   o   e l e g i r   u n   b o r r a d o r   p a r a   b o r r a r   e l   d i b u j o .   H a y   t r e s   t i p o s   d e   l  n e a s   y   b o r r a d o r e s ,   y   v a r i o s   t i p o s   d e   c o l o r e s   p a r a   s e r   s e l e c c i o n a d o s   p a r a   p i n t a r .   E n   l a   p a n t a l l a   d e   g a r a b a t o s ,   t o q u e   e l   p r i m e r    c o n o   ( m o s t r a r   H )   p a r a   m o s t r a r   o   h a c e r   q u e   o t r o s    c o n o s   d e s a p a r e z c a n ,   e l   s e g u n d o    c o n o   p a r a   c a m b i a r   l a   p i n t u r a   o   e l   b o r r a d o r ,   e l   t e r c e r    c o n o   p a r a   c a m b i a r   e l   t a m a  o ,   e l   c u a r t o    c o n o   ( s  l o   a p a r e c e r    c u a n d o   e l   t i p o   e s t    p i n t a d o )   p a r a   e n t r a r   a   l a   n u e v a   p a n t a l l a   p a r a   s 	 L ' u t i l i s a t e u r   p e u t   c h o i s i r   d e   p e i n d r e ,   d e s s i n e r   o u   e f f a c e r   l e   d e s s i n .   I l   e x i s t e   t r o i s   t y p e s   d e   l i g n e s   d e   c o u l e u r s      c h o i s i r   c o m m e   p e i n t u r e .   D a n s   l '  c r a n   d e   c r a y o n n a g e ,   t o u c h e z   l a   p r e m i  r e   i c  n e ( H )   p o u r   f a i r e   a p p a r a  t r e   o u   d i s p a r a  t r e   l e s   a u t r e s   i c  n e s ,   l a   s e c o n d e   i c  n e   p o u r   c h a n g e r   l a   p e i n t u r e   o u   l ' e f f a c e m e n t ,   l a   t r o i s i  m e   i c  n e   p o u r   c h a n g e r   l a   t a i l l e ,   l e   q u a t r i  m e   i c  n e   ( s e u l e m e n t   v i s i b l e   l o r s q u e   l e   t y p e   e s t   p e i n t )   p o u r   e n t r e r   u n   n o u v e l    c r a n   p o u r   c h o i s i r   l a   c o u l e u r      a p p l i q u e r ,   e t   m o n t r e r   l a   	 B e n u t z e r   k  n n e n   e i n e   F a r b e   w  h l e n ,   u m   z u   z e i c h n e n ,   o d e r   e i n e n   R a d i e r e r ,   u m   d i e   Z e i c h n u n g   w e g z u w i s c h e n .   E s   g i b t   d r e i   A r t e n   v o n   L i n i e n   u n d   R a d i e r e r n   s o w i e   v i e l e   A r t e n   v o n   F a r b e n ,   d i e   f  r   e i n e   Z e i c h n u n g   g e w  h l t   w e r d e n   k  n n e n .   A u f   d e m   K r i t z e l - B i l d s c h i r m   b e r  h r e n   S i e   e r s t   d a s   S y m b o l     ( H ) ,   u m   a n d e r e   S y m b o l e   a n z u z e i g e n   o d e r   a u s z u b l e n d e n ,   d a s   z w e i t e   S y m b o l e ,   u m   d i e   F a r b e   o d e r   d e n   R a d i e r e r   z u    n d e r n ,   d a s   d r i t t e   S y m b o l ,   u m   d i e   G r   e   z u    n d e r n ,   d a s   v i e r t e   S y m b o l   ( n u r   g e z e i g t ,   w e n n   d e r   T y p   g e z e i c h n e t   w i r d ) 	 >;L7>20B5;L  <>65B  2K1@0BL  :8ABL  4;O  @8A>20=8O  8;8  ;0AB8:  4;O  C40;5=8O  @8AC=:0.   @54CA<>B@5=>  B@8  B8?0  ;8=89  8  ;0AB8:>2,   0  B0:65  <=>65AB2>  B8?>2  F25B>2,   :>B>@K5  <>6=>  2K1@0BL  4;O  @8A>20=8O.   0  M:@0=5  @8A>20=8O  :>A=8B5AL  ?5@2>3>  7=0G:0  ( H ) ,   GB>1K  >B>1@078BL  8;8  A:@KBL  4@C385  7=0G:8,   2B>@>3>  7=0G:0,   GB>1K  A<5=8BL  :8ABL  8;8  ;0AB8:,   B@5BL53>  7=0G:0,   GB>1K  87<5=8BL  @07<5@,   G5B25@B>3>  7=0G:0  ( >B>1@0605BAO  B>;L:>,   :>340  B8?  70:@0H5=) ,   GB>1K  ?5@59B8  =0  =>2K9  M:@0=  4;O  2K1>@0  F25B0  @8A>20=8O  8  >B>1@065=	 L ' u t e n t e   p u    s c e g l i e r e   D i s e g n o   p e r   d i s e g n a r e   o   G o m m a   p e r   c a n c e l l a r e   i l   d i s e g n o .   V i   s o n o   t r e   t i p i   d i   l i n e e   e   g o m m e   e   v a r i   t i p i   d i   c o l o r i   d a   s e l e z i o n a r e   p e r   i l   d i s e g n o .   N e l l a   s c h e r m a t a   D o o d l e ,   t o c c a r e   l a   p r i m a   i c o n a   ( H )   p e r   m o s t r a r e   o   n a s c o n d e r e   l e   a l t r e   i c o n e ,   l a   s e c o n d a   i c o n a   p e r   m o d i f i c a r e   i l   d i s e g n o   o   l a   g o m m a ,   l a   t e r z a   i c o n a   p e r   m o d i f i c a r e   l e   d i m e n s i o n i ,   l a   q u a r t a   i c o n a   ( a p p a r e   s o l o   q u a n d o   s i   d i s e g n a   i l   t i p o )   p e r   a c c e d e r e   a l l a   n u o v a   s c h e r m a t a   i n   c u i   s e l e z i o n a r e   i l   c o l o r e   d e l   d i s e g n o   e   m o s t r a 	 JECF  DDE3*./E  #F  J.*'1  DHF  'D13E  #H  J.*'1  E'-J)  DE3-  'D13E.   GF'C  +D'+)  #FH'9  EF  'D.7H7  H'DE'-J'*  CE'  JECF  '.*J'1  'D9/J/  EF  'D#DH'F  DD*DHJF.   AJ  4'4)  'D13E  'D94H'&J  JECFC  DE3  'D#JBHF)  'D#HDI  ( H )   D%8G'1  'D#JBHF'*  'D#.1I  #H  %.A'&G'  #E'  'D#JBHF)  'D+'FJ)  A*3*./E  D*:JJ1  FH9  'DDHF  #H  'DE'-J)  H'D#JBHF)  'D+'D+)  *3*./E  D*:JJ1  'D-,E  H'D#JBHF)  'D1'(9)  ( *8G1  AB7  9F/  'D'F*G'!  EF  'D13E)   *3*./E  D/.HD  4'4)  ,/J/)  D'.*J'1  DHF  DD13E  H916  'DDHF  'D0J  *E  '.*J'1G  AJ  4'4)  'D13E  'D94H'&J. 	 O   u t i l i z a d o r   p o d e   e s c o l h e r   a   t i n t a   p a r a   d e s e n h a r   o u   a   b o r r a c h a   p a r a   a p a g a r   o   d e s e n h o .   E x i s t e m   t r  s   t i p o s   d e   l i n h a s   e   b o r r a c h a s   e   v  r i o s   t i p o s   d e   c o r e s   q u e   p o d e m   s e r   u s a d a s   p a r a   p i n t a r .   N o   e c r    d e   d e s e n h o ,   t o q u e   n o   p r i m e i r o    c o n e   ( H )   p a r a   m o s t r a r   o u   o c u l t a r   o s   o u t r o s    c o n e s ,   o   s e g u n d o    c o n e   p a r a   a l t e r a r   a   t i n t a   o u   a   b o r r a c h a ,   o   t e r c e i r o    c o n e   p a r a   a l t e r a r   o   t a m a n h o ,   o   q u a r t o    c o n e   ( e x i b i d o   a p e n a s   d u r a n t e   a   p i n t u r a )   p a r a   e n t r a r   n u m   n o v o   e c r    d e   s e l e c   o   d a   c o r   p a r a   p i n t a r   e   m o s t r a r   a   c o r   s e l e c c i o 	 K u l l a n 1c 1  r e s i m    i z m e k   i  i n   f 1r  a y 1  v e y a   r e s m i   s i l m e k   i  i n   s i l g i y i   s e  e b i l i r .        e _i t    i z g i   v e   s i l g i   b u l u n m a k t a d 1r ,   v e   r e s i m   i  i n   p e k    o k   t  r d e   r e n k   s e  i l e b i l i r .   B o y a m a   e k r a n 1n d a ,   d i e r   i k o n l a r 1  g  s t e r m e k   v e y a   s a k l a m a k   i  i n   i l k   i k o n a   ( H )   d o k u n u n ,   i k i n c i   i k o n   b o y a m a   v e y a   s i l g i   a r a s 1n d a   d e i _i k l i k   y a p a r ,      n c    i k o n   b o y u t u   d e i _t i r m e y e   y a r a r ,   d  r d  n c    i k o n   ( s a d e c e   b o y a m a   y a p 1l d 11n d a   g  s t e r i l i r )   b o y a m a   i  i n   r e n k   s e  m e   e k r a n 1n a   g i r m e y i   v e   b o y a m a   e k r a n 1n d a   s e  i l i   o l a n   r e n g i   g  s t e r m e y i   s a l a r .   	 N g i   d  n g   c    t h   c h n   c  n g   c   v     v   h a y   c h n   c  n g   c   x  a     x  a   v t   v .   C    b a   k i u   n g   t h n g   v    c  n g   c   x  a   v    n h i u   k i u   m  u   s c   c n   c h n     v .   T r o n g   m  n   h  n h   v   n g u c h   n g o c ,   h  y   b m   b i u   t n g   u   t i  n   ( H )     h i n   t h   h a y   n   c  c   b i u   t n g   k h  c ,   b i u   t n g   t h   h a i     i   c  n g   c   v   h a y   x  a ,   b i u   t n g   t h   b a     i   k  c h   t h c ,   b i u   t n g   t h   t   ( c h   h i n   t h   k h i   k i u   n  y   c   v )     v  o   m  n   h  n h   m i     c h n   m  u   v   v    h i n   t h   m  u      c h n   t r o n g   m  n   h  n h   v   n g u c h   n g o c . 	 P e n g g u n a   d a p a t   m e m i l i h   c a t   y a n g   a k a n   d i g u n a k a n   a t a u   m e m i l i h   p e n g h a p u s   u n t u k   m e n g h a p u s   g a m b a r .   T e r s e d i a   t i g a   j e n i s   g a r i s   d a n   p e n g h a p u s ,   s e r t a   b e r b a g a i   j e n i s   w a r n a   y a n g   d a p a t   d i p i l i h   u n t u k   l u k i s a n .   P a d a   l a y a r   g r a f i t t i ,   s e n t u h   i k o n   p e r t a m a   ( H )   a g a r   i k o n   l a i n   d i t a m p i l k a n   a t a u   m e n g h i l a n g ,   i k o n   k e d u a   u n t u k   m e n g u b a h   c a t   a t a u   p e n g h a p u s ,   i k o n   k e t i g a   u n t u k   m e n g u b a h   u k u r a n ,   i k o n   k e e m p a t   ( h a n y a   d i t a m p i l k a n   b i l a   j e n i s   d i c a t )   u n t u k   m e m b u k a   l a y a r   b a r u   a g a r   d a p a t   m e m i l i h   w a r n a   c a t   d a n   m e n a m p i l k a n   w a r n a   y a n g   d i 	 P e n g g u n a   b o l e h   m e m i l i h   c a t   u n t u k   m e l u k i s   a t a u   m e m i l i h   p e m a d a m   u n t u k   m e m a d a m   l u k i s a n .   T e r d a p a t   t i g a   j e n i s   g a r i s a n   d a n   p e m a d a m ,   d a n   b a n y a k   j e n i s   w a r n a   u n t u k   d i p i l i h   b a g i   p e n g e c a t a n .   D i   s k r i n   c o r e t a n ,   s e n t u h   i k o n   p e r t a m a   ( H )   u n t u k   m e n a m p a k k a n   a t a u   m e n g h i l a n g k a n   i k o n - i k o n   l a i n ,   i k o n   k e d u a   u n t u k   m e n g u b a h   w a r n a   a t a u   p e m a d a m ,   i k o n   k e t i g a   u n t u k   m e n g u b a h   s a i z ,   i k o n   k e e m p a t   ( h a n y a   d i t u n j u k   a p a b i l a   j e n i s   i t u   d i c a t )   u n t u k   m e m a s u k k a n   s k r i n   b a r u   u n t u k   m e m i l i h   w a r n a   b a g i   p e n g e c a t a n ,   d a n   m e n u n j u k k a n   w a r n a   y a n g 	 		*	/	K			0	M	$	>	  0	G		>		?	$	M	0	  ,	(	>	(	G	  	G	  2	?		  *	G			  	%	5	>	  0	G		>		?	$	M	0	K		  	K	  .	?		>	(	G	  	G	  2	?		  	0	G		<	0	  	A	(	  8		$	>	  9	H	.   *	G		?			  	0	(	G	  	G	  2	?		  	A	(	(	G	  9	G	$	A	  $	@	(	  *	M	0		>	0	  	@	  2	>		(	G		  	0	  	0	G		<	0	,   $	%	>	  	(	G		  *	M	0		>	0	  	G	  0			  9	H		.   !	B	!	2	  8	M		M	0	@	(	  .	G		,   	(	M	/	  			I	(	  	K	  &	?		>	(	G	  	%	5	>	  2	A	*	M	$	  	0	(	G	  	G	  2	?		  *	9	2	G	  			I	(	  ( H ) ,   *	G			  	%	5	>	  	0	G		<	0	  ,	&	2	(	G	  	G	  2	?		  &	B	8	0	G	  			I	(	,   		>	0	  ,	&	2	(	G	  	G	  2	?		  $	@	8	0	G	  			I	(	,   *	G		?			  	G	  2	?		  0			  	A	(	(	G	  	0	  !	B	!	2	  8	M		M	0	@	(	  *	0	  	/	(	?	$	  0			  &	?		>	(	G	  	G	  2	?		  (		  8	M		M	0	@	(	  .	G		  *	M	0	5	?	7	M		  9	K	(	G	  	G	  2	?		  	L	%	G	  			I	(	  ( 	G	5	2	  $	-	@	  &	?		>	/	>	  	>	$	>	  9	H	  	,	  	>		*	  *	G			  	?	/	>	  	>	$	>	  9	H		 	 	 	 A   f e l h a s z n  l    f e s t h e t ,   r a j z o l h a t   v a g y   r a d  r o z h a t   a   k  p e n .   H  r o m f  l e   v o n a l    s   r a d  r ,   i l l e t v e   s o k f  l e   s z  n   v  l a s z t h a t    a   f e s t  s h e z .   A   f i r k a   k  p e r n y Qn    r i n t s e   m e g   a z   e l s Q  i k o n t   ( H ) ,   h o g y   m e g j e l e n  t s e   v a g y   e l r e j t s e   a   t  b b i   i k o n t ,   a   m  s o d i k   i k o n t   a   f e s t  s    s   a   r a d  r   v  l t  s  h o z ,   a   h a r m a d i k   i k o n t   a   m  r e t   m  d o s  t  s  h o z ,   v a g y   a   n e g y e d i k   i k o n t   ( c s a k   f e s t  s   e s e t  n   l  t h a t  )   a z    j   k  p e r n y Q  m e g n y i t  s  h o z ,    j   s z  n   v  l a s z t  s  h o z    s   a   f i r k a   k  p e r n y Qn   k i j e l  l t   s z  n   m u t a t  s  h o z . 	 	 	 	 U   k u n t   v e r f   k i e z e n   o m   t e   t e k e n e n   e n   e e n   v l a k g o m   o m   u i t   t e   w i s s e n .   E r   z i j n   d r i e   s o o r t e n   l i j n e n   e n   v l a k g o m m e n   e n   v e e l   k l e u r e n   o m   v o o r   h e t   t e k e n e n   u i t   t e   k i e z e n .   I n   h e t   d o o d l e - s c h e r m   r a a k t   u   h e t   e e r s t e   p i c t o g r a m   ( H )   a a n   o m   d e   a n d e r e   p i c t o g r a m m e n   t e   t o n e n   o f   t e   v e r b e r g e n ,   h e t   t w e e d e   p i c t o g r a m   o m   d e   k l e u r   v a n   d e   v e r f   o f   h e t   v l a k g o m   t e   v e r a n d e r e n ,   h e t   d e r d e   p i c t o g r a m   o m   d e   g r o o t t e   t e   v e r a n d e r e n ,   h e t   v i e r d e   p i c t o g r a m   ( a l l e e n   z i c h t b a a r   a l s   h e t   t y p e   g e t e k e n d   w o r d t )   o m   n a a r   e e n   n i w u e   s c h e r m   t e   g a a n   e n   e e 	 	 	 U t i l i z a t o r u l   p o a t e   a l e g e   s   p i c t e z e   s a u   s   d e s e n e z e   s a u   p o a t e   s e l e c t a   r a d i e r a   p e n t r u   a   _t e r g e   d e s e n u l .   E x i s t   t r e i   t i p u r i   d e   l i n i i   _i   r a d i e r e   _i   m u l t e   c u l o r i   c a r e   p o t   f i   s e l e c t a t e   p e n t r u   p i c t u r .    n   e c r a n u l   d e   d e s e n a r e ,   a t i n g e ci   p r i m a   p i c t o g r a m ( H )   p e n t r u   a   a f i _a   s a u   a   a s c u n d e   c e l e l a l t e   p i c t o g r a m e ,   a   d o u a   p i c t o g r a m   p e n t r u   a   m o d i f i c a   d e s e n u l   s a u   r a d i e r a ,   a   t r e i a   p i c t o g r a m   p e n t r u   a   m o d i f i c a   d i m e n s i u n e a ,   a   p a t r a   p i c t o g r a m   ( s e   a f i _e a z   n u m a i   p e n t r u   m o d u l   d e   p i c t a r e )   p e n t r u   a   a c c e s a   u n   e c r a n   n o u   	 	 	                 .             ,               .     ,       ( H )             ,             ,         ,     (           )               ,               . 	 	 	 '1(1  E*H'F/  ('  'F*.'(  '(2'1  FB'4  FB'4  4/G  H  ('  'F*.'(  ~'F  F  FB'4  1'  ~'  F/.   3G  FH9  .7  H  ~'  F  H,H/  /'1/  H  'FH'9  E.*DA  '2  1FG'  G  E*H'F  (1'  FB'4  4/F  '2  "FG'  '3*A'/G  1/.   /1  5A-G  -'D*  .7  .7  1/F  4D  'HD  ( (4D  H )   1'  DE3  F/  *'  4DG'  /1  F'~//  '  ~//'1  4HF/  4D  /HE  (1'  *:1  (F  '(2'1  FB'4  H  ~'  F  4D  3HE  (1'  *:1  'F/'2G  4D  G'1E  ( AB7  2E'F  F4'F  /'/G  E4H/  G  4D  4/G  4/G  ('4/)   (1'  H1H/  (G  5A-G  ,//  ,G*  'F*.'(  1F  '(2'1  FB'4  H  F4'F  /'/F  1F  'F*.'(  4/G  	 	 	 											  				  				  				  						  					  				  				  		  				  				  					  				  						  							  				  				d	  			  					  				  	  						  			,   			  				  				  				  				  					  		  					  				  				d	  				  								  				  				  				  		  						  				  				    					  				  ( H )   						  				,   							  						  			  		  		  						  								  				  				,   					  						  			  				  								  				  				,   				  						  ( 			  						  						  			  		  									  				  					)     						  				  		  					  				  				  				  								  						  				  				  			  				  								  								 	 	 	 	 	 	 	 	 G e b r u i k e r   k a n   s k i l d e r   k i e s   o m   t e   t e k e n   o f   u i t v e  r   k i e s   o m   d i e   t e k e n i n g   u i t   t e   v e e .   D a a r   i s   d r i e   s o o r t e   l y n e   e n   u i t v e  r s ,   e n   b a i e   s o o r t e   k l e u r e   w a a r u i t   d a a r   v i r   s k i l d e r   g e k i e s   k a n   w o r d .   I n   k r a b b e l s k e r m ,   r a a k   a a n   d i e   e e r s t e   i k o o n   ( H )   o m   a n d e r   i k o n e   t e   l a a t   v e r s k y n   o f   v e r d w y n ,   d i e   t w e e d e   i k o o n   o m   d i e   v e r f   o f   u i t v e  r   t e   v e r a n d e r ,   d i e   d e r d e   i k o o n   o m   d i e   g r o o t t e   t e   v e r a n d e r ,   d i e   v i e r d e   i k o o n   ( s l e g s   v e r t o o n   a s   d i e   s o o r t   g e v e r f   i s )   o m   ' n   n u w e   s k e r m   b i n n e   t e   g a a n   o m   d i e   k l e u r   v i r   v e r f w e r k   t e   k i e s ,   e n   o m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   u s u  r i o   p o d e   e s c o l h e r   p i n t a r   d e s e n h o   o u   e s c o l h e r   a p a g a d o r   p a r a   a p a g a r   o   d e s e n h o .   H    t r  s   t i p o s   d e   l i n h a s   e   a p a g a d o r e s   e   m u i t o s   t i p o s   d e   c o r e s   a   s e r e m   s e l e c i o n a d o s   p a r a   p i n t u r a .   N a   t e l a   d e   r a b i s c o ,   t o q u e   n o   p r i m e i r o    c o n e   ( H )   p a r a   a p a r e c e r   o u   d e s a p a r e c e r   o u t r o s    c o n e s ,   o   s e g u n d o    c o n e   p a r a   m u d a r   a   p i n t u r a   o u   a p a g a d o r ,   o   t e r c e i r o    c o n e   p a r a   a l t e r a r   o   t a m a n h o ,   o   q u a r t o    c o n e   ( s o m e n t e   m o s t r a d o   q u a n d o   o   t i p o      p i n t a d o )   p a r a   e n t r a r   n a   n o v a   t e l a   e   a s s i m   s e l e c i o n a r   a   p i n t u r a ,   e   m o s t r a r   a   c o r   s e l e c i o n 
 
 S T R _ I D _ P H O A R T _ H E L P _ S E N D _ I N F O 	 P H O E D T 	 U N L I M 	 T h e   p h o t o   f o r   s e n d   m u s t   b e   s a v e d   f i r s t . A f t e r   s a v e d   t h e   e d i t e d   p h o t o ,   u s e r   c a n   s e n d   b y   t h e   m e t h o d   o f   l i s t   i n   t h e   s c r e e n . 	 T h e   p h o t o   f o r   s e n d i n g   m u s t   b e   s a v e d   f i r s t .   A f t e r   s a v i n g   t h e   e d i t e d   p h o t o ,   u s e r   c a n   s e n d   b y   t h e   m e t h o d s   l i s t e d   i n   t h e   s c r e e n . 	 }/vWGr HQ2QX[MbP0Sx(uvPe_(WbR2QX[_QsvU^
NRQ0	 vVGr HQOX[MbS0S	(uvSe_(WbROX[TQsvO\U^
NRQ0	 8I-1@G 2H2"5H0*HH-  +%121@G 25HAIDA%I',   9IC
I*2!2#*HB"C
I'455HA*C+I2-DI	 L a   f o t o   p a r a   e n v i a r s e   d e b e   g u a r d a r s e   p r i m e r o .   D e s p u  s   d e   g u a r d a r   l a   f o t o   e d i t a d a ,   e l   u s u a r i o   p u e d e   e n v i a r l a   p o r   m e d i o   d e   l a   l i s t a   e n   l a   p a n t a l l a .   	 L a   p h o t o      e n v o y e r   d o i t    t r e   d ' a b o r d   e n r e g i s t r  e .   U n e   f o i s   l a   p h o t o    d i t  e   e n r e g i s t r  e ,   l ' u t i l i s a t e u r   p e u t   l ' e n v o y e r      l ' a i d e   d e s   m  t h o d e s   l i s t  e s      l '  c r a n . 	 D a s   z u   v e r s e n d e n d e   F o t o   m u s s   e r s t   g e s p e i c h e r t   w e r d e n .   N a c h   d e m   S p e i c h e r n   d e s   b e a r b e i t e t e n   F o t o s   k a n n   e s   d e r   B e n u t z e r   a n h a n d   d e r   a u f   d e m   B i l d s c h i r m   a u f g e l i s t e t e n   M e t h o d e n   v e r s e n d e n . 	 5@54  >B?@02:>9  D>B>3@0D88  55  =5>1E>48<>  A>E@0=8BL.   >A;5  A>E@0=5=8O  >B@540:B8@>20==>9  D>B>3@0D88  ?>;L7>20B5;L  <>65B  >B?@028BL  55  ;N1K<  87  ?5@5G8A;5==KE  =0  M:@0=5  A?>A>1>2. 	 L a   f o t o   d a   i n v i a r e   d e v e   e s s e r e   s a l v a t a   p e r   p r i m a .   D o p o   a v e r   s a l v a t o   l a   f o t o   d a   m o d i f i c a r e ,   l ' u t e n t e   p u    i n v i a r e   i n   b a s e   a i   m e t o d i   e l e n c a t i   n e l l a   s c h e r m a t a . 	 J,(  -A8  'D5H1)  'DE7DH(  %13'DG'  #HD'K.   H(9/  'D-A8  JECF  DDE3*./E  %13'D  'D5H1)  'DE-11)  ('D71B  'DE91H6)  9DI  'D4'4). 	 A   f o t o   a   e n v i a r   d e v e   s e r   g u a r d a d a   p r i m e i r o .   D e p o i s   d e   g u a r d a r   a   f o t o   e d i t a d a ,   o   u t i l i z a d o r   p o d e r    e n v i  - l a   p e l o s   m  t o d o s   l i s t a d o s   n o   e c r  . 	 G  n d e r i l e c e k   f o t o r a f   i l k   o l a r a k   k a y d e d i l m e l i d i r .   D  z e n l e n e n   f o t o r a f 1  k a y d e t t i k t e n   s o n r a ,   k u l l a n 1c 1  e k r a n d a   l i s t e l e n e n   y  n t e m l e r l e   g  n d e r e b i l i r . 	 n h   c h p   c n   g i   p h i   c   l u   t r c .   S a u   k h i   l u   n h   c h p      s a ,   n g i   d  n g   c    t h   g i   t h e o   c  c   c  c h   h i n   t h   t r  n   m  n   h  n h . 	 F o t o   y a n g   a k a n   d i k i r i m   h a r u s   d i s i m p a n   d u l u .   S e t e l a h   m e n y i m p a n   f o t o   y a n g   d i e d i t ,   p e n g g u n a   d a p a t   m e n g i r i m   m e n g g u n a k a n   m e t o d e   y a n g   t e r c a n t u m   p a d a   l a y a r . 	 G a m b a r   f o t o   y a n g   h e n d a k   d i h a n t a r   m e s t i l a h   d i s i m p a n   d a h u l u .   S e t e l a h   m e n y i m p a n   f o t o   y a n g   d i s u n t i n g ,   p e n g g u n a   b o l e h   m e n g h a n t a r   m e l a l u i   k a e d a h - k a e d a h   y a n g   d i s e n a r a i k a n   p a d a   s k r i n . 	 -	G		@	  	>	(	G	  5	>	2	@	  +	K		K	  	K	  8	,	8	G	  *	9	2	G	  8	9	G		>	  	>	(	>	  	>	9	?		.   8		*	>	&	?	$	  +	K		K	  	K	  8	9	G		(	G	  	G	  ,	>	&	,   		*	/	K			0	M	$	>	  8	M		M	0	@	(	  *	0	  8	B		@	,	&	M	'	  $	0	@		K		  &	M	5	>	0	>	  -	G		  8		$	>	  9	H	. 	 	 	 	 A   k  l d e n d Q  f o t  t   e l Qs z  r   m e n t e n i e   k e l l .   A   s z e r k e s z t e t t   f o t    m e n t  s e   u t  n   a   f e l h a s z n  l    a   l i s t  n   f e l s o r o l t   m  d s z e r e k   h a s z n  l a t  v a l   e l k  l d h e t i . 	 	 	 	 D e   f o t o   d i e   u   w i l t   v e r z e n d e n   m o e t   e e r s t   o p g e s l a g e n   w o r d e n .   N a   h e t   o p s l a a n   v a n   d e   b e w e r k t e   f o t o   k u n t   u   h e m   v e r z e n d e n   m e t   e e n   v a n   d e   m e t h o d e s   d i e   o p   h e t   s c h e r m   s t a a n . 	 	 	 T r e b u i e   s   s a l v a ci   m a i    n t  i   f o t o g r a f i a   p e   c a r e   d o r i ci   s   o   e x p e d i a ci .   D u p   s a l v a r e a   f o t o g r a f i e i   e d i t a t e ,   u t i l i z a t o r u l   p o a t e   e x p e d i a   f o t o g r a f i a   p r i n   m e t o d e l e   a f i _a t e   p e   e c r a n . 	 	 	             .         ,               . 	 	 	 93  G  E.H'G/  (A13*/  ('3*  'HD  0.1G  4H/.   ~3  '2  0.1G  1/F  93  H1'4  4/G  '1(1  E*H'F/  "F1'  (1H4G'  AG13*  4/G  /1  5A-G  (A13*/. 	 	 	 		  					  							  				  								  			  			  		  						  						  							  				  			d	  								  					  			  				  		  											  									  											  						  							  		  						  				d		 	 	 	 	 	 	 	 	 D i e   f o t o   m o e t   e e r s   g e b e r g   w o r d   v o o r d a t   d i t   g e s t u u r   k a n   w o r d .   N a d a t   d i e   g e r e d i g e e r d e   f o t o   g e b e r g   i s ,   k a n   d i e   g e b r u i k e r   d i t   v o l g e n s   d i e   m e t o d e s   s t u u r   w a t   o p   d i e   s k e r m   g e l y s   i s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   f o t o   p a r a   e n v i o   d e v e   s e r   s a l v a   p r i m e i r o .   D e p o i s   d e   s a l v a r   a   f o t o   e d i t a d a ,   o   u s u  r i o   p o d e   e n v i a r   p e l o s   m  t o d o s   l i s t a d o s   n a   t e l a . 
 
 S T R _ I D _ P H O A R T _ H E L P _ S A V E _ I N F O 	 P H O E D T 	 U N L I M 	 U s e r   c a n   e n t r y   f i l e   n a m a g e r   t o   c h o o s e   t h e   s a v e   p a t h   a n d   e d i t   t h e   f i l e   n a m e   f o r   s a v e d   f i l e .   A n d   t h e r e   w i l l   s h o w   a   d e f a u l t   f i l e   n a m e   f o r   u s e r   c h o o s e   w h e n   e d i t   f i l e   n a m e . 	 U s e r   c a n   e n t e r   f i l e   m a n a g e r   t o   c h o o s e   t h e   s a v e   p a t h   a n d   e d i t   t h e   f i l e n a m e   f o r   t h e   f i l e   t o   b e   s a v e d   a n d   i t   w i l l   s h o w   a   d e f a u l t   f i l e n a m e   f o r   u s e r   t o   c h o o s e   w h e n   e d i t i n g   f i l e n a m e . 	 (u6b2eQjHh{txd2QX[v_&NNp2QX[vjHh}/jHh
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I*2!2#@I2*9H1'12#D%L  @7H-@%7-@*I22#1@G  A%0AID
7H-D%L*3+#1D%L5H01@G  A%0@#7H-0A*
7H-D%L!2#2*3+#1C+I9IC
I@%7-C05HAID
7H-D%L	 E l   u s u a r i o   p u e d e   e n t r a r   a l   a d m i n i s t r a d o r   d e   a r c h i v o s   p a r a   e l e g i r   g u a r d a r   l a   r u t a   y   e d i t a r   e l   n o m b r e   d e   a r c h i v o   p a r a   e l   a r c h i v o   g u a r d a d o .   Y   m o s t r a r    u n   n o m b r e   d e   a r c h i v o   p r e d e t e r m i n a d o   p a r a   q u e   e l   u s u a r i o   e l i j a   c u  n d o   e d i t a r   u n   n o m b r e   d e   a r c h i v o .   	 L ' u t i l i s a t e u r   p e u t   e n t r e r   d a n s   l e   g e s t i o n n a i r e   d e   f i c h i e r s   p o u r   c h o i s i r   l e   c h e m i n   d e   s a u v e g a r d e   e t    d i t e r   l e   n o m   d e   f i c h i e r   o    e n r e g i s t r e r   l e   f i c h i e r   e t   c e l a   a f f i c h e r a   u n   n o m   d e   f i c h i e r   p a r   d  f a u t .   L ' u t i l i s a t e u r   p e u t   c h o i s i r   l o r s q u ' i l   v e u t    d i t e r   l e   n o m   d e   f i c h i e r . 	 B e n u t z e r   k  n n e n   d e n   D a t e i - M a n a g e r   a u f r u f e n ,   u m   d e n   S p e i c h e r p f a d   z u   w  h l e n   u n d   d e n   D a t e i n a m e n   f  r   d i e   z u   s p e i c h e r n d e   D a t e i   b e a r b e i t e n ;   b e i   d e r   B e a r b e i t u n g   d e s   D a t e i n a m e n s   w i r d   e i n   s t a n d a r d m   i g e r   D a t e i n a m e   a n g e z e i g t ,   d e n   B e n u t z e r   w  h l e n   k  n n e n . 	 'B>1K  2K1@0BL  ?CBL  A>E@0=5=8O  8  87<5=8BL  8<O  A>E@0=O5<>3>  D09;0,   ?>;L7>20B5;L  <>65B  2>9B8  2  <5=5465@  D09;>2,   ?@8  87<5=5=88  8<5=8  >B>1@078BAO  8<O  D09;0,   2K1@0==>5  ?>  C<>;G0=8N  4;O  ?>;L7>20B5;O. 	 L ' u t e n t e   p u    a c c e d e r e   a   F i l e   M a n a g e r   p e r   s a l v a r e   i l   p e r c o r s o   e   m o d i f i c a r e   i l   n o m e   f i l e   d e l   f i l e   d a   s a l v a r e ;   a p p a r e   u n   n o m e   f i l e   p r e d e f i n i t o   p e r   l a   s e l e z i o n e   d a   p a r t e   d e l l ' u t e n t e   d e l   n o m e   f i l e   d a   m o d i f i c a r e . 	 JECF  DDE3*./E  /.HD  E/J1  'DEDA'*  D'.*J'1  E3'1  'D-A8  H*-1J1  '3E  'DEDA  EF  #,D  -A8  'DEDA  -J+  J8G1  DDE3*./E  '3E  EDA  'A*1'6J  JECFG  '.*J'1G  9F/  *-1J1  '3E  'DEDA. 	 O   u t i l i z a d o r   p o d e   e n t r a r   n o   g e s t o r   d e   f i c h e i r o s   p a r a   e s c o l h e r   o   c a m i n h o   e   e d i t a r   o   n o m e   d o   f i c h e i r o   a   g u a r d a r .   S e r    e x i b i d o   u m   n o m e   p r e d e f i n i d o   p a r a   q u e   o   u t i l i z a d o r   e s c o l h a   d u r a n t e   a   e d i   o   d o   n o m e   d o   f i c h e i r o . 	 K u l l a n 1c 1,   k a y d e t m e   h e d e f i n i   s e  m e   v e   k a y d e d i l e c e k   d o s y a n 1n   d o s y a   a d 1n 1  d  z e n l e m e k   i  i n   d o s y a   y  n e t i c i s i n e   g i r e b i l i r   v e   d o s y a   a d 1  d  z e n l e n i r k e n   k u l l a n 1c 1n 1n   s e  m e s i   i  i n   v a r s a y 1l a n   d o s y a   a d 1n 1  g  s t e r i r . 	 N g i   d  n g   c    t h   v  o   q u n   l    t p   t i n     c h n   n g   d n   c n   l u   v    s a   t  n   c h o   t p   t i n   c n   l u   v    n    s   h i n   t h   t  n   t p   t i n   m c   n h     n g i   d  n g   c h n   k h i   s a   t  n   t p   t i n . 	 P e n g g u n a   d a p a t   m e n g a k s e s   m a n a j e r   f i l e   u n t u k   m e m i l i h   j a l u r   p e n y i m p a n a n   d a n   m e n g e d i t   n a m a   f i l e   b a g i   f i l e   y a n g   a k a n   d i s i m p a n .   M a n a j e r   f i l e   a k a n   m e n a m p i l k a n   n a m a   f i l e   d e f a u l t   y a n g   d a p a t   d i p i l i h   p e n g g u n a   b i l a   m e n g e d i t   n a m a   f i l e . 	 P e n g g u n a   b o l e h   m e m a s u k k a n   p e n g u r u s   f a i l   u n t u k   m e m i l i h   l a l u a n   s i m p a n a n   d a n   m e n y u n t i n g   n a m a   f a i l   u n t u k   m e n y i m p a n   f a i l   b e r k e n a a n   d a n   i a   a k a n   m e n u n j u k k a n   s u a t u   n a m a   f a i l   l a l a i   u n t u k   d i p i l i h   o l e h   p e n g g u n a   a p a b i l a   m e n y u n t i n g   n a m a   f a i l . 	 		*	/	K			0	M	$	>	  8	G	5	  *	>	%	  	K	  	A	(	(	G	  	0	  8	9	G		G	  	>	(	G	  5	>	2	@	  +	>		2	  	G	  2	?		  +	>		2	  (	>	.	  	K	  8		*	>	&	?	$	  	0	(	G	  9	G	$	A	  +	>		2	  .	H	(	G		0	  &	0	M		<	  	0	  8		$	>	  9	H	  	0	  +	>		2	  (	>	.	  	K	  8		*	>	&	?	$	  	0	$	G	  8	.	/	  /	9	  		*	/	K			0	M	$	>	  	G	  2	?		  	A	(	(	G	  9	G	$	A	  		  !	?	+	>	2	M		  +	>		2	  (	>	.	  &	?		>			>	. 	 	 	 	 B e   l e h e t   l  p n i   a   f  j l k e z e l Qb e ,   a h o l   a   f e l h a s z n  l    k i v  l a s z t h a t j a   a   m e n t  s i    t v o n a l a t    s   m e g s z e r k e s z t h e t i   a   m e n t e n d Q  f  j l   n e v  t ,    s   m e g j e l e n i k   a z   a l a p  r t e l m e z e t t   f  j l n  v ,   a m e l y e t   a   f  j l n  v   s z e r k e s z t  s e k o r   k i v  l a s z t h a t   a   f e l h a s z n  l  . 	 	 	 	 U   k u n t   n a a r   h e t   b e s t a n d s b e h e e r   g a a n   o m   h e t   p a d   t e   k i e z e n   v o o r   h e t   o p s l a a n   e n   d e   b e s t a n d s n a a m   t e   b e w e r k e n .   U   z i e t   e e n   s t a n d a a r d b e s t a n d s n a a m   d i e   u   k u n t   k i e z e n   a l s   u   d e   b e s t a n d s n a a m   b e w e r k t . 	 	 	 U t i l i z a t o r u l   p o a t e   a c c e s a   a d m i n i s t r a t o r u l   d e   f i _i e r e   p e n t r u   a   a l e g e   c a l e a   _i   a   e d i t a   n u m e l e   f i _i e r u l u i   p e   c a r e   d o r e _t e   s    l   s a l v e z e .   A c e s t a   v a   a f i _a   u n   n u m e   i m p l i c i t   p e   c a r e   u t i l i z a t o r u l    l   p o a t e   s e l e c t a   a t u n c i   c  n d   e d i t e a z   n u m e l e   f i _i e r u l u i . 	 	 	           ,                 .                 . 	 	 	 '1(1  E*H'F/  (1'  'F*.'(  E31  0.1G  3'2  H  H1'4  F'E  ~1HF/G  ,G*  ~1HF/G  EH1/  0.1G  H'1/  E/1  ~1HF/G  4H/    G  /1  -'D*  H1'4  F'E  ~1HF/G    F'E  ~4  A16  (1'  ~1HF/G  (G  '1(1  F4'F  /'/G  .H'G/4/. 	 	 	 									  					  					  				  				  											  				  									  						  					  				  			  						  			  				  				  						  			  							  				  				  			  			  											  						  			  							  				  				  			  					  				  						  				  			  						d	  	 	 	 	 	 	 	 	 	 G e b r u i k e r   k a n   l  e r b e s t u u r d e r   b i n n e g a a n   o m   d i e   b e r g i n g s r o e t e   t e   k i e s   e n   o m   d i e   l  e r n a a m   t e   w y s i g   s o d a t   d i t   g e b e r g   k a n   w o r d ,   e n   d i t   s a l   ' n   v e r s t e k l  e r n a a m   v e r t o o n   w a t   d i e   g e b r u i k e r   k a n   k i e s   w a n n e e r   l  e r n a a m   g e r e d i g e e r   w o r d . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   u s u  r i o   p o d e   e n t r a r   n o   g e r e n c i a d o r   d e   a r q u i v o s   p a r a   e s c o l h e r   o   c a m i n h o   a   s a l v a r   e   e d i t a r   o   n o m e   d e   a r q u i v o   r e f e r e n t e   a o   a r q u i v o   a   s e r   s a l v o ,   e   m o s t r a r    u m   n o m e   d e   a r q u i v o   p r e d e f i n i d o   p a r a   o   u s u  r i o   e s c o l h e r   q u a n d o   e d i t a r   o   n o m e   d e   a r q u i v o . 
 
 S T R _ I D _ P H O A R T _ N O T I F Y _ R O T A T E 	 P H O E D T 	 P O P U P C O N F I R M 	 C l i p   i m a g e   m a y   h a p p e n   t o   f i t   t h e   a r e a ,   c o n t i n u e ? 	 C l i p   i m a g e   m a y   h a p p e n   t o   f i t   t h e   a r e a ,   c o n t i n u e ? 	 p>en(WTiv@SWSgRR@SW|~~	 :N>en(WTv:SWSORR:SW~~	  2-291@7H-C+I-57I5H,   3H-+#7-D!H? 	 L a   i m a g e n   c o r t a d a   p o d r  a   a d e c u a r s e   a l    r e a ,    c o n t i n u a r ? 	 I l   s e   p e u t   q u e   l a   t a i l l e   d e   l ' i m a g e   c l i p   s ' a d a p t e      l a   z o n e ,   c o n t i n u e r   ? 	 C l i p - B i l d   k a n n   d e n   B e r e i c h   a u s f  l l e n ,   f o r t s e t z e n ? 	 7>1@065=85  :;8?0  <>65B  70?>;=8BL  >1;0ABL.   @>4>;68BL? 	 L ' i m m a g i n e   p o t r e b b e   e s s e r e   r i t a g l i a t a   p e r   a d a t t a r l a   a l l ' a r e a ,   c o n t i n u a r e ? 	 B/  *F'3(  5H1)  'DEB79  'DEF7B)  E*'(9)	 A   i m a g e m   p o d e r    s e r   r e c o r t a d a   p a r a   s e   a j u s t a r       r e a .   C o n t i n u a r ? 	 K l i p   g  r  n t  s    a l a n a   s 1a b i l i r ,   d e v a m   e d i l s i n   m i ? 	 C t   n h   c    t h   g i  p   v a   v  n g   n h ,   t i p   t c ? 	 F o t o   k l i p   d a p a t   d i l a k u k a n   a g a r   s e s u a i   d e n g a n   a r e a ,   l a n j u t k a n ? 	 P o t o n g a n   i m e j   m u n g k i n   a k a n   m u a t   d a l a m   k a w a s a n ,   t e r u s k a n ? 	 	M	7	G	$	M	0	  .	G		  +	?		  9	K	(	G	  	G	  2	?		  	M	2	?	*	  	.	G		  9	K	  8		$	>	  9	H	,   	>	0	@	  0		G		? 	 	 	 	 A   k i v  g o t t   k  p   e s e t l e g   e l f  r   a   t e r  l e t e n .   F o l y t a t j a ? 	 	 	 	 H e t   b e e l d   k a n   a f g e s n e d e n   w o r d e n   o m   i n   h e t   g e b i e d   t e   p a s s e n .   D o o r g a a n ? 	 	 	 E s t e   p o s i b i l   c a   i m a g i n e a   t i a t   s   s e   p o t r i v e a s c    n   t o a t   z o n a ,   c o n t i n u a ci ? 	 	 	         ,   ? 	 	 	 'E'F  /'1/  *5H1  (14  .H1/G  /1  EF7BG  ,'(1/  9ED'*  '/'EG  '(/	 	 	 								  				  					  					  			  							  				,   							  				? 	 	 	 	 	 	 	 	 	 S n i t a f b e e l d i n g   k a n   i n   d i e   a r e a   p a s ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   i m a g e m   p o d e r    s e r   r e c o r t a d a   p a r a   s e   a j u s t a r       r e a .   C o n t i n u a r ? 
 
 S T R _ I D _ P H O A R T _ N O T I F Y _ U N D O 	 P H O E D T 	 P O P U P C O N F I R M 	 U n d o   t h e   l a s t   e d i t ? 	 U n d o   t h e   l a s t   e d i t ? 	 b`_ g_ N!k}/	 b`
Y gT N!k	 @%432#AID*8I2"? 	  D e s h a c e r   l a    l t i m a   e d i c i  n ? 	 A n n u l e r   l a   d e r n i  r e    d i t i o n   ? 	 L e t z t e   B e a r b e i t u n g   r  c k g  n g i g   m a c h e n ? 	 B<5=8BL  ?>A;54=55  87<5=5=85? 	 A n n u l l a r e   l ' u l t i m a   m o d i f i c a ? 	 'D*1',9  9F  #-/+  *-1J1	 A n u l a r   a    l t i m a   e d i   o ? 	 S o n   d  z e l t m e   g e r i   a l 1n s 1n   m 1? 	 H y   l n   s a   g n   n h t ? 	 B a t a l k a n   p e n g e d i t a n   t e r a k h i r ? 	 B u a t   a s a l   e d i t   t e r a k h i r ? 	 *	?		2	G	  8		*	>	&	(	  	K	  *	B	0	M	5	5	$	  	0	G		? 	 	 	 	 V i s s z a v o n j a   a   l e g u t  b b i   s z e r k e s z t  s t ? 	 	 	 	 L a a t s t e   b e w e r k i n g   o n g e d a a n   m a k e n ? 	 	 	 A n u l a r e   u l t i m a   e d i t a r e ? 	 	 	         ? 	 	 	 ".1F  H1'4  H'1/  4H/	 	 	 							  								  					  			? 	 	 	 	 	 	 	 	 	 M a a k   d i e   l a a s t e   w y s i g i n g   o n g e d a a n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s f a z e r   a    l t i m a   e d i   o ? 
 
 S T R _ I D _ P H O A R T _ N O T I F Y _ C A N N O T _ U N D O 	 P H O E D T 	 P O P U P 	 U n a b l e   t o   u n d o 	 U n a b l e   t o   u n d o 	 
Nb`_	 
Nb`
Y	 D!H*2!2#@%43	 N o   p u e d e   d e s h a c e r 	 I m p o s s i b l e   d ' a n n u l e r 	 K a n n   n i c h t   r  c k g  n g i g   g e m a c h t   w e r d e n 	 B<5=0  =52>7<>6=0	 I m p o s s i b i l e   a n n u l l a r e 	 *901  'D*1',9	 N  o      p o s s  v e l   a n u l a r 	 G e r i   a l 1n a m 1y o r 	 K h  n g   t h   h y 	 T i d a k   d a p a t   d i b a t a l k a n 	 T i d a k   d a p a t   b u a t   a s a l ? 	 *	B	0	M	5	5	$	  	0	(	G	  .	G		  		M	7	.		 	 	 	 N e m   l e h e t   v i s s z a v o n n i 	 	 	 	 K a n   n i e t   o n g e d a a n   m a k e n 	 	 	 I m p o s i b i l   d e   a n u l a t 	 	 	     	 	 	 H'1/  'E'F~01  F3*	 	 	 								  					  				  						 	 	 	 	 	 	 	 	 K a n   n i e   o n g e d a a n   m a a k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   d e s f a z e r 
 
 S T R _ I D _ P H O A R T _ N O T I F Y _ U N S A V E _ S E N D 	 P H O E D T 	 P O P U P C O N F I R M 	 S h o u l d   s a v e   f i r s t ,   c o n t i n u e ? 	 S h o u l d   s a v e   f i r s t ,   c o n t i n u e ? 	  HQ2QX[|~~	  HQOX[~~	 '#16H-,   3H-+#7-D!H? 	 D e b e   g r a b a r s e   p r i m e r o ,    c o n t i n u a r ? 	 I l   f a u t   e n r e g i s t r e r   e n   p r e m i e r ,   c o n t i n u e r   ? 	 S o l l t e   z u e r s t   g e s p e i c h e r t   w e r d e n ,   f o r t s e t z e n ? 	 !=0G0;0  =5>1E>48<>  A>E@0=8BL.   @>4>;68BL? 	    n e c e s s a r i o   s a l v a r e   p r i m a ,   c o n t i n u a r e ? 	 JF(:J  'D-A8  #HD'K  E*'(9)	 D e v e r    g u a r d a r   p r i m e i r o .   C o n t i n u a r ? 	  n c e   k a y d e d i l m e l i ,   d e v a m   e d i l s i n   m i ? 	 P h i   l u   t r c ,   t i p   t c ? 	 H a r u s   d i s i m p a n   d u l u ,   l a n j u t k a n ? 	 P a t u t   d i s i m p a n   d a h u l u ,   t e r u s k a n ? 	 *	9	2	G	  8	9	G		(	  	>	9	?		,   	>	0	@	  0		G		? 	 	 	 	 E l Qb b   m e n t e n i   k e l l .   F o l y t a t j a ? 	 	 	 	 E r   m o e t   e e r s t   o p g e s l a g e n   w o r d e n .   D o o r g a a n ? 	 	 	 E s t e   n e c e s a r   c a   m a i    n t  i   s   s a l v a ci ,   c o n t i n u a r e ? 	 	 	     ,     ? 	 	 	 'HD  ('/  0.1G  4H/  9ED'*  '/'EG  '(/	 	 	 						  			  			  				,   							  				? 	 	 	 	 	 	 	 	 	 M o e t   e e r s   b e r g ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e v e r    g u a r d a r   p r i m e i r o .   C o n t i n u a r ? 
 
 S T R _ I D _ P H O A R T _ F A I L E D _ R E S O U R C E S _ E X H A U S T E D 	 P H O E D T 	 P O P U P 	 S y s t e m   R e s o u r c e s   E x h a u s t e d 	 S y s t e m   r e s o u r c e s   e x h a u s t e d 	 |q}ǌn
N	 |~Dn
N	 #1"2##0+!	 R e c u r s o s   d e l   s i s t e m a   a g o t a d o s 	 R e s s o u r c e s   d u   s y s t  m e    p u i s  e s 	 S y s t e m r e s s o u r c e n   a u f g e b r a u c h t 	 !8AB5<=K5  @5AC@AK  8AG5@?0=K	 R i s o r s e   d i   s i s t e m a   e s a u r i t e 	 FA'/  E5'/1  'DF8'E	 R e c u r s o s   d o   s i s t e m a   e s g o t a d o s 	 S i s t e m   k a y n a k l a r 1  t  k e t i l d i 	 H t   t  i   n g u y  n   h   t h n g 	 S u m b e r   s i s t e m   h a b i s 	 S u m b e r   s i s t e m   t a m a t 	 8	?	8	M		.	    8		8	>	'	(	    8	.	>	*	M	$		 	 	 	 E l f o g y t a k   a   r e n d s z e r - e r Qf o r r  s o k 	 	 	 	 S y s t e e m b r o n n e n   u i t g e p u t 	 	 	 R e s u r s e l e   p e n t r u   s i s t e m u l   d e   o p e r a r e   s u n t   e p u i z a t e 	 	 	       	 	 	 EF'(9  3J3*E  (G  ~'J'F  13J/G  'F/	 	 	 									  					  						  			  				d	  	 	 	 	 	 	 	 	 	 S t e l s e l - h u l p b r o n n e   u i t g e p u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c u r s o s   d e   s i s t e m a s   e s g o t a d o s 
 
 S T R _ I D _ P H O A R T _ I M A G E _ R E S I Z E _ F A I L E D 	 P H O E D T 	 P O P U P 	 F a i l e d   t o   r e s i z e   i m a g e 	 F a i l e d   t o   r e s i z e   i m a g e 	 ͑-WGr:\[1YWe	 ͑VGr:\[1Y%	 D!H*2!2#@%5H"2 2	 N o   p u d o   c a m b i a r s e   e l   t a m a  o   d e   l a   i m a g e n 	 E c h e c   d e   r e d i m e n s i o n n e m e n t   d e   l ' i m a g e 	 B i l d g r   e   k o n n t e   n i c h t   g e  n d e r t   w e r d e n 	 5  C40;>AL  87<5=8BL  @07<5@  87>1@065=8O	 I m p o s s i b i l e   r i d i m e n s i o n a r e   l ' i m m a g i n e 	 A4D  *:JJ1  -,E  'D5H1)	 F a l h a   a o   r e d i m e n s i o n a r   a   i m a g e m 	 G  r  n t    y e n i d e n   b o y u t l a n d 1r 1l a m a d 1	 K h  n g   t h   c h n h   c   n h 	 G a g a l   m e n g u b a h   u k u r a n   f o t o 	 G a g a l   m e n g s a i z   s e m u l a   i m e j 	 	.	G		  	>	  		>	0	  ,	&	2	(	G	  .	G		  5	?	+	2		 	 	 	 A   k  p    t m  r e t e z  s e   n e m   s i k e r  l t 	 	 	 	 K a n   g r o o t t e   v a n   f o t o   n i e t   v e r a n d e r e n 	 	 	 E _u a r e   l a   r e d i m e n s i o n a r e a   i m a g i n i i 	 	 	           	 	 	 *:JJ1  'F/'2G  9C3  F'EHAB  (H/	 	 	 					  						  				  				  						  	 	 	 	 	 	 	 	 	 K o n   n i e   a f b e e l d i n g g r o o t t e   v e r s t e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   r e d i m e n s i o n a r   i m a g e m 
 
 S T R _ I D _ P H O A R T _ N O T I F Y _ E X I T _ A P P _ C O N F I R M 	 P H O E D T 	 P O P U P C O N F I R M 	 E x i t   p h o t o   a r t i s t   w i t h o u t   s a v i n g ? 	 E x i t   p h o t o   a r t i s t   w i t h o u t   s a v i n g ? 	 >eh2QX[&N QgqGr݅S[	 >e_OX[v^ QgqGrz/g[	 AID 2H2"(4%4B"D!H16? 	  S a l i r   d e l   a r t i s t a   d e   f o t o s   s i n   g u a r d a r ? 	 Q u i t t e r   l a   p h o t o   a r t i s t e   s a n s   e n r e g i s t r e r   ? 	 F o t o k  n s t l e r   o h n e   S p e i c h e r n   b e e n d e n ? 	 K9B8  87  D>B>EC4>6=8:0  157  A>E@0=5=8O? 	 U s c i r e   d a   f o t o   a r t i s t i c a   s e n z a   s a l v a r e ? 	 .1H,  EF  AF'F  'D5H1)  /HF  -A8	 S a i r   d o   e d i t o r   d e   f o t o s   s e m   g u a r d a r ? 	 K a y d e t m e d e n   f o t o r a f   s a n a t  1s 1n d a n    1k 1l s 1n   m 1? 	 T h o  t   c h p   n h   k h  n g   l u ? 	 K e l u a r   d a r i   a r t i s   f o t o   t a n p a   m e n y i m p a n ? 	 K e l u a r   d a r i   a r t i s   f o t o   t a n p a   m e n y i m p a n ? 	 8	9	G		G	  ,	?	(	>	  +	K		K	  	0	M		?	8	M		  8	G	  ,	>	9	0	  	>			? 	 	 	 	 K i l  p   a   F o t  m qv  s z   p r o g r a m b  l   m e n t  s   n  l k  l ?   	 	 	 	 F o t o a r t i e s t   a f s l u i t e n   z o n d e r   o p   t e   s l a a n ? 	 	 	 I e _i r e   d i n   f o t o g r a f i e   a r t i s t i c   f r   s a l v a r e ? 	 	 	         ? 	 	 	 (/HF  0.1G  1/F  '2  GF1.'FG  9'3  .'1,  E4H/	 	 	 							  		  				  			  								  				  			  			  			? 	 	 	 	 	 	 	 	 	 V e r l a a t   f o t o - k u n s t e n a a r   s o n d e r   o m   t e   b e r g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r   d a   f o t o   a r t  s t i c a   s e m   s a l v a r ? 
 
 S T R _ I D _ P H O A R T _ M I R R O R _ T I T I L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [   M i r r o r   ] 	 [   M i r r o r   ] 	 [   P  ] 	 [   \P  ] 	 [   #0@2  ] 	 [   R e p l i c a r   ] 	 [   M i r o i r   ] 	 [   S p i e g e l n   ] 	 [   5@:0;L=>  ] 	 [   S p e c c h i o   ] 	 [   9C3  ] 	 [   E s p e l h o   ] 	 [   A y n a   ] 	 [   G n g   ] 	 [   C e r m i n   ] 	 [   C e r m i n k a n   ] 	 [   		(	>	  ] 	 	 	 	 [   T  k r  z  s   ] 	 	 	 	 [   S p i e g e l e n   ] 	 	 	 [   O g l i n d   ] 	 	 	 [     ] 	 	 	 [   "FG  ] 	 	 	 [ 				] 	 	 	 	 	 	 	 	 	 [   S p i e  l   ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ E s p e l h o ] 
 
 S T R _ I D _ P H O A R T _ R O T A T E _ T I T I L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [   R o t a t e   ] 	 [   R o t a t e   ] 	 [   eI  ] 	 [   el  ] 	 [   +!8  ] 	 [   R o t a r   ] 	 [   P i v o t e r   ] 	 [   D r e h e n   ] 	 [   >2>@>B  ] 	 [   R u o t a   ] 	 [   */HJ1  ] 	 [   R o d a r   ] 	 [    e v i r   ] 	 [   X o a y   ] 	 [   P u t a r   p o s i s i   ] 	 [   P u s i n g   ] 	 [   	A	.	>			  ] 	 	 	 	 [   E l f o r g a t  s   ] 	 	 	 	 [   D r a a i e n   ] 	 	 	 [   R o t i r e   ] 	 	 	 [     ] 	 	 	 [   1.4  ] 	 	 	 [ 						} 	 	 	 	 	 	 	 	 	 [   K a n t e l   ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ G i r a r ] 
 
 S T R _ I D _ P H O A R T _ A D D _ D E F E C T _ T I T I L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [   A d d   d e f e c t   ] 	 [   A d d   d e f e c t   ] 	 [   @\!j|  ] 	 [   @\!j|  ] 	 [   @4H!I-#H-  ] 	 [   A  a d i r   d e f e c t o   ] 	 [   A j o u t e r   d  f a u t   ] 	 [   D e f e k t   h i n z u f  g e n   ] 	 [   >1028BL  45D5:B  ] 	 [   A g g i u n g i   d i f e t t o   ] 	 [   %6'A)  *#+J1  ] 	 [   A d i c i o n a r   d e f e i t o   ] 	 [   K u s u r   e k l e   ] 	 [   T h  m   g  c   k h u t   ] 	 [   T a m b a h   k e r u s a k a n   ] 	 [   T a m b a h   k e c a c a t a n   ] 	 [   &	K	7	  	K	!	<	G		  ] 	 	 	 	 [   H i b a   h o z z  a d  s a   ] 	 	 	 	 [   D e f e c t   t o e v o e g e n   ] 	 	 	 [   A d u g a r e   d e f e c t   ] 	 	 	 [       ] 	 	 	 [   'A2H/F  ./4G  ] 	 	 	 [ 						  					  				] 	 	 	 	 	 	 	 	 	 [   V o e g   s t e u r n i s   b y   ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ A d i c i o n a r   d e f e i t o ] 
 
 S T R _ I D _ P H O A R T _ R E D E Y E _ R E D U C T I O N _ T I T I L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [   R e d e y e   r e d u c t i o n   ] 	 [   R e d e y e   r e d u c t i o n   ] 	 [   md}<w  ] 	 [   md~<w  ] 	 [   2#%2A  ] 	 [   R e d u c c i  n   d e   o j o s   r o j o s ] 	 [   R  d u c t i o n   d e s   y e u x   r o u g e s   ] 	 [   R o t e - A u g e n - R e d u z i e r u n g   ] 	 [   >402;5=85  MDD5:B0  :@0A=KE  3;07  ] 	 [   R i d u z i o n e   e f f e t t o   o c c h i   r o s s i   ] 	 [   'D-/  EF  'DFB'7  'D-E1'!  ] 	 [   R e d u   o   d e   o l h o s   v e r m e l h o s   ] 	 [   K 1r m 1z 1  g  z   a z a l t m a   ] 	 [   G i m   m t     ] 	 [   P e n g u r a n g a n   m a t a   m e r a h   ] 	 [   P e n g u r a n g a n   m a t a   m e r a h   ] 	 [   2	>	2	  			  	.	  	0	(	>	  ] 	 	 	 	 [   V  r  s - s z e m   c s  k k e n t  s   ] 	 	 	 	 [   R o d e   o g e n   v e r m i n d e r e n   ] 	 	 	 [   R e d u c e r e   e f e c t   d e   o c h i   r o _i i   ] 	 	 	 [         ] 	 	 	 [   'G4  31.  4E  ] 	 	 	 [ 			  			  				] 	 	 	 	 	 	 	 	 	 [   R o o i - o o g r e d u k s i e   ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ R e d u   o   d o   e f e i t o   d e   o l h o s   v e r m e l h o s ] 
 
 S T R _ I D _ P H O A R T _ D O O D L E _ T I T I L E 	 P H O E D T 	 P H O E D T _ T I T L E 	 [   D o o d l e   ] 	 [   D o o d l e   ] 	 [   WX	  ] 	 [   m&  ] 	 [   %2"@*I  ] 	 [   G a r a b a t e a r   ] 	 [   D e s s i n a g e   ] 	 [   K r i t z e l n   ] 	 [    8AC=>:  ] 	 [   D o o d l e   ] 	 [   94H'&J  ] 	 [   R a b i s c o   ] 	 [   K a r a l a   ] 	 [   n h   g c   ] 	 [   G r a f f i t i   ] 	 [   C o n t e n g   ] 	 [   0	G		>		?	$	M	0	  ] 	 	 	 	 [   F i r k a   ] 	 	 	 	 [   K r a b b e l   ] 	 	 	 [   D e s e n   l i b e r   ] 	 	 	 [     ] 	 	 	 [   .7  .7  1/F  ] 	 	 	 [ 				] 	 	 	 	 	 	 	 	 	 [   K r a b b e l   ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ R a b i s c o ] 
 
 S T R _ I D _ P H O A R T _ N O T I F Y _ I M A G E _ T O O _ L A G E R _ G O R _ R E S I Z E 	 P H O E D T 	 P O P U P 	 p o p u p 	 I m a g e   t o o   l a r g e ,   u n a b l e   t o   r e s i z e 	 WGr*Y'Y
N͑-:\[	 VGr*Y'Y
N͑:\[	  2C+
H@4D,   D!H*2!2#@%5H"2DI	 I m a g e n   m u y   g r a n d e ,   n o   s e   p u e d e   c a m b i a r   d e   t a m a  o 	 L ' i m a g e   e s t   t r o p   g r a n d e ,   i m p o s s i b l e   d e   l a   r e d i m e n s i o n n e r 	 B i l d   z u   g r o  ,   G r   e   k a n n   n i c h t   g e  n d e r t   w e r d e n 	 !;8H:><  1>;LH>5  87>1@065=85,   =52>7<>6=>  87<5=8BL  @07<5@	 I m m a g i n e   t r o p p o   g r a n d e ,   i m p o s s i b i l e   r i m p i c c i o l i r e 	 *901  *:JJ1  -,E  'D5H1)  D6.'E*G'	 I m a g e m   d e m a s i a d o   g r a n d e .   N  o      p o s s  v e l   r e d i m e n s i o n a r 	 G  r  n t     o k   b  y  k ,   y e n i d e n   b o y u t l a n d 1r 1l a m 1y o r 	 n h   q u    l n ,   k h  n g   t h   c h n h 	 F o t o   t e r l a l u   b e s a r ,   u k u r a n   t i d a k   d a p a t   d i u b a h 	 I m e j   t e r l a l u   b e s a r ,   t i d a k   d a p a t   s a i z k a n   s e m u l a 	 	.	G		  ,	9	A	$	  ,	!	<	@	  9	H	,   		>	0	  ,	&	2	(	G	  .	G		  		M	7	.		 	 	 	 A   f  j l   t  l   n a g y .   N e m   l e h e t    t m  r e t e z n i 	 	 	 	 B e e l d   t e   g r o o t ,   g r o o t t e   k a n   n i e t   v e r a n d e r d   w o r d e n 	 	 	 I m a g i n e   p r e a   m a r e ,   i m p o s i b i l   d e   r e d i m e n s i o n a t 	 	 	     ,           	 	 	 *5H1  (3J'1  (21  '3*  FEJ*H'F  'F/'2G  "F1'  *:1  /'/	 	 	 					  				  					,   						  				  				  					d		 	 	 	 	 	 	 	 	 A f b e e l d i n g   t e   g r o o t ,   k a n   n i e   g r o o t t e   v e r s t e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m   d e m a s i a d o   g r a n d e .   N  o      p o s s  v e l   r e d i m e n s i o n a r 
 
 S T R _ I D _ P H O A R T _ N O F I T Y _ E N C O D E _ I M A G E _ M E M O R Y _ N O T _ E N O U G H 	 P H O E D T 	 P O P U P 	 p o p u p 	 E n c o d e   m e m o r y   n o t   e n o u g h 	 }xX[2Qzz
N	 xX[Pzz
N	 +H'"'2!3C2#@I2#+1*D!H@5"-	 L a   m e m o r i a   d e   c i f r a d o   n o   e s   s u f i c i e n t e 	 M  m o i r e   d e   c o d a g e   i n s u f f i s a n t e 	 V e r s c h l  s s e l u n g s s p e i c h e r   r e i c h t   n i c h t   a u s 	 54>AB0B>G=>  ?0<OB8  :>48@>20=8O	 M e m o r i a   d i   c o d i f i c a   n o n   s u f f i c i e n t e 	 *4AJ1  'D0'C1)  :J1  C'AM	 M e m  r i a   d e   c o d i f i c a   o   i n s u f i c i e n t e 	 K o d l a m a   h a f 1z a s 1  y e t e r l i   d e i l 	 K h  n g     b   n h   m    h  a 	 P e n g e n k o d e a n   m e m o r i   t i d a k   m e m a d a i 	 I n g a t a n   p e n g e n k o d a n   t i d a k   m e n c u k u p i 	 	(		K	!	  .	G	.	0	@	  	*	0	M	/	>	*	M	$		 	 	 	 N i n c s   e l  g   m e m  r i a   a   k  d o l  s h o z 	 	 	 	 O n v o l d o e n d e   c o d e e r g e h e u g e n 	 	 	 M e m o r i e   d e   c o d i f i c a r e   i n s u f i c i e n t 	 	 	       	 	 	 -'A8G  (1'  1E20'1  'A  F3*	 	 	 						  							  						  			 	 	 	 	 	 	 	 	 E n k o d e e r g e h e u e   n i e   g e n o e g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e m  r i a   d e   c o d i f i c a   o   i n s u f i c i e n t e 
 
 S T R _ I D _ P H O A R T _ E X T E R N A L _ S A V E _ A N D _ E X I T _ C O N F I R M 	 P H O E D T 	 P O P U P C O N F I R M 	 S a v e   p r e v i o u s   e d i t e d ? 	 S a v e   p r e v i o u s   e d i t e d ? 	 2QX[MR N!kv}/	 OX[MR N!kv	 16*4H5HAIDH-+I2? 	  G u a r d a r   l a s   e d i t a d a s   p r e v i a m e n t e ? 	 E n r e g i s t r e r   l a   v e r s i o n   p r  c  d e m m e n t    d i t  e   ? 	 Z u v o r   B e a r b e i t e t e s   s p e i c h e r n ? 	 !>E@0=8BL  @0=55  >B@540:B8@>20==K9? 	 S a l v a r e   l a   m o d i f i c a   p r e c e d e n t e ? 	 -A8  'DE-11  3'(B'K	 G u a r d a r   e d i   o   a n t e r i o r ? 	  n c e   d  z e n l e n e n   k a y d e d i l s i n   m i ? 	 L u   b n   s a   t r c ? 	 S i m p a n   y a n g   d i e d i t   s e b e l u m n y a ? 	 S i m p a n   e d i t   s e b e l u m   i n i ? 	 *	9	2	G	  8		*	>	&	?	$	  	?	/	>	  	/	>	  8	9	G		G		? 	 	 	 	 M e n t i   a   k o r  b b i   s z e r k e s z t  s e k e t ? 	 	 	 	 V o r i g e   b e w e r k i n g   o p s l a a n ? 	 	 	 S a l v a r e   i m a g i n i   e d i t a t e   a n t e r i o r ? 	 	 	       ? 	 	 	 *5H1  H1'4  4/G  B(D  0.1G  4H/	 	 	 							  										  			  			  			? 	 	 	 	 	 	 	 	 	 B e r g   v o r i g e   g e r e d i g e e r d e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   e d i t a d o s   a n t e r i o r e s ? 
 
 S T R _ I D _ P H O A R T _ E X T E R N A L _ E X I T 	 P H O E D T 	 P O P U P C O N F I R M 	 E x i t   p r e v i o u s   p h o t o   e d i t o r ? 	 E x i t   p r e v i o u s   p h o t o   e d i t o r ? 	  QMR N!kgqGr}/hV	  QMR N!kgqGrhV	 --21'AID 2H2"H-+I2? 	  S a l i r   e l   e d i t o r   d e   f o t o s   a n t e r i o r ? 	 Q u i t t e r   l '  d i t e u r   d e   p h o t o   p r  c  d e n t   ? 	 V o r h e r i g e n   F o t o - E d i t o r   b e e n d e n ? 	 K9B8  87  ?@54K4CI53>  D>B>@540:B>@0? 	 U s c i r e   d a   P h o t o   E d i t o r ? 	 .1H,  EF  E-11  'D5H1)  'D3'(B)	 S a i r   d o   e d i t o r   d e   f o t o s   a n t e r i o r ? 	  n c e k i   f o t o   d  z e n l e y i c i s i n d e n    1k 1l s 1n   m 1? 	 T h o  t   t r  n h   s a   n h   t r c ? 	 K e l u a r   d a r i   e d i t o r   f o t o   s e b e l u m n y a ? 	 K e l u a r   p e n y u n t i n g   f o t o   s e b e l u m   i n i ? 	 *	?		2	G	  +	K		K	  	!	?		0	  8	G	  ,	>	9	0	  	>			? 	 	 	 	 K i l  p   a   k o r  b b i   f o t  s z e r k e s z t Qb Ql ? 	 	 	 	 V o r i g e   f o t o - e d i t o r   a f s l u i t e n ? 	 	 	 I e _i r e   d i n   e d i t o r u l   d e   f o t o g r a f i i   a n t e r i o r ? 	 	 	       ? 	 	 	 '2  H1'41  93  B(D  .'1,  E4H/	 	 	 							  				  					  					  			? 	 	 	 	 	 	 	 	 	 V e r l a a t   v o r i g e   f o t o - r e d i g e e r d e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r   d o   e d i t o r   d e   f o t o s   a n t e r i o r ? 
 
 S T R _ I D _ P H O A R T _ E X T E R N A L _ S A V E _ A N D _ E X I T _ O R _ B A C K 	 P H O E D T 	 P O P U P C O N F I R M 	 E x i t   a f t e r   s a v i n g   t h e   p r e v i o u s   e d i t e d ,   c o n t i n u e ? 	 E x i t   a f t e r   s a v i n g   t h e   p r e v i o u s   e d i t e d ,   c o n t i n u e ? 	 2QX[MR N!k}/_ Q|~~	 OX[MR N!kT Q~~	 --+%125H16*4H5HAIDH-+I2,   3H-+#7-D!H? 	 S a l i r   d e s p u  s   d e   g r a b a r   l a s   e d i t a d a s   p r e v i a m e n t e ,    c o n t i n u a r ? 	 Q u i t t e r   a p r  s   a v o i r   e n r e g i s t r e r   l a   v e r s i o n   p r  c  d e m m e n t    d i t  e ,   c o n t i n u e r   ? 	 N a c h   S p e i c h e r n   d e s   z u v o r   B e a r b e i t e t e n   b e e n d e n ,   f o r t s e t z e n ? 	 K9B8  ?>A;5  A>E@0=5=8O  @0=55  >B@540:B8@>20==>3>.   @>4>;68BL? 	 U s c i r e   d o p o   a v e r   s a l v a t o   l a   m o d i f i c a ,   c o n t i n u a r e ? 	 'D.1H,  (9/  -A8  'DE-11  3'(B'K  E*'(9)	 S a i r   d e p o i s   d e   g u a r d a r   a   e d i   o   a n t e r i o r .   C o n t i n u a r ? 	  n c e   d  z e n l e n e n i   k a y d e t t i k t e n   s o n r a    1k 1l a c a k ,   d e v a m   e d i l s i n   m i ? 	 T h o  t   s a u   k h i   l u   b n   s a   t r c ,   t i p   t c ? 	 K e l u a r   s e t e l a h   m e n y i m p a n   y a n g   d i e d i t   s e b e l u m n y a ,   l a n j u t k a n ? 	 K e l u a r   s e l e p a s   m e n y i m p a n   e d i t   s e b e l u m   i n i ,   t e r u s k a n ? 	 *	9	2	G	  8		*	>	&	?	$	  	?		  9	A		  	K	  8	9	G		(	G	  	G	  ,	>	&	  ,	>	9	0	  	>			,   	>	0	@	  0		G		? 	 	 	 	 K i l  p  s   a   s z e r k e s z t  s e k   m e n t  s e   u t  n .   F o l y t a t j a ? 	 	 	 	 A f s l u i t e n   n a d a t   d e   v o r i g e   b e w e r k i n g   w o r d t   o p g e s l a g e n .   D o o r g a a n ? 	 	 	 I e _i r e   d u p   s a l v a r e a   i m a g i n i l o r   e d i t a t e   a n t e r i o r ,   c o n t i n u a ci ? 	 	 	           ,     ? 	 	 	 .1H,  ~3  '2  0.1G  1/F  93  H1'4  4/G  B(D  9ED'*  '/'EG  '(/	 	 	 							  										  			  				  		  					  			,   							  				?   	 	 	 	 	 	 	 	 	 V e r l a a t   n a d a t   j y   d i e   v o r i g e   g e r e d i g e e r d e   f o t o   b e r g ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r   d e p o i s   d e   g u a r d a r   a   e d i   o   a n t e r i o r .   C o n t i n u a r ? 
 
 S T R _ I D _ P H O A R T _ M A I N _ L C D _ C L I P _ H E L P _ C O N T E X T 	 P H O E D T 	 U N L I M 	 M a i n   L C D   c l i p   h e l p 	 [ M a i n   L C D   c l i p ] \ n Z o o m   i n / o u t   o r   m o v e   t h e   r e d   r e c t a n g l e   t o   c h a n g e   t h e   c l i p   a r e a . \ n Z o o m   i n :   P r e s s   *   k e y   o r   t o u c h   t h e   +   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n Z o o m   o u t :   P r e s s   #   k e y   o r   t o u c h   t h e   -   i c o n   i f   t o u c h   p e n   s u p p o r t e d . \ n M o v e :   P r e s s   u p / d o w n / l e f t / r i g h t   a r r o w   k e y s . \ n 	 [ ;NU^'Y\R] \ n >e'Y0.~\byRwb_@SWO9eR@SW0  \ n >e'Y	c* uYg/eccU^ޞd+ Wj0  \ n .~\	cuYg/eccU^ޞd- Wj0  \ n yR	c
N0N0]0Su0\ n 	 [ ;NO\U^'Y\R] \ n >e'Y0)\byRwb_:SWeg9eSR:SW0\ n >e'Y	c* .Yg/ecxdO\pQ+ Vh0\ n )\	c.Yg/ecxdO\pQ- Vh0\ n yR	c
N0N0]0S.0\ n 	 [ 1  L C D   +%1] \ n 9!@I2/ --  +#7-"I2"*5H@+%5H"!*5A@7H-@%5H"#4@'5H1\ n 9!@I2:   8H!  *   @7H-A0D--  +   I2*1*81
@\ n 9!--:   8H!  #   +#7-A0D--  -   I2*1*81
@\ n @%7H-:   8H!%9(#6I/ %/ I2"/ '2\ n 	 [ C o r t e   e n   L C D   P r i n c i p a l ] \ n A c e r q u e / A l e j e   e l   r e c t  n g u l o   r o j o   p a r a   c a m b i a r   e l    r e a   d e l   c o r t e . \ n A c e r c a r :   p u l s e   l a   t e c l a   *   o   t o q u e   e l    c o n o   +   s i   e l   l  p i z   t  c t i l   e s   s o p o r t a d o . \ n A l e j a r :   p u l s e   l a   t e c l a #   o   t o q u e   e l    c o n o -   s i   e l   l  p i z   t  c t i l   e s   s o p o r t a d o . \ n M o v e r :   p u l s e   l a   t e c l a   d e   f l e c h a . \ n [ C o r t e   m a n u a l ] \ n P u l s e   l a   t e c l a   *   p a r a   c a m b i a r   o   t o q u e   e l    c o n o   d e l   e s t a d o   d e l   c o r t e   p a r a   c a m b i a r   e l   e s t a d o   d e l   c o r t e . \ n E s t a d o   i z q u i e r d o / a r r i b a :   p u l s e   l a   t e c l a   d e   f l e c h a   i z q u i e r d a / d e r e c h a   ( a r r i b a / a b a j o )   p a r a   c a m b i a r   l a   	 [ C l i p   s u r   l '  c r a n   L C D ] \ n Z o o m e r   /   D  z o o m e r   o u   d  p l a c e z   l e   r e c t a n g l e   r o u g e   p o u r   c h a n g e r   l a   z o n e   d u   c l i p . \ n Z o o m e z   :   A p p u y e z   s u r   l a   t o u c h e   *   o u   a p p u y e z   s u r   l ' i c  n e   +   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n D  z o o m e r   :   A p p u y e z   s u r   l a   t o u c h e   #   o u   a p p u y e z   s u r   l ' i c  n e   -   s i   l e   s t y l e t   t a c t i l e   e s t   s u p p o r t  . \ n D  p l a c e r   :   A p p u y e z   s u r   l e s   f l  c h e s   h a u t / b a s / g a u c h e / d r o i t e . \ n 	 [ H a u p t - L C D - C l i p ] \ n Z o o m e n   S i e   d a s   r o t e   R e c h t e c k   e i n / a u s   o d e r   v e r s c h i e b e n   S i e   e s ,   u m   d e n   C l i p - B e r e i c h   z u    n d e r n . \ n E i n z o o m e n :   D r  c k e n   S i e   d i e   T a s t e   *   o d e r   b e r  h r e n   S i e   d a s   S y m b o l   +   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n A u s z o o m e n :   D r  c k e n   S i e   d i e   T a s t e   #     o d e r   b e r  h r e n   S i e   d a s   S y m b o l   -   b e i   T o u c h p e n - U n t e r s t  t z u n g . \ n V e r s c h i e b e n :   D r  c k e n   S i e   d i e   O b e n - / U n t e n - / L i n k s - / R e c h t s - P f e i l t a s t e n . \ n 	 [ ;8?  3;02=>3>  L C D ] \ n ;O  87<5=5=8O  >1;0AB8  :;8?0  8A?>;L7C9B5  C25;8G5=85/ C<5=LH5=85  8;8  ?5@5<5AB8B5  :@0A=K9  ?@O<>C3>;L=8:. \ n #25;8G5=85:   =06<8B5  :=>?:C  *   8;8  :>A=8B5AL  7=0G:0  + ,   5A;8  ?>445@68205BAO  AB8;CA. \ n #<5=LH5=85:   =06<8B5  :=>?:C  #   8;8  :>A=8B5AL  7=0G:0  - ,   5A;8  ?>445@68205BAO  AB8;CA. \ n 5@5<5I5=85:   =06<8B5  :=>?:8  A>  AB@5;:0<8  225@E/ 2=87/ 2;52>/ 2?@02>. \ n 	 [ C l i p   L C D   p r i n c i p a l e ] \ n Z u m a r e   a v a n t i / i n d i e t r o   o   s p o s t a r e   i l   r e t t a n g o l o   r o s s o   p e r   m o d i f i c a r e   l ' a r e a   d i   c l i p . \ n Z o o m   a v a n t i :   p r e m e r e   i l   t a s t o   *   o   t o c c a r e   l ' i c o n a   +   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n Z o o m   i n d i e t r o :   p r e m e r e   i l   t a s t o   #   o   t o c c a r e   l ' i c o n a   -   s e      s u p p o r t a t a   l a   t o u c h   p e n . \ n S p o s t a :   p r e m e r e   i   t a s t i   f r e c c i a   s u / g i  / s i n i s t r a / d e s t r a . \ n 	 [ EB79  4'4)  L C D   'D1&J3J)] \ n BE  (*C(J1/ *5:J1  'D5H1)  #H  FBD  'DE3*7JD  'D#-E1  D*:JJ1  EF7B)  'DEB79. \ n D*C(J1  'D5H1):   '6:7  9DI  EA*'-  *   #H  'DE3  #JBHF)  +   %0'  C'F  BDE  'DDE3  E/9HEK'. \ n D*5:J1  'D5H1):   '6:7  9DI  EA*'-  #   #H  'DE3  #JBHF)  -   %0'  C'F  BDE  'DDE3  E/9HEK'. \ n DDFBD:   '6:7  9DI  EA'*J-  'D#3GE  #9DI/ #3AD/ J3'1/ JEJF. \ n 	 [ R e c o r t e   d o   L C D   p r i n c i p a l ] \ n A p l i q u e   m a i s / m e n o s   z o o m   o u   d e s l o q u e   o   r e c t  n g u l o   v e r m e l h o   p a r a   m u d a r   a    r e a   d e   r e c o r t e . \ n M a i s   z o o m :   p r i m a   a   t e c l a   *   o u   t o q u e   n o    c o n e   +   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n M e n o s   z o o m :   p r i m a   a   t e c l a   #   o u   t o q u e   n o    c o n e   -   s e   a   c a n e t a   d e   t o q u e   f o r   s u p o r t a d a . \ n M o v e r :   p r i m a   a s   t e c l a s   d e   s e t a   p a r a   c i m a / b a i x o / e s q u e r d a / d i r e i t a . \ n 	 [ A n a   L C D    e k i m i ] \ n  e k i m   a l a n 1n 1  d e i _t i r m e k   i  i n   y a k 1n l a _1n   /   u z a k l a _1n   v e y a   k 1r m 1z 1    g e n i   h a r e k e t   e t t i r i n .   \ n Y a k 1n l a _t 1r :   *   t u _u n a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   +   i k o n u n a   d o k u n u n . \ n U z a k l a _t 1r :   #   t u _u n a   b a s 1n   v e y a   d o k u n m a t i k   k a l e m   d e s t e k l e n i y o r s a   -   i k o n u n a   d o k u n u n . \ n T a _1:   y u k a r 1/ a _a 1/ s o l / s a   o k   t u _l a r 1n a   b a s 1n . \ n 	 [ T h u   n h   m  n   h  n h   L C D   c h  n h ] \ n P h  n g   t o / t h u   n h   h a y   c h u y n   h  n h   c h   n h t       t h a y   i   v  n g   t h u   n h . \ n P h  n g   t o :   b m   p h  m   *   h a y   c h m   b i u   t n g   +   n u   c    h   t r   b  t   s t y l u s . \ n T h u   n h :   b m   p h  m   #   h a y   c h m   b i u   t n g   +   n u   c    h   t r   b  t   s t y l u s . \ n C h u y n :   b m   c  c   m ii   t  n   l  n / x u n g / t r  i / p h i . \ n 	 [ K l i p   L C D   u t a m a ] \ n P e r b e s a r / p e r k e c i l   t a m p i l a n   a t a u   m e m i n d a h k a n   p e r s e g i   p a n j a n g   m e r a h   u n t u k   m e n g u b a h   a r e a   k l i p . \ n M e m p e r b e s a r   t a m p i l a n :   T e k a n   t o m b o l   *   a t a u   s e n t u h   i k o n   +   j i k a   p e n a   s e n t u h   d i d u k u n g . \ n M e m p e r k e c i l   t a m p i l a n :   T e k a n   t o m b o l   #   a t a u   s e n t u h   i k o n   -   j i k a   p e n a   s e n t u h   d i d u k u n g . \ n M e m i n d a h k a n :   T e k a n   t o m b o l   t a n d a   p a n a h   a t a s / b a w a h / k i r i / k a n a n . \ n 	 [ K l i p   L C D   u t a m a ] \ n Z o o m   m a s u k / k e l u a r   a t a u   a l i h k a n   s e g i e m p a t   t e p a t   m e r a h   u n t u k   m e n g u b a h   k a w a s a n   k l i p . \ n Z o o m   m a s u k :   t e k a n   k e k u n c i   *   a t a u   s e n t u h   i k o n   +   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h .   \ n Z o o m   k e l u a r :   t e k a n   k e k u n c i   #   a t a u   i k o n   -   j i k a   d i s o k o n g i   o l e h   p e n   s e n t u h .   \ n A l i h :   t e k a n   k e k u n c i   a n a k   p a n a h   a t a s / b a w a h / k i r i / k a n a n . 	 [ .	A		M	/	  L C D   	M	2	?	*	] \ n 	M	2	?	*	  	M	7	G	$	M	0	  	K	  ,	&	2	(	G	  	G	  2	?		  	<	B	.	  	K	  	(	/ 				  	0	G		  	%	5	>	  2	>	2	  	/	$	  	K	  	2	>			. \ n 	<	B	.	  	(	:   *   	A			@	  &	,	>			  	%	5	>	  +     			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  8	.	0	M	%	(	  	0	$	>	  9	K	. \ n 	<	B	.	  				:   #   	A			@	  &	,	>			  	%	5	>	  -   			I	(	  *	0	  		  	0	G		  /	&	?	  		  *	H	(	  8	.	0	M	%	(	  	0	$	>	  9	K	. \ n .	B	5	:   	*	/ !	>			(	/ ,	>			/ &	>			  	0	K	  	A			?	/	K		  	K	  &	,	>			. \ n 	 	 	 	 [ F Q  L C D   l e v  g  s ] \ n N a g y  t s a / k i c s i n y  t s e   a   k  p e t   v a g y   m o z g a s s a   a   v  r  s   n  g y s z  g e t   a   l e v  g  s i   t e r  l e t   m  d o s  t  s  h o z . \ n N a g y  t  s :   n y o m j a   m e g   a   *   g o m b o t   v a g y    r i n t s e   m e g   a   +   i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n K i c s i n y  t  s :   n y o m j a   m e g   a   #   g o m b o t   v a g y    r i n t s e   m e g   a      i k o n t ,   h a   a z    r i n t Qt o l l   t  m o g a t o t t . \ n M o z g a t  s :   n y o m j a   m e g   a   f e l / l e / b a l / j o b b   n y  l g o m b o t . \ n 	 	 	 	 [ H o o f d - l c d   b i j s n i j d e n ] \ n I n -   e n   u i t z o o m e n   o f   d e   r o d e   r e c h t h o e k   v e r p l a a t s e n   z o d a t   h e t   c l i p g e b i e d   v e r a n d e r t . \ n I n z o o m e n :   d r u k   o p   *   o f   r a a k   h e t   p i c t o g r a m   +   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   i s . \ n U i t z o o m e n :   d r u k   o p   #   o f   r a a k   h e t   p i c t o g r a m   -   a a n   a l s   d e   a a n r a a k p e n   o n d e r s t e u n d   i s . \ n V e r p l a a t s e n :   d r u k   o p   o m h o o g / o m l a a g / l i n k s / r e c h t s . \ n 	 	 	 [ S e c v e n c  e c r a n   L C D   p r i n c i p a l ] \ n M r i ci / m i c _o r a ci   s a u   m u t a ci   d r e p t u n g h i u l   r o _u   p e n t r u   a   m o d i f i c a   s e c v e n ca . \ n M r i r e :   a p s a ci   t a s t a   *   s a u   a t i n g e ci   p i c t o g r a m a   +   d a c   d i s p o z i t i v u l   d v s .   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n M i c _o r a r e :   a p s a ci   t a s t a   #   s a u   a t i n g e ci   p i c t o g r a m a   -   d a c   d i s p o z i t i v u l   d v s .   a c c e p t   u t i l i z a r e a   u n u i   s t y l u s . \ n M u t a r e :   a p s a ci   t a s t e l e   s g e a t   s u s / j o s / s t  n g a / d r e a p t a . \ n 	 	 	 [   L C D   ] \ n /                     . \ n :     *         +         . \ n :     #         -         . \ n :       /     /     /   . \ n 	 	 	 [ (14  '5D  L C D ] / n (1'  *:1  E-D  (14  E3*7D  B1E2  1F  1'  (21/ H  1/G  '  ,'(,'  F// n FE'  F2/:   /EG  *   1'  A41/G  '  /15H1*  ~4*('F  4/F  BDE  '4'1G  1  4D  +   1'  DE3  F/. / n FE'  /H1:   /EG  #   1'  A41/G  '  /15H1*  ~4*('F  4/F  BDE  '4'1G  1  4D  -   1'  DE3  F/. / n ,'(,'  1/F:   D/G'  ~'F/'1  ('D'/ ~'JJF/ ~/ 1'3*  1'  A4'1  /G/. / n 	 	 	 [ 						  						  					] \ n   			  		/ 			  		  							  							  								  				  				  			  												  				d	\ n   			  		: *   		  					  		  			  			  			  						  			  					  +   				  						  				d	\ n   			  			:   #   		  					  		  			  			  			  						  			  					  - 				  						  				d	\ n   				:   			/ 			/ 			/ 			  			  						  					d	\ n 	 	 	 	 	 	 	 	 	 [ H o o f - L C D - s n i t ] \ n Z o e m   i n / u i t   o f   b e w e e g   d i e   r o o i   r e g h o e k   o m   d i e   s n i t a r e a   t e   v e r a n d e r . \ n Z o e m   i n :   d r u k   * - t o e t s   o f   r a a k   a a n   d i e   + - i k o o n   i n d i e n   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n Z o e m   u i t :   d r u k   # - t o e t s   o f   r a a k   a a n   d i e   " - " - i k o o n   i n d i e n   a a n r a a k p e n   o n d e r s t e u n   w o r d . \ n B e w e e g :   d r u k   o p / a f / l i n k s / r e g s - p y l t j i e t o e t s e . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ C l i p e   L C D   p r i n c i p a l ] \ n A p r o x i m a   o / a f a s t a m e n t o   d o   z o o m   o u   m o v e r   o   r e t  n g u l o   v e r m e l h o   p a r a   m u d a r   a    r e a   d o   c l i p e . \ n A p r o x i m a   o   d o   z o o m :   P r e s s i o n e   a   t e c l a   *   o u   t o q u e   n o    c o n e   +   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n A f a s t a m e n t o :   P r e s s i o n e   a   t e c l a   #   o u   t o q u e   n o    c o n e   -   s e   h o u v e r   s u p o r t e      c a n e t a   d e   t o q u e . \ n M o v e r :   P r e s s i o n e   a s   t e c l a s   d e   s e t a   p a r a   c i m a / b a i x o / e s q u e r d a / d i r e i t a . \ n 
 
 S T R _ I D _ P H O A R T _ M A N U A L _ C L I P _ H E L P _ C O N T E X T 	 P H O E D T 	 U N L I M 	 M a n u a l   c l i p   h e l p 	 [ M a n u a l   c l i p ] \ n P r e s s   t h e   *   k e y   t o   c h a n g e   o r   t o u c h   t h e   c l i p   s t a t e   i c o n   t o   c h a n g e   c l i p   s t a t e . \ n L e f t / u p   s t a t e :   P r e s s   l e f t / r i g h t   ( u p / d o w n )   a r r o w   k e y s   t o   c h a n g e   t h e   p o s i t i o n   o f   l e f t   ( u p )   s i d e   o f   r e c t a n g l e . \ n R i g h t / d o w n   s t a t e :   P r e s s   l e f t / r i g h t   ( u p / d o w n )   a r r o w   k e y s   t o   c h a n g e   t h e   p o s i t i o n   o f   r i g h t   ( d o w n )   s i d e   o f   r e c t a n g l e . \ n M o v e :   P r e s s   u p / d o w n / l e f t / r i g h t   a r r o w   k e y s . 	 [ KbRR] \ n 	c* ubޞdR@SWe_WjRc9eR@SWe_0\ n ]0
N@SW	c]0S
N0N	eTu9ewb_]
N	vMOn0  \ n S0N@SW	c]0S
N0N	eTu9ewb_SN	vMOn0  \ n yR	c
N0N0]0Su0	 [ KbRR] \ n 	c* .bpQR:SWe_VhRbcُ	Ny9eSR:SWe_0\ n ]0
N:SW	c]0S
N0N	eT.9eSwb_]
N	vMOn0\ n S0N:SW	c]0S
N0N	eT.9eSwb_SN	vMOn0\ n yR	c
N0N0]0S.0	 [ 1AA!'%] \ n 8H!  *   @7H-@%5H"  +#7-A0D--*202#1  @7H-@%5H"*202#1\ n *20I2"/ :   8H!%9(#I2"/ '2  ( 6I/ %)   @7H-@%5H"3A+H-I2I2"  ( )   -*5H@+%5H"!\ n *20'2/ %H2:   8H!%9(#I2"/ '2  ( 6I/ %)   @7H-@%5H"3A+H-I2'2  ( %H2)   -*5H@+%5H"!\ n @%7H-:   8H!%9(#6I/ %/ I2"/ '2	 [ C o r t e   m a n u a l ] \ n P u l s e   l a   t e c l a   *   p a r a   c a m b i a r   o   t o c a r   e l   i c o n o   d e   e s t a d o   p a r a   c a m b i a r   e l   e s t a d o   d e l   c o r t e   . \ n E s t a d o   i z q u i e r d o / a r r i b a :   p u l s e   l a   t e c l a   d e   f l e c h a   i z q u i e r d a / d e r e c h a   ( a r r i b a / a b a j o )   p a r a   c a m b i a r   l a   p o s i c i  n   d e l   l a d o   d e r e c h o ( i n f e r i o r )   d e l   r e c t  n g u l o . \ n M o v e r :   o p r i m a   l a   t e c l a   d e   f l e c h a   a r r i b a / a b a j o / i z q u i e r d a / d e r e c h a . 	 [ C l i p   m a n u e l ] \ n A p p u y e z   s u r   l a   t o u c h e   *   p o u r   c h a n g e r   o u   t o u c h e z   l ' i c  n e   d '  t a t   d u   c l i p   p o u r   e n   c h a n g e r   l '  t a t . \ n E t a t   g a u c h e / h a u t   :   A p p u y e z   s u r   l e s   f l  c h e s   g a u c h e / d r o i t e   ( h a u t / b a s )   p o u r   c h a n g e r   l a   p o s i t i o n   g a u c h e   ( h a u t e )   d u   r e c t a n g l e . \ n E t a t   d r o i t e / b a s   :   A p p u y e z   s u r   l e s   f l  c h e s   g a u c h e / d r o i t e   ( h a u t / b a s )   p o u r   c h a n g e r   l a   p o s i t i o n   d u   c  t    d r o i t   ( b a s )   d u   r e c t a n g l e . \ n D  p l a c e r   :   a p p u y e z   s u r   l e s   f l  c h e s   h a u t / b a s / g a u c h e / d r o i t . 	 [ M a n u e l l e r   C l i p ] \ n D r  c k e n   S i e   z u m    n d e r n   d i e   T a s t e   *   o d e r   b e r  h r e n   S i e   d a s   S y m b o l   C l i p s t a t u s ,   u m   d e n   C l i p s t a t u s   z u    n d e r n . \ n L i n k s / O b e n - S t a t u s :   D r  c k e n   S i e   d i e   L i n k s / R e c h t s -   ( O b e n / U n t e n - )   P f e i l t a s t e n ,   u m   d i e   P o s i t i o n   d e r   l i n k e n   ( o b e r e n )   S e i t e   d e s   R e c h t e c k s   z u    n d e r n . \ n R e c h t s / U n t e n - S t a t u s :   D r  c k e n   S i e   d i e   L i n k s / R e c h t s -   ( O b e n / U n t e n - )   P f e i l t a s t e n ,   u m   d i e   P o s i t i o n   d e r   r e c h t e n   ( u n t e r e n )   S e i t e   d e s   R e c h t e c k s   z u    n d e r n . \ n V e r s c h i e b e n :   D r  c k e n   S i e   d i e   O b e n - / U n t e n - / L i n k s - / R e c h t s - P f e i l t a s t e n . 	 [  CG=>9  :;8?] \ n ;O  87<5=5=8O  @568<0  :;8?0  =06<8B5  :=>?:C  *   8;8  :>A=8B5AL  7=0G:0  @568<0  :;8?0. \ n 52>5/ 25@E=55  A>AB>O=85:   =06<8B5  ;52CN/ ?@02CN  ( 25@E=NN/ =86=NN)   :=>?:8  A>  AB@5;:0<8,   GB>1K  87<5=8BL  ?>;>65=85  ;52>9  ( 25@E=59)   AB>@>=K  ?@O<>C3>;L=8:0. \ n @02>5/ =86=55  A>AB>O=85:   =06<8B5  ;52CN/ ?@02CN  ( 25@E=NN/ =86=NN)   :=>?:8  A>  AB@5;:0<8,   GB>1K  87<5=8BL  ?>;>65=85  ?@02>9  ( =86=59)   AB>@>=K  ?@O<>C3>;L=8:0. \ n 5@5<5I5=85:   =06<8B5  :=>?:8  A>  AB@5;:0<8  225@E/ 2=87/ 2;52>/ 2?@02>. 	 [ C l i p   m a n u a l e ] \ n P r e m e r e   i l   t a s t o   *   p e r   m o d i f i c a r e   o   t o c c a r e   l ' i c o n a   d e l l o   s t a t o   c l i p   e   m o d i f i c a r e   l o   s t a t o . \ n S t a t o   s i n i s t r a / s u :   p r e m e r e   i   t a s t i   f r e c c i a   s i n i s t r a / s u   ( s u / g i  )   p e r   m o d i f i c a r e   l a   p o s i z i o n e   d e l   l a t o   s i n i s t r o   ( s u )   d e l   r e t t a n g o l o . \ n S t a t o   d e s t r a / g i  :   p r e m e r e   i   t a s t i   f r e c c i a   s i n i s t r a / s u   ( s u / g i  )   p e r   m o d i f i c a r e   l a   p o s i z i o n e   d e l   l a t o   d e s t r o   ( g i  )   d e l   r e t t a n g o l o . \ n S p o s t a :   p r e m e r e   i   t a s t i   f r e c c i a   s u / g i  / s i n i s t r a / d e s t r a . 	 [ EB79  J/HJ] \ n '6:7  9DI  EA*'-  *   #H  'DE3  #JBHF)  -'D)  'DEB79  D*:JJ1  -'D)  'DEB79. \ n -'D)  J3'1/ #9DI:   '6:7  9DI  EA'*J-  'D#3GE  J3'1/ JEJF  ( #9DI/ #3AD)   D*:JJ1  EH69  'D,'F(  'D#J31  ( 'D9DHJ)   EF  'DE3*7JD. \ n -'D)  JEJF/ #3AD:   '6:7  9DI  EA'*J-  'D#3GE  J3'1/ JEJF  ( #9DI/ #3AD)   D*:JJ1  EH69  'D,'F(  'D#JEF  ( 'D3ADJ)   EF  'DE3*7JD. \ n DDFBD:   '6:7  9DI  EA'*J-  'D#3GE  #9DI/ #3AD/ JEJF/ J3'1. 	 [ R e c o r t e   m a n u a l ] \ n P r i m a   a   t e c l a   *   p a r a   a l t e r a r   o u   t o q u e   n o    c o n e   d e   e s t a d o   d o   r e c o r t e   p a r a   a l t e r a r   o   e s t a d o   d o   r e c o r t e . \ n E s t a d o   e s q u e r d a / p a r a   c i m a :   p r i m a   a s   t e c l a s   d e   s e t a   p a r a   a   e s q u e r d a / d i r e i t a   ( p a r a   c i m a / b a i x o )   p a r a   a l t e r a r   a   p o s i   o   d o   l a d o   e s q u e r d o   ( c i m a )   d o   r e c t  n g u l o . \ n E s t a d o   d i r e i t a / p a r a   b a i x o :   p r i m a   a s   t e c l a s   d e   s e t a   p a r a   a   e s q u e r d a / d i r e i t a   ( p a r a   c i m a / b a i x o )   p a r a   a l t e r a r   a   p o s i   o   d o   l a d o   d i r e i t o   ( b a i x o )   d o   r e c t  n g u l o . \ n M o v e r :   p r i m a   a s   t e c l a s   d e   s e t a   p a r a   c i m a / b a i x o / e s q u e r d a / d i r e i t a . 	 [ M a n u e l    e k i m ] \ n  e k i m   d u r u m u n u   *   t u _u n a   b a s 1n   v e y a    e k i m   d u r u m u   i k o n u n a   d o k u n u n .   \ n S o l / y u k a r 1  d u r u m :     g e n i n   s o l   ( y u k a r 1)   t a r a f   k o n u m u n u   d e i _t i r m e k   i  i n   s o l / s a   ( y u k a r 1/ a _a 1)   o k   t u _l a r 1n a   b a s 1n . \ n S a / a _a 1  d u r u m :     g e n i n   s a   ( a l t )   t a r a f 1n 1n   k o n u m u n u   d e i _t i r m e k   i  i n   s o l / s a   ( y u k a r 1/ a _a 1)   o k   t u _l a r 1n a   b a s 1n .   \ n T a _1:   Y u k a r 1/ a _a 1/ s o l / s a   o k   t u _l a r 1n a   b a s 1n . 	 [ T h u   n h   t h   c  n g ] \ n B m   p h  m   *     t h a y   i   h a y   c h m   b i u   t n g   t  n h   t r n g   t h u   n h     i   t  n h   t r n g   t h u   n h . \ n T  n h   t r n g   t r  i / l  n :   b m   c  c   m ii   t  n   t r  i / p h i   ( l  n / x u n g )     i   v   t r    b  n   t r  i   ( l  n )   c a   h  n h   c h   n h t . \ n T  n h   t r n g   p h i / x u n g :   b m   c  c   m ii   t  n   t r  i / p h i   ( l  n / x u n g )     i   v   t r    b  n   p h i   ( x u n g )   c a   h  n h   c h   n h t . \ n C h u y n :   b m   c  c   m ii   t  n   l  n / x u n g / t r  i / p h i . 	 [ K l i p   m a n u a l ] n \ T e k a n   t o m b o l   *   u n t u k   m e n g u b a h   a t a u   s e n t u h   i k o n   s t a t u s   k l i p   u n t u k   m e n g u b a h   s t a t u s   k l i p . \ n S t a t u s   k i r i / a t a s :   T e k a n   t o m b o l   t a n d a   p a n a h   k i r i / k a n a n   ( a t a s / b a w a h )   u n t u k   m e n g u b a h   p o s i s i   s i s i   k i r i   ( a t a s )   p e r s e g i   p a n j a n g . \ n S t a t u s   k a n a n / b a w a h :   T e k a n   t o m b o l   t a n d a   p a n a h   k i r i / k a n a n   ( a t a s / b a w a h )   u n t u k   m e n g u b a h   p o s i s i   s i s i   k a n a n   ( b a w a h )   p e r s e g i   p a n j a n g . \ n M e m i n d a h k a n :   T e k a n   t o m b o l   t a n d a   p a n a h   a t a s / b a w a h / k i r i / k a n a n . 	 [ K l i p   m a n u a l ] \ n T e k a n   k e k u n c i   *   u n t u k   m e n g u b a h   a t a u   s e n t u h   i k o n   k e d u d u k a n   k l i p   u n t u k   m e n g u b a h   k e d u d u k a n   k l i p . \ n K e d u d u k a n   k i r i / a t a s :   t e k a n   k e k u n c i   a n a k   p a n a h   k i r i / k a n a n   ( a t a s / b a w a h )   u n t u k   m e n g u b a h   k e d u d u k a n   s i s i   k i r i   ( a t a s )   s e g i e m p a t   t e p a t . \ n K e d u d u k a n   k a n a n / b a w a h :   t e k a n   k e k u n c i   a n a k   p a n a h   k i r i / k a n a n   ( a t a s / b a w a h )   u n t u k   m e n g u b a h   k e d u d u k a n   s i s i   k a n a n   ( b a w a h )   s e g i e m p a t   t e p a t . \ n A l i h :   t e k a n   k e k u n c i   a n a k   p a n a h   a t a s / b a w a h / k i r i / k a n a n . 	 [ .	H	(	A		2	  	M	2	?	*	] \ n ,	&	2	(	G	  	G	  2	?		  *   	A			@	  &	,	>			  	%	5	>	  	M	2	?	*	  8	M		G		  ,	&	2	(	G	  	G	  2	?		  	M	2	?	*	  8	M		G		  			I	(	  *	0	  		  	0	G		. \ n ,	>	/	>		/ 	*	  8	M		G		:   	/	$	  	@	  ,	>			  ( 		*	0	?	)   &	?	6	>	  	@	  8	M	%	?	$	?	  ,	&	2	(	G	  	G	  2	?		  ,	>			/ &	>			  ( 	*	/ !	>			(	)   	0	K	  	A			?	/	>		  &	,	>			. \ n n &	>	/	>		/ !	>			(	  8	M		G		:   	/	$	  	@	  &	>			  &	?	6	>	  	@	  8	M	%	?	$	?	  ,	&	2	(	G	  	G	  2	?		  ,	>			/ &	>			  ( 	*	/ !	>			(	)   	0	K	  	A			?	/	>		  &	,	>			. \ n 	*	/ !	>			(	/ ,	>			/ &	>			  	0	K	  	A			?	/	K		  	K	  &	,	>			. 	 	 	 	 [ K  z i   l e v  g  s ] \ n N y o m j a   m e g   a   *   g o m b o t   a   m  d o s  t  s h o z   v a g y    r i n t s e   m e g   a   l e v  g  s    l l a p o t a   i k o n t   a   l e v  g  s    l l a p o t  n a k   m  d o s  t  s  h o z . \ n B a l / f e l    l l a p o t :   n y o m j a   m e g   a   b a l / j o b b ( f e l / l e )   n y  l g o m b o t   a   n  g y s z  g   b a l ( f e l )   o l d a l a   h e l y z e t  n e k   m  d o s  t  s  h o z . \ n J o b b / l e    l l a p o t :   n y o m j a   m e g   a   b a l / j o b b   ( f e l / l e )   n y  l g o m b o t   a   n  g y s z  g   j o b b   ( l e )   o l d a l a   h e l y z e t  n e k   m  d o s  t  s  h o z . \ n M o z g a t  s :   n y o m j a   m e g   a   f e l / l e / b a l / j o b b   n y  l g o m b o t . 	 	 	 	 [ H a n d m a t i g   b i j s n i j d e n ] \ n D r u k   o p   *     o f   r a a k   h e t   p i c t o g r a m   v a n   d e   b i j s n i j t o e s t a n d   a a n   o m   d e   b i j s n i j t o e s t a n d   t e   v e r a n d e r e n . \ n L i n k s / o m h o o g :   d r u k   o p   d e   p i j l t j e s k n o p p e n   l i n k s / r e c h t s   ( o p / n e e r )   o m   d e   p o s i t i e   v a n   d e   l i n k e r   ( o p ) -   o f   b o v e n r a n d   v a n   d e   r e c h t h o e k   t e   v e r a n d e r e n . \ n R e c h t s / o m l a a g :   d r u k   o p   d e   p i j l t j e s k n o p p e n   l i n k s / r e c h t s   ( o p / n e e r )   o m   d e   p o s i t i e   v a n   d e   r e c h t e r -   o f   o n d e r r a n d   v a n   d e   r e c h t h o e k   t e   v e r a n d e r e n . \ n V e r p l a a t s e n :   d r u k   o p   d e   p i j l t j e s k n o p p e n   o p / n e e r / l i n k s / r e c h t s .   	 	 	 [ S e c v e n c  m a n u a l ] \ n A p s a ci   t a s t a   *   p e n t r u   m o d i f i c a r e   s a u   a t i n g e ci   p i c t o g r a m a   d e   s t a r e   a   s e c v e n ce i   p e n t r u   a   m o d i f i c a   s t a r e a   a c e s t e i a . \ n S t a r e   s t  n g a / s u s :   a p s a ci   t a s t e l e   s g e a t   s t  n g a / d r e a p t a   ( s u s / j o s )   p e n t r u   a   m o d i f i c a   p o z i ci a   l a t u r i i   d i n   s t  n g a   ( s u p e r i o a r e )   a   d r e p t u n g h i u l u i . \ n S t a r e   d r e a p t a / j o s :   a p s a ci   t a s t e l e   s g e a t   s t  n g a / d r e a p t a   ( s u s / j o s )   p e n t r u   a   m o d i f i c a   p o z i ci a   l a t u r i i   d i n   d r e a p t a   ( i n f e r i o a r e )   a   d r e p t u n g h i u l u i . \ n M u t a r e :   a p s a ci   t a s t e l e   s g e a t   s u s / j o s / s t  n g a / d r e a p t a . 	 	 	 [   ] \ n   *                     . \ n   / :         /   ( / )             ( )     . \ n   / :           / ( / )             ( )     . n \ :       /     /     /   . 	 	 	 [ (14  /3*] / n (1'  *:1  712  (14  D/  *   1'  A4'1  /'/G  '  4D  712  (14  1'  DE3  FE'/. / n 712  (14  ~/ ('D':   (1'  *:1  EHB9*  F'1G  ~  ( ('D')   E3*7D  '2  D/G'  ~'F/'1  ~/ 1'3*  ( ('D'/ ~'F)   '3*A'/G  F/. / n 712  (14  1'3*/ ~'F:   (1'  *:1  EHB9*  F'1G  1'3*  ( ~'F)   E3*7D  D/G'  ~'F/'1  ~/ 1'3*)   ('D'/ ~'F)   1'  A4'1  /G/. / n ,'(,'  1/F:   D/G'  ~'F/'1  ('D'/ ~'JJF/ ~/ 1'3*  1'  A4'1  /G/. 	 	 	 [ 									  					] \ n   								  				  				  *   		  					  		  							  						  								  				  				  					  					  				  						  				d	\ n   			/ 			  							:   			  ( 			)   					  												  							  								  				  				  			/ 			  ( 			/ 			)   			  							  		  						 	 	 	 	 	 	 	 	 [ P e r   h a n d - s n i t ] \ n D r u k   d i e   * - t o e t s   o m   t e   v e r a n d e r   o f   r a a k   a a n   d i e   s n i t s t a t u s - i k o o n   o m   d i e   s n i t s t a t u s   t e   v e r a n d e r . \ n L i n k s / o p - s t a t u s :   d r u k   l i n k s / r e g s   ( o p / a f )   p y l t j i e t o e t s e   o m   d i e   p o s i s i e   v a n   d i e   l i n k e r k a n t   ( b o )   v a n   d i e   r e g h o e k   t e   v e r a n d e r . \ n R e g s / a f - s t a t u s :   d r u k   l i n k s / r e g   ( o p / a f )   p y l t j i e t o e t s e   o m   d i e   p o s i s i e   v a n   d i e   r e g t e r k a n t   ( o n d e r )   v a n   d i e   r e g h o e k   t e   v e r a n d e r . \ n B e w e e g :   d r u k   o p / a f / l i n k s / r e g s - p y l t j i e t o e t s e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 \ n [ C l i p e   m a n u a l   ] \ n P r e s s i o n e   a   t e c l a   *   p a r a   m u d a r   o u   t o c a r   o    c o n e   d e   e s t a d o   d e   c l i p e   p a r a   m u d a r   e s s e   e s t a d o . \ n E s t a d o   e s q u e r d o / a c i m a :   P r e s s i o n e   a s   t e c l a s   d e   s e t a   e s q u e r d a / d i r e i t a   ( p a r a   c i m a / b a i x o )   p a r a   m u d a r   a   p o s i   o   d o   l a d o   e s q u e r d o   ( p a r a   c i m a )   d o   r e t  n g u l o . \ n E s t a d o   d i r e i t o / p a r a   b a i x o :   P r e s s i o n e   a s   t e c l a s   d e   s e t a   e s q u e r d a / d i r e i t a   ( p a r a   c i m a / b a i x o )   p a r a   m u d a r   a   p o s i   o   d o   l a d o   d i r e i t o   ( p a r a   b a i x o )   d o   r e t  n g u l o . \ n M o v e r :   P r e s s i o n e   a s   t e c l a s   d e   s e t a   p a r a   c i m a / b a i x o / e s q u e r d a / d i r e i t a . 
 
 S T R _ I D _ P H O A R T _ H E L P _ E F F E C T 	 P H O E D T 	 U N L I M 	 [ A d d   e f f e c t ] \ n U s e   l e f t   a n d   r i g h t   a r r o w   k e y ( o r   s i d e   k e y )   t o   c h a n g e   s e l e c t i o n . 	 U s e   l e f t / r i g h t   a r r o w   k e y   o r   s i d e   k e y s   t o   c h a n g e   s e l e c t e d   e f f e c t . 	 O(u]0SeTubtPu9exdvyrHe0	 O(u]0SeT.bO.9eS	bvyrHe0	 C
I8H!%9(#I2"/ '2  +#7-8H!I2I2@7H-@%5H"@-@GL5H@%7-	 U s e   l a   t e c l a   d e   f l e c h a   i z q u i e r d a / d e r e c h a   p a r a   c a m b i a r   e l   e f e c t o   s e l e c c i o n a d o .   	 U t i l i s e z   l e s   t o u c h e s   g a u c h e / d r o i t e   o u   l e s   t o u c h e s   s u r   l e   c o t    p o u r   c h a n g e r   l ' e f f e t   s  l e c t i o n n  . 	 A u s g e w  h l t e n   E f f e k t   m i t   L i n k s / R e c h t s - P f e i l t a s t e   o d e r   T a s t e n   a n   d e n   S e i t e n    n d e r n . 	 ;O  A<5=K  2K1@0==>3>  MDD5:B0  8A?>;L7C9B5  :=>?:8  A>  AB@5;:0<8  2;52>/ 2?@02>  8;8  1>:>2K5  :=>?:8. 	 U s a r e   l e   f r e c c e   s i n i s t r a / d e s t r a   o   i   t a s t i   l a t e r a l i   p e r   c a m b i a r e   l ' e f f e t t o   s e l e z i o n a t o . 	 '3*./E  EA*'-  'D3GE  'D#J31/ 'D#JEF  #H  'DEA'*J-  'D,'F(J)  D*:JJ1  'DE$+1  'DE-//. 	 U t i l i z e   a   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a / d i r e i t a   o u   a s   t e c l a s   l a t e r a i s   p a r a   a l t e r a r   o   e f e i t o   s e l e c c i o n a d o . 	 S e  i l e n   e f e k t i   d e i _t i r m e k   i  i n   s o l / s a   o k   v e y a   y a n   t u _l a r 1n 1  k u l l a n 1n . 	 D  n g   p h  m   m ii   t  n   t r  i / p h i   h o c   c  c   n  t   b  n   s n     i   h i u   n g      c h n . 	 G u n a k a n   t o m b o l   t a n d a   p a n a h   k i r i / k a n a n   a t a u   s a m p i n g   u n t u k   m e n g u b a h   e f e k   y a n g   d i p i l i h . 	 G u n a   k e k u n c i   a n a k   p a n a h   k i r i / k a n a n   a t a u   k e k u n c i   s i s i   u n t u k   m e n u k a r   k e s a n   t e r p i l i h . 	 	/	(	?	$	  *	M	0	-	>	5	  ,	&	2	(	G	  	G	  2	?	/	G	  ,	>	/	@		/ &	>	/	@		  $	@	0	  	A			?	/	>		  *	M	0	/	K		  	0	G			 	 	 	 A   b a l / j o b b   n y  l g o m b b a l   v a g y   a z   o l d a l s    g o m b o k k a l   m  d o s  t h a t j a   a   k i j e l  l t   e f f e k t u s t . 	 	 	 	 G e b r u i k   d e   p i j l t j e s   l i n k s / r e c h t s   o f   d e   k n o p p e n   o p z i j   o m   h e t   g e s e l e c t e e r d e   e f f e c t   t e   v e r a n d e r e n . 	 	 	 U t i l i z a ci   t a s t a   s t  n g a / d r e a p t a   s a u   t a s t e l e   l a t e r a l e   p e n t r u   a   m o d i f i c a   e f e c t u l   s e l e c t a t . 	 	 	       /                 . 	 	 	 (1'  *:1  ,DHG  'F*.'(  .H/  D/G'  ~'F/'1  ~/ 1'3*  '  D/G'  F'1  1'  ('1((1/. 	 	 	 									  						  								  				  			/ 			  			  		  		  							  		  							  				d		 	 	 	 	 	 	 	 	 G e b r u i k   l i n k s - / r e g s - p y l t j i e t o e t s   o f   k a n t t o e t s e   o m   g e k o s e   e f f e k   t e   v e r a n d e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   a   t e c l a   d e   s e t a   p a r a   e s q u e r d a / d i r e i t a   o u   t e c l a s   l a t e r a i s   p a r a   m u d a r   o   e f e i t o   s e l e c i o n a d o . 
 
 S T R _ I D _ P H O A R T _ H E L P _ F R A M E 	 P H O E D T 	 U N L I M 	 [ A d d   f r a m e ] \ n U s e   l e f t   a n d   r i g h t   a r r o w   k e y ( o r   s i d e   k e y )   t o   c h a n g e   s e l e c t i o n . 	 U s e   l e f t / r i g h t   a r r o w   k e y   o r   s i d e   k e y s   t o   c h a n g e   s e l e c t e d   f r a m e . 	 O(u]0SeTubtPu9exdvWFh0	 O(u]0SeT.bO.9eS	bvVFh0	 C
I8H!%9(#I2"/ '2  +#7-8H!I2I2@7H-@%5H"@#!5H@%7-	 U s e   l a   t e c l a   d e   f l e c h a   i z q u i e r d a / d e r e c h a   p a r a   c a m b i a r   e l   c u a d r o   s e l e c c i o n a d o .   	 U t i l i s e z   l e s   t o u c h e s   g a u c h e / d r o i t e   o u   l e s   t o u c h e s   s u r   l e   c o t    p o u r   c h a n g e r   l e   c a d r e   s  l e c t i o n n  . 	 A u s g e w  h l t e n   R a h m e n   m i t   L i n k s / R e c h t s - P f e i l t a s t e   o d e r   T a s t e n   a n   d e n   S e i t e n    n d e r n . 	 ;O  A<5=K  2K1@0==>9  @0<:8  8A?>;L7C9B5  :=>?:8  A>  AB@5;:>9  2;52>/ 2?@02>  8;8  1>:>2K5  :=>?:8. 	 U s a r e   l e   f r e c c e   s i n i s t r a / d e s t r a   o   i   t a s t i   l a t e r a l i   p e r   c a m b i a r e   l a   c o r n i c e   s e l e z i o n a t a . 	 '3*./E  EA*'-  'D3GE  'D#J31/ 'D#JEF  #H  'DEA'*J-  'D,'F(J)  D*:JJ1  'D%7'1  'DE-//. 	 U t i l i z e   a   t e c l a   d e   s e t a   p a r a   a   e s q u e r d a / d i r e i t a   o u   a s   t e c l a s   l a t e r a i s   p a r a   a l t e r a r   a   m o l d u r a   s e l e c c i o n a d a . 	 S e  i l e n    e r  e v e y i   d e i _t i r m e k   i  i n   s o l / s a   o k   v e y a   y a n   t u _l a r 1  k u l l a n 1n . 	 D  n g   p h  m   m ii   t  n   t r  i / p h i   h o c   c  c   n  t   b  n   s n     i   k h u n g   h  n h      c h n . 	 G u n a k a n   t o m b o l   t a n d a   p a n a h   k i r i / k a n a n   a t a u   s a m p i n g   u n t u k   m e n g u b a h   b i n g k a i   y a n g   d i p i l i h . 	 G u n a   k e k u n c i   a n a k   p a n a h   k i r i / k a n a n   a t a u   k e k u n c i   s i s i   u n t u k   m e n u k a r   b i n g k a i   t e r p i l i h . 	 	/	(	?	$	  +	M	0	G	.	  ,	&	2	(	G	  	G	  2	?	/	G	  ,	>	/	@		/ &	>	/	@		  $	@	0	  	A			?	/	>		  /	>	  8	>		!	  	A			?	/	>		  *	M	0	/	K		  	0	G			 	 	 	 A   b a l / j o b b   n y  l g o m b b a l   v a g y   a z   o l d a l s    g o m b o k k a l   m  d o s  t h a t j a   a   k i j e l  l t   k e r e t e t . 	 	 	 	 G e b r u i k   d e   p i j l t j e s   l i n k s / r e c h t s   o f   d e   k n o p p e n   o p z i j   o m   h e t   g e s e l e c t e e r d e   k a d e r   t e   v e r a n d e r e n . 	 	 	 U t i l i z a ci   t a s t a   s t  n g a / d r e a p t a   s a u   t a s t e l e   l a t e r a l e   p e n t r u   a   m o d i f i c a   c a d r u l   s e l e c t a t . 	 	 	       /           . 	 	 	 (1'  *:1  B'(  'F*.'(  .H/  D/G'  ~'F/'1  ~/ 1'3*  '  D/G'  F'1  1'  ('1((1/. 	 	 	 									  					  								  				  			/ 			  			  		  		  							  		  							  				d		 	 	 	 	 	 	 	 	 G e b r u i k   l i n k s - / r e g s - p y l t j i e t o e t s   o f   k a n t t o e t s e   o m   g e k o s e   r a a m   t e   v e r a n d e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   a   t e c l a   d e   s e t a   p a r a   e s q u e r d a / d i r e i t a   o u   t e c l a s   l a t e r a i s   p a r a   m u d a r   o   q u a d r o   s e l e c i o n a d o . 
 
 S T R _ I D _ P H B _ O P T I O N _ S E N D _ P O S T C A R D 	 P h o n e b o o k 	 I C O N T E X T 	 m e n u   i t e m   f o r   s e n d   p o s t c a r d 	 S e n d   p o s t c a r d 	 PfOGr	 SfOGr	 *HB*2#L	 E n v i a r   t a r j e t a   p o s t a l 	 E n v o y e r   c a r t e   p o s t a l e 	 P o s t k a r t e   s e n d e n 	 B?@028BL  >B:@KB:C	 I n v i a   c a r t o l i n a 	 %13'D  (7'B)  (1J/J)	 E n v i a r   p o s t a l 	 K a r t p o s t a l 1  g  n d e r 	 G i   b u   t h i p 	 K i r i m   k a r t u   p o s 	 H a n t a r   p o s k a d 	 *	K	8	M			>	0	M	!	  -	G		G			 	 	 	 K  p e s l a p   k  l d  s e 	 	 	 	 B r i e f k a a r t   v e r s t u r e n 	 	 	 T r i m i t e r e   c a r t e   p o _t a l 	 	 	   	 	 	 A13*'/F  '1*  ~3*'D	 	 	 											  						 	 	 	 	 	 	 	 	 S t u u r   p o s k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   c a r t  o   p o s t a l 
 
 S T R _ I D _ P H B _ N A M E _ N U M _ I N V A L I D 	 P h o n e B o o k 	 P O P U P 	 E r r o r   m e s s a g e 	 I n v a l i d   e i t h e r   n a m e   o r   n u m b e r 	 !qHevY
Tb_x	 eHevY
TbSx	 
7H-+#7-+!2"@%D!H9I-	 Y a   s e a   e l   n o m b r e   o   e l   n  m e r o   e s   i n v  l i d o 	 N o m   o u   n u m  r o   i n v a l i d e 	 E n t w e d e r   N a m e   o d e r   N u m m e r   u n g  l t i g 	 5?@028;L=K9  =><5@  8;8  8<O	 N o m e   o   n u m e r o   n o n   v a l i d o 	 'D'3E  #H  'D1BE  :J1  5'D-	 N o m e   o u   n  m e r o   i n v  l i d o 	 G e  e r s i z   i s i m   v e y a   n u m a r a 	 T  n   h o c   s   k h  n g   h p   l 	 N a m a   a t a u   n o m o r   t i d a k   v a l i d 	 N a m a   a t a u   n o m b o r   t i d a k   s a h 	 	.	>	(	M	/	  (	>	.	  /	>	  (	.	M	,	0		 	 	 	  r v  n y t e l e n   n  v   v a g y   s z  m 	 	 	 	 N a a m   o f   n u m m e r   o n g e l d i g 	 	 	 N u m e   s a u   n u m r   n e v a l i d 	 	 	         	 	 	 F'E  J'  4E'1G  F'E9*(1  G3*F/	 	 	 			  				  								  								  	 	 	 	 	 	 	 	 	 O n g e l d i g e   n a a m   o f   n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   o u   n  m e r o   i n v  l i d o 
 
 S T R _ I D _ P H B _ N A M E _ N U M _ I N V A L I D _ A L L 	 P h o n e B o o k 	 P O P U P 	 E r r o r   m e s s a g e 	 I n v a l i d   n a m e   a n d   n u m b e r 	 !qHevY
TT_x	 eHevY
TTSx	 
7H-A%0+!2"@%D!H9I-	 N o m b r e   o   n  m e r o   i n v  l i d o 	 N o m   e t   n u m  r o   i n v a l i d e s 	 N a m e   u n d   N u m m e r   u n g  l t i g 	 525@=>5  8<O  8  =><5@	 N o m e   e   n u m e r o   n o n   v a l i d i 	 'D'3E  H'D1BE  :J1  5'D-JF	 N o m e   e   n  m e r o   i n v  l i d o 	 G e  e r s i z   i s i m   v e   n u m a r a 	 T  n   v    s   k h  n g   h p   l 	 N a m a   d a n   n o m o r   t i d a k   v a l i d 	 N a m a   a t a u   n o m b o r   t i d a k   s a h 	 	.	>	(	M	/	  (	>	.	  	0	  (	.	M	,	0	  	 	 	 	  r v  n y t e l e n   n  v    s   s z  m 	 	 	 	 N a a m   e n   n u m m e r   o n g e l d i g 	 	 	 N u m e   _i   n u m r   n e v a l i d e 	 	 	       	 	 	 F'E  H  4E'1G  F'E9*(1  G3*F/	 	 	 			  	  								  									 	 	 	 	 	 	 	 	 O n g e l d i g e   n a a m   e n   n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   e   n  m e r o   i n v  l i d o 
 
 S T R _ I D _ P H B _ N A M E _ I N V A L I D 	 P h o n e B o o k 	 P O P U P 	 E r r o r   m e s s a g e 	 I n v a l i d   n a m e 	 !qHevY
T	 eHevY
T	 
7H-D!H9I-	 E l   n o m b r e   e s   i n v  l i d o 	 N o m   i n v a l i d e 	 U n g  l t i g e r   N a m e 	 525@=>5  8<O	 N o m e   n o n   v a l i d o 	 'D'3E  :J1  5'D-	 N o m e   i n v  l i d o 	 G e  e r s i z   a d 	 T  n   k . h p   l 	 N a m a   t i d a k   v a l i d 	 N a m a   t i d a k   s a h 	 	.	>	(	M	/	  (	>	.		 	 	 	  r v  n y t e l e n   n  v 	 	 	 	 O n g e l d i g e   n a a m 	 	 	 N u m e   n e v a l i d 	 	 	     	 	 	 F'E  F'E*9(1  '3*	 	 	 								  				 	 	 	 	 	 	 	 	 O n g e l d i g e   n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   i n v  l i d o 
 
 S T R _ M O V E _ T O _ P H O N E _ Q U E R Y _ M S G 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 M o v e   t o   p h o n e   q u e r y   m e s s a g e 	 M o v e   t o   p h o n e ? 	 ,dyKb_j	 yR0RKb:g	 "I2"DB#(1L? 	  M o v e r   a l   t e l  f o n o ? 	 D  p l a c e r   v e r s   t  l  p h o n e   ? 	 Z u m   T e l e f o n   v e r s c h i e b e n ? 	 5@5<5AB8BL  ? 	 S p o s t a r e   n e l   t e l e f o n o ? 	 'D'F*B'D  %DI  'DG'*A	 M o v e r   p a r a   o   t e l e f o n e ? 	 T e l e f o n a   t a _1n s 1n   m 1? 	 C h u y n   s a n g   m  y ? 	 P i n d a h k a n   k e   t e l e p o n ? 	 P i n d a h   k e   t e l e f o n ? 	 +	K	(	  *	0	  	>			? 	 	 	 	  t h e l y e z i   a   t e l e f o n r a ? 	 	 	 	 V e r p l a a t s e n   n a a r   t e l e f o o n ? 	 	 	 M u t a r e    n   t e l e f o n ? 	 	 	   ? 	 	 	 (G  *DAF  ,'(,'  4H/	 	 	 					  			? 	 	 	 	 	 	 	 	 	 S k u i f   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   t e l e f o n e ? 
 
 S T R _ M O V E _ T O _ S I M 1 _ Q U E R Y _ M S G 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 M o v e   t o   S I M 1   q u e r y   m e s s a g e 	 M o v e   t o   S I M 1 ? 	 ,dyS I M aS1 	 yR0RS I M aS1 	 "I2"D4!1 ? 	  M o v e r   a   S I M 1 ? 	 D  p l a c e r   v e r s   S I M 1   ? 	 Z u   S I M   1   v e r s c h i e b e n ? 	 5@5<5AB8BL  2  S I M 1 ? 	 S p o s t a r e   i n   S I M 1 ? 	 'D'F*B'D  %DI  1 S I M 	 M o v e r   p a r a   o   S I M 1 ? 	 S I M 1 ' e   t a _1n s 1n   m 1? 	 C h u y n   s a n g   S I M 1 ? 	 P i n d a h k a n   k e   S I M 1 ? 	 P i n d a h   k e   S I M 1 ? 	 S I M 1   *	0	  	>			? 	 	 	 	  t h e l y e z i   a   S I M 1 - r e ? 	 	 	 	 N a a r   S I M 1   v e r p l a a t s e n ? 	 	 	 M u t a r e   p e   S I M 1 ? 	 	 	   - S I M 1 ? 	 	 	 (G  S I M 1   ,'(,'  4H/	 	 	 				  	  			? 	 	 	 	 	 	 	 	 	 S k u i f   n a   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   S I M 1 ? 
 
 S T R _ M O V E _ T O _ S I M 2 _ Q U E R Y _ M S G 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 M o v e   t o   S I M 2   q u e r y   m e s s a g e 	 M o v e   t o   S I M 2 ? 	 ,dyS I M aS2 	 yR0RS I M aS2 	 "I2"D4!2 ? 	  M o v e r   a   S I M 1 ? 	 D  p l a c e r   v e r s   S I M 2   ? 	 Z u   S I M   2   v e r s c h i e b e n ? 	 5@5<5AB8BL  2  S I M 2 ? 	 S p o s t a r e   i n   S I M 2 ? 	 'D'F*B'D  %DI  2 S I M 	 M o v e r   p a r a   o   S I M 2 ? 	 S I M 2 ' y e   t a _1n s 1n   m 1? 	 C h u y n   s a n g   S I M 2 ? 	 P i n d a h k a n   k e   S I M 2 ? 	 P i n d a h   k e   S I M 2 ? 	 S I M 2   *	0	  	>			? 	 	 	 	  t h e l y e z i   a   S I M 2 - r e ? 	 	 	 	 N a a r   S I M 2   v e r p l a a t s e n ? 	 	 	 M u t a r e   p e   S I M 2 ? 	 	 	   - S I M 2 ? 	 	 	 (G  S I M 2   ,'(,'  4H/	 	 	 				  		  			? 	 	 	 	 	 	 	 	 	 S k u i f   n a   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   S I M 2 ? 
 
 S T R _ I D _ P H B _ E M A I L 1 _ A D R E S S 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 E m a i l   a d d r e s s   1 	 E m a i l   a d d r e s s   1 	 P[N0W@W1 	 5uP[N0W@W1 	 5H-"9H-5@!%  1 	 D i r .   d e   c o r r e o   1 	 A d r e s s e   e m a i l   1 	 E - M a i l - A d r e s s e   1 	 4@5A  M;.   ?>GBK  1 	 I n d i r i z z o   e m a i l   1 	 9FH'F  'D(1J/  'D%DC*1HFJ  1 	 E n d e r e  o   d e   E - m a i l   1 	 E - p o s t a   a d r e s i   1 	 a   c h   e m a i l   1 	 A l a m a t   e m a i l   1 	 A l a m a t   e - m e l   1 	 	.	G	2	  *	$	>	  1 	 	 	 	 1 .   e - m a i l   c  m 	 	 	 	 E m a i l a d r e s   1 	 	 	 A d r e s   e - m a i l   1 	 	 	   "   1 	 	 	 F4'F  1''F'EG  1 	 	 	 					  								 	 	 	 	 	 	 	 	 E - p o s a d r e s   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   e - m a i l   1 
 
 S T R _ I D _ P H B _ E M A I L 2 _ A D R E S S 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 S t r i n g   f o r   v i e w   f i e l d   E m a i l   A d d r e s s 2 	 E m a i l   a d d r e s s   2 	 P[N0W@W2 	 5uP[N0W@W2 	 5H-"9H-5@!%  2 	 D i r .   d e   c o r r e o   2 	 A d r e s s e   e m a i l   2 	 E - M a i l - A d r e s s e   2 	 4@5A  M;.   ?>GBK  2 	 I n d i r i z z o   e m a i l   2 	 9FH'F  'D(1J/  'D%DC*1HFJ  2 	 E n d e r e  o   d e   E - m a i l   2 	 E - p o s t a   a d r e s i   2 	 a   c h   e m a i l   2 	 A l a m a t   e m a i l   2 	 A l a m a t   e - m e l   2 	 	.	G	2	  *	$	>	  2 	 	 	 	 2 .   e - m a i l   c  m 	 	 	 	 E m a i l a d r e s   2 	 	 	 A d r e s   e - m a i l   2 	 	 	   "   2 	 	 	 F4'F  1''F'EG  2 	 	 	 					  								 	 	 	 	 	 	 	 	 E - p o s a d r e s   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   e - m a i l   2 
 
 S T R _ I D _ P H B _ U R L _ I N V A L I D 	 P h o n e B o o k 	 P O P U P 	 i n v a l i d   W e b   U R L   p o p u p   s t r i n g 	 I n v a l i d   U R L 	 !qHev}@W	 eHevQ@W	 @'G  U R L   D!H9I-	 U R L   i n v  l i d a 	 U R L   w e b   i n v a l i d e 	 U n g  l t i g e   I n t e r n e t - U R L 	 525@=K9  U R L 	 U R L   w e b   n o n   v a l i d o 	 9FH'F  U R L   :J1  5'D-	 U R L   W e b   i n v  l i d o 	 G e  e r s i z   W e b   U R L ' s i 	 U R L   W e b   k . h p   l 	 U R L   W e b   t i d a k   v a l i d 	 U R L   W e b   T i d a k   S a h 	 	.	>	(	M	/	  5	G	,	  /	B		0		2		 	 	 	  r v  n y t e l e n   W e b   U R L 	 	 	 	 O n g e l d i g e   w e b - U R L 	 	 	 A d r e s   U R L   W e b   n e v a l i d 	 	 	   W e b   U R L     	 	 	 U R L   H(  F'E9*(1  '3*	 	 	 								  				  							 	 	 	 	 	 	 	 	 O n g e l d i g e   W e b - U R L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U R L   i n v  l i d o 
 
 S T R _ I D _ S A V E _ C O N T A C T _ O P T _ U P D A T E 	 P h o n e B o o k 	 I C O N T E X T 	 m e n u i t e m   f o r   r e p l a c e   e x i s t e d   p h b   c o n t a c t 	 R e p l a c e   e x i s t i n g 	 fc](Wvoa}N	 fbc](WvT|N	 A5H#2"2#5H!5-"9HA%I'	 R e m p l a z a r   e x i s t e n t e 	 R e m p l a c e r   e x i s t a n t 	 V o r h a n d e n e s   e r s e t z e n 	 0<5=8BL  ACI5AB2CNI89	 S o s t i t u i s c i   e s i s t e n t e 	 '3*(/'D  'D-'DJ	 S u b s t i t u i r   e x i s t e n t e 	 V a r   o l a n 1  d e i _t i r 	 T h a y   s   l . l c   h i n   c  	 G a n t i   y a n g   a d a 	 G a n t i k a n   y a n g   s e d i a   a d a 	 .	L		B	&	>	  ,	&	2	G			 	 	 	 M e g l  v Q  c s e r  j e 	 	 	 	 B e s t a a n d e   v e r v a n g e n 	 	 	  n l o c u i r e   e x i s t e n t 	 	 	     	 	 	 ,'2F  EH1/  EH,H/	 	 	 											  					  											  					 	 	 	 	 	 	 	 	 V e r v a n g   b e s t a a n d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b s t i t u i r   e x i s t e n t e 
 
 S T R _ I D _ P H B _ E D I T _ S E L E C T E D _ C O N T A C T 	 P h o n e B o o k 	 I C O N T E X T 	 m e n u   i n   e d i t   s e l e c t e d   p h b   c o n t a c t 	 E d i t   s e l e c t e d 	 }/@bx	 @b		 AID*4H5H@%7-	 E d i t a r   s e l e c c i o n a d o   	 E d i t e r   s  l e c t i o n 	 B e a r b e i t u n g   g e w  h l t 	  540:B8@>20BL  2K1@0==>5	 M o d i f i c a   s e l e z i o n a t o 	 *E  '.*J'1  *-1J1	 E d i t a r   s e l e c c i o n a d o 	 S e  i l e n i   d  z e n l e 	    c h n   s a 	 E d i t   y a n g   d i p i l i h 	 E d i t   t e r p i l i h 	 	A	(	G	  9	A		  	K	  8		*	>	&	?	$	  	0	G			 	 	 	 K i j e l  l t   s z e r k e s z t  s e 	 	 	 	 B e w e r k i n g   g e s e l e c t e e r d 	 	 	 E d i t a r e   s e l e c t a t 	 	 	   	 	 	 HJ1'J4  EH1/  (12J/G	 	 	 					  							  					 	 	 	 	 	 	 	 	 W y s i g   g e k o s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   s e l e c i o n a d o 
 
 S T R _ I D _ P H B _ I N F O _ M A Y _ L O S T _ W H E N _ C O P Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 p o p u p   f o r   r e m i n d   t h a t   i n f o   m a y   l o s t   w h e n   c o p y   c o n t a c t   f r o m   p h o n e   t o   s i m 	 I n f o   m a y   b e   l o s t .   C o n t i n u e ? 	 ǌ
Sz1Y|~~	 Oo`SW1Y~~	 I-!9%-2*9
+2"  3H-+#7-D!H? 	 L a   i n f o r m a c i  n   p o d r  a   p e r d e r s e ,    c o n t i n u a r ? 	 L e s   i n f o s   s e r o n t   p e u t -  t r e   p e r d u e s .   C o n t i n u e r   ? 	 I n f o   e v e n t u e l l   v e r l o r e n .   F o r t s e t z e n ? 	 =D>@<0F8O  <>65B  1KBL  CB@0G5=0.   @>4>;60BL? 	 L e   i n f o r m a z i o n i   p o t r e b b e r o   a n d a r e   p e r d u t e .   C o n t i n u a r e ? 	 B/  *AB/  'DE9DHE'*  E*'(9)	 P o d e r  o   p e r d e r - s e   i n f o r m a   e s .   C o n t i n u a r ? 	 B i l g i   k a y b o l m u _  o l a b i l i r .   D e v a m   e d i l s i n   m i ? 	 T h . t i n   c    t h   b   m t .   T i p   t c ? 	 I n f o   m u n g k i n   h i l a n g .   L a n j u t k a n ? 	 M a k l u m a t   m u n g k i n   h i l a n g .   T e r u s k a n ? 	 8	B		(	>	  	A	.	  9	K	  8		$	@	  9	H	.   	>	0	@	  0		G		? 	 	 	 	 L e h e t ,   h o g y   e l v  s z   a z   i n f o r m  c i  .   F o l y t a t j a ? 	 	 	 	 G e g e v e n s   k u n n e n   v e r l o r e n   g a a n .   D o o r g a a n ? 	 	 	 E s t e   p o s i b i l   s   s e   p i a r d   i n f o r m a ci i .   C o n t i n u a ci ? 	 	 	     .     ? 	 	 	 4'J/  '7D'9'*  '2/3*  (1HF/.   9EDJ'*  '/'EG  J'(/	 	 	 				  						  				  				d	  							  				? 	 	 	 	 	 	 	 	 	 I n l i g t i n g   k a n   v e r l o r e   g a a n .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o   p o d e   s e r   p e r d i d a .   C o n t i n u a r ? 
 
 S T R _ I D _ P H B _ S E P _ C O L O N 	 P h o n e B o o k 	 P O P U P 	 C o l o n 	 :   	 	 	 :   	 :   	 :   	 :   	 :   	 : 	 :   	 :   	 :   	 :   	 :   	 :   	 : 	 	 	 	 : 	 	 	 	 :   	 	 	 :   	 	 	 :   	 	 	 :   	 	 	 :   	 	 	 	 	 	 	 	 	 :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 :   
 
 S T R _ I D _ P H B _ S Y N C 	 P h o n e B o o k 	 I C O N T E X T 	 S y n c h r o n i z e 	 S y n c h r o n i z e 	 Tek	 Tek	 4B#DL	 S i n c r o n i z a r 	 S y n c h r o n i s e r 	 S y n c h r o n i s i e r e n 	 !8=E@>=870F8O	 S i n c r o n i z z a 	 *2'EF	 S i n c r o n i z a r 	 S e n k r o n i z e   e t 	 n g   b   h  a 	 S i n k r o n i s a s i k a n 	 S e g e r a k k a n 	 8	?		M	0	K	(	>			<	  	0	G			 	 	 	 S z i n k r o n i z  l  s 	 	 	 	 S y n c h r o n i s e r e n 	 	 	 S i n c r o n i z a r e 	 	 	 	 	 	 GE3'F3'2	 	 	 											 	 	 	 	 	 	 	 	 S i n k r o n i s e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a r 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ P H O N E 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   C o p y   t o   p h o n e 	 T o   p h o n e 	 Kb_j	 Kb:g	 DB#(1L	 A   t e l  f o n o 	 V e r s   t  l  p h o n e 	 Z u m   T e l e f o n 	   B5;5D>=	 A l   t e l e f o n o 	 %DI  'DG'*A	 P a r a   o   t e l e f o n e 	 T e l e f o n a 	 S a n g   m  y 	 K e   t e l e p o n 	 K e   t e l e f o n 	 +	K	(	  *	0		 	 	 	 T e l e f o n r a 	 	 	 	 N a a r   t e l e f o o n 	 	 	  n   t e l e f o n 	 	 	 	 	 	 (G  *DAF	 	 	 						 	 	 	 	 	 	 	 	 N a   f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a   t e l e f o n e 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ S I M 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   C o p y   t o   s i m 	 T o   S I M 	 S I M aS	 S I M aS	 D4!	 A   S I M 	 V e r s   S I M 	 Z u   S I M 	   S I M 	 A l l a   S I M 	 %DI  S I M 	 P a r a   o   S I M 	 S I M ' e 	 S a n g   S I M 	 K e   S I M 	 K e   S I M 	 S I M   *	0		 	 	 	 S I M - r e 	 	 	 	 N a a r   S I M 	 	 	  n   S I M 	 	 	   S I M 	 	 	 (G  S I M 	 	 	 					 	 	 	 	 	 	 	 	 N a   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a   S I M 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ S I M 1 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   C o p y   t o   s i m 1 	 T o   S I M 1 	 S I M aS1 	 S I M aS1 	 D4!1 	 A   S I M 1 	 V e r s   S I M 1 	 Z u   S I M   1 	 0  S I M 1 	 A l l a   S I M 1 	 %DI  1 S I M 	 P a r a   o   S I M 1 	 S I M 1 ' e   	 S a n g   S I M 1 	 K e   S I M 1 	 K e   S I M 1 	 S I M 1   *	0		 	 	 	 S I M 1 - r e 	 	 	 	 N a a r   S I M 1 	 	 	  n   S I M 1 	 	 	 - S I M 1 	 	 	 (G  S I M 1 	 	 	 						 	 	 	 	 	 	 	 	 N a   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A o   S I M 1 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ S I M 2 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   C o p y   t o   s i m 2 	 T o   S I M 2 	 S I M aS2 	 S I M aS2 	 D4!2 	 A   S I M 2 	 V e r s   S I M 2 	 Z u   S I M   2 	 0  S I M 2 	 A l l a   S I M 2 	 %DI  2 S I M 	 P a r a   o   S I M 2 	 S I M 2 ' y e   	 S a n g   S I M 2 	 K e   S I M 2 	 K e   S I M 2 	 S I M 2   *	0		 	 	 	 S I M 2 - r e 	 	 	 	 N a a r   S I M 2 	 	 	 P e   S I M 2 	 	 	 - S I M 2 	 	 	 (G  S I M 2 	 	 	 							 	 	 	 	 	 	 	 	 N a   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a   S I M 2 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ F M G R 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   C o p y   t o   f i l e   m a n a g e r 	 T o   f i l e 	 jHh	 eN	 D"1D%L	 A   a r c h i v o 	 V e r s   l e   f i c h i e r 	 Z u r   D a t e i 	   D09;	 A l   f i l e 	 %DI  EDA	 P a r a   f i c h e i r o 	 d o s y a y a 	 n   t p   t i n 	 K e   f i l e 	 K e   f a i l 	 +	>		2	  	K		 	 	 	 F  j l b a 	 	 	 	 N a a r   b e s t a n d 	 	 	  n   f i _i e r 	 	 	 	 	 	 (G  ~1HF/G	 	 	 						 	 	 	 	 	 	 	 	 N a   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A o   a r q u i v o 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ P H O N E _ Q U E R Y _ M S G 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o p y   t o   p h o n e   q u e r y   m e s s a g e 	 C o p y   t o   p h o n e ? 	 0RKb_j	 
Y6R0RKb:g	 1%-DB#(1L? 	  C o p i a r   e n   e l   t e l  f o n o ? 	 C o p i e r   v e r s   l e   t  l  p h o n e   ? 	 Z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  2  B5;5D>=? 	 C o p i a r e   n e l   t e l e f o n o ? 	 F3.  %DI  'DG'*A	 C o p i a r   p a r a   o   t e l e f o n e ? 	 T e l e f o n   b e l l e i n e   k o p y a l a n s 1n   m 1  ? 	 C h  p   s a n g   m  y ? 	 S a l i n   k e   t e l e p o n ? 	 S a l i n   k e   t e l e f o n ? 	 +	K	(	  *	0	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   a   t e l e f o n r a ? 	 	 	 	 K o p i  r e n   n a a r   t e l e f o o n ? 	 	 	 C o p i e r e    n   t e l e f o n ? 	 	 	   ? 	 	 	 (G  *DAF  1HFH4*  4H/	 	 	 					  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ S I M _ Q U E R Y _ M S G 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o p y   t o   s i m   q u e r y   m e s s a g e 	 C o p y   t o   S I M ? 	 0RS I M aS	 
Y6R0RS I M aS	 1%-D4!? 	  C o p i a r   e n   S I M ? 	 C o p i e r   v e r s   S I M   ? 	 Z u   S I M   k o p i e r e n ? 	 >?8@>20BL  =0  S I M ? 	 C o p i a r e   i n   S I M ? 	 F3.  %DI  S I M 	 C o p i a r   p a r a   o   S I M ? 	 S I M ' e   k o p y a l a n s 1n   m 1? 	 C h  p   s a n g   S I M ? 	 S a l i n   k e   S I M ? 	 S a l i n   k e   S I M ? 	 S I M   *	0	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   a   S I M - r e ? 	 	 	 	 K o p i  r e n   n a a r   S I M ? 	 	 	 C o p i e r e    n   S I M ? 	 	 	   - S I M ? 	 	 	 (G  S I M   1HFH4*  4H/	 	 	 				  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   n a   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   a o   S I M ? 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ S I M 1 _ Q U E R Y _ M S G 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o p y   t o   s i m 1   q u e r y   m e s s a g e 	 C o p y   t o   S I M 1 ? 	 0RS I M aS1 	 
Y6R0RS I M aS1 	 1%-D4!1 ? 	  C o p i a r   e n   S I M 1 ? 	 C o p i e r   v e r s   S I M 1   ? 	 Z u   S I M   1   k o p i e r e n ? 	 >?8@>20BL  =0  S I M 1 ? 	 C o p i a r e   i n   S I M 1 ? 	 F3.  %DI  1 S I M 	 C o p i a r   p a r a   o   S I M 1 ? 	 S I M 1 ' e   k o p y a l a n s 1n   m 1? 	 C h  p   s a n g   S I M 1 ? 	 S a l i n   k e   S I M 1 ? 	 S a l i n   k e   S I M 1 ? 	 S I M 1   *	0	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   a   S I M 1 - r e ? 	 	 	 	 N a a r   S I M 1   k o p i  r e n ? 	 	 	 C o p i e r e    n   S I M 1 ? 	 	 	   - S I M 1 ? 	 	 	 (G  S I M 1   1HFH4*  4H/	 	 	 					  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   n a   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   a o   S I M 1 ? 
 
 S T R _ I D _ P H B _ C O P Y _ T O _ S I M 2 _ Q U E R Y _ M S G 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o p y   t o   s i m 2   q u e r y   m e s s a g e 	 C o p y   t o   S I M 2 ? 	 0RS I M aS2 	 
Y6R0RS I M aS2 	 1%-D4!2 ? 	  C o p i a r   e n   S I M 2 ? 	 C o p i e r   v e r s   S I M 2   ? 	 Z u   S I M   2   k o p i e r e n ? 	 >?8@>20BL  =0  S I M 2 ? 	 C o p i a r e   i n   S I M 2 ? 	 F3.  %DI  S I M 2 	 C o p i a r   p a r a   o   S I M 2 ? 	 S I M 2 ' y e   k o p y a l a n s 1n   m 1? 	 C h  p   s a n g   S I M 2 ? 	 S a l i n   k e   S I M 2 ? 	 S a l i n   k e   S I M 2 ? 	 S I M 2   *	0	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   a   S I M 2 - r e ? 	 	 	 	 N a a r   S I M 2   k o p i  r e n ? 	 	 	 C o p i e r e    n   S I M 2 ? 	 	 	   - S I M 2 ? 	 	 	 (G  S I M 2   1HFH4*  4H/	 	 	 						  			  			? 	 	 	 	 	 	 	 	 	 K o p i e e r   n a   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   a o   S I M 2 ? 
 
 S T R _ I D _ P H B _ M U L T I _ O P _ B U I L D _ U D X 	 P h o n e B o o k 	 I C O N T E X T 	 t o   b u i l d   u d x   f i l e 	 E x p o r t   U D X   f i l e 	 /SQǌeNcjHh	 [QpencNbceN	 *#I2D%L  U D X   	 C r e a r   a r c h i v o   U D X 	 C o n s t r u i r e   u n   f i c h i e r   U D X 	 U D X - D a t e i   e r s t e l l e n 	  575@28@>20=85  :>=B0:B>2	 C r e a   f i l e   U D X 	 %F4'!  EDA  U D X 	 C o m p i l a r   f i c h e i r o   U D X 	 U D X   d o s y a s 1  o l u _t u r 	 T o   f i l e   U D X 	 B u a t   f i l e   U D X 	 B i n a   f a i l   U D X 	 U D X   +	>		2	  ,	(	>				 	 	 	 U D X   f  j l   l  t r e h o z  s a 	 	 	 	 U D X - b e s t a n d   o p b o u w e n 	 	 	 G e n e r a r e   f i _i e r   U D X 	 	 	     U D X 	 	 	 3'.*F  ~1HF/G  U D X 	 	 	 								  				  				  				  	 	 	 	 	 	 	 	 	 B o u   U D X - l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n s t r u i r   a r q u i v o   U D X 
 
 S T R _ I D _ P H B _ M U L T I _ O P _ U D X _ B U I L D _ A S K 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 b u i l d   u d x   f i l e   a s k 	 E x p o r t   U D X   f i l e ? 	 /SQǌeNcjHh	 [QpencNbceN	 *#I2D%L  U D X ? 	  C r e a r   a r c h i v o   U D X ? 	 C o n s t r u i r e   u n   f i c h i e r   U D X   ? 	 U D X - D a t e i   e r s t e l l e n ? 	  575@28@>20=85  :>=B0:B>2? 	 C r e a r e   f i l e   U D X ? 	 %F4'!  EDA  U D X 	 C o m p i l a r   f i c h e i r o   U D X ? 	 U D X   d o s y a s 1  o l u _t u r u l s u n   m u ? 	 T o   f i l e   U D X ? 	 B u a t   f i l e   U D X ? 	 B i n a   f a i l   U D X ? 	 U D X   +	>		2	  ,	(	>			? 	 	 	 	 L  t r e h o z z a   a z   U D X   f  j l t ? 	 	 	 	 U D X - b e s t a n d   b o u w e n ? 	 	 	 G e n e r a r e   f i _i e r   U D X ? 	 	 	     U D X ? 	 	 	 ~1HF/G  U D X   3'.*G  4H/	 	 	 								  				  				  			? 	 	 	 	 	 	 	 	 	 B o u   U D X - l  e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n s t r u i r   a r q u i v o   U D X ? 
 
 S T R _ I D _ P H B _ C A N C E L L E D 	 P h o n e B o o k 	 P O P U P 	 C a n c e l l e d , 	 C a n c e l l e d , 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a r ,   	 a n n u l  , 	 A b g e b r o c h e n , 	 B<5=5=>, 	 A n n u l l a t o , 	 *E  'D%D:'!	 C a n c e l a d o , 	 0p t a l   e d i l d i , 	    h y , 	 D i b a t a l k a n , 	 D i b a t a l k a n , 	 0	&	M	&	  	?	/	>	  	/	>	, 	 	 	 	 M e g s z a k  t v a , 	 	 	 	 G e a n n u l e e r d 	 	 	 A n u l a t , 	 	 	 , 	 	 	 D:H  4/	 	 	 					  			  					, 	 	 	 	 	 	 	 	 	 G e k a n s e l l e e r , 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a d o , 
 
 S T R _ I D _ P H B _ N O _ C O N T A C T _ S E L E C T E D 	 P h o n e b o o k 	 P O P U P 	 N o   c o n t a c t   s e l e c t e d 	 N o   c o n t a c t   s e l e c t e d 	 l	gxdoa}N	 l	g	bT|N	 D!H!59I4H-9@%7-	 N o   h a y   u n   c o n t a c t o   s e l e c c i o n a d o 	 A u c u n   c o n t a c t   s  l e c t i o n n  	 K e i n   K o n t a k t   a u s g e w  h l t 	 >=B0:B  =5  2K1@0=	 N e s s u n   c o n t a t t o   s e l e z i o n a t o 	 DE  J*E  *-/J/  ,G)  '*5'D	 N e n h u m   c o n t a c t o   s e l e c c i o n a d o 	 K i _i   s e  i l m e d i 	 C h a   c h n   s   l i  n   l c 	 T i d a k   a d a   k o n t a k   y a n g   d i p i l i h 	 T i a d a   k e n a l a n   t e r p i l i h 	 	K		  8		*	0	M		  	/	(	?	$	  (	9	@		  	?	/	>	  	/	>		 	 	 	 N i n c s   k i j e l  l t   p a r t n e r 	 	 	 	 G e e n   c o n t a c t p e r s o o n   g e s e l e c t e e r d 	 	 	 N i c i o   p e r s o a n   d e   c o n t a c t   s e l e c t a t 	 	 	       	 	 	 G  E.'7(  (12/G  F4/G	 	 	 			  							  								  			  					 	 	 	 	 	 	 	 	 G e e n   k o n t a k   g e k i e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c o n t a t o   s e l e c i o n a d o 
 
 S T R _ I D _ P H B _ S E N D _ M U L T I _ M E S S A G E _ Q U E R Y _ 1 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 q u e r y   s t r i n g   f o r   s e n d   m o r e   c o n t a c t   t o   m e s s a g e 	 C a n   o n l y   a d d 	 SReQ	 SmR	 *2!2#@4H!DI@H21I	 P u e d e   a  a d i r   s o l a m e n t e 	 P o s s i b i l i t    d ' a j o u t e r   s e u l e m e n t 	 K a n n   n u r   h i n z u f  g e n 	 >6=>  B>;L:>  4>1028BL	 P u    s o l o   a g g i u n g e r e 	 JECF  AB7  %6'A)	 A p e n a s      p o s s  v e l   a d i c i o n a r   	 S a d e c e 	 C h   c    t h   t h  m 	 H a n y a   d a p a t   m e n a m b a h k a n 	 H a n y a   b o l e h   t a m b a h 	 	G	5	2	  	K	!	<	  8		$	>	  9	H		 	 	 	 C s a k   e z ( e k )   a d h a t  ( k )   h o z z  	 	 	 	 K a n   a l l e e n   t o e v o e g e n 	 	 	 S e   p o t   a d u g a   n u m a i 	 	 	     	 	 	 AB7  E*H'F  'A1H/	 	 	 				  					  				  					 	 	 	 	 	 	 	 	 K a n   s l e g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o d e   a p e n a s   a d i c i o n a r 
 
 S T R _ I D _ P H B _ S E N D _ M U L T I _ M E S S A G E _ Q U E R Y _ 2 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 q u e r y   s t r i n g   f o r   s e n d   m o r e   c o n t a c t   t o   m e s s a g e 	 c o n t a c t s .   C o n t i n u e ? 	 Poa}N0/f&T~~	 *NT|N/f&T~~	 9I4H-  3H-+#7-D!H? 	 c o n t a c t o s .    C o n t i n u a r ? 	 c o n t a c t s .   C o n t i n u e r   ? 	 K o n t a k t e .   F o r t s e t z e n ? 	 :>=B0:B>2.   @>4>;68BL? 	 c o n t a t t i .   C o n t i n u a r e ? 	 ,G'*  '*5'D  '3*E1'1	 c o n t a c t o s .   C o n t i n u a r ? 	 k i _i   e k l e n e b i l i r .   D e v a m ? 	 d a n h   b .   T i p   t c ? 	 k o n t a k .   L a n j u t k a n ? 	 k e n a l a n .   T e r u s k a n ? 	 8		*	0	M		.   	>	0	@	  0		G		? 	 	 	 	 p a r t n e r e k .   F o l y t a t j a ? 	 	 	 	 c o n t a c t e n .   D o o r g a a n ? 	 	 	 c o n t a c t e .   C o n t i n u a ci ? 	 	 	     .     ? 	 	 	   E.'7(G'.   9EDJ'*  '/'EG  J'(/	 	 	 							d	  							  						? 	 	 	 	 	 	 	 	 	 k o n t a k t e   b y v o e g .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c o n t a t o s .   C o n t i n u a r ? 
 
 S T R _ I D _ P H B _ S E N D _ M U L T I _ M E S S A G E _ Q U E R Y _ 3 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 q u e r y   s t r i n g   f o r   s e n d   m o r e   c o n t a c t   t o   m e s s a g e 	 c o n t a c t .   C o n t i n u e ? 	 Poa}N0/f&T~~	 *NT|N/f&T~~	 9I4H-  3H-+#7-D!H? 	 c o n t a c t o .    C o n t i n u a r ? 	 c o n t a c t .   C o n t i n u e r   ? 	 K o n t a k t .   F o r t s e t z e n ? 	 :>=B0:B.   @>4>;68BL? 	 c o n t a t t o .   C o n t i n u a r e ? 	 ,G)  '*5'D.   '3*E1'1	 c o n t a c t o .   C o n t i n u a r ? 	 k i _i   e k l e n e b i l i r .   D e v a m ? 	 s   l i  n   l c .   T i p   t c ? 	 k o n t a k   L a n j u t k a n ? 	 k e n a l a n .   T e r u s k a n ? 	 8		*	0	M		.   	>	0	@	  0		G		? 	 	 	 	 p a r t n e r .   F o l y t a t j a ? 	 	 	 	 c o n t a c t .   D o o r g a a n ? 	 	 	 c o n t a c t .   C o n t i n u a ci ? 	 	 	     .     ? 	 	 	   E.'7(.   9EDJ'*  '/'EG  J'(/	 	 	 							d	  							  						? 	 	 	 	 	 	 	 	 	 k o n t a k   b y v o e g .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c o n t a t o .   C o n t i n u a r ? 
 
 S T R _ I D _ P H B _ M A R K _ S E V E R A L _ O P _ M O V E _ S E L E C T E D 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   m o v e   s e l e c t e d 	 M o v e   m a r k e d 	 ,dyj	 yRh	 "I2"5H3@#7H-+!2"D'I	 M o v e r   m a r c a d o s 	 D  p l a c e m e n t   m a r q u  	 M a r k i e r t e s   v e r s c h i e b e n 	 5@5<5AB8BL	 S p o s t a   c o n t r a s s e g n a t o 	 FBD  'DE-//)	 M o v e r   m a r c a d o s 	 0_a r e t l i l e r i   t a _1	     n h   d u   c h u y n 	 P i n d a h k a n   y a n g   d i t a n d a i 	 A l i h k a n   y a n g   d i t a n d a 	 	?	9	M	(	?	$	  	2	>				 	 	 	 A   m e g j e l  l t e k    t h e l y e z  s e 	 	 	 	 G e m a r k e e r d e   v e r p l a a t s e n 	 	 	 M u t a r e   i n t r a r e   m a r c a t 	 	 	   	 	 	 ,'(,'J  9D'E*0'4*G  G'	 	 	 							  							  				  	 	 	 	 	 	 	 	 	 S k u i f   g e m e r k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   m a r c a d o 
 
 S T R _ I D _ P H B _ C O P Y _ S E V E R A L 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   C o p y   c o n t a c t s 	 C o p y   a l l 	 hQ萩_6R	 hQ
Y6R	 1%-9I4H-	 C o p i a r   c o n t a c t o s 	 C o p i e r   l e s   c o n t a c t s 	 K o n t a k t e   k o p i e r e n 	 >?8@>20BL  2A5	 C o p i a   c o n t a t t i 	 F3.  ,G'*  'D'*5'D	 C o p i a r   c o n t a c t o s 	 K i _i l e r i   k o p y a l a 	 C h  p   d a n h   b 	 S a l i n   k o n t a k 	 S a l i n   k e n a l a n 	 8		*	0	M		  	I	*	@	  	0	G			 	 	 	 P a r t n e r e k   m  s o l  s a 	 	 	 	 C o n t a c t e n   k o p i  r e n 	 	 	 C o p i e r e   c o n t a c t e 	 	 	     	 	 	 C~  C1/F  E.'7(G'	 	 	 							  						  			  				  	 	 	 	 	 	 	 	 	 K o p i e e r   k o n t a k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   c o n t a t o s 
 
 S T R _ I D _ P H B _ M O V E _ S E V E R A L 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   M o v e   c o n t a c t s 	 M o v e   a l l 	 yRhQ	 yRhQ	 "I2"9I4H-	 M o v e r   c o n t a c t o s 	 D  p l a c e r   l e s   c o n t a c t s 	 K o n t a k t e   v e r s c h i e b e n 	 5@5<5AB8BL  2A5	 S p o s t a   c o n t a t t i 	 FBD  ,G'*  'D'*5'D	 M o v e r   c o n t a c t o s 	 K i _i l e r i   t a _1	 C h u y n   d a n h   b 	 P i n d a h k a n   k o n t a k 	 A l i h   k e n a l a n 	 8		*	0	M		  	2	>				 	 	 	 P a r t n e r e k    t h e l y e z  s e 	 	 	 	 C o n t a c t e n   v e r p l a a t s e n 	 	 	 M u t a r e   c o n t a c t e 	 	 	     	 	 	 ,'(,'  1/F  E.'7(G'	 	 	 							  						  					  						 	 	 	 	 	 	 	 	 S k u i f   k o n t a k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   c o n t a t o s 
 
 S T R _ I D _ P H B _ S I M 1 T O P H O N E 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S I M 1   t o   p h o n e 	 S I M 1   t o   p h o n e 	 S I M aS1 Kb_j	 S I M aS1 Kb:g	 4!1   DB#(1L	 S I M 1   a l   t e l  f o n o 	 S I M 1      t  l  p h o n e 	 S I M   1   a n   T e l e f o n 	 S I M 1   =0  B5;5D>=	 D a   S I M 1   a l   t e l e f o n o 	 EF  (7'B)  S I M 1   %DI  'DG'*A	 D o   S I M   1   p a r a   o   t e l e f o n e 	 S I M 1 ' d e n   t e l e f o n a 	 S I M 1   s a n g   m  y 	 S I M 1   k e   t e l e p o n 	 S I M 1   k e p a d a   t e l e f o n 	 S I M 1   8	G	  +	K	(		 	 	 	 S I M 1 - r Ql   a   t e l e f o n r a 	 	 	 	 V a n   S I M   1   n a a r   t e l e f o o n 	 	 	 D e   p e   S I M 1    n   t e l e f o n 	 	 	 S I M 1   	 	 	 S I M 1   (G  *DAF	 	 	 				  				  					    	 	 	 	 	 	 	 	 	 S I M 1   n a   f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1   a o   t e l e f o n e 
 
 S T R _ I D _ P H B _ P H O N E T O S I M 1 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   P h o n e   t o   S I M 1 	 P h o n e   t o   S I M 1 	 Kb_jS I M aS1 	 Kb:gS I M aS1 	 B#(1LD4!1 	 T e l  f o n o   a   S I M 1 	 T  l  p h o n e      S I M 1 	 T e l e f o n   a n   S I M   1 	 !  B5;5D>=0  =0  S I M 1 	 D a l   t e l e f o n o   a   S I M 1 	 EF  'DG'*A  %DI  (7'B)  S I M 1 	 D o   t e l e f o n e   p a r a   o   S I M   1 	 T e l e f o n d a n   S I M 1 ' e 	 M  y   s a n g   S I M 1 	 T e l e p o n   k e   S I M 1 	 T e l e f o n   k e p a d a   S I M 1 	 +	K	(	  8	G	  S I M 1 	 	 	 	 T e l e f o n r  l   S I M 1 - r e 	 	 	 	 V a n   t e l e f o o n   n a a r   S I M   1 	 	 	 D i n   t e l e f o n   p e   S I M 1 	 	 	   - S I M 1 	 	 	 *DAF  (G  S I M 1 	 	 	 			  				  				  	  	 	 	 	 	 	 	 	 	 F o o n   n a   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   a o   S I M 1 
 
 S T R _ I D _ P H B _ S I M 2 T O P H O N E 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S I M 2   t o   p h o n e 	 S I M 2   t o   p h o n e 	 S I M aS2 Kb_j	 S I M aS2 Kb:g	 4!2   DB#(1L	 S I M 2   a   t e l  f o n o 	 S I M 2      t  l  p h o n e 	 S I M   2   a n   T e l e f o n 	 S I M 2   =0  B5;5D>=	 D a   S I M 2   a l   t e l e f o n o 	 EF  (7'B)  S I M 2   %DI  'DG'*A	 D o   S I M   2   p a r a   o   t e l e f o n e 	 S I M 2 ' d e n   t e l e f o n a 	 S I M 2   s a n g   m  y 	 S I M 2   k e   t e l e p o n 	 S I M 2   k e p a d a   t e l e f o n 	 S I M 2   8	G	  +	K	(		 	 	 	 S I M 2 - r Ql   a   t e l e f o n r a 	 	 	 	 V a n   S I M   2   n a a r   t e l e f o o n 	 	 	 D e   p e   S I M 2    n   t e l e f o n 	 	 	 S I M 2   	 	 	 S I M 2   (G  *DAF	 	 	 				  				  						 	 	 	 	 	 	 	 	 S I M 2   n a   f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2   a o   t e l e f o n e 
 
 S T R _ I D _ P H B _ P H O N E T O S I M 2 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   P h o n e   t o   S I M 2 	 P h o n e   t o   S I M 2 	 Kb_jS I M aS2 	 Kb:gS I M aS2 	 B#(1LD4!2 	 T e l  f o n o   a   S I M 2 	 T  l  p h o n e      S I M 2 	 T e l e f o n   a n   S I M   2 	 !  B5;5D>=0  =0  S I M 2 	 D a l   t e l e f o n o   a   S I M 2 	 EF  'DG'*A  %DI  (7'B)  S I M 2 	 D o   t e l e f o n e   p a r a   o   S I M   2 	 T e l e f o n d a n   S I M 2 ' y e 	 M  y   s a n g   S I M 2 	 T e l e p o n   k e   S I M 2 	 T e l e f o n   k e p a d a   S I M 2 	 +	K	(	  8	G	  S I M 2 	 	 	 	 T e l e f o n r  l   S I M 2 - r e 	 	 	 	 V a n   t e l e f o o n   n a a r   S I M   2 	 	 	 D i n   t e l e f o n   p e   S I M 2 	 	 	   - S I M 2 	 	 	 *DAF  (G  S I M 2 	 	 	 				  				  				- 		 	 	 	 	 	 	 	 	 F o o n   n a   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   a o   S I M 2 
 
 S T R _ I D _ P H B _ S I M 2 T O S I M 1 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S I M 2   t o   S I M 1 	 S I M 2   t o   S I M 1 	 S I M aS2 S I M aS1 	 S I M aS2 S I M aS1 	 4!2   D4!1 	 S I M 2   a   S I M 1 	 S I M 2      S I M 1 	 S I M   2   a n   S I M   1 	 S I M 2   =0  S I M 1 	 D a   S I M 2   a   S I M 1 	 EF  (7'B)  S I M 2   %DI  (7'B)  S I M 1 	 D o   S I M   2   p a r a   o   S I M   1 	 S I M 2 ' d e n   S I M 1 ' e 	 S I M 2   s a n g   S I M 1 	 S I M 2   k e   S I M 1 	 S I M 2   k e p a d a   S I M 1 	 S I M 2   8	G	  S I M 1 	 	 	 	 S I M 2 - r Ql   S I M 1 - r e 	 	 	 	 V a n   S I M   2   n a a r   S I M   1 	 	 	 D e   p e   S I M 2   p e   S I M 1 	 	 	 S I M 2   - S I M 1 	 	 	 S I M 2   (G  S I M 1 	 	 	 				  				  				- 		 	 	 	 	 	 	 	 	 S I M 2   n a   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2   a o   S I M 1 
 
 S T R _ I D _ P H B _ S I M 1 T O S I M 2 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S I M 1   t o   S I M 2 	 S I M 1   t o   S I M 2 	 S I M aS1 S I M aS2 	 S I M aS1 S I M aS2 	 4!1   D4!2 	 S I M 1   a   S I M 2 	 S I M 1      S I M 2 	 S I M   1   a n   S I M   2 	 S I M 1   =0  S I M 2 	 D a   S I M 1   a   S I M 2 	 EF  (7'B)  S I M 1   %DI  (7'B)  S I M 2 	 D o   S I M   1   p a r a   o   S I M   2 	 S I M 1 ' d e n   S I M 2 ' y e 	 S I M 1   s a n g   S I M 2 	 S I M 1   k e   S I M 2 	 S I M 1   k e p a d a   S I M 2 	 S I M 1   8	G	  S I M 2 	 	 	 	 S I M 1 - r Ql   S I M 2 - r e 	 	 	 	 V a n   S I M   1   n a a r   S I M   2 	 	 	 D e   p e   S I M 1   p e   S I M 2 	 	 	 S I M 1   - S I M 2 	 	 	 S I M 1   (G  S I M 2 	 	 	 				  				  				- 		 	 	 	 	 	 	 	 	 S I M 1   n a   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1   a o   S I M 2 
 
 S T R _ I D _ P H B _ S I M T O P H O N E 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S I M   t o   p h o n e 	 S I M   t o   p h o n e 	 S I M aSKb_j	 S I M aSKb:g	 4!DB#(1L	 S I M   a   t e l  f o n o 	 S I M      t  l  p h o n e 	 S I M   a n   T e l e f o n 	 7  S I M - :0@BK  2  B5;5D>=	 D a   S I M   a l   t e l e f o n o 	 EF  (7'B)  S I M   %DI  'DG'*A	 D o   S I M   p a r a   o   t e l e f o n e 	 S I M ' d e n   t e l e f o n a 	 S I M   s a n g   m  y 	 S I M   k e   t e l e p o n 	 S I M   k e p a d a   t e l e f o n 	 S I M   8	G	  +	K	(		 	 	 	 S I M - r Ql   t e l e f o n r a 	 	 	 	 V a n   S I M   n a a r   t e l e f o o n 	 	 	 D e   p e   S I M    n   t e l e f o n 	 	 	 S I M   	 	 	 S I M   (G  *DAF	 	 	 			  				  						 	 	 	 	 	 	 	 	 S I M   n a   f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   a o   t e l e f o n e 
 
 S T R _ I D _ P H B _ P H O N E T O S I M 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   P h o n e   t o   S I M 	 P h o n e   t o   S I M 	 Kb_jS I M aS	 Kb:gS I M aS	 B#(1LD4!	 T e l  f o n o   a   S I M 	 T  l  p h o n e      S I M 	 T e l e f o n   a n   S I M 	 !  B5;5D>=0  =0  S I M 	 D a l   t e l e f o n o   a   S I M 	 EF  'DG'*A  %DI  (7'B)  S I M   	 D o   t e l e f o n e   p a r a   o   S I M 	 T e l e f o n d a n   S I M ' e 	 M  y   s a n g   S I M 	 T e l e p o n   k e   S I M 	 T e l e f o n   k e p a d a   S I M 	 +	K	(	  8	G	  S I M 	 	 	 	 T e l e f o n r  l   S I M - r e 	 	 	 	 V a n   t e l e f o o n   n a a r   S I M 	 	 	 D i n   t e l e f o n   p e   S I M 	 	 	   - S I M 	 	 	 *DAF  (G  S I M 	 	 	 				  				  			- 		 	 	 	 	 	 	 	 	 F o o n   n a   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   a o   S I M 
 
 S T R _ I D _ P H B _ C O P Y _ S I M 1 T O P H O N E 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   S I M 1   t o   p h o n e 	 C o p y   a l l   f r o m   S I M 1   t o   p h o n e ? 	 hQS I M aS1 oa}NKb_j	 
Y6RhQS I M aS1 T|NKb:g	 1%-1I+!24!1   DB#(1L? 	  C o p i a r   t o d o   d e   S I M 1   a l   t e l  f o n o ? 	 C o p i e r   t o u t   d e   l a   S I M 1   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o n   S I M   1   z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M 1   =0  B5;5D>=? 	 C o p i a r e   t u t t o   d a   S I M 1   a l   t e l e f o n o ? 	 F3.  'DCD  EF  (7'B)  S I M 1   %DI  'DG'*A	 C o p i a r   t u d o   d o   S I M   1   p a r a   o   t e l e f o n e ? 	 S I M 1 ' d e n   t e l e f o n a   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M 1   s a n g   M  y ? 	 S a l i n   s e m u a   d a r i   S I M 1   k e   t e l e p o n ? 	 S a l i n   s e m u a   d a r i p a d a   S I M 1   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M 1   8	G	  +	K	(	  .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M 1 - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   1   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 1    n   t e l e f o n ? 	 	 	     - S I M 1   ? 	 	 	 GEG  EH'1/  '2  S I M 1   (G  *DAF  1HFH4*  4HF/	 	 	 				  				  		  				  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M 1   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M 1   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ C O P Y _ P H O N E T O S I M 1 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   P h o n e   t o   S I M 1 	 C o p y   a l l   f r o m   p h o n e   t o   S I M 1 ? 	 hQKb_joa}NS I M aS1 	 
Y6RhQKb:gT|NS I M aS1 	 1%-1I+!2B#(1LD4!1 ? 	  C o p i a r   t o d o   d e l   t e l  f o n o   a   S I M 1 ? 	 C o p i e r   t o u t   d u   t  l  p h o n e   v e r s   l a   S I M 1   ? 	 A l l e s   v o m   T e l e f o n   z u   S I M   1   k o p i e r e n ? 	 >?8@>20BL  2A5  A  B5;5D>=0  =0  S I M 1 ? 	 C o p i a r e   t u t t o   d a l   t e l e f o n o   a   S I M 1 ? 	 F3.  'DCD  EF  'DG'*A  %DI  (7'B)  S I M 1 	 C o p i a r   t u d o   d o   t e l e f o n e   p a r a   o   S I M   1 ? 	 T e l e f o n d a n   S I M 1 ' e   t  m  n    k o p y a l a ? 	 C h  p   h t   t   M  y   s a n g   S I M 1 ? 	 S a l i n   s e m u a   d a r i   t e l e p o n   k e   S I M 1 ? 	 S a l i n   s e m u a   d a r i p a d a   t e l e f o n   k e p a d a   S I M 1 ? 	 8	-	@	  	K	  +	K	(	  8	G	  S I M 1   .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   t e l e f o n r  l   a   S I M 1 - r e ? 	 	 	 	 A l l e s   v a n   t e l e f o o n   n a a r   S I M   1   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d i n   t e l e f o n   p e   S I M 1 ? 	 	 	       - S I M 1 ? 	 	 	 GEG  EH'1/  '2  *DAF  (G  S I M 1   1HFH4*  4HF/	 	 	 				  				  		  				- 	  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   f o o n   n a   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   t e l e f o n e   a o   S I M 1 ? 
 
 S T R _ I D _ P H B _ C O P Y _ S I M 2 T O P H O N E 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   S I M 2   t o   p h o n e 	 C o p y   a l l   f r o m   S I M 2   t o   p h o n e ? 	 hQS I M aS2 oa}NKb_j	 
Y6RhQS I M aS2 T|NKb:g	 1%-1I+!24!2   DB#(1L? 	  C o p i a r   t o d o   d e   S I M 2   a l   t e l  f o n o ? 	 C o p i e r   t o u t   d e   l a   S I M 2   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o n   S I M   2   z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M 2   =0  B5;5D>=? 	 C o p i a r e   t u t t o   d a   S I M 2   a l   t e l e f o n o ? 	 F3.  'DCD  EF  (7'B)  S I M 2   %DI  'DG'*A	 C o p i a r   t u d o   d o   S I M   2   p a r a   o   t e l e f o n e ? 	 S I M 2 ' d e n   t e l e f o n a   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M 2   s a n g   M  y ? 	 S a l i n   s e m u a   d a r i   S I M 2   k e   t e l e p o n ? 	 S a l i n   s e m u a   d a r i p a d a   S I M 2   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M 2   8	G	  +	K	(	  .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M 2 - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   2   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 2    n   t e l e f o n ? 	 	 	     - S I M 2   ? 	 	 	 GEG  EH'1/  '2  S I M 2   (G  *DAF  1HFH4*  4HF/	 	 	 				  				  		  					  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M 2   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M 2   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ C O P Y _ P H O N E T O S I M 2 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   P h o n e   t o   S I M 2 	 C o p y   a l l   f r o m   p h o n e   t o   S I M 2 ? 	 hQKb_joa}NS I M aS2 	 
Y6RhQKb:gT|NS I M aS2 	 1%-1I+!2B#(1LD4!2 ? 	  C o p i a r   t o d o   d e l   t e l  f o n o   a   S I M 2 ? 	 C o p i e r   t o u t   d u   t  l  p h o n e   v e r s   l a   S I M 2   ? 	 A l l e s   v o m   T e l e f o n   z u   S I M   2   k o p i e r e n ? 	 >?8@>20BL  2A5  A  B5;5D>=0  =0  S I M 2 ? 	 C o p i a r e   t u t t o   d a l   t e l e f o n o   a   S I M 2 ? 	 F3.  'DCD  EF  'DG'*A  %DI  (7'B)  S I M 2 	 C o p i a r   t u d o   d o   t e l e f o n e   p a r a   o   S I M   2 ? 	 T e l e f o n d a n   S I M 2 ' y e   t  m  n    k o p y a l a ? 	 C h  p   h t   t   M  y   s a n g   S I M 2 ? 	 S a l i n   s e m u a   d a r i   t e l e p o n   k e   S I M 2 ? 	 S a l i n   s e m u a   d a r i p a d a   t e l e f o n   k e p a d a   S I M 2 ? 	 8	-	@	  	K	  S I M 2   8	G	  +	K	(	  .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   t e l e f o n r  l   a   S I M 2 - r e ? 	 	 	 	 A l l e s   v a n   t e l e f o o n   n a a r   S I M   2   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d i n   t e l e f o n   p e   S I M 2 ? 	 	 	       - S I M 2 ? 	 	 	 GEG  EH'1/  '2  *DAF  (G  S I M 2   1HFH4*  4HF/	 	 	 			  				  		  				- 		  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   f o o n   n a   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   t e l e f o n e   a o   S I M 2 ? 
 
 S T R _ I D _ P H B _ C O P Y _ S I M 2 T O S I M 1 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   S I M 2   t o   S I M 1 	 C o p y   a l l   f r o m   S I M 2   t o   S I M 1 ? 	 hQS I M aS2 oa}NS I M aS1 	 
Y6RhQS I M aS2 T|NS I M aS1 	 1%-1I+!24!2   D4!1 ? 	  C o p i a r   t o d o   d e   S I M 2   a   S I M 1 ? 	 C o p i e r   t o u t   d e   l a   S I M 2      l a   S I M 1   ? 	 A l l e s   v o n   S I M   2   z u   S I M   1   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M 2   =0  S I M 1 ? 	 C o p i a r e   t u t t o   d a   S I M 2   a   S I M 1 ? 	 F3.  'DCD  EF  (7'B)  S I M 2   %DI  (7'B)  S I M 1 	 C o p i a r   t u d o   d o   S I M   2   p a r a   o   S I M   1 ? 	 S I M 2 ' d e n   S I M 1 ' e   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M 2   s a n g   S I M 1 ? 	 S a l i n   s e m u a   d a r i   S I M 2   k e   S I M 1 ? 	 S a l i n   s e m u a   d a r i p a d a   S I M 2   k e   S I M 1 ? 	 8	-	@	  	K	  S I M 2   8	G	  S I M 1   .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M 2 - r Ql   a   S I M 1 - r e ? 	 	 	 	 A l l e s   v a n   S I M   2   n a a r   S I M   1   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 2   p e   S I M 1 ? 	 	 	     - S I M 2   - S I M 1 ? 	 	 	 GEG  EH'1/  '2  S I M 2   (G  S I M 1   1HFH4*  4HF/	 	 	 				  				  		  				- 	  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M 2   n a   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M 2   a o   S I M 1 ? 
 
 S T R _ I D _ P H B _ C O P Y _ S I M 1 T O S I M 2 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   S I M 1   t o   S I M 2 	 C o p y   a l l   f r o m   S I M 1   t o   S I M 2 ? 	 hQS I M aS1 oa}NS I M aS2 	 
Y6RhQS I M aS1 T|NS I M aS2 	 1%-1I+!24!1   D4!2 ? 	  C o p i a r   t o d o   d e   S I M 1   a   S I M 2 ? 	 C o p i e r   t o u t   d e   l a   S I M 1   v e r s   l a   S I M 2   ? 	 A l l e s   v o n   S I M   1   z u   S I M   2   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M 1   =0  S I M 2 ? 	 C o p i a r e   t u t t o   d a   S I M 1   a   S I M 2 ? 	 F3.  'DCD  EF  (7'B)  S I M 1   %DI  (7'B)  S I M 2 	 C o p i a r   t u d o   d o   S I M   1   p a r a   o   S I M   2 ? 	 S I M 1 ' d e n   S I M 2 ' y e   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M 1   s a n g   S I M 2 ? 	 S a l i n   s e m u a   d a r i   S I M 1   k e   S I M 2 ? 	 S a l i n   s e m u a   d a r i p a d a   S I M 1   k e   S I M 2 ? 	 8	-	@	  	K	  S I M 1   8	G	  S I M 2   .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M 1 - r Ql   a   S I M 2 - r e ? 	 	 	 	 A l l e s   v a n   S I M   1   n a a r   S I M   2   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 1   p e   S I M 2 ? 	 	 	     - S I M 1   - S I M 2 ? 	 	 	 GEG  EH'1/  '2  S I M 1   (G  S I M 2   1HFH4*  4HF/	 	 	 				  				  		  				- 		  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M 1   n a   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M 1   a o   S I M 2 ? 
 
 S T R _ I D _ P H B _ C O P Y _ S I M T O P H O N E 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   S I M   t o   p h o n e 	 C o p y   a l l   f r o m   S I M   t o   p h o n e ? 	 hQS I M aSoa}NKb_j	 
Y6RhQS I M aST|NKb:g	 1%-1I+!24!DB#(1L? 	  C o p i a r   t o d o   d e   S I M   a l   t e l  f o n o ? 	 C o p i e r   t o u t   d e   l a   S I M   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o m   S I M   z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M   =0  B5;5D>=? 	 C o p i a r e   t u t t o   d a   S I M   a l   t e l e f o n o ? 	 F3.  'DCD  EF  (7'B)  S I M   %DI  'DG'*A	 C o p i a r   t u d o   d o   S I M   p a r a   o   t e l e f o n e ? 	 S I M ' d e n   t e l e f o n a   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M   s a n g   M  y ? 	 S a l i n   s e m u a   d a r i   S I M   k e   t e l e p o n ? 	 S a l i n   s e m u a   d a r i p a d a   S I M   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M   8	G	  +	K	(	  .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M    n   t e l e f o n ? 	 	 	     - S I M   ? 	 	 	 GEG  EH'1/  '2  S I M   (G  *DAF  1HFH4*  4HF/	 	 	 			  				  		  				  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ C O P Y _ P H O N E T O S I M 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   c o p y   a l l   P h o n e   t o   S I M 	 C o p y   a l l   f r o m   p h o n e   t o   S I M ? 	 hQKb_joa}NS I M aS	 
Y6RhQKb:gT|NS I M aS	 1%-1I+!2B#(1LD4!? 	  C o p i a r   t o d o   d e l   t e l  f o n o   a   S I M 2 ? 	 C o p i e r   t o u t   d u   t  l  p h o n e   v e r s   l e   S I M   ? 	 A l l e s   v o m   T e l e f o n   z u m   S I M   k o p i e r e n ? 	 >?8@>20BL  2A5  A  B5;5D>=0  =0  S I M ? 	 C o p i a r e   t u t t o   d a l   t e l e f o n o   a   S I M ? 	 F3.  'DCD  EF  'DG'*A  %DI  (7'B)  S I M 	 C o p i a r   t u d o   d o   t e l e f o n e   p a r a   o   S I M ? 	 T e l e f o n d a n   S I M ' e   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M   s a n g   M  y ? 	 S a l i n   s e m u a   d a r i   t e l e p o n   k e   S I M ? 	 S a l i n   s e m u a   d a r i p a d a   t e l e f o n   k e   S I M ? 	 8	-	@	  	K	  +	K	(	  8	G	  S I M   .	G		  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   t e l e f o n r  l   a   S I M - r e ? 	 	 	 	 A l l e s   v a n   t e l e f o o n   n a a r   S I M   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d i n   t e l e f o n   p e   S I M ? 	 	 	       - S I M ? 	 	 	 GEG  EH'1/  '2  *DAF  (G  S I M   1HFH4*  4HF/	 	 	 			  				  		  			- 	  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   f o o n   n a   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   t e l e f o n e   a o   S I M ? 
 
 S T R _ I D _ P H B _ M O V E _ S I M 1 T O P H O N E 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   S I M 1   t o   p h o n e 	 M o v e   a l l   f r o m   S I M 1   t o   p h o n e ? 	 ,dyhQS I M aS1 oa}NKb_j	 yRhQS I M aS1 T|NKb:g	 "I2"1I+!24!1   DB#(1L? 	  M o v e r   t o d o   d e   S I M 1   a l   t e l  f o n o ? 	 D  p l a c e r   t o u t   d e   l a   S I M 1   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o n   S I M   1   z u m   T e l e f o n   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  S I M 1   =0  B5;5D>=? 	 S p o s t a r e   t u t t o   d a   S I M 1   a l   t e l e f o n o ? 	 FBD  'DCD  EF  (7'B)  S I M 1   %DI  'DG'*A	 M o v e r   t u d o   d o   S I M   1   p a r a   o   t e l e f o n e ? 	 S I M 1 ' d e n   t e l e f o n a   t  m  n    t a _1? 	 C h u y n   h t   t   S I M 1   s a n g   M  y ? 	 P i n d a h k a n   s e m u a   d a r i   S I M 1   k e   t e l e p o n ? 	 P i n d a h   s e m u a   d a r i   S I M 1   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M 1   8	G	  +	K	(	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   S I M 1 - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   1   n a a r   t e l e f o o n   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 1    n   t e l e f o n ? 	 	 	     - S I M 1   ? 	 	 	 GEG  EH'1/  '2  S I M 1   (G  *DAF  ,'(,'  4HF/	 	 	 				  				  		  					  					  						? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   S I M 1   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   S I M 1   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ M O V E _ P H O N E T O S I M 1 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   P h o n e   t o   S I M 1 	 M o v e   a l l   f r o m   p h o n e   t o   S I M 1 ? 	 ,dyhQKb_joa}NS I M aS1 	 yRhQKb:gT|NS I M aS1 	 "I2"1I+!2B#(1LD4!1 ? 	  M o v e r   t o d o   d e l   t e l  f o n o   a   S I M 1 ? 	 D  p l a c e r   t o u t   d u   t  l  p h o n e   v e r s   l a   S I M 1   ? 	 A l l e s   v o m   T e l e f o n   z u   S I M   1   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  B5;5D>=0  =0  S I M 1 ? 	 S p o s t a r e   t u t t o   d a l   t e l e f o n o   a   S I M 1 ? 	 FBD  'DCD  EF  'DG'*A  %DI  (7'B)  S I M 1 	 M o v e r   t u d o   d o   t e l e f o n e   p a r a   o   S I M   1 ? 	 T e l e f o n d a n   S I M 1 ' e   t  m  n    t a _1? 	 C h u y n   h t   t   M  y   s a n g   S I M 1 ? 	 P i n d a h k a n   s e m u a   d a r i   t e l e p o n   k e   S I M 1 ? 	 P i n d a h   s e m u a   d a r i   t e l e f o n   k e   S I M 1 ? 	 8	-	@	  	K	  +	K	(	  8	G	  S I M 1   .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   t e l e f o n r  l   a   S I M 1 - r e ? 	 	 	 	 A l l e s   v a n   t e l e f o o n   n a a r   S I M   1   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d i n   t e l e f o n   p e   S I M 1 ? 	 	 	       - S I M 1 ? 	 	 	 GEG  EH'1/  '2  *DAF  (G  S I M 1   ,'(,'  4HF/	 	 	 			  				  		  				- 	  					  						? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   f o o n   n a   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   t e l e f o n e   a o   S I M 1 ? 
 
 S T R _ I D _ P H B _ M O V E _ S I M 2 T O P H O N E 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   S I M 2   t o   p h o n e 	 M o v e   a l l   f r o m   S I M 2   t o   p h o n e ? 	 ,dyhQS I M aS2 oa}NKb_j	 yRhQS I M aS2 T|NKb:g	 "I2"1I+!24!2   DB#(1L? 	  M o v e r   t o d o   d e   S I M 2   a l   t e l  f o n o ? 	 D  p l a c e r   t o u t   d e   l a   S I M 2   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o n   S I M   2   z u m   T e l e f o n   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  S I M 2   =0  B5;5D>=? 	 S p o s t a r e   t u t t o   d a   S I M 2   a l   t e l e f o n o ? 	 FBD  'DCD  EF  (7'B)  S I M 2   %DI  'DG'*A	 M o v e r   t u d o   d o   S I M   2   p a r a   o   t e l e f o n e ? 	 S I M 2 ' d e n   t e l e f o n a   t  m  n    t a _1? 	 C h u y n   h t   t   S I M 2   s a n g   M  y ? 	 P i n d a h k a n   s e m u a   d a r i   S I M 2   k e   t e l e p o n ? 	 P i n d a h   s e m u a   d a r i   S I M 2   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M 2   8	G	  +	K	(	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   S I M 2 - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   2   n a a r   t e l e f o o n   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 2    n   t e l e f o n ? 	 	 	     - S I M 2   ? 	 	 	 GEG  EH'1/  '2  S I M 2   (G  *DAF  ,'(,'  4HF/	 	 	 				  				  		  					  					  						? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   S I M 2   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   S I M 2   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ M O V E _ P H O N E T O S I M 2 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   P h o n e   t o   S I M 2 	 M o v e   a l l   f r o m   p h o n e   t o   S I M 2 ? 	 ,dyhQKb_joa}NS I M aS2 	 yRhQKb:gT|NS I M aS2 	 "I2"1I+!2B#(1LD4!2 ? 	  M o v e r   t o d o   d e l   t e l  f o n o   a   S I M 2 ? 	 D  p l a c e r   t o u t   d u   t  l  p h o n e   v e r s   l a   S I M 2   ? 	 A l l e s   v o m   T e l e f o n   z u   S I M   2   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  B5;5D>=0  =0  S I M 2 ? 	 S p o s t a r e   t u t t o   d a l   t e l e f o n o   a   S I M 2 ? 	 FBD  'DCD  EF  'DG'*A  %DI  (7'B)  S I M 2 	 M o v e r   t u d o   d o   t e l e f o n e   p a r a   o   S I M   2 ? 	 T e l e f o n d a n   S I M 2 ' y e   t  m  n    t a _1? 	 C h u y n   h t   t   M  y   s a n g   S I M 2 ? 	 P i n d a h k a n   s e m u a   d a r i   t e l e p o n   k e   S I M 2 ? 	 P i n d a h   s e m u a   d a r i   t e l e f o n   k e   S I M 2 ? 	 8	-	@	  	K	  +	K	(	  8	G	  S I M 2   .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   t e l e f o n r  l   a   S I M 2 - r e ? 	 	 	 	 A l l e s   v a n   t e l e f o o n   n a a r   S I M   2   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d i n   t e l e f o n   p e   S I M 2 ? 	 	 	       - S I M 2 ? 	 	 	 GEG  EH'1/  '2  *DAF  (G  S I M 2   ,'(,'  4HF/	 	 	 				  				  		  				- 		  					  					? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   f o o n   n a   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   t e l e f o n e   a o   S I M 2 ? 
 
 S T R _ I D _ P H B _ M O V E _ S I M 2 T O S I M 1 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   S I M 2   t o   S I M 1 	 M o v e   a l l   f r o m   S I M 2   t o   S I M 1 ? 	 ,dyhQS I M aS2 oa}NS I M aS1 	 yRhQS I M aS2 T|NS I M aS1 	 "I2"1I+!24!2   D4!1 ? 	  M o v e r   t o d o   d e   S I M 2   a   S I M 1 ? 	 D  p l a c e r   t o u t   d e   l a   S I M 2      l a   S I M 1   ? 	 A l l e s   v o n   S I M   2   z u   S I M   1   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  S I M 2   =0  S I M 1 ? 	 S p o s t a r e   t u t t o   d a   S I M 2   a   S I M 1 ? 	 FBD  'DCD  EF  (7'B)  S I M 2   %DI  (7'B)  S I M 1 	 M o v e r   t u d o   d o   S I M   2   p a r a   o   S I M   1 ? 	 S I M 2 ' d e n   S I M 1 ' e   t  m  n    t a _1? 	 C h u y n   h t   t   S I M 2   s a n g   S I M 1 ? 	 P i n d a h k a n   s e m u a   d a r i   S I M 2   k e   S I M 1 ? 	 P i n d a h   s e m u a   d a r i   S I M 2   k e   S I M 1 ? 	 8	-	@	  	K	  S I M 2   8	G	  S I M 1   .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   S I M 2 - r Ql   a   S I M 1 - r e ? 	 	 	 	 A l l e s   v a n   S I M   2   n a a r   S I M   1   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 2   p e   S I M 1 ? 	 	 	     - S I M 2   - S I M 1 ? 	 	 	 GEG  EH'1/  '2  S I M 2   (G  S I M 1   ,'(,'  4HF/	 	 	 				  				  		  				- 	  					  						? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   S I M 2   n a   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   S I M 2   a o   S I M 1 ? 
 
 S T R _ I D _ P H B _ M O V E _ S I M 1 T O S I M 2 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   S I M 1   t o   S I M 2 	 M o v e   a l l   f r o m   S I M 1   t o   S I M 2 ? 	 ,dyhQS I M aS1 oa}NS I M aS2 	 yRhQS I M aS1 T|NS I M aS2 	 "I2"1I+!24!1   D4!2 ? 	  M o v e r   t o d o   d e   S I M 1   a   S I M 2 ? 	 D  p l a c e r   t o u t   d e   l a   S I M 1   v e r s   l a   S I M 2   ? 	 A l l e s   v o n   S I M   1   z u   S I M   2   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  S I M 1   =0  S I M 2 ? 	 S p o s t a r e   t u t t o   d a   S I M 1   a   S I M 2 ? 	 FBD  'DCD  EF  (7'B)  S I M 1   %DI  (7'B)  S I M 2 	 M o v e r   t u d o   d o   S I M   1   p a r a   o   S I M   2 ? 	 S I M 1 ' d e n   S I M 2 ' y e   t  m  n    t a _1? 	 C h u y n   h t   t   S I M 1   s a n g   S I M 2 ? 	 P i n d a h k a n   s e m u a   d a r i   S I M 1   k e   S I M 2 ? 	 P i n d a h   s e m u a   d a r i   S I M 1   k e   S I M 2 ? 	 8	-	@	  	K	  S I M 1   8	G	  S I M 2   .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   S I M 1 - r Ql   a   S I M 2 - r e ? 	 	 	 	 A l l e s   v a n   S I M   1   n a a r   S I M   2   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 1   p e   S I M 2 ? 	 	 	     - S I M 1   - S I M 2 ? 	 	 	 GEG  EH'1/  '2  S I M 1   (G  S I M 2   ,'(,'  4HF/	 	 	 				  				  		  				- 		  					  						? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   S I M 1   n a   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   S I M 1   a o   S I M 2 ? 
 
 S T R _ I D _ P H B _ M O V E _ S I M T O P H O N E 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   S I M   t o   p h o n e 	 M o v e   a l l   f r o m   S I M   t o   p h o n e ? 	 ,dyhQS I M aSoa}NKb_j	 yRhQS I M aST|NKb:g	 "I2"1I+!24!DB#(1L? 	  M o v e r   t o d o   d e   S I M   a l   t e l  f o n o ? 	 D  p l a c e r   t o u t   d e   l a   S I M   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o m   S I M   z u m   T e l e f o n   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  S I M   =0  B5;5D>=? 	 S p o s t a r e   t u t t o   d a   S I M   a l   t e l e f o n o ? 	 FBD  'DCD  EF  (7'B)  S I M   %DI  'DG'*A	 M o v e r   t u d o   d o   S I M   p a r a   o   t e l e f o n e ? 	 S I M ' d e n   t e l e f o n a   t  m  n    t a _1? 	 C h u y n   h t   t   S I M   s a n g   M  y ? 	 P i n d a h k a n   s e m u a   d a r i   S I M   k e   t e l e p o n ? 	 P i n d a h   s e m u a   d a r i p a d a   S I M   k e   t e l e f o n ?   	 8	-	@	  	K	  S I M   8	G	  +	K	(	  .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   S I M - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   n a a r   t e l e f o o n   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M    n   t e l e f o n ? 	 	 	     - S I M   ? 	 	 	 GEG  EH'1/  '2  S I M   (G  *DAF  ,'(,'  4HF/	 	 	 			  				  		  				  					  						? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   S I M   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   S I M   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ M O V E _ P H O N E T O S I M 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 Q u e r y   s t r i n g   f o r   m o v e   a l l   P h o n e   t o   S I M 	 M o v e   a l l   f r o m   p h o n e   t o   S I M ? 	 ,dyhQKb_joa}NS I M aS	 yRhQKb:gT|NS I M aS	 "I2"1I+!2B#(1LD4!? 	  M o v e r   t o d o   d e l   t e l  f o n o   a   S I M 2 ? 	 D  p l a c e r   t o u t   d u   t  l  p h o n e   v e r s   l e   S I M   ? 	 A l l e s   v o m   T e l e f o n   z u m   S I M   v e r s c h i e b e n ? 	 5@5<5AB8BL  2A5  A  B5;5D>=0  =0  S I M ? 	 S p o s t a r e   t u t t o   d a l   t e l e f o n o   a   S I M ? 	 FBD  'DCD  EF  'DG'*A  %DI  (7'B)  S I M 	 M o v e r   t u d o   d o   t e l e f o n e   p a r a   o   S I M ? 	 T e l e f o n d a n   S I M ' e   t  m  n    t a _1? 	 C h u y n   h t   t   M  y   s a n g   S I M ? 	 P i n d a h k a n   s e m u a   d a r i   t e l e p o n   k e   S I M ? 	 P i n d a h   s e m u a   d a r i p a d a   t e l e f o n   k e   S I M ? 	 8	-	@	  	K	  +	K	(	  8	G	  S I M   .	G		  2	G	  	>			? 	 	 	 	  t h e l y e z i   m i n d e t   a   t e l e f o n r  l   a   S I M - r e ? 	 	 	 	 A l l e s   v a n   t e l e f o o n   n a a r   S I M   v e r p l a a t s e n ? 	 	 	 M u t a ci   t o a t e   c o n t a c t e l e   d i n   t e l e f o n   p e   S I M ? 	 	 	       - S I M ? 	 	 	 GEG  EH'1/  '2  *DAF  (G  S I M   ,'(,'  4HF/	 	 	 				  				  		  			- 	  					  						? 	 	 	 	 	 	 	 	 	 S k u i f   a l l e s   v a n a f   f o o n   n a   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   t o d o s   d o   t e l e f o n e   a o   S I M ? 
 
 S T R _ I D _ P H B _ M U L T I _ O P _ M O V E _ S E L E C T E D _ A S K 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o n f i r m   s t r i n g   M u l t i   O p e r a t i o n   M o v e   S e l e c t e d 	 M o v e   m a r k e d ? 	 ,dyj	 yRh	 "I2"5H3@#7H-+!2"D'I? 	  M o v e r   m a r c a d o s ? 	 D  p l a c e r   m a r q u    ? 	 M a r k i e r t e s   v e r s c h i e b e n ? 	 5@5<5AB8BL? 	 S p o s t a r e   c o n t r a s s e g n a t o ? 	 FBD  'DE-//)	 M o v e r   m a r c a d o s ? 	 0_a r e t l i l e r i   t a _1? 	     n h   d u   c h u y n ? 	 P i n d a h k a n   y a n g   d i t a n d a i ? 	 A l i h k a n   y a n g   d i t a n d a ? 	 	?	9	M	(	?	$	  	2	>			? 	 	 	 	  t h e l y e z i   a   m e g j e l  l t e k e t ? 	 	 	 	 G e m a r k e e r d e   v e r p l a a t s e n ? 	 	 	 M u t a ci   i n t r a r e a   m a r c a t ? 	 	 	   ? 	 	 	 9D'E*0'4*G  G'  ,'(,'  4HF/	 	 	 						  							  			  					? 	 	 	 	 	 	 	 	 	 S k u i f   g e m e r k t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   m a r c a d o ? 
 
 S T R _ I D _ P H B _ E N T R Y _ M O V E D 	 P h o n e b o o k 	 P O P U P 	 E n t r y   m o v e d 	 c o n t a c t   m o v e d 	 Poa}N],dy	 *NT|N]yR	 9I4H-"I2"A%I'	 c o n t a c t o   m o v i d o 	 c o n t a c t   d  p l a c  	 K o n t a k t   v e r s c h o b e n 	 :>=B0:B  ?5@5<5I5=	 c o n t a t t o   s p o s t a t o 	 *E  FBD  ,G)  'D'*5'D	 C o n t a c t o   m o v i d o 	 k i _i   t a _1n d 1	    c h u y n   s   l i  n   l c 	 k o n t a k   d i p i n d a h k a n 	 k e n a l a n   d i a l i h 	 8		*	0	M		  	2	>	/	>	  	/	>		 	 	 	 p a r t n e r    t h e l y e z v e 	 	 	 	 c o n t a c t   v e r p l a a t s t 	 	 	 c o n t a c t   m u t a t 	 	 	     	 	 	 E.'7(  ,'(,'  4/	 	 	 									  					  						  					d		 	 	 	 	 	 	 	 	 k o n t a k   g e s k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c o n t a t o   m o v i d o 
 
 S T R _ I D _ P H B _ E N T R I E S _ M O V E D 	 P h o n e b o o k 	 P O P U P 	 E n t r i e s   m o v e d 	 c o n t a c t s   m o v e d 	 Poa}N],dy	 *NT|N]yR	 9I4H-"I2"A%I'	 c o n t a c t o s   m o v i d o s 	 c o n t a c t s   d  p l a c  s 	 K o n t a k t e   v e r s c h o b e n 	 :>=B0:B0( >2)   ?5@5<5I5=>	 c o n t a t t i   s p o s t a t i 	 *E  FBD  ,G'*  'D'*5'D	 C o n t a c t o s   m o v i d o s 	 k i _i l e r   t a _1n d 1	    c h u y n   d a n h   b 	 k o n t a k   d i p i n d a h k a n 	 k e n a l a n - k e n a l a n   d i a l i h 	 8		*	0	M		  	2	>		  			 	 	 	 p a r t n e r e    t h e l y e z v e 	 	 	 	 c o n t a c t e n   v e r p l a a t s t 	 	 	 c o n t a c t e   m u t a t e 	 	 	     	 	 	 E.'7(G'  ,'(,'  4/F/	 	 	 											  										  						  					d		 	 	 	 	 	 	 	 	 k o n t a k t e   g e s k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 c o n t a t o s   m o v i d o s 
 
 S T R _ I D _ P H B _ D E L E T E _ A L L 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   D e l e t e   a l l   c o n t a c t s 	 D e l e t e   a l l   c o n t a c t s 	 *RdhQoa}N	  RdhQT|N	 %9I4H-1I+!	 B o r r a r   t o d o s   l o s   c o n t a c t o s 	 S u p p r i m e r   t o u s   l e s   c o n t a c t s 	 A l l e   K o n t a k t e   l  s c h e n 	 #40;8BL  2A5	 E l i m i n a   t u t t i   i   c o n t a t t i 	 -0A  ,EJ9  ,G'*  'D'*5'D	 E l i m i n a r   t o d o s   o s   c o n t a c t o s 	 T  m   k i _i l e r i   s i l 	 X  a   h t   d a n h   b 	 H a p u s   s e m u a   k o n t a k 	 P a d a m   s e m u a   k e n a l a n 	 8	-	@	  8		*	0	M		  .	?		>				 	 	 	  s s z e s   p a r t n e r   t  r l  s e 	 	 	 	 A l l e   c o n t a c t e n   v e r w i j d e r e n 	 	 	 ^t e r g e r e   t o a t e   c o n t a c t e l e 	 	 	         	 	 	 -0A  GEG  E.'7(G'	 	 	 					  											  					  				  					d		 	 	 	 	 	 	 	 	 S k r a p   a l l e   k o n t a k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d o s   o s   c o n t a t o s 
 
 S T R _ I D _ P H B _ D E L E T E _ A L L _ P H O N E 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   D e l e t e   A l l - > P h o n e 	 F r o m   p h o n e 	 _Kb_j	 NKb:g	 2B#(1L	 D e s d e   e l   T e l  f o n o 	 A   p a r t i r   d u   t  l  p h o n e 	 V o n   T e l e f o n 	 !  B5;5D>=0	 D a l   t e l e f o n o 	 EF  'DG'*A	 D o   t e l e f o n e 	 T e l e f o n d a n 	 K h i   M  y 	 D a r i   t e l e p o n 	 D a r i   T e l e f o n 	 +	K	(	  8	G		 	 	 	 T e l e f o n r  l 	 	 	 	 V a n   t e l e f o o n 	 	 	 D i n   t e l e f o n 	 	 	 	 	 	 '2  *DAF	 	 	 				  					 	 	 	 	 	 	 	 	 V a n a f   F o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   t e l e f o n e 
 
 S T R _ I D _ P H B _ D E L E T E _ A L L _ S I M 1 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   D e l e t e   A l l - > S I M 	 F r o m   S I M 1 	 _S I M aS1 	 NS I M aS1 	 24!1 	 D e s d e   S I M 1 	 A   p a r t i r   d e   l a   S I M 1 	 V o n   S I M   1 	 !  S I M 1 	 D a   S I M 1 	 EF  (7'B)  S I M 1 	 D o   S I M   1 	 S I M 1 ' d e n 	 K h i   S I M 1 	 D a r i   S I M 1 	 D a r i   S I M 1 	 S I M 1   8	G		 	 	 	 S I M 1 - r Ql 	 	 	 	 V a n   S I M   1 	 	 	 D e   p e   S I M 1 	 	 	 - S I M 1 	 	 	 '2  S I M 1 	 	 	 				  					 	 	 	 	 	 	 	 	 V a n a f   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 1 
 
 S T R _ I D _ P H B _ D E L E T E _ A L L _ S I M 2 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   D e l e t e   A l l - > S I M 	 F r o m   S I M 2 	 _S I M aS2 	 NS I M aS2 	 24!2 	 D e s d e   S I M 2 	 A   p a r t i r   d e   l a   S I M 2 	 V o n   S I M   2 	 !  S I M 2 	 D a   S I M 2 	 EF  (7'B)  S I M 2 	 D o   S I M   2 	 S I M 2 ' d e n 	 K h i   S I M 2 	 D a r i   S I M 2 	 D a r i   S I M 2 	 S I M 2   8	G		 	 	 	 S I M 2 - r Ql 	 	 	 	 V a n   S I M   2 	 	 	 D e   p e   S I M 2 	 	 	 - S I M 2 	 	 	 '2  S I M 2 	 	 	 				  					 	 	 	 	 	 	 	 	 V a n a f   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 2 
 
 S T R _ I D _ P H B _ D E L E T E _ A L L _ S I M 	 P h o n e b o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   D e l e t e   A l l - > S I M 	 F r o m   S I M 	 _S I M aS	 NS I M aS	 24!	 D e s d e   S I M 	 A   p a r t i r   d e   S I M 	 V o n   S I M 	 !  S I M - :0@BK	 D a   S I M 	 EF  (7'B)  S I M 	 D o   S I M 	 S I M ' d e n 	 K h i   S I M 	 D a r i   S I M 	 D a r i   S I M 	 S I M   8	G		 	 	 	 A   S I M - r Ql 	 	 	 	 V a n   S I M 	 	 	 D e   p e   S I M 	 	 	 - S I M 	 	 	 '2  S I M 	 	 	 			  					 	 	 	 	 	 	 	 	 V a n a f   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 
 
 S T R _ I D _ P H B _ S T A R T U P _ C O P Y _ S I M _ C O N F I R M 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o p y   a l l   f r o m   S I M   t o   p h o n e   c o n f i r m 	 C o p y   a l l   f r o m   S I M   t o   p h o n e ? 	 hQS I M aSoa}N0RKb_j	 
Y6RhQS I M aST|N0RKb:g	 1%-1I+!24!DB#(1L? 	  C o p i a r   t o d o   d e   S I M 1   a l   t e l  f o n o ? 	 C o p i e r   t o u t   d e   l a   S I M   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o m   S I M   z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M   =0  B5;5D>=? 	 C o p i a r e   t u t t o   d a   S I M   a l   t e l e f o n o ? 	 F3.  'DCD  EF  (7'B)  S I M   %DI  'DG'*A	 C o p i a r   t u d o   d o   S I M   p a r a   o   t e l e f o n e ? 	 S I M ' d e n   t e l e f o n a   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M   s a n g   M  y ? 	 C o p y   a l l   f r o m   S I M   t o   p h o n e ? 	 S a l i n   s e m u a   d a r i p a d a   S I M   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M   8	G	  +	K	(	  *	0	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M    n   t e l e f o n ? 	 	 	     - S I M   ? 	 	 	 GEG  EH'1/  '2  S I M   (G  *DAF  1HFH4*  4HF/	 	 	 			  				  		  				  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ S T A R T U P _ C O P Y _ S I M 1 _ C O N F I R M 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o p y   a l l   f r o m   S I M 1   t o   p h o n e   c o n f i r m 	 C o p y   a l l   f r o m   S I M 1   t o   p h o n e ? 	 hQS I M aS1 oa}N0RKb_j	 
Y6RhQS I M aS1 T|N0RKb:g	 1%-1I+!24!1   DB#(1L? 	  C o p i a r   t o d o   d e l   t e l  f o n o   a   S I M 1 ? 	 C o p i e r   t o u t   d u   S I M 1   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o n   S I M   1   z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M 1   =0  B5;5D>=? 	 C o p i a r e   t u t t o   d a   S I M 1   a l   t e l e f o n o ? 	 F3.  'DCD  'D13'&D  EF  (7'B)  S I M 1   %DI  'DG'*A	 C o p i a r   t u d o   d o   S I M   1   p a r a   o   t e l e f o n e ? 	 S I M 1 ' d e n   t e l e f o n a   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M 1   s a n g   M  y ? 	 S a l i n   s e m u a   d a r i   S I M 1   k e   t e l e p o n ? 	 S a l i n   s e m u a   d a r i p a d a   S I M 1   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M 1   8	G	  +	K	(	  *	0	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M 1 - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   1   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 1    n   t e l e f o n ? 	 	 	     - S I M 1   ? 	 	 	 GEG  EH'1/  '2  S I M 1   (G  *DAF  1HFH4*  4HF/	 	 	 				  				  		  					  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M 1   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M 1   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ S T A R T U P _ C O P Y _ S I M 2 _ C O N F I R M 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 C o p y   a l l   f r o m   S I M 2   t o   p h o n e   c o n f i r m 	 C o p y   a l l   f r o m   S I M 2   t o   p h o n e ? 	 hQS I M aS2 oa}N0RKb_j	 
Y6RhQS I M aS2 T|N0RKb:g	 1%-1I+!24!2   DB#(1L? 	  C o p i a r   t o d o   d e   S I M 2   a l   t e l  f o n o ? 	 C o p i e r   t o u t   d u   S I M 2   v e r s   l e   t  l  p h o n e   ? 	 A l l e s   v o n   S I M   2   z u m   T e l e f o n   k o p i e r e n ? 	 >?8@>20BL  2A5  A  S I M 2   =0  B5;5D>=? 	 C o p i a r e   t u t t o   d a   S I M 2   a l   t e l e f o n o ? 	 F3.  'DCD  EF  (7'B)  S I M 2   %DI  'DG'*A	 C o p i a r   t u d o   d o   S I M   2   p a r a   o   t e l e f o n e ? 	 S I M 2 ' d e n   t e l e f o n a   t  m  n    k o p y a l a ? 	 C h  p   h t   t   S I M 2   s a n g   M  y ? 	 S a l i n   s e m u a   d a r i   S I M 2   k e   t e l e p o n ? 	 S a l i n   s e m u a   d a r i p a d a   S I M 2   k e   t e l e f o n ? 	 8	-	@	  	K	  S I M 2   8	G	  +	K	(	  *	0	  	I	*	@	  	0	G		? 	 	 	 	 M  s o l j a   m i n d e t   a   S I M 2 - r Ql   a   t e l e f o n r a ? 	 	 	 	 A l l e s   v a n   S I M   2   n a a r   t e l e f o o n   k o p i  r e n ? 	 	 	 C o p i a ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 2    n   t e l e f o n ? 	 	 	     - S I M 2   ? 	 	 	 GEG  EH'1/  '2  S I M 2   (G  *DAF  1HFH4*  4HF/	 	 	 				  				  		  				  			  					? 	 	 	 	 	 	 	 	 	 K o p i e e r   a l l e s   v a n a f   S I M 2   n a   f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r   t o d o s   d o   S I M 2   a o   t e l e f o n e ? 
 
 S T R _ I D _ P H B _ O P T I O N _ S E N D _ E M A I L 	 P h o n e B o o k 	 I C O N T E X T 	 s e n d   e m a i l 	 S e n d   E m a i l 	 PP[N	 S5uP[N	 *H-5@!%	 E n v i a r   c o r r e o - e 	 E n v o y e r   c o u r r i e l 	 E - M a i l   s e n d e n 	 B?@028BL  M;.   ?>GBC	 I n v i a   e - m a i l 	 %13'D  (1J/  %DC*1HFJ	 E n v i a r   E - m a i l 	 E - p o s t a   g  n d e r 	 G i   e m a i l 	 K i r i m   e m a i l 	 H a n t a r   E m e l 	 	- .	G	2	  -	G		G			 	 	 	 E - m a i l   k  l d  s e 	 	 	 	 E - m a i l   v e r z e n d e n 	 	 	 E x p e d i e r e   e - m a i l 	 	 	     	 	 	 A13*'/F  1''F'EG	 	 	 				  						 	 	 	 	 	 	 	 	 S t u u r   e - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   e - m a i l 
 
 S T R _ I D _ P H B _ O P T I O N _ V I E W _ P I C 	 P h o n e B o o k 	 I C O N T E X T 	 v i e w   p i t u r e 	 V i e w   p i c t u r e 	 jWGr	 gwVGr	 9 2	 V e r   i m a g e n 	 V o i r   i m a g e 	 B i l d   a n z e i g e n 	 @>A<>B@  87>1@065=8O	 V i s u a l i z z a   i m m a g i n e 	 916  'D5H1)	 V e r   i m a g e m 	 R e s m i   i z l e 	 X e m   h  n h 	 L i h a t   g a m b a r 	 L i h a t   g a m b a r 	 $	8	M	5	@	0	  &	G		G			 	 	 	 K  p   m e g t e k i n t  s e 	 	 	 	 F o t o   b e k i j k e n 	 	 	 V i z u a l i z a r e   i m a g i n e 	 	 	   	 	 	 E4'G/G  9C3	 	 	 			  						 	 	 	 	 	 	 	 	 B e k y k   f o t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i s u a l i z a r   f o t o 
 
 S T R _ I D _ P H B _ O P T I O N _ P L A Y _ V I D E O 	 P h o n e B o o k 	 I C O N T E X T 	 p l a y   v i d e o 	 P l a y   v i d e o 	 d>eq_Gr	 d>eƉ	 @%H'45B-	 R e p r o d u c i r   v i d e o   	 L i r e   v i d  o 	 V i d e o   w i e d e r g e b e n 	 @>A<>B@5BL  2845>	 R i p r o d u c i   v i d e o 	 *4:JD  'DAJ/JH	 R e p r o d u z i r   v  d e o 	 V i d e o   o y n a t 	 P h  t   v i d e o 	 P u t a r   v i d e o 	 M a i n   v i d e o 	 5	@	!	?	/	K	  	2	>				 	 	 	 V i d e    l e j  t s z  s a 	 	 	 	 V i d e o   a f s p e l e n 	 	 	 R e d a r e   m a t e r i a l   v i d e o 	 	 	   	 	 	 ~.4  AJDE	 	 	 					  						 	 	 	 	 	 	 	 	 S p e e l   v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i r   v  d e o 
 
 S T R _ I D _ P H B _ O P T I O N _ A D D _ B L A C K _ L I S T 	 P h o n e B o o k 	 I C O N T E X T 	 a d d   t o   b l a c k   l i s t 	 A d d   t o   b l a c k l i s t 	 mR0Rў
TU	 mR0Rў
TUS	 @4H!%C1

53	 A  a d i r   a   l i s t a   n e g r a   	 A j o u t e r      l a   l i s t e   n o i r e 	 Z u r   S c h w a r z e n   L i s t e   h i n z u f  g e n 	 >1028BL  2  G5@=K9  A?8A>:	 A g g i u n g i   a   l i s t a   n e r a 	 %6'A)  %DI  'DB'&E)  'D3H/'!	 A d i c i o n a r      l i s t a   n e g r a 	 K a r a   l i s t e y e   e k l e 	 T h  m   v  o   D . s  c h   e n 	 T a m b a h k a n   k e   D a f t a r   h i t a m 	 T a m b a h   k e p a d a   S e n a r a i   H i t a m 	 ,	M	2	H		2	?	8	M		  .	G		  	K	!	<	G			 	 	 	 F e l v  t e l   a   f e k e t e l i s t  r a 	 	 	 	 T o e v o e g e n   a a n   z w a r t e   l i j s t 	 	 	 A d u g a r e   l a   l i s t a   n e a g r 	 	 	     	 	 	 'A2H/F  (G  D3*  3'G	 	 	 													  					  					 	 	 	 	 	 	 	 	 V o e g   b y   S w a r t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r      l i s t a   n e g r a 
 
 S T R _ I D _ P H B _ U N N A M E D 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 U n n a m e d 	 ( U n n a m e d ) 	 *g}T
T		 *g}T
T		 ( D!H!5
7H-) 	 ( S i n   n o m b r a r ) 	 ( S a n s   n o m ) 	 ( U n b e n a n n t ) 	 ( 157K<O==K9) 	 ( S e n z a   n o m e ) 	 ( (D'  '3E) 	 ( S e m   n o m e ) 	 ( 0s i m s i z ) 	 ( K h  n g   t  n ) 	 ( T a n p a   n a m a ) 	 ( T i d a k   b e r n a m a ) 	 ( 	(	>	.	) 	 	 	 	 ( N  v t e l e n ) 	 	 	 	 ( N a a m l o o s ) 	 	 	 ( L i p s   n u m e ) 	 	 	 (   ) 	 	 	 ( (  F'E) 	 	 	 ( 										) 	 	 	 	 	 	 	 	 	 ( O n b e n o e m ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( S e m   n o m e ) 
 
 S T R _ I D _ P H B _ A D D _ T O _ B L A C K L I S T _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 A d d   t o   b l a c k l i s t ? 	 A d d   t o   B l a c k l i s t ? 	 ReQў
TU	 mR0Rў
TUS	 @4H!%C1

53? 	  A  a d i r   a   l i s t a   n e g r a ? 	 A j o u t e r      l a   l i s t e   n o i r e   ? 	 Z u r   S c h w a r z e n   L i s t e   h i n z u f  g e n ? 	 >1028BL  2  G5@=K9  A?8A>:? 	 A g g i u n g e r e   a   l i s t a   n e r a ? 	 %6'A)  %DI  'DB'&E)  'D3H/'!	 A d i c i o n a r      l i s t a   n e g r a ? 	 K a r a   l i s t e y e   e k l e ? 	 T h  m   v  o   D . s  c h   e n ? 	 T a m b a h k a n   k e   D a f t a r   h i t a m ? 	 T a m b a h   k e p a d a   S e n a r a i   H i t a m ? 	 ,	M	2	H		2	?	8	M		  .	G		  	K	!	<	G		? 	 	 	 	 F e l v e s z i   a   f e k e t e l i s t  r a ? 	 	 	 	 T o e v o e g e n   a a n   z w a r t e   l i j s t ? 	 	 	 A d u g a ci   l a   l i s t a   n e a g r ? 	 	 	     ? 	 	 	 (G  D3*  3'G  'A2H/G  4H/	 	 	 													  					  						? 	 	 	 	 	 	 	 	 	 V o e g   b y   S w a r t l y s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r      l i s t a   n e g r a ? 
 
 S T R _ I D _ P H B _ C A L L E R _ G R O U P S _ O P _ V I E W _ M E M B E R S 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   V i e w   m e m b e r s 	 V i e w   m e m b e r s 	 jbT	 gwbXT	 9*!2
4	 V e r   m i e m b r o s 	 V o i r   l e s   m e m b r e s 	 M i t g l i e d e r   a n z e i g e n 	 @>A<>B@  CG0AB=8:>2	 V i s u a l i z z a   m e m b r i 	 916  'D#96'!	 V e r   m e m b r o s 	  y e l e r i   i z l e 	 X e m   t h  n h   v i  n 	 L i h a t   a n g g o t a 	 L i h a t   a h l i - a h l i 	 8	&	8	M	/	  &	G		G			 	 	 	 T a g o k   m e g t e k i n t  s e 	 	 	 	 N i e u w e   l e d e n 	 	 	 V i z u a l i z a r e   m e m b r i 	 	 	   	 	 	 E4'G/G  '96'	 	 	 								  						 	 	 	 	 	 	 	 	 S i e n   l e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r   m e m b r o s 
 
 S T R _ I D _ P H B _ C A L L E R _ G R O U P S _ O P _ S E T T I N G S 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   G r o u p   s e t t i n g s 	 G r o u p   s e t t i n g s 	 D}-[	 ~n	 1IH2%8H!	 C o n f i g u r a c i  n   d e   g r u p o   	 R  g l a g e s   d e   g r o u p e 	 G r u p p e n e i n s t e l l u n g e n 	 0AB@>9:8  3@C??K	 I m p o s t a z i o n i   g r u p p o 	 %9/'/'*  'DE,EH9)	 D e f i n i   e s   d o   g r u p o 	 G r u p   a y a r l a r 1	 C  i   t   n h  m 	 P e n g a t u r a n   g r u p 	 P e n g e s e t a n   k u m p u l a n 	 8	.	B	9	  8	G		?				 	 	 	 C s o p o r t   b e  l l  t  s o k 	 	 	 	 G r o e p s i n s t e l l i n g e n 	 	 	 S e t r i   g r u p 	 	 	   	 	 	 *F8JEG'  1HG	 	 	 				  						 	 	 	 	 	 	 	 	 G r o e p i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   g r u p o 
 
 S T R _ I D _ P H B _ C A L L E R _ G R O U P S _ A D D _ M E M B E R S 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   A d d   m e m b e r s 	 A d d   m e m b e r s 	 ReQbT	 mRbXT	 @4H!*!2
4	 A  a d i r   m i e m b r o s 	 A j o u t e r   m e m b r e s 	 M i t g l i e d e r   h i n z u f  g e n 	 >1028BL	 A g g i u n g i   m e m b r i 	 %6'A)  #96'!	 A d i c i o n a r   m e m b r o s 	  y e l e r i   e k l e 	 T h  m   t h  n h   v i  n 	 T a m b a h   a n g g o t a 	 T a m b a h   a h l i 	 8	&	8	M	/	  	K	!	<	G			 	 	 	 T a g o k   h o z z  a d  s a 	 	 	 	 L e d e n   t o e v o e g e n 	 	 	 A d u g a r e   m e m b r i 	 	 	   	 	 	 'A2H/F  '96'	 	 	 					  					  					 	 	 	 	 	 	 	 	 V o e g   l e d e   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   m e m b r o s 
 
 S T R _ I D _ P H B _ C A L L E R _ G R O U P S _ R E M O V E _ A L L _ M E M B E R S 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   R e m o v e   A L L 	 R e m o v e   a l l 	 ydhQ	 ydhQ	 %1I+!	 E l i m a r   t o d o s 	 R e t i r e r   t o u t 	 A l l e s   e n t f e r n e n 	 #40;8BL  2A5	 R i m u o v i   t u t t o 	 %2'D)  'DCD	 R e m o v e r   t u d o 	 T  m  n    k a l d 1r 	 X  a   t t   c 	 H a p u s   s e m u a 	 K e l u a r k a n   s e m u a 	 8	-	@	  9		>				 	 	 	  s s z e s   e l t  v o l  t  s a 	 	 	 	 A l l e s   v e r w i j d e r e n 	 	 	 ^t e r g e r e   t o a t e 	 	 	   	 	 	 ~'C  C1/F  GEG	 	 	 		  				  						 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d o s 
 
 S T R _ I D _ P H B _ C A L L E R _ G R O U P S _ A D D _ T O _ G R O U P 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   A d d   t o   g r o u p 	 A d d   t o   g r o u p 	 ReQD}	 mR~	 @4H!%C%8H!	 A  a d i r   a   g r u p o   	 A j o u t e r   a u   g r o u p e 	 Z u r   G r u p p e   h i n z u f  g e n 	 >1028BL  2  3@C??C	 A g g i u n g i   a   g r u p p o 	 %6'A)  %DI  E,EH9)	 A d i c i o n a r   a o   g r u p o 	 G r u b a   e k l e 	 T h  m   v  o   n h  m 	 T a m b a h k a n   k e   g r u p 	 T a m b a h   k e p a d a   k u m p u l a n 	 8	.	B	9	  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   c s o p o r t h o z 	 	 	 	 T o e v o e g e n   a a n   g r o e p 	 	 	 A d u g a r e   l a   g r u p 	 	 	   	 	 	 'A2H/F  (G  1HG	 	 	 			  					  					 	 	 	 	 	 	 	 	 V o e g   b y   g r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   a o   g r u p o 
 
 S T R _ I D _ P H B _ C A L L E R _ G R O U P S _ R E M O V E _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 q u e r y   s t r i n g   f o r   r e m o v e   m e m b e r 	 R e m o v e ? 	 yd	 yd	 %? 	  E l i m i n a r ? 	 R e t i r e r   ? 	 E n t f e r n e n ? 	 #40;8BL? 	 R i m u o v e r e ? 	 %2'D)	 R e m o v e r ? 	 K a l d 1r ? 	 X  a ? 	 H a p u s ? 	 K e l u a r k a n ? 	 9		>			? 	 	 	 	 E l t  v o l  t j a ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 ~'C  4H/	 	 	 					  							? 	 	 	 	 	 	 	 	 	 V e r w y d e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r ? 
 
 S T R _ I D _ P H B _ C A L L E R _ G R O U P S _ R E M O V E _ A L L _ Q U E R Y 	 P h o n e B o o k 	 P O P U P C O N F I R M 	 q u e r y   s t r i n g   f o r   r e m o v e   a l l   m e m b e r s 	 R e m o v e   a l l ? 	 ydhQ	 ydhQ	 %1I+!? 	  E l i m i n a r   t o d o ? 	 R e t i r e r   t o u t   ? 	 A l l e s   e n t f e r n e n ? 	 #40;8BL  2A5? 	 R i m u o v e r e   t u t t o ? 	 %2'D)  'DCD	 R e m o v e r   t u d o ? 	 T  m  n    k a l d 1r ? 	 X  a   t t   c ? 	 H a p u s   s e m u a ? 	 K e l u a r k a n   s e m u a ? 	 8	-	@	  9		>			? 	 	 	 	 A z    s s z e s e t   e l t  v o l  t j a ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e ? 	 	 	   ? 	 	 	 GEG  ~'C  4HF/	 	 	 		  					  							? 	 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d a s ? 
 
 S T R _ I D _ P H B _ S E T T I N G S 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 T i t l e   s t r i n g   f o r   P h o n e b o o k   s e t t i n g s   s c r e e n 	 A d v a n c e d 	 ؚ}-[	 ؚ~n	 1IH2*!8B#(1L	 C o n f i g u r a c i  n   d e   l i b r e t a   t e l e f  n i c a 	 R  g l a g e s   d u   r  p e r t o i r e 	 T e l e f o n b u c h e i n s t e l l u n g e n 	 >?>;=8B5;L=>	 I m p o s t a z i o n i   R u b r i c a 	 %9/'/'*  /A*1  'DG'*A	 D e f i n i   e s   d a   l i s t a   t e l e f  n i c a 	 R e h b e r   a y a r l a r 1	 C  i   t   d a n h   b 	 P e n g a t u r a n   b u k u   t e l e p o n 	 P e n g e s e t a n   b u k u   t e l e f o n 	 +	K	(	*	A	8	M	$	?		>	  8	G		?				 	 	 	 T e l e f o n k  n y v   b e  l l  t  s o k 	 	 	 	 T e l e f o o n b o e k i n s t e l l i n g e n 	 	 	 S e t r i   a g e n d 	 	 	     	 	 	 *F8JEG'  /A*1G  *DAF	 	 	 							  						 	 	 	 	 	 	 	 	 F o o n b o e k i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d a   a g e n d a   t e l e f  n i c a 
 
 S T R _ I D _ P H B _ S T O R A G E _ A L L 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 A l l 	 A l l 	 hQ	 hQ	 1I+!	 T o d o 	 T o u t 	 A l l e 	 A5	 T u t t o 	 'DCD	 T u d o 	 T  m  	 T t   c 	 S e m u a 	 S e m u a 	 8	-	@		 	 	 	  s s z e s 	 	 	 	 A l l e s 	 	 	 T o a t e 	 	 	 	 	 	 GEG	 	 	 		  	 	 	 	 	 	 	 	 	 A l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s 
 
 S T R _ I D _ P H B _ S T O R A G E _ B O T H 	 P h o n e b o o k 	 H I N T ,   T W O S T A T E 	 B o t h 	 B o t h 	 hQ	 hQ	 1I9H	 A m b o s 	 L e s   d e u x 	 B e i d e 	 10	 E n t r a m b i 	 CD'GE'	 A m b o s 	 H e r   i k i s i 	 C   h a i 	 K e d u a n y a 	 K e d u a - d u a 	 &	K	(	K			 	 	 	 M i n d k e t t Q	 	 	 	 B e i d e 	 	 	 A m b e l e 	 	 	 	 	 	 G1/H	 	 	 				 	 	 	 	 	 	 	 	 A l b e i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A m b o s 
 
 S T R _ I D _ P H B _ S T O R A G E _ S I M 1 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 
 
 S T R _ I D _ P H B _ S T O R A G E _ S I M 2 	 P h o n e B o o k 	 H I N T ,   T W O S T A T E 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 
 
 S T R _ I D _ P H B _ S P E E D _ D I A L 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S p e e d   D i a l 	 S p e e d   d i a l 	 _d_	 b	 B#H'	 V e l o c i d a d   d e   m a r c a d o 	 A p p e l   r a p i d e 	 K u r z w a h l 	 KAB@K9  =01>@	 C o m p o s i z i o n e   v e l o c e 	 'D'*5'D  'D31J9	 M a r c a   o   r  p i d a 	 H 1z l 1  a r a m a 	 G i   n h a n h 	 P a n g g i l a n   c e p a t 	 D a i l   C e p a t 	 8	M	*	@	!	  !	>	/	2		 	 	 	 G y o r s t  r c s  z  s 	 	 	 	 S n e l k i e z e n 	 	 	 A p e l a r e   r a p i d 	 	 	   	 	 	 4E'1G  1  319	 	 	 					  						 	 	 	 	 	 	 	 	 S n e l b e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s c a g e m   r  p i d a 
 
 S T R _ I D _ P H B _ S P E E D _ D I A L _ S E T T I N G 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   s e t   s p e e d   D i a l   n u m b e r 	 S e t   n u m b e r s 	 d_nU	 bRh	 1I+!2"@%	 C o n f i g u r a r   n  m e r o   	 C h o i s i r   n u m  r o 	 N u m m e r   e i n s t e l l e n 	 040BL  =><5@	 I m p o s t a   n u m e r o 	 *9JJF  1BE	 D e f i n i r   n  m e r o 	 N u m a r a y 1  a y a r l a 	 C  i   s 	 T e t a p k a n   n o m o r 	 S e t   n o m b o r 	 (		,	0	  8	G		  	0	G			 	 	 	 S z  m   b e  l l  t  s a 	 	 	 	 N u m m e r   i n s t e l l e n 	 	 	 C o n f i g u r a r e   n u m r 	 	 	   	 	 	 H'1/C1/F  9//	 	 	 			  						 	 	 	 	 	 	 	 	 S t e l   n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   n  m e r o s 
 
 S T R _ I D _ P H B _ S P E E D _ D I A L _ S T A T U S 	 P h o n e B o o k 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   S p e e d   D i a l   s t a t u s 	 S t a t u s 	 rKa	 r`	 *20	 E s t a d o   	 E t a t 	 S t a t u s 	 !B0BCA	 S t a t o 	 'D-'D)	 E s t a d o 	 D u r u m 	 T  n h   t r n g 	 S t a t u s 	 K e d u d u k a n 	 8	M	%	?	$	?		 	 	 	  l l a p o t 	 	 	 	 T o e s t a n d 	 	 	 S t a r e 	 	 	 	 	 	 H69J*	 	 	 							 	 	 	 	 	 	 	 	 S t a t u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S t a t u s 
 
 S T R _ I D _ P H B _ I N V L I D _ P R E F F E R _ S T O R A G E 	 P h o n e B o o k 	 P O P U P 	 I n v a l i d   p r e f e r r e d   s t o r a g e 	 I n v a l i d   p r e f e r r e d   s t o r a g e 	 !qHevx2QX[MOn	 eHev	X[PMOn	 5H@G5H@%7-C
ID!HDI9I-	 A l m a c e n a m i e n t o   p r e f e r i d o   i n v  l i d o 	 S t o c k a g e   p r  f  r    i n v a l i d e 	 B e v o r z u g t e r   S p e i c h e r   u n g  l t i g 	 54>?CAB8<>5  ?@54?>GB8B5;L=>5  <5AB>  E@0=5=8O	 M e m o r i a   p r e f e r i t a   n o n   v a l i d a 	 E.2F  EA6D  :J1  5'D-	 A r m a z e n a m e n t o   p r e f e r i d o   i n v  l i d o 	 G e  e r s i z   t e r c i h   e d i l e n   d e p o l a m a 	 B   n h   u   t i  n   k . h p   l 	 P e n y i m p a n a n   y a n g   d i p i l i h   t i d a k   v a l i d 	 S t o r a n   p i l i h a n   t a k   s a h 	 	.	>	(	M	/	  *	M	0	>	%	.	?		$	>	  *	M	0	>	*	M	$	  8	M		K	0	G			 	 	 	  r v  n y t e l e n   e l Qn y b e n   r  s z e s  t e t t   h  t t  r t  r 	 	 	 	 O n g e l d i g e   v o o r k e u r s o p s l a g 	 	 	 M e t o d   d e   s t o c a r e   p r e f e r a t   n e v a l i d 	 	 	         	 	 	 H3DG  0.1G  3'2  /D.H'G  F'E9*(1  '3*	 	 	 								  								  							/ 											 	 	 	 	 	 	 	 	 O n g e l d i g e   v o o r k e u r b e r g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   p r e f e r i d o   i n v  l i d o 
 
 S T R _ I D _ P H B _ N O _ C O N T A C T 	 P h o n e B o o k 	 P O P U P 	 T h e   a b b r e v i a t i o n   d i a l   n u m b e r   i s   n o t   a s s o c i a t e d   w i t h   a n y   c o n t a c t 	 N o   c o n t a c t 	 !qoa}N	 eT|N	 D!H!59I4H-	 N o   h a y   c o n t a c t o 	 A u c u n   c o n t a c t 	 K e i n   K o n t a k t 	 "5;5D.   :=830  ?CAB0	 N e s s u n   c o n t a t t o 	 D'  *H,/  ,G)  '*5'D	 N e n h u m   c o n t a c t o 	 K i _i   y o k 	 K h  n g   c    s   l i  n   l c 	 T i d a k   a d a   k o n t a k 	 T i a d a   k e n a l a n 	 	K		  8		*	0	M		  (	9	@			 	 	 	 N i n c s   p a r t n e r 	 	 	 	 G e e n   c o n t a c t 	 	 	 N i c i u n   c o n t a c t 	 	 	     	 	 	 G  E.'7(  FJ3*	 	 	 				  							  					  				 	 	 	 	 	 	 	 	 G e e n   k o n t a k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c o n t a t o 
 
 S T R _ I D _ P H B _ I N V A L I D _ L O C A T I O N 	 P h o n e B o o k 	 P O P U P 	 T h e   a b b r e v i a t i o n   d i a l   n u m b e r   i s   i n v a l i d   a n d   c a n n o t   b e   p r o c e s s e d 	 I n v a l i d   l o c a t i o n 	 !qHevMOn	 eHevMOn	 *25HD!H9I-	 U b i c a c i  n   i n v  l i d a 	 E m p l a c e m e n t   i n v a l i d e 	 U n g  l t i g e r   S t a n d o r t 	 54>?CAB8<0O  OG59:0	 P o s i z i o n e   n o n   v a l i d a 	 EHB9  :J1  5'D-	 L o c a l i z a   o   i n v  l i d a 	 G e  e r s i z   y e r 	 V   t r    k . h p   l 	 L o k a s i   t i d a k   v a l i d 	 L o k a s i   t a k   s a h 	 	.	>	(	M	/	  8	M	%	>	(		 	 	 	  r v  n y t e l e n   h e l y s z  n 	 	 	 	 O n g e l d i g e   l o c a t i e 	 	 	 L o c a ci e   n e v a l i d 	 	 	     	 	 	 EHB9*  '4*('G	 	 	 				  						 	 	 	 	 	 	 	 	 O n g e l d i g e   l i g g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o c a l   i n v  l i d o 
 
 S T R _ I D _ P H B _ C G _ I N P U T _ N A M E 	 P h o n e B o o k 	 P O P U P 	 i n f o r m a t i o n   s t r i n g   f o r   g r o u p   n a m e   e m p t y 	 I n p u t   g r o u p   n a m e 	 8eQD}
T1z	 eQ~
Ty	 I-
7H-%8H!	 I n t r o d u z c a   e l   n o m b r e   d e l   g r u p o   	 E n t r e z   l e   n o m   d u   g r o u p e 	 G r u p p e n a m e   e i n g e b e n 	 2548B5  8<O  3@C??K	 I m m e t t i   n o m e   g r u p p o 	 %/.'D  '3E  E,EH9)	 I n t r o d u z i r   n o m e   d o   g r u p o 	 G r u p   a d 1n 1  g i r i n 	 N h p   t  n   n h  m 	 M a s u k k a n   n a m a   g r u p 	 I n p u t   n a m a   k u m p u l a n   	 8	.	B	9	  (	>	.	  &	0	M		<	  	0	G			 	 	 	 C s o p o r t n  v   m e g a d  s a 	 	 	 	 V o e r   d e   g r o e p n a a m   i n 	 	 	 I n t r o d u c e r e   n u m e   g r u p 	 	 	     	 	 	 F'E  1HG  1'  H'1/  F/	 	 	 				  			  						 	 	 	 	 	 	 	 	 V o e r   g r o e p n a a m   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   n o m e   d o   g r u p o 
 
 S T R _ I D _ P H B _ S E T _ D E F A U L T _ N U M 	 P h o n e b o o k 	 I C O N T E X T 	 m e n u   s t r i n g   f o r   S e t   d e f a u l t   n u m b e r 	 S e t   a s   d e f a u l t 	 -[p-_x	 n:N؞Sx	 1I@GH2@#4H!I	 C o n f i g u r a r   c o m o   p r e d e t e r m i n a d o   	 R  g l e r   c o m m e   d  f a u t 	 A l s   S t a n d a r d   e i n s t e l l e n 	 #AB0=>28BL  ?>  C<>;G0=8N	 I m p o s t a   c o m e   p r e d e f . 	 *9JJF  C'A*1'6J	 D e f i n i r   c o m o   p r e d e f i n i d o 	 V a r s a y 1l a n   o l a r a k   b e l i r l e 	 C  i   l  m   m c   n h 	 T e t a p k a n   s e b a g a i   d e f a u l t 	 S e t   s e b a g a i   l a l a i 	 !	?	+	>	2	M	
 	  0	B	*	  .	G		  8	G		  	0	G			 	 	 	 B e  l l  t  s   a l a p  r t e l m e z e t t k  n t 	 	 	 	 A l s   s t a n d a a r d   i n s t e l l e n 	 	 	 S e t a r e   c a   i m p l i c i t 	 	 	     	 	 	 *9F  (9FH'F  ~4  A16	 	 	 						  						  			  					 	 	 	 	 	 	 	 	 S t e l   a s   v e r s t e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c o m o   p a d r  o 
 
 S T R _ I D _ P H B _ C A N C E L _ D E F A U L T _ N U M 	 P h o n e b o o k 	 I C O N T E X T 	 m e n u   s t r i n g   f o r   C a n c e l   d e f a u l t   n u m b e r 	 C a n c e l   d e f a u l t 	 Sm--[	 Sm؞n	 "@%4H2@#4H!I	 C a n c e l a r   p r e d e t e r m i n a d o   	 A n n u l e r   d  f a u t 	 S t a n d a r d   a b b r e c h e n 	 B<5=8BL  CAB0=>2:C  ?>  C<>;G0=8N	 E l i m i n a   i m p .   p r e d e f . 	 %D:'!  'D'A*1'6J	 C a n c e l a r   p r e d e f i n i d o 	 V a r s a y 1l a n 1  i p t a l   e t 	 H y   m c   n h 	 B a t a l k a n   d e f a u l t 	 B a t a l k a n   l a l a i 	 !	?	+	>	2	M	
 	  0	&	M	&	  	0	G			 	 	 	 M  g s e m   a l a p  r t e l m e z e t t 	 	 	 	 S t a n d a a r d   a n n u l e r e n 	 	 	 R e v o c a r e   i m p l i c i t 	 	 	     	 	 	 D:H  ~4  A16	 	 	 						  					  					 	 	 	 	 	 	 	 	 K a n s e l l e e r   v e r s t e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a r   p a d r  o 
 
 S T R _ I D _ P R O V B O X U I _ A P P 	 P r o v B o x U I 	 T I T L E ,   I C O N T E X T 	 A p p   n a m e   i n   m e s s a g e   m e n u 	 S e t t i n g s   m e s s a g e s 	 -[
o`	 nOo`	 1IH2I-'2!	 C o n f i g u r a c i  n   m e n s a j e s   	 C o n f i g u r a t i o n   d e s   m e s s a g e s 	 E i n s t e l l u n g s m i t t e i l u n g e n 	 !>>1I5=8O  A  =0AB@>9:0<8	 M e s s a g g i   i m p o s t a z i o n i 	 13'&D  'D%9/'/'*	 M e n s a g e n s   d e   d e f i n i   e s 	 A y a r   i l e t i l e r i 	 T h  n g   b  o   c  i   t 	 P e s a n   p e n g a t u r a n 	 M e s e j - m e s e j   p e n g e s e t a n 	 8	G		?			  8		&	G	6		 	 	 	 B e  l l  t  s -  z e n e t e k 	 	 	 	 I n s t e l l i n g e n b e r i c h t e n 	 	 	 M e s a j e   s e t r i 	 	 	   	 	 	 *F8EG'  ~'EG'	 	 	 								  							 	 	 	 	 	 	 	 	 I n s t e l l i n g s b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e n s   d e   c o n f i g u r a   o 
 
 S T R _ I D _ P R O V B O X U I _ M A R K _ S E V E R A L 	 P r o v B o x U I 	 I C O N T E X T 	 M a r k   s e v e r a l   i t e m   i n   o p t i o n   m e n u 	 M a r k   s e v e r a l 	 jYP	 hY*N	 3@#7H-+!2"+%2"#2"2#	 M a r c a r   v a r i o s 	 M a r q u e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 C;LB82K1>@	 S e l e z i o n e   m u l t i p l a 	 *-/J/  9/)  9F'51	 M a r c a r   v  r i o s 	 B i r k a  1n 1  i _a r e t l e 	  n h   d u   v  i   m c 	 T a n d a i   b e b e r a p a 	 T a n d a k a n   b e b e r a p a 	 	(	G		  	?	9	M	(	?	$	  	0	G			 	 	 	 T  b b   k i j e l  l  s e 	 	 	 	 D i v e r s e   m a r k e r e n 	 	 	 M a r c a r e   u n e l e   e l e m e n t e 	 	 	   	 	 	 9D'E*0'1  F/EH1/	 	 	 						  							  					 	 	 	 	 	 	 	 	 M e r k   v e r s k e i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   v  r i o s 
 
 S T R _ I D _ P R O V B O X U I _ M O V E _ T O _ A C H I V E 	 P r o v B o x U I 	 I C O N T E X T 	 M o v e   t o   A r c h i v e   i t e m   i n   o p t i o n   m e n u 	 M o v e   t o   A r c h i v e 	 ,dyǌe>Y	 yR0ReN9Y	 "I2"D"15H@G	 M o v e r   a   a r c h i v o   	 D  p l a c e r   v e r s   l ' a r c h i v e 	 I n s   A r c h i v   v e r s c h i e b e n 	 5@5<5AB8BL  2  0@E82	 S p o s t a   s u   A r c h i v i o 	 'D'F*B'D  %DI  'D#14JA	 M o v e r   p a r a   o   a r q u i v o 	 A r _i v e   T a _1	 C h u y n   v  o   L u   t r 	 P i n d a h k a n   k e   a r s i p 	 P i n d a h   k e   a r k i b 	 	0	M		>		5	  .	G		  2	G	  	>				 	 	 	  t h e l y e z  s   a z   a r c h  v u m b a 	 	 	 	 V e r p l a a t s e n   n a a r   a r c h i e f 	 	 	 M u t a r e    n   a r h i v 	 	 	   	 	 	 ,'(,'J  (G  ('J'F	 	 	 								  					 	 	 	 	 	 	 	 	 S k u i f   n a   a r g i e f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   a r q u i v o   c o m p a c t a d o 
 
 S T R _ I D _ P R O V B O X U I _ P R O V _ I T E M _ N A M E 	 P r o v B o x U I 	 I C O N T E X T ,   U N L I M 	 S e t t i n g   m e s s a g e   n a m e   i n   U M   i n b o x   l i s t 	 S e t t i n g s   m e s s a g e 	 -[
o`	 nOo`	 I-'2!2#1IH2	 C o n f i g u r a c i  n   m e n s a j e   	 R  g l a g e s   m e s s a g e 	 E i n s t e l l u n g s m i t t e i l u n g e n 	 !>>1I5=85  A  =0AB@>9:0<8	 M e s s a g g i o   i m p o s t a z i o n i 	 13'D)  'D%9/'/'*	 M e n s a g e m   d e   d e f i n i   e s 	 A y a r l a r   i l e t i s i 	 T h  n g   b  o   c  i   t 	 P e s a n   p e n g a t u r a n 	 M e s e j   p e n g e s e t a n 	 8	G		?			  8		&	G	6		 	 	 	 B e  l l  t  s -  z e n e t 	 	 	 	 I n s t e l l i n g e n b e r i c h t 	 	 	 M e s a j   s e t r i 	 	 	   	 	 	 *F8EG'  ~'E	 	 	 								  							 	 	 	 	 	 	 	 	 I n s t e l l i n g s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   c o n f i g u r a   o 
 
 S T R _ I D _ P R O V B O X U I _ I N S T A L L _ T I M E 	 P r o v B o x U I 	 U N L I M 	 I n s t a l l   t i m e   t e x t   u s e d   i n   p r o p e r t i e s 	 I n s t a l l e d   t i m e : 	 [݈Bf	 [ňe	 @'%241I: 	 T i e m p o   d e   i n s t a l a c i  n :   	 H e u r e   d ' i n s t a l l a t i o n   : 	 I n s t a l l i e r t e   Z e i t : 	 @5<O  CAB0=>2:8: 	 O r a   d i   i n s t a l l a z i o n e : 	 HB*  'D*+(J*: 	 H o r a   d e   i n s t a l a   o : 	 K u r u l a n   z a m a n : 	 T h i   g i a n   c  i   t : 	 W a k t u   t e r i n s t a l : 	 W a k t u   d i p a s a n g : 	 8	M	%	>	*	?	$	  8	.	/	: 	 	 	 	 T e l e p  t  s   i d e j e : 	 	 	 	 G e  n s t a l l e e r d e   t i j d : 	 	 	 D a t a   i n s t a l r i i : 	 	 	   : 	 	 	 2E'F  F5(: 	 	 	 						  			  			: 	 	 	 	 	 	 	 	 	 T y d   g e  n s t a l l e e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   i n s t a l a d o : 
 
 S T R _ I D _ P R O V B O X U I _ F R O M 	 P r o v B o x U I 	 U N L I M 	 F r o m   i n   p r o p e r t i e s 	 F r o m : 	 O	 eg	 2: 	 D e :   	 D e   : 	 V o n : 	 B: 	 D a : 	 EF: 	 D e : 	 k i m d e n : 	 T : 	 D a r i : 	 D a r i p a d a : 	 8	G	: 	 	 	 	 F e l a d  : 	 	 	 	 V a n : 	 	 	 D e   l a : 	 	 	 : 	 	 	 '2: 	 	 	 				: 	 	 	 	 	 	 	 	 	 V a n : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e : 
 
 S T R _ I D _ P R O V B O X U I _ R E C E I V E 	 P r o v B o x U I 	 U N L I M 	 R e c e i v e   t i m e   i n   p r o p e r t i e s 	 R e c e i v e d   t i m e : 	 c6eBf	 c6ee	 @'%2DI#1: 	 T i e m p o   d e   r e c e p c i  n :   	 H e u r e   d e   r  c e p t i o n   : 	 E m p f a n g s z e i t : 	 @5<O  ?>;CG5=8O: 	 O r a   d i   r i c e z i o n e : 	 HB*  'D'3*D'E: 	 H o r a   d e   r e c e p   o : 	 A l m a   z a m a n 1: 	 T h i   g i a n   n h n : 	 W a k t u   d i t e r i m a : 	 W a k t u   d i t e r i m a : 	 *	M	0	>	*	M	$	?	  8	.	/	: 	 	 	 	 F o g a d  s   i d e j e : 	 	 	 	 O n t v a n g e n   t i j d : 	 	 	 P r i m i t   l a : 	 	 	   : 	 	 	 2E'F  /1'A*: 	 	 	 			  				  			: 	 	 	 	 	 	 	 	 	 T y d   o n t v a n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a   r e c e b i d a : 
 
 S T R _ I D _ P R O V B O X U I _ M S G _ T Y P E 	 P r o v B o x U I 	 U N L I M 	 M e s s a g e   t y p e   i n   p r o p e r t i e s 	 M e s s a g e   t y p e : 	 ^W	 {|W	 #0@ I-'2!: 	 T i p o   d e   m e n s a j e :   	 T y p e   d e   m e s s a g e   : 	 M i t t e i l u n g s t y p : 	 "8?  A>>1I5=8O: 	 T i p o   d i   m e s s a g g i o : 	   FH9  'D13'D): 	 T i p o   d e   m e n s a g e m : 	 0l e t i   t  r  : 	 K i u   t i n   n h n : 	 J e n i s   p e s a n : 	 J e n i s   m e s e j : 	 8		&	G	6	  *	M	0		>	0	: 	 	 	 	  z e n e t   t  p u s a : 	 	 	 	 B e r i c h t t y p e : 	 	 	 T i p   m e s a j : 	 	 	   : 	 	 	 FH9  ~J'E: 	 	 	 							  			: 	 	 	 	 	 	 	 	 	 B o o d s k a p s o o r t : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o   d e   m e n s a g e m : 
 
 S T R _ I D _ P R O V B O X U I _ D E L E T E _ C O N F I R M 	 P r o v B o x U I 	 P O P U P C O N F I R M 	 D e l e t e   c o n f i r m   t e x t 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  B o r r a r ? 	 S u p p r i m e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 E l i m i n a r e ? 	 -0A? 	 E l i m i n a r ? 	 S i l ? 	 X  a ? 	 H a p u s ? 	 P a d a m ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  							? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r ? 
 
 S T R _ I D _ P R O V B O X U I _ D E L E T E _ A L L _ C O N F I R M 	 P r o v B o x U I 	 P O P U P C O N F I R M 	 D e l e t e   c o n f i r m   t e x t 	 D e l e t e   a l l ? 	 hQ*Rd	 hQ Rd	 %1I+!? 	  B o r r a r   t o d o s ? 	 T o u t   s u p p r i m e r   ? 	 A l l e s   l  s c h e n ? 	 #40;8BL  2A5? 	 E l i m i n a r e   t u t t o ? 	 -0A  'DCD	 E l i m i n a r   t u d o ? 	 T  m  n    s i l ? 	 X  a   t t   c ? 	 H a p u s   s e m u a ? 	 P a d a m   s e m u a ? 	 8	-	@	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s e t ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e ? 	 	 	   ? 	 	 	 -0A  GEG	 	 	 		  				  							? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t u d o ? 
 
 S T R _ I D _ P R O V B O X U I _ D E L E T E _ F A I L 	 P r o v B o x U I 	 P O P U P 	 D e l e t e   f a i l   p o p u p 	 F a i l e d   t o   d e l e t e 	 *Rd1YWe	  Rd1Y%	 D!H*2!2#%	 N o   s e   p u d o   b o r r a r   	 E c h e c   d e   l a   s u p p r e s s i o n 	 L  s c h e n   f e h l g e s c h l a g e n 	 5  C40;>AL  C40;8BL	 I m p o s s i b i l e   e l i m i n a r e 	 A4D  'D-0A	 F a l h a   a o   e l i m i n a r 	 S i l m e   b a _a r 1s 1z 	 K h  n g   t h   x  a 	 G a g a l   d i h a p u s 	 G a g a l   m e m a d a m 	 .	?		>	(	G	  .	G		  5	?	+	2		 	 	 	 S i k e r t e l e n   t  r l  s 	 	 	 	 K a n   n i e t   v e r w i j d e r e n 	 	 	 E r o a r e   l a   _t e r g e r e 	 	 	   	 	 	 -0A  F'EHAB  (H/	 	 	 				  					  						  						? 	 	 	 	 	 	 	 	 	 K o n   n i e   s k r a p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   e x c l u i r 
 
 S T R _ I D _ P R O V B O X U I _ D E L E T E _ A L L _ F A I L 	 P r o v B o x U I 	 P O P U P 	 D e l e t e   a l l   f a i l   p o p u p 	 F a i l e d   t o   d e l e t e   a l l 	 *Rd1YWe	  Rd1Y%	 D!H*2!2#%1I+!	 N o   s e   p u d o   b o r r a r   t o d o s   	 E c h e c   d e   l a   s u p p r e s s i o n 	 A l l e s   l  s c h e n   f e h l g e s c h l a g e n 	 5  C40;>AL  C40;8BL  2A5	 I m p o s s i b i l e   e l i m i n a r e   t u t t o 	 A4D  -0A  'DCD	 F a l h a   a o   e l i m i n a r   t u d o 	 T  m  n    s i l m e   b a _a r 1s 1z 	 K h  n g   t h   x  a   t t   c 	 G a g a l   m e n g h a p u s   s e m u a 	 G a g a l   m e m a d a m   s e m u a 	 8	-	@	  	K	  .	?		>	(	G	  .	G		  5	?	+	2		 	 	 	 E g y i k   t  r l  s e   s e m   s i k e r  l t 	 	 	 	 K a n   a l l e s   n i e t   v e r w i j d e r e n 	 	 	 E r o a r e   l a   _t e r g e r e   t o t a l 	 	 	     	 	 	 -0A  GEG  F'EHAB  (H/	 	 	 		  				  					  						  						? 	 	 	 	 	 	 	 	 	 K o n   n i e   a l l e s   s k r a p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   e x c l u i r   t u d o 
 
 S T R _ I D _ P R O V B O X U I _ N M G R _ Q U E R Y _ U N R E A D _ M S G S 	 P r o v B o x U I 	 P O P U P 	 N e w   s e t t i n g   t e x t 	   u n r e a d 	   \*g-[
o`	   \*gnOo`	   "1D!H-H2	 s i n   l e e r 	 N o n   l u 	   U n g e l e s e n 	   =5  ?@>G8B0=>	   n o n   l e t t o 	 :J1  EB1H!	 n  o   l i d a s 	 o k u n m a y a n 	   c h a   c 	   b e l u m   d i b a c a 	 b e l u m     d i b a c a 	 	*	 	?	$		 	 	 	   o l v a s a t l a n 	 	 	 	   n i e t   g e l e z e n 	 	 	 n e c i t i t 	 	 	     	 	 	   F.H'F/G	 	 	 						 	 	 	 	 	 	 	 	 o n g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   n  o   l i d o 
 
 S T R _ I D _ P R O V B O X U I _ S I M _ N A M E 	 P r o v B o x U I 	 I C O N T E X T 	 S I M 	 S I M   s e t t i n g s   m e s s a g e 	 S I M aS-[
o`	 S I M aSnOo`	 I-'2!2#1IH24!	 M e n s a j e   d e   c o n f i g u r a c i  n   d e   S I M 	 M e s s a g e   d e s   r  g l a g e s   S I M 	 S I M - E i n s t e l l u n g s m i t t e i l u n g 	 !>>1I5=85  A  =0AB@>9:0<8  S I M 	 M e s s a g g i o   i m p o s t a z i o n i   S I M 	 13'D)  %9/'/'*  (7'B)  S I M 	 M e n s a g e m   d e   d e f i n i   e s   d o   S I M 	 S I M   a y a r l a r 1  i l e t i s i 	 T h  n g   b  o   c  i   t   S I M 	 P e s a n   p e n g a t u r a n   S I M 	 M e s e j   p e n g e s e t a n   S I M 	 S I M   8	G		?			  8		&	G	6		 	 	 	 S I M   b e  l l  t  s -  z e n e t 	 	 	 	 S I M   i n s t e l l i n g e n b e r i c h t 	 	 	 M e s a j   s e t r i   S I M 	 	 	     S I M 	 	 	 ~'E  *F8EG'  S I M 	 	 	 			  					  							 	 	 	 	 	 	 	 	 S I M - i n s t e l l i n g s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   c o n f i g u r a   o   d o   S I M 
 
 S T R _ I D _ P R O V B O X U I _ S I M 1 _ N A M E 	 P r o v B o x U I 	 I C O N T E X T 	 S I M 1 	 S I M 1   s e t t i n g s   m e s s a g e 	 S I M aS1 -[
o`	 S I M aS1 nOo`	 I-'2!2#1IH24!1 	 M e n s a j e   d e   c o n f i g u r a c i  n   d e   S I M 1 	 M e s s a g e   d e s   r  g l a g e s   S I M 1 	 S I M   1 - E i n s t e l l u n g s m i t t e i l u n g 	 !>>1I5=85  A  =0AB@>9:0<8  S I M 1 	 M e s s a g g i o   i m p o s t a z i o n i   S I M 1 	 13'D)  %9/'/'*  (7'B)  S I M 1 	 M e n s a g e m   d e   d e f i n i   e s   d o   S I M   1 	 S I M 1   a y a r l a r 1  i l e t i s i 	 T h  n g   b  o   c  i   t   S I M 1 	 P e s a n   p e n g a t u r a n   S I M 1 	 M e s e j   p e n g e s e t a n   S I M 1 	 S I M 1   8	G		?			  8		&	G	6		 	 	 	 S I M 1   b e  l l  t  s -  z e n e t 	 	 	 	 S I M   1   i n s t e l l i n g e n b e r i c h t 	 	 	 M e s a j   s e t r i   S I M 1 	 	 	     S I M 1 	 	 	 ~'E  *F8EG'  S I M 1 	 	 	 				- 		  					  							 	 	 	 	 	 	 	 	 S I M 1 - i n s t e l l i n g s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   c o n f i g u r a   o   d o   S I M 1 
 
 S T R _ I D _ P R O V B O X U I _ S I M 2 _ N A M E 	 P r o v B o x U I 	 I C O N T E X T 	 S I M 2 	 S I M 2   s e t t i n g s   m e s s a g e 	 S I M aS2 -[
o`	 S I M aS2 nOo`	 I-'2!2#1IH24!2 	 M e n s a j e   d e   c o n f i g u r a c i  n   d e   S I M 2 	 M e s s a g e   d e s   r  g l a g e s   S I M 2 	 S I M   2 - E i n s t e l l u n g s m i t t e i l u n g 	 !>>1I5=85  A  =0AB@>9:0<8  S I M 2 	 M e s s a g g i o   i m p o s t a z i o n i   S I M 2 	 13'D)  %9/'/'*  (7'B)  S I M 2 	 M e n s a g e m   d e   d e f i n i   e s   d o   S I M   2 	 S I M 2   a y a r l a r 1  i l e t i s i 	 T h  n g   b  o   c  i   t   S I M 2 	 P s a n   p e n g a t u r a n   S I M 2 	 M e s e j   p e n g e s e t a n   S I M 2 	 S I M 2   8	G		?			  8		&	G	6		 	 	 	 S I M 2   b e  l l  t  s -  z e n e t 	 	 	 	 S I M   2   i n s t e l l i n g e n b e r i c h t 	 	 	 M e s a j   s e t r i   S I M 2 	 	 	     S I M 2 	 	 	 ~'E  *F8EG'  S I M 2 	 	 	 				- 	  					  							 	 	 	 	 	 	 	 	 S I M 2 - i n s t e l l i n g s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   d e   c o n f i g u r a   o   d o   S I M 2 
 
 S T R _ I D _ P R O V B O X U I _ S I M 1 	 P r o v B o x U I 	 I C O N T E X T 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 
 
 S T R _ I D _ P R O V B O X U I _ S I M 2 	 P r o v B o x U I 	 I C O N T E X T 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 
 
 S T R _ I D _ P R O V B O X U I _ N O _ N U M B E R 	 P r o v B o x U I 	 I C O N T E X T 	 E m p t y   n u m b e r   s t r i n g   f o r   l i s t   s c r e e n 	 N o   n u m b e r 	 !q_x	 eSx	 D!H!5+!2"@%	 F a l t a   e l   n  m e r o   	 A u c u n   n u m  r o 	 K e i n e   N u m m e r 	 5B  =><5@0	 N e s s u n   n u m e r o 	 D'  JH,/  1BE	 N e n h u m   n  m e r o 	 N u m a r a   y o k 	 K h  n g   s 	 N o   n u m b e r 	 T i a d a   n o m b o r 	 	K		  (		,	0	  (	9	@			 	 	 	 N i n c s   s z  m 	 	 	 	 G e e n   n u m m e r 	 	 	 N i c i u n   n u m r 	 	 	   	 	 	 G  4E'1G  '  F3*	 	 	 				  					  				 	 	 	 	 	 	 	 	 G e e n   n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   n  m e r o 
 
 S T R _ I D _ P R O V B O X U I _ N O T _ I N S T A L L E D 	 P r o v B o x U I 	 U N L I M 	 N o t   i n s t a l l e d   f o r   p r o p e r t i e s 	 N o t   i n s t a l l e d 	 *g[݈	 *g[ň	 D!HDI41I	 N o   e s t    i n s t a l a d o   	 P a s   i n s t a l l  	 N i c h t   i n s t a l l i e r t 	 5  CAB0=>2;5=>	 N o n   i n s t a l l a t o 	 :J1  E+(*	 N  o   i n s t a l a d o 	 K u r u l u   d e i l 	 C h a   c  i   t 	 T i d a k   d i i n s t a l 	 T i d a k   d i p a s a n g 	 8	M	%	>	*	?	$	  (	9	@			 	 	 	 N i n c s   t e l e p  t v e 	 	 	 	 N i e t   g e  n s t a l l e e r d 	 	 	 N u   e s t e   i n s t a l a t 	 	 	   	 	 	 F5(  F4/G	 	 	 						  			  					 	 	 	 	 	 	 	 	 N i e   g e  n s t a l l e e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   i n s t a l a d o 
 
 S T R _ I D _ P R O V B O X U I _ H I N T _ M E S S A G E 	 P r o v B o x U I 	 H I N T 	 M e s s a g e   n u m b e r   h i n t   s t r i n g 	   m s g 	   h
o`	   agOo`	   I-'2!	 m e n s a j e 	 m s g 	 M i t t e i l u n g 	   A>>1I. 	   m s g 	 13'D)	 m s g 	 i l e t i 	   t i n   n h n 	   p e s a n 	 m s j 	 8		&	G	6		 	 	 	    z . 	 	 	 	   b e r i c h t 	 	 	 m s j 	 	 	   	 	 	   ~'E	 	 	 							 	 	 	 	 	 	 	 	 b d s k p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   m e n s a g e m 
 
 S T R _ I D _ P R O V B O X U I _ H I N T _ M E S S A G E S 	 P r o v B o x U I 	 H I N T 	 M e s s a g e   n u m b e r   h i n t   s t r i n g 	   m s g s 	   h
o`	   agOo`	   I-'2!	 m e n s a j e s 	 m s g s 	 M i t t e i l u n g e n 	   A>>1I- O	   m s g 	 'D13'&D	 m s g s 	 i l e t i 	   c  c   t i n   n h n 	   p e s a n 	 m s j - m s j 	 8		&	G	6		 	 	 	    z . 	 	 	 	   b e r i c h t e n 	 	 	 m s j e 	 	 	   	 	 	   ~'EG'	 	 	 							 	 	 	 	 	 	 	 	 b d s k p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   m e n s a g e n s 
 
 S T R _ I D _ P R O V B O X U I _ D E L E T E _ A L L _ P O P U P 	 P r o v B o x U I 	 P O P U P 	 D e l e t e   p o p u p   s t r i n g 	   m e s s a g e   c a n n o t   b e   d e l e t e d 	 \
o`!ql*Rd	 \Oo`el Rd	   I-'2!D!H*2!2#9%DI	 n o   s e   p u e d e   b o r r a r   e l   m e n s a j e 	 l e   m e s s a g e   n e   p e u t   p a s    t r e   s u p p r i m  	   M i t t e i l u n g   k a n n   n i c h t   g e l  s c h t   w e r d e n 	   A>>1I5=85  =5;L7O  C40;8BL	   i m p o s s i b i l e   e l i m i n a r e   i l   m e s s a g g i o 	 J*901  -0A  'D13'D)	 a   m e n s a g e m   n  o   p o d e   s e r   e l i m i n a d a 	 i l e t i   s i l i n e m e z 	   k h  n g   t h   x  a   t i n   n h n 	   p e s a n   t i d a k   d a p a t   d i h a p u s 	 m e s e j   t i d a k   d a p a t   d i p a d a m 	 8		&	G	6	  (	9	@		  .	?		>	/	>	  	>	  8		$	>		 	 	 	    z e n e t   n e m   t  r  l h e t Q	 	 	 	   b e r i c h t   k a n   n i e t   v e r w i j d e r d   w o r d e n 	 	 	 m e s a j u l   n u   p o a t e   f i   _t e r s 	 	 	           	 	 	   FE*H'F  ~'E  1'  -0A  FEH/	 	 	 						  				  				  						 	 	 	 	 	 	 	 	 b o o d s k a p   k a n   n i e   g e s k r a p   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   m e n s a g e m   n  o   p o d e   s e r   e x c l u  d a 
 
 S T R _ I D _ P R O V B O X U I _ D E L E T E _ A L L _ P O P U P _ M S G S 	 P r o v B o x U I 	 P O P U P 	 D e l e t e   p o p u p   s t r i n g 	   m e s s a g e s   c a n n o t   b e   d e l e t e d 	 \
o`!ql*Rd	 \Oo`el Rd	   I-'2!D!H*2!2#9%DI	 n o   s e   p u e d e n   b o r r a r   l o s   m e n s a j e s   	 l e s   m e s s a g e s   n e   p e u v e n t   p a s    t r e s   s u p p r i m  s 	   M i t t e i l u n g e n   k  n n e n   n i c h t   g e l  s c h t   w e r d e n 	   A>>1I5=8O  =5;L7O  C40;8BL	   i m p o s s i b i l e   e l i m i n a r e   i   m e s s a g g i 	 J*901  -0A  'D13'&D	 a s   m e n s a g e n s   n  o   p o d e m   s e r   e l i m i n a d a s 	 i l e t i l e r   s i l i n e m e z 	   k h  n g   t h   x  a   c  c   t i n   n h n 	   p e s a n   t i d a k   d a p a t   d i h a p u s 	 m e s e j - m e s e j   t i d a k   d a p a t   d i p a d a m 	 8		&	G	6	  (	9	@		  .	?		>		  	>	  8		$	G		 	 	 	    z e n e t   n e m   t  r  l h e t Q	 	 	 	   b e r i c h t e n   k u n n e n   n i e t   v e r w i j d e r d   w o r d e n 	 	 	 m e s a j e l e   n u   p o t   f i   _t e r s e 	 	 	           	 	 	   FE*H'F  ~'EG'  1'  -0A  FEH/	 	 	 						  				  				  						 	 	 	 	 	 	 	 	 b o o d s k a p p e   k a n   n i e   g e s k r a p   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   m e n s a g e n s   n  o   p o d e m   s e r   e x c l u  d a s 
 
 S T R _ I D _ P R O V B O X U I _ I N V A L I D _ I N _ U S B 	 P r o v B o x U I 	 P O P U P 	 I n v a l i d   i n   U S B   p o p u p 	 U S B :   F u n c t i o n   n o t   a l l o w e d 	 U S B dkRfBf!qlO(u	 U S B 募RfeelO(u	 U S B :   1L
1HD!H-8
2	 U S B :   F u n c i  n   n o   p e r m i t i d a 	 U S B   :   F o n c t i o n   n o n   a u t o r i s  e 	 U S B :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 U S B :   DC=:F8O  70?@5I5=0	 U S B :   f u n z i o n e   n o n   c o n s e n t i t a 	 U S B :   'DH8JA)  :J1  E3EH-)	 U S B :   F u n   o   n  o   p e r m i t i d o 	 U S B :   0_l e v e   i z i n   y o k 	 U S B :   K h  n g   c h o   p h  p   t h a o   t  c 	 U S B :   F u n g s i   t i d a k   d i b o l e h k a n 	 U S B :   F u n g s i   t i d a k   d i b e n a r k a n 	 U S B :   	>	0	M	/	  	(	A	.	G	/	  (	9	@			 	 	 	 U S B :   N e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 U S B :   F u n c t i e   n i e t   t o e g e s t a a n 	 	 	 U S B :   F u n c ci a   n u   e s t e   p e r m i s 	 	 	 U S B :         	 	 	 U S B :   9EDC1/  E,'2  FJ3*	 	 	 						- 		  					  						  				 	 	 	 	 	 	 	 	 U S B :   F u n k s i e   w o r d   n i e   t o e g e l a a t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U S B :   F u n   o   n  o   p e r m i t i d a 
 
 S T R _ Q Q I M _ M E N U E N T R Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q 	 Kb_jQ Q 	 Kb:gQ Q 	 Q Q 	 Q Q 	 Q Q 	 Q Q 	 	 	 Q Q 	 Q Q 	 Q Q 	 Q Q 	 	 Q Q 	 Q Q 	 	 	 	 	 	 	 	 Q Q 	 	 	 Q Q 	 	 	 Q Q 	 	 	 Q Q 	 	 	 Q Q 	 	 	 	 	 	 	 	 	 Q Q 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q Q 
 
 S T R _ T E N C E N T _ Q Q 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:gQ Q 	 Kb:gQ Q 	 Kb:gQ Q 	 	 	 	 	 	 	 	 Kb:gQ Q 	 	 	 	 Kb:gQ Q 	 	 	 	 	 	 	 	 	 	 	 	 Kb:gQ Q 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ N U M B E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q Sx	 Q Q Sx	 Q Q Sx	 	 	 	 	 	 	 	 Q Q Sx	 	 	 	 Q Q Sx	 	 	 	 	 	 	 	 	 	 	 	 Q Q Sx	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A S S W O R D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q [x	 Q Q [x	 Q Q [x	 	 	 	 	 	 	 	 Q Q [x	 	 	 	 Q Q [x	 	 	 	 	 	 	 	 	 	 	 	 Q Q [x
 
 S T R _ T E N C E N T _ Q Q _ M E N U 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ܃US	 ܃US	 ܃US	 	 	 	 	 	 	 	 ܃US	 	 	 	 ܃US	 	 	 	 	 	 	 	 	 	 	 	 ܃US
 
 S T R _ T E N C E N T _ Q Q _ L O G I N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 {vU_	 {vU_	 {vU_	 	 	 	 	 	 	 	 {vU_	 	 	 	 {vU_	 	 	 	 	 	 	 	 	 	 	 	 {vU_
 
 S T R _ T E N C E N T _ Q Q _ R E M E M B E R _ P A S S W O R D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 OO[x	 OO[x	 OO[x	 	 	 	 	 	 	 	 OO[x	 	 	 	 OO[x	 	 	 	 	 	 	 	 	 	 	 	 OO[x
 
 S T R _ T E N C E N T _ Q Q _ H I D E _ L O G I N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 {vU_	 {vU_	 {vU_	 	 	 	 	 	 	 	 {vU_	 	 	 	 {vU_	 	 	 	 	 	 	 	 	 	 	 	 {vU_
 
 S T R _ T E N C E N T _ Q Q _ M U T E _ L O G I N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Y{vU_	 Y{vU_	 Y{vU_	 	 	 	 	 	 	 	 Y{vU_	 	 	 	 Y{vU_	 	 	 	 	 	 	 	 	 	 	 	 Y{vU_
 
 S T R _ T E N C E N T _ Q Q _ P R O X Y _ L O G I N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 O(uNt{vU_	 O(uNt{vU_	 O(uNt{vU_	 	 	 	 	 	 	 	 O(uNt{vU_	 	 	 	 O(uNt{vU_	 	 	 	 	 	 	 	 	 	 	 	 O(uNt{vU_
 
 S T R _ T E N C E N T _ Q Q _ P A R K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q PNV	 Q Q PNV	 Q Q PNV	 	 	 	 	 	 	 	 Q Q PNV	 	 	 	 Q Q PNV	 	 	 	 	 	 	 	 	 	 	 	 Q Q PNV
 
 S T R _ T E N C E N T _ Q Q _ H E L P 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 .^R	 .^R	 .^R	 	 	 	 	 	 	 	 .^R	 	 	 	 .^R	 	 	 	 	 	 	 	 	 	 	 	 .^R
 
 S T R _ T E N C E N T _ Q Q _ A B O U T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 sQN	 sQN	 sQN	 	 	 	 	 	 	 	 sQN	 	 	 	 sQN	 	 	 	 	 	 	 	 	 	 	 	 sQN
 
 S T R _ T E N C E N T _ Q Q _ E X I T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  Q	  Q	  Q	 	 	 	 	 	 	 	  Q	 	 	 	  Q	 	 	 	 	 	 	 	 	 	 	 	  Q
 
 S T R _ T E N C E N T _ Q Q _ B A C K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ԏV	 ԏV	 ԏV	 	 	 	 	 	 	 	 ԏV	 	 	 	 ԏV	 	 	 	 	 	 	 	 	 	 	 	 ԏV
 
 S T R _ T E N C E N T _ Q Q _ S U R E D E L C H A T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 nx[ RdU_	 nx[ RdU_	 nx[ RdU_	 	 	 	 	 	 	 	 nx[ RdU_	 	 	 	 nx[ RdU_	 	 	 	 	 	 	 	 	 	 	 	 nx[ RdU_
 
 S T R _ T E N C E N T _ Q Q _ A D D F R I E N D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 R:N}YS	 R:N}YS	 R:N}YS	 	 	 	 	 	 	 	 R:N}YS	 	 	 	 R:N}YS	 	 	 	 	 	 	 	 	 	 	 	 R:N}YS
 
 S T R _ T E N C E N T _ Q Q _ S E A R C H 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 g~b}YS	 g~b}YS	 g~b}YS	 	 	 	 	 	 	 	 g~b}YS	 	 	 	 g~b}YS	 	 	 	 	 	 	 	 	 	 	 	 g~b}YS
 
 S T R _ T E N C E N T _ Q Q _ C H A N G E S T A T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 bvr`	 bvr`	 bvr`	 	 	 	 	 	 	 	 bvr`	 	 	 	 bvr`	 	 	 	 	 	 	 	 	 	 	 	 bvr`
 
 S T R _ T E N C E N T _ Q Q _ S E N D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Smo`	 Smo`	 Smo`	 	 	 	 	 	 	 	 Smo`	 	 	 	 Smo`	 	 	 	 	 	 	 	 	 	 	 	 Smo`
 
 S T R _ T E N C E N T _ Q Q _ R E C E I V E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 c6emo`	 c6emo`	 c6emo`	 	 	 	 	 	 	 	 c6emo`	 	 	 	 c6emo`	 	 	 	 	 	 	 	 	 	 	 	 c6emo`
 
 S T R _ T E N C E N T _ Q Q _ D E T A I L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 gwDe	 gwDe	 gwDe	 	 	 	 	 	 	 	 gwDe	 	 	 	 gwDe	 	 	 	 	 	 	 	 	 	 	 	 gwDe
 
 S T R _ T E N C E N T _ Q Q _ D E L E T E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  Rd}YS	  Rd}YS	  Rd}YS	 	 	 	 	 	 	 	  Rd}YS	 	 	 	  Rd}YS	 	 	 	 	 	 	 	 	 	 	 	  Rd}YS
 
 S T R _ T E N C E N T _ Q Q _ N O R E C O D E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 eJ)YU_	 eJ)YU_	 eJ)YU_	 	 	 	 	 	 	 	 eJ)YU_	 	 	 	 eJ)YU_	 	 	 	 	 	 	 	 	 	 	 	 eJ)YU_
 
 S T R _ T E N C E N T _ Q Q _ D E L S U C C 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 bR RdJ)YU_	 bR RdJ)YU_	 bR RdJ)YU_	 	 	 	 	 	 	 	 bR RdJ)YU_	 	 	 	 bR RdJ)YU_	 	 	 	 	 	 	 	 	 	 	 	 bR RdJ)YU_
 
 S T R _ T E N C E N T _ Q Q _ D E L F A I L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  RdJ)YU_1Y%	  RdJ)YU_1Y%	  RdJ)YU_1Y%	 	 	 	 	 	 	 	  RdJ)YU_1Y%	 	 	 	  RdJ)YU_1Y%	 	 	 	 	 	 	 	 	 	 	 	  RdJ)YU_1Y%
 
 S T R _ T E N C E N T _ Q Q _ O N L I N E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 (W~	 (W~	 (W~	 	 	 	 	 	 	 	 (W~	 	 	 	 (W~	 	 	 	 	 	 	 	 	 	 	 	 (W~
 
 S T R _ T E N C E N T _ Q Q _ O F F L I N E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 y~	 y~	 y~	 	 	 	 	 	 	 	 y~	 	 	 	 y~	 	 	 	 	 	 	 	 	 	 	 	 y~
 
 S T R _ T E N C E N T _ Q Q _ A W A Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 y _	 y _	 y _	 	 	 	 	 	 	 	 y _	 	 	 	 y _	 	 	 	 	 	 	 	 	 	 	 	 y _
 
 S T R _ T E N C E N T _ Q Q _ I N V I S I B L E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C O N N E C T I N G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ck(WޏcQ~	 ck(WޏcQ~	 ck(WޏcQ~	 	 	 	 	 	 	 	 ck(WޏcQ~	 	 	 	 ck(WޏcQ~	 	 	 	 	 	 	 	 	 	 	 	 ck(WޏcQ~
 
 S T R _ T E N C E N T _ Q Q _ L O G I N I N G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 {vU_-N	 {vU_-N	 {vU_-N	 	 	 	 	 	 	 	 {vU_-N	 	 	 	 {vU_-N	 	 	 	 	 	 	 	 	 	 	 	 {vU_-N
 
 S T R _ T E N C E N T _ Q Q _ A N S W E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 V
Y	 V
Y	 V
Y	 	 	 	 	 	 	 	 V
Y	 	 	 	 V
Y	 	 	 	 	 	 	 	 	 	 	 	 V
Y
 
 S T R _ T E N C E N T _ Q Q _ E X P R E S S I O N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 h`	 h`	 h`	 	 	 	 	 	 	 	 h`	 	 	 	 h`	 	 	 	 	 	 	 	 	 	 	 	 h`
 
 S T R _ T E N C E N T _ Q Q _ N A M E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 5fy  	 5fy	 5fy	 	 	 	 	 	 	 	 5fy  	 	 	 	 5fy  	 	 	 	 	 	 	 	 	 	 	 	 5fy  
 
 S T R _ T E N C E N T _ Q Q _ S E X 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 '`+R	 '`+R	 '`+R	 	 	 	 	 	 	 	 '`+R	 	 	 	 '`+R	 	 	 	 	 	 	 	 	 	 	 	 '`+R
 
 S T R _ T E N C E N T _ Q Q _ A G E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 t^  	 t^	 t^	 	 	 	 	 	 	 	 t^  	 	 	 	 t^  	 	 	 	 	 	 	 	 	 	 	 	 t^  
 
 S T R _ T E N C E N T _ Q Q _ A R E A 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 0W:S	 0W:S	 0W:S	 	 	 	 	 	 	 	 0W:S	 	 	 	 0W:S	 	 	 	 	 	 	 	 	 	 	 	 0W:S
 
 S T R _ T E N C E N T _ Q Q _ M A L E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 7u	 7u	 7u	 	 	 	 	 	 	 	 7u	 	 	 	 7u	 	 	 	 	 	 	 	 	 	 	 	 7u
 
 S T R _ T E N C E N T _ Q Q _ F E M A L E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 sY	 sY	 sY	 	 	 	 	 	 	 	 sY	 	 	 	 sY	 	 	 	 	 	 	 	 	 	 	 	 sY
 
 S T R _ T E N C E N T _ Q Q _ A D D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 mR	 mR	 mR	 	 	 	 	 	 	 	 mR	 	 	 	 mR	 	 	 	 	 	 	 	 	 	 	 	 mR
 
 S T R _ T E N C E N T _ Q Q _ S Y S M E S S A G E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 |~mo`	 |~mo`	 |~mo`	 	 	 	 	 	 	 	 |~mo`	 	 	 	 |~mo`	 	 	 	 	 	 	 	 	 	 	 	 |~mo`
 
 S T R _ T E N C E N T _ Q Q _ R E F U S E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 b~	 b~	 b~	 	 	 	 	 	 	 	 b~	 	 	 	 b~	 	 	 	 	 	 	 	 	 	 	 	 b~
 
 S T R _ T E N C E N T _ Q Q _ A G R E E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Ta	 Ta	 Ta	 	 	 	 	 	 	 	 Ta	 	 	 	 Ta	 	 	 	 	 	 	 	 	 	 	 	 Ta
 
 S T R _ T E N C E N T _ Q Q _ A S K T O A D D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 BlǏ0	 BlǏ0	 BlǏ0	 	 	 	 	 	 	 	 BlǏ0	 	 	 	 BlǏ0	 	 	 	 	 	 	 	 	 	 	 	 BlǏ0
 
 S T R _ T E N C E N T _ Q Q _ B E A D D E D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 b`R:N}YS0	 b`R:N}YS0	 b`R:N}YS0	 	 	 	 	 	 	 	 b`R:N}YS0	 	 	 	 b`R:N}YS0	 	 	 	 	 	 	 	 	 	 	 	 b`R:N}YS0
 
 S T R _ T E N C E N T _ Q Q _ C A N N O T S E N D N U L L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 
NSNSzzmo`	 
NSNSzzmo`	 
NSNSzzmo`	 	 	 	 	 	 	 	 
NSNSzzmo`	 	 	 	 
NSNSzzmo`	 	 	 	 	 	 	 	 	 	 	 	 
NSNSzzmo`
 
 S T R _ T E N C E N T _ Q Q _ C O N N E C T E R R O R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q~ޏc1Y%	 Q~ޏc1Y%	 Q~ޏc1Y%	 	 	 	 	 	 	 	 Q~ޏc1Y%	 	 	 	 Q~ޏc1Y%	 	 	 	 	 	 	 	 	 	 	 	 Q~ޏc1Y%
 
 S T R _ T E N C E N T _ Q Q _ P S W E R R O R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 [x	 [x	 [x	 	 	 	 	 	 	 	 [x	 	 	 	 [x	 	 	 	 	 	 	 	 	 	 	 	 [x
 
 S T R _ T E N C E N T _ Q Q _ S E N D O K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 SbR	 SbR	 SbR	 	 	 	 	 	 	 	 SbR	 	 	 	 SbR	 	 	 	 	 	 	 	 	 	 	 	 SbR
 
 S T R _ T E N C E N T _ Q Q _ S E N D E R R O R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 S1Y%	 S1Y%	 S1Y%	 	 	 	 	 	 	 	 S1Y%	 	 	 	 S1Y%	 	 	 	 	 	 	 	 	 	 	 	 S1Y%
 
 S T R _ T E N C E N T _ Q Q _ N E T E R R O R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ޏc-Ne͑e{vU_  	 ޏc-Ne͑e{vU_	 ޏc-Ne͑e{vU_	 	 	 	 	 	 	 	 ޏc-Ne͑e{vU_  	 	 	 	 ޏc-Ne͑e{vU_  	 	 	 	 	 	 	 	 	 	 	 	 ޏc-Ne͑e{vU_  
 
 S T R _ T E N C E N T _ Q Q _ M E M O R Y N O T E N O U G H 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:gQX[
N	 Kb:gQX[
N	 Kb:gQX[
N	 	 	 	 	 	 	 	 Kb:gQX[
N	 	 	 	 Kb:gQX[
N	 	 	 	 	 	 	 	 	 	 	 	 Kb:gQX[
N
 
 S T R _ T E N C E N T _ Q Q _ J I A N G S U 	 Q Q I M 	 U n d e f i n e d 	 J i a n g s u 	 _lς	 _lς	 _lς	 	 	 	 	 	 	 	 _lς	 	 	 	 _lς	 	 	 	 	 	 	 	 	 	 	 	 _lς
 
 S T R _ T E N C E N T _ Q Q _ H U N A N 	 Q Q I M 	 U n d e f i n e d 	 H u n a n 	 VnWS	 VnWS	 VnWS	 	 	 	 	 	 	 	 VnWS	 	 	 	 VnWS	 	 	 	 	 	 	 	 	 	 	 	 VnWS
 
 S T R _ T E N C E N T _ Q Q _ G U A N G D O N G 	 Q Q I M 	 U n d e f i n e d 	 G u a n g d o n g 	 ^N	 ^N	 ^N	 	 	 	 	 	 	 	 ^N	 	 	 	 ^N	 	 	 	 	 	 	 	 	 	 	 	 ^N
 
 S T R _ T E N C E N T _ Q Q _ S I C H U A N 	 Q Q I M 	 U n d e f i n e d 	 S i c h u a n 	 V]	 V]	 V]	 	 	 	 	 	 	 	 V]	 	 	 	 V]	 	 	 	 	 	 	 	 	 	 	 	 V]
 
 S T R _ T E N C E N T _ Q Q _ L I A O N I N G 	 Q Q I M 	 U n d e f i n e d 	 L i a o n i n g 	 [	 [	 [	 	 	 	 	 	 	 	 [	 	 	 	 [	 	 	 	 	 	 	 	 	 	 	 	 [
 
 S T R _ T E N C E N T _ Q Q _ H U B E I 	 Q Q I M 	 U n d e f i n e d 	 H u b e i 	 VnS	 VnS	 VnS	 	 	 	 	 	 	 	 VnS	 	 	 	 VnS	 	 	 	 	 	 	 	 	 	 	 	 VnS
 
 S T R _ T E N C E N T _ Q Q _ Z H E J I A N G 	 Q Q I M 	 U n d e f i n e d 	 Z h e j i a n g 	 Ym_l	 Ym_l	 Ym_l	 	 	 	 	 	 	 	 Ym_l	 	 	 	 Ym_l	 	 	 	 	 	 	 	 	 	 	 	 Ym_l
 
 S T R _ T E N C E N T _ Q Q _ H E N A N 	 Q Q I M 	 U n d e f i n e d 	 H e n a n 	 lWS	 lWS	 lWS	 	 	 	 	 	 	 	 lWS	 	 	 	 lWS	 	 	 	 	 	 	 	 	 	 	 	 lWS
 
 S T R _ T E N C E N T _ Q Q _ H E B E I 	 Q Q I M 	 U n d e f i n e d 	 H e b e i 	 lS	 lS	 lS	 	 	 	 	 	 	 	 lS	 	 	 	 lS	 	 	 	 	 	 	 	 	 	 	 	 lS
 
 S T R _ T E N C E N T _ Q Q _ B E I J I N G 	 Q Q I M 	 U n d e f i n e d 	 B e i j i n g 	 SN	 SN	 SN	 	 	 	 	 	 	 	 SN	 	 	 	 SN	 	 	 	 	 	 	 	 	 	 	 	 SN
 
 S T R _ T E N C E N T _ Q Q _ J I L I N 	 Q Q I M 	 U n d e f i n e d 	 J i l i n 	 	Tg	 	Tg	 	Tg	 	 	 	 	 	 	 	 	Tg	 	 	 	 	Tg	 	 	 	 	 	 	 	 	 	 	 	 	Tg
 
 S T R _ T E N C E N T _ Q Q _ H E I L O N G J I A N G 	 Q Q I M 	 U n d e f i n e d 	 H e i l o n g j i a n g 	 ў_l	 ў_l	 ў_l	 	 	 	 	 	 	 	 ў_l	 	 	 	 ў_l	 	 	 	 	 	 	 	 	 	 	 	 ў_l
 
 S T R _ T E N C E N T _ Q Q _ A N H U I 	 Q Q I M 	 U n d e f i n e d 	 A n h u i 	 [_	 [_	 [_	 	 	 	 	 	 	 	 [_	 	 	 	 [_	 	 	 	 	 	 	 	 	 	 	 	 [_
 
 S T R _ T E N C E N T _ Q Q _ S H A N D O N G 	 Q Q I M 	 U n d e f i n e d 	 S h a n d o n g 	 q\N	 q\N	 q\N	 	 	 	 	 	 	 	 q\N	 	 	 	 q\N	 	 	 	 	 	 	 	 	 	 	 	 q\N
 
 S T R _ T E N C E N T _ Q Q _ F U J I A N 	 Q Q I M 	 U n d e f i n e d 	 F u j i a n 	 y^	 y^	 y^	 	 	 	 	 	 	 	 y^	 	 	 	 y^	 	 	 	 	 	 	 	 	 	 	 	 y^
 
 S T R _ T E N C E N T _ Q Q _ C H O N G Q I N G 	 Q Q I M 	 U n d e f i n e d 	 C h o n g q i n g 	 ͑^	 ͑^	 ͑^	 	 	 	 	 	 	 	 ͑^	 	 	 	 ͑^	 	 	 	 	 	 	 	 	 	 	 	 ͑^
 
 S T R _ T E N C E N T _ Q Q _ S H A N G H A I 	 Q Q I M 	 U n d e f i n e d 	 S h a n g h a i 	 
Nwm	 
Nwm	 
Nwm	 	 	 	 	 	 	 	 
Nwm	 	 	 	 
Nwm	 	 	 	 	 	 	 	 	 	 	 	 
Nwm
 
 S T R _ T E N C E N T _ Q Q _ J I A N G X I 	 Q Q I M 	 U n d e f i n e d 	 J i a n g x i 	 _l	 _l	 _l	 	 	 	 	 	 	 	 _l	 	 	 	 _l	 	 	 	 	 	 	 	 	 	 	 	 _l
 
 S T R _ T E N C E N T _ Q Q _ S H A N X I 3 	 Q Q I M 	 U n d e f i n e d 	 S h a a n x i 	 U	 U	 U	 	 	 	 	 	 	 	 U	 	 	 	 U	 	 	 	 	 	 	 	 	 	 	 	 U
 
 S T R _ T E N C E N T _ Q Q _ T I A N J I N 	 Q Q I M 	 U n d e f i n e d 	 T i a n j i n 	 )Y%m	 )Y%m	 )Y%m	 	 	 	 	 	 	 	 )Y%m	 	 	 	 )Y%m	 	 	 	 	 	 	 	 	 	 	 	 )Y%m
 
 S T R _ T E N C E N T _ Q Q _ G U A N G X I 	 Q Q I M 	 U n d e f i n e d 	 G u a n g x i 	 ^	 ^	 ^	 	 	 	 	 	 	 	 ^	 	 	 	 ^	 	 	 	 	 	 	 	 	 	 	 	 ^
 
 S T R _ T E N C E N T _ Q Q _ N E I M E N G 	 Q Q I M 	 U n d e f i n e d 	 T h e   I n n e r   M o n g o l 	 Q	 Q	 Q	 	 	 	 	 	 	 	 Q	 	 	 	 Q	 	 	 	 	 	 	 	 	 	 	 	 Q
 
 S T R _ T E N C E N T _ Q Q _ S H A N X I 1 	 Q Q I M 	 U n d e f i n e d 	 S h a n x i 	 q\	 q\	 q\	 	 	 	 	 	 	 	 q\	 	 	 	 q\	 	 	 	 	 	 	 	 	 	 	 	 q\
 
 S T R _ T E N C E N T _ Q Q _ G U I Z H O U 	 Q Q I M 	 U n d e f i n e d 	 G u i z h o u 	 5]	 5]	 5]	 	 	 	 	 	 	 	 5]	 	 	 	 5]	 	 	 	 	 	 	 	 	 	 	 	 5]
 
 S T R _ T E N C E N T _ Q Q _ Y U N N A N 	 Q Q I M 	 U n d e f i n e d 	 Y u n n a n 	 NWS	 NWS	 NWS	 	 	 	 	 	 	 	 NWS	 	 	 	 NWS	 	 	 	 	 	 	 	 	 	 	 	 NWS
 
 S T R _ T E N C E N T _ Q Q _ X I A N G G A N G 	 Q Q I M 	 U n d e f i n e d 	 H o n g k o n g 	 /n	 /n	 /n	 	 	 	 	 	 	 	 /n	 	 	 	 /n	 	 	 	 	 	 	 	 	 	 	 	 /n
 
 S T R _ T E N C E N T _ Q Q _ X I N J I A N G 	 Q Q I M 	 U n d e f i n e d 	 X i n j i a n g 	 eu	 eu	 eu	 	 	 	 	 	 	 	 eu	 	 	 	 eu	 	 	 	 	 	 	 	 	 	 	 	 eu
 
 S T R _ T E N C E N T _ Q Q _ G A N S U 	 Q Q I M 	 U n d e f i n e d 	 G a n s u 	 u	 u	 u	 	 	 	 	 	 	 	 u	 	 	 	 u	 	 	 	 	 	 	 	 	 	 	 	 u
 
 S T R _ T E N C E N T _ Q Q _ H A I N A N 	 Q Q I M 	 U n d e f i n e d 	 H a i n a n 	 wmWS	 wmWS	 wmWS	 	 	 	 	 	 	 	 wmWS	 	 	 	 wmWS	 	 	 	 	 	 	 	 	 	 	 	 wmWS
 
 S T R _ T E N C E N T _ Q Q _ N I N G X I A 	 Q Q I M 	 U n d e f i n e d 	 N i n g x i a 	 [Y	 [Y	 [Y	 	 	 	 	 	 	 	 [Y	 	 	 	 [Y	 	 	 	 	 	 	 	 	 	 	 	 [Y
 
 S T R _ T E N C E N T _ Q Q _ Q I N G H A I 	 Q Q I M 	 U n d e f i n e d 	 Q i n g h a i 	 Rwm	 Rwm	 Rwm	 	 	 	 	 	 	 	 Rwm	 	 	 	 Rwm	 	 	 	 	 	 	 	 	 	 	 	 Rwm	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A O M E N 	 Q Q I M 	 U n d e f i n e d 	 M a c a o 	 o	 o	 o	 	 	 	 	 	 	 	 o	 	 	 	 o	 	 	 	 	 	 	 	 	 	 	 	 o	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ T A I W A N 	 Q Q I M 	 U n d e f i n e d 	 T a i w a n 	 S~n	 S~n	 S~n	 	 	 	 	 	 	 	 S~n	 	 	 	 S~n	 	 	 	 	 	 	 	 	 	 	 	 S~n	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ X I Z A N G 	 Q Q I M 	 U n d e f i n e d 	 T i b e t 	 υ	 υ	 υ  	 	 	 	 	 	 	 	 υ	 	 	 	 υ	 	 	 	 	 	 	 	 	 	 	 	 υ	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A B O U T I N F O 	 Q Q I M 	 U n d e f i n e d 	 b a c k 	 Kb:gQ Q 2 0 0 8   B e t a 1   B u i l d 0 2 0 ^ ~lQS  HrCg@b	g0^ C o p y r i g h t ( C )   1 9 9 8 - 2 0 0 8   T E N C E N T   I n c .   A l l   r i g h t s   r e s e r v e d . ^ Q@W^ H t t p : / / m o b i l e . q q . c o m ^ Kb:g~Q^ H t t p : / / 3 g . q q . c o m ^ [
g{^ S e r v i c e @ t e n c e n t . c o m ^ [
gp~^ 0 7 5 5 - 8 3 7 6 5 5 6 6 	 Kb:gQ Q 2 0 0 8   B e t a 1   B u i l d 0 2 0 ^ ~lQS  HrCg@b	g0^ C o p y r i g h t ( C )   1 9 9 8 - 2 0 0 8   T E N C E N T   I n c .   A l l   r i g h t s   r e s e r v e d . ^ Q@W^ H t t p : / / m o b i l e . q q . c o m ^ Kb:g~Q^ H t t p : / / 3 g . q q . c o m ^ [
g{^ S e r v i c e @ t e n c e n t . c o m ^ [
gp~^ 0 7 5 5 - 8 3 7 6 5 5 6 6 	 Kb:gQ Q 2 0 0 8   B e t a 1   B u i l d 0 2 0 ^ ~lQS  HrCg@b	g0^ C o p y r i g h t ( C )   1 9 9 8 - 2 0 0 8   T E N C E N T   I n c .   A l l   r i g h t s   r e s e r v e d . ^ Q@W^ H t t p : / / m o b i l e . q q . c o m ^ Kb:g~Q^ H t t p : / / 3 g . q q . c o m ^ [
g{^ S e r v i c e @ t e n c e n t . c o m ^ [
gp~^ 0 7 5 5 - 8 3 7 6 5 5 6 6   	 	 	 	 	 	 	 	 Kb:gQ Q 2 0 0 8   B e t a 1   B u i l d 0 2 0 ^ ~lQS  HrCg@b	g0^ C o p y r i g h t ( C )   1 9 9 8 - 2 0 0 8   T E N C E N T   I n c .   A l l   r i g h t s   r e s e r v e d . ^ Q@W^ H t t p : / / m o b i l e . q q . c o m ^ Kb:g~Q^ H t t p : / / 3 g . q q . c o m ^ [
g{^ S e r v i c e @ t e n c e n t . c o m ^ [
gp~^ 0 7 5 5 - 8 3 7 6 5 5 6 6 	 	 	 	 Kb:gQ Q 2 0 0 8   B e t a 1   B u i l d 0 2 0 ^ ~lQS  HrCg@b	g0^ C o p y r i g h t ( C )   1 9 9 8 - 2 0 0 8   T E N C E N T   I n c .   A l l   r i g h t s   r e s e r v e d . ^ Q@W^ H t t p : / / m o b i l e . q q . c o m ^ Kb:g~Q^ H t t p : / / 3 g . q q . c o m ^ [
g{^ S e r v i c e @ t e n c e n t . c o m ^ [
gp~^ 0 7 5 5 - 8 3 7 6 5 5 6 6 	 	 	 	 	 	 	 	 	 	 	 	 Kb:gQ Q 2 0 0 8   B e t a 1   B u i l d 0 2 0 ^ ~lQS  HrCg@b	g0^ C o p y r i g h t ( C )   1 9 9 8 - 2 0 0 8   T E N C E N T   I n c .   A l l   r i g h t s   r e s e r v e d . ^ Q@W^ H t t p : / / m o b i l e . q q . c o m ^ Kb:g~Q^ H t t p : / / 3 g . q q . c o m ^ [
g{^ S e r v i c e @ t e n c e n t . c o m ^ [
gp~^ 0 7 5 5 - 8 3 7 6 5 5 6 6 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A T T A C H 	 Q Q I M 	 U n d e f i n e d 	 b a c k 	 DRmo`: 	 DRmo`: 	 DRmo`:   	 	 	 	 	 	 	 	 DRmo`: 	 	 	 	 DRmo`: 	 	 	 	 	 	 	 	 	 	 	 	 DRmo`: 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ 0 1 6 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 <   1 6 	 <   1 6 	 <   1 6 	 <   1 6 	 <   1 6 	 <   1 6 	 <   1 6 	 	 	 <   1 6 	 <   1 6 	 <   1 6 	 <   1 6 	 	 <   1 6 	 <   1 6 	 	 	 	 	 	 	 	 < 1 6 	 	 	 <   1 6 	 	 	 <   1 6 	 	 	 <   1 6 	 	 	 <   1 6 	 	 	 	 	 	 	 	 	 <   1 6 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 <   1 6 
 
 S T R _ T E N C E N T _ Q Q _ 1 6 2 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 1 6 - 2 2 	 1 6 - 2 2 	 1 6 - 2 2 	 1 6 - 2 2 	 1 6 - 2 2 	 1 6 - 2 2 	 1 6 - 2 2 	 	 	 1 6 - 2 2 	 1 6 - 2 2 	 1 6 - 2 2 	 1 6 - 2 2 	 	 1 6 - 2 2 	 1 6 - 2 2 	 	 	 	 	 	 	 	 1 6 - 2 2 	 	 	 1 6 - 2 2 	 	 	 1 6 - 2 2 	 	 	 1 6 - 2 2 	 	 	 1 6 - 2 2 	 	 	 	 	 	 	 	 	 1 6 - 2 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1 6 - 2 2 
 
 S T R _ T E N C E N T _ Q Q _ 2 2 3 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 2 2 - 3 0 	 2 2 - 3 0 	 2 2 - 3 0 	 2 2 - 3 0 	 2 2 - 3 0 	 2 2 - 3 0 	 2 2 - 3 0 	 	 	 2 2 - 3 0 	 2 2 - 3 0 	 2 2 - 3 0 	 2 2 - 3 0 	 	 2 2 - 3 0 	 2 2 - 3 0 	 	 	 	 	 	 	 	 2 2 - 3 0 	 	 	 2 2 - 3 0 	 	 	 2 2 - 3 0 	 	 	 2 2 - 3 0 	 	 	 2 2 - 3 0 	 	 	 	 	 	 	 	 	 2 2 - 3 0 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 2 - 3 0 
 
 S T R _ T E N C E N T _ Q Q _ 3 0 4 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 3 0 - 4 0 	 3 0 - 4 0 	 3 0 - 4 0 	 3 0 - 4 0 	 3 0 - 4 0 	 3 0 - 4 0 	 3 0 - 4 0 	 	 	 3 0 - 4 0 	 3 0 - 4 0 	 3 0 - 4 0 	 3 0 - 4 0 	 	 3 0 - 4 0 	 3 0 - 4 0 	 	 	 	 	 	 	 	 3 0 - 4 0 	 	 	 3 0 - 4 0 	 	 	 3 0 - 4 0 	 	 	 3 0 - 4 0 	 	 	 3 0 - 4 0 	 	 	 	 	 	 	 	 	 3 0 - 4 0 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 3 0 - 4 0 
 
 S T R _ T E N C E N T _ Q Q _ 2 4 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 >   4 0 	 >   4 0 	 >   4 0 	 >   4 0 	 >   4 0 	 >   4 0 	 >   4 0 	 	 	 >   4 0 	 >   4 0 	 >   4 0 	 >   4 0 	 	 >   4 0 	 >   4 0 	 	 	 	 	 	 	 	 >   4 0 	 	 	 >   4 0 	 	 	 >   4 0 	 	 	 >   4 0 	 	 	 >   4 0 	 	 	 	 	 	 	 	 	 >   4 0 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 >   4 0 
 
 S T R _ T E N C E N T _ Q Q _ F I N G E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 g	 g	 g	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C A N N O T A D D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 [e]~/f`v}YS0	 [e]~/f`v}YS0	 [e]~/f`v}YS0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ F I N D R E S U L T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 g~g	 g~g	 g~g	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 S	 S	 S	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C A N A D D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 bRR:N}YS0	 bRR:N}YS0	 bRR:N}YS0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ N O A D D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 b~R:N}YS0	 b~R:N}YS0	 b~R:N}YS0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ N E E D C E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  `vN0	  `vN0	  `vN0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C O N T I N U E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ~~	 ~~	 ~~	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A S S 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ǏN`vBl0	 ǏN`vBl0	 ǏN`vBl0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E F U S E Y O U 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 b~N`vBl0	 b~N`vBl0	 b~N`vBl0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P R E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 
N N*N	 
N N*N	 
N N*N	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ N E X T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 N Nag	 N Nag	 N Nag	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ W R O N G U I D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q SxeHe0	 Q Q SxeHe0	 Q Q SxeHe0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E M O V E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  Rd	  Rd	  Rd	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ B L A C K L I S T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ў
TUS	 ў
TUS	 ў
TUS	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ M O V E F R O M B L A C K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 N~ Rd	 N~ Rd	 N~ Rd	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A D D T O B L A C K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ReQў
TUS	 ReQў
TUS	 ReQў
TUS	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S U R E T O E X I T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 nx[ QQ Q T	 nx[ QQ Q T	 nx[ QQ Q T	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 nx[	 nx[	 nx[	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S T R A N G E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 LuN	 LuN	 LuN	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S U R E T O D E L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 nx[ Rd}YS	 nx[ Rd}YS	 nx[ Rd}YS	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S U R E T O B L A C K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 nx[ReQў
TUS	 nx[ReQў
TUS	 nx[ReQў
TUS	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ U S E R I N B L A C K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 [e(W`vў
TUS-N0	 [e(W`vў
TUS-N0	 [e(W`vў
TUS-N0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S E T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 |~n	 |~n	 |~n	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S K I N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 vn	 vn	 vn	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ D E T A I L S 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 De	 De	 De	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S E L E C T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	b	 	b	 	b	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N H E L P I N F O 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 eQQ Q SxT[x{vU_0(WO(uǏz-NSONuAmϑ9(u1uЏ%FU	c9hQ6eSwQSOD9TS_0WЏ%FU0	 eQQ Q SxT[x{vU_0(WO(uǏz-NSONuAmϑ9(u1uЏ%FU	c9hQ6eSwQSOD9TS_0WЏ%FU0	 eQQ Q SxT[x{vU_0(WO(uǏz-NSONuAmϑ9(u1uЏ%FU	c9hQ6eSwQSOD9TS_0WЏ%FU0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C H A T R E C O R D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 J)YU_	 J)YU_	 J)YU_	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O P E R A T E H E L P 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Smo`yRIQh	-N}YS(W;N܃US-N	bSOo`- > Oo`[bKNT	cnx[.- > nxS0Smo`S_w0R	g4YPꕨRvePf	gmo`0RegpQ(u7b4YPbr`hVhS勈mo`0nr`(W;NLubSb _d\O܃US	bnS[bvr`|~c:y[v0	 Smo`yRIQh	-N}YS(W;N܃US-N	bSOo`- > Oo`[bKNT	cnx[.- > nxS0Smo`S_w0R	g4YPꕨRvePf	gmo`0RegpQ(u7b4YPbr`hVhS勈mo`0nr`(W;NLubSb _d\O܃US	bnS[bvr`|~c:y[v0	 Smo`yRIQh	-N}YS(W;N܃US-N	bSOo`- > Oo`[bKNT	cnx[.- > nxS0Smo`S_w0R	g4YPꕨRvePf	gmo`0RegpQ(u7b4YPbr`hVhS勈mo`0nr`(W;NLubSb _d\O܃US	bnS[bvr`|~c:y[v0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O P E R A T E H E L P 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 2 .0RSON5 .Smo`3 .T6 ._yR0R,{ N*NT gT N*N1 .T4 .u]S.RbcR~* .RbchQ}YST(W~}YS0 .RbcS_MRv0	 2 .0RSON5 .Smo`3 .T6 ._yR0R,{ N*NT gT N*N1 .T4 .u]S.RbcR~* .RbchQ}YST(W~}YS0 .RbcS_MRv0	 2 .0RSON5 .Smo`3 .T6 ._yR0R,{ N*NT gT N*N1 .T4 .u]S.RbcR~* .RbchQ}YST(W~}YS0 .RbcS_MRv0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S H O R T C U T H E L L O 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 `O}YgS0	 `O}YgS0	 `O}YgS0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S H O R T C U T A S K 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  gя}YT	  gя}YT	  gя}YT	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S H O R T C U T H A P P Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 _ؚtQƋ`O	 _ؚtQƋ`O	 _ؚtQƋ`O	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S H O R T C U T M E T O O 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 b_N/f0	 b_N/f0	 b_N/f0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S H O R T C U T S E E Y O U 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 bpNQ0	 bpNQ0	 bpNQ0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S H O R T C U T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 8^(u	 8^(u	 8^(u	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ I N S E R T E M O T I O N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 mRh`	 mRh`  	 mRh`    	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ T I M E O U T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q~e	 Q~e  	 Q~e	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S K I N 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ؚ~pp	 ؚ~pp  	 ؚ~pp	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S K I N 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 4lvf݄	 4lvf݄  	 4lvf݄	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S K I N 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 5e+}	 5e+}  	 5e+}	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S K I N 3 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 spt~	 spt~  	 spt~	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ F R I M A N A G E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 }YS{t	 }YS{t  	 }YS{t	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O P E H E L P 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 .^ROo`	 .^ROo`  	 .^ROo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A D D B Y I D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	cSxmR	 	cSxmR  	 	cSxmR	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C A N N O T A D D S E L F 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 
NmR]:N}YS0	 
NmR]:N}YS0  	 
NmR]:N}YS0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ I F A D D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 /f&TmR	 /f&TmR  	 /f&TmR	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ I F A D D B E F R I 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 :N}YS	   :N}YS  	   :N}YS	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ N U L L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 e	 e  	 e	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P E R S O N A L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 *NNOo`	 *NNOo`  	 *NNOo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E A D E R R O R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 S	 S  	 S	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ B U D D Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q }YS	 Q Q }YS	 Q Q }YS	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E C E N T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  gяT|N	  gяT|N	  gяT|N	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ T O O L B A R _ H I N T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 T
N	b]wQh	 T
N	b]wQh	 T
N	b]wQh	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ W I T H 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 N	 N	 N	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C H A T T I N G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 J)Y-N	 J)Y-N	 J)Y-N	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A R K 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:g~Q	 Kb:g~Q	 Kb:g~Q	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A R K 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 eS	 eS	 eS	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A R K 3 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:gQ z o n e 	 Kb:gQ z o n e 	 Kb:gQ z o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A R K 4 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q fNW	 Q Q fNW	 Q Q fNW	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A R K 5 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 >y:S	 >y:S	 >y:S	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C H A T 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 B a c k 	 vJ)YU_	 vJ)YU_	 %1	 A t r  s 	 R e t o u r 	 Z u r  c k 	 0704	 	 1,H9	 V o l t a r 	 G e r i 	 C h u y n   v 	 	 K e m b a l i 	 *	@		G		 	 	 	 	 	 	 	 T e r u g 	 	 	  n a p o i 	 	 	 	 	 	 ('24*	 	 	 						 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l t a r 
 
 S T R _ T E N C E N T _ Q Q _ T H E M E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 B a c k 	 MreHh	 MreHh	 %1	 A t r  s 	 R e t o u r 	 Z u r  c k 	 0704	 	 1,H9	 V o l t a r 	 G e r i 	 C h u y n   v 	 	 K e m b a l i 	 *	@		G		 	 	 	 	 	 	 	 T e r u g 	 	 	  n a p o i 	 	 	 	 	 	 ('24*	 	 	 						 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l t a r 
 
 S T R _ T E N C E N T _ Q Q _ S O U N D O N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  _/TX  	  _/TX	  _/TX	 	 	 	 	 	 	 	 	 	 C h u y n   v 	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S O U N D O F F 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 sQX	 sQX	 sQX	 	 	 	 	 	 	 	 	 	 O K 	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ V I B R A T E O N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	  _/T/cR	  _/T/cR	  _/T/cR	 	 	 	 	 	 	 	 	 	 C h u y n   v 	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ V I B R A T E O F F 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 sQ/cR	 sQ/cR	 sQ/cR	 	 	 	 	 	 	 	 	 	 T  m   k i m 	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C L E A R L O G I N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 nd&7bOo`	 nd&7bOo`	 nd&7bOo`	 	 	 	 	 	 	 	 	 	 M 	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C L E A R L O G I N N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 \ Rd`@b{vU_vQ Q SxvsQOo`SbOX[vSxS[x/f&T~~	 \ Rd`@b{vU_vQ Q SxvsQOo`SbOX[vSxS[x/f&T~~	 \ Rd`@b{vU_vQ Q SxvsQOo`SbOX[vSxS[x/f&T~~	 	 	 	 	 	 	 	 	 	 K h  n g   t h   n h n   k h  a   D R M 	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ D E L C H A T R E C 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 nzzJ)YU_	 nzzJ)YU_	 nzzJ)YU_	 	 	 	 	 	 	 	 	 	 C  i   l  m   t a i   n g h e   B l u e t o o t h   m c   n h ? 	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ D E L C H A T R E C N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 \nzz@b	gvJ)YU_/f&T~~	 \nzz@b	gvJ)YU_/f&T~~	 \nzz@b	gvJ)YU_/f&T~~	 	 	 	 	 	 	 	 	 	 C  i   t   t i n   q u n g   b  	 	 K e m b a l i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S E N D M S G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 B a c k 	 Smo`	 Smo`	 %1	 A t r  s 	 R e t o u r 	 Z u r  c k 	 0704	 	 1,H9	 V o l t a r 	 G e r i 	 C h u y n   v 	 	 K e m b a l i 	 *	@		G		 	 	 	 	 	 	 	 T e r u g 	 	 	  n a p o i 	 	 	 	 	 	 ('24*	 	 	 						 	 	 	 	 	 	 	 	 T e r u g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o l t a r 
 
 S T R _ T E N C E N T _ Q Q _ B R O W S E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Omȉ	 Omȉ	 Omȉ	 	 	 	 	 	 	 	 	 	 L u   t r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E F L A S H B U D D Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 7ReRh	 7ReRh	 7ReRh	 	 	 	 	 	 	 	 	 	 C  i   t   c h i a   s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E F L A S H B U D D Y N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 7ReRhOfeS_MRSxv}YSOo` QS_MRQ Q v^͑e{vU_Sx0/f&T~~	 7ReRhOfeS_MRSxv}YSOo` QS_MRQ Q v^͑e{vU_Sx0/f&T~~	 7ReRhOfeS_MRSxv}YSOo` QS_MRQ Q v^͑e{vU_Sx0/f&T~~	 	 	 	 	 	 	 	 	 	 G i y   p h  p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S E L I D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	bpencޏc	 	bpencޏc	 	bpencޏc	 	 	 	 	 	 	 	 	 	 V   t r    h  n h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ F U L L M E M 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:gQX[zz
N	 Kb:gQX[zz
N	 Kb:gQX[zz
N	 	 	 	 	 	 	 	 	 	 G i y   p h  p   c h i a   s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ F U L L M E M 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 sQ NN^(uQՋ	 sQ NN^(uQՋ	 sQ NN^(uQՋ	 	 	 	 	 	 	 	 	 	 V   t r    c h i a   s   h  n h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ G R O U P 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 R~	 R~	 R~	 	 	 	 	 	 	 	 	 	 T h o  t   m t   k t   n i   t h i t   b    m   t h a n h   k h  c ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ M Y B U D D Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 bv}YS	 bv}YS	 bv}YS	 	 	 	 	 	 	 	 	 	 a   c h   c a   t  i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O P E N G R O U P 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 U\ _R~	 U\ _R~	 U\ _R~	 	 	 	 	 	 	 	 	 	    n h n   t t   c   c  c   f i l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C L O S E G R O U P 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 sQR~	 sQR~	 sQR~	 	 	 	 	 	 	 	 	 	    h i n   t h   m t   p h n   n i   d u n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A D D B Y C O N D I T I O N 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	cagNg~b	 	cagNg~b	 	cagNg~b	 	 	 	 	 	 	 	 	 	    n h n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O T H E R F R I E N D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 vQNT|N	 vQNT|N	 vQNT|N	 	 	 	 	 	 	 	 	 	 N  n g   c a o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ Q Q G R O U P 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q 	 Q Q 	 Q Q 	 	 	 	 	 	 	 	 	 	 T r u y n   f i l e 
 
 S T R _ T E N C E N T _ Q Q _ A P P L Y Q Q I D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 3uQ Q S	 3uQ Q S	 3uQ Q S	 	 	 	 	 	 	 	 	 	 D u y t   t  m   h  n h 
 
 S T R _ T E N C E N T _ Q Q _ O N L I N E M Q Q U S E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:g(W~(u7b	 Kb:g(W~(u7b	 Kb:g(W~(u7b	 	 	 	 	 	 	 	 	 	 a n g   k t   n i 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N I N G 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ck(W{vU_	 ck(W{vU_	 ck(W{vU_	 	 	 	 	 	 	 	 	 	 H i   t h o i 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 emo`0R	c5 .1\vcS0	 emo`0R	c5 .1\vcS0	 emo`0R	c5 .1\vcS0	 	 	 	 	 	 	 	 	 	 N g i   k i a   n  i 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 }YS*YYՋՋ1 / 4 .1\u>f:y}YSRh	 }YS*YYՋՋ1 / 4 .1\u>f:y}YSRh	 }YS*YYՋՋ1 / 4 .1\u>f:y}YSRh	 	 	 	 	 	 	 	 	 	 T  i   n  i 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 `
N`bc*Nvr	cN0 .ri_Kbcc0	 `
N`bc*Nvr	cN0 .ri_Kbcc0	 `
N`bc*Nvr	cN0 .! ri_Kbcc0	 	 	 	 	 	 	 	 	 	 N h 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 3 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:g_NcQ  N
NKb:g~Q NJQ Q 	 Kb:g_NcQ  N
NKb:g~Q NJQ Q 	 Kb:g_NcQ  N
NKb:g~Q NJQ Q 	 	 	 	 	 	 	 	 	 	 T i p   t c   t i   v 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 4 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 mo`*YY`HNRՋՋꁚ[INv_wcV
YJ)YzSvc	cnx.1\QegfU	 mo`*YY`HNRՋՋꁚ[INv_wcV
YJ)YzSvc	cnx.1\QegfU	 mo`*YY`HNRՋՋꁚ[INv_wcV
YJ)YzSvc	cnx.1\QegfU	 	 	 	 	 	 	 	 	 	 C p   n h t   t h  n h   c  n g 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 5 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 R~*YYՋՋ* .T# .` _1\ _`sQ1\sQ	 R~*YYՋՋ* .T# .` _1\ _`sQ1\sQ	 R~*YYՋՋ* .T# .` _1\ _`sQ1\sQ	 	 	 	 	 	 	 	 	 	 K h  n g   t h   c p   n h t 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 6 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:gbNgqGr0\5uq_ N[~'Y[RNՋՋeN OR! 	 Kb:gbNgqGr0\5uq_ N[~'Y[RNՋՋeN OR! 	 Kb:gbNgqGr0\5uq_ N[~'Y[RNՋՋeN OR! 	 	 	 	 	 	 	 	 	 	   G i   s a u 
 
 S T R _ T E N C E N T _ Q Q _ O P E R S E C R E T 7 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:g_Nb:N[:gMQ9Smo`[e_{/fKb:gyRQ Q 2 0 0 6 ck_Hrb5u2 0 0 6   b e t a 3 N
NHr,g0	 Kb:g_Nb:N[:gMQ9Smo`[e_{/fKb:gyRQ Q 2 0 0 6 ck_Hrb5u2 0 0 6   b e t a 3 N
NHr,g0	 Kb:g_Nb:N[:gMQ9Smo`[e_{/fKb:gyRQ Q 2 0 0 6 ck_Hrb5u2 0 0 6   b e t a 3 N
NHr,g0	 	 	 	 	 	 	 	 	 	   G i   s a u 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N S T A T E 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ck(Wޏc
gRhV	 ck(Wޏc
gRhV	 ck(Wޏc
gRhV	 	 	 	 	 	 	 	 	 	 C p   n h t   n g a y 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N S T A T E 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 {vU_-N	 {vU_-N	 {vU_-N	 	 	 	 	 	 	 	 	 	    c h u y n 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N S T A T E 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ck(WS}YSRh	 ck(WS}YSRh	 ck(WS}YSRh	 	 	 	 	 	 	 	 	 	 F i l e   b   l i .     X  a   e m a i l ? 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N E R R 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 [x0	 [x0	 [x0	 	 	 	 	 	 	 	 	 	 T h i u   n h   c h   k  
 
 S T R _ T E N C E N T _ Q Q _ L O G I N E R R 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q Q Sx<h_
N[0	 Q Q Sx<h_
N[0	 Q Q Sx<h_
N[0	 	 	 	 	 	 	 	 	 	 D c h   v   g i a o   t h  n g   t   n g 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N E R R 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ޏc
gRhV1Y%hgQ~͑e{vU_0	 ޏc
gRhV1Y%hgQ~͑e{vU_0	 ޏc
gRhV1Y%hgQ~͑e{vU_0	 	 	 	 	 	 	 	 	 	 D c h   v   A F 
 
 S T R _ T E N C E N T _ Q Q _ L O G I N E R R 3 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q~ޏce͑Ջ0	 Q~ޏce͑Ջ0	 Q~ޏce͑Ջ0	 	 	 	 	 	 	 	 	 	 C  i   t   R D S 
 
 S T R _ T E N C E N T _ Q Q _ R E A L N A M E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 w[Y
T	 w[Y
T	 w[Y
T	 	 	 	 	 	 	 	 	 	 B t   R D S   t r c 
 
 S T R _ T E N C E N T _ Q Q _ O F F I N F O 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 *N'`~{
T	 *N'`~{
T	 *N'`~{
T	 	 	 	 	 	 	 	 	 	 K h  n g   t h   g h i    m 
 
 S T R _ T E N C E N T _ Q Q _ M E M O 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Yl
Ty	 Yl
Ty	 Yl
Ty	 	 	 	 	 	 	 	 	 	 L i   m n g ! 
 
 S T R _ T E N C E N T _ Q Q _ C I T Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 W^	 W^	 W^	 	 	 	 	 	 	 	 	 	 Y  u   c u   c  i   t      g i   n 
 
 S T R _ T E N C E N T _ Q Q _ A G R E E A N D A D D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Tav^mR	 Tav^mR	 Tav^mR	 	 	 	 	 	 	 	 	 	 Y  u   c u   g   b      g i   n 
 
 S T R _ T E N C E N T _ Q Q _ L O G O U T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 l {vU_	 l {vU_	 l {vU_	 	 	 	 	 	 	 	 	 	 Y  u   c u   c  i   t 
 
 S T R _ T E N C E N T _ Q Q _ S E T S H O R T C U T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 8^(u틾n	 8^(u틾n	 8^(u틾n	 	 	 	 	 	 	 	 	 	 Y  u   c u   g   b 
 
 S T R _ T E N C E N T _ Q Q _ E D I T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	 	 	 	 	 	 	 	 	 	 	 	 N h    k h a i   t h  c   m n g   y  u   c u   g   b   n g   d n g ,   b n   c    c h o   p h  p ?     N u   b n   c h n   k h  n g ,   y  u   c u   s   c   h y   b . 
 
 S T R _ T E N C E N T _ Q Q _ L E F T R I G H T L E A F 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	c]0S.u	 	c]0S.u	 	c]0S.u	 	 	 	 	 	 	 	 	 	 ?     
 
 S T R _ T E N C E N T _ Q Q _ D O W N R E A D N E W 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 TNgwemo`	 TNgwemo`	 TNgwemo`	 	 	 	 	 	 	 	 	 	 n g   d n g   m u n   g i   t h  n g   t i n   ( R T S P ) .     D c h   v   n  y   c n   d  n g   m n g   v    c    t h   b   t  n h   p h  .     B n   n g   y ? 
 
 S T R _ T E N C E N T _ Q Q _ C O P Y 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 
Y6R	 
Y6R	 
Y6R	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P A S T E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 |4	 |4	 |4	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ P R O C H O O S E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 wN	b	 wN	b	 wN	b	 	 	 	 	 	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S E X C H O O S E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 '`+R	b	 '`+R	b	 '`+R	b	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A G E C H O O S E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 t^	b	 t^	b	 t^	b	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ M S G N O T I C E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	gemo`	c5 .gw0	 	gemo`	c5 .gw0	 	gemo`	c5 .gw0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ M S G N O T I C E 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 `	g*gvmo`	 `	g*gvmo`	 `	g*gvmo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O P R N O T I C E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	c1 04 .
NNu	 	c1 04 .
NNu	 	c1 04 .
NNu	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S U R E T O L O G O U T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 \l /f&T~~	 \l /f&T~~	 \l /f&T~~	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ S E T A U T O M S G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ꁨRV
Yn	 ꁨRV
Yn	 ꁨRV
Yn	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C A N C E L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Sm	 Sm	 Sm	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O N L I N E 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 
N~	 
N~	 
N~	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O F F L I N E 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 N~	 N~	 N~	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A D D V E T I F Y C O D E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 eQx	 eQx	 eQx	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A L L F R I E N D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 hQ(u7b	 hQ(u7b	 hQ(u7b	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ M O B O L E Q Q F R I E N D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:g(u7b	 Kb:g(u7b	 Kb:g(u7b	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C H O O S E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	bg~bagN	 	bg~bagN	 	bg~bagN	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C H O O S E F W 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 V	 V	 V	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C H O O S E E X 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 g~b	 g~b	 g~b	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ C H O O S E D E T A I L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 g~b~g	 g~b~g	 g~b~g	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A U T O M S G N O N E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 eV
Ymo`	 eV
Ymo`	 eV
Ymo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A U T O M S G 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ]\O-NRSbpb0	 ]\O-NRSbpb0	 ]\O-NRSbpb0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ A U T O M S G 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 (W
N0	 (W
N0	 (W
N0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q~n	 Q~n	 Q~n	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Q~Amϑf	 Q~Amϑf	 Q~Amϑf	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 *N'`Sn	 *N'`Sn	 *N'`Sn	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 3 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 8^(ud\O_wc.	 8^(ud\O_wc.	 8^(ud\O_wc.	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 4 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 d\OyM|	 d\OyM|	 d\OyM|	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 5 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 c6emo`	 c6emo`	 c6emo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 6 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Smo`	 Smo`	 Smo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P I N D E X 7 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 f9e(W~r`	 f9e(W~r`	 f9e(W~r`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:gQ Q Q~ 	bceQp8^	b" yRhQ" b" C M W A P " ceQp0^ S_yRQ~rQ
NsOeS	b" G P R S ޏcNTQ" b" C M N E T " ceQpdkceQpN	ghQtb\R0W:SRa0W&^(u7bS(u0^ YgޏcQ~Qs_8^͑e/TRKb:gbhgKb:g/f&TSNvQ[W A P Qz0	 Kb:gQ Q Q~ 	bceQp8^	b" yRhQ" b" C M W A P " ceQp0^ S_yRQ~rQ
NsOeS	b" G P R S ޏcNTQ" b" C M N E T " ceQpdkceQpN	ghQtb\R0W:SRa0W&^(u7bS(u0^ YgޏcQ~Qs_8^͑e/TRKb:gbhgKb:g/f&TSNvQ[W A P Qz0	 Kb:gQ Q Q~ 	bceQp8^	b" yRhQ" b" C M W A P " ceQp0^ S_yRQ~rQ
NsOeS	b" G P R S ޏcNTQ" b" C M N E T " ceQpdkceQpN	ghQtb\R0W:SRa0W&^(u7bS(u0^ YgޏcQ~Qs_8^͑e/TRKb:gbhgKb:g/f&TSNvQ[W A P Qz0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Kb:gQ Q /fWNe~NTQ^(uޏcQ~T6eSmo`vǏz-NONupencAmϑ^ e,gmo`5 1 2 *NIlW[1 K B ^ Q Q h`vS_N1 - 4 *NIlW[^ e~Q~
N3z[eOXRޏcQ~e@bmvAmϑ^ wQSOAmϑD9S_0WyRЏ%FU^`	bG P R S AmϑSgWY0	 Kb:gQ Q /fWNe~NTQ^(uޏcQ~T6eSmo`vǏz-NONupencAmϑ^ e,gmo`5 1 2 *NIlW[1 K B ^ Q Q h`vS_N1 - 4 *NIlW[^ e~Q~
N3z[eOXRޏcQ~e@bmvAmϑ^ wQSOAmϑD9S_0WyRЏ%FU^`	bG P R S AmϑSgWY0	 Kb:gQ Q /fWNe~NTQ^(uޏcQ~T6eSmo`vǏz-NONupencAmϑ^ e,gmo`5 1 2 *NIlW[1 K B ^ Q Q h`vS_N1 - 4 *NIlW[^ e~Q~
N3z[eOXRޏcQ~e@bmvAmϑ^ wQSOAmϑD9S_0WyRЏ%FU^`	bG P R S AmϑSgWY0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 (WT|NRhLubpQ܃USy|~nSNRbcQ Q vr0	 (WT|NRhLubpQ܃USy|~nSNRbcQ Q vr0	 (WT|NRhLubpQ܃USy|~nSNRbcQ Q vr0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 3 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 1 .
Nu^ 4 .Nu^ 2 .[MO0Rmo`SN^ 5 .gwmo`^ 3 .Rh,{ N*N^ 6 .Rh gT N*N^ 0 .Rbcv^ * .>f:yhQ}YS/ S>f:y(W~}YS^ # .Sb _/ sQS_MRR~0	 1 .
Nu^ 4 .Nu^ 2 .[MO0Rmo`SN^ 5 .gwmo`^ 3 .Rh,{ N*N^ 6 .Rh gT N*N^ 0 .Rbcv^ * .>f:yhQ}YS/ S>f:y(W~}YS^ # .Sb _/ sQS_MRR~0	 1 .
Nu^ 4 .Nu^ 2 .[MO0Rmo`SN^ 5 .gwmo`^ 3 .Rh,{ N*N^ 6 .Rh gT N*N^ 0 .Rbcv^ * .>f:yhQ}YS/ S>f:y(W~}YS^ # .Sb _/ sQS_MRR~0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 4 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 (WU\ _v܃US-N	cN1 - 9 peW[.sSSgbLS[^v܃USd\O0	 (WU\ _v܃US-N	cN1 - 9 peW[.sSSgbLS[^v܃USd\O0	 (WU\ _v܃US-N	cN1 - 9 peW[.sSSgbLS[^v܃USd\O0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 5 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 egmo`eO\U^ckNeQ Q 4YPp0	c5 .bO K .sSSSb _}YSJ)YzSc6emo`0	 egmo`eO\U^ckNeQ Q 4YPp0	c5 .bO K .sSSSb _}YSJ)YzSc6emo`0	 egmo`eO\U^ckNeQ Q 4YPp0	c5 .bO K .sSSSb _}YSJ)YzSc6emo`0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 5 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 egmo`eO\U^ckNeQ Q 4YPp0pQck(WpvQ Q 4YPsSSSb _}YSJ)YzSc6emo`0	 egmo`eO\U^ckNeQ Q 4YPp0pQck(WpvQ Q 4YPsSSSb _}YSJ)YzSc6emo`0	 egmo`eO\U^ckNeQ Q 4YPp0pQck(WpvQ Q 4YPsSSSb _}YSJ)YzSc6emo`0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 6 0 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	bT|N	cNN~eT.ck-Nvnx.sSSSb _J)YLubvceQe,gmo`T	cNnx.sSSS^   SNǏ܃USb
NyIQh	-N]wQhv	cegSOf0N[vRYmRh`I{^ 
NNyRIQhSN	bJ)YU_؏SNǏ܃US
Y6R|40RS~vQ[}YSvmo`-N0	 	bT|N	cNN~eT.ck-Nvnx.sSSSb _J)YLubvceQe,gmo`T	cNnx.sSSS^   SNǏ܃USb
NyIQh	-N]wQhv	cegSOf0N[vRYmRh`I{^ 
NNyRIQhSN	bJ)YU_؏SNǏ܃US
Y6R|40RS~vQ[}YSvmo`-N0	 	bT|N	cNN~eT.ck-Nvnx.sSSSb _J)YLubvceQe,gmo`T	cNnx.sSSS^   SNǏ܃USb
NyIQh	-N]wQhv	cegSOf0N[vRYmRh`I{^ 
NNyRIQhSN	bJ)YU_؏SNǏ܃US
Y6R|40RS~vQ[}YSvmo`-N0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 6 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	bT|NpQ4YPb5fysSSSb _J)YLubvceQe,gmo`T	cNnx.sSSS^ pQ]wQhv	cegSOf0N[vRYmRh`I{^ pQJ)YU_sSS	-NSNǏ܃US
Y6R|40RS~vQ[}YSvmo`-N0	 	bT|NpQ4YPb5fysSSSb _J)YLubvceQe,gmo`T	cNnx.sSSS^ pQ]wQhv	cegSOf0N[vRYmRh`I{^ pQJ)YU_sSS	-NSNǏ܃US
Y6R|40RS~vQ[}YSvmo`-N0	 	bT|NpQ4YPb5fysSSSb _J)YLubvceQe,gmo`T	cNnx.sSSS^ pQ]wQhv	cegSOf0N[vRYmRh`I{^ pQJ)YU_sSS	-NSNǏ܃US
Y6R|40RS~vQ[}YSvmo`-N0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ H E L P C O N T E N T 7 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 (u7b{vU_Q Q Tl	g*gmo`v`QNpQO\U^ckNeOE4YP9_Q(W~r`f9e܃USpQ v(W~r`sSS0	 (u7b{vU_Q Q Tl	g*gmo`v`QNpQO\U^ckNeOE4YP9_Q(W~r`f9e܃USpQ v(W~r`sSS0	 (u7b{vU_Q Q Tl	g*gmo`v`QNpQO\U^ckNeOE4YP9_Q(W~r`f9e܃USpQ v(W~r`sSS0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ V E R I F Y T I P 1 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 :NO`v^7b[hQ\NbvxeQFh-N0	 :NO`v^7b[hQ\NbvxeQFh-N0	 :NO`v^7b[hQ\NbvxeQFh-N0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ V E R I F Y T I P 2 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 `eQvx	g͑eeQ0	 `eQvx	g͑eeQ0	 `eQvx	g͑eeQ0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E C V G M S G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 c6emo`	 c6emo`	 c6emo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E A D M E M B E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 gwbXT	 gwbXT	 gwbXT	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ G R O U P D E T A I L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 gwDe	 gwDe	 gwDe	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ B A S E D E T A I L 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 W,gDe	 W,gDe	 W,gDe	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ G R O U P N U M 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 Sx	 Sx	 Sx	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ G R O U P C R E A T E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 R^N	 R^N	 R^N	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ G R O U P N A M E 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 
Ty	 
Ty	 
Ty	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ G R O U P B R O A D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 QlQJT	 QlQJT	 QlQJT	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ G R O U P I N T R O 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 v{N	 v{N	 v{N	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ F O R B I D G M S G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 O\=mo`	 O\=mo`	 O\=mo`	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ R E A D G M E M B E R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 gwbXT	 gwbXT	 gwbXT	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ F I N D Q Q S H O W 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 gwQ Q y	 gwQ Q y	 gwQ Q y	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ M O D I F Y M E M O 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 O9eYl	 O9eYl	 O9eYl	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ E X I T I N G 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 ck(W Q-N
zP0	 ck(W Q-N
zP0	 ck(W Q-N
zP0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ F O R C E Q U I T 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 `vQ Q Sx(WS N0Wp{vU_`]N~0	 `vQ Q Sx(WS N0Wp{vU_`]N~0	 `vQ Q Sx(WS N0Wp{vU_`]N~0	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O N _ P O U N D 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	c# .sQS_MRR~	 	c# .sQS_MRR~	 	c# .sQS_MRR~	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O N _ S T A R 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	c* .S>f:y(W~}YS	 	c* .S>f:y(W~}YS	 	c* .S>f:y(W~}YS	 	 	 	 	 
 
 S T R _ T E N C E N T _ Q Q _ O N _ 3 6 	 Q Q I M 	 U n d e f i n e d 	 B a c k 	 	c3 06 .0R>\u	 	c3 06 .0R>\u	 	c3 06 .0R>\u	 	 	 	 	 
 
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 
 S T R _ I D _ R M G R _ D E T A I L _ U N I N S T A L L A B L E 	 R M G R 	 T E X T 	 D e t a i l 	 C a n n o t   b e   i n s t a l l e d 	 
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NS[ň	 D!H*2!2#41IDI	 N o   p u e d e   i n s t a l a r s e 	 N e   p e u t   p a s    t r e   i n s t a l l  	 K a n n   n i c h t   i n s t a l l i e r t   w e r d e n 	 52>7<>6=>  CAB0=>28BL	 N o n   p u    e s s e r e   i n s t a l l a t o 	 D'  JECF  'D*+(J*	 N  o   p o d e   s e r   i n s t a l a d o 	 K u r u l a m a z 	 K h  n g   t h   c  i   t 	 T i d a k   d a p a t   d i i n s t a l 	 T i d a k   b o l e h   d i p a s a n g 	 8	M	%	>	*	?	$	  (	9	@		  	?	/	>	  	>	  8		$	>	  9	H		 	 	 	 N e m   t e l e p  t h e t Q	 	 	 	 K a n   n i e t   g e  n s t a l l e e r d   w o r d e n 	 	 	 N u   s e   p o a t e   i n s t a l a 	 	 	     	 	 	 FE*H'F  F5(  FEH/	 	 	 						  			  				  			 	 	 	 	 	 	 	 	 K a n   n i e   g e  n s t a l l e e r   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p o d e   s e r   i n s t a l a d o 
 
 S T R _ I D _ R M G R _ D E T A I L _ F O R W A R D A B L E 	 R M G R 	 T E X T 	 D e t a i l 	 C a n   b e   f o r w a r d e d 	 SNP	 SNS	 *2!2#*HH-DI	 P u e d e   r e e n v i a r s e 	 P e u t    t r e   f a i r e   s u i v r e 	 K a n n   w e i t e r g e l e i t e t   w e r d e n 	 >6=>  >B?@028BL	 P u    e s s e r e   i n o l t r a t o 	 JECF  %9'/)  'D*H,JG	 P o d e   s e r   r e e n c a m i n h a d o 	 0l e t i l e b i l i r 	 C    t h   c h . t i p 	 D a p a t   d i t e r u s k a n 	 B o l e h   d i h a n t a r   s e m u l a 	 		M	0	G	7	?	$	  	?	/	>	  	>	  8		$	>	  9	H		 	 	 	 T o v  b b  t h a t  	 	 	 	 K a n   d o o r g e s t u u r d   w o r d e n 	 	 	 S e   p o a t e   t r i m i t e 	 	 	   	 	 	 E*H'F  'F*B'D  /'/	 	 	 								  			  					 	 	 	 	 	 	 	 	 K a n   a a n g e s t u u r   w o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o d e   s e r   e n c a m i n h a d o 
 
 S T R _ I D _ R M G R _ D E T A I L _ U N F O R W A R D A B L E 	 R M G R 	 T E X T 	 D e t a i l 	 C a n n o t   b e   f o r w a r d e d 	 
NSP	 
NSS	 D!H*2!2#*HH-	 N o   p u e d e   r e e n v i a r s e 	 N e   p e u t   p a s    t r e   f a i r e   s u i v r e 	 K a n n   n i c h t   w e i t e r g e l e i t e t   w e r d e n 	 52>7<>6=>  >B?@028BL	 N o n   p u    e s s e r e   i n o l t r a t o 	 D'  JECF  %9'/)  'D*H,JG	 N  o   p o d e   s e r   r e e n c a m i n h a d o 	 0l e t i l e m e z 	 K h  n g   t h   c h . t i p 	 T i d a k   d a p a t   d i t e r u s k a n 	 T i d a k   b o l e h   d i h a n t a r   s e m u l a 	 		M	0	G	7	?	$	  (	9	@		  	?	/	>	  	>	  8		$	>	  9	H		 	 	 	 N e m   t o v  b b  t h a t  	 	 	 	 K a n   n i e t   d o o r g e s t u u r d   w o r d e n 	 	 	 N u   s e   p o a t e   t r i m i t e 	 	 	     	 	 	 FE*H'F  'F*B'D  /'/	 	 	 								  			  				  			 	 	 	 	 	 	 	 	 K a n   n i e   a a n g e s t u u r   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p o d e   s e r   e n c a m i n h a d o 
 
 S T R _ I D _ R M G R _ D E T A I L _ P R I N T A B L E 	 R M G R 	 T E X T 	 D e t a i l 	 C a n   b e   p r i n t e d 	 SNRpS	 SNSbpS	 *2!2#4!LDI	 P u e d e   i m p r i m i r s e 	 P e u t    t r e   i m p r i m  	 K a n n   a u s g e d r u c k t   w e r d e n 	 >6=>  @0A?5G0B0BL	 I m p o s s i b i l e   s t a m p a r e 	 JECF  7('9*G	 P o d e   s e r   i m p r e s s o 	 B a s 1l a b i l i r 	 C    t h   i n   c 	 D a p a t   d i c e t a k 	 B o l e h   d i c e t a k 	 	>	*	>	  	>	  8		$	>	  9	H		 	 	 	 N y o m t a t h a t  	 	 	 	 K a n   a f g e d r u k t   w o r d e n 	 	 	 S e   p o a t e   i m p r i m a 	 	 	   	 	 	 E*H'F/  '~  1//	 	 	 							  			  					 	 	 	 	 	 	 	 	 K a n   g e d r u k   w o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o d e   s e r   i m p r e s s o 
 
 S T R _ I D _ R M G R _ R E Q _ R I T S 	 R M G R 	 P O P U P C O N F I R M 	 R e q u e s t   r i g h t s 	   h a s   e x p i r e d .   W o u l d   y o u   l i k e   t o   u n l o c k   n o w ? 	 ]Ngs(W㉖	 ]Ǐgs(W	   +!-2"8  8I-2#%%G-@5K"'5I+#7-D!H? 	 a   v e n c i d o ,    l e   g u s t a r i a   d e s b l o q u e a r   a h o r a ? 	   a   e x p i r  .   V o u l e z - v o u s   d  v e r r o u i l l e r   m a i n t e n a n t   ? 	   i s t   a b g e l a u f e n .   M  c h t e n   S i e   j e t z t   e n t s p e r r e n ? 	   8AB5:  A@>:.    071;>:8@>20BL  A59G0A? 	      s c a d u t o .   S b l o c c a r e   o r a ? 	   'F*G*  'D5D'-J).   GD  *1J/  %D:'!  'DBAD  'D"F	 e x p i r o u .   D e s e j a   d e s b l o q u e a r   a g o r a ? 	   s  r e s i   g e  t i .   K i l i d i n i   a  m a k   i s t i y o r   m u s u n u z ? 	      h t   h n .   B n   m u n   m   k h  a   n g a y ? 	   s u d a h   k e d a l u w a r s a .   A p a k a h   A n d a   i n g i n   m e m b u k a   k u n c i   s e k a r a n g ? 	   s u d a h   l u p u t .   A d a k a h   a n d a   i n g i n   m e m b u k a n y a   s e k a r a n g ? 	 8	.	>	*	M	$	  9	K	  	A		>	  9	H	.   	M	/	>	  	*	  	,	  	K	2	(	>	  	>	9	$	G	  9	H		? 	 	 	 	   l e j  r t .   S z e r e t n    m o s t   k i o l d a n i ? 	 	 	 	   i s   v e r s t r e k e n .   W i l t   u   n u   d e b l o k k e r e n ? 	 	 	   a   e x p i r a t .   D o r i ci   s   d e b l o c a ci   a c u m ? 	 	 	     .       ? 	 	 	 EFB6  4/G  '3*.   E  .H'G/  GE  'FHF  BAD  4'  F/	 	 	 								  			  			  				d	  				  		  			  				  				  			? 	 	 	 	 	 	 	 	 	   h e t   v e r s t r y k .   W i l   j y   n o u   o n t s l u i t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   e x p i r o u .   G o s t a r i a   d e   d e s b l o q u e a r   a g o r a ? 
 
 S T R _ I D _ R M G R _ R E Q _ R I T S _ E X T E N D _ D E T A I L 	 R M G R 	 U N L I M 	 G e t   m o r e   r i g h t s   w h e n   t h e   r i g h t s   w i l l   e x p i r e   s o o n . 	 L i c e n c e   w i l l   e x p i r e   s o o n .   W o u l d   y o u   l i k e   t o   p u r c h a s e   a d d i t i o n a l   l i c e n c e ? 	 
kPsS\Ng/f&T~
kP	 CgPsS\Ǐg/f&T~pNCgP	 C-8
20+!-2"8CD!H
I2  8I-2#7I-C-8
2@4H!@4!+#7-D!H? 	 L a   l i c e n c i a   v e n c e r    p r o n t o ,    l e   g u s t a r  a   c o m p r a r   u n a   l i c e n c i a   a d i c i o n a l ? 	 L a   l i c e n c e   v a   e x p i r e r   b i e n t  t .   V o u l e z - v o u s   a c h e t e r   u n e   n o u v e l l e   l i c e n c e   ? 	 L i z e n z   l  u f t   b a l d   a b .   M  c h t e n   S i e   Z u s a t z l i z e n z   e r w e r b e n ? 	 !:>@>  8AB5G5B  A@>:  ;8F5=788.   5;05B5  ?@8>1@5AB8  4>?>;=8B5;L=CN  ;8F5=78N? 	 L a   l i c e n z a   s c a d r    a   b r e v e .   A c q u i s t a r e   u n a   n u o v a   l i c e n z a ? 	 3*F*GJ  5D'-J)  'D*1.J5  B1J(K'.   GD  *1J/  41'!  *1.J5  %6'AJ	 A   l i c e n  a   i r    e x p i r a r   e m   b r e v e .   D e s e j a   c o m p r a r   l i c e n  a   a d i c i o n a l ? 	 L i s a n s   k 1s a   s  r e   s o n r a   s o n a   e r e c e k .   Y e n i   l i s a n s   s a t 1n   a l m a k   i s t e r   m i s i n i z ? 	 G i y   p h  p   s   s m   h t   h n .   B n   m u n   m u a   g i y   p h  p   b   s u n g ? 	 L i s e n s i   a k a n   s e g e r a   k e d a l u w a r s a .   A p a k a h   A n d a   i n g i n   m e m b e l i   l i s e n s i   t a m b a h a n ? 	 L e s e n   a k a n   l u p u t   t i d a k   l a m a   l a g i .   A d a k a h   a n d a   i n g i n   m e m b e l i   l e s e n   t a m b a h a n ? 	 2	>		8	G		8	  6	@		M	0	  9	@	  8	.	>	*	M	$	  9	K	  	>			@	.   	M	/	>	  	$	?	0	?		M	$	  2	>		8	G		8	  	0	@	&	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 A   l i c e n c   h a m a r o s a n   l e j  r .   S z e r e t n e    j a b b   l i c e n c e t   v  s  r o l n i ? 	 	 	 	 L i c e n t i e   i s   s p o e d i g   v e r s t r e k e n .   W i l t   u   e e n   e x t r a   l i c e n t i e   k o p e n ? 	 	 	 L i c e n ca   v a   e x p i r a   c u r  n d .   D o r i ci   s   a c h i z i ci o n a ci   o   l i c e n c  s u p l i m e n t a r ? 	 	 	       .         ? 	 	 	 'E*'2  (2H/  EFB6  E4H/.   "'  E.H'G/  'E*'2  '6'A  .1/'1  F/	 	 	 										  								  						  			  			  			d	  				  		  								  								  					  			? 	 	 	 	 	 	 	 	 	 L i s e n s i e   s a l   b i n n e k o r t   v e r v a l .   W i l   j y   ' n   b y k o m e n d e   l i s e n s i e   k o o p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   l i c e n  a   i r    e x p i r a r   e m   b r e v e .   G o s t a r i a   d e   c o m p r a r   a   l i c e n  a   a d i c i o n a l ? 
 
 S T R _ I D _ R M G R _ R E Q _ R I T S _ E X P I R E _ D E T A I L 	 R M G R 	 U N L I M 	 G e t   m o r e   r i g h t s   w h e n   r i g h t s   e x p i r e d . 	 L i c e n c e   e x p i r e d .   W o u l d   y o u   l i k e   t o   p u r c h a s e   l i c e n c e ? 	 
kP]Ng/f&T
kP	 CgP]Ǐg/f&T-pNCgP	 C-8
2+!-2"8  8I-2#7I-C-8
2+#7-D!H? 	 L a   l i c e n c i a   s e   v e n c i  ,    l e   g u s t a r  a   c o m p r a r   u n a   l i c e n c i a ? 	 L a   l i c e n c e   a   e x p i r  e .   V o u l e z - v o u s   a c h e t e r   u n e   a u t r e   l i c e n c e   ? 	 L i z e n z   a b g e l a u f e n .   M  c h t e n   S i e   L i z e n z   e r w e r b e n ? 	 AB5:  A@>:  ;8F5=788.   5;05B5  ?@8>1@5AB8  ;8F5=78N? 	 L a   l i c e n z a      s c a d u t a .   A c q u i s t a r e   l a   l i c e n z a ? 	 'F*G*  5D'-J)  'D*1.J5.   GD  *1J/  41'!  *1.J5	 A   l i c e n  a   e x p i r o u .   D e s e j a   c o m p r a r   l i c e n  a ? 	 L i s a n s   s o n a   e r d i .   L i s a n s   s a t 1n   a l m a k   i s e r   m i s i n i z ? 	 G i y   p h  p   h t   h n .   B n   m u n   m u a   g i y   p h  p ? 	 L i s e n s i   k e d a l u w a r s a .   A p a k a h   A n d a   i n g i n   m e m b e l i   l i s e n s i ? 	 L e s e n   s u d a h   l u p u t .   A d a k a h   a n d a   i n g i n   m e m b e l i   l e s e n ? 	 2	>		8	G		8	  8	.	>	*	M	$	.   	M	/	>	  	*	  2	>		8	G		8	  	0	@	&	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 A   l i c e n c   l e j  r t .   S z e r e t n e   l i c e n c e t   v  s  r o l n i ? 	 	 	 	 L i c e n t i e   i s   v e r s t r e k e n .   W i l t   u   e e n   l i c e n t i e   k o p e n ? 	 	 	 L i c e n ca   a   e x p i r a t .   D o r i ci   s   a c h i z i ci o n a ci   o   l i c e n c? 	 	 	     .       ? 	 	 	 'E*'2  EFB6  4/G  '3*.   "'  E.H'G/  'E*'2  1'  .1/'1  F/	 	 	 										  								  			  			  				d	  				  		    								  					  			? 	 	 	 	 	 	 	 	 	 L i s e n s i e   h e t   v e r v a l .   W i l   j y   ' n   l i s e n s i e   k o o p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i c e n  a   e x p i r o u .   G o s t a r i a   d e   c o m p r a r   a   l i c e n  a ? 
 
 S T R _ I D _ R M G R _ M O R E _ R I T S _ Q U E R Y 	 R M G R 	 P O P U P C O N F I R M 	 M o r e   r i g h t s 	 D o w n l o a d   m o r e   l i c e n c e ? 	 N	fY
kP	 N}fYCgP	 2'LB+%C-8
2@4H!@4!? 	  D e s c a r g a r   m  s   l i c e n c i a s ? 	 T  l  c h a r g e r   p l u s   d e   l i c e n c e s   ? 	 W e i t e r e   L i z e n z   h e r u n t e r l a d e n ? 	 03@C78BL  @0AH8@5==CN  ;8F5=78N? 	 S c a r i c a r e   p i    d i   u n a   l i c e n z a ? 	 *F2JD  'DE2J/  EF  'D*1'.J5	 T r a n s f e r i r   m a i s   l i c e n  a ? 	 D a h a   f a z l a   l i s a n s   i n d i r i l s i n   m i ? 	 T i   t h  m   g i y   p h  p ? 	 D o w n l o a d   l i s e n s i   l a i n n y a ? 	 M u a t   t u r u n   l e b i h   b a n y a k   l e s e n ? 	 	0	  2	>		8	G		8	  !	>			(	2	K	!	  	0	G		? 	 	 	 	 T o v  b b i   l i c e n c e k   l e t  l t  s e ? 	 	 	 	 M e e r   l i c e n t i e s   d o w n l o a d e n ? 	 	 	 D e s c r c a r e   m a i   m u l t e   l i c e n ce ? 	 	 	     ? 	 	 	 'E*'2G'  '6'A  ('11  4HF/	 	 	 			  								  								  			? 	 	 	 	 	 	 	 	 	 L a a i   n o g   l i s e n s i e s   a f ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a i x a r   m a i s   l i c e n  a s ? 
 
 S T R _ I D _ R M G R _ M O R E _ R I T S 	 R M G R 	 I C O N T E X T 	 I c o n   t e x t   o f   d o w n l o a d   m o r e   l i c e n c e 	 M o r e   l i c e n c e 	 fY
kP	 fYCgP	 C-8
2@4H!@4!	 M  s   l i c e n c i a s 	 P l u s   d e   l i c e n c e s 	 W e i t e r e   L i z e n z 	  0AH8@5==0O  ;8F5=78O	 P i    d i   u n a   l i c e n z a 	 *1'.J5  #.1I	 M a i s   l i c e n  a 	 D a h a   f a z l a   l i s a n s 	 G i y   p h  p   b   s u n g 	 L i s e n s i   l a i n n y a 	 L e b i h   b a n y a k   l e s e n 	 	0	  2	>		8	G		8		 	 	 	 T o v  b b i   l i c e n c e k 	 	 	 	 M e e r   l i c e n t i e 	 	 	 M a i   m u l t e   l i c e n ce 	 	 	   	 	 	 'E*'2G'  '6'A	 	 	 			  								  	 	 	 	 	 	 	 	 	 V e r d e r e   l i s e n s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s   l i c e n  a s 
 
 S T R _ I D _ R M G R _ U S E _ N O W 	 R M G R 	 P O P U P C O N F I R M 	 R e a d y   i n d i c a t i o n 	   i s   r e a d y   t o   u s e .   U s e   n o w ? 	 N	bRs(WO(u	 N}bRs(WO(u	   #I-!C
I2  C
I@5K"'5I+#7-D!H? 	 e s t    l i s t o   p a r a   u s a r s e .    U s a r   a h o r a ? 	   e s t   p r  t       t r e   u t i l i s  .   U t i l i s e r   m a i n t e n a n t   ? 	   i s t   b e t r i e b s b e r e i t .   J e t z t   v e r w e n d e n ? 	   3>B>20  :  8A?>;L7>20=8N.   A?>;L7>20BL? 	      p r o n t a   p e r   l  u s o .   U s a r e   o r a ? 	   ,'G2  DD'3*./'E.   '3*./'E  'D"F	 e s t    p r o n t a   a   s e r   u t i l i z a d a .   U t i l i z a r   a g o r a ? 	   k u l l a n 1m a   h a z 1r .   K u l l a n 1l s 1n   m 1? 	 s . s  n g   s   d n g .   D  n g   n g a y ? 	   s i a p   d i g u n a k a n .   G u n a k a n   s e k a r a n g ? 	 s e d i a   u n t u k   d i g u n a k a n .   G u n a   s e k a r a n g ? 	 *	M	0	/	K		  	G	  2	?		  $	H	/	>	0	  9	H	.   	-	@	  *	M	0	/	K		  	0	G		? 	 	 	 	   k  s z e n    l l n a k   a   h a s z n  l a t r a .   F e l h a s z n  l j a   m o s t ? 	 	 	 	   i s   g e r e e d   v o o r   g e b r u i k .   N u   g e b r u i k e n ? 	 	 	 e s t e   g a t a   d e   u t i l i z a r e .   U t i l i z a ci   a c u m ? 	 	 	     .     ? 	 	 	 "E'/G  '3*A'/G  '3*.   GE  'FHF  '3*A'/G  4H/	 	 	 									  				  								d	  			  							  			? 	 	 	 	 	 	 	 	 	   i s   n o u   g e r e e d   v i r   g e b r u i k .   G e b r u i k   n o u ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   e s t    p r o n t a   p a r a   u s o .   U s a r   a g o r a ? 
 
 S T R _ I D _ R M G R _ R O _ R E C E I V E D 	 R M G R 	 P O P U P 	 L i c e n c e   r e c e i v e d   i n d i c a t i o n 	 L i c e n c e   r e c e i v e d 	 6e0Rc
k	 6e0RcCg	 DI#1C-8
2	 L i c e n c i a   r e c i b i d a 	 L i c e n s e   r e  u e 	 L i z e n z   e r h a l t e n 	 8F5=78O  ?>;CG5=0	 L i c e n z a   r i c e v u t a 	 *E  '3*D'E  'D*1.J5	 L i c e n  a   r e c e b i d a 	 L i s a n s   a l 1n d 1	    n h n   g i y   p h  p 	 L i s e n s i   d i t e r i m a 	 L e s e n   d i t e r i m a 	 2	>		8	G		8	  *	M	0	>	*	M	$		 	 	 	 A   l i c e n c   m e g  r k e z e t t 	 	 	 	 L i c e n t i e   o n t v a n g e n 	 	 	 L i c e n c  r e c e p ci o n a t 	 	 	   	 	 	 H'G  /1'A*  4/	 	 	 								  			  					d		 	 	 	 	 	 	 	 	 L i s e n s i e   o n t v a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i c e n  a   r e c e b i d a 
 
 S T R _ I D _ R M G R _ A C T I V A T E _ C O M P L E T E D 	 R M G R 	 P O P U P 	 A c t i v a t e   C o m p l e t e   i n d i c a t i o n 	 C o m p l e t e d 	 ][b	 ][b	 *!9#L	 C o m p l e t a d o 	 T e r m i n  	 A b g e s c h l o s s e n 	 >B>2>	 C o m p l e t a t o 	 *E	 C o n c l u  d o 	 T a m a m l a n d 1	    h o  n   t t 	 S e l e s a i 	 S i a p 	 8		*	(	M	(		 	 	 	 B e f e j e z v e 	 	 	 	 V o l t o o i d 	 	 	 F i n a l i z a t 	 	 	 	 	 	 *CEJD  4/	 	 	 							  						 	 	 	 	 	 	 	 	 V o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n c l u  d o 
 
 S T R _ I D _ R M G R _ P R O C E S S I N G 	 R M G R 	 P O P U P C O N F I R M 	 D R M   p r o c e s s i n g 	 P r o c e s s i n g 	 Ut-N	 ck(WYt	 3%1#0!'%%	 P r o c e s a n d o 	 T r a i t e m e n t   e n   c o u r s 	 V e r a r b e i t u n g 	 1@01>B:0	 E l a b o r a z i o n e   i n   c o r s o 	 E9'D,)	 A   p r o c e s s a r 	 0_l e n i y o r 	 a n g   x   l  	 M e m p r o s e s 	 M e m p r o s e s 	 *	M	0	K	8	G	8	?			  9	K	  0	9	@	  9	H		 	 	 	 F e l d o l g o z  s 	 	 	 	 B e z i g   m e t   v e r w e r k e n 	 	 	 S e   p r o c e s e a z 	 	 	 	 	 	 /1-'D  ~1/'24	 	 	 												    	 	 	 	 	 	 	 	 	 V e r w e r k   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c e s s a n d o 
 
 S T R _ I D _ R M G R _ D E L E T E _ A L L _ Q U E R Y 	 R M R G 	 P O P U P C O N F I R M 	 D e l e t e   a l l ? 	 D e l e t e   a l l   l i c e n c e s ? 	 *RdhQ
kP	  RdhQCgP	 %C-8
21I+!? 	  B o r r a r   t o d a s   l a s   l i c e n c i a s ? 	 E f f a c e r   t o u t e s   l e s   l i c e n c e s   ? 	 A l l e   L i z e n z e n   l  s c h e n ? 	 #40;8BL  2A5  ;8F5=788? 	 E l i m i n a r e   t u t t e   l e   l i c e n z e ? 	 -0A  ,EJ9  'D*1'.J5	 E l i m i n a r   t o d a s   a s   l i c e n  a s ? 	 T  m   l i s a n s l a r   s i l i n s i n   m i ? 	 X  a   h t   g i y   p h  p ? 	 H a p u s   s e m u a   l i s e n s i ? 	 H a p u s   s e m u a   l e s e n ? 	 8	-	@	  2	>		8	G		8	  9		>			? 	 	 	 	 T  r l i   a z    s s z e s   l i c e n c e t ? 	 	 	 	 A l l e   l i c e n t i e s   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   g l o b a l   l i c e n ce ? 	 	 	       ? 	 	 	 GEG  'E*'2G'  -0A  4HF/	 	 	 		  								  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   l i s e n s i e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   l i c e n  a s ? 
 
 S T R _ I D _ R M G R _ S C A N N I N G 	 R M G R 	 T E X T 	 S t r i n g   i n   d e t a i l   i n f o r m a t i o n 	 S c a n n i n g 	 d\-N	 ck(Wd"}	 3%1*A	 E s c a n e a n d o 	 B a l a y a g e   e n   c o u r s 	 W i r d   g e s c a n n t 	 !:0=8@>20=85	 S c a n s i o n e   i n   c o r s o 	 'DA-5	 A   p e s q u i s a r 	 T a r 1y o r   	 a n g   q u  t 	 M e m i n d a i 	 M e n g i m b a s 	 8	M		H	(	  9	K	  0	9	>	  9	H		 	 	 	 K e r e s  s 	 	 	 	 B e z i g   m e t   s c a n n e n 	 	 	 S c a n a r e    n   c u r s 	 	 	 	 	 	 /1  -'D  ~H4	 	 	 									  					 	 	 	 	 	 	 	 	 S k a n d e e r   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c u r a n d o 
 
 S T R _ I D _ R M G R _ S C A N _ D I S K 	 R M G R 	 T E X T 	 s t r i n g   i n   d e t a i l   i n f o r m a t i o n 	 S c a n   d i s k 	 d\xx	 d"}xv	 *A4*L	 E s c a n e a r   d i s c o 	 B a l a y e r   l e   d i s q u e 	 F e s t p l a t t e   s c a n n e n 	 !:0=8@>20BL  48A:	 S c a n s i o n e   d i s c o 	 A-5  'D#B1'5	 P e s q u i s a r   d i s c o 	 D i s k   t a r a 	 K . t r a     )a 	 P i n d a i   d i s k 	 I m b a s   c a k e r a 	 !	?	8	M		  8	M		H	(		  0	G			 	 	 	 L e m e z   e l l e n Qr z  s e 	 	 	 	 S c h i j f   s c a n n e n 	 	 	 S c a n a r e   d i s c 	 	 	   	 	 	 ~HJ4  /J3C	 	 	 					  							  	 	 	 	 	 	 	 	 	 S k a n d e e r   s k y f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a r r e r   d i s c o 
 
 S T R _ I D _ R M G R _ C O L O N 	 R M G R 	 T E X T 	 C o l o n 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ C O M P _ R I N G T O N E _ P L A Y _ S T Y L E 	 R i n g T o n e C o m p 	 T I T L E ,   I C O N T E X T 	 A d j u s t   P l a y i n g   S t y l e 	 P l a y   s t y l e 	 d>e!j_	 d>e!j_	 #9A2#@%H	 E s t i l o   d e   r e p r o d u c c i  n 	 S t y l e   d e   l e c t u r e 	 W i e d e r g a b e f o r m 	 !B8;L  2>A?@>872545=8O	 S t i l e   r i p r o d u z i o n e 	 FE7  'D*4:JD	 E s t i l o   d e   r e p r o d u   o 	 O y n a t m a   _e k l i 	 K i u   p h  t 	 G a y a   p e m u t a r a n 	 G a y a   m a i n a n 	 *	M	2	G	  6	H	2	@		 	 	 	 L e j  t s z  s i   s t  l u s                                             	 	 	 	 A f s p e e l s t i j l 	 	 	 S t i l   r e d a r e 	 	 	   	 	 	 3(  ~.4	 	 	 							  				 	 	 	 	 	 	 	 	 S p e e l s t y l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u z i r   e s t i l o 
 
 S T R _ C O M P _ R I N G T O N E _ S T Y L E _ C O N T I N U O U S 	 R i n g T o n e C o m p 	 H I N T ,   T W O S T A T E 	 P l a y i n g   S t y l e   c o n t i n u o u s 	 C o n t i n u o u s 	 #~	 ޏ~	 H-@7H-	 C o n t i n u o 	 C o n t i n u 	 F o r t l a u f e n d 	 5?@5@K2=K9	 C o n t i n u o 	 E3*E1	 C o n t  n u o 	 S  r e k l i 	 L i  n   t c 	 B e r k e l a n j u t a n 	 B e r t e r u s a n 	 (	?	0		$	0		 	 	 	 F o l y a m a t o s 	 	 	 	 C o n t i n u 	 	 	 C o n t i n u u 	 	 	 	 	 	 ~  /1  ~	 	 	 						 	 	 	 	 	 	 	 	 A a n h o u d e n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t  n u o 
 
 S T R _ C O M P _ R I N G T O N E _ S T Y L E _ N O R M A L 	 R i n g T o n e C o m p 	 H I N T ,   T W O S T A T E 	 P l a y i n g   S t y l e   n o r m a l 	 N o r m a l 	 6q	 6q	 4	 N o r m a l   	 N o r m a l 	 N o r m a l 	 1KG=K9	 N o r m a l e 	 9'/J	 N o r m a l 	 N o r m a l 	 B . t h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 	 	 	 N o r m  l 	 	 	 	 N o r m a a l 	 	 	 N o r m a l 	 	 	 	 	 	 9'/	 	 	 							 	 	 	 	 	 	 	 	 N o r m a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o r m a l 
 
 S T R _ C O M P _ R I N G T O N E _ S T Y L E _ S T A C C A T O 	 R i n g T o n e C o m p 	 H I N T ,   T W O S T A T E 	 P l a y i n g   S t y l e   s t a c c a t o 	 S t a c c a t o 	 eOY	 eOY	 *1J2BI	 S t a c c a t o   	 S t a c c a t o 	 S t a k k a t o 	 B@K28ABK9	 S t a c c a t o 	 3*C'*H	 S t a c c a t o 	 K e s i k   v e   k u v v e t l i 	 N g t    m 	 S t a k a t o 	 S t a c c a t o 	 	8	.	M	,	&	M	'		 	 	 	 S z a g g a t o t t 	 	 	 	 S t a c c a t o 	 	 	 S t a c c a t o 	 	 	 	 	 	 (1/G  (1/G	 	 	 											 	 	 	 	 	 	 	 	 S t a c c a t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t a c a d o 
 
 S T R _ I D _ S E A R C H _ W E B _ R E Q U E S T _ S E A R C H 	 S e a r c h W e b 	 C A S C A D E 	 S e a r c h 	 S e a r c h 	 d\	 d"}	 I+2	 B u s c a r 	 R e c h e r c h e r 	 S u c h e n 	 >8A:	 R i c e r c a 	 (-+	 P e s q u i s a 	 A r a 	 T  m   k i m 	 C a r i 	 C a r i 	 	K		G			 	 	 	 K e r e s  s 	 	 	 	 Z o e k e n 	 	 	 C u t a r e 	 	 	 	 	 	 ,3*,H	 	 	 										 	 	 	 	 	 	 	 	 S o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c u r a r 
 
 S T R _ I D _ S E A R C H _ W E B _ N E W S 	 S e a r c h W e b 	 C A S C A D E 	 N e w s 	 N e w s 	 e^	 e	 H2'*2#	 N o t i c i a s 	 I n f o r m a t i o n s 	 N a c h r i c h t e n 	 N e w s 	 N o v i t  	 #.('1  	 N o t  c i a s 	 H a b e r l e r 	 T i n   t c 	 B e r i t a 	 B e r i t a 	 8	.	>		>	0		 	 	 	 H  r e k 	 	 	 	 N i e u w s 	 	 	 ^t i r i 	 	 	 	 	 	 '.('1	 	 	 						 	 	 	 	 	 	 	 	 N u u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t  c i a s 
 
 S T R _ I D _ S E A R C H _ W E B _ I M A G E 	 S e a r c h W e b 	 C A S C A D E 	 I m a g e 	 I m a g e 	 WGr	 VGr	  2	 I m a g e n 	 I m a g e 	 B i l d 	 7>1@065=85	 I m m a g i n e 	 5H1)	 I m a g e m 	 G  r  n t  	 n h 	 F o t o 	 I m e j 	 $	8	M	
 5	@	0		 	 	 	 K  p 	 	 	 	 B e e l d 	 	 	 I m a g i n e 	 	 	 	 	 	 *5HJ1	 	 	 				 	 	 	 	 	 	 	 	 A f b e e l d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m 
 
 S T R _ I D _ S E A R C H _ W E B _ H I S T O R Y 	 S e a r c h W e b 	 C A S C A D E 	 S e a r c h   h i s t o r y 	 H i s t o r y 	 wkSd\	 SSd"}	 #0'14	 H i s t o r i a l 	 H i s t o r i q u e 	 V e r l a u f 	 C@=0;	 S t o r i a 	 3,D	 H i s t  r i c o 	 G e  m i _	 N h t   k  	 R i w a y a t 	 S e j a r a h 	 	$	?	9	>	8		 	 	 	 E l Qz m  n y e k 	 	 	 	 G e s c h i e d e n i s 	 	 	 I s t o r i c 	 	 	 	 	 	 *'1J.G	 	 	 							 	 	 	 	 	 	 	 	 G e s k i e d e n i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H i s t  r i c o 
 
 S T R _ I D _ S E A R C H _ W E B _ C L E A R _ H I S T O R Y 	 S e a r c h W e b 	 C A S C A D E 	 C l e a r   s e a r c h   h i s t o r y 	 C l e a r   h i s t o r y 	 nzzwkSd\	 nzzSSd"}	 %I2#0'14	 B o r r a r   h i s t o r i a l 	 E f f a c e r   l ' h i s t o r i q u e 	 V e r l a u f   l  s c h e n 	 G8AB8BL  6C@=0;	 C a n c e l l a   s t o r i a 	 E3-  'D3,D	 L i m p a r   h i s t  r i c o 	 G e  m i _i   t e m i z l e 	 X  a   n h t   k  	 H a p u s   r i w a y a t 	 P a d a m   s e j a r a h 	 	$	?	9	>	8	  .	?		>				 	 	 	 E l Qz m  n y e k   t  r l  s e 	 	 	 	 G e s c h i e d e n i s   w i s s e n 	 	 	 G o l i r e   i s t o r i c 	 	 	   	 	 	 ~'  1/F  *'1.G	 	 	 						  				  						 	 	 	 	 	 	 	 	 W i s   g e s k i e d e n i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   h i s t  r i c o 
 
 S T R _ I D _ S E A R C H _ W E B _ H O T _ K E Y 	 S e a r c h W e b 	 C A S C A D E 	 H o t   k e y 	 H o t   k e y 	 _u	 _wc.	 .G-5"L	 T e c l a   d e   a c c e s o   d i r e c t o 	 R a c c o u r c i 	 H o t k e y 	 >@OG0O  :=>?:0	 T a s t o   d i   s c e l t a   r a p i d a 	 EA*'-  31J9	 T e c l a   d e   a t a l h o 	 K 1s a y o l   T u _u 	 P h  m   t t 	 T o m b o l   p i n t a s 	 K e k u n c i   p i n t a s 	 9	I		  	@		 	 	 	 G y o r s b i l l e n t y q	 	 	 	 S n e l t o e t s 	 	 	 T a s t   r a p i d 	 	 	   	 	 	 D/  AH1	 	 	 		  			 	 	 	 	 	 	 	 	 K i t s t o e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a   d e   a t a l h o 
 
 S T R _ I D _ S E A R C H _ W E B _ D O W N _ K E Y 	 S e a r c h W e b 	 C A S C A D E 	 D o w n   a r r o w   k e y 	 D o w n   k e y 	 TNu	 TN.	 8H!%	 T e c l a   A b a j o 	 T o u c h e   v e r s   l e   b a s 	 N a c h - u n t e n - T a s t e 	 =>?:0  2=87	 T a s t o   g i  	 EA*'-  31J9	 T e c l a   p a r a   b a i x o 	 A _a 1  t u _u 	 P h  m   x u n g 	 T o m b o l   b a w a h 	 K e k u n c i   b a w a h 	 (	@		G	  5	>	2	@	  	A			@		 	 	 	 L e   b i l l e n t y q	 	 	 	 O m l a a g t o e t s 	 	 	 T a s t   d i r e c ci o n a l    n   j o s 	 	 	   	 	 	 D/  ~'F/'1  ~'F	 	 	 				  			 	 	 	 	 	 	 	 	 A f - t o e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a   p a r a   b a i x o 
 
 S T R _ I D _ S E A R C H _ W E B _ L O N G _ P R E S S _ S T A R 	 S e a r c h W e b 	 C A S C A D E 	 L o n g   p r e s s   *   ( s t a r   k e y ) 	 L o n g   p r e s s   * 	 w	c  *   u	 	c  *   .	   *   I2D'I	 P r e s i o n e   p r o l o n g a d a m e n t e   * 	 A p p u y e z   l o n g u e m e n t   * 	 *   l a n g e   d r  c k e n 	 06<8B5  8  C45@68209B5  * 	 P r e s s i o n e   p r o l u n g a t a * 	 6:7)  7HJD)  * 	 M a n t e r   p r e m i d a   a   t e c l a   * 	 *   t u _u n a   u z u n   b a s 1n 	 B m   g i   * 	 T e k a n   l a m a   * 	 T e k a n a n   p a n j a n g   * 	 *   	K	  &	G	0	  $		  &	,	>			  	 	 	 	 *   h o s s z    m e g n y o m  s a 	 	 	 	 D r u k   l a n g   o p   * 	 	 	 A p s a r e   l u n g   * 	 	 	       * 	 	 	 A41/F  7HD'F  D/  * 	 	 	 								  			  				  			  					  * 	 	 	 	 	 	 	 	 	 D r u k   l a n k   * 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e s s  o   l o n g a   d e   * 
 
 S T R _ I D _ S E A R C H _ W E B _ D I S A B L E 	 S e a r c h W e b 	 C A S C A D E 	 D i s a b l e   a l l   h o t   k e y s 	 D i s a b l e 	 ܕ	 sQ	 432	 D e s h a b i l i t a r 	 D  s a c t i v e r 	 D e a k t i v i e r e n 	 B:;NG8BL	 D i s a b i l i t a   	 *97JD	 D e s a c t i v a r 	 D e v r e   d 1_1  d 1r a k 	 T t 	 N o n a k t i f k a n 	 N y a h b o l e h 	 		M	7	.	  	0	G			 	 	 	 L e t i l t  s 	 	 	 	 I n a c t i v e r e n 	 	 	 D e z a c t i v a r e 	 	 	 	 	 	 '2C'1'F/'.*F	 	 	 						 	 	 	 	 	 	 	 	 V e r s p e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a b i l i t a r 
 
 S T R _ I D _ S E A R C H _ W E B _ M O R E 	 S e a r c h W e b 	 C A S C A D E 	 M o r e   ( c h o i c e s / s e r v i c e s ) 	 M o r e 	 fY	 fY	 @4H!@4!	 M  s 	 P l u s 	 M e h r 	 >?>;=8B5;L=>	 P i  	 'DE2J/	 M a i s 	 D a h a   f a z l a 	 L a   c h n   k h  c 	 L a i n n y a 	 L e b i h 	 	0	  	'	?			 	 	 	 T  b b 	 	 	 	 M e e r 	 	 	 M a i   m u l t 	 	 	 	 	 	 (J4*1	 	 	 				 	 	 	 	 	 	 	 	 M e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s 
 
 S T R _ I D _ S E A R C H _ W E B _ O T H E R S 	 S e a r c h W e b 	 C A S C A D E 	 O t h e r s 	 O t h e r s 	 vQ[	 vQ[	 -7HF	 O t r o s 	 A u t r e s   	 W e i t e r e s 	 @C385	 A l t r i 	 #.1I	 O u t r o s 	 D i e r l e r i 	 K h  c 	 L a i n n y a 	 L a i n 	 	(	M	
 /		 	 	 	 E g y e b e k 	 	 	 	 O v e r i g e 	 	 	 A l t e 	 	 	 	 	 	 /J1  EH'1/	 	 	 									 	 	 	 	 	 	 	 	 A n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t r o s 
 
 S T R _ I D _ S E A R C H _ W E B _ V E R S I O N 	 S e a r c h W e b 	 U N L I M 	 V e r s i o n 	 V e r s i o n 	 Hr,g	 Hr,g	 @'-#L
1H	 V e r s i  n 	 V e r s i o n 	 V e r s i o n 	 5@A8O	 V e r s i o n e 	 %5/'1	 V e r s  o 	 S  r  m 	 P h i  n   b n 	 V e r s i 	 V e r s i 	 8		8	M	
 	0	#		 	 	 	 V e r z i  	 	 	 	 V e r s i e 	 	 	 V e r s i u n e 	 	 	 V e r s i o n 	 	 	 F3.G	 	 	 								 	 	 	 	 	 	 	 	 W e e r g a w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r s  o 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ D E F A U L T _ C A T E G O R Y 	 S e a r c h W e b 	 C A S C A D E 	 D e f a u l t   s e a r c h   c a t e g o r y   s e t t i n g ,   u s e r   c a n   c h o o s e   t h e   c a t e g o r y / s e r v i c e   h e / s h e   w a n t s   t o   s e a r c h 	 C a t e g o r y 	 -d\	 ؞d"}	 #0@ 	 C a t e g o r  a 	 C a t  g o r i e 	 K a t e g o r i e 	 0B53>@8O	 C a t e g o r i a 	 'DA&)	 C a t e g o r i a 	 K a t e g o r i 	 H n g   m c 	 K a t e g o r i 	 K a t e g o r i 	 6	M	0	G	#	@		 	 	 	 K a t e g  r i a 	 	 	 	 C a t e g o r i e 	 	 	 C a t e g o r i e 	 	 	 	 	 	 /3*G  (F/	 	 	 							 	 	 	 	 	 	 	 	 K a t e g o r i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a t e g o r i a 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ E N T R Y 	 S e a r c h W e b 	 I C O N T E X T 	 T h e   s h o r t   n a m e   o f   B a i d u   S e a r c h   a p p l i c a t i o n 	 B a i d u   S e a r c h 	 ~v^d\	 ~v^d"}	 B a i d u   S e a r c h 	 B  s q u e d a   c o n   B a i d u 	 B a i d u   S e a r c h 	 B a i d u - S u c h e 	 >8A:  B a i d u 	 R i c e r c a   B a i d u 	 (-+  B a i d u 	 P e s q u i s a   d o   B a i d u 	 B a i d u   A r a m a 	 T . k i m   B a i d u 	 P e n c a r i a n   B a i d u 	 B a i d u   S e a r c h 	 B a i d u   	K			 	 	 	 B a i d u   S e a r c h 	 	 	 	 B a i d u   z o e k e n 	 	 	 C u t a r e   B a i d u 	 	 	   B a i d u 	 	 	 ,3*,H  /1  B a i d u 	 	 	 					  										 	 	 	 	 	 	 	 	 B a i d u   S e a r c h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u s c a   B a i d u 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ S E A R C H _ A P P _ N A M E 	 S e a r c h W e b 	 U N L I M 	 T h e   f u l l   n a m e   o f   B a i d u   S e a r c h   a p p l i c a t i o n 	 B a i d u   S e a r c h 	 ~v^Kb_jd\ߎԚ	 ~v^Kb:gd"}oN	 B a i d u   S e a r c h 	 B  s q u e d a   c o n   B a i d u 	 B a i d u   S e a r c h 	 B a i d u - S u c h e 	 >8A:  B a i d u 	 R i c e r c a   B a i d u 	 (-+  B a i d u 	 P e s q u i s a   d o   B a i d u 	 B a i d u   A r a m a 	 T  m   k i m   B a i d u 	 P e n c a r i a n   B a i d u 	 B a i d u   S e a r c h 	 B a i d u   	K			 	 	 	 B a i d u   S e a r c h 	 	 	 	 B a i d u   z o e k e n 	 	 	 C u t a r e   B a i d u 	 	 	   B a i d u 	 	 	 ,3*,H  /1  B a i d u 	 	 	 					  										 	 	 	 	 	 	 	 	 B a i d u   S e a r c h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B u s c a   B a i d u 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ I N T E R N E T 	 S e a r c h W e b 	 C A S C A D E 	 S e a r c h   i n t e r n e t / w e b   p a g e s 	 I n t e r n e t 	 }	 Qu	 -4@-#L@G	 I n t e r n e t 	 I n t e r n e t 	 I n t e r n e t 	 =B5@=5B	 I n t e r n e t 	 %F*1F*	 I n t e r n e t 	 I n t e r n e t 	 I n t e r n e t 	 I n t e r n e t 	 I n t e r n e t 	 			0	(	G			 	 	 	 I n t e r n e t 	 	 	 	 I n t e r n e t 	 	 	 I n t e r n e t 	 	 	 	 	 	 'F*1F*	 	 	 										 	 	 	 	 	 	 	 	 I n t e r n e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n t e r n e t 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ F O R U M 	 S e a r c h W e b 	 C A S C A D E 	 T h e   a b b r e v i a t e d   n a m e   o f   B a i d u ' s   f o r u m   s e r v i c e 	 F o r u m 	 'T	 4'T	 B#1H!	 F o r o 	 F o r u m 	 F o r u m 	 $>@C<	 F o r u m 	 EF*/I	 F  r u m 	 F o r u m 	 D i n    n 	 F o r u m 	 F o r u m 	 +	K	0	.		 	 	 	 F  r u m 	 	 	 	 F o r u m 	 	 	 F o r u m 	 	 	 	 	 	 'F,EF	 	 	 						 	 	 	 	 	 	 	 	 F o r u m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F  r u m 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ K N O W L E D G E 	 S e a r c h W e b 	 C A S C A D E 	 T h e   a b b r e v i a t e d   n a m e   o f   B a i d u ' s   k n o w l e d g e   s e r v i c e .   I t   p r o v i d e s   a   f o r u m   f o r   u s e r s   t o   a s k   a n d   a n s w e r   q u e s t i o n s   b y   t h e   u s e r s   t h e m s e l v e s . 	 K n o w l e d g e 	 wS	 wS	 '2!#9I	 C o n o c i m i e n t o 	 C o n n a i s s a n c e 	 W i s s e n 	 070  7=0=89	 C o n o s c e n z a 	 E91A)	 C o n h e c i m e n t o 	 B i l g i   A 1	 K i n   t h c 	 P e n g e t a h u a n 	 K n o w l e d g e 	 	M		>	(		 	 	 	 T u d  s 	 	 	 	 K e n n i s 	 	 	 C u n o _t i n ce 	 	 	 	 	 	 ~134  H  ~'3.	 	 	 						 	 	 	 	 	 	 	 	 K e n n i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n h e c i m e n t o 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ S P A C E 	 S e a r c h W e b 	 C A S C A D E 	 T h e   n a m e   o f   B a i d u ' s   s e r v i c e :   B a i d u   S p a c e .   U s e r s   c a n   u p l o a d   p i c t u r e s ,   w r i t e   b l o g s   h e r e .   	 S p a c e 	 ~v^zz	 ~v^zz	 7I5H	 E s p a c i o 	 E s p a c e 	 W e l t r a u m 	 @>AB@0=AB2>	 S p a z i o 	 E3'-)	 E s p a  o 	 A l a n 	 K h o   l u   t r 	 R u a n g   a n g k a s a 	 S p a c e 	 8	M	
 %	>	(		 	 	 	 pr 	 	 	 	 R u i m t e 	 	 	 S p a ci u 	 	 	 	 	 	 A6''G	 	 	 						 	 	 	 	 	 	 	 	 S p a s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p a  o 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ W E A T H E R 	 S e a r c h W e b 	 C A S C A D E 	 T h e   n a m e   o f   B a i d u ' s   w e a t h e r   s e r v i c e 	 W e a t h e r 	 ~v^)Y#l	 ~v^)Yl	 * 2-22(	 T i e m p o 	 M  t  o 	 W e t t e r 	 W e a t h e r 	 T e m p o 	 'D7B3	 M e t e o r o l o g i a 	 H a v a   D u r u m u 	 T h i   t i t 	 C u a c a 	 W e a t h e r 	 .	L	8	.		 	 	 	 I d Qj  r  s 	 	 	 	 W e e r 	 	 	 V r e m e 	 	 	   	 	 	 "(  H  GH'	 	 	 								 	 	 	 	 	 	 	 	 W e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ D I C T I O N A R Y 	 S e a r c h W e b 	 C A S C A D E 	 T h e   n a m e   o f   B a i d u ' s   d i c t i o n a r y   s e r v i c e 	 D i c t i o n a r y 	 ~v^^xQ	 ~v^͋xQ	 28#!	 D i c c i o n a r i o 	 D i c t i o n n a i r e 	 W  r t e r b u c h 	 D i c t i o n a r y 	 D i z i o n a r i o 	 B'EH3	 D i c i o n  r i o 	 S  z l  k 	 T   i n 	 K a m u s 	 D i c t i o n a r y 	 6	,	M	
 &		K	6		 	 	 	 S z  t  r 	 	 	 	 W o o r d e n b o e k 	 	 	 D i c ci o n a r 	 	 	 	 	 	 H'G  F'EG	 	 	 							 	 	 	 	 	 	 	 	 W o o r d e b o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i c i o n  r i o 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ M A P 	 S e a r c h W e b 	 C A S C A D E 	 T h e   n a m e   o f   B a i d u ' s   m a p   s e r v i c e 	 M a p 	 ~v^0WW	 ~v^0WV	 A5H	 M a p a 	 C a r t e 	 K a r t e 	 0@B0	 M a p p a 	 .1J7)	 M a p a 	 H a r i t a 	 B n   	 P e t a 	 M a p 	 .	>	(		?	$	M	0		 	 	 	 T  r k  p 	 	 	 	 K a a r t 	 	 	 H a r t 	 	 	 	 	 	 FB4G	 	 	 									 	 	 	 	 	 	 	 	 K a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a p a 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ W E B _ H E L P 	 S e a r c h W e b 	 L S K 	 T h e   a b b r e v i a t e d   n a m e   o f   B a i d u ' s   w e b   h e l p   p a g e   o r   t h e   h i n t   o f   c o n n e c t i n g   t o   t h e   w e b   h e l p   p a g e 	 M o r e 	 k^R'T	 .^R'T	 @4H!@4!	 M  s   	 P l u s 	 M e h r 	 >?>;=8B5;L=>	 D i   p i  	 'DE2J/	 M a i s 	 D a h a   F a z l a s 1	 L a   c h n   k h  c 	 L a i n n y a 	 L a g i 	 	'	?			 	 	 	 E g y e b e k 	 	 	 	 M e e r 	 	 	 M a i   m u l t e 	 	 	 	 	 	 (J4*1	 	 	 				 	 	 	 	 	 	 	 	 M e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i s 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ H E L P _ T E X T _ U S A G E 	 S e a r c h W e b 	 U N L I M 	 U s a g e   h e l p   f o r   B a i d u   s e a r c h   a p p l i c a t i o n .   	 U s a g e :   J u s t   p u t   t h e   w o r d ( s )   i n t o   t h e   i n p u t   b o x   a n d   p r e s s   S E N D   k e y .   T h e n   y o u   w i l l   g e t   t h e   w e b   p a g e s   o f   t h e   i n f o r m a t i o n   y o u   a r e   l o o k i n g   f o r .   I n   o r d e r   t o   l a u n c h   B a i d u   S e a r c h   m o r e   c o n v e n i e n t l y ,   y o u   c a n   s e t   o n e   h o t   k e y   i n   t h e   O p t i o n s   m e n u   s o   t h a t   y o u   c a n   l a u n c h   B a i d u   S e a r c h   o n   t h e   i d l e   s c r e e n   b y   t h e   h o t   k e y . 	 d\O(u`S (Wd\FhgQ8eQ gbvgQ[	cNQu1\SN_0R g&{Tgb Blv}gQ[0`SN(Wd\Nb-N2eQ0x
0N-[_uKN_OS(W__jkubO(u_u_UR~v^d\0	 d"}O(u`S (Wd"}FhQeQ g⋄vQ[	cNQ.1\SN_0R g&{Tg BlvQuQ[0`SN(Wd"}cS-NۏeQ0	y
0Nn_wc.KNTOS(W_:g;ubO(u_wc./TR~v^d"}0	 2#C
I2:   @5"C*H3%C%H-*3+#1I-  A%08H!  *H  21I80DI#1@'G@*3+#1I-!9%5H83%1I+2  @7H-5H0@4  B a i d u   S e a r c h   DI*0'!26I  8*2!2#1IH2.G-5"L8H!+6HC@!9  1'@%7-  @7H-5H8*2!2#@4  B a i d u   S e a r c h   +I2-+%1B"C
I.G-5"LDI	 U s o :   s i m p l e m e n t e   c o l o q u e   l a s   p a l a b r a s   e n   e l   c u a d r o   d e   e n t r a d a   y   p r e s i o n e   e l   b o t  n   E N V I A R .   A   c o n t i n u a c i  n ,   o b t e n d r    l a s   p  g i n a s   W e b   d e   l a   i n f o r m a c i  n   q u e   e s t    b u s c a n d o .   P a r a   i n i c i a r   l a   f u n c i  n   B  s q u e d a   c o n   B a i d u   d e   f o r m a   m  s   p r  c t i c a ,   p u e d e   e s t a b l e c e r   u n a   t e c l a   d e   a c c e s o   d i r e c t o   e n   e l   m e n    O p c i o n e s   d e   f o r m a   q u e   p u e d a   i n i c i a r   d i c h a   f u n c i  n   e n   l a   p a n t a l l a   d e   i n a c t i v i d a d   c o n   e s a   t e c l a . 	 U t i l i s a t i o n   :   i l   s u f f i t   d e   p l a c e r   l e / l e s   m o t ( s )   d a n s   l a   b o  t e   d ' e n t r  e   p u i s   d ' a p p u y e r   s u r   l a   t o u c h e   E N V O Y E R .   V o u s   o b t i e n d r e z   a i n s i   l e s   p a g e s   W e b   c o r r e s p o n d a n t e s      v o t r e   r e c h e r c h e .   P o u r   l a n c e r   B a i d u   S e a r c h   p l u s   f a c i l e m e n t ,   i l   e s t   p o s s i b l e   d e   p a r a m  t r e r   u n   r a c c o u r c i   d a n s   l e   m e n u   O p t i o n s   v o u s   p e r m e t t a n t   d e   l a n c e r   B a i d u   S e a r c h   d e p u i s   u n    c r a n   e n   v e i l l e . 	 V e r w e n d u n g :   L e g e n   S i e   d i e   W  r t e r   e i n f a c h   i n   d a s   F e l d   E i n g a b e   u n d   d r  c k e n   S i e   d i e   S E N D E N - T a s t e .   S i e   e r h a l t e n   d a n n   d i e   W e b s e i t e n   m i t   d e n   v o n   I h n e n   g e s u c h t e n   I n f o r m a t i o n e n .   U m   d i e   B a i d u - S u c h e   b e q u e m e r   z u   s t a r t e n ,   l e g e n   S i e   e i n e n   H o t k e y   i m   M e n    O p t i o n e n   f e s t ,   d a m i t   s i e   d i e   B a i d u - S u c h e   i m   I n a k t i v i t  t s b i l d s c h i r m   m i t   d e m   H o t k e y   s t a r t e n   k  n n e n . 	 A?>;L7>20=85:   ?@>AB>  ?><5AB8B5  A;>2>( 0)   2  ?>;5  22>40  8  =06<8B5  :=>?:C  " ",.     ?>;CG8B5  251- AB@0=8FK  A  8A:><>9  8=D>@<0F859.   'B>1K  A45;0BL  ?>8A:  B a i d u   C4>1=55,   =07=0GLB5  >4=C  3>@OGCN  :=>?:C  2  <5=N  0@0<5B@K  -   B0:  2K  A<>65B5  70?CA:0BL  ?>8A:  B a i d u   A  ?><>ILN  3>@OG59  :=>?:8  2  @568<5  >6840=8O. 	 U t i l i z z o :   I n s e r i r e   l e   p a r o l e   n e l l a   c a s e l l a   d i   r i c e r c a   e   p r e m e r e   i l   t a s t o   S E N D   ( I N V I A ) .   A   q u e s t o   p u n t o   s i   o t t e r r a n n o   l e   p a g i n e   w e b   c o n   l e   i n f o r m a z i o n i   c h e   s i   s t a n n o   c e r c a n d o .   P e r   l a n c i a r e   l a   r i c e r c a   B a i d u   i n   m o d o   p i    s e m p l i c e ,      p o s s i b i l e   i m p o s t a r e   u n   t a s t o   d i   s c e l t a   r a p i d a   n e l   m e n u   O p z i o n i ,   i n   m o d o   d i   p o t e r   l a n c i a r e   l a   r i c e r c a   B a i d u   d a l l a   s c h e r m a t a   v u o t a   m e d i a n t e   t a l e   t a s t o . 	 'D'3*./'E:   69  'DCDE)  ( 'DCDE'*)   AJ  E1(9  'D%/.'D  +E  '6:7  9DI  EA*'-  S E N D   ( %13'D) .   (9/G'  *-5D  9DI  5A-'*  'DHJ(  'D.'5)  ('DE9DHE'*  'D*J  *(-+  9FG'.   D%7D'B  (-+  B a i d u   S e a r c h   (71JB)  #C+1  ED'!E)  JECFC  6(7  EA*'-  31J9  H'-/  AJ  B'&E)  'D.J'1'*  CJ  **ECF  EF  %7D'B  B a i d u   S e a r c h   (4'4)  H69  'D.EHD  9(1  '3*./'E  EA*'-  'D*4:JD  'D31J9. 	 U t i l i z a   o :   I n t r o d u z a   a ( s )   p a l a v r a ( s )   n a   c a i x a   d e   t e x t o   e   p r i m a   a   t e c l a   E N V I A R .   E m   s e g u i d a   s e r  o   e x i b i d a s   a s   p  g i n a s   W e b   c o m   a s   i n f o r m a   e s   q u e   p r o c u r a .   P a r a   i n i c i a r   d e   f o r m a   m a i s   r  p i d a   a   P e s q u i s a   d o   B a i d u ,   p o d e r    d e f i n i r   u m a   t e c l a   d e   a t a l h o   n o   m e n u   O p   e s ,   p a r a   i n i c i a r   a   P e s q u i s a   d o   B a i d u   a   p a r t i r   d o   e c r    d e   e s p e r a . 	 K u l l a n 1m 1:   K e l i m e l e r i   k u t u c u a   g i r i n   v e   G  N D E R   t u _u n a   b a s 1n .   A r d 1n d a n   a r a d 11n 1z   b i l g i y i   i  e r e n   w e b   s a y f a l a r 1n 1  a l a c a k s 1n 1z .   B a i d u   S e a r c h '    d a h a   k o l a y   b a _l a t m a k    z e r e   b o _  e k r a n d a   b i r   k 1s a y o l u   t u _u   v a s 1t a s 1y l a   B a i d u   S e a r c h '    b a _l a t m a k   i  i n   S e  e n e k l e r   m e n  s  n d e   b i r   k 1s a y o l   t u _u   b e l i r l e y i n . 	 S   d n g :   C h   c n   n h p   ( c  c )   t   v  o      n h p   v    n h n   p h  m   G I .   L  c   n  y   b n   s   t r u y   c p   c  c   t r a n g   w e b   c h a   t h  n g   t i n   m    b n   a n g   t  m .     b t   T  m   k i m   B a i d u   t h u n   l i   h n ,   b n   c    t h   c  i   m t   p h  m   t t   t r o n g   m e n u   T  y   c h n     c    t h   b t   T  m   k i m   B a i d u   t r  n   m  n   h  n h   c h   q u a   p h  m   t t . 	 P e n g g u n a a n :   C u k u p   m a s u k k a n   k a t a   k e   d a l a m   k o t a k   m a s u k a n ,   k e m u d i a n   t e k a n   t o m b o l   K I R I M .   S e t e l a h   i t u ,   A n d a   a k a n   m e m b u k a   h a l a m a n   W e b   b e r i s i   i n f o r m a s i   y a n g   d i c a r i .   U n t u k   m e n j a l a n k a n   P e n c a r i a n   B a i d u   s e c a r a   l e b i h   n y a m a n ,   A n d a   d a p a t   m e n e t a p k a n   s a t u   t o m b o l   p i n t a s   d i   m e n u   P i l i h a n   a g a r   d a p a t   m e n j a l a n k a n   P e n c a r i a n   B a i d u   d i   l a y a r   s i a g a   m e n g g u n a k a n   t o m b o l   p i n t a s . 	 P e n g g u n a a n :   M a s u k k a n   p e r k a t a a n   d a l a m   k o t a k   i n p u t   d a n   t e k a n   k e k u n c i   H A N T A R .   A n d a   a k a n   m e l i h a t   h a l a m a n   w e b   m e n g e n a i   m a k l u m a t   y a n g   a n d a   s e d a n g   c a r i .   U n t u k   m e m u l a k a n   B a i d u   S e a r c h   d e n g a n   l e b i h   s e n a n g   l a g i ,   a n d a   b o l e h   m e n g e s e t k a n   k e k u n c i   p i n t a s   d a l a m   m e n u   O p s y e n   s u p a y a   a n d a   b o l e h   m e m u l a k a n   B a i d u   S e a r c h   d a l a m   s k r i n   l a l a i   d e n g a n   m e n g g u n a k a n   k e k u n c i   p i n t a s . 	 		*	/	K		  :   	(	*	A		  ,	I		M	
 8	  .	G		  8	?	0	M	+	  6	,	M	
 &	  !	>	2	G		  	0	  S E N D   	A			@	  &	,	>			d	  $	,	  	*		K	  		8	  	>	(		>	0	@	  5	>	2	G	  5	G	,	  *	C	7	M	
  	  .	?	2	G			G	  	?	8	G	  	*	  	K		  0	9	G	  9	H		d	  B a i d u   	K		  	K	  	'	?		  8	A		.	$	>	*	B	0	M	5		  2	>			  	0	(	G	  	G	  2	?		,   	*	  O p t i o n s   .	G	(	M	
 /	B	  .	G		  		  9	I		  	A			@	  $	/	  	0	  8		$	G	  9	H		  $	>		?	  	*	  	>	2	@	  8	M	
 	M	0	@	(	  *	0	  9	I		  	A			@	  &	M	5	>	0	>	  B a i d u   	K		  8	@	'	G	  2	>			  	0	  8		G		d		 	 	 	 H a s z n  l a t :   E g y s z e r qe n   g  p e l j e   a   s z  t   ( s z a v a k a t )   a   b e v i t e l i   p a n e l b e    s   n y o m j a   m e g   a   S E N D   ( K  L D )   g o m b o t .    g y   a   s z  k s  g e s   i n f o r m  c i  t   t a r t a l m a z    w e b o l d a l a k r a   f o g   e l j u t n i .   A   B a i d u   S e a r c h   p r a k t i k u s a b b   i n d  t  s a    r d e k  b e n   b e  l l  t h a t   e g y   g y o r s g o m b o t   a z   O p t i o n s   ( L e h e t Qs  g e k )   m e n  b e n ,    g y   a   B a i d u   S e a r c h   a l k a l m a z  s t   e l   t u d j a   i n d  t a n i   a z    r e s j  r a t i   k  p e r n y Qn   a   g y o r s g o m b   s e g  t s  g  v e l . 	 	 	 	 G e b r u i k :   Z e t   d e   w o o r d e n   i n   h e t   i n v o e r v a k   e n   d r u k o p   V E R Z E N D E N .   U   z i e t   n u   d e   w e b p a g i n a ; s   v a n   d e   g e g e v e n s   d i e   u   z o e k t .   O m   B a i d u   Z o e k e n   g e m a k k e l i j k   t e   k u n n e n   z o e k e n ,   k u n t   u   e e n   s n e l t o e t s   i n s t e l l e n   i n   h e t   O p t i e s m e n u   z o d a t   u   B a i d u   Z o e k e n   o p   h e t   h o o f d s c h e r m   k u n t   s t a r t e n   m e t   e e n   e n k e l e   d r u k   o p   d e   k n o p . 	 	 	 U t i l i z a r e :   i n t r o d u c e ci   c u v i n t e l e    n   c u t i a   d e   i n t r o d u c e r e   _i   a p s a ci   p e   t a s t a   E X P E D I E R E .   V e ci   g s i   a p o i   p a g i n i l e   w e b   c u   i n f o r m a ci i l e   p e   c a r e   l e   g u t a ci .   P e n t r u   a   l a n s a   C u t a r e   B a i d u   m a i   s i m p l u ,   p u t e ci   s e t a   o   t a s t   r a p i d    n   m e n i u l   O p ci u n i    n   a _a   f e l    n c  t   s   p u t e ci   l a n s a   C u t a r e   B a i d u   p e   e c r a n u l   i n a c t i v   c u   t a s t a   r a p i d . 	 	 	 :               /         S E N D   ( ) .     ,                 .           B a i d u                     O p t i o n s   ( ) .             B a i d u                 . 	 	 	 '1(1/:   'A3*  H'G( G')   EH1/  ,3*,H*'F  1'  /1  E1(9  H1H/  *'~  FEH/G  H  D/  S E N D   1'  (2F/.   3~3  5A-G  G'  H(  E1(H7  (G  '7D'9'*  G  (/F('D4'F  (H//  1'  /1'A*  .H'G/  FEH/.   E*H'F/  (EF8H1  1'G  'F/'2  "3'F*1  ,3*,H  B a i d u   /1  EFH  2FG  G'  D/  AH1  1'  *9F  F/  *'  ('    A4'1  (1  D/  AH1  ,3*,H  B a i d u   1'  '2  5A-G  F'F4H1  ":'2  1//. 	 	 	 							:   					  					  				  				( 				)   					  			  ' 					'   						  			  			d							  				  				  						  								  							  		  				  					d	  			  													  					  									  				  				  				  				  						  				  		  		  			  				  					  				  				  		  		  				  				  								  					  									  				  				  					d		 	 	 	 	 	 	 	 	 G e b r u i k :   S i t   e e n v o u d i g   d i e   w o o r d ( e )   i n   d i e   i n v o e r b l o k k i e   e n   d r u k   d i e   S T U U R - t o e t s .   J y   s a l   d a n   d i e   w e b b l a d s y e   m e t   d i e   v e r l a n g d e   i n l i g t i n g   k r y .   O m   B a i d u   S e a r c h   m a k l i k e r   t e   b e g i n   k a n   j y   e e n   k i t s t o e t s   i n   d i e   O p s i e s k i e s l y s   i n s t e l ,   s o d a t   j y   B a i d u   S e a r c h   i n   d i e   r u s t e n d e   s k e r m   m e t   d i e   k i t s t o e t s   k a n   b e g i n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s o :   B a s t a   c o l o c a r   a ( s )   p a l a v r a ( s )   n a   c a i x a   d e   e n t r a d a   e   p r e s s i o n e   a   t e c l a   S E N D   ( E n v i a r ) .   E m   s e g u i d a ,   v o c    o b t e r    a s   p  g i n a s   d a   w e b   c o m   a s   i n f o r m a   e s   q u e   e s t    b u s c a n d o .   P a r a   i n i c i a r   a   B u s c a   B a i d u   m a i s   c o n v e n i e n t e m e n t e ,   v o c    p o d e   d e f i n i r   u m a   t e c l a   d e   a t a l h o   n o   m e n u   d e   O p   e s ,   p a r a   q u e   p o s s a   i n i c i a r   a   B u s c a   B a i d u   n a   t e l a   i n a t i v a   a t r a v  s   d a   t e c l a   d e   a t a l h o . 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ H E L P _ T E X T _ C H A R G E 	 S e a r c h W e b 	 U N L I M 	 C h a r g e   d e s c r i p t i o n   o f   h e l p   t e x t 	 C h a r g e :   B a i d u   S e a r c h   i s   a   f r e e   s e r v i c e .   H o w e v e r ,   t h e   n e t w o r k   s e r v i c e   p r o v i d e r   m a y   c h a r g e   y o u   f o r   t h e   d a t a   f l o w . 	 (ufKb_j~v^/fMQ
gR
N6eSNUO
o`"uuvAmϑ	cgqqKFU6ejn1uqKFU6eS0	 9(ufKb:g~v^/fMQ9
gR
N6eSNUOOo`9NuvAmϑ9	cgqЏ%FUD9hQ1uЏ%FU6eS0	 H2C
IH2":   B a i d u   S e a r c h   @G#42##5  -"H2D#G2!  9IC+I#42#@#7-H2"-8-24H2C
IH2"*3+#12#*HH2I-!9%	 C o s t e :   l a   b  s q u e d a   c o n   B a i d u   e s   u n   s e r v i c i o   g r a t u i t o .   N o   o b s t a n t e ,   e l   p r o v e e d o r   d e   s e r v i c i o s   d e   r e d   p u e d e   c o b r a r l e   p o r   e l   f l u j o   d e   d a t o s . 	 C h a r g e r   :   B a i d u   S e a r c h   e s t   u n   s e r v i c e   g r a t u i t .   L e   f o u r n i s s e u r   d e   s e r v i c e s   d e   r  s e a u   p e u t   c e p e n d a n t   v o u s   i m p u t e r   l e   c o  t   c o r r e s p o n d a n t   a u   f l u x   d e   d o n n  e s . 	 G e b  h r e n :   D i e   B a i d u - S u c h e   i s t   e i n   k o s t e n l o s e r   D i e n s t .   D e n n o c h   k  n n t e   I h n e n   d e r   N e t z w e r k a n b i e t e r   d e n   D a t e n f l u s s   i n   R e c h n u n g   s t e l l e n . 	 ?;0B0:   ?>8A:  B a i d u   O2;O5BAO  15A?;0B=>9  A;C61>9.   5A<>B@O  =0  MB>,   ?>AB02I8:  A5B52KE  CA;C3  <>65B  278<0BL  ?;0BC  70  ?>B>:  40==KE. 	 A d d e b i t o :   l a   r i c e r c a   d i   B a i d u      u n   s e r v i z i o   g r a t u i t o ,   t u t t a v i a   l ' o p e r a t o r e   d i   r e t e   p o t r e b b e   a d d e b i t a r e   a l l ' u t e n t e   u n   c o s t o   p e r   i l   f l u s s o   d i   d a t i . 	 'D13HE:   JB/E  B a i d u   S e a r c h   ./E'*G  E,'FK'.   HE9  0DC  B/  JCDAC  E2H/  ./E)  'D4(C)  (96  'D13HE  F81K'  D*/AB  'DE9DHE'*. 	 T a r i f a :   A   P e s q u i s a   d o   B a i d u      u m   s e r v i  o   g r a t u i t o .   N o   e n t a n t o ,   o   f o r n e c e d o r   d e   s e r v i  o   d e   r e d e   p o d e r    a p l i c a r   u m a   t a r i f a   p e l o   t r  f e g o   d e   d a d o s . 	  c r e t :   B a i d u   S e a r c h    c r e t s i z   b i r   h i z m e t d i r .   D i e r   b i r   y a n d a n ,   a   s e r v i s   s a l a y 1c 1n 1z   v e r i   a k 1_1n a   b a l 1  o l a r a k    c r e t l e n d i r e b i l i r . 	 C c   p h  :   T  m   k i m   B a i d u   l    d c h   v   m i n   p h  .   T u y   n h i  n ,   n h    c u n g   c p   d c h   v   m n g   c    t h   t  n h   p h    c h o   l u   l n g   d   l i u   c a   b n . 	 B i a y a :   P e n c a r i a n   B a i d u   a d a l a h   l a y a n a n   g r a t i s .   N a m u n ,   p e n y e d i a   l a y a n a n   j a r i n g a n   m u n g k i n   m e n g e n a k a n   b i a y a   u n t u k   a l u r   d a t a . 	 B a y a r a n :   B a i d u   S e a r c h   i a l a h   p e r k h i d m a t a n   p e r c u m a .   N a m u n   b e g i t u ,   p e m b e k a l   p e r k h i d m a t a n   r a n g k a i a n   m u n g k i n   m e n g e n a k a n   b a y a r a n   u n t u k   a l i r a n   d a t a . 	 *	M	0	-	>	0	  :   B a i d u   	K		  		  .	A	+	M	$	  8	G	5	>	  9	H	d	  2	G		?	(	,   (	G		5	0	M		  8	G	5	>	  *	M	0	&	>	$	>	  	*	8	G	  !	G		>	  	G	  *	M	0	5	>	9	  	G	  2	?		  6	A	2	M	
 	  2	G	  8		$	>	  9	H	d		 	 	 	 D  j :   A   B a i d u   S e a r c h   i n g y e n e s   s z o l g  l t a t  s .   A   h  l  z a t    z e m e l t e t Qj e   a z o n b a n   a z   a d a t f o r g a l o m  r t   d  j a t   s z  m  t h a t   f e l . 	 	 	 	 K o s t e n :   B a d u   Z o e k e n   i s   e e n   g r a t i s   d i e n s t .   U w   t e l e f o o n b e d r i j f   k a n   u   e c h t e r   k o s t e n   i n   r e k e n i n g   b r e n g e n   v o o r   h e t   g e g e v e n s t r a n s p o r t . 	 	 	 T a x :   B a i d u   S e a r c h   e s t e   u n   s e r v i c i u   g r a t u i t .   T o t u _i ,   f u r n i z o r u l   d e   s e r v i c i i   d e   r e ce a   v   p o a t e   t a x a   p e n t r u   f l u x u l   d e   d a t e . 	 	 	 :     B a i d u         .     ,                 . 	 	 	 G2FG:   ,3*,H  B a i d u   33*E  1''F  E('4/.   ('  'F-'D  'E'F  /'1/  G  '1'&G  /GF/G  ./E'*  4(G  ( '~1'*H1)   (1-3(  ,1'F  /'/G  G'  '2  4E'  G2FG  /1'A*  F/. 	 	 	 					: 					  									  										  							  							d				  				  								  				  									  				  												  					  					  				  			  				d		 	 	 	 	 	 	 	 	 H e f f i n g :   B a i d u   S e a r c h   i s    n   g r a t i s   d i e n s .   D i e   n e t w e r k d i e n s v e r s k a f f e r   k a n   e g t e r    n   h e f f i n g   v i r   d i e   d a t a v l o e i   h  .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o b r a n  a :   A   B u s c a   B a i d u      u m   s e r v i  o   g r a t u i t o .   P o r  m ,   o   p r o v e d o r   d e   s e r v i  o s   d e   r e d e   p o d e   c o b r a r   d e   v o c    p e l o   f l u x o   d e   d a d o s . 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ H E L P _ T E X T _ F E E D B A C K 	 S e a r c h W e b 	 U N L I M 	 T h e   h e l p   t e x t   d e s c r i b e s   h o w   t o   f e e d b a c k   o p i n i o n s 	 I f   y o u   h a v e   a n y   q u e s t i o n s   o r   p r o b l e m s   d u r i n g   u s i n g   B a i d u   S e a r c h ,   p l e a s e   k i n d l y   f e e d b a c k   t o   B a i d u ' s   w e b   h e l p   f o r u m .   Y o u   m a y   g e t   m o r e   h e l p   t h e r e .   W e   a r e   e a g e r   t o   h e a r   y o u r   p r e c i o u s   o p i n i o n s . 	 fYfˊS0~v^Kb_jd"}k^R'T
00ܕerߎԚvOULˊVK0R0~v^Kb_jd"}k^R'T
0bPgv_p`zlakΏ`YuNO(uKb_j
N~v^va`0^pT[a0	 fY.^RS0~v^Kb:gd"}.^R'T
00sQNoNvV0R0~v^Kb:gd"}.^R'T
0bNO=\_:N`㉳Q"kΏ`YuNO(uKb:g
N~v^va`0^T[5a0	 I28!532!+#7-1
+2CF  #0+'H25HC
I  B a i d u   S e a r c h ,   B#*HI-@*-A0D"1B#1H!'2!
H'"@+%7--@'G  B a i d u   8-2DI#1'2!
H'"@+%7-@4H!@4!25H1H  @#2"455H0#11'2!4@+G-1!5H2-8	 S i   t i e n e   m  s   p r e g u n t a s   o   p r o b l e m a s   a l   u s a r   l a   B  s q u e d a   B a i d u ,   p o r   f a v o r   e n v i e   s u s   c o m e n t a r i o s   a l   f o r o   d e   a y u d a   e n   l  n e a   d e   B a i d u .   A l l    p o d r    o b t e n e r   a y u d a   a d i c i o n a l .   N o s   i n t e r e s a   c o n o c e r   s u s   v a l i o s a s   o p i n i o n e s . 	 S i   v o u s   a v e z   d e s   q u e s t i o n s   o u   d e s   p r o b l  m e s   p e n d a n t   u n e   R e c h e r c h e   B a i d u ,   v e u i l l e z   c o n t a c t e r   l e   f o r u m   d ' a s s i s t a n c e   W e b   d e   B a i d u .   V o u s   p o u v e z   o b t e n i r   d e   l ' a i d e .   N o u s   p r e n o n s   t r  s   s  r i e u s e m e n t   v o t r e   o p i n i o n . 	 H a b e n   S i e   w  h r e n d   d e r   B a i d u - S u c h e   F r a g e n   o d e r   t r e t e n   P r o b l e m e   a u f ,   w e n d e n   S i e   s i c h   b i t t e   a n   d a s   B a i d u - W e b h i l f e f o r u m .   E v e n t u e l l   e r h a l t e n   S i e   d o r t   w e i t e r e   H i l f e .   W i r   f r e u e n   u n s ,   I h r e   w e r t v o l l e   M e i n u n g   z u   e r h a l t e n . 	 @8  =0;8G88  2>?@>A>2  8;8  ?@>1;5<  2>  2@5<O  8A?>;L7>20=8O  ?>8A:0  B a i d u   >1@0I09B5AL  =0  D>@C<  251- ?><>I8  B a i d u .   "0<  <>6=>  ?>;CG8BL  1>;LH5  4>?>;=8B5;L=>9  8=D>@<0F88.   0<  206=>  7=0BL  20H5  <=5=85. 	 I n   c a s o   d i   d o m a n d e   o   p r o b l e m i   d u r a n t e   l ' u s o   d i   B a i d u   S e a r c h ,   r i f e r i r e   a l   f o r u m   w e b   d i   a i u t o   d i   B a i d u .   Q u i   p o t r e s t e   o t t e n e r e   m a g g i o r e   a i u t o .   N o n   v e d i a m o   l ' o r a   d i   c o n o s c e r e   l e   v o s t r e   p r e z i o s e   o p i n i o n i . 	 %0'  C'F*  D/JC  #J)  '3*A3'1'*  #H  E4CD'*  #+F'!  '3*./'E  .'5J)  (-+  B a i d u   ,   J1,I  %13'D  *9BJ('*C  %DI    EF*/I  'DE3'9/)  9DI  'D4(C).   AB/  *-5D  9DI  'DE3'9/)  'DE7DH()  EF  'DEF*/I.   CE'  #FF'  -1J5HF  9DI  3E'9  "1'&C  'DBJE). 	 S e   t i v e r   q u a l q u e r   q u e s t  o   o u   p r o b l e m a   d u r a n t e   a   u t i l i z a   o   d a   P e s q u i s a   d o   B a i d u ,   c o l o q u e   o s   s e u s   c o m e n t  r i o s   n o   f  r u m   d e   a j u d a   o n l i n e   d o   B a i d u .   P o d e r    a l i   o b t e r   m a i s   a j u d a .   E s t a m o s   a n s i o s o s   p o r   s a b e r   a s   s u a s   v a l i o s a s   o p i n i  e s . 	 B a i d u   A r a m a s 1n 1  k u l l a n 1r k e n   h e r h a n g i   b i r   s o r u n l a   k a r _1l a _1r s a n 1z ,   l  t f e n   B a i d u ' n u n   y a r d 1m   f o r u m u n a   g e r i   b i l d i r i m d e   b u l u n u n .   O r a d a n   d a h a   f a z l a   y a r d 1m   a l a b i l i r s i n i z .   D  _ n c e l e r i n i z i    r e n m e k t e n   m e m n u n i y e t   d u a y r 1z . 	 N u   b n   c    b t   c   t h c   m c   h a y   s   c   g    t r o n g   k h i   s   d n g   T  m   k i m   B a i d u ,   v u i   l  n g   g i   t h  n g   t i n   p h n   h i   c h o   d i n    n   t r   g i  p   q u a   m n g   c a   B a i d u .   B n   c    t h   n h n   c   n h i u   t r   g i  p   h n   t i    y .   C h  n g   t  i   r t   m o n g   n h n   c   c  c      k i n   q u    g i    t   b n . 	 J i k a   A n d a   m e m i l i k i   p e r t a n y a a n   a t a u   m a s a l a h   s e l a m a   m e n g g u n a k a n   P e n c a r i a n   B a i d u ,   k i r i m   t a n g g a p a n   k e   f o r u m   b a n t u a n   W e b   B a i d u .   A n d a   a k a n   m e n d a p a t k a n   b a n t u a n   l a i n   d i   f o r u m   t e r s e b u t .   K a m i   s a n g a t   i n g i n   m e n d e n g a r   p e n d a p a t   A n d a   y a n g   b e r h a r g a . 	 J i k a   a n d a   m e m p u n y a i   s e b a r a n g   s o a l a n   a t a u   m a s a l a h   k e t i k a   m e n g g u n a k a n   C a r i a n   B a i d u ,   s i l a   h a n t a r   m a k l u m   b a l a s   a n d a   m e l a l u i   f o r u m   b a n t u a n   w e b   B a i d u .   A n d a   m u n g k i n   m e n d a p a t   l e b i h   b a n y a k   b a n t u a n   d i   s a n a .   K a m i   m e n g a l u - a l u k a n   p e n d a p a t   a n d a . 	 ,	>		!	B	  	K		  		*	/	K		  	G	  &	L	0	>	(	  /	&	?	  	*		G	  	K		  *	M	0	6	M	(	  /	>	  8	.	8	M	/	>	  9	H		  $	K	  	C	*	/	>	  ,	>		!	B	  	G	  5	G	,	  8	9	>	/	$	>	  .			  *	0	  *	M	0	$	?		M	0	?	/	>	  &	G		d	  /	9	>		  	*		K	  	'	?		  8	9	>	/	$	>	  .	?	2	  8		G		@	d	  9	.	  	*		@	  	.	B	2	M	/	  0	>	/	  	G	  *	M	0	$	?	  		$	M	8	A		  9	H		d	    	 	 	 	 A m e n n y i b e n   b  r m i l y e n   k  r d  s e   v a g y    s z r e v  t e l e   v a n   a   B a i d u   S e a r c h   a l k a l m a z  s s a l   k a p c s o l a t b a n ,   f o r d u l j o n   b i z a l o m m a l   a   B a i d u   w e b e s   f  r u m  h o z .   O t t   t  b b   s e g  t s  g e t   i s   e l  r h e t .   N a g y r a    r t  k e l j  k   v  l e m  n y  t ! 	 	 	 	 H e b t   u   v r a g e n   o f   p r o b l e m e n   b i j   B a i d u   S e a r c h ,   s t e l   d a n   u w   v r a a g   o p   h e t   h u l p f o r u m   v a n   B a i d u .   U   k u n t   e r   m e e r   h u l p   v i n d e n .   W e   h o r e n   g r a a g   u w   m e n i n g . 	 	 	 D a c   a v e ci    n t r e b r i   s a u   p r o b l e m e    n   t i m p u l   u t i l i z r i i   m o t o r u l u i   d e   c u t a r e   B a i d u ,   a d r e s a ci - l e   p e   f o r u m u l   d e   a j u t o r   w e b   a l   B a i d u .   A c o l o   p u t e ci   g s i   m a i   m u l t   a j u t o r .   S u n t e m   n e r b d t o r i   s   v   a f l m   o p i n i i l e .   	 	 	               B a i d u ,     /             B a i d u .           . 	 	 	 F'FG  G1HFG  ~134  '  E4D  /1('1G  1H4  ('11  ,3*,H1  B a i d u   /'4*/  D7A'  "F1'  /1  'F,EF  H(  '1  B a i d u   E71-  FE'/.   G  (3'  /1  'F  'F,EF  E  (G*1  /1'A*  FE'/.   E'  E4*'B  4F/F  //'GG'  '124EF/*'F  G3*E. 	 	 	 					  									  							  								  					  			  			  						  				  		  				  			  			  											  			  							  				  					  							  			  						  				  					  						  								  				d							  				  			  							  					d	  				  					  					  					  						d		 	 	 	 	 	 	 	 	 I n d i e n   j y   e n i g e   v r a e   o f   p r o b l e m e   g e d u r e n d e   d i e   g e b r u i k   v a n   B a i d u   S e a r c h   h e t ,   g e e   a s s e b l i e f   t e r u g v o e r   a a n   B a i d u   s e   w e b h u l p f o r u m .   J y   k a n   m o o n t l i k   d a a r   h u l p   k r y .   O n s   h o o r   g r a a g   j o u   w a a r d e v o l l e   m e n i n g s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   t i v e r   p e r g u n t a s   o u   p r o b l e m a s   d u r a n t e   a   B u s c a   B a i d u ,   e n v i e   s u a s   o p i n i  e s   n o   f  r u m   d e   a j u d a   n a   w e b   d o   B a i d u ' s   w e b   h e l p   f o r u m .   V o c    p o d e   o b t e r   m a i s   a j u d a   l  .   E s t a m o s   a n s i o s o s   p a r a   o u v i r   s u a s   o p i n i  e s   p r e c i o s a s . 
 
 S T R _ I D _ S E A R C H _ W E B _ B A I D U _ P L E A S E _ D I S A B L E _ H O T _ K E Y _ F I R S T 	 S e a r c h W e b 	 P O P U P 	 W h e n   u s e r   t r i e s   t o   s e t   t h e   d e d i c a t e d   k e y   u s e d   b y   B a i d u   s e a r c h ,   p r o m p t   t h i s   m e s s a g e   u s e r 	 P l e a s e   d i s a b l e   t h e   h o t   k e y   o f   B a i d u 	 ˊHQܕ~v^d\_u	 HQsQ~v^d"}_wc.	 B#432.G-5"L-  B a i d u 	 D e s h a b i l i t e   l a   t e c l a   d e   a c c e s o   d i r e c t o   d e   B a i d u 	 V e u i l l e z   d  s a c t i v e r   l e   r a c c o u r c i   d e   B a i d u 	 B i t t e   H o t k e y   v o n   B a i d u   d e a k t i v i e r e n 	 B:;NG8B5  3>@OGCN  :=>?:C  B a i d u 	 D i s a b i l i t a r e   i l   t a s t o   d i   s c e l t a   r a p i d a   d i   B a i d u 	 J1,I  *97JD  EA*'-  'D*4:JD  'D31J9  'D.'5  (@  B a i d u   	 D e s a c t i v e   a   t e c l a   d e   a t a l h o   d o   B a i d u 	 L  t f e n   B a i d u   k 1s a y o l u n u   d e v r e   d 1_1  b 1r a k 1n 	 H  y   b t   p h  m   t t   c h o   B a i d u 	 N o n a k t i f k a n   t o m b o l   p i n t a s   B a i d u 	 S i l a   n y a h b o l e h k a n   k e k u n c i   p i n t a s   B a i d u 	 	C	*	/	>	  B a i d u   	@	  9	I		  	A			@	  	K	  		M	7	.	  	0	  &	G			 	 	 	 T i l t s a   l e   a   B a i d u   g y o r s g o m b j  t 	 	 	 	 I n a c t i v e e r   d e   s n e l t o e t s   v a n   B a i d u 	 	 	 D e z a c t i v a ci   t a s t a   r a p i d   p e n t r u   B a i d u 	 	 	           B a i d u 	 	 	 D7A'  D/  AH1  B a i d u   1'  '2  '1  (F/'2/. 	 	 	 							  			  		  		  					  								  				  	 	 	 	 	 	 	 	 	 V e r s p e r   a s s e b l i e f   B a i d u   s e   k i t s t o e t s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a b i l i t e   a   t e c l a   d e   a t a l h o   d o   B a i d u 
 
 S T R _ M E N U _ C A L L _ B A R R I N G _ A C T I V A T E A L L 	 S e t t i n g 	 I C O N T E X T 	 S t r i n g   f o r   c a n c e l   a l l   a c t i v a t e   b a r r i n g 	 A c t i v a t e   a l l 	 _UR@b	g	 /TR@b	g	 @4321I+!	 A c t i v a r   t o d o s 	 A c t i v e r   t o u t 	 A l l e s   a k t i v i e r e n 	 :B828@>20BL  2A5	 A t t i v a   t u t t o 	 *F4J7  'DCD	 A c t i v a r   t o d a s 	 T  m  n    e t k i n l e _t i r 	 B t   h t 	 A k t i f k a n   s e m u a 	 A k t i f k a n   s e m u a 	 8	-	@	  8		M	0	?	/	  	0	G			 	 	 	  s s z e s   a k t i v  l  s a 	 	 	 	 A l l e s   a c t i v e r e n 	 	 	 A c t i v a r e   g l o b a l 	 	 	   	 	 	 A9'D  3'2I  GEG	 	 	 		  						  					 	 	 	 	 	 	 	 	 A k t i v e e r   a l l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r   t o d o s 
 
 S T R _ I D _ S E T T I N G _ B A S S _ E N H A N C E M E N T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 S o u n d   e f f e c t :   B a s s   e n h a n c e m e n t 	 B a s s   e n h a n c e m e n t 	 NOR7_	 NO:_S	 2#@#H@*	 R e a l c e   d e   s o n i d o s   g r a v e s 	 A m p l i f .   d e s   g r a v e s 	 B a s s v e r s t  r k u n g 	 #;CGH5=85  10A>2	 M i g l i o r a m e n t o   b a s s i 	 *92J2  'D5H*  'D.AJ6	 O p t i m i z a   o   d e   g r a v e s 	 B a s   g   l e n d i r m e 	 T n g   b a s s 	 P e r a n g k a t   t a m b a h a n   b a s s 	 T a m b a h a n   b e s 	 ,	>	8	  8		5	0	M	'	(	  	 	 	 	 M  l y h a n g - k i e m e l  s 	 	 	 	 L a a g v e r s t e r k i n g 	 	 	  m b u n t ci r e   b a s 	 	 	   	 	 	 (G(H/  5/'G'  (E	 	 	 			  						  	 	 	 	 	 	 	 	 	 B a s v e r s t e r k i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p r i m o r a m e n t o   d o   B a i x o 
 
 S T R _ P I N _ B L O C K E D _ P U K _ O P 1 2 	 S e t t i n g 	 P O P U P 	 O P 1 2   P I N   B l o c k e d 	 P I N   b l o c k e d .   C o n t a c t   o p e r a t o r   f o r   P U K . 	 S I M aS]OO	 S I M aS]OO	 49%G-  4H-9IC+I#42#@7H--8	 P I N   b l o q u e a d o .   C o n t a c t a r   o p e r a d o r   p a r a   P U K .   	 P I N   b l o q u  .   C o n t a c t e z   l ' o p  r a t e u r   p o u r   l e   P U K . 	 P I N   b l o c k i e r t .   A n b i e t e r   n a c h   P U K   f r a g e n . 	 P I N - :>4  701;>:8@>20=.   1@0B8B5AL  :  >?5@0B>@C  4;O  ?>;CG5=8O  P U K - :>40. 	 P I N   b l o c c a t o .   C o n t a t t a r e   l ' o p e r a t o r e   p e r   i l   P U K . 	 P I N   E97D.   '*5D  ('DE4:D  DE91A)  1E2  P U K . 	 P I N   b l o q u e a d o .   C o n t a c t e   o   o p e r a d o r   p a r a   s a b e r   o   P U K . 	 P I N   b l o k e   o l d u .   P U K   i  i n   o p e r a t  r e   b a _v u r u n . 	 M    P I N   b   c h n .   L . h   n h    k h . t h  c   m n g     c    m    P U K . 	 P I N   d i b l o k i r .   U n t u k   m e n d a p a t k a n   P U K ,   h u b u n g i   o p e r a t o r . 	 P I N   t e r s e k a t .   H u b u n g i   o p e r a t o r   u n t u k   P U K . 	 P I N   	5	0	B	&	M	'	.   P U K   	G	  2	?		  	*	0	G		0	  8	G	  8		*	0	M		  	0	G			 	 	 	 P I N   b l o k k o l v a .   S z e r e z z e   b e   a   P U K   k  d o t   a   s z o l g  l t a t  t  l . 	 	 	 	 P I N   g e b l o k k e e r d .   V r a a g   d e   o p e r a t o r   o m   d e   P U K 	 	 	 P I N   b l o c a t .   C o n t a c t a ci   o p e r a t o r u l   p e n t r u   P U K . 	 	 	 P I N   .               P U K . 	 	 	 P I N   E3/H/  4/.   (1'  P U K   ( D/  BAD  4'  4.5)   ('  '~1'*H1  E.'(1'*  *E'3  (J1J/. 	 	 	 			  				  			  				d	  							  				  										  				  							  				d	  	 	 	 	 	 	 	 	 	 P I N   g e b l o k k e e r .   K o n t a k   o p e r a t e u r   v i r   P U K . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P I N   b l o q u e a d o .   C o n t a t e   a   o p e r a d o r a   p a r a   P U K . 
 
 S T R _ S E T T I N G _ P I N 2 _ B L K _ O P 1 2 	 S e t t i n g 	 P O P U P 	 O P 1 2   P I N 2   B l o c k e d 	 P I N 2   b l o c k e d .   S o m e   f u n c t i o n s   a r e   u n a v a i l a b l e .   C o n t a c t   o p e r a t o r   f o r   P U K 2 . 	 P I N 2 ]OO	 P I N 2 ]OO	 42   9%G-  1L
1H2-"H20C
ID!HDI  4H-9IC+I#42#@7H--82 	 P I N 2   b l o q u e a d o .   A l g u n a s   f u n c i o n e s   n o   e s t  n   d i s p o n i b l e s .   C o n t a c t e   a l   o p e r a d o r   p a r a   P U K 2 . 	 P I N 2   b l o q u  .   C e r t a i n e s   f o n c t i o n s   n e   s e r o n t   p a s   d i s p o n i b l e s .   C o n t a c t e z   l ' o p  r a t e u r   p o u r   l e   P U K 2 . 	 P I N   2   b l o c k i e r t .   E i n i g e   F u n k t i o n e n   s i n d   n i c h t   v e r f  g b a r .   A n b i e t e r   n a c h   P U K   2   f r a g e n . 	 >4  P I N - 2   701;>:8@>20=.   5:>B>@K5  DC=:F88  =54>ABC?=K.   1@0B8BLAO  :  >?5@0B>@C  4;O  ?>;CG5=8O  :>40  P U K 2 . 	 P I N 2   b l o c c a t o .   A l c u n e   f u n z i o n i   n o n   s o n o   d i s p o n i b i l i .   C o n t a t t a r e   l ' o p e r a t o r e   p e r   i l   P U K 2 . 	 P I N 2   E97D.   (96  'DH8'&A  :J1  E*'-).   '*5D  ('DE4:D  DE91A)  1E2  P U K 2 . 	 P I N 2   b l o q u e a d o .   A l g u m a s   f u n   e s   n  o   e s t  o   d i s p o n  v e i s .   C o n t a c t e   o   o p e r a d o r   p a r a   s a b e r   o   P U K 2 . 	 P I N 2   b l o k e   o l d u .   B a z 1  f o n k s i y o n l a r   m e v c u t   d e i l .   P U K 2   i  i n   o p e r a t  r  n  z e   b a _v u r u n . 	 M    P I N 2   b   c h n .   M t   s   c h c   n n g   k h  n g   c    s n .   L . h   n h    k h . t h  c   m n g     c    m    P U K 2 . 	 P I N 2   d i b l o k i r .   B e b e r a p a   f u n g s i   t i d a k   t e r s e d i a .   U n t u k   P U K 2 ,   h u b u n g i   o p e r a t o r . 	 P I N 2   d i s e k a t .   B e b e r a p a   f u n g s i   t i d a k   b o l e h   d i d a p a t i .   H u b u n g i   o p e r a t o r   u n t u k   P U K 2 . 	 P I N 2   	5	0	B	&	M	'	.   	A		  	>	0	M	/	  	(	A	*	2	,	M	'	  9	H		.   P U K 2   	G	  2	?		  	*	0	G		0	  8	G	  8		*	0	M		  	0	G		. 	 	 	 	 P I N 2   b l o k k o l v a .   E g y e s   f u n k c i  k   n e m   e l  r h e t Qk .   S z e r e z z e   b e   a   P U K 2   k  d o t   a   s z o l g  l t a t  t  l . 	 	 	 	 P I N 2   g e b l o k k e e r d .   S o m m i g e   f u n c t i e s   z i j n   n i e t   b e s c h i k b a a r .   V r a a g   d e   o p e r a t o r   o m   P U K 2 . 	 	 	 P I N 2   b l o c a t .   A n u m i t e   f u n c ci i   n u   s u n t   d i s p o n i b i l e .   C o n t a c t a ci   o p e r a t o r u l   p e n t r u   P U K 2 . 	 	 	 P I N 2   .         .               P U K 2 . 	 	 	 P I N 2   E3/H/  4/.   (1.  '2  C'1C1/G'  /1/3*13  FJ3*F/.   (1'  P U K 2   ('  '~1'*H1  E.'(1'*  *E'3  (J1J/. 	 	 	 				  				  			  				d	  				  					  					  						  		d	  							  		  				  									  				  							  				d	  	 	 	 	 	 	 	 	 	 P I N 2   g e b l o k k e e r .   P a r t y   f u n k s i e s   i s   n i e   b e s k i k b a a r   n i e .   K o n t a k   o p e r a t e u r   v i r   P U K 2 . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P I N 2   b l o q u e a d o .   A l g u m a s   f u n   e s   e s t  o   i n d i s p o n  v e i s .   C o n t a t e   a   o p e r a d o r a   p a r a   P U K 2 . 
 
 S T R _ S I M _ B L O C K _ M S G _ O P 1 2 	 S e t t i n g 	 P O P U P 	 O P 1 2   P U K   B l o c k e d 	 P U K   b l o c k e d .   C o n t a c t   o p e r a t o r . 	 S I M aS]OO	 S I M aS]OO	 89%G-  4H-9IC+I#42#	 P U K 2   b l o q u e a d o .   C o n t a c t e   a l   o p e r a d o r .   	 P U K   b l o q u  .   C o n t a c t e z   l ' o p  r a t e u r . 	 P U K   b l o c k i e r t .   A n b i e t e r   k o n t a k t i e r e n . 	 >4  P U K   701;>:8@>20=.   1@0B8B5AL  :  >?5@0B>@C. 	 P U K   b l o c c a t o .   C o n t a t t a r e   l ' o p e r a t o r e . 	 P U K   E97D.   E4:D  'D'*5'D. 	 P U K   b l o q u e a d o .   C o n t a c t e   o   o p e r a d o r . 	 P U K   b l o k e   o l d u .   O p e r a t  r  n  z e   b a _v u r u n . 	 M    P U K   b   c h n .   L . h   n h    k h . t h  c   m n g . 	 P U K   d i b l o k i r .   H u b u n g i   o p e r a t o r . 	 P U K   d i s e k a t .   H u b u n g i   o p e r a t o r . 	 P U K   	5	0	B	&	M	'	.   	*	0	G		0	  8	G	  8		*	0	M		  	0	G		. 	 	 	 	 P U K   b l o k k o l v a .   L  p j e n   k a p c s o l a t b a   a   s z o l g  l t a t  v a l . 	 	 	 	 P U K   g e b l o k k e e r d .   N e e m   c o n t a c t   o p   m e t   d e   o p e r a t o r . 	 	 	 P U K   b l o c a t .   C o n t a c t a ci   o p e r a t o r u l . 	 	 	 P U K   .         . 	 	 	 P U K   E3/H/  '3*.   ('  '~1'*H1  E.'(1'*  *E'3  (J1J/. 	 	 	 						  				  			  				d	  									  				  							  				d		 	 	 	 	 	 	 	 	 P U K   g e b l o k k e e r .   K o n t a k   o p e r a t e u r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P U K   b l o q u e a d o .   C o n t a t e   a   o p e r a d o r a . 
 
 S T R _ I D _ A P P _ S E T U P _ J A V A 	 S e t t i n g 	 I C O N T E X T 	 J a v a   S e t u p 	 J a v a   s e t t i n g s 	 J a v a -[	 J a v a n	 2#1IH2  J a v a   	 C o n f i g u r a c i  n   d e   J a v a 	 R  g l a g e s   J A V A 	 J a v a - E i n s t e l l u n g e n 	 0AB@>9:0  J a v a 	 I m p o s t a z i o n i   J a v a 	 %9/'/'*  J a v a 	 D e f i n i   e s   J a v a 	 J a v a   a y a r l a r 1  	 C  i   t   J a v a 	 P e n g a t u r a n   J a v a 	 S e t i n g   J a v a 	 	>	5	>	  8	G		?			M	8		 	 	 	 J a v a   b e  l l  t  s o k 	 	 	 	 J a v a - i n s t e l l i n g e n 	 	 	 S e t r i   j a v a 	 	 	   J a v a 	 	 	 *F8EJG'  J a v a 	 	 	 				  						 	 	 	 	 	 	 	 	 J a v a - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   J a v a 
 
 S T R _ I D _ A P P _ S E T U P _ M S G 	 S e t t i n g 	 I C O N T E X T 	 U M   S e t u p 	 M e s s a g e   s e t t i n g s 	 
o`-[	 Oo`n	 2#1IH2I-'2!	 C o n f i g u r a c i  n   d e   m e n s a j e 	 R  g l a g e s   d e   m e s s a g e 	 M i t t e i l u n g s e i n s t e l l u n g e n 	 0AB@>9:8  A>>1I5=8O	 I m p o s t a z i o n i   m e s s a g g i o 	 %9/'/'*  'D13'D)	 D e f i n i   e s   d e   m e n s a g e n s 	 0l e t i   A y a r l a r 1n 1	 C  i   t   t i n   n h n 	 P e n g a t u r a n   p e s a n 	 S e t i n g   m e s e j 	 8		&	G	6	  8	G		?			M	8		 	 	 	  z e n e t   b e  l l  t  s o k 	 	 	 	 B e r i c h t i n s t e l l i n g e n 	 	 	 S e t r i   m e s a j e 	 	 	   	 	 	 *F8JEG'  ~J'EG'	 	 	 						  					  	 	 	 	 	 	 	 	 	 B o o d s k a p i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   m e n s a g e m 
 
 S T R _ S E T T I N G _ B L A C K _ L I S T _ U N K N O W N _ N U M B E R _ M O D E 	 S e t t i n g 	 I C O N T E X T 	 T i t l e   s t r i n g   f o r   b l a c k l i s t   m o d e 	 R e j e c t   u n k n o w n   c a l l e r s 	 bU}
NfO	 b~
Nfeg5u	 4@*9IB#5HD!H#9I1	 R e c h a z a r   d e s c o n o c i d o s   q u e   l l a m a n 	 R e j e t e r   l e s   a p p e l s   i n c o n n u s 	 U n b e k a n n t e   A n r u f e r   a b l e h n e n 	 B:;>=OBL  =58725AB=KE  01>=5=B>2	 R i f i u t a   c h i a m a t e   d a   n u m e r o   s c o n o s c i u t o 	 1A6  'DE*5DJF  :J1  'DE91HAJF	 R e j e i t a r   n  m e r o s   d e s c o n h e c i d o s 	 B i l i n m e y e n   a r a y a n l a r 1   1k a r t 	 T   c h i   n g i   g i   k h  n g   r  	 T o l a k   p e m a n g g i l   y a n g   t i d a k   d i k e n a l 	 T o l a k   p e m a n g g i l   y a n g   t i d a k   d i k e n a l i 	 		M		>	$	  	I	2	0	M	8	  	K	  	8	M	5	@		C	$	  	0	G			 	 	 	 I s m e r e t l e n   h  v  k   e l u t a s  t  s a 	 	 	 	 O n b e k e n d e   o p r o e p e r s   w e i g e r e n 	 	 	 R e s p i n g e r e   a p e l u r i   n e c u n o s c u t e 	 	 	       	 	 	 1/1/F  *E'3  1F/'F  F'4F'.*G	 	 	 					  							  												  					 	 	 	 	 	 	 	 	 V e r w e r p   o n b e k e n d e   i n b e l l e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t e   c h a m a d a s   d e s c o n h e c i d a s 
 
 S T R _ S E T T I N G _ B L A C K _ E R R O R _ F U L L 	 S e t t i n g 	 P O P U P 	 E r r o r   s t r i n g   f o r   b l a c k l i s t   i s   f u l l 	 B l a c k   l i s t   i s   f u l l 	 ў
TU]n	 ў
TUS]n	 1

53@G!	 L a   l i s t a   n e g r a   e s t    l l e n a 	 L i s t e   n o i r e   p l e i n e 	 S c h w a r z e   L i s t e   i s t   v o l l 	 '5@=K9  A?8A>:  ?5@5?>;=5=	 L i s t a   n e r a   p i e n a 	 'DD'&-)  'D3H/'!  EE*D&)	 A   l i s t a   n e g r a   e s t    c h e i a 	 K a r a   l i s t e   d o l u 	 D . s  c h   e n   y 	 D a f t a r   h i t a m   p e n u h 	 S e n a r a i   h i t a m   p e n u h 	 ,	M	2	H		2	?	8	M		  *	B	0	M	#		 	 	 	 M e g t e l t   a   f e k e t e l i s t a 	 	 	 	 Z w a r t e   l i j s t   i s   v o l 	 	 	 L i s t a   n e a g r   e s t e   p l i n 	 	 	     	 	 	 AG13*  :1E,'2  ~1  '3*	 	 	 												  						 	 	 	 	 	 	 	 	 S w a r t l y s   i s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   l i s t a   n e g r a   e s t    c h e i a . 
 
 S T R _ S E T T I N G _ B L A C K _ E R R O R _ T O O _ L O N G 	 S e t t i n g 	 P O P U P 	 E r r o r   s t r i n g   f o r   n u m b e r   i s   t o o   l o n g 	 N u m b e r   i s   t o o   l o n g 	 _xNw	 SxǏ	 +!2"@%"2'@4D	 e l   n  m e r o   e s   m u y   l a r g o 	 N u m  r o   t r o p   l o n g 	 N u m m e r   i s t   z u   l a n g 	 !;8H:><  4;8==K9  =><5@	 N u m e r o   t r o p p o   l u n g o 	 'D1BE  7HJD  ,/K'	 O   n  m e r o      d e m a s i a d o   l o n g o 	 n u m a r a    o k   u z u n 	 s   q u    d  i 	 N o m o r   t e r l a l u   p a n j a n g 	 n o m b o r   t e r l a l u   p a n j a n g 	 (		,	0	  	$	M	/	'	?		  2		,	>		 	 	 	 a   s z  m   t  l   h o s s z  	 	 	 	 n u m m e r   i s   t e   l a n g 	 	 	 N u m r u l   e s t e   p r e a   l u n g 	 	 	     	 	 	 4E'1G  (4  '2  'F/'2G  (DF/  '3*	 	 	 					  				  						 	 	 	 	 	 	 	 	 n o m m e r   i s   t e   l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   n  m e r o   e s t    m u i t o   l o n g o 
 
 S T R _ S E T T I N G _ W H I T E _ L I S T 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 T i t l e   s t r i n g   f o r   w h i t e l i s t   s c r e e n 	 W h i t e l i s t 	 }v
TU	 }v
TUS	 1

52'	 L i s t a   b l a n c a 	 L i s t e   b l a n c h e 	 W e i  e   L i s t e 	 5;K9  A?8A>:	 L i s t a   b i a n c a 	 'DB'&E)  'D(J6'!	 L i s t a   b r a n c a 	 B e y a z l i s t e 	 D . s  c h   t r n g 	 D a f t a r   p u t i h 	 S e n a r a i   p u t i h 	 5	M	9	>			2	?	8	M			 	 	 	 F e h  r l i s t a 	 	 	 	 W i t t e   l i j s t 	 	 	 L i s t a   a l b 	 	 	   	 	 	 D3*  E,'2	 	 	 						  					( 				  						) 	 	 	 	 	 	 	 	 	 W i t l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   b r a n c a 
 
 S T R _ S E T T I N G _ W H I T E _ L I S T _ M O D E 	 S e t t i n g 	 I C O N T E X T 	 T i t l e   s t r i n g   f o r   w h i t e l i s t   m o d e 	 M o d e 	 !j_	 !j_	 B+!	 M o d o   	 M o d e 	 M o d u s 	  568<  15;>3>  A?8A:0	 M o d a l i t  	 'DH69	 M o d o 	 M o d 	 C h   	 M o d u s 	 M o d 	 .	K	!		 	 	 	 M  d 	 	 	 	 M o d u s 	 	 	 M o d 	 	 	 	 	 	 -'D*	 	 	 					 	 	 	 	 	 	 	 	 M o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o 
 
 S T R _ S E T T I N G _ W H I T E _ L I S T _ N U M 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 T i t l e   s t r i n g   f o r   w h i t e l i s t   n u m b e r 	 W h i t e l i s t   n u m b e r s 	 }v
TU_x	 }v
TUSSx	 +!2"@%1

52'	 N  m e r o   d e   l a   l i s t a   b l a n c a 	 N u m  r o s   d e   l a   l i s t e   b l a n c h e 	 N u m m e r n   d e r   w e i  e n   L i s t e 	 ><5@  87  15;>3>  A?8A:0	 N u m e r i   l i s t a   b i a n c a 	 #1B'E  'DB'&E)  'D(J6'!	 N  m e r o s   d a   l i s t a   b r a n c a 	 B e y a z   l i s t e   n u m a r a l a r 1	 S   t r  n   d . s  c h   t r n g   	 N o m o r   d a f t a r   p u t i h 	 N o m b o r   s e n a r a i   p u t i h 	 5	M	9	>			2	?	8	M		  (		,	0		 	 	 	 F e h  r l i s t  s   s z  m o k 	 	 	 	 N u m m e r s   o p   w i t t e   l i j s t 	 	 	 N u m e r e   d e   p e   l i s t a   a l b 	 	 	     	 	 	 4E'1G  G'  D3*  E,'2	 	 	 						  					  						 	 	 	 	 	 	 	 	 W i t l y s n o m m e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o s   d a   l i s t a   b r a n c a 
 
 S T R _ S E T T I N G _ S S _ W A I T T I M E _ E R R O R 	 S e t t i n g 	 P O P U P 	 W a i t   t i m e   e r r o r   p o p u p 	 I n v a l i d   t i m e 	 !qHeBf	 eHee	 @'%2D!H9I-	 T i e m p o   n o   v  l i d o 	 H e u r e   i n v a l i d e 	 U n g  l t i g e   U h r z e i t 	 54>?CAB8<K9  B09<0CB	 O r a   n o n   v a l i d a 	 2EF  :J1  5'D-	 H o r a   i n v  l i d a 	 G e  e r s i z   s a a t 	 G i   k . h p   l 	 W a k t u   t i d a k   v a l i d 	 M a s a   t i d a k   s a h 	 	.	>	(	M	/	  8	.	/		 	 	 	  r v  n y t e l e n   i d Q	 	 	 	 O n g e l d i g e   t i j d 	 	 	 O r   n e v a l i d 	 	 	     	 	 	 2E'F  F'E9*(1  '3*	 	 	 								  				 	 	 	 	 	 	 	 	 O n g e l d i g e   t y d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a   i n v  l i d a 
 
 S T R _ S C R E E N S A V E R _ W A I T I N G _ C O M M E N T 	 S e t t i n g 	 I C O N T E X T 	 W a i t   c o m m e n t 	 W a i t i n g :   ( 5 - 5 9   s e c ) 	 I{_( 5 - 5 9 y) 	 I{_( 5 - 5 9 y) 	 3%1#-:   ( 5 - 5 9   '425) 	 E s p e r a :   ( 5 - 5 9   s e g u n d o s ) 	 A t t e n t e   :   ( 5 - 5 9   s e c ) 	 W a r t e z e i t :   ( 5 - 5 9   S e k ) 	 6840=85:   ( 5 - 5 9 A) 	 I n   a t t e s a :   ( 5 - 5 9   s e c ) 	 'F*8'1:   ( 5 - 5 9   +'FJ)) 	 A   a g u a r d a r :   ( 5 - 5 9   s e g ) 	 B e k l e n i y o r :   ( 5 - 5 9   s a n i y e ) 	 a n g   i :   ( 5 - 5 9   g i  y ) 	 M e n u n g g u :   ( 5 - 5 9   d e t i k ) 	 M e n u n g g u :   ( 5 - 5 9   s a a t ) 	 *	M	0	$	@		M	7	>	0	$	:   ( 5 - 5 9   8	G		G		!	) 	 	 	 	 V  r a k o z  s :   ( 5 - 5 9   m p ) 	 	 	 	 W a c h t e n :   ( 5 ~ 5 9   s ) 	 	 	 A _t e p t a r e :   ( 5 - 5 9   s e c ) 	 	 	 :     ( 5 - 5 9   ) 	 	 	 /1-'D  'F*8'1:   ( 5 - 5 9   +'FG) 	 	 	 							  				:   ( 	- 		  							) 	 	 	 	 	 	 	 	 	 W a g   t a n s :   ( 5 - 5 9   s e k . ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g u a r d a n d o :   ( 5 - 5 9   s ) 
 
 S T R I N G _ M T P N P _ G P R S _ C O N N E C T I O N 	 S e t t i n g 	 I C O N T E X T 	 G P R S   C o n n e c t i o n 	 G P R S   c o n n e c t i o n 	 G P R S #P}	 G P R S ޏc	 2#@
7H-!H-  G P R S   	 C o n e x i  n   G P R S 	 C o n n e x i o n   G P R S 	 G P R S - V e r b i n d u n g 	 G P R S - A>548=5=85	 C o n n e s s i o n e   G P R S 	   '*5'D  G P R S 	 L i g a   o   G P R S 	 G P R S   b a l a n t 1s 1	 K t   n i   G P R S 	 S a m b u n g a n   G P R S 	 S a m b u n g a n   G P R S 	 G P R S   	(	G		M	6	(		 	 	 	 G P R S - k a p c s o l a t 	 	 	 	 G P R S - v e r b i n d i n g 	 	 	 C o n e x i u n e   G P R S 	 	 	   G P R S 	 	 	 '*5'D  G P R S 	 	 	 								  						  	 	 	 	 	 	 	 	 	 G P R S - v e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x  o   G P R S 
 
 S T R _ M E N U 9 1 4 2 _ S E T T I M E Z O N E 	 S e t t i n g 	 I C O N T E X T 	 s e t   t i m e   z o n e   i t e m   a n d   t i t l e 	 S e t   t i m e   z o n e 	 Bf@S-[	 e:Sn	 1I@@'%2	 C o n f i g u r a r   z o n a   h o r a r i a 	 R  g l e r   f u s e a u   h o r a i r e 	 Z e i t z o n e   e i n s t e l l e n 	 #AB0=>28BL  G0A>2>9  ?>OA	 I m p o s t a   f u s o   o r a r i o 	 6(7  'DEF7B)  'D2EFJ)	 D e f i n i r   f u s o   h o r  r i o 	 Z a m a n   b  l g e s i n i   b e l i r l e 	 C  i   m  i   g i 	 T e t a p k a n   z o n a   w a k t u 	 S e t   z o n   w a k t u 	 8	.	/	  	M	7	G	$	M	0	  (	?	0	M	'	>	0	?	$	  	0	G			 	 	 	 I d Qz  n a   b e  l l  t  s 	 	 	 	 T i j d z o n e   i n s t e l l e n 	 	 	 S e t a r e   f u s   o r a r 	 	 	     	 	 	 *9F  EF7BG  2E'F	 	 	 			  			  			  					 	 	 	 	 	 	 	 	 S t e l   t y d s o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A j u s t a r   f u s o   h o r  r i o 
 
 S T R _ I D _ T Z _ C H A N G E _ D A T E T I M E 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 u p d a t e   w i t h   t i m e z o n e 	 U p d a t e   w i t h   t i m e   z o n e 	 9hdBf@SfeBf	 9hnce:Sfee	 -1@I'"@@'%2	 A c t u a l i z a r   c o n   z o n a   h o r a r i a 	 M e t t r e      j o u r   a v e c   f u s e a u   h o r a i r e 	 M i t   Z e i t z o n e   a k t u a l i s i e r e n 	 1=>28BL  G0A>2>9  ?>OA	 A g g i o r n a   c o n   f u s o   o r a r i o 	 *-/J+  E9  'DEF7B)  'D2EFJ)	 A c t u a l i z a r   c o m   o   f u s o   h o r  r i o 	 Z a m a n   d i l i m i y l e   g  n c e l l e 	 C p   n h t   m  i   g i 	 P e r b a r u i   d e n g a n   z o n a   w a k t u 	 K e m a s   k i n i   d e n g a n   z o n   w a k t u 	 	>		.	  	<	K	(	  	G	  8	>	%	  	&	M	/	$	(	  	0	G			 	 	 	 F r i s s  t  s   i d Qz  n  v a l 	 	 	 	 B i j w e r k e n   m e t   t i j d z o n e 	 	 	 A c t u a l i z a r e   c u   f u s   o r a r 	 	 	       	 	 	 (1H213'F  ('  EF7BG  2E'F	 	 	 			  			  							  								  					 	 	 	 	 	 	 	 	 W e r k   b y   m e t   t y d s o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a r   f u s o   h o r  r i o 
 
 S T R _ I D _ N E T S E T _ 3 G _ N O _ S E R V I C E _ I N F O 	 S e t t i n g 	 C 1 5 4 _ 1 	 n o   s e r v i c e   i n f o   i n   i d l e 	 P h o n e   o n l y   u s e   i n   3 G ,   c o n t i n u e ? 	 Kb_jPS(W3 G tXO(u|~~	 Kb:gNS(W3 G sXO(u~~	 B#(1LC
I@	20C  3 G   3H-+#7-D!H? 	 U s o   e x c l u s i v o   d e l   t e l  f o n o   e n   3 G ,    c o n t i n u a r ? 	 L e   t  l  p h o n e   u t i l i s e   s e u l e m e n t   3 G ,   c o n t i n u e r   ? 	 T e l e f o n   n u r   i n   3 G   v e r w e n d e n ,   f o r t s e t z e n ? 	 "5;5D>=  8A?>;L7C5BAO  B>;L:>  2  3 G .   @>4>;68BL? 	 I l   t e l e f o n o   u t i l i z z a   s o l o   r e t e   3 G ,   c o n t i n u a r e ? 	 D'  J3*./E  'DG'*A  %D'  (*BFJ)  3 G   E*'(9)	 O   t e l e f o n e   a p e n a s   u s a   a   f u n   o   3 G ,   c o n t i n u a r ? 	 T e l e f o n   s a d e c e   3 G ' d e   k u l l a n 1l a c a k ,   d e v a m   e d i l s i n   m i ? 	 C h   d  n g   . t h o i     3 G ,   t i p   t c ? 	 T e l e p o n   h a n y a   d i g u n a k a n   d a l a m   3 G ,   l a n j u t k a n ? 	 T e l e f o n   h a n y a   b o l e h   d i g u n a k a n   d a l a m   3 G ,   t e r u s k a n ? 	 +	K	(	  	G	5	2	  3 G   *	M	0	/	K		  	0	  0	9	>	  9	H	,   	>	0	@	  0		G		  ? 	 	 	 	 A   t e l e f o n   c s a k   3 G   h  l  z a t b a n   h a s z n  l h a t  .   F o l y t a t j a ? 	 	 	 	 T e l e f o o n   a l l l e e n   g e b r u i k e n   i n   3 G ,   v e r d e r g a a n ? 	 	 	 T e l e f o n u l   f o l o s e _t e   n u m a i    n   3 G   c o n t i n u a ci ? 	 	 	         ,     ? 	 	 	 *DAF  *FG'  /1  -'D*  3 G   '1(1/  /'1/  9ED'*  '/'EG  '(/	 	 	 					  									  					  							  			  				,   							  				? 	 	 	 	 	 	 	 	 	 F o o n   g e b r u i k   s l e g s   3 G ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   t e l e f o n e   a p e n a s   u s a   a   f u n   o   3 G ,   c o n t i n u a r ? 
 
 S T R _ I D _ N E T S E T _ 3 G _ S E R V I C E _ I N V A L I D _ T I T L E 	 S e t t i n g 	 T I T L E 	 s e l e c t   n e t w o r k   t i t l e 	 N o   s e r v i c e 	 !q
gR	 e
gR	 D!H!5#42#	 N o   h a y   s e r v i c i o 	 A u c u n   s e r v i c e 	 K e i n   D i e n s t 	 !;C610  >BACBAB2C5B	 N e s s u n   s e r v i z i o 	 D'  *H,/  ./E)	 S e m   s e r v i  o 	 S e r v i s   y o k 	 K h  n g   c    d . v 	 T i d a k   a d a   l a y a n a n 	 T i a d a   p e r k h i d m a t a n 	 	K		  8	G	5	>	  (	9	@		  	 	 	 	 N i n c s   s z o l g  l t a t  s 	 	 	 	 G e e n   d i e n s t 	 	 	 F r   a c o p e r i r e 	 	 	   	 	 	 9/E  /3*13  (G  4(CG	 	 	 			  							  			  	 	 	 	 	 	 	 	 	 G e e n   d i e n s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   s e r v i  o 
 
 S T R _ I D _ N E T S E T _ 3 G _ C H A N G E _ A U T O 	 S e t t i n g 	 I C O N T E X T 	 c h a n g e   t o   a u t o   s e l e c t 	 C h a n g e   t o   a u t o m a t i c 	 fpR	 Sf:NꁨR	 @%5H"@G-1B!14	 C a m b i o   a   a u t o m  t i c o 	 C h a n g e r      a u t o m a t i q u e 	 Z u   a u t o m a t i s c h    n d e r n 	 7<5=8BL  =0  02B><0B8G5A:>5	 P a s s a   a d   a u t o m a t i c o 	 *:JJ1  %DI  *DB'&J	 M u d a r   p a r a   a u t o m  t i c o 	 O t o m a t i e   a l 	 C h u y n   s a n g   t   n g 	 U b a h   k e   o t o m a t i s 	 T u k a r   k e   a u t o m a t i k 	 		K	.	H		?		  .	G		  *	0	?	5	0	M	$	?	$	  	0	G			 	 	 	 M  d o s  t  s   a u t o m a t  r a 	 	 	 	 O m s c h a k e l e n   n a a r   a u t o m a t i s c h 	 	 	 S c h i m b a r e   l a   a u t o m a t 	 	 	   	 	 	 *:1  (G  -'D*  .H/'1	 	 	 												  								  			  	 	 	 	 	 	 	 	 	 W y s i g   n a   o u t o m a t i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d a r   p /   a u t o m  t i c o 
 
 S T R _ I D _ N E T S E T _ R A T _ Q E U R Y 	 S e t t i n g 	 P O P U P C O N F I R M 	 c h a n g e   s e v i c e   t y p e   c o n f i r m   s t r i n g 	 O n l y   u s e d   i n   3 G   n e t w o r k ,   c o n t i n u e ? 	 Kb_jPS(ue3 G }-N|~~	 Kb:gNS(uN3 G Q~-N~~	 C
IC@#7-H2"  3 G   @H21I,   3H-+#7-D!H? 	 S  l o   s e   u s a   e n   l a   r e d   3 G ,    c o n t i n u a r ? 	 U t i l i s    s e u l e m e n t   d a n s   l e   r  s e a u   3 G ,   c o n t i n u e r   ? 	 N u r   i m   3 G - N e t z w e r k   v e r w e n d e t ,   f o r t s e t z e n ? 	 A?>;L7C5BAO  B>;L:>  2  3 G   A5B8.   @>4>;68BL? 	 U t i l i z z a t o   s o l o   i n   r e t e   3 G ,   c o n t i n u a r e ? 	 D'  J3*./E  3HI  E9  4(C'*  3 G   '3*E1'1	 U t i l i z a d o   a p e n a s   n a   r e d e   3 G .   C o n t i n u a r ? 	 S a d e c e   3 G   a 1n d a   k u l l a n 1l 1r ,   d e v a m   m 1? 	 C h   c   d  n g     m n g   3 G ,   t i p   t c ? 	 H a n y a   d i g u n a k a n   d i   j a r i n g a n   3 G ,   l a n j u t k a n ? 	 H a n y a   d i g u n a k a n   d i   r a n g k a i a n   3 G ,   t e r u s k a n ? 	 	G	5	2	  3 G   (	G		5	0	M		  .	G		  	8	M	$	G	.	>	2	  	?	/	>	  	>	$	>	  9	H	,   	>	0	@	  0		G		? 	 	 	 	 C s a k   3 G   h  l  z a t b a n   h a s z n  l h a t  .   F o l y t a t j a ? 	 	 	 	 A l l e e n   g e b r u i k t   i n   3 G - n e t w e r k .   V e r d e r g a a n ? 	 	 	 S e   u t i l i z e a z   n u m a i    n   r e ce a u a   3 G ,   c o n t i n u a ci ? 	 	 	     -  3 G   .   ? 	 	 	 AB7  (1  1H  4(G  3 G   '1(1/  /'1/  '/'EG  9ED'*	 	 	 				  						  										  							  			  		d								  				? 	 	 	 	 	 	 	 	 	 S l e g s   i n   3 G - n e t w e r k   g e b r u i k ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U t i l i z a d o   s o m e n t e   n a   r e d e   3 G ,   c o n t i n u a r ? 
 
 S T R _ I D _ S E T T I N G _ A U D I O _ E Q U A L I Z E R _ R E S T _ F A C T _ D E F A U L T _ C O N F I R M 	 S e t t i n g s 	 P O P U P C O N F I R M 	 r e s t o r e   d e f a u l t   s e t t i n g s 	 R e s t o r e   d e f a u l t   s e t t i n g s ? 	 b`_-<P-[	 b`
Y؞<Pn	 9I72#1IH2@#4H!I? 	  R e s t u r a r   l o s   v a l o r e s   p r e d e t e r m i n a d o s ? 	 R e s t a u r e r   r  g l a g e s   p a r   d  f a u t   ? 	 S t a n d a r d e i n s t e l l u n g e n   w i e d e r h e r s t e l l e n ? 	 >AAB0=>28BL  AB0=40@B=K5  =0AB@>9:8? 	 R i p r i s t i n a r e   l e   i m p o s t a z i o n i   p r e d e f i n i t e ? 	 '3*9'/)  'D%9/'/'*  'D'A*1'6J)	 R e s t a u r a r   p r e d e f i n i   e s ? 	  n t a n 1m l 1  a y a r l a r a   d  n ? 	 P . h i   c  c   c . t   m c   n h ? 	 K e m b a l i   k e   p e n g a t u r a n   d e f a u l t ? 	 P u l i h   p e n g e s e t a n   l a l a i ? 	 !	?	+	<	I	2	M		  8	G		?			  ,	9	>	2	  	0	G		? 	 	 	 	 V i s s z a  l l  t j a   a z   a l a p b e  l l  t  s o k a t ? 	 	 	 	 S t a n d a a r d i n s t e l l i n g e n   h e r s t e l l e n ? 	 	 	 R e s t a b i l i ci   s e t r i l e   i m p l i c i t e ? 	 	 	       ? 	 	 	 *F8EG'  ~J4  A16  ('2'(  4HF/	 	 	 						  				? 	 	 	 	 	 	 	 	 	 H e r s t e l   v e r s t e k - i n s t e l l i n g s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s t a u r a r   c o n f i g u r a   e s   p a d r  o ? 
 
 S T R _ I N D _ N E T S E T _ I D L E _ C E L L _ I N F O 	 S e t t i n g 	 I C O N T E X T 	 N e t w o r k   c e l l   i n f o   m e n u 	 C e l l   i n f o r m a t i o n 	 }Oo`	 Q~Oo`	 I-!9%@%%L	 I n f o r m a c i  n   d e   c e l d a 	 I n f o r m a t i o n   d u   c e l l u l a i r e 	 Z e l l i n f o r m a t i o n e n 	 !2545=8O  >  A5B8	 I n f o r m a z i o n i   c e l l a 	 E9DHE'*  'D.DJ)	 I n f o r m a   o   d e   c  l u l a 	 C e p   t e l e f o n u   b i l g i s i 	 T h  n g   t i n   p i n 	 I n f o r m a s i   s e l u l a r 	 M a k l u m a t   s e l 	 8	G	2	  8	B		(	>		 	 	 	 C e l l a   i n f o r m  c i  	 	 	 	 C e l i n f o r m a t i e 	 	 	 I n f o r m a ci i   c e l u l 	 	 	   	 	 	 '7D'9'*  3DHD	 	 	 			  					 	 	 	 	 	 	 	 	 S e l i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a   o   d e   c e l u l a r 
 
 S T R _ I D _ N E T S E T _ P R F _ N W K _ I N V A L I D _ M C C M N C 	 S e t t i n g 	 P O P U P 	 M e s s a g e   S t r i n g   f o r   D e l e t e d   P r e f e r r e d   N e t w o r k   E r r o r 	 M C C / M N C   m i n .   l e n g t h :   5 	 M C C / M N C v g\w^5 	 M C C / M N C v g\^5 	 '2!"2'  M C C / M N C   25:   5 	 M C C / M N C   m i n .   L o n g i t u d :   5 	 M C C / M N C   l o n g u e u r   m i n   :   5 	 M C C / M N C - M i n i m a l l  n g e :   5 	 8=8<0;L=0O  4;8=0  M C C / M N C :   5 	 L u n g h e z z a   m i n   M C C / M N C :   5 	 'D-/  'D#/FI  D@  M C C / M N C .   'D7HD:   5 	 C o m p r i m e n t o   m  n i m o   d e   M C C / M N C :   5 	 M C C / M N C   m i n i m u m   u z u n l u u :   5 	 M C C / M N C   d  i   t i   t h i u :   5 	 P a n j a n g   m i n i m a l   M C C / M N C :   5 	 P a n j a n g   m i n .   M C C / M N C :   5 	 M C C / M N C   (	M	/	B	(	$	.	.   2		,	>		:   5 	 	 	 	 M C C / M N C   m i n .   h o s s z  s  g :   5 	 	 	 	 M C C / M N C   m i n i m a l e   l e n g t e   5 	 	 	 D u r a t   M C C / M N C    n   m i n u t e :   5 	 	 	     - M C C / M N C :   5 	 	 	 -/'BD  /1'2  M C C / M N C :   5 	 	 	 						/ 						  									  							  : 		 	 	 	 	 	 	 	 	 M C C / M N C   m i n .   d u u r :   5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x t e n s  o   m  n .   M C C / M N C :   5 
 
 S T R _ S E T T I N G _ R E J _ B Y _ S M S 	 U C M 	 I C O N T E X T 	 R e j e c t   b y   S M S   m e n u   i t e m   s t r i n g 	 R e j e c t   b y   S M S 	 bc&NP!|
	 bcv^SwO	 4@*B"  S M S 	 R e c h a z a r   p o r   S M S 	 R e j e t e r   p a r   S M S 	 M i t   S M S   a b l e h n e n 	 B:;>=8BL  ?>  S M S 	 R i f i u t a   t r a m i t e   S M S 	 1A6  (13'D)  B5J1)	 R e j e i t a r   c o m   S M S 	 S M S   i l e   r e d d e t 	 T   c h i   q u a   S M S 	 T o l a k   o l e h   S M S 	 T o l a k   m e l a l u i   S M S 	 S M S   &	M	5	>	0	>	  	8	M	5	@		C	$	  	0	G			 	 	 	 E l u t a s  t  s   S M S - b e n 	 	 	 	 V e r w e r p e n   d o o r   S M S 	 	 	 R e s p i n g e r e   p r i n   S M S 	 	 	       S M S 	 	 	 1/1/F  *H37  ~'E	 	 	 							- 		  							  												  					 	 	 	 	 	 	 	 	 V e r w e r p   p e r   S M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t a r   p e l o   S M S 
 
 S T R _ I D _ N E T S E T _ N E T W O R K _ I N F O 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 n e t w o r k   i n f o r m a t i o n   t i t l e   a n d   m e n u 	 N e t w o r k   i n f o r m a t i o n 	 }Oo`	 Q~Oo`	 I-!9%@#7-H2"	 I n f o r m a c i  n   d e   l a   r e d 	 I n f o r m a t i o n s   r  s e a u x 	 N e t z w e r k i n f o r m a t i o n e n 	 =D>@<0F8O  A5B8	 I n f o r m a z i o n i   d i   r e t e 	 E9DHE'*  'D4(C)	 I n f o r m a   e s   d e   r e d e 	 A   b i l g i s i 	 T h  n g   t i n   m n g 	 I n f o r m a s i   j a r i n g a n 	 M a k l u m a t   r a n g k a i a n   	 (	G		5	0	M		  8	B		(	>		 	 	 	 H  l  z a t i   i n f o r m  c i  	 	 	 	 N e t w e r k i n f o r m a t i e 	 	 	 I n f o r m a ci i   r e ce a 	 	 	   	 	 	 '7D'9'*  4(G	 	 	 										  					 	 	 	 	 	 	 	 	 N e t w e r k i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a   o   d e   r e d e 
 
 S T R _ I D _ N E T S E T _ S E R V I C E _ S E L E C T I O N 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 s e r v i c e   s e l c t i o n   t i t l e   a n d   m e n u 	 S e r v i c e   s e l e c t i o n 	 
gRxd	 
gR	b	 2#@%7-#42#	 S e l e c c i  n   d e   s e r v i c i o 	 C h o i x   d u   s e r v i c e 	 D i e n s t a u s w a h l 	 K1>@  >1A;C6820=8O	 S e l e z i o n e   s e r v i z i o 	 *-/J/  'D./E)	 S e l e c   o   d e   s e r v i  o 	 H i z m e t   s e  i m i 	 C h n   d c h   v 	 P i l i h a n   l a y a n a n 	 P e m i l i h a n   p e r k h i d m a t a n 	 8	0	M	5	?	8	  	/	(		 	 	 	 S z o l g  l t a t    v  l a s z t  s a 	 	 	 	 D i e n s t s e l e c t i e 	 	 	 S e l e c t a r e   s e r v i c i u 	 	 	   	 	 	 'F*.'(  31H3	 	 	 							  									 	 	 	 	 	 	 	 	 D i e n s k e u s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e   o   d e   s e r v i  o 
 
 S T R _ I D _ P H N S E T _ S S E _ S I M P L E 	 S e t t i n g 	 I C O N T E X T ,   H I N T 	 S i m p l e 	 N o r m a l 	 nf	 nf	 4	 N o r m a l   	 N o r m a l 	 N o r m a l 	 1KG=K9	 N o r m a l e 	 9'/J)	 N o r m a l 	 N o r m a l 	 B . t h n g 	 N o r m a l 	 B i a s a 	 8	>	.	>	(	M	/		 	 	 	 N o r m  l 	 	 	 	 N o r m a a l 	 	 	 N o r m a l 	 	 	 	 	 	 9'/	 	 	 							 	 	 	 	 	 	 	 	 N o r m a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o r m a l 
 
 S T R _ I D _ P H N S E T _ S S E _ F U L L 	 S e t t i n g 	 I C O N T E X T ,   H I N T 	 F u l l 	 B e s t 	  gsO	  gsO	 55H*8	  p t i m a 	 M e i l l e u r 	 O p t i m a l 	 CGH55	 M i g l i o r e 	 #9DI  ,H/)	 M e l h o r 	 E n   i y i 	 T t   n h t 	 B a i k 	 T e r b a i k 	 8	0	M	5	K	$	M	$	.		 	 	 	 L e g j o b b 	 	 	 	 B e s t 	 	 	 C e l   m a i   b u n 	 	 	 	 	 	 (G*1JF	 	 	 						  					 	 	 	 	 	 	 	 	 B e s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e l h o r 
 
 S T R _ I D _ N E T S E T _ O P E R A T O R 	 S e t t i n g 	 T E X T 	 c o n t e n t   o f   n e t w o r k   i n f o r m a t i o n 	 O p e r a t o r 	 qKFU	 Џ%FU	 9IC+I#42#	 O p e r a d o r   d e s c o n o c i d o 	 O p  r a t e u r 	 O p e r a t o r 	 ?5@0B>@	 O p e r a t o r e 	 'DE4:D	 O p e r a d o r 	 O p e r a t  r 	 N h    i u   h  n h 	 O p e r a t o r 	 P e n g e n d a l i 	 8			>	2			 	 	 	 S z o l g  l t a t  	 	 	 	 O p e r a t o r 	 	 	 O p e r a t o r 	 	 	   	 	 	 '~1'*H1	 	 	 								 	 	 	 	 	 	 	 	 O p e r a t e u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p e r a d o r 
 
 S T R _ I D _ N E T S E T _ S E R V I C E 	 S e t t i n g 	 T E X T ,   I C O N T E X T 	 c o n t e n t   o f   n e t w o r k   i n f o r m a t i o n 	 S e r v i c e 	 }^W	 Q~{|W	 #42#	 S e r v i c i o 	 S e r v i c e 	 D i e n s t 	 !;C610	 S e r v i z i o 	 'D./E)	 S e r v i  o 	 H i z m e t   	 D c h   v 	 L a y a n a n 	 P e r k h i d m a t a n 	 8	0	M	5	?	8		 	 	 	 S z o l g  l t a t  s 	 	 	 	 D i e n s t 	 	 	 S e r v i c i u 	 	 	 	 	 	 31H3	 	 	 								 	 	 	 	 	 	 	 	 D i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n s e r t o s 
 
 S T R _ I D _ N E T S E T _ N E T W O R K _ S T A T U S 	 S e t t i n g 	 T E X T 	 c o n t e n t   o f   n e t w o r k   i n f o r m a t i o n 	 S t a t u s 	 }rKa	 Q~r`	 *20	 E s t a d o   	 E t a t 	 S t a t u s 	 0?@>A  A>AB>O=8O	 S t a t o 	 'D-'D)	 E s t a d o 	 D u r u m 	 T  n h   t r n g 	 S t a t u s 	 K e d u d u k a n 	 8	M	%	?	$	?		 	 	 	  l l a p o t 	 	 	 	 T o e s t a n d 	 	 	 S t a r e 	 	 	 	 	 	 H69J*	 	 	 								 	 	 	 	 	 	 	 	 S t a t u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S t a t u s 
 
 S T R _ I D _ N E T S E T _ F U L L _ S E R V I C E 	 S e t t i n g 	 T E X T 	 c o n t e n t   o f   n e t w o r k   i n f o r m a t i o n 	 F u l l   s e r v i c e 	 ck8^
gR	 ck8^
gR	 #42#5H*!9#L	 S e r v i c i o   c o m p l e t o   	 S e r v i c e   c o m p l e t 	 V o l l s t  n d i g e r   D i e n s t 	 >;=>5  >1A;C6820=85	 S e r v i z i o   c o m p l e t o 	 ./E)  C'ED)	 S e r v i  o   t o t a l 	 T a m   H i z m e t 	 D c h   v   t r n   v n 	 L a y a n a n   p e n u h 	 P e r k h i d m a t a n   p e n u h 	 *	B	0	M	#	  8	0	M	5	?	8		 	 	 	 T e l j e s   s z o l g  l t a t  s 	 	 	 	 V o l l e d i g e   s e r v i c e 	 	 	 S e r v i c i u   c o m p l e t 	 	 	   	 	 	 31H3  'ED	 	 	 									  					 	 	 	 	 	 	 	 	 V o l l e   d i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i  o   c o m p l e t o 
 
 S T R _ I D _ N E T S E T _ L I M I T E D _ S E R V I C E 	 S e t t i n g 	 T E X T 	 c o n t e n t   o f   n e t w o r k   i n f o r m a t i o n 	 L i m i t e d   s e r v i c e 	 P6R
gR	 P6R
gR	 #42#5H31	 S e r v i c i o   l i m i t a d o 	 S e r v i c e   l i m i t  	 E i n g e s c h r  n k t e r   D i e n s t 	 3@0=8G5==>5  >1A;C6820=85	 S e r v i z i o   l i m i t a t o 	 ./E)  E-/H/)	 S e r v i  o   l i m i t a d o 	 S 1n 1r l 1  h i z m e t 	 D c h   v   g i i   h n 	 L a y a n a n   t e r b a t a s 	 P e r k h i d m a t a n   t e r h a d 	 8	@	.	?	$	  8	0	M	5	?	8		 	 	 	 K o r l  t o z o t t   s z o l g  l t a t  s 	 	 	 	 B e p e r k t e   s e r v i c e 	 	 	 S e r v i c i u   l i m i t a t 	 	 	   	 	 	 31H3  E-/H/	 	 	 					  								 	 	 	 	 	 	 	 	 B e p e r k t e   d i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i  o   l i m i t a d o 
 
 S T R _ M E N U _ I D _ C O N N E C T I V I T Y _ T E X T 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 C o n n e c t i v i t y 	 C o n n e c t i v i t y 	 No-n	 NTn	 2#@
7H-!H-	 C o n e c t i v i d a d   	 C o n n e c t i v i t  	 K o n n e k t i v i t  t 	 !>548=5=8O	 C o n n e t t i v i t  	 'D*H5JD	 C o n e c t i v i d a d e 	 B a l a n t 1  d u r u m u 	 K t   n i 	 S a m b u n g a n 	 K e s a m b u n g a n 	 	(	G		M		?	5	?		@		 	 	 	 C s a t l a k o z  s i   l e h e t Qs  g 	 	 	 	 V e r b i n d i n g e n 	 	 	 C o n e c t i v i t a t e 	 	 	 	 	 	 B'(D*  '1*('7	 	 	 						 	 	 	 	 	 	 	 	 A a n s l u i t b a a r h e i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t i v i d a d e 
 
 S T R _ I D _ T Z _ C H A N G E _ D A T E T I M E _ T I T L E 	 S e t t i n g 	 T I T L E 	 t i t l e   o f   u p d a t e   w i t h   t i m e   z o n e 	 U p d t .   w i t h   t i m e   z o n e 	 9hdBf@SfeBf	 9hnce:Sfee	 -1@I'"@@'%2	 A c t u a l i z a r   t  t .   c o n   z o n a   h o r a r i a 	 M / j o u r   a v e c   f u s e a u   h o r a i r e 	 A k t .   m i t   Z e i t z o n e 	 1=>2.   ?>  G0A>2><C  ?>OAC	 A g g .   c o n   f u s o   o r a r i o 	 'D*-/J+  -3(  'DEF7B)  'D2EFJ)	 A c t u a l .   c o m   o   f u s o   h o r  r i o 	 Z a m a n   b  l g e s i n e   g  r e   g  n c e l l e 	 C p   n h t   m  i   g i 	 P e r b a r u i   d e n g a n   z o n a   w a k t u 	 K e m a s   k i n i   d e n g a n   z o n   w a k t u 	 8	.	/		M	7	G	$	M	0	  	G	  8	>	%	  	&	M	/	$	(	  	0	G			 	 	 	 F r i s s  t  s   i d Qz  n a   s e g  t s  g  v e l 	 	 	 	 B i j w .   m e t   t i j d z . 	 	 	 A c t u l i z a r e   f u s   o r a r 	 	 	     	 	 	 (GF'E  3'2  ('  EF7BG  2E'F	 	 	 							  							  					  					 	 	 	 	 	 	 	 	 W e r k   m e t   t y d s o n e   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a r   c o m   f u s o   h o r  r i o 
 
 S T R _ I D _ V U I _ P H N S E T _ H O M E S C R E E N 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 V U I   I n t e r a c t i v e   s c r e e n   	 I n t e r a c t i v e   s c r e e n 	 NRkub	 NR;ub	 +I2-BI-	 P a n t a l l a   i n t e r a c t i v a 	 E c r a n   i n t e r a c t i f 	 I n t e r a k t i v e r   B i l d s c h i r m 	 =B5@0:B82=K9  M:@0=	 S c h e r m a t a   i n t e r a t t i v a 	 4'4)  *A'9DJ)	 E c r    i n t e r a c t i v o 	 E t k i l e _i m l i   e k r a n 	 M  n   h  n h   t n g   t  c 	 L a y a r   i n t e r a k t i f 	 S k r i n   i n t e r a k t i f 	 			0			M		?	5	  8	M		M	0	@	(		 	 	 	 I n t e r a k t  v   k  p e r n y Q	 	 	 	 I n t e r a c t i e f   s c h e r m 	 	 	 E c r a n   i n t e r a c t i v 	 	 	   	 	 	 5A-G  GE  F4	 	 	 														  								 	 	 	 	 	 	 	 	 I n t e r a k t i e w e   s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l a   i n t e r a t i v a 
 
 S T R _ I D _ V U I _ P H N S E T _ M A I N M E N U _ E F F E C T 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 V U I   M a i n m e n u   E f f e c t 	 M a i n   m e n u   e f f e c t 	 ;NxUHeg	 ;N܃USHeg	 @-@GL@!9+%1	 E f e c t o   d e   m e n    p r i n c i p a l   	 E f f e t   d u   m e n u   p r i n c i p a l 	 H a u p t m e n  e f f e k t 	 -DD5:BK  3;02=>3>  <5=N	 E f f e t t o   d e l   m e n u   p r i n c i p a l e 	 E$+1  'DB'&E)  'D1&J3J)	 E f e i t o   d o   m e n u   p r i n c i p a l 	 A n a   m e n    e f e k t i 	 H i u   n g   m e n u   c h  n h 	 E f e k   m e n u   u t a m a 	 K e s a n   m e n u   u t a m a 	 .	A		M	/	  .	G	(	B	  *	M	0	-	>	5		 	 	 	 F Qm e n    e f f e k t u s 	 	 	 	 H o o f d m e n u e f f e c t 	 	 	 E f e c t   m e n i u   p r i n c i p a l 	 	 	     	 	 	 ,DHG  EFH  '5D	 	 	 						  						  							 	 	 	 	 	 	 	 	 H o o f k i e s l y s e f f e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E f e i t o   d o   m e n u   p r i n c i p a l 
 
 S T R _ I D _ V U I _ P H N S E T _ M A I N M E N U _ E F F E C T 1 	 S e t t i n g 	 H I N T ,   I C O N T E X T 	 V U I   M a i n m e n u   E f f e c t   1 	 S q u e e z e 	 dX	 $cS	 5	 A p r e t a r   	 S e r r e r 	 D r  c k e n 	 !60B>	 S p r e m i t u r a 	 6:7	 A p e r t a r 	 S 1k 1_t 1r 	 n 	 R e m a s 	 P i c i t 	 &	,	>				 	 	 	  s s z e n y o m  s 	 	 	 	 P e r s e n 	 	 	 C o m p r i m a r e 	 	 	 	 	 	 A41/G	 	 	 						  					 	 	 	 	 	 	 	 	 D r u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p e r t a r 
 
 S T R _ I D _ V U I _ P H N S E T _ M A I N M E N U _ E F F E C T 2 	 S e t t i n g 	 H I N T ,   I C O N T E X T 	 V U I   M a i n m e n u   E f f e c t   2 	 J u m p 	 󍍎	 Í	 @%%5H	 G e l a t i n a 	 G e l  e 	 G e l e e 	 @K6>:	 G e l a t i n a 	 GD'EJ	 G e l a t i n a 	 J  l e 	 M 	 L o m p a t 	 J e l i 	 	G	2	@		 	 	 	 Z s e l  	 	 	 	 G e l e i 	 	 	 J e l e u 	 	 	 ' 	 	 	 DG	 	 	 				  	 	 	 	 	 	 	 	 	 J e l l i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P u l a r 
 
 S T R _ I D _ V U I _ P H N S E T _ M A I N M E N U _ E F F E C T 3 	 S e t t i n g 	 H I N T ,   I C O N T E X T 	 V U I   M a i n m e n u   E f f e c t   3 	 J e l l y 	 gQ	 gQ	 -	 B u r b u j a 	 B u l l e 	 B l a s e 	 5;5	 B o l l e 	 AB'9)	 B o l h a 	 B a l o n c u k 	  	 J e l l y 	 B u i h 	 ,	A	2	,	A	2	>		 	 	 	 B u b o r  k 	 	 	 	 B e l l e n 	 	 	 B u l 	 	 	 	 	 	 -('(	 	 	 					 	 	 	 	 	 	 	 	 B o r r e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G e l 
 
 S T R _ I D _ V U I _ P H N S E T _ M A I N M E N U _ E F F E C T 4 	 S e t t i n g 	 H I N T ,   I C O N T E X T 	 V U I   M a i n m e n u   E f f e c t   4 	 B u b b l e 	 ll	 ll	 +!8	 R o t a r   	 R o t a t i o n 	 D r e h e n 	 C7K@L	 R o t a z i o n e 	 */HJ1	 R o d a r 	 D  n d  r 	 X o a y 	 G e l e m b u n g 	 P u t a r 	 	A	.	>				 	 	 	 E l f o r g a t  s 	 	 	 	 D r a a i e n 	 	 	 R o t i r e 	 	 	 	 	 	 1.4	 	 	 					  	 	 	 	 	 	 	 	 	 R o t e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B o l h a 
 
 S T R _ I D _ P H N S E T _ D U A L _ C L O C K _ S C R E E N 	 S e t t i n g 	 I C O N T E X T 	 d u a l   c l o c k   m e n u   s t r i n g 	 D u a l   c l o c k 	 ٖBf	 Se	 2,429H	 R e l o j   d u a l   	 H e u r e   d o u b l e 	 D u a l u h r 	 2>9=K5  G0AK	 D o p p i o   o r o l o g i o 	 3'9)  E2/H,)	 R e l  g i o   d u p l o 	  i f t   S a a t l i 	 n g   h   k  p 	 J a m   g a n d a 	 D w i j a m 	 &	K	9	0	@	  	!	<	@		 	 	 	 K e t t Qs    r a 	 	 	 	 D u b b e l e   k l o k 	 	 	 D o u   c e a s u r i 	 	 	   	 	 	 /H3'9*G	 	 	 					  				 	 	 	 	 	 	 	 	 D u b b e l e   h o r l o s i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e l  g i o   d u a l 
 
 S T R _ M E N U 9 1 4 2 _ S E T F R N C I T Y 	 S e t t i n g 	 I C O N T E X T 	 f o r e i g n   c i t y   s t r i n g 	 S e t   f o r e i g n   c i t y 	 -[WYW^	 nVYW^	 1I@!7-H2#0@(	 C o n f i g u r a r   c i u d a d   e x t r a n j e r a 	 R  g l e r   l e   p a y s    t r a n g e r 	 A u s l  n d i s c h e   S t a d t   e i n s t e l l e n 	 =>AB@0==K5  =0AB@>9:8	 I m p o s t a   c i t t    s t r a n i e r a 	 6(7  'DE/JF)  'D#,F(J)	 D e f i n i r   c i d a d e   e s t r a n g e i r a 	 Y a b a n c 1  _e h r i   a y a r l a 	 C  i   t . p h   n c   n g o  i 	 T e t a p k a n   k o t a   d i   l u a r   n e g e r i 	 S e t   b a n d a r   a s i n g 	 5	?	&	G	6	@	  6	9	0	  (	?	/	$	  	0	G			 	 	 	 I d e g e n   v  r o s   b e  l l  t  s a 	 	 	 	 V r e e m d e   s t a d   i n s t e l l e n 	 	 	 S e t a r e   o r a _  s t r i n 	 	 	     	 	 	 *9F  4G1  .'1,	 	 	 							  			  			  					 	 	 	 	 	 	 	 	 S t e l   b u i t e l a n d s e   s t a d   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c i d a d e   e s t r a n g e i r a 
 
 S T R _ I D _ R E S T O R E _ T I T L E 	 S e t t i n g 	 T I T L E 	 r e s t o r e   t i t l e 	 R e s t o r e   s e t t i n g s 	 b`_S^-[	 b`
YQSn	 9I72#1IH2	 R e s t a u r a r   c o n f i g u r a c i  n   	 R e s t a u r e r   l e s   r  g l a g e s 	 E i n s t e l l u n g e n   w i e d e r h e r s t e l l e n 	 02>4A:85  =0AB@>9:8	 R i p r i s t i n a   i m p o s t a z i o n i 	 '3*9'/)  'D%9/'/'*	 R e s t a u r a r   d e f i n i   e s 	 A y a r l a r 1  g e r i   g e t i r 	 P h c   h i   c  i   t 	 K e m b a l i k a n   p e n g a t u r a n 	 P u l i h k a n   s e t i n g 	 8	G		?			M	
 8	  0	?	8	M	
 	K	0	  	0	G			 	 	 	 B e  l l  t  s o k   v i s s z a  l l  t  s a 	 	 	 	 I n s t e l l i n g e n   h e r s t e l l e n 	 	 	 R e s t a u r a r e   s e t r i 	 	 	   	 	 	 ('2'(  *F8EG'	 	 	 					  												  					 	 	 	 	 	 	 	 	 H e r s t e l   i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s t a u r a r   c o n f i g u r a   e s 
 
 S T R _ I D _ V U I _ P H N S E T _ M A I N M E N U _ E F F E C T 5 	 S e t t i n g 	 H I N T ,   I C O N T E X T 	 V U I   M a i n m e n u   E f f e c t   5 	 R o t a t e 	 eI	 el	 +!8	 R o t a r 	 P i v o t e r 	 D r e h e n 	 >25@=CBL	 R u o t a 	 */HJ1	 R o d a r 	  e v i r 	 X o a y 	 P u t a r 	 P u s i n g 	 	A	.	>				 	 	 	 E l f o r g a t  s 	 	 	 	 R o t e r e n 	 	 	 R o t i r e 	 	 	 	 	 	 1.4	 	 	 						  	 	 	 	 	 	 	 	 	 R o t e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G i r a r 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ M O L D O V A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   M o l d o v a n 	 M o 	 id>rYteW['Y[	 id\YteW['YQ	 M o 	 M o 	 M o 	 M o 	 >;402A:89	 M o 	 M o 	 M o 	 M o 	 M o l d o v a 	 M o 	 M o 	 M o 	 	 	 	 M o 	 	 	 	 M o 	 	 	 M o 	 	 	 M o 	 	 	 M o 	 	 	 M o 	 	 	 	 	 	 	 	 	 M o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ A B C 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   E n g l i s h 	 A b c 	 eW['Y[	 eW['YQ	 A b c 	 A b c 	 A b c 	 A b c 	 E n g   157  A;>20@O	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 A b c 	 	 	 	 A b c 	 	 	 	 A b c 	 	 	 A b c 	 	 	 A b c 	 	 	 A b c 	 	 	 A b c 	 	 	 	 	 	 	 	 	 A b c 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b c 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ S P A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   S p a n i s h 	 E s 	 sYreW['Y[	 sYreW['YQ	 E s 	 E s 	 E s 	 E s 	 A?	 E s 	 E s 	 E s 	 E s 	 t b n h a 	 E s 	 E s 	 E s 	 	 	 	 E s 	 	 	 	 E s 	 	 	 E s 	 	 	 E s 	 	 	 E s 	 	 	 E s 	 	 	 	 	 	 	 	 	 E s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ D A N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   D a n i s h 	 D a 	 9NeW['Y[	 9NeW['YQ	 D a 	 D a 	 D a 	 D a 	 0B	 D a 	 D a 	 D a 	 D a 	 m c h 	 D a 	 D a 	 D a 	 	 	 	 D a 	 	 	 	 D a 	 	 	 D a 	 	 	 D a 	 	 	 D a 	 	 	 D a 	 	 	 	 	 	 	 	 	 D a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ P O L I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   P o l i s h 	 P l 	 l-eW['Y[	 lpQeW['YQ	 P l 	 P l 	 P l 	 P l 	 >;	 P l 	 P l 	 P l 	 P l 	 B l a n 	 P l 	 P l 	 P l 	 	 	 	 P l 	 	 	 	 P l 	 	 	 P l 	 	 	 P l 	 	 	 P l 	 	 	 P l 	 	 	 	 	 	 	 	 	 P l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P l 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ F R E N C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   F r e n c h 	 F r 	 leW['Y[	 leW['YQ	 F r 	 F r 	 F r 	 F r 	 M u l t i t a p   F r 	 F r 	 F r 	 F r 	 F r 	 P h  p 	 F r 	 F r 	 F r 	 	 	 	 F r 	 	 	 	 F r 	 	 	 F r 	 	 	 F r 	 	 	 F r 	 	 	 F r 	 	 	 	 	 	 	 	 	 F r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F r 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ G E R M A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   G e r m a n 	 D e 	 _eW['Y[	 _eW['YQ	 D e 	 D e 	 D e 	 D e 	 5<	 D e 	 D e 	 D e 	 D e 	 c 	 D e 	 D e 	 D e 	 	 	 	 D e 	 	 	 	 D e 	 	 	 D e 	 	 	 D e 	 	 	 D e 	 	 	 D e 	 	 	 	 	 	 	 	 	 D e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ I T A L I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   G e r m a n 	 I t 	 'Y)ReW['Y[	 a'Y)ReW['YQ	 I t 	 I t 	 I t 	 I t 	 B	 I t 	 I t 	 I t 	 I t 	  	 I t 	 I t 	 I t 	 	 	 	 I t 	 	 	 	 I t 	 	 	 I t 	 	 	 I t 	 	 	 I t 	 	 	 I t 	 	 	 	 	 	 	 	 	 I t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I t 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ R U S S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   R u s s i a n 	 R u 	 OeW['Y[	 OeW['YQ	 R u 	 R u 	 R u 	 R u 	 R u   157  A;>20@O	 R u 	 R u 	 R u 	 R u 	 N g a 	 R u 	 R u 	 R u 	 	 	 	 R u 	 	 	 	 R u 	 	 	 R u 	 	 	 R u 	 	 	 R u 	 	 	 R u 	 	 	 	 	 	 	 	 	 R u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R u 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ B U L G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   B u l g a r i a n 	 B g 	 OR)RNeW['Y[	 OR)RNeW['YQ	 B g 	 B g 	 B g 	 B g 	 >;3	 B g 	 B g 	 B g 	 B g 	 B g r i 	 B g 	 B g 	 B g 	 	 	 	 B g 	 	 	 	 B g 	 	 	 B g 	 	 	 B g 	 	 	 B g 	 	 	 B g 	 	 	 	 	 	 	 	 	 B g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B g 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ U K R A I N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   U k r a i n i a n 	 U k 	 pKQ-eW['Y[	 LNKQpQeW['YQ	 U k 	 U k 	 U k 	 U k 	 #:@	 U k 	 U k 	 U k 	 U k 	 U c r a i n a 	 U k 	 U k 	 U k 	 	 	 	 U k 	 	 	 	 U k 	 	 	 U k 	 	 	 U k 	 	 	 U k 	 	 	 U k 	 	 	 	 	 	 	 	 	 U k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U k 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ T U R K I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   T u r k i s h 	 T r 	 W3vQeW['Y[	 W3vQeW['YQ	 T r 	 T r 	 T r 	 T r 	 M u l t i t a p   T r 	 T r 	 T r 	 T r 	 T r 	 T n k 	 T r 	 T r 	 T r 	 	 	 	 T r 	 	 	 	 T r 	 	 	 T r 	 	 	 T r 	 	 	 T r 	 	 	 T r 	 	 	 	 	 	 	 	 	 T r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ P O R T U G U E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   P o r t u g u e s e 	 P t 	 aYreW['Y[	 aYreW['YQ	 P t 	 P t 	 P t 	 P t 	 >@B	 P t 	 P t 	 P t 	 P t 	 B n h a 	 P t 	 P t 	 P t 	 	 	 	 P t 	 	 	 	 P t 	 	 	 P t 	 	 	 P t 	 	 	 P t 	 	 	 P t 	 	 	 	 	 	 	 	 	 P t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P t 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ I N D O N E S I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   I n d o n e s i a n 	 I d 	 pS<\eW['Y[	 pS<\eW['YQ	 I n 	 I n 	 I n 	 I n 	 45=B8D8:0B>@  22>40  157  A;>20@O	 I n 	 I n 	 I n 	 I n 	 I n  	 I n 	 I n 	 I n 	 	 	 	 I n 	 	 	 	 I n 	 	 	 I n 	 	 	 I n 	 	 	 I n 	 	 	 I n 	 	 	 	 	 	 	 	 	 I n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ C Z E C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   C z e c h 	 C s 	 wcKQeW['Y[	 wcKQeW['YQ	 C s 	 C s 	 C s 	 C s 	 C s 	 C s 	 C s 	 C s 	 C s 	 S  c 	 C s 	 C s 	 C s 	 	 	 	 C s 	 	 	 	 C s 	 	 	 C s 	 	 	 C s 	 	 	 C s 	 	 	 C s 	 	 	 	 	 	 	 	 	 C s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C s 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ M A L A Y 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   M a l a y 	 M s 	 OeW['Y[	 legeW['YQ	 M s 	 M s 	 M s 	 M s 	 0;	 M s 	 M s 	 M s 	 M s 	 M l a i 	 M s 	 M s 	 M s 	 	 	 	 M s 	 	 	 	 M s 	 	 	 M s 	 	 	 M s 	 	 	 M s 	 	 	 M s 	 	 	 	 	 	 	 	 	 M s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M s 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ V I E T N A M E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   V i e t n a m e s e 	 V i 	 WSeW['Y[	 WSeW['YQ	 V i 	 V i 	 V i 	 V i 	 M u l t i t a p   V i 	 V i 	 V i 	 V i 	 V i 	 V i t 	 V i 	 V i 	 V i 	 	 	 	 V i 	 	 	 	 V i 	 	 	 V i 	 	 	 V i 	 	 	 V i 	 	 	 V i 	 	 	 	 	 	 	 	 	 V i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ F I N N I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   F i n n i s h 	 F i 	 -eW['Y[	 pQeW['YQ	 F i 	 F i 	 F i 	 F i 	 $8=	 F i 	 F i 	 F i 	 F i 	 B l a n 	 F i 	 F i 	 F i 	 	 	 	 F i 	 	 	 	 F i 	 	 	 F i 	 	 	 F i 	 	 	 F i 	 	 	 F i 	 	 	 	 	 	 	 	 	 F i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ H U N G A R I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   H u n g a r i a n 	 H u 	 SYr)ReW['Y[	 SYr)ReW['YQ	 H u 	 H u 	 H u 	 H u 	 5=	 H u 	 H u 	 H u 	 H u 	 H g r i 	 H u 	 H u 	 H u 	 	 	 	 H u 	 	 	 	 H u 	 	 	 H u 	 	 	 H u 	 	 	 H u 	 	 	 H u 	 	 	 	 	 	 	 	 	 H u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H u 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ S L O V A K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   S l o v a k 	 S k 	 emOKQeW['Y[	 emOKQeW['YQ	 S k 	 S k 	 S k 	 S k 	 !;>20F	 S k 	 S k 	 S k 	 S k 	 S l o v a k i a 	 S k 	 S k 	 S k 	 	 	 	 S k 	 	 	 	 S k 	 	 	 S k 	 	 	 S k 	 	 	 S k 	 	 	 S k 	 	 	 	 	 	 	 	 	 S k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S k 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ D U T C H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   D u t c h 	 N l 	 w-eW['Y[	 wpQeW['YQ	 N l 	 N l 	 N l 	 N l 	 >;;	 N l 	 N l 	 N l 	 N l 	 H l a n 	 N l 	 N l 	 N l 	 	 	 	 N l 	 	 	 	 N l 	 	 	 N l 	 	 	 N l 	 	 	 N l 	 	 	 N l 	 	 	 	 	 	 	 	 	 N l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N l 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ N O R W E G I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   N o r w e g i a n 	 N o 	 *cZeW['Y[	 *cZeW['YQ	 N o 	 N o 	 N o 	 N o 	 5B	 N o 	 N o 	 N o 	 N o 	 N u y 	 T i d a k 	 N o 	 N o 	 	 	 	 N o 	 	 	 	 N o 	 	 	 N o 	 	 	 N o 	 	 	 N o 	 	 	 N o 	 	 	 	 	 	 	 	 	 N o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ S W E D I S H 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   S w e d i s h 	 S v 	 ^txQeW['Y[	 ^txQeW['YQ	 S v 	 S v 	 S v 	 S v 	 (254	 S v 	 S v 	 S v 	 S v 	 T i n 	 S v 	 S v 	 S v 	 	 	 	 S v 	 	 	 	 S v 	 	 	 S v 	 	 	 S v 	 	 	 S v 	 	 	 S v 	 	 	 	 	 	 	 	 	 S v 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S v 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ C R O A T I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   C r o a t i a n 	 H r 	 KQWNeW['Y[	 KQW0WNeW['YQ	 H r 	 H r 	 H r 	 H r 	 %>@2	 H r 	 H r 	 H r 	 H r 	 C r o a t i a 	 H r 	 H r 	 H r 	 	 	 	 H r 	 	 	 	 H r 	 	 	 H r 	 	 	 H r 	 	 	 H r 	 	 	 H r 	 	 	 	 	 	 	 	 	 H r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H r 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ R O M A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   R o m a n i a n 	 R o 	 <\NeW['Y[	 Wl<\NeW['YQ	 R o 	 R o 	 R o 	 R o 	 M u l t i t a p   R o 	 R o 	 R o 	 R o 	 R o 	 R u m a n i 	 R o 	 R o 	 R o 	 	 	 	 R o 	 	 	 	 R o 	 	 	 R o 	 	 	 R o 	 	 	 R o 	 	 	 R o 	 	 	 	 	 	 	 	 	 R o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R o 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ S L O V E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   S l o v e n i a n 	 S l 	 em}<\NeW['Y[	 eme<\NeW['YQ	 S l 	 S l 	 S l 	 S l 	 !;>25=	 S l 	 S l 	 S l 	 S l 	 S l o v e n i a 	 S l 	 S l 	 S l 	 	 	 	 S l 	 	 	 	 S l 	 	 	 S l 	 	 	 S l 	 	 	 S l 	 	 	 S l 	 	 	 	 	 	 	 	 	 S l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S l 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ G R E E K 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   G r e e k 	 E l 	 ^؁eW['Y[	 ^JeW['YQ	 E l 	 E l 	 E l 	 E l 	 @	 E l 	 E l 	 E l 	 E l 	 H l p 	 E l 	 E l 	 E l 	 	 	 	 E l 	 	 	 	 E l 	 	 	 E l 	 	 	 E l 	 	 	 E l 	 	 	 E l 	 	 	 	 	 	 	 	 	 E l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ X H O S A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   X h o s a 	 X h 	 KQeW['Y[	 KQ(eW['YQ	 X h 	 X h 	 X h 	 X h 	 >A0	 X h 	 X h 	 X h 	 X h 	 X h o s a 	 X h 	 X h 	 X h 	 	 	 	 X h 	 	 	 	 X h 	 	 	 X h 	 	 	 X h 	 	 	 X h 	 	 	 X h 	 	 	 	 	 	 	 	 	 X h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 X h 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ S W A H I L I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   S w a h i l i 	 S w 	 et̑eW['Y[	 et̑eW['YQ	 S w 	 S w 	 S w 	 S w 	 !C0E8;8	 S w 	 S w 	 S w 	 S w 	 S w a h i l i 	 S w 	 S w 	 S w 	 	 	 	 S w 	 	 	 	 S w 	 	 	 S w 	 	 	 S w 	 	 	 S w 	 	 	 S w 	 	 	 	 	 	 	 	 	 S w 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S w 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ A F R I K A A N S 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   A f r i k a a n s 	 A f 	 WS^w-eW['Y[	 WS^wpQeW['YQ	 A f 	 A f 	 A f 	 A f 	 D@8:00=A	 A f 	 A f 	 A f 	 A f 	 N p h i 	 A f 	 A f 	 A f 	 	 	 	 A f 	 	 	 	 A f 	 	 	 A f 	 	 	 A f 	 	 	 A f 	 	 	 A f 	 	 	 	 	 	 	 	 	 A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A f 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ Z U L U 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   Z u l u 	 Z u 	 VyoeW['Y[	 VyeW['YQ	 Z u 	 Z u 	 Z u 	 Z u 	 C;C	 Z u 	 Z u 	 Z u 	 Z u 	 Z u l u 	 Z u 	 Z u 	 Z u 	 	 	 	 Z u 	 	 	 	 Z u 	 	 	 Z u 	 	 	 Z u 	 	 	 Z u 	 	 	 Z u 	 	 	 	 	 	 	 	 	 Z u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z u 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ L I T H U A N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   L i t h u a n i a n 	 L t 	 zv[eW['Y[	 zv[eW['YQ	 L t 	 L t 	 L t 	 L t 	 8B>2A:89	 L t 	 L t 	 L t 	 L t 	 L i t h u a n i a 	 L t 	 L t 	 L t 	 	 	 	 L t 	 	 	 	 L t 	 	 	 L t 	 	 	 L t 	 	 	 L t 	 	 	 L t 	 	 	 	 	 	 	 	 	 L t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L t 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ L A T V I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   L a t v i a n 	 L v 	 b+}NeW['Y[	 b1~NeW['YQ	 L v 	 L v 	 L v 	 L v 	 0BKHA:89	 L v 	 L v 	 L v 	 L v 	 L a t v i a 	 L v 	 L v 	 L v 	 	 	 	 L v 	 	 	 	 L v 	 	 	 L v 	 	 	 L v 	 	 	 L v 	 	 	 L v 	 	 	 	 	 	 	 	 	 L v 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L v 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ E S T O N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   E s t o n i a n 	 E t 	 al<\NeW['Y[	 1rl<\NeW['YQ	 E t 	 E t 	 E t 	 E t 	 -AB>=A:89	 E t 	 E t 	 E t 	 E t 	 E s t o n i a 	 E t 	 E t 	 E t 	 	 	 	 E t 	 	 	 	 E t 	 	 	 E t 	 	 	 E t 	 	 	 E t 	 	 	 E t 	 	 	 	 	 	 	 	 	 E t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E t 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ F I R S T _ U _ A R M E N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   l i s t   O p t i o n   o f   m u l t i t a p   f i r s t   u p p e r   c a s e   A r m e n i a n 	 A m 	 N<\NeW['Y[	 N<\NeW['YQ	 A m 	 A m 	 A m 	 A m 	 @<O=A:89	 A m 	 A m 	 A m 	 A m 	 A r m e n i a 	 A m 	 A m 	 A m 	 	 	 	 A m 	 	 	 	 A m 	 	 	 A m 	 	 	 A m 	 	 	 A m 	 	 	 A m 	 	 	 	 	 	 	 	 	 A m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A m 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ K A N N A D A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   M u l t i t a p   K a n n a d a 	 K a n n a d a 	 aS
}T	 aS~	 !1%4A  A22	 M u l t i t a p   K a n a d a 	 K a n n a d a   n o r m a l 	 M u l t i t a p - K a n n a d a 	 	 K a n n a d a 	 'DC'FQ'/J)  (F8'E  'D6:7  'DE*9//	 M u l t i t a p   C a n a r i m 	 M u l t i t a p   K a n n a d a 	 K a n n a d a   c h u n 	 K a n n a d a   M u l t i t e k a n 	 K a n n a d a   b e r b i l a n g   k e t i k 	 .	2	M		@		G	*	  	(	M	(	!	<		 	 	 	 K a n n a d a 	 	 	 	 M u l t i t a p   K a n n a d a 	 	 	 M u l t i - t a s t   K a n n a d a 	 	 	   M u l t i t a p 	 	 	 'F/G  F/61(G  '	 	 	 						  					  							 	 	 	 	 	 	 	 	 K a n n a d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a n n a d a   M u l t i t a p 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ K A N N A D A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   S m a r t   K a n n a d a 	 S m a r t   K a n n a d a 	 zfgaaS
}T	 zfaS~	 *!2#L  A22	 K a n a d a   I n t e l i g e n t e 	 K a n n a d a   S m a r t 	 S m a r t - K a n n a d a 	 #<=K9  22>4  0=040	 S m a r t   K a n n a d a 	 'DC'FQ'/J)  S m a r t 	 C a n a r i m   i n t e l i g e n t e 	 S m a r t   K a n n a d a 	 K a n n a d a   t h . m i n h 	 K a n n a d a   P i n t a r 	 K a n n a d a   p i n t a r 	 8	M	.	>	0	M		  	(	M	(	!	<		 	 	 	 S m a r t   k a n n a d a 	 	 	 	 S m a r t   K a n n a d a 	 	 	 S m a r t   K a n n a d a 	 	 	   S m a r t 	 	 	 'F/G  GH4EF/	 	 	 							  							 	 	 	 	 	 	 	 	 S m a r t   K a n n a d a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 K a n n a d a   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ M A L A Y A L A M 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   M u l t i t a p   M a l a y a l a m 	 M a l a y a l a m 	 ONbY	 legNbY	 !1%4A  !2@%"2%1!	 M u l t i t a p   M a l a y a l a m 	 M a l a y a l m   n o r m a l 	 M u l t i t a p - M a l a y a l a m 	 /	 M a l a y a l a m 	 D:)  'DE'DJ'DE  (F8'E  'D6:7  'DE*9//	 M u l t i t a p   M a l a i a l a 	 M u l t i t a p   M a l a y a l a m 	 M a l a y a l a m   c h u n 	 M a l a y a l a m   M u l t i t e k a n 	 M a l a y a l a m   b e r b i l a n g   k e t i k 	 .	2	M		@		G	*	  .	2	/	>	2	.		 	 	 	 M a l a j a l a m 	 	 	 	 M u l t i t a p   M a l a y a l a m 	 	 	 M u l t i - t a s t   M a l a y a l a m 	 	 	   M u l t i t a p 	 	 	 E'D''D'E  F/61(G  '	 	 	 											  										 	 	 	 	 	 	 	 	 M a l a y a l a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l a y a l a m   M u l t i t a p 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ M A L A Y A L A M 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   S m a r t   M a l a y a l a m 	 S m a r t   M a l a y a l a m 	 zfgaONbY	 zflegNbY	 *!2#L  !2@%"2%1!	 M a l a y a l a m   I n t e l i g e n t e   	 M a l a y a l m   S m a r t 	 S m a r t - M a l a y a l a m 	 #<=K9  22>4  0;0O;0<	 S m a r t   M a l a y a l a m 	 D:)  'DE'DJ'DE  S m a r t 	 M a l a i a l a   i n t e l i g e n t e 	 S m a r t   M a l a y a l a m 	 M a l a y a l a m   t h . m i n h 	 M a l a y a l a m   P i n t a r 	 M a l a y a l a m   p i n t a r 	 8	M	.	>	0	M		  .	2	/	>	2	.		 	 	 	 S m a r t   m a l a y a l a m 	 	 	 	 S m a r t   M a l a y a l a m 	 	 	 S m a r t   M a l a y a l a m 	 	 	 S m a r t   M a l a y a l a m 	 	 	 E'D''D'E  GH4EF/	 	 	 							  										 	 	 	 	 	 	 	 	 S m a r t   M a l a y a l a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a l a y a l a m   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ G U J A R A T I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   M u l t i t a p   G u j a r a t i 	 G u j a r a t i 	 S	Tbyr	 S	Tbyr	 !1%4A  94#24	 M u l t i t a p   G u j a r a t i 	 G u j a r a t i   n o r m a l 	 M u l t i t a p - G u j a r a t i 	 #% "	 G u j a r a t i 	 'D:H,'1M'*J)  (F8'E  'D6:7  'DE*9//	 M u l t i t a p   G u z a r a t e 	 M u l t i t a p   G u j a r a t i 	 G u j a r a t   c h u n 	 G u j a r a t i   M u l t i t e k a n 	 G u j a r a t i   b e r b i l a n g   k e t i k 	 .	2	M		@		G	*	  	A		0	>	$	@		 	 	 	 G u d z s  r  t i 	 	 	 	 M u l t i t a p   G u j a r a t i 	 	 	 M u l t i - t a s t   G u j a r a t i 	 	 	 '   M u l t i t a p 	 	 	 ,1'*  F/61(G  '	 	 	 											  								 	 	 	 	 	 	 	 	 G o e d j a r a t i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u j a r a t i   M u l t i t a p 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ G U J A R A T I 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   S m a r t   G u j a r a t i 	 S m a r t   G u j a r a t i 	 zfgaS	Tbyr	 zfS	Tbyr	 *!2#L  94#24	 G u j a r a t i   I n t e l i g e n t e   	 G u j a r a t i   S m a r t 	 S m a r t - G u j a r a t i 	 #<=K9  22>4  3C460@0B8	 S m a r t   G u j a r a t i 	 'D:H,'1M'*J)  S m a r t 	 G u z a r a t e   i n t e l i g e n t e 	 S m a r t   G u j a r a t i 	 G u j a r a t   t h . m i n h 	 G u j a r a t i   P i n t a r 	 G u j a r a t i   p i n t a r 	 8	M	.	>	0	M		  	A		0	>	$	@		 	 	 	 S m a r t   g u j a r a t i 	 	 	 	 S m a r t   G u j a r a t i 	 	 	 S m a r t   G u j a r a t i 	 	 	 '   S m a r t 	 	 	 ,1'*  GH4EF/	 	 	 							  								 	 	 	 	 	 	 	 	 S m a r t   G o e d j a r a t i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u j a r a t i   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ O R I Y A 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   M u l t i t a p   O r i y a 	 O r i y a 	 eY̑N	 eY̑N	 !1%4A  --#4"2	 M u l t i t a p   O r i y a 	 O r i y a   n o r m a l 	 M u l t i t a p - O r i y a 	 /+   /	 O r i y a 	 'D"H1J)  (F8'E  'D6:7  'DE*9//	 M u l t i t a p   O r i  	 M u l t i t a p   O r i y a 	 O r i y a   c h u n 	 O r i y a   M u l t i t e k a n 	 O r i y a   b e r b i l a n g   k e t i k 	 .	2	M		@		G	*	  		!	<	?	/	>		 	 	 	 O r i j a 	 	 	 	 M u l t i t a p   O r i y a 	 	 	 M u l t i - t a s t   O r i y a 	 	 	   M u l t i t a p 	 	 	 'H13'  F/61(G  '	 	 	 											  						 	 	 	 	 	 	 	 	 O r i y a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O r i y a   M u l t i t a p 
 
 S T R _ I N P U T _ M E T H O D _ M U L T I T A P _ A S S A M E S E 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 I n p u t   m e t h o d s   O p t i o n   M u l t i t a p   A s s a m e s e 	 A s s a m e s e 	 ?Y	 ?(Y	 A-*2!5*	 A s a m  s 	 A s s a m e s e 	 A s s a m i s c h 	 !!!	 A s s a m e s e 	 'D"3'EJ)	 A s s a m  s 	 A s s a m e s e 	 A s s a m 	 A s s a m e s e 	 A s s a m 	 	8	.	?	/	>		 	 	 	 A s s z  m i 	 	 	 	 A s s a m e e s 	 	 	 A s s a m e s e 	 	 	 	 	 	 "3'E	 	 	 						 	 	 	 	 	 	 	 	 A s s a m e s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A s s a m e s e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ U _ U K R A I N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 i n p u t   m e t h o d   s t r i n g   f o r   s m a r t   u p p e r c a s e   u k r a i n i a n 	 S m a r t   U K 	 zfgapKQ-e'Y[	 zfLNKQpQe'YQ	 *!2#L  U K 	 R e i n o   U n i d o   I n t e l i g e n t e   	 U K   S m a r t 	 S m a r t - U K 	 S m a r t   U K 	 S m a r t   U K 	 S m a r t   U K 	 R U   i n t e l i g e n t e 	 S m a r t   U K 	 A n h   t h . m i n h 	 I n g g r i s   P i n t a r 	 U K   p i n t a r 	 8	M	.	>	0	M		  U K 	 	 	 	 S m a r t   U K 	 	 	 	 S m a r t   V K 	 	 	 S m a r t   U K 	 	 	   S m a r t 	 	 	 U K   GH4EF/	 	 	 							  					 	 	 	 	 	 	 	 	 S m a r t   U K 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U K   i n t e l i g e n t e 
 
 S T R _ I N P U T _ M E T H O D _ S M A R T _ L _ U K R A I N I A N 	 I n p u t M e t h o d 	 H I N T ,   I C O N T E X T ,   T W O S T A T E 	 i n p u t   m e t h o d   l i s t   o p t i o n   o f   s m a r t   l o w e r c a s e   u k r a i n i a n 	 S m a r t   u k 	 zfgapKQ-e\[	 zfLNKQpQe\Q	 *!2#L  u k 	 r e i n o   u n i d o   I n t e l i g e n t e   	 u k   S m a r t 	 S m a r t - u k 	 S m a r t   u k 	 S m a r t   u k 	 S m a r t   u k 	 r u   i n t e l i g e n t e 	 S m a r t   u k 	 a n h   t h . m i n h 	 I n g g r i s   P i n t a r 	 u k   p i n t a r 	 8	M	.	>	0	M		  u k 	 	 	 	 S m a r t   u k 	 	 	 	 S m a r t   v k 	 	 	 S m a r t   u k 	 	 	   S m a r t 	 	 	 u k   GH4EF/	 	 	 							  					 	 	 	 	 	 	 	 	 S m a r t   u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U k   i n t e l i g e n t e 
 
 S T R _ I D _ S N D R E C _ D I S C A R D _ A S K 	 S o u n d R e c o r d e r 	 P O P U P C O N F I R M 	 D i s c a r d ? 	 D i s c a r d ? 	 Nh	 "N_	 4I? 	  D e s c a r t a r ? 	 J e t e r   ? 	 I g n o r i e r e n ? 	 !1@>A8BL? 	 I g n o r a r e ? 	 *,'GD	 R e j e i t a r ? 	 A t 1l s 1n   m 1? 	 H y   b ? 	 B u a n g ? 	 B u a n g ? 	 	8	M	5	@		>	0	  	0	G		  ? 	 	 	 	 E l v e t i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	  n l t u r a r e ? 	 	 	 ? 	 	 	 CF'10'4*G  4H/	 	 	 					  			? 	 	 	 	 	 	 	 	 	 V e r w e r p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c a r t a r ? 
 
 S T R _ I D _ S N D R E C _ A D D _ A U D I O 	 S o u n d r e c o r d e r 	 P O P U P C O N F I R M 	 a d d   a u d i o 	 A d d   a u d i o ? 	 ReQrjHh	 mR󗑘eN	 @4H!@*5"? 	  A  a d i r   a u d i o ? 	 A j o u t e r   a u d i o   ? 	 A u d i o   h i n z u f  g e n ? 	 >1028BL  72C:? 	 A g g i u n g e r e   a u d i o ? 	 %6'A)  5H*	 A d i c i o n a r    u d i o ? 	 S e s   e k l e n s i n   m i ? 	 T h  m    m   t h a n h ? 	 T a m b a h   a u d i o ? 	 T a m b a h   a u d i o ? 	 	!	?	/	K	  	K	!	<	G		? 	 	 	 	 H o z z  a d j a   a z   a u d i  t ? 	 	 	 	 A u d i o   t o e v o e g e n ? 	 	 	 A d u g a ci   f i _i e r   a u d i o ? 	 	 	   ? 	 	 	 5/'  'A2H/G  4H/	 	 	 				  					  					? 	 	 	 	 	 	 	 	 	 V o e g   o u d i o   b y ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r    u d i o ? 
 
 S T R _ I D _ S N D R E C _ A U D I O _ P L A Y _ F A I L 	 S o u n d R e c o r d e r 	 P O P U P 	 s h o r t   f i l e   p l a y   f a i l 	 F a i l e d   t o   p l a y 	 d>e1YWe	 d>e1Y%	 D!H*2!2#@%H	 N o   s e   p u d o   r e p r o d u c i r 	 E c h e c   d e   l e c t u r e 	 K o n n t e   n i c h t   w i e d e r g e g e b e n   w e r d e n 	 H81:0  ?@8  2>A?@>872545=88	 R i p r o d u z i o n e   n o n   r i u s c i t a 	 A4D  'D*4:JD	 F a l h a   a o   r e p r o d u z i r 	 O y n a t 1l a m a d 1	 K h  n g   t h   p h  t 	 G a g a l   d i p u t a r 	 G a g a l   m e m a i n 	 	2	>	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   l e j  t s z  s 	 	 	 	 K a n   n i e t   a f s p e l e n 	 	 	 R e d a r e   n e r e u _i t 	 	 	   	 	 	 ~.4  F'EHAB  (H/	 	 	 						  							 	 	 	 	 	 	 	 	 K o n   n i e   s p e e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   r e p r o d u z i r 
 
 S T R _ I D _ S T R E A M I N G 	 S T R E A M I N G   	 I C O N T E X T 	 [ M e n u - S t r e a m i n g ] 	 S t r e a m i n g 	 q_2NAm	 AmZSO	 2#*#5!	 S t r e a m i n g 	 D i f f u s i o n 	 S t r e a m i n g 	 >B>:>2K9	 S t r e a m i n g 	 'D*4:JD  9(1  'D4(C)	 T r a n s m i s s  o   e m   s e q u  n c i a 	 Y a y 1n 	 T r u y n   t i 	 S t r e a m i n g 	 P e n s t r i m a n 	 8	M	
 	M	0	@	.	?				 	 	 	 A d a t f o l y a m 	 	 	 	 S t r e a m e n 	 	 	 R e d a r e    n   f l u x 	 	 	 	 	 	 ,'1  1/F	 	 	 										 	 	 	 	 	 	 	 	 S t r o m i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s m i s s  o   c o n t  n u a 
 
 S T R _ I D _ S T R E A M I N G _ P R O F _ N A M E 	 S T R E A M I N G   	 I C O N T E X T 	 [ M e n u - P r o f i l e   n a m e ] 	 P r o f i l e   n a m e 	 -[j
T1z	 nch
Ty	 
7H-B#D%L	 N o m b r e   d e   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 <O  ?@>D8;O	 N o m e   p r o f i l o 	 '3E  'DH69	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1	 T  n   c u   h  n h 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	>		2	  	>	  (	>	.		 	 	 	 P r o f i l n  v 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 	 F'E  ~1HA'JD	 	 	 								  				 	 	 	 	 	 	 	 	 P r o f i e l n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   p e r f i l 
 
 S T R _ I D _ S T R E A M I N G _ P R O F I L E _ D E F A U L T _ N A M E 	 S T R E A M I N G   	 I C O N T E X T 	 [ M e n u - S t r e a m i n g   p r o f i l e ] 	 S t r e a m i n g   p r o f i l e 	 q_2NAm-[j	 AmZSOnch	 B#D%L2#*#5!	 P e r f i l   d e   S t r e a m i n g   	 P r o f i l   d e   d i f f u s i o n 	 S t r e a m i n g p r o f i l 	 >B>:>2K9  ?@>D8;L	 P r o f i l o   s t r e a m i n g 	 H69  'D*4:JD  9(1  'D4(C)	 P e r f i l   d e   t r a n s m i s s  o   e m   s e q u  n c i a 	 Y a y 1n   p r o f i l i 	 C u   h  n h   t r u y n   t i 	 P r o f i l   s t r e a m i n g 	 P r o f i l   p e n s t r i m a n 	 8	M	
 	M	0	@	.	?			  *	M	0	K	+	>		2		 	 	 	 A d a t f o l y a m - p r o f i l 	 	 	 	 S t r e a m p r o f i e l 	 	 	 P r o f i l   r e d a r e    n   f l u x 	 	 	   	 	 	 ~1HA'D  ,'1  3'2	 	 	 								  										 	 	 	 	 	 	 	 	 S t r o m i n g p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l   d e   t r a n s m i s s  o   c o n t  n u a 
 
 S T R _ I D _ S T R E A M I N G _ I S _ U S E _ P R O X Y 	 S T R E A M I N G 	 I C O N T E X T 	 [ M e n u - U s e   P r o x y ] 	 U s e   p r o x y 	 O(uNt:O
ghV	 O(uNt
gRhV	 C
I#G-5H	 U s a r   p r o x y 	 U t i l i s e r   p r o x y 	 P r o x y   v e r w e n d e n 	 A?>;L7>20BL  ?@>:A8	 U s a   p r o x y 	 '3*./'E  'D(1HC3J	 U t i l i z a r   p r o x y 	 P r o x y   k u l l a n 	 D  n g   p r o x y 	 G u n a k a n   p r o x y 	 G u n a   p r o k s i 	 *	M	0	I		M	
 8	@	  	>	  *	M	0	/	K		  	0	G			 	 	 	 P r o x y   h a s z n  l a t a 	 	 	 	 P r o x y   g e b r u i k e n 	 	 	 U t i l i z a r e   p r o x y 	 	 	   - P r o x y 	 	 	 (C'1J1  ~1HC3	 	 	 							  							  					 	 	 	 	 	 	 	 	 G e b r u i k   i n s t a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   p r o x y 
 
 S T R _ I D _ S T R E A M I N G _ P R O X Y _ A D D R 	 S T R E A M I N G 	 I C O N T E X T 	 [ M e n u - P r o x y   S e r v e r ] 	 P r o x y   s e r v e r 	 Nt:O
ghV0W@W	 Nt
gRhV0W@W	 #G-5H@4#L@'-#L	 S e r v i d o r   d e   p r o x y 	 S e r v e u r   p r o x y 	 P r o x y s e r v e r 	 @>:A8- A5@25@	 S e r v e r   p r o x y 	 .'/E  (1HC3J	 S e r v i d o r   p r o x y 	 P r o x y   s u n u c u s u 	 M  y   c h   p r o x y 	 S e r v e r   p r o x y 	 P e l a y a n   p r o k s i 	 *	M	0	I		M	
 8	@	  8	0	M	5	0	  	 	 	 	 P r o x y - k i s z o l g  l  	 	 	 	 P r o x y s e r v e r 	 	 	 S e r v e r   p r o x y 	 	 	   P r o x y 	 	 	 31H1  ~1HC3	 	 	 							  								 	 	 	 	 	 	 	 	 I n s t a a n b e d i e n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   p r o x y 
 
 S T R _ I D _ S T R E A M I N G _ P R O X Y _ P O R T 	 S T R E A M I N G 	 I C O N T E X T 	 [ M e n u - P r o x y   P o r t ] 	 P r o x y   p o r t 	 Nt:O
ghV#cW	 Nt
gRhVzS	 #G-5H-#L	 P u e r t o   d e   p r o x y 	 P o r t   p r o x y 	 P r o x y p o r t 	 @>:A8- ?>@B	 P o r t a   p r o x y 	 EFA0  (1HC3J	 P o r t a   d e   p r o x y 	 P r o x y   b a l a n t 1  n o k t a s 1	 C n g   p r o x y 	 P o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	I		M	
 8	@	  *	K	0	M			 	 	 	 P r o x y   p o r t 	 	 	 	 P r o x y p o r t 	 	 	 P o r t   p r o x y 	 	 	   P r o x y 	 	 	 /1'G  ~1'3	 	 	 							  						 	 	 	 	 	 	 	 	 I n s t a a n p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   p r o x y 
 
 S T R _ I D _ S T R E A M I N G _ M I N _ U D P _ P O R T 	 S T R E A M I N G 	 I C O N T E X T 	 [ M e n u - L o w e s t   U D P   p o r t ] 	 L o w e s t   U D P   p o r t 	  gNOU D P #cW	  gNOU D P zS	 -#L  U D P   H3*8	 P u e r t o   U D P   m  s   b a j o   	 P o r t   U D P   m i n i m u m 	 N i e d r i g s t e r   U D P - P o r t 	 8=8<0;L=K9  =><5@  U D P - ?>@B0	 P o r t a   U D P   i n f e r i o r e 	 EFA0  U D P   'D#/FI	 P o r t a   U D P   m  n i m a   	 E n   d  _ k   U D P   b a l a n t 1  n o k t a s 1	 C n g   U D P   t h p   n h t 	 P o r t   U D P   t e r e n d a h 	 P o r t   U D P   t e r e n d a h 	 (	?	.	M	
 (	$	.	  /	B	!	@	*	@	  *	K	0	M			 	 	 	 L e g a l a c s o n y a b b   U D P   p o r t 	 	 	 	 L a a g s t e   U D P - p o r t 	 	 	 P o r t   U D P   m i n i m 	 	 	   U D P     	 	 	 ~'F  *1F  /1'G  U D P 	 	 	 						  					  						  						 	 	 	 	 	 	 	 	 L a a g s t e   U D P - p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   b a i x a 
 
 S T R _ I D _ S T R E A M I N G _ M A X _ U D P _ P O R T 	 S T R E A M I N G 	 I C O N T E X T 	 [ M e n u - H i g h e s t   U D P   p o r t ] 	 H i g h e s t   U D P   p o r t 	  gؚU D P #cW	  gؚU D P zS	 -#L  U D P   *9*8	 P u e r t o   U D P   m  s   a l t o   	 P o r t   U D P   m a x i m u m 	 H  c h s t e r   U D P - P o r t 	 0:A8<0;L=K9  =><5@  U D P - ?>@B0	 P o r t a   U D P   s u p e r i o r e 	 EFA0  U D P   'D#9DI	 P o r t a   U D P   m  x i m a 	 E n   y  k s e k   U D P   b a l a n t 1  n o k t a s 1	 C n g   U D P   c a o   n h t 	 P o r t   U D P   t e r t i n g g i 	 P o r t   U D P   t e r t i n g g i 	 			M	
 	$	.	  /	B	!	@	*	@	  *	K	0	M			 	 	 	 L e g m a g a s a b b   U D P   p o r t 	 	 	 	 H o o g s t e   U D P - p o r t 	 	 	 P o r t   U D P   m a x i m 	 	 	   U D P     	 	 	 ('D'*1F  /1'G  U D P 	 	 	 						  						  						  						 	 	 	 	 	 	 	 	 H o o g s t e   U D P - p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   U D P   m a i s   a l t a 
 
 S T R _ I D _ S T R E A M I N G _ C O L O N 	 S T R E A M I N G 	 U N L I M 	 : 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ S Y N C _ D A T A B A S E _ A D D R E S S 	 S y n c M L 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 d a t a b a s e   a d d r e s s   s t r i n g 	 D a t a b a s e   a d d r e s s 	 ǌe^0W@W	 penc^0W@W	   5H-"9H2I-!9%	 d i r e c c i  n   d e   b a s e   d e   d a t o s 	 a d r e s s e   d e   b a s e   d e   d o n n  e s 	   D a t e n b a n k a d r e s s e 	   04@5A  107K  40==KE	 i n d i r i z z o   d e l   d a t a b a s e 	 9FH'F  B'9/)  'D(J'F'*	 e n d e r e  o   d a   b a s e   d e   d a d o s 	 V e r i   t a b a n 1  a d r e s i 	   a   c h   c   s   d   l i u 	 A l a m a t   d a t a b a s e 	   a l a m a t   p a n g k a l a n   d a t a 	 !	G		>	,	G	8	  *	$	>		 	 	 	   a d a t b  z i s   c  m e 	 	 	 	   D a t a b a s e a d r e s 	 	 	 a d r e s   b a z   d e   d a t e 	 	 	     	 	 	   F4'F  ~'J'G  /'/G  G'	 	 	 									  							 	 	 	 	 	 	 	 	 d a t a b a s i s a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d o   b a n c o   d e   d a d o s 
 
 S T R _ I D _ S Y N C _ D A T A B A S E _ A D D R E S S _ 1 	 S y n c M L 	 U N L I M 	 d a t a b a s e   a d d r e s s f o r   o t a p 	   d a t a b a s e   a d d r e s s 	 ǌe^0W@W	 penc^0W@W	   5H-"9H2I-!9%	 d i r e c c i  n   d e   b a s e   d e   d a t o s   	 a d r e s s e   d e   l a   b a s e   d e   d o n n  e s 	 D a t e n b a n k a d r e s s e 	 04@5A  107K  40==KE	   i n d i r i z z o   d a t a b a s e 	   9FH'F  B'9/)  'D(J'F'*	   e n d e r e  o   d a   b a s e   d e   d a d o s 	   v e r i t a b a n 1  a d r e s i 	 a   c h   c . s   d . l i u 	   a l a m a t   d a t a b a s e 	   a l a m a t   p a n g k a l a n   d a t a 	 !	>		>	,	G	8	  *	$	>		 	 	 	   a d a t b  z i s   c  m e 	 	 	 	   d a t a b a s e a d r e s 	 	 	   a d r e s   b a z   d e   d a t e 	 	 	       	 	 	   F4'F  ~'J'G  /'/G  G'	 	 	 							  						  	 	 	 	 	 	 	 	 	   d a t a b a s i s - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   e n d e r e  o   d o   b a n c o   d e   d a d o s 
 
 S T R _ I D _ S Y N C _ S Y N C _ L O G 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 S y n c   l o g 	 S y n c   l o g 	 Tek	 TekU_	 162#4L	 H i s t o r i a l   d e   s i n c . 	 S y n c   j o u r n a l 	 P r o t o k o l l   s y n c h r o n i s i e r e n 	 C@=0;  A8=E@>=870F88	 L o g   d i   s i n c r o n i z z a z i o n e 	 *3,JD  E*2'EF	 R e g i s t o   d e   s i n c . 	 S e n k r o n i z a s y o n   g  n l   	 N h . k    . b   h  a 	 L o g   s i n k r o n i s a s i 	 L o g   p e n y e g e r a k k a n 	 8	?			  2	I			 	 	 	 S z i n k r .   n a p l  	 	 	 	 L o g   s y n c h r o n i s e r e n 	 	 	 J u r n a l   s i n c r o n i z a r e 	 	 	   	 	 	 ~J4JFG  GE3'F3'2	 	 	 										  		  	 	 	 	 	 	 	 	 	 S i n k r . - l o g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e g i s t r o   d e   s i n c r o n i z a   o 
 
 S T R _ I D _ S Y N C _ R E S E T _ L O G _ A S K 	 S y n c M L 	 P O P U P C O N F I R M 	 R e s e t   s y n c   l o g   c o n f i r m 	 R e s e t ? 	 ͑-	 ͑	 #5@G? 	  R e i n i c i a r ? 	 R  i n i t i a l i s e r   ? 	 Z u r  c k s e t z e n ? 	 !1@>A? 	 R i p r i s t i n a r e ? 	 %9'/)  'D6(7	 R e i n i c i a r ? 	 S 1f 1r l a n s 1n   m 1  ? 	 C  i   l i ? 	 A t u r   u l a n g ? 	 S e t   s e m u l a ? 	 0	@	8	G		  	0	G		? 	 	 	 	 V i s s z a  l l  t j a ? 	 	 	 	 R e s e t t e n ? 	 	 	 R e s e t a r e ? 	 	 	 ? 	 	 	 ('2F4'F  4H/	 	 	 						  			? 	 	 	 	 	 	 	 	 	 S t e l   t e r u g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d e f i n i r ? 
 
 S T R _ I D _ S Y N C _ P R O F I L E _ T A S K 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 T a s k   d a t a b a s e   s e t t i n g s 	 T a s k s   d a t a b a s e   s e t t i n g s 	 NRǌe^-[	 NRpenc^n	 2#1IH22I-!9%2	 C o n f i g u r a c i  n   d e   t a r e a s   d e   b a s e   d e   d a t o s 	 R  g l a g e s   d e   l a   b a s e   d e   d o n n  e s   d e s   t  c h e s 	 E i n s t e l l u n g e n   d e r   A u f g a b e n - D a t e n b a n k 	 #AB0=>2:8  7040=89  107K  40==KE	 I m p o s t a z i o n i   d a t a b a s e   i m p e g n i 	 %9/'/'*  BH'9/  (J'F'*  'DEG'E	 D e f i n i   e s   d a   b a s e   d e   d a d o s   d e   t a r e f a s 	 G  r e v   v e r i t a b a n 1  a y a r l a r 1	 C  i   t   c . s   d . l i u   c . v i c 	 P e n g a t u r a n   d a t a b a s e   t u g a s 	 S e t i n g   p a n g k a l a n   d a t a   t u g a s a n 	 	>	8	M		  !	>		>	,	G	8	  8	G		?			M	8		 	 	 	 F e l a d a t - a d a t b  z i s   b e  l l  t  s o k 	 	 	 	 T a k e n   d a t a b a s e - i n s t e l l i n g e n 	 	 	 S e t r i   b a z   d e   d a t e   s a r c i n i 	 	 	       	 	 	 *F7JEG'  ~'J'G  /'/G  C'1G'	 	 	 					  					  							  							  						 	 	 	 	 	 	 	 	 I n s t e l l i n g s   v a n   t a k e - d a t a b a s i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   b a n c o   d e   d a d o s   d e   t a r e f a s 
 
 S T R _ I D _ S Y N C _ A P P _ N O T E 	 S y n c M L 	 H I N T ,   T W O S T A T E 	 N o t e s 	 N o t e s 	 P_	 Yl	 16"H-	 N o t a s   	 N o t e s 	 N o t i z e n 	 @8<5G0=8O	 N o t e 	 ED'-8'*	 N o t a s 	 N o t l a r 	 G h i   c h  	 C a t a t a n 	 N o t a 	 (	K		M	8		 	 	 	 J e g y z e t e k 	 	 	 	 O p m e r k i n g e n 	 	 	 N o t e 	 	 	 	 	 	 J'//'4*G'	 	 	 			  	 	 	 	 	 	 	 	 	 N o t a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t a s 
 
 S T R _ I D _ S Y N C _ A P P _ T A S K 	 S y n c M L 	 H I N T ,   T W O S T A T E 	 T a s k s 	 T a s k s 	 NR	 NR	 2	 T a r e a s 	 T  c h e s 	 A u f g a b e n 	 040G8	 I m p e g n i 	 'DEG'E	 T a r e f a s 	 G  r e v l e r 	 C . v i c 	 T u g a s 	 T u g a s a n 	 	>	0	M	/		 	 	 	 F e l a d a t o k 	 	 	 	 T a k e n 	 	 	 S a r c i n i 	 	 	 	 	 	 C'1G'	 	 	 					  				 	 	 	 	 	 	 	 	 T a k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r e f a s 
 
 S T R _ I D _ S Y N C _ A P P _ C A L 	 S y n c M L 	 H I N T ,   T W O S T A T E 	 C a l e n d a r 	 C a l e n d a r 	 ef	 eS	 44	 C a l e n d a r i o 	 C a l e n d r i e r 	 K a l e n d e r 	 0;5=40@L	 C a l e n d a r i o 	 'D*BHJE	 C a l e n d  r i o 	 T a k v i m 	 L c h 	 K a l e n d e r 	 K a l e n d a r 	 	H	2	G		!	0		 	 	 	 N a p t  r 	 	 	 	 K a l e n d e r 	 	 	 C a l e n d a r 	 	 	   	 	 	 *BHJE	 	 	 												 	 	 	 	 	 	 	 	 K a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a l e n d  r i o 
 
 S T R _ I D _ P R O G R E S S _ C A L _ D A T A S T O R E _ S E N D I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 S e n d i n g   c a l e n d a r 	 S e n d i n g   c a l e n d a r 	 Pef-N	 ck(WSeS	 3%1*H44	 C a l e n d a r i o   d e   e n v  o 	 E n v o i   d u   c a l e n d r i e r 	 K a l e n d e r   w i r d   g e s e n d e t 	 B>A;0BL  :0;5=40@L	 I n v i o   c a l e n d a r i o   i n   c o r s o 	 %13'D  'D*BHJE	 A   e n v i a r   c a l e n d  r i o 	 T a k v i m   g  n d e r i l i y o r 	 a n g   g i   l c h 	 M e n g i r i m   k a l e n d e r 	 M e n g h a n t a r   k a l e n d a r 	 	H	2	G	(	M	!	0	  -	G		>	  	>	  0	9	>	  9	H		 	 	 	 N a p t  r   k  l d  s e 	 	 	 	 K a l e n d e r   w o r d t   v e r z o n d e n 	 	 	 T r i m i t e r e   c a l e n d a r 	 	 	     	 	 	 /1-'D  A13*'/F  *BHJE	 	 	 								  							  						 	 	 	 	 	 	 	 	 S t u u r   t a n s   k a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a n d o   c a l e n d  r i o 
 
 S T R _ I D _ P R O G R E S S _ C A L _ D A T A S T O R E _ R E C E I V E D 	 S y n c M L 	 P O P U P C O N F I R M 	 R e c e i v i n g   c a l e n d a r 	 R e c e i v i n g   c a l e n d a r 	 c6eef-N	 ck(Wc6eeS	 3%1#144	 C a l e n d a r i o   d e   r e c e p c i  n 	 R  c e p t i o n   d u   c a l e n d r i e r 	 K a l e n d e r   w i r d   e m p f a n g e n 	 >;CG8BL  :0;5=40@L	 R i c e z i o n e   c a l e n d a r i o   i n   c o r s o 	 '3*B('D  'D*BHJE	 A   r e c e b e r   c a l e n d  r i o 	 T a k v i m   a l 1n 1y o r 	 a n g   n h n   l c h 	 M e n e r i m a   k a l e n d e r 	 M e n e r i m a   k a l e n d a r 	 	H	2	G	(	M	!	0	  *	M	0	>	*	M	$	  9	K	  0	9	>	  9	H		 	 	 	 N a p t  r   f o g a d  s a 	 	 	 	 K a l e n d e r   w o r d t   o n t v a n g e n 	 	 	 P r i m i r e   c a l e n d a r 	 	 	     	 	 	 /1-'D  /1J'A*  *BHJE	 	 	 								  					  					 	 	 	 	 	 	 	 	 O n t v a n g   t a n s   k a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c e b e n d o   c a l e n d  r i o 
 
 S T R _ I D _ P R O G R E S S _ C A L _ D A T A S T O R E _ D O N E 	 S y n c M L 	 P O P U P C O N F I R M 	 C a l e n d a r   s y n c   d o n e 	 C a l e n d a r   s y n c   d o n e 	 efTek[b	 eSTek[b	 4L44@*#GA%I'	 S i n c r o n i z a c i  n   d e   c a l e n d a r i o   r e a l i z a d a 	 S y n c   c a l e n d r i e r   e f f e c t u  e 	 K a l e n d e r s y n c h r o n i s i e r u n g   f e r t i g 	 0;5=40@L  A8=E@>=870F88  3>B>2	 S i n c r o n i z z a z i o n e   c a l e n d a r i o   e s e g u i t a 	 *E  *2'EF  'D*BHJE	 S i n c .   d o   c a l e n d  r i o   c o n c l u  d a 	 T a k v i m   s e n k r o n i z a s y o n u   t a m a m l a n d 1	    n g   b   h  a   l c h 	 S i n k r o n i s a s i   k a l e n d e r   s e l e s a i 	 P e n y e g e r a k k a n   k a l e n d a r   s e l e s a i 	 	H	2	G	(	M	!	0	  8	?			  	?	/	>	  	/	>		 	 	 	 N a p t  r   s z i n k r .   k  s z 	 	 	 	 K a l e n d e r   g e s y n c h r o n i s e e r d 	 	 	 S i n c r o n i z a r e   c a l e n d a r   e f e c t u a t 	 	 	       	 	 	 GE'F3'2  *BHJE  'F,'E  4/	 	 	 								  										  			  						 	 	 	 	 	 	 	 	 K a l e n d e r - s i n k r .   v o l t o o i   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   c a l e n d  r i o   f e i t a 
 
 S T R _ I D _ P R O G R E S S _ C A L _ D A T A S T O R E _ F A I L E D 	 S y n c M L 	 P O P U P C O N F I R M 	 C a l e n d a r   s y n c   f a i l e d 	 C a l e n d a r   s y n c   u n f i n i s h e d 	 efTek*g[b	 eSTek*g[b	 444LD!H@*#G	 S i n c r o n i z a c i  n   d e   c a l e n d a r i o   f i n a l i z d a 	 S y n c   d u   c a l e n d r i e r   n o n   f i n i e 	 K a l e n d e r s y n c h r o n i s i e r u n g   f e h l g e s c h l a g e n 	 5  C40;>AL  A>740BL  :0;5=40@L  A8=E@>=870F88	 S i n c r   c a l e n d a r i o   n o n   t e r m i n a t a 	 DE  JF*GP  *2'EF  'D*BHJE	 S i n c r o n i z a   o   d o   C a l e n d  r i o   n  o   c o n c l u  d a 	 T a k v i m   e _l e m e   b i t m e d i 	 C h a   . b   h  a   l c h   x o n g 	 S i n k r o n i s a s i   k a l e n d e r   b e l u m   s e l e s a i 	 P e n y e g e r a k k a n   k a l e n d a r   t i d a k   s e l e s a i 	 	H	2	G		!	0	  8	?			  	'	B	0	>		 	 	 	 A   n a p t  r s z i n k .   n i n c s   k  s z 	 	 	 	 K a l e n d e r s y n c h r o n i s a t i e   n i e t   v o l t o o i d 	 	 	 S i n c r o n i z a r e   c a l e n d a r   n e f i n a l i z a t 	 	 	         	 	 	 GE3'F  3'2  *BHE  *E'E  F4/G  '3*	 	 	 											  														  										 	 	 	 	 	 	 	 	 K a l e n d e r - s i n k r .   o n v o l t o o i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   c a l e n d  r i o   i n a c a b a d a 
 
 S T R _ I D _ P R O G R E S S _ C A L _ D A T A S T O R E _ U P D A T I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 U p d a t i n g   c a l n e d a r 	 U p d a t i n g   c a l e n d a r 	 feef-N	 ck(WfeeS	 3%1-1@44	 A c t u a l i z a n d o   c a l e n d a r i o 	 M i s e      j o u r   e n   c o u r s   d u   c a l e n d r i e r 	 K a l e n d e r   w i r d   a k t u a l i s i e r t 	 1=>28BL  :0;5=40@L	 A g g i o r n a m e n t o   c a l e n d a r i o   i n   c o r s o 	 *-/J+  'D*BHJE	 A   a c t u a l i z a r   c a l e n d  r i o 	 T a k v i m   g  n c e l l e n i y o r 	 a n g   c . n h t   l c h 	 M e m p e r b a r u i   k a l e n d e r 	 M e m p e r b a h a r u i   k a l e n d a r 	 	H	2	G	(	M	!	0	  	&	M	/	$	(	  9	K	  0	9	>	  9	H		 	 	 	 N a p t  r   f r i s s  t  s e 	 	 	 	 K a l e n d e r   w o r d t   b i j g e w e r k t 	 	 	 A c t u a l i z a r e   c a l e n d a r 	 	 	       	 	 	 (GF'E  3'2  *BHJE	 	 	 								  								  						 	 	 	 	 	 	 	 	 W e r k   t a n s   k a l e n d e r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a n d o   c a l e n d  r i o   
 
 S T R _ I D _ P R O G R E S S _ N O T E _ D A T A S T O R E _ R E C E I V E D 	 S y n c M L 	 P O P U P C O N F I R M 	 r e c e i v i n g   n o t e s 	 R e c e i v i n g   n o t e s 	 c6eP_-N	 ck(Wc6eYl	 3%1#116"H-	 R e c i b i e n d o   n o t a s   	 N o t e s   d e   r  c e p t i o n 	 N o t i z e n   w e r d e n   e m p f a n g e n 	 >;CG5=85  ?@8<5G0=89	 R i c e z i o n e   n o t e   i n   c o r s o 	 '3*B('D  ED'-8'*	 A   r e c e b e r   n o t a s 	 N o t l a r   a l 1n 1y o r 	 a n g   n h n   g h i   c h  	 M e n e r i m a   c a t a t a n 	 M e n e r i m a   n o t a 	 (	K		M	8	  *	M	0	>	*	M	$	  9	K	  0	9	G	  9	H			 	 	 	 J e g y z e t e k   f o g a d  s a 	 	 	 	 O p m e r k i n g e n   o n t v a n g e n 	 	 	 P r i m i r e   n o t e 	 	 	   	 	 	 /1'A*  '//'4*G'	 	 	 			  						d	  	 	 	 	 	 	 	 	 	 O n t v a n g   t a n s   n o t a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c e b e n d o   n o t a s 
 
 S T R _ I D _ P R O G R E S S _ N O T E _ D A T A S T O R E _ S E N D I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 n o t e   s e n d i n g 	 S e n d i n g   n o t e s 	 PP_-N	 ck(WSYl	 3%1*H16"H-	 E n v i a n d o   n o t a s   	 N o t e s   d ' e n v o i 	 N o t i z e n   w e r d e n   g e s e n d e t 	 5@540G0  ?@8<5G0=89	 I n v i o   n o t e   i n   c o r s o 	 %13'D  ED'-8'*	 A   e n v i a r   n o t a s 	 N o t l a r   g  n d e r i l i y o r 	 a n g   g i   g h i   c h  	 M e n g i r i m   c a t a t a n 	 M e n g h a n t a r   n o t a 	 (	K		M	8	  -	G		G	  	>	  0	9	G	  9	H			 	 	 	 J e g y z e t e k   k  l d  s e 	 	 	 	 O p m e r k i n g e n   v e r z e n d e n 	 	 	 T r i m i t e r e   n o t e 	 	 	   	 	 	 A13*'/F  '//'4*G'	 	 	 			  								d	  	 	 	 	 	 	 	 	 	 S t u u r   t a n s   n o t a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a n d o   n o t a s 
 
 S T R _ I D _ P R O G R E S S _ N O T E _ D A T A S T O R E _ D O N E 	 S y n c M L 	 P O P U P C O N F I R M 	 N o t e s   s y n c   d o n e 	 N o t e s   s y n c   d o n e 	 P_Tek[b	 YlTek[b	 4L16"H-@*#GA%I'	 S i n c r o n i z a c i  n   d e   n o t a s   r e a l i z a d a 	 S y n c   d e s   n o t e s   t e r m i n  e 	 S y n c h r o n i s i e r u n g   d e r   N o t i z e n   f e r t i g 	 K?>;=5=0  A8=E@>=870F8O  ?@8<5G0=89	 S i n c r o n i z z a z i o n e   n o t e   e f f e t t u a t a 	 *E  *2'EF  'DED'-8'*	 S i n c .   d a s   n o t a s   c o n c l u  d a 	 N o t l a r 1n   s e n k r o n i z a s y o n u   t a m a m l a n d 1	    . b   h  a   g h i   c h  	 S i n k r o n i s a s i   c a t a t a n   s e l e s a i 	 P e n y e g e r a k k a n   n o t a   s e l e s a i 	 (	K		M	8	  8	?			  	?	/	>	  	/	>		 	 	 	 A   j e g y z e t e k   s z i n k r o n i z  l v a 	 	 	 	 S y n c h r o n i s a t i e   v a n   o p m e r k i n g e n   v o l t o o i d 	 	 	 S i n c r o n i z a r e   n o t e   e f e c t u a t 	 	 	     	 	 	 GE3'F3'2  '//'4*G'  ~''F  'A*	 	 	 											  			  							    					d	  	 	 	 	 	 	 	 	 	 N o t a s   s i n k r .   v o l t o o i   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   n o t a s   f e i t a 
 
 S T R _ I D _ P R O G R E S S _ N O T E _ D A T A S T O R E _ F A I L E D 	 S y n c M L 	 P O P U P C O N F I R M 	 N o t e s   s y n c   u n f i n i s h e d 	 N o t e s   s y n c   u n f i n i s h e d 	 P_Tek*g[b	 YlTek*g[b	 4L16"H-"1D!H@*#G	 S i n c r o n i z a c i  n   d e   n o t a s   n o   f i n a l i z a d a 	 S y n c   d e s   n o t e s   p a s   t e r m i n  e 	 S y n c h r o n i s i e r u n g   d e r   N o t i z e n   n i c h t   b e e n d e t 	 !8=E@>=870F8O  ?@8<5G0=89  =5  7025@H5=0	 S i n c r o n i z z a z i o n e   n o t e   n o n   t e r m i n a t a 	 DE  JF*GP  *2'EF  'DED'-8'*	 S i n c .   d a s   n o t a s   n  o   c o n c l u  d a 	 N o t l a r 1n   s e n k r o n i z a s y o n u   t a m a m l a n m a d 1	 C h a   . b   h  a   g h i   c h    x o n g 	 S i n k r o n i s a s i   c a t a t a n   b e l u m   s e l e s a i 	 P e n y e g e r a k k a n   n o t a   t i d a k   s e l e s a i 	 (	K		M	8	  8	?			  	*	B	0	M	#		 	 	 	 A   j e g y z e t s z i n k r o n i z  l  s   n i n c s   k  s z 	 	 	 	 S y n c h r o n i s a t i e   v a n   o p m e r k i n g e n   n i e t   v o l t o o i d 	 	 	 S i n c r o n i z a r e   n o t e   n e f i n a l i z a t 	 	 	       	 	 	 GE3'F3'2  '//'4*G'  F'*E'E  E'F/	 	 	 											  			  								d	  	 	 	 	 	 	 	 	 	 N o t a s   s i n k r .   n i e   k l a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   n o t a s   i n a c a b a d a 
 
 S T R _ I D _ P R O G R E S S _ N O T E _ D A T A S T O R E _ U P D A T I N G 	 S y n c M L 	 P O P U P C O N F I R M 	 U p d a t i n g   n o t e s 	 U p d a t i n g   n o t e s 	 feP_-N	 ck(WfeYl	 3%1#1#816"H-	 A c t u a l i z a n d o   l a s   n o t a s   	 C h a r g e m e n t   d e s   n o t e s 	 N o t i z e n   w e r d e n   a k t u a l i s i e r t 	 1=>2;5=85  ?@8<5G0=89	 A g g i o r n a m e n t o   n o t e   i n   c o r s o 	 *-/J+  'DED'-8'*	 A   a c t u a l i z a r   n o t a s 	 N o t l a r   g  n c e l l e n i y o r 	 a n g   c . n h t   g h i   c h  	 M e m p e r b a r u i   c a t a t a n 	 M e n g e m a s k i n i k a n   n o t a 	 (	K		M	8	  	&	M	/	$	(	  9	K	  0	9	G	  9	H			 	 	 	 J e g y z e t e k   f r i s s  t  s e 	 	 	 	 O p m e r k i n g e n   w o r d e n   b i j g e w e r k t 	 	 	 A c t u a l i z a r e   n o t e    n   c u r s 	 	 	   	 	 	 /1  -'D  (GF'E  3'2  '//'4*G'	 	 	 			  								  						 	 	 	 	 	 	 	 	 W e r k   t a n s   n o t a s   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a n d o   n o t a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ N O T E _ O K 	 S y n c M L 	 U N L I M 	 N o t e s   s y n c   d o n e 	 N o t e s   d o n e 	 P_Tek[b	 YlTek[b	 16"H-@*#G	 N o t a s   r e a l i z a d a s 	 N o t e s   t e r m i n  e s 	 N o t i z e n   f e r t i g 	 @8<5G0=8O  2K?>;=5=K	 N o t e   e f f e t t u a t e 	 *E*  'DED'-8'*	 N o t a s   c o n c l u  d a s 	 N o t l a r   t a m a m l a n d 1	 G h i   c h    h . t t 	 C a t a t a n   s e l e s a i 	 N o t a   s e l e s a i 	 (	K		M	8	  *	B	0	M	#		 	 	 	 J e g y z e t e k   k  s z e n 	 	 	 	 O p m e r k i n g e n   v o l t o o i d 	 	 	 N o t e   t e r m i n a t e 	 	 	   	 	 	 '//'4*G'  'F,'E  4/F/	 	 	 			  							  					d	  	 	 	 	 	 	 	 	 	 N o t a s   v o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t a s   f e i t a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ N O T E _ N G 	 S y n c M L 	 U N L I M 	 N o t e s   s y n c   u n f i n i s h e d 	 N o t e s   u n f i n i s h e d 	 P_Tek*g[b	 YlTek*g[b	 16"H-"1D!H@*#G	 N o t a s   s i n   f i n a l i z a r 	 N o t e s   p a s   t e r m i n  e s 	 N o t i z e n   n i c h t   b e e n d e t 	 @8<5G0=8O  =5  7025@H5=K	 N o t e   n o n   t e r m i n a t e 	 DE  *F*GP  'DED'-8'*	 N o t a s   n  o   c o n c l u  d a s 	 N o t l a r   t a m a m l a n m a d 1	 G h i   c h    c h a   h . t t 	 C a t a t a n   b e l u m   s e l e s a i 	 N o t a   t i d a k   s e l e s a i 	 (	K		M	8	  	*	B	0	M	#		 	 	 	 A   j e g y z e t e k   n i n c s e n e k   k  s z e n 	 	 	 	 O p m e r k i n g e n   n i e t   v o l t o o i d 	 	 	 N o t e   n e t e r m i n a t e 	 	 	     	 	 	 '//'4*G'  F'*E'E  E'F/F/	 	 	 			  								  	 	 	 	 	 	 	 	 	 N o t a s   n i e   k l a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t a s   i n a c a b a d a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ N O T E _ C K 	 S y n c M L 	 U N L I M 	 p l s   c h e c k   n o t e s   s y n c 	 P l e a s e   c h e c k   n o t e s   s e t t i n g s 	 ˊjgP_-[	 hgYln	 B##'*-2#1IH216"H-	 V e r i f i q u e   l a   c o n f i g u r a c i  n   d e   l a s   n o t a s   	 V e u i l l e z   v  r i f i e r   l e s   r  g l a g e s   d e s   n o t e s 	 B i t t e   N o t i z e n e i n s t e l l u n g e n   p r  f e n 	 @>25@LB5  ?0@0<5B@K  ?@8<5G0=89	 C o n t r o l l a r e   l e   i m p o s t a z i o n i   d e l l e   n o t e 	 J1,I  'D*-BB  EF  %9/'/'*  'DED'-8'*	 V e r i f i q u e   a s   d e f i n i   e s   d a s   n o t a s 	 L  t f e n   n o t   a y a r l a r 1n 1  k o n t r o l   e d i n 	 H  y   k i m   t r a   c  i   t   g h i   c h  	 P e r i k s a   p e n g a t u r a n   c a t a t a n 	 S i l a   p e r i k s a   s e t i n g   n o t a 	 	C	*	/	>	  (	K		M	8	  8	G		?			M	8	  	H		  	0	G			 	 	 	 E l l e n Qr i z z e   a   j e g y z e t - b e  l l  t  s o k a t 	 	 	 	 C o n t r o l e e r   d e   i n s t e l l i n g e n   v a n   d e   o p m e r k i n g e n 	 	 	 V e r i f i c a ci   s e t r i l e   p e n t r u   n o t e 	 	 	       	 	 	 D7A'  *F8EJG'  '//'4*G'  1'  (113  CFJ/	 	 	 							  			  					  					  					  				  	 	 	 	 	 	 	 	 	 G a a n   a s s e b l i e f   n o t a - i n s t e l l i n g s   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r i f i q u e   a s   c o n f i g u r a   e s   d e   n o t a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ N O T E _ N O 	 S y n c M L 	 U N L I M 	 n o t e s   n o t   s y n c 	 N o t e s   n o t   s y n c 	 P_*gTek	 Yl*gTek	 16"H-D!H4L	 N o t a s   n o   s i n c r o n i z a d a s 	 N o t e s   p a s   s y n c 	 N o t i z e n   n i c h t   s y n c h r o n i s i e r e n 	 @8<5G0=8O  =5  A8=E@>=878@>20=K	 N o t e   n o n   s i n c r o n i z z a t e 	 DE  **2'EF  'DED'-8'*	 N o t a s   n  o   s i n c r o n i z a d a s 	 N o t l a r   s e n k r o n i z e   d e i l 	 C h a   . b   h  a   g h i   c h  	 C a t a t a n   t i d a k   d i s i n k r o n i s a s i 	 N o t a   t i d a k   d i s e g e r a k k a n 	 (	K		M	8	  8	?			  (	9	@		  9	A			 	 	 	 A   j e g y z e t e k   n i n c s e n e k   s z i n k r . 	 	 	 	 O p m e r k i n g e n   n i e t   g e s y n c h r o n i s e e r d 	 	 	 N o t e   n e s i n c r o n i z a t e 	 	 	     	 	 	 '//'4*G'  GE3'F3'2  F4/F/	 	 	 					  											  		  	 	 	 	 	 	 	 	 	 N o t a s   n i e   g e s i n k r .   n i e   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o t a s   n  o   s i n c r o n i z a d a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ T A S K _ O K 	 S y n c M L 	 U N L I M 	 E m a i l   s y n c   d o n e 	 T a s k s   d o n e 	 NRTek[b	 NRTek[b	 2@*#GA%I'	 T a r e a s   r e a l i z a d a s 	 T  c h e s   e f f e c t u  e s 	 A u f g a b e n   f e r t i g 	 O k 	 I m p e g n i   e s e g u i t i 	 *E*  'DEG'E	 T a r e f a s   c o n c l u  d a s 	 G  r e v l e r   t a m a m l a n d 1	 C . v i c   h . t t 	 T u g a s   s e l e s a i 	 T u g a s a n   s e l e s a i 	 	>	0	M	/	  *	B	0	M	#		 	 	 	 A   f e l a d a t o k   k  s z e n 	 	 	 	 T a k e n   g e r e e d 	 	 	 S a r c i n i   f i n a l i z a t e 	 	 	   	 	 	 C'1G'  'F,'E  4/F/	 	 	 			  							  			  						 	 	 	 	 	 	 	 	 T a k e   v o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r e f a s   f e i t a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ T A S K _ N G 	 S y n c M L 	 U N L I M 	 E m a i l   s y n c   u n f i n i s h e d 	 T a s k s   u n f i n i s h e d 	 NRTek*g[b	 NRTek*g[b	 2"1D!H@*#G	 T a r e a s   s i n   f i n a l i z a r 	 T  c h e s   n o n   t e r m i n  e s 	 A u f g a b e n   n i c h t   b e e n d e t 	 5  7025@H5=>	 I m p e g n i   n o n   t e r m i n a t i 	 DE  *F*GP  'DEG'E	 T a r e f a s   n  o   c o n c l u  d a s 	 G  r e v l e r   t a m a m l a n m a d 1	 C . v i c   c h a   h . t t 	 T u g a s   b e l u m   s e l e s a i 	 T u g a s a n   b e l u m   s e l e s a i 	 	>	0	M	/	  	*	B	0	M	#		 	 	 	 A   f e l a d a t o k   n i n c s e n e k   k  s z e n 	 	 	 	 T a k e n   n i e t   v o l t o o i d 	 	 	 S a r c i n i   n e t e r m i n a t e 	 	 	   	 	 	 C'1G'  F'*E'E  E'F/F/	 	 	 			    							  	 	 	 	 	 	 	 	 	 T a k e   o n v o l t o o i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r e f a s   i n a c a b a d a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ T A S K _ C K 	 S y n c M L 	 U N L I M 	 P l e a s e   c h e c k   t a s k   s e t t i n g s 	 P l e a s e   c h e c k   t a s k s   s e t t i n g s 	 ˊjgNR-[	 hgNRn	 B##'*-2#1IH22	 P o r   f a v o r   v e r i f i q u e   l a   c o n f i g u r a c i  n   d e   l a s   t a r e a s 	 V e u i l l e z   v  r i f i e r   l e s   r  g l a g e s   d e s   t  c h e s 	 B i t t e   A u f g a b e n e i n s t e l l u n g e n   p r  f e n 	 @>25@8BL  =0AB@>9:8  7040G	 C o n t r o l l a r e   l e   i m p o s t a z i o n i   d e g l i   i m p e g n i 	 J1,I  'D*-BB  EF  %9/'/'*  'DEG'E	 V e r i f i q u e   a s   d e f i n i   e s   d e   t a r e f a s 	 L  t f e n   g  r e v   a y a r l a r 1n 1  k o n t r o l   e d i n 	 H  y   k i m   t r a   c  i   t   c . v i c 	 P e r i k s a   p e n g a t u r a n   t u g a s 	 S i l a   p e r i k s a   s e t i n g   t u g a s a n 	 	C	*	/	>	  	>	0	M	/	  8	G		?			M	8	  	H		  	0	G			 	 	 	 E l l e n Qr i z z e   a   f e l a d a t - b e  l l  t  s o k a t 	 	 	 	 C o n t r o l e e r   d e   t a a k i n s t e l l i n g e n 	 	 	 V e r i f i c a ci   s e t r i l e   p e n t r u   s a r c i n i 	 	 	       	 	 	 D7A'  *F8EJG'  C'1G'  1'  (113  CFJ/	 	 	 							  			  					  					  					  				  	 	 	 	 	 	 	 	 	 G a a n   a s s e b l i e f   t a k e - i n s t e l l i n g s   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r i f i q u e   a s   c o n f i g u r a   e s   d e   t a r e f a s 
 
 S T R _ I D _ S Y N C _ R E P O R T _ T A S K _ N O 	 S y n c M L 	 U N L I M 	 T o - d o   n o t   s y n c 	 T a s k s   n o t   s y n c 	 NR*gTek	 NR*gTek	 2D!H4L	 T a r e a s   n o   s i n c r o n i z a d a s 	 T  c h e s   p a s   s y n c . 	 A u f g a b e n   n i c h t   s y n c h r o n i s i e r e n 	 040G8  =5  A8=E@>=878@>20=K	 I m p e g n i   n o n   s i n c r o n i z z a t i 	 'DEG'E  :J1  E*2'EF)	 T a r e f a s   n  o   s i n c r o n i z a d a s 	 G  r e v l e r   s e n k r o n i z e   d e i l 	 C h a   . b   h  a   c . v i c 	 T u g a s   t i d a k   d i s i n k r o n i s a s i 	 T u g a s a n   t i d a k   d i s e g e r a k k a n 	 	>	0	M	/	  8	?			  (	9	@		  9	A			 	 	 	 A   f e l a d a t o k   n i n c s e n e k   s z i n k r . 	 	 	 	 T a k e n   n i e t   g e s y n c h r o n i s e e r d 	 	 	 S a r c i n i   n e s i n c r o n i z a t e 	 	 	     	 	 	 GE3'F3'2  C'1G'  'F,'E  F4/	 	 	 					  										  			  				  	 	 	 	 	 	 	 	 	 T a k e   n i e   g e s i n k r .   n i e   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r e f a s   n  o   s i n c r o n i z a d a s 
 
 S T R _ I D _ S Y N C M L _ C O L O N 	 S y n c M L 	 U N L I M 	 : 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ S Y N C M L _ Q U E T I O N _ M A R K 	 S y n c M L 	 U N L I M 	 ? 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ? 
 
 S T R _ I D _ S Y N C _ A P P _ S Y N C _ S E T T I N G _ P R O M P T 	 S y n c M L 	 P O P U P 	 N o   s p e c i f i e d   a p p l i c a t i o n 	 N o   s p e c i f i e d   a p p l i c a t i o n 	 !qc[vTeka(u	 ec[vTek^(u	 D!H!5A-%4@
1H5H#08	 N o   s e   e s p e c i f i c    l a   a p l i c a c i  n   	 A u c u n e   a p p l i c a t i o n   s p  c i f i  	 K e i n e   f e s t g e l e g t e   A n w e n d u n g 	 @8;>65=85  =5  C:070=>	 N e s s u n a   a p p l i c a z i o n e   s p e c i f i c a t a 	 D'  JH,/  *7(JB  E-//	 N e n h u m a   a p l i c a   o   e s p e c  f i c a d a 	 U y g u l a m a   b e l i r t i l m e d i 	 C h a   c h n   n g   d n g 	 A p l i k a s i   t i d a k   d i t e n t u k a n 	 T i a d a   a p l i k a s i   t e r p i l i h 	 5	?	(	?	0	M	&	?	7	M		  	(	A	*	M	0	/	K		  (	9	@			 	 	 	 N i n c s   m e g a d o t t   a l k a l m a z  s 	 	 	 	 G e e n   g e s e l e c t e e r d e   t o e p a s s i n g 	 	 	 N i c i o   a p l i c a ci e   s p e c i f i c a t 	 	 	     	 	 	 G  (1F'EG  '  E4.5  F4/G  '3*	 	 	 			  									  									  				 	 	 	 	 	 	 	 	 G e e n   t o e p a s s i n g   g e s p e s i f i s e e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   a p l i c a t i v o   e s p e c i f i c a d o 
 
 S T R _ I D _ S Y N C _ E D I T _ A P P _ T O _ S Y N C _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 A s k   f o r   c o n f i r m   e d i t   a p p l i c a t i o n s   t o   s y n c 	 S e l e c t   a p p l i c a t i o n s   t o   s y n c   n o w ? 	 /f&TxdTeka(u	 /f&T	bTek^(u	 @%7-A-%4@
1H5H04L@5K"'5I? 	  S e l e c c i o n a r   a p l i c a c i o n e s   a   s i n c r o n i z a r   a h o r a ? 	 S  l e c t i o n n e r   l e s   a p p l i c a t i o n s      s y n c   ? 	 Z u   s y n c h r o n i s i e r e n d e   A n w e n d u n g e n   j e t z t   a u s w  h l e n ? 	 K1@0BL  ?@8;>65=8O  4;O  A8=E@>=870F88? 	 S e l e z i o n a r e   o r a   l e   a p p l i c a z i o n i   d a   s i n c r ? 	 '.*J'1  'D*7(JB'*  DD*2'EF  'D"F	 S e l e c c i o n a r   a p l i c a   e s   p a r a   s i n c r o n i z a r   a g o r a ? 	 E _l e n e c e k   u y g u l a m a l a r 1  _i m d i   s e  ? 	 C h n   n g   d n g     . b   h  a   n g a y ? 	 P i l i h   a p l i k a s i   y a n g   a k a n   d i s i n k r o n i s a s i   s e k a r a n g ? 	 P i l i h   a p l i k a s i   u n t u k   d i s e g e r a k k a n   s e k a r a n g ? 	 8	?			  	G	  2	?		  	(	A	*	M	0	/	K		  	A	(	G		? 	 	 	 	 K i v  l a s z t j a   a   s z i n k r o n i z  l a n d    a l k a l m a z  s o k a t ? 	 	 	 	 T o e p a s s i n g e n   s e l e c t e r e n   o m   n u   t e   s y n c h r o n i s e r e n ? 	 	 	 S e l e c t a ci   a p l i c a ci i   p e n t r u   s i n c r o n i z a r e   a c u m ? 	 	 	       ? 	 	 	 'FHF  (1F'EG  G'  1'  G  E.H'G/  GE3'F  3'2  4HF/  (1E2F/	 	 	 			  											  				  				  									  								  					? 	 	 	 	 	 	 	 	 	 K i e s   n o u   t o e p a s s i n g s   o m   t e   s i n k r . ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   a p l i c a t i v o s   a   s i n c r o n i z a r   a g o r a ? 
 
 S T R _ I D _ S Y N C _ D E V _ M A I N 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 D e v i c e   s y n c   m a i n   m e n u 	 P h o n e   s y n c 	 Kb_jTek	 Kb:gTek	 4LB#(1L	 S i n c r o n i z a c i  n   d e   t e l  f o n o   	 S y n c   t  l  p h o n e 	 T e l e f o n s y n c h r o n i s i e r u n g 	 "5;5D>==0O  A8=E@>=870F8O	 S i n c r o n i z z a z i o n e   t e l e f o n o 	 *2'EF  'DG'*A	 S i n c r o n i z a r   t e l e f o n e 	 T e l e f o n   s e n k r o n i z a s y o n u 	 . b   h  a   . t h o i ? 	 S i n k r o n i s a s i   t e l e p o n 	 P e n y e g e r a k k a n   t e l e f o n 	 +	K	(	  8	?			M	0	K	(	>			G	6	(	  	 	 	 	 T e l e f o n   s z i n k . 	 	 	 	 T e l e f o o n   s y n c h r o n i s e r e n 	 	 	 S i n c r o n i z a r e   t e l e f o n 	 	 	   	 	 	 GE3'F3'2  *DAF	 	 	 			  														  	 	 	 	 	 	 	 	 	 F o o n s i n k r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   d e   t e l e f o n e 
 
 S T R _ I D _ S Y N C _ D E V _ S Y N C 	 S y n c M L 	 I C O N T E X T 	 S t a r t   s y n c   f r o m   b t   s e a r c h 	 S y n c 	 Tek	 Tek	 4L	 S i n c r o n i z a c i  n   	 S y n c 	 S y n c h r . 	 !8=E. 	 S i n c r o n i z z a 	 *2'EF	 S i n c r o n i z a r 	 S e n k r o n i z a s y o n 	 . b   h  a 	 S i n k r o n i s a s i 	 S e g e r a k k a n 	 8	?			M	0	K	(	>			G	6	(	  	 	 	 	 S z i n k . 	 	 	 	 S y n c h r o n i s e r e n 	 	 	 S i n c r o n i z a r e 	 	 	 	 	 	 GE3'F  3'2	 	 	 														  	 	 	 	 	 	 	 	 	 S i n k r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o 
 
 S T R _ I D _ S Y N C _ D E V _ P H O N E S 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 P h o n e s   w h i c h   h a v e   s y n c e d   b e f o r e 	 P h o n e s 	 Kb_j	 Kb:g	 B#(1L	 T e l  f o n o s   	 T  l  p h o n e s 	 T e l e f o n e 	 "5;5D>=K	 T e l e f o n i 	 'DGH'*A	 T e l e f o n e s 	 T e l e f o n l a r 	 . t h o i 	 T e l e p o n 	 T e l e f o n 	 +	K	(	  	 	 	 	 F e j h a l l g a t  	 	 	 	 T e l e f o o n s 	 	 	 T e l e f o a n e 	 	 	 	 	 	 *DAFG'	 	 	 			  	 	 	 	 	 	 	 	 	 T e l e f o n e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e s 
 
 S T R _ I D _ S Y N C _ D E V _ C O N N _ A C C E P T _ A S K 	 S y n c M L 	 P O P U P C O N F I R M 	 A c c e p t   c o n n e c t i o n   f r o m   f a r   e n d 	 A c c e p t   c o n n e c t i o n   r e q u e s t   f r o m   	 /f&TcS#P}ˊBlO	 /f&TcSޏcBleg	 "-!#13-2#@
7H-!H-2	 A c e p t a r   l a   s o l i c i t u d   d e   c o n e x i  n   d e 	 A c c e p t e r   l e s   r e q u  t e s   d e   c o n n e x i o n   p r o v e n a n t   d e 	 V e r b i n d u n g s a n f r a g e   a k z e p t i e r e n   v o n 	 @8=OBL  70?@>A  A>548=5=8O  >B	 A c c e t t a   r i c h i e s t a   d i   c o n n e s s i o n e   d a 	 B(HD  7D(  'D'*5'D  EF	 A c e i t a r   p e d i d o   d e   l i g a   o   d e 	 k i _i s i n d e n   b a l a n t 1  t a l e b i n i   k a b u l   e t 	 C h p   n h n   y  u   c u   k t   n i   t   	 T e r i m a   p e r m i n t a a n   s a m b u n g a n   d a r i 	 T e r i m a   p e r m i n t a a n   s a m b u n g a n   d a r i p a d a 	 8	G	  	(	G		M	6	(	  	(	A	0	K	'	  8	M	5	@		>	0	  	0	G			 	 	 	 C s a t l a k o z  s k  r  s   f o g a d  s a   i n n e n 	 	 	 	 V e r b i n d i n g s v e r z o e k   a c c e p t e r e n   v a n 	 	 	 A c c e p t a r e   s o l i c i t a r e   d e   c o n e c t a r e   d e   l a 	 	 	         	 	 	 ~014  /1.H'3*  '1*('7  '2  	 	 	 							  				  							  					  			  						 	 	 	 	 	 	 	 	 A a n v a a r   v e r b i n d i n g v e r s o e k   v a n a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   s o l i c i t a   o   d e   c o n e x  o   d e 
 
 S T R _ I D _ S Y N C _ D E V _ S Y N C _ A C C E P T _ A S K 	 S y n c M L 	 P O P U P C O N F I R M 	 A c c e p t   s y n c   f r o m   f a r   e n d 	 A c c e p t   s y n c   r e q u e s t   f r o m   	 /f&TcSTekˊBlO	 /f&TcSTekBleg	 "-!#13-2#4B#DL2	 A c e p t a r   l a   s o l i c i t u d   d e   s i n c r o n i z a c i  n   d e 	 A c c e p t e r   l e s   r e q u  t e s   d e   s y n c h r o n i s a t i o n   p r o v e n a n t   d e 	 S y n c h r o n i s i e r u n g s a n f r a g e   a k z e p t i e r e n   v o n 	 @8=OBL  70?@>A  A8=E@>=870F88  >B	 A c c e t t a   r i c h i e s t a   d i   s i n c r o n i z z a z i o n e   d a 	 B(HD  7D(  'DE2'EF)  EF	 A c e i t a r   p e d i d o   d e   s i n c r o n i z a   o   d e 	 k i _i s i n d e n   z a m a n   u y u m u   t a l e b i n i   k a b u l   e t 	 C h p   n h n   y  u   c u   n g   b   t   	 T e r i m a   p e r m i n t a a n   s i n k r o n i s a s i   d a r i 	 T e r i m a   p e r m i n t a a n   p e n y e g e r a k a n   d a r i p a d a 	 8	G	  8	.		>	2	(	  	(	A	0	K	'	  8	M	5	@		>	0	  	0	G			 	 	 	 S z i n k r o n i z  l  s - k  r  s   f o g a d  s a   i n n e n 	 	 	 	 S y n c h r o n i s a t i e v e r z o e k   a c c e p t e r e n   v a n 	 	 	 A c c e p t a r e   s o l i c i t a r e   d e   s i n c r o n i z a r e   d e   l a   	 	 	         	 	 	 ~014  /1.H'3*  GE3'F  3'2  '2  	 	 	 																	  							  					  			  					d	  	 	 	 	 	 	 	 	 	 A a n v a a r   s i n c h r o n i s a s i e v e r s o e k   v a n a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   s o l i c i t a   o   d e   s i n c r o n i z a   o   d e 
 
 S T R _ I D _ S Y N C _ D E V _ L O C A L 	 S y n c M L 	 U N L I M 	 l o c a l   d e v i c e 	 L o c a l   p h o n e 	 ,g0WKb_j	 ,g0WKb:g	 B#(1LC#4@'	 T e l  f o n o   l o c a l 	 T  l  p h o n e   l o c a l 	 L o k a l e s   T e l e f o n 	 >:0;L=K9  B5;5D>=	 T e l e f o n o   l o c a l e 	 G'*A  E-DJ	 T e l e f o n e   l o c a l 	 Y e r e l   t e l e f o n 	 . t h o i   t r o n g   n c 	 T e l e p o n   l o k a l 	 T e l e f o n   t e m p a t a n 	 8	M	%	>	(	@	/	  +	K	(	  	 	 	 	 H e l y i   t e l e f o n 	 	 	 	 L o c a l e   t e l e f o o n 	 	 	 T e l e f o n   l o c a l 	 	 	   	 	 	 *DAF  E-D	 	 	 							  			  	 	 	 	 	 	 	 	 	 P l a a s l i k e   t e l e f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   l o c a l 
 
 S T R _ I D _ S Y N C _ P H O N E _ L I S T _ F U L L 	 S y n c M L 	 P O P U P 	 P h o n e   l i s t   i s   f u l l 	 P h o n e   l i s t   i s   f u l l 	 Kb_jnUS]n	 Kb:gRh]n	 #2"2#B#(1L@G!	 L a   l i s t a   d e   t e l  f o n o s   e s t    l l e n a   	 L a   l i s t e   d u   t  l  p h o n e   e s t   p l e i n e 	 T e l e f o n l i s t e   i s t   v o l l 	 !?8A>:  B5;5D>=0  ?5@5?>;=5=	 E l e n c o   t e l e f o n i c o   p i e n o 	 B'&E)  'DG'*A  EE*D&)	 A   l i s t a   t e l e f  n i c a   e s t    c h e i a 	 T e l e f o n   l i s t e s i   d o l u 	 D . s  c h   . t h o i   y 	 D a f t a r   t e l e p o n   p e n u h 	 S e n a r a i   t e l e f o n   p e n u h 	 +	K	(	  8	B		@	  *	B	0	@	  -	0	@	  9	A		  9	H		 	 	 	 M e g t e l t   a   t e l e f o n l i s t a 	 	 	 	 T e l e f o o n l i j s t   i s   v o l 	 	 	 L i s t a   d e   t e l e f o a n e   e s t e   p l i n 	 	 	     	 	 	 AG13*  *DAF  ~1  '3*	 	 	 					  						  					  	 	 	 	 	 	 	 	 	 T e l e f o o n l y s   i s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   l i s t a   d e   t e l e f o n e s   e s t    c h e i a 
 
 S T R _ I D _ S Y N C _ D E V _ F O R B I D E 	 S y n c M L 	 P O P U P 	 P h o n e   s y n c   i s   g o i n g   o n , 	 P h o n e   s y n c   i s   g o i n g   o n , \ n r e t r y   l a t e r ! 	 Kb_jTek-Nˊ
zPQf	 Kb:gTekck(WۏL
zPQՋ	 3%14LB#(1L\ n %-C+!H 2"+%1! 	 S i n c r o n i z a c i  n   d e l   t e l  f o n o   e n   c u r s o , \ n  t r a t e   m  s   t a r d e ! 	 S y n c   d u   t  l  p h o n e   e n   c o u r s , \ n   r  e s s a y e r   p l u s   t a r d ! 	 T e l e f o n s y n c h r .   l  u f t   n o c h , \ n V o r g a n g   s p  t e r   w i e d e r h o l e n ! 	 K?>;=O5BAO  A8=E@>=870F8O  B5;5D>=0,   \ n ?>2B>@8B5  ?>?KB:C  ?>765! 	 S i n c r o n i z z a z i o n e   t e l e f o n o   i n   c o r s o , \ n r i p r o v a r e   p i    t a r d i ! 	 J,1J  'D"F  *2'EF  'DG'*A\ n #9/  'DE-'HD)  AJE'  (9/! 	 S i n c r o n i z a   o   d o   t e l e f o n e   e m   c u r s o , \ n t e n t e   m a i s   t a r d e ! 	 T e l e f o n   s e n k r o n i z a s y o n u   d e v a m   e d i y o r ,   \ n d a h a   s o n r a   t e k r a r   d e n e y i n ! 	 a n g   . b   h  a   . t h o i , \ n t h   l i   s a u ! 	 S i n k r o n i s a s i   t e l e p o n   s e d a n g   b e r l a n g s u n g , \ n c o b a   l a g i   n a n t i ! 	 P e n y e g e r a k k a n   t e l e f o n   s e d a n g   b e r j a l a n , \ n c u b a   s e m u l a   k e m u d i a n ! 	 +	K	(	  8	?			M	0	K	(	>			G	6	(	  	>	0	@	  9	H	,   \ n ,	>	&	  .	G		  *	M	0	/	>	8	  	0	G		!   	 	 	 	 A   t e l e f o n   s z i n k r o n i z  l  s a   f o l y i k . \ n P r  b  l j a   k  s Qb b ! 	 	 	 	 T e l e f o o n s y n c h r o n i s a t i e   g a a t   v e r d e r , \ n l a t e r   n o g   e e n s   p r o b e r e n ! 	 	 	 S i n c r o n i z a r e   t e l e f o n    n   c u r s , \ n r e  n c e r c a ci   m a i   t  r z i u ! 	 	 	       , \ n       ! 	 	 	 GE3'F3'2  *DAF  /1  /3*  'F,'E  '3*/ n /H('1G  39  F/! 	 	 	 					  														  				, \ n 									  					  						  				! 	 	 	 	 	 	 	 	 	 F o o n s i n k r .   g a a n   v o o r t , \ n p r o b e e r   l a t e r   w e e r !   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   d o   t e l e f o n e   e m   c u r s o , \ n t e n t e   m a i s   t a r d e ! 
 
 S T R _ I D _ S Y N C _ D E V _ R E M O T E 	 S y n c M L 	 U N L I M 	 r e m o t e   d e v i c e 	 R e m o t e   p h o n e 	 [eKb_j	 [eKb:g	 B#(1L5H-"9H+H2D%	 T e l  f o n o   r e m o t o   	 T  l  p h o n e   d i s t a n t 	 R e m o t e - T e l e f o n 	 #40;5==K9  B5;5D>=	 T e l e f o n o   r e m o t o 	 G'*A  (9J/	 T e l e f o n e   r e m o t o 	 U z a k t a n   t e l e f o n 	 . t h o i   t   x a 	 T e l e p o n   j a u h 	 T e l e f o n   j a u h 	 0	?	.	K		  +	K	(	  	 	 	 	 T  v o l i   t e l e f o n 	 	 	 	 T e l e f o o n   o p   a f s t a n d 	 	 	 T e l e f o n   l a   d i s t a n c	 	 	   	 	 	 *DAF  /H1/3*	 	 	 					  			  	 	 	 	 	 	 	 	 	 A f s t a n d s t e l e f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   r e m o t o 
 
 S T R _ I D _ S Y N C _ C O M M A 	 S y n c M L 	 U N L I M 	 , 	 ,   	 	 	 ,   	 . 	 ,   	 ,   	 ,   	 ,   	   	 , 	 , 	 ,   	 ,   	 , 	 , 	 	 	 	 ,   	 	 	 	 , 	 	 	 , 	 	 	 ,   	 	 	 ,   	 	 	 , 	 	 	 	 	 	 	 	 	 ,   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ,   
 
 S T R _ I D _ S Y N C _ D E V _ C O N N _ A C C E P T _ A S K _ U P P E R 	 S y c n M L 	 P O P U P C O N F I R M 	 c o n n e c t   a s k 	 A c c e p t   c o n n e c t i o n ? 	 cS#P}	 cSޏc	 "-!#12#@
7H-!H-? 	  A c e p t a r   c o n e x i  n ? 	 A c c e p t e r   c o n n e x i o n   ? 	 V e r b i n d u n g   a k z e p t i e r e n ? 	  07@5H8BL  A>548=5=85? 	 A c c e t t a r e   c o n n e s s i o n e ? 	 B(HD  'D'*5'D	 A c e i t a r   l i g a   o ? 	 B a l a n t 1y 1  k a b u l   e t ? 	 C h p   n h n   k t   n i ? 	 T e r i m a   s a m b u n g a n ? 	 B e n a r k a n   s a m b u n g a n ? 	 	(	G		M	6	(	  8	M	5	@		>	0	  	0	G		? 	 	 	 	 F o g a d j a   a   k a p c s o l a t o t ? 	 	 	 	 V e r b i n d i n g   a c c e p t e r e n ? 	 	 	 A c c e p t a ci   c o n e x i u n e a ? 	 	 	   ? 	 	 	 '1*('7  ~01A*G  4H/	 	 	 					  					  						? 	 	 	 	 	 	 	 	 	 A a n v a a r   v e r b i n d i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   c o n e x  o ? 
 
 S T R _ I D _ S Y N C _ D E V _ S Y N C _ A C C E P T _ A S K _ U P P E R 	 S y n c M L 	 P O P U P C O N F I R M 	 s y n c   c o n f i r m 	 A c c e p t   s y n c ? 	 cSTek	 cSTek	 "-!#12#4B#DL? 	  A c e p t a r   s i n c r o n i z a c i  n ? 	 A c c e p t e r   s y n c h r o n i s a t i o n   ? 	 S y n c h r o n i s i e r u n g   a k z e p t i e r e n ? 	  07@5H8BL  A8=E@>=870F8N? 	 A c c e t t a r e   s i n c r o n i z z a z i o n e ? 	 B(HD  'D*2'EF	 A c e i t a r   s i n c r o n i z a   o ? 	 E _i t l e m e y i   k a b u l   e t ? 	 C h p   n h n   n g   b   h  a ? 	 T e r i m a   s i n k r o n i s a s i ? 	 B e n a r k a n   p e n y e g e r a k k a n ? 	 8	?			M	0	K	(	>			G	6	(	  8	M	5	@		>	0	  	0	G		? 	 	 	 	 F o g a d j a   a   s z i n k r o n i z  l  s t ? 	 	 	 	 S y n c h r o n i s a t i e   a c c e p t e r e n ? 	 	 	 A c c e p t a ci   s i n c r o n i z a r e a ? 	 	 	   ? 	 	 	 GE3'F  3'2  ~01A*G  4H/	 	 	 														  					  						? 	 	 	 	 	 	 	 	 	 A a n v a a r   s i n k r o n i s e r i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e i t a r   s i n c r o n i z a   o ? 
 
 S T R _ I D _ S Y N C _ C A N C E L L E D 	 S y n c M L 	 P O P U P 	 s y n c   c a n c e l l e d 	 S y n c   c a n c e l l e d 	 Tek]Sm	 Tek]Sm	 4L"@%4A%I'	 S i n c .   C a n c e l a d a 	 S y n c   a n n u l  e 	 S y n c h r o n i s i e r u n g   a b g e b r o c h e n 	 !8=E@>=870F8O  >B<5=5=0	 S i n c r   a n n u l l a t a 	 *E  %D:'!  'D*2'EF. 	 S i n c r o n i z a   o   c a n c e l a d a 	 E _i t l e m e   i p t a l   e d i l d i 	    h y   . b   h  a 	 S i n k r o n i s a s i   d i b a t a l k a n 	 P e n y e g e r a k k a n   t e r b a t a l 	 8	?			  0	&	M	&		 	 	 	 S z i n k .   t  r  l v e 	 	 	 	 S y n c h r o n i s a t i e   g e a n n u l e e r d 	 	 	 S i n c r o n i z a r e   a n u l a t 	 	 	   	 	 	 GE3'F  3'2  D:H  4/	 	 	 											  					  			  						 	 	 	 	 	 	 	 	 S i n k r .   g e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i n c r o n i z a   o   c a n c e l a d a 
 
 S T R _ I D _ S Y N C _ R E P O R T _ N O _ S Y N C _ T A T A 	 S y n c M L 	 U N L I M 	 N o   d a t a   i s   s y n c e d . 	 N o   m a t c h e d   d a t a b a s e 	 !q9SMvǌe^	 e9SMvpenc^	 D!H!52I-!9%5H#	 B a s e   d e   d a t o s   s i n   c o r r e s p o n d e n c i a 	 A u c u n e   b a s e   d e   d o n n  e s   c o r r e s p o n d a n t e 	 K e i n e   a n g e g l i c h e n e   D a t e n b a n k 	 5B  ?>4E>4OI59  107K  40==KE	 D a t a b a s e   n o n   c o r r i s p o n d e n t e 	 D'  *H,/  B'9/)  (J'F'*  E7'(B)	 N e n h u m a   b a s e   d e   d a d o s   c o r r e s p o n d e n t e 	 E _l e _e n   v e r i t a b a n 1  y o k 	 K h  n g   c    c   s   d   l i u   t r  n g   n h a u 	 T i d a   a d a   d a t a b a s e   y a n g   c o c o k 	 T i a d a   p a n g k a l a n   d a t a   s e p a d a n 	 	K		  8	.			M	7	  !	>		>	,	G	8	  (	9	@			 	 	 	 N i n c s   e g y e z Q  a d a t b  z i s 	 	 	 	 G e e n   b i j b e h o r e n d e   d a t a b a s e 	 	 	 N i c i o   b a z   d e   d a t e   c o r e s p u n z t o a r e 	 	 	       	 	 	 ~''GG'  /'/G  '  GE.H'F  F/'1F/	 	 	 				  								  					  			 	 	 	 	 	 	 	 	 G e e n   b y p a s s e n d e   d a t a b a s i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   b a n c o   d e   d a d o s   c o r r e s p o n d e n t e 
 
 S T R _ I D _ S Y N C _ I N V A L I D _ S E R V E R _ I N P U T 	 S y n c M L 	 P O P U P 	 i n v a l i d   s e r v e r   a d d r e s s 	 I n v a l i d   s e r v e r   a d d r e s s 	 !qHev:O
ghV0W@W	 eHev
gRhV0W@W	 5H-"9H@4#L@'-#LD!H9I-	 D i r e c c i  n   d e   s e r v i d o r   i n v  l i d a 	 A d r e s s e   d e   s e r v e u r   i n v a l i d e 	 U n g  l t i g e   S e r v e r - A d r e s s e 	 525@=K9  04@5A  A5@25@0	 I n d i r i z z o   s e r v e r   n o n   v a l i d o 	 9FH'F  'D.'/E  :J1  5'D-	 E n d e r e  o   d o   s e r v i d o r   i n v  l i d o 	 G e  e r s i z   s u n u c u   a d r e s i 	 a   c h   m  y   c h   k . h p   l 	 A l a m a t   s e r v e r   t i d a k   v a l i d 	 A l a m a t   p e n g h a n t a r   t a k   s a h 	 	.	>	(	M	/	  8	0	M	5	0	  *	$	>		 	 	 	  r v  n y t e l e n   k i s z o l g  l  c  m 	 	 	 	 O n g e l d i g   s e r v e r a d r e s 	 	 	 A d r e s   s e r v e r   n e v a l i d 	 	 	       	 	 	 F4'F  31H1  F'E9*(1  '3*	 	 	 								  							  						/ 							 	 	 	 	 	 	 	 	 O n g e l d i g e   b e d i e n e r a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d o   s e r v i d o r   i n v  l i d o 
 
 S T R _ I D _ S Y N C _ I N V A L I D _ P O R T _ I N P U T 	 S y n c M L 	 P O P U P 	 I n v a l i d   p o r t   i n p u t 	 V a l i d   p o r t   r a n g e :   1   ~   6 5 5 3 5 	 	gHev#cW{
W1   ~   6 5 5 3 5 	 	gHevzSV1   ~   6 5 5 3 5 	 
H--#L5HC
IDI:   1 ~ 6 5 5 3 5 	 R a n g o   d e   p u e r t o s   v  l i d o :   1 ~ 6 5 5 3 5 	 P l a g e   d e   p o r t   v a l i d e  :   1 ~ 6 5 5 3 5 	 G  l t i g e r   P o r t b e r e i c h :   1 ~ 6 5 5 3 5 	 80?07>=  4>?CAB8<KE  ?>@B>2:   1 - 6 5 5 3 5 	 G a m m a   p o r t a   v a l i d a :   1 ~ 6 5 5 3 5 	 F7'B  'DEFA0  'D5'D-:   1 ~ 6 5 5 3 5 	 I n t e r v a l o   d e   p o r t a s   v  l i d a s :   1 - 6 5 5 3 5 	 G e  e r l i   b a l a n t 1  n o k t a s 1  a r a l 11:   1 ~ 6 5 5 3 5 	 P h m   v i   c n g   h p   l :   1 ~ 6 5 5 3 5 	 J a n g k a u a n   p o r t   y a n g   v a l i d :   1   ~   6 5 5 3 5 	 J u l a t   p o r t   s a h :   1 ~ 6 5 5 3 5 	 .	>	(	M	
 /	  *	K	0	M		  0	G			:   1 ~ 6 5 5 3 5   	 	 	 	  r v  n y e s   p o r t   t a r t o m  n y :   1 ~ 6 5 5 3 5 	 	 	 	 G e l d i g   b e r e i k :   1 ~ 6 5 5 3 5 	 	 	 I n t e r v a l   d e   p o r t   v a l a b i l :   1 ~ 6 5 5 3 5 	 	 	     :   1 ~ 6 5 5 3 5 	 	 	 /'EFG  E,'2  /1'GG':   1 ~ 6 5 5 3 5 	 	 	 							  							  				:   	~ 						 	 	 	 	 	 	 	 	 G e l d i g e   p o o r t b e s t e k :   1 ~ 6 5 5 3 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a i x a   d e   p o r t a   v  l i d a :   1   ~   6 5 5 3 5 
 
 S T R _ I D _ S Y N C _ I N V A L I D _ I P _ I N P U T 	 S y n c M L 	 P O P U P 	 i n v a l i d   I P   i n p u t 	 I n v a l i d   I P   a d d r e s s 	 !qHevI P 0W@W	 eHevI P 0W@W	 5H-"9H  I P   D!H9I-	 D i r e c c i  n   I P   i n v  l i d a 	 A d r e s s e   I P   i n v a l i d e 	 U n g  l t i g e   I P - A d r e s s e 	 525@=K9  I P - 04@5A	 I n d i r i z z o   I P   n o n   v a l i d o 	 9FH'F  I P   :J1  5'D-	 E n d e r e  o   I P   i n v  l i d o 	 G e  e r s i z   i p   a d r e s i 	 a   c h   I P   k . h p   l 	 A l a m a t   I P   t i d a k   v a l i d 	 A l a m a t   I P   t a k   s a h 	 	.	>	(	M	/	  i p   *	$	>		 	 	 	  r v  n y t e l e n   I P - c  m 	 	 	 	 O n g e l d i g   I P - a d r e s 	 	 	 A d r e s   I P   n e v a l i d 	 	 	   i p     	 	 	 F4'F  i p   F'E9*(1  '3*	 	 	 								  				  						/ 							 	 	 	 	 	 	 	 	 O n g e l d i g e   I P - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   I P   i n v  l i d o 
 
 S T R _ I D _ S Y N C _ A P P _ S E T T I N G _ U N M A T C H A B L E 	 S y n c M L 	 P O P U P 	 S p e c i f i e d   a p p   a n d   d a t a b a s e   s e t t i n g   u n m a t c h a b l e 	 S p e c i f i e d   a p p   a n d   d a t a b a s e   s e t t i n g   u n m a t c h a b l e 	 c[a(uz_Txed^-n
N9SM	 c[^(uz^Tpenc^n
N9SM	 A-5H#08A%02#1IH22I-!9%D!H#1	 C o n f i g u r a c i  n   d e   a p l i c a c i  n   y   d e   b a s e   d e   d a t o s   e s p e c i f i c a d a s   n o   s e   c o r r e s p o n d e n   	 A p p l i c a t i o n   s p  c i f i  e   e t   r  g l a g e   d e   b a s e   d o n n  e s   i n c o m p a t i b l e s 	 A n g e g e b e n e   A n w e n d u n g   u n d   D a t e n b a n k e i n s t e l l u n g   n i c h t   a n g l e i c h b a r 	 5A>?>AB028<K  C:070==K5  =0AB@>9:8  ?@8;>65=8O  8  107K  40==KE	 I m p o s t a z i o n e   a p p u n t a m e n t o   s p e c i f i c a t o   e   d a t a b a s e   n o n   c o r r i s p o n d e n t i 	 'D*7(JB  'DE-//  H%9/'/  B'9/)  'D(J'F'*  :J1  E*7'(BJF	 A p l i c a   o   e s p e c i f i c a d a   e   d e f i n i   o   d a   b a s e   d e   d a d o s   n  o   c o r r e s p o n d e n t e 	 B e l i r t i l e n   u y g u l a m a   v e   v e r i t a b a n 1  a y a r 1  e _l e _m e d i 	 n g   d n g   v    c  i   t   c   s   d   l i u      c h n   k h  n g   k h p   n h a u 	 P e n g a t u r a n   d a t a b a s e   d a n   a p l i k a s i   y a n g   d i t e n t u k a n   t i d a k   c o c o k 	 P e n g e s e t a n   p a n g k a l a n   d a t a   d a n   a p l i k a s i   t i d a k   d a p a t   d i p a d a n i 	 (	?	0	M	&	?	7	M		  a p p   	0	  !	>		>	,	G	8	  8	G		?			  ,	G	.	G	2		 	 	 	 A   m e g a d o t t   a l k a l m a z  s    s   a d a t b  z i s   b e  l l  t  s a i   n e m   e g y e z n e k 	 	 	 	 O p g e g e v e n   t o e p a s s i n g   k a n   n i e t   s a m e n   m e t   d a t a b a s e - i n s t e l l i n g 	 	 	 I m p o s i b i l   d e   c o r e l a t   a p l i c a ci a   s p e c i f i c a t   _i   s e t r i l e   p e n t r u   b a z a   d e   d a t e 	 	 	             	 	 	 *F8EG'  (1F'EG  H  ~''G  /'/G  G'  EH1/F81  F'GE.H'F  G3*F/	 	 	 									  												  			  								  					  			 	 	 	 	 	 	 	 	 G e s p e s i f i s e e r d e   t o e p a s s i n g   e n   d a t a b a s i s i n s t e l l i n g s   o n v e r g e l y k b a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p l i c a t i v o   e s p e c i f i c a d o   e   c o n f i g u r a   o   d e   b a n c o   d e   d a d o s   n  o   c o r r e s p o n d e n t e s 
 
 S T R _ I D _ S Y N C _ A B O R T _ S Y N C _ Q U E R Y 	 S y n c M L 	 P O P U P C O N F I R M 	 a b o r t   s y n c   q u e r y 	 C a n c e l   s y n c   n o w ? 	 SmTek	 SmTek	 "@%42#4L@5K"'5I? 	  C a n c e l a r   s i n c r o n i z a c i  n   a h o r a ? 	 A n n u l e r   l a   s y n c h r o n i s a t i o n   m a i n t e n a n t   ? 	 S y n c h r .   j e t z t   a b b r e c h e n ? 	 B<5=8BL  A8=E@>=870F8N? 	 A n n u l l a r e   s i n c r o n i z z a z i o n e ? 	 %D:'!  'DE2'EF)  'D"F	 C a n c e l a r   s i n c r o n i z a   o   a g o r a ? 	 E _  z a m a n 1  _i m d i   i p t a l   e t ? 	 H y   n g   b   h  a   n g a y ? 	 B a t a l k a n   s i n k r o n i s a s i   s e k a r a n g ? 	 B a t a l   p e n y e g e r a k a n   s e k a r a n g ? 	 	-	@	  8	.		>	2	(	  0	&	M	&	  	0	G		? 	 	 	 	 M e g s z a k  t j a   a   s z i n k r o n i z  l  s t ? 	 	 	 	 S y n c h r o n i s a t i e   n u   a n n u l e r e n ? 	 	 	 R e v o c a ci   s i n c r o n i z a r e a   a c u m ? 	 	 	       ? 	 	 	 GE3'F  3'2  GE  'FHF  D:H  4H/	 	 	 				  															  					  					? 	 	 	 	 	 	 	 	 	 K a n s e l l e e r   s i n c h r o n i s a s i e   n o u ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a r   s i n c r o n i z a   o   a g o r a ? 
 
 S T R _ I D _ S Y N C _ M I N I M I Z E 	 S y n c M L 	 L S K 	 M i n i m i z e 	 M i n i m i z e 	  g\S	  g\S	 "H-@%G5H*8	 M i n i m i z a r 	 M i n i m i s e r 	 M i n i m i e r e n 	 8=8<878@>20BL	 R i d u c i 	 *5:J1	 M i n i m i z a r 	 U f a l t 	 T h u   n h 	 P e r k e c i l 	 K e c i l k a n 	 (	M	/	B	(	$	.		 	 	 	 K i s   m  r e t 	 	 	 	 M i n i m a l i s e r e n 	 	 	 M i n i m i z a r e 	 	 	 	 	 	 EFG  1/F	 	 	 						  		  				  				 	 	 	 	 	 	 	 	 M i n i m a l i s e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n i m i z a r 
 
 S T R _ I D _ S Y N C _ E D I T _ C A L _ A D D R _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   c a l e n d a r   d a t a b a s e   a d d r e s s   n o w ? 	 E d i t   c a l e n d a r   d a t a b a s e   a d d r e s s   n o w ? 	 }/efǌe^0W@W	 eSpenc^0W@W	 AID5H-"9H2I-!9%44@5K"'5I+#7-D!H? 	  E d i t a r   l a   d i r e c c i  n   d e   l a   b a s e   d e   d a t o s   d e l   c a l e n d a r i o   a h o r a ? 	 E d i t e r   l ' a d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d e   c a l e n d r i e r   ? 	 A d r e s s e   d e r   K a l e n d e r d a t e n b a n k   j e t z t   b e a r b e i t e n ? 	 7<5=8BL  04@5A  107K  40==KE  :0;5=40@O  A59G0A? 	 M o d i f i c a r e   i n d i r i z z o   d a t a b a s e   c a l e n d a r i o ? 	 *-1J1  9FH'F  B'9/)  (J'F'*  'D*BHJE  'D"F	 E d i t a r   a g o r a   o   e n d e r e  o   d a   b a s e   d e   d a d o s   d o   c a l e n d  r i o ? 	 T a k v i m   v e r i   t a b a n 1  a d r e s i n i   _i m d i   d  z e n l e ? 	 S a   a   c h   c   s   d   l i u   l c h   n g a y ? 	 E d i t   a l a m a t   d a t a b a s e   k a l e n d e r   s e k a r a n g ? 	 S u n t i n g   p a n g k a l a n   d a t a   k a l e n d a r   s e k a r a n g ? 	 	H	2	G		!	0	  !	>		>	,	G	8	  *	$	G	  	K	  	-	@	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a   n a p t  r - a d a t b  z i s   c  m  t ? 	 	 	 	 K a l e n d e r d a t a b a s e a d r e s   n u   b e w e r k e n ? 	 	 	 E d i t a ci   a c u m   a d r e s a   b a z e i   d e   d a t e   p e n t r u   c a l e n d a r ? 	 	 	                 ? 	 	 	 "'  GE  'FHF  F4'F  ~''G  /'/G  G'  *BHE  H1'4  1//	 	 	 											  										  						  			  								  					? 	 	 	 	 	 	 	 	 	 R e d i g e e r   n o u   k a l e n d e r   s e   d a t a b a s i s a d r e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   e n d e r e  o   d o   b a n c o   d e   d a d o s   d o   c a l e n d  r i o   a g o r a ? 
 
 S T R _ I D _ S Y N C _ N O _ S U I T A B L E _ A C C O U N T 	 S y n c M L 	 U N L I M 	 n o   s u i t a b l e   a c c o u n t 	 N o   m a t c h a b l e   a c c o u n t 	 !qS9SMv3^6b	 eS9SMv^7b	 D!H!51

55H#1	 N o   h a y   u n a   c u e n t a   q u e   c o i n c i d a 	 P a s   d e   c o m p t e   c o r r e s p o n d a n t 	 K e i n    b e r e i n s t i m m e n d e s   K o n t o 	 5B  ?>4E>4OI59  CG5B=>9  70?8A8	 N e s s u n   a c c o u n t   c o r r i s p o n d e n t e 	 D'  *H,/  -3'('*  E7'(B)	 N e n h u m a   c o n t a   c o i n c i d e n t e 	 E _l e _e n   h e s a p   y o k 	 K h  n g   c    t  i   k h o n   t h  c h   h p 	 T i d a k   a d a   a c c o u n t   y a n g   d a p a t   d i c o c o k k a n 	 T i a d a   a k a u n   p a d a n 	 .	G	2	  	>	(	G	  5	>	2	G	  		>					  (	9	@		  9	H			 	 	 	 N i n c s   e g y e z Q  f i  k 	 	 	 	 G e e n   o v e r e e n k o m e n d e   a c c o u n t 	 	 	 N i c i   u n   c o n t   c o r e s p o n d e n t 	 	 	     	 	 	 G  '4*1'  GE'FF/  H,H/  F/'1/	 	 	 				  			  			  							  				 	 	 	 	 	 	 	 	 G e e n   b y p a s s e n d e   r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   c o n t a   n  o   c o r r e s p o n d e n t e 
 
 S T R _ I D _ S Y N C _ D A T A B A S E _ S E T T I N G 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 d a t a b a s e   s e t t i n g s 	 D a t a b a s e   s e t t i n g s 	 ǌe^-[	 penc^n	 1IH22I-!9%	 C o n f i g u r a c i  n   d e   l a s   b a s e s   d e   d a t o 	 R  g l a g e s   d e s   b a s e s   d e   d o n n  e s 	 D a t e n b a n k e i n s t e l l u n g e n 	 0AB@>9:8  107  40==KE	 I m p o s t a z i o n i   d e i   d a t a b a s e 	 %9/'/'*  B'9/)  'D(J'F'*	 D e f i n i   e s   d a   b a s e   d e   d a d o s 	 V e r i t a b a n 1  a y a r l a r 1	 C  i   t   c   s   d   l i u 	 P e n g a t u r a n   d a t a b a s e 	 P e n g e s e t a n   p a n k a l a n   d a t a 	 !	>		>	,	G	8	  8	G		?				 	 	 	 A d a t b  z i s - b e  l l  t  s o k 	 	 	 	 D a t a b a s e - i n s t e l l i n g e n 	 	 	 S e t r i   b a z e   d e   d a t e 	 	 	     	 	 	 *F8EG'  ~''GG'  /'/G  '	 	 	 				  						  						 	 	 	 	 	 	 	 	 D a t a b a s i s - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   b a n c o   d e   d a d o s 
 
 S T R _ I D _ S Y N C _ S E T T I N G _ C O N F L I C T 	 S y n c M L 	 P O P U P C O N F I R M 	 A n o t h e r   a c c o u n t   h a v e   b e e n   s e t ,   c o n f i r m   t h e   s e t t i n g ? 	 A n o t h e r   a c c o u n t   h a v e   b e e n   s e t ,   c o n f i r m   t h e   s e t t i n g ? 	 X[(Wr-nvvQN6b/f&Ta(u	 X[(W勾nvvQN&7b/f&T^(u	 -51

5+6H91IH2A%I'  "7"12#1IH2? 	 S e   h a   c o n f i g u r a d o   o t r a   c u e n t a ,    c o n f i r m a r   l a   c o n f i g u r a c i  n ? 	 U n   a u t r e   c o m p t e   a    t    r  g l  ,   c o n f i r m e r   l e   r  g l a g e   ? 	 E i n   w e i t e r e s   K o n t o   w u r d e   e i n g e r i c h t e t ,   E i n s t e l l u n g   b e s t  t i g e n ? 	 0AB@>5=0  4@C30O  CG5B=0O  70?8AL.   >4B25@48BL  CAB0=>2:C? 	 U n   a l t r o   d a t a b a s e      s t a t o   i m p o s t a t o ,   c o n f e r m a r e   l ' i m p o s t a z i o n e ? 	 *E  %9/'/  -3'(  ".1,   *#CJ/  'D%9/'/	 F o i   c o n f i g u r a d a   o u t r a   c o n t a .   C o n f i r m a r   a   c o n f i g u r a   o ? 	 B a _k a   b i r   h e s a p   a y a r l a n d 1,   a y a r 1  d o r u l a ? 	    c  i   t   m t   t  i   k h o n   k h  c ,   x  c   n h n   c  i   t ? 	 A c c o u n t   l a i n   t e l a h   d i t e t a p k a n ,   k o n f i r m a s i k a n   p e n g a t u r a n ? 	 S a t u   l a g i   a k a u n   t e l a h   d i s e t ,   s a h k a n   p e n g e s e t a n ? 	 	(	M	/	  	>	$	>	  8	G		  	0	  &	?	/	>	  	/	>	  9	H	,   8	G		?			  	@	  *	A	7	M		?	  	0	G		? 	 	 	 	 E l k  p z e l h e t Q,   h o g y   m  s i k   f i  k o t    l l  t o t t a k   b e ,   m e g e r Qs  t i   a   b e  l l  t  s t ? 	 	 	 	 E r   i s   e e n   a n d e r e   a c c o u n t   i n g e s t e l d .   I n s t e l l i n g   b e v e s t i g e n ? 	 	 	 S - a   c o n f i g u r a t   u n   a l t   c o n t ,   c o n f i r m a ci   s e t a r e a ? 	 	 	     ,       ? 	 	 	 '4*1'  /1  *F8E  4/G  '3*  *F8EG'  1'  *#/  EF/	 	 	 				  							  			  			  					,   							  					 	 	 	 	 	 	 	 	 n   A n d e r   r e k e n i n g   i s   g e s t e l ,   b e v e s t i g   d i e   i n s t e l l i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t r a   c o n t a   f o i   d e f i n i d a ,   c o n f i r m a r   a   c o n f i g u r a   o ? 
 
 S T R _ I D _ S Y N C _ A C C O U N T _ E D I T 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 A c c o u n t   e d i t 	 E d i t   a c c o u n t 	 }/3^6b	 ^7b	 AID1

5	 E d i t a r   c u e n t a 	 E d i t e r   c o m p t e 	 K o n t o   b e a r b e i t e n 	  540:B8@>20BL  CG5B=CN  70?8AL	 M o d i f i c a   a c c o u n t 	 *-1J1  'D-3'(	 E d i t a r   c o n t a 	 H e s a b 1  d  z e n l e 	 S a   t  i   k h o n 	 E d i t   a c c o u n t 	 S u n t i n g   a k a u n 	 	>	$	>	  8		*	>	&	?	$	  	0	G			 	 	 	 F i  k   s z e r k e s z t  s e 	 	 	 	 A c c o u t n   b e w e r k e n 	 	 	 E d i t a r e   c o n t 	 	 	   	 	 	 H1'4  '4*1'	 	 	 							  								  					 	 	 	 	 	 	 	 	 R e d i g e e r   r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   c o n t a 
 
 S T R _ I D _ S Y N C _ E D I T _ C O N T A C T _ A D D R _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   c o n t a c t   d a t a b a s e   a d d r e s s   n o w ? 	 E d i t   p h o n e b o o k   d a t a b a s e   a d d r e s s   n o w ? 	 }/q?|ǌe^0W@W	 5u݋?|penc^0W@W	 AID5H-"9H2I-!9%*!8B#(1L@5K"'5I+#7-D!H? 	  E d i t a r   d i r e c c i  n   d e   b a s e   d a t o s   d e   l i b r e t a   t e l e f  n i c a   a h o r a ? 	 E d i t e r   l ' a d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d e   c a l e n d r i e r   m a i n t e n a n t   ? 	 A d r e s s e   d e r   T e l e f o n d a t e n b a n k   j e t z t   b e a r b e i t e n ? 	 7<5=8BL  04@5A  107K  40==KE  B5;5D>==>9  :=838  A59G0A? 	 M o d i f i c a r e   i n d i r i z z o   d a t a b a s e   r u b r i c a ? 	 *-1J1  9FH'F  B'9/)  (J'F'*  /A*1  'DG'*A  'D"F	 E d i t a r   a g o r a   o   e n d e r e  o   d a   b a s e   d e   d a d o s   d a   l i s t a   t e l e f  n i c a ? 	 R e h b e r   v e r i   t a b a n 1  a d r e s i n i   _i m d i   d  z e n l e ? 	 S a   a   c h   c   s   d   l i u   d a n h   b   n g a y ? 	 E d i t   a l a m a t   d a t a b a s e   b u k u   t e l e p o n   s e k a r a n g ? 	 S u n t i n g   a l a m a t   p a n g k a l a n   d a t a   b u k u   t e l e f o n   s e k a r a n g ? 	 +	K	(	*	A	8	M	$	?		>	  !	>		>	,	G	8	  *	$	>	  	-	@	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a   t e l e f o n k  n y v - a d a t b  z i s   c  m  t ? 	 	 	 	 T e l e f o o n b o e k d a t a b a s e a d r e s   n u   b e w e r k e n ? 	 	 	 E d i t a ci   a c u m   a d r e s a   b a z e i   d e   d a t e   p e n t r u   a g e n d ? 	 	 	                 ? 	 	 	 "'  GE  'FHF  F4'F  ~''G  /'/G  G'  /A*1G  *DAF  H1'4  1//	 	 	 								  										  						  			  								  					? 	 	 	 	 	 	 	 	 	 R e d i g e e r   n o u   f o o n b o e k   s e   d a t a b a s i s a d r e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   e n d e r e  o   d o   b a n c o   d e   d a d o s   d e   a g e n d a   t e l e f  n i c a   a g o r a ? 
 
 S T R _ I D _ S Y N C _ N O _ C A L _ A D D R 	 S y n c M L 	 P O P U P 	 N o   c a l e n d a r   d a t a b a s e   a d d r e s s 	 I n v a l i d   c a l e n d a r   d a t a b a s e   a d d r e s s 	 !qHevefǌe^0W@W	 eHeveSpenc^0W@W	 5H-"9H2I-!9%44D!H9I-	 D i r e c c i  n   d e   b a s e   d e   d a t o s   d e   c a l e n d a r i o   i n v  l i d a 	 A d r e s s e   d e   b a s e   d e   d o n n  e s   d e   c a l e n d r i e r   i n v a l i d e 	 U n g  l t i g e   A d r e s s e   d e r   K a l e n d e r d a t e n b a n k 	 5?@028;L=K9  04@5A  107K  40==KE  :0;5=40@O	 I n d i r i z z o   d a t a b a s e   c a l e n d a r i o   n o n   v a l i d o 	 9FH'F  B'9/)  (J'F'*  'D*BHJE  :J1  5'D-	 E n d e r e  o   i n v  l i d o   d a   b a s e   d e   d a d o s   d o   c a l e n d  r i o 	 G e  e r s i z   t a k v i m   v e r i   t a b a n 1  a d r e s i 	 a   c h   c   s   d   l i u   l c h   k . h p   l 	 A l a m a t   d a t a b a s e   k a l e n d e r   t i d a k   v a l i d 	 A l a m a t   p a n g k a l a n   d a t a   k a l e n d a r   t a k   s a h 	 	.	>	(	M	/	  	H	2	G		!	0	  !	>		>	,	G	8	  *	$	>		 	 	 	  r v  n y t e l e n   n a p t  r - a d a t b  z i s   c  m 	 	 	 	 O n g e l d i g   k a l e n d e r d a t a b a s e a d r e s 	 	 	 A d r e s   b a z   d e   d a t e   p e n t r u   c a l e n d a r   n e v a l i d 	 	 	               	 	 	 F4'F  ~''G  /'/G  G'  *AHE  F'E9*(1  '3*	 	 	 								  											  								  							 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a b a s i s a d r e s   v i r   k a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   i n v  l i d o   d o   b a n c o   d e   d a d o s   d e   c a l e n d  r i o 
 
 S T R _ I D _ S Y N C _ N O _ T A S K _ A D D R 	 S y n c M L 	 P O P U P 	 N o   t a s k   d a t a b a s e   a d d r e s s 	 I n v a l i d   t a s k s   d a t a b a s e   a d d r e s s 	 !qHevNRǌe^0W@W	 eHevNRpenc^0W@W	 5H-"9H2I-!9%2D!H9I-	 D i r e c c i  n   d e   b a s e   d e   d a t o s   d e   t a r e a s   n o   v  l i d a 	 A d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d e s   t  c h e s   i n v a l i d e 	 U n g  l t i g e   A u f g a b e n d a t e n b a n k a d r e s s e 	 5?@028;L=K9  04@5A  107K  40==KE  7040G	 I n d i r i z z o   d e l   d a t a b a s e   d e l l e   a t t i v i t    n o n   v a l i d o 	 9FH'F  B'9/)  (J'F'*  'DEG'E  :J1  5'D-	 E n d e r e  o   d a   b a s e   d e   d a d o s   d e   t a r e f a s   i n v  l i d o 	 G e  e r s i z   g  r e v   v e r i t a b a n 1  a d r e s i 	 a   c h   c   s   d   l i u   c  n g   v i c   k . h p   l 	 A l a m a t   d a t a b a s e   t u g a s   t i d a k   v a l i d 	 A l a m a t   p a n g k a l a n   d a t a   t u g a s a n   t i d a k   s a h 	 	.	>	(	M	
 /	  	>	0	M	/	  !	G		>	,	G	8	  *	$	>		 	 	 	  r v  n y t e l e n   f e l a d a t - a d a t b  z i s   c  m 	 	 	 	 O n g e l d i g   a d r e s   v a n   t a k e n d a t a b a s e 	 	 	 A d r e s   n e v a l i d   b a z   d e   d a t e   s a r c i n i 	 	 	             	 	 	 F4'F  ~''G  /'/G  '1  F'E9*(1  '3*	 	 	 								  					  					  								  						    	 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a b a s i s a d r e s   v i r   t a k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   i n v  l i d o   d o   b a n c o   d e   d a d o s   d e   t a r e f a s 
 
 S T R _ I D _ S Y N C _ N O _ B K M _ A D D R 	 S y n c M L 	 P O P U P 	 N o   b o o k m a r k   d a t a b a s e   a d d r e s s 	 I n v a l i d   b o o k m a r k   d a t a b a s e   a d d r e s s 	 !qHevf=|ǌe^0W@W	 eHevfN~{penc^0W@W	 5H-"9H2I-!9%8J!2#LD!H9I-	 D i r e c c i  n   d e   b a s e   d e   d a t o s   d e   f a v o r i t o s   i n v  l i d a 	 A d r e s s e   d e   b a s e   d e   d o n n  e s   d e   m a r q u e - p a g e s   i n v a l i d e 	 U n g  l t i g e   A d r e s s e   d e r   L e s e z e i c h e n d a t e n b a n k 	 5?@028;L=K9  04@5A  107K  40==KE  70:;04>:	 I n d i r i z z o   d a t a b a s e   s e g n a l i b r o   n o n   v a l i d o 	 9FH'F  B'9/)  (J'F'*  'D%4'1'*  'DE1,9J)  :J1  5'D-	 E n d e r e  o   i n v  l i d o   d a   b a s e   d e   d a d o s   d e   m a r c a d o r e s 	 G e  e r s i z   s 1k   k u l l a n 1l a n   v e r i t a b a n 1  a d r e s i 	 a   c h   c   s   d   l i u   c h   m c   k . h p   l 	 A l a m a t   d a t a b a s e   p e n a n d a   t i d a k   v a l i d 	 A l a m a t   p a n g k a l a n   d a t a   t a n d a   b u k u   t a k   s a h 	 	.	>	(	M	/	  ,	A		.	>	0	M		  !	>		>	,	G	8	  *	$	>		 	 	 	  r v  n y t e l e n   k  n y v j e l z Q- a d a t b  z i s   c  m 	 	 	 	 O n g e l d i g   b l a d w i j z e r d a t a b a s e a d r e s 	 	 	 A d r e s   b a z   d e   d a t e   p e n t r u   m a r c a j e   n e v a l i d 	 	 	             	 	 	 F4'F  ~''G  /'/G  G'  F4'FG  0'1  F'E9*(1  '3*	 	 	 								  								  								  							 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a b a s i s a d r e s   v i r   b o e k m e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   i n v  l i d o   d o   b a n c o   d e   d a d o s   d e   m a r c a d o r e s 
 
 S T R _ I D _ S Y N C _ N O _ N O T E _ A D D R 	 S y n c M L 	 P O P U P 	 I n v a l i d   n o t e s   d a t a b a s e   a d d r e s s 	 I n v a l i d   n o t e s   d a t a b a s e   a d d r e s s 	 !qHevP_ǌe^0W@W	 eHevYlpenc^0W@W	 5H-"9H2I-!9%16"H-D!H9I-	 D i r e c c i  n   d e   b a s e   d e   d a t o s   d e   n o t a s   i n v  l i d a 	 A d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d e s   n o t e s   i n v a l i d e 	 U n g  l t i g e   N o t i z e n - D a t e n b a n k a d r e s s e 	 5?@028;L=K9  04@5A  107K  40==KE  ?@8<5G0=89	 I n d i r i z z o   d a t a b a s e   n o t e   n o n   v a l i d o 	 9FH'F  B'9/)  (J'F'*  'DED'-8'*  :J1  5'D-	 E n d e r e  o   i n v  l i d o   d a   b a s e   d e   d a d o s   d e   n o t a s 	 G e  e r s i z   n o t l a r   v e r i t a b a n 1  a d r e s i 	 a   c h   c . s   d . l i u   g h i   c h    k . h p   l 	 A l a m a t   d a t a b a s e   c a t a t a n   t i d a k   v a l i d 	 A l a m a t   p a n g k a l a n   d a t a   n o t a   t i d a k   s a h 	 	.	>	(	M	/	  (	K		M	8	  !	>		>	,	G	8	  *	$	>		 	 	 	  r v  n y t e l e n   j e g y z e t - a d a t b  z i s   c  m 	 	 	 	 O n g e l d i g   d a t a b a s e a d r e s   v a n   o p m e r k i n g e n 	 	 	 A d r e s   n e v a l i d   b a z   d e   d a t e   n o t e 	 	 	             	 	 	 F4'F  ~''G  /'/G  G'  '//'4*G'  F'E9*(1  '3*	 	 	 								  					  							  						  	 	 	 	 	 	 	 	 	 O n g e l d i g e   n o t a - d a t a b a s i s a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   i n v  l i d o   d o   b a n c o   d e   d a d o s   d e   n o t a s 
 
 S T R _ I D _ S Y N C _ E D I T _ N O T E _ A D D R _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   n o t e s   d a t a b a s e   a d d r e s s   n o w ? 	 E d i t   n o t e s   d a t a b a s e   a d d r e s s   n o w ? 	 }/P_ǌe^0W@W	 Ylpenc^0W@W	 AID5H-"9H2I-!9%16"H-@5K"'5I+#7-D!H? 	  E d i t a r   d i r e c c i  n   d e   b a s e   d e   d a t o s   d e   n o t a s   a h o r a ? 	 E d i t e r   l ' a d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d e s   n o t e s   m a i n t e n a n t   ? 	 J e t z t   N o t i z e n - D a t e n b a n k a d r e s s e   b e a r b e i t e n ? 	  540:B8@>20BL  04@5A  107K  40==KE  ?@8<5G0=89? 	 M o d i f i c a r e   i n d i r i z z o   d a t a b a s e   n o t e ? 	 *-1J1  9FH'F  B'9/)  (J'F'*  'DED'-8'*  'D"F	 E d i t a r   e n d e r e  o   d a   b a s e   d e   d a d o s   d e   n o t a s   a g o r a ? 	 N o t l a r   v e r i t a b a n 1  a d r e s i   _i m d i   d  z e n l e n s i n   m i ? 	 S a   a   c h   c . s   d . l i u   g h i   c h    n g a y ? 	 E d i t   a l a m a t   d a t a b a s e   c a t a t a n   s e k a r a n g ? 	 E d i t   a l a m a t   p a n g k a l a n   d a t a   n o t a   s e k a r a n g ? 	 (	K		M	8	  !	>		>	,	G	8	  *	$	>	  	-	@	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a   j e g y z e t - a d a t b  z i s   c  m  t ? 	 	 	 	 D a t a b a s e a d r e s   v a n   o p m e r k i n g e n   n u   b i j w e r k e n ? 	 	 	 E d i t a ci   a c u m   a d r e s a   b a z e i   d e   d a t e   p e n t r u   n o t e ? 	 	 	               ? 	 	 	 "'  GE  'FHF  F4'F  ~''G  /'/G  G'  '//'4*G'  H1'4  1//	 	 	 			  									  						  		  			  								  			? 	 	 	 	 	 	 	 	 	 W y s i g   n o u   n o t a - d a t a b a s i s a d r e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   e n d e r e  o   d o   b a n c o   d e   d a d o s   d e   n o t a s   a g o r a ? 
 
 S T R _ I D _ S Y N C _ E D I T _ T A S K _ A D D R _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   t a s k   d a t a b a s e   a d d r e s s   n o w ? 	 E d i t   t a s k s   d a t a b a s e   a d d r e s s   n o w ? 	 }/NRǌe^0W@W	 NRpenc^0W@W	 AID5H-"9H2I-!9%2@5K"'5I+#7-D!H? 	  D e s e a   e d i t a r   l a   d i r e c c i  n   d e   b a s e   d e   d a t o s   d e   t a r e a s   a h o r a ? 	  d i t e r   l ' a d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d e s   t  c h e s   m a i n t e n a n t   ? 	 A u f g a b e n d a t e n b a n k a d r e s s e   j e t z t   b e a r b e i t e n ? 	 7<5=8BL  04@5A  107K  40==KE  7040G  A59G0A? 	 M o d i f i c a r e   o r a   l ' i n d i r i z z o   d e l   d a t a b a s e   d e l l e   a t t i v i t  ? 	 *-1J1  9FH'F  B'9/)  (J'F'*  'DEG'E  'D"F	 E d i t a r   a g o r a   o   e n d e r e  o   d a   b a s e   d e   d a d o s   d e   t a r e f a s ? 	 G  r e v   v e r i t a b a n 1  a d r e s i n i   _i m d i   d  z e n l e ? 	 S a   n g a y   a   c h   c   s   d   l i u   c  n g   v i c ? 	 E d i t   a l a m a t   d a t a b a s e   t u g a s   s e k a r a n g ? 	 E d i t   a l a m a t   p a n g k a l a n   d a t a   t u g a s a n   s e k a r a n g ? 	 	>	0	M	/	  !	G		>	,	G	8	  *	$	G	  	K	  	,	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a   f e l a d a t - a d a t b  z i s   c  m  t ? 	 	 	 	 A d r e s   v a n   t a k e n d a t a b a s e   n u   b i j w e r k e n ? 	 	 	 E d i t a ci   a d r e s   b a z   d e   d a t e   s a r c i n i   a c u m ? 	 	 	               ? 	 	 	 "'  GE  'FHF  F4'F  ~''G  /'/G  '1  H1'4  1//	 	 	 					  					  								  						  			  								  					? 	 	 	 	 	 	 	 	 	 R e d i g e e r   n o u   d a t a b a s i s a d r e s   v i r   t a k e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   e n d e r e  o   d o   b a n c o   d e   d a d o s   d e   t a r e f a s   a g o r a ? 
 
 S T R _ I D _ S Y N C _ N O _ C O N T A C T _ A D D R 	 S y n c M L 	 P O P U P 	 N o   c o n t a c t   d a t a b a s e   a d d r e s s 	 I n v a l i d   p h o n e b o o k   d a t a b a s e   a d d r e s s 	 !qHevq?|ǌe^0W@W	 eHev5u݋?|penc^0W@W	 5H-"9H2I-!9%*!8B#(1LD!H9I-	 D i r e c c i  n   d e   b a s e   d e   d a t o s   d e   l i b r e t a   t e l e f  n i c a   i n v  l i d a 	 A d r e s s e   d e   b a s e   d e   d o n n  e s   d e   r  p e r t o i r e   i n v a l i d e 	 U n g  l t i g e   A d r e s s e   d e r   T e l e f o n d a t e n b a n k 	 5?@028;L=K9  04@5A  107K  40==KE  B5;5D>==>9  :=838	 I n d i r i z z o   d a t a b a s e   r u b r i c a   n o n   v a l i d o 	 9FH'F  B'9/)  (J'F'*  /A*1  'DG'*A  :J1  5'D-	 E n d e r e  o   i n v  l i d o   d a   b a s e   d e   d a d o s   d a   l i s t a   t e l e f  n i c a 	 G e  e r s i z   r e h b e r   v e r i   t a b a n 1  a d r e s i 	 a   c h   c   s   d   l i u   d a n h   b   k . h p   l 	 A l a m a t   d a t a b a s e   b u k u   t e l e p o n   t i d a k   v a l i d 	 A l a m a t   p a n g k a l a n   d a t a   b u k u   t e l e f o n   t a k   s a h 	 	.	>	(	M	/	  +	K	(	*	A	8	M	$	?		>	  !	>		>	,	G	8	  *	$	>		 	 	 	  r v  n y t e l e n   t e l e f o n k  n y v - a d a t b  z i s   c  m 	 	 	 	 O n g e l d i g   t e l e f o o n b o e k d a t a b a s e a d r e s 	 	 	 A d r e s   b a z   d e   d a t e   p e n t r u   a g e n d   n e v a l i d 	 	 	               	 	 	 F4'F  ~''G  /'/G  G'  /A*1G  *DAF  F'E9*(1  '3*	 	 	 								  						  										  							 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a b a s i s a d r e s   v i r   f o o n b o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   i n v  l i d o   d o   b a n c o   d e   d a d o s   d e   a g e n d a   t e l e f  n i c a 
 
 S T R _ I D _ S Y N C _ E D I T _ S E R V E R _ A D D R _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   s e r v e r   a d d r e s s   n o w ? 	 E d i t   s e r v e r   a d d r e s s   n o w ? 	 }/:O
ghV0W@W	 
gRhV0W@W	 AID5H-"9H@4#L@'-#L@5K"'5I+#7-D!H? 	  E d i t a r   l a   d i r e c c i  n   d e l   s e r v i d o r   a h o r a ? 	 E d i t e r   l ' a d r e s s e   d e   s e r v e u r   m a i n t e n a n t   ? 	 S e r v e r a d r e s s e   j e t z t   b e a r b e i t e n ? 	 7<5=8BL  04@5A  A5@25@0  A59G0A? 	 M o d i f i c a r e   i n d i r i z z o   s e r v e r ? 	 *-1J1  9FH'F  'D.'/E  'D"F	 E d i t a r   a g o r a   o   e n d e r e  o   d o   s e r v i d o r ? 	 S u n u c u   a d r e s i n i   _i m d i   d  z e n l e ? 	 S a   a   c h   m  y   c h   n g a y ? 	 E d i t   a l a m a t   s e r v e r   s e k a r a n g ? 	 S u n t i n g   a l a m a t   p e l a y a n   s e k a r a n g ?   	 8	0	M	5	0	  *	$	>	  	-	@	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a   s z e r v e r   c  m  t ? 	 	 	 	 S e r v e r a d r e s   n u   b e w e r k e n ? 	 	 	 E d i t a ci   a c u m   a d r e s a   s e r v e r u l u i ? 	 	 	         ? 	 	 	 "'  GE  'FHF  F4'F  31H1  H1'4  4H/	 	 	 			  							  						  								  					? 	 	 	 	 	 	 	 	 	 R e d i g e e r   n o u   b e d i e n e r a d r e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   e n d e r e  o   d o   b a n c o   d e   d a d o s   d e   s e r v i d o r   a g o r a ? 
 
 S T R _ I D _ S Y N C _ E D I T _ D A T A _ A C C O U N T _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   d a t a   a c c o u n t   n o w ? 	 E d i t   d a t a   a c c o u n t   n o w ? 	 _ǌe	 penc&7b	 AID1

5I-!9%@5K"'5I+#7-D!H? 	  E d i t a r   l a   c u e n t a   d e   d a t o s   a h o r a ? 	 E d i t e r   l e   c o m p t e   d e   d o n n  e s   m a i n t e n a n t   ? 	 D a t e n k o n t o   j e t z t   b e a r b e i t e n ? 	 7<5=8BL  CG5B=CN  70?8AL  40==KE? 	 M o d i f i c a r e   a c c o u n t   d a t i ? 	 *-1J1  -3'(  'D(J'F'*  'D"F	 E d i t a r   a g o r a   o s   d a d o s   d a   c o n t a ? 	 V e r i   h e s a b 1n 1  _i m d i   d  z e n l e ? 	 S   t  i   k h o n   d   l i u   n g a y ? 	 E d i t   a c c o u n t   d a t a   s e k a r a n g ? 	 S u n t i n g   a k a u n   d a t a   s e k a r a n g ? 	 !	>		>	  	>	$	>	  	-	@	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a z   a d a t f i  k o t ? 	 	 	 	 G e g e v e n s a c c o u n t   n u   b e w e r k e n ? 	 	 	 E d i t a ci   a c u m   c o n t u l   d e   d a t e ? 	 	 	           ? 	 	 	 "'  GE  'FHF  '4*1'  /'/G  '  H1'4  4H/	 	 	 				  							  			  								  					? 	 	 	 	 	 	 	 	 	 R e d i g e e r   n o u   d a t a r e k e n i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   c o n t a   d e   d a d o s   a g o r a ? 
 
 S T R _ I D _ S Y N C _ N O _ S E R V E R _ A D D R 	 S y n c M L 	 P O P U P 	 N o   s e r v e r   a d d r e s s 	 I n v a l i d   s e r v e r   a d d r e s s 	 !qHev:O
ghV0W@W	 eHev
gRhV0W@W	 5H-"9H@4#L@'-#LD!H9I-	 D i r e c c i  n   d e   s e r v i d o r   i n v  l i d a 	 A d r e s s e   d e   s e r v e u r   i n v a l i d e 	 U n g  l t i g e   S e r v e r a d r e s s e 	 525@=K9  04@5A  A5@25@0	 I n d i r i z z o   s e r v e r   n o n   v a l i d o 	 9FH'F  .'/E  :J1  5'D-	 E n d e r e  o   i n v  l i d o   d o   s e r v i d o r 	 G e  e r s i z   s u n u c u   a d r e s i 	 a   c h   m  y   c h   k . h p   l 	 A l a m a t   s e r v e r   t i d a k   v a l i d 	 A l a m a t   p e l a y a n   t a k   s a h 	 	.	>	(	M	/	  8	0	M	5	0	  *	$	>		 	 	 	  r v  n y t e l e n   k i s z o l g  l  c  m 	 	 	 	 O n g e l d i g   s e r v e r a d r e s 	 	 	 A d r e s   d e   s e r v e r   n e v a l i d 	 	 	       	 	 	 F4'F  31H1  F'E9*(1  '3*	 	 	 								  							  							 	 	 	 	 	 	 	 	 O n g e l d i g e   b e d i e n e r a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d o   s e r v i d o r   i n v  l i d o 
 
 S T R _ I D _ S Y N C _ E D I T _ B K M _ A D D R _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   b o o k m a r k   d a t a b a s e   a d d r e s s   n o w ? 	 E d i t   b o o k m a r k   d a t a b a s e   a d d r e s s   n o w ? 	 }/f=|ǌe^0W@W	 fN~{penc^0W@W	 AID5H-"9H2I-!9%8J!2#L@5K"'5I+#7-D!H? 	  E d i t a r   d i r e c c i  n   d e   b a s e   d e   d a t o s   d e   f a v o r i t o s   a h o r a ? 	 E d i t e r   l ' a d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d e   m a r q u e - p a g e s   m a i n t e n a n t   ? 	 A d r e s s e   d e r   L e s e z e i c h e n d a t e n b a n k   j e t z t   b e a r b e i t e n ? 	 7<5=8BL  04@5A  107K  40==KE  70:;04>:  A59G0A? 	 M o d i f i c a r e   i n d i r i z z o   d a t a b a s e   s e g n a l i b r o ? 	 *-1J1  9FH'F  B'9/)  (J'F'*  'D%4'1'*  'DE1,9J)  'D"F	 E d i t a r   a g o r a   o   e n d e r e  o   d a   b a s e   d e   d a d o s   d e   m a r c a d o r e s ? 	 S 1k   k u l l a n 1l a n   v e r i   t a b a n 1  a d r e s i n i   _i m d i   d  z e n l e ? 	 S a   a   c h   c   s   d   l i u   c h   m c   n g a y ? 	 E d i t   a l a m a t   d a t a b a s e   p e n a n d a   s e k a r a n g ? 	 S u n t i n g   a l a m a t   p a n g k a l a n   d a t a   t a n d a   b u k u   s e k a r a n g ? 	 ,	A		.	>	0	M		  !	>		>	,	G	8	  *	$	>	  	-	@	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a   k  n y v j e l z Q- a d a t b  z i s   c  m  t ? 	 	 	 	 B l a d w i j z e r d a t a b a s e a d r e s   n u   b e w e r k e n ? 	 	 	 E d i t a ci   a c u m   a d r e s a   b a z e i   d e   d a t e   p e n t r u   m a r c a j e ? 	 	 	               ? 	 	 	 "'  GE  'FHF  F4'F  ~''G  /'/G  G'  F4'FG  0'1  H1'4  1//	 	 	 			  								  									  						  								  					?   	 	 	 	 	 	 	 	 	 R e d i g e e r   n o u   b o e k m e r k   s e   d a t a b a s i s a d r e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   e n d e r e  o   d o   b a n c o   d e   d a d o s   d e   m a r c a d o r e s   a g o r a ? 
 
 S T R _ I D _ S Y N C _ N O _ E A M I L _ A D D R 	 S y n c M L 	 P O P U P 	 N o   e m a i l   d a t a b a s e   a d d r e s s 	 I n v a l i d   e m a i l   d a t a b a s e   a d d r e s s 	 !qHevP[Nǌe^0W@W	 eHev5uP[Npenc^0W@W	 5H-"9H2I-!9%-5@!%D!H9I-	 D i r e c c i  n   d e   b a s e   d e   d a t o s   d e   c o r r e o   e l e c t r  n i c o   i n v  l i d a 	 A d r e s s e   d e   b a s e   d e   d o n n  e s   d ' e m a i l   i n v a l i d e 	 U n g  l t i g e   A d r e s s e   d e r   E - M a i l - D a t e n b a n k 	 5?@028;L=K9  04@5A  107K  40==KE  M;.   ?>GBK	 I n d i r i z z o   d a t a b a s e   e - m a i l   n o n   v a l i d o 	 9FH'F  B'9/)  (J'F'*  'D(1J/  'D%DC*1HFJ  :J1  5'D-	 E n d e r e  o   i n v  l i d o   d a   b a s e   d e   d a d o s   d e   e - m a i l 	 G e  e r s i z   e - p o s t a   v e r i t a b a n 1  a d r e s i 	 a   c h   c   s   d   l i u   e m a i l   k . h p   l 	 A l a m a t   d a t a b a s e   e m a i l   t i d a k   v a l i d 	 A l a m a t   p a n g k a l a n   d a t a   e m e l   t a k   s a h 	 	.	>	(	M	/	  	- .	G	2	  !	>		>	,	G	8	  *	$	>		 	 	 	  r v  n y t e l e n   e - m a i l   a d a t b  z i s c  m 	 	 	 	 O n g e l d i g   e m a i l d a t a b a s e a d r e s 	 	 	 A d r e s   b a z   d e   d a t e   p e n t r u   e - m a i l u r i   n e v a l i d 	 	 	               	 	 	 F4'F  ~''G  /'/G  G'  1''F'EG  '  F'E9*(1  '3*	 	 	 								  				  								  							 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a b a s i s a d r e s   v i r   e - p o s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   b a n c o   d e   d a d o s   d e   e - m a i l   i n v  l i d o . 
 
 S T R _ I D _ S Y N C _ E D I T _ E A M I L _ A D D R _ Q U R E Y 	 S y n c M L 	 P O P U P C O N F I R M 	 E d i t   e m a i l   d a t a b a s e   a d d r e s s   n o w ? 	 E d i t   e m a i l   d a t a b a s e   a d d r e s s   n o w ? 	 }/P[Nǌe^0W@W	 5uP[Npenc^0W@W	 AID5H-"9H2I-!9%-5@!%@5K"'5I+#7-D!H? 	  E d i t a r   d i r e c c i  n   d e   b a s e   d e   d a t o s   d e   c o r r e o   e l e c t r  n i c o   a h o r a ? 	 E d i t e r   l ' a d r e s s e   d e   l a   b a s e   d e   d o n n  e s   d ' e m a i l   m a i n t e n a n t   ?   	 A d r e s s e   d e r   E - M a i l - D a t e n b a n k   j e t z t   b e a r b e i t e n ? 	 7<5=8BL  04@5A  107K  40==KE  M;.   ?>GBK  A59G0A? 	 M o d i f i c a r e   i n d i r i z z o   d a t a b a s e   e - m a i l ? 	 *-1J1  9FH'F  B'9/)  (J'F'*  'D(1J/  'D%DC*1HFJ  'D"F	 E d i t a r   a g o r a   o   e n d e r e  o   d a   b a s e   d e   d a d o s   d e   e - m a i l ? 	 E - p o s t a   v e r i   t a b a n 1  a d r e s i n i   _i m d i   d  z e n l e ? 	 S a   a   c h   c   s   d   l i u   e m a i l   n g a y ? 	 E d i t   a l a m a t   d a t a b a s e   e m a i l   s e k a r a n g ? 	 S u n t i n g   a l a m a t   p a n g k a l a n   d a t a   e m e l   s e k a r a n g ? 	 	- .	G	2	  !	>		>	,	G	8	  *	$	>	  	-	@	  8		*	>	&	?	$	  	0	G		? 	 	 	 	 S z e r k e s z t e n i   a k a r j a   a z   e - m a i l   a d a t b  z i s   c  m  t ? 	 	 	 	 E m a i l d a t a b a s e a d r e s   n u   b e w e r k e n ? 	 	 	 E d i t a ci   a c u m   a d r e s a   b a z e i   d e   d a t e   p e n t r u   e - m a i l u r i ? 	 	 	                 ? 	 	 	 "'  GE  'FHF  F4'F  ~''G  /'/G  G'  1''F'EG  H1'4  1//	 	 	   			  				  								  						  								  					? 	 	 	 	 	 	 	 	 	 R e d i g e e r   n o u   e - p o s   s e   d a t a b a s i s a d r e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   e n d e r e  o   d o   b a n c o   d e   d a d o s   d e   e - m a i l   a g o r a ? 
 
 S T R _ I D _ S Y N C _ P R O F I L E _ C O N N E C T I O N _ T Y P E 	 S y n c M L 	 T I T L E ,   I C O N T E X T 	 t r a n s p o r t   t y e p 	 T r a n s p o r t   t y p e 	 P8^W	  O{|W	 
42#*H	 T i p o   d e   t r a n s p o r t e 	 T y p e   d e   t r a n s p o r t 	 T r a n s p o r t t y p 	 "8?  B@0=A?>@B0	 T i p o   d i   t r a s p o r t o 	 FH9  'DFBD	 T i p o   d e   t r a n s p o r t e 	 T a _1m a   t  r  	 K i u   t r u y n   t i 	 J e n i s   t r a n s p o r 	 J e n i s   p e n g a n g k u t a n 	 *	0	?	5	9	(	  *	M	0		>	0		 	 	 	 S z  l l  t  s   t  p u s a 	 	 	 	 T r a n s p o r t t y p e 	 	 	 T i p   t r a n s p o r t 	 	 	   T r a n s p o r t 	 	 	 FH9  'F*B'D	 	 	 									  				 	 	 	 	 	 	 	 	 V e r v o e r s o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o   d e   t r a n s p o r t e 
 
 S T R _ I D _ S Y N C _ A D D E D 	 S y n c M L 	 U N L I M 	 s y n c   r e p o r t   ( A d d e d ) 	 A d d e d :   	 ]mR	 ]mR	 @4H!A%I':   	 A  a d i d o :   	 A j o u t    : 	 H i n z u g e f  g t :   	 >102;5=>:   	 A g g i u n t o : 	 *E  %6'A): 	 A d i c i o n a d o : 	 E k l e n d i : 	    t h  m :   	 D i t a m b a h k a n :   	 D i t a m b a h : 	 	K	!	<	>	  	/	>	: 	 	 	 	 H o z z  a d v a : 	 	 	 	 T o e g e v o e g d : 	 	 	 A d u g a t   l a : 	 	 	 :   	 	 	 'A2H/G  4/:   	 	 	 					  			  					: 	 	 	 	 	 	 	 	 	 B y g e v o e g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a d o :   
 
 S T R _ I D _ S Y N C _ D E L E T E D 	 S y n c M L 	 U N L I M 	 s y n c   r e p o r t ( D e l e t e d ) 	 D e l e t e d :   	 ]*Rd	 ] Rd	 %A%I':   	 B o r r a d o :   	 S u p p r i m    : 	 G e l  s c h t :   	 #40;5=>:   	 E l i m i n a t o : 	 *E  -0A: 	 E l i m i n a d o : 	 S i l i n d i : 	    x  a :   	 T e r h a p u s :   	 D i p a d a m : 	 .	?		>	/	>	  	/	>	: 	 	 	 	 T  r  l v e : 	 	 	 	 V e r w i j d e r d : 	 	 	 ^t e r s   l a : 	 	 	 :   	 	 	 -0A  4/:   	 	 	 				  				  					: 	 	 	 	 	 	 	 	 	 G e s k r a p : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u  d o :   
 
 S T R _ I D _ S Y N C _ R E P L A C E D 	 S y n c M L 	 U N L I M 	 S y n c   r e p o r t ( R e p l a c e d ) 	 R e p l a c e d :   	 ]fc	 ]fbc	 A5HA%I':   	 R e e m p l a z a d o :   	 R e m p l a c    : 	 E r s e t z t : 	 0<5=5=>:   	 S o s t i t u i t o : 	 *E  '3*(/'D: 	 S u b s t i t u  d o : 	 D e i _t i r i l d i : 	    t h a y   t h :   	 D i g a n t i :   	 D i g a n t i : 	 ,	&	2	>	  	/	>	: 	 	 	 	 C s e r  l v e : 	 	 	 	 V e r v a n g e n : 	 	 	  n l o c u i t   l a : 	 	 	 :   	 	 	 ,'2F  4/:   	 	 	 									  			  						 	 	 	 	 	 	 	 	 V e r v a n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b s t i t u  d o :   
 
 S T R _ I D _ S Y N C _ M O V E D 	 S y n c M L 	 U N L I M 	 S y n c   r e p o r t ( M o v e d ) 	 M o v e d :   	 ]yR	 ]yR	 "I2"A%I':   	 M o v i d o :   	 D  p l a c    : 	 V e r s c h o b e n : 	 5@5<5I5=>:   	 S p o s t a t o : 	 *E  FBD: 	 M o v i d o : 	 T a _1n d 1: 	    c h u y n :   	 D i p i n d a h k a n :   	 D i p i n d a h : 	 	2	>	/	>	  	/	>	: 	 	 	 	  t h e l y e z v e : 	 	 	 	 V e r p l a a t s t : 	 	 	 M u t a t   l a : 	 	 	 :   	 	 	 ,'(,'  4/:   	 	 	 					  					: 	 	 	 	 	 	 	 	 	 G e s k u i f : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v i d o :   
 
 S T R _ I D _ S Y N C _ E R R O R 	 S y n c M L 	 U N L I M 	 S y n c   r e p o r t ( E r r o r ) 	 E r r o r :   	 /	 	 4%2:   	 E r r o r :   	 E r r e u r   : 	 F e h l e r : 	 H81:0:   	 E r r o r e : 	 .7#: 	 E r r o : 	 H a t a : 	 L i :   	 K e s a l a h a n : 	 R a l a t : 	 $	M	0	A		?	: 	 	 	 	 H i b a : 	 	 	 	 F o u t : 	 	 	 E r o a r e : 	 	 	 :   	 	 	 .7':   	 	 	 						: 	 	 	 	 	 	 	 	 	 F o u t : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o :   
 
 S T R _ I D _ S Y N C _ C O N N _ B T 	 S y n c M L 	 H I N T ,   T W O S T A T E ,   C 0 5 7 _ 1 	 t r a n s p o r t   t y p e   B T 	 B l u e t o o t h 	 ͅYr	 ݄Yr	 %99	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 *BFJ)  B l u e t o o t h   	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 B l u e t o o t h 	 ,	M	2	B		B	%		 	 	 	 B l u e t o o t h 	 	 	 	 B l u e t o o t h 	 	 	 B l u e t o o t h 	 	 	 B l u e t o o t h 	 	 	 (DH*H+	 	 	 								 	 	 	 	 	 	 	 	 B l u e t o o t h 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l u e t o o t h 
 
 S T R _ I D _ U C M _ S I L E N T 	 U C M 	 R S K ,   C 0 1 7 _ 2 	 A c t i o n   t o   s i l e n t   t h e   c a l l 	 S i l e n t 	 \	 Y	 @5"	 S i l e n t e 	 S i l e n c i e u x 	 L a u t l o s 	 "8E>	 S i l e n z i o s o 	 5'E*	 S i l  n c i o 	 S e s s i z 	 I m   l n g 	 D i a m 	 S e n y a p 	 .	L	(		 	 	 	 N  m a 	 	 	 	 S t i l 	 	 	 S i l e n ci o s 	 	 	 	 	 	 3H*	 	 	 								 	 	 	 	 	 	 	 	 S t i l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i l e n c i o s o 
 
 S T R _ I D _ U C M _ U N M U T E 	 U C M 	 R S K ,   C 0 1 7 _ 2 	 u n m u t e   s t r i n g 	 U n m u t e 	 Sm	 Sm	 @%41@*5"	 D e s e n m u d e c e r 	 M u e t   o f f 	 S t u m m s c h a l t u n g   a u f h e b e n 	 2C:	 A t t i v a   a u d i o 	 %D:'!  C*E  'D5H*	 C o m   s o m 	 S e s i   A  	 B t    m 	 B e r s u a r a 	 P a s a n g   s u a r a 	 	(	.	M	/	B			 	 	 	 N  m  t  s   k i 	 	 	 	 N i e t   d e m p e n 	 	 	 A c t i v a r e   s u n e t 	 	 	   	 	 	 D:H  -'D*  5'E*	 	 	 							  			 	 	 	 	 	 	 	 	 D e m p   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d o   d e s l i g a d o 
 
 S T R _ I D _ U C M _ M U T E _ O N 	 U C M 	 P O P U P 	 m u t e   o n   s t r i n g 	 M u t e   o n 	 \]_U	 Y] _/T	 1@*5"  @4	 M u d o 	 M u e t   o n 	 T o n   a u s 	 8:@>D>=  >B:;NG5=	 A u d i o   a t t i v a t o 	 *4:JD  C*E  'D5H*	 S o m   d e s a c t i v a d o 	 S e s   K a p a l 1	 T t    m   b t 	 D i a m   a k t i f 	 T i d a k   b e r s u a r a 	 .	M	/	B		  	(		 	 	 	 N  m  t  s   b e 	 	 	 	 D e m p e n 	 	 	 D e z a c t i v a r e   s u n e t 	 	 	   	 	 	 -'D*  5'E*  1H4F	 	 	 							( 				)   			  					 	 	 	 	 	 	 	 	 D e m p   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d o   a t i v a d o 
 
 S T R _ I D _ U C M _ M U T E _ O F F 	 U C M 	 P O P U P 	 m u t e   o f f   s t r i n g 	 M u t e   o f f 	 \]Sm	 Y]Sm	 1@*5"  4	 D e s a c t i v a r   m u d o   	 M u e t   o f f 	 T o n   a n 	 8:@>D>=  2:;NG5=	 A u d i o   d i s a t t i v a t o 	 %JB'A  C*E  'D5H*	 S o m   a c t i v a d o 	 S e s   A  1k 	 T t    m   t t 	 D i a m   t i d a k   a k t i f 	 B e r s u a r a 	 .	M	/	B		  	+		 	 	 	 N  m  t  s   k i 	 	 	 	 D e m p e n   u i t 	 	 	 A c t i v a r e   s u n e t 	 	 	   	 	 	 -'D*  5'E*  .'EH4	 	 	 					  				  				 	 	 	 	 	 	 	 	 D e m p   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d o   d e s a t i v a d o 
 
 S T R _ I D _ U C M _ M A I N _ M E N U 	 U C M 	 I C O N T E X T 	 M a i n   m e n u   i t e m   s t r i n g 	 M a i n   m e n u 	 ;NxU	 ;N܃US	 @!9+%1	 M e n    p r i n c i p a l 	 M e n u   p r i n c i p a l 	 H a u p t m e n  	 ;02=>5  <5=N	 M e n    p r i n c i p a l e 	 'DB'&E)  'D1&J3J)	 M e n u   p r i n c i p a l 	 A n a   m e n  	 M e n u   c h  n h 	 M e n u   u t a m a 	 M e n u   u t a m a 	 .	A		M	/	  .	G	(	B		 	 	 	 F Qm e n  	 	 	 	 H o o f d m e n u 	 	 	 M e n i u   p r i n c i p a l 	 	 	   	 	 	 EFH  '5D	 	 	 						  							 	 	 	 	 	 	 	 	 H o o f k i e s l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i n   M e n u   ( M e n u   P r i n c i p a l ) 
 
 S T R _ I D _ U C M _ S W I T C H _ T O _ V I D E O _ C A L L 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   s w i t c h   v i d e o   c a l l 	 S w i t c h   t o   v i d e o   c a l l 	 Rc
q	 RbcƉ5u݋	 *%1D"1*2"'45B-	 C a m b i a r   a   l l a m a d a   c o n   v i d e o   	 P a s s e r      l ' a p p e l   v i d  o 	 Z u   V i d e o a n r u f   w e c h s e l n 	 5@5:;NG8BL  =0  2845>2K7>2	 P a s s a   a l l a   v i d e o c h i a m a t a 	 'D*-HJD  %DI  EC'DE)  AJ/JH	 M u d a r   p a r a   c h a m a d a   d e   v  d e o 	 V i d e o   a r a m a s 1n a   g e  	 C h u y n   s a n g   g i   v i d e o 	 A l i h k a n   k e   p a n g g i l a n   v i d e o 	 T u k a r   k e p a d a   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  *	0	  	>				 	 	 	 V  l t  s   v i d e o h  v  s r a 	 	 	 	 O m s c h a k e l e n   n a a r   v i d e o g e s p r e k 	 	 	 C o m u t a r e   l a   a p e l   v i d e o 	 	 	     	 	 	 1A*F  (G  -'D*  *E'3  H/H	 	 	 					  			  				 	 	 	 	 	 	 	 	 S k a k e l   o o r   n a   v i d e o - o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t e r n a r   p a r a   c h a m a d a   c o m   v  d e o 
 
 S T R _ I D _ U C M _ S W I T C H _ T O _ V I D E O _ C A L L _ Q U E R Y 	 U C M 	 P O P U P C O N F I R M 	 Q u e r y   t o   s w i t c h   v i d e o   c a l l 	 E n d   v o i c e   c a l l   a n d   s w i t c h   t o   v i d e o   c a l l ? 	 Rcqp
q	 Rbc5u݋:NƉ5u݋	 '2*2"*2  A%0*%1D"1*2"'45B-? 	  F i n a l i z a r   l l a m a d a   d e   v o z   y   c a m b i a r   a   l l a m d a   c o n   v i d e o ? 	 T e r m i n e r   l ' a p p e l   v o c a l   e t   p a s s e r      l ' a p p e l   v i d  o   ? 	 V o i c e a n r u f   b e e n d e n   u n d   z u   V i d e o a n r u f   w e c h s e l n ? 	 025@H8BL  3>;>A>2>9  2K7>2  8  ?5@5:;NG8BL  =0  2845>2K7>2? 	 T e r m i n a r e   l a   c h i a m a t a   v o c a l e   e   p a s s a r e   a l l a   v i d e o c h i a m a t a ? 	 %FG'!  'DEC'DE)  'D5H*J)  H'D*-HJD  %DI  EC'DE)  AJ/JH	 T e r m i n a r   c h a m a d a   d e   v o z   e   m u d a r   p a r a   c h a m a d a   d e   v  d e o ? 	 S e s l i   a r a m a y 1  b i t i r   v e   v i d e o   a r a m a s 1n a   g e  ? 	 K t   t h  c   g i   t h o i   v    c h u y n   s a n g   g i   v i d e o ? 	 A k h i r i   p a n g g i l a n   s u a r a   d a n   b e r a l i h   k e   p a n g g i l a n   v i d e o ? 	 T a m a t k a n   p a n g g i l a n   s u a r a   d a n   t u k a r   k e p a d a   p a n g g i l a n   v i d e o ? 	 5	I	/	8	  	I	2	  8	.	>	*	M	$	  	0	G		  	0	  5	@	!	?	/	K	  	I	2	  *	0	  	>			? 	 	 	 	 B e f e j e z i   a z   a k t u  l i s   h a n g h  v  s t    s   v i d e o h  v  s r a   v  l t ? 	 	 	 	 N o r m a a l   g e s p r e k   b e  i n d i g e n   e n   o m s c h a k e l e n   n a a r   v i d e o g e s p r e k ? 	 	 	  n c h e i a ci   a p e l u l   v o c a l   _i   c o m u t a ci   l a   a p e l   v i d e o ? 	 	 	             ? 	 	 	 "'  (G  *E'3  "H'  ~''F  E/G/  H  (G  *E'3  H/H  E1H/	 	 	 				  		  						  			  					 	  			  					? 	 	 	 	 	 	 	 	 	 B e  i n d i g   s t e m o p r o e p   e n   s k a k e l   o o r   n a   v i d e o - o p r o e p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r m i n a r   c h a m a d a   d e   v o z   e   a l t e r n a r   p a r a   c h a m a d a   c o m   v  d e o ? 
 
 S T R _ I D _ U C M _ R E J _ B Y _ S M S 	 U C M 	 I C O N T E X T 	 R e j e c t   b y   S M S   m e n u   i t e m   s t r i n g 	 R e j e c t   b y   S M S 	 bc&NP!|
	 bcv^SwO	 4@*B"  S M S 	 R e c h a z a r   p o r   S M S 	 R e j e t e r   p a r   S M S 	 M i t   S M S   a b l e h n e n 	 B:;>=8BL  ?>  S M S 	 R i f i u t a   t r a m i t e   S M S 	 1A6  (13'D)  F5J)	 R e j e i t a r   c o m   S M S 	 S M S   i l e   r e d d e t 	 T   c h i   q u a   S M S 	 T o l a k   o l e h   S M S 	 T o l a k   m e l a l u i   S M S 	 S M S   &	M	5	>	0	>	  	8	M	5	@		C	$	  	0	G			 	 	 	 E l u t a s  t  s   S M S - b e n 	 	 	 	 V e r w e r p e n   d o o r   S M S 	 	 	 R e s p i n g e r e   p r i n   S M S 	 	 	       S M S 	 	 	 1/1/F  *H37  ~'E	 	 	 							- 		  							  												  					 	 	 	 	 	 	 	 	 V e r w e r p   p e r   S M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t a r   p e l o   S M S 
 
 S T R _ I D _ U C M _ R E J _ B Y _ S M S _ C O N F I R M 	 U C M 	 P O P U P C O N F I R M 	 R e j e c t   b y   S M S   c o n f i r m   s t r i n g 	 R e j e c t   b y   S M S ? 	 bc&NP!|
	 bcv^SwO	 4@*B"  S M S ? 	  R e c h a z a r   p o r   S M S ? 	 R e j e t e r   p a r   S M S   ? 	 M i t   S M S   a b l e h n e n ? 	 B:;>=8BL  ?>  S M S ? 	 R i f i u t a r e   t r a m i t e   S M S ? 	 1A6  (13'D)  F5J)	 R e j e i t a r   c o m   S M S ? 	 S M S   i l e   r e d d e t ? 	 T   c h i   q u a   S M S ? 	 T o l a k   o l e h   S M S ? 	 T o l a k   m e l a l u i   S M S ? 	 S M S   &	M	5	>	0	>	  	8	M	5	@		C	$	  	0	G		? 	 	 	 	 E l u t a s  t j a   S M S - b e n ? 	 	 	 	 V e r w e r p e n   d o o r   S M S ? 	 	 	 R e s p i n g e ci   p r i n   S M S ? 	 	 	       S M S ? 	 	 	 *H37  ~'E  1/  4H/	 	 	 							- 		  							  												  						? 	 	 	 	 	 	 	 	 	 V e r w e r p   p e r   S M S ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t a r   p e l o   S M S ? 
 
 S T R _ I D _ U C M _ R E J _ B Y _ S M S _ D E F A U L T _ M S G 	 U C M 	 P O P U P C O N F I R M 	 R e j e c t   b y   S M S   d e f a u l t   m e s s a g e 	 C a l l   y o u   l a t e r 	 
zPSbqf}`O	 
zPSb5u݋~`O	 B#+28 2"+%1	 T e   l l a m o   m  s   t a r d e 	 J e   t ' a p p e l l e   p l u s   t a r d 	 R u f e   s p  t e r   w i e d e r   a n 	 /  70=OB,   ?5@572>=N  ?>765! 	 T i   c h i a m o   d o p o 	 3#*5D  (C  D'-BK'	 L i g o   m a i s   t a r d e 	 S e n i   s o n r a   a r a y a c a 1m 	 G i   c u   s a u 	 S a y a   h u b u n g i   n a n t i 	 S a y a   a k a n   p a n g g i l   a n d a   k e m u d i a n 	 	*		K	  ,	>	&	  .	G		  	I	2	  	0	B			>		 	 	 	 K  s Qb b   h  v l a k 	 	 	 	 I k   b e l   j e   l a t e r 	 	 	 T e   s u n   m a i   t  r z i u 	 	 	       	 	 	 (9/'K  *E'3  E  1E	 	 	 			  		  				 	 	 	 	 	 	 	 	 B e l   j o u   l a t e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m o   v o c    m a i s   t a r d e 
 
 S T R _ I D _ U C M _ E N D _ A L L _ A C T I V E 	 U C M 	 I C O N T E X T ,   C 0 1 7 _ 2 	 A c t i o n   t o   e n d   a l l   a c t i v e   c a l l 	 E n d   a l l   a c t i v e 	 P}_ghQvMRq	 ~_ghQvMR݋	 '28*2"5HC
I	 F i n a l i z a r   t o d a s   l a s   l l a m a d a s   a c t i v a s 	 T e r m i n e r   t o u s   l e s   a p p e l s   a c t i f s 	 A l l e   A k t i v e n   b e e n d e n 	 025@H8BL  0:B82=K9  2K7>2	 T e r m i n a   t u t t e   l e   c h i a m a t e   a t t i v e 	 %FG'!  CD  'DF47)	 T e r m i n a r   t o d a s   a s   c h a m a d a s   a c t i v a s 	 T  m   e t k i n l e r i   b i t i r 	 K . t h  c   m i   c . g i   h . h  n h 	 A k h i r i   s e m u a   y a n g   a k t i f 	 T a m a t k a n   s e m u a   y a n g   a k t i f 	 8	-	@	  8		M	0	?	/	  8	.	>	*	M	$	  	0	G			 	 	 	  s s z e s   a k t  v   h  v  s   v  g e 	 	 	 	 A l l e   a c t i e v e   g e s p r e k k e n   b e  i n d i g e n 	 	 	  n c h e i e r e   t o a t e   a p e l u r i l e   a c t i v e 	 	 	         	 	 	 ~'J'F  /'/F  (G  GEG  *E'3G'  A9'D	 	 	 		  						  		  									  					 	 	 	 	 	 	 	 	 B e  i n d i g   a l l e   a k t i e w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r m i n a r   t o d a s   a t i v a s 
 
 S T R _ I D _ U C M _ E N D _ A L L _ H E L D 	 U C M 	 I C O N T E X T ,   C 0 1 7 _ 2 	 A c t i o n   t o   e n d   a l l   h e l d   c a l l 	 E n d   a l l   h e l d 	 P}_ghQOYuq	 ~_ghQOYu݋	 '28*2"5H1	 F i n a l i d a r   t o d a s   l a s   l l a m a d a s   r e t e n i d a s 	 T e r m i n e r   t o u s   l e s   a p p e l s   t e n u s 	 A l l e   G e h a l t e n e n   b e e n d e n 	 025@H8BL  C45@60==K9  2K7>2	 T e r m i n a   t u t t e   l e   c h i a m a t e   i n   a t t e s a 	 %FG'!  CD  'DE9DB)	 T e r m i n a r   t o d a s   a s   c h a m a d a s   r e t i d a s 	 T  m   b e k l e m e d e k i l e r i   b i t i r 	 K . t h  c   m i   c . g i   g i 	 A k h i r i   s e m u a   y a n g   d i t a h a n 	 T a m a t k a n   s e m u a   y a n g   d i p e g a n g 	 8	-	@	  0	K		G	  		  8	.	>	*	M	$	  	0	G			 	 	 	 M i n d e n   t a r t o t t   h  v  s   b e f e j e z  s e 	 	 	 	 A l l e   i n   d e   w a c h t   g e z e t t e   g e s p r e k k e n   b e  i n d i g e n 	 	 	  n c h e i e r e   t o a t e   a p e l u r i l e    n   a _t e p t a r e 	 	 	       	 	 	 ~'J'F  /'/F  (G  GEG  *E'3G'  -A8  4/G	 	 	 		  			  				  		  			  					 	 	 	 	 	 	 	 	 B e  i n d i g   a l l e   a a n h o u - o p r o e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r m i n a r   t o d a s   e m   e s p e r a 
 
 S T R _ I D _ U C W E B 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 U C W E B   m e n u   t i t l e 	 U C W E B 	 U C W E B phV	 U C W E B OmȉhV	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 U C W E B 6 	 	 	 	 U C W E B 6 	 	 	 	 U C W E B 6 	 	 	 U C W E B 6 	 	 	 U C W E B 6 	 	 	 U C W E B 6 	 	 	 U C W E B 6 	 	 	 	 	 	 	 	 	 U C W E B 6 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U C W E B 6 
 
 S T R _ I D _ U C W E B _ B O O K M A R K _ A D D R E S S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B o o k m a r k   a d d r e s s 	 A d d r e s s 	 0W@W	 0W@W	 5H-"9H	 D i r e c c i  n   	 A d r e s s e 	 A d r e s s e 	 4@5A	 I n d i r i z z o 	 'D9FH'F	 E n d e r e  o 	 A d r e s 	 a   c h 	 A l a m a t 	 A l a m a t 	 *	$	>		 	 	 	 C  m 	 	 	 	 A d r e s 	 	 	 A d r e s 	 	 	 	 	 	 F4'F	 	 	 							 	 	 	 	 	 	 	 	 A d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o 
 
 S T R _ I D _ U C W E B _ B O O K M A R K _ T I T L E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B o o k m a r k   t i t l e 	 T i t l e 	 jL	 h	 @#7H-	 T  t u l o   	 T i t r e 	 T i t e l 	 0720=85	 T i t o l o 	 'D'3E	 T  t u l o 	 B a _l 1k 	 T i  u   	 J u d u l 	 T a j u k 	 6	@	0	M	7			 	 	 	 C  m 	 	 	 	 T i t e l 	 	 	 T i t l u 	 	 	 	 	 	 9FH'F	 	 	 								 	 	 	 	 	 	 	 	 T i t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T  t u l o 
 
 S T R _ I D _ U D X _ M A I N _ M E N U 	 U D X 	 T I T L E ,   I C O N T E X T 	 U D X   m a i n   m e n u   s t r i n g 	 P h o n e b o o k   B a c k u p   &   R e s t o r e 	 q?|PNSb`_	 5u݋?|YNSb`
Y	 U D X   @-@L	 A g e n t e   U D X 	 A g e n t   U D X 	 U D X - A g e n t 	  575@2=0O  :>?8O  :>=B0:B>2	 A g e n t   U D X 	 HCJD  U D X 	 A g e n t e   U D X 	 U D X   a r a c 1s 1	 i   t n g   U D X 	 A g e n   U D X 	 A g e n   U D X 	 U D X   		G	(	M			 	 	 	 U D X    g y n  k 	 	 	 	 U D X - a g e n t 	 	 	 A g e n t   U D X 	 	 	   U D X 	 	 	 '12'1U D X   	 	 	 								  						  	 	 	 	 	 	 	 	 	 U D X - a g e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g e n t e   U D X 
 
 S T R _ I D _ U D X _ B U I L D 	 U D X 	 T I T L E ,   I C O N T E X T 	 b u i l d   a   u d x   f i l e 	 B a c k u p 	 PN	 YN	 *#I2D%L  U D X   	 C r e a r   a r c h i v o   U D X 	 C o n s t r u i r e   u n   f i c h i e r   U D X 	 U D X - D a t e i   e r s t e l l e n 	  575@28@>20BL	 C r e a   f i l e   U D X 	 %F4'!  EDA  U D X 	 C o m p i l a r   f i c h e i r o   U D X 	 U D X   d o s y a s 1  o l u _t u r 	 T o   f i l e   U D X 	 B u a t   f i l e   U D X 	 B i n a   f a i l   U D X 	 U D X   +	>		2	  ,	(	>				 	 	 	 U D X   f  j l   l  t r e h o z  s a 	 	 	 	 U D X - b e s t a n d   o p b o u w e n 	 	 	 G e n e r a r e   f i _i e r   U D X 	 	 	     U D X 	 	 	 3'.*F  ~1HF/G  U D X 	 	 	 								  				  				  				  	 	 	 	 	 	 	 	 	 B o u   U D X - l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n s t r u i r   a r q u i v o   U D X 
 
 S T R _ I D _ U D X _ P A R S E 	 U D X 	 T I T L E ,   I C O N T E X T 	 p a r s e   a   u d x   f i l e 	 R e s t o r e 	 b`_	 b`
Y	 #02"D%L  U D X   	 A n a l i z a r   a r c h i v o   U D X 	 A n a l y s e r   u n   f i c h i e r   U D X 	 U D X - D a t e i   a n a l y s i e r e n 	 >AAB0=>28BL	 A n a l i z z a   f i l e   U D X 	 *H2J9  EDA  U D X 	 A n a l i s a r   f i c h e i r o   U D X 	 U D X   d o s y a s 1    z  m l e 	 P h . t  c h   f i l e   U D X 	 P a r s i n g   f i l e   U D X 	 H u r a i   f a i l   U D X 	 U D X   +	>		2	  *	>	0	M	8	  	0	G			 	 	 	 U D X   f  j l   e l e m z  s e 	 	 	 	 U D X - b e s t a n d   d e c o d e r e n 	 	 	 A n a l i z   f i _i e r   U D X 	 	 	     U D X 	 	 	 *,2G  ~1HF/G  U D X 	 	 	 								  				  					  				  	 	 	 	 	 	 	 	 	 O n t l e e d   U D X - l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n a l i s a r   a r q u i v o   U D X 
 
 S T R _ I D _ U D X _ D A T A _ U S E _ W A Y 	 U D X 	 T I T L E ,   I C O N T E X T 	 H o w   t o   h a n d l e   a   u d x   f i l e ' s   d a t a 	 C o n f l i c t   s o l u t i o n 	 ]zzle_	 Qz㉳Qe_	 '45C
II-!9%	 F o r m a   d e   u s o   d e   l o s   d a t o s   	 D o n n  e s   e n   c o u r s   d ' u t i l i s a t i o n 	 D a t e n n u t z u n g s m e t h o d e 	 !?>A>1  8A?>;L7>20=8O  40==KE	 M o d o   u t i l i z z o   d a t i 	 71JB)  '3*./'E  'D(J'F'*	 F o r m a   d e   u t i l i z a   o   d o s   d a d o s 	 V e r i   k u l l a n 1m   y o l u 	 C  c h   d  n g   d . l i u 	 C a r a   p e n g g u n a a n   d a t a 	 C a r a   p e n g g u n a a n   d a t a 	 !	>		>	  *	M	0	/	K		  .	>	0	M		  	 	 	 	 A d a t h a s z n  l a t   m  d j a 	 	 	 	 W i j z e   v a n   g e g e v e n s g e b r u i k 	 	 	 M o d   u t i l i z a r e   d a t e 	 	 	     	 	 	 1H4  ('11  /'/G  G'	 	 	 				  							  						 	 	 	 	 	 	 	 	 D a t a g e b r u i k s w y s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   u s o   d e   d a d o s 
 
 S T R _ I D _ U D X _ U S E R _ I N F O 	 U D X 	 T I T L E ,   I C O N T E X T 	 U s e r   i n f o 	 U s e r   i n f o 	 O(uǌ
	 (u7bOo`	 I-!9%9IC
I	 I n f o r m a c i  n   d e l   u s u a r i o 	 I n f o   u t i l i s a t e u r 	 B e n u t z e r i n f o 	 =D>@<0F8O  >  ?>;L7>20B5;5	 I n f o r m a z i o n i   u t e n t e 	 E9DHE'*  'DE3*./E	 I n f o r m a   o   d o   u t i l i z a d o r 	 K u l l a n 1c 1  b i l g i s i 	 T h . t i n   n g . d  n g 	 I n f o   p e n g g u n a 	 M a k l u m a t   p e n g g u n a 	 		*	/	K			0	M	$	>	  	>	(		>	0	@		 	 	 	 F e l h a s z n  l  i   i n f o . 	 	 	 	 G e b r u i k e r s i n f o r m a t i e 	 	 	 I n f o r m a ci i   u t i l i z a t o r 	 	 	   	 	 	 E4.5'*  '1(1	 	 	 												  				  	 	 	 	 	 	 	 	 	 G e b r u i k e r - i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o .   u s u  r i o 
 
 S T R _ I D _ U D X _ D A T A _ U S E _ A D D _ N E W 	 U D X 	 T W O S T A T E 	 A d d   n e w 	 A d d   n e w 	 eX	 eX	 @4H!C+!H	 A  a d i r   n u e v o 	 A j o u t e r   n o u v e a u 	 N e u e s   h i n z u f  g e n 	 >1028BL	 A g g i u n g i   n u o v o 	 %6'A)  ,/J/	 A d i c i o n a r   n o v o 	 Y e n i   e k l e   	 T h  m   m i 	 T a m b a h   b a r u 	 T a m b a h   b a r u 	 (	/	>	  	K	!	<	G			 	 	 	  j   h o z z  a d  s a 	 	 	 	 N i e u w e   t o e v o e g e n 	 	 	 A d u g a r e   n o u 	 	 	   	 	 	 'A2H/F  EH1/  ,//	 	 	 				  					  				  	 	 	 	 	 	 	 	 	 V o e g   n u w e   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   n o v o 
 
 S T R _ I D _ U D X _ F I L E _ V I E W _ I N F O 	 U D X 	 T I T L E ,   I C O N T E X T 	 u d x   f i l e   i n f o 	 F i l e   i n f o 	 jHhǌ
	 eNOo`	 I-!9%D%L	 I n f o r m a c i  n   d e l   a r c h i v o 	 I n f o   f i c h i e r 	 D a t e i i n f o 	 =D>@<0F8O  >  D09;5	 I n f o r m a z i o n i   f i l e 	 E9DHE'*  'DEDA	 I n f o r m a   o   d o   f i c h e i r o 	 D o s y a   b i l g i s i 	 T h . t i n   f i l e 	 I n f o   f i l e 	 M a k l u m a t   f a i l 	 +	>		2	  	>	(		>	0	@		 	 	 	 F  j l i n f o . 	 	 	 	 B e s t a n d s i n f o 	 	 	 I n f o r m a ci i   f i _i e r 	 	 	   	 	 	 E4.5'*  ~1HF/G	 	 	 						  				  	 	 	 	 	 	 	 	 	 L  e r i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o   d e   a r q u i v o 
 
 S T R _ I D _ U D X _ P A R S E _ T Y P E _ S E L E C T 	 U D X 	 I C O N T E X T 	 U s e   u d x   f i l e 	 U s e   U D X   f i l e 	 O(uǌeNcjHh	 O(upencNbceN	 C
ID%L  U D X   	 U s a r   a r c h i v o   U D X 	 U t i l i s e r   f i c h i e r   U D X 	 U D X - D a t e i   v e r w e n d e n 	 >AAB0=>28BL	 U t i l i z z a   f i l e   U D X 	 '3*./'E  EDA  U D X 	 U t i l i z a r   f i c h e i r o   U D X 	 U D X   d o s y a s 1n 1  k u l l a n 	 D  n g   f i l e   U D X 	 G u n a k a n   f i l e   U D X 	 G u n a   f a i l   U D X 	 U D X   +	>		2	  	>	  		*	/	K		  	0	G			 	 	 	 U S X   f  j l   h a s z n  l a t a 	 	 	 	 U D X - b e s t a n d   g e b r u i k e n 	 	 	 U t i l i z a r e   f i _i e r   U D X 	 	 	     U D X 	 	 	 ('11  ~1HF/G  U D X 	 	 	 								  						  							  	 	 	 	 	 	 	 	 	 G e b r u i k   U D X - l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   a r q u i v o   U D X 
 
 S T R _ I D _ U D X _ S A V E _ A S _ F I L E 	 U D X 	 I C O N T E X T 	 S a v e   a s   f i l e 	 S a v e   a s   f i l e 	 2QX[bjHh	 OX[bjHh	 1@G@GD%L	 G u a r d a r   c o m o   a r c h i v o 	 E n r e g i s t r e r   d a n s   u n   f i c h i e r 	 A l s   D a t e i   s p e i c h e r n 	 !>E@0=.   :0:  D09;	 S a l v a   c o m e   f i l e 	 -A8  CEDA	 G u a r d a r   c o m o   f i c h e i r o 	 D o s y a   o l a r a k   k a y d e t 	 L u   d n g   f i l e 	 S i m p a n   s e b a g a i   f i l e 	 S i m p a n   s e b a g a i   f a i l 	 +	<	>		2	  	G	  0	B	*	  .	G		  8	9	G		G			 	 	 	 M e n t  s   f  j l b a 	 	 	 	 O p s l a a n   a l s   b e s t a n d 	 	 	 S a l v a r e   c a   f i _i e r 	 	 	   	 	 	 0.1G  (9FH'F  ~1HF/G	 	 	   				  						  							  					 	 	 	 	 	 	 	 	 B e r g   a s   l  e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   c o m o   a r q u i v o 
 
 S T R _ I D _ U D X _ S E N D _ V I A _ B L U E T O O T H 	 U D X 	 P O P U P C O N F I R M 	 V i a   B l u e t o o t h 	 S e n d   v i a   B l u e t o o t h ? 	 NͅYrP	 Ǐ݄YrS	 *HH2%99? 	  E n v i a r   a   t r a v  s   d e   B l u e t o o t h ? 	 E n v o y e r   v i a   B l u e t o o t h   ? 	  b e r   B l u e t o o t h   s e n d e n ? 	 B?@028BL  ?>  B l u e t o o t h ? 	 I n v i a r e   t r a m i t e   B l u e t o o t h ? 	 %13'D  (H'37)  *BFJ)  B l u e t o o t h ? 	 E n v i a r   p o r   B l u e t o o t h ? 	 B l u e t o o t h   i l e   g  n d e r i l s i n   m i ? 	 G i   q u a   B l u e t o o t h ? 	 K i r i m   m e l a l u i   B l u e t o o t h ? 	 H a n t a r   m e l a l u i   B l u e t o o t h ? 	 B l u e t o o t h   	G	  	0	?		  -	G		G			 	 	 	 K  l d i   B l u e t o o t h - k a p c s o l a t o n ? 	 	 	 	 V e r z e n d e n   v i a   B l u e t o o t h ? 	 	 	 T r i m i t e r e   p r i n   B l u e t o o t h ? 	 	 	     B l u e t o o t h ? 	 	 	 '271B  B l u e t o o t h   A13*'/G  4H/	 	 	 							  				  					?   	 	 	 	 	 	 	 	 	 S t u u r   v i a   B l u e t o o t h ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   v i a   B l u e t o o t h ? 
 
 S T R _ I D _ U D X _ H E L P _ I N F O 	 U D X 	 U N L I M 	 h e l p   i n f o 	 U D X   f i l e   m e a n s   U n i v e r s a l   D a t a   e X c h a n g e   f i l e .   U s e r   c a n   e x p o r t   o r   i m p o r t   U D X   f i l e   b y   U D X   a g e n t . 	 ǌeNcjHh/fc/ec(uǌeNcvjHhO(uSNNǌeNcNtz_/SQb/SeQǌeNcjHh0	 pencNbceN/fc/ec(upencNbcveN(u7bSNǏpencNbcNt[Qb[eQpencNbceN0	 D%L  U D X   +!2"6D%L2#A%@%5H"I-!9%*2%  9IC
I*2!2#*#I2+#7-#02"D%L  U D X   B"  U D X   @-@L	 A r c h i v o   U D X     s i g n i f i c a   U n i v e r s a l   D a t a   e X c h a n g e   f i l e .   E l   u s u a r i o   p u e d e   c r e a r   o   a n a l i z a r   u n   a r c h i v o   U D X   a   t r a v  s   d e l   a g e n t e   U D X .   	 F i c h i e r   U D X   s i g n i f i e   u n   f i c h i e r   U n i v e r s a l   D a t a   e X c h a n g e .   L ' u t i l i s a t e u r   p e u t   c o n s t r u i r e   o u   a n a l y s e r   u n   f i c h i e r   U D X   a v e c   l ' a g e n t   U D X . 	 U D X - D a t e i   s t e h t   f  r   U n i v e r s a l   D a t a   e X c h a n g e - D a t e i .   B e n u t z e r   k  n n e n   d i e   U D X - D a t e i   m i t h i l f e   d e s   U D X - A g e n t e n   e r s t e l l e n   o d e r   a n a l y s i e r e n . 	 U D X   -   MB>  D09;  C=825@A0;L=>3>  >1<5=0  40==K<8.   >;L7>20B5;L  <>65B  A>740BL  8;8  ?@>0=0;878@>20BL  U D X - D09;  A  ?><>ILN  035=B0  U D X . 	 I l   f i l e   U D X      l ' a c r o n i m o   d i   U n i v e r s a l   D a t a   e X c h a n g e .   L ' u t e n t e   p u    c r e a r e   o   a n a l i z z a r e   f i l e   U D X   t r a m i t e   a g e n t   U D X . 	 EDA  U D X   J9FJ  EDA  " 'D*('/D  'D%DC*1HFJ  'D4'ED  DD(J'F'*" .   JECF  DDE3*./E  %F4'!  #H  *H2J9  EDA  U D X   9(1  HCJD  U D X . 	 F i c h e i r o   U D X   s i g n i f i c a ,   f i c h e i r o   U n i v e r s a l   D a t a   e X c h a n g e .   O   u t i l i z a d o r   p o d e   c o m p i l a r   o u   a n a l i s a r   u m   f i c h e i r o   U D X   a t r a v  s   d o   a g e n t e   U D X . 	 U D X   d o s y a s 1  E v r e n s e l   V e r i   D e i _i m i   d o s y a s 1  a n l a m 1n a   g e l i r .   K u l l a n 1c 1  U D X   a r a c 1s 1y l a   U D X   d o s y a s 1  o l u _t u r a b i l i r   v e y a     z  m l e y e b i l i r . 	 F i l e   U D X   l    f i l e   T r a o   i   D   l i u   C h u n g .   N g . d  n g   c    t h   t o   h o c   p h . t  c h   f i l e   U D X   t h e o   i   t n g   U D X . 	 F i l e   U D X   a d a l a h   f i l e   U n i v e r s a l   D a t a   e X c h a n g e .   P e n g g u n a   d a p a t   m e m b u a t   a t a u   m e m - p a r s i n g   f i l e   U D X   m e n u r u t   a g e n   U D X . 	 F a i l   U D X   b e r e r t i   f a i l   U n i v e r s a l   D a t a   e X c h a n g e .   P e n g g u n a   b o l e h   m e m b i n a   a t a u   m e n g h u r a i   f a i l   U D X   d e n g a n   a g e n   U D X . 	 U D X   +	>		2	  	>	  	0	M	%	  9	H	  /	B	(	?	5	0	M	8	2	  !	>		>	  		M	8		G			<	  +	>		2	.   		*	/	K			0	M	$	>	  U D X   		G			  &	M	5	>	0	>	  U D X   +	>		2	  	K	  ,	(	>	  	%	5	>	  *	>	0	M	8	  	0	  8		$	>	  9	H	. 	 	 	 	 A z   U D X   f  j l   j e l e n t  s e   U n i v e r s a l   D a t a   e X c h a n g e ,   a z a z   u n i v e r z  l i s   a d a t c s e r e f  j l .   A   f e l h a s z n  l    U D X   f  j l t   t u d    p  t e n i   v a g y   e l e m e z n i   a z   U D X    g y n  k k e l . 	 	 	 	 U D X - b e s t a n d   b e t e k e n t   U n i v e r s e e l   G e g e v e n s   U i t w i s s e l e n .   U   k u n t   e e n   U S X - b e s t a n d   p a r s e n   m e t   e e n   U D X - a g e n t . 	 	 	 F i _i e r   U D X    n s e a m n   f i _i e r   U n i v e r s a l   D a t a   e X c h a n g e .   U t i l i z a t o r u l   p o a t e   g e n e r a   s a u   a n a l i z a   f i _i e r u l   U D X   c u   a j u t o r u l   a g e n t u l u i   U D X . 	 	 	   U D X       U n i v e r s a l   D a t a   e X c h a n g e .               U D X       U D X . 	 	 	 ~1HF/G  U D F   9F  ~1HF/G  E('/DG  ,'E9  /'/G  G'  ( U n i v e r s a l   D a t a   e X c h a n g e )   '1(1  E*H'F/  (E  '12'1  U D X     ~1HF/G  U D X   1'  3'.*G  '  *,2G  F/. 	 	 	 								  				  				  					  								  				  						  				d	  											  			  				  		  								  								  							  								  				  					  				  				d		 	 	 	 	 	 	 	 	 U D X - l  e r   s t a a n   v i r   " U n i v e r s a l   D a t a   e X c h a n g e " - l  e r .   G e b r u i k e r   k a n   U D X - l  e r   m e t   b e h u l p   v a n   U D X - a g e n t   b o u   o f   o n t l e e d . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   U D X   s i g n i f i c a    U n i v e r s a l   D a t a   e X c h a n g e  .   U s u  r i o   p o d e   c o n s t r u i r   o u   a n a l i s a r   a r q u i v o   U D X   p e l o   a g e n t e   U D X . 
 
 S T R _ I D _ U D X _ V C A R D 	 U D X 	 T W O S T A T E 	 C o n t a c t s 	 v C a r d 	 
TGr	 
TGr	 v C a r d 	 v C a r d 	 v C a r d 	 v C a r d 	 878B:0	 v C a r d 	 v C a r d 	 v C a r d 	 v C a r d 	 v C a r d 	 v C a r d 	 v C a r d 	 v 	>	0	M	!		 	 	 	 v C a r d 	 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 v C a r d 	 	 	 	 	 	 	 	 	 v C a r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V C a r d 
 
 S T R _ I D _ U D X _ V C A L E N D A R 	 U D X 	 T W O S T A T E 	 C a l e n d a r s 	 v C a l e n d a r 	 LNf	 ez	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v C a l e n d a r 	 v 	H	2	G	(	M	!	0		 	 	 	 v C a l e n d a r 	 	 	 	 v C a l e n d a r 	 	 	 v C a l e n d a r 	 	 	 v C a l e n d a r 	 	 	 v C a l e n d a r 	 	 	 v C a l e n d a r 	 	 	 	 	 	 	 	 	 v C a l e n d a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 v C a l e n d a r 
 
 S T R _ I D _ U D X _ E M A I L 	 U D X 	 T W O S T A T E 	 E m a i l s 	 E m a i l s 	 P[N	 5uP[N	 -5@!%	 M e n s a j e s   d e   c o r r e o   e l e c t r  n i c o   	 E m a i l s 	 E - M a i l s 	 -;.   A>>1I5=8O	 E - m a i l 	 13'&D  'D(1J/  'D%DC*1HFJ	 E - m a i l s 	 E - p o s t a l a r 	 E m a i l 	 E m a i l 	 E - m e l 	 	- .	G	2		 	 	 	 E - m a i l e k 	 	 	 	 E - m a i l s 	 	 	 E - m a i l u r i 	 	 	     	 	 	 1''F'EG  G'	 	 	 				  	 	 	 	 	 	 	 	 	 E - p o s s e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E m a i l s 
 
 S T R _ I D _ U D X _ N O _ D A T A _ T Y P E _ S E L E C T E D 	 U D X 	 P O P U P 	 N o   d a t a   s e l e c t e d 	 N o   d a t a   s e l e c t e d 	 l	gxdǌe	 l	g	bpenc	 D!H!5I-!9%5H@%7-	 N o   s e   h a n   s e l e c c i o n a d o   d a t o s 	 P a s   d e   d o n n  e s   s  l e c t i o n n  e s 	 K e i n e   D a t e n   g e w  h l t 	 0==K5  =5  2K1@0=K	 N e s s u n   d a t o   s e l e z i o n a t o 	 DE  J*E  *-/J/  (J'F'*	 S e m   d a d o s   s e l e c c i o n a d o s 	 V e r i   s e  i l m e d i 	 C h a   c h n   d   l i u 	 T i d a k   a d a   d a t a   y a n g   d i p i l i h 	 T i a d a   d a t a   t e r p i l i h 	 !	>		>	  	A	(	>	  (	9	@		  	/	>		 	 	 	 N i n c s   k i j e l  l t   a d a t 	 	 	 	 G e e n   g e g e v e n s   g e s e l e c t e e r d 	 	 	 A b s e n c  d a t e   s e l e c t a t e 	 	 	     	 	 	 G  /'/G  '  (12/G  F4/G	 	 	 				  				  								  			  				  	 	 	 	 	 	 	 	 	 G e e n   d a t a   g e k i e s   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   d a d o   s e l e c i o n a d o 
 
 S T R _ I D _ U D X _ B U S Y 	 U D X 	 P O P U P 	 U D X   a g e n t   i s   b u s y 	 U D X   a g e n t   i s   b u s y 	 ǌeNcNt_x	 pencNbcNt_	 U D X   @-@LD!H'H2	 A g e n t e   U D X   o c u p a d o 	 L ' a g e n t   U D X   e s t   o c c u p  	 U D X - A g e n t   i s t   a u s g e l a s t e t 	 35=B  U D X   70=OB	 A g e n t   U D X   o c c u p a t o 	 HCJD  EDA  U D X   E4:HD	 A g e n t e   U D X   o c u p a d o 	 U D X   a r a c 1s 1  m e _g u l 	 i   t n g   U D X   b n 	 A g e n   U D X   s i b u k 	 A g e n   U D X   s i b u k 	 U D X   		G	(	M		  5	M	/	8	M	$	  9	H		 	 	 	 A z   U D X    g y n  k   f o g l a l t 	 	 	 	 U D X - a g e n t   i s   b e z e t 	 	 	 A g e n t u l   U D X   e s t e   o c u p a t 	 	 	   U D X   	 	 	 '12'1  U D X   E4:HD  '3*	 	 	 								  						  						  	 	 	 	 	 	 	 	 	 U D X - a g e n t   i s   b e s e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g e n t e   U D X   e s t    o c u p a d o 
 
 S T R _ I D _ U D X _ B U I L D I N G 	 U D X 	 C 4 0 2 _ 1 	 B u i l d i n g 	 E x p o r t i n g 	 /SQ-N	 ck(W[Q	 3%1*#I2	 C r e a n d o 	 C o n s t r u c t i o n   e n   c o u r s 	 W i r d   a u f g e b a u t 	 !>740=85	 C r e a z i o n e   i n   c o r s o 	 E(FI	 A   c o m p i l a r 	 O l u _t u r u l u y o r 	 a n g   t o 	 G e d u n g 	 M e m b i n a 	 ,	(	>	  0	9	>	  9	H		 	 	 	  p  t  s 	 	 	 	 B e z i g   m e t   o p b o u w e n 	 	 	 S e   g e n e r e a z 	 	 	 	 	 	 /1-'D  3'.*F	 	 	 				  				  	 	 	 	 	 	 	 	 	 B o u   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n s t r u i n d o 
 
 S T R _ I D _ U D X _ V C A R D _ S E L E C T _ Q U E R Y 	 U D X 	 P O P U P C O N F I R M 	 T o   s e l e c t   v C a r d ? 	 S e l e c t   v C a r d ? 	 xd
TGr	 	b
TGr	 @%7-  v C a r d ? 	  S e l e c c i o n a r   v C a r d ? 	 S  l e c t i o n n e r   v C a r d   ? 	 v C a r d   w  h l e n ? 	 K1@0BL  v C a r d ? 	 S e l e z i o n a r e   l a   v C a r d ? 	 *-/J/  v C a r d ? 	 S e l e c c i o n a r   v C a r d ? 	 v C a r d   s e  i l s i n   m i ? 	 C h n   v C a r d ? 	 P i l i h   v C a r d ? 	 P i l i h   v C a r d ? 	 v 	>	0	M	!	  	A	(	G		? 	 	 	 	 V  l a s z t   v C a r d - o t ? 	 	 	 	 v C a r d   s e l e c t e r e n ? 	 	 	 S e l e c t a r e   v C a r d ? 	 	 	   v C a r d ? 	 	 	 v C a r d   'F*.'(  4H/	 	 	 v C a r d   								  			? 	 	 	 	 	 	 	 	 	 K i e s   v C a r d ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   v C a r d ? 
 
 S T R _ I D _ U D X _ D U P L I C A T E _ F I L E N A M E 	 U D X 	 P O P U P 	 D u p l i c a t e   f i l e   n a m e 	 D u p l i c a t e d   f i l e n a m e 	 jHh
T1z͑	 eN
T͑
Y	 
7H-D%LI3	 N o m b r e   d e   a r c h i v o   d u p l i c a d o 	 N o m   d e   f i c h i e r   d u p l i q u  	 D u p l i z i e r t e r   D a t e i n a m e 	 >2B>@=>5  8<O  D09;0	 N o m e   f i l e   d u p l i c a t o 	 '3E  'DEDA  E*C11	 N o m e   d e   f i c h e i r o   d u p l i c a d o 	 K o p y a l a n a n   d o s y a   a d 1	 T r  n g   t  n   f i l e 	 N a m a   f i l e   s a m a 	 D u p l i k a s i   n a m a   f a i l 	 !	A	*	M	2	?		G		  	?	/	>	  	/	>	  +	>		2	  	>	  (	>	.		 	 	 	 D u p l i k  t u m   f  j l n  v 	 	 	 	 G e d u p l i c e e r d e   b e s t a n d s n a a m 	 	 	 N u m e   f i _i e r   d u p l i c a t 	 	 	     	 	 	 F'E  ~1HF/G  *1'1  '3*	 	 	 			  				  			  	 	 	 	 	 	 	 	 	 G e d u p l i s e e r d e   l  e r n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   a r q u i v o   d u p l i c a d o 
 
 S T R _ I D _ U D X _ F I L E _ P A T H _ T O O _ L O N G 	 U D X 	 P O P U P 	 P a t h   t o o   l o n g 	 P a t h   t o o   d e e p 	 _Nm	 _Ǐm	 2%6@4D	 R u t a   d e   a c c e s o   d e m a s i a d o   l a r g a 	 C h e m i n   t r o p   l o n g 	 P f a d   z u   t i e f 	 !;8H:><  1>;LH>5  :>;8G5AB2>  2;>65==KE  ?0?>:	 P e r c o r s o   t r o p p o   l u n g o 	 'DE3'1  #9EB  EF  'DD'2E	 C a m i n h o   d e m a s i a d o   l o n g o 	 D i z i n    o k   u z u n 	 . d n   q u    s  u 	 J a l u r   t e r l a l u   j a u h 	 L a l u a n   t e r l a l u   d a l a m 	 .	>	0	M		  ,	9	A	$	  	9	0	>	  9	H		 	 	 	 A z    t v o n a l   t  l   h o s s z  	 	 	 	 P a d   t e   d i e p 	 	 	 C a l e a   e s t e   p r e a   l u n g 	 	 	     	 	 	 E3J1  .JD  *H/1*H  '3*	 	 	 		  				  				  	 	 	 	 	 	 	 	 	 R o e t e   t e   i n g e w i k k e l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m i n h o   m u i t o   p r o f u n d o 
 
 S T R _ I D _ U D X _ P A R S E _ S A V I N G 	 U D X 	 C 4 0 2 _ 1 	 P a r s i n g 	 I m p o r t i n g 	 /SeQ-N	 ck(W[eQ	 3%1#02"	 A n  l i s i s 	 A n a l y s e   e n   c o u r s 	 W i r d   a n a l y s i e r t 	 <?>@B	 A n a l i s i   i n   c o r s o 	 *H2J9	 A   a n a l i s a r 	   z  m l e n d i r i l i y o r 	 a n g   p h . t  c h 	 P a r s i n g 	 M e n g h u r a i 	 *	>	0	M	8	  9	K	  0	9	>	  9	H		 	 	 	 E l e m z  s 	 	 	 	 B e z i g   m e t   p a r s e n 	 	 	 S e   a n a l i z e a z 	 	 	 	 	 	 /1-'D  *,2G	 	 	 							  				  	 	 	 	 	 	 	 	 	 O n t l e e d   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n a l i s a n d o 
 
 S T R _ I D _ U D X _ R E C E I V E 	 U D X 	 C 1 5 4 _ 1 	 U D X   f i l e   r e c e i v e d 	 R e c e i v e d   U D X   f i l e 	 6e0RǌeNcjHh	 6e0RpencNbceN	 D%L  U D X   5HDI#1	 A r c h i v o   U D X   r e c i b i d o 	 F i c h i e r   U D X   r e  u 	 U D X - D a t e i   e m p f a n g e n 	 >;CG5=  U D X - D09;	 R i c e v u t o   f i l e   U D X 	 EDA  U D X   'DE3*DE	 F i c h e i r o   U D X   r e c e b i d o 	 U D X   d o s y a s 1  a l 1n d 1	    n h n   f i l e   U D X 	 F i l e   U D X   d i t e r i m a 	 F a i l   U D X   d i t e r i m a 	 U D X   +	>		2	  .	?	2	  			 	 	 	 U S X   f  j l   f o g a d v a 	 	 	 	 O n t v a n g e n   U D X - b e s t a n d 	 	 	 F i _i e r   U D X   p r i m i t 	 	 	   U D X   	 	 	 ~1HF/G  U D X   /1'A*  1//	 	 	 								  				  					  						 	 	 	 	 	 	 	 	 U D X - l  e r   o n t v a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   U D X   r e c e b i d o 
 
 S T R _ I D _ U D X _ C A N C E L _ Q U E R Y 	 U D X 	 P O P U P C O N F I R M 	 C a n c e l ? 	 C a n c e l ? 	 Sm	 Sm	 "@%4? 	  C a n c e l a r ? 	 A n n u l e r   ? 	 A b b r e c h e n ? 	 B<5=0? 	 A n n u l l a r e ? 	 %D:'!	 C a n c e l a r ? 	 0p t a l   e d i l s i n   m i ?   	 H y ? 	 B a t a l ? 	 B a t a l ? 	 0	&	M	&	  	0	G		? 	 	 	 	 M  g s e m ? 	 	 	 	 A n n u l e r e n ? 	 	 	 R e v o c a r e ? 	 	 	   ? 	 	 	 D:H  4H/	 	 	 					  			?   	 	 	 	 	 	 	 	 	 K a n s e l l e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a r ? 
 
 S T R _ I D _ U D X _ P R O C E S S I N G 	 U D X 	 P O P U P 	 P r o c e s s i n g 	 P r o c e s s i n g 	 Ut-N	 ck(WYt	 3%1#0!'%%	 P r o c e s a n d o 	 T r a i t e m e n t   e n   c o u r s 	 V e r a r b e i t u n g 	 1@01>B:0	 E l a b o r a z i o n e   i n   c o r s o 	 E9'D,)	 A   p r o c e s s a r 	 0_l e n i y o r 	 a n g   x   l  	 M e m p r o s e s 	 M e m p r o s e s 	 *	M	0		M	0	?	/	>	  	>	0	@		 	 	 	 F e l d o l g o z  s 	 	 	 	 B e z i g   m e t   v e r w e r k e n 	 	 	 S e   p r o c e s e a z 	 	 	 	 	 	 /1-'D  ~1/'24	 	 	 												    	 	 	 	 	 	 	 	 	 V e r w e r k   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c e s s a n d o 
 
 S T R _ I D _ U D X _ P A R S E _ F A I L 	 U D X 	 P O P U P 	 P a r s e   f a i l 	 F a i l e d   t o   i m p o r t 	 /SeQ1YWe	 [eQ1Y%	 D!H*2!2##02"	 N o   s e   p u d o   a n a l i z a r   	 E c h e c   d ' a n a l y s e     	 K o n n t e   n i c h t   a n a l y s i e r t   w e r d e n 	 5  C40;>AL  ?@>0=0;878@>20BL	 A n a l i s i   n o n   r i u s c i t a 	 A4D  'D*H2J9	 F a l h a   a o   a n a l i s a r 	   z  m l e n e m e d i 	 K . t h   p h  n   t  c h 	 G a g a l   m e m - p a r s i n g 	 G a g a l   u n t u k   m e n g h u r a i 	 *	>	0	M	8	  	0	(	>	  5	?	+	2		 	 	 	 A z   e l e m z  s   s i k e r t e l e n 	 	 	 	 K a n   n i e t   p a r s e n 	 	 	 E _u a r e   l a   a n a l i z 	 	 	   	 	 	 *,2G  F'EHAB  (H/	 	 	 					  						  						 	 	 	 	 	 	 	 	 K o n   n i e   o n t l e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a n a l i s a r 
 
 S T R _ I D _ U D X _ B U I L D _ F I A L 	 U D X 	 P O P U P 	 B u i l d   f a i l 	 F a i l e d   t o   e x p o r t 	 /SQ1YWe	 [Q1Y%	 D!H*2!2#*#I2	 N o   s e   p u d o   c r e a r 	 E c h e c   d e   c o n s t r u c t i o n 	 K o n n t e   n i c h t   e r s t e l l t   w e r d e n 	 5  C40;>AL  A>740BL	 C r e a z i o n e   n o n   r i u s c i t a 	 A4D  'D%F4'!	 F a l h a   a o   c o m p i l a r 	 O l u _t u r u l a m a d 1	 K h  n g   t h   t o 	 G a g a l   m e m b u a t 	 G a g a l   u n t u k   m e m b i n a 	 ,	(	>	(	G	  .	G		  5	?	+	2		 	 	 	 A   l  t r e h o z  s   s i k e r t e l e n 	 	 	 	 O p b o u w e n   m i s l u k t 	 	 	 E _u a r e   l a   g e n e r a r e 	 	 	   	 	 	 3'.*F  F'EHAB  (H/	 	 	 				  				  						  						 	 	 	 	 	 	 	 	 K o n   n i e   b o u   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   c o n s t r u i r 
 
 S T R _ I D _ U D X _ A B O R T E D 	 U D X 	 P O P U P 	 C a n c e l l e d 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o 	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 A n n u l l a t o 	 *E  'D%D:'!	 C a n c e l a d o 	 0p t a l   e d i l d i   	    h y 	 D i b a t a l k a n 	 D i b a t a l k a n 	 0	&	M	&	  9	K	  	/	>		 	 	 	 M e g s z a k  t v a 	 	 	 	 G e a n n u l e e r d 	 	 	 R e v o c a t 	 	 	 	 	 	 D:H  4/	 	 	 					  			  						 	 	 	 	 	 	 	 	 G e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a d o 
 
 S T R _ I D _ U D X _ T Y P E _ S E L E C T _ P R E S S _ S T A R 	 U D X 	 C 3 8 4 _ 1 	 P r e s s   S t a r   t o   O n O f f 	 P r e s s   *   t o   o n / o f f 	 ˊ	c* ܕ	 	c*  _sQ	   *   @7H-@4/ 4	 O p r i m a   *   p a r a   a c t i v a r / d e s a c t i v a r 	 A p p u y e z   s u r   *   p o u r   a c t i v e r / d  s a c t i v e r 	 *   d r  c k e n   f  r   E i n / A u s 	 06<8B5  *   4;O  2:;NG5=8O/ 2K:;NG5=8O	 P r e m e r e   *   p e r   a t t i v a r e / d i s a t t i v a r e 	 '6:7  *   DD*4:JD/ 'D%JB'A	 P r i m a   *   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a t m a k   i  i n   *   t u _u n a   b a s 1n   	 B m   *     b t / t t 	 T e k a n   *   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 T e k a n   *   u n t u k   h i d u p / m a t i 	 	(	/ 	+	  	G	  2	?		  *     &	,	>				 	 	 	 *   g o m b :   b e / k i 	 	 	 	 D r u k   o p   *   o m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 A p s a ci   *   p e n t r u   a   i n t r a    n / a   i e _i   d i n   a g e n d 	 	 	   *     / 	 	 	 (1'  1H4F/ .'EH4  C1/F  *   1'  (A4'1J/	 	 	 				/ 				  				  *   					  	 	 	 	 	 	 	 	 	 D r u k   *   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e s s i o n e   *   p a r a   l i g a r / d e s l i g a r 
 
 S T R _ I D _ U D X _ T Y P E _ S E L E C T _ T O U C H _ B O X 	 U D X 	 C 3 8 4 _ 1 	 T o u c h   B o x   t o   O n O f f 	 T o u c h   b o x   t o   o n / o f f 	 ˊxeJXܕ	 扰xeWW _sQ	 A0%H-@7H-@4/ 4	 T o q u e   e l   c u a d r o   p a r a   a c t i v a r / d e s a c t i v a r 	 T o u c h e z   l a   b o  t e   p o u r   a c t i v e r / d  s a c t i v e r 	 K  s t c h e n   a n t i p p e n   f  r   E i n / A u s 	 06<8B5  >:>H:>  4;O  2:;NG5=8O/ 2K:;NG5=8O	 T o c c a r e   l a   c a s e l l a   p e r   a t t i v a r e / d i s a t t i v a r e 	 'DE3  'DE1(9  DD*4:JD/ 'D%JB'A	 T o q u e   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a t m a k   i  i n   k u t u y a   d o k u n u n   	 B m   v  o        b t / t t 	 S e n t u h   k o t a k   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 S e n t u h   k o t a k   u n t u k   n y a l a / p a d a m 	 	(	/ 	+	  	G	  2	?		  		  ,	I		M	8	  	K	  &	,	>				 	 	 	 D o b o z    r i n t  s e :   b e / k i 	 	 	 	 R a a k   h e t   v a k   a a n   o m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 A t i n g e r e   c a s e t   p e n t r u   a c t i v a r e / d e z a c t i v a r e 	 	 	       / 	 	 	 (1'  1H4F/ .'EH4  C1/F  E1(9  1'  DE3  CFJ/	 	 	 				/ 				  				  				  						  					 	 	 	 	 	 	 	 	 R a a k   a a n   b o k s   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o c a r   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 
 
 S T R _ I D _ U D X _ V E N D O R _ I N F O 	 U D X 	 U N L I M 	 V e n d o r   i n f o r m a t i o n 	 V e n d o r   i n f o 	 ^FUǌ
	 SFUOo`	 I-!9%9I3+H2"	 I n f o r m a c i  n   d e l   v e n d e d o r 	 I n f o   v e n d e u r 	 V e r k  u f e r - I n f o 	 =D>@<0F8O  873>B>28B5;O	 I n f o r m a z i o n i   r i v e n d i t o r e 	 E9DHE'*  'D('&9	 I n f o r m a   o   d o   v e n d e d o r 	 S a t 1c 1  b i l g i s i 	 T h . t i n   n h    c . c p 	 I n f o   v e n d o r 	 M a k l u m a t   p e n j u a l 	 5	?		M	0	G	$	>	  	>	(		>	0	@		 	 	 	 G y  r t  i   i n f o . 	 	 	 	 L e v e r a n c i e r s i n f o r m a t i e 	 	 	 I n f o r m a ci i   d i s t r i b u i t o r 	 	 	   	 	 	 E4.5'*  A1H4F/G	 	 	 								  				  	 	 	 	 	 	 	 	 	 V e r s k a f f e r - i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o   d e   f o r n e c e d o r 
 
 S T R _ I D _ U D X _ D E V I C E _ I N F O 	 U D X 	 U N L I M 	 D e v i c e   i n f o r m a t i o n 	 D e v i c e   i n f o 	 -Pǌ
	 YOo`	 I-!9%-8#L	 I n f o r m a c i  n   d e l   d i s p o s i t i v o 	 I n f o   a p p a r e i l 	 G e r  t - I n f o 	 =D>@<0F8O  CAB@>9AB20	 I n f o r m a z i o n i   d i s p o s i t i v o 	 E9DHE'*  'D,G'2	 I n f o r m a   o   d o   d i s p o s i t i v o 	 C i h a z   b i l g i s i 	 T h . t i n   t h i t   b 	 I n f o   p e r a n g k a t 	 M a k l u m a t   p e r a n t i 	 		*		0	#	  	>	(		>	0	@		 	 	 	 E s z k  z   i n f o . 	 	 	 	 A p p a r a a t i n f o r m a t i e 	 	 	 I n f o r m a ci i   d i s p o z i t i v 	 	 	   	 	 	 E4.5'*  /3*'G	 	 	 								  				  	 	 	 	 	 	 	 	 	 T o e s t e l - i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a   o   d e   d i s p o s i t i v o 
 
 S T R _ I D _ U D X _ U D X _ V E R S I O N 	 U D X 	 U N L I M 	 U D X   v e r s i o n 	 U D X   v e r s i o n 	 ǌeNcHr,g	 eNNbcHr,g	 @'-#L
1H  U D X   	 V e r s i  n   U D X 	 V e r s i o n   U D X 	 U D X - V e r s i o n 	 5@A8O  U D X 	 V e r s i o n e   U D X 	 %5/'1  U D X 	 V e r s  o   U D X 	 U D X   v e r s i y o n u 	 P h i  n   b n   U D X 	 V e r s i   U D X 	 V e r s i   U D X 	 U D X   8		8	M		0	#		 	 	 	 U D X   v e r z i  	 	 	 	 U D X - v e r s i e 	 	 	 V e r s i u n e   U D X 	 	 	   U D X 	 	 	 F3.G  U D X 	 	 	 								  							  	 	 	 	 	 	 	 	 	 U D X - w e e r g a w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r s  o   U D X 
 
 S T R _ I D _ U D X _ U S E R _ A G E N T 	 U D X 	 U N L I M 	 U s e r   a g e n t 	 U s e r   a g e n t 	 O(uNtz_	 (u7bNt	 @-@L9IC
I	 A g e n t e   d e   u s u a r i o 	 A g e n t   d e   l ' u t i l i s a t e u r 	 B e n u t z e r a g e n t 	 35=B  ?>;L7>20B5;O	 A g e n t   u t e n t e 	 HCJD  'DE3*./E	 A g e n t e   d o   u t i l i z a d o r 	 K u l l a n 1c 1  a r a c 1s 1	 . t n g   n g . d  n g 	 A g e n   p e n g g u n a 	 A g e n   p e n g g u n a 	 		*	/	K			0	M	$	>	  		G	(	M			 	 	 	 F e l h a s z n  l  i    g y n  k 	 	 	 	 G e b r u i k e r s a g e n t 	 	 	 A g e n t   u t i l i z a t o r 	 	 	   	 	 	 '12'1  '1(1	 	 	 												  						  	 	 	 	 	 	 	 	 	 G e b r u i k e r a g e n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g e n t e   d e   u s u  r i o 
 
 S T R _ I D _ U D X _ U S E R _ I N F O _ F R O M 	 U D X 	 U N L I M 	 U s e r   i n f o r m a t i o n 	 U s e r   i n f o 	 O(uǌ
	 (u7bOo`	 I-!9%9IC
I	 I n f o r m a c i  n   d e l   u s u a r i o 	 I n f o   u t i l i s a t e u r 	 B e n u t z e r i n f o 	 =D>@<0F8O  >  ?>;L7>20B5;5	 I n f o r m a z i o n i   u t e n t e 	 E9DHE'*  'DE3*./E	 I n f o r m a   o   d o   u t i l i z a d o r 	 K u l l a n 1c 1  b i l g i s i 	 T h . t i n   n g . d  n g 	 I n f o   p e n g g u n a 	 M a k l u m a t   p e n g g u n a 	 		*	/	K			0	M	$	>	  	>	(		>	0	@		 	 	 	 F e l h a s z n  l  i   i n f o . 	 	 	 	 G e b r u i k e r s i n f o r m a t i e 	 	 	 I n f o r m a ci i   u t i l i z a t o r 	 	 	   	 	 	 E4.5'*  '1(1	 	 	 												  				  	 	 	 	 	 	 	 	 	 G e b r u i k e r - i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o .   u s u  r i o 
 
 S T R _ I D _ U D X _ V E R S I O N 	 U D X 	 U N L I M 	 v e r s i o n 	   v e r s i o n 	 Hr,g	 Hr,g	   @'-#L
1H	   v e r s i  n 	     v e r s i o n 	     V e r s i o n 	   25@A8O	   v e r s i o n e 	   F3.)	   v e r s  o 	 v e r s i y o n 	 p h i  n   b n 	   v e r s i 	   v e r s i 	 8		8	M		0	#		 	 	 	   v e r z i  	 	 	 	   v e r s i e 	 	 	   v e r s i u n e 	 	 	   	 	 	   F3.G	 	 	   							  	 	 	 	 	 	 	 	 	     w e e r g a w e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   v e r s  o 
 
 S T R _ I D _ U D X _ C O U N T S 	 U D X 	 U N L I M 	 r e c o r d 	   r e c o r d 	 Pxe	 *Npe	   16	   r e g i s t r o 	     e n r e g i s t r e r 	 E i n t r a g 	   70?8AL	   r e g i s t r a z i o n e 	   *3,JD	   r e g i s t o 	 k a y 1t 	 m c   l u 	   d a t a 	   r e k o d 	   0	G		>	0	M	!	  	0	G			 	 	 	 b e j e g y z  s 	 	 	 	   o p n a m e 	 	 	    n r e g i s t r a r e 	 	 	   	 	 	   6(7	 	 	   				 	 	 	 	 	 	 	 	     r e k o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   g r a v a r 
 
 S T R _ I D _ U D X _ C O L O N 	 U D X 	 U N L I M 	 : 	 :   	 	 	 :   	 : 	 :   	 :   	 :   	 :   	 :   	 : 	 : 	 :   	 :   	 : 	 : 	 	 	 	 :   	 	 	 	 ; 	 	 	 : 	 	 	 :   	 	 	 :   	 	 	 : 	 	 	 	 	 	 	 	 	 :   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 :   
 
 S T R _ I D _ U D X _ N O _ D A T A 	 U D X 	 P O P U P 	 N o   d a t a   t o   p a r s e 	 N o   d a t a 	 !qǌe	 epenc	 D!H!5I-!9%	 N o   h a y   d a t o s 	 A u c u n e   d o n n  e s 	 K e i n e   D a t e i 	 5B  40==KE	 N e s s u n   d a t o 	 D'  JH,/  (J'F'*	 S e m   d a d o s 	 V e r i   y o k   	 K h  n g   c    d . l i u 	 T i d a k   a d a   d a t a 	 T i a d a   d a t a 	 	K		  !	>		>	  (	9	@		  9	H		 	 	 	 N i n c s   a d a t 	 	 	 	 G e e n   g e g e v e n s 	 	 	 N u   e x i s t   d a t e 	 	 	   	 	 	 /'/G  '  H,H/  F/'1/	 	 	 			  				  			  	 	 	 	 	 	 	 	 	 G e e n   d a t a   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   d a d o 
 
 S T R _ I D _ U D X _ P A R S E _ L O G 	 U D X 	 T I T L E 	 P a r s e   l o g 	 I m p o r t   l o g 	 /SeQ	 [eQU_	 162##02"	 H i s t o r i a l   d e   a n  l i s i s 	 A n a l y s e r   l e   j o u r n a l 	 A n a l y s e p r o t o k o l l 	 C@=0;  0=0;870	 L o g   d i   a n a l i s i 	 *H2J9  'D3,D	 A n a l i s a r   r e g i s t o 	   z  m l e m e   g  n l   	 N h . k    p h . t  c h 	 L o g   p a r s i n g 	 L o g   h u r a i a n 	 *	>	0	M	8	  2	I		  	 	 	 	 N a p l    e l e m z  s e 	 	 	 	 D e c o d e e r l o g 	 	 	 J u r n a l   a n a l i z 	 	 	   	 	 	 1./'/F'1  *,2G	 	 	 					  		  	 	 	 	 	 	 	 	 	 O n t l e e d   l o g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n a l i s a r   l o g 
 
 S T R _ I D _ U D X _ P A R S E _ L O G _ P A R S E 	 U D X 	 U N L I M 	 P a r s e 	 I m p o r t 	 /SeQ	 [eQ	 #02"	 A n a l i z a r 	 A n a l y s e r 	 A n a l y s i e r e n 	 =0;878@>20BL	 E s e g u i   a n a l i s i 	 *H2J9	 A n a l i s a r 	   z  m l e n d i r 	 P h . t  c h 	 P a r s i n g 	 H u r a i 	 *	>	0	M	8	  	 	 	 	 E l e m z  s 	 	 	 	 P a r s e n 	 	 	 A n a l i z 	 	 	 	 	 	 *,2G	 	 	 						 	 	 	 	 	 	 	 	 O n t l e e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n a l i s a r 
 
 S T R _ I D _ U D X _ D A T A _ N O T _ A D D E D 	 U D X 	 P O P U P 	 S o m e   d a t a   n o t   a d d e d 	 S o m e   d a t a   n o t   a d d e d 	  NNǌe*gReQ	  NNpenc*gmR	 I-!9%2-"H2D!HDI@4H!	 A l g u n o s   d a t o s   n o   s e   a  a d i e r o n   	 C e r t a i n e s   d o n n  e s   n o n   a j o u t  e s 	 E i n i g e   D a t e n   w u r d e n   n i c h t   h i n z u g e f  g t 	 5:>B>@K5  40==K5  =5  4>102;5=K	 A l c u n i   d a t i   n o n   s o n o   s t a t i   a g g i u n t i 	 (96  'D(J'F'*  :J1  E6'A)	 A l g u n s   d a d o s   n  o   a d i c i o n a d o s 	 B a z 1  b i l g i l e r   e k l e n m e d i 	 C h a   t h  m   d   l i u 	 B e b e r a p a   d a t a   t i d a k   d i t a m b a h k a n 	 A d a   d a t a   t i d a k   d i t a m b a h 	 	A		  !	G		>	  (	9	@		  	K	!	<	>	  	/	>		 	 	 	 B i z o n y o s   a d a t o k   h o z z  a d  s a   n e m   t  r t  n t   m e g 	 	 	 	 S o m m i g e   g e g e v e n s   n i e t   t o e g e v o e g d 	 	 	 A n u m i t e   d a t e   n u   a u   f o s t   a d u g a t e 	 	 	       	 	 	 (1.  '2  /'/G  G'  'A2H/G  F4/F/	 	 	 				  				  					  			  					 	 	 	 	 	 	 	 	 P a r t y   d a t a   n i e   b y g e v o e g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l g u n s   d a d o s   s e r  o   a d i c i o n a d o s 
 
 S T R _ U C _ D E T A I L _ M E S S A G E _ T Y P E _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 M e s s a g e   t y p e ,   M M S   o r   S M S 	 M e s s a g e   t y p e : 	 
o`^W	 Oo`{|W	 #0@ I-'2!: 	 T i p o   d e   m e n s a j e : 	 T y p e   d e   m e s s a g e   : 	 M i t t e i l u n g s t y p : 	 "8?  A>>1I5=8O: 	 T i p o   d i   m e s s a g g i o : 	 FH9  'D13'D): 	 T i p o   d e   m e n s a g e m : 	 M e s a j   t  r  : 	 K i u   t i n   n h n : 	 J e n i s   p e s a n : 	 J e n i s   m e s e j : 	 8		&	G	6	  	@	  	?	8	M	.	: 	 	 	 	  z e n e t   t  p u s a : 	 	 	 	 B e r i c h t t y p e : 	 	 	 T i p   m e s a j : 	 	 	   : 	 	 	 FH9  ~J'E: 	 	 	 							  			: 	 	 	 	 	 	 	 	 	 B o o d s k a p t i p e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o   d e   m e n s a g e m : 
 
 S T R _ U C _ D E T A I L _ A T T A C H M E N T _ L I S T _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 a t t a c h m e n t   o b j e c t   l i s t   i n   d e t a i l 	 A t t a c h m e n t   l i s t : 	 DNnU	 DNRh	 #2"2#D%LA: 	 L i s t a   d e   a r c h i v o s   a d j u n t o s : 	 L i s t e   d e s   p i  c e s   j o i n t e s   : 	 A n l a g e l i s t e : 	 !?8A>:  ?@8;>65=89: 	 E l e n c o   a l l e g a t i : 	 B'&E)  'DE1AB'*: 	 L i s t a   d e   a n e x o s : 	 E k   l i s t e s i : 	 D . s  c h    n h   k  m : 	 D a f t a r   l a m p i r a n : 	 S e n a r a i   l a m p i r a n : 	 8		2		M	(	  8	B		@	: 	 	 	 	 M e l l  k l e t l i s t a : 	 	 	 	 L i j s t   v a n   b i j l a g e n : 	 	 	 L i s t   a t a _r i : 	 	 	     : 	 	 	 AG13*  ~JH3*G': 	 	 	 														  						: 	 	 	 	 	 	 	 	 	 A a n h e g s e l l y s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   a n e x o s : 
 
 S T R _ U C _ D E T A I L _ P A G E S _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 N u m b e r   o f   P a g e s 	 N u m b e r   o f   p a g e s : 	 xe	 upe	 3'+I2: 	 C a n t i d a d   d e   p  g i n a s :   	 N o m b r e   d e   p a g e s   : 	 A n z a h l   d e r   S e i t e n : 	 >;8G5AB2>  AB@0=8F: 	 N u m e r o   d i   p a g i n e : 	 9//  'D5A-'*: 	 N  m e r o   d e   p  g i n a s : 	 S a y f a   s a y 1s 1: 	 S   t r a n g : 	 J u m l a h   h a l a m a n : 	 B i l a n g a n   h a l a m a n 	 *	C	7	M	 	K		  	@	  8			M	/	>	: 	 	 	 	 O l d a l a k   s z  m a : 	 	 	 	 A a n t a l   p a g i n a ' s : 	 	 	 N u m r   d e   p a g i n i : 	 	 	   : 	 	 	 4E'1G  5A-'*: 	 	 	 							  							 	 	 	 	 	 	 	 	 A a n t a l   b l a a i e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   p  g i n a s : 
 
 S T R _ U C _ D E T A I L _ T O T A L _ M E S S A G E S _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 T h e   n u m b e r   o f   t o t a l   m e s s a g e s   w h i c h   s h o u l d   b e   s e n t 	 T o t a l   m e s s a g e s : 	 =~xe	 ;`upe	 I-'2!#'!: 	 T o t a l   d e   m e n s a j e s : 	 N o m b r e   t o t a l   d e   m e s s a g e s   : 	 M i t t e i l u n g e n   i n s g e s a m t : 	 A53>  A>>1I5=89: 	 M e s s a g g i   t o t a l i : 	 %,E'DJ  'D13'&D: 	 T o t a l   d e   m e n s a g e n s : 	 T o p l a m   m e s a j l a r : 	 T n g   s   t i n   n h n : 	 T o t a l   p e s a n : 	 J u m l a h   m e s e j : 	 	A	2	  8		&	G	6	: 	 	 	 	  s s z e s    z e n e t : 	 	 	 	 T o t a a l   a a n t a l   b e r i c h t e n : 	 	 	 M e s a j e   t o t a l e : 	 	 	 "   : 	 	 	 E,EH9  ~J'EG': 	 	 	 				  						: 	 	 	 	 	 	 	 	 	 T o t a l e   g e t a l   b o o d s k a p p e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o t a l   d e   m e n s a g e n s : 
 
 S T R _ U C _ D E T A I L _ S I Z E _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 S i z e 	 S i z e : 	 'Y\	 'Y\	 2:   	 T a m a  o : 	 T a i l l e   : 	 G r   e :   	  07<5@: 	 D i m e n s i o n i : 	 'D-,E: 	 T a m a n h o : 	 B o y u t : 	 K . t h c : 	 U k u r a n : 	 S a i z : 	 		>	0	: 	 	 	 	 M  r e t : 	 	 	 	 G r o o t t e : 	 	 	 D i m e n s i u n e : 	 	 	 : 	 	 	 'F/'2G: 	 	 	 				: 	 	 	 	 	 	 	 	 	 G r o o t t e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o : 
 
 S T R _ U C _ H I D E _ S E N D E R _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 H i d e   S e n d e r   f r o m   t h e   R e c e i v e r   o f   t h e   M M S 	 H i d e   s e n d e r 	 υ_x	 υSx	 H-9I*H	 O c u l t a r   r e m i t e n t e 	 C a c h e r   l ' e x p  d i t e u r 	 S e n d e r   a u s b l e n d e n 	 !:@KBL  >B?@028B5;O	 N a s c o n d i   m i t t e n t e 	 %.A'!  'DE13D	 O c u l t a r   r e m e t e n t e 	 G  n d e r i c i y i   g i z l e 	 n   n g i   g i 	 S e m b u n y i k a n   p e n g i r i m 	 S e m b u n y i   p e n g h a n t a r 	 *	M	0	G	7		  	?	*	>				 	 	 	 F e l a d    e l r e j t  s e 	 	 	 	 Z e n d e r   v e r b e r g e n 	 	 	 A s c u n d e r e   e x p e d i t o r 	 	 	   	 	 	 ~FG'F  3'2  A13*F/G	 	 	 								  						 	 	 	 	 	 	 	 	 V e r b e r g   v e r s e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O c u l t a r   r e m e t e n t e 
 
 S T R _ U C _ N O _ I M A G E 	 U n i f i e d C o m p o s e r 	 P O P U P 	 N o   p i c t u r e 	 N o   p i c t u r e 	 !qWGr	 eVGr	 D!H!5 2	 N o   h a y   i m a g e n 	 P a s   d ' i m a g e 	 K e i n   B i l d 	 < CAB>>   	 N e s s u n a   i m m a g i n e 	 D'  *H,/  5H1)	 S e m   i m a g e m 	 R e s i m   y o k 	 K h  n g   c    h  n h 	 T i d a k   a d a   g a m b a r 	 T i a d a   g a m b a r 	 	?	$	M	0	  (	9	@			 	 	 	 N i n c s   k  p 	 	 	 	 G e e n   a f b e e l d i n g 	 	 	 F r   i m a g i n e 	 	 	   	 	 	 *5H1  H,H/  F/'1/	 	 	 				  			  			  	 	 	 	 	 	 	 	 	 G e e n   a f b e e l d i n g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   i m a g e m 
 
 S T R _ U C _ E D I T _ I M A G E 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 e d i t   p i c t u r e 	 E d i t   p i c t u r e 	 }/WGr	 VGr	 AID 2	 E d i t a r   i m a g e n 	 E d i t e r   l ' i m a g e 	 B i l d   b e a r b e i t e n 	  540:B.   87>1@065=85	 M o d i f i c a   i m m a g i n e 	 *-1J1  'D5H1)	 E d i t a r   i m a g e m 	 R e s i m   d  z e n l e 	 S a   h  n h 	 E d i t   g a m b a r 	 E d i t   g a m b a r 	 	?	$	M	0	  8		*	>	&	?	$	  	0	G			 	 	 	 K  p   s z e r k e s z t  s e 	 	 	 	 F o t o   b e w e r k e n 	 	 	 E d i t a r e   i m a g i n e 	 	 	   	 	 	 H1'4  *5H1	 	 	 			  								  				  	 	 	 	 	 	 	 	 	 R e d i g e e r   a f b e e l d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   f o t o 
 
 S T R _ I D _ U C _ M E S S A G E 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 M e s s a g e 	 M e s s a g e 	 
o`	 Oo`	 I-'2!	 M e n s a j e 	 M e s s a g e 	 M i t t e i l u n g 	 S M S 	 M e s s a g g i o 	 'D13'D)	 M e n s a g e m 	 M e s a j 	 T i n   n h n 	 P e s a n 	 M e s e j 	 8		&	G	6		 	 	 	  z e n e t 	 	 	 	 B e r i c h t 	 	 	 M e s a j 	 	 	 	 	 	 ~'E	 	 	 							 	 	 	 	 	 	 	 	 B o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m 
 
 S T R _ I D _ U C _ M M S _ P O S T C A R D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 p o s t c a r d 	 L i v e !   P o s t c a r d 	 fOGr	 fOGr	 L i v e !   P o s t c a r d 	  E n   v i v o !   T a r j e t a   p o s t a l   	 C a r t e   p o s t a l e   L i v e ! 	 L i v e !   P o s t k a r t e 	 B:@KB:0  L i v e ! 	 C a r t o l i n a   L i v e ! 	 L i v e !   (7'B)  (1J/J)	 L i v e !   P o s t a l 	 L i v e !   K a r t p o s t a l 	 S n g !   B u   t h i p 	 L a n g s u n g !   K a r t u   p o s 	 P o s k a d   L i v e ! 	 2	>		5	!   *	K	8	M			>	0	M	!		 	 	 	 L i v e !    d v  z l Ql a p 	 	 	 	 L i v e !   B r i e f k a a r t 	 	 	 C a r t e   p o _t a l   L i v e ! 	 	 	 !   	 	 	 L i v e !   '1*  ~3*'D	 	 	 						!   										  	 	 	 	 	 	 	 	 	 L i v e ! - p o s k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A o   v i v o !   C a r t  o   p o s t a l 
 
 S T R _ I D _ P O S T C A R D _ A D D _ R E C I P I E N T 	 U n i f i e d C o m p o s e r 	 T I T L E 	 T i t l e   o f   a d d r e s s   i n l i n e   e d i t o r 	 A d d   r e c i p i e n t 	 eXc6e	 eXc6e	 @4H!9I#1	 A  a d i r   r e c e p t o r 	 A j o u t e r   d e s t i n a t a i r e 	 E m p f  n g e r   h i n z u f  g e n 	 >1028BL  ?>;CG0B5;O	 A g g i u n g i   d e s t i n a t a r i o 	 %6'A)  E3*DE	 A d i c i o n a r   d e s t i n a t  r i o 	 A l 1c 1  e k l e 	 T h  m   n g i   n h n 	 T a m b a h   p e n e r i m a 	 T a m b a h   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  	K	!	<	G			 	 	 	 C  m z e t t   h o z z  a d  s a 	 	 	 	 O n t v a n g e r   t o e v o e g e n 	 	 	 A d u g a r e   d e s t i n a t a r 	 	 	   	 	 	 'A2H/F  1F/G	 	 	 									  					  					 	 	 	 	 	 	 	 	 V o e g   o n t v a n g e r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d e s t i n a t  r i o 
 
 S T R _ I D _ P O S T C A R D _ A D D _ R E C I P I E N T _ M A N U A L 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n p u t   a d d r e s s   m a n u a l l y 	 I n p u t   a d d r e s s 	 8eQ0W@W	 eQ0W@W	 C*H5H-"9H	 I n t r o d u c i r   d i r e c c i  n 	 S a i s i r   l ' a d r e s s e 	 A d r e s s e   e i n g e b e n 	 25AB8  04@5A	 I m m e t t i   i n d i r i z z o 	 #/.D  9FH'F	 I n t r o d u z i r   e n d e r e  o 	 A d r e s i   g i r i n 	 N h p   a   c h 	 M a s u k k a n   a l a m a t 	 I n p u t   a l a m a t 	 *	$	>	  &	0	M		<	  	0	G			 	 	 	 C  m   m e g a d  s a 	 	 	 	 G e e f   a d r e s   o p 	 	 	 I n t r o d u c e r e   a d r e s 	 	 	   	 	 	 F4'F  1'  H'1/  F/	 	 	 						  						  				  	 	 	 	 	 	 	 	 	 V o e r   a d r e s   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   e n d e r e  o 
 
 S T R _ I D _ P O S T C A R D _ A D D _ R E C I P I E N T _ P H O N E B O O K 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I m p o r t   a d d r e s s   f r o m   p h o n e b o o k 	 I m p o r t   f r o m   p h o n e b o o k 	 _q?|xS	 N5u݋?|	S	 3@I22*!8B#(1L	 I m p o r t a r   d e s d e   l a   l i b r e t a   d e   d i r e c c i o n e s 	 I m p o r t e r   d e p u i s   l ' a n n u a i r e   t  l  p h o n i q u e 	 V o n   T e l e f o n b u c h   i m p o r t i e r e n 	 <?>@B8@>20BL  87  B5;5D>==>9  :=838	 I m p o r t a   d a   r u b r i c a 	 '3*J1'/  9FH'F  EF  /A*1  'DG'*A	 I m p o r t a r   d a   l i s t a   t e l e f  n i c a 	 T e l e f o n   r e h b e r i n d e n   e k l e 	 N h p   t   d a n h   b 	 I m p o r   d a r i   b u k u   t e l e p o n 	 I m p o r t   d a r i   b u k u   p a n d u a n   t e l e f o n 	 +	K	(	,	A		  8	G	  	/	>	$	  	0	G			 	 	 	 I m p o r t  l  s   a   t e l e f o n k  n y v b Ql 	 	 	 	 I m p o r t e r e n   u i t   t e l e f o o n b o e k 	 	 	 I m p o r t   d i n   a g e n d 	 	 	     	 	 	 H'1/1/F  '2  /A*1G  *DAF	 	 	 							  				  								  					 	 	 	 	 	 	 	 	 V o e r   i n   v a n a f   f o o n b o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m p o r t a r   d a   a g e n d a   t e l e f  n i c a 
 
 S T R _ I D _ P O S T C A R D _ R E C I P I E N T _ N A M E _ M A N D A T O R Y 	 U n i f i e d C o m p o s e r 	 P O P U P 	 E r r o r   m e s s a g e   o f   n o   n a m e 	 N a m e   f i e l d   i s   m a n d a t o r y 	 ˊ8eQY
T	 eQY
T	 3@GI-C*H4%L
7H-	 E l   n o m b r e   d e l   a r c h i v o   e s   o b l i g a t o r i o 	 L e   c h a m p   N o m   e s t   o b l i g a t o i r e 	 N a m e n s f e l d   i s t   P f l i c h t f e l d 	 <O  O2;O5BAO  >1O70B5;L=K<  ?>;5<	 C a m p o   N o m e   o b b l i g a t o r i o 	 -BD  'D'3E  %D2'EJ	 O   c a m p o   d o   n o m e      o b r i g a t  r i o 	 0s i m   a l a n 1  z o r u n l u 	 M c   t  n   l    b t   b u c 	 B i d a n g   n a m a   h a r u s   d i i s i 	 M e d a n   n a m a   w a j i b 	 (	>	.	  	M	7	G	$	M	0	  	(	?	5	>	0	M	/	  9	H		 	 	 	 A   n  v   m e z Q  k i t  l t  s e   k  t e l e z Q	 	 	 	 N a a m   i s   v e r p l i c h t 	 	 	 C  m p u l   n u m e   e s t e   o b l i g a t o r i u 	 	 	       	 	 	 ~11/F  ,'  .'D  F'E  ',('1  '3*	 	 	 					  							  												 	 	 	 	 	 	 	 	 N a a m v e l d   i s   v e r p l i g t e n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m p o   d e   n o m e      m a n d a t  r i o 
 
 S T R _ I D _ P O S T C A R D _ R E C I P I E N T _ S T R E E T _ M A N D A T O R Y 	 U n i f i e d C o m p o s e r 	 P O P U P 	 E r r o r   m e s s a g e   o f   n o   s t r e e t 	 S t r e e t   f i e l d   i s   m a n d a t o r y 	 ˊ8eQ/ W	 eQ/ W	 3@GI-C*H4%L	 E l   c a m p o   d e   l a   c a l l e   e s   o b l i g a t o r i o 	 L e   c h a m p   R u e   e s t   o b l i g a t o i r e 	 S t r a  e n f e l d   i s t   P f l i c h t f e l d 	 #;8F0  O2;O5BAO  >1O70B5;L=K<  ?>;5<	 C a m p o   V i a   o b b l i g a t o r i o 	 -BD  'D4'19  %D2'EJ	 O   c a m p o   d a   r u a      o b r i g a t  r i o 	 C a d d e   a l a n 1  z o r u n l u 	 M c   n g   l    b t   b u c 	 B i d a n g   j a l a n   h a r u s   d i i s i 	 M e d a n   j a l a n   w a j i b 	 8	M		M	0	@		  	M	7	G	$	M	0	  	(	?	5	>	0	M	/	  9	H		 	 	 	 A z   u t c a   m e z Q  k i t  l t  s e   k  t e l e z Q	 	 	 	 S t r a a t n a a m   i s   v e r p l i c h t 	 	 	 C  m p u l   s t r a d   e s t e   o b l i g a t o r i u 	 	 	       	 	 	 ~11/F  ,'  .'D  .'('F  ',('1  '3*	 	 	 							  			  											  	 	 	 	 	 	 	 	 	 S t r a a t v e l d   i s   v e r p l i g t e n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m p o   d e   r u a      m a n d a t  r i o 
 
 S T R _ I D _ P O S T C A R D _ R E C I P I E N T _ C I T Y _ M A N D A T O R Y 	 U n i f i e d C o m p o s e r 	 P O P U P 	 E r r o r   m e s s a g e   o f   n o   c i t y 	 C i t y   f i e l d   i s   m a n d a t o r y 	 ˊ8eQW^	 eQW^	 3@GI-C*H4%L@!7-	 E l   c a m p o   d e   l a   c i u d a d   e s   o b l i g a t o r i o 	 L e   c h a m p   V i l l e   e s t   o b l i g a t o i r e 	 S t a d t f e l d   i s t   P f l i c h t f e l d 	 >@>4  O2;O5BAO  >1O70B5;L=K<  ?>;5<	 C a m p o   C i t t    o b b l i g a t o r i o 	 -BD  'DE/JF)  %D2'EJ	 O   c a m p o   d a   c i d a d e      o b r i g a t  r i o 	 ^e h i r   a l a n 1  z o r u n l u 	 M c   T P   l    b t   b u c 	 B i d a n g   k o t a   h a r u s   d i i s i 	 M e d a n   b a n d a r   w a j i b 	 6	9	0	  	M	7	G	$	M	0	  	(	?	5	>	0	M	/	  9	H		 	 	 	 A   v  r o s   m e z Q  k i t  l t  s e   k  t e l e z Q	 	 	 	 W o o n p l a a t s   i s   v e r p l i c h t 	 	 	 C  m p u l   o r a _  e s t e   o b l i g a t o r i u 	 	 	       	 	 	 ~11/F  ,'  .'D  4G1  ',('1  '3*	 	 	 					  			  				  											  	 	 	 	 	 	 	 	 	 S t a d v e l d   i s   v e r p l i g t e n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m p o   d e   c i d a d e      m a n d a t  r i o 
 
 S T R _ U C _ S E N D _ F R M _ S I M 1 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 O p t i o n   t o   s e l e c t   S I M 1   t o   S e n d 	 P r i m a r y   s e n d 	 ;NaSP	 ;NaSS	 24!1 	 D e s d e   S I M 1   	 D e   S I M 1 	 V o n   S I M   1 	 !  ?5@28G=>9  S I M 	 D a   S I M 1 	 EF  S I M 1 	 D o   S I M   1 	 S I M 1 ' d e n   	 T   S I M 1 	 D a r i   S I M 1 	 D a r i   S I M 1 	 S I M 1   8	G		 	 	 	 S I M 1 - r Ql 	 	 	 	 V a n   S I M 1 	 	 	 D e   p e   S I M 1 	 	 	 - S I M 1 	 	 	 '2  S I M 1 	 	 	 				  				 	 	 	 	 	 	 	 	 V a n a f   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 1 
 
 S T R _ U C _ S E N D _ F R M _ S I M 2 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 O p t i o n   t o   s e l e c t   S I M 2   t o   S e n d 	 S e c o n d a r y   s e n d 	 _aSP	 NaSS	 24!2 	 D e s d e   S I M 2 	 D e   S I M 2 	 V o n   S I M   2 	 !>  2B>@8G=>9  S I M 	 D a   S I M 2 	 EF  S I M 2 	 D o   S I M   2 	 S I M 2 ' d e n   	 T   S I M 2 	 D a r i   S I M 2 	 D a r i   S I M 2 	 S I M   2   8	G		 	 	 	 S I M 2 - r Ql 	 	 	 	 V a n   S I M 2 	 	 	 D e   p e   S I M 2 	 	 	 - S I M 2 	 	 	 '2  S I M 2 	 	 	 				  				 	 	 	 	 	 	 	 	 V a n a f   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 2 
 
 S T R _ I D _ P O S T C A R D _ R E C I P I E N T _ S T A R _ P R O H I B I T E D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 E r r o r   m e s s a g e   o f   s t a r   p r o h i b i t e d 	 C o n t a c t   w i t h   *   i s   p r o h i b i t e d 	 oa}NS+T  *   !qlO(u	 T~NS+T  *   elO(u	 +I2!C
I#2"
7H-5H!5  *   	 C o n t a c t o s   q u e   c o n t e n g a n   *   e s t  n   p r o h i b i d o 	 U n   c o n t a c t   a v e c   *   e s t   i n t e r d i t 	 K o n t a k t   m i t   *   i s t   v e r b o t e n 	 >=B0:B  A>45@60I89  *   70?@5I5=	 C o n t a t t o   c o n   *   p r o i b i t o 	 -81  ,G)  'D'*5'D  0'*  9D'E)  * 	 N  o      p e r m i t i d o   c o n t a c t o   c o m   * 	 *   i l e   i l e t i _i m   y a s a k 	 C m   l i  n   h   v i   * 	 K o n t a k   d e n g a n   *   d i l a r a n g 	 K e n a l a n   d e n g a n   *   t i d a k   d i b e n a r k a n 	 *   8	G	  8	.	M	*	0	M		  (	?	7	?	&	M	'	  9	H		 	 	 	 A   p a r t n e r n  v   n e m   t a r t a l m a z h a t   * - o t 	 	 	 	 C o n t a c t   m e t   *   i s   v e r b o d e n 	 	 	 C o n t a c t u l   c u   *   e s t e   i n t e r z i s 	 	 	           * 	 	 	 *E'3  ('  *   EEFH9  '3*	 	 	 *   				  									  				  			  										  					  			  						 	 	 	 	 	 	 	 	 K o n t a k   m e t   *   i s   v e r b o d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a t o   c o m   *      p r o i b i d o 
 
 S T R _ U C _ P L S _ A D D _ R E C I P I E N T _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 A d d   t h e   r e c e p i e n t   b e f o r e   s e n d i n g   a   M M S 	 P l e a s e   a d d   r e c i p i e n t 	 ˊReQ6eNN	 mR6eNN	 B#@4H!9I#1	 P o r   f a v o r   a  a d a   u n   r e c e p t o r 	 V e u i l l e z   a j o u t e r   u n   d e s t i n a t a i r e 	 E m p f  n g e r   h i n z u f  g e n 	 >102LB5  ?>;CG0B5;O	 A g g i u n g e r e   d e s t i n a t a r i o 	 J1,I  %6'A)  E3*DE	 A d i c i o n e   u m   d e s t i n a t  r i o 	 L  t f e n   a l 1c 1  e k l e y i n 	 H  y   t h  m   n g i   n h n 	 T a m b a h k a n   p e n e r i m a 	 S i l a   t a m b a h   p e n e r i m a 	 	C	*	/	>	  *	M	0	>	*	M	$		0	M	$	>	  	K	!	<	G			 	 	 	 K  r j  k   a d j o n   h o z z    c  m z e t t e t 	 	 	 	 V o e g   e e n   o n t v a n g e r   t o e 	 	 	 A d u g a ci   u n   d e s t i n a t a r 	 	 	   	 	 	 D7A'K  1F/G  1'  (A2'/	 	 	 							  			  						  							  					 	 	 	 	 	 	 	 	 V o e g   a s s e b l i e f   o n t v a n g e r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n e   d e s t i n a t  r i o 
 
 S T R _ U C _ A D D _ F R O M _ C O N T A C T S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 A d d   f r o m   C o n t a c t s 	 A d d   f r o m   P h o n e b o o k 	 _q?|ReQ	 N5u݋?|mR	 @4H!2*!8B#(1L	 A  a d i r   a   L i b e r t a   T e l e f  n i c a 	 A j o u t e r      p a r t i r   d u   r  p e r t o i r e 	 V o n   T e l e f o n b u c h   h i n z u f  g e n 	 >=B0:BK	 A g g i u n g i   d a   R u b r i c a 	 %6'A)  EF  /A*1  'DG'*A	 A d i c i o n a r   a   p a r t i r   d e   L i s t a   t e l e f  n i c a 	 R e h b e r d e n   e k l e 	 T h  m   t   D a n h   b 	 T a m b a h   d a r i   B u k u   t e l e p o n 	 T a m b a h   d a r i p a d a   b u k u   t e l e f o n 	 +	K	(	*	A	8	M	$	?		>	  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   t e l e f o n k  n y v b Ql 	 	 	 	 U i t   t e l e f o o n b o e k   t o e v o e g e n 	 	 	 A d u g a r e    n   a g e n d 	 	 	     	 	 	 'A2H/F  '2  /A*1G  *DAF	 	 	 							  				  					  					 	 	 	 	 	 	 	 	 V o e g   v a n a f   F o o n b o e k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d a   a g e n d a   t e l e f  n i c a 
 
 S T R _ U C _ T R U N C A T E _ N U M B E R _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 N u m b e r   i s   t o o   l o n g   s o   w i l l   b e   T r u n c a t e d 	 N u m b e r   t o o   l o n g .   T r u n c a t e d 	 _xNw*bS	 SxǏ*bS	 +!2"@%"2'@4D  91	 N  m e r o   d e m a s i a d o   l a r g o   t r u n c a d o 	 N u m  r o   t r o p   l o n g .   T r o n q u  	 N u m m e r   z u   l a n g .   V e r s t  m m e l t 	 !;8H:><  4;8==K9  =><5@.   !>:@0I5=	 N u m e r o   t r o p p o   l u n g o .   T a g l i a t o 	 'D1BE  7HJD  ,/K'.   *E  'B*7'9G	 N  m e r o   d e m a s i a d o   l o n g o .   T r u n c a d o 	 N u m a r a    o k   u z u n .   S o n d a n   k 1r p 1l d 1	 S   q u    d  i .      c t 	 N o m o r   t e r l a l u   p a n j a n g .   T e r p o t o n g 	 N o m b o r   t e r l a l u   p a n j a n g .   D i p a n g k a s   	 	$	M	/	'	?		  2		,	>	  (		,	0	.   	K		>	  	?	/	>	  	/	>		 	 	 	 A   s z  m   t  l   h o s s z  .   C s o n k a 	 	 	 	 N u m m e r   t e   l a n g .   A f g e b r o k e n 	 	 	 N u m r u l   e s t e   p r e a   l u n g .   T r u n c h i a t 	 	 	     .   	 	 	 4E'1G  .JD  (DF/  '3*.   H*'G  1//	 	 	 					  				  					d	  									    					 	 	 	 	 	 	 	 	 N o m m e r   t e   l a n k .   A f g e k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   m u i t o   l o n g o . 
 
 S T R _ U C _ S E N D _ T O _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 S e n d   t o   o p t i o n   s c r e e n 	 S e n d   t o 	 P	 S0R	 *HD"1	 E n v i a r   a 	 E n v o y e r    	 S e n d e n   a n 	 B?@028BL	 I n v i a   a 	 %13'D  %DI	 E n v i a r   p a r a 	 g  n d e r 	 G i   n 	 K i r i m   k e 	 H a n t a r   k e p a d a 	 	K	  -	G		G			 	 	 	 C  m z e t t : 	 	 	 	 Z e n d e n   n a a r 	 	 	 E x p e d i e r e   c t r e 	 	 	   	 	 	 '13'D  (G	 	 	 						 	 	 	 	 	 	 	 	 S t u u r   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   p a r a 
 
 S T R _ U C _ A D D _ S U B J E C T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 A d d   s u b j e c t 	 A d d   s u b j e c t 	 ReQ;Ne	 mR;N	 @4H!@#7H-	 A  a d i r   a s u n t o   	 A j o u t e r   s u j e t 	 B e t r e f f   h i n z u f  g e n 	 >1028BL  B5<C	 A g g i u n g i   o g g e t t o 	 %6'A)  EH6H9	 A d i c i o n a r   a s s u n t o 	 K o n u   e k l e 	 T h  m   c h   	 T a m b a h   s u b j e k 	 T a m b a h   s u b j e k 	 5	?	7	/	  	K	!	<	G			 	 	 	 T  r g y   h o z z  a d  s a 	 	 	 	 O n d e r w e r p   t o e v o e g e n 	 	 	 A d u g a r e   s u b i e c t 	 	 	   	 	 	 'A2H/F  EH6H9	 	 	 				  					  					 	 	 	 	 	 	 	 	 V o e g   o n d e r w e r p   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   s u j e i t o 
 
 S T R _ U C _ E D I T _ S U B J E C T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 E d i t   s u b j e c t 	 E d i t   s u b j e c t 	 }/;Ne	 ;N	 AID@#7H-	 E d i t a r   a s u n t o   	 E d i t e r   s u j e t 	 B e t r e f f   b e a r b e i t e n 	  540:B8@.   B5<C	 M o d i f i c a   o g g e t t o 	 *-1J1  EH6H9	 E d i t a r   a s s u n t o 	 K o n u l a r 1  d  z e n l e 	 S a   c h   	 E d i t   s u b j e k 	 S u n t i n g   s u b j e k 	 5	?	7	/	  8		*	>	&	?	$	  	0	G			 	 	 	 T  r g y   s z e r k e s z t  s e 	 	 	 	 O n d e r w e r p   b e w e r k e n 	 	 	 E d i t a r e   s u b i e c t 	 	 	   	 	 	 H1'4  EH6H9	 	 	 				  								  					 	 	 	 	 	 	 	 	 R e d i g e e r   o n d e r w e r p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   s u j e i t o 
 
 S T R _ U C _ S A V E _ T O _ D R A F T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 S a v e   t o   D r a f t s 	 S a v e   t o   D r a f t s 	 2QX[I?z	 OX[0RI?z	 1@GD"1A#H2	 G u a r d a r   e n   B o r r a d o r e s 	 E n r e g i s t r e r   d a n s   l e s   b r o u i l l o n s 	 I n   E n t w  r f e   s p e i c h e r n 	 !>E@0=8BL  2  G5@=>28:8	 S a l v a   s u   B o z z e 	 -A8  AJ  'DE3H/'*	 G u a r d a r   e m   R a s c u n h o s 	 T a s l a k l a r a   k a y d e t 	 L u   v  o   N h  p 	 S i m p a n   k e   K o n s e p 	 S i m p a n   d i   D r a f 	 !	M	0	>	+	M		M	8	  .	G		  8	9	G		G			 	 	 	 M e n t  s   a   p i s z k o z a t o k   k  z  	 	 	 	 O p s l a a n   i n   c o n c e p t e n 	 	 	 S a l v a r e    n   S c h i ce 	 	 	   	 	 	 0.1G  /1  ~4FH3G'	 	 	 					  							  					 	 	 	 	 	 	 	 	 B e r g   n a   K o n s e p t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   e m   R a s c u n h o s 
 
 S T R _ U C _ E D I T _ R E C I P I E N T _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 E d i t   r e c i p i e n t 	 E d i t   r e c i p i e n t 	 }/6eNN	 6eNN	 AID9I#1	 E d i t a r   r e c e p t o r   	 E d i t e r   d e s t i n a t a i r e 	 E m p f  n g e r   b e a r b e i t e n 	 7<5=8BL  ?>;CG0B5;O	 M o d i f i c a   d e s t i n a t a r i o 	 *-1J1  E3*DE	 E d i t a r   d e s t i n a t  r i o 	 A l 1c 1y 1  d  z e n l e 	 S a   n g i   n h n 	 E d i t   p e n e r i m a 	 S u n t i n g   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  8		*	>	&	?	$	  	0	G			 	 	 	 C  m z e t t   s z e r k e s z t  s e 	 	 	 	 O n t v a n g e r   b e w e r k e n 	 	 	 E d i t a r e   d e s t i n a t a r 	 	 	   	 	 	 HJ1'J4  J1F/G	 	 	 						  								  					 	 	 	 	 	 	 	 	 R e d i g e e r   o n t v a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   d e s t i n a t  r i o 
 
 S T R _ U C _ R E M O V E _ R E C I P I E N T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e m o v e   r e c i p i e n t 	 R e m o v e   r e c i p i e n t 	 yd6eNN	 yd6eNN	 %9I#1	 E l i m i n a r   r e c e p t o r   	 R e t i r e r   d e s t i n a t a i r e 	 E m p f  n g e r   e n t f e r n e n 	 #40;8BL  ?>;CG0B5;O	 R i m u o v i   d e s t i n a t a r i o 	 %2'D)  E3*DE	 R e m o v e r   d e s t i n a t  r i o 	 A l 1c 1y 1  k a l d 1r 	 X  a   n g i   n h n 	 H a p u s   p e n e r i m a 	 K e l u a r k a n   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  9		>				 	 	 	 C  m z e t t   e l t  v o l  t  s a 	 	 	 	 O n t v a n g e r   v e r w i j d e r e n 	 	 	 ^t e r g e r e   d e s t i n a t a r 	 	 	   	 	 	 ~'  1/F  1F/G	 	 	 						  					  						 	 	 	 	 	 	 	 	 V e r w y d e r   o n t v a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   d e s t i n a t  r i o 
 
 S T R _ U C _ R E M O V E _ A L L _ R E C I P I E N T S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e m o v e   a l l   r e c i p i e n t s 	 R e m o v e   a l l   r e c i p i e n t s 	 ydhQ6eNN	 ydhQ6eNN	 %9I#11I+!	 E l i m i n a r   t o d o s   l o s   r e c e p t o r e s 	 R e t i r e r   t o u s   l e s   d e s t i n a t a i r e s 	 A l l e   E m p f  n g e r   e n t f e r n e n 	 #40;8BL  2A5E  ?>;CG0B5;59	 R i m u o v i   t u t t i   i   d e s t i n a t a r i 	 %2'D)  ,EJ9  'DE3*DEJF	 R e m o v e r   t o d o s   o s   d e s t i n a t  r i o s 	 T  m   a l 1c 1l a r 1  k a l d 1r 	 X  a   h t   n g i   n h n 	 H a p u s   s e m u a   p e n e r i m a 	 K e l u a r k a n   s e m u a   p e n e r i m a 	 8	-	@	  *	M	0	>	*	M	$		0	M	$	>	  9		>				 	 	 	  s s z e s   c  m z e t t   e l t  v o l  t  s a 	 	 	 	 A l l e   o n t v a n g e r s   v e r w i j d e r e n 	 	 	 ^t e r g e r e   t o ci   d e s t i n a t a r i i 	 	 	       	 	 	 ~'  1/F  GEG  1F/'F	 	 	 		  									  				  						 	 	 	 	 	 	 	 	 V e r w y d e r   a l l e   o n t v a n g e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d o s   o s   d e s t i n a t  r i o s 
 
 S T R _ U C _ C H A N G E _ T O _ T O _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 C h a n g e   t o   T o 	 C h a n g e   t o   T o 	 fp6eON	 f9e:N6eON	 @%5H"D@G  6	 C a m b i a r   a   A 	 C h a n g e r   p o u r   A 	  n d e r n   z u   A n 	 7<5=8BL  =0  " ><C" 	 P a s s a   a d   A 	 *:JJ1  %DI  " %DI" 	 M u d a r   p a r a   P a r a 	 K i m e   o l a r a k   d e i _t i r 	 i   t h  n h   n 	 U b a h   k e   K e p a d a 	 T u k a r   k e p a d a   K e p a d a 	 *	0	  ,	&	2	G			 	 	 	 M  d o s  t  s   c  m z e t t r e 	 	 	 	 V e r a n d e r e n   i n   N a a r 	 	 	 M o d i f i c a r e   C t r e 	 	 	   - 	 	 	 *:1  (G  (G	 	 	 								  				  T o - 			 	 	 	 	 	 	 	 	 V e r a n d e r   n a   A a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d a r   p /   o   c a m p o   P a r a 
 
 S T R _ U C _ C H A N G E _ T O _ C C _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 C h a n g e   t o   C c 	 C h a n g e   t o   C c 	 fpoR,g	 f9e:Nb	 @%5H"D@G  C c 	 C a m b i a   a   C c 	 C h a n g e r   p o u r   C C 	  n d e r n   z u   C c 	 7<5=8BL  =0  " >?8O" 	 P a s s a   a   C C 	 *:JJ1  %DI  " F3.)  7(B  'D#5D" 	 M u d a r   p a r a   C c 	 B i l g i   o l a r a k   d e i _t i r 	 i   t h  n h   C c 	 U b a h   k e   C c 	 T u k a r   k e p a d a   C c 	 C c   *	0	  ,	&	2	G			 	 	 	 M  d o s  t  s   m  s o l a t r a   ( C c ) 	 	 	 	 V e r a n d e r e n   i n   C C 	 	 	 M o d i f i c a r e   C c 	 	 	   	 	 	 *:1  (G  1HFH4*  1F/'F	 	 	 								  				  C c - 			 	 	 	 	 	 	 	 	 V e r a n d e r   n a   C C 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d a r   p a r a   C c 
 
 S T R _ U C _ C H A N G E _ T O _ B C C _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 C h a n g e   t o   B c c 	 C h a n g e   t o   B c c 	 fp[NoR,g	 f9e:N[	 @%5H"D@G  B c c 	 C a m b i a r   a   B c c 	 C h a n g e r   p o u r   B c c 	  n d e r n   z u   B c c 	 7<5=8BL  =0  " !:@KB0O  :>?8O" 	 P a s s a   a   B c c 	 *:JJ1  %DI  " F3.)  E.AJ)" 	 M u d a r   p a r a   B c c 	 G i z l i   B i l g i   o l a r a k   d e i _t i r 	 i   t h  n h   B c c 	 U b a h   k e   B c c 	 T u k a r   k e p a d a   B c c 	 B c c   *	0	  ,	&	2	G			 	 	 	 M  d o s  t  s   t i t k o s   m  s o l a t r a   ( B c c ) 	 	 	 	 V e r a n d e r e n   i n   B C C 	 	 	 M o d i f i c a r e   B c c 	 	 	     	 	 	 *:1  1HFH4*  1F/'F  ~FG'F	 	 	 								  				  B c c - 			 	 	 	 	 	 	 	 	 V e r a n d e r   n a   B c c 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M u d a r   p a r a   B c c 
 
 S T R _ U C _ A D D _ R E C I P I E N T _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E 	 A d d   r e c i p i e n t 	 A d d   r e c i p i e n t 	 ReQ6eNN	 mR6eNN	 @4H!9I#1	 A  a d i r   r e c e p t o r   	 A j o u t e r   d e s t i n a t a i r e 	 E m p f  n g e r   h i n z u f  g e n 	 >1028BL  ?>;CG0B5;O	 A g g i u n g i   d e s t i n a t a r i o 	 %6'A)  E3*DE	 A d i c i o n a r   d e s t i n a t  r i o 	 A l 1c 1  e k l e 	 T h  m   n g i   n h n 	 T a m b a h   p e n e r i m a 	 T a m b a h   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  	K	!	<	G			 	 	 	 C  m z e t t   h o z z  a d  s a 	 	 	 	 O n t v a n g e r   t o e v o e g e n 	 	 	 A d u g a r e   d e s t i n a t a r 	 	 	   	 	 	 'A2H/F  1F/G	 	 	 						  					  					 	 	 	 	 	 	 	 	 V o e g   o n t v a n g e r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d e s t i n a t  r i o 
 
 S T R _ U C _ W R I T E _ M S G _ S U B J E C T _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M ,   C 2 8 0 _ 1 	 S u b j e c t   l a b e l 	 S u b j e c t : 	 ;Ne	 ;N	 @#7H-: 	 A s u n t o :   	 S u j e t   : 	 B e t r e f f : 	 "5<0: 	 O g g e t t o : 	 'DEH6H9: 	 A s s u n t o : 	 K o n u : 	 C h   : 	 S u b j e k : 	 S u b j e k 	 5	?	7	/	: 	 	 	 	 T  r g y : 	 	 	 	 O n d e r w e r p : 	 	 	 S u b i e c t : 	 	 	 : 	 	 	 EH6H9: 	 	 	 				: 	 	 	 	 	 	 	 	 	 O n d e r w e r p : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A s s u n t o : 
 
 S T R _ U C _ S E N D _ M M S _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E 	 S e n d   M M S 	 S e n d   M M S 	 PYZԚ
o`	 Si_O	 *H  M M S 	 E n v i a r   M M S 	 E n v o y e r   M M S 	 M M S   s e n d e n 	 B?@028BL  M M S 	 I n v i a   M M S 	 %13'D  13'D)  H3'&7  E*9//)	 E n v i a r   M M S 	 M M S   g  n d e r 	 G i   M M S 	 K i r i m   M M S 	 H a n t a r   M M S 	 M M S   -	G		G			 	 	 	 M M S   k  l d  s e 	 	 	 	 M M S   v e r z e n d e n 	 	 	 E x p e d i e r e   M M S 	 	 	     M M S 	 	 	 A13*'/F  ~J'EC	 	 	 							  						 	 	 	 	 	 	 	 	 S t u u r   M M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   M M S 
 
 S T R _ U C _ S E N D _ S M S _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E 	 S e n d   S M S 	 S e n d   S M S 	 P!|
	 SwO	 *H  S M S 	 E n v i a r   S M S 	 E n v o y e r   S M S 	 S M S   s e n d e n 	 B?@028BL  S M S 	 I n v i a   S M S 	 %13'D  13'D)  F5J)	 E n v i a r   S M S 	 S M S   g  n d e r   	 G i   S M S 	 K i r i m   S M S 	 H a n t a r   S M S 	 S M S   -	G		G			 	 	 	 S M S   k  l d  s e 	 	 	 	 S M S   v e r z e n d e n 	 	 	 E x p e d i e r e   S M S 	 	 	     S M S 	 	 	 A13*'/F  M M S 	 	 	 						  						 	 	 	 	 	 	 	 	 S t u u r   S M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   S M S 
 
 S T R _ U C _ T E X T _ O P T I O N S _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 T e x t   o p t i o n s 	 T e x t   o p t i o n s 	 eW[x	 eW[	y	 1'@%7-I-'2!	 O p c i o n e s   d e   t e x t o   	 O p t i o n s   d e   t e x t e 	 T e x t o p t i o n e n 	 @5<O  ?>:070  B5:AB0	 O p z i o n i   t e s t o 	 .J'1'*  'DF5	 O p   e s   d e   t e x t o 	 M e t i n   s e  e n e k l e r i 	 T  y   c h n   n i   d u n g 	 P i l i h a n   t e k s 	 O p s y e n   t e k s 	 	H		M	8	M		  5	?		2	M	*		 	 	 	 S z  v e g   l e h e t Qs  g e k 	 	 	 	 T e k s t o p t i e s 	 	 	 O p ci u n i   t e x t 	 	 	   	 	 	 2FG  G'  E*F	 	 	 				  							 	 	 	 	 	 	 	 	 T e k s o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   e s   d e   t e x t o 
 
 S T R _ U C _ P I C T U R E _ O P T I O N S _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 P i c t u r e   o p t i o n s 	 P i c t u r e   o p t i o n s 	 WGrx	 VGr	y	 1'@%7- 2	 O p c i o n e s   d e   i m a g e n   	 O p t i o n s   d ' i m a g e 	 B i l d o p t i o n e n 	 0@0<5B@K  :0@B8=:8	 O p z i o n i   i m m a g i n e 	 .J'1'*  'D5H1)	 O p   e s   d e   i m a g e m 	 R e s i m   s e  e n e k l e r i 	 T  y   c h n   h  n h 	 P i l i h a n   g a m b a r 	 O p s y e n   g a m b a r 	 	?	$	M	0	  5	?		2	M	*		 	 	 	 K  p   l e h e t Qs  g e k 	 	 	 	 B e e l d o p t i e s 	 	 	 O p ci u n i   i m a g i n e 	 	 	   	 	 	 2FG  G'  *5H1	 	 	 			  							 	 	 	 	 	 	 	 	 F o t o - o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   e s   d e   f o t o 
 
 S T R _ U C _ R E M O V E _ P I C T U R E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e m o v e   p i c t u r e 	 R e m o v e   p i c t u r e 	 ydWGr	 ydVGr	 % 2	 E l i m i n a r   i m a g e n   	 R e t i r e r   i m a g e 	 B i l d   e n t f e r n e n 	 #40;8BL  87>1@065=85	 R i m u o v i   i m m a g i n e 	 %2'D)  'D5H1)	 R e m o v e r   i m a g e m 	 R e s m i   k a l d 1r 	 X  a   h  n h 	 H a p u s   g a m b a r 	 K e l u a r k a n   g a m b a r 	 	?	$	M	0	  9		>				 	 	 	 K  p   e l t  v o l  t  s a 	 	 	 	 B e e l d   v e r w i j d e r e n 	 	 	 ^t e r g e r e   i m a g i n e 	 	 	   	 	 	 ~'  1/F  *5HJ1	 	 	 			  					  						 	 	 	 	 	 	 	 	 V e r w y d e r   f o t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   f o t o 
 
 S T R _ U C _ S O U N D _ O P T I O N S _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 S o u n d   o p t i o n s 	 S o u n d   o p t i o n s 	 rx	 X	y	 1'@%7-@*5"	 O p c i o n e s   d e   s o n i d o   	 O p t i o n s   d e   s o n 	 S o u n d - O p t i o n e n 	 0@0<5B@K  72C:0	 O p z i o n i   a u d i o 	 .J'1'*  EB79  'D5H*	 O p   e s   d e   s o m 	 S e s   s e  e n e k l e r i 	 T  y   c h n   n h c   c h u  n g 	 P i l i h a n   s u a r a 	 O p s y e n   b u n y i 	 '	M	5	(	?	  5	?		2	M	*		 	 	 	 H a n g   l e h e t Qs  g e k 	 	 	 	 G e l u i d s o p t i e s 	 	 	 O p ci u n i   s u n e t 	 	 	   	 	 	 2FG  G'  5/'	 	 	 				  							 	 	 	 	 	 	 	 	 K l a n k o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   e s   d e   s o m 
 
 S T R _ U C _ R E P L A C E _ P I C T U R E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e p l a c e   p i c t u r e 	 R e p l a c e   p i c t u r e 	 fcWGr	 fbcVGr	 A5H 2	 R e e m p l a z a r   i m a g e n   	 R e m p l a c e r   i m a g e 	 B i l d   e r s e t z e n 	 0<5=0  :0@B8=:8	 S o s t i t u i s c i   i m m a g i n e 	 '3*(/'D  'D5H1)	 S u b s t i t u i r   i m a g e m 	 R e s m i   d e i _t i r 	 T h a y   h  n h 	 G a n t i   g a m b a r 	 G a n t i k a n   g a m b a r 	 	?	$	M	0	  ,	&	2	G			 	 	 	 K  p   c s e r  j e 	 	 	 	 B e e l d   v e r w i j d e r e n 	 	 	  n l o c u i r e   i m a g i n e 	 	 	   	 	 	 ,'2F  1/F  *5H1	 	 	 			  							  					 	 	 	 	 	 	 	 	 V e r v a n g   f o t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b s t i t u i r   f o t o 
 
 S T R _ U C _ R E M O V E _ A U D I O _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e m o v e   s o u n d 	 R e m o v e   s o u n d 	 ydr	 ydX	 %@*5"	 E l i m i n a r   s o n i d o   	 R e m p l a c e r   s o n 	 S o u n d   e n t f e r n e n 	 #40;5=85  72C:0	 R i m u o v i   a u d i o 	 %2'D)  EB79  'D5H*	 R e m o v e r   s o m 	 S e s i   k a l d 1r 	 X  a   n h c   c h u  n g 	 H a p u s   s u a r a 	 K e l u a r k a n   b u n y i 	 '	M	5	(	?	  9		>				 	 	 	 H a n g   e l t  v o l  t  s a 	 	 	 	 G e l u i d   v e r w i j d e r e n 	 	 	 ^t e r g e r e   s u n e t 	 	 	   	 	 	 ~'  1/F  5/'	 	 	 				  			  				 	 	 	 	 	 	 	 	 V e r w y d e r   k l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   s o m 
 
 S T R _ U C _ R E P L A C E _ A U D I O _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e p l a c e   s o u n d 	 R e p l a c e   s o u n d 	 fcr	 fbcX	 A5H@*5"	 R e e m p l a z a r   s o n i d o   	 R e m p l a c e r   s o n 	 S o u n d   e r s e t z e n 	 0<5=0  72C:0	 S o s t i t u i s c i   a u d i o 	 '3*(/'D  EB79  'D5H*	 S u b s t i t u i r   s o m 	 S e s i   d e i _t i r 	 T h a y   n h c   c h u  n g 	 G a n t i   s u a r a 	 G a n t i k a n   b u n y i 	 '	M	5	(	?	  ,	&	2	G			 	 	 	 H a n g   c s e r  j e 	 	 	 	 G e l u i d   v e r v a n g e n 	 	 	  n l o c u i r e   s u n e t 	 	 	   	 	 	 ,'2F  1/F  5/'	 	 	 				  							  					 	 	 	 	 	 	 	 	 V e r v a n g   k l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b s t i t u i r   s o m 
 
 S T R _ U C _ V I D E O _ O P T I O N S _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 V i d e o   o p t i o n s 	 V i d e o   o p t i o n s 	 q_Grx	 Ɖ	y	 1'@%7-'45B-	 O p c i o n e s   d e   v i d e o   	 O p t i o n s   v i d  o 	 V i d e o - O p t i o n e n 	 0@0<5B@K  2845>	 O p z i o n i   v i d e o 	 .J'1'*  EB79  'DAJ/JH	 O p   e s   d e   v  d e o 	 V i d e o   s e  e n e k l e r i 	 T  y   c h n   v i d e o 	 P i l i h a n   v i d e o 	 O p s y e n   v i d e o 	 5	@	!	?	/	K	  5	?		2	M	*		 	 	 	 V i d e    l e h e t Qs  g e k 	 	 	 	 V i d e o - o p t i e s 	 	 	 O p ci u n i   m a t e r i a l   v i d e o 	 	 	   	 	 	 2FG  G'  ADE	 	 	 					  							 	 	 	 	 	 	 	 	 V i d e o - o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   e s   d e   v  d e o 
 
 S T R _ U C _ R E M O V E _ V I D E O _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e m o v e   v i d e o 	 R e m o v e   v i d e o 	 ydq_Gr	 ydƉ	 %'45B-	 E l i m i n a r   v i d e o   	 R e t i r e r   v i d  o 	 V i d e o   e n t f e r n e n 	 #40;8BL  2845>	 R i m u o v i   v i d e o 	 %2'D)  EB79  'DAJ/JH	 R e m o v e r   v  d e o 	 V i d e o y u   k a l d 1r 	 X  a   v i d e o 	 H a p u s   v i d e o 	 K e l u a r k a n   v i d e o 	 5	@	!	?	/	K	  9		>				 	 	 	 V i d e    e l t  v o l  t  s a 	 	 	 	 V i d e o   v e r w i j d e r e n 	 	 	 ^t e r g e r e   m a t e r i a l   v i d e o 	 	 	   	 	 	 ~'  1/F  ADE	 	 	 						  					  						 	 	 	 	 	 	 	 	 V e r w y d e r   v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   v  d e o 
 
 S T R _ U C _ R E P L A C E _ V I D E O _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e p l a c e   v i d e o 	 R e p l a c e   v i d e o 	 fcq_Gr	 fbcƉ	 A5H'45B-	 R e e m p l a z a r   v i d e o   	 R e m p l a c e r   v i d  o 	 V i d e o   e r s e t z e n 	 0<5=0  2845>	 S o s t i t u i s c i   v i d e o 	 '3*(/'D  EB79  'DAJ/JH	 S u b s t i t u i r   v  d e o 	 V i d e o y u   d e i _t i r 	 T h a y   v i d e o 	 G a n t i   v i d e o 	 G a n t i k a n   v i d e o 	 5	@	!	?	/	K	  ,	&	2	G			 	 	 	 V i d e    c s e r  j e 	 	 	 	 V i d e o   v e r v a n g e n 	 	 	  n l o c u i r e   m a t e r i a l   v i d e o 	 	 	   	 	 	 ,'2F  1/F  ADE	 	 	 						  							/ 									  					 	 	 	 	 	 	 	 	 V e r v a n g   v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b s t i t u i r   v  d e o 
 
 S T R _ U C _ A T T A C H M E N T _ O P T I O N S _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 A t t a c h m e n t   o p t i o n s 	 A t t a c h m e n t   o p t i o n s 	 DNx	 DN	y	 1'@%7-D%LA	 O p c i o n e s   d e   a r c h i v o   a d j u n t o   	 O p t i o n s   d e   p i  c e   j o i n t e 	 A n l a g e o p t i o n e n 	 0@0<5B@K  2;>65=8O	 O p z i o n i   a l l e g a t o 	 .J'1'*  'DE1AB	 O p   e s   d e   a n e x o 	 E k l e m e   s e  e n e k l e r i 	 T  y   c h n    n h   k  m 	 P i l i h a n   l a m p i r a n 	 O p s y e n   l a m p i r a n 	 	(	A	2		M	(		  5	?		2	M	*		 	 	 	 M e l l  k l e t   l e h e t Qs  g e k 	 	 	 	 B i j l a g e o p t i e s 	 	 	 O p ci u n i   a t a _a r e 	 	 	     	 	 	 2FG  G'  ~H3*	 	 	 										  						/ 						 	 	 	 	 	 	 	 	 A a n h e g s e l o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   e s   d e   a n e x o 
 
 S T R _ U C _ R E M O V E _ A T T A C H M E N T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e m o v e   a t t a c h m e n t 	 R e m o v e   a t t a c h m e n t 	 ydDN	 ydDN	 %D%LA	 E l i m i n a r   a r c h i v o   a d j u n t 	 R e t i r e r   p i  c e   j o i n t e 	 A n l a g e   e n t f e r n e n 	 #40;8BL  2;>65=85	 R i m u o v i   a l l e g a t o 	 %2'D)  'DE1AB	 R e m o v e r   a n e x o 	 E k i   k a l d 1r 	 X  a    n h   k  m 	 H a p u s   l a m p i r a n 	 K e l u a r k a n   l a m p i r a n 	 	(	A	2		M	(		  9		>				 	 	 	 M e l l  k l e t   e l t  v o l  t  s a 	 	 	 	 B i j l a g e   v e r w i j d e r e n 	 	 	 ^t e r g e r e   a t a _a r e 	 	 	     	 	 	 ~'  1/F  ~H3*	 	 	 								  				  						 	 	 	 	 	 	 	 	 V e r w y d e r   a a n h e g s e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   a n e x o 
 
 S T R _ U C _ R E P L A C E _ A T T A C H M E N T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e p l a c e   a t t a c h m e n t 	 R e p l a c e   a t t a c h m e n t 	 fcDN	 fbcDN	 A5HD%LA	 R e e m p l a z a r   a r c h i v o   a d j u n t o   	 R e m p l a c e r   p i  c e - j o i n t e 	 A n l a g e   e r s e t z e n 	 0<5=0  2;>65=8O	 S o s t i t u i s c i   a l l e g a t o 	 '3*(/'D  'DE1AB	 S u b s t i t u i r   a n e x o 	 E k i   d e i _t i r 	 T h a y    n h   k  m 	 G a n t i   l a m p i r a n 	 G a n t i k a n   l a m p i r a n 	 	(	A	2		M	(		  ,	&	2	G			 	 	 	 M e l l  k l e t   c s e r  j e 	 	 	 	 B i j l a g e   v e r v a n g e n 	 	 	  n l o c u i r e   a t a _a r e 	 	 	     	 	 	 ,'2F  1/F  ~H3*	 	 	 								  									  					 	 	 	 	 	 	 	 	 V e r v a n g   a a n h e g s e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u b s t i t u i r   a n e x o 
 
 S T R _ U C _ A D D _ M Y _ P I C T U R E S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 M y   p i c t u r e s 	 M y   p i c t u r e s 	 bvWGr	 bvVGr	  2*H'1'	 M i s   i m  g e n e s 	 M e s   i m a g e s 	 M e i n e   B i l d e r 	 7>1@065=8O	 I m m a g i n i 	 E,D/  'D5H1  	 A s   m i n h a s   i m a g e n s 	 R e s i m l e r i m 	 H  n h   r i  n g 	 G a m b a r   s a y a 	 G a m b a r - g a m b a r   s a y a 	 .	G	0	G	  	?	$	M	0		 	 	 	 S a j  t   k  p e k 	 	 	 	 M i j n   f o t o ' s 	 	 	 I m a g i n i l e   m e l e 	 	 	     	 	 	 *5'H1  EF	 	 	 				  								 	 	 	 	 	 	 	 	 M y   f o t o ' s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n h a s   f o t o s 
 
 S T R _ U C _ A D D _ M Y _ S O U N D S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 M y   s o u n d s 	 M y   s o u n d s 	 bvr	 bvX	 @*5"*H'1'	 M i s   s o n i d o s 	 M e s   s o n s 	 M e i n e   S o u n d s 	 2C:8	 A u d i o 	 E,D/  EB'79  'D#5H'*	 O s   m e u s   s o n s 	 S e s l e r i m 	 N h c   c h u  n g   r i  n g 	 S u a r a   s a y a 	 B u n y i a n   s a y a 	 .	G	0	@	  '	M	5	(	?	/	>			 	 	 	 S a j  t   h a n g o k 	 	 	 	 M i j n   g e l u i d e n 	 	 	 S u n e t e l e   m e l e 	 	 	   	 	 	 5/'G'  EF	 	 	 				  					 	 	 	 	 	 	 	 	 M y   k l a n k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u s   s o n s 
 
 S T R _ U C _ A D D _ M Y _ V I D E O S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 M y   v i d e o s 	 M y   v i d e o s 	 bvq_Gr	 bvƉ	 '45B-*H'1'	 M i s   v i d e o s 	 M e s   v i d  o s 	 M e i n e   V i d e o s 	 845>	 V i d e o 	 E,D/  EB'79  'DAJ/JH	 O s   m e u s   v  d e o s 	 V i d e o l a r 1m 	 V i d e o   r i  n g 	 V i d e o   s a y a 	 V i d e o - v i d e o   s a y a 	 .	G	0	G	  5	@	!	?	/	K		<		 	 	 	 S a j  t   v i d e  k 	 	 	 	 M i j n   v i d e o ' s 	 	 	 M a t e r i a l e l e   m e l e   v i d e o 	 	 	     	 	 	 ADEG'  EF	 	 	 				  						 	 	 	 	 	 	 	 	 M y   v i d e o ' s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u s   v  d e o s 
 
 S T R _ U C _ T A K E _ P I C T U R E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 T a k e   p i c t u r e 	 T a k e   p i c t u r e 	 beWGr	 bDdVGr	 H2" 2	 S a c a r   f o t o 	 P r e n d r e   u n e   p h o t o 	 B i l d   a u f n e h m e n 	 !45;0BL  A=8<>:	 S c a t t a   f o t o 	 'D*B'7  5H1)	 C a p t u r a r   i m a g e m 	 R e s i m    e k 	 C h p   n h 	 A m b i l   g a m b a r 	 A m b i l   g a m b a r 	 $	8	M	5	@	0	  	@			G		 	 	 	 K  p k  s z  t  s 	 	 	 	 F o t o   m a k e n 	 	 	 C a p t u r a r e   i m a g i n e 	 	 	   	 	 	 93(1/'1	 	 	 			  						 	 	 	 	 	 	 	 	 N e e m   f o t o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i r a r   f o t o 
 
 S T R _ U C _ R E C O R D _ S O U N D _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e c o r d   s o u n d 	 R e c o r d   s o u n d 	 r	 U_6RX	 16@*5"	 G r a b a r   s o n i d o   	 E n r e g i s t r e r   s o n 	 S o u n d   a u f n e h m e n 	 0?8A0BL  72C:	 R e g i s t r a   a u d i o 	 *3,JD  EB79  5H*	 G r a v a r   s o m 	 S e s   k a y d e t 	 G h i    m 	 R e k a m   s u a r a 	 R a k a m   b u n y i 	 '	M	5	(	?	  0	G		I	0	M	!	  	0	G			 	 	 	 H a n g r  g z  t  s 	 	 	 	 G e l u i d   o p n e m e n 	 	 	  n r e g i s t r a r e   s u n e t 	 	 	   	 	 	 6(7  5/'	 	 	 				  						  					 	 	 	 	 	 	 	 	 N e e m   k l a n k   o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a v a r   s o m 
 
 S T R _ U C _ R E C O R D _ V I D E O _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 R e c o r d   v i d e o 	 R e c o r d   v i d e o 	 q_Gr	 U_6RƉ	 16'45B-	 G r a b a r   v i d e o   	 E n r e g i s t r e r   v i d  o 	 V i d e o   a u f n e h m e n 	 0?8A0BL  2845>	 R e g i s t r a   v i d e o 	 *3,JD  EB79  AJ/JH	 G r a v a r   v  d e o 	 V i d e o   k a y d e t 	 Q u a y   v i d e o 	 R e k a m   v i d e o 	 R a k a m   v i e o 	 5	@	!	?	/	K	  0	G		I	0	M	!	  	0	G			 	 	 	 V i d e    r  g z  t  s e 	 	 	 	 V i d e o   o p n e m e n 	 	 	  n r e g i s t r a r e   m a t e r i a l   v i d e o 	 	 	   	 	 	 6(7  ADE	 	 	 					  						  					 	 	 	 	 	 	 	 	 N e e m   v i d e o   o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a v a r   v  d e o 
 
 S T R _ U C _ A D D _ P I C T U R E _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 A d d   p i c t u r e 	 A d d   p i c t u r e 	 ReQWGr	 mRVGr	 @4H! 2	 A  a d i r   i m a g e n 	 A j o u t e r   i m a g e 	 B i l d   h i n z u f  g e n 	 >1028BL  87>1@065=85	 A g g i u n g i   i m m a g i n e 	 %6'A)  5H1)  	 A d i c i o n a r   i m a g e m 	 R e s i m   e k l e 	 T h  m   h  n h 	 T a m b a h   g a m b a r 	 T a m b a h   g a m b a r 	 	?	$	M	0	  	K	!	<	G			 	 	 	 K  p   h o z z  a d  s a 	 	 	 	 F o t o   t o e v o e g e n 	 	 	 A d u g a r e   i m a g i n e 	 	 	   	 	 	 'A2H/F  *5H1	 	 	 			  					  					 	 	 	 	 	 	 	 	 V o e g   f o t o   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   f o t o 
 
 S T R _ U C _ A D D _ S O U N D _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 A d d   s o u n d 	 A d d   s o u n d 	 ReQr	 mRX	 @4H!@*5"	 A  a d i r   s o n i d o   	 A j o u t e r   s o n 	 S o u n d   h i n z u f  g e n 	 >1028BL  72C:	 A g g i u n g i   a u d i o 	 %6'A)  EB79  5H*	 A d i c i o n a r   s o m 	 S e s   e k l e 	 T h  m   n h c   c h u  n g 	 T a m b a h   s u a r a 	 T a m b a h   b u n y i 	 '	M	5	(	?	  	K	!	<	G			 	 	 	 H a n g   h o z z  a d  s a 	 	 	 	 G e l u i d   t o e v o e g e n 	 	 	 A d u g a r e   s u n e t 	 	 	   	 	 	 'A2H/F  5/'	 	 	 				  					  					 	 	 	 	 	 	 	 	 V o e g   k l a n k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   s o m 
 
 S T R _ U C _ A D D _ V I D E O _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 A d d   v i d e o 	 A d d   v i d e o 	 ReQq_Gr	 mRƉ	 @4H!'45B-	 A  a d i r   v i d e o   	 A j o u t e r   v i d  o 	 V i d e o   h i n z u f  g e n 	 >1028BL  2845>	 A g g i u n g i   v i d e o 	 %6'A)  EB79  AJ/JH	 A d i c i o n a r   v  d e o 	 V i d e o   e k l e 	 T h  m   v i d e o 	 T a m b a h k a n   v i d e o 	 T a m b a h   v i d e o 	 5	@	!	?	/	K	  	K	!	<	G			 	 	 	 V i d e    h o z z  a d  s a 	 	 	 	 V i d e o   t o e v o e g e n 	 	 	 A d u g a r e   m a t e r i a l   v i d e o 	 	 	   	 	 	 'A2H/F  ADE	 	 	 					  					  					 	 	 	 	 	 	 	 	 V o e g   v i d e o   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   v  d e o 
 
 S T R _ U C _ S W I T C H _ T O _ S M S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 S w i t c h   t o   S M S 	 S w i t c h   t o   S M S 	 Rc!|
	 RbcwO	 *%1D"1  S M S 	 C a m b i a r   a   S M S   	 P a s s e r      S M S 	 Z u   S M S   w e c h s e l n 	 5@5:;NG8BL  =0  S M S 	 P a s s a   a   S M S 	 *-HJD  %DI  13'D)  F5J)	 M u d a r   p a r a   S M S 	 S M S ' y e   g e  	 C h u y n   s a n g   S M S 	 A l i h k a n   k e   S M S 	 T u k a r   k e p a d a   S M S 	 S M S   *	0	  	>				 	 	 	 V  l t  s   S M S - r e 	 	 	 	 O m s c h a k e l e n   n a a r   S M S 	 	 	 C o m u t a r e   l a   S M S 	 	 	   - S M S 	 	 	 *:1  (G  ~'E	 	 	 						- 	  				 	 	 	 	 	 	 	 	 S k a k e l   o o r   n a   S M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a r   p a r a   S M S 
 
 S T R _ U C _ S W I T C H E D _ T O _ S M S _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 S w i t c h e d   t o   S M S 	 S w i t c h e d   t o   S M S 	 ]Rc!|
	 ]RbcwO	 *%1D"1  S M S   A%I'	 C a m b i a r   a   S M S 	 P a s s a g e      S M S   e f f e c t u  	 Z u   S M S   g e w e c h s e l t 	 5@5:;NG5=>  =0  S M S 	 P a s s a t o   a   S M S 	 *E  'D*-HJD  %DI  13'D)  F5J)	 M u d a d o   p a r a   S M S 	 S M S ' y e   g e  i l d i 	    c h u y n   s a n g   S M S 	 D i a l i h k a n   k e   S M S 	 D i t u k a r   k e p a d a   S M S 	 S M S   *	0	  			 	 	 	 S M S - r e   v  l t v a 	 	 	 	 O m g e s c h a k e l d   n a a r   S M S 	 	 	 C o m u t a t   l a   S M S 	 	 	   - S M S 	 	 	 (G  ~'E  *:1  'A*	 	 	 						- 	  				 	 	 	 	 	 	 	 	 O o r g e s k a k e l   n a   S M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a d o   p a r a   S M S 
 
 S T R _ U C _ S W I T C H _ T O _ M M S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 S w i t c h   t o   M M S 	 S w i t c h   t o   M M S 	 RcYZԚ
o`	 Rbci_O	 *%1D"1  M M S 	 C a m b i a r   a   M M S 	 P a s s e r      M M S 	 Z u   M M S   w e c h s e l n 	 5@5:;NG8BL  =0  M M S 	 P a s s a   a   M M S 	 *-HJD  %DI  13'D)  H3'&7  E*9//)  	 M u d a r   p a r a   M M S 	 M M S ' y e   g e  	 C h u y n   s a n g   M M S 	 A l i h k a n   k e   M M S 	 T u k a r   k e p a d a   M M S 	 M M S   *	0	  	>				 	 	 	 V  l t  s   M M S - r e 	 	 	 	 O m s c h a k e l e n   n a a r   M M S 	 	 	 C o m u t a r e   l a   M M S 	 	 	   - M M S 	 	 	 *:1  (G  M M S 	 	 	 							- 	  			  	 	 	 	 	 	 	 	 	 S k a k e l   o o r   n a   M M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a r   p a r a   M M S 
 
 S T R _ U C _ S W I T C H E D _ T O _ M M S _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 S w i t c h e d   t o   M M S 	 S w i t c h e d   t o   M M S 	 ]RcYZԚ
o`	 ]Rbci_O	 *%1D"1  M M S   A%I'	 C a m b i a d o   a   M M S 	 P a s s a g e      M M S   e f f e c t u  	 Z u   M M S   g e w e c h s e l t 	 5@5:;NG5=>  =0  M M S 	 P a s s a t o   a   M M S 	 *E  'D*-HJD  %DI  13'D)  H3'&7  E*9//)  	 M u d a d o   p a r a   M M S 	 M M S ' y e   g e  i l d i 	    c h u y n   s a n g   M M S 	 D i a l i h k a n   k e   M M S 	 D i t u k a r   k e p a d a   M M S 	 M M S   *	0	  			 	 	 	 M M S - r e   v  l t v a 	 	 	 	 O m g e s c h a k e l d   n a a r   M M S 	 	 	 C o m u t a t   l a   M M S 	 	 	   - M M S 	 	 	 (G  M M S   *:1  'A*	 	 	 							- 	  			  	 	 	 	 	 	 	 	 	 O o r g e s k a k e l   n a   M M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a d o   p a r a   M M S 
 
 S T R _ U C _ A D V A N C E D _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 A d v a n c e d 	 A d v a n c e d 	 2x	 ؚ~	y	 1I*9	 A v a n z a d o 	 A v a n c  	 E r w e i t e r t 	 0AB@>9:8	 A v a n z a t e 	 E*B/E)	 A v a n  a d o 	 G e l i _m i _	 N  n g   c a o 	 L a n j u t a n 	 L a n j u t a n 	 		(	M	(	$		 	 	 	 S p e c i  l i s 	 	 	 	 G e a v a n c e e r d 	 	 	 A v a n s a t 	 	 	 	 	 	 ~J41A*G	 	 	 							 	 	 	 	 	 	 	 	 G e v o r d e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v a n  a d o 
 
 S T R _ U C _ P R E V I E W _ M M S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 P r e v i e w   M M S 	 P r e v i e w   M M S 	 YZԚ
o`	 ȉi_O	 #5'4'  M M S 	 P r e v i s u a l i z a r   M M S 	 P r    v i s u a l i s e r   M M S 	 M M S - V o r s c h a u 	 @5420@8B5;L=K9  ?@>A<>B@  M M S 	 A n t e p r i m a   M M S 	 E9'JF)  13'D)  'DH3'&7  'DE*9//)  	 P r  - v i s u a l i z a r   M M S 	 M M S ' y i    n i z l e 	 X e m   t r c   M M S 	 L i h a t   p r a t i n j a u   M M S 	 P r a p a n d a n g   M M S 	 M M S   	>	  *	B	0	M	5	>	5	2	K		(	  	0	G			 	 	 	 M M S - t   m e g n  z 	 	 	 	 M M S - v o o r b e s c h o u w i n g 	 	 	 E x a m i n a r e   M M S 	 	 	       - M M S 	 	 	 ~4  FE'4  M M S 	 	 	 								  										  					 	 	 	 	 	 	 	 	 V o o r s k o u   v a n   M M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i s u a l i z a r   M M S 
 
 S T R _ U C _ A D D _ N E W _ S L I D E _ A F T E R _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 A d d   s l i d e   b e h i n d 	 A d d   s l i d e   b e h i n d 	 ReQebe_	 mReubNT	 @4H!*D%L+%1	 A  a d i r   d i a p o s i t i v a   a n t e s 	 A j o u t e r   d i a p o   d e r r i  r e 	 D i a   h i n z u f  g e n   n a c h 	 >1028BL  A;094  ?>A;5	 A g g i u n g i   d i a p o s i t i v a   d o p o 	 %6'A)  41J-)  .DA	 A d i c i o n a r   d i a p o s i t i v o   a t r  s 	 A r k a y a   s l a y t   e k l e 	 T h  m   b n   c h i u   s a u 	 T a m b a h k a n   s l i d e   d i   b e l a k a n g 	 T a m b a h   s l a i d   s e l e p a s   	 	G	  *	@		G	  8	M	2	>		!	  	K	!	<	G			 	 	 	 D i a   m  g    h e l y e z  s e 	 	 	 	 D i a   e r a c h t e r   t o e v o e g e n 	 	 	 A d u g a r e   d i a p o z i t i v   d u p 	 	 	     	 	 	 'A2H/F  '3D'/  (G  ~4*  2EFG	 	 	 		  					  						  					  					 	 	 	 	 	 	 	 	 V o e g   s k y f i e   a g t e r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   s l i d e   a t r  s 
 
 S T R _ U C _ G O _ T O _ P R E V I O U S _ S L I D E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 G o   t o   p r e v i o u s   s l i d e 	 G o   t o   p r e v i o u s   s l i d e 	 MR N	 MR Nu	 D"1*D%LH-+I2	 I r   a   l a   d i a p o s i t i v a   a n t e r i o r 	 A l l e r      l a   d i a p o   p r  c  d e n t e 	 Z u m   v o r h e r i g e n   D i a   g e h e n 	 5@59B8  :  ?@54K4CI5<C  A;094C	 V a i   a l l a   d i a p o s i t i v a   p r e c e d e n t e 	 'D'F*B'D  %DI  'D41J-)  'D3'(B)	 I r   p a r a   d i a p o s i t i v o   a n t e r i o r 	  n c e k i   s l a y t a   g i t 	 V  o   b n   c h i u   t r c 	 B u k a   s l i d e   s e b e l u m n y a 	 P e r g i   k e   s l a i d   s e b e l u m   i n i 	 *	?		2	@	  8	M	2	>		!	  *	0	  	>				 	 	 	 E l Qz Q  d i  r a   l  p  s 	 	 	 	 N a a r   v o r i g e   d i a 	 	 	 S a l t   l a   d i a p o z i t i v u l   a n t e r i o r 	 	 	       	 	 	 1A*F  (31':  '3D'J/  B(D	 	 	 										  							  			  	 	 	 	 	 	 	 	 	 G a a n   n a   v o r i g e   s k y f i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r   a o   s l i d e   a n t e r i o r 
 
 S T R _ U C _ A D D _ N E W _ S L I D E _ B E F O R E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 A d d   s l i d e   b e f o r e 	 A d d   s l i d e   b e f o r e 	 ReQebeMR	 mReubNMR	 @4H!*D%LH-	 A  a d i r   d i s p o t i v a   a n t e s   	 A j o u t e r   d i a p o   a v a n t 	 D i a   h i n z u f  g e n   v o r 	 >1028BL  A;094  4>	 A g g i u n g i   d i a p o s i t i v a   p r i m a 	 %6'A)  41J-)  B(D	 A d i c i o n a r   d i a p o s i t i v o   a n t e s 	  n c e y e   s l a y t   e k l e 	 T h  m   b n   c h i u   t r c 	 T a m b a h k a n   s l i d e   s e b e l u m n y a 	 T a m b a h   s l a i d   s e b e l u m 	 	G	  *	9	2	G	  8	M	2	>		!	  	K	!	<	G			 	 	 	 D i a   e l    h e l y e z  s e 	 	 	 	 D i a   e r v o o r   t o e v o e g e n 	 	 	 A d u g a r e   d i a p o z i t i v    n a i n t e 	 	 	       	 	 	 'A2H/F  '3D'/  ~4  '2	 	 	 			  						  			  					 	 	 	 	 	 	 	 	 V o e g   s k y f i e   v o o r   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   s l i d e   a n t e s 
 
 S T R _ U C _ G O _ T O _ N E X T _ S L I D E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 G o   t o   n e x t   s l i d e 	 G o   t o   n e x t   s l i d e 	 N N	 N Nu	 D"1*D%L1D	 I r   a   l a   d i a p o s i t i v a   s i g u i e n t e   	 A l l e r      l a   d i a p o   s u i v a n t e 	 Z u m   n  c h s t e n   D i a   g e h e n 	 5@59B8  :  A;54CNI5<C  A;094C	 V a i   a l l a   d i a p o s i t i v a   s u c c e s s i v a 	 'D'F*B'D  %DI  'D41J-)  'D*'DJ)	 I r   p a r a   d i a p o s i t i v o   s e g u i n t e 	 S o n r a k i   s l a y t a   g i t 	 V  o   b n   c h i u   k   t i p 	 B u k a   s l i d e   b e r i k u t n y a 	 P e r g i   k e   s l a i d   b e r i k u t a n 	 		2	@	  8	M	2	>		!	  *	0	  	>				 	 	 	 K  v e t k e z Q  d i  r a   l  p  s 	 	 	 	 N a a r   v o l g e n d e   d i a 	 	 	 S a l t   l a   d i a p o z i t i v u l   u r m t o r 	 	 	       	 	 	 1A*F  (31':  '3D'J/  (9/	 	 	 							  							  				 	 	 	 	 	 	 	 	 G a a n   n a   v o l g e n d e   s k y f i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r   a o   p r  x i m o   s l i d e 
 
 S T R _ U C _ S L I D E _ T I M I N G _ N E W _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 S l i d e   t i m i n g 	 S l i d e   t i m i n g 	 Bf	 e	 @'%2*D%L	 T i e m p o   d e   l a   d i a p o s i t i v a   	 M i n u t a g e   d e   l a   d i a p o 	 D i a - Z e i t s t e u e r u n g 	 @5<O  ?>:070  A;0940	 I n t e r v a l l o   d i a p o s i t i v e 	 *HBJ*  'D41'&-	 D u r a   o   d e   d i a p o s i t i v o s 	 S l a y t   z a m a n l a m a s 1	 n h   g i   b n   c h i u 	 W a k t u   s l i d e 	 P e m a s a a n   s l a i d 	 8	M	2	>		!	  8	.	/		 	 	 	 D i a   i d Qk  z e 	 	 	 	 D i a t i j d s d u u r 	 	 	 C r o n o m e t r a r e   d i a p o z i t i v 	 	 	   	 	 	 2E'F(F/  '3D'J/	 	 	 								  				 	 	 	 	 	 	 	 	 S k y f i e - t y d s b e r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   d e   s l i d e 
 
 S T R _ U C _ I N S E R T _ T E X T _ T E M P L A T E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   t e x t   t e m p l a t e 	 I n s e r t   t e x t   t e m p l a t e 	 ceQeW[{,g	 ceQeW[!jg	 C*HA!HAI-'2!	 I n t r o d u c i r   p l a n t i l l a   d e   t e x t o   	 I n s  r e r   m o d  l e   d e   t e x t e 	 T e x t v o r l a g e   e i n f  g e n 	 AB028BL  H01;>=	 I n s e r i s c i   m o d e l l o   d i   t e s t o 	 %/1',  FEH0,  F5J	 I n s e r i r   m o d e l o   d e   t e x t o 	 M e t i n   _a b l o n u   e k l e 	 C h  n   t i n   m u   v n   b n 	 S i s i p k a n   t e m p l a t e   t e k s 	 M a s u k k a n   t e m p l a t   t e k s 	 	H		M	8	M		  	H	.	M	*	2	G		  !	>	2	G			 	 	 	 S z  v e g s a b l o n   b e s z  r  s a 	 	 	 	 T e k s t s j a b l o o n   i n v o e g e n 	 	 	 I n s e r a r e   _a b l o n   t e x t 	 	 	     	 	 	 H'1/1/F  'DH  E*F	 	 	 					  								  						  					 	 	 	 	 	 	 	 	 V o e r   t e k s s j a b l o o n   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   m o d e l o   d e   t e x t o 
 
 S T R _ U C _ I N S E R T _ A T T A C H M E N T _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   a t t a c h m e n t 	 I n s e r t   a t t a c h m e n t 	 ceQDN	 ceQDN	 C*HD%LA	 I n t r o d u c i r   a r c h i v o   a d j u n t o   	 I n s  r e r   p i  c e - j o i n t e 	 A n l a g e   e i n f  g e n 	 AB028BL  2;>65=85	 I n s e r i s c i   a l l e g a t o 	 %/1',  E1AB	 I n s e r i r   a n e x o 	 E k   e k l e 	 C h  n    n h   k  m 	 S i s i p k a n   l a m p i r a n 	 M a s u k k a n   l a m p i r a n 	 	(	A	2		M	(		  !	>	2	G			 	 	 	 M e l l  k l e t   b e s z  r  s a 	 	 	 	 B i j l a g e   i n v o e g e n 	 	 	 I n s e r a r e   a t a _a r e 	 	 	     	 	 	 H'1/1/F  ~H3*	 	 	 								  						  					 	 	 	 	 	 	 	 	 V o e r   a a n h e g s e l   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   a n e x o 
 
 S T R _ U C _ I N S E R T _ P H B _ N U M B E R _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   c o n t a c t   n u m b e r 	 I n s e r t   c o n t a c t   n u m b e r 	 ceQoa}N_x	 ceQT|NSx	 C*H+!2"@%9I4H-	 I n t r o d u c i r   n  m e r o   d e   c o n t a c t o 	 I n s  r e r   n u m  r o   d e   c o n t a c t 	 K o n t a k t n u m m e r   e i n f  g e n 	 AB028BL  =><5@  :>=B0:B0	 I n s e r i s c i   n u m e r o   d i   c o n t a t t o 	 %/1',  1BE  ,G)  'D'*5'D	 I n s e r i r   n  m e r o   d e   c o n t a c t o 	 K i _i   n u m a r a s 1n 1  e k l e 	 C h  n   s   l i  n   l c 	 S i s i p k a n   n o m o r   k o n t a k 	 M a s u k k a n   n o m b o r   k e n a l a n 	 8		*	0	M		  (		,	0	  !	>	2	G			 	 	 	 P a r t n e r   s z  m  n a k   b e s z  r  s a 	 	 	 	 C o n t a c t n u m m e r   i n v o e g e n 	 	 	 I n s e r a r e   n u m r   c o n t a c t 	 	 	       	 	 	 4E'1G  E.'7(  1'  H'1/  F/	 	 	 							  					  						  					 	 	 	 	 	 	 	 	 V o e r   k o n t a k n o m m e r   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   n  m e r o   d e   c o n t a t o 
 
 S T R _ U C _ I N S E R T _ P H B _ N A M E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   c o n t a c t   n a m e 	 I n s e r t   c o n t a c t   n a m e 	 ceQoa}NY
T	 ceQT|NY
T	 C*H
7H-9I4H-	 I n t r o d u c i r   n o m b r e   d e   c o n t a c t o   	 I n s  r e r   n o m   d u   c o n t a c t 	 K o n t a k t n a m e   e i n f  g e n 	 AB028BL  8<O  :>=B0:B0	 I n s e r i s c i   n o m e   c o n t a t t o 	 %/1',  '3E  ,G)  'D'*5'D	 I n s e r i r   n o m e   d o   c o n t a c t o 	 K i _i   a d 1n 1  e k l e 	 C h  n   t  n   l i  n   l c 	 S i s i p k a n   n a m a   k o n t a k 	 M a s u k k a n   n a m a   k e n a l a n 	 8		*	0	M		  (	>	.	  !	>	2	G			 	 	 	 P a r t n e r   n e v  n e k   b e s z  r  s a 	 	 	 	 C o n t a c t n a a m   i n v o e g e n 	 	 	 I n s e r a r e   n u m e   c o n t a c t 	 	 	       	 	 	 F'E  E.'7(  1'  H'1/  F/	 	 	 							  			  						  					 	 	 	 	 	 	 	 	 V o e r   k o n t a k n a a m   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   n o m e   d e   c o n t a t o 
 
 S T R _ U C _ I N S E R T _ B O O K M A R K _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   b o o k m a r k 	 I n s e r t   b o o k m a r k 	 ceQfd|	 ceQfN~{	 C*H8J!2#L	 I n t r o d u c i r   f a v o r i t o   	 I n s  r e r   m a r q u e - p a g e 	 L e s e z e i c h e n   e i n f  g e n 	 AB028BL  70:;04:C	 I n s e r i s c i   s e g n a l i b r o 	 %/1',  %4'1)  E1,9J)	 I n s e r i r   m a r c a d o r 	 S 1k   k u l l a n 1l a n   e k l e 	 C h  n   c h   m c 	 S i s i p k a n   p e n a n d a 	 M a s u k k a n   t a n d a   b u k u 	 ,	A		.	>	0	M		  !	>	2	G			 	 	 	 K  n y v j e l z Q  b e s z  r  s a 	 	 	 	 B l a d w i j z e r   i n v o e g e n 	 	 	 I n s e r a r e   m a r c a j 	 	 	   	 	 	 F4'FG  0'1  1'  H'1/  CFJ/	 	 	 								  						  					 	 	 	 	 	 	 	 	 V o e r   b o e k m e r k   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   i n d i c a d o r 
 
 S T R _ U C _ E N T E R _ R E C I P I E N T _ I D 	 U n i f i e d C o m p o s e r 	 T I T L E ,   I C O N T E X T 	 E n t e r   r e c i p i e n t 	 E n t e r   r e c i p i e n t 	 8eQ6eNN	 eQ6eNN	 I-9I#1	 I n t r o d u c i r   r e c e p t o 	 E n t r e r   d e s t i n a t a i r e 	 E m p f  n g e r   e i n g e b e n 	 25AB8  ?>;CG0B5;O	 I m m e t t i   d e s t i n a t a r i o 	 %/.'D  E3*DE	 I n t r o d u z i r   d e s t i n a t  r i o 	 A l 1c 1  e k l e 	 N h p   n g i   n h n 	 M a s u k k a n   p e n e r i m a 	 M a s u k k a n   p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>	  &	0	M		<	  	0	G			 	 	 	 C  m z e t t   m e g a d  s a 	 	 	 	 O n t v a n g e r   i n v o e r e n 	 	 	 I n t r o d u c e r e   d e s t i n a t a r 	 	 	   	 	 	 H'1/1/F  1F/G	 	 	 						  						  					 	 	 	 	 	 	 	 	 V o e r   o n t v a n g e r   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   d e s t i n a t  r i o 
 
 S T R _ U C _ M S G _ C L A S S _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 M e s s a g e   c l a s s 	 T y p e 	 ^W	 {|W	 #0@ 	 T i p o   	 T y p e 	 T y p 	 "8?	 T i p o 	 'DFH9	 T i p o 	 T  r 	 L o i 	 J e n i s 	 J e n i s 	 	>		*		 	 	 	 T  p u s 	 	 	 	 T y p e 	 	 	 T i p 	 	 	 	 	 	 FH9	 	 	 				 	 	 	 	 	 	 	 	 S o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o 
 
 S T R _ U C _ S O M E _ O B J E C T _ W I T H D R E W 	 U n i f i e d C o m p o s e r 	 P O P U P 	 S o m e   o b j e c t s   o r   s l i d e s   r e m o v e d   o r   t e x t   t r u n c a t e   d u e   t o   e d i t   l i m i t s . 	 E d i t i n g   l i m i t ,   s o m e   c o n t e n t   d e l e t e d . 	 N}/
NPgQ[]*Rd	 Ǐ
NPQ[] Rd	 3%1AID531  @7I-+22-"H29%D	 L  m i t e   d e   e d i c i  n ,   a l g  n   c o n t e n i d o   b o r r a d o .   	 E d i t i o n   d e   l a   l i m i t e ,   d u   c o n t e n u   p e u t    t r e   e f f a c  . 	 B e a r b e i t u n g s g r e n z e ,   e t w a s   I n h a l t   w u r d e   g e l  s c h t . 	 3@0=8G5=85  @540:B8@>20=8O,   G0ABL  A>45@68<>3>  C40;5=0. 	 L i m i t e   e d i t i n g ,   e l i m i n a z i o n e   d i   c o n t e n u t o . 	 'D*-1J1  E-/H/  *E  -0A  (96  'DE-*HI. 	 A   e d i t a r   l i m i t e ,   a l g u m   c o n t e  d o   e l i m i n a d o . 	 D  z e n l e m e   s 1n 1r l a m a s 1,   b a z 1  i  e r i k l e r   s i l i n d i . 	 S a   g i i   h n ,      x  a   m t   s   n i   d u n g . 	 M e n g e d i t   b a t a s ,   b e b e r a p a   k o n t e n   d i h a p u s . 	 H a d   m e n g e d i t ,   s e s e t e n g a h   k a n d u n g a n   d i h a p u s k a n . 	 8		*	>	&	(	  	@	  8	@	.	>	,   	A		  8	>	.		M	0	@	  !	?	2	@		  	@	  			 	 	 	 S z e r k e s z t  s i   k o r l  t ,   n  m i   t a r t a l o m   t  r  l v e . 	 	 	 	 B e w e r k i n g s l i m i e t ,   s o m m i g e   g e g e v e n s   z i j n   v e r w i j d e r d 	 	 	 S e   e d i t e a z   l i m i t e ,   u n e l e   c o n ci n u t u r i   _t e r s e . 	 	 	   ,       . 	 	 	 /1-'D  H1'4  E-/H/G  (1.  '2  E-*H'*  -0A  1//. 	 	 	 				  								  				,   				  									  				  				d		 	 	 	 	 	 	 	 	 R e d i g e e r p e r k ,   s o m m i g e   i n h o u d   g e s k r a p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   l i m i t e ,   a l g u m   c o n t e  d o   e x c l u  d o . 
 
 S T R _ U C _ I N S E R T _ S I G N A T U R E _ I D 	 U n i f i e d C o m p o s e r 	 I C O N T E X T 	 I n s e r t   s i g n a t u r e   m a n u a l l y 	 I n s e r t   s i g n a t u r e 	 ceQ=|
T	 ceQ~{
T	 C*H%2"@G	 I n t r o d u c i r   f i r m a 	 I n s  r e r   s i g n a t u r e 	 S i g n a t u r   e i n f  g e n 	 AB028BL  ?>4?8AL	 I n s e r i s c i   f i r m a 	 %/1',  *HBJ9	 I n s e r i r   a s s i n a t u r a 	 0m z a   e k l e 	 C h  n   c h   k  	 S i s i p k a n   t a n d a   t a n g a n 	 M a s u k k a n   t a n d a t a n g a n 	 9	8	M	$	>		M	7	0	  8	.	M	.	?	2	?	$	  	0	G			 	 	 	 A l   r  s   b e s z  r  s a 	 	 	 	 H a n d t e k e n i n g   i n v o e g e n 	 	 	 I n s e r a r e   s e m n t u r 	 	 	   	 	 	 H'1/1/F  'E6'	 	 	 	 	 	 	 	 	 	 	 	 V o e g   h a n d t e k e n i n g   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r i r   a s s i n a t u r a 
 
 S T R _ U M _ M S G S _ I D 	 U n i f i e d M e s s a g e 	 H I N T ,   P O P U P 	 p l u r a l   m e s s a g e   n u m b e r 	 m e s s a g e s 	 \
o`	 \Oo`	 I-'2!	 m e n s a j e s 	 m e s s a g e s 	 M i t t e i l u n g e n 	 A>>1I5=8O	 m e s s a g g i 	 13'&D	 m e n s a g e n s 	 m e s a j l a r   	 c  c   t i n   n h n 	 p e s a n 	 m e s e j 	 8		&	G	6		 	 	 	  z e n e t 	 	 	 	 b e r i c h t e n 	 	 	 m e s a j e 	 	 	 	 	 	 ~'E  G'	 	 	 							 	 	 	 	 	 	 	 	 b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e n s 
 
 S T R _ U M _ M S G _ W I T H _ Q U E S T I O N _ M A R K _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 M e s s a g e   n u m b e r   w i t h   q u e s t i o n   m a r k 	 m e s s a g e ? 	 \
o`	 \Oo`	 I-'2!? 	 m e n s a j e ? 	 m e s s a g e s   ? 	 M i t t e i l u n g ? 	 A>>1I5=85? 	 m e s s a g g i o ? 	 13'D)	 m e n s a g e m ? 	 m e s a j ? 	 t i n   n h n ? 	 p e s a n ? 	 m e s e j ? 	 8		&	G	6	? 	 	 	 	  z e n e t e t ? 	 	 	 	 b e r i c h t ? 	 	 	 m e s a j ? 	 	 	 ? 	 	 	 ~'E	 	 	 						? 	 	 	 	 	 	 	 	 	 b o o d s k a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m e n s a g e m ? 
 
 S T R _ U M _ M S G S _ W I T H _ Q U E S T I O N _ M A R K _ I D 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 P l u r a l   m e s s a g e   n u m b e r   w i t h   q u e s t i o n   m a r k 	 m e s s a g e s ? 	 \
o`	 \Oo`	 I-'2!? 	 m e n s a j e s ? 	 m e s s a g e s   ? 	 M i t t e i l u n g e n ? 	 A>>1I5=8O? 	 m e s s a g g i ? 	 13'&D	 m e n s a g e n s ? 	 m e s a j l a r ? 	 c  c   t i n   n h n ? 	 p e s a n ? 	 m e s e j ? 	 8		&	G	6	? 	 	 	 	  z e n e t e t ? 	 	 	 	 b e r i c h t e n ? 	 	 	 m e s a j e ? 	 	 	 ? 	 	 	 ~J'E	 	 	 						? 	 	 	 	 	 	 	 	 	 b o o d s k a p p e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e n s ? 
 
 S T R _ U M _ N E W _ G S M _ S I M 1 _ M S G _ I D 	 U n i f i e d M e s s a g e 	 C 1 5 4 _ 1 	 N e w   M e s s a g e   c o m e   f r o m   S I M 1   i n   i d l e   s c r e e n   i n d i c a t i o n 	 N e w   S I M 1   m e s s a g e 	 eS I M aS1 
o`	 eS I M aS1 Oo`	 I-'2!4!1   C+!H	 M e n s a j e   d e   S I M 1   n u e v o   	 N o u v e a u   m e s s a g e   S I M 1 	 N e u e   S I M   1 - M i t t e i l u n g 	 >2>5  A>>1I5=85  S I M 1 	 N u o v o   m e s s a g g i o   S I M 1 	 13'D)  S I M 1   ,/J/)	 N o v a   m e n s a g e m   S I M   1 	 Y e n i   S I M 1   m e s a j 1	 T i n   n h n   S I M 1   m i 	 P e s a n   S I M 1   b a r u 	 M e s e j   S I M 1   b a r u 	 (	/	>	  S I M 1   8		&	G	6	  	 	 	 	  j   S I M 1    z e n e t 	 	 	 	 N i e u w   b e r i c h t   o p   S I M 1 	 	 	 M e s a j   S I M 1   n o u 	 	 	   S I M 1   	 	 	 ~'E  ,//  '2  S I M 1 	 	 	 				  				  						  	 	 	 	 	 	 	 	 	 N u w e   S I M 1 - b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   S I M 1 
 
 S T R _ U M _ N E W _ G S M _ S I M 2 _ M S G _ I D 	 U n i f i e d M e s s a g e 	 C 1 5 4 _ 1 	 N e w   M e s s a g e   c o m e   f r o m   S I M 2   i n   i d l e   s c r e e n   i n d i c a t i o n 	 N e w   S I M 2   m e s s a g e 	 eS I M aS2 
o`	 eS I M aS2 Oo`	 I-'2!4!2   C+!H	 M e n s a j e   d e   S I M 2   n u e v o   	 N o u v e a u   m e s s a g e   S I M 2 	 N e u e   S I M   2 - M i t t e i l u n g 	 >2>5  A>>1I5=85  S I M 2 	 N u o v o   m e s s a g g i o   S I M 2 	 13'D)  S I M 2   ,/J/)	 N o v a   m e n s a g e m   S I M   2 	 Y e n i   S I M 2   m e s a j 1	 T i n   n h n   S I M 2   m i 	 P e s a n   S I M 2   b a r u 	 M e s e j   S I M 2   b a r u 	 (	/	>	  S I M 2   8		&	G	6	  	 	 	 	  j   S I M 2    z e n e t 	 	 	 	 N i e u w   b e r i c h t   o p   S I M 2 	 	 	 M e s a j   S I M 2   n o u 	 	 	   S I M 2   	 	 	 ~'E  ,//  '2  S I M 2 	 	 	 				  				  						  	 	 	 	 	 	 	 	 	 N u w e   S I M 2 - b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   S I M 2 
 
 S T R _ U M _ D E L E T E _ M A R K E D _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 D e l e t e   m a r k e d   m e s s a g e s   	 D e l e t e   m a r k e d 	 *Rdj	  Rdh	 %5H3@#7H-+!2"	 B o r r a r   m a r c a d o s 	 S u p p r i m e r 	 M a r k i e r t e s   l  s c h e n 	 #40;8BL	 E l i m i n a   s e l e z i o n a t i 	 -0A  'DE-//)	 E l i m i n a r   m a r c a d a s 	 0_a r e t l i y i   S i l 	     n h   d u   x  a 	 H a p u s   y a n g   d i t a n d a i 	 P a d a m   y a n g   d i t a n d a 	 	?	9	M	(	?	$	  .	?		>				 	 	 	 A   m e g j e l  l t e k   t  r l  s e 	 	 	 	 G e m a r k e e r d e   v e r w i j d e r e n 	 	 	 ^t e r g e r e   m e s a j e   m a r c a t e 	 	 	   	 	 	 -0A  9D'E*  0'4*G  G'	 	 	 									  				  						 	 	 	 	 	 	 	 	 S k r a p   g e m e r k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   m a r c a d a 
 
 S T R _ U M _ M U L T I _ O P _ T O U C H _ B O X 	 U n i f i e d M e s s a g e 	 C 2 6 7 _ 2 	 T o u c h   b o x   t o   s e l e c t   o r   u n s e l e c t   m e s s a g e ( t o u c h   p a n e l   f e a t u r e   i s   o n ) 	 T o u c h   b o x   t o   o n / o f f 	 ˊxeJXܕ	 扰xeWW _sQ	 A0%H-@7H-@4/ 4	 T o q u e   e l   c u a d r o   p a r a   a c t i v a r / d e s a c t i v a r 	 T o u c h e z   l a   b o  t e   p o u r   a c t i v e r / d  s a c t i v e r 	 K  s t c h e n   a n t i p p e n   f  r   E i n / A u s 	 06<8B5  >:>H:>  4;O  2:;NG5=8O/ 2K:;NG5=8O	 T o c c a r e   l a   c a s e l l a   p e r   a t t i v a r e / d i s a t t i v a r e 	 'DE3  'DE1(9  DD*4:JD/ 'D%JB'A	 T o q u e   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 	 A  m a k / k a p a t m a k   i  i n   k u t u y a   d o k u n u n   	 B m   v  o        b t / t t 	 S e n t u h   k o t a k   u n t u k   m e n g a k t i f k a n / m e n o n a k t i f k a n 	 S e n t u h   k o t a k   u n t u k   n y a l a / p a d a m 	 	(	/ 	+	  	G	  2	?		  		  ,	I		M	8	  	K	  &	,	>				 	 	 	 D o b o z    r i n t  s e :   b e / k i 	 	 	 	 R a a k   h e t   v a k   a a n   o m   i n   e n   u i t   t e   s c h a k e l e n 	 	 	 A t i n g e r e   c a s e t   p e n t r u   a c t i v a r e / d e z a c t i v a r e 	 	 	       / 	 	 	 (1'  1H4F/ .'EH4  C1/F  E1(9  1'  DE3  CFJ/	 	 	 				/ 				  				  				  						  					 	 	 	 	 	 	 	 	 R a a k   a a n   b o k s   o m   a a n / a f   t e   s i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o c a r   n a   c a i x a   p a r a   l i g a r / d e s l i g a r 
 
 S T R _ U M _ S O R T _ B Y _ R E A D _ S T A T U S 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 U n r e a d / r e a d ,   u s e d   i n   s o r t   b y   s c r e e n 	 U n r e a d / r e a d 	 *g/ ]	 *g/ ]	 "1D!H-H2/ -H2A%I'	 S i n   l e e r / l e  d o s 	 N o n   l u   /   l u 	 U n g e l e s e n / g e l e s e n 	 5  ?@>G8B0=>/ ?@>G8B0=>	 N o n   l e t t o / l e t t o 	 :J1  EB1H!/ EB1H!	 N  o   l i d a / l i d a 	 O k u n m a y a n / o k u n d u 	 C h a   c /    c 	 B e l u m   d i b a c a / d i b a c a 	 B e l u m   d i b a c a / s u d a h   d i b a c a 	 	*	 	?	$	/ *	 	?	$		 	 	 	 O l v a s a t l a n / o l v a s o t t 	 	 	 	 N i e t   g e l e z e n   /   G e l e z e n 	 	 	 N e c i t i t e / c i t i t e 	 	 	   / 	 	 	 F.H'F/G/ .H'F/G	 	 	 					/ 					 	 	 	 	 	 	 	 	 O n g e l e e s / g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   l i d a / l i d a 
 
 S T R _ U M _ S O R T _ B Y _ S E N D E R _ N A M E 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 S e n d e r   n a m e ,   u s e d   i n   s o r t   b y   s c r e e n 	 S e n d e r 	 [NN	 SNN	 9I*H	 R e m i t e n t e 	 E x p  d i t e u r 	 S e n d e r 	 B?@028B5;L	 M i t t e n t e 	 'DE13D	 R e m e t e n t e 	 G  n d e r e n 	 N g i   g i 	 P e n g i r i m 	 P e n g h a n t a r 	 *	M	0	G	7			 	 	 	 F e l a d  	 	 	 	 V e r z e n d e r 	 	 	 E x p e d i t o r 	 	 	 	 	 	 A13*F/G	 	 	 							 	 	 	 	 	 	 	 	 S t u u r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m e t e n t e 
 
 S T R _ U M _ S O R T _ B Y _ R E C I P I E N T _ N A M E 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 R e c i p i e n t   n a m e ,   u s e d   i n   s o r t   b y   s c r e e n 	 R e c i p i e n t 	 6eNN	 6eNN	 9I#1	 R e c e p t o r   	 D e s t i n a t a i r e 	 E m p f  n g e r 	 >;CG0B5;L	 D e s t i n a t a r i o 	 'DE3*DE	 D e s t i n a t  r i o 	 A l 1c 1	 N g i   n h n 	 P e n e r i m a 	 P e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>		 	 	 	 C  m z e t t 	 	 	 	 O n t v a n g e r 	 	 	 D e s t i n a t a r 	 	 	 	 	 	 1F/G	 	 	 							 	 	 	 	 	 	 	 	 O n t v a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s t i n a t  r i o 
 
 S T R _ U M _ S O R T _ B Y _ S E N D E R _ R E C I P I E N T _ N A M E 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 S e n d e r / R e c i p i e n t   n a m e 	 S e n d e r / R e c i p i e n t 	 [NN/ 6eNN	 SNN/ 6eNN	 9I*H/ 9I#1	 R e m i t e n t e / R e c e p t o r 	 E x p  d i t e u r   /   D e s t i n a t a i r e 	 S e n d e r / E m p f  n g e r 	 B?@028B5;L/ ?>;CG0B5;L	 M i t t e n t e / d e s t i n a t a r i o 	 'DE13D/ 'DE3*DE	 R e m e t e n t e / D e s t i n a t  r i o 	 G  n d e r e n / A l 1c 1	 N g i   g i / N g i   n h n 	 P e n g i r i m / P e n e r i m a 	 P e n g h a n t a r / P e n e r i m a 	 *	M	0	G	7		/ *	M	0	>	*	M	$		0	M	$	>		 	 	 	 K  l d Q/ C  m z e t t 	 	 	 	 V e r z e n d e r   /   O n t v a n g e r 	 	 	 E x p e d i t o r / D e s t i n a t a r 	 	 	 / 	 	 	 A13*F/G/ 1F/G	 	 	 						/ 							 	 	 	 	 	 	 	 	 S t u u r d e r / O n t v a n g e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m e t e n t e / D e s t i n a t  r i o 
 
 S T R _ U M _ S O R T _ B Y _ M S G _ S I Z E 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 m e s s a g e   s i z e ,   u s e d   i n   s o r t   b y   s c r e e n 	 M e s s a g e   s i z e 	 
o`'Y\	 Oo`'Y\	 2I-'2!	 T a m a  o   d e l   m e n s a k e 	 T a i l l e   d u   m e s s a g e 	 M i t t e i l u n g s g r   e 	  07<5@  A>>1I5=8O	 D i m e n s i o n i   m e s s a g g i o 	 -,E  'D13'D)	 T a m a n h o   d a   m e n s a g e m 	 0l e t i   b o y u t u 	 C   t i n   n h n 	 U k u r a n   p e s a n 	 S a i z   m e s e j 	 8		&	G	6	  		>	0		 	 	 	  z e n e t   m  r e t 	 	 	 	 B e r i c h t g r o o t t e 	 	 	 D i m e n s i u n e   m e s a j 	 	 	   	 	 	 'F/'2G  ~'E	 	 	 							  					 	 	 	 	 	 	 	 	 B o o d s k a p g r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d a   m e n s a g e m 
 
 S T R _ U M _ S O R T _ B Y _ M S G _ T Y P E 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 m e s s a g e   t y p e ,   u s e d   i n   s o r t   b y   s c r e e n 	 M e s s a g e   t y p e 	 
o`<h_	 Oo`<h_	 #0@ I-'2!	 T i p o   d e   m e n s a j e 	 T y p e   d e   m e s s a g e 	 M i t t e i l u n g s t y p 	 "8?  A>>1I5=8O	 T i p o   d i   m e s s a g g i o 	 FH9  'D13'D)	 T i p o   d e   m e n s a g e m 	 0l e t i   t  r  	 K i u   t i n   n h n 	 J e n i s   p e s a n 	 J e n i s   m e s e j 	 8		&	G	6	  *	M	0		>	0		 	 	 	  z e n e t   t  p u s a 	 	 	 	 B e r i c h t t y p e 	 	 	 T i p   m e s a j 	 	 	   	 	 	 FH9  ~J'E	 	 	 							  							 	 	 	 	 	 	 	 	 B o o d s k a p s o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o   d e   m e n s a g e m 
 
 S T R _ U M _ Q U E S T I O N _ M A R K 	 U n i f i e d M e s s a g e 	 P O P U P C O N F I R M 	 q u e s t i o n   m a r k 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ? 
 
 S T R _ I D _ V D O P L Y _ R E M O V E _ A L L 	 V I D E O 	 I C O N T E X T 	 R e m o v e   a l l 	 R e m o v e   a l l 	 ydhQ	 ydhQ	 %1I+!	 B o r r a r   t o d o s 	 E f f a c e r   t o u t 	 A l l e s   e n t f e r n e n 	 #40;8BL  2A5	 R i m u o v i   t u t t o 	 %2'D)  'DCD	 R e m o v e r   t u d o 	 T  m  n    k a l d 1r 	 X  a   t t   c 	 H a p u s   s e m u a 	 K e l u a r k a n   s e m u a 	 8	-	@	  9		>				 	 	 	  s s z e s   e l t  v o l  t  s a 	 	 	 	 A l l e s   v e r w i j d e r e n 	 	 	 E l i m i n a r e   g l o b a l 	 	 	   	 	 	 ~'C  C1/F  GEG	 	 	 		  				  					  	 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d o s 
 
 S T R _ I D _ V D O P L Y _ N O T I F Y _ R E M O V E _ U R L _ A L L _ C O N F I R M 	 V I D E O 	 P O P U P C O N F I R M 	 R e m o v e   a l l ? 	 R e m o v e   a l l ? 	 hQyd	 hQyd	 %1I+!? 	  B o r r a r   t o d o s ? 	 E f f a c e r   t o u t ? 	 A l l e s   e n t f e r n e n ? 	 #40;8BL  2A5? 	 R i m u o v e r e   t u t t o ? 	 %2'D)  'DCD	 R e m o v e r   t u d o ? 	 T  m    k a l d 1r 1l s 1n   m 1? 	 X  a   t t   c ? 	 H a p u s   s e m u a ? 	 K e l u a r k a n   s e m u a ? 	 8	-	@	  9		>			  ? 	 	 	 	 A z    s s z e s e t   e l t  v o l  t j a ? 	 	 	 	 A l l e s   v e r w i j d e r e n ? 	 	 	 E l i m i n a r e   g l o b a l ? 	 	 	   ? 	 	 	 GEG  ~'C  4HF/	 	 	 		  					  				? 	 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   t o d a s ? 
 
 S T R _ I D _ V D O R E C _ N O T I F Y _ P L Z _ S A V E _ F I R S T 	 V D O R E C 	 P O P U P 	 [ M e n u - E f f e c t   S e t t i n g ] 	 P l e a s e   s a v e   t h e   v i d e o   f i r s t 	 ˊHQ2QX[q_Gr	 HQOX[Ɖ	 B#16'45B-H-	 P o r   f a v o r   g r a b e   e l   v i d e o   p r i m e r o 	 V e u i l l e z   d ' a b o r d   e n r e g i s t r e r   l a   v i d  o 	 B i t t e   z u e r s t   V i d e o   s p e i c h e r n 	 >60;C9AB0,   A=0G0;0  A>E@0=8B5  2845>70?8AL. 	 S a l v a r e   p r i m a   i l   v i d e o 	 J1,I  -A8  'DAJ/JH  #HD'K	 G u a r d e   o   v  d e o   p r i m e i r o 	 L  t f e n    n c e   v i d e o y u   k a y d e d i n 	 H  y   l u   v i d e o   t r c 	 S i m p a n   v i d e o   d u l u 	 S i l a   s i m p a n   v i d e o   d a h u l u 	 	C	*	/	>	  *	9	2	G	  5	@	!	?	/	K	  8	9	G		G			 	 	 	 E l Qb b   m e n t s e   a   v i d e  t 	 	 	 	 S l a   d e   v i d e o   e e r s t   o p 	 	 	 S a l v a ci    n t  i   v i d e o c l i p u l 	 	 	           	 	 	 D7A'  'HD  ADE  1'  0.1G  F/	 	 	 							  			  						  							  							  				  	 	 	 	 	 	 	 	 	 B e r g   a s s e b l i e f   e e r s   d i e   v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   p r i m e i r o   o   v  d e o 
 
 S T R _ I D _ V D O R E C _ N O T I F Y _ B T _ I S _ W O R K I N G 	 V I D E O 	 P O P U P 	 [ N o t i f y - B T   i s   w o r k i n g ,   t u r n   i t   o f f ] 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f 	 ͅYr#}-NˊHQܕ	 ݄Yrޏ~-NHQsQ	 %993%132  42#32	 E l   b l u e t o o t h   f u n c i o n a n d o .   A p  g u e l o . 	 B l u e t o o t h   a c t i v  .   V e u i l l e z   l e   d  s a c t i v e r . 	 B l u e t o o t h   i s t   i n   B e t r i e b .   A u s s c h a l t e n 	 :;NG5=  B l u e t o o t h .   B:;NG8B5  53>. 	 B l u e t o o t h   i n   f u n z i o n e .   D i s a t t i v a r l o 	 *BFJ)  B l u e t o o t h   *9ED.   BE  (%JB'AG'	 B l u e t o o t h   a c t i v a d o .   D e s l i g a r 	 B l u e t o o t h    a l 1_1y o r .   K a p a t 1n 	 B l u e t o o t h   a n g   b t .   H  y   t t   n  	 B l u e t o o t h   s e d a n g   b e r f u n g s i .   N o n a k t i f k a n 	 B l u e t o o t h   s e d a n g   b e r j a l a n .   P a d a m k a n n y a 	 B l u e t o o t h   	>	.	  	0	  0	9	>	  9	H	.   	8	G	  ,		&	  	0	  &	G		. 	 	 	 	 A   B l u e t o o t h   m qk  d i k .   K a p c s o l j a   k i 	 	 	 	 B l u e t o o t h   i s   a c t i e f .   S c h a k e l   h e t   u i t . 	 	 	 B l u e t o o t h    n   f u n c ci u n e .    n c h i d e ci - l 	 	 	 B l u e t o o t h   .     	 	 	 B l u e t o o t h   /'1/  C'1  EJCF/.   "F1'  .'EH4  CFJ/	 	 	 							  				d	  			  				  				d	  	 	 	 	 	 	 	 	 	 B l u e t o o t h   i s   t a n s   a a n .   S i t   d i t   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l u e t o o t h   e s t    f u n c i o n a n d o .   D e s l i g  - l o 
 
 S T R _ I D _ V D O R E C _ A C C E P T _ C A L L 	 V D O R E C 	 I C O N T E X T 	 [ M e n u -   s e t t i n g   a l l o w   i n c .   c a l l ] 	 A l l o w   i n c o m i n g   c a l l 	 AQ1O	 AQeg5u	 -8
2*2"@#5"@I2	 P e r m i t i r   l l a m a d a   e n t r a n t e 	 A u t o r i s e r   u n   a p p e l   e n t r a n t 	 E i n g e h e n d e n   A n r u f   z u l a s s e n 	  07@5H8BL  2E>4OI89  2K7>2	 P e r m e t t i   c h i a m a t a   i n   e n t r a t a 	 %*'-)  'D'*5'D'*  'DH'1/)	 P e r m i t i r   c h a m a d a   r e c e b i d a 	 G e l e n   a r a m a l a r a   i z i n   v e r 	 C h o   p h  p   g i   n 	 B o l e h k a n   p a n g g i l a n   m a s u k 	 B e n a r k a n   p a n g g i l a n   m a s u k 	 	(	G	  5	>	2	@	  	I	2	  	(	G	  &	G			 	 	 	 B e j  v Q  h  v  s   e n g e d  l y e z  s e 	 	 	 	 I n k o m e n d   g e s p r e k   t o e s t a a n 	 	 	 P e r m i t e r e   a p e l u r i   s o s i t e 	 	 	     	 	 	 B(HD  1/F  *E'3  H1H/	 	 	 							  				  						  			  	 	 	 	 	 	 	 	 	 L a a t   i n k o m e n d e   o p r o e p   t o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r m i t i r   c h a m a d a   d e   e n t r a d a 
 
 S T R _ I D _ V D O R E C _ A C C E P T _ C A L L _ O N 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e -   a l l o w   i n c .   c a l l   - O n ] 	 O n 	 _U	  _/T	 @4	 A c t i v a d o 	 A c t i v  	 E i n 	 :;. 	 A c c e s o 	 *4:JD	 L i g a d o 	 A  1k   	 B t 	 A k t i f 	 N y a l a 	 	>	2	B		 	 	 	 B e 	 	 	 	 A a n 	 	 	 A c t i v a r e 	 	 	 	 	 	 1H4F	 	 	 				  				  	 	 	 	 	 	 	 	 	 A a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i g a d o 
 
 S T R _ I D _ V D O R E C _ A C C E P T _ C A L L _ O F F 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e -   a l l o w   i n c .   c a l l   - O f f ] 	 O f f 	 ܕ	 sQ	 4	 D e s a c t i v a d o 	 D  s a c t i v  	 A u s 	 K:;. 	 S p e n t o 	 %JB'A	 D e s l i g a d o 	 k a p a l 1	 T t 	 T i d a k   a k t i f 	 P a d a m 	 ,		&		 	 	 	 K i 	 	 	 	 U i t 	 	 	 D e z a c t i v a r e 	 	 	 	 	 	 .'EH4	 	 	 				  				  	 	 	 	 	 	 	 	 	 A f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s l i g a d o 
 
 S T R _ I D _ V D O R E C _ C O N T I N U E 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - C o n t i n u e   t o   c a p t u r e   n e x t   v i d e o ] 	 C o n t i n u e 	 |~~	 ~~	 3H-	 C o n t i n u a r 	 C o n t i n u e r 	 F o r t s e t z e n 	 @>4>;6. 	 C o n t i n u a 	 '3*E1'1	 C o n t i n u a r 	 D e v a m   e t 	 T i p   t c 	 L a n j u t 	 T e r u s k a n 	 	>	0	@	  0		G			 	 	 	 T o v  b b 	 	 	 	 D o o r g a a n 	 	 	 C o n t i n u a r e 	 	 	 	 	 	 '/'EG	 	 	 							  						 	 	 	 	 	 	 	 	 G a a n   v o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t i n u a r 
 
 S T R _ I D _ V D O R E C _ N O T I F Y _ S A V E D 	 V D O R E C 	 P O P U P 	 [ N o t i f y - S a v e d   V i d e o . . . ] 	 S a v e d 	 ]OX[	 ]OX[	 	 	 	 	 !>E@0=5=>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V C A R D _ V C A R D _ D E T A I L S 	 v o b j e c t 	 T I T L E 	 D e t a i l s   o f   a   v C a r d   f i l e 	 v C a r d   d e t a i l s 	 
TGrs`	 
TGr`	 #2"%0@-5"  v C a r d   	 D e t a l l e s   d e   v C a r d 	 D  t a i l s   d e   l a   v C a r d 	 v C a r d - D e t a i l s 	 !2545=8O  M;5:B@>==>9  2878B:8	 D e t t a g l i   v C a r d 	 *A'5JD  (7'B)  'D2J'1)	 D e t a l h e s   d o   v C a r d 	 v C a r d   a y r 1n t 1l a r 1	 C h i   t i t   v C a r d 	 R i n c i a n   v C a r d 	 B u t i r a n   v K a d 	 v C a r d   5	?	5	0	#		 	 	 	 v C a r d   a d a t o k 	 	 	 	 v C a r d - d e t a i l s 	 	 	 D e t a l i i   v C a r d 	 	 	   v C a r d 	 	 	 ,2&'*  v C a r d 	 	 	 									  										 	 	 	 	 	 	 	 	 v C a r d - b e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t a l h e s   d e   v C a r d 
 
 S T R _ I D _ V C L N D R _ S A V E _ T O _ C L N D R 	 v O b j e c t 	 I C O N T E X T 	 S a v e   t o   C a l e n d a r 	 S a v e   t o   C a l e n d a r 	 2QX[ef	 OX[0ReS	 1@GD"144	 G u a r d a r   e n   c a l e n d a r i o   	 E n r e g i s t r e r   d a n s   c a l e n d r i e r 	 I n   K a l e n d e r   s p e i c h e r n 	 C >E@0=.   2  ;0=8@>2I8:	 S a l v a   s u   c a l e n d a r i o 	 -A8  %DI  'D*BHJE	 G u a r d a r   n o   C a l e n d  r i o 	 T a k v i m e   k a y d e t 	 L u   v  o   L c h 	 S i m p a n   k e   K a l e n d e r 	 S i m p a n   k e   k a l e n d a r 	 	H	2	G		!	0	  	G	  2	?		  8	9	G		G			 	 	 	 M e n t  s   a   n a p t  r b a 	 	 	 	 O p s l a a n   i n   k a l e n d e r 	 	 	 S a l v a r e    n   c a l e n d a r 	 	 	     	 	 	 0.1G  /1  *BHE	 	 	 												  							  					 	 	 	 	 	 	 	 	 B e r g   i n   k a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   n o   c a l e n d  r i o 
 
 S T R _ I D _ V O I P _ L O G I N _ A S K 	 V o I P 	 P O P U P C O N F I R M 	 L o g i n ? 	 L o g i n ? 	 {veQ? 	 {vU_? 	 %G--4? 	  I n i c i o   d e   s e s i  n ? 	 O u v r i r   u n e   s e s s i o n   ? 	 A n m e l d e n ? 	 >38=? 	 E s e g u i r e   i l   l o g i n ? 	 *3,JD  'D/.HD	 I n i c i a r   s e s s  o ? 	 O t u r u m   a  1l s 1n   m 1?   	 n g   n h p ? 	 L o g i n ? 	 L o g   m a s u k ? 	 2	I		?	(	? 	 	 	 	 B e j e l e n t k e z i k ? 	 	 	 	 A a n m e l d e n ? 	 	 	 C o n e c t a r e ? 	 	 	 ? 	 	 	 H1H/  (G  3J3*E	 	 	 				  			? 	 	 	 	 	 	 	 	 	 T e k e n   a a n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o g i n ? 
 
 S T R _ I D _ V O I P _ L O G I N _ A B O R T E D 	 V o I P 	 P O P U P 	 L o g i n   A b o r t e d 	 L o g i n   a b o r t e d 	 {veQ>eh	 >e_{vU_	 %G--4%I!@%4A%I'	 I n i c i o   d e   s e s i  n   a b o r t a d o   	 C o n n e x i o n   a n n u l  e 	 A n m e l d u n g   a b g e b r o c h e n 	 E>4  2  A8AB5<C  >B<5=5=	 L o g i n   i n t e r r o t t o 	 *E  %(7'D  *3,JD  'D/.HD	 I n  c i o   d e   s e s s  o   a b o r t a d o 	 O t u r u m   i p t a l   e d i l d i 	    h y   n g   n h p 	 L o g i n   d i h e n t i k a n 	 L o g   m a s u k   d i b a t a l k a n 	 2	I		?	(	  0	K		>	  	/	>	  	 	 	 	 B e j e l e n t k e z  s   m e g s z a k  t v a 	 	 	 	 A a n m e l d e n   a f g e b r o k e n 	 	 	 C o n e c t a r e   a b a n d o n a t 	 	 	   	 	 	 H1H/  (G  33*E  E*HBA  1//	 	 	 				  				  						  	 	 	 	 	 	 	 	 	 A a n t e k e n   g e s t a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o g i n   c a n c e l a d o 
 
 S T R _ I D _ V O I P _ F U L L _ S H A P E _ C O L O N 	 V o I P 	 U N L I M 	 f u l l   s h a p e   c o l o n 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ V O I P _ F U L L _ S H A P E _ S L A S H 	 V o I P 	 U N L I M 	 f u l l   s h a p e   s l a s h 	 / 	 	 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 / 	 	 	 	 / 	 	 	 	 / 	 	 	 / 	 	 	 / 	 	 	 / 	 	 	 / 	 	 	 	 	 	 	 	 	 / 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 / 
 
 S T R _ I D _ V O I P _ P R O F _ R T P _ P O R T _ R A N G E 	 V o I P 	 I C O N T E X T 	 R T P   p o r t   r a n g e 	 R T P   p o r t   r a n g e 	 R T P #cW{
W	 R T P zSV	 
H'-#L  R T P   	 R a n g o   d e   p u e r t o   R T P 	 G a m m e   d u   p o r t   R T F 	 R T P - P o r t - B e r e i c h 	 80?07>=  ?>@B0  R T P   	 R a n g e   p o r t a   R T P 	 F7'B  EFA0  R T P 	 I n t e r v a l o   d e   p o r t a s   R T P 	 R T P   p o r t   a r a l 11	 P h m   v i   c n g   R T P 	 R e n t a n g   p o r t   R T P 	 J u l a t   p o r t   R T P 	 R T P   *	K	0	M		  0	G				 	 	 	 R T P   p o r t t a r t o m  n y 	 	 	 	 B e r e i k   v a n   R T P - p o r t 	 	 	 I n t e r v a l   p o r t   R T P 	 	 	     R T P 	 	 	 ('2G  /1'G  R T P 	 	 	 						  						  					  	 	 	 	 	 	 	 	 	 R T P - p o o r t r e e k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a i x a   d e   p o r t a   R T P 
 
 S T R _ I D _ V O I P _ P R O F _ R T P _ P O R T _ S T A R T 	 V o I P 	 I C O N T E X T 	 R T P   p o r t   s t a r t 	 R T P   p o r t   s t a r t 	 _UY	 /TY	 -#L  R T P   @#4H!I	 I n i c i o   d e   p u e r t o   R T P 	 D  b u t   d u   p o r t   R T F 	 R T P - P o r t - S t a r t 	 0G0;>  ?>@B0  R T P   	 A v v i o   p o r t a   R T P 	 (/'J)  EFA0  R T P 	 I n  c i o   d e   p o r t a s   R T P 	 R T P   p o r t   b a _l a n g 1c 1	 B t   c n g   R T P 	 A w a l   p o r t   R T P 	 P e r m u l a a n   p o r t   R T P 	 R T P   *	K	0	M		  	0	.	M	-		 	 	 	 R T P   k e z d e t i   p o r t 	 	 	 	 R T P - p o r t   s t a r t e n 	 	 	 P o r n i r e   p o r t   R T P 	 	 	     R T P 	 	 	 ":'2  ('2G  /1'G  R T P 	 	 	 						  						  				  	 	 	 	 	 	 	 	 	 R T P - p o o r t   b e g i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n  c i o   d e   p o r t a   R T P 
 
 S T R _ I D _ V O I P _ P R O F _ R T P _ P O R T _ E N D 	 V o I P 	 I C O N T E X T 	 R T P   p o r t   e n d 	 R T P   p o r t   e n d 	 P}_g	 ~_g	 -#L  R T P   *4I*8	 F i n a l   d e   p u e r t o   R T P 	 F i n   d u   p o r t   R T F 	 R T P - P o r t - E n d e 	 >=5F  ?>@B0  R T P   	 T e r m i n e   p o r t a   R T P 	 FG'J)  EFA0  R T P 	 F i m   d e   p o r t a s   R T P 	 R T P   p o r t   s o n u 	 T t   c n g   R T P 	 A k h i r   p o r t   R T P 	 A k h i r   p o r t   R T P 	 R T P   *	K	0	M		  8	.	>	*	M	$		 	 	 	 R T P   v  g   p o r t 	 	 	 	 R T P - p o r t   b e  i n d i g e n 	 	 	 T e r m i n a r e   p o r t   R T P 	 	 	     R T P 	 	 	 ~''F  ('2G  /1'G  R T P 	 	 	 						  								  			  	 	 	 	 	 	 	 	 	 R T P - p o o r t   e i n d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i m   d e   p o r t a   R T P 
 
 S T R _ V R E _ T I T L E 	 V R E 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 F u n   &   G a m e s 	 F u n   &   G a m e s 	 Zjzz	 1ZPNzz	 *8  &   @!*L	 D i v e r s i  n   y   J u e g o s   	 D i v e r t i s s e m e n t   &   J e u x 	 S p a    &   S p i e l e 	  072;5G5=8O	 D i v e r t i m e n t o   e   g i o c h i 	   E1-  H#D9'(	 D i v e r s  o   e   J o g o s 	 E l e n c e   &   O y u n l a r 	 G i i   t r    &   T r    c h i 	 H i b u r a n   d a n   P e r m a i n a n 	 K e s e r o n o k a n   &   P e r m a i n a n 	 +	(	  		!	  	G	.	M	8		 	 	 	 S z  r a k o z  s    s   j  t  k o k 	 	 	 	 P l e z i e r   e n   s p e l l e n 	 	 	 D i v e r t i s m e n t   _i   j o c u r i 	 	 	     	 	 	 311E  H  ('2  G'	 	 	 					  	  					 	 	 	 	 	 	 	 	 P r e t   e n   S p e l e t j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i v e r s  o   e   j o g o s 
 
 S T R _ I D _ V R E _ F A I L _ T O _ S T A R T 	 V R E 	 P O P U P 	 F a i l e d   t o   s t a r t   V R E 	 F a i l e d   t o   s t a r t   V R E 	 V R E _UR1YWe	 V R E /TR1Y%	 D!H*2!2#@#4H!  V R E 	 N o   s e   p u d o   i n i c i a r   V R E 	  c h e c   d e   l a n c e m e n t   d e   V R E 	 V R E   k o n n t e   n i c h t   g e s t a r t e t   w e r d e n 	 52>7<>6=>  70?CAB8BL  V R E 	 I m p o s s i b i l e   a v v i a r e   V R E 	 *901  (/!  V R E 	 F a l h a   a o   i n i c i a r   V R E 	 V R E   b a _l a t 1l a m a d 1	 K h  n g   t h   b t   V R E 	 G a g a l   m e m u l a i   V R E 	 G a g a l   m e m u l a k a n   V R E 	 V R E   	K	  	0		-	  	0	(	G	  .	G		  (	>		>	.	  0	9	>		 	 	 	 A   V R E   i n d  t  s a   n e m   s i k e r  l t 	 	 	 	 K a n   V R E   n i e t   s t a r t e n 	 	 	 P o r n i r e   V R E   n e r e u _i t 	 	 	     V R E 	 	 	 ":'2  V R E   F'EHAB  (H/	 	 	 					  				  				  							 	 	 	 	 	 	 	 	 K o n   n i e   V R E   b e g i n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   i n i c i a r   V R E 
 
 S T R _ I D _ V R E _ N O T _ I N S T A L L 	 V R E 	 P O P U P 	 P l e a s e   i n s t a l l   V R E 	 P l e a s e   i n s t a l l   V R E 	 ˊ[݈V R E 	 [ňV R E 	 B#41I  V R E 	 P o r   f a v o r   i n s t a l a r   V R E 	 V e u i l l e z   i n s t a l l e r   l e   V R E 	 B i t t e   V R E   i n s t a l l i e r e n 	 #AB0=>28B5  V R E 	 I n s t a l l a r e   V R E 	 JO1,I  *+(J*  V R E 	 I n s t a l a r   V R E 	 L  t f e n   V R E ' y i   y  k l e y i n 	 H  y   c  i   t   V R E 	 I n s t a l   V R E 	 S i l a   p a s a n g   V R E 	 	C	*	/	>	  V R E   8	M	%	>	*	?	$	  	0	G			 	 	 	 T e l e p  t s e   a   V R E - t 	 	 	 	 I n s t a l l e e r   V R E 	 	 	 I n s t a l a ci   V R E 	 	 	     V R E 	 	 	 D7A'  V R E   1'  F5(  F/	 	 	 					  						  					 	 	 	 	 	 	 	 	 I n s t a l l e e r   a s s e b l i e f   V R E 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s t a l a r   V R E 
 
 S T R _ I D _ V R E _ U S B _ F A I L _ T O _ S T A R T 	 V R E 	 P O P U P 	 U S B : F u n c a t i o n   n o t   a l l o w e d 	 U S B : F u n c a t i o n   n o t   a l l o w e d 	 U S B : rRfBf!qlO(u	 U S B : 募RfeelO(u	 U S B : 1L
1HD!H-8
2	 U S B :   f u n c i  n   n o   p e r m i t i d a 	 U S B   :   F o n c t i o n   i n t e r d i t e 	 U S B :   F u n k t i o n   n i c h t   z u g e l a s s e n 	 U S B :   @0725B2;5=85  =54>?CAB8<>	 U S B :   f u n z i o n e   n o n   c o n s e n t i t a 	 U S B :   'DH8JA)  :J1  E3EH-  (G'	 U S B :   F u n   o   n  o   p e r m i t i d a 	 U S B :   i _l e v e   i z i n   v e r i l m i y o r 	 U S B :   C h c   n n g   k h  n g   c   p h  p 	 U S B : F u n g s i   t i d a k   d i b o l e h k a n 	 U S B :   F u n g s i   t i d a k   d i b e n a r k a n 	 /	B		8	,	@	:   +			M	6	(	  .	>	(	M	/	  (	9	@			 	 	 	 U S B :   n e m   e n g e d  l y e z e t t   f u n k c i  	 	 	 	 U S B - f u n c t i e   n i e t   t o e g e s t a a n 	 	 	 U S B :   f u n c ci e   n e a c c e p t a t 	 	 	 U S B :       	 	 	 U S B :   9EDC1/  E,'2  FJ3*	 	 	 						:   											  							  				 	 	 	 	 	 	 	 	 U S B :   F u n k s i e   n i e   t o e g e l a a t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U S B :   F u n   o   n  o   p e r m i t i d a 
 
 S T R _ I D _ V R E _ T A G _ E R R _ F A I L _ T O _ S T A R T 	 V R E 	 P O P U P 	 T h i s   p r o g r a m   c a n n o t   b e   r u n   i n   t h i s   p h o n e . 	 T h i s   p r o g r a m   c a n n o t   b e   r u n   i n   t h i s   p h o n e . 	 _UR/
NiT(W,g_jKL0	 /TR
NT(W,g:gЏL0	 B#A#!5ID!H*2!2##1CB#(1L5I	 I m p o s i b l e   e j e c u t a r   p r o g r a m a   e n   e s t e   t e l  f o n o . 	 C e   p r o g r a m m e   n e   m a r c h e   p a s   s u r   c e   t  l  p h o n e . 	 D i e s e s   P r o g r a m m   k a n n   a u f   d i e s e m   T e l e f o n   n i c h t   a u s g e f  h r t   w e r d e n . 	 -B0  ?@>3@0<<0  =5  <>65B  1KBL  70?CI5=0  =0  MB><  B5;5D>=5. 	 Q u e s t o   p r o g r a m m a   n o n   p u    e s s e r e   r i p r o d o t t o   i n   q u e s t o   t e l e f o n o . 	 J*901  *4:JD  G0'  'D(1F'E,  9DI  G0'  'DG'*A. 	 E s t e   p r o g r a m a   n  o   p o d e   s e r   e x e c u t a d o   n e s t e   t e l e f o n e . 	 B u   p r o g r a m   t e l e f o n d a    a l 1_m a z 	 K . t h   c h y   c . t r  n h   n  y   t r  n   i n   t h o i . 	 P r o g r a m   i n i   t i d a k   d a p a t   d i j a l a n k a n   d i   t e l e p o n   i n i . 	 P r o g r a m   i n i   t i d a k   b o l e h   d i j a l a n k a n   d i   a t a s   t e l e f o n   i n i . 	 	8	  +	K	(	  .	G		  /	9	  *	M	0	K		M	0	>	.	  (	9	@		  	2	>	/	>	  	>	  8		$	>		 	 	 	 E z t   a   p r o g r a m o t   n e m   l e h e t   f u t t a t n i   e z e n   a   t e l e f o n o n . 	 	 	 	 D i t   p r o g r a m m a   k a n   n i e t   d r a a i e n   i n   d e z e   t e l e f o o n 	 	 	 A c e s t   p r o g r a m   n u   p o a t e   f i   e x e c u t a t   p e   a c e s t   t e l e f o n . 	 	 	             . 	 	 	 'E'F  ',1'  'F  (1F'EG  (1  1H  'F  H4  H,H/  F/'1/. 	 	 	 	  				  	  											  						  				  		d		 	 	 	 	 	 	 	 	 H i e r d i e   p r o g r a m   k a n   n i e   i n   h i e r d i e   f o o n   l o o p   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t e   p r o g r a m a   n  o   p o d e   s e r   e x e c u t a d o   n e s t e   t e l e f o n e . 
 
 S T R _ I D _ V R E _ D A T E _ E R R _ F A I L _ T O _ S T A R T 	 V R E 	 P O P U P 	 P h o n e   d a t e   i s   w r o n g .   P l e a s e   c o r r e c t   i t . 	 P h o n e   d a t e   i s   w r o n g .   P l e a s e   c o r r e c t   i t . 	 |q}Bf/ˊ-npckxv|q}Bf_Qf0	 |~en:Ncknxv|~eTQՋ0	 '15HB#(1L4  B#AID	 L a   f e c h a   d e l   t e l  f o n o   e s   i n c o r r e c t a .   P o r   f a v o r ,   c o r r  j a l a .   	 L a   d a t e   d u   t  l  p h o n e   e s t   i n c o r r e c t e .   C o r r i g e z - l a . 	 T e l e f o n d a t u m   i s t   f a l s c h .   B i t t e   k o r r i g i e r e n . 	 525@=0O  40B0  B5;5D>=0.   7<5=8B5  40BC. 	 I   d a t i   d e l   t e l e f o n o   s o n o   s b a g l i a t i .   C o r r e g g e r l i . 	 JH,/  .7#  AJ  *'1J.  'DG'*A.   J1,I  *5-J-G. 	 A   d a t a   d o   t e l e f o n e   e s t    e r r a d a .   C o r r i j a - a . 	 T e l e f o n   t a r i h i   y a n l 1_	 N g  y   t r  n   i n   t h o i   k .  n g .   H  y   c h n h   l i . 	 T a n g g a l   t e l e p o n   s a l a h .   P e r b a i k i   t a n g g a l . 	 T a r i k h   t e l e f o n   s a l a h .   S i l a   b e t u l k a n n y a . 	 +	K	(	  $	?	%	?	  	2	$	  9	H	d	  	C	*	/	>	  	8	G	  8	9	@	  	0	G		d		 	 	 	 A   t e l e f o n   d  t u m a   n e m   m e g f e l e l Q.   J a v  t s a   k i . 	 	 	 	 T e l e f o o n d a t u m   i s   o n j u i s t .   C o r r i g e e r   h e m . 	 	 	 D a t a   t e l e f o n u l u i   e s t e   i n c o r e c t .   R e c t i f i c a ci - o . 	 	 	         . 	 	 	 *'1.  *DAF  F'/13*  '3*.   D7A'  "F1'  *5--  FE'/. 	 	 	 						  					  			d	  							  			  		  			  				d		 	 	 	 	 	 	 	 	 F o o n d a t u m   i s   v e r k e e r d .   M a a k   d i t   a s s e b l i e f   r e g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a t a   d o   t e l e f o n e   e s t    e r r a d a .   C o r r i j a - a . 
 
 S T R _ I D _ V R E _ C E R T _ E R R _ F A I L _ T O _ S T A R T 	 V R E 	 P O P U P 	 I n v a l i d   c e r t i f i c a t i o n .   F a i l e d   t o   r u n   t h i s   p r o g r a m . 	 I n v a l i d   c e r t i f i c a t i o n .   F a i l e d   t o   r u n   t h i s   p r o g r a m . 	 _UR/IfWI1YWe0	 /TRfN1Y%0	 2##1#-D!H9I-  D!H*2!2##1B#A#!5I	 C e r t i f i c a c i  n   i n v  l i d a .   N o   s e   p u d o   e j e c u t a r   e l   p r o g r a m a   	 C e r t i f i c a t   i n v a l i d e .   E c h e c   d ' o u v e r t u r e   d e   c e   p r o g r a m m e . 	 U n g  l t i g e   Z e r t i f i z i e r u n g .   D i e s e s   P r o g r a m m   k o n n t e   n i c h t   a u s g e f  h r t   w e r d e n . 	 525@=0O  A5@B8D8:0F8O.   52>7<>6=>  70?CAB8BL  ?@>3@0<<C. 	 C e r t i f i c a t o   n o n   v a l i d o .   E s e c u z i o n e   d e l   p r o g r a m m a   n o n   r i u s c i t a . 	 4G'/)  :J1  5'D-).   *901  *4:JD  G0'  'D(1F'E,. 	 C e r t i f i c a   o   i n v  l i d a .   F a l h a   a o   e x e c u t a r   e s t e   p r o g r a m a . 	 G e  e r s i z   s e r t i f i k a .   B u   p r o g r a m    a l 1_t 1r 1l a m a d 1. 	 G i y   p h  p   k . h p   l .   K . t h   c h y   c . t r  n h   n  y . 	 S e r t i f i k a s i   t i d a k   v a l i d .   P r o g r a m   g a g a l   d i j a l a n k a n . 	 P e n s i j i l a n   t i d a k   s a h .   G a g a l   m e n j a l a n k a n   p r o g r a m   i n i . 	 	5	H	'	  *	M	0	.	>	#	(	d	  	8	  *	M	0	K		M	0	>	.	  	K	  	2	>	(	G	  .	G		  	8	+	2		 	 	 	  r v  n y t e l e n   h i t e l e s  t  s .   A   p r o g r a m   f u t t a t  s a   s i k e r t e l e n . 	 	 	 	 O n g e l d i g e   c e r t i f i c e r i n g .   K a n   h e t   p r o g r a m m a   n i e t   d r a a i e n . 	 	 	 C e r t i f i c a r e   n e v a l i d .   E x e c u t a r e   n e r e u _i t   a   a c e s t u i   p r o g r a m . 	 	 	     	 	 	 E,H2  F'E9*(1  '3*.   ',1'  (1F'EG  F'EHAB  (H/. 	 	 	 								  												d	  											  						  						  					d		 	 	 	 	 	 	 	 	 O n g e l d i g e   s e r t i f i s e r i n g .   K o n   n i e   h i e r d i e   p r o g r a m   l o o p   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C e r t i f i c a   o   i n v  l i d a .   F a l h a   e m   e x e c u t a r   e s t e   p r o g r a m a . 
 
 S T R _ I D _ V R E _ I N V A L I D _ S I M _ F A I L _ T O _ S T A R T 	 V R E 	 P O P U P 	 I n v a l i d   S I M   c a r d .   P l e a s e   i n s e r t   v a l i d   o n e   a n d   r e t r y . 	 I n v a l i d   S I M   c a r d .   P l e a s e   i n s e r t   v a l i d   o n e   a n d   r e t r y . 	 S I M aSWI/ˊceQ;QvS I M aS0	 S I M aSceQlQvS I M aS0	 4!2#LD!H9I-  B#C*H4!5H9I-  A%0%-C+!H	 T a r j e t a   S I M   i n v  l i d a .   P o r   f a v o r ,   i n t r o d u z c a   u n a   v  l i d a   y   r e i n t e n t e .   	 C a r t e   S I M   i n v a l i d e .   V e u i l l e z   i n s  r e r   u n e   c a r t e   v a l i d e   e t   r  e s s a y e r . 	 U n g  l t i g e   S I M - K a r t e .   F  g e n   S i e   e i n e   g  l t i g e   K a r t e   e i n   u n d   w i e d e r h o l e n   S i e   d e n   V o r g a n g . 	 525@=0O    S I M   :0@B0.   AB02LB5  ?>4E>4OICN  :0@BC  8  ?>?@>1C9B5  5I5  @07. 	 S c h e d a   S I M   n o n   v a l i d a .   I n s e r i r n e   u n a   v a l i d a   e   r i p r o v a r e . 	 (7'B)  S I M   :J1  5'D-).   J1,I  %/.'D  (7'B)  5'D-)  H%9'/)  'DE-'HD). 	 C a r t  o   S I M   i n v  l i d o .   I n s i r a   u m   c a r t  o   v  l i d o   e   t e n t e   n o v a m e n t e . 	 G e  e r s i z   S I M   k a r t .   L  t f e n   g e  e r l i   b i r   k a r t   t a k 1n   v e   y e n i d e n   d e n e y i n . 	 S I M   k . h p   l .   H  y   l p   S I M   h p   l   v    t h   l i . 	 K a r t u   S I M   t i d a k   v a l i d .   M a s u k k a n   k a r t u   y a n g   v a l i d ,   l a l u   c o b a   l a g i . 	 K a d   S I M   t i d a k   s a h .   S i l a   m a s u k k a n   k a d   s a h   d a n   c u b a   l a g i . 	 	5	H	'	  8	?	.	  	>	0	M	!	d	  	C	*	/	>	  	K		  5	H	'	  2		>			  	0	  +	?	0	  8	G	  	K	6	?	6	  	0	G			 	 	 	  r v  n y t e l e n   S I M - k  r t y a .   I l l e s s z e n   b e   e g y    r v  n y e s e t    s   p r  b  l j a    j r a . 	 	 	 	 O n g e l d i g e   S I M - k a a r t .   S t e e k   e e n   g e l d i g e   k a a r t   i n   e n   p r o b e e r   h e t   o p n i e u w . 	 	 	 C a r t e l   S I M   n e v a l i d .   I n t r o d u c e ci   u n a   v a l i d   _i    n c e r c a ci   d i n   n o u . 	 	 	   S I M     .             . 	 	 	 3E  '1*  F'E9*(1  '3*.   D7A'  3E  '1*  E9*(1  1'  ,'2/G  H  /H('1G  'E*-'F  F/. 	 	 	 				  								d	  							  			  			  								  						  				  			  						  						  				d		 	 	 	 	 	 	 	 	 O n g e l d i g e   S I M - k a a r t .   S i t   a s s e b l i e f   ' n   g e l d i g e   e e n   i n   e n   p r o b e e r   w e e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r t  o   S I M   i n v  l i d o .   I n s i r a   u m   v  l i d o   e   t e n t e   n o v a m e n t e . 
 
 S T R _ I D _ V R E _ C E R T _ E X P I R E D _ F A I L _ T O _ S T A R T 	 V R E 	 P O P U P 	 T h e   c e r t i f i c a t i o n   o f   t h i s   p r o g r a m   i s   e x p i r e d . 	 T h e   c e r t i f i c a t i o n   o f   t h i s   p r o g r a m   i s   e x p i r e d . 	 WI/If]Ng0	 fN]Ǐg0	 2##1#--B#A#!5I+!-2"8	 L a   c e r t i f i c a c i  n   d e    s t e   p r o g r a m a   e x p i r  .   	 L e   c e r t i f i c a t   d e   c e   p r o g r a m m e   a    c h o u  . 	 D i e   Z e r t i f i z i e r u n g   d i e s e s   P r o g r a m m s   i s t   a b g e l a u f e n . 	 !5@B8D8:0F8O  MB>9  ?@>3@0<<K  70:>=G8;0AL. 	 I l   c e r t i f i c a t o   d i   q u e s t o   p r o g r a m m a      s c a d u t o . 	 'F*G*  5D'-J)  4G'/)  G0'  'D(1F'E,. 	 A   c e r t i f i c a   o   d e s t e   p r o g r a m a   e x p i r o u . 	 B u   p r o g r a m 1n   s e r t i f i k a   s  r e s i   s o n a   e r m i _. 	 G i y   p h  p   c a   c . t r  n h   n  y      h t   h n . 	 S e r t i f i k a s i   p r o g r a m   i n i   t e l a h   k e d a l u w a r s a . 	 P e n s i j i l a n   u n t u k   p r o g r a m   i n i   s u d a h   l u p u t . 	 	8	  	>	0	M	/		M	0	.	  	>	  *	M	0	.	>	#	(	  8	.	>	*	M	$	  9	K	  	A		>	  9	H		 	 	 	 A   p r o g r a m   h i t e l e s  t  s e   l e j  r t . 	 	 	 	 D e   c e r t i f i c e r i n g   v a n   d i t   p r o g r a m m a   i s   v e r l o p e n . 	 	 	 C e r t i f i c a r e a   a c e s t u i   p r o g r a m   a   e x p i r a t . 	 	 	             . 	 	 	 E,H2  'F  (1F'EG  EFB6  4/G  '3*. 	 	 	 	  											  														  					  			  			  					 	 	 	 	 	 	 	 	 D i e   s e r t i f i s e r i n g   v a n   h i e r d i e   p r o g r a m   h e t   v e r v a l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   c e r t i f i c a   o   d e s t e   p r o g r a m a   e s t    e x p i r a d a . 
 
 S T R _ I D _ V R E _ R E C U R S I V E L Y _ S T A R T 	 V R E 	 P O P U P 	 P l e a s e   l a u n c h   F u n & G a m e s   f r o m   m e n u . 	 P l e a s e   l a u n c h   F u n & G a m e s   f r o m   m e n u . 	 ˊNRh_URZjzz0	 Ǐ܃US/TR1ZPNzz0	 B#@4  *8*2& @!*L  2@!9	 P o r   f a v o r   i n i c i e   D i v e r s i  n   y   J u e g o s   d e s d e   e l   m e n  	 V e u i l l e z   l a n c e r   F u n & J e u x      p a r t i r   d u   m e n u . 	 B i t t e   S p a  & S p i e l e   i m   M e n    s t a r t e n . 	 0?CAB8B5   072;5G5=8O  8  3@K  87  <5=N. 	 E s e g u i r e   I n t r a t t e n i m e n t o   e   g i o c h i   d a l   m e n u . 	 J1,I  *4:JD  'D#D9'(  H'D*1AJG  EF  'DB'&E). 	 A c e d a   a   D i v e r s  o   e   J o g o s   a   p a r t i r   d o   m e n u . 	 L  t f e n   m e n  d e n   E l e n c e   v e   O y u n l a r 1   a l 1_t 1r 1n . 	 H  y   b t   T r    c h i   &   g i i   t r    t   m e n u . 	 J a l a n k a n   H i b u r a n   &   P e r m a i n a n   d a r i   m e n u . 	 S i l a   l a n c a r k a n   K e s e r o n o k a n & M a i n a n   d a r i   m e n u . 	 	C	*	/	>	  .	G	(	M	
 /	B	  8	G	  F u n & G a m e s   6	A	0	B	  	0	G		d		 	 	 	 I n d  t s a   a   F u n & G a m e s   a l k a l m a z  s t   a   m e n  b Ql . 	 	 	 	 S t a r t   P l e z i e r   &   S p e l l e n   u i t   h e t   m e n u 	 	 	 L a n s a ci   D i v e r t i s m e n t   _i   j o c u r i   d i n   m e n i u . 	 	 	     F u n & G a m e s   . 	 	 	 .H'G4EF/  '3*  " ('2  H  311E"   1'  '2  71B  EFH  ',1'  FE'/. 	 	 	 						  				  			  	  				  							  			  				  					 	 	 	 	 	 	 	 	 M a a k   a s b .   P r e t & P l e s i e r   o o p   u i t   k i e s l y s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i e   D i v e r s  o   e   J o g o s   d o   m e n u . 
 
 S T R _ I D _ V R E _ C A R D _ P L U G O U T 	 V R E 	 P O P U P 	 N O   s t o r a g e   c a r d ,   P l e a s e   p r e s s   O K   t o   c l o s e   a p p l i c a t i o n . 	 N O   s t o r a g e   c a r d ,   P l e a s e   p r e s s   O K   t o   c l o s e   a p p l i c a t i o n . 	 X[2QaS]H_Qˊxܕa(uz_0	 X[PaS]9_QnxsQ핔^(uz^0	 D!H!52#L@GI-!9%  B#  %  @7H-4A-%4@
1H	 N O   h a y   t a r j e t a   d e   a l m a c e n a m i e n t o .   P o r   f a v o r   p u l s e   O K   p a r a   c e r r a r   l a   a p l i c a c i  n .   	 A u c u n e   c a r t e   d e   s t o c k a g e ,   a p p u y e z   s u r   O K   p o u r   f e r m e r   l  a p p l i c a t i o n . 	 K E I N E   S p e i c h e r k a r t e ,   A n w e n d u n g   b i t t e   m i t   O K   s c h l i e  e n . 	 "  :0@BK  ?0<OB8.   06<8B5  O K   4;O  7025@H5=8O  ?@>3@0<<K. 	 N E S S U N A   s c h e d a   d i   m e m o r i a ;   p r e m e r e   O K   p e r   c h i u d e r e   l ' a p p l i c a z i o n e . 	 D'  *H,/  (7'B)  *.2JF  J1,I  'D6:7  9DI  " EH'AB"   D%:D'B  'D*7(JB. 	 N e n h u m   c a r t  o   d e   m e m  r i a .   P r i m a   O K   p a r a   f e c h a r   a   a p l i c a   o . 	 D e p o l a m a   k a r t 1  y o k ,   l  t f e n   u y g u l a m a y 1  k a p a t m a k   i  i n   T a m a m a   b a s 1n . 	 K H  N G   c    t h   l u   t r ,   h  y   b m   O K      n g   n g   d n g . 	 K a r t u   p e n y i m p a n a n   T I D A K   A D A ,   T e k a n   O K   u n t u k   m e n u t u p   a p l i k a s i . 	 T I A D A   k a d   s t o r a n ,   S i l a   t e k a n   O K   u n t u k   m e n u t u p   a p l i k a s i . 	 	K		  -		!	>	0	#	  	>	0	M	!	  (	9	@		,   	(	A	*	M	0	/	K		  ,		&	  	0	(	G	  	G	  2	?		  	C	*	/	>	  		G	  *	0	  	M	2	?		  	0	G		  	 	 	 	 N I N C S   m e m  r i a k  r t y a .   A z   a l k a l m a z  s   b e z  r  s  h o z   n y o m j a   m e g   a z   O K   g o m b o t . 	 	 	 	 E r   i s   g e e n   o p s l a g k a a r t .   D r u k   o p   O K   o m   d e   t o e p a s s i n g   t e   s l u i t e n . 	 	 	 N I C I O   c a r t e l   d e   s t o c a r e ,   a p s a ci   p e   O K   p e n t r u   a    n c h i d e   a p l i c a ci a . 	 	 	     .         . 	 	 	 G  '1*  0.1G  3'2  H,H/  F/'1/  D7A'  (1'  (3*F  (1F'EG  '1(1/  O K   1'  A4'1  /G/. 	 	 	 							  				  			  					  			,   							  			  												  				  				  				  " 			"   					d	  	 	 	 	 	 	 	 	 	 G E E N   b e r g i n g s k a a r t ,   d r u k   a s b .   G o e d   o m   t o e p a s s i n g   t o e   t e   m a a k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c a r t  o   d e   a r m a z e n a m e n t o ,   p r e s s i o n e   O K   p a r a   f e c h a r   o   a p l i c a t i v o . 
 
 S T R _ I D _ V R E _ F I L E _ O V E R F L O W 	 V R E 	 P O P U P 	 N u m b e r   o f   f i l e s   i n   V R E   d i r e c t o r y   e x c e e d s   5 0 0 0 .   C a n n o t   s t a r t u p . 	 N u m b e r   o f   f i l e s   i n   V R E   d i r e c t o r y   e x c e e d s   5 0 0 0 .   C a n n o t   s t a r t u p . 	 _UR1YWeV R E vNjxe]N5 CSP0	 /TR1Y%V R E vU_NeNpe]Ǐ5 CS*N0	 3'D%LCD@#-#5  V R E   @4  5 0 0 0   D!H*2!2#@#4H!IDI	 L a   c a n t i d a d   d e   a r c h i v o s   e n   e l   d i r e c t o r i o   V R E   e x c e d e   l a s   5 0 0 0 .   N o   p u e d e   i n i c i a r .   	 N o m b r e   d e   f i c h i e r s   d a n s   l e   r  p e r t o i r e   V R E   d  p a s s e   5 0 0 0 .   N e   p e u t   p a s   d  m a r r e r . 	 A n z a h l   d e r   D a t e i e n   i m   V R E - V e r z e i c h n i s    b e r s c h r e i t e t   5 0 0 0 .   K a n n   n i c h t   h o c h f a h r e n . 	 >;8G5AB2>  D09;>2  2  :0B0;>35  V R E   ?@52KH05B  5 0 0 0 .   0?CA:  =52>7<>65=. 	 N u m e r o   d i   f i l e   n e l l a   d i r e c t o r y   V R E   s u p e r i o r e   a   5 0 0 0 .   A v v i o   i m p o s s i b i l e . 	 9//  'DEDA'*  AJ  /DJD  V R E   J*,'H2  5 0 0 0 .   D'  JECF  (/!  'D*4:JD. 	 O   n  m e r o   d e   f i c h e i r o s   n o   d i r e c t  r i o   V R E   e x c e d e   5 0 0 0 .   N  o      p o s s  v e l   a r r a n c a r . 	 V R E   d i z i n i n d e k i   d o s y a   s a y 1s 1  5 0 0 0 ' d e n   f a z l a .   B a _l a t 1l a m 1y o r . 	 S   f i l e   t r o n g   t h   m c   V R E   v t   q u    5 0 0 0 .   K h  n g   t h   k h i   n g . 	 J u m l a h   f i l e   d a l a m   d i r e k t o r i   V R E   m e l e b i h i   5 . 0 0 0 .   T i d a k   d a p a t   m e n g a k t i f k a n . 	 N o m b o r   f a i l   d a l a m   d i r e k t o r i   V R E   m e l e b i h i   5 0 0 0 .   T i d a k   b o l e h   b e r m u l a . 	 5	@		0		  !	>		0	G		M	
 	0	@	  .	G		  +	>		2	K		  	@	  8			M	
 /	>	  5 0 0 0   8	G	  	'	?		  9	H	d	  	>	2	B	  (	9	@		  9	K	  8		$	>	d		 	 	 	 A   V R E   k  n y v t  r b a n   l  v Q  f  j l o k   m a x i m  l i s   s z  m a   m e g h a l a d j a   a z   5 0 0 0 - e t   A z   i n d  t  s   n e m   l e h e t s  g e s . 	 	 	 	 A a n t a l   b e s t a n d e n   i n   d e   V R E - f o l d e r   i s   m e e r   d a n   5 0 0 0 .   E r   k a n   n i e t   g e s t a r t   w o r d e n . 	 	 	 N u m r u l   d e   f i _i e r e   d i n   d i r e c t o r u l   V R E   d e p _e _t e   5 0 0 0 .   I m p o s i b i l   d e   p o r n i t . 	 	 	       V R E       5 0 0 0 .           . 	 	 	 '9/'/  ~1HF/G  G'  ~H4G  V R E   '2  5 0 0 0   E*,'H2  '3*.   'E'F  1'G  'F/'2  F3*. 	 	 	 					  											  				  						  				  							  					d	  				  			  						  		d	  	 	 	 	 	 	 	 	 	 G e t a l   l  e r s   i n   V R E - l  e r g i d s   o o r s k r y   5 0 0 0 .   K a n   n i e   o o p m a a k   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   a r q u i v o s   n o   d i r e t  r i o   V R E   e x c e d e   5 0 0 0 .   N  o      p o s s  v e l   i n i c i a l i z a r . 
 
 B R A _ S T R _ I D _ A D D _ T O _ B O O K M A R K S 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   t o   B o o k m a r k s 	 A d d   t o   B o o k m a r k s 	 ReQfd|	 mR0RfN~{	 @4H!%C8J!2#L	 A  a d i r   a   F a v o r i t o s 	 A j o u t e r   a u x   m a r q u e - p a g e s 	 Z u   L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  2  70:;04:8	 A g g i u n g i   a   S e g n a l i b r i 	 %6'A)  %DI  'D%4'1'*  'DE1,9J)	 A d i c i o n a r   a o s   M a r c a d o r e s 	 S 1k   k u l l a n 1l a n l a r a   e k l e 	 T h  m   v  o   C h   m c 	 T a m b a h k a n   k e   P e n a n d a 	 T a m b a h   k e p a d a   T a n d a - t a n d a   b u k u 	 ,	A		.	>	0	M		M	8	  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   a   k  n y v j e l z Qk  z 	 	 	 	 A a n   b a d w i j z e r s   t o e v o e g e n 	 	 	 A d u g a r e   l a   M a r c a j e 	 	 	   	 	 	 'A2H/F  (G  F4'FG  0'1JG'	 	 	 								  			  					 	 	 	 	 	 	 	 	 V o e g   b y   B o e k m e r k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   a   F a v o r i t o s 
 
 B R A _ S T R _ I D _ D E F A U L T _ S C R P T _ W R N _ M S G 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 T e l l i n g   s o m e   u n s u p p o r t e d   s c r i p t s   a r e   u s e d   i n   c u r r e n t   p a g e   c o n t e n t 	 U n s u p p o r t e d   s c r i p t s   i n   c o n t e n t 	 }S+T
N/ecvs,g	 QuS+T
N/ecv,g	 *#4L5HD!H*1*8C@7I-+2	 S c r i p t s   n o   c o m p a t i b l e s   e n   c o n t e n i d o 	 S c r i p t s   n o n   s u p p o r t  s   d a n s   l e   c o n t e n u 	 N i c h t   u n t e r s t  t z t e   S k r i p t s   i m   I n h a l t 	 5  ?>445@6820NBAO  A:@8?BK  2  A>45@60=88	 S c r i p t   n o n   s u p p o r t a t i   n e l   c o n t e n u t o 	 F5H5  :J1  E/9HE)  AJ  'DE-*HI	 C o n t e  d o   c o m   s c r i p t s   n  o   s u p o r t a d o s   	 0 e r i k t e k i   k o m u t l a r   d e s t e k l e n m i y o r 	 N i   d u n g   k h  n g   h   t r   t p   l n h 	 S c r i p t   t i d a k   d i d u k u n g   t e r d a p a t   d a l a m   k o n t e n 	 S k r i p   t i d a k   d i s o k o n g   d a l a m   k a n d u n g a n 	 8	>	.		M	0	@	  .	G		  	8	.	0	M	%	?	$	  2	?		>	5			 	 	 	 N e m   t  m o g a t o t t   s z k r i p t e k   a   t a r t a l o m b a n 	 	 	 	 E r   s t a a n   s c r i p t s   i n   d i e   n i e t   o n d e r s t e u n d   z i j n 	 	 	 S c r i p t u r i   n e a c c e p t a t e    n   c o n ci n u t 	 	 	         	 	 	 '31~  G'  EH,H/  /1  E*F  ~4*('F  F4/G  'F/	 	 	 										  					  								  		  			  				  						 	 	 	 	 	 	 	 	 O n o n d e r s t e u n d e   s k r i f   i n   i n h o u d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S c r i p t s   n  o   s u p o r t a d o s   n o   c o n t e  d o 
 
 B R A _ S T R _ I D _ I N V A L I D _ D T C N T _ A S K _ C F G 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 I n v a l i d   d a t a   a c c o u n t .   C o n f i g u r e ? 	 I n v a l i d   d a t a   a c c o u n t .   C o n f i g u r e ? 	 3^_ǌe!qHe/f&T-[	 penc^7beHe/f&Tn	 1

5I-!9%D!H9I-  3+H2? 	 C u e n t a   d e   d a t o s   i n v  l i d a ,    c o n f i g u r a r ? 	 C o m p t e   d e   d o n n  e s   i n v a l i d e .   C o n f i g u r e r   ? 	 U n g  l t i g e s   D a t e n k o n t o .   K o n f i g u r i e r e n ? 	 525@=0O  CG5B=0O  70?8AL  40==KE.   0AB@>8BL? 	 A c c o u n t   d a t i   n o n   v a l i d o .   C o n f i g u r a r e ? 	 -3'(  (J'F'*  :J1  5'D-.   *GJ&)	 C o n t a   d e   d a d o s   i n v  l i d a .   C o n f i g u r a r ? 	 G e  e r s i z   v e r i   h e s a b 1.   Y a p 1l a n d 1r ? 	 T . k h o n   d   l i u   k . h p   l   C  i   t ? 	 A c c o u n t   d a t a   t i d a k   v a l i d .   K o n f i g u r a s i k a n ? 	 A k a u n   d a t a   t a k   s a h .   T e n t u k u r ? 	 	.	>	(	M	/	  !	>		>	  	>	$	>	.   	I	(	M	+	?		0	  	0	G		? 	 	 	 	  r v  n y t e l e n   a d a t f i  k .   K o n f i g u r  l j a ? 	 	 	 	 O n g e l d i g   g e g e v e n s a c c o u n t .   C o n f i g u r e r e n ? 	 	 	 C o n t   d e   d a t e   n e v a l i d .   C o n f i g u r a ci ? 	 	 	       .   ? 	 	 	 '4*1'  /'/G  '  F'E9*(1  '3*.   ~1(F/  4H/	 	 	 								  				  							d	  							  					? 	 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a r e k e n i n g .   K o n f i g u r e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   d e   d a d o s   i n v  l i d a .   C o n f i g u r a r ? 
 
 B R A _ S T R _ I D _ M A R K 	 U n d e f i n e d 	 I C O N T E X T 	 M a r k   a   c h e c k b o x 	 M a r k 	 j	 h	 !2#L	 S e l e c c i o n e 	 S  l e c t i o n n e r 	 M a r k i e r e n 	 @>25@8BL	 S e l e z i o n a 	 *-/J/	 M a r c a r 	 0_a r e t l e 	 C h n 	 T a n d a i 	 T a n d a 	 .	>	0	M		  ( 	?	(	M	9	) 	 	 	 	 M e g j e l  l  s 	 	 	 	 M a r k e r e n 	 	 	 S e l e c t a r e 	 	 	 	 	 	 9D'E*  0'1	 	 	 								 	 	 	 	 	 	 	 	 M e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a 
 
 B R A _ S T R _ I D _ U N M A R K 	 U n d e f i n e d 	 I C O N T E X T 	 U n m a r k   a   c h e c k b o x 	 U n m a r k 	 Smj	 Smh	 @%4!2#L	 D e s e l e c c i o n e 	 D  s  l e c t i o n n e r 	 M a r k i e r u n g   a u f h e b e n 	 B<5=8BL  2K1>@	 D e s e l e z i o n a 	 %D:'!  'D*-/J/	 D e s m a r c a r 	 0_a r e t i   k a l d 1r 	 B   c h n 	 H a p u s   t a n d a 	 N y a h t a n d a 	 	(	.	>	0	M		( 	?	(	M	9	?	$	  (	9	@		) 	 	 	 	 J e l  l  s   v i s s z a v o n  s a 	 	 	 	 D e m a r k e r e n 	 	 	 D e s e l e c t a r e 	 	 	   	 	 	 (1/'4*F  9D'E*	 	 	 						  			 	 	 	 	 	 	 	 	 O n t m e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s m a r c a r 
 
 B R A _ S T R _ I D _ C O O K I E _ D I S A B L E D 	 U n d e f i n e d 	 P O P U P 	 S e r v e r   i s   s e n d i n g   c o o k i e s   b u t   c o o k i e s   i s   t u r n e d   o f f . 	 S e r v e r   i s   s e n d i n g   c o o k i e s   b u t   c o o k i e s   i s   t u r n e d   o f f . 	 :O
ghVck(WPc o o k i e s 0C o o k i e s ]ܕ0	 
gRhVck(WSc o o k i e s 0C o o k i e s ]sQ0	 @4#L@'-#L3%1*H85I  AH85I94	 E l   s e r v i d o r   e s t    e n v i a n d o   c o o k i e s   p e r o   l a s   c o o k i e s   e s t  n   d e s a c t i v a d a s .   	 L e   s e r v e u r   e n v o i e   d e s   c o o k i e s   m a i s   l e s   c o o k i e s   s o n t   d  s a c t i v  s . 	 S e r v e r   v e r s e n d e t   C o o k i e s ,   a b e r   C o o k i e s   s i n d   d e a k i v i e r t . 	 !5@25@  ?5@5405B  c o o k i e s ,   =>  >=8  2K:;NG5=K. 	 I l   s e r v e r   s t a   i n v i a n d o   c o o k i e ,   m a   i   c o o k i e   s o n o   d i s a t t i v a t i 	 JO13D  'D.'/E  EDA'*  *91JA  'D'1*('7  HDCFG'  BJ/  'D%JB'A. 	 O   s e r v i d o r   e s t    a   e n v i a r   c o o k i e s   m a s   o s   c o o k i e s   e s t  o   d e s a c t i v a d o s . 	 S u n u c u   t a n 1m l a m a   b i l g i s i   g  n d e r i y o r   f a k a t   t a n 1m l a m a   b i l g i s i   k a p a l 1. 	 M  y   c h   a n g   g i   c  c   c o o k i e   n h n g   c h  n g      t t . 	 S e r v e r   s e d a n g   m e n g i r i m   c o o k i e   n a m u n   c o o k i e   d i n o n a k t i f k a n . 	 P e l a y a n   s e d a n g   m e n g h a n t a r     c o o k i e s   t e t a p i   c o o k i e s   t e r t u t u p .   	 8	0	M	5	0	  	A		@		<	  -	G		  0	9	>	  9	H	  	?		$	A	  	A		@		<	  ,		&	  9	H	. 	 	 	 	 A   s z e r v e r   s  t i k e t   k  l d ,   d e   a   s  t i k   h a s z n  l a t a   k i   v a n   k a p c s o l v a . 	 	 	 	 D e   s e r v e r   v e r s t u u r t   c o o k i e s   m a a r   c o o k i e s   z i j n   u i t g e s c h a k e l d . 	 	 	 S e r v e r u l   e x p e d i a z   m o d u l e   c o o k i e ,   d a r   m o d u l e l e   c o o k i e   s u n t   d e z a c t i v a t e . 	 	 	     c o o k i e s         - c o o k i e s   . 	 	 	 31H1  /'1/  H  EA13*F/  HD  'E'F  '3*A'/G  '2  H  G'  .'EH4  '3*. 	 	 	 							  					  								  						  					  				  			  			d		 	 	 	 	 	 	 	 	 B e d i e n e r   s t u u r   t a n s   k o e k i e s ,   m a a r   k o e k i e s   i s   a f g e s k a k e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   s e r v i d o r   e s t    e n v i a n d o   c o o k i e s ,   m a s   o s   c o o k i e s   e s t  o   d e s a t i v a d o s . 
 
 B R A _ S T R _ I D _ U N R E A D 	 U n d e f i n e d 	 H I N T ,   C 1 5 4 _ 2 	 n u m b e r   o f   u n r e a d   m e s s a g e s   s t r i n g   i n   i d l e   s c r e e n   i n d i c a t i o n 	 u n r e a d 	 \*g
o`	 \*gOo`	 "1D!H-H2	 s i n   l e e r 	 n o n   l u 	 U n g e l e s e n 	 =5  ?@>G8B0=>	 n o n   l e t t o 	 :J1  EB1H!)	 N  o   l i d a s 	 o k u n m a y a n 	 c h a   c 	 b e l u m   d i b a c a 	 b e l u m   d i b a c a 	 	*	 	?	$		 	 	 	 o l v a s a t l a n 	 	 	 	 n i e t   g e l e z e n 	 	 	 n e c i t i t e 	 	 	   	 	 	 F.H'F/G	 	 	 						 	 	 	 	 	 	 	 	 o n g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n  o   l i d o 
 
 B R A _ S T R _ I D _ S O R T _ B Y 	 U n d e f i n e d 	 I C O N T E X T ,   T I T L E 	 S o r t   b y 	 S o r t   b y 	 c^e_	 c^e_	 @#5"2!	 O r d e n a r   p o r 	 T r i e r   p a r 	 S o r t i e r e n   n a c h 	 !>@B8@>20BL  ?>	 O r d i n a   p e r 	 A12  -3(	 O r d e n a r   p o r 	 D  z e n l e 	 P h  n   l o i   t h e o 	 U r u t   b e r d a s a r k a n 	 I s i h   m e n g i k u t 	 &	M	5	>	0	>	  	>			G			 	 	 	 R e n d e z  s   m  d j a 	 	 	 	 S o r t e r e n   o p 	 	 	 S o r t a r e   d u p 	 	 	   	 	 	 E1*(  3'2  (1  '3'3	 	 	 						  						 	 	 	 	 	 	 	 	 S o r t e e r   v o l g e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O r d e n a r   p o r 
 
 B R A _ S T R _ I D _ M A R K _ S E V E R A L 	 U n d e f i n e d 	 I C O N T E X T 	 M e n u   S t r i n g   f o r   M a r k   s e v e r a l   o p t i o n 	 M a r k   s e v e r a l 	 jYP	 hY*N	 3@#7H-+!2"+%2"#2"2#	 M a r c a r   v a r i o s 	 M a r q u e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 C;LB82K1>@	 S e l e z i o n e   m u l t i p l a 	 *-/J/  9/)  9F'51	 M a r c a r   v  r i a s 	 B i r k a  1n 1  i _a r e t l e 	  n h   d u   n h i u   m c 	 T a n d a i   b e b e r a p a 	 T a n d a k a n   b e b e r a p a 	 	(	G		  	?	9	M	(	?	$	  	0	G			 	 	 	 T  b b   k i j e l  l  s e 	 	 	 	 D i v e r s e   m a r k e r e n 	 	 	 M a r c a r e   u n e l e   e l e m e n t e 	 	 	   	 	 	 9D'E*0'1  F/EH1/	 	 	 							  							  					 	 	 	 	 	 	 	 	 M e r k   v e r s k e i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   v  r i o s 
 
 B R A _ S T R _ I D _ C R E A T E D 	 U n d e f i n e d 	 U N L I M 	 C r e a t e d   t i m e : 	 C r e a t e d   d a t e : 	 ^zBf	 ^ze	 '15H*#I2: 	 F e c h a   d e   c r e a c i  n :   	 D a t e   d e   c r  a t i o n   : 	 E r s t e l l u n g s d a t u m : 	 0B0  A>740=8O: 	 D a t a   d i   c r e a z i o n e : 	 *'1J.  'D%F4'!: 	 D a t a   d e   c r i a   o : 	 O l u _t u r u l m a   t a r i h i : 	 N g  y   t o : 	 T a n g g a l   p e m b u a t a n : 	 T a r i k h   d i w u j u d k a n 	 8	C		(	  &	?	(	>			: 	 	 	 	 L  t r e h o z  s   d  t u m a : 	 	 	 	 C r e a t i e d a t u m : 	 	 	 C r e a t   l a : 	 	 	   : 	 	 	 *'1.  ','/: 	 	 	 				  			  					: 	 	 	 	 	 	 	 	 	 G e s k e p t e   d a t u m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a t a   c r i a d o : 
 
 B R A _ S T R _ I D _ P A G E _ A C T I O N S 	 U n d e f i n e d 	 I C O N T E X T ,   T I T L E 	 O p t i o n   t o   o p e n   p a g e   D O   e l e m e n t s   l i s t 	 P a g e   a c t i o n s 	 };mR	 Qu;mR	 2##03+I2	 P  g i n a   d e   a c c i o n e s 	 A c t i o n s   d e   p a g e 	 S e i t e n a k t i o n e n 	 59AB28O  AB@0=8FK	 A z i o n i   p a g i n a 	 %,1'!'*  'D5A-)	 A c   e s   d a   p  g i n a 	 S a y f a   e y l e m l e r i 	 T h a o   t  c   t r a n g 	 T i n d a k a n   h a l a m a n 	 T i n d a k a n   h a l a m a n 	 *	C	7	M	
  	  	G	  	>	.		 	 	 	 O l d a l m qv e l e t e k 	 	 	 	 P a g i n a - a c t i e s 	 	 	 A c ci u n i   p a g i n 	 	 	   	 	 	 '11/G'  5A-G  '	 	 	 						  							 	 	 	 	 	 	 	 	 B l a d s y - h a n d e l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   e s   d a   p  g i n a 
 
 M E A _ S T R _ I D _ W A R N I N G _ M O D E _ C O N F I R M 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 w a r n i n g   m o d e   c o n f i r m a t i o n   p o p u p 	 R e s t r i c t e d   o b j e c t ( s ) ,   c o n t i n u e ? 	 
N/ecvirN<h_|~~	 [a<h_
N/ec~~	 --@GL5H31,   3H-+#7-D!H? 	 O b j e t o ( s )   r e s t r i n g i d o ( s ) ,    c o n t i n u a r ? 	 O b j e t ( s )   r e s t r e i n t ( s ) ,   c o n t i n u e r   ? 	 G e s p e r r t e   O b j e k t e ,   f o r t s e t z e n ? 	 B:;>=.   >1J5:B( K) ,   ?@>4>;68BL? 	 O g g e t t i   c o n   r e s t r i z i o n i ,   c o n t i n u a r e ? 	 C'&F  E-8H1  ( C'&F'*  E-8H1))   '3*E1'1	 O b j e c t o ( s )   r e s t r i t o ( s ) .   C o n t i n u a r ? 	 S 1n 1r l 1  n e s n e ,   d e v a m   e d i l s i n   m i ? 	 ( C  c )   i   t n g   b   g i i   h n ,   t i p   t c ? 	 O b j e k   t e r b a t a s ,   l a n j u t k a n ? 	 O b j e k   t e r s e k a t ,   t e r u s k a n ? 	 *	M	0	$	?	,		'	?	$	  5	8	M	$	A			,   	>	0	@	  0		G		? 	 	 	 	 K o r l  t o z o t t   o b j e k u m ( o k ) ,   f o l y t a t j a ? 	 	 	 	 B e p e r k t ( e )   o b j e c t ( e n ) ,   v e r d e r g a a n ? 	 	 	 O b i e c t ( e )   r e s t r i c ci o n a t ( e ) ,   c o n t i n u a ci ? 	 	 	 /   / ,   ? 	 	 	 4( G')   E-/H/  4/G( 'F/)   '/'EG  J'(/	 	 	 							  					,   						  					? 	 	 	 	 	 	 	 	 	 B e p e r k t e   v o o r w e r p ( e ) ,   g a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O b j e t o ( s )   r e s t r i t o ( s ) ,   c o n t i n u a r ? 
 
 W I D G E T _ S T R _ I D _ I N P U T _ E M A I L _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 I n v a l i d   E m a i l   a d d r e s s 	 I n v a l i d   E m a i l   a d d r e s s 	 !qHevP[N0W@W	 eHev5uP[N0W@W	 -5@!%A-@#*D!H9I-	 D i r e c c i  n   d e   c o r r e o   e l e c t r  n i c o   i n v  l i d a 	 A d r e s s e   e m a i l   i n v a l i d e 	 U n g  l t i g e   E - M a i l a d r e s s e 	 525@=K9  04@5A  M;5:B@>==>9  ?>GBK	 I n d i r i z z o   e - m a i l   n o n   v a l i d o 	 9FH'F  'D(1J/  'D%DC*1HFJ  :J1  5'D-. 	 E n d e r e  o   d e   e - m a i l   i n v  l i d o 	 G e  e r s i z   E - p o s t a   a d r e s i 	 a   c h   e m a i l   k . h p   l 	 A l a m a t   e m a i l   t i d a k   v a l i d 	 A l a m a t   E - m e l   t i d a k   s a h 	 	.	>	(	M	/	  	- .	G	2	  *	$	>		 	 	 	  r v  n y t e l e n   e - m a i l   c  m 	 	 	 	 O n g e l d i g   e - m a i l a d r e s 	 	 	 A d r e s   d e   e - m a i l   n e v a l i d 	 	 	         	 	 	 F4'F  1'J'F'EG  F'E9*(1  '3*	 	 	 								  				  						  	 	 	 	 	 	 	 	 	 O n g e l d i g e   e - p o s a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   d e   e - m a i l   i n v  l i d o 
 
 B R S _ S T R _ I D _ S U I _ F R A M E S _ A S _ L I N K S 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   h o w   t o   v i e w   t h e   c o n t e n t   o f   a   f r a m e 	 T h i s   p a g e   c o n t a i n s   f r a m e s .   I n   o r d e r   t o   v i e w   t h e   c o n t e n t   o f   a   f r a m e ,   n a v i g a t e   t o   i t   a n d   p r e s s   s e l e c t . 	 }S+TFhg02kwFhggQ[ˊyRFhg&NxS	 QuS+TFhg02kwFhgQ[yRFhgv^	S	 +I25I#0-I'"@#!  @7H-5H09@7I-+2-@#!  C+I@%7H-D"1@#!  A%0  @%7-	 E s t a   p  g i n a   c o n t i e n e   m a r c o s .   P a r a   v e r   e l   c o n t e n i d o   d e   u n   m a r c o ,   n a v e g u e   h a c i a   e l   m i s m o   y   p u l s e   s e l e c c i o n a r .   	 C e t t e   p a g e   c o n t i e n t   d e s   t r a m e s .   A f i n   d e   v o i r   l e   c o n t e n u   d e   l a   t r a m e ,   n a v i g u e z   d e s s u s   e t   a p p u y e z   s u r   s  l e c t i o n n e r . 	 D i e s e   S e i t e   e n t h  l t   F r a m e s .   U m   d e n   I n h a l t   e i n e s   F r a m e s   a n z u s c h a u e n ,   n a v i g i e r e n   S i e   z u   i h m   u n d   d r  c k e n   S i e   a u s w  h l e n . 	 -B0  AB@0=8F0  A>45@68B  D@59<K.   'B>1K  ?@>A<>B@5BL  A>45@68<>5  D@59<0,   ?5@5948B5  :  =5<C  8  =06<8B5  K1>@. 	 Q u e s t a   p a g i n a   c o n t i e n e   f r a m e .   P e r   v i s u a l i z z a r e   i l   c o n t e n u t o   d i   u n   f r a m e ,   n a v i g a r e   s u   d i   e s s o   e   p r e m e r e   S e l e z i o n a . 	 *4*ED  G0G  'D5A-)  9DI  %7'1'*.   D916  E-*HI  'D%7'1,   'F*BD  %DJG  +E  '6:7  9DI  " *-/J/" . 	 E s t a   p  g i n a   c o n t  m   f r a m e s .   P a r a   v e r   o   c o n t e  d o   d e   u m   f r a m e ,   n a v e g u e   p a r a   o   m e s m o   e   p r i m a   s e l e c c i o n a r . 	 B u   s a y f a    e r  e v e l e r   i  e r i r .    e r  e v e n i n   i  e r i i n i   g  r m e k   i  i n ,   o r a y a   g i d i n   v e   s e  e   b a s 1n . 	 T r a n g   n  y   c h a   c  c   k h u n g .     x e m   n i   d u n g   c a   k h u n g ,   c h u y n   t i   n    v    b m   c h n . 	 H a l a m a n   i n i   b e r i s i   b i n g k a i .   U n t u k   m e l i h a t   k o n t e n   b i n g k a i ,   n a v i g a s i   k e   k o n t e n ,   k e m u d i a n   t e k a n   p i l i h . 	 H a l a m a n   i n i   m e n g a n d u n g i   b i n g k a i .   U n t u k   m e l i h a t   k a n d u n g a n   s e s e b u a h   b i n g k a i ,   b e r n a v i g a s i   k e p a d a n y a   d a n   t e k a n   p i l i h . 	 	8	  *	C	7	M	 	  .	G		  +	M	0	G	.	M	8	  9	H		.   	?	8	@	  +	M	0	G	.	  	@	  8	>	.		M	0	@	  &	G		(	G	  	G	  2	?		,   	8	  *	0	  (	G	5	@		G		  	0	G		  	0	  8	G	2	G		M		  &	,	>			. 	 	 	 	 E z   a z   o l d a l   f r a m e - e k e t   t a r t a l m a z .   A   f r a m e   t a r t a l m  n a k   m e g t e k i n t  s  h e z   l  p j e n   b e l e    s   n y o m j a   m e g   a   s e l e c t   ( v  l a s z t )   g o m b o t . 	 	 	 	 D e z e   p a g i n a   b e v a t   f r a m e s .   O m   d e   i n h o u d   c v a n   e e n   f r a m e   t e   b e k i j k e n ,   n a v i g e e r t   u   e r h e e n   e n   d r u k t   u   o p   s e l e c t e r e n . 	 	 	 A c e a s t   p a g i n   c o n ci n e   c a d r e .   P e n t r u   a   v i z u a l i z a   c o n ci n u t u l   u n u i   c a d r u ,   n a v i g a ci   l a   c a d r u l   r e s p e c t i v   _i   s e l e c t a ci - l . 	 	 	       - f r a m e s .       f r a m e ,         . 	 	 	 'F  5A-G  -'H  A1E  '3*.   (EF8H1  E4'G/G  E-*H'  G1    A1E  (1  1H  "F  -1*  1/G  H  " (12/F"   1'  A4'1  /G/. 	 	 	 		  								  					  			d	  							  				  					  			  									  			  ' 							'   					d		 	 	 	 	 	 	 	 	 H i e r d i e   b l a d s y   b e v a t   r a m e .   O m   d i e   i n h o u d   v a n   ' n   r a a m   t e   s i e n ,   n a v i g e e r   d a a r h e e n   e n   d r u k   ' k i e s ' . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t a   p  g i n a   c o n t  m   q u a d r o s .   P a r a   v i s u a l i z a r   o   c o n t e  d o   d e   u m   q u a d r o ,   n a v e g u e   p o r   e l e   e   p r e s s i o n e   S e l e c i o n a r . 
 
 B R S _ S T R _ I D _ S U I _ F O N T _ S I Z E 	 O B I G O _ Q 0 5 A 	 U N L I M 	 T e l l i n g   t h e   r a t i o   o f   f o n t   s i z e   t h a t   t h e   b r o w s e r   w i l l   r e n d e r   t e x t u a l   c o n t e n t   i n .   	 F o n t   s i z e : 	 W[W'Y\: 	 W[W'Y\: 	 2-L: 	 T a m a  o   d e   l a   f u e n t e 	 T a i l l e   d e   p o l i c e   : 	 S c h r i f t g r   e : 	  07<5@  H@8DB0: 	 D i m e n s i o n e   f o n t : 	 -,E  'D.7: 	 T a m a n h o   d a   l e t r a : 	 Y a z 1  B o y u t u : 	 C   c h : 	 U k u r a n   f o n t : 	 S a i z   f o n : 	 +	<	I	(	M		  		>	0	: 	 	 	 	 B e t qm  r e t : 	 	 	 	 L e t e r g r o o t t e : 	 	 	 D i m e n s i u n e   f o n t : 	 	 	   : 	 	 	 'F/'2G  BDE: 	 	 	 						  				: 	 	 	 	 	 	 	 	 	 L e t t e r g r o o t t e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d e   l e t r a : 
 
 S E S _ S T R _ I D _ T I T L E _ S T O R E 	 O B I G O Q 0 5 A 	 U N L I M 	 S a v e 	 S a v e 	 2QX[	 OX[	 16	 G u a r d a r 	 E n r e g i s t r e r 	 S p e i c h e r n 	 !>E@0=8BL	 S a l v a 	 -A8	 G u a r d a r 	 K a y d e t 	 L u 	 S i m p a n 	 S i m p a n 	 8	9	G		G			 	 	 	 M e n t  s 	 	 	 	 O p s l a a n 	 	 	 S a l v a r e 	 	 	 	 	 	 0.J1G  C1/F	 	 	 								 	 	 	 	 	 	 	 	 B e r g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r 
 
 S E S _ S T R _ I D _ T I T L E _ E R R O R 	 O B I G O Q 0 5 A 	 U N L I M 	 E r r o r 	 E r r o r 	 /	 	 4%2	 E r r o r 	 E r r e u r 	 F e h l e r 	 H81:0	 E r r o r e 	 .7#	 E r r o 	 H a t a   	 L i 	 K e s a l a h a n 	 R a l a t 	 $	M	0	A		?		 	 	 	 H i b a 	 	 	 	 F o u t 	 	 	 E r o a r e 	 	 	 	 	 	 .7'	 	 	 							 	 	 	 	 	 	 	 	 F o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o 
 
 S E S _ S T R _ I D _ T I T L E _ D E L E T E 	 O B I G O Q 0 5 A 	 U N L I M 	 D e l e t e 	 D e l e t e 	 *Rd	  Rd	 %	 B o r r a r   	 E f f a c e r 	 L  s c h e n 	 #40;8BL	 E l i m i n a 	 -0A	 E l i m i n a r 	 S i l 	 X  a 	 H a p u s 	 H a p u s 	 .	?		>	(	>		 	 	 	 T  r l  s 	 	 	 	 V e r w i j d e r e n 	 	 	 ^t e r g e r e 	 	 	 	 	 	 -0A	 	 	 				  					 	 	 	 	 	 	 	 	 S k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r 
 
 M E A _ S T R _ I D _ M I N _ T I M E _ D U R A T I O N 	 U n d e f i n e d 	 P O P U P 	 V a l i d   t i m e :   1 - 9 9   s e c 	 V a l i d   t i m e :   1 - 9 9   s e c 	 	gHeBf1 - 9 9 y	 	gHee1 - 9 9 y	 @'%25HC
IDI:   1 - 9 9   '425	 T i e m p o   v  l i d o :   1 - 9 9   s e g . 	 D u r  e   v a l i d e   :   1 - 9 9   s e c 	 G  l t i g e   Z e i t :   1 - 9 9   S e k . 	 @5<O  459AB28O:   1 - 9 9   A	 T e m p o   v a l i d o :   1 - 9 9   s e c . 	 'DHB*  'D5-J-:   1 - 9 9   +'FJ)	 H o r a   v  l i d a :   1 - 9 9   s e g . 	 G e  e r l i   s  r e :   1 - 9 9   s n 	 T h i   h i u :   1 - 9 9   g i  y 	 W a k t u   y a n g   v a l i d :   1 - 9 9   d e t i k 	 W a k t u   s a h :   1 - 9 9   s a a t 	 5	H	'	  8	.	/	: 1 - 9 9   8	G		G		!	  	 	 	 	  r v  n y e s   i d Q:   1 - 9 9   m p 	 	 	 	 G e l d i g e   t i j d :   1 - 9 9   s 	 	 	 T i m p   v a l i d :   1 - 9 9   s e c 	 	 	   :   1   -   9 9   	 	 	 2E'F  E,'2:   1 - 9 9   +'FG	 	 	 			  			: 	- 		  								 	 	 	 	 	 	 	 	 G e l d i g e   t y d :   1 - 9 9   s e k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   v  l i d o :   1 - 9 9   s e g u n d o s 
 
 M E A _ S T R _ I D _ C O L O N 	 U n d e f i n e d 	 I C O N T E X T 	 C o l o n 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 M S F _ S T R _ I D _ D A Y _ M O N D A Y _ S H O R T 	 M S F 	 U N L I M 	 W e e k   D a y   :   M o n d a y 	 M o n 	 fg N	 fg N	 1#L	 L u n   	 L u n 	 M o n 	 =	 L u n 	 'D'+FJF	 S e g 	 P a z a r t e s i 	 T h   2 	 S e n 	 I s n 	 8	K	.		 	 	 	 H  . 	 	 	 	 m a 	 	 	 L 	 	 	 	 	 	 /H4F(G	 	 	 				  	 	 	 	 	 	 	 	 	 M a . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e g 
 
 M S F _ S T R _ I D _ D A Y _ T U E S D A Y _ S H O R T 	 M S F 	 U N L I M 	 W e e k   D a y   :   T u e s d a y 	 T u e 	 fgN	 fgN	 -12#	 M a r 	 M a r 	 D i e 	 B	 M a r 	 'D+D'+'!	 T e r 	 s a l 	 T h   3 	 S e l 	 S e l 	 .			2		 	 	 	 K e d d 	 	 	 	 d i 	 	 	 M a 	 	 	 	 	 	 3G  4F(G	 	 	 						 	 	 	 	 	 	 	 	 D i . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r 
 
 M S F _ S T R _ I D _ D A Y _ W E D N E S D A Y _ S H O R T 	 M S F 	 U N L I M 	 W e e k   D a y   :   W e d n e s d a y 	 W e d 	 fg	N	 fg	N	 8	 M i e r 	 M e r 	 M i t 	 !@	 M e r 	 'D#1(9'!	 Q u a 	  a r 	 T h   4 	 R a b 	 R a b 	 ,	A	'		 	 	 	 S z e . 	 	 	 	 w o 	 	 	 M i 	 	 	 	 	 	 G'1  4F(G	 	 	 				 	 	 	 	 	 	 	 	 W o . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a 
 
 M S F _ S T R _ I D _ D A Y _ T H U R S D A Y _ S H O R T 	 M S F 	 U N L I M 	 W e e k   D a y   :   T h u r s d a y 	 T h u 	 fgV	 fgV	 $+1*5	 J u e 	 J e u 	 D o n 	 'B	 G i o 	 'D.EJ3	 Q u i 	 p e r 	 T h   5 	 K a m 	 K h a 	 	A	0	B		 	 	 	 C s  . 	 	 	 	 d o 	 	 	 J 	 	 	 	 	 	 ~F,  4F(G	 	 	 									 	 	 	 	 	 	 	 	 D o . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u i 
 
 M S F _ S T R _ I D _ D A Y _ F R I D A Y _ S H O R T 	 M S F 	 U N L I M 	 W e e k   D a y     :   F r i d a y 	 F r i 	 fgN	 fgN	 (8#L	 V i e 	 V e n 	 F r e 	 B	 V e n 	 'D,E9)	 S e x 	 C u m 	 T h   6 	 J u m 	 J u m 	 6	A		M	0		 	 	 	 P  . 	 	 	 	 v r 	 	 	 V 	 	 	 	 	 	 ,E9G	 	 	 					  	 	 	 	 	 	 	 	 	 V r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e x 
 
 M S F _ S T R _ I D _ D A Y _ S A T U R D A Y _ S H O R T 	 M S F 	 U N L I M 	 W e e k   D a y   :   S a t u r d a y 	 S a t 	 fgmQ	 fgmQ	 @*2#L	 S  b 	 S a m 	 S a m 	 !1	 S a b 	 'D3(*	 S  b 	 C t s 	 T h   7 	 S a b 	 S a b 	 6	(	?		 	 	 	 S z o . 	 	 	 	 z a 	 	 	 S 	 	 	 	 	 	 4F(G	 	 	 			  	 	 	 	 	 	 	 	 	 S a . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S  b 
 
 M S F _ S T R _ I D _ D A Y _ S U N D A Y _ S H O R T 	 M S F 	 U N L I M 	 W e e k   D a y   :   S u n d a y 	 S u n 	 fge	 fge	 -24"L	 D o m 	 D i m 	 S o n 	 A	 D o m 	 'D#-/	 D o m 	 p a z 	 C . N h t 	 M i n g 	 A h a 	 0	5	?		 	 	 	 V a s . 	 	 	 	 z o 	 	 	 D 	 	 	 	 	 	   4F(G	 	 	 				 	 	 	 	 	 	 	 	 S o . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o m 
 
 M S F _ S T R _ I D _ M O N T H _ J A N U A R Y _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 J a n 	  Ng	  Ng	 !. 	 E n e 	 J a n 	 J a n 	 /=20@L	 G e n 	 JF'J1	 J a n 	 O c a 	 T h  n g   1 	 J a n 	 J a n 	 	(	. 	 	 	 	 J a n 	 	 	 	 j a n 	 	 	 I a n 	 	 	 . 	 	 	 'FHG	 	 	 								  	 	 	 	 	 	 	 	 	 J a n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a n 
 
 M S F _ S T R _ I D _ M O N T H _ F E B R U A R Y _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 F e b 	 Ng	 Ng	 . 	 F e b 	 F  v 	 F e b 	 $52@0;L	 F e b 	 A(1'J1	 F e v 	 ^u b 	 T h  n g   2 	 F e b 	 F e b 	 +	0	. 	 	 	 	 F e b 	 	 	 	 f e b 	 	 	 F e b 	 	 	 . 	 	 	 AH1G	 	 	 										  	 	 	 	 	 	 	 	 	 F e b . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e v 
 
 M S F _ S T R _ I D _ M O N T H _ M A R C H _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 M a r 	 	Ng	 	Ng	 !5. 	 M a r 	 M a r 	 M  r 	 0@B	 M a r 	 E'13	 M a r 	 M a r t 	 T h  n g   3 	 M a r 	 M a c 	 .	>	0	M			 	 	 	 M  r 	 	 	 	 m r t 	 	 	 M a r 	 	 	 	 	 	 E'13	 	 	 					  	 	 	 	 	 	 	 	 	 M r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r 
 
 M S F _ S T R _ I D _ M O N T H _ A P R I L _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 A p r 	 Vg	 Vg	 @!". 	 A b r 	 A v r 	 A p r 	 ?@5;L	 A p r 	 #(1JD	 A b r 	 N i s 	 T h  n g   4 	 A p r 	 A p r 	 	*	M	0	H	2		 	 	 	  p r 	 	 	 	 a p r 	 	 	 A p r 	 	 	 . 	 	 	 "H1D	 	 	 						  	 	 	 	 	 	 	 	 	 A p r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b r 
 
 M S F _ S T R _ I D _ M O N T H _ M A Y _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 M a y 	 Ng	 Ng	 . 	 M a y 	 M a i 	 M a i 	 09	 M a g 	 E'JH	 M a i 	 M a y 1s 	 T h  n g   5 	 M e i 	 M e i 	 .			 	 	 	 M  j u s 	 	 	 	 M e i 	 	 	 M a i 	 	 	 	 	 	 EG	 	 	 		  	 	 	 	 	 	 	 	 	 M e i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i 
 
 M S F _ S T R _ I D _ M O N T H _ J U N E _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 J u n 	 mQg	 mQg	 !4". 	 J u n 	 J u i 	 J u n 	 N=L	 G i u 	 JHFJH	 J u n 	 H a z 	 T h  n g   6 	 J u n 	 J u n 	 	B	(		 	 	 	 J  n 	 	 	 	 j u n 	 	 	 I u n 	 	 	 	 	 	 H&F	 	 	 			  	 	 	 	 	 	 	 	 	 J u n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u n 
 
 M S F _ S T R _ I D _ M O N T H _ J U L Y _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 J u l 	 Ng	 Ng	 . 	 J u l   	 J u i l 	 J u l 	 N;L	 L u g 	 JHDJH	 J u l 	 T e m 	 T h  n g   7 	 J u l 	 J u l 	 	A	2	>			 	 	 	 J  l 	 	 	 	 j u l 	 	 	 I u l 	 	 	 	 	 	 H&G	 	 	 					  	 	 	 	 	 	 	 	 	 J u l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u l 
 
 M S F _ S T R _ I D _ M O N T H _ A U G U S T _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 A u g 	 kQg	 kQg	 *. 	 A g o 	 A o  t 	 A u g 	 23CAB	 A g o 	 #:373	 A g o 	 A u 	 T h  n g   8 	 A g u 	 O g o 	 		. 	 	 	 	 A u g 	 	 	 	 a u g 	 	 	 A u g 	 	 	 . 	 	 	 'H*	 	 	 						 	 	 	 	 	 	 	 	 A u g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g o 
 
 M S F _ S T R _ I D _ M O N T H _ S E P T E M B E R _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 S e p 	 ]Ng	 ]Ng	 ". 	 S e p 	 S e p t 	 S e p 	 !5=BO1@L	 S e t 	 3(*E(1	 S e t 	 E y l 	 T h  n g   9 	 S e p 	 S e p 	 8	?	$	. 	 	 	 	 S z e p t 	 	 	 	 s e p 	 	 	 S e p 	 	 	 . 	 	 	 3~*'E(1	 	 	 											 	 	 	 	 	 	 	 	 S e p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e t 
 
 M S F _ S T R _ I D _ M O N T H _ O C T O B E R _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 O c t 	 ASg	 ASg	 . 	 O c t 	 O c t 	 O k t 	 :BO1@L	 O t t 	 #C*H(1	 O u t 	 E k i 	 T h  n g   1 0 	 O k t 	 O k t 	 		M		B	. 	 	 	 	 O k t 	 	 	 	 o k t 	 	 	 O c t 	 	 	 . 	 	 	 '*(1	 	 	 								  	 	 	 	 	 	 	 	 	 O k t . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t 
 
 M S F _ S T R _ I D _ M O N T H _ N O V E M B E R _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 N o v 	 AS Ng	 AS Ng	 ". 	 N o v 	 N o v 	 N o v 	 >O1@L	 N o v 	 FHAE(1	 N o v 	 K a s 	 T h  n g   1 1 	 N o v 	 N o v 	 (	5	. 	 	 	 	 N o v 	 	 	 	 n o v 	 	 	 N o v 	 	 	 . 	 	 	 FH'E(1	 	 	 							  	 	 	 	 	 	 	 	 	 N o v . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v 
 
 M S F _ S T R _ I D _ M O N T H _ D E C E M B E R _ S H O R T 	 M S F 	 U N L I M 	 M o n t h   O f   Y e a r   	 D e c 	 ASNg	 ASNg	 . 	 D i c 	 D  c   	 D e z 	 5:01@L	 D i c 	 /J3E(1	 D e z 	 A r a 	 T h  n g   1 2 	 D e s 	 D i s 	 &	?	8	. 	 	 	 	 D e c 	 	 	 	 d e c 	 	 	 D e c 	 	 	 . 	 	 	 /3'E(1	 	 	 								  	 	 	 	 	 	 	 	 	 D e s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e z 
 
 M S F _ S T R _ I D _ F I L E _ T O O _ L A R G E 	 M S F 	 U N L I M 	 I n d i c a t e   u s e r   s t o r a g e   i s   t o o   s m a l l   t o   s a v e   l a r g e   c o n t e n t 	 F i l e   t o o   l a r g e 	 jHh*Y'Y	 eN*Y'Y	 D%LC+
H@4D	 A r c h i v o   d e m a s i a d o   g r a n d e 	 F i c h i e r   t r o p   g r o s 	 D a t e i   z u   g r o  	 $09;  A;8H:><  1>;LH>9! 	 F i l e   t r o p p o   g r a n d e 	 'DEDA  C(J1  DD:'J)	 F i c h e i r o   d e m a s i a d o   g r a n d e 	 D o s y a    o k   b  y  k 	 F i l e   q u    l n 	 F i l e   t e r l a l u   b e s a r 	 F a i l   t e r l a l u   b e s a r 	 +	<	>		2	  ,	9	A	$	  ,	!	<	@	  9	H		 	 	 	 A   f  j l   t  l   n a g y 	 	 	 	 B e s t a n d   t e   g r o o t 	 	 	 F i _i e r   p r e a   m a r e 	 	 	     	 	 	 ~1HF/G  .JD  (21  '3*	 	 	 				  				  						 	 	 	 	 	 	 	 	 L  e r   t e   g r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   m u i t o   g r a n d e 
 
 M E A _ S T R _ I D _ A D D R E S S _ T O O _ L O N G 	 M E A 	 P O P U P 	 M M S   e m a i l   L i m i t   E x c e e d e d   M e s s a g e   S t r i n g 	 M a x i m u m   a d d r e s s   l e n g t h   e x c e e d e d 	 0W@Ww^]T
NP	 0W@W^]
NP	 @4'2!"2'5H-"9H*9*8	 L o n g i t u d   m  x i m a   d e   l a   d i r e c i  n   e x c e d i d a 	 L o n g u e u r   d ' a d r e s s e   m a x .   d  p a s s  e 	 M a x i m a l e   A d r e s s l  n g e    b e r s c h r i t t e n 	 @52KH5=  <0:A8<0;L=K9  @07<5@  04@5A0	 L u n g h e z z a   m a s s i m a   i n d i r i z z o   s u p e r a t a 	 *E  *,'H2  'D-/  'D#B5I  D7HD  'D9FH'F	 C o m p r i m e n t o   d o   e n d e r e  o   e x c e d i d o 	 M a k s i m u m   a d r e s   u z u n l u u   a _1l d 1	 Q u      d  i   a   c h   t i   a 	 P a n j a n g   a l a m a t   m a k s i m u m   t e r c a p a i 	 P a n j a n g   a l a m a t   m a k s i m u m   d i l e b i h i 	 *	$	G	  	@	  	'	?		$	.	  2	.	M	,	>		  	@	  8	@	.	>	  *	>	0		 	 	 	 A z   c  m   h o s s z a   t  l l  p v e 	 	 	 	 M a x i m a l e   a d r e s l e n g t e   o v e r s c h r e d e n 	 	 	 A ci   d e p _i t   d i m e n s i u n e a   m a x i m   a   a d r e s e i 	 	 	       	 	 	 *,'H2  '2  -/'+1  /1'2'  F4'F	 	 	 							  								  									  							  						 	 	 	 	 	 	 	 	 M a k s i m u m   a d r e s l e n g t e   o o r s k r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x t e n s  o   m  x i m a   d e   e n d e r e  o   e x c e d i d a 
 
 B R A _ S T R _ I D _ N E W _ P U S H _ S I M 1 	 Q 0 3 C B R A 	 P O P U P C O N F I R M 	 N e w   S e r v i c e   M e s s a g e   A r r i v e s   o n   S I M 1 	 N e w   s e r v i c e   m e s s a g e ( S I M 1 ) 	 e
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o`S I M aS1 		 e
gROo`S I M aS1 		 I-'2!#42#C+!H  ( 4!1 ) 	 N u e v o   m e n s a j e   d e   s e r v i c i o ( S I M 1 ) 	 N o u v e a u   M e s s a g e   S e r v i c e   ( S I M 1 ) 	 N e u e   S e r v i c e m i t t e i l u n g   ( S I M   1 ) 	 >2>5  A5@28A=>5  A>>1I5=85  ( S I M 1 ) 	 N u o v o   m e s s a g g i o   d i   s e r v i z i o   ( S I M 1 ) 	 13'D)  ./E)  ,/J/)  ( S I M 1 ) 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 1 ) 	 Y e n i   S e r v i s   M e s a j 1  ( S I M 1 ) 	 T i n   q u n g   b    m i   ( S I M 1 ) 	 P e s a n   l a y a n a n   b a r u   ( S I M 1 ) 	 M e s e j   P e r k h i d m a t a n   B a r u ( S I M 1 ) 	 (		  8	G	5	>	  8		&	G	6	  ( 8	?	.	1 ) 	 	 	 	  j   s z o l g  l t a t  i    z e n e t   ( S I M 1 ) 	 	 	 	 N i e u w   d i e n s t b e r i c h t   ( S I M 1 ) 	 	 	 M e s a j   d e   s e r v i c i i   n o u   ( S I M 1 ) 	 	 	     ( S I M 1 ) 	 	 	 ~'E  ./E'*  ,//( S I M 1 ) 	 	 	 				  							  						( 				) 	 	 	 	 	 	 	 	 	 N u w e   D i e n s b o o d s k a p ( S I M 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 1 ) 
 
 B R A _ S T R _ I D _ N E W _ P U S H _ S I M 2 	 Q 0 3 C B R A 	 P O P U P C O N F I R M 	 N e w   S e r v i c e   M e s s a g e   A r r i v e s   o n   S I M 2 	 N e w   s e r v i c e   m e s s a g e ( S I M 2 ) 	 e
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o`S I M aS2 		 e
gROo`S I M aS2 		 I-'2!#42#C+!H  ( 4!2 ) 	 N u e v o   m e n s a j e   d e   s e r v i c i o ( S I M 2 ) 	 N o u v e a u   M e s s a g e   S e r v i c e   ( S I M 2 ) 	 N e u e   S e r v i c e m i t t e i l u n g   ( S I M   2 ) 	 >2>5  A5@28A=>5  A>>1I5=85  ( S I M 2 ) 	 N u o v o   m e s s a g g i o   d i   s e r v i z i o   ( S I M 2 ) 	 13'D)  ./E)  ,/J/)  ( S I M 2 ) 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 2 ) 	 Y e n i   S e r v i s   M e s a j 1  ( S I M 2 ) 	 T i n   q u n g   b    m i   ( S I M 2 ) 	 P e s a n   l a y a n a n   b a r u   ( S I M 2 ) 	 M e s e j   P e r k h i d m a t a n   B a r u ( S I M 2 ) 	 (		  8	G	5	>	  8		&	G	6	  ( 8	?	.	2 ) 	 	 	 	  j   s z o l g  l t a t  i    z e n e t   ( S I M 2 ) 	 	 	 	 N i e u w   d i e n s t b e r i c h t   ( S I M 2 ) 	 	 	 M e s a j   d e   s e r v i c i i   n o u   ( S I M 2 ) 	 	 	     ( S I M 2 ) 	 	 	 ~'E  ./E'*  ,//( S I M 2 ) 	 	 	 				  							  						( 				) 	 	 	 	 	 	 	 	 	 N u w e   D i e n s b o o d s k a p ( S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 2 ) 
 
 B R A _ S T R _ I D _ N E W _ P U S H _ D U A L _ S I M 	 Q 0 3 C B R A 	 P O P U P C O N F I R M 	 N e w   S e r v i c e   M e s s a g e   A r r i v e s   o n   b o t h   S I M 1   a n d   S I M 2 	 N e w   s e r v i c e   m e s s a g e ( S I M 1   a n d   S I M 2 ) 	 e
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o`S I M aS1 TS I M aS2 		 e
gROo`S I M aS1 TS I M aS2 		 I-'2!#42#C+!H  ( 4!1   A%04!2 ) 	 N u e v o   m e n s a j e   d e   s e r v i c i o ( S I M 1 y   S I M 2 ) 	 N o u v e a u   M e s s a g e   S e r v i c e   ( S I M 1   e t   S I M 2 ) 	 N e u e   S e r v i c e m i t t e i l u n g   ( S I M   1   u n d   S I M   2 ) 	 >2>5  A5@28A=>5  A>>1I5=85  ( S I M 1   8  S I M 2 ) 	 N u o v o   m e s s a g g i o   d i   s e r v i z i o   ( S I M 1   e   S I M 2 ) 	 13'D)  ./E)  ,/J/)  ( S I M 1   HS I M 2 ) 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 1   e   S I M 2 ) 	 Y e n i   S e r v i s   M e s a j 1  ( S I M 1   v e   S I M 2 ) 	 T i n   q u n g   b    m i   ( S I M 1   v    S I M 2 ) 	 P e s a n   l a y a n a n   b a r u   ( S I M 1   d a n   S I M 2 ) 	 M e s e j   P e r k h i d m a t a n   B a r u ( S I M 1   d a n   S I M 2 ) 	 (		  8	G	5	>	  8		&	G	6	  ( 8	?	.	1   	0	  8	?	.	2 ) 	 	 	 	  j   s z o l g  l t a t  i    z e n e t   ( S I M 1    s   S I M 2 ) 	 	 	 	 N i e u w   d i e n s t b e r i c h t   ( S I M 1   e n   S I M 2 ) 	 	 	 M e s a j   d e   s e r v i c i i   n o u   ( S I M 1   _i   S I M 2 ) 	 	 	     ( S I M 1   - S I M 2 ) 	 	 	 ~'E  ./E'*  ,//( S I M 1   H  S I M 2 ) 	 	 	 				  							  						  ( 				  			  	) 	 	 	 	 	 	 	 	 	 N u w e   D i e n s b o o d s k a p ( S I M 1   e n   S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 1   e   S I M 2 ) 
 
 B R A _ S T R _ I D _ S I M 1 _ Q U E R Y 	 Q 0 3 C B R A 	 P O P U P C O N F I R M 	 U s e r   t r i e s   t o   l a u n c h   a   P u s h   U R L   v i a   S I M   o t h e r   t h a n   t h e   a c t i v a t e d   S I M 	 A c t i v e   S I M :   S I M 2 .   C o n n e c t   u s i n g   S I M 1 ? 	 ]_URvS I M aSS I M aS2 0/f&TO(uS I M aS1 #P}	 ]o;mvS I M aSS I M aS2 0/f&TO(uS I M aS1 ޏc	 4!5HA-5:   4!2   @
7H-!H-B"C
I4!1 ? 	 A c t i v a r   S I M : S I M 2 .    C o n e c t a r s e   u s a n d o   S I M 1 ? 	 C a r t e   S I M   a c t i v e   :   S I M 2 .   C o n n e c t e r   a v e c   l a   c a r t e   S I M 1   ? 	 A k t i v e s   S I M :   S I M 2 .   M i t   S I M 1   v e r b i n d e n ? 	 :B82=0O  S I M - :0@B0:   S I M 2 .   >4:;NG8BLAO  A  ?><>ILN  S I M 1 ? 	 S I M   a t t i v a :   S I M 2 .   C o n n e t t e r s i   t r a m i t e   S I M 1 ? 	 S I M :   S I M 2   F47.   'D'*5'D  ('3*./'E  S I M 1 	 S I M   a c t i v o :   S I M 2 .   L i g a r   c o m   o   S I M 1 ? 	 A k t i f   S I M :   S I M 2 .   S I M 1   k u l l a n 1l a r a k   b a l a n 1l s 1n   m 1? 	 S I M   h i n   h  n h :   S I M 2 .   K t   n i   b n g   S I M 1 ? 	 S I M   a k t i f :   S I M 2 .   S a m b u n g   m e n g g u n a k a n   S I M 1 ? 	 S I M   A k t i f :   S I M 2 .   S a m b u n g   m e n g g u n a k a n   S I M 1 ? 	 8		M	0	?	/	  8	?	.	  :   8	?	.	2 .   8	?	.	1   	G	  &	M	5	>	0	>	  	(	G		M	
 	  	0	G		? 	 	 	 	 A k t  v   S I M :   S I M 2 .   C s a t l a k o z i k   a   S I M 1 - g y e l ? 	 	 	 	 A c t i v e   S I M :   S I M 2 .   V e r b i n d i n g   m a k e n   m e t   S I M 1 ? 	 	 	 S I M   a c t i v :   S I M 2 .   C o n e c t a r e   p r i n   S I M 1 ? 	 	 	 S I M   :   S I M 2 .       S I M 1 ? 	 	 	 S I M     A9'D:   S I M 2 .   '1*('7  (E  S I M 1   (1B1'1  4H/	 	 	 			  				  				:   				d	  				  							  			  					  						  			? 	 	 	 	 	 	 	 	 	 A k t i e w e   S I M :   S I M 2 .   K o p p e l   m e t   b e h u l p   v a n   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   a t i v o :   S I M 2 .   C o n e c t a r   u s a n d o   S I M 1 ? 
 
 B R A _ S T R _ I D _ S I M 2 _ Q U E R Y 	 Q 0 3 C B R A 	 P O P U P C O N F I R M 	 U s e r   t r i e s   t o   l a u n c h   a   P u s h   U R L   v i a   S I M   o t h e r   t h a n   t h e   a c t i v a t e d   S I M 	 A c t i v e   S I M :   S I M 1 .   C o n n e c t   u s i n g   S I M 2 ? 	 ]_URvS I M aSS I M aS1 0/f&TO(uS I M aS2 #P}	 ]o;mvS I M aSS I M aS1 0/f&TO(uS I M aS2 ޏc	 4!5HA-5:   4!1   @
7H-!H-B"C
I4!2 ? 	 A c t i v a r   S I M : S I M 2 .    C o n e c t a r s e   u s a n d o   S I M 2 ? 	 C a r t e   S I M   a c t i v e   :   S I M 1 .   C o n n e c t e r   a v e c   l a   c a r t e   S I M 2   ? 	 A k t i v e s   S I M :   S I M 1 .   M i t   S I M 2   v e r b i n d e n ? 	 :B82=0O  S I M - :0@B0:   S I M 1 .   >4:;NG8BLAO  A  ?><>ILN  S I M 2 ? 	 S I M   a t t i v a :   S I M 1 .   C o n n e t t e r s i   t r a m i t e   S I M 2 ? 	 S I M :   S I M 1   F47.   'D'*5'D  ('3*./'E  S I M 2 	 S I M   a c t i v o :   S I M 1 .   L i g a r   c o m   o   S I M 2 ? 	 A k t i f   S I M :   S I M 1 .   S I M 2   k u l l a n 1l a r a k   b a l a n 1l s 1n   m 1? 	 S I M   h i n   h  n h :   S I M 1 .   K t   n i   b n g   S I M 2 ? 	 S I M   a k t i f :   S I M 1 .   S a m b u n g   m e n g g u n a k a n   S I M 2 ? 	 S I M   A k t i f :   S I M 1 .   S a m b u n g   m e n g g u n a k a n   S I M 2 ? 	 8		M	0	?	/	  8	?	.	  :   8	?	.	1 .   8	?	.	2   	G	  &	M	5	>	0	>	  	(	G		M	
 	  	0	G		? 	 	 	 	 A k t  v   S I M :   S I M 1 .   C s a t l a k o z i k   a   S I M 2 - v e l ? 	 	 	 	 A c t i v e   S I M :   S I M 1 .   V e r b i n d i n g   m a k e n   m e t   S I M 2 ? 	 	 	 S I M   a c t i v :   S I M 1 .   C o n e c t a r e   p r i n   S I M 2 ? 	 	 	 S I M   :   S I M 1 .       S I M 2 ? 	 	 	 S I M     A9'D:   S I M 1 .   '1*('7  (E  S I M 2   (1B1'1  4H/	 	 	 			  				  				:   				d	  				  							  			  					  						  			? 	 	 	 	 	 	 	 	 	 A k t i e w e   S I M :   S I M 1 .   K o p p e l   m e t   b e h u l p   v a n   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   a t i v o :   S I M 1 .   C o n e c t a r   u s a n d o   S I M 2 ? 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ P U S H _ S I M 1 	 W I D G E T 	 P O P U P 	 N e w   S e r v i c e   M e s s a g e   A r r i v e s   o n   S I M 1 	 N e w   s e r v i c e   m e s s a g e ( S I M 1 ) 	 e
gR
o`S I M aS1 		 e
gROo`S I M aS1 		 I-'2!#42#C+!H  ( 4!1 ) 	 N u e v o   m e n s a j e   d e   s e r v i c i o ( S I M 1 ) 	 N o u v e a u   M e s s a g e   S e r v i c e   ( S I M 1 ) 	 N e u e   S e r v i c e m i t t e i l u n g   ( S I M   1 ) 	 >2>5  A5@28A=>5  A>>1I5=85  ( S I M 1 ) 	 N u o v o   m e s s a g g i o   d i   s e r v i z i o   ( S I M 1 ) 	 13'D)  ./E)  ,/J/)  ( S I M 1 ) 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 1 ) 	 Y e n i   S e r v i s   M e s a j 1  ( S I M 1 ) 	 T i n   q u n g   b    m i   ( S I M 1 ) 	 P e s a n   l a y a n a n   b a r u   ( S I M 1 ) 	 M e s e j   P e r k h i d m a t a n   B a r u ( S I M 1 ) 	 (		  8	G	5	>	  8		&	G	6	  ( 8	?	.	1 ) 	 	 	 	  j   s z o l g  l t a t  i    z e n e t   ( S I M 1 ) 	 	 	 	 N i e u w   d i e n s t b e r i c h t   ( S I M 1 ) 	 	 	 M e s a j   d e   s e r v i c i i   n o u   ( S I M 1 ) 	 	 	     ( S I M 1 ) 	 	 	 ~'E  ./E'*  ,//( S I M 1 ) 	 	 	 				  						  				  ( 				) 	 	 	 	 	 	 	 	 	 N u w e   D i e n s b o o d s k a p ( S I M 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 1 ) 
 
 B R A _ S T R _ I D _ S E N D _ B O O K M A R K 	 B R A 	 T I T L E 	 S e n d   b o o k m a r k 	 S e n d   b o o k m a r k 	 Pfd|	 SfN~{	 *H8J!2#L	 E n v i a r   m a r c a d o r 	 E n v o y e r   s i g n e t 	 L e s e z e i c h e n   s e n d e n 	 B?@028BL  70:;04:C	 I n v i a   s e g n a l i b r o 	 %13'D  'D%4'1)  'DE1,9J)	 E n v i a r   m a r c a d o r 	 Y e r   i m i   g  n d e r 	 G i   c h   m c 	 K i r i m   p e n a n d a 	 H a n t a r   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  -	G		G			 	 	 	 K  n y v j e l z Q  k  l d  s e 	 	 	 	 B l a d w i j z e r   v e r z e n d e n 	 	 	 T r i m i t e r e   m a r c a j 	 	 	   	 	 	 A13*'/F  F4'FG  0'1	 	 	 								  						 	 	 	 	 	 	 	 	 S t u u r   b o e k m e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   m a r c a d o r 
 
 B R A _ S T R _ I D _ D E L E T E _ A L L _ A S K _ F O R _ P U S H 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 *Rd6eN{-NvhQ
o`	  Rd6eN{-NvhQOo`	 %I-'2!1I+!2%H-2@I2? 	  B o r r a r   t o d o s   l o s   m e n s a j e s   d e l   b u z  n   d e   e n t r a d a ? 	 E f f a c e r   t o u s   l e s   m e s s a g e s   d a n s   B o  t e   d e   r  c e p t i o n   ? 	 A l l e   M i t t e i l u n g e n   a u s   d e m   P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  ?0?:8  E>4OI85? 	 E l i m i n a r e   t u t t i   i   m e s s a g g i   i n   a r r i v o ? 	 -0A  ,EJ9  'D13'&D  EF  " 5F/HB  'DH'1/" 	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   p a s t a   A   r e c e b e r ? 	 G e l e n   K u t u s u n d a k i   t  m   m e s a j l a r 1  s i l ? 	 X  a   m i   t i n   n h n   k h i   H . t h   n ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   m a s u k ? 	 H a p u s   s e m u a   m e s e j   d a r i   K o t a k   M a s u k ? 	 	(	,	I		M	8	  8	G	  8	-	@	  8		&	G	6	K		  	K	  9		>	  &	G		? 	 	 	 	  s s z .    z e n e t   t  r l .   a   B e  r k e z e t t    z e n e t e k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   i n   P o s t v a k   i n   v e r z e n d e n ? 	 	 	 ^t e r g e ci   t o a t e   m e s a j e l e   p r i m i t e ? 	 	 	               ? 	 	 	 GEG  ~'EG'  /1'A*  -0A  4HF/	 	 	 						  				  		  						  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   i n   I n b u s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   e n t r a d a ? 
 
 M E A _ S T R _ I D _ C A L L _ I N _ P R O G R E S S 	 M E A 	 P O P U P 	 S e n d   0 r   D o w n l o a d   f a i l   d u e   t o   c a l l   i n   p r o g r e s s 	 F a i l e d   d u e   t o   c a l l   i n   p r o g r e s s 	 q-N1YWe	 ck(W݋1Y%	 %I!@+%'@7H-2-"9H#0+'H22#B#	 F a l l    d e b i d o   a   l l a m a d a   e n   c u r s o .   	 E c h e c   c a r   a p p e l   e n   c o u r s 	 F e h l g e s c h l a g e n :   A n r u f   a k t i v 	 H81:0  2K720=0  2K?>;=ONI8<AO  2K7>2><	 F a l l i t o   a   c a u s a   d i   u n a   c h i a m a t a   i n   c o r s o 	 A4D  (3((  EC'DE)  BJ/  'D%,1'!	 F a l h a   d e v i d o   a   c h a m a d a   e m   c u r s o 	 D e v a m   e d e n   a r a m a   y  z  n d e n   b a _a r 1s 1z . 	 K h  n g   c   k h i   a n g   g i 	 G a g a l   k a r e n a   p a n g g i l a n   s e d a n g   b e r l a n g s u n g 	 G a g a l   k e r a n a   p a n g g i l a n   s e d a n g   b e r l a n g s u n g 	 	I	2	  *	M	0		$	?	  .	G		  9	K	(	G	  	G	  5	?	+	2		 	 	 	 N e m   s i k e r  l t   a   f o l y a m a t b a n   l  v Q  h  v  s   m i a t t 	 	 	 	 M i s l u k t   d o o r d a t   g e s p r e k   i n   v o o r t g a n g   i s 	 	 	 E r o a r e ,   d e o a r e c e   a p e l    n   c u r s 	 	 	       	 	 	 (/DD  /1,1'F  (H/F  *E'3  F'EHAB  (H/	 	 	 					  				  				  							 	 	 	 	 	 	 	 	 O n s u k s e s v o l   w e e n s   o p r o e p   w a t   a a n   d i e   g a n g   i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   d e v i d o      c h a m a d a   e m   a n d a m e n t o 
 
 W I D G E T _ S T R _ I D _ R E C E I V E D _ P U S H _ S I M 2 	 W I D G E T 	 P O P U P 	 N e w   S e r v i c e   M e s s a g e   A r r i v e s   o n   S I M 2 	 N e w   s e r v i c e   m e s s a g e ( S I M 2 ) 	 e
gR
o`S I M aS2 		 e
gROo`S I M aS2 		 I-'2!#42#C+!H  ( 4!2 ) 	 N u e v o   m e n s a j e   d e   s e r v i c i o ( S I M 2 ) 	 N o u v e a u   M e s s a g e   S e r v i c e   ( S I M 2 ) 	 N e u e   S e r v i c e m i t t e i l u n g   ( S I M   2 ) 	 >2>5  A5@28A=>5  A>>1I5=85  ( S I M 2 ) 	 N u o v o   m e s s a g g i o   d i   s e r v i z i o   ( S I M 2 ) 	 13'D)  ./E)  ,/J/)  ( S I M 2 ) 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 2 ) 	 Y e n i   S e r v i s   M e s a j 1  ( S I M 2 ) 	 T i n   q u n g   b    m i   ( S I M 2 ) 	 P e s a n   l a y a n a n   b a r u   ( S I M 2 ) 	 M e s e j   P e r k h i d m a t a n   B a r u ( S I M 2 ) 	 (		  8	G	5	>	  8		&	G	6	  ( 8	?	.	2 ) 	 	 	 	  j   s z o l g  l t a t  i    z e n e t   ( S I M 2 ) 	 	 	 	 N i e u w   d i e n s t b e r i c h t   ( S I M 2 ) 	 	 	 M e s a j   d e   s e r v i c i i   n o u   ( S I M 2 ) 	 	 	     ( S I M 2 ) 	 	 	  ~'E  ./E'*  ,//( S I M 2 ) 	 	 	 				  							  						( 				) 	 	 	 	 	 	 	 	 	 N u w e   D i e n s b o o d s k a p ( S I M 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   s e r v i  o   ( S I M 2 ) 
 
 M E A _ S T R _ I D _ F R O M _ S I M _ 1 	 U n d e f i n e d 	 I C O N T E X T 	 O p t i o n   t o   s e l e c t   S I M 1   t o   S e n d   M M S 	 F r o m   S I M 1 	 _S I M aS1 	 NS I M aS1 	 24!1 	 D e s d e   S I M 1 	 A   p a r t i r   d e   S I M 1 	 V o n   S I M   1 	 !  S I M 1 	 D a   S I M 1 	 EF  (7'B)  S I M 1 	 D o   S I M   1 	 S I M 1 ' d e n 	 T   S I M 1 	 D a r i   S I M 1 	 D a r i p a d a   S I M 1 	 S I M 1   8	G		 	 	 	 S I M 1 - r Ql 	 	 	 	 V a n   S I M   1 	 	 	 D e   p e   S I M 1 	 	 	 - S I M 1 	 	 	 '2  S I M 1 	 	 	 				  					 	 	 	 	 	 	 	 	 V a n a f   S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 1 
 
 M E A _ S T R _ I D _ F R O M _ S I M _ 2 	 U n d e f i n e d 	 I C O N T E X T 	 O p t i o n   t o   s e l e c t   S I M 2   t o   S e n d   M M S 	 F r o m   S I M 2 	 _S I M aS2 	 NS I M aS2 	 24!2 	 D e s d e   S I M 2 	 A   p a r t i r   d e   S I M 2 	 V o n   S I M   2 	 !  S I M 2 	 D a   S I M 2 	 EF  (7'B)  S I M 2 	 D o   S I M   2 	 S I M 2 ' d e n 	 T   S I M 2 	 D a r i   S I M 2 	 D a r i p a d a   S I M 2 	 S I M 2   8	G		 	 	 	 S I M 2 - r Ql 	 	 	 	 V a n   S I M   2 	 	 	 D e   p e   S I M 2 	 	 	 - S I M 2 	 	 	 '2  S I M 2 	 	 	 				  					 	 	 	 	 	 	 	 	 V a n a f   S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o   S I M 2 
 
 M E A _ S T R _ I D _ U N R E A D 	 U n d e f i n e d 	 C 1 5 4 _ 2 	 n u m b e r   o f   u n r e a d   m e s s a g e s   s t r i n g   i n   i d l e   s c r e e n   i n d i c a t i o n 	 u n r e a d 	 \*g
o`	 \*gOo`	 "1D!H-H2	 n o   l e  d o 	 n o n   l u 	 U n g e l e s e n 	 =5  ?@>G8B0=>	 n o n   l e t t o 	 :J1  EB1H!)	 N  o   l i d a s 	 o k u n m a y a n 	 c h a   c 	 b e l u m   d i b a c a 	 b e l u m   d i b a c a 	 	*	 	?	$		 	 	 	 o l v a s a t l a n 	 	 	 	 n i e t   g e l e z e n 	 	 	 n e c i t i t e 	 	 	   	 	 	 F.H'F/G	 	 	 		  			  			  					 	 	 	 	 	 	 	 	 o n g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n  o   l i d o 
 
 M E A _ S T R _ I D _ C O M M O N _ S E T T I N G S 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 C o m m o n   s e t t i n g s 	 C o m m o n   s e t t i n g s 	  N,-[	  N,n	 2#1IH21H'D	 C o n f i g u r a c i  n   c o m  n 	 R  g l a g e s   c o m m u n s 	 A l l g e m e i n e   E i n s t e l l u n g e n 	 1I85  =0AB@>9:8	 I m p o s t a z i o n i   s t a n d a r d 	 'D%9/'/'*  'D4'&9)	 D e f i n i   e s   c o m u n s 	 O r t a k   a y a r l a r 	 C  i   t   c h u n g 	 P e n g a t u r a n   u m u m 	 P e n g e s e t a n   b i a s a 	 8	>	.	>	(	M	/	  8	G		?				 	 	 	 K  z  s   b e  l l  t  s o k 	 	 	 	 G e m e e n s c h a p p e l i j k e   i n s t e l l i n g e n 	 	 	 S e t r i   c o m u n e 	 	 	   	 	 	 *F8JEG'  E4*1C	 	 	 						  						 	 	 	 	 	 	 	 	 A l g e m e n e   i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   c o m u n s 
 
 M M A _ S T R _ I D _ G R O U P _ M S G _ R E C I P I E N T 	 M M A 	 I C O N T E X T 	 X   n u m b e r   o f   R e c i p e n t s   i n   t h e   M M S   i n   O U T B O X   f o l d e r . 	 r e c i p i e n t s 	 MO6eNN	 MO6eNN	 9I#1	 r e c e p t o r e s 	 d e s t i n a t a i r e s 	 E m p f  n g e r 	 ?>;CG0B5;8	 d e s t i n a t a r i 	 'DE3*DEJF	 d e s t i n a t  r i o s 	 a l 1c 1l a r 	 n g i   n h n 	 p e n e r i m a 	 p e n e r i m a 	 *	M	0	>	*	M	$		0	M	$	>		 	 	 	 c  m z e t t e k 	 	 	 	 o n t v a n g e r s 	 	 	 d e s t i n a t a r i 	 	 	 	 	 	 1F/'F	 	 	 						  	 	 	 	 	 	 	 	 	 o n t v a n g e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 d e s t i n a t  r i o s 
 
 M S F _ S T R _ I D _ L A T I N 1 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 W e s t e r n   E u r o p e a n   ( I S O - 8 8 5 9 - 1 ) 	 Pk|  ( I S O - 8 8 5 9 - 1 ) 	 'k|  ( I S O - 8 8 5 9 - 1 ) 	 "8B#0'1  ( I S O - 8 8 5 9 - 1 ) 	 E u r o p e o   O c c i d e n t a l   ( I S O - 8 8 5 9 - 1 ) 	 E u r o p e   d e   l ' O u e s t   ( I S O - 8 8 5 9 - 1 ) 	 W e s t e u r o p  i s c h   ( I S O - 8 8 5 9 - 1 ) 	 	 E u r o p a   o c c i d e n t a l e   ( I S O - 8 8 5 9 - 1 ) 	 #H1H('  'D:1(J)  ( I S O - 8 8 5 9 - 1 ) 	 E u r o p e u   O c i d e n t a l   ( I S O - 8 8 5 9 - 1 ) 	 B a t 1  A v r u p a   ( I S O - 8 8 5 9 - 1 ) 	 T i n g   T  y    u   ( I S O - 8 8 5 9 - 1 ) 	 E r o p a   B a r a t   ( I S O - 8 8 5 9 - 1 ) 	 E r o p a h   B a r a t   ( I S O - 8 8 5 9 - 1 ) 	 *	6	M		?	.	@	  /	B	0	K	*	?	/	(	  ( I S O - 8 8 5 9 - 1 ) 	 	 	 	 N y u g a t - e u r  p a i   ( I S O - 8 8 5 9 - 1 ) 	 	 	 	 W e s t - E u r o p a   ( I S O - 8 8 5 9 - 1 ) 	 	 	 V e s t - e u r o p e a n   ( I S O - 8 8 5 9 - 1 ) 	 	 	 W e s t e r n   E u r o p e a n   ( I S O - 8 8 5 9 - 1 ) 	 	 	 '1H~'  :1(  ( I S O - 8 8 5 9 - 1 ) 	 	 	 										  									  ( I S O - 8 8 5 9 - 1 ) 	 	 	 	 	 	 	 	 	 W e s t e r n   E u r o p e a n   ( I S O - 8 8 5 9 - 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E u r o p e u   O c i d e n t a l   ( I S O - 8 8 5 9 - 1 ) 
 
 M S F _ S T R _ I D _ U T F 1 6 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 U n i c o d e   ( U T F - 1 6 ) 	 ,Wx  ( U T F - 1 6 ) 	 NVx  ( U T F - 1 6 ) 	 "94BI  ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i c o d e   ( U T F - 1 6 ) 	 U n i k o d   ( U T F - 1 6 ) 	 /	B	(	?		K	!	  ( U T F - 1 6 ) 	 	 	 	 U n i c o d e   ( U T F - 1 6 ) 	 	 	 	 U n i c o d e   ( U T F - 1 6 ) 	 	 	 U n i c o d   ( U T F - 1 6 ) 	 	 	 U n i c o d e   ( U T F - 1 6 ) 	 	 	 HF/  ( U T F - 1 6 ) 	 	 	 							  ( 						- 		) 	 	 	 	 	 	 	 	 	 U n i c o d e   ( U T F - 1 6 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U n i c o d e   ( U T F - 1 6 ) 
 
 M S F _ S T R _ I D _ U C S 2 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 U n i c o d e   ( U C S - 2 ) 	 ,Wx  ( U C S - 2 ) 	 NVx  ( U C S - 2 ) 	 "94BI  ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 	 U n i c o d e   ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 U n i c o d e   ( U C S - 2 ) 	 U n i k o d   ( U C S - 2 ) 	 /	B	(	?		K	!	    ( U C S - 2 ) 	 	 	 	 U n i c o d e   ( U C S - 2 ) 	 	 	 	 U n i c o d e   ( U C S - 2 ) 	 	 	 U n i c o d   ( U C S - 2 ) 	 	 	 U n i c o d e   ( U C S - 2 ) 	 	 	 HF/  ( U C S - 2 ) 	 	 	 							  ( 					- 	) 	 	 	 	 	 	 	 	 	 U n i c o d e   ( U C S - 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U n i c o d e   ( U C S - 2 ) 
 
 M S F _ S T R _ I D _ L A T I N 2 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C e n t r a l   E u r o p e a n   ( I S O - 8 8 5 9 - 2 ) 	 -NPk|  ( I S O - 8 8 5 9 - 2 ) 	 -N'k|  ( I S O - 8 8 5 9 - 2 ) 	 "8B#%2  ( I S O - 8 8 5 9 - 2 ) 	 E u r o p e o   C e n t r a l   ( I S O - 8 8 5 9 - 2 ) 	 E u r o p e   c e n t r a l e   ( I S O - 8 8 5 9 - 2 ) 	 Z e n t r a l e u r o p  i s c h   ( I S O - 8 8 5 9 - 2 ) 	 	 E u r o p a   c e n t r a l e   ( I S O - 8 8 5 9 - 2 ) 	 #H1H('  'DH37I  ( I S O - 8 8 5 9 - 2 ) 	 E u r o p e u   C e n t r a l   ( I S O - 8 8 5 9 - 2 ) 	 O r t a   A v r u p a   ( I S O - 8 8 5 9 - 2 ) 	 T i n g   T r u n g    u   ( I S O - 8 8 5 9 - 2 ) 	 E r o p a   T e n g a h   ( I S O - 8 8 5 9 - 2 ) 	 E r o p a h   T e n g a h   ( I S O - 8 8 5 9 - 2 ) 	 .	'	M	/	  /	B	0	K	*	?	/	(	  ( I S O - 8 8 5 9 - 2 ) 	 	 	 	 K  z  p - e u r  p a i   ( I S O - 8 8 5 9 - 2 ) 	 	 	 	 C e n t r a a l   E u r o p a   ( I S O - 8 8 5 9 - 2 ) 	 	 	 C e n t r a l   e u r o p e a n   ( I S O - 8 8 5 9 - 2 ) 	 	 	 C e n t r a l   E u r o p e a n   ( I S O - 8 8 5 9 - 2 ) 	 	 	 '1H~'  E12  ( I S O - 8 8 5 9 - 2 ) 	 	 	 							  									  ( 					- 8 8 5 9 - 2 ) 	 	 	 	 	 	 	 	 	 C e n t r a l   E u r o p e a n   ( I S O - 8 8 5 9 - 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E u r o p e u   C e n t r a l   ( I S O - 8 8 5 9 - 2 ) 
 
 M S F _ S T R _ I D _ H E B R E W _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 H e b r e w   ( I S O - 8 8 5 9 - 8 ) 	 ^/OOe  ( I S O - 8 8 5 9 - 8 ) 	 ^/Oege  ( I S O - 8 8 5 9 - 8 ) 	 .4#9  ( I S O - 8 8 5 9 - 8 ) 	 H e b r e o   ( I S O - 8 8 5 9 - 8 ) 	 H  b r e u x   ( I S O - 8 8 5 9 - 8 ) 	 H e b r  i s c h   ( I S O - 8 8 5 9 - 8 ) 	 	 E b r a i c o   ( I S O - 8 8 5 9 - 8 ) 	 'D9(1J)  ( I S O - 8 8 5 9 - 8 ) 	 H e b r a i c o   ( I S O - 8 8 5 9 - 8 ) 	 0b r a n i c e   ( I S O - 8 8 5 9 - 8 ) 	 T i n g   D o   T h  i   ( I S O - 8 8 5 9 - 8 ) 	 I b r a n i   ( I S O - 8 8 5 9 - 8 ) 	 I b r a n i   ( I S O - 8 8 5 9 - 8 ) 	 9	?	,	M	0	B	  ( I S O - 8 8 5 9 - 8 ) 	 	 	 	 H  b e r   ( I S O - 8 8 5 9 - 8 ) 	 	 	 	 H e b r e e u w s   ( I S O - 8 8 5 9 - 8 ) 	 	 	 E b r a i c   ( I S O - 8 8 5 9 - 8 ) 	 	 	 H e b r e w   ( I S O - 8 8 5 9 - 8 ) 	 	 	 9(1  ( I S O - 8 8 5 9 - 8 ) 	 	 	 						  ( I S O - 8 8 5 9 - 8 ) 	 	 	 	 	 	 	 	 	 H e b r e w   ( I S O - 8 8 5 9 - 8 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H e b r e u   ( I S O - 8 8 5 9 - 8 ) 
 
 M S F _ S T R _ I D _ S H I F T _ J I S _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 J a p a n e s e   ( S h i f t - J I S ) 	 ee  ( S h i f t - J I S ) 	 ee  ( S h i f t - J I S ) 	 
5H8H  ( S h i f t - J I S ) 	 J a p o n  s   ( S h i f t - J I S ) 	 J a p o n a i s   ( S h i f t - J I S ) 	 J a p a n i s c h   ( U m s c h a l t - J I S ) 	 	 G i a p p o n e s e   ( S h i f t - J I S ) 	 'DJ'('FJ)  ( S h i f t - J I S ) 	 J a p o n  s   ( S h i f t - J I S ) 	 J a p o n c a   ( S h i f t - J I S ) 	 T i n g   N h t   ( S h i f t - J I S ) 	 J e p a n g   ( S h i f t - J I S ) 	 J e p u n   ( S h i f t - J I S ) 	 	>	*	>	(	@	  ( S h i f t - J I S ) 	 	 	 	 J a p  n   ( S h i f t - J I S ) 	 	 	 	 J a p a n s   ( S h i f t - J I S ) 	 	 	 J a p o n e z   ( S h i f t - J I S ) 	 	 	 J a p a n e s e   ( S h i f t - J I S ) 	 	 	 '~F  ( S h i f t - J I S ) 	 	 	 							( 				- 						) 	 	 	 	 	 	 	 	 	 J a p a n e s e   ( S h i f t - J I S ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a p a n  s   ( S h i f t - J I S ) 
 
 M S F _ S T R _ I D _ U T F 8 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 U n i c o d e   ( U T F - 8 ) 	 ,Wx  ( U T F - 8 ) 	 NVx  ( U T F - 8 ) 	 "94BI  ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 	 U n i c o d e   ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 U n i c o d e   ( U T F - 8 ) 	 U n i k o d   ( U T F - 8 ) 	 /	B	(	?		K	!	  ( U T F - 8 ) 	 	 	 	 U n i c o d e   ( U T F - 8 ) 	 	 	 	 U n i c o d e   ( U T F - 8 ) 	 	 	 U n i c o d   ( U T F - 8 ) 	 	 	 U n i c o d e   ( U T F - 8 ) 	 	 	 HF/  ( U T F - 8 ) 	 	 	 							( 						- 	) 	 	 	 	 	 	 	 	 	 U n i c o d e   ( U T F - 8 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U n i c o d e   ( U T F - 8 ) 
 
 M S F _ S T R _ I D _ B I G 5 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C h i n e s e   T r a d i t i o n a l   ( B i g 5 ) 	 A~Ԛ-Ne  ( B i g 5 ) 	 A~SO-Ne  ( B i g 5 ) 	 5DI+'1  ( B i g 5 ) 	 C h i n o   T r a d i c i o n a l   ( B i g 5 ) 	 C h i n o i s   t r a d i t i o n n e l   ( B i g 5 ) 	 C h i n e s i s c h   t r a d i t i o n e l l   ( B i g 5 ) 	 	 C i n e s e   t r a d i z i o n a l e   ( B i g 5 ) 	 ( B i g 5 )   'D5JFJ)  'D*BDJ/J)	 C h i n  s   t r a d i c i o n a l   ( B i g 5 ) 	  i n c e   G e l e n e k s e l   ( B i g 5 ) 	 T i n g   H o a   P h n   t h   ( B i g 5 ) 	 C i n a   T r a d i s i o n a l   ( B i g 5 ) 	 C i n a   T r a d i s i o n a l ( B i g 5 ) 	 *	>	0		*	0	?		  	@	(	@	  ( B i g 5 ) 	 	 	 	 H a g y o m  n y o s   k  n a i   ( B i g 5 ) 	 	 	 	 C h i n e e s   T r a d i t i o n e e l   ( B i g 5 ) 	 	 	 C h i n e z   t r a d i ci o n a l   ( B i g 5 ) 	 	 	 C h i n e s e   T r a d i t i o n a l   ( B i g 5 ) 	 	 	 F  3F*  ( B i g 5 ) 	 	 	 							  					( 				) 	 	 	 	 	 	 	 	 	 C h i n e s e   T r a d i t i o n a l   ( B i g 5 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i n  s   t r a d i c i o n a l   ( B i g 5 ) 
 
 M S F _ S T R _ I D _ E U C _ J P _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 J a p a n e s e   ( E U C - J P ) 	 ee  ( E U C - J P ) 	 ee  ( E U C - J P ) 	 
5H8H  ( E U C - J P ) 	 J a p o n  s   ( E U C - J P ) 	 J a p o n a i s   ( E U C - J P ) 	 J a p a n i s c h   ( E U C - J P ) 	 	 G i a p p o n e s e   ( E U C - J P ) 	 'DJ'('FJ)  ( E U C - J P ) 	 J a p o n  s   ( E U C - J P ) 	 J a p o n c a   ( E U C - J P ) 	 T i n g   N h t   ( E U C - J P ) 	 J e p a n g   ( E U C - J P ) 	 J e p u n   ( E U C - J P ) 	 	>	*	>	(	@	  ( E U C - J P ) 	 	 	 	 J a p  n   ( E U C - J P ) 	 	 	 	 J a p a n s   ( E U C - J P ) 	 	 	 J a p o n e z   ( E U C - J P ) 	 	 	 J a p a n e s e   ( E U C - J P ) 	 	 	 '~F  ( E U C - J P ) 	 	 	 						( 					- 				) 	 	 	 	 	 	 	 	 	 J a p a n e s e   ( E U C - J P ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a p o n  s   ( E U C - J P ) 
 
 M S F _ S T R _ I D _ L A T I N 3 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 S o u t h   E u r o p e a n   ( I S O - 8 8 5 9 - 3 ) 	 WSPk|  ( I S O - 8 8 5 9 - 3 ) 	 WS'k|  ( I S O - 8 8 5 9 - 3 ) 	 "8B#CI  ( I S O - 8 8 5 9 - 3 ) 	 E u r o p e o   d e l   S u r   ( I S O - 8 8 5 9 - 3 ) 	 E u r o p e   d u   S u d   ( I S O - 8 8 5 9 - 3 ) 	 S  d e u r o p  i s c h   ( I S O - 8 8 5 9 - 3 ) 	 	 E u r o p a   m e r i d i o n a l e   ( I S O - 8 8 5 9 - 3 ) 	 #H1H('  'D,FH(J)  ( I S O - 8 8 5 9 - 3 ) 	 E u r o p e u   d o   s u l   ( I S O - 8 8 5 9 - 3 ) 	 G  n e y   A v r u p a   ( I S O - 8 8 5 9 - 3 ) 	 T i n g   N a m    u   ( I S O - 8 8 5 9 - 3 ) 	 E r o p a   S e l a t a n   ( I S O - 8 8 5 9 - 3 ) 	 E r o p a h   S e l a t a n   ( I S O - 8 8 5 9 - 3 ) 	 &		M	7	?	#	  /	B	0	K	*	?	/	(	  ( I S O - 8 8 5 9 - 3 ) 	 	 	 	 D  l - e u r  p a i   ( I S O - 8 8 5 9 - 3 ) 	 	 	 	 Z u i d - E u r o p a   ( I S O - 8 8 5 9 - 3 ) 	 	 	 S u d - e u r o p e a n   ( I S O - 8 8 5 9 - 3 ) 	 	 	 S o u t h   E u r o p e a n   ( I S O - 8 8 5 9 - 3 ) 	 	 	 '1H~'  ,FH(  ( I S O - 8 8 5 9 - 3 ) 	 	 	 						  									( I S O - 8 8 5 9 - 3 ) 	 	 	 	 	 	 	 	 	 S o u t h   E u r o p e a n   ( I S O - 8 8 5 9 - 3 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E u r o p e u   M e r i d i o n a l   ( I S O - 8 8 5 9 - 3 ) 
 
 M S F _ S T R _ I D _ L A T I N 4 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 B a l t i c   ( I S O - 8 8 5 9 - 4 ) 	 lvwm|  ( I S O - 8 8 5 9 - 4 ) 	 lWvwm|  ( I S O - 8 8 5 9 - 4 ) 	 -%4  ( I S O - 8 8 5 9 - 4 ) 	 B  l t i c o   ( I S O - 8 8 5 9 - 4 ) 	 B a l t i q u e   ( I S O - 8 8 5 9 - 4 ) 	 B a l t i s c h   ( I S O - 8 8 5 9 - 4 ) 	 	 B a l t i c o   ( I S O - 8 8 5 9 - 4 ) 	 'D(D7JBJ)  ( I S O - 8 8 5 9 - 4 ) 	 B  l t i c o   ( I S O - 8 8 5 9 - 4 ) 	 B a l t 1k   ( I S O - 8 8 5 9 - 4 ) 	 T i n g   B a l t i c   ( I S O - 8 8 5 9 - 4 ) 	 B a l t i k   ( I S O - 8 8 5 9 - 4 ) 	 B a l t i k   ( I S O - 8 8 5 9 - 4 ) 	 ,	>	2	M		?		  ( I S O - 8 8 5 9 - 4 ) 	 	 	 	 B a l t i   ( I S O - 8 8 5 9 - 4 ) 	 	 	 	 B a l t i s c h e   s t a t e n   ( I S O - 8 8 5 9 - 4 ) 	 	 	 B a l t i c   ( I S O - 8 8 5 9 - 4 ) 	 	 	 B a l t i c   ( I S O - 8 8 5 9 - 4 ) 	 	 	 ('D*  ( I S O - 8 8 5 9 - 4 ) 	 	 	 							( I S O - 8 8 5 9 - 4 ) 	 	 	 	 	 	 	 	 	 B a l t i c   ( I S O - 8 8 5 9 - 4 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B  l t i c o   ( I S O - 8 8 5 9 - 4 ) 
 
 M S F _ S T R _ I D _ C Y R I L L I C _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C y r i l l i c   ( I S O - 8 8 5 9 - 5 ) 	 eb+Y|( I S O - 8 8 5 9 - 5 ) 	 eb+Y|  ( I S O - 8 8 5 9 - 5 ) 	 4#4%4  ( I S O - 8 8 5 9 - 5 ) 	 C i r  l i c o   ( I S O - 8 8 5 9 - 5 ) 	 C y r i l l i q u e   ( I S O - 8 8 5 9 - 5 ) 	 K y r i l l i s c h   ( I S O - 8 8 5 9 - 5 ) 	 	 C i r i l l i c o   ( I S O - 8 8 5 9 - 5 ) 	 'D3J1JDJ)  ( I S O - 8 8 5 9 - 5 )   	 C i r  l i c o   ( I S O - 8 8 5 9 - 5 ) 	 K i r i l   ( I S O - 8 8 5 9 - 5 ) 	 T i n g   C y r i l l i c   ( I S O - 8 8 5 9 - 5 ) 	 C y r i l l i c   ( I S O - 8 8 5 9 - 5 ) 	 S i r i l i k   ( I S O - 8 8 5 9 - 5 ) 	 8	?	0	?	2	?		  ( I S O - 8 8 5 9 - 5 ) 	 	 	 	 C i r i l l   ( I S O - 8 8 5 9 - 5 ) 	 	 	 	 K y r i l l i s c h   ( I S O - 8 8 5 9 - 5 ) 	 	 	 C h i r i l i c   ( I S O - 8 8 5 9 - 5 ) 	 	 	 C y r i l l i c   ( I S O - 8 8 5 9 - 5 ) 	 	 	 31D  ( I S O - 8 8 5 9 - 5 ) 	 	 	 								( I S O - 8 8 5 9 - 5 ) 	 	 	 	 	 	 	 	 	 C y r i l l i c   ( I S O - 8 8 5 9 - 5 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i r  l i c o   ( I S O - 8 8 5 9 - 5 ) 
 
 M S F _ S T R _ I D _ A R A B I C _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 A r a b i c   ( I S O - 8 8 5 9 - 6 ) 	 ?b/Oe  ( I S O - 8 8 5 9 - 6 ) 	 ?b/Oe  ( I S O - 8 8 5 9 - 6 ) 	 -2#04  ( I S O - 8 8 5 9 - 6 ) 	 A r a b e   ( I S O - 8 8 5 9 - 6 ) 	 A r a b e   ( I S O - 8 8 5 9 - 6 ) 	 A r a b i s c h   ( I S O - 8 8 5 9 - 6 ) 	 	 A r a b o   ( I S O - 8 8 5 9 - 6 ) 	 'D91(J)  ( I S O - 8 8 5 9 - 6 ) 	 A r  b i c o   ( I S O - 8 8 5 9 - 6 ) 	 A r a p  a   ( I S O - 8 8 5 9 - 6 ) 	 T i n g     R p   ( I S O - 8 8 5 9 - 6 ) 	 A r a b   ( I S O - 8 8 5 9 - 6 ) 	 A r a b   ( I S O - 8 8 5 9 - 6 ) 	 	0	,	@	  ( I S O - 8 8 5 9 - 6 ) 	 	 	 	 A r a b   ( I S O - 8 8 5 9 - 6 ) 	 	 	 	 A r a b i s c h   ( I S O - 8 8 5 9 - 6 ) 	 	 	 A r a b   ( I S O - 8 8 5 9 - 6 ) 	 	 	 A r a b i c   ( I S O - 8 8 5 9 - 6 ) 	 	 	 91(  ( I S O - 8 8 5 9 - 6 ) 	 	 	 				( I S O - 8 8 5 9 - 6 ) 	 	 	 	 	 	 	 	 	 A r a b i c   ( I S O - 8 8 5 9 - 6 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  r a b e   ( I S O - 8 8 5 9 - 6 ) 
 
 M S F _ S T R _ I D _ G R E E K _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 G r e e k   ( I S O - 8 8 5 9 - 7 ) 	 ^؁e  ( I S O - 8 8 5 9 - 7 ) 	 ^Je  ( I S O - 8 8 5 9 - 7 ) 	 #5  ( I S O - 8 8 5 9 - 7 ) 	 G r i e g o   ( I S O - 8 8 5 9 - 7 ) 	 G r e c   ( I S O - 8 8 5 9 - 7 ) 	 G r i e c h i s c h   ( I S O - 8 8 5 9 - 7 ) 	 @5G5A:89  ( I S O - 8 8 5 9 - 7 ) 	 G r e c o   ( I S O - 8 8 5 9 - 7 ) 	 'DJHF'FJ)  ( I S O - 8 8 5 9 - 7 ) 	 G r e g o   ( I S O - 8 8 5 9 - 7 ) 	 Y u n a n c a   ( I S O - 8 8 5 9 - 7 ) 	 T i n g   H y   L p   ( I S O - 8 8 5 9 - 7 ) 	 Y u n a n i   ( I S O - 8 8 5 9 - 7 ) 	 Y u n a n i   ( I S O - 8 8 5 9 - 7 ) 	 	M	0	@		  ( I S O - 8 8 5 9 - 7 ) 	 	 	 	 G  r  g   ( I S O - 8 8 5 9 - 7 ) 	 	 	 	 G r i e k s   ( I S O - 8 8 5 9 - 7 ) 	 	 	 G r e a c   ( I S O - 8 8 5 9 - 7 ) 	 	 	 G r e e k   ( I S O - 8 8 5 9 - 7 ) 	 	 	 HF'F  ( I S O - 8 8 5 9 - 7 ) 	 	 	 					( I S O - 8 8 5 9 - 7 ) 	 	 	 	 	 	 	 	 	 G r e e k   ( I S O - 8 8 5 9 - 7 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r e g o   ( I S O - 8 8 5 9 - 7 ) 
 
 M S F _ S T R _ I D _ L A T I N 5 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 T u r k i s h   ( I S O - 8 8 5 9 - 9 ) 	 W3vQe  ( I S O - 8 8 5 9 - 9 ) 	 W3vQe  ( I S O - 8 8 5 9 - 9 ) 	 8#5  ( I S O - 8 8 5 9 - 9 ) 	 T u r c o   ( I S O - 8 8 5 9 - 9 ) 	 T u r q u e   ( I S O - 8 8 5 9 - 9 ) 	 T  r k i s c h   ( I S O - 8 8 5 9 - 9 ) 	 	 T u r c o   ( I S O - 8 8 5 9 - 9 ) 	 'D*1CJ)  ( I S O - 8 8 5 9 - 9 ) 	 T u r c o   ( I S O - 8 8 5 9 - 9 ) 	 T  r k  e   ( I S O - 8 8 5 9 - 9 ) 	 T i n g   T h   N h )  K   ( I S O - 8 8 5 9 - 9 ) 	 T u r k i   ( I S O - 8 8 5 9 - 9 ) 	 T u r k i   ( I S O - 8 8 5 9 - 9 ) 	 	0	M		?	6	  ( I S O - 8 8 5 9 - 9 ) 	 	 	 	 T  r  k   ( I S O - 8 8 5 9 - 9 ) 	 	 	 	 T u r k s   ( I S O - 8 8 5 9 - 9 ) 	 	 	 T u r c   ( I S O - 8 8 5 9 - 9 ) 	 	 	 T u r k i s h   ( I S O - 8 8 5 9 - 9 ) 	 	 	 *1  ( I S O - 8 8 5 9 - 9 ) 	 	 	 						( I S O - 8 8 5 9 - 9 ) 	 	 	 	 	 	 	 	 	 T u r k i s h   ( I S O - 8 8 5 9 - 9 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T u r c o   ( I S O - 8 8 5 9 - 9 ) 
 
 M S F _ S T R _ I D _ L A T I N 6 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 N o r d i c   ( I S O - 8 8 5 9 - 1 0 ) 	 SPk|  ( I S O - 8 8 5 9 - 1 0 ) 	 S'k|  ( I S O - 8 8 5 9 - 1 0 ) 	 -#L4  ( I S O - 8 8 5 9 - 1 0 ) 	 N  r d i c o   ( I S O - 8 8 5 9 - 1 0 ) 	 N o r d i q u e   ( I S O - 8 8 5 9 - 1 0 ) 	 N o r d i s c h   ( I S O - 8 8 5 9 - 1 0 ) 	 	 N o r d i c o   ( I S O - 8 8 5 9 - 1 0 ) 	 'DFH1/J)  ( I S O - 8 8 5 9 - 1 0 ) 	 N  r d i c o   ( I S O - 8 8 5 9 - 1 0 ) 	 N o r d i k   ( I S O - 8 8 5 9 - 1 0 ) 	 T i n g   B c    u   ( I S O - 8 8 5 9 - 1 0 ) 	 N o r d i k   ( I S O - 8 8 5 9 - 1 0 ) 	 N o r d i k   ( I S O - 8 8 5 9 - 1 0 ) 	 (	I	0	M	!	?		  ( I S O - 8 8 5 9 - 1 0 ) 	 	 	 	 S k a n d i n  v   ( I S O - 8 8 5 9 - 1 0 ) 	 	 	 	 N o r d i s c h   ( I S O - 8 8 5 9 - 1 0 ) 	 	 	 N o r d i c   ( I S O - 8 8 5 9 - 1 0 ) 	 	 	 N o r d i c   ( I S O - 8 8 5 9 - 1 0 ) 	 	 	 '3'F/F'H'  ( I S O - 8 8 5 9 - 1 0 ) 	 	 	 					( I S O - 8 8 5 9 - 1 0 ) 	 	 	 	 	 	 	 	 	 N o r d i c   ( I S O - 8 8 5 9 - 1 0 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  r d i c o   ( I S O - 8 8 5 9 - 1 0 ) 
 
 M S F _ S T R _ I D _ E U C _ K R _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 K o r e a n   ( E U C - K R ) 	 ӗe  ( E U C - K R ) 	 闇e  ( E U C - K R ) 	 @2+%5  ( E U C - K R ) 	 C o r e a n o   ( E U C - K R ) 	 C o r  e n   ( E U C - K R ) 	 K o r e a n i s c h   ( E U C - K R ) 	 	 C o r e a n o   ( E U C - K R ) 	 'DCH1J)  ( E U C - K R ) 	 C o r e a n o   ( E U C - K R ) 	 K o r e c e   ( E U C - K R ) 	 T i n g   H  n   ( E U C - K R ) 	 K o r e a   ( E U C - K R ) 	 K o r e a   ( E U C - K R ) 	 	K	0	?	/	(	  ( E U C - K R ) 	 	 	 	 K o r e a i   ( E U C - K R ) 	 	 	 	 K o r e a a n s   ( E U C - K R ) 	 	 	 C o r e e a n   ( E U C - K R ) 	 	 	 K o r e a n   ( E U C - K R ) 	 	 	 1G  '  ( E U C - K R ) 	 	 	 							( E U C - K R ) 	 	 	 	 	 	 	 	 	 K o r e a n   ( E U C - K R ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o r e a n o   ( E U C - K R ) 
 
 M S F _ S T R _ I D _ T H A I _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 T h a i   ( I S O - 8 8 5 9 - 1 1 ) 	 le  ( I S O - 8 8 5 9 - 1 1 ) 	 le  ( I S O - 8 8 5 9 - 1 1 ) 	 D"  ( I S O - 8 8 5 9 - 1 1 ) 	 T a i l a n d  s   ( I S O - 8 8 5 9 - 1 1 ) 	 T h a  l a n d a i s   ( I S O - 8 8 5 9 - 1 1 ) 	 T h a i   ( I S O - 8 8 5 9 - 1 1 ) 	 	 T a i l a n d e s e   ( I S O - 8 8 5 9 - 1 1 ) 	 'D*'JDF/J)  ( I S O - 8 8 5 9 - 1 1 ) 	 T a i l a n d  s   ( I S O - 8 8 5 9 - 1 1 ) 	 T a y   ( I S O - 8 8 5 9 - 1 1 ) 	 T i n g   T h  i   ( I S O - 8 8 5 9 - 1 1 ) 	 T h a i   ( I S O - 8 8 5 9 - 1 1 ) 	 T h a i   ( I S O - 8 8 5 9 - 1 1 ) 	 %	>		  ( I S O - 8 8 5 9 - 1 1 ) 	 	 	 	 T h a i f  l d i   ( I S O - 8 8 5 9 - 1 1 ) 	 	 	 	 T h a i   ( I S O - 8 8 5 9 - 1 1 ) 	 	 	 T h a i l a n d e z   ( I S O - 8 8 5 9 - 1 1 ) 	 	 	 T h a i   ( I S O - 8 8 5 9 - 1 1 ) 	 	 	 *'DF/  ( I S O - 8 8 5 9 - 1 1 ) 	 	 	 			( I S O - 8 8 5 9 - 1 1 ) 	 	 	 	 	 	 	 	 	 T h a i   ( I S O - 8 8 5 9 - 1 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a i l a n d  s   ( I S O - 8 8 5 9 - 1 1 ) 
 
 M S F _ S T R _ I D _ L A T I N 7 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 B a l t i c   ( I S O - 8 8 5 9 - 1 3 ) 	 lvwm|  ( I S O - 8 8 5 9 - 1 3 ) 	 lWvwm|  ( I S O - 8 8 5 9 - 1 3 ) 	 -%4  ( I S O - 8 8 5 9 - 1 3 ) 	 B  l t i c o   ( I S O - 8 8 5 9 - 1 3 ) 	 B a l t i q u e   ( I S O - 8 8 5 9 - 1 3 ) 	 B a l t i s c h   ( I S O - 8 8 5 9 - 1 3 ) 	 	 B a l t i c o   ( I S O - 8 8 5 9 - 1 3 ) 	 'D(D7JBJ)  ( I S O - 8 8 5 9 1 3 - ) 	 B  l t i c o   ( I S O - 8 8 5 9 - 1 3 ) 	 B a l t 1k   ( I S O - 8 8 5 9 - 1 3 ) 	 T i n g   B a l t i c   ( I S O - 8 8 5 9 - 1 3 ) 	 B a l t i k   ( I S O - 8 8 5 9 - 1 3 ) 	 B a l t i k   ( I S O - 8 8 5 9 - 1 3 ) 	 ,	>	2	M		?		  ( I S O - 8 8 5 9 - 1 3 ) 	 	 	 	 B a l t i   ( I S O - 8 8 5 9 - 1 3 ) 	 	 	 	 B a l t i s c h e   s t a t e n   ( I S O - 8 8 5 9 - 1 3 ) 	 	 	 B a l t i c   ( I S O - 8 8 5 9 - 1 3 ) 	 	 	 B a l t i c   ( I S O - 8 8 5 9 - 1 3 ) 	 	 	 ('D*  ( I S O - 8 8 5 9 - 1 3 ) 	 	 	 							( I S O - 8 8 5 9 - 1 3 ) 	 	 	 	 	 	 	 	 	 B a l t i c   ( I S O - 8 8 5 9 - 1 3 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B  l t i c o   ( I S O - 8 8 5 9 - 1 3 ) 
 
 M S F _ S T R _ I D _ L A T I N 8 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C e l t i c   ( I S O - 8 8 5 9 - 1 4 ) 	 ^X>ryr|  ( I S O - 8 8 5 9 - 1 4 ) 	 ^X\yr|  ( I S O - 8 8 5 9 - 1 4 ) 	 @%4  ( I S O - 8 8 5 9 - 1 4 ) 	 C e l t a   ( I S O - 8 8 5 9 - 1 4 ) 	 C e l t e   ( I S O - 8 8 5 9 - 1 4 ) 	 K e l t i s c h   ( I S O - 8 8 5 9 - 1 4 ) 	 	 C e l t i c o   ( I S O - 8 8 5 9 - 1 4 ) 	 'D3D*J)  ( I S O - 8 8 5 9 - 1 4 ) 	 C  l t i c o   ( I S O - 8 8 5 9 - 1 4 ) 	 K e l t   ( I S O - 8 8 5 9 - 1 4 ) 	 T i n g   C e l t i c   ( I S O - 8 8 5 9 - 1 4 ) 	 C e l t i c   ( I S O - 8 8 5 9 - 1 4 ) 	 C e l t i c   ( I S O - 8 8 5 9 - 1 4 ) 	 8	G	2	M		?		  ( I S O - 8 8 5 9 - 1 4 ) 	 	 	 	 K e l t a   ( I S O - 8 8 5 9 - 1 4 ) 	 	 	 	 K e l t i s c h   ( I S O - 8 8 5 9 - 1 4 ) 	 	 	 C e l t i c   ( I S O - 8 8 5 9 - 1 4 ) 	 	 	 C e l t i c   ( I S O - 8 8 5 9 - 1 4 ) 	 	 	 3D*  ( I S O - 8 8 5 9 - 1 4 ) 	 	 	 						( I S O - 8 8 5 9 - 1 4 ) 	 	 	 	 	 	 	 	 	 C e l t i c   ( I S O - 8 8 5 9 - 1 4 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  l t i c o   ( I S O - 8 8 5 9 - 1 4 ) 
 
 M S F _ S T R _ I D _ L A T I N 9 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 W e s t e r n   E u r o p e a n   ( I S O - 8 8 5 9 - 1 5 ) 	 Pk|  ( I S O - 8 8 5 9 - 1 5 ) 	 'k|  ( I S O - 8 8 5 9 - 1 5 ) 	 "8B#0'1  ( I S O - 8 8 5 9 - 1 5 ) 	 E u r o p e o   d e l   O e s t e   ( I S O - 8 8 5 9 - 1 5 ) 	 E u r o p e   d e   l ' O u e s t   ( I S O - 8 8 5 9 - 1 5 ) 	 W e s t e u r o p  i s c h   ( I S O - 8 8 5 9 - 1 5 ) 	 	 E u r o p a   o c c i d e n t a l e   ( I S O - 8 8 5 9 - 1 5 ) 	 #H1H('  'D:1(J)  ( I S O - 8 8 5 9 - 1 5 ) 	 E u r o p e u   O c i d e n t a l   ( I S O - 8 8 5 9 - 1 5 ) 	 B a t 1  A v r u p a   ( I S O - 8 8 5 9 - 1 5 ) 	 T i n g   T  y    u   ( I S O - 8 8 5 9 - 1 5 ) 	 E r o p a   B a r a t   ( I S O - 8 8 5 9 - 1 5 ) 	 E r o p a h   B a r a t   ( I S O - 8 8 5 9 - 1 5 ) 	 *	6	M		?	.	@	  /	B	0	K	*	?	/	(	  ( I S O - 8 8 5 9 - 1 5 ) 	 	 	 	 N y u g a t - e u r  p a i   ( I S O - 8 8 5 9 - 1 5 ) 	 	 	 	 W e s t - E u r o p a   ( I S O - 8 8 5 9 - 1 5 ) 	 	 	 V e s t - e u r o p e a n   ( I S O - 8 8 5 9 - 1 5 ) 	 	 	 W e s t e r n   E u r o p e a n   ( I S O - 8 8 5 9 - 1 5 ) 	 	 	 '1H~'  :1(  ( I S O - 8 8 5 9 - 1 5 ) 	 	 	 						  									( I S O - 8 8 5 9 - 1 5 ) 	 	 	 	 	 	 	 	 	 W e s t e r n   E u r o p e a n   ( I S O - 8 8 5 9 - 1 5 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E u r o p e u   O c i d e n t a l   ( I S O - 8 8 5 9 - 1 5 ) 
 
 M S F _ S T R _ I D _ L A T I N 1 0 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 R o m a n i a n   ( I S O - 8 8 5 9 - 1 6 ) 	 <\Ne  ( I S O - 8 8 5 9 - 1 6 ) 	 Wl<\Ne  ( I S O - 8 8 5 9 - 1 6 ) 	 B#!2@5"  ( I S O - 8 8 5 9 - 1 6 ) 	 R u m a n o   ( I S O - 8 8 5 9 - 1 6 ) 	 R o u m a i n   ( I S O - 8 8 5 9 - 1 6 ) 	 R u m  n i s c h   ( I S O - 8 8 5 9 - 1 6 ) 	 	 R u m e n o   ( I S O - 8 8 5 9 - 1 6 ) 	 'D1HE'FJ)  ( I S O - 8 8 5 9 - 1 6 ) 	 R o m e n o   ( I S O - 8 8 5 9 - 1 6 ) 	 R o m e n c e   ( I S O - 8 8 5 9 - 1 6 ) 	 T i n g   R u m a n i   ( I S O - 8 8 5 9 - 1 6 ) 	 R u m a n i a   ( I S O - 8 8 5 9 - 1 6 ) 	 R o m a n i a   ( I S O - 8 8 5 9 - 1 6 ) 	 0	K	.	>	(	?	/	(	  ( I S O - 8 8 5 9 - 1 6 ) 	 	 	 	 R o m  n   ( I S O - 8 8 5 9 - 1 6 ) 	 	 	 	 R o e m e e n s   ( I S O - 8 8 5 9 - 1 6 ) 	 	 	 R o m  n   ( I S O - 8 8 5 9 - 1 6 ) 	 	 	 R o m a n i a n   ( I S O - 8 8 5 9 - 1 6 ) 	 	 	 1HE'F'  ( I S O - 8 8 5 9 - 1 6 ) 	 	 	 									( I S O - 8 8 5 9 - 1 6 ) 	 	 	 	 	 	 	 	 	 R o m a n i a n   ( I S O - 8 8 5 9 - 1 6 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R o m e n o   ( I S O - 8 8 5 9 - 1 6 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 0 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C e n t r a l   E u r o p e a n   ( W i n d o w s - 1 2 5 0 ) 	 -NPk|  ( W i n d o w s - 1 2 5 0 ) 	 -N'k|  ( W i n d o w s - 1 2 5 0 ) 	 "8B#%2  ( W i n d o w s - 1 2 5 0 ) 	 E u r o p e o   C e n t r a l   ( W i n d o w s - 1 2 5 0 ) 	 E u r o p e   c e n t r a l e   ( W i n d o w s - 1 2 5 0 ) 	 Z e n t r a l e u r o p  i s c h   ( W i n d o w s - 1 2 5 0 ) 	 	 E u r o p a   c e n t r a l e   ( W i n d o w s - 1 2 5 0 ) 	 #H1H('  'DH37I  ( W i n d o w s - 1 2 5 0 ) 	 E u r o p e u   C e n t r a l   ( W i n d o w s - 1 2 5 0 ) 	 O r t a   A v r u p a   ( W i n d o w s - 1 2 5 0 ) 	 T i n g   T r u n g    u   ( W i n d o w s - 1 2 5 0 ) 	 E r o p a   T e n g a h   ( W i n d o w s - 1 2 5 0 ) 	 E r o p a h   T e n g a h   ( W i n d o w s - 1 2 5 0 ) 	 .	'	M	/	  /	B	0	K	*	?	/	(	  ( W i n d o w s - 1 2 5 0 ) 	 	 	 	 K  z  p - e u r  p a i   ( W i n d o w s - 1 2 5 0 ) 	 	 	 	 C e n t r a a l   E u r o p a   ( W i n d o w s - 1 2 5 0 ) 	 	 	 C e n t r a l   e u r o p e a n   ( W i n d o w s - 1 2 5 0 ) 	 	 	 C e n t r a l   E u r o p e a n   ( W i n d o w s - 1 2 5 0 ) 	 	 	 '1H~'  E12  ( W i n d o w s - 1 2 5 0 ) 	 	 	 				  									( W i n d o w s - 1 2 5 0 ) 	 	 	 	 	 	 	 	 	 C e n t r a l   E u r o p e a n   ( W i n d o w s - 1 2 5 0 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E u r o p e u   C e n t r a l   ( W i n d o w s - 1 2 5 0 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 1 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C y r i l l i c   ( W i n d o w s - 1 2 5 1 ) 	 eb+Y|( W i n d o w s - 1 2 5 1 ) 	 eb+Y|( W i n d o w s - 1 2 5 1 ) 	 4#4%4  ( W i n d o w s - 1 2 5 1 ) 	 C i r  l i c o   ( W i n d o w s - 1 2 5 1 ) 	 C y r i l l i q u e   ( W i n d o w s - 1 2 5 1 ) 	 K y r i l l i s c h   ( W i n d o w s - 1 2 5 1 ) 	 	 C i r i l l i c o   ( W i n d o w s - 1 2 5 1 ) 	 'D3J1JDJ)  ( W i n d o w s - 1 2 5 1 ) 	 C i r  l i c o   ( W i n d o w s - 1 2 5 1 ) 	 K i r i l   ( W i n d o w s - 1 2 5 1 ) 	 T i n g   C y r i l l i c   ( W i n d o w s - 1 2 5 1 ) 	 C y r i l l i c   ( W i n d o w s - 1 2 5 1 ) 	 S i r i l i k   ( W i n d o w s - 1 2 5 1 ) 	 8	?	0	?	2	?		  ( W i n d o w s - 1 2 5 1 ) 	 	 	 	 C i r i l l   ( W i n d o w s - 1 2 5 1 ) 	 	 	 	 K y r i l l i s c h   ( W i n d o w s - 1 2 5 1 ) 	 	 	 C h i r i l i c   ( W i n d o w s - 1 2 5 1 ) 	 	 	 C y r i l l i c   ( W i n d o w s - 1 2 5 1 ) 	 	 	 31D  ( W i n d o w s - 1 2 5 1 ) 	 	 	 								( W i n d o w s - 1 2 5 1 ) 	 	 	 	 	 	 	 	 	 C y r i l l i c   ( W i n d o w s - 1 2 5 1 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i r  l i c o   ( W i n d o w s - 1 2 5 1 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 2 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 W e s t e r n   E u r o p e a n   ( W i n d o w s - 1 2 5 2 ) 	 Pk|  ( W i n d o w s - 1 2 5 2 ) 	 'k|  ( W i n d o w s - 1 2 5 2 ) 	 "8B#0'1  ( W i n d o w s - 1 2 5 2 ) 	 E u r o p e o   O c c i d e n t a l   ( W i n d o w s   1 2 5 2 ) 	 E u r o p e   d e   l ' O u e s t   ( W i n d o w s - 1 2 5 2 ) 	 W e s t e u r o p  i s c h   ( W i n d o w s - 1 2 5 2 ) 	 	 E u r o p a   o c c i d e n t a l e   ( W i n d o w s - 1 2 5 2 ) 	 #H1H('  'DH37I  ( W i n d o w s - 1 2 5 2 ) 	 E u r o p e u   O c i d e n t a l   ( W i n d o w s - 1 2 5 2 ) 	 B a t 1  A v r u p a   ( W i n d o w s - 1 2 5 2 ) 	 T i n g   T  y    u   ( W i n d o w s - 1 2 5 2 ) 	 E r o p a   B a r a t   ( W i n d o w s - 1 2 5 2 ) 	 E r o p a h   B a r a t   ( W i n d o w s - 1 2 5 2 ) 	 *	6	M		?	.	@	  /	B	0	K	*	?	/	(	  ( W i n d o w s - 1 2 5 2 ) 	 	 	 	 N y u g a t - e u r  p a i   ( W i n d o w s - 1 2 5 2 ) 	 	 	 	 W e s t - E u r o p a   ( W i n d o w s - 1 2 5 2 ) 	 	 	 V e s t - e u r o p e a n   ( W i n d o w s - 1 2 5 2 ) 	 	 	 W e s t e r n   E u r o p e a n   ( W i n d o w s - 1 2 5 2 ) 	 	 	 '1H~'  :1(  ( W i n d o w s - 1 2 5 2 ) 	 	 	 						  									( W i n d o w s - 1 2 5 2 ) 	 	 	 	 	 	 	 	 	 W e s t e r n   E u r o p e a n   ( W i n d o w s - 1 2 5 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E u r o p e u   O c i d e n t a l   ( W i n d o w s - 1 2 5 2 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 3 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 G r e e k   ( W i n d o w s - 1 2 5 3 ) 	 ^؁e  ( W i n d o w s - 1 2 5 3 ) 	 ^Je  ( W i n d o w s - 1 2 5 3 ) 	 #5  ( W i n d o w s - 1 2 5 3 ) 	 G r i e g o   ( W i n d o w s - 1 2 5 3 ) 	 G r e c   ( W i n d o w s - 1 2 5 3 ) 	 G r i e c h i s c h   ( W i n d o w s - 1 2 5 3 ) 	 @5G5A:89  ( W i n d o w s - 1 2 5 3 ) 	 G r e c o   ( W i n d o w s - 1 2 5 3 ) 	 'DJHF'FJ)  ( W i n d o w s - 1 2 5 3 ) 	 G r e g o   ( W i n d o w s - 1 2 5 3 ) 	 Y u n a n c a   ( W i n d o w s - 1 2 5 3 ) 	 T i n g   H y   L p   ( W i n d o w s - 1 2 5 3 ) 	 Y u n a n i   ( W i n d o w s - 1 2 5 3 ) 	 Y u n a n i   ( W i n d o w s - 1 2 5 3 ) 	 	M	0	@		  ( W i n d o w s - 1 2 5 3 ) 	 	 	 	 G  r  g   ( W i n d o w s - 1 2 5 3 ) 	 	 	 	 G r i e k s   ( W i n d o w s - 1 2 5 3 ) 	 	 	 G r e a c   ( W i n d o w s - 1 2 5 3 ) 	 	 	 G r e e k   ( W i n d o w s - 1 2 5 3 ) 	 	 	 HF'F  ( W i n d o w s - 1 2 5 3 ) 	 	 	 					( W i n d o w s - 1 2 5 3 ) 	 	 	 	 	 	 	 	 	 G r e e k   ( W i n d o w s - 1 2 5 3 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r e g o   ( W i n d o w s - 1 2 5 3 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 4 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 T u r k i s h   ( W i n d o w s - 1 2 5 4 ) 	 W3vQe  ( W i n d o w s - 1 2 5 4 ) 	 W3vQe  ( W i n d o w s - 1 2 5 4 ) 	 8#5  ( W i n d o w s - 1 2 5 4 ) 	 T u r c o   ( W i n d o w s - 1 2 5 4 ) 	 T u r q u e   ( W i n d o w s - 1 2 5 4 ) 	 T  r k i s c h   ( W i n d o w s - 1 2 5 4 ) 	 	 T u r c o   ( W i n d o w s - 1 2 5 4 ) 	 'D*1CJ)  ( W i n d o w s - 1 2 5 4 ) 	 T u r c o   ( W i n d o w s - 1 2 5 4 ) 	 T  r k  e   ( W i n d o w s - 1 2 5 4 ) 	 T i n g   T h   N h )  K   ( W i n d o w s - 1 2 5 4 ) 	 T u r k i   ( W i n d o w s - 1 2 5 4 ) 	 T u r k i   ( W i n d o w s - 1 2 5 4 ) 	 	0	M		?	6	  ( W i n d o w s - 1 2 5 4 ) 	 	 	 	 T  r  k   ( W i n d o w s - 1 2 5 4 ) 	 	 	 	 T u r k s   ( W i n d o w s - 1 2 5 4 ) 	 	 	 T u r c   ( W i n d o w s - 1 2 5 4 ) 	 	 	 T u r k i s h   ( W i n d o w s - 1 2 5 4 ) 	 	 	 *1  ( W i n d o w s - 1 2 5 4 ) 	 	 	 						( W i n d o w s - 1 2 5 4 ) 	 	 	 	 	 	 	 	 	 T u r k i s h   ( W i n d o w s - 1 2 5 4 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T u r c o   ( W i n d o w s - 1 2 5 4 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 5 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 H e b r e w   ( W i n d o w s - 1 2 5 5 ) 	 ^/OOe  ( W i n d o w s - 1 2 5 5 ) 	 ^/Oege  ( W i n d o w s - 1 2 5 5 ) 	 .4#9  ( W i n d o w s - 1 2 5 5 ) 	 H e b r e o   ( W i n d o w s - 1 2 5 5 ) 	 H  b r e u x   ( W i n d o w s - 1 2 5 5 ) 	 H e b r  i s c h   ( W i n d o w s - 1 2 5 5 ) 	 	 E b r a i c o   ( W i n d o w s - 1 2 5 5 ) 	 'D9(1J)  ( W i n d o w s - 1 2 5 5 ) 	 H e b r a i c o   ( W i n d o w s - 1 2 5 5 ) 	 0b r a n i c e   ( W i n d o w s - 1 2 5 5 ) 	 T i n g   D o   T h  i   ( W i n d o w s - 1 2 5 5 ) 	 I b r a n i   ( W i n d o w s - 1 2 5 5 ) 	 I b r a n i   ( W i n d o w s - 1 2 5 5 ) 	 9	?	,	M	0	B	  ( W i n d o w s - 1 2 5 5 ) 	 	 	 	 H  b e r   ( W i n d o w s - 1 2 5 5 ) 	 	 	 	 H e b r e e u w s   ( W i n d o w s - 1 2 5 5 ) 	 	 	 E b r a i c   ( W i n d o w s - 1 2 5 5 ) 	 	 	 H e b r e w   ( W i n d o w s - 1 2 5 5 ) 	 	 	 9(1  ( W i n d o w s - 1 2 5 5 ) 	 	 	 						( W i n d o w s - 1 2 5 5 ) 	 	 	 	 	 	 	 	 	 H e b r e w   ( W i n d o w s - 1 2 5 5 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H e b r e u   ( W i n d o w s - 1 2 5 5 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 6 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 A r a b i c   ( W i n d o w s - 1 2 5 6 ) 	 ?b/Oe  ( W i n d o w s - 1 2 5 6 ) 	 ?b/Oe  ( W i n d o w s - 1 2 5 6 ) 	 -2#04  ( W i n d o w s - 1 2 5 6 ) 	  r a b e   ( W i n d o w s - 1 2 5 6 ) 	 A r a b e   ( W i n d o w s - 1 2 5 6 ) 	 A r a b i s c h   ( W i n d o w s - 1 2 5 6 ) 	 	 A r a b o   ( W i n d o w s - 1 2 5 6 ) 	 'D91(J)  ( W i n d o w s - 1 2 5 6 ) 	 A r  b i c o   ( W i n d o w s - 1 2 5 6 ) 	 A r a p  a   ( W i n d o w s - 1 2 5 6 ) 	 T i n g     R p   ( W i n d o w s - 1 2 5 6 ) 	 A r a b   ( W i n d o w s - 1 2 5 6 ) 	 A r a b   ( W i n d o w s - 1 2 5 6 ) 	 	0	,	@	  ( W i n d o w s - 1 2 5 6 ) 	 	 	 	 A r a b   ( W i n d o w s - 1 2 5 6 ) 	 	 	 	 A r a b i s c h   ( W i n d o w s - 1 2 5 6 ) 	 	 	 A r a b   ( W i n d o w s - 1 2 5 6 ) 	 	 	 A r a b i c   ( W i n d o w s - 1 2 5 6 ) 	 	 	 91(  ( W i n d o w s - 1 2 5 6 ) 	 	 	 				( W i n d o w s - 1 2 5 6 ) 	 	 	 	 	 	 	 	 	 A r a b i c   ( W i n d o w s - 1 2 5 6 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  r a b e   ( W i n d o w s - 1 2 5 6 ) 
 
 M S F _ S T R _ I D _ W I N _ 8 7 4 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 T h a i   ( W i n d o w s - 8 7 4 ) 	 le  ( W i n d o w s - 8 7 4 ) 	 le  ( W i n d o w s - 8 7 4 ) 	 D"  ( W i n d o w s - 8 7 4 ) 	 T a i l a n d  s   ( W i n d o w s - 8 7 4 ) 	 T h a  l a n d a i s   ( W i n d o w s - 8 7 4 ) 	 T h a i   ( W i n d o w s - 8 7 4 ) 	 	 T a i l a n d e s e   ( W i n d o w s - 8 7 4 ) 	 'D*'JDF/J)  ( W i n d o w s - 8 7 4 ) 	 T a i l a n d  s   ( W i n d o w s - 8 7 4 ) 	 T a y   ( W i n d o w s - 8 7 4 ) 	 T i n g   T h  i   ( W i n d o w s - 8 7 4 ) 	 T h a i   ( W i n d o w s - 8 7 4 ) 	 T h a i   ( W i n d o w s - 8 7 4 ) 	 %	>		  ( W i n d o w s - 8 7 4 ) 	 	 	 	 T h a i f  l d i   ( W i n d o w s - 8 7 4 ) 	 	 	 	 T h a i   ( W i n d o w s - 8 7 4 ) 	 	 	 T h a i l a n d e z   ( W i n d o w s - 8 7 4 ) 	 	 	 T h a i   ( W i n d o w s - 8 7 4 ) 	 	 	 *'DF/  ( W i n d o w s - 8 7 4 ) 	 	 	 			( W i n d o w s - 8 7 4 ) 	 	 	 	 	 	 	 	 	 T h a i   ( W i n d o w s - 8 7 4 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a i l a n d  s   ( W i n d o w s - 8 7 4 ) 
 
 M S F _ S T R _ I D _ G B 2 3 1 2 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C h i n e s e   S i m p l i f i e d   ( G B 2 3 1 2 ) 	 !|Ԛ-Ne  ( G B 2 3 1 2 ) 	 {SO-Ne  ( G B 2 3 1 2 ) 	 5AH4C+
H  ( G B 2 3 1 2 ) 	 C h i n o   S i m p l i f i c a d o   ( G B 2 3 1 2 ) 	 C h i n o i s   s i m p l i f i    ( G B 2 3 1 2 ) 	 C h i n e s i s c h   v e r e i n f a c h t   ( G B 2 3 1 2 ) 	 	 C i n e s e   s e m p l i f i c a t o   ( G B 2 3 1 2 ) 	 ( G B 2 3 1 2 )   'D5JFJ)  'DE(37)	 C h i n  s   s i m p l i f i c a d o   ( G B 2 3 1 2 ) 	 B a s i t l e _t i r i l m i _   i n c e   ( G B 2 3 1 2 ) 	 T i n g   H o a   G i n   t h   ( G B 2 3 1 2 ) 	 C i n a   M o d e r n   ( G B 2 3 1 2 ) 	 C i n a   R i n g k a s   ( G B 2 3 1 2 ) 	 8	0	2	@		C	$	  	@	(	@	  ( G B 2 3 1 2 ) 	 	 	 	 E g y s z e r qs  t e t t   k  n a i   ( G B 2 3 1 2 ) 	 	 	 	 C h i n e e s   v e r e e n v o u d i g d   ( G B 2 3 1 2 ) 	 	 	 C h i n e z   s i m p l i f i c a t   ( G B 2 3 1 2 ) 	 	 	 C h i n e s e   S i m p l i f i e d   ( G B 2 3 1 2 ) 	 	 	 F  3'/G  4/G  ( G B 2 3 1 2 ) 	 	 	 						  			( G B 2 3 1 2 ) 	 	 	 	 	 	 	 	 	 C h i n e s e   S i m p l i f i e d   ( G B 2 3 1 2 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i n  s   s i m p l i f i c a d o   ( G B 2 3 1 2 ) 
 
 M S F _ S T R _ I D _ G B 1 8 0 3 0 _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C h i n e s e   S i m p l i f i e d   ( G B 1 8 0 3 0 ) 	 !|Ԛ-Ne  ( G B 1 8 0 3 0 ) 	 {SO-Ne  ( G B 1 8 0 3 0 ) 	 5AH4C+
H  ( G B 1 8 0 3 0 ) 	 C h i n o   S i m p l i f i c a d o   ( G B 1 8 0 3 0 ) 	 C h i n o i s   s i m p l i f i    ( G B 1 8 0 3 0 ) 	 C h i n e s i s c h   v e r e i n f a c h t   ( G B 1 8 0 3 0 ) 	 	 C i n e s e   s e m p l i f i c a t o   ( G B 1 8 0 3 0 ) 	 ( G B 1 8 0 3 0 )   'D5JFJ)  'DE(37)	 C h i n  s   s i m p l i f i c a d o   ( G B 1 8 0 3 0 ) 	 B a s i t l e _t i r i l m i _   i n c e   ( G B 1 8 0 3 0 ) 	 T i n g   H o a   G i n   t h   ( G B 1 8 0 3 0 ) 	 C i n a   M o d e r n   ( G B 1 8 0 3 0 ) 	 C i n a   R i n g k a s   ( G B 1 8 0 3 0 ) 	 8	0	2	@		C	$	  	@	(	@	  ( G B 1 8 0 3 0 ) 	 	 	 	 E g y s z e r qs  t e t t   k  n a i   ( G B 1 8 0 3 0 ) 	 	 	 	 C h i n e e s   v e r e e n v o u d i g d   ( G B 1 8 0 3 0 ) 	 	 	 C h i n e z   s i m p l i f i c a t   ( G B 1 8 0 3 0 ) 	 	 	 C h i n e s e   S i m p l i f i e d   ( G B 1 8 0 3 0 ) 	 	 	 F  3'/G  4/G  ( G B 1 8 0 3 0 ) 	 	 	 						  			( G B 1 8 0 3 0 ) 	 	 	 	 	 	 	 	 	 C h i n e s e   S i m p l i f i e d   ( G B 1 8 0 3 0 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i n  s   s i m p l i f i c a d o   ( G B 1 8 0 3 0 ) 
 
 M S F _ S T R _ I D _ I S O _ 2 0 2 2 _ J P _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 J a p a n e s e   ( I S O - 2 0 2 2 - J P ) 	 ee  ( I S O - 2 0 2 2 - J P ) 	 ee  ( I S O - 2 0 2 2 - J P ) 	 
5H8H  ( I S O - 2 0 2 2 - J P ) 	 J a p o n  s   ( I S O - 2 0 2 2 - J P ) 	 J a p o n a i s   ( I S O - 2 0 2 2 - J P ) 	 J a p a n i s c h   ( I S O - 2 0 2 2 - J P ) 	 	 G i a p p o n e s e   ( I S O - 2 0 2 2 - J P ) 	 'DJ'('FJ)  ( I S O - 2 0 2 2 - J P ) 	 J a p o n  s   ( I S O - 2 0 2 2 - J P ) 	 J a p o n c a   ( I S O - 2 0 2 2 - J P ) 	 T i n g   N h t   ( I S O - 2 0 2 2 - J P ) 	 J e p a n g   ( I S O - 2 0 2 2 - J P ) 	 J e p u n   ( I S O - 2 0 2 2 - J P ) 	 	>	*	>	(	@	  ( I S O - 2 0 2 2 - J P ) 	 	 	 	 J a p  n   ( I S O - 2 0 2 2 - J P ) 	 	 	 	 J a p a n s   ( I S O - 2 0 2 2 - J P ) 	 	 	 J a p o n e z   ( I S O - 2 0 2 2 - J P ) 	 	 	 J a p a n e s e   ( I S O - 2 0 2 2 - J P ) 	 	 	 '~F  ( I S O - 2 0 2 2 - J P ) 	 	 	 							( I S O - 2 0 2 2 - 				) 	 	 	 	 	 	 	 	 	 J a p a n e s e   ( I S O - 2 0 2 2 - J P ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J a p o n  s   ( I S O - 2 0 2 2 - J P ) 
 
 M S F _ S T R _ I D _ H K S C S _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t 	 C h i n e s e   T r a d i t i o n a l   ( B i g 5 - H K S C S ) 	 A~Ԛ-Ne  ( B i g 5 - H K S C S ) 	 A~SO-Ne  ( B i g 5 - H K S C S ) 	 5DI+'1  ( B i g 5 - H K S C S ) 	 C h i n o   t r a d i c i o n a l   ( B i g 5 - H K S C S ) 	 C h i n o i s   t r a d i t i o n n e l   ( B i g 5 - H K S C S ) 	 C h i n e s i s c h   t r a d i t i o n e l l   ( B i g 5 - H K S C S ) 	 	 C i n e s e   t r a d i z i o n a l e   ( B i g 5 - H K S C S ) 	 'D5JFJ)  'D*BDJ/J)  ( B i g 5 - H K S C S )   	 C h i n  s   t r a d i c i o n a l   ( B i g 5 - H K S C S ) 	 G e l e n e k s e l    i n c e   ( B i g 5 - H K S C S ) 	 T i n g   H o a   P h n   t h   ( B i g 5 - H K S C S ) 	 C i n a   T r a d i s i o n a l   ( B i g 5 - H K S C S ) 	 C i n a   T r a d i s i o n a l   ( B i g 5 - H K S C S ) 	 *	>	0		*	0	?		  	@	(	@	  ( ,	?		5 - H K S C S ) 	 	 	 	 H a g y o m  n y o s   k  n a i   ( B i g 5 - H K S C S ) 	 	 	 	 T r a d i t i o n e e l   C h i n e e s   ( B i g 5 - H K S C S ) 	 	 	 C h i n e z   t r a d i ci o n a l   ( B i g 5 - H K S C S ) 	 	 	     ( B i g 5 - H K S C S ) 	 	 	 F  3F*  ( B i g 5 - H K S C S ) 	 	 	 						  										( 				- 											) 	 	 	 	 	 	 	 	 	 C h i n e s e   T r a d i t i o n a l   ( B i g 5 - H K S C S ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h i n  s   t r a d i c i o n a l   ( B i g 5 - H K S C S ) 
 
 M S F _ S T R _ I D _ A S C I I _ T O _ U T F 8 	 O B I G O Q 0 5 A 	 U N L I M 	 D e s c r i b e   a   c h a r a c t e r   s e t   a n d   n e e d   n o   t r a n s l a t i o n 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 A S C I I 	 	 	 	 A S C I I 	 	 	 	 A S C I I 	 	 	 A S C I I 	 	 	 A S C I I 	 	 	 A S C I I 	 	 	 							/ A S C I I 	 	 	 	 	 	 	 	 	 A S C I I 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A S C I I 
 
 S E C _ S T R _ I D _ C E R T _ F O R M A T 	 Q 0 3 C S E C 	 U N L I M 	 c e r t i f i c a t e   f o r m a t 	 C e r t i f i c a t e   f o r m a t : 	 aI<h_	 fN<h_	 #9AC#1#-: 	 F o r m a t o   d e l   c e r t i f i c a d o :   	 F o r m a t   c e r t i f i    : 	 Z e r t i f i k a t s f o r m a t : 	 $>@<0B  A5@B8D8:0B0: 	 F o r m a t o   d i   c e r t i f i c a t o : 	 *F3JB  'D4G'/)  : 	 F o r m a t o   d o   c e r t i f i c a d o : 	 S e r t i f i k a   b i  i m i : 	 n h   d n g   g i y   p h  p : 	 F o r m a t   s e r t i f i k a t : 	 F o r m a t   s i j i l : 	 *	M	0	.	>	#	*	$	M	0	  +	I	0	M	.	G		: 	 	 	 	 T a n  s  t v  n y   f o r m  t u m : 	 	 	 	 C e r t i f i c a a t i n d e l i n g : 	 	 	 F o r m a t   c e r t i f i c a t : 	 	 	   : 	 	 	 A1E*  H'G: 	 	 	 											  								 	 	 	 	 	 	 	 	 S e r t i f i k a a t f o r m a a t : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o r m a t o   d e   c e r t i f i c a d o : 
 
 S E C _ S T R _ I D _ S E R I A L _ N U M B E R 	 Q 0 3 C S E C 	 U N L I M 	 s e r i a l   n u m b e r 	 S e r i a l   n u m b e r : 	 ^_	 ^S	 +!2"@%%4 1L: 	 N  m e r o   d e   s e r i e 	 N u m  r o   d e   s  r i e   : 	 S e r i e n n u m m e r : 	 !5@89=K9  =><5@: 	 N u m e r o   d i   s e r i e : 	 'D1BE  'D*3D3DJ: 	 N  m e r o   d e   s  r i e : 	 S e r i   n u m a r a : 	 S   s  r i : 	 N o m o r   s e r i : 	 N o m b o r   s i r i : 	 	M	0	.	  8			M	/	>	: 	 	 	 	 G y  r t  s i   s z  m : 	 	 	 	 S e r i e n u m m e r : 	 	 	 N u m r   d e   s e r i e : 	 	 	   : 	 	 	 4E'1G  31'D: 	 	 	 							  					: 	 	 	 	 	 	 	 	 	 R e e k s n o m m e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N    d e   s  r i e : 
 
 S E C _ S T R _ I D _ S I G _ A L G 	 Q 0 3 C S E C 	 U N L I M 	 c e r t i f i c a t e   s i g n a t u r e   a l g o r i t h m 	 A l g o r i t h m : 	 o{l	 {l	 -1%-#46!: 	 A l g o r i t m o 	 A l g o r i t h m e   : 	 A l g o r i t h m u s : 	 ;3>@8B<: 	 A l g o r i t m o : 	 'D.H'12EJ): 	 A l g o r i t m o : 	 A l g o r i t m a : 	 T h u t   t o  n : 	 A l g o r i t m e : 	 A l g o r i t m a : 	 	2	I		0	?	&	.	? 	 	 	 	 A l g o r i t m u s : 	 	 	 	 A l g o r i t m e : 	 	 	 A l g o r i t m : 	 	 	 : 	 	 	 "DH1*JE: 	 	 	 								 	 	 	 	 	 	 	 	 A l g o r i t m e : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l g o r i t m o : 
 
 S E C _ S T R _ I D _ Y E S 	 Q 0 3 C S E C 	 L S K 	 Y e s 	 Y e s 	 /f	 /f	 C
H	 S  	 O u i 	 J a 	 0	 S  	 F9E	 S i m 	 E v e t 	 C  	 Y a 	 Y a 	 9	>			 	 	 	 I g e n 	 	 	 	 J a 	 	 	 D a 	 	 	 	 	 	 (DG	 	 	 						 	 	 	 	 	 	 	 	 J a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i m 
 
 S E C _ S T R _ I D _ N O 	 Q 0 3 C S E C 	 L S K 	 N o 	 N o 	 &T	 &T	 D!H	 N o   	 N o n 	 N e i n 	 5B	 N o 	   D'	 N  o 	 H a y 1r 	 K h  n g 	 T i d a k 	 T i d a k 	 (	9	@			 	 	 	 N e m 	 	 	 	 N e e 	 	 	 N u 	 	 	 	 	 	 .J1	 	 	 			 	 	 	 	 	 	 	 	 N e e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 7 _ T O _ U T F 8 	 M S F 	 U N L I M 	 B a l t i c   ( W i n d o w s - 1 2 5 7 ) 	 B a l t i c   ( W i n d o w s - 1 2 5 7 ) 	 lvwme  ( W i n d o w s - 1 2 5 7 ) 	 lWvwme  ( W i n d o w s - 1 2 5 7 ) 	 -%4  ( W i n d o w s - 1 2 5 7 ) 	 B  l t i c o   ( W i n d o w s - 1 2 5 7 ) 	 B a l t i q u e   ( W i n d o w s - 1 2 5 7 ) 	 B a l t i s c h   ( W i n d o w s - 1 2 5 7 ) 	 	 B a l t i c o   ( W i n d o w s - 1 2 5 7 ) 	 'D(D7JBJ)  ( W i n d o w s - 1 2 5 7 ) 	 B  l t i c o   ( W i n d o w s - 1 2 5 7 ) 	 B a l t 1k   ( W i n d o w s - 1 2 5 7 ) 	 T i n g   B a l t i c   ( W i n d o w s - 1 2 5 7 ) 	 B a l t i k   ( W i n d o w s - 1 2 5 7 ) 	 B a l t i c   ( W i n d o w s - 1 2 5 7 ) 	 ,	>	2	M		?		  ( 5	?		!	K		<	- 1 2 5 7 ) 	 	 	 	 B a l t i   ( W i n d o w s - 1 2 5 7 ) 	 	 	 	 B a l t i s c h   ( W i n d o w s - 1 2 5 7 ) 	 	 	 B a l t i c   ( W i n d o w s - 1 2 5 7 ) 	 	 	   ( W i n d o w s - 1 2 5 7 ) 	 	 	 ('D*  ( W i n d o w s - 1 2 5 7 ) 	 	 	 							( 							- 				) 	 	 	 	 	 	 	 	 	 B a l t i c   ( W i n d o w s - 1 2 5 7 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B  l t i c o   ( W i n d o w s - 1 2 5 7 ) 
 
 M S F _ S T R _ I D _ W I N _ 1 2 5 8 _ T O _ U T F 8 	 M S F 	 U N L I M 	 V i e t n a m e s e   ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m e s e   ( W i n d o w s - 1 2 5 8 ) 	 WSe  ( W i n d o w s - 1 2 5 8 ) 	 WSe  ( W i n d o w s - 1 2 5 8 ) 	 @'5"2!  ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m i t a   ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m i e n   ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m e s i s c h   ( W i n d o w s - 1 2 5 8 ) 	 	 V i e t n a m i t a   ( W i n d o w s - 1 2 5 8 ) 	 'DAJ*F'EJ)  ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m i t a     ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m   ( W i n d o w s - 1 2 5 8 ) 	 T i n g   V i t   ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m   ( W i n d o w s - 1 2 5 8 ) 	 V i e t n a m     ( W i n d o w s - 1 2 5 8 ) 	 5	?	/	$	(	>	.	@	  ( 5	?		!	K		<	- 1 2 5 8 ) 	 	 	 	 V i e t n  m i   ( W i n d o w s   - 1 2 5 8 ) 	 	 	 	 V i e t n a m e e s   ( W i n d o w s - 1 2 5 8 ) 	 	 	 V i e t n a m e z   ( W i n d o w s - 1 2 5 8 ) 	 	 	   ( W i n d o w s - 1 2 5 8 ) 	 	 	 H*F'E  ( W i n d o w s - 1 2 5 8 ) 	 	 	 										( 							- 				) 	 	 	 	 	 	 	 	 	 V i e t n a m e s e   ( W i n d o w s - 1 2 5 8 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C i r  l i c o   ( W i n d o w s - 1 2 5 8 ) 
 
 M E A _ S T R _ I D _ C R E A T I O N _ M O D E _ M A X _ M E S S A G E _ S I Z E _ R E A C H E D 	 M E A 	 P O P U P 	 T h e   c u r r e n t   m s g   s i z e   e x c e e d s   t h e   s i z e   l i m i t a t i o n   o f   r e s t r i c t e d   m o d e 	 C r e a t i o n   m o d e ,   m e s s a g e   s i z e   e x c e e d s 	 }/!j_P6R
o`'Y\]T
NP	 !j_P6ROo`'Y\]
NP	 B+!2#*#I2,   2I-'2!@4	 M o d o   d e   c r e a c i  n ,   e l   t a m a  o   d e l   m e n s a j e   s o b r e p a s a 	 M o d e   d e   c r  a t i o n ,   l a   t a i l l e   d u   m e s s a g e   d  p a s s e 	 E r s t e l l u n g s m o d u s ,   M i t t e i l u n g s g r   e    b e r s c h r i t t e n 	   2K1@0==><  @568<5  40==>5  459AB285  70?@5I5=>	 M o d a l i t    c r e a z i o n e ,   l a   d i m e n s i o n e   d e l   m e s s a g g i o   s u p e r a 	 H69  'D%F4'!,   -,E  'D13'D)  JAHB  'D-,E  'DE3EH-	 O   t a m a n h o   d a   m e n s a g e m   e x c e d e   o   l i m i t e   d o   m o d o   d e   c r i a   o 	 O l u _t 1r m a   m o d u ,   i l e t i   b o y u t u   s 1n 1r 1  a _1y o r 	 C h     s o n   t i n ,   q u    k . t h c   t i n   n h n 	 M o d u s   p e m b u a t a n ,   u k u r a n   p e s a n   t e r l a m p a u i 	 M o d   m e n c i p t a ,   s a i z   m e s e j   d i l e b i h i 	 	M	0	?		6	(	  .	K	!	,   8		&	G	6	  		>	0	  	$	M	/	'	?			 	 	 	 L  t r e h o z  s   m  d ,    z e n e t m  r e t   t  l l  p v e 	 	 	 	 C r e a t i e s t a n d ,   b e r i c h t g r o o t t e   o v e r s c h r e d e n 	 	 	 M o d   c r e a r e ,   m e s a j u l   d e p _e _t e   l i m i t a   a c c e p t a t 	 	 	   ,         	 	 	 -'D*  'J,'/  *,'H2  '2  'F/'2G  ~J'E	 	 	 						  			,   							  				  				  							  				 	 	 	 	 	 	 	 	 S k e p p i n g s m o d u s ,   b o o d s k a p g r o o t t e   o o r s k r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   c r i a   o ,   t a m a n h o   d e   m e n s a g e m   e x c e d i d o 
 
 S T R _ I D _ W A P _ P R O F _ C O L O N _ C H A R 	 W A P P R O F 	 U N L I M 	 C o l o n   c h a r a c t e r   u s e d   o n   p r o v i s i o n i n g   s c r e e n . 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ W A P _ P R O F _ N E W _ U S E R _ P R O F I L E _ N A M E 	 W A P P R O F 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 P r o f i l e   n a m e   f o r   n e w   u s e r   c r e a t e d   p r o f i l e s . 	 M y   p r o f i l e 	 bv-[j	 bvnch	 B#D%L-	1	 M i   p e r f i l 	 M o n   p r o f i l 	 M e i n   P r o f i l 	 >9  ?@>D8;L	 I l   m i o   p r o f i l o 	 EDAJ  'D.'5	 O   m e u   p e r f i l 	 P r o f i l i m 	 C u   h  n h   r i  n g 	 P r o f i l   s a y a 	 P r o f i l   s a y a 	 .	G	0	>	  *	M	0	K	+	<	>		2		 	 	 	 S a j  t   p r o f i l 	 	 	 	 M i j n   p r o f i e l 	 	 	 P r o f i l u l   m e u 	 	 	   	 	 	 ~1HA'D  .H/E	 	 	 				  									 	 	 	 	 	 	 	 	 M y   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   p e r f i l 
 
 S T R _ I D _ W A P _ P R O F _ E R R _ M S G _ E M P T Y _ P O R T _ N U M B E R 	 W A P P R O F 	 P O P U P 	 E r r o r   m e s s a g e   E m p t y   p o r t   n u m b e r ,   s h o w n   w h e n   e m p t y   p o r t   n u m b e r   f i e l d   i s   l e f t   e m p t y   b y   u s e r . 	 E m p t y   p o r t   n u m b e r 	 #cWzz}v	 zS:Nzz	 +!2"@%-#L'H2	 N  m e r o   d e   p u e r t o   v a c  o 	 N u m  r o   d e   p o r t   v i d e 	 L e e r e   P o r t - N u m m e r 	 CAB>9  =><5@  ?>@B0	 N u m e r o   p o r t a   v u o t o 	 1BE  'DEFA0  A'1:	 N  m e r o   d e   p o r t a   v a z i o 	 B o _  p o r t   n u m a r a s 1	 S   c n g   t r n g 	 N o m o r   p o r t   k o s o n g 	 N o m b o r   p o r t   k o s o n g 	 	>	2	@	  *	K	0	M		  8			M	/	>		 	 	 	  r e s   p o r t s z  m 	 	 	 	 L e e g   p o r t n u m m e r 	 	 	 N u m r   d e   p o r t   o l 	 	 	     	 	 	 4E'1G  /1'G  .'DJ3*	 	 	 					  							  				  				  	 	 	 	 	 	 	 	 	 L e    p o o r t n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   p o r t a   v a z i o 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G S 	 W A P P R O F 	 U N L I M 	 S t r i n g   t o   i n d i c a t e   M M S   s e t t i n g   i n f o r m a t i o n   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 M M S   s e t t i n g s 	 YZԚ
o`-[	 i_On	 2#1IH2  M M S 	 C o n f i g u r a c i  n   M M S 	 P a r a m  t r a g e s   M M S 	 M M S - E i n s t e l l u n g e n 	 0AB@>9:8  M M S 	 I m p o s t a z i o n i   M M S 	 %9/'/'*  M M S 	 D e f i n i   e s   d e   M M S 	 M M S   a y a r l a r 1	 C  i   t   M M S 	 P e n g a t u r a n   M M S 	 P e n g e s e t a n   M M S 	 	.		.		8	  8	G		?				 	 	 	 M M S   b e  l l  t  s o k 	 	 	 	 M M S - i n s t e l l i n g e n 	 	 	 S e t r i   M M S 	 	 	   M M S 	 	 	 *F8JEG'  M M S 	 	 	 						  						 	 	 	 	 	 	 	 	 M M S - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   M M S 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ C M _ C O L O N 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   C M ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 C r e a t i o n   m o d e : 	 ^z!j_	 R^!j_	 B+!2#*#I2: 	 M o d o   d e   c r e a c i  n :   	 M o d e   c r  a t i o n  : 	 E r s t e l l u n g s m o d u s : 	  568<  A>740=8O: 	 M o d a l i t    c r e a z i o n e : 	 H69  'D%F4'!: 	 M o d o   d e   c r i a   o : 	 O l u _t u r u l m a   m o d u : 	 C h     s o n : 	 M o d u s   p e m b u a t a n : 	 M o d   p e n c i p t a a n : 	 8	C		(	  .	K	!	: 	 	 	 	 L  t r e h o z  s   m  d : 	 	 	 	 C r e a t i e s t a n d : 	 	 	 M o d   c r e a r e : 	 	 	   : 	 	 	 -'D*  'J,'/: 	 	 	 								  			: 	 	 	 	 	 	 	 	 	 S k e p p i n g s m o d u s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   c r i a   o : 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ R M _ C O L O N 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   R M ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 R M : 	 R M 	 R M 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 R M : 	 	 	 	 R M : 	 	 	 	 R M : 	 	 	 R M : 	 	 	 R M : 	 	 	 R M : 	 	 	 				: 	 	 	 	 	 	 	 	 	 R M : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R M : 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ M A _ C O L O N 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   M A ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 M A : 	 M A 	 M A 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 M A : 	 	 	 	 M A : 	 	 	 	 M A : 	 	 	 M A : 	 	 	 M A : 	 	 	 M A : 	 	 	 			: 	 	 	 	 	 	 	 	 	 M A : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M A : 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ M S _ C O L O N 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   M S ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 M S : 	 M S 	 M S 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 M S : 	 	 	 	 M S : 	 	 	 	 M S : 	 	 	 M S : 	 	 	 M S : 	 	 	 M S : 	 	 	 				: 	 	 	 	 	 	 	 	 	 M S : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M S : 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ P C A D D R _ C O L O N 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   P C A D D R ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 P C A D D R : 	 P C A D D R 	 P C A D D R 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 P C A D D R : 	 	 	 	 P C A D D R : 	 	 	 	 P C A D D R : 	 	 	 P C A D D R : 	 	 	 P C A D D R : 	 	 	 P C A D D R : 	 	 	 											: 	 	 	 	 	 	 	 	 	 P C A D D R : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P C A D D R : 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ V A L U E _ R E S T R I C T E D 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   v a l u e   R e s t r i c t e d ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 R e s t r i c t e d 	 SP6R	 SP6R	 31	 R e s t r i n g i d o 	 R e s t r e i n t 	 B e s c h r  n k t 	 3@0=8G5=>	 L i m i t a t o 	 E-8H1	 R e s t r i t o 	 K 1s 1t l 1	 B   g i i   h n 	 T e r b a t a s 	 D i h a d k a n 	 *	M	0	$	?	,		'	?	$		 	 	 	 K o r l  t o z o t t 	 	 	 	 B e p e r k t 	 	 	 R e s t r i c ci o n a t 	 	 	   	 	 	 E-/H/4/G	 	 	 								  	 	 	 	 	 	 	 	 	 B e p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s t r i t o 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ V A L U E _ W A R N I N G 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   v a l u e   W a r n i n g ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 W a r n i n g 	 fJT	 fJT	 3@7-	 A d v e r t e n c i a   	 A v e r t i s s e m e n t 	 W a r n u n g 	 @54C?@5645=85	 A t t e n z i o n e 	 *-0J1	 A v i s o 	 U y a r 1	 C h     	 P e r i n g a t a n 	 A m a r a n 	 	G	$	>	5	(	@		 	 	 	 F i g y e l m e z t e t  s 	 	 	 	 W a a r s c h u w i n g 	 	 	 A v e r t i s m e n t 	 	 	 	 	 	 G4/'1	 	 	 										 	 	 	 	 	 	 	 	 W a a r s k u w i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v i s o 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ V A L U E _ F R E E 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   v a l u e   F r e e ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 F r e e 	 !qP6R	 eP6R	 'H2	 L i b r e 	 G r a t u i t 	 F r e i 	 !2>1>4=>	 G r a t u i t o 	 ,'G2	 L i v r e 	  c r e t s i z 	 T r n g 	 B e b a s 	 B e b a s 	 8	M	5	$		$	M	0		 	 	 	 S z a b a d 	 	 	 	 V r i j 	 	 	 G r a t u i t 	 	 	 	 	 	 1''F	 	 	 										  	 	 	 	 	 	 	 	 	 G r a t i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i v r e 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ V A L U E _ D I S A B L E 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   v a l u e   D i s a b l e ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 D i s a b l e d 	 ]ܕ	 ]sQ	 432	 D e s h a b i l i t a d o 	 D  s a c t i v    	 D e a k t i v i e r t 	 B:;NG5=>	 D i s a b i l i t a t o 	 E97D	 D e s a c t i v a d o 	 D e v r e   D 1_1	    t t 	 D i n o n a k t i f k a n 	 D i n y a h b o l e h k a n 	 (	?	7	M		M	0	?	/		 	 	 	 L e t i l t v a 	 	 	 	 I n a c t i e f 	 	 	 D e z a c t i v a t 	 	 	 	 	 	 '2  '1  'A*'/	 	 	 									  			  						 	 	 	 	 	 	 	 	 V e r s p e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s a b i l i t a d o 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ V A L U E _ E N A B L E 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   v a l u e   E n a b l e ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 E n a b l e d 	 ]_UR	 ]/TR	 @432	 H a b i l i t a d o   	 A c t i v  	 A k t i v i e r t 	 :;NG5=>	 A b i l i t a t o 	 EECQF	 A c t i v a d o 	 E t k i n 	    b t 	 D i a k t i f k a n 	 D i b o l e h k a n 	 8		M	0	?	/		 	 	 	 E n g e d  l y e z e t t 	 	 	 	 A c t i e f 	 	 	 A c t i v a t 	 	 	 	 	 	 (G  '1  'A*'/	 	 	 						  			  						 	 	 	 	 	 	 	 	 O n t s p e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a b i l i t a d o 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ E R R _ M S G _ B K M _ N O T _ A V A I L A B L E 	 W A P P R O F 	 P O P U P 	 P o p   u p   w i l l   b e   d i s p l a y e d   w h e n   b o o k m a r k   i s   n o t   a v a i l a b l e   i n   c a s e   o f   p r o v i s i o n i n g   i n s t a l l a t i o n 	 B o o k m a r k   n o t   a v a i l a b l e 	 fd|
NS(u	 fN~{
NS(u	 8J!2#LC
ID!HDI	 M a r c a d o r   n o   d i s p o n i b l e 	 S i g n e t   n o n   d i s p o n i b l e 	 L e s e z e i c h e n   n i c h t   v e r f  g b a r 	 0:;04:0  =54>ABC?=0. 	 S e g n a l i b r o   n o n   d i s p o n i b i l e 	 'D%4'1)  'DE1,9J)  :J1  E*'-)	 M a r c a d o r   n  o   d i s p o n  v e l 	 Y e r   i m i   g e  e r s i z 	 C h   m c   k h  n g   c    s n 	 P e n a n d a   t i d a k   t e r s e d i a 	 P e n a n d a   b u k u   t i d a k   b o l e h   d i d a p a t i 	 ,	A		.	>	0	M		  		*	2	,	M	
 '	  (	9	@			 	 	 	 K  n y v j e l z Q  n e m   e l  r h e t Q	 	 	 	 B l a d w i j z e r   n i e t   b e s c h i k b a a r 	 	 	 M a r c a j    n   d o c u m e n t   i n d i s p o n i b i l 	 	 	     	 	 	 F4'FG  0'1  /1  /3*13  F3*	 	 	 								  					  						  			 	 	 	 	 	 	 	 	 B o e k m e r k   i s   n i e   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a d o r   n  o   d i s p o n  v e l 
 
 S T R _ I D _ W A P _ P R O F _ P R O V _ M M S _ S E T T I N G _ V A L U E _ L O C K E D 	 W A P P R O F 	 U N L I M 	 M M S   s e t t i n g   v a l u e   L o c k e d ,   o n   p r o v i s i o n i n g   i n f o r m a t i o n   s c r e e n . 	 L o c k e d 	 ][	 ][	 %G-	 B l o q u e a d o   	 V e r r o u i l l  	 G e s p e r r t 	 01;>:8@>20=>	 B l o c c a t o 	 E:DB	 B l o q u e a d o 	 K i l i t l i 	    k h  a 	 T e r k u n c i 	 T e r k u n c i 	 ,		&		 	 	 	 L e z  r v a 	 	 	 	 G e b l o k k e e r d 	 	 	 B l o c a t 	 	 	 	 	 	 BAD  4/	 	 	 		  			  					 	 	 	 	 	 	 	 	 G e s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l o q u e a d o 
 
 S T R _ I D _ Z A K A T _ C A L C U L A T I O N 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T 	 Z a k a t   c a l c u l a t i o n 	 Z a k a t   c a l c u l a t i o n 	 )Y{	 )Y{	 2#3'  Z a k a t 	 C  l c u l o   d e l   a z a q u e 	 C a l c u l   d u   Z a k a t 	 B e r e c h n u n g   d e r   P f l i c h t a b g a b e 	  0AG5BK  Z a k a t   	 C a l c o l o   z a k a t 	 -3'(  'D2C')	 C  l c u l o   d e   Z a k a t 	 Z e k a t   h e s a p l a m a 	 C  c h   t  n h   t i n   t   t h i n 	 P e n g h i t u n g a n   z a k a t 	 P e n g h i t u n g a n   z a k a t 	 	<		$	  	#	(	>		 	 	 	 Z a k a t   s z  m  t  s 	 	 	 	 Z a k a t b e r e k e n i n g 	 	 	 C a l c u l a r e   z a k a t 	 	 	   	 	 	 E-'3(G  2'*	 	 	 					  					  	 	 	 	 	 	 	 	 	 Z a k a t - b e r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  l c u l o   d e   Z a k a t 
 
 S T R _ I D _ Z A K A T _ P A Y A B L E 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T 	 Z a k a t   p a y a b l e 	 Z a k a t   p a y a b l e 	 aQ)Y	 ^Q)Y	 I-
3#0  Z a k a t 	 a z a q u e   p a g a d e r o 	 Z a k a t      p a y e r 	 Z a h l b a r e   P f l i c h t a b g a b e 	 >4;568B  >?;0B5  Z a k a t   	 P a g a b i l e   c o n   z a k a t 	 'D2C')  'DE/AH9)	 Z a k a t   a   p a g a r 	 Z e k a t   b o r c u 	  n g   g  p   t   t h i n 	 Z a k a t   y a n g   d i b a y a r k a n 	 Z a k a t   u n t u k   d i b a y a r 	 -	A		$	>	(	  /	K		M	
 /	  	<		$		 	 	 	 F i z e t e n d Q  z a k a t 	 	 	 	 Z a k a t   b e t a a l b a a r 	 	 	 Z a k a t   p l t i b i l 	 	 	     	 	 	 2'*  H',(  'D'/'!	 	 	 						  					  	 	 	 	 	 	 	 	 	 Z a k a t   b e t a a l b a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Z a k a t   a   p a g a r 
 
 S T R _ I D _ Z A K A T _ C A L C U L A T O R 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   T W O S T A T E ,   T E X T ,   H I N T 	 Z a k a t   c a l c u l a t o r 	 Z a k a t   c a l c u l a t o r 	 )Y{_j	 )Y{hV	 @#7H-4@%  Z a k a t 	 C a l c u l a d o r a   d e   a z a q u e   	 C a l c u l a t r i c e   d e   Z a k a t 	 P f l i c h t a b g a b e n r e c h n e r 	 0;L:C;OB>@  Z a k a t   	 C a l c o l a t o r e   z a k a t 	 -'3()  'D2C')	 C a l c u l a d o r a   d e   Z a k a t 	 Z e k a t   h e s a p l a y 1c 1	 M  y   t  n h   t   t h i n 	 K a l k u l a t o r   Z a k a t 	 K a l k u l a t o r   z a k a t 	 	<		$	  	H	2		A	2	G		0		 	 	 	 Z a k a t   s z  m o l  g  p 	 	 	 	 Z a k a r r e k e n m a c h i n e 	 	 	 C a l c u l a t o r   z a k a t 	 	 	   	 	 	 E-'3(G  1  2'*	 	 	 					  											  	 	 	 	 	 	 	 	 	 Z a k a t - s a k r e k e n a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  l c u l o   d e   Z a k a t 
 
 S T R _ I D _ Z A K A T _ A S S E T S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T 	 A s s e t s 	 A s s e t s 	 ǌ"u	 DN	 #1"L*4	 A c t i v o s 	 B i e n s 	 G u t h a b e n 	 :B82K	 A t t i v o 	 'D#5HD	 B e n s 	 V a r l 1k l a r 	 T  i   s n 	 A s e t 	 A s e t 	 *	0	?	8		*	$	M	$	?	/	>			 	 	 	 V a g y o n 	 	 	 	 B e z i t t i n g e n 	 	 	 B u n u r i 	 	 	 	 	 	 /'1'G'	 	 	 					  	 	 	 	 	 	 	 	 	 B a t e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v o s 
 
 S T R _ I D _ Z A K A T _ D E D U C T I O N S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 D e d u c t i o n s 	 D e d u c t i o n s 	 cbd	 cbdy	 %+"H-	 D e d u c c i o n e s 	 D  d u c t i o n s 	 A b z  g e 	 KG5BK	 D e d u z i o n i 	 'DE3*B79'*	 D e d u   e s 	 K e s i n t i l e r 	 K h u   t r 	 P e n g u r a n g a n 	 P o t o n g a n 	 !	?	!		M	
 6		8		 	 	 	 L e v o n  s o k 	 	 	 	 A f t r e k p o s t e n 	 	 	 R e d u c e r i 	 	 	 	 	 	 E(D:  B'(D  31	 	 	 				 	 	 	 	 	 	 	 	 A f t r e k k i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e d u   e s 
 
 S T R _ I D _ Z A K A T _ C A T T L E 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 L i v e s t o c k 	 C a t t l e 	 [\u	 [\u	 (8*1'L	 G a n a d o   	 B  t a i l 	 V i e h 	 @C?=K9  @>30BK9  A:>B	 B e s t i a m e 	 'DE'4J)	 G a d o 	 B  y  k b a _l a r 	 G i a   s  c 	 T e r n a k 	 L e m b u 	 .	5	G	6	@		 	 	 	 M a r h a 	 	 	 	 V e e 	 	 	 B o v i n e 	 	 	 	 	 	 '-4'E	 	 	 					  				 	 	 	 	 	 	 	 	 B e e s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G a d o 
 
 S T R _ I D _ Z A K A T _ A G R I C U L T U R E 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 A g r i c u l t u r e 	 A g r i c u l t u r e 	 	 Q	 @)###!	 A g r i c u l t u r a   	 A g r i c u l t u r e 	 L a n d w i r t s c h a f t 	 !5;LA:>5  E>7O9AB2>	 A g r i c o l t u r a 	 'D21'9)	 A g r i c u l t u r a 	 T a r 1m 	 N  n g   n g h i p 	 P e r t a n i a n 	 P e r t a n i a n 	 	C	7	?		 	 	 	 M e z Qg a z d a s  g 	 	 	 	 L a n d b o u w 	 	 	 A g r i c u l t u r 	 	 	 	 	 	 4'H12	 	 	 					 	 	 	 	 	 	 	 	 L a n d b o u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r i c u l t u r a 
 
 S T R _ I D _ Z A K A T _ B U R I E D _ T R E A S U R E S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B u r i e d   t r e a s u r e 	 B u r i e d   t r e a s u r e 	 [υ	 [υ	 *!145H1-"9H	 T e s o r o s   e n t e r r a d o s   	 T r  s o r s   c a c h  s 	 V e r g r a b e n e   S c h  t z e 	 ? ;04? 	 T e s o r i   n a s c o s t i 	 'D1C'2	 T e s o u r o s   e n t e r r a d o s 	 G  m  l    h a z i n e l e r 	 T  i   s n   c h  n   g i u 	 H a r t a   k a r u n   t e r p e n d a m 	 H a r t a   t e r s e m b u n y i 	 	!	<	G	  		>	(	G		 	 	 	 R e j t e t t   k i n c s 	 	 	 	 B e g r a v e n   s c h a t t e n 	 	 	 C o m o r i    n g r o p a t e 	 	 	   	 	 	 F,G'  E/AHF	 	 	 					  				  						 	 	 	 	 	 	 	 	 V e r s t e e k t e   s k a t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e s o u r o   e n t e r r a d o 
 
 S T R _ I D _ Z A K A T _ B U L L I O N _ C A S H 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B u l l i o n   &   c a s h 	 B u l l i o n   &   c a s h 	 ёsё	 ёsё	 -AH  &   @4*	 L i n g o t e s   y   e f e c t i v o   	 L i n g o t   &   c a s h 	 G o l d / S i l b e r b e s t a n d   &   B a r g e l d 	 !;8B:8  8  =0;8G=K5	 M e t a l l i   p r e z i o s i   e   c o n t a n t i 	 'D3('&C  H'D#EH'D  'DFB/J)	 B a r r a s   d e   o u r o   e   d i n h e i r o 	 K  l  e   a l t 1n / g  m  _  v e   n a k i t 	 V  n g   n  n   &   t i n   m t 	 E m a s   b a t a n g a n   &   u a n g   t u n a i 	 J o n g k o n g   &   t u n a i 	 ,	A	2	?	/	(	  	5		  (		&		 	 	 	 N e m e s f  m    s   k  s z p  n z 	 	 	 	 O n b e w e r k t   e d e l m e t a a l   e n   k a s g e l d 	 	 	 L i n g o u r i   _i   b a n i   l i c h i z i 	 	 	   	 	 	 4E4  H  ~HD  FB/	 	 	 				- 				  	  			  				  	 	 	 	 	 	 	 	 	 S t a a f g o u d   &   k o n t a n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a r r a s   d e   o u r o   e   d i n h e i r o 
 
 S T R _ I D _ Z A K A T _ M I N E R A L S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 M i n e r a l s 	 M i n e r a l s 	 &y"u	 wN	 A#H	 M i n e r a l e s   	 M i n  r a u x 	 M i n e r a l i e n 	 8=5@0;K	 M i n e r a l i 	 'DE9'/F	 M i n e r a i s 	 M a d e n l e r 	 K h o  n g   s n 	 M i n e r a l 	 M i n e r a l 	 '	>	$	A				 	 	 	  s v  n y o k 	 	 	 	 M i n e r a l e n 	 	 	 P i e t r e   p r e ci o a s e 	 	 	 	 	 	 EH'/  '3*.1',  4/G  '2  E9/F	 	 	 				  					  	 	 	 	 	 	 	 	 	 M i n e r a l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i n e r a i s 
 
 S T R _ I D _ Z A K A T _ R E V E N U E S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 R e v e n u e s 	 R e v e n u e s 	 }q6eeQ	 ~%6eeQ	 #2"DI	 I n g r e s o s   	 R e v e n u e s 	 E i n n a h m e n 	 >E>4K	 E n t r a t e 	 'D9H'&/	 R e c e i t a s 	 G e l i r l e r 	 T n g   t h u   n h p 	 P e n g h a s i l a n 	 H a s i l 	 0	>		8	M	
 5		 	 	 	  r b e v  t e l 	 	 	 	 I n k o m s t e n 	 	 	 V e n i t u r i 	 	 	 	 	 	 /1"E/G'	 	 	 		  	 	 	 	 	 	 	 	 	 I n k o m s t e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e c e i t a s 
 
 S T R _ I D _ Z A K A T _ C O M M E R C I A L _ C O M M O D I T I E S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 C o m m e r c i a l   c o m m o d i t i e s 	 C o m m e r c i a l   c o m m o d i t i e s 	 FUT	 FUT	 7
%24
"L	 P r o d u c t o s   c o m e r c i a l e s 	 C o m m o d i t  s   c o m m e r c i a l e s 	 H a n d e l s w a r e n 	 @><KH;5==K5  B>20@K	 C o m o d i t    c o m m e r c i a l i 	 'D3D9  'D*,'1M)	 M e r c a d o r i a s 	 T i c a r i   m a l l a r 	 H  n g   h  a   t h n g   m i 	 K o m o d i t a s   k o m e r s i a l 	 K o m o d i t i   p e r d a g a n g a n 	 5	>	#	?		M	/	?		  5	8	M	
 $	A				 	 	 	 K e r e s k e d e l m i    r u k 	 	 	 	 C o m m e r c i  l e   b e n o d i g d h e d e n 	 	 	 B u n u r i   c o m e r c i a l e 	 	 	   	 	 	 'D'G'  *,'1	 	 	 									  				  	 	 	 	 	 	 	 	 	 H a n d e l s k o m m o d i t e i t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m m o d i t i e s   c o m e r c i a i s 
 
 S T R _ I D _ Z A K A T _ D E B T S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 D e b t s 	 D e b t s 	 PR	 :PR	 +5I	 D e u d a s 	 D e t t e s 	 S c h u l d e n 	 >;38	 D e b i t i 	 'D/JHF	 D  v i d a s 	 B o r  l a r 	 T i n   n 	 H u t a n g 	 H u t a n g 	 	#		 	 	 	 T a r t o z  s o k 	 	 	 	 S c h u l d e n 	 	 	 D a t o r i i 	 	 	 	 	 	 (/G  G'	 	 	 			 	 	 	 	 	 	 	 	 S k u l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D  v i d a 
 
 S T R _ I D _ Z A K A T _ O T H E R S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 O t h e r s 	 O t h e r s 	 vQN	 vQN	 -7HF	 O t r o s   	 A u t r e s 	 W e i t e r e s 	 @C385	 A l t r o 	 :J1  0DC	 O u t r o s 	 D i e r l e r i 	 K h  c 	 L a i n n y a 	 L a i n 	 	(	M	/		 	 	 	 E g y  b 	 	 	 	 O v e r i g e 	 	 	 A l t e l e 	 	 	 	 	 	 /J1  EH'1/  /1"E/	 	 	 								  	 	 	 	 	 	 	 	 	 A n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u t r o s 
 
 S T R _ I D _ Z A K A T _ C A M E L S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 C a m e l s 	 C a m e l s 	 ݙ	 |	 -9	 C a m e l l o s 	 C h a m e a u x 	 K a m e l e 	 5@1;N4K	 C a m m e l l i 	 'D,PE'D	 C a m e l o s 	 D e v e l e r 	 L c    	 U n t a 	 U n t a 	 
				 	 	 	 T e v e 	 	 	 	 K a m e l e n 	 	 	 C m i l e 	 	 	 	 	 	 4*1	 	 	 			 	 	 	 	 	 	 	 	 K a m e l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m e l o s 
 
 S T R _ I D _ Z A K A T _ C O W S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 C a t t l e 	 C o w s 	 [r	 [r	 '1'	 V a c a s 	 V a c h e s 	 K  h e 	 >@>2K	 M u c c h e 	 'D#(B'1	 V a c a s 	 0n e k l e r 	 B    c  i 	 S a p i 	 L e m b u   b e t i n a 	 	>	/		 	 	 	 T e h  n 	 	 	 	 K o e i e n 	 	 	 V i t e 	 	 	 	 	 	 'H	 	 	 				 	 	 	 	 	 	 	 	 K o e i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V a c a s 
 
 S T R _ I D _ Z A K A T _ S H E E P 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 S h e e p 	 S h e e p 	 	 	 A0	 O v e a s 	 M o u t o n s 	 S c h a f e 	 2FK	 P e c o r e 	 'D#:F'E	 O v e l h a s 	 K o y u n l a r 	 C u 	 D o m b a 	 K a m b i n g 	 -	G	\		 	 	 	 B i r k a 	 	 	 	 S c h a p e n 	 	 	 O i 	 	 	 	 	 	 H3AF/	 	 	 					 	 	 	 	 	 	 	 	 S k a p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O v e l h a s 
 
 S T R _ I D _ Z A K A T _ T O T A L _ C O U N T 	 Z a k a t C a l c u l a t o r 	 I C O N T E X T 	 T o t a l   c o u n t 	 T o t a l   c o u n t 	 xeϑ	 peϑ	 3'5H1DI	 T o t a l   	 C o m p t e   t o t a l 	 G e s a m t z a h l 	 >;=K9  ?>4AG5B	 C o n t e g g i o   t o t a l e 	 'D-3'(  'DCDJ	 C o n t a g e m   t o t a l 	 T o p l a m   s a y 1	 T n g   s 	 P e n g h i t u n g a n   t o t a l 	 J u m l a h   k i r a a n 	 	A	2	  	?	(	$	@		 	 	 	  s s z e s e n 	 	 	 	 T o t a a l t e l l i n g 	 	 	 N u m r   t o t a l 	 	 	   	 	 	 *9/'/  D	 	 	 			  	 	 	 	 	 	 	 	 	 T o t a l e   g e t a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a g e m   t o t a l 
 
 S T R _ I D _ Z A K A T _ B Y _ R A I N _ W A T E R 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B y   r a i n   w a t e r 	 B y   r a i n   w a t e r 	 4lLpn	 4lLpn	 2!I3	 P o r   a g u a   d e   l l u v i a 	 P a r   e a u   d e   p l u i e 	 N a c h   R e g e n w a s s e r 	 >6452>9  2>4>9	 T r a m i t e   p i o g g i a 	 'D21'9)  (E'!  'D#E7'1	 P o r    g u a   d a   c h u v a 	 Y a m u r   s u y u y l a 	 B n g   n c   m a 	 D e n g a n   a i r   h u j a n 	 M e l a l u i   a i r   h u j a n 	 5	0	M	7	>	  	G	  *	>	(	@	  8	G		 	 	 	 E s Qv  z z e l 	 	 	 	 M e t   r e g e n w a t e r 	 	 	 P r i n   a p   d e   p l o a i e 	 	 	   	 	 	 -'5D  '2  4*  /E	 	 	 							  					  								 	 	 	 	 	 	 	 	 D e u r   r e  n w a t e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r    g u a   d e   c h u v a 
 
 S T R _ I D _ Z A K A T _ B Y _ I R R I G A T I O N 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B y   i r r i g a t i o n 	 B y   i r r i g a t i o n 	 N]Lpn	 N]Lpn	 2!#0
%#02	 P o r   i r r i g a c i  n   	 P a r   i r r i g a t i o n 	 N a c h   B e w  s s e r u n g 	 @>H5=85<	 T r a m i t e   i r r i g a z i o n e 	 'D21'9)  (E'!  'D1J	 P o r   i r r i g a   o 	 S u l a m a y l a 	 B n g   n c   t i 	 D e n g a n   i r i g a s i 	 M e l a l u i   p e n g a i r a n 	 8	?			>		  8	G		 	 	 	  n t  z  s s e l 	 	 	 	 M e t   i r r i g a t i e 	 	 	 P r i n   i r i g a ci i 	 	 	 	 	 	 -'5D  '2  "('1	 	 	 					  					  							  	 	 	 	 	 	 	 	 	 D e u r   b e s p r o e i i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r   i r r i g a   o 
 
 S T R _ I D _ Z A K A T _ B Y _ B O T H 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B y   b o t h 	 B y   b o t h 	 iQv	g	 $Nv	g	 2!1I*--"H2	 P o r   a m b a s 	 P a r   l e s   d e u x 	 N a c h   b e i d e m 	 1>8<8  A?>A>10<8	 E n t r a m b i 	 (CDJGE'	 P o r   a m b o s 	 H e r   i k i s i y l e 	 B n g   c   h a i 	 D e n g a n   k e d u a n y a 	 M e l a l u i   k e d u a - d u a 	 &	K	(	K		  8	G		 	 	 	 M i n d k e t t Qv e l 	 	 	 	 M e t   b e i d e 	 	 	 P r i n   a m b e l e 	 	 	 	 	 	 -'5D  '2  G1  /H	 	 	 					  							  	 	 	 	 	 	 	 	 	 D e u r   a l b e i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r   a m b a s 
 
 S T R _ I D _ Z A K A T _ T O T A L _ A M O U N T 	 Z a k a t C a l c u l a t o r 	 I C O N T E X T 	 T o t a l   a m o u n t 	 T o t a l   a m o u n t 	 =~M	 ;`	 #4!21I+!	 C a n t i d a d   t o t a l   	 S o m m e   t o t a l e 	 G e s a m t b e t r a g 	 1I55  :>;8G5AB2>	 T o t a l e 	 'DCEJ)  'DCDJ)	 Q u a n t i d a d e   t o t a l 	 T o p l a m   t u t a r 	 T n g   s 	 J u m l a h   t o t a l 	 J u m l a h   k i r a a n 	 	A	2	  0	>	6	?		 	 	 	 T e l j e s    s s z e g 	 	 	 	 T o t a a l   b e d r a g 	 	 	 S u m   t o t a l 	 	 	   	 	 	 E(D:  D	 	 	 			  						  	 	 	 	 	 	 	 	 	 T o t a l e   b e d r a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a n t i a   t o t a l 
 
 S T R _ I D _ Z A K A T _ G O L D 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 G o l d 	 G o l d 	 ё	 ё	 -3	 O r o   	 O r 	 G o l d 	 >;>B>	 O r o 	 'D0G(	 O u r o 	 A l t 1n 	 V  n g 	 E m a s 	 E m a s 	 8	K	(	>		 	 	 	 A r a n y 	 	 	 	 G o u d 	 	 	 A u r 	 	 	 	 	 	 7D'	 	 	 					 	 	 	 	 	 	 	 	 G o u d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u r o 
 
 S T R _ I D _ Z A K A T _ S I L V E R 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 S i l v e r 	 S i l v e r 	 	 	 @4	 P l a t a   	 A r g e n t 	 S i l b e r 	 2 4   :0@0B0	 A r g e n t o 	 'DA6)	 P r a t a 	 G  m  _	 B c 	 P e r a k 	 P e r a k 	 	>		&	@		 	 	 	 E z  s t 	 	 	 	 Z i l v e r 	 	 	 A r g i n t 	 	 	 	 	 	 FB1G	 	 	 					 	 	 	 	 	 	 	 	 S i l w e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r a t e a d o 
 
 S T R _ I D _ Z A K A T _ 2 4 _ C A R A T 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 2 4   C a r a t 	 2 4   C a r a t 	 2 4 K 	 2 4 K 	 2 4   0#1	 2 4   k i l a t e s 	 2 4   C a r a t s 	 2 4   K a r a t 	 2 4   :0@0B0	 2 4   c a r a t i 	 2 4   BJ1'7	 2 4   Q u i l a t e s 	 2 4   A y a r 	 2 4   c a r a 	 2 4   K a r a t 	 2 4   K a r a t 	 2 4   	H	0	G			 	 	 	 2 4   k a r  t o s 	 	 	 	 2 4   k a r a a t 	 	 	 2 4   d e   c a r a t e 	 	 	 2 4   	 	 	 2 4   9'1	 	 	 		  							 	 	 	 	 	 	 	 	 2 4   K a r a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 4   q u i l a t e s 
 
 S T R _ I D _ Z A K A T _ C A S H 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 C a s h 	 C a s h 	 sё	 sё	 @4*	 E f e c t i v o   	 C a s h 	 B a r g e l d 	 0;8G=K5	 C o n t a n t i 	 FB/K'	 D i n h e i r o 	 N a k i t 	 T i n   m t 	 U a n g   t u n a i 	 T u n a i 	 (		&		 	 	 	 K  s z p  n z 	 	 	 	 K a s g e l d 	 	 	 B a n i   l i c h i z i 	 	 	 	 	 	 ~HD  FB/	 	 	 			  					 	 	 	 	 	 	 	 	 K o n t a n t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i n h e i r o 
 
 S T R _ I D _ Z A K A T _ 2 2 _ C A R A T 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 2 2   C a r a t 	 2 2   C a r a t 	 2 2 K 	 2 2 K 	 2 2   0#1	 2 2   k i l a t e s 	 2 2   C a r a t s 	 2 2   K a r a t 	 2 2   :0@0B0	 2 2   c a r a t i 	 2 2   BJ1'7	 2 2   Q u i l a t e s 	 2 2   A y a r 	 2 2   c a r a 	 2 2   K a r a t 	 2 2   K a r a t 	 2 2   	H	0	G			 	 	 	 2 2   k a r  t o s 	 	 	 	 2 2   k a r a a t 	 	 	 2 2   c a r a t e 	 	 	 2 2   	 	 	 2 2   9'1	 	 	 		  						  	 	 	 	 	 	 	 	 	 2 2   K a r a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 2   q u i l a t e s 
 
 S T R _ I D _ Z A K A T _ 1 8 _ C A R A T 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 1 8   C a r a t 	 1 8   C a r a t 	 1 8 K 	 1 8 K 	 1 8   0#1	 1 8   k i l a t e s 	 1 8   C a r a t s 	 1 8   K a r a t 	 1 8   :0@0B	 1 8   c a r a t i 	 1 8   BJ1'7	 1 8   Q u i l a t e s 	 1 8   A y a r 	 1 8   c a r a 	 1 8   K a r a t 	 1 8   K a r a t 	 1 8   	H	0	G			 	 	 	 1 8   k a r  t o s 	 	 	 	 1 8   k a r a a t 	 	 	 1 8   c a r a t e 	 	 	 1 8   	 	 	 1 8   9'1	 	 	 		  						  	 	 	 	 	 	 	 	 	 1 8   K a r a a t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 1 8   q u i l a t e s 
 
 S T R _ I D _ Z A K A T _ N O _ O F _ G M S 	 Z a k a t C a l c u l a t o r 	 I C O N T E X T 	 N o .   o f   g m s 	 N o .   o f   g m s 	 lQKQxe	 lQKQpe	 3'#1!	 C a n t i d a d   d e   g m s 	 N o .   d e   g m s 	 A n z a h l   a n   G r a m m 	 >;8G5AB2>  3@0<<>2	 N .   d i   g m s 	 9//  'D,1'E'*	 N .   d e   g m s 	 G r a m   s a y 1s 1	 S      q u  	 J u m l a h   g r a m 	 N o .   g r a m 	 	M	0	>	.	K		  	@	  8			M	/	>		 	 	 	  k k  v e k   s z  m a 	 	 	 	 A a n t a l   g r a m 	 	 	 N r .   d e   g r a m e 	 	 	     	 	 	 EB/'1  1E	 	 	 						  			  	 	 	 	 	 	 	 	 	 H o e v .   g r a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N    d e   g m s 
 
 S T R _ I D _ Z A K A T _ P E R S O N A L _ D E B T S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 P e r s o n a l   d e b t s 	 P e r s o n a l   d e b t s 	 PNPR	 *NN:PR	 +5I*H'1'	 D e u d a s   p e r s o n a l e s   	 D e t t e s   p e r s o n n e l l e s 	 P e r s  n l i c h e   S c h u l d e n 	 5@A>=0;L=K5  4>;38	 D e b i t i   p e r s o n a l i 	 'D/JHF  'D4.5J)	 D  v i d a s   p e s s o a i s 	 K i _i s e l   b o r  l a r 	 N   c    n h  n 	 H u t a n g   p r i b a d i 	 H u t a n g   p e r s e n d i r i a n 	 5	M	/		M	$	?		$	  	#		 	 	 	 S z e m  l y e s   t a r t o z  s o k 	 	 	 	 P e r s o o n l i j k e   s c h u l d e n 	 	 	 D a t o r i i   p e r s o n a l e 	 	 	   	 	 	 /HF  4.5	 	 	 									  		  	 	 	 	 	 	 	 	 	 P e r s o o n l i k e   s k u l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D  v i d a s   p e s s o a i s 
 
 S T R _ I D _ Z A K A T _ N I S A B 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T 	 N i s a b 	 N i s a b 	 n	 n/	 N i s a b 	 N i s a b   	 N i s a b 	 M i n d e s t a n z a h l 	 N i s a b 	 N i s a b 	 'DF5'(	 N i s a b 	 N i s a p 	 S   t i   t h i u 	 N i s a b 	 N i s a b 	 (	?	8	,		 	 	 	 N i s a b 	 	 	 	 N i s a b 	 	 	 N i s a b 	 	 	 	 	 	 -/F5'(  *9DB  2'*	 	 	 						 	 	 	 	 	 	 	 	 N i s a b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N i s a b 
 
 S T R _ I D _ Z A K A T _ P R I C E 	 Z a k a t C a l c u l a t o r 	 I C O N T E X T 	 P r i c e 	 P r i c e 	 P<h	 N<h	 #22	 P r e c i o   	 P r i x 	 P r e i s 	 &5=0	 P r e z z o 	 'D391	 P r e  o 	 F i y a t 	 G i  	 H a r g a 	 H a r g a 	 	@	.	$		 	 	 	  r 	 	 	 	 P r i j s 	 	 	 P r e c	 	 	 	 	 	 BE*	 	 	 				 	 	 	 	 	 	 	 	 P r y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e  o 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ S H E E P 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   s h e e p 	 T h e   n i s a b   o f   s h e e p   i s   4 0   s h e e p ,   a n d   1   s h e e p   z a k a t   f o r   4 0 ~ 1 2 0   s h e e p ,   2   s h e e p   z a k a t   f o r   1 2 1 ~ 2 0 0   s h e e p ,   3   s h e e p   z a k a t   f o r   2 0 1 ~ 3 9 9   s h e e p ,   a n d   1   s h e e p   z a k a t   f o r   e v e r y   h u n d r e d   s h e e p   a f t e r   4 0 0   s h e e p . 	 vnp4 0 4 0 1 2 0 Q1 )Y1 2 1 2 0 0 Q2 )Y2 0 1 3 9 9 Q3 )YQ4 0 0 Rk1 0 0 Q1 )Y0	 vn/:N4 0 S4 0 1 2 0 SQ1 S)Y1 2 1 2 0 0 SQ2 S)Y2 0 1 3 9 9 SQ3 S)YQ4 0 0 Rk1 0 0 SQ1 S)Y0	 n i s a b   -A07-A0  4 0   1',   A%0A0  1   z a k a t   *3+#1A0  4 0 ~ 1 2 0   1',   A0  2   z a k a t   *3+#1A0  1 2 1 ~ 2 0 0   1',   A0  3   z a k a t   *3+#1A0  2 0 1 ~ 3 9 9   1',   A%0A0  1   z a k a t   *3+#1A08#I-"1'+%12A0  4 0 0   1'	 E l   n i s a b   d e   l a s   o v e j a s   e s   4 0   o v e j a s ,   y   u n   a z a q u e   d e   1 o v e j a   p o r   4 0 ~ 1 2 0   o v e j a s ,   u n   a z a q u e   d e   2   o v e j a s   p o r   1 2 1 ~ 2 0 0   o v e j a s ,   u n   a z a q u e   d e   3   o v e j a s   p o r   2 0 1 ~ 3 9 9   o v e j a s ,   y   1   a z a q u e   d e   1   o v e j a   p o r   c a d a   c i e n   o v e j a s   p o r   e n c i m a   d e   l a s   4 0 0   o v e j a s .   	 L e   n i s a b   d e   m o u t o n s   e s t   d e   4 0   m o u t o n s ,   e t   u n   z a k a t   d e   1   m o u t o n   p o u r   4 0 - 1 2 0   m o u t o n s ,   u n   z a k a t   d e   2   m o u t o n s   p o u r   1 2 1 - 3 0 0   m o u t o n s ,   u n   z a k a t   d e   3   m o u t o n s   p o u r   2 0 1 - 3 9 9   m o u t o n s   e t   u n   z a k a t   d e   1   m o u t o n   p o u r   c h a q u e   c e n t a i n e   d e   m o u t o n s   a p r  s   4 0 0   m o u t o n s . 	 D i e   M i n d e s t a n z a h l   a n   S c h a f e n   s i n d   4 0   S c h a f e   u n d   1   S c h a f - P f l i c h t a b g a b e   f  r   4 0 ~ 1 2 0   S c h a f e ,   2   S c h a f - P f l i c h t a b g a b e n   f  r   1 2 1 ~ 2 0 0   S c h a f e ,   3   S c h a f - P f l i c h t a b g a b e n   f  r   2 0 1 ~ 3 9 9   S c h a f e   u n d   1   S c h a f - P f l i c h t a b g a b e   p r o   H u n d e r t   S c h a f e   n a c h   4 0 0   S c h a f e n . 	 	 I l   n i s a b   d i   p e c o r e      d i   4 0   p e c o r e   e   1   z a k a t   d i   p e c o r e   p e r   4 0 ~ 1 2 0   p e c o r e ,   2   z a k a t   d i   p e c o r e   p e r   1 2 1 ~ 2 0 0   p e c o r e ,   3   z a k a t   d i   p e c o r e   p e r   2 0 1 ~ 3 9 9   p e c o r e   e   1   z a k a t   d i   p e c o r e   p e r   o g n i   c e n t i n a i o   d i   p e c o r e   o l t r e   4 0 0   p e c o r e . 	 F5'(  'D:FE  GH  4 0   4')  H*CHF  'D2C')  4')  H'-/)  9F  4 0   %DI  1 2 0   4')  H4'*JF  9F  1 2 1 %DI  2 0 0   4')  H+D'+  4J'G  9F  2 0 1   %DI  3 9 9   4')  +E  (9/  0DC  *CHF  4')  H'-/)  9F  CD  1 0 0   4')  (9/  *,'H2  4 0 0   4'). 	 O   n i s a b   d e   o v e l h a s   s  o   4 0   o v e l h a s ,   e   z a k a t   d e   1   o v e l h a   p o r   4 0   a   1 2 0   o v e l h a s ,   z a k a t   d e   2   o v e l h a s   p o r   1 2 1   a   2 0 0   o v e l h a s ,   z a k a t   d e   3   o v e l h a s   p o r   2 0 1   a   3 9 9   o v e l h a s ,   e   z a k a t   d e   1   o v e l h a   p o r   c a d a   c e m   o v e l h a s   a c i m a   d e   4 0 0 . 	 K o y u n   n i s a b 1  4 0   k o y u n d u r ,   v e   1   k o y u n   4 0 ~ 1 2 0   k o y u n   i  i n   z e k a t   s a y 1l 1r ,   2   k o y u n   1 2 1 ~ 2 0 0   k o y u n   i  i n   z e k a t   s a y 1l 1r ,   3   k o y u n   2 0 1 ~ 3 9 9   k o y u n   i  i n   z e k a t   s a y 1l 1r   v e   4 0 0   k o y u n d a n   s o n r a   h e r   y  z   k o y u n   i  i n   1   k o y u n   z e k a t   s a y 1l 1r . 	 S   c u    n g   g  p   t   t h i n   t i   t h i u   l    4 0   c o n ,   v    1   c u   t   t h i n   b n g   4 0 ~ 1 2 0   c u ,   2   c u   t   t h i n   b n g   1 2 1 ~ 2 0 0   c u ,   3 t   t h i n   b n g   2 0 1 ~ 3 9 9   c u   v    1   c u   t   t h i n   b n g   m i   t r m   c u   s a u   4 0 0   c u . 	 N i s a b   d o m b a   a d a l a h   4 0   e k o r ,   s e r t a   z a k a t   1   e k o r   d o m b a   u n t u k   4 0 ~ 1 2 0   e k o r ,   z a k a t   2   e k o r   d o m b a   u n t u k   1 2 1 ~ 2 0 0   e k o r ,   z a k a t   3   e k o r   d o m b a   u n t u k   2 0 1 ~ 3 9 9   e k o r ,   d a n   z a k a t   1   e k o r   d o m b a   u n t u k   s e t i a p   s e r a t u s   d o m b a   s e t e l a h   4 0 0   e k o r . 	 N i s a b   k a m b i n g   i a l a h   4 0   k a m b i n g ,   d a n   z a k a t   1   k a m b i n g   u n t u k   4 0 ~ 1 2 0   k a m b i n g ,   z a k a t   2   k a m b i n g   u n t u k   1 2 1 - 2 0 0   k a m b i n g ,   z a k a t   3   k a m b i n g   u n t u k   2 0 1 ~ 3 9 9   k a m b i n g ,   d a n   z a k a t   1   k a m b i n g   u n t u k   s e t i a p   s e r a t u s   k a m b i n g   m e l e b i h i   4 0 0   k a m b i n g . 	 -	G	!	<	  	>	  (	?	8	,	  4 0   -	G	!	<	  9	H	,   	0	  4 0 ~ 1 2 0   -	G	!	<	  	G	  2	?		  1   -	G	!	<	  	@	  	<		$	,   1 2 1 ~ 2 0 0   -	G	!	<	  	G	  2	?		  2   -	G	!	<	  	@	  	<		$	,   2 0 1 ~ 3 9 9   -	G	!	<	  	G	  2	?		  3   -	G	!	<	  	@	  	<		$	,   	0	  4 0 0   8	G	  	'	?		  -	G	!	<	K		  	G	  2	?		  9	0	  8	L	  -	G	!	<	  *	0	  1   -	G	!	<	  	@	  	<		$	d		 	 	 	 4 0   b i r k a   t e s z   k i   e g y   b i r k a - n i s a b o t ,   4 0 ~ 1 2 0   b i r k a   t e s z   k i   1   b i r k a - z a k a t o t ,   1 2 1 ~ 2 0 0   b i r k a   t e s z   k i   2   b i r k a - z a k a t o t ,   2 0 1 ~ 3 9 9   b i r k a   t e s z   k i   3   b i r k a - z a k a t o t    s   m i n d e n   4 0 0   b i r k a   f e l e t t i   1 0 0   b i r k a   t e s z   k i   1   b i r k a - z a k a t o t . 	 	 	 	 D e   n i s a b   v a n   s c h a a p   i s   4 0   s c h a p e n   e n   1   s c h a a p   z a k a t   v o o r   4 0 ~ 1 2 0   s c h a p e n ,   2   s c h a a p   z a k a t   v o o r   1 2 1 ~ 2 0 0   s c h a p e n ,   3   s c h a a p   z a k a t   v o o r   2 0 1 ~ 3 9 9   s c h a p e n   e n   1   s c h a a p   z a k a t   v o o r   e l k e   1 0 0   s c h a p e n   v a n a f   4 0 0 . 	 	 	 N i s a b - u l   p e n t r u   o i   e s t e   d e   4 0   d e   o i   _i   o   o a i e   z a k a t   p e n t r u   4 0 ~ 1 2 0   d e   o i ,   2   o i   z a k a t   p e n t r u   1 2 1 ~ 2 0 0   o i ,   3   o i   z a k a t   p e n t r u   2 0 1 ~ 3 9 9   d e   o i   _i   o   o a i e   z a k a t   p e n t r u   f i e c a r e   s u t   d e   o i   p e s t e   4 0 0   d e   o i . 	 	 	         4 0   ,               4 0 ~ 1 2 0   ,   2           1 2 1 ~ 2 0 0   ,   3           2 0 1 ~ 3 9 9   ,                     4 0 0   . 	 	 	 -/F5'(  *9DB  2'*  (1  H3AF/  4 0   1#3  (H/G  H  2'*  H',(  (1  4 0   *'  1 2 0   1#3  1   H3AF/  H  (1'  1 2 1   *'  2 0 0   1#3  2   H3AF/  (1'  2 0 1   *'  3 9 9   1#3  3   H3AF/  H  'A2HF  (1  4 0 0   1#3  (#2'  G1  5/  1#3    H3AF/  2'*  *9DB  E1/. 	 	 	 					  								  							  						  					  				  				,   			  		~ 					  					  								  					  			  			  				,   			~ 					  					  				  					  					  	  				,   			~ 					  					  				  					  			  	  				,   			  					  					  		  					  			  					  				  			  			  				  					  				  			d		 	 	 	 	 	 	 	 	 D i e   n i s a b   v a n   s k a p e   i s   4 0   s k a p e ,   e n   1   s k a a p   z a k a t   v i r   4 0 ~ 1 2 0   s k a p e ,   2   s k a a p   z a k a t   v i r   1 2 1 ~ 2 0 0   s k a p e ,   3   s k a a p   z a k a t   v i r   2 0 1 ~ 3 9 9   s k a p e ,   e n   1   s k a a p   z a k a t   v i r   e l k e   h o n d e r d   s k a p e   n a   4 0 0   s k a p e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   n i s a b   d e   o v e l h a s      d e   4 0   o v e l h a s   e   1   z a k a t   d e   o v e l h a      d e   4 0   a   1 2 0   o v e l h a s ,   2   z a k a t   d e   o v e l h a   p a r a   1 2 1   a   2 0 0   o v e l h a s ,   3   z a k a t   d e   o v e l h a   p a r a   2 0 1   a   3 9 9   o v e l h a s ,   e   1   z a k a t   d e   o v e l h a   p a r a   c a d a   c e n t e n a   d e   o v e l h a s   a p  s   4 0 0   o v e l h a s . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ C O W S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   c o w 	 T h e   n i s a b   o f   c o w   i s   3 0   c o w s ,   a n d   1   1 - y e a r - o l d   c o w   o r   c a l f   z a k a t   f o r   3 0 ~ 3 9   c o w s ,   1   2 - y e a r - o l d   c o w   z a k a t   f o r   4 0 ~ 5 9   c o w s ,   2   1 - y e a r - o l d   c o w s   o r   c a l v e s   z a k a t   f o r   6 0 ~ 6 9   c o w s ,   1   1 - y e a r - o l d   c o w   o r   c a l f   a n d   1   2 - y e a r - o l d   c o w   z a k a t   f o r   7 0 ~ 7 9   c o w s ,   2   2 - y e a r - o l d   c o w s   z a k a t   f o r   8 0 ~ 8 9   c o w s ,   a n d   i f   c o u n t   o f   c o w   e x c e e d   8 9 ,   1   1 - y e a r - o l d   c o w   o r   c a l f   z a k a t   f o r   e v e r y   3 0   c o w s   a n d   1   2 - y e a r - o l d   c o w   z a k a t   f o r   e v e r y   4 0   c o w s . \ n 	 [rvnp3 0 -3 0 3 9 -[rQ1 - Nrk[rb[rr)Y4 0 5 9 -[rQ1 -iQrk[r)Y6 0 6 9 -[rQ2 - Nrk[rb[rr)Y7 0 7 9 -[rQ1 - Nrk[rb[rrT1 -iQrk[r)Y8 0 8 9 -[rQ2 -iQrk[r)YYg[rxeϑN8 9 k3 0 -Q1 - Nrk[rb[rr)Yk4 0 -Q1 -iQrk[r)Y0\ n 	 [rvn/:N3 0 4Y3 0 3 9 4Y[rQ1 4Y N\[rb[rr)Y4 0 5 9 4Y[rQ1 4Y$N\[r)Y6 0 6 9 4Y[rQ2 4Y N\[rb[rr)Y7 0 7 9 4Y[rQ1 4Y N\[rb[rrT1 4Y$N\[r)Y8 0 8 9 4Y[rQ2 4Y$N\[r)YYg[rpeϑǏ8 9 k3 0 4YQ1 4Y N\[rb[rr)Yk4 0 4YQ1 4Y$N\[r)Y0\ n 	 n i s a b   -'1'7-'1'  3 0   1',   A%0  z a k a t   '1'+#7-%9'1'-2"8  1   5  1   1'*3+#1'1'  3 0 ~ 3 9   1',   z a k a t   '1'-2"8  2   5  1   1'*3+#1'1'  4 0 ~ 5 9   1',   z a k a t   '1'+#7-%9'1'-2"8  1   5  2   1'*3+#1'1'  6 0 ~ 6 9   1',   z a k a t   '1'+#7-%9'1'-2"8  1   5  1   1'A%0'1'  2   5  1   1'*3+#1'1'  7 0 ~ 7 9   1',   z a k a t   '1'-2"8  2   5  2   1'*3+#1'1'  8 0 ~ 8 9   1',   A%0I21'1'5H@4  8 9   1',   z a k a t   '1'+#7-%9'1'-2"8  1   5  1   1'*3+#1'1'8F  3 0   1'  A%0  z a k a t   '1'-2"8  2   5  1   1'*3+#1'1'8F  4 0   1'\ n 	 E l   n i s a b   d e   l a s   v a c a s   e s   3 0   v a c a s ,   y   u n   a z a q u e   d e   1   v a c a   o   t e r n e r o   d e   1   a  o   p o r   3 0 ~ 3 9   v a c a s ,   u n   a z a q u e   d e   1   v a c a   o   t e r n e r o   d e   2   a  o s   p o r   4 0 ~ 5 9   v a c a s ,   u n   a z a q u e   d e   2   v a c a s   o   t e n e r o s   d e   1   a  o   p o r   6 0 ~ 6 9   v a c a s ,   u n   a z a q u e   d e   1   v a c a   o   t e r n e r o   d e   1   a  o   y   u n   a z a q u e   d e   1   v a c a   d e   2   a  o s   p o r   7 0 ~ 7 9   v a c a s ,   u n   a z a q u e   d e   2   v a c a s   d e   2   a  o s   p o r   8 0 ~ 8 9   v a c a s ,   y   p a r a   l a s   v a c a s   p o r   e n c i m a   d e   l a s   8 9   v a c a s ,   u n   a z a q u e   d e   1   v a c a   o   t e r n e r o   d e   1   a  o   p o r   c a d a   3 0   v a c a s   y   u n   a z a q u e   d e   1   v a c a   d e   2   a  o s   p o r   c a d a   4 0   v a c a s . \ n 	 L e   n i s a b   d e   v a c h e s   e s t   d e   3 0   v a c h e s ,   e t   u n   z a k a t   d  1   v a c h e   d  1   a n   o u   u n   v e a u   p o u r   3 0 ~ 3 9   v a c h e s ,   u n   z a k a t   d  1   v a c h e   d e   2   a n s   p o u r   4 0 ~ 5 9   v a c h e s ,   u n   z a k a t   d e   2   v a c h e s   d  1   a n   o u   d e s   v e a u x   p o u r   6 0 ~ 6 9   v a c h e s ,   u n   z a k a t   d  1   v a c h e   d  1   a n   o u   u n   v e a u   e t   1   v a c h e   d e   2   a n s   p o u r   7 0 ~ 7 9   v a c h e s ,   u n   z a k a t   d e   2   v a c h e s   d e   2   a n s   p o u r   8 0 ~ 8 9   v a c h e s ,   e t   s i   l e   n o m b r e   d e   v a c h e s   d  p a s s e   8 9 ,   u n   z a k a t   d  1   v a c h e   d  1   a n   o u   u n   v e a u   p o u r   c h a q u e   t r e n t a i n e   d e   v 6 a c h e s   e t   u n   z a k a t   d e   1   v a c h e   d e   2   a n s   p o u r   c h a q u e   q u a r a n t a i n e   d e   v a c h 	 D i e   M i n d e s t a n z a h l   a n   K  h e n   s i n d   3 0   K  h e   u n d   1   1 - j  h r i g e   K u h -   o d e r   K a l b P f l i c h t a b g a b e   f  r   3 0 ~ 3 9   K  h e ,   1   2 - j  h r i g e   K u h - P f l i c h t a b g a b e   f  r   4 0 ~ 5 9   K  h e ,   2   1 - j  h r i g e   K u h -   o d e r   K a l b - P f l i c h t a b g a b e n   f  r   6 0 ~ 6 9   K  h e ,   1   1 - j  h r i g e   K u h -   o d e r   K a l b -   u n d   1   2 - j  h r i g e   K u h - P f l i c h t a b g a b e   f  r   7 0 ~ 7 9   K  h e ,   2   2 - j  h r i g e   K u h - P f l i c h t a b g a b e n   f  r   8 0 ~ 8 9   K  h e ,   u n d   w e n n   d i e   A n z a h l   a n   K  h e n   8 9    b e r s c h r e i t e t ,   1   1 - j  h r i g e   K u h -   o d e r   K a l b - P f l i c h t a b g a b e   p r o   3 0   K  h e   u n d   1   2 - j  h r i g e   K u h - P f l i c h t a b g a b e   p r o   4 0   K  h e . \ n 	 	 I l   n i s a b   d i   m u c c h e      d i   3 0   m u c c h e   e   1   z a k a t   m u c c a   d i   1   a n n o   o   v i t e l l o   p e r   3 0 ~ 3 9   m u c c h e ,   1   z a k a t   m u c c a   d i   2   a n n i   p e r   4 0 ~ 5 9 ,   2   z a k a t   m u c c h e   d i   1   a n n o   o   z a k a t   v i t e l l i   p e r   6 0 ~ 6 9   m u c c h e ,   1   m u c c a   d i   1   a n n o   o   v i t e l l o   e   1   z a k a t   m u c c a   d i   2   a n n i   p e r   7 0 ~ 7 9   m u c c h e ,   2   z a k a t   m u c c h e   d i   2   a n n i   p e r   8 0 ~ 8 9   m u c c h e   e ,   s e   i l   n u m e r o   d e l l e   m u c c h e      s u p e r i o r e   a   8 9 ,   1   z a k a t   m u c c a   d i   1   a n n o   o   v i t e l l o   p e r   o g n i   3 0   m u c c h e   e   1   z a k a t   m u c c a   d i   2   a n n i   p e r   4 0   m u c c h e . \ n 	 F5'(  'D(B1  GH  3 0   (B1)  H%0'  C'F  'D9//  EF  3 0   %DI  3 9   *CHF  'D2C')  (B1)  H'-/)  9E1G'  3F)  H'-/)  (B1)  H'-/)  9E1G'  3F*'F  EF4 0   %DI  5 9   (B1)  H(B1*'F  9E1GE'  3F)  H'-/)  EF  6 0   %DI  6 9   H(B1)  H'-/)  9E1G'  3F)  H'-/)  H#.1I  9E1G'  3F*'F  EF  7 0   %DI  7 9   H(B1*'F  9E1GE'  3F*'F  EF  8 0   %DI  8 9   H%0'  *,'H2  'D9//  8 9   *CHF  GF'C  (B1)  H'-/)  9E1G'  3F)  H'-/)  DCD  3 0   (B1)  H(B1)  9E1G'  3F*'F  DCD  4 0   (B1). \ n 	 O   n i s a b   d e   v a c a s   s  o   3 0   v a c a s ,   e   z a k a t   d e   1   v a c a   o u   b e z e r r o   c o m   1   a n o   p o r   3 0   a   3 9   v a c a s ,   z a k a t   d e   1   v a c a   c o m   2   n o s   p o r   4 0   a   5 9   v a c a s ,   z a k a t   d e   2   v a c a s   o u   b e z e r r o s   c o m   1   a n o   p o r   6 0   a   6 9   v a c a s ,   z a k a t   d e   1   v a c a   o u   b e z e r r o   c o m   1   a n o   e   1   v a c a   c o m   2   a n o s   p o r   7 0   a   7 9 ,   z a k a t   d e   2   v a c a s   c o m   2   a n o s   p o r   8 0   a   8 9   v a c a s   e   s e   a   c o n t a g e m   d e   v a c a s   e x c e d e r   8 9 ,   z a k a t   d e   1   v a c a   o u   b e z e r r o   c o m   u m   a n o   p o r   c a d a   3 0   v a c a s   e   1   v a c a   c o m   2   a n o s   p o r   c a d a   4 0   v a c a s . \ n 	 0n e i n   n i s a b 1  3 0   i n e k t i r   v e   3 0 ~ 3 9   k o y u n   i  i n   1   y a _1n d a   1   i n e k   v e y a   b u z a 1  z e k a t   s a y 1l 1r ,   4 0 ~ 5 9   i n e k   i  i n   2   y a _1n d a   1   i n e k   z e k a t   s a y 1l 1r ,   6 0 ~ 6 9   i n e k   i  i n   1   y a _1n d a   2   i n e k   v e y a   b u z a 1  z e k a t   s a y 1l 1r ,   7 0 ~ 7 9   i n e k   i  i n   1   y a _1n d a   1   i n e k   v e y a   b u z a 1  v e   2   y a _1n d a   1   i n e k   z e k a t   s a y 1l 1r ,   8 0 ~ 8 9   i n e k   i  i n   2   y a _1n d a   2   i n e k   z e k a t   s a y 1l 1r ,   v e   i n e k   s a y 1s 1  8 9 ' u   g e  e r s e ,   h e r   3 0   i n e k   i  i n   1   y a _1n d a   1   i n e k   v e y a   b u z a 1  v e   h e r   4 0   i n e k   i  i n   2   y a _1n d a   1   i n e k   z e k a t   s a y 1l 1r . \ n 	 S   b    c  i    n g   g  p   t   t h i n   t i   t h i u   l    3 0   c o n ,   v    1   b    c  i   h o c   b    t   t h i n   1   t u i   b n g   3 0 ~ 3 9   b    c  i ,   1   b    c  i   t   t h i n   2   t u i   b n g   4 0 ~ 5 9   b    c  i ,   2   b    c  i   h o c   b    t   t h i n   1   t u i   b n g   6 0 ~ 6 9   b    c  i ,   1   b    c  i   h o c   b    t   t h i n   1   t u i   v    1   b    c  i   t   t h i n   2   t u i   b n g   7 0 ~ 7 9   b    c  i ,   2   b    c  i   t   t h i n   2   t u i   b n g   8 0 ~ 8 9   c o n ,   v    n u   s   b    c  i   v t   q u    8 9 ,   1   b    c  i   h o c   b    t   t h i n   1   t u i   b n g   m i   3 0   b    c  i   v    1   b    c  i   t   t h i n   2   t u i   b n g   m i   4 0   b    c  i . \ n 	 N i s a b   s a p i   a d a l a h   3 0   e k o r ,   s e r t a   z a k a t   1   e k o r   s a p i   b e r u s i a   1   t a h u n   a t a u   a n a k   s a p i   u n t u k   3 0 ~ 3 9   e k o r ,   z a k a t   1   e k o r   s a p i   b e r u s i a   2   t a h u n   u n t u k   4 0 ~ 5 9   e k o r ,   z a k a t   2   e k o r   s a p i   b e r u s i a   1   t a h u n   a t a u   a n a k   s a p i   u n t u k   6 0 ~ 6 9   e k o r ,   z a k a t   1   e k o r   s a p i   b e r u s i a   1   t a h u n   a t a u   a n a k   s a p i   d a n   1   e k o r   s a p i   b e r u s i a   2   t a h u n   u n t u k   7 0 ~ 7 9   e k o r ,   z a k a t   2   e k o r   s a p i   b e r u s i a   2   t a h u n   u n t u k   8 0 ~ 8 9   e k o r ,   s e r t a   j i k a   j u m l a h   s a p i   m e l e b i h i   8 9   e k o r ,   z a k a t   1   e k o r   s a p i   b e r u s i a   1   t a h u n   a t a u   a n a k   s a p i   u n t u k   s e t i a p   3 0   e k o r   d a n   z a k a t   1   e k o r   s 	 N i s a b   l e m b u   i a l a h   3 0   l e m b u ,   d a n   z a k a t   1   l e m b u   a t a u   a n a k   l e m b u   b e r u m u r   s e t a h u n   u n t u k   3 0 ~ 3 9   l e m b u ,   z a k a t   1   l e m b u   b e r u m u r   2   t a h u n   u n t u k   4 0 ~ 5 9   l e m b u ,   z a k a t   2   l e m b u   a t a u   a n a k   l e m b u   b e r u m u r   s e t a h u n   u n t u k   6 0 ~ 6 9   l e m b u ,   z a k a t   1   l e m b u   a t a u   a n a k   l e m b u   b e r u m u r   s e t a h u n   d a n   1   l e m b u   b e r u m u r   2   t a h u n   u n t u k   7 0 ~ 7 9   l e m b u ,   z a k a t   2   l e m b u   b e r u m u r   2   t a h u n   u n t u k   8 0 ~ 8 9   l e m b u ,   d a n   j i k a   p e n g i r a a n   l e m b u   m e l e b i h i   8 9   e k o r ,   z a k a t   1   l e m b u   a t a u   a n a k   l e m b u   b e r u m u r   s e t a h u n   u n t u k   s e t i a p   3 0   l e m b u   d a n   z a k a t   1   l e m b u   b e r u m u r   2   t a h u n   u 	 	>	/	  	>	  (	?	8	,	  3 0   	>	/	G		  9	H		,   	0	  3 0 ~ 3 9   	>	/	K		  	G	  2	?		  1   1 - 5	0	M	7	  	@	  	/	A	  5	>	2	@	  	>	/	  /	>	  ,		!	<	G	  	@	  	<		$	,   4 0 ~ 5 9   	>	/	K		  	G	  2	?		  1   2 - 5	0	M	7	  	@	  	>	/	  	@	  	<		$	,   6 0 ~ 6 9   	>	/	K		  	G	  2	?		  2   1 - 5	0	M	7	  	@	  	>	/	  /	>	  ,		!	<	G	  	@	  	<		$	,   7 0 ~ 7 9   	>	/	K		  	G	  2	?		  1   1 - 5	0	M	7	  	@	  	>	/	  /	>	  ,		!	<	G	  /	>	  1   2 - 5	0	M	7	  	@	  	>	/	  	@	  	<		$	,   8 0 ~ 8 9   	>	/	K		  	G	  2	?		  2   2 - 5	0	M	7	  	@	  	>	/	  	@	  	<		$	,   	0	  /	&	?	  	>	/	K		  	@	  8			M	
 /	>	  8 9   8	G	  	'	?		  9	K	,   $	K	  9	0	  3 0   	>	/	K		  	G	  2	?		  1   1 - 5	0	M	7	  	@	  	>	/	  /	>	  ,		!	<	G	  	@	  	<		$	  	0	  9	0	  4 0   	>	/	K		  	G	  2	?		  1   2 - 5	0	M	7	  	@	  	>	/	  	@	  	<		$	\ n 	 	 	 	 3 0   b i r k a   t e s z   k i   e g y   t e h  n - n i s a b o t ,   3 0 ~ 3 9   t e h  n   t e s z   k i   1   1    v e s   t e h  n -   v a g y   b o r j  - z a k a t o t ,   4 0 ~ 5 9   t e h  n   t e s z   k i   1   2    v e s   t e h  n - z a k a t o t ,   6 0 ~ 6 9   t e h  n   t e s z   k i   2   1    v e s   t e h  n -   v a g y   b o r j  - z a k a t o t ,   7 0 ~ 7 9   t e h  n   t e s z   k i   1   1    v e s   t e h  n -   v a g y   b o r j  - z a k a t o t    s   1   2    v e s   t e h  n - z a k a t o t ,   8 0 ~ 8 9   t e h  n   t e s z   k i   2   2    v e s   t e h  n - z a k a t o t ,    s   h a   a   t e h e n e k   s z  m a   m e g h a l a d j a   a   8 9 - e t ,   m i n d e n   3 0   t e h  n r e   1   1    v e s   t e h  n -   v a g y   b o r j  - z a k a t   j u t ,   i l l e t v e   m i n d e n   4 0   t e h  n r e   1   2    v e s   t e h  n - z a k a t   j u t . \ n 	 	 	 	 D e   v a n   k o e   i s   3 0   k o e i e n ,   e n   1   e e n j a r i g e   k o e   o f   k a l f   z a k a t   v o o r   3 0 ~ 3 9   k o e i e n ,   1   t w e e j a r i g e   k o e   z a k a t   v o o r   4 0 ~ 5 9   k o e i e n ,   2   e e n j a r i g e   k o e i e n   o f   k a l v e r e n   z a k a t   v o o r   6 0 ~ 6 9   k o e i e n ,   1   e e n j a r i g e   k o e   o f   k a l f   e n   1   t w e e j a r i g e     k o e   z a k a t   v o o r   7 0 ~ 7 9   k o e i e n ,   2   t w e e j a r i g e   k o e i e n   z a k a t   v o o r   8 0 ~ 8 9   k o e i e n ,   e n   a l s   h e t   a a n t a l   k o e i e n   h o g e r   i s   d a n   d a n   8 9 ,   1   e e n j a r i g e   k o e   o f   k a l f   z a k a t   v o o r   e l k e   3 0   k o e i e n   e n   1   t w e e j a r i g e   k o e   z a k a t   v o o r   e l k e   4 0   k o e i e n . \ n 	 	 	 N i s a b - u l   p e n t r u   v i t e   e s t e   d e   3 0   d e   v i t e   _i   o   v i t   d e   1   a n   s a u   u n   v i ce l   z a k a t   p e n t r u   3 0 ~ 3 9   d e   v i t e ,   o   v i t   d e   2   a n i   z a k a t   p e n t r u   4 0 ~ 5 9   d e   v i t e ,   d o u   v i t e   d e   1   a n   s a u   d o i   v i ce i   z a k a t   p e n t r u     6 0 ~ 6 9   d e   v i t e ,   o   v i t   d e   1   a n   s a u   u n   v i ce l   _i   o   v i t   d e   2   a n i   z a k a t   p e n t r u   7 0 ~ 7 9   d e   v i t e ,   d o u   v i t e   d e   2   a n i   z a k a t   p e n t r u   8 0 ~ 8 9   d e   v i t e ,   i a r   d a c   n u m r u l   v i t e l o r   d e p _e _t e   8 9 ,   o   v i t   d e   1   a n   s a u   u n   v i ce l   z a k a t   p e n t r u   f i e c a r e   3 0   d e   v i t e   _i   o   v i t   d e   2   a n i   z a k a t   p e n t r u   f i e c a r e   4 0   d e   v i t e . \ n 	 	 	         3 0   ,                       3 0 ~ 3 9   ,                 4 0 ~ 5 9   ,   2                   6 0 ~ 6 9   ,                         7 0 ~ 7 9   ,   2               8 0 ~ 8 9   ,             8 9 ,                     3 0                   4 0   . \ n 	 	 	 -/F5'(  *9DB  2'*  (1  'H  3 0   1#3  (H/G  H  (1  3 0   *'  3 9   1"3  1   'H  '  H3'DG  1   3'DG  (1'  4 0   *'  5 9   1#3  1   'H  2   3'DG  (1'  6 0   *'  6 9   1#3  2   'H  '  H3'DG  1   3'DG  (1'  7 0   *'  7 9   1#3  1   'H  '  H3'DG  1   3'DG  H  1   'H  2   3'DG  (1'  8 0   *'  8 9   1#3  2   'H  3  3'DG  H  F'FG  4E'1  'HG'  (4  '2  8 9   1#3  ('4/  (#2'  G1  3 0   1#3  /1  1   'H  '  H3'DG  1   3'DG  H  (#2'  G1  4 0   1#3  (4*1  1   'H  2   3'DG  2'*  H',(  E1//. / n 	 	 	 				  								  							  						  					  				  			,   		~ 				  				  				  	  			  				  			  			  		  					  					  				  			,   		~ 				  				  				  					  			  	  			  				  			  			,   		~ 				  				  				  					  			  	  			  				  			  			  		  					,   		~ 				  				  				  					  			  			  	  			  				  			  		  					  			  			  	  			  				  			,   		~ 				  				  				  	  			  				  			  			  			  			  				  						  				  							  			  					  					  		  				  				  			  	  			  				  			  		  					  			  					  		  				  				  			  	  			  				  			d	  \ n 	 	 	 	 	 	 	 	 	 D i e   n i s a b   v a n   ' n   k o e i   i s   3 0   k o e i e ,   e n   1   e e n   j a a r   o u e   k o e i   o f   k a l f   z a k a t   v i r   3 0 ~ 3 9   k o e i e ,   1   t w e e   j a a r   o u e   k o e i   z a k a t   v i r   4 0 ~ 5 9   k o e i e ,   2   e e n   j a a r   o u e   k o e i e   o f   k a l w e r s   v i r   6 0 ~ 6 9   k o e i e ,   1   e e n   j a a r   o u e   k o e i   o f   k a l f   e n   1   t w e e   j a a r   o u e   k o e i   z a k a t   v i r   7 0 ~ 7 9   k o e i e ,   2   t w e e   j a a r   o u e   k o e i e   z a k a t   v i r   8 0 ~ 8 9   k o e i e ,   e n   i n d i e n   g e t a l   k o e i e   8 9   o o r s k r y ,   1   e e n   j a a r   o u e   k o e i   o f   k a l f   z a k a t   v i r   e l k e   3 0   k o e i e   e n   1   t w e e   j a a r   o u e   k o e i   z a k a t   v i r   e l k e   4 0   k o e i e . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   n i s a b   d e   v a c a      d e   3 0   v a c a s ,   e   1   z a k a t   d e   v a c a   o u   b e z e r r o   d e   1   a n o   p a r a   3 0   a   3 9   v a c a s ,   1   z a k a t   d e   v a c a   d e   2   a n o s   p a r a   4 0   a   5 9   v a c a s ,   2   z a k a t   d e   v a c a s   o u   c a l v e s   d e   1   a n o   p a r a   6 0   a   6 9   v a c a s ,   1   z a k a t   d e   v a c a   o u   b e z e r r o   d e   1   a n o   e   1   z a k a t   d e   v a c a   d e   2   a n o s   p a r a   7 0   a   7 9   v a c a s ,   2   z a k a t   d e   v a c a s   d e   2   a n o s   p a r a   8 0   a   8 9   v a c a s ,   e   s e   a   c o n t a g e m   d e   v a c a s   e x c e d e r   8 9 ,   1   z a k a t   d e   v a c a   o u   b e z e r r o   d e   1   a n o   p a r a   c a d a   3 0   v a c a s   e   1   z a k a t   d e   v a c a   d e   2   a n o s   p a r a   c a d a   4 0   v a c a s . \ n 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ C A M E L S _ T W O 	 U n d e f i n e d 	 U N L I M 	 D e s c r i p t i o n   f o r   c a m e l s 	 2   3 - y e a r - o l d   c a m e l s   z a k a t   f o r   9 1 ~ 1 2 0   c a m e l s ,   a n d   i f   c o u n t   o f   c a m e l s   e x c e e d s   1 2 0 ,   1   2 - y e a r - o l d   c a m e l   z a k a t   f o r   e v e r y   4 0   c a m e l s   a n d   1   3 - y e a r - o l d   c a m e l   z a k a t   f o r   e v e r y   5 0   c a m e l s . \ n 	 9 1 1 2 0 \ݙQ2 \	Nrkݙ)YYgݙxeϑN1 2 0 k4 0 \Q1 \iQrkݙ)Yk5 0 \Q1 \	Nrkݙ)Y0\ n 	 9 1 1 2 0 \|Q2 \	N\|)YYg|peϑǏ1 2 0 k4 0 \Q1 \$N\|)Yk5 0 \Q1 \	N\|)Y0\ n 	 z a k a t   -9-2"8  3   5  2   1'*3+#1-9  9 1 ~ 1 2 0   1',   A%0I21-95H@4  1 2 0   1',   z a k a t   -9-2"8  2   5  1   1'*3+#1-98F  4 0   1'  A%0  z a k a t   -9-2"8-2"8  3   5  1   1'*3+#1-98F  5 0   1'\ n 	 A z a q u e   d e   c a m e l l o s   d e   2   3 - a  o s   p o r   9 1 ~ 1 2 0   c a m e l l o s ,   s i   l a   c a n t i d a d   d e   c a m e l l o s   s o b r e p a s a   l o s   1 2 0 ,   u n   a z a q u e   d e   1   c a m e l l o   d e   2   a  o s   p o r   c a d a   4 0   c a m e l l o s   y   u n   a z a q u e   d e   u n   c a m e l l o   d e   3   a  o s   p o r   c a d a   5 0   c a m e l l o s . \ n 	 U n   z a k a t   d e   2   c h a m e a u x   d e   3   a n s   p o u r   9 1 - 1 2 0   c h a m e a u x ,   e t   s i   l e   n o m b r e   d e   c h a m e a u x   d  p a s s e   1 2 0 ,   u n   z a k a t   d e   1   c h a m e a u   d e   2   a n s   p o u r   c h a q u e   q u a r a n t a i n e   d e   c h a m e a u   e t   1   c h a m e a u   d e   3   a n s   p o u r   c h a q u e   c i n q u a n t a i n e   d e   c h a m e a u x . \ n 	 2   3 - j  h r i g e   K a m e l - P f l i c h t a b g a b e n   f  r   9 1 ~ 1 2 0   K a m e l e   u n d   w e n n   d i e   A n z a h l   a n   K a m e l e n   1 2 0    b e r s c h r e i t e t ,   1   2 - j  h r i g e   K a m e l - P f l i c h t a b g a b e   p r o   4 0   K a m e l e   u n d   1   3 - j  h r i g e   K a m e l - P f l i c h t a b g a b e   p r o   5 0   K a m e l e . \ n 	 	 2   z a k a t   c a m m e l l i   d i   3   a n n i   p e r   9 1 ~ 1 2 0   c a m m e l l i   e ,   s e   i l   c o n t e g g i o   d e i   c a m m e l l i      s u p e r i o r e   a   1 2 0 ,   1   z a k a t   c a m m e l l o   d i   2   a n n i   p e r   o g n i   4 0   c a m m e l l i   e   1   z a k a t   c a m m e l l o   d i   3   a n n i   p e r   o g n i   5 0   c a m m e l l i . \ n 	 *CHF  'D2C')  F'B*JF  9E1GE'  3   3FH'*  EF  9 1   %DI  1 2 0   ,ED  H%0'  *9/I  E,EH9  'D,E'D  1 2 0   JCHF  GF'C  F'B)  9E1G'  3F*'F  DCD  4 0   ,ED  HF'B)  H'-/)  9E1G'  3   3FH'*  DCD  5 0   ,ED. \ n 	 z a k a t   d e   2   c a m e l o s   c o m   3   a n o s   p o r   9 1   a   1 2 0   c a m e l o s ,   e   s e   a   c o n t a g e m   d e   c a m e l o s   e x c e d e r   1 2 0 ,   z a k a t   d e   1   c a m e l o   c o m   2   a n o s   p o r   c a d a   4 0   c a m e l o s   e   1   c a m e l o   c o m   3   a n o s   p o r   c a d a   5 0   c a m e l o s . \ n 	 9 1 ~ 1 2 0   d e v e   i  i n   3   y a _1n d a   2   d e v e   z e k a t   s a y 1l 1r ,   v e   e e r   d e v e   s a y 1s 1  1 2 0 ' y i   g e  e r s e   h e r   4 0   d e v e   i  i n   2   y a _1n d a   1   d e v e   v e   h e r   5 0   d e v e   i  i n   3   y a _1n d a   1   d e v e   z e k a t   s a y 1l 1r . \ n 	 2   l c      t   t h i n   3   t u i   b n g   9 1 ~ 1 2 0   l c    ,   v    n u   s   l c        v t   q u    1 2 0   c o n ,   1   l c      t   t h i n   2   t u i   b n g   m i   4 0   l c      v    1   l c      t   t h i n   3   t u i   b n g   m i   5 0   l c    . \ n 	 Z a k a t   2   e k o r   u n t a   b e r u s i a   3   t a h u n   u n t u k   s e t i a p   9 1 ~ 1 2 0   e k o r ,   d a n   j i k a   j u m l a h   u n t a   m e l e b i h i   1 2 0   e k o r ,   z a k a t   1   e k o r   u n t a   b e r u s i a   2   t a h u n   u n t u k   s e t i a p   4 0   e k o r   d a n   z a k a t   1   e k o r   u n t a   b e r u s i a   3   t a h u n   u n t u k   s e t i a p   5 0   e k o r . \ n 	 Z a k a t   2   u n t a   b e r u m u r   3   t a h u n   u n t u k   9 1 ~ 1 2 0   u n t a ,   d a n   j i k a   p e n g i r a a n   u n t a   m e l e b i h i   1 2 0 ,   z a k a t   1   u n t a   b e r u m u r   2   t a h u n   u n t u k   s e t i a p   4 0   u n t a   d a n   z a k a t   1   u n t a   b e r u m u r   3   t a h u n   u n t u k   s e t i a p   5 0   u n t a . \ n 	 9 1 ~ 1 2 0   
			K		  	G	  2	?		  2   3 - 5	0	M	7	  	G	  
			  	@	  	<		$	,   /	&	?	  
			K		  	@	  8			M	
 /	>	  1 2 0   8	G	  	'	?		  9	K	,   $	K	  9	0	  4 0   
			K		  	G	  2	?		  1   2 - 5	0	M	7	  	G	  
			  	@	  	<		$	  	0	  9	0	  5 0   
			K		  	G	  2	?		  1   3 - 5	0	M	7	  	G	  
			  	@	  	<		$	\ n 	 	 	 	 9 1 ~ 1 2 0   t e v e   t e s z   k i   2   3    v e s   t e v e - z a k a t o t ,    s   h a   a   t e v  k   s z  m a   m e g h a l a d j a   a   1 2 0 - a t ,   m i n d e n   4 0   t e v  r e   1   2    v e s   t e v e - z a k a t   j u t ,   i l l e t v e   m i n d e n   5 0   t e v  r e   1   3    v e s   t e v e - z a k a t   j u t . \ n 	 	 	 	 2   d r i e j a r i g e   k a m e l e n   z a k a t   v o o r   9 1 ~ 1 2 0   k a m e l e n ,   a n d   a l s   h e t   a a n t a l   k a m e l e n   h o g e r   i s   d a n   1 2 0 ,   1   t w e e j a r i g e   k a m e e l   z a k a t   v o o r   e l k e   4 0   k a m e l e n   e n   1   d r i e j a r i g e   k a m e e l   z a k a t   v o o r   e l k e   5 0   k a m e l e n . \ n 	 	 	 2   c m i l e   d e   t r e i   a n i   z a k a t   p e n t r u   9 1 ~ 1 2 0   d e   c m i l e ,   i a r   d a c   n u m r u l   d e   c m i l e   d e p _e _t e   1 2 0 ,   o   c m i l   d e   d o i   a n i   z a k a t   p e n t r u   f i e c a r e   4 0   d e   c m i l e   _i   o   c m i l   d e   t r e i   a n i   z a k a t   p e n t r u   f i e c a r e   5 0   d e   c m i l e . \ n 	 	 	 2               9 0 ~ 1 2 0   ,             1 2 0 ,                 4 0                   5 0   . \ n 	 	 	 (1'  9 1   *'  1 2 0   FA1  4*1  2   4*1  3   3'DG  H  '1  4E'1  4*1G'  '2  1 2 0   FA1  (01/  (#2'  G1  4 0   FA1  4*1  (4*1  1   4*1  2   3'DG  H  (#2'  G1  5 0   FA1  4*1  (4*1  1   4*1  3   3'DG  2'*  H',(  E1//. / n 	 	 	 		~ 					  				  				  			  	  			  				  		  					  				  			,   			  				  						  			  					  							  			  					  					  				  				  				  	  			  				  			  		  			  					  				  				  				  	  			  				  			  		  					  				  			d	\ n 	 	 	 	 	 	 	 	 	 2   d r i e   j a a r   o u e   k a m e l e   z a k a t   v i r   9 1 ~ 1 2 0   k a m e l e ,   e n   a s   g e t a l   k a m e l e   1 2 0   o o r s k r y ,   1   t w e e   j a a r   o u e   k a m e e l   z a k a t   v i r   e l k e   4 0   k a m e l e   e n   1   d r i e   j a a r   o u e   k a m e e l   z a k a t   v i r   e l k e   5 0   k a m e l e . \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2   z a k a t   d e   c a m e l o s   d e   3   a n o s   p a r a   9 1   a   1 2 0   c a m e l o s ,   e   s e   a   c o n t a g e m   d e   c a m e l o s   e x c e d e r   1 2 0 ,   1   z a k a t   d e   c a m e l o   d e   2   a n o s   p a r a   c a d a   4 0   c a m e l o s   e   1   z a k a t   d e   c a m e l o   d e   3   a n o s   p a r a   c a d a   5 0   c a m e l o s   . \ n 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ C A M E L S _ O N E 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   c a m e l s 	 T h e   z a k a t   o f   c a t t l e   i s   m e a s u r e d   b y   c o u n t   o f   c a t t l e . \ n T h e   n i s a b   o f   c a m e l   i s   5   c a m e l s ,   a n d   1   s h e e p   z a k a t   f o r   5 ~ 9   c a m e l s ,   2   s h e e p   z a k a t   f o r   1 0 ~ 1 4   c a m e l s ,   3   s h e e p   z a k a t   f o r   1 5 ~ 1 9   c a m e l s ,   4   s h e e p   z a k a t   f o r   2 0 ~ 2 4   c a m e l s ,   1   1 - y e a r - o l d   c a m e l   z a k a t   f o r   2 5 ~ 3 5   c a m e l s ,   1   2 - y e a r - o l d   c a m e l   z a k a t   f o r   3 6 ~ 4 5   c a m e l s ,   1   3 - y e a r - o l d   c a m e l   z a k a t   f o r   4 6 ~ 6 0   c a m e l s ,   1   c a m e l   b e t w e e n   4   a n d   5   y e a r s   o l d   z a k a t   f o r   6 1 ~ 7 5   c a m e l s ,   2   2 - y e a r - o l d   c a m e l s   z a k a t   f o r   7 6 ~ 9 0   c a m e l s ,   	 [\u)YNxeϑ{0\ n ݙvnp5 \5 9 \ݙQ1 )Y1 0 1 4 \ݙQ2 )Y1 5 1 9 \ݙQ3 )Y2 0 2 4 \ݙQ4 )Y2 5 3 5 \ݙQ1 \ Nrkݙ)Y3 6 4 5 \ݙQ1 \iQrkݙ)Y4 6 6 0 \ݙQ1 \	Nrkݙ)Y6 1 7 5 \ݙQ1 \V0NrkKNݙ)Y7 6 9 0 \ݙQ2 \Nrkݙ)Y	 [\u)YNpeϑ{0\ n |vn/:N5 \5 9 \|Q1 S)Y1 0 1 4 \|Q2 S)Y1 5 1 9 \|Q3 S)Y2 0 2 4 \|Q4 S)Y2 5 3 5 \|Q1 \ N\|)Y3 6 4 5 \|Q1 \$N\|)Y4 6 6 0 \|Q1 \	N\|)Y6 1 7 5 \|Q1 \V0N\KN|)Y7 6 9 0 \|Q2 \$N\|)Y	 z a k a t   -(8*1'L  '1B"2#13'(8*1'L\ n n i s a b   --97--9  5   1',   A%0  z a k a t   A0+6H1'*3+#1-9  5 ~ 9   1',   z a k a t   A0  2   1'*3+#1-9  1 0 ~ 1 4   1',   z a k a t   A0  3   1'*3+#1-9  1 5 ~ 1 9   1',   z a k a t   A0  4   1'*3+#1-9  2 0 ~ 2 4   1',   z a k a t   -9-2"8  1   5  1   1'*3+#1-9  2 5 ~ 3 5   1',   z a k a t   -9-2"8  2   5  1   1'*3+#1-9  3 6 ~ 4 5   1',   z a k a t   -9-2"8  3   5  1   1'*3+#1-9  4 6 ~ 6 0   1',   z a k a t   -9-2"8#0+'H2  4   6  5   5  1   1'*3+#1-9  6 1 ~ 7 5   1',   z a k a t   -9-2"8  2   5  2   1'*3+#1-9  7 6 ~ 9 0   1',   	 E l   a z a q u e   d e l   g a n a d o   s e   m i d e   p o r   l a   c a n t i d a d   d e l   g a n a d o .   \ n E l   n i s a b   d e l   c a m e l l o   e s   5   c a m e l l o s ,   y   e l   a z a q u e   d e   1   o v e j a   p o r   c a d a   5 ~ 9   c a m e l l o s ,   e l   a z a q u e   d e   2   o v e j a s   p o r   1 0 ~ 1 4   c a m e l l o s ,   e l   a z a q u e   d e   3   o v e j a s   p o r   c a d a   1 5 ~ 1 9   c a m e l l o s ,   e l   a z a q u e   d e   4   o v e j a s   p o r   2 0 ~ 2 4   c a m e l l o s ,   e l   a z a q u e   d e   u n   c a m e l l o   d e   1   a  o   p o r   2 5 ~ 3 5   c a m e l l o s ,   e l   a z a q u e   d e   u n   c a m e l l o   d e   2   a  o s   p o r   3 6 ~ 4 5   c a m e l l o s ,   e l   a z a q u e   d e   u n   c a m e l l o   d e   3   a  o s   p o r   4 6 ~ 6 0   c a m e l l o s ,   e l   a z a q u e   d e   u n   c a m e l l o   e n t r e   4   y   c i n c o   a  o s   p o r   6 1 ~ 7 5   c a m e l l o s ,   e 	 L e   z a k a t   d e   v a c h e   e s t   m e s u r    e n   c o m p t a n t   l e   n o m b r e   d e   b  t a i l . \ n L e   n i s a b   d e   c h a m e a u   e s t   5   c h a m e a u x ,   e t   u n   z a k a t   d e   1   m o u t o n   p o u r   5 ~ 9   c h a m e a u x ,   u n   z a k a t   d e   2   m o u t o n s   p o u r   1 0 ~ 1 4   c h a m e a u x ,   u n   z a k a t   d e   3   m o u t o n s   p o u r   1 5 ~ 1 9   c h a m e a u x ,   u n   z a k a t   d e   4   m o u t o n s   p o u r   2 0 ~ 2 4   c h a m e a u x ,   u n   z a k a t   d e   1   c h a m e a u   d e   1   a n   p o u r   2 5 ~ 3 5   c h a m e a u x ,   u n   z a k a t   d e   1   c h a m e a u   d e   2   a n s   p o u r   3 6 ~ 4 5   c h a m e a u x ,   u n   z a k a t   d e   1   c h a m e a u   d e   3   a n s   p o u r   4 6 ~ 6 0   c h a m e a u x ,   u n   z a k a t   d e   1   c h a m e a u   d  e n t r e   4   e t   5   a n s   p o u r   6 1 ~ 7 5   c h a m e a u x ,   u n   z a k a t   d e 	 D i e   P f l i c h t a b g a b e   v o n   V i e h   w i r d   i n   d e r   A n z a h l   a n   V i e h   g e m e s s e n . \ n D i e   M i n d e s t a n z a h l   a n   K a m e l e n   b e t r  g t   5   K a m e l e   u n d   1   S c h a f - P f l i c h t a b g a b e   f  r   5 ~ 9   K a m e l e ,   2   S c h a f - P f l i c h t a b g a b e n   f  r   1 0 ~ 1 4   K a m e l e ,   3   S c h a f - P f l i c h t a b g a b e n   f  r   1 5 ~ 1 9   K a m e l e ,   4   S c h a f - P f l i c h t a b g a b e n   f  r   2 0 ~ 2 4   K a m e l e ,   1   1 - j  h r i g e   K a m e l - P f l i c h t a b g a b e   f  r   2 5 ~ 3 5   K a m e l e ,   1   2 - j  h r i g e   K a m e l - P f l i c h t a b g a b e   f  r   3 6 ~ 4 5   K a m e l e ,   1   3 - j  h r i g e   K a m e l - P f l i c h t a b g a b e   f  r   4 6 ~ 6 0   K a m e l e ,   1   K a m e l   z w i s c h e n   4   u n d   5   J a h r e   a l t   a l s   P f l i c h t a b g a b e   f  r   6 1 ~ 7 5   K a m e l e ,   2   	 	 L a   z a k a t   d i   b e s t i a m e   v i e n e   m i s u r a t a   s u l   c o n t e g g i o   d e l   b e s t i a m e . \ n I l   n i s a b   d e l   c a m m e l l o      d i   5   c a m m e l l i   e   1   z a k a t   p e c o r a   p e r   5 ~ 9   c a m m e l l i ,   2   z a k a t   p e c o r e   p e r   1 0 ~ 1 4   c a m m e l l i ,   3   z a k a t   p e c o r e   p e r   1 5 ~ 1 9   c a m m e l l i ,   4   z a k a t   p e c o r e   p e r   2 0 ~ 2 4   c a m m e l l i ,   1   z a k a t   c a m m e l l o   d i   1   a n n o   p e r   2 5 ~ 3 5   c a m m e l l i ,   1   z a k a t   c a m m e l l o   d i   2   a n n i   p e r   3 6 ~ 4 5   c a m m e l l i ,   1   z a k a t   c a m m e l l o   d i   3   a n n i   p e r   4 6 ~ 6 0   c a m m e l l i ,   1   z a k a t   c a m m e l l o   t r a   4   e   5   a n n i   p e r   6 1 ~ 7 5   c a m m e l l i ,   2   z a k a t   c a m m e l l i   d i   2   a n n i   p e r   7 6 ~ 9 0   c a m m e l l i . 	 2C')  'DE'4J)  *-3(  (E,EH9  'DE'4J)  'DCDJ. \ n HF5'(  'D,E'D  GH  5   ,ED  H4')  H'-/)  DCD  5   %DI  9   ,E'D  H4'*JF  EF  1 0   %DI  1 4   ,ED  H3   4J'G  EF  1 5   %DI  1 9   H4   4J'G  DCD  2 0   %DI  2 4   ,ED  HF'B)  9E1G'  3F)  H'-/)  DCD  2 5   %DI  3 5   ,ED  HF'B)  9E1G'  3F*'F  DCD  3 6   %DI  4 5   ,ED  HF'B)  9E1G'  3   3FH'*  DCD  4 6   %DI  6 0   ,ED  HF'B)  9E1G'  (JF  4   #H  5   3FH'*  DCD  6 1 %DI  7 5   ,ED  HF'B*JF  9E1GE'  3F*JF  DCD  7 6   %DI  9 0   ,ED	 O   z a k a t   d e   g a d o      c a l c u l a d o   p e l a   c o n t a g e m   d o   g a d o . \ n O   n i s a b   d e   c a m e l o s      d e   5   c a m e l o s ,   e   z a k a t   d e   1   o v e l h a   p o r   5   a   9   c a m e l o s ,   z a k a t   d e   2   o v e l h a s   p o r   1 0   a   1 4   c a m e l o s ,   z a k a t   d e   3   o v e l h a s   p o r   1 5   a   1 9   c a m e l o s ,   z a k a t   d e   4   o v e l h a s   p o r   2 0   a   2 4   c a m e l o s ,   z a k a t   d e   1   c a m e l o   c o m   1   a n o   p o r   2 5   a   3 5   c a m e l o s ,   z a k a t   d e   1   c a m e l o   c o m   2   a n o s   p o r   3 6   a   4 5   c a m e l o s ,   z a k a t   d e   1   c a m e l o   c o m   3   a n o s   p o r   4 6   a   6 0   c a m e l o s ,   z a k a t   d e   1   c a m e l o   e n t r e   4   e   5   a n o s   p o r   6 1   a   7 5   c a m e l o s ,   z a k a t   d e   2   c a m e l o s   c o m   2   a n o s   p o r   7 6   a   9 0   c a m e l o 	 B  y  k b a _  h a y v a n l a r   i  i n   z e k a t   b  y  k b a _  h a y v a n   s a y 1s 1n a   g  r e    l   l  r . \ n D e v e n i n   n i s a b 1  5   d e v e d i r ,   v e   5 ~ 9   d e v e   i  i n   1   k o y u n   z e k a t   s a y 1l 1r ,   1 0 ~ 1 4   d e v e   i  i n   2   k o y u n   z e k a t   s a y 1l 1r ,   1 5 ~ 1 9   d e v e   i  i n   3   k o y u n   z e k a t   s a y 1l 1r ,   2 0 ~ 2 4   d e v e   i  i n   4   k o y u n   z e k a t   s a y 1l 1r ,   2 5 ~ 3 5   d e v e   i  i n   1   y a _1n d a   1   d e v e   z e k a t   s a y 1l 1r ,   3 6 ~ 4 5   d e v e   i  i n   2   y a _1n d a   1   d e v e   z e k a t   s a y 1l 1r ,   4 6 ~ 6 0   d e v e   i  i n   3   y a _1n d a   1   d e v e   z e k a t   s a y 1l 1r ,   6 1 ~ 7 5   d e v e   i  i n   4   i l a   5   y a _  a r a s 1n d a   1   d e v e   z e k a t   s a y 1l 1r ,   7 6 ~ 9 0   d e v e   i  i n   2   y a _1n d a   2   d e v e   z e k a t   s a y 1	 G i a   s  c   t   t h i n   c   o   b n g   s   g i a   s  c . \ n S   l c       n g   g  p   t   t h i n   t i   t h i u   l    5   c o n ,   v    1   c u   t   t h i n   b n g   5 ~ 9   l c    ,   2   c u   t   t h i n   b n g   1 0 ~ 1 4   l c    ,   3   c u   t   t h i n   b n g   1 5 ~ 1 9   l c    ,   4   c u   t   t h i n   b n g   2 0 ~ 2 4   l c    ,   1   l c      t   t h i n   1   t u i   b n g   2 5 ~ 3 5   l c    ,   1   l c      t   t h i n   2   t u i   b n g   3 6 ~ 4 5   l c    ,   1   l c      t   t h i n   3   t u i   b n g   4 6 ~ 6 0   l c    ,   1   l c      t   t h i n   k h o n g   4   ~   5   t u i   b n g   6 1 ~ 7 5   l c    ,   2   l c      t   t h i n   2   t u i   b n g     7 6 ~ 9 0   l c    ,   	 Z a k a t   t e r n a k   d i h i t u n g   m e n u r u t   j u m l a h   t e r n a k . \ n N i s a b   u n t a   a d a l a h   5   e k o r ,   d a n   z a k a t   1   e k o r   d o m b a   u n t u k   5 ~ 9   e k o r   u n t a ,   z a k a t   2   e k o r   d o m b a   u n t u k   1 0 ~ 1 4   e k o r   u n t a ,   z a k a t   3   e k o r   d o m b a   u n t u k   1 5 ~ 1 9   e k o r   u n t a ,   z a k a t   4   e k o r   d o m b a   u n t u k   2 0 ~ 2 4   e k o r   u n t a ,   z a k a t   1   e k o r   u n t a   b e r u s i a   1   t a h u n   u n t u k   2 5 ~ 3 5   e k o r   u n t a ,   z a k a t   1   e k o r   u n t a   b e r u s i a   2   t a h u n   u n t u k   3 6 ~ 4 5   e k o r   u n t a ,   z a k a t   1   e k o r   u n t a   b e r u s i a   3   t a h u n   u n t u k   4 6 ~ 6 0   e k o r   u n t a ,   z a k a t   1   e k o r   u n t a   b e r u s i a   4   d a n   5   t a h u n   u n t u k   6 1 ~ 7 5   e k o r   u n t a ,   z a k a t   2   e k o r   u n t a   b e r u s 	 Z a k a t   l e m b u   d i k i r a   m e l a l u i   p e n g i r a a n   e k o r   l e m b u . \ n N i s a b   u n t a   i a l a h   z a k a t   5   u n t a ,   d a n   1   k a m b i n g   u n t u k   5 ~ 9   u n t a ,   z a k a t   2   k a m b i n g   u n t u k   1 0 ~ 1 4   u n t a ,   z a k a t   3   k a m b i n g   u n t u k   1 5 ~ 1 9   u n t a ,   z a k a t   4   k a m b i n g   u n t u k   2 0 ~ 2 4   u n t a ,   z a k a t   1   u n t a   b e r u m u r   s e t a h u n   u n t u k   2 5 ~ 3 5   u n t a ,   z a k a t   1   u n t a   b e r u m u r   2   t a h u n   u n t u k   3 6 ~ 4 6   u n t a ,   z a k a t   1   u n t a   b e r u m u r   3   t a h u n   u n t u k   4 6 ~ 6 0   u n t a ,   z a k a t   1   u n t a   b e r u m u r   a n t a r a   4   h i n g g a   5   t a h u n   u n t u k   6 1 ~ 7 5   u n t a ,   z a k a t   2   u n t a   b e r u m u r   2   t a h u n   u n t u k   7 6 ~ 9 0   u n t a , 	 .	>	*	@	  	>	$	@	  9	H	d	\ n   
			  	>	  (	?	8	,	  5   
			  9	H	,   	0	  5 ~ 9   
			K		  	G	  2	?		  1   -	G	!	<	  	@	  	<		$	  9	H	,     1 0 ~ 1 4   
			K		  	G	  2	?		  2   -	G	!	<	  	@	  	<		$	  9	H	,   1 5 ~ 1 9   
			K		  	G	  2	?		  3   -	G	!	<	K		  	@	  	<		$	,   2 0 ~ 2 4   
			K		  	G	  2	?		  4   -	G	!	<	K		  	@	  	<		$	,   2 5 ~ 3 5   
			K		  	G	  2	?		  1   1 - 5	0	M	7	  	G	  
			  	@	  	<		$	,   3 6 ~ 4 5   
			K		  	G	  2	?		  1   2 - 5	0	M	7	  	G	  
			  	@	  	<		$	,   4 6 ~ 6 0   
			K		  	G	  2	?		  1   3 - 5	0	M	7	  	G	  
			  	@	  	<		$	,   6 1 ~ 7 5   
			K		  	G	  2	?		  4   8	G	  5   5	0	M	7	  	G	  ,	@		  	G	  1   
			  	@	  	<		$	,   7 6 ~ 9 0   
			K		  	G	  2	?		  2   2 - 5	0	M	7	  	G	  
			  	@	  	<		$	,   	 	 	 	 A   m a r h a - z a k a t   m  r t  k e   a   m a r h  k   s z  m a . \ n A   t e v e - n i s a b   5   t e v  v e l   e g y e n l Q,   i l l e t v e   1   b i r k a - z a k a t   5 ~ 9   t e v  t    r ,   2   b i r k a - z a k a t   1 0 ~ 1 4   t e v  t    r ,   3   b i r k a - z a k a t   1 5 ~ 1 9   t e v  t    r ,   4   b i r k a - z a k a t   2 0 ~ 2 4   t e v  t    r ,   1   1    v e s   t e v e - z a k a t   2 5 ~ 3 5   t e v  t    r ,   1   2    s v e s   t e v e - z a k a t   3 6 ~ 4 5   t e v  t    r ,   1   3    v e s   t e v e - z a k a t   4 6 ~ 6 0   t e v  t    r ,   1   4    s   5    v   k  z  t t i   t e v e - z a k a t   6 1 ~ 7 5   t e v  t    r ,   2   2    v e s   t e v e - z a k a t   7 6 ~ 9 0   t e v  t    r , 	 	 	 	 D e   z a k a t   v a n   v e e   w o r d t   g e m e t e n   d o o r   h e t   v e e   t e   t e l l e n . \ n D e   n i s a b   v a n   k a m e e l   i s   5   k a m e l e n ,   e n   1   s c h a a p   z a k a t   v o o r   5 ~ 9   k a m e l e n ,   2   s c h a p e n   z a k a t   v o o r   1 0 ~ 1 4   k a m e l e n ,   3   s c h a p e n   z a k a t   v o o r   1 5 ~ 1 9   k a m e l e n ,   4   s c h a p e n   z a k a t   v o o r   2 0 ~ 2 4   k a m e l e n ,   1   e e n j a r i g e   k a m e e l   z a k a t   v o o r   2 5 ~ 3 5   k a m e l e n ,   1   t w e e j a r i g e   k a m e e l   z a k a t   v o o r   3 6 ~ 4 5   k a m e l e n ,   1   d r i e j a r i g e   k a m e e l   z a k a t   v o o r   4 6 ~ 6 0   k a m e l e n ,   1   k a m e e l   t u s s e n   4   e n   5   j a a r   z a k a t   v o o r   6 1 ~ 7 5   k a m e l e n ,   2   t w e e j a r i g e   k a m e l e n   z a k a t   v o o r   7 6 ~ 9 0   k a m e l e n ,   	 	 	 Z a k a t - u l   p e n t r u   v i t e   s e   m s o a r    n   f u n c ci e   d e   n u m r u l   d e   v i t e . \ n N i s a b - u l   p e n t r u   c m i l e   e s t e   d e   5   c m i l e   _i   o   o a i e   z a k a t   p e n t r u   5 ~ 9   c m i l e ,   2   o i   z a k a t   p e n t r u   1 0 ~ 1 4   c m i l e   _i   3   o i   3   z a k a t   p e n t r u   1 5 ~ 1 9   c m i l e ,   4   o i   z a k a t   p e n t r u   2 0 ~ 2 4   c m i l e ,   o   c m i l   d e   u n   a n   z a k a t   p e n t r u   2 5 ~ 3 5   c m i l e ,   o   c m i l   d e   d o i   a n i   z a k a t   p e n t r u   3 6 ~ 4 5   c m i l e ,   o   c m i l   d e   t r e i   a n i   z a k a t   p e n t r u   4 6 ~ 6 0   c m i l e ,   o   c m i l    n t r e   4   _i   5   a n i   z a k a t   p e n t r u   6 1 ~ 7 5   c m i l e ,   2   c m i l e   d e   d o i   a n i   z a k a t   p e n t r u   7 6 ~ 9 0   c m i l e ,   	 	 	             . \ n         5   ,             5 ~ 9   ,   2           1 0 ~ 1 4   ,   3           1 5 ~ 1 9   ,   4           2 0 ~ 2 4   ,               2 5 ~ 3 5   ,               3 6 ~ 4 5   ,               4 6 ~ 6 0   ,               4   -  5       6 1 ~ 7 5   ,       2           7 6 ~ 9 0   .   	 	 	 2'*  G'1~''F  (1'3'3  4E'1  "FG'  E-'3(G  E4H/. / n -/F5'(  *9DB  2'*  4*1  5   4*1  H  (1'  5   *'  9   4*1  1   H3AF/  1 0   *'  1 4   4*1  2   H3AF/  1 5   *'  1 9   4*1  3   H3AF/  2 0   *'  2 4   4*1  4   H3AF/  2 5   *'  3 5   4*1  1   4*1  1   3'DG  3 6   *'  4 5   4*1  1   4*1  2   3'DG  (1'  4 6   *'  6 0   4*1  1   4*1  3   3'DG  (1'  6 1   *'  7 5   4*1  1   4*1  4   *'  5   3'DG  H  (1'  7 6   *'  9 0   4*1  2   4*1  2   3'DG  2'*  H',(  E1//.   	 	 	 					  				  								  					  				  						  				  			  							  						  								  			  		d	\ n   				  								  					  			  			  		  			  	~ 			  				  				  			  				,   		~ 				  				  				  			  				,   		~ 		  				  				  			  				,   		~ 		  				  				  			  				,   		~ 				  				  				  			  	  			  				  		,   		~ 				  				  				  			  	  			  				  		,   		~ 				  				  				  			  	  			  				  		,   		~ 				  				  				  	  				  	  			  				  			  		,   		~ 				  				  				  			  	  			  				  		  					  				  			d	      	 	 	 	 	 	 	 	 	 D i e   z a k a t   v a n   b e e s t e   w o r d   g e m e e t   a a n   g e t a l   b e e s t e . \ n D i e   n i s a b   v a n   ' n   k a m e e l   i s   5   k a m e l e ,   e n   1   s k a a p   z a k a t   v i r   5 ~ 9   k a m e l e ,   2   s k a p e   z a k a t   v i r   1 0 ~ 1 4   k a m e l e ,   3   s k a p e   z a k a t   v i r   1 5 ~ 1 9   k a m e l e ,   4   s k a p e   z a k a t   v i r   2 0 ~ 2 4   k a m e l e ,   1   e e n   j a a r   o u e   k a m e e l   z a k a t   v i r   2 5 ~ 3 5   k a m e l e ,   1   t w e e   j a a r   o u e   k a m e e l   z a k a t   v i r   3 6 ~ 4 5   k a m e l e ,   1   d r i e   j a a r   o u e   k a m e e l   z a k a t   v i r   4 6 ~ 6 0   k a m e l e ,   1   k a m e e l   t u s s e n   4   e n   5   j a a r   o u d   z a k a t   v i r   6 1 ~ 7 5   k a m e l e ,   2   t w e e   j a a r   o u e   k a m e l e   z a k a t   v i r   7 6 ~ 9 0   k a m e l e ,   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   z a k a t   d e   g a d o      c a l c u l a d o   p e l a   c o n t a g e m   d o   g a d o . \ O   n i s a b   d e   c a m e l o      d e   5   c a m e l o s ,   e   1   z a k a t   d e   o v e l h a   p a r a   5   a   9   c a m e l o s ,   2   z a k a t   d e   o v e l h a   p a r a   1 0   a   1 4   c a m e l o s ,   3   z a k a t   d e   o v e l h a   p a r a   1 5   a   1 9   c a m e l o s ,   4   z a k a t   d e   o v e l h a   p a r a   2 0   a   2 4   c a m e l o s ,   1   z a k a t   d e   c a m e l o   d e   1   a n o   p a r a   2 5   a   3 5   c a m e l o s ,   1   z a k a t   d e   c a m e l o   d e   2   a n o s   p a r a   3 6   a   4 5   c a m e l o s ,   1   z a k a t   d e   c a m e l o s   d e   3   a n o s   p a r a   4 6   a   6 0   c a m e l o s ,   1   z a k a t   d e   c a m e l o   e n t r e   4   e   5   a n o s   p a r a   6 1   a   7 5   c a m e l o s ,   2   z a k a t   d e   c a m e l o s   p a r a   7 6   a   9 0   c a m e l o s , 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ A G R I C U L T U R E 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   a g r i c u l t u r e 	 T h e r e   i s   n o   n i s a b   f o r   a g r i c u l t u r e ,   a n d   1 0 %   o f   t o t a l   v a l u e   ( B y   r a i n   w a t e r ) ,   5 %   o f   t o t a l   v a l u e   ( B y   i r r i g a t i o n )   a n d   7 . 5 %   o f   t o t a l   v a l u e   ( B y   b o t h )   i s   z a k a t   p a y a b l e . 	 
N_{n4lLpn=~<Pv1 0 % 0N]Lpn=~<Pv5 % TiQv	g=~<Pv7 . 5 % paQ)Y0	 Q
N_{n/4lLpn;`<Pv1 0 % 0N]Lpn;`<Pv5 % T$Nv	g;`<Pv7 . 5 % :N^Q)Y0	 D!H!5  n i s a b   *3+#1@)###!,   A%0  1 0 %   -!9%H2#'!  ( 2!I3) ,   5 %   -!9%H2#'!  ( 2!#0
%#02)   A%0  7 . 5 %   -!9%H2#'!  ( 2!1I*--"H2)   @G  z a k a t   5H
3#0DI	 N o   h a y   n i s a b   p a r a   l a   a g r i c u l t u r a ,   y   e l   1 0 %   d e l   v a l o r   t o t a l   ( P o r   a g u a   d e   l l u v i a ) ,   e l   5 %   d e l   v a l o r   t o t a l   ( P o r   i r r i g a c i  n )   y   e l   7 , 5 %   d e l   v a l o r   t o t a l   ( P o r   a m b o s )   e s   a z a q u e   p a g a d e r o .   	 I l   n  y   a   a u c u n   n i s a b   p o u r   l  a g r i c u l t u r e ,   e t   1 0 %   d e   l a   v a l e u r   t o t a l e   ( p a r   e a u   d e   p l u i e ) ,   5 %   d e   l a   v a l e u r   t o t a l e   ( p a r   i r r i g a t i o n )   e t   7 , 5 %   d e   l a   v a l e u r   t o t a l e   ( p a r   l e s   d e u x )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 E s   g i b t   k e i n e   P f l i c h t g a b e   a u f   l a n d w i r t s c h a f t l i c h e   E r z e u g n i s s e   u n d   1 0 %   d e s   G e s a m t w e r t s   ( n a c h   R e g e n w a s s e r ) ,   5 %   d e s   G e s a m t w e r t s   ( n a c h   B e w  s s e r u n g )   u n d   7 , 5 %   d e s   G e s a m t w e r t s   ( n a c h   b e i d e m )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 N o n   v i      n i s a b   p e r   l ' a g r i c o l t u r a ,   p e r   c u i   i l   1 0 %   d e l   v a l o r e   t o t a l e   ( t r a m i t e   p i o g g i a ) ,   i l   5 %   d e l   v a l o r e   t o t a l e   ( t r a m i t e   i r r i g a z i o n e )   e   i l   7 , 5 %   d e l   v a l o r e   t o t a l e   ( e n t r a m b i )      p a g a b i l e   c o n   z a k a t . 	 D'  JH,/  F5'(  DD21'9)  H1 0 %   EF  'DBJE)  'DCDJ)  ( DD21'9)  (E'!  'D#E7'1)   H5 %   EF  'DBJE)  'DCDJ)  ( DD21'9)  (E'!  'D1J)   H7 . 5 %   EF  'DBJE)  'DCDJ)  ( (CDJGE')   DD2C'). 	 N  o   e x i s t e   n i s a b   p a r a   a g r i c u l t u r a ,   e   o   z a k a t   a   p a g a r      d e   1 0 %   d o   v a l o r   t o t a l   ( P o r    g u a   d a   c h u v a ) ,   5 %   d o   v a l o r   t o t a l   ( P o r   i r r i g a   o )   e   7 , 5 %   d o   v a l o r   t o t a l   ( P o r   a m b o s ) . 	 T a r 1m   i  i n   n i s a p   y o k t u r ,   v e   ( y a m u r   s u y u y l a )   t o p l a m   d e e r i n   % 1 0 ' u   v e   ( s u l a m a   y o l u y l a )   t o p l a m   d e e r i n   % 5 ' i   v e   ( h e r   i k i s i y l e )   t o p l a m   d e e r i n   % 7 , 5 ' i   z e k a t   b o r c u d u r . 	 K h  n g   c    s   l n g   t   t h i n   t i   t h i u   c h o   n g  n h   n  n g   n g h i p ,   v    1 0 %   t n g   s   g i    t r   ( B n g   n c   m a ) ,   5 %   t n g   s   g i    t r   ( B n g   n c   t i )   v    7 , 5 %   t n g   s   g i    t r   ( B n g   c   h a i )   c    t h    n g   g  p   c h o   t   t h i n . 	 T i d a k   a d a   n i s a b   u n t u k   p e r t a n i a n ,   d a n   z a k a t   y a n g   d i b a y a r k a n   a d a l a h   1 0 %   d a r i   n i l a i   t o t a l   ( D e n g a n   a i r   h u j a n ) ,   5 %   d a r i   n i l a i   t o t a l   ( D e n g a n   i r i g a s i ) ,   s e r t a   7 , 5 %   d a r i   n i l a i   t o t a l   ( D e n g a n   k e d u a n y a ) . 	 T i a d a   n i s a b   u n t u k   p e r t a n i a n ,   d a n   1 0 %   d a r i p a d a   j u m l a h   n i l a i   ( M e l a l u i   a i r   h u j a n ) ,   5 %   d a r i p a d a   j u m l a h   n i l a i   ( M e l a l u i   p e n g a i r a n )   d a n   7 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( M e l a l u i   k e d u a - d u a )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	C	7	?	  	G	  2	?		  	K		  (	?	8	,	  (	9	@		  9	H	,   	0	  	A	2	  .	B	2	M	
 /	  	>	  1 0   *	M	0	$	?	6	$	  ( 5	0	M	7	>	  	G	  *	>	(	@	  	G	  	'	>	0	  *	0	) ,   	A	2	  .	B	2	M	
 /	  	>	  5   *	M	0	$	?	6	$	  ( 8	?			>		  	G	  	'	>	0	  *	0	)   	0	  	A	2	  .	B	2	M	
 /	  	>	  7 . 5   *	M	0	$	?	6	$	  ( &	K	(	K		  	G	  	'	>	0	  *	0	)   &	G	/	  	<		$	  9	K		>	d		 	 	 	 M e z Qg a z d a s  g r a   n e m    r v  n y e s   n i s a b ,    s   a   t e l j e s    r t  k   1 0 % - a   ( e s Qv  z   e s e t  n ) ,   5 % - a   (  n t  z  s   e s e t  n ) ,   i l l e t v e   7 , 5 % - a   ( m i n d k e t t Q  e s e t  n )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 E r   i s   g e e n   n i s a b   v o o r   l a n d b o u w ,   e n   1 0 %   v a n   d e   t o t a l e   w a a r d e   ( m e t   r e g e n w a t e r ) ,   5   %   v a n   d e   t o t a l e   w a a r d e   ( m e t   i r r i g a t i e )   e n   7 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( m e t   b e i d e )   i s   z a k a t b e t a a l b a a r . 	 	 	 N u   e x i s t   n i s a b   p e n t r u   a g r i c u l t u r ,   i a r   1 0 %   d i n   v a l o a r e a   t o t a l   ( P r i n   a p   d e   p l o a i e ) ,   5 %   d i n   v a l o a r e a   t o t a l   ( P r i n   i r i g a ci i )   _i   7 , 5 %   d i n   v a l o a r e a   t o t a l   ( P r i n   a m b e l e )   e s t e   z a k a t   p l t i b i l . 	 	 	     ,           1 0 %       (     ) ,   5 %       (   )   -  7 . 5 %       (   ) . 	 	 	 (1'  E-5HD  4'H12  -/F5'(  H,H/  F/'1/  H  1 0 %   '124  D  ( (1'  E-5HD  /E)   H  5 %   '124  D  ( (1'  E-5HD  "('1)   H  7 . 5 %   '124  D  ( (1'  G1  /H)   2'*  *9DB  E1/. 	 	 	 					  								  			  					  			  			  			  							  		%   ( 							  					  								) ,   			  							  	%   ( 					  								)   			  			  							  	. 	%   ( 					  								)   					  				  			d	  	 	 	 	 	 	 	 	 	 D a a r   i s   g e e n   n i s a b   v i r   l a n d b o u ,   e n   1 0 %   v a n   t o t a l e   w a a r d e   ( D e u r   r e  n w a t e r ) ,   5 %   v a n   t o t a l e   w a a r d e   ( D e u r   b e s p r o e i i n g )   e n   7 , 5 %   v a n   t o t a l e   w a a r d e   ( D e u r   a l b e i )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   h    n i s a b   p a r a   a g r i c u l t u r a ,   e   1 0 %   d o   v a l o r   t o t a l   ( p o r    g u a   d a   c h u v a ) ,   5 %   d o   v a l o r   t o t a l   ( p o r   i r r i g a   o )   e   7 , 5 %   d o   v a l o r   t o t a l   ( p a r a   a m b o s )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ B U L L I O N _ C A S H 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   b u l l i o n   &   c a s h 	 2 . 5 %   o f   t o t a l   v a l u e   ( G o l d ,   S i l v e r   a n d   C a s h )   i s   z a k a t   p a y a b l e . 	 =~<Pё0Tsё	v2 . 5 % paQ)Y0	 ;`<Pё0Tsё	v2 . 5 % :N^Q)Y0	 2 . 5 %   -!9%H2#'!  ( -3,   @4  A%0@4*)   @G  z a k a t   5H
3#0DI	 2 , 5 %   d e l   v a l o r   t o t a l   ( O r o ,   P l a t a   o   E f e c t i v o )   e s   a z a q u e   p a g a d e r o 	 2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( O r ,   A r g e n t   e t   C a s h )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 2 , 5 %   d e s   G e s a m t w e r t s   ( G o l d ,   S i l v e r   u n d   B a r g e l d )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 I l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( o r o ,   a r g e n t o   e   c o n t a n t i )      p a g a b i l e   c o n   z a k a t . 	 2 . 5 % EF  BJE)  ( 'D0G(  H'DA6)  H'D#EH'D  'DFB/J))   'D%,E'DJ)  */A9  'D2C'). 	 O   z a k a t   a   p a g a r      d e   2 , 5 %   d o   v a l o r   t o t a l   ( O u r o ,   P r a t a   e   D i n h e i r o ) . 	 ( A l t 1n ,   G  m  _  v e   N a k d i n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   z e k a t   b o r c u d u r . 	 2 , 5 %   t n g   g i    t r   ( V  n g ,   B c   v    T i n   m t )   c    t h    n g   g  p   c h o   t   t h i n . 	 Z a k a t   y a n g   d i b a y a r k a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( E m a s ,   P e r a k ,   d a n   U a n g   t u n a i ) . 	 2 . 5 %   j u m l a h   n i l a i   ( E m a s ,   P e r a k   d a n   T u n a i )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	A	2	  .	B	2	M	/	  ( 8	K	(	>	,   	>		&	@	  	0	  (		&	@	)   	>	  2 . 5   *	M	0	$	?	6	$	  &	G	/	  	<		$	  9	H	d		 	 	 	 A   t e l j e s    r t  k   2 , 5 % - a   ( a r a n y ,   e z  s t    s   k  s z p  n z )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( g o u d ,   z i l v e r   e n   k a s g e l d )   i s   z a k a t b e t a a l b a a r . 	 	 	 2 , 5 %   d i n   v a l o a r e a   t o t a l   ( A u r ,   A r g i n t   _i   B a n i   l i c h i z i )   e s t e   z a k a t   p l t i b i l . 	 	 	 2 . 5 %       ( ,     )         . 	 	 	 EB/'1  2'*  H',(  2 . 5 %   '124  D  ( 7D'  FB1G  H  ~HD  FB/)   E('4/. 	 	 	 			  							  	. 	%   (   				,   				  	  			  						) 					  				  			d	  	 	 	 	 	 	 	 	 	 2 . 5 %   v a n   t o t a l e   w a a r d e   ( G o u d ,   S i l w e r   e n   K o n t a n t )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( o u r o ,   p r a t a   e   d i n h e i r o )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ B U R I E D _ T R E A S U R E 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   b u r i e d   t r e a s u r e 	 T h e r e   i s   n o   n i s a b   f o r   b u r i e d   t r e a s u r e ,   a n d   1 5 %   o f   t o t a l   v a l u e   ( B u r i e d   t r e a s u r e )   i s   z a k a t   p a y a b l e . 	 [υ
N_{n=~<P[υ	v1 5 % paQ)Y0	 [υ
N_{n/;`<P[υ	v1 5 % :N^Q)Y0	 D!H!5  n i s a b   *3+#1*!145H1-"9H,   A%0  1 5 %   -!9%H2#'!  ( *3+#1*!145H1-"9H)   @G  z a k a t   5H
3#0DI	 N o   h a y   n i s a b   p a r a   l o s   t e s o r o s   e n t e r r a d p s ,   y   u n   1 5 %   d e l   v a l o r   t o t a l   ( T e s o r o s   e n t e r r a d o s )   e s   a z a q u e   p a g a d e r o .   	 I l   n  y   a   a u c u n   n i s a b   p o u r   l e s   t r  s o r s   c a c h  s ,   e t   1 5 %   d e   l a   v a l e u r   t o t a l e   ( t r  s o r s   c a c h  s )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 E s   g i b t   k e i n e   P f l i c h t g a b e   a u f   v e r g r a b e n e   S c h  t z e   u n d   1 5 %   d e s   G e s a m t w e r t s   ( v e r g r a b e n e   S c h  t z e )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 N o n   v i      n i s a b   p e r   i   t e s o r i   n a s c o s t i ,   p e r   c u i   i l   1 5 %   d e l   v a l o r e   t o t a l e   ( t e s o r i   n a s c o s t i )      p a g a b i l e   c o n   z a k a t . 	 D'  JH,/  F5'(  DD1C'2  H1 5   %   EF  BJE)  'D1C'2  */A9  DD2C'). 	 N  o   e x i s t e   n i s a b   p a r a   t e s o u r o s   e n t e r r a d o s ,   e   o   z a k a t   a   p a g a r      d e   1 5 %   d o   v a l o r   t o t a l   ( T e s o u r o s   e n t e r r a d o s ) . 	 G  m  l    h a z i n e   i  i n   n i s a p   y o k t u r ,   v e   ( g  m  l    h a z i n e n i n )   t o p l a m   d e e r i n i n   % 1 5 ' i   z e k a t   b o r c u d u r . 	 K h  n g   c    s   l n g   t   t h i n   t i   t h i u   c h o   t  i   s n   c h  n   g i u   v    1 5 %   t n g   g i    t r   ( t  i   s n   c h  n   g i u )   c    t h    n g   g  p   c h o   t   t h i n . 	 T i d a k   a d a   n i s a b   u n t u k   h a r t a   k a r u n   t e r p e n d a m ,   d a n   z a k a t   y a n g   d i b a y a r k a n   a d a l a h   1 5 %   d a r i   n i l a i   t o t a l   ( H a r t a   k a r u n   t e r p e n d a m ) . 	 T i a d a   n i s a b   u n t u k   h a r t a   t e r s e m b u n y i ,   d a n   1 5 %   d a r i p a d a   j u m l a h   n i l a i   ( H a r t a   t e r s e m b u n y i )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	!	<	G	  		>	(	K		  	G	  2	?		  	K		  (	?	8	,	  (	9	@		  9	H	,   	0	  	A	2	  .	B	2	M	
 /	  ( 	!	<	G	  		>	(	G	)   	>	  1 5   *	M	0	$	?	6	$	  &	G	/	  	<		$	  9	H	d	  	 	 	 	 R e j t e t t   k i n c s r e   n e m    r v  n y e s   n i s a b ,    s   a   t e l j e s    r t  k   1 5 % - a   ( r e j t e t t   k i n c s )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 E r   i s   g e e n   n i s a b   v o o r   b e g r a v e n   s c h a t t e n   e n   1 5 %   v a n   d e   t o t a l e   w a a r d e   ( b e g r a v e n   s c h a t t e n )   i s   z a k a t b e t a a l b a a r . 	 	 	 N u   e x i s t   n i s a b   p e n t r u   c o m o a r a    n g r o p a t ,   i a r   1 5 %   d i n   v a l o a r e a   t o t a l   ( C o m o r i    n g r o p a t e )   e s t e   z a k a t   p l t i b i l . 	 	 	         ,   -  1 5 %       (   )         . 	 	 	 (1'  F,G'  E/AHF  H  ~FG'F  /1  21  .'  G  -/F5'(  H,H/  F/'4*G  H  (G  1 5 %   '124  D  ( F,  E/AHF)   2'*  *9DB  E1/. 	 	 	 						  					  				  							  								  			  					  			,     			  							  		%   ( 						  					  				  							  								)   					  				  			d		 	 	 	 	 	 	 	 	 D a a r   i s   g e e n   n i s a b   v i r   v e r s t e e k t e   s k a t t e ,   e n   1 5 %   v a n   t o t a l e   w a a r d e   ( V e r s t e e k t e   s k a t t e )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   h    n i s a b   p a r a   t e s o u r o   e n t e r r a d o   e   1 5 %   d o   v a l o r   t o t a l   ( t e s o u r o   e n t e r r a d o )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ M I N E R A L S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   m i n e r a l s 	 2 . 5 %   o f   t o t a l   v a l u e   ( M i n e r a l s )   i s   z a k a t   p a y a b l e . 	 =~<P&y"u	v2 . 5 % paQ)Y0	 ;`<PwN	v2 . 5 % :N^Q)Y0	 2 . 5 %   -!9%H2#'!  ( A#H)   @G  z a k a t   5H
3#0DI	 2 , 5 %   d e l   v a l o r   t o t a l   ( M i n e r a l e s )   e s   a z a q u e   p a g a d e r o 	 2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( M i n  r a u x )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 2 , 5 %   d e s   G e s a m t w e r t s   ( M i n e r a l i e n )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 I l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( m i n e r a l i )      p a g a b i l e   c o n   z a k a t . 	 2 . 5 %   EF  BJE)  ( 'DE9'/F)   'D%,E'DJ)  */A9  DD2C'). 	 O   z a k a t   a   p a g a r      d e   2 , 5 %   d o   v a l o r   t o t a l   ( M i n e r a i s ) . 	 ( M a d e n l e r i n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   z e k a t   b o r c u d u r . 	 2 , 5 %   t n g   g i    t r   ( k h o  n g   s n )   c    t h    n g   g  p   c h o   t   t h i n . 	 Z a k a t   y a n g   d i b a y a r k a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( M i n e r a l ) . 	 2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( M i n e r a l )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	A	2	  .	B	2	M	
 /	  ( '	>	$	A	)   	>	  2 . 5   *	M	0	$	?	6	$	  &	G	6	  	<		$	    9	H	d		 	 	 	 A   t e l j e s    r t  k   2 , 5 % - a   (  s v  n y o k )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( m i n e r a l e n )   i s   z a k a t b e t a a l b a a r . 	 	 	 2 , 5 %   d i n   v a l o a r e a   t o t a l   ( P i e t r e   p r e ci o a s e )   e s t e   z a k a t   p l t i b i l . 	 	 	 2 . 5 %       ( )         . 	 	 	 EB/'1  2'*  H',(  2 . 5 %   '124  D  ( -'5D  '3*.1',  E9/F)   E('4/. 	 	 	 			  							  	. 	%   ( 				  					)     					  				  			d		 	 	 	 	 	 	 	 	 2 , 5 %   v a n   t o t a l e   w a a r d e   ( M i n e r a l e )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( m i n e r a i s )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ R E V E N U E S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   r e v e n u e s 	 2 . 5 %   o f   t o t a l   v a l u e   ( R e v e n u e s )   i s   z a k a t   p a y a b l e . 	 =~<P}q6eeQ	v2 . 5 % paQ)Y0	 ;`<P~%6eeQ	v2 . 5 % :N^Q)Y0	 2 . 5 %   -!9%H2#'!  ( #2"DI)   @G  z a k a t   5H
3#0DI	 2 , 5 %   d e l   v a l o r   t o t a l   ( I n g r e s o s )   e s   a z a q u e   p a g a d e r o 	 2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( R e v e n u e s )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 2 , 5 %   d e s   G e s a m t w e r t s   ( E i n n a h m e n )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 I l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( e n t r a t e )      p a g a b i l e   c o n   z a k a t . 	 2 . 5 %   EF  BJE)  ( 'D9H'&/)   'D%,E'DJ)  */A9  DD2C'). 	 O   z a k a t   a   p a g a r      d e   2 , 5 %   d o   v a l o r   t o t a l   ( R e c e i t a s ) . 	 ( G e l i r l e r i n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   z e k a t   b o r c u d u r . 	 2 , 5 %   t n g   g i    t r   ( t n g   t h u   n h p )   c    t h    n g   g  p   c h o   t   t h i n . 	 Z a k a t   y a n g   d i b a y a r k a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( P e n g h a s i l a n ) . 	 2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( H a s i l )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	A	2	  .	B	2	M	
 /	  ( 0	>		8	M	
 5	)   	>	  2 . 5   *	M	0	$	?	6	$	  &	G	6	  	<		$	  9	H	d		 	 	 	 A   t e l j e s    r t  k   2 , 5 % - a   ( b e v  t e l e k )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( i n k o m s t e n )   i s   z a k a t b e t a a l b a a r . 	 	 	 2 , 5 %   d i n   v a l o a r e a   t o t a l   ( V e n i t u r i )   e s t e   z a k a t   p l t i b i l . 	 	 	 2 . 5 %       ( )         . 	 	 	 EB/'1  2'*  H',(  2 . 5 %   E(D:  D  ( 9'/)   E('4/. 	 	 	 				  							  	. 	%   (   		)   					  				  			d		 	 	 	 	 	 	 	 	 2 , 5 %   v a n   t o t a l e   w a a r d e   ( I n k o m s t e s )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( r e c e i t a s )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ C O M M E R C I A L _ C O M M O D I T I E S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r c o m m e r c i a l   c o m m o d i t i e s 	 2 . 5 %   o f   t o t a l   v a l u e   ( C o m m e r c i a l   c o m m o d i t i e s )   i s   z a k a t   p a y a b l e . 	 =~<PFUT	v2 . 5 % paQ)Y0	 ;`<PFUT	v2 . 5 % :N^Q)Y0	 2 . 5 %   -!9%H2#'!  ( 7
%24
"L)   @G  z a k a t   5H
3#0DI	 2 , 5 %   d e l   v a l o r   t o t a l   ( P r o d u c t o s   c o m e r c i a l e s )   e s   a z a q u e   p a g a d e r o 	 2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( C o m m o d i t  s   c o m m e r c i a l e s )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 2 , 5 %   d e s   G e s a m t w e r t s   ( H a n d e l s w a r e n )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 I l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( c o m o d i t    c o m m e r c i a l i )      p a g a b i l e   c o n   z a k a t . 	 2 . 5 %   EF  BJE)  ( 'D3D9  'D*,'1M))   'D%,E'DJ)  */A9  DD2C'). 	 O   z a k a t   a   p a g a r      d e   2 , 5 %   d o   v a l o r   t o t a l   ( M e r c a d o r i a s ) . 	 ( T i c a r i   m a l l a r 1n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   z e k a t   b o r c u d u r . 	 2 , 5 %   t n g   g i    t r   ( h  n g   h  a   t h n g   m i )   c    t h    n g   g  p   c h o   t   t h i n . 	 Z a k a t   y a n g   d i b a y a r k a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( K o m o d i t a s   k o m e r s i a l ) . 	 2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( K o m o d i t i   p e r d a g a n g a n )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	A	2	  .	B	2	M	
 /	  ( 5	>	#	?		M	/	?		  5	8	M	
 $	A			)     	>	  2 . 5   *	M	0	$	?	6	$	  &	G	/	  	<		$	  9	H	d		 	 	 	 A   t e l j e s    r t  k   2 , 5 % - a   ( k e r e s k e d e l m i    r u k )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( c o m m e r c i  l e   b e n o d i g d h e d e n )   i s   z a k a t b e t a a l b a a r . 	 	 	 2 , 5 %   d i n   v a l o a r e a   t o t a l   ( B u n u r i   c o m e r c i a l e )   e s t e   z a k a t   p l t i b i l . 	 	 	 2 . 5 %       (   )         . 	 	 	 EB/'1  2'*  H',(  2 . 5 %   E(D:  D  ( E'D  'D*,'1G)   E('4/. 	 	 	 			  							  	. 	%   ( 									  				)     					  				  			d		 	 	 	 	 	 	 	 	 2 , 5 %   v a n   t o t a l e   w a a r d e   ( K o m m e r s i  l e   k o m m o d i t e i t e )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( c o m m o d i t i e s   c o m e r c i a i s )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ B U S I N E S S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   b u s i n e s s 	 2 . 5 %   o f   t o t a l   v a l u e   ( B u s i n e s s )   i s   z a k a t   p a y a b l e . 	 =~<PFUmi	v2 . 5 % paQ)Y0	 ;`<PFUN	v2 . 5 % :N^Q)Y0	 2 . 5 %   -!9%H2#'!  ( 8#4)   @G  z a k a t   5H
3#0DI	 2 , 5 %   d e l   v a l o r   t o t a l   ( N e g o c i o )   e s   a z a q u e   p a g a d e r o 	 2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( A f f a i r e s )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 2 , 5 %   d e s   G e s a m t w e r t s   ( G e s c h  f t )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 I l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( a t t i v i t  )      p a g a b i l e   c o n   z a k a t . 	 2 . 5 %   EF  BJE)  ( 'D*,'1M))   'D%,E'DJ)  */A9  DD2C'). 	 O   z a k a t   a   p a g a r      d e   2 , 5 %   d o   v a l o r   t o t a l   ( N e g  c i o ) . 	 ( 0_l e t m e n i n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   z e k a t   b o r c u d u r . 	 2 , 5 %   t n g   g i    t r   ( m u a   b  n )   c    t h    n g   g  p   c h o   t   t h i n . 	 Z a k a t   y a n g   d i b a y a r k a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( U s a h a ) . 	 2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( P e r n i a g a a n )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	A	2	  .	B	2	M	
 /	  ( 	!	<	G	  		>	(	G	)   	>	  2 . 5   *	M	0	$	?	6	$	  &	G	/	  	<		$	  9	H	d		 	 	 	 A   t e l j e s    r t  k   2 , 5 % - a   (  z l e t )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( z a k e n )   i s   z a k a t b e t a a l b a a r . 	 	 	 2 , 5 %   d i n   v a l o a r e a   t o t a l   ( A f a c e r e )   e s t e   z a k a t   p l t i b i l . 	 	 	 2 . 5 %       ( )         . 	 	 	 EB/'1  2'*  H',(  2 . 5 %   E(D:  D  ( 3(  H  '1)   E('4/. 	 	 	 			  							  	. 	  ( 							)   					  				  			d	  	 	 	 	 	 	 	 	 	 2 , 5 %   v a n   t o t a l e   w a a r d e   ( S a k e )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( n e g  c i o s )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ D E B T S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   d e b t s 	 2 . 5 %   o f   t o t a l   v a l u e   ( D e b t s )   i s   z a k a t   p a y a b l e . 	 =~<PPR	v2 . 5 % paQ)Y0	 ;`<P:PR	v2 . 5 % :N^Q)Y0	 2 . 5 %   -!9%H2#'!  ( +5I)   @G  z a k a t   5H
3#0DI	 2 , 5 %   d e l   v a l o r   t o t a l   ( D e u d a s )   e s   a z a q u e   p a g a d e r o 	 2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( D e t t e s )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 2 , 5 %   d e s   G e s a m t w e r t s   ( S c h u l d e n )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 I l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( d e b i t i )      p a g a b i l e   c o n   z a k a t . 	 2 . 5 %   EF  BJE)  ( 'D/JHF)   'D%,E'DJ)  */A9  DD2C'). 	 O   z a k a t   a   p a g a r      d e   2 , 5 %   d o   v a l o r   t o t a l   ( D  v i d a s ) . 	 ( B o r  l a r 1n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   z e k a t   b o r c u d u r . 	 2 , 5 %   t n g   g i    t r   ( t i n   n )   c    t h    n g   g  p   c h o   t   t h i n . 	 Z a k a t   y a n g   d i b a y a r k a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( H u t a n g ) . 	 2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( H u t a n g )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	A	2	  .	B	2	M	
 /	  ( 	0	M		)     	>	  2 . 5   *	M	0	$	?	6	$	  &	G	6	  	<		$	  9	H	d		 	 	 	 A   t e l j e s    r t  k   2 , 5 % - a   ( t a r t o z  s o k )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( s c h u l d e n )   i s   z a k a t b e t a a l b a a r . 	 	 	 2 , 5 %   d i n   v a l o a r e a   t o t a l   ( D a t o r i i )   e s t e   z a k a t   p l t i b i l . 	 	 	 2 . 5 %       ( )         . 	 	 	 EB/'1  2'*  H',(  2 . 5 %   '124  D  ( (/G  G')   E('4/. 	 	 	 			  							  	. 	%   ( 		)   					  				  			d	  	 	 	 	 	 	 	 	 	 2 , 5 %   v a n   t o t a l e   w a a r d e   ( S k u l d )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( d  v i d a s )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ O T H E R S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   o t h e r s 	 2 . 5 %   o f   t o t a l   v a l u e   ( O t h e r s )   i s   z a k a t   p a y a b l e . 	 =~<PvQN	v2 . 5 % paQ)Y0	 ;`<PvQN	v2 . 5 % :N^Q)Y0	 2 . 5 %   -!9%H2#'!  ( -7H)   @G  z a k a t   5H
3#0DI	 2 , 5 %   d e l   v a l o r   t o t a l   ( O t r o s )   e s   a z a q u e   p a g a d e r o 	 2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( A u t r e s )   d o i t    t r e   p a y    p o u r   l e   z a k a t . 	 2 , 5 %   d e s   G e s a m t w e r t s   ( W e i t e r e s )   i s t   z a h l b a r e   P f l i c h t a b g a b e . 	 	 I l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( a l t r o )      p a g a b i l e   c o n   z a k a t . 	 2 . 5 %   EF  BJE)  ( :J1  0DC)   'D%,E'DJ)  */A9  DD2C'). 	 O   z a k a t   a   p a g a r      d e   2 , 5 %   d o   v a l o r   t o t a l   ( O u t r o s ) . 	 ( D i e r l e r i n i n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   z e k a t   b o r c u d u r . 	 2 , 5 %   t n g   g i    t r   ( k h  c )   c    t h    n g   g  p   c h o   t   t h i n . 	 Z a k a t   y a n g   d i b a y a r k a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( L a i n n y a ) . 	 2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( L a i n )   p e r l u   d i b a y a r   s e b a g a i   z a k a t . 	 	A	2	  .	B	2	M	
 /	  ( 	(	M	
 /	)   	>	  2 . 5   *	M	0	$	?	6	$	  &	G	6	  	<		$	  9	H	d		 	 	 	 A   t e l j e s    r t  k   2 , 5 % - a   ( e g y e b e k )   f i z e t e n d Q  z a k a t k  n t . 	 	 	 	 2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( o v e r i g e )   i s   z a k a t b e t a a l b a a r . 	 	 	 2 , 5 %   d i n   v a l o a r e a   t o t a l   ( A l t e l e )   e s t e   z a k a t   p l t i b i l . 	 	 	 2 . 5 %       ( )         . 	 	 	 EB/'1  2'*  H',(  2 . 5 %   E(D:  D  ( /1  /1"E/G')   E('4/. 	 	 	 			  							  	. 	%   ( 								)   					  				  			d	  	 	 	 	 	 	 	 	 	 2 , 5 %   v a n   t o t a l e   w a a r d e   ( A n d e r )   i s   z a k a t   b e t a a l b a a r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( o u t r o s )   c o n s t i t u i   z a k a t   a   p a g a r . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ D E D U C T I O N S _ P E R S O N A L _ D E B T S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   p e r s o n a l   d e b t s   d e d u c t i o n s 	 2 . 5 %   o f   t o t a l   v a l u e   ( P e r s o n a l   d e b t s )   i s   d e d u c t i o n . 	 =~<PPNPR	v2 . 5 % pcbnM0	 ;`<P*NN:PR	v2 . 5 % :NcbQ0	 D!H!5  n i s a b   *3+#1+5I*H'1',   A%0  2 . 5 %   -!9%H2#'!  ( +5I*H'1')   *2!2#%+"H-DI	 N o   h a y   n i s a b   p a r a   l a s   d e u d a s   p e r s o n a l e s ,   y   2 , 5 %   d e l   v a l o r   t o t a l   ( D e u d a s   p e r s o n a l e s )   e s   u n a   d e d u c c i  n .   	 I l   n  y   a   a u c u n   n i s a b   p o u r   l e s   d e t t e s   p e r s o n n e l l e s   e t   2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( D e t t e s   p e r s o n n e l l e s )   d o i t    t r e   d  d u i t . 	 E s   g i b t   k e i n e   P f l i c h t g a b e   a u f   p e r s  n l i c h e   S c h u l d e n   u n d   2 , 5 %   d e s   G e s a m t w e r t s   ( p e r s  n l i c h e   S c h u l d e n )   i s t   A b z u g . 	 	 N o n   v i      n i s a b   p e r   i   d e b i t i   p e r s o n a l i ,   p e r   c u i   i l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( a t t i v i t  )      p a g a b i l e   c o n   z a k a t . 	 D'  JH,/  F5'(  DD/JHF  'D4.5J)  HJ9*(1  2 . 5   EF  BJE)  ( 'D/JHF  'D4.5J))   'D%,E'DJ)  E('D:  EB*79). 	 N  o   e x i s t e   n i s a b   p a r a   d  v i d a s   p e s s o a i s ,   e   a   d e d u   o      d e   2 , 5 %   d o   v a l o r   t o t a l   ( D  v i d a s   p e s s o a i s ) . 	 K i _i s e l   b o r  l a r   i  i n   n i s a p   y o k t u r   v e   ( k i _i s e l   b o r  l a r 1n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   k e s i n t i d i r . 	 K h  n g   c    s   l n g   t   t h i n   t i   t h i u   c h o   c  c   k h o n   n   c    n h  n   v    2 , 5 %   t n g   g i    t r   ( n   c    n h  n )   l    k h o n   k h u   t r . 	 P e n g u r a n g a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( H u t a n g   p r i b a d i ) . 	 T i a d a   n i s a b   u n t u k   h u t a n g   p e r s e n d i r i a n ,   d a n   2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( H u t a n g   p e r s e n d i r i a n )   d i p o t o n g . 	 5	M	
 /		M	$	?		$	  	0	M		K		  	G	  2	?		  	K		  (	?	8	,	  (	9	@		  9	H	,   	0	  	A	2	  .	B	2	M	
 /	  ( 5	M	
 /		M	$	?		$	  	0	M		K		)   	>	  2 . 5   *	M	0	$	?	6	$	  !	?	!		M	
 6	(	  9	H	d		 	 	 	 S z e m  l y e s   t a r t o z  s r a   n e m    r v  n y e s   n i s a b ,    s   a   t e l j e s    r t  k   2 , 5 % - a   ( S z e m  l y e s   t a r t o z  s )   l e v o n a n d  . 	 	 	 	 E r   i s   g e e n   n i s a b   v o o r   p e r s o o n l i j k e   s c h u l d e n   e n   2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( p e r s o o n l i j k e   s c h u l d e n )   i s   a f t r e k b a a r . 	 	 	 N u   e x i s t   n i s a b   p e n t r u   d a t o r i i l e   p e r s o n a l e ,   i a r   2 , 5 %   d i n   v a l o a r e a   t o t a l   ( D a t o r i i   p e r s o n a l e )   e s t e   r e d u c e r e . 	 	 	         ,   -  2 . 5 %       (   )     . 	 	 	 (1'  /HF  4.5  G  -/F5'(  H,H/  F/'4*G  H  (G  2 . 5 %   '124  D  ( /HF  4.5)   2'*  *9DB  E1/. 	 	 	 									  				  				  			  					  			  			  			  							  	. 	%   ( 									  		)   			  				  			d	  	 	 	 	 	 	 	 	 	 D a a r   i s   g e e n   n i s a b   v i r   p e r s o o n l i k e   s k u l d ,   e n   2 , 5 %   v a n   t o t a l e   w a a r d e   ( P e r s o o n l i k e   s k u l d )   i s   a f t r e k k i n g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( d  v i d a s   p e s s o a i s )   c o n s t i t u i   d e d u   o . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ D E D U C T I O N S _ B U S I N E S S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   b u s i n e s s   d e d u c t i o n s 	 2 . 5 %   o f   t o t a l   v a l u e   ( B u s i n e s s )   i s   d e d u c t i o n . 	 =~<PFUmi	v2 . 5 % pcbnM0	 ;`<PFUN	v2 . 5 % :NcbQ0	 D!H!5  n i s a b   *3+#18#4,   A%0  2 . 5 %   -!9%H2#'!  ( 8#4)   *2!2#%+"H-DI	 N o   h a y   n i s a b   p a r a   e l   n e g o c i o ,   y   2 , 5 %   d e l   v a l o r   t o t a l   ( N e g o c i o )   e s   u n a   d e d u c c i  n .   	 I l   n  y   a   a u c u n   n i s a b   p o u r   l e s   a f f a i r e s   e t   2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( A f f a i r e s )   d o i t    t r e   d  d u i t . 	 E s   g i b t   k e i n e   P f l i c h t g a b e   a u f   d a s   G e s c h  f t   u n d   2 , 5 %   d e s   G e s a m t w e r t s   ( G e s c h  f t )   i s t   A b z u g . 	 	 N o n   v i      n i s a b   p e r   l ' a t t i v i t  ,   p e r   c u i   i l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( a t t i v i t  )      d e d u c i b i l e . 	 D'  JH,/  F5'(  DD*,'1M)  HJ9*(1  2 . 5   EF  BJE)  ( 'D*,'1M))   'D%,E'DJ)  E('D:  EB*79). 	 N  o   e x i s t e   n i s a b   p a r a   n e g  c i o s ,   e   a   d e d u   o      d e   2 , 5 %   d o   v a l o r   t o t a l   ( N e g  c i o ) . 	 0_l e t m e   i  i n   n i s a p   y o k t u r   v e   ( i _l e t m e n i n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   k e s i n t i d i r . 	 K h  n g   c    s   l n g   t   t h i n   t i   t h i u   c h o   v i c   m u a   b  n   v    2 , 5 %   t n g   g i    t r   ( m u a   b  n )   l    k h o n   k h u   t r . 	 P e n g u r a n g a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( U s a h a ) . 	 T i a d a   n i s a b   u n t u k   p e r n i a g a a n ,   d a n   2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( P e r n i a g a a n )   d i p o t o n g . 	 5	M	
 /	5	8	>	/	  	G	  2	?		  	K		  (	?	8	,	  (	9	@		  9	H	,   	0	  	A	2	  .	B	2	M	
 /	  ( 5	M	
 /	5	8	>	/	)   	>	  2 . 5   *	M	0	$	?	6	$	  !	?	!		M	6	(	  9	H	d		 	 	 	  z l e t r e   n e m    r v  n y e s   n i s a b ,    s   a   t e l j e s    r t  k   2 , 5 % - a   (  z l e t )   l e v o n a n d  . 	 	 	 	 E r   i s   g e e n   n i s a b   v o o r   z a k e n   e n   2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( z a k e n )   i s   a f t r e k b a a r . 	 	 	 N u   e x i s t   n i s a b   p e n t r u   a f a c e r e ,   i a r   2 , 5 %   d i n   v a l o a r e a   t o t a l   ( A f a c e r e )   e s t e   r e d u c e r e . 	 	 	       ,   -  2 . 5 %       ( )     . 	 	 	 (1'  /1"E/  F'4  '2  3(  H  '1  G  -/F5'(  H,H/  F/'4*G  H  (G  2 . 5 %   '124  D  ( 3(  H  '1)   2'*  *9DB  E1/. 	 	 	 							  				  			  					  			,   			  			  							  	. 	%   ( 							)   			  				  			d	  	 	 	 	 	 	 	 	 	 D a a r   i s   g e e n   n i s a b   v i r   s a k e ,   e n   2 , 5 %   v a n   t o t a l e   w a a r d e   ( S a k e )   i s   a f t r e k k i n g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( n e g  c i o s )   c o n s t i t u i   d e d u   o . 
 
 S T R _ I D _ Z A K A T _ D E S C R I P T I O N _ D E D U C T I O N S _ O T H E R S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 D e s c r i p t i o n   f o r   o t h e r   d e d u c t i o n s 	 2 . 5 %   o f   t o t a l   v a l u e   ( O t h e r s )   i s   d e d u c t i o n . 	 =~<PvQN	v2 . 5 % pcbnM0	 ;`<PvQN	v2 . 5 % :NcbQ0	 D!H!5  n i s a b   *3+#1-7HF,   A%0  2 . 5 %   -!9%H2#'!  ( -7HF)   *2!2#%+"H-DI	 N o   h a y   n i s a b   p a r a   l o s   d e m  s   y   u n   2 , 5 %   d e l   v a l o r   t o t a l   ( O t r o s )   e s   u n a   d e d u c c i  n .   	 I l   n  y   a   a u c u n   n i s a b   p o u r   l e s   a u t r e s   e t   2 , 5 %   d e   l a   v a l e u r   t o t a l e   ( A u t r e s )   d o i t    t r e   d  d u i t . 	 E s   g i b t   k e i n e   P f l i c h t g a b e   a u f   W e i t e r e s   u n d   2 , 5 %   d e s   G e s a m t w e r t s   ( W e i t e r e s )   i s t   A b z u g . 	 	 N o n   v i      n i s a b   p e r   a l t r o ,   p e r   c u i   i l   2 , 5 %   d e l   v a l o r e   t o t a l e   ( a l t r o )      d e d u c i b i l e . 	 D'  JH,/  F5'(  D#J  4J!  :J1  0DC  HJ9*(1  2 . 5   EF  BJE)  ( :J1  0DC)   'D%,E'DJ)  E('D:  EB*79). 	 N  o   e x i s t e   n i s a b   p a r a   o u t r o s ,   e   a   d e d u   o      d e   2 , 5 %   d o   v a l o r   t o t a l   ( O u t r o s ) . 	 D i e r l e r i   i  i n   n i s a p   y o k t u r   v e   ( d i e r l e r i n i n )   t o p l a m   d e e r i n i n   % 2 , 5 ' i   k e s i n t i d i r . 	 K h  n g   c    s   l n g   t   t h i n   t i   t h i u   c h o   v i c   k h  c   v    2 , 5 %   t n g   g i    t r   ( k h  c )   l    k h o n   k h u   t r . 	 P e n g u r a n g a n   a d a l a h   2 , 5 %   d a r i   n i l a i   t o t a l   ( l a i n n y a ) . 	 T i a d a   n i s a b   u n t u k   h a r t a   l a i n ,   d a n   2 . 5 %   d a r i p a d a   j u m l a h   n i l a i   ( L a i n )   d i p o t o n g . 	 	(	M	/	  	G	  2	?		  	K		  (	?	8	,	  (	9	@		  9	H	,   	0	  	A	2	  .	B	2	M	
 /	  ( 	(	M	
 /	)   	>	  2 . 5   *	M	0	$	?	6	$	  !	?	!		M	
 6	(	  9	H	d		 	 	 	 E g y e b e k r e   n e m    r v  n y e s   n i s a b ,    s   a   t e l j e s    r t  k   2 , 5 % - a   ( E g y e b e k )   l e v o n a n d  . 	 	 	 	 E r   i s   g e e n   n i s a b   v o o r   o v e r i g e   e n   2 , 5 %   v a n   d e   t o t a l e   w a a r d e   ( o v e r i g e )   i s   a f t r e k b a a r . 	 	 	 N u   e x i s t   n i s a b   p e n t r u   a l t e l e ,   i a r   2 , 5 %   d i n   v a l o a r e a   t o t a l   ( A l t e l e )   e s t e   r e d u c e r e . 	 	 	       ,   -  2 . 5 %       ( )     . 	 	 	 (1'  3'1  /1"E/G'  G  -/F5'(  H,H/  F/'4*G  H  (G  2 . 5 %   '124  D  ( 3'1  /1"E/G')   2'*  *9DB  E1/. 	 	 	 						  									  				  			  					  			  			  			  							  	. 	%   ( 								)   			  				  			d	  	 	 	 	 	 	 	 	 	 D a a r   i s   g e e n   n i s a b   v i r   a n d e r ,   e n   2 , 5 %   v a n   t o t a l e   w a a r d e   ( A n d e r )   i s   a f t r e k k i n g . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 2 , 5 %   d o   v a l o r   t o t a l   ( o u t r o s )   c o n s t i t u i   d e d u   o . 
 
 S T R _ I D _ Z A K A T _ N I S A B _ E M P T Y _ W A R N I N G 	 Z a k a t C a l c u l a t o r 	 P O P U P 	 P l e a s e   s e t   n i s a b   f i r s t 	 P l e a s e   s e t   n i s a b   f i r s t 	 ˊHQ-[n	 HQnn/	 B#1I  n i s a b   H-	 P o r   f a v o r   c o n f i g u r a r   n i s a b   p r i m e r o   	 V e u i l l e z   r  g l e r   l e   n i s a b   e n   p r e m i e r 	 B i t t e   z u e r s t   P f l i c h t a b g a b e   e i n s t e l l e n 	 	 I m p o s t a r e   p r i m a   i l   n i s a b 	 J1,I  *9JJF  'DF5'(  #HD'K	 D e f i n a   p r i m e i r o   o   n i s a b 	 L  t f e n    n c e   n i s a b 1  b e l i r l e y i n 	 H  y   c  i   s   t i   t h i u   t r c 	 T e t a p k a n   n i s a b   t e r l e b i h   d u l u 	 S i l a   s e t k a n   n i s a b   t e r d a h u l u 	 	C	*	/	>	  *	9	2	G	  (	?	8	,	  8	G		  	0	G		  	 	 	 	 E l Qb b    l l  t s a   b e   a   n i s a b    r t  k  t 	 	 	 	 S t e l   e e r s t   d e   n i s a b   i n 	 	 	 S e t a ci   m a i    n t  i   n i s a b - u l 	 	 	       	 	 	 D7A'  '(*/'  EB/'1  -/F5'(  *9DB  2'*  1'  *9JJF  FE'JJ/	 	 	 							  			  						  					  			  					 	 	 	 	 	 	 	 	 S t e l   a s b .   e e r s   n i s a b 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n a   p r i m e i r o   o   n i s a b 
 
 S T R _ I D _ Z A K A T _ R E S E T _ C O N F I R M 	 Z a k a t C a l c u l a t o r 	 P O P U P C O N F I R M 	 R e s e t ? 	 R e s e t ? 	 ͑-	 ͑	 #5@G+#7-D!H? 	  R e i n i c i a r ? 	 R  i n i t i a l i s e r ? 	 Z u r  c k s e t z e n ? 	 !1@>A? 	 R i p r i s t i n a r e ? 	 %9'/)  'D*9JJF	 R e p o r ? 	 S 1f 1r l a n s 1n   m 1? 	 C  i   l i ? 	 A t u r   u l a n g ? 	 S e t k a n   s e m u l a ? 	 +	?	0	  8	G	  8	G		  	0	G		? 	 	 	 	 V i s s z a  l l  t j a ? 	 	 	 	 R e s e t t e n ? 	 	 	 R e i n i ci a l i z a ci ? 	 	 	 ? 	 	 	 ('2F4'F  4H/	 	 	 				  			  			? 	 	 	 	 	 	 	 	 	 S t e l   t e r u g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d e f i n i r ? 
 
 S T R _ I D _ Z A K A T _ 1 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ S I 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 1 - y e a r - o l d   f e m a l e   c a m e l 	   1 - y e a r - o l d   c a m e l 	 \ Nrkݙ	 \ N\|	   -9  1   5	 C a m e l l o   d e   1   a  o 	   C h a m e a u   d  1   a n 	   1 - j  h r i g e s   K a m e l 	 	 C a m m e l l o   d i   1   a n n o 	 ,ED  9E1G  9'E  H'-/	 c a m e l o   c o m   1   a n o 	 1   y a _1n d a   d e v e 	   l c      1   t u i 	   u n t a   b e r u s i a   1   t a h u n 	   u n t a   b e r u m u r   s e t a h u n 	 1   5	0	M	7	  	/	A	  	>	  
				 	 	 	   1    v e s   t e v e 	 	 	 	 e e n j a r i g e   k a m e e l 	 	 	 c m i l   d e   1   a n 	 	 	       	 	 	   4*1  1   3'DG	 	 	 	  			  				  			 	 	 	 	 	 	 	 	 e e n   j a a r   o u e   k a m e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   C a m e l o   d e   1   a n o 
 
 S T R _ I D _ Z A K A T _ 1 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ P L 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 1 - y e a r - o l d   f e m a l e   c a m e l s 	   1 - y e a r - o l d   c a m e l s 	 \ Nrkݙ	 \ N\|	   -9  1   5	 C a m e l l o s   d e   1   a  o 	   C h a m e a u x   d  1   a n 	   1 - j  h r i g e   K a m e l e 	 	 C a m m e l l i   d i   1   a n n o 	 ,E'D  9E1G'  9'E  H'-/	 c a m e l o s   c o m   1   a n o 	 1   y a _1n d a   d e v e l e r 	   n h n g   l c      1   t u i 	   u n t a   b e r u s i a   1   t a h u n 	   u n t a   b e r u m u r   s e t a h u n 	 1   5	0	M	7	  	/	A	  	G	  
				 	 	 	   1    v e s   t e v  k 	 	 	 	 e e n j a r i g e   k a m e l e n 	 	 	 c m i l e   d e   1   a n 	 	 	       	 	 	   4*1  1   3'DG	 	 	 	  			  				  							 	 	 	 	 	 	 	 	 e e n   j a a r   o u e   k a m e l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   C a m e l o s   d e   1   a n o 
 
 S T R _ I D _ Z A K A T _ 2 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ S I 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 2 - y e a r - o l d   f e m a l e   c a m e l 	   2 - y e a r - o l d   c a m e l 	 \iQrkݙ	 \$N\|	   -9  2   5	 C a m e l l o   d e   2   a  o s 	   C h a m e a u   d e   2   a n s 	   2 - j  h r i g e s   K a m e l 	 	 C a m m e l l o   d i   2   a n n i 	 ,ED  9E1G  9'EJF	 c a m e l o   c o m   2   a n o s 	 2   y a _1n d a   d e v e 	   l c      2   t u i 	   u n t a   b e r u s i a   2   t a h u n 	   u n t a   b e r u m u r   2   t a h u n 	 2   5	0	M	7	  	/	A	  	>	  
				 	 	 	   2    v e s   t e v e 	 	 	 	 t w e e j a r i g e   k a m e e l 	 	 	 c m i l   d e   2   a n i 	 	 	       	 	 	   4*1  2   3'DG	 	 	 	  			  				  		  	 	 	 	 	 	 	 	 	 t w e e   j a a r   o u e   k a m e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   C a m e l o   d e   2   a n o 
 
 S T R _ I D _ Z A K A T _ 2 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ P L 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 2 - y e a r - o l d   f e m a l e   c a m e l s 	   2 - y e a r - o l d   c a m e l s 	 \iQrkݙ	 \$N\|	   -9  2   5	 C a m e l l o s   d e   2   a  o s   	   C h a m e a u x   d e   2   a n s 	   2 - j  h r i g e   K a m e l e 	 	 C a m m e l l i   d i   2   a n n i 	 ,E'D  9E1G'  9'EJF	 c a m e l o s   c o m   2   a n o s 	 2   y a _1n d a   d e v e l e r 	   n h n g   l c      2   t u i 	   u n t a   b e r u s i a   2   t a h u n 	   u n t a   b e r u m u r   2   t a h u n 	 2   5	0	M	7	  	/	A	  	G	  
				 	 	 	   2    v e s   t e v  k 	 	 	 	 t w e e j a r i g e   k a m e l e n 	 	 	 c m i l e   d e   2   a n i 	 	 	       	 	 	   4*1  2   3'DG	 	 	 	  			  				  						  	 	 	 	 	 	 	 	 	 t w e e   j a a r   o u e   k a m e l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   C a m e l o s   d e   2   a n o 
 
 S T R _ I D _ Z A K A T _ 3 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ S I 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 3 - y e a r - o l d   f e m a l e   c a m e l 	   3 - y e a r - o l d   c a m e l 	 \	Nrkݙ	 \	N\|	   -9  3   5	 C a m e l l o   d e   3   a  o s 	   C h a m e a u   d e   3   a n s 	   3 - j  h r i g e s   K a m e l 	 	 C a m m e l l o   d i   3   a n n i 	 ,ED  9E1G  3   #9H'E	 c a m e l o   c o m   3   a n o s 	 3   y a _1n d a   d e v e 	   l c      3   t u i 	   u n t a   b e r u s i a   3   t a h u n 	   u n t a   b e r u m u r   3   t a h u n 	 3   5	0	M	7	  	/	A	  	>	  
				 	 	 	   3    v e s   t e v e 	 	 	 	 d r i e j a r i g e   k a m e e l 	 	 	 c m i l   d e   3   a n i 	 	 	       3   	 	 	   4*1  3   3'DG	 	 	 	  			  				  			 	 	 	 	 	 	 	 	 d r i e   j a a r   o u e   k a m e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   C a m e l o   d e   3   a n o 
 
 S T R _ I D _ Z A K A T _ 3 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ P L 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 3 - y e a r - o l d   f e m a l e   c a m e l s 	   3 - y e a r - o l d   c a m e l s 	 \	Nrkݙ	 \	N\|	   -9  3   5	 C a m e l l o s   d e   3   a  o s   	   C h a m e a u x   d e   3   a n s 	   3 - j  h r i g e   K a m e l e 	 	 C a m m e l l i   d i   3   a n n i 	 ,E'D  9E1G'  3   #9H'E	 c a m e l o s   c o m   3   a n o s 	 3   y a _1n d a   d e v e l e r 	   n h n g   l c      3   t u i 	   u n t a   b e r u s i a   3   t a h u n 	   u n t a   b e r u m u r   3   t a h u n 	 3   5	0	M	7	  	/	A	  	G	  
				 	 	 	   3    v e s   t e v  k 	 	 	 	 d r i e j a r i g e   k a m e l e n 	 	 	 c m i l e   d e   3   a n i 	 	 	       3   	 	 	   4*1  3   3'DG	 	 	 	  			  				  							 	 	 	 	 	 	 	 	 d r i e   j a a r   o u e   k a m e l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   C a m e l o s   d e   3   a n o 
 
 S T R _ I D _ Z A K A T _ 4 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ S I 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 4 - y e a r - o l d   f e m a l e   c a m e l 	   c a m e l   b e t w e e n   4   a n d   5   y e a r s   o l d 	 \V0NrkKNݙ	 \V0N\KN|	   -9#0+'H2  4   6  5   5	 C a m e l l o   e n t r e   4   y   5   a  o s 	   c h a m e a u   d  e n t r e   4   e t   5   a n s 	   K a m e l   z w i s c h e n   4   u n d   5   J a h r e   a l t 	 	 c a m m e l l o   t r a   4   e   5   a n n i 	 ,ED  9E1G  (JF  4   H5   3FH'*	 c a m e l o   e n t r e   4   e   5   a n o s 	 4   i l a   5   y a _  a r a s 1  d e v e 	   l c      k h o n g   4   ~   5   t u i 	   u n t a   b e r u s i a   a n t a r a   4   d a n   5   t a h u n 	   u n t a   b e r u m u r   d i   a n t a r a   4   h i n g g a   5   t a h u n 	 4   8	G	  5   5	0	M	7	  	G	  ,	@		  	/	A	  5	>	2	G	  
				 	 	 	   4    s   5    v   k  z  t t i   t e v e 	 	 	 	 k a m e e l   t u s s e n   4   e n   5   j a a r 	 	 	 c m i l    n t r e   4   _i   5   a n i 	 	 	         4   -  5   	 	 	   4*1  (F  4   *'  5   3'DG	 	 	 	  				  	  			  				  			 	 	 	 	 	 	 	 	 k a m e e l   t u s s e n   4   e n   5   j a a r   o u d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   c a m e l o   e n t r e   4   e   5   a n o s 
 
 S T R _ I D _ Z A K A T _ 4 _ Y E A R _ O L D _ F E M A L E _ C A M E L _ P L 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 4 - y e a r - o l d   f e m a l e   c a m e l s 	   c a m e l   b e t w e e n   4   a n d   5   y e a r s   o l d 	 \V0NrkKNݙ	 \V0N\KN|	   -9#0+'H2  4   6  5   5	 C a m e l l o   e n t r e   4   y   5   a  o s 	   c h a m e a u   d  e n t r e   4   e t   5   a n s 	   K a m e l   z w i s c h e n   4   u n d   5   J a h r e   a l t 	 	 c a m m e l l o   t r a   4   e   5   a n n i 	 ,E'D  9E1G'  (JF  4   H5   3FH'*	 c a m e l o s   e n t r e   4   e   5   a n o s 	 4   i l a   5   y a _  a r a s 1  d e v e l e r 	   n h n g   l c      k h o n g   4   ~   5   t u i 	   u n t a   b e r u s i a   a n t a r a   4   d a n   5   t a h u n 	   u n t a   b e r u m u r   d i   a n t a r a   4   h i n g g a   5   t a h u n 	 4   8	G	  5   5	0	M	7	  	G	  ,	@		  	/	A	  5	>	2	G	  
				 	 	 	   4    s   5    v   k  z  t t i   t e v e 	 	 	 	 k a m e e l   t u s s e n   4   e n   5   j a a r 	 	 	 c m i l e    n t r e   4   _i   5   a n i 	 	 	         4   -  5   	 	 	   4*1  (F  4   *'  5   3'DG	 	 	 	  				  	  			  				  			 	 	 	 	 	 	 	 	 k a m e l e   t u s s e n   4   e n   5   j a a r   o u d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   c a m e l o   e n t r e   4   e   5   a n o s 
 
 S T R _ I D _ Z A K A T _ 1 _ Y E A R _ O L D _ F E M A L E _ O R _ M A L E _ C O W _ S I 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 1 - y e a r - o l d   f e m a l e / m a l e   c o w 	   1 - y e a r - o l d   c o w   o r   c a l f 	 - Nrk[rb[rr	 4Y N\[rb[rr	   -9+#7-%9'1'  1   5	 V a c a   o   t e r n e r o   d e   1   a  o 	   V a c h e   d  1   a n   o u   v e a u 	   1 - j  h r i g e ( s )   K u h   o d e r   K a l b 	 	 m u c c a   o   v i t e l l o   d i   1   a n n o 	 (B1G  9E1G'  9'E  H'-/	 v a c a   o u   b e z e r r o   c o m   1   a n o 	 1   y a _1n d a   i n e k   v e y a   b u z a 1	   b    c  i   h o c   b    1   t u i 	   s a p i   b e r u s i a   1   t a h u n   a t a u   a n a k   s a p i 	   l e m b u   a t a u   a n a k   l e m b u   b e r u m u r   s e t a h u n 	 1   5	0	M	7	  	/	A	  	>	  	>	/	  /	>	  ,		\	>		 	 	 	   1    v e s   t e h  n   v a g y   b o r j  	 	 	 	 e e n j a r i g e   k o e   o f   k a l f 	 	 	 v i t   d e   1   a n   s a u   v i ce l   	 	 	           	 	 	   'H  '  H3'DG  1   3'DG	 	 	 	  			  				  			  		  					  	 	 	 	 	 	 	 	 	 e e n   j a a r   o u e   k o e i   o f   k a l f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   V a c a   o u   b e z e r r o   d e   1   a n o 
 
 S T R _ I D _ Z A K A T _ 1 _ Y E A R _ O L D _ F E M A L E _ O R _ M A L E _ C O W _ P L 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 1 - y e a r - o l d   f e m a l e / m a l e   c o w s 	   1 - y e a r - o l d   c o w s   o r   c a l v e s 	 - Nrk[rb[rr	 4Y N\[rb[rr	   -9+#7-%9'1'  1   5	 V a c a s   o   t e r n e r o s   d e   1   a  o 	   V a c h e s   d  1   a n   o u   v e a u x 	   1 - j  h r i g e   K  h e   o d e r   K  l b e r 	 	 m u c c h e   o   v i t e l l i   d i   1   a n n o 	 #(B'1  9E1G'  9'E  H'-/	 v a c a s   o u   b e z e r r o s   c o m   1   a n o 	 1   y a _1n d a   i n e k   v e y a   b u z a 1l a r 	   n h n g   b    c  i   h o c   b    1   t u i 	   s a p i   b e r u s i a   1   t a h u n   a t a u   a n a k   s a p i 	   l e m b u   a t a u   a n a k   l e m b u   b e r u m u r   s e t a h u n 	 1   5	0	M	7	  	/	A	  	G	  	>	/	  /	>	  ,		\	G		 	 	 	   1    v e s   t e h e n e k   v a g y   b o r j  k 	 	 	 	 e e n j a r i g e   k o e i e n   o f   k a l v e r e n 	 	 	 v i t e   d e   1   a n   s a u   v i ce l 	 	 	           	 	 	   'H  '  H3'DG  1   3'DG	 	 	 	  			  				  			  		  						 	 	 	 	 	 	 	 	 e e n   j a a r   o u e   k o e i e   o f   k a l w e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   V a c a s   o u   b e z e r r o s   d e   1   a n o 
 
 S T R _ I D _ Z A K A T _ 2 _ Y E A R _ O L D _ F E M A L E _ O R _ M A L E _ C O W _ S I 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 2 - y e a r - o l d   f e m a l e / m a l e   c o w 	   2 - y e a r - o l d   c o w 	 -iQrk[r	 4Y$N\[r	   '1'  2   5	 V a c a   d e   2   a  o s   	   V a c h e   d e   2   a n s 	   2 - j  h r i g e   K u h 	 	 m u c c a   d i   2   a n n i 	 (B1)  9E1G'  9'EJF	 v a c a   c o m   2   a n o s 	 2   y a _1n d a   i n e k 	   b    c  i   2   t u i 	   s a p i   b e r u s i a   2   t a h u n 	   l e m b u   b e r u m u r   2   t a h u n 	 2   5	0	M	7	  	/	A	  	@	  	>	/		 	 	 	   2    v e s   t e h  n 	 	 	 	 t w e e j a r i g e   k o e 	 	 	 v i t   d e   2   a n i 	 	 	       	 	 	   'H  2   3'DG	 	 	 	  			  				  				  				 	 	 	 	 	 	 	 	 t w e e   j a a r   o u e   k o e i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   V a c a   d e   2   a n o 
 
 S T R _ I D _ Z A K A T _ 2 _ Y E A R _ O L D _ F E M A L E _ O R _ M A L E _ C O W _ P L 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 2 - y e a r - o l d   f e m a l e / m a l e   c o w s 	   2 - y e a r - o l d   c o w s 	 -iQrk[r	 4Y$N\[r	   '1'  2   5	 V a c a s   d e   2   a  o s 	   V a c h e s   d e   2   a n s 	   2 - j  h r i g e   K  h e   	 	 m u c c h e   d i   2   a n n i 	 #(B'1  9E1G'  9'EJF	 v a c a s   c o m   2   a n o s 	 2   y a _1n d a   i n e k l e r 	   n h n g   b    c  i   2   t u i 	   s a p i   b e r u s i a   2   t a h u n 	   l e m b u   b e r u m u r   2   t a h u n 	 2   5	0	M	7	  	/	A	  	@	  	>	/	G			 	 	 	   2    v e s   t e h e n e k 	 	 	 	 t w e e j a r i g e   k o e i e n 	 	 	 v i t e   d e   2   a n i 	 	 	       	 	 	   'H  2   3'DG	 	 	 	  			  				  			  	 	 	 	 	 	 	 	 	 t w e e   j a a r   o u e   k o e i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   V a c a s   d e   2   a n o 
 
 S T R _ I D _ Z A K A T _ S H E E P _ S I _ P L 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 s h e e p 	   s h e e p 	 	 S	   A0	 O v e j a 	   m o u t o n 	 S c h a f 	 	 p e c o r a 	 'D:FE	 o v e l h a 	 k o y u n 	   c u 	   d o m b a 	   k a m b i n g 	 -	G	\		 	 	 	   b i r k  k 	 	 	 	 s c h a a p 	 	 	 o i 	 	 	   	 	 	   H3AF/	 	 	 					 	 	 	 	 	 	 	 	 s k a p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   o v e l h a 
 
 S T R _ I D _ Z A K A T _ N O _ Z A K A T _ P A Y A B L E 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 N o   z a k a t   p a y a b l e 	 N o   z a k a t   p a y a b l e 	 !q)Y	 e)Y	 D!H!5  z a k a t   5H
3#0DI	 N o   h a y   a z a q u e   p a g a d e r o   	 A u c u n   z a k a t      p a y e r 	 K e i n e   z a h l b a r e   P f l i c h t a b g a b e 	 	 N o n   p a g a b i l e   c o n   z a k a t 	 D'  */A9  DD2C')	 N e n h u m   z a k a t   a   p a g a r 	 Z e k a t   b o r c u   y o k 	 K h  n g    n g   g  p   t   t h i n 	 T i d a k   a d a   z a k a t   y a n g   d i b a y a r k a n 	 T i a d a   z a k a t   p e r l u   d i b a y a r 	 	K		  &	G	/	  	<		$	  (	9	@			 	 	 	 N e m   f i z e t e n d Q  z a k a t 	 	 	 	 N i e t   z a k a t b e t a a l b a a r 	 	 	 F r   z a k a t   p l t i b i l 	 	 	       	 	 	 2'*  *9DB  FE1/	 	 	 					  						  		  	 	 	 	 	 	 	 	 	 G e e n   z a k a t   b e t a a l b a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   z a k a t   a   p a g a r 
 
 S T R _ I D _ Z A K A T _ N O _ D E D U C T I O N S 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 N o   d e d u c t i o n s 	 N o   d e d u c t i o n s 	 !qcbd	 ecbd	 D!H!52#%+"H-	 N o   h a y   d e d u c c i o n e s 	 A u c u n e   d  d u c t i o n 	 K e i n e   A b z  g e 	 	 N e s s u n a   d e d u z i o n e 	 D'  *H,/  '3*B7'9'*	 N e n h u m a s   d e d u   e s 	 K e s i n t i   y o k 	 K h  n g   k h u   t r 	 T i d a k   a d a   p e n g u r a n g a n 	 T i a d a   p o t o n g a n 	 	K		  !	?	!		M	
 6	(	  &	G	/	  (	9	@			 	 	 	 N i n c s   l e v o n  s 	 	 	 	 G e e n   a f t r e k p o s t e n 	 	 	 F r   r e d u c e r i 	 	 	   	 	 	 E(D:  B'(D  31  F3*	 	 	 			  			  				  		  	 	 	 	 	 	 	 	 	 G e e n   a f t r e k k i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   d e d u   o 
 
 S T R _ I D _ Z A K A T _ O U T _ O F _ R A N G E 	 Z a k a t C a l c u l a t o r 	 P O P U P 	 R e s u l t   o u t   o f   r a n g e 	 R e s u l t   o u t   o f   r a n g e 	 P}gQ{
W	 ~gQV	 %%1L-"9H-
H'	 R e s u l t a d o   f u e r a   d e   r a n g o   	 R  s u l t a t   h o r s   d e   p l a g e 	 E r g e b n i s   a u  e r h a l b   d e s   B e r e i c h s 	 	 R i s u l t a t o   f u o r i   r a n g e 	 'DF*J,)  .'1,  'DF7'B	 R e s u l t a d o   f o r a   d o   i n t e r v a l o 	 S o n u    a r a l 1k   d 1_1n d a 	 K t   q u   s a i 	 H a s i l   d i   l u a r   r e n t a n g 	 H a s i l   d i   l u a r   j u l a t 	 *	0	?	#	>	.	  0	G			  	@	  8	@	.	>	  .	G		  (	9	@		  	$	>	  	 	 	 	 A z   e r e d m  n y   t a r t o m  n y o n   k  v  l 	 	 	 	 R e s u l t a a t   b u i t e n   b e r e i k 	 	 	 R e z u l t a t u l   d e p _e _t e   i n t e r v a l u l 	 	 	     	 	 	 9//  -'5D  .'1,  '2  E-/H/G  '3*	 	 	 					  							  					  	 	 	 	 	 	 	 	 	 U i t s l a g   b u i t e   b e s t e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s u l t a d o   f o r a   d o   i n t e r v a l o 
 
 S T R _ I D _ Z A K A T _ P A Y A B L E _ H E A D 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 T o t a l   z a k a t   p a y a b l e : 	 T o t a l   z a k a t   p a y a b l e : 	 =~aQ)Y	 ;`^Q)Y	 z a k a t   1I+!5H
3#0DI: 	 A z a q u e   t o t a l   p a g a d e r o :   	 Z a k a t   t o t a l      p a y e r  : 	 Z a h l b a r e   P f l i c h t a b g a b e   i n s g e s a m t : 	 	 T o t a l e   p a g a b i l e   c o n   z a k a t : 	 E(D:  'D2C')  'DCDJ  'DE/AH9: 	 T o t a l   d o   z a k a t   a   p a g a r : 	 T o p l a m   z e k a t   b o r c u : 	 T n g   s    n g   g  p   t   t h i n : 	 T o t a l   z a k a t   y a n g   d i b a y a r k a n : 	 J u m l a h   z a k a t   p e r l u   d i b a y a r : 	 	A	2	  &	G	/	  	<		$	  : 	 	 	 	 T e l j e s   f i z e t e n d Q  z a k a t : 	 	 	 	 T o t a a l   z a k a t b e t a a l b a a r : 	 	 	 T o t a l   z a k a t   p l t i b i l : 	 	 	 "       : 	 	 	 E(D:  D  2'*  H',(: 	 	 	 			  						  					: 	 	 	 	 	 	 	 	 	 T o t a l e   z a k a t   b e t a a l b a a r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o t a l   d e   z a k a t   a   p a g a r : 
 
 S T R _ I D _ Z A K A T _ D E T A I L _ H E A D 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 Z a k a t   p a y a b l e   d e t a i l : 	 Z a k a t   p a y a b l e   d e t a i l s : 	 aQ)Ys0}ǌ
	 ^Q)Y~Oo`	 #2"%0@-5"  Z a k a t   5H
3#0DI: 	 D e t a l l e s   d e   a z a q u e   p a g a d e r o :   	 D  t a i l s   d e   z a k a t      p a y e r  : 	 D e t a i l s   d e r   z a h l b a r e n   P f l i c h t a b g a b e : 	 	 D e t t a g l i   p a g a m e n t o   c o n   z a k a t : 	 *A'5JD  E(D:  'D2C')  'DE/AH9: 	 D e t a l h e s   d o   z a k a t   a   p a g a r : 	 Z e k a t   b o r c u   d e t a y l a r 1: 	 C h i   t i t    n g   g  p   t   t h i n : 	 R i n c i a n   z a k a t   y a n g   d i b a y a r k a n : 	 B u t i r a n   z a k a t   p e r l u   d i b a y a r : 	 &	G	/	  	<		$	  	G	  5	?	5	0	#	  : 	 	 	 	 F i z e t e n d Q  z a k a t   r  s z l e t e i : 	 	 	 	 D e t a i l s   v a n   z a k a t b e t a a l b a a r h e i d 	 	 	 D e t a l i i   z a k a t   p l t i b i l : 	 	 	       : 	 	 	 ,2&'*  E(D:  2'*  *9DB  1A*G: 	 	 	 						  							  									: 	 	 	 	 	 	 	 	 	 B e s o n d e r h e d e   v a n   z a k a t   b e t a a l b a a r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e t a l h e s   d e   z a k a t   a   p a g a r : 
 
 S T R _ I D _ Z A K A T _ B U S I N E S S 	 Z a k a t C a l c u l a t o r 	 T I T L E ,   I C O N T E X T ,   U N L I M 	 B u s i n e s s 	 B u s i n e s s 	 FUmi	 FUN	 8#4	 N e g o c i o   	 A f f a i r e s 	 G e s c h  f t 	 >;;538	 A t t i v i t  	 'D*,'1M)	 N e g  c i o 	 0_l e t m e 	 M u a   b  n 	 K a n t o r 	 P e r n i a g a a n 	 5	M	
 /	5	8	>	/		 	 	 	  z l e t i 	 	 	 	 Z a k e n 	 	 	 A f a c e r e 	 	 	 	 	 	 3(  H  '1	 	 	 							 	 	 	 	 	 	 	 	 S a k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m e r c i a l 
 
 S T R _ I D _ Z A K A T _ P L E A S E _ I N P U T 	 Z a k a t C a l c u l a t o r 	 P O P U P 	 P l e a s e   i n p u t 	 P l e a s e   i n p u t 	 ˊ8eQ	 eQ	 B#I-	 P o r   f a v o r   e n t r e   	 V e u i l l e z   e n t r e r 	 B i t t e   e i n g e b e n 	 	 D i g i t a r e 	 J1,I  'D%/.'D	 I n t r o d u z a 	 L  t f e n   g i r i n 	 H  y   n h p 	 M a s u k k a n 	 S i l a   i n p u t 	 	C	*	/	>	  	(	*	A		  	0	G			 	 	 	 A d j a   m e g 	 	 	 	 G e e f   i n v o e r 	 	 	 I n t r o d u c e ci 	 	 	   	 	 	 D7A'  H'1/  FE'/	 	 	 							  			  					  				 	 	 	 	 	 	 	 	 T i k   a s b .   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a v o r   i n s e r i r 
 
 S T R _ I D _ Z A K A T _ N I S A B _ G O L D 	 Z a k a t C a l c u l a t o r 	 I C O N T E X T 	 2 4   C a r a t   g o l d   ( p e r   g m ) 	 2 4   C a r a t   g o l d   ( p e r   g m ) 	 2 4 K ёklQKQ		 2 4 K ёklQKQ		 -3  2 4   0#1	 O r o   d e   2 4   k i l a t e s 	 O r   2 4   C a r a t s 	 2 4   K a r a t   G o l d 	 	 O r o   a   2 4   c a r a t i 	 0G(  9J'1  2 4   BJ1'7	 O u r o   d e   2 4   q u i l a t e s 	 2 4   a y a r   a l t 1n 	 V  n g   2 4   c a r a 	 E m a s   2 4   K a r a t 	 E m a s   2 4   K a r a t 	 2 4   	H	0	G		  8	K	(	>		 	 	 	 2 4   k a r  t o s   a r a n y 	 	 	 	 2 4 - k a r a a t s   g o u d 	 	 	 A u r   2 4   d e   c a r a t e 	 	 	   2 4   	 	 	 7D'  2 4   9'1	 	 	 		  						  				  	 	 	 	 	 	 	 	 	 2 4 - k a r a a t   g o u d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O u r o   d e   2 4   q u i l a t e s 
 
 S T R _ I D _ Z A K A T _ I T E M S _ N O T _ E X C E E D _ N I S A B 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 I t e m s   n o t   e x c e e d   n i s a b 	 I t e m s   n o t   e x c e e d   n i s a b 	 *gTn	 *gn/y	 #2"2#D!H@4  n i s a b 	 L o s   a r t  c u l o s   n o   s o b r e p a s a n   e l   n i s a b 	 E l  m e n t s   n e   d  p a s s e n t   p a s   l e   n i s a b 	 A r t i k e l    b e r s c h r e i t e n   d i e   P f l i c h t a b g a b e   n i c h t 	 	 G l i   e l e m e n t i   n o n   s u p e r a n o   i l   n i s a b 	 DE  J*,'H2  'DF5'(	 O s   i t e n s   n  o   e x c e d e m   o   n i s a b 	 N i s a b 1  g e  m e y e n   m a d d e l e r 	 C  c   m t   h  n g   k h  n g   q u    s   t   t h i n   t i   t h i u 	 B a r a n g   t i d a k   m e l e b i h i   n i s a b 	 B u t i r a n   t i d a k   b o l e h   m e l e b i h i   n i s a b 	 	@		G		  (	?	8	,	  8	G	  	'	?		  (	9	@		  9	H			 	 	 	 A z   e l e m e k   n e m   l  p i k   t  l   a   n i s a b    r t  k  t 	 	 	 	 O b j e c t e n   o v e r s c h r i j d e n   n i s a b   n i e t 	 	 	 E l e m e n t e l e   n u   a u   d e p _i t   n i s a b - u l 	 	 	       	 	 	 EH'1/  '2  -/F5'(  *,'H2  FFEH/	 	 	 					  							  						 	 	 	 	 	 	 	 	 I t e m s   o o r s k r y   n i e   n i s a b   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I t e n s   n  o   e x c e d e m   o   n i s a b 
 
 S T R _ I D _ Z A K A T _ A M O U N T _ O U T _ O F _ R A N G E 	 Z a k a t C a l c u l a t o r 	 P O P U P 	 p o p u p   s t r i n g   f o r   a m o u n t   o u t   o f   r a n g e '   s e c o n d   h a l f 	   a m o u n t   o u t   o f   r a n g e 	 =~MQ{
W	 ;`QV	   #4!2-"9H-
H'	 c a n t i d a d   f u e r a   d e   r a n g o   	 q u a n t i t    h o r s   d e   p l a g e 	 B e t r a g   a u  e r h a l b   d e s   B e r e i c h s 	 	   q u a n t i t    f u o r i   r a n g e 	   'DCEJ)  .'1,  'DF7'B: 	   q u a n t i d a d e   f o r a   d o   i n t e r v a l o 	 m i k t a r   a r a l 11n   d 1_1n d a 	 q u    n h i u 	   j u m l a h   d i   l u a r   r e n t a n g 	   j u m l a h   l u a r   j u l a t 	 .	>	$	M	0	>	  0	G			<	  8	G	  ,	>	9	0	  9	H		 	 	 	    s s z e g   t a r t o m  n y o n   k  v  l 	 	 	 	   h o e v e e l h e i d   b u i t e n   b e r e i k 	 	 	 c a n t i t a t e    n   a f a r a   i n t e r v a l u l u i 	 	 	       	 	 	   EB'/1  .'1,  '2  E-/H/G  G3*F/	 	 	 						  				  						  				  	 	 	 	 	 	 	 	 	   b e d r a g   b u i t e   b e s t e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   q u a n t i a   f o r a   d o   i n t e r v a l o 
 
 S T R _ I D _ Z A K A T _ C O L O N 	 Z a k a t C a l c u l a t o r 	 U N L I M 	 c o l o n 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ P I N 2 _ N O T _ S U P P O R T _ O P 1 2 	 S e t t i n g 	 P O P U P 	 O P 1 2   P U K 2   B l o c k e d 	 P U K 2   b l o c k e d .   C o n t a c t   o p e r a t o r . 	 P U K 2 x]	 P U K 2 x]	 82   9%G-  4H-9IC+I#42#	 P U K 2   b l o q u e a d o .   C o n t a c t e   a l   o p e r a d o r .   	 P U K 2   b l o q u  .   C o n t a c t e z   l ' o p  r a t e u r . 	 P U K   2   b l o c k i e r t .   A n b i e t e r   k o n t a k t i e r e n . 	 >4  P U K 2   701;>:8@>20=.   1@0B8B5AL  :  >?5@0B>@C. 	 P U K 2   b l o c c a t o .   C o n t a t t a r e   l ' o p e r a t o r e . 	 P U K 2   E-8H1  '*5D  ('DE4:D. 	 P U K 2   b l o q u e a d o .   C o n t a c t e   o   o p e r a d o r . 	 P U K 2   b l o k e   o l d u .   O p e r a t  r  n  z e   b a _v u r u n . 	 M    P U K 2   b   c h n .   L . h   n h    k h . t h  c   m n g . 	 P U K 2   d i b l o k i r .   H u b u n g i   o p e r a t o r . 	 P U K 2   d i s e k a t .   H u b u n g i   o p e r a t o r . 	 P U K 2   	5	0	B	&	M	'	.   	*	0	G		0	  8	G	  8		*	0	M		  	0	G		. 	 	 	 	 P U K 2   b l o k k o l v a .   L  p j e n   k a p c s o l a t b a   a   s z o l g  l t a t  v a l . 	 	 	 	 P U K 2   g e b l o k k e e r d .   N e e m   c o n t a c t   o p   m e t   d e   o p e r a t o r 	 	 	 P U K 2   b l o c a t .   C o n t a c t a ci   o p e r a t o r u l . 	 	 	 P U K 2   .         . 	 	 	 P U K 2   E3/H/  4/.   ('  '~1'*H1  E.'(1'*  *E'3  (J1J/. 	 	 	 							  				  			  				d	  									  				  							  					 	 	 	 	 	 	 	 	 P U K 2   g e b l o k k e e r .   K o n t a k   o p e r a t e u r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P U K 2   b l o q u e a d o .   C o n t a t e   a   o p e r a d o r a . 
 
 S T R _ I D _ D T C N T _ D N S _ A D D R E S S 2 	 C B M 	 I C O N T E X T 	 S e c o n d a r y   D N S   n a m e 	 S e c o n d a r y   D N S 	 !kD N S 0W@W	 !kD N S 0W@W	 D N S   #-	 D N S   s e c u n d a r i o 	 D N S   s e c o n d a i r e 	 S e k u n d  r e r   D N S 	 B>@8G=K9  D N S 	 D N S   s e c o n d a r i o 	 D N S   +'FHJ	 D N S   s e c u n d  r i o 	 0k i n c i l   D N S   	 D N S   p h 	 D S N   k e d u a 	 D N S   K e d u a 	 	L	#	  D N S 	 	 	 	 M  s o d l a g o s   D N S 	 	 	 	 S e c u n d a i r e   D N S 	 	 	 D N S   s e c u n d a r 	 	 	 D N S   	 	 	 D N S   +'FHG	 	 	 										  						  	 	 	 	 	 	 	 	 	 S e k o n d  r e   D N S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D N S   S e c u n d  r i o 
 
 S T R _ I D _ D T C N T _ D N S _ A D D R E S S 1 	 C B M 	 I C O N T E X T 	 P r i m a r y   D N S   n a m e   	 P r i m a r y   D N S 	 ;ND N S 0W@W	 ;ND N S 0W@W	 D N S   +%1	 D N S   p r i m a r i o 	 D N S   p r i m a i r e 	 P r i m  r e r   D N S 	 5@28G=K9  D N S 	 D N S   p r i m a r i o 	 D N S   #3'3J)	 D N S   p r i m  r i o 	 B i r i n c i l   D N S   	 D N S   c h  n h 	 D S N   u t a m a 	 D N S   U t a m a 	 *	M	0	>	%	.	?		  D N S 	 	 	 	 E l s Qd l e g e s   D N S 	 	 	 	 P r i m a i r e   D N S 	 	 	 D N S   p r i m a r 	 	 	 D N S   	 	 	 D N S   'HDG	 	 	 									  						  	 	 	 	 	 	 	 	 	 P r i m  r e   D N S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D N S   P r i m  r i o 
 
 S T R _ M A I N _ M E N U _ I D 	 U n d e f i n e d 	 T I T L E 	 m a i n   m e n u   s t r i n g 	 M a i n   m e n u 	 ;NRh	 ;N܃US	 @!9+%1	 M e n    p r i n c i p a l   	 M e n u   p r i n c i p a l 	 H a u p t m e n  	 ;02=>5  <5=N	 M e n    p r i n c i p a l e 	 'DB'&E)  'D1&J3J)	 M e n u   p r i n c i p a l 	 A n a   m e n  	 M e n u   c h  n h 	 M e n u   u t a m a 	 M e n u   u t a m a 	 .	A		M	/	  .	G	(	B		 	 	 	 F Qm e n  	 	 	 	 H o o f d m e n u 	 	 	 M e n i u   p r i n c i p a l 	 	 	   	 	 	 EFH  '5D	 	 	 						  							 	 	 	 	 	 	 	 	 H o o f k i e s l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a i n   M e n u   ( M e n u   P r i n c i p a l ) 
 
 S T R _ E B O O K _ I S _ I N I T I A L I Z I N G 	 E B O O K 	 P O P U P 	 T h e   E b o o k   i s   i n i t i a l i z i n g ,   p l e a s e   w a i t 	 T h e   e b o o k   i s   i n i t i a l i z i n g ,   p l e a s e   w a i t 	 P[fck(WRYSˊ
zP	 5uP[fNck(WRYS
zP	 3%11IH2@#4H!I-58J  B##-	 E b o o k   i n i c i a l i z a n d o ,   e s p e r e   p o r   f a v o r   	 I n i t i a l i s a t i o n   d e   l ' e b o o k ,   v e u i l l e z   p a t i e n t e r 	 E b o o k   w i r d   i n i t i a l i s i e r t ,   b i t t e   w a r t e n 	 >4>648B5,   2K?>;=O5BAO  8=8F80;870F8O  M;5:B@>==>9  :=838	 e B o o k   i n   f a s e   d i   i n i z i a l i z z a z i o n e ,   a t t e n d e r e 	 ,'1M  (/!  'DC*'(  'D%DC*1HFJ  J1,I  'D'F*8'1	 O   e b o o k   e s t    a   i n i c i a r ,   a g u a r d e 	 E b o o k   b a _l a t 1l 1y o r ,   l  t f e n   b e k l e y i n 	 E b o o k   a n g   k h i   n g ,   v u i   l  n g   i 	 E - b o o k   s e d a n g   d i i n i s i a l i s a s i ,   t u n g g u 	 e b u k u   i n i   s e d a n g   d i m u l a k a n ,   s i l a   t u n g g u 	 	- ,	A		  6	A	0	B	  9	K	  0	9	@	  9	H	,   	C	*	/	>	  *	M	0	$	@		M	7	>	  	0	G			 	 	 	 A z   e b o o k   i n i c i a l i z  l .   K  r e m   v  r j o n 	 	 	 	 H e t   e - b o o k   w o r d t   g e  n i t i a l i s e e r d .   E v e n   w a c h t e n . 	 	 	 C a r t e a   e l e c t r o n i c   s e   i n i ci a l i z e a z ,   a _t e p t a ci 	 	 	 - E b o o k   ,     	 	 	 1''*'(  /'1/  1'G  'F/'2  E4H/  D7A'  EF*81  (E'F/	 	 	 			  				  					,   							  			  							  				  	 	 	 	 	 	 	 	 	 D i e   e - b o e k   i n i s i e e r   t a n s ,   w a g   a s s e b l i e f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   e b o o k   e s t    a   i n i c i a r ,   a g u a r d e 
 
 S T R _ T I M E _ C A L O R Y 	 U n d e f i n e d 	 T E X T 	 	 T i m e 	 T i m e 	 T i m e 	 @'%2	 T i e m p o 	 H e u r e 	 Z e i t 	 @5<O	 O r a 	 'DHB*	 H o r a 	 S  r e 	 T h i   g i a n 	 W a k t u 	 W a k t u 	 8	.	/		 	 	 	 I d Q	 	 	 	 T i j d 	 	 	 O r 	 	 	 	 	 	 2E'F	 	 	 				 	 	 	 	 	 	 	 	 T y d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H o r a 
 
 S T R _ I D _ D T C N T _ W L A N _ C O L O N 	 W L A N 	 U N L I M 	 : 	 : 	 	 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 : 	 	 	 	 : 	 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 : 	 	 	 	 	 	 	 	 	 : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 : 
 
 S T R _ I D _ D T C N T _ W L A N _ O F F _ I N F O 	 D A 	 P O P U P 	 W L A N   o f f 	 W L A N   o f f 	 !q}@SW}ܕ	 e~@\WQ~sQ	 W L A N   4	 W L A N   d e s a c t i v a d a 	 W L A N   d  s a c t i v  	 W L A N   a u s 	 	 W L A N   d i s a t t i v a 	 %JB'A  'D4(C)  'DD'3DCJ)  W L A N 	 W L A N   d e s l i g a d a 	 W L A N   k a p a l 1	 W L A N   t t 	 W L A N   t i d a k   a k t i f 	 W L A N   p a d a m 	 W L A N   ,		&		 	 	 	 W L A N   k i k a p c s o l v a 	 	 	 	 W L A N   u i t g e s c h a k e l d 	 	 	 R e ce a   W L A N   d e z a c t i v a t 	 	 	     	 	 	 W L A N   .'EH4	 	 	 						  					 	 	 	 	 	 	 	 	 W L A N   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N   d e s l i g a d a 
 
 S T R _ E B O O K _ F U N C T I O N _ N O T _ A V A I L A B L E _ I N _ C A L L 	 E B O O K 	 P O P U P 	 T h i s   f u n c t i o n   i s   n o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 dkR(Wq-N!qlO(u	 募R(W݋-NelO(u	 C
ID!HDI#0+'H22#B#	 N o   d i s p o n i b l e   d u r a n t e   l a   l l a m a d a 	 I n d i s p o n i b l e   p e n d a n t   l ' a p p e l 	 W  h r e n d   A n r u f   n i c h t   v e r f  g b a r 	 54>ABC?5=  2>  2@5<O  72>=:0	 N o n   d i s p o n i b i l e   d u r a n t e   l a   c h i a m a t a 	 :J1  E*'-)  #+F'!  'DEC'DE)	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a 	 A r a m a   s 1r a s 1n d a   y a p 1l a m a z 	 K h  n g   c    s n   t r o n g   k h i   g i 	 T i d a k   t e r s e d i a   s a a t   p a n g g i l a n   b e r l a n g s u n g 	 T i d a k   t e r s e d i a   k e t i k a   p a n g g i l a n 	 	I	2	  	G	  &	L	0	>	(	  	(	A	*	2	,	M	'		 	 	 	 N e m   e l  r h e t Q  h  v  s   k  z b e n 	 	 	 	 N i e t   b e s c h i k b a a r   t i j d e n s   h e t   g e s p r e k 	 	 	 F u n c ci a   n u   e s t e   d i s p o n i b i l    n   t i m p u l   a p e l u l u i 	 	 	       	 	 	 9ED1/  /1  -F  *E'3  /1  /3*13  F3*	 	 	 				  			  					  			  			 	 	 	 	 	 	 	 	 N i e   t y d e n s   d i e   o p r o e p   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a 
 
 S T R _ I D _ D T C N T _ A C C O U N T _ A D D E D 	 D A 	 P O P U P 	 A d d e d 	 A d d e d 	 ]ReQ	 ]mR	 @4H!A%I'	 A  a d i d o   	 A j o u t  	 H i n z u g e f  g t 	 >102;5=>	 A g g i u n t o 	 *E*  'D%6'A)	 A d i c i o n a d o 	 E k l e n d i 	    t h  m 	 D i t a m b a h k a n 	 D i t a m b a h 	 	K	!	<	>	  	/	>		 	 	 	 H o z z  a d v a 	 	 	 	 T o e g e v o e g d 	 	 	 A d u g a t 	 	 	 	 	 	 'A2H/G  4/	 	 	 			  			  						 	 	 	 	 	 	 	 	 B y g e v o e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a d o 
 
 S T R _ I D _ D T C N T _ N A M E _ I N V A L I D 	 D A 	 P O P U P 	 I n v a l i d   a c c o u n t 	 I n v a l i d   D a t a   A c c o u n t 	 !qP3^6b	 eHe&7b	 1

5I-!9%D!H9I-	 C u e n t a   d e   d a t o s   i n v  l i d a 	 C o m p t e   d e   d o n n  e s   i n v a l i d e . 	 U n g  l t i g e s   D a t e n k o n t o 	 525@=0O  CG5B=0O  70?8AL  40==KE	 A c c o u n t   d a t i   n o n   v a l i d o 	 -3'(  (J'F'*  :J1  5'D-	 C o n t a   d e   d a d o s   i n v  l i d a . 	 G e  e r s i z   V e r i   H e s a b 1	 T . k h o n   d   l i u   k . h p   l 	 A c c o u n t   D a t a   T i d a k   V a l i d 	 A k a u n   D a t a   t a k   s a h .   	 	.	>	(	M	/	  !	>		>	  	>	$	>		 	 	 	  r v  n y t e l e n   a d a t f i  k 	 	 	 	 O n g e l d i g   g e g e v e n a c c o u n t 	 	 	 C o n t   d e   d a t e   n e v a l i d 	 	 	       	 	 	 '4*1'  /'/G  '  F'E9*(1  '3*	 	 	 								  				  								 	 	 	 	 	 	 	 	 O n g e l d i g e   D a t a r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   d e   d a d o s   i n v  l i d a 
 
 S T R _ I D _ D T C N T _ G P R S _ D E L E T E _ C O N F I R M 	 D A 	 P O P U P C O N F I R M 	 D e l e t e   c o n f i r m 	 D e l e t e   p a c k e t   d a t a   a c c o u n t ? 	 *RdRD}ǌe3^6b	  RdR~penc^7b	 %1

5I-!9%A@G? 	  B o r r a r   c u e n t a   d e   d a t o s   e n   p a q u e t e ? 	 S u p p r i m e r   l e   c o m p t e  d e   p a q u e t   d e   d o n n  e s   ? 	 P a k e t d a t e n k o n t o   l  s c h e n ? 	 #40;8BL  CG5B=CN  70?8AL  G P R S ? 	 E l i m i n a r e   a c c o u n t   d a t i   p a c c h e t t o ? 	 -0A  -3'(  -2E  'D(J'F'*	 E l i m i n a r   c o n t a   d e   d a d o s   e m   p a c o t e s ? 	 P a k e t   v e r i   h e s a b 1  s i l i n s i n   m i ? 	 X  a   t  i   k h o n   d   l i u   g  i ? 	 H a p u s   a c c o u n t   d a t a   p a k e t ? 	 H a p u s   a k a u n   p a k e t   d a t a ? 	 *	H		G		  !	G		>	  	>	$	>	  !	?	2	@		  	0	G		?   	 	 	 	 T  r l i   a   c s o m a g k a p c s o l t   a d a t f i  k o t ? 	 	 	 	 A c c o u n t   v a n   p a k k e t g e g e v e n s   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   c o n t u l   p a c h e t u l u i   d e   d a t e ? 	 	 	       ? 	 	 	 '4*1'  /'/G  G'  (3*G  '  -0A  4H/	 	 	 							  				  										  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   p a k k e t d a t a - r e k e n i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   c o n t a   d e   d a d o s   d e   p a c o t e ? 
 
 S T R _ I D _ D T C N T _ G P R S _ A D D _ C O N F I R M 	 D A 	 P O P U P C O N F I R M 	 A d d   c o n f i r m 	 A d d   n e w   p a c k e t   d a t a   a c c o u n t ? 	 ReQevRD}ǌe3^6b	 mRevR~penc^7b	 @4H!1

5I-!9%A@GC+!H+#7-D!H? 	  A  a d i r   n u e v a   c u e n t a   d e   d a t o s   e n   p a q u e t e ? 	 A j o u t e r   u n   n o u v e a u   c o m p t e  d e   p a q u e t   d e   d o n n  e s   ? 	 N e u e s   P a k e t d a t e n k o n t o   h i n z u f  g e n ? 	 >1028BL  =>2CN  CG5B=CN  70?8AL  G P R S ? 	 A g g i u n g e r e   n u o v o   a c c o u n t   p a c c h e t t o   d a t i ? 	 %6'A)  -3'(  -2E  (J'F'*  ,/J/	 A d i c i o n a r   n o v a   c o n t a   d e   d a d o s   e m   p a c o t e s ? 	 Y e n i   p a k e t   v e r i   h e s a b 1  e k l e n s i n   m i ? 	 T h  m   t  i   k h o n   d   l i u   g  i ? 	 T a m b a h   a c c o u n t   d a t a   p a k e t   b a r u ? 	 T a m b a h   a k a u n   p a k e t   d a t a   b a r u ? 	 (	/	>	  *	H		G		  !	G		>	  	>	$	>	  	K	!	<	G		? 	 	 	 	 H o z z  a d j a   a z    j   c s o m a g k a p c s o l t   a d a t f i  k o t ? 	 	 	 	 N i e u w   a c c o u n t   v a n   p a k k e t g e g e v e n s   t o e v o e g e n ? 	 	 	 A d u g a ci   c o n t   n o u   d e   p a c h e t   d e   d a t e ? 	 	 	         ? 	 	 	 '4*1'  /'/G  G'  (3*G  '  'A2H/G  4H/	 	 	 				  							  				  										  					  			? 	 	 	 	 	 	 	 	 	 V o e g   n u w e   p a k k e t d a t a - r e k e n i n g   b y ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   n o v a   c o n t a   d e   d a d o s   d e   p a c o t e ? 
 
 S T R _ I D _ D T C N T _ G P R S _ I N P U T _ L A C K 	 D A 	 P O P U P C O N F I R M 	 N e e d   i n p u t   A P N 	 A P N   r e q u i r e d .   I n p u t   a g a i n ? 	  8eQRD}ǌe#P}ޞ͑e8eQ	  eQR~pencޏcp͑eeQ	 3@GI-I-  A P N   I--5#1I? 	 D e b e   i n t r o d u c i r   A P N ,    i n t r o d u c i r   n u e v a m e n t e ? 	 B e s o i n   d ' e n t r e r   A P N .   E n t r e r      n o u v e a u   ? 	 A P N   m u s s   e i n g e g e b e n   w e r d e n .   E r n e u t   e i n g e b e n ? 	 5>1E>48<>  225AB8  A P N .   25AB8  A=>20? 	    n e c e s s a r i o   i m m e t t e r e   l ' A P N .   I m m e t t e r e   d i   n u o v o ? 	 JD2E  %/.'D  A P N .   %/.'D  E1)  #.1I	    n e c e s s  r i o   i n t r o d u z i r   o   A P N .   I n t r o d u z i r   n o v a m e n t e ? 	 A P N   g i r m e k   g e r e k i y o r .   T e k r a r   g i r ? 	 C n   n h p   A P N .   N h p   l i ? 	 D i p e r l u k a n   A P N .   M a s u k a n   l a g i ? 	 P e r l u   i n p u t   A P N .   I n p u t   s e m u l a ? 	 A P N   	(	*	A		  	0	(	G	  	@	  	0	B	0	$	  9	H	.   *	A	(	:   	(	*	A		  	0	G		? 	 	 	 	 A P N   m e g a d  s a   s z  k s  g e s .   M e g a d j a    j r a ? 	 	 	 	 A P N   m o e t   i n g e v o e r d   w o r d e n .   O p n i e u w   i n v o e r e n ? 	 	 	 E s t e   n e c e s a r   i n t r o d u c e r e a   u n u i   A P N .   I n t r o d u c e ci   d i n   n o u ? 	 	 	     A P N .       ? 	 	 	 H'1/1/F  A P N   61H1  '3*.   /H('1G  H'1/  ECFJ/	 	 	 					  					  							d	  				  					  					? 	 	 	 	 	 	 	 	 	 B e n o d i g   i n v o e r - A P N .   V o e r   w e e r   i n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A P N   n e c e s s  r i o .   I n s e r i r   n o v a m e n t e ? 
 
 S T R _ I D _ D T C N T _ M A X _ G P R S _ A C C O U N T _ R E A C H E D 	 D A 	 P O P U P 	 M A X   G P R S   p r o f i l e   r e a c h e d 	 M a x   p a c k e t   d a t a   a c c o u n t   r e a c h e d 	 ]0R g'YRD}ǌe3^6bxeϑ	 ]0R g'YR~penc^7bpeϑ	 61
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5I-!9%A@G*9*8A%I'	 M  x i m o   d e   c u e n t a   d e   d a t o s   e n   p a q u e t e s   a l c a n z a d o   	 N o m b r e   m a x .   d e   c o m p t e s  d e   p a q u e t   d e   d o n n  e s   a t t e i n t 	 M a x .   P a k e t d a t e n k o n t o   e r r e i c h t 	 >AB83=CB>  <0:A8<0;L=>5  :>;8G5AB2>  CG5B=KE  70?8A59  G P R S 	 M a x   a c c o u n t   p a c c h e t t o   d a t i   r a g g i u n t o 	 *E  'DH5HD  %DI  #B5I  -3'(  D-2E  'D(J'F'*	 M  x i m o   d e   c o n t a s   d e   d a d o s   e m   p a c o t e s   a t i n g i d o 	 M a k s i m u m   p a k e t   v e r i   h e s a b 1n a   u l a _1l d 1	 Q u    t  i   k h o n   d   l i u   g  i   t i   a 	 J u m l a h   a c c o u n t   d a t a   p a k e t   m a k s i m u m   t e r c a p a i 	 A k a u n   p a k e t   d a t a   m a k s .   D i c a p a i 	 	'	?		$	.	  *	H		G		  !	G		>	  	>	$	>	  *	M	0	>	*	M	
 $		 	 	 	 E l  r t e   a   c s o m a g k a p c s o l t   a d a t f i  k   m a x i m  l i s   s z  m  t 	 	 	 	 M a x i m a a l   a a n t a l   v a n   a c c o u n t s   v a n   p a k k e t g e g e v e n s   b e r e i k t 	 	 	 S - a   a t i n s   l i m i t a   m a x i m   a   c o n t u l u i   d e   p a c h e t   d e   d a t e 	 	 	           	 	 	 (G  -/'+1  E,'2  '4*1'  /'/G  G'  (3*G  '  13/G  '/	 	 	 							  				  										  								  					  							 	 	 	 	 	 	 	 	 M a k s .   p a k k e t d a t a - r e k e n i n g   b e r e i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   d e   d a d o s   d e   p a c o t e   m  x .   a l c a n  a d a 
 
 S T R _ I D _ D T C N T _ D E L E T E _ C O N F I R M 	 D A 	 P O P U P C O N F I R M 	 D e l e t e   c o n f i r m 	 D e l e t e   C S D   a c c o u n t ? 	 *RdC S D 3^6b	  RdC S D ^7b	 %1

5  C S D ? 	  B o r r a r   c u e n t a   C S D ? 	 S u p p r i m e r   c o m p t e   C S D   ? 	 C S D - K o n t o   l  s c h e n ? 	 #40;8BL  CG5B=CN  70?8AL  C S D ? 	 E l i m i n a r e   a c c o u n t   C S D ? 	 -0A  -3'(  C S D 	 E l i m i n a r   c o n t a   C S D ? 	 C S D   h e s a b 1n 1  s i l ? 	 X  a   t  i   k h o n   C S D ? 	 H a p u s   a c c o u n t   C S D ? 	 P a d a m   a k a u n   C S D ? 	 C S D   	>	$	>	  .	?		>			? 	 	 	 	 T  r l i   a   C S D - f i  k o t ? 	 	 	 	 C S D - a c c o u n t   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   c o n t u l   C S D ? 	 	 	     C S D ? 	 	 	 '4*1'  C S D   -0A  4H/	 	 	 						  							  				  						? 	 	 	 	 	 	 	 	 	 S k r a p   C S D - r e k e n i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   c o n t a   C S D ? 
 
 S T R _ I D _ D T C N T _ A D D _ C O N F I R M 	 D A 	 P O P U P C O N F I R M 	 A d d   c o n f i r m 	 A d d   n e w   C S D   a c c o u n t ? 	 ReQevC S D 3^6b	 mRevC S D ^7b	 @4H!1

5  C S D   C+!H? 	  A  a d i r   n u e v a   c u e n t a   C S D ? 	 A j o u t e r   n o u v e a u   c o m p t e   C S D   ? 	 N e u e s   C S D - K o n t o   h i n z u f  g e n ? 	 >1028BL  =>2CN  CG5B=CN  70?8AL  C S D ? 	 A g g i u n g e r e   n u o v o   a c c o u n t   C S D ? 	 %6'A)  -3'(  C S D   ,/J/	 A d i c i o n a r   n o v a   c o n t a   C S D ? 	 Y e n i   C S D   h e s a b 1  e k l e ? 	 T h  m   t  i   k h o n   C S D   m i ? 	 T a m b a h   a c c o u n t   C S D   b a r u ? 	 T a m b a h   a k a u n   C S D   b a r u ? 	 (	/	>	  C S D   	>	$	>	  	K	!	<	G		? 	 	 	 	 H o z z  a d j a   a z    j   C S D - f i  k o t ? 	 	 	 	 N i e u w e   C S D - a c c o u n t   t o e v o e g e n ? 	 	 	 A d u g a r e   c o n t   C S D   n o u ? 	 	 	     C S D   ? 	 	 	 '4*1'  C S D   ,//  'A2H/G  4H/	 	 	 				  						  							  			  					? 	 	 	 	 	 	 	 	 	 V o e g   n u w e   C S D - r e k e n i n g   b y ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   n o v a   c o n t a   C S D ? 
 
 S T R _ I D _ D T C N T _ C S D _ I N P U T _ L A C K 	 D A 	 P O P U P C O N F I R M 	 L a c k   w a r n i n g 	 D i a l   n u m b e r   r e q u i r e d .   I n p u t   a g a i n ? 	  8eQ_x͑e8eQ	  eQSx͑eeQ	 3@GI-I-+!2"@%B#  I--5#1I? 	 D e b e   i n t r o d u c i r   e l   n  m e r o   d e   m a r c a d o ,    i n t r o d u c i r   n u e v a m e n t e ? 	 B e s o i n   d ' e n t r e r   n u m  r o      a p p e l e r .   E n t r e r      n o u v e a u   ? 	 E i n w  h l n u m m e r   m u s s   e i n g e g e b e n   w e r d e n .   E r n e u t   e i n g e b e n ? 	 5>1E>48<>  225AB8  =><5@  =01>@0.   25AB8  A=>20? 	    n e c e s s a r i o   i m m e t t e r e   i l   n u m e r o   d a   c o m p o r r e .   I m m e t t e r e   d i   n u o v o ? 	 JD2E  %/.'D  1BE  'D'*5'D.   %/.'D  E1)  #.1I	    n e c e s s  r i o   i n t r o d u z i r   o   n  m e r o   a   m a r c a r .   I n t r o d u z i r   n o v a m e n t e ? 	 G i r d i    e v i r m e   n u m a r a l a r 1  g e r e k i y o r .   T e k r a r   g i r ? 	 C n   n h p   s   g i .   N h p   l i ? 	 D i p e r l u k a n   n o m o r   y a n g   d i t e t a p k a n .   M a s u k a n   l a g i ? 	 P e r l u   i n p u t   n o m b o r   d a i l .   I n p u t   s e m u l a ? 	 !	>	/	2	  (		,	0	  	(	*	A		  	0	(	G	  	@	  	0	B	0	$	  9	H	.   *	A	(	:   	(	*	A		  	0	G		? 	 	 	 	 T  r c s  z  s i   s z  m   m e g a d  s a   s z  k s  g e s .   M e g a d j a    j r a ? 	 	 	 	 T e   k i e z e n   n u m m e r   m o e t   i n g e v o e r d   w o r d e n .   O p n i e u w   i n v o e r e n ? 	 	 	 E s t e   n e c e s a r   i n t r o d u c e r e a   u n u i   n u m r   p e n t r u   a p e l a r e .   I n t r o d u c e ci   d i n   n o u ? 	 	 	       .       ? 	 	 	 H'1/1/F  4E'1G  (1'  *E'3  1  61H1  '3*.   /H('1G  H'1/  ECFJ/	 	 	 					  					  					  							d	  					  				 	 	 	 	 	 	 	 	 B e n o d i g   i n v o e r - s k a k e l n o m m e r .   V o e r   w e e r   i n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   d i s c a g e m   n e c e s s  r i o .   I n s e r i r   n o v a m e n t e ? 
 
 S T R _ I D _ D T C N T _ M A X _ C S D _ A C C O U N T _ R E A C H E D 	 D A 	 P O P U P 	 M a x   C S D   p r o f i l e   r e a c h e d 	 M a x   C S D   a c c o u n t   r e a c h e d 	 ]0R g'YC S D 3^6bxeϑ	 ]0R g'YC S D ^7bpeϑ	 61

5  C S D   *9*8	 L  m i t e   d e   C S D   a l c a n z a d o   	 N o m b r e   d e   c o m p t e s   C S D   m a x   a t t e i n t 	 M a x .   C S D - K o n t o   e r r e i c h t 	 >AB83=CB>  <0:A8<0;L=>5  :>;8G5AB2>  CG5B=KE  70?8A59  C S D 	 A c c o u n t   C S D   m a x   r a g g i u n t o 	 *E  'DH5HD  %DI  'D-/  'D#B5I  D9//  -3'('*  C S D 	 N  m e r o   m  x i m o   d e   c o n t a s   C S D   a t i n g i d o 	 M a k s i m u m   C S D   h e s a b 1n a   u l a _1l d 1	    h t   s   t  i   k h o n   C S D   t i   a 	 J u m l a h   a c c o u n t   C S D   m a k s i m u m   t e r c a p a i 	 A k a u n   C S D   m a k s i m a   t e l a h   d i c a p a i 	 	'	?		$	.	  C S D   	>	$	>	  *	9	A			  	/	>		 	 	 	 M a x i m  l i s   C S D - f i  k s z  m   e l  r v e 	 	 	 	 M a x i m a l e   C S D - a c c o u n t   b e r e i k t 	 	 	 A ci   a t i n s   n u m r u l   m a x i m   d e   c o n t u r i   C S D 	 	 	       C S D 	 	 	 (G  -/'+1  '4*1'G'  E,'2  C S D   13/G  '/	 	 	 								  						  								  				  				d		 	 	 	 	 	 	 	 	 M a k s .   C S D - r e k e n i n g   b e r e i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   C S D   m  x .   a l c a n  a d a 
 
 S T R _ I D _ C B M _ D I S A L L O W _ E R R O R 	 C B M 	 P O P U P 	 e r r o r   p o p u p 	 N o t   a v a i l a b l e .   G P R S / C S D   c o n n e c t i o n   e x i s t s 	 G P R S / C S D #}-N!qlO(u	 G P R S / C S D ޏ~e
NS(u	 2#@
7H-!H-I-!9%A@G/ C S D   !5-"9HA%I'  B#12#@
7H-!H-H-	 d a t o s   e n   p a q u e t e / l a   c o n e x i  n   C S D   e x i s t e . P o r   f a v o r   d e s c o n e c t a r   p r i m e r o .   	 P a q u e t   d e   d o n n  e s / C o n n e x i o n   C S D   e x i s t a n t e .   V e u i l l e z   d  c o n n e c t e r   e n   p r e m i e r . 	 P a k e t d a t e n / C S D - V e r b i n d u n g   v o r h a n d e n .   B i t t e   z u e r s t   t r e n n e n . 	 !CI5AB2CNB  A>548=5=8O  G P R S / C S D .   !=0G0;0  8E  =5>1E>48<>  >B:;NG8BL. 	 P r e s e n z a   c o n n e s s i o n e   d a t i   p a c c h e t t o / C S D .   D i s c o n n e t t e r l a . 	 JH,/  '*5'D  -2E  (J'F'*/ C S D .   J1,I  A5D  'D'*5'D  #HD'K. 	 A   l i g a   o   d e   d a d o s   e m   p a c o t e s / C S D   e s t    a c t i v a .   D e s l i g u e - a   p r i m e i r o .   	 p a k e t   v e r i / C S D   b a l a n t 1s 1  m e v c u t .   L  t f e n    n c e   b u   b a l a n t 1y 1  k e s i n . 	    c    d   l i u   g  i / k t   n i   C S D .   H  y   n g t   k t   n i   t r c . 	 S a m b u n g a n   d a t a   p a k e t / C S D   s u d a h   a d a .   P u t u s k a n   d u l u . 	 s a m b u n g a n   d a t a   p a k e t / C S D   s u d a h   w u j u d .   S i l a   n y a h s a m b u n g k a n n y a   d a h u l u . 	 *	H		G		  !	G		>	/ 8	@		8	!	@	  	(	G		M	
 6	(	  .	L		B	&	  9	H	d	  	C	*	/	>	  	8	G	  *	9	2	G	  !	?	8	M	
 	(	G		M	
 	  	0	G		d		 	 	 	 c s o m a g k a p c s o l t / C S D   k a p c s o l a t   l  t e z i k .   E l Qb b   b o n t s a   a   k a p c s o l a t o t . 	 	 	 	 p a k k e t g e g e v e n s / C S D - v e r b i n d i n g   a a n w e z i g .   V e r b r e e k   d e   v e r b i n d i n g   e e r s t . 	 	 	 c o n e x i u n e a   p a c h e t u l   d e   d a t e / C S D   e x i s t .   D e c o n e c t a ci - l   m a i    n t  i . 	 	 	       / C S D .       . 	 	 	 '1*('7  /'/G  G'  (3*G  '/ C S D   EH,H/  '3*.   D7A'  '(*/'  "F1'  B79  CFJ/. 	 	 	 							  				/   						  					  								d	  							  			  					  						  									  				d	  	 	 	 	 	 	 	 	 	 p a k k e t d a t a / C S D - v e r b i n d i n g   b e s t a a n .   O n t k o p p e l   d i t   a s b .   e e r s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a d o s   d e   p a c o t e / c o n e x  o   C S D   e x i s t e .   F a v o r   d e s c o n e c t  - l o   p r i m e i r o . 
 
 S T R _ I D _ D T C N T _ N O T _ A L L O W _ D E L E T E 	 D A 	 P O P U P 	 N o t   a l l o w e d   p o p u p 	 A c c o u n t   i s   i n   u s e ,   n o t   a l l o w e d   t o   d e l e t e 	 3^6bck(WO(u
NAQ1*Rd	 ^7bck(WO(u
NAQ Rd	 1

59C
I2-"9H,   D!H-8
2C+I%	 L a   c u e n t a   e s t    e n   u s o   a h o r a ,   n o   s e   p u e d e   b o r r a r 	 C o m p t e   e n   c o u r s   d ' u t i l i s a t i o n ,   i m p o s s i b l e   d e   s u p p r i m e r 	 K o n t o   w i r d   v e r w e n d e t n ,   L  s c h e n   n i c h t   z u g e l a s s e n 	 #G5B=0O  70?8AL  8A?>;L7C5BAO,   C40;5=85  70?@5I5=>. 	 A c c o u n t   i n   u s o ,   n o n      c o n s e n t i t o   e l i m i n a r l o 	 'D-3'(  BJ/  'D'3*./'E,   D'  J3E-  (-0AG	 A   c o n t a   e s t    a   s e r   u t i l i z a d a ,   n  o      p o s s  v e l   e l i m i n a r 	 H e s a p   k u l l a n 1m d a ,   s i l i n m e s i   y a s a k . 	 T  i   k h o n   a n g   s   d n g ,   k h  n g   c h o   p h  p   x  a 	 A c c o u n t   s e d a n g   d i g u n a k a n ,   j a n g a n   b o l e h k a n   u n t u k   d i h a p u s 	 A k a u n   s e d a n g   d i g u n a ,   t i d a k   d i b e n a r k a n   m e m a d a m 	 	>	$	>	  	8	M	$	G	.	>	2	  .	G		  9	H	,   .	?		>	(	G	  	@	  	(	A	.	$	?	  (	9	@		  9	H		 	 	 	 H a s z n  l a t b a n   l  v Q  f i  k ,   a   t  r l  s   n e m   l e h e t s  g e s 	 	 	 	 A c c o u n t   i s   i n   g e b r u i k , k a n   n i e t   v e r w i j d e r d   w o r d e n 	 	 	 C o n t u l   e s t e   u t i l i z a t ,   i m p o s i b i l   d e   _t e r s 	 	 	   ,         	 	 	 '4*1'  EH1/  '3*A'/G  '3*  -0A  1/F  "F  E,'2  F3*	 	 	 							  							  					  		,   				  					  						  			d		 	 	 	 	 	 	 	 	 R e k e n i n g   i s   i n   g e b r u i k ,   d i t   m a g   n i e   g e s k r a p   w o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   c o n t a   e s t    e m   u s o ,   n  o      p e r m i t i d o   e x c l u i r 
 
 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T _ H K S C S 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 H K S C S ( H o n g K o n g   C h i n e s e ) 	 H K S C S ( /nX܈W[CQ) 	 H K S C S ( /nXeW[&{) 	 H K S C S ( 5.H-) 	 H K S C S   ( c h i n o   d e   H o n g   K o n g ) 	 H K S C S   ( C h i n o i s   H o n g K o n g ) 	 H K S C S   ( H o n g k o n g   C h i n e s i s c h ) 	 H K S C S ( >=:>=3  :8B09A:89) 	 H K S C S ( C i n e s e   d i   H o n g   K o n g ) 	   H K S C S   ( GHF:  CHF:  'D5JFJ)) 	 H K S C S   ( C h i n  s   d e   H o n g   K o n g ) 	 H K S C S ( H o n g   K o n g    i n c e s i ) 	 H K S C S   ( T i n g   H o a   H n g   K  n g ) 	 H K S C S   ( C i n a   H o n g K o n g ) 	 H K S C S ( C i n a   H o n g K o n g ) 	 H K S C S   ( 9	>			  	>			  	>		(	@		<	) 	 	 	 	 H K S C S ( h o n g k o n g i   k  n a i ) 	 	 	 	 H K S C S ( H o n g K o n g   C h i n e e s ) 	 	 	 H K S C S ( C h i n e z   H o n g K o n g ) 	 	 	 H K S C S (     ) 	 	 	 H K S C S ( F  GHF  F) 	 	 	 											( 				  						) 	 	 	 	 	 	 	 	 	 H K S C S ( H o n g K o n g   C h i n e s e ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H K S C S   ( c h i n  s   d e   H o n g   K o n g ) 
 
 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T _ C Y R I L L I C _ I S O 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 C Y R I L L I C   I S O ( C Y R I L L I C   I n t e r n a t i o n a l ) 	 ^t>re( I S O ) 	 ̑\e( I S O ) 	 C Y R I L L I C   I S O ( C Y R I L L I C   *2%) 	 C I R  L I C O   I S O   ( C I R  L I C O   i n t e r n a c i o n a l ) 	 C Y R I L L I C   I S O   ( C Y R I L L I C   I n t e r n a t i o n a l ) 	 K Y R I L L I S C H   I S O ( K Y R I L L I S C H   i n t e r n a t i o n a l ) 	 C Y R I L L I C   I S O (  &  <564C=0@>4=0O) 	 C I R I L L I C O   I S O   ( C I R I L L I C O   I n t e r n a z i o n a l e ) 	 C Y R I L L I C   I S O   ( 3J1JDJC  %F*1F'4HF'D) 	 C I R  L I C O   I S O   ( C I R  L I C O   I n t e r n a c i o n a l ) 	 K 0R 0L   I S O ( K 0R 0L   U l u s l a r a r a s 1) 	 C Y R I L L I C   I S O   ( C Y R I L L I C   Q u c   t ) 	 C Y R I L L I C   I S O ( C Y R I L L I C   I n t e r n a t i o n a l ) 	 C Y R I L L I C   I S O ( C Y R I L L I C   A n t a r a b a n g s a ) 	 C Y R I L L I C   I S O ( C Y R I L L I C   			0	(	G	6	(	2	) 	 	 	 	 C I R I L L   I S O ( C I R I L L   n e m z e t k  z i ) 	 	 	 	 C Y R I L L I S C H   I S O ( C Y R I L L I S C H   I n t e r n a t i o n a a l ) 	 	 	 C H I R I L I C   I S O ( C H I R I L I C   I n t e r n a bi o n a l ) 	 	 	 C Y R I L L I C   I S O (   ) 	 	 	 C Y R I L L I C   I S O ( 31D  (F  'DEDD) 	 	 	 								  					( 								  														) 	 	 	 	 	 	 	 	 	 C Y R I L L I C   I S O ( C Y R I L L I C   I n t e r n a t i o n a l ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C I R  L I C O   I S O   ( C I R  L I C O   I n t e r n a c i o n a l ) 
 
 S T R _ S E T T I N G S _ E N C O D I N G _ F O R M A T _ C Y R I L L I C _ W I N 	 E B O O K 	 C 0 5 7 _ 1 	 E b o o k   R e a d e r   S t r i n g 	 C Y R I L L I C   W I N ( C Y R I L L I C   W i n d o w s ) 	 ^t>re( W i n d o w s ) 	 ̑\e( W i n d o w s ) 	 C Y R I L L I C   W I N ( C Y R I L L I C   W i n d o w s ) 	 C I R  L I C O   W I N   ( C I R  L I C O   W i n d o w s ) 	 C Y R I L L I C   W I N   ( C Y R I L L I C   W i n d o w s ) 	 K Y R I L L I S C H   W I N ( K Y R I L L I S C H   W i n d o w s ) 	 C Y R I L L I C   W I N (  &  W i n d o w s ) 	 C I R I L L I C O   W I N ( C I R I L L I C O   W i n d o w s ) 	 C Y R I L L I C   W I N   ( 3J1JDJC  HJF/H2) 	 C I R  L I C O   W I N   ( C I R  L I C O   W i n d o w s ) 	 K 0R 0L   W I N ( K 0R 0L   W i n d o w s ) 	 C Y R I L L I C   W I N   ( C Y R I L L I C   W i n d o w s ) 	 C Y R I L L I C   W I N ( C Y R I L L I C   W i n d o w s ) 	 C Y R I L L I C   W I N ( C Y R I L L I C   W i n d o w s ) 	 C Y R I L L I C   W I N ( C Y R I L L I C   5	?		!	K		<	) 	 	 	 	 C I R I L L   W I N ( C I R I L L   W i n d o w s ) 	 	 	 	 C Y R I L L I S C H   W I N ( C Y R I L L I S C H   W i n d o w s ) 	 	 	 C H I R I L I C   W I N ( C H I R I L I C   W i n d o w s ) 	 	 	 C Y R I L L I C   W I N (   W i n d o w s ) 	 	 	 C Y R I L L I C   W I N ( 31D  HF/H2) 	 	 	 											( 								  							) 	 	 	 	 	 	 	 	 	 C Y R I L L I C   W I N ( C Y R I L L I C   W i n d o w s ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C I R  L I C O   W I N   ( C I R  L I C O   W i n d o w s ) 
 
 S T R _ E B O O K _ F S _ O P _ E R R O R 	 E B O O K 	 P O P U P 	 T h e r e   i s   a n   e r r o r   w h i l e   a c c e s s i n g   t h e   e b o o k 	 E r r o r   a c c e s s i n g   t h e   e b o o k 	 *OUP[f/	 5uP[fN	 @4I-4%2C05H3%1@I26-58J	 S e   p r o d u j o   u n   e r r o r   a l   o b t e n e r   a c c e s o   a l   l i b r o   e l e c t r  n i c o 	 E r r e u r   s u r v e n u e   l o r s   d e   l ' a c c  s   a u   l i v r e    l e c t r o n i q u e 	 E i n   F e h l e r   t r a t   b e i   A u f r u f   d e s   e B o o k s   a u f 	 @8  4>ABC?5  :  M;5:B@>==>9  :=830  2>7=8:;0  >H81:0	 S i      v e r i f i c a t o   u n   e r r o r e   a l l ' a c c e s s o   a l l ' e - b o o k 	 -/H+  .7#  9F/  'DH5HD  %DI  'DC*'(  'D%DC*1HFJ	 O c o r r e u   u m   e r r o   a o   a c e d e r   a o   e b o o k 	 E - k i t a b a   e r i _i l i r k e n   s o r u n   o l u _t u 	 B   l i   k h i   t r u y   c p   s  c h   i n   t 	 K e s a l a h a n   d a l a m   m e n g a k s e s   e b o o k 	 R a l a t   b e r l a k u   k e t i k a   m e n g a k s e s   e - b u k u 	 	- *	A	8	M	
 $		  	K	  		M	
 8	G	8	  	0	$	G	  8	.	/	  		  $	M	0	A		?	  9	A			 	 	 	 H i b a   t  r t  n t   a z   e - k  n y v   e l  r  s e   k  z b e n 	 	 	 	 E r   t r a d   e e n   f o u t   o p   b i j   t o e g a n g   t o t   h e t   e b o o k 	 	 	 S u r v i n e   o   e r o a r e   l a   a c c e s a r e a   e b o o k 	 	 	           	 	 	 .7'  /1  GF'E  /3*13  (G  1''*'(  1.  /'/G	 	 	 					  								  			  						  						 	 	 	 	 	 	 	 	  n   F o u t   h e t   m e t   d i e   o o p m a a k   v a n   d i e   e b o o k   i n g e k o m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   a c e s s a n d o   o   e b o o k 
 
 S T R _ E B O O K _ J U M P _ E R R O R 	 E B O O K 	 P O P U P 	 J u m p   e r r o r 	 J u m p   e r r o r 	 I/	 l	 #0B4%2	 E r r o r   d e   s a l t o 	 E r r e u r   s a u t 	 S p r i n g f e h l e r 	 H81:0  ?5@5E>40	 E r r o r e   s a l t o 	 .7#  AJ  'D'F*B'D	 E r r o   a o   a v a n  a r 	 A t l a m a   h a t a s 1	 L i   c h u y n   t i p 	 K e s a l a h a n   p e l o n c a t a n 	 R a l a t   l a n g k a u a n 	 		*	  $	M	0	A		?		 	 	 	 U g r  s i   h i b a 	 	 	 	 S p r o n g o u t 	 	 	 E r o a r e   s a l t 	 	 	   	 	 	 .7'  /1  ~14	 	 	 			  					  				 	 	 	 	 	 	 	 	 S p r o n g f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   p u l o 
 
 S T R _ E B O O K _ F U N C T I O N _ N O T _ A L L O W E D 	 E B O O K 	 P O P U P 	 T h i s   f u n c t i o n   i s   n o t   a v a i l a b l e   d u r i n g   c o n v e r t i n g   e b o o k 	 N o t   a v a i l a b l e   d u r i n g   c o n v e r t i n g   e b o o k 	 dkR(WISP[fBf!qlO(u	 dkR(WlS5uP[fNeelO(u	 C
ID!HDI#0+'H25H3%1A%-58J	 N o   d i s p o n i b l e   d u r a n t e   l a   c o n v e r s i  n   d e l   l i b r o   e l e c t r  n i c o 	 N o n   d i s p o n i b l e   p e n d a n t   l a   c o n v e r s i o n   d u   l i v r e    l e c t r o n i q u e 	 W  h r e n d   e B o o k - K o n v e r s i o n   n i c h t   v e r f  g b a r 	 54>ABC?5=  2>  2@5<O  :>=25@B0F88  M;5:B@>==>9  :=838	 N o n   d i s p o n i b i l e   d u r a n t e   l a   c o n v e r s i o n e     d e l l ' e - b o o k 	 :J1  E*'-  #+F'!  *-HJD  'DC*'(  'D%DC*1HFJ	 N  o   d i s p o n  v e l   d u r a n t e   a   c o n v e r s  o   d o   e b o o k 	 E - k i t a p   d  n  _t  r  l  r k e n   g e  e r s i z d i r 	 K h  n g   c    s n   t r o n g   k h i   c h u y n   i   s  c h   i n   t 	 T i d a k   t e r s e d i a   s e l a m a   p r o s e s   k o n v e r s i   e b o o k   b e r l a n g s u n g 	 T i d a k   b o l e h   d i d a p a t i   k e t i k a   m e n u k a r   e - b u k u 	 	- *	A	8	M	
 $		  	G	  *	0	?	5	0	M	$	(	  	G	  &	L	0	>	(	  		*	2	,	M	
 '	  (	9	@			 	 	 	 N e m   e l  r h e t Q  e - k  n y v   k o n v e r t  l  s a   k  z b e n 	 	 	 	 N i e t   b e s c h i k b a a r   b i j   h e t   c o n v e r t e r e n   v a n   e b o o k 	 	 	 N i n d i s p o n i b i l    n   t i m p u l   c o n v e r s i e i   e b o o k 	 	 	             	 	 	 /1GF'E  *(/D  1''*'(  /1/3*13  F3*	 	 	 				  										  			  					  						 	 	 	 	 	 	 	 	 N i e   t y d e n s   o m s k a k e l i n g   v a n   e b o o k   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   d i s p o n  v e l   d u r a n t e   a   c o n v e r s  o   d e   e b o o k 
 
 S T R _ E B O O K _ O P E N _ T H E _ C O N V E R T I N G _ E B O O K 	 E B O O K 	 P O P U P C O N F I R M 	 D o   y o u   w a n t   t o   o p e n   t h e   c o n v e r t i n g   E - b o o k   n o w ? 	 O p e n   t h e   c o n v e r t i n g   e b o o k ? 	 _UIS-NvP[f	 Sb _ck(WlS-Nv5uP[fN	 @42#A%-58J+#7-D!H? 	  D e s e a   a b r i r   l a   c o n v e r s i  n   d e l   l i b r e   e l e c t r  n i c o ? 	 O u v r i r   l e   l i v r e    l e c t r o n i q u e   e n   c o u r s   d e   c o n v e r s i o n   ? 	 K o n v e r t i e r t e s   e B o o k    f f n e n ? 	 B:@KBL  :>=25@B8@>20==CN  M;5:B@>==CN  :=83C? 	 A p r i r e   l ' e b o o k   c o n v e r t i t o ? 	 A*-  'DC*'(  'D%DC*1HFJ  DD*-HJD	 A b r i r   o   e b o o k   e m   c o n v e r s  o ? 	 E - p k i t a p   d  n  _t  r m e y i   b a _l a t ? 	 M   c h u y n   i   s  c h   i n   t ? 	 B u k a   e b o o k   y a n g   d i k o n v e r s i ? 	 A d a k a h   a n d a   i n g i n   m e m b u k a   p e n u k a r a n   e - b u k u ? 	 *	0	?	5	0	M	$	?	$	  9	K	  0	9	@	  	- *	A	8	M	
 $		  	K	  	K	2	G		? 	 	 	 	 M e g n y i t j a   a   k o n v e r t  l  s   a l a t t   l  v Q  e - k  n y v e t ? 	 	 	 	 C o n v e r t e r e n d   e b o o k   o p e n e n ? 	 	 	 D e s c h i d e r e   c o n v e r s i e   e b o o k ? 	 	 	         ? 	 	 	 "'  E.H'G/  1''*'(  /1-'D  *(/D  1'  ('2F/	 	 	 										  				  					 	 	 	 	 	 	 	 	 M a a k   d i e   o m s k a k e l i n g s - e b o o k   o o p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b r i r   o   e b o o k   d e   c o n v e r s  o ? 
 
 S T R _ S T O P _ C O N V E R T I N G 	 E B O O K 	 I C O N T E X T 	 S t o p   C o n v e r t i n g   E - B o o k 	 S t o p   c o n v e r t i n g   e b o o k 	 \PbkISP[f	 \PbklS5uP[fN	 +"82#A%-58J	 D e t e n e r   l a   c o n v e r s i  n   d e l   l i b r e o   e l e c t r  n i c o 	 I n t e r r o m p r e   l a   c o n v e r s i o n   d u   l i v r e    l e c t r o n i q u e 	 e B o o k - K o n v e r s i o n   s t o p p e n 	 AB0=>28BL  :>=25@B8@>20=85  M;5:B@>==>9  :=838	 A r r e s t a r e   l a   c o n v e r s i o n e   d e l l ' e - b o o k 	 %JB'A  *-HJD  'DC*'(  'D%DC*1HFJ	 P a r a r   a   c o n v e r s  o   d o   e b o o k 	 E - K i t a b 1  d  n  _t  r m e y i   s o n l a n d 1r 	 D n g   c h u y n   i   s  c h   i n   t 	 H e n t i k a n   k o n v e r s i   e b o o k 	 H e n t i   p e n u k a r a n   e - b u k u 	 	- *	A	8	M	
 $		  	G	  *	0	?	5	0	M	$	(	  	K	  0	K		G			 	 	 	 E - k  n y v   k o n v e r t  l  s   l e  l l  t  s a 	 	 	 	 S t o p p e n   m e t   c o n v e r s i e   v a n   e b o o k 	 	 	 O p r i r e   c o n v e r s i e   e b o o k 	 	 	       	 	 	 *HBA  *(/D  1''*'(	 	 	 				  										  			  				  			? 	 	 	 	 	 	 	 	 	 S t o p   m e t   d i e   o m s k a k e l i n g   v a n   e b o o k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a r   d e   c o n v e r t e r   e b o o k 
 
 S T R _ E B O O K _ S U C C E S S 	 E B O O K 	 P O P U P 	 S u c c e s s ! 	 S u c c e s s 	 bR	 bR	 *3@#G	 O p e r a c i  n   c o r r e c t a 	 R  u s s i 	 E r f o l g 	 #A?5H=>. 	 S u c c e s s o 	 F,'-	  x i t o 	 B a _a r 1l 1	 T h  n h   c  n g 	 B e r h a s i l 	 B e r j a y a 	 8	+	2	$	>		 	 	 	 S i k e r e s 	 	 	 	 S u c c e s 	 	 	 S u c c e s 	 	 	 	 	 	 EHAB  (H/	 	 	 							 	 	 	 	 	 	 	 	 S u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  x i t o 
 
 S T R _ E B O O K _ T O T A L _ L I N E _ N U M S 	 E B O O K 	 I C O N T E X T 	 T o t a l   l i n e   n u m b e r s 	 T o t a l   l i n e   n u m b e r s 	 =~Lxe	 ;`Lpe	 3'##1#'!	 N  m e r o s   d e   l  n e a   e n   t o t a l 	 N o m b r e   t o t a l   d e   l i g n e s 	 Z e i l e n a n z a h l   i n s g e s a m t 	 1I55  :>;8G5AB2>  AB@>:	 N u m e r o   t o t a l e   d i   r i g h e 	 %,E'DJ  #1B'E  'D.7	 N  m e r o   t o t a l   d e   l i n h a s 	 T o p l a m   s a t 1r   s a y 1s 1	 T n g   s   d  n g 	 J u m l a h   b a r i s   t o t a l 	 J u m l a h   n o m b o r   b a r i s a n 	 	A	2	  2	>		(	  8			M	
 /	>				 	 	 	 S o r o k    s s z e s e n 	 	 	 	 T o t a a l   a a n t a l   r e g e l n u m m e r s 	 	 	 N u m r   t o t a l   d e   l i n i i 	 	 	       	 	 	 *9/'/  D  .7H7	 	 	 			  				  						 	 	 	 	 	 	 	 	 T o t a l e   a a n t a l   s y f e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o s   d e   l i n h a   t o t a i s 
 
 S T R _ E B O O K _ C O N V E R T I N G _ C O M P L E T E D 	 E B O O K 	 P O P U P 	 T h e   c o n v e r t i n g   o p e r a t i o n   h a s   c o m p l e t e d 	 T h e   c o n v e r t i n g   o p e r a t i o n   h a s   c o m p l e t e d 	 ISd\O][b	 lSd\O][b	 #0'2#A%*!9#LA%I'	 L a   o p e r a c i  n   d e   c o n v e r s i  n   s e   h a   c o m p l e t a d o 	 L ' o p  r a t i o n   d e   c o n v e r s i o n   e s t   t e r m i n  e 	 D i e   K o n v e r s i o n   i s t   a b g e s c h l o s s e n 	 >=25@B8@>20=85  7025@H5=>	 L ' o p e r a z i o n e   d i   c o n v e r s i o n e      s t a t a   c o m p l e t a t a 	 *E  'D'F*G'!  EF  9EDJ)  'D*-HJD	 A   o p e r a   o   d e   c o n v e r s  o   e s t    c o n c l u  d a 	 D  n  _t  r m e   i _l e m i   t a m a m l a n d 1	    h o  n   t t   t h a o   t  c   c h u y n   i 	 O p e r a s i   k o n v e r s i   s e l e s a i 	 O p e r a s i   p e n u k a r a n   s e l e s a i 	 *	0	?	5	0	M	$	(	  *	M	0		>	2	(	  *	B	0	>	  9	K	  	/	>	  9	H		 	 	 	 A   k o n v e r t  l  s   b e f e j e z Qd  t t 	 	 	 	 D e   v e r s i e b e w e r k i n g   i s   v o l t o o i d 	 	 	 O p e r a ci a   d e   c o n v e r s i e   s - a    n c h e i a t 	 	 	     	 	 	 9ED'*  *(/D  (G  ~''F  13/	 	 	 										  			  						  						 	 	 	 	 	 	 	 	 D i e   o m s k a k e l i n g s p r o s e s   i s   v o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   o p e r a   o   d e   c o n v e r s  o   f o i   c o n c l u  d a 
 
 S T R _ E B O O K _ I S _ S T O P I N G _ C O N V E R T I N G 	 E B O O K 	 P O P U P C O N F I R M 	 S t o p   c o n v e r t i n g   e b o o k ? 	 S t o p   c o n v e r t i n g   e b o o k ? 	 \PbkISP[f	 \PbklS5uP[fN	 +"82#A%-58J? 	  D e s e a   d e t e n e r   l a   c o n v e r s i  n   d e l   l i b r e o   e l e c t r  n i c o ? 	 I n t e r r o m p r e   l a   c o n v e r s i o n   d u   l i v r e    l e c t r o n i q u e   ? 	 e B o o k - K o n v e r s i o n   s t o p p e n ? 	 AB0=>28BL  :>=25@B8@>20=85  M;5:B@>==>9  :=838? 	 A r r e s t a r e   l a   c o n v e r s i o n e   d e l l ' e - b o o k ? 	 %JB'A  *-HJD  'DC*'(  'D%DC*1HFJ	 P a r a r   a   c o n v e r s  o   d o   e b o o k ? 	 E - K i t a b 1  d  n  _t  r m e y i   s o n l a n d 1r ? 	 D n g   c h u y n   i   s  c h   i n   t ? 	 B e r h e n t i   m e n g k o n v e r s i   e b o o k ? 	 H e n t i   p e n u k a r a n   e - b u k u ? 	 	- *	A	8	M	
 $		  	>	  *	0	?	5	0	M	$	(	  0	K		G		? 	 	 	 	 L e  l l  t j a   a z   e - k  n y v   k o n v e r t  l  s  t ? 	 	 	 	 S t o p p e n   m e t   c o n v e r s i e   v a n   e b o o k ? 	 	 	 O p r i r e   c o n v e r s i e   e b o o k ? 	 	 	         ? 	 	 	 "'  *(/D  1''*'(  E*HBA  4H/	 	 	 					  										  			  				  			? 	 	 	 	 	 	 	 	 	 S t o p   m e t   d i e   o m s k a k e l i n g   v a n   d i e   e b o o k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a r   d e   c o n v e r t e r   e b o o k ? 
 
 S T R _ E B O O K _ S T O R G E _ I S _ C H A N G E D 	 E B O O K 	 P O P U P 	 T h e   s t o r a g e   i s   c h a n g e d   f r o m   m e m o r y   t o   p h o n e 	 T h e   s t o r a g e   i s   c h a n g e d   f r o m   m e m o r y   t o   p h o n e 	 2QX[MOn_aԚRcKb_j	 PX[MOnNQX[aSRbcKb:g	 5H@G@%5H"2+H'"'2!3D@#7H-	 E l   a l m a c e n a m i e n t o   s e   h a   c a m b i a d o   d e   l a   m e m o r i a   a l   t e l  f o n o 	 L ' e m p l a c e m e n t   d e   s t o c k a g e   e s t   m o d i f i    d e   l a   m  m o i r e   a u   t  l  p h o n e 	 D a t e n s p e i c h e r    n d e r t e   s i c h   v o m   S p e i c h e r   z u m   T e l e f o n 	 5AB>  E@0=5=8O  87<5=5=>  A  ?0<OB8  =0  B5;5D>=	 L o   s t o r a g e      p a s s a t o   d a l l a   m e m o r i a   a l   t e l e f o n o 	 *E  *:JJ1  'D*.2JF  EF  'D0'C1)  %DI  'DG'*A	 O   a r m a z e n a m e n t o   m u d o u   d a   m e m  r i a   p a r a   o   t e l e f o n e 	 D e p o l a m a   a l a n 1  b e l l e k t e n   t e l e f o n a   a k t a r 1l d 1. 	    i   l u   t r   t   b   n h   s a n g   m  y 	 P e n y i m p a n a n   d i u b a h   d a r i   m e m o r i   k e   t e l e p o n 	 S t o r a n   d i t u k a r   d a r i   i n g a t a n   k e   t e l e f o n 	 -		!	>	0	#	  	K	  .	G	.	K	0	@	  8	G	  ,	&	2		0	  +	K	(	  *	0	  	0	  &	?	/	>	  	/	>	  9	H		 	 	 	 A   t  r o l    a   m e m  r i  r  l   a   t e l e f o n r a   v  l t o z o t t 	 	 	 	 D e   o p s l a g   i s   v e r a n d e r d   v a n   g e h e u g e n   n a a r   t e l e f o o n 	 	 	 S t o c a r e a   s e   c o m u t   d i n   m e m o r i e   p e   t e l e f o n 	 	 	         	 	 	 H3DG  0.1G  3'2  '2  -'A8G  (G  *DAF  *:1  1/	 	 	 							  							  				  				  								  			  						 	 	 	 	 	 	 	 	 D i e   b e r g i n g   i s   v a n   g e h e u e   n a   f o o n   v e r a n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   a r m a z e n a m e n t o      a l t e r a d o   d a   m e m  r i a   a o   t e l e f o n e 
 
 S T R _ I D _ D T C N T _ W L A N _ E R R O R _ G S M _ O N L Y 	 W L A N 	 P O P U P 	 E r r o r   p o p u p 	 N o t   a v a i l a b l e   u n d e r   G S M   o n l y   m o d e 	 SO(uLRq|~!j_N!qlO(u	 SO(uyR5u݋|~!j_NelO(u	 C
ID!HDI 2"CIB+!  @	20  G S M   	 N o   d i s p o n i b l e   s  l o   e n   e l   m o d o   G S M 	 P a s   d i s p o n i b l e   d a n s   l e   m o d e   G S M   u n i q u e m e n t 	 I m   N u r - G S M - M o d u s   n i c h t   v e r f  g b a r 	 	 N o n   d i s p o n i b i l e   s o l o   s o t t o   m o d a l i t    G S M 	 :J1  E*'-  E9  H69  G S M   AB7	 N  o   d i s p o n  v e l   e m   m o d o   d e   a p e n a s   G S M 	 S a d e c e   G S M   m o d u n d a   b u l u n m u y o r 	 K h  n g   c    s n   c h     c h     G S M 	 T i d a k   t e r s e d i a   h a n y a   d a l a m   m o d u s   G S M 	 T i d a k   b o l e h   d i d a p a t i   d a l a m   m o d   G S M   s a h a j a 	 	G	5	2	  	@		8		.	  .	K	!	  .	G		  		*	2	,	M	'	  (	9	@			 	 	 	 N e m   e l  r h e t Q  c s a k   G S M   m  d b a n 	 	 	 	 N i e t   b e s c h i k b a a r   b i j   u i t s l u i t e n d   G S M 	 	 	 I n d i s p o n i b i l    n   m o d u l   n u m a i   G S M 	 	 	       G S M   	 	 	 /1  -'D*  G S M   51A  /1/3*13  FE('4/. 	 	 	 				- 						  				  					  				  			 	 	 	 	 	 	 	 	 N i e   i n   s l e g s - G S M - m o d u s   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   d i s p o n  v e l   s o b   m o d o   G S M   a p e n a s 
 
 S T R _ I D _ D T C N T _ S I M 2 	 U n d e f i n e d 	 I C O N T E X T 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 (7'B)  S I M 2 	 S I M   2 	 S I M 2   	 S I M 2 	 S I M 2 	 S I M 2 	 8	?	.	  2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 
 
 S T R _ I D _ D T C N T _ S I M 1 	 U n d e f i n e d 	 I C O N T E X T 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 (7'B)  S I M 1 	 S I M   1 	 S I M 1   	 S I M 1 	 S I M 1 	 S I M 1 	 8	?	.	  1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 
 
 S T R _ E B O O K _ F U N C T I O N _ N O T _ A L L O W E D _ I N _ B L U E T O O T H _ P R I N T 	 E B O O K 	 P O P U P 	 E x i t   b l u e t o o t h   p r i n t   f i r s t 	 E x i t   b l u e t o o t h   p r i n t   f i r s t 	 ˊHQ QͅYrRpSa(u	 HQ Q݄YrSbpS^(u	 --22#4!L%99H-	 S a l i r   d e   b l u e t o o t h   p r i m e r o   	 Q u i t t e r   l ' i m p r e s s i o n   B l u e t o o t h   e n   p r e m i e r 	 E r s t   B l u e t o o t h - D r u c k v o r g a n g   b e e n d e n 	 !=0G0;0  =5>1E>48<>  2K9B8  87  @568<0  ?5G0B8  ?>  B l u e t o o t h 	 E s c i   p r i m a   d a l l a   s t a m p a   B l u e t o o t h 	 '.1,  EF  'D7('9)  #HD'K  EF  .D'D  b l u e t o o t h   	 S a i r   p r i m e i r o   d a   i m p r e s s  o   p o r   B l u e t o o t h 	 B l u e t o o t h   b a s k 1  b o y u t u n u   	 T h o  t   i n   q u a   b l u e t o o t h   t r c 	 K e l u a r   t e r l e b i h   d u l u   d a r i   p e n c e t a k a n   m e l a l u i   b l u e t o o t h 	 K e l u a r   d a r i   c e t a k a n   b l u e t o o t h   d a h u l u 	 *	9	2	G	  ,	M	2	B		B	%	  *	M	0	?			  8	G	  (	?		2	G			 	 	 	 E l Qb b   l  p j e n   k i   a   B l u e t o o t h   n y o m t a t  s b  l 	 	 	 	 S l u i t   a f d r u k k e n   v i a   B l u e t o o t h   e e r s t   a f 	 	 	 I e _i ci   m a i    n t  i   d i n   p r i n t a r e   B l u e t o o t h 	 	 	         ' 	 	 	 F.3*  '2  -'D*  '~  (DH*H+  .'1,  4H/	 	 	 						  							  							  				  			  			 	 	 	 	 	 	 	 	 V e r l a a t   e e r s   B l u e t o o t h - d r u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r   p r i m e i r o   d a   i m p r e s s  o   b l u e t o o t h 
 
 S T R _ E B O O K _ C O N V E R T I N G _ B O O K _ M E M O R Y _ N O T _ D E F A U L T _ S T O R A G E 	 E B O O K 	 P O P U P 	 T h e   c o n v e r t i n g   e b o o k   i s   n o t   i n   e b o o k   r e a d e r ' s   s t o r a g e ,   s t o p   c o n v e r t i n g 	 D i f f e r e n t   s t o r a g e .   C o n v e r s i o n   s t o p p e d 	 2QX[MOn
NTIS\Pbk	 X[PMOn
NTlS\Pbk	 5H@GI-!9%AH2,   2#A%+"8	 A l m a c e n a m i e n t o   d i f e r e n t e ,   c o n v e r s i  n   d e t e n i d a 	 S t o c k a g e   d i f f  r e n t ,   l a   c o n v e r s i o n   a    t    a r r  t  e 	 A b w e i c h e n d e r   S p e i c h e r p l a t z ,   K o n v e r t i e r u n g   w i r d   a n g e h a l t e n 	 @C3>5  <5AB>  E@0=5=8O,   :>=25@B8@>20=85  >AB0=>2;5=>	 D i v e r s a   a r c h i v i a z i o n e ,   c o n v e r s i o n e   a r r e s t a t a 	 'DE.2F  E.*DA  *E  %JB'A  'D*-HJD	 A r m a z e n a m e n t o   d i f e r e n t e .   A   c o n v e r s  o   p a r o u 	 F a r k l 1  d e p o l a m a ,   d  n  _t  r m e   d u r d u r u l d u . 	 L u   t r   k h  c   n h a u ,   v i c   c h u y n   i   s   b   d n g 	 P e n y i m p a n a n   b e r b e d a ,   k o n v e r s i   d i h e n t i k a n 	 S t o r a n   b e r b e z a ,   p e r t u k a r a n   d i h e n t i k a n 	 -	?	(	M	
 (	  -		!	>	0	#	,   *	0	?	5	0	M	$	(	  0	K		  &	?	/	>	  	/	>	  9	H		 	 	 	 E l t  r Q  h  t t  r t  r ,   a   k o n v e r t  l  s   l e  l l t 	 	 	 	 A n d e r e   o p s l a g ,   d e   c o n v e r s i e   i s   g e s t o p t 	 	 	 S t o c a r e   d i f e r i t ,   c o n v e r s i a   s - a   o p r i t 	 	 	     ,     . 	 	 	 H3DG  0.1G  3'2  E*A'H*  '3*  *(/D  E*HBA  1//	 	 	 							  											,   								  			  						  				  					d	  	 	 	 	 	 	 	 	 	 A n d e r   b e r g r u i m t e ,   o m s k a k e l i n g   i s   g e s t a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o   d i f e r e n t e ,   c o n v e r s  o   e s t    i n t e r r o m p i d a 
 
 S T R _ E B O O K _ E X I T _ E B O O K _ R E A D E R 	 E B O O K 	 P O P U P 	 E x i t   e b o o k   r e a d e r   f i r s t 	 E x i t   e b o o k   r e a d e r   f i r s t 	 ˊHQ QP[f	 HQ Q5uP[fN	 --21'-H2-58JH-	 S a l i r   d e   l e c t o r   d e   l i b r o   e l e c t r  n i c o   	 Q u i t t e r   l e   l e c t e u r   d e   e b o o k   e n   p r e m i e r 	 Z u e r s t   e B o o k - R e a d e r   b e e n d e n 	 !=0G0;0  =5>1E>48<>  2K9B8  87  ?@>3@0<<K  4;O  GB5=8O  M;5:B@>==KE  :=83	 U s c i r e   p r i m a   d a l   l e t t o r e   e b o o k 	 '.1,  EF  B'1&  'DC*'(  'D%DC*1HFJ)  #HD'K	 S a i a   p r i m e i r o   d o   l e i t o r   d e   e b o o k 	  n c e   e - k i t a p   o k u y u c u d a n    1k 1n 	 T h o  t   t r  n h   c   s  c h   . t   t r c 	 K e l u a r   t e r l e b i h   d u l u   d a r i   p e m b a c a   e - b o o k 	 K e l u a r   d a r i p a d a   p e m b a c a   e - b u k u   d a h u l u 	 *	9	2	G	  	,	A		  0	@	!	0	  8	G	  ,	>	9	0	  (	?		2	G			 	 	 	 E l Qb b   l  p j e n   k i   a z   e - k  n y v   o l v a s  b  l 	 	 	 	 S l u i t   e e r s t   d e   e b o o k l e z e r   a f . 	 	 	 I e _i   m a i    n t  i   d i n   c i t i t o r u l   d e   c r ci   e l e c t r o n i c e 	 	 	         - e b o o k 	 	 	 F.3*  '2  1''*'(  .H'F  .'1,  4H/	 	 	 						  				  					  				  			  				 	 	 	 	 	 	 	 	 M a a k   e e r s   e - b o e k - l e s e r   t o e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a i r   p r i m e i r o   d o   l e i t o r   d e   e b o o k 
 
 S T R _ E B O O K _ D E L E T E _ B O O K M A R K _ F A I L E D 	 E B O O K 	 P O P U P 	 D e l e t e   b o o k m a r k   f a i l e d 	 D e l e t e   b o o k m a r k   f a i l e d 	 *Rdfd|1YWe	  RdfN~{1Y%	 %8J!2#L%I!@+%'	 B o r r a r   m a r c a   d e   p  g i n a   f a l l  	 E c h e c   d e   s u p p r e s s i o n   d u   s i g n e t 	 L e s e z e i c h e n   k o n n t e   n i c h t   g e l  s c h t   w e r d e n 	 5  C40;>AL  C40;8BL  70:;04:C	 E l i m i n a z i o n e   s e g n a l i b r o   n o n   r i u s c i t a 	 *901  -0A  'D9D'E)	 F a l h a   a o   e l i m i n a r   o   m a r c a d o r 	 Y e r   i m i   s i l i n e m e d i 	 K h  n g   t h   x  a   c h   m c 	 H a p u s   p e n a n d a   g a g a l 	 H a p u s   p e n a n d a   b u k u   g a g a l 	 ,	A		.	>	0	M		  !	?	2	@		  	0	G		  	8	+	2		 	 	 	 A   k  n y v j e l z Q  t  r l  s e   s i k e r t e l e n 	 	 	 	 V e r w i j d e r e n   v a n   b l a d w i j z e r   m i s l u k t 	 	 	 ^t e r g e r e   m a r c a j   n e r e u _i t 	 	 	     	 	 	 -0A  F4'FG  0'1  F'EHAB  (H/	 	 	 								  					  						  						 	 	 	 	 	 	 	 	 S k r a p   b o e k m e r k   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   e x c l u i r   m a r c a d o r 
 
 S T R _ E B O O K _ S A V E _ S E T T I N G S _ F A I L E D 	 E B O O K 	 P O P U P 	 S a v e   s e t t i n g s   f a i l e d 	 S a v e   s e t t i n g s   f a i l e d 	 2QX[-[1YWe	 OX[n1Y%	 1@G2#1IH2%I!@+%'	 G u a r d a r   c o n f i g u r a c i  n   f a l l    	 E c h e c   d  e n r e g i s t r e m e n t   d e s   r  g l a g e s 	 E i n s t e l l u n g e n   k o n n t e n   n i c h t   g e s p e i c h e r t   w e r d e n 	 5  C40;>AL  A>E@0=8BL  =0AB@>9:8	 S a l v a t a g g i o   i m p o s t a z i o n i   n o n   r i u s c i t o 	 *901  -A8  'D%9/'/'*	 F a l h a   a o   g u a r d a r   a s   d e f i n i   e s 	 A y a r l a r   k a y d e d i l e m e d i 	 K . t h   l u   c  c   c  i   t 	 S i m p a n   p e n g a t u r a n   g a g a l 	 S i m p a n   s e t i n g   g a g a l 	 8	G		?			M	
 8	  8	9	G		G		  	8	+	2		 	 	 	 A   b e  l l  t  s o k   m e n t  s e   s i k e r t e l e n 	 	 	 	 O p s l a a n   v a n   i n s t e l l i n g e n   m i s l u k t 	 	 	 S a l v a r e   s e t r i   n e r e u _i t 	 	 	     	 	 	 0.1G  3'2  *F8EG'  F'EHAB  (H/	 	 	 			  			  					  						  						 	 	 	 	 	 	 	 	 B e r g   i n s t e l l i n g s   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   s a l v a r   c o n f i g u r a   e s 
 
 S T R _ E B O O K _ T O G G L E _ F A I L E D 	 E B O O K 	 P O P U P 	 T o g g l e   f a i l e d 	 T o g g l e   f a i l e d 	 Rbc1YWe	 Rbc1Y%	 *%1%I!@+%'	 A l t e r n a r   f a l l  	 B a s c u l e m e n t   a    c h o u  	 W e c h s e l   f e h l g e s c h l a g e n 	 5  C40;>AL  ?5@5:;NG8BL	 A l t e r n a n z a   n o n   r i u s c i t a 	 A4D  'D*(/JD	 F a l h a   a o   a l t e r n a r 	 D e i _t i r m e   b a _a r 1s 1z 	 K h  n g   t h   c h u y n   i 	 P e n g a l i h a n   g a g a l 	 T o g o l   g a g a l 	 	I		2	  	8	+	2		 	 	 	 S i k e r t e l e n   v  l t  s 	 	 	 	 O m s c h a k e l e n   m i s l u k 	 	 	 C o m u t a r e   n e r e u _i t 	 	 	   	 	 	 'F,'E  A1E'F  F'EHAB  (H/	 	 	 				  						  						 	 	 	 	 	 	 	 	 W i s s e l i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   a l t e r n a r 
 
 S T R _ E B O O K _ C A N C E L L E D 	 E B O O K 	 P O P U P 	 C a n c e l l e d 	 C a n c e l l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o   	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 A n n u l l a t o 	 ED:J	 C a n c e l a d o 	 0p t a l   e d i l d i 	    h y 	 D i b a t a l k a n 	 D i b a t a l k a n 	 0	&	M	&		 	 	 	 M e g s z a k  t v a 	 	 	 	 G e a n n u l e e r d 	 	 	 R e v o c a t 	 	 	 	 	 	 D:H  4/	 	 	 					  			  						 	 	 	 	 	 	 	 	 G e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a d o 
 
 S T R _ I D _ S N D R E C _ N O T _ A L L O W E D _ I N _ C T M _ C A L L 	 S o u n d R e c o r d e r 	 P O P U P 	 F o r   n o t   a l l o w i n g   s o u n d r e c o r d e r   d u r i n g   C T M   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t e x t p h o n e   c a l l 	 e,gq-N
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NSO(u	 C
ID!HDI#0+'H22#B#@GLB	 N o   d i s p o n i b l e   d u r a n t e   l l a m a d a   c o n   t e l  f o n o   d e   t e x t o   	 P a s   d i s p o n i b l e   p e n d a n t   u n   a p p a r e i l   t  l  p h o n i q u e - t e x t e 	 W  h r e n d   T e x t t e l e f o n a n r u f   n i c h t   v e r f  g b a r 	 	 N o n   d i s p o n i b i l e   d u r a n t e   l a   c h i a m a t a   d a   t e x t p h o n e 	 :J1  E*'-  #+F'!  'DEC'DE)  'DG'*AJ)  'DF5J)	 N  o   d i s p o n  v e l   d u r a n t e   u m a   c h a m a d a   d o   t e l e f o n e   d e   t e x t o 	 T e l e f o n    a r 1s 1  s 1r a s 1n d a   k u l l a n 1l a m a z 	 K h  n g   c    s n   t r o n g   k h i   g i   i n 	 T i d a k   t e r s e d i a   s e l a m a   p a n g g i l a n   t e l e p o n   t e k s   b e r l a n g s u n g 	 T i d a k   b o l e h   d i d a p a t i   s e m a s a   p a n g g i l a n   t e l e f o n   t e k s 	 	G		M	8	M		+	K	(	  	I	2	  	G	  &	L	0	>	(	  	(	A	*	2	,	M	'		 	 	 	 N e m   e l  r h e t Q  s z  v e g e s   h  v  s   k  z b e n 	 	 	 	 N i e t   b e s c h i k b a a r   t i j d e n s   g e s p r e k   m e t   t e k s t t e l e f o o n 	 	 	 I n d i s p o n i b i l    n   a p e l u r i   t e x t p h o n e 	 	 	         t e x t p h o n e 	 	 	 9ED1/  /1  -F  *E'3  E*F  /1  /3*13  F3*	 	 	 									  		  				  			  					  				  		d	  	 	 	 	 	 	 	 	 	 N i e   b e s k i k b a a r   g e d u r e n d e   t e k s f o o n o p r o e p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a   t e l e f  n i c a   c o m   t e x t o 
 
 S T R _ I N D I C A L _ P A K S H A 	 I N D I C A L 	 U N L I M 	 P a k s h a 	 P a k s h a : 	 JSg	 JSg	  1
2: 	 P a k s h a : 	 P a k s h a   : 	 P a k s h a : 	 	 	 ('C4': 	 P a k s h a : 	 P a k _a : 	 P a k s h a : 	 P a k s h a : 	 P a k s h a : 	 *		M	7	: 	 	 	 	 	 	 	 	 P a k s h a : 	 	 	 P a k s h a : 	 	 	 : 	 	 	 ~'4': 	 	 	 					: 	 	 	 	 	 	 	 	 	 P a k s h a : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a k s h a : 	 	 P a k s h a : 
 
 S T R _ I N D I C A L _ G O T O _ C A L E N D A R 	 I N D I C A L 	 I C O N T E X T 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 0Rt^f	 0Rt^S	 D5H44	 I r   a l   c a l e n d a r i o 	 A l l e r   a u   c a l e n d r i e r 	 Z u m   K a l e n d e r 	 5@59B8  :  :0;5=40@N	 	 'D'F*B'D  %DI  'D*BHJE	 I r   p a r a   o   c a l e n d  r i o 	 T a k v i m e   g i t 	 V  o   l c h 	 B u k a   k a l e n d e r 	 P e r g i   k e   k a l e n d a r 	 	H	2	G		!	0	  *	0	  	>				 	 	 	 	 	 	 	 G a   n a a r   k a l e n d e r 	 	 	 S a l t   l a   c a l e n d a r 	 	 	       	 	 	 1A*F  (G  *BHE	 	 	 												  				 	 	 	 	 	 	 	 	 G a a n   n a   k a l e n d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r   a l   c a l e n d a r i o 	 	 I r   a o   c a l e n d  r i o 
 
 S T R _ I N D I C A L _ D A Y 	 I N D I C A L 	 U N L I M 	 D a y 	 D a y : 	 fg	 fg	 '1: 	 D  a : 	 J o u r  : 	 T a g : 	 5=L: 	 	 'DJHE: 	 D i a : 	 G  n : 	 N g  y : 	 H a r i : 	 H a r i : 	 &	?	(	: 	 	 	 	 	 	 	 	 D a g : 	 	 	 Z i : 	 	 	 : 	 	 	 1H2: 	 	 	 			: 	 	 	 	 	 	 	 	 	 D a g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D  a : 	 	 D i a : 
 
 S T R _ I N D I C A L _ D A T E 	 I N D I C A L 	 U N L I M 	 D a t e 	 D a t e : 	 eg	 eg	 '15H: 	 F e c h a : 	 D a t e   : 	 D a t u m : 	 0B0: 	 	 'D*'1J.: 	 D a t a : 	 T a r i h : 	 N g  y : 	 T a n g g a l : 	 T a r i k h : 	 &	?	(	>			: 	 	 	 	 	 	 	 	 D a t u m : 	 	 	 D a t : 	 	 	 : 	 	 	 *'1.: 	 	 	 					: 	 	 	 	 	 	 	 	 	 D a t u m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e c h a : 	 	 D a t a : 
 
 S T R _ I N D I C A L _ Y E A R 	 I N D I C A L 	 U N L I M 	 Y e a r 	 Y e a r : 	 t^	 t^	 5: 	 A  o : 	 A n n  e   : 	 J a h r : 	 >4: 	 	 'D3F): 	 A n o : 	 Y 1l : 	 N m : 	 T a h u n : 	 T a h u n : 	 5	0	M	7	: 	 	 	 	 	 	 	 	 J a a r : 	 	 	 A n : 	 	 	 : 	 	 	 3'D: 	 	 	 			: 	 	 	 	 	 	 	 	 	 J a a r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A  o : 	 	 A n o : 
 
 S T R _ I N D I C A L _ M O N T H 	 I N D I C A L 	 U N L I M 	 M o n t h 	 M o n t h : 	 g	 g	 @7-: 	 M e s : 	 M o i s   : 	 M o n a t : 	 5AOF: 	 	 'D4G1: 	 M  s : 	 A y : 	 T h  n g : 	 B u l a n : 	 B u l a n : 	 .	>	9	: 	 	 	 	 	 	 	 	 M a a n d : 	 	 	 L u n : 	 	 	 : 	 	 	 E'G: 	 	 	 			: 	 	 	 	 	 	 	 	 	 M a a n d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e s : 	 	 M  s : 
 
 S T R _ I N D I C A L _ F E S T I V A L 	 I N D I C A L 	 U N L I M 	 F e s t i v a l 	 F e s t i v a l : 	 vaxQ	 ^xQ	 @(2%: 	 F e s t i v o : 	 F  t e  : 	 F e s t i v a l : 	 @074=8:: 	 	 'D'-*A'D: 	 E v e n t o : 	 B a y r a m : 	 L   h i : 	 P e r a y a a n : 	 P e r a y a a n : 	 $	M	/	L	9	>	0	: 	 	 	 	 	 	 	 	 F e s t i v a l : 	 	 	 F e s t i v a l : 	 	 	 : 	 	 	 ,4FH'1G: 	 	 	 				: 	 	 	 	 	 	 	 	 	 F e e s : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e s t i v i d a d : 	 	 F e s t i v a l : 
 
 S T R _ I N D I C A L _ S U N D A Y 	 I N D I C A L 	 U N L I M 	 S u n d a y 	 S u n d a y 	 fge	 fge	 '1-24"L	 D o m i n g o 	 D i m a n c h e 	 S o n n t a g 	 >A:@5A5=L5	 	 'D#-/	 D o m i n g o 	 P a z a r 	 C h   N h t 	 M i n g g u 	 A h a d 	 0	5	?	5	>	0		 	 	 	 	 	 	 	 z o n d a g 	 	 	 D u m i n i c 	 	 	 	 	 	 JC4F(G	 	 	 							 	 	 	 	 	 	 	 	 S o n d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D o m i n g o 	 	 D o m i n g o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ M O N D A Y 	 I N D I C A L 	 U N L I M 	 M o n d a y 	 M o n d a y 	 fg N	 fg N	 '11#L	 L u n e s 	 L u n d i 	 M o n t a g 	 >=545;L=8:	 	 'D'+FJF	 S e g u n d a - f e i r a 	 P a z a r t e s i 	 T h   H a i 	 S e n i n 	 I s n i n 	 8	K	.	5	>	0		 	 	 	 	 	 	 	 m a a n d a g 	 	 	 L u n i 	 	 	 	 	 	 /H4F(G	 	 	 							 	 	 	 	 	 	 	 	 M a a n d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L u n e s 	 	 S e g u n d a - f e i r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ T U E S D A Y 	 I N D I C A L 	 U N L I M 	 T u e s d a y 	 T u e s d a y 	 fgN	 fgN	 '1-12#	 M a r t e s 	 M a r d i 	 D i e n s t a g 	 B>@=8:	 	 'D+D'+'!	 T e r  a - f e i r a 	 S a l 1	 T h   B a 	 S e l a s a 	 S e l a s a 	 .			2	5	>	0		 	 	 	 	 	 	 	 d i n s d a g 	 	 	 M a r ci 	 	 	 	 	 	 3G  4F(G	 	 	 									 	 	 	 	 	 	 	 	 D i n s d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r t e s 	 	 T e r  a - f e i r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ T H U R S D A Y 	 I N D I C A L 	 U N L I M 	 T h u r s d a y 	 T h u r s d a y 	 fgV	 fgV	 '1$+1*5	 J u e v e s 	 J e u d i 	 D o n n e r s t a g 	 '5B25@3	 	 'D.EJ3	 Q u i n t a - f e i r a 	 P e r _e m b e 	 T h   N m 	 K a m i s 	 K h a m i s 	 	A	0	B	5	>	0		 	 	 	 	 	 	 	 d o n d e r d a g 	 	 	 J o i 	 	 	 	 	 	 ~F,4F(G	 	 	 												 	 	 	 	 	 	 	 	 D o n d e r d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 J u e v e s 	 	 Q u i n t a - f e i r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ F R I D A Y 	 I N D I C A L 	 U N L I M 	 F r i d a y 	 F r i d a y 	 fgN	 fgN	 '1(8#L	 V i e r n e s 	 V e n d r e d i 	 S a m s t a g 	 OB=8F0	 	 'D,E9)	 S e x t a - f e i r a 	 C u m a 	 T h   S  u 	 J u m a t 	 J u m a a t 	 6	A		M	0	5	>	0		 	 	 	 	 	 	 	 v r i j d a g 	 	 	 V i n e r i 	 	 	 	 	 	 ,E9G	 	 	 									 	 	 	 	 	 	 	 	 V r y d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i e r n e s 	 	 S e x t a - f e i r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ W E D N E S D A Y 	 I N D I C A L 	 U N L I M 	 W e d n e s d a y 	 W e d n e s d a y 	 fg	N	 fg	N	 '18  	 M i  r c o l e s 	 M e r c r e d i 	 M i t t w o c h 	 !@540	 	 'D#1(9'!	 Q u a r t a - f e i r a 	  a r _a m b a 	 T h   T 	 R a b u 	 R a b u 	 ,	A	'	5	>	0		 	 	 	 	 	 	 	 w o e n s d a g 	 	 	 M i e r c u r i 	 	 	 	 	 	 G'14F(G	 	 	 							 	 	 	 	 	 	 	 	 W o e n s d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i  r c o l e s 	 	 Q u a r t a - f e i r a 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ S A T U R D A Y 	 I N D I C A L 	 U N L I M 	 S a t u r d a y 	 S a t u r d a y 	 fgmQ	 fgmQ	 '1@*2#L	 S  b a d o 	 S a m e d i 	 F r e i t a g 	 !C11>B0	 	 'D3(*	 S  b a d o 	 C u m a r t e s i 	 T h   B y 	 S a b t u 	 S a b t u 	 6	(	?	5	>	0		 	 	 	 	 	 	 	 z a t e r d a g 	 	 	 D u m i n i c 	 	 	 	 	 	 4F(G	 	 	 							 	 	 	 	 	 	 	 	 S a t e r d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S  b a d o 	 	 S  b a d o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ D E S C R I P T I O N 	 I N D I C A L 	 U N L I M 	 D e s c r i p t i o n 	 D e s c r i p t i o n : 	 ;	 Yl	 3-42": 	 D e s c r i p c i  n : 	 D e s c r i p t i o n   : 	 B e s c h r e i b u n g : 	 ?8A0=85: 	 	 'DH5A: 	 D e s c r i   o : 	 A  1k l a m a : 	 M    t : 	 K e t e r a n g a n : 	 H u r a i a n : 	 5	?	5	0	#	: 	 	 	 	 	 	 	 	 O m s c h r i j v i n g : 	 	 	 D e s c r i e r e : 	 	 	 : 	 	 	 41-: 	 	 	 					: 	 	 	 	 	 	 	 	 	 B e s k r y w i n g : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c r i p c i  n : 	 	 D e s c r i   o : 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I N D I C A L _ H E L P 	 I N D I C A L 	 U N L I M 	 H e l p   f o r   H i n d u   C a l e n d a r 	 ( 1 )   H i n d u   c a l e n d a r   i s   b a s e d   o n   P u r n i m a n t a   c a l e n d a r .   S u p p o r t   i s   p r e s e n t   f r o m   G r e g o r i a n   y e a r   2 0 0 0   t o   2 0 3 0   o n l y . \ n ( 2 )   P o p u p   d i s p l a y s   t h e   p a n c h a n g a m   o f   t h e   s e l e c t e d   d a y   o n   m a i n   s c r e e n . \ n ( 3 )   U s e   s t a r   k e y   ( * )   t o   s w i t c h   b e t w e e n   c a l e n d a r s . \ n ( 4 )   U s e   l e f t   a n d   r i g h t   n a v i g a t i o n   k e y s   t o   v i e w   d e t a i l s   o f   p r e v i o u s   a n d   n e x t   f e s t i v a l   i n   f e s t i v a l   d e t a i l s   s c r e e n . \ n ( 5 )   U s e   l e f t   a n d   r i g h t   n a v i g a t i o n   k e y s   t o   v i e w   p a n c h a n g a m   o f   p r e v i o u s   a n d   n e x t   d a t e   i n   p a n c h a n g a m   d e t a i l s   s c r e e n . 	 ( 1 ) pS^ef/fP u r n i m a n t a ef0/ec_lQf2 0 0 0 t^2 0 3 0 t^0\ n ( 2 ) x[)Y
\avpS^f
T1zo:y(Wkub
N0\ n ( 3 ) f_u( * ) S(uN(W
NTefKNRc0\ n ( 4 ) (W{es`kub]S\*uS(uOgw
N NPTN NP{es`0\ n ( 5 ) (WpS^fs`kub]S\*uS(uOgw
N NPTN NPpS^fs`0	 ( 1 ) pS^eS/fP u r n i m a n t a eS0/ecNlQS2 0 0 0 t^2 0 3 0 t^0\ n ( 2 ) 	[)Y[^vpS^S
Ty>f:y(W;ub
N0\ n ( 3 ) fS.( * ) S(uN(W
NTeSKNRbc0\ n ( 4 ) (We`;ub]S[*.S(ueggw
N N*NTN N*Ne`0\ n ( 5 ) (WpS^S`;ub]S[*.S(ueggw
N N*NTN N*NpS^S`0	 ( 1 )   44.49  C
II-!9%244@-#L4!12  05I*1*82#3225  2 0 0 0   6  2 0 3 0   @H21I\ n ( 2 )   +I2H2A*111!-'15H@%7-C+I2-+%1\ n ( 3 )   C
I8H!2'  ( * )   @7H-*%1#0+'H244H2F\ n ( 4 )   C
I8H!2'4@
1HI2"A%0'2  @7H-9#2"%0@-5"-@(2%H-+I2A%01DC+I2-#2"%0@-5"@(2%\ n ( 5 )   C
I8H!2'4@
1HI2"A%0'2  @7H-9111!-'15HH-+I2A%01DC#2"%0@-5"111!	 ( 1 )   E l   c a l e n d a r i o   h i n d    s e   b a s a   e n   e l   c a l e n d a r i o   P u r n i m a n t a .   S o l a m e n t e   h a y   s e r v i c i o   d e   a y u d a   d i s p o n i b l e   d e s d e   e l   a  o   g r e g o r i a n o   2 0 0 0   a l   2 0 3 0 . \ n ( 2 )   E l   c u a d r o   e m e r g e n t e   m u e s t r a   e l   P a n c h a n g a m   d e l   d  a   s e l e c c i o n a d o   e n   l a   p a n t a l l a . \ n ( 3 )   U t i l i c e   e l   b o t  n   a s t e r i s c o   ( * )   p a r a   c a m b i a r   d e   c a l e n d a r i o . \ n ( 4 )   U t i l i c e   l o s   b o t o n e s   d e   d e s p l a z a m i e n t o   I z q u i e r d a   y   D e r e c h a   p a r a   v e r   l o s   d e t a l l e s   d e l   f e s t i v o   a n t e r i o r   y   s i g u i e n t e   e n   l a   p a n t a l l a   d e   d e t a l l e s   d e   f e s t i v o s . \ n ( 5 )   U t i l i c e   l o s   b o t o n e s   d e   d e s p l a z a m i e n t o   I z q u i e r d 	 ( 1 )   L e   c a l e n d r i e r   H i n d u   e s t   b a s    s u r   l e   c a l e n d r i e r   P u r n i m a n t a .   I l   s u p p o r t e   l e s   a n n  e s   d e   2 0 0 0      2 0 3 0   d u   c a l e n d r i e r   G r  g o r i e n   u n i q u e m e n t . \ n ( 2 )   L  a f f i c h a g e   c o n t e x t u e l   a f f i c h e   l e   p a n c h a n g a m   d u   j o u r   s  l e c t i o n n    d a n s   l   c r a n   p r i n c i p a l . \ n ( 3 )   U t i l i s e z   l a   t o u c h e    t o i l e   ( * )   p o u r   c h a n g e r   e n t r e   l e s   c a l e n d r i e r s . \ n ( 4 )   U t i l i s e z   l e s   t o u c h e s   d e   n a v i g a t i o n   G a u c h e   e t   D r o i t e   p o u r   a f f i c h e r   l e s   d  t a i l s   d e   l a   f  t e   p r  c  d e n t e   e t   s u i v a n t e   d a n s   l   c r a n   d e   d  t a i l s   d e s   f  t e s . \ n ( 5 )   U t i l i s e z   l e s   t o u c h e s   d e   n a v i g a t i o n   G a u c h 	 ( 1 )   D e r   H i n d u - K a l e n d e r   b a s i e r t   a u f   d e m   P u r n i m a n t a - K a l e n d e r .   D e r   g r e g o r i a n i s c h e   K a l e n d e r   u n t e r s t  t z t   i h n   n u r   v o m   J a h r   2 0 0 0   b i s   2 0 3 0 . \ n ( 2 )   D i e   E i n b l e n d u n g   z e i g t   d a s   P a n c h a n g a m   ( h i n d u i s t i s c h e s   A l m a n a c h )   d e s   a u s g e w  h l t e n   T a g s   a u f   d e m   H a u p t b i l d s c h i r m . \ n ( 3 )   M i t   d e r   S t e r n c h e n t a s t e   ( * )   s c h a l t e n   S i e   z w i s c h e n   d e n   K a l e n d e r n   h i n   u n d   h e r . \ n ( 4 )   M i t   d e n   N a v i g a t i o n s t a s t e n   L i n k s   u n d   R e c h t s   z e i g e n   S i e   D e t a i l s   d e s   v o r h e r i g e n   u n d   n  c h s t e n   F e s t i v a l s   i m   B i l d s c h i r m   F e s t i v a l d e t a i l s   a n . \ n ( 5 )   M i t   d e n   N a v i g a t i o n s t a s t e n   L 	 	 	 ( 1 )   J3*F/  'D*BHJE  'DGF/H3J  %DI  *BHJE  P u r n i m a n t a   'DGF/J.   J*H'A1  'D/9E  DDA*1)  EF  9'E  2 0 0 0   %DI  2 0 3 0   EJD'/JK'  AB7. \ n ( 2 )   13'D)  EF(+B)  *916  'DEB'(D  AJ  *BHJE  p a n c h a n g a m   DDJHE  'DE-//  AJ  'D4'4)  'D1&J3J). \ n ( 3 )   '3*./E  EA*'-  'DF,E)  ( * )   DD*(/JD  (JF  'D*B'HJE. \ n ( 4 )   '3*./E  EA'*J-  'D'F*B'D  DDJEJF  H'DJ3'1  D916  *A'5JD  'D'-*A'D  'D3'(B  H'D*'DJ  AJ  4'4)  *A'5JD  'D'-*A'D. \ n ( 5 )   '3*./E  EA'*J-  'D'F*B'D  DDJEJF  H'DJ3'1  D916  'DEB'(D  AJ  *BHJE  p a n c h a n g a m   DD*'1J.  'D3'(B  H'D*'DJ  AJ  4'4)  *A'5JD  *BHJE  p a n c h a n g a m . 	 ( 1 )   O   c a l e n d  r i o   h i n d u   b a s e i a - s e   n o   c a l e n d  r i o   P u r n i m a n t a .   S  o   s u p o r t a d o s   a p e n a s   o s   a n o s   G r e g o r i a n o s   e n t r e   2 0 0 0   e   2 0 3 0 . \ n ( 2 )   O   P a n c h a n g a m   d o   d i a   s e l e c c i o n a d o   s e r    e x i b i d o   n o   e c r    p r i n c i p a l . n \ ( 3 )   U t i l i z e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   m u d a r   d e   c a l e n d  r i o . \ n ( 4 )   U t i l i z e   a s   t e c l a s   d e   n a v e g a   o   p a r a   a   E s q u e r d a   o u   p a r a   a   D i r e i t a   p a r a   v e r   o s   d e t a l h e s   d o   e v e n t o   a n t e r i o r   o u   s e g u i n t e   n o   e c r    d e   d e t a l h e s   d o   e v e n t o . \ n ( 5 )   U t i l i z e   a s   t e c l a s   d e   n a v e g a   o   p a r a   a   E s q u e r d a   o u   p a r a   a   D i r e i t a   p a r a   v e r   o   P a n c h a n g a m   	 ( 1 )   H i n d u   t a k v i m i   P u r n i m a n t a   t a k v i m i n i   e s a s   a l 1r .   Y a l n 1z c a   2 0 0 0 - 2 0 3 0   G r e g o r y e n   y 1l 1  d e s t e i   v a r d 1r . \ n ( 2 )   A n a   e k r a n d a   s e  i l i   g  n  n   p a n c h a n g a m 1  g  s t e r i l i r . \ n ( 3 )   T a k v i m l e r   a r a s 1n d a   g e  i _  y a p m a k   i  i n   y 1l d 1z   t u _u n u   ( * )   k u l l a n 1n . \ n ( 4 )   B a y r a m   b i l g i l e r i   e k r a n 1n d a    n c e k i   v e   s o n r a k i   b a y r a m   b i l g i l e r i n i   g  r  n t  l e m e k   i  i n   S o l   v e   S a   g e z i n m e   t u _l a r 1n 1  k u l l a n 1n . \ n ( 5 )   P a n c h a n g a m   b i l g i l e i r   e k r a n 1n d a    n c e l i   v e   s o n r a k i   p a n c h a n g a m 1  g  r  n t  l e m e k   i  i n   S o l   v e   S a   g e z i n m e   t u _l a r 1n 1  k u l l a n 1n . 	 ( 1 )     L c h   H i n d u   d a   v  o   l c h   P u r n i m a n t a .     H i n   c h   h   t r   t   n m   2 0 0 0     -   2 0 3 0   t h e o   l c h   G i  o   h o  n g   G r e g o r y   X I I I . \ n ( 2 )     C a   s   b t   l  n   h i n   t h   n g  y      c h n   t h e o   l c h   n     t r  n   m  n   h  n h   c h  n h . \ n ( 3 )     D  n g   p h  m   s a o   ( * )       c h u y n   i   g i a   c  c   l c h . \ n ( 4 )     D  n g   p h  m   c h u y n   h n g   t r  i   v    p h i     x e m   c  c   c h i   t i t   v   l   h i   t r c      v    k   t i p   t r  n   m  n   h  n h   c h i   t i t   v   l   h i . \ n ( 5 )     D  n g   p h  m   c h u y n   h n g   t r  i   v    p h i     x e m   c h i   t i t   n g  y   t r c      v    k   t i p   t h e o   l c h   n   . 	 ( 1 )   K a l e n d e r   H i n d u   b e r b a s i s   k a l e n d e r   P u r n i m a n t a .   D u k u n g a n   i n i   h a n y a   t e r s e d i a   d a r i   t a h u n   M a s e h i   2 0 0 0   h i n g g a   2 0 3 0 . \ n ( 2 )   L a y a r   p o p u p   a k a n   m e n a m p i l k a n   p a n c h a n g a m   d a r i   h a r i   y a n g   d i p i l i h   d i   l a y a r   u t a m a . \ n ( 3 )   G u n a k a n   t o m b o l   t a n d a   b i n t a n g   ( * )   u n t u k   b e r a l i h   d i   a n t a r a   k a l e n d e r . \ n ( 4 )   G u n a k a n   t o m b o l   n a v i g a s i   k i r i   d a n   k a n a n   u n t u k   m e l i h a t   r i n c i a n   p e r a y a a n   s e b e l u m   d a n   b e r i k u t n y a   d i   l a y a r   r i n c i a n   p e r a y a a n . \ n ( 5 )   G u n a k a n   t o m b o l   n a v i g a s i   k i r i   d a n   k a n a n   u n t u k   m e l i h a t   p a n c h a n g a m   d a r i   t a n g g a l   s e b e l u m   d a n   b e r i k u t n y a   	 ( 1 )   K a l e n d a r   H i n d u   b e r d a s a r k a n   k e p a d a   k a l e n d a r   P u r n i m a n t a .   H a n y a   t a h u n   2 0 0 0   h i n g g a   2 0 3 0   m e n g i k u t   k a l e n d a r   G r e g o r y   d i s o k o n g . \ n ( 2 )   P a p a r a n   p o p u p   m e m a p a r k a n   p a n c h a n g a m   h a r i   t e r p i l i h   p a d a   s k r i n   u t a m a . \ n ( 3 )   G u n a   k e k u n c i   b i n t a n g   ( * )   u n t u k   b e r t u k a r   d i   a n t a r a   k a l e n d a r . \ n ( 4 )   G u n a   k e k u n c i   n a v i g a s i   k i r i   d a n   k a n a n   u n t u k   m e l i h a t   h u r a i a n   p e r a y a a n   s e b e l u m n y a   d a n   a k a n   d a t a n g   d a l a m   s k r i n   h u r a i a n   p e r a y a a n . \ n ( 5 )   G u n a   k e k u n c i   n a v i g a s i   k i r i   d a n   k a n a n   u n t u k   m e l i h a t   p a n c h a n g a m   t a r i k h   s e b e l u m n y a   d a n   a k a n   d a t a n g   d a l a m   	 ( 1 )   9	?		&	B	  	H	2	G		!	0	  *	B	0	M	#	?	.	>	  	H	2	G		!	0	  *	0	  	'	>	0	?	$	  9	H	d	  	G	5	2	  	M	0	G		K	0	?	/	(	  5	0	M	7	  2 0 0 0   8	G	  2 0 3 0   $		  8	.	0	M	%	(	  .	L		B	&	  9	H	d	  \ n ( 2 )   *	I	*		*	  .	A		M	/	  8	M		M	0	@	(	  *	0	  	/	(	?	$	  &	?	(	>			  	>	  *			>			  *	M	0	&	0	M	6	?	$	  	0	$	>	  9	H	d	  \ n ( 3 )   		  	H	2	G		!	0	  8	G	  &	B	8	0	G	  .	G		  	>	(	G	  	G	  2	?		  8	M		>	0	  	A			@	  ( * )   	>	  *	M	0	/	K		  	0	G		d	  \ n ( 4 )   $	M	/	L	9	>	0	  5	?	5	0	#	  8	M		M	0	@	(	  .	G		  *	?		2	G	  	0	  		2	G	  $	M	/	L	9	>	0	  &	G		(	G	  	G	  2	?		  ,	>			  $	%	>	  &	>			  (	G	5	@		G	6	(	  	A			?	/	K		  	>	  *	M	0	/	K		  	0	G		d	  \ n ( 5 )   *			>			  5	?	5	0	#	  8	M		M	0	@	(	  .	G		  *	?		2	@	  	0	  		2	@	  &	?	(	>			  	>	  *			>			  &	G		(	G	  	G	  2	?		  ,	>			  	0	  &	>			  (	G	5	@		G	6	(	  	A			?	/	K		  	>	  *	M	0	/	K		  	0	G		d		 	 	 	 	 	 	 	 ( 1 )   D e   H i n d o e k a l e n d e r   i s   g e b a s e e r d   o p   d e   P u r n i m a n t a k a l e n d e r .   D e   k a l e n d e r   w e r k t   a l l e e n   t u s s e n   d e   j a r e n   2 0 0 0   e n   2 0 3 0 . \ n ( 2 ) E r   v e r s c h i j n t   e e n   s c h e r m   m e t   d e   p a n c h a n g a m   v a n   d e   g e s e l e c t e e r d e   d a g   o p   h e t   h o o f d s c h e r m . \ n ( 3 ) D r u k   o p   d e   t o e t s   m e t   h e t   s t e r r e t j e   ( * )   o m   t u s s e n   k a l e n d e r s   o m   t e   s c h a k e l e n . \ n ( 4 )   D r u k   o p   d e   n a v i g a t i e k n o p p e n   l i n k s   e n   r e c h t s   o m   d e t a i l s   t e   z i e n   v a n   h e t   v o r i g e   e n   v o l g e n d e   f e s t i v a l   i n   h e t   s c h e r m   m e t   f e s t i v a l d e t a i l s . \ n ( 5 )   D r u k   o p   d e   n a v i g a t i e k n o p p e n   l i n k s   e n   r e c h t s   o m   d e   p a n c h a n g a m   t e   z i e 	 	 	 ( 1 )   C a l e n d a r u l   h i n d u s   e s t e   b a z a t   p e   c a l e n d a r u l   P u m i m a n t a .   P r o g r a m u l   a c c e p t   d o a r   p e r i o a d a   c a r e    n c e p e   c u   a n u l   g r e g o r i a n   2 0 0 0   p  n    n   2 0 3 0 . \ n ( 2 )   M e s a j u l   p o p u p   a f i _e a z   p a n c h a n g a m u l   z i l e i   s e l e c t a t e    n   e c r a n u l   p r i n c i p a l . \ n ( 3 )   U t i l i z a ci   t a s t a   s t e l u c  ( * )   p e n t r u   a   c o m u t a    n t r e   c a l e n d a r e . \ ( 4 ) U t i l i z a ci   t a s t e l e   d e   n a v i g a ci e   s t  n g a   _i   d r e a p t a   p e n t r u   a   v i z u a l i z a   d e t a l i i l e   r e f e r i t o a r e   l a   f e s t i v a l u l   p r e c e d e n t   s a u   v i i t o r    n   e c r a n u l   d e   d e t a l i i   a l e   f e s t i v a l u l u i . \ ( 5 )   U t i l i z a ci   t a s t e l e   d e   n a v i g a ci e   s t  n g a   _i   d r 	 	 	 ( 1 )                 .           2 0 0 0     2 0 3 0   . \ n ( 2 )           '           . \ n ( 3 )       ( * )           . \ n ( 4 )                                 . \ n ( 5 )                       '                 ' . 	 	 	 ( 1 )   *BHE  GF/H  (1  '3'3  *BHE  ~H1F  E'F*'  ~'G  0'1  4/G  '3*.   *FG'  3'DG'  2 0 0 0   *'  2 0 3 0   *BHE  ED'/  ~4*('F  E1/F/. / n ) 2 (   5A-G  ,GF/G  ~'F'F'E  1H2  'F*.'(  4/G  1'  /1  5A-G  '5D  FE'4  E/G/. / n ( 3 )   ,G*  *:1  E'F  *BHEG'  D/  ( * )   1'  (2F/. / n ) 4 (   (1'  E4'G/G  ,2&'*  ,4F  B(D  H  (9/  /1  5A-G  E4.5'*  ,4FG'  D/G'  ~E'4  ~  H  1'3*  1'  (2F/. / n ( 5 )   ,G*  E4'G/G  ~'F'F'E  /1  (.4  E4.5'*  ~'F'F'E  B(D  H  (9/  D/G'  ~E'4  ~  H  1'3*  1'  ('1  ((1/. 	 	 	 ( 	)   						  											  									  			  									d	  						  			  				  				  				  			  							  						  						  			  				d	  \ n ( 	)   					  						  						  									  					  								  								d	  \ n ( 	) 		  											  				  				  												  				  					  		  ( * )   							  				d	\ n ( 	)   										  	  							  	
 					  									  						  					  			  	  			  								  		  							  				d	\ n ( 	)   										  	  							  							  									  								  						  					  			  	  			  								  		  							  				d		 	 	 	 	 	 	 	 	 ( 1 )   H i n d o e k a l e n d e r   i s   g e b a s e e r   o p   P u r n i m a n t a - k a l e n d e r .   V e r s o e n b a a r h e i d   m e t   d i e   G r e g o r i a a n s e   k a l e n d e r   i s   s l e g s   b e s k i k b a a r   v a n a f   2 0 0 0   t o t   2 0 3 0 . \ n ( 2 )   O p w i p s k e r m   v e r t o o n   d i e   p a n c h a n g a m   v a n   d i e   g e k o s e   d a g   o p   h o o f s k e r m . \ n ( 3 )   G e b r u i k   s t e r t o e t s   ( * )   o m   k a l e n d e r s   t e   w i s s e l . \ n ( 4 )   G e b r u i k   n a v i g a s i e t o e t s e   L i n k s   e n   R e g s   o m   b e s o n d e r h e d e   v a n   v o r i g e   e n   v o l g e n d e   f e e s   i n   d i e   f e e s b e s o n d e r h e d e s k e r m   t e   l e e s . \ n ( 5 )   G e b r u i k   n a v i g a s i e t o e t s e   L i n k s   e n   R e g s   o m   p a n c h a n g a m   v a n   v o r i g e   e n   v o l g e n d e   d a t u m   i n   p a n c h a n g a m b e s o n d e r h e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( 1 )   E l   c a l e n d a r i o   h i n d    e s t    b a s a d o   e n   e l   c a l e n d a r i o   P u r n i m a n t a .   E l   s o p o r t e   e s   v  l i d o   s  l o   d e s d e   e l   a  o   G r e g o r i a n o   2 0 0 0   h a s t a   2 0 3 0 . \ n ( 2 )   E l   c u a d r o   m u e s t r a   e l   p a n c h a n g a m   d e l   d  a   s e l e c c i o n a d o   e n   l a   p a n t a l l a   p r i n c i p a l . \ n ( 3 )   U s e   l a s   f l e c h a s   i z q u i e r d a   y   d e r e c h a   p a r a   v e r   l o s   d e t a l l e s   d e   l a   f e s t i v i d a d   a n t e r i o r   y   l a   s i g u i e n t e   e n   l a   p a n t a l l a   d e   d e t a l l e s   d e   l o s   f e s t i v a l e s . \ n ( 4 )   U s e   l a s   f l e c h a s   i z q u i e r d a   y   d e r e c h a   p a r a   v e r   e l   p a n c h a n g a m   d e   l a   f e c h a   a n t e r i o r   y   l a   s i g u i e n t e   e n   l a   p a n t a l l a   d e   d e t a l l e s   d e   l o s 	 	 ( 1 )   O   c a l e n d  r i o   h i n d u      b a s e a d o   n o   c a l e n d  r i o   P u r n i m a n t a .   H    s u p o r t e   d o   a n o   g r e g o r i a n o   2 0 0 0   a   2 0 3 0   s o m e n t e . \ n ( 2 )   E x i b i   e s   p o p - p u p   d o   p a n c h a n g a m   n o   d i a   s e l e c i o n a d o   n a   t e l a   p r i n c i p a l . \ n ( 3 )   U s e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   a l t e r n a r   o s   c a l e n d  r i o s . \ n ( 4 )   U s e   a s   t e c l a s   d e   n a v e g a   o   e s q u e r d a   e   d i r e i t a   p a r a   v i s u a l i z a r   o s   d e t a l h e s   d o   p r  x i m o   f e s t i v a l   e   o   a n t e r i o r   n a   t e l a   d e   d e t a l h e s   d e   f e s t i v a l . \ n ( 5 )   U s e   a s   t e c l a s   d e   n a v e g a   o   e s q u e r d a   e   d i r e i t a   p a r a   v e r   a   d a t a   d o   p a n c h a n g a m   a n t e r i o r   e   p r  x i m a   n o s   d e 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ M O N T H 	 H i j r i C a l e n d a r 	 U N L I M 	 L i t e r a l   s t r i n g   f o r   m o n t h 	 M o n t h : 	 g	 g	 @7-: 	 M e s : 	 M o i s   : 	 M o n a t : 	 5AOF: 	 M o n t h : 	 'D4G1	 M  s : 	 A y : 	 T h  n g : 	 B u l a n : 	 B u l a n : 	 .	>	9	: 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M a a n d : 	 M o n t h : 	 M o n t h : 	 L u n : 	 M o n t h : 	 M o n t h : 	 : 	 M o n t h : 	 M o n t h : 	 E'G: 	 EF: 	 M o n t h : 	 			: 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M a a n d : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M  s : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 	 M o n t h : 
 
 S T R _ H I J R I _ D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 L i t e r a l   s t r i n g   f o r   d a y 	 D a y : 	 fg	 fg	 '1: 	 D  a : 	 J o u r  : 	 T a g : 	 5=L: 	 D a y : 	 'DJHE	 D i a : 	 G  n : 	 N g  y : 	 H a r i : 	 H a r i : 	 &	?	(	: 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a g : 	 D a y : 	 D a y : 	 Z i : 	 D a y : 	 D a y : 	 : 	 D a y : 	 D a y : 	 1H2: 	 /F: 	 D a y : 	 			: 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a g : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D i a : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 	 D a y : 
 
 S T R _ H I J R I _ Y E A R 	 H i j r i C a l e n d a r 	 U N L I M 	 L i t e r a l   s t r i n g   f o r   y e a r 	 Y e a r : 	 t^	 t^	 5: 	 A  o : 	 A n n  e   : 	 J a h r : 	 >4: 	 Y e a r : 	 'D3F): 	 A n o : 	 Y 1l : 	 N m : 	 T a h u n : 	 T a h u n : 	 5	0	M	7	: 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 J a a r : 	 Y e a r : 	 Y e a r : 	 A n : 	 Y e a r : 	 Y e a r : 	 : 	 Y e a r : 	 Y e a r : 	 3'D: 	 3'D: 	 Y e a r : 	 			: 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 J a a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 A n o : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 	 Y e a r : 
 
 S T R _ H I J R I _ F E S T I V A L 	 H i j r i C a l e n d a r 	 U N L I M 	 L i t e r a l   s t r i n g   f o r   f e s t i v a l 	 F e s t i v a l : 	 vaxQ	 ^xQ	 @(2%: 	 F e s t i v o : 	 F  t e  : 	 F e s t i v a l : 	 @074=8:: 	 F e s t i v a l : 	 'D'-*A'D: 	 E v e n t o : 	 B a y r a m : 	 L   h i : 	 P e r a y a a n : 	 P e r a y a a n : 	 $	M	/	L	9	>	0	: 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 : 	 F e s t i v a l : 	 F e s t i v a l : 	 ,4FH'1G: 	 *H'1: 	 F e s t i v a l : 	 				: 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e e s : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 	 F e s t i v a l : 
 
 S T R _ H I J R I _ F E S T I V A L _ L I S T 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 T i t l e   s t r i n g   f o r   F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 vaxQnU	 ^xQRh	 #2"2#@(2%	 L i s t a   d e   f e s t i v o s 	 L i s t e   d e s   f  t e s 	 F e s t i v a l l i s t e 	 !?8A>:  ?@074=8:>2	 F e s t i v a l   l i s t 	 B'&E)  'D'-*A'D'*	 L i s t a   d e   e v e n t o s 	 B a y r a m   l i s t e s i 	 D a n h   s  c h   l   h i 	 D a f t a r   p e r a y a a n 	 S e n a r a i   p e r a y a a n 	 $	M	/	L	9	>	0	  8	B		@		 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l l i j s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 L i s t   f e s t i v a l 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	   	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 3'GG  ,4FG'	 *H'1H    A13*	 F e s t i v a l   l i s t 	 						  
 							 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e e s l y s 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 L i s t a   d e   f e s t i v a i s 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 	 F e s t i v a l   l i s t 
 
 S T R _ H I J R I _ S E N D _ H I J R I _ D A T E 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 M e n u   s t r i n g   f o r   S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 PVfeg	  OVSeg	 *H'15H.4#4	 E n v i a r   f e c h a   H i j r i 	 E n v o y e r   l a   d a t e   h i j r i 	 I s l a m i s c h e s   D a t u m   s e n d e n 	 B?@028BL  40BC  ?>  %846@5	 S e n d   h i j r i   d a t e 	 %13'D  'D*'1J.  'DG,1J	 E n v i a r   d a t a   d o   c a l e n d  r i o   i s l  m i c o 	 H i c r i   t a r i h   g  n d e r 	 N g  y   g i   t h e o   l c h   H i   g i  o 	 K i r i m   t a n g g a l   H i j r i a h 	 H a n t a r   t a r i k h   h i j r a h 	 9	?		0	@	  &	?	(	>			  -	G		G			 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 H i j r i - d a t u m   v e r z e n d e n 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 T r i m i t e r e   d a t   h i j r i 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	     ' 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 A13*'/F  *'1.  G,1	 ,1  *'1.  (,	 S e n d   h i j r i   d a t e 	 					  					  						 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S t u u r   h i j r i - d a t u m 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 E n v i a r   d a t a   d e   h i j r i 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 	 S e n d   h i j r i   d a t e 
 
 S T R _ H I J R I _ G O _ T O _ C A L E N D A R 	 H i j r i C a l e n d a r 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 0Rt^f	 0Rt^S	 D5H44	 I r   a l   c a l e n d a r i o 	 A l l e r   a u   c a l e n d r i e r 	 Z u m   K a l e n d e r 	 5@59B8  :  :0;5=40@N	 G o   t o   c a l e n d a r 	 'D'F*B'D  %DI  'D*BHJE	 I r   p a r a   o   c a l e n d  r i o 	 T a k v i m e   g i t 	 V  o   l c h 	 B u k a   k a l e n d e r 	 P e r g i   k e   k a l e n d a r 	 	H	2	G		!	0	  *	0	  	>				 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G a   n a a r   k a l e n d e r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 S a l t   l a   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	       	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 1A*F  (G  *BHE	 DF1  ~1  ,'&	 G o   t o   c a l e n d a r 	 												  				 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G a a n   n a   k a l e n d e r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 I r   a o   c a l e n d  r i o 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 	 G o   t o   c a l e n d a r 
 
 S T R _ H I J R I _ H I J R I _ D A T E 	 H i j r i C a l e n d a r 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   H i j r i   d a t e 	 H i j r i   d a t e 	 Vfeg	 VSeg	 '15H.4#4  	 F e c h a   H i j r i 	 D a t e   h i j r i 	 I s l a m i s c h e s   D a t u m 	 0B0  ?>  %846@5	 H i j r i   d a t e 	 'D*'1J.  'DG,1J	 D a t a   d o   c a l e n d  r i o   i s l  m i c o 	 H i c r i   t a r i h 	 N g  y   l c h   H i   g i  o 	 T a n g g a l   H i j r i a h 	 T a r i k h   h i j r a h 	 9	?		0	@	  &	?	(	>				 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i - d a t u m 	 H i j r i   d a t e 	 H i j r i   d a t e 	 D a t   h i j r i 	 H i j r i   d a t e 	 H i j r i   d a t e 	   H i j r i 	 H i j r i   d a t e 	 H i j r i   d a t e 	 *BHE  G,1	 ,1  *'1.	 H i j r i   d a t e 	 					  					  	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i - d a t u m 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 D a t a   d e   H i j r i 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 	 H i j r i   d a t e 
 
 S T R _ H I J R I _ D O W _ S U N D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 D a y   o f   t h e   w e e k   S u n d a y 	 S u n d a y 	 fge	 fge	 '1-24"L	 D o m i n g o 	 D i m a n c h e 	 S o n n t a g 	 >A:@5A5=L5	 S u n d a y 	 'D#-/	 D o m i n g o 	 P a z a r 	 C h   N h t 	 M i n g g u 	 A h a d 	 0	5	?	5	>	0		 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 z o n d a g 	 S u n d a y 	 S u n d a y 	 D u m i n i c 	 S u n d a y 	 S u n d a y 	 	 S u n d a y 	 S u n d a y 	 JC4F(G	 '*H'1	 S u n d a y 	 							 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S o n d a g 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 D o m i n g o 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 
 
 S T R _ H I J R I _ D O W _ M O N D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 M o n d a y 	 M o n d a y 	 fg N	 fg N	 '11#L	 L u n e s 	 L u n d i 	 M o n t a g 	 >=545;L=8:	 M o n d a y 	 'D'+FJF	 S e g u n d a - f e i r a 	 P a z a r t e s i 	 T h   H a i 	 S e n i n 	 I s n i n 	 8	K	.	5	>	0		 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 m a a n d a g 	 M o n d a y 	 M o n d a y 	 L u n i 	 M o n d a y 	 M o n d a y 	 	 M o n d a y 	 M o n d a y 	 /H4F(G	 ~1	 M o n d a y 	 							 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M a a n d a g 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 S e g u n d a - f e i r a 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 
 
 S T R _ H I J R I _ D O W _ T U E S D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 T u e s d a y 	 T u e s d a y 	 fgN	 fgN	 '1-12#	 M a r t e s 	 M a r d i 	 D i e n s t a g 	 B>@=8:	 T u e s d a y 	 'D+D'+'!	 T e r  a - f e i r a 	 S a l 1	 T h   B a 	 S e l a s a 	 S e l a s a 	 .			2	5	>	0		 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 d i n s d a g 	 T u e s d a y 	 T u e s d a y 	 M a r ci 	 T u e s d a y 	 T u e s d a y 	 	 T u e s d a y 	 T u e s d a y 	 3G  4F(G	 EFD	 T u e s d a y 	 									 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 D i n s d a g 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T e r  a - f e i r a 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 
 
 S T R _ H I J R I _ D O W _ W E D N E S D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 W e d n e s d a y 	 W e d n e s d a y 	 fg	N	 fg	N	 '18  	 M i  r c o l e s 	 M e r c r e d i 	 M i t t w o c h 	 !@540	 W e d n e s d a y 	 'D#1(9'!	 Q u a r t a - f e i r a 	  a r _a m b a 	 T h   T 	 R a b u 	 R a b u 	 ,	A	'	5	>	0		 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 w o e n s d a g 	 W e d n e s d a y 	 W e d n e s d a y 	 M i e r c u r i 	 W e d n e s d a y 	 W e d n e s d a y 	 	 W e d n e s d a y 	 W e d n e s d a y 	 G'14F(G	 (/	 W e d n e s d a y 	 							 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W o e n s d a g 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 Q u a r t a - f e i r a 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 	 W e d n e s d a y 
 
 S T R _ H I J R I _ D O W _ T H U R S D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 T h u r s d a y 	 T h u r s d a y 	 fgV	 fgV	 '1$+1*5	 J u e v e s 	 J e u d i 	 D o n n e r s t a g 	 '5B25@3	 T h u r s d a y 	 'D.EJ3	 Q u i n t a - f e i r a 	 P e r _e m b e 	 T h   N m 	 K a m i s 	 K h a m i s 	 	A	0	B	5	>	0		 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 d o n d e r d a g 	 T h u r s d a y 	 T h u r s d a y 	 J o i 	 T h u r s d a y 	 T h u r s d a y 	 	 T h u r s d a y 	 T h u r s d a y 	 ~F,4F(G	 ,E91'*	 T h u r s d a y 	 												 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 D o n d e r d a g 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 Q u i n t a - f e i r a 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 
 
 S T R _ H I J R I _ D O W _ F R I D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 F r i d a y 	 F r i d a y 	 fgN	 fgN	 '1(8#L	 V i e r n e s 	 V e n d r e d i 	 F r e i t a g 	 OB=8F0	 F r i d a y 	 'D,E9)	 S e x t a - f e i r a 	 C u m a 	 T h   S  u 	 J u m a t 	 J u m a a t 	 6	A		M	0	5	>	0		 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 v r i j d a g 	 F r i d a y 	 F r i d a y 	 V i n e r i 	 F r i d a y 	 F r i d a y 	 	 F r i d a y 	 F r i d a y 	 ,E9G	 ,E9	 F r i d a y 	 									 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 V r y d a g 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 S e x t a - f e i r a 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 
 
 S T R _ H I J R I _ D O W _ S A T U R D A Y 	 H i j r i C a l e n d a r 	 U N L I M 	 S a t u r d a y 	 S a t u r d a y 	 fgmQ	 fgmQ	 '1@*2#L	 S  b a d o 	 S a m e d i 	 S a m s t a g 	 !C11>B0	 S a t u r d a y 	 'D3(*	 S  b a d o 	 C u m a r t e s i 	 T h   B y 	 S a b t u 	 S a b t u 	 6	(	?	5	>	0		 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 z a t e r d a g 	 S a t u r d a y 	 S a t u r d a y 	 S  m b t 	 S a t u r d a y 	 S a t u r d a y 	 	 S a t u r d a y 	 S a t u r d a y 	 4F(G	 3F1	 S a t u r d a y 	 							 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t e r d a g 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S  b a d o 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 
 
 S T R _ H I J R I _ C A L E N D A R _ H E L P 	 H i j r i C a l e n d a r 	 U N L I M 	 H e l p   f o r   H i j r i   C a l e n d a r 	 ( 1 )   H i j r i   c a l e n d a r   i s   b a s e d   o n   a r i t h m e t i c   c a l e n d a r   w h i c h   a s s i g n s   3 0   a n d   2 9   d a y s   f o r   a l t e r n a t e   m o n t h s .   S u p p o r t   i s   p r e s e n t   f r o m   G r e g o r i a n   y e a r   2 0 0 0   t o   2 0 3 0   o n l y . \ n ( 2 )   U s e   d a t e   c o r r e c t i o n   t o   a d j u s t   h i j r i   d a t e   w i t h   m o o n   c r e s c e n t . \ n ( 3 )   U s e   s t a r   k e y   ( * )   t o   s w i t c h   b e t w e e n   c a l e n d a r s . \ n ( 4 )   U s e   l e f t   a n d   r i g h t   n a v i g a t i o n   k e y s   t o   v i e w   h i j r i   d a t e   o f   p r e v i o u s   a n d   n e x t   d a t e   i n   h i j r i   d a t e   d e t a i l s . 	 ( 1 ) 
Oe-f/f{SefpgNRM3 0 )YT2 9 )Y0/ec_lQf2 0 0 0 t^2 0 3 0 t^0\ n ( 2 ) (u6bS9hdegte
Oe-feg0\ n ( 3 ) f_u( * ) S(uN(W
NTefKNRc0\ n ( 4 ) (W
Oe-egkub]S\*uS(uOgw
N NPTN NPegs`0	 ( 1 ) 
OepQS/f{/geS:NgNRM3 0 )YT2 9 )Y0/ecNlQS2 0 0 0 t^2 0 3 0 t^0\ n ( 2 ) (u7bS9hncegte
OepQSeg0\ n ( 3 ) fS.( * ) S(uN(W
NTeSKNRbc0\ n ( 4 ) (W
OepQeg;ub]S[*.S(ueggw
N N*NTN N*Neg`0	 ( 1 ) 44.4#4C
II-!9%2!444(2*#L  6H3+3''1  3 0   6  2 9   '1*3+#1AH%0@7-*%11D  05I*1*82#3225  2 0 0 0   6  2 0 3 0   @H21I\ n ( 2 )   C
I2#AID'15H@7H-#1'15H.4#4I'"'1#L#6H5\ n ( 3 )   C
I8H!2'  ( * )   @7H-*%1#0+'H244H2F\ n ( 4 )   C
I8H!2'4@
1HI2"A%0'2  @7H-9#2"%0@-5"-@(2%H-+I2A%01DC+I2-#2"%0@-5"@(2%\ n ( 5 )   C
I8H!2'4@
1HI2"A%0'2  @7H-9'15H.4#4-'15HH-+I2A%01DC#2"%0@-5"'15H.4#4	 ( 1 )   E l   c a l e n d a r i o   H i j r i   s e   b a s a   e n   e l   c a l e n d a r i o   a r i t m  t i c o   q u e   a s i g n a   3 0   y   2 9   d  a s   a   m e s e s   a l t e r n a t i v o s .   S o l a m e n t e   h a y   s e r v i c i o   d e   a y u d a   d i s p o n i b l e   d e s d e   e l   a  o   g r e g o r i a n o   2 0 0 0   a l   2 0 3 0 . \ n ( 2 )   U t i l i c e   l a   c o r r e c c i  n   d e   f e c h a   p a r a   a j u s t a r   l a   f e c h a   H i j r i   c o n   l u n a   c r e c i e n t e . \ n ( 3 )   U t i l i c e   e l   b o t  n   a s t e r i s c o   ( * )   p a r a   c a m b i a r   d e   c a l e n d a r i o . \ n ( 4 )   U t i l i c e   l o s   b o t o n e s   d e   d e s p l a z a m i e n t o   I z q u i e r d a   y   D e r e c h a   p a r a   v e r   l o s   d e t a l l e s   d e l   f e s t i v o   a n t e r i o r   y   s i g u i e n t e   e n   l a   p a n t a l l a   d e   d e t a l l e s   d e   f e s t i v o s . \ n ( 5 )   U 	 ( 1 )   L e   c a l e n d r i e r   H i j r i   e s t   b a s    s u r   u n   c a l e n d r i e r   a r i t h m  t i q u e   a v e c   3 0   e t   2 9   j o u r s   p a r   m o i s ,   a l t e r n a t i v e m e n t .   I l   s u p p o r t e   l e s   a n n  e s   d e   2 0 0 0      2 0 3 0   d u   c a l e n d r i e r   G r  g o r i e n   u n i q u e m e n t . \ n ( 2 )   U t i l i s e z   l a   c o r r e c t i o n   d e   d a t e   p o u r   a j u s t e r   l a   d a t e   h i j r i   a v e c   l e   c r o i s s a n t   d e   l u n e . \ n ( 3 )   U t i l i s e z   l a   t o u c h e    t o i l e   ( * )   p o u r   c h a n g e r   e n t r e   l e s   c a l e n d r i e r s . \ n ( 4 )   U t i l i s e z   l e s   t o u c h e s   d e   n a v i g a t i o n   G a u c h e   e t   D r o i t e   p o u r   a f f i c h e r   l e s   d  t a i l s   d e   l a   f  t e   p r  c  d e n t e   e t   s u i v a n t e   d a n s   l   c r a n   d e   d  t a i l s   d e s   f  t e s . \ n 	 ( 1 )   D e r   i s l a m i s c h e   K a l e n d e r   b a s i e r t   a u f   d e m   a r i t h m e t i s c h e n   K a l e n d e r ,   d e r   M o n a t e n   a b w e c h s e l n d   3 0   u n d   2 9   T a g e   z u w e i s t .   D e r   g r e g o r i a n i s c h e   K a l e n d e r   u n t e r s t  t z t   i h n   n u r   v o m   J a h r   2 0 0 0   b i s   2 0 3 0 . \ n ( 2 )   S t e l l e n   S i e   d a s   i s l a m i s c h e   D a t u m   m i t t e l s   D a t e n k o r r e k t u r   a u f   d e n   H a l b m o n d   e i n . \ n ( 3 )   M i t   d e r   S t e r n c h e n t a s t e   ( * )   s c h a l t e n   S i e   z w i s c h e n   d e n   K a l e n d e r n   h i n   u n d   h e r . \ n ( 4 )   M i t   d e n   N a v i g a t i o n s t a s t e n   L i n k s   u n d   R e c h t s   z e i g e n   S i e   D e t a i l s   d e s   v o r h e r i g e n   u n d   n  c h s t e n   F e s t i v a l s   i m   B i l d s c h i r m   F e s t i v a l d e t a i l s   a n . \ n ( 5 )   M i 	 ( 1 )   A;0<A:89  :0;5=40@L  %846@0  >A=>20=  =0  0@8D<5B8G5A:><  :0;5=40@5,   :>B>@K9  >?@545;O5B  3 0   8  2 9   4=59  4;O  A<56=KE  <5AOF52.   <55BAO  ?>445@6:0  @83>@80=A:>3>  :0;5=40@O  B>;L:>  A  2 0 0 0   ?>  2 0 3 0   3>4.   \ n ( 2 )   A?>;L7C9B5  :>@@5:B8@>2:C  40BK  4;O  =0AB@>9:8  40BK  ?>  %846@5  A  =>2>;C=8O.   \ n ( 3 )   A?>;L7C9B5  A8<2>;  ( * )   4;O  ?5@5:;NG5=8O  <564C  :0;5=40@O<8.   \ n ( 4 )   A?>;L7C9B5  ;52CN  8  ?@02CN  :;028HC  4;O  ?5@5<5I5=8O  4;O  ?@>A<>B@0  40BK  ?>  %846@5  ?@54K4CI59  8  A;54CNI59  40BK  2  ?>4@>1=>ABOE  40BK  ?>  %846@5. 	 	 ( 1 )   J3*F/  'D*BHJE  'DG,1J  %DI  *BHJE  -3'(J  JBHE  (*9JJF  3 0   H2 9   JHEK'  DD4GH1  ('D*F'H(.   J*H'A1  'D/9E  DDA*1)  EF  9'E  2 0 0 0   %DI  2 0 3 0   EJD'/JK'  AB7. \ n ( 2 )   '3*./E  *5-J-  'D*'1J.  D6(7  'D*'1J.  'DG,1J  E9  'DGD'D. \ n ( 3 )   '3*./E  EA*'-  'DF,E)  ( * )   DD*(/JD  (JF  'D*B'HJE. \ n ( 4 )   '3*./E  EA'*J-  'D'F*B'D  DDJEJF  H'DJ3'1  D916  *A'5JD  'D'-*A'D  'D3'(B  H'D*'DJ  AJ  4'4)  *A'5JD  'D'-*A'D. \ n ( 5 )   '3*./E  EA'*J-  'D'F*B'D  DDJEJF  H'DJ3'1  D916  'D*'1J.  'DG,1J  DD*'1J.  'D3'(B  H'D*'DJ  AJ  4'4)  *A'5JD  'D*'1J.  'DG,1J. 	 ( 1 )   O   c a l e n d  r i o   i s l  m i c o   b a s e i a - s e   n u m   c a l e n d  r i o   a r i t m  t i c o   c o n s t i t u  d o   p o r   m e s e s   a l t e r n a d o s   d e   3 0   e   2 9   d i a s .   S  o   s u p o r t a d o s   a p e n a s   o s   a n o s   G r e g o r i a n o s   e n t r e   2 0 0 0   e   2 0 3 0 . \ n ( 2 )   U t i l i z e   a   c o r r e c   o   d e   d a t a   p a r a   a j u s t a r   a   d a t a   d o   c a l e n d  r i o   i s l  m i c o   c o m   o   q u a r t o   c r e s c e n t e   d a   l u a . n \ ( 3 )   U t i l i z e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   m u d a r   d e   c a l e n d  r i o . \ n ( 4 )   U t i l i z e   a s   t e c l a s   d e   n a v e g a   o   p a r a   a   E s q u e r d a   o u   p a r a   a   D i r e i t a   p a r a   v e r   o s   d e t a l h e s   d o   e v e n t o   a n t e r i o r   o u   s e g u i n t e   n o   e c r    d e   d e t a l h e s   d o   e v e n t o . \ n ( 	 ( 1 )   H i c r i   t a k v i m   b i r b i r i n i   i z l e y e n   a y l a r   i  i n   3 0   v e   2 9   g  n   a t a y a n   a r t i m e t i k   t a k v i m l i   e s a s   a l 1r .   Y a l n 1z c a   2 0 0 0   -   2 0 3 0   G r e g o r y e n   y 1l 1  d e s t e i   v a r d 1r . \ n ( 2 )   H i c r i   t a r i h i   y e n i   a y   i l e   a y a r l a m a k   i  i n   t a r i h   d  z e l t m e y i   k u l l a n 1n . \ n ( 3 )   T a k v i m l e r   a r a s 1n d a   g e  i _  y a p m a k   i  i n   y 1l d 1z   t u _u n u   ( * )   k u l a l n 1n . \ n ( 4 )   B a y r a m   b i l g i l e r i   e k r a n 1n d a    n c e k i   v e   s o n r a k i   b a y r a m   b i l g i l e r i n i   g  r  n t  l e m e k   i  i n   S o l   v e   S a   g e z i n m e   t u _l a r 1n 1  k u l l a n 1n . \ n ( 5 )   H i c r i   t a r i h   b i l g i l e r i n d e    n c e k i   v e   s o n r a k i   h i c r i   t a r i h i   g  r  n t  l e m e k   i  i n   S o l   	 ( 1 )     L c h   H i   g i  o   d a   v  o   l c h   s   h c   v n   c h i a   3 0   v    2 9   n g  y   c h o   c  c   t h  n g   l u  n   p h i  n .     H i n   c h   h   t r   t   n m   2 0 0 0     -   2 0 3 0   t h e o   l c h   G i  o   h o  n g   G r e g o r y   X I I I . \ n ( 2 )     S   d n g   h i u   c h n h   n g  y     c h n h   n g  y   H i   g i  o   b n g   t r n g   l i   l i m . \ n ( 3 )     D  n g   p h  m   s a o   ( * )       c h u y n   i   g i a   c  c   l c h . \ n ( 4 )     D  n g   p h  m   c h u y n   h n g   t r  i   v    p h i     x e m   c  c   c h i   t i t   v   l   h i   t r c      v    k   t i p   t r  n   m  n   h  n h   c h i   t i t   v   l   h i . \ n ( 5 )     D  n g   p h  m   c h u y n   h n g   t r  i   v    p h i     x e m   c h i   t i t   n g  y   H i   g i  o   t r c      v    	 ( 1 )   K a l e n d e r   H i j r i a h   d i d a s a r k a n   p a d a   k a l e n d e r   a r i t m a t i k a   y a n g   m e n e t a p k a n   3 0   d a n   2 9   h a r i   d a l a m   s e b u l a n   s e c a r a   b e r g a n t i a n .   D u k u n g a n   i n i   h a n y a   t e r s e d i a   d a r i   t a h u n   M a s e h i   2 0 0 0   h i n g g a   2 0 3 0 . \ n ( 2 )   G u n a k a n   k o r e k s i   t a n g g a l   u n t u k   m e n y e s u a i k a n   t a n g g a l   H i j r i a h   d e n g a n   b u l a n   s a b i t . \ n ( 3 )   G u n a k a n   t o m b o l   t a n d a   b i n t a n g   ( * )   u n t u k   b e r a l i h   d i   a n t a r a   k a l e n d e r . \ n ( 4 )   G u n a k a n   t o m b o l   n a v i g a s i   k i r i   d a n   k a n a n   u n t u k   m e l i h a t   r i n c i a n   p e r a y a a n   s e b e l u m   d a n   b e r i k u t n y a   d i   l a y a r   r i n c i a n   p e r a y a a n . \ n ( 5 )   G u n a k a n   t o m b o l   n a v i g a s i   k i r i 	 ( 1 )   K a l e n d a r   H i j r a h   b e r d a s a r k a n   k e p a d a   k a l e n d a r   a r i t m e t i k   y a n g   m e n u g a s k a n   3 0   d a n   2 9   h a r i   k e p a d a   b u l a n - b u l a n   s e c a r a   b e r s i l i h   g a n t i .   H a n y a   t a h u n   2 0 0 0   h i n g g a   2 0 3 0   m e n g i k u t   k a l e n d a r   G r e g o r y   d i s o k o n g . \ n ( 2 )   G u n a   p e m b e t u l a n   t a r i k h   u n t u k   m e l a r a s k a n   t a r i k h   h i j r a h   d e n g a n   b u l a n   s a b i t . \ n ( 3 )   G u n a   k e k u n c i   b i n t a n g   ( * )   u n t u k   b e r t u k a r   d i   a n t a r a   k a l e n d a r . \ n ( 4 )   G u n a   k e k u n c i   n a v i g a s i   k i r i   d a n   k a n a n   u n t u k   m e l i h a t   h u r a i a n   p e r a y a a n   s e b e l u m n y a   d a n   a k a n   d a t a n g   d a l a m   s k r i n   h u r a i a n   p e r a y a a n . \ n ( 5 )   G u n a   k e k u n c i   n a v i g a s i   k i 	 ( 1 )   9	?		0	@	  	H	2	G		!	0	  	#	?	$	  	H	2	G		!	0	  *	0	  	'	>	0	?	$	  9	H	  	K	  5	H		2	M	*	?		  .	9	@	(	K		  	G	  2	?		  3 0   	0	  2 9   &	?	(	  	5			?	$	  	0	$	>	  9	H	.   	G	5	2	  	M	0	G		K	0	?	/	(	  5	0	M	7	  2 0 0 0   8	G	  2 0 3 0   $		  8	.	0	M	%	(	  .	L		B	&	  9	H	.   \ n ( 2 )   		&	M	0	  	2	>			  	G	  8	>	%	  9	?		0	@	  &	?	(	>			  	!		8	M		  	0	(	G	  	G	  2	?		  !	G		>	  	0	G		M	6	(	  	>	  *	M	0	/	K		  	0	G		.   \ n ( 3 )   		  	H	2	G		!	0	  8	G	  &	B	8	0	G	  .	G		  	>	(	G	  	G	  2	?		  8	M		>	0	  	A			@	  ( * )   	>	  *	M	0	/	K		  	0	G		.   \ n ( 4 ) $	M	/	L	9	>	0	  5	?	5	0	#	  8	M		M	0	@	(	  .	G		  *	?		2	G	  	0	  		2	G	  $	M	/	L	9	>	0	  &	G		(	G	  	G	  2	?		  ,	>			  $	%	>	  &	>			  (	G	5	@		G	6	(	  	A			?	/	K		  	>	  *	M	0	/	K		  	0	G		.   \ n ( 5 )   9	?		0	@	  &	?	(	>			  5	?	5	0	#	  .	G		  *	?		2	@	  	0	  		2	@	  9	?		0	@	  &	?	(	>			  &	G		(	G	  	G	  2	?		  ,	>			 	 	 	 	 	 	 	 ( 1 )   D e   h i j r i - k a l e n d e r   i s   g e b a s e e r d   o p   e e n   r e k e n k u n d i g e   k a l e n d e r   w a a r b i j   d e   m a a n d e n   a f w i s s e l e n d   3 0   e n   2 9   d a g e n   l a n g   z i j n .   D e   k a l e n d e r   w e r k t   t u s s e n   d e   j a r e n   2 0 0 0   e n   2 0 3 0 . \ n ( 2 ) G e b r u i k   e e n   d a t u m c o r r e c t i e   o m   d e   h i j r i - d a t u m   b i j   t e   s t e l l e n   o p   d e   w a s s e n d e   m a a n . \ n ( 3 ) D r u k   o p   d e   t o e t s   m e t   h e t   s t e r r e t j e   ( * )   o m   t u s s e n   k a l e n d e r s   o m   t e   s c h a k e l e n . \ n ( 4 )   D r u k   o p   d e   n a v i g a t i e k n o p p e n   l i n k s   e n   r e c h t s   o m   d e t a i l s   t e   z i e n   v a n   h e t   v o r i g e   e n   v o l g e n d e   f e s t i v a l   i n   h e t   s c h e r m   m e t   f e s t i v a l d e t a i l s . \ n ( 5 )   D r u k   o p   d e   n a v i g a t i e k 	 	 	 ( 1 )   C a l e n d a r u l   h i j r i   s e   b a z e a z   p e   c a l e n d a r u l   a r i t m e t i c   c a r e   a l t e r n e a z   o   l u n   d e   2 9   d e   z i l e   c u   u n a   d e   3 0   d e   z i l e .   P r o g r a m u l   a c c e p t   d o a r   p e r i o a d a   c a r e    n c e p e   c u   a n u l   g r e g o r i a n   2 0 0 0   p  n    n   2 0 3 0 . \ n ( 2 )   U t i l i z a ci   c o r e c ci a   d e   d a t e   p e n t r u   a   a j u s t a   d a t a   h i j r i   c u   f a z e l e   l u n i i . \ ( 3 )   U t i l i z a ci   t a s t a   s t e l u c  ( * )   p e n t r u   a   c o m u t a    n t r e   c a l e n d a r e . \ ( 4 ) U t i l i z a ci   t a s t e l e   d e   n a v i g a ci e   s t  n g a   _i   d r e a p t a   p e n t r u   a   v i z u a l i z a   d e t a l i i l e   r e f e r i t o a r e   l a   f e s t i v a l u l   p r e c e d e n t   s a u   v i i t o r    n   e c r a n u l   d e   d e t a l i i   a l e   f e s t i v a l 	 	 	 ( 1 )       '                   3 0   -  2 9     .           2 0 0 0     2 0 3 0   . \ n ( 2 )             '       . \ n ( 3 )       ( * )           . \ n ( 4 )                                 . \ n ( 5 )                       '               ' . 	 	 	 ( 1 )   *'1.  G,1  (1  '3'3  *BHE  E-'3('*  ','/  1//G  G  /1  "F  (G  E'GG'  E*F'H(  3 0   H  2 9   1H2  '.*5'5  'A*G  '3*.   *FG'  3'DG'  2 0 0 0   *'  2 0 3 0   *BHE  ED'/  ~4*('F  E1/F/. / n ) 2 (   ,G*  *F8E  *'1.  G,1  ('  GD'D  E'G  '2  *5--  *'1.  '3*A'/G  FE'/. / n ( 3 )   ,G*  *:1  E'F  *BHEG'  D/  ( * )   1'  (2F/. / n ) 4 (   (1'  E4'G/G  ,2&'*  ,4F  B(D  H  (9/  /1  5A-G  E4.5'*  ,4FG'  D/G'  ~E'4  ~  H  1'3*  1'  (2F/. / n ( 5 )   ,G*  E4'G/G  *'1.  G,1  /1  (.4  E4.5'*  *'1.  G,1  B(D  H  (9/  D/G'  ~E'4  ~  H  1'3*  1'  ('1  ((1/. 	 ( 1 )   ,1  DF1  1'6'*  DF1  ~1  E(F    ,3  E  '    (9/  '  EF  D&  2 9   'H1  3 0   /F  1  &    ,'1,F  3'D  2 0 0 0   *'  2 0 3 0   D&    '9'F*  EH,H/    \ n ( 2 )     'F/  H'D  EF    3'*  ,1  *'1.  E*9F  1F  D&  *'1.  E  /13*  ''3*9E'D  1  \ n ( 3 )     DF1H    /1E'F  "F  ,'F  D&  3*'1H  H'D'  (yF    ( * )     '3*9E'D  1  \ n ( 4 )       3'(B  'H1  "&F/  *'1.  D&  ,1  *'1.  /F    H'37  ,1  *'1.    *A5D'*  E  /'&  'H1  ('&  ,'F(  H'D  FH4F  (yF  '  '3*E9'D  1  	 	 ( 	)   					  											  							  													  			  									,   		  					  					  					  				  		  	  		  			  								  			d	  						  			  				  				  				  			  							  						  						  			  				d	  \ n ( 	)   				  				  				  				  					  					  							  				  					  									  						  							  				d	  \ n ( 	) 		  											  				  				  												  				  					  		  ( * )   							  				d	\ n ( 	)   										  	  							  	
 					  									  						  					  			  	  			  								  		  							  				d	\ n ( 	)   										  	  							  					  							  									  						  					  			  	  		 	 	 	 	 	 	 	 	 ( 1 )   H i j r i - k a l e n d e r   i s   g e b a s e e r   o p   ' n   r e k e n k u n d i g e   k a l e n d e r   w a t   o n d e r s k e i d e l i k   3 0   e n   2 9   d a e   a a n   a f w i s s e l e n d e   m a a n d e   t o e k e n .   V e r s o e n b a a r h e i d   m e t   d i e   G r e g o r i a a n s e   k a l e n d e r   i s   s l e g s   b e s k i k b a a r   v a n a f   2 0 0 0   t o t   2 0 3 0 . \ n ( 2 )   G e b r u i k   d a t u m r e g s t e l l i n g   o m   h i j r i - d a t u m   m e t   s e k e l m a a n   t e   l a a t   o o r e e n s t e m . \ n ( 3 )   G e b r u i k   s t e r t o e t s   ( * )   o m   k a l e n d e r s   t e   w i s s e l . \ n ( 4 )   G e b r u i k   n a v i g a s i e t o e t s e   L i n k s   e n   R e g s   o m   b e s o n d e r h e d e   v a n   v o r i g e   e n   v o l g e n d e   f e e s   i n   d i e   f e e s b e s o n d e r h e d e s k e r m   t e   l e e s . \ n ( 5 )   G e b r u i k   n a v i g a s i e t o e t s e   L i n k s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( 1 )   C a l e n d  r i o   H i j r i      b a s e a d o   n o   c a l e n d  r i o   a r i t m  t i c o   q u e   a t r i b u i   3 0   e   2 9   d i a s   p a r a   m e s e s   a l t e r n a d o s .   H    s u p o r t e   d o   a n o   g r e g o r i a n o   2 0 0 0   a   2 0 3 0   s o m e n t e . \ n ( 2 )   U s e   c o r r e   o   d e   d a t a   p a r a   a j u s t a r   a   d a t a   d e   h i j r i   c o m   a   l u a   c r e s c e n t e . \ n ( 3 )   U s e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   a l t e r n a r   o s   c a l e n d  r i o s . \ n ( 4 )   U s e   a s   t e c l a s   d e   n a v e g a   o   e s q u e r d a   e   d i r e i t a   p a r a   v i s u a l i z a r   o s   d e t a l h e s   d o   p r  x i m o   f e s t i v a l   e   o   a n t e r i o r   n a   t e l a   d e   d e t a l h e s   d e   f e s t i v a l . \ n ( 5 )   U s e   a s   t e c l a s   d e   n a v e g a   o   e s q u e r d a   e   d i r e i t a   p a r a   v e r   	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ H I J R I _ D A T E 	 H i j r i C a l e n d a r 	 U N L I M 	 L i t e r a l   s t r i n g   f o r   d a t e 	 D a t e : 	 eg	 eg	 '15H: 	 F e c h a : 	 D a t e   : 	 D a t u m : 	 0B0: 	 D a t e : 	 'D*'1J.	 D a t a : 	 T a r i h : 	 N g  y : 	 T a n g g a l : 	 T a r i k h : 	 &	?	(	>			: 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t u m : 	 D a t e : 	 D a t e : 	 D a t : 	 D a t e : 	 D a t e : 	 : 	 D a t e : 	 D a t e : 	 *'1.: 	 *'1.: 	 D a t e : 	 					: 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t u m : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t a : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 	 D a t e : 
 
 S T R _ H I J R I _ D E S C R I P T I O N 	 H i j r i C a l e n d a r 	 U N L I M 	 D e s c r i p t i o n 	 D e s c r i p t i o n : 	 ;	 Yl	 3-42": 	 D e s c r i p c i  n : 	 D e s c r i p t i o n   : 	 B e s c h r e i b u n g : 	 ?8A0=85: 	 D e s c r i p t i o n : 	 'DH5A	 D e s c r i   o : 	 A  1k l a m a : 	 M    t : 	 K e t e r a n g a n : 	 H u r a i a n : 	 5	?	5	0	#	: 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 O m s c h r i j v i n g : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i e r e : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 41-: 	 *A5D: 	 D e s c r i p t i o n : 	 							 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 B e s k r y w i n g : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i   o : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 	 D e s c r i p t i o n : 
 
 E L F _ S T R _ G E T _ D R M _ K E Y _ F A I L E D 	 A 8 B o x 	 T E X T 	 e l f _ s t r 	 G e t   D R M   k e y   f a i l e d 	 rsSLkf[p1YWe	 SLkf[1Y%	 #15"L  D R M   %I!@+%'	 E r r o r   a l   o b t e n e r   l a   c l a v e   D R M 	 E c h e c   d  o b t e n t i o n   d e   l a   c l    G D N 	 D R M - S c h l  s s e l   k o n n t e   n i c h t   b e z o g e n   w e r d e n 	 52>7<>6=>  ?>;CG8BL  :;NG  D R M   	 	 A4D  'D-5HD  9DI  EA*'-  %/'1)  'DBJH/  'D1BEJ)  ( D R M ) 	 F a l h a   a o   o b t e r   c h a v e   D R M 	 D R M   a n a h t a r 1  a l 1n a m a d 1	 K h  n g   t h   n h n   k h  a   D R M 	 G a g a l   m e n d a p a t k a n   k u n c i   D R M 	 D a p a t   k u n c i   D R M   g a g a l 	 D R M   	A			@	  *	M	0	>	*	M	$	  	0	(	>	  5	?	+	2		 	 	 	 	 	 	 	 O n t v a n g e n   v a n   D R M - s l e u t e l   m i s l u k t 	 	 	 E _u a r e   l a   o b ci n e r e   c h e i e   D R M 	 	 	     D R M   	 	 	 /1'A*  D/  D R M   F'EHAB  (H/	 	 	 						  		  							 	 	 	 	 	 	 	 	 K r y   D R M - s l e u t e l   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   o b t e r   c h a v e   D R M 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A 2 D P _ S E T T I N G S _ S E T _ T O _ D E F A U L T _ E A R P H O N E 	 A V B T 	 P O P U P C O N F I R M 	 p o p   u p   c o n f i m   o f   w h e t h e r   s e t   t h e   a 2 d p   e a r p h o n e   t o   d e f a u l t   e a r p h o n e 	 S e t   a s   d e f a u l t   B l u e t o o t h   e a r p h o n e ? 	 /f&T-pͅ-3_j	 /f&T:N݄Yr؞3:g	 1IH2@G+91%99@#4H!I? 	  D e s e a   e s t a b l e c e r l o   c o m o   a u r i c u l a r   p r e d e t e r m i n a d o   B l u e t o o t h ? 	 U t i l i s e r   c o m m e    c o u t e u r   B l u e t o o t h   p a r   d  f a u t  ? 	 A l s   B l u e t o o t h - S t a n d a r d o h r h  r e r   e i n s t e l l e n ? 	 #AB0=>28BL  =0CH=8:8  B l u e t o o t h   ?>  C<>;G0=8N? 	 	 'D6(7  C3E'9)  #0F  B l u e t o o t h   'D'A*1'6J)	 D e f i n i r   c o m o   a u r i c u l a r   B l u e t o o t h   p r e d e f i n i d o ? 	 B l u e t o o t h   v a r s a y 1l a n   k u l a k l 1k   o l a r a k   a y a r l a n s 1n   m 1? 	 C  i   l  m   t a i   n g h e   B l u e t o o t h   m c   n h ? 	 T e t a p k a n   s e b a g a i   e a r p h o n e   d e f a u l t   B l u e t o o t h ? 	 S e t k a n   s e b a g a i   f o n   t e l i n g a   B l u e t o o t h   l a l a i ? 	 B l u e t o o t h   !	?	+	I	2	M		  	/	0	+	K	(	  	G	  0	B	*	  .	G		  8	G		  	0	G		? 	 	 	 	 	 	 	 	 I n s t e l l e n   a l s   s t a n d a a r d   B l u e t o o t h - o o r t e l e f o o n ? 	 	 	 S e t a ci   c a   i m p l i c i t   c _t i l e   B l u e t o o t h ? 	 	 	         B l u e t o o t h ? 	 	 	 "'  (9FH'F  H4  ~4  A16  B l u e t o o t h   *9F  4H/	 	 	 							  						  							  						  			  					 	 	 	 	 	 	 	 	 S t e l   a s   B l u e t o o t h - v e r s t e k - o o r f o o n ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c o m o   f o n e   d e   o u v i d o   p a d r  o   B l u e t o o t h ? 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ P U S H _ I N B O X _ S E T T I N G 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 M e n u   s t r i n g   f o r   t h e   s e r v i c e   m e s s a g e   s e t t i n g   m e n u   	 S e r v i c e   m e s s a g e   s e t t i n g s 	 
gR
o`-[	 
gROo`n	 2#1IH2I-'2!#42#	 C o n f i g u r a r   m e n s a j e   d e   s e r v i c i o 	 R  g l a g e s   d e   m e s s a g e   d e   s e r v i c e 	 E i n s t e l l u n g e n   d e r   S e r v i c e n a c h r i c h t 	 !5@28A=K5  A>>1I5=8O	 	 %9/'/'*  13'D)  'D./E)	 D e f i n i   e s   d e   m e n s a g e n s   d e   s e r v i  o 	 H i z m e t   i l e t i s i   a y a r l a r 1	 C  i   t   t i n   q u n g   b  	 P e n g a t u r a n   p e s a n   l a y a n a n 	 P e n g e s e t a n   p e r k h i d m a t a n   m e s e j 	 8	G	5	>	  8		&	G	6	  8	G		?				 	 	 	 	 	 	 	 I n s t e l l i n g e n   v a n   d i e n s t b e r i c h t e n 	 	 	 S e t r i   m e s a j e   d e   s e r v i c i i 	 	 	     	 	 	 *F8EG'  31H3  ~'E	 	 	 							  					  						 	 	 	 	 	 	 	 	 D i e n s b o o d s k a p i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   m e n s a g e m   d o   s e r v i  o 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C H I S T _ S E T 	 C h i s t 	 T I T L E ,   L S K ,   I C O N T E X T 	 S e t 	 S e t 	 -[	 n	 1IH2	 E s t a b l e c e r 	 R  g l e r 	 E i n s t e l l e n 	 #AB0=>28BL	 	 6(7	 D e f i n i r 	 A y a r l a 	 C  i   t 	 A t u r 	 S e t k a n 	 8	G		  	0	G			 	 	 	 	 	 	 	 I n s t e l l e n 	 	 	 S e t a r e 	 	 	 	 	 	 *F8E	 	 	 			  					 	 	 	 	 	 	 	 	 S t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A j u s t a r 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T I F I C A T E _ C H E C K 	 C E R T M A N 	 I C O N T E X T 	 O n l i n e   c e r t i f i c a t e   c h e c k 	 O n l i n e   c e r t i f .   c h e c k 	 }
NaIjg	 (W~fNhg	 	 	 	 	 =;09=>20O  ?@>25@:0  A5@B8D8:0F88	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T _ S T A T U S _ S E R V E R 	 C E R T M A N 	 T I T L E ,   I C O N T E X T 	 C e r t i f i c a t e   s t a t u s   s e r v e r 	 D e f a u l t   w e b   a d d r . 	 -}@W	 ؞Q@W	 	 	 	 	 51- 04@5A  ?>  C<>;G0=8N	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ M U S T _ B E _ P A S S E D 	 C E R T M A N 	 C 0 5 7 _ 1 	 M u s t   b e   p a s s e d 	 M u s t   b e   p a s s e d 	 _Njg	 _{Ǐhg	 	 	 	 	 >;6=>  1KBL  ?@8=OB>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C E R T M A N _ C E R T _ V A L I D A T I O N 	 C E R M A N 	 T I T L E ,   I C O N T E X T 	 C e r t i f i c a t e   v a l i d a t i o n 	 C e r t i f i c a t e   v a l i d a t i o n 	 aIx	 fNnx	 	 	 	 	 @>25@:0  A5@B8D8:0B0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ S E T _ S T O R A G E 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 T o   s e t   s t o r a g e   o f   r e c e i v e d   f i l e s   f r o m   b l u e t o o t h 	 S t o r a g e 	 2QX[MOn	 X[PMOn	 5H@G	 A l m a c e n a m i e n t o 	 S t o c k a g e 	 S p e i c h e r 	 0<OBL	 	 'D*.2JF	 A r m a z e n a m e n t o 	 D e p o l a m a 	 L u   t r 	 P e n y i m p a n a n 	 S t o r a n 	 8	M		K	0	G			 	 	 	 	 	 	 	 O p s l a g 	 	 	 S t o c a r e 	 	 	 	 	 	 0.J1G  3'2	 	 	 					 	 	 	 	 	 	 	 	 B e r g p l e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r m a z e n a m e n t o 
 
 S T R _ B T _ S E T _ S H A R I N G 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 S h a r i n g   f i l e s   s e t t i n g 	 S h a r i n g   s e t t i n g s 	 RN-[	 qQNn	 2#1IH22#A
#L	 C o n f i g u r a r   u s o   c o m p a r t i d o 	 R  g l a g e s   d e   p a r t a g e 	 E i n s t e l l u n g e n   f r e i g e b e n 	 0@0<5B@K  A>2<5AB=>3>  8A?>;L7>20=8O	 	 %9/'/'*  'DE4'1C)	 D e f i n i   e s   d e   p a r t i l h a 	 P a y l a _1m   a y a r l a r 1	 C  i   t   c h i a   s 	 P e n g a t u r a n   b e r b a g i 	 K o n g s i   p e n g e s e t a n 	 6	G	/	0	?			  8	G		?				 	 	 	 	 	 	 	 I n s t e l l i n g e n   d e l e n 	 	 	 S e t r i   p a r t a j a r e 	 	 	   	 	 	 /1-'D  '4*1'  0'1  *F8EG'	 	 	 					  					  				 	 	 	 	 	 	 	 	 D e e l - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m p a r t i l h a n d o   c o n f i g u r a   e s 
 
 S T R _ B T _ S E T _ P E R M I S S I O N 	 B T M M I 	 I C O N T E X T 	 S h a r i n g   f i l e s   p e r m i s s i o n 	 P e r m i s s i o n 	 
kP	 CgP	 2#-8
2	 P e r m i s o 	 P e r m i s s i o n 	 B e r e c h t i g u n g 	  07@5H5=85	 	 %0F	 P e r m i s s  o 	 0z i n 	 G i y   p h  p 	 I z i n 	 K e b e n a r a n 	 	(	A	.	$	?		 	 	 	 	 	 	 	 T o e s t e m m i n g 	 	 	 P e r m i s i u n e 	 	 	 	 	 	 E,H2	 	 	 							 	 	 	 	 	 	 	 	 T o e s t e m m i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r m i s s  o 
 
 S T R _ B T _ S E T _ I M A G E _ F O L D E R 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 S h a r i n g   i m a g e s   l o c a t i o n 	 I m a g e s   l o c a t i o n 	 WGrMOn	 VGrMOn	 3A+H 2	 U b i c a c i  n   d e   i m  g e n e s 	 E m p l a c e m e n t   d e s   i m a g e s 	 B i l d e r s p e i c h e r o r t 	 5AB>?>;>65=85  87>1@065=89	 	 EH69  'D5H1	 L o c a l i z a   o   d a s   i m a g e n s 	 G  r  n t  l e r i n   y e r i 	 V   t r    h  n h 	 L o k a s i   f o t o 	 L o k a s i   i m e j 	 	.	G		  8	M	%	>	(		 	 	 	 	 	 	 	 P l a a t s   v a n   a f b e e l d i n g e n 	 	 	 L o c a ci e   i m a g i n i 	 	 	   	 	 	 E-D  *5H1G'	 	 	 						  								 	 	 	 	 	 	 	 	 B e e l d e l i g g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o c a l   d e   i m a g e n s 
 
 S T R _ B T _ S E T _ S H A R E _ P E R M I S S I O N 	 B T M M I 	 I C O N T E X T 	 S h a r i n g   f i l e s   p e r m i s s i o n 	 S h a r i n g   p e r m i s s i o n 	 RN
kP	 qQNCgP	 2#-8
22#A
#L	 P e r m i s o   d e   u s o   c o m p a r t i d o 	 P e r m i s s i o n   d e   p a r t a g e 	 F r e i g a b e b e r e c h t i g u n g 	  07@5H5=85  A>2<5AB=>3>  8A?>;L7>20=8O	 	 E4'1C)  'D%0F	 P e r m i s s  o   d e   p a r t i l h a 	 P a y l a _1m   i z n i 	 G i y   p h  p   c h i a   s 	 I z i n   b e r b a g i 	 K e b e n a r a n   m e n g o n g s i 	 6	G	/	0	?			  	(	A	.	$	?		 	 	 	 	 	 	 	 T o e s t e m m i n g   d e l e n 	 	 	 P e r m i s i u n e   p a r t a j a r e 	 	 	   	 	 	 E,H2  '4*1'  0'1	 	 	 						  					  				 	 	 	 	 	 	 	 	 D e e l   t o e s t e m m i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m p a r t i l h a n d o   p e r m i s s  o 
 
 S T R _ B T _ S E T _ S H A R E _ I M A G E _ F O L D E R 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 S h a r i n g   i m a g e s   l o c a t i o n 	 S h a r i n g   i m a g e s   l o c a t i o n 	 RNWGrMOn	 qQNVGrMOn	 2#A
#L3A+H 2	 C o m p a r t i r   u b i c a c i  n   d e   i m  g e n e s 	 E m p l a c e m e n t   d e s   i m a g e s   p a r t a g  e s 	 F r e i g a b e   d e s   B i l d e r s p e i c h e r o r t s 	 5AB>?>;>65=85  A>2<5AB=>3>  8A?>;L7>20=8O  87>1@065=89	 	 E4'1C)  EH69  'D5H1	 L o c a l i z a   o   d a s   i m a g e n s   p a r t i l h a d a s 	 G  r  n t    p a y l a _m a   y e r i 	 V   t r    c h i a   s   h  n h 	 L o k a s i   f o t o   b e r s a m a 	 K o n g s i   l o k a s i   i m e j 	 6	G	/	0	?			  	.	G		G		<	  8	M	%	>	(		 	 	 	 	 	 	 	 P l a a t s   v a n   a f b e e l d i n g e n   d e l e n 	 	 	 L o c a ci e   p a r t a j a r e   i m a g i n i 	 	 	     	 	 	 E-D  '4*1'  0'1  *5H1G'	 	 	 						  							  					  				 	 	 	 	 	 	 	 	 D e e l   b e e l d e - l i g g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m p a r t i l h a n d o   l o c a l   d e   i m a g e n s 
 
 S T R _ B T _ D I S C O N N _ A U D _ D E V _ C O N N _ C N F 	 B T M M I 	 P O P U P C O N F I R M 	 A s k   e n d   u s e r   i f   r e l e a s e   a l l   c o n n e c t i o n s   w h i c h   p r e s e n t e d   o n   a u d i o   d e v i c e 	 R e l e a s e   a n o t h e r   a u d i o   d e v i c e   c o n n e c t i o n ? 	 ndvQN3_j݈n#P}	 ndvQ[3:gňnޏc	 12#@
7H-!H--8#L@*5"-5-1+6H? 	  D e s e a   l i b e r a r   o t r a   c o n e x i  n   d e   d i s p o s i t i v o   d e   a u d i o ? 	 L i b  r e r   u n e   a u t r e   c o n n e x i o n   d  a p p a r e i l   a u d i o  ? 	 A n d e r e   A u d i o g e r  t v e r b i n d u n g   f r e i g e b e n ? 	 A2>1>48BL  A>548=5=85  A  4@C38<  0C48>CAB@>9AB2><? 	 	 *-1J1  '*5'D  ,G'2  5H*J  ".1	 L i b e r t a r   o u t r a   l i g a   o   d e   d i s p o s i t i v o   d e    u d i o ? 	 B a _k a   s e s   a y g 1t 1  b a l a n t 1s 1  b 1r a k 1l s 1n   m 1? 	 T h o  t   m t   k t   n i   t h i t   b    m   t h a n h   k h  c ? 	 P u t u s k a n   s a m b u n g a n   p e r a n g k a t   a u d i o   l a i n ? 	 L e p a s k a n   s a m b u n g a n   p e r a n t i   a u d i o   l a g i ? 	 	(	M	/	  	!	?	/	K	  		*		0	#	  	(	G		M	6	(	  0	?	2	@		  	0	G		? 	 	 	 	 	 	 	 	 V e r b i n d i n g   m e t   e e n   a n d e r   a u d i o a p p a r a a t   v r i j m a k e n ? 	 	 	 L a n s a ci   o   a l t   c o n e x i u n e   a   d i s p o z i t i v u l u i   a u d i o ? 	 	 	         ? 	 	 	 "'  E.H'G/    '*5'D  1'/H  /1  1'  F2  "2'/  FE'/	 	 	 						  				  						  					  							  						 	 	 	 	 	 	 	 	 M a a k   n o g   ' n   o u d i o t o e s t e l v e r b i n d i n g   b e s k i k b a a r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i b e r a r   o u t r a   c o n e x  o   d e   d i s p o s i t i v o   d e    u d i o ? 
 
 S T R _ B T _ D E V _ S E T _ D E V _ A D D R 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 S e t t i n g   m e n u i t e m   f o r   d e v i c e   a d d r e s s 	 M y   a d d r e s s 	 ͅYr݈n0W@W	 ݄Yrňn0W@W	 5H-"9H-	1	 M i   d i r e c c i  n 	 M o n   a d r e s s e 	 M e i n e   A d r e s s e 	 >9  04@5A	 	 9FH'FJ	 O   m e u   e n d e r e  o 	 A d r e s i m 	 a   c h   c a   t  i 	 A l a m a t   s a y a 	 A l a m a t   s a y a 	 .	G	0	>	  *	$	>		 	 	 	 	 	 	 	 M i j n   a d r e s 	 	 	 A d r e s a   m e a 	 	 	   	 	 	 F4'F  EF	 	 	 				  							 	 	 	 	 	 	 	 	 M y   a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e u   e n d e r e  o 
 
 S T R _ B T _ A L L _ F I L E _ R E C E I V E D 	 B T M M I 	 P O P U P 	 A l l   f i l e s   r e c e i v e d 	 A l l   f i l e s   r e c e i v e d 	 hQ萔jHh]c6e	 hQ萇eN]c6e	 DI#1D%L1I+!	 T o d o s   l o s   a r c h i v o s   r e c i b i d o s 	 T o u s   l e s   f i c h i e r s   r e  u s 	 A l l e   D a t e i e n   e r h a l t e n 	 A5  D09;K  ?>;CG5=K	 	 *E  '3*D'E  ,EJ9  'DEDA'*	 T o d o s   o s   f i c h e i r o s   r e c e b i d o s 	 T  m   d o s y a l a r   a l 1n d 1	    n h n   t t   c   c  c   f i l e 	 S e m u a   f i l e   d i t e r i m a 	 S e m u a   f a i l   d i t e r i m a 	 8	-	@	  +	>		2	G		  *	M	0	>	*	M	$		 	 	 	 	 	 	 	 A l l e   b e s t a n d e n   o n t v a n g e n 	 	 	 T o a t e   f i _i e r e l e   p r i m i t e 	 	 	     	 	 	 GEG  ~1HF/G  G'  /1'A*  4/F/	 	 	 			  				  					  					 	 	 	 	 	 	 	 	 A l l e   l  e r s   o n t v a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s   o s   a r q u i v o s   r e c e b i d o s 
 
 S T R _ B T _ P A R T I A L _ C O N T E N T 	 B I P 	 P O P U P 	 D i s p l a y   p a r t i a l   c o n t e n t   o n l y 	 P a r t i a l   c o n t e n t   d i s p l a y e d 	 So:yRvgQ[	 S>f:yRvU_Q[	 @7I-+29A*2*H'	 C o n t e n i d o   p a r c i a l   m o s t r a d o 	 C o n t e n u   p a r t i e l   a f f i c h  	 T e i l i n h a l t   a n g e z e i g t 	 !>45@60=85  ?>:070=>  G0AB8G=>	 	 *E  916  E-*HI  ,2&J	 C o n t e  d o   p a r c i a l   e x i b i d o 	 0 e r i k   k 1s m e n   g  s t e r i l d i 	    h i n   t h   m t   p h n   n i   d u n g 	 S e b a g i a n   k o n t e n   d i t a m p i l k a n 	 S e b a h a g i a n   d a r i   k a n d u g a n   t e r p a p a r 	 		6	?		  8	>	.		M	0	@	  *	M	0	&	0	M	6	?	$	  	@	  			 	 	 	 	 	 	 	 G e d e e l t e l i j k e   i n h o u d   w o r d t   g e t o o n d 	 	 	 C o n ci n u t   p a r ci a l   a f i _a t 	 	 	     	 	 	 E-*H'  F'B5  FE'4  /'/G  4/	 	 	 					  							  										 	 	 	 	 	 	 	 	 G e d e e l t e l i k e   i n h o u d   v e r t o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t e  d o   p a r c i a l   e x i b i d o 
 
 S T R _ F T P _ F I L E _ R E C E I V E D 	 F T P 	 C 1 5 4 _ 1 	 r e c e i v e d 	 r e c e i v e d 	 ]c6e	 ]c6e	 DI#1A%I'	 r e c i b i d o 	 r e  u 	 e r h a l t e n 	 ?>;CG5=>	 	 *E  'D'3*D'E	 r e c e b i d o 	 a l 1n d 1	    n h n 	 d i t e r i m a 	 d i t e r i m a 	 *	M	0	>	*	M	$		 	 	 	 	 	 	 	 o n t v a n g e n 	 	 	 p r i m i t 	 	 	 	 	 	 /1'A*  1//	 	 	 					  					 	 	 	 	 	 	 	 	 o n t v a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 r e c e b i d o 
 
 S T R _ I D _ P I C T _ E R R O R _ A S K 	 P i c t B r i d g e 	 P O P U P C O N F I R M 	 E r r o r   i n   p r i n t   j o b 	 P r i n t i n g   e r r o r ,   c o n t i n u e ? 	 RpS//f&T|~~	 SbpS/f&T~~	 	 	 	 	 H81:0  ?5G0B8,   ?@>4>;68BL? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ A D V A N C E D 	 B T M M I 	 T I T L E ,   I C O N T E X T 	 A d v a n c e d   s e t t i n g   m e n u i t e m 	 S e t t i n g s 	 -[	 n	 1I*9	 O p c i o n e s   a v a n z a d a s 	 A v a n c  	 E r w e i t e r t 	 0AB@>9:8	 	 E*B/E	 A v a n  a d o 	 G e l i _m i _	 N  n g   c a o 	 L a n j u t a n 	 L a n j u t 	 	!	5	>		8	M	!		 	 	 	 	 	 	 	 G e a v a n c e e r d 	 	 	 C o m p l e x 	 	 	 	 	 	 ~J41A*G	 	 	 							 	 	 	 	 	 	 	 	 G e v o r d e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v a n  a d o 
 
 S T R _ B T _ T R A N S F E R _ F I L E S 	 B T M M I 	 I C O N T E X T 	 T r a n s f e r   f i l e s   m e n u   i t e m 	 T r a n s f e r   f i l e s 	 P8jHh	  OeN	 H2"B-D%L	 T r a n s f e r i r   a r c h i v o s 	 T r a n s f  r e r   l e s   f i c h i e r s 	 D a t e i e n    b e r t r a g e n 	 5@540G0  D09;>2	 	 FBD  'DEDA'*	 T r a n s f e r i r   f i c h e i r o s 	 D o s y a l a r 1  a k t a r 	 T r u y n   f i l e 	 T r a n s f e r   f i l e 	 P i n d a h   f a i l 	 +	>		2	G		  8	M	%	>	(	>		$	0	?	$	  	0	G			 	 	 	 	 	 	 	 B e s t a n d e n   v e r s t u r e n 	 	 	 T r a n s f e r   f i _i e r e 	 	 	   	 	 	 'F*B'D  ~1HF/G  G'	 	 	 				  										  					 	 	 	 	 	 	 	 	 D r a   l  e r s   o o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s f e r i r   a r q u i v o s 
 
 S T R _ B T _ B R O W S E _ I M A G E S 	 B T M M I 	 I C O N T E X T 	 B r o w s e   i m a g e s   m e n u   i t e m 	 B r o w s e   i m a g e s 	 pWGr	 OmȉVGr	 @#5"9 2	 E x a m i n a r   i m  g e n e s 	 P a r c o u r i r   l e s   i m a g e s 	 B i l d e r   d u r c h s u c h e n 	 @>A<>B@  87>1@065=89	 	 '3*91'6  'D5H1	 P r o c u r a r   i m a g e n s 	 G  r  n t  l e r e   g  z a t 	 D u y t   t  m   h  n h 	 T e l u s u r i   f o t o 	 L i h a t   i m e j 	 	.	G		G		<	  ,	M	0	>				<	  	0	G			 	 	 	 	 	 	 	 D o o r   b e e l d e n   b l a d e r e n 	 	 	 R s f o i r e   i m a g i n i 	 	 	   	 	 	 E1H1  *5H1G'	 	 	 				  						  					 	 	 	 	 	 	 	 	 B l a a i   d e u r   b e e l d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N a v e g a d o r   d e   i m a g e n s 
 
 S T R _ I D _ C T M _ C O N N E C T I N G 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S t r i n g   f o r   T T Y   d e v i c e   i s   c o n n e c t i n g 	 C o n n e c t i n g 	 #P}-N	 ck(Wޏc	 3%1@
7H-!H-	 C o n e c t a n d o 	 C o n n e x i o n 	 W i r d   v e r b u n d e n 	 !>548=5=85& 	 	 'D'*5'D	 A   l i g a r 	 B a l a n m a 	 a n g   k t   n i 	 M e n y a m b u n g 	 M e n y a m b u n g 	 	(	G		M		  9	K	  0	9	>	  9	H		 	 	 	 	 	 	 	 V e r b i n d i n g   m a k e n 	 	 	 C o n e c t a r e 	 	 	 	 	 	 /1-'D  *E'3	 	 	 							  						 	 	 	 	 	 	 	 	 K o p p e l   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a n d o 
 
 S T R _ I D _ C T M _ C O N V E R S A T I O N 	 U n d e f i n e d 	 T I T L E 	 S t r i n g   f o r   C T M   c o n v e r s a t i o n 	 C o n v e r s a t i o n 	 
\q	 [݋	 2#*2	 C o n v e r s a c i  n 	 C o n v e r s a t i o n 	 G e s p r  c h 	 @5>1@07>20=85	 	 E-'/+)	 C o n v e r s a 	 G  r  _m e 	 H i   t h o i 	 P e r c a k a p a n 	 P e r b u a l a n 	 5	>	0	M	$	>	2	>	*		 	 	 	 	 	 	 	 G e s p r e k 	 	 	 C o n v e r s a ci e . 	 	 	 	 	 	 A*H	 	 	 									 	 	 	 	 	 	 	 	 G e s p r e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n v e r s a 
 
 S T R _ I D _ C T M _ R E M O T E 	 U n d e f i n e d 	 C 4 3 0 _ 1 	 S t r i n g   f o r   w h a t   r e m o t e   s a i d 	 R e m o t e   s a i d 	 
\e	 [e	 -5H2"9	 E l   e x t r e m o   r e m o t o   d i j o 	 L  a u t r e   a   d i t 	 F e r n t e i l n e h m e r   s a g t e 	 #40;5==K9  A:070;	 	 'D71A  'D".1	 R e m o t o   d i s s e 	 D e d i   k i 	 N g i   k i a   n  i 	 R e m o t e   m e n g a t a k a n 	 S e b u t a n   j a u h 	 0	?	.	K		  (	G	  	9	>		 	 	 	 	 	 	 	 D e   a n d e r   z e i 	 	 	 O p e r a t o r u l   l a   d i s t a n c  a   s p u s 	 	 	     	 	 	 "F71A  A*	 	 	 					  						 	 	 	 	 	 	 	 	 A n d e r   p a r t y   h e t   g e s  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o t o   d i s s e 
 
 S T R _ I D _ C T M _ L O C A L 	 U n d e f i n e d 	 C 4 3 0 _ 1 	 S t r i n g   f o r   w h a t   I   s a i d 	 I   s a i d 	 b	 b	 	19	 Y o   d i j e 	 J  a i   d i t 	 I c h   s a g t e 	 /  A:070;	 	 #F'	 E u   d i s s e 	 D e d i m   k i 	 T  i   n  i 	 S a y a   m e n g a t a k a n 	 S a y a   s e b u t 	 .	H		(	G	  	9	>		 	 	 	 	 	 	 	 I k   z e i 	 	 	 E u   a m   s p u s 	 	 	   	 	 	 EF  A*E	 	 	 			  						 	 	 	 	 	 	 	 	 E k   h e t   g e s  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E u   d i s s e 
 
 S T R _ I D _ C T M _ D R O P 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   f o r   D r o p   C a l l   o p t i o n 	 D r o p 	 Nh	 "N_	 4I	 D e s c a r t a r 	 D  p o s e r 	 A b w  h l e n 	 045=85	 	 %3B'7	 D e s l i g a r 	 B 1r a k 	 N h 	 A k h i r i 	 H e n t i 	 !	M	0	I	*		 	 	 	 	 	 	 	 L a t e n   v a l l e n 	 	 	  n c h e i e r e   b r u s c 	 	 	 	 	 	 B79  '1*('7	 	 	 						 	 	 	 	 	 	 	 	 L a a t   v a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a i r 
 
 S T R _ I D _ D M U I _ N O T I F _ D O W N L O A D _ R E S U M E 	 D M U I 	 P O P U P C O N F I R M 	 R e s u m e   D o w n l o a d 	 R e s u m e   D o w n l o a d 	 |~~N		 ~~N}	 2'LB+%H-	 R e a n u d a r   d e s c a r g a 	 C o n t i n u e r   l e   t  l  c h a r g e m e n t 	 D o w n l o a d   f o r t s e t z e n 	 >7>1=>28BL  A:0G820=85	 	 '3*&F'A  'D*F2JD	 C o n t i n u a r   t r a n s f e r  n c i a 	 K a r _1d a n   Y  k l e m e y i   S  r d  r 	 T i p   t c   t i   v 	 L a n j u t k a n   D o w n l o a d 	 S a m b u n g   M u a t a n   T u r u n 	 !	>			(	2	K	!	  *	A	(	:   6	A	0	B	  	0	G			 	 	 	 	 	 	 	 D o w n l o a d   h e r v a t t e n 	 	 	 R e l u a r e   d e s c r c a r e 	 	 	   	 	 	 '2311  ('11	 	 	 							  						  				  					 	 	 	 	 	 	 	 	 H e r v a t   A f l a a i e r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t i n u a r   d o w n l o a d 
 
 S T R _ I D _ D M U I _ U P D A T E _ S U C C E S S 	 D M U I 	 P O P U P C O N F I R M 	 U p d a t e   S u c c e s s f u l 	 U p d a t e   S u c c e s s f u l 	 febR	 febR	 -1@*3@#G	 A c t u a l i z a c i  n   c o r r e c t a 	 M i s e      j o u r   r  u s s i e 	 A k t u a l i s i e r u n g   e r f o l g r e i c h 	 1=>2;5=85  70:>=G5=>  CA?5H=>	 	 F,'-  'D*-/J+	 A c t u a l i z a   o   b e m   s u c e d i d a 	 G  n c e l l e _t i r m e   B a _a r 1l 1	 C p   n h t   t h  n h   c  n g 	 P e m b a r u a n   B e r h a s i l 	 P e n g e m a s k i n i a n   B e r j a y a 	 	&	M	/	$	(	  8	+	2	  0	9	>		 	 	 	 	 	 	 	 B i j w e r k e n   g e s l a a g d 	 	 	 A c t u a l i z a r e   c u   s u c c e s 	 	 	   	 	 	 (1H213'F  EHAB  (H/	 	 	 					  				 	 	 	 	 	 	 	 	 B y w e r k i n g   S u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t u a l i z a   o   c o m    x i t o 
 
 S T R _ I D _ D M U I _ U P D A T E _ F A I L U R E 	 D M U I 	 P O P U P C O N F I R M 	 U p d a t e   F a i l e d 	 U p d a t e   F a i l e d 	 fe1YWe	 fe1Y%	 -1@%I!@+%'	 E r r o r   d e   a c t u a l i z a c i  n 	 E c h e c   d e   l a   m i s e      j o u r 	 A k t u a l i s i e r u n g   f e h l g e s c h l a g e n 	 H81:0  >1=>2;5=8O	 	 A4D  'D*-/J+	 F a l h a   n a   a c t u a l i z a   o 	 G  n c e l l e _t i r m e   B a _a r 1s 1z 	 K h  n g   t h   c p   n h t 	 P e m b a r u a n   G a g a l 	 P e n g e m a s k i n i a n   G a g a l 	 	&	M	/	$	(	  5	?	+	2		 	 	 	 	 	 	 	 B i j w e r k e n   m i s l u k t 	 	 	 A c t u a l i z a r e   e _u a t 	 	 	   	 	 	 (1H213'F  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 B y w e r k i n g   O n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   a t u a l i z a   o 
 
 S T R _ I D _ D M U I _ U P D A T E _ D E F E R _ H O U R _ L A T E R 	 D M U I 	 I C O N T E X T 	 H o u r   L a t e r 	   H o u r   L a t e r 	 \BfT	 \eT	   -5
1H'B!	   H o r a   m  s   t a r d e 	   H e u r e   p l u s   t a r d 	   S t u n d e   s p  t e r 	 '5@57      G0A	 	 (9/  E1H1  3'9)	   H o r a   d e p o i s 	   S a a t   S o n r a 	 G i   s a u 	   J a m   K e m u d i a n 	   J a m   K e m u d i a n 	 			G	  ,	>	&		 	 	 	 	 	 	 	   u u r   l a t e r 	 	 	   D u p   o   o r 	 	 	     	 	 	   3'9*  (9/	 	 	   					  			 	 	 	 	 	 	 	 	   U u r   L a t e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   H o r a   m a i s   t a r d e 
 
 S T R _ I D _ D M U I _ U P D A T E _ D E F E R _ H O U R S _ L A T E R 	 D M U I 	 I C O N T E X T 	 H o u r s   L a t e r 	   H o u r s   L a t e r 	 \BfT	 \eT	   -5+%2"
1H'B!	   H o r a s   m  s   t a r d e 	   H e u r e s   p l u s   t a r d 	   S t u n d e n   s p  t e r 	 '5@57      G0A>2	 	   (9/  E1H1  9/)  3'9'*	   H o r a s   d e p o i s 	   S a a t   S o n r a 	 G i   s a u 	   J a m   K e m u d i a n 	   J a m   K e m u d i a n 	 			G	  ,	>	&		 	 	 	 	 	 	 	   u u r   l a t e r 	 	 	   D u p   o r e 	 	 	       	 	 	   3'9*  (9/	 	 	   					  			 	 	 	 	 	 	 	 	   U r e   L a t e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   H o r a s   m a i s   t a r d e 
 
 S T R _ E M A I L _ C O M M O N _ M O V E D _ I D 	 E m a i l 	 P O P U P 	 U s e d   a f t e r   m o v e   t h e   E m a i l s   f r o m   O u t b o x   t o   D r a f t s 	 M o v e d 	 ],dy	 ]yR	 "I2"A%I'	 M o v i d o 	 D  p l a c  	 V e r s c h o b e n 	 5@5<5I5=	 	 *E  'DFBD	 M o v i d o s 	 T a _1n d 1	    c h u y n 	 D i p i n d a h k a n 	 D i p i n d a h 	 	(	M	/	$	M	0	  2	G	  	>	/	>	  	/	>		 	 	 	 	 	 	 	 V e r p l a a t s t 	 	 	 M u t a t 	 	 	 	 	 	 ,'(,'  4/	 	 	 					  						 	 	 	 	 	 	 	 	 G e s k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v i d o 
 
 S T R _ E M A I L _ D E L _ D E S T R O Y _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 U s e d   o n   c o n f i r m   s c r e e n   t o   d e l e t e   t h e   E m a i l   w h e n   t h e   d a t a   f i l e   i s   c o r r u p t e d 	 F i l e   c o r r u p t e d .   D e l e t e   E m a i l ? 	 eN]
dk/f&T*RdN	 eN]_ck/f&T RdN	 D%L@*5"+2"  %-5@!%? 	 A r c h i v o   d a  a d o .    D e s e a   e l i m i n a r   e l   c o r r e o   e l e c t r  n i c o ? 	 F i c h i e r   c o r r o m p u .   E f f a c e r   l ' E m a i l   ? 	 D a t e i   b e s c h  d i g t .   E - M a i l   l  s c h e n ? 	 $09;  ?>2@5645=.   #40;8BL  A>>1I5=85? 	 	 'DEDA  *'DA.   -0A  'D(1J/  'D%DC*1HFJ	 F i c h e i r o   d a n i f i c a d o .   E l i m i n a r   e - m a i l ? 	 D o s y a   b o z u k .   E - p o s t a   s i l i n s i n   m i ? 	 F i l e   b   l i .     X  a   e m a i l ? 	 F i l e   r u s a k .   H a p u s   E m a i l ? 	 F a i l   t e r c e m a r .   H a p u s   E - m e l ? 	 +	>		2	  	0	>	,	  9	H	.   	- .	G	2	  .	?		>			? 	 	 	 	 	 	 	 	 B e s t a n d   i s   b e s c h a d i g d .   E - m a i l   v e r w i j d e r e n ? 	 	 	 F i _i e r   c o r u p t .   ^t e r g e r e   e m a i l ? 	 	 	   .     ? 	 	 	 ~1HF/G  .1'(  4/G  '3*.   1''F'EG  -0A  4H/	 	 	 				  				  			  				d	  					  				  				? 	 	 	 	 	 	 	 	 	 L  e r   k o r r u p .   S k r a p   E - p o s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r q u i v o   c o r r o m p i d o .   E x c l u i r   e - m a i l ? 
 
 S T R _ E M A I L _ S I G _ A D D _ M I S S I N G _ I D 	 E m a i l 	 P O P U P 	 U s e d   o n   t h e   s c r e e n   t o   n o t i f y   u s e r   o p e r a t i o n   f a i l e d   w h e n   a d d   s i g n a t u r e 	 S i g n a t u r e   i m a g e   i s   m i s s i n g 	 =|
TjWjz1Y	 ~{
TVGr"N1Y	  2%2"@G+2"D	 F a l t a   l a   i m a g e n   d e   f i r m a 	 I m a g e   d e   s i g n a t u r e   m a n q u a n t e 	 S i g n a t u r b i l d   f e h l t 	 BACBAB2C5B  87>1@065=85  ?>4?8A8	 	 5H1)  'D*HBJ9  EABH/)	 A   i m a g e m   d a   a s s i n a t u r a   e s t    e m   f a l t a 	 0m z a   g  r  n t  s    e k s i k 	 T h i u   n h   c h   k  	 F o t o   t a n d a   t a n g a n   t i d a k   a d a 	 I m e j   t a n d a t a n g a n   t i d a k   b o l e h   d i d a p a t i 	 8	?		M	(	G		0	  	.	G		  	>	/	,	  9	H		 	 	 	 	 	 	 	 H a n d t e k e n i n g   o n t b r e e k t 	 	 	 L i p s e _t e   i m a g i n e a   s e m n t u r i i 	 	 	     	 	 	 *5H1  'E6'!  EH,H/  F3*	 	 	 								  				  						  				d		 	 	 	 	 	 	 	 	 H a n d t e k e n i n g b e e l d   i s   w e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m   d e   a s s i n a t u r a   e s t    a u s e n t e 
 
 S T R _ I D _ F M R D O _ R D S _ T P _ S E R V I C E 	 f m r a d i o 	 I C O N T E X T 	 A u t o   t r a f f i c   s e r v i c e 	 A u t o   t r a f f i c   s e r v i c e 	 }lʎN
gR	 }lfN
gR	 #42##2#-1B!14	 S e r v i c i o   d e   t r  f i c o   a u t o m  t i c o 	 S e r v i c e   d e   t r a f i c   a u t o 	 A u t o m .   D a t e n v e r k e h r s e r v i c e 	 =D>@<0F8O  >  :0=0;0E	 	 ./E)  'DE1H1  'D*DB'&J	 S e r v i  o   d e   t r  f e g o   a u t o m  t i c o 	 O t o m a t i k   t r a f i k   h i z m e t i 	 D c h   v   g i a o   t h  n g   t   n g 	 L a y a n a n   l a l u   l i n t a s   o t o m a t i s 	 P e r k h i d m a t a n   l a l u   l i n t a s   a u t o 	 8	M	5	$	:   	M	0	H	+	?		  8	G	5	>		 	 	 	 	 	 	 	 A u t o m a t i s c h e   v e r k e r s d i e n s t 	 	 	 S e r v i c e   t r a f i c   a u t o 	 	 	     	 	 	 31H3  *1'A  .H/'1	 	 	 			  							  								 	 	 	 	 	 	 	 	 O u t o - v e r k e e r s d i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i  o   d e   t r  f e g o   a u t o m  t i c o 
 
 S T R _ I D _ F M R D O _ R D S _ A F _ S E R V I C E 	 f m r a d i o 	 I C O N T E X T 	 A F   s e r v i c e 	 A F   s e r v i c e 	 ;
gR	 󗑘
gR	 #42#  A F   	 S e r v i c i o   A F 	 S e r v i c e   A F 	 A F - S e r v i c e 	 1A;C6820=85  A F   	 	 ./E)  'D*1CJ2  'D"DJ  ( A F 	 S e r v i  o   A F 	 A F   h i z m e t i 	 D c h   v   A F 	 L a y a n a n   A F 	 P e r k h i d m a t a n   A F 	 A F   8	G	5	>		 	 	 	 	 	 	 	 A F - d i e n s t 	 	 	 S e r v i c e   A F 	 	 	   A F 	 	 	 31H3  A F 	 	 	 			  							  	 	 	 	 	 	 	 	 	 A F - d i e n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i  o   A F 
 
 S T R _ I D _ F M R D O _ R D S _ S E T T I N G 	 f m r a d i o 	 T I T L E ,   I C O N T E X T 	 R D S   s e t t i n g s 	 R D S   s e t t i n g s 	 ^dxed|q}-[	 ^dpenc|~n	 2#1IH2  R D S   	 C o n f i g u r a r   R D S 	 R  g l a g e   R D S 	 R D S - E i n s t e l l u n g 	 0AB@>9:8  R D S   	 	 %9/'/'*  ./E)  'D(J'F'*  9F  (9/  ( R D S ) 	 D e f i n i   e s   d e   R D S 	 R D S   a y a r 1	 C  i   t   R D S 	 P e n g a t u r a n   R D S 	 P e n g e s e t a n   R D S 	 R D S   8	G		?				 	 	 	 	 	 	 	 R D S - i n s t e l l i n g 	 	 	 S e t r i   R D S 	 	 	   R D S 	 	 	 *F8EG'  R D S 	 	 	 						  						 	 	 	 	 	 	 	 	 R D S - i n s t e l l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   o   R D S 
 
 S T R _ I D _ F M R D O _ R D S _ E N A B L E _ R D S _ F I R S T 	 f m r a d i o 	 P O P U P 	 t o   e n a b l e   r d s   f i r s t 	 E n a b l e   R D S   f i r s t 	 E n a b l e   R D S   f i r s t 	 E n a b l e   R D S   f i r s t 	 @432  R D S   H-	 H a b i l i t a r   R D S   p r i m e r o 	 A c t i v e r   R D S   e n   p r e m i e r 	 E r s t   R D S   a k t i v i e r e n 	 !=0G0;0  2:;NG8BL  R D S   	 	 *ECJF  ./E)  'D(J'F'*  9F  (9/  ( R D S )   #HD'K	 A c t i v a r   R D S   p r i m e i r o 	  n c e   R D S ' y i   e t k i n l e _t i r 	 B t   R D S   t r c 	 A k t i f k a n   R D S   d u l u 	 B o l e h k a n   R D S   t e r d a h u l u 	 8	,	8	G	  *	9	2	G	  R D S   8		M	7	.	  	0	G			 	 	 	 	 	 	 	 S c h a k e l   e e r s t   R D S   i n 	 	 	 A c t i v e a z   m a i    n t  i   R D S 	 	 	       R D S 	 	 	 '(*/'  R D S   1'  '1(F/'2/	 	 	 						  						  					  						  					 	 	 	 	 	 	 	 	 O n t s p e r   e e r s   R D S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 H a b i l i t a r   R D S   p r i m e i r o 
 
 S T R _ I D _ F M R D O _ R E C O R D _ F A I L E D 	 f m r a d i o 	 P O P U P 	 P o p u p :   R e c o r d   f a i l e d 	 F a i l e d   t o   r e c o r d 	 1YWe	 U_1Y%	 D!H*2!2#16	 N o   s e   p u d o   g r a b a r 	 E c h e c   d  e n r e g i s t r e m e n t 	 K o n n t e   n i c h t   a u f g e z e i c h n e t   w e r d e n 	 H81:0  70?8A8	 	 A4D  'D*3,JD	 F a l h a   a o   g r a v a r 	 K a y 1t   y a p 1l a m a d 1	 K h  n g   t h   g h i    m 	 G a g a l   m e r e k a m 	 G a g a l   m e r e k o d 	 0	G		I	0	M	!	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 	 	 	 	 K o n   g e e n   o p n a m e   m a k e n 	 	 	 E _u a r e   l a    n r e g i s t r a r e 	 	 	   	 	 	 6(7  F'EHAB  (H/	 	 	 						  				  							 	 	 	 	 	 	 	 	 H e t   n i e   o p g e n e e m   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   g r a v a r 
 
 S T R _ J A V A _ E R R O R _ C O D E _ N E T W O R K _ F A I L T U R E 	 J a v a 	 P O P U P 	 n e t w o r k   f a i l 	 N e t w o r k   f a i l ! 	 }1YWe! 	 Q~1Y%! 	 @#7-H2"%I!@+%'! 	 E r r o r   d e   r e d . 	 E c h e c   d e   r  s e a u  ! 	 N e t z w e r k a u s f a l l ! 	 H81:0  A5B8! 	 	 A4D  'D4(C)	 F a l h a   d e   r e d e ! 	 A   h a t a s 1! 	 L i   m n g ! 	 J a r i n g a n   g a g a l ! 	 R a n g k a i a n   g a g a l ! 	 (	G		5	0	M		  5	?	+	2	! 	 	 	 	 	 	 	 	 N e t w e r k   m i s l u k t ! 	 	 	 R e ce a   c z u t ! 	 	 	   ! 	 	 	 4(CG  C'1FEJCF/! 	 	 	 									  						! 	 	 	 	 	 	 	 	 	 N e t w e r k   o n s u k s e s v o l ! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   r e d e ! 
 
 S T R _ J A V A _ D M _ I N S T A L L _ A R R I V E D 	 J a v a 	 P O P U P 	 I n s t a l l   r e q u e s t   a r r i v e d 	 I n s t a l l   r e q u e s t   a r r i v e d 	 6e0Ra(u[݈ˊBl	 6e0RoN[ňBl  	 3-2#41I!26A%I'	 L l e g    u n a   s o l i c i t u d   d e   i n s t a l a c i  n 	 D e m a n d e   d  i n s t a l l a t i o n   r e  u e 	 I n s t a l l a t i o n s a n f r a g e   e i n g e t r o f f e n 	 #AB0=>28BL  ?>;CG5==K9  70?@>A	 	 H5HD  7D(  'D*+(J*	 P e d i d o   d e   i n s t a l a   o   r e c e b i d o 	 Y  k l e m e   t a l e b i   g e l d i 	 Y  u   c u   c  i   t      g i   n 	 P e r m i n t a a n   i n s t a l   d i t e r i m a 	 P e r m i n t a a n   u n t u k   m e m a s a n g   d i t e r i m a 	 		8	M		I	2	  	(	A	0	K	'	  *	9	A			>		 	 	 	 	 	 	 	 V e r z o e k   o m   i n s t a l l a t i e   o n t v a n g e n 	 	 	 I n s t a l a r e   s o l i c i t a r e   s o s i t 	 	 	     	 	 	 /1.H'3*  F5(  /1'A*  1//	 	 	 								  						  						 	 	 	 	 	 	 	 	 I n s t a l l a s i e v e r s o e k   h e t   g e k o m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l i c i t a   o   d e   i n s t a l a   o   c h e g o u 
 
 S T R _ J A V A _ D M _ R E M O V E _ A R R I V E D 	 J a v a 	 P O P U P 	 R e m o v e   r e q u e s t   a r r i v e d 	 R e m o v e   r e q u e s t   a r r i v e d 	 6e0Ra(u*RdˊBl	 6e0RoN RdBl	 3-2#%!26A%I'	 L l e g    u n a   s o l i c i t u d   d e   e l i m i n a c i  n 	 D e m a n d e   d  i n s t a l l a t i o n   r e  u e 	 L  s c h a n f r a g e   e i n g e t r o f f e n 	 #40;8BL  ?>;CG5==K9  70?@>A	 	 H5HD  7D(  'D%2'D)	 P e d i d o   d e   r e m o   o   r e c e b i d o 	 U z a k t a n   t a l e p   g e l d i 	 Y  u   c u   g   b      g i   n 	 P e r m i n t a a n   p e n g h a p u s a n   d i t e r i m a 	 P e r m i n t a a n   u n t u k   m e n g e l u a r   d i t e r i m a 	 (	?		>	2	G		  	(	A	0	K	'	  *	9	A			>		 	 	 	 	 	 	 	 V e r z o e k   o m   v e r w i j d e r e n   o n t v a n g e n 	 	 	 E l i m i n a r e   s o l i c i t a r e   s o s i t 	 	 	     	 	 	 /1.H'3*  (1/'4*F  /1'A*  1//	 	 	 				  					  						  						 	 	 	 	 	 	 	 	 V e r w y d e r i n g s v e r s o e k   h e t   g e k o m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l i c i t a   o   d e   r e m o   o   c h e g o u 
 
 S T R _ J A V A _ D M _ I N S T A L L _ R E Q U S E T 	 J a v a 	 T I T L E 	 S o f t w a r e   i n s t a l l   r e q u e s t 	 I n s t a l l   r e q u e s t 	 [݈ˊBl	 [ňBl	 3-2#41I	 S o l i c i t u d   d e   i n s t a l a c i  n 	 D e m a n d e   d  i n s t a l l a t i o n 	 I n s t a l l a t i o n s a n f r a g e 	 #AB0=>28BL  70?@>A	 	 7D(  'D*+(J*	 P e d i d o   d e   i n s t a l a   o 	 Y  k l e m e   t a l e b i 	 Y  u   c u   c  i   t 	 P e r m i n t a a n   p e n g i n s t a l a n 	 P e r m i n t a a n   m e m a s a n g 	 		8	M		I	2	  	(	A	0	K	'		 	 	 	 	 	 	 	 I n s t a l l a t i e v e r z o e k 	 	 	 I n s t a l a r e   s o l i c i t a r e 	 	 	   	 	 	 /1.H'3*  F5(	 	 	 								  							 	 	 	 	 	 	 	 	 I n s t a l l a s i e v e r s o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l i c i t a   o   d e   i n s t a l a   o 
 
 S T R _ J A V A _ D M _ R E M O V E _ R E Q U S E T 	 J a v a 	 T I T L E 	 S o f t w a r e   r e m o v e   r e q u e s t 	 R e m o v e   r e q u e s t 	 *RdˊBl	  RdBl	 3-2#%	 S o l i c i t u d   d e   e l i m i n a c i  n 	 E f f a c e r   l a   d e m a n d e 	 L  s c h a n f r a g e 	 #40;8BL  70?@>A	 	 7D(  'D%2'D)	 P e d i d o   d e   r e m o   o 	 U z a k t a n   t a l e p 	 Y  u   c u   g   b 	 P e r m i n t a a n   p e n g h a p u s a n 	 P e r m i n t a a n   m e n g e l u a r 	 (	?		>	2	G		  	(	A	0	K	'		 	 	 	 	 	 	 	 V e r w i j d e r v e r z o e k 	 	 	 E l i m i n a r e   s o l i c i t a r e 	 	 	   	 	 	 /1.H'3*  (1/'4*F	 	 	 				  					  						  	 	 	 	 	 	 	 	 	 V e r w y d e r i n g s v e r s o e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o l i c i t a   o   d e   r e m o   o 
 
 S T R _ J A V A _ D M _ A S K _ E X E C U A T E _ I N S T A L L 	 J a v a 	 U N L I M 	 " T h e   o p e r a t o r   r e q u e s t s   t o   i n s t a l l   a n   a p p l i c a t o n ,   D o   y o u   a l l o w   i t ? 	 T h e   o p e r a t o r   r e q u e s t s   t o   i n s t a l l   a n   a p p l i c a t i o n ,   D o   y o u   a l l o w   i t ?   I f   y o u   s e l e c t   n o ,   t h e n   t h e   r e q u e s t   w i l l   b e   d i s c a r d e d . 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RЏ%FUoN[ňBlTagbLTYg`	b&THNdkBl\"N_0	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 T h e   o p e r a t o r   r e q u e s t s   t o   i n s t a l l   a n   a p p l i c a t i o n ,   D o   y o u   a l l o w   i t ?   I f   y o u   s e l e c t   n o ,   t h e n   t h e   r e q u e s t   w i l l   b e   d i s c a r d e d . 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 N h    k h a i   t h  c   m n g   y  u   c u   g   b   n g   d n g ,   b n   c    c h o   p h  p ?     N u   b n   c h n   k h  n g ,   y  u   c u   s   c   h y   b . 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 	 	 	 	 	 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 	 	 	 	 	 	 	 6e0RqKFUa(u[݈ˊBlTaWLUYg`xd&TdkˊBl\Nc	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   o p e r a d o r a   s o l i c i t a   i n s t a l a r   u m   a p l i c a t i v o ,   p e r m i t i r ?   S e   s e l e c i o n a r   n  o ,   e n t  o   a   s o l i c i t a   o   s e r    d e s c a r t a d a . 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ J A V A _ D M _ A S K _ E X E C U A T E _ R E M O V E 	 J a v a 	 U N L I M 	 T h e   o p e r a t o r   r e q u e s t s   t o   r e m o v e   a p p l i c a t i o n ,   D o   y o u   a l l o w   i t ? " " " 	 T h e   o p e r a t o r   r e q u e s t s   t o   r e m o v e   a n   a p p l i c a t i o n ,   D o   y o u   a l l o w   i t ?   I f   y o u   s e l e c t   n o ,   t h e n   t h e   r e q u e s t   w i l l   b e   d i s c a r d e d . 	 6e0RqKFUa(u*RdˊBlTaWLUYg`xd&TdkˊBl\Nc	 6e0RЏ%FUoN RdBlTagbLTYg`	b&THNdkBl\"N_0	 9IC+I#42#*H3-C+I%A-%4@
1H,   8-8
2+#7-D!H?   I28@%7-D!H,   3-09%0@'I	 E l   o p e r a d o r   s o l i c i t a   q u i t a r   u n a   a p l i c a c i  n .    D e s e a   p e r m i t  r s e l o ?   S i   s e l e c c i o n a   N o ,   l a   s o l i c i t u d   s e   d e s c a r t a r  . 	 L  o p  r a t e u r   a   d e m a n d    d  e n l e v e r   u n e   a p p l i c a t i o n ,   v o u l e z - l e   p e r m e t t r e   c e l a  ?   S i   v o u s   c h o i s i s s e z   N o n ,   l a   d e m a n d e   s e r a   r e f u s  e . 	 D e r   B e d i e n e r   m  c h t e   e i n e   A n w e n d u n g   l  s c h e n ,   l a s s e n   S i e   d i e s   z u ?   B e i   W a h l   v o n   N e i n   w i r d   d i e   A n f r a g e   i g n o r i e r t . 	 	 	 J7D(  'DE4:D  %2'D)  'D*7(JB.   GD  *3E-  (0DC  %0'  BE*  (*-/J/  D'  3J*E  *,'GD  'D7D(. 	 O   o p e r a d o r   p e d e   p a r a   r e m o v e r   u m a   a p l i c a   o .   D e s e j a   p e r m i t i r ?   S e   s e l e c c i o n a r   N  o ,   o   p e d i d o   s e r    r e j e i t a d o . 	 O p e r a t  r   b i r   u y g u l a m a y 1  k a l d 1r m a k   i s t i y o r ,   0z i n   v e r i y o r   m u s u n u z ?   H a y 1r   d e r s e n i z ,   t a l e p   i p t a l   e d i l e c e k . 	 N h    k h a i   t h  c   m n g   y  u   c u   g   b   n g   d n g ,   b n   c    c h o   p h  p ?   N u   b n   c h n   k h  n g ,   y  u   c u   s   c   h y   b . 	 O p e r a t o r   m e m i n t a   p e n g h a p u s a n   a p l i k a s i .   B o l e h k a n ?   J i k a   A n d a   m e m i l i h   t i d a k ,   m a k a   p e r m i n t a a n   a k a n   d i b u a n g . 	 O p e r a t o r   m e m i n t a   u n t u k   m e n g e l u a r k a n   s e b u a h   a p l i k a s i .   A d a k a h   a n d a   m e m b e n a r k a n n y a ?   J i k a   a n d a   m e m i l i h   t i d a k ,   p e r m i n t a a n   i n i   a k a n   d i b u a n g . 	 	*	0	G		0	  		  	*	M	2	?		G	6	(	  (	?		>	2	(	G	  	>	  	(	A	0	K	'	  	0	  0	9	>	  9	H	.   	M	/	>	  	*	  	8		@	  	(	A	.	$	?	  &	G	$	G	  9	H		?   /	&	?	  	*	  (	9	@		  	A	(	$	G	  9	H		,   $	K	  	(	A	0	K	'	  	8	M	5	@		C	$	  9	K	  	>			>	. 	 	 	 	 	 	 	 	 D e   o p e r a t o r   v r a a g t   e e n   t o e p a s s i n g   t e   v e r w i j d e r e n .   S t a   j e   d a t   t o e ?   A n t w o o r d   j e   N e e ,   d a n   w o r d t   h e t   v e r z o e k   v e r w i j d e r d . 	 	 	 O p e r a t o r u l   d o r e _t e   s   e l i m i n e   o   a p l i c a ci e ,   p e r m i t e ci ?   D a c   s e l e c t a ci   n u ,   s o l i c i t a r e a   v a   f i    n l t u r a t . 	 	 	       ,       ?       ,       . 	 	 	 '~1'*H1  /1.H'3*  (1/'4*G  4/F    (1F'EG  '1(1/  1'  FEH/G  '3*  "'  E  ~01/  F'FG  FG  1'  'F*.'(  F/  *B'6'  F'//G  1A*G  .H'G/4/. 	 	 	 							  						  					  				  												  				  					d	  				  		  		  						  					?   				  			  		  								  				,   						  					  			d		 	 	 	 	 	 	 	 	 D i e   o p e r a t e u r   v r a   o m   ' n   t o e p a s s i n g   t e   v e r w y d e r .   S t e m   j y   i n ?   I n d i e n   j y   n e e   k i e s ,   s a l   d i e   v e r s o e k   w e g g e s m y t   w o r d .   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   o p e r a d o r a   s o l i c i t a   r e m o v e r   u m   a p l i c a t i v o ,   p e r m i t i r ?   S e   s e l e c i o n a r   n  o ,   e n t  o   a   s o l i c i t a   o   s e r    d e s c a r t a d a . 
 
 S T R _ J A V A _ Q U E S T I O N A R Y 	 J a v a 	 C 2 1 1 _ 1 	 q u e s t i o n 	 ?   	     	     	 ?   	 ?   	 ? 	 ?   	 ?   	 	 ?   	 ? 	 ? 	 ?     	 ?   	 ? 	 ? 	 	 	 	 	 	 	 	 ? 	 	 	 ? 	 	 	 ?   	 	 	 ?   	 	 	 ?   	 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ?   
 
 S T R _ J A V A _ P E R M I S S I O N _ R T S P 	 J a v a 	 U N L I M 	 S t r i n g   i n   c o n f i r m   d i a l o g 	 T h e   a p p l i c a t i o n   w a n t s   t o   s e n d   i n f o r m a t i o n   ( R T S P ) .   T h i s   w i l l   r e q u i r e   t h e   u s e   o f   a i r t i m e   w h i c h   m a y   c o s t   y o u   m o n e y .   I s   t h i s   O K ? 	 Pz_ O(u}OPǌe( R T S P ) `S_/eN
N}v(u#jSNU	 ُ*Nz^ O(uQ~( R T S P ) eg ODe`S_{/eN
NQv9(uُ7hSNT	 A-%4@
1HI-2#*HI-!9%  ( R T S P )   5H3C+I3@GI-C
IA-#LD!L  6H-23C+I8@*5"H2C
IH2"  %+#7-D!H? 	 L a   a p l i c a c i  n   d e s e a   e n v i a r   i n f o r m a c i  n   ( R T S P ) .   P a r a   e l l o   s e   r e q u i e r e   e l   u s o   d e   t i e m p o   d e   e m i s i  n   q u e   p u e d e   i m p l i c a r   c o s t e s .    D e s e a   c o n t i n u a r ? 	 L  a p p l i c a t i o n   v e u t   e n v o y e r   d e s   i n f o r m a t i o n s   ( R T S P ) .   C e c i   u t i l i s e r a   u n e   c e r t a i n e   d u r  e   d e   d i f f u s i o n ,   q u i   p e u t   c o  t e r   d e   l  a r g e n t .   E s t - c e   O K  ? 	 D i e   A n w e n d u n g   m  c h t e   I n f o r m a t i o n e n   s e n d e n   ( R T S P ) .   D a d u r c h   f  l l t   S e n d e z e i t   a n ,   d i e   g e b  h r e n p f l i c h t i g   i s t .   I s t   d a s   O K ? 	 @8;>65=85  A>18@05BAO  >B?@028BL  8=D>@<0F8N  ( R T S P ) .   ;O  MB>3>  =5>1E>48<>  8A?>;L7>20=85  MD8@=>3>  2@5<5=8,   GB>  <>65B  AB>8BL  45=53.    07@5H8BL? 	 	 J1:(  'D*7(JB  AJ  %13'D  E9DHE'*  (1H*HCHD  /AB  'DHB*  'DA9DJ  ( R T S P ) .   3HA  J*7D(  0DC  '3*./'E  HB*  'D'*5'D  'DE('41  'D0J  B/  JC(/C  #EH'D'K  GD  *H'AB  9DI  0DC	 A   a p l i c a   o   q u e r   e n v i a r   i n f o r m a   o   ( R T S P ) .   I s s o   r e q u e r   a   u t i l i z a   o   d a   l i g a   o   d e   d a d o s   q u e   p o d e r    t e r   c u s t o s .   O K ? 	 U y g u l a m a   b i l g i   g  n d e r m e k   i s t i y o r   ( R T P S ) .   B u ,   b a l a n t 1   c r e t i    d e m e n i z i   g e r e k t i r i r .   O n a y l 1y o r   m u s u n u z ? 	 n g   d n g   m u n   g i   t h  n g   t i n   ( R T S P ) .     D c h   v   n  y   c n   d  n g   m n g   v    c    t h   b   t  n h   p h  .   B n   n g   y ? 	 A p l i k a s i   i n g i n   m e n g i r i m   i n f o r m a s i   ( R T S P ) .   P e n e r i m a a n   i n i   m e n g g u n a k a n   a i r t i m e   y a n g   a k a n   d i k e n a k a n   b i a y a .   O K ? 	 A p l i k a s i   i n g i n   m e n g h a n t a r   m a k l u m a t   ( R T S P ) .   I n i   a k a n   m e m e r l u k a n   p e n g g u n a a n   m a s a   s i a r a n   y a n g   m u n g k i n   d i k e n a k a n   b a y a r a n .   A d a k a h   i n i   O K ? 	 	*	M	2	?		G	6	(	  8	B		(	>	  ( R T S P )   -	G		(	>	  	>	9	$	@	  9	H	.   	8		G	  2	?		  	/	0		>		.	  	G	  *	M	0	/	K		  	@	  	5	6	M	/		$	>	  9	K		@	  	?	8		G	  2	?		  	*		K	  	0	M		  	0	(	>	  9	K	  8		$	>	  9	H	.   	M	/	>	  /	9	   	@		  9	H	? 	 	 	 	 	 	 	 	 D e   t o e p a s s i n g   w i l   g e g e v e n s   v e r z e n d e n   ( R T S P ) .   D a a r v o o r   m o e t   v e r b i n d i n g   w o r d e n g e a a k t   e n   d a a r a a n   k u n n e n   k o s t e n   v e r b o n d e n   z i j n .   I s   d a t   i n   o r d e ? 	 	 	 A p l i c a ci a   v r e a   s   t r i m i t   i n f o r m a ci i   ( R T S P ) .   A c e s t   l u c r u   p r e s u p u n e   u t i l i z a r e a   o r e i   d e   e m i s i e   c a r e   c o s t .   E s t e   O K ? 	 	 	         ( R T S P ) .                     .     ? 	 	 	 (1F'EG  '1(1/  E.H'G/  '7D'9'*  1'  '13'D  FE'/  ( R T S P ) .   'JFC'1  FJ'2EF/  (C'1J1  2E'F  E.'(1'*  (H/G  H  (1'J*'F  G2JFG  G'J  /1(1/'1/.   "J'  E  ~0J1J/	 	 	 												  				  						  						  ( 								) d	  			  								  									  			  				  			  			  				d	  			  			? 	 	 	 	 	 	 	 	 	 D i e   p r o g r a m   w i l   i n l i g t i n g   ( R T S P )   s t u u r .   D i t   s a l   d i e   g e b r u i k   v a n   l u g t y d   v e r e i s   w a t   j o u   g e l d   k a n   k o s .   I s   d i t   i n   d i e   h a a k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O   a p l i c a t i v o   q u e r   e n v i a r   i n f o r m a   e s   ( R T S P ) .   I s s o   e x i g i r    o   u s o   d e   t e m p o   n o   a r ,   o   q u e   p o d e   c u s t a r   d i n h e i r o .   E s t    b e m ? 
 
 S T R _ I D _ F N G _ J A V A _ N E T W O R K 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   g l o b a l   s e t t i n g   m e n u   i t e m 	 J a v a   n e t w o r k 	 J a v a }	 J a v a Q~	 @#7-H2"2'2	 R e d   J a v a 	 R  s e a u   J a v a 	 J a v a - N e t z w e r k 	 !5BL  J a v a   	 	 4(C)  J a v a 	 R e d e   J a v a 	 J a v a   a 1	 M n g   J a v a 	 J a r i n g a n   J a v a 	 R a n g k a i a n   J a v a 	 J a v a   (	G		5	0	M			 	 	 	 	 	 	 	 J a v a - n e t w e r k 	 	 	 R e ce a   J a v a 	 	 	   J a v a 	 	 	 4(CG  ,'H'	 	 	 				  										 	 	 	 	 	 	 	 	 J a v a - n e t w e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d e   J a v a 
 
 S T R _ I D _ J A V A _ N W _ D E F A U L T _ S I M 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   d e f a u l t   s i m 	 S I M 	 S I M aS	 S I M aS	 4!	 S I M 	 S I M 	 S I M 	 S I M 	 	 (7'B)  S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 S I M 	 	 	 	 	 	 	 	 S I M 	 	 	 S I M 	 	 	 S I M 	 	 	 S I M 	 	 	 				 	 	 	 	 	 	 	 	 S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 
 
 S T R _ I D _ J A V A _ N W _ S I M 1 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   s i m 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 
 
 S T R _ I D _ J A V A _ N W _ S I M 2 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   s i m 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 
 
 S T R _ I D _ J A V A _ N W _ A L W A Y S _ A S K 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   a l w a y s   a s k 	 A l w a y s   a s k 	 =~/fbOU	 ;`/f	 2!@*!-	 P r e g u n t a r   s i e m p r e 	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  70?@0H820BL	 	 3$'D  /'&EK'	 P e r g u n t a r   s e m p r e 	 H e r   z a m a n   s o r 	 L u  n   h i 	 S e l a l u   t a n y a 	 S e l a l u   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 	 	 	 	 A l t i j d   v r a g e n 	 	 	  n t r e a b    n t o t d e a u n a 	 	 	   	 	 	 GEJ4G  ~13J/G  4H/	 	 	 					  								  					 	 	 	 	 	 	 	 	 V r a   a l t y d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r g u n t a r   s e m p r e 
 
 S T R _ I D _ J A V A _ N W _ S I M _ S E L E C T _ P R O F I L E 	 J a a 	 T I T L E ,   I C O N T E X T 	 j a v a   n w   p r o f i l e   s i m   p r o f i l e s 	 S e l e c t   p r o f i l e 	 xd-[j	 	bnch	 @%7-B#D%L	 S e l e c c i o n a r   p e r f i l 	 S  l e c t i o n n e r   u n   p r o f i l 	 P r o f i l   w  h l e n 	 K1@0BL  ?@>D8;L	 	 *-/J/  H69	 S e l e c c i o n a r   p e r f i l 	 P r o f i l   s e  	 C h n   c u   h  n h 	 P i l i h   p r o f i l 	 P i l i h   p r o f i l 	 *	M	0	K	+	>		2	  	A	(	G			 	 	 	 	 	 	 	 P r o f i e l   s e l e c t e r e n 	 	 	 S e l e c t a r e   p r o f i l 	 	 	   	 	 	 'F*.'(  ~1HA'D	 	 	 								  								  					 	 	 	 	 	 	 	 	 K i e s   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   p e r f i l 
 
 S T R _ I D _ J A V A _ N W _ W I F I 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   w i f i 	 W i F i 	 !q}}	 e~Q~	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 W i F i 	 	 	 	 	 	 	 	 W i F i 	 	 	 W i F i 	 	 	   	 	 	 W i F i 	 	 	 W i F i 	 	 	 	 	 	 	 	 	 W i F i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W i F i 
 
 S T R _ I D _ J A V A _ N W _ S I M _ O P T I O N S _ A C T I V A T E 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   s i m ' s   o p t i o n   m e n u   i t e m 	 A c t i v a t e   S I M 	 _URS I M aS	 /TRS I M aS	 @4324!	 A c t i v a r   S I M 	 A c t i v e r   S I M 	 S I M   a k t i v i e r e n 	 :B828@>20BL  S I M 	 	 *F4J7  (7'B)  S I M 	 A c t i v a r   S I M 	 S I M ' i   e t k i n l e _t i r 	 K  c h   h o t   S I M 	 A k t i f k a n   S I M 	 A k t i f k a n   S I M 	 S I M   8		M	0	?	/	  	0	G			 	 	 	 	 	 	 	 S I M   a c t i v e r e n 	 	 	 A c t i v a r e   S I M 	 	 	   S I M 	 	 	 A9'D3'2  S I M 	 	 	 			  						  					 	 	 	 	 	 	 	 	 A k t i v e e r   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r   S I M 
 
 S T R _ I D _ J A V A _ N W _ W I F I _ N E T W O R K _ P R O F I L E S 	 J a v a 	 T I T L E 	 j a v a   n w   p r o f i l e   w i f i   p r o f i l e s 	 N e t w o r k   p r o f i l e s 	 }-[j	 Q~nch	 B#D%L@#7-H2"	 P e r f i l e s   d e   r e d 	 P r o f i l s   d e   r  s e a u 	 N e t z w e r k p r o f i l e 	 @>D8;8  A5B8	 	 #H6'9  'D4(C)	 P e r f i s   d e   r e d e 	 A   p r o f i l l e r i 	 C u   h  n h   m n g 	 P r o f i l   j a r i n g a n 	 P r o f i l   r a n g k a i a n 	 (	G		5	0	M		  *	M	0	K	+	>		2	M	8		 	 	 	 	 	 	 	 N e t w e r k p r o f i e l e n 	 	 	 P r o f i l u r i   r e ce a 	 	 	   	 	 	 ~1HA'JDG'  4(CG	 	 	 							  									 	 	 	 	 	 	 	 	 N e t w e r k p r o f i e l e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i s   d e   r e d e 
 
 S T R _ I D _ J A V A _ N W _ S I M _ O P T I O N S _ V I E W 	 J a v a 	 T I T L E ,   I C O N T E X T 	 j a v a   n w   p r o f i l e   s i m ' s   o p t i o n   m e n u   i t e m 	 S e l e c t   p r o f i l e 	 xd-[j	 	bnch	 @%7-B#D%L	 S e l e c c i o n a r   p e r f i l 	 S  l e c t i o n n e r   u n   p r o f i l 	 P r o f i l   w  h l e n 	 K1@0BL  ?@>D8;L	 	 *-/J/  H69	 S e l e c c i o n a r   p e r f i l 	 P r o f i l   s e  	 C h n   c u   h  n h 	 P i l i h   p r o f i l 	 P i l i h   p r o f i l 	 *	M	0	K	+	>		2	  	A	(	G			 	 	 	 	 	 	 	 P r o f i e l   s e l e c t e r e n 	 	 	 S e l e c t a r e   p r o f i l 	 	 	   	 	 	 'F*.'(  ~1HA'D	 	 	 								  								  					 	 	 	 	 	 	 	 	 K i e s   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   p e r f i l 
 
 S T R _ I D _ J A V A _ N W _ W I F I _ O P T I O N S _ A C T I V A T E 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   w i f i ' s   o p t i o n   m e n u   i t e m 	 A c t i v a t e   W i F i 	 _UR!q}}	 /TRe~Q~	 @432  W i F i 	 A c t i v a r   W i F i 	 A c t i v e r   W i F i 	 W i F i   a k t i v i e r e n 	 :B828@>20BL  W i F i 	 	 *F4J7  W i F i 	 A c t i v a r   W i F i 	 W i F i ' y i   e t k i n l e _t i r 	 B t   W i F i 	 A k t i f k a n   W i F i 	 A k t i f k a n   W i F i 	 W i F i   8		M	0	?	/	  	0	G			 	 	 	 	 	 	 	 W i F i   a c t i v e r e n 	 	 	 A c t i v a r e   W i F i 	 	 	     	 	 	 A9'D3'2  W i F i 	 	 	 W i F i   						  					 	 	 	 	 	 	 	 	 A k t i v e e r   W i F i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r   W i F i 
 
 S T R _ I D _ J A V A _ N W _ W I F I _ O P T I O N S _ V I E W 	 J a v a 	 T I T L E ,   I C O N T E X T 	 j a v a   n w   p r o f i l e   w i f i ' s   o p t i o n   m e n u   i t e m 	 S e l e c t   p r o f i l e 	 xd-[j	 	bnch	 @%7-B#D%L	 S e l e c c i o n a r   p e r f i l 	 S  l e c t i o n n e r   u n   p r o f i l 	 P r o f i l   w  h l e n 	 K1@0BL  ?@>D8;L	 	 *-/J/  H69	 S e l e c c i o n a r   p e r f i l 	 P r o f i l   s e  	 C h n   c u   h  n h 	 P i l i h   p r o f i l 	 P i l i h   p r o f i l 	 *	M	0	K	+	>		2	  	A	(	G			 	 	 	 	 	 	 	 P r o f i e l   s e l e c t e r e n 	 	 	 S e l e c t a r e   p r o f i l 	 	 	   	 	 	 'F*.'(  ~1HA'D	 	 	 								  								  					 	 	 	 	 	 	 	 	 K i e s   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   p e r f i l 
 
 S T R _ I D _ J A V A _ N W _ W I F I _ P R O F I L E _ O P T I O N S _ A C T I V A T E 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   w i f i   p r o f i l e ' s   o p t i o n   m e n u i t e m 	 A c t i v a t e   p r o f i l e 	 _UR-[j	 /TRnch	 @432B#D%L	 A c t i v a r   p e r f i l 	 A c t i v e r   l e   p r o f i l 	 P r o f i l   a k t i v i e r e n 	 :B828@>20BL  ?@>D8;L	 	 *F4J7  'DH69	 A c t i v a r   p e r f i l 	 P r o f i l i   e t k i n l e _t i r 	 B t   c u   h  n h 	 A k t i f k a n   p r o f i l 	 A k t i f k a n   p r o f i l 	 *	M	0	K	+	>		2	  8		M	0	?	/	  	0	G			 	 	 	 	 	 	 	 P r o f i e l   a c t i v e r e n 	 	 	 A c t i v a r e   p r o f i l 	 	 	   	 	 	 A9'D3'2  ~1HA'JD	 	 	 								  						  					 	 	 	 	 	 	 	 	 A k t i v e e r   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a r   p e r f i l 
 
 S T R _ I D _ J A V A _ N W _ W I F I _ P R O F I L E _ O P T I O N S _ E D I T 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   w i f i   p r o f i l e ' s   o p t i o n   m e n u i t e m 	 E d i t   p r o f i l e 	 }/-[j	 nch	 AIDB#D%L	 E d i t a r   p e r f i l   	 E d i t e r   l e   p r o f i l 	 P r o f i l   b e a r b e i t e n 	  540:B8@>20BL  ?@>D8;L	 	 *-1J1  'DH69	 E d i t a r   p e r f i l 	 P r o f i l i   d  z e n l e 	 S a   c u   h  n h 	 E d i t   p r o f i l 	 E d i t   p r o f i l 	 *	M	0	K	+	>		2	  8		*	>	&	?	$	  	0	G			 	 	 	 	 	 	 	 P r o f i e l   b e w e r k e n 	 	 	 E d i t a r e   p r o f i l 	 	 	   	 	 	 HJ1'J4  ~1HA'JD	 	 	 								  								  					 	 	 	 	 	 	 	 	 W y s i g   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E d i t a r   p e r f i l 
 
 S T R _ I D _ J A V A _ N W _ R E N A M E _ P R O F I L E 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   e d i t o r 	 P r o f i l e   n a m e 	 -[j
T1z	 nch
Ty	 
7H-B#D%L	 N o m b r e   d e l   p e r f i l 	 N o m   d u   p r o f i l 	 P r o f i l n a m e 	 <O  ?@>D8;O	 	 '3E  'DH69	 N o m e   d o   p e r f i l 	 P r o f i l   a d 1	 T  n   c u   h  n h 	 N a m a   p r o f i l 	 N a m a   p r o f i l 	 *	M	0	K	+	>		2	  (	>	.		 	 	 	 	 	 	 	 P r o f i e l n a a m 	 	 	 N u m e   p r o f i l 	 	 	   	 	 	 F'E  ~1HA'JD	 	 	 								  				 	 	 	 	 	 	 	 	 P r o f i e l n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   p e r f i l 
 
 S T R _ I D _ J A V A _ N W _ U S E _ P R O X Y 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   e d i t o r 	 U s e   p r o x y 	 O(uNt:O
ghV	 O(uNt
gRhV	 C
I#G-5H	 U s a r   p r o x y 	 U t i l i s e r   p r o x y 	 P r o x y   v e r w e n d e n 	 A?>;L7>20BL  ?@>:A8	 	 '3*./'E  (1HC3J	 U t i l i z a r   p r o x y 	 P r o x y   k u l l a n 	 D  n g   p r o x y 	 G u n a k a n   p r o x y 	 G u n a   p r o k s i 	 *	M	0	I		M	8	@	  	>	  *	M	0	/	K		  	0	G			 	 	 	 	 	 	 	 P r o x y   g e b r u i k e n 	 	 	 U t i l i z a r e   p r o x y 	 	 	   - P r o x y 	 	 	 (C'1J1  ~4'1	 	 	 								  							  					 	 	 	 	 	 	 	 	 G e b r u i k   i n s t a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   p r o x y 
 
 S T R _ I D _ J A V A _ N W _ P R O X Y _ I P 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   e d i t o r 	 P r o x y   a d d r e s s 	 Nt:O
ghV0W@W	 Nt
gRhV0W@W	 #G-5HA-@#*	 D i r e c c i  n   d e l   p r o x y 	 A d r e s s e   p r o x y 	 P r o x y - A d r e s s e 	 4@5A  ?@>:A8	 	 9FH'F  'D(1HC3J	 E n d e r e  o   p r o x y 	 P r o x y   a d r e s i 	 a   c h   p r o x y 	 A l a m a t   p r o x y 	 A l a m a t   p r o k s i 	 *	M	0	I		M	8	@	  *	$	>		 	 	 	 	 	 	 	 P r o x y a d r e s 	 	 	 A d r e s   p r o x y 	 	 	   P r o x y 	 	 	 F4'F  ~4'1	 	 	 								  							 	 	 	 	 	 	 	 	 I n s t a a n - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   p r o x y 
 
 S T R _ I D _ J A V A _ N W _ P R O X Y _ P O R T 	 J a v a 	 I C O N T E X T 	 j a v a   n w   p r o f i l e   e d i t o r 	 P r o x y   p o r t 	 Nt:O
ghV#cW	 Nt
gRhVzS	 -#L#G-5H	 P u e r t o   d e l   p r o x y 	 P o r t   p r o x y 	 P r o x y - P o r t 	 >@B  ?@>:A8	 	 EFA0  'D(1HC3J	 P o r t a   p r o x y 	 P r o x y   b a l a n t 1  n o k t a s 1	 C n g   p r o x y 	 P o r t   p r o x y 	 P o r t   p r o k s i 	 *	M	0	I		M	8	@	  *	K	0	M			 	 	 	 	 	 	 	 P r o x y p o r t 	 	 	 P o r t   p r o x y 	 	 	   P r o x y 	 	 	 /1'G  ~4'1	 	 	 								  						 	 	 	 	 	 	 	 	 I n s t a a n p o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t a   p r o x y 
 
 S T R _ I D _ J A V A _ N W _ P R O F I L E _ S A V E 	 J a v a 	 P O P U P C O N F I R M 	 j a v a   n w   p r o f i l e   e d i t o r 	 S a v e ? 	 2QX[	 OX[	 16? 	  G u a r d a r ? 	 E n r e g i s t r e r  ? 	 S p e i c h e r n ? 	 !>E@0=8BL? 	 	 -A8	 G u a r d a r ? 	 K a y d e d i l s i n   m i ? 	 L u ? 	 S i m p a n ? 	 S i m p a n ? 	 8	9	G		G		? 	 	 	 	 	 	 	 	 O p s l a a n ? 	 	 	 S a l v a r e ? 	 	 	 ? 	 	 	 0.J1G  4H/	 	 	 							  					? 	 	 	 	 	 	 	 	 	 B e r g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r ? 
 
 S T R _ I D _ J A V A _ N W _ P R O F I L E _ E R R _ M S G _ I N V A L I D _ P O R T 	 J a v a 	 P O P U P 	 j a v a   n w   p r o f i l e   e d i t o r   i n v a l i d   p o r t 	 V a l i d   p o r t   r a n g e :   1 - 6 5 5 3 5 	 	gHev#cW{
W1 - 6 5 5 3 5 	 	gHevzSV1 - 6 5 5 3 5 	 
H'-#L5HC
IDI:   1 - 6 5 5 3 5 	 I n t e r v a l o   d e   p u e r t o s   v  l i d o :   1 - 6 5 5 3 5 	 P l a g e   d e   p o r t   v a l i d e  :   1 - 6 5 5 3 5 	 G  l t i g e r   P o r t - B e r e i c h :   1 - 6 5 5 3 5 	 >?CAB8<K9  480?07>=  ?>@B>2:   1 - 6 5 5 3 5 	 	 F7'B  'DEFA0  'D5'D-:   1 - 6 5 5 3 5 	 I n t e r v a l o   d e   p o r t a s   v  l i d a s :   1 - 6 5 5 3 5 	 G e  e r l i   b a l a n t 1  n o k t a s 1  a r a l 11:   1 - 6 5 5 3 5 	 P h m   v i   c n g   h p   l :   1 - 6 5 5 3 5 	 J a n g k a u a n   p o r t   y a n g   v a l i d :   1 - 6 5 5 3 5 	 J u l a t   p o r t   s a h :   1 - 6 5 5 3 5 	 .	>	(	M	/	  *	K	0	M		  0	G			:   1 - 6 5 5 3 5 	 	 	 	 	 	 	 	 G e l d i g e   p o r t s :   1 ~ 6 5 5 3 5 	 	 	 I n t e r v a l   p o r t   v a l i d :   1 - 6 5 5 3 5 	 	 	     :   1 - 6 5 5 3 5 	 	 	 /'EFG  E,'2  /1'GG':   1 - 6 5 5 3 5 	 	 	 							  					  					:   1 - 6 5 5 3 5 	 	 	 	 	 	 	 	 	 G e l d i g e   p o o r t b e s t e k :   1 - 6 5 5 3 5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a i x a   d e   p o r t a   v  l i d a :   1 - 6 5 5 3 5 
 
 S T R _ I D _ J A V A _ N W _ P R O F I L E _ E R R _ M S G _ E M P T Y _ P O R T _ N U M B E R 	 J a v a 	 P O P U P 	 j a v a   n w   p r o f i l e   e d i t o r   	 E m p t y   p o r t   n u m b e r 	 #cWzz}v	 zS:Nzz	 +!2"@%-#L'H2	 N  m e r o   d e   p u e r t o   v a c  o 	 N u m  r o   d e   p o r t   v i d e 	 L e e r e   P o r t - N u m m e r 	 ><5@  ?CAB>3>  ?>@B0	 	 1BE  'DEFA0  A'1:	 N  m e r o   d e   p o r t a   v a z i o 	 B o _  b a l a n t 1  n o k t a s 1  n u m a r a s 1	 S   c n g   t r n g 	 N o m o r   p o r t   k o s o n g 	 N o m b o r   p o r t   k o s o n g 	 	>	2	@	 *	K	0	M		  (		,	0		 	 	 	 	 	 	 	 L e e g   p o r t n u m m e r 	 	 	 G o l i r e   n u m r   p o r t 	 	 	     	 	 	 4E'1G  /1'G  .'DJ3*	 	 	 				  					  						 	 	 	 	 	 	 	 	 L e    p o o r t n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   p o r t a   v a z i o 
 
 S T R _ I D _ J A V A _ N W _ N O _ U S A B L E _ C O N N 	 J a v a 	 P O P U P 	 w h e n   a c t i v e   c o n n   i s   n o t   e x i s t ,   p o p   u p   w a r n i n g   m s g 	 N o   n e t w o r k 	 !q}	 eQ~	 D!H!5@#7-H2"	 N o   h a y   r e d 	 P a s   d e   r  s e a u 	 K e i n   N e t z w e r k 	 5B  A5B8	 	 D'  *H,/  4(C)	 S e m   r e d e 	 A   y o k 	 K h  n g   c    m n g 	 T i d a k   a d a   j a r i n g a n 	 T i a d a   r a n g k a i a n 	 	K		  (	G		5	0	M		  (	9	@			 	 	 	 	 	 	 	 G e e n   n e t w e r k 	 	 	 F r   r e ce a 	 	 	   	 	 	 4(CG  'I  EH,H/  FJ3*	 	 	 									  				 	 	 	 	 	 	 	 	 G e e n   n e t w e r k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   r e d e 
 
 S T R _ I D _ J A V A _ N W _ P R O F I L E _ E R R _ M S G _ I N V A L I D _ P R O X Y _ A D D 	 J a v a 	 P O P U P 	 j a v a   n w   p r o f i l e   e d i t o r 	 I n v a l i d   p r o x y   a d d r e s s 	 !qHevNt:O
ghV0W@W	 eHevNt
gRhV0W@W	 #G-5HA-@#*D!H9I-	 D i r e c c i  n   d e   p r o x y   n o   v  l i d a 	 A d r e s s e   p r o x y   i n v a l i d e 	 U n g  l t i g e   P r o x y - A d r e s s e 	 525@=K9  04@5A  ?@>:A8	 	 9FH'F  (1HC3J  :J1  5'D-	 E n d e r e  o   p r o x y   i n v  l i d o 	 G e  e r s i z   p r o x y   a d r e s i 	 a   c h   p r o x y   k . h p   l 	 A l a m a t   p r o x y   t i d a k   v a l i d 	 A l a m a t   p r o k s i   t i d a k   s a h 	 	.	>	(	M	/	  *	M	0	I		M	8	@	  *	$	>		 	 	 	 	 	 	 	 O n g e l d i g   p r o x y a d r e s 	 	 	 A d r e s   i n v a l i d   p r o x y 	 	 	   p r o x y     	 	 	 F4'F  ~4'1  F'E9*(1  '3*	 	 	 								  								  							 	 	 	 	 	 	 	 	 O n g e l d i g e   i n s t a a n - a d r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n d e r e  o   p r o x y   i n v  l i d o 
 
 S T R _ I D _ J A V A _ N W _ N O _ S I M _ W I T H _ W I F I 	 J a v a 	 U N L I M 	 s i m   i s   u n u s a b l e ,   w h i l e   w i f i   i s   u s a b l e 	 S I M   i s   u n u s a b l e .   C o n n e c t   u s i n g   W i F i ? 	 S I M 
NS(u/f&T_URW i F i 	 S I M 
NS(u/f&T/TRW i F i 	 4!C
ID!HDI  @
7H-!H-B"C
I  W i F i ? 	 S I M   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   W i F i ? 	 S I M   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   W i F i  ? 	 S I M   i s t   n i c h t   v e r w e n d b a r .   M i t   W i F i   v e r b i n d e n ? 	 S I M   =5?@83>4=0  4;O  8A?>;L7>20=8O.   >4:;NG8BL  A  8A?>;L7>20=85<  W i F i ? 	 	 (7'B)  S I M   :J1  B'(D)  DD'3*./'E.   'D*H5JD  ('3*./'E  *BFJ)  W i F i 	 O   S I M   n  o   p o d e   s e r   u t i l i z a d o .   L i g a r   u t i l i z a n d o   W i F i ? 	 S I M   k u l l a n 1l a b i l i r   d e i l .   W i F 0  i l e   b a l a n 1l s 1n   m 1? 	 S I M   k h  n g   t h   s   d n g .   K t   n i   b n g   W i F i ? 	 S I M   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   W i F i ? 	 S I M   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   W i F i ? 	 S I M   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   W i F i   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 S I M   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   W i F i ? 	 	 	 S I M   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   W i F i ? 	 	 	   - S I M     .         ? 	 	 	 S I M   :1B'(D  '3*A'/G  '3*.   '*5'D  *H37  W i F i   (1B1'1  1//	 	 	 			  									  						d	W i F i   							  			  							  				? 	 	 	 	 	 	 	 	 	 S I M   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   W i F i ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   W i F i ? 
 
 S T R _ I D _ J A V A _ N W _ N O _ S I M 1 _ W I T H _ S I M 2 	 J a v a 	 U N L I M 	 s i m 1   i s   u n u s a b l e ,   w h i l e   s i m 2   i s   u s a b l e 	 S I M 1   i s   u n u s a b l e .   C o n n e c t   u s i n g   S I M 2 ? 	 S I M 1 
NS(u/f&T_URS I M 2 	 S I M 1 
NS(u/f&T/TRS I M 2 	 4!1   C
ID!HDI  @
7H-!H-B"C
I4!2 ? 	 S I M 1   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   l a   t a r j e t a   S I M 2 ? 	 S I M 1   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   l a   S I M 2   ? 	 S I M 1   i s t   n i c h t   v e r w e n d b a r .   M i t   S I M 2   v e r b i n d e n ? 	 S I M 1   =5?@83>4=0  4;O  8A?>;L7>20=8O.   >4:;NG8BL  A  8A?>;L7>20=85<  S I M 2 ? 	 	 *901  '3*9E'D  (7'B)  S I M 1   'D*H5JD  ('3*./'E  (7'B)  S I M 2 	 O   S I M 1   n  o   p o d e   s e r   u t i l i z a d o .   L i g a r   u t i l i z a n d o   o   S I M 2 ? 	 S I M 1   k u l l a n 1l a b i l i r   d e i l .   S I M 2   i l e   b a l a n 1l s 1n   m 1? 	 S I M 1   k h  n g   t h   s   d n g .   K t   n i   b n g   S I M 2 ? 	 S I M 1   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   S I M 2 ? 	 S I M 1   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   S I M 2 ? 	 S I M 1   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   S I M 2   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 S I M 1   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   S I M 2 ? 	 	 	 S I M 1   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   S I M 2 ? 	 	 	 S I M 1     .       S I M 2 ? 	 	 	 S I M 1   :1B'(D  '3*A'/G  '3*.   '1*('7  (E  S I M 2   (1B1'1  4H/	 	 	 				  									  						d					  							  			  							  				? 	 	 	 	 	 	 	 	 	 S I M 1   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   S I M 2 ? 
 
 S T R _ I D _ J A V A _ N W _ N O _ S I M 1 _ W I T H _ W I F I 	 J a v a 	 U N L I M 	 s i m 1   i s   u n u s a b l e ,   w h i l e   w i f i   i s   u s a b l e 	 S I M 1   i s   u n u s a b l e .   C o n n e c t   u s i n g   W i F i ? 	 S I M 1 
NS(u/f&T_URW i F i 	 S I M 1 
NS(u/f&T/TRW i F i 	 4!1   C
ID!HDI  @
7H-!H-B"C
I  W i F i ? 	 S I M 1   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   W i F i ? 	 S I M 1   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   W i F i  ? 	 S I M 1   i s t   n i c h t   v e r w e n d b a r .   M i t   W i F i   v e r b i n d e n ? 	 S I M 1   =5?@83>4=0  4;O  8A?>;L7>20=8O.   >4:;NG8BL  A  8A?>;L7>20=85<  W i F i ? 	 	 (7'B)  S I M 1   :J1  B'(D)  DD'3*./'E.   'D*H5JD  ('3*./'E  *BFJ)  W i F i 	 O   S I M 1   n  o   p o d e   s e r   u t i l i z a d o .   L i g a r   u t i l i z a n d o   W i F i ? 	 S I M 1   k u l l a n 1l a b i l i r   d e i l .   W i F i   i l e   b a l a n 1l s 1n   m 1? 	 S I M 1   k h  n g   t h   s   d n g .   K t   n i   b n g   W i F i ? 	 S I M 1   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   W i F i ? 	 S I M 1   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   W i F i ? 	 S I M 1   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   W i F i   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 S I M 1   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   W i F i ? 	 	 	 S I M 1   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   W i F i ? 	 	 	 S I M 1     .         ? 	 	 	 S I M 1   :1B'(D  '3*A'/G  '3*.   '*5'D  *H37  W i F i   (1B1'1  1//	 	 	 				  									  						d	W i F i   							  			  							  				? 	 	 	 	 	 	 	 	 	 S I M 1   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   W i F i ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   W i F i ? 
 
 S T R _ I D _ J A V A _ N W _ N O _ S I M 2 _ W I T H _ S I M 1 	 J a v a 	 U N L I M 	 s i m 2   i s   u n u s a b l e ,   w h i l e   s i m 1   i s   u s a b l e 	 S I M 2   i s   u n u s a b l e .   C o n n e c t   u s i n g   S I M 1 ? 	 S I M 2 
NS(u/f&T_URS I M 1 	 S I M 2 
NS(u/f&T/TRS I M 1 	 4!2   C
ID!HDI  @
7H-!H-B"C
I4!1 ? 	 S I M 2   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   l a   t a r j e t a   S I M 1 ? 	 S I M 2   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   l a   S I M 1   ? 	 S I M 2   i s t   n i c h t   v e r w e n d b a r .   M i t   S I M 1   v e r b i n d e n ? 	 S I M 2   =5?@83>4=0  4;O  8A?>;L7>20=8O.   >4:;NG8BL  A  8A?>;L7>20=85<  S I M 1 ? 	 	 (7'B)  S I M 2   :J1  B'(D)  DD'3*./'E.   'D*H5JD  ('3*./'E  S I M 1 	 O   S I M 2   n  o   p o d e   s e r   u t i l i z a d o .   L i g a r   u t i l i z a n d o   o   S I M 1 ? 	 S I M 2   k u l l a n 1l a b i l i r   d e i l .   S I M 1   i l e   b a l a n 1l s 1n   m 1? 	 S I M 2   k h  n g   t h   s   d n g .   K t   n i   b n g   S I M 1 ? 	 S I M 2   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   S I M 1 ? 	 S I M 2   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   S I M 1 ? 	 S I M 2   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   S I M 1   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 S I M 2   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   S I M 1 ? 	 	 	 S I M 2   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   S I M 1 ? 	 	 	 S I M 2     .       S I M 1 ? 	 	 	 S I M 2   :1B'(D  '3*A'/G  '3*.   '1*('7  (E  S I M 1   (1B1'1  4H/	 	 	 				  									  						d					  							  			  							  				? 	 	 	 	 	 	 	 	 	 S I M 2   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   S I M 1 ? 
 
 S T R _ I D _ J A V A _ N W _ N O _ S I M 2 _ W I T H _ W I F I 	 J a v a 	 U N L I M 	 s i m 2   i s   u n u s a b l e ,   w h i l e   w i f i   i s   u s a b l e 	 S I M 2   i s   u n u s a b l e .   C o n n e c t   u s i n g   W i F i ? 	 S I M 2 
NS(u/f&T_URW i F i 	 S I M 2 
NS(u/f&T/TRW i F i 	 4!2   C
ID!HDI  @
7H-!H-B"C
I  W i F i ? 	 S I M 2   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   W i F i ? 	 S I M 2   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   W i F i  ? 	 S I M 2   i s t   n i c h t   v e r w e n d b a r .   M i t   W i F i   v e r b i n d e n ? 	 S I M 2   =5?@83>4=0  4;O  8A?>;L7>20=8O.   >4:;NG8BL  A  8A?>;L7>20=85<  W i F i ? 	 	 (7'B)  S I M 2   :J1  B'(D)  DD'3*./'E  'D*H5JD  ('3*./'E  *BFJ)  W i F i 	 O   S I M 2   n  o   p o d e   s e r   u t i l i z a d o .   L i g a r   u t i l i z a n d o   W i F i ? 	 S I M 2   k u l l a n 1l a b i l i r   d e i l .   W i F i   i l e   b a l a n 1l s 1n   m 1? 	 S I M 2   k h  n g   t h   s   d n g .   K t   n i   b n g   W i F i ? 	 S I M 2   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   W i F i ? 	 S I M 2   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   W i F i ? 	 S I M 2   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   W i F i   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 S I M 2   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   W i F i ? 	 	 	 S I M 2   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   W i F i ? 	 	 	 S I M 2     .         ? 	 	 	 S I M 2   :1B'(D  '3*A'/G  '3*.   '*5'D  *H37  W i F i   (1B1'1  1//	 	 	 				  									  						d	W i F i   							  			  							  				? 	 	 	 	 	 	 	 	 	 S I M 2   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   W i F i ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   W i F i ? 
 
 S T R _ I D _ J A V A _ N W _ N O _ W I F I _ W I T H _ S I M 	 J a v a 	 U N L I M 	 W I F I   i s   u n - u s a b l e ,   w h i l e   s i m   i s   u s a b l e 	 W I F I   i s   u n u s a b l e .   C o n n e c t   u s i n g   S I M ? 	 W i F i 
NS(u/f&T_URS I M 	 W i F i 
NS(u/f&T/TRS I M 	 W I F I   C
ID!HDI  @
7H-!H-B"C
I4!? 	 W I F I   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   l a   t a r j e t a   S I M ? 	 W I F I   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   l a   S I M  ? 	 W i F i   i s t   n i c h t   v e r w e n d b a r .   M i t   S I M   v e r b i n d e n ? 	 	 	 *BFJ)  W I F I   :J1  B'(D)  DD'3*./'E.   'D*H5JD  ('3*./'E  S I M 	 A   l i g a   o   W i F i   n  o   p o d e   s e r   u t i l i z a d a .   L i g a r   u t i l i z a n d o   o   S I M ? 	 W I F I   k u l l a n 1l a b i l i r   d e i l .   S I M   i l e   b a l a n 1l s 1n   m 1? 	 W I F I   k h  n g   t h   s   d n g .   K t   n i   b n g   S I M ? 	 W I F I   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   S I M ? 	 W I F I   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   S I M ? 	 W I F I   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   S I M   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 W i F i   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   S I M ? 	 	 	 W i F i   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   S I M ? 	 	 	       .         S I M ? 	 	 	 W I F I :1B'(D  '3*A'/G  '3*.   '*5'D  *H37  S I M   (1B1'1  1//	 	 	 W i F i   									  						d	  			  							  			  							  				? 	 	 	 	 	 	 	 	 	 W I F I   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   S I M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W I F I   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   S I M ? 
 
 S T R _ I D _ J A V A _ N W _ N O _ W I F I _ W I T H _ S I M 1 	 J a v a 	 U N L I M 	 W I F I   i s   u n - u s a b l e ,   w h i l e   S I M 1   i s   u s a b l e 	 W i F i   i s   u n u s a b l e .   C o n n e c t   u s i n g   S I M 1 ? 	 W i F i 
NS(u/f&T_URS I M 1 	 W i F i 
NS(u/f&T/TRS I M 1 	 W i F i   C
ID!HDI  @
7H-!H-B"C
I4!1 ? 	 W I F I   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   l a   t a r j e t a   S I M 1 ? 	 W I F I   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   l a   S I M 1   ? 	 W i F i   i s t   n i c h t   v e r w e n d b a r .   M i t   S I M 1   v e r b i n d e n ? 	 	 	 *BFJ)  W i F i   :J1  B'(D)  DD'3*./'E  'D*H5JD  ('3*./'E  S I M 1 	 A   l i g a   o   W i F i   n  o   p o d e   s e r   u t i l i z a d a .   L i g a r   u t i l i z a n d o   o   S I M 1 ? 	 W i F i   k u l l a n 1l a b i l i r   d e i l .   S I M 1   i l e   b a l a n 1l s 1n   m 1? 	 W i F i   k h  n g   t h   s   d n g .   K t   n i   b n g   S I M 1 ? 	 W i F i   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   S I M 1 ? 	 W i F i   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   S I M 1 ? 	 W i F i   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   S I M 1   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 W i F i   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   S I M 1 ? 	 	 	 W i F i   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   S I M 1 ? 	 	 	       .       S I M 1 ? 	 	 	 W i F i :1B'(D  '3*A'/G  '3*.   '1*('7  (E  S I M 1   (1B1'1  4H/	 	 	 W i F i   									  						d	  				  							  			  							  				? 	 	 	 	 	 	 	 	 	 W I F I   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W i F i   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   S I M 1 ? 
 
 S T R _ I D _ J A V A _ N W _ N O _ W I F I _ W I T H _ S I M 2 	 J a v a 	 U N L I M 	 W I F I   a n d   S I M 1   i s   u n - u s a b l e ,   w h i l e   S I M 2   i s   u s a b l e 	 W i F i   i s   u n u s a b l e .   C o n n e c t   u s i n g   S I M 2 ? 	 W i F i 
NS(u/f&T_URS I M 2 	 W i F i 
NS(u/f&T/TRS I M 2 	 W i F i   C
ID!HDI  @
7H-!H-B"C
I4!2 ? 	 W I F I   n o   u t i l i z a b l e .    D e s e a   c o n e c t a r   u t i l i z a n d o   l a   t a r j e t a   S I M 2 ? 	 W I F I   i n u t i l i s a b l e .   C o n n e c t e r   a v e c   l a   S I M 2   ? 	 W i F i   i s t   n i c h t   v e r w e n d b a r .   M i t   S I M 2   v e r b i n d e n ? 	 	 	 *BFJ)  W i F i   :J1  B'(D)  DD'3*./'E  'D*H5JD  ('3*./'E  S I M 2 	 A   l i g a   o   W i F i   n  o   p o d e   s e r   u t i l i z a d a .   L i g a r   u t i l i z a n d o   o   S I M 2 ? 	 W i F i   k u l l a n 1l a b i l i r   d e i l .   S I M 2   i l e   b a l a n 1l s 1n   m 1? 	 W i F i   k h  n g   t h   s   d n g .   K t   n i   b n g   S I M 2 ? 	 W i F i   t i d a k   d a p a t   d i g u n a k a n .   S a m b u n g   m e n g g u n a k a n   S I M 2 ? 	 W i F i   t i d a k   b o l e h   d i g u n a .   S a m b u n g   g u n a k a n   S I M 2 ? 	 W i F i   *	M	0	/	K		  /	K		M	/	  (	9	@		  9	H	.   S I M 2   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 W i F i   i s   o n b r u i k b a a r .   V e r b i n d i n g   m a k e n   m e t   S I M 2 ? 	 	 	 W i F i   e s t e   i n u t i l i z a b i l .   C o n e c t a r e   p r i n   S I M 2 ? 	 	 	       .       S I M 2 ? 	 	 	 W i F i :1B'(D  '3*A'/G  '3*.   '1*('7  (E  S I M 2   (1B1'1  4H/	 	 	 W i F i   									  						d	  				  							  			  							  				? 	 	 	 	 	 	 	 	 	 W i F i   i s   o n b r u i k b a a r .   V e r b i n d   m e t   g e b r u i k   v a n   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W i F i   e s t    i n u t i l i z  v e l .   C o n e c t a r   u s a n d o   S I M 2 ? 
 
 S T R _ G L O B A L _ N O T _ A V A I L A B L E _ D U R I N G _ V I D E O _ C A L L 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   N o t   a v a i l a b l e   d u r i n g   v i d e o   c a l l 	 N o t   a v a i l a b l e   d u r i n g   v i d e o   c a l l 	 
q-N!qlO(u	 Ɖ݋e
NS(u	 C
ID!HDI#0+'H2*2"'45B-	 N o   d i s p o n i b l e   d u r a n t e   l a   l l a m a d a   d e   v  d e o 	 P a s   d i s p o n i b l e   p e n d a n t   u n   a p p e l   v i d  o 	 W  h r e n d   V i d e o a n r u f   n i c h t   v e r f  g b a r 	 	 	 :J1  E*'-  #+F'!  EC'DE)  AJ/JH	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a   s 1r a s 1n d a   k u l l a n 1l a m a z 	 K h  n g   c    s n   t r o n g   k h i   g i   v i d e o 	 T i d a k   t e r s e d i a   s a a t   p a n g g i l a n   b e r l a n g s u n g 	 T i d a k   b o l e h   d i d a p a t i   s e m a s a   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  	G	  &	L	0	>	(	  		*	2	,	M	'	  (	9	@			 	 	 	 	 	 	 	 N i e t   b e s c h i k b a a r   t i j d e n s   v i d e o g e s p r e k 	 	 	 I n d i s p o n i b i l   p e   p a r c u r s u l   a p e l u l u i   v i d e o 	 	 	         	 	 	 9ED1/  /1  -F  *E'3  *5H1  /1  /3*13  F3*	 	 	 					  				  			  					  			  			 	 	 	 	 	 	 	 	 N i e   b e s k i k b a a r   g e d u r e n d e   v i d e o - o p r o e p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a   c o m   v  d e o 
 
 S T R _ G L O B A L _ I N S E R T _ M E M O R Y _ C A R D 	 G L O B A L 	 P O P U P 	 G l o b a l   S t r i n g -   P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 ˊceQaaS	 ceQX[PaS	 B#C*H2#L+H'"'2!3	 I n s e r t e   l a   t a r j e t a   d e   m e m o r i a . 	 V e u i l l e z   i n s  r e r   u n e   c a r t e   m  m o i r e 	 B i t t e   S p e i c h e r k a r t e   e i n f  g e n 	 AB02LB5  :0@BC  ?0<OB8	 	 J1,I  %/.'D  (7'B)  'D0'C1). 	 I n s i r a   o   c a r t  o   d e   m e m  r i a 	 L  t f e n   b e l l e k   k a r t 1n 1  t a k 1n 	 H  y   l p   t h   n h 	 M a s u k k a n   k a r t u   m e m o r i 	 S i l a   m a s u k k a n   k a d   i n g a t a n 	 	C	*	/	>	  .	G	.	0	@	  	>	0	M	!	  2		>				 	 	 	 	 	 	 	 S t e e k   e e n   g e h e u g e n k a a r t   i n 	 	 	 I n t r o d u c e ci   c a r d u l   d e   m e m o r i e 	 	 	     	 	 	 D7A'  C'1*  -'A7G  1'  H'1/  FE'JJ/	 	 	 							  			  					  					  						  				d		 	 	 	 	 	 	 	 	 S i t   a s b .   g e h e u e k a a r t   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s i r a   o   c a r t  o   d e   m e m  r i a 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ S E N D _ L O C A T I O N 	 G P S 	 C 0 5 7 _ 1 	 A l l o w   s e n d   l o c a t i o n 	 S e n d   l o c a t i o n 	 PMOn	 SMOn	 *H3A+H	 U b i c a c i  n   d e   e n v  o 	 E n v o y e r   l  e m p l a c e m e n t 	 S e n d e s t a n d o r t 	 B?@028BL  <5AB>?>;>65=85	 	 %13'D  'DEHB9	 E n v i a r   l o c a l i z a   o 	 G  n d e r m e   y e r i 	 V   t r    g i 	 K i r i m   l o k a s i 	 H a n t a r   l o k a s i 	 8	M	%	>	(	  -	G		G			 	 	 	 	 	 	 	 L o c a t i e   v e r z e n d e n 	 	 	 T r i m i t e r e   l o c a ci e 	 	 	   	 	 	 A13*'/F  E-D	 	 	 							  						 	 	 	 	 	 	 	 	 S t u u r   l i g g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   l o c a l 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ M T L R 	 G P S 	 C 0 5 7 _ 1 	 A l l o w   r e q u e s t   l o c a t i o n 	 Q u e r y   l o c a t i o n 	 gbMOn	 gMOn	 *-2!3A+H	 U b i c a c i  n   d e   c o n s u l t a s 	 D e m a n d e r   l  e m p l a c e m e n t 	 A b f r a g e s t a n d o r t 	 0?@>A8BL  <5AB>?>;>65=85	 	 'D'3*9D'E  9F  'DEH69	 C o n s u l t a r   l o c a l i z a   o 	 S o r g u   y e r i 	 V   t r    y  u   c u 	 M i n t a   l o k a s i 	 T a n y a   l o k a s i 	 	M	5	G	0	@	  8	M	%	>	(		 	 	 	 	 	 	 	 L o c a t i e   o p v r a g e n 	 	 	 I n t e r o g a r e   l o c a ci e 	 	 	     	 	 	 '3*9D'E  E-D	 	 	 						  								 	 	 	 	 	 	 	 	 N a v r a a g l i g g i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o c a l   d a   c o n s u l t a 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ S E T T I N G 	 G P S 	 T I T L E ,   I C O N T E X T 	 A G P S   s e t t i n g s 	 A G P S   s e t t i n g s 	 A G P S -[	 A G P S n	 2#1IH2  A G P S   	 C o n f i g u r a c i  n   A G P S 	 R  g l a g e s   A G P S 	 A G P S - E i n s t e l l u n g e n 	 	 	 %9/'/'*  F8'E  *-/J/  'DEH'B9  'D9'DEJ  'DE3'9/	 D e f i n i   e s   d e   A G P S 	 A G P S   a y a r l a r 1	 C  i   t   A G P S 	 P e n g a t u r a n   A G P S 	 P e n g e s e t a n   A G P S 	 A G P S   8	G		?				 	 	 	 	 	 	 	 A G P S - i n s t e l l i n g e n 	 	 	 S e t r i   A G P S 	 	 	   A G P S 	 	 	 *F8EG'  A G P S 	 	 	 							  						 	 	 	 	 	 	 	 	 A G P S - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   A G P S 
 
 S T R _ I D _ N M G R _ C A N C E L _ A S K 	 I d l e 	 P O P U P C O N F I R M 	 C o n f i r m   t h e   C a n c e l   o n   t h e   i d l e   n o t i f i c a t i o n   s c r e e n 	 C a n c e l ? 	 Sm	 Sm	 "@%4? 	  D e s e a   c a n c e l a r ? 	 A n n u l e r  ? 	 A b b r e c h e n ? 	 B<5=0? 	 	   %D:'!	 C a n c e l a r ? 	 0p t a l   e d i l s i n   m i ?   	 H y ? 	 B a t a l ? 	 B a t a l ? 	 0	&	M	&	  	0	G		? 	 	 	 	 	 	 	 	 A n n u l e r e n ? 	 	 	 A n u l a r e ? 	 	 	   ? 	 	 	 D:H  4H/	 	 	 					  			? 	 	 	 	 	 	 	 	 	 K a n s e l l e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a r ? 
 
 S T R _ I D _ I D L E _ L A W M O _ L O C K E D 	 I d l e 	 C 1 5 4 _ 1 	 T h e   p h o n e   i s   l o c k e d 	 L o c k e d   b y   o p e r a t o r 	 ]KqFU
N	 ]Џ%FU
N	 %G-B"9IC+I#42#	 B l o q u e a d o   p o r   e l   o p e r a d o r 	 V e r r o u i l l    p a r   l  o p  r a t e u r 	 V o n   B e d i e n e r   g e s p e r r t 	 ;>:8@>20=>  >?5@0B>@><	 	 EO:DB  (H'37)  'DE4:D	 B l o q u e a d o   p e l o   o p e r a d o r 	 O p e r a t  r   t a r a f 1n d a n   k i l i t l e n d i 	 B   k h  a   b i   n h    k h a i   t h  c   m n g 	 D i k u n c i   o l e h   o p e r a t o r 	 D i k u n c i   o l e h   o p e r a t o r 	 	*	0	G		0	  &	M	5	>	0	>	  2	I		  	?	/	>	  	/	>		 	 	 	 	 	 	 	 G e b l o k k e e r d   d o o r   o p e r a t o r 	 	 	 B l o c a t   d e   o p e r a t o r 	 	 	       	 	 	 *H37  '~1'*H1  BAD  4/G  '3*	 	 	 							  		  		  				  			  							 	 	 	 	 	 	 	 	 G e s l u i t   d e u r   o p e r a t e u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B l o q u e a d o   p e l a   o p e r a d o r a 
 
 S T R _ I D _ I D L E _ L A W M O _ W I P I N G 	 I d l e 	 C 1 5 4 _ 1 	 T h e   p h o n e   i s   w i p i n g   o u t   t h e   d a t a 	 W i p i n g   o u t   t h e   d a t a 	 ck(Wndǌe	 ck(WndDe	 3%1%I2I-!9%	 E l i m i n a r   l o s   d a t o s 	 E f f a c e m e n t   d e s   d o n n  e s 	 D a t e n   w e r d e n   b e s e i t i g t 	 0==K5  AB8@0NBAO	 	 ,'1M  E-H  'D(J'F'*	 A   l i m p a r   o s   d a d o s 	 V e r i l e r   s i l i n i y o r 	 a n g   x  a   d   l i u 	 M e m b e r s i h k a n   d a t a 	 M e m a d a m   d a t a 	 !	G		>	  8	>	+	  9	K	  0	9	>	  9	H		 	 	 	 	 	 	 	 G e g e v e n s   w o r d e n   u i t g e v e e g d 	 	 	  n d e p r t a r e   d e f i n i t i v   d a t e 	 	 	     	 	 	 /1-'D  2/H/F  /'/G  G'	 	 	 						  				  					 	 	 	 	 	 	 	 	 W i s   t a n s   d i e   d a t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e n d o   o s   d a d o s 
 
 S T R _ I D _ I D L E _ L A W M O _ P O P U P _ W I P I N G 	 I d l e 	 P O P U P 	 P r o m p t   t h e   u s e r   t h e   p h o n e   w i l l   w i p e   o u t   t h e   d a t a 	 W i p e   o u t   t h e   d a t a 	 ndǌe	 ndDe	 %I2I-!9%	 E l i m i n a r l o s   d a t o s 	 E f f a c e r   l e s   d o n n  e s 	 D a t e n   b e s e i t i g e n 	 !B5@5BL  40==K5  	 	 E3-  'D(J'F'*	 L i m p a r   o s   d a d o s 	 V e r i l e r i   s i l 	 X  a   d   l i u 	 B e r s i h k a n   d a t a 	 P a d a m   d a t a 	 !	G		>	  8	>	+	  	0	G			 	 	 	 	 	 	 	 G e g e v e n s   u i t v e g e n 	 	 	  n d e p r t a r e   d e f i n i t i v   d a t e 	 	 	     	 	 	 2/H/F  /'/G  G'	 	 	 						  				  						 	 	 	 	 	 	 	 	 W i s   d i e   d a t a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e m o v e r   o s   d a d o s 
 
 S T R _ I D _ I D L E _ L A W M O _ P O P U P _ W I P I N G _ D O N E 	 I d l e 	 P O P U P 	 P r o m p t   t h e   u s e r   t h e   d a t a   i s   w i p e d   o u t 	 D a t a   w i p e d   o u t 	 ǌe]nd	 De]nd	 I-!9%9%I2A%I'	 D a t o s   e l i m i n a d o s 	 D o n n  e s   e f f a c  e s 	 D a t e n   b e s e i t i g t 	 0==K5  AB5@BK	 	 *E  E3-  'D(J'F'*	 D a d o s   l i m p o s 	 V e r i l e r i   s i l i n d i 	    x  a   d   l i u 	 D a t a   t e l a h   d i b e r s i h k a n 	 D a t a   d i p a d a m 	 !	G		>	  8	>	+	  	?	/	>	  	/	>		 	 	 	 	 	 	 	 G e g e v e n s   u i t g e v e e g d 	 	 	 D a t e    n d e p r t a t e   d e f i n i t i v 	 	 	   	 	 	 /'/G  G'  2/H/G  4/F/	 	 	 						  				  				  						 	 	 	 	 	 	 	 	 D a t a   g e w i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a d o s   r e m o v i d o s 
 
 S T R _ I D _ I D L E _ L A W M O _ P O P U P _ L O C K E D 	 I d l e 	 P O P U P 	 P r o m p t   t h e   u s e r   t h e   p h o n e   i s   l o c k e d 	 P h o n e   l o c k e d 	 Kb_j]
N	 Kb:g]
N	 @#7H-9%G-	 T e l  f o n o   b l o q u e a d o 	 T  l  p h o n e   v e r r o u i l l  	 T e l e f o n   g e s p e r r t 	 "5;5D>=  701;>:8@>20=	 	 *E  BAD  'DG'*A	 T e l e f o n e   b l o q u e a d o 	 T e l e f o n   k i l i t l i 	    k h  a   i n   t h o i 	 T e l e p o n   t e r k u n c i 	 T e l e f o n   d i k u n c i 	 +	K	(	  2	I		  9	H		 	 	 	 	 	 	 	 T e l e f o o n   g e b l o k k e e r d 	 	 	 T e l e f o n   b l o c a t 	 	 	   	 	 	 *DAF  BAD  4/	 	 	 			  		  			  				 	 	 	 	 	 	 	 	 F o o n   g e s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   b l o q u e a d o 
 
 S T R _ I D _ I D L E _ L A W M O _ P O P U P _ U N L O C K E D 	 I d l e 	 P O P U P 	 P r o m p t   t h e   u s e r   t h e   p h o n e   i s   u n l o c k e d 	 P h o n e   u n l o c k e d 	 Kb_j]	 Kb:g] _	 @#7H-%%G-	 T e l  f o n o   d e s b l o q u e a d o 	 T  l  p h o n e   d  v e r r o u i l l  	 T e l e f o n   f r e i g e g e b e n 	 "5;5D>=  @071;>:8@>20=	 	 *E  %D:'!  BAD  'DG'*A	 T e l e f o n e   d e s b l o q u e a d o 	 T e l e f o n   k i l i d i   a  1k 	    m   k h  a   i n   t h o i 	 P e n g u n c i a n   t e l e p o n   d i b u k a 	 T e l e f o n   d i b u k a 	 +	K	(	  	(	2	I		  9	H		 	 	 	 	 	 	 	 T e l e f o o n   g e d e b l o k k e e r d 	 	 	 T e l e f o n   d e b l o c a t 	 	 	   	 	 	 *DAF  BAD  4'J  4/	 	 	 			  				  						 	 	 	 	 	 	 	 	 F o o n   o n t s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   d e s b l o q u e a d o 
 
 S T R _ I D _ I D L E _ D S _ C O N T A C T S 	 I d l e 	 U N L I M 	 O p e n s   t h e   c o n t a c t s   l i s t   o f   t h e   a d d r e s s   b o o k 	 C o n t a c t s 	 oa}NnU	 T|NRh	 9I4H-	 C o n t a c t o s 	 C o n t a c t s 	 K o n t a k t e 	 >=B0:BK	 	 ,G'*  'D'*5'D	 C o n t a c t o s 	 K i _i l e r 	 D a n h   b 	 K o n t a k 	 K e n a l a n 	 8		*	0	M			 	 	 	 	 	 	 	 C o n t a c t e n 	 	 	 C o n t a c t e 	 	 	   	 	 	 E.'7(F	 	 	 									  								 	 	 	 	 	 	 	 	 K o n t a k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a t o s 
 
 S T R _ I D _ I D L E _ D S _ D I A L L E R _ S E A R C H 	 I d l e 	 I C O N T E X T 	 O p e n s   t h e   p a n e l   w h e r e   u s e r   c a n   t u r n   o n / o f f   d i a l l e r   s e a r c h   f u n c t i o n 	 D i a l l e r   s e a r c h 	 d\_x	 g~bSx	 I+29IB#	 B  s q u e d a   d e   m a r c a d o r 	 R e c h e r c h e   d ' a p p e l a n t 	 W  h l p r o g r a m m s u c h e 	 >8A:  01>=5=B0	 	 (-+  'D7'D(	 P r o c u r a   p o r   m a r c a d o r 	 N u m a r a    e v i r i c i   a r a m a s 1	 T  m   k i m   t r  n h   g i 	 P e n c a r i a n   p e m a n g g i l 	 C a r i a n   p e n d a i l 	 !	>	/	2	0	  	K			 	 	 	 	 	 	 	 K i e z e r   z o e k e n 	 	 	 C u t a r e   c a d r a n 	 	 	   	 	 	 ,3*,H  4E'1G  J1	 	 	 							  						 	 	 	 	 	 	 	 	 B e l l e r   s o e k t o g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o c u r a   d e   d i s c a d o r 
 
 S T R _ I D _ I D L E _ D S _ D I A L L E R _ S E A R C H _ O N 	 I d l e 	 P O P U P C O N F I R M 	 A s k   t h e   u s e r   w h e t h e r   d i a l l e r   s e a r c h   c a n   b e   e n a b l e 	 A r e   y o u   s u r e   y o u   w a n t   t o   s w i t c h   o n   d i a l l e r   s e a r c h ? 	 _URd\_x	 /TRg~bSx	 AHC'H28I-2#@42#I+29IB#+#7-D!H? 	  E s t    s e g u r o   d e   q u e   d e s e a   a c t i v a r   l a   b  s q u e d a   d e   m a r c a d o r ? 	 V o u l e z - v o u s   v r a i m e n t   a c t i v e r   l a   r e c h e r c h e   d ' a p p e l a n t ? 	 M  c h t e n   S i e   W  h l p r o g r a m m s u c h e   w i r k l i c h   e i n s c h a l t e n ? 	 K  E>B8B5  ?5@5:;NG8BLAO  =0  ?>8A:  01>=5=B0? 	 	 GD  *1J/  ('D*#CJ/  *4:JD  (-+  'D7'D(	 D e s e j a   r e a l m e n t e   a c t i v a r   a   p r o c u r a   p o r   m a r c a d o r ? 	 N u m a r a    e v i r i c i   a r a m a s 1n 1  a  m a k   i s t e d i i n i z e   e m i n   m i s i n i z ? 	 B n   c h c   c h n   m u n   b t   t  m   k i m   t r  n h   g i ? 	 A n d a   y a k i n   i n g i n   m e n g a k t i f k a n   p e n c a r i a n   p e m a n g g i l ? 	 A d a k a h   a n d a   p a s t i   a n d a   i n g i n   m e n y a l a k a n   c a r i a n   p e n d a i l ? 	 	M	/	>	  	*	  5	>			  !	>	/	2	0	  	K		  6	A	0	B	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 	 	 	 	 W e e t   j e   z e k e r   d a t   h e t   h e t   z o e k e n   v a n   d e   k i e z e r   w i l t   i n s c h a k e l e n ? 	 	 	 S i g u r   d o r i ci   s   a c t i v a ci   c o m u t a r e a   l a   c u t a r e   c a d r a n ? 	 	 	             ? 	 	 	 "'  E7E&F  G3*/  G  E  .H'G/  ,3*,H  4E'1G  1  1'  1H4F  F/	 	 	 				  		  							  		  				  							  					  									  				  			? 	 	 	 	 	 	 	 	 	 I s   j y   s e k e r   j y   w i l   b e l l e r s o e k t o g   a a n s k a k e l ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m   c e r t e z a   d e   q u e   d e s e j a   a t i v a r   p r o c u r a   d o   d i s c a d o r ? 
 
 S T R _ I D _ I D L E _ D S _ D I A L L E R _ S E A R C H _ O F F 	 I d l e 	 P O P U P C O N F I R M 	 A s k   t h e   u s e r   w h e t h e r   d i a l l e r   s e a r c h   c a n   b e   d i s a b l e 	 A r e   y o u   s u r e   y o u   w a n t   t o   s w i t c h   o f f   d i a l l e r   s e a r c h ? 	 ܕd\_x	 sQg~bSx	 AHC'H28I-2#42#I+29IB#+#7-D!H? 	  E s t    s e g u r o   d e   q u e   d e s e a   d e s a c t i v a r   l a   b  s q u e d a   d e   m a r c a d o r ? 	 V o u l e z - v o u s   v r a i m e n t   d  s a c t i v e r   l a   r e c h e r c h e   d ' a p p e l a n t ? 	 M  c h t e n   S i e   W  h l p r o g r a m m s u c h e   w i r k l i c h   a u s s c h a l t e n ? 	 K  E>B8B5  >B:;NG8BL  ?>8A:  01>=5=B0? 	 	 GD  *1J/  ('D*#CJ/  %JB'A  *4:JD  (-+  'D7'D(	 D e s e j a   r e a l m e n t e   d e s a c t i v a r   a   p r o c u r a   p o r   m a r c a d o r ? 	 N u m a r a    e v i r i c i   a r a m a s 1n 1  k a p a t m a k   i s t e d i i n i z e   e m i n   m i s i n i z ? 	 B n   c h c   c h n   m u n   t t   t  m   k i m   t r  n h   g i ? 	 A n d a   y a k i n   i n g i n   m e n o n a k t i f k a n   p e n c a r i a n   p e m a n g g i l ? 	 A d a k a h   a n d a   p a s t i   a n d a   i n g i n   m e m a d a m k a n   c a r i a n   p e n d a i l ? 	 	M	/	>	  	*	  5	>			  !	>	/	2	  	K		  ,		&	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 	 	 	 	 W e e t   j e   z e k e r   d a t   h e t   h e t   z o e k e n   v a n   d e   k i e z e r   w i l t   u i t s c h a k e l e n ? 	 	 	 S i g u r   d o r i ci   s   d e z a c t i v a ci   c o m u t a r e a   l a   c u t a r e   c a d r a n ? 	 	 	             ? 	 	 	 "'  E7E&F  G3*/  G  E  .H'G/  ,3*,H  4E'1G  1  1'  .'EH4  F/	 	 	 				  		  							  		  				  							  					  									  				  			? 	 	 	 	 	 	 	 	 	 I s   j y   s e k e r   j y   w i l   b e l l e r s o e k t o g   a f s k a k e l ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m   c e r t e z a   d e   q u e   d e s e j a   d e s a t i v a r   p r o c u r a   d o   d i s c a d o r ? 
 
 S T R _ I D _ I M G V I E W _ P L A Y _ S P E E D 	 I V E X 	 I C O N T E X T 	 S p e e d   c a p t i o n 	 P l a y   s p e e d 	 d>e^	 d>e^	 '2!@#G'2#@%H	 V e l o c i d a d   d e   r e p r o d u c c i  n 	 V i t e s s e   d e   l e c t u r e 	 W i e d e r g a b e g e s c h w i n d i g k e i t 	 !:>@>ABL  2>A?@>872545=8O	 	 319)  'D*4:JD	 V e l o c i d a d e   d e   r e p r o d u   o 	 O y n a t m a   h 1z 1	 T c     p h  t 	 K e c e p a t a n   p e m u t a r a n 	 L a j u   m a i n a n 	 *	M	2	G	  	$	?		 	 	 	 	 	 	 	 A f s p e e l s n e l h e i d 	 	 	 V i t e z   r e d a r e 	 	 	   	 	 	 319*  ~.4	 	 	 							  			/ 				  						 	 	 	 	 	 	 	 	 S p e e l s p o e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e l o c i d a d e   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ C A N C E L E D 	 M E D P L Y 	 P O P U P 	 C a n c e l e d 	 C a n c e l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o 	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 	 *E  'D%D:'!	 C a n c e l a d o 	 0p t a l   E d i l d i 	    h y 	 D i b a t a l k a n 	 D i b a t a l k a n 	 0	&	M	&	  	?	/	>	  	/	>		 	 	 	 	 	 	 	 G e a n n u l e e r d 	 	 	 A n u l a t 	 	 	 	 	 	 D:H  1/J/	 	 	 					  			  					d		 	 	 	 	 	 	 	 	 G e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ F O U N D _ O N E 	 M E D P L Y 	 P O P U P C O N F I R M 	 F o u n d 	   f i l e   f o u n d 	 PjHh]~b0R	 *NeN]~b0R	   D%L	   a r c h i v o   e n c o n t r a d o 	   f i c h i e r   t r o u v  	   D a t e i   g e f u n d e n 	   D09;  =0945=	 	   *E  'D9+H1  9DI  'DEDA	   f i c h e i r o   e n c o n t r a d o 	 d o s y a   b u l u n d u 	    t  m   t h y   f i l e 	   f i l e   d i t e m u k a n 	   f a i l   d i j u m p a i 	 +	>		2	  .	?	2	@		 	 	 	 	 	 	 	   b e s t a n d   g e v o n d e n 	 	 	   f i _i e r   g s i t 	 	 	     	 	 	   ~1HF/G  'A*  4/	 	 	 				  					  				d		 	 	 	 	 	 	 	 	 l  e r   g e v i n d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   a r q u i v o   e n c o n t r a d o 
 
 S T R _ I D _ M E D P L Y _ P L S T _ A P P E N D E D _ O N E 	 M E D P L Y 	 P O P U P C O N F I R M 	 a p p e n d e d 	   f i l e   a d d e d 	 PjHh]mR	 *NeN]mR	   D%L@4H!	   a r c h i v o s   a g r e g a d o 	   f i c h i e r   a j o u t  	   D a t e i   h i n z u g e f  g t 	   D09;  4>102;5=	 	   *E*  %6'A)  EDA	   f i c h e i r o   a d i c i o n a d o 	 d o s y a   e k l e n d i 	    t h  m   f i l e 	   f i l e   d i t a m b a h k a n 	   f a i l   d i t a m b a h 	 +	>		2	  	K	!	<	@	  			 	 	 	 	 	 	 	   b e s t a n d   t o e g e v o e g d 	 	 	   f i _i e r   a d u g a t 	 	 	     	 	 	   ~1HF/G  'A2H/G  4/	 	 	 				  					  			  					d		 	 	 	 	 	 	 	 	 l  e r   b y g e v o e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	   a r q u i v o   a d i c i o n a d o 
 
 S T R I N G _ M T P N P _ C A R D 1 _ C O D E _ V E R I F I E D 	 M E R C U R Y 	 P O P U P 	 C a r d 2   C o d e   A c c e p t e d ! 	 S I M 1   c o d e   a c c e p t e d 	 S I M aS1 [xckx	 S I M aS1 [xcknx	 "-!#1#+1*4!1 	 C  d i g o   S I M 1   a c e p t a d o 	 C o d e   S I M 1   a c c e p t  	 S I M 1 - C o d e   a k z e p t i e r t 	 >4  S I M 1   ?@8=OB	 	 *E  B(HD  1E2  (7'B)  S I M 1 	 C  d i g o   d o   S I M 1   a c e i t e 	 S I M 1   k o d u   k a b u l   e d i l d i 	    c h p   n h n   m    S I M 1 	 K o d e   S I M 1   d i t e r i m a 	 K o d   S I M 1   d i t e r i m a 	 S I M 1   	K	!	  8	M	5	@		>	0	  	?	/	>	  	/	>		 	 	 	 	 	 	 	 S I M 1 - c o d e   g e a c c e p t e e r d 	 	 	 C o d   S I M 1   a c c e p t a t 	 	 	   S I M 1   	 	 	 /  S I M 1   ~01A*G  4/	 	 	 				  			  					  						 	 	 	 	 	 	 	 	 S I M 1 - k o d e   a a n v a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  d i g o   S I M 1   a c e i t o 
 
 S T R I N G _ M T P N P _ C A R D 2 _ C O D E _ V E R I F I E D 	 M E R C U R Y 	 P O P U P 	 C a r d 2   C o d e   A c c e p t e d ! 	 S I M 2   c o d e   a c c e p t e d 	 S I M aS2 [xckx	 S I M aS2 [xcknx	 "-!#1#+1*4!2 	 C  d i g o   S I M 2   a c e p t a d o 	 C o d e   S I M 2   a c c e p t  	 S I M 2 - C o d e   a k z e p t i e r t 	 >4  S I M 2   ?@8=OB	 	 *E  B(HD  1E2  (7'B)  S I M 2 	 C  d i g o   d o   S I M 2   a c e i t e 	 S I M 2   k o d u   k a b u l   e d i l d i 	    c h p   n h n   m    S I M 2 	 K o d e   S I M 2   d i t e r i m a 	 K o d   S I M 2   d i t e r i m a 	 S I M 2   	K	!	  8	M	5	@		>	0	  	?	/	>	  	/	>		 	 	 	 	 	 	 	 S I M 2 - c o d e   g e a c c e p t e e r d 	 	 	 C o d   S I M 2   a c c e p t a t 	 	 	   S I M 2   	 	 	 /  S I M 2   ~01A*G  4/	 	 	 				  			  					  						 	 	 	 	 	 	 	 	 S I M 2 - k o d e   a a n v a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  d i g o   S I M 2   a c e i t o 
 
 S T R I N G _ M T P N P _ M A S T E R _ V E D I O _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 1   v i d e o 	 S I M aS1 eq_Gr	 S I M aS1 eƉ	 '45B-4!1   C+!H	 N u e v o   v  d e o   t a r j e t a   S I M 1 	 N o u v e l l e   v i d  o   S I M 1 	 N e u e s   S I M 1 - V i d e o 	 >2>5  2845>  S I M 1   	 	 AJ/JH  ,/J/  AJ  (7'B)  S I M 1 	 N o v o   v  d e o   d o   S I M 1 	 Y e n i   S I M 1   v i d e o s u 	 V i d e o   S I M 1   m i 	 V i d e o   b a r u   d i   S I M 1 	 V i d e o   S I M 1   b a r u 	 (	/	>	  S I M 1   5	@	!	?	/	K		 	 	 	 	 	 	 	 N i e u w e   S I M 1 - v i d e o 	 	 	 V i d e o c l i p   n o u   S I M 1 	 	 	   S I M 1   	 	 	 H/H  ,//  S I M 1 	 	 	 				  				  						 	 	 	 	 	 	 	 	 N u w e   S I M 1 - v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   v  d e o   d e   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ V E D I O _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 N e w   S I M 2   v e d i o 	 S I M aS2 eq_Gr	 S I M aS2 eƉ	 '45B-4!2   C+!H	 N u e v o   v  d e o   S I M 2 	 N o u v e l l e   v i d  o   S I M 2 	 N e u e s   S I M 2 - V i d e o 	 >2>5  2845>  S I M 2   	 	 AJ/JH  ,/J/  AJ  (7'B)  S I M 2 	 N o v o   v  d e o   d o   S I M 2 	 Y e n i   S I M 2   v i d e o s u 	 V i d e o   S I M 2   m i 	 V i d e o   b a r u   d i   S I M 2 	 V i d e o   S I M 2   b a r u 	 (	/	>	  S I M 2   5	@	!	?	/	K		 	 	 	 	 	 	 	 N i e u w e   S I M 2 - v e d i o 	 	 	 V i d e o c l i p   n o u   S I M 2 	 	 	   S I M 2   	 	 	 H/H  ,//  S I M 2 	 	 	 				  				  						 	 	 	 	 	 	 	 	 N u w e   S I M 2 - v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   v  d e o   d e   S I M 2 
 
 S T R I N G _ M T P N P _ M A S T E R _ V E D I O _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   v e d i o 	 hS I M aS1 eq_Gr	 agS I M aS1 eƉ	 '45B-4!1   C+!H	 n u e v o   v  d e o   S I M 1 	 n o u v e l l e   v i d  o   S I M 1 	 N e u e s   S I M 1 - V i d e o 	 =>2>5  2845>  S I M 1 	 	 AJ/JH  ,/J/  AJ  (7'B)  S I M 1 	 n o v o   v  d e o   d o   S I M 1 	 y e n i   S I M 1   v i d e o s u 	 v i d e o   S I M 1   m i 	 v i d e o   b a r u   d i   S I M 1 	 v i d e o   S I M 1   b a r u 	 (	/	>	  S I M 1   5	@	!	?	/	K		 	 	 	 	 	 	 	 n i e u w e   S I M 1 - v e d i o 	 	 	 v i d e o c l i p   n o u   S I M 1 	 	 	   S I M 1   	 	 	 H/H  ,//  S I M 1 	 	 	 				  				  						 	 	 	 	 	 	 	 	 n u w e   S I M 1 - v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o   v  d e o   d e   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ V E D I O _ N U M _ I N D 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   v e d i o 	 hS I M aS2 eq_Gr	 agS I M aS2 eƉ	 '45B-4!2   C+!H	 n u e v o   v  d e o   S I M 2 	 n o u v e l l e   v i d  o   S I M 2 	 N e u e s   S I M 2 - V i d e o 	 =>2>5  2845>  S I M 2   	 	 AJ/JH  ,/J/  AJ  (7'B)  S I M 2 	 n o v o   v  d e o   d o   S I M 2 	 y e n i   S I M 2   v i d e o s u 	 v i d e o   S I M 2   m i 	 v i d e o   b a r u   d i   S I M 2 	 v i d e o   S I M 2   b a r u 	 (	/	>	  S I M 2   5	@	!	?	/	K		 	 	 	 	 	 	 	 n i e u w e   S I M 2 - v e d i o 	 	 	 v i d e o c l i p   n o u   S I M 2 	 	 	   S I M 2   	 	 	 H/H  ,//  S I M 2 	 	 	 				  				  						 	 	 	 	 	 	 	 	 n u w e   S I M 2 - v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o   v  d e o   d e   S I M 2 
 
 S T R I N G _ M T P N P _ M A S T E R _ V E D I O _ N U M _ I N D _ P L U R A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 1   v e d i o s 	 hS I M aS1 eq_Gr	 agS I M aS1 eƉ	 '45B-4!1   C+!H	 n u e v o s   v  d e o s   t a r j e t a   S I M 1 	 n o u v e l l e   v i d  o s   S I M 1 	 N e u e   S I M 1 - V i d e o s 	 =>2>5  2845>  S I M 1 	 	 EB'79  AJ/JH  ,/J/)  AJ  (7'B)  S I M 1 	 n o v o s   v  d e o s   d o   S I M 1 	 y e n i   S I M 1   v i d e o l a r 1	 c  c   v i d e o   S I M 1   m i 	 v i d e o   b a r u   d i   S I M 1 	 v i d e o   S I M 1   b a r u 	 (		  S I M 1   5	@	!	?	/	K		<		 	 	 	 	 	 	 	 n i e u w e   S I M 1 - v e d i o ' s 	 	 	 v i d e o c l i p u r i   n o i   S I M 1 	 	 	     S I M 1   	 	 	 H/HG'  ,//  S I M 1 	 	 	 				  			  	  										 	 	 	 	 	 	 	 	 n u w e   S I M 1 - v i d e o ' s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   v  d e o s   d e   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ V E D I O _ N U M _ I N D _ P L U R A L 	 M E R C U R Y 	 P O P U P 	 M e s s a g e   w a i t t i n g 	 n e w   S I M 2   n e t   v e d i o s 	 hS I M aS2 eq_Gr	 agS I M aS2 eƉ	 @G'45B-4!2   C+!H	 n u e v o s   v  d e o s   S I M 2 	 n o u v e l l e   v i d  o s   n e t   S I M 2 	 N e u e s   S I M 2 - N e t - V i d e o 	 =>2>5  A5B52>5  2845>  S I M 2   	 	 EB'79  AJ/JH  4(CJ)  ,/J/)  AJ  (7'B)  S I M 2 	 n o v o s   v  d e o s   d o   S I M 2 	 y e n i   S I M 2   a   v i d e o l a r 1	 c  c   v i d e o   m n g   S I M 2   m i 	 v i d e o   I n t e r n e t   b a r u   d i   S I M 2 	 v i d e o   S I M 2   b a r u 	 (		  S I M 2   5	@	!	?	/	K		<		 	 	 	 	 	 	 	 n i e u w e   S I M 2 - n e t v e d i o ' s 	 	 	 v i d e o c l i p u r i   r e ce a   n o i   S I M 2 	 	 	       S I M 2   	 	 	 H/H  4(G  '  ,//  S I M 2 	 	 	   				  			  	  			  										 	 	 	 	 	 	 	 	 n u w e   S I M 2 - n e t v i d e o ' s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   v  d e o s   d e   r e d e   d o   S I M 2 
 
 S T R _ I D _ M T P N P _ D M _ S T A T I C _ M O D E 	 M E R C U R Y 	 I C O N T E X T 	 S t a t i c   m o d e 	 U s e   d e f a u l t   m o d e 	 O(u-!j_	 O(u!j_	 C
IB+!@#4H!I	 U s a r   m o d o   p r e t e d e r m i n a d o 	 U t i l i s e r   l e   m o d e   p a r   d  f a u t 	 S t a n d a r d m o d u s   v e r w e n d e n 	 A?>;L7>20BL  @568<  ?>  C<>;G0=8N	 	 '3*./'E  'DH69  'D'A*1'6J	 U t i l i z a r   m o d o   p r e d e f i n i d o 	 V a r s a y 1l a n   m o d u   k u l l a n 	 D  n g   c h     m c   n h 	 G u n a k a n   m o d u s   d e f a u l t 	 G u n a   m o d   l a l a i 	 !	?	+	I	2	M		  .	K	!	  *	M	0	/	K		  	0	G			 	 	 	 	 	 	 	 S t a n d a a r d s t a n d   g e b r u i k e n 	 	 	 U t i l i z a r e   m o d   i m p l i c i t 	 	 	       	 	 	 ('1(1/F  -'D*  ~4  A16	 	 	 						  			  							  					 	 	 	 	 	 	 	 	 G e b r u i k   v e r s t e k m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   m o d o   p a d r  o 
 
 S T R _ I D _ M T P N P _ D M _ D Y N A M I C _ M O D E 	 M E R C U R Y 	 I C O N T E X T 	 D y n a m i c   m o d e 	 S e l e c t   w i t h   S I M   s t a t u s 	 OS I M aSrKaxd	 OS I M aSr`	b	 @%7-I'"*204!	 S e l e c c i o n a r   c o n   e s t a d o   d e   t a r j e t a   S I M 	 S  l e c t i o n n e r   a v e c   l   t a t   S I M 	 M i t   S I M - S t a t u s   w  h l e n 	 K1@0BL  A>AB>O=85  S I M   	 	 *-/J/  E9  -'D)  (7'B)  S I M 	 S e l e c c i o n a r   c o m   o   e s t a d o   d o   S I M 	 S I M   d u r u m u n u   s e  	 C h n   b n g   t  n h   t r n g   S I M 	 P i l i h   d e n g a n   s t a t u s   S I M 	 P i l i h   d e n g a n   s t a t u s   S I M 	 S I M   8	M	%	?	$	?	  	G	  8	>	%	  	A	(	G			 	 	 	 	 	 	 	 S e l e c t e r e n   m e t   S I M - t o e s t a n d 	 	 	 S e l e c t a r e   c u   s t a r e   S I M 	 	 	       S I M 	 	 	 'F*.'(  ('  H69*  S I M 1 	 	 	 			  									  				  							  					 	 	 	 	 	 	 	 	 K i e s   m e t   S I M - s t a t u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   c o m   s t a t u s   S I M 
 
 S T R _ I D _ M T P N P _ D M _ M O D E _ S W I T C H _ T Y P E 	 M E R C U R Y 	 T I T L E ,   I C O N T E X T 	 S w i t c h   t y p e 	 D u a l   S I M   s w i t c h 	 !j_-[e_	 !j_ne_	 *'4
L9-1%4!	 C o n m u t a d o r   d e   t a r j e t a   S I M   d u a l 	 S  l e c t e u r   d o u b l e   S I M 	 D u a l - S I M - S c h a l t e r 	 5@5:;NG0B5;L  =0  425  S I M   	 	 *(/JD  E2/H,  D(7'B)  S I M 	 M u d a n  a   d e   S I M   d u p l o 	  i f t   S I M   a n a h t a r 1	 C h u y n   g i a   h a i   S I M 	 P e n g a l i h a n   S I M   g a n d a 	 P e n u k a r a n   d w i S I M   	 !	A		2	  S I M   8	M	5	?			 	 	 	 	 	 	 	 D u b b e l e   S I M - s c h a k e l a a r 	 	 	 C o m u t a r e   d u a l   S I M 	 	 	   S I M   	 	 	 *:1  S I M   /H*'	 	 	 					  			  					 	 	 	 	 	 	 	 	 D u b b e l e   S I M - s k a k e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m u t a   o   S I M   d u a l 
 
 S T R _ I D _ M T P N P _ S W I T C H _ T Y P E _ R E B O O T _ Q U E R Y 	 M E R C U R Y 	 P O P U P C O N F I R M 	 s w i t c h   t y p e   r e b o o t   c o n f i r m 	 A f t e r   c h a n g i n g   s e t t i n g   p h o n e   w i l l   r e s t a r t .   C o n t i n u e ? 	 f9e-[TKb_j\͑_U|~~	 f9enTKb:g\͑/T~~	 +%125H@%5H"2#1IH2  B#(1L0@#4H!C+!H  3H-+#7-D!H? 	 D e s p u  s   d e   c a m b i a r   l a   c o n f i g u r a c i  n ,   e l   t e l  f o n o   s e   r e i n i c i a r  .    D e s e a   c o n t i n u a r ? 	 A p r  s   l e   c h a n g e m e n t   d e s   r  g l a g e s ,   l e   t  l  p h o n e   r e d  m a r r e r a .   C o n t i n u e r   ? 	 N a c h    n d e r u n g   d e r   E i n s t e l l u n g   s t a r t e t   d a s   T e l e f o n   n e u .   F o r t s e t z e n ? 	 >A;5  87<5=5=8O  ?0@0<5B@>2  B5;5D>=  1C45B  ?5@5703@C65=.   @>4>;68BL? 	 	 (9/  *:JJ1  'D%9/'/  3J*E  %9'/)  *4:JD  'DG'*A.   E*'(9)	 D e p o i s   d e   a l t e r a r   a s   d e f i n i   e s ,   o   t e l e f o n e   r e i n i c i a r  .   C o n t i n u a r ? 	 A y a r   d e i _t i r i l d i k t e n   s o n r a   t e l e f o n   y e n i d e n   b a _l a t 1l a c a k .   D e v a m   e d i l s i n   m i ? 	 S a u   k h i   t h a y   i   c  i   t ,   i n   t h o i   s   k h i   n g   l i .   T i p   t c ? 	 S e t e l a h   m e n g u b a h   p e n g a t u r a n ,   t e l e p o n   a k a n   d i a k t i f k a n   u l a n g .   L a n j u t k a n ? 	 S e l e p a s   m e n u k a r   p e n g e s e t a n   t e l e f o n   a k a n   d i m u l a k a n   s e m u l a .   T e r u s k a n ? 	 8	G		?			  ,	&	2	(	G	  	G	  ,	>	&	  +	K	(	  *	A	(	:   6	A	0	B	  9	K		>	.   	>	0	@	  0		G		? 	 	 	 	 	 	 	 	 N a   h e t   v e r a n d e r e n   v a n   d e   i n s t e l l i n g   z a l   d e   t e l e f o o n   h e r s t a r t e n .   V e r d e r g a a n ? 	 	 	 D u p   m o d i f i c a r e a   s e t r i i   t e l e f o n u l   v a   r e p o r n i .   C o n t i n u a ci ? 	 	 	     ,     .     ? 	 	 	 ~3  '2  *:1  *F8E  *DAF  E,//'  1'G  'F/'2  .H'G/  4/.   9EDJ'*  '/'EG  J'(/	 	 	 					  										  		  			  				  						  				  			d							  					? 	 	 	 	 	 	 	 	 	 F o o n   s a l   w e e r   a a n s i t   n a d a t   i n s t e l l i n g   g e w y s i g   i s .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p  s   t r o c a r   a   c o n f i g u r a   o ,   o   t e l e f o n e   r e i n i c i a r  .   C o n t i n u a r ? 
 
 S T R _ I D _ M T P N P _ D M _ Q U E R Y _ C O N F I R M 	 M E R C U R Y 	 P O P U P C O N F I R M 	 N o   s e r v i c e   q u e r y 	 S e a r c h i n g   f a i l e d ,   r e - s e l e c t   S I M ? 	 d}1YWe͑exdS I M aS	 dQ1Y%͑e	bS I M aS	 2#I+2%I!@+%',   @%7-4!C+!H+#7-D!H? 	 E r r o r   d e   b  s q u e d a .    D e s e a   s e l e c c i o n a r   d e   n u e v o   l a   t a r j e t a   S I M ? 	 E c h e c   d e   r e c h e r c h e ,   r e - s  l e c t i o n n e r   S I M  ? 	 S u c h e   f e h l g e s c h l a g e n ,   S I M   n e u   w  h l e n ? 	 >8A:  =5  C40;AO,   2K1@0BL  4@C3CN  S I M ? 	 	 A4D  'D(-+  %9'/)  *-/J/  (7'B)  S I M 	 F a l h a   a o   p r o c u r a r .   V o l t a r   a   s e l e c c i o n a r   o   S I M ? 	 A r a m a   b a _a r 1s 1z ,   S I M   y e n i d e n   s e  i l s i n   m i ? 	 K h  n g   t h   t  m   k i m ,   c h n   l i   S I M ? 	 P e n c a r i a n   g a g a l ,   p i l i h   S I M   k e m b a l i ? 	 P e n c a r i a n   g a g a l ,   p i l i h   S I M   s e m u l a ? 	 	K		  5	?	+	2	,   *	A	(	:   S I M   	A	(	G		? 	 	 	 	 	 	 	 	 Z o e k e n   m i s l u k t .   S I M   o p n i e u w   s e l e c t e r e n ? 	 	 	 C u t a r e   e _u a t ,   s e l e c t a ci   d i n   n o u   S I M ? 	 	 	   ,         - S I M ? 	 	 	 ,3*,H  F'EHAB  (H/  S I M   1'  /H('1G  'F*.'(  EF/	 	 	 									  						,   			  						  								  					? 	 	 	 	 	 	 	 	 	 S o e k t o g   o n s u k s e s v o l ,   k i e s   S I M   o o r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   p r o c u r a   f a l h o u ,   s e l e c i o n a r   S I M   n o v a m e n t e ? 
 
 S T R _ I D _ M T P N P _ D M _ Q U E R Y _ R E M O V E D _ W I T H _ V A L I D _ N W 	 M E R C U R Y 	 P O P U P 	 N e t w o r k   v a l i d   p o p u p 	 N e t w o r k   r e g i s t e r   s u c c e s s 	 };QbR	 Q~lQbR	 %0@5"@#7-H2"*3@#G	 R e g i s t r o   d e   r e d   c o r r e c t o 	 R  s e a u   e n r e g i s t r    a v e c   s u c c  s 	 N e t z w e r k   e r f o l g r e i c h   r e g i s t r i e r t 	 #A?5H=0O  @538AB@0F8O  2  A5B8	 	 F,'-  *3,JD  'D4(C)	 R e g i s t o   n a   r e d e   e f e c t u a d o   c o m    x i t o 	 A   k a y d 1  b a _a r 1l 1	 n g   k    m n g   t h  n h   c  n g 	 P e n d a f t a r a n   j a r i n g a n   b e r h a s i l 	 P e n d a f t a r a n   r a n g k a i a n   b e r j a y a 	 (	G		5	0	M		  0		?	8	M		0	  8	+	2	$	>		 	 	 	 	 	 	 	 N e t w e r k r e g i s t e r   g e s l a a g d 	 	 	  n r e g i s t r a r e   r e ce a   r e u _i t 	 	 	     	 	 	 +(*  4(G  EHAB  (H/	 	 	 										  									  				 	 	 	 	 	 	 	 	 N e t w e r k r e g i s t r a s i e   s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  x i t o   d e   r e g i s t r o   d e   r e d e 
 
 S T R _ I D _ S M S _ S E N D _ A S _ E M A I L 	 S M S 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T 	 S e n d   a s   e m a i l 	 S e n d   a s   E m a i l 	 NN|v	 ǏNS	 	 	 	 	 B?@028BL  ?>  M;5:B@>==>9  ?>GB5	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ S A V E _ A S _ O B J E C T S 	 S M S 	 I C O N T E X T 	 S a v e   O b j e c t s   S M S   m e n u   i t e m   S t r i n g 	 S a v e   o b j e c t s 	 2QX[irN	 OX[[a	 1@G--@GL	 G u a r d a r   o b j e t o s 	 E n r e g i s t r e r   o b j e t s 	 O b j e k t e   s p e i c h e r n 	 !>E@0=8BL  >1J5:BK	 	 -A8  'DC'&F'*	 G u a r d a r   o b j e c t o s 	 N e s n e l e r i   k a y d e t 	 L u   c  c   i   t n g 	 S i m p a n   o b j e k 	 S i m p a n   o b j e k 	 	,	M		G		M		M	8	  8	9	G		G			 	 	 	 	 	 	 	 O b j e c t e n   o p s l a a n 	 	 	 S a l v a r e   o b i e c t e 	 	 	   	 	 	 0.J1G  '4J'	 	 	 				  				  					 	 	 	 	 	 	 	 	 B e r g   v o o r w e r p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   o b j e t o s 
 
 S T R _ I D _ S M S _ S E N D _ U S S D 	 S M S 	 I C O N T E X T 	 S M S   o p t i o n   S e n d   U S S D   m e n u   s t r i n g 	 S e n d   U S S D 	 PU S S D 	 SU S S D 	 *H  U S S D 	 E n v i a r   U S S D   	 E n v o y e r   U S S D 	 U S S D   s e n d e n 	 B?@028BL  U S S D 	 	 %13'D  U S S D 	 E n v i a r   U S S D 	 U S S D   g  n d e r 	 G i   U S S D 	 K i r i m   U S S D 	 H a n t a r   U S S D 	 U S S D   -	G		G			 	 	 	 	 	 	 	 U S S D   v e r z e n d e n 	 	 	 T r i m i t e r e   U S S D 	 	 	   U S S D 	 	 	 A13*'/F  U S S D 	 	 	 								  						 	 	 	 	 	 	 	 	 S t u u r   U S S D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   U S S D 
 
 S T R _ I D _ S M S _ U S E _ O B J E C T 	 S M S 	 T I T L E ,   I C O N T E X T 	 U s e   o b j e c t   m e n u   S t r i n g 	 U s e   o b j e c t 	 O(uirN	 O(u[a	 C
I--@GL	 U s a r   o b j e t o 	 U t i l i s e r   o b j e t 	 O b j e k t   v e r w e n d e n 	 A?>;L7>20BL  >1J5:B	 	 '3*./'E  C'&F	 U t i l i z a r   o b j e c t o 	 N e s n e y i   k u l l a n 	 D  n g   i   t n g 	 G u n a k a n   o b j e k 	 G u n a   o b j e k 	 	,	M		G		M		  *	M	0	/	K		  	0	G			 	 	 	 	 	 	 	 O b j e c t   g e b r u i k e n 	 	 	 U t i l i z a r e   o b i e c t 	 	 	   	 	 	 ('1(1/F  4!	 	 	 							  							  					 	 	 	 	 	 	 	 	 G e b r u i k   v o o r w e r p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   o b j e t o 
 
 S T R _ I D _ S M S _ A U T O _ F I N D _ O N 	 S M S 	 I C O N T E X T ,   P O P U P 	 A u t o   f i n d   o n 	 A u t o   f i n d   o n 	 R\~b_U	 Sb _ꁨRg~b	 I+2-1B!14@4	 B  s q u e d a   a u t o m  t i c a   a c t i v a d a 	 T r o u v e r   a u t o   a c t i v  	 A u t o m . f i n d e n   a k t i v i e r t 	 2B>?>8A:  2:;NG5=	 	 *4:JD  'D(-+  'D*DB'&J	 L o c a l i z a   o   a u t o m  t i c a   a c t i v a d a 	 O t o m a t i k   b u l m a   a  1k 	 T  m   t   n g   b t 	 P e n c a r i a n   o t o m a t i s   a k t i f 	 C a r i a n   a u t o   n y a l a 	 8	M	5	$	:   	K		  	>	2	B		 	 	 	 	 	 	 	 A u t o m a t i s c h   z o e k e n   a a n 	 	 	 A c t i v a r e   g s i r e   a u t o m a t 	 	 	     	 	 	 ~/'1/F  .H/'1  1H4F	 	 	 										  									  					 	 	 	 	 	 	 	 	 O u t o - v i n d   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n c o n t r o   a u t o m .   e m 
 
 S T R _ I D _ S M S _ A U T O _ F I N D _ O F F 	 S M S 	 I C O N T E X T ,   P O P U P 	 A u t o   f i n d   o f f 	 A u t o   f i n d   o f f 	 R\~bܕ	 sQꁨRg~b	 I+2-1B!144	 B  s q u e d a   a u t o m  t i c a   d e s a c t i v a d a 	 T r o u v e r   a u t o   d  s a c t i v  	 A u t o m . f i n d e n   d e a k t i v i e r t 	 2B>?>8A:  >B:;NG5=	 	 %JB'A  'D(-+  'D*DB'&J	 L o c a l i z a   o   a u t o m  t i c a   d e s a c t i v a d a 	 O t o m a t i k   b u l m a   k a p a l 1	 T  m   t   n g   t t 	 P e n c a r i a n   o t o m a t i s   t i d a k   a k t i f 	 C a r i a n   a u t o   p a d a m 	 8	M	5	$	:   	K		  ,		&		 	 	 	 	 	 	 	 A u t o m a t i s c h   z o e k e n   u i t 	 	 	 D e z a c t i v a r e   g s i r e   a u t o m a t 	 	 	     	 	 	 ~/'1/F  .H/'1  .'EH4	 	 	 										  									  					 	 	 	 	 	 	 	 	 O u t o - v i n d   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n c o n t r o   a u t o m .   d e s l i g a d o 
 
 S T R _ I D _ S M S _ P R E F E R E D _ B E A R E R _ T I T L E E N T R Y 	 S M S 	 T I T L E 	 M e s s a g e   S e t u p   P r e f e r r e d   B e a r e r   S M S     S t r i n g 	 P r e f e r r e d   c o n n . 	 x#P}	 	ޏc	 2#@
7H-!H-5H@%7-C
I	 C o n e x i  n   p r e f e r i d a 	 C o n n .   p r  f  r  e 	 B e v o r z u g t e   V e r b . 	 @54?>GB8B5;L=>5  A>548=5=85	 	 'D'*5'D  'DEA6D	 L i g a   o   p r e f e r i d a 	 T r c h .   E d l n .   B l n t . 	 K t   n i   u   t i  n 	 S a m b u n g a n   p i l i h a n 	 S a m b u n g a n   t e r p i l i h 	 *	8		&	@	&	>	  	(	G		M	6	(		 	 	 	 	 	 	 	 V o o r k e u r s v e r b i n d i n g 	 	 	 C o n e x i u n i   f a v o r i t e 	 	 	   	 	 	 '*5'D  /D.H'G	 	 	 								  						 	 	 	 	 	 	 	 	 V o o r k e u r v e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x  o   p r e f e r i d a 
 
 S T R _ I D _ S M S _ V M _ V I D E O _ I N D 	 S M S 	 P O P U P 	 N e w   v i d e o   w a i t t i n g 	 N e w   v i d e o 	 eq_Gr	 eƉ	 '45B-C+!H	 N u e v o   v  d e o 	 N o u v e l l e   v i d  o 	 N e u e s   V i d e o 	 >2>5  2845>	 	 AJ/JH  ,/J/	 N o v o   v  d e o 	 Y e n i   v i d e o 	 V i d e o   m i 	 V i d e o   b a r u 	 V i d e o   B a r u 	 (	/	>	  5	@	!	?	/	K		 	 	 	 	 	 	 	 N i e u w e   v i d e o 	 	 	 V i d e o c l i p   n o u 	 	 	   	 	 	 ADE  ,//	 	 	 				  						 	 	 	 	 	 	 	 	 N u w e   v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   v  d e o 
 
 S T R _ I D _ S M S _ V M _ V I D E O _ N U M _ I N D 	 S M S 	 U N L I M 	 n u m b e r   o f   n e w   o t h e r   n e t w o r k   w a i t t i n g 	 n e w   v i d e o 	 heq_Gr	 ageƉ	 '45B-C+!H	 n u e v o   v  d e o 	 n o u v e l l e   v i d  o 	 N e u e s   V i d e o 	 =>2>5  2845>	 	 AJ/JH  ,/J/	 n o v o   v  d e o 	 y e n i   v i d e o 	 v i d e o   m i 	 v i d e o   b a r u 	 v i d e o   b a r u 	 (	/	>	  5	@	!	?	/	K		 	 	 	 	 	 	 	 n i e u w e   v i d e o 	 	 	 v i d e o c l i p   n o u 	 	 	   	 	 	 ADE  ,//	 	 	 				  						 	 	 	 	 	 	 	 	 n u w e   v i d e o 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o   v  d e o 
 
 S T R _ S M S _ N O _ M E S S A G E _ M O V E D 	 S M S 	 P O P U P 	 S M S   n o   m e s s a g e   m o v e d 	 N o   m e s s a g e   m o v e d 	 Oo`*g,dy	 Oo`*gyR	 	 	 	 	 !>>1I5=85  =5  ?5@5=5A5=>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S M S _ N O _ M E S S A G E _ C O P I E D 	 S M S 	 P O P U P 	 S M S   n o   m e s s a g e   c o p i e d 	 N o   m e s s a g e   c o p i e d 	 Oo`*g	 Oo`*g
Y6R	 	 	 	 	 !>>1I5=85  =5  A:>?8@>20=>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ F I L T E R _ B Y 	 S M S 	 T I T L E ,   T E X T ,   I C O N T E X T ,   P O P U P ,   P O P U P C O N F I R M 	 M S   l i s t   o p t i o n   f i l t e r   b y   S t r i n g 	 F i l t e r   b y 	 {xe_	 [{	e_	 	 	 	 	 $8;LB@  ?>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ V M _ V I D E O _ N U M _ I N D _ P L U R A L 	 S M S 	 U N L I M 	 n u m b e r   o f   n e w   v i d e o   w a i t t i n g 	 n e w   v i d e o s 	 heq_Gr	 ageƉ	 '45B-C+!H	 n u e v o s   v  d e o s 	 n o u v e l l e s   v i d  o s 	 N e u e   V i d e o s 	 =>2K5  2845>	 	 EB'79  AJ/JH  ,/J/)	 n o v o s   v  d e o s 	 y e n i   v i d e o l a r 	 c  c   v i d e o   m i 	 v i d e o   b a r u 	 v i d e o   b a r u 	 (		  5	@	!	?	/	K		<		 	 	 	 	 	 	 	 n i e u w e   v i d e o ' s 	 	 	 v i d e o c l i p u r i   n o i 	 	 	     	 	 	 ADE  ,//	 	 	 				  										 	 	 	 	 	 	 	 	 n u w e   v i d e o ' s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n o v o s   v  d e o s 
 
 S T R _ I D _ I M E I _ S A M E 	 B o o t u p 	 C 0 3 3 _ 1 ,   C 4 3 3 _ 1 	 S a m e   I M E I 	 S a m e   I M E I 	 vTvI M E I 	 vTvI M E I 	 	 	 	 	 ">B  65  I M E I 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B O O T U P _ S E L E C T _ S I M 	 B o o t u p 	 T I T L E 	 S e l e c t   S I M 	 S e l e c t   S I M 	 xdS I M aS	 	bS I M aS	 @%7-4!	 S e l e c c i o n a r   S I M 	 S  l e c t i o n n e r   S I M 	 S I M   w  h l e n 	 K1@0BL  S I M 	 	 *-/J/  (7'B)  S I M 	 S e l e c c i o n a r   S I M 	 S I M   s e  	 C h n   S I M 	 P i l i h   S I M 	 P i l i h   S I M 	 S I M   	A	(	G			 	 	 	 	 	 	 	 S I M   s e l e c t e r e n 	 	 	 S e l e c t a r e   S I M 	 	 	     S I M 	 	 	 'F*.'(  S I M 	 	 	 			  								  					 	 	 	 	 	 	 	 	 K i e s   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   S I M 
 
 S T R _ I D _ B O O T U P _ D U A L _ S I M 	 B o o t u p 	 I C O N T E X T 	 E n t e r   d u a l   S I M   m o d e 	 D u a l   S I M   o p e n 	 ٖ!j	 S!j _	 4!9H@4	 A b r i r   S I M   d u a l 	 O u v e r t u r e   S I M   d o u b l e 	 D u a l - S I M    f f n e n 	 B:@KBL  425  S I M   	 	 A*-  (7'B*J  S I M 	 A b r i r   S I M   d u p l o 	  i f t   S I M   a  1k 	 H a i   S I M   c  n g   m 	 K e d u a   S I M   t e r b u k a 	 D w i S I M   t e r b u k a 	 !	A		2	  S I M   	A	2	@		 	 	 	 	 	 	 	 D u b b e l e   S I M   o p e n 	 	 	 D e s c h i d e r e   d u a l   S I M 	 	 	 S I M     	 	 	 ('21/F  S I M   /H*'	 	 	 					  			  					 	 	 	 	 	 	 	 	 D u b b e l e   S I M   o o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   S I M   a b e r t a s 
 
 S T R _ I D _ B O O T U P _ S I M 1 _ O N L Y 	 B o o t u p 	 I C O N T E X T 	 P o w e r - o n   w i t h   S I M 1   o n l y 	 O n l y   S I M 1   o p e n 	 PS I M aS1 	 NS I M aS1  _	 @	204!1   @4	 S  l o   a b r i r   S I M 1 	 S I M 1   s e u l e m e n t   o u v e r t e 	 N u r   S I M 1    f f n e n 	 B:@KB0  B>;L:>  S I M 1   	 	 AB7  (7'B)  S I M 1   AB7	 A b r i r   a p e n a s   S I M 1 	 Y a l n 1z c a   S I M 1   a  1k 	 C h   m   S I M 1 	 H a n y a   S I M 1   y a n g   t e r b u k a 	 H a n y a   S I M 1   t e r b u k a 	 	G	5	2	  S I M 1   	A	2	@		 	 	 	 	 	 	 	 A l l e e n   S I M 1   o p e n 	 	 	 D e s c h i d e r e   d o a r   S I M 1 	 	 	 S I M 1     	 	 	 ('21/F  S I M 1   (G  *FG'	 	 	 				  				  					 	 	 	 	 	 	 	 	 S l e g s   S I M 1   o o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o m e n t e   S I M 1   a b e r t o 
 
 S T R _ I D _ B O O T U P _ S I M 2 _ O N L Y 	 B o o t u p 	 I C O N T E X T 	 P o w e r - o n   w i t h   S I M 2   o n l y 	 O n l y   S I M 2   o p e n 	 PS I M aS2 	 NS I M aS2  _	 @	204!2   @4	 S  l o   a b r i r   S I M 2 	 S I M 2   s e u l e m e n t   o u v e r t e 	 N u r   S I M 2    f f n e n 	 B:@KB0  B>;L:>  S I M 2 	 	 AB7  (7'B)  S I M 2   AB7	 A b r i r   a p e n a s   S I M 2 	 Y a l n 1z c a   S I M 2   a  1k 	 C h   m   S I M 2 	 H a n y a   S I M 2   y a n g   t e r b u k a 	 H a n y a   S I M 2   t e r b u k a 	 	G	5	2	  S I M 2   	A	2	@		 	 	 	 	 	 	 	 A l l e e n   S I M 2   o p e n 	 	 	 D e s c h i d e r e   d o a r   S I M 2 	 	 	 S I M 2     	 	 	 ('21/F  S I M 2   (G  *FG'	 	 	 				  				  					 	 	 	 	 	 	 	 	 S l e g s   S I M 2   o o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o m e n t e   S I M 2   a b e r t o 
 
 T O U C H _ S C R _ L O C K E D _ M E S S A G E _ R U N N I N G _ S T R 	 I d l e 	 P O P U P 	 S t r i n g   f o r   k e y p a d   a n d   s c r e e n   l o c k e d   p o p u p 	 K e y p a d   a n d   s c r e e n   l o c k e d 	 uvTU^]
N	 .vTO\U^]
N	 	 	 	 	 ;0280BC@0  8  M:@0=  701;>:8@>20=K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 T O U C H _ S C R _ U N L O C K E D _ M E S S A G E _ R U N N I N G _ S T R 	 I d l e 	 P O P U P 	 S t r i n g   f o r   k e y p a d   a n d   s c r e e n   u n l o c k e d   p o p u p 	 K e y p a d   a n d   s c r e e n   u n l o c k e d 	 uvTU^]	 .vTO\U^] _	 	 	 	 	 ;0280BC@0  8  M:@0=  @071;>:8@>20=K
 
 S T R _ I D _ U M M S _ M M S _ P R E F E R _ S T O R A G E 	 U M M S 	 T I T L E ,   I C O N T E X T 	 M M S   p r e f e r r e d   s t o r a g e 	 P r e f e r r e d   s t o r a g e 	 ca(uv2QX[݈n	 	X[P	 	 	 	 	 "8?  ?0<OB8
 
 S T R _ I D _ U M M S _ M M S _ P R E F E R _ S T O R A G E _ P H O N E 	 U M M S 	 T I T L E ,   I C O N T E X T ,   U N L I M ,   T W O S T A T E 	 P h o n e   m e m o r y 	 P h o n e 	 Kb_j	 Kb:g	 	 	 	 	 "5;5D>=
 
 S T R _ I D _ U M M S _ M M S _ P R E F E R _ S T O R A G E _ C A R D 	 U M M S 	 T I T L E ,   I C O N T E X T ,   U N L I M ,   T W O S T A T E 	 M e m o r y   c a r d 	 M e m o r y   c a r d 	 aaS	 X[PaS	 	 	 	 	 0@B0  ?0<OB8
 
 S T R _ I D _ U M M S _ M M S _ N O _ M E M _ C A R D 	 U M M S 	 P O P U P 	 M e m o r y   c a r d   n o t   p r e s e n t 	 M e m o r y   c a r d   r e m o v e d 	 aaS]SQ	 X[PaS]SQ	 	 	 	 	 0@B0  ?0<OB8  >BACBAB2C5B
 
 S T R _ I D _ U M M S _ M M S _ C U R R _ S T O R A G E 	 U M M S 	 U N L I M 	 C u r r e n t   s t o r a g e   o f   M M S 	 S t o r a g e : 	 2QX[	 X[P	 	 	 	 	 %@0=5=85: 
 
 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ P H O N E 	 U M M S 	 I C O N T E X T 	 M o v e   t o   p h o n e 	 M o v e   t o   p h o n e 	 yKb_j	 y0RKb:g	 	 	 	 	 5@5<5AB8BL
 
 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ C A R D 	 U M M S 	 I C O N T E X T 	 M o v e   t o   m e m o r y   c a r d 	 M o v e   t o   m e m o r y   c a r d 	 yaaS	 y0RX[PaS	 	 	 	 	 5@5<5AB8BL  =0  :0@BC  ?0<OB8
 
 S T R _ I D _ U M M S _ O P T I O N S _ C O P Y _ T O _ P H O N E 	 U M M S 	 I C O N T E X T 	 C o p y   t o   P h o n e 	 C o p y   t o   p h o n e 	 0RKb_j	 
Y6R0RKb:g	 	 	 	 	 !:>?8@>20BL  2  B5;5D>=
 
 S T R _ I D _ U M M S _ O P T I O N S _ C O P Y _ T O _ C A R D 	 U M M S 	 I C O N T E X T 	 C o p y   t o   m e m o r y   c a r d 	 C o p y   t o   m e m o r y   c a r d 	 0RaaS	 
Y6R0RX[PaS	 	 	 	 	 !:>?8@>20BL  =0  :0@BC  ?0<OB8
 
 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ P H O N E _ A S K 	 U M M S 	 P O P U P C O N F I R M 	 M o v e   t o   p h o n e   ? 	 M o v e   t o   p h o n e ? 	 yKb_j	 y0RKb:g	 	 	 	 	 5@5<5AB8BL  ? 
 
 S T R _ I D _ U M M S _ O P T I O N S _ M O V E _ T O _ C A R D _ A S K 	 U M M S 	 P O P U P C O N F I R M 	 M o v e   t o   m e m o r y   c a r d   ? 	 M o v e   t o   m e m o r y   c a r d ? 	 yaaS	 y0RX[PaS	 	 	 	 	 5@5<5AB8BL  =0  :0@BC  ?0<OB8? 
 
 S T R _ I D _ U M M S _ O P T I O N S _ C O P Y _ T O _ P H O N E _ A S K 	 U M M S 	 P O P U P C O N F I R M 	 C o p y   t o   p h o n e   ? 	 C o p y   t o   p h o n e ? 	 0RKb_j	 
Y6R0RKb:g	 	 	 	 	 !:>?8@>20BL  2  B5;5D>=? 
 
 S T R _ I D _ U M M S _ O P T I O N S _ C O P Y _ T O _ C A R D _ A S K 	 U M M S 	 P O P U P C O N F I R M 	 C o p y   t o   m e m o r y   c a r d   ? 	 C o p y   t o   m e m o r y   c a r d ? 	 0RaaS	 
Y6R0RX[PaS	 	 	 	 	 !:>?8@>20BL  =0  :0@BC  ?0<OB8? 
 
 S T R _ I D _ U M M S _ C O P Y _ T O _ C A R D _ D O N E 	 U M M S 	 P O P U P 	 C o p i e d   t o   m e m o r y   c a r d 	 C o p i e d   t o   m e m o r y   c a r d 	 ]0RaaS	 ]
Y6R0RX[PaS	 	 	 	 	 !:>?8@>20=>  =0  :0@BC  ?0<OB8
 
 S T R _ I D _ U M M S _ C O P Y _ T O _ P H O N E _ D O N E 	 U M M S 	 P O P U P 	 C o p i e d   t o   p h o n e 	 C o p i e d   t o   p h o n e 	 ]0RKb_j	 ]
Y6R0RKb:g	 	 	 	 	 !:>?8@>20=>  =0  B5;5D>=
 
 S T R _ I D _ U M M S _ M O V E _ T O _ C A R D _ D O N E 	 U M M S 	 P O P U P 	 M o v e d   t o   m e m o r y   c a r d 	 M o v e d   t o   m e m o r y   c a r d 	 ]yaaS	 ]y0RX[PaS	 	 	 	 	 5@5<5I5=>  =0  :0@BC  ?0<OB8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ M O V E _ T O _ P H O N E _ D O N E 	 U M M S 	 P O P U P 	 M o v e d   t o   P h o n e 	 M o v e d   t o   p h o n e 	 ]yKb_j	 ]y0RKb:g	 	 	 	 	 5@5<5I5=>  =0  B5;5D>=	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ P H O N E _ F U L L _ U S E _ C A R D _ M E M 	 U M M S 	 P O P U P C O N F I R M 	 P h o n e   m e m o r y   f u l l , u s e   m e m o r y   c a r d   ? 	 P h o n e   m e m o r y   f u l l , u s e   m e m o r y   c a r d ? 	 Kb_jaԚ]nO(uaaS	 Kb:gQX[]nO(uX[PaS	 	 	 	 	 0<OBL  B5;5D>=0  70?>;=5=0,   8A?>;L7>20BL  :0@BC  ?0<OB8? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ C A R D _ F U L L _ U S E _ P H O N E _ M E M 	 U M M S 	 P O P U P C O N F I R M 	 C a r d   m e m o r y   f u l l , u s e   p h o n e ? 	 C a r d   m e m o r y   f u l l , u s e   p h o n e ? 	 aaS]nO(uKb_j	 X[PaS]nO(uKb:g	 	 	 	 	 0@B0  ?0<OB8  70?>;=5=0,   8A?>;L7>20BL  B5;5D>=? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ C A R D _ N O T _ P R E S E N T _ U S E _ P H O N E 	 U M M S 	 P O P U P C O N F I R M 	 M e m o r y   c a r d   r e m o v e d ,   u s e   p h o n e ? 	 M e m o r y   c a r d   r e m o v e d ,   u s e   p h o n e ? 	 ]SQaaSO(uKb_j	 X[PaS]SQO(uKb:g	 	 	 	 	 0@B0  ?0<OB8  >BACBAB2C5B,   8A?>;L7>20BL  B5;5D>=? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ H I N T _ M E S S A G E 	 U M M S 	 H I N T 	 h i n t   f o r   m e s s a g e 	 m e s s a g e 	 \
o`	 \Oo`	 	 	 	 	 A>>1I5=85	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U M M S _ H I N T _ M E S S A G E S 	 U M M S 	 H I N T 	 h i n t   f o r   m e s s a g e s 	 m e s s a g e s 	 \
o`	 \Oo`	 	 	 	 	 A>>1I5=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ E N G L I S H 	 C a l e n d a r 	 T W O S T A T E 	 E n g l i s h 	 E n g l i s h 	 񂞊	 	 -1$)	 I n g l  s 	 A n g l a i s 	 E n g l i s c h 	 =3;89A:89	 	 'D%F,DJ2J)	 I n g l  s 	 0n g i l i z c e 	 T i n g   A n h 	 I n g g r i s 	 I n g g e r i s 	 			M	0	G		@		 	 	 	 	 	 	 	 E n g e l s 	 	 	 E n g l e z 	 	 	 	 	 	 'FDJ3	 	 	 							 	 	 	 	 	 	 	 	 E n g e l s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t u g u  s 
 
 S T R _ C L N D R _ E N G L I S H _ H E L P 	 C L N D R 	 U N L I M 	 H e l p   f o r   E n g l i s h   C a l e n d a r 	 ( 1 )   T h i s   i s   b a s e d   o n   G r e g o r i a n   c a l e n d a r .   S u p p o r t   i s   p r e s e n t   f r o m   y e a r   1 9 7 0   t o   2 0 3 0 . \ n ( 2 )   U s e   s t a r   k e y   ( * )   t o   s w i t c h   b e t w e e n   c a l e n d a r s . 	 ( 1 ) /flQfewk0/ec_1 9 7 0 t^0R2 0 3 0 t^0\ n ( 2 ) f_u( * ) S(uN(W
NTefKNRc0	 ( 1 ) ُ/flQSeS0/ecN1 9 7 0 t^0R2 0 3 0 t^0\ n ( 2 ) fS.( * ) S(uN(W
NTeSKNRbc0	 ( 1 )   C
II-!9%244##!2  05I*1*82#3225  1 9 7 0   6  2 0 3 0 \ n ( 2 )   C
I8H!2'  ( * )   @7H-*%1#0+'H244H2F	 ( 1 )   S e   b a s a   e n   e l   c a l e n d a r i o   g r e g o r i a n o .   E l   s e r v i c i o   d e   a y u d a   e s t    d i s p o n i b l e   d e s d e   e l   a  o   1 9 7 0   h a s t a   e l   a  o   2 0 3 0 . \ n ( 2 )   U t i l i c e   e l   b o t  n   a s t e r i s c o   ( * )   p a r a   c a m b i a r   e n t r e   c a l e n d a r i o s . 	 ( 1 )   I l   e s t   b a s    s u r   l e   c a l e n d r i e r   G r  g o r i e n .   I l   s u p p o r t e   l e s   a n n  e s   d e   1 9 7 0      2 0 3 0   u n i q u e m e n t . \ n ( 2 )   U t i l i s e z   l a   t o u c h e    t o i l e   ( * )   p o u r   c h a n g e r   e n t r e   l e s   c a l e n d r i e r s . 	 ( 1 )   D i e s   b a s i e r t   a u f   d e m   g r e g o r i a n i s c h e n   K a l e n d e r .   U n t e r s t  t z t   w i r d   a b   d e m   J a h r   1 9 7 0   b i s   2 0 3 0 . \ n ( 2 )   M i t   d e r   S t e r n c h e n t a s t e   ( * )   s c h a l t e n   S i e   z w i s c h e n   d e n   K a l e n d e r n   h i n   u n d   h e r . 	 ( 1 )   A=>20=>  =0  @83>@80=A:><  :0;5=40@5.   <55BAO  ?>445@6:0  A  1 9 7 0   ?>  2 0 3 0   3>4.   \ n ( 2 )   A?>;L7C9B5  :;028HC  ( * )   4;O  ?5@5:;NG5=8O  <564C  :0;5=40@O<8. 	 	 ( 1 )   J3*F/  G0'  %DI  'D*BHJE  'DEJD'/J  J*H'A1  'D/9E  DDA*1)  EF  1 9 7 0   %DI  2 0 3 0 . \ n ( 2 )   '3*./E  EA*'-  'DF,E)  ( * )   DD*(/JD  (JF  'D*B'HJE. 	 ( 1 )   B a s e a d o   n o   c a l e n d  r i o   G r e g o r i a n o .   S u p o r t a   d e s d e   a   a n o   1 9 7 0   a   2 0 3 0 . \ n ( 2 )   U t i l i z e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   m u d a r   d e   c a l e n d  r i o . 	 ( 1 )   B u   G r e g o r y a n   t a k v i m i n i   e a s   a l 1r .   1 9 7 0 - 2 0 3 0   y 1l l a r 1n 1  d e s t e k l e r . \ n ( 2 )   T a k v i m l e r   a r a s 1n d a   g e  i _  y a p m a k   i  i n   y 1l d 1z   t u _u n u   ( * )   k u l l a n 1n . 	 ( 1 )     T  y   c h n   n  y   d a   v  o   l c h   G i  o   h o  n g   G r e g o r y   X I I I .     H i n   c h   h   t r   t   n m   1 9 7 0     -     2 0 3 0 . \ n ( 2 )     D  n g   p h  m   s a o     ( * )       c h u y n   i   g i   c  c   l c h . 	 ( 1 )   I n i   b e r b a s i s   k a l e n d e r   M a s e h i .   D u k u n g a n   t e r s e d i a   s e j a k   1 9 7 0   h i n g g a   2 0 3 0 . \ n ( 2 )   G u n a k a n   t o m b o l   t a n d a   b i n t a n g   ( * )   u n t u k   b e r a l i h   d i   a n t a r a   k a l e n d e r . 	 ( 1 )   I n i   b e r d a s a r k a n   k e p a d a   k a l e n d a r   G r e g o r y .   H a n y a   t a h u n   1 9 7 0   h i n g g a   2 0 3 0   d i s o k o n g . \ n ( 2 )   G u n a   k e k u n c i   b i n t a n g   ( * )   u n t u k   b e r t u k a r   d i   a n t a r a   k a l e n d a r . 	 ( 1 )   /	9	  	M	0	G		K	0	?	/	(	  	H	2	G		!	0	  *	0	  	'	>	0	?	$	  9	H	.   5	0	M	7	  1 9 7 0   8	G	  2 0 3 0   $		  8	.	0	M	%	(	  .	L		B	&	  9	H	.   \ n ( 2 )   		  	H	2	G		!	0	  8	G	  &	B	8	0	G	  .	G		  	>	(	G	  	G	  2	?		  8	M		>	0	  	A			@	  ( * )   	>	  *	M	0	/	K		  	0	G		. 	 	 	 	 	 	 	 	 ( 1 )   D i t   i s   g e b a s e e r d   o p   d e   G r e g o r i a a n s e   k a l e n d e r .   D e   k a l e n d e r   w e r k t     t u s s e n   d e   j a r e n   1 9 7 0   e n   2 0 3 0 . \ n ( 2 ) D r u k   o p   d e   t o e t s   m e t   h e t   s t e r r e t j e   ( * )   o m   t u s s e n   k a l e n d e r s   o m   t e   s c h a k e l e n . 	 	 	 ( 1 )   S e   b a z e a z   p e   c a l e n d a r u l   g r e g o r i a n .   P r o g r a m u l   a c c e p t   d o a r   p e r i o a d a   1 9 7 0   -   2 0 3 0 . \ n ( 2 )   U t i l i z a ci   t a s t a   s t e l u c  ( * )   p e n t r u   a   c o m u t a    n t r e   c a l e n d a r e . 	 	 	 ( 1 )           .         1 9 7 0     2 0 3 0 . \ n ( 2 )       ( * )           . 	 	 	 ( 1 )   (1  '3'3  *BHE  ED'/  E('4/.   '2  3'DG'  (F  1 9 7 0   *'  2 0 3 0   ~4*('F  E1//. / n ( 2 )   (1'  *:1  E'F  *BHEG'  D/  ( * )   1'  (2F/. 	 	 	 ( 	)   			  						  													  			  						  			  				  			  					d	  				  				  				  			  							  						  						  			  				d	\ n ( 	)   		  											  				  				  												  				  					  		  ( * )   							  				d		 	 	 	 	 	 	 	 	 ( 1 )   D i t   i s   g e b a s e e r   o p   d i e   G r e g o r i a a n s e   k a l e n d e r .   V e r s o e n b a a r h e i d   i s   b e s k i k b a a r   v a n a f   1 9 7 0   t o t   2 0 3 0 . \ n ( 2 )   G e b r u i k   s t e r t o e t s   ( * )   o m   k a l e n d e r s   t e   w i s s e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( 1 )   E s t e      b a s e a d o   n o   c a l e n d  r i o   g r e g o r i a n o .   H    s u p o r t e   d o   a n o   1 9 7 0   a   2 0 3 0 . \ n ( 2 )   U s e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   a l t e r n a r   e n t r e   o s   c a l e n d  r i o s . 
 
 S T R _ C L N D R _ C H I N E S E _ H E L P 	 C L N D R 	 U N L I M 	 H e l p   f o r   C h i n e s e   C a l e n d a r 	 ( 1 )   T h i s   i s   b a s e d   o n   C h i n e s e   L u n a r   C a l e n d a r .   S u p p o r t   i s   p r e s e n t   f r o m   y e a r   1 9 7 0   t o   2 0 3 0 . \ n ( 2 )   U s e   s t a r   k e y   ( * )   t o   s w i t c h   b e t w e e n   c a l e n d a r s . 	 ( 1 ) /f-NWfef0/ec_1 9 7 0 t^0R2 0 3 0 t^0\ n ( 2 ) f_u( * ) S(uN(W
NTefKNRc0	 ( 1 ) ُ/f-NVQSeS0/ecN1 9 7 0 t^0R2 0 3 0 t^0\ n ( 2 ) fS.( * ) S(uN(W
NTeSKNRbc0	 ( 1 )   C
II-!9%2441#4-5  05I*1*82#3225  1 9 7 0   6  2 0 3 0 \ n ( 2 )   C
I8H!2'  ( * )   @7H-*%1#0+'H244H2F	 ( 1 )   S e   b a s a   e n   e l   c a l e n d a r i o   l u n a r   c h i n o .   E l   s e r v i c i o   d e   a y u d a   e s t    d i s p o n i b l e   d e s d e   e l   a  o   1 9 7 0   h a s t a   e l   a  o   2 0 3 0 . \ n ( 2 )   U t i l i c e   e l   b o t  n   a s t e r i s c o   ( * )   p a r a   c a m b i a r   e n t r e   c a l e n d a r i o s . 	 ( 1 )   I l   e s t   b a s    s u r   l e   c a l e n d r i e r   l u n a i r e   C h i n o i s .   I l   s u p p o r t e   l e s   a n n  e s   d e   1 9 7 0      2 0 3 0   u n i q u e m e n t . \ n ( 2 )   U t i l i s e z   l a   t o u c h e    t o i l e   ( * )   p o u r   c h a n g e r   e n t r e   l e s   c a l e n d r i e r s . 	 ( 1 )   D i e s   b a s i e r t   a u f   d e m   c h i n e s i s c h e n   M o n d k a l e n d e r .   U n t e r s t  t z t   w i r d   a b   d e m   J a h r   1 9 7 0   b i s   2 0 3 0 . \ n ( 2 )   M i t   d e r   S t e r n c h e n t a s t e   ( * )   s c h a l t e n   S i e   z w i s c h e n   d e n   K a l e n d e r n   h i n   u n d   h e r . 	 ( 1 )   A=>20=>  =0  8B09A:><  ;C==><  :0;5=40@5.   <55BAO  ?>445@6:0  A  1 9 7 0   ?>  2 0 3 0   3>4.   \ n ( 2 )   A?>;L7C9B5  :;028HC  ( * )   4;O  ?5@5:;NG5=8O  <564C  :0;5=40@O<8. 	 	 ( 1 )   J3*F/  G0'  %DI  'D*BHJE  'DBE1J  'D5JFJ.   J*H'A1  'D/9E  DDA*1)  EF  1 9 7 0   %DI  2 0 3 0 . \ n ( 2 )   '3*./E  EA*'-  'DF,E)  ( * )   DD*(/JD  (JF  'D*B'HJE. 	 ( 1 )   B a s e a d o   n o   c a l e n d  r i o   L u n a r   C h i n  s .   S u p o r t a   d e s d e   a   a n o   1 9 7 0   a   2 0 3 0 . \ n ( 2 )   U t i l i z e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   m u d a r   d e   c a l e n d  r i o . 	 ( 1 )   B u    i n   A y   T a k v i m i n i   e s a s   a l 1r .   1 9 7 0 - 2 0 3 0   y 1l l a r 1n 1  d e s t e k l e r . \ n ( 2 )   T a k v i m l e r   a r a s 1n d a   g e  i _  y a p m a k   i  i n   y 1l d 1z   y u _u n u   ( * )   k u l l a n 1n . 	 ( 1 )     T  y   c h n   n  y   d a   v  o    m   L c h   T r u n g   Q u c .   H i n   c h   h   t r   t   n m   1 9 7 0     -     2 0 3 0 . \ n ( 2 )     D  n g   p h  m   s a o   ( * )     c h u y n   i   g i   c  c   l c h . 	 ( 1 )   I n i   b e r b a s i s   K a l e n d e r   M a t a h a r i   C i n a .   D u k u n g a n   t e r s e d i a   s e j a k   1 9 7 0   h i n g g a   2 0 3 0 . \ n ( 2 )   G u n a k a n   t o m b o l   t a n d a   b i n t a n g   ( * )   u n t u k   b e r a l i h   d i   a n t a r a   k a l e n d e r . 	 ( 1 )   I n i   b e r d a s a r k a n   k e p a d a   K a l e n d a r   Q a m a r i   C i n a .   H a n y a   t a h u n   1 9 7 0   h i n g g a   2 0 3 0   d i s o k o n g . \ n ( 2 )   G u n a   k e k u n c i   b i n t a n g   ( * )   u n t u k   b e r t u k a r   d i   a n t a r a   k a l e n d a r . 	 ( 1 )   /	9	  	@	(	@	  2	A	(	>	0	  	H	2	G		!	0	  *	0	  	'	>	0	?	$	  9	H	.   5	0	M	7	  1 9 7 0   8	G	  2 0 3 0   $		  8	.	0	M	%	(	  .	L		B	&	  9	H	.   \ n ( 2 )   		  	H	2	G		!	0	  8	G	  &	B	8	0	G	  .	G		  	>	(	G	  	G	  2	?		  8	M		>	0	  	A			@	  ( * )   	>	  *	M	0	/	K		  	0	G		. 	 	 	 	 	 	 	 	 ( 1 )   D i t   i s   g e b a s e e r d   o p   d e   C h i n e s e   m a a n k a l e n d e r .   D e   k a l e n d e r   w e r k t     t u s s e n   d e   j a r e n   1 9 7 0   e n   2 0 3 0 . \ n ( 2 ) D r u k   o p   d e   t o e t s   m e t   h e t   s t e r r e t j e   ( * )   o m   t u s s e n   k a l e n d e r s   o m   t e   s c h a k e l e n . 	 	 	 ( 1 )   S e   b a z e a z   p e   c a l e n d a r u l   l u n a r   c h i n e z e s c .   P r o g r a m u l   a c c e p t   d o a r   p e r i o a d a   1 9 7 0   -   2 0 3 0 . \ n ( 2 )   U t i l i z a ci   t a s t a   s t e l u c  ( * )   p e n t r u   a   c o m u t a    n t r e   c a l e n d a r e . 	 	 	 ( 1 )           .         1 9 7 0     2 0 3 0 . \ n ( 2 )       ( * )           . 	 	 	 ( 1 )   (1  '3'3  *BHE  BE1  F  E('4/.   '2  3'DG'  (F  1 9 7 0   *'  2 0 3 0   ~4*('F  E1//. / n ( 2 )   (1'  *:1  E'F  *BHEG'  D/  ( * )   1'  (2F/. 	 	 	 ( 	)   			  				  							  													  			  						  			  				  			  					d	  				  				  				  			  							  						  						  			  				d	\ n ( 	)   		  											  				  				  												  				  					  		  ( * )   							  				d		 	 	 	 	 	 	 	 	 ( 1 )   D i t   i s   g e b a s e e r   o p   d i e   C h i n e s e   M a a n k a l e n d e r .   V e r s o e n b a a r h e i d   i s   b e s k i k b a a r   v a n a f   1 9 7 0   t o t   2 0 3 0 . \ n ( 2 )   G e b r u i k   s t e r t o e t s   ( * )   o m   k a l e n d e r s   t e   w i s s e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( 1 )   E s t e      b a s e a d o   n o   c a l e n d  r i o   l u n a r   c h i n  s .   H    s u p o r t e   d o   a n o   1 9 7 0   a   2 0 3 0 . \ n ( 2 )   U s e   a   t e c l a   d e   a s t e r i s c o   ( * )   p a r a   a l t e r n a r   e n t r e   o s   c a l e n d  r i o s . 
 
 S T R _ I D _ T D L _ N O _ C O N T E N T 	 t o d o l i s t 	 T E X T 	 N o   c o n t e n t 	 N o   c o n t e n t 	 !qgQ[	 eQ[	 D!H!5@7I-+2	 N o   h a y   c o n t e n i d o 	 A u c u n   c o n t e n u 	 K e i n   I n h a l t 	 !>45@60=85  >BACBAB2C5B	 	 D'  JH,/  E-*HI	 N e n h u m   c o n t e  d o 	 0 e r i k   y o k 	 K h  n g   c    n i   d u n g 	 T i d a k   a d a   k o n t e n 	 T i a d a   k a n d u n g a n 	 	K		  8	>	.		M	0	@	  (	9	@			 	 	 	 	 	 	 	 G e e n   i n h o u d 	 	 	 F r   c o n ci n u t 	 	 	   	 	 	 E-*H'J  H,H/  F/'1/	 	 	 			  									  				 	 	 	 	 	 	 	 	 G e e n   i n h o u d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   c o n t e  d o 
 
 S T R _ I D _ T D L _ N O _ N A M E 	 t o d o l i s t 	 T E X T 	 N o   n a m e 	 N o   n a m e 	 !qY
T	 eY
T	 D!H!5
7H-	 N o   h a y   n o m b r e 	 S a n s   n o m 	 K e i n   N a m e 	 <O  >BACBAB2C5B	 	 (/HF  '3E	 N e n h u m   n o m e 	 A d   y o k 	 K h  n g   t  n 	 T a n p a   n a m a 	 T i a d a   n a m a 	 	K		  (	>	.	  (	9	@			 	 	 	 	 	 	 	 G e e n   n a a m 	 	 	 F r   n u m e 	 	 	   	 	 	 F'E  H,H/  F/'1/	 	 	 			  			  				 	 	 	 	 	 	 	 	 G e e n   n a a m   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   n o m e 
 
 S T R _ I D _ T D L _ C A T E G O R Y 	 t o d o l i s t 	 I C O N T E X T 	 T y p e 	 T y p e 	 ^W	 {|W	 #0@ 	 T i p o 	 T y p e 	 T y p 	 "8?	 	 'DFH9	 T i p o 	 T  r 	 L o i 	 J e n i s 	 J e n i s 	 *	M	0		>	0		 	 	 	 	 	 	 	 T y p e 	 	 	 T i p 	 	 	 	 	 	 FH9	 	 	 				 	 	 	 	 	 	 	 	 T i p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o 
 
 S T R _ I D _ T D L _ S E L E C T 	 t o d o l i s t 	 T I T L E ,   L S K 	 S e l e c t 	 S e l e c t 	 xd	 	b	 	 	 	 	 K1>@	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H O A R T _ H E L P _ R E D E Y E 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 R e d e y e   r e d u c t i o n 	 R e d e y e   r e d u c t i o n 	 md}<w	 md~<w	 2#%2A	 R e d u c c i  n   d e   o j o s   r o j o s 	 R  d u c t i o n   y e u x   r o u g e s 	 R o t e - A u g e n - R e d u z i e r u n g 	 #<5=LH5=85  MDD5:B0  :@0A=KE  3;07	 	 'D-/  EF  'DFB'7  'D-E1'!	 R e d u   o   d e   o l h o s   v e r m e l h o s 	 K 1r m 1z 1  g  z   a z a l t m a 	 K h   m t   	 P e n g u r a n g a n   m a t a   m e r a h 	 P e n g u r a n g a n   m a t a   m e r a h 	 2	>	2	  			  .	G		  	.	@		 	 	 	 	 	 	 	 R o d e   o g e n   v e r m i n d e r e n 	 	 	 R e d u c e r e   e f e c t   o c h i   r o _i i 	 	 	     	 	 	 'G4  31.  4E	 	 	 					  						 	 	 	 	 	 	 	 	 R o o i - o o g - u i t s k a k e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d u   o   d o   e f e i t o   d e   o l h o s   v e r m e l h o s 
 
 S T R _ I D _ P H O A R T _ H E L P _ D E F E C T 	 P H O E D T 	 T I T L E ,   I C O N T E X T 	 A d d   d e f e c t 	 A d d   d e f e c t 	 @\!j|	 @\!j|	 @4H!I-#H-	 A g r e g a r   d e f e c t o 	 A j o u t e r   d  f a u t 	 D e f e k t   h i n z u f  g e n 	 >1028BL  45D5:B	 	 %6'A)  *#+J1	 A d i c i o n a r   d e f e i t o 	 E k s i k l i i   t a m a m l a 	 T h  m   g  c   k h u t 	 T a m b a h   k e r u s a k a n 	 T a m b a h   k e c a c a t a n 	 &	K	7	  	K	!	<	G			 	 	 	 	 	 	 	 D e f e c t   t o e v o e g e n 	 	 	 A d u g a r e   e f e c t 	 	 	   	 	 	 'A2H/F  ./4G	 	 	 							  			  				 	 	 	 	 	 	 	 	 V o e g   d e f e k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d e f e i t o 
 
 S T R _ I D _ P H O A R T _ H E L P _ D E F F E C T _ I N F O 	 P H O E D T 	 U N L I M 	 a d d   d e f e c t   h e l p 	 C h o o s i n g   a n   a r e a   t o   a d d   d e f e c t   t h a t   m a k e s   t h e   a r e a   n o t   t o   b e   r e c o g n i z e d ,   i t   w i l l   s h o w   t h e   r e s u l t   o f   p r o c e s s i n g   a f t e r   s e l e c t i o n   d o n e . \ n T h e   m e t h o d   o f   c h o o s i n g   a r e a   t o   a d d   d e f e c t   i s   t h e   s a m e   a s   t h e   m a n u a l   c l i p   a r e a   c h a n g e   m e t h o d . 	 HQxd ZP!j|
NX%RUtv@SW6q_xd[bSNo:yKQUt_vP}g0\ n Ut@SWvxde_KbRRwb_v9ee_vT0	 HQ	b ZP!j|
NƋ+RYtv:SW6qT	b[bSN>f:yl[KQYtTv~g0\ n Yt:SWv	be_NKbRRwb_v9eSe_vT0	 2#@%7-#4@'5H0@4H!I-#H-6H3C+I#4@'1I9D!H#9I@#7H-,   5H0A*%%1L-2##0!'%%+%125H@%7-@*#G\ n '45C2#@%7-#4@'5H0@4H!I-#H-  @+!7-1'45C2#@%5H"#4@'2#1AA!'%	 A l   e l e g i r   u n a    r e a   p a r a   a g r e g a r   e l   d e f e c t o   q u e   h a g a   q u e   e l    r e a   n o   s e   r e c o n o z c a ,   s e   m o s t r a r    e l   r e s u l t a d o   d e l   p r o c e s a m i e n t o   d e s p u  s   d e   r e a l i z a r   l a   s e l e c c i  n . \ n E l   m  t o d o   d e   s e l e c c i  n   d e l    r e a   p a r a   a g r e g a r   e l   d e f e c t o   e s   l a   m i s m a   q u e   e l   m  t o d o   d e   c a m b i o   d e l    r e a   d e   c l i p   m a n u a l . 	 C h o i s i s s e z   u n e   p a r t i e   o    v o u s   v o u l e z   a j o u t e r   u n   d  f a u t   p o u r   q u  e l l e   n e   s o i t   p l u s   r e c o n n a i s s a b l e ,   v o u s   v e r r e z   l e   r  s u l t a t   d e   l  o p  r a t i o n   a p r  s   l a   s  l e c t i o n . \ n L a   m  t h o d e   p o u r   c h o i s i r   u n e   p a r t i e   o    a j o u t e r   u n   d  f a u t   e s t   l a   m  m e   q u e   l a   m  t h o d e   p o u r   c h a n g e r   l a   p a r t i e   d  u n   c l i p   m a n u e l . 	 B e i   W a h l   e i n e s   B e r e i c h s ,   d e n   S i e   d u r c h   H i n z u f  g e n   e i n e s   D e f e k t s   u n k e n n t l i c h   m a c h e n   m  c h t e n ,   w i r d   d a s   V e r a r b e i t u n g s e r g e b n i s   n a c h   e r f o l g t e r   A u s w a h l   a n g e z e i g t . \ n D i e   M e t h o d e   z u r   W a h l   e i n e s   B e r e i c h s   z u m   H i n z u f  g e n   e i n e s   D e f e k t s   i s t   d i e s e l b e   w i e   d i e   M e t h o d e   z u r   m a n u e l l e n    n d e r u n g   e i n e s   C l i p b e r e i c h s . 	 K1>@  >1;0AB8  4;O  4>102;5=8O  45D5:B0,   :>B>@K9  45;05B  >1;0ABL  =5@0A?>7=0205<>9,   @57C;LB0B  >1@01>B:8  1C45B  ?>:070=  ?>A;5  A45;0==>3>  2K1>@0  \ n   5B>4  2K1>@0  >1;0AB8  4;O  4>102;5=8O  45D5:B0  B0:>9  65,   :0:  8  @CG=>9  <5B>4  87<5=5=8O  >1;0AB8  :;8?0. 	 	 9F/  '.*J'1  EF7B)  D%6'A)  *#+J1  EF  4#FG  ,9D  'DEF7B)  :J1  EEJ2)  3HA  JBHE  (%8G'1  F*J,)  'DE9'D,)  (9/  'D'F*G'!  EF  'D*-/J/. \ n 71JB)  '.*J'1  EF7B)  D%6'A)  'D*#+J1  %DJG'  GJ  0'*G'  71JB)  *:JJ1  EF7B)  EB79  'DAJ/JH  'DJ/HJ. 	 A o   s e l e c c i o n a r   u m a    r e a   p a r a   a d i c i o n a r   u m   d e f e i t o   f a r    c o m   q u e   e s s a    r e a   n  o   s e j a   r e c o n h e c i d a   e   o   r e s u l t a d o   d o   p r o c e s s a m e n t o   s e r    e x i b i d o   d e p o i s   d e   f e i t a   a   s e l e c   o . \ n O   m  t o d o   d e   s e l e c   o   d a    r e a   p a r a   a d i c i o n a r   o   d e f e i t o      o   m e s m o   q u e      u t i l i z a d o   p a r a   o   m  t o d o   d e   a l t e r a   o   d a    r e a   d e   r e c o r t e   m a n u a l 	 A l a n 1n   t a n 1m l a n a m a s 1n a   n e d e n   o l a n   e k s i k l i i   t a m a m l a m a k   i  i n   b i r   a l a n   s e  i l d i i n d e ,   s e  i m   y a p 1l d 1k t a n   s o n r a   i _l e m   s o n u c u n u   g  s t e r i r . \ n E k s i k l i i   t a m a m l a m a k   i  i n   a l a n   s e  m e   y  n t e m i   m a n  e l   k l i p   a l a n 1n 1  d e i _t i r m e   y  n t e m i y l e   a y n 1d 1r . 	 C h n   v  n g     t h  m   g  c   k h u t   k h  n g   t h   n h  n   t h y ,   v  n g   n  y   s   h i n   t h   k t   q u   x   l    s a u   k h i      c h n . \ n C  c h   c h n   v  n g     t h  m   g  c   k h u t   g i n g   n h   c  c h   t h a y   i   v  n g   c t   t h   c  n g . 	 M e m i l i h   a r e a   u n t u k   m e n a m b a h k a n   k e c a c a t a n   y a n g   a k a n   m e m b u a t   a r e a   t e r s e b u t   t i d a k   d i k e n a l i   a k a n   m e n a m p i l k a n   h a s i l   p e m r o s e s a n   s e t e l a h   p i l i h a n   s e l e s a i . \ n M e t o d e   p e m i l i h a n   a r e a   u n t u k   m e n a m b a h k a n   k e c a c a t a n   a d a l a h   s a m a   s e p e r t i   m e t o d e   p e n g u b a h a n   a r e a   k l i p   m a n u a l . 	 M e m i l i h   k a w a s a n   u n t u k   m e n a m b a h   k e c a c a t a n   a k a n   m e n g a k i b a t k a n n y a   t i d a k   d i k e n a l i ,   i a   h a n y a   a k a n   m e n u n j u k k a n   h a s i l   p e m p r o s e s a n   s e l e p a s   p e m i l i h a n   d i b u a t . \ n   C a r a   m e m i l i h   k a w a s a n   u n t u k   m e n a m b a h   k e c a c a t a n   s a m a   s e p e r t i   c a r a   m e n u k a r   k a w a s a n   k l i p   m a n u a l . 	 &	K	7	  	K	!	<	(	G	  	G	  2	?		  		  	M	7	G	$	M	0	  	A	(	(	>	  	K	  	M	7	G	$	M	0	  	K	  (	  *	9		>	(	G	  	>	(	G	  /	K		M	/	  ,	(	>	  &	G	$	>	  9	H	,   /	9	  	/	(	  9	K	(	G	  	G	  ,	>	&	  8		8	>	'	(	  	G	  *	0	?	#	>	.	  &	?		>			>	. \ n &	K	7	  	K	!	<	(	G	  	G	  2	?		  	M	7	G	$	M	0	  	A	(	(	G	  	>	  $	0	@		>	  5	9	@	  9	H	  	K	  .	H	(	A		2	  	M	2	?	*	  	M	7	G	$	M	0	  ,	&	2	(	G	  	>	  $	0	@		>	  9	H	. 	 	 	 	 	 	 	 	 K i e s   e e n   g e b i e d   o m   e e n   d e f e c t   t o e   t e   v o e g e n   z o d a t   h e t   g e b i e d   n i e t   h e r k e n d   w o r d t .   J e   z i e t   h e t   r e s u l t a a t   v a n   d e   v e r w e r k i n g   a l s   d e   s e l e c t i e   g e r e e d   i s . \ n J e   k i e s t   e e n   g e b i e d   v o o r   h e t   t o e v o e g e n   v a n   e e n   d e f e c t   o p   d e z e l f d e   m a n i e r   a l s   b i j   h e t   h a n d m a t i g   b i j s n i j d e n . 	 	 	 S e   a l e g e   o   z o n    n   c a r e   s e   a d a u g   o   m o d i f i c a r e   c a r e   f a c e   d e   n e r e c u n o s c u t   z o n a ,   i a r   r e z u l t a t u l   p r o c e s r i i   e s t e   v i z i b i l   d u p   e f e c t u a r e a   s e l e c ci e i . \ n M e t o d a   a l e g e r i i   z o n e i   p e n t r u   a d u g a r e a   u n u i   d e f e c t   e s t e   a c e e a _i   c u   m e t o d a   d e   m o d i f i c a r e   m a n u a l   d e   t i e r e   a   u n e i   z o n e . 	 	 	                 ,             . \ n                       . 	 	 	 EF7BG  '  1'  G  E.H'G/  /1  "F,'  ./4G  H'1/  1/G  H  *4.5  F'~014  FE'/  (12F/  F*,G  ~1/'24  ~3  '2  (12/G  4/F  F4'F  /'/G  E4H/. / n 1H4  'F*.'(  EF7BG  (1'  'A2H/F  ./4G  E'FF/  1H4  *:1  /3*  EF7BG  (14  '3*. 	 	 	 				  			  							  			  				  				  							  								  				  				  			  									  		  				  		  			,   					  				  								  			  			  				  					  						d	\ n   									  					  					  										  							  		  				  							  			  				  							  								  				  		d		 	 	 	 	 	 	 	 	 K i e s   ' n   a r e a   w a a r i n   d i e   d e f e k   b y g e v o e g   m o e t   w o r d   o m   d i t   o n h e r k e n b a a r   t e   m a a k ;   d i t   s a l   d i e   v e r w e r k t e   r e s u l t a a t   w y s   n a d a t   d i e   s e l e k s i e   g e d o e n   i s . \ n D i e   m e t o d e   o m   ' n   a r e a   t e   k i e s   w a a r i n   d e f e k   b y g e v o e g   m o e t   w o r d ,   i s   d i e s e l f d e   a s   d i e   k n i p - p e r - h a n d   a r e a w y s i g i n g s m e t o d e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s c o l h e r   u m a    r e a   a   a d i c i o n a r   d e f e i t o   q u e   t o r n a   a    r e a   n  o   r e c o n h e c  v e l ,   m o s t r a r    o   r e s u l t a d o   d o   p r o c e s s a m e n t o   a p  s   a   s e l e   o   s e r   f e i t a   . \ n O   m  t o d o   d e   e s c o l h e r    r e a   p a r a   a d i c i o n a r   d e f e i t o      o   m e s m o   q u e   o   m  t o d o   d e   m u d a n  a   d e    r e a   d e   c l i p e   m a n u a l . 
 
 S T R _ I D _ P H O A R T _ H E L P _ R E D E Y E _ I N F O 	 P H O E D T 	 U N L I M 	 r e d e y e   r e d u c t i o n   h e l p 	 C h o o s i n g   a n   a r e a   t o   r e d u c e   r e d e y e ,   i t   w i l l   s h o w   t h e   r e s u l t   o f   p r o c e s s i n g   a f t e r   s e l e c t i o n   d o n e . \ n T h e   m e t h o d   o f   c h o o s i n g   a r e a   t o   r e d u c e   r e d e y e   i s   t h e   s a m e   a s   t h e   m a n u a l   c l i p   a r e a   c h a n g e   m e t h o d . 	 HQxd ZPmd}<wUtv@SW6q_xd[bSNo:ymd}<wUt_vP}g0\ n Ut@SWvxde_KbRRwb_v9ee_vT0	 HQ	b ZPmd~<wYtv:SW6qT	b[bSN>f:ymd~<wYtTv~g0\ n Yt:SWv	be_NKbRRwb_v9eSe_vT0	 2#@%7-#4@'@7H-%2A,   5H0A*%%1L-2##0!'%%+%125H@%7-@*#G\ n '45C2#@%7-#4@'5H0%2A  @+!7-1'45C2#@%5H"#4@'2#1AA!'%	 A l   e l e g i r   u n    r e a   p a r a   r e d u c i r   e l   o j o   r o j o ,   s e   m o s t r a r    e l   r e s u l t a d o   d e l   p r o c e s a m i e n t o   d e s p u  s   d e   r e a l i z a r   l a   s e l e c c i  n . \ n E l   m  t o d o   d e   s e l e c c i  n   d e    r e a   p a r a   r e d u c i r   l o s   o j o s   r o j o s   e s   l a   m i s m a   q u e   e l   m  t o d o   d e   c a m b i o   d e l    r e a   d e   c l i p   m a n u a l . 	 C h o i s i s s e z   u n e   p a r t i e   o    v o u s   v o u l e z   r  d u i r e   l e s   y e u x   r o u g e s ,   v o u s   v e r r e z   l e   r  s u l t a t   d e   l  o p  r a t i o n   a p r  s   l a   s  l e c t i o n . \ n L a   m  t h o d e   p o u r   c h o i s i r   u n e   p a r t i e   o    r  d u i r e   l e s   y e u x   r o u g e s   e s t   l a   m  m e   q u e   l a   m  t h o d e   p o u r   c h a n g e r   l a   p a r t i e   d  u n   c l i p   m a n u e l . 	 B e i   W a h l   e i n e s   B e r e i c h s   z u r   R e d u z i e r u n g   d e s   R o t e - A u g e n - E f f e k t s   w i r d   d a s   V e r a r b e i t u n g s e r g e b n i s   n a c h   e r f o l g t e r   A u s w a h l   a n g e z e i g t . \ n D i e   M e t h o d e   z u r   W a h l   e i n e s   B e r e i c h s   z u r   R e d u z i e r u n g   d e s   R o t e - A u g e n - E f f e k t s   i s t   d i e s e l b e   w i e   d i e   M e t h o d e   z u r   m a n u e l l e n    n d e r u n g   e i n e s   C l i p b e r e i c h s . 	 K1>@  >1;0AB8  4;O  C<5=LH5=8O  :@0A=KE  3;07,   ?>:065B  @57C;LB0B  >1@01>B:8  ?>A;5  A45;0==>3>  2K1>@0.   \ n   5B>4  2K1>@0  >1;0AB8  4;O  C<5=LH5=8O  :@0A=KE  3;07  B0:>9  65,   :0:  8  @CG=>9  <5B>4  87<5=5=8O  >1;0AB8  :;8?0. 	 	 9F/  '.*J'1  EF7B)  D*BDJD  'DFB'7  'D-E1'!  3HA  JBHE  (%8G'1  F*'&,  9EDJ)  'DE9'D,)  (9/  'D'F*G'!  EF  'D*-/J/. \ n 71JB)  '.*J'1  'DEF7B)  'DE1'/  *BDJD  'DFB'7  'D-E1'!  (G'  GJ  0'*G'  71JB)  *:JJ1  EF7B)  EB79  'DAJ/JH  'DJ/HJ. 	 A o   s e l e c c i o n a r   u m a    r e a   p a r a   r e d u   o   d e   o l h o s   v e r m e l h o s   o   r e s u l t a d o   d o   p r o c e s s a m e n t o   s e r    e x i b i d o   d e p o i s   d e   f e i t a   a   s e l e c   o . \ n O   m  t o d o   d e   s e l e c   o   d a    r e a   p a r a   r e d u   o   d e   o l h o s   v e r m e l h o s      o   m e s m o   q u e      u t i l i z a d o   p a r a   o   m  t o d o   d e   a l t e r a   o   d a    r e a   d e   r e c o r t e   m a n u a l 	 K 1r m 1z 1  g  z    a z a l t m a k   i  i n   b i r   a l a n   s e  i l d i i n d e ,   s e  i m   y a p 1l d 1k t a n   s o n r a   i _l e m   s o n u c u n u   g  s t e r i r . \ n K 1r m 1z 1  g  z   a z a l t m a k   i  i n   a l a n   s e  m e   y  n t e m i   m a n  e l   k l i p   a l a n 1  d e i _t i r m e   y  n t e m i y l e   a y n 1d 1r . 	 C h n   v  n g     k h   m t   ,   v  n g   n  y   s   h i n   t h   k t   q u   x   l    s a u   k h i      c h n . \ n C  c h   c h n   v  n g     k h   m t     g i n g   n h   c  c h   t h a y   i   v  n g   c t   t h   c  n g . 	 M e m i l i h   a r e a   u n t u k   m e n g u r a n g i   e f e k   m a t a   m e r a h   a k a n   m e n a m p i l k a n   h a s i l   p e m r o s e s a n   s e t e l a h   p e m i l i h a n   s e l e s a i . \ n M e t o d e   p e m i l i h a n   a r e a   u n t u k   m e n g u r a n g i   e f e k   m a t a   m e r a h   a d a l a h   s a m a   s e p e r t i   m e t o d e   p e n g u b a h a n   a r e a   k l i p   m a n u a l . 	 M e m i l i h   k a w a s a n   u n t u k   m e n g u r a n g k a n   m a t a   m e r a h   a k a n   m e n g a k i b a t k a n n y a   t i d a k   d i k e n a l i ,   i a   h a n y a   a k a n   m e n u n j u k k a n   h a s i l   p e m p r o s e s a n   s e l e p a s   p e m i l i h a n   d i b u a t . \ n   C a r a   m e m i l i h   k a w a s a n   u n t u k   m e n g u r a n g k a n   m a t a   m e r a h   s a m a   s e p e r t i   c a r a   m e n u k a r   k a w a s a n   k l i p   m a n u a l . 	 2	>	2	  			  .	G		  	.	@	  	0	(	G	  	G	  2	?		  		  	M	7	G	$	M	0	  	A	(	(	>	  	K	  	M	7	G	$	M	0	  	K	  (	  *	9		>	(	G	  	>	(	G	  /	K		M	/	  ,	(	>	  &	G	$	>	  9	H	,   /	9	  	/	(	  9	K	(	G	  	G	  ,	>	&	  8		8	>	'	(	  	G	  *	0	?	#	>	.	  &	?		>			>	. \ n 2	>	2	  			  .	G		  	.	@	  	0	(	G	  	G	  2	?		  	M	7	G	$	M	0	  	A	(	(	G	  	>	  $	0	@		>	  5	9	@	  9	H	  	K	  .	H	(	A		2	  	M	2	?	*	  	M	7	G	$	M	0	  ,	&	2	(	G	  	>	  $	0	@		>	  9	H	. 	 	 	 	 	 	 	 	 K i e s   e e n   g e b i e d   o m   r o d e   o g e n   t e   v e r m i n d e r e n .   J e   z i e t   h e t   r e s u l t a a t   v a n   d e   v e r w e r k i n g   a l s   d e   s e l e c t i e   g e r e e d   i s . \ n J e   k i e s t   e e n   g e b i e d   v o o r   h e t   t o e v o e g e n   v a n   e e n   d e f e c t   o p   d e z e l f d e   m a n i e r   a l s   b i j   h e t   h a n d m a t i g   b i j s n i j d e n . 	 	 	 S e   a l e g e   o   z o n   p e n t r u   r e d u c e r e a   e f e c t u l u i   d e   o c h i   r o _i i ,   i a r   r e z u l t a t u l   p r o c e s r i i   e s t e   v i z i b i l   d u p   e f e c t u a r e a   s e l e c ci e i . \ n M e t o d a   a l e g e r i i   z o n e i   p e n t r u   a d u g a r e a   u n u i   d e f e c t   e s t e   a c e e a _i   c u   m e t o d a   d e   m o d i f i c a r e   m a n u a l   d e   t i e r e   a   u n e i   z o n e . 	 	 	                     . \ n                         . 	 	 	 'F*.'(  EF7BG  '  G  E.H'G/  /1  "F  31.  4E  'G4  '(/  F*,G  ~1/'24  ~3  '2  (12/G  4/F  F4'F  /'/G  E4H/. / n 1H4  'F*.'(  EF7BG  (1'  'G4  31.  4E  E'FF/  1H4  *:1  /3*  EF7BG  (14  '3*. 	 	 	 				  			  					  					  				  							  								  				,   					  				  								  			  			  				  					  						d	\ n   									  					  					  										  							  		  				  					  					  							  								  				  		d		 	 	 	 	 	 	 	 	 K i e s   ' n   a r e a   w a a r   r o o i   o    u i t g e s k a k e l   m o e t   w o r d ;   d i t   s a l   d i e   v e r w e r k t e   r e s u l t a a t   w y s   n a d a t   d i e   s e l e k s i e   g e d o e n   i s . \ n D i e   m e t o d e   o m   ' n   a r e a   t e   k i e s   w a a r i n   r o o i   o    u i t g e s k a k e l   m o e t   w o r d ,   i s   d i e s e l f d e   a s   d i e   k n i p - p e r - h a n d   a r e a w y s i g i n g s m e t o d e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s c o l h e r   u m a    r e a   p a r a   r e d u z i r   o   o l h o   v e r m e l h o   m o s t r a r    o   r e s u l t a d o   d o   p r o c e s s a m e n t o   a p  s   a   s e l e   o   s e r   f e i t a   . \ n O   m  t o d o   d e   e s c o l h e r    r e a   p a r a   r e d u z i r   o   o l h o   v e r m e l h o      o   m e s m o   q u e   o   m  t o d o   d e   m u d a n  a   d e    r e a   d e   c l i p e   m a n u a l . 
 
 S T R I N G _ M T P N P _ M A S T E R _ F I X E D _ D I A L 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 F i x e d   D i a l   M e n u . 	 S I M 1   f i x e d   d i a l 	 S I M aS1 V[d_	 S I M aS1 V[bS	 B#5H4!1 	 M a r c a c i  n   f i j a   S I M 1 	 C o m p o s i t i o n   f i x e   S I M 1 	 F e s t s t e h e n d e   S I M 1 - E i n w a h l 	 $8:A8@>20==K9  =01>@  S I M 1   	 	 'D'*5'D  'D+'(*  9(1  (7'B)  S I M 1 	 M a r c a   o   f i x a   d o   S I M 1 	 S I M   s a b i t   a r a m a 	 G i   c   n h   S I M 1 	 P a n g g i l a n   t e t a p   d i   S I M 2 	 D a i l a n   S I M 1   t e t a p 	 S I M 1   +	?		M	8	M	!	  !	>	/	2		 	 	 	 	 	 	 	 S I M 1   v a s t   k i e z e n 	 	 	 A p e l a r e   f i x   S I M 1 	 	 	     S I M 1 	 	 	 4E'1G  1  +'(*  S I M 1 	 	 	 				  						  		  									  						 	 	 	 	 	 	 	 	 S I M 1   v o o r a f b e p a a l d e   s k a k e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s c a g e m   f i x a   S I M 1 
 
 S T R I N G _ M T P N P _ M A S T E R _ B A R R E D _ D I A L 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 B a r r e d   D i a l   M e n u . 	 S I M 1   b a r r e d   d i a l 	 S I M aS1 P6Rd_	 S I M aS1 P6RbS	 +I2!2#B#4!1 	 M a r c a c i  n   r e s t r i n g i d a   S I M 1 	 C o m p o s i t i o n   b l o q u    S I M 1 	 G e s p e r r t e   S I M 1 - E i n w a h l 	 0?@5I5==K9  =01>@  S I M 1   	 	 'D'*5'D  'DE-8H1  9(1  (7'B)  S I M 1 	 M a r c a   o   b a r r a d a   d o   S I M 1 	 S I M 1   s 1n 1r l 1  a r a m a 	 G i   S I M 1   b   c h n 	 P a n g g i l a n   d i b a t a s i   d i   S I M 1 	 D a i l a n   S I M 1   d i s e k a t 	 S I M 1   *	M	0	$	?	,		'	?	$	  !	>	/	2		 	 	 	 	 	 	 	 S I M 1   g e b l o k k e e r d   k i e z e n 	 	 	 A p e l a r e   r e s t r i c ci o n a t   S I M 1 	 	 	     S I M 1 	 	 	 4E'1G  1  ('  S I M 1   E3/H/  4/G	 	 	 				  					  						 	 	 	 	 	 	 	 	 S I M 1   g e b l o k k e e r d e   s k a k e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s c a g e m   b a r r a d a   S I M 1 
 
 S T R I N G _ M T P N P _ S L A V E _ B A R R E D _ D I A L 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 B a r r e d   D i a l   M e n u . 	 S I M 2   b a r r e d   d i a l 	 S I M aS2 P6Rd_	 S I M aS2 P6RbS	 +I2!2#B#4!2 	 M a r c a c i  n   r e s t r i n g i d a   S I M 2 	 C o m p o s i t i o n   b l o q u    S I M 2 	 G e s p e r r t e   S I M 2 - E i n w a h l 	 0?@5I5==K9  =01>@  S I M 2 	 	 'D'*5'D  'DE-8H1  9(1  (7'B)  S I M 2 	 M a r c a   o   b a r r a d a   d o   S I M 2 	 S I M 2   s 1n 1r l 1  a r a m a 	 G i   S I M 2   b   c h n 	 P a n g g i l a n   d i b a t a s i   d i   S I M 2 	 D a i l a n   S I M 2   d i s e k a t 	 S I M 2   *	M	0	$	?	,		'	?	$	  !	>	/	2		 	 	 	 	 	 	 	 S I M 2   g e b l o k k e e r d   k i e z e n 	 	 	 A p e l a r e   r e s t r i c ci o n a t   S I M 2 	 	 	     S I M 2 	 	 	 4E'1G  1  ('  S I M 2   E3/H/  4/G	 	 	 				  					  						 	 	 	 	 	 	 	 	 S I M 2   g e b l o k k e e r d e   s k a k e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s c a g e m   b a r r a d a   S I M 2 
 
 S T R _ I D _ P H B _ A D D _ N E W _ G R O U P 	 P h o n e b o o k 	 I C O N T E X T 	 m e n u   s t r i n g   f o r   a d d   g r o u p 	 A d d   n e w   g r o u p 	 ReQeD}	 mRe~	 @4H!%8H!C+!H	 A g r e g a   n u e v o   g r u p o   	 A j o u t e r   n o u v e a u   g r o u p e 	 N e u e   G r u p p e   h i n z u f  g e n 	 >1028BL  =>2CN  3@C??C	 	 %6'A)  E,EH9)  ,/J/)	 A d i c i o n a r   n o v o   g r u p o 	 Y e n i   g r u p   e k l e 	 T h  m   n h  m   m i 	 T a m b a h k a n   g r u p   b a r u 	 T a m b a h   k u m p u l a n   b a r u 	 (	/	>	  8	.	B	9	  	K	!	<	G			 	 	 	 	 	 	 	 N i e u w e   g r o e p   t o e v o e g e n 	 	 	 A d u g a r e   g r u p   n o u 	 	 	     	 	 	 'A2H/F  1HG  ,//	 	 	 				  					  			  					 	 	 	 	 	 	 	 	 V o e g   n u w e   g r o e p   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   n o v o   g r u p o 
 
 S T R _ I D _ P H B _ N O _ G R O U P _ I N F O 	 P h o n e b o o k 	 U N L I M 	 T e x t   t o   s h o w   g r o u p   c a n ' t   b e   u s e d   i n f o 	 Y o u   c a n ' t   u s e   g r o u p   f u n c t i o n ,   b e c a u s e   y o u   s e t   p h o n e b o o k   s t o r a g e   t o   S I M   c a r d . 	 Vp`Oxdv؞X[2QpS I M aS@bN`O
NO(uD}R0	 V:N`O	bv؞X[P:NS I M aS@bN`O
NO(u~R0	 8D!H*2!2#C
I1L
1H%8H!DI  @7H-281IH25H@G*!8B#(1L@G4!2#L	 N o   p u e d e   u t i l i z a r   l a   f u n c i  n   d e   g r u p o   p o r q u e   e s t a b l e c i    e l   a l m a c e n a m i e n t o   d e   l a   l i b r e t a   d e   t e l  f o n o s   e n   l a   t a r j e t a   S I M . 	 V o u s   n e   p o u v e z   p a s   u t i l i s e r   l a   f o n c t i o n   d e   g r o u p e ,   c a r   v o u s   a v e z   r  g l    l e   s t o c k a g e   d u   r  p e r t o i r e    l e c t r o n i q u e   s u r   l a   c a r t e   S I M . 	 S i e   k  n n e n   k e i n e   G r u p p e n f u n k t i o n   v e r w e n d e n ,   d e n n   S i e   s e t z t e n   d e n   T e l e f o n b u c h s p e i c h e r   a u f   S I M - K a r t e . 	 52>7<>6=>  8A?>;L7>20BL  3@C??>2CN  DC=:F8N,   ?>A:>;L:C  CAB0=>2;5=>  E@0=5=85  B5;5D>==>9  :=838  =0  S I M   :0@B5. 	 	 D'  JECFC  '3*./'E  H8JA)  'DE,EH9)  D#FC  BE*  (6(7  *.2JF  /DJD  'DG'*A  9DI  (7'B)  S I M . 	 N  o      p o s s  v e l   u t i l i z a r   a   f u n   o   d e   g r u p o ,   p o r q u e   o   a r m a z e n a m e n t o   d a   l i s t a   t e l e f  n i c a   e s t    d e f i n i d o   p a r a   o   c a r t  o   S I M . 	 R e h b e r i   s i m   k a r t a   k a y d e t m e k    z e r e   a y a r l a d 11n 1z d a n   g r u p   i _l e v i n i   k u l l a n a m a z s 1n 1z . 	 B n   k h  n g   t h   d  n g   c h c   n n g   n h  m   v       c  i   l u   t r   d a n h   b   t r  n   S I M . 	 A n d a   t i d a k   d a p a t   m e n g g u n a k a n   f u n g s i   k a r e n a   t e l a h   m e n e t a p k a n   p e n y i m p a n a n   b u k u   t e l e p o n   d i   k a r t u   s i m . 	 A n d a   t i d a k   b o l e h   m e n g g u n a k a n   f u n g s i   k u m p u l a n   k e r a n a   a n d a   m e n g e s e t k a n   s t o r a n   b u k u   t e l e f o n   k e   k a d   S I M . 	 	*	  8	.	B	9	  +			M	6	(	  	>	  *	M	0	/	K		  (	9	@		  	0	  8		$	G	,   	M	/	K			?	  	*	(	G	  +	K	(	  *	A	8	M	$	?		>	  	K	  8	?	.	  	>	0	M	!	  .	G		  8	M		K	0	  	0	(	G	  	G	  2	?		  8	G		  	?	/	>	  9	H	. 	 	 	 	 	 	 	 	 J e   k u n t   g e e n   g r o e p f u n c t i e   g e b r u i k e n ,   d o o r d a t   d e   S I M - k a a r t   i s   i n g e s t e l d   o m   h e t   t e l e f o o n b o e k   o p   t e   s l a a n . 	 	 	 I m p o s i b i l   d e   u t i l i z a t   f u n c ci a   g r u p   d e o a r e c e   a ci   s e t a t   s a l v a r e a   a g e n d e i   p e   c a r d u l   s i m . 	 	 	         ,                 - S I M . 	 	 	 HF  E-D  0.1G  /A*1G  *DAF  1'  (1  1H  3E  '1*  *9F  1//G  '/  FE*H'F/  '2  '11/  1HG  '3*A'/G  FE'/. 	 	 	 				  					  					  							  				  						  		,   				  				  									  						  							  						d		 	 	 	 	 	 	 	 	 J y   k a n   n i e   g r o e p f u n k s i e   g e b r u i k   n i e ,   w a n t   j o u   f o o n b o e k b e r g i n g   i s   o p   s i m k a a r t   g e s t e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V o c    n  o   o d e   u s a r   a   f u n   o   d e   g r u p o   p o r q u e   d e f i n i u   o   a r m a z e n a m e n t o   d a   a g e n d a   t e l e f  n i c a   n o   c a r t  o   S I M . 
 
 S T R _ I D _ G R O U P _ N A M E _ E M P T Y 	 P h o n e b o o k 	 P O P U P 	 p u p u p   f o r   g r o u p   n a m e   e m p t y 	 G r o u p   n a m e   e m p t y 	 D}
T1zzz}v	 ~
Tyzz}v	 
7H-%8H!'H2	 N o m b r e   d e   g r u p o   v a c  o 	 N o n   d u   g r o u p e   v i d e 	 G r u p p e n n a m e   l e e r 	 BACBAB2C5B  =0720=85  3@C??K	 	 '3E  'DE,EH9)  A'1:	 N o m e   d o   g r u p o   v a z i o 	 G r u p   a d 1  b o _	 T  n   n h  m   t r n g 	 N a m a   g r u p   k o s o n g 	 N a m a   k u m p u l a n   k o s o n g 	 8	.	B	9	  (	>	.	  	>	2	@		 	 	 	 	 	 	 	 G r o e p n a a m   l e e g 	 	 	 N u m e   g o l   g r u p 	 	 	     	 	 	 F'E  1HG  .'D  '3*	 	 	 							  			  					 	 	 	 	 	 	 	 	 G r o e p n a a m   l e e g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   g r u p o   v a z i o 
 
 S T R _ I D _ P H B _ A D D _ G R O U P 	 P h o n e b o o k 	 T I T L E ,   I C O N T E X T 	 m e n u   f o r   a d d   g r o u p 	 A d d   g r o u p 	 ReQD}	 mR~	 @4H!%8H!	 A g r e g a r   g r u p o 	 A j o u t e r   u n   g r o u p e 	 G r u p p e   h i n z u f  g e n 	 >1028BL  3@C??C	 	 %6'A)  E,EH9)	 A d i c i o n a r   g r u p o 	 G r u p   e k l e 	 T h  m   n h  m 	 T a m b a h   g r u p 	 T a m b a h   k u m p u l a n 	 8	.	B	9	  	K	!	<	G			 	 	 	 	 	 	 	 G r o e p   t o e v o e g e n 	 	 	 A d u g a r e   g r u p 	 	 	   	 	 	 'A2H/F  1HG	 	 	 					  			  					 	 	 	 	 	 	 	 	 V o e g   g r o e p   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   g r u p o 
 
 S T R _ I D _ G R O U P _ N A M E _ D U P 	 P h o n e B o o k 	 P O P U P 	 p o p u p   f o r   g r o u p   n a m e   d u p l i c a t e 	 G r o u p   n a m e   d u p l i c a t e d 	 D}
T1z͑_	 ~
Ty͑
Y	 
7H-%8H!I3	 N o m b r e   d e   g r u p o   d u p l i c a d o 	 N o m   d u   g r o u p e   d u p l i q u  	 G r u p p e n n a m e   d o p p e l t 	 0720=85  3@C??K  C65  ACI5AB2C5B	 	 '3E  'DE,EH9)  EC11	 N o m e   d o   g r u p o   d u p l i c a d o 	 Y i n e l e n e n   g r u p   a d 1	    t r  n g   t  n   n h  m 	 N a m a   g r u p   d i g a n d a k a n 	 N a m a   k u m p u l a n   d i d u p l i k a s i 	 8	.	B	9	  (	>	.	  !	A	*	M	2	?		G			 	 	 	 	 	 	 	 G r o e p n a a m   g e d u p l i c e e r d 	 	 	 N u m e   d u p l i c a t   g r u p 	 	 	     	 	 	 F'E  1HG  *1'1  '3*	 	 	 							  			  			  			  						 	 	 	 	 	 	 	 	 G r o e p n a a m   g e d u p l i s e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m e   d e   g r u p o   d u p l i c a d o 
 
 S T R _ I D _ P H B _ G R O U P _ F U L L 	 P h o n e B o o k 	 P O P U P 	 p o p u p   f o r   g r o u p   f u l l 	 C a n   n o t   a d d   m o r e   g r o u p s 	 D}]n	 ~]n	 %8H!@G!	 G r u p o   c o m p l e t o 	 G r o u p e   p l e i n 	 G r u p p e   v o l l 	 52>7<>6=>  4>1028BL  =>2CN  3@C??C	 	 'DE,EH9)  EE*D&)	 G r u p o   c h e i o 	 G r u p   d o l u 	 N h  m   y 	 G r u p   p e n u h 	 K u m p u l a n   p e n u h 	 8	.	B	9	  *	B	0	M	#		 	 	 	 	 	 	 	 G r o e p   v o l 	 	 	 G r u p   c o m p l e t 	 	 	   	 	 	 1HG  ~1  '3*	 	 	 					  					  	 	 	 	 	 	 	 	 	 G r o e p   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r u p o   c h e i o 
 
 S T R _ I D _ P H B _ L A S T _ N A M E 	 P h o n e B o o k 	 T I T L E ,   C 0 5 7 _ 1 	 m y   n u m b e r   i t e m   " l a s t   n a m e " 	 L a s t   n a m e 	 Y	 Y	 2!*8%	 A p e l l i d o s 	 N o m 	 F a m i l i e n n a m e 	 $0<8;8O	 	 'DDB(	 A p e l i d o 	 S o y a d 1	 H 	 N a m a   b e l a k a n g 	 N a m a   k e l u a r g a 	 		$	?	.	  (	>	.		 	 	 	 	 	 	 	 A c h t e r n a a m 	 	 	 N u m e   d e   f a m i l i e 	 	 	   	 	 	 H'~3F  F'E	 	 	 					  							 	 	 	 	 	 	 	 	 V a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o b r e n o m e 
 
 S T R _ I D _ P H B _ A D D _ M O R E _ N U M B E R 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T ,   C 0 5 7 _ 1 	 A d d   m o r e   p h o n e b o o k   n u m b e r s 	 N e w   n u m b e r 	 e_x	 eSx	 +!2"@%C+!H	 N u e v o   n  m e r o 	 N o u v e a u   n u m  r o 	 N e u e   N u m m e r 	 >2K9  =><5@	 	 1BE  ,/J/	 N o v o   n  m e r o 	 Y e n i   n u m a r a 	 S   m i 	 N o m o r   b a r u 	 N o m b o r   b a r u 	 (	/	>	  (		,	0		 	 	 	 	 	 	 	 N i e u w   n u m m e r 	 	 	 N u m r   n o u 	 	 	   	 	 	 4E'1G  ,//	 	 	 				  						 	 	 	 	 	 	 	 	 N u w e   n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v o   n  m e r o 
 
 S T R _ I D _ P H B _ A D N _ F O R B I D 	 P h o n e B o o k 	 P O P U P 	 S I M   n o t   a c c e s s a b l e 	 S I M   n o t   a c c e s s i b l e 	 S I M aS
N*OU	 S I M aS
N	 D!H*2!2#@I264!DI	 S I M   n o   a c c e s i b l e 	 S i m   p a s   a c c e s s i b l e 	 S I M   n i c h t   z u g r e i f b a r 	 S I M   =54>ABC?=0	 	 *901  'DH5HD  %DI  (7'B)  S I M 	 S I M   n  o   a c e s s  v e l 	 S I M   e r i _i l e b i l i r   d e i l 	 K h  n g   t h   t r u y   c p   S I M 	 S I M   t i d a k   d a p a t   d i a k s e s 	 S I M   t i d a k   b o l e h   d i c a p a i 	 S I M   		M	8	G	8	  (	9	@		  9	K	  8		$	@		 	 	 	 	 	 	 	 S I M   n i e t   t o e g a n k e l i j k 	 	 	 S I M   i n a c c e s i b i l 	 	 	   - S I M     	 	 	 S I M   /1  /3*13  F3*	 	 	 			  											  			 	 	 	 	 	 	 	 	 S I M   n i e   t o e g a n k l i k   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   n  o   a c e s s  v e l 
 
 S T R _ I D _ P H B _ N O _ G R O U P 	 P h o n e B o o k 	 T E X T ,   P O P U P 	 N o   g r o u p 	 N o   g r o u p   a v a i l a b l e 	 !qS(uD}	 eS(u~	 D!H!5%8H!	 N o   h a y   g r u p o   d i s p o n i b l e 	 A u c u n   g r o u p e   d i s p o n i b l e 	 K e i n e   G r u p p e   v e r f  g b a r 	 @C??K  >BACBAB2CNB	 	 D'  *H,/  E,EH9)  E*'-)	 N e n h u m   g r u p o   d i s p o n  v e l 	 K u l l a n 1l a b i l i r   g r u p   y o k 	 N h  m   k h  n g   c    s n 	 G r u p   t i d a k   t e r s e d i a 	 T i a d a   k u m p u l a n   t e r s e d i a 	 	K		  8	.	B	9	  		*	2	,	M	'	  (	9	@			 	 	 	 	 	 	 	 G e e n   g r o e p   b e s c h i k b a a r 	 	 	 N i c i u n   g r u p   d i s p o n i b i l 	 	 	     	 	 	 G  1HG  /1  /3*13  F3*	 	 	 			  					  				 	 	 	 	 	 	 	 	 G e e n   g r o e p   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   g r u p o   d i s p o n  v e l 
 
 S T R _ I D _ P H B _ A D D _ D E T A I L S 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 A d d   c o n t a c t   d e t a i l s 	 A d d   d e t a i l 	 ReQs`	 mR`	 @4H!#2"%0@-5"	 A g r e g a r   d e t a l l e 	 A j o u t e r   d  t a i l s 	 D e t a i l   h i n z u f  g e n 	 >1028BL  ?>4@>1=>AB8	 	 %6'A)  *A'5JD	 A d i c i o n a r   d e t a l h e 	 B i l g i   e k l e 	 T h  m   c h i   t i t 	 T a m b a h k a n   r i n c i a n 	 T a m b a h   b u t i r a n 	 5	?	5	0	#	  	K	!	<	G			 	 	 	 	 	 	 	 D e t a i l   t o e v o e g e n 	 	 	 A d u g a r e   d e t a l i u 	 	 	   	 	 	 'A2H/F  ,2&'*	 	 	 									  					  			  					 	 	 	 	 	 	 	 	 V o e g   b e s o n d e r h e d e   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   d e t a l h e 
 
 S T R _ I D _ P H B _ D E L E T E _ D E T A I L S 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   c o n t a c t   d e t a i l 	 D e l e t e   d e t a i l 	 *Rds`	  Rd`	 %#2"%0@-5"	 E l i m i n a r   d e t a l l e 	 E f f a c e r   d  t a i l s 	 D e t a i l   l  s c h e n 	 #40;8BL  ?>4@>1=>AB8	 	 -0A  'D*A'5JD	 E l i m i n a r   d e t a l h e 	 B i l g i   s i l 	 X  a   c h i   t i t 	 H a p u s   r i n c i a n 	 H a p u s   b u t i r a n 	 5	?	5	0	#	  .	?		>				 	 	 	 	 	 	 	 D e t a i l   v e r w i j d e r e n 	 	 	 ^t e r g e r e   d e t a l i u 	 	 	   	 	 	 -0A  ,1&'*	 	 	 					  				  						 	 	 	 	 	 	 	 	 S k r a p   b e s o n d e r h e d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   d e t a l h e 
 
 S T R _ I D _ P H B _ A D D _ I M P S 	 P h o n e B o o k 	 I C O N T E X T 	 A d d   I M P S 	 A d d   I M P S   I D 	 ReQsSBf
o`3^_	 mRsSeOo`^S	 @4H!  I M P S   I D 	 A g r e g a r   I D   I M P S 	 A j o u t e r   I D   I M P S 	 I M P S - I D   h i n z u f  g e n 	 >1028BL  I M P S   I D 	 	 %6'A)  E91A  I M P S 	 A d i c i o n a r   I D   d e   I M P S 	 I M P S   K i m l i i   E k l e 	 T h  m   I D   I M P S 	 T a m b a h k a n   I D   I M P S 	 T a m b a h   I M P S   I D 	 I M P S   I D   	K	!	<	G			 	 	 	 	 	 	 	 I M P S   I D   t o e v o e g e n 	 	 	 A d u g a r e   I D   I M P S 	 	 	     I M P S 	 	 	 'A2H/F  4F'3G  I M P S 	 	 	 								  				  			  					 	 	 	 	 	 	 	 	 V o e g   I M P S - I D   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   I D   I M P S 
 
 S T R _ I D _ P H B _ G R O U P _ D E L E T E A L L _ Q U E R Y 	 P h o n e b o o k 	 P O P U P C O N F I R M 	 A s k   u s e r   w h e t h e r   d e l e t e   a l l   g r o u p s 	 D e l e t e   a l l   g r o u p s ? 	 *RdhQ萤D}	  RdhQ萤~	 	 	 	 	 #40;8BL  2A5  3@C??K? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ D E L E T E _ I M P S 	 P h o n e B o o k 	 I C O N T E X T 	 D e l e t e   I M P S   I D 	 D e l e t e   I M P S   I D 	 *RdsSBf
o`3^_	  RdsSeOo`^S	 %  I M P S   I D 	 E l i m i n a r   I D   I M P S 	 E f f a c e r   I D   I M P S 	 I M P S - I D   l  s c h e n 	 #40;8BL  I M P S   I D 	 	 -0A  E91A  I M P S 	 E l i m i n a r   I D   d e   I M P S 	 I M P S   K i m l i i n i   S i l 	 X  a   I D   I M P S 	 H a p u s   I D   I M P S 	 H a p u s   I M P S   I D 	 I M P S   I D   .	?		>				 	 	 	 	 	 	 	 I M P S   I D   v e r w i j d e r e n 	 	 	 ^t e r g e r e   I D   I M P S 	 	 	     I M P S 	 	 	 -0A  4F'3G  I M P S 	 	 	 								  				  				  						 	 	 	 	 	 	 	 	 S k r a p   I M P S - I D 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x c l u i r   I D   I M P S 
 
 S T R _ I D _ P H B _ A D D _ B I R T H D A Y _ R E M I N D E R 	 P h o n e B o o k 	 I C O N T E X T 	 a d d   b i r t h d a y   r e m i n d e r 	 A d d   b i r t h d a y   r e m i n d e r 	 ReQuec	 mRuec	 	 	 	 	 >1028BL  =0?><8=0=85  >  4=5  @>645=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P R O V B O X U I _ M O V E _ T O _ A R C H I V E _ C O N F I R M 	 P r o v B o x U I 	 P O P U P C O N F I R M 	 M o v e   c o n f i r m 	 M o v e   t o   A r c h i v e ? 	 ,dyǌe>Y	 yR0ReN9Y	 "I2"D"15H@G2'#? 	  D e s e a   m o v e r   a l   a r c h i v o ? 	 D  p l a c e r   d a n s   A r c h i v e  ? 	 I n s   A r c h i v   s c h i e b e n ? 	 5@5<5AB8BL  2  0@E82? 	 	 FBD  %DI  'D#14JA	 M o v e r   p a r a   o   a r q u i v o ? 	 A r _i v e   t a _1n s 1n   m 1? 	 C h u y n   v  o   L u   t r ? 	 P i n d a h k a n   k e   a r s i p ? 	 P i n d a h   k e   a r k i b ? 	 	0	M		>		5	  .	G		  2	G	  	>			? 	 	 	 	 	 	 	 	 N a a r   a r c h i e f   v e r p l a a t s e n ? 	 	 	 M u t a r e    n   a r h i v ? 	 	 	   ? 	 	 	 (G  ('J'F  ,'(,'  4H/	 	 	 							  					? 	 	 	 	 	 	 	 	 	 S k u i f   n a   a r g i e f ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r   a o   a r q u i v o   c o m p a c t a d o ? 
 
 S T R _ I D _ P R O V B O X U I _ F A I L _ T O _ M O V E 	 P r o v B o x U I 	 P O P U P 	 M o v e   e r r o r 	 F a i l e d   t o   m o v e 	 ,dy1YWe	 yR1Y%	 D!H*2!2#"I2"	 N o   s e   p u d o   m o v e r 	  c h e c   d e   d  p l a c e m e n t 	 K o n n t e   n i c h t   v e r s c h o b e n   w e r d e n 	 52>7<>6=>  ?5@5<5AB8BL	 	 A4D  'DFBD	 F a l h a   a o   m o v e r 	 T a _1n a m a d 1	 K h  n g   t h   c h u y n 	 G a g a l   d i p i n d a h k a n 	 G a g a l   m e m i n d a h 	 2	G	  	>	(	>	  5	?	+	2		 	 	 	 	 	 	 	 K o n   n i e t   v e r p l a a t s e n 	 	 	 M u t a r e   e _u a t 	 	 	   	 	 	 ,'(,'  F'EHAB  (H/	 	 	 					  							 	 	 	 	 	 	 	 	 S k u i f   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   m o v e r 
 
 S T R _ I D _ P R O V B O X U I _ M O V E D 	 P r o v B o x U I 	 P O P U P 	 M o v e   s u c c e s s 	 M o v e d 	 ],dy	 ]yR	 "I2"A%I'	 M o v i d o 	 D  p l a c  	 V e r s c h o b e n 	 5@5<5I5=	 	 *E  'DFBD	 M o v i d o 	 T a _1n d 1	    c h u y n 	 D i p i n d a h k a n 	 D i p i n d a h 	 	(	M	/	$	M	0	  2	G	  	>	/	>	  	/	>		 	 	 	 	 	 	 	 V e r p l a a t s t 	 	 	 M u t a t 	 	 	 	 	 	 ,'(,'  4/	 	 	 					  						 	 	 	 	 	 	 	 	 G e s k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v i d o 
 
 S T R _ I D _ Q Q M O V I E _ A P P _ N A M E 	 U n d e f i n e d 	 1 0 	 T o   G o   t o   Q Q - M o v i e   S c r e e n . 	 Q Q - M o v i e 	 Q Q - M o v i e 	 Q Q - M o v i e 	 Q Q -  2"#L	 P e l  c u l a   Q Q 	 F i l m   Q Q 	 Q Q - F i l m 	 	 	 #AD'E  Q Q 	 Q Q - F i l m e 	 Q Q - F i l m 	 P h i m   Q Q 	 F i l m   Q Q 	 F i l e m - Q Q 	 Q Q - .	B	5	@		 	 	 	 	 	 	 	 Q Q - f i l m 	 	 	 F i l m - Q Q 	 	 	   Q Q 	 	 	 Q Q - M o v i e 	 	 	 						-   					 	 	 	 	 	 	 	 	 Q Q - F l i e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F i l m e   Q Q 
 
 S T R _ I D _ S A T _ U C M _ U N R E C O G N I Z E D _ N U M B E R 	 S A T 	 P O P U P 	 U n r e c o g n i z e d   n u m b e r 	 U n r e c o g n i z e d   n u m b e r 	 !qHe_x	 eHeSx	 +!2"@%D!H#9I1	 N  m e r o   n o   r e c o n o c i d o 	 N u m  r o   i n c o n n u 	 N i c h t   e r k a n n t e   N u m m e r 	 5@0A?>7=0==K9  =><5@	 	 1BE  :J1  E91HA	 N  m e r o   n  o   r e c o n h e c i d o 	 T a n 1n m a y a n   n u m a r a 	 S   k h  n g   x  c   n h 	 N o m o r   t i d a k   d i k e n a l i 	 N o m b o r   t i d a k   d i k e n a l i 	 		M		>	$	  (		,	0		 	 	 	 	 	 	 	 N u m m e r   n i e t   h e r k e n d 	 	 	 N u m r   n e r e c u n o s c u t 	 	 	     	 	 	 4E'1G  F'4F'.*G  '3*	 	 	 							  						 	 	 	 	 	 	 	 	 N o m m e r   n i e   h e r k e n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   n  o   r e c o n h e c i d o 
 
 S T R _ I D _ S A T _ U C M _ N O _ N U M B E R _ T O _ D I A L 	 S A T 	 P O P U P 	 E r r o r   m e s s a g e   t o   i n d i c a t e   u s e r s   t h e   c a l l   c a n n o t   b e   m a d e   b e c a u s e   n u m b e r   i s   e m p t y 	 N o   n u m b e r   t o   d i a l 	 !q_x	 eSx	 D!H!5+!2"@%C+I+!8	 N o   h a y   n  m e r o   p a r a   m a r c a r 	 A u c u n   n u m  r o      a p p e l e r 	 K e i n e   N u m m e r   z u m   W  h l e n 	 ><5@  >BACBAB2C5B	 	 D'  JH,/  1BE  DD'*5'D  (G	 N e n h u m   n  m e r o   a   m a r c a r 	  e v r i l e c e k   n u m a r a   y o k 	 K h  n g   c    s     g i 	 T i d a k   a d a   n o m o r   y a n g   a k a n   d i h u b u n g i 	 T i a d a   n o m b o r   u n t u k   d i d a i l 	 !	>	/	2	  	0	(	G	  	G	  2	?		  	K		  (		,	0	  (	9	@			 	 	 	 	 	 	 	 G e e n   n u m m e r   o m   t e   k i e z e n 	 	 	 N u   a ci   s e l e c t a t   n i c i u n   n u m r   p e n t r u   a p e l a r e 	 	 	     	 	 	 4E'1G  '  (1'  4E'1G  J1  FJ3*	 	 	 			  					  				 	 	 	 	 	 	 	 	 G e e n   n o m m e r   o m   t e   s k a k e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m   n  m e r o   a   d i s c a r 
 
 S T R _ I D _ S A T _ U C M _ N O T _ A L L O W _ T O _ D I A L 	 S A T 	 P O P U P 	 E r r o r   m e s s a g e   t o   i n d i c a t e   u s e r s   t h e   c a l l   i s   d i s a l l o w e d   t o   b e   d i a l e d 	 N o t   a l l o w e d   t o   d i a l 	 
NAQ1d_	 
NAQbS	 D!H-8
2C+I+!8	 N o   s e   p e r m i t e   m a r c a r 	 P a s   p e r m i s   d ' a p p e l e r 	 N i c h t   z u g e l a s s e n   z u m   W  h l e n 	 01>@  =52>7<>65=	 	 :J1  E3EH-  ('D'*5'D	 N  o   e   p e r m i t i d o   m a r c a r 	  e v r i l m e s i n e   i z i n   v e r i l m e d i 	 K . c h o   p h  p   g i 	 T i d a k   d i b o l e h k a n   u n t u k   m e n g h u b u n g i 	 T i d a k   d i b e n a r k a n   m e n d a i l 	 !	>	/	2	  	0	(	G	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 	 	 	 	 K i e z e n   n i e t   t o e g e s t a a n 	 	 	 N u   a v e ci   p e r m i s i u n e a   d e   a   a p e l a 	 	 	     	 	 	 'F,'E  4E'1G  J1  E,'2  FJ3*	 	 	 					  				  						  				 	 	 	 	 	 	 	 	 N i e   t o e g e l a a t   o m   t e   s k a k e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p e r m i t i d o   d i s c a r 
 
 S T R _ I D _ S A T _ U C M _ N O T _ S O S _ N U M B E R 	 S A T 	 P O P U P 	 E r r o r   m e s s a g e   t o   i n d i c a t e   u s e r s   o n l y   e m e r g e n c y   c a l l   c a n   b e   m a d e 	 E m e r g e n c y   c a l l s   o n l y 	 P}%`q	 N'}%`5u݋	 @	20B#	8@	4@H21I	 S o l o   l l a m a d a s   d e   e m e r g e n c i a 	 A p p e l s   d ' u r g e n c e   s e u l e m e n t 	 N u r   N o t r u f e 	 ">;L:>  020@89=K5  2K7>2K	 	 EC'DE'*  'D7H'1&  AB7	 A p e n a s   c h a m a d a s   d e   e m e r g  n c i a 	 Y a l n 1z c a   a c i l   d u r u m   a r a m a l a r 1	 C h   g i   k h n   c p 	 H a n y a   p a n g g i l a n   d a r u r a t 	 P a n g g i l a n   k e c e m a s a n   s a h a j a 	 	G	5	2	  	*	>	$		>	2	@	(	  	I	2	M	8		 	 	 	 	 	 	 	 A l l e e n   a l a r m o p r o e p e n 	 	 	 D o a r   a p e l u r i   d e   u r g e n c	 	 	     	 	 	 AB7  *E'3G'  '671'1	 	 	 									  					  			 	 	 	 	 	 	 	 	 S l e g s   N o o d o p r o e p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o m e n t e   c h a m a d a s   d e   e m e r g  n c i a 
 
 S T R _ I D _ S A T _ U C M _ N O _ A C T I V E _ V O I C E _ C A L L 	 S A T 	 P O P U P 	 E r r o r   m e s s a g e   t o   i n d i c a t e   u s e r s   t h e r e   i s   n o   a c t i v e   v o i c e   c a l l 	 N o   a c t i v e   v o i c e   c a l l 	 !qq	 e݋	 D!H!5*2"*25HC
I-"9H	 N o   h a y   l l a m a d a   d e   v o z   a c t i v a 	 A u c u n   a p p e l   v o c a l   a c t i f 	 K e i n   a k t i v e r   A u d i o a n r u f 	 5B  0:B82=>3>  2K7>20	 	 D'  *H,/  EC'DE)  5H*J)  F47)	 N e n h u m a   c h a m a d a   d e   v o z   a c t i v a 	 E t k i n   s e s l i   a r a m a   y o k 	 H i n   k h  n g   c    c u c   g i   t h o i 	 T i d a k   a d a   p a n g g i l a n   s u a r a   a k t i f 	 T i a d a   p a n g g i l a n   s u a r a   a k t i f 	 	K		  8		M	0	?	/	  5	I	/	8	  	I	2	  (	9	@			 	 	 	 	 	 	 	 G e e n   g e s p r e k   a c t i e f 	 	 	 N u   e x i s t   a p e l u r i   v o c a l e   a c t i v e 	 	 	       	 	 	 G  *E'3  "H'  A9'D  H,H/  F/'1/	 	 	 			  						  				  		  				 	 	 	 	 	 	 	 	 G e e n   a k t i e w e   s t e m o p r o e p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   c h a m a d a   c o m   v o z   a t i v a 
 
 S T R _ I D _ S E C S E T _ S I M _ E R R O R 	 S e t t i n g 	 P O P U P 	 S I M   e r r o r 	 S I M   e r r o r 	 S I M aS/	 S I M aS	 4!4%2	 E r r o r   e n   l a   t a r j e t a   S I M 	 E r r e u r   S I M 	 S I M - F e h l e r 	 H81:0  S I M   	 	 .7#  AJ  (7'B)  S I M 	 E r r o   d e   S I M 	 S I M   h a t a s 1	 L i   S I M 	 K e s a l a h a n   p a d a   S I M 	 R a l a t   S I M 	 S I M   $	M	0	A		?		 	 	 	 	 	 	 	 S I M - f o u t 	 	 	 E r o a r e   S I M 	 	 	   S I M 	 	 	 .7'  S I M 	 	 	 					  				 	 	 	 	 	 	 	 	 S I M - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d o   S I M 
 
 S T R _ I D _ N E T S E T _ P C H 	 S e t t i n g 	 T I T L E ,   I C O N T E X T 	 P C H   t i t l e   a n d   m e n u   	 G P R S   t r a n s f e r   p r e f . 	 G P R S P8*QHQ!j_	 G P R S  OOHQ!j_	 @%7-C
I2#B-  G P R S   	 P r e f e r e n c i a   d e   t r a n s f e r e n c i a   G P R S . 	 T r a n s f e r t   G P R S   p r  f . 	 G P R S -  b e r t r a g a g u n g s p r  f . 	 @54?>GB8B5;L=0O  ?5@540G0  G P R S   	 	 *A6JD  FBD  G P R S 	 P r e f .   t r a n s f e r  n c i a   p o r   G P R S 	 G P R S   a k t a r m a   t r c h . 	 u   t i  n   t r u y n   G P R S 	 T r a n s f e r   G P R S   t e l a h   d i p i l i h 	 P i n d a h   k e u t a m a a n   G P R S 	 G P R S   8	M	%	>	(	>		$	0	#	  5	0	@	/	$	>		 	 	 	 	 	 	 	 V o o r k e u r   v o o r   G P R S - o v e r d r a c h t 	 	 	 P r e f e r i n ce   t r a n s f e r   G P R S 	 	 	     G P R S 	 	 	 'F*B'D  G P R S   /D.H'G	 	 	 								  				  						 	 	 	 	 	 	 	 	 G P R S - o o r d r a g   v o o r r a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e f .   t r a n s f e r  n c i a   d e   G P R S 
 
 S T R _ I D _ N E T S E T _ P C H _ Q U E R Y 	 S e t t i n g 	 P O P U P C O N F I R M 	 p o p   u p   i n f o r m a t i o n 	 I f   y o u   s e l e c t   d a t a   p r e f e r ,   y o u   w i l l   m i s s   s o m e   i n c o m i n g   c a l l ,   c o n t i n u e ? 	 Yxdxed*QHQSocO|~~	 Y	bpencOHQSoceg5u~~	 I28@%7-C
II-!9%  80%2*2"@#5"@I22*2"  3H-+#7-D!H? 	 S i   s e l e c c i o n a   P r e f i e r o   d a t o s ,   p e r d e r    a l g u n a   l l a m a d a   e n t r a n t e .    D e s e a   c o n t i n u a r ? 	 S i   v o u s   s  l e c t i o n n e z   d o n n  e s   p r  f  r  e s ,   v o u s   p o u v e z   r a t e r   u n   a p p e l   e n t r a n t ,   c o n t i n u e r ? 	 B e i   W a h l   v o n   D a t e n v o r z u g   v e r p a s s e n   S i e   e i n i g e   e i n g e h e n d e   A n r u f e ,   f o r t s e t z e n ? 	 A;8  2K1@0BL  ?@54?>GB5=85  40==K<,   2E>4OI89  2K7>2  1C45B  ?@>?CI5=,   ?@>4>;68BL? 	 	 %0'  BE*  ('.*J'1  *A6JD  'D(J'F'*  3HA  *AB/  (96  'DEC'DE'*  'DH'1/)  E*'(9)	 S e   s e l e c c i o n a r   p r e f e r i r   d a d o s ,   p o d e r    p e r d e r   a l g u m a s   c h a m a d a s   r e c e b i d a s .   C o n t i n u a r ? 	 V e r i   t e r c i h i n i   s e  e r s e n i z   g e l e n   b a z 1  a r a m a l a r 1  c e v a p l a y a m a y a c a k s 1n 1z ,   d e v a m   e d i l s i n   m i ? 	 N u   c h n   u   t i  n   d   l i u ,   b n   s   b   l   c u c   g i   n ,   t i p   t c ? 	 J i k a   l e b i h   m e m i l i h   d a t a ,   A n d a   a k a n   m e l e w a t k a n   b e b e r a p a   p a n g g i l a n   m a s u k ,   l a n j u t k a n ? 	 J i k a   a n d a   m e m i l i h   k e u t a m a a n   d a t a ,   a n d a   t i d a k   a k a n   m e n e r i m a   b e b e r a p a   p a n g g i l a n   m a s u k ,   t e r u s k a n ? 	 /	&	?	  	*	  !	G		>	  5	0	@	/	$	>	  	A	(	$	G	  9	H		,   $	K	  	*	  	A		  	(		.	?			  	I	2	  8	G	  	B		  	>				G	,   	>	0	@	  0		G		? 	 	 	 	 	 	 	 	 S e l e c t e e r   j e   v o o r k e u r   v o o r   g e g e v e n s ,   d a n   k u n   j e   e e n   i n k o m e n d   g e s p r e k   m i s s e n .   D o o r g a a n ? 	 	 	 D a c   s e l e c t a ci   p r e f e r i n ce   d a t e ,   v e ci   r a t a   u n e l e   a p e l u r i   p r i m i t e ,   c o n t i n u a ci ? 	 	 	       ,         .     ? 	 	 	 F'FG  /'/G  G'  1'  *1,-  /G/  'E'F  /'1/  (1.  '2  *E'3G'  H1H/  1'  '2  /3*  (/G/  9ED'*  '/'EG  '(/	 	 	 				  			  				  							  								  				,   					  				  				  							  		  			  					,   							  						? 	 	 	 	 	 	 	 	 	 I n d i e n   j y   d a t a v o o r r a n g   k i e s ,   k a n   j y   s e k e r e   i n k o m e n d e   o p r o e p e   m i s .   G a a n   v o o r t ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   s e l e c i o n a r   p r e f e r  n c i a   d e   d a d o s ,   v o c    p e r d e r    a l g u m a   l i g a   o   d e   e n t r a d a ,   c o n t i n u a r ? 
 
 S T R _ I D _ N E T S E T _ P C H _ D A T A _ P R E F E R 	 S e t t i n g 	 I C O N T E X T ,   H I N T 	 P C H   d a t a   p r e f e r 	 D a t a   p r e f e r 	 xed*QHQ	 pencOHQ	 @%7-C
II-!9%	 P r e f i e r o   d a t o s 	 D o n n  e s   p r  f  r  e s 	 D a t e n v o r z u g 	 @54?>GB5=85  40==K<	 	 *A6JD  'D(J'F'*	 P r e f e r i r   d a d o s 	 V e r i   t e r c i h i n i 	 u   t i  n   d   l i u 	 L e b i h   m e m i l i h   d a t a 	 K e u t a m a a n   d a t a 	 !	G		>	  5	0	@	/	$	>		 	 	 	 	 	 	 	 V o o r k e u r   v o o r   g e g e v e n s 	 	 	 P r e f e r i n ce   d a t e 	 	 	   	 	 	 *1,-  ('  /'/G  G'	 	 	 				  											 	 	 	 	 	 	 	 	 D a t a v o o r r a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e f e r  n c i a   d e   d a d o s 
 
 S T R _ I D _ N E T S E T _ P C H _ C A L L _ P R E F E R 	 S e t t i n g 	 H I N T ,   I C O N T E X T 	 P C H   c a l l   p r e f e r 	 C a l l   p r e f e r 	 q*QHQ	 5u݋OHQ	 @%7-C
I*2"	 P r e f i e r o   l l a m a d a 	 A p p e l   p r  f  r  	 A n r u f v o r z u g 	 @54?>GB5=85  72>=:C	 	 *A6JD  'DEC'DE'*	 P r e f e r i r   c h a m a d a 	 A r a m a   t e r c i h i 	 u   t i  n   c u c   g i 	 L e b i h   m e m i l i h   p a n g g i l a n 	 K e u t a m a a n   p a n g g i l a n 	 	I	2	  5	0	@	/	$	>		 	 	 	 	 	 	 	 V o o r k e u r   v o o r   s p r a a k 	 	 	 P r e f e r i n ce   a p e l 	 	 	   	 	 	 *1,-  ('  *E'3	 	 	 		  										  	 	 	 	 	 	 	 	 	 O p r o e p v o o r r a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e f e r  n c i a   d e   c h a m a d a 
 
 S T R _ I D _ N E T S E T _ W L A N _ O N 	 S e t t i n g 	 C 0 3 3 _ 2 	 W L A N   O N 	 W L A N   O N 	 W L A N SU	 W L A N Sb _	 W L A N   @4	 W L A N   A C T I V A D A 	 W L A N   M A R C H E 	 W L A N   E I N 	 W L A N   	 	 *4:JD  4(C)  'D'*5'D  'DE-DJ)  'DD'3DCJ)  ( W L A N ) 	 W L A N   L i g a d a 	 W L A N   A  I K 	 W L A N     B T 	 W L A N   A K T I F 	 W L A N   N Y A L A 	 W L A N   	>	2	B		 	 	 	 	 	 	 	 W L A N   a a n 	 	 	 A c t i v a r e   W L A N 	 	 	     	 	 	 W L A N   1H4F	 	 	 W L A N   					 	 	 	 	 	 	 	 	 W L A N   A A N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N   O N 
 
 S T R _ I D _ N E T S E T _ W L A N _ O F F 	 S e t t i n g 	 C 0 3 3 _ 2 	 W L A N   O F F 	 W L A N   O F F 	 W L A N ܕ	 W L A N sQ	 W L A N   4	 W L A N   D E S A C T I V A D A 	 W L A N   A R R E T 	 W L A N   A U S 	 W L A N   +	 	 %JB'A  *4:JD  4(C)  'D'*5'D  'DE-DJ)  'DD'3DCJ)  ( W L A N ) 	 W L A N   D e s l i g a d a 	 W L A N   K A P A L I 	 W L A N   T T 	 W L A N   T I D A K   A K T I F 	 W L A N   P A D A M 	 W L A N   ,		&		 	 	 	 	 	 	 	 W L A N   u i t 	 	 	 D e z a c t i v a r e   W L A N 	 	 	     	 	 	 W L A N   .'EH4	 	 	 W L A N   					 	 	 	 	 	 	 	 	 W L A N   A F 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N   O F F 
 
 S T R _ I D _ N E T S E T _ I N V A L I D _ W L A N 	 S e t t i n g 	 C 0 3 3 _ 2 	 I n v a l i d   W L A N 	 I n v a l i d   W L A N 	 !qHevW L A N 	 eHevW L A N 	 W L A N   D!H9I-	 W L A N   n o   v  l i d a 	 W L A N   i n v a l i d e 	 U n g  l t i g e s   W L A N 	 525@=0O  W L A N 	 	 4(C)  'D'*5'D  'DE-DJ)  'DD'3DCJ)  ( W L A N )   :J1  5'D-)	 W L A N   i n v  l i d a 	 G e  e r s i z   W L A N 	 W L A N   k . h p   l 	 W L A N   t i d a k   v a l i d 	 W L A N   T i d a k   S a h 	 	.	>	(	M	/	  W L A N 	 	 	 	 	 	 	 	 O n g e l d i g   W L A N 	 	 	 W L A N   i n v a l i d 	 	 	       	 	 	 W L A N   F'E9*(1  '3*	 	 	 								  W L A N 	 	 	 	 	 	 	 	 	 O n g e l d i g e   W L A N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N   i n v  l i d a 
 
 S T R _ I D _ G C A L L _ C C B S _ N F Y 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S t r i n g   f o r   C C B S   M e s s a g e 	 C C B S   a v a i l a b l e . \ n W a n t   t o   a c t i v a t e ? 	 C C B S   SO(u0    /f&T_UR	 C C B S   SO(u0    /f&To;m	 C C B S   C
IDI\ n I-2#@432+#7-D!H? 	 C C B S   d i s p o n i b l e . \ n  D e s e a   a c t i v a r l o ? 	 C C B S   d i s p o n i b l e . \ n V o u l e z - v o u s   a c t i v e r  ? 	 C C B S   v e r f  g b a r . \ n A k t i v i e r e n ? 	 <55BAO  C C B S   . \ n   %>B8B5  0:B828@>20BL? 	 	 C C B S   E*'-.   \ n GD  *1J/  *F4J7G	 C C B S   d i s p o n  v e l . \ n D e s e j a   a c t i v a r ? 	 C C B S   k u l l a n 1l a b i l i r . \ n E t k i n l e _t i r m e k   i s t i y o r   m u s u n u z ? 	 C C B S   c    s n . \ n M u n   b t ? 	 C C B S   t e r s e d i a . \ n A k t i f k a n ? 	 C C B S   b o l e h   d i d a p a t i . \ n A k t i f k a n ? 	 C C B S   		*	2	,	M	'	  9	H	. \ n 8		M	0	?	/	  	0	(	>	  	>	9	$	G	  9	H		? 	 	 	 	 	 	 	 	 C C B S   b e s c h i k b a a r . \ n W i l   j e   a c t i v e r e n ? 	 	 	 C C B S   d i s p o n i b i l . \ n D o r i ci   s   a c t i v a ci ? 	 	 	 C C B S   . \ n   ? 	 	 	 C C B S   /1  /3*13  '3*. / n   E.H'G/  A9'D  3'2  'F,'E  4H/	 	 	 C C B S   			d	  \ n 						  				  			? 	 	 	 	 	 	 	 	 	 C C B S   b e s k i k b a a r . \ n A k t i v e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C C B S   d i s p o n  v e l . \ n Q u e r   a t i v a r ? 
 
 S T R _ I D _ G C A L L _ C C B S _ A C T I V A T E D 	 U n d e f i n e d 	 P O P U P 	 C C B S   a c t i v a t e d   S c r e e n 	 A c t i v a t e d 	 ]_UR	 ]o;m	 @432A%I'	 A c t i v a d o 	 A c t i v  	 A k t i v i e r t 	 :B828@>20=>	 	 *E  'D*F4J7	 A c t i v a d o 	 E t k i n l e _t i r i l d i 	    b t 	 D i a k t i f k a n 	 D i a k t i f k a n 	 8		M	0	?	/	  	?	/	>	  	/	>		 	 	 	 	 	 	 	 G e a c t i v e e r d 	 	 	 A c t i v a t 	 	 	 	 	 	 A9'D  1/J/	 	 	 						  			  						 	 	 	 	 	 	 	 	 G e a k t i v e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A t i v a d o 
 
 S T R _ I D _ G C A L L _ R E D I A L 	 U n d e f i n e d 	 U N L I M 	 R e d i a l   S t r i n g 	 R e d i a l i n g : 	 R͑d	 ꁨR͑b	 3%1B#I3: 	 V o l v e r   a   m a r c a r : 	 R e c o m p o s i t i o n  : 	 W a h l w i e d e r h o l u n g : 	 >2B>@=K9  =01>@: 	 	 %9'/)  'D'*5'D: 	 A   r e m a r c a r : 	 Y e n i d e n   a r a m a : 	 a n g   g i   l i : 	 M e n g h u b u n g i   u l a n g : 	 M e n d a i l   s e m u l a : 	 0	@	!	>	/	2	  9	K	  0	9	>	  9	H	: 	 	 	 	 	 	 	 	 O p n i e u w   k i e z e n : 	 	 	 R e a p e l a r e : 	 	 	   : 	 	 	 4E'1G  1  E,//: 	 	 	 						  					  			  					: 	 	 	 	 	 	 	 	 	 S k a k e l   t a n s   w e e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d i s c a g e m : 
 
 S T R _ I D _ G C A L L _ R E D I A L _ T I M E S 	 U n d e f i n e d 	 U N L I M 	 N u m b e r   o f   t i m e s 	 t i m e ( s ) , \ n 	 !k\ n 	 !k\ n 	 #1I\ n 	 v e z ( v e c e s ) , \ n 	 f o i s , \ n 	 m a l , \ n 	 2@5<O  ( A) , \ n 	 	 E1)( E1'*) \ n 	 v e z ( e s ) , \ n 	 d e f a , \ n 	 l n , \ n 	 k a l i , \ n 	 k a l i , \ n 	 ,	>	0	, \ n 	 	 	 	 	 	 	 	 k e e r , \ n 	 	 	 n u m r   r e a p e l r i , \ n 	 	 	 / , \ n 	 	 	 2E'F/ n 	 	 	 			,   \ n 	 	 	 	 	 	 	 	 	 k e e r ( k e r e ) , \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 v e z ( e s ) , \ n 
 
 S T R _ I D _ G C A L L _ R E D I A L _ N E X T _ A T T E M P T 	 U n d e f i n e d 	 U N L I M 	 N e x t   a t t e m p t   r e m i n d e r 	 n e x t   a t t e m p t   i n 	 N!k͑d	 N!k͑b	 "2"2!#1IH-DC	 s i g u i e n t e   i n t e n t o   e n 	 p r o c h a i n e   t e n t a t i v e   d a n s 	 n  c h s t e r   V e r s u c h   i n 	 A;54CNI0O  ?>?KB:0  G5@57  	 	 'DE-'HD)  'D*'DJ)  AJ	 p r  x i m a   t e n t a t i v a   e m 	 s o n r a k i   d e n e m e 	 l n   t h   k   t i p   t r o n g 	 u p a y a   b e r i k u t n y a   d a l a m 	 m e n c u b a   l a g i   d a l a m 	 .	G		  		2	>	  *	M	0	/	>	8		 	 	 	 	 	 	 	 v o l g e n d e   p o g i n g   o v e r 	 	 	 u r m t o a r e a    n c e r c a r e    n 	 	 	       	 	 	 *D'4  (9/  /1	 	 	 							  							 	 	 	 	 	 	 	 	 v o l g e n d e   p o g i n g   o o r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 p r  x i m a   t e n t a t i v a   e m 
 
 S T R _ I D _ G C A L L _ R E D I A L _ S E C 	 U n d e f i n e d 	 U N L I M 	 S e c o n d 	 s e c 	 y	 y	 '425	 s 	 s e c 	 S e k . 	 A5:	 	 +'FJ)	 s e g . 	 s a n i y e   i  i n d e 	 g i  y 	 d e t i k 	 s a a t 	 8	G		G		!		 	 	 	 	 	 	 	 s 	 	 	 s e c 	 	 	 	 	 	 +'FJG	 	 	 								 	 	 	 	 	 	 	 	 s e k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 s 
 
 S T R _ I D _ G C A L L _ R E D I A L _ M I N 	 U n d e f i n e d 	 U N L I M 	 M i n u t e 	 m i n 	 R	 R	 25	 m i n 	 m i n 	 M i n . 	 <8=	 	 /BJB)	 m i n . 	 d a k i k a   i  i n d e 	 p h  t 	 m e n i t 	 m i n 	 .	?	(			 	 	 	 	 	 	 	 m i n 	 	 	 m i n 	 	 	 	 	 	 /BJBG	 	 	 						 	 	 	 	 	 	 	 	 m i n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 m i n 
 
 S T R _ I D _ G C A L L _ R E S T R I C T E D 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   f o r   R e s t r i c t e d 	 R e s t r i c t e d 	 SP6R	 SP6R	 31	 R e s t r i n g i d o 	 L i m i t  	 B e s c h r  n k t 	 3@0=8G5=>	 	 E-8H1	 R e s t r i t o 	 K 1s 1t l 1	 B   g i i   h n 	 T e r b a t a s 	 T e r h a d 	 *	M	0	$	?	,		'	?	$		 	 	 	 	 	 	 	 B e p e r k t 	 	 	 R e s t r i c ci o n a t 	 	 	   	 	 	 E-/H/4/G	 	 	 									 	 	 	 	 	 	 	 	 B e p e r k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s t r i t o 
 
 S T R _ I D _ G C A L L _ U N A V A I L A B L E 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   f o r   U n a v a i l a b l e 	 U n a v a i l a b l e 	 
NX[(W	 
NX[(W	 D!H!5	 N o   d i s p o n i b l e 	 N o n   d i s p o n i b l e 	 N i c h t   v e r f  g b a r 	 54>ABC?=>	 	 :J1  E*'-	 N  o   d i s p o n  v e l 	 K u l l a n 1l a m a z 	 K h  n g   c    s n 	 T i d a k   t e r s e d i a 	 T i d a k   B o l e h   D i d a p a t i 	 	(	A	*	2	,	M	'		 	 	 	 	 	 	 	 N i e t   b e s c h i k b a a r 	 	 	 I n d i s p o n i b i l 	 	 	   	 	 	 A1'GE  FJ3*	 	 	 					  						  			 	 	 	 	 	 	 	 	 N i e   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n d i s p o n  v e l 
 
 S T R _ I D _ G C A L L _ R E J E C T _ B Y _ U S E R 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   f o r   R e j e c t   b y   u s e r 	 R e j e c t   b y   u s e r 	 O(ubU}	 (u7bbU}	 4@*B"9IC
I	 R e c h a z a r   p o r   e l   u s u a r i o 	 R e f u s    p a r   l ' u t i l i s a t e u r 	 V o n   B e n u t z e r   a b g e l e h n t 	 B:;>=5=>  ?>;L7>20B5;5<	 	 1A6  (H'37)  'DE3*./E	 R e j e i t a d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a r a f 1n d a n   r e d d e d i l d i 	 T   c h i   b i   n . d  n g 	 T o l a k   o l e h   p e n g g u n a 	 D i t o l a k   o l e h   p e n g g u n a 	 		*	/	K			0	M	$	>	  &	M	5	>	0	>	  	8	M	5	@		C	$		 	 	 	 	 	 	 	 G e w e i g e r d   d o o r   g e b r u i k e r 	 	 	 R e s p i n s   d e   u t i l i z a t o r 	 	 	       	 	 	 1/1/F  '271A  '1(1	 	 	 											  						  													 	 	 	 	 	 	 	 	 V e r w e r p   d e u r   g e b r u i k e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e j e i t a r   p e l o   u s u  r i o 
 
 S T R _ I D _ G C A L L _ P A Y P H O N E 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   f o r   P a y p h o n e 	 P a y p h o n e 	 6eq	 6e95u݋	 B#(1L*22#0	 T e l  f o n o   p  b l i c o 	 T  l  p h o n e   p u b l i c 	 M  n z t e l e f o n 	 "0:A>D>=	 	 G'*A  9EHEJ	 T e l e f o n e   p  b l i c o 	  d e m e l i   t e l e f o n 	 . t h o i   t h 	 T e l e p o n   u m u m 	 T e l e f o n   A w a m 	 *	G	+	K	(		 	 	 	 	 	 	 	 M u n t t e l e f o o n 	 	 	 T e l e f o n   p u b l i c 	 	 	   	 	 	 P a y p h o n e 	 	 	 						 	 	 	 	 	 	 	 	 B e t a a l f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l e f o n e   p a g o 
 
 S T R _ I D _ G C A L L _ L E F T _ P A R E N T H E S I S 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   f o r   l e f t   p a r e n t h e s i s 	 ( 	 	 	 ( 	 ( 	 ( 	 ( 	 ( 	 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 ( 	 	 	 	 	 	 	 	 ( 	 	 	 ( 	 	 	 ( 	 	 	 ( 	 	 	 ( 	 	 	 	 	 	 	 	 	 ( 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ( 
 
 S T R _ I D _ G C A L L _ R I G H T _ P A R E N T H E S I S 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   f o r   r i g h t   p a r e n t h e s i s 	 ) 	 		 		 ) 	 ) 	 ) 	 ) 	 ) 	 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 ) 	 	 	 	 	 	 	 	 ) 	 	 	 ) 	 	 	 ) 	 	 	 ) 	 	 	 ) 	 	 	 	 	 	 	 	 	 ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ) 
 
 S T R _ I D _ G C A L L _ I N V A L I D _ C O M M A N D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   I n v a l i d   C o m m a n d 	 I n v a l i d   c o m m a n d 	 !qHecN	 eHecN	 3*1HD!H9I-	 C o m a n d o   n o   v  l i d o 	 C o m m a n d e   i n v a l i d e 	 U n g  l t i g e r   B e f e h l 	 525@=0O  :><0=40	 	 #E1  :J1  5'D-	 C o m a n d o   i n v  l i d o 	 G e  e r s i z   k o m u t 	 L n h   k h  n g   h p   l 	 P e r i n t a h   t i d a k   v a l i d 	 P e r i n t a h   t i d a k   s a h 	 	.	>	(	M	/	  	.	>		!		 	 	 	 	 	 	 	 O n g e l d i g e   o p d r a c h t 	 	 	 C o m a n d   i n v a l i d 	 	 	     	 	 	 A1E'F  F'E9*(1	 	 	 								  							 	 	 	 	 	 	 	 	 O n g e l d i g e   b e v e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m a n d o   i n v  l i d o 
 
 S T R _ I D _ G C A L L _ F D N _ F A I L 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   F D N   F a i l 	 F i x e d   d i a l   n u m b e r   o n l y 	 SdQV[d__x	 SbQV[bSSx	 +!2"@%B#5H@H21I	 S  l o   n  m e r o s   d e   m a r c a c i  n   f i j a 	 N u m  r o   f i x e   s e u l e m e n t 	 N u r   f e s t s t e h e n d e   E i n w  h l n u m m e r 	 ">;L:>  =><5@  D8:A8@>20==>3>  =01>@0	 	 1BE  'D'*5'D  'D+'(*  AB7	 A p e n a s   n  m e r o   d e   m a r c a   o   f i x a 	 Y a l n 1z c a   s a b i t   n u m a r a   a r a m a 	 C h   g i   s   c   n h 	 H a n y a   n o m o r   p a n g g i l a n   t e t a p 	 N o m b o r   d a i l a n   t e t a p   s a h a j a 	 	G	5	2	  +	?		M	8	M	!	  !	>	/	2	  (		,	0		 	 	 	 	 	 	 	 A l l e e n   k i e z e n   n a a r   v a s t e   n u m m e r s 	 	 	 A p e l a r e   d o a r   n u m r   f i x 	 	 	     	 	 	 AB7  4E'1G  G'I  E1(H7  (G  4E'1G  J1I  +'(*	 	 	 				  						  					  						 	 	 	 	 	 	 	 	 S l e g s   v o o r a f b e p a a l d e   n o m m e r - s k a k e l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   d e   d i s c a g e m   f i x a   a p e n a s 
 
 S T R _ I D _ G C A L L _ U N A B L E _ T O _ C O N N E C T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   d e f a u l t   E r r o r 	 U n a b l e   t o   c o n n e c t 	 !ql#P}	 elޏc	 D!H*2!2#@
7H-!H-	 N o   s e   p u e d e   c o n e c t a r 	 C o n n e x i o n   i m p o s s i b l e 	 K a n n   k e i n e   V e r b i n d u n g   h e r s t e l l e n 	 52>7<>6=>  A>548=8BLAO	 	 :J1  B'/1  9DI  'D'*5'D	 N  o      p o s s  v e l   l i g a r 	 B a l a n a m a d 1	 K h  n g   t h   k t   n i 	 T i d a k   d a p a t   m e n y a m b u n g 	 T i d a k   b o l e h   m e n y a m b u n g 	 	(	G		M		  	0	(	G	  .	G		  		M	7	.		 	 	 	 	 	 	 	 K a n   g e e n   v e r b i n d i n g   m a k e n 	 	 	 C o n e c t a r e   i m p o s i b i l 	 	 	     	 	 	 'EC'F  '1*('7  FJ3*	 	 	 							  			  						 	 	 	 	 	 	 	 	 N i e   i n   s t a a t   o m   t e   k o p p e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o      p o s s  v e l   c o n e c t a r 
 
 S T R _ I D _ G C A L L _ U N R E C O G N I Z E D _ N U M B E R 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   u n r e c o g n i z e d   n u m b e r 	 U n r e c o g n i z e d   n u m b e r 	 _x!qlX	 SxelƋ	 +!2"@%D!H#9I1	 N  m e r o   n o   r e c o n o c i d o 	 N u m  r o   i n c o n n u 	 N i c h t   e r k a n n t e   N u m m e r 	 5@0A?>7=0==K9  =><5@	 	 1BE  :J1  E91HA	 N  m e r o   n  o   r e c o n h e c i d o 	 T a n 1n m a y a n   n u m a r a 	 S   k h  n g   x  c   n h 	 N o m o r   t i d a k   d i k e n a l i 	 N o m b o r   t i d a k   d i k e n a l i 	 		M		>	$	  (		,	0		 	 	 	 	 	 	 	 N u m m e r   n i e t   h e r k e n d 	 	 	 N u m r   n e r e c u n o s c u t 	 	 	     	 	 	 4E'1G  F'4F'.*G  '3*	 	 	 					  						 	 	 	 	 	 	 	 	 N o m m e r   n i e   h e r k e n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   n  o   r e c o n h e c i d o 
 
 S T R _ I D _ G C A L L _ F A I L 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g 	 F a i l e d 	 1YWe	 1Y%	 %I!@+%'	 E r r o r 	 E c h e c 	 F e h l g e s c h l a g e n 	 H81:0	 	 A4D	 F a l h o u 	 B a _a r 1s 1z 	 B   l i 	 G a g a l 	 G a g a l 	 5	?	+	2		 	 	 	 	 	 	 	 M i s l u k t 	 	 	 N e r e u _i t 	 	 	 	 	 	 F'EHAB  (H/	 	 	 							 	 	 	 	 	 	 	 	 O n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u 
 
 S T R _ I D _ G C A L L _ N E T W O R K _ F A I L 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   n e t w o r k   f a i l 	 N e t w o r k   f a i l 	 }#P}1YWe	 Q~ޏ~1Y%	 @#7-H2"%I!@+%'	 E r r o r   d e   r e d 	 E c h e c   d e   r  s e a u 	 N e t z w e r k a u s f a l l 	 H81:0  A5B8	 	 A4D  'D4(C)	 F a l h a   d e   r e d e 	 A   b a _a r 1s z 	 L i   m n g 	 J a r i n g a n   g a g a l 	 R a n g k a i a n   g a g a l 	 (	G		5	0	M		  5	?	+	2		 	 	 	 	 	 	 	 N e t w e r k   m i s l u k t 	 	 	 R e ce a   c z u t 	 	 	   	 	 	 4(CG  C'1FEJCF/	 	 	 									  							 	 	 	 	 	 	 	 	 N e t w e r k   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   n a   r e d e 
 
 S T R _ I D _ G C A L L _ N E T W O R K _ B U S Y 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   n e t w o r k   b u s y 	 N e t w o r k   b u s y 	 }_}	 Q~_~	 @#7-H2"D!H'H2	 R e d   o c u p a d a 	 R  s e a u   o c c u p  	 N e t z w e r k   a u s g e l a s t e t 	 !5BL  70=OB0	 	 'D4(C)  E4:HD)	 R e d e   o c u p a d a 	 A   m e _g u l 	 M n g   b n 	 J a r i n g a n   s i b u k 	 R a n g k a i a n   s i b u k 	 (	G		5	0	M		  5	M	/	8	M	$		 	 	 	 	 	 	 	 N e t w e r k   b e z e t 	 	 	 R e ce a   o c u p a t 	 	 	   	 	 	 4(CG  '4:'D  '3*	 	 	 									  							 	 	 	 	 	 	 	 	 N e t w e r k   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d e   o c u p a d a 
 
 S T R _ I D _ G C A L L _ B U S Y _ N E T W O R K _ T R Y _ L A T E R 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   n e t w o r k   b u s y 	 N e t w o r k   b u s y ,   p l e a s e   t r y   l a t e r 	 }_}ˊ
z_Qf	 Q~_~ˊ
z_QՋ	 @#7-H2"D!H'H2  B#%-C 2"+%1	 R e d   o c u p a d a ,   i n t  n t e l o   m  s   t a r d e . 	 R  s e a u   o c c u p  ,   v e u i l l e z   r  e s s a y e r   p l u s   t a r d 	 N e t z w e r k   a u s g e l a s t e t ,   V o r g a n g   b i t t e   s p  t e r   w i e d e r h o l e n 	 !5BL  70=OB0,   ?>?@>1C9B5  ?>765	 	 'D4(C)  E4:HD)  J1,I  'DE-'HD)  D'-BK'	 R e d e   o c u p a d a ,   t e n t e   m a i s   t a r d e 	 A   m e _g u l ,   l  t f e n   d a h a   s o n r a   d e n e y i n 	 M n g   b n ,   h  y   t h   l i   s a u 	 J a r i n g a n   s i b u k ,   c o b a   l a g i   n a n t i 	 R a n g k a i a n   s i b u k ,   s i l a   c u b a   k e m u d i a n 	 (	G		5	0	M		  5	M	/	8	M	$	,   	C	*	/	>	  ,	>	&	  .	G		  *	M	0	/	>	8	  	0	G			 	 	 	 	 	 	 	 N e t w e r k   b e z e t ,   p r o b e e r   h e t   l a t e r   n o g   e e n s 	 	 	 R e ce a   o c u p a t ,    n c e r c a ci   m a i   t  r z i u 	 	 	   ,         	 	 	 4(G  '4:'D  '3*  D7A'  (9/'  'E*-'F  F/	 	 	 									  						,   			  				  						  					 	 	 	 	 	 	 	 	 N e t w e r k   b e s i g ,   p r o b e e r   a s b .   l a t e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d e   o c u p a d a ,   t e n t e   m a i s   t a r d e 
 
 S T R _ I D _ G C A L L _ B A R R E D _ C A L L 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   b a r r e d   c a l l 	 B a r r e d   c a l l 	 P6Rq	 P6R݋	 *2"9+I2!	 L l a m a d a   b l o q u e a d a 	 A p p e l   b l o q u  	 G e s p e r r t e r   A n r u f 	 @>83=>@8@>20==K9  2K7>2	 	 EC'DE)  E-8H1)	 C h a m a d a   b a r r a d a 	 S 1n 1r l 1  a r a m a 	 C . g i   b   c h n 	 P a n g g i l a n   d i b a t a s i 	 P a n g g i l a n   d i s e k a t 	 *	M	0	$	?	,		'	?	$	  	I	2		 	 	 	 	 	 	 	 G e b l o k k e e r d   g e s p r e k 	 	 	 A p e l   r e s t r i c ci o n a t 	 	 	   	 	 	 *E'3  E3/H/  4/G	 	 	 				  					  			 	 	 	 	 	 	 	 	 G e s p e r d e   o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   b a r r a d a 
 
 S T R _ I D _ G C A L L _ U S E R _ B U S Y 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g 	 U s e r   b u s y 	 _}-N	 _~-N	 9IC
ID!H'H2	 U s u a r i o   o c u p a d o 	 U t i l i s a t e u r   o c c u p  	 B e n u t z e r   b e s c h  f t i g t 	 1>=5=B  70=OB	 	 'DE3*./E  E4:HD	 U t i l i z a d o r   o c u p a d o 	 K u l l a n 1c 1  m e _g u l 	 N g i   d  n g   b n 	 P e n g g u n a   s i b u k 	 P e n g g u n a   s i b u k 	 		*	/	K			0	M	$	>	  5	M	/	8	M	$		 	 	 	 	 	 	 	 G e b r u i k e r   i n   g e s p r e k 	 	 	 U t i l i z a t o r   o c u p a t 	 	 	   	 	 	 C'1(1  E4:HD  '3*	 	 	 											  						  	 	 	 	 	 	 	 	 	 G e b r u i k e r   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s u  r i o   o c u p a d o 
 
 S T R _ I D _ G C A L L _ N O T _ R E S P O N D I N G 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   n o t   r e s p o n d i n g 	 N o t   r e s p o n d i n g 	 !qVa	 eT^	 D!H-*-	 N o   r e s p o n d e 	 S a n s   r  p o n s e 	 K e i n e   A n t w o r t 	 5B  >B25B0	 	 D'  J3*,J(	 N  o   r e s p o n d e 	 Y a n 1t   v e r m i y o r 	 K h  n g   p h n   h i 	 T i d a k   m e r e s p o n s 	 T i d a k   m e n j a w a b 	 		$	M	$	0	  (	9	@		  .	?	2	  0	9	>		 	 	 	 	 	 	 	 G e e n   r e a c t i e 	 	 	 N u   r s p u n d e 	 	 	   	 	 	 ~'3.  FEJ/G/	 	 	 				  						  			 	 	 	 	 	 	 	 	 R e a g e e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   r e s p o n d e n d o 
 
 S T R _ I D _ G C A L L _ N O _ A N S W E R 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   n o   a n s w e r 	 N o   a n s w e r 	 q*gc}	 5u݋*gc,T	 D!H#1*2"	 N o   h a y   r e s p u e s t a 	 P a s   d e   r  p o n s e 	 K e i n e   A n t w o r t 	 5B  >B25B0	 	 D'  JH,/  1/	 S e m   r e s p o s t a 	 Y a n 1t   y o k 	 K h  n g   t r   l i 	 T i d a k   a d a   j a w a b a n 	 T i a d a   j a w a p a n 	 	K		  		$	M	$	0	  (	9	@			 	 	 	 	 	 	 	 G e e n   a n t w o o r d 	 	 	 F r   r s p u n s 	 	 	   	 	 	 (  ~'3.	 	 	 					  				 	 	 	 	 	 	 	 	 G e e n   a n t w o o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   r e s p o s t a 
 
 S T R _ I D _ G C A L L _ A C M _ E X C E E D E D 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   A C M   e x c e e d e d 	 A C M   e x c e e d e d 	 q(u]N	 ݋9(u]Ǐ	 A C M   @4	 A C M   s u p e r a d o 	 A C M   d  p a s s  	 A C M    b e r s c h r i t t e n 	 @52KH5=  A C M   	 	 A C M   E*,'H2)	 A C M   e x c e d i d o 	 A C M   a _1l d 1	 V t   q u    A C M 	 A C M   t e r l a m p a u i 	 A C M   d i l a m p a u i 	 A C M   	'	?		  9	A			 	 	 	 	 	 	 	 A C M   o v e r s c h r e d e n 	 	 	 A C M   d e p _i t 	 	 	   -  A C M 	 	 	 *,'H2  '2  -/  A C M 	 	 	 					  							 	 	 	 	 	 	 	 	 A C M   o o r s k r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A C M   e x c e d i d a 
 
 S T R _ I D _ G C A L L _ U N E X P E C T E D _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   u n e x p e c t e d   e r r o r 	 U n e x p e c t e d   e r r o r 	 
Nf/	 
Nf	 I-4%25HD!HDI2+!2"	 E r r o r   i n e s p e r a d o 	 E r r e u r   i n a t t e n d u e 	 U n e r w a r t e t e r   F e h l e r 	 5>6840==0O  >H81:0	 	 .7#  :J1  E*HB9	 E r r o   i n e s p e r a d o 	 B e k l e m e y e n   h a t a 	 L i   t   x u t 	 K e s a l a h a n   t i d a k   d i h a r a p k a n 	 R a l a t   t i d a k   t e r j a n g k a 	 	*	M	0	$	M	/	>	6	?	$	  $	M	0	A		?		 	 	 	 	 	 	 	 O n v e r w a c h t e   f o u t 	 	 	 E r o a r e   n e a _t e p t a t 	 	 	     	 	 	 .7'I  :J1EF*81G	 	 	 												  				 	 	 	 	 	 	 	 	 O n v e r w a g s e   f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   i n e s p e r a d o 
 
 S T R _ I D _ G C A L L _ C A L L _ A B O R T E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   -   C a l l   A b o r t e d 	 C a l l   a b o r t e d 	 q]>eh	 ݋]>e_	 *2"%I!@%4A%I'	 L l a m a d a   a n u l a d a 	 A p p e l   a n n u l  	 A n r u f   a b g e b r o c h e n 	 2>=>:  >B<5=5=	 	 *E  %-('7  'DEC'DE)	 C h a m a d a   a b o r t a d a 	 A r a m a   d u r d u r u l d u 	    h y   c . g i 	 P a n g g i l a n   d i b a t a l k a n 	 P a n g g i l a n   d i b a t a l k a n 	 	I	2	  0	K		@	  			 	 	 	 	 	 	 	 G e s p r e k   a f g e b r o k e n 	 	 	 A p e l   a n u l a t 	 	 	   	 	 	 *E'3  E*HBA  4/	 	 	 		  							 	 	 	 	 	 	 	 	 O p r o e p   g e s t a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   c a n c e l a d a 
 
 S T R _ I D _ G C A L L _ C A L L _ E N D E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   -   C a l l   E n d e d 	 C a l l   e n d e d 	 q]P}_g	 ݋]~_g	 *2"'2A%I'	 L l a m a d a   f i n a l i z a d a 	 A p p e l   t e r m i n  	 A n r u f   b e e n d e t 	 2>=>:  7025@H5=	 	 *E  %FG'!  'DEC'DE)	 C h a m a d a   t e r m i n a d a 	 A r a m a   s o n l a n d 1r 1l d 1	    k t   t h  c   c . g i 	 P a n g g i l a n   d i a k h i r i 	 P a n g g i l a n   d i h e n t i k a n 	 	I	2	  8	.	>	*	M	$		 	 	 	 	 	 	 	 G e s p r e k   b e  i n d i g d 	 	 	 A p e l    n c h e i a t 	 	 	   	 	 	 ~'J'F  *E'3	 	 	 		  				 	 	 	 	 	 	 	 	 O p r o e p   b e  i n d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e n c e r r a d a 
 
 S T R _ I D _ G C A L L _ D T M F _ C O N F I R M A T I O N 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S t r i n g   f o r   D T M F   c o n f i r m a t i o n 	 S e n d   D T M F ? \ n 	 |v  D T M F \ n 	 S  D T M F \ n 	 *H  D T M F ? \ n 	  D e s e a   e n v i a r   D T M F ? \ n 	 E n v o y e r   D T M F  ? \ n 	 D T M F   s e n d e n ? \ n 	 B?@028BL  D T M F ? \ n 	 	 %13'D  D T M F \ n 	 E n v i a r   D T M F ? \ n 	 D T M F   g  n d e r i l s i n   m i ? \ n 	 G i   D T M F ? \ n 	 K i r i m   D T M F ? \ n 	 H a n t a r   D T M F ? \ n 	 D T M F   -	G		G		? \ n 	 	 	 	 	 	 	 	 D T M F   v e r z e n d e n ? \ n 	 	 	 T r i m i t e r e   D T M F ? \ n 	 	 	   D T M F ? \ n 	 	 	 "'  D T M F   A13*'/G  4H// n 	 	 	 D T M F   							? \ n 	 	 	 	 	 	 	 	 	 S t u u r   D T M F ? \ n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   D T M F ? \ n 
 
 S T R _ I D _ G C A L L _ I M E I _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   I M E I   e r r o r 	 I M E I   e r r o r 	 I M E I   !qlX	 I M E I   elƋ	 I M E I   4%2	 E r r o r   I M E I 	 E r r e u r   I M E I 	 I M E I - F e h l e r 	 H81:0  I M E I   	 	 .7#  AJ  I M E I 	 E r r o   d e   I M E I 	 I M E I   h a t a s 1	 L i   I M E I 	 K e s a l a h a n   p a d a   I M E I 	 R a l a t   I M E I 	 I M E I   $	M	0	A		?		 	 	 	 	 	 	 	 I M E I - f o u t 	 	 	 E r o a r e   I M E I 	 	 	   I M E I 	 	 	 .7'  I M E I 	 	 	 I M E I   				 	 	 	 	 	 	 	 	 I M E I - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   I M E I 
 
 S T R _ I D _ G C A L L _ G P R S _ N O T _ A L L O W E D 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   G P R S   n o t   a l l o w e d 	 G P R S   n o t   a l l o w e d 	 G P R S 
N/ec	 G P R S 
N/ec	 D!H-8
2  G P R S   	 G P R S   n o   p e r m i t i d o 	 G P R S   p a s   p e r m i s 	 G P R S   n i c h t   z u g e l a s s e n 	 5@07@5H5==K9  G P R S   	 	 G P R S   :J1  E3EH-	 G P R S   n  o   p e r m i t i d o 	 G P R S   i z n i   v e r i l m e d i 	 K h  n g   c h o   p h  p   G P R S 	 G P R S   t i d a k   d i b o l e h k a n 	 G P R S   t i d a k   d i b e n a r k a n 	 G P R S   	@	  	(	A	.	$	?	  (	9	@			 	 	 	 	 	 	 	 G P R S   n i e t   t o e g e s t a a n 	 	 	 G P R S   n e p e r m i s 	 	 	 G P R S     	 	 	 G R P S   E,'2  F3*	 	 	 								- 		  						  				 	 	 	 	 	 	 	 	 G P R S   n i e   t o e g e l a a t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G P R S   n  o   p e r m i t i d o 
 
 S T R _ I D _ G C A L L _ M T _ D A T A _ C A L L _ F A I L 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   t e r m i n a l   i s   n o t   c o n n e c t e d   f i r s t 	 C o n n e c t   t e r m i n a l   f i r s t 	 ˊHQ#}B}z_j	 HQT:g~z:g	 @
7H-!H-%2"2H-	 C o n e c t e   p r i m e r o   e l   t e r m i n a l 	 C o n n e c t e r   t e r m i n a l   e n   p r e m i e r 	 T e r m i n a l   z u e r s t   v e r b i n d e n 	 !=0G0;0  ?>4:;NG8B5  B5@<8=0;	 	 *H5JD  'DH-/)  'D71AJ)  #HD'K	 L i g a r   p r i m e i r o   o   t e r m i n a l 	  n c e   t e r m i n a l e   b a l a n 	 K t   n i   t r m   t r c 	 S a m b u n g k a n   t e r m i n a l   d u l u 	 S a m b u n g   t e r m i n a l   t e r d a h u l u 	 8	,	8	G	  *	9	2	G	  	0	M	.	?	(	2	  	(	G		M		  	0	G			 	 	 	 	 	 	 	 T e r m i n a l   e e r s t   a a n s l u i t e n 	 	 	 C o n e c t a ci   t e r m i n a l u l   m a i    n t  i 	 	 	       	 	 	 '(*/'  ~'J'FG  1'  E*5D  FE'JJ/	 	 	 						  											  				  							  					 	 	 	 	 	 	 	 	 K o p p e l   e e r s   t e r m i n a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a r   t e r m i n a l   p r i m e i r o 
 
 S T R _ I D _ G C A L L _ N E T W O R K _ N O T _ A L L O W E D 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   n o   o p e r a t o r   s e r v i c e s 	 C h e c k   o p e r a t o r   s e r v i c e s 	 x}
gR	 nxQ~
gR	 #'*-#42#29IC+I#42#	 C o m p r o b a r   l o s   s e r v i c i o s   d e l   o p e r a d o r 	 V  r i f i e r   l e s   s e r v i c e s   d e   l  o p  r a t e u r 	 B e d i e n e r d i e n s t e   p r  f e n 	 @>25@LB5  CA;C38  >?5@0B>@0	 	 *-BB  EF  ./E'*  'DE4:D	 V e r i f i c a r   o s   s e r v i  o s   d o   o p e r a d o r 	 O p e r a t  r   h i z m e t l e r i n i   k o n t r o l   e t 	 K i m   t r a   d . v   n h    k h a i   t h  c 	 P e r i k s a   l a y a n a n   o p e r a t o r 	 P e r i k s a   p e r k h i d m a t a n   o p e r a t o r 	 	*	0	G		0	  8	G	5	>			  	@	  	>			  	0	G			 	 	 	 	 	 	 	 O p e r a t o r d i e n s t   c o n t r o l e r e n 	 	 	 V e r i f i c a ci   s e r v i c i i l e   o p e r a t o r u l u i 	 	 	     	 	 	 ./E'*  '~1'*H1  1'  (113J  CFJ/	 	 	 							  							  							  					 	 	 	 	 	 	 	 	 G a a n   o p e r a t e u r d i e n s t e   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r i f i c a r   s e r v i  o s   d e   o p e r a d o r a 
 
 S T R _ I D _ G C A L L _ C O M M A N D _ N O T _ S U P P O R T E D 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   c o m m a n d   n o t   s u p p o r t e d 	 C o m m a n d   n o t   s u p p o r t e d 	 cN
N/ec	 cN
N/ec	 3*1HD!H*1*8	 C o m a n d o   n o   a d m i t i d o 	 C o m m a n d e   n o n   s u p p o r t  e 	 B e f e h l   n i c h t   u n t e r s t  t z t 	 ><0=40  =5  ?>445@68205BAO	 	 'D#E1  :J1  E/9HE	 C o m a n d o   n  o   s u p o r t a d o 	 K o m u t   d e s t e k l e n m i y o r 	 K h  n g   h   t r   l n h 	 P e r i n t a h   t i d a k   d i d u k u n g 	 P e r i n t a h   t i d a k   d i s o k o n g 	 	.	>		!	  8	.	0	M	%	?	$	  (	9	@		  9	H		 	 	 	 	 	 	 	 O p d r a c h t   n i e t   o n d e r s t e u n d 	 	 	 C o m a n d   n e a c c e p t a t 	 	 	     	 	 	 /3*H1  ~4*J('F  F4/G	 	 	 						  							  			 	 	 	 	 	 	 	 	 B e v e l   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o m a n d o   n  o   s u p o r t a d o 
 
 S T R _ I D _ G C A L L _ D A T A _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   d a t a   e r r o r 	 D a t a   e r r o r 	 ǌe/	 De	 I-!9%4%2	 E r r o r   d e   d a t o s 	 E r r e u r   d e   d o n n  e s 	 D a t e n f e h l e r 	 H81:0  40==KE	 	 .7#  AJ  'D(J'F'*	 E r r o   d e   d a d o s 	 V e r i   h a t a s 1	 L i   d   l i u 	 K e s a l a h a n   p a d a   d a t a 	 R a l a t   d a t a 	 !	G		>	  $	M	0	A		?		 	 	 	 	 	 	 	 G e g e v e n s f o u t 	 	 	 E r o a r e   d a t e 	 	 	   	 	 	 .7'  /'/G	 	 	 					  				 	 	 	 	 	 	 	 	 D a t a f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   d a d o s 
 
 S T R _ I D _ G C A L L _ M E S S A G E _ T Y P E _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   m e s s a g e   t y p e   e r r o r 	 M e s s a g e   t y p e   e r r o r 	 
o`WKa/	 mo`W`	 
4I-'2!4%2	 E r r o r   d e   t i p o   d e   m e n s a j e 	 E r r e u r   t y p e   d e   m e s s a g e 	 F e h l e r   b e i m   N a c h r i c h t e n t y p 	 H81:0  B8?0  A>>1I5=8O	 	 .7#  AJ  FH9  'D13'D)	 E r r o   d e   t i p o   d e   m e n s a g e m 	 0l e t i   t  r    h a t a s 1	 L i   k i u   t i n   n h n 	 K e s a l a h a n   p a d a   j e n i s   p e s a n 	 R a l a t   j e n i s   m e s e j 	 8		&	G	6	  *	M	0		>	0	  $	M	0	A		?		 	 	 	 	 	 	 	 F o u t   i n   b e r i c h t t y p e 	 	 	 E r o a r e   l a   t i p u l   d e   m e s a j 	 	 	     	 	 	 .7'  /1  FH9  ~J'E	 	 	 					  					  				 	 	 	 	 	 	 	 	 B o o d s k a p t i p e f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   t i p o   d e   m e n s a g e m 
 
 S T R _ I D _ G C A L L _ A C C E S S _ F A I L 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   a c c e s s   f a i l 	 A c c e s s   f a i l 	 X[S1YWe	 X[S1Y%	 D!H*2!2#@I26	 E r r o r   d e   a c c e s o 	 E c h e c   d  a c c  s 	 Z u g a n g   f e h l g e s c h l a g e n 	 B:07  2  4>ABC?5	 	 A4D  'DH5HD	 F a l h a   a o   a c e d e r 	 E r i _i m   b a _a r 1s 1z 	 L i   t r u y   c p 	 A k s e s   g a g a l 	 C a p a i a n   g a g a l 	 		M	8	G	8	  5	?	+	2		 	 	 	 	 	 	 	 T o e g a n g   m i s l u k t 	 	 	 A c c e s   n e r e u _i t 	 	 	   	 	 	 /3*13  F'EHAB  (H/	 	 	 												  							 	 	 	 	 	 	 	 	 T o e g a n g   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   d e   a c e s s o 
 
 S T R _ I D _ G C A L L _ T I M E R _ E X P I R E D 	 U n d e f i n e d 	 P O P U P 	 E r r o r   S t r i n g   f o r   t i m e r   e x p i r e d 	 T i m e r   e x p i r e d 	 BfN	 eǏ	 1'1I@'%2+!-2"8	 T e m p o r i z a d o r   e x p i r a d o 	 D u r  e   e x p i r  e 	 T i m e r   a b g e l a u f e n 	 @5<O  8AB5:;>	 	 'F*G'!  5D'-J)  'DEHB*	 T e m p o r i z a d o r   e x p i r a d o 	 Z a m a n l a y 1c 1n 1n   s  r e s i   g e  t i 	 B   b m   g i      h t   h n 	 T i m e r   k e d a l u w a r s a 	 P e n e n t u   m a s a   l u p u t 	 	>		.	0	  8	.	>	*	M	$		 	 	 	 	 	 	 	 T i j d s d u u r   v e r s t r e k e n 	 	 	 C r o n o m e t r u   e x p i r a t 	 	 	     	 	 	 2E'F  3F,  EFB6  4/	 	 	 						  														 	 	 	 	 	 	 	 	 T y d m e t e r   v e r s t r e k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   e x p i r a d o 
 
 S T R _ I D _ G C A L L _ U N K N O W N _ C A L L E R 	 U n d e f i n e d 	 U N L I M 	 S t r i n g   t o   d i s p l a y   i n   c a s e   n u m b e r   i s   n o t   a v a i l a b l e 	 U n k n o w n   c a l l e r 	 _x
Ns	 Sx
N	 9IB#@I25HD!H#9I1	 A u t o r   d e   l a   l l a m a d a   d e s c o n o c i d o 	 A p p e l a n t   i n c o n n u 	 U n b e k a n n t e r   A n r u f e r 	 58725AB=K9  01>=5=B	 	 E*5D  :J1  E91HA	 N  m e r o   d e s c o n h e c i d o 	 A r a y a n   b i l i n m i y o r 	 N g i   g i   k h  n g   x . n h 	 P e m a n g g i l   t i d a k   d i k e t a h u i 	 P e m a n g g i l   t a k   d i k e t a h u i 	 		M		>	$	  	I	2	0		 	 	 	 	 	 	 	 O n b e k e n d e   o p r o e p e r 	 	 	 A p e l a n t   n e c u n o s c u t 	 	 	     	 	 	 *E'3  J1F/G  F'4F'.*G	 	 	 					  					 	 	 	 	 	 	 	 	 O n b e k e n d e   b e l l e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   d e s c o n h e c i d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ F W D N G _ C O N D I T I O N A L 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   F o r w a r d i n g   A c t i v e   C o n d i t i o n a l 	 C a l l   f o r w a r d i n g   o n   c o n d i t i o n a l 	 hN_Ic\ n _UR	 agN_lc\ n  _/T	 2#B-*2"2!@7H-D	 R e e n v  o   d e   l l a m a d a s   c o n   c o n d i c i o n e s 	 T r a n s f e r t   d  a p p e l   s o u s   c o n d i t i o n 	 A n r u f w e i t e r l e i t u n g   m i t   B e d i n g u n g 	 5@504@5A0F8O  2K7>20	 	 *-HJD  'DEC'DE'*  HABK'  DDF8'E  'DE41H7	 R e e n c a m i n h a m e n t o   d e   c h a m a d a s   c o m   c o n d i   e s 	 K o _u l l u   a r a m a   y  n l e n d i r m e 	 C h u y n   c u c   g i   c    i u   k i n 	 P e n e r u s a n   p a n g g i l a n   b e r s y a r a t 	 P e m a j u a n   p a n g g i l a n   b e r s y a r a t 	 8	6	0	M	$	  	I	2	  +	I	0	5	0	M	!	?				 	 	 	 	 	 	 	 G e s p r e k   v o o r w a a r d e l i j k   d o o r v e r b i n d e n 	 	 	 R e d i r e c ci o n a r e   c o n d i ci o n a t   a p e l u r i 	 	 	     	 	 	 G/'J*  *E'3  E41H7	 	 	 									  		  								  				 	 	 	 	 	 	 	 	 O p r o e p a a n s t u u r   o p   v o o r w a a r d e l i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n c a m i n h a m e n t o   d e   c h a m a d a   s o b   c o n d i c i o n a l 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ F W D N G _ U N C O N D I T I O N A L 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   F o r w a r d i n g   A c t i v e   U n c o n d i t i o n a l 	 C a l l   f o r w a r d i n g   o n   u n c o n d i t i o n a l 	 !qhNIc\ n _UR	 eagNlc\ n  _/T	 2#B-*2"AD!H!5@7H-D	 R e e n v  o   d e   l l a m a d a s   s i n   c o n d i c i o n e s 	 T r a n s f e r t   d ' a p p e l   s a n s   c o n d i t i o n 	 A n r u f w e i t e r l e i t u n g   o h n e   B e d i n g u n g 	 2>=>:,   ?5@504@5A>20==K9  157  CA;>28O	 	 *-HJD  'DEC'DE'*  HABK'  DDF8'E  :J1  'DE41H7	 R e e n c a m i n h a m e n t o   d e   c h a m a d a s   s e m   c o n d i   e s 	 K o _u l s u z   a r a m a   y  n l e n d i r m e 	 C h u y n   c u c   g i   v    i u   k i n 	 P e n e r u s a n   p a n g g i l a n   t a n p a   s y a r a t 	 P e m a j u a n   p a n g g i l a n   t i d a k   b e r s y a r a t 	 ,	?	(	>	  6	0	M	$	  	I	2	  +	I	0	5	0	M	!	?				 	 	 	 	 	 	 	 G e s p r e k   o n v o o r w a a r d e l i j k   d o o r v e r b i n d e n 	 	 	 R e d i r e c ci o n a r e   n e c o n d i ci o n a t   a p e l u r i 	 	 	       	 	 	 G/'J*  *E'3  F'E41H7	 	 	 							  		  								  				 	 	 	 	 	 	 	 	 O p r o e p a a n s t u u r   o p   o n v o o r w a a r d e l i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n c a m i n h a m e n t o   d e   c h a m a d a   s o b   i n c o n d i c i o n a l 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ I S _ F O R W A R D E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   c a l l   f o r w a r d i n g 	 C a l l   i s   f o r w a r d e d 	 qIc-N	 ݋lc-N	 *2"9B-A%I'	 L l a m a d a   r e e n v i a d a 	 T r a n s f e r t   d e   l  a p p e l 	 A n r u f   w i r d   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=	 	 *E  *-HJD  'DEC'DE)	 C h a m a d a   r e e n c a m i n h a d a 	 A r a m a   y  n l e n d i r i l d i 	    c h u y n   c . g i 	 P a n g g i l a n   d i t e r u s k a n 	 P a n g g i l a n   d i m a j u k a n 	 	I	2	  +	I	0	5	0	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   i s   d o o r v e r b o n d e n 	 	 	 A p e l u l   e s t e   r e d i r e c ci o n a t 	 	 	   	 	 	 *E'3  G/'J*  1/J/	 	 	 		  								  			  				 	 	 	 	 	 	 	 	 O p r o e p   i s   a a n g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e n c a m i n h a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ I S _ F O R W A R D E D _ C A L L 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   c a l l   f o r w a r d i n g 	 I t   i s   a   f o r w a r d e d   c a l l 	 Icvq	 lcv5u݋	 5H@G*2"5HB-	 E s   u n a   l l a m a d a   r e e n v i a d a 	 C  e s t   u n   a p p e l   t r a n s f  r  	 D i e s   i s t   e i n   w e i t e r g e l e i t e t e r   A n r u f 	 -B>  ?5@504@5A>20==K9  72>=>:	 	 %FG'  EC'DE)  E-HD)	    u m a   c h a m a d a   r e e n c a m i n h a d a 	 Y  n l e n d i r i l m i _  a r a m a d 1r 	  y   l    c . g i      c h u y n 	 I n i   a d a l a h   p a n g g i l a n   y a n g   d i t e r u s k a n 	 I a l a h   p a n g g i l a n   d i m a j u k a n 	 /	9	  		  +	I	0	5	0	M	!	  	@	  		  	I	2	  9	H		 	 	 	 	 	 	 	 H e t   i s   e e n   d o o r v e r b o n d e n   g e s p r e k 	 	 	 A c e s t a   e s t e   u n   a p e l   r e d i r e c ci o n a t 	 	 	     	 	 	 *E'3  G/'J*  4/G  '3*	 	 	 			  								  			  			 	 	 	 	 	 	 	 	 D i t   i s   ' n   a a n g e s t u u r d e   o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	    u m a   c h a m a d a   e n c a m i n h a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ F W D E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   F o r w a r d e d 	 C a l l   f o r w a r d e d 	 qIc	 ݋lc	 *2"9B-A%I'	 L l a m a d a   r e e n v i a d a 	 A p p e l   t r a n s f  r  	 A n r u f   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=	 	 'DEC'DE'*  'DE-HD)	 C h a m a d a   r e e n c a m i n h a d a 	 A r a m a   y  n l e n d i r i l d i 	    c h u y n   c u c   g i 	 P a n g g i l a n   d i t e r u s k a n 	 P a n g g i l a n   d i m a j u k a n 	 	I	2	  +	I	0	5	0	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   d o o r v e r b o n d e n 	 	 	 A p e l   r e d i r e c ci o n a t 	 	 	   	 	 	 *E'3  G/'J*  1/J/	 	 	 		  								  			  						 	 	 	 	 	 	 	 	 O p r o e p   a a n g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e n c a m i n h a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ F W D E D _ U N C O N D I T I O N A L 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   F o r w a r d e d   U n c o n d i t i o n a l 	 C a l l   f o r w a r d e d   u n c o n d i t i o n a l 	 @b	gOIc-N	 @b	geg5ulc-N	 *2"9B-AD!H!5@7H-D	 L l a m a d a   r e e n v i a d a   s i n   c o n d i c i o n e s 	 A p p e l   t r a n s f  r    s a n s   c o n d i t i o n 	 A n r u f   o h n e   B e d i n g u n g   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=  157  CA;>28O	 	 *-HJD  EC'DE)  :J1  E41H7	 C h a m a d a   r e e n c a m i n h a d a   s e m   c o n d i   e s 	 A r a m a   k o _u l s u z   y  n l e n d i r i l d i 	    c h u y n   c . g i   v    i u   k i n 	 P a n g g i l a n   d i t e r u s k a n   t a n p a   s y a r a t 	 P a n g g i l a n   d i m a j u k a n   t i d a k   b e r s y a r a t 	 ,	?	(	>	  6	0	M	$	  	I	2	  +	I	0	5	0	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   o n v o o r w a a r d e l i j k   d o o r v e r b o n d e n 	 	 	 A p e l   r e d i r e c ci o n a t   n e c o n d i ci o n a t 	 	 	       	 	 	 *E'3  (7H1  :J1E41H7  G/'J*  1//	 	 	 											  		  								  				 	 	 	 	 	 	 	 	 O p r o e p   o n v o o r w a a r d e l i k   a a n g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e n c a m i n h a d a   i n c o n d i c i o n a l 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ F W D E D _ C O N D I T I O N A L 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   F o r w a r d e d   C o n d i t i o n a l 	 C a l l   f o r w a r d e d   c o n d i t i o n a l 	 O-[OIc-N	 Oneg5ulc-N	 *2"9B-2!@7H-D	 L l a m a d a s   r e e n v i a d a   c o n d i c i o n a l 	 A p p e l   t r a n s f  r    s o u s   c o n d i t i o n 	 A n r u f   m i t   B e d i n g u n g   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=  ?>  CA;>28N	 	 *-HJD  EC'DE)  E41H7	 C h a m a d a   r e e n c a m i n h a d a   c o m   c o n d i   e s 	 A r a m a   k o _u l l u   y  n l e n d i r i l d i 	    c h u y n   c . g i   c    i u   k i n 	 P a n g g i l a n   d i t e r u s k a n   b e r s y a r a t 	 P a n g g i l a n   d i m a j u k a n   b e r s y a r a t 	 8	6	0	M	$	  	I	2	  +	I	0	5	0	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   v o o r w a a r d e l i j k   d o o r v e r b o n d e n 	 	 	 A p e l   r e d i r e c ci o n a t   c o n d i ci o n a t 	 	 	     	 	 	 *E'3  (7H1  E41H7  G/'J*  1//	 	 	 													  		  								  				 	 	 	 	 	 	 	 	 O p r o e p   v o o r w a a r d e l i k   a a n g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e n c a m i n h a d a   c o n d i c i o n a l 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ B U S Y _ F O R W A R D E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   B u s y   F o r w a r d e d 	 C a l l   b u s y   f o r w a r d e d 	 _}-NOIc	 _~-Neg5ulc	 *2"9B-@!7H-D!H'H2	 L l a m a d a   o c u p a d a   r e e n v i a d a 	 A p p e l   t r a n s f  r    s i   o c c u p  	 A n r u f   b e s e t z t   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=  ?>  70=OB>AB8	 	 *E  *-HJD  'DEC'DE)  9F/  'D'F4:'D	 C h a m a d a   r e e n c a m i n h a d a   s e   o c u p a d a 	 M e _g u l   a r a m a   y  n l e n d i r i l d i 	    c h u y n   c . g i   k h i   b n 	 P a n g g i l a n   s i b u k   d i t e r u s k a n 	 P a n g g i l a n   s i b u k   d i m a j u k a n 	 	I	2	  5	M	/	8	M	$	  +	I	0	5	0	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   b e z e t   d o o r v e r b o n d e n 	 	 	 A p e l   r e d i r e c ci o n a t   o c u p a t 	 	 	     	 	 	 *E'3  /15H1*  '4:'D  (H/F  G/'J*  1//	 	 	 						  							  		  									 	 	 	 	 	 	 	 	 O p r o e p   b e s e t ,   a a n g e s t u u r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   o c u p a d a   e n c a m i n h a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ F W D E D _ N O R E P L Y 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   F o r w a r d e d   o n   N o   r e p l y 	 C a l l   f o r w a r d e d   o n   n o t   r e p l y 	 !qaT{BfIc	 e^T{elc	 *2"9B-@!7H-D!H-#1	 L l a m a d a   r e e n v i a d a   s i   n o   r e s p o n d e 	 A p p e l   t r a n s f  r    s i   s a n s   r  p o n s e 	 A n r u f   b e i   N i c h t b e a n t w o r t u n g   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=  ?>  >BACBAB28N  >B:;8:0	 	 *E  *-HJD  'DEC'DE)  AJ  -'D)  9/E  'D1/	 C h a m a d a   r e e n c a m i n h a d a   q u a n d o   n  o   a t e n d i d a 	 Y a n 1t   v e r i l m e y e n   a r a m a   y  n l e n d i r i l d i 	    c h u y n   c . g i   k h i   k h  n g   t r   l i 	 P a n g g i l a n   d i t e r u s k a n   b i l a   t i d a k   d i j a w a b 	 P a n g g i l a n   d i m a j u k a n   b i l a   t i d a k   d i j a w a b 	 	K		  		$	M	$	0	  (	9	@		  *	0	  	I	2	  +	I	0	5	0	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   d o o r v e r b o n d e n   w e g e n s   g e e n   a n t w o o r d 	 	 	 A p e l   r e d i r e c ci o n a t   c  n d   n u   r s p u n d e 	 	 	       	 	 	 *E'3  /15H1*  (J  ~'3.  E'F/F  G/'J*  1//	 	 	 				  		  						  				  		  								  			  						 	 	 	 	 	 	 	 	 O p r o e p   a a n g e s t u u r   i n d i e n   g e e n   a n t w o o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e n c a m i n h a d a   s o b   n  o   r e s p o n d e r 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ F W D E D _ N O T _ R E A C H A B L E 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   F o r w a r d e d   o n   N o t   R e a c h a b l e 	 C a l l   f o r w a r d e d   o n   n o t   r e a c h a b l e 	 !ql#cBfIc	 elޏcelc	 *2"9B-@!7H-4H-D!HDI	 L l a m a d a   r e e n v i a d a   s i   e s   i n a c c e s i b l e 	 A p p e l   t r a n s f  r    s i   i n j o i g n a b l e 	 A n r u f   b e i   N i c h t e r r e i c h b a r k e i t   w e i t e r g e l e i t e t 	 2>=>:  ?5@504@5A>20=  ?>  >BACBAB28N  4>AO305<>AB8	 	 *-HJD  'DEC'DE)  9F/  *901  'DH5HD	 C h a m a d a   r e e n c a m i n h a d a   q u a n d o   n  o   d i s p o n  v e l 	 E r i _i l e m e y e n   a r a m a   y  n l e n d i r i l d i 	    c h u y n   c . g i   k h i   n g o  i   v  n g   p h   s  n g 	 P a n g g i l a n   d i t e r u s k a n   b i l a   t i d a k   t e r j a n g k a u 	 P a n g g i l a n   d i m a j u k a n   b i l a   t i d a k   b o l e h   d i d a p a t i 	 *	9	A			  /	K		M	/	  (	9	@		  *	0	  	I	2	  +	I	0	5	0	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   d o o r v e r b o n d e n   w e g e n s   o n b e r e i k b a a r 	 	 	 A p e l   r e d i r e c ci o n a t   c  n d   n u   p o a t e   f i   a c c e s a t 	 	 	       	 	 	 *E'3  /15H1*  9/E  /3*13  G/'J*  1//	 	 	 		  					  						  				  		  								  			  						 	 	 	 	 	 	 	 	 O p r o e p   a a n g e s t u u r   i n d i e n   o n b e r e i k b a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e n c a m i n h a d a   n  o   r e s p o n d e 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ A L L _ B A R R E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   B a r r i n g 	 A l l   c a l l s   b a r r e d 	 @b	gqyc	 @b	g5u݋yc	 8*2"9+I2!	 T o d a s   l a s   l l a m a d a s   b l o q u e a d a s 	 T o u s   l e s   a p p e l s   b l o q u  s 	 A l l e   A n r u f e   g e s p e r r t 	 A5  72>=:8  ?@>83=>@8@>20=K	 	 *E  -81  ,EJ9  'DEC'DE'*	 T o d a s   a s   c h a m a d a s   b a r r a d a s 	 T  m   a r a m a l a r   e n g e l l e n d i 	    c h n   m i   c . g i 	 S e m u a   p a n g g i l a n   d i b a t a s i 	 S e m u a   p a n g g i l a n   d i s e k a t 	 8	-	@	  	I	2	M	8	  *	M	0	$	?	,		'	?	$		 	 	 	 	 	 	 	 A l l e   g e s p r e k k e n   g e b l o k k e e r d 	 	 	 R e s t r i c ci o n a r e   t o a t e   a p e l u r i l e 	 	 	     	 	 	 GEG  *E'3G'  E3/H/  1/F/	 	 	 			  		  				  						 	 	 	 	 	 	 	 	 A l l e   o p r o e p e   g e b l o k k e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d a s   c h a m a d a s   b l o q u e a d a s 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ A L L _ O U T G O I N G _ B A R R E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   O u t g o i n g   C a l l   B a r r i n g 	 O u t g o i n g   c a l l   b a r r e d 	 ydq	 yb5u݋	 *2"B#--9+I2!	 L l a m a d a   e n v i a d a   b l o q u e a d a s 	 T o u s   l e s   a p p e l s   s o r t a n t s   b l o q u  s 	 A u s g e h e n d e r   A n r u f   g e s p e r r t 	 AE>4OI89  2K7>2  ?@>83=>@8@>20=	 	 *E  -81  'DEC'DE)  'D5'/1)	 C h a m a d a   e f e c t u a d a   b a r r a d a 	 G i d e n   a r a m a l a r   e n g e l l e n d i 	    c h n   c u c   g i   i 	 P a n g g i l a n   k e l u a r   d i b a t a s i 	 P a n g g i l a n   k e l u a r   d i s e k a t 	 					K				  	I	2	  *	M	0	$	?	,		'	?	$		 	 	 	 	 	 	 	 U i t g a a n d e   g e s p r e k k e n   g e b l o k k e e r d 	 	 	 R e s t r i c ci o n a r e   t o a t e   a p e l u r i l e   e f e c t u a t e 	 	 	     	 	 	 *E'3  .1H,  E3/H/  1//	 	 	 									  		  				  						 	 	 	 	 	 	 	 	 U i t g a a n d e   o p r o e p   g e b l o k k e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a s   r e a l i z a d a s   b a r r a d a s 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ A L L _ I N C O M I N G _ B A R R E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   I n c o m i n g   C a l l   B a r r i n g 	 I n c o m i n g   c a l l   b a r r e d 	 bU}O	 b~eg5u	 *2"@#5"@I29+I2!	 L l a m a d a   r e c i b i d a   b l o q u e a d a 	 A p p e l   e n t r a n t   b l o q u  	 E i n g e h e n d e r   A n r u f   g e s p e r r t 	 E>4OI89  2K7>2  ?@>83=>@8@>20=	 	 *E  -81  'DEC'DE)  'DH'1/)	 C h a m a d a   r e c e b i d a   b a r r a d a 	 G e l e n   a r a m a l a r   e n g e l l e n d i 	    c h n   c u c   g i   n 	 P a n g g i l a n   m a s u k   d i b a t a s i 	 P a n g g i l a n   m a s u k   d i s e k a t 	 	(		.	?			  	I	2	  *	M	0	$	?	,		'	?	$		 	 	 	 	 	 	 	 I n k o m e n d e   g e s p r e k k e n   g e b l o k k e e r d 	 	 	 R e s t r i c ci o n a r e   t o a t e   a p e l u r i l e   p r i m i t e 	 	 	     	 	 	 *E'3  H1H/  E3/H/  1//	 	 	 			  		  				  						 	 	 	 	 	 	 	 	 I n k o m e n d e   o p r o e p   g e b l o k k e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a s   r e c e b i d a s   b a r r a d a s 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ W T G 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   W a i t i n g 	 W a i t i n g   c a l l 	 I{_-N	 I{_-N	 *2"@#5"I-	 L l a m a d a   e n   e s p e r a 	 A t t e n t e   d  a p p e l 	 W a r t e n   a u f   A n r u f 	 6840NI89  2K7>2	 	 'F*8'1  'DEC'DE'*	 C h a m a d a   e m   e s p e r a 	 B e k l e y e n   a r a m a 	 a n g   c h   c . g i 	 P a n g g i l a n   t u n g g u 	 P a n g g i l a n   m e n u n g g u 	 *	M	0	$	@		M	7	>	  	I	2		 	 	 	 	 	 	 	 I n   d e   w a c h t 	 	 	 A p e l    n   a _t e p t a r e 	 	 	   	 	 	 (G  'F*8'1  *E'3	 	 	 		  								 	 	 	 	 	 	 	 	 O p r o e p   w a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g u a r d a n d o   c h a m a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ H L D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   H e l d 	 C a l l   h e l d 	 qOYu	 ݋OYu	 *2"91A%I'	 L l a m a d a   r e t e n i d a 	 A p p e l   e n   a t t e n t e 	 A n r u f   g e h a l t e n 	 #45@68205<K9  2K7>2	 	 *9DJB  'DEC'DE'*	 C h a m a d a   r e t i d a 	 A r a m a   b e k l e t i l i d i 	 C . g i   g i 	 P a n g g i l a n   d i t a h a n 	 P a n g g i l a n   d i t a n g g u h 	 	I	2	  9	G	2	M	!	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   i n   d e   w a c h t   g e z e t 	 	 	 A p e l   p u s    n   a _t e p t a r e 	 	 	   	 	 	 *E'3  -A8  1/J/	 	 	 		  							 	 	 	 	 	 	 	 	 O p r o e p   h o u   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   r e t i d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ R T V D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   R e t r i e v e d 	 C a l l   r e t r i e v e d 	 b`_q	 b`
Y݋	 *2"@#5"7A%I'	 L l a m a d a   r e c u p e r a d a 	 A p p e l   r e p r i s 	 A n r u f   a b g e r u f e n 	 >AAB0=>2;5==K9  2K7>2	 	 *E  '3*1,'9  'DEC'DE)	 C h a m a d a   r e t o m a d a 	 A r a m a   g e r i   a l 1n d 1	    p h c   h i   c . g i 	 P a n g g i l a n   d i a m b i l 	 P a n g g i l a n   d i d a p a t i 	 	I	2	  *	A	(	: *	M	0	>	*	M	$	  	@	  			 	 	 	 	 	 	 	 G e s p r e k   o p g e h a a l d 	 	 	 A p e l   r e l u a t 	 	 	   	 	 	 *E'3  ('2J'(  4/	 	 	 		  											 	 	 	 	 	 	 	 	 O p r o e p   h e r w i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   r e c u p e r a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ S W A P 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   S w a p p e d 	 C a l l   s w a p p e d 	 qRc	 ݋Rbc	 *2"9*%1A%I'	 L l a m a d a   i n t e r c a m b i a d a 	 A p p e l    c h a n g  	 A n r u f   v e r t a u s c h t 	 K7>2  ?5@5:;NG5=	 	 *E  *(/JD  'DEC'DE)	 C h a m a d a   t r o c a d a 	 A r a m a   t a k a s   e d i l d i 	    c h u y n   c . g i 	 P a n g g i l a n   d i t u k a r 	 P a n g g i l a n   d i t u k a r 	 	I	2	  ,	&	2	@	  			 	 	 	 	 	 	 	 G e s p r e k   v e r w i s s e l d 	 	 	 A p e l   c o m u t a t 	 	 	   	 	 	 *E'3  E9'H6G  1/J/	 	 	 		  							 	 	 	 	 	 	 	 	 O p r o e p   g e w i s s e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   t r o c a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ C O N F 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C o n f e r e n c e   C a l l 	 C o n f e r e n c e   c a l l 	 qgp	 5u݋O  	 2##0
8!2B#(1L	 L l a m a d a   d e   c o n f e r e n c i a 	 A p p e l   d e   c o n f  r e n c e 	 T e l e f o n k o n f e r e n z 	 >=D5@5=F- 72>=>:	 	 '*5'D  ,E'9J	 C h a m a d a   e m   c o n f e r  n c i a 	 K o n f e r a n s   a r a m a s 1	 C u c   g i   h i   n g h 	 P a n g g i l a n   k o n f e r e n s i 	 P a n g g i l a n   m e s y u a r a t 	 	I	(	M	+	M	0	G		8	  	I	2		 	 	 	 	 	 	 	 C o n f e r e n t i e g e s p r e k 	 	 	 A p e l   c o n f e r i n c	 	 	   	 	 	 *E'3  CFA1'F3	 	 	 									  			 	 	 	 	 	 	 	 	 K o n f e r e n s i e - o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   e m   c o n f e r  n c i a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ S P L I T 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   S p l i t   C a l l 	 C a l l   s p l i t 	 R_jq	 R:g݋	 A"*2"	 L l a m a d a   d i v i d i d a 	 A p p e l   s  p a r  	 A n r u f   g e t r e n n t 	  0745;5==K9  2K7>2	 	 *,2J!  'DEC'DE)	 D i v i d i r   c h a m a d a 	 A r a m a   a y r 1l d 1	 G i   r i  n g 	 P a n g g i l a n   s p l i t 	 P a n g g i l a n   t e r p i s a h 	 	I	2	  5	?	-	>		(		 	 	 	 	 	 	 	 G e s p r e k   s p l i t s e n 	 	 	 A p e l   d i v i z a t 	 	 	   	 	 	 ,/'FEH/F  *E'3G'	 	 	 		  							 	 	 	 	 	 	 	 	 O p r o e p   v e r d e e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p a r t i   o   d e   c h a m a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ C U G 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C l o s e d   U s e r   G r o u p 	 C l o s e d   u s e r   g r o u p 	 D}nU	 sQ핤~	 %8H!9IC
I4	 G r u p o   d e   u s u a r i o s   c e r r a d o 	 G r o u p e   d ' u t i l i s a t e u r s   f e r m  	 G e s c h l o s s e n e   B e n u t z e r g r u p p e 	 0:@KB0O  3@C??0  ?>;L7>20B5;59	 	 E,EH9)  'DE3*./EJF  'DE:DB)	 G r u p o   f e c h a d o   d e   u t i l i z a d o r e s 	 K a p a l 1  k u l l a n 1c 1  g r u b u 	 N h  m   n g i   d  n g   g i i   h n 	 G r u p   p e n g g u n a   t e r t e n t u 	 K u m p u l a n   p e n g g u n a   t e r t u t u p 	 	M	2	K		<	M	!	  		*	/	K			0	M	$	>	  8	.	B	9		 	 	 	 	 	 	 	 G e s l o t e n   g e b r u i k e r s g r o e p 	 	 	 G r u p   u t i l i z a t o r    n c h i s 	 	 	     	 	 	 1HG  C'1(1  (3*G	 	 	 								  											  						 	 	 	 	 	 	 	 	 G e s l o t e   g e b r u i k e r s g r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r u p o   d e   u s u  r i o   f e c h a d o 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ C L I R _ R E J E C T E D 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   S e n d i n g   C L I R   R e j e c t e d 	 C h e c k   c a l l e r   I D   s e n d i n g   s e r v i c e 	 xP,g_j_x
gR	 nxS,g:gSx
gR	 #'*-#42#2#*H+!2"@%9IB#@I2	 C o m p r o b a r   e l   s e r v i c i o   d e   e n v  o   d e l   i d e n t i f i c a d o r   d e l   a u t o r   d e   l a   l l a m a d a 	 V  r i f i e r   l e   s e r v i c e   d  e n v o i   d  I D   d  a p p e l a n t 	 A n r u f e r k e n n u n g - S e n d e s e r v i c e   p r  f e n 	 @>25@LB5  CA;C3C  >B?@02:8  I D   01>=5=B0	 	 *-BB  EF  ./E)  %13'D  EO91A  'DE*5D	 V e r i f i c a r   s e r v i  o   d e   e n v i o   d e   I D   d o   a u t o r   d a   c h a m a d a 	 A r a y a n   k i m l i i n i   g  n d e r m e   h i z m e t i n i   k o n t r o l   e t 	 K i m   t r a   d c h   v   g i   s   n g i   g i 	 P e r i k s a   l a y a n a n   p e n g i r i m a n   I D   p e m a n g g i l 	 P e r i k s a   p e r k h i d m a t a n   p e n g h a n t a r a n   I D   p e m a n g g i l 	 	I	2	0	  I D   *	M	0	G	7	#	  8	G	5	>	  	@	  	>			  	0	G			 	 	 	 	 	 	 	 C o n t r o l e e r   d e   I D - z e n d d i e n s t   v a n   d e   o p r o e p e r 	 	 	 V e r i f i c a r e   s e r v i c i u   d e   e x p e d i e r e   a   i d e n t i t ci i   a p e l a n t u l u i 	 	 	           	 	 	 31H3  A13*F/G  4F'3G  *E'3  1F/G  1'  (113  F/	 	 	 				  				  						  							  					  					 	 	 	 	 	 	 	 	 G a a n   b e l l e r - I D   v e r s e n d i n g s d i e n s   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V e r i f i c a r   s e r v i  o   d e   e n v i o   d e   i d e n t i f i c a d o r   d e   c h a m a d a 
 
 S T R _ I D _ G C A L L _ S S _ N F Y _ C T F A C 	 U n d e f i n e d 	 P O P U P 	 S t r i n g   f o r   C a l l   T r a n s f e r   A c t i v e 	 C a l l   t r a n s f e r   a c t i v e 	 _U(uOIc	 /T(ueg5ulc	 2#B-*2"@432	 T r a n s f e r e n c i a   d e   l l a m a d a   a c t i v a 	 T r a n s f e r t   d ' a p p e l   a c t i f 	 A n r u f  b e r t r a g u n g   a k t i v 	 5@504@5A0F8O  2K7>20  0:B82=0	 	 H69  *-HJD  'DEC'DE'*  F47	 T r a n s f e r  n c i a   d e   c h a m a d a   a c t i v a 	 A r a m a   a k t a r m a   e t k i n 	 C h u y n   c . g i   h . h  n h 	 T r a n s f e r   p a n g g i l a n   a k t i f 	 P e m i n d a h a n   p a n g g i l a n   a k t i f 	 	I	2	  8	M	%	>	(	>		$	0	#	  8		M	0	?	/		 	 	 	 	 	 	 	 O v e r d r a c h t   v a n   g e s p r e k   a c t i e f 	 	 	 A c t i v a r e   t r a n s f e r   a p e l 	 	 	     	 	 	 'F*B'D  *E'3  A9'D  '3*	 	 	 		  										  							 	 	 	 	 	 	 	 	 O p r o e p - o o r d r a g   a k t i e f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r a n s f e r  n c i a   d e   c h a m a d a   a t i v a 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ U S E R _ A B O R T 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 U s e r   a b o r t 	 O(uB}bk	 (u7b~bk	 9IC
I%I!@%4	 C a n c e l a d o   p o r   e l   u s u a r i o 	 A n n u l    p a r   l  u t i l i s a t e u r 	 B e n u t z e r a b b r u c h 	 @5@20=>  ?>;L7>20B5;5<	 	 *E  %-('7  'DE3*./E	 A b o r t a d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  d u r d u r d u 	 H y   n g i   d  n g 	 P e n g g u n a   m e m b a t a l k a n 	 P e m b a t a l a n   p e n g g u n a 	 		*	/	K			0	M	$	>	  0	&	M	&		 	 	 	 	 	 	 	 D o o r   g e b r u i k e r   a f g e b r o k e n 	 	 	 A b a n d o n a r e   u t i l i z a t o r 	 	 	   	 	 	 *HBA  '2  3H  '1(1	 	 	 											  								 	 	 	 	 	 	 	 	 G e b r u i k e r   g e s t a a k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a m e n t o   d o   u s u  r i o 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ E M P T Y _ N U M B E R 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 E m p t y   n u m b e r 	 !q_x	 eSx	 +!2"@%'H2	 N  m e r o   v a c  o 	 N u m  r o   v i d e 	 L e e r e   N u m m e r 	 ><5@  >BACBAB2C5B	 	 1BE  A'1:	 N  m e r o   v a z i o 	 B o _  N u m a r a 	 S   t r n g 	 N o m o r   K o s o n g 	 N o m b o r   K o s o n g 	 	>	2	@	  (		,	0		 	 	 	 	 	 	 	 L e e g   n u m m e r 	 	 	 N u m r u l   d e   t e l e f o n   l i p s e _t e 	 	 	   	 	 	 4E'1G  .'D  '3*	 	 	 					  						 	 	 	 	 	 	 	 	 L e    N o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o   v a z i o 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ C A L L E D _ P A R T Y _ B U S Y 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 U s e r   b u s y 	 O(u_x	 (u7b_x	 9IC
ID!H'H2	 U s u a r i o   o c u p a d o 	 U t i l i s a t e u r   o c c u p  	 B e n u t z e r   b e s e t z t 	 1>=5=B  70=OB	 	 'DE3*./E  E4:HD	 U t i l i z a d o r   o c u p a d o 	 K u l l a n 1c 1  m e _g u l 	 N g i   d  n g   b n 	 P e n g g u n a   s i b u k 	 P e n g g u n a   s i b u k 	 		*	/	K			0	M	$	>	  5	M	/	8	M	$		 	 	 	 	 	 	 	 G e b r u i k e r   i n   g e s p r e k 	 	 	 U t i l i z a t o r   o c u p a t 	 	 	   	 	 	 C'1(1  E4:HD  '3*	 	 	 											  							 	 	 	 	 	 	 	 	 G e b r u i k e r   b e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s u  r i o   o c u p a d o 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ N E T W O R K _ N O T _ A V A I L A B L E 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 N e t w o r k   n o t   a v a i l a b l e 	 }!qlO(u	 Q~elO(u	 D!H!5@#7-H2"	 R e d   n o   d i s p o n i b l e 	 R  s e a u   n o n   d i s p o n i b l e 	 N e t z w e r k   n i c h t   v e r f  g b a r 	 !5BL  >BACBAB2C5B	 	 'D4(C)  :J1  E*'-)	 R e d e   n  o   d i s p o n  v e l 	 A   k u l l a n 1l a m a z 	 M n g   k h  n g   c    s n 	 J a r i n g a n   t i d a k   t e r s e d i a 	 R a n g k a i a n   t a k   t e r s e d i a 	 (	G		5	0	M		  		*	2	,	M	'	  (	9	@			 	 	 	 	 	 	 	 N e t w e r k   n i e t   b e s c h i k b a a r 	 	 	 R e ce a   i n d i s p o n i b i l 	 	 	     	 	 	 4(CG  /1/3*13  FJ3*	 	 	 									  			 	 	 	 	 	 	 	 	 N e t w e r k   n i e   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d e   i n d i s p o n  v e l 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ C A L L E D _ P A R T Y _ N O T _ A N S W E R E D 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 N o   a n s w e r 	 !qNc}	 eNc,T	 D!H#1*2"	 N o   h a y   r e s p u e s t a 	 P a s   d e   r  p o n s e 	 K e i n e   A n t w o r t 	 5B  >B25B0	 	 D'  JH,/  1/	 S e m   r e s p o s t a 	 Y a n 1t   y o k 	 K h  n g   t r   l i 	 T i d a k   a d a   j a w a b a n 	 T i a d a   j a w a p a n 	 	K		  		$	M	$	0	  (	9	@			 	 	 	 	 	 	 	 G e e n   a n t w o o r d 	 	 	 F r   r s p u n s 	 	 	   	 	 	 (  ~'3.	 	 	 					  				 	 	 	 	 	 	 	 	 G e e n   a n t w o o r d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e m   r e s p o s t a 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ U C M _ B U S Y 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 B u s y   n o w 	 _x-N	 _x-N	 05ID!H'H2	 O c u p a d o   a h o r a 	 O c c u p    m a i n t e n a n t 	 J e t z t   b e s e t z t 	 0=OB>	 	 E4:HD  'D"F	 O c u p a d o   a g o r a 	 ^i m d i   m e _g u l 	 a n g   b n 	 S i b u k   s e k a r a n g 	 S i b u k   s e k a r a n g 	 	-	@	  5	M	/	8	M	$	  9	H		 	 	 	 	 	 	 	 N u   b e z e t 	 	 	 O c u p a t   a c u m 	 	 	   	 	 	 GE  'FHF  '4:'D  '3*	 	 	 			  							 	 	 	 	 	 	 	 	 T a n s   B e s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O c u p a d o   a g o r a 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ C A N C E L 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 C a n c e l e d 	 ]Sm	 ]Sm	 "@%4A%I'	 C a n c e l a d o 	 A n n u l  	 A b g e b r o c h e n 	 B<5=5=>	 	 *E  'D%D:'!	 C a n c e l a d o 	 0p t a l   E d i l d i 	    h y 	 D i b a t a l k a n 	 D i b a t a l k a n 	 0	&	M	&	  	?	/	>	  	/	>		 	 	 	 	 	 	 	 G e a n n u l e e r d 	 	 	 A n u l a t 	 	 	 	 	 	 D:H  1/J/	 	 	 					  			  						 	 	 	 	 	 	 	 	 G e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a n c e l a d o 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ F L I G H T _ M O D E _ P R O H I B I T 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 F l i g h t   m o d e 	 ۘ*!j_	 ޘL!j_	 +I2!B+!@#7H-4	 P r o h i b i r   m o d o   d e   v u e l o 	 M o d e   V o l   i n t e r d i t 	 F l u g m o d u s v e r b o t 	  568<  ?>;5B0	 	 -81  H69  'D7J1'F	 M o d o   d e   v o o   p r o i b i d o 	 U  u _  m o d u   y a s a k 	 C m   c h     m  y   b a y 	 M o d u s   p e n e r b a n g a n   d i l a r a n g 	 M o d   p e n e r b a n g a n   d i l a r a n g 	 +	M	2	>			  .	K	!	  (	?	7	?	&	M	'		 	 	 	 	 	 	 	 V e r b i e d e n   i n   v l u c h t s t a n d 	 	 	 M o d   a v i o n   i n t e r z i s 	 	 	     	 	 	 -'D*  ~1H'2  EEFH9  '3*	 	 	 						  			  								 	 	 	 	 	 	 	 	 V l u g m o d u s   v e r b i e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o i b i r   m o d o   d e   v o o 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ P R E F E R R E D _ M O D E _ P R O H I B I T 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 P r e f e r r e d   m o d e   p r o h i b i t 	 *QHQ!j_P6R	 OHQ!j_P6R	 +I2!B+!5H@%7-C
I	 P r o h i b i r   m o d o   p r e f e r i d o 	 M o d e   P r  f  r    i n t e r d i t 	 V o r z u g s m o d u s v e r b o t 	 @54?>GB8B5;L=K9  @568<  70?@5I5=	 	 -81  H69  'DEA6D	 M o d o   p r e f e r i d o   p r o i b i d o 	 T e r c i h   e d i l e n   m o d   y a s a k 	 C m   c h     u   t i  n 	 M o d u s   p i l i h a n   d i l a r a n g 	 M o d   d i u t a m a k a n   d i l a r a n g 	 5	0	@	/	$	>	  .	K	!	  (	?	7	?	&	M	'		 	 	 	 	 	 	 	 V e r b i e d e n   i n   v o o r k e u r s s t a n d 	 	 	 M o d   p r e f e r a t e   i n t e r z i s 	 	 	     	 	 	 -'D*  /D.H'G  EEFH9  '3*	 	 	 								  			  								 	 	 	 	 	 	 	 	 V o o r r a n g m o d u s   v e r b i e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o i b i r   m o d o   p r e f e r i d o 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ S O S _ C A L L _ E X I S T S 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 E m e r g e n c y   c a l l   e x i s t s 	 }%`qX[(W	 '}%`5u݋X[(W	 !5*2"	8@	4A%I'	 S a l i r   d e   l a   l l a m a d a   d e   e m e r g e n c i a 	 A p p e l   d  u r g e n c e   e x i s t a n t 	 N o t r u f a n r u f   v o r h a n d e n 	 <5NBAO  020@89=K5  2K7>2K	 	 EC'DE)  'D7H'1&  EH,H/)	 C h a m a d a   d e   e m e r g  n c i a   j    a c t i v a 	 A c i l   d u r u m   a r a m a s 1  v a r 	    c    c u c   g i   k h n   c p 	 P a n g g i l a n   d a r u r a t   s u d a h   a d a 	 P a n g g i l a n   k e c e m a s a n   w u j u d 	 	*	>	$		>	2	@	(	  	I	2	  .	L		B	&	  9	H		 	 	 	 	 	 	 	 A l a r m o p r o e p   a c t i e f 	 	 	 A p e l u r i   d e   u r g e n c  e x i s t e n t e 	 	 	     	 	 	 'E'F  *E'3  '671'1  H,H/  /'1/	 	 	 					  		  									 	 	 	 	 	 	 	 	 N o o d o p r o e p   b e s t a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   d e   e m e r g  n c i a   e x i s t e 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ S O S _ N U M B E R _ O N L Y 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 E m e r g e n c y   n u m b e r   o n l y 	 P}%`q	 N'}%`5u݋	 +!2"@%	8@	4@H21I	 S  l o   n  m e r o   d e   e m e r g e n c i a 	 N u m  r o   d ' u r g e n c e   s e u l e m e n t 	 N u r   N o t r u f n u m m e r 	 ">;L:>  020@89=K9  2K7>2	 	 1BE  'D7H'1&  AB7	 A p e n a s   n  m e r o s   d e   e m e r g  n c i a 	 Y a l n 1z c a   a c i l   d u r u m   n u m a r a s 1	 C h   s   k h n   c p 	 H a n y a   n o m o r   d a r u r a t 	 N o m b o r   k e c e m a s a n   s a h a j a 	 	G	5	2	  	*	>	$		>	2	@	(	  (		,	0		 	 	 	 	 	 	 	 A l l e e n   a l a r m o p r o e p e n 	 	 	 D o a r   a p e l u r i   d e   u r g e n c	 	 	     	 	 	 AB7  4E'1G  G'  *E'3  '671'1	 	 	 				  					  						 	 	 	 	 	 	 	 	 S l e g s   N o o d n o m m e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S o m e n t e   n  m e r o   d e   e m e r g  n c i a 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ L O W _ B A T T E R Y 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 B a t t e r y   l o w .   N o t   a b l e   t o   d i a l 	 ϑ
N
Nd_	 5uϑ
N
NbS	 A@-#5HH3	 C a r g a   b a j a   d e   l a   b a t e r  a 	 B a t t e r i e   f a i b l e 	 S c h w a c h e   B a t t e r i e 	 0B0@5O  @07@O65=0.   01>@  =52>7<>65=	 	 'D(7'1J)  EF.A6)	 B a t e r i a   f r a c a 	 P i l   y e t e r s i z 	 P i n   y u 	 B a t e r a i   l e m a h 	 B a t e r i   r e n d a h 	 (	M	/	B	(	  ,	H		0	@		 	 	 	 	 	 	 	 B a t t e r i j   b i j n a   l e e g 	 	 	 B a t e r i e   d e s c r c a t 	 	 	   	 	 	 ('*1I  CE  '3*	 	 	 								  			  					 	 	 	 	 	 	 	 	 F l o u   b a t t e r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a t e r i a   f r a c a 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ N O T _ A L L O W E D _ T O _ D I A L 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 N o t   a l l o w e d   t o   d i a l 	 
NAQ1d_	 
NAQbS	 D!H-8
2C+I+!8	 N o   s e   p e r m i t e   m a r c a r 	 P a s   p e r m i s   d ' a p p e l e r 	 D a r f   n i c h t   g e w  h l t   w e r d e n 	 01>@  =52>7<>65=	 	 :J1  E3EH-  ('D'*5'D	 N  o      p e r m i t i d o   m a r c a r 	 A r a m a y a   i z i n   v e r i l m e d i 	 K . c h o   p h  p   g i 	 T i d a k   d i b o l e h k a n   u n t u k   m e n g h u b u n g i 	 T i d a k   d i b e n a r k a n   m e n d a i l 	 !	>	/	2	  	0	(	G	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 	 	 	 	 M a g   n i e t   g e k o z e n   w o r d e n 	 	 	 N u   a v e ci   p e r m i s i u n e a   d e   a   a p e l a 	 	 	     	 	 	 'F,'E  4E'1G  J1  E,'2  FJ3*	 	 	 					  				  						  				 	 	 	 	 	 	 	 	 N i e   t o e g e l a a t   o m   t e   s k a k e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p e r m i t i d o   d i s c a r 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ N O T _ A L L O W E D _ T O _ A C C E P T 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 N o t   a l l o w e d   t o   a c c e p t 	 
NAQ1c}	 
NAQc,T	 D!H-8
2C+I"-!#1	 N o   s e   p e r m i t e   a c e p t a r 	 P a s   p e r m i s   d ' a c c e p t e r 	 D a r f   n i c h t   a k z e p t i e r t   w e r d e n 	 @85<  =52>7<>65=	 	 :J1  E3EH-  ('DB(HD	 N  o      p e r m i t i d o   a c e i t a r 	 K a b u l   e t m e y e   i z i n   v e r i l m e d i 	 K . c h o   p h  p   n h n 	 T i d a k   d i b o l e h k a n   u n t u k   m e n e r i m a 	 T i d a k   d i b e n a r k a n   m e n e r i m a 	 8	M	5	@		>	0	  	0	(	G	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 	 	 	 	 M a g   n i e t   g e a c c e p t e e r d   w o r d e n 	 	 	 N u   a v e ci   p e r m i s i u n e a   d e   a   r s p u n d e 	 	 	     	 	 	 ~014  E,'2  FJ3*	 	 	 					  				  						  				 	 	 	 	 	 	 	 	 N i e   t o e g e l a a t   o m   t e   a a n v a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   p e r m i t i d o   a c e i t a r 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ A C T I O N _ N O T _ A L L O W E D 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 A c t i o n   n o t   a l l o w e d 	 
NAQ1vd\O	 
NAQvd\O	 2##03D!H-8
2	 A c c i  n   n o   p e r m i t i d a 	 A c t i o n   p a s   p e r m i s e 	 H a n d l u n g   n i c h t   e r l a u b t 	 59AB285  =54>?CAB8<>	 	 :J1  E3EH-  ('D%,1'!	 A c   o   n  o   p e r m i t i d a 	 E y l e m e   i z i n   v e i r l m e d i 	 T h a o   t  c   k h  n g   c   p h  p 	 T i n d a k a n   t i d a k   d i b o l e h k a n 	 T i n d a k a n   t i d a k   d i b e n a r k a n 	 		M	6	(	  	@	  	(	A	.	$	?	  (	9	@			 	 	 	 	 	 	 	 A c t i e   n i e t   t o e g e s t a a n 	 	 	 A c ci u n e   n e p e r m i s 	 	 	     	 	 	 9ED1/  E,'2  F3*	 	 	 						  						  				 	 	 	 	 	 	 	 	 H a n d e l i n g   n i e   t o e g e l a a t   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   o   n  o   p e r m i t i d a 
 
 S T R _ I D _ S R V _ U C M _ R E S U L T _ N O _ A C T I V E _ C A L L 	 U C M   s e r v i c e 	 P O P U P 	 D e f a u l t   e r r o r   m e s s a g e 	 N o   a c t i v e   c a l l 	 !qq	 e݋	 D!H!5*2"5HC
I-"9H	 N o   h a y   l l a m a d a   a c t i v a 	 A u c u n   a p p e l   a c t i f 	 K e i n   a k t i v e r   A n r u f 	 5B  0:B82=>3>  2K7>20	 	 D'  *H,/  EC'DE)  F47)	 N e n h u m a   c h a m a d a   a c t i v a 	 E t k i n   a r a m a   y o k 	 H i n   k h  n g   c    c . g i 	 T i d a k   a d a   p a n g g i l a n   a k t i f 	 T i a d a   p a n g g i l a n   a k t i f 	 	K		  8		M	0	?	/	  	I	2	  (	9	@			 	 	 	 	 	 	 	 G e e n   a c t i e f   g e s p r e k 	 	 	 N i c i u n   a p e l   a c t i v 	 	 	     	 	 	 G  *E'3  A9'D  H,H/  F/'1/	 	 	 				  						  				 	 	 	 	 	 	 	 	 G e e n   a k t i e w e   o p r o e p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N e n h u m a   c h a m a d a   a t i v a 
 
 S T R _ I D _ U C M _ V T _ V I D E O _ C A L L 	 U C M 	 I C O N T E X T 	 V i d e o   C a l l   m e n u   i t e m   s t r i n g 	 V i d e o   c a l l 	 
q	 Ɖ5u݋	 *2"'45B-	 L l a m a d a   d e   v  d e o 	 A p p e l   v i d  o 	 V i d e o a n r u f 	 845>72>=>:	 	 EC'DE)  AJ/JH	 C h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a 	 C . g i   v i d e o 	 P a n g g i l a n   v i d e o 	 P a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2		 	 	 	 	 	 	 	 V i d e o g e s p r e k 	 	 	 A p e l   v i d e o 	 	 	   	 	 	 *E'3  *5H1	 	 	 					  			 	 	 	 	 	 	 	 	 V i d e o - o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C h a m a d a   c o m   v  d e o 
 
 S T R _ I D _ U C M _ V T _ M A K E _ V I D E O _ C A L L 	 U C M 	 I C O N T E X T 	 D i a l i n g   o u t g o i n g   v i d e o   c a l l 	 M a k e   v i d e o   c a l l 	 dSb
q	 SbƉ5u݋	 B#*2"'45B-	 R e a l i z a r   l l a m a d a   d e   v  d e o 	 F a i r e   u n   a p p e l   v i d  o 	 V i d e o a n r u f   t  t i g e n 	 !45;0BL  2845>72>=>:	 	 %,1'!  EC'DE)  AJ/JH	 E f e c t u a r   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a   y a p 	 T . h i n   c . g i   v i d e o 	 B u a t   p a n g g i l a n   v i d e o 	 B u a t   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  	0	G			 	 	 	 	 	 	 	 V i d e o g e s p r e k   t o t   s t a n d   b r e n g e n 	 	 	 E f e c t u a r e   a p e l   v i d e o 	 	 	     	 	 	 ','/  *E'3  *5H1	 	 	 					  		  					 	 	 	 	 	 	 	 	 P l a a s   v i d e o - o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a z e r   c h a m a d a   c o m   v  d e o 
 
 S T R _ I D _ U C M _ V T _ S T A R T _ C A M E R A 	 U C M 	 I C O N T E X T ,   T W O S T A T E 	 A c t i o n   t o   s t a r t   c a m e r a 	 S t a r t   c a m e r a 	 _Uv_j	  _/Tv:g	 @#4H!%I-	 I n i c i a r   c  m a r a 	 C o m m e n c e r   l a   c a m  r a 	 K a m e r a   s t a r t e n 	 0?CAB8BL  :0<5@C	 	 *4:JD  'DC'EJ1'	 I n i c i a r   c  m a r a 	 K a m e r y 1  b a _l a t 	 B t   c a m e r a 	 A k t i f k a n   k a m e r a 	 M u l a   k a m e r a 	 	H	.	0	>	  6	A	0	B	  	0	G			 	 	 	 	 	 	 	 C a m e r a   s t a r t e n 	 	 	 P o r n i r e   c a m e r 	 	 	   	 	 	 1H4F  1/F  /H1(F	 	 	 								  				  					 	 	 	 	 	 	 	 	 S i t   k a m e r a   a a n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i a r   c  m e r a 
 
 S T R _ I D _ U C M _ V T _ S T O P _ C A M E R A 	 U C M 	 I C O N T E X T ,   T W O S T A T E 	 A c t i o n   t o   s t o p   c a m e r a 	 S t o p   c a m e r a 	 ܕv_j	 sQv:g	 +"8%I-	 D e t e n e r   c  m a r a 	 A r r  t e r   l a   c a m  r a 	 K a m e r a   s t o p p e n 	 AB0=>28BL  :0<5@C	 	 %JB'A  *4:JD  'DC'EJ1'	 P a r a r   c  m a r a 	 K a m e r a y 1  d u r d u r   	 T t   c a m e r a 	 N o n a k t i f k a n   k a m e r a 	 H e n t i   k a m e r a 	 	H	.	0	>	  0	K		G			 	 	 	 	 	 	 	 C a m e r a   s t o p p e n 	 	 	 O p r i r e   c a m e r 	 	 	   	 	 	 .'EH4  1/F  /H1(F	 	 	 								  				  					 	 	 	 	 	 	 	 	 S t o p   k a m e r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a r a r   c  m e r a 
 
 S T R _ I D _ U C M _ V T _ M U T E _ M I C 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   m u t e   m i c r o p h o n e 	 M u t e   m i c r o p h o n e 	 ܕKQ	 sQ핦KQΘ	 4@*5"D!B#B	 S i l e n c i a r   m i c r  f o n o 	 C o u p e r   l e   m i c r o p h o n e 	 M i k r o f o n   s t u m m s c h a l t e n 	 B:;NG8BL  <8:@>D>=	 	 C*E  5H*  'DEJC1HAHF	 M i c r o f o n e   s e m   s o m 	 M i k r o f o n u   k a p a t 	 T t    m   m i c r  	 N o n a k t i f k a n   s u a r a   m i k r o f o n 	 B i s u k a n   m i k r o f o n 	 .	>			M	0	K	+	K	(	  .	M	/	B		  	0	G			 	 	 	 	 	 	 	 M i c r o f o o n   d e m p e n 	 	 	 C o m u t a ci   m i c r o f o n u l   l a   m o d u l   f r   s u n e t 	 	 	   	 	 	 -'D*  (5/'  E1HAF	 	 	 										  							  					 	 	 	 	 	 	 	 	 D o o f   m i k r o f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i c r o f o n e   m u d o 
 
 S T R _ I D _ U C M _ V T _ U N M U T E _ M I C 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   u n m u t e   m i c r o p h o n e 	 U n m u t e   m i c r o p h o n e 	 _UKQ	  _/TKQΘ	 @%44@*5"D!B#B	 A c t i v a r   s o n i d o   d e l   m i c r  f o n o 	 R e m e t t r e   l e   m i c r o p h o n e 	 M i k r o f o n t o n   e i n s c h a l t e n 	 :;NG8BL  <8:@>D>=	 	 %D:'!  C*E  5H*  'DEJC1HAHF	 M i c r o f o n e   c o m   s o m 	 M i k r o f o n u   a  	 B t    m   m i c r  	 A k t i f k a n   s u a r a   m i k r o f o n 	 N y a h b i s u k a n   m i k r o f o n 	 .	>			M	0	K	+	K	(	  	(	.	M	/	B		  	0	G			 	 	 	 	 	 	 	 M i c r o f o o n   n i e t   d e m p e n 	 	 	 C o m u t a ci   m i c r o f o n u l   l a   m o d u l   c u   s u n e t 	 	 	     	 	 	 D:H  -'D*  (5/'  E1HAF	 	 	 										  				  					 	 	 	 	 	 	 	 	 H e r a k t i v e e r   m i k r o f o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i c r o f o n e   a t i v o 
 
 S T R _ I D _ U C M _ V T _ T U R N _ O N _ N I G H T _ M O D E 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   t u r n   o n   n i g h t   m o d e 	 T u r n   o n   n i g h t   m o d e 	 _UY!j_	  _/TY!j_	 	 	 	 	 :;NG8BL  =>G=>9  @568<	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ V T _ T U R N _ O F F _ N I G H T _ M O D E 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   t u r n   o f f   n i g h t   m o d e 	 T u r n   o f f   n i g h t   m o d e 	 ܕY!j_	 sQY!j_	 	 	 	 	 B:;NG8BL  =>G=>9  @568<	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ V T _ M U T E _ S P E A K E R 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   m u t e   s p e a k e r 	 M u t e   s p e a k e r 	 ܕUS	 sQ핇US	 4@*5"%3B	 S i l e n c i a r   a l t a v o z 	 C o u p e r   l e   h a u t - p a r l e u r 	 L a u t s p r e c h e r   s t u m m s c h a l t e n 	 B:;NG8BL  3@><:CN  A2O7L	 	 C*E  5H*  'D3E'9)	 A l t i f a l a n t e   s e m   s o m 	 H o p a r l  r    k a p a t 	 T t    m   l o a 	 N o n a k t i f k a n   s u a r a   s p e a k e r 	 B i s u k a n   p e m b e s a r   s u a r a 	 8	M	*	@		0	  .	M	/	B		  	0	G			 	 	 	 	 	 	 	 L u i d s p r e k e r   d e m p e n 	 	 	 C o m u t a ci   d i f u z o r u l   l a   m o d u l   f r   s u n e t 	 	 	   	 	 	 (5/'  1/F  (DF/H	 	 	 							  							  					 	 	 	 	 	 	 	 	 D o o f   l u i d s p r e k e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t o - f a l a n t e   m u d o 
 
 S T R _ I D _ U C M _ V T _ U N M U T E _ S P E A K E R 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   u n m u t e   s p e a k e r 	 U n m u t e   s p e a k e r 	 _UUS	  _/TUS	 @%44@*5"%3B	 A c t i v a r   s o n i d o   d e l   a l t a v o z 	 R e m e t t r e   l e   h a u t - p a r l e u r 	 L a u t s p r e c h e r t o n   e i n s c h a l t e n 	 :;NG8BL  3@><:CN  A2O7L	 	 %D:'!  C*E  5H*  'D3E'9)	 A l t i f a l a n t e   c o m   s o m 	 H o p a r l  r    a  	 B t    m   l o a 	 A k t i f k a n   s u a r a   s p e a k e r 	 N y a h b i s u k a n   p e m b e s a r   s u a r a 	 8	M	*	@		0	  	(	.	M	/	B		  	0	G			 	 	 	 	 	 	 	 L u i d s p r e k e r   n i e t   d e m p e n 	 	 	 C o m u t a ci   d i f u z o r u l   l a   m o d u l   c u   s u n e t 	 	 	     	 	 	 D:H  (5/'  1/F  (DF/H	 	 	 							  				  					 	 	 	 	 	 	 	 	 H e r a k t i v e e r   l u i d s p r e k e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t o - f a l a n t e   a t i v o 
 
 S T R _ I D _ U C M _ V T _ S W I T C H _ P I C 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   s w i t c h   t h e   l a r g e   a n d   s m a l l   p i c t u r e s   i n   i n - c a l l   s c r e e n 	 S w i t c h   p i c t u r e 	 Rcq_P	 Rbcq_P	 *%1 2	 C a m b i a r   i m a g e n 	 E c h a n g e r   i m a g e 	 B i l d   s c h a l t e n 	 5@5:;NG8BL  87>1@065=85	 	 'D*(/JD  (JF  'D5H1	 M u d a r   i m a g e m 	 R e s m i   d e i _t i r 	 C h u y n   h  n h 	 A l i h k a n   g a m b a r 	 T u k a r   g a m b a r 	 *	?		M		0	  ,	&	2	G			 	 	 	 	 	 	 	 B e e l d   o m s c h a k e l e n 	 	 	 S c h i m b a ci   i m a g i n e a 	 	 	   	 	 	 *:1  *5H1	 	 	 			  				  					 	 	 	 	 	 	 	 	 W i s s e l   b e e l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a r   i m a g e m 
 
 S T R _ I D _ U C M _ V T _ H I D E _ S M A L L _ P I C 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   h i d e   s m a l l   p i c t u r e   i n   i n - c a l l   s c r e e n 	 H i d e   s m a l l   p i c t u r e 	 υ\q_P	 υ\q_P	 H- 22@%G	 O c u l t a r   i m a g e n   p e q u e  a 	 C a c h e r   l a   p e t i t e   i m a g e 	 K l e i n e s   B i l d   a u s b l e n d e n 	 !:@KBL  <0;5=L:>5  87>1@065=85	 	 %.A'!  'D5H1)  'D5:J1)	 O c u l t a r   i m a g e m   p e q u e n a 	 K    k   r e s m i   g i z l e   	 n   h  n h   n h 	 S e m b u n y i k a n   g a m b a r   k e c i l 	 S e m b u n y i   g a m b a r   k e c i l 	 	K		@	  *	?		M		0	  	?	*	>				 	 	 	 	 	 	 	 K l e i n   b e e l d   v e r b e r g e n 	 	 	 A s c u n d e ci   i m a g i n e a   m i c 	 	 	     	 	 	 ~FG'F  1/F  *5H1  H	 	 	 			  			  				  					 	 	 	 	 	 	 	 	 V e r s t e e k   k l e i n   b e e l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O c u l t a r   i m a g e m   p e q u e n a 
 
 S T R _ I D _ U C M _ V T _ U N H I D E _ S M A L L _ P I C 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   u n h i d e   s m a l l   p i c t u r e   i n   i n - c a l l   s c r e e n 	 U n h i d e   s m a l l   p i c t u r e 	 o:y\q_P	 >f:y\q_P	 @%4H- 22@%G	 N o   m o s t r a r   i m a g e n   p e q u e  a 	 N e   p a s   c a c h e r   l a   p e t i t e   i m a g e 	 K l e i n e s   B i l d   e i n b l e n d e n 	 >:070BL  <0;5=L:>5  87>1@065=85	 	 %8G'1  'D5H1)  'D5:J1)	 M o s t r a r   i m a g e m   p e q u e n a 	 K    k   r e s m i   g  s t e r 	 M   h  n h   n h 	 T a m p i l k a n   g a m b a r   k e c i l 	 J a n g a n   s e m b u n y i   g a m b a r   k e c i l 	 	K		@	  *	?		M		0	  *	M	0	&	0	M	6	?	$	  	0	G			 	 	 	 	 	 	 	 K l e i n   b e e l d   n i e t   v e r b e r g e n 	 	 	 A n u l a ci   a s c u n d e r e a   i m a g i n i i   m i c i 	 	 	     	 	 	 F4'F  /'/F  *5H1  H	 	 	 			  			  						  					 	 	 	 	 	 	 	 	 M a a k   k l e i n   b e e l d   s i g b a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o s t r a r   p e q u e n a   i m a g e m 
 
 S T R _ I D _ U C M _ V T _ A L T E R N A T I V E _ P I C 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   c h o o s e   a n   a l t e r n a t i v e   p i c t u r e   t o   r e p l a c e   l o c a l   i m a g e   f r o m   c a m e r a   i n   i n - c a l l   s c r e e n 	 A l t e r n a t i v e   p i c t u r e 	 fcq_P	 fbcq_P	  2-7H	 I m a g e n   a l t e r n a t i v a 	 A u t r e   i m a g e 	 A l t e r n a t i v b i l d 	 ;LB5@=0B82=>5  87>1@065=85	 	 5H1)  (/JD)	 I m a g e m   a l t e r n a t i v a 	 A l t e r n a t i f   r e s i m   	 H  n h   k h  c 	 G a m b a r   a l t e r n a t i f 	 G a m b a r   a l t e r n a t i f 	 5	H		2	M	*	?		  *	?		M		0		 	 	 	 	 	 	 	 A l t e r n a t i e f   b e e l d 	 	 	 I m a g i n e   a l t e r n a t i v 	 	 	   	 	 	 *5H1  ,'2F	 	 	 						  				 	 	 	 	 	 	 	 	 A l t e r n a t i e w e   b e e l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m   a l t e r n a t i v a 
 
 S T R _ I D _ U C M _ V I D E O _ C A L L _ S E T T I N G 	 V T 	 T I T L E ,   I C O N T E X T 	 v i d e o   c a l l   s e t t i n g   m e n u   i t e m   s t r i n g 	 V i d e o   c a l l   s e t t i n g s 	 
q-[	 Ɖ5u݋n	 2#1IH2*2"'45B-	 C o n f i g u r a r   l l a m a d a   d e   v  d e o 	 R  g l a g e s   d  a p p e l   v i d  o 	 E i n s t e l l u n g e n   f  r   V i d e o a n r u f 	 0@0<5B@K  2845>72>=:0	 	 %9/'/'*  EC'DE)  'DAJ/JH	 D e f i n i   e s   d e   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a   a y a r l a r 1  	 C  i   t   c . g i   v i d e o 	 P e n g a t u r a n   p a n g g i l a n   v i d e o 	 P e n g e s e t a n   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  8	G		?				 	 	 	 	 	 	 	 I n s t e l l i n g e n   v a n   v i d e o g e s p r e k 	 	 	 S e t r i   a p e l   v i d e o 	 	 	     	 	 	 *F8EG'  *E'3  *5H1	 	 	 					  		  						 	 	 	 	 	 	 	 	 V i d e o - o p r o e p i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a   e s   d e   c h a m a d a   c o m   v  d e o 
 
 S T R _ I D _ U C M _ V T _ A D V A N C E D 	 U C M 	 T I T L E ,   I C O N T E X T 	 a d v a n c e d   o p t i o n   m e n u   i t e m   s t r i n g 	 A d v a n c e d 	 2x	 ؚ~	y	 1I*9	 O p c i o n e s   a v a n z a d a s 	 A v a n c  	 E r w e i t e r t 	  0AH8@5==K9	 	 E*B/E	 A v a n  a d o 	 G e l i _m i _	 N  n g   c a o 	 L a n j u t a n 	 L a n j u t 	 	!	5	>		8	M	!		 	 	 	 	 	 	 	 G e a v a n c e e r d 	 	 	 O p e r a ci i   c o m p l e x e 	 	 	 	 	 	 ~J41A*G	 	 	 							 	 	 	 	 	 	 	 	 G e v o r d e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A v a n  a d o 
 
 S T R _ I D _ U C M _ V T _ A N S W E R _ M O D E 	 U C M 	 T I T L E ,   I C O N T E X T 	 a n s w e r   m o d e   s e t t i n g   m e n u   i t e m   s t r i n g 	 A n s w e r   m o d e 	 aT{!j_	 ^T{!j_	 B+!2##1*2"	 M o d o   d e   r e s p u e s t a 	 M o d e   d e   r  p o n s e 	 A n t w o r t m o d u s 	  568<  >B25B0	 	 H69  'D1/	 M o d o   d e   a t e n d i m e n t o 	 Y a n 1t   m o d u 	 C h     t r   l i 	 M o d u s   j a w a b 	 M o d   j a w a p a n 	 		$	M	$	0	  .	K	!		 	 	 	 	 	 	 	 A n t w o o r d s t a n d 	 	 	 M o d   p r e l u a r e   a p e l 	 	 	   	 	 	 -'D*  ~'3.HJ	 	 	 					  ( 					) 				 	 	 	 	 	 	 	 	 A n t w o o r d m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   r e s p o s t a 
 
 S T R _ I D _ U C M _ V T _ D I A L _ M O D E 	 U C M 	 T I T L E ,   I C O N T E X T 	 d i a l   m o d e   s e t t i n g   m e n u   i t e m   s t r i n g 	 D i a l   m o d e 	 d_!j_	 bS!j_	 B+!B#	 M o d o   d e   m a r c a c i  n 	 M o d e   d  a p p e l 	 E i n w  h l m o d u s 	  568<  =01>@0	 	 H69  'D'*5'D	 M o d o   d e   m a r c a   o 	 A r a m a   m o d u   	 C h     g i 	 M o d u s   p a n g g i l a n   k e l u a r 	 M o d   m e n d a i l 	 !	>	/	2	  .	K	!		 	 	 	 	 	 	 	 K i e s s t a n d 	 	 	 M o d   d e   a p e l a r e 	 	 	   	 	 	 -'D*  4E'1G  1	 	 	 					  				 	 	 	 	 	 	 	 	 S k a k e l m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   d i s c a g e m 
 
 S T R _ I D _ U C M _ V T _ I M A G E _ I N _ V I D E O _ C A L L 	 U C M 	 T I T L E ,   I C O N T E X T 	 i m a g e   i n   v i d e o   c a l l   s e t t i n g   m e n u   i t e m   s t r i n g 	 I m a g e   i n   v i d e o   c a l l 	 
q-Nvq_P	 Ɖ5u݋-Nvq_P	  2C*2"'45B-	 I m a g e n   e n   l l a m a d a   d e   v  d e o 	 I m a g e   d a n s   a p p e l   v i d  o 	 B i l d   i m   V i d e o a n r u f 	 7>1@065=85  2  2845>72>=:5	 	 5H1)  AJ  EC'DE)  AJ/JH	 I m a g e m   d e   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a d a k i   g  r  n t  	 H  n h   k h i   g i   v i d e o 	 F o t o   d a l a m   p a n g g i l a n   v i d e o 	 I m e j   d a l a m   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  .	G		  	.	G			 	 	 	 	 	 	 	 B e e l d   i n   v i d e o g e s p r e k 	 	 	 I m a g i n e    n   a p e l   v i d e o 	 	 	     	 	 	 *5H1  /1  -'D*  *E'3  *5H1	 	 	 					  			  					 	 	 	 	 	 	 	 	 B e e l d   i n   v i d e o - o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m   e m   c h a m a d a   c o m   v  d e o 
 
 S T R _ I D _ U C M _ V T _ A U D I O _ O P T I O N 	 U C M 	 I C O N T E X T 	 a u d i o   o p t i o n s   s e t t i n g   m e n u   i t e m   s t r i n g 	 A u d i o   o p t i o n s 	 rx	 X	y	 1'@%7-@*5"	 O p c i o n e s   d e   a u d i o 	 O p t i o n s   a u d i o 	 A u d i o o p t i o n e n 	 ?F88  0C48>	 	 .J'1'*  'D5H*	 O p   e s   d e    u d i o 	 S e s   s e  e n e k l e r i 	 T  y   c h n    m   t h a n h 	 P i l i h a n   a u d i o 	 O p s y e n   a u d i o 	 	!	?	/	K	  5	?		2	M	*		 	 	 	 	 	 	 	 A u d i o - o p t i e s 	 	 	 O p ci u n i   a u d i o 	 	 	   	 	 	 2FG  G'  5H*	 	 	 				  					 	 	 	 	 	 	 	 	 O u d i o - o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p   e s   d e    u d i o 
 
 S T R _ I D _ U C M _ V T _ P R O M P T 	 U C M 	 T W O S T A T E 	 p r o m p t   m e n u   i t e m   s t r i n g 	 P r o m p t 	 bOU	 	 #G-!L	 P r e g u n t a r 	 I n v i t e 	 A u f f o r d e r u n g 	 >4A:07:0	 	 E7'D()	 A v i s o 	 S o r 	 T h  n g   b  o 	 P r o m p t 	 P e n g g e s a 	 *	M	0	I	.	M	*	M			 	 	 	 	 	 	 	 P r o m p t 	 	 	 N o t i f i c a r e 	 	 	 	 	 	 A1E'F	 	 	 										 	 	 	 	 	 	 	 	 P o l s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n d i c a   o 
 
 S T R _ I D _ U C M _ V T _ M I C _ O F F 	 U C M 	 T W O S T A T E 	 m i c r o p h o n e   o f f   s e t t i n g   m e n u   i t e m   s t r i n g 	 M i c r o p h o n e   o f f 	 KQܕ	 KQΘsQ	 D!B#B4	 M i c r  f o n o   d e s a c t i v a d o 	 M i c r o p h o n e    t e i n t 	 M i k r o f o n   a u s 	 8:@>D>=  >B:;NG5=	 	 %JB'A  *4:JD  'DEJC1HAHF	 M i c r o f o n e   d e s l i g a d o 	 M i k r o f o n   k a p a l 1  	 M i c r    t t 	 M i k r o f o n   t i d a k   a k t i f 	 M i k r o f o n   p a d a m 	 .	>			M	0	K	+	K	(	  ,		&		 	 	 	 	 	 	 	 M i c r o f o o n   u i t 	 	 	 D e z a c t i v a r e   m i c r o f o n 	 	 	   	 	 	 E1HAF  .'EH4	 	 	 										  				  					 	 	 	 	 	 	 	 	 M i k r o f o o n   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M i c r o f o n e   d e s l i g a d o 
 
 S T R _ I D _ U C M _ V T _ S P E A K E R _ O F F 	 U C M 	 T W O S T A T E 	 s p e a k e r   o f f     s e t t i n g   m e n u   i t e m   s t r i n g 	 S p e a k e r   o f f 	 USܕ	 USsQ	 %3B4	 A l t a v o z   a p a g a d o 	 H a u t - p a r l e u r    t e i n t 	 L a u t s p r e c h e r   a u s 	 @><:0O  A2O7L  >B:;NG5=0	 	 %JB'A  *4:JD  'D3E'9'*	 A l t i f a l a n t e   d e s l i g a d o 	 H o p a r l  r   k a p a l 1  	 L o a   t t 	 S p e a k e r   t i d a k   a k t i f 	 P e m b e s a r   s u a r a   p a d a m 	 8	M	*	@		0	  ,		&		 	 	 	 	 	 	 	 L u i d s p r e k e r   u i t 	 	 	 D e z a c t i v a r e   d i f u z o r 	 	 	   	 	 	 (DF/H  .'EH4	 	 	 							  				  					 	 	 	 	 	 	 	 	 L u i d s p r e k e r   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t o - f a l a n t e   d e s l i g a d o 
 
 S T R _ I D _ U C M _ V T _ S T A R T _ C A L L _ W I T H 	 U C M 	 T I T L E 	 s t a r t   c a l l   w i t h   s e t t i n g   m e n u   i t e m   s t r i n g 	 S t a r t   c a l l   w i t h 	 qYBf	 ݋ _Ye	 @#4H!B#I'"	 I n i c i a r   l l a m a d a   c o n 	 C o m m e n c e r   l  a p p e l   a v e c 	 A n r u f   s t a r t e n   m i t 	 0G0BL  2K7>2  A  	 	 (/!  'DEC'DE)  (@	 I n i c i a r   c h a m a d a   c o m 	 A r a m a y 1  _u n u n l a   b a _l a t 	 B t   u   g i   v i 	 M u l a i   p a n g g i l a n   d e n g a n 	 M u l a   p a n g g i l a n   d e n g a n 	 	G	  8	>	%	  	I	2	  6	A	0	B	  	0	G			 	 	 	 	 	 	 	 G e s p r e k   b e g i n n e n   m e t 	 	 	 I n i ci a ci   a p e l u l   p r i n 	 	 	       	 	 	 41H9  *E'3  ('	 	 	 		  				  					 	 	 	 	 	 	 	 	 B e g i n   o p r o e p   m e t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i a r   c h a m a d a   c o m 
 
 S T R _ I D _ U C M _ V T _ D E F A U L T 	 U C M 	 H I N T ,   I C O N T E X T 	 d e f a u l t   m e n u   i t e m   s t r i n g 	 D e f a u l t 	 -	 ؞	 H2@#4H!I	 P r e d e t e r m i n a d o 	 D  f a u t 	 S t a n d a r d 	 >  C<>;G0=8N	 	 'A*1'6J	 P r e d e f i n i   o 	 V a r s a y 1l a n 	 M c   n h 	 D e f a u l t 	 L a l a i 	 !	?	+	I	2	M			 	 	 	 	 	 	 	 S t a n d a a r d 	 	 	 I m p l i c i t 	 	 	   	 	 	 ~4  A16	 	 	 							 	 	 	 	 	 	 	 	 V e r s t e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e d e f i n i d o 
 
 S T R _ I D _ U C M _ V T _ U S E R _ D E F I N E 	 U C M 	 I C O N T E X T 	 u s e r   d e f i n e d   m e n u   i t e m   s t r i n g 	 U s e r   d e f i n e d 	 O(u[	 O(u[IN	 9IC
I3+	 D e f i n i d o   p o r   e l   u s u a r i o 	 D  f i n i   p a r   l ' u t i l i s a t e u r 	 B e n u t z e r d e f i n i e r t 	 >;L7>20B5;LA:85	 	 E-//  EF  B(D  'DE3*./E	 D e f i n i d o   p e l o   u t i l i z a d o r 	 K u l l a n 1c 1  t a n 1m l 1	 T   c h n 	 D i t e n t u k a n   p e n g g u n a 	 D i t e n t u k a n   p e n g g u n a 	 		*	/	K			0	M	$	>	  &	M	5	>	0	>	  (	?	0	M	'	>	0	?	$		 	 	 	 	 	 	 	 D o o r   g e b r u i k e r   g e d e f i n i e e r d 	 	 	 D e f i n i t   d e   u t i l i z a t o r 	 	 	       	 	 	 *91JA  4/G  *H37  C'1(1	 	 	 											  										 	 	 	 	 	 	 	 	 G e b r u i k e r b e p a a l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i d o   p e l o   u s u  r i o 
 
 S T R _ I D _ U C M _ V T _ F A I L _ T O _ M A K E _ V I D E O _ C A L L 	 U C M 	 C 0 3 2 _ 1 	 I n d i c a t i o n   t h a t   f a i l e d   t o   m a k e   v i d e o   c a l l 	 F a i l e d   t o   m a k e   v i d e o   c a l l 	 dSb
q1YWe	 SbƉ5u݋1Y%	 D!H*2!2#B#*2"'45B-DI	 N o   s e   p u d o   r e a l i z a r   l a   l l a m a d a   d e   v  d e o 	 E c h e c   d  a p p e l   v i d  o 	 V i d e o a n r u f   k o n n t e   n i c h t   g e t  t i g t   w e r d e n 	 52>7<>6=>  A45;0BL  2845>72>=>:	 	 A4D  %,1'!  EC'DE)  AJ/JH	 F a l h a   a o   e f e c t u a r   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a   y a p 1l a m a d 1	 K h  n g   t h   g i   v i d e o 	 G a g a l   m e m b u a t   p a n g g i l a n   v i d e o 	 G a g a l   m e m b u a t   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  	0	(	G	  .	G		  5	?	+	2		 	 	 	 	 	 	 	 K a n   g e e n   v i d e o g e s p r e k   t o t   s t a n d   b r e n g e n 	 	 	 E f e c t u a r e a   a p e l u l u i   v i d e o   n u   a   r e u _i t 	 	 	       	 	 	 'F,'E  *E'3  *5H1  F'EHAB  (H/	 	 	 					  		  				  							 	 	 	 	 	 	 	 	 P l a a s   v a n   v i d e o - o p r o e p   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   f a z e r   c h a m a d a   c o m   v  d e o 
 
 S T R _ I D _ U C M _ V T _ R E D I A L _ V I D E O _ C A L L 	 U C M 	 I C O N T E X T 	 a c t i o n   t o   r e d i a l   v i d e o   c a l l 	 R e d i a l   v i d e o   c a l l 	 ͑d
q	 ͑SbƉ5u݋	 B#I3*2"'45B-	 V o l v e r   a   m a r c a r   l a   l l a m a d a   d e   v  d e o 	 R e f a i r e   u n   a p p e l   v i d  o 	 V i d e o a n r u f - W a h l w i e d e r h o l u n g 	 >2B>@=K9  =01>@  2845>72>=:0	 	 %9'/)  7D(  EC'DE)  'DAJ/JH	 R e m a r c a r   c h a m a d a   d e   v  d e o 	 G  r  n t  l    a r a m a y 1  y e n i d e n    e v i r 	 G i   l i   v i d e o 	 B u a t   u l a n g   p a n g g i l a n   v i d e o 	 D a i l   s e m u l a   p a n g g i l a n   v i d e o 	 5	@	!	?	/	K	  	I	2	  *	A	(	:   !	>	/	2	  	0	G			 	 	 	 	 	 	 	 V i d e o g e s p r e k   o p n i e u w   k i e z e n 	 	 	 R e a p e l a r e   a p e l   v i d e o 	 	 	       	 	 	 4E'1G  1  E,//  (1'  *E'3  *5H1  	 	 	 					  		  						  					  					 	 	 	 	 	 	 	 	 S k a k e l   v i d e o - o p r o e p   w e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e d i s c a r   c h a m a d a   c o m   v  d e o 
 
 S T R _ I D _ U C M _ V T _ B R I G H T N E S S 	 U C M 	 I C O N T E X T 	 b r i g h t n e s s   m e n u   i t e m   s t r i n g 	 B r i g h t n e s s 	 N^	 N^	 '2!*'H2	 B r i l l o 	 L u m i n o s i t  	 H e l l i g k e i t 	 /@:>ABL	 	 'D37H9	 B r i l h o 	 P a r l a k l 1k   	   s  n g 	 K e c e r a h a n 	 K e c e r a h a n 	 	.			 	 	 	 	 	 	 	 H e l d e r h e i d 	 	 	 L u m i n o z i t a t e 	 	 	 	 	 	 1H4F'	 	 	 										 	 	 	 	 	 	 	 	 H e l d e r h e i d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B r i l h o 
 
 S T R _ I D _ U C M _ V T _ V I D E O _ Q U A L I T Y 	 U C M 	 T I T L E ,   I C O N T E X T 	 v i d e o   q u a l i t y   m e n u   i t e m   s t r i n g 	 V i d e o   q u a l i t y 	 q_PT	 q_PT(	 8 2'45B-	 C a l i d a d   d e   v  d e o 	 Q u a l i t    v i d  o 	 V i d e o q u a l i t  t 	 0G5AB2>  2845>	 	 ,H/)  'DAJ/JH	 Q u a l i d a d e   d e   v  d e o 	 G  r  n t    k a l i t e s i 	 C h t   l n g   v i d e o 	 K u a l i t a s   v i d e o 	 M u t u   v i d e o 	 5	@	!	?	/	K	  	A	#	5	$	M	$	>		 	 	 	 	 	 	 	 V i d e o k w a l i t e i t 	 	 	 C a l i t a t e   v i d e o 	 	 	   	 	 	 CJAJ*  AJDE	 	 	 					  									 	 	 	 	 	 	 	 	 V i d e o g e h a l t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q u a l i d a d e   d o   v  d e o 
 
 S T R _ I D _ U C M _ V T _ R E C O R D _ A U D I O 	 U C M 	 I C O N T E X T 	 a c t i o n   t o   r e c o r d   a u d i o 	 R e c o r d   a u d i o 	 	 U_	 16@*5"	 G r a b a r   a u d i o 	 E n r e g i s t r e r   a u d i o 	 A u d i o   a u f n e h m e n 	 0?8A0BL  0C48>	 	 *3,JD  5H*	 G r a v a r    u d i o 	 S e s i   k a y d e t   	 G h i    m 	 R e k a m   a u d i o 	 R e k o d   a u d i o 	 	!	?	/	K	  0	G		I	0	M	!	  	0	G			 	 	 	 	 	 	 	 A u d i o   o p n e m e n 	 	 	  n r e g i s t r a r e   a u d i o 	 	 	   	 	 	 6(7  5/'	 	 	 				  						  					 	 	 	 	 	 	 	 	 N e e m   o u d i o   o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G r a v a r    u d i o 
 
 S T R _ I D _ U C M _ V T _ S A V E _ P I C T U R E 	 U C M 	 I C O N T E X T 	 a c t i o n   t o   s a v e   p i c t u r e 	 S a v e   p i c t u r e 	 2QX[q_P	 PX[q_P	 16 2	 G u a r d a r   i m a g e n 	 E n r e g i s t r e r   i m a g e 	 B i l d   s p e i c h e r n 	 !>E@0=8BL  87>1@065=85	 	 -A8  'D5H1)	 G u a r d a r   i m a g e m 	 R e s m i   k a y d e t   	 L u   h  n h 	 S i m p a n   g a m b a r 	 S i m p a n   g a m b a r 	 *	?		M		0	  8	9	G		G			 	 	 	 	 	 	 	 B e e l d   o p s l a a n 	 	 	 S a l v a r e   i m a g i n e 	 	 	   	 	 	 0.J1G  C1/F  *5HJ1	 	 	 			  							  					 	 	 	 	 	 	 	 	 B e r g   b e e l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   i m a g e m 
 
 S T R _ I D _ U C M _ V T _ M I R R O R _ I M A G E 	 U C M 	 I C O N T E X T 	 a c t i o n   t o   m i r r o r   t h e   i m a g e 	 M i r r o r   i m a g e 	 P	 \P	  2#0	 I m a g e n   s i m  t r i c a 	 I m a g e   m i r o i r 	 B i l d   s p i e g e l n 	 5@:0;L=>5  >B>1@065=85	 	 9C3  'D5H1)	 I m a g e m   d e   e s p e l h o 	 Y a n s 1  g  r  n t  s  	 n h   p h n   c h i u 	 F o t o   c e r m i n 	 B a y a n g a n   i m e j 	 .	?	0	0	  	.	G			 	 	 	 	 	 	 	 B e e l d   s p i e g e l e n 	 	 	 I m a g i n e    n   o g l i n d 	 	 	   	 	 	 *5H1  "FG  '	 	 	 				  					 	 	 	 	 	 	 	 	 G e e   s p i e  l b e e l d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I m a g e m   d e   e s p e l h o 
 
 S T R _ I D _ U C M _ V T _ S M O O T H 	 U C M 	 H I N T ,   T W O S T A T E 	 s m o o t h   m e n u   i t e m   s t r i n g   o f   v i d e o   q u a l i t y 	 S m o o t h 	 s^n	 s^n	 @#5"	 S u a v e 	 D o u x 	 W e i c h 	 87:>5  :0G5AB2>	 	 3D3	 S u a v e 	 Y u m u _a k 	 P h n g 	 H a l u s 	 H a l u s 	 8	A		>	0	B		 	 	 	 	 	 	 	 G l a d 	 	 	 U n i f o r m 	 	 	 	 	 	 GEH'1  C1/F	 	 	 					 	 	 	 	 	 	 	 	 G l a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S u a v e 
 
 S T R _ I D _ U C M _ V T _ N O R M A L 	 U C M 	 H I N T ,   T W O S T A T E 	 n o r m a l   m e n u   i t e m   s t r i n g   o f   v i d e o   q u a l i t y 	 N o r m a l 	 ck8^	 ck8^	 4	 N o r m a l 	 N o r m a l 	 N o r m a l 	 1KG=>5  :0G5AB2>	 	 7(J9J	 N o r m a l 	 N o r m a l 	 T h n g 	 N o r m a l 	 N o r m a l 	 8	>	.	>	(	M	/		 	 	 	 	 	 	 	 N o r m a a l 	 	 	 N o r m a l 	 	 	 	 	 	 9'/	 	 	 						 	 	 	 	 	 	 	 	 N o r m a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o r m a l 
 
 S T R _ I D _ U C M _ V T _ S H A R P 	 U C M 	 H I N T ,   T W O S T A T E 	 s h a r p   m e n u   i t e m   s t r i n g   o f   v i d e o   q u a l i t y 	 S h a r p 	 )R	 )R	 !
1	 M a r c a d o 	 F o r t 	 S c h a r f 	 KA>:>5  :0G5AB2>	 	 H'6-	 N  t i d o 	 K e s k i n 	 S c   n  t 	 T a j a m 	 T a j a m 	 6	>	0	M	*		 	 	 	 	 	 	 	 S c h e r p 	 	 	 A c c e n t u a t 	 	 	 	 	 	 *21/F	 	 	 								 	 	 	 	 	 	 	 	 S k e r p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e n t u a d o 
 
 S T R _ I D _ U C M _ V T _ S T A R T _ C A M E R A _ Q U E R Y 	 U C M 	 P O P U P C O N F I R M 	 P r o m p t   s t r i n g   t o   s t a r t   c a m e r a   t o   s e n d   l o c a l   i m a g e 	 S t a r t   c a m e r a   t o   s e n d   l o c a l   i m a g e ? 	 _Uv_jP,g0Wq_P	  _/Tv:gS,g0Wq_P	 @#4H!%I-@7H-*H 2C@#7H-? 	  D e s e a   i n i c i a r   l a   c  m a r a   p a r a   e n v i a r   l a   i m a g e n   l o c a l ? 	 C o m m e n c e r   l a   c a m  r a   p o u r   e n v o y e r   i m a g e   l o c a l e  ? 	 K a m e r a   z u m   S e n d e n   d e s   l o k a l e n   B i l d e s   s t a r t e n ? 	 0?CAB8BL  :0<5@C  4;O  >B?@02:8  ;>:0;L=>3>  87>1@065=8O? 	 	 *4:JD  'DC'EJ1'  D%13'D  5H1)  E-DJ)	 I n i c i a r   c  m a r a   p a r a   e n v i a r   i m a g e m   l o c a l ? 	 K a m e r a   y e r e l   g  r  n t  y    g  n d e r m e k   i  i n   b a _l a t 1l s 1n   m 1? 	 B t   c a m e r a     g i   n h   r i  n g ? 	 A k t i f k a n   k a m e r a   u n t u k   m e n g i r i m   f o t o   l o k a l ? 	 M u l a   k a m e r a   u n t u k   m e n g h a n t a r   i m e j   t e m p a t a n ? 	 8	M	%	>	(	@	/	  	.	G		  -	G		(	G	  	G	  2	?		  	H	.	0	>	  6	A	0	B	  	0	G		? 	 	 	 	 	 	 	 	 C a m e r a   s t a r t e n   o m   l o c a a l   b e e l d   t e   s t u r e n ? 	 	 	 P o r n i ci   c a m e r a   p e n t r u   a   e x p e d i a   o   i m a g i n e   l o c a l ? 	 	 	           ? 	 	 	 "'  /H1(F  (1'  A13*'/F  *5H1  E-D  ":'2('1  F/	 	 	 							  				  						  								  				  					? 	 	 	 	 	 	 	 	 	 S i t   k a m e r a   a a n   o m   p l a a s l i k e   b e e l d   t e   s t u u r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i a r   c  m e r a   p a r a   e n v i a r   i m a g e m   l o c a l ? 
 
 S T R _ I D _ U C M _ V T _ S W I T C H _ A U D I O _ P A T H 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   s w i t c h   a u d i o   p a t h 	 S w i t c h   a u d i o   p a t h 	 Rcr_	 RbcX_	 *%1@*I2@*5"	 C a m b i a r   r u t a   d e   a u d i o 	 C h a n g e r   l e   c h e m i n   a u d i o 	 A u d i o p f a d   s c h a l t e n 	 7<5=8BL  ?CBL  4;O  0C48>	 	 *(/JD  'DE3'1  'D5H*J	 M u d a r   c a m i n h o   d e    u d i o 	 S e s   y o l u n u   d e i _t i r 	 i   n g   d n    m   t h a n h 	 A l i h k a n   j a l u r   a u d i o 	 T u k a r   l a l u a n   a u d i o 	 	!	?	/	K	  *	>	%	  ,	&	2	G			 	 	 	 	 	 	 	 A u d i o p a d   o m s c h a k e l e n 	 	 	 C o m u t a r e   c a l e   a u d i o 	 	 	     	 	 	 *:1  E31  5/'	 	 	 				  				  						 	 	 	 	 	 	 	 	 W i s s e l   o u d i o g i d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T r o c a r   c a m i n h o   d e    u d i o 
 
 S T R _ I D _ U C M _ V T _ S W T I C H _ T O _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   s w i t c h   v o i c e   c a l l 	 S w i t c h   t o   v o i c e   c a l l 	 Rcq	 Rbc5u݋	 *%1D"1*2"*2	 C a m b i a r   a   l l a m a d a   d e   v o z 	 C h a n g e r      a p p e l   v o c a l 	 Z u   A u d i o a n r u f   s c h a l t e n 	 5@5:;NG8BL  =0  3>;>A>2>9  2K7>2	 	 'D*(/JD  %DI  EC'DE)  5H*J)	 M u d a r   p a r a   c h a m a d a   d e   v o z 	 S e s l i   a r a m a y a   g e  	 C h u y n   s a n g   g i   t h o i 	 A l i h k a n   k e   p a n g g i l a n   s u a r a 	 T u k a r   k e   p a n g g i l a n   s u a r a 	 5	I	/	8	  	I	2	  *	0	  	>				 	 	 	 	 	 	 	 O m s c h a k e l e n   n a a r   n o r m a a l   g e s p r e k 	 	 	 C o m u t a r e   l a   a p e l   v o c a l 	 	 	     	 	 	 *:1  (G  -'D*  *E'3  "H'	 	 	 				  			  						 	 	 	 	 	 	 	 	 S k a k e l   o o r   n a   s t e m o p r o e p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l t e r n a r   p a r a   c h a m a d a   c o m   v o z 
 
 S T R _ I D _ U C M _ V T _ S W T I C H _ T O _ V O I C E _ C A L L _ Q U E R Y 	 U C M 	 P O P U P C O N F I R M 	 Q u e r y   t o   s w i t c h   v o i c e   c a l l 	 E n d   v i d e o   c a l l   a n d   s w i t c h   t o   v o i c e   c a l l ? 	 Rc
qpq	 RbcƉ5u݋:N5u݋	 '2*2"'45B-  A%0*%1D"1*2"*2? 	  D e s e a   f i n a l i z a r   l a   l l a m a d a   d e   v  d e o   v i d e o   y   c a m b i a r   a   l l a m a d a   d e   v o z ? 	 T e r m i n e r   l  a p p e l   v i d  o   e t   c h a n g e r      a p p e l   v o c a l   ? 	 V i d e o a n r u f   b e e n d e n   u n d   z u   A u d i o a n r u f   s c h a l t e n ? 	 025@H8BL  2845>72>=>:  8  ?5@5:;NG8BL  =0  3>;>A>2>9? 	 	 %FG'!  EC'DE)  'DAJ/JH  H'D*(/JD  %DI  EC'DE)  5H*J)	 T e r m i n a r   c h a m a d a   d e   v  d e o   e   m u d a r   p a r a   c h a m a d a   d e   v o z ? 	 G  r  n t  l    a r a m a   s o n l a n d 1r 1l 1p   s e s l i   a r a m a y a   g e  i l s i n   m i ? 	 K t   t h  c   g i   v i d e o   v    c h u y n   s a n g   g i   t h o i ? 	 A k h i r i   p a n g g i l a n   v i d e o   d a n   a l i h k a n   k e   p a n g g i l a n   s u a r a ? 	 H e n t i   p a n g g i l a n   v i d e o   d a n   t u k a r   k e   p a n g g i l a n   s u a r a ? 	 5	@	!	?	/	K	  	I	2	  8	.	>	*	M	$	  	0	G		  	0	  5	I	/	8	  	I	2	  *	0	  	>			? 	 	 	 	 	 	 	 	 V i d e o g e s p r e k   b e  i n d i g e n   e n   o m s c h a k e l e n   n a a r   n o r m a a l   g e s p r e k ? 	 	 	  n c h e i a ci   a p e l u l   v i d e o   _i   c o m u t a ci   l a   a p e l   v o c a l ? 	 	 	             ? 	 	 	 "'  (G  *E'3  H/H  ~''F  E/G/  H  (G  *E'3  "H'  E1H/	 	 	 					  		  			  			  				  		  				  					? 	 	 	 	 	 	 	 	 	 B e  i n d i g   v i d e o - o p r o e p   e n   s k a k e l   o o r   n a   s t e m o p r o e p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e r m i n a r   c h a m a d a   d e   v  d e o   e   a l t e r n a r   p a r a   c h a m a d a   c o m   v o z ? 
 
 S T R _ I D _ U C M _ V T _ U S E _ M A I N _ C A M E R A 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   u s e   m a i n   c a m e r a 	 U s e   r e a r   c a m e r a 	 O(u_nv_j	 O(uTnv:g	 C
I%I-I2+%1	 U s a r   c  m a r a   t r a s e r a 	 U t i l i s e r   l a   c a m  r a   a r r i  r e 	 H i n t e r e   K a m e r a   v e r w e n d e n 	 A?>;L7>20BL  704=NN  :0<5@C	 	 '3*./'E  'DC'EJ1'  'D.DAJ)	 U t i l i z a r   c  m a r a   t r a s e i r a 	 A r k a   k a m e r a y 1  k u l l a n 	 D  n g   c a m e r a   m t   s a u 	 G u n a k a n   k a m e r a   b e l a k a n g 	 G u n a   k a m e r a   b e l a k a n g 	 *	?		2	>	  	H	.	0	>	  *	M	0	/	K		  	0	G			 	 	 	 	 	 	 	 A c h t e r c a m e r a   g e b r u i k e n 	 	 	 U t i l i z a ci   c a m e r a   d i n   s p a t e 	 	 	     	 	 	 ('11  /H1(F  ~4*	 	 	 						  								  							  					 	 	 	 	 	 	 	 	 G e b r u i k   a g t e r s t e   k a m e r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   c  m e r a   t r a s e i r a 
 
 S T R _ I D _ U C M _ V T _ U S E _ S U B _ C A M E R A 	 U C M 	 I C O N T E X T 	 A c t i o n   t o   u s e   s u b   c a m e r a 	 U s e   f r o n t   c a m e r a 	 O(uMRnv_j	 O(uMRnv:g	 C
I%I-I2+I2	 U s a r   c  m a r a   d e l a n t e r a 	 U t i l i s e r   l a   c a m  r a   a v a n t 	 V o r d e r e   K a m e r a   v e r w e n d e n 	 A?>;L7>20BL  ?5@54=NN  :0<5@C	 	 '3*./'E  'DC'EJ1'  'D#E'EJ)	 U t i l i z a r   c  m a r a   f r o n t a l 	  n   k a m e r a y 1  k u l l a n 	 D  n g   c a m e r a   m t   t r c 	 G u n a k a n   k a m e r a   d e p a n 	 G u n a   k a m e r a   d e p a n   	 		2	>	  	H	.	0	>	  *	M	0	/	K		  	0	G			 	 	 	 	 	 	 	 V o o r c a m e r a   g e b r u i k e n 	 	 	 U t i l i z a ci   c a m e r a   d i n   f a c	 	 	     	 	 	 ('11  /H1(F  ,DH	 	 	 						  								  							  					 	 	 	 	 	 	 	 	 G e b r u i k   v o o r s t e   k a m e r a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   c  m e r a   f r o n t a l 
 
 S T R _ I D _ U C M _ V T _ R S K _ H A N D S _ F R E E 	 U C M 	 U N L I M 	 H - F r e e 	 H - F r e e 	 MQc	 MQc	 A.L#5	 M a n o s   l i b r e s 	 M a i n s   l i b r e s 	 F r e i s p r e c h e n 	 5A?@>2>4=>9	 	 D'  J/HJ	 M  o s - l i v r e s 	 H   S e r b e s t 	 K h  n g   d  y 	 H - F r e e 	 B e b a s   t a n g a n 	 9	H		!	M	8	- +	M	0	@		 	 	 	 	 	 	 	 H - v r i j 	 	 	 M  i n i   l i b e r e 	 	 	 	 	 	 GF/2A1	 	 	 H - F r e e 	 	 	 	 	 	 	 	 	 H - V r y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i v a   v o z 
 
 S T R _ I D _ U C M _ V T _ R S K _ H A N D S _ H E L D 	 U C M 	 U N L I M 	 H - H e l d 	 H - H e l d 	 Kbc	 ck8^	 !7-7-	 D e   b o l s i l l o 	 A v e c   m a i n s 	 H a n d h e l d 	 #45@68205<K9	 	 J/HJ	 A u s c u l t a d o r 	 H   D u r d u r u l m u _	 D i   n g 	 H - H e l d 	 B e b a s   p e g a n g 	 9	H		!	M	8	- 9	G	2	M	!		 	 	 	 	 	 	 	 H   i n   d e   w a c h t 	 	 	 P o r t a b i l 	 	 	 	 	 	 H3JDG  /3*	 	 	 H - H e l d 	 	 	 	 	 	 	 	 	 H - V a s h o u 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P o r t  t i l 
 
 S T R _ I D _ U C M _ F A I L _ T O _ M A K E _ V O I C E _ C A L L 	 U C M 	 C 0 3 2 _ 1 	 I n d i c a t i o n   t h a t   f a i l e d   t o   m a k e   v o i c e   c a l l 	 F a i l e d   t o   m a k e   v o i c e   c a l l 	 dSbq1YWe	 Sb5u݋1Y%	 	 	 	 	 52>7<>6=>  2K?>;=8BL  3>;>A>2>9  2K7>2	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ R E D I A L _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 a c t i o n   t o   r e d i a l   v o i c e   c a l l 	 R e d i a l   v o i c e   c a l l 	 ͑dq	 ͑Sb5u݋	 	 	 	 	 >2B>@8BL  3>;>A>2>9  2K7>2	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ R E D I A L _ S I M 1 _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 R e d i a l   S I M 1   v o i c e   c a l l   m e n u   i t e m   s t r i n g 	 R e d i a l   S I M 1   v o i c e   c a l l 	 ͑dS I M aS1 q	 ͑SbS I M aS1 5u݋	 	 	 	 	 >2B>@8BL  3>;>A>2>9  2K7>2  A  S I M 1   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ R E D I A L _ S I M 2 _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 R e d i a l   S I M 2   v o i c e   c a l l   m e n u   i t e m   s t r i n g 	 R e d i a l   S I M 2   v o i c e   c a l l 	 ͑dS I M aS2 q	 ͑SbS I M aS2 5u݋	 	 	 	 	 >2B>@8BL  3>;>A>2>9  2K7>2  A  S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ O U T _ O F _ 3 G _ C O V E R A G E 	 U C M 	 P O P U P 	 O u t   o f   3 G   c o v e r a g e   s t r i n g 	 O u t   o f   3 G   c o v e r a g e 	 !q3 G }	 e3 G Q~	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ F A I L E D _ T O _ A D D _ M E D I A _ I D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 F a i l e d   t o   a d d   m e d i a   o b j e c t 	 F a i l e d   t o   a d d   m e d i a   o b j e c t 	 ReQYZԚirN1YWe	 mRYZSO[a1Y%	 D!H*2!2#@4H!--@GL!5@5"DI	 N o   s e   p u d o   a g r e g a r   e l   o b j e t o   m u l t i m e d i a 	 E c h e c   d ' a j o u t   d  o b j e t   m  d i a 	 M e d i e n o b j e k t   k o n n t e   n i c h t   h i n z u g e f  g t   w e r d e n 	 52>7<>6=>  4>1028BL  2845>- >1J5:B	 	 A4D  %6'A)  C'&F  H3'&7J	 F a l h a   a o   a d i c i o n a r   o b j e c t o   m u l t i m  d i a 	 M e d y a   n e s n e s i   e k l e n e m e d i 	 K . t h   t h  m   . t n g   a   p h . t i n 	 G a g a l   m e n a m b a h k a n   o b j e k   m e d i a 	 G a g a l   m e n a m b a h   o b j e k   m e d i a 	 .	@	!	?	/	>	  	,	M		G		M		  	K	!	<	(	G	  .	G		  5	?	+	2		 	 	 	 	 	 	 	 K a n   m e d i a o b j e c t   n i e t   t o e v o e g e n 	 	 	 A d u g a r e a   o b i e c t u l u i   m e d i a   n u   a   r e u _i t 	 	 	       	 	 	 'A2H/F  4!  13'FG  '  F'EHAB  (H/	 	 	 						  			  				  							 	 	 	 	 	 	 	 	 B y v o e g i n g   v a n   m e d i a v o o r w e r p   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h o u   e m   a d i c i o n a r   o b j e t o   d e   m  d i a 
 
 S T R _ U C _ I N S E R T _ C A R D 	 U n i f i e d C o m p o s e r 	 P O P U P 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 ˊceQaaS	 ceQX[PaS	 	 	 	 	 AB02LB5  :0@BC  ?0<OB8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ C A R D _ N O T _ P R E S E N T _ C O N F I R M 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 M e m o r y   c a r d   r e m o v e d ,   u s e   p h o n e ? 	 M e m o r y   c a r d   r e m o v e d ,   u s e   p h o n e ? 	 ]SQaaSO(uKb_j	 X[PaS]SQO(uKb:g	 	 	 	 	 0@B0  ?0<OB8  >BACBAB2C5B,   8A?>;L7>20BL  B5;5D>=? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ M A X _ M S G _ C A R D _ C O N F I R M 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 M a x   m s g   n u m b e r   r e a c h e d ,   u s e   p h o n e ? 	 M a x   m s g   n u m b e r   r e a c h e d ,   u s e   p h o n e ? 	 ]T
o`xeϑ
NPO(uKb_j	 0R g'Ymo`peO(uKb:g	 	 	 	 	 !G5BG8:  A>>1I5=89  ?5@5?>;=5=,   8A?>;L7>20BL  B5;5D>=? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U C _ M A X _ M S G _ P H O N E _ C O N F I R M 	 U n i f i e d C o m p o s e r 	 P O P U P C O N F I R M 	 M a x   m s g   n u m b e r   r e a c h e d ,   u s e   m e m o r y   c a r d ? 	 M a x   m s g   n u m b e r   r e a c h e d ,   u s e   m e m o r y   c a r d ? 	 ]T
o`xeϑ
NPO(uaaS	 0R g'Ymo`peO(uX[PaS	 	 	 	 	 !G5BG8:  A>>1I5=89  ?5@5?>;=5=,   8A?>;L7>20BL  :0@BC  ?0<OB8? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ C O P Y _ I D 	 U n i f i e d M e s s a g e 	 P O P U P ,   P O P U P C O N F I R M 	 M o v e   m e s s a g e   t o   o t h e r   p o s i t i o n 	 C o p y 	 	 
Y6R	 	 	 	 	 >?8@>20BL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ C O P I E D _ I D 	 U n i f i e d M e s s a g e 	 P O P U P ,   P O P U P C O N F I R M 	 M e s s a g e   h a s   b e e n   c o p i e d 	 C o p i e d 	 ]	 ]
Y6R	 	 	 	 	 !:>?8@>20=>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ M U L T I _ O P _ U N C O P I E D _ I D 	 U n i f i e d M e s s a g e 	 P O P U P 	 m e s s a g e   c a n   n o t   b e   c o p i e d 	 c a n n o t   b e   c o p i e d 	 !ql	 el
Y6R	 	 	 	 	 52>7<>6=>  A:>?8@>20BL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ E M P T Y _ M S G _ I D 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 D i s p l a y   e m p t y   s t r i n g 	 N o   m e s s a g e 	 !q
o`	 eOo`	 	 	 	 	 5B  A>>1I5=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ S I M 1 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 S I M   c a r d   1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ S I M 2 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 S I M   c a r d   2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ A L L _ M S G 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 A l l   m e s s a g e s 	 A l l   m e s s a g e s 	 hQ
o`	 hQOo`	 	 	 	 	 A5  A>>1I5=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ M O V E _ T O _ S I M 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 M o v e   t o   S I M   s t o r a g e 	 M o v e   t o   S I M 	 ,dyjS I M aS	 yRh0RS I M aS	 	 	 	 	 5@5<5AB8BL  =0  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ C O P Y _ T O _ S I M 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 C o p y   t o   S I M   s t o r a g e 	 C o p y   t o   S I M 	 jS I M aS	 
Y6Rh0RS I M aS	 	 	 	 	 !:>?8@>20BL  =0  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ M O V E _ T O _ P H O N E 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 M o v e   t o   P h o n e   s t o r a g e 	 M o v e   t o   P h o n e 	 ,dyjKb_j	 yRh0RKb:g	 	 	 	 	 5@5<5AB8BL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ U M _ C O P Y _ T O _ P H O N E 	 U n i f i e d M e s s a g e 	 I C O N T E X T 	 C o p y   t o   P h o n e   s t o r a g e 	 C o p y   t o   P h o n e 	 jKb_j	 
Y6Rh0RKb:g	 	 	 	 	 !:>?8@>20BL  2  B5;5D>=	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R O F I L E S _ S I L E N T _ P R O F I L E 	 U s e r P r o f i l e s 	 C 0 7 3 _ 1 ,   I C O N T E X T 	 S i l e n t   p r o f i l e 	 S i l e n t 	 \!j_	 Y!j_	 	 	 	 	 57  72C:0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y 2 _ F I N E 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   F i n e ] 	 H a n d s e t   h i g h   q u a l i t y 	 Kb_jؚT	 Kb:gؚ(ϑ	 	 	 	 	 KA>:>5  	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y 2 _ H I G H 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   H i g h ] 	 H a n d s e t   g o o d   q u a l i t y 	 Kb_jsOT	 Kb:gsO(ϑ	 	 	 	 	 %>@>H55	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y 2 _ N O R M A L 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   N o r m a l ] 	 H a n d s e t   n o r m a l   q u a l i t y 	 Kb_jnfT	 Kb:gnf(ϑ	 	 	 	 	 >@<0;L=>5	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V D O R E C _ V I D E O _ Q T Y 2 _ L O W 	 V D O R E C 	 C 0 5 7 _ 1 	 [ I n l i n e - V i d e o   r e c o r d   Q u a l i t y   L o w ] 	 S h a r i n g   q u a l i t y 	 RNT	 qQNƉv(ϑ	 	 	 	 	 !@54=55	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V C A R D _ S A V E _ T O _ S I M 1 	 v o b j e c t 	 I C O N T E X T 	 S a v e   t o   S I M 1 	 S a v e   t o   S I M 1 	 2QX[S I M aS1 	 OX[0RS I M aS1 	 	 	 	 	 !>E@0=8BL  =0  S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ V C A R D _ S A V E _ T O _ S I M 2 	 v o b j e c t 	 I C O N T E X T 	 S a v e   t o   S I M 2 	 S a v e   t o   S I M 2 	 2QX[S I M aS2 	 OX[0RS I M aS2 	 	 	 	 	 !>E@0=8BL  =0  S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 B R A _ S T R _ I D _ U N A V A I L A B L E _ D U R I N G _ C A L L 	 U n d e f i n e d 	 P O P U P ,   H I N T 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 N o t   a v a i l a b l e   d u r i n g   t h e   c a l l 	 q-N!qlO(u	 ݋e
NS(u	 C
ID!HDI#0+'H22#B#	 N o   d i s p o n i b l e   d u r a n t e   l a   l l a m a d a 	 P a s   d i s p o n i b l e   p e n d a n t   l ' a p p e l 	 W  h r e n d   d e s   A n r u f s   n i c h t   v e r f  g b a r 	 54>ABC?=>  2>  2@5<O  72>=:0	 	 :J1  E*'-  #+F'!  'DEC'DE)	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a 	 A r a m a   s 1r a s 1n d a   k u l l a n 1l a m a z 	 K h  n g   c    s n   t r o n g   k h i   g i 	 T i d a k   t e r s e d i a   s a a t   p a n g g i l a n   b e r l a n g s u n g 	 T i d a k   b o l e h   d i d a p a t i   s e m a s a   p a n g g i l a n 	  	I	2	  	G	  &	L	0	>	(	  		*	2	,	M	'	  (	9	@			 	 	 	 	 	 	 	 N i e t   b e s c h i k b a a r   t i j d e n s   g e s p r e k 	 	 	 I n d i s p o n i b i l   p e   p a r c u r s u l   a p e l u l u i 	 	 	       	 	 	 9ED1/  /1  -F  *E'3  /1  /3*13  F3*	 	 	 		  				  			  					  				  			 	 	 	 	 	 	 	 	 N i e   b e s k i k b a a r   g e d u r e n d e   d i e   o p r o e p   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  o   d i s p o n  v e l   d u r a n t e   a   c h a m a d a 
 
 B R A _ S T R _ I D _ C A N C E L _ D O W N L O A D 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S t i l l   d o w n l o a d i n g ,   c a n c e l ? 	 S t i l l   d o w n l o a d i n g ,   c a n c e l ? 	 N	-NSm	 ck(WN}Sm	 "12'LB+%-"9H,   "@%4+#7-D!H? 	 D e s c a r g a   e n   c u r s o    D e s e a   c a n c e l a r   l a   o p e r a c i  n ? 	 T  l  c h a r g e m e n t   e n   c o u r s ,   a n n u l e r   ? 	 D o w n l o a d - V o r g a n g   l  u f t   n o c h ,   a b b r e c h e n ? 	 !:0G820=85  ?@>4>;605BAO,   >B<5=8BL? 	 	 ,'1M  'D*F2JD  %D:'!	 A i n d a   a   t r a n s f e r i r .   C a n c e l a r ? 	 K a r _1d a n   y  k l e m e   d e v a m   e d i y o r ,   i p t a l   e d i l s i n   m i ? 	 V n   a n g   t i ,   m u n   h y ? 	 M a s i h   m e n - d o w n l o a d ,   b a t a l k a n ? 	 M a s i h   m e m u a t   t u r u n ,   b a t a l ? 	 	-	@	- -	@	  !	>			(	2	K	!	  9	K	  0	9	>	  9	H	,   0	&	M	&	  	0	G		? 	 	 	 	 	 	 	 	 N o g   b e z i g   m e t   d o w n l o a d e n .   A n n u l e r e n ? 	 	 	 D e s c r c a r e    n c    n   c u r s ,   a n u l a ci ? 	 	 	   ,   ? 	 	 	 ('11  GFH2  '/'EG  /'1/  9ED'*  D:H  4H/	 	 	 				  							  					,   					  			? 	 	 	 	 	 	 	 	 	 L a a i   s t e e d s   a f ,   k a n s e l l e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A i n d a   b a i x a n d o ,   c a n c e l a r ? 
 
 B R A _ S T R _ I D _ U S E _ P R O F I L E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 S e l e c t   a   p r o f i l e   t o   b e   u s e d 	 S e l e c t   p r o f i l e 	 xd-[j	 	bnch	 @%7-B#D%L	 S e l e c c i o n a r   p e r f i l 	 S  l e c t i o n n e r   u n   p r o f i l 	 P r o f i l   w  h l e n 	 K1@0BL  ?@>D8;L	 	 *-/J/  H69	 S e l e c c i o n a r   p e r f i l 	 P r o f i l i   s e  	 C h n   c u   h  n h 	 P i l i h   p r o f i l 	 P i l i h   p r o f i l 	 *	M	0	K	+	>		2	  	A	(	G			 	 	 	 	 	 	 	 S e l e c t e e r   p r o f i e l 	 	 	 S e l e c t a r e   p r o f i l 	 	 	   	 	 	 'F*.'(  ~1HA'D	 	 	 								  								  					 	 	 	 	 	 	 	 	 K i e s   p r o f i e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c i o n a r   p e r f i l 
 
 B R A _ S T R _ I D _ W L A N 	 U n d e f i n e d 	 I C O N T E X T 	 W L A N   p r o f i l e 	 W L A N 	 !q}@SW}	 e~@\WQ~	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 	 4(C)  'D'*5'D  'DE-DJ)  'DD'3DCJ)  ( W L A N ) 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 	 	 	 	 	 	 	 W L A N 	 	 	 W L A N 	 	 	 W L A N   	 	 	 W L A N 	 	 	 W L A N 	 	 	 	 	 	 	 	 	 W L A N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N 
 
 B R S _ S T R _ I D _ J S _ S I Z E _ T O O _ L A R G E 	 O B I G O Q 0 5 A 	 U N L I M 	 J a v a S c r i p t   c o d e   i s   t o o   l a r g e   t o   b e   h a n d l e d .   B e h a v i o r   m a y   n o t   b e   a s   e x p e c t e d . 	 J a v a S c r i p t   c o d e   i s   t o o   l a r g e   t o   b e   h a n d l e d . 	 J a v a S c r i p t 'Y\]T
NP	 J a v a S c r i p t 'Y\]
NP	 #+1*  J a v a S c r i p t   C+
H@4D5H0912#	 E l   c  d i g o   J a v a S c r i p t   e s   d e m a s i a d o   g r a n d e   p a r a   m a n e j a r s e . 	 L e   c o d e   J a v a S c r i p t   e s t   t r o p   g r o s   p o u r    t r e   u t i l i s  . 	 J a v a S c r i p t - C o d e   i s t   f  r   V e r a r b e i t u n g   z u   g r o  . 	 >4  J a v a S c r i p t   A;8H:><  25;8:  4;O  >1@01>B:8. 	 	 1E2  J a v a S c r i p t   C(J1  ,/K'  D/1,)  *-HD  /HF  'D*9'ED  E9G. 	 O   c  d i g o   d e   J a v a S c r i p t      d e m a s i a d o   l o n g o   p a r a   s e r   t r a t a d o . 	 J a v a S c r i p t   k o d u   i _l e n e m e y e c k e   k a d a r   b  y  k . 	 M    J a v a S c r i p t   q u    l n   k h  n g   t h   x   l  . 	 K o d e   J a v a S c r i p t   t e r l a l u   b e s a r   u n t u k   d i t a n g a n i . 	 K o d   J a v a S c r i p t   t e r l a l u   b e s a r   u n t u k   d i l a k u k a n . 	 J a v a S c r i p t   	K	!	  8		-	>	2	(	G	  	G	  2	?		  ,	9	A	$	  ,	!	<	>	  9	H	. 	 	 	 	 	 	 	 	 J a v a S c r i p t - c o d e   i s   t e   g r o o t   o m   v e r w e r k t   t e   w o r d e n . 	 	 	 C o d u l   J a v a S c r i p t   e s t e   p r e a   m a r e   p e n t r u   a   p u t e a   f i   m a n e v r a t . 	 	 	   J a v a S c r i p t             . 	 	 	 /  J a v a S c r i p t   (1'  ',1'  (3'1  (21  '3*. 	 	 	 J a v a S c r i p t   			  				  		,   							  						  			 	 	 	 	 	 	 	 	 J a v a S c r i p t - k o d e   i s   t e   g r o o t   o m   t e   h a n t e e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C  d i g o   J a v a S c r i p t      m u i t o   g r a n d e   p a r a   s e r   m a n u s e a d o . 
 
 B R S _ S T R _ I D _ J S _ E X E C U T I O N _ T I M E _ T O O _ L O N G 	 O B I G O Q 0 5 A 	 U N L I M 	 J a v a S c r i p t   e x e c u t i o n   i s   t e r m i n a t e d   b e c a u s e   e x e c u t i o n   t i m e   e x c e e d s   l i m i t . 	 J a v a S c r i p t   e x e c u t i o n   i s   t e r m i n a t e d   b e c a u s e   e x e c u t i o n   t i m e   e x c e e d s   l i m i t . 	 J a v a S c r i p t WLBfNw\PbkWL	 J a v a S c r i p t gbLeǏ\PbkgbL	 2#3@42#  J a v a S c r i p t   9"84  @7H-2@'%23@42#@4531	 L a   e j e c u c i  n   d e   J a v a S c r i p t   s e   t e r m i n    p o r q u e   s e   h a   s u p e r a d o   e l   l  m i t e   d e l   t i e m p o   d e   e j e c u c i  n . 	 L  e x  c u t i o n   d e   J a v a S c r i p t   a    t    t e r m i n  e   c a r   l a   d u r  e   d  e x  c u t i o n   a   d  p a s s  e   l a   l i m i t e . 	 J a v a S c r i p t - A u s f  h r u n g   w u r d e   a b g e b r o c h e n ,   d e n n   d i e   A u s f  h r u n g s z e i t   h a t   d e n   G r e n z w e r t    b e r s c h r i t t e n . 	 K?>;=5=85  J a v a S c r i p t   ?@5@20=>  87- 70  ?@52KH5=8O  ;8<8B0  2@5<5=8. 	 	 *E  %FG'!  *FAJ0  J a v a S c r i p t   D#F  HB*  'D*FAJ0  *,'H2  'D-/  'DE3EH-  (G. 	 A   e x e c u   o   d e   J a v a S c r i p t   f o i   t e r m i n a d a   p o r q u e   e x c e d e   o   t e m p o   l i m i t e . 	 Y  r  t m e   s  r e s i   s 1n 1r 1  a _1l d 11n d a n ,   J a v a S c r i p t   y  r  t m e   s o n l a n d 1r 1l d 1. 	 T h a o   t  c   J a v a S c r i p t      b   c h m   d t   v    q u    t h i   g i a n   t h c   h i n . 	 E k s e k u s i   J a v a S c r i p t   d i h e n t i k a n   k a r e n a   w a k t u   e k s e k u s i   m e l a m p a u i   b a t a s . 	 P e l a k u a n   J a v a S c r i p t   d i h e n t i k a n   k e r a n a   m a s a   p e l a k u a n   m e l e b i h i   h a d . 	 J a v a S c r i p t   	>	0	M	/	>	(	M	5	/	(	  8	.	>	*	M	$	  	?	/	>	  	/	>	  9	H	  	M	/	K			?	  	>	0	M	/	>	(	M	5	/	(	  8	.	/	  8	@	.	>	  8	G	  	'	?		  9	K	  	/	>	  9	H	. 	 	 	 	 	 	 	 	 U i t v o e r i n g   v a n   J a v a S c r i p t   i s   b e  i n d i g d   o m d a t   d e   e x e c u t i e t i j d   o v e r s c h r e d e n   i s . 	 	 	 E x e c u t a r e a   J a v a S c r i p t   e s t e    n c h e i a t   d e o a r e c e   p e r i o a d a   d e   e x e c u ci e   a   d e p _i t   l i m i t a   s t a b i l i t . 	 	 	   J a v a S c r i p t             . 	 	 	 ',1'  J a v a S c r i p t   (/DD  *,'H2  '2  EGD*  2E'F  .'*EG  'A*. 	 	 	 J a v a S c r i p t   							  			  			  				  				  							  			  											  			  					 	 	 	 	 	 	 	 	 J a v a S c r i p t - u i t v o e r i n g   i s   b e  i n d i g   o m d a t   u i t v o e r i n g   t y d b e p e r k i n g   o o r s k r y . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E x e c u   o   d e   J a v a S c r i p t      t e r m i n a d a   p o r q u e   o   t e m p o   d e   e x e c u   o   e x c e d e   o   l i m i t e . 
 
 S T R _ I D _ W A P _ P R O F _ D T C N T _ A L R E A D Y _ C O N F I G U R E D 	 W A P P R O F 	 P O P U P 	 P o p u p   i n   c a s e   d a t a   a c c o u n t   i s   a l r e a d y   c o n f i g u r e d 	 D a t a   a c c o u n t   a l r e a d y   c o n f i g u r e d 	 3^_ǌe]-[	 penc^7b]n	 1

5I-!9%93+D'IA%I'	 L a   c u e n t a   d e   d a t o s   y a   s e   h a   c o n f i g u r a d o 	 C o m p t e   d e   d o n n  e s   d  j    c o n f i g u r  	 D a t e n k o n t o   b e r e i t s   k o n f i g u r i e r t 	 #G5B=0O  70?8AL  C65  A:>=D83C@8@>20=0	 	 *E  *GJ&)  -3'(  'D(J'F'*  ('DA9D	 C o n t a   d e   d a d o s   j    c o n f i g u r a d a 	 V e r i   h e s a b 1  z a t e n   y a p 1l a n d 1r 1l m 1_	    c u   h  n h   t  i   k h o n   d   l i u 	 A c c o u n t   d a t a   t e l a h   d i k o n f i g u r a s i 	 A k a u n   d a t a   s u d a h   d i t a t a r a j a h k a n 	 !	G		>	  		>					  *	9	2	G	  8	G	  	I	(	M	+	?		0	  9	H		 	 	 	 	 	 	 	 G e g e v e n s a c c o u n t   i s   a l   g e c o n f i g u r e e r d . 	 	 	 C o n t   d a t e   c o n f i g u r a t   d e j a 	 	 	       	 	 	 '4*1'  /'/G  '  ~4'~4  ~1(F/  4/G  '3*	 	 	 				  							  									  							  			  					  	 	 	 	 	 	 	 	 	 D a t a r e k e n i n g   r e e d s   g e k o n f i g u r e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a   d e   d a d o s   j    c o n f i g u r a d a 
 
 S T R _ I D _ B R W _ P U S H _ C O N F I R M _ S A V E _ B O O K M A R K 	 W A P P U S H 	 P O P U P C O N F I R M 	 c o n f i r m a t i o n   t o   a d d   a   e n t r y   i n t o   b r o w s e r   b o o k m a r k   l i s t 	 S a v e   b o o k m a r k ? 	 2QX[fd|	 OX[fN~{	 168J!2#L? 	  D e s e a   g u a r d a r   e l   m a r c a d o r ? 	 E n r e g i s t r e r   l e   s i g n e t  ? 	 L e s e z e i c h e n   s p e i c h e r n ? 	 !>E@0=8BL  70:;04:C? 	 	 -A8  'D%4'1)  'DE1,9J)	 G u a r d a r   m a r c a d o r ? 	 Y e r   i m i   k a y d e d i l s i n   m i ? 	 L u   c h   m c ? 	 S i m p a n   p e n a n d a ? 	 S i m p a n   p e n a n d a   b u k u ? 	 ,	A		.	>	0	M		  8	9	G		G		? 	 	 	 	 	 	 	 	 B l a d w i j z e r   o p s l a a n ? 	 	 	 S a l v a r e   m a r c a j ? 	 	 	   ? 	 	 	 F4'FG  0'1  0.1G  4H/	 	 	 								  							  					? 	 	 	 	 	 	 	 	 	 B e r g   b o e k m e r k ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S a l v a r   m a r c a d o r ? 
 
 S T R _ I D _ B R W _ P U S H _ T I T L E 	 W A P P U S H 	 I C O N T E X T 	 T i t l e   o f   b o o k m a r k   e n t r y 	 T i t l e 	 jL	 h	 @#7H-	 T  t u l o 	 T i t r e 	 T i t e l 	 03>;>2>:	 	 'D9FH'F	 T  t u l o 	 B a _l 1k 	 T i  u   	 J u d u l 	 T a j u k 	 6	@	0	M	7			 	 	 	 	 	 	 	 T i t e l 	 	 	 T i t l u 	 	 	 	 	 	 9FH'F	 	 	 							 	 	 	 	 	 	 	 	 T i t e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T  t u l o 
 
 S T R _ I D _ B R W _ P U S H _ A D D _ B O O K M A R K 	 W A P P U S H 	 I C O N T E X T 	 m e n u   o p t i o n   s t r i n g   t o   a d d   a n e w   b o o k m a r k 	 A d d   b o o k m a r k 	 eXfd|	 mRfN~{	 @4H!8J!2#L	 A g r e g a r   m a r c a d o r 	 A j o u t e r   s i g n e t 	 L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  70:;04:C	 	 %6'A)  %4'1)  E1,9J)	 A d i c i o n a r   m a r c a d o r 	 Y e r   i m i   e k l e 	 T h  m   c h   m c 	 T a m b a h k a n   p e n a n d a 	 T a m b a h   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  	K	!	<	G			 	 	 	 	 	 	 	 B l a d w i j z e r   t o e v o e g e n 	 	 	 A d u g a r e   m a r c a j 	 	 	   	 	 	 'A2H/F  F4'FG  0'1JG'	 	 	 								  			  					 	 	 	 	 	 	 	 	 V o e g   b o e k m e r k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d i c i o n a r   m a r c a d o r   d e   p  g i n a 
 
 S T R _ I D _ B R W _ P U S H _ R E A D _ O N L Y _ P R O F I L E 	 W A P P U S H 	 P O P U P 	 t o   d i s p l a y   e r r o r   " p r o f i l e   i s   r e a d   o n l y "   w h e n   u s e r   t r y   t o   m o d i f y   i t . 	 P r o f i l e   i s   r e a d   o n l y 	 -[j/f/Uv	 MneN/fSv	 B#D%L-H2DI-"H2@5"'	 P e r f i l   d e   s o l o   l e c t u r a 	 P r o f i l   e n   l e c t u r e   s e u l e m e n t 	 P r o f i l   i s t   s c h r e i b g e s c h  t z t 	 @>D8;L  B>;L:>  4;O  GB5=8O	 	 'DH69  DDB1'!)  AB7	 P e r f i l   s    d e   l e i t u r a 	 P r o f i l   s a l t   o k u n u r 	 C u   h  n h   c h     c 	 P r o f i l   h a n y a   b a c a 	 P r o f i l   i a l a h   b a c a   s a h a j a 	 *	M	0	K	+	>		2	  0	@	!	  	(	2	@	  9	H		 	 	 	 	 	 	 	 P r o f i e l   k a n   a l l e e n   g e l e z e n   w o r d e n 	 	 	 P r o f i l u l   e s t e   d i s p o n i b i l   d o a r    n   c i t i r e 	 	 	       	 	 	 ~1HA'D  *FG'  .H'F/F  '3*	 	 	 								  				  			  					 	 	 	 	 	 	 	 	 P r o f i e l   b i e d   s l e g s   l e e s - t o e g a n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l      a p e n a s   p a r a   l e i t u r a 
 
 S T R _ I D _ B R W _ P U S H _ S E T _ A S _ H O M E P A G E _ C O N F I R M 	 W A P P U S H 	 P O P U P C O N F I R M 	 c o n f i r m a t i o n   s t r i n g   b e f o r e   c h a n g i n g   t h e   h o m e p a g e . 	 S e t   a s   H o m e p a g e ? 	 -[b	 :N;Nu	 1I@GB.!@? 	  D e s e a   e s t a b l e c e r l a   c o m o   p  g i n a   p r i n c i p a l ? 	 U t i l i s e r   c o m m e   P a g e   d  a c c u e i l  ? 	 A l s   H o m e p a g e   e i n s t e l l e n ? 	 !>E@0=8BL  2  :0G5AB25  ><0H=59  AB@0=8FK? 	 	 6(7  C5A-)  1&J3J)	 D e f i n i r   c o m o   p  g i n a   i n i c i a l ? 	 A n a   S a y f a   o l a r a k   a y a r l a n s 1n   m 1? 	 C  i   l  m   t r a n g   c h ? 	 T e t a p k a n   s e b a g a i   S i t u s ? 	 S e t k a n   s e b a g a i   H a l a m a n   U t a m a ? 	 9	K	.	*	G		<	  	G	  0	B	*	  .	G		  8	G		  	0	G		? 	 	 	 	 	 	 	 	 A l s   h o m e p a g e   i n s t e l l e n ? 	 	 	 S e t a ci   c a   P a g i n   d e   p o r n i r e ? 	 	 	     ? 	 	 	 (9FH'F  5A-G  'HD  (12/G  4H/	 	 	 						  						  			  					 	 	 	 	 	 	 	 	 S t e l   a s   T u i s b l a d ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e f i n i r   c o m o   p  g i n a   i n i c i a l ? 
 
 S T R _ I D _ B R W _ P U S H _ U N R E A D 	 W A P P U S H 	 C 1 5 4 _ 2 	 t o   d i s p l a y   s t r i n g   " U n r e a d "   f o r   u n r e a d   m e s s a g e s 	 u n r e a d 	 *gS	 *g	 "1D!H-H2	 n o   l e  d o 	 n o n   l u 	 u n g e l e s e n 	 =5?@>G8B0=>	 	 :J1  EB1H!	 n  o   l i d a s 	 o k u n m a m 1_	 c h a   c 	 b e l u m   d i b a c a 	 t i d a k   d i b a c a 	 	*	 	?	$		 	 	 	 	 	 	 	 n i e t   g e l e z e n 	 	 	 n e c i t i t 	 	 	   	 	 	 F.H'F/G	 	 	 						 	 	 	 	 	 	 	 	 o n g e l e e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n  o   l i d o 
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 S T R _ I D _ B R W _ P U S H _ S I M 1 	 W A P P U S H 	 I C O N T E X T 	 M e n u i t e m   s t r i n g   t o   s e l e c t   S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 
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 S T R _ I D _ B R W _ P U S H _ S I M 2 	 W A P P U S H 	 I C O N T E X T 	 M e n u i t e m   s t r i n g   t o   s e l e c t   S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 
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 S T R _ I D _ B R W _ P U S H _ N E W _ S I M 1 _ P U S H _ M E S S A G E 	 W A P P U S H 	 P O P U P ,   C 1 5 4 _ 1 	 p o p u p   t o   u s e r   f o r   n e w   m e s s a g e   r e c e i v e d   o n   S I M 1 	 N e w   S I M 1   s e r v i c e   m e s s a g e 	 ev  S I M 1   
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o`	 e  S I M 1   
gRmo`	 I-'2!#42#4!1   C+!H	 N u e v o   m e n s a j e   d e   s e r v i c i o   S I M 1 	 N o u v e a u   m e s s a g e   d e   s e r v i c e   S I M 1 	 N e u e   S I M 1 - S e r v i c e n a c h r i c h t 	 >2>5  A;C651=>5  A>>1I5=85  S I M 1   	 	 13'D)  ./E)  ,/J/)  D(7'B)  S I M 1 	 N o v a   m e n s a g e m   d e   s e r v i  o   d o   S I M 1 	 Y e n i   S I M 1   h i z m e t   i l e t i s i 	 T i n   q u n g   b    S I M 1   m i 	 P e s a n   l a y a n a n   b a r u   d i   S I M 1 	 M e s e j   p e r k h i d m a t a n   S I M 1   b a r u 	 (	/	>	  S I M 1   8	G	5	>	  8		&	G	6		 	 	 	 	 	 	 	 N i e u w   s e r v i c e b e r i c h t   o p   S I M 1 	 	 	 M e s a j   s e r v i c i u   n o u   S I M 1 	 	 	       - S I M 1 	 	 	 ~'E  31H3  ,//  '2  S I M 1 	 	 	 				  				  							  						 	 	 	 	 	 	 	 	 N u w e   S I M 1 - d i e n s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   s e r v i  o   S I M 1 
 
 S T R _ I D _ B R W _ P U S H _ N E W _ S I M 2 _ P U S H _ M E S S A G E 	 W A P P U S H 	 P O P U P ,   C 1 5 4 _ 1 	 p o p u p   t o   u s e r   f o r   n e w   m e s s a g e   r e c e i v e d   o n   S I M 2 	 N e w   S I M 2   s e r v i c e   m e s s a g e 	 ev  S I M 2   
gR
o`	 e  S I M 2   
gRmo`	 I-'2!#42#4!2   C+!H	 N u e v o   m e n s a j e   d e   s e r v i c i o   S I M 2 	 N o u v e a u   m e s s a g e   d e   s e r v i c e   S I M 2 	 N e u e   S I M 2 - S e r v i c e n a c h r i c h t 	 >2>5  A;C651=>5  A>>1I5=85  S I M 2 	 	 13'D)  ./E)  ,/J/)  D(7'B)  S I M 2 	 N o v a   m e n s a g e m   d e   s e r v i  o   d o   S I M 2 	 Y e n i   S I M 2   h i z m e t   i l e t i s i 	 T i n   q u n g   b    S I M 2   m i 	 P e s a n   l a y a n a n   b a r u   d i   S I M 2 	 M e s e j   p e r k h i d m a t a n   S I M 2   b a r u 	 (	/	>	  S I M 2   8	G	5	>	  8		&	G	6		 	 	 	 	 	 	 	 N i e u w   s e r v i c e b e r i c h t   o p   S I M 2 	 	 	 M e s a j   s e r v i c i u   n o u   S I M 2 	 	 	       - S I M 2 	 	 	 ~'E  31H3  ,//  '2  S I M 2 	 	 	 				  				  							  						 	 	 	 	 	 	 	 	 N u w e   S I M 2 - d i e n s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o v a   m e n s a g e m   d e   s e r v i  o   S I M 2 
 
 S T R _ I D _ B R W _ P U S H _ A C T V _ S I M 1 _ C O N N E C T _ S I M 2 	 W A P P U S H 	 P O P U P C O N F I R M 	 c o n f i r m a t i o n   b e f o r e   c h a n g i n g   t h e   c u r r e n t   a c t i v e   S I M 	 A c t i v e   S I M   i s   S I M 1 :   c o n n e c t   u s i n g   S I M 2 ? 	 O(u-Nv  S I M   /f  S I M 1 O(u  S I M 2   #}	 	gHev  S I M   /f  S I M 1 O(u  S I M 2   ޏc	 4!5HA-57-4!1 :   @
7H-!H-B"C
I4!2 ? 	 L a   t a r j e t a   S I M   a c t i v a   e s   S I M 1 :    d e s e a   c o n e c t a r   u t i l i z a n d o   l a   t a r j e t a   S I M 2 ? 	 S I M   a c t i v e   e s t   l a   S I M 1   :   C o n n e c t e r   a v e c   l a   S I M 2   ? 	 A k t i v e s   S I M   i s t   S I M 1 :   m i t   S I M 2   v e r b i n d e n ? 	 :B82=>9  S I M   O2;O5BAO  S I M 1 :   ?>4:;NG8BLAO  A  8A?>;L7>20=85<  S I M 2 ? 	 	 (7'B)  S I M 1   GJ  (7'B)  S I M   'DF47):   'D'*5'D  ('3*./'E  (7'B)  S I M 2 	 O   S I M   a c t i v o      o   S I M 1 .   L i g a r   c o m   o   S I M 2 ? 	 E t k i n   o l a n   S I M ,   S I M 1 ' d i r :   S I M 2   i l e   b a l a n 1l s 1n   m 1? 	 S I M   a n g   m   l    S I M 1 :   k t   n i   b n g   S I M 2 ? 	 S I M   a k t i f   a d a l a h   S I M 1 :   s a m b u n g   m e n g g u n a k a n   S I M 2 ? 	 S I M   a k t i f   i a l a h   S I M 1 :   s a m b u n g   m e n g g u n a k a n   S I M 2 ? 	 8		M	0	?	/	  S I M   S I M 1   9	H	:   S I M 2   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 A c t i e v e   S I M   i s   S I M 1 .   V e r b i n d i n g   m a k e n   m e t   S I M 2 ? 	 	 	 S I M - u l   a c t i v   e s t e   S I M 1 :   v   c o n e c t a ci   p r i n   S I M 2 ? 	 	 	   - S I M       S I M 1 :       S I M 2 ? 	 	 	 S I M   A9'D  S I M 1   E('4/:   '1*('7  (E  S I M 2   (1B1'1  4H/	 	 	 				  						  :   				  							  			  							  				? 	 	 	 	 	 	 	 	 	 A k t i e w e   S I M   i s   S I M 1 :   k o p p e l   m e t   g e b r u i k   v a n   S I M 2 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   a t i v o      S I M 1 :   c o n e c t a r   u s a n d o   S I M 2 ? 
 
 S T R _ I D _ B R W _ P U S H _ A C T V _ S I M 2 _ C O N N E C T _ S I M 1 	 W A P P U S H 	 P O P U P C O N F I R M 	 c o n f i r m a t i o n   b e f o r e   c h a n g i n g   t h e   c u r r e n t   a c t i v e   S I M 	 A c t i v e   S I M   i s   S I M 2 :   c o n n e c t   u s i n g   S I M 1 ? 	 O(u-Nv  S I M   /f  S I M 2 O(u  S I M 1   #}	 	gHev  S I M   /f  S I M 2 O(u  S I M 1   ޏc	 4!5HA-57-4!2 :   @
7H-!H-B"C
I4!1 ? 	 L a   t a r j e t a   S I M   a c t i v a   e s   S I M 2 :    D e s e a   c o n e c t a r   u t i l i z a n d o   l a   t a r j e t a   S I M 1 ? 	 S I M   a c t i v e   e s t   l a   S I M 2   :   C o n n e c t e r   a v e c   l a   S I M 1   ? 	 A k t i v e s   S I M   i s t   S I M 2 :   m i t   S I M 1   v e r b i n d e n ? 	 :B82=>9  S I M   O2;O5BAO  S I M 2 :   ?>4:;NG8BLAO  A  8A?>;L7>20=85<  S I M 1 ? 	 	 (7'B)  S I M 2   GJ  (7'B)  S I M   'DF47):   'D'*5'D  ('3*./'E  (7'B)  S I M 1 	 O   S I M   a c t i v o      o   S I M 2 .   L i g a r   c o m   o   S I M 1 ? 	 E t k i n   o l a n   S I M ,   S I M 2 ' d i r :   S I M 1   i l e   b a l a n 1l s 1n   m 1? 	 S I M   a n g   m   l    S I M 2 :   k t   n i   b n g   S I M 1 ? 	 S I M   a k t i f   a d a l a h   S I M 2 :   s a m b u n g   m e n g g u n a k a n   S I M 1 ? 	 S I M   a k t i f   i a l a h   S I M 2 :   s a m b u n g   m e n g g u n a k a n   S I M 1 ? 	 8		M	0	?	/	  S I M   S I M 2   9	H	:   S I M 1   *	M	0	/	K		  	0		G	  	(	G		M		  	0	G		? 	 	 	 	 	 	 	 	 A c t i e v e   S I M   i s   S I M 2 .   V e r b i n d i n g   m a k e n   m e t   S I M 1 ? 	 	 	 S I M - u l   a c t i v   e s t e   S I M 2 :   v   c o n e c t a ci   p r i n   S I M 1 ? 	 	 	   - S I M       S I M 2 :       S I M 1 ? 	 	 	 S I M   A9'D  S I M 2   E('4/:   '1*('7  (E  S I M 1   (1B1'1  4H/	 	 	 				  						  :   				  							  			  							  				? 	 	 	 	 	 	 	 	 	 A k t i e w e   S I M   i s   S I M 2 :   k o p p e l   m e t   g e b r u i k   v a n   S I M 1 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M   a t i v o      S I M 2 :   c o n e c t a r   u s a n d o   S I M 1 ? 
 
 S T R _ I D _ B R W _ P U S H _ M S G _ D E L E T E D 	 W A P P U S H 	 P O P U P C O N F I R M 	 t o   n o t i f y   u s e r   a b o u t   a u t o   d e l e t i o n   o f   m e s s a g e s 	 M e s s a g e   h a s   b e e n   d e l e t e d 	 
o`]*Rd	 mo`] Rd	 I-'2!9%A%I'	 E l   m e n s a j e   s e   h a   e l i m i n a d o 	 M e s s a g e   e f f a c  	 N a c h r i c h t   w u r d e   g e l  s c h t 	 !>>1I5=85  C40;5=>	 	 *E  -0A  'D13'D)	 A   m e n s a g e m   f o i   e l i m i n a d a 	 0l e t i   s i l i n d i 	    x  a   t i n   n h n 	 P e s a n   t e l a h   t e r h a p u s 	 M e s e j   t e l a h   d i h a p u s k a n 	 8		&	G	6	  .	?		>	  &	?	/	>	  	/	>	  9	H		 	 	 	 	 	 	 	 B e r i c h t   i s   v e r w i j d e r d 	 	 	 M e s a j u l   a   f o s t   _t e r s 	 	 	   	 	 	 ~J'E  .0A  4/G  '3*	 	 	 					  				  				  						 	 	 	 	 	 	 	 	 B o o d s k a p   i s   g e s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e n s a g e m   f o i   e x c l u  d a 
 
 S T R _ I D _ B R W _ P U S H _ E R R O R _ F U L L 	 W A P P U S H 	 P O P U P 	 t o   n o t i f y   u s e r   t h a t   n o   m o r e   f r e e   s p a c e   a v a i l a b l e   f o r   d o w n l o a d i n g 	 N o t   e n o u g h   m e m o r y 	 aԚ
N	 QX[
N	 +H'"'2!3D!H@5"-	 M e m o r i a   i n s u f i c i e n t e 	 M  m o i r e   i n s u f f i s a n t e 	 S p e i c h e r   r e i c h t   n i c h t 	 54>AB0B>G=>  ?0<OB8	 	 'D0'C1)  :J1  C'AJ)	 M e m  r i a   i n s u f i c i e n t e 	 Y e t e r l i   b e l l e k   y o k 	 K h  n g     b   n h 	 M e m o r i   t i d a k   c u k u p 	 I n g a t a n   t i d a k   m e n c u k u p i 	 *	0	M	/	>	*	M	$	  .	G	.	0	@	  (	9	@		  9	H		 	 	 	 	 	 	 	 N i e t   g e n o e g   g e h e u g e n 	 	 	 M e m o r i e   i n s u f i c i e n t 	 	 	       	 	 	 -'A8G  C'A  FJ3*	 	 	 						  						  				 	 	 	 	 	 	 	 	 N i e   g e n o e g   g e h e u e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e m  r i a   i n s u f i c i e n t e 
 
 S T R _ I D _ B R W _ P U S H _ R E Q U E S T _ T I M E D _ O U T 	 W A P P U S H 	 P O P U P 	 e r r o r   s t r i n g   f o r   t i m e o u t 	 R e q u e s t   t i m e o u t 	 Bl>Bf	 Ble	 3-@'%2+!	 T i e m p o   d e   e s p e r a   d e   s o l i c i t u d 	 R e q u  t e   e x p i r  e 	 A n f o r d e r u n g s t i m e o u t 	 0?@>A  B09<0CB0	 	 'F*G'!  EGD)  'D7D(	 T e m p o   l i m i t e   d o   p e d i d o   a t i n g i d o 	 T a l e p   z a m a n   a _1m 1	 T m   d n g   y  u   c u 	 W a k t u   p e r m i n t a a n   h a b i s 	 P e r m i n t a a n   t a m a t   m a s a 	 	(	A	0	K	'	  8	.	/	  8	.	>	*	M	$		 	 	 	 	 	 	 	 V e r z o e k   o m   t i m e o u t 	 	 	 S o l i c i t a r e   e x p i r a t 	 	 	       	 	 	 EGD*  /1.H'3*  *E'E  4/	 	 	 							  						  					 	 	 	 	 	 	 	 	 V e r s o e k t y d   h e t   v e r s t r y k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e m p o   e s g o t a d o   d a   s o l i c i t a   o 
 
 S T R _ I D _ B R W _ P U S H _ E R R O R _ S I Z E 	 W A P P U S H 	 P O P U P 	 e r r o r   s t r i n g   t o   n o t i f y   u s e r   a b o u t   f i l e s i z e   e x c e e d s   t h e   m a x   f i l e   s i z e 	 F i l e   s i z e   e x c e e d s   m a x i m u m   v a l u e 	 jHh'Y\Q g'Y<P	 eN'Y\Ǐ g'Y<P	 2D%L@4H2*9*8	 E l   t a m a  o   d e l   a r c h i v o   s u p e r a   e l   v a l o r   m  x i m o 	 L a   t a i l l e   d u   f i c h i e r   d  p a s s e   l a   v a l e u r   m a x . 	 D a t e i g r   e    b e r s c h r e i t e t   H  c h s t w e r t 	  07<5@  D09;0  ?@52KH05B  <0:A8<0;L=>  4>?CAB8<>5  7=0G5=85	 	 -,E  'DEDA  J*,'H2  #9DI  BJE)	 O   t a m a n h o   d o   f i c h e i r o   e x c e d e   o   v a l o r   m  x i m o 	 D o s y a   b o y u t u   m a k s i m u m   d e e r i   a _1y o r 	 C   f i l e   q u    l n 	 U k u r a n   f i l e   m e l a m p a u i   n i l a i   m a k s i m u m 	 S a i z   f a i l   m e l e b i h i   n i l a i   m a k s i m u m 	 +	>		2	  		>	0	  	'	?		$	.	  .	>	(	  8	G	  	'	?		  9	H		 	 	 	 	 	 	 	 B e s t a n d   i s   t e   g r o o t 	 	 	 D i m e n s i u n e a   f i _i e r u l u i   d e p _e _t e   v a l o a r e a   m a x i m 	 	 	         	 	 	 'F/'2G  ~1HF/G  '2  EB/'1  E,'2  (4*1  '3*	 	 	 						  				  								  						  						  					 	 	 	 	 	 	 	 	 L  e r g r o o t t e   o o r s k r y   m a k s i m u m   w a a r d e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a n h o   d e   a r q u i v o   e x c e d e   v a l o r   m  x i m o 
 
 S T R _ I D _ B R W _ P U S H _ D L G _ S A V E _ E R R O R 	 W A P P U S H 	 P O P U P 	 e r r o r   s t r i n g   f o r   e r r o r s   w h i l   s a v i n g 	 S a v e   e r r o r 	 2QX[/	 OX[	 164%2	 E r r o r   a l   g u a r d a r 	 E r r e u r   d ' e n r e g i s t r e m e n t 	 S p e i c h e r f e h l e r 	 !>E@0=8BL  >H81:C	 	 .7#  AJ  'D-A8	 E r r o   a o   g u a r d a r 	 K a y d e t m e   h a t s 1	 L i   l u 	 K e s a l a h a n   s a a t   m e n y i m p a n 	 R a l a t   s i m p a n a n 	 8	9	G		(	G	  .	G		  $	M	0	A		?		 	 	 	 	 	 	 	 F o u t   b i j   o p s l a g 	 	 	 E r o a r e   d e   s a l v a r e 	 	 	   	 	 	 .7'  0.1G  3'2	 	 	 			  							  					 	 	 	 	 	 	 	 	 B e r g f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o   d e   s a l v a r 
 
 S T R _ I D _ B R W _ P U S H _ W L A N 	 W A P P U S H 	 I C O N T E X T 	 M e n u   o p t i o n   t o   c o n n e c t   u s i n g   W L A N 	 W L A N 	 !q}@SW}	 e~@\WQ~	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 	 4(C)  'D'*5'D  'DE-DJ)  'DD'3DCJ)  ( W L A N ) 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 	 	 	 	 	 	 	 W L A N 	 	 	 W L A N 	 	 	 W L A N   	 	 	 W L A N 	 	 	 W L A N 	 	 	 	 	 	 	 	 	 W L A N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N 
 
 S T R _ I D _ P U S H _ T I T L E _ U R L _ T O O _ L O N G 	 W A P P U S H 	 P O P U P 	 B o o k m a r k   a d d   e r r o r   E r r o r   p o p u p 	 T i t l e   o r   U R L   t o o   l o n g 	 jLb}@WW[xeNw	 hbQ@WW[peǏ	 
7H-+#7-  U R L   "2'@4D	 T  t u l o   o   d i r e c c i  n   U R L   d e m a s i a d o   l a r g a 	 T i t r e   o u   U R L   t r o p   l o n g 	 T i t e l   o d e r   U R L   z u   l a n g 	 ;8=0  703>;>2:0  8;8  U R L   A;8H:><  25;8:0	 	 'D9FH'F  #H  9FH'F  U R L   7HJD  ,/K'	 T  t u l o   o u   U R L   d e m a s i a d o   l o n g o 	 B a _l 1k   v e y a   U R L    o k   u z u n 	 T i  u     h o c   U R L   q u    d  i 	 J u d u l   a t a u   U R L   t e r l a l u   p a n j a n g 	 T a j u k   a t a u   U R L   t e r l a l u   p a n j a n g 	 6	@	0	M	7		  	%	5	>	  U R L   ,	9	A	$	  ,	!	<	>	  9	H		 	 	 	 	 	 	 	 T i t e l   o f   U R L   t e   l a n g 	 	 	 T i t l u   s a u   U R L   p r e a   l u n g 	 	 	       - U R L     	 	 	 9FH'F  '  U R L   (3'1  (DF/  G3*F/	 	 	 						  		  						  			  						 	 	 	 	 	 	 	 	 T i t e l   o f   U R L   t e   l a n k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T  t u l o   o u   U R L   m u i t o   l o n g o 
 
 S T R _ I D _ P U S H _ B K M _ N O T _ A V A I L A B L E 	 W A P P U S H 	 P O P U P 	 B o o k m a r k   a d d   e r r o r   E r r o r   p o p u p 	 B o o k m a r k   n o t   a v a i l a b l e 	 fd|
NS(u	 fN~{
NS(u	 8J!2#LC
ID!HDI	 M a r c a d o r   n o   d i s p o n i b l e 	 S i g n e t   p a s   d i s p o n i b l e 	 L e s e z e i c h e n   n i c h t   v e r f  g b a r 	 0:;04:0  =54>ABC?=0	 	 'D%4'1)  'DE1,9J)  :J1  E*'-)	 M a r c a d o r   n  o   d i s p o n  v e l 	 Y e r   i m i   k u l l a n 1l a m a z 	 C h   m c   k h  n g   c    s n 	 P e n a n d a   t i d a k   t e r s e d i a 	 P e n a n d a   b u k u   t i d a k   b o l e h   d i d a p a t i 	 ,	A		.	>	0	M		  		*	2	,	M	'	  (	9	@			 	 	 	 	 	 	 	 B l a d w i j z e r   n i e t   b e s c h i k b a a r 	 	 	 M a r c a j   i n d i s p o n i b i l 	 	 	     	 	 	 F4'FG  0'1  /1  /3*13  F3*	 	 	 								  					  						  			 	 	 	 	 	 	 	 	 B o e k m e r k   n i e   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a d o r   n  o   d i s p o n  v e l 
 
 S T R _ I D _ P U S H _ B K M _ L I S T _ F U L L 	 W A P P U S H 	 P O P U P 	 B o o k m a r k   a d d   e r r o r   E r r o r   p o p u p 	 B o o k m a r k   l i s t   i s   f u l l 	 fd|]n	 fN~{]n	 #2"2#8J!2#L@G!	 L i s t a   d e   m a r c a d o r e s   l l e n a 	 L i s t e   d e s   s i g n e t s   p l e i n e 	 L e s e z e i c h e n l i s t e   i s t   v o l l 	 !?8A>:  70:;04>:  ?5@5?>;=5=	 	 B'&E)  'D%4'1'*  'DE1,9J)  EE*D&)	 A   l i s t a   d e   m a r c a d o r e s   e s t    c h e i a 	 Y e r   i m i   l i s t e s i   d o l u 	 D a n h   s  c h   c h   m c   y 	 D a f t a r   p e n a n d a   p e n u h 	 S e n a r a i   p e n a n d a   b u k u   p e n u h 	 ,	A		.	>	0	M		  8	B		@	  -	0	@	  9	H		 	 	 	 	 	 	 	 B l a d w i j z e r l i j s t   i s   v o l 	 	 	 L i s t a   d e   m a r c a j e   e s t e   p l i n 	 	 	     	 	 	 AG13*  F4'FG  0'1  ~1  '3*	 	 	 								  						  						 	 	 	 	 	 	 	 	 B o e k m e r k l y s   i s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A   l i s t a   d e   m a r c a d o r e s   e s t    c h e i a 
 
 S T R _ I D _ Z A K A T _ N I S A B _ S I L V E R 	 Z a k a t C a l c u l a t o r 	 I C O N T E X T 	 S i l v e r   ( p e r   g m ) 	 S i l v e r   ( p e r   g m ) 	 klQKQ		 klQKQ		 	 	 	 	 !5@51@>  ( =0  3@) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ O P _ R E S U L T _ E X C E E D 	 U n d e f i n e d 	 P O P U P 	 R e s u l t   t o o   l a r g e   t o   d i s p l a y 	 R e s u l t   t o o   l a r g e   t o   d i s p l a y 	 K{P}gNo:y{
W	 Џ{~gǏ>f:yV	 %%1LC+
H@4D5H0A*	 R e s u l t a d o   d e m a s i a d o   g r a n d e   p a r a   m o s t r a r 	 R  s u l t a t   t r o p   g r a n d   p o u r   a f f i c h e r 	 E r g e b n i s   z u   g r o    f  r   A n z e i g e 	  57C;LB0B  A;8H:><  25;8:,   =52>7<>6=>  ?>:070BL	 	 'DF*J,)  #C(1  EF  #F  *O916	 D e m a s i a d o s   r e s u l t a d o s   p a r a   e x i b i r 	 S o n u    g  s t e r i l e m e y e c e k   k a d a r   b  y  k 	 K h  n g   t h   h i n   t h   v    k t   q u   q u    l n 	 H a s i l   t e r l a l u   b e s a r   u n t u k   d i t a m p i l k a n 	 H a s i l   t e r l a l u   b e s a r   u n t u k   d i p a p a r 	 *	M	0	&	0	M	6	?	$	  	0	(	G	  	G	  2	?		  *	0	?	#	>	.	  ,	9	A	$	  ,	!	<	>	  9	H		 	 	 	 	 	 	 	 R e s u l t a a t   t e   g r o o t   v o o r   w e e r g a v e 	 	 	 R e z u l t a t u l   e s t e   p r e a   m a r e   p e n t r u   a   p u t e a   f i   a f i _a t 	 	 	       	 	 	 F*',  (1'  FE'4  (3'1  (21  G3*F/	 	 	 					  										  				  			  			 	 	 	 	 	 	 	 	 R e s u l t a a t   t e   g r o o t   o m   t e   v e r t o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e s u l t a d o   m u i t o   g r a n d e   p a r a   e x i b i r 
 
 S T R _ I D _ O P _ D I V I D E _ E R R O R 	 U n d e f i n e d 	 P O P U P 	 U n a b l e   t o   d i v i d e   b y   z e r o 	 U n a b l e   t o   d i v i d e   b y   z e r o 	 
Nd	 
Nd	 D!H*2!2#+2#I'"(9"LDI	 N o   s e   p u e d e   d i v i d i r   p o r   c e r o 	 I m p o s s i b l e   d e   d i v i s e r   p a r   z  r o 	 K a n n   n i c h t   d u r c h   N u l l   t e i l e n 	 5;5=85  =0  =>;L  =52>7<>6=>	 	 :J1  B'/1  9DI  'DB3E)  9DI  5A1	 N  o      p o s s  v e l   d i v i d i r   p o r   z e r o 	 S 1f 1r a   b  l  n e m e z 	 K h  n g   t h   c h i a   b n g   0 	 T i d a k   d a p a t   d i b a g i   d e n g a n   n o l 	 T i d a k   b o l e h   m e m b a h a g i   d e n g a n   s i f a r 	 6	B	(	M	/	  8	G	  5	?	-	>		?	$	  	0	(	G	  .	G		  		M	7	.		 	 	 	 	 	 	 	 K a n   n i e t   d e l e n   d o o r   n u l 	 	 	 N u   s e   d i v i d e   c u   z e r o 	 	 	       	 	 	 'E'F  'F,'E  *B3E  (1  5A1  H,H/  F/'1/	 	 	 					  						  						  				  						 	 	 	 	 	 	 	 	 K a n   n i e   d e u r   n u l   d e e l   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n c a p a z   d e   d i v i d i r   p o r   z e r o 
 
 S T R _ I D _ D T C N T _ W L A N _ E R R O R _ I N I T _ F A I L 	 D A 	 P O P U P 	 W L A N   e n a b l e   f a i l e d 	 W L A N   e n a b l e   f a i l e d 	 !q}@SW}SU1YWe	 e~@\WQ~ _/T1Y%	 2#@432  W L A N   %I!@+%'	 E r r o r   a l   h a b i l i t a r   W L A N 	 E c h e c   d  a c t i v a t i o n   d e   W L A N 	 W L A N - A k t i v i e r u n g   f e h l g e s c h l a g e n 	 H81:0  2:;NG5=8O  W L A N   	 	 A4D  *ECJF  4(C)  'D'*5'D  'DE-DJ)  'DD'3DCJ)  ( W L A N ) 	 F a l h a   a o   a c t i v a r   W L A N 	 W L A N   e t k i n l e _t i r i l e m e d i 	 K h  n g   t h   b t   W L A N 	 P e n g a k t i f a n   W L A N   g a g a l 	 P e m b o l e h a n   W L A N   g a g a l 	 W L A N   8		M	7	.	  	0	(	>	  5	?	+	2		 	 	 	 	 	 	 	 A c t i v e r e n   v a n   W L A N   m i s l u k t 	 	 	 A c t i v a r e   e _u a t   W L A N 	 	 	       	 	 	 ('1'F/'.*F  W L A N   F'EHAB  (H/	 	 	 W L A N   									  							 	 	 	 	 	 	 	 	 W L A N   o n t s p e r r i n g   o n s u k s e s v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F a l h a   e m   h a b i l i t a r   W L A N 
 
 S T R _ I D _ D T C N T _ W L A N _ N E T W O R K _ S E T T I N G 	 W L A N 	 T I T L E ,   I C O N T E X T 	 M e n u   i t e m   f o r   W L A N   a c c o u n t   l i s t 	 A c c e s s   p o i n t   s e t t . 	 X[Sޞ-[	 ceQpn	 2#1IH282#@I26	 C o n f i g u r a c i  n   d e l   p u n t o   d e   a c c e s o 	 R  g l .   p o i n t   d  a c c  s 	 E i n s t .   f  r   Z u g a n g s p u n k t 	 0@0<5B@K  C7;0  4>ABC?0	 	 %9/'/'*  FB7)  'DH5HD	 D e f .   d e   p o n t o   d e   a c e s s o 	 E r i _i m   n o k t a s 1  a y r . 	 C  i   t   b   t h u   p h  t   s  n g   k h  n g   d  y 	 P e n g a t u r a n   j a l u r   a k s e s 	 P e n g e s e t a n   t i t i k   c a p a i a n 	 		M	8	G	8	  ,	?		&	A	  8	G		?				 	 	 	 	 	 	 	 I n s t e l l i n g e n   v a n   t o e g a n g s p u n t 	 	 	 S e t a r e   p u n c t   a c c e s 	 	 	     	 	 	 *F8EG'  FB7G  /3*13	 	 	 								  						  						 	 	 	 	 	 	 	 	 T o e g a n g s p u n t i n s t e l l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g .   p o n t o   d e   a c e s s o 
 
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 
 S T R _ I D _ D T C N T _ W L A N _ D I S C O N N E C T E D 	 W L A N 	 P O P U P 	 D i s c o n n e c t e d 	 D i s c o n n e c t e d 	 #}]-Ne	 ޏc]e _	 	 	 	 	 !2O7L  @07>@20=0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 
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 
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 
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 
 S T R _ I D _ D T C N T _ W L A N _ W A P I _ P S K _ S E T T I N G S 	 W L A N 	 T I T L E ,   I C O N T E X T 	 W A I   P S K   s e t t i n g s 	 W A I   P S K   s e t t i n g s 	 W A I   P S K -[	 W A I   P S K n	 	 	 	 	 0@0<5B@K  W A I   P S K   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ W A P I _ A S E _ C E R T 	 W L A N 	 T I T L E ,   I C O N T E X T 	 A S E   c e r t i f i c a t e s 	 A S E   c e r t i f i c a t e s 	 A S E aI	 A S E fN	 	 	 	 	 !5@B8D8:0BK  A S E   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
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 
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 
 S T R _ I D _ D T C N T _ W L A N _ W A P I _ U S E R _ C E R T 	 W L A N 	 T I T L E ,   I C O N T E X T 	 U s e r   c e r t i f i c a t e s 	 U s e r   c e r t i f i c a t e s 	 O(uaI	 (u7bfN	 	 	 	 	 !5@B8D8:0BK  ?>;L7>20B5;O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ A U T H _ M O D E _ W A P I P S K 	 W L A N 	 T I T L E ,   I C O N T E X T 	 W A I   P S K 	 W A I   P S K 	 W A I   P S K 	 W A I   P S K 	 	 	 	 	 W A I   P S K 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ W A P I _ P S K 	 W L A N 	 T I T L E ,   I C O N T E X T 	 W A I   P S K 	 W A I   P S K 	 W A I   P S K 	 W A I   P S K 	 	 	 	 	 W A I   P S K 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D T C N T _ W L A N _ W A P I _ C E R T _ S E T T I N G S 	 W L A N 	 T I T L E ,   I C O N T E X T 	 W A I   c e r t .   s e t t i n g s   	 W A I   c e r t .   s e t t i n g s   	 W A I aI-[	 W A I fNn	 	 	 	 	 0@0<5B@K  A5@B.   W A I   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ B R W _ B K G R D _ D O W N L O A D _ C A N C E L 	 O B I G O Q 0 5 A 	 P O P U P C O N F I R M 	 T h e   c o n f i r m a t i o n   m e s s a g e   t o   b e   d i s p l a y e d   t o   c a n c e l   t h e   d o w n l o a d i n g   i n   w h i c h   r e s u m e   i s   n o t   s u p p o r t e d 	 S t i l l   d o w n l o a d i n g ,   c a n c e l ? 	 N	-NSm	 N	-NSm	 "12'LB+%-"9H,   "@%4+#7-D!H? 	 D e s c a r g a   e n   c u r s o    D e s e a   c a n c e l a r   l a   o p e r a c i  n ? 	 T  l  c h a r g e m e n t   e n   c o u r s ,   a n n u l e r   ? 	 D o w n l o a d - F o r t s e t z u n g   a b b r e c h e n ? 	 !:0G820=85  ?@>4>;605BAO,   >B<5=8BL? 	 	 BJ/  'D*F2JD,   %D:'!	 A   t r a n s f e r i r .   D e s e j a   c a n c e l a r ? 	 H a l a   i n d i r i l i y o r ,   i p t a l   e d i l s i n   m i ? 	 V n   a n g   t i ,   m u n   h y ? 	 M a s i h   m e n - d o w n l o a d ,   b a t a l k a n ? 	 M a s i h   m e m u a t   t u r u n ,   b a t a l ? 	 	-	@	  -	@	  !	>			(	2	K	!	  	0	  0	9	>	  9	H	,   (	?	0	8	M	
 $	  	0	G		? 	 	 	 	 M e g s z a k  t j a   a   l e t  l t  s t ? 	 	 	 	 D o w n l o a d   n i e t   v o l t o o i d .   A n n u l e r e n ? 	 	 	  n   c u r s   d e   d e s c r c a r e ,   a n u l a ci ? 	 	 	   ,   ? 	 	 	 ('11  GFH2  '/'EG  /'1/  9ED'*  D:H  4H/	 	 	 				  							  					,   					  			? 	 	 	 	 	 	 	 	 	 L a a i   s t e e d s   a f ,   k a n s e l l e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   d e s c a r g a   n o   h a   t e r m i n a d o ,    d e s e a   c a n c e l a r l a ? 	 	 A i n d a   b a i x a n d o ,   c a n c e l a r ? 
 
 S T R _ I D _ B R W _ S I M 1 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 S I M 1 ,   S I M   c a r d   1 ,   t h e   f i r s t   S I M   c a r d   	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 	 	 S I M 1 
 
 S T R _ I D _ B R W _ S I M 2 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 S I M 2 ,   S I M   c a r d   2 ,   t h e   s e c o n d   S I M   c a r d   	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 	 	 S I M 2 
 
 S T R _ I D _ B R W _ A L W A Y S _ A S K 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 A l w a y s   a s k   u s e r   t o   s e l e c t 	 A l w a y s   a s k 	 =~/fbOU	 ;`/f	 2!@*!-	 P r e g u n t a r   s i e m p r e 	 T o u j o u r s   d e m a n d e r 	 I m m e r   f r a g e n 	 A5340  70?@0H820BL	 	 'D3$'D  /'&EK'	 P e r g u n t a r   s e m p r e 	 H e r   z a m a n   s o r 	 L u  n   h i 	 T a n y a   s e l a l u 	 S e n t i a s a   t a n y a 	 9	.	G	6	>	  *	B		G			 	 	 	 R  k  r d e z  s   m i n d i g 	 	 	 	 A l t i j d   v r a g e n 	 	 	 S e    n t r e a b    n t o t d e a u n a 	 	 	   	 	 	 GEJ4G  ~13J/G  4H/	 	 	 					  								  					 	 	 	 	 	 	 	 	 V r a   a l t y d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e g u n t a r   s i e m p r e 	 	 P e r g u n t a r   s e m p r e 
 
 S T R _ I D _ B R W _ W L A N 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 W L A N   p r o f i l e 	 W L A N 	 !q}@SW}	 e~@\WQ~	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 W L A N 	 	 	 	 W L A N 	 	 	 	 W L A N 	 	 	 W L A N 	 	 	 W L A N 	 	 	 W L A N 	 	 	 W L A N 	 	 	 	 	 	 	 	 	 W L A N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W L A N 	 	 W L A N 
 
 S T R _ I D _ B R W _ C O N N E C T I O N _ I N F O 	 O B I G O Q 0 5 A 	 I C O N T E X T 	 C o n n e c t i o n   i n f o r m a t i o n 	 C o n n e c t i o n   i n f o r m a t i o n 	 #P}Oo`	 ޏcOo`	 I-!9%2#@
7H-!H-	 I n f o r m a c i  n   d e   c o n e x i  n 	 I n f o r m a t i o n s   s u r   l a   c o n n e x i o n 	 V e r b i n d u n g s d a t e n 	 =D>@<0F8O  >  A>548=5=88	 	 E9DHE'*  'D*H5JD	 I n f o r m a   e s   d a   l i g a   o 	 B a l a n t 1  b i l g i l e r i 	 T h  n g   t i n   k t   n i 	 I n f o r m a s i   s a m b u n g a n 	 M a k l u m a t   s a m b u n g a n 	 	(	G		M	
 6	(	  	@	  	>	(		>	0	@		 	 	 	 K a p c s o l a t   a d a t a i 	 	 	 	 V e r b i n d i n g s g e g e v e n s 	 	 	 I n f o r m a ci i   c o n e x i u n e 	 	 	     	 	 	 E4.5'*  '1*('7	 	 	 					  									  					 	 	 	 	 	 	 	 	 V e r b i n d i n g s i n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a c i  n   d e   l a   c o n e x i  n 	 	 I n f o r m a   e s   d a   c o n e x  o 
 
 S T R _ I D _ B R W _ U N S U P P O R T E D _ S C R I P T S 	 O B I G O Q 0 5 A 	 P O P U P 	 T e l l i n g   s o m e   u n s u p p o r t e d   s c r i p t s   a r e   u s e d   i n   c u r r e n t   p a g e   c o n t e n t 	 U n s u p p o r t e d   s c r i p t s   i n   c o n t e n t 	 }S+T
N/ecvs,g	 QuS+T
N/ecv,g	 *#4L5HD!H*1*8C@7I-+2	 S c r i p t s   n o   a d m i t i d o s   e n   e l   c o n t e n i d o 	 S c r i p t s   d a n s   l e   c o n t e n u   n o n   p r i s   e n   c h a r g e 	 N i c h t   u n t e r s t  t z t e   S c r i p t s   i m   I n h a l t 	 5?>445@68205<K9  AF5=0@89  2  A>45@60=88  	 	 'DF5H5  :J1  E/9HE)  AJ  'DE-*HI	 S c r i p t s   n  o   s u p o r t a d o s   n o   c o n t e  d o 	 0 e r i k t e   d e s t e k l e n m e y e n   k o m u t l a r 	 N i   d u n g   k h  n g   h   t r   t p   l n h 	 S c r i p t   d a l a m   k o n t e n   t i d a k   d i d u k u n g 	 S k r i p   t i d a k   d i s o k o n g   d a l a m   k a n d u n g a n 	 8	>	.		M	0	@	  .	G		  	8	.	0	M	%	?	$	  *	>	 	M	/		 	 	 	 N e m   t  m o g a t o t t   s z k r i p t e k   a   t a r t a l o m b a n 	 	 	 	 B e v a t   s c r i p t s   d i e   n i e t   o n d e r s t e u n d   z i j n 	 	 	 S c r i p t u r i   c u   c o n ci n u t   n e s u p o r t a t 	 	 	         	 	 	 '31~  G'  EH,H/  /1  E*F  ~4*('F  F4/G  'F/	 	 	 									  										 	 	 	 	 	 	 	 	 O n o n d e r s t e u n d e   g e s k r e w e   t e k s   i n   i n h o u d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   c o n t e n i d o   t i e n e   s e c u e n c i a s   d e   c o m a n d o s   q u e   n o   s o n   c o m p a t i b l e s 	 	 S c r i p t s   n  o   s u p o r t a d o s   n o   c o n t e  d o 
 
 S T R _ I D _ B R W _ R E Q U I R E S _ F R A M E _ S U P P O R T 	 O B I G O Q 0 5 A 	 P O P U P 	 T h i s   p a g e   r e q u i r e s   f r a m e   s u p p o r t 	 T h i s   p a g e   r e q u i r e s   f r a m e   s u p p o r t 	 r} /ecFhg	 Qu /ecFhg	 +I25II-!52#*1*8@#!	 E s t a   p  g i n a   r e q u i e r e   c o m p a t i b i l i d a d   c o n   m a r c o s 	 C e t t e   p a g e   r e q u i e r t   u n   s u p p o r t   d u   c a d r e 	 F  r   d i e s e   S e i t e   i s t   R a h m e n u n t e r s t  t z u n g   e r f o r d e r l i c h 	 ;O  MB>9  AB@0=8FK  B@51C5BAO  ?>445@6:0  D@59<>2	 	 **7D(  G0G  'D5A-)  /9E  'D%7'1	 E s t a   p  g i n a   r e q u e r   s u p o r t e   p a r a   f r a m e s 	 B u   s a y f a    e r  e v e   d e s t e i   g e r e k t i r i y o r 	 T r a n g   n  y   c n   h   t r   k h u n g 	 H a l a m a n   i n i   m e m e r l u k a n   d u k u n g a n   b i n g k a i 	 H a l a m a n   i n i   m e m e r l u k a n   s o k o n g a n   b i n g k a i 	 	8	  *	C	7	M	
  	  	K	  +	M	0	G	.	  8	.	0	M	%	(	  	@	  	0	B	0	$	  9	H		 	 	 	 A z   o l d a l h o z   f r a m e - t  m o g a t  s   s z  k s  g e s 	 	 	 	 V o o r   d e z e   p a g i n a   i s   o n d e r s t e u n i n g   v a n   f r a m e s   n o d i g 	 	 	 A c e a s t   p a g i n   t r e b u i e   s   a i b   u n   c a d r u 	 	 	           - f r a m e s 	 	 	 'F  5A-G  (G  ~4*('F  A1E  F'2  /'1/	 	 	 		  							  					  							  								 	 	 	 	 	 	 	 	 H i e r d i e   b l a d s y   v e r e i s   r a a m o n d e r s t e u n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t a   p  g i n a   r e q u i e r e   c o m p a t i b i l i d a d   c o n   m a r c o s 	 	 E s t a   p  g i n a   r e q u e r   s u p o r t e   d e   q u a d r o 
 
 S T R _ I D _ B R W _ S E N D _ M M S 	 O B I G O Q 0 5 A 	 P O P U P C O N F I R M 	 D i s p l a y   c o n f i r m a t i o n   b e f o r e   L a u n c h i n g   M M S 	 S e n d   M M S 	 PYZԚ
o`	 Si_O	 *H  M M S 	 E n v i a r   M M S 	 E n v o y e r   M M S 	 M M S   s e n d e n 	 B?@028BL  M M S 	 	 %13'D  M M S 	 E n v i a r   M M S 	 M M S   g  n d e r 	 G i   M M S 	 K i r i m   M M S 	 H a n t a r   M M S 	 M M S   -	G		G			 	 	 	 M M S   k  l d  s e 	 	 	 	 M M S   v e r z e n d e n 	 	 	 T r i m i t e r e   M M S 	 	 	     M M S 	 	 	 A13*'/F  M M S 	 	 	 						  						 	 	 	 	 	 	 	 	 S t u u r   M M S 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n v i a r   M M S 	 	 E n v i a r   M M S 
 
 S T R _ I D _ C H I S T _ T Y P E 	 C h i s t 	 U N L I M 	 t y p e   f i e l d   i n   v i e w 	 T y p e : 	 ^W	 {|W	 #0@ : 	 T i p o : 	 T y p e   : 	 T y p : 	 "8?: 	 	 'DFH9: 	 T i p o : 	 T  r : 	 K i u :   	 J e n i s : 	 J e n i s : 	 *	M	0		>	0	  : 	 	 	 	 T  p u s : 	 	 	 	 T y p e : 	 	 	 T i p : 	 	 	 : 	 	 	 FH9: 	 	 	 			: 	 	 	 	 	 	 	 	 	 S o o r t : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o : 	 	 T i p o : 
 
 S T R _ I D _ C H I S T _ N A M E 	 C h i s t 	 U N L I M 	 n a m e   f i e l d   i n   v i e w 	 N a m e : 	 Y
T	 Y
T	 
7H-: 	 N o m b r e : 	 N o m   : 	 N a m e : 	 <O: 	 	 'D'3E: 	 N o m e : 	 A d : 	 T  n : 	 N a m a : 	 N a m a : 	 (	>	.	  : 	 	 	 	 N  v : 	 	 	 	 N a a m : 	 	 	 N u m e : 	 	 	 : 	 	 	 F'E: 	 	 	 			: 	 	 	 	 	 	 	 	 	 N a a m : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m b r e : 	 	 N o m e : 
 
 S T R _ I D _ C H I S T _ N U M B E R 	 C h i s t 	 U N L I M 	 n u m b e r   f i e l d   i n   v i e w 	 N u m b e r : 	 _x	 Sx	 +!2"@%: 	 N  m e r o : 	 N u m  r o   : 	 N u m m e r : 	 ><5@: 	 	 'D1BE: 	 N  m e r o : 	 N u m a r a : 	 S : 	 N o m o r : 	 N o m b o r : 	 (		,	0	  : 	 	 	 	 S z  m : 	 	 	 	 N u m m e r : 	 	 	 N u m r : 	 	 	 : 	 	 	 4E'1G: 	 	 	 					: 	 	 	 	 	 	 	 	 	 N o m m e r : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N  m e r o : 	 	 N  m e r o : 
 
 S T R _ I D _ C H I S T _ T I M E 	 C h i s t 	 U N L I M 	 C a l l   t i m e   f i e l d   i n   v i e w 	 C a l l   t i m e : 	 qBf	 ݋e	 @'%2B#: 	 H o r a   d e   l a   l l a m a d a : 	 H e u r e   d e   l ' a p p e l   : 	 A n r u f z e i t : 	 @5<O  72>=:0: 	 	 HB*  'DEC'DE): 	 H o r a   d a   c h a m a d a : 	 A r a m a   s a a t i : 	 T h i   g i a n   g i : 	 W a k t u   p a n g g i l a n : 	 M a s a   p a n g g i l a n : 	 	I	2	  	>	  8	.	/	  : 	 	 	 	 H  v  s   i d Qp o n t j a : 	 	 	 	 G e s p r e k s t i j d : 	 	 	 O r   a p e l a r e : 	 	 	   : 	 	 	 2E'F  *E'3: 	 	 	 				  			: 	 	 	 	 	 	 	 	 	 O p r o e p t y d : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i e m p o   d e   l a   l l a m a d a : 	 	 T e m p o   d a   c h a m a d a : 
 
 S T R _ I D _ C H I S T _ D U R A T I O N 	 C h i s t 	 U N L I M 	 D u r a t i o n   f i e l d   i n   v i e w 	 C a l l   d u r a t i o n : 	 qBf	 ݋e	 #0"0@'%2B#: 	 D u r a c i  n   d e   l a   l l a m a d a : 	 D u r  e   d e   l ' a p p e l   : 	 A n r u f d a u e r : 	 ;8B5;L=>ABL  72>=:0: 	 	 E/)  'DEC'DE): 	 D u r a   o   d a   c h a m a d a : 	 A r a m a   s  r e s i : 	 T h i   l n g   g i : 	 D u r a s i   p a n g g i l a n : 	 T e m p o h   p a n g g i l a n : 	 	I	2	  	@	  	5	'	?	  : 	 	 	 	 H  v  s   i d Qt a r t a m a : 	 	 	 	 G e s p r e k s d u u r : 	 	 	 D u r a t   a p e l a r e : 	 	 	   : 	 	 	 E/*  *E'3: 	 	 	 				  								: 	 	 	 	 	 	 	 	 	 D u u r   v a n   o p r o e p : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u r a c i  n   d e   l a   l l a m a d a : 	 	 D u r a   o   d a   c h a m a d a : 
 
 S T R _ I D _ C H I S T _ T I M E S 	 C h i s t 	 U N L I M 	 T i m e s   f i l e d   i n   v i e w 	 T i m e s   o f   c a l l : 	 q!kxe	 ݋!kpe	 #1IC2#B#: 	 N  m e r o   d e   v e c e s   d e   l a   l l a m a d a : 	 H e u r e s   d e   l ' a p p e l   : 	 A n r u f h  u f i g k e i t : 	 >;8G5AB2>  2K7>2>2: 	 	 #HB'*  'DEC'DE): 	 H o r a s   d e   c h a m a d a : 	 A r a m a   s a y 1s 1: 	 S   l n   g i : 	 J u m l a h   p a n g g i l a n : 	 J u m l a h   k a l i   d i p a n g g i l : 	 	I	2	  	@	  	5	C	$	M	$	?	  : 	 	 	 	 H  v  s o k   i d Qp o n t j a i : 	 	 	 	 A a n t a l   g e s p r e k k e n : 	 	 	 N u m r   a p e l : 	 	 	   : 	 	 	 /A9'*  *E'3: 	 	 	 		  					  			  					: 	 	 	 	 	 	 	 	 	 T y e   v a n   o p r o e p : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i e m p o s   d e   l a s   l l a m a d a s : 	 	 H o r  r i o s   d e   c h a m a d a : 
 
 S T R _ I D _ C A M C O _ C A P M O D E _ S M I L E _ S H O T 	 C a m c o r d e r 	 C A M C O _ I T E M 	 S m i l e   s h o t 	 S m i l e   s h o t 	 _{_	 _{_	  2"4I!	 D i s p a r o   a l   s o n r e  r 	 C a p t u r e   s o u r i r e 	 A u f n a h m e   m i t   L  c h e l n 	  0A?>7=020=85  C;K1:8	 	 'D*B'7  'D'(*3'E)	 C a p t u r a   d e   s o r r i s o 	 G  l m e   f o t o r a f 1	 n h   c h p   m m   c i 	 P e m o t r e t a n   s e n y u m 	 S y o t   s e n y u m a n 	 8	M	
 .	>		2	  6	I			 	 	 	 M o s o l y g  s   k  p 	 	 	 	 L a c h f o t o 	 	 	 F o t o   z  m b e t 	 	 	   	 	 	 93(1/'1  ('  D(.F/	 	 	 						  			 	 	 	 	 	 	 	 	 G l i m l a g s k o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F o t o   s o n r i s a 	 	 F o t o   d e   s o r r i s o 
 
 S T R _ I D _ C E R T M A N _ F I L E _ N O T _ F O U N D 	 C E R T M A N 	 U N L I M ,   P O P U P 	 C e r t i f i c a t e   f i l e   n o t   f o u n d 	 C e r t i f i c a t e   f i l e   n o t   f o u n d 	 ~b
N0RaIjHh	 ~b
N0RfNeN	 D!HC#1#-	 A r c h i v o   d e   c e r t i f i c a d o   n o   e n c o n t r a d o 	 F i c h i e r   d u   c e r t i f i c a t   i n t r o u v a b l e 	 Z e r t i f i k a t s d a t e i   n i c h t   g e f u n d e n 	 $09;  A5@B8D8:0B0  =5  =0945=	 	 DE  J*E  'D9+H1  9DI  EDA  'D4G'/)	 F i c h e i r o   d e   c e r t i f i c a d o   n  o   e n c o n t r a d o 	 S e r t i f i k a   d o s y a s 1  b u l u n a m a d 1	 K h  n g   t  m   t h y   f i l e   g i y   p h  p 	 F i l e   s e r t i f i k a t   t i d a k   d i t e m u k a n 	 F a i l   s i j i l   t i d a k   d i j u m p a i 	 *	M	0	.	>	#	*	$	M	0	  +	>		2	  (	9	@		  .	?	2	@		 	 	 	 A   t a n  s  t v  n y f  j l   n e m   t a l  l h a t  	 	 	 	 C e r t i f i c a a t b e s t a n d   n i e t   g e v o n d e n 	 	 	 F i _i e r u l   d e   c e r t i f i c a t   n u   a   f o s t   g s i t 	 	 	       	 	 	 ~1HF/G  H'G  'A*  F4/	 	 	 											  				  					  						 	 	 	 	 	 	 	 	 S e r t i f i k a a t l  e r   n i e   g e v i n d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   s e   e n c o n t r    e l   a r c h i v o   d e l   c e r t i f i c a d o 	 	 A r q u i v o   d e   c e r t i f i c a d o   n  o   e n c o n t r a d o 
 
 S T R _ I N P U T _ M E T H O D _ O P T I O N S 	 i m e s e t t i n g s o p t i o n s 	 T I T L E ,   I C O N T E X T 	 I n p u t   m e t h o d   o p t i o n s 	 I n p u t   m e t h o d   o p t i o n s 	 8eQlx	 eQl	y	 1'@%7-'452#I-	 O p c i o n e s   d e   m  t o d o   d e   e n t r a d a 	 O p t i o n s   d e s   m  t h o d e s   d e   s a i s i e 	 O p t i o n e n   d e r   E i n g a b e m e t h o d e 	 ?F88  A?>A>1>2  22>40	 	 .J'1'*  71B  'D%/.'D	 O p   e s   d e   m  t o d o   d e   e n t r a d a 	 G i r i _  y  n t e m i   s e  e n e k l e r i 	 T  y   c h n   c  c h   n h p 	 P i l i h a n   m e t o d e   i n p u t 	 O p s y e n   k a e d a h   i n p u t 	 	(	*	A		  	@	  5	?	'	?	  	G	  5	?		2	M	
 *		 	 	 	 B e v i t e l i   m  d   l e h e t Qs  g e k 	 	 	 	 O p t i e s   v a n   i n v o e r m e t h o d e 	 	 	 O p ci u n i   m e t o d   d e   i n t r a r e 	 	 	     	 	 	 2FG  G'  1H4  H'1/1/F	 	 	 					  							  							  							 	 	 	 	 	 	 	 	 I n v o e r m e t o d e - o p s i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 O p c i o n e s   d e l   m  t o d o   d e   e n t r a d a 	 	 O p   e s   d e   m  t o d o   d e   e n t r a d a 
 
 S T R _ I N P U T _ M E T H O D _ W R I T I N G _ L A N G U A G E 	 i m e s e t t i n g s 	 T I T L E ,   I C O N T E X T 	 W r i t i n g   l a n g u a g e 	 W r i t i n g   l a n g u a g e 	 }[ 	  	  2)2C2#@5"	 I d i o m a   d e   e s c r i t u r a 	 L a n g u e   d e   l '  c r i t u r e 	 S c h r e i b s p r a c h e 	 /7K:  =01>@0	 	 D:)  'DC*'()	 I d i o m a   d e   e s c r i t a 	 Y a z m a   d i l i 	 N g  n   n g   s o n   t h o 	 B a h a s a   p e n u l i s a n 	 B a h a s a   t u l i s a n 	 2	?		(	G	  9	G	$	A	  -	>	7	>		 	 	 	  r  s   n y e l v e 	 	 	 	 S c h r i j f t a a l 	 	 	 L i m b   s c r i s 	 	 	   	 	 	 2('F  FH4*'1	 	 	 					  					 	 	 	 	 	 	 	 	 S k r y f t a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I d i o m a   d e   l a   e s c r i t u r a 	 	 I d i o m a   d e   e s c r i t a 
 
 S T R _ I N P U T _ M E T H O D _ A D V A N C E D _ O P T I O N S 	 i m e s e t t i n g s o p t i o n s 	 T I T L E ,   I C O N T E X T 	 A d v a n c e d   s e t t i n g s 	 A d v a n c e d   s e t t i n g s 	 2-[	 ؚ~n	 2#1IH21I*9	 C o n f i g u r a c i  n   a v a n z a d a 	 P a r a m  t r e s   a v a n c  s 	 E r w e i t e r t e   E i n s t e l l u n g e n 	 >?>;=8B5;L=K5  ?0@0<5B@K	 	 'D%9/'/'*  'DE*B/E)	 D e f i n i   e s   a v a n  a d a s 	 G e l i _m i _  a y a r l a r 	 C  i   t   n  n g   c a o 	 P e n g a t u r a n   l a n j u t a n 	 P e n g e s e t a n   l a n j u t 	 		(	M	
 (	$	  8	G		?			M	
 8		 	 	 	 S p e c i  l i s   b e  l l  t  s o k 	 	 	 	 G e a v a n c e e r d e   i n s t e l l i n g e n 	 	 	 S e t r i   c o m p l e x e 	 	 	   	 	 	 *F8JEG'  ~J41A*G	 	 	 						  								  						 	 	 	 	 	 	 	 	 G e v o r d e r d e   i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a c i  n   a v a n z a d a 	 	 C o n f i g u r a   e s   a v a n  a d a s 
 
 S T R _ I N P U T _ M E T H O D _ K E Y B O A R D _ T Y P E 	 U n d e f i n e d 	 T I T L E ,   I C O N T E X T 	 I n p u t   p a t t e r n 	 I n p u t   p a t t e r n 	 8eQ!j_	 eQ!j_	 #9A2#I-	 P a t r  n   d e   e n t r a d a 	 S c h  m a   d e   s a i s i e 	 E i n g a b e m u s t e r 	 (01;>=  22>40	 	 FE7  'D%/.'D	 P a d r  o   d e   e n t r a d a 	 G i r i _  k a l 1b 1	 K i u   n h p 	 P o l a   i n p u t 	 C o r a k   i n p u t 	 	(	*	A		  	>	  *	H		0	M	(		 	 	 	 B e v i t e l i   m i n t a 	 	 	 	 I n v o e r p a t r o o n 	 	 	 M o d e l   i n t r a r e 	 	 	   	 	 	 'DH  H'1/1/F	 	 	 							  				 	 	 	 	 	 	 	 	 I n v o e r p a t r o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i s e  o   d e   l a   e n t r a d a 	 	 P a d r  o   d e   i n s e r   o 
 
 S T R _ W R I T I N G _ L A N G U A G E _ M A I N 	 i m e s e t t i n g s o p t i o n s 	 T I T L E ,   I C O N T E X T 	 M a i n   l a n g u a g e 	 M a i n   l a n g u a g e 	 ;N 	 ;N 	  2)2+%1	 I d i o m a   p r i n c i p a l 	 L a n g u e   p r i n c i p a l e 	 H a u p t s p r a c h e 	 A=>2=>9  O7K:	 	 'DD:)  'D#3'3J)	 I d i o m a   p r i n c i p a l 	 A n a   d i l 	 N g  n   n g   c h  n h 	 B a h a s a   u t a m a 	 B a h a s a   u t a m a 	 .	A		M	
 /	  -	>	7	>		 	 	 	 E l s Qd l e g e s   n y e l v 	 	 	 	 B e l a n g r i j k s t e   t a a l 	 	 	 L i m b   p r i n c i p a l 	 	 	   	 	 	 2('F  '5D	 	 	 						  					 	 	 	 	 	 	 	 	 H o o f t a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I d i o m a   p r i n c i p a l 	 	 I d i o m a   p r i n c i p a l 
 
 S T R _ W R I T I N G _ L A N G U A G E _ S U B 	 i m e s e t t i n g s o p t i o n s 	 T I T L E ,   I C O N T E X T 	 S u b   l a n g u a g e 	 S u b   l a n g u a g e 	 !k 	 !k 	  2)2#-	 I d i o m a   s e c u n d a r i o 	 S o u s - l a n g u e 	 N e b e n s p r a c h e 	 >?>;=8B5;L=K9  O7K:	 	 'DD:)  'DA19J)	 I d i o m a   s e c u n d  r i o 	 A l t   d i l 	 N g  n   n g   p h 	 B a h a s a   k e d u a 	 S u b b a h a s a 	 		*	  -	>	7	>		 	 	 	 M  s o d l a g o s   n y e l v 	 	 	 	 A l t e r n a t i e v e   t a a l 	 	 	 S u b l i m b a j 	 	 	   	 	 	 2('F  A19	 	 	 							 	 	 	 	 	 	 	 	 S u b t a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I d i o m a   s e c u n d a r i o 	 	 S u b - i d i o m a 
 
 S T R _ I N P U T _ M E T H O D _ A U T O _ C A P I T A L I Z A T I O N 	 i m e s e t t i n g s o p t i o n s 	 I C O N T E X T ,   T W O S T A T E 	 A u t o   c a p i t a l i z a t i o n 	 A u t o   c a p i t a l i z a t i o n 	 R'Y\[	 ꁨR'Y\Q	 1'4!LC+
H-1B!14	 M a y  s c u l a s / M i n  s u c l a s   a u t o m  t i c a s 	 M i s e   e n   m a j u s c u l e   a u t o m a t i q u e 	 A u t o m .   G r o  s c h r i f t 	 2B><0B8G5A:>5  8A?>;L7>20=85  ?@>?8A=KE  1C:2	 	 *-HD  *DB'&J  DDC*'()  (-1HA  C(J1)	 M a i  s c u l a s   a u t o m  t i c a s 	 O t o m a t i k   b  y  k   h a r f 	 T   v i t   h o a 	 H u r u f   b e s a r   o t o m a t i s 	 H u r u f   b e s a r   a u t o 	 8	M	
 5	$	:   ,	!	<	G	  		M	7	0	  ,	(	(	>		 	 	 	 A u t o m a t a   n a g y b e t qk 	 	 	 	 A u t o m a t i s c h   h o o f d l e t t e r s 	 	 	 S c r i e r e   c u   m a j u s c u l e   a u t o m a t 	 	 	     	 	 	 (21  1/F  .H/'1  -1HA	 	 	 														  							  					  					 	 	 	 	 	 	 	 	 O u t o - h o o f l e t t e r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a y  s c u l a s   a u t o m  t i c a s 	 	 U s o   a u t o m  t i c o   d e   m a i  s c u l a s 
 
 S T R _ I N P U T _ M E T H O D _ A U T O _ C O M P L E T I O N 	 i m e s e t t i n g s o p t i o n s 	 I C O N T E X T ,   T W O S T A T E 	 A u t o   c o m p l e t i o n 	 A u t o   c o m p l e t i o n 	 R[b	 ꁨR[b	 @4!C+I#-1B!14	 C u m p l i m e n t a c i  n   a u t o m  t i c a 	 T e r m i n a i s o n   a u t o m a t i q u e 	 A u t o m .   V e r v o l l s t  n d i g u n g 	 2B>70?>;=5=85	 	 'D'C*E'D  'D*DB'&J	 C o m p l e t a r   a u t o m a t i c a m e n t e 	 O t o m a t i k   t a m a m l a m a 	 T   h o  n   c h n h 	 P e n y e l e s a i a n   o t o m a t i s 	 P e l e n g k a p a n   a u t o 	 8	M	
 5	$	:   *	B	0	>	  9	K	(	>		 	 	 	 A u t o m a t a   k i e g  s z  t  s 	 	 	 	 A u t o m a t i s c h   v o l t o o i e n 	 	 	 C o m p l e t a r e   a u t o m a t 	 	 	   	 	 	 *ED  .H/'1	 	 	 														  									  					 	 	 	 	 	 	 	 	 O u t o - v o l t o o i 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A u t o c o m p l e t a r 	 	 C o n c l u s  o   a u t o m  t i c a 
 
 S T R _ I N P U T _ M E T H O D _ C H I N E S E _ P R E D I C T I O N 	 i m e s e t t i n g s o p t i o n s 	 I C O N T E X T ,   T W O S T A T E 	 C h i n e s e   p r e d i c t i o n 	 C h i n e s e   p r e d i c t i o n 	 -Neo`	 -NeT`	 32"3 2)25	 P r e d i c c i  n   d e   c h i n o 	 P r  d i c t i o n   c h i n o i s 	 V o r h e r s a g e   C h i n e s i s c h 	 8B09A:89  ?@>3=>7	 	 'D*F($  ('DF5  'D5JFJ	 P r e v i s  o   d e   c h i n  s 	  i n c e   t a h m i n 	 T i  n   o  n   t i n g   H o a 	 P r e d i k s i   a k s a r a   C i n a 	 R a m a l a n   b a h a s a   C h i n a 	 	@	(	@	  *	B	0	M	5	>	(	A	.	>	(		 	 	 	 K  n a i   k i e g  s z  t  s 	 	 	 	 C h i n e s e   v o o r s p e l l i n g 	 	 	 P r e d i c ci e   p e n t r u   c h i n e z 	 	 	   	 	 	 ~4  (F  F	 	 	 						  										 	 	 	 	 	 	 	 	 C h i n e s e   v o o r s p e l l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e d i c c i  n   e n   c h i n o 	 	 P r e v i s  o   c h i n e s a 
 
 S T R _ I N P U T _ M E T H O D _ A L P H A B E T I C _ P R E D I C T I O N 	 i m e s e t t i n g s o p t i o n s 	 I C O N T E X T ,   T W O S T A T E 	 A l p h a b e t i c   p r e d i c t i o n 	 A l p h a b e t i c   p r e d i c t i o n 	 W[ko`	 W[kT`	 32"-1#0	 P r e d i c c i  n   a l f a b  t i c a 	 P r  d i c t i o n   a l p h a b  t i q u e 	 A l p h a b e t i s c h e   V o r h e r s a g e 	 ;D028B=K9  ?@>3=>7	 	 'D*F($  'D#(,/J	 P r e v i s  o   a l f a b  t i c a 	 A l f a b e t i k   t a h m i n 	 T i  n   o  n   c h   c  i 	 P r e d i k s i   a b j a d 	 R a m a l a n   m e n g i k u t   a b j a d 	 5	0	M	#	.	>	2	>	  *	B	0	M	5	>	(	A	.	>	(		 	 	 	  b  c    k i e g  s z  t  s 	 	 	 	 A l f a b e t i s c h e   v o o r s p e l l i n g 	 	 	 P r e d i c ci e   a l f a b e t i c 	 	 	   	 	 	 ~4  (F  'DA('	 	 	 										  										 	 	 	 	 	 	 	 	 A l f a b e t i e s e   v o o r s p e l l i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e d i c c i  n   a l f a b  t i c a 	 	 P r e v i s  o   a l f a b  t i c a 
 
 S T R _ I N P U T _ M E T H O D _ A L P H A N U M E R I C 	 i m e s e t t i n g s o p t i o n s 	 I C O N T E X T ,   T W O S T A T E 	 A l p h a n u m e r i c   k e y b o a r d 	 A l p h a n u m e r i c   k e y b o a r d 	 W[kxeW[uv	 W[kpeW[.v	 AI4!L1'-1)#A%01'@%	 T e c l a d o   a l f a n u m  r i c o 	 C l a v i e r   a l p h a n u m  r i q u e 	 A l p h a n u m e r i s c h e   T a s t a t u r 	 ;D028B=>- F8D@>20O  :;0280BC@0	 	 DH-)  'DEA'*J-  0'*  'D*1*J(  'DG,'&J  'D9//J	 T e c l a d o   a l f a n u m  r i c o 	 A l f a n  m e r i k   k l a v y e 	 B  n   p h  m   c h   s 	 K e y b o a r d   a l f a n u m e r i k 	 P a p a n   k e k u n c i   a b j a d   a n g k a 	 	2	M	
 +	>	(	M	
 /	A	.	G	0	?		  	@	,	K	0	M	!		 	 	 	 A l f a n u m e r i k u s   b i l l e n t y qz e t 	 	 	 	 A l f a n u m e r i e k   t o e t s e n b o r d 	 	 	 T a s t a t u r   a l f a n u m e r i c 	 	 	   	 	 	 5A-G  D/  'DA('  9//	 	 	 				  	  						  						  		- 						 	 	 	 	 	 	 	 	 A l f a n u m e r i e s e   t o e t s b o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a d o   a l f a n u m  r i c o 	 	 T e c l a d o   a l f a n u m  r i c o 
 
 S T R _ I N P U T _ M E T H O D _ H A N D W R I T I N G 	 i m e s e t t i n g s o p t i o n s 	 I C O N T E X T ,   T W O S T A T E 	 H a n d w r i t i n g 	 H a n d w r i t i n g 	 Kb[	 KbQ	 %2"!7-	 E s c r i t u r a   a   m a n o 	  c r i t u r e   m a n u s c r i t e 	 H a n d s c h r i f t 	  C:>?8AL	 	 'DC*'()  'DJ/HJ)	 E s c r i t a   m a n u a l 	 E l   y a z 1s 1	 C h   v i t   t a y 	 T u l i s a n   t a n g a n 	 T u l i s a n   t a n g a n 	 9	8	M	
 $	2	G			 	 	 	 K  z  r  s 	 	 	 	 H a n d s c h r i f t 	 	 	 S c r i s   d e   m  n 	 	 	   	 	 	 /3*.7	 	 	 					  					 	 	 	 	 	 	 	 	 H a n d s k r i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s c r i t u r a   m a n u a l 	 	 M a n u s c r i t o 
 
 S T R _ I N P U T _ M E T H O D _ Q W E R T Y 	 i m e s e t t i n g s o p t i o n s 	 I C O N T E X T ,   T W O S T A T E 	 Q W E R T Y   k e y b o a r d 	 Q W E R T Y   k e y b o a r d 	 Q W E R T Y uv	 Q W E R T Y .v	 AI4!L	 t e c l a d o 	 c l a v i e r 	 T a s t a t u r 	 Q W E R T Y - :;0280BC@0	 	 DH-)  'DEA'*J-	 T e c l a d o 	 k l a v y e 	 b  n   p h  m 	 k e y b o a r d 	 p a p a n   k e k u n c i 	 	@	,	K	0	M	!		 	 	 	 b i l l e n t y qz e t 	 	 	 	 t o e t s e n b o r d 	 	 	 t a s t a t u r 	 	 	 	 	 	 5A-G  D/	 	 	 		- 						 	 	 	 	 	 	 	 	 t o e t s b o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 t e c l a d o 	 	 t e c l a d o 
 
 S T R _ B T _ B P P _ S P _ Z O O M _ I N 	 B P P 	 T I T L E 	 Z o o m   i n 	 Z o o m   i n 	 >e'Y	 >e'Y	 9!@I2	 A m p l i a r 	 Z o o m   e n t r a n t 	 V e r g   e r n 	 @81;865=85	 	 *C(J1	 M a i s   z o o m 	 Y a k l a _	 P h  n g   t o 	 P e r b e s a r 	 Z u m   m a s u k 	 	<	B	.	  	(		 	 	 	 N a g y  t  s 	 	 	 	 I n z o o m e n 	 	 	 M r i r e 	 	 	 	 	 	 FE'  F2/	 	 	 			  			 	 	 	 	 	 	 	 	 Z o e m   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c e r c a r 	 	 M a i s   z o o m 
 
 S T R _ B T _ B P P _ S P _ Z O O M _ O U T 	 B P P 	 T I T L E 	 Z o o m   o u t 	 Z o o m   o u t 	 .~\	 )\	 9!--	 R e d u c i r 	 Z o o m   s o r t a n t 	 V e r k l e i n e r n 	 B40;5=85	 	 *5:J1	 M e n o s   z o o m 	 U z a k l a _	 T h u   n h 	 P e r k e c i l 	 Z u m   k e l u a r 	 	<	B	.	  					 	 	 	 K i c s i n y  t  s 	 	 	 	 U i t z o o m e n 	 	 	 M i c _o r a r e 	 	 	 	 	 	 FE'  3*1/G	 	 	 			  				 	 	 	 	 	 	 	 	 Z o e m   u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A l e j a r 	 	 M e n o s   z o o m 
 
 V A P P _ C U B E _ S T R _ M P L A Y E R _ T I T L E 	 U n d e f i n e d 	 T I T L E 	 C u b e - M e d i a   p l a y e r 	 M e d i a   p l a y e r 	 ZԚd>ehV	 ZSOd>ehV	 @#7H-@%H!5@5"	 R e p r o d u c t o r   m u l t i m e d i a 	 L e c t e u r   m u l t i m  d i a 	 M e d i e n p l a y e r 	 5480?;55@	 	 E4:D  'DH3'&7	 L e i t o r   m u l t i m  d i a 	 M e d y a   o y n a t 1c 1	 T r  n h   p h  t   m e d i a 	 P e m u t a r   m e d i a 	 P e m a i n   m e d i a 	 .	@	!	?	/	>	  *	M	
 2	G	/	0		 	 	 	 M  d i a l e j  t s z  	 	 	 	 M e d i a s p e l e r 	 	 	 P l a y e r   m e d i a 	 	 	   	 	 	 ~.4  CFF/G  13'FG  '	 	 	 						  								 	 	 	 	 	 	 	 	 M e d i a s p e l e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e p r o d u c t o r   m u l t i m e d i a 	 	 M e d i a   p l a y e r 
 
 V A P P _ C U B E _ S T R _ I M G V I E W _ T I T L E 	 I M G V I E W 	 T I T L E 	 C u b e   -   I m a g e   v i e w e r 	 I m a g e   v i e w e r 	 v?|	 vQ	 1'9 2	 V i s o r   d e   i m  g e n e s 	 V i s u a l i s e u r   d ' i m a g e 	 B i l d b e t r a c h t e r 	 @>3@0<<0  4;O  ?@>A<>B@0  87>1@065=89	 	 9'16  'D5H1	 V i s u a l i z a d o r   d e   i m a g e n s 	 R e s i m   g  r  n t  l e y i c i 	 T r  n h   x e m   n h 	 P e n a m p i l   f o t o 	 P e m a n d a n g   i m e j 	 	.	G		  5	M	
 /	B		0		 	 	 	 K  p m e g j e l e n  t Q	 	 	 	 F o t o v i e w e r 	 	 	 V i z u a l i z a t o r   i m a g i n e 	 	 	   	 	 	 FE'J4  /GF/G  *5HJ1	 	 	 			  													 	 	 	 	 	 	 	 	 A f b e e l d i n g s k y k e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 V i s u a l i z a d o r   d e   i m  g e n e s 	 	 V i s u a l i z a d o r   d e   i m a g e m 
 
 V A P P _ C U B E _ S T R _ M P L A Y E R _ P L A Y L I S T _ N O T _ R E A D Y 	 I d l e 	 T I T L E 	 C u b e   m e d i a   p l a y e r   t i t l e 	 A u d i o   l i s t   i s n ' t   r e a d y 	 jRh\*g1\}	 PNRh\*g1\~	 #2"2#@*5"D!H#I-!	 L a   l i s t a   d e   a u d i o   n o   e s t    p r e p a r a d a 	 L a   l i s t e   a u d i o   n ' e s t   p a s   p r  t e 	 A u d i o l i s t e   i s t   n i c h t   b e r e i t 	 !?8A>:  0C48>  =5  3>B>2	 	 B'&E)  'D5H*  :J1  ,'G2)	 A   l i s t a   d e    u d i o   n  o   e s t    p r e p a r a d a 	 S e s   l i s t e s i   h a z 1r   d e i l 	 D . s  c h    m   t h a n h   c h a   s n   s  n g 	 D a f t a r   a u d i o   b e l u m   s i a p 	 S e n a r a i   a u d i o   t i d a k   t e r s e d i a 	 	!	?	/	K	  	@	  8	B		@	  $	H	/	>	0	  (	9	@		  9	H		 	 	 	 A z   a u d i    l i s t a   n e m   k  s z 	 	 	 	 A u d i o l i j s t   i s   n i e t   g e r e e d 	 	 	 L i s t a   a u d i o   n u   e s t e   p r e g t i t 	 	 	       	 	 	 AG13*  5H*  "E'/G  F3*	 	 	 				  						  								  			 	 	 	 	 	 	 	 	 O u d i o l y s   i s   n i e   g e r e e d   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   l i s t a   d e   a u d i o   n o   e s t    l i s t a 	 	 L i s t a   d e    u d i o   n  o   e s t    p r o n t a 
 
 S T R _ I D _ D C D _ Q U E S T I O N _ M A R K 	 d c d 	 P O P U P C O N F I R M 	 q u e s t i o n   m a r k 	 ? 	 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 ? 	 	 	 	 ? 	 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 ? 	 	 	 	 	 	 	 	 	 ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 ? 	 	 ? 
 
 S T R _ I D _ D A _ U N A B L E _ T O _ S A V E _ F I L E 	 D L A g e n t 	 P O P U P 	 U n a b l e   t o   s a v e   f i l e 	 U n a b l e   t o   s a v e   f i l e 	 jHh!ql2QX[	 eNelOX[	 D!H*2!2#16D%L	 N o   s e   p u e d e   g u a r d a r   e l   a r c h i v o 	 I m p o s s i b l e   d ' e n r e g i s t r e r   l e   f i c h i e r 	 D a t e i   k a n n   n i c h t   g e s p e i c h e r t   w e r d e n 	 52>7<>6=>  A>E@0=8BL  D09;	 	 :J1  B'/1  9DI  -A8  'DEDA	 N  o      p o s s  v e l   g u a r d a r   o   f i c h e i r o 	 D o s y a   k a y d e d i l e m i y o r 	 K h  n g   t h   l u   f i l e 	 T i d a k   d a p a t   m e n y i m p a n   f i l e 	 T i d a k   d a p a t   m e n y i m p a n   f a i l 	 +	>		2	  8	9	G		(	G	  .	G		  		M	7	.		 	 	 	 A   f  j l   n e m   m e n t h e t Q	 	 	 	 K a n   b e s t a n d   n i e t   o p s l a a n 	 	 	 F i _i e r u l   n u   p o a t e   f i   s a l v a t 	 	 	         	 	 	 FE*H'F  ~1HF/G  1'  0.1G  1/	 	 	 				  							  				  					  			 	 	 	 	 	 	 	 	 K a n   n i e   l  e r   b e r g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   s e   p u e d e   g u a r d a r   e l   a r c h i v o 	 	 I n c a p a z   d e   s a l v a r   a r q u i v o 
 
 S T R _ I D _ D A _ F I L E _ W R I T I N G _ E R R O R 	 D L A g e n t 	 P O P U P 	 A n   e r r o r   o c c u r s   o n   f i l e   w r i t i n g 	 F i l e   w r i t i n g   e r r o r 	 jHh[eQ/	 eNQeQ	 2#@5"D%L4%2	 E r r o r   a l   e s c r i b i r   e l   a r c h i v o 	 E r r e u r   d '  c r i t u r e   d u   f i c h i e r 	 D a t e i s c h r e i b f e h l e r 	 H81:0  70?8A8  D09;0	 	 .7#  AJ  C*'()  'DEDA	 E r r o   d e   e s c r i t a   d o   f i c h e i r o 	 D o s y a   y a z m a   h a t a s 1	 L i   c h  p   f i l e 	 K e s a l a h a n   p e n u l i s a n   f i l e 	 R a l a t   m e n u l i s   f a i l 	 +	>		2	  2	?		(	G	  .	G		  $	M	0	A		?		 	 	 	 F  j l  r  s i   h i b a 	 	 	 	 F o u t   b i j   s c h r i j v e n   v a n   b e s t a n d 	 	 	 E r o a r e   l a   s c r i e r e a   f i _i e r u l u i 	 	 	     	 	 	 .7'  FH4*F  ~1HF/G	 	 	 				  					  				 	 	 	 	 	 	 	 	 L  e r s k r y f f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   e s c r i b i r   a r c h i v o 	 	 E r r o   e m   e s c r e v e r   a r q u i v o 
 
 S T R _ E M A I L _ D E L _ C O M P _ A T T _ A L L _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 D e l e t e   a l l   a t t a c h m e n t s   o f   t h i s   m a i l 	 D e l e t e   a l l   a t t a c h m e n t s ? 	 *RdhQDN	  RdhQDN	 %D%LA1I+!+#7-D!H? 	  D e s e a   e l i m i n a r   t o d o s   l o s   d a t o s   a d j u n t o s ? 	 S u p p r i m e r   t o u t e s   l e s   p i  c e s   j o i n t e s   ? 	 A l l e   A n l a g e n   l  s c h e n ? 	 #40;8BL  2A5  2;>65=8O? 	 	 -0A  ,EJ9  'DE1AB'*	 E l i m i n a r   t o d o s   o s   a n e x o s ? 	 T  m   e k l e r   s i l i n s i n   m i ? 	 X  a   h t   f i l e    n h   k  m ? 	 H a p u s   s e m u a   l a m p i r a n ? 	 H a p u s   s e m u a   l a m p i r a n ? 	 8	-	@	  8		2		M	
 (	K		  	K	  9		>			? 	 	 	 	 T  r l i   a z    s s z e s   m e l l  k l e t e t ? 	 	 	 	 A l l e   b i j l a g e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   a t a _r i l e ? 	 	 	         ? 	 	 	 GEG  ~H3*G'  -0A  4HF/	 	 	 		  								  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   a a n h e g s e l s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  E l i m i n a r   t o d o s   l o s   a r c h i v o s   a d j u n t o s ? 	 	 E x c l u i r   t o d o s   o s   a n e x o s ? 
 
 S T R _ E M A I L _ T B _ H I N T _ A D D _ A T T A C H M E N T _ I D 	 E m a i l 	 I C O N B A R 	 U s e d   f o r   t h e   h i n t   s t r i n g   o f   t h e   t o o l b a r   c o m m a n d   a d d   t h e   a t t a c h m e n t 	 A d d   a t t a c h m e n t 	 ReQDN	 mRDN	 @4H!D%LA	 A g r e g a r   d a t o s   a d j u n t o s 	 A j o u t e r   u n e   p i  c e   j o i n t e 	 A n l a g e   h i n z u f  g e n 	 >1028BL  2;>65=85	 	 %6'A)  E1AB	 A d i c i o n a r   a n e x o 	 E k   e k l e 	 T h  m   f i l e    n h   k  m 	 T a m b a h   l a m p i r a n 	 T a m b a h   l a m p i r a n 	 8		2		M	
 (		  	K	!	<	G			 	 	 	 M e l l  k l e t   h o z z  a d  s a 	 	 	 	 B i j l a g e   t o e v o e g e n 	 	 	 A d u g a r e   a t a _a r e 	 	 	   	 	 	 'A2H/F  ~H3*	 	 	 								  					  					 	 	 	 	 	 	 	 	 V o e g   a a n h e g s e l   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   a r c h i v o   a d j u n t o 	 	 A d i c i o n a r   a n e x o 
 
 S T R _ E M A I L _ A C T I V A T E _ A C C T _ C O N F I R M _ I D 	 E m a i l 	 P O P U P C O N F I R M 	 S t r i n g   f o r   c o n f i r m   a c t i v a t e   t h e   a c c o u n t   w h e n   s e l e c t i n g   o n e   t o   a c c e s s 	 A c t i v a t e   t h e   s e l e c t e d   a c c o u n t ? 	 o;m@bx3^6b	 o;m@b	&7b	 @4321

55H@%7-+#7-D!H? 	  D e s e a   a c t i v a r   l a   c u e n t a   s e l e c c i o n a d a ? 	 A c t i v e r   l e   c o m p t e   s  l e c t i o n n    ? 	 A u s g e w  h l t e s   K o n t o   a k t i v i e r e n ? 	 :B828@>20BL  2K1@0==CN  CG5B=CN  70?8AL? 	 	 *F4J7  'D-3'(  'DE-//	 A c t i v a r   a   c o n t a   s e l e c c i o n a d a ? 	 S e  i l e n   h e s a p   e t k i n l e _t i r i l s i n   m i ? 	 K  c h   h o t   t  i   k h o n      c h n ? 	 A k t i f k a n   a c c o u n t   y a n g   d i p i l i h ? 	 A k t i f k a n   a k a u n   t e r p i l i h ? 	 	/	(	?	$	  		>					  	K	  8		M	0	?	/	  	0	G		? 	 	 	 	 A k t i v  l j a   a   k i j e l  l t   f i  k o t ? 	 	 	 	 G e s e l e c t e e r d e   a c c o u n t   a c t i v e r e n ? 	 	 	 A c t i v a ci   c o n t u l   s e l e c t a t ? 	 	 	       ? 	 	 	 '4*1'  (12/G  4/G  A9'D  4H/	 	 	 									  									  						  				? 	 	 	 	 	 	 	 	 	 A k t i v e e r   d i e   g e k o s e   r e k e n i n g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  A c t i v a r   l a   c u e n t a   s e l e c c i o n a d a ? 	 	 A t i v a r   a   c o n t a   s e l e c i o n a d a ? 
 
 S T R _ E M A I L _ A C C T _ S E L E C T E D _ I D 	 E m a i l 	 P O P U P 	 S t r i n g   f o r   s e l e c t i n g   t h e   s a m e   a c c o u n t   w h e n   s e t   s h o r t c u t 	 T h e   a c c o u n t   h a s   a l r e a d y   e x i s t e d 	 3^6b]}X[(W	 &7b]~X[(W	 1

5!5-"9HA%I'	 L a   c u e n t a   y a   e x i s t  a . 	 C e   c o m p t e   e x i s t e   d  j  	 K o n t o   e x i s t i e r t   b e r e i t s 	 #G5B=0O  70?8AL  C65  ACI5AB2C5B	 	 'D-3'(  EH,H/  ('DA9D	 A   c o n t a   j    e x i s t e 	 H e s a p   z a t e n   v a r 	 T  i   k h o n      t n   t i 	 A c c o u n t   s u d a h   a d a 	 A k a u n   s u d a h   w u j u d 	 /	9	  		>					  *	9	2	G	  8	G	  .	L		B	&	  9	H		 	 	 	 I l y e n   f i  k   m  r   l  t e z i k 	 	 	 	 D e   a c c o u n t   b e s t o n d   a l 	 	 	 C o n t u l   e x i s t   d e j a 	 	 	   	 	 	 '4*1'  '2~4  H,H/  /'4*G	 	 	 									  									  						 	 	 	 	 	 	 	 	 D i e   r e k e n i n g   b e s t a a n   r e e d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   c u e n t a   y a   e x i s t e 	 	 A   c o n t a   j    e x i s t e 
 
 S T R _ E M A I L _ I N C O M P L E T E _ N O T I F Y _ I D 	 E m a i l 	 P O P U P 	 S t r i n g   f o r   s e l e c t i n g   i n c o m p l e t e   a c c o u n t   w h e n   s e t   s h o r t c u t 	 I n c o m p l e t e   a c c o u n t 	 3^6b
N[te	 &7b
N[te	 1

5D!H*!9#L	 C u e n t a   i n c o m p l e t a 	 C o m p t e   i n c o m p l e t 	 U n v o l l s t  n d i g e s   K o n t o 	 57025@H5==0O  CG5B=0O  70?8AL	 	 -3'(  :J1  EC*ED	 C o n t a   i n c o m p l e t a 	 E k s i k   h e s a p 	 T  i   k h o n   c h a   h o  n   c h n h 	 A c c o u n t   b e l u m   s e l e s a i 	 A k a u n   t i d a k   l e n g k a p 	 	*	B	0	M	#	  		>						 	 	 	 H i  n y o s   f i  k 	 	 	 	 O n v o l l e d i g e   a c c o u n t 	 	 	 C o n t   i n c o m p l e t 	 	 	   	 	 	 '4*1'  F'B5  '3*	 	 	 									  								 	 	 	 	 	 	 	 	 R e k e n i n g   o n v o l l e d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   c u e n t a   n o   e s t    c o m p l e t a 	 	 C o n t a   i n c o m p l e t a 
 
 S T R _ I D _ F O N T _ M G R _ S Y S T E M _ F O N T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   l i s t   m e n u   t o   p r e s e n t   t h e   s y s t e m   f o n t 	 S y s t e m   f o n t 	 |q}W[W	 |~W[W	 -L#0	 F u e n t e   d e l   s i s t e m a 	 P o l i c e   d u   s y s t  m e 	 S y s t e m s c h r i f t a r t 	 !8AB5<=K9  H@8DB	 	 .7  'DF8'E	 T i p o   d e   l e t r a   d o   s i s t e m a 	 S i s t e m   y a z 1t i p i 	 P . c h   h   t h n g 	 F o n t   s i s t e m 	 F o n   s i s t e m 	 8	?	8	M	
 	.	  +	I	(	M			 	 	 	 R e n d s z e r - b e t qk  s z l e t 	 	 	 	 S y s t e e m f o n t 	 	 	 F o n t   s i s t e m 	 	 	   	 	 	 BDE  33*E	 	 	 							  					 	 	 	 	 	 	 	 	 S t e l s e l l e t t e r t i p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F u e n t e   d e l   s i s t e m a 	 	 F o n t e   d o   s i s t e m a 
 
 S T R _ I D _ F O N T _ M G R _ U N I N S T A L L 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   l i s t   m e n u   t o   u n i n s t a l l   f o n t 	 U n i n s t a l l 	 yd	 yd	 -2#41I	 D e s i n s t a l a r 	 D  s i n s t a l l e r 	 D e i n s t a l l i e r e n 	 #40;8BL	 	 %2'D)  'D*+(J*	 D e s i n s t a l a r 	 K a l d 1r 	 G   b   c  i   t 	 H a p u s   i n s t a l a n 	 N y a h p a s a n g 	 	(			8	M		I	2	  	0	G			 	 	 	 E l t  v o l  t  s 	 	 	 	 I n s t a l l a t i e   o n g e d a a n   m a k e n 	 	 	 D e z i n s t a l a r e 	 	 	   	 	 	 ~'  1/F  F5(	 	 	 								  					 	 	 	 	 	 	 	 	 D e  n s t a l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s i n s t a l a r 	 	 D e s i n s t a l a r 
 
 S T R _ I D _ F O N T _ M G R _ C H A N G E _ P R I O R I T Y 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   m e n u   l i s t   t o   c h a n g e   f o n t   p r i o r i t y 	 C h a n g e   p r i o r i t y 	 f*QHQ}	 SfOHQ~	 @%5H"%31'2!*31
	 C a m b i a r   p r i o r i d a d 	 M o d i f i e r   l a   p r i o r i t  	 P r i o r i t  t    n d e r n 	 7<5=8BL  ?@8>@8B5B	 	 *:JJ1  'D#HDHJ)	 A l t e r a r   p r i o r i d a d e 	  n c e l i i   d e i _t i r 	 i   u   t i  n 	 U b a h   p r i o r i t a s 	 T u k a r   k e u t a m a a n 	 *	M	0	>	%	.	?		$	>	  ,	&	2	G			 	 	 	 E l s Qb b s  g   m  d o s  t  s a 	 	 	 	 P r i o r i t e i t   v e r a n d e r e n   	 	 	 M o d i f i c a r e   p r i o r i t a t e 	 	 	   	 	 	 *:JJ1  'HDHJ*	 	 	 										  									 	 	 	 	 	 	 	 	 V e r a n d e r   p r i o r i t e i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a m b i a r   p r i o r i d a d 	 	 A l t e r a r   p r i o r i d a d e 
 
 S T R _ I D _ F O N T _ M G R _ I N V A L I D _ F O N T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   p o p u p   t o   i n d i c a t e   u s e r   t h a t   t h e   s e l e c t e d   f o n t   f i l e   i s   i n v a l i d e 	 I n v a l i d   f o n t 	 !qHevW[W	 eHevW[W	 -LD!H9I-	 F u e n t e   n o   v  l i d a 	 P o l i c e   i n v a l i d e 	 U n g  l t i g e   S c h r i f t a r t 	 525@=K9  H@8DB	 	 'D.7  :J1  5'D-	 T i p o   d e   l e t r a   i n v  l i d o 	 G e  e r s i z   y a z 1t i p i 	 P . c h   k . h p   l 	 F o n t   t i d a k   v a l i d 	 F o n   t i d a k   s a h 	 	.	>	(	M	
 /	  +	I	(	M			 	 	 	  r v  n y t e l e n   b e t qk  s z l e t 	 	 	 	 O n g e l d i g   l e t t e r t y p e 	 	 	 F o n t   i n v a l i d 	 	 	     	 	 	 AHF*  F'E9*(1  '3*	 	 	 								  					 	 	 	 	 	 	 	 	 O n g e l d i g e   l e t t e r t i p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   f u e n t e   n o   e s   v  l i d a 	 	 F o n t e   i n v  l i d a 
 
 S T R _ I D _ F O N T _ M G R _ O U T _ O F _ M E M O R Y 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   p o p u p   t o   i n d i c a t e   u s e r   t h e   s e l e c t e d   f o n t   f i l e   i s   t o o   l a r g e 	 I n s u f f i c i e n t   m e m o r y ,   i n s t a l l a t i o n   f a i l e d 	 |q}ǌn
N[݈1YWe	 |~Dn
N[ň1Y%	 +H'"'2!3D!H@5"-  2#41I%I!@+%'	 M e m o r i a   i n s u f i c i e n t e .   E r r o r   d e   i n s t a l a c i  n . 	 M  m o i r e   i n s u f f i s a n t e ,    c h e c   d e   l ' i n s t a l l a t i o n 	 U n z u r e i c h e n d e r   S p e i c h e r ,   I n s t a l l a t i o n   f e h l g e s c h l a g e n 	 54>AB0B>G=>  ?0<OB8,   2  CAB0=>2:5  >B:070=>	 	 'D0'C1)  :J1  C'AJ),   A4D  'D*+(J*	 M e m  r i a   i n s u f i c i e n t e .   A   i n s t a l a   o   f a l h o u 	 Y e t e r s i z   b e l l e k ,   k u r u l m   y a p 1l a m a d 1	 K h  n g     b   n h   n  n   k h  n g   t h   c  i   t 	 M e m o r i   t i d a k   c u k u p ,   p e n g i n s t a l a n   g a g a l 	 I n g a t a n   t i d a k   m e n c u k u p i ,   p e m a s a n g a n   g a g a l 	 	*	0	M	/	>	*	M	
 $	  .	G	.	K	0	@	,   		8	M		I	2	  	8	+	2	  0	9	>		 	 	 	 N i n c s   e l e g e n d Q  m e m  r i a ,   s i k e r t e l e n   t e l e p  t  s 	 	 	 	 O n v o l d o e n d e   g e h e u g e n ,   i n s t a l l a t i e   m i s l u k t 	 	 	 M e m o r i e   i n s u f i c i e n t ,   i n s t a l a r e   n e r e u _i t 	 	 	     ,     	 	 	 -'A8G  F''A  '3*  F5(  F'EHAB  (H/	 	 	 									  						,   						  				  							 	 	 	 	 	 	 	 	 O n v o l d o e n d e   g e h e u e ,   i n s t a l l a s i e   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M e m o r i a   i n s u f i c i e n t e ,   l a   i n s t a l a c i  n   h a   f a l l a d o 	 	 M e m  r i a   i n s u f i c i e n t e ,   a   i n s t a l a   o   f a l h o u 
 
 S T R _ I D _ F O N T _ M G R _ A C T I V A T E _ Q U E R Y 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   p o p u p   t o   q u e r y   u s e r ' s   o p t i o n   t o   a c t i v a t e   t h e   i n s t a l l e d   f o n t 	 A c t i v a t e   t h e   f o n t ? 	 _U(uW[W	 /T(uW[W	 @432-L+#7-D!H? 	  D e s e a   a c t i v a r   l a   f u e n t e ? 	 A c t i v e r   l a   p o l i c e   ? 	 S c h r i f t a r t   a k t i v i e r e n ? 	 :B828@>20BL  H@8DB? 	 	 *F4J7  'D.7	 A c t i v a r   o   t i p o   d e   l e t r a ? 	 Y a z 1t i p i   e t k i n l e _t i r i l s i n   m i ? 	 B t   p . c h ? 	 A k t i f k a n   f o n t ? 	 A k t i f k a n   f o n ? 	 +	I	(	M		  	K	  8		M	0	?	/	  	0	G		? 	 	 	 	 A k t i v  l j a   a   b e t qk  s z l e t e t ? 	 	 	 	 L e t t e r t y p e   a c t i v e r e n ? 	 	 	 A c t i v a ci   f o n t u l ? 	 	 	     ? 	 	 	 BDE  A9'D  4H/	 	 	 				  						  						? 	 	 	 	 	 	 	 	 	 A k t i v e e r   d i e   l e t t e r t i p e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  A c t i v a r   l a   f u e n t e ? 	 	 A t i v a r   a   f o n t e ? 
 
 S T R _ I D _ F O N T _ M G R _ L I S T _ F O N T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   m e n u   l i s t   t o   l i s t   t h e   f o n t 	 F o n t 	 W[W	 W[W	 -L	 F u e n t e 	 P o l i c e 	 S c h r i f t a r t 	 (@8DB	 	 'D.7	 T i p o   d e   l e t r a 	 Y a z 1t i p i 	 P . c h 	 F o n t 	 F o n 	 +	I	(	M			 	 	 	 B e t qk  s z l e t 	 	 	 	 L e t t e r t y p e 	 	 	 F o n t 	 	 	 	 	 	 BDE	 	 	 				  	 	 	 	 	 	 	 	 	 L e t t e r t i p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F u e n t e 	 	 F o n t e 
 
 S T R _ I D _ F O N T _ M G R _ U N I N S T A L L _ Q U E R Y 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   p o p u p   t o   q u e r y   u s e r   t o   u n i n s t a l l   t h e   s e l e c t e d   f o n t 	 U n i n s t a l l   t h e   f o n t ? 	 ydW[W	 ydW[W	 -2#41I-L+#7-D!H? 	  D e s e a   d e s i n s t a l a r   l a   f u e n t e ? 	 D  s i n s t a l l e r   l a   p o l i c e   ? 	 S c h r i f t a r t   d e i n s t a l l i e r e n ? 	 #40;8BL  H@8DB? 	 	 %2'D)  *+(J*  'D.7	 D e s i n s t a l a r   o   t i p o   d e   l e t r a ? 	 Y a z 1t i p i   k a l d 1r 1l s 1n   m 1? 	 G   b   c  i   t   p . c h ? 	 H a p u s   i n s t a l a n   f o n t ? 	 N y a h p a s a n g   f o n ? 	 +	I	(	M		  	K	  	(			8	M		I	2	  	0	G		? 	 	 	 	 E l t  v o l  t j a   a   b e t qk  s z l e t e t ? 	 	 	 	 L e t t e r t y p e   v e r w i j d e r e n ? 	 	 	 D e z i n s t a l a ci   f o n t u l ? 	 	 	     ? 	 	 	 F5(  BDE  ~'  4H/	 	 	 				  								  						? 	 	 	 	 	 	 	 	 	 D e  n s t a l l e e r   d i e   l e t t e r t i p e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  A c t i v a r   l a   f u e n t e ? 	 	 D e s i n s t a l a r   a   f o n t e ? 
 
 S T R _ I D _ F O N T _ M G R _ R E A C H _ M A X _ F O N T _ N U M 	 F o n t M a n a g e r 	 6 	 s t r i n g   u s e   o n   p o p u p   t o   i n d i c a t e   u s e r   t h a t   t o o   m a n y   f o n t     h a s   b e e n   i n s t a l l e d 	 T o o   m a n y   f o n t s ,   i n s t a l l a t i o n   f a i l e d . 	 [݈W[W]T
NP[݈1YWe	 [ňW[W]
NP[ň1Y%	 -L!2@4D  2#41I%I!@+%'	 D e m a s i a d a s   f u e n t e s .   E r r o r   d e   i n s t a l a c i  n . 	 T r o p   d e   p o l i c e s ,    c h e c   d e   l ' i n s t a l l a t i o n . 	 Z u   v i e l e   S c h r i f t a r t e n ,   I n s t a l l a t i o n   f e h l g e s c h l a g e n . 	 !;8H:><  <=>3>  H@8DB>2,   2  CAB0=>2:5  >B:070=>. 	 	 JH,/  'D9/J/  EF  'D.7H7,   A4D  'D*+(J*. 	 D e m a s i a d o s   t i p o s   d e   l e t r a .   A   i n s t a l a   o   f a l h o u . 	  o k   f a z l a   y a z 1t i p i   v a r ,   k u r u l u m   y a p 1l a m a d 1. 	 Q u    n h i u   p . c h   n n   k h  n g   t h   c  i   t . 	 T e r l a l u   b a n y a k   f o n t ,   p e n g i n s t a l a n   g a g a l . 	 T e r l a l u   b a n y a k   f o n ,   p e m a s a n g a n   g a g a l . 	 ,	9	A	$	  	'	?		  +	I	(	M		  9	H		,   	(			8	M		I	2	  	0	(	>	  	8	+	2	  0	9	>	d		 	 	 	 T  l   s o k   b e t qk  s z l e t ,   s i k e r t e l e n   t e l e p  t  s . 	 	 	 	 T e   v e e l   l e t t e r t y p e s ,   i n s t a l l a t i e   m i s l u k t 	 	 	 P r e a   m u l t e   f o n t u r i ,   i n s t a l a r e   n e r e u _i t . 	 	 	     ,     . 	 	 	 *9/'/  BDE  .D  2'/  '3*  F5(  F'EHAB  (H/. 	 	 	 				  				  				,   						  				  							 	 	 	 	 	 	 	 	 T e   v e e l   l e t t e r t i p e s ,   i n s t a l l a s i e   h e t   m i s l u k . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e m a s i a d a s   f u e n t e s ,   l a   i n s t a l a c i  n   h a   f a l l a d o . 	 	 M u i t a s   f o n t e s ,   a   i n s t a l a   o   f a l h o u . 
 
 S T R _ I D _ F O N T _ M G R _ A D D _ N E W _ F O N T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   m e n u   l i s t   t o   a d d   n e w   f o n t 	 A d d   n e w   f o n t 	 eXW[W	 eXW[W	 @4H!-LC+!H	 A g r e g a r   n u e v a   f u e n t e 	 A j o u t e r   u n e   n o u v e l l e   p o l i c e 	 N e u e   S c h r i f t a r t   h i n z u f  g e n 	 >1028BL  =>2K9  H@8DB	 	 %6'A)  .7  ,/J/	 A d i c i o n a r   n o v o   t i p o   d e   l e t r a 	 Y e n i   f o n t   e k l e 	 T h  m   p . c h   m i 	 T a m b a h   f o n t   b a r u 	 T a m b a h   f o n   b a r u 	 (		  +	I	(	M		  	K	!	<	G			 	 	 	  j   b e t qk  s z l e t   h o z z  a d  s a 	 	 	 	 N i e u w   l e t t e r t y p e   t o e v o e g e n 	 	 	 A d u g a r e   f o n t   n o u 	 	 	     	 	 	 'A2H/F  BDE  ,//	 	 	 				  				  					  					 	 	 	 	 	 	 	 	 V o e g   n u w e   l e t t e r t i p e   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   n u e v a   f u e n t e 	 	 A d i c i o n a r   n o v a   f o n t e 
 
 S T R _ I D _ F O N T _ M G R _ I N S T A L L E D _ F O N T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   p o p u p   t o   i n d i c a t e   u s e   t h a t   t h e   s e l e c t e d   f o n t   i s   a l r e a d y   i n s t a l l e d . 	 F o n t   i s   a l r e a d y   i n s t a l l e d . 	 @bxW[W][݈	 @b	W[W][ň	 -L41ID'IA%I'	 L a   f u e n t e   y a   e s t    i n s t a l a d a . 	 C e t t e   p o l i c e   e s t   d  j    i n s t a l l  e . 	 S c h r i f t a r t   i s t   b e r e i t s   i n s t a l l i e r t . 	 (@8DB  C65  CAB0=>2;5=. 	 	 'D.7  E+(*  ('DA9D. 	 O   t i p o   d e   l e t r a   j    e s t    i n s t a l a d o . 	 Y a z 1t i p i   z a t e n   k u r u l u . 	 P . c h      c   c  i   t . 	 F o n t   t e l a h   t e r i n s t a l . 	 F o n   s u d a h   d i p a s a n g . 	 +	I	(	M		  *	9	2	G	  8	G	  		8	M		I	2	  9	H	d		 	 	 	 A   b e t qk  s z l e t   m  r   t e l e p  t v e   v a n . 	 	 	 	 L e t t e r t y p e   i s   a l   g e  n s t a l l e e r d . 	 	 	 F o n t u l   e s t e   d e j a   i n s t a l a t . 	 	 	     . 	 	 	 BDE  '2~4  F5(  4/G. 	 	 	 				  									  						  			  						 	 	 	 	 	 	 	 	 L e t t e r t i p e   i s   r e e d s   g e  n s t a l l e e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   f u e n t e   y a   e s t    i n s t a l a d a . 	 	 A   f o n t e   j    e s t    i n s t a l a d a . 
 
 S T R _ I D _ F O N T _ M G R _ I N S T A L L E D _ F O N T _ R E M O V E D 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   o n   p o p u p   t o   i n f o r m   u s e r   t h a t   t h e   i n s t a l l e d   f o n t   i s   r e m o v e d 	 I n s t a l l e d   f o n t   i s   r e m o v e d . 	 @b[݈W[W]yd	 @b[ňW[W]yd	 -L5H41I9%	 L a   f u e n t e   i n s t a l a d a   s e   q u i t  . 	 L a   p o l i c e   i n s t a l l  e   e s t   s u p p r i m  e . 	 I n s t a l l i e r t e   S c h r i f t a r t   w i r d   e n t f e r n t . 	 #AB0=>2;5==K9  H@8DB  C40;5=. 	 	 *E*  %2'D)  *+(J*  'D.7. 	 T i p o   d e   l e t r a   r e m o v i d o . 	 K u r u l u   y a z 1t i p i   k a l d 1r 1l d 1. 	 P . c h   v a   c  i   t      b   x  a . 	 F o n t   t e r i n s t a l   d i h a p u s . 	 F o n   y a n g   d i p a s a n g   t e l a h   d i k e l u a r k a n . 	 		8	M		I	2	  +	I	(	M		  	K	  9		>	  &	?	/	>	  	/	>	d		 	 	 	 A   t e l e p  t e t t   b e t qk  s z l e t   e l t  v o l  t  s r a   k e r  l . 	 	 	 	 G e  n s t a l l e e r d   l e t t e r t y p e   i s   v e r w i j d e r d 	 	 	 F o n t u l   i n s t a l a t   e s t e   e l i m i n a t . 	 	 	     . 	 	 	 BDE  F5(  4/G  ~'  4/. 	 	 	 						  			  				  				  				  						 	 	 	 	 	 	 	 	 G e  n s t a l l e e r d e   l e t t e r t i p e   i s   v e r w y d e r . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   f u e n t e   i n s t a l a d a   s e   h a   e l i m i n a d o . 	 	 A   f o n t e   i n s t a l a d a   f o i   r e m o v i d a . 
 
 S T R _ I D _ F O N T _ M G R _ U N I N S T A L L _ F A I L 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   o n   p o p u p   t o   h i n t   u s e r   t h e   f o n t   i s   n o t   i n s t a l l e d 	 T h e   f o n t   i s   n o t   i n s t a l l e d . 	 @bxW[W]yd	 @b	W[W]yd	 -LD!H941I	 L a   f u e n t e   n o   e s t    i n s t a l a d a . 	 L a   p o l i c e   n ' e s t   p a s   i n s t a l l  e . 	 D i e   S c h r i f t a r t   i s t   n i c h t   i n s t a l l i e r t 	 (@8DB  =5  CAB0=>2;5=. 	 	 'D.7  :J1  E+(*. 	 O   t i p o   d e   l e t r a   n  o   e s t    i n s t a l a d o . 	 Y a z 1t i p i   k u r u l u   d e i l . 	 P . c h   c h a   c   c  i   t . 	 F o n t   b e l u m   t e r i n s t a l . 	 F o n   t i d a k   d i p a s a n g . 	 +	I	(	M		  		8	M	
 	I	2	  (	9	@		  9	H	d		 	 	 	 A   b e t qk  s z l e t   n i n c s   t e l e p  t v e . 	 	 	 	 H e t   l e t t e r t y p e   i s   n i e t   g e  n s t a l l e e r d 	 	 	 F o n t u l   n u   e s t e   i n s t a l a t . 	 	 	     . 	 	 	 BDE  F5(  F4/G  '3*. 	 	 	 						  						  			  				 	 	 	 	 	 	 	 	 D i e   l e t t e r t i p e   i s   n i e   g e  n s t a l l e e r   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   f u e n t e   n o   e s t    i n s t a l a d a . 	 	 A   f o n t e   n  o   e s t    i n s t a l a d a . 
 
 S T R _ G L O B A L _ R E S E N D 	 G L O B A L 	 I C O N T E X T ,   I C O N B A R 	 G l o b a l   S t r i n g -   R e s e n d 	 R e s e n d 	 ͑	 ͑S	 *HC+!H	 R e e n v i a r 	 R e n v o y e r 	 N o c h m a l s   s e n d e n 	 B?@028BL  ?>2B>@=>	 	 %9'/)  'D%13'D	 R e e n v i a r 	 Y e n i d e n   g  n d e r 	 G i   l i 	 K i r i m   u l a n g 	 H a n t a r   s e m u l a 	 +	?	0	  8	G	  -	G		G			 	 	 	  j r a k  l d  s 	 	 	 	 O p n i e u w   v e r z e n d e n 	 	 	 R e t r i m i t e r e 	 	 	   	 	 	 '13'D  E,//	 	 	 						  							 	 	 	 	 	 	 	 	 S t u u r   w e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e e n v i a r 	 	 R e e n v i a r 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E 1 	 G P S 	 I C O N T E X T 	 A G P S   S e t t i n g 	 P r o f i l e 1 	 -[j N	 nch N	 B#D%L1 	 P e r f i l 1 	 P r o f i l e 1 	 P r o f i l   1 	 @>D8;L1 	 	 'DH69  1 	 P e r f i l   1 	 P r o f i l 1 	 C u   h  n h   1 	 P r o f i l 1 	 P r o f i l 1 	 *	M	0	K	+	>		2	1 	 	 	 	 P r o f i l 1 	 	 	 	 P r o f i e l 1 	 	 	 P r o f i l 1 	 	 	 1 	 	 	 ~1HA'D1 	 	 	 										 	 	 	 	 	 	 	 	 P r o f i e l   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l 1 	 	 P e r f i l 1 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E 2 	 G P S 	 I C O N T E X T 	 A G P S   S e t t i n g 	 P r o f i l e 2 	 -[jN	 nchN	 B#D%L2 	 P e r f i l 2 	 P r o f i l e 2 	 P r o f i l   2 	 @>D8;L2 	 	 'DH69  2 	 P e r f i l   2 	 P r o f i l 2 	 C u   h  n h   2 	 P r o f i l 2 	 P r o f i l 2 	 *	M	0	K	+	>		2	2 	 	 	 	 P r o f i l 2 	 	 	 	 P r o f i e l 2 	 	 	 P r o f i l 2 	 	 	 2 	 	 	 ~1HA'D2 	 	 	 										 	 	 	 	 	 	 	 	 P r o f i e l   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l 2 	 	 P e r f i l 2 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E 3 	 G P S 	 I C O N T E X T 	 A G P S   S e t t i n g 	 P r o f i l e 3 	 -[j	N	 nch	N	 B#D%L3 	 P e r f i l 3 	 P r o f i l e 3 	 P r o f i l   3 	 @>D8;L3 	 	 'DH69  3 	 P e r f i l   3 	 P r o f i l 3 	 C u   h  n h   3 	 P r o f i l 3 	 P r o f i l 3 	 *	M	0	K	+	>		2	3 	 	 	 	 P r o f i l 3 	 	 	 	 P r o f i e l 3 	 	 	 P r o f i l 3 	 	 	 3 	 	 	 ~1HA'D3 	 	 	 										 	 	 	 	 	 	 	 	 P r o f i e l   3 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l 3 	 	 P e r f i l 3 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E 4 	 G P S 	 I C O N T E X T 	 A G P S   S e t t i n g 	 P r o f i l e 4 	 -[jV	 nchV	 B#D%L4 	 P e r f i l 4 	 P r o f i l e 4 	 P r o f i l   4 	 @>D8;L4 	 	 'DH69  4 	 P e r f i l   4 	 P r o f i l 4 	 C u   h  n h   4 	 P r o f i l 4 	 P r o f i l 4 	 *	M	0	K	+	>		2	4 	 	 	 	 P r o f i l 4 	 	 	 	 P r o f i e l 4 	 	 	 P r o f i l 4 	 	 	 4 	 	 	 ~1HA'D4 	 	 	 										 	 	 	 	 	 	 	 	 P r o f i e l   4 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l 4 	 	 P e r f i l 4 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E 5 	 G P S 	 I C O N T E X T 	 A G P S   S e t t i n g 	 P r o f i l e 5 	 -[jN	 nchN	 B#D%L5 	 P e r f i l 5 	 P r o f i l e 5 	 P r o f i l   5 	 @>D8;L5 	 	 'DH69  5 	 P e r f i l   5 	 P r o f i l 5 	 C u   h  n h   5 	 P r o f i l 5 	 P r o f i l 5 	 *	M	0	K	+	>		2	5 	 	 	 	 P r o f i l 5 	 	 	 	 P r o f i e l 5 	 	 	 P r o f i l 5 	 	 	 5 	 	 	 ~1HA'D5 	 	 	 										 	 	 	 	 	 	 	 	 P r o f i e l   5 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P e r f i l 5 	 	 P e r f i l 5 
 
 S T R _ I D _ G P S _ S E T T I N G _ A G P S _ P R O F I L E _ I N V A L I D _ D A T A _ A C C O U N T 	 G P S 	 P O P U P 	 I n v a l i d   d a t a   a c c o u n t 	 I n v a l i d   d a t a   a c c o u n t 	 !qHev3^_ǌe	 eHevpenc^7b	 1

5I-!9%D!H9I-	 C u e n t a   d e   d a t o s   n o   v  l i d a 	 C o m p t e   d e   d o n n  e s   i n v a l i d e 	 U n g  l t i g e s   D a t e n k o n t o 	 525@=0O  CG5B=0O  70?8AL	 	 -3'(  'D(J'F'*  :J1  5'D-	 C o n t a   d e   d a d o s   i n v  l i d a 	 G e  e r s i z   v e r i   h e s a b 1	 T . k h o n   d . l i u   k . h p   l 	 A c c o u n t   d a t a   t i d a k   v a l i d 	 A k a u n   d a t a   t i d a k   s a h 	 	.	>	(	M	
 /	  !	G		>	  		>						 	 	 	  r v  n y t e l e n   a d a t f i  k 	 	 	 	 O n g e l d i g   g e g e v e n s a c c o u n t 	 	 	 C o n t   i n v a l i d   d e   d a t e 	 	 	       	 	 	 '4*1'  /'/G  '  F'E9*(1  '3*	 	 	 								  				  								 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a r e k e n i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   c u e n t a   d e   d a t o s   n o   e s   v  l i d a 	 	 C o n t a   d e   d a d o s   i n v  l i d a 
 
 S T R _ I M E _ P E N _ I N P U T _ S T Y L E _ V K _ Q W E R T Y 	 I n p u t M e t h o d 	 I C O N T E X T 	 S t r i n g   f o r   i n p u t   s t y l e 	 Q W E R T Y   v i r t u a l   k e y b o a r d 	 Q W E R T Y uv	 Q W E R T Y .v	 AI4!L@*!7-  Q W E R T Y   	 T e c l a d o   v i r t u a l   Q W E R T Y 	 C l a v i e r   v i r t u e l   Q W E R T Y 	 V i r t u e l l e   Q W E R T Y - T a s t a t u r   ( f o r   G e r m a n   k e y b o a r d   i t   s h o u l d   b e   " Q W E R T Z - T a s t a t u r "   i n s t e a d   -   p l e a s e   c h e c k ) 	 8@BC0;L=0O  Q W E R T Y - :;0280BC@0	 	 DH-)  'DEA'*J-  'D'A*1'6J)  Q W E R T Y 	 T e c l a d o   Q W E R T Y   v i r t u a l 	 Q W E R T Y   s a n a l   k l a v y e 	 B  n   p h  m   o   Q W E R T Y 	 K e y b o a r d   Q W E R T Y   v i r t u a l 	 P a p a n   k e k u n c i   m a y a   Q W E R T Y 	 Q W E R T Y   5	0	M		A		2	  	@	,	K	0	M	!		 	 	 	 Q W E R T Y   v i r t u  l i s   b i l l e n t y qz e t 	 	 	 	 V i r t u e e l   Q W E R T Y - t o e t s e n b o r d 	 	 	 T a s t a t u r   v i r t u a l   Q W E R T Y 	 	 	   Q W E R T Y   	 	 	 5A-G  D/  E,'2  Q W E R T Y 	 	 	 Q W E R T Y   									  		- 						 	 	 	 	 	 	 	 	 Q W E R T Y   v i r t u e l e   t o e t s b o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a d o   Q W E R T Y   v i r t u a l 	 	 T e c l a d o   v i r t u a l   Q W E R T Y 
 
 S T R _ I M E _ P E N _ I N P U T _ S T Y L E _ V K _ A L P H A N U M E R I C 	 I n p u t M e t h o d 	 I C O N T E X T 	 S t r i n g   f o r   i n p u t   s t y l e 	 A l p h a n u m e r i c   v i r t u a l   k e y b o a r d 	 W[kxeW[uv	 W[kpeW[.v	 AI4!L@*!7-A1'-1)#A%01'@%	 T e c l a d o   v i r t u a l   a l f a n u m  r i c o 	 C l a v i e r   v i r t u e l   a l p h a n u m  r i q u e 	 V i r t u e l l e   a l p h a n u m e r i s c h e   T a s t a t u r 	 8@BC0;L=0O  0;D028B=>- F8D@>20O  :;0280BC@0	 	 DH-)  'DEA'*J-  'D'A*1'6J)  'DG,'&J)  'D9//J)	 T e c l a d o   a l f a n u m  r i c o   v i r t u a l 	 A l f a n  m e r i k   s a n a l   k l a v y e 	 B  n   p h  m   o   c h   s 	 K e y b o a r d   a l f a n u m e r i k   v i r t u a l 	 P a p a n   k e k u n c i   m a y a   a n g k a   a b j a d 	 	2	M	
 +	>	(	M	
 /	A	.	G	0	?		  5	0	M		A		2	  	@	,	K	0	M	!		 	 	 	 A l f a n u m e r i k u s   v i r t u  l i s   b i l l e n t y qz e t 	 	 	 	 V i r t u e e l   a l f a n u m e r i e k   t o e t s e n b o r d 	 	 	 T a s t a t u r   v i r t u a l   a l f a n u m e r i c 	 	 	     	 	 	 5A-G  D/  E,'2  'DA('  9//	 	 	 				  	  						  						  									  		- 						 	 	 	 	 	 	 	 	 A l f a n u m e r i e s e ,   v i r t u e l e   t o e t s b o r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e c l a d o   a l f a n u m  r i c o   v i r t u a l 	 	 T e c l a d o   v i r t u a l   a l f a n u m  r i c o 
 
 S T R _ I M E _ P E N _ I N P U T _ S T Y L E _ H W 	 I n p u t M e t h o d 	 I C O N T E X T 	 S t r i n g   f o r   h a n d w r i t i n g 	 H a n d w r i t i n g 	 Kb[	 KbQ	 %2"!7-	 E s c r i t u r a   a   m a n o 	  c r i t u r e   m a n u s c r i t e 	 H a n d s c h r i f t 	  C:>?8AL	 	 'DC*'()  'DJ/HJ)	 E s c r i t a   m a n u a l 	 E l   y a z 1s 1	 C h   v i t   t a y 	 T u l i s a n   t a n g a n 	 T u l i s a n   t a n g a n 	 9	8	M	
 $	2	G			 	 	 	 K  z  r  s 	 	 	 	 H a n d s c h r i f t 	 	 	 S c r i s   d e   m  n 	 	 	   	 	 	 /3*.7	 	 	 					  					 	 	 	 	 	 	 	 	 H a n d s k r i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s c r i t u r a   m a n u a l 	 	 M a n u s c r i t o 
 
 S T R _ I D _ I D L E _ N E W _ M M S _ M S G S 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   M M S   m e s s a g e s "   ( P l u r a l i t y ) 	 n e w   m m s   m e s s a g e s 	 \eYZԚ
o`	 \ei_O	 I-'2!  M M S   C+!H	 n u e v o s   m e n s a j e s   m m s 	 n o u v e a u x   m e s s a g e s   m m s 	 N e u e   M M S - N a c h r i c h t e n 	 =>2K5  M M S   A>>1I5=8O	 	 13'&D  M M S   ,/J/)	 n o v a s   m e n s a g e n s   m m s 	 y e n i   m m s   m e s a j l a r 1	 c  c   t i n   m m s   m i 	 p e s a n   m m s   b a r u 	 m e s e j   m m s   b a r u 	 (		  m m s   8		&	G	6		 	 	 	  j   m m s    z e n e t e k 	 	 	 	 n i e u w e   m m s - b e r i c h t e n 	 	 	 m e s a j e   n o i   m m s 	 	 	   M M S   	 	 	 ~'EG'  m m s   ,//	 	 	 				  						  							 	 	 	 	 	 	 	 	 n u w e   m m s - b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n u e v o s   m e n s a j e s   m m s 	 	 n o v a s   m e n s a g e n s   m m s 
 
 S T R _ I D _ I D L E _ N E W _ M M S _ M S G 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   M M S   m e s s a g e "   ( S i g u l a r ) 	 n e w   m m s   m e s s a g e 	 \eYZԚ
o`	 \ei_O	 I-'2!  M M S   C+!H	 n u e v o   m e n s a j e   m m s 	 n o u v e a u   m e s s a g e   m m s 	 N e u e   M M S - N a c h r i c h t 	 =>2>5  M M S   A>>1I5=85	 	 13'D)  M M S   ,/J/)	 n o v a   m e n s a g e m   m m s 	 y e n i   m m s   m e s a j 1	 t i n   m m s   m i 	 p e s a n   m m s   b a r u 	 m e s e j   m m s   b a r u 	 (	/	>	  m m s   8		&	G	6		 	 	 	  j   m m s    z e n e t 	 	 	 	 n i e u w   m m s - b e r i c h t 	 	 	 m e s a j   n o u   m m s 	 	 	   M M S   	 	 	 ~'E  m m s   ,//	 	 	 				  						  							 	 	 	 	 	 	 	 	 n u w e   m m s - b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n u e v o   m e n s a j e   m m s 	 	 n o v a   m e n s a g e m   m m s 
 
 S T R _ I D _ I D L E _ N E W _ S M S _ M S G S 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   n e w   t e x t   m e s s a g e s "   ( P l u r a l i t y ) 	 n e w   t e x t   m e s s a g e s 	 \e!|
	 \ewO	 I-'2!1'-1)#C+!H	 n u e v o s   m e n s a j e s   d e   t e x t o 	 n o u v e a u x   m e s s a g e s   t e x t e 	 N e u e   T e x t n a c h r i c h t e n 	 =>2K5  B5:AB>2K5  A>>1I5=8O	 	 13'&D  F5J)  ,/J/)	 n o v a s   m e n s a g e n s   d e   t e x t o 	 y e n i   m e t i n   m e s a j l a r 1	 c  c   t i n   n h n   v n   b n   m i 	 p e s a n   t e k s   b a r u 	 m e s e j   t e k s   b a r u 	 (		  *	>	 	M	/	  8		&	G	6		 	 	 	  j   s z  v e g e s    z e n e t e k 	 	 	 	 n i e u w e   t e k s t b e r i c h t e n 	 	 	 m e s a j e   n o i   t e x t 	 	 	     	 	 	 ~'EG'  E*F  ,//	 	 	 				  						  							 	 	 	 	 	 	 	 	 n u w e   t e k s b o o d s k a p p e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n u e v o s   m e n s a j e s   d e   t e x t o 	 	 n o v a s   m e n s a g e n s   d e   t e x t o 
 
 S T R _ I D _ I D L E _ N E W _ S M S _ M S G 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   n e w   t e x t   m e s s a g e "   ( S i g u l a r ) 	 n e w   t e x t   m e s s a g e 	 \e!|
	 \ewO	 I-'2!1'-1)#C+!H	 n u e v o   m e n s a j e   d e   t e x t o 	 n o u v e a u   m e s s a g e   t e x t e 	 N e u e   T e x t n a c h r i c h t 	 =>2>5  B5:AB>2>5  A>>1I5=85	 	 13'D)  F5J)  ,/J/)	 n o v a   m e n s a g e m   d e   t e x t o 	 y e n i   m e t i n   m e s a j 1	 t i n   n h n   v n   b n   m i 	 p e s a n   t e k s   b a r u 	 m e s e j   t e k s   b a r u 	 (	/	>	  *	>	 	M	/	  8		&	G	6		 	 	 	  j   s z  v e g e s    z e n e t 	 	 	 	 n i e u w   t e k s t b e r i c h t 	 	 	 m e s a j   n o u   t e x t 	 	 	     	 	 	 ~'E  E*F  ,//	 	 	 				  						  							 	 	 	 	 	 	 	 	 n u w e   t e k s b o o d s k a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 n u e v o   m e n s a j e   d e   t e x t o 	 	 n o v a   m e n s a g e m   d e   t e x t o 
 
 S T R _ I D _ I D L E _ M I S S E D _ C A L L S 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 3   m i s s e d   c a l l s "   ( P l u r a l i t y ) 	 m i s s e d   c a l l s 	 *gcq	 *gc5u݋	 *2"5H%2	 l l a m a d a s   p e r d i d a s 	 a p p e l s   m a n q u  s 	 V e r p a s s t e   A n r u f e 	 ?@>?CI5==K5  2K7>2K	 	 EC'DE'*  DE  J1/  9DJG'	 c h a m a d a s   n  o   a t e n d i d a s 	 k a y 1p   a r a m a l a r 	 c  c   c u c   g i   n h 	 p a n g g i l a n   t i d a k   t e r j a w a b 	 p a n g g i l a n   t i d a k   d i t e r i m a 	 	B		@	  	I	2	G			 	 	 	 n e m   f o g a d o t t   h  v  s o k 	 	 	 	 g e m i s t e   g e s p r e k k e n 	 	 	 a p e l u r i   r a t a t e 	 	 	     	 	 	 *E'3G'  (  ~'3.	 	 	 			  			 	 	 	 	 	 	 	 	 o p r o e p e   g e m i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 l l a m a d a s   p e r d i d a s 	 	 c h a m a d a s   p e r d i d a s 
 
 S T R _ I D _ I D L E _ M I S S E D _ C A L L 	 I d l e 	 T E X T ,   I C O N T E X T 	 S u f f i x   s t r i n g   o f   " 1   m i s s e d   c a l l "   ( S i n g u l a r ) 	 m i s s e d   c a l l 	 *gcq	 *gc5u݋	 *2"5H%2	 l l a m a d a   p e r d i d a 	 a p p e l   m a n q u  	 V e r p a s s t e r   A n r u f 	 ?@>?CI5==K9  2K7>2	 	 EC'DE)  DE  J1/  9DJG'	 c h a m a d a   n  o   a t e n d i d a 	 k a y 1p   a r a m a 	 c u c   g i   n h 	 p a n g g i l a n   t i d a k   t e r j a w a b 	 p a n g g i l a n   t i d a k   d i t e r i m a 	 	B		@	  	I	2		 	 	 	 n e m   f o g a d o t t   h  v  s 	 	 	 	 g e m i s t   g e s p r e k 	 	 	 a p e l   r a t a t 	 	 	     	 	 	 *E'3  (  ~'3.	 	 	 			  			 	 	 	 	 	 	 	 	 o p r o e p   g e m i s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 l l a m a d a   p e r d i d a 	 	 c h a m a d a   p e r d i d a 
 
 S T R _ I D _ I D L E _ F A N C Y _ H A N D S E T _ L O C K 	 I d l e 	 T E X T ,   I C O N T E X T 	 P r e s s   a n d   h o l d   t o   u n l o c k 	 P r e s s   a n d   h o l d   t o   u n l o c k 	 	cOO㉖	c㉖	 	cOO	c	 @7H-%%G-	 P r e s i o n e   p a r a   d e s b l o q u e a r 	 A p p u y e z   p o u r   d  v e r r o u i l l e r 	 D r  c k e n ,   u m   f r e i z u g e b e n 	 06<8B5  8  C45@68209B5  4;O  @071;>:8@>20=8O	 	 '6:7  D%D:'!  'DBAD	 P r i m a   p a r a   d e s b l o q u e a r 	 K i l i d i   k a l d 1r m a k   i  i n   b a s 1n 	 B m     m   k h  a 	 T e k a n   u n t u k   m e n g a k t i f k a n 	 T e k a n   u n t u k   b u k a 	 	(	2	I		  	0	(	G	  	G	  2	?		  &	,	>				 	 	 	 N y o m j a   m e g   a   k i o l d  s h o z 	 	 	 	 D r u k   o m   d e   d e b l o k k e r e n 	 	 	 A p s a ci   p e n t r u   d e b l o c a r e 	 	 	     	 	 	 (1'  BAD  4'  A4'1  /G/	 	 	 				  				  			  				 	 	 	 	 	 	 	 	 D r u k   o m   t e   o n t s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e s i o n a r   p a r a   d e s b l o q u e a r 	 	 P r e s s i o n e   p a r a   d e s b l o q u e a r 
 
 V A P P _ C U B E _ V I P _ C O N T A C E _ T I T L E _ T E X T 	 I d l e 	 T I T L E 	 3 d   c u b e   s t r i n g 	 V I P   C o n t a c t s 	 V I P   oa}N	 V I P   T|N	 #2"
7H-  V I P   	 C o n t a c t o s   V I P 	 C o n t a c t s   V I P 	 V I P - K o n t a k t e 	 V I P   :>=B0:BK	 	 ,G'*  'D'*5'D  'DG'E)	 C o n t a c t o s   V I P 	 V I P   K i _i l e r 	 S   l i  n   l c   V I P 	 K o n t a k   V I P 	 K e n a l a n   V I P 	 5	@			*	@	  8		*	0	M			 	 	 	 V I P   p a r t n e r e k 	 	 	 	 V I P - c o n t a c t e n 	 	 	 C o n t a c t e   V I P 	 	 	     " 	 	 	 E.'7(G'  EGE	 	 	 						  									  								 	 	 	 	 	 	 	 	 B B P - k o n t a k t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n t a c t o s   i m p o r t a n t e s 	 	 C o n t a t o s   V I P 
 
 V A P P _ H S _ S T R _ P H O T O _ A D D _ P H O T O 	 I d l e 	 T E X T 	 A   h i n t   t o   a d d   p h o t o 	 A d d   p h o t o 	 ReQgqGr	 mRgqGr	 @4H! 2H2"	 A g r e g a r   f o t o g r a f  a 	 A j o u t e r   u n e   p h o t o 	 F o t o   h i n z u f  g e n 	 >1028BL  D>B>	 	 %6'A)  5H1)	 A d i c i o n a r   f o t o 	 F o t o r a f   e k l e 	 T h  m   n h   c h p 	 T a m b a h   f o t o 	 T a m b a h   f o t o 	 +	K		K	  	K	!	<	G			 	 	 	 F o t    h o z z  a d  s a 	 	 	 	 F o t o   t o e v o e g e n 	 	 	 A d u g a r e   f o t o 	 	 	   	 	 	 'A2H/F  93	 	 	 			  					  					 	 	 	 	 	 	 	 	 V o e g   f o t o   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   f o t o 	 	 A d i c i o n a r   f o t o 
 
 V A P P _ H S _ S T R _ W G _ T O D O _ N O _ E V E N T S 	 I d l e 	 P O P U P 	 t h e r e   i s   n o t   a n y   e v e n t s   i n   c a l e n d a r 	 N o   e v e n t s 	 !qNN	 eNN	 D!H!5@+82#L	 N o   h a y   e v e n t o s 	 P a s   d '  v  n e m e n t 	 K e i n e   E r e i g n i s s e 	 5B  A>1KB89	 	 D'  *H,/  #-/'+	 S e m   e v e n t o s 	 O l a y   y o k 	 K . c    s   k i n 	 T i d a k   a d a   a k t i v i t a s 	 T i a d a   a c a r a 	 	K		  		(	>			  (	9	@			 	 	 	 N i n c s   e s e m  n y 	 	 	 	 G e e n   g e b e u r t e n i s s e n 	 	 	 N i c i u n   e v e n i m e n t 	 	 	   	 	 	 G  1H/'/  H,H/  F/'1/	 	 	 			  				  				 	 	 	 	 	 	 	 	 G e e n   g e b e u r t e n i s s e   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   h a y   e v e n t o s 	 	 N e n h u m   e v e n t o 
 
 V A P P _ H S _ S T R _ W G _ N E X T _ A L A R M 	 I d l e 	 T I T L E 	 N e x t   A l a r m 	 N e x t   a l a r m 	  gяv'4	  gяv	 %8#1I1D	 A l a r m a   s i g u i e n t e 	 P r o c h a i n e   a l a r m e 	 N  c h s t e r   A l a r m 	 !;54CNI89  A83=0;  B@52>38	 	 'DEF(G  'D*'DJ	 A l a r m e   s e g u i n t e 	 S o n r a k i   a l a r m 	 B . t h c   k   t i p 	 A l a r m   b e r i k u t n y a 	 L o c e n g   s e l a n j u t n y a 	 		2	>	  	2	>	0	M	.		 	 	 	 K  v e t k e z Q   b r e s z t  s 	 	 	 	 V o l g e n d e   w e k t i j d 	 	 	 A l a r m   n o u 	 	 	   	 	 	 2F  G4/'1  (9/	 	 	 							  							 	 	 	 	 	 	 	 	 V o l g e n d e   a l a r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i g u i e n t e   a l a r m a 	 	 P r  x i m o   a l a r m e 
 
 V A P P _ H S _ S T R _ W G _ E V E N T _ I N B O X 	 I d l e 	 T I T L E 	 E v e n t   I n b o x 	 E v e n t   i n b o x 	 NN6eN{	 NN6eN{	 %H-2@I2@+82#L	 B a n d e j a   d e   e n t r a d a   d e   e v e n t o s 	 B o  t e   d e   r  c e p t i o n    v  n e m e n t 	 E r e i g n i s - P o s t e i n g a n g 	 /I8:  2E>4OI8E  A>1KB89	 	 5F/HB  H'1/  'D#-/'+	 C a i x a   d e   e n t r a d a   d e   e v e n t o s 	 O l a y   g e l e n   k u t u s u 	 H p   t h   s   k i n 	 K o t a k   m a s u k   a k t i v i t a s 	 K o t a k   m a s u k   a c a r a 	 		(	>	  	(	,	I		M	
 8		 	 	 	 B e  r k e z e t t   e s e m  n y    z e n e t e k 	 	 	 	 P o s t v a k   i n   v o o r   g e b e u r t e n i s s e n 	 	 	 I n b o x   e v e n i m e n t 	 	 	     	 	 	 1./'/G'  /1'A*	 	 	 					  							 	 	 	 	 	 	 	 	 G e b e u r t e n i s - i n b u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B a n d e j a   d e   e n t r a d a   d e   e v e n t o s 	 	 C a i x a   d e   e n t r a d a   d e   e v e n t o 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ D I S P L A Y _ S E T T I N G 	 I d l e 	 I C O N T E X T ,   T I T L E 	 D i s p l a y   S e t t i n g s 	 D i s p l a y   s e t t i n g s 	 o:y-[	 >f:yn	 2#1IH2+I2-	 C o n f i g u r a c i  n   d e   l a   p a n t a l l a 	 P a r a m  t r e s   d ' a f f i c h a g e 	 A n z e i g e e i n s t e l l u n g e n 	 0@0<5B@K  48A?;5O	 	 %9/'/'*  'D916	 D e f i n i   e s   d e   e x i b i   o 	 G  r  n t  l e m e   a y a r l a r 1	 C  i   t   h i n   t h 	 P e n g a t u r a n   t a m p i l a n 	 P e n g e s e t a n   p a p a r a n 	 8	G		?			M	
 8	  &	0	M	6	>				 	 	 	 K i j e l z Q  b e  l l  t  s a i 	 	 	 	 B e e l d i n s t e l l i n g e n 	 	 	 S e t r i   a f i _a r e 	 	 	   	 	 	 *F8JEG'  FE'J41	 	 	 							  						 	 	 	 	 	 	 	 	 S k e r m i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a c i  n   d e   p a n t a l l a 	 	 C o n f i g u r a   e s   d e   e x i b i   o 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ T Y P E 	 I d l e 	 I C O N T E X T 	 t y p e   o f   c l o c k   w i d g e t 	 T y p e 	 ^W	 {|W	 #0@ 	 T i p o 	 T y p e 	 T y p 	 "8?	 	 'DFH9	 T i p o 	 T  r 	 L o i 	 J e n i s 	 J e n i s 	 *	M	0		>	0		 	 	 	 T  p u s 	 	 	 	 T y p e 	 	 	 T i p 	 	 	 	 	 	 FH9	 	 	 				 	 	 	 	 	 	 	 	 S o o r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o 	 	 T i p o 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ S E T T I N G 	 I d l e 	 T I T L E 	 C l o c k   S e t t i n g 	 W i d g e t   c l o c k   s e t t i n g s 	 BfCQN-[	 eCQNn	 2#1IH22,42'4@G	 C o n f i g u r a c i  n   d e l   r e l o j   d e   w i d g e t 	 R  g l a g e   d e   l ' h o r l o g e   w i d g e t 	 W i d g e t - U h r - E i n s t e l l u n g e n 	 0@0<5B@K  G0A>2  28465B0	 	 %9/'/'*  'D3'9)  'DHJ/,*	 D e f i n i   e s   d e   w i d g e t   d e   r e l  g i o 	 P a r  a c 1k   s a a t   a y a r l a r 1	 C  i   t   n g   h   w i d g e t 	 P e n g a t u r a n   j a m   w i d g e t 	 P e n g e s e t a n   j a m   w i d g e t 	 5	?		G		  	M	
 2	I		  8	G		?			M	
 8		 	 	 	 M i n i a l k a l m a z  s    r a b e  l l  t  s o k 	 	 	 	 W i d g e t   m e t   k l o k i n s t e l l i n g e n 	 	 	 S e t r i   w i d g e t   c e a s 	 	 	     w i d g e t 	 	 	 *F8EG'  H,*  3'9*	 	 	 					  				  						 	 	 	 	 	 	 	 	 H u l p t u i g   s e   h o r l o s i e - i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 W i d g e t   d e   l a   c o n f i g u r a c i  n   d e l   r e l o j 	 	 C o n f i g u r a   e s   d e   r e l  g i o   w i d g e t 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ T Y P E _ E C D E M I C 	 I d l e 	 C 0 5 7 _ 1 	 c l o c k   t y p e ,   e c d e m i c 	 E c d e m i c 	 pu0W	 _0W	 @5H"'1B#	 E c d  m i c o 	 E c d  m i q u e 	 E c d e m i c   ( n o   t r a n s l a t i o n   a v a i l a b l e ) 	 5<5AB=>5	 	 'D#,F(J)	 E x t e r n o 	 D 1_  k a y n a k l 1	 N c   n g o  i 	 I n t e r n a s i o n a l 	 E k d e m i k 	 ,	>	9	0	@		 	 	 	 E g y e t e m i 	 	 	 	 E c d e m i s c h 	 	 	 R e g i o n a l 	 	 	 	 	 	 :1(HE	 	 	 								 	 	 	 	 	 	 	 	 E k d e m i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R e g i o n a l 	 	 E c d  m i c o 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ T Y P E _ L O C A L 	 I d l e 	 C 0 5 7 _ 1 	 c l o c k   t y p e ,   l o c a l 	 L o c a l 	 ,g0W	 ,g0W	 I-4H	 L o c a l 	 L o c a l 	 L o k a l 	 5AB=>5	 	 E-DJ)	 L o c a l 	 Y e r e l 	 T r o n g   n c 	 L o k a l 	 T e m p a t a n 	 8	M	
 %	>	(	@	/		 	 	 	 H e l y i 	 	 	 	 L o k a a l 	 	 	 L o c a l 	 	 	 	 	 	 E-D	 	 	 								 	 	 	 	 	 	 	 	 P l a a s l i k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L o c a l 	 	 L o c a l 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ T Y P E _ D U A L 	 I d l e 	 C 0 5 7 _ 1 	 c l o c k   t y p e ,   d u a l   m o d e 	 D u a l 	 ٖ0W	 S0W	 9H	 D u a l 	 D o u b l e 	 D u a l 	 2>9=>5	 	 E2/H,)	 D u p l o 	 0k i l i 	 K i u   k  p 	 G a n d a 	 D w i 	 &	K	9	0	>		 	 	 	 K e t t Qs 	 	 	 	 D u b b e l 	 	 	 D u a l 	 	 	 	 	 	 /H*'	 	 	 						 	 	 	 	 	 	 	 	 T w e e l e d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D u a l 	 	 D u a l 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ S T Y L E 	 I d l e 	 I C O N T E X T 	 c l o c k   s t y l e 	 S t y l e 	 #j_	 7h_	 *D%L	 E s t i l o 	 S t y l e 	 A r t 	 !B8;L	 	 'D#3DH(	 E s t i l o 	 S t i l 	 K i u 	 G a y a 	 G a y a 	 6	H	2	@		 	 	 	 S t  l u s 	 	 	 	 S t i j l 	 	 	 S t i l 	 	 	 	 	 	 3(	 	 	 					 	 	 	 	 	 	 	 	 S t y l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s t i l o 	 	 E s t i l o 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ S T Y L E _ A N A L O G 	 I d l e 	 C 0 5 7 _ 1 	 c l o c k   a n a l o g   s y t l e   1 	 A n a l o g   1 	 !jdBf1 	 !jbe1 	 -2%G-  1 	 A n a l  g i c o   1 	 A n a l o g i q u e   1 	 A n a l o g   1 	 =0;>3  1 	 	 *F'81J)  1 	 A n a l  g i c o   1 	 A n a l o g   1 	 A n a l o g   1 	 A n a l o g   1 	 A n a l o g   1 	 	(	>	2	I		  1 	 	 	 	 A n a l  g   1 	 	 	 	 A n a l o o g   1 	 	 	 A n a l o g i c   1 	 	 	   1 	 	 	 "F'DH  1 	 	 	 										 	 	 	 	 	 	 	 	 A n a l o o g   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n a l  g i c o   1 	 	 A n a l  g i c o   1 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ S T Y L E _ A N A L O G 2 	 I d l e 	 C 0 5 7 _ 1 	 c l o c k   a n a l o g   s t y l e   2 	 A n a l o g   2 	 !jdBf2 	 !jbe2 	 -2%G-  2 	 A n a l  g i c o   2 	 A n a l o g i q u e   2 	 A n a l o g   2 	 =0;>3  2 	 	 *F'81J)  2 	 A n a l  g i c o   2 	 A n a l o g   2 	 A n a l o g   2 	 A n a l o g   2 	 A n a l o g   2 	 	(	>	2	I		  2 	 	 	 	 A n a l  g   2 	 	 	 	 A n a l o o g   2 	 	 	 A n a l o g i c   2 	 	 	   2 	 	 	 "F'DH  2 	 	 	 										 	 	 	 	 	 	 	 	 A n a l o o g   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A n a l  g i c o   2 	 	 A n a l  g i c o   2 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ S T Y L E _ D I G I T A L 	 I d l e 	 C 0 5 7 _ 1 	 c l o c k   d i g i t a l   s t y l e 	 D i g i t a l 	 xeW[Bf	 peW[e	 44-%	 D i g i t a l 	 N u m  r i q u e 	 D i g i t a l 	 25AB8  <8@>2>5  2@5<O	 	 1BEJ)	 D i g i t a l 	 D i j i t a l 	 S 	 D i g i t a l 	 D i g i t a l 	 !	?		<	?		2		 	 	 	 D i g i t  l i s 	 	 	 	 D i g i t a a l 	 	 	 D i g i t a l 	 	 	 	 	 	 /J,J*'D	 	 	 								 	 	 	 	 	 	 	 	 D i g i t a a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D i g i t a l 	 	 D i g i t a l 
 
 V A P P _ H S _ S T R _ C L O C K _ S T R _ S E T _ W C 	 I d l e 	 I C O N T E X T 	 e n t e r   w o r l d   c l o c k 	 E n t e r   W o r l d   c l o c k 	 2eQNLuBf	 ۏeQNLue	 @I2*9H2,42B%	 E s p e c i f i c a r   r e l o j   i n t e r n a c i o n a l 	 S a i s i r   h o r l o g e   d u   m o n d e 	 W e l t u h r   e i n g e b e n   ( c o u l d   a l s o   b e   " W e l t u h r   a u f r u f e n " ,   i f   " e n t e r "   m e a n s   " a c c e s s "   i n   t h i s   c a s e ) 	 ><0H=89  M:@0=	 	 /.HD  %DI  'D*HBJ*  'D9'DEJ	 E n t r a r   n o   r e l  g i o   u n i v e r s a l 	 D  n y a   s a a t i n i   g i r i n 	 T r u y   c p   n g   h   t h   g i i 	 B u k a   J a m   d u n i a 	 M a s u k   j a m   D u n i a 	 5	?	6	M	
 5	  	!	<	@	  !	>	2	G			 	 	 	 V i l  g  r a   m e g n y i t  s a 	 	 	 	 N a a r   w e r e l d k l o k 	 	 	 I n t r o d u c e r e   o r   u n i v e r s a l 	 	 	     	 	 	 H'1/1/F  3'9*  ,G'F	 	 	 											  			  						  					 	 	 	 	 	 	 	 	 V o e r   W  r e l d h o r l o s i e   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n g r e s a r   a   R e l o j   m u n d i a l 	 	 I n s e r i r   r e l  g i o   m u n d i a l 
 
 V A P P _ C U B E _ H O M E _ T I T L E _ T E X T 	 I d l e 	 T I T L E 	 H o m e   s c r e e n   t i t l e   i n   t h e   c u b e 	 H o m e   s c r e e n 	 __jkub	 _:g;ub	 +I2-+%1	 P a n t a l l a   d e   i n i c i o 	  c r a n   d ' a c c u e i l 	 A n f a n g s b i l d s c h i r m 	 A5  ?5A=8	 	 'D4'4)  'D1&J3J)	 E c r    p r i n c i p a l 	 A n a   e k r a n 	 M  n   h  n h   c h 	 L a y a r   a w a l 	 S k r i n   u t a m a 	 9	K	.	  8	M	
 	M	0	@	(		 	 	 	 I n d u l    k  p e r n y Q	 	 	 	 H o o f d s c h e r m 	 	 	 E c r a n   d e   p o r n i r e 	 	 	   	 	 	 5A-G  '5D	 	 	 											 	 	 	 	 	 	 	 	 T u i s s k e r m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P a n t a l l a   p r i n c i p a l 	 	 T e l a   H o m e 
 
 S T R _ I D _ M E D P L Y _ A L L _ S O N G S 	 M E D P L Y 	 T I T L E 	 A l l   s o n g s 	 A l l   s o n g s 	 hQLkf	 hQLkf	 @%1I+!	 T o d a s   l a s   c a n c i o n e s 	 T o u t e s   l e s   c h a n s o n s 	 A l l e   L i e d e r 	 @B8ABK	 	 ,EJ9  'D#:'FJ	 T o d a s   a s   m  s i c a s 	 T  m   _a r k 1l a r 	 M i   b  i   h  t 	 S e m u a   l a g u 	 S e m u a   l a g u 	 8	-	@	  	>	(	G		 	 	 	  s s z e s   d a l 	 	 	 	 A l l e   l i e d e r e n 	 	 	 T o a t e   m e l o d i i l e 	 	 	   	 	 	 GEG  "GF  G'	 	 	 		  						 	 	 	 	 	 	 	 	 A l l e   l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d a s   l a s   c a n c i o n e s 	 	 T o d a s   a s   m  s i c a s 
 
 S T R _ I D _ M E D P L Y _ A R T I S T S 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 A r t i s t s 	 A r t i s t s 	 ݅S[	 z/g[	 (4%4	 A r t i s t a s 	 A r t i s t e s 	 K  n s t l e r 	 @B8ABK	 	 'DAF'FHF	 A r t i s t a s 	 S a n a t  1l a r 	 C a   s )	 A r t i s 	 A r t i s 	 	2	>		>	0		 	 	 	 E l Qa d  k 	 	 	 	 A r t i e s t e n 	 	 	 A r t i _t i 	 	 	 	 	 	 GF1EF/'F	 	 	 							 	 	 	 	 	 	 	 	 K u n s t e n a a r s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A r t i s t a s 	 	 A r t i s t a s 
 
 S T R _ I D _ M E D P L Y _ A L B U M S 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 A l b u m s 	 A l b u m s 	 \/	 N	 -1%1I!	  l b u m e s 	 A l b u m s 	 A l b e n 	 ;L1><K	 	 'D#D(HE'*	  l b u n s 	 A l b  m l e r 	 A l b u m 	 A l b u m 	 A l b u m 	 	2	M	
 ,	.		 	 	 	 A l b u m o k 	 	 	 	 A l b u m s 	 	 	 A l b u m e 	 	 	 	 	 	 "D(HE  G'	 	 	 									 	 	 	 	 	 	 	 	 A l b u m s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  l b u m e s 	 	  l b u n s 
 
 S T R _ I D _ M E D P L Y _ G E N R E S 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 G e n r e s 	 G e n r e s 	 Am>m	 Am>m	 A'@%	 G  n e r o s 	 G e n r e s 	 G a t t u n g e n 	 0=@K	 	 'D#FH'9	 G  n e r o s 	 T a r z l a r 	 T h   l o i 	 G e n r e 	 G e n r e 	 	G	(	0	M	8		 	 	 	 M qf a j o k 	 	 	 	 G e n r e s 	 	 	 G e n u r i 	 	 	 	 	 	 'F1G'	 	 	 							  				 	 	 	 	 	 	 	 	 G e n r e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G  n e r o s 	 	 G  n e r o s 
 
 S T R _ I D _ M E D P L Y _ P L A Y L I S T S 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 P l a y l i s t s 	 P l a y l i s t s 	 d>enU	 d>eRh	 @%"L%4*L	 L i s t a s   d e   r e p r o d u c c i  n 	 L i s t e s   d e   l e c t u r e 	 W i e d e r g a b e l i s t e n 	 !?8A:8  2>A?@>872545=8O	 	 BH'&E  'D*4:JD	 L i s t a s   d e   r e p r o d u   o 	  a l m a   l i s t e l e r i 	 D . s  c h   n h c 	 D a f t a r   l a g u 	 S e n a r a i   m a i n a n 	 *	M	
 2	G	2	?	8	M	
 		 	 	 	 J  t  k l i s t  k 	 	 	 	 A f s p e e l l i j s t e n 	 	 	 L i s t e   d e   r e d a r e 	 	 	   	 	 	 AG13*G'  ~.4	 	 	 					  							 	 	 	 	 	 	 	 	 S p e e l l y s t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a s   d e   r e p r o d u c c i  n 	 	 L i s t a s   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ A L L _ V I D E O S 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 A l l   v i d e o s 	 A l l   v i d e o s 	 hQ萖;	 hQƉ	 '45B-1I+!	 T o d o   l o s   v  d e o s 	 T o u t e s   l e s   v i d  o s 	 A l l e   V i d e o s 	 A5  2845>	 	 ,EJ9  EDA'*  'DAJ/JH	 T o d o s   o s   v  d e o s 	 T  m   v i d e o l a r 	 M i   v i d e o 	 S e m u a   v i d e o 	 S e m u a   v i d e o 	 8	-	@	  5	@	!	?	/	K		 	 	 	  s s z e s   v i d e  	 	 	 	 A l l e   v i d e o ' s 	 	 	 T o a t e   c l i p u r i l e   v i d e o 	 	 	     	 	 	 GEG  ADEG'	 	 	 		  						 	 	 	 	 	 	 	 	 A l l e   v i d e o ' s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d o s   l o s   v i d e o s 	 	 T o d o s   o s   v  d e o s 
 
 S T R _ I D _ M E D P L Y _ K U R O _ S T O R E 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 K u r o   s t o r e s 	 K u r o   s t o r e s 	 wjFU^	 wPNFU^	 #I2  K u r o   	 A l m a c e n e s   K u r o 	 M a g a s i n s   K u r o 	 K u r o - G e s c h  f t e   ( I   a m   n o t   s u r e   o f   t h i s   t r a n s l a t i o n ) 	 03078=K  K u r o 	 	 E*',1  CH1H	 L o j a s   K u r o 	 K u r o   m a a z a l a r 1	 K h o   n h c   K u r o 	 K u r o   s t o r e 	 K e d a i   K u r o 	 	A	0	K	  8	M	
 	K	0	M	8		 	 	 	 K u r o    z l e t e k 	 	 	 	 K u r o w i n k e l s 	 	 	 M a g a z i n e   K u r o 	 	 	   K u r o 	 	 	 A1H4'GG'  K u r o 	 	 	 			  						 	 	 	 	 	 	 	 	 K u r o - w i n k e l s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i e n d a s   K u r o 	 	 L o j a s   K u r o 
 
 S T R _ I D _ M E D P L Y _ S T R E A M I N G _ L I N K S 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 S t r e a m i n g   l i n k s 	 S t r e a m i n g   l i n k s 	 AmZԚ	 AmZSO	 %4L*#5!!4H	 V  n c u l o s   d e   t r a n s m i s i  n   s e   s e c u e n c i a s 	 L i e n s   v e r s   d e s   c o n t e n u s   m u l t i m  d i a 	 D a t e n s t r o m l i n k s 	 !AK;:8  =0  B@0=A;OF8N	 	 1H'(7  'D*4:JD	 L i n k s   d e   t r a n s m i s s  o 	 C a n l 1  y a y 1n   b a l a n t 1l a r 1	 T r . t i   c  c   n g   l i n k 	 L i n k   s t r e a m i n g 	 P a u t a n   p e n s t r i m a n 	 8	M	
 	M	0	@	.	?			  2	?			M	
 8		 	 	 	 A d a t f o l y a m   h i v a t k o z  s o k 	 	 	 	 L i n k s t r e a m i n g 	 	 	 L i n k u r i   r e d a t e    n   f l u x 	 	 	   	 	 	 ~HF/G'  ,'1	 	 	 					  			  					 	 	 	 	 	 	 	 	 S t r o m e n d e   s k a k e l s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E n l a c e s   d e   t r a n s m i s i  n 	 	 L i n k s   d e   t r a n s m i s s  o   c o n t  n u a 
 
 S T R _ I D _ M E D P L Y _ R E F R E S H _ L I B 	 M E D P L Y 	 I C O N T E X T 	 R e f r e s h   l i b r a r y 	 R e f r e s h   l i b r a r y 	 feZԚ^	 feZSO^	 #5@#
D%#2#5	 A c t u a l i z a r   b i b l i o t e c a 	 R  a c t u a l i s e r   l a   b i b l i o t h  q u e 	 B i b l i o t h e k   a k t u a l i s i e r e n 	 1=>28BL  181;8>B5:C	 	 *-/J+  'DEC*()	 A c t u a l i z a r   a   b i b l i o t e c a 	 K i t a p l 11  y e n i l e 	 C p   n h t   t h   v i n 	 R e f r e s h   p e r p u s t a k a a n 	 S e g a r   s e m u l a   p u s t a k a 	 2	>		,	M	0	G	0	@	  	K	  0	?	+	M	0	G	6	  	0	G			 	 	 	 K  n y v t  r   f r i s s  t  s e 	 	 	 	 B i b l i o t h e e k   v e r v e r s e n 	 	 	 R e  m p r o s p t a r e   b i b l i o t e c 	 	 	   	 	 	 ('2"H1  "14H	 	 	 									  							  					 	 	 	 	 	 	 	 	 V e r f r i s   b i b l i o t e e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A c t u a l i z a r   b i b l i o t e c a 	 	 A t u a l i z a r   b i b l i o t e c a 
 
 S T R _ I D _ M E D P L Y _ A D D F R M _ F L O D E R 	 M E D P L Y 	 I C O N T E X T 	 A d d   f r o m   f o l d e r 	 A d d   f r o m   f o l d e r 	 _jHhmR	 NeNmR	 @4H!2B%@-#L	 A g r e g a r   d e s d e   o t r a   c a r p e t a 	 A j o u t e r   d e p u i s   l e   d o s s i e r 	 V o n   O r d n e r   h i n z u f  g e n 	 >1028BL  87  ?0?:8	 	 %6'A)  EF  E,D/	 A d i c i o n a r   a   p a r t i r   d e   p a s t a 	 K l a s  r d e n   e k l e 	 T h  m   t   t h   m c 	 T a m b a h   d a r i   f o l d e r 	 T a m b a h   d a r i   f o l d e r 	 +	K	2	M	
 !	0	  8	G	  	K	!	<	G			 	 	 	 H o z z  a d  s   m a p p  b  l 	 	 	 	 U i t   m a p   t o e v o e g e n 	 	 	 A d u g a r e   d i n   f o l d e r 	 	 	   	 	 	 'A2H/F  '2  ~H4G	 	 	 							  				  					  					 	 	 	 	 	 	 	 	 V o e g   b y   v a n u i t   l  e r g i d s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   d e   l a   c a r p e t a 	 	 A d i c i o n a r   d a   p a s t a 
 
 S T R _ I D _ M E D P L Y _ R E M O V E _ A L L 	 M E D P L Y 	 I C O N T E X T 	 R e m o v e   a l l 	 R e m o v e   a l l 	 ydhQ	 ydhQ	 %1I+!	 Q u i t a r   t o d o 	 S u p p r i m e r   t o u t 	 A l l e s   e n t f e r n e n 	 #40;8BL  2A5	 	 %2'D)  'DCD	 R e m o v e r   t u d o 	 T  m  n    k a l d 1r 	 X  a   t t   c 	 H a p u s   s e m u a 	 K e l u a r k a n   s e m u a 	 8	-	@	  9		>				 	 	 	  s s z e s   e l t  v o l  t  s a 	 	 	 	 A l l e s   v e r w i j d e r e n 	 	 	 E l i m i n a r e   t o a t e 	 	 	   	 	 	 ~'C  C1/F  GEG	 	 	 		  					  						 	 	 	 	 	 	 	 	 V e w y d e r   a l l e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l i m i n a r   t o d o 	 	 R e m o v e r   t o d o s 
 
 S T R _ I D _ M E D P L Y _ U S E _ A S 	 M E D P L Y 	 I C O N T E X T ,   T I T L E 	 U s e   a s 	 U s e   a s 	 (u\O	 (u\O	 C
I@G	 U s a r   c o m o 	 U t i l i s e r   c o m m e 	 V e r w e n d e n   a l s 	 A?>;L7>20BL  :0:	 	 J3*./E  C@	 U t i l i z a r   c o m o 	 K u l l a n m a   t  r  	 D  n g   l  m 	 G u n a k a n   s e b a g a i 	 G u n a   s e b a g a i 	 	G	  0	B	*	  .	G		  	8	M	
 $	G	.	>	2	  	0	G			 	 	 	 H a s z n  l a t   m  s k  n t 	 	 	 	 G e b r u i k e n   a l s 	 	 	 U t i l i z a r e   c a 	 	 	   	 	 	 '3*A'/G  (9FH'F	 	 	 							  				  						 	 	 	 	 	 	 	 	 G e b r u i k   a s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U s a r   c o m o 	 	 U s a r   c o m o 
 
 S T R _ I D _ M E D P L Y _ A D D T O _ P L S T 	 M E D P L Y 	 I C O N T E X T 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 mR0Rd>enU	 mR0Rd>eRh	 @4H!%C@%"L%4*L	 A g r e g a r   a   l i s t a   d e   r e p r o d u c c i  n 	 A j o u t e r      l a   l i s t e   d e   l e c t u r e 	 Z u r   W i e d e r g a b e l i s t e   h i n z u f  g e n 	 >1028BL  2  A?8A>:  2>A?@>872545=8O	 	 %6'A)  %DI  B'&E)  'D*4:JD	 A d i c i o n a r      l i s t a   d e   r e p r o d u   o 	  a l m a   l i s t e s i n e   e k l e 	 T h  m   v  o   d . s  c h   n h c 	 T a m b a h k a n   k e   d a f t a r   l a g u 	 T a m b a h   k e   s e n a r a i   m a i n a n 	 *	M	
 2	G	2	?	8	M	
 	  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a   j  t  k l i s t  h o z 	 	 	 	 A a n   a f s p e e l l i j s t   t o e v o e g e n 	 	 	 A d u g a r e   l a   l i s t a   d e   r e d a r e 	 	 	     	 	 	 'A2H/F  (G  AG13*  ~.4	 	 	 					  							  					  					 	 	 	 	 	 	 	 	 V o e g   b y   s p e e l l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   a   l i s t a   d e   r e p r o d u c c i  n 	 	 A d i c i o n a r      l i s t a   d e   r e p r o d u   o 
 
 S T R _ I D _ M E D P L Y _ M A R K S V R 	 M E D P L Y 	 I C O N T E X T 	 M a r k   s e v e r a l 	 M a r k   s e v e r a l 	 jYP	 hY*N	 3@#7H-+!2"+%2"#2"2#	 M a r c a r   v a r i o s 	 M a r q u e r   p l u s i e u r s 	 M e h r e r e   m a r k i e r e n 	 ><5B8BL  =5:>B>@K5	 	 *-/J/  'D(96	 M a r c a r   v  r i a s 	 B i r d e n    o k   i _a r e t l e 	  n h   d u   v  i   m c 	 T a n d a i   b e b e r a p a 	 T a n d a   b e b e r a p a 	 	A		  *	0	  (	?	6	>	(	  2		>				 	 	 	 T  b b   k i j e l  l  s e 	 	 	 	 D i v e r s e   m a r k e r e n 	 	 	 M a r c a r e   c  t e v a 	 	 	   	 	 	 9D'E*0'1  F/EH1/	 	 	 						  							  					 	 	 	 	 	 	 	 	 M e r k   v e r s k e i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a r   v a r i o s 	 	 M a r c a r   v  r i o s 
 
 S T R _ I D _ M E D P L Y _ E D I T _ A L B U M 	 M E D P L Y 	 I C O N T E X T 	 E d i t   a l b u m   i m a g e 	 E d i t   a l b u m   i m a g e 	 }/\/\b	 N\b	 AID 2-1%1I!	 E d i t a r   i m a g e n   d e l    l b u m 	  d i t e r   u n e   i m a g e   d ' a l b u m 	 A l b u m b i l d   b e a r b e i t e n 	  540:B8@>20BL  87>1@065=85  0;L1><0	 	 *-1J1  5H1)  'D#D(HE	 E d i t a r   i m a g e m   d o    l b u m 	 A l b u m   r e s m i n i   d  z e n l e 	 S a   n h   a l b u m 	 E d i t   f o t o   a l b u m 	 E d i t   i m e j   a l b u m 	 	2	M	
 ,	.	  	G	  	?	$	M	0	  	K	  8		*	>	&	?	$	  	0	G			 	 	 	 A l b u m k  p   s z e r k e s z t  s e 	 	 	 	 A l b u m a f b e e l d i n g   b e w e r k e n 	 	 	 E d i t a r e   i m a g i n e   a l b u m 	 	 	     	 	 	 H1'4  *5H1  "D(HE	 	 	 										  			  								  					 	 	 	 	 	 	 	 	 W y s i g   a l b u m a f b e e l d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d i f i c a r   i m a g e n   d e l    l b u m 	 	 E d i t a r   i m a g e m   d e    l b u m 
 
 S T R _ I D _ M E D P L Y _ G O T O _ M A I N M E N U 	 M E D P L Y 	 I C O N T E X T 	 G o   t o   M a i n   m e n u 	 G o   t o   M a i n   m e n u 	 V0R;N܃U	 V0R;N܃US	 D5H@!9+%1	 I r   a l   m e n    p r i n c i p a l 	 A l l e r   a u   m e n u   p r i n c i p a l 	 Z u m   H a u o t m e n  	 5@59B8  2  3;02=>5  <5=N	 	 0G'(  %DI  'DB'&E)  'D1&J3J)	 I r   p a r a   o   m e n u   P r i n c i p a l 	 A n a   m e n  y e   g i t 	 V  o   m e n u   c h  n h 	 B u k a   M e n u   u t a m a 	 P e r g i   k e   m e n u   U t a m a 	 .	A		M	
 /	  .	G	(	M	
 /	B	  .	G		  	>				 	 	 	 U g r  s   a   f Qm e n  r e 	 	 	 	 N a a r   h o o f d m e n u 	 	 	 S a l t   l a   m e n i u l   p r i n c i p a l 	 	 	     	 	 	 1A*F  (G  EFH  '5D	 	 	 			  						  				 	 	 	 	 	 	 	 	 G a a n   n a   H o o f k i e s l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r   a   m e n    p r i n c i p a l 	 	 I r   a o   m e n u   p r i n c i p a l 
 
 S T R _ I D _ M E D P L Y _ F T E _ L O A D I N G 	 M E D P L Y 	 P O P U P 	 L o a d i n g 	 L o a d i n g 	 	eQ-N	 ck(WR}	 3%1B+%	 C a r g a n d o 	 C h a r g e m e n t   e n   c o u r s 	 W i r d   g e l a d e n 	 03@C7:0	 	 ,'1M  'D*-EJD	 A   c a r r e g a r 	 Y  k l e n i y o r 	 a n g   t i 	 M e m u a t 	 M e m u a t 	 2	K	!	  	0	  0	9	>	  9	H		 	 	 	 B e t  l t  s 	 	 	 	 B e z i g   m e t   l a d e n 	 	 	  n c r c a r e 	 	 	 	 	 	 /1-'D  ('1J1	 	 	 			  			  						 	 	 	 	 	 	 	 	 L a a i   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C a r g a n d o 	 	 C a r r e g a n d o 
 
 S T R _ I D _ M E D P L Y _ F T E _ S N A P S H O T 	 M E D P L Y 	 P O P U P 	 S n a p s h o t t i n g 	 S n a p s h o t t i n g 	 dSWGr-N	 *bSVGr-N	 H2"*AG
G-	 C r e a n d o   i n s t a n t  n e a 	 I n s t a n t a n  	 S c h n a p p s c h u s s 	 ><5=B0;L=K9  A=8<>:	 	 ,'1M  'D*B'7  5H1)	 A   c a p t u r a r 	 A n l 1k   g  r  n t    a l 1y o r 	 a n g   c h p   n h a n h 	 M e m o t r e t 	 M e m b u a t   s y o t   k i l a t 	 8	M	
 (	H	*	6	I		  2	G	  0	9	>	  9	H		 	 	 	 P i l l a n a t k  p - k  s z  t  s 	 	 	 	 B e z i g   e e n   m o m e n t o p n a m e   t e   m a k e n 	 	 	 F o t o   i n s t a n t a n e e 	 	 	   	 	 	 /1-'D  *5H1(1/'1  D-8G  '	 	 	 									  					 	 	 	 	 	 	 	 	 F l i t s b e e l d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o m a n d o   i m a g e n   i n s t a n t  n e a 	 	 O b t e n d o   i n s t a n t  n e o 
 
 S T R _ I D _ M E D P L Y _ F T E _ O P E N I N G 	 M E D P L Y 	 P O P U P 	 O p e n i n g 	 O p e n i n g 	 _U-N	 ck(W _/T	 3%1@4	 A b r i e n d o   	 O u v e r t u r e   e n   c o u r s 	 W i r d   g e  f f n e t 	 B:@KB85	 	 ,'1M  'DA*-	 A   a b r i r 	 A  1l 1y o r 	 a n g   m 	 M e m b u k a 	 M e m b u k a 	 	K	2	  0	9	>	  9	H		 	 	 	 M e g n y i t  s 	 	 	 	 B e z i g   m e t   o p e n e n 	 	 	 D e s c h i d e r e 	 	 	 	 	 	 /1-'D  ('21/F	 	 	 				  				 	 	 	 	 	 	 	 	 M a a k   t a n s   o o p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A b r i e n d o 	 	 A b r i n d o 
 
 S T R _ I D _ M E D P L Y _ F T E _ B T _ C O N N E C T 	 M E D P L Y 	 P O P U P 	 B T   c o n n e c t i n g 	 B T   c o n n e c t i n g 	 ͅYr#}-N	 ݄Yrޏ~-N	 3%1@
7H-!H-  B T   	 C o n e c t a d o   B T 	 c o n n e x i o n   B T   e n   c o u r s 	 B l u e t o o t h   w i r d   v e r b u n d e n 	 >4:;NG5=85  B T   	 	 ,'1M  'D'*5'D  9(1  B T 	 A   l i g a r   B T 	 B T   b a l a n t 1s 1  y a p 1l 1y o r 	 a n g   k t   n i   B T 	 B T   m e n y a m b u n g 	 M e n y a m b u n g   B T 	 B T   	(	G		M	
 	  	0	  0	9	>	  9	H		 	 	 	 B T   c s a t l a k o z  s 	 	 	 	 B T - v e r b i n d i n g   w o r d t   g e m a a k t 	 	 	 C o n e c t a r e   B T 	 	 	 B T   	 	 	 B T   /1-'D  '*5'D	 	 	 				  						 	 	 	 	 	 	 	 	 B T   v e r b i n d   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a n d o   B T 	 	 C o n e c t a n d o   B T 
 
 S T R _ I D _ M E D P L Y _ F T E _ R T P _ C O N N E C T 	 M E D P L Y 	 P O P U P 	 C o n n e c t i n g 	 C o n n e c t i n g 	 #P}-N	 ck(Wޏc	 3%1@
7H-!H-	 C o n e c t a n d o 	 C o n n e x i o n   e n   c o u r s 	 W i r d   v e r b u n d e n 	 !>548=5=85& 	 	 ,'1M  'D'*5'D	 A   l i g a r 	 B a l a n 1y o r 	 a n g   k t   n i 	 M e n y a m b u n g 	 M e n y a m b u n g 	 	(	G		M	
 	  	0	  0	9	>	  9	H		 	 	 	 C s a t l a k o z  s 	 	 	 	 V e r b i n d i n g   w o r d t   g e m a a k t 	 	 	 C o n e c t a r e 	 	 	 	 	 	 /1-'D  '*5'D	 	 	 							  			  						 	 	 	 	 	 	 	 	 V e r b i n d   t a n s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e c t a n d o 	 	 C o n e c t a n d o 
 
 S T R _ I D _ M E D P L Y _ A L L _ K U R O _ S O N G S 	 M E D P L Y 	 I C O N T E X T 	 A l l   K u r o   s o n g s 	 A l l   K u r o   s o n g s 	 hQwjLkf	 hQwPNLkf	 @%  K u r o   1I+!	 T o d a s   l a s   c a n c i o n e s   K u r o 	 T o u t e s   l e s   c h a n s o n s   K u r o 	 A l l e   K u r o - L i e d e r 	 A5  ?5A=8  K u r o   	 	 ,EJ9  #:'FJ  CH1H	 T o d a s   a s   m  s i c a s   K u r o 	 T  m   K u r o   _a r k 1l a r 1	 M i   b  i   h  t   K u r o 	 S e m u a   l a g u   K u r o 	 S e m u a   l a g u   K u r o 	 8	-	@	  	A	0	K	  	>	(	G		 	 	 	 M i n d e n   K u r o   s z  m 	 	 	 	 A l l e   K u r o l i e d e r e n 	 	 	 T o a t e   m e l o d i i l e   K u r o 	 	 	     K u r o 	 	 	 GEG  "GFG'  K u r o 	 	 	 		  			  						 	 	 	 	 	 	 	 	 A l l e   K u r o - l i e d j i e s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T o d a s   l a s   c a n c i o n e s   d e   K u r o 	 	 T o d a s   a s   m  s i c a s   K u r o 
 
 S T R _ I D _ S M S _ S I M 1 _ M E S S A G E S E T U P _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   s e t u p   m e n u   i t e m   s t r i n g 	 S I M 1   m e s s a g e   s e t t i n g s 	 S I M aS1 
o`-[	 S I M aS1 Oo`n	 2#1IH2I-'2!4!1 	 C o n f i g u r a c i  n   d e   m e n s a j e   S I M 1 	 P a r a m  t r e s   d u   m e s s a g e   S I M 1 	 S I M   1 - N a c h r i c h t e n e i n s t e l l u n g e n 	 0AB@>9:8  A>>1I.   S I M 1 	 	 %9/'/'*  13'&D  S I M 1 	 D e f i n i   e s   d e   m e n s a g e n s   d o   S I M 1 	 S I M 1   m e s a j   a y a r l a r 1	 C  i   t   t i n   n h n   S I M 1 	 P e n g a t u r a n   p e s a n   S I M 1 	 P e n g e s e t a n   m e s e j   S I M 1 	 S I M 1   8		&	G	6	  8	G		?			M	
 8		 	 	 	 S I M 1    z e n e t b e  l l  t  s o k 	 	 	 	 B e r i c h t i n s t e l l i n g e n   v a n   S I M 1 	 	 	 S e t r i   m e s a j e   S I M 1 	 	 	     S I M 1 	 	 	 *F8EG'  ~'E  S I M 1 	 	 	 				- 		  						  						 	 	 	 	 	 	 	 	 S I M 1 - b o o d s k a p i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a c i  n   d e   l o s   m e n s a j e   d e l   S I M 1 	 	 C o n f i g u r a   e s   d e   m e n s a g e m   d o   S I M 1 
 
 S T R _ I D _ S M S _ S I M 2 _ M E S S A G E S E T U P _ M E N U E N T R Y 	 S M S 	 T I T L E ,   I C O N T E X T 	 M e s s a g e   s e t u p   m e n u   i t e m   s t r i n g 	 S I M 2   m e s s a g e   s e t t i n g s 	 S I M aS2 
o`-[	 S I M aS2 Oo`n	 2#1IH2I-'2!4!2 	 C o n f i g u r a c i  n   d e   m e n s a j e   S I M 2 	 P a r a m  t r e s   d u   m e s s a g e   S I M 2 	 S I M   2 - N a c h r i c h t e n e i n s t e l l u n g e n 	 0AB@>9:8  A>>1I.   S I M 2 	 	 %9/'/'*  13'&D  S I M 2 	 D e f i n i   e s   d e   m e n s a g e n s   d o   S I M 2 	 S I M 2   m e s a j   a y a r l a r 1	 C  i   t   t i n   n h n   S I M 2 	 P e n g a t u r a n   p e s a n   S I M 2 	 P e n g e s e t a n   m e s e j   S I M 2 	 S I M 2   8		&	G	6	  8	G		?			M	
 8		 	 	 	 S I M 2    z e n e t b e  l l  t  s o k 	 	 	 	 B e r i c h t i n s t e l l i n g e n   v a n   S I M 2 	 	 	 S e t r i   m e s a j e   S I M 2 	 	 	     S I M 2 	 	 	 *F8EG'  ~'E  S I M 2 	 	 	 				- 		  						  						 	 	 	 	 	 	 	 	 S I M 2 - b o o d s k a p i n s t e l l i n g s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n f i g u r a c i  n   d e   l o s   m e n s a j e   d e l   S I M 2 	 	 C o n f i g u r a   e s   d e   m e n s a g e m   S I M 2 
 
 S T R _ I D _ S M S _ V M _ S I M 1 _ V M A I L _ M E N U E N T R Y 	 S M S 	 I C O N T E X T 	 V o i c e   M a i l   m e n u   i t e m   s t r i n g 	 S I M 1   v o i c e m a i l   s e r v e r 	 S I M aS1 O{	 S I M aS1 O{	 '-"L@!%@4#L@'-#L4!1 	 S e r v i d o r   d e   c o r r e o   d e   v o z   S I M 1 	 S e r v e u r   d u   c o u r r i e r   v o c a l   S I M 1 	 S I M   1 - V o i c e m a i l s e r v e r 	 !5@25@  3>;>A>2>9  ?>GBK  S I M 1   	 	 .'/E  (1J/  S I M 1   'D5H*J	 S e r v i d o r   d e   c o r r e i o   d e   v o z   d o   S I M 1 	 S I M 1   s e s l i   m e s a j   s u n u c u s u 	 M  y   c h   t h   t h o i   S I M 1 	 S e r v e r   p e s a n   s u a r a   S I M 1 	 P e l a y a n   m e l   s u a r a   S I M 1 	 S I M 1   5	I	/	8	.	G	2	  8	0	M	5	0		 	 	 	 S I M 1   h a n g p o s t a   s z e r v e r 	 	 	 	 V o i c e m a i l s e r v e r   v a n   S I M 1 	 	 	 S e r v e r   m e s a j e   v o c a l e   S I M 1 	 	 	       S I M 1 	 	 	 31H1  "H'F'EG  '  S I M 1 	 	 	 				- 		  				  			  								 	 	 	 	 	 	 	 	 S I M 1 - s t e m p o s b e d i e n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   d e   c o r r e o   d e   v o z   d e l   S I M 1 	 	 S e r v i d o r   d e   c o r r e i o   d e   v o z   d o   S I M 1 
 
 S T R _ I D _ S M S _ M O V E 	 S M S 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   P O P U P 	 M o v e   s t r i n g   f o r   F T E   t o o l b a r 	 M o v e 	 ,dy	 yR	 "I2"	 M o v e r 	 D  p l a c e r 	 V e r s c h i e b e n 	 5@5<5AB8BL	 	 FBD	 M o v e r 	 T a _1	 D i   c h u y n 	 P i n d a h 	 P i n d a h 	 8	M	
 %	>	(	  ,	&	2	G			 	 	 	  t h e l y e z 	 	 	 	 V e r p l a a t s e n 	 	 	 M u t a r e 	 	 	 	 	 	 ,'(,'J	 	 	 					 	 	 	 	 	 	 	 	 V e r s k u i f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o v e r 	 	 M o v e r 
 
 S T R _ I D _ S M S _ C O P Y 	 S M S 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   P O P U P 	 C o p y   s t r i n g   f o r   F T E   t o o l b a r 	 C o p y 	 	 
Y6R	 1%-	 C o p i a r 	 C o p i e r 	 K o p i e r e n 	 >?8@>20BL	 	 F3.	 C o p i a r 	 K o p y a l a 	 S a o   c h  p 	 S a l i n 	 S a l i n 	 	I	*	@	  	0	G			 	 	 	 M  s o l 	 	 	 	 K o p i  r e n 	 	 	 C o p i e r e 	 	 	 	 	 	 1HFH4*	 	 	 			  					 	 	 	 	 	 	 	 	 K o p i e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o p i a r 	 	 C o p i a r 
 
 S T R _ I D _ S M S _ V M _ S I M 2 _ V M A I L _ M E N U E N T R Y 	 S M S 	 I C O N T E X T 	 V o i c e   M a i l   m e n u   i t e m   s t r i n g 	 S I M 2   v o i c e m a i l   s e r v e r 	 S I M aS2 O{	 S I M aS2 O{	 '-"L@!%@4#L@'-#L4!2 	 S e r v i d o r   d e   c o r r e o   d e   v o z   S I M 2 	 S e r v e u r   d u   c o u r r i e r   v o c a l   S I M 2 	 S I M   2 - V o i c e m a i l s e r v e r 	 !>>1I5=85  ?>2@5645=>.   #40;8BL? 	 	 .'/E  (1J/  S I M 2   'D5H*J	 S e r v i d o r   d e   c o r r e i o   d e   v o z   d o   S I M 2 	 S I M 2   s e s l i   m e s a j   s u n u c u s u 	 M  y   c h   t h   t h o i   S I M 2 	 S e r v e r   p e s a n   s u a r a   S I M 2 	 P e l a y a n   m e l   s u a r a   S I M 2 	 S I M 2   5	I	/	8	.	G	2	  8	0	M	5	0		 	 	 	 S I M 2   h a n g p o s t a   s z e r v e r 	 	 	 	 V o i c e m a i l s e r v e r   v a n   S I M 2 	 	 	 S e r v e r   m e s a j e   v o c a l e   S I M 2 	 	 	       S I M 2 	 	 	 31H1  "H'F'EG  '  S I M 2 	 	 	 				- 		  				  			  								 	 	 	 	 	 	 	 	 S I M 2 - s t e m p o s b e d i e n e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e r v i d o r   d e   c o r r e o   d e   v o z   d e l   S I M 2 	 	 S e r v i d o r   d e   c o r r e i o   d e   v o z   d o   S I M 2 
 
 S T R _ I D _ S M S _ D E L _ C O R R U P T _ M S G _ Q U E R Y 	 S M S 	 P O P U P C O N F I R M 	 T h e   m e s s a g e   i s   c o r r u p t e d .   D e l e t e ? 	 T h e   m e s s a g e   i s   c o r r u p t e d .   D e l e t e ? 	 
o`]
dk/f&T*Rd	 Oo`]_ck/f&T Rd	 I-'2!@*5"+2"  %? 	 E l   m e n s a j e   e s t    d a  a d o .    D e s e a   e l i m i n a r l o ? 	 L e   m e s s a g e   e s t   c o r r o m p u .   L e   s u p p r i m e r   ? 	 D i e   N a c h r i c h t   i s t   b e s c h  d i g t .   L  s c h e n ? 	 52>7<>6=>  703@C78BL.   BACBAB2C5B  :0@B0  ?0<OB8	 	 'D13'D)  *'DA).   -0A	 A   m e n s a g e m   e s t    d a n i f i c a d a .   E l i m i n a r ? 	 M e s a j   b o z u k .   S i l i n s i n   m i ? 	 T i n   n h n   b   l i .   X  a ? 	 P e s a n   r u s a k .   H a p u s ? 	 M e s e j   i n i   t e r c e m a r .   H a p u s ? 	 /	9	  8		&	G	6	  	0	>	,	  9	K	  	/	>	  9	H	d	  .	?		>	  &	G		? 	 	 	 	 A z    z e n e t   s  r  l t .   T  r l i ? 	 	 	 	 H e t   b e r i c h t   i s   c o r r u p t .   V e r w i j d e r e n ? 	 	 	 M e s a j u l   e s t e   c o r u p t .    l   _t e r g e ci ? 	 	 	   .   ? 	 	 	 ~'E  .1'(  4/G  '3*.   -0A  4H/	 	 	 								  				  			  				,   				  				? 	 	 	 	 	 	 	 	 	 D i e   b o o d s k a p   i s   g e k o r r u p t e e r .   S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   m e n s a j e   e s t    d a  a d o .    E l i m i n a r ? 	 	 A   m e n s a g e m   e s t    c o r r o m p i d a .   E x c l u i r ? 
 
 S T R _ I S _ U M M S _ D O W N L O A D _ F A I L E D _ C A R D _ N O T _ P R E S E N T 	 U M M S 	 U N L I M 	 m m s   n o t i f i c a t i o n   c a n   n o t   b e   d o w n l o a d e d   a s   c a r d   i s   p l u g   o u t 	 U n a b l e   t o   d o w n l o a d .   M e m o r y   c a r d   n o t   a v a i l a b l e 	 !qlN	aaS
NSO(u	 elN}X[PaS
NS(u	 D!H*2!2#2'LB+%  D!H!52#L+H'"'2!3	 N o   s e   p u e d e   d e s c a r g a r .   L a   t a r j e t a   d e   m e m o r i a   n o   e s t    d i s p o n i b l e 	 T  l  c h a r g e m e n t   i m p o s s i b l e .   L a   c a r t e   m  m o i r e   n ' e s t   p a s   d i s p o n i b l e 	 D o w n l o a d   n i c h t   m  g l i c h .   S p e i c h e r k a r t e   n i c h t   v e r f  g b a r 	 5?>445@68205<>5  M M S .   #40;8BL? 	 	 :J1  B'/1  9DI  'D*F2JD.   (7'B)  'D0'C1)  :J1  E*'-)	 N  o      p o s s  v e l   t r a n s f e r i r .   O   c a r t  o   d e   m e m  r i a   n  o   e s t    d i s p o n  v e l 	 0n d i r i l e m i y o r . B e l l e k   k a r t 1  y o k . 	 K h  n g   t h   t i   v .   T h   n h   k h  n g   c    s n 	 T i d a k   d a p a t   m e n - d o w n l o a d .   K a r t u   m e m o r i   t i d a k   t e r s e d i a . 	 T i d a k   d a p a t   m e m u a t   t u r u n .   K a d   i n g a t a n   t i d a k   b o l e h   d i d a p a t i 	 !	>			(	2	K	!	  	0	(	G	  .	G		  		M	7	.	d	  .	G	.	K	0	@	  	>	0	M	!	  		*	2	,	M	
 '	  (	9	@		  9	H		 	 	 	 N e m   l e h e t   l e t  l t e n i .   N i n c s   m e m  r i a k  r t y a 	 	 	 	 K a n   n i e t   d o w n l o a d e n .   G e h e u g e n k a a r t   n i e t   b e s c h i k b a a r . 	 	 	 I m p o s i b i l   d e   d e s c r c a t .   C a r d   d e   m e m o r i e   i n d i s p o n i b i l 	 	 	     .         	 	 	 FE*H'F  ('11  FEH/.   '1*  -'A8G  /1  /3*13  F3*	 	 	 								  				  					  		,   						  					  					  						  			 	 	 	 	 	 	 	 	 K a n   n i e   a f l a a i   n i e .   G e h e u e k a a r t   i s   n i e   b e s k i k b a a r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   s e   p u e d e   d e s c a r g a r .   L a   t a r j e t a   d e   m e m o r i a   n o   e s t    d i s p o n i b l e 	 	 I n c a p a z   d e   f a z e r   d o w n l o a d .   C a r t  o   d e   m e m  r i a   n  o   d i s p o n  v e l 
 
 S T R _ I D _ U M M S _ U N S U P P O R T E D _ M M S _ A N D _ D E L E T E 	 U M M S 	 P O P U P C O N F I R M 	 u n s u p p o r t e d   m m s 	 U n s u p p o r t e d   M M S ,   D e l e t e ? 	 
N/ecvYZԚ
o`*Rd	 
N/ecvi_O Rd	 M M S   5HD!H*1*8  %? 	 M M S   n o   a d m i t i d o .    D e s e a   e l i m i n a r l o ? 	 M M S   n o n   p r i s   e n   c h a r g e ,   S u p p r i m e r   ? 	 N i c h t   u n t e r s t  t z t e   M M S ,   l  s c h e n ? 	 @52KH5=  @07<5@  ?>4?8A8  1 0 0   :1,   C40;8BL  >1J5:BK? 	 	 13'&D  M M S   :J1  E/9HE),   -0A	 M M S   n  o   s u p o r t a d a .   E l i m i n a r ? 	 D e s t e k l e n m e y e n   M M S ,   S i l i n s i n   m i ? 	 K h  n g   h   t r   t i n   M M S ,   x  a ? 	 M M S   t i d a k   d i d u k u n g ,   H a p u s ? 	 M M S   t i d a k   d i s o k o n g ,   H a p u s k a n ? 	 	8	.	0	M	%	?	$	  M M S ,   .	?		>			? 	 	 	 	 N e m   t  m o g a t o t t   M M S ,   t  r l i ? 	 	 	 	 M M S   n i e t   o n d e r s t e u n d .   V e r w i j d e r e n ? 	 	 	 M M S   n e a c c e p t a t ,    l   _t e r g e ci ? 	 	 	   M M S     ,   ? 	 	 	 M M S   ~4*('F  F4/G  -0A  4H/	 	 	 						  								  		, 				  				? 	 	 	 	 	 	 	 	 	 O n o n d e r s t e u n d e   M M S .   S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   M M S   n o   e s   c o m p a t i b l e ,    d e s e a   e l i m i n a r l o ? 	 	 M M S   n  o   a c e i t o ,   e x c l u i r ? 
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ S I Z E _ E X C E E D S _ L I M I T _ 1 0 0 K 	 U M M S 	 P O P U P C O N F I R M 	 s i z e   e x c e e d i n g   1 0 0 k   i n   s i g n a t u r e 	 S i g n a t u r e   s i z e   e x c e e d s   1 0 0   K B ,   r e m o v e   o b j e c t s ? 	 =|
Tj'Y\N  1 0 0 K B /f&Tyd	 ~{
T'Y\Ǐ1 0 0 K B /f&Tyd	 2%2"@G@4  1 0 0   K B     %--@GL? 	 E l   t a m a  o   d e   f i r m a   s u p e r a   l o s   1 0 0   K B .    D e s e a   q u i t a r   o b j e t o s ? 	 L a   t a i l l e   d e   l a   s i g n a t u r e   d  p a s s e   l e s   1 0 0 K o ,   s u p p r i m e r   l e s   o b j e t s   ? 	 S i g n a t u r g r   e    b e r s c h r e i t e t   1 0 0   K B ,   O b j e k t e   e n t f e r n e n ? 	 @52KH5=  @07<5@  ?>4?8A8  3 0 0   :1,   C40;8BL  >1J5:BK? 	 	 -,E  'D*HBJ9  J*,'H2  1 0 0   C. (,   %2'D)  'DC'&F'*	 A   a s s i n a t u r a   e x c e d e   1 0 0   K B .   R e m o v e r   o b j e c t o s ? 	 0m z a   b o y u t u   1 0 0   K B ' y i   g e  i y o r ,   n e s n e l e r   s i l i n s i n   m i ? 	 K . t h c   c h   k    v t   q u    1 0 0   K B ,   x  a   c  c   i   t n g ? 	 U k u r a n   t a n d a   t a n g a n   l e b i h   d a r i   1 0 0   K B ,   h a p u s   o b j e k ? 	 S a i z   t a n d a t a n g a n   m e l e b i h i   1 0 0   K B ,   k e l u a r k a n   o b j e k ? 	 8	?		M	
 (	G		0	  	>	  		>	0	  1 0 0   	G	,	@	  8	G	  	'	?		  9	H	,   8	>	.		M	0	@	  9		>			? 	 	 	 	 A z   a l   r  s   m e g h a l a d j a   a   1 0 0   K B   m  r e t e t ,   e l t  v o l  t j a   a z   o b j e k t u m o k a t ? 	 	 	 	 H a n d t e k e n i n g   i s   g r o t e r   d a n   1 0 0   k B .   O b j e c t e n   v e r w i j d e r e n 	 	 	 D i m e n s i u n e a   s e m n t u r i i   d e p _e _t e   1 0 0   K B ,   e l i m i n a ci   o b i e c t e ? 	 	 	         1 0 0    K B ,     ? 	 	 	 'E6'!  '2  -/'+1  'F/'2G  1 0 0   DH('*  *,'H2  1/G  '3*  '4'!  -0A  4HF/	 	 	 										  				  			  		. 		.   							  			  				,   			  		  					  				? 	 	 	 	 	 	 	 	 	 H a n d t e k e n i n g   o o r s k r y   1 0 0   K b ,   v e r w y d e r   o b j e k t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   t a m a  o   d e   l a   f i r m a   e x c e d e   l o s   1 0 0   K B ,    e l i m i n a r   o b j e t o s ? 	 	 O   t a m a n h o   d a   a s s i n a t u r a   e x c e d e   1 0 0   K B ,   r e m o v e r   o b j e t o s ? 
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ S I Z E _ E X C E E D S _ L I M I T _ 3 0 0 K 	 U M M S 	 P O P U P C O N F I R M 	 s i g n a t u r e   s i z e   e x c e e d s   3 0 0 K 	 S i g n a t u r e   s i z e   e x c e e d s   3 0 0   K B ,   r e m o v e   o b j e c t s ? 	 =|
Tj'Y\N  3 0 0 K B /f&Tyd	 ~{
T'Y\Ǐ3 0 0 K B /f&Tyd	 2%2"@G@4  3 0 0   K B     %--@GL? 	 E l   t a m a  o   d e   f i r m a   s u p e r a   l o s   3 0 0   K B .    D e s e a   q u i t a r   o b j e t o s ? 	 L a   t a i l l e   d e   l a   s i g n a t u r e   d  p a s s e   l e s   3 0 0 K o ,   s u p p r i m e r   l e s   o b j e t s   ? 	 S i g n a t u r g r   e    b e r s c h r e i t e t   3 0 0   K B ,   O b j e k t e   e n t f e r n e n ? 	 @52KH5=  @07<5@  ?>4?8A8  6 0 0   :1,   C40;8BL  >1J5:BK? 	 	 -,E  'D*HBJ9  J*,'H2  3 0 0   C. (,   %2'D)  'DC'&F'*	 A   a s s i n a t u r a   e x c e d e   3 0 0   K B .   R e m o v e r   o b j e c t o s ? 	 0m z a   b o y u t u   3 0 0   K B ' y i   g e  i y o r ,   n e s n e l e r   s i l i n s i n   m i ? 	 K . t h c   c h   k    v t   q u    3 0 0   K B ,   x  a   c  c   i   t n g ? 	 U k u r a n   t a n d a   t a n g a n   l e b i h   d a r i   3 0 0   K B ,   h a p u s   o b j e k ? 	 S a i z   t a n d a t a n g a n   m e l e b i h i   3 0 0   K B ,   k e l u a r k a n   o b j e k ? 	 8	?		M	
 (	G		0	  	>	  		>	0	  3 0 0   	G	,	@	  8	G	  	'	?		  9	H	,   8	>	.		M	0	@	  9		>			? 	 	 	 	 A z   a l   r  s   m e g h a l a d j a   a   3 0 0   K B   m  r e t e t ,   e l t  v o l  t j a   a z   o b j e k t u m o k a t ? 	 	 	 	 H a n d t e k e n i n g   i s   g r o t e r   d a n   3 0 0   k B .   O b j e c t e n   v e r w i j d e r e n 	 	 	 D i m e n s i u n e a   s e m n t u r i i   d e p _e _t e   3 0 0   K B ,   e l i m i n a ci   o b i e c t e ? 	 	 	         3 0 0    K B ,     ? 	 	 	 'E6'!  '2  -/'+1  'F/'2G  3 0 0   DH('*  *,'H2  1/G  '3*  '4'!  -0A  4HF/	 	 	 										  				  			  		. 		.   							  			  				,   			  		  					  				? 	 	 	 	 	 	 	 	 	 H a n d t e k e n i n g   o o r s k r y   3 0 0   K b ,   v e r w y d e r   o b j e k t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   t a m a  o   d e   l a   f i r m a   e x c e d e   l o s   3 0 0   K B ,    e l i m i n a r   o b j e t o s ? 	 	 O   t a m a n h o   d a   a s s i n a t u r a   e x c e d e   3 0 0   K B ,   r e m o v e r   o b j e t o s ? 
 
 S T R _ I D _ U M M S _ S I G N A T U R E _ S I Z E _ E X C E E D S _ L I M I T _ 6 0 0 K 	 U M M S 	 P O P U P C O N F I R M 	 s i g n a t u r e   s i z e   e x c e e d s   6 0 0 k 	 S i g n a t u r e   s i z e   e x c e e d s   6 0 0   K B ,   r e m o v e   o b j e c t s ? 	 =|
Tj'Y\N  6 0 0 K B /f&Tyd	 ~{
T'Y\Ǐ6 0 0 K B /f&Tyd	 2%2"@G@4  6 0 0   K B     %--@GL? 	 E l   t a m a  o   d e   f i r m a   s u p e r a   l o s   6 0 0   K B .    D e s e a   q u i t a r   o b j e t o s ? 	 L a   t a i l l e   d e   l a   s i g n a t u r e   d  p a s s e   l e s   6 0 0 K o ,   s u p p r i m e r   l e s   o b j e t s   ? 	 S i g n a t u r g r   e    b e r s c h r e i t e t   6 0 0   K B ,   O b j e k t e   e n t f e r n e n ? 	 2;>65=85( O) 	 	 -,E  'D*HBJ9  J*,'H2  6 0 0   C. (,   %2'D)  'DC'&F'*	 A   a s s i n a t u r a   e x c e d e   6 0 0   K B .   R e m o v e r   o b j e c t o s ? 	 0m z a   b o y u t u   6 0 0   K B ' y i   g e  i y o r ,   n e s n e l e r   s i l i n s i n   m i ? 	 K . t h c   c h   k    v t   q u    6 0 0   K B ,   x  a   c  c   i   t n g ? 	 U k u r a n   t a n d a   t a n g a n   l e b i h   d a r i   6 0 0   K B ,   h a p u s   o b j e k ? 	 S a i z   t a n d a t a n g a n   m e l e b i h i   6 0 0   K B ,   k e l u a r k a n   o b j e k ? 	 8	?		M	
 (	G		0	  	>	  		>	0	  6 0 0   	G	,	@	  8	G	  	'	?		  9	H	,   8	>	.		M	0	@	  9		>			? 	 	 	 	 A z   a l   r  s   m e g h a l a d j a   a   6 0 0   K B   m  r e t e t ,   e l t  v o l  t j a   a z   o b j e k t u m o k a t ? 	 	 	 	 H a n d t e k e n i n g   i s   g r o t e r   d a n   6 0 0   k B .   O b j e c t e n   v e r w i j d e r e n 	 	 	 D i m e n s i u n e a   s e m n t u r i i   d e p _e _t e   6 0 0   K B ,   e l i m i n a ci   o b i e c t e ? 	 	 	         6 0 0    K B ,     ? 	 	 	 'E6'!  '2  -/'+1  'F/'2G  6 0 0   DH('*  *,'H2  1/G  '3*  '4'!  -0A  4HF/	 	 	 										  				  			  		. 		.   							  			  				,   			  		  					  				? 	 	 	 	 	 	 	 	 	 H a n d t e k e n i n g   o o r s k r y   6 0 0   K b ,   v e r w y d e r   o b j e k t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   t a m a  o   d e   l a   f i r m a   e x c e d e   l o s   6 0 0   K B ,    e l i m i n a r   o b j e t o s ? 	 	 O   t a m a n h o   d a   a s s i n a t u r a   e x c e d e   6 0 0   K B ,   r e m o v e r   o b j e t o s ? 
 
 S T R _ I D _ U M M S _ A T T A C H M E N T S 	 U M M S 	 I C O N T E X T 	 A p p e n d   t h i s   s t r i n g   w i t h   c o u n t   o f   m e d i a   o r   f i l e s   a t t a c h e d   w i t h   M M S 	 a t t a c h m e n t ( s ) 	 DN	 DN	 D%LA	 d a t o ( s )   a d j u n t o ( s ) 	 p i  c e ( s )   j o i n t e ( s ) 	 A n l a g e ( n ) 	 5@5?>;=5=  :>@=52>9  :0B0;>3	 	 E1AB  ( E1AB'*) 	 a n e x o ( s ) 	 e k ( l e r ) 	 ( c  c )   f i l e    n h   k  m 	 l a m p i r a n 	 l a m p i r a n 	 8		2		M	
 (		( 	K		) 	 	 	 	 m e l l  k l e t 	 	 	 	 b i j l a g e ( n ) 	 	 	 a t a _a r e / a t a _r i 	 	 	 /   / 	 	 	 ~H3*( G') 	 	 	 								( 				) 	 	 	 	 	 	 	 	 	 a a n h e g s e l ( s ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 a r c h i v o s   a d j u n t o ( s ) 	 	 a n e x o ( s ) 
 
 S T R _ I D _ U M M S _ R O O T _ D I R _ F U L L 	 U M M S 	 P O P U P 	 S t r i n g   i n   t h e   p o p u p   t o   i n d i c a t e   t h a t   n o   m o r e   d i r e c t o r y   c a n   b e   c r e a t e d 	 R o o t   d i r   f u l l 	 9hv]n	 9hvU_]n	 D@#-#5#2@G!	 D i r e c t o r i o   r a  z   l l e n o 	 R  p .   r a c i n e   p l e i n 	 S t a m m v e r z e i c h n i s   v o l l 	 5@59B8  =0  A53>4=OH=89  45=L	 	 'D/DJD  'D,01J  EE*D&	 O   d i r e c t  r i o   r a i z   e s t    c h e i o 	 K  k   d i z i n   d o l u 	 T h   m c   g c   y 	 D i r .   a k a r   p e n u h 	 D i r   a k a r   p e n u h 	 .	B	2	  !	>	/	0	G		M	
 	0	@	  -	0	@	  9	H		 	 	 	 A   g y  k  r k  n y v t  r   m e g t e l t 	 	 	 	 H o o f d m a p   v o l 	 	 	 D i r   r d c i n   p l i n 	 	 	     	 	 	 AG13*  1J4G  ~14/G	 	 	 			  					  						 	 	 	 	 	 	 	 	 S t a m g i d s   i s   v o l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   d i r e c t o r i o   r a  z   e s t    l l e n o 	 	 D i r .   r a i z   c h e i o 
 
 S T R _ C L N D R _ G O T O _ T O D A Y 	 c a l e n d a r 	 I C O N T E X T 	 G o   t o   t o d a y 	 G o   t o   t o d a y 	 RcN)Y	 Rbc0RN)Y	 D5H'15I	 I r   a   h o y 	 A l l e r      a u j o u r d ' h u i 	 N a c h   H e u t e   w e c h s e l n 	 5@59B8  :  B5:CI59  40B5	 	 'D0G'(  %DI  'DJHE	 I r   p a r a   h o j e 	 B u g  n e   g i t 	 V  o   n g  y   h  m   n a y 	 B u k a   h a r i   i n i 	 P e r g i   k e   h a r i   i n i 	 		  *	0	  	>				 	 	 	 U g r  s   a   m a i   n a p r a 	 	 	 	 G a   n a a r   v a n d a a g 	 	 	 S a l t   l a   a z i 	 	 	     	 	 	 1A*F  (G  'E1H2	 	 	 					  				  				 	 	 	 	 	 	 	 	 G a a n   n a   v a n d a g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r   a   H o y 	 	 I r   p a r a   h o j e 
 
 S T R _ C L N D R _ I N F O _ D I S P _ O F F 	 C a l e n d a r 	 P O P U P 	 T u r n i n g   o f f   i n f o   d i s p l a y 	 I n f o   d i s p l a y   t u r n e d   o f f 	 
o`o:y]ܕ	 Oo`>f:y]sQ	 2#A*I-!9%  4	 P a n t a l l a   i n f o r m a t i v a   d e s a c t i v a d a 	 A f f i c h a g e   d ' i n f o   d  s a c t i v  	 I n f o a n z e i g e   a u s g e s c h a l t e t 	 !;54CNI89  284	 	 *E  %JB'A  916  'DE9DHE'*	 I n f o r m a   e s   d e s l i g a d a s 	 B i l g i   g  r  n t  l e m e   k a p a l 1	    t t   h i n   t h   t h  n g   t i n 	 T a m p i l a n   i n f o   d i n o n a k t i f k a n 	 P a p a r a n   m a k l u m a t   d i m a t i k a n 	 	>	(		>	0	@	  !	?	8	M	
 *	M	
 2	G	  ,		&	  9	K	  	/	>		 	 	 	 I n f o k i j e l z  s   k i k a p c s o l v a 	 	 	 	 I n f o w e e r g a v e   u i t g e s c h a k e l d 	 	 	 D e z a c t i v a r e   a f i _a r e   i n f o r m a ci i 	 	 	     	 	 	 FE'4  '7D'9'*  .'EH4  4/G	 	 	 				  							  				  				 	 	 	 	 	 	 	 	 I n l i g t i n g s b e e l d   i s   a f g e s k a k e l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   p a n t a l l a   d e   i n f o r m a c i  n   e s t    a p a g a d a 	 	 E x i b i   o   d e   i n f o   d e s l i g a d a 
 
 S T R _ C L N D R _ N E X T _ V I E W 	 C a l e n d a r 	 H I N T 	 L o n g   p r e s s   t o o l b a r   b u t t o n ,   t h i s   h i n t   s t r i n g     w i l l   c o m e 	 N e x t   v i e w 	 N NPW	 N N*NƉV	 !8!!-1D	 V i s t a   s i g u i e n t e 	 V u e   s u i v a n t e 	 N  c h s t e   A n s i c h t 	 >20O  2AB@5G0	 	 'D916  'D*'DJ	 V i s t a   s e g u i n t e 	 S o n r a k i   g  r  n  m 	 X e m   t i p   t h e o 	 T a m p i l a n   b e r i k u t n y a 	 P a n d a n g a n   S e l a n j u t n y a 	 		2	>	  &	G		G			 	 	 	 K  v e t k e z Q  n  z e t 	 	 	 	 V o l g e n d e   b e e l d 	 	 	 U r m t o a r e a   v i z u a l i z a r e 	 	 	   	 	 	 FE'  (9/	 	 	 							  				 	 	 	 	 	 	 	 	 V o l g e n d e   a a n s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S i g u i e n t e   v i s t a 	 	 P r  x i m a   v i s u a l i z a   o 
 
 S T R _ C L N D R _ N E W _ M E E T I N G 	 C a l e n d a r 	 H I N T 	 F T E   a d d   n e w   m e e t i n g 	 N e w   m e e t i n g 	 egp	 eO	 2##0
8!C+!H	 N u e v a   r e u n i  n 	 N o u v e a u   r e n d e z - v o u s 	 N e u e s   T r e f f e n 	  01>B05B  B l u e t o o t h .   B:;NG8B5  53>. 	 	 ',*E'9  ,/J/	 N o v a   r e u n i  o 	 Y e n i   t o p l a n t 1	 C u c   h p   m i 	 R a p a t   b a r u 	 M e s y u a r a t   b a r u 	 (		  .	@		?				 	 	 	  j    r t e k e z l e t 	 	 	 	 V o l g e n d e   v e r g a d e r i n g 	 	 	 U r m t o a r e a    n t  l n i r e 	 	 	   	 	 	 ED'B'*  (9/	 	 	 				  					 	 	 	 	 	 	 	 	 N u w e   o n t m o e t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N u e v a   r e u n i  n 	 	 N o v a   r e u n i  o 
 
 S T R _ I D _ S L I D S H O W _ B T _ I S _ W O R K I N G 	 S L D E S H O W 	 P O P U P 	 [ N o t i f y - B T   i s   w o r k i n g ,   t u r n   i t   o f f ] 	 B l u e t o o t h   i s   w o r k i n g .   T u r n   i t   o f f . 	 ͅYr#}-N0ˊHQܕ	 ݄Yrޏ~-N0HQsQ	 %993%132  42#32	 F u n c i o n a l i d a d   B l u e t o o t h   e n   u s o .   D e s a c t  v e l a 	 B l u e t o o t h   a c t i v  .   D  s a c t i v e z - l e . 	 B l u e t o o t h   i s t   a k t i v i e r t .   S c h a l t e n   S i e   e s   a u s 	 [ ;02=K9  :04@] \ n #25;8GLB5/ C<5=LH8B5  8;8  ?5@5<5AB8B5  :@0A=K9  ?@O<>C3>;L=8:  4;O  87<5=5=8O  >1;0AB8  :04@0. \ n #25;8G5=85/ C<5=LH5=85:   06<8B5  7=0G:8  2  C3;C  ?@O<>C3>;L=8:0  8  B0I8B5  ?>  4803>=0;8,   GB>1K  87<5=8BL  <0AHB01  87>1@065=8O  2  ?@O<>C3>;L=8:5.   \ n M o v e :   06<8B5  ?@O<>C3>;L=8:  8  ?5@5B0I8B5  8;8  =06<8B5  :;028HC  AB@5;:8. \ n [ K1>@  :04@0  2@CG=CN] \ n 7<5=8B5  @07<5@  8;8  ?5@5<5AB8B5  :@0A=K9  ?@O<>C3>;L=8:  4;O  87<5=5=8O  >1;0AB8  :04@0. \ n 7<5=5=85  @07<5@0:   06<8B5  7=0G:8  2  C3;C  ?@O<>C3>;L=8:0  8  BO=8B5  4;O  87<5=5=8O.   \ n M o v e :   0:  4;O  ;02=>3>  :04@0. 	 	 *BFJ)  B l u e t o o t h   *9ED.   %JB'A	 O   B l u e t o o t h   e s t    l i g a d o .   D e s l i g u e - o 	 B l u e t o o t h    a l 1_1y o r .   K a p a t 1n 	 B l u e t o o t h   a n g   b t .   H  y   t t   n  	 B l u e t o o t h   a k t i f .   N o n a k t i f k a n . 	 B l u e t o o t h   s e d a n g   b e r j a l a n .   M a t i k a n 	 ,	M	
 2	B		B	%	  	>	.	  	0	  0	9	>	  9	H	d	  	8	G	  ,		&	  	0	G			 	 	 	 A   B l u e t o o t h   m qk  d i k .   K a p c s o l j a   k i 	 	 	 	 B l u e t o o t h   i s   a c t i e f .   S c h a k e l   h e t   u i t . 	 	 	 B l u e t o o t h   e s t e   a c t i v a t .   D e z a c t i v a ci - l   	 	 	 B l u e t o o t h   .     	 	 	 (DH*H+  /'1/  C'1  EJCF/.   "F1'  .'EH4  CFJ/	 	 	 							  			  				,   			  				  					 	 	 	 	 	 	 	 	 B l u e t o o t h   w e r k   t a n s .   S k a k e l   d i t   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   B l u e t o o t h   e s t    f u n c i o n a n d o .   A p a g a r l o 	 	 B l u e t o o t h   e s t    f u n c i o n a n d o .   D e s l i g  - l o 
 
 S T R _ I D _ P H O A R T _ C L I P _ H E L P _ C O N T E X T _ F T E 	 P H O E D T 	 U N L I M 	 C l i p   h e l p   f o r   f t e 	 [ M a i n   L C D   c l i p ] \ n Z o o m   i n / o u t   o r   m o v e   t h e   r e d   r e c t a n g l e   t o   c h a n g e   t h e   c l i p   a r e a . \ n Z o o m   i n / o u t :   P r e s s   t h e   i c o n s   a t   t h e   c o r n e r   o f   t h e   r e c t a n g l e   a n d   d r a g   a l o n g   t h e   d i a g o n a l   l i n e   i n   o r d e r   t o   z o o m   i n / o u t   t h e   r e c t a n g l e .   \ n M o v e :   P r e s s   t h e   r e c t a n g l e   a n d   d r a g   o r   p r e s s   a r r o w   k e y . \ n [ M a n u a l   c l i p ] \ n C h a n g e   t h e   s i z e   o r   m o v e   t h e   r e d   r e c t a n g l e   t o   c h a n g e   t h e   c l i p   a r e a . \ n C h a n g e   s i z e :   P r e s s   t h e   i c o n s   a t   t h e   c o r n e r   o f   t h e   r e c t a n g l e   a n d   d r a g   t o   c h a n g e   t h e   r e c t a n g l e .   \ n M o v e :   S a m e   a s   M a i n   L C D   c l i p . 	 [ ;NU^'Y\jR] \ n >e'Y0.~\byRwb_@SWO9ejR@SW0\ n >e'Y0.~\	cOOMONwb_@SWVP҉vWjOvQUN>e'YrKa6qTlr҉@b(Wvwb_
\҉}b0RNT0R>e'YT.~\wb_@SWvvv0d\O[bT~gޞ-NvWj\vQSpck8^'Y\0\ n yR	cOOMONwb_@SW-N_vWj6qTbRwb_yRb	ceTu0\ n [ KbRjR] \ n 9eb_rbyRwb_@SWO9ejR@SW0\ n 9eb_r	cOOMONwb_@SWVP҉vWjOvQUN>e'YrKa6qTb0RNT0R9ewb_@SWb_rvvv0d\O[bT~gޞ-NvWj\vQSpck8^'Y\0\ n yR	cOOwb_@SW6qTbRwb_yRb	ceTu0	 [ ;NO\U^'Y\R] \ n >e'Y0)\byRwb_:SWeg9eSR:SW0\ n >e'Y0)\	cOOMONwb_:SWV*N҉vVhOvQYN>e'Yr`6qTl҉@b(Wvwb_[҉~bRN0R>e'YT)\wb_:SWvvv0d\O[bT~g _p-NvVh\vQ؏S:Nck8^'Y\0\ n yR	cOOMONwb_:SW-N_vVh6qTbRwb_yRb	ceT.0\ n [ KbRR] \ n 9eSb_rbyRwb_:SWeg9eSjR:SW0\ n 9eSb_r	cOOMONwb_:SWV*N҉vVhOvQYN>e'Yr`6qTbRN0R9eSwb_:SWb_rvvv0d\O[bT~g _p-NvVh\vQ؏S:Nck8^'Y\0\ n yR	cOOwb_:SW6qTbRwb_yRb	ceT.0	 [ 1  L C D   +%1] \ n 9!@I2/ --  +#7-"I2"*5H@+%5H"!*5A@7H-@%5H"#4@'5H1\ n 9!@I2/ --:   D--5H!8!-*5H@+%5H"!  A%0%2C4(2A"!8!  @7H-9!*5H@+%5H"!@I2/ --  \ n "I2":   *5H@+%5H"!  +#7-8H!%9(#\ n [ 1I'"1'@-] \ n @%5H"2  +#7-"I2"*5H@+%5H"!*5A@7H-@%5H"#4@'5H1\ n @%5H"2:   D--5H!8!-*5H@+%5H"!  A%0%2@7H-@%5H"2*5H@+%5H"!  \ n "I2":   @+!7-1  1  L C D   +%1	 [ C l i p   L C D   p r i n c i p a l ] \ n A m p l  e ,   r e d u z c a   o   m u e v a   e l   r e c t  n g u l o   p a r a   c a m b i a r   e l    r e a   d e l   c l i p . \ n A m p l i a r / R e d u c i r :   p r e s i o n e   e s t o s   i c o n o s   s i t u a d o s   e n   l a   e s q u i n a   d e l   r e c t  n g u l o   y   a r r a s t r e   a   l o   l a r g o   d e   l a   l  n e a   d i a g o n a l   p a r a   a m p l i a r   o   r e d u c i r   e l   r e c t  n g u l o .   \ n M o v e r :   p r e s i o n e   e l   r e c t  n g u l o   y   a r r a s t r e   o   p r e s i o n e   l a   t e c l a   d e   d i r e c c i  n . \ n [ C l i p   m a n u a l ] \ n C a m b i e   e l   t a m a  o   d e l   r e c t  n g u l o   r o j o   o   m u  v a l o   p a r a   c a m b i a r   e l    r e a   d e l   c l i p . \ n C a m b i a r   t a m a  o :   p r e s i o n e   l o s   i c o n o s   s i t u a d o s   e n   l a   e s q u i n a   d e l   r e c t  n g u l o   y   a 	 [ P r i n c i p a l   c l i p   L C D ] \ n E f f e c t u e z   u n   z o o m   e n t r a n t / s o r t a n t   o u   d  p l a c e z   l e   r e c t a n g l e   r o u g e   p o u r   m o d i f i e r   l a   z o n e   d u   c l i p . \ n Z o o m   e n t r a n t / s o r t a n t   :   a p p u y e z   s u r   l e s   i c  n e s   a u   c o i n   d u   r e c t a n g l e   e t   f a i t e s - l e s   g l i s s e r   l e   l o n g   d e   l a   d i a g o n a l e   p o u r   e f f e c t u e r   u n   z o o m   e n t r a n t / s o r t a n t   d u   r e c t a n g l e . \ n D  p l a c e r   :   a p p u y e z   s u r   l e   r e c t a n g l e   e t   f a i t e s - l e   g l i s s e r ,   o u   a p p u y e z   s u r   l a   t o u c h e   f l  c h e . \ n [ C l i p   m a n u e l ] \ n M o d i f i e z   l a   t a i l l e   o u   d  p l a c e z   l e   r e c t a n g l e   r o u g e   p o u r   m o d i f i e r   l a   z o n e   d u   c l i p . \ n M o d i f i e r   l a   t a i l l e   :   a p p 	 [ H a u p t - L C D - C l i p ] \ n V e r g r   e r n / v e r k l e i n e r n   o d e r   v e r s c h i e b e n   S i e   d a s   r o t e   R e c h t e c k ,   u m   d e n   C l i p b e r e i c h   z u    n d e r n . \ n V e r g r   e r n / V e r k l e i n e r n :   K l i c k e n   S i e   a u f   d i e   S y m b o l e   i n   d e r   E c k e   d e s   R e c h t e c k s   u n d   z i e h e n   S i e   l  n g s   d e r   D i a g o n a l l i n i e ,   u m   d a s   R e c h t e c k   z u   v e r g r   e r n / v e r k l e i n e r n .   \ n V e r s c h i e b e n :   K l i c k e n   S i e   a u f   d a s   R e c h t e c k   u n d   z i e h e n   o d e r   d r  c k e n   S i e   d i e   P f e i l t a s t e . \ n [ M a n u e l l e r   C l i p ] \ n  n d e r n   S i e   d i e   G r   e   o d e r   v e r s c h i e b e n   S i e   d a s   r o t e   R e c h t e c k ,   u m   d e n   C l i p b e r e i c h   z u    n d e r n . \ n G r   e    n d e r n :   K l i c k e n   S i e   a 	 >;L7>20B5;L  <>65B  2K1@0BL  F25B  4;O  70:@0H820=8O  8;8  2K1@0BL  ;0AB8:  4;O  AB8@0=8O.   ABL  B@8  B8?0  ;8=89  8  ;0AB8:>2,   0  B0:65  <=>3>  B8?>2  F25B>2,   2K18@05<KE  4;O  @8A>20=8O.     M:@0=5  @8A>20=8O  :>A=8B5AL  703>;>2:0  A?8A:0,   GB>1K  @0725@=CBL  8;8  A25@=CBL  A?8A>:.   06<8B5  :=>?:C  F25B0,   GB>1K  2>9B8  2  =>2K9  M:@0=  4;O  2K1>@0  F25B0  4;O  @8A>20=8O  8  ?>:070BL  F25B,   2K1@0==K9  2  M:@0=5  4;O  @8A>20=8O. 	 	 [ EB79  4'4)  L C D   'D1&J3J] n /   *C(J1/ *5:J1  #H  FBD  'DE3*7JD  'D#-E1  D*:JJ1  EF7B)  'DEB79. n / *C(J1/ *5:J1:   '6:7  9DI  'D#JBHF'*  'DEH,H/)  AJ  2'HJ)  'DE3*7JD  +E  '3-(G'  9DI  7HD  'D.7  'DB71J  -*I  JECFC  *C(J1/ *5:J1  'DE3*7JD.   \ n FBD:   '6:7  9DI  'DE3*7JD  +E  '3-(G  #H  '6:7  EA*'-  'D3GE,   \ n [ EB79  J/HJ] \ n BE  (*:JJ1  -,E  'DE3*7JD  'D#-E1  #H  'FBDG  D*:JJ1  EF7B)  EB79  'DAJ/JH. \ n *:JJ1  'D-,E:   '6:7  9DI  'D#JBHF'*  'DEH,H/)  AJ  2'HJ)  'DE3*7JD  +E  '3-(G'  D*:JJ1  'DE3*7JD.   \ n FBD:   E+D  EB79  4'4)  L C D   'D1&J3J. 	   [ R e c o r t e   d o   L C D   p r i n c i p a l ] \ n A p l i q u e   m a i s / m e n o s   z o o m   o u   d e s l o q u e   o   r e c t  n g u l o   v e r m e l h o   p a r a   m u d a r   a    r e a   d e   r e c o r t e . \ n M a i s / m e n o s   z o o m :   P r i m a   o s    c o n e s   n o   c a n t o   d o   r e c t  n g u l o   e   a r r a s t e   p e l a   l i n h a   d i a g o n a l   p a r a   a p l i c a r   m a i s / m e n o s   z o o m   n o   r e c t  n g u l o .   \ n M o v e r :   P r i m a   o   r e c t  n g u l o   e   a r r a s t e   o u   p r i m a   a   t e c l a   d e   s e t a . \ n [ R e c o r t e   m a n u a l ] \ n A l t e r e   o   t a m a n h o   o u   d e s l o q u e   o   r e c t  n g u l o   p a r a   m u d a r   a    r e a   d e   r e c o r t e . \ n A l t e r a r   o   t a m a n h o :   P r i m a   o s    c o n e s   n o   c a n t o   d o   r e c t  n g u l o   p a r a   a l t e r a r   a    r e a   d e   r e c o r t e . \ n M o v e 	 [ A n a   L C D   p a r  a s 1] \ n P a r  a   a l a n 1n 1  d e i _t i r m e k   i  i n   y a k l a _t 1r 1n / u z a k l a _t 1r 1n   v e y a   k 1r m 1z 1  d i k d  r t g e n i   h a r e k e t   e t t i r i n . \ n Y a k l a _/ u z a k l a _:   D i k d  r t g e n i n   k  _e s i n d e k i   s i m g e l e r e   b a s 1n   v e   v e   d i k d  r t g e n i   y a k l a _t 1r m a k / u z a k l a _t 1r m a k   i  i n   k  _e g e n    i z g i s i   b o y u n c a   s  r  k l e y i n .   \ n T a _1:   D i k d  r t g e n e   b a s 1n   v e   o k   t u _u n u   s  r  k l e y i n   v e y a   o n a   b a s 1n . \ n [ E l   i l e   p a r  a ] \ n P a r  a   a l a n 1n 1  d e i _t i r m e k   i  i n   b o y u t u   d e i _t i r i n   v e y a   k 1r m 1z 1  d i k d  r t g e n i   h a r e k e t   e t t i r i n . \ n B o y u t u   d e i _t i r :   D i k d  r t g e n i   d e i _t i r m e k   i  i n   k  _e s i n d e k i   s i m g e 	 [ T h u   n h   m  n   h  n h   L C D   c h  n h ] \ n P h  n g   t o / t h u   n h   h a y   c h u y n   h  n h   c h   n h t       t h a y   i   v  n g   t h u   n h . \ n P h  n g   t o / t h u   n h :   B m   c  c   b i u   t n g     g  c   h  n h   c h   n h t   v    k  o   d c   t h e o   n g   c h  o     p h  n g   t o / t h u   n h   h  n h   c h   n h t .   \ n D i   c h u y n :   B m   h  n h   c h   n h t   v    k  o   h o c   b m   p h  m   m ii   t  n . \ n [ T h u   n h   t h   c  n g ] \ n i   k  c h   t h c   h o c   d i   c h u y n   h  n h   t a m   g i  c       t h a y   i   v  n g   t h u   n h . \ n i   k  c h   t h c :   B m   c  c   b i u   t n g     g  c   h  n h   c h   n h t   v    k  o     i   h  n h   c h   n h t .   \ n D i   c h u y n :   G i n g   n h   t h u   n h   m  n   h  n 	 [ K l i p   L C D   u t a m a ] \ n P e r b e s a r / p e r k e c i l   t a m p i l a n   a t a u   p i n d a h k a n   p e r s e g i   m e r a h   u n t u k   m e n g u b a h   b i d a n g   k l i p . \ n P e r b e s a r / p e r k e c i l :   T e k a n   i k o n   d i   b a g i a n   s u d u t   p e r s e g i ,   l a l u   t a r i k   s e c a r a   d i a g o n a l   u n t u k   m e m p e r b e s a r / m e m p e r k e c i l   t a m p i l a n   p e r s e g i .   \ n P i n d a h :   T e k a n   p e r s e g i ,   l a l u   t a r i k   a t a u   t e k a n   t o m b o l   t a n d a   p a n a h . \ n [ K l i p   m a n u a l ] \ n U b a h   u k u r a n   a t a u   p i n d a h k a n   p e r s e g i   m e r a h   u n t u k   m e n g u b a h   b i d a n g   k l i p . \ n U b a h   u k u r a n :   T e k a n   i k o n   d i   s u d u t   p e r s e g i ,   l a l u   t a r i k   u n t u k   m e n g u b a h   p e r s e g i .   \ n P i n d a h :   S a m a   s e p e r t i   K l i p   L C D   u t a m 	 [ K e t i p   L C D   u t a m a ] \ n Z u m   m a s u k / k e l u a r   a t a u   g e r a k k a n   s e g i   e m p a t   m e r a h   u n t u k   m e n u k a r   k a w a s a n   k e t i p a n . \ n Z u m   m a s u k / k e l u a r :   T e k a n   i k o n   d i   t e p i   s e g i   e m p a t   d a n   s e r e t n y a   m e l a l u i   g a r i s a n   p e p e n j u r u   u n t u k   z u m   m a s u k / k e l u a r   s e g i   e m p a t .   \ n P i n d a h :   T e k a n   s e g i   e m p a t   d a n   s e r e t   a t a u   t e k a n   k e k u n c i   a n a k   p a n a h . \ n [ K e t i p   m a n u a l ] \ n T u k a r   s a i z   a t a u   g e r a k k a n   s e g i   e m p a t   m e r a h   u n t u k   m e n u k a r   k a w a s a n   k e t i p . \ n T u k a r   s a i z :   T e k a n   i k o n   d i   t e p i   s e g i   e m p a t   d a n   s e r e t n y a   u n t u k   m e n u k a r n y a .   \ n P i n d a h :   S a m a   s e p e r t i   k e t i p   L C D   U t a m a . 	 [ .	A		M	
 /	  L C D   	M	2	?	*	] \ n 	M	2	?	*	  	M	7	G	$	M	0	  	K	  ,	&	2	(	G	  	G	  2	?		  2	>	2	  	/	$	  	K	  	<	B	.	  	(	/ 				  	0	G		  /	>	  8	M	
 %	>	(	  ,	&	2	G		d	\ n 	<	B	.	  	(	/ 				  :   	/	$	  	G	  	K	(	G	  *	0	  			I	(	M	8	  	K	  &	,	>			  	0	  	/	$	  	K	  	<	B	.	  	(	/ 				  	0	(	G	  	G	  2	?		  5	?		0	M	#	  /	>	  $	?	0		@	  0	G		>	  	G	  8	>	%	  	@			G		d	  \ n 8	M	%	>	(	  ,	&	2	G		  :   	/	$	  	K	  &	,	>			  	0	  $	@	0	  	G	  (	?	6	>	(	  5	>	2	@	  	A			@	  	K	  *		!	<		0	  	@			G		  /	>	  &	,	>			d	\ n [ .	H	(	A		2	  	M	2	?	*	] \ n 		>	0	  ,	&	2	G		  /	>	  	M	2	?	*	  	M	7	G	$	M	0	  	K	  ,	&	2	(	G	  	G	  2	?		  2	>	2	  	/	$	  	>	  8	M	
 %	>	(	  ,	&	2	G		d	\ n 		>	0	  ,	&	2	G		  :   	/	$	  	K	  ,	&	2	(	G	  	G	  2	?		  	/	$	  	G	  	K	(	G	  *	0	  			I	(	M	8	  	K	  &	,	>			  	0	  	@			G		d	  \ n 8	M	
 %	>	(	  ,	&	2	G		  :   .	A		M	
 /	  L C D   	M	2	?	*	  	@	  9	@	  $		 	 	 	 [ F Q  L C D   l e v  g  s ] \ n N a g y  t s a / k i c s i n y  t s e   a   k  p e t   v a g y   m o z g a s s a   a   v  r  s   n  g y s z  g e t   a   l e v  g  s i   t e r  l e t   m  d o s  t  s  h o z . \ n N a g y  t  s / k i c s i n y  t  s :   N y o m j a   m e g   a   n  g y s z  g   s a r k a i n   l  v Q  i k o n o k a t    s   h  z z a   e l   Qk e t   a z    t l    m e n t  n   a   n  g y z e t   n a g y  t  s  h o z / k i c s i n y  t  s  h e z .   \ n M o z g a t  s :   N y o m j a   m e g   a   n  g y s z  g e t    s   h  z z a   e l ,   v a g y   n y o m j a   m e g   a   n y  l g o m b o t . \ n [ K  z i   l e v  g  s ] \ n M  d o s  t s a   a   m  r e t e t ,   v a g y   m o z g a s s a   a   v  r  s   n  g y s z  g e t   a   l e v  g  s i   t e r  l e t   m  d o s  t  s  h o z . \ n M  r e t e z  s :   N y o m j a   m e g   a   n  g y s z  g   s a r k a i n   l  v Q  i k o n o k a t    s   h  z 	 	 	 	 [ H o o f d - l c d   b i j s n i j d e n ] \ n Z o o m   i n / u i t   o f   v e r p l a a t s   d e   r o d e   r e c h t h o e k   o m   h e t   b i j s n i j g e b i e d   t e   v e r a n d e r e n . \ n I n - / u i t z o o m e n :   D r u k   o p   d e   p i c t o g r a m m e n   i n   d e   h o e k   v a n   d e   r e c h t h o e k   e n   s l e e p   l a n g s   d e   d i a g o n a a l   o m   d e   r e c h t h o e k   i n   e n   u i t   t e   z o o m e n .   \ n V e r p l a a t s e n :   D r u k   o p   d e   r e c h t h o e k   e n   s l e e p   o f   d r u k   o p   d e   p i j l t o e t s . \ n [ H a n d m a t i g   b i j s n i j d e n ] \ n V e r a n d e r   d e   g r o o t t e   o f   v e r p l a a t s   d e   r o d e   r e c h t h o e k   o m   h e t   b i j s n i j g e b i e d   t e   v e r a n d e r e n . \ n G r o o t t e   v e r a n d e r e n :   D r u k   o p   d e   p i c t o g r a m m e n   i n   d e   h o e k   v a n   d e   r e c h t h o e k   e n   s l e e p 	 	 	 [ C l i p   p r i n c i p a l   L C D ] \ n M r i ci / m i c _o r a ci   s a u   m u t a ci   d r e p t u n g h i u l   r o _u   p e n t r u   a   m o d i f i c a   z o n a   c l i p u l u i . \ n M r i r e / m i c _o r a r e :   A p s a ci   p e   p i c t o g r a m e l e   d i n   c o l cu l   d r e p t u n g h i u l u i   _i   t r a g e ci - l e   d e - a   l u n g u l   l i n i e i   d i a g o n a l e   p e n t r u   a   m r i / m i c _o r a   d r e p t u n g h i u l .   \ n M u t a r e :   A p s a ci   p e   d r e p t u n g h i   _i   g l i s a ci   s a u   a p s a ci   p e   t a s t a   s g e a t . \ n [ C l i p   m a n u a l ] \ n M o d i f i c a ci   d i m e n s i u n e a   s a u   m u t a ci   d r e p t u n g h i u l   r o _u   p e n t r u   a   m o d i f i c a   z o n a   c l i p u l u i . \ n M o d i f i c a r e   d i m e n s i u n e :   A p s a ci   p e   p i c t o g r a m e l e   d i n   c o l cu l   d r e p t u n g h i u l u i   _i 	 	 	 [   L C D   ] \ n /                     . \ n / :                             .   \ n :                   . \ n [ M a n u a l   c l i p ] \ n                         . \ n   :                     .   \ n :       L C D   . 	 	 	 [ (14  '5D  L C D ] \ n   (1'  *:1  E-D  (14  E3*7D  B1E2  1F  1'  (21/ H  1/G  '  ,'(,'  F/\ n FE'  F2// 3*1/G:   ,G*  'F,'E  2HE  /H1/ F2/  E3*7D  4DG'  H4G  E3*7D  1'  A4'1  /'/G  H  /1  'E*/'/  .7  EH1(  (4/.   \ n ,'(,'  1/F:   E3*7D  1'  A4'1  /'/G  H  (4/  '  D/  ~'F/'1  1'  A4'1  /G/. \ n [ (14  /3*] \ n (1'  *:1  EF7BG  (14  2F  'F/'2G  '  ,'  E3*7D  B1E2  1'  *:1  /G/. \ n *:1  'F/'2G:   (1'  *:1/'/F  E3*7D  4DG'  H4G  E3*7D  1'  A41/G  H  (4/.   \ n ,'(,'  1/F:   /13*  GE'FF/  (14  L C D   '5D. 	 	 	 [ 						  						  					]   \ n   			  		/ 			  		  							  							  								  				  				  			  												  				d	\ n   			  		/ 			:     														  			  		  		  				  				  													  					  					  			  				  								  				  					  				  				d	  \ n   				:   														  			  			  			  			  		  				  				  		  			  			d	\ n [ 									  					]   \ n 							  							  								  				  				  			  												  				  		  				  								  				d	  \ n   				  								:   														  								  				  				  													  					  					  			  				  				  				d	  \ n   						  						  						 	 	 	 	 	 	 	 	 [ H o o f - L C D - s n i t ] \ n Z o e m   i n / u i t   o f   s k u i f   d i e   r o o i   r e g h o e k   o m   d i e   s n i t a r e a   t e   v e r a n d e r . \ n Z o e m   i n / u i t :   D r u k   d i e   i k o n e   b y   d i e   h o e k   v a n   d i e   r e g h o e k   e n   t r e k   l a n g s   d i e   d i a g o n a l e   l y n   o m   d i e   r e g h o e k   i n / u i t   t e   z o e m .   \ n V e r s k u i f :   D r u k   d i e   r e g h o e k   e n   t r e k   o f   d r u k   d i e   p y l t j i e t o e t s . \ n [ P e r - h a n d - s n i t ] \ n V e r a n d e r   d i e   g r o o t t e   o f   b e w e e g   d i e   r o o i   r e g h o e k   o m   d i e   s n i t a r e a   t e   v e r a n d e r . \ n V e r a n d e r   g r o o t t e :   D r u k   d i e   i k o n e   b y   d i e   h o e k   v a n   d i e   r e g h o e k   e n   t r e k   o m   d i e   r e g h o e k   t e   v e r a n d e r .   \ n V e r s k u i f :   D i e s e l f d e   a s   d i e   H o o f - L C D - s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ C u a d r o   d e   l a   p a n t a l l a   p r i n c i p a l ] \ n A c e r c a r / A l e j a r   o   m o v e r   e l   c u a d r o   r o j o   p a r a   c a m b i a r   e l    r e a   d e l   c u a d r o . \ n A c e r c a r / A l e j a r :   P r e s i o n e   l o s    c o n o s   e n   l a   e s q u i n a   d e l   c u a d r o   y   a r r a s t r e   l a   l  n e a   d i a g o n a l   p a r a   a c e r c a r   o   a l e j a r   e l   c u a d r o .   \ n M o v e r :   P r e s i o n e   e l   c u a d r o   y   a r r a s t r e   o   u s e   l a s   t e c l a s   d e   d i r e c c i  n . \ n [ M a n u a l   c l i p ] \ n M o d i f i q u e   e l   t a m a  o   o   m u e v a   e l   c u a d r o   r o j o   p a r a   m o d i f i c a r   e l    r e a   d e l   c u a d r o . \ n M o d i f i c a r   t a m a  o :   P r e s i o n e   l o s    c o n o s   e n   l a   e s q u i n a   d e l   c u a d r o   y   a r r a s t r e   l a   l  n e a   p a r a   m o d i f i c a r   e l   c u a 	 	 [ C l i p e   L C D   p r i n c i p a l ] \ n A p r o x i m a   o / a f a s t a m e n t o   d o   z o o m   o u   m o v e r   o   r e t  n g u l o   v e r m e l h o   p a r a   m u d a r   a    r e a   d o   c l i p e . \ n A p r o x i m a   o / A f a s t a m e n t o   d o   z o o m :   P r e s s i o n e   o s    c o n e s   n o   c a n t o   d o   r e t  n g u l o   e   a r r a s t e   j u n t o   c o m   a   l i n h a   d i a g o n a l   p a r a   a p r o x i m a r / a f a s t a r   o   r e t  n g u l o .   \ n M o v e r :   P r e s s i o n e   o   r e t  n g u l o   e   a r r a s t e   o u   p r e s s i o n e   a   t e c l a   d e   s e t a . \ n [ C l i p e   m a n u a l ] \ n A l t e r e   o   t a m a n h o   o u   m o v a   o   r e t  n g u l o   v e r m e l h o   p a r a   m u d a r   a    r e a   d o   c l i p e . \ n A l t e r a r   t a m a n h o :   P r e s s i o n e   o s    c o n e s   n o   c a n t o   d o   r e t  n g u l o   e   a r r a s t e   p a r a   
 
 S T R _ I D _ P H O A R T _ H E L P _ D O O D L E _ I N F O _ F T E 	 P H O E D T 	 U N L I M 	 d o o d l e   h e l p 	 U s e r   c a n   c h o o s e   p a i n t   t o   d r a w   o r   c h o o s e   e r a s e r   t o   c l e a r   t h e   d r a w .   T h e r e   a r e   t h r e e   t y p e s   o f   l i n e s   a n d   e r a s e r s ,   a n d   m a n y   t y p e s   o f   c o l o r s   t o   b e   s e l e c t e d   f o r   p a i n t i n g .   I n   d o o d l e   s c r e e n ,   t o u c h   t h e   h e a d e r   o f   t h e   l i s t   t o   m a k e   t h e   l i s t   e x p a n d   o r   c o l l a p s e .   P r e s s   t h e   c o l o r   b u t t o n   t o   e n t e r   n e w   s c r e e n   t o   s e l e c t   c o l o r   f o r   p a i n t i n g ,   a n d   s h o w   t h e   c o l o r   s e l e c t e d   i n   d o o d l e   s c r e e n . 	 (u6bSNxdkuF{aWX	_NSNxdajvdndj~vu0kuF{Tajvd	g	N.z'Y\SNxd_N	gY.zOrSOxd0(WWX	{bޞd]wQRhz	cU\bbu]wQRh0ޞdOr	cSN2eQxdOrkub&Nb(u6bx-NvOro:y(WWX	Nb0	 (u7bSN	b;u{am&_NSN	bajvdnd~6Rvu0;u{Tajvd	g	Ny'Y\SN	b_N	gYyrSO	b0(Wm&bpQ]wQRhvz	cU\ _bbS]wQRh0pQr	cSNۏeQ	br;ubv^b(u7b	-Nvr>f:y(Wm&Lub0	 9IC
I*2!2#@%7-#02"*5  @7H-'2 2  +#7-@%7-"2%  @7H-%*4H5H'2  !5@*IA%0"2%-"9H  3   
4  A%0!5*5-5!2!2"C+I@%7-*3+#1#02"*5  C+I2-'2 2  A0*H'+1'-#2"2#  @7H-3C+I#2"2#"2"--+#7-"8%  8H!*5  @7H-@I2*9H+I2-C+!H@7H-@%7-*5*3+#12##02"  A%0A**55H@%7-C+I2-'2 2	 E l   u s u a r i o   p u e d e   e l e g i r   p i n t a r   p a r a   d i b u j a r   o   e l   b o r r a d o r   p a r a   l i m p i a r   e l   d i b u j o .   H a y   t r e s   t i p o s   d e   l  n e a s   y   b o r r a d o r e s ,   y   m u c h o s   t i p o s   d e   c o l o r e s   e n t r e   l o s   q u e   p u e d e   s e l e c c i o n a r   p a r a   p i n t a r .   E n   l a   p a n t a l l a   d e   g a r a b a t o s ,   t o q u e   e l   e n c a b e z a d o   d e   l a   l i s t a   p a r a   e x p a n d i r   o   c o n t r a e r   d i c h a   l i s t a .   P r e s i o n e   e l   b o t  n   d e   c o l o r   p a r a   e n t r a r   e n   l a   n u e v a   p a n t a l l a   p a r a   s e l e c c i o n a r   e l   c o l o r   p a r a   p i n t a r   y   m o s t r a r   e l   c o l o r   s e l e c c i o n a d o   e n   l a   p a n t a l l a   d e   g a r a b a t o s . 	 C h o i s i s s e z   P e i n d r e   p o u r   d e s s i n e r ,   o u   G o m m e   p o u r   e f f a c e r   l e   d e s s i n .   I l   e x i s t e   t r o i s   t y p e s   d e   l i g n e s   e t   d e   g o m m e s .   P l u s i e u r s   c o u l e u r s   s o n t      d i s p o s i t i o n   p o u r   p e i n d r e .   D a n s   l '  c r a n   d e   d e s s i n ,   t o u c h e z   l ' e n - t  t e   d e   l a   l i s t e   p o u r   l ' a g r a n d i r   o u   l a   d i m i n u e r .   A p p u y e z   s u r   l e   b o u t o n   d e s   c o u l e u r s   p o u r   a c c  d e r      u n   n o u v e l    c r a n ,   c h o i s i r   l a   c o u l e u r   d e   l a   p e i n t u r e ,   e t   a f f i c h e r   c e t t e   c o u l e u r   d a n s   l '  c r a n   d e   d e s s i n . 	 D e r   B e n u t z e r   k a n n   F a r b e   z u m   Z e i c h n e n   o d e r   d e n   R a d i e r e r   z u m   L  s c h e n   d e r   Z e i c h n u n g   w  h l e n .   E s   s t e h e n   d r e i   T y p e n   v o n   L i n i e n   u n d   R a d i e r e r n   u n d   v i e l e   F a r b a r t e n   f  r   d i e   Z e i c h n u n g   z u r   A u s w a h l .   B e r  h r e n   S i e   i m   K r i t z e l n - B i l d s c h i r m   d i e   K o p f z e i l e   d e r   L i s t e ,   u m   s i e   a u s z u k l a p p e n   o d e r   z u   r e d u z i e r e n .   K l i c k e n   S i e   a u f   d i e   F a r b s c h a l t f l  c h e ,   u m   z u   e i n e m   n e u e n   B i l d s c h i r m   z u r   F a r b a u s w a h l   f  r   d i e   Z e i c h n u n g   z u   g e l a n g e n ,   u n d   z e i g e n   S i e   d i e   a u s g e w  h l t e   F a r b e   i m   K r i t z e l n - B i l d s c h i r m   a n . 	 >;L7>20B5;L  <>65B  2K1@0BL  F25B  4;O  70:@0H820=8O  8;8  2K1@0BL  ;0AB8:  4;O  AB8@0=8O.   ABL  B@8  B8?0  ;8=89  8  ;0AB8:>2,   0  B0:65  <=>3>  B8?>2  F25B>2,   2K18@05<KE  4;O  @8A>20=8O.     M:@0=5  @8A>20=8O  :>A=8B5AL  703>;>2:0  A?8A:0,   GB>1K  @0725@=CBL  8;8  A25@=CBL  A?8A>:.   06<8B5  :=>?:C  F25B0,   GB>1K  2>9B8  2  =>2K9  M:@0=  4;O  2K1>@0  F25B0  4;O  @8A>20=8O  8  ?>:070BL  F25B,   2K1@0==K9  2  M:@0=5  4;O  @8A>20=8O. 	 	 JECF  DDE3*./E  '.*J'1  DHF  E9JF  DD13E  H'DEE-')  DE3-  'D13E.   JH,/  +D'+)  #FH'9  EF  'D.7H7  H'DEE'-J  ('D%6'A)  %DI  'D9/J/  EF  #FH'9  'D#DH'F  'D*J  JECF  '.*J'1G'  DD*DHJF.   AJ  4'4'*  'D13E  'D94H'&J,   'DE3  1#3  'DB'&E)  D7J  #H  *H3J9  'DB'&E).   '6:7  9DI  'D#21'1  'DEDHF)  D%/.'D  'D4'4)  'D,/J/)  H'.*J'1  DHF  'D13E  +E  %8G'1  'DDHF  'DE-//  9DI  4'4)  'D13E  'D94H'&J. 	 O   u t i l i z a d o r   p o d e   e s c o l h e r   p i n t a r   p a r a   d e s e n h a r   o u   b o r r a c h a   p a r a   l i m p a r   o   d e s e n h o .   E x i s t e m   t r  s   t i p o s   d e   l i n h a s   e   b o r r a c h a s   e   v  r i o s   t i p o s   d e   c o r e s   q u e   p o d e m   s e r   u s a d a s   p a r a   p i n t a r .   N o   e c r    d e   d e s e n h o ,   t o q u e   n o   c a b e  a l h o   d a   l i s t a   p a r a   e x p a n d i r   o u   f e c h a r   a   l i s t a .   P r i m a   o   b o t  o   c o l o r i d o   p a r a   e n t r a r   n u m   n o v o   e c r    p a r a   s e l e c c i o n a r   a   c o r   p a r a   p i n t a r   e   m o s t r a r   a   c o r   s e l e c c i o n a d a   n o   e c r    d e   d e s e n h o . 	 K u l l a n 1c 1   i z m e k   i  i n   b o y a y 1,    i z d i i n i   s i l m e k   i  i n   s i l g i y i   s e  e b i l i r .    i z i m   i  i n   s e  i l m e k    z e r e       t  r    i z g i   v e   s i l g i   v e   p e k    o k   t  r d e   r e n k   v a r d 1r .   K a r a l a m a   e k r a n 1n d a ,   l i s t e n i n   d a r a l m a s 1  v e y a   g e n i _l e m e s i   i  i n   l i s t e n i n   b a _l 11n a   d o k u n u n .    i z i m d e   r e n k   s e  m e k    z e r e   y e n i   e k r a n a   g i r m e k   v e   k a r a l a m a   e k r a n 1n d a   y e n i   r e n g i   g  s t e r m e k   i  i n   r e n k   d  m e s i n e   b a s 1n . 	 N g i   d  n g   c    t h   c h n   c  n g   c   v     v   h a y   c h n   c  n g   c   x  a     x  a   v t   v .   C    b a   k i u   n g   t h n g   v    c  n g   c   x  a   v    n h i u   k i u   m  u   s c   c n   c h n     v .   T r  n   m  n   h  n h   c h   v i t   n g u c h   n g o c ,   c h m   t i  u     d a n h   s  c h     p h  n g   t o   h o c   t h u   n h   d a n h   s  c h .   B m   n  t   m  u     v  o   m  n   h  n h   m i     c h n   m  u   s c   c h o   b c   v   v    h i n   t h   m  u      c h n   t r  n   m  n   h  n h   c h   v i t   n g u c h   n g o c . 	 P e n g g u n a   d a p a t   m e m i l i h   g a m b a r   u n t u k   m e n g g a m b a r   a t a u   p e n g h a p u s   u n t u k   m e n g h a p u s   g a m b a r .   T e r s e d i a   t i g a   j e n i s   g a r i s   s e r t a   p e n g h a p u s ,   d a n   b a n y a k   j e n i s   w a r n a   y a n g   d a p a t   d i p i l i h   u n t u k   g a m b a r .   D i   l a y a r   d o o d l e ,   s e n t u h   k e p a l a   d a f t a r   u n t u k   m e m b u k a   a t a u   m e n u t u p   d a f t a r .   T e k a n   t o m b o l   w a r n a   u n t u k   m e m b u k a   l a y a r   b a r u   d a n   m e m i l i h   w a r n a   g a m b a r ,   l a l u   m e n a m p i l k a n   w a r n a   y a n g   d i p i l i h   d i   l a y a r   d o o d l e . 	 P e n g g u n a   b o l e h   m e m i l i h   c a t   u n t u k   m e l u k i s   a t a u   m e m i l i h   p e m a d a m   u n t u k   m e m a d a m   l u k i s a n .   T e r d a p a t   t i g a   j e n i s   g a r i s a n   d a n   p e m a d a m ,   d a n   p i l i h a n   b a n y a k   j e n i s   w a r n a   u n t u k   m e n g e c a t .   D a l a m   s k r i n   m e n c o n t e n g ,   s e n t u h   p e n g a t a s   s e n a r a i   u n t u k   m e n g e m b a n g k a n n y a   a t a u   m e l i p a t n y a   k e m b a l i .   T e k a n   b u t a n g   w a r n a   u n t u k   m e m a s u k   s k r i n   b a r u   u n t u k   m e m i l i h   w a r n a   u n t u k   m e n g e c a t ,   d a n   t u n j u k k a n   w a r n a   t e r p i l i h   d a l a m   s k r i n   m e n c o n t e n g . 	 		*	/	K			0	M	$	>	  	?	$	M	0	  ,	(	>	(	G	  	G	  2	?		  *	G			  	>	  /	>	  	?	$	M	0	  	K	  .	?		>	(	G	  	G	  2	?		  	0	G		<	0	  	>	  	A	(	>	5	  	0	  8		$	G	  9	H		d	  *	G			?			  	G	  2	?		  $	@	(	  *	M	0		>	0	  	@	  0	G		>			  	0	  	0	G		<	0	,   	0	  	(	G		  *	M	0		>	0	  	G	  0			K		  	>	  	A	(	>	5	  	?	/	>	  	>	  8		$	>	  9	H	d	  !	B	!	2	  8	M	
 	M	0	@	(	  .	G		,   8	B		@	  	K	  5	?	8	M	
 $	>	0	?	$	  	0	(	G	  /	>	  8	.	>	*	M	
 $	  	0	(	G	  	G	  2	?		  8	B		@	  	G	  6	@	0	M	7	  *	0	  8	M	
 *	0	M	6	  	0	G		d	  *	G			?			  	G	  2	?		  0			  	>	  	A	(	>	5	  	0	(	G	  9	G	$	A	  (		  8	M	
 	M	0	@	(	  .	G		  *	M	0	5	G	6	  	0	(	G	,   	0	  !	B	!	2	  8	M	
 	M	0	@	(	  .	G		  	A	(	G	  		  0			  	K	  &	0	M	6	>	(	G	  	G	  2	?		  	2	0	  ,		(	  	K	  &	,	>			d		 	 	 	 A   f e l h a s z n  l    f e s t h e t ,   r a j z o l h a t   v a g y   r a d  r o z h a t   a   k  p e n .   H  r o m f  l e   v o n a l    s   r a d  r ,   i l l e t v e   s o k f  l e   s z  n   v  l a s z t h a t    a   f e s t  s h e z .   A   f i r k  l  s   k  p e r n y Qn    r i n t s e   m e g   a   l i s t a   f e j l  c  t ,   h o g y   k i b o n t s a   v a g y    s s z e c s u k j a   a z t .   N y o m j a   m e g   a   s z  n e s   g o m b o t ,   h o g y    j   k  p e r n y Qr e   l  p j e n ,   k i v  l a s s z a   a   f e s t  s   s z  n  t    s   m e g j e l e n  t s e   a   f i r k  l  s   k  p e r n y Qn   v  l a s z t o t t   s z  n t . 	 	 	 	 U   k u n t   t e k e n e n   o f   h e t   v l a k g o m   k i e z e n   e n   d e   t e k e n i n g   u i t   t e   w i s s e n .   E r   z i j n   d r i e   s o o r t e n   l i j n e n   e n   v l a k g o m m e n   e n   v e e l   k l e u r e n   o m   m e e   t e   t e k e n e n .   I n   h e t   d o o d l e s c h e r m   r a a k t   u   d e   k o p   v a n   d e   l i j s t   a a n   o m   d e   l i j s t   u i t   t e   b r e i d e n   o f   i n   t e   k l a p p e n .   D r u k   o p   d e   k l e u r k n o p   o m   n a a r   h e t   n i e u w e   s c h e r m   t e   g a a n   e n   e e n   k l e u r   t e   k i e z e n   o m   m e e   t e   t e k e n e n   e n   d e   g e s e l e c t e e r d e   k l e u r   i n   h e t   d o o d l e s c h e r m   t e   t o n e n . 	 	 	 U t i l i z a t o r u l   p o a t e   a l e g e   s   d e s e n e z e   c u   v o p s e a   s a u   p o a t e   a l e g e   r a d i e r a   p e n t r u   a   _t e r g e   d e s e n u l .   E x i s t   t r e i   t i p u r i   d e   l i n i i   _i   d e   r a d i e r e   _i   m u l t e   t i p u r i   d e   c u l o r i   d i n t r e   c a r e   p u t e ci   a l e g e   p e n t r u   a   d e s e n a .    n   e c r a n u l   d e   c i o r n ,   a t i n g e ci   a n t e t u l   l i s t e i   p e n t r u   c a   l i s t a   s   s e   e x t i n d   s a u   s   s e   r e s t r  n g .   A p s a ci   p e   b u t o n u l   d e   c u l o a r e   p e n t r u   a   i n t r a    n   e c r a n u l   n o u   p e n t r u   a   s e l e c t a   c u l o a r e a   d e   d e s e n a t   _i   p e n t r u   a f i _a r e a   c u l o r i i   s e l e c t a t e    n   e c r a n u l   d e   c i o r n . 	 	 	                 .             ,               .     ,                   .                         ,               . 	 	 	 '1(1  E*H'F/  ('  'F*.'(  '(2'1  FB'4  FB'4  4/G  H  ('  'F*.'(  ~'F  F  FB'4  1'  ~'  F/.   3G  FH9  .7  4  H  ~'  F  H,H/  /'1/  H  'FH'9  E.*DA  '2  1FG'  G  E*H'F  (1'  FB'4  4/F  '2  "FG'  '3*A'/G  1/.   (1'  3*1/F  '  ,E9  1/F  AG13*  /1  5A-G  .7  .7  1/F  31FH3  AG13*  1'  DE3  FE'/.   (1'  H'1/4/F  (G  5A-G  ,//  ,G*  FB'4  1/F  H  F4'F  /'/F  1F  'F*.'(  4/G  /1  5A-G  .7  .7  1/F  /EG  1F  1'  A4'1/G/. 	 	 	 											  				  				  				  						  					  				  				  		  				  				  					  				  						  							  				  				d	  				  				  				  			  					  				  	  						  			  				  					  		  					  				  					d	  		  				  		  					  				  				  				  								  						  				  			  				  								  								  				  						  		- 		  					  			  			d		 	 	 	 	 	 	 	 	 G e b r u i k e r   k a n   v e r f   k i e s   o m   t e   t e k e n   o f   w i s s e r   k i e s   o m   d i e   t e k e n i n g   t e   w i s .   D a a r   i s   d r i e   s o o r t e   l y n e   e n   w i s s e r s   e n   b a i e   s o o r t e   k l e u r e   o m   v i r   v e r f   t e   k i e s .   I n   d i e   k r a b b e l s k e r m ,   r a a k   a a n   d i e   k o p   v a n   d i e   l y s   o m   d i e   l y s   i n   o f   u i t   t e   v o u .   D r u k   d i e   k l e u r k n o p p i e   o m   n u w e   s k e r m   i n   t e   g a a n   o m   d i e   v e r f k l e u r   t e   k i e s   e n   o m   d i e   g e k o s e   k l e u r   i n   d i e   k r a b b e l s k e r m   t e   v e r t o o n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   u s u a r i o   p u e d e   s e l e c c i o n a r   p i n t a r   p a r a   d i b u j a r   o   e l   b o r r a d o r   p a r a   b o r r a r   e l   d i b u j o .   P a r a   p i n t a r ,   h a y   t r e s   t i p o s   d e   l  n e a s   y   b o r r a d o r e s ,   a d e m  s   d e   v a r i o s   c o l o r e s   p a r a   e l e g i r .   E n   l a   p a n t a l l a   p a r a   g a r a b a t e a r ,   t o q u e   l a   c a b e c e r a   d e   l a   l i s t a   p a r a   e x p a n d i r l a   o   c o n t r a e r l a .   P r e s i o n e   e l   b o t  n   d e   c o l o r   p a r a   i n g r e s a r   a   u n a   p a n t a l l a   n u e v a ,   s e l e c c i o n a r   e l   c o l o r   p a r a   p i n t a r   y   m o s t a r   e l   c o l o r   s e l e c c i o n a d o   e n   l a   p a n t a l l a   p a r a   g a r a b a t e a r . 	 	 O   u s u  r i o   p o d e   e s c o l h e r   p i n t a r   d e s e n h o   o u   e s c o l h e r   a p a g a d o r   p a r a   a p a g a r   o   d e s e n h o .   H    t r  s   t i p o s   d e   l i n h a s   e   a p a g a d o r e s   e   m u i t o s   t i p o s   d e   c o r e s   a   s e r e m   s e l e c i o n a d o s   p a r a   p i n t u r a .   N a   t e l a   d e   r a b i s c o ,   t o q u e   n o   c a b e  a l h o   d a   l i s t a   p a r a   e x p a n d i r   o u   c o n t r a i r   a   l i s t a .   P r e s s i o n e   o   b o t  o   d e   c o r   p a r a   e n t r a r   e m   n o v a   t e l a   p a r a   s e l e c i o n a r   c o r   d e   p i n t u r a   e   m o s t r e   a   c o r   s e l e c i o n a d a   n a   t e l a   d e   r a b i s c o . 
 
 S T R _ I D _ P H B _ F I R S T _ N A M E 	 P h o n e B o o k 	 T I T L E ,   I C O N T E X T 	 F i r s t   n a m e 	 F i r s t   n a m e 	 
T	 
T	 
7H-	 N o m b r e 	 P r  n o m 	 V o r n a m e 	 <O	 	 'D'3E  'D#HD	 N o m e   p r  p r i o 	 A d : 	 T  n 	 N a m a   d e p a n 	 N a m a   p e r t a m a 	 *	M	0	%	.	  (	>	.		 	 	 	 U t  n  v 	 	 	 	 V o o r n a a m 	 	 	 P r e n u m e 	 	 	   	 	 	 F'E  H	 	 	 					  									 	 	 	 	 	 	 	 	 V o o r n a a m 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m b r e 	 	 N o m e 
 
 S T R _ I D _ P H B _ R E A D Y 	 P h o n e B o o k 	 P O P U P 	 S h o w   p h b   r e a d y 	 P h o n e b o o k   r e a d y 	 q?|S(u	 5u݋?|S(u	 *!8B#(1L#I-!	 L i b r e t a   d e   t e l  f o n o s   l i s t a 	 A n n u a i r e   t  l  p h o n i q u e   p r  t 	 T e l e f o n b u c h   b e r e i t 	 <O	 	 /DJD  'DG'*A  ,'G2	 L i s t a   t e l e f  n i c a   p r e p a r a d a 	 T e l e f o n   r e h b e r i   h a z 1r 	 D a n h   b   c    s n 	 B u k u   t e l e p o n   s i a p 	 B u k u   t e l e f o n   t e r s e d i a 	 +	K	(	,	A		  $	H	/	>	0	  9	H		 	 	 	 A   c  m j e g y z  k   k  s z e n l  t b e n 	 	 	 	 T e l e f o o n b o e k   g e r e e d 	 	 	 A g e n d   p r e g t i t 	 	 	     	 	 	 /A*1G  *DAF  "E'/G  '3*	 	 	 					  					 	 	 	 	 	 	 	 	 F o o n b o e k   i s   g e r e e d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   l i b r e t a   d e   d i r e c c i o n e s   e s t    l i s t a 	 	 P r o n t o   p a r a   a g e n d a   t e l e f  n i c a 
 
 S T R _ I D _ P H B _ N A M E _ M O D I F I E D 	 P h o n e B o o k 	 P O P U P 	 N a m e   m o d i f i e d 	 N a m e   m o d i f i e d 	 Y
T]O9e	 Y
T]O9e	 
7H-AIDA%I'	 N o m b r e   m o d i f i c a d o 	 N o m   m o d i f i  	 N a m e   m o d i f i z i e r t 	 "5;5D>==K9  A?@02>G=8:  3>B>2	 	 *E  *9/JD  'D'3E	 N o m e   m o d i f i c a d o 	 0s i m   d e i _t i r i l d i 	 T  n      s a 	 N a m a   b e r u b a h 	 N a m a   d i u b a h 	 (	>	.	  8		6	K	'	?	$	  9	K	  	/	>		 	 	 	 N  v   m  d o s  t v a 	 	 	 	 N a a m   g e w i j z i g d 	 	 	 N u m e   m o d i f i c a t 	 	 	   	 	 	 F'E  *:1'A*G	 	 	 			  						  			  						 	 	 	 	 	 	 	 	 N a a m   g e w y s i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o m b r e   m o d i f i c a d o 	 	 N o m e   m o d i f i c a d o 
 
 S T R _ I D _ P H B _ O P _ I M A G E _ V I D E O _ F A I L 	 P h o n e B o o k 	 P O P U P 	 E n t r y   o p e r a t i o n   e r r o r   m e s s a g e 	 F a i l e d   t o   a d d   i m a g e ,   v i d e o 	 WGrq_GreX1YWe	 VGrƉeX1Y%	 D!H*2!2#@4H! 2  '45B-	 E r r o r   a l   a g r e g a r   l a   i m a g e n   o   e l   v  d e o 	  c h e c   d a n s   l ' a j o u t   d ' i m a g e ,   v i d  o 	 B i l d ,   V i d e o   k o n n t e   n i c h t   h i n z u g e f  g t   w e r d e n 	 <O  87<5=5=>	 	 *901  %6'A)  5H1),   AJ/JH	 F a l h a   a o   a d i c i o n a r   i m a g e m ,   v  d e o 	 R e s i m ,   v i d e o   e k l e n e m e d i 	 K h  n g   t h   t h  m   h  n h ,   v i d e o 	 G a g a l   m e n a m b a h k a n   f o t o ,   v i d e o 	 G a g a l   m e n a m b a h   i m e j ,   v i d e o 	 	?	$	M	0	,   5	@	!	?	/	K	  	K	!	<	(	G	  .	G		  (	>		>	.		 	 	 	 A   k  p ,   v i d e    h o z z  a d  s a   n e m   s i k e r  l t 	 	 	 	 F o t o   o f   v i d e o   k o n   n i e t   w o r d e n   t o e g e v e o g d 	 	 	 E r o a r e   l a   a d u g a r e a   i m a g i n i i ,   v i d e o c l i p u l u i 	 	 	     ,   	 	 	 'A2H/F  *5H1  F'EHAB  (H/  ADE	 	 	 			,   					  					  				  						  						 	 	 	 	 	 	 	 	 K o n   n i e   a f b e e l d i n g ,   v i d e o   b y v o e g   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   a g r e g a r   i m a g e n ,   v i d e o 	 	 F a l h a   e m   a d i c i o n a r   i m a g e m ,   v  d e o 
 
 S T R _ D E L E T E A L L _ Q U E R Y _ S I M 1 _ M S G 	 P h o n e b o o k 	 P O P U P 	 D e l e t e   A l l   S I M 1   m e s s a g e 	 D e l e t e   a l l   S I M 1   c o n t a c t s ? 	 *RdhQS I M aS1 oa}N	  RdhQS I M aS1 T|N	 %9I4H-4!1   1I+!+#7-D!H? 	  D e s e a   e l i m i n a r   t o d o s   l o s   c o n t a c t o s   d e   l a   t a r j e t a   S I M 1 ? 	 S u p p r i m e r   t o u s   l e s   c o n t a c t s   S I M 1   ? 	 A l l e   S I M   1 - K o n t a k t e   l  s c h e n ? 	 52>7<>6=>  4>1028BL  87>1@065=85,   2845>	 	 -0A  ,EJ9  ,G'*  '*5'D  S I M 1 	 E l i m i n a r   t o d o s   o s   c o n t a c t o s   d o   S I M 1 ? 	 S I M 1 ' d e k i   t  m   k i _i l e r i   s i l ? 	 X  a   h t   d a n h   b   S I M 1 ? 	 H a p u s   s e m u a   k o n t a k   S I M 1 ? 	 H a p u s   s e m u a   k e n a l a n   S I M 1 ? 	 8	-	@	  S I M 1   8		*	0	M		K		  	K	  .	?		>			? 	 	 	 	 T  r l i   a z    s s z e s   S I M 1   p a r t n e r t ? 	 	 	 	 A l l e   S I M 1 - c o n t a c t e n   v e r w i j d e r e n ? 	 	 	 ^t e r g e ci   t o a t e   c o n t a c t e l e   d e   p e   S I M 1 ? 	 	 	           - S I M 1 ? 	 	 	 GEG  E.'7(G'  S I M 1   -0A  4HF/	 	 	 				- 		  		  			  				  				? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   S I M 1 - k o n t a k t e ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  E l i m i n a r   t o d o s   l o s   c o n t a c t o s   d e l   S I M 1 ? 	 	 E x c l u i r   t o d o s   o s   c o n t a t o s   S I M 1 ? 
 
 S T R _ I D _ P H B _ S A V E _ T O _ S I M 	 P h o n e B o o k 	 P O P U P 	 S a v e d   t o   S I M 	 S a v e d   t o   S I M 	 ]2QX[0RS I M aS	 ]OX[0RS I M aS	 16D"14!	 G u a r d a d o   e n   l a   t a r j e t a   S I M 	 E n r e g i s t r e r   s u r   S I M 	 A u f   S I M   g e s p e i c h e r t 	 #40;8BL  2A5  :>=B0:BK  A  S I M 1 ? 	 	 *E  'D-A8  9DI  (7'B)  S I M 	 G u a r d a d o   n o   S I M 	 S I M ' e   k a y d e d i l d i 	    l u   v  o   S I M 	 D i s i m p a n   k e   S I M 	 D i s i m p a n   k e   S I M 	 S I M   .	G		  8	9	G		G	  			 	 	 	 M e n t v e   a   S I M - r e 	 	 	 	 O p g e s l a g e n   i n   S I M 	 	 	 S a l v a t   p e   S I M 	 	 	   - S I M 	 	 	 /1  S I M   0.1G  4/	 	 	 				  			  					 	 	 	 	 	 	 	 	 N a   S I M   g e b e r g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   g u a r d    e n   e l   S I M 	 	 S a l v o   n o   S I M 
 
 S T R _ I D _ P H B _ S A V E _ T O _ S I M 1 	 P h o n e b o o k 	 P O P U P 	 S a v e d   t o   S I M 1 	 S a v e d   t o   S I M 1 	 ]2QX[0RS I M aS1 	 ]OX[0RS I M aS1 	 1@GD"14!1 	 G u a r d a d o   e n   l a   t a r j e t a   S I M 1 	 E n r e g i s t r e r   s u r   S I M 1 	 A u f   S I M   1   g e s p e i c h e r t 	 !>E@0=8BL  =0  S I M 	 	 *E  'D-A8  9DI  (7'B)  S I M 1 	 G u a r d a d o   n o   S I M 1 	 S I M 1 ' e   k a y d e d i l d i 	    l u   v  o   S I M 1 	 D i s i m p a n   k e   S I M 1 	 D i s i m p a n   k e   S I M 1 	 S I M 1   .	G		  8	9	G		G	  			 	 	 	 M e n t v e   S I M 1 - r e 	 	 	 	 O p g e s l a g e n   i n   S I M 1 	 	 	 S a l v a t   p e   S I M 1 	 	 	   - S I M 1 	 	 	 /1  S I M 1   0.1G  4/	 	 	 				- 	  			  					 	 	 	 	 	 	 	 	 N a   S I M 1   g e b e r g   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   g u a r d    e n   e l   S I M 1 	 	 S a l v o   n o   S I M 1 
 
 S T R _ I D _ P H B _ S A V E _ T O _ S I M 2 	 P h o n e b o o k 	 P O P U P 	 S a v e d   t o   S I M 2 	 S a v e d   t o   S I M 2 	 ]2QX[0RS I M aS2 	 ]OX[0RS I M aS2 	 1@GD"14!2 	 G u a r d a d o   e n   l a   t a r j e t a   S I M 2 	 E n r e g i s t r e r   s u r   S I M 2 	 A u f   S I M   2   g e s p e i c h e r t 	 !>E@0=5=>  =0  S I M 2 	 	 *E  'D-A8  9DI  (7'B)  S I M 2 	 G u a r d a d o   n o   S I M 2 	 S I M 2 ' y e   k a y d e d i l d i 	    l u   v  o   S I M 2 	 D i s i m p a n   k e   S I M 2 	 D i s i m p a n   k e   S I M 2 	 S I M 2   .	G		  8	9	G		G	  			 	 	 	 M e n t v e   S I M 2 - r e 	 	 	 	 O p g e s l a g e n   i n   S I M 2 	 	 	 S a l v a t   p e   S I M 2 	 	 	   - S I M 2 	 	 	 /1  S I M 2   0.1G  4/	 	 	 				- 	  			  					 	 	 	 	 	 	 	 	 N a   S I M 2   g e b e r g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   g u a r d    e n   e l   S I M 2 	 	 S a l v o   n o   S I M 2 
 
 S T R _ I D _ P H B _ S A V E _ T O _ P H O N E 	 P h o n e b o o k 	 P O P U P 	 S a v e d   t o   P h o n e 	 S a v e d   t o   p h o n e 	 ]2QX[0RKb_j	 ]OX[0RKb:g	 16D"1@#7H-	 G u a r d a d o   e n   e l   t e l  f o n o 	 E n r e g i s t r e r   d a n s   l e   t  l  p h o n e 	 A u f   T e l e f o n   g e s p e i c h e r t 	 !>E@0=5=>	 	 *E  'D-A8  9DI  'DG'*A	 G u a r d a d o   n o   t e l e f o n e 	 T e l e f o n a   k a y d e d i l d i 	    l u   v  o   i n   t h o i 	 D i s i m p a n   k e   t e l e p o n 	 D i s i m p a n   k e   t e l e f o n 	 +	K	(	  .	G		  8	9	G		G	  			 	 	 	 M e n t v e   a   t e l e f o n r a 	 	 	 	 O p g e s l a g e n   i n   t e l e f o o n 	 	 	 S a l v a t    n   t e l e f o n 	 	 	   	 	 	 /1  *DAF  0.1G  4/	 	 	 				  			  					 	 	 	 	 	 	 	 	 N a   f o o n   g e b e r g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   g u a r d    e n   e l   t e l  f o n o 	 	 S a l v o   n o   t e l e f o n e 
 
 S T R _ I D _ S R V _ P L S T _ U N K N O W N 	 M E D P L Y 	 P O P U P 	 U n k n o w n 	 U n k n o w n 	 *gw	 *gw	 	 	 	 	 58725AB=>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ V E R S I O N _ W R O N G 	 M E D P L Y 	 P O P U P 	 V e r s i o n   w r o n g 	 V e r s i o n   w r o n g 	 Hr,g/	 Hr,g	 	 	 	 	 5?@028;L=0O  25@A8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ M A X _ S E R V I C E _ S U P P O R T 	 M E D P L Y 	 P O P U P 	 M a x   s e r v i c e   s u p p o r t 	 M a x   s e r v i c e   s u p p o r t 	 
gRz g'Y/ecxe	 
gRz g'Y/ecpe	 	 	 	 	 >445@6:0  <0:A8<0;L=>3>  >1A;C6820=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ M E M O R Y _ C O R R U P T 	 M E D P L Y 	 P O P U P 	 M e m o r y   c r a s h 	 M e m o r y   c r a s h 	 gQX[
dX	 QX[_cOW	 	 	 	 	 >;><:0  ?0<OB8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ D B _ C O N R R P U T 	 M E D P L Y 	 P O P U P 	 D B   c r a s h 	 D B   c r a s h 	 xed^
dX	 penc^_cOW	 	 	 	 	 >;><:0  D B   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ G D I _ E R R 	 M E D P L Y 	 P O P U P 	 I m a g e   e r r o r 	 I m a g e   e r r o r 	 WGr/	 VGr	 	 	 	 	 H81:0  87>1@065=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ M E T A _ P A R S E R _ E R R 	 M E D P L Y 	 P O P U P 	 P a s e r   e r r o r 	 P a s e r   e r r o r 	 ㉐g/	 ㉐g	 	 	 	 	 H81:0  P a s e r   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ I T E M _ E X I S T 	 M E D P L Y 	 P O P U P 	 I t e m   a l r e a d y   e x i s t s 	 I t e m   a l r e a d y   e x i s t s 	 jHh]X[(W	 eN]X[(W	 	 	 	 	 C=:B  C65  ACI5AB2C5B	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ F S _ E R R 	 M E D P L Y 	 P O P U P 	 F i l e   r e a d / w r i t e   e r r o r 	 F i l e   r e a d / w r i t e   e r r o r 	 jHh[/	 eNQ	 	 	 	 	 H81:0  GB5=8O/ 70?8A8  D09;0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ D E S T O R Y _ F A I L 	 M E D P L Y 	 P O P U P 	 D e s t o r y   f a i l e d 	 D e s t o r y   f a i l e d 	 *Rd1YWe	  Rd1Y%	 	 	 	 	 H81:0  D e s t o r y   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ S Q L I T E _ E R R 	 M E D P L Y 	 P O P U P 	 D B   r e a d / w r i t e   e r r o r 	 D B   r e a d / w r i t e   e r r o r 	 xed^
dX	 penc^_cOW	 	 	 	 	 H81:0  GB5=8O/ 70?8A8  D B 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ F A T A L _ E R R 	 M E D P L Y 	 P O P U P 	 F a t a l   e r r o r 	 F a t a l   e r r o r 	 V͑/	 %N͑	 	 	 	 	 5CAB@0=8<0O  >H81:0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ U N K N O W N _ E R R 	 M E D P L Y 	 P O P U P 	 U n k n o w n   e r r o r 	 U n k n o w n   e r r o r 	 *gw/	 *gw	 	 	 	 	 58725AB=0O  >H81:0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S R V _ P L S T _ P A R A M _ E R R 	 M E D P L Y 	 P O P U P 	 P a r a m e t e r   e r r o r 	 P a r a m e t e r   e r r o r 	 Sxe/	 Spe	 	 	 	 	 H81:0  ?0@0<5B@0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ T O U C H _ T O _ U N L O C K 	 U C M 	 C 0 1 7 _ 3 	 T o u c h   t o   u n l o c k 	 T o u c h   t o   u n l o c k 	 xN㉖	 扰xN	 A0@7H-%%G-	 T o q u e   p a r a   d e s b l o q u e a r 	 T o u c h e z   p o u r   d  v e r r o u i l l e r 	 Z u m   F r e i g e b e n   b e r  h r e n 	 >A=8B5AL  4;O  @071;>:8@>20=8O	 	 'DE3  D%D:'!  'DBAD	 T o c a r   p a r a   d e s b l o q u e a r 	 K i l i d i   k a l d 1r m a k   i  i n   b a s 1n 	 C h m     m   k h  a 	 S e n t u h   u n t u k   m e n g a k t i f k a n 	 S e n t u h   u n t u k   m e m b u k a 	 	(	2	I		  	0	(	G	  	G	  2	?		  8	M	
 *	0	M	6	  	0	G			 	 	 	  r i n t s e   m e g   a   k i o l d  s h o z 	 	 	 	 A a n r a k e n   o m   t e   d e b l o k k e r e n 	 	 	 A t i n g e ci   p e n t r u   d e b l o c a r e 	 	 	     	 	 	 (1'  BAD  4'  DE3  F/	 	 	 				- 	  						  					 	 	 	 	 	 	 	 	 R a a k   a a n   o m   t e   o n t s l u i t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r e s i o n a r   p a r a   d e s b l o q u e a r 	 	 T o q u e   p a r a   d e s b l o q u e a r 
 
 S T R _ I D _ U C M _ D I A L L E R 	 U C M 	 C 0 1 7 _ 2 	 D i a l l e r 	 D i a l l e r 	 d_hV	 bShV	 1'B#	 M a r c a d o r 	 C o m p o s e u r 	 W  h l e r 	 ><5@>=018@0B5;L	 	 (1F'E,  'D'*5'D	 M a r c a d o r 	 T u _  t a k 1m 1	 T r  n h   g i 	 T o m b o l   l a y a r 	 P e n d a i l 	 !	>	/	2	0		 	 	 	 T  r c s  z  	 	 	 	 K i e z e r 	 	 	 A p e l a n t 	 	 	 	 	 	 4E'1G  1	 	 	 								 	 	 	 	 	 	 	 	 B e l l e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M a r c a d o r 	 	 D i s c a d o r 
 
 S T R _ U C _ I M A G E _ T O O _ L A R G E 	 U n i f i e d C o m p o s e r 	 P O P U P 	 H i g h   f o r m a t   m e d i a .   T o   l a r g e   t o   r e s i z e   o r   i n s e r t   i n   M M S .   C h a n c e   o f   p e r f o r m a n c e   i s s u e . 	 I m a g e   t o o   l a r g e 	 WGr*Y'Y	 VGr*Y'Y	  2C+
H@4D	 I m a g e n   d e m a s i a d o   g r a n d e 	 I m a g e   t r o p   g r a n d e 	 B i l d   z u   g r o  	 7>1@065=85  A;8H:><  25;8:>	 	 'D5H1)  #C(1  EF  'DD'2E	 I m a g e m   d e m a s i a d o   g r a n d e 	 R e s i m    o k   b  y  k 	 n h   q u    l n 	 F o t o   t e r l a l u   b e s a r 	 I m e j   t e r l a l u   b e s a r 	 	?	$	M	0	  ,	9	A	$	  ,	!	<	>	  9	H		 	 	 	 A   k  p   t  l   n a g y 	 	 	 	 B e e l d   t e   g r o o t 	 	 	 I m a g i n e   p r e a   m a r e 	 	 	     	 	 	 *5H1  (4  '2  'F/'2G  (21  '3*	 	 	 			  				  			 	 	 	 	 	 	 	 	 A f b e e l d i n g   i s   t e   g r o o t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   i m a g e n   e s   d e m a s i a d o   g r a n d e 	 	 I m a g e m   m u i t o   g r a n d e 
 
 S T R _ U C _ A D D _ C O N T A C T _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 A d d   C o n t a c t 	 A d d   c o n t a c t 	 ReQoa}N	 mRT|N	 @4H!9I4H-	 A g r e g a r   c o n t a c t o 	 A j o u t e r   c o n t a c t 	 K o n t a k t   h i n z u f  g e n 	 >1028BL  :>=B0:B	 	 %6'A)  ,G)  '*5'D	 A d i c i o n a r   c o n t a c t o 	 K i _i   e k l e 	 T h  m   s   l i  n   l c 	 T a m b a h   k o n t a k 	 T a m b a h   k e n a l a n 	 8		*	0	M		  	K	!	<	G			 	 	 	 P a r t n e r   h o z z  a d  s a 	 	 	 	 C o n t a c t   t o e v o e g e n 	 	 	 A d u g a r e   c o n t a c t 	 	 	     	 	 	 'A2H/F  E.'7(	 	 	 									  								  								  					 	 	 	 	 	 	 	 	 V o e g   k o n t a k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   c o n t a c t o 	 	 A d i c i o n a r   c o n t a t o 
 
 S T R _ U C _ A D D _ O B J E C T _ I D 	 U n i f i e d C o m p o s e r 	 U N L I M 	 A d d   m e d i a   o b j 	 A d d   o b j e c t 	 ReQirN	 mR[a	 @4H!--@GL	 A g r e g a r   o b j e t o 	 A j o u t e r   o b j e t 	 O b j e k t   h i n z u f  g e n 	 >1028BL  >1J5:B	 	 %6'A)  C'&F	 A d i c i o n a r   o b j e c t o 	 N e s n e   e k l e 	 T h  m   i   t n g 	 T a m b a h   o b j e k 	 T a m b a h   o b j e k 	 8	>	.		M	0	@	  	K	!	<	G			 	 	 	 O b j e k t u m   h o z z  a d  s a 	 	 	 	 O b j e c t   t o e v o e g e n 	 	 	 A d u g a r e   o b i e c t 	 	 	   	 	 	 'A2H/F  4!	 	 	 				  					  					 	 	 	 	 	 	 	 	 V o e g   o b j e k   b y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   o b j e t o 	 	 A d i c i o n a r   o b j e t o 
 
 S T R _ I D _ A M _ N A M E 	 A M 	 T I T L E 	 A p p   M a n a g e r 	 A p p   M a n a g e r 	 a(u{thV	 ^(u{thV	 1'12#A-	 A d m i n i s t r a d o r   d e   a p l i c a c i o n e s 	 G e s t i o n n a i r e   A p p 	 A n w . - M a n a g e r 	 5=5465@  ?@8;>65=89	 	 E/J1  'D*7(JB'*	 G e s t o r   d e   a p l i c a   e s 	 U y g   Y  n e t i c i s i 	 Q u n   l    n g   d n g 	 M a n a j e r   A p l i k a s i 	 P e n g u r u s   a p l i k a s i 	 	(	A	*	M	0	/	K		  *	M	0	,		'			 	 	 	 A l k .   k e z e l Q	 	 	 	 T o e p a s s i n g s b e h e e r 	 	 	 A p p   M a n a g e r 	 	 	   	 	 	 'A2H/F  E/1	 	 	 									  										 	 	 	 	 	 	 	 	 T o e p a s s i n g s b e s t u u r d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A d m i n i s t r a d o r   d e   a p l i c a c i o n e s 	 	 G e r e n c i a d o r   d e   a p l i c a t i v o s 
 
 S T R _ I D _ A M _ L O A D I N G 	 A M 	 T E X T 	 I n i t i a l i z e 	 I n i t i a l i z e 	 RYS	 RYS	 1IH2@#4H!I	 I n i c i a l i z a r 	 I n i t i a l i s e r 	 I n i t i a l i s i e r e n 	 =8F80;878@>20BL	 	 (/!	 I n i c i a l i z a r 	 B a _l a t 	 K h i   n g 	 I n i s i a l i s a s i k a n 	 A s a l k a n 	 	0		-	  	0	G			 	 	 	 I n i c i a l i z  l 	 	 	 	 I n i t i a l i s e r e n 	 	 	 I n i ci a n i z a r e 	 	 	 	 	 	 1'G  'F/'2	 	 	 				  					 	 	 	 	 	 	 	 	 I n i s i a l i s e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n i c i a l i z a r 	 	 I n i c i a l i z a r 
 
 S T R _ I D _ A M _ M A I N _ N O _ D O W N L O A D 	 A M 	 T E X T 	 P l e a s e   i n s e r t   a   S I M   c a r d . 	 P l e a s e   i n s e r t   a   S I M   c a r d . 	 ˊceQS I M aS	 ceQS I M aS	 B#C*H4!2#L	 I n s e r t e   u n a   t a r j e t a   S I M . 	 V e u i l l e z   i n s  r e r   u n e   c a r t e   S I M . 	 B i t t e   S I M - K a r t e   e i n f  g e n . 	 AB02LB5  S I M   :0@BC. 	 	 J1,I  %/.'D  (7'B)  S I M . 	 I n s i r a   u m   c a r t  o   S I M . 	 L  t f e n   S I M   k a r t 1  t a k 1n . 	 H  y   l p   t h   S I M . 	 M a s u k k a n   k a r t u   S I M . 	 S i l a   m a s u k k a n   k a d   S I M . 	 	C	*	/	>	  		  S I M   	>	0	M	!	  !	>	2	G		d		 	 	 	 H e l y e z z e n   b e   e g y   S I M   k  r t y  t . 	 	 	 	 S t e e k   e r   e e n   S I M - k a a r t   i n . 	 	 	 I n t r o d u c e ci   u n   c a r d   S I M . 	 	 	     S I M . 	 	 	 D7A'    3E  '1*  ,'(2F/. 	 	 	 			  					  						  					 	 	 	 	 	 	 	 	 V o e g   a s s e b l i e f   ' n   S I M - k a a r t   i n . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r t e   u n a   t a r j e t a   S I M . 	 	 I n s i r a   u m   c a r t  o   S I M . 
 
 S T R _ I D _ A M _ O P T I O N _ L A U N C H 	 A M 	 I C O N T E X T 	 L a u n c h 	 L a u n c h 	 KL	 ЏL	 @4	 I n i c i a r 	 L a n c e r 	 S t a r t e n 	 0?CAB8BL	 	 *4:JD	 I n i c i a r 	 B a _l a t 	 K h i   c h y 	 A k t i f k a n 	 J a l a n k a n 	 2	I	(	M	
 	  	0	G			 	 	 	 I n d  t  s 	 	 	 	 S t a r t e n 	 	 	 L a n s a r e 	 	 	 	 	 	 1'G  'F/'2	 	 	 				  					 	 	 	 	 	 	 	 	 B e g i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E j e c u t a r 	 	 I n i c i a r 
 
 S T R _ I D _ A M _ O P T I O N _ C R E A T E _ S H O R T C U T 	 A M 	 I C O N T E X T 	 C r e a t e   s h o r t c u t 	 C r e a t e   s h o r t c u t 	 ^zwc_	 R^_wce_	 *#I22%1	 C r e a r   a c c e s o   d i r e c t o 	 C r  e r   u n   r a c c o u r c i 	 V e r k n  p f u n g   e r s t e l l e n 	 !>740BL  O@;K:	 	 %F4'!  '.*5'1	 C r i a r   a t a l h o 	 K 1s a y o l   o l u _t u r 	 T o   p h  m   t t 	 B u a t   c a r a   p i n t a s 	 C i p t a   p i n t a s a n 	 6	I	0	M				  ,	(	>				 	 	 	 P a r a n c s i k o n   l  t r e h o z  s a 	 	 	 	 S n e l k o p p e l i n g   m a k e n 	 	 	 C r e a r e   c o m a n d   r a p i d 	 	 	   	 	 	 ','/  E'F(1	 	 	 							  				  					 	 	 	 	 	 	 	 	 S k e p   k o r t p a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C r e a r   a c c e s o   d i r e c t o 	 	 C r i a r   a t a l h o s 
 
 S T R _ I D _ A M _ O P T I O N _ D E L E T E _ S H O R T C U T 	 A M 	 I C O N T E X T 	 R e m o v e   s h o r t c u t 	 R e m o v e   s h o r t c u t 	 *Rdwc_	  Rd_wce_	 %2%1	 Q u i t a r   a c c e s o   d i r e c t o 	 S u p p r i m e r   u n   r a c c o u r c i 	 V e r k n  p f u n g   e n t f e r n e n 	 #40;8BL  O@;K:	 	 %2'D)  'D'.*5'1	 R e m o v e r   a t a l h o 	 K 1s a y o l u   k a l d 1r 	 X  a   p h  m   t t 	 H a p u s   c a r a   p i n t a s 	 K e l u a r k a n   p i n t a s a n 	 6	I	0	M				  9		>				 	 	 	 P a r a n c s i k o n   e l t  v o l  t  s a 	 	 	 	 S n e l k o p p e l i n g   v e r w i j d e r e n 	 	 	 E l i m i n a r e   c o m a n d   r a p i d 	 	 	   	 	 	 2/H/F  E'F(1	 	 	 							  				  						 	 	 	 	 	 	 	 	 V e r w y d e r   k o r t p a d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l i m i n a r   a c c e s o   d i r e c t o 	 	 R e m o v e r   a t a l h o 
 
 S T R _ I D _ A M _ D E T A I L S _ I N F O 	 A M 	 T E X T 	 I n f o r m a t i o n 	 I n f o r m a t i o n 	 a(uN9}	 ^(uN~	 I-!9%	 I n f o r m a c i  n 	 I n f o r m a t i o n s 	 I n f o r m a t i o n e n 	 =D>@<0F8O	 	 E9DHE'*	 I n f o r m a   e s 	 B i l g i 	 T h  n g   t i n 	 I n f o r m a s i 	 M a k l u m a t 	 	>	(		>	0	@		 	 	 	 I n f o r m  c i  	 	 	 	 I n f o r m a t i e 	 	 	 I n f o r m a ci i 	 	 	 	 	 	 '7D'9'*	 	 	 				  	 	 	 	 	 	 	 	 	 I n l i g t i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n f o r m a c i  n 	 	 I n f o r m a   e s 
 
 S T R _ I D _ A M _ D E T A I L S _ S I Z E 	 A M 	 T E X T 	 S i z e 	 S i z e 	 'Y\	 'Y\	 2	 T a m a  o 	 T a i l l e 	 G r   e 	  07<5@	 	 'D-,E	 T a m a n h o 	 B  y  k l  k 	 K . t h c 	 U k u r a n 	 S a i z 	 		>	0		 	 	 	 M  r e t 	 	 	 	 G r o o t t e 	 	 	 D i m e n s i u n e 	 	 	 	 	 	 'F/'2G	 	 	 					 	 	 	 	 	 	 	 	 G r o o t t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a m a  o 	 	 T a m a n h o 
 
 S T R _ I D _ A M _ D E T A I L S _ P A T H 	 A M 	 T E X T 	 S t o r a g e 	 S t o r a g e 	 2QX[MOn	 X[PMOn	 5H@G	 A l m a c e n a m i e n t o 	 S t o c k a g e 	 S p e i c h e r 	 %@0=5=85	 	 'DE.2F	 A r m a z e n a m e n t o 	 D e p o l a m a 	 L u   t r 	 P e n y i m p a n a n 	 S t o r a n 	 -		!	>	0	#		 	 	 	 H  t t  r t  r 	 	 	 	 O p s l a g 	 	 	 S t o c a r e 	 	 	 	 	 	 H3DG  0.J1G  3'2	 	 	 					 	 	 	 	 	 	 	 	 B e r g p l e k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s p a c i o 	 	 A r m a z e n a m e n t o 
 
 S T R _ I D _ A M _ D E T A I L S _ D E V E L O P E R 	 A M 	 T E X T 	 D e v e l o p e r 	 D e v e l o p e r 	 |vFU	  _SFU	 9I12	 D e s a r r o l l a d o r 	 D  v e l o p p e u r 	 E n t w i c k l e r 	  07@01>BG8:	 	 'DE7H1	 P r o g r a m a d o r 	 G e l i _t i r i c i 	 T r  n h   t h i t   k 	 P e n g e m b a n g 	 P e m b a n g u n 	 5	?		>	8		0	M	$	>		 	 	 	 F e j l e s z t Q	 	 	 	 O n t w i k k e l a a r 	 	 	 D e z v o l t a t o r 	 	 	 	 	 	 3'2F/G	 	 	 									 	 	 	 	 	 	 	 	 O n t w i k k e l a a r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 P r o g r a m a d o r 	 	 D e s e n v o l v e d o r 
 
 S T R _ I D _ A M _ D E T A I L S _ T E L 	 A M 	 T E X T 	 T e l 	 T e l 	 [
gq	 [
g5u݋	 B#	 T e l . 	 T  l . 	 T e l . 	 "5;	 	 'DG'*A	 T e l . 	 T e l 	 . t h o i 	 T e l 	 T e l 	 	G	2	@	+	K	(		 	 	 	 T e l . 	 	 	 	 T e l 	 	 	 T e l 	 	 	 	 	 	 *DAF	 	 	 					 	 	 	 	 	 	 	 	 T e l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l  f o n o 	 	 T e l 
 
 S T R _ I D _ A M _ D E T A I L S _ S T O R A G E _ P H O N E 	 A M 	 T E X T 	 P h o n e 	 P h o n e 	 Kb_j	 Kb:g	 B#(1L	 T e l  f o n o 	 T  l  p h o n e 	 T e l e f o n 	 "5;5D>=	 	 'DG'*A	 T e l e f o n e 	 T e l e f o n 	 i n   t h o i 	 T e l e p o n 	 T e l e f o n 	 +	K	(		 	 	 	 T e l e f o n 	 	 	 	 T e l e f o o n 	 	 	 T e l e f o n 	 	 	 	 	 	 *DAF	 	 	 				 	 	 	 	 	 	 	 	 F o o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T e l  f o n o 	 	 T e l e f o n e 
 
 S T R _ I D _ A M _ D E T A I L S _ S T O R A G E _ R O M 	 A M 	 T E X T 	 R O M 	 R O M 	 gQ^	 Qn	 R O M 	 R O M 	 R O M 	 R O M 	 #	 	 R O M 	 R O M 	 R O M 	 B   n h   c h   c 	 R O M 	 R O M 	 R O M 	 	 	 	 R O M 	 	 	 	 R O M 	 	 	 R O M 	 	 	 R O M 	 	 	 R O M 	 	 	 			 	 	 	 	 	 	 	 	 R O M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 R O M 	 	 R O M 
 
 S T R _ I D _ A M _ D E T A I L S _ S T O R A G E _ M E M O R Y _ C A R D 	 A M 	 T E X T 	 M e m o r y   c a r d 	 M e m o r y   c a r d 	 aaS	 X[PaS	 2#L+H'"'2!3	 T a r j e t a   d e   m e m o r i a 	 C a r t e   m  m o i r e 	 S p e i c h e r k a r t e 	 0@B0  ?0<OB8	 	 (7'B)  'D0'C1)	 C a r t  o   d e   m e m  r i a 	 B e l l e k   k a r t 1	 T h   n h 	 K a r t u   m e m o r i 	 K a d   i n g a t a n 	 .	G	.	K	0	@	  	>	0	M	!		 	 	 	 M e m  r i a k  r t y a 	 	 	 	 G e h e u g e n k a a r t 	 	 	 C a r d   m e m o r i e 	 	 	   	 	 	 C'1*  -'A8G	 	 	 							  						 	 	 	 	 	 	 	 	 G e h e u e k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r j e t a   d e   m e m o r i a 	 	 C a r t  o   d e   m e m  r i a 
 
 S T R _ I D _ A M _ S E T T I N G S _ S I M 	 A M 	 I C O N T E X T 	 S e l e c t   S I M 	 S e l e c t   S I M 	 xdS I M aS	 	bS I M aS	 @%7-4!	 S e l e c c i o n a r   S I M 	 S  l e c t i o n n e r   S I M 	 S I M   w  h l e n 	 K1@0BL  S I M 	 	 '.*1  S I M 	 S e l e c c i o n a r   S I M 	 S I M ' i   s e  i n 	 C h n   S I M 	 P i l i h   S I M 	 P i l i h   S I M 	 S I M   	A	(	G			 	 	 	 S I M   k i v  l a s z t  s a 	 	 	 	 S e l e c t e e r   S I M 	 	 	 S e l e c t a r e   S I M 	 	 	     S I M 	 	 	 'F*.'(  S I M 	 	 	 			  								  					 	 	 	 	 	 	 	 	 K i e s   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c c i o n a r   S I M 	 	 S e l e c i o n a r   S I M 
 
 S T R _ I D _ A M _ S E T T I N G S _ C O N N 	 A M 	 I C O N T E X T 	 C o n n e c t i o n   m o d e 	 C o n n e c t i o n   m o d e 	 #}!j_	 TQ!j_	 B+!2#@
7H-!H-	 M o d o   d e   c o n e x i  n 	 M o d e   d e   c o n n e x i o n 	 V e r b i n d u n g s m o d u s 	  568<  A>548=5=8O	 	 H69  'D'*5'D	 M o d o   d e   l i g a   o 	 B a l a n t 1  m o d u 	 C h     k t   n i 	 M o d u s   s a m b u n g a n 	 M o d   s a m b u n g a n 	 	(	G		M	
 6	(	  .	K	!		 	 	 	 K a p c s o l a t   m  d j a 	 	 	 	 V e r b i n d i n g s s t a n d 	 	 	 M o d   c o n e x i u n e 	 	 	   	 	 	 -'D*  '1*('7	 	 	 							  				 	 	 	 	 	 	 	 	 V e r b i n d i n g s m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   c o n e x i  n 	 	 M o d o   d e   c o n e x  o 
 
 S T R _ I D _ A M _ S I M _ S E T T I N G S _ T I T L E 	 A M 	 T I T L E 	 S e l e c t   S I M 	 S e l e c t   S I M 	 xdS I M aS	 	bS I M aS	 @%7-4!	 S e l e c c i o n a r   S I M 	 S  l e c t i o n n e r   S I M 	 S I M   w  h l e n 	 K1@0BL  S I M 	 	 '.*1  S I M 	 S e l e c c i o n a r   S I M 	 S I M ' i   s e  i n 	 C h n   S I M 	 P i l i h   S I M 	 P i l i h   S I M 	 S I M   	A	(	G			 	 	 	 S I M   k i v  l a s z t  s a 	 	 	 	 S e l e c t e e r   S I M 	 	 	 S e l e c t a r e   S I M 	 	 	     S I M 	 	 	 'F*.'(  S I M 	 	 	 			  								  					 	 	 	 	 	 	 	 	 K i e s   S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e l e c c i o n a r   S I M 	 	 S e l e c i o n a r   S I M 
 
 S T R _ I D _ A M _ S I M _ S E T T I N G S _ S I M 1 	 A M 	 I C O N T E X T 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 4!1 	 S I M 1 	 S I M 1 	 S I M   1 	 S I M 1 	 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M   1 	 	 	 	 S I M 1 	 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 S I M 1 	 	 	 					 	 	 	 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 1 	 	 S I M 1 
 
 S T R _ I D _ A M _ S I M _ S E T T I N G S _ S I M 2 	 A M 	 I C O N T E X T 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 4!2 	 S I M 2 	 S I M 2 	 S I M   2 	 S I M 2 	 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M   2 	 	 	 	 S I M 2 	 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 S I M 2 	 	 	 					 	 	 	 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S I M 2 	 	 S I M 2 
 
 S T R _ I D _ A M _ C O N N _ S E T T I N G S _ T I T L E 	 A M 	 T I T L E 	 C o n n e c t i o n   m o d e 	 C o n n e c t i o n   m o d e 	 #}!j_	 TQ!j_	 B+!2#@
7H-!H-	 M o d o   d e   c o n e x i  n 	 M o d e   d e   c o n n e x i o n 	 V e r b i n d u n g s m o d u s 	  568<  A>548=5=8O	 	 H69  'D'*5'D	 M o d o   d e   l i g a   o 	 B a l a n t 1  m o d u 	 C h     k t   n i 	 M o d u s   s a m b u n g a n 	 M o d   s a m b u n g a n 	 	(	G		M	
 6	(	  .	K	!		 	 	 	 K a p c s o l a t   m  d j a 	 	 	 	 V e r b i n d i n g s s t a n d 	 	 	 M o d   c o n e x i u n e 	 	 	   	 	 	 -'D*  '1*('7	 	 	 							  				 	 	 	 	 	 	 	 	 V e r b i n d i n g s m o d u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M o d o   d e   c o n e x i  n 	 	 M o d o   d e   c o n e x  o 
 
 S T R _ I D _ A M _ C O N N _ S E T T I N G S _ G P R S 	 A M 	 I C O N T E X T 	 G P R S   c o n n . 	 G P R S   c o n n . 	 G P R S #}	 G P R S TQ	 2#@
7H-!H-  G P R S 	 C o n e x i  n   G P R S 	 C o n n .   G P R S 	 G P R S - V e r b . 	 >4:;NG5=85  G P R S   	 	 '*5'D  G P R S 	 L i g a   o   G P R S 	 G P R S   b a l 	 K t   n i   G P R S 	 S a m b u n g a n   G P R S 	 S a m b u n g a n   G P R S 	 G P R S   	(	G	. 	 	 	 	 G P R S   k a p c s . 	 	 	 	 G P R S - v e r b i n d i n g 	 	 	 C o n .   G P R S 	 	 	   G P R S 	 	 	 '*5'D  G P R S 	 	 	 								  						 	 	 	 	 	 	 	 	 G P R S - v e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x .   G P R S 	 	 C o n e x  o   G P R S 
 
 S T R _ I D _ A M _ C O N N _ S E T T I N G S _ W I F I 	 A M 	 I C O N T E X T 	 W I F I   c o n n . 	 W I F I   c o n n . 	 W I F I #}	 W I F I TQ	 2#@
7H-!H-  W I F I 	 C o n e x i  n   W I F I 	 C o n n .   W I F I 	 W I F I - V e r b . 	 >4:;NG5=85  W I F I   	 	 '*5'D  W I F I 	 L i g a   o   W I F I 	 W I F I   b a l 	 K t   n i   W I F I 	 S a m b u n g a n   W I F I 	 S a m b u n g a n   W I F I 	 W I F I   	(	G	. 	 	 	 	 W I F I   k a p c s . 	 	 	 	 W I F I - v e r b i n d i n g 	 	 	 C o n .   W I F I 	 	 	   W I F I 	 	 	 '*5'D  W I F I 	 	 	 													  						 	 	 	 	 	 	 	 	 W i F i - v e r b i n d i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C o n e x .   W I F I 	 	 C o n e x  o   W I F I 
 
 S T R _ I D _ A M _ F I L E _ O V E R F L O W 	 A M 	 P O P U P 	 N u m b e r   o f   f i l e s   i n   V R E   d i r e c t o r y   e x c e e d s   5 0 0 0 .   C a n n o t   s t a r t u p . 	 N u m b e r   o f   f i l e s   i n   V R E   d i r e c t o r y   e x c e e d s   5 0 0 0 .   C a n n o t   s t a r t u p . 	 _UR1YWeV R E vNjHhxe]N5 CSP0	 /TR1Y%V R E vU_NeNpe]Ǐ5 CS*N0	 3'-D%LCD@#-#5  V R E   @4  5 0 0 0     D!H*2!2#@#4H!IDI	 E l   n  m e r o   d e   a r c h i v o s   e n   e l   d i r e c t o r i o   V R E   s u p e r a   l o s   5 0 0 0 .   N o   s e   p u e d e   i n i c i a r . 	 L e   n o m b r e   d e   f i c h i e r s   d a n s   l e   r  p e r t o i r e   V R E   d  p a s s e   l e s   5 0 0 0 .   D  m a r r a g e   i m p o s s i b l e . 	 A n z a h l   d e r   D a t e i e n   i m   V R E - V e r z e i c h n i s    b e r s c h r e i t e t   5 0 0 0 .   K a n n   n i c h t   s t a r t e n . 	 >;8G5AB2>  D09;>2  2  :0B0;>35  V R E   ?@52KH05B  5 0 0 0 .   0?CA:  =52>7<>65=. 	 	 9//  'DEDA'*  AJ  /DJD  V R E   J*,'H2  5 0 0 0 .   D'  JECF  (/!  'D*4:JD. 	 O   n  m e r o   d e   f i c h e i r o s   n o   d i r e c t  r i o   V R E   e x c e d e   5 0 0 0 .   N  o      p o s s  v e l   i n i c i a r . 	 V R E   d i z i n i n d e k i   d o s y a l a r 1n   s a y 1s 1  5 0 0 0 ' i   g e  i y o r .   B a _l a t 1l a m a d 1. 	 S   f i l e   t r o n g   t h   m c   V R E   v t   q u    5 0 0 0 .   K h  n g   t h   k h i   n g . 	 J u m l a h   f i l e   d i   d i r e k t o r i   V R E   l e b i h   d a r i   5 0 0 0 .   T i d a k   d a p a t   m e n g a k t i f k a n . 	 J u m l a h   f a i l   d a l a m   d i r e k t o r i   V R E   m e l e b i h i   5 0 0 0 .   T i d a k   b o l e h   d i m u l a . 	 V R E   !	>	/	0	G		M	
 	M	0	@	  .	G		  +	>		2	K		  	@	  8			M	
 /	>	  5 0 0 0   8	G	  	'	?		  9	K	  		  9	H	d	  8	M	
 	>	0	M			*	  (	9	@		  9	K	  8		$	@	d		 	 	 	 A   V R E   k  n y v t  r b a n   l  v Q  f  j l o k   m a x i m  l i s   s z  m a   m e g h a l a d j a   a z   5 0 0 0 - e t   A z   i n d  t  s   n e m   l e h e t s  g e s . 	 	 	 	 M e e r   d a n   5 0 0 0   b e s t a n d e n   i n   V R E - m a p .   K a n   n i e t   o p s t a r t e n . 	 	 	 N u m r u l   d e   f i _i e r e   d i n   d i r e c t o r u l   V R E   d e p _e _t e   5 0 0 0 .   I m p o s i b i l   d e   l a n s a t . 	 	 	       V R E       5 0 0 0 .           . 	 	 	 *9/'/  ~1HF/G  G'  ~H4G  V R E   '2  5 0 0 0   A1'*1  1A*G.   'E'F  1'G  'F/'2  F3*. 	 	 	   V R E   											  				  						  				  						  				,   				  				  					  		  	 	 	 	 	 	 	 	 	 A a n t a l   l  e r s   i n   V R E - g i d s   o o r s k r y   5 0 0 0 .   K a n   n i e   o o p m a a k   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   n  m e r o   d e   a r c h i v o s   e n   e l   d i r e c t o r i o   V R E   s u p e r a   l o s   5 0 0 0 .   N o   s e   p u e d e   i n i c i a r . 	 	 N  m e r o   d e   a r q u i v o s   n o   d i r e t  r i o   V R E   e x c e d e   5 0 0 0 .   N  o      p o s s  v e l   i n i c i a l i z a r . 
 
 S T R _ I D _ A M _ S T A R T _ F A I L U R E 	 A M 	 P O P U P 	 F a i l e d   t o   s t a r t 	 F a i l e d   t o   s t a r t 	 _UR1YWe	 /TR1Y%	 D!H*2!2#@#4H!IDI	 E r r o r   a l   i n i c i a r 	  c h e c   d u   d  m a r r a g e 	 S t a r t   f e h l g e s c h l a g e n 	 52>7<>6=>  70?CAB8BL	 	 *901  'D(/!	 F a l h a   a o   i n i c i a r 	 B a _l a t 1l a m a d 1	 K h  n g   t h   b t 	 G a g a l   d i a k t i f k a n 	 G a g a l   m e m u l a 	 	0		-	  9	K	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   i n d  t  s 	 	 	 	 K a n   n i e t   o p s t a r t e n 	 	 	 E r o a r e   l a   p o r n i r e 	 	 	   	 	 	 ":'2  F'EHAB  (H/	 	 	 				  				  							 	 	 	 	 	 	 	 	 K o n   n i e   b e g i n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   i n i c i a r 	 	 F a l h a   e m   i n i c i a r 
 
 S T R _ I D _ A M _ V R E _ I N I T _ F A I L U R E 	 A M 	 P O P U P 	 F a i l e d   t o   i n i t i a l i z e   V R E 	 F a i l e d   t o   i n i t i a l i z e   V R E 	 V R E RYS1YWe	 V R E RYS1Y%	 D!H*2!2#1IH2@#4H!I  V R E 	 E r r o r   a l   i n i c i a l i z a r   V R E 	  c h e c   d e   l ' i n i t i a l i s a t i o n   V R E 	 V R E   k o n n t e   n i c h t   i n i t i a l i s i e r t   w e r d e n 	 52>7<>6=>  8=8F80;878@>20BL  V R E 	 	 *901  (/!  V R E 	 F a l h a   a o   i n i c i a r   V R E 	 V R E   b a _l a t 1l a m a d 1	 K h  n g   t h   b t   V R E 	 G a g a l   m e n g i n i s i a l i s a s i   V R E 	 G a g a l   m e n g a s a l k a n   V R E 	 V R E   	K	  	0		-	  	0	(	G	  .	G		  	8	+	2		 	 	 	 A   V R E   i n i c i a l i z  l  s a   s i k e r t e l e n 	 	 	 	 K a n   V R E   n i e t   i n i t i a l i s e r e n 	 	 	 E r o a r e   l a   i n i ci a l i z a r e a   V R E 	 	 	     V R E 	 	 	 1'G  'F/'2  V R E   F'EHAB  (H/	 	 	 V R E   				  				  							 	 	 	 	 	 	 	 	 K o n   n i e   V R E   i n i s i a l i s e e r   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   i n i c i a l i z a r   V R E 	 	 F a l h a   e m   i n i c i a r   V R E 
 
 S T R _ I D _ A M _ D E L E T E _ A P P _ Q U E R Y 	 A M 	 P O P U P C O N F I R M 	 D e l e t e ? 	 D e l e t e ? 	 *Rd	  Rd	 %? 	  D e s e a   e l i m i n a r l o ? 	 S u p p r i m e r   ? 	 L  s c h e n ? 	 #40;8BL? 	 	 -0A? 	 E l i m i n a r ? 	 S i l i n s i n   m i ? 	 X  a ? 	 H a p u s ? 	 H a p u s ? 	 .	?		>			? 	 	 	 	 T  r l i ? 	 	 	 	 V e r w i j d e r e n ? 	 	 	 ^t e r g e ci ? 	 	 	 ? 	 	 	 -0A  4H/	 	 	 				  				? 	 	 	 	 	 	 	 	 	 S k r a p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  E l i m i n a r ? 	 	 E x c l u i r ? 
 
 S T R _ I D _ A M _ D E L E T E _ A P P _ F A I L U R E 	 A M 	 P O P U P 	 F a i l e d   t o   d e l e t e 	 F a i l e d   t o   d e l e t e 	 *Rd1YWe	  Rd1Y%	 D!H*2!2#%	 N o   s e   p u d o   e l i m i n a r 	    c h e c   d e   l a   s u p p r e s s i o n 	 L  s c h e n   f e h l g e s c h l a g e n 	 52>7<>6=>  C40;8BL	 	 A4D  'D-0A	 F a l h a   a o   e l i m i n a r 	 S i l i n e m e d i 	 K h  n g   t h   x  a 	 G a g a l   d i h a p u s 	 G a g a l   m e n g h a p u s 	 .	?		>	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   t  r l  s 	 	 	 	 K a n   n i e t   v e r w i j d e r e n 	 	 	 E r o a r e   l a   _t e r g e r e 	 	 	   	 	 	 -0A  F'EHAB  (H/	 	 	 				  					  							 	 	 	 	 	 	 	 	 S k r a p p i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   e l i m i n a r 	 	 F a l h o u   e m   e x c l u i r 
 
 S T R _ I D _ A M _ S E T _ F A I L U R E 	 A M 	 P O P U P 	 F a i l e d   t o   s e t 	 F a i l e d   t o   s e t 	 -n1YWe	 n1Y%	 D!H*2!2#1IH2DI	 N o   s e   p u d o   e s t a b l e c e r 	  c h e c   d u   r  g l a g e 	 E i n s t e l l e n   f e h l g e s c h l a g e n 	 52>7<>6=>  =0AB@>8BL  ?0@0<5B@K	 	 A4D  'D6(7	 F a l h a   a o   d e f i n i r 	 K u r u l a m a d 1	 K h  n g   t h   c  i   t 	 G a g a l   d i t e t a p k a n 	 G a g a l   m e n g e s e t 	 8	G		  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   b e  l l  t  s 	 	 	 	 K a n   n i e t   i n s t e l l e n 	 	 	 E r o a r e   l a   s e t a r e 	 	 	   	 	 	 *F8E  F'EHAB  (H/	 	 	 			  				  							 	 	 	 	 	 	 	 	 I n s t e l l i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   c o n f i g u r a r 	 	 F a l h o u   e m   a j u s t a r 
 
 S T R _ I D _ A M _ C O N N C T _ F A I L U R E 	 A M 	 P O P U P 	 F a i l e d   t o   c o n n e c t 	 F a i l e d   t o   c o n n e c t 	 #}1YWe	 TQ1Y%	 D!H*2!2#@
7H-!H-DI	 N o   s e   p u d o   e s t a b l e c e r   l a   c o n e x i  n 	  c h e c   d e   l a   c o n n e x i o n 	 V e r b i n d e n   f e h l g e s c h l a g e n 	 52>7<>6=>  A>548=8BLAO	 	 A4D  'D'*5'D	 F a l h a   a o   l i g a r 	 B a l a n a m a d 1	 K h  n g   t h   k t   n i 	 G a g a l   t e r s a m b u n g 	 G a g a l   m e n y a m b u n g 	 	(	G		M	
 	  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   k a p c s o l  d  s 	 	 	 	 K a n   g e e n   v e r b i n d i n g   m a k e n 	 	 	 E r o a r e   l a   c o n e c t a r e 	 	 	   	 	 	 '1*('7  F'EHAB  (H/	 	 	 					  							  							 	 	 	 	 	 	 	 	 V e r b i n d i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   c o n e c t a r 	 	 F a l h o u   e m   c o n e c t a r 
 
 S T R _ I D _ A M _ D O W N L O A D _ F A I L U R E 	 A M 	 P O P U P 	 F a i l e d   t o   d o w n l o a d 	 F a i l e d   t o   d o w n l o a d 	 N	1YWe	 N}1Y%	 D!H*2!2#2'LB+%	 N o   s e   p u d o   d e s c a r g a r 	  c h e c   d u   t  l  c h a r g e m e n t 	 D o w n l o a d   f e h l g e s c h l a g e n 	 52>7<>6=>  A:0G0BL	 	 A4D  'D*F2JD	 F a l h a   a o   t r a n s f e r i r 	 0n d i r i l e m e d i 	 K h  n g   t h   t i   v 	 G a g a l   d i - d o w n l o a d 	 G a g a l   m e m u a t   t u r u n 	 !	>			(	2	K	!	  	0	(	G	  .	G		  	8	+	2		 	 	 	 A   l e t  l t  s e   n e m   s i k e r  l t 	 	 	 	 K a n   n i e t   d o w n l o a d e n . 	 	 	 E r o a r e   l a   d e s c r c a r e 	 	 	   	 	 	 ('11  F'EHAB  (H/	 	 	 							  				  							 	 	 	 	 	 	 	 	 A f l a a i   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   d e s c a r g a r 	 	 F a l h o u   e m   b a i x a r 
 
 S T R _ I D _ A M _ D O W N L O A D _ C A N C E L 	 A M 	 P O P U P 	 D o w n l o a d   h a s   b e e n   c a n c e l l e d 	 D o w n l o a d   h a s   b e e n   c a n c e l l e d 	 N	]Sm	 N}]Sm	 2'LB+%9"@%4	 D e s c a r g a   c a n c e l a d a 	 L e   t  l  c h a r g e m e n t   a    t    a n n u l  	 D o w n l o a d   w u r d e   a b g e b r o c h e n 	 !:0G820=85  >B<5=5=>	 	 *E  %D:'!  'D*F2JD	 A   t r a n s f e r  n c i a   f o i   c a n c e l a d a 	 0n d i r m e   i p t a l   e d i l d i 	    h y   t i   v 	 D o w n l o a d   d i b a t a l k a n 	 M u a t a n   t u r u n   d i b a t a l k a n 	 !	>			(	2	K	!	  (	?	0	8	M	
 $	  	?	/	>	  	/	>		 	 	 	 L e t  l t  s   m e g s z a k  t v a 	 	 	 	 D o w n l o a d e n   i s   g e a n n u l e e r d 	 	 	 D e s c r c a r e a   a   f o s t   a n u l a t 	 	 	   	 	 	 ('11  D:H  1//	 	 	 								  					  			  						 	 	 	 	 	 	 	 	 A f l a a i   i s   g e k a n s e l l e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   d e s c a r g a   s e   h a   c a n c e l a d o 	 	 D o w n l o a d   f o i   c a n c e l a d o 
 
 S T R _ I D _ A M _ D O W N L O A D _ D O N E 	 A M 	 P O P U P 	 D o w n l o a d   s u c c e s s f u l l y ,   o p e n   n o w ? 	 D o w n l o a d   s u c c e s s f u l l y ,   o p e n   n o w ? 	 N	[b/f&T_UR	 N}[b/f&T/TR	 2'LB+%*3@#G  @4@5K"'5I? 	 D e s c a r g a   c o r r e c t a .    D e s e a   a b r i r l o   a h o r a ? 	 T  l  c h a r g e m e n t   r  u s s i ,   l ' o u v r i r   m a i n t e n a n t   ? 	 D o w n l o a d   e r f o l g r e i c h ,   j e t z t    f f n e n ? 	 !:0G820=85  7025@H5=>  CA?5H=>,   >B:@KBL? 	 	 *E  'D*F2JD  (F,'-,   A*-  'D"F	 T r a n s f e r  n c i a   c o n c l u  d a .   A b r i r   a g o r a ? 	 0n d i ,   d o s y a y 1  a  1l s 1n   m 1? 	 T i   v   t h  n h   c  n g ,   m   n g a y ? 	 D o w n l o a d   b e r h a s i l ,   b u k a   s e k a r a n g ? 	 M u a t a n   t u r u n   b e r j a y a ,   b u k a   s e k a r a n g ? 	 !	>			(	2	K	!	  8	+	2	$	>	*	B	0	M	5		  9	A		,   	M	
 /	>	  	,	  	K	2	G		? 	 	 	 	 S i k e r e s   l e t  l t  s ,   m e g n y i t j a ? 	 	 	 	 D o w n l o a d   v o l t o o i d .   N u   o p e n e n ? 	 	 	 D e s c r c a r e   r e u _i t ,   d e s c h i d e ci ? 	 	 	     .     ? 	 	 	 ('11  EHAB  (H/  GE  'FHF  ('24H/	 	 	 							  			,   			  				? 	 	 	 	 	 	 	 	 	 S u k s e s v o l l e   a f l a a i ,   m a a k   n o u   o o p ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   d e s c a r g a   s e   r e a l i z    c o r r e c t a m e n t e ,    a b r i r   a r c h i v o   a h o r a ? 	 	 D o w n l o a d   c o m    x i t o ,   a b r i r   a g o r a ? 
 
 S T R _ I D _ A M _ S H O R T C U T _ S E T _ D O N E 	 A M 	 P O P U P 	 S h o r t c u t   i s   c r e a t e d   i n   H o m e   S c r e e n . 	 S h o r t c u t   i s   c r e a t e d   i n   h o m e   s c r e e n . 	 wc_^zbR	 _wce_R^bR	 2%19*#I2C+I2-+%1	 E l   a c c e s o   d i r e c t o   s e   c r e    e n   l a   p a n t a l l a   d e   i n i c i o . 	 L e   r a c c o u r c i   e s t   c r  e   d a n s   l '  c r a n   d ' a c c u e i l . 	 V e r k n  p f u n g   w i r d   i m   A n f a n g s b i l d s c h i r m   e r s t e l l t . 	 /@;K:  A>740=  2  4><0H=5<  M:@0=5. 	 	 *E  %F4'!  'D'.*5'1  9DI  'D4'4)  'D1&J3J). 	 A t a l h o   c r i a d o   n o   e c r    p r i n c i p a l . 	 K 1s a y o l   a n a   e k r a n d a   o l u _t u r u l d u . 	    t o   p h  m   t t   t r  n   m  n   h  n h   c h . 	 C a r a   p i n t a s   d i b u a t   d i   l a y a r   a w a l . 	 P i n t a s a n   d i c i p t a   p a d a   s k r i n   u t a m a . 	 9	K	.	  8	M	
 	M	0	@	(	  *	0	  6	I	0	M				  ,	(	>	/	>	  	/	>	d		 	 	 	 P a r a n c s i k o n   l  t r e h o z v a   a z   i n d u l    k  p e r n y Qn . 	 	 	 	 S n e l k o p p e l i n g   g e m a a k t   i n   h o o f d s c h e r m . 	 	 	 C o m a n d a   r a p i d   e s t e   c r e a t    n   e c r a n u l   d e   p o r n i r e . 	 	 	       . 	 	 	 E'F(1  /1  5A-G  '5D  ','/  1//G. 	 	 	 											  							  				  			  						 	 	 	 	 	 	 	 	 K o r t p a d   i s   i n   t u i s s k e r m   g e s k e p . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   a c c e s o   d i r e c t o   s e   c r e    e n   l a   p a n t a l l a   d e   i n i c i o . 	 	 A t a l h o   f o i   c r i a d o   n a   t e l a   i n i c i a l . 
 
 S T R _ I D _ A M _ S H O R T C U T _ S E T _ D U P L I C A T E 	 A M 	 P O P U P 	 S h o r t c u t   a l r e a d y   e x i s t s . 	 S h o r t c u t   a l r e a d y   e x i s t s . 	 wc_]X[(W	 _wce_]X[(W	 2%1!5-"9HA%I'	 E l   a c c e s o   d i r e c t o   y a   e x i s t e . 	 L e   r a c c o u r c i   e x i s t e   d  j  . 	 V e r k n  p f u n g   e x i s t i e r t   b e r e i t s . 	 /@;K:  C65  ACI5AB2C5B. 	 	 'D'.*5'1  EH,H/  ('DA9D. 	 O   a t a l h o   j    e x i s t e . 	 K 1s a y o l   z a t e n   v a r . 	 P h  m   t t      c  . 	 C a r a   p i n t a s   s u d a h   a d a . 	 P i n t a s a n   s u d a h   w u j u d . 	 6	I	0	M				  *	9	2	G	  8	G	  .	L		B	&	  9	H	d		 	 	 	 L  t e z Q  p a r a n c s i k o n . 	 	 	 	 S n e l k o p p e l i n g   b e s t a a t   a l . 	 	 	 C o m a n d a   r a p i d   e x i s t   d e j a . 	 	 	   . 	 	 	 E'F(1  '2~4  H,H/  /'1/. 	 	 	 							  									  						 	 	 	 	 	 	 	 	 K o r t p a d   b e s t a a n   r e e d s . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   a c c e s o   d i r e c t o   y a   e x i s t e . 	 	 A t a l h o   j    e x i s t e 
 
 S T R _ I D _ A M _ S H O R T C U T _ O L D _ V E R _ S E T _ F A I L U R E 	 A M 	 P O P U P 	 I t   i s   a n   o l d   v e r s i o n .   S h o r t c u t   i s   n o t   c r e a t e d . 	 I t   i s   a n   o l d   v e r s i o n .   S h o r t c u t   i s   n o t   c r e a t e d . 	 
Hr,ga(u
N^zwc_	 eHr,g^(u
NR^_wce_	 5H@G@'-#L
1H@H2  2%1D!H9*#I2	 E s   u n a   v e r s i  n   a n t e r i o r .   E l   a c c e s o   d i r e c t o   n o   s e   c r e a r  . 	 I l   s ' a g i t   d ' u n e   a n c i e n n e   v e r s i o n .   L e   r a c c o u r c i   n ' e s t   p a s   c r  e . 	 D i e s   i s t   e i n e   a l t e   V e r s i o n .   V e r k n  p f u n g   w i r d   n i c h t   e r s t e l l t . 	 -B>  AB0@0O  25@A8O.   /@;K:  =5  A>740=. 	 	 G0G  F3.)  B/JE).   DE  J*E  %F4'!  'D'.*5'1. 	    u m a   v e r s  o   a n t i g a .   O   a t a l h o   n  o   f o i   c r i a d o . 	 B u   e s k i   v e r s i y o n .   K 1s a y o l   o l u _t u r u l a m a d 1. 	  y   l    p h i  n   b n   c i.   C h a   t o   p h  m   t t . 	 V e r s i   l a m a .   C a r a   p i n t a s   t i d a k   d i b u a t . 	 I n i   a d a l a h   v e r s i   l a m a .   P i n t a s a n   t i d a k   d i c i p t a . 	 /	9	  		  *	A	0	>	(	>	  8		8	M	
 	0	#	  9	H	d	  6	I	0	M				  (	9	@		  ,	(	>	/	>	  	/	>	  9	H	d		 	 	 	 R  g i   v e r z i  .   A   p a r a n c s i k o n   l  t r e h o z  s a   n e m   t  r t  n t   m e g . 	 	 	 	 H e t   i s   e e n   o u d e   v e r s i e .   E r   i s   g e e n   s n e l k o p p e l i n g   g e m a a k t . 	 	 	 E s t e   o   v e r s i u n e   v e c h e .   C o m a n d a   r a p i d   n u   a   f o s t   c r e a t . 	 	 	     .       . 	 	 	 F3.G  B/E  '3*.   E'F(1  ','/  F1//. 	 	 	 			  						  							,   							  				  			  					 	 	 	 	 	 	 	 	 D i t   i s   ' n   o u   w e e r g a w e .   K o r t p a d   i s   n i e   g e s k e p   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E s   u n a   v e r s i  n   a n t i g u a .   E l   a c c e s o   d i r e c t o   n o   s e   h a   c r e a d o . 	 	    u m a   v e r s  o   a n t i g a .   A t a l h o   n  o   e s t    c r i a d o . 
 
 S T R _ I D _ A M _ S H O R T C U T _ S E T _ F A I L U R E 	 A M 	 P O P U P 	 A p p l i c a t i o n   i s   i l l e g a l .   S h o r t c u t   i s   n o t   c r e a t e d . 	 A p p l i c a t i o n   i s   i l l e g a l .   S h o r t c u t   i s   n o t   c r e a t e d . 	 a(u^l
N^zwc_	 ^(u^l
NR^_wce_	 A-%4@
1H4+!2"  2%1D!H9*#I2	 A p l i c a c i  n   i l e g a l .   E l   a c c e s o   d i r e c t o   n o   s e   c r e a r  . 	 L ' a p p l i c a t i o n   e s t   i l l  g a l e .   L e   r a c c o u r c i   n ' e s t   p a s   c r  e . 	 A n w e n d u n g   i s t   u n g  l t i g .   V e r k n  p f u n g   w i r d   n i c h t   e r s t e l l t . 	 @8;>65=85  =54>?CAB8<>.   /@;K:  =5  A>740=. 	 	 'D*7(JB  :J1  B'FHFJ.   DE  J*E  %F4'!  'D'.*5'1. 	 A   a p l i c a   o      i l e g a l .   O   a t a l h o   n  o   f o i   c r i a d o . 	 U y g u l a m a   i l l e g a l .   K 1s a y o l   o l u _t u r u l a m a d 1. 	 n g   d n g   b t   h p   p h  p .   C h a   t o   p h  m   t t . 	 A p l i k a s i   t i d a k   s a h .   C a r a   p i n t a s   t i d a k   d i b u a t . 	 A p l i k a s i   t i d a k   s a h .   P i n t a s a n   t i d a k   d i c i p t a . 	 	(	A	*	M	0	/	K		  	H	0		>	(	B	(	@	  9	H	d	  6	I	0	M				  (	9	@		  ,	(	>	/	>	  	/	>	  9	H	d		 	 	 	 T i l t o t t   a l k a l m a z  s .   A   p a r a n c s i k o n   l  t r e h o z  s a   n e m   t  r t  n t   m e g . 	 	 	 	 T o e p a s s i n g   i s   n i e t   g e o o r l o o f d .   E r   i s   g e e n   s n e l k o p p e l i n g   g e m a a k t . 	 	 	 A p l i c a ci a   e s t e   i l e g a l .   C o m a n d a   r a p i d   n u   a   f o s t   c r e a t . 	 	 	     .       . 	 	 	 (1F'EG  '1(1/  :1B'FHF  '3*.   E'F(1  ','/  F1//. 	 	 	 				  									d	  							  				  			  					 	 	 	 	 	 	 	 	 T o e p a s s i n g   i s   o n w e t t i g .   K o r t p a d   i s   n i e   g e s k e p   n i e . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   a p l i c a c i  n   n o   e s t    p e r m i t i d a .   E l   a c c e s o   d i r e c t o   n o   s e   h a   c r e a d o . 	 	 O   a p l i c a t i v o      i l e g a l .   A t a l h o   n  o   e s t    c r i a d o . 
 
 S T R _ I D _ A M _ S H O R T C U T _ S E T _ M A X 	 A M 	 P O P U P 	 T h e   n u m b e r   o f   s h o r t c u t s   i s   f u l l . 	 T h e   n u m b e r   o f   s h o r t c u t s   i s   f u l l . 	 wc_Pxe]n	 _wce_*Npe]n	 3'-2%1@G!	 E l   n  m e r o   d e   a c c e s o   d i r e c t o   e s t    l l e n o . 	 L e   n o m b r e   m a x i m a l   d e   r a c c o u r c i s   e s t   a t t e i n t . 	 D i e   A n z a h l   a n   V e r k n  p f u n g e n   i s t   v o l l . 	 !G5BG8:  O@;K:>2  ?5@5?>;=5=. 	 	 9//  'D'.*5'1'*  EC*ED. 	 N  m e r o   m  x i m o   d e   a t a l h o s   a t i n g i d o . 	 K 1s a y o l l a r   d o l d u . 	 S   p h  m   t t      y . 	 J u m l a h   c a r a   p i n t a s   p e n u h . 	 J u m l a h   p i n t a s a n   p e n u h . 	 6	I	0	M				K		  	@	  8			M	
 /	>	  *	B	0	@	  9	K	  		  9	H	d		 	 	 	 T  b b   p a r a n c s i k o n   l  t r e h o z  s a   n e m   l e h e t s  g e s . 	 	 	 	 H e t   m a x i m u m   a a n t a l   s n e l k o p p e l i n g e n   i s   b e r e i k t . 	 	 	 A ci   a t i n s   n u m r u l   m a x i m   d e   c o m e n z i   r a p i d e .   	 	 	     . 	 	 	 E-D  0.1G  E'F(1G'  ~14/G. 	 	 	 											  						  						 	 	 	 	 	 	 	 	 D i e   a a n t a l   k o r t p a a i e   i s   v o l . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   n  m e r o   d e   a c c e s o s   d i r e c t o s   e s t    a l   m  x i m o . 	 	 O   n  m e r o   d e   a t a l h o s   e s t    c h e i o . 
 
 S T R _ I D _ A M _ S H O R T C U T _ D E L _ Q U E R Y 	 A M 	 P O P U P C O N F I R M 	 R e m o v e   t h e   s h o r t c u t   f r o m   H o m e   S c r e e n ? 	 R e m o v e   t h e   s h o r t c u t   f r o m   h o m e   s c r e e n ? 	 *Rdwc_	  Rd_wce_	 %2%12+I2-+%1? 	  D e s e a   q u i t a r   e l   a c c e s o   d i r e c t o   d e   l a   p a n t a l l a   d e   i n i c i o ? 	 S u p p r i m e r   l e   r a c c o u r c i   d e   l '  c r a n   d ' a c c u e i l   ? 	 V e r k n  p f u n g   a u s   A n f a n g s b i l d s c h i r m   e n t f e r n e n ? 	 #40;8BL  O@;K:  A  4><0H=53>  M:@0=0? 	 	 %2'D)  'D'.*5'1  EF  'D4'4)  'D1&J3J)	 R e m o v e r   o   a t a l h o   d o   e c r    p r i n c i p a l ? 	 A n a   e k r a n d a n   k 1s a y o l   k a l d 1r 1l s 1n   m 1? 	 X  a   p h  m   t t   k h i   m  n   h  n h   c h ? 	 H a p u s   c a r a   p i n t a s   d a r i   l a y a r ? 	 K e l u a r k a n   p i n t a s a n   d a r i   s k r i n   u t a m a ? 	 	M	
 /	>	  9	K	.	  8	M	
 	M	0	@	(	  8	G	  6	I	0	M				  9		>			? 	 	 	 	 E l t  v o l  t j a   a   p a r a n c s i k o n t   a z   i n d u l    k  p e r n y Qr Ql ? 	 	 	 	 S n e l k o p p e l i n g   v e r w i j d e r e n   v a n   h e t   h o o f d s c h e r m ? 	 	 	 E l i m i n a ci   c o m a n d a   r a p i d   d i n   e c r a n u l   d e   p o r n i r e ? 	 	 	         ? 	 	 	 E'F(1  '2  1H  5A-G  '5D  2/H/G  4H/	 	 	 										  				  									  					  				? 	 	 	 	 	 	 	 	 	 V e r w y d e r   d i e   k o r t p a d   u i t   d i e   t u i s s k e r m ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  E l i m i n a r   e l   a c c e s o   d i r e c t o   d e   l a   p a n t a l l a   d e   i n i c i o ? 	 	 R e m o v e r   o   a t a l h o   d a   t e l a   i n i c i a l ? 
 
 S T R _ I D _ A M _ S H O R T C U T _ D E L _ D O N E 	 A M 	 P O P U P 	 S h o r t c u t   i s   r e m o v e d 	 S h o r t c u t   i s   r e m o v e d 	 wc_]*Rd	 _wce_] Rd	 2%19%A%I'	 E l   a c c e s o   d i r e c t o   s e   h a   q u i t a d o 	 L e   r a c c o u r c i   e s t   s u p p r i m  	 V e r k n  p f u n g   w u r d e   e n t f e r n t 	 /@;K:  C40;5=	 	 *E*  %2'D)  'D'.*5'1	 A t a l h o   r e m o v i d o 	 K 1s a y o l   k a l d 1r 1l d 1	    x  a   p h  m   t t 	 C a r a   p i n t a s   d i h a p u s 	 P i n t a s a n   d i k e l u a r k a n 	 6	I	0	M				  9		>	/	>	  	/	>		 	 	 	 P a r a n c s i k o n   e l t  v o l  t v a 	 	 	 	 S n e l k o p p e l i n g   i s   v e r w i j d e r d 	 	 	 C o m a n d a   r a p i d   a   f o s t   e l i m i n a t 	 	 	   	 	 	 E'F(1  2/H/G  4/	 	 	 							  					  				  						 	 	 	 	 	 	 	 	 K o r t p a d   i s   v e r w y d e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E l   a c c e s o   d i r e c t o   s e   h a   e l i m i n a d o 	 	 A t a l h o   e s t    r e m o v i d o 
 
 S T R _ I D _ A M _ F I L E _ C O R R U P T 	 A M 	 P O P U P 	 A p p l i c a t i o n   i s   c o r r u p t e d 	 A p p l i c a t i o n   i s   c o r r u p t e d 	 a(u]
dX	 ^(u]_cOW	 A-%4@
1H@*5"	 L a   a p l i c a c i  n   e s t    d a  a d a 	 L ' a p p l i c a t i o n   e s t   c o r r o m p u e 	 A n w e n d u n g   i s t   b e s c h  d i g t 	 @8;>65=85  ?>2@5645=>	 	 'D*7(JB  *'DA	 A   a p l i c a   o   e s t    d a n i f i c a d a 	 U y g u l a m a   b o z u l d u 	 n g   d n g   b   h n g 	 A p l i k a s i   r u s a k 	 A p l i k a s i   t e r c e m a r 	 	(	A	*	M	0	/	K		  	0	>	,	  9	K	  	/	>	  9	H		 	 	 	 A z   a l k a l m a z  s   s  r  l t 	 	 	 	 T o e p a s s i n g   i s   c o r r u p t 	 	 	 A p l i c a ci a   e s t e   c o r u p t 	 	 	   	 	 	 (1F'EG  '1(1/  .1'(  4/G	 	 	 									  				  			  					 	 	 	 	 	 	 	 	 T o e p a s s i n g   i s   g e k o r r u p t e e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   a p l i c a c i  n   e s t    d a  a d a 	 	 A p l i c a t i v o   e s t    c o r r o m p i d o 
 
 S T R _ I D _ A M _ S H O R T C U T _ H S _ D E L 	 A M 	 P O P U P C O N F I R M 	 A p p l i c a t i o n   i s   n o t   f o u n d ,   r e m o v e   t h e   s h o r t c u t ? 	 A p p l i c a t i o n   i s   n o t   f o u n d ,   r e m o v e   t h e   s h o r t c u t ? 	 a(u
NX[(W/f&T*Rdwc_	 ^(u
NX[(W/f&T Rd_wce_	 D!HA-%4@
1H  %2%1+#7-D!H? 	 L a   a p l i c a c i  n   n o   s e   e n c u e n t r a .    D e s e a   q u i t a r   e l   a c c e s o   d i r e c t o ? 	 L ' a p p l i c a t i o n   e s t   i n t r o u v a b l e ,   s u p p r i m e r   l e   r a c c o u r c i   ? 	 A n w e n d u n g   w u r d e   n i c h t   g e f u n d e n ,   V e r k n  p f u n g   e n t f e r n e n ? 	 @8;>65=85  =5  =0945=>,   C40;8BL  O@;K:? 	 	 DE  J*E  'D9+H1  9DI  'D*7(JB,   %2'D)  'D'.*5'1	 A   a p l i c a   o   n  o   f o i   e n c o n t r a d a .   R e m o v e r   o   a t a l h o ? 	 U y g u l a m a   b u l u n a m a d 1,   k 1s a y o l   k a l d 1r 1l s 1n   m 1? 	 K h  n g   t  m   t h y   n g   d n g ,   x  a   p h  m   t t ? 	 A p l i k a s i   t i d a k   d i t e m u k a n .   H a p u s   c a r a   p i n t a s ? 	 A p l i k a s i   t i d a k   d i j u m p a i ,   k e l u a r k a n   p i n t a s a n ? 	 	(	A	*	M	0	/	K		  (	9	@		  .	?	2	>	,   	M	
 /	>	  6	I	0	M				  9		>			? 	 	 	 	 A z   a l k a l m a z  s   n e m   t a l  l h a t  ,   e l t  v o l  t j a   a   p a r a n c s i k o n t ? 	 	 	 	 T o e p a s s i n g   n i e t   g e v o n d e n .   S n e l k o p p e l i n g   v e r w i j d e r e n ? 	 	 	 A p l i c a ci a   n u   a   f o s t   g s i t ,   e l i m i n a ci   c o m a n d a   r a p i d ? 	 	 	     ,       ? 	 	 	 (1F'EG  '1(1/  ~/'  F4/  E'F(1  "F  2/H/G  4H/	 	 	 									  					  					,   									  					  						?   	 	 	 	 	 	 	 	 	 T o e p a s s i n g   i s   n i e   g e v i n d   n i e ,   v e r w y d e r   h i e r d i e   k o r t p a d ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 N o   s e   e n c o n t r    l a   a p l i c a c i  n ,    e l i m i n a r   e l   a c c e s o   d i r e c t o ? 	 	 A p l i c a t i v o   n  o   f o i   e n c o n t r a d o ,   r e m o v e r   o   a t a l h o ? 
 
 S T R _ I D _ A M _ F A I L _ T O _ S T A R T 	 A M 	 P O P U P 	 F a i l e d   t o   s t a r t   a p p l i c a t i o n 	 F a i l e d   t o   s t a r t   a p p l i c a t i o n 	 a(u_UR1YWe	 ^(u/TR1Y%	 D!H*2!2#@#4H!A-%4@
1HDI	 N o   s e   p u d o   i n i c i a r   l a   a p l i c a c i  n 	  c h e c   d u   l a n c e m e n t   d e   l ' a p p l i c a t i o n 	 A n w e n d u n g   k o n n t e   n i c h t   g e s t a r t e t   w e r d e n 	 52>7<>6=>  70?CAB8BL  ?@8;>65=85	 	 *901  (/!  'D*7(JB	 F a l h a   a o   i n i c i a r   a   a p l i c a   o 	 U y g u l a m a   b a _l a t 1l a m a d 1	 K h  n g   t h   b t   n g   d n g 	 G a g a l   m e n g a k t i f k a n   a p l i k a s i 	 G a g a l   m e m u l a k a n   a p l i k a s i 	 	(	A	*	M	0	/	K		  	0		-	  	0	(	G	  .	G		  	8	+	2		 	 	 	 A z   a l k a l m a z  s   i n d  t  s a   s i k e r t e l e n 	 	 	 	 T o e p a s s i n g   k o n   n i e t   g e s t a r t   w o r d e n 	 	 	 E r o a r e   l a   l a n s a r e a   a p l i c a ci e i 	 	 	     	 	 	 ":'2  (1F'EG  '1(1/  F'EHAB  (H/	 	 	 									  				  				  							 	 	 	 	 	 	 	 	 K o n   n i e   t o e p a s s i n g   b e g i n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   i n i c i a r   l a   a p l i c a c i  n 	 	 F a l h a   e m   i n i c i a r   a p l i c a t i v o 
 
 S T R _ I D _ A M _ F I L E _ N O T _ E X I S T 	 A M 	 P O P U P 	 A p p l i c a t i o n   d o e s   n o t   e x i s t 	 A p p l i c a t i o n   d o e s   n o t   e x i s t 	 a(u
NX[(W	 ^(u
NX[(W	 D!H!5A-%4@
1H	 L a   a p l i c a c i  n   n o   e x i s t e 	 L ' a p p l i c a t i o n   n ' e x i s t e   p a s 	 A n w e n d u n g   e x i s t i e r t   n i c h t 	 @8;>65=85  =5  ACI5AB2C5B	 	 'D*7(JB  :J1  EH,H/	 A   a p l i c a   o   n  o   e x i s t e 	 U y g u l a m a   b u l u n a m a d 1	 n g   d n g   c h a   c  	 A p l i k a s i   t i d a k   a d a 	 A p l i k a s i   t i d a k   w u j u d 	 	(	A	*	M	0	/	K		  .	L		B	&	  (	9	@		  9	H		 	 	 	 A z   a l k a l m a z  s   n e m   l  t e z i k 	 	 	 	 T o e p a s s i n g   b e s t a a t   n i e t 	 	 	 A p l i c a ci a   n u   e x i s t 	 	 	     	 	 	 (1F'EG  '1(1/  H,H/  F/'1/	 	 	 									  				 	 	 	 	 	 	 	 	 T o e p a s s i n g   b e s t a a n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   a p l i c a c i  n   n o   e x i s t e 	 	 A p l i c a t i v o   n  o   e x i s t e 
 
 S T R _ I D _ A M _ T A G _ E R R _ F A I L _ T O _ S T A R T 	 A M 	 P O P U P 	 T h i s   a p p l i c a t i o n   c a n n o t   b e   r u n   i n   t h i s   p h o n e . 	 A p p l i c a t i o n   d o e s   n o t   m a t c h   w i t h   t h e   p h o n e 	 a(u!ql(W,g_jKL	 ^(uel(W,g:gЏL	 A-%4@
1HD!H#1B#(1L	 L a   a p l i c a c i  n   n o   c o i n c i d e   c o n   e l   t e l  f o n o 	 L ' a p p l i c a t i o n   n e   c o r r e s p o n d   p a s   a u   t  l  p h o n e 	 A n w e n d u n g   s t i m m t   n i c h t   m i t   T e l e f o n    b e r e i n 	 @8;>65=85  =5A>2<5AB8<>  A  B5;5D>=><	 	 'D*7(JB  D'  J*H'AB  E9  'DG'*A	 A   a p l i c a   o   n  o   p o d e   s e r   u t i l i z a d a   n e s t e   t e l e f o n e 	 U y g u l a m a   t e l e f o n l a   u y u m l u   d e i l 	 n g   d n g   k h  n g   t n g   t h  c h   v i   i n   t h o i 	 A p l i k a s i   t i d a k   s e s u a i   d e n g a n   t e l e p o n 	 A p l i k a s i   t i d a k   p a d a n   d e n g a n   t e l e f o n 	 	(	A	*	M	0	/	K		  +	K	(	  	G	  8	.	>	(	  (	9	@		  9	H		 	 	 	 A z   a l k a l m a z  s   n e m   a   t e l e f o n h o z   v a l  	 	 	 	 T o e p a s s i n g   k o m t   n i e t   o v e r e e n   m e t   d e   t e l e f o o n 	 	 	 A p l i c a ci a   n u   e s t e   c o m p a t i b i l   c u   t e l e f o n u l 	 	 	       	 	 	 (1F'EG  '1(1/  ('  *DAF  E7'(B*  F/'1/	 	 	 					  				  									  					  			 	 	 	 	 	 	 	 	 T o e p a s s i n g   s t e m   n i e   m e t   f o o n   o o r e e n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   a p l i c a c i  n   n o   e s   c o m p a t i b l e   c o n   e l   t e l  f o n o 	 	 A p l i c a t i v o   n  o   c o r r e s p o n d e   a o   t e l e f o n e 
 
 S T R _ I D _ A M _ D A T E _ E R R _ F A I L _ T O _ S T A R T 	 A M 	 P O P U P 	 P h o n e   d a t e   i s   w r o n g .   P l e a s e   c o r r e c t   i t . 	 P h o n e   d a t e   i s   w r o n g 	 |q}Bf/	 |~e	 '15HB#(1L4	 F e c h a   d e l   t e l  f o n o   i n c o r r e c t a 	 L a   d a t e   d u   t  l  p h o n e   e s t   f a u s s e 	 T e l e f o n d a t e n   s i n d   f a l s c h 	 5?@028;L=K5  40==K5  B5;5D>=0	 	 *'1J.  'DG'*A  .7#	 O s   d a d o s   d o   t e l e f o n e   e s t  o   e r r a d o s 	 T e l e f o n u n   t a r i h i   y a n l 1_	 N g  y   t r  n   i n   t h o i   k .  n g 	 T a n g g a l   t e l e p o n   s a l a h 	 T a r i k h   t e l e f o n   s a l a h 	 +	K	(	  	@	  $	?	%	?	  	2	$	  9	H		 	 	 	 A   t e l e f o n   d  t u m a   n e m   m e g f e l e l Q	 	 	 	 D a t u m   v a n   t e l e f o o n   i s   o n j u i s t 	 	 	 D a t a   t e l e f o n u l u i   e s t e   i n c o r e c t 	 	 	     	 	 	 *'1.  *DAF  F'/13*  '3*	 	 	 			  				  				 	 	 	 	 	 	 	 	 F o o n d a t u m   i s   v e r k e e r d 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   f e c h a   d e l   t e l  f o n o   e s   i n c o r r e c t a 	 	 D a t a   d o   t e l e f o n e   e s t    e r r a d a 
 
 S T R _ I D _ A M _ C E R T _ E R R _ F A I L _ T O _ S T A R T 	 A M 	 P O P U P 	 I n v a l i d   c e r t i f i c a t i o n .   F a i l e d   t o   r u n   t h i s   a p p l i c a t i o n . 	 I n v a l i d   c e r t i f i c a t i o n 	 IfWI1YWe	 fN1Y%	 C#1#-D!H9I-	 C e r t i f i c a c i  n   n o   v  l i d a 	 C e r t i f i c a t i o n   i n v a l i d e 	 U n g  l t i g e   Z e r t i f i z i e r u n g 	 5459AB28B5;L=0O  A5@B8D8:0F8O. 	 	 4G'/)  :J1  5'D-)	 C e r t i f i c a   o   i n v  l i d a 	 G e  e r s i z   s e r t i f i k a 	 G i y   p h  p   k . h p   l 	 S e r t i f i k a s i   t i d a k   v a l i d 	 P e n s i j i l a n   t i d a k   s a h 	 	.	>	(	M	
 /	  *	M	0	.	>	#	@		0	#		 	 	 	  r v  n y t e l e n   h i t e l e s  t  s 	 	 	 	 O n g e l d i g e   c e r t i f i c e r i n g 	 	 	 C e r t i f i c a r e   i n v a l i d 	 	 	     	 	 	 E,H2  F'E9*(1  '3*	 	 	 								  									 	 	 	 	 	 	 	 	 O n g e l d i g e   s e r t i f i s e r i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 C e r t i f i c a c i  n   n o   v  l i d a 	 	 C e r t i f i c a   o   i n v  l i d a 
 
 S T R _ I D _ A M _ I N V A L I D _ S I M _ F A I L _ T O _ S T A R T 	 A M 	 P O P U P 	 I n v a l i d   S I M   c a r d .   P l e a s e   i n s e r t   v a l i d   o n e . 	 I n v a l i d   S I M   c a r d 	 S I M aSWI1YWe	 S I M aS1Y%	 4!2#LD!H9I-	 T a r j e t a   S I M   n o   v  l i d a 	 C a r t e   S I M   i n v a l i d e 	 U n g  l t i g e   S I M - K a r t e 	 525@=0O  S I M   :0@B0	 	 (7'B)  S I M   :J1  5'D-)	 C a r t  o   S I M   i n v  l i d o 	 G e  e r s i z   S I M   k a r t 	 S I M   k h  n g   h p   l 	 K a r t u   S I M   t i d a k   v a l i d 	 K a d   S I M   t i d a k   s a h 	 	.	>	(	M	
 /	  S I M   	>	0	M	!		 	 	 	  r v  n y t e l e n   S I M - k  r t y a 	 	 	 	 O n g e l d i g e   S I M - k a a r t 	 	 	 C a r d   S I M   i n v a l i d 	 	 	   S I M     	 	 	 3E  '1*  F'E9*(1  '3*	 	 	 								  			  						 	 	 	 	 	 	 	 	 O n g e l d i g e   S I M - k a a r t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T a r j e t a   S I M   n o   v  l i d a 	 	 C a r t  o   S I M   i n v  l i d o 
 
 S T R _ I D _ A M _ C E R T _ E X P I R E D _ F A I L _ T O _ S T A R T 	 A M 	 P O P U P 	 T h e   c e r t i f i c a t i o n   o f   t h i s   a p p l i c a t i o n   i s   e x p i r e d . 	 T h e   c e r t i f i c a t i o n   o f   t h i s   a p p l i c a t i o n   i s   e x p i r e d 	 If]Ng	 fN]Ǐg	 C#1#--A-%4
1H5I+!-2"8	 L a   c e r t i f i c a c i  n   d e   e s t a   a p l i c a c i  n   h a   e x p i r a d o 	 L a   c e r t i f i c a t i o n   d e   c e t t e   a p p l i c a t i o n   a   e x p i r  	 D i e   Z e r t i f i z i e r u n g   d i e s e r   A n w e n d u n g   i s t   a b g e l a u f e n 	 !5@B8D8:0F8O  MB>3>  ?@8;>65=8O  70:>=G8;0AL	 	 'F*G*  5D'-J)  4G'/)  G0'  'D*7(JB	 A   c e r t i f i c a   o   d e s t a   a p l i c a   o   e x p i r o u 	 U y g u l a m a   s e r t i f i k a s 1n 1n   t a r i h i   g e  m i _	 G i y   p h  p   c a   n g   d n g   n  y      h t   h n . 	 S e r t i f i k a s i   a p l i k a s i   i n i   k e d a l u w a r s a 	 P e n s i j i l a n   a p l i k a s i   i n i   s u d a h   l u p u t 	 	8	  	(	A	*	M	0	/	K		  	G	  8	$	M	
 /	>	*	(	  	>	  8	.	/	  8	.	>	*	M	
 $	  9	K	  	/	>	  9	H		 	 	 	 A z   a l k a l m a z  s   h i t e l e s  t  s e   l e j  r t 	 	 	 	 D e   c e r t i f i c e r i n g   v a n   d e z e   t o e p a s s i n g   i s   v e r l o p e n 	 	 	 C e r t i f i c a r e a   a c e s t e i   a p l i c a ci i   a   e x p i r a t 	 	 	     	 	 	 E,H2  'F  (1F'EG  '1(1/  EFB6  4/G  '3*	 	 	 	  											  										  					  				 	 	 	 	 	 	 	 	 D i e   s e r t i f i s e r i n g   v a n   h i e r d i e   t o e p a s s i n g   h e t   v e r v a l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   c e r t i f i c a c i  n   d e   e s t a   a p l i c a c i  n   h a   e x p i r a d o 	 	 A   c e r t i f i c a   o   d e s t e   a p l i c a t i v o   e s t    e x p i r a d a 
 
 S T R _ I D _ A M _ A P P _ N A M E _ D E F A U L T 	 A M 	 T E X T 	 D a m a g e d 	 D a m a g e d 	 a(u]
dX	 ^(u]_cOW	 @*5"+2"	 D a  a d o 	 E n d o m m a g  	 B e s c h  d i g t 	 >2@5645=>	 	 *'DA	 D a n i f i c a d o 	 H a s a r l 1	    b   h n g 	 R u s a k 	 R o s a k 	 (	7	M	
 	  9	K	  	/	>		 	 	 	 S  r  l t 	 	 	 	 B e s c h a d i g d 	 	 	 D e t e r i o r a t 	 	 	 	 	 	 "3(  //G	 	 	 					 	 	 	 	 	 	 	 	 B e s k a d i g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D a  a d o 	 	 D a n i f i c a d o 
 
 S T R _ I D _ A M _ A P P _ N A M E _ V R E 2 0 	 A M 	 T E X T 	 V R E   A p p 	 V R E   A p p 	 *gwa(u	 *gw^(u	 A-  V R E 	 A p l i c a c i  n   V R E 	 A p p   V R E 	 V R E - A n w . 	 @8;.   V R E   	 	 *7(JB  V R E 	 A p l i c a   o   V R E 	 V R E   U y g 	 n g   d n g   V R E 	 A p l i k a s i   V R E 	 A p l i k a s i   V R E 	 V R E   	(	A	*	M	0	/	K			 	 	 	 V R E   a l k . 	 	 	 	 V R E   A p p 	 	 	 A p l i c a ci e   V R E 	 	 	   V R E 	 	 	 (1F'EG  V R E 	 	 	 V R E   										 	 	 	 	 	 	 	 	 V R E - t o e p a s s i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A p l i c a c i  n   V R E 	 	 A p l i c a t i v o   V R E 
 
 S T R _ I D _ A M _ A P P _ N A M E _ A S 	 A M 	 T E X T 	 D o w n l o a d 	 D o w n l o a d 	 N	-N_	 N}-N_	 2'LB+%	 D e s c a r g a r 	 T  l  c h a r g e r 	 D o w n l o a d 	 03@C78BL	 	 *F2JD	 T r a n s f e r i r 	 0n d i r 	 T i   v 	 D o w n l o a d 	 M u a t   T u r u n 	 !	>			(	2	K	!	  	 	 	 	 L e t  l t  s 	 	 	 	 D o w n l o a d e n 	 	 	 D e s c r c a r e 	 	 	 	 	 	 ('1J1	 	 	 								 	 	 	 	 	 	 	 	 L a a i   a f 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 D e s c a r g a r 	 	 D o w n l o a d 
 
 S T R _ I D _ A M _ A P P _ N A M E _ F E T I O N 	 A M 	 T E X T 	 F e t i o n 	 F e t i o n 	 ۘO	 ޘO	 F e t i o n 	 F e t i o n 	 F e t i o n 	 F e t i o n 	 F e t i o n 	 	 F e t i o n 	 F e t i o n 	 F e t i o n 	 F e t i o n 	 F e t i o n 	 F e t i o n 	 +	G		?	/	(		 	 	 	 F e t i o n 	 	 	 	 F e t i o n 	 	 	 F e t i o n 	 	 	 F e t i o n 	 	 	 F e t i o n 	 	 	 					 	 	 	 	 	 	 	 	 F e t i o n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 F e t i o n 	 	 F e t i o n 
 
 S T R _ I D _ A M _ A P P _ N A M E _ M S N 	 A M 	 T E X T 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N 	 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N 	 M S N   	 	 	 	 M S N 	 	 	 	 M S N 	 	 	 M S N 	 	 	 M S N 	 	 	 M S N 	 	 	 							 	 	 	 	 	 	 	 	 M S N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 M S N 	 	 M S N 
 
 S T R _ I D _ A M _ A P P _ N A M E _ P U S H M A I L 	 A M 	 T E X T 	 S h a n g M a i l 	 S h a n g M a i l 	 \	 \	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 S h a n g M a i l 	 	 	 	 S h a n g M a i l 	 	 	 	 S h a n g M a i l 	 	 	 S h a n g M a i l 	 	 	 S h a n g M a i l 	 	 	 S h a n g M a i l 	 	 	 								 	 	 	 	 	 	 	 	 S h a n g M a i l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S h a n g M a i l 	 	 S h a n g M a i l 
 
 S T R _ I D _ A M _ A P P _ N A M E _ Q Q 	 A M 	 T E X T 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 	 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 Q Q 2 0 0 9 	 	 	 	 Q Q 2 0 0 9 	 	 	 	 Q Q 2 0 0 9 	 	 	 Q Q 2 0 0 9 	 	 	 Q Q 2 0 0 9 	 	 	 Q Q 2 0 0 9 	 	 	 			  								 	 	 	 	 	 	 	 	 Q Q 2 0 0 9 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 Q Q 2 0 0 9 	 	 Q Q 2 0 0 9 
 
 S T R _ I D _ A M _ C D R _ N E W _ C O N T E N T 	 A M 	 P O P U P 	 N e w   c o n t e n t   w a s   f o u n d ,   u p d a t e   n o w ? 	 N e w   c o n t e n t   w a s   f o u n d ,   u p d a t e   n o w ? 	 |vsegQ[/f&Tfe	 SseQ[/f&Tfe	 @7I-+2C+!H  -1@@5K"'5I+#7-D!H? 	 S e   e n c o n t r    n u e v o   c o n t e n i d o .    D e s e a   a c t u a l i z a r   a h o r a ? 	 N o u v e a u   c o n t e n u   t r o u v  ,   m e t t r e      j o u r   m a i n t e n a n t   ? 	 N e u e r   I n h a l t   g e f u n d e n ,   j e t z t   a k t u a l i s i e r e n ? 	 1=0@C65=>  =>2>5  A>45@60=85,   >1=>28BL? 	 	 *E  'D9+H1  9DI  E-*HI  ,/J/,   *-/J+  'D"F	 N o v o   c o n t e  d o   e n c o n t r a d o .   A c t u a l i z a r   a g o r a ? 	 Y e n i   i  e r i k   b u l u n d u ,   g  n c e l l e n s i n   m i ? 	    t  m   t h y   n i   d u n g   m i ,   c p   n h t   n g a y ? 	 K o n t e n   b a r u   d i t e m u k a n .   P e r b a r u i   s e k a r a n g ? 	 K a n d u n g a n   b a r u   d i j u m p a i ,   k e m a s   k i n i   s e k a r a n g ? 	 (		  8	>	.		M	0	@	  .	?	2	@	,   	M	
 /	>	  	-	@	  	*	!	G		  	0	G		? 	 	 	 	  j   t a r t a l o m   t a l  l h a t  ,   f r i s s  t ? 	 	 	 	 N i e u w e   g e g e v e n s   g e v o n d e n .   N u   b i j w e r k e n ? 	 	 	 S - a   g s i t   c o n ci n u t   n o u ,   a c t u a l i z a ci ? 	 	 	     ,     ? 	 	 	 E-*H'  ,//  'A*  4/  GE  'FHF  (1H213'F  4H/	 	 	 				  									  					  				, 				  					  					? 	 	 	 	 	 	 	 	 	 N u w e   i n h o u d   i s   g e v i n d ,   w e r k   n o u   b y ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   h a   e n c o n t r a d o   u n   c o n t e n i d o   n u e v o ,    a c t u a l i z a r   a h o r a ? 	 	 N o v o   c o n t e  d o   f o i   e n c o n t r a d o ,   a t u a l i z a r   a g o r a ? 
 
 S T R _ I D _ A M _ C D R _ N E W _ V E R S I O N 	 A M 	 P O P U P 	 N e w   v e r s i o n   w a s   f o u n d ,   u p d a t e   n o w ? 	 N e w   v e r s i o n   w a s   f o u n d ,   u p d a t e   n o w ? 	 Hr,g GS}/f&Tfe	 Hr,g GS~/f&Tfe	 @'-#L
1HC+!H  -1@@5K"'5I+#7-D!H? 	 S e   e n c o n t r    u n a   n u e v a   v e r s i  n .    D e s e a   a c t u a l i z a r   a h o r a ? 	 N o u v e l l e   v e r s i o n   t r o u v  e ,   m e t t r e      j o u r   m a i n t e n a n t   ? 	 N e u e   V e r s i o n   g e f u n d e n ,   j e t z t   a k t u a l i s i e r e n ? 	 1=0@C65=0  =>20O  25@A8O,   >1=>28BL? 	 	 *E  'D9+H1  9DI  %5/'1  ,/J/,   *-/J+  'D"F	 N o v a   v e r s  o   e n c o n t r a d a .   A c t u a l i z a r   a g o r a ? 	 Y e n i   v e r s i y o n   b u l u n d u ,   g  n c e l l e n s i n   m i ? 	    t  m   t h y   p h i  n   b n   m i ,   c p   n h t   n g a y ? 	 V e r s i   b a r u   d i t e m u k a n .   P e r b a r u i   s e k a r a n g ? 	 V e r s i   b a r u   d i j u m p a i ,   k e m a s   k i n i   s e k a r a n g ? 	 (	/	>	  8		8	M	
 	0	#	  .	?	2	>	,   	M	
 /	>	  	-	@	  	*	!	G		  	0	G		? 	 	 	 	  j   v  l t o z a t   t a l  l h a t  ,   f r i s s  t ? 	 	 	 	 N i e u w e   v e r s i e   g e v o n d e n .   N u   b i j w e r k e n ? 	 	 	 S - a   g s i t   o   v e r s i u n e   n o u ,   a c t u a l i z a ci ? 	 	 	     ,     ? 	 	 	 F3.G  ,//  'A*  4/  GE  'FHF  (1H213'F  4H/	 	 	 				  							  					  				,     				  					  					? 	 	 	 	 	 	 	 	 	 N u w e   w e e r g a w e   i s   g e v i n d ,   w e r k   n o u   b y ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   h a   e n c o n t r a d o   u n a   v e r s i  n   n u e v a ,    a c t u a l i z a r   a h o r a ? 	 	 N o v a   v e r s  o   f o i   e n c o n t r a d a ,   a t u a l i z a r   a g o r a ? 
 
 S T R _ I D _ A M _ C D R _ U P D A T E _ S U C C 	 A M 	 P O P U P 	 U p d a t e   s u c c e s s f u l l y 	 U p d a t e   s u c c e s s f u l l y 	 febR	 febR	 -1@*3@#G	 A c t u a l i z a c i  n   r e a l i z a d a   c o r r e c t a m e n t e 	 M i s e      j o u r   r  u s s i e 	 U p d a t e   e r f o l g r e i c h 	 1=>2;5=85  CA?5H=>	 	 *E  'D*-/J+  (F,'-	 A c t u a l i z a   o   b e m   s u c e d i d a 	 G  n c e l l e n d i 	 C p   n h t   t h  n h   c  n g 	 B e r h a s i l   m e m p e r b a r u i 	 P e n g e m a s k i n i a n   b e r j a y a 	 8	+	2	$	>	*	B	0	M	5		  	*	!	G		  	?	/	>	  	/	>		 	 	 	 S i k e r e s   f r i s s  t  s 	 	 	 	 M e t   s u c c e s   b i j g e w e r k t 	 	 	 A c t u a l i z a r e   r e u _i t 	 	 	     	 	 	 (1H213'F  EHAB  (H/	 	 	 					  							  						 	 	 	 	 	 	 	 	 S u k s e s v o l l e   b y w e r k i n g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 S e   h a   a c t u a l i z a d o   c o r r e c t a m e n t e 	 	 A t u a l i z a   o   c o m    x i t o 
 
 S T R _ I D _ A M _ C D R _ U P D A T E _ F A I L 	 A M 	 P O P U P 	 F a i l e d   t o   u p d a t e 	 F a i l e d   t o   u p d a t e 	 fe1YWe	 fe1Y%	 D!H*2!2#-1@	 N o   s e   p u d o   a c t u a l i z a r 	  c h e c   d e   l a   m i s e      j o u r 	 U p d a t e   f e h l g e s c h l a g e n 	 52>7<>6=>  >1=>28BL	 	 A4D  'D*-/J+	 F a l h a   a o   a c t u a l i z a r 	 G  n c e l l e n e m e d i 	 K h  n g   t h   c p   n h t 	 G a g a l   m e m p e r b a r u i 	 G a g a l   m e n g e m a s k i n i 	 	*	!	G		  	0	(	G	  .	G		  	8	+	2		 	 	 	 S i k e r t e l e n   f r i s s  t  s 	 	 	 	 B i j w e r k e n   m i s l u k t 	 	 	 E r o a r e   l a   a c t u a l i z a r e 	 	 	   	 	 	 (1H213'F  F'EHAB  (H/	 	 	 					  				  							 	 	 	 	 	 	 	 	 B y w e r k i n g   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   a c t u a l i z a r 	 	 F a l h o u   e m   a t u a l i z a r 
 
 M S F _ S T R _ I D _ D L G _ N O _ M E M _ C A R D 	 U n d e f i n e d 	 U N L I M 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 P l e a s e   i n s e r t   m e m o r y   c a r d 	 ˊceQaaS	 ceQX[PaS	 B#C*H2#L+H'"'2!3	 I n s e r t e   l a   t a r j e t a   d e   m e m o r i a 	 V e u i l l e z   i n s  r e r   u n e   c a r t e   m  m o i r e 	 B i t t e   S p e i c h e r k a r t e   e i n f  g e n 	 AB02LB5  :0@BC  ?0<OB8	 	 J1,I  %/.'D  (7'B)  0'C1)	 I n s i r a   o   c a r t  o   d e   m e m  r i a 	 B e l l e k   k a r t 1n 1  t a k 	 H  y   l p   t h   n h 	 M a s u k k a n   k a r t u   m e m o r i 	 S i l a   m a s u k k a n   k a d   i n g a t a n 	 	C	*	/	>	  .	G	.	K	0	@	  	>	0	M	!	  !	>	2	G			 	 	 	 H e l y e z z e   b e   a   m e m  r i a k  r t y  t 	 	 	 	 S t e e k   e e n   g e h e u g e n k a a r t   i n 	 	 	 I n t r o d u c e ci   c a r d u l   d e   m e m o r i e 	 	 	     	 	 	 D7A'  C'1*  -'A7G  1'  ,'  (2F/	 	 	 						  					  						  					 	 	 	 	 	 	 	 	 S i t   a s s e b l i e f   g e h e u e k a a r t   i n 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I n s e r t e   l a   t a r j e t a   d e   m e m o r i a 	 	 I n s i r a   o   c a r t  o   d e   m e m  r i a 
 
 M M A _ S T R _ I D _ M E S S A G E _ U N S U P P O R T E D 	 M M A 	 I C O N T E X T 	 u n s u p p o r t e d   M M S 	 [ U n s u p p o r t e d   M M S ] 	 [ YZԚ
o`
N/ec] 	 [ i_O
N/ec] 	 [ M M S   5HD!H*1*8] 	 [ M M S   n o   a d m i t i d o ] 	 [ M M S   n o n   p r i s   e n   c h a r g e ] 	 [ N i c h t   u n t e r s t  t z e   M M S ] 	 [ 5?>445@68205<>5  M M S ] 	 	 [ 13'D)  M M S   :J1  E/9HE)] 	 [ M M S   n  o   s u p o r t a d a ] 	 [ D e s t e k l e n m e y e n   M M S ] 	 [ K h  n g   h   t r   t i n   M M S ] 	 [ M M S   t i d a k   d i d u k u n g ] 	 [ M M S   T i d a k   D i s o k o n g ] 	 [ 	8	.	0	M	%	?	$	  M M S ] 	 	 	 	 [ N e m   t  m o g a t o t t   M M S ] 	 	 	 	 [ M M S   n i e t   o n d e r s t e u n d ] 	 	 	 [ M M S   n e s u p o r t a t ] 	 	 	 [   M M S     ] 	 	 	 [ M M S   ~4*('F  F4/G] 	 	 	 [ 								  						] 	 	 	 	 	 	 	 	 	 [ O n o n d e r s t e u n d e   M M S ] 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 [ M M S   n o   c o m p a t i b l e ] 	 	 [ M M S   n  o   a c e i t o ] 
 
 M E A _ S T R _ I D _ A D D _ T O _ B O O K M A R K S 	 U n d e f i n e d 	 I C O N T E X T 	 A d d   t o   B o o k m a r k s 	 A d d   t o   B o o k m a r k s 	 ReQfd|	 mR0RfN~{	 @4H!%C8J!2#L	 A g r e g a r   a   m a r c a d o r e s 	 A j o u t e r   a u x   S i g n e t s 	 Z u   L e s e z e i c h e n   h i n z u f  g e n 	 >1028BL  2  0:;04:8	 	 %6'A)  %DI  'D9D'E'*	 A d i c i o n a r   a o   M a r c a d o r e s 	 Y e r i m l e r i n e   e k l e 	 T h  m   v  o   T r a n g   w e b   y  u   t h  c h 	 T a m b a h k a n   k e   P e n a n d a 	 T a m b a h   k e   P e n a n d a   B u k u 	 ,	A		.	>	0	M		  .	G		  	K	!	<	G			 	 	 	 H o z z  a d  s   a   k  n y v j e l z Qk  z 	 	 	 	 A a n   b l a d w i j z e r s   t o e v o e g e n 	 	 	 A d u g a r e   l a   m a r c a j e 	 	 	   	 	 	 'A2H/F  (G  F4'FG  0'1JG'	 	 	 								- 	  					  					 	 	 	 	 	 	 	 	 V o e g   b y   B o e k m e r k e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 A g r e g a r   a   m a r c a d o r e s 	 	 A d i c i o n a r   a   F a v o r i t o s 
 
 M E A _ S T R _ I D _ D E L E T E D 	 U n d e f i n e d 	 P O P U P 	 D e l e t e d 	 D e l e t e d 	 ]*Rd	 ] Rd	 %A%I'	 E l i m i n a d o 	 S u p p r i m  	 G e l  s c h t 	 #40;5=>	 	 *E  'D-0A	 E l i m i n a d o 	 S i l i n d i 	    x  a 	 D i h a p u s 	 D i h a p u s k a n 	 .	?		>	/	>	  	/	>		 	 	 	 T  r  l v e 	 	 	 	 V e r w i j d e r d 	 	 	 ^t e r s 	 	 	 	 	 	 -0A  4/	 	 	 				  				  						 	 	 	 	 	 	 	 	 G e s k r a p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 B o r r a d o 	 	 E x c l u  d o 
 
 M E A _ S T R _ I D _ E R R O R _ G P R S _ U N K N O W N _ A P N 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 A c e s s   p o i n t   n a m e   ( A P N )   e r r o r 	 A P N   e r r o r 	 cSޞW
T/	 p	 A P N   4%2	 E r r o r   A P N 	 E r r e u r   A P N 	 A P N - F e h l e r 	 H81:0  A P N   	 	 .7#  A P N 	 E r r o   d e   A P N 	 A P N   h a t a s 1	 L i   A P N 	 K e s a l a h a n   A P N 	 R a l a t   A P N 	 A P N   $	M	0	A		?		 	 	 	 A P N   h i b a 	 	 	 	 A P N - f o u t 	 	 	 E r o a r e   A P N 	 	 	   A P N 	 	 	 .7'  A P N 	 	 	 					  							 	 	 	 	 	 	 	 	 A P N - f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   A P N 	 	 E r r o   A P N 
 
 M E A _ S T R _ I D _ E R R O R _ G P R S _ A U T H E N T I C A T I O N _ F A I L U R E 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 G P R S   a u t h e n t i c a t i o n   e r r o r 	 G P R S   a u t h e n t i c a t i o n   e r r o r 	 G P R S I1YWe	 G P R S 1Y%	 2#"7"11'8%  G P R S   4%2	 E r r o r   d e   a u t e n t i c a c i  n   G P R S 	 E r r e u r   a u t h e n t i f i c a t i o n   G P R S 	 G P R S - A u t h e n t i f i z i e r u n g s f e h l e r 	 H81:0  ?@>25@:8  ?>4;8==>AB8  G P R S   	 	 .7#  AJ  E5'/B)  G P R S 	 E r r o   d e   a u t e n t i c a   o   G P R S 	 G P R S   d e n e t l e m e   h a t a s 1	 L i   x  c   n h n   G P R S 	 K e s a l a h a n   o t e n t i k a s i   G P R S 	 R a l a t   p e n g e s a h a n   G P R S 	 G P R S   *	M	0	.	>	#	@		0	#	  $	M	0	A		?		 	 	 	 G P R S   h i t e l e s  t  s i   h i b a 	 	 	 	 G P R S - a u t e n t i c a t i e f o u t 	 	 	 E r o a r e   d e   a u t e n t i f i c a r e   G P R S 	 	 	     G P R S 	 	 	 .7'  E9*(13'2  G P R S 	 	 	 								  						  									  							 	 	 	 	 	 	 	 	 G P R S - b e k r a g t i g i n g s f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   e n   l a   a u t e n t i c a c i  n   d e l   G P R S 	 	 E r r o   d e   a u t e n t i c a   o   G P R S 
 
 M E A _ S T R _ I D _ E R R O R _ G P R S _ U N S U P P O R T E D _ S E R V I C E _ O P T I O N 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 G P R S   n o t   s u p p o r t 	 G P R S   n o t   s u p p o r t 	 
N/ecG P R S 
gR	 
N/ecG P R S 
gR	 D!H*1*8  G P R S   	 G P R S   n o   a d m i t i d o 	 G P R S   n o n   p r i s   e n   c h a r g e 	 G P R S   n i c h t   u n t e r s t  t z t 	 G P R S   =5  ?>445@68205BAO	 	 D'  J*E  /9E  G P R S 	 G P R S   n  o   s u p o r t a d o 	 G P R S   d e s t e k l e m i y o r 	 K h  n g   h   t r   G P R S 	 G P R S   t i d a k   d i d u k u n g 	 G P R S   t i d a k   d i s o k o n g 	 G P R S   8	.	0	M	%	?	$	  (	9	@			 	 	 	 G P R S   n e m   t  m o g a t o t t 	 	 	 	 G P R S   n i e t   o n d e r s t e u n d 	 	 	 G P R S   n e s u p o r t a t 	 	 	     - G P R S 	 	 	 G P R S   ~4*('F  F4/G	 	 	 								  						  			  			 	 	 	 	 	 	 	 	 G P R S   n i e   g e s t e u n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G P R S   n o   e s   c o m p a t i b l e 	 	 S e m   s u p o r t e   d e   G P R S 
 
 M E A _ S T R _ I D _ E R R O R _ G P R S _ U N S U B S C R I B E D _ S E R V I C E _ O P T I O N 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 G P R S   n o t   s u b s c r i b e d 	 G P R S   n o t   s u b s c r i b e d 	 \*g;QG P R S 
gR	 \*glQG P R S 
gR	 D!HDI*!1#  G P R S   	 G P R S   n o   s u s c r i t o 	 G P R S   n o n   s o u s c r i t 	 G P R S   n i c h t   a b o n n i e r t 	 G P R S   =5  ?>4?8A0=	 	 DE  J*E  'D'4*1'C  AJ  G P R S 	 G P R S   n  o   s u b s c r i t o 	 G P R S   a b o n e l i i   y o k   	 C h a   n g   k    G P R S 	 G P R S   t i d a k   b e r l a n g g a n a n 	 G P R S   t i d a k   d i l a n g g a n 	 G P R S   8	,	M	
 8		M	0	>		,	M	
 !	  (	9	@			 	 	 	 A   G P R S   n i n c s   e l Qf i z e t v e 	 	 	 	 N i e t   o p   G P R S   g e a b o n n e e r d 	 	 	 G P R S   n e a b o n a t 	 	 	     G P R S 	 	 	 '4*1'  G P R S   EH,H/  F3*	 	 	 								- 		  						  					 	 	 	 	 	 	 	 	 N i e   o p   G P R S   i n g e t e k e n   n i e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G P R S   n o   e s t    s u s c r i t o 	 	 S e m   a s s i n a t u r a   d e   G P R S 
 
 M E A _ S T R _ I D _ E R R O R _ C O M M U N I C A T I O N 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 E r r o r   i n   c o m m u n i c a t i o n 	 E r r o r   i n   c o m m u n i c a t i o n 	 #}/	 T:g	 4%2C2#*7H-*2#	 E r r o r   d e   c o m u n i c a c i  n 	 E r r e u r   d a n s   l a   c o m m u n i c a t i o n 	 F e h l e r   b e i   K o m m u n i k a t i o n 	 H81:0  ?@8  A>548=5=88	 	 .7#  AJ  'D'*5'D	 E r r o   d e   c o m u n i c a   o 	 0l e t i _i m   h a t a s 1	 L i   k h i   k t   n i 	 K e s a l a h a n   k o m u n i k a s i 	 R a l a t   d a l a m   k o m u n i k a s i 	 8			>	0	  .	G		  $	M	0	A		?		 	 	 	 H i b a   a   k o m m u n i k  c i  b a n 	 	 	 	 F o u t   i n   c o m m u n i c a t i e 	 	 	 E r o a r e   l a   c o m u n i c a r e 	 	 	   	 	 	 .7'  '1*('7	 	 	 								  							 	 	 	 	 	 	 	 	 K o m m u n i k a s i e f o u t 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   e n   l a   c o m u n i c a c i  n 	 	 E r r o   e m   c o m u n i c a   o 
 
 M E A _ S T R _ I D _ G O T O 	 U n d e f i n e d 	 I C O N T E X T 	 G o   t o   o r   v i s i t   a   U R L 	 G o   t o 	 MR_	 ۏeQ	 D"1	 I r   a 	 A l l e r      	 W e c h s e l n   z u 	 5@59B8  	 	 0G'(  %DI	 I r   p a r a 	 G i t 	 T r u y   c p 	 B u k a 	 P e r g i   k e 	 /	9	>		  	>				 	 	 	 U g r  s 	 	 	 	 G a   n a a r 	 	 	 S a l t   l a 	 	 	   	 	 	 1A*F  (G	 	 	 				 	 	 	 	 	 	 	 	 G a a n   n a 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 I r   a 	 	 I r   p a r a 
 
 M E A _ S T R _ I D _ I N V A L I D _ U R L 	 U n d e f i n e d 	 P O P U P ,   P O P U P C O N F I R M 	 I n v a l i d   U R L 	 I n v a l i d   U R L 	 !qHev}@W	 eHevQ@W	 U R L   D!H9I-	 D i r e c c i  n   U R L   n o   v  l i d a 	 U R L   i n v a l i d e 	 U n g  l t i g e   U R L 	 5?@028;L=K9  U R L 	 	 9FH'F  U R L   :J1  5'D-	 U R L   i n v  l i d o 	 G e  e r s i z   U R L 	 U R L   k . h p   l 	 U R L   t i d a k   v a l i d 	 U R L   t i d a k   s a h 	 	.	>	(	M	
 /	  U R L 	 	 	 	  r v  n y t e l e n   U R L 	 	 	 	 O n g e l d i g e   U R L 	 	 	 U R L   i n v a l i d 	 	 	   U R L     	 	 	 U R L   F'E9*(1  '3*	 	 	 								  							 	 	 	 	 	 	 	 	 O n g e l d i g e   U R L 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 U R L   n o   v  l i d a 	 	 U R L   i n v  l i d o 
 
 M E A _ S T R _ I D _ I N V A L I D _ D T C N T _ A S K _ C F G 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 I n v a l i d   d a t a   a c c o u n t .   C o n f i g u r e ? 	 I n v a l i d   d a t a   a c c o u n t .   C o n f i g u r e ? 	 3^_ǌe!qHe/f&T-[	 penc^7beHe/f&Tn	 1

5I-!9%D!H9I-  3+H2? 	 C u e n t a   d e   d a t o s   n o   v  l i d a .    D e s e a   c o n f i g u r a r l a ? 	 C o m p t e   d e   d o n n  e s   i n v a l i d e .   C o n f i g u r e r   ? 	 U n g  l t i g e s   D a t e n k o n t o .   K o n f i g u r i e r e n ? 	 5?@028;L=0O  CG5B=0O  70?8AL.   >=D83C@8@>20BL? 	 	 -3'(  'D(J'F'*  :J1  5'D-.   *GJ&)	 C o n t a   d e   d a d o s   i n v  l i d a .   C o n f i g u r a r ? 	 G e  e r s i z   v e r i   h e s a b 1.   Y a p 1l a n d 1r 1l s 1n   m 1? 	 T . k h o n   d   l i u   k . h p   l   C  i   t ? 	 A c c o u n t   d a t a   t i d a k   v a l i d .   K o n f i g u r a s i k a n ? 	 A k a u n   d a t a   t i d a k   s a h .   T a t a r a j a h k a n ? 	 	.	>	(	M	
 /	  !	G		>	  		>					d	  	M	
 /	>	  	(	M	+	?		0	  	0	G		? 	 	 	 	  r v  n y t e l e n   a d a t f i  k .   K o n f i g u r  l j a ? 	 	 	 	 O n g e l d i g e   g e g e v e n s a c c o u n t .   C o n f i g u r e r e n ? 	 	 	 C o n t   i n v a l i d   d e   d a t e .   C o n f i g u r a ci ? 	 	 	       .   ? 	 	 	 '4*1'  /'/G  '  F'E9*(1  '3*.   ~1(F/  4H/	 	 	 								  				  							d	  							  					? 	 	 	 	 	 	 	 	 	 O n g e l d i g e   d a t a r e k e n i n g .   K o n f i g u r e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   c u e n t a   d e   d a t o s   n o   e s   v  l i d a .    C o n f i g u r a r ? 	 	 C o n t a   d e   d a d o s   i n v  l i d a .   C o n f i g u r a r ? 
 
 M E A _ S T R _ I D _ S A V E _ A S K 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 S a v e ? 	 S a v e ? 	 2QX[	 OX[	 16? 	  G u a r d a r ? 	 E n r e g i s t r e r   ? 	 S p e i c h e r n ? 	 !>E@0=8BL? 	 	 -A8	 G u a r d a r ? 	 K a y d e d i l s i n   m i ? 	 L u ? 	 S i m p a n ? 	 S i m p a n ? 	 8	9	G		G		? 	 	 	 	 M e n t i ? 	 	 	 	 O p s l a a n ? 	 	 	 S a l v a r e ? 	 	 	 ? 	 	 	 0.J1G  4H/	 	 	 			  					? 	 	 	 	 	 	 	 	 	 B e r g ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  G u a r d a r ? 	 	 S a l v a r ? 
 
 M E A _ S T R _ I D _ S A V E D 	 U n d e f i n e d 	 P O P U P 	 S o m e t i n g   i s   a l r e a d y   s a v e d 	 S a v e d 	 ]2QX[	 ]OX[	 16A%I'	 G u a r d a d o 	 E n r e g i s t r  	 G e s p e i c h e r t 	 !>E@0=5=>	 	 *E  'D-A8	 G u a r d a d o 	 K a y d e d i l d i 	    l u 	 T e r s i m p a n 	 D i s i m p a n 	 8	9	G		>	  	/	>		 	 	 	 M e n t v e 	 	 	 	 O p g e s l a g e n 	 	 	 S a l v a t 	 	 	 	 	 	 0.J1G  4/	 	 	 			  			  						 	 	 	 	 	 	 	 	 G e b e r g 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 G u a r d a d o 	 	 S a l v o 
 
 M E A _ S T R _ I D _ C A N C E L _ P R O V 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 C a n c e l ? 	 C a n c e l ? 	 Sm	 Sm	 "@%4? 	  C a n c e l a r ? 	 A n n u l e r   ? 	 A b b r e c h e n ? 	 B<5=0? 	 	 %D:'!	 C a n c e l a r ? 	 0p t a l   e d i l s i n   m i ? 	 H y ? 	 B a t a l k a n ? 	 B a t a l ? 	 (	?	0	8	M	
 $	  	0	G		? 	 	 	 	 M  g s e m ? 	 	 	 	 A n n u l e r e n ? 	 	 	 A n u l a r e ? 	 	 	   ? 	 	 	 D:H  4H/	 	 	 					  					? 	 	 	 	 	 	 	 	 	 K a n s e l l e e r ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  C a n c e l a r ? 	 	 C a n c e l a r ? 
 
 M E A _ S T R _ I D _ D E L E T E _ A L L _ A S K _ F O R _ P U S H 	 U n d e f i n e d 	 P O P U P C O N F I R M 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 D e l e t e   a l l   m e s s a g e s   f r o m   I n b o x ? 	 *Rd6eN{-NvhQ
o`	  Rd6eN{-NvhQOo`	 %I-'2!1I+!2%H-2@I2? 	  D e s e a   e l i m i n a r   t o d o s   l o s   m e n s a j e s   d e   l a   B a n d e j a   d e   e n t r a d a ? 	 A n n u l e r   t o u s   l e s   m e s s a g e s   d e   l a   b o  t e   d e   r  c e p t i o n   ? 	 A l l e   N a c h r i c h t e n   i m   P o s t e i n g a n g   l  s c h e n ? 	 #40;8BL  2A5  A>>1I5=8O  87  OI8:0  E>4OI85? 	 	 -0A  ,EJ9  'D13'&D  EF  5F/HB  'DH'1/	 E l i m i n a r   t o d a s   a s   m e n s a g e n s   d a   C a i x a   d e   e n t r a d a ? 	 G e l e n   k u t u s u n d a k i   t  m   m e s a j l a r   s i l i n s i n   m i ? 	 X  a   m i   t i n   n h n   k h i   H . t h   n ? 	 H a p u s   s e m u a   p e s a n   d a r i   K o t a k   m a s u k ? 	 H a p u s   s e m u a   m e s e j   d a l a m   K o t a k   M a s u k ? 	 	M	
 /	>	  	(	,	I		M	
 8	  8	G	  8	>	0	G	  8		&	G	6	  .	?		>			? 	 	 	 	  s s z .    z e n e t   t  r l .   a   B e  r k e z e t t    z e n e t e k   k  z  l ? 	 	 	 	 A l l e   b e r i c h t e n   u i t   P o s t v a k   I n   v e r w i j d e r e n ? 	 	 	 ^t e r g e r e   t o a t e   m e s a j e l e   d i n   I n b o x ? 	 	 	               ? 	 	 	 GEG  ~'EG'  /1'A*  -0A  4HF/	 	 	 						  				  		  						  						? 	 	 	 	 	 	 	 	 	 S k r a p   a l l e   b o o d s k a p p e   u i t   I n b u s ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	  E l i m i n a r   t o d o s   l o s   m e n s a j e s   e n   l a   b a n d e j a   d e   e n t r a d a ? 	 	 E x c l u i r   t o d a s   a s   m e n s a g e n s   d a   c a i x a   d e   e n t r a d a ? 
 
 S T R _ I D _ D T C N T _ W L A N _ E R R O R _ I N P U T 	 W L A N 	 P O P U P 	 W L A N   e r r o r   i n p u t 	 I n v a l i d   i n p u t 	 !qHev8eQ	 eHeveQ	 -48D!H9I-	 E n t r a d a   n o   v  l i d a 	 E n t r  e   i n v a l i d e 	 U n g  l t i g e   E i n g a b e 	 525@=K9  22>4	 	 'D%/.'D  :J1  5'D-	 E n t r a d a   i n v  l i d a 	 G e  e r s i z   g i r i _	 M c   n h p   k . h p   l 	 I n p u t   t i d a k   v a l i d 	 I n p u t   t i d a k   s a h 	 	.	>	(	M	
 /	  	(	*	A			 	 	 	  r v  n y t e l e n   b e v i t e l 	 	 	 	 O n g e l d i g e   i n v o e r 	 	 	 I n t r a r e   i n v a l i d 	 	 	     	 	 	 H1H/  F'E9*(1  '3*	 	 	 								  						 	 	 	 	 	 	 	 	 O n g e l d i g e   i n v o e r 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L a   e n t r a d a   n o   e s   v  l i d a 	 	 E n t r a d a   i n v  l i d a 
 
 S T R _ I D _ D T C N T _ W L A N _ E R R O R _ E A P _ T Y P E 	 W L A N 	 P O P U P 	 W L A N   e r r o r   E A P 	 W r o n g   E A P   t y p e s 	 /vE A P ^W	 vE A P {|W	 
4  E A P   4	 T i p o   E A P   i n c o r r e c t o s 	 T y p e s   d ' E A P   i n c o r r e c t s 	 F a l s c h e   E A P - T y p e n 	 525@=K5  B8?K  E A P   	 	 #FH'9  E A P   .7#	 T i p o s   d e   E A P   i n v  l i d o s 	 Y a n l 1_  E A P   t i p l e r i 	 L o i   E A P   k h  n g    n g 	 J e n i s   E A P   s a l a h 	 J e n i s   E A P   s a l a h 	 	2	$	  E A P   *	M	0		>	0		 	 	 	 H i b  s   E A P   t  p u s o k 	 	 	 	 O n j u i s t e   E A P - t y p e s 	 	 	 T i p u r i   i n c o r e c t e   E A P 	 	 	   E A P   	 	 	 FH9G'  E A P   '4*('G  G3*F/	 	 	 			  				  				 	 	 	 	 	 	 	 	 V e r k e e r d e   E A P - s o o r t e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 T i p o s   d e   E A P   i n c o r r e c t o s 	 	 T i p o s   E A P   e r r a d o s 
 
 S T R _ I D _ E B O O K _ F T E _ E N T R Y _ B O O K M A R K _ L I S T _ F A I L E D 	 E B O O K 	 P O P U P 	 E n t r y   b o o k m a r k   l i s t   f a i l e d 	 G o   t o   b o o k m a r k   l i s t   f a i l e d 	 MR_fd|nU1YWe	 ۏeQfN~{Rh1Y%	 D5H#2"2#8J!2#L%I!@+%'	 E r r o r   a l   i r   a   l a   l i s t a   d e   m a r c a d o r e s 	  c h e c   A l l e r      l a   l i s t e   d e   s i g n e t s 	 W e c h s e l   z u r   L e s e z e i c h e n l i s t e   f e h l g e s c h l a g e n 	 52>7<>6=>  ?5@59B8  :  A?8A:C  70:;04>:	 	 A4D  'D0G'(  %DI  B'&E)  'D9D'E'*	 F a l h a   a o   a c e d e r      l i s t a   d e   m a r c a d o r e s 	 Y e r   i m l e r i n e   u l a _1l a m a d 1	 K . t h   v  o   d . s  c h   t r a n g   w e b   y  u   t h  c h 	 G a g a l   m e m b u k a   d a f t a r   p e n a n d a 	 P e r g i   k e   s e n a r a i   p e n a n d a   b u k u   g a g a l 	 ,	A		.	>	0	M		  8	B		@	  *	0	  	>			  	8	+	2	  9	A			 	 	 	 S i k e r t e l e n   u g r  s   a   k  n y v j e l z Ql i s t  r a 	 	 	 	 K o n   n i e t   n a a r   l i j s t   v a n   b l a d w i j z e r s   g a a n 	 	 	 E r o a r e   l a   S a l t   l a   m a r c a j 	 	 	         	 	 	 1A*F  (G  AG13*  F4'FG  0'1G'  F'EHAB  (H/	 	 	 								  							  				  							 	 	 	 	 	 	 	 	 G a a n   n a   b o e k m e r k l y s   h e t   m i s l u k 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 E r r o r   a l   i r   a   l a   l i s t a   d e   m a r c a d o r e s 	 	 F a l h a   a o   i r   p a r a   l i s t a   d e   m a r c a d o r e s 
 
 S T R _ I D _ E B O O K _ F T E _ B O O K M A R K _ L I S T 	 E B O O K 	 T I T L E ,   I C O N T E X T 	 B o o k m a r k   l i s t 	 B o o k m a r k   l i s t 	 fd|nU	 fN~{Rh	 #2"2#8J!2#L	 L i s t a   d e   m a r c a d o r e s 	 L i s t e   d e   s i g n e t s 	 L e s e z e i c h e n l i s t e 	 !?8A>:  70:;04>:	 	 B'&E)  'D9D'E'*	 L i s t a   d e   M a r c a d o r e s 	 Y e r   i m i   l i s t e s i 	 D . s  c h   t r a n g   w e b   y  u   t h  c h 	 D a f t a r   p e n a n d a 	 S e n a r a i   p e n a n d a   b u k u 	 ,	A		.	>	0	M		  8	B		@		 	 	 	 K  n y v j e l z Ql i s t a 	 	 	 	 L i j s t   v a n   b l a d w i j z e r s 	 	 	 L i s t   m a r c a j e 	 	 	   	 	 	 AG13*  F4'FG  0'1G'	 	 	 								  							 	 	 	 	 	 	 	 	 B o e k m e r k l y s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 L i s t a   d e   m a r c a d o r e s 	 	 L i s t a   d e   m a r c a d o r e s 
 
 S T R _ I D _ C A M C O _ F T E _ S E T T I N G _ T A B _ V I D E O 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 v i d e o   t a b 	 V i d e o 	 q_Gr	 Ɖ	 	 	 	 	 845>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ F T E _ S E T T I N G _ T A B _ C A M E R A 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 c a m e r a   t a b 	 C a m e r a 	 q_P	 q_P	 	 	 	 	 $>B>0??0@0B	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M C O _ F T E _ S E T T I N G _ T A B _ M I S C 	 C a m c o r d e r 	 C A M C O _ T I T L E 	 m i s c   t a b 	 M i s c . 	 vQN	 vQ[	 	 	 	 	 @>G55	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F O N T _ M G R _ U S B _ P L U G _ I N 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   i n   p o p u p   t o   i n d i c a t e   u s e r   t h a t   t h e   u s b   i s   p l u g   i n   a n d   i n s t a l l e d   f o n t   w o u l d   b e   b l c o k   a n d   c h a n g e d   t o   s y s t e m   f o n t 	 U S B   p l u g   i n ,   c h a n g e   t o   s y s t e m   f o n t 	 U S B   ]#cRc|q}W[W	 U S B   ]ޏcRbc|~W[W	 	 	 	 	 U S B   2AB02;5=,   ?5@59B8  :  A8AB5<=><C  H@8DBC	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F O N T _ M G R _ U S B _ P L U G _ O U T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   o n   p o p u p   t o   h i n t   u s e r   t h a t   u s b   i s   p l u g   o u t ,   t h e   f o n t   w o u l d   c h a n g e d   b a c k   t o   i n s t a l l e d   f o n t . 	 U S B   p l u g   o u t ,   c h a n g e   t o   i n s t a l l e d   f o n t 	 U S B   ]ydSW[W-[	 U S B   ]yd؏SW[W[	 	 	 	 	 U S B   872;5G5=,   ?5@59B8  :  CAB0=>2;5==><C  H@8DBC	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F O N T _ M G R _ R E S E T _ T O _ S Y S T E M _ F O N T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   o n   p o p u p   t o   h i n t   u s e r   t h a t     s y s t e m   i s   o u t   o f   m e m o r y ,   w o u l d   b e   c h a n g e d   t o   s y s t e m   f o n t . 	 I n s u f f i c i e n t   m e m o r y ,   c h a n g e   t o   s y s t e m   f o n t 	 |q}ǌn
NRc|q}W[W	 |~Dn
NRbc|~W[W	 	 	 	 	 54>AB0B>G=>  ?0<OB8,   ?5@59B8  :  A8AB5<=><C  H@8DBC
 
 S T R _ I D _ F O N T _ M G R _ I N V A L I D _ A C C E S S 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   o n   p o p u p   t o   h i n t   u s e r   t h a t   i n v a l i d   f i l e   a c c e s s ,   f o n t   w o u l d   c h a n g e d   t o   s y s t e m   f o n t . 	 I n v a l i d   f i l e   a c c e s s ,   c h a n g e   t o   s y s t e m   f o n t 	 jHhS/Rc|q}W[W	 chHhSRbc|~W[W	 	 	 	 	 5?@028;L=K9  4>ABC?  :  D09;C,   87<5=5=85  =0  A8AB5<=K9  H@8DB
 
 S T R _ I D _ F O N T _ M G R _ R E A D _ T I M E _ O U T 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e   o n   p o p u p   t o   h i n t   u s e r   t h a t   i n s t a l l a t i o n   f a i l   d u e   t o   t i m e o u t 	 I n s t a l l a t i o n   t i m e o u t ,   c h a n g e   t o   s y s t e m   f o n t 	 [݈BfRc|q}W[W	 [ňeRbc|~W[W	 	 	 	 	 "09<0CB  CAB0=>2:8,   ?5@59B8  :  A8AB5<=><C  H@8DBC
 
 S T R _ I D _ F O N T _ M G R _ L A N G _ C H A N G E _ S U C C E S S 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   i n   p o p u p   t o   h i n t   u s e r   t h a t   c h a n g e   t o   d e f a u l t   l a n g a u g e   s u c c e s s 	 C h a n g e   t o   d e f a u l t   l a n g u a g e   s u c c e s s 	 Rc- bR	 Rbc󁄘 bR	 	 	 	 	 #A?5H=>5  87<5=5=85  O7K:0  ?>  C<>;G0=8N
 
 S T R _ I D _ F O N T _ M G R _ L A N G _ C H A N G E _ F A I L 	 F o n t M a n a g e r 	 6 	 S t r i n g   u s e d   o n   p o p u p   t o   h i n t   u s e r   t h a t   c h a g n e   t o   d e f a u l t   l a n g a u g e   f a i l 	 C h a n g e   t o   d e f a u l t   l a n g u a g e   f a i l s 	 Rc- 1YWe	 Rbc󁄘 1Y%	 	 	 	 	 52>7<>6=>  87<5=8BL  O7K:  ?>  C<>;G0=8N
 
 S T R _ D I A L _ F H L _ E M E R G E N C Y _ N U M B E R 	 I d l e 	 P O P U P C O N F I R M 	 A s k   t h e   u s e r s   w h e t h e r   t h e y   w a n t   t o   d i a l   S O S   n u m b e r 	 D i a l   S O S   n u m b e r ? 	 d}%`q	 b'}%`5u݋	 	 	 	 	 01@0BL  =><5@  S O S ? 
 
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 S T R _ D S M _ W E A T H E R 	 U n d e f i n e d 	 1 3 	 W e a t h e r 	 W e a t h e r 	 )Ylb	 )Ylb	 	 	 	 	 >3>40
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 S T R _ D S M _ S U N D A Y 	 U n d e f i n e d 	 1 0 	 S t r i n g   S u n d a y   	 S u n . 	 fge	 fge	 	 	 	 	 A. 
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 S T R _ D S M _ G A M E _ C E N T E R 	 U n d e f i n e d 	 1 0 	 g a m e   c e n t e r 	 G a m e C e n t e r 	 8nb-N_	 8nb-N_  	 	 	 	 	 G a m e C e n t e r 
 
 S T R _ D S M _ N E S 	 U n d e f i n e d 	 1 0 	 N E S   G A M E 	 N e s   G a m e 	 ~}v:g	 ~}v:g	 	 	 	 	 N e s   G a m e 
 
 S T R _ D S M _ Q Q 	 U n d e f i n e d 	 1 0 	 Q Q 	 Q Q   G a m e 	 Kb:gQ Q 	 Kb:gQ Q 	 	 	 	 	 Q Q   G a m e 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D S M _ B O O K 	 U n d e f i n e d 	 1 3 	 e b o o k 	   e b o o k   	 YZSO5uP[fN	 YZSO5uP[fN	 	 	 	 	   M;5:B@>==0O  :=830	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D S M _ P L Z _ S T O P _ B T 	 U n d e f i n e d 	 1 0 	 P l s   s t o p   b t 	 P l s   s t o p   B T 	 HQsQ݄Yr	 HQsQ݄Yr	 	 	 	 	 AB0=>28B5  B T   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ O P T I O N _ D I A L _ S I M 1 	 U n d e f i n e d 	 2 5 	 S T R 	 D i a l 	 d_	 bS	 	 	 	 	 K7>2	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ O P T I O N _ D I A L _ S I M 2 	 U n d e f i n e d 	 2 5 	 S T R 	 D i a l ( S e c o n d a r y   S I M ) 	 d__aS) 	 bSNaS) 	 	 	 	 	 K7>2  ( B>@8G=0O  S I M ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ O P T I O N _ I P _ D I A L _ S I M 1 	 U n d e f i n e d 	 2 5 	 S T R 	 I P   D i a l 	 I P d_	 I P bS	 	 	 	 	 I P   A>548=5=85	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ O P T I O N _ I P _ D I A L _ S I M 2 	 U n d e f i n e d 	 2 5 	 S T R 	 I P   D i a l ( S e c o n d a r y   S I M ) 	 I P d__aS) 	 I P bSNaS) 	 	 	 	 	 I P   A>548=5=85  ( B>@8G=0O  S I M ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ E D I T _ B E F O R E _ C A L L 	 U n d e f i n e d 	 2 5 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 |TSMR}/	 |TSMR	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 7<5=8BL  ?5@54  2K7>2><	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 
 
 S T R _ S P A M B O X _ M E N U E N T R Y 	 U n d e f i n e d 	 2 5 	 S p a m   b o x 	 S p a m   b o x 	 W>W!|
	 W>WwO	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 !?0<	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 	 S p a m   b o x 
 
 S T R _ M O V E _ T O _ S P A M 	 U n d e f i n e d 	 2 5 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 yW>W{	 yW>W{	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 5@5<5AB8BL  2  A?0<	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 	 M o v e   t o   s p a m 
 
 S T R _ S M S _ S P A M _ M E M O R Y _ E X C E E D E D 	 U n d e f i n e d 	 3 5 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 W>W{]n	 W>W{]n	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 /I8:  4;O  A?0<0  ?5@5?>;=5=! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 	 S p a m   b o x   f u l l ! 
 
 S T R _ D E L E T E _ O N E 	 U n d e f i n e d 	 2 5 	 D e l e t e   o n e 	 D e l e t e   o n e 	 Uh*Rd	 USag Rd	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 #40;8BL  >48=	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 	 D e l e t e   o n e 
 
 S T R _ D E L E T E _ A L L 	 U n d e f i n e d 	 2 5 	 D e l e t e   a l l 	 D e l e t e   a l l 	 hQ*Rd	 hQ Rd	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 #40;8BL  2A5	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 	 D e l e t e   a l l 
 
 S T R _ I D _ S M S _ D E L E T E _ S A M E _ N U M B E R 	 U n d e f i n e d 	 2 5 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 T_*Rd	 TS Rd	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 #40;8BL  A>2?040NI89  =><5@	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 	 D e l e t e   s a m e   n u m b e r 
 
 S T R _ I D _ S M S _ A D D _ T O _ B L A C K L I S T 	 U n d e f i n e d 	 3 5 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 ReQ!|
ў
TU	 ReQwOў
TUS	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 >1028BL  2  G5@=K9  A?8A>:  s m s   	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 	 A d d   t o   s m s   b l a c k l i s t 
 
 S T R _ I D _ S M S _ A D D _ T O _ B L A C K L I S T _ B O T H 	 U n d e f i n e d 	 2 5 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 mR0RaS1 aS2 !|
ў
TU	 mR0RaS1 aS2 wOў
TUS	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 >1028BL  =0  >15  s i m 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 	 A d d   t o   b o t h   s i m s 
 
 S T R _ I D _ S M S _ A D D _ T O _ B L A C K L I S T _ S I M 1 	 U n d e f i n e d 	 3 5 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 mR0RaS1 ў
TU	 mR0RaS1 ў
TUS	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 >1028BL  2  G5@=K9  A?8A>:  S I M 1   	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 	 A d d   t o   S I M 1   b l a c k l i s t 
 
 S T R _ I D _ S M S _ A D D _ T O _ B L A C K L I S T _ S I M 2 	 U n d e f i n e d 	 3 5 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 mR0RaS2 ў
TU	 mR0RaS2 ў
TUS	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 >1028BL  2  G5@=K9  A?8A>:  S I M 2 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 	 A d d   t o   S I M 2   b l a c k l i s t 
 
 S T R _ G L O B A L _ E D I T _ B E F O R E _ C A L L 	 U n d e f i n e d 	 2 5 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 |TSMR}/	 |TSMR	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 7<5=8BL  ?5@54  2K7>2><	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 	 E d i t   b e f o r e   c a l l i n g 
 
 S T R _ I D _ S M S _ I N S E R T _ C O N T A C T 	 U n d e f i n e d 	 2 5 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 ceQoa}N	 ceQT|N	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 AB028BL  :>=B0:B	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 	 I n s e r t   c o n t a c t 
 
 S T R _ I D _ S M S _ A D D _ F R O M _ R E C E N T 	 U n d e f i n e d 	 2 5 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 _ gяo|NReQ	 N gяT|NmR	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 >A;54=85  =><5@0	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 	 A d d   f r o m   r e c e n t   l i s t 
 
 S T R _ S M S _ M E S S A G E _ H E A D E R _ F R O M 	 U n d e f i n e d 	 2 5 	 F r o m : 	 F r o m 	 _	 N	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 B:   	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 	 F r o m : 
 
 S T R _ I D _ S M S _ S A V E _ T O _ T E M P L A T E 	 U n d e f i n e d 	 3 5 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 2QX[{,g	 OX[0R!jg	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 !>E@0=8BL  2  H01;>=0E	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 	 S a v e   t o   t e m p l a t e s 
 
 S T R _ I D _ S M S _ C L E A R _ E D I T _ C O N T E N T 	 U n d e f i n e d 	 3 5 	 C l e a r 	 C l e a r 	 nd	 nd	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 #40;. 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 	 C l e a r 
 
 S T R _ I D _ S M S _ E X I T _ E D I T 	 U n d e f i n e d 	 3 5 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	  Q}/hV	  QhV	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 K9B8  87  @540:B>@0	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 	 E x i t   e d i t o r 
 
 S T R _ G L O B A L _ U N S E L E C T 	 U n d e f i n e d 	 3 5 	 U n s e l e c t 	 U n s e l e c t 	 Sm	 Sm	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 B<5=0	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 	 U n s e l e c t 
 
 S T R _ R E C E N T _ L I S T _ E X C E E D 	 U n d e f i n e d 	 3 5 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	  gяo|N]n	  gяT|N]n	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 >A;54=89  A?8A>:  ?>;>=	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 	 R e c e n t l y   l i s t   f u l l 
 
 S T R _ M S G _ R E C E N T _ L I S T 	 U n d e f i n e d 	 3 5 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	  gяo|N	  gяT|N	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 >A;54=85  =><5@0	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 	 R e c e n t l y   u s e d 
 
 S T R _ M S G _ R E C E N T _ L I S T _ D E L _ A S K 	 U n d e f i n e d 	 3 5 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 *Rd gяo|N	  Rd gяT|N	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 #40;8BL  ?>A;54=89  A?8A>:? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 	 D e l e t e   r e c e n t   l i s t ? 
 
 S T R _ S A V E _ B E F O R E _ E X I T _ E D I T O R 	 U n d e f i n e d 	 3 5 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	  QKNMROX[	  QKNMROX[	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 !>E@0=8BL  ?5@54  70:@KB85<  ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 	 S a v e   b e f o r e   e x i t ? 
 
 S T R _ S M S _ M A S T E R _ C A L L _ S E N D E R 	 U n d e f i n e d 	 1 0 	 S T R 	 C a l l 	 d_	 |TS	 	 	 	 	 K7>2	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S M S _ S L A V E _ C A L L _ S E N D E R 	 U n d e f i n e d 	 1 0 	 S T R 	 C a l l ( S e c o n d a r y   S I M ) 	 d__aS		 |TSNaS		 	 	 	 	 K7>2  ( B>@8G=0O  S I M ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ M A R K _ A L L 	 U n d e f i n e d 	 2 5 	 S e l e c t   a l l 	 S e l e c t   a l l 	 hQx	 hQ		 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 K1@0BL  2A5	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 	 S e l e c t   a l l 
 
 S T R _ I D _ S M S _ M A R K _ O N E _ B Y _ O N E 	 U n d e f i n e d 	 3 5 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 h	 ag	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 K1@0BL  ?>  >B45;L=>AB8	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 	 S e l e c t   o n e   b y   o n e 
 
 S T R _ S L O T 1 _ S E T U P 	 U n d e f i n e d 	 1 2 	 S l o t   1   s e t u p 	 S l o t 1   s e t t i n g s 	 aSi1 -n	 aSi1 n	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 0AB@>9:8  A;>B0  1 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 S l o t   1   s e t u p 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S L O T 2 _ S E T U P 	 U n d e f i n e d 	 1 2 	 S l o t   2   s e t u p 	 S l o t 2   s e t t i n g s 	 aSi2 -n	 aSi2 n	 S l o t   2   s e t u p 	 S l o t   2   s e t u p 	 S l o t   2   s e t u p 	 S l o t   2   s e t u p 	 0AB@>9:8  A;>B0  2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G _ N A M E _ C A N N O T _ B E _ E M P T Y 	 U n d e f i n e d 	 2 0 	 N a m e   e m p t y 	 N a m e   e m p t y 	 
T1z
Nzz}v	 
Ty
Nzz}v	 	 	 	 	 <O  >BACBAB2C5B	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R I M A R Y _ S I M _ S E T U P 	 U n d e f i n e d 	 1 0 	 P r i m a r y   S I M 	 P r i m a r y   c a r d   s e t t i n g 	 ;NaS-[	 ;NaS[	 P r i m a r y   c a r d   s e t t i n g 	 	 	 	 5@5:;NG5=85  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ A S K _ P O W E R O N _ S E T U P 	 U n d e f i n e d 	 1 0 	 A s k   w h e n   p o w e r   o n 	 A s k   w h e n   p o w e r   o n 	 _jbOU	  _:g	 A s k   w h e n   p o w e r   o n 	 A s k   w h e n   p o w e r   o n 	 A s k   w h e n   p o w e r   o n 	 A s k   w h e n   p o w e r   o n 	 0?@>A  ?@8  2:;NG5=88	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ C H A N G E 	 U n d e f i n e d 	 O t h e r s 	 C h a n g e 	 C h a n g e 	 f9e	 f9e	 	 	 	 	 7<5=. 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R I N G _ M E N U _ C A L L S _ S L A V E 	 U n d e f i n e d 	 1 5 	 S e c o n d   S I M 	 S I M   2 	 S I M aS2 	 S I M aS2 	 	 	 	 	 S I M   2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ C A L L S _ P R I M A R Y 	 U n d e f i n e d 	 1 5 	 P r i m a r y   S I M 	 S I M   1 	 S I M aS1 	 S I M aS1 	 	 	 	 	 S I M   1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ M E M O R Y _ S T A T U S 	 S e t t i n g 	 M e m o r y 	 G e n e r a l 	 M e m o r y   s t a t u s 	 [ϑgw	 [ϑgw	 	 	 	 	 !>AB>O=85  ?0<OB8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ D E F A U L T _ S T O R A G E 	 S e t t i n g 	 S t o r a g e 	 G e n e r a l 	 D e f a u l t   s t o r a g e 	 ؞X[2QMOn	 ؞X[PMOn	 	 	 	 	 !>E@0=5=85  ?>  C<>;G0=8N	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ C L O C K _ S T Y L E 	 S e t t i n g 	 C l o c k 	 G e n e r a l 	 C l o c k   s t y l e 	 Bf~o:y	 e>f:y	 	 	 	 	 !B8;L  G0A>2	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ S P E E D _ D I A L 	 S e t t i n g 	 G e n e r a l 	 D i a l 	 S p e e d   d i a l 	 _d_	 _bS	 	 	 	 	 KAB@K9  =01>@	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ G E N E R A L _ S E T T I N G S 	 S e t t i n g 	 G e n e r a l 	 G e n e r a l 	 G e n e r a l 	 8^	 8^ĉ	 	 	 	 	 1I85  A2545=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ S A V E _ A S K 	 G L O B A L 	 P O P U P C O N F I R M 	 G l o b a l   S t r i n g   -   S a v e ? 	 S a v e ? 	 2QX[	 OX[	 ? ? ? ? ? ? ? 	 ? G u a r d a r ? 	 E n r e g i s t r e r   ? 	 	 !>E@0=8BL? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U 9 1 4 6 _ W E L C O M E _ T E X T 	 S e t t i n g 	 T I T L E ,   T E X T ,   H I N T ,   I C O N T E X T ,   T W O S T A T E 	 S e t   W e l c o m e   T e x t . 	 G r e e t i n g   t e x t 	 OUP	 P	 ? ? ? ? ? ? ? ? ? ? ? ? ? 	 	 	 	 "5:AB  ?@825BAB28O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U 9 1 4 6 _ O N 	 S e t t i n g 	 I C O N T E X T 	 O n   O p t i o n . 	 G r e e t i n g   t e x t 	 OUP	 P	 ? ? ? ? ? ? ? ? ? ? ? ? ? 	 T e x t o   d e   b i e n v e n i d a 	 T e x t e   d e   s a l u t a t i o n 	 B e g r  ? u n g s t e x t 	 "5:AB  ?@825BAB28O	 T e s t o   d i   s a l u t o 	 ? ? ? ?   ? ? ? ? ? ? ? 	 M e n s a g e m   d e   s a u d a ? ? o 	 K a r ? ? l a m a   m e t n i 	 L ? i   c h  o   	 T e s   S a m b u t a n 	 T e k s   a l u - a l u a n 	 ? ? ? ? ? ? ?   ? ? ? ? 	 V e l k o m s t   T e k s t 	 P o z d r a v 	 T e k s t   p o w i t a l n y 	  d v ? z l ? s z ? v e g 	 T e r v e h d y s t e k s t i 	 V e l k o m s t t e k s t 	 O s o b n    u v  t a n i e 	 B e g r o e t i n g s t e k s t 	 H ? l s n i n g 	 P o z d r a v n i   t e k s t 	 T e x t   d e   ? n t a m p i n a r e 	 P o z d r a v n o   B e s e d i l o 	 ?   ? 	 ? ? ? ?   ? ? ? ? ? 	 "5:AB  70  >74@02	 ? ? ? ? ? ? ? ?   ? ? ? ? ? 	 ? ? ?   ? ? ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ?   ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ? ?   ? ? ? ? 	 ? ? ? ? ? ? ?   ? ? ? 	 ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? ? ? 	 "5:AB  ?@82? B0==O	 ? ? ? ? ? ? ? ?   ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ?   ? ? ? ? 	 U m b h a l o   w e s i b i n g e l e l o 	 I g a m a   o k u b u l i s a 	 M a a n d i s h i   y a   s a l a m u 	 W e l k o m t e k s 	 P a s v e i k i n i m o   t e k s t a s 	 S v e i c i e n a   t e k s t s 	 T e r v i t u s t e k s t 	 ? ? ? ? ? ? ? ?   ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ? ? ? ? ?   ? ? ? ? ? ? 	 T e x t   f o r m u l ?   d e   s a l u t 	 ? ? ? ? ?   ? ? ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ?   ? ? ? 	 	 ? ? ? ? ? ? ? ?   ? ? ? 	 S a l a m l a m a   m ? t n i 	 akΏ	 T e x t   d e   s a l u t a c i  	 T e x t e   d  a c c u e i l 	  v a r p 	 T e x t o   d e   s a l u d o 	 "5:AB  70  ?>74@02C20? 5	 T e x t o   d e   s a u d a ? ? o 	 T e k s t   p o z d r a v a 	 M o n g o l o   w a   t u m e d i s o 	 T e x t   n g   p a g b a t i 	 G r e e t i n g   t e x t 	 r u b u t u n   g a i s u w a 	 ? ? r ? ?    k  n i 	 !? ;5<45AC  <? B? =? 
 
 S T R _ M E N U 9 1 4 6 _ O F F 	 S e t t i n g 	 I C O N T E X T 	 O f f   O p t i o n . 	 S t a t u s 	 rKa	 r`	 ? ? ? ? ? 	 E s t a d o 	 S t a t u t 	 S t a t u s 	 !B0BCA	 S t a t o 	 ? ? ? ? ? ? 	 E s t a d o 	 D u r u m 	 T r ? n g   t h  i 	 S t a t u s 	 S t a t u s 	 ? ? ? ? ? ? 	 S t a t u s 	 S t a v 	 S t a t u s 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ M E N U 9 1 0 2 _ I N I T I A L _ S E T U P 	 S e t t i n g 	 I C O N T E X T ,   T I T L E 	 P h o n e   S e t u p . 	 P h o n e   s e t t i n g s 	 Kb_j-[	 Kb:gn	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? 	 C o n f i g u r a c i  n   d e   t e l  f o n o 	 	 	 "5;5D>=	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P R I M A R Y _ S W I T C H 	 U n d e f i n e d 	 4 0 	 S w i t c h   d u a l   s i m   p r i m a y 	 S w i t c h   d u a l   S I M   p r i m a r y   c a r d 	 ;N_aS]Rc	 ;NNaS]Rbc	 	 	 	 	 5@28G=0O  S I M   :0@B0  ?5@5:;NG5=0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ G L O B A L _ N E X T S T R _ G L O B A L _ N E X T 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 N e x t 	 	 	 	 0;55	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ M E N U _ S E T T I N G S _ S I M 	 U n d e f i n e d 	 2 0 	 D u a l   S I M 	 S I M   s e t t i n g s 	 S I M aS-[	 S I M aS[	 S I M   s e t t i n g s 	 S I M   s e t t i n g s 	 	 	 S I M - :0@BK	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ D U A L _ S I M _ S E T U P 	 U n d e f i n e d 	 1 0 	 D u a l   S I M 	 D u a l   S I M 	 ٖaSn	 SaSn	 D u a l   S I M 	 D u a l   S I M 	 	 	 25  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O P E R A T O R _ S E T U P 	 U n d e f i n e d 	 1 0 	 O p e r a t o r 	 O p e r a t o r 	 }a}KqFU	 Q~Џ%FU	 O p e r a t o r 	 O p e r a t o r 	 	 	 ?5@0B>@	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ N A M E _ S E T U P 	 U n d e f i n e d 	 1 0 	 S I M   c a r d   n a m e 	 S I M   c a r d   n a m e 	 S I M aS
T	 S I M aS
T	 S I M   c a r d   n a m e 	 S I M   c a r d   n a m e 	 S I M   c a r d   n a m 	 	 <O  S I M - :0@BK	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ A C T I V E _ M O D E _ S E T U P 	 U n d e f i n e d 	 1 0 	 A c t i v e   m o d e 	 A c t i v e   m o d e 	 _UR!j_	 /TR!j_	 A c t i v e   m o d e 	 	 	 	 :B820F8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ N A M E 1 	 U n d e f i n e d 	 1 0 	 D u a l N a m e 	 S I M 1 	 S I M 1 	 S I M 1 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ N A M E 2 	 U n d e f i n e d 	 1 0 	 D u a l N a m e 	 S I M 2 	 S I M 2 	 S I M 2 	 	 	 	 	 S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ S W I T C H 	 G L O B A L 	 O t h e r s 	 G l o b a l   s t r i n g   -   S w i t c h 	 S w i t c h 	 Ic	 lbc	 	 	 	 	 5@5:;NG0B5;L	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ S I M 1 _ P L U S 	 U n d e f i n e d 	 6 	 S I M 1 	 S I M 1 	 S I M aS1 	 S I M aS1 	 	 	 	 	 S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ S I M 2 _ P L U S 	 U n d e f i n e d 	 6 	 S I M 2 	 S I M 2 	 S I M aS2 	 S I M aS2 	 	 	 	 	 S I M 2 
 
 S T R _ T H E M E S _ 1 	 U n d e f i n e d 	 1 0 	 T h e m e 	 T h e m e 1 	 ;NL N	 ;N N	 	 	 	 	 "5<0  1 
 
 S T R _ T H E M E S _ 2 	 U n d e f i n e d 	 1 0 	 T h e m e 	 T h e m e 2 	 ;NLN	 ;NN	 	 	 	 	 "5<0  2 
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 S T R _ N O _ I N S E R T _ C A R T 	 U n d e f i n e d 	 1 6 	 D u a l   s i m 	 N o   i n s e r t   c a r d 	 *gcaS	 *gcaS	 	 	 	 	 0@B0  =5  2AB02;5=0
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 S T R _ M E N U _ D A S H B O A R D _ S E T T I N G S 	 S e t t i n g 	 D a s h b o a r d 	 G e n e r a l 	 D a s h b o a r d 	 RKaLhb-[	 R`Lhb[	 	 	 	 	 @81>@=0O  ?0=5;L
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 S T R _ M E N U _ D I S P L A Y _ D A S H B O A R D 	 S e t t i n g 	 D i s p l a y 	 G e n e r a l 	 M a i n   d i s p l a y   d a s h b o a r d 	 RKaLhbo:y	 R`Lhb>f:y	 	 	 	 	 A=>2=0O  ?@81>@=0O  ?0=5;L  M:@0=0
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 S T R _ M E N U _ S H O R T C U T S _ D A S H B O A R D 	 S e t t i n g 	 S h o r t c u t s 	 G e n e r a l 	 S h o r t c u t s   d a s h b o a r d   i t e m s 	 RKaLhb_wck	 R`Lhb_wch	 	 	 	 	 /@;K:8  ?@81>@=>9  ?0=5;8
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 S T R _ M E N U _ A U T O _ P H O N E _ L O C K 	 S e t t i n g 	 P h o n e   l o c k 	 G e n e r a l 	 A u t o   p h o n e   l o c k 	 RKb_j	 ꁨRKb:g	 	 	 	 	 2B>1;>:8@>2:0  B5;5D>=0
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 S T R _ M E N U _ A U T O _ E X T E R N A L _ D I S P L A Y _ L O C K 	 S e t t i n g 	 E x t e r n a l 	 G e n e r a l 	 A u t o   e x t e r n a l   d i s p l a y   l o c k 	 RYO\	 ꁨRYO\	 	 	 	 	 2B>1;>:8@>2:0  2=5H=53>  48A?;5O
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 S T R _ M E N U _ C A L E N D A R _ D E S K T O P 	 S e t t i n g 	 C a l e n d a r 	 D a s h b o a r d 	 C a l e n d a r 	 efLhb	 eSLhb	 	 	 	 	 0;5=40@L
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 S T R _ M E N U _ D I S P L A Y _ S E T T I N G 	 S e t t i n g 	 D i s p l a y 	 D i s p l a y 	 D i s p l a y 	 o:y-n	 >f:yn	 	 	 	 	 8A?;59
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 S T R _ S O U N D S _ S E T U P 	 S e t t i n g 	 S o u n d s 	 S o u n d 	 S o u n d s 	 r-n	 X󗾋n	 	 	 	 	 2C:8
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 S T R _ I D _ C A M C O _ S H U T T E R S O U N D 	 S e t t i n g 	 S h u t t e r 	 S o u n d 	 S h u t t e r   s o u n d 	 _	 _	 	 	 	 	 2C:  HB>@>:
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 S T R _ L O W _ B A T T E R Y 	 S e t t i n g 	 L o w   b a t t e r y 	 S o u n d 	 B a t t e r y   l o w 	 NOϑ1Xf	 NO5uϑbf	 	 	 	 	 87:89  70@O4  10B0@58
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 M A I N _ M E N U _ C O N N E C T _ T E X T 	 M e n u   S e t t i n g s 	 C o n n e c t 	 C o n n e c t   m e n u 	 C o n n e c t i v i t y 	 No-[	 NTn	 	 	 	 	 !>548=5=85
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 S T R _ M E N U _ C A L L _ O P T I O N S 	 U n d e f i n e d 	 O t h e r s 	 C a l l   O p t i o n s 	 C a l l   o p t i o n s 	 qx	 ݋	y	 	 	 	 	 ?F88  2K7>2>2
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 S T R _ M E N U _ V I E W _ C A L L S 	 U n d e f i n e d 	 O t h e r s 	 V i e w   C a l l s 	 V i e w   c a l l s 	 q	 ݋U_	 	 	 	 	 >A<>B@5BL  2K7>2K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ M E N U _ C L E A R _ H I S T O R Y 	 U n d e f i n e d 	 O t h e r s 	 C l e a r   H i s t o r y 	 C l e a r   h i s t o r y 	 *Rd	  RdU_	 	 	 	 	 G8AB8BL  6C@=0;	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ P H N S E T _ D E F A U L T _ P I C T R U E S 	 U n d e f i n e d 	 O t h e r s 	 P i c t u r e s 	 P i c t u r e s 	 WGr	 VGr	 	 	 	 	 7>1@065=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ P H N S E T _ D E F A U L T _ V I D E O S 	 U n d e f i n e d 	 O t h e r s 	 V i d e o s 	 V i d e o s 	 ;	 Ɖ	 	 	 	 	 845>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ P H N S E T _ D E F A U L T _ A U D I O S 	 U n d e f i n e d 	 O t h e r s 	 A u d i o 	 A u d i o 	 ;	 󗑘	 	 	 	 	 2C:8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ P H N S E T _ D E F A U L T _ O T H E R S 	 U n d e f i n e d 	 O t h e r s 	 O t h e r s 	 O t h e r s 	 vQN	 vQ[	 	 	 	 	 @C385	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ P H N S E T _ M E M O R Y _ S T A T U S _ C O N T A C T S 	 U n d e f i n e d 	 O t h e r s 	 C o n t a c t s 	 C o n t a c t s 	 q?|	 5u݋?|	 	 	 	 	 >=B0:BK	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M E M O R Y _ S T A T U S _ M E S S A G E 	 U n d e f i n e d 	 O t h e r s 	 M e s s a g i n g 	 M e s s a g e s 	 
o`	 Oo`	 	 	 	 	 !>>1I5=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ P H N S E T _ M E M O R Y _ S T A T U S _ M Y F I L E S 	 U n d e f i n e d 	 O t h e r s 	 M y   F i l e s 	 M y   f i l e s 	 bvej	 bvech	 	 	 	 	 >8  D09;K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ T H E M E S 	 S e t t i n g 	 T h e m e s 	 D i s p l a y 	 T h e m e s 	 ;NL	 ;N	 	 	 	 	 "5<K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ B A C K L I G H T _ L E V E L 	 S e t t i n g 	 B a c k l i g h t   l e v e l 	 D i s p l a y 	 B a c k l i g h t   l e v e l 	 ̀IQ}%R	 ̀IQ~+R	 	 	 	 	 #@>25=L  ?>4A25B:8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ B A C K L I G H T _ D U R A T I O N 	 S e t t i n g 	 B a c k l i g h t   d u r a t i o n 	 D i s p l a y 	 B a c k l i g h t   d u r a t i o n 	 ̀IQc~Bf	 ̀IQc~e	 	 	 	 	 @>4>;68B5;L=>ABL  ?>4A25B:8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ S H O W _ O W N _ N U M B E R 	 S e t t i n g 	 O w n   n u m b e r 	 D i s p l a y 	 S h o w   o w n   n u m b e r 	 o:y,g_j_x	 >f:y,g:gSx	 	 	 	 	 >:070BL  A>1AB25==K9  =><5@	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ G R E E T I N G 	 S e t t i n g 	 G r e e t i n g 	 D i s p l a y 	 G r e e t i n g 	 OUP	 P	 	 	 	 	 @825BAB285	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ C A L L _ O P T I O N _ E A R P H O N E _ A N S W E R 	 U n d e f i n e d 	 2 5 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 3_jc|	 3:gc,T	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 B25B  A  30@=8BC@K	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 	 H e a d s e t   a n s w e r 
 
 S T R _ M E N U _ C A L L _ O P T I O N _ A N Y K E Y _ A N S W E R 	 U n d e f i n e d 	 2 5 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 Nauc|	 Na.c,T	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 B25B  ;N1>9  :=>?:>9	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 	 A n y   k e y   a n s w e r 
 
 S T R _ M E N U _ C A L L _ O P T I O N _ C A L L _ S E R V I C E 	 U n d e f i n e d 	 3 5 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 d_
gR	 |TS
gR	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 1A;C6820=85  2K7>2>2	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 	 C a l l   s e r v i c e s 
 
 S T R _ G L O B A L _ D I A L _ S L A V E 	 U n d e f i n e d 	 3 5 	 C a l l   ( S e c o n d a r y   S I M ) 	 D i a l 	 d_	 bS	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 01>@	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 	 C a l l   ( S e c o n d a r y   S I M ) 
 
 S T R _ G L O B A L _ I P _ C A L L _ S L A V E 	 U n d e f i n e d 	 3 5 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P d__aS		 I P |TSNaS		 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 K7>2  I P   ( B>@8G=0O  S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 	 I P   c a l l   ( S e c o n d a r y   S I M ) 
 
 S T R _ G L O B A L _ I P _ C A L L 	 U n d e f i n e d 	 2 5 	 I P   C a l l 	 I P   C a l l 	 I P d_	 I P |TS	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P - 2K7>2	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 	 I P   C a l l 
 
 S T R _ P H B _ U P D A T E _ E X I S T I N G _ N U M 	 U n d e f i n e d 	 3 5 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 fe0R]	g_x	 fe0R]	gSx	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 !>E@0=8BL  :0:  5ABL	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 	 S a v e   a s   e x i s t i n g 
 
 M A I N _ M E N U _ C O N N E C T _ T E X T 	 M e n u   S e t t i n g s 	 C o n n e c t 	 C o n n e c t   m e n u 	 C o n n e c t i v i t y 	 No-[	 NTn	 	 	 	 	 !>548=5=85	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ C A L L _ O P T I O N S 	 U n d e f i n e d 	 O t h e r s 	 C a l l   O p t i o n s 	 C a l l   o p t i o n s 	 qx	 ݋	y	 	 	 	 	 ?F88  2K7>2>2	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ V I E W _ C A L L S 	 U n d e f i n e d 	 O t h e r s 	 V i e w   C a l l s 	 V i e w   c a l l s 	 q	 ݋U_	 	 	 	 	 >A<>B@5BL  2K7>2K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ C L E A R _ H I S T O R Y 	 U n d e f i n e d 	 O t h e r s 	 C l e a r   H i s t o r y 	 C l e a r   h i s t o r y 	 *Rd	  RdU_	 	 	 	 	 G8AB8BL  6C@=0;	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D E F A U L T _ P I C T R U E S 	 U n d e f i n e d 	 O t h e r s 	 P i c t u r e s 	 P i c t u r e s 	 WGr	 VGr	 	 	 	 	 7>1@065=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D E F A U L T _ V I D E O S 	 U n d e f i n e d 	 O t h e r s 	 V i d e o s 	 V i d e o s 	 ;	 Ɖ	 	 	 	 	 845>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D E F A U L T _ A U D I O S 	 U n d e f i n e d 	 O t h e r s 	 A u d i o 	 A u d i o 	 ;	 󗑘	 	 	 	 	 2C:8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ D E F A U L T _ O T H E R S 	 U n d e f i n e d 	 O t h e r s 	 O t h e r s 	 O t h e r s 	 vQN	 vQ[	 	 	 	 	 @C385	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M E M O R Y _ S T A T U S _ C O N T A C T S 	 U n d e f i n e d 	 O t h e r s 	 C o n t a c t s 	 C o n t a c t s 	 q?|	 5u݋?|	 	 	 	 	 >=B0:BK	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M E M O R Y _ S T A T U S _ M E S S A G E 	 U n d e f i n e d 	 O t h e r s 	 M e s s a g i n g 	 M e s s a g e s 	 
o`	 Oo`	 	 	 	 	 !>>1I5=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ M E M O R Y _ S T A T U S _ M Y F I L E S 	 U n d e f i n e d 	 O t h e r s 	 M y   F i l e s 	 M y   f i l e s 	 bvej	 bvech	 	 	 	 	 >8  D09;K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ T H E M E S 	 S e t t i n g 	 T h e m e s 	 D i s p l a y 	 T h e m e s 	 ;NL	 ;N	 	 	 	 	 "5<K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ B A C K L I G H T _ L E V E L 	 S e t t i n g 	 B a c k l i g h t   l e v e l 	 D i s p l a y 	 B a c k l i g h t   l e v e l 	 ̀IQ}%R	 ̀IQ~+R	 	 	 	 	 #@>25=L  ?>4A25B:8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ B A C K L I G H T _ D U R A T I O N 	 S e t t i n g 	 B a c k l i g h t   d u r a t i o n 	 D i s p l a y 	 B a c k l i g h t   d u r a t i o n 	 ̀IQc~Bf	 ̀IQc~e	 	 	 	 	 @>4>;68B5;L=>ABL  ?>4A25B:8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ S H O W _ O W N _ N U M B E R 	 S e t t i n g 	 O w n   n u m b e r 	 D i s p l a y 	 S h o w   o w n   n u m b e r 	 o:y,g_j_x	 >f:y,g:gSx	 	 	 	 	 >:070BL  A>1AB25==K9  =><5@	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ G R E E T I N G 	 S e t t i n g 	 G r e e t i n g 	 D i s p l a y 	 G r e e t i n g 	 OUP	 P	 	 	 	 	 @825BAB285	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ A U T O _ F A C T O R Y _ S E T T I N G 	 S e t t i n g 	 F a c t o r y 	 G e n e r a l 	 F a c t o r y   s e t t i n g 	 Q^-n	 QSn	 	 	 	 	 02>4A:0O  =0AB@>9:0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S T O R A G E _ S I M 1 	 U n d e f i n e d 	 1 0 	 S I M 1 	 S I M 1 	 aS1 	 aS1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 	 S I M 1 
 
 S T R _ S T O R A G E _ S I M 2 	 U n d e f i n e d 	 1 0 	 S I M 2 	 S I M 2 	 aS2 	 aS2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 	 S I M 2 
 
 S T R _ S T O R A G E _ P H O N E 	 U n d e f i n e d 	 1 0 	 P h o n e 	 P h o n e 	 Kb_j	 Kb:g	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 "5;5D>=	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 	 P h o n e 
 
 S T R _ N O T _ F I N D _ R E C O R D 	 U n d e f i n e d 	 2 0 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 *gw_x	 *gwSx	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 58725AB=K9  =><5@	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 	 U n k n o w n   n u m b e r 
 
 S T R _ N O _ L O C A T I O N 	 U n d e f i n e d 	 3 5 	 N o   r e c o r d 	 N o   r e c o r d 	 l	gr_xxkl\0W	 l	gSxR_^\0WU_	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 5B  70?8A8	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 	 N o   r e c o r d 
 
 O R G A N I Z E R _ M E N U _ N U M B E R _ A T T R I B U T E _ S T R I N G I D 	 U n d e f i n e d 	 2 5 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 xkl\0Wgb	 R_^\0Wg	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 B@81CBK  =><5@0	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 	 N u m b e r   a t t r i b u t e 
 
 T F L A S H B A C K U P _ S T R _ M A I N M E N U _ T E X T 	 U n d e f i n e d 	 3 5 	 b a c k u p 	 B a c k u p & R e s t o r e 	 PNTb`
Y	 YNTb`
Y	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	  575@2=0O  :>?8O  40==KE	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 	 b a c k u p 
 
 S T R _ I D _ P H N S E T _ A U T O _ K E Y P A D _ L O C K 	 U n d e f i n e d 	 2 5 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 Ruv	 ꁨR.v	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 2B>1;>:. :;0280BC@K	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 	 A u t o   s c r e e n   l o c k 
 
 S T R _ I D _ P H N S E T _ S E T _ T I M E 	 U n d e f i n e d 	 2 0 	 S e t   t i m e 	 S e t   t i m e 	 Bf-n	 en	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 0AB@>8BL  2@5<O	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 
 
 S T R _ I D _ P H N S E T _ S E T _ D A T E 	 U n d e f i n e d 	 2 0 	 S e t   d a t e 	 S e t   d a t e 	 eg-n	 egn	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 0AB@>8BL  40BC	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 
 
 S T R _ M E N U _ S E T T I N G _ P O W E R _ O N _ T I M E 	 U n d e f i n e d 	 3 5 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 R_jBf	 ꁨR _:ge	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 @5<O  02B>2:;NG5=8O	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 	 A u t o   p o w e r - o n   t i m e 
 
 S T R _ M E N U _ S E T T I N G _ P O W E R _ O F F _ T I M E 	 U n d e f i n e d 	 3 5 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 Rܕ_jBf	 ꁨRsQ:ge	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 @5<O  02B>2K:;NG5=8O	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 	 A u t o   p o w e r - o f f   t i m e 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ S E T T I N G S 	 U n d e f i n e d 	 2 5 	 S e t t i n g s 	 S e t t i n g s 	 -[	 n	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 0AB@>9:8	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 	 S e t t i n g s 
 
 S T R _ I D _ A U D P L Y _ A L L _ S O N G S 	 U n d e f i n e d 	 2 5 	 T r a c k s 	 T r a c k s 	 j^	 PN^	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 ><?>78F88	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G _ M U S I C _ S O U R C E 	 U n d e f i n e d 	 3 5 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 jegn	 PNegn	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 AB>G=8:  <C7K:8	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 	 M u s i c   s o u r c e 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G _ M U S I C _ B A C K G R O U N D 	 U n d e f i n e d 	 3 5 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 _Sd>e	 TSd>e	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 $>=>2>5  2>A?@. 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G _ E Q U A L I S E R 	 U n d e f i n e d 	 3 5 	 E q u a l i s e r 	 E q u a l i s e r 	 GWahV	 GWahV	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 -:20;0975@	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 	 E q u a l i s e r 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G _ U P D A T E _ L I S T 	 U n d e f i n e d 	 3 5 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 Rhfe	 Rhfe	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 1=>28BL  A?8A>:	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 	 R e f r e s h   l i s t 
 
 S T R _ I D _ A U D P L Y _ B L U E T O O T H _ S E T T I N G S 	 U n d e f i n e d 	 3 5 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 ͅYr-[	 ݄Yrn	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 0AB@>9:8  B l u e t o o t h 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 	 B l u e t o o t h   s e t t i n g s 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ A D D _ T O _ P L A Y L I S T 	 U n d e f i n e d 	 3 5 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 mR0Rd>eRh	 mR0Rd>eRh	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 >1028BL  2  ?;59;8AB	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 	 A d d   t o   p l a y l i s t 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G _ A R T I S T _ A L B U M _ O P T I O N _ D E L _ T R A C K 	 U n d e f i n e d 	 3 5 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 *Rdfv	  Rdfv	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 #40;8BL  :><?>78F8N	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 	 D e l e t e   t r a c k 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G _ A R T I S T _ O P T I O N _ D E L _ A R T I S T 	 U n d e f i n e d 	 3 5 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 *Rd݅S[	  Rdz/g[	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 #40;8BL  8A?>;=8B5;O	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 	 D e l e t e   a r t i s t 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ D E T A I L 	 U n d e f i n e d 	 3 5 	 D e t a i l s 	 D e t a i l s 	 s0}ǌ
	 ~Oo`	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 5B0;8  	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 	 D e t a i l s 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G _ A L B U M _ O P T I O N _ D E L _ A L B U M 	 U n d e f i n e d 	 3 5 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 *Rd\/	  RdN	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 #40;. 0;L1><	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 	 D e l e t e   a l b u m 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ P L A Y _ I N _ B A C K G R O U N D 	 U n d e f i n e d 	 3 5 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 ̀ofd>e	 ̀ofd>e	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 3@0BL  2  D>=5	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ C L O S E _ P L A Y 	 U n d e f i n e d 	 3 5 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 ܕjd>ehV	 sQPNd>ehV	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 K:;NG8BL  0C48>?;55@	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 	 T u r n   o f f   a u d i o   p l a y e r 
 
 S T R _ I D _ A U D P L Y _ T R A C K S 	 U n d e f i n e d 	 2 5 	 T r a c k s 	 T r a c k s 	 j^	 PN^	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 ><?>78F88	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 	 T r a c k s 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ B A C K G R O U N D _ P L A Y _ A S K _ F I R S T 	 U n d e f i n e d 	 2 5 	 A s k   f i r s t 	 A s k   f i r s t 	 bOU	 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 !=0G0;0  A?@>A8BL	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 	 A s k   f i r s t 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ B A C K G R O U N D _ P L A Y _ A L W A Y S 	 U n d e f i n e d 	 2 5 	 A l w a y s 	 A l w a y s 	 _U	  _/T	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A5340	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 	 A l w a y s 
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ B A C K G R O U N D _ P L A Y _ N E V E R 	 U n d e f i n e d 	 3 5 	 N e v e r 	 N e v e r 	 ܕ	 sQ	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 8:>340	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 	 N e v e r 
 
 S T R _ I D _ A U D P L Y _ A R T I S T 	 U n d e f i n e d 	 3 5 	 A r t i s t s 	 A r t i s t s 	 Lk1U[	 Lk1U[	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A?>;=8B5;L	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 	 A r t i s t s 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T 1 	 U n d e f i n e d 	 3 5 	 P l a y l i s t s 	 P l a y l i s t s 	 d>eRh	 d>eRh	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 ;59;8ABK	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 	 P l a y l i s t s 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ L A S T P L A Y 	 U n d e f i n e d 	 3 5 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	  gяd>e	  gяd>e	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 >A;54=85  2>A?@>872545==K5	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 	 L a s t   p l a y e d 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ C R E A T E L I S T 	 U n d e f i n e d 	 3 5 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 e^d>eRh	 e^d>eRh	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 >2K9	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 	 N e w   p l a y l i s t 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ T Y P E L I S T N A M E 	 U n d e f i n e d 	 3 5 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 8eQd>eRh	 eQd>eRh	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 2548B5  8<O	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 	 T y p e   l i s t n a m e 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ C R E A T E 	 U n d e f i n e d 	 3 5 	 C r e a t e 	 C r e a t e 	 uR^	 R^	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 !>740BL	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 	 C r e a t e 
 
 S T R _ I D _ A U D P L Y _ A R T I S T _ A L B U M _ A N O N Y M I T Y 	 U n d e f i n e d 	 2 5 	 N o   A r t i s t 	 N o   A r t i s t 	 ?S
T	 ?S
T	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 58725AB=K9  	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 	 N o   A r t i s t 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ A D D _ T O _ P L A Y L I S T _ E X I S T 	 U n d e f i n e d 	 3 5 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 ]X[(WRh-N	 ]X[(WRh-N	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 >1028BL  2  B5:CI89  A?8A>:  2>A?@>872545=8O	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 	 A d d   t o   p l a y L i s t   e x i s t 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ O P T I O N _ E D I T L I S T 	 U n d e f i n e d 	 2 5 	 E d i t 	 E d i t 	 }/	 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	  540:B8@>20BL	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 	 E d i t 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ O P T I O N _ R E N A M E 	 U n d e f i n e d 	 3 5 	 R e n a m e 	 R e n a m e 	 ͑}T
T	 ͑}T
T	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 5@58<5=>20BL	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 	 R e n a m e 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ O P T I O N _ D E L E T E _ O N E T R A C K 	 U n d e f i n e d 	 2 0 	 D e l e t e 	 D e l e t e 	 *Rd	  Rd	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 #40;8BL	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 	 D e l e t e 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ O P T I O N _ D E L E T E 	 U n d e f i n e d 	 2 5 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 *Rdd>eRh	  Rdd>eRh	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 #40;8BL  ?;59;8AB	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 	 D e l e t e   P l a y l i s t 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ O P T I O N _ S O R T T R A C K S 	 U n d e f i n e d 	 2 5 	 S o r t 	 S o r t 	 c^	 c^	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 !>@B8@>20BL	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 	 S o r t 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ U N S E L E C T 	 U n d e f i n e d 	 2 5 	 U n c h e c k 	 U n c h e c k 	 Sm	 Sm	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 B<5=0	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 	 U n c h e c k 
 
 S T R _ I D _ A U D P L Y _ C H E C K _ P L A Y _ I N _ B A C K G R O U N D 	 U n d e f i n e d 	 5 0 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 /f&T_Sd>e? 	 /f&TTSd>e? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 >A?@. 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 	 D o   y o u   w a n t   t o   p l a y   m u s i c   i n   b a c k g r o u n d ? 
 
 S T R _ I D _ A U D P L Y _ S T O P _ I N _ B A C K G R O U N D 	 U n d e f i n e d 	 5 0 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 \Pbk_Sd>e	 \PbkTSd>e	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 AB0=>28BL  D>=>2>5  2>A?@>872545=85  <C7K:8? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 	 S t o p   m u s i c   i n   b a c k g r o u n d ? 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S T _ O P T I O N _ E D I T _ S E L E C T _ N O N E 	 U n d e f i n e d 	 5 0 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 l	gx-NNUOLkf	 l	g	-NNUOLkf	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 $09;K  =5  2K1@0=K	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 	 H a v e   n o t   s e l e c t   s o n g s 
 
 S T R _ I D _ A U D P L Y _ P L A Y L I S _ S O R T _ P R O M P T 	 U n d e f i n e d 	 5 0 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 ˊ(uϑu{^	 (uϑ.z^	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A?>;L7C9B5  :;028H8  3@><:>AB8	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 	 A d j u s t   o r d e r   w i t h   v o l u m e   k e y 
 
 S T R _ I D _ A U D P L Y _ I D L E _ R S K 	 U n d e f i n e d 	 2 0 	 M u s i c 	 M u s i c 	 j	 PN	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 ;55@	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 	 M u s i c 
 
 S T R _ I D _ A U D P L Y _ C A N N O T _ U P D A T E _ L I S T _ D I S K _ F U L L 	 U n d e f i n e d 	 2 5 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 !qlfenU:   aԚ]n	 elfeRh:   QX[]n	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 52>7<>6=>  >1=>28BL  A?8A>::   8A:  ?>;=K9	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 	 C a n n o t   u p d a t e   l i s t :   D i s k   f u l l 
 
 S T R _ I D _ A P P M E M _ O U T _ O F _ M E M O R Y 	 U n d e f i n e d 	 3 5 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 aԚ
N	 QX[
N	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 5B  ?0<OB8	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 	 O u t   o f   m e m o r y 
 
 S T R _ I D _ A U D P L Y _ P R O C E S S I N G 	 U n d e f i n e d 	 3 5 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 fej^	 fePN^	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 1@01>B:0  	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 	 R e f r e s h i n g   t h e   l i b r a r y 
 
 S T R _ I D _ A U D P L Y _ S T O P _ F M R 	 U n d e f i n e d 	 3 5 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 ܕ6e_j	 sQ6e:g	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 K:;NG8BL  ?@85<=8:  F M ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 	 T u r n   o f f   F M   r a d i o ? 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ R E M O V E 	 U n d e f i n e d 	 3 5 	 R e m o v e 	 R e m o v e 	 yd	 yd	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 #40;8BL	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 	 R e m o v e 
 
 S T R _ I D _ F M _ R A D I O _ S P E A K E R 	 U n d e f i n e d 	 3 5 	 S p e a k e r 	 S p e a k e r 	 crhV	 lbXhV	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 8=0<8:	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 	 S p e a k e r 
 
 S T R _ I D _ F M _ R A D I O _ H E A D S E T 	 U n d e f i n e d 	 3 5 	 H e a d s e t 	 H e a d s e t 	 3_j	 3:g	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 "5;5D>=	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 	 H e a d s e t 
 
 S T R _ I D _ F M R D O _ S T O P _ I N _ B A C K G R O U N D 	 U n d e f i n e d 	 5 0 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 \Pbk_Sd>e	 \PbkTSd>e	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 K:;NG8BL  F M - @048>? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 	 S t o p   F M   r a d i o   i n   b a c k g r o u n d ? 
 
 S T R _ F M R D O _ T U R N _ O F F 	 U n d e f i n e d 	 3 5 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 ܕ6e_j	 sQ6e:g	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 K:;NG8BL  F M - @048>	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 	 T u r n   o f f   F M   r a d i o 
 
 S T R _ F M R D O _ P L A Y _ I N _ B A C K G R O U N D 	 U n d e f i n e d 	 3 5 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 ̀ofd>e	 ̀ofd>e	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 3@0BL  2  D>=5	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 	 P l a y   i n   b a c k g r o u n d 
 
 S T R _ F M R D O _ S E T T I N G _ A U T O _ S E A R C H 	 U n d e f i n e d 	 3 5 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 Rd"}	 ꁨRd"}	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 2B>?>8A:	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 	 A u t o   s e a r c h 
 
 S T R _ I D _ F M R D O _ S A V E _ A S _ P R E S E T 	 U n d e f i n e d 	 3 5 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 OX[vuMR;S	 OX[S_MRS	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 !>E@0=8BL  :0=0;	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 	 S a v e   a s   p r e s e t 
 
 S T R _ I D _ F M _ R A D I O _ C H A N N E L 	 U n d e f i n e d 	 2 5 	 C h a n n e l s 	 C h a n n e l s 	 ;S	 S	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 0=0;K	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 	 C h a n n e l s 
 
 S T R _ I D _ P H B _ S M A R T _ S E A R C H 	 U n d e f i n e d 	 2 5 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 zfd"}	 zfd"}	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   s e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 	 S m a r t   S e a r c h 
 
 M A I N _ M E N U _ P H O N E _ L O C A L _ T E X T 	 U n d e f i n e d 	 3 5 	 N o . l o c a t i o n   s h o w 	 I n c o m i n g   c a l l   s h o w 	 _xxkl\0W	 SxR_^\0W	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 >:07  2E>4OI53>  2K7>20	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 	 N o . l o c a t i o n   s h o w 
 
 S T R _ I D _ I N P U T _ L I S T _ S E T T I N G _ V I E W _ F I E L D S 	 U n d e f i n e d 	 3 5 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 8eQlnU	 eQlRh	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 5B>4  22>40  	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 	 A c t i v e   L i s t 
 
 S T R _ I D _ S M S _ B A C K U P _ M E N U E N T R Y 	 U n d e f i n e d 	 2 5 	 S M S   b a c k u p 	 S M S   b a c k u p 	 wOPN	 wOYN	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	  575@2=0O  :>?8O  S M S 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 	 S M S   b a c k u p 
 
 S T R _ I D _ S A M E _ N U M B E R _ D E L E T E _ A L L 	 U n d e f i n e d 	 6 0 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 *Rdr_x@b	gq	  RdSx@b	g݋U_	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 #40;8BL  2A5  40==K5  ?>  2K7>20<  4;O  MB>3>  =><5@0? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g   w i t h   t h i s   n u m b e r ? 	 D e l e t e   a l l   c a l l s   l o g  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 
 S T R _ F M G R _ F I X E D _ F O L D E R _ P I C T U R E 	 F M G R 	 F M G R 	 P i c t u r e s 	 P i c t u r e s 	 WGr	 VGr	 	 	 	 	 7>1@065=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ F I X E D _ F O L D E R _ V I D E O 	 F M G R 	 F M G R 	 V i d e o s 	 V i d e o s 	 ;	 Ɖ	 	 	 	 	 845>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ F I X E D _ F O L D E R _ A U D I O 	 F M G R 	 F M G R 	 A u d i o 	 A u d i o 	 ;	 󗑘	 	 	 	 	 2C:8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ F I X E D _ F O L D E R _ O T H E R 	 F M G R 	 F M G R 	 O t h e r s 	 O t h e r s 	 vQN	 vQ[	 	 	 	 	 @C385	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ P H B 	 F M G R 	 F M G R 	 T o   P h o n e B o o k 	 T o   P h o n e B o o k 	 q?|	 5u݋?|	 	 	 	 	   B5;5D>==CN  :=83C	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ R I N G E R 	 F M G R 	 F M G R 	 S e t   a s   r i n g t o n e 	 S e t   a s   r i n g t o n e 	 -n2r4r	 n:NÔX	 	 	 	 	 #AB.   :0:  <5;>48N  72>=:0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ S I M 1 _ R I N G E R 	 F M G R 	 F M G R 	 S e t   a s   S I M   1   r i n g t o n e 	 S e t   a s   S I M   1   r i n g t o n e 	 S I M aS1 O4r	 S I M aS1 eg5uÔX	 	 	 	 	 ;O  S I M 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ S I M 2 _ R I N G E R 	 F M G R 	 F M G R 	 S e t   a s   S I M   2   r i n g t o n e 	 S e t   a s   S I M   2   r i n g t o n e 	 S I M aS2 O4r	 S I M aS2 eg5uÔX	 	 	 	 	 ;O  S I M 2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ D U A L _ S I M _ R I N G E R 	 F M G R 	 F M G R 	 S e t   a s   d u a l   S I M   r i n g t o n e 	 S e t   a s   d u a l   S I M   r i n g t o n e 	 ٖaSO4r	 SaSeg5uÔX	 	 	 	 	 ;O  42CE  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ P L A Y _ A U D I O 	 F M G R 	 F M G R 	 P l a y 	 P l a y 	 d>e	 d>e	 	 	 	 	 >A?@. 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ P L A Y _ V I D E O 	 F M G R 	 F M G R 	 P l a y 	 P l a y 	 d>e	 d>e	 	 	 	 	 >A?@. 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ E X E C U T E 	 F M G R 	 F M G R 	 I n s t a l l 	 I n s t a l l 	 [݈	 [ň	 	 	 	 	 #AB0=>28BL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ C H E C K 	 F M G R 	 F M G R 	 C h e c k 	 C h e c k 	 xd	 	b	 	 	 	 	 @>25@8BL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ U N C H E C K 	 F M G R 	 F M G R 	 U n c h e c k 	 U n c h e c k 	 Sm	 Sm	 	 	 	 	 B<5=8BL  2K1>@	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ C R E A T E 	 F M G R 	 F M G R 	 C r e a t e 	 C r e a t e 	 e^	 e^	 	 	 	 	 !>740BL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ S E L E C T _ A L L 	 F M G R 	 F M G R 	 S e l e c t   A l l 	 S e l e c t   A l l 	 hQx	 hQ		 	 	 	 	 K45;8BL  2A5	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ S E L E C T _ O B O 	 F M G R 	 F M G R 	 S e l e c t   O n e   B y   O n e 	 S e l e c t   O n e   B y   O n e 	 h	 ag	 	 	 	 	 K1@0BL  ?>>G5@54=>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ U S A G E _ M E M O R Y _ S I Z E 	 F M G R 	 F M G R 	 U s a g e   m e m o r y   s i z e 	 U s a g e   m e m o r y   s i z e 	 O(uzz'Y\	 O(uzz'Y\	 	 	 	 	  07<5@  8A?>;L7C5<>9  ?0<OB8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ V I E W _ I M G 	 U n d e f i n e d 	 1 5 	 V i e w 	 V i e w 	 gw	 gw	 	 	 	 	 @>A<. 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ W O R L D _ C L O C K _ S T A T U S 	 U n d e f i n e d 	 2 5 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 BfrKa	 er`	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 !>AB>O=85  G0A>2	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 	 C l o c k   S t a t u s 
 
 S T R _ W O R L D _ C L O C K _ L O C A L _ S E T T I N G 	 U n d e f i n e d 	 2 5 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 ,g0W-[	 ,g0Wn	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 5AB=K5  =0AB@>9:8	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 	 L o c a l   s e t t i n g s 
 
 S T R _ W O R L D _ C L O C K _ F O R E I G N _ S E T T I N G 	 U n d e f i n e d 	 2 5 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 Y0W-[	 VYn	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 0@C156=K5  =0AB@>9:8	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 	 F o r e i g n   s e t t i n g s 
 
 S T R _ W O R L D _ C L O C K _ L O C A L _ F O R E I G N _ S W I T C H 	 U n d e f i n e d 	 3 5 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 BfIc	 elbc	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 5@5:;NG8BL  G0A>2>9  ?>OA	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 	 S w i t c h   l o c a l / f o r e i g n 
 
 S T R _ W O R L D _ C L O C K _ S W I T C H I N G 	 U n d e f i n e d 	 2 5 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 ck(WIc. . . 	 ck(Wlbc. . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 5@5:;NG5=85& 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 	 S w i t c h i n g . . . 
 
 S T R _ W O R L D _ C L O C K _ S W I T C H _ C O N F I R M 	 U n d e f i n e d 	 6 5 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 Ic,g0W/ Y0WBf? 	 lbc,g0W/ Y0We? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 5@5:;NG8BL  G0A>2>9  ?>OA? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h  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 w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 	 D o   y o u   w a n t   t o   s w i t c h   l o c a l   t o   f o r e i g n ? 
 
 S T R _ W O R L D _ C L O C K _ D S T _ S E T _ D A T E T I M E 	 U n d e f i n e d 	 3 5 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 -negBf	 nege	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 0AB@>8BL  40BC  8  2@5<O	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 	 S e t   d a t e   a n d   t i m e 
 
 S T R _ W O R L D _ C L O C K _ D S T _ S E T _ T I M E 	 U n d e f i n e d 	 2 5 	 S e t   t i m e 	 S e t   t i m e 	 -nBf	 ne	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 0AB@>8BL  2@5<O	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 	 S e t   t i m e 
 
 S T R _ W O R L D _ C L O C K _ D S T _ S E T _ D A T E 	 U n d e f i n e d 	 2 5 	 S e t   d a t e 	 S e t   d a t e 	 -neg	 neg	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 0AB@>8BL  40BC	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 	 S e t   d a t e 
 
 S T R _ W O R L D _ C L O C K _ D S T _ C I T Y _ L I S T 	 U n d e f i n e d 	 2 5 	 C i t y   l i s t 	 C i t y   l i s t 	 W^Rh	 W^Rh	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 !?8A>:  3>@>4>2	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 	 C i t y   l i s t 
 
 S T R _ I D _ D C D V _ Q U A L I T Y 	 U n d e f i n e d 	 2 5 	 Q u a l i t y 	 Q u a l i t y 	 WPT	 VaT(	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 0G5AB2>	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 	 Q u a l i t y 
 
 S T R _ I D _ D C D V _ T I M E R 	 U n d e f i n e d 	 2 5 	 T i m e r 	 T i m e r 	 be^r	 bDd^ߏ	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 "09<5@	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 	 T i m e r 
 
 S T R _ I D _ D C D V _ C O N T I N U O U S 	 U n d e f i n e d 	 2 5 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 #b	 ޏb	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C;LB8AJ5<:0	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 	 C o n t i n u o u s   s h o t 
 
 S T R _ I D _ D C D V _ P I C _ M O D E 	 U n d e f i n e d 	 2 5 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 !j_	 !j_	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 A25I5=85	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 	 P i c t u r e   m o d e 
 
 S T R _ I D _ D C D V _ S C E N E S 	 U n d e f i n e d 	 2 5 	 S c e n e s 	 S c e n e s 	 :Wof	 :Wof	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	  568<	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 	 S c e n e s 
 
 S T R _ I D _ D C D V _ S T O R A G E 	 U n d e f i n e d 	 2 5 	 S t o r a g e 	 S t o r a g e 	 2QX[MOn	 X[PMOn	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 "8?  ?0<OB8	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 	 S t o r a g e 
 
 S T R _ I D _ D C D V _ E F F E C T S 	 U n d e f i n e d 	 2 5 	 E f f e c t s 	 E f f e c t s 	 ri_Heg	 ri_Heg	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 -DD5:BK	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 	 E f f e c t s 
 
 S T R _ I D _ D C D V _ E V 	 U n d e f i n e d 	 2 5 	 E V 	 E V 	 fIQ܈Q	 fIQeP	 E V 	 E V 	 E V 	 E V 	 -:A?>78F8O	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 	 E V 
 
 S T R _ I D _ D C D V _ S H U T T E R 	 U n d e f i n e d 	 2 5 	 S h u t t e r 	 S h u t t e r 	 _	 _	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 2C:  70B2>@0	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 	 S h u t t e r 
 
 S T R _ I D _ D C D V _ B A N D I N G 	 U n d e f i n e d 	 2 5 	 B a n d i n g 	 B a n d i n g 	 ;s	 s	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 '0AB>B0	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 	 B a n d i n g 
 
 S T R _ I D _ D C D V _ R E S T O R E 	 U n d e f i n e d 	 2 5 	 R e s t o r e 	 R e s t o r e 	 b`_-n	 b`
Yn	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 !1@>A  =0AB@>5:	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 	 R e s t o r e 
 
 S T R _ I D _ D C D V _ I M G _ S I Z E 	 U n d e f i n e d 	 2 5 	 I m a g e   s i z e 	 I m a g e   s i z e 	 vGr'Y\	 vGr'Y\	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	  07<5@  87>1@065=8O	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 	 I m a g e   s i z e 
 
 S T R _ I D _ D C D V _ L I G H T I N G 	 U n d e f i n e d 	 2 5 	 F l a s h 	 F l a s h 	 IQq	 IQop	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 A?KH:0	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 
 
 S T R _ I D _ D C D V _ F R A M E S 	 U n d e f i n e d 	 2 5 	 F r a m e s 	 F r a m e s 	 vFh	 vFh	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 04@K	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 	 F r a m e s 
 
 S T R _ I D _ D C D V _ F L A S H L I G H T 	 U n d e f i n e d 	 2 5 	 F l a s h 	 F l a s h 	 IQq	 IQop	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 A?KH:0	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 	 F l a s h 
 
 S T R _ I D _ D C D V _ T O _ P I C 	 U n d e f i n e d 	 2 5 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 jWGr	 gwVGr	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 @>A<>B@  87>1@065=89	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 	 V i e w   p i c t u r e 
 
 S T R _ V I E W _ V I D E O _ C A P T I O N 	 U n d e f i n e d 	 2 5 	 V i e w   v i d e o 	 V i e w   v i d e o 	 jq_Gr	 gwƉ	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 @>A<>B@  2845>	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 	 V i e w   v i d e o 
 
 S T R _ I D _ M E D I A _ V D O P L Y _ B R I G H T N E S S 	 U n d e f i n e d 	 2 5 	 B r i g h t n e s s 	 B r i g h t n e s s 	 N^	 N^	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 /@:>ABL	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 	 B r i g h t n e s s 
 
 S T R _ I D _ M E D I A _ V D O P L Y _ C O N T R A S T 	 U n d e f i n e d 	 2 5 	 C o n t r a s t 	 C o n t r a s t 	 
\k^	 [k^	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 >=B@0AB	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 	 C o n t r a s t 
 
 S T R _ I D _ M E D I A _ V D O P L Y _ R E P E A T 	 U n d e f i n e d 	 2 5 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 ͑d>e	 ͑
Yd>e	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 2B>?>2B>@	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 	 A u t o   r e p e a t 
 
 S T R _ P R O F I L E _ M O D I F Y 	 U n d e f i n e d 	 2 5 	 M o d i f y 	 M o d i f y 	 O9e	 O9e	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 7<5=. 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 	 M o d i f y 
 
 S T R _ D U A L _ S I M _ P O W E R O N _ A S K 	 U n d e f i n e d 	 2 5 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M aS-n	 S I M aSn	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 0AB@>9:8  S I M ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 	 S I M   s e t t i n g s ? 
 
 S T R _ I D _ U C M _ A N S W E R _ W I T H _ H F 	 U n d e f i n e d 	 3 5 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 MQcc}	 MQcc,T	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 @><:0O  A2O7L	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 	 A c c e p t   w i t h   h a n d s f r e e 
 
 S T R _ B L A C K _ L I S T _ P H O N E B O O K 	 U n d e f i n e d 	 2 5 	 P h o n e B o o k 	 P h o n e B o o k 	 _q?|mR	 N5u݋?|mR	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 >=B0:BK	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 	 P h o n e B o o k 
 
 S T R _ B L A C K _ L I S T _ P H O N E N U M B E R _ I D 	 U n d e f i n e d 	 2 5 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 8eQ_x	 eQSx	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 25AB8  =><5@	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 	 P h o n e   N u m b e r 
 
 S T R _ P H B _ N U M _ A L R E A D Y _ E X I S T 	 U n d e f i n e d 	 3 5 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 _x]X[(W	 Sx]X[(W	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 ><5@  C65  ACI5AB2C5B	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 	 N u m b e r   a l r e a d y   e x i s t 
 
 S T R _ B L A C K _ L I S T _ S M S 	 U n d e f i n e d 	 2 5 	 S M S 	 S M S 	 !|
	 wO	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 	 S M S 
 
 S T R _ I N C O M I N G _ C A L L 	 U n d e f i n e d 	 3 5 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 O	 eg5u	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 E>4OI89  2K7>2	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 	 I n c o m i n g   c a l l 
 
 S T R _ I N C O M I N G _ C A L L _ A N D _ S M S 	 U n d e f i n e d 	 3 5 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   S M S 	 !|
TO	 wOTeg5u	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 E>4OI89  2K7>2  8  S M S 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 	 I n c o m i n g   c a l l   a n d   s m s 
 
 S T R _ S E T T I N G _ B L A C K _ L I S T _ E D I T N U M 	 U n d e f i n e d 	 3 5 	 E d i t   n u m 	 E d i t   n u m 	 }/_x	 Sx	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	  540:B8@>20=85  =><5@0	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 	 E d i t   n u m 
 
 S T R _ S E T T I N G _ B L A C K _ L I S T _ C H A N G E _ T Y P E 	 U n d e f i n e d 	 3 5 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 9e^W	 9eS{|W	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 7<5=5=85  B8?0	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 	 C h a n g e   t y p e 
 
 S T R _ S E T T I N G _ B L A C K _ L I S T _ A D D _ N E W 	 U n d e f i n e d 	 3 5 	 A d d   n e w 	 A d d   n e w 	 mR	 mR	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 >102. 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 	 A d d   n e w 
 
 S T R _ V O L U M E _ L E V E L _ I N F 	 U n d e f i n e d 	 2 5 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 ϑI{}	 ϑI{~	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 @><:>ABL: 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 	 V o l u m e   L e v e l : 
 
 S T R _ I N P U T _ L I S T _ M U L T I T A P _ E N G L I S H 	 U n d e f i n e d 	 2 5 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 	 E n g l i s h 
 
 S T R _ I N P U T _ L I S T _ S M A R T _ E N G L I S H 	 U n d e f i n e d 	 2 5 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 T 9 E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 	 S G E n g l i s h 
 
 S T R _ I N P U T _ L I S T _ T R _ S T R O K E 	 U n d e f i n e d 	 2 5 	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 T 9 A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R	 S G A~SO{R
 
 S T R _ I N P U T _ L I S T _ S M _ S M A R T _ P I N Y I N 	 U n d e f i n e d 	 2 5 	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 T 9 b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b	 S G b
 
 S T R _ I N P U T _ L I S T _ S M _ S T R O K E 	 U n d e f i n e d 	 2 5 	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 T 9 {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R	 S G {SO{R
 
 S T R _ F L I G H T _ M O D E _ V I E W 	 U n d e f i n e d 	 3 5 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 ۘL!j_ܕ}a}d\O. 	 ޘL!j_sQQ~d\O. 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	  568<  ?>;5B0  >B:;NG05B  A5BL  >?5@0B>@0. 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 	 F l i g h t   m o d e   s w i t c h e s   o f f   t h e   o p e r a t o r   n e t w o r k . 
 
 S T R _ I D _ T O R C H _ T I T L E 	 U n d e f i n e d 	 O t h e r s 	 T o r c h 	 T o r c h 	 KbR{	 Kb5uR{	 	 	 	 	 $>=0@L	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ A L A R M 1 	 U n d e f i n e d 	 6 	 A l a r m   0 1 	 A l a r m   0 1 	 '  0 1 	   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 C48;L=8:  0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 A l a r m   0 1 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ A L A R M 2 	 U n d e f i n e d 	 6 	 A l a r m   0 2 	 A l a r m   0 2 	 '  0 2 	   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 C48;L=8:  0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 	 A l a r m   0 2 
 
 S T R _ G L O B A L _ A L A R M 5 	 U n d e f i n e d 	 6 	 A l a r m   0 5 	 A l a r m   0 5 	 '  0 5 	   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 C48;L=8:  0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 	 A l a r m   0 5 
 
 S T R _ G L O B A L _ A L A R M 4 	 U n d e f i n e d 	 6 	 A l a r m   0 4 	 A l a r m   0 4 	 '  0 4 	   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 C48;L=8:  0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 	 A l a r m   0 4 
 
 S T R _ G L O B A L _ A L A R M 3 	 U n d e f i n e d 	 6 	 A l a r m   0 3 	 A l a r m   0 3 	 '  0 3 	   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 C48;L=8:  0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 	 A l a r m   0 3 
 
 A L A R M _ S T R _ A C T I V E 	 U n d e f i n e d 	 2 0 	 A c t i v e 	 A c t i v e 	 o;m	 o;m	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 :;. 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 A c t i v e 	 	 	 
 
 A L A R M _ S T R _ I N A C T I V E 	 U n d e f i n e d 	 2 0 	 I n a c t i v e 	 I n a c t i v e 	 Sm	 Sm	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 K:;. 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 I n a c t i v e 	 	 	 
 
 S T R _ M E N U 9 1 7 9 _ P R I V A C Y _ F I R E W A L L 	 U n d e f i n e d 	 1 5 	 S a f e g u a r d 	 S a f e g u a r d 	 y[2kpFr	 y[2kpX	 	 	 	 	 57>?0A=>ABL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P I N _ P R O T E C T I O N 	 U n d e f i n e d 	 O t h e r s 	 P I N   p r o t e c t i o n   	 P I N   p r o t e c t i o n   	 P I N xOw	 P I N xOb	 	 	 	 	 0?@>A  P I N 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ M E N U 	 U n d e f i n e d 	 2 0 	 i d l e 	 M e n u 	 ܃U	 ܃US	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 5=N	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 M e n u 	 	 	 
 
 I N B O X _ I D L E _ L S K _ I D 	 I d l e 	 O t h e r s 	 T a k e   t h e   u s e r   t o   t h e   m a i n   m e n u 	 I n b o x 	 6eN{	 6eN{	 ? ? ? ? 	 M e n  	 M e n u 	 M e n  	 !>>1I. 	 M e n u 	 ? ? ? ? ? 	 M e n u 	 m e n  	 C h ? n 	 M e n u 	 M e n u 	 ? ? ? ? 	 M e n u 	 M e n u 	 M e n u 	 M e n  	 V a l i k k o 	 M e n y 	 M e n u 	 M e n u 	 M e n y 	 I z b o r n i k 	 M e n i u 	 I z b i r n i k 	 ? 	 ? ? ? ? ? 	 5=N	 ? ? ? ? ? ? 	 ? ? ? 	 ? ? ? ? 	 ? ? ? ? ? 	 ? ? ? ? 	 ? ? ? ? 	 ? ? ? ? 	 5=N	 ? ? ? ? 	 ? ? ? ? 	 I m e n y u 	 I m e n y u 	 M e n y u 	 K i e s l y s 	 M e n i u 	 I z v l n e 	 M e n   	 ? ? ? ? ? ? 	 ? ? ? ? ? 	 M e n i u 	 ? ? ? ? 	 ? ? ? ? 
 
 S H O R T C T U S _ I D L E _ R S K _ I D 	 U n d e f i n e d 	 1 0 	 S h o r t c u t 	 S h o r t c u t 	 wc_	 wc_	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 /@;K:	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 	 S h o r t c u t 
 
 S T R _ I D _ S E C O N D _ A L M _ S U N D A Y 	 U n d e f i n e d 	 1 0 	 S u n d a y 	 S u n d a y 	 fge	 fge	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 >A:@5A5=L5	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 S u n d a y 	 	 	 
 
 S T R _ I D _ S E C O N D _ A L M _ M O N D A Y 	 U n d e f i n e d 	 1 0 	 M o n d a y 	 M o n d a y 	 fg N	 fg N	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 >=545;L=8:	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 M o n d a y 	 	 	 
 
 S T R _ I D _ S E C O N D _ A L M _ T U E S D A Y 	 U n d e f i n e d 	 1 0 	 T u e s d a y 	 T u e s d a y 	 fgN	 fgN	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 B>@=8:	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 T u e s d a y 	 	 	 
 
 S T R _ I D _ S E C O N D _ A L M _ W E D N E S A Y 	 U n d e f i n e d 	 1 0 	 W e d n e s a y 	 W e d n e s a y 	 fg	N	 fg	N	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 !@540	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 W e d n e s a y 	 	 	 
 
 S T R _ I D _ S E C O N D _ A L M _ T H U R S D A Y 	 U n d e f i n e d 	 1 0 	 T h u r s d a y 	 T h u r s d a y 	 fgV	 fgV	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 '5B25@3	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 T h u r s d a y 	 	 	 
 
 S T R _ I D _ S E C O N D _ A L M _ F R I D A Y 	 U n d e f i n e d 	 1 0 	 F r i d a y 	 F r i d a y 	 fgN	 fgN	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 OB=8F0	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 F r i d a y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S E C O N D _ A L M _ S A T U R D A Y 	 U n d e f i n e d 	 2 0 	 S a t u r d a y 	 S a t u r d a y 	 fgmQ	 fgmQ	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 !C11>B0	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 S a t u r d a y 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S T O P W A T C H _ S T A R T 	 s t o p w a t c h 	 O t h e r s 	 S t r i n g   f o r   S t a r t   k e y . 	 S t a r t 	 Y	  _Y	 ? ? ? ? ? 	 I n i c i o 	 L a n c e r 	 S t a r t 	 0G0;>	 I n i z i o 	 ? ? ? ? 	 I n i c i a r 	 B a ? l a m a y a 	 B ? t   ? ? u 	 M u l a i 	 M u l a 	 ? ? ? ? 	 S t a r t 	 Z a h  j i t 	 S t a r t 	 I n d  t  s 	 A l k u 	 S t a r t 	 ? t a r t 	 S t a r t 	 S t a r t 	 P o ? e t a k 	 P o r n i r e 	 ? t a r t 	 ? 	 ? ? ? ? 	 S t a r t 	 ? ? ? ? ? ? ? 	 ? ? ? ? 	 ? ? ? ?   ? ? ? ? ?   	 ? ? ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ? 	 ? ? ? ? 	 ? ? ? ? ? ? ? ? ? ? ? ? ? 	  >7?>G0B8	 ? ? ?   ? ? ? 	 ? ? ? ? ? ? ? 	 Q a l a 	 Q a l i s a 	 A n z a 	 B e g i n 	 P r a d ? t i 	 S t a r t s 	 K ? i v i t a 	 ? ? ? ? ? 	 ? ? ? ? ? ? 	 ? n c e p u t 	 ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S T O P W A T C H _ C O N T I N U E 	 U n d e f i n e d 	 O t h e r s 	 C o n t i n u e 	 C o n t i n u e 	 |~~	 ~~	 	 	 	 	 0;55	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S T O P W A T C H _ P A U S E 	 U n d e f i n e d 	 O t h e r s 	 P a u s e 	 P a u s e 	 f\P	 f\P	 	 	 	 	 0C70	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S T O P W A T C H _ R E S T A R T 	 U n d e f i n e d 	 O t h e r s 	 R e s t a r t 	 R e s t a r t 	 ͑n	 ͑n	 	 	 	 	 !1@>A	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U _ A S S O C I A T E _ D I A L 	 U n d e f i n e d 	 3 5 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 o`d_	 T`bS	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 @548:0B82=K9  =01>@	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 	 P r e d i c t i v e   d i a l i n g 
 
 S T R _ F L I G H T _ M O D E _ A S K _ F O R _ F L I G H T _ M O D E 	 U n d e f i n e d 	 3 5 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 Rc0RۘL!j_	 Rbc0RޘL!j_	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 7<5=8BL  =0  @568<  ?>;5B0	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 	 C h a n g e   t o   f l i g h t   m o d e 
 
 S T R _ F L I G H T _ M O D E _ A S K _ F O R _ N O R M A L _ M O D E 	 U n d e f i n e d 	 3 5 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 Rc0Rck8^!j_	 Rbc0Rck8^!j_	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 7<5=8BL  =0  >1KG=K9  @568<  	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 	 C h a n g e   t o   n o r m a l   m o d e 
 
 S T R _ F M G R _ P H B 	 U n d e f i n e d 	 1 6 	 C o n t a c t   p i c t u r e 	 C o n t a c t   p i c t u r e 	 -p'Y-	 :N'Y4Y4	 	 	 	 	 7>1@065=85  :>=B0:B0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ W A L L P A P E R 	 U n d e f i n e d 	 1 6 	 W a l l p a p e r 	 W a l l p a p e r 	 -pFr}	 :NX~	 	 	 	 	 1>8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ I N P U T _ S E T T I N G S 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 S o g o u   s e t t i n g s 	 8eQl-n	 eQln	 	 	 	 	 0@0<5B@K  S o g o u   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ S K I N _ M A N A G E M E N T 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 S k i n   m a n a g e m e n t 	 v{t	 v{t	 	 	 	 	 #?@02;5=85  A:8=><	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ M O R E _ S K I N _ D O W N L O A D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D o w n l o a d   m o r e   s k i n s 	 fYvN		 fYvN}	 	 	 	 	 03@C78BL  4>?>;=8B5;L=K5  A:8=K	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ C O N N E C T _ R E M I N D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 R e m i n d   t o   c o n n e c t 	 #cc	 ޏcc	 	 	 	 	 0?><=8BL  >  ?>4:;NG5=88	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ N E T W O R K I N G _ R E M I N D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D o w n l o a d   f a i l e d   f o r   t h e   s h o r t   r o o m ! Y o u   n e e d   t o   d e l e t e   s o m e   e x i s t i n g   s k i n s   t o   e n s u r e   i t   i s   e n o u g h !   	 \ȓc}S"uu}a}(u/f&T|~~	 \ޏcQ~SNuQ~9(u/f&T~~	 	 	 	 	 52>7<>6=>  A:0G0BL,   B0:  :0:  =54>AB0B>G=>  <5AB0!   5>1E>48<>  C40;8BL  =5:>B>@K5  8<5NI85AO  A:8=K,   GB>1K  >A2>1>48BL  <5AB>!   	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ N E T W O R K _ C O N N E C T I O N 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 N e t w o r k   C o n n e c t i o n 	 }#c	 Q~ޏc	 	 	 	 	 >4:;NG5=85  :  A5B8
 
 S T R _ I D _ S O G O U _ C O N N E C T 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 B e i n g   c o n n e c t e d   t h r o u g h   G P R S   ! 	 ck(WNG P R S #c}	 ck(WǏG P R S ޏcQ~	 	 	 	 	 >4:;NG5=85  G5@57  G P R S ! 
 
 S T R _ I D _ S O G O U _ S K I N _ D O W N L O A D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D o w n l o a d   s k i n s 	 vN		 vN}	 	 	 	 	 !:0G0BL  A:8=K  
 
 S T R _ I D _ S O G O U _ S E L E C T _ S K I N _ T Y P E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 S e l e c t   s k i n   c a t e g o r i e s 	 ˊxdv^%R	 	bv{|+R	 	 	 	 	 K1@0BL  :0B53>@88  A:8=>2
 
 S T R _ I D _ S O G O U _ S E L E C T _ S K I N _ S U B C A T E G O R Y 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 P l e a s e   s e l e c t   s u b - c a t e g o r i e s 	 ˊxdP[^%R	 	bP[{|+R	 	 	 	 	 K15@8B5  ?>4:0B53>@88
 
 S T R _ I D _ S O G O U _ S K I N _ N A M E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 S k i n   n a m e : 	 v
T1z	 v
Ty	 	 	 	 	 0720=85  A:8=0: 
 
 S T R _ I D _ S O G O U _ S K I N _ S I Z E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 S i z e : 	 'Y\	 'Y\: 	 	 	 	 	  07<5@: 
 
 S T R _ I D _ S O G O U _ S K I N _ U P L O A D _ T I M E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 U p l o a d   t i m e : 	 
NPBf	 
N Oe	 	 	 	 	 @5<O  703@C7:8: 
 
 S T R _ I D _ S O G O U _ S K I N _ D O W N L O A D I N G 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 L o a d i n g   . . . 	 N	-N& 	 N}-N& 	 	 	 	 	 03@C7:0& 
 
 S T R _ I D _ S O G O U _ D O W N L O A D _ N O S P A C E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D o w n l o a d   f a i l e d   f o r   t h e   s h o r t   r o o m ! Y o u   n e e d   t o   d e l e t e   s o m e   e x i s t i n g   s k i n s   t o   e n s u r e   i t   i s   e n o u g h !   	 zz
N` *Rd]	gv	 zz
N`  Rd]	gvv	 	 	 	 	 52>7<>6=>  A:0G0BL,   B0:  :0:  =54>AB0B>G=>  <5AB0!   5>1E>48<>  C40;8BL  =5:>B>@K5  8<5NI85AO  A:8=K,   GB>1K  >A2>1>48BL  <5AB>!   
 
 S T R _ I D _ S O G O U _ C O N N E C T _ F A I L U R E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 C o n n e c t   f a i l e d ! 	 }#c1YWe	 Q~ޏc1Y%	 	 	 	 	 52>7<>6=>  A>548=8BLAO! 
 
 S T R _ I D _ S O G O U _ S K I N _ S E L E C T 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 S e l e c t   s k i n 	 vxd	 v	b	 	 	 	 	 K1@0BL  A:8=
 
 S T R _ I D _ S O G O U _ D E F A U L T _ S K I N 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D e f a u l t   S k i n 	 ؞v	 ؞v	 	 	 	 	 !:8=  ?>  C<>;G0=8N
 
 S T R _ I D _ S O G O U _ S K I N _ E N A B L E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 F o r c e d 	 ]uHe	 ]uHe	 	 	 	 	 K=C645==K9
 
 S T R _ I D _ S O G O U _ S K I N _ D E L E T E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D e l e t e d 	 ]*Rd	 ] Rd	 	 	 	 	 #40;5==K9
 
 S T R _ I D _ S O G O U _ S K I N _ V I E W 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 V i e w 	 gw	 gw	 	 	 	 	 @>A<>B@
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 U p d a t e   u s e r   w o r d 	 ^^fe	 ͋^fe	 	 	 	 	 1=>28BL  A;>2>  ?>;L7>20B5;O
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ L A T E S T _ V E R S I O N 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 y o u r   w o r d   i s   a l r e a d y   t h e   l a t e s t   v e r s i o n ,   i t   n e e d n ' t   t o   u p d a t e ! 	 `v^^p geHr,g
N fe	 `v͋^:N geHr,g
N fe	 	 	 	 	 40==>5  A;>2>  C65  8<55B  ?>A;54=NN  25@A8N,   =5B  =5>1E>48<>AB8  2  53>  >1=>2;5=88! 
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T I N G 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 U p d a t i n g 	 ck(Wfe^^	 ck(Wfe͋^	 	 	 	 	 1=>2;5=85
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 U s e r   w o r d   h a s   b e e n   u p d a t e d ! 	 ^^]fe	 ͋^]fe	 	 	 	 	 !;>2>  ?>;L7>20B5;O  1K;>  >1=>2;5=>! 
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ A D D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 N e w   w o r d s : 	 mRe^	 mR͋Gl͋GlQ[	 	 	 	 	 >2K5  A;>20: 
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ T I P S _ U P D A T E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 R e m i n d   t o   u p d a t e   f o r   u s e r   w o r d 	 ^^c:yfe	 ͋^c:yfe	 	 	 	 	 0?><=8BL  >1  >1=>2;5=88  A;>20  ?>;L7>20B5;O
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ A U T O M A T I C 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 i t   w i l l   u p d a t e   ,   w h e t h e r   t o   c o n t i n u e ? 	 \2LRfe/f&T~~	 \ۏLꁨRfe/f&T~~	 	 	 	 	 1C45B  >1=>2;5=>,   ?@>4>;68BL? 
 
 S T R _ I D _ S O G O U _ U P D A T E _ S E T T I N G S 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 U p d a t e   S e t t i n g s 	 fe-n	 fen	 	 	 	 	 0@0<5B@K  >1=>2;5=8O
 
 S T R _ I D _ S O G O U _ S Y S T E M _ U P D A T E _ S E T T I N G S 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 S y s t e m   U p d a t e   S e t t i n g s 	 |q}fe-n	 |~fen	 	 	 	 	 0@0<5B@K  >1=>2;5=8O  A8AB5<K
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ N O T I F I C A T I O N 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 N o t i f i c a t i o n s   f o r   u s e r   w o r d   u p d a t i n g   	 ^^fec:y	 ͋^fec:y	 	 	 	 	 #254><;5=8O  4;O  >1=>2;5=8O  A;>20  ?>;L7>20B5;O  
 
 S T R _ I D _ S O G O U _ F U N C T I O N _ O P E N 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 O n 	 z	  _/T	 	 	 	 	 :;. 
 
 S T R _ I D _ S O G O U _ F U N C T I O N _ C L O S E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 O f f 	 ܕ	 sQ	 	 	 	 	 K:;. 
 
 S T R _ I D _ S O G O U _ A C C E S S _ P O I N T 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 A c c e s s   	 ceQޞ	 ceQp	 	 	 	 	 >ABC?  
 
 S T R _ I D _ S O G O U _ A U T O M A T I C _ U P D A T E _ S E T T I N G S 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 A u t o m a t i c   U p d a t e   s e t t i n g s 	 Rfe-n	 ꁨRfen	 	 	 	 	 0@0<5B@K  02B><0B8G5A:>3>  >1=>2;5=8O
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ F R E Q U E N C Y 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 F r e q u e n c y   f o r   u p d a t i n g   u s e r   w o r d 	 ^^fe;s	 ͋^fes	 	 	 	 	 '0AB>B0  >1=>2;5=8O  A;>20  ?>;L7>20B5;O
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ F R E Q U E N C Y _ O N E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 E v e r y   d a y 	 k)Y	 k)Y	 	 	 	 	 654=52=>
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ F R E Q U E N C Y _ S E V E N 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 E v e r y   7   d a y s 	 k7 )Y	 k7 )Y	 	 	 	 	 064K5  7   4=59	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ F R E Q U E N C Y _ F I F T E E N 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 E v e r y   1 5   d a y s 	 k1 5 )Y	 k1 5 )Y	 	 	 	 	 064K5  1 5   4=59	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ F R E Q U E N C Y _ T H I R T Y 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 E v e r y   3 0   d a y s 	 k3 0 )Y	 k3 0 )Y	 	 	 	 	 064K5  3 0   4=59	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ F R E Q U E N C Y _ N E V E R 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 N e v e r 	 _
N	 N
N	 	 	 	 	 8:>340	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ U P D A T E _ T I M E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 T i m e   f o r   U p d a t i n g   u s e r   w o r d 	 ^^feBf	 ͋^fee	 	 	 	 	 @5<O  4;O  >1=>2;5=8O  A;>20  ?>;L7>20B5;O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ S O G O U _ S K I N _ T I P S _ D O W N L O A D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D e t e c t   n e w   s k i n s ,   w h e t h e r   t o   d o w n l o a d ? 	 j,n0Rev/f&TN		 hKm0Rev/f&TN}	 	 	 	 	 1=0@C65=K  =>2K5  A:8=K,   703@C78BL? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ V O C A B U L A R Y _ T I P S _ D O W N L O A D 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 D e t e c t   n e w   w o r d s ,   w h e t h e r   t o   u p d a t e ? 	 j,n0Re^/f&TN		 hKm0Re͋Gl/f&Tfe	 	 	 	 	 1=0@C65=K  =>2K5  A;>20,   >1=>28BL? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S O G O U _ T I P S _ U P D A T E _ F A I L U R E 	 U n d e f i n e d 	 2 5 5 	 S o g o u 	 N e t w o r k   c o n n e c t e d   f a i l d   w h e n   a u t o m a t i c   u p d a t i n g ,   i t ' s   b e t t e r   t o   s e l e c t   a   n e w   a c c e s s ! 	 RfeBf}#c1YWe^p͑exdceQޞ	 ꁨRfeeQ~ޏc1Y%^͑e	bceQp	 	 	 	 	 52>7<>6=>  ?>4:;NG8BLAO  :  A5B8  4;O  02B><0B8G5A:>3>  >1=>2;5=8O,   @5:><5=4C5BAO  2K1@0BL  4@C3>9  A?>A>1  4>ABC?0! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U 9 1 7 9 _ P R I V A C Y _ F I R E W A L L 	 U n d e f i n e d 	 1 5 	 S a f e g u a r d 	 S a f e g u a r d 	 y[2kpFr	 y[2kpX	 	 	 	 	 57>?0A=>ABL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U 9 1 7 9 _ S E T U P 	 U n d e f i n e d 	 1 5 	 A c t i v a t i o n 	 A c t i v a t i o n 	 -n	 n	 	 	 	 	 :B820F8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ M E N U 9 1 7 9 _ C H A N G E _ P A S S W O R D 	 U n d e f i n e d 	 1 5 	 C h a n g e   s a f e g u a r d   p a s s w o r d 	 C h a n g e   s a f e g u a r d   p a s s w o r d 	 O9e[x	 O9ey[2kpX[x	 	 	 	 	 7<5=5=85  ?0@>;O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ P H B 	 U n d e f i n e d 	 1 6 	 C o n t a c t   p i c t u r e 	 C o n t a c t   p i c t u r e 	 -p'Y-	 :N'Y4Y4	 	 	 	 	 7>1@065=85  :>=B0:B0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ F M G R _ W A L L P A P E R 	 U n d e f i n e d 	 1 6 	 W a l l p a p e r 	 W a l l p a p e r 	 -pFr}	 :NX	 	 	 	 	 1>8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G _ D U A L S I M _ N A M E _ T H E _ S A M E 	 U n d e f i n e d 	 3 5 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 ٖaS
T1zvT	 SaS
TyvT	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 <O  42>9=>9  s i m   A>2?0405B  A  8<5NI8<AO	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 	 D u a l   s i m   n a m e   i s   t h e   s a m e 
 
 S T R _ I P N U M B E R _ I S _ E M P T Y 	 U n d e f i n e d 	 O t h e r s 	 I p   N u m b e r   i s   E m p t y ! 	 I P   n u m b e r   i s   e m p t y ! 	 I P _xpzz	 I P Sx:Nzz	 	 	 	 	 I P - =><5@  =5  CAB0=>2;5=! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ N E X T 	 U n d e f i n e d 	 1 0 	 N e x t 	 N e x t 	 N N	 N Nu	 	 	 	 	 0;55	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S M S _ M E S S A G E _ H E A D E R _ T O 	 S M S 	 U n d e f i n e d 	 S T R 	 T o : 	 0R: 	 0R: 	 	 	 	 	 ><C: 
 
 S T R _ I D _ M E D I A _ C A M E R A _ S E T _ W A L L P A P E R 	 U n d e f i n e d 	 1 6 	 W a l l p a p e r 	 W a l l p a p e r 	 -pFr}	 :NX~	 	 	 	 	 #AB0=>28BL  :0:  >1>8
 
 S T R _ I D _ M E D I A _ C A M E R A _ S I Z E _ L I M I T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - r e c o r d   F i l e   S i z e   L i m i t ] 	 S i z e   l i m i t 	 jHh:\[P6R	 eN:\[P6R	 	 	 	 	  07<5@  70?8A8
 
 S T R _ I D _ M E D I A _ C A M E R A _ T I M E _ L I M I T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - R e c o r d   T i m e   L i m i t ] 	 T i m e   l i m i t 	 BfP6R	 eP6R	 	 	 	 	 @5<O  70?8A8
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ L E V E L _ 1 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   L e v e l 	 L e v e l   1 	  N}	  N~	 	 	 	 	 #@>25=L  1 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ L E V E L _ 2 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   L e v e l 	 L e v e l   2 	 N}	 N~	 	 	 	 	 #@>25=L  2 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ L E V E L _ 3 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   L e v e l 	 L e v e l   3 	 	N}	 	N~	 	 	 	 	 #@>25=L  3 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ L E V E L _ 4 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   L e v e l 	 L e v e l   4 	 V}	 V~	 	 	 	 	 #@>25=L  4 
 
 S T R _ I D _ S E C O N D _ A L M _ S N O O Z E _ 5 	 A l a r m 	 O t h e r s 	 5   m i n u t e 	 5   m i n u t e s 	 5 R	 5 R	 	 	 	 	 5   <8=CB
 
 S T R _ I D _ S E C O N D _ A L M _ S N O O Z E _ 1 0 	 A l a r m 	 O t h e r s 	 1 0   m i n u t e 	 1 0   m i n u t e s 	 1 0 R	 1 0 R	 	 	 	 	 1 0   <8=CB
 
 S T R _ I D _ S E C O N D _ A L M _ S N O O Z E _ 2 0 	 A l a r m 	 O t h e r s 	 2 0   m i n u t e 	 2 0   m i n u t e s 	 2 0 R	 2 0 R	 	 	 	 	 2 0   <8=CB
 
 S T R _ I D _ V D O R E C _ S I Z E _ L I M I T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - r e c o r d   F i l e   S i z e   L i m i t ] 	 S i z e   l i m i t   r e a c h e d 	 T0R:\[P6R	 0R:\[P6R	 	 	 	 	 3@0=8G5=85  @07<5@0  D09;0
 
 S T R _ I D _ V D O R E C _ T I M E _ L I M I T 	 V D O R E C 	 I C O N T E X T 	 [ M e n u - R e c o r d   T i m e   L i m i t ] 	 T i m e   l i m i t   r e a c h e d 	 T0RBfP6R	 0ReP6R	 	 	 	 	 3@0=8G5=85  2@5<5=8  70?8A8
 
 S T R _ I D _ A U D P L Y _ S E T T I N G S _ P H O N E _ A N D _ C A R D 	 U n d e f i n e d 	 1 0 	 S T R 	 A l l 	 hQ	 hQ	 	 	 	 	 A5
 
 S T R _ T O D O _ S T A R T _ D A T E 	 U n d e f i n e d 	 1 6 	 S T R 	 S t a r t   d a t e 	  _Yeg	  _Yeg	 	 	 	 	 0B0  =0G0;0
 
 S T R _ T O D O _ E N D _ D A T E 	 U n d e f i n e d 	 1 6 	 S T R 	 E n d   d a t e 	 ~_geg	 ~_geg	 	 	 	 	 0B0  >:>=G0=8O
 
 S T R _ I D _ P R I V A C Y _ S E T T I N G 	 U n d e f i n e d 	 1 6 	 S T R 	 A c t i v a t i o n 	 n	 n	 	 	 	 	 #AB0=>2:8  :>=D845=F80;L=>AB8	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P H N S E T _ N E T _ S E R V I C E S 	 U n d e f i n e d 	 1 6 	 S T R 	 C o n n e c t i o n s 	 N#}-n	 NTQn	 	 	 	 	 >4:;NG5=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M _ I D L E _ R S K 	 U n d e f i n e d 	 1 6 	 S T R 	 F M 	 6e_j	 6e:g	 	 	 	 	  048>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D V _ V I D E O _ Q U A L I T Y 	 U n d e f i n e d 	 2 5 	 Q u a l i t y 	 Q u a l i t y 	 q_GrT	 ƉT(	 	 	 	 	 0G5AB2>	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M R D O _ S T O P _ A U D I O _ P L A Y E R 	 U n d e f i n e d 	 2 0 	 S T R 	 T u r n   o f f   a u d i o   p l a y e r   ? 	 ܕjd>ehV	 sQPNd>ehV	 	 	 	 	 K:;NG8BL  0C48>?@>83@K20B5;L? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ S T O P _ F M R 	 U n d e f i n e d 	 2 0 	 S T R 	 T u r n   o f f   F M   R a d i o ? 	 ܕ6e_j	 sQ6e:g	 	 	 	 	 K:;NG8BL  ?@85<=8:  F M ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ T O N E _ S E T _ D U A L _ S I M _ R I N G _ T O N E 	 U n d e f i n e d 	 2 0 	 S T R 	 D u a l   S I M   I n c o m i n g   C a l l 	 SaSO	 SaSeg5u	 	 	 	 	 !8=0;  2K7>20  4;O  42CE  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ T O D O _ A L A R M _ R E M I N D E R 	 T o d o l i s t 	 I C O N T E X T 	 R e m i n d e r 	 R e m i n d e r 	 c	 c	 ? ? ? ? ? ? ? ? ? ? ? ? 	 R e c o r d a t o r i o 	 R a p p e l 	 E r i n n e r u n g 	 0?><8=0=85	 P r o m e m o r i a 	 ? ? ? ? ? ? 	 L e m b r e t e 	 h a t ? r l a t ? c ? 	 N h ? c   n h ? 	 P e n g i n g a t 	 P e r i n g a t a n 	 ? ? ? ? ? ? ? ? 	 	 	 	 E m l  k e z t e t ? 	 	 	 	 H e r i n n e r e n 	 	 	 M e m e n t o 	 	 	 ? ? ? ? ? ? 	 	 	 ? ? ? ? ? ? 	 	 	 ? ? ? ? ? ? ? ? ? ? ? ?   	 	 	 	 	 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 H e r i n n e r i n g 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 R e m i n d e r 	 ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? 	 K u j t u e s 	 ? ? ? ? ? ? ? ? ? ? 	 	 	 	 	 	 	 	 L e m b r e t e 
 
 S T R _ T O D O _ A L A R M _ R E M I N D E R _ N O N E 	 T o d o l i s t 	 C 0 5 7 _ 1 	 N o n e 	 N o n e 	 !qc	 ec	 ? ? ? ? ? 	 N i n g u n o 	 A u c u n e 	 N i c h t s 	 5B	 N e s s n a 	 ? ? 	 N e n h u m a 	 H i ? b i r i 	 K h ? n g   n h ? c   	 T i d a k   a d a 	 T i a d a 	 ? ? ?   ? ? ? ? 	 	 	 	 N i n c s 	 	 	 	 G e e n 	 	 	 N i c i u n a 	 	 	 ? ? ? 	 	 	 ? ? ? 	 	 	 ? ? ? ? ? ?   ? ? 	 	 	 	 	 	 N o n e 	 N o n e 	 N o n e 	 G e e n 	 N o n e 	 N o n e 	 N o n e 	 N o n e 	 N o n e 	 N o n e 	 ? ? ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ? ? ? ? 	 A s g j e 	 ? ? ?   ? ? ? 	 	 	 	 	 	 	 	 N e n h u m a 
 
 S T R _ I D _ G L O B A L _ I P _ D I A L 	 G L O B A L 	 I C O N T E X T 	 M e n u   i t e m   s t r i n g   f o r   V i e w   o p t i o n s 	 I P   d i a l 	 I P d_	 I P bS	 	 	 	 	 I P   A>548=5=85	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ H F _ T I M E _ 5 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   t i m e 	 5   s e c o n d s 	 5 y	 5 y	 	 	 	 	 5   A5:C=4	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ H F _ T I M E _ 1 5 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   t i m e 	 1 5   s e c o n d s 	 1 5 y	 1 5 y	 	 	 	 	 1 5   A5:C=4	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ H F _ T I M E _ 3 0 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   t i m e 	 3 0   s e c o n d s 	 3 0 y	 3 0 y	 	 	 	 	 3 0   A5:C=4	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H N S E T _ G P I O _ B A C K L I T E _ H F _ T I M E _ 6 0 	 U n d e f i n e d 	 O t h e r s 	 B a c k l i t e   t i m e 	 1   m i n u t e 	 1 R	 1 R	 	 	 	 	 1   <8=CB0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
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 S T R _ I D _ U C M _ M A S T E R _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 M a s t e r   v o i c e   c a l l   m e n u   i t e m   s t r i n g 	 D i a l P r i m a r y   S I M 		 ;NaSbS	 ;NaSbS	 	 	 	 	 !  ?5@28G=>9  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ S L A V E _ V O I C E _ C A L L 	 U C M 	 I C O N T E X T 	 S l a v e   v o i c e   c a l l   m e n u   i t e m   s t r i n g 	 D i a l ( S e c o n d a r y   S I M ) 	 NaSbS	 NaSbS	 	 	 	 	 !>  2B>@8G=>9  S I M 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ U C M _ S E N D _ M S G 	 U C M 	 R S K 	 A c t i o n   t o   s e n d   s m s 	 S e n d   s m s 	 SwO	 SwO	 	 	 	 	 !>>1I. 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ B A C K U P _ L I S T _ E M P T Y 	 U n d e f i n e d 	 2 0 	 S T R 	 E m p t y   l i s t ! 	 wORhpzz	 wORh:Nzz	 	 	 	 	 CAB>9  A?8A>:! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R 9 1 7 8 _ A K P L _ T I M E _ 1 5 	 S e t t i n g 	 T W O S T A T E 	 T i m e   1 5   S e c   F o r   A u t o   K e y P a d   L o c k . 	 1 5   s e c 	 1 5 y	 1 5 y	 1 5   ? ? ? ? ? ? 	 1 5   s e g 	 1 5   s e c 	 1 5   S e k . 	 1 5   A5:	 1 5   s e c .   	 1 5   ? ? ? ? ? 	 1 5   s e g 	 1 5   s a n i y e 	 1 5   g i a y 	 1 5   d e t i k 	 1 5   s a a t 	 ? 1 5   ? ? ? ? ? ? ? 	 1 5   s e k . 	 1 5   s e c . 	 1 5   s e k . 	 1 5   m p 	 1 5   s 	 1 5   s e k . 	 1 5   s e k . 	 1 5   s e c 	 1 5   s e k . 	 1 5   s e k u n d i 	 1 5   s e c . 	 1 5   s e k . 	 1 5   . 	 1 5   ? ? ? ? ? 	 1 5   A5:	 1 5   ? ? . 	 1 5   ? ? ? ? ? 	 1 5   s e c . 	 1 5   ? ? ? ? ? ? ? 	 ?   ? ? ? ? ? ? ? 	 1 5   ? ? ? ? ? 	 1 5   ? ? ? ? ? ? ? 	 1 5   A	 1 5   ? ? ? ? ? ? 	 1 5   ? ? ? ? 	 1 5   s e c 	 I m z w   e m i - 1 5 	 S e k   1 5 	 1 5   s e k 	 1 5   s e k . 	 1 5   s e k . 	 1 5   s e k 	 1 5   ? ? ? 	 1 5   ? ? ? ? 	 1 5   s e c 	 1 5   ? ? 	 1 5   ? ? ? ? ? ? ? 	 	 1 5   ? ? ? ? ? ? ? 	 1 5   s 	 1 5 y	 1 5   s e g . 	 1 5   s e c o n d e s 	 1 5   s e k . 	 1 5   s e g 	 1 5   A5:C=48	 1 5   s e g u n d o s 	 1 5   s e k 	 M e t s n   e   1 5 	 1 5   s e g 	 1 5   s e c 	 s e k   1 5 	  ? ? ? j  -   y    1 5 	 1 5   A5:
 
 S T R _ M E N U _ M E S S A G E _ S E T T I N G _ I D 	 U n d e f i n e d 	 2 0 	 S T R 	 M e s s a g e   s e t t i n g s 	 
o`-[	 Oo`n	 	 	 	 	 0AB@>9:8  A>>1I5=89	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C H A R G E R _ C O M P L E T E 	 U n d e f i n e d 	 2 0 	 S T R 	 C h a r g e r i n g   C o m p l a t e 	 EQ5u][b	 EQ5u][b	 	 	 	 	 0@O4:0  7025@H5=0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S H O R T C T U S _ S T R I N G _ I D _ D U P L I C A T E D 	 U n d e f i n e d 	 O t h e r s 	 S T R 	 H a v e   e x i s t 	 ]X[(W	 ]X[(W	 	 	 	 	 !CI5AB2C5B	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G L O B A L _ J A V A _ R U N _ P R O M P T 	 U n d e f i n e d 	 O t h e r s 	 S T R 	 T e r m i n a t e   j a v a   f i r s t . 	 gQX[
N, ˊHQ\PbkJ a v a . 	 QX[
N, HQ\PbkJ a v a . 	 	 	 	 	 54>AB0B>G=>  ?0<OB8.   !=0G0;0  C40;8B5  J a v a . 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ B T _ S E T _ N A M E _ L E N G T H _ L I M I T A T I O N 	 U n d e f i n e d 	 O t h e r s 	 S T R 	 C a n   n o t   b e   n u l l 	 
N2rzz	 
N:Nzz	 	 	 	 	 c a n   n o t   b e   n u l l 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D V _ Q Q _ R U N _ P R O M P T 	 U n d e f i n e d 	 1 6 	 S T R 	 Q Q   i s   r u n n i n g , P l e a s e   e x i t   f i r s t ! 	 HQ QЏLvQ Q ! 	 HQ QЏLvQ Q ! 	 	 	 	 	 0?CI5=  Q Q .   !=0G0;0  =5>1E>48<>  2K9B8! 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S M S _ M E M S T A T U S _ P R E F I X _ S I M 	 U n d e f i n e d 	 1 6 	 S T R 	 S I M 	 S I M aS	 S I M aS	 	 	 	 	 S I M : 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ D C D V _ R E S T O R E _ C O N F I M 	 U n d e f i n e d 	 2 5 	 R e s t o r e 	 R e s t o r e ? 	 b`_-n? 	 b`
Yn? 	 	 	 	 	 !1@>A8BL  =0AB@>9:8? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ A U D P L Y _ O P T I O N _ C L E A R _ A L L 	 U n d e f i n e d 	 1 0 	 S T R 	 C l e a r 	 nzz	 nzz	 	 	 	 	 G8AB8BL	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ F M G R _ U N A B L E _ F O R W A R D 	 F M G R 	 P O P U P 	 N o   u s a b l e   o p t i o n s ( i n   t h e   p o p u p ) 	 U n a b l e   t o   s e n d 	 !qlP	 elS	 ? ? ? ? ? ? ? ? ? ? ? 	 N o   d i s p o n i b l e 	 N o n   d i s p o n i b l e 	 N i c h t   v e r f  g b a r 	 52>7<>6=>  >B?@028BL	 N o n   d i s p o n i b i l e 	 ? ?   ? ? ? ? 	 N ? o   d i s p o n  v e l 	 M e v c u t   d e ? i l 	 K h ? n g   d  n g   ? ? ? c   l ? a   c h ? n   n  y 	 T i d a k   t e r s e d i a 	 T a k   t e r s e d i a 	 ? ? ? ? ? ?   ? ? ? ? ? 	 	 	 	 N e m   e l  r h e t ? 	 	 	 	 N i e t   b e s c h i k b a a r 	 	 	 N u   e x i s t ?   o p ? i u n i   d i s p o n i b i l e 	 	 	 ? ? ? ?   ? ? ? ? 	 	 	 ? ? ? ? ?   ? ? ? ? 	 	 	 ? ? ? ? ? ?   ? ? 	 	 	 	 ? ? ? ? ? ?   ? ? ? 	 ? ? ? ? ? ? ? ? ? 	 A k u t h o l a k a l i 	 A y i f u m a n e k i 	 H a i p a t i k a n i 	 N i e   b e s k i k b a a r   n i e 	 N ? r a 	 N a v   p i e e j a m s 	 P o l e   s a a d a v a l 	 ? ? ? ?   ? ? 	 ? ?   ? ? ? ?   ? ? ? ? ? ? ? ? ? ? ? ? 	 N e d i s p o n i b i l 	 ? ? ? ? ? ? ? ? 	 ? ? ? ? ? ?   ? ? ? ? ? 	 N u k   e s h t e   n e   d i s p o z i c i o n 	 ? ? ? ? ? ?   ? ? ? 	 	 	 	 	 	 	 	 N ? o   d i s p o n  v e l 	 	 	 	 	 	 	 
 
 S T R _ I D _ M A S T E R _ S I M _ C A R D 	 U n d e f i n e d 	 3 0 	 ( M ) 	 ( M ) 	 ;N		 ;N		 	 	 	 	 ( ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ S L A V E _ S I M _ C A R D 	 U n d e f i n e d 	 3 0 	 ( S ) 	 ( S ) 	 _		 N		 	 	 	 	 ( ) 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ C A M E R A _ I M A G E _ Q T Y _ H I G H 	 C A M E R A 	 C 0 5 7 _ 1 ,   C A M E R A _ H I N T   [ I n l i n e - I m a g e   Q t y 	 H i g h 	 H i g h 	 ؚ	 ؚ	 	 	 	 	 KA>:>5	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ O N L Y _ O N E _ S I M C A R D _ U S E D 	 U n d e f i n e d 	 3 0 	 S T R 	 O n l y   O n e   S I M C A R D   U s e d 	 `S_MRSO(u N _S I M aS	 `S_MRSO(u N _S I M aS	 	 	 	 	 A?>;L7C5BAO  B>;L:>  >4=0  S I M - :0@B0	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ P H B _ M O B I L E N U M B E R 2 	 U n d e f i n e d 	 3 0 	 S T R 	 N u m b e r 2 	 5u݋Sx2 	 5u݋Sx2 	 	 	 	 	 ><5@  2 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ W E E K _ S U N D A Y 	 U n d e f i n e d 	 3 	 S u n 	 S 	 e	 e	 ? ? . 	 S 	 D 	 S 	 A	 S 	 ? ? ? ? 	 D 	 S 	 C h ?   n h ? t 	 S 	 A 	 ? ? ? 	 	 	 	 V a s . 	 	 	 	 z o 	 	 	 D 	 	 	 S 	 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 	 S 	 ? ? 	 S 	 I - S 	 S 	 S o . 	 ? 	 S 	 S 	 ? 	 ? ? ? ?   	 D 	 S 	 ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ W E E K _ M O N D A Y 	 U n d e f i n e d 	 3 	 M o n 	 M 	  N	  N	 ? . 	 L 	 L 	 M 	 =	 M 	 ? ? ? ? ? ? ? 	 S 	 M 	 T h ?   h a i 	 S 	 I 	 ? ? ? 	 	 	 	 H  . 	 	 	 	 m a 	 	 	 L 	 	 	 M 	 	 M 	 M 	 M 	 M 	 M 	 M 	 M 	 	 M 	 ? ? 	 M 	 I - M 	 M 	 M a . 	 P r . 	 M 	 M 	 ? 	 ? ? ?   	 L 	 M 	 ? ? ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ W E E K _ T U E S D A Y 	 U n d e f i n e d 	 3 	 T u e 	 T 	 N	 N	 ? . 	 J 	 M 	 D 	 B	 T 	 ? ? ? ? ? ? ? ? 	 T 	 T 	 T h ?   b a 	 K 	 S 	 ? ? ? ? 	 	 	 	 K . 	 	 	 	 d i 	 	 	 M a 	 	 	 T 	 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 	 T 	 ? ? 	 T 	 I - T 	 T 	 D i . 	 K 	 T 	 T 	 ? 	 ? ? ? ?   	 M a 	 T 	 ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ W E E K _ W E D N E S D A Y 	 U n d e f i n e d 	 3 	 W E D 	 W 	 	N	 	N	 ? . 	 X 	 M 	 M 	 !@	 W 	 ? ? ? ? ? ? ? ? 	 Q 	 W 	 T h ?   t ? 	 R 	 R 	 ? ? ? 	 	 	 	 S z e . 	 	 	 	 w o 	 	 	 M i 	 	 	 W 	 	 W 	 W 	 W 	 W 	 W 	 W 	 W 	 !	 W 	 ? ? 	 W 	 I - W 	 W 	 W o . 	 T 	 W 	 W 	 ? 	 ? ? ? ?   	 M i 	 W 	 ? ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ W E E K _ T H U R S D A Y 	 U n d e f i n e d 	 3 	 T H U 	 T 	 V	 V	 ? ? . 	 J 	 J 	 D 	 'B	 T 	 ? ? ? ? ? ? 	 Q 	 T 	 T h ?   n ? m 	 K 	 K 	 ? ? ? ? 	 	 	 	 C s . 	 	 	 	 d o 	 	 	 J 	 	 	 T 	 	 T 	 T 	 T 	 T 	 T 	 T 	 T 	 '	 T 	 ? ? 	 T 	 I - T 	 T 	 D o . 	 K 	 T 	 T 	 ? 	 ? ? ? ?   	 J 	 T 	 ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ W E E K _ F R I D A Y 	 U n d e f i n e d 	 3 	 F R I 	 F 	 N	 N	 ? . 	 V 	 V 	 F 	 B	 F 	 ? ? ? ? ? ? 	 S 	 F 	 T h ?   s  u 	 J 	 J 	 ? ? ? ? ? 	 	 	 	 P  . 	 	 	 	 v r 	 	 	 V 	 	 	 F 	 	 F 	 F 	 F 	 F 	 F 	 F 	 F 	 	 F 	 ? ? 	 F 	 I - F 	 F 	 V r . 	 P n . 	 F 	 F 	 ? ? 	 ? ? ? 	 V 	 F 	 ? ? ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ C L N D R _ W E E K _ S A T U R D A Y 	 U n d e f i n e d 	 3 	 S A T 	 S 	 mQ	 mQ	 ? . 	 S 	 S 	 S 	 !1	 S 	 ? ? ? ? ? 	 S 	 S 	 T h ?   b ? y 	 S 	 S 	 ? ? ? 	 	 	 	 S z o . 	 	 	 	 z a 	 	 	 S 	 	 	 S 	 	 S 	 S 	 S 	 S 	 S 	 S 	 S 	 !	 S 	 ? 	 S 	 I - S 	 S 	 S a . 	 ? 	 S 	 S 	 ? 	 ? ? ?   	 S 	 S 	 ? ? ? 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ I D _ P H B _ N O T E 	 U n d e f i n e d 	 1 6 	 S T R 	 N o t e 	 Yl	 Yl	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G _ S H O W _ S U P P L E M E N T A R Y _ I N F O 	 R U S 	 3 5 	 S h o w   s u p p l e m e n t a r y   i n f o r m a t i o n 	 S h o w   s u p p l e m e n t a r y   i n f o r m a t i o n 	 	 	 	 	 	 	 >:07K20BL  4>?>;=8B5;L=CN  8=D>@<0F8N	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G _ S H O W _ S I M _ C A R D _ N A M E 	 R U S 	 3 5 	 S I M   c a r d   n a m e 	 S I M   c a r d   n a m e 	 	 	 	 	 	 	 <O  S I M   :0@BK	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G _ S H O W _ L I V E _ B A L A N C E 	 R U S 	 3 5 	 L i v e   b a l a n c e 	 L i v e   b a l a n c e 	 	 	 	 	 	 	 0;0=A  =0  M:@0=5	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ S E T T I N G _ S H O W _ B R O A D C A S T _ M E S S A G E 	 R U S 	 3 5 	 B r o a d c a s t   m e s s a g e 	 B r o a d c a s t   m e s s a g e 	 	 	 	 	 	 	 =D>- A>>1I5=8O	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 
 
 S T R _ G U I _ T I M E _ A M _ S T R I N G _ I D 	 G U I 	 U N L I M 	 S t r i n g   f o r   A M 	 A M 	 e
N	 e
N	 A M 	 A M 	 A M 	 V o r m . 	 A M 	 A M 	 5('-'	 A M 	 a m 	 S  n g   	 A M 	 P g 	 *	B	0	M	5	>	.  	 A M 	 D O P . 	 P r z e d   p o Bu d n i e m 	 D e 	 a . m . 	 A M 	 D o p . 	 v . m . 	 f . m . 	 A M 	 A M 	 A M 	 	 A M 	 	 8		>	3		 5. 	 A M 	 	 					 
. 
.
. 	 	&/	 	 A M 	 	 A M 	 A M   	 A M 	 V M 	 i k i   p u s i a u d i e n i o 	 p r i e k ap u s d i e n 	 A M 	 A M 	 A M 	 A M 	 


	 *B0M,>9M(	 p a r a d i t e 	 				 G  n o r t a y a d Yk 	 
NHS	 A M 	 A M 	 f . h . 	 A M 	 ?@5B?;04=5	 A M 	 p r e   p o d n e 	 A M 	 A M 	 A M 	 S a f e 	 A M 	 "	 A M 	 A M 	 A M 	 O g e   t t 	 R . N . 
 
 S T R _ G U I _ T I M E _ P M _ S T R I N G _ I D 	 G U I 	 U N L I M 	 S t r i n g   f o r   P M 	 P M 	 NHS	 NHS	 P M 	 P M 	 P M 	 N a c h m . 	 P M 	 P M 	 E3'!	 P M 	 p m 	 C h i u 	 P M 	 P t g 	 	*	.  	 P M 	 O D P . 	 P o   p o Bu d n i u 	 D u 	 p . m . 	 P M 	 O d p . 	 n . m . 	 e . m . 	 P M 	 P M 	 P M 	 	 P M 	  	 8	>	/			>	3		 (. 8. 	 P M 	 	 								 *
@
. 
.
. 	 8/$M0	 	 P M 	 / 	 P M 	 P M 	 P M 	 N M 	 p o   p u s i a u d i e n i o 	 p c p u s d i e n 	 P M 	 P M 	 P M 	 P M 	 *
?


	 *0>9M(	 p a s d i t e 	 					 G  n o r t a d a n   s o n r a 	 NHS	 P M 	 P M 	 e . h . 	 P M 	 ?>?;04=5	 P M 	 p o s l e   p o d n e 	 P M 	 P M 	 P M 	 R a n a 	 P M 	 "	 P M 	 P M 	 P M 	 O g e   m g b e d e   n ' a b a l 	 I . N . 
 
 S T R _ G U I _ T I M E _ H H _ S T R I N G _ I D 	 G U I 	 U N L I M 	 S t r i n g   f o r   A M 	 H H 	 	 	 	 	 	 	 ''
 
 S T R _ G U I _ T I M E _ M M _ S T R I N G _ I D 	 G U I 	 U N L I M 	 S t r i n g   f o r   P M 	 M M 	 	 	 	 	 	 	 
 
 S T R _ G U I _ D A T E _ Y Y _ S T R I N G _ I D 	 G U I 	 U N L I M 	 S t r i n g   f o r   A M 	 Y Y Y Y 	 	 	 	 	 	 	 
 
 S T R _ G U I _ D A T E _ M M _ S T R I N G _ I D 	 G U I 	 U N L I M 	 S t r i n g   f o r   P M 	 M M 	 	 	 	 	 	 	 
 
 S T R _ G U I _ D A T E _ D D _ S T R I N G _ I D 	 G U I 	 U N L I M 	 S t r i n g   f o r   P M 	 D D 	 	 	 	 	 	 	 
 
 # # n u m b e r 	 1 3 3 3 2 	 	 	 	 	 	 	 	 	 	 
 
 